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<p class="rtejustify"> De acuerdo a los resultados del<a href="https://trep.oep.org.bo/#"> conteo rápido de actas </a>que brindó el Tribunal Supremo Electoral (TSE), el partido oficialista Movimiento Al Socialismo (MAS), logró una convocatoria del 36,54 por ciento de militantes a nivel nacional al 94,22 por ciento de las actas transmitidas.</p> <p class="rtejustify"> A pesar de la convocatoria a la votación masiva, el MAS con el binomio del presidente Evo Morales y el vicepresidente Álvaro García Linera, logró una participación de 362.119 personas de las 991.092 que tenía habilitadas para las elecciones primarias. El conteo demuestra que del total de sus votantes, el MAS obtuvo el 89,62% de los votos válidos (324,516), el 6,38% nulos (23,108) y el 4,00% de votos blancos (14,495). Es decir, el 10% de votos que no contaron para elegir a los representantes del binomio.</p> <p class="rtejustify"> La presidenta del Tribunal Supremo Electoral (TSE), María Eugenia Choque, no se refirió al grado de ausentismo en las elecciones primarias y manifestó que el TSE cumplió con la entrega de actas y proceso programado. "La participación corresponde a la dinámica interna de los partidos".</p> <p class="rtejustify"> Por su parte el vocal Antonio Costas, manifestó que la participación responde a la decisión de las organizaciones con la convocatoria a la abstención, "Para ser la primera vez, un evento voluntario, hemos tenido una participación muy interesante (...) ha sido absolutamente normal".</p> <p class="rtejustify"> En tanto, los partidos de oposición que convocaron a no votar en esta jornada, lograron entre un 5 y 6% de participación. El binomio Bolivia Dice No alcalzó el 5,29% mientras que Comunidad Ciudadana logró el 5,17%.</p> <p class="rtejustify"> PAN-BOL logró la menor participación con 3,30% de sus militantes.</p>
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title (String, 67 characters ) Primarias: revise los resultados preliminares d...
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Primarias: revise los resultados preliminares del cómputo de actas
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nid (String, 6 characters ) 446999
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type (String, 7 characters ) noticia
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language (String, 2 characters ) es
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created (String, 10 characters ) 1548633937
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changed (String, 10 characters ) 1548634546
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revision_timestamp (String, 10 characters ) 1548634546
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revision_uid (String, 3 characters ) 373
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value (String, 126131 characters ) <p class="rtejustify"> Tras el cierre de las ...
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<p class="rtejustify"> Tras el cierre de las mesas de sufragio habilitadas en el país, inició el cómputo de votos con las salas plenas de los Tribunal Electoral Departamental (TED).</p> <p class="rtejustify"> Se espera que el Tribunal Supremo Electoral (TSE) proporcione los resultados preliminares a las 20:30, sin embargo en <a href="https://trep.oep.org.bo/#">el portal habilitado para la transmisión rápida de actas</a>, se muestran algunas cifras que reflejan la escasa participación de militantes en el territorio nacional y en los nueve departamentos. A nivel nacional de 55,40 por ciento de actas verificadas y 92,35 transmitidas, el Movimiento Al Socialismo (MAS) refleja una participación del 28 por ciento.</p> <p> Tanto el presidente Evo Morales como los líderes del MAS convocaron a los electores a participar masivamente de estos comicios inéditos, que aseguran, fortalecen la democracia. Al finalizar la tarde los dirigentes del partido oficialista en Cochabamba calificaron la jornada como exitosa.</p> <p> Mientras que las organizaciones de oposición que convocaron al ausentismo reflejaron una participación de militantes entre el 2 y el 5 por ciento, según los datos preliminares.</p> <p class="rtejustify"> <strong>De las 7.387 mesas de sufragio habilitadas en el país, 5.741 se abrieron</strong>. De acuerdo al reporte del TED, 68 mesas no pudieron atender por la falta de delegados de los partidos.</p> <p class="rtejustify"> Ingrese a este link para revisar el conteo: <a href="https://trep.oep.org.bo/#">https://trep.oep.org.bo/#</a></p> <p class="rtejustify"> <img alt="" height="536" 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safe_value (String, 126101 characters ) <p class="rtejustify"> Tras el cierre de las m...
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<p class="rtejustify"> Tras el cierre de las mesas de sufragio habilitadas en el país, inició el cómputo de votos con las salas plenas de los Tribunal Electoral Departamental (TED).</p> <p class="rtejustify"> Se espera que el Tribunal Supremo Electoral (TSE) proporcione los resultados preliminares a las 20:30, sin embargo en <a href="https://trep.oep.org.bo/#">el portal habilitado para la transmisión rápida de actas</a>, se muestran algunas cifras que reflejan la escasa participación de militantes en el territorio nacional y en los nueve departamentos. A nivel nacional de 55,40 por ciento de actas verificadas y 92,35 transmitidas, el Movimiento Al Socialismo (MAS) refleja una participación del 28 por ciento.</p> <p> Tanto el presidente Evo Morales como los líderes del MAS convocaron a los electores a participar masivamente de estos comicios inéditos, que aseguran, fortalecen la democracia. Al finalizar la tarde los dirigentes del partido oficialista en Cochabamba calificaron la jornada como exitosa.</p> <p> Mientras que las organizaciones de oposición que convocaron al ausentismo reflejaron una participación de militantes entre el 2 y el 5 por ciento, según los datos preliminares.</p> <p class="rtejustify"> <strong>De las 7.387 mesas de sufragio habilitadas en el país, 5.741 se abrieron</strong>. De acuerdo al reporte del TED, 68 mesas no pudieron atender por la falta de delegados de los partidos.</p> <p class="rtejustify"> Ingrese a este link para revisar el conteo: <a href="https://trep.oep.org.bo/#">https://trep.oep.org.bo/#</a></p> <p class="rtejustify"> <img alt="" height="536" 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width="1051" /></p>
-
-
safe_summary (String, 0 characters )
-
-
-
-
opencalais_city_tags (Array, 0 elements)
-
opencalais_country_tags (Array, 0 elements)
-
opencalais_person_tags (Array, 0 elements)
-
field_noticia_sumario (Array, 1 element)
-
und (Array, 1 element)
-
0 (Array, 3 elements)
-
value (String, 162 characters ) Tras el cierre de las mesas de sufragio habilit...
-
Tras el cierre de las mesas de sufragio habilitadas en el país, inició el cómputo de votos con las salas plenas de los Tribunal Electoral Departamental (TED).
-
-
format (NULL)
-
safe_value (String, 162 characters ) Tras el cierre de las mesas de sufragio habilit...
-
Tras el cierre de las mesas de sufragio habilitadas en el país, inició el cómputo de votos con las salas plenas de los Tribunal Electoral Departamental (TED).
-
-
-
-
-
field_noticia_seccion (Array, 1 element)
-
field_noticia_tags (Array, 0 elements)
-
field_noticias_relacionadas (Array, 1 element)
-
field_noticia_fecha (Array, 1 element)
-
field_autor (Array, 1 element)
-
field_noticia_firma (Array, 0 elements)
-
field_noticia_fuente (Array, 1 element)
-
field_noticia_fotos (Array, 1 element)
-
und (Array, 1 element)
-
0 (Array, 17 elements)
-
fid (String, 6 characters ) 402163
-
uid (String, 3 characters ) 373
-
filename (String, 25 characters ) primarias_beni_270119.jpg
-
uri (String, 57 characters ) public://media_imagen/2019/1/27/primarias_beni_...
-
public://media_imagen/2019/1/27/primarias_beni_270119.jpg
-
-
filemime (String, 10 characters ) image/jpeg
-
filesize (String, 6 characters ) 170324
-
status (String, 1 characters ) 1
-
timestamp (String, 10 characters ) 1548632640
-
type (String, 5 characters ) image
-
field_file_image_description (Array, 1 element)
-
und (Array, 1 element)
-
0 (Array, 3 elements)
-
value (String, 41 characters ) El cómputo de votos en el TED del Beni.
-
format (NULL)
-
safe_value (String, 41 characters ) El cómputo de votos en el TED del Beni.
-
-
-
-
field_file_image_credits (Array, 1 element)
-
und (Array, 1 element)
-
0 (Array, 3 elements)
-
value (String, 3 characters ) TSE
-
format (NULL)
-
safe_value (String, 3 characters ) TSE
-
-
-
-
rdf_mapping (Array, 0 elements)
-
metadata (Array, 2 elements)
-
height (String, 3 characters ) 768
-
width (String, 4 characters ) 1248
-
alt (NULL)
-
title (NULL)
-
-
-
-
field_noticia_video (Array, 0 elements)
-
field_noticia_pdf (Array, 0 elements)
-
field_noticia_audio (Array, 0 elements)
-
field_noticia_html (Array, 0 elements)
-
field_noticia_titulo_portada (Array, 0 elements)
-
field_noticia_id_df (Array, 0 elements)
-
field_noticia_equipo (Array, 0 elements)
-
field_noticia_especial (Array, 0 elements)
-
opencalais_organization_tags (Array, 0 elements)
-
field_noticia_subhome (Array, 1 element)
-
field_noticia_pos_subhome (Array, 1 element)
-
field_noticia_count_face (Array, 1 element)
-
field_noticia_count_twitter (Array, 1 element)
-
field_noticia_count_social_total (Array, 1 element)
-
field_noticia_fecha_simple (Array, 1 element)
-
field_noticia_mult_principal (Array, 1 element)
-
field_noticia_publicacion (Array, 0 elements)
-
field_noticia_sec_import (Array, 0 elements)
-
field_noticia_id_import (Array, 0 elements)
-
field_noticia_url_import (Array, 0 elements)
-
field_noticia_count_whatsapp (Array, 1 element)
-
field_noticia_count_view (Array, 1 element)
-
field_cocha18_noticia_deporte (Array, 0 elements)
-
rdf_mapping (Array, 9 elements)
-
rdftype (Array, 2 elements)
-
title (Array, 1 element)
-
predicates (Array, 1 element)
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<p> COCHABAMBA | </p> <p class="rtejustify"> El presidente del Tribunal Electoral Departamental (TED), Martín Montaño, informó que en el departamento de Cochabamba ocho mesas electorales no funcionaron debido a la falta de delegados de las organizaciones políticas para las elecciones primarias.</p> <p class="rtejustify"> “En los diferentes recintos electorales las mesas se aperturaron con total normalidad, pero también informar a la población cochabambina que por falta de un delegado no pudieron no funcionaron ocho mesas electorales”, informó el representante del TED en su informe de cierre de la jornada electoral.</p> <p class="rtejustify"> Montaño precisó que las mesas de votación que no realizaron su labor se encuentran se ubican en el municipio de Chimoré, Pasorapa, Quillacollo, Pocona y en la población indígena Santa Anita.</p> <p class="rtejustify"> En Cochabamba 323.000 militantes se encontraban habilitados para participar de este proceso, para lo cual se dispusieron 1.302 mesas de sufragio en 577 recintos electorales.</p> <p class="rtejustify"> Montaño señaló que los comicios se desarrollaron con total normalidad en el departamento de Cochabamba. Indicó que, según el reporte de las Fuerzas Armadas, la Policía y los notarios, no se registró ningún incidente. “Felicidades a Cochabamba, creo que hoy ha llevado con responsabilidad las y los militantes”, señaló. </p> <p class="rtejustify"> Asimismo, indicó que se registró una masiva participación de los militantes en diferentes lugares del departamento, sin embargo, también se notó la poca afluencia de votantes en algunos municipios.</p> <p class="rtejustify"> A las 18:00 el TED instaló la sala plena permanente para el cómputo departamental de los votos. Para las 20:00 se espera el informe para los primeros resultados preliminares.</p>
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#node (Object) stdClass
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∞ (Recursion)
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Called from
Krumo version 0.2.1a
| http://krumo.sourceforge.net/var/www/vhosts/www.lostiempos.com/drupal/includes/menu.inc, line527
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Called from
Krumo version 0.2.1a
| http://krumo.sourceforge.net/var/www/vhosts/www.lostiempos.com/drupal/includes/menu.inc, line527