tag:blogger.com,1999:blog-35543891829201628362024-03-14T06:40:02.802-03:00Pemepé Project BlogUN BLOG SOBRE GESTIÓN DE PROYECTOSJuan Carlos González, PMP, ITILhttp://www.blogger.com/profile/12871179385477616693noreply@blogger.comBlogger8125tag:blogger.com,1999:blog-3554389182920162836.post-23658006002304676912013-02-06T15:04:00.000-03:002013-02-06T15:04:13.836-03:00UNA INTRODUCCION A LA CERTIFICACION PMI-ACP®<div dir="ltr" style="text-align: left;" trbidi="on">
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<u><b><span style="font-size: large;"><span></span><span style="font-family: Arial;"><span class="hps"><sup></sup></span></span></span></b></u><span style="font-size: 11.0pt; mso-ansi-language: ES; mso-bidi-font-family: Arial;"></span></div>
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<span lang="EN-US" style="font-size: 11.0pt; mso-bidi-font-family: Arial;">By Cornelius Fichtner, PMP
- Making the <a href="http://www.pducast.com/">PMBOK</a>® Guide fun.</span></div>
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<b><i><span style="mso-ansi-language: ES;">Traducido y adaptado por Juan Carlos González,
PMP, ITIL</span></i></b></div>
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<b><i><span class="hps"><b style="mso-bidi-font-weight: normal;"><span style="font-family: Arial; font-size: 12.0pt; mso-ansi-language: ES;"> RESUMEN</span></b></span></i></b></div>
<b><i><span style="mso-ansi-language: ES;">
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</span></i></b><i><span style="mso-ansi-language: ES;"><div class="MsoNormal">
<span class="hps"><span style="font-family: Arial; font-size: 12.0pt; mso-ansi-language: ES;">Si utiliza prácticas, herramientas y técnicas Agiles
en sus proyectos o su organización está en proceso de implementar o ya sigue la
filosofía, metodologías, principios y prácticas Agiles convertirse en un Agile
Certified Practitioner (PMI-ACP)® <span style="mso-spacerun: yes;"> </span>del PMI®
puede ser el camino a seguir para usted.</span></span></div>
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<span class="hps"><span style="font-family: Arial; font-size: 12.0pt; mso-ansi-language: ES;">Antes de dar el siguiente paso hacia la obtención
de su certificación PMI-ACP® asegúrese de que entiende los requisitos de
elegibilidad para solicitar el examen PMI-ACP®, el proceso de solicitud, y lo
que puede esperar cuando esté sentado rindiendo <span style="mso-spacerun: yes;"> </span>el examen.</span></span></div>
</span></i><b><i><span style="mso-ansi-language: ES;">
</span></i></b><span style="mso-ansi-language: ES;"></span><br />
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<span style="font-size: small;"><span style="color: #666666;"><b><span style="font-family: Verdana,sans-serif;"><span class="hps"><span>¿Utiliza</span></span><span> <span class="hps">prácticas,</span>
herramientas o<span class="hps"> técnicas Agiles</span> <span class="hps">en sus
proyectos?</span></span></span></b></span></span></div>
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<span style="font-size: small;"><span style="color: #666666;"><b><span style="font-family: Verdana,sans-serif;"><span><span class="hps">¿Pertenece </span><span> </span><span class="hps">a una organización que</span> <span class="hps">está en proceso</span> <span class="hps">de</span> <span class="hps">adoptar
o</span> <span class="hps">ya</span> <span class="hps">está poniendo en práctica</span>
<span class="hps">proyectos que utilizan</span> <span class="hps">la</span> <span class="hps">filosofía,</span> <span class="hps">metodologías</span>, principios y/o
<span class="hps">prácticas Agiles?</span> <span class="hps">¿Quieres</span> <span class="hps">demostrar</span> <span class="hps">tu</span> <span class="hps">pericia</span>
<span class="hps">en las prácticas</span>, herramientas <span class="hps">y/o
técnicas Agiles?</span></span></span></b></span></span></div>
<span style="font-size: small;"><span style="color: #666666;"><b><span style="font-family: Verdana,sans-serif;">
</span></b></span></span><div class="MsoNormal">
<span style="font-size: small;"><span style="color: #666666;"><b><span style="font-family: Verdana,sans-serif;"><span class="hps"><span>Entonces usted</span></span><span> <span class="hps">podría estar
listo para</span> <span class="hps">dar el siguiente paso</span> <span class="hps">y
convertirse en un</span> <span class="hps">PMI®</span> <span class="hps">Agile</span>
<span class="hps">Certified</span> <span class="hps">Practitioner</span> <span class="hps">(PMI</span>-ACP)<span class="hps">®.</span></span></span></b></span></span></div>
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<span style="font-size: small;"><span style="color: #666666;"><b><span style="font-family: Verdana,sans-serif;"><span class="hps"><span>Antes de empezar</span></span><span>, hay <span class="hps">algunas cosas</span> <span class="hps">importantes que usted</span> <span class="hps">debe entender</span>, como son <span class="hps">los requisitos de
elegibilidad</span> <span class="hps">para solicitar</span> <span class="hps">el
examen</span> <span class="hpsatn">PMI-</span>ACP<span class="hps">®, el</span> <span class="hps">proceso de solicitud,</span> <span class="hps">y</span> <span class="hps">lo que puede esperar</span> <span class="hps">cuando se está sentado</span>
<span class="hps">para tomar el examen.</span></span></span></b></span></span></div>
<span style="font-size: small;"><span style="color: #666666;"><b><span style="font-family: Verdana,sans-serif;">
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<span style="font-size: small;"><span style="color: #666666;"><b><span style="font-family: Verdana,sans-serif;">
</span></b></span></span><div class="MsoNormal">
<span style="font-size: small;"><span style="color: #666666;"><b><span style="font-family: Verdana,sans-serif;"><span class="hps"><span>Hay cuatro áreas de requisitos que se deben cumplir
para poder ser elegibles para tomar el examen PMI-ACP®.</span></span></span></b></span></span></div>
<span style="font-size: small;"><span style="color: #666666;"><b><span style="font-family: Verdana,sans-serif;">
</span></b></span></span><div class="MsoNormal">
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<span style="font-size: small;"><span style="color: #666666;"><b><span style="font-family: Verdana,sans-serif;"><span class="hps"><span>La primera es tener un título secundario.</span></span></span></b></span></span></div>
<span style="font-size: small;"><span style="color: #666666;"><b><span style="font-family: Verdana,sans-serif;">
</span></b></span></span><div class="MsoNormal">
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<span style="font-size: small;"><span style="color: #666666;"><b><span style="font-family: Verdana,sans-serif;"><span class="hps"><span>La segunda es tener y ser capaz de documentar por
lo menos 2.000 horas de experiencia trabajando en un equipo de proyecto. Esta
experiencia general de proyectos debe haber tenido lugar en los últimos cinco
años y esta experiencia no es necesariamente relacionada con Agile. El<span> </span>que tiene una certificación PMP® o PgMP® activa
satisface este requisito general sin documentación adicional.</span></span></span></b></span></span></div>
<span style="font-size: small;"><span style="color: #666666;"><b><span style="font-family: Verdana,sans-serif;">
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<span style="font-size: small;"><span style="color: #666666;"><b><span style="font-family: Verdana,sans-serif;"><span class="hps"><span>El tercer requisito es que debe ser capaz de demostrar
por lo menos 1.500 horas de experiencia de trabajo en equipos ágiles o en el
uso de métodos ágiles en los últimos tres años.</span></span></span></b></span></span></div>
<span style="font-size: small;"><span style="color: #666666;"><b><span style="font-family: Verdana,sans-serif;">
</span></b></span></span><div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-size: small;"><span style="color: #666666;"><b><span style="font-family: Verdana,sans-serif;"><span class="hps"><span>El último requisito es que debe obtener por lo
menos 21 horas de contacto que cubran temas relacionados con Agile, que pueden
incluir: la filosofía, metodologías, principios y/o prácticas Agiles. Estas
horas deben ser obtenidos antes de la fecha programada para rendir el examen.</span></span></span></b></span></span></div>
<span style="font-size: small;"><span style="color: #666666;"><b><span style="font-family: Verdana,sans-serif;">
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<span style="font-size: small;"><span style="color: #666666;"><b><span style="font-family: Verdana,sans-serif;">
</span></b></span></span><div class="MsoNormal">
<span style="font-size: small;"><span style="color: #666666;"><b><span style="font-family: Verdana,sans-serif;"><span class="hps"><span>Si usted todavía tiene que obtener sus horas de
contacto, esto se puede lograr a través de una variedad de fuentes, entre
ellas, un REP del PMI, un Capítulo PMI, una Comunidad de Práctica (CoP) del PMI,
programas de formación de las compañía, las empresas de formación profesional,
y una variedad de escuelas o universidades.</span></span></span></b></span></span></div>
<span style="font-size: small;"><span style="color: #666666;"><b><span style="font-family: Verdana,sans-serif;">
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<span style="font-size: small;"><span style="color: #666666;"><b><span style="font-family: Verdana,sans-serif;"><span class="hps"><span>Visite www.pmi.org para más información para
determinar si un programa específico reúne los requisitos para satisfacer las
horas de contacto necesarios para rendir el examen.</span></span></span></b></span></span></div>
<div class="MsoNormal">
<span style="font-size: small;"><span style="color: #666666;"><b><span style="font-family: Verdana,sans-serif;"><span class="hps"><span>La mayoría de ellos lo
cumplen, siempre y cuando haya una evaluación de fin de curso cuyos resultados
puedan ser documentados.</span></span></span></b></span></span></div>
<span style="font-size: small;"><span style="color: #666666;"><b><span style="font-family: Verdana,sans-serif;">
</span></b></span></span><div class="MsoNormal">
<span style="font-size: small;"><span style="color: #666666;"><b><span style="font-family: Verdana,sans-serif;"><span class="hps"><span>Dos cosas a tener en cuenta cuando se trata de
horas de contacto son que una hora de capacitación equivale a una hora de
contacto, y que cada hora de contacto debe centrarse en temas relacionados con
Agile.</span></span></span></b></span></span></div>
<span style="font-size: small;"><span style="color: #666666;"><b><span style="font-family: Verdana,sans-serif;">
</span></b></span></span><div class="MsoNormal">
<br /></div>
<span style="font-size: small;"><span style="color: #666666;"><b><span style="font-family: Verdana,sans-serif;">
</span></b></span></span><div class="MsoNormal">
<span style="font-size: small;"><span style="color: #666666;"><b><span style="font-family: Verdana,sans-serif;"><span class="hps"><span>La solicitud para el examen PMI-ACP® puede
completarse en línea en www.pmi.org o puede ser descargada y enviada por
correo. Si opta por la solicitud en línea usted tendrá 90 días para completar
el proceso de solicitud.</span></span></span></b></span></span></div>
<span style="font-size: small;"><span style="color: #666666;"><b><span style="font-family: Verdana,sans-serif;">
</span></b></span></span><div class="MsoNormal">
<span style="font-size: small;"><span style="color: #666666;"><b><span style="font-family: Verdana,sans-serif;"><span class="hps"><span>El tiempo de proceso para una aplicación en línea
es generalmente de 10 días, mientras que si decide completar una copia en papel
puede tomar hasta 20 días para procesar, además del tiempo que se tarda en
llegar a PMI®.</span></span></span></b></span></span></div>
<span style="font-size: small;"><span style="color: #666666;"><b><span style="font-family: Verdana,sans-serif;">
</span></b></span></span><div class="MsoNormal">
<br /></div>
<span style="font-size: small;"><span style="color: #666666;"><b><span style="font-family: Verdana,sans-serif;">
</span></b></span></span><div class="MsoNormal">
<span style="font-size: small;"><span style="color: #666666;"><b><span style="font-family: Verdana,sans-serif;"><span class="hps"><span>Antes de iniciar el proceso de solicitud, asegúrese
de cumplir con los requisitos de elegibilidad como se ha descrito anteriormente
y que se pueda documentar que usted cumple con los requisitos.</span></span></span></b></span></span></div>
<span style="font-size: small;"><span style="color: #666666;"><b><span style="font-family: Verdana,sans-serif;">
</span></b></span></span><div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-size: small;"><span style="color: #666666;"><b><span style="font-family: Verdana,sans-serif;"><span class="hps"><span>Hay un par de cosas a tener en cuenta cuando se
documentan tanto sus horas de experiencia del proyecto generales como sus horas
de experiencia en proyectos Agiles. </span></span></span></b></span></span></div>
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<span style="font-size: small;"><span style="color: #666666;"><b><span style="font-family: Verdana,sans-serif;"><span class="hps"><span>En primer lugar, usted no puede reclamar
las horas por el mismo proyecto, tanto para la experiencia general del proyecto
y experiencia en proyectos Agile. En otras palabras, las 2.000 horas de
experiencia general del proyecto como por las 1.500 horas de experiencia en
proyectos Agiles, tienen que ser mutuamente excluyentes.</span></span></span></b></span></span></div>
<span style="font-size: small;"><span style="color: #666666;"><b><span style="font-family: Verdana,sans-serif;">
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<span style="font-size: small;"><span style="color: #666666;"><b><span style="font-family: Verdana,sans-serif;"><span class="hps"><span>En segundo lugar, la experiencia que declare no se puede
superponer.</span></span></span></b></span></span></div>
<div class="MsoNormal">
<span style="font-size: small;"><span style="color: #666666;"><b><span style="font-family: Verdana,sans-serif;"><span class="hps"><span>Por ejemplo, si usted trabajó en un proyecto durante los meses de
enero, febrero y marzo y en otro proyecto durante los meses de marzo, abril y
mayo, sólo se puede contar con cinco meses de experiencia no (enero a mayo)
seis porque la proyectos se superponen en marzo.</span></span></span></b></span></span></div>
<span style="font-size: small;"><span style="color: #666666;"><b><span style="font-family: Verdana,sans-serif;">
</span></b></span></span><div class="MsoNormal">
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<div class="MsoNormal">
<span style="font-size: small;"><span style="color: #666666;"><b><span style="font-family: Verdana,sans-serif;"><span class="hps"><span>Las 21 horas de contacto en la esfera de las
prácticas Agiles se pueden ganar en una variedad de formas como se ha
mencionado anteriormente y cada proveedor debe proporcionar documentación que
acredite que han completado con éxito cada hora de enseñanza.</span></span></span></b></span></span></div>
<span style="font-size: small;"><span style="color: #666666;"><b><span style="font-family: Verdana,sans-serif;">
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<span style="font-size: small;"><span style="color: #666666;"><b><span style="font-family: Verdana,sans-serif;"><span class="hps"><span>Asimismo, como parte del proceso de solicitud
deberá leer y aceptar el Código de Ética y Conducta Profesional de PMI y la
solicitud de Certificación / Acuerdo de Renovación (Certification
Application/Renewal Agreement).</span></span></span></b></span></span></div>
<span style="font-size: small;"><span style="color: #666666;"><b><span style="font-family: Verdana,sans-serif;">
</span></b></span></span><div class="MsoNormal">
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<span style="font-size: small;"><span style="color: #666666;"><b><span style="font-family: Verdana,sans-serif;">
</span></b></span></span><div class="MsoNormal">
<span style="font-size: small;"><span style="color: #666666;"><b><span style="font-family: Verdana,sans-serif;"><span class="hps"><span>Tenga en cuenta al completar el proceso de
solicitud que hay una posibilidad de que su aplicación sea seleccionada para
una auditoría.</span></span></span></b></span></span></div>
<span style="font-size: small;"><span style="color: #666666;"><b><span style="font-family: Verdana,sans-serif;">
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<div class="MsoNormal">
<span style="font-size: small;"><span style="color: #666666;"><b><span style="font-family: Verdana,sans-serif;"><span class="hps"><span>PMI audita al azar las solicitudes recibidas y por
ello es muy importante que usted mantenga una copia de toda la documentación de
su experiencia y horas de contacto<span> </span>hasta
que tenga al menos la notificación recibida que usted es elegible para tomar el
examen PMI-ACP®.</span></span></span></b></span></span></div>
<span style="font-size: small;"><span style="color: #666666;"><b><span style="font-family: Verdana,sans-serif;">
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<span style="font-size: small;"><span style="color: #666666;"><b><span style="font-family: Verdana,sans-serif;"><span class="hps"><span>Si usted es seleccionado para ser auditada tendrá
90 días para presentar los materiales de auditoría, el proceso de auditoría
generalmente toma 5-7 días.</span></span></span></b></span></span></div>
<span style="font-size: small;"><span style="color: #666666;"><b><span style="font-family: Verdana,sans-serif;">
</span></b></span></span><div class="MsoNormal">
<br /></div>
<span style="font-size: small;"><span style="color: #666666;"><b><span style="font-family: Verdana,sans-serif;">
</span></b></span></span><div class="MsoNormal">
<span style="font-size: small;"><span style="color: #666666;"><b><span style="font-family: Verdana,sans-serif;"><span class="hps"><span>Una vez que su solicitud es revisada y aceptada, y
usted haya pagado la cuota de inscripción tendrá un año a partir de la fecha de
aceptación para tomar el examen PMI-ACP®. </span></span></span></b></span></span></div>
<span style="font-size: small;"><span style="color: #666666;"><b><span style="font-family: Verdana,sans-serif;">
</span></b></span></span><div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-size: small;"><span style="color: #666666;"><b><span style="font-family: Verdana,sans-serif;"><span class="hps"><span>Se le permite hasta tres intentos para pasar dentro
de ese año.</span></span></span></b></span></span></div>
<span style="font-size: small;"><span style="color: #666666;"><b><span style="font-family: Verdana,sans-serif;">
</span></b></span></span><div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-size: small;"><span style="color: #666666;"><b><span style="font-family: Verdana,sans-serif;"><span class="hps"><span>El examen PMI-ACP® consta de 120 preguntas de
opción múltiple que deberá dar respuesta en tres horas.</span></span></span></b></span></span></div>
<span style="font-size: small;"><span style="color: #666666;"><b><span style="font-family: Verdana,sans-serif;">
</span></b></span></span><div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-size: small;"><span style="color: #666666;"><b><span style="font-family: Verdana,sans-serif;"><span class="hps"><span>Las preguntas del examen se dividen por igual entre
los temas de Técnicas y <span> </span>Herramientas Agiles
y Conocimientos y Habilidades Agiles.</span></span></span></b></span></span></div>
<span style="font-size: small;"><span style="color: #666666;"><b><span style="font-family: Verdana,sans-serif;">
</span></b></span></span><div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-size: small;"><span style="color: #666666;"><b><span style="font-family: Verdana,sans-serif;"><span class="hps"><span>El examen basado en computadora es el método
estándar para tomar el examen PMI-ACP®.</span></span></span></b></span></span></div>
<span style="font-size: small;"><span style="color: #666666;"><b><span style="font-family: Verdana,sans-serif;">
</span></b></span></span><div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-size: small;"><span style="color: #666666;"><b><span style="font-family: Verdana,sans-serif;"><span class="hps"><span>Sin embargo, un examen basado en papel está
disponible para circunstancias especiales.</span></span></span></b></span></span></div>
<span style="font-size: small;"><span style="color: #666666;"><b><span style="font-family: Verdana,sans-serif;">
</span></b></span></span><div class="MsoNormal">
<span style="font-size: small;"><span style="color: #666666;"><b><span style="font-family: Verdana,sans-serif;"><span class="hps"><span>También hay un tutorial que puede tomar antes de
iniciar el examen para ayudarle a familiarizarse con la forma de tomar un
examen basado en computadora.</span></span></span></b></span></span></div>
<span style="font-size: small;"><span style="color: #666666;"><b><span style="font-family: Verdana,sans-serif;">
</span></b></span></span><div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-size: small;"><span style="color: #666666;"><b><span style="font-family: Verdana,sans-serif;"><span class="hps"><span>Una cosa para recordar es que no hay pausas
programadas durante el examen, por lo que si usted decide tomar un descanso, el
reloj en el examen sigue funcionando.</span></span></span></b></span></span></div>
<div class="MsoNormal">
<span style="font-size: small;"><span style="color: #666666;"><b><span style="font-family: Verdana,sans-serif;"><span class="hps"><span>Además, en este momento el examen
PMI-ACP® sólo se ofrece en Inglés y las
ayudas lingüísticas no están disponibles.<br />
<br />
Obtener su certificado PMI-ACP® demuestra a los demás su conocimiento de las
prácticas, herramientas y técnicas Agiles.</span></span></span></b></span></span></div>
<span style="font-size: small;"><span style="color: #666666;"><b><span style="font-family: Verdana,sans-serif;">
</span></b></span></span><div class="MsoNormal">
<br /></div>
<span style="font-size: small;"><span style="color: #666666;"><b><span style="font-family: Verdana,sans-serif;">
</span></b></span></span><div class="MsoNormal">
<span style="font-size: small;"><span style="color: #666666;"><b><span style="font-family: Verdana,sans-serif;"><span class="hps"><span>Asegúrese de conocer los requisitos más recientes
de PMI para calificar para el examen e ir a www.pm-prepcast.com/Agile para
obtener información adicional sobre el examen PMI-ACP® y el proceso de examen.</span></span></span></b></span></span></div>
<span style="font-size: small;"><span style="color: #666666;"><b><span style="font-family: Verdana,sans-serif;">
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<span style="font-size: small;"><span style="color: #666666;"><b><span style="font-family: Verdana,sans-serif;">
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<span style="font-size: small;"><span style="color: #666666;"><b><span style="font-family: Verdana,sans-serif;">
</span></b></span></span><div class="MsoNormal">
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<span style="font-size: small;"><span style="color: #666666;"><b><span style="font-family: Verdana,sans-serif;">
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<span style="font-size: small;"><span style="color: #666666;"><b><span style="font-family: Verdana,sans-serif;">
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<span style="font-size: small;"><span style="color: #666666;"><b><span style="font-family: Verdana,sans-serif;"><i><span class="hps"><span>Sobre
el<span> </span>autor: Cornelius Fichtner, PMP es un
destacado experto en Administración de Proyectos.<span> </span>Ayudo a más de 16,000 estudiantes a preparar
el examen de certificación como PMP<span> </span>a
través del<span> </span>“Project Management PrepCast”
y es el dueño de<span> </span><a href="http://www.pducast.com/"><span style="text-decoration: none;">The PDU Podcast</span></a>.</span></span><span class="hps"><span></span></span></i></span></b></span></span></div>
<span style="font-size: small;"><span style="color: #666666;"><b><span style="font-family: Verdana,sans-serif;"><i>
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</div>
Juan Carlos González, PMP, ITILhttp://www.blogger.com/profile/12871179385477616693noreply@blogger.com3tag:blogger.com,1999:blog-3554389182920162836.post-23982855693498956862012-12-03T16:43:00.001-03:002012-12-03T16:43:34.001-03:00<div dir="ltr" style="text-align: left;" trbidi="on">
<h2 style="text-align: center;">
<span style="font-size: x-large;"><i><u><b>V5 vs. V4</b></u></i></span></h2>
<h4 style="text-align: left;">
<span style="font-size: x-large;"><span style="font-size: small;"> <span style="font-size: small;"><span style="font-weight: normal;"> </span></span><span style="font-weight: normal;"><br /><span style="font-size: large;">Presentamos a continuación una resumida comparación entra la versión 4 del PMBOK Guide y la nueva versión 5 próxima a ser liberada al público.</span></span></span></span></h4>
<h4 style="text-align: left;">
<span style="font-size: x-large;"><span style="font-size: small;"><span style="font-weight: normal;"><span style="font-size: large;"> </span></span></span></span></h4>
<div style="text-align: left;">
<a 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9V1ARh2i9UwqvpBvAUknSvYbPSBalimW6tR5F5+SP9hF9wXsqZ6Z1ONvHxceXHeo8DiBrd0+Li/C4ul67NakcGVJnFjgxOxhW5+SOn6VWtWdVK2+K88o4OIpvmshOTjjylY5Mbo73zGSE8OnJy3b91TSxlfWdw0ZpVg8xVdVycFR4TVknxjdne8YyYklpwufStr4yjSs4S5hYOT1Fx4fnSJ81WoN5XuqcPCk5SmxW5PClaXKK33SAZKR9x4XriRp2UnrqbKp6CnRGdXqu/iMGvpOCT/oEu9T0VXlnZgxsrAsqSfKV+57KqNoq+m7hoxSRIscPThwOeQXKO/EjJGFZSk5Mbww31MZRVuNhjXcFU1LoHSLz8pPCU8RvWpVhhI+FRhfMundA8Kb6ujj+nqvpI5oLALHC8cMnyg/UjhRrZ2GRxAutXBGhfpuIaOS0eBFD15MTl6cUs+qe1h4MRmLz1hM6qTr6LuSjIL4Tgk/6Ei1+NykxZRM2o6elXxQErbFY1JPlFy+pPUnDRWdJTq+8KnbZ4X7Wt9uQdqWtV1qrzQWcZlgD6mGPaQaOtFGV0YbvS1cJthDqmEPqYZOtNGV0UZvC5cJ9pBq2EOqoRNtdGW00dvCZYI9pBr2kGroRBtdGW30tnCZYA+phj2kGjrRRmNoJB/2kGrYQ6qhE200hkbyYQ+phj2kGjrRRmNoJB/2kGrYQ6qhE200hkbyYQ+phj2kGjrRRmNoJB/2kGrYQ6qhE200hkbyYQ+phj2kGjrRRmNoJB/2kGrYQ6qhk8022gn0XiNUIAmwh1TDHlINncZto41tGXmIAewh1bCHVEOnodtoY7tGBjIAe0g17CHV0Gn0NtrYxpGKAMAeUg17SDV0st9Gh581tnGkIgCwh1TDHlINnUZso30H7D0YGCS1EU/6Fnj2kRVHzhh8o0xuCoMj1bCHVEOnjy1j75XUFO38Fg9YbBwzjvFNFD1efnDgyNTjk5bhO2W7jG0HmEg1LCLV0GnXFRkLaFKb6Ht8fkxqf5l0vPzg6JGpxyctY37KplnaC/ABqYY9pBo67VoiYwEV9oLhdjM8puSspOMLH7z7VMmykwY3wN6OAFINe0g1dNo1RsYC6sQCZwXGlDyV1I9KBpccHC5F4bJNGmSbGAqphj2kGjrtuiVjAV1qmBcEzpI/5TugXbMb3UitZQsXv2nmN4gBkWrYQ6qh065PMhbQeS8oaQ2TetnoAUmdaHTBe+MI95W3ZeHgNljdF0ZGqmEPqYZOu/bIWEDzmr+6/WjSGnyda6CRlRyWsWz54DbY2xFAqmEPqYZOu8bIWEDz2r7AWRn9aNIaAm1reJzwkRnLlg9ug7HtABOphkWkGjrtuiJjAc3r+QJnZfSjSWsob1IXm93CNjo8uA2W9gJ8QKphD6mGTrTR0rNSm+zo8eULliwyddlJgxtgaS/AB6Qa9pBq6EQbLT3L/Vz0cd+AknHmg/jWE91CxrLlgxtgaS/AB6Qa9pBq6LRriYwFNK/hi57lYkqOjx7sPJ1x+ch5y7DB2HaAiVTDIlINnXZdkbGA5vV8krNSm8ukflR+cPjIpJFT17x4ynYZ2w4wkWpYRKqh064rMhbQvJ5PflZqW5nUicoPTu1xk5ZtvoH+wOSmMDhSDXtINXSy2UYDQiQf9pBq2EOqoRNtNIZG8mEPqYY9pBo60UZjaCQf9pBq2EOqoRNtNIZG8mEPqYY9pBo60UZjaCQf9pBq2EOqoRNtNIZG8mEPqYY9pBo60UZjaCQf9pBq2EOqoRNtNIZG8mEPqYY9pBo60UZjaCQf9pBq2EOqoRNtNIZG8mEPqYY9pBo60UZjaCQf9pBq2EOqoZNzzh0cHDgAAAAASSa+zsOoSD7sIdWwh1RDJ9poDI3kwx5SDXtINXSijcbQSD7sIdWwh1RDJ9poDI3kwx5SDXtINXSijcbQSD7sIdWwh1RDJ9poDI3kwx5SDXtINXSijcbQSD7sIdWwh1RDJ9poDI3kwx5SDXtINXSijcbQSD7sIdWwh1RDJ9poDI3kwx5SDXtINXSijY7Y+3OPHceptRLcRTFXsPiXU9EOFW6NSK+PIldBbqujjY6gjbaNYjY17zbI8AoobztEuhcqXIjoNkIbHUEbbRvFbCdw1ybGTVHbRoh0R5S3ELlthDY6gqjZxmVtZ/Fjh9v3CihsI0S6I2pbIhrdjmvbOtroCHJmG5e1kcAHDh9TrVHYFoh0X9S2BG10O7TREb6czR93PyccZ/GAKiPk7HY8FKoReo6OKGwLRLovapuN6Da1qx0V9PGFbO/xeRMcPt73VNMRMEeJ1kc+W6OwKyPSK6C22YTNQ5e1GbCrHRX0kTS1ki42e5yKI2CO+qyPcLZGYVdGpFdAbbMF8kl0y+1qRwV9hM1r0uPR8RcHyZ6OixtAcVZGLFdAbddEpNdBebMFIkp6y+1qRwV9ktrfwFPyB+8+lTds9Cncojhrcj/XezlmUdvVEOnVUN5s9AlN7WpHBX18IUvNZWoTLFlJ9HQ+QqKozGpoOFZDeddBpNdEhbOltitIsqsdFfTxhSw1l/IH5SuJns5HSBSVWQcNx5qo8AqI9MoocrbUdgVJdrWjgj6+kKXmUv6gfCXR0/kIiaIyK6DhWBlFbo1Ir486Z0ttV5BkVzsq6OMLWWou5Q/KVxI9nY+QKCrTGg3H+qhzU0S6C0qdLbVdQZJd7aigjy9kqbmUPyhfSfR0PkKiqExTNBxdUOp2iHQvVDtbaruCJLvaUUEfX8hScyl/8O5TecNGn8ItitMUIeyCardDpHuh4CVS+wfI7cpHEX18OUvtX5PGcT+XemTgceyhOO2QwF4oeCNEuiNqXiKpLUGSXfkook9S+xt4SjLOooojYI76tBNNJsVvhMI2QqQ7oraFCG0juwpSRx9f1AIRXHxKeHwg33kjVCiBaZSokXCqyWdTFLYFIt0XtS1EaBvZVZA6+viiFojg4lPRyEaTnTpC8laHRKEaCdyySWlrFLYFIt0Xta2CuFa3qyPVxJhIPuwh1bCHVEMn2mgMjeTDHlINe0g1dKKNxtBIPuwh1bCHVEMn2mgMjeTDHlINe0g1dKKNxtBIPuwh1bCHVEMn2mgMjeTDHlINe0g1dKKNxtBIPuwh1bCHVEMn2mgMjeTDHlINe0g1dKKNxtBIPuwh1bCHVEMn2mgMjeTDHlINe0g1dKKNxtBIPuwh1bCHVEMn2mgMjeTDHlINe0g1dKKNxtBIPuwh1bCHVEMn2mgMjeTDHlINe0g1dKKNxtBIPuwh1bCHVEMn2mgMjeTDHlINe0g1dKKNxtBIPuwh1bCHVEMn2mgMjeTDHlINe0g1dKKNxtBIPuwh1bCHVEMn2mgMjeTDHlINe0g1dKKNxtBIPuwh1bCHVEMn2mgMjeTDHlINe0g1dKKNxtBIPuwh1bCHVEMn2mgMjeTDHlINe0g1dKKNxtBIPuwh1bCHVEMn55w7ODhwAAAAAJJMfJ2HUZF82EOqYQ+phk600RgayYc9pBr2kGroRBuNoZF82EOqYQ+phk600RgayYc9pBr2kGroRBuNoZF82EOqYQ+phk600RgayYc9pBr2kGroRBuNoZF82EOqYQ+phk600RgayYc9pBr2kGroRBuNoZF82EOqYQ+phk600RgayYc9pBr2kGropLGNFv7lxcBZXZYaeOr2gC6LFJKvTfMuUhnYgh6Sj9PwWa1XOAgqWVFSqjPyDyHquT7CLPGxveu9ko/mt61FgbO6LDW6hV6LFMr4PLHa2tqxsYvu5B+n4XNXWOoIqGQVSaku+RCABJVcHzGW2FVHVY0C96PA7anL9V6cNLBazaEUrk3t+vOY2UhHSR+n4XNXW7NtVLJcaqrz8g85KrkyYiy0q46qGkXvX4uXVs/11rOS6uzty9Jeeol+PPqKTMPRCJUsl5Rq5Z+SbKCMErVSx81ZblcdVTUKX7mkG1kXelaCKK5RoUDaox8I3KkboZKFUlOt/FOSDZRRolbquDnL7aqjqkZJn32FZ80zIbk/RmO09+ziLL4Bo1tLOsx3pHzY1Emjx8jP6kjhkrYlcHHleVMbj42ikoWSUp39IYAk1FCiSuS4OSfZVUdVjaJXbvEA4b0skIy9xyVJkpxy98TyRSYdmT1srUGEi+xI23oskeQkfBjyUMl25nHNu6kiFTWUKI8cN+dUH4vVeyUfha+cryfzneVi5EeGBw+PsNoi84atsra8GvalajHGBK743cd1BmPTqGQ787hKcs4VKUcNJcojx8051cdi9V7JR8JWbO/S5j1Y8njSpOGnhPNWX1502ZKDSx7vTtViLAlc7r3HdQZj06hkI/I7Z/QppKKGi5xY0mjzwVtuYtt21VFVo7xYLD6edHcLJCZv0lrzNtpOi5pk1LAvVYsxw/3c4lOLB6++UpuoZAu+VG/uprdR1HCRE5MPtTh4y01s2646qmqUl4m8uAgT43uqyjjlSa0y7Pz46AhJp5RvswVVi7HB/Zzv2cXj112pWVSyukCqN3fT2yhquMiJyYdaHLzlJrZtVx1VNcpLg/B6B0YLjOB7qso4JUnN2050KOEISaeUbLMdVYsxwJfGvWd9p6y4UsuoZF3CVG/lprdR1HCRExOO4xu85Sa2bVcdVTXKu3LCe1kgW8IRoo+njpO63/LtRIcVjpB0Sup61qFqMVvni+Les4Gz1lqpcVSyonCqpw3e9DaKGkrkRY4Al9hVR1WNCnPg/J2uC3Z7GXfDKuMk7bfKdqIjC0dIOiV1PetQtZhNW0xm4ICA9RdvDDWsRZLMzd30NooaSuRFjptziV1dVFWnPAfRoZIObj2OfL+1liEcPDpC0imp61mHqsVsl/s5yTEBKy/eHmpYhTCWm7vpbRQ1lMiLHDfnEru6qKpOeQ6iQyUd3Hqc6PGNllFlbeU17EvVYrZLcnGd2JorN4kaViHPZOrNEBkoo0Re6rg5l9jVRVV1ynMgf1B41/M9tdo4t5dJvp0q25ccXLj3vlQtZqMKr6zOYGwalSyXFMvUmyEyUEaJuqkjwxK76qiqUd6Vi97IfCTz+p5qMU5gkUnbkQ9bZW3Ze+9L1WI2KjWWgdNXW7NtVLJcaqrzwg85Krk+Yiyxq46qGuVduaS7293HJfNKBi8Zx7fO8ODh7SQNm722vA1OaqhazBaFAya54jqDsWlUslBGqvPCDzkquT5iLLGrjqoa5V25wFmLNzXJI9HBFx/PGMe31MXDhNspGVaytugxqeN3oWoxWzSP1iLhCKst2zYqWSg71fLYIxX1XB9hlthVhxphTCQf9pBq2EOqoRNtNIZG8mEPqYY9pBo60UZjaCQf9pBq2EOqoRNtNIZG8mEPqYY9pBo60UZjaCQf9pBq2EOqoRNtNIZG8mEPqYY9pBo60UZjaCQf9pBq2EOqoRNtNIZG8mEPqYY9pBo60UZjaCQf9pBq2EOqoRNtNIZG8mEPqYY9pBo60UZjaCQf9pBq2EOqoRNtNIZG8mEPqYY9pBo60UZjaCQf9pBq2EOqoRNtNIZG8mEPqYY9pBo60UZjaCQf9pBq2EOqoRNtNIZG8mEPqYY9pBo60UZjaCQf9pBq2EOqoRNtNIZG8mEPqYY9pBo60UZjaCQf9pBq2EOqoRNtNIZG8mEPqYY9pBo60UZjaCQf9pBq2EOqoRNtNIZG8mEPqYY9pBo60UZjaCQf9pBq2EOqoRNtNIZG8mEPqYY9pBo60UZjaCQf9pBq2EOqoZNzzh0cHDgAAAAASSa+zsOoSD7sIdWwh1RDJ9poDI3kwx5SDXtINXSijcbQSD7sIdWwh1RDJ9poDI3kwx5SDXtINXSijcbQSD7sIdWwh1RDJ9poDI3kwx5SDXtINXSijcbQSD7sIdWwh1RDJ9poDI3kwx5SDXtINXSijcbQSD7sIdWwh1RDJ9poDI3kwx5SDXtINXSijcbQSD7sIdWwh1RDJ1NtdOqfQJ+f1XHxVSTtxdLGs42893WEP/rQAhVuikh3QZGrILfV7epoo34OTo4AACAASURBVJoJTfTwbbSlXZcYfPutST4AUR3lbYdI90KFCxHdRnYVtFHHQEoCubEUJvlezGy5EBVoR/4xiLqobSNEuiPKW4jcNrKroI06Ru9x5OYDinCLIjTi+3Djw3AFFLYFIt0XtS0RjW7HtW2d2Ta691qwDUSlkcAHIx+nrVHYFoh0X9S2BG10O7TR8bPcz8lHS73hpq4k724u2c78gKQibIilvahSmFKUoLAtEOm+qG02otvUrnY2KpgXCGHCon2k8OC8QJcPnrSdvackp2yUmY1ok5dzVEFhWyDSfVHbbES3qY99Uu+VVJAXCN9Zi71j+cEZga4+ePl2FqfYIhu70Ck1oqiF2jZCpDuivNmEjUGXtRmwq52NCgqbP+dvGaOPZx98+3hGoMsH922/1uPbZWMXajm/3kuzjPK2Q6R7ocLZAiklwOV2tbNRwcANLnC/W3xcEjv5wdHpSlYiGbz6pItPbZGNXWjmlvRelHFUuCki3QVFzjbOJ/QudrWzUcHFu1v0lrf4eFLskoKYGujywaMjJO0oaT362diFWs6v99Iso7ztEOleqHC2cT6hd7GrnY0KBm5wgfvd4uNJ4yQFMTXQ5YNHR0jaUdJ69LOxC53K84w81LYRIt0R5c02zif0Lna1s1HBvEBE74wBGfOmBrp88OgISTtKWo9+Nnah0DgRUojCtkCk+6K22YhuU7va2ahgXiCirWdAxrypgS4fPDpC0o6S1qOfjV0oNE6EFKKwLRDpvqhtNqLb1K52NiqYF4i81jN73tRAlw8eHWF+wDgfdTZ2odA4EVKIwrZApPuittmIblO72tmoYF4g8lpP4bzzB1MDXWXw6pOmFlktG7tQaJwIKURhWyDSfVHbEqmf6CG3K5+NIroUi2f5Rps/Hpjat57Ag4HHswcPVCbpcclOt8vGLhTKyDlqobAtEOm+qG2J1E/0kNuVz0YRXYrFs1JHkx+cusiklUT3kjSIfJy0y6OSjV3olBQ5VERtGyHSHVHeQuS2kV0FbdQxeo9bzE0gTEl3TPnBSctLGjwwQniQwJHyp7bIxi7UkkcOFVHedoh0L1S4ENFtZFdBG3UMpCSQm2iYkjInPHjxmPKVSBaZuryMKTbExi6Uk3/4oAqK3BqRXh91roLoVrer48jVJFIj46LDHlINe0g1dKKNpo0eGhcd9pBq2EOqodO4bbRb0ntRWBsXHfaQathDqqETbTQ99NC47rCHVMMeUg2daKPpoYfGpYc9pBr2kGroNG4bDUwkHxaRathDqqETbTSGRvJhD6mGPaQaOtFGY2gkH/aQathDqqETbTSGRvJhD6mGPaQaOtFGY2gkH/aQathDqqETbTSGRvJhD6mGPaQaOtFGY2gkH/aQathDqqETbTSGRvJhD6mGPaQaOtFGY2gkH/aQathDqqETbTSGRvJhD6mGPaQaOtFGY2gkH/aQathDqqETbTSGRvJhD6mGPaQaOtFGY2gkH/aQathDqqETbTSGRvJhD6mGPaQaOtFGY2gkH/aQathDqqETbTSGRvJhD6mGPaQaOtFGY2gkH/aQathDqqETbTSGRvJhD6mGPaQaOtFGY2gkH/aQathDqqETbTSGRvJhD6mGPaQaOjnn3MHBgQMAAACQZOLrPIyK5MMeUg17SDV0oo3G0Eg+7CHVsIdUQyfaaAyN5MMeUg17SDV0oo3G0Eg+7CHVsIdUQyfaaAyN5MMeUg17SDV0oo3G0Eg+7CHVsIdUQyfaaAyN5MMeUg17SDV0oo3G0Eg+7CHVsIdUQyfaaAyN5MMeUg17SDV0oo3G0Eg+7CHVsIdUQyfVbfTiH1zMPmyddfoOWHlJa+pb/EKbW/AmJIVho8nRjGK2IAnqpm+GylHP9ZFkiY210fN1So5Zc52+p1Ze0joWi7+t/W5oqVuRFIMtZkY/illdNKgGbobKUcmVkWGhXYF0lklyS9Jw2/JNbTuFgU8bG9ryVta5FUkZ2GJgNoFi1iUJ6tbvhPpRyTWRYbldgXSWSXJL0nzbUrikihZ3t7ktb2Wdm5D0kaj2w9YAilmRJKg2bobKUUaJKqnj5pxkVyCdZdq7iouXc+9ZVZdc4ZIqsvGZYyvrVG5+2w1kIOlgZKCYVciDauNmqBxllChMHTfnDLsC6SzT3lUM3KfmB4dHC+x3fkzGPdSXxfnpeavynSIcLfv48K4DC1NrK+vUTJ721IORh2KWkwc17ymkooYSJZHj5pxnVyCdZdq7ivMruvhs+F4WDYdvUuH48hmzV7V4cNJoGcdHB1msg34bWqpaSTEwkBn9KGY5eVDznkIqaihREjluznk+1qv3Shb4Lur8gPnBi4MsCkwqPGv+ePTEiqtqsceMC5Q3QncbWqpaexc9HIOkg5GHYpaTBzXvKaSihhIlkePmnGdXIJ1l2ruK8yu6+OziAcLHy09JfbxwVYGJKs4e4GaEJyqxuQUrJIx9xsHIQzHLyYOa9xRSUcNF80/BPpKhfCM3W74FuwLpLNP8Kt79X99TTtBKBp6qeEqjKTJGK5zdxy2RnKjH5hasX1IYtpsczShmdXm3TeJdETVctPhZuMqnZtIrtCuQzjLNr+Ld//U9FXgkOn74LN9TSY+vtqqKNYkeKT9Lm80tWL+kMGw3OZpRzOpq3YGRjRou8n0iLv/UTHqFdgXSWab5Vbz7v76nAo9Exw+f5Xsq6fGmqwoomT18WHSuwDjdKV/eFgkjlHEwhChmdcI7sPwppKKGi8Kfi0sSSHqFdgXSWaZwZ+Z7KvBIdPzwWb6nkh5vuqqAktnDM0aX4RtHA+XL26KkS7+VnGwLxaxOeAeWP4VU1FCiYuRIr9CuQDrLtHgVb/938fG7D0ZDEBg/6Z6Y9HjTVQWUzJ5RB8k4Gihf3hYlXfqt5GRbKGZ1wjuw/CmkooYSFSNHeoV2BdJZpsWr6GvR5g9GQyAcJ/pU0uOrrUo+eOpowsUIl9SX/hVuTt1AIgPFrC7vDky8K6KGEhUjR3qFdgXSWabFq+jr0uQPhp+qeMoKU4SfWlQ+lHAE+ZI60r/CzUm6+huKyoZQzOrCQV18lmzXRRklKqaOAAvtCqSzTNF7U/SeJTnYdW2jy1cVnShwsHD2vBGEo/WleW0blXTdNxGSzaGY1WXcgcl2XZRRomLqCLDQrkA6yyTp1cIHz4+fk0wqnyI6dfVVSUaTLCw8RcaMqWN2oXZh25UdpBXWNgiKWV00qJu79W0OlVwZGRbaFUhnmXxXMfzgfC9JNzjhONlTV19VdLTogNGD82bMGHN9mte2UUnXfRMh2RyKWV3JHXjlpVpFJVdGhoU+djy9V7LAdxXDDwpvc6mTStazOGx43vJVBUaLXtakg/NmzBt2NcqXt0VJiSqMHxZRzOry7sCrLW8E1HNlJFloVyDKhDGRfNhDqmEPqYZOtNEYGsmHPaQa9pBq6EQbjaGRfNhDqmEPqYZOtNEYGsmHPaQa9pBq6EQbjaGRfNhDqmEPqYZOtNEYGsmHPaQa9pBq6EQbjaGRfNhDqmEPqYZOtNEYGsmHPaQa9pBq6EQbjaGRfNhDqmEPqYZOtNEYGsmHPaQa9pBq6EQbjaGRfNhDqmEPqYZOtNEYGsmHPaQa9pBq6EQbveOW9F7UNLW/NNr2u7Ixdw3bSDXsIdXQiTZ6uYHW0FyuswANO+1ozF3DNlINe0g1dBq9jY720L36y9Vmp43uvQSgMlINe0g1dBq6jRb20F1aTNrodYy5a9hGqmEPqYZO47bR0UaZNnoEY+4atpFq2EOqoRNtdKh9lHTSqcdEz5r393cPC/9v6sKEdTBszF3DNlINe0g1dPrYjfVeyaqELebtkZJBhB2t70ThsJJJ5Qubr200Y+4atpFq2EOqodPH5qz3SlZV3jsGWtX5sNGD754SPqDk9PnCqpRi08bcNWwj1bCHVEOnj81Z75WsqrB39DWmtR4PrFDeExdONIgxdw3bSDXsIdXQiTa6tI2WPJV6vPBx+WgZEw1izF3DNlINe0g1dKKNTt549Nz5AY3a6PKFSc6ybcxdwzZSDXtINXSijaaNpo0GTCHVsIdUQyfa6MjGkxpZ3wG00WqNuWvYRqphD6mGTrTRofZx8TDaaEvG3DVsI9Wwh1RDp0Hb6EnWPtJGmzfmrmEbqYY9pBo60UbHu9XyXnadNrruRIMYc9ewjVTDHlINncZto6elXjkgcGLS44E1lDyet7DogOaNuWvYRqphD6mGTrvmadiALrfMMxkn+g4OjBMdPzxUxsIkA9o25q5hG6mGPaQaOn1sznqvpJvUvlNyYuDIvKduD6i7MOGAho25a9hGqmEPqYZOH5uz3ivpTNh0Rk+MHiN/anFw+fKEe6GN7r0EoDJSDXtINXSijcbQSD7sIdWwh1RDJ9poDI3kwx5SDXtINXSijcbQSD7sIdWwh1RDJ9poDI3kwx5SDXtINXSijcbQSD7sIdWwh1RDJ9poDI3kwx5SDXtINXSijcbQSD7sIdWwh1RDJ9poDI3kwx5SDXtINXSijcbQSD7sIdWwh1RDJ9poDI3kwx5SDXtINXSijcbQSD7sIdWwh1RDJ9poDI3kwx5SDXtINXSijcbQSD7sIdWwh1RDJ9poDI3kwx5SDXtINXSijcbQSD7sIdWwh1RDJ9poDI3kwx5SDXtINXSijcbQSD7sIdWwh1RDJ+ecOzg4cAAAAACSTHydh1GRfNhDqmEPqYZOtNEYGsmHPaQa9pBq6EQbjaGRfNhDqmEPqYZOtNEYGsmHPaQa9pBq6EQbjaGRfNhDqmEPqYZOtNEYGsmHPaQa9pBq6EQbjaGRfNhDqmEPqYZOtNEYGsmHPaQa9pBq6EQbjaGRfNhDqmEPqYZOtNEYGsmHPaQa9pBq6EQbHef704/Rg9dcJPJwmVYg//BBFVS4NSK9PopcBbmtjjY6ZLGBDkeQgG4Ll6mppI8d1EJ52yHSvVDhQkS3Edpor2gPvZg/orktXKZ2Uj92UAu1bYRId0R5C5HbRnYVpI57ordLImgDl6+dxY8RPnZWQGEbIdIdUdsS0eh2XNvW0UYviDbK3DfN4PI1Ivzw6bI28yhsC0S6L2pbgja6HdroBZJs+Trp8LmS/nvvgKT/TZ0LVKYRYTK7rM08CtsCke6L2mYjuk197MZ6r0QLefeZFErnF17A3pGSceRzgZqsj0C2RmFXRqRXQG2zCfuNLmsz4GNz1nslWhSmKrWvnU8UPiw6SNJcoCDrI42tUdiVEekVUNtsgXwS3XIfm7PeK9GiMFWLp8sfnGZ9cGD8xRUmzQUKsjKiuAJquyYivQ7Km03YUXRZmwG72lHBW4Wpmp8uSbBvhHDokz4k+FBZREHWFE4vaqG2qyHSq6G82fJ6BgjtakcFbxWman56aoLDC8h+lo+WRVRjNTQcq6G86yDSa6LC2WgMmtrVjgreKkzV/HQnI1yA/FnJXKAa6yCBa6LCKyDSK6PI2QJBJcPldrWjgrfkqRKGMrW1DS9A/qxkLlCNFRC/lVHk1oj0+qhztkBWiXG5Xe2o4C3h/dF32PzB1NY2PLv8WclcoBqtkb31UeemiHQXlDpbIK4kudyudlTwLkmwfHfS+YOpMQ0fX/Is5ihUUzQcXVDqdoh0L1Q7G210U7TRC9xM3rO+R+Sz130WcxSqKQLZBdVuh0j3QsFLLOaWMFdBG71s3isH+E4MP3j7eGDq8MKiK4/OBWrSDvfoXih4I0S6I2peIqkzQZJd+SjinL9t/pnAWUlDhUcQPps6F6hGO0SxFwrbCJHuiNoWIrSN7CpIHRdl3DF9z8rHyRs/by5QkEaiHzuksR0K2wKR7ovaFiK0jewqSB0DkmIXPkYyTsmzqXOBsjQSuGWTydYobAtEui9qWwVxrW5XR6qJMZF82EOqYQ+phk600RgayYc9pBr2kGroRBuNoZH8mq6upsvL6cWL6fx8Oj7++O/oaHJuOjr62YPn59PFxXR52XvRBpHqNVxeTq9eTefn0+npx1Q/fDg5Nzk3PXz48cHT0+n8fLq8nK6uei96w0g1dKKNxtBIfql376aXL6fHj6fDw10DkfHv/v3p9HT64Yfp+rr3fiwg1U3c3EyvX0/Pnk0PHuRH3bnp+Hj6/vvp7dve+9kYUg2daKMxNJKf6d276enT6f79on5i8d+jR9P330/v3/fe4YaR6ppubqaLi+nkpH7U792bnjyZXr/uvcNtINXQiTYaQyP5ad6/n16+LP1unPDfycn0ww+9N7xJpLqOy8vp9LToxyzyfvrsjJd8hJFq6EQbjaGRfKmrq+n0dI3ued5hvHgx3dz03v+WkOpSFxdNftIS/ff4MS/28CHV0Ik2GkMj+XG9Gmia6VykOl+vBppmOoZUQyfaaAyN5IdcX0/PnnVuKebNNGJIdY7Xr1d6tZK8mX73rndRFCHV0Ik2GkMj+V6vX0/37vVvJub/Hj2ivQgj1Wmur/v/vGXx3+Hh9P33vaujBamGTrTRGBrJX/D+ff77Ejx6ND15Mp2fT69fT5eX+28L/fbt7sEP7y19cpL//b+zM17j4UOqE1xc7N7XPPXfvXvT8fF0dja9fLlL9d3fEby+3j344b2lnz6djo8zf1vxwYPpzZtu9VGDVEMn2mgMjeTve/s2uat48GB69mx69Sqzr33/frq4mE5Pk7/5fXzM+0wvItVSqd+EPjycHj+eXrzI/3nImzfT+fn06FHyvMO/aw2phk600Rgayf+ZV68SvmHW4l26fvhhevw4rYPnbcJmSHXc9XXaj1yqv/3i1dV0dpb264xjv8CDVEMn2mgMjeR/9OKF9NP5w4dtvzf2/v10fi79pvi9e7ytwR5SHXF19fGvdke/DfzsWdsv1V6/no6PpR96T582XIlupBo60UZjaCR/R/iOHPfvT69erbSk62tpM314uN6qtoBUh7x9K/0e8NOn6/01zctLaTN9cjLma5lINXSijcbQSP50cyN6HcXR0fTyZYflyd90r8vyVCLVXq9fi74wOznp82Ih4ZvuPXy4Xn+vBqmGTrTRGNroyb++Fv10+/Hjzp+237wRtRfPnvVcpBqjp9rn4iIeoXv3pouLnou8uZnOzuLrvH9/tNcykWroRBuNoQ2d/JubeA99dDS9ft17odM0iduLgV88emvoVPv88EM8PE+eaHm9hOSVJ0dHQ72BOqmGTrTRGNrQyY++lkPhd7wuLuLvJTL8XzocOtWL3ryJx0bbjzKur+Pvi3f/vpa+vz1SDZ1oozG0cZMffV8Ota+/jL689fBw8D9XMW6qF11fx7+zq/OF9ZLfW3j8uPcqV0KqoRNtNIY2aPIvLyOfm09OVP+NwOiPvO/dU/o1wCoGTbVP+B0wDg+1vGzJJ/ortufnvZe4BlINnWijMbQRk391Ffl7gZt4efH795EXdh8fq/5KoKURU+0Tfj39Vt50/OXLSCet/CuBGkg1dKKNxtCGS/7NTeQFlxv6S2nRP0Sn7dWuaxku1T6vXoXisa0/gRn+C6NHR1vaSxZSDZ1oozG04ZL/9Onmvw99V/TNRpr+tUWthkv1onfvQq+h3+LbXITfbOThQ9s/fiHV0Ik2GkMbK/nh98199GiTn4avrkLd0uHh9rqlYmOletHNTeSNxjf6Zy/Dr5M+Pe29voZINXRyzrmDgwMHwLR7zr33fwJ+79z93ivMdhJoLJy77L08rO/bYCS+7728bIfOXQa3dtx7hcCIPnTT3wLjGSf5b4Ivif7z6WnvBRb5n+C7Mfznkye9F7iqcVK96HfffPPTwYEvDFf37/deYJHfffPNvz/5xPv18L17vRfYyuCphlq00RjaIMn/49OngcbirycnvRdYwTv/D/H/9emn3z1/3nuB6xkk1T7/98tf+pJwfXT027Oz3gss9aevvgp8OP/X48e9F9jE4KmGWrTRGNogyQ+0mO8ePOi9ujp+e3Z27X+RtI0vFYQGSfWiP/p/ifang4M/ffVV7wXW8Vf/e9T8+5NPTH7ROHKqoRltNIY2QvIDjcX10ZGlz7iBb7pb7S0WjZBqn8BXjP/961/3Xl1NgW+6m/yiceRUQzPaaAxthOQHGgt7LxoOvATcZG+xaIRULwp8xWjvRcOBl4Cb/KJx2FRDOdpoDM188gONxdZ/12pR4BewTPYWi8yn2ifwFePWf4l2UeA3a+190ThsqqEcbTSGZj75gcbij0+f9l5dE4GXjdrrLRaZT/WiwFeMZn4BYM93z5+P80XjmKmGfrTRGJrt5P/e/8carDYW3wZ7C3s/2V9kO9U+b/1/z9LqV4zfBr9oNPaSrTFTDf1oozE028n/2xdfDNhYfBvsLUz+cH+P7VQv+u7585vDw9G+Yvw2+EWjsVdtDZhqbAJtNIZmO/nv791b/Pz6j88+6720tgK9xf/+6le9V9ec7VQv+s8nT3xfOJl5kzufwBeNv/vmm96rq2bAVGMTaKMxNMPJ/8PXXw/y095Ff//8c99rRnsvrTnDqfbxvfvbCC/j+e3Zme8tOyy9x9+AqcYm0EZjaIaT7/st/uujo95LW0Pgq4j/+M1veq+uLcOpXvTd8+e+PtLqn/Tb4/sq4p+/+EXvpVUzWqqxFbTRGJrh5Pte0fH3zz/vvbSV/OvTTxcr8Pbhw95La8twqhf5XtHx08GBgT/9LfGXL7/0fdH4+2fPeq+ujtFSja2gjf7WlWm9tkbDrrYF5axu/7dnZ11eKhqO1sofYsN+P95qqn18f3On1u8ApAZy/c8UI3w/frRUd9f6/myGc7TRZVqvqungfBhY3b7vu1OtO8hwtFb+EAu8kbCZb9EtsppqH9+PHWp1kPJAtgtzlO8d4s387GW0VHfX+v5shnO00WVaL6n1+CNf+m/t3pp976Hb9HNq9KNj/Q8x35ug/eXLL0uGVc5qqhcF3hy9yhdL8kCukOcA3/t1/OvTTxvNuLKhUt3dOvdnG5yjjS7Tej3Vx19niq2wuv3ro6OVf8Ir+ehY/0PM9y26N48elQyrnNVUL/qvx4/b/eBFHsjVIu0T+NmLjReID5Xq7vqGeVucG76N9umVlRXm5cPglsntB14Y3e6vrkjusPJbc618+r5FZ/t90Eym2sf3wugqf3VFHsjwYevccn0/e7HxBpdDpbq7de7PNjhHG+3RKysrzMuHwS2T2//TV18tfja9OTxsNGPFO2zdcPq+RffTwUHhyJqZTLXPPz77bPES//XkpHBkeaozjilc2yLfz17+9sUXLaZb2VCplmsUKpoEOedooz16xWiFefkIuWVy+77fL2z0xws9zUZOtFok0/cOBpb+wNsek6n28f1+YeE70iSlWpLbFe66f/vii8VS2PjLnUOlWq5RqGgS5JyjjfYoj5HwFhw+Pun2nTdRxtbMMLl93xu9NfpsmhfC6Di1lud7/2zDfyPaZKp9fK9fKvwyqeQ+LBmwZG0+vvfPbvT188qGSrVci1AV3slH4xxttEfFhkAYyqSzogfLJ0ramjEmt+/7k2blP+aey4ifcKhaK/T9pNvwm3WYTPUi39+qLHz9UsVU+8YsWZ6P7yVMNt6sY5xUJ2kRKjqEJM7RRnvkJSl8/w2PKT++ZJbsrZlkcvtX9++v9ptGe0HKjla7TP79888Xq/E/x8cVZ1HFZKoX/fn0dPHiFv4Kaa1U+8ZsdIG+e/7c9735FtOtbJxUJ2kRqnlW6RkCnKON9sjIjUuXdHr2ROVbs8rk9n0vY/jD11/XnWieouxotQuk7w3RaKMN8L2M4f9++cvsMSumenHMplfH906X7WZczTipTtIiV54+Yl+t6bbOOdpoj4zERHMmCWL1A6LLkGzNKpPb930qrfun+xZTlBetpoH0tdFm/rrbnMlUL6p+cSum2jdm06uzzsd+F+OkOkmLXM0T61Nrxk1zjjbaIzUuwoRFDxPOK3m2cIoRmNy+71Np3b/CsBihvGg1TeN//OY3tNFW+dro7D+vUzHVi+e2vjT//MUvaKOtmmdJovUs9fe5Nc7RRnukZkV+fPjIKhldYQobTG5/hddH+iKUEa3WafS9fLbKn+fQyWSqF/nelCbvFTsVU7144gr3W9/vRbT7u0urGSfVPotxiiqfRf7smJyjjfZIykpqsOQxLVz24iB8GNwyuf3Fz6MV/+BI3fS2TqOvjb66f7/6XEqYTPUiXxud8QdHqt+TJbfi6nxt9J9PT1tP3do4qfZZTFRU4USSZZRta/Oco432SApKaqoCxxcOJflA4mPglsnt+/7gSK3xK0ZrhSjSRhvm+4MjGd+NrnvDlNyHW6CNNsz7CT5ohZW0mGJDnKON9kgKSmqqAscLhyr5QOJj4JbJ7Tf9bf260Vohir7XRpe8mYNyJlO9qNbbsDRN9Zq3Wd9ro6u/S8/6xkl1ki6fymkh7nKONtojKSgVuwfJUIu36bvHhwfhY+CWye23+239aHIqfiDUwjt1GFbl4tZNdeC2vALeqWM0XWJGC3GXc7TRHiW3zpLBq9zTw8fwMXDL5PZ97xtdvY2Wk4xWuDYfX6fV6E+ja2Ay1Yt87xtd0kaXpFoe/kZ8bXThn0bXYJxUJ+mStI4JV8g52miPpKCkpipwfHgo4URVBhmBye37Xh/5p6++KhzZ5ZKMVrg2H/6KoWG+F77/47PP5IPUSrUw9u3wVwwHVD1vkgH75lwb52ijPVKDIj8+6V6cN0uVQUZgcvv/98tfLn4q/a/HjwtHdrkkoxWuzcdXjb+enDSasTuTqV70h6+/Xry410dH8kFqpXqdPAf4qnFzeLj+YqobJ9VJ6kZOmOHuUVfFOdpoj9SgRG+ywsPK79SFUwzF5PZ933/9++efF448j5aQZLTCtfn4XuLyn0+eNJqxO5OpXhT4/ut3z58LB6mSamHmm/K9xOX9vXvrL6a6cVKdpG7kJDHunnNtnKON9kjNSvQ+u3hM6rwZU0SPiW7NMJPb970aeIU/OCKP1mohvDk8RvDbZgAACS1JREFUXKyGgfcu8DGZah/fq4Er/sGR1Ju2RK213fXXk5PFUth4U5qhUi1XPVThrK6T5G1xjjbaIyMrVW6m4YMzppjPEl3DOExu3/eC0X99+mnrqeXRWieEv3/2zPCrRX1MptrH95sAf/nyy1pTRLNafk+u4u3Dh4ulsPFrAEOluqPuMd4c52ijPfLiUh7B6PFJUyxOJFnGIExuP9A7/vbsrOnU8mitE8K/fPllr68oOjKZah9f7/jm0aNaU0SzWn5PruJfn37a+iuKjoZKdV8dM7xFztFGe5QkpjB/0bMkgwem44PhltXt+17J0PoFwfJorRPCN48e9Xp9S0dWU73I90qGii8IDmc1fDcO36Ur+u3Zme+L54qvb+loqFR3t36At8s52miP8tCUhE9yYviYvKdGY3X77x48aP0tukXyaK0TQt/vFxp+m45v7aZ60R+fPm39s5dwVhfv81FVFnaX7/cLbbxNx7eDpVqJdaK7dc7RRmNgVpO/wrfo9DP//Tkfq6n26fWzF1XM/+BltFRjK2ijMTSryQ98i87wO1Ts8b1jiZnvz/lYTbWP72cvNt6hQsj3jiVmfvAyWqqxFbTRGJrh5Pu+RWfj1/Yl/vHZZ7a/P+djONWLfD97+engQP7u0Zv2p6++Mv+Dl9FSja2gjcbQDCff9w4Gtt+k4tbvvvnG11iU/zVH5QynelHgrWlsvElF1P/+6leL20/6a47KjZZqbAVtNIZmOPn/8ZvfjPy6jsB3KFu/6193hlPt889f/GLY13V89/z5vz/5ZHH75X+4VI8BU41NoI3G0Awn/7vnz32v62j9fh0a+N5D1/wrOr41nWqfv33xhe+rpt99803v1bXle3N0S6/o+HbIVGMTaKMxNNvJ9/2o13xv4Xvzr0F+ym871YsCr+Ex/0Wj710djb18a8BUYxNoozE028n3/VVw872F70f8g/zOme1U+/j+KrjtLxoDr90y9svEY6Ya+tFGY2jmk+/7TpXh3iLwrgW2v3i4ZT7ViwI/gjB83X1vR2PvA3zMVEM/2mgMzXzyB+wtBvzKYY/5VPuMdumH+ugeNtVQjjYaQzOf/MBv8f90cGDvLTt8f3JlGuNNGz4wn2of39uzTM69ffiw9+oq++75c9/v0U4W341n2FRDOdpoDG2E5Ad6C2NvWxH4mmGy9a4FYSOketFQARjn4/qDYVMN5WijMbQRkh/uLSz9LRLfX5yx2lj4jJBqn0Bz+a9PPzXzC6Z/+Prrnw4OBvmC4YORUw3NaKMxtEGSH3hn2Z8ODmx80v3vX/86sMffP3vWe4HrGSTVi757/tz3CmkzL+z57dlZ4OUc//urX/VeYBMjpxqa0UZjaOMkP9BbXB8dbf0P+/3pq68C35yz9+tWYeOkelHgF+8m5/56ctJ7gaXePXgQ+IrR5C9Tfjt8qqEWbTSGNk7y//j0aaC3+Mdnn/VeYL7fffPN9dGRb2v//uQTMz/KFxon1T7hRvPPp6e9F5jP9/cazXyR4EOqoZNzzh0cHDgA1l34P/tOzn3fe3l5Dp27DO7rtPcKsb4Hzt34I/Heufu9V5jnJBj1d84d9l4hMKIJwAiuryf/d+km56ZXr3ovMd2zZ6EdPXnSe33o5OXLUDAePZpubnovMdHV1eT/qct0eDi9fdt7icCIaKOBYbx7Nx0eej8THx1t7DPxxUWoVXrwYHutEio6PQ3F4/S09/pSXF9P/jeimZybLi56LxEYFG00MJJXr0KfjI+OpsvL3kuU+f77yEaurnovEV3d3EyPHkV+WLGJL7SuriI/R3r2rPcSgXHRRgODOTsLfUo+PJx++KH3EoNubiLfaHRuev269yqhwNXV5H+Pmsm56fh4ur7uvcqgN29Cr+X4sIVNfDEAGEUbDYzn+DjShn7/fe8lelxfT/4/sbH7d37ee5VQ4/IykpYHD/T+4OLVq9CrsJyb7t2b3r/vvUpgaLTRwHiur6f79yPthcIXj15dRV4h6tz0+HHvVUKZFy8imdH5WwHRZR8eTm/e9F4lMDraaGBIb95EvtHl3HRyouhH3m/fRn5A79x0/76iBUOPx4/jLamqd6oJvtH77t+LF71XCYA2GhjW69fxTvrePRWvM/7++/hSNf90Hn3d3MRfC/ThJzDdvwx79y7ym5Ef/ql92RUwGNpoYGDRX2C6/bZ0r5dgCruKR4/6N0DQTPKbqR9e4NHxzeMkXy4eHvL2doAetNHA2K6u4q+T/tBenJ+v2qpeXYn6Hreddy5Dd+fnokQdH6/9zo8XF9IPw628JSUwBtpoYHjX16Lv+K7WTMsbaOems7O2i4ExFxfx7/iu2UwLG2jnpvv3p3fvmq8HQAraaADTdHMzPXki7VyPjqanT5u8ucEPP4hew3r77+XL+muAeZeXotcyffj36NF0cVH/S8erq+nsLP5bs7f/Hj7kve0AhWijAfx/z54ltLDOTQ8eTC9eVOinX7+enj1LaCk+tPIafvcRG/X2rfR7wB/+HR5Op6fTq1el/fTV1fTyZdrXis5Njx/zsiVAJ9poAHe8fJnwjbrbf/fuTaen04sX0+Wl6O0y3r6dXr2azs+T+4nb9l3hG/1iW96/j/8dIt/3p8/Pp1evRC/5uL6eLi+nFy+mp0/TGvfbf7xsCVCMNhrAz71/n9nd3v338OF0fLzwL/r3U6LfFDw74ztzqObiIufrxrv/jo6Wo358XDryw4f8gRVAOdpoAEtevUp7lcUK/x494lesUN/79wm/0rrOv8ND3hka2ATaaAAe19fT+Xnpd9Sq/Hv4UNcfmYM9l5eZr/Go3kA/e8ZvEwJbQRsNIKhvM00DjTV1bKZpoIENoo0GIHB9Pb14MT14sF5X8eQJDTT6uLycTk+lby9d/u/+/en8nAYa2CLaaAAp3ryZTk8bfnP6w5vo0VKgu+vr6eXL0l+KDX/7+fSU920ENo02GkCWy8vp7KxOk3F4OJ2cTC9e8BuE0Ojqarq4mJ48qfPV44MH09On06tXvOEMYABtNIAyH94Z9/x8Oj2Vvq70/v3p+Hh6+nQ6P+e7cdiSt2+ni4vp/Hw6Ppa+D/Tx8XRyMp2fTy9fit5VHcB20EYDaODdu+nycv8fb4ILe25uFqJ+eckLk4AR/D970lfgF8KG/QAAAABJRU5ErkJggg==" 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" width="400" /></a><span style="font-size: large;"><span style="font-weight: normal;">En el cuadro siguiente aparecen las diferencias según los Grupos de Procesos entre las versiones.</span></span><br />
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P+e7cdiSt2+ni4vp/Hw6Ppa+D/Tx8XRyMp2fTy9fit5VHcB20EYDaODdu+nycv8fb4ILe25uFqJ+eckLk4AR/D970lfgF8KG/QAAAABJRU5ErkJggg==" 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<span style="font-size: large;"><span style="font-weight: normal;">Las modificaciones <span style="font-size: large;">en cantid<span style="font-size: large;">ad de procesos en función de las Areas de Conocimiento</span></span></span></span><br />
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9V1ARh2i9UwqvpBvAUknSvYbPSBalimW6tR5F5+SP9hF9wXsqZ6Z1ONvHxceXHeo8DiBrd0+Li/C4ul67NakcGVJnFjgxOxhW5+SOn6VWtWdVK2+K88o4OIpvmshOTjjylY5Mbo73zGSE8OnJy3b91TSxlfWdw0ZpVg8xVdVycFR4TVknxjdne8YyYklpwufStr4yjSs4S5hYOT1Fx4fnSJ81WoN5XuqcPCk5SmxW5PClaXKK33SAZKR9x4XriRp2UnrqbKp6CnRGdXqu/iMGvpOCT/oEu9T0VXlnZgxsrAsqSfKV+57KqNoq+m7hoxSRIscPThwOeQXKO/EjJGFZSk5Mbww31MZRVuNhjXcFU1LoHSLz8pPCU8RvWpVhhI+FRhfMundA8Kb6ujj+nqvpI5oLALHC8cMnyg/UjhRrZ2GRxAutXBGhfpuIaOS0eBFD15MTl6cUs+qe1h4MRmLz1hM6qTr6LuSjIL4Tgk/6Ei1+NykxZRM2o6elXxQErbFY1JPlFy+pPUnDRWdJTq+8KnbZ4X7Wt9uQdqWtV1qrzQWcZlgD6mGPaQaOtFGV0YbvS1cJthDqmEPqYZOtNGV0UZvC5cJ9pBq2EOqoRNtdGW00dvCZYI9pBr2kGroRBtdGW30tnCZYA+phj2kGjrRRmNoJB/2kGrYQ6qhE200hkbyYQ+phj2kGjrRRmNoJB/2kGrYQ6qhE200hkbyYQ+phj2kGjrRRmNoJB/2kGrYQ6qhE200hkbyYQ+phj2kGjrRRmNoJB/2kGrYQ6qhk8022gn0XiNUIAmwh1TDHlINncZto41tGXmIAewh1bCHVEOnodtoY7tGBjIAe0g17CHV0Gn0NtrYxpGKAMAeUg17SDV0st9Gh581tnGkIgCwh1TDHlINnUZso30H7D0YGCS1EU/6Fnj2kRVHzhh8o0xuCoMj1bCHVEOnjy1j75XUFO38Fg9YbBwzjvFNFD1efnDgyNTjk5bhO2W7jG0HmEg1LCLV0GnXFRkLaFKb6Ht8fkxqf5l0vPzg6JGpxyctY37KplnaC/ABqYY9pBo67VoiYwEV9oLhdjM8puSspOMLH7z7VMmykwY3wN6OAFINe0g1dNo1RsYC6sQCZwXGlDyV1I9KBpccHC5F4bJNGmSbGAqphj2kGjrtuiVjAV1qmBcEzpI/5TugXbMb3UitZQsXv2nmN4gBkWrYQ6qh065PMhbQeS8oaQ2TetnoAUmdaHTBe+MI95W3ZeHgNljdF0ZGqmEPqYZOu/bIWEDzmr+6/WjSGnyda6CRlRyWsWz54DbY2xFAqmEPqYZOu8bIWEDz2r7AWRn9aNIaAm1reJzwkRnLlg9ug7HtABOphkWkGjrtuiJjAc3r+QJnZfSjSWsob1IXm93CNjo8uA2W9gJ8QKphD6mGTrTR0rNSm+zo8eULliwyddlJgxtgaS/AB6Qa9pBq6EQbLT3L/Vz0cd+AknHmg/jWE91CxrLlgxtgaS/AB6Qa9pBq6LRriYwFNK/hi57lYkqOjx7sPJ1x+ch5y7DB2HaAiVTDIlINnXZdkbGA5vV8krNSm8ukflR+cPjIpJFT17x4ynYZ2w4wkWpYRKqh064rMhbQvJ5PflZqW5nUicoPTu1xk5ZtvoH+wOSmMDhSDXtINXSy2UYDQiQf9pBq2EOqoRNtNIZG8mEPqYY9pBo60UZjaCQf9pBq2EOqoRNtNIZG8mEPqYY9pBo60UZjaCQf9pBq2EOqoRNtNIZG8mEPqYY9pBo60UZjaCQf9pBq2EOqoRNtNIZG8mEPqYY9pBo60UZjaCQf9pBq2EOqoRNtNIZG8mEPqYY9pBo60UZjaCQf9pBq2EOqoZNzzh0cHDgAAAAASSa+zsOoSD7sIdWwh1RDJ9poDI3kwx5SDXtINXSijcbQSD7sIdWwh1RDJ9poDI3kwx5SDXtINXSijcbQSD7sIdWwh1RDJ9poDI3kwx5SDXtINXSijcbQSD7sIdWwh1RDJ9poDI3kwx5SDXtINXSijcbQSD7sIdWwh1RDJ9poDI3kwx5SDXtINXSijY7Y+3OPHceptRLcRTFXsPiXU9EOFW6NSK+PIldBbqujjY6gjbaNYjY17zbI8AoobztEuhcqXIjoNkIbHUEbbRvFbCdw1ybGTVHbRoh0R5S3ELlthDY6gqjZxmVtZ/Fjh9v3CihsI0S6I2pbIhrdjmvbOtroCHJmG5e1kcAHDh9TrVHYFoh0X9S2BG10O7TREb6czR93PyccZ/GAKiPk7HY8FKoReo6OKGwLRLovapuN6Da1qx0V9PGFbO/xeRMcPt73VNMRMEeJ1kc+W6OwKyPSK6C22YTNQ5e1GbCrHRX0kTS1ki42e5yKI2CO+qyPcLZGYVdGpFdAbbMF8kl0y+1qRwV9hM1r0uPR8RcHyZ6OixtAcVZGLFdAbddEpNdBebMFIkp6y+1qRwV9ktrfwFPyB+8+lTds9Cncojhrcj/XezlmUdvVEOnVUN5s9AlN7WpHBX18IUvNZWoTLFlJ9HQ+QqKozGpoOFZDeddBpNdEhbOltitIsqsdFfTxhSw1l/IH5SuJns5HSBSVWQcNx5qo8AqI9MoocrbUdgVJdrWjgj6+kKXmUv6gfCXR0/kIiaIyK6DhWBlFbo1Ir486Z0ttV5BkVzsq6OMLWWou5Q/KVxI9nY+QKCrTGg3H+qhzU0S6C0qdLbVdQZJd7aigjy9kqbmUPyhfSfR0PkKiqExTNBxdUOp2iHQvVDtbaruCJLvaUUEfX8hScyl/8O5TecNGn8ItitMUIeyCardDpHuh4CVS+wfI7cpHEX18OUvtX5PGcT+XemTgceyhOO2QwF4oeCNEuiNqXiKpLUGSXfkook9S+xt4SjLOooojYI76tBNNJsVvhMI2QqQ7oraFCG0juwpSRx9f1AIRXHxKeHwg33kjVCiBaZSokXCqyWdTFLYFIt0XtS1EaBvZVZA6+viiFojg4lPRyEaTnTpC8laHRKEaCdyySWlrFLYFIt0Xta2CuFa3qyPVxJhIPuwh1bCHVEMn2mgMjeTDHlINe0g1dKKNxtBIPuwh1bCHVEMn2mgMjeTDHlINe0g1dKKNxtBIPuwh1bCHVEMn2mgMjeTDHlINe0g1dKKNxtBIPuwh1bCHVEMn2mgMjeTDHlINe0g1dKKNxtBIPuwh1bCHVEMn2mgMjeTDHlINe0g1dKKNxtBIPuwh1bCHVEMn2mgMjeTDHlINe0g1dKKNxtBIPuwh1bCHVEMn2mgMjeTDHlINe0g1dKKNxtBIPuwh1bCHVEMn2mgMjeTDHlINe0g1dKKNxtBIPuwh1bCHVEMn2mgMjeTDHlINe0g1dKKNxtBIPuwh1bCHVEMn2mgMjeTDHlINe0g1dKKNxtBIPuwh1bCHVEMn2mgMjeTDHlINe0g1dKKNxtBIPuwh1bCHVEMn2mgMjeTDHlINe0g1dKKNxtBIPuwh1bCHVEMn55w7ODhwAAAAAJJMfJ2HUZF82EOqYQ+phk600RgayYc9pBr2kGroRBuNoZF82EOqYQ+phk600RgayYc9pBr2kGroRBuNoZF82EOqYQ+phk600RgayYc9pBr2kGroRBuNoZF82EOqYQ+phk600RgayYc9pBr2kGroRBuNoZF82EOqYQ+phk600RgayYc9pBr2kGropLGNFv7lxcBZXZYaeOr2gC6LFJKvTfMuUhnYgh6Sj9PwWa1XOAgqWVFSqjPyDyHquT7CLPGxveu9ko/mt61FgbO6LDW6hV6LFMr4PLHa2tqxsYvu5B+n4XNXWOoIqGQVSaku+RCABJVcHzGW2FVHVY0C96PA7anL9V6cNLBazaEUrk3t+vOY2UhHSR+n4XNXW7NtVLJcaqrz8g85KrkyYiy0q46qGkXvX4uXVs/11rOS6uzty9Jeeol+PPqKTMPRCJUsl5Rq5Z+SbKCMErVSx81ZblcdVTUKX7mkG1kXelaCKK5RoUDaox8I3KkboZKFUlOt/FOSDZRRolbquDnL7aqjqkZJn32FZ80zIbk/RmO09+ziLL4Bo1tLOsx3pHzY1Emjx8jP6kjhkrYlcHHleVMbj42ikoWSUp39IYAk1FCiSuS4OSfZVUdVjaJXbvEA4b0skIy9xyVJkpxy98TyRSYdmT1srUGEi+xI23oskeQkfBjyUMl25nHNu6kiFTWUKI8cN+dUH4vVeyUfha+cryfzneVi5EeGBw+PsNoi84atsra8GvalajHGBK743cd1BmPTqGQ787hKcs4VKUcNJcojx8051cdi9V7JR8JWbO/S5j1Y8njSpOGnhPNWX1502ZKDSx7vTtViLAlc7r3HdQZj06hkI/I7Z/QppKKGi5xY0mjzwVtuYtt21VFVo7xYLD6edHcLJCZv0lrzNtpOi5pk1LAvVYsxw/3c4lOLB6++UpuoZAu+VG/uprdR1HCRE5MPtTh4y01s2646qmqUl4m8uAgT43uqyjjlSa0y7Pz46AhJp5RvswVVi7HB/Zzv2cXj112pWVSyukCqN3fT2yhquMiJyYdaHLzlJrZtVx1VNcpLg/B6B0YLjOB7qso4JUnN2050KOEISaeUbLMdVYsxwJfGvWd9p6y4UsuoZF3CVG/lprdR1HCRExOO4xu85Sa2bVcdVTXKu3LCe1kgW8IRoo+njpO63/LtRIcVjpB0Sup61qFqMVvni+Les4Gz1lqpcVSyonCqpw3e9DaKGkrkRY4Al9hVR1WNCnPg/J2uC3Z7GXfDKuMk7bfKdqIjC0dIOiV1PetQtZhNW0xm4ICA9RdvDDWsRZLMzd30NooaSuRFjptziV1dVFWnPAfRoZIObj2OfL+1liEcPDpC0imp61mHqsVsl/s5yTEBKy/eHmpYhTCWm7vpbRQ1lMiLHDfnEru6qKpOeQ6iQyUd3Hqc6PGNllFlbeU17EvVYrZLcnGd2JorN4kaViHPZOrNEBkoo0Re6rg5l9jVRVV1ynMgf1B41/M9tdo4t5dJvp0q25ccXLj3vlQtZqMKr6zOYGwalSyXFMvUmyEyUEaJuqkjwxK76qiqUd6Vi97IfCTz+p5qMU5gkUnbkQ9bZW3Ze+9L1WI2KjWWgdNXW7NtVLJcaqrzwg85Krk+Yiyxq46qGuVduaS7293HJfNKBi8Zx7fO8ODh7SQNm722vA1OaqhazBaFAya54jqDsWlUslBGqvPCDzkquT5iLLGrjqoa5V25wFmLNzXJI9HBFx/PGMe31MXDhNspGVaytugxqeN3oWoxWzSP1iLhCKst2zYqWSg71fLYIxX1XB9hlthVhxphTCQf9pBq2EOqoRNtNIZG8mEPqYY9pBo60UZjaCQf9pBq2EOqoRNtNIZG8mEPqYY9pBo60UZjaCQf9pBq2EOqoRNtNIZG8mEPqYY9pBo60UZjaCQf9pBq2EOqoRNtNIZG8mEPqYY9pBo60UZjaCQf9pBq2EOqoRNtNIZG8mEPqYY9pBo60UZjaCQf9pBq2EOqoRNtNIZG8mEPqYY9pBo60UZjaCQf9pBq2EOqoRNtNIZG8mEPqYY9pBo60UZjaCQf9pBq2EOqoRNtNIZG8mEPqYY9pBo60UZjaCQf9pBq2EOqoRNtNIZG8mEPqYY9pBo60UZjaCQf9pBq2EOqoRNtNIZG8mEPqYY9pBo60UZjaCQf9pBq2EOqoRNtNIZG8mEPqYY9pBo60UZjaCQf9pBq2EOqoRNtNIZG8mEPqYY9pBo60UZjaCQf9pBq2EOqoZNzzh0cHDgAAAAASSa+zsOoSD7sIdWwh1RDJ9poDI3kwx5SDXtINXSijcbQSD7sIdWwh1RDJ9poDI3kwx5SDXtINXSijcbQSD7sIdWwh1RDJ9poDI3kwx5SDXtINXSijcbQSD7sIdWwh1RDJ9poDI3kwx5SDXtINXSijcbQSD7sIdWwh1RDJ9poDI3kwx5SDXtINXSijcbQSD7sIdWwh1RDJ1NtdOqfQJ+f1XHxVSTtxdLGs42893WEP/rQAhVuikh3QZGrILfV7epoo34OTo4AACAASURBVJoJTfTwbbSlXZcYfPutST4AUR3lbYdI90KFCxHdRnYVtFHHQEoCubEUJvlezGy5EBVoR/4xiLqobSNEuiPKW4jcNrKroI06Ru9x5OYDinCLIjTi+3Djw3AFFLYFIt0XtS0RjW7HtW2d2Ta691qwDUSlkcAHIx+nrVHYFoh0X9S2BG10O7TR8bPcz8lHS73hpq4k724u2c78gKQibIilvahSmFKUoLAtEOm+qG02otvUrnY2KpgXCGHCon2k8OC8QJcPnrSdvackp2yUmY1ok5dzVEFhWyDSfVHbbES3qY99Uu+VVJAXCN9Zi71j+cEZga4+ePl2FqfYIhu70Ck1oqiF2jZCpDuivNmEjUGXtRmwq52NCgqbP+dvGaOPZx98+3hGoMsH922/1uPbZWMXajm/3kuzjPK2Q6R7ocLZAiklwOV2tbNRwcANLnC/W3xcEjv5wdHpSlYiGbz6pItPbZGNXWjmlvRelHFUuCki3QVFzjbOJ/QudrWzUcHFu1v0lrf4eFLskoKYGujywaMjJO0oaT362diFWs6v99Iso7ztEOleqHC2cT6hd7GrnY0KBm5wgfvd4uNJ4yQFMTXQ5YNHR0jaUdJ69LOxC53K84w81LYRIt0R5c02zif0Lna1s1HBvEBE74wBGfOmBrp88OgISTtKWo9+Nnah0DgRUojCtkCk+6K22YhuU7va2ahgXiCirWdAxrypgS4fPDpC0o6S1qOfjV0oNE6EFKKwLRDpvqhtNqLb1K52NiqYF4i81jN73tRAlw8eHWF+wDgfdTZ2odA4EVKIwrZApPuittmIblO72tmoYF4g8lpP4bzzB1MDXWXw6pOmFlktG7tQaJwIKURhWyDSfVHbEqmf6CG3K5+NIroUi2f5Rps/Hpjat57Ag4HHswcPVCbpcclOt8vGLhTKyDlqobAtEOm+qG2J1E/0kNuVz0YRXYrFs1JHkx+cusiklUT3kjSIfJy0y6OSjV3olBQ5VERtGyHSHVHeQuS2kV0FbdQxeo9bzE0gTEl3TPnBSctLGjwwQniQwJHyp7bIxi7UkkcOFVHedoh0L1S4ENFtZFdBG3UMpCSQm2iYkjInPHjxmPKVSBaZuryMKTbExi6Uk3/4oAqK3BqRXh91roLoVrer48jVJFIj46LDHlINe0g1dKKNpo0eGhcd9pBq2EOqodO4bbRb0ntRWBsXHfaQathDqqETbTQ99NC47rCHVMMeUg2daKPpoYfGpYc9pBr2kGroNG4bDUwkHxaRathDqqETbTSGRvJhD6mGPaQaOtFGY2gkH/aQathDqqETbTSGRvJhD6mGPaQaOtFGY2gkH/aQathDqqETbTSGRvJhD6mGPaQaOtFGY2gkH/aQathDqqETbTSGRvJhD6mGPaQaOtFGY2gkH/aQathDqqETbTSGRvJhD6mGPaQaOtFGY2gkH/aQathDqqETbTSGRvJhD6mGPaQaOtFGY2gkH/aQathDqqETbTSGRvJhD6mGPaQaOtFGY2gkH/aQathDqqETbTSGRvJhD6mGPaQaOtFGY2gkH/aQathDqqETbTSGRvJhD6mGPaQaOtFGY2gkH/aQathDqqETbTSGRvJhD6mGPaQaOjnn3MHBgQMAAACQZOLrPIyK5MMeUg17SDV0oo3G0Eg+7CHVsIdUQyfaaAyN5MMeUg17SDV0oo3G0Eg+7CHVsIdUQyfaaAyN5MMeUg17SDV0oo3G0Eg+7CHVsIdUQyfaaAyN5MMeUg17SDV0oo3G0Eg+7CHVsIdUQyfaaAyN5MMeUg17SDV0oo3G0Eg+7CHVsIdUQyfVbfTiH1zMPmyddfoOWHlJa+pb/EKbW/AmJIVho8nRjGK2IAnqpm+GylHP9ZFkiY210fN1So5Zc52+p1Ze0joWi7+t/W5oqVuRFIMtZkY/illdNKgGbobKUcmVkWGhXYF0lklyS9Jw2/JNbTuFgU8bG9ryVta5FUkZ2GJgNoFi1iUJ6tbvhPpRyTWRYbldgXSWSXJL0nzbUrikihZ3t7ktb2Wdm5D0kaj2w9YAilmRJKg2bobKUUaJKqnj5pxkVyCdZdq7iouXc+9ZVZdc4ZIqsvGZYyvrVG5+2w1kIOlgZKCYVciDauNmqBxllChMHTfnDLsC6SzT3lUM3KfmB4dHC+x3fkzGPdSXxfnpeavynSIcLfv48K4DC1NrK+vUTJ721IORh2KWkwc17ymkooYSJZHj5pxnVyCdZdq7ivMruvhs+F4WDYdvUuH48hmzV7V4cNJoGcdHB1msg34bWqpaSTEwkBn9KGY5eVDznkIqaihREjluznk+1qv3Shb4Lur8gPnBi4MsCkwqPGv+ePTEiqtqsceMC5Q3QncbWqpaexc9HIOkg5GHYpaTBzXvKaSihhIlkePmnGdXIJ1l2ruK8yu6+OziAcLHy09JfbxwVYGJKs4e4GaEJyqxuQUrJIx9xsHIQzHLyYOa9xRSUcNF80/BPpKhfCM3W74FuwLpLNP8Kt79X99TTtBKBp6qeEqjKTJGK5zdxy2RnKjH5hasX1IYtpsczShmdXm3TeJdETVctPhZuMqnZtIrtCuQzjLNr+Ld//U9FXgkOn74LN9TSY+vtqqKNYkeKT9Lm80tWL+kMGw3OZpRzOpq3YGRjRou8n0iLv/UTHqFdgXSWab5Vbz7v76nAo9Exw+f5Xsq6fGmqwoomT18WHSuwDjdKV/eFgkjlHEwhChmdcI7sPwppKKGi8Kfi0sSSHqFdgXSWaZwZ+Z7KvBIdPzwWb6nkh5vuqqAktnDM0aX4RtHA+XL26KkS7+VnGwLxaxOeAeWP4VU1FCiYuRIr9CuQDrLtHgVb/938fG7D0ZDEBg/6Z6Y9HjTVQWUzJ5RB8k4Gihf3hYlXfqt5GRbKGZ1wjuw/CmkooYSFSNHeoV2BdJZpsWr6GvR5g9GQyAcJ/pU0uOrrUo+eOpowsUIl9SX/hVuTt1AIgPFrC7vDky8K6KGEhUjR3qFdgXSWabFq+jr0uQPhp+qeMoKU4SfWlQ+lHAE+ZI60r/CzUm6+huKyoZQzOrCQV18lmzXRRklKqaOAAvtCqSzTNF7U/SeJTnYdW2jy1cVnShwsHD2vBGEo/WleW0blXTdNxGSzaGY1WXcgcl2XZRRomLqCLDQrkA6yyTp1cIHz4+fk0wqnyI6dfVVSUaTLCw8RcaMqWN2oXZh25UdpBXWNgiKWV00qJu79W0OlVwZGRbaFUhnmXxXMfzgfC9JNzjhONlTV19VdLTogNGD82bMGHN9mte2UUnXfRMh2RyKWV3JHXjlpVpFJVdGhoU+djy9V7LAdxXDDwpvc6mTStazOGx43vJVBUaLXtakg/NmzBt2NcqXt0VJiSqMHxZRzOry7sCrLW8E1HNlJFloVyDKhDGRfNhDqmEPqYZOtNEYGsmHPaQa9pBq6EQbjaGRfNhDqmEPqYZOtNEYGsmHPaQa9pBq6EQbjaGRfNhDqmEPqYZOtNEYGsmHPaQa9pBq6EQbjaGRfNhDqmEPqYZOtNEYGsmHPaQa9pBq6EQbjaGRfNhDqmEPqYZOtNEYGsmHPaQa9pBq6EQbjaGRfNhDqmEPqYZOtNEYGsmHPaQa9pBq6EQbveOW9F7UNLW/NNr2u7Ixdw3bSDXsIdXQiTZ6uYHW0FyuswANO+1ozF3DNlINe0g1dBq9jY720L36y9Vmp43uvQSgMlINe0g1dBq6jRb20F1aTNrodYy5a9hGqmEPqYZO47bR0UaZNnoEY+4atpFq2EOqoRNtdKh9lHTSqcdEz5r393cPC/9v6sKEdTBszF3DNlINe0g1dPrYjfVeyaqELebtkZJBhB2t70ThsJJJ5Qubr200Y+4atpFq2EOqodPH5qz3SlZV3jsGWtX5sNGD754SPqDk9PnCqpRi08bcNWwj1bCHVEOnj81Z75WsqrB39DWmtR4PrFDeExdONIgxdw3bSDXsIdXQiTa6tI2WPJV6vPBx+WgZEw1izF3DNlINe0g1dKKNTt549Nz5AY3a6PKFSc6ybcxdwzZSDXtINXSijaaNpo0GTCHVsIdUQyfa6MjGkxpZ3wG00WqNuWvYRqphD6mGTrTRofZx8TDaaEvG3DVsI9Wwh1RDp0Hb6EnWPtJGmzfmrmEbqYY9pBo60UbHu9XyXnadNrruRIMYc9ewjVTDHlINncZto6elXjkgcGLS44E1lDyet7DogOaNuWvYRqphD6mGTrvmadiALrfMMxkn+g4OjBMdPzxUxsIkA9o25q5hG6mGPaQaOn1sznqvpJvUvlNyYuDIvKduD6i7MOGAho25a9hGqmEPqYZOH5uz3ivpTNh0Rk+MHiN/anFw+fKEe6GN7r0EoDJSDXtINXSijcbQSD7sIdWwh1RDJ9poDI3kwx5SDXtINXSijcbQSD7sIdWwh1RDJ9poDI3kwx5SDXtINXSijcbQSD7sIdWwh1RDJ9poDI3kwx5SDXtINXSijcbQSD7sIdWwh1RDJ9poDI3kwx5SDXtINXSijcbQSD7sIdWwh1RDJ9poDI3kwx5SDXtINXSijcbQSD7sIdWwh1RDJ9poDI3kwx5SDXtINXSijcbQSD7sIdWwh1RDJ9poDI3kwx5SDXtINXSijcbQSD7sIdWwh1RDJ9poDI3kwx5SDXtINXSijcbQSD7sIdWwh1RDJ+ecOzg4cAAAAACSTHydh1GRfNhDqmEPqYZOtNEYGsmHPaQa9pBq6EQbjaGRfNhDqmEPqYZOtNEYGsmHPaQa9pBq6EQbjaGRfNhDqmEPqYZOtNEYGsmHPaQa9pBq6EQbjaGRfNhDqmEPqYZOtNEYGsmHPaQa9pBq6EQbjaGRfNhDqmEPqYZOtNEYGsmHPaQa9pBq6EQbHef704/Rg9dcJPJwmVYg//BBFVS4NSK9PopcBbmtjjY6ZLGBDkeQgG4Ll6mppI8d1EJ52yHSvVDhQkS3Edpor2gPvZg/orktXKZ2Uj92UAu1bYRId0R5C5HbRnYVpI57ordLImgDl6+dxY8RPnZWQGEbIdIdUdsS0eh2XNvW0UYviDbK3DfN4PI1Ivzw6bI28yhsC0S6L2pbgja6HdroBZJs+Trp8LmS/nvvgKT/TZ0LVKYRYTK7rM08CtsCke6L2mYjuk197MZ6r0QLefeZFErnF17A3pGSceRzgZqsj0C2RmFXRqRXQG2zCfuNLmsz4GNz1nslWhSmKrWvnU8UPiw6SNJcoCDrI42tUdiVEekVUNtsgXwS3XIfm7PeK9GiMFWLp8sfnGZ9cGD8xRUmzQUKsjKiuAJquyYivQ7Km03YUXRZmwG72lHBW4Wpmp8uSbBvhHDokz4k+FBZREHWFE4vaqG2qyHSq6G82fJ6BgjtakcFbxWman56aoLDC8h+lo+WRVRjNTQcq6G86yDSa6LC2WgMmtrVjgreKkzV/HQnI1yA/FnJXKAa6yCBa6LCKyDSK6PI2QJBJcPldrWjgrfkqRKGMrW1DS9A/qxkLlCNFRC/lVHk1oj0+qhztkBWiXG5Xe2o4C3h/dF32PzB1NY2PLv8WclcoBqtkb31UeemiHQXlDpbIK4kudyudlTwLkmwfHfS+YOpMQ0fX/Is5ihUUzQcXVDqdoh0L1Q7G210U7TRC9xM3rO+R+Sz130WcxSqKQLZBdVuh0j3QsFLLOaWMFdBG71s3isH+E4MP3j7eGDq8MKiK4/OBWrSDvfoXih4I0S6I2peIqkzQZJd+SjinL9t/pnAWUlDhUcQPps6F6hGO0SxFwrbCJHuiNoWIrSN7CpIHRdl3DF9z8rHyRs/by5QkEaiHzuksR0K2wKR7ovaFiK0jewqSB0DkmIXPkYyTsmzqXOBsjQSuGWTydYobAtEui9qWwVxrW5XR6qJMZF82EOqYQ+phk600RgayYc9pBr2kGroRBuNoZH8mq6upsvL6cWL6fx8Oj7++O/oaHJuOjr62YPn59PFxXR52XvRBpHqNVxeTq9eTefn0+npx1Q/fDg5Nzk3PXz48cHT0+n8fLq8nK6uei96w0g1dKKNxtBIfql376aXL6fHj6fDw10DkfHv/v3p9HT64Yfp+rr3fiwg1U3c3EyvX0/Pnk0PHuRH3bnp+Hj6/vvp7dve+9kYUg2daKMxNJKf6d276enT6f79on5i8d+jR9P330/v3/fe4YaR6ppubqaLi+nkpH7U792bnjyZXr/uvcNtINXQiTYaQyP5ad6/n16+LP1unPDfycn0ww+9N7xJpLqOy8vp9LToxyzyfvrsjJd8hJFq6EQbjaGRfKmrq+n0dI3ued5hvHgx3dz03v+WkOpSFxdNftIS/ff4MS/28CHV0Ik2GkMj+XG9Gmia6VykOl+vBppmOoZUQyfaaAyN5IdcX0/PnnVuKebNNGJIdY7Xr1d6tZK8mX73rndRFCHV0Ik2GkMj+V6vX0/37vVvJub/Hj2ivQgj1Wmur/v/vGXx3+Hh9P33vaujBamGTrTRGBrJX/D+ff77Ejx6ND15Mp2fT69fT5eX+28L/fbt7sEP7y19cpL//b+zM17j4UOqE1xc7N7XPPXfvXvT8fF0dja9fLlL9d3fEby+3j344b2lnz6djo8zf1vxwYPpzZtu9VGDVEMn2mgMjeTve/s2uat48GB69mx69Sqzr33/frq4mE5Pk7/5fXzM+0wvItVSqd+EPjycHj+eXrzI/3nImzfT+fn06FHyvMO/aw2phk600Rgayf+ZV68SvmHW4l26fvhhevw4rYPnbcJmSHXc9XXaj1yqv/3i1dV0dpb264xjv8CDVEMn2mgMjeR/9OKF9NP5w4dtvzf2/v10fi79pvi9e7ytwR5SHXF19fGvdke/DfzsWdsv1V6/no6PpR96T582XIlupBo60UZjaCR/R/iOHPfvT69erbSk62tpM314uN6qtoBUh7x9K/0e8NOn6/01zctLaTN9cjLma5lINXSijcbQSP50cyN6HcXR0fTyZYflyd90r8vyVCLVXq9fi74wOznp82Ih4ZvuPXy4Xn+vBqmGTrTRGNroyb++Fv10+/Hjzp+237wRtRfPnvVcpBqjp9rn4iIeoXv3pouLnou8uZnOzuLrvH9/tNcykWroRBuNoQ2d/JubeA99dDS9ft17odM0iduLgV88emvoVPv88EM8PE+eaHm9hOSVJ0dHQ72BOqmGTrTRGNrQyY++lkPhd7wuLuLvJTL8XzocOtWL3ryJx0bbjzKur+Pvi3f/vpa+vz1SDZ1oozG0cZMffV8Ota+/jL689fBw8D9XMW6qF11fx7+zq/OF9ZLfW3j8uPcqV0KqoRNtNIY2aPIvLyOfm09OVP+NwOiPvO/dU/o1wCoGTbVP+B0wDg+1vGzJJ/ortufnvZe4BlINnWijMbQRk391Ffl7gZt4efH795EXdh8fq/5KoKURU+0Tfj39Vt50/OXLSCet/CuBGkg1dKKNxtCGS/7NTeQFlxv6S2nRP0Sn7dWuaxku1T6vXoXisa0/gRn+C6NHR1vaSxZSDZ1oozG04ZL/9Onmvw99V/TNRpr+tUWthkv1onfvQq+h3+LbXITfbOThQ9s/fiHV0Ik2GkMbK/nh98199GiTn4avrkLd0uHh9rqlYmOletHNTeSNxjf6Zy/Dr5M+Pe29voZINXRyzrmDgwMHwLR7zr33fwJ+79z93ivMdhJoLJy77L08rO/bYCS+7728bIfOXQa3dtx7hcCIPnTT3wLjGSf5b4Ivif7z6WnvBRb5n+C7Mfznkye9F7iqcVK96HfffPPTwYEvDFf37/deYJHfffPNvz/5xPv18L17vRfYyuCphlq00RjaIMn/49OngcbirycnvRdYwTv/D/H/9emn3z1/3nuB6xkk1T7/98tf+pJwfXT027Oz3gss9aevvgp8OP/X48e9F9jE4KmGWrTRGNogyQ+0mO8ePOi9ujp+e3Z27X+RtI0vFYQGSfWiP/p/ifang4M/ffVV7wXW8Vf/e9T8+5NPTH7ROHKqoRltNIY2QvIDjcX10ZGlz7iBb7pb7S0WjZBqn8BXjP/961/3Xl1NgW+6m/yiceRUQzPaaAxthOQHGgt7LxoOvATcZG+xaIRULwp8xWjvRcOBl4Cb/KJx2FRDOdpoDM188gONxdZ/12pR4BewTPYWi8yn2ifwFePWf4l2UeA3a+190ThsqqEcbTSGZj75gcbij0+f9l5dE4GXjdrrLRaZT/WiwFeMZn4BYM93z5+P80XjmKmGfrTRGJrt5P/e/8carDYW3wZ7C3s/2V9kO9U+b/1/z9LqV4zfBr9oNPaSrTFTDf1oozE028n/2xdfDNhYfBvsLUz+cH+P7VQv+u7585vDw9G+Yvw2+EWjsVdtDZhqbAJtNIZmO/nv791b/Pz6j88+6720tgK9xf/+6le9V9ec7VQv+s8nT3xfOJl5kzufwBeNv/vmm96rq2bAVGMTaKMxNMPJ/8PXXw/y095Ff//8c99rRnsvrTnDqfbxvfvbCC/j+e3Zme8tOyy9x9+AqcYm0EZjaIaT7/st/uujo95LW0Pgq4j/+M1veq+uLcOpXvTd8+e+PtLqn/Tb4/sq4p+/+EXvpVUzWqqxFbTRGJrh5Pte0fH3zz/vvbSV/OvTTxcr8Pbhw95La8twqhf5XtHx08GBgT/9LfGXL7/0fdH4+2fPeq+ujtFSja2gjf7WlWm9tkbDrrYF5axu/7dnZ11eKhqO1sofYsN+P95qqn18f3On1u8ApAZy/c8UI3w/frRUd9f6/myGc7TRZVqvqungfBhY3b7vu1OtO8hwtFb+EAu8kbCZb9EtsppqH9+PHWp1kPJAtgtzlO8d4s387GW0VHfX+v5shnO00WVaL6n1+CNf+m/t3pp976Hb9HNq9KNj/Q8x35ug/eXLL0uGVc5qqhcF3hy9yhdL8kCukOcA3/t1/OvTTxvNuLKhUt3dOvdnG5yjjS7Tej3Vx19niq2wuv3ro6OVf8Ir+ehY/0PM9y26N48elQyrnNVUL/qvx4/b/eBFHsjVIu0T+NmLjReID5Xq7vqGeVucG76N9umVlRXm5cPglsntB14Y3e6vrkjusPJbc618+r5FZ/t90Eym2sf3wugqf3VFHsjwYevccn0/e7HxBpdDpbq7de7PNjhHG+3RKysrzMuHwS2T2//TV18tfja9OTxsNGPFO2zdcPq+RffTwUHhyJqZTLXPPz77bPES//XkpHBkeaozjilc2yLfz17+9sUXLaZb2VCplmsUKpoEOedooz16xWiFefkIuWVy+77fL2z0xws9zUZOtFok0/cOBpb+wNsek6n28f1+YeE70iSlWpLbFe66f/vii8VS2PjLnUOlWq5RqGgS5JyjjfYoj5HwFhw+Pun2nTdRxtbMMLl93xu9NfpsmhfC6Di1lud7/2zDfyPaZKp9fK9fKvwyqeQ+LBmwZG0+vvfPbvT188qGSrVci1AV3slH4xxttEfFhkAYyqSzogfLJ0ramjEmt+/7k2blP+aey4ifcKhaK/T9pNvwm3WYTPUi39+qLHz9UsVU+8YsWZ6P7yVMNt6sY5xUJ2kRKjqEJM7RRnvkJSl8/w2PKT++ZJbsrZlkcvtX9++v9ptGe0HKjla7TP79888Xq/E/x8cVZ1HFZKoX/fn0dPHiFv4Kaa1U+8ZsdIG+e/7c9735FtOtbJxUJ2kRqnlW6RkCnKON9sjIjUuXdHr2ROVbs8rk9n0vY/jD11/XnWieouxotQuk7w3RaKMN8L2M4f9++cvsMSumenHMplfH906X7WZczTipTtIiV54+Yl+t6bbOOdpoj4zERHMmCWL1A6LLkGzNKpPb930qrfun+xZTlBetpoH0tdFm/rrbnMlUL6p+cSum2jdm06uzzsd+F+OkOkmLXM0T61Nrxk1zjjbaIzUuwoRFDxPOK3m2cIoRmNy+71Np3b/CsBihvGg1TeN//OY3tNFW+dro7D+vUzHVi+e2vjT//MUvaKOtmmdJovUs9fe5Nc7RRnukZkV+fPjIKhldYQobTG5/hddH+iKUEa3WafS9fLbKn+fQyWSqF/nelCbvFTsVU7144gr3W9/vRbT7u0urGSfVPotxiiqfRf7smJyjjfZIykpqsOQxLVz24iB8GNwyuf3Fz6MV/+BI3fS2TqOvjb66f7/6XEqYTPUiXxud8QdHqt+TJbfi6nxt9J9PT1tP3do4qfZZTFRU4USSZZRta/Oco432SApKaqoCxxcOJflA4mPglsnt+/7gSK3xK0ZrhSjSRhvm+4MjGd+NrnvDlNyHW6CNNsz7CT5ohZW0mGJDnKON9kgKSmqqAscLhyr5QOJj4JbJ7Tf9bf260Vohir7XRpe8mYNyJlO9qNbbsDRN9Zq3Wd9ro6u/S8/6xkl1ki6fymkh7nKONtojKSgVuwfJUIu36bvHhwfhY+CWye23+239aHIqfiDUwjt1GFbl4tZNdeC2vALeqWM0XWJGC3GXc7TRHiW3zpLBq9zTw8fwMXDL5PZ97xtdvY2Wk4xWuDYfX6fV6E+ja2Ay1Yt87xtd0kaXpFoe/kZ8bXThn0bXYJxUJ+mStI4JV8g52miPpKCkpipwfHgo4URVBhmBye37Xh/5p6++KhzZ5ZKMVrg2H/6KoWG+F77/47PP5IPUSrUw9u3wVwwHVD1vkgH75lwb52ijPVKDIj8+6V6cN0uVQUZgcvv/98tfLn4q/a/HjwtHdrkkoxWuzcdXjb+enDSasTuTqV70h6+/Xry410dH8kFqpXqdPAf4qnFzeLj+YqobJ9VJ6kZOmOHuUVfFOdpoj9SgRG+ywsPK79SFUwzF5PZ933/9++efF448j5aQZLTCtfn4XuLyn0+eNJqxO5OpXhT4/ut3z58LB6mSamHmm/K9xOX9vXvrL6a6cVKdpG7kJDHunnNtnKON9kjNSvQ+u3hM6rwZU0SPiW7NMJPb970aeIU/OCKP1mohvDk8RvDbZgAACS1JREFUXKyGgfcu8DGZah/fq4Er/sGR1Ju2RK213fXXk5PFUth4U5qhUi1XPVThrK6T5G1xjjbaIyMrVW6m4YMzppjPEl3DOExu3/eC0X99+mnrqeXRWieEv3/2zPCrRX1MptrH95sAf/nyy1pTRLNafk+u4u3Dh4ulsPFrAEOluqPuMd4c52ijPfLiUh7B6PFJUyxOJFnGIExuP9A7/vbsrOnU8mitE8K/fPllr68oOjKZah9f7/jm0aNaU0SzWn5PruJfn37a+iuKjoZKdV8dM7xFztFGe5QkpjB/0bMkgwem44PhltXt+17J0PoFwfJorRPCN48e9Xp9S0dWU73I90qGii8IDmc1fDcO36Ur+u3Zme+L54qvb+loqFR3t36At8s52miP8tCUhE9yYviYvKdGY3X77x48aP0tukXyaK0TQt/vFxp+m45v7aZ60R+fPm39s5dwVhfv81FVFnaX7/cLbbxNx7eDpVqJdaK7dc7RRmNgVpO/wrfo9DP//Tkfq6n26fWzF1XM/+BltFRjK2ijMTSryQ98i87wO1Ts8b1jiZnvz/lYTbWP72cvNt6hQsj3jiVmfvAyWqqxFbTRGJrh5Pu+RWfj1/Yl/vHZZ7a/P+djONWLfD97+engQP7u0Zv2p6++Mv+Dl9FSja2gjcbQDCff9w4Gtt+k4tbvvvnG11iU/zVH5QynelHgrWlsvElF1P/+6leL20/6a47KjZZqbAVtNIZmOPn/8ZvfjPy6jsB3KFu/6193hlPt889f/GLY13V89/z5vz/5ZHH75X+4VI8BU41NoI3G0Awn/7vnz32v62j9fh0a+N5D1/wrOr41nWqfv33xhe+rpt99803v1bXle3N0S6/o+HbIVGMTaKMxNNvJ9/2o13xv4Xvzr0F+ym871YsCr+Ex/0Wj710djb18a8BUYxNoozE028n3/VVw872F70f8g/zOme1U+/j+KrjtLxoDr90y9svEY6Ya+tFGY2jmk+/7TpXh3iLwrgW2v3i4ZT7ViwI/gjB83X1vR2PvA3zMVEM/2mgMzXzyB+wtBvzKYY/5VPuMdumH+ugeNtVQjjYaQzOf/MBv8f90cGDvLTt8f3JlGuNNGz4wn2of39uzTM69ffiw9+oq++75c9/v0U4W341n2FRDOdpoDG2E5Ad6C2NvWxH4mmGy9a4FYSOketFQARjn4/qDYVMN5WijMbQRkh/uLSz9LRLfX5yx2lj4jJBqn0Bz+a9PPzXzC6Z/+Prrnw4OBvmC4YORUw3NaKMxtEGSH3hn2Z8ODmx80v3vX/86sMffP3vWe4HrGSTVi757/tz3CmkzL+z57dlZ4OUc//urX/VeYBMjpxqa0UZjaOMkP9BbXB8dbf0P+/3pq68C35yz9+tWYeOkelHgF+8m5/56ctJ7gaXePXgQ+IrR5C9Tfjt8qqEWbTSGNk7y//j0aaC3+Mdnn/VeYL7fffPN9dGRb2v//uQTMz/KFxon1T7hRvPPp6e9F5jP9/cazXyR4EOqoZNzzh0cHDgA1l34P/tOzn3fe3l5Dp27DO7rtPcKsb4Hzt34I/Heufu9V5jnJBj1d84d9l4hMKIJwAiuryf/d+km56ZXr3ovMd2zZ6EdPXnSe33o5OXLUDAePZpubnovMdHV1eT/qct0eDi9fdt7icCIaKOBYbx7Nx0eej8THx1t7DPxxUWoVXrwYHutEio6PQ3F4/S09/pSXF9P/jeimZybLi56LxEYFG00MJJXr0KfjI+OpsvL3kuU+f77yEaurnovEV3d3EyPHkV+WLGJL7SuriI/R3r2rPcSgXHRRgODOTsLfUo+PJx++KH3EoNubiLfaHRuev269yqhwNXV5H+Pmsm56fh4ur7uvcqgN29Cr+X4sIVNfDEAGEUbDYzn+DjShn7/fe8lelxfT/4/sbH7d37ee5VQ4/IykpYHD/T+4OLVq9CrsJyb7t2b3r/vvUpgaLTRwHiur6f79yPthcIXj15dRV4h6tz0+HHvVUKZFy8imdH5WwHRZR8eTm/e9F4lMDraaGBIb95EvtHl3HRyouhH3m/fRn5A79x0/76iBUOPx4/jLamqd6oJvtH77t+LF71XCYA2GhjW69fxTvrePRWvM/7++/hSNf90Hn3d3MRfC/ThJzDdvwx79y7ym5Ef/ql92RUwGNpoYGDRX2C6/bZ0r5dgCruKR4/6N0DQTPKbqR9e4NHxzeMkXy4eHvL2doAetNHA2K6u4q+T/tBenJ+v2qpeXYn6Hreddy5Dd+fnokQdH6/9zo8XF9IPw628JSUwBtpoYHjX16Lv+K7WTMsbaOems7O2i4ExFxfx7/iu2UwLG2jnpvv3p3fvmq8HQAraaADTdHMzPXki7VyPjqanT5u8ucEPP4hew3r77+XL+muAeZeXotcyffj36NF0cVH/S8erq+nsLP5bs7f/Hj7kve0AhWijAfx/z54ltLDOTQ8eTC9eVOinX7+enj1LaCk+tPIafvcRG/X2rfR7wB/+HR5Op6fTq1el/fTV1fTyZdrXis5Njx/zsiVAJ9poAHe8fJnwjbrbf/fuTaen04sX0+Wl6O0y3r6dXr2azs+T+4nb9l3hG/1iW96/j/8dIt/3p8/Pp1evRC/5uL6eLi+nFy+mp0/TGvfbf7xsCVCMNhrAz71/n9nd3v338OF0fLzwL/r3U6LfFDw74ztzqObiIufrxrv/jo6Wo358XDryw4f8gRVAOdpoAEtevUp7lcUK/x494lesUN/79wm/0rrOv8ND3hka2ATaaAAe19fT+Xnpd9Sq/Hv4UNcfmYM9l5eZr/Go3kA/e8ZvEwJbQRsNIKhvM00DjTV1bKZpoIENoo0GIHB9Pb14MT14sF5X8eQJDTT6uLycTk+lby9d/u/+/en8nAYa2CLaaAAp3ryZTk8bfnP6w5vo0VKgu+vr6eXL0l+KDX/7+fSU920ENo02GkCWy8vp7KxOk3F4OJ2cTC9e8BuE0Ojqarq4mJ48qfPV44MH09On06tXvOEMYABtNIAyH94Z9/x8Oj2Vvq70/v3p+Hh6+nQ6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" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><span style="font-size: large;"><span style="font-weight: normal;"><span style="font-size: large;"><span style="font-size: large;"><!--[if !ppt]--><!--[endif]-->
<table cellpadding="0" cellspacing="0" dir="ltr" style="height: 384px; width: 557px;">
<tbody>
<tr>
<td bgcolor="white" colspan="4" height="42" style="border-bottom-color: black; border-bottom-style: solid; border-bottom-width: 1px; border-left-color: black; border-left-style: solid; border-left-width: 1px; border-top-color: black; border-top-style: solid; border-top-width: 1px; vertical-align: top;" width="557">
<div style="mso-char-wrap: 1; mso-kinsoku-overflow: 1; text-align: center;">
<span lang="ES-CO" style="font-family: Arial; font-size: 12pt; mso-ascii-font-family: Arial; mso-bidi-font-family: "Times New Roman"; mso-hansi-font-family: Arial;"><b>PROCESOS
</b></span></div>
<div style="mso-char-wrap: 1; mso-kinsoku-overflow: 1; text-align: center;">
<span lang="ES-CO" style="font-family: "Times New Roman"; font-size: 12pt; mso-ascii-font-family: Arial; mso-bidi-font-family: "Times New Roman"; mso-hansi-font-family: Arial;"><b>
</b></span></div>
<div style="mso-char-wrap: 1; mso-kinsoku-overflow: 1; text-align: center;">
<span lang="ES-CO" style="font-family: Arial; font-size: 12pt; mso-ascii-font-family: Arial; mso-bidi-font-family: "Times New Roman"; mso-hansi-font-family: Arial;"><b><span style="mso-spacerun: yes;"> </span>PMBOK V5 vs PMBOK V4</b></span></div>
</td>
</tr>
<tr>
<td bgcolor="white" height="19" style="border-bottom-color: black; border-bottom-style: solid; border-bottom-width: 1px; border-left-color: black; border-left-style: solid; border-left-width: 1px; border-right-color: black; border-right-style: solid; border-right-width: 1px; border-top-color: black; border-top-style: solid; border-top-width: 1px; vertical-align: top;" width="147">
<div style="mso-char-wrap: 1; mso-kinsoku-overflow: 1; text-align: center;">
<span lang="ES-CO" style="font-family: Arial; font-size: 12pt; mso-ascii-font-family: Arial; mso-bidi-font-family: "Times New Roman"; mso-hansi-font-family: Arial;"><b><i><u>Área de Conocimiento</u></i></b></span></div>
</td>
<td bgcolor="white" height="19" style="border-bottom-color: black; border-bottom-style: solid; border-bottom-width: 1px; border-left-color: black; border-left-style: solid; border-left-width: 1px; border-right-color: black; border-right-style: solid; border-right-width: 1px; border-top-color: black; border-top-style: solid; border-top-width: 1px; vertical-align: top;" width="228">
<div style="mso-char-wrap: 1; mso-kinsoku-overflow: 1; text-align: center;">
<span lang="ES-CO" style="font-family: Arial; font-size: 12pt; mso-ascii-font-family: Arial; mso-bidi-font-family: "Times New Roman"; mso-hansi-font-family: Arial;"><b><i><u>Entran</u></i></b></span></div>
</td>
<td bgcolor="white" height="19" style="border-bottom-color: black; border-bottom-style: solid; border-bottom-width: 1px; border-left-color: black; border-left-style: solid; border-left-width: 1px; border-right-color: black; border-right-style: solid; border-right-width: 1px; border-top-color: black; border-top-style: solid; border-top-width: 1px; vertical-align: top;" width="149">
<div style="mso-char-wrap: 1; mso-kinsoku-overflow: 1; text-align: center;">
<span lang="ES-CO" style="font-family: Arial; font-size: 12pt; mso-ascii-font-family: Arial; mso-bidi-font-family: "Times New Roman"; mso-hansi-font-family: Arial;"><b><i><u>Salen</u></i></b></span></div>
</td>
<td bgcolor="white" height="19" style="border-bottom-color: black; border-bottom-style: solid; border-bottom-width: 1px; border-left-color: black; border-left-style: solid; border-left-width: 1px; border-right-color: black; border-right-style: solid; border-right-width: 1px; border-top-color: black; border-top-style: solid; border-top-width: 1px; vertical-align: top;" width="36">
<div style="mso-char-wrap: 1; mso-kinsoku-overflow: 1; text-align: center;">
<span lang="ES-CO" style="font-family: Arial; font-size: 12pt; mso-ascii-font-family: Arial; mso-bidi-font-family: "Times New Roman"; mso-hansi-font-family: Arial;"><b><i><u>Delta</u></i></b></span></div>
</td>
</tr>
<tr>
<td bgcolor="white" height="18" style="border-bottom-color: black; border-bottom-style: solid; border-bottom-width: 1px; border-left-color: black; border-left-style: solid; border-left-width: 1px; border-right-color: black; border-right-style: solid; border-right-width: 1px; border-top-color: black; border-top-style: solid; border-top-width: 1px;" width="147">
<div style="mso-char-wrap: 1; mso-kinsoku-overflow: 1; text-align: center;">
<span lang="ES-CO" style="font-family: Arial; font-size: 12pt; mso-ascii-font-family: Arial; mso-bidi-font-family: "Times New Roman"; mso-hansi-font-family: Arial;">Integración</span></div>
</td>
<td bgcolor="white" height="18" style="border-bottom-color: black; border-bottom-style: solid; border-bottom-width: 1px; border-left-color: black; border-left-style: solid; border-left-width: 1px; border-right-color: black; border-right-style: solid; border-right-width: 1px; border-top-color: black; border-top-style: solid; border-top-width: 1px; vertical-align: top;" width="228"><br /></td>
<td bgcolor="white" height="18" style="border-bottom-color: black; border-bottom-style: solid; border-bottom-width: 1px; border-left-color: black; border-left-style: solid; border-left-width: 1px; border-right-color: black; border-right-style: solid; border-right-width: 1px; border-top-color: black; border-top-style: solid; border-top-width: 1px; vertical-align: top;" width="149">
<br />
</td>
<td bgcolor="white" height="18" style="border-bottom-color: black; border-bottom-style: solid; border-bottom-width: 1px; border-left-color: black; border-left-style: solid; border-left-width: 1px; border-right-color: black; border-right-style: solid; border-right-width: 1px; border-top-color: black; border-top-style: solid; border-top-width: 1px; vertical-align: top;" width="36"></td>
</tr>
<tr>
<td bgcolor="white" height="19" style="border-color: black; border-left: 1px solid black; border-style: solid; border-width: 1px;" width="147">
<div style="text-align: center;">
<span style="font-size: small;"><span lang="ES-CO" style="font-family: Arial;"><b>Alcance</b></span></span></div>
</td>
<td bgcolor="white" height="19" style="border-color: black; border-left: 1px solid black; border-style: solid; border-width: 1px; vertical-align: top;" width="228">
<div style="text-align: center;">
<span style="font-size: small;"><span><b>PLAN SCOPE MANAGEMENT</b></span></span></div>
</td>
<td bgcolor="white" height="19" style="border-color: black; border-left: 1px solid black; border-style: solid; border-width: 1px; vertical-align: top;" width="149"><span style="font-size: small;"><br /></span></td>
<td bgcolor="white" height="19" style="border-color: black; border-style: solid; border-width: 1px; text-align: center; vertical-align: top;" width="36"><br /><span style="font-size: large;"><span style="font-weight: normal;"><span style="font-size: large;"><span style="font-size: large;"><div style="text-align: center;">
<span lang="ES-CO" style="font-family: Arial;"><b>+ 1</b></span></div>
</span></span></span></span></td>
</tr>
<tr>
<td bgcolor="white" height="18" style="border-color: black; border-left: 1px solid black; border-style: solid; border-width: 1px;" width="147">
<div style="text-align: center;">
<span style="font-size: small;"><span lang="ES-CO" style="font-family: Arial;"><b>Tiempo</b></span></span></div>
</td>
<td bgcolor="white" height="18" style="border-color: black; border-left: 1px solid black; border-style: solid; border-width: 1px; vertical-align: top;" width="228">
<div style="text-align: center;">
<span style="font-size: small;"><span><b>PLAN SCHEDULE MANAGEMENT</b></span></span></div>
</td>
<td bgcolor="white" height="18" style="border-color: black; border-left: 1px solid black; border-style: solid; border-width: 1px; vertical-align: top;" width="149"><span style="font-size: small;"><br /></span></td>
<td bgcolor="white" height="18" style="border-color: black; border-left: 1px solid black; border-style: solid; border-width: 1px; vertical-align: top;" width="36">
<div style="text-align: center;">
<span lang="ES-CO" style="font-family: Arial;"><b>+ 1</b></span></div>
</td>
</tr>
<tr>
<td bgcolor="white" height="18" style="border-color: black; border-left: 1px solid black; border-style: solid; border-width: 1px;" width="147">
<div style="text-align: center;">
<span style="font-size: small;"><span lang="ES-CO" style="font-family: Arial;"><b>Costo</b></span></span></div>
</td>
<td bgcolor="white" height="18" style="border-color: black; border-left: 1px solid black; border-style: solid; border-width: 1px; vertical-align: top;" width="228">
<div style="text-align: center;">
<span style="font-size: small;"><span><b>PLAN COST MANAGEMENT</b></span></span></div>
</td>
<td bgcolor="white" height="18" style="border-color: black; border-left: 1px solid black; border-style: solid; border-width: 1px; vertical-align: top;" width="149"><span style="font-size: small;"><br /></span></td>
<td bgcolor="white" height="18" style="border-color: black; border-left: 1px solid black; border-style: solid; border-width: 1px; vertical-align: top;" width="36">
<div style="text-align: center;">
<span lang="ES-CO" style="font-family: Arial;"><b>+ 1</b></span></div>
</td>
</tr>
<tr>
<td bgcolor="white" height="17" style="border-color: black; border-left: 1px solid black; border-style: solid; border-width: 1px;" width="147">
<div style="text-align: center;">
<span style="font-size: small;"><span lang="ES-CO" style="font-family: Arial;">Calidad</span></span></div>
</td>
<td bgcolor="white" height="17" style="border-color: black; border-left: 1px solid black; border-style: solid; border-width: 1px; vertical-align: top;" width="228"><span style="font-size: small;"><br /></span></td>
<td bgcolor="white" height="17" style="border-color: black; border-left: 1px solid black; border-style: solid; border-width: 1px; vertical-align: top;" width="149"><span style="font-size: small;"><br /></span></td>
<td bgcolor="white" height="17" style="border-color: black; border-left: 1px solid black; border-style: solid; border-width: 1px; vertical-align: top;" width="36"><br /></td>
</tr>
<tr>
<td bgcolor="white" height="17" style="border-color: black; border-left: 1px solid black; border-style: solid; border-width: 1px;" width="147">
<div style="text-align: center;">
<span style="font-size: small;"><span lang="ES-CO" style="font-family: Arial;">Recursos Humanos</span></span></div>
</td>
<td bgcolor="white" height="17" style="border-color: black; border-left: 1px solid black; border-style: solid; border-width: 1px; vertical-align: top;" width="228"><span style="font-size: small;"><br /></span></td>
<td bgcolor="white" height="17" style="border-color: black; border-left: 1px solid black; border-style: solid; border-width: 1px; vertical-align: top;" width="149"><span style="font-size: small;"><br /></span></td>
<td bgcolor="white" height="17" style="border-color: black; border-left: 1px solid black; border-style: solid; border-width: 1px; vertical-align: top;" width="36"><br /></td>
</tr>
<tr>
<td bgcolor="white" height="95" style="border-color: black; border-left: 1px solid black; border-style: solid; border-width: 1px;" width="147">
<div style="text-align: center;">
<span style="font-size: small;"><span lang="ES-CO" style="font-family: Arial;"><b>Comunicaciones</b></span></span></div>
</td>
<td bgcolor="white" height="95" style="border-color: black; border-left: 1px solid black; border-style: solid; border-width: 1px;" width="228">
<div style="text-align: center;">
<span style="font-size: small;"><span><b>MANAGE COMMUNICATIONS
</b></span></span></div>
<div style="text-align: center;">
<span style="font-size: small;"><span lang="ES-CO" style="font-family: Arial;"><b>
</b></span></span></div>
<div style="text-align: center;">
<span style="font-size: small;"><span><b>CONTROL COMMUNICATIONS</b></span></span></div>
</td>
<td bgcolor="white" height="95" style="border-color: black; border-left: 1px solid black; border-style: solid; border-width: 1px;" width="149">
<div>
<span style="font-size: small;"><span>IDENTIFY STAKEHOLDERS
</span></span></div>
<div>
<span style="font-size: small;"><span style="font-family: Arial;">
</span></span></div>
<div>
<span style="font-size: small;"><span>DISTRIBUTE INFORMATION
</span></span></div>
<div>
<span style="font-size: small;"><span style="font-family: Arial;">
</span></span></div>
<div>
<span style="font-size: small;"><span>MANAGE STAKEHOLDER
</span></span></div>
<div>
<span style="font-size: small;"><span>EXPECTATIONS
</span></span></div>
<div>
<span style="font-size: small;"><span style="font-family: Arial;">
</span></span></div>
<div>
<span style="font-size: small;"><span>REPORT PERFORMANCE</span></span></div>
</td>
<td bgcolor="white" height="95" style="border-color: black; border-left: 1px solid black; border-style: solid; border-width: 1px;" width="36">
<div style="text-align: center;">
<span lang="ES-CO" style="font-family: Arial;"><b>-2</b></span></div>
</td>
</tr>
<tr>
<td bgcolor="white" height="17" style="border-color: black; border-left: 1px solid black; border-style: solid; border-width: 1px;" width="147">
<div style="text-align: center;">
<span style="font-size: small;"><span lang="ES-CO" style="font-family: Arial;">Riesgos</span></span></div>
</td>
<td bgcolor="white" height="17" style="border-color: black; border-left: 1px solid black; border-style: solid; border-width: 1px;" width="228"><span style="font-size: small;"><br /></span></td>
<td bgcolor="white" height="17" style="border-color: black; border-left: 1px solid black; border-style: solid; border-width: 1px; vertical-align: top;" width="149"><span style="font-size: small;"><br /></span></td>
<td bgcolor="white" height="17" style="border-color: black; border-left: 1px solid black; border-style: solid; border-width: 1px; vertical-align: top;" width="36"><br /></td>
</tr>
<tr>
<td bgcolor="white" height="17" style="border-color: black; border-left: 1px solid black; border-style: solid; border-width: 1px;" width="147">
<div style="text-align: center;">
<span style="font-size: small;"><span lang="ES-CO" style="font-family: Arial;">Adquisiciones</span></span></div>
</td>
<td bgcolor="white" height="17" style="border-color: black; border-left: 1px solid black; border-style: solid; border-width: 1px;" width="228"><span style="font-size: small;"><br /></span></td>
<td bgcolor="white" height="17" style="border-color: black; border-left: 1px solid black; border-style: solid; border-width: 1px; vertical-align: top;" width="149"><span style="font-size: small;"><br /></span></td>
<td bgcolor="white" height="17" style="border-color: black; border-left: 1px solid black; border-style: solid; border-width: 1px;" width="36"><br /></td>
</tr>
<tr>
<td bgcolor="white" height="95" style="border-color: black; border-left: 1px solid black; border-style: solid; border-width: 1px;" width="147">
<div style="text-align: center;">
<span style="font-size: small;"><span lang="ES-CO" style="font-family: Arial;"><b>Interesados</b></span></span></div>
</td>
<td bgcolor="white" height="95" style="border-color: black; border-left: 1px solid black; border-style: solid; border-width: 1px;" width="228">
<div>
<span style="font-size: small;"><span><b>IDENTIFY STAKEHOLDERS
</b></span></span></div>
<div>
<span style="font-size: small;"><span style="font-family: Arial;"><b>
</b></span></span></div>
<div>
<span style="font-size: small;"><span><b>PLAN STAKEHOLDERS MANAGEMENT
</b></span></span></div>
<div>
<span style="font-size: small;"><span style="font-family: Arial;">
</span></span></div>
<div>
<span style="font-size: small;"><span><b>MANAGE STAKEHOLDERS ENGAGEMENT
</b></span></span></div>
<div>
<span style="font-size: small;"><span style="font-family: Arial;"><b>
</b></span></span></div>
<div>
<span style="font-size: small;"><span><b>CONTROL STAKEHOLDERS ENGAGEMENT</b></span><span style="font-family: Arial;">
</span></span></div>
</td>
<td bgcolor="white" height="95" style="border-color: black; border-left: 1px solid black; border-style: solid; border-width: 1px;" width="149">
<span style="font-size: small;"><br /></span>
</td>
<td bgcolor="white" height="95" style="border-bottom-color: black; border-bottom-style: solid; border-bottom-width: 1px; border-left-color: black; border-left-style: solid; border-left-width: 1px; border-right-color: black; border-right-style: solid; border-right-width: 1px; border-top-color: black; border-top-style: solid; border-top-width: 1px;" width="36">
<div style="mso-char-wrap: 1; mso-kinsoku-overflow: 1; text-align: center;">
<span lang="ES-CO" style="font-family: Arial; font-size: 12pt; mso-ascii-font-family: Arial; mso-bidi-font-family: "Times New Roman"; mso-hansi-font-family: Arial;"><b>+ 4</b></span></div>
</td>
</tr>
</tbody></table>
</span></span></span></span><br />
<span style="font-size: large;">En sucesivas entradas iremos mostrando las difer<span style="font-size: large;">e</span>ncias Proceso a Proceso</span></div>
<div style="text-align: left;">
</div>
<div style="text-align: left;">
<br /><br />
<br />
<br />
<br />
</div>
<div style="text-align: left;">
</div>
<h2 style="text-align: left;">
<span style="font-size: x-large;"><span style="font-size: small;"><span style="font-weight: normal;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"></span></span></span></span></span></span></span></span></h2>
<h2 style="text-align: left;">
<span style="font-size: x-large;"><span style="font-size: small;"><span style="font-weight: normal;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"></span></span></span></span></span></span></span></span></h2>
<h2 style="text-align: left;">
<span style="font-size: x-large;"><span style="font-size: small;"><span style="font-weight: normal;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"></span></span></span></span></span></span></span></span></h2>
<h2 style="text-align: left;">
<span style="clear: left; float: left; font-size: small; margin-bottom: 1em; margin-right: 1em;"><br /></span><span style="clear: left; float: left; font-size: small; margin-bottom: 1em; margin-right: 1em;"><br /></span><span style="clear: left; float: left; font-size: small; margin-bottom: 1em; margin-right: 1em;"><br /></span><span style="clear: left; float: left; font-size: small; margin-bottom: 1em; margin-right: 1em;"><br /></span><span style="clear: left; float: left; font-size: small; margin-bottom: 1em; margin-right: 1em;"><br /></span><span style="clear: left; float: left; font-size: small; margin-bottom: 1em; margin-right: 1em;"><br /></span><span style="clear: left; float: left; font-size: small; margin-bottom: 1em; margin-right: 1em;"><br /></span></h2>
</div>
Juan Carlos González, PMP, ITILhttp://www.blogger.com/profile/12871179385477616693noreply@blogger.com1tag:blogger.com,1999:blog-3554389182920162836.post-70538854255501484272012-02-19T18:03:00.000-03:002012-02-19T18:03:53.960-03:00Como es la estructura de categorías de PDU y la política respectiva<div dir="ltr" style="text-align: left;" trbidi="on"><!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <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:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> <w:UseAsianBreakRules/> <w:DontGrowAutofit/> <w:UseFELayout/> </w:Compatibility> <w:BrowserLevel>MicrosoftInternetExplorer4</w:BrowserLevel> </w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:LatentStyles DefLockedState="false" LatentStyleCount="156"> </w:LatentStyles> </xml><![endif]--><!--[if gte mso 10]> <style>
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<div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; text-align: center;"><span lang="EN-US" style="font-size: 11.0pt; mso-bidi-font-family: Arial;">By Cornelius Fichtner, PMP - Making the <a href="http://www.pducast.com/">PMBOK</a>® Guide fun.<span class="apple-style-span"></span></span></div><div align="center" class="MsoNormal" style="margin-top: 0cm; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="margin-top: 0cm; text-align: center;"><b><i><span style="mso-ansi-language: ES;">Traducido y adaptado por Juan Carlos González, PMP, ITIL</span></i></b><span style="font-size: 11.0pt; mso-ansi-language: ES; mso-bidi-font-family: Arial;"></span></div><div class="MsoNormal" style="margin-top: 0cm;"><br />
</div><div class="MsoNormal" style="margin-top: 0cm;"><br />
</div><div class="MsoNormal" style="margin-top: 0cm;"><b style="mso-bidi-font-weight: normal;"><u><span lang="EN-US" style="font-size: 11.0pt; mso-bidi-font-family: Arial;">Resumen:</span></u></b><span lang="EN-US" style="font-size: 11.0pt; mso-bidi-font-family: Arial;"> </span></div><div class="MsoNormal" style="margin-top: 0cm;"><br />
</div><div class="MsoNormal" style="margin-top: 0cm;"><span class="apple-style-span"><span style="font-size: 11.0pt; mso-ansi-language: ES; mso-bidi-font-family: Arial;">El sistema de PDUs cambió en el 2011 y muchos Administradores de Proyectos aún no conocen muy bien las nuevas categorías. Este artículo explica las nuevas divisiones, categorías y reglas del mismo. </span></span><span style="font-size: 11.0pt; mso-ansi-language: ES; mso-bidi-font-family: Arial;"></span></div><div class="MsoNormal" style="margin-top: 0cm;"><br />
</div><div class="MsoNormal" style="margin-top: 0cm;"><br />
</div><div class="MsoNormal" style="margin-top: 0cm;"><!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <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:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> <w:UseAsianBreakRules/> <w:DontGrowAutofit/> <w:UseFELayout/> </w:Compatibility> <w:BrowserLevel>MicrosoftInternetExplorer4</w:BrowserLevel> </w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:LatentStyles DefLockedState="false" LatentStyleCount="156"> </w:LatentStyles> </xml><![endif]--><!--[if gte mso 10]> <style>
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</style> <![endif]--> </div><div class="MsoNormal" style="margin-top: 0cm;"><span style="color: black; font-size: 11.0pt; mso-ansi-language: ES; mso-bidi-font-family: Arial;">Si sos un Project Management Professional (PMP)® certificado, sabés que </span><span lang="EN-US" style="color: black; font-size: 11.0pt; mso-bidi-font-family: Arial;"><a href="http://www.pducast.com/"><span lang="ES" style="mso-ansi-language: ES;">PDU</span></a></span><span lang="EN-US" style="color: black; font-size: 11.0pt; mso-ansi-language: ES; mso-bidi-font-family: Arial;"> </span><span style="color: black; font-size: 11.0pt; mso-ansi-language: ES; mso-bidi-font-family: Arial;"><span style="mso-spacerun: yes;"> </span>(Professional Development Unit) significa Unidades de Desarrollo Profesional.</span></div><div class="MsoNormal" style="margin-top: 0cm;"><span style="color: black; font-size: 11.0pt; mso-ansi-language: ES; mso-bidi-font-family: Arial;">Cada PMP necesita obtener 60 PDUs cada tres años para mantener su certificación.</span></div><div class="MsoNormal" style="margin-top: 0cm;"><span style="color: black; font-size: 11.0pt; mso-ansi-language: ES; mso-bidi-font-family: Arial;">¿Porqué?</span></div><div class="MsoNormal" style="margin-top: 0cm;"><span style="color: black; font-size: 11.0pt; mso-ansi-language: ES; mso-bidi-font-family: Arial;">La idea detrás de las PDUs es simple: el Project Management Institute (PMI) quiere que cada PMP continuamente esté aprendiendo. De la misma manera que lo hacen los<span style="mso-spacerun: yes;"> </span>médicos o pilotos, que tienen que tomar clases regularmente y poner en práctica nuevas habilidades con el objeto de mantener su licencia. Estamos hablando, obviamente, de los E.E.U.U.</span></div><div class="MsoNormal" style="margin-top: 0cm;"><span style="color: black; font-size: 11.0pt; mso-ansi-language: ES; mso-bidi-font-family: Arial;">El PMI quiere que los que poseen la credencial aprendan nuevas habilidades en la Gestión de Proyectos, de tal manera de tener a los mejores Administradores de Proyectos posible.</span></div><div class="MsoNormal" style="margin-top: 0cm;"><br />
</div><div class="MsoNormal" style="margin-top: 0cm;"><span style="color: black; font-size: 11.0pt; mso-ansi-language: ES; mso-bidi-font-family: Arial;">El artículo original está basado en una entrevista a Rory McCorkle, Product Manager Credentials, del PMI. La entrevista se puede escuchar completa, en forma gratuita, en The Project Management Podcast website: </span><span lang="EN-US" style="color: black; font-size: 11.0pt; mso-bidi-font-family: Arial;"><a href="http://bit.ly/pmpodcast204"><span lang="ES" style="mso-ansi-language: ES;">http://bit.ly/pmpodcast204</span></a></span><span style="color: black; font-size: 11.0pt; mso-ansi-language: ES; mso-bidi-font-family: Arial;">.</span></div><div class="MsoNormal" style="margin-top: 0cm;"><br />
</div><div class="MsoNormal" style="margin-top: 0cm;"><span style="color: black; font-size: 11.0pt; mso-ansi-language: ES; mso-bidi-font-family: Arial;">Las reglas alrededor de los PDUs cambiaron en marzo del 2011, pero mucha gente aún no tiene claro como es la nueva estructura. </span></div><div class="MsoNormal" style="margin-top: 0cm;"><span style="color: black; font-size: 11.0pt; mso-ansi-language: ES; mso-bidi-font-family: Arial;">Veamos cuales fueron los cambios más importantes.</span></div><div class="MsoNormal" style="margin-top: 0cm;"><br />
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</div><div class="MsoNormal" style="margin-top: 0cm;"><b style="mso-bidi-font-weight: normal;"><span style="color: black; font-size: 11.0pt; mso-ansi-language: ES; mso-bidi-font-family: Arial;">Una hora es igual a una PDU</span></b></div><div class="MsoNormal" style="margin-top: 0cm;"><br />
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</div><div class="MsoNormal" style="margin-top: 0cm;"><span style="font-size: 11.0pt; mso-ansi-language: ES; mso-bidi-font-family: Arial;">Cuando Rory y su equipo hicieron el benchmarking del PMI contra otras organizaciones, comprendieron que iba a ser provechoso estandarizar la cantidad de PDUs que los individuos obtuvieran por el tiempo que dedicaran en las actividades ad-hoc.</span></div><div class="MsoNormal" style="margin-top: 0cm;"><span style="font-size: 11.0pt; mso-ansi-language: ES; mso-bidi-font-family: Arial;">“Somos realmente globales, y tratar con una audiencia global tiene desafios”, dijo Rory.</span></div><div class="MsoNormal" style="margin-top: 0cm;"><span style="font-size: 11.0pt; mso-ansi-language: ES; mso-bidi-font-family: Arial;">“Fue un aprendizaje importante: independientemente si estás sentado en una clase, dando una presentación, o realizando una actividad de voluntariado, tenemos que recompensarte apropiadamente por la inversión de tu tiempo y lo que obtienes por eso.”</span></div><div class="MsoNormal" style="margin-top: 0cm;"><br />
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</div><div class="MsoNormal" style="margin-top: 0cm;"><span style="font-size: 11.0pt; mso-ansi-language: ES; mso-bidi-font-family: Arial;">Como resultado, casi todas las actividades ahora se acreditan sobre la base que una hora de actividad es igual a una <span style="mso-spacerun: yes;"> </span>PDU. </span></div><div class="MsoNormal" style="margin-top: 0cm;"><br />
</div><div class="MsoNormal" style="margin-top: 0cm;"><b style="mso-bidi-font-weight: normal;"><span style="color: black; font-size: 11.0pt; mso-ansi-language: ES; mso-bidi-font-family: Arial;">Divisiones y Categorías de las PDU</span></b></div><div class="MsoNormal" style="margin-top: 0cm;"><br />
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</div><div class="MsoNormal" style="margin-top: 0cm;"><span style="color: black; font-size: 11.0pt; mso-ansi-language: ES; mso-bidi-font-family: Arial;">El sistema anterior tenía 18 categorías diferentes de PDU, sin incluír las subcategorías.</span></div><div class="MsoNormal" style="margin-top: 0cm;"><span style="color: black; font-size: 11.0pt; mso-ansi-language: ES; mso-bidi-font-family: Arial;">El nuevo sistema divide las PDUs en dos amplias áreas: Educación y “Devolverle a la Profesión”. Esto hace que sea mucho más fácil de entender, pero además hay otro motivo. </span></div><div class="MsoNormal" style="margin-top: 0cm;"><span style="color: black; font-size: 11.0pt; mso-ansi-language: ES; mso-bidi-font-family: Arial;">“El otro motivo importante es que nos aseguramos que a través del ciclo de recertificación todo profesional tiene al menos algunas horas en el área de la Educación”, aseguró Rory.</span></div><div class="MsoNormal" style="margin-top: 0cm;"><span style="color: black; font-size: 11.0pt; mso-ansi-language: ES; mso-bidi-font-family: Arial;">“De esta manera nos aseguramos que todos continuaran invirtiendo en capacitación durante su vida.”</span></div><div class="MsoNormal" style="margin-top: 0cm;"><br />
</div><div class="MsoNormal" style="margin-top: 0cm;"><span style="font-size: 11.0pt; mso-ansi-language: ES; mso-bidi-font-family: Arial;">En la nueva estructura ambas áreas tienen tres categorías.</span></div><div class="MsoNormal" style="margin-top: 0cm;"><br />
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</div><div class="MsoNormal" style="margin-top: 0cm;"><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-size: 11.0pt; mso-bidi-font-family: Arial;">Educación</span></b></div><div class="MsoNormal" style="margin-top: 0cm;"><br />
</div><div class="MsoNormal" style="margin-top: 0cm;"><b style="mso-bidi-font-weight: normal;"><span lang="EN-US" style="font-size: 11.0pt; mso-bidi-font-family: Arial;">Categoría A:</span></b><span lang="EN-US" style="font-size: 11.0pt; mso-bidi-font-family: Arial;"> <span style="mso-spacerun: yes;"> </span>Cursos ofrecidos por un PMI Registered Education Provider (REP), Capítulos o Comunidades. </span><span style="font-size: 11.0pt; mso-ansi-language: ES; mso-bidi-font-family: Arial;">“La mayoría de estas actividades ya están almacenadas en el Sistema </span><span style="font-size: 11.0pt; mso-ansi-language: ES;">Continuing Certification Requirements</span><span style="font-size: 11.0pt; mso-ansi-language: ES; mso-bidi-font-family: Arial;">” dijo Rory, “por lo tanto lo único que se necesita<span style="mso-spacerun: yes;"> </span>es entrar el número de actividad y demostrar que Ud. estuvo allí si fuera auditado.”</span></div><div class="MsoNormal" style="margin-top: 0cm;"><br />
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</div><div class="MsoNormal" style="margin-top: 0cm;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 11.0pt; mso-ansi-language: ES; mso-bidi-font-family: Arial;">Categoría B:</span></b><span style="font-size: 11.0pt; mso-ansi-language: ES; mso-bidi-font-family: Arial;"> Educación Continua. <span style="mso-spacerun: yes;"> </span>Cubre cualquier entrenamiento que se haya tomado en un colegio, Universidad, o cualquier proveedor de educación que no sea un REP.</span></div><div class="MsoNormal" style="margin-top: 0cm;"><span style="font-size: 11.0pt; mso-ansi-language: ES; mso-bidi-font-family: Arial;">La capacitación en su lugar de trabajo también sirve como categoría B.</span></div><div class="MsoNormal" style="margin-top: 0cm;"><span style="font-size: 11.0pt; mso-ansi-language: ES; mso-bidi-font-family: Arial;">Rory aconseja que se tenga prueba de la asistencia en el caso de ser auditado.</span></div><div class="MsoNormal" style="margin-top: 0cm;"><span style="font-size: 11.0pt; mso-ansi-language: ES; mso-bidi-font-family: Arial;"><span style="mso-spacerun: yes;"> </span>“Podría ser un certificado de asistencia”. </span></div><div class="MsoNormal" style="margin-top: 0cm;"><br />
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</div><div class="MsoNormal" style="margin-top: 0cm;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 11.0pt; mso-ansi-language: ES; mso-bidi-font-family: Arial;">Categoría C:</span></b><span style="font-size: 11.0pt; mso-ansi-language: ES; mso-bidi-font-family: Arial;"> Capacitación auto dirigida. “</span></div><div class="MsoNormal" style="margin-top: 0cm;"><span style="font-size: 11.0pt; mso-ansi-language: ES; mso-bidi-font-family: Arial;">“Es realmente una muy buena manera de permitir el aprendizaje sin tener que a una clase”, dijo Rory. “Captura una gran cantidad de cosas que los profesionales están realizando, sino en una base diaria, seguramente mensual”. Esto incluye ser apadrinado, webinars, podcasts, lecturas, etc. Solamente se puede reclamar hasta un límite de 30 PDUs en ésta categoría.</span></div><div class="MsoNormal" style="margin-top: 0cm;"><br />
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</div><div class="MsoNormal" style="margin-top: 0cm;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 11.0pt; mso-ansi-language: ES; mso-bidi-font-family: Arial;">La División “<span style="color: black;">Devolverle a la Profesión</span>”</span></b></div><div class="MsoNormal" style="margin-top: 0cm;"><br />
</div><div class="MsoNormal" style="margin-top: 0cm;"><span style="font-size: 11.0pt; mso-ansi-language: ES; mso-bidi-font-family: Arial;">Esta división tiene un máximo de 45 PDUs. Los PDUs ganados en las siguientes 3 Categorías corresponden a esta División.</span></div><div class="MsoNormal" style="margin-top: 0cm;"><br />
</div><div class="MsoNormal" style="margin-top: 0cm;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 11.0pt; mso-ansi-language: ES; mso-bidi-font-family: Arial;">Categoría D:<span style="mso-spacerun: yes;"> </span></span></b><span style="font-size: 11.0pt; mso-ansi-language: ES; mso-bidi-font-family: Arial;">La creación de nuevo conocimiento en la Administración de Proyectos. “Hay un gran número de cosas que buscan desarrollar, crear, expandir y comunicar un conocimiento nuevo en la administración de proyectos, o tal vez aumentar el conocimiento existente que podría haber en un campo determinado”, dijo Rory. </span></div><div class="MsoNormal" style="margin-top: 0cm;"><span style="font-size: 11.0pt; mso-ansi-language: ES; mso-bidi-font-family: Arial;">Va desde escribir un libro de texto a dar una presentación en una cena de nuestros Capítulos sobre un tópico en administración de proyectos, y también puede incluir escribir un artículo. “En le PMI tenemos un gran cantidad de publicaciones donde Ud. puede encontrar que se produce conocimiento”, dijo Rory.</span></div><div class="MsoNormal" style="margin-top: 0cm;"><br />
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</div><div class="MsoNormal" style="margin-top: 0cm;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 11.0pt; mso-ansi-language: ES; mso-bidi-font-family: Arial;">Categoría E:</span></b><span style="font-size: 11.0pt; mso-ansi-language: ES; mso-bidi-font-family: Arial;"> <span style="mso-spacerun: yes;"> </span>Servicio Voluntario. “No se necesita ser un funcionario de un Capítulo del PMI para reclamar estas PDUs. Puede ser voluntariado en cualquier organización de administración de proyectos”, explicó Rory.</span></div><div class="MsoNormal" style="margin-top: 0cm;"><span style="font-size: 11.0pt; mso-ansi-language: ES; mso-bidi-font-family: Arial;">“Sabemos que existen otras organizaciones de administración de proyectos”. Tienen que ser organizaciones sin fines de lucro para poder ser tenidas en cuenta. Por lo tanto, el voluntariado en en su compañía no es tenido en cuenta porque podría ser su trabajo”.</span></div><div class="MsoNormal" style="margin-top: 0cm;"><span style="font-size: 11.0pt; mso-ansi-language: ES; mso-bidi-font-family: Arial;">Otra oportunidad de ganar PDUs como PMP en esta categoría es proveyendo servicios de administración de proyectos a organizaciones sin fines de lucro.</span></div><div class="MsoNormal" style="margin-top: 0cm;"><br />
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</div><div class="MsoNormal" style="margin-top: 0cm;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 11.0pt; mso-ansi-language: ES; mso-bidi-font-family: Arial;">Categoría F:</span></b><span style="font-size: 11.0pt; mso-ansi-language: ES; mso-bidi-font-family: Arial;"> <span style="mso-spacerun: yes;"> </span>Trabajando como profesional en la Administración de Proyectos. Esta es la única de las seis categorías donde la regla ”una hora de servicio es igual a un PDU”.</span></div><div class="MsoNormal" style="margin-top: 0cm;"><span style="font-size: 11.0pt; mso-ansi-language: ES; mso-bidi-font-family: Arial;">“Esencialmente se entrega un cantidad por trabajar como administrador de proyectos”, dijo Rory. <span style="mso-spacerun: yes;"> </span>“ Como en su aplicación para la certificación, reconocemos la experiencia como parte de sus requerimientos de elegibilidad”. En tanto y en cuanto trabaje seis meses al año, Ud. puede reclamar las PDUs relevantes para su credencial”.</span></div><div class="MsoNormal" style="margin-top: 0cm;"><br />
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</div><div class="MsoNormal" style="margin-top: 0cm;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 11.0pt; mso-ansi-language: ES; mso-bidi-font-family: Arial;">Aprendiendo más</span></b></div><div class="MsoNormal" style="margin-top: 0cm;"><br />
</div><div class="MsoNormal" style="margin-top: 0cm;"><span style="font-size: 11.0pt; mso-ansi-language: ES; mso-bidi-font-family: Arial;">“Exhorto a la gente a que mire el handbook para su certificación”, dijo Rory.</span></div><div class="MsoNormal" style="margin-top: 0cm;"><span style="font-size: 11.0pt; mso-ansi-language: ES; mso-bidi-font-family: Arial;">No hay más un handbook separado para continuar con los requerimientos<span style="mso-spacerun: yes;"> </span>de la certificación, ya que las reglas están embebidas en el handbook de su credencial. Aunque las nuevas guías son mucho mas claras que las del viejo sistema, Rory recomienda pedir ayuda ante las dudas.</span></div><div class="MsoNormal" style="margin-top: 0cm;"><br />
</div><div class="MsoNormal" style="margin-top: 0cm;"><span style="font-size: 11.0pt; mso-ansi-language: ES; mso-bidi-font-family: Arial;">“Exhorto a la gente que si tiene preguntas sobre actividades específicas se dirijan a Atención al Cliente”, dijo Rory. </span></div><div class="MsoNormal" style="margin-top: 0cm;"><span style="font-size: 11.0pt; mso-ansi-language: ES; mso-bidi-font-family: Arial;">“Vamos a asegurarnos de darle respuesta a la gente porque las categorías abarcan mucho y a veces puede ser un poco confuso saber que contiene y que no”</span></div><div class="MsoNormal" style="margin-top: 0cm;"><br />
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</div><div class="MsoNormal" style="margin-top: 0cm;"><span style="font-size: 11.0pt; mso-ansi-language: ES; mso-bidi-font-family: Arial;">Sobre el <span style="mso-spacerun: yes;"> </span>autor: Cornelius Fichtner, PMP es un destacado experto en Administración de Proyectos. <span style="mso-spacerun: yes;"> </span>Ayudo a más de 16,000 estudiantes a preparar el examen de certificación como PMP <span style="mso-spacerun: yes;"> </span>a través del<span style="mso-spacerun: yes;"> </span>“Project Management PrepCast” y es el dueño de <span style="mso-spacerun: yes;"> </span></span><span lang="EN-US" style="font-size: 11.0pt; mso-bidi-font-family: Arial;"><a href="http://www.pducast.com/"><span lang="ES" style="mso-ansi-language: ES;">The PDU Podcast</span></a></span><span style="font-size: 11.0pt; mso-ansi-language: ES; mso-bidi-font-family: Arial;">.</span></div><div class="MsoNormal" style="margin-top: 0cm;"><br />
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</div></div>Juan Carlos González, PMP, ITILhttp://www.blogger.com/profile/12871179385477616693noreply@blogger.com2tag:blogger.com,1999:blog-3554389182920162836.post-47057051671864794782011-11-26T11:57:00.023-03:002011-12-08T17:39:19.249-03:00Modelo de evaluación del proceso de aprendizaje multisituacional (Parte II)<div style="text-align: center; font-weight: bold; font-family: verdana;">INVENTARIO DE ESTILOS DE APRENDIZAJE<br /></div><br /><span style="font-family:verdana;"><br />Este inventario se diseño para evaluar el aprendizaje.</span><br /><br /><span style="font-family:verdana;">No hay respuestas correctas o incorrectas.<br /></span><br /><span style="font-family:verdana;">Las distintas características son igualmente buenas.</span><br /><br /><span style="font-family:verdana;">El propósito es evaluar como se aprende, no evaluar la capacidad de aprendizaje.<br /><br /></span><br /><br /><div style="text-align: center; font-family:verdana;"><span style="font-style: italic; font-weight: bold;">INTRUMENTOS DE MEDIDA</span><br /></div><br /><span style="font-family:verdana;">Instrucciones:<br /><br />Abajo hay nueve conjuntos de cuatro adjetivos</span>.<br /><br /><span style="font-family:verdana;font-size:100%;">Asigna a cada fila un número distinto de 1 a 4 con el siguiente criterio</span><span style="font-size:100%;">.<br /><span style="font-family:verdana;">No se aceptan empates ni ausencias.</span><br /></span><br />4 : MEJOR CARACTERIZA SU ESTILO DE APRENDIZAJE<br /><br />3 : LE SIGUE EN ORDEN<br /><br />2 : LA SIGUIENTE<br /><br />1 : LA MENOS CARACTERISTICA<br /><br /><br /><span style="font-family:verdana;">Manos a la obra...!!!</span><br /><br /><img 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" alt="" /><br /><br /><br /><br /><br /><span style="font-family: verdana;font-family:verdana;" >Una vez que completaste la puntuación totaliza cada CAPACIDAD (EC, OR, CA, EA) según la asignación de cada adjetivo mostrada a continuación.</span><br /><br /><img src="data:image/png;base64,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" alt="" /><br /><br /><span style="font-family: verdana;font-family:verdana;" >(Puntúan sólo seis en cada categoría</span><span style="font-family:verdana;">).</span><br /><br /><br /><span style="font-family:verdana;">Los dominantes determinan el ESTILO.</span><br /><br /><span style="font-family:verdana;">PREDOMINANTES: CA, EA</span><br /><br /><span style="font-family:verdana;">ESTILO: Convergente. Profesión: Ingenieros, Contadores</span>.<br /><br /><br /><span style="font-family:verdana;">PREDOMINANTES: EC, OR</span><br /><br /><span style="font-family:verdana;">ESTILO: Divergente. Profesión: Psicólogo, Políticos</span>.<br /><br /><br /><span style="font-family:verdana;">PREDOMINANTES: OR, CA</span><br /><br /><span style="font-family:verdana;">ESTILO: Asimilador. Profesión: Investigador, Sociólogos, Matemáticos, Economistas</span>.<br /><br /><br /><span style="font-family:verdana;">PREDOMINANTES: EC, EA</span><br /><br /><span style="font-family:verdana;">ESTILO: Ejecutor. Profesión: Vendedores, Ejecutivos.<br /><br /></span>Juan Carlos González, PMP, ITILhttp://www.blogger.com/profile/12871179385477616693noreply@blogger.com0tag:blogger.com,1999:blog-3554389182920162836.post-13935071883310686842011-11-22T23:07:00.012-03:002011-11-22T23:59:02.269-03:00Modelo de evaluación del proceso de aprendizaje multisituacional (Parte I)<!--[if !mso]> <style> v\:* {behavior:url(#default#VML);} o\:* {behavior:url(#default#VML);} p\:* {behavior:url(#default#VML);} .shape {behavior:url(#default#VML);} v\:textbox {display:none;} </style> <![endif]--><!--[if !ppt]--><!--[endif]--> <div class="O" style="mso-char-wrap:1;mso-kinsoku-overflow: 1"><span style="font-size:85%;"><i>Modelos y Estilos de Aprendizaje. David Kolb<br /><br /></i></span><!--[if !mso]> <style> v\:* {behavior:url(#default#VML);} o\:* {behavior:url(#default#VML);} p\:* {behavior:url(#default#VML);} .shape {behavior:url(#default#VML);} v\:textbox {display:none;} </style> <![endif]--><!--[if !ppt]--><!--[endif]--> <div class="O"> <div style="mso-char-wrap:1;mso-kinsoku-overflow:1"><span style="font-size:100%;">El modelo de David Kolb ha sido ampliamente utilizado para </span><span style="font-size:100%;">evaluar el estilo de aprendizaje en adultos, tanto en el ámbito </span><span style="font-size:100%;">empresarial como académico. </span></div> <div style="mso-char-wrap:1;mso-kinsoku-overflow:1"><span style="font-size:100%;"> </span></div> <div style="mso-char-wrap:1;mso-kinsoku-overflow:1"><span style="font-size:100%;">Argumenta que la persona adulta aprende basándose en su </span><span style="text-shadow:auto;font-size:100%;" ><i><u>experiencia</u></i></span><span style="font-size:100%;">, convirtiéndose ésta en la fuente más importante de </span><span style="font-size:100%;">aprendizaje.<br /><br /></span></div> <div style="mso-char-wrap:1;mso-kinsoku-overflow:1"><span style="font-size:100%;"> </span></div> <div style="text-align:center;mso-char-wrap:1;mso-kinsoku-overflow:1"><span style="font-size:100%;"><u>Aprendizaje<br /><br /></u></span></div> <div style="mso-char-wrap:1;mso-kinsoku-overflow:1"><span style="font-size:100%;"><u> </u></span></div> <div style="mso-char-wrap:1;mso-kinsoku-overflow:1"><span style="font-size:100%;">“El proceso por medio del cual se crea </span><span style="text-shadow:auto;font-size:100%;" ><i><u>conocimiento</u></i></span><span style="font-size:100%;"> a través de </span><span style="font-size:100%;">la transformación de la </span><span style="text-shadow:auto;font-size:100%;" ><i><u>experiencia</u></i></span><span style="font-size:100%;">” </span></div> </div><br />A la hora de aprender se ponen en juego cuatro capacidades diferente:<span style="font-size:133%;"><span style="mso-special-format:bullet;mso-color-index:2; position:absolute;left:-3.96%;font-family:Wingdings;color:gray;" ><br />ü</span></span><br /><ul><li>Experiencia concreta</li><li>Observación reflexiva </li><li>Conceptualización abstracta </li><li>Experimentación activa </li></ul>(EC) ser capaz de involucrase por completo, abiertamente y sin prejuicios en experiencias nuevas.<div face="arial" style=" text-align: left;" class="O"><div style="text-align: left;"><div class="O"> </div> <span style="font-size:85%;"> </span></div> </div><span style="font-family:arial;font-size:85%;"> </span><br /><!--[if !mso]> <style> v\:* {behavior:url(#default#VML);} o\:* {behavior:url(#default#VML);} p\:* {behavior:url(#default#VML);} .shape {behavior:url(#default#VML);} v\:textbox {display:none;} </style> <![endif]--><!--[if !ppt]--><!--[endif]--> <div class="O"> <div style="mso-char-wrap:1;mso-kinsoku-overflow:1">(OR) ser capaz de reflexionar acerca de estas experiencias y de observarlas desde múltiples perspectiva.<br /><br /><!--[if !mso]> <style> v\:* {behavior:url(#default#VML);} o\:* {behavior:url(#default#VML);} p\:* {behavior:url(#default#VML);} .shape {behavior:url(#default#VML);} v\:textbox {display:none;} </style> <![endif]--><!--[if !ppt]--><!--[endif]--> <div class="O"> <div style="mso-char-wrap:1;mso-kinsoku-overflow:1">(CA) ser capaz de crear nuevos conceptos y de integrar sus observaciones en teorías lógicamente sólida. </div> </div><br /></div> </div> <!--[if !mso]> <style> v\:* {behavior:url(#default#VML);} o\:* {behavior:url(#default#VML);} p\:* {behavior:url(#default#VML);} .shape {behavior:url(#default#VML);} v\:textbox {display:none;} </style> <![endif]--><!--[if !ppt]--><!--[endif]--> <div class="O"> <div style="mso-char-wrap:1;mso-kinsoku-overflow:1">(EA) ser capaz de emplear estas teorías para tomar decisiones y solucionar problema.<br /><br />Kolb, considera que las cuatro capacidades son diametralmente opuestas y cuando aprendemos debemos elegir entre ellas.<br /><br />Estas capacidades configuran un modelo bidimensional del proceso de aprendizaje formado por las dimensiones:<br /><br /><span style="font-weight: bold;">Percepción</span>, cómo uno prefiere percibir el entorno y comprender su entorno (pensamiento concreto versus abstracto)<br /><br /><span style="font-weight: bold;">Procesamiento</span>, cómo uno prefiere procesar o transformar la información entrante (procesamiento de la información activo versus reflexivo). <br /><br /><!--[if !mso]> <style> v\:* {behavior:url(#default#VML);} o\:* {behavior:url(#default#VML);} p\:* {behavior:url(#default#VML);} .shape {behavior:url(#default#VML);} v\:textbox {display:none;} </style> <![endif]--><!--[if !ppt]--><!--[endif]--> <div class="O"> <div style="text-align:center;mso-char-wrap:1;mso-kinsoku-overflow:1"><span style="font-size:24pt;"><u></u></span></div></div>Se combinan en 4 estilos:<br /><br /><span style="font-weight: bold;">Divergentes</span>: se caracterizan por un pensamiento concreto y por procesar la información de forma reflexiva contemplando diferentes puntos de vista.<br />Necesitan estar comprometidos con la actividad de aprendizaje.<br />Confían en su intuición.<br /><br /><span style="font-weight: bold;">Asimilador</span>: combinan el pensamiento abstracto y el procesamiento reflexivo de la información.<br />Prefieren aprender de forma secuencial. Destacan por su capacidad para entender una gran cantidad de información y organizarla de forma concisa y lógica.<br /><br /><span style="font-weight: bold;">Convergentes</span>: poseen un pensamiento abstracto y procesan la información de forma activa.<br />Necesitan encontrar la utilización práctica a las ideas y teorías que aprenden.<br /><br /><span style="font-weight: bold;">Adaptadores</span>: combinan pensamiento concreto y procesamiento activo.<br />Necesitan estar implicados en la actividad de aprendizaje.<br />Les gusta, sobre todo, asumir riesgos y poner en marcha las ideas<br /><br /><img style="width: 469px; height: 410px;" 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" alt="" /><br /><div class="O"><div style="mso-char-wrap:1;mso-kinsoku-overflow:1"><span style="font-size:24pt;"></span></div> </div><br /><br /></div> </div> </div>Juan Carlos González, PMP, ITILhttp://www.blogger.com/profile/12871179385477616693noreply@blogger.com1tag:blogger.com,1999:blog-3554389182920162836.post-87655948640794081042011-07-31T14:52:00.007-03:002011-07-31T15:09:39.225-03:00Practique todos los tipos de preguntas para pasar el examen de PMP<span style="font-style:italic;">Artículo original “Practice All Question Types to Pass the PMP Exam.<br />Written by Cornelius Fichtner, PMP<br />http://www.pm-exam-simulator.com/index.php/resources/articles<br /><br /><span style="font-weight: bold;">Traducido y adaptado por Juan Carlos González, PMP </span></span><br /><br />Cualquier persona que tomó el examen de Project Management Professional (PMP) sabe que estudiando el PMBOK Guide y obteniendo las 35 Horas de capacitación no es suficiente.<br />Le dirán que en las preguntas hay una gran cantidad de información y las preguntas no son directas como se podría suponer. De aquellos que pasaron el examen, un gran porcentaje le dirá que usaron más de un método de estudio.<br />Los que aplican para el examen deben aprender cuales son los mecanismos para dar el examen y que esperar cuando llegue ese momento tan ansiado.<br />Estar capacitado para responder preguntas es crucial para tener éxito con el examen. Simple, verdad?. Después de todo el examen sólo tiene preguntas múltiple choice. Sin embargo, hay una variedad de estilos de preguntas. Cada una tiene su propósito, lo cual hace que saber como obtener lo máximo de cada pregunta sea crucial.<br />Veamos los diferentes tipos de preguntas:<br /><br /><span style="font-weight:bold;">FORMULA</span><br /><br />Las preguntas basadas en FORMULAS son más que calcular el Valor Ganado. Hay aproximadamente 49 formulas que conocer con precisión. Entendiendo profundamente el significado de cada una de ellas le dará los elementos necesarios para responder las preguntas correctamente.<br /><br /><span style="font-weight:bold;"><br />SITUACIONAL</span><br /><br />Las preguntas SITUACIONALES ponen a prueba su capacidad de aplicar conocimientos teóricos a situaciones de la vida real dentro de la Gestión de Proyectos. Generalmente estas preguntas tienden a ser muy largas. La idea detrás de esto es que en la vida real Ud. deberá manejar tanto información importante como irrelevante. Su tarea será identificar cual es la relevante, ignorar la que no lo es y en consecuencia actuar sobre los problemas reales. Asegúrese de leer e identificar la pregunta real así podrá eliminar la información que es irrelevante.<br />Frecuentemente, las preguntas SITUACIONALES le ofrecen dos opciones que son razonablemente correctas, por lo tanto es vital que identifique si le están preguntando por la MEJOR, PROXIMA, EXCEPTO, o UNICA opción.<br /><br /><span style="font-weight:bold;">CONOCIMIENTO<br /></span><br /><br />Las preguntas basadas en el CONOCIMIENTO requieren que se identifique el significado de la situación basado en el entendimiento que se haga de los hechos provistos. Ocasionalmente preguntan, “¿Cuál es la excepción?, ejemplo, “Los grupos de brainstorming favorecen todo lo siguiente, excepto”.<br />También le pueden pedir que identifique un gráfico tal como una matriz RACI o un diagrama de Pareto.<br /><br /><span style="font-weight:bold;">INTERPRETACION</span><br /><br />Estas preguntas ponen a prueba su capacidad deductiva a partir de la descripción del estado de un problema. Por ejemplo: “Si su proyecto tiene un SPI y un CPI ambos mayores a uno, cómo le está yendo al mismo”. Para resolver esto, se necesita saber como el SPI y el CPI se relacionan al rendimiento del proyecto.<br /><br /><span style="font-weight:bold;"><br />TECNICAS ESPECIFICAS</span><br /><br />Este tipo de preguntas le muestran una foto de una situación, como por ejemplo, un diagrama de red, y le pregunta por elementos que son inherentes al diagrama, tal como “el camino hacia adelante” o “el camino hacia atrás”.<br /><br /><span style="font-weight:bold;">CONOCIMIENTO DEL PMBOK GUIDE<br /></span><br /><br />Ponen a prueba su familiaridad con áreas específicas, tal como, “¿Cuál de estos procesos no forma parte del Grupo de Procesos de Inicio?” o “¿Cuál es una entrada del proceso crear la EDT?”<br /><br />Se necesitan responder muchos ejemplos de cada tipo de pregunta antes que esté en condiciones de rendir el examen.<br />Hay muchas preguntas de ejemplo gratis disponibles en internet. Sin embargo, hay que tener mucho cuidado, porque la mayoría de los exámenes gratis disponibles son viejos. Lamentablemente aplica el viejo adagio “Se consigue por lo que se paga”<br />La mejor manera de practicar es registrándose a un simulador en línea. Se puede acceder desde cualquier lugar en cualquier momento. Hay que asegurarse que las preguntas hayan sido creadas usando la última versión de la guía del PMBOK. El universo de preguntas debe tener la mezcla correcta de todos los tipos de preguntas mencionadas, tanto como cubrir todos los tópicos del PMBOK.<br />Por lo tanto, si quiere pasar el examen, necesita aprender sobre los diferentes tipos de preguntas que aparecen en el examen y practicar con un simulador en línea de alta calidad. Una vez que esté capacitado para identificar cual es realmente la pregunta, habrá aumentado enormemente la probabilidad de responder correctamente. Quizá suene simplista, pero no es una tarea menor, ya que tendrá que aplicar todo el conocimiento teórico necesario, combinado con su experiencia en la Gestión de Proyectos y relacionarlo con la pregunta en cuestión.Juan Carlos González, PMP, ITILhttp://www.blogger.com/profile/12871179385477616693noreply@blogger.com0tag:blogger.com,1999:blog-3554389182920162836.post-52312610251575926362011-02-26T16:37:00.027-03:002011-02-28T18:46:22.939-03:00PMI: Certificación Agil<a href="http://3.bp.blogspot.com/-wQd0IyKhoT0/TWlt6O_nyPI/AAAAAAAAAB8/4ufRxRQROGM/s1600/Agile.JPG" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"><img alt="" id="BLOGGER_PHOTO_ID_5578110460699855090" src="http://3.bp.blogspot.com/-wQd0IyKhoT0/TWlt6O_nyPI/AAAAAAAAAB8/4ufRxRQROGM/s400/Agile.JPG" style="cursor: pointer; display: block; height: 400px; margin: 0px auto 10px; text-align: center; width: 297px;" border="0" /></a><br /><br /><br /><div style="text-align: center;font-family:verdana;"><span style="font-weight: bold;"></span> </div><span style="font-weight: bold;">El PMI anuncia una nueva certificación en Métodologías Agiles. Enterate de qué se trata en esta entrada:</span><br /><br /><div face="verdana" style="text-align: center;"></div><br /><span style="font-family:verdana;"><br />Un "Proyecto Agil" se gestiona usando las prácticas y principios "Agiles". Las características de un "Proyecto Agil" incluyen:</span><br /><ul style="font-family: verdana;"><li>Un retorno de la inversión mensurable y temprano a través de la entrega de productos en forma iterativa e incremental.</li></ul><ul style="font-family: verdana;"><li>Una gran visibilidad del progreso del proyecto permite identificación y resolución temprana de los problemas.</li></ul><ul style="font-family: verdana;"><li>Un involucramiento continuo del cliente a través de todo el ciclo de desarrollo del producto.</li></ul><ul style="font-family: verdana;"><li>Facultar las tomas de decisiones necesarias para el cumplimiento de las metas.</li></ul><ul style="font-family: verdana;"><li>Adaptación a las cambiantes necesidades del negocio, dandole más influencia a los requerimientos de cambios.</li></ul><ul style="font-family: verdana;"><li>Reducir la pérdida en los procesos y los productos.</li></ul><span style="font-size:small;"></span><br /><div style="font-weight: bold; text-align: center;font-family:verdana;"><span style="font-size:small;"><br />¿Qué le aporta la Certificación Agil a los profesionales?</span></div><span style="font-size:small;"><span style="font-family:verdana;"><br /><br />La Certificación Agil el PMI valida la habilidad para entender y aplicar los principios y prácticas Agiles en los proyectos.</span><br /><br /><span style="font-family:verdana;">La Certificación Agil del PMI demuestra que un profesional puede seleccionar los principios y prácticas Agiles como un método de Gestión de Proyectos basado en las necesidades y demanda de un proyecto específico.</span><br /><br /><span style="font-family:verdana;">Obteniendo la Certificación Agil los profesionales pueden:<br /></span></span><br /><ul><li><span style="font-size:small;"><span style="font-family:verdana;">Demostrar a sus empleadores su nivel de profesionalismo en las prácticas Agiles de la Gestión de Proyectos.</span></span></li></ul><ul><li><span style="font-size:small;"><span style="font-family:verdana;">Aumentar su versatilidad profesional en las técnicas y herramientas de la Gestión de Proyectos.</span></span></li></ul><ul><li><span style="font-size:small;"><span style="font-family:verdana;">Mostrar que están capacitados para liderar equipos en proyectos Agiles sosteniendo una certificación que tiene mayor credibilidad que otras que están basadas solamente en examenes o entrenamiento.</span></span></li></ul><span style="font-size:small;"></span><br /><div style="text-align: center;"><span style="font-weight: bold;font-size:small;" ><br /><br />¿Qué le aporta la Certificación Agil a la Organización?</span><br /><span style="font-size:small;"><span style="font-family:verdana;"></span></span></div><span style="font-size:small;"><br /></span><span style="font-size:small;"><span style="font-family:verdana;">La Certificación Agil del PMI demuestra los valores del profesional a sus empleadores y el nivel de profesionalismo.</span></span><span style="font-size:small;"><span style="font-family:verdana;"></span><span style="font-family:verdana;"><br />El conocimiento de la prácticas Agiles y "Waterfall" le dan al profesional un panorama más amplio y profundo sobre la Gestión de Proyectos</span><span style="font-family:verdana;">.<br /></span></span><span style="font-size:small;"><span style="font-family:verdana;">Mostrar que están capacitados para liderar equipos en proyectos Agiles.</span></span><span style="font-size:small;"><span style="font-family:verdana;"><br /></span></span><span style="font-size:small;"><span style="font-family:verdana;">La Certificación Agil tiene cada vez mas audiencia que crece rapidamente a mdidad que más organizaciones adopten prácticas Agiles</span></span><span style="font-size:small;"><span style="font-family:verdana;">.</span><br /></span><br /><div style="text-align: center;"><span style="font-weight: bold;font-size:small;" ><span style="font-size:small;"><br /><br />¿E<span style="font-family:verdana;">n qué se diferencia</span> </span></span><span style="font-weight: bold;font-size:small;" ><span style="font-family:verdana;">la Certificación Agil del PMI de la credencial de</span></span><span style="font-weight: bold;font-size:small;" ><span style="font-size:small;"> PMP®?</span></span></div><span style="font-size:small;"><span style="font-size:small;"><br /><span style="font-family:verdana;"><br /></span></span></span><span style="font-size:small;"><span style="font-family:verdana;">La Certificación Agil valida especificamente la capacidad de un profesional de comprender los principios y las prácticas Agiles. La credencial de </span></span><span style="font-size:small;"><span style="font-size:small;">PMP®</span></span> <span style="font-size:small;"><span style="font-size:small;"><span style="font-family:verdana;">reconoce las competencias en liderar y manejar equipos de proyectos.<br /><br /></span></span></span><br /><div style="text-align: center;"><span style="font-size:small;"><span style="font-weight: bold;font-family:verdana;" >¿Cuál es el nombre oficial de l</span></span><span style="font-weight: bold;font-size:small;" ><span style="font-family:verdana;">a Certificación Agil del PMI</span></span><span style="font-size:small;"><span style="font-family:verdana;"><span style="font-weight: bold;">?</span></span></span> <span style="font-size:small;"><span style="font-family:verdana;"></span></span></div><span style="font-size:small;"><span style="font-family:verdana;"><br /></span><span style="font-family:verdana;"><br />El PMI anunciará el nombre oficial dela Certificación antes de comenzar el piloto</span><span style="font-family:verdana;">.</span><br /></span><br /><div style="text-align: center;"><span style="font-weight: bold;font-family:verdana;" >Agile Community of Practice</span></div><br /><span style="font-family:verdana;"><br />Es una read formal de miembros del PMI formada en el 2009 con más de 8.000 </span><span style="font-family:verdana;"></span><span style="font-family:verdana;">subscriptores.<br /><br /></span><br /><div style="text-align: center;"><span style="font-family:verdana;"><span style="font-family:verdana;"><span style="font-weight: bold;">Fechas claves</span></span></span><br /><span style="font-family:verdana;"><span style="font-family:verdana;"></span></span></div><span style="font-family:verdana;"><span style="font-family:verdana;"><br /></span><span style="font-family:verdana;">El esquema del examen estará disponible en Abril del 2011.</span> <span style="font-family:verdana;"></span><br />Se podrá aplicar al examen a partir del Mayo del 2011.<br /><span style="font-family:verdana;"></span><br />El examen estará disponible a partir de Agosto del 2011.<br /><br /><br /><span style="font-family:verdana;"></span></span>Juan Carlos González, PMP, ITILhttp://www.blogger.com/profile/12871179385477616693noreply@blogger.com6tag:blogger.com,1999:blog-3554389182920162836.post-43992180859848553232011-02-05T02:45:00.007-03:002011-02-05T02:59:03.676-03:00"Ser PMP" - Episodio 2<a href="http://3.bp.blogspot.com/_9yp478D7DjU/TUxC_HiwTLI/AAAAAAAAABk/w7OTfo11uqI/s1600/Proceso%2Bcertificacion.JPG" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"><em><span style="color: #ffe599;">Retomamos las peripecias de nuestro héroe, Pedro Manuel Páez. El Episodio Piloto pueden verlo </span></em></a><a href="http://pemepe.blogspot.com/2010/05/ser-pmp-episodio-0.html"><em><span style="color: #ffe599;"><strong>aquí</strong></span></em></a><em><span style="color: #ffe599;">.</span></em><br />
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<div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"><a href="http://2.bp.blogspot.com/_TsfX8R3Y-nw/TUzl7z0x6ZI/AAAAAAAAAJU/CINzz8emD0A/s1600/requisitos.jpg" imageanchor="1" style="clear: left; cssfloat: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" h5="true" height="320" src="http://2.bp.blogspot.com/_TsfX8R3Y-nw/TUzl7z0x6ZI/AAAAAAAAAJU/CINzz8emD0A/s320/requisitos.jpg" width="265" /></a>Hasta ahora la documentación sobre el proceso y la solicitud de la certificación PMP® y CAPM® sólo se hallaba en inglés. Esto era un problema para Pedro Manuel, que no dominaba cabalmente la lengua de Shakespeare. Sin embargo, "googleando" se encontró conque para facilitar la comprensión de dichas certificaciones el PMI® lanzó, en español, el Manual PMP®.</div><br />
Este manual contiene la información acerca de cómo se puede solicitar la certificación PMP. Su propósito es que se tenga toda la información importante acerca de las políticas y procedimientos para obtener y mantener una certificación del PMI®. Con este hallazgo, Pedro Manuel estaba exultante!!! <br />
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La idea era saber qué necesitaba para aplicar al examen y cuánto tiempo le llevaría el proceso. Estudió el Manual, verificó que cumplía con los requisitos e imprimió dos imágenes, las que resumían todo lo que le era necesario:<br />
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<div style="font-weight: bold; text-align: center;">Línea de Tiempo del Proceso de Certificación del PMP</div><br />
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<div style="text-align: center;"><span style="font-weight: bold;">Requisitos de Elegibilidad del PMP</span></div><br />
<a href="http://1.bp.blogspot.com/_9yp478D7DjU/TUxE1QmB4sI/AAAAAAAAAB0/hebe3WCC9Us/s1600/Requisitos%2Bde%2Belegibilidad.JPG"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5569902520928690882" src="http://1.bp.blogspot.com/_9yp478D7DjU/TUxE1QmB4sI/AAAAAAAAAB0/hebe3WCC9Us/s400/Requisitos%2Bde%2Belegibilidad.JPG" style="cursor: pointer; display: block; height: 201px; margin: 0px auto 10px; text-align: center; width: 400px;" /></a><br />
Pues ahora, nuestro héroe estaba listo para aplicar al examen. Claro, se venía un esfuerzo importante: preparar la documentación pertinente...<br />
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CONTINUARÁ...<br />
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<span style="color: black;">.</span>Juan Carlos González, PMP, ITILhttp://www.blogger.com/profile/12871179385477616693noreply@blogger.com0