La economía se frena: el PIB crece en 2018 lo mismo que en 2017

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- title (String, 64 characters ) La economía se frena: el PIB crece en 2018 lo m...
 - La economía se frena: el PIB crece en 2018 lo mismo que en 2017
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 value (String, 31777 characters )  El Producto Interno Br...
 
 El Producto Interno Bruto (PIB) de Bolivia creció en 4,22 por ciento, dos centésimas más que en 2017, impulsado principalmente por los sectores de la agropecuaria, servicios y el gasto público, según datos presentados ayer por el Instituto Nacional de Estadística (INE). En contrapartida, los rubros que marcaron el rumbo a las cifras negativas fueron los hidrocarburos y la minería. “En conclusión, podemos decir que la economía boliviana es estable, continua el crecimiento gracias al dinamismo de la demanda interna”, manifestó el director del INE, Santiago Farjat, en la conferencia de prensa de la presentación de los datos. Para el economista Gabriel Espinoza, en cambio, el que se haya logrado una cifra prácticamente similar a la de 2017, “centésimas más, centésimas menos”, demuestra, una vez más, la desaceleración de la economía boliviana. El Director del INE manifestó que los sectores intensivos en mano de obra (no extractivos), que dependen de la demanda interna, presentaron un crecimiento sostenido, mientras que los sectores extractivos, que obedecen mayormente al desempeño del área externa, tuvieron un comportamiento a la baja en los últimos años producto de la menor demanda por parte de nuestros principales socios comerciales. Para Espinoza, en cambio, es preocupante saber que uno de los rubros que más haya apuntalado el crecimiento haya sido el gasto público en Bolivia.   <img alt="" height="375" 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" width="198" />   ANÁLISIS Gabriel Espinoza. Economista Preocupa que el crecimiento dependa del gasto público El PIB de 4,22 por ciento confirma una desaceleración de la economía: se creció prácticamente lo mismo que en 2017. No repuntamos aun cuando las exportaciones del año pasado fueron mayores que en 2017 y las importaciones menores. Además, el ritmo de inversión pública también fue mayor. Esto muestra claramente que el modelo está en fase de agotamiento. Llama la atención que el rubro que más creció es el de la agricultura, pese a las constantes quejas del sector por pérdidas por sequía y falta de mercados. El segundo que más crece es la administración pública: 6,8 por ciento, dos puntos más que en 2017 y 2,5 más que en 2016. Esto es llamativo y peligroso, pues es una economía que cada vez depende más del Estado, que no es un generador de divisas. Del otro lado, hidrocarburos cayó casi 8 por ciento, pese a que en 2018 hubo mejores precios que en 2017. Quiere decir que los volúmenes son los que han caído.
 
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 safe_value (String, 31711 characters )  El Producto Interno Bru...
 
 El Producto Interno Bruto (PIB) de Bolivia creció en 4,22 por ciento, dos centésimas más que en 2017, impulsado principalmente por los sectores de la agropecuaria, servicios y el gasto público, según datos presentados ayer por el Instituto Nacional de Estadística (INE). En contrapartida, los rubros que marcaron el rumbo a las cifras negativas fueron los hidrocarburos y la minería. “En conclusión, podemos decir que la economía boliviana es estable, continua el crecimiento gracias al dinamismo de la demanda interna”, manifestó el director del INE, Santiago Farjat, en la conferencia de prensa de la presentación de los datos. Para el economista Gabriel Espinoza, en cambio, el que se haya logrado una cifra prácticamente similar a la de 2017, “centésimas más, centésimas menos”, demuestra, una vez más, la desaceleración de la economía boliviana. El Director del INE manifestó que los sectores intensivos en mano de obra (no extractivos), que dependen de la demanda interna, presentaron un crecimiento sostenido, mientras que los sectores extractivos, que obedecen mayormente al desempeño del área externa, tuvieron un comportamiento a la baja en los últimos años producto de la menor demanda por parte de nuestros principales socios comerciales. Para Espinoza, en cambio, es preocupante saber que uno de los rubros que más haya apuntalado el crecimiento haya sido el gasto público en Bolivia. <img alt="" height="375" 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width="198" /> ANÁLISIS Gabriel Espinoza. Economista Preocupa que el crecimiento dependa del gasto público El PIB de 4,22 por ciento confirma una desaceleración de la economía: se creció prácticamente lo mismo que en 2017. No repuntamos aun cuando las exportaciones del año pasado fueron mayores que en 2017 y las importaciones menores. Además, el ritmo de inversión pública también fue mayor. Esto muestra claramente que el modelo está en fase de agotamiento. Llama la atención que el rubro que más creció es el de la agricultura, pese a las constantes quejas del sector por pérdidas por sequía y falta de mercados. El segundo que más crece es la administración pública: 6,8 por ciento, dos puntos más que en 2017 y 2,5 más que en 2016. Esto es llamativo y peligroso, pues es una economía que cada vez depende más del Estado, que no es un generador de divisas. Del otro lado, hidrocarburos cayó casi 8 por ciento, pese a que en 2018 hubo mejores precios que en 2017. Quiere decir que los volúmenes son los que han caído.
 
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 value (String, 165 characters ) El Producto Interno Bruto (PIB) de Bolivia crec...
 
 El Producto Interno Bruto (PIB) de Bolivia creció en 4,22 por ciento, dos centésimas más que en 2017, impulsado principalmente por los sectores de la agropecuaria
 
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 safe_value (String, 165 characters ) El Producto Interno Bruto (PIB) de Bolivia crec...
 
 El Producto Interno Bruto (PIB) de Bolivia creció en 4,22 por ciento, dos centésimas más que en 2017, impulsado principalmente por los sectores de la agropecuaria
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 value (String, 19 characters ) 2019-04-25 04:10:00
 
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 value (String, 29 characters ) Producto Interno Bruto (PIB).
 
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 timezone (String, 14 characters ) America/La_Paz
 
 timezone_db (String, 14 characters ) America/La_Paz
 
 date_type (String, 8 characters ) datetime
- field_noticia_mult_principal (Array, 1 element)
 - und (Array, 1 element)
 
 0 (Array, 1 element)
 
 value (String, 1 characters ) 1
- field_noticia_publicacion (Array, 1 element)
 - und (Array, 1 element)
 
 0 (Array, 1 element)
 
 tid (String, 3 characters ) 252
- 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)
 - und (Array, 1 element)
 
 0 (Array, 1 element)
 
 value (String, 1 characters ) 0
- field_noticia_count_view (Array, 1 element)
 - und (Array, 1 element)
 
 0 (Array, 1 element)
 
 value (String, 4 characters ) 4157
- field_cocha18_noticia_deporte (Array, 0 elements)
- rdf_mapping (Array, 9 elements)
 - rdftype (Array, 2 elements)
 
 0 (String, 9 characters ) sioc:Item
 
 1 (String, 13 characters ) foaf:Document
 - title (Array, 1 element)
 
 predicates (Array, 1 element)
 
 0 (String, 8 characters ) dc:title
 - created (Array, 3 elements)
 
 predicates (Array, 2 elements)
 
 0 (String, 7 characters ) dc:date
 
 1 (String, 10 characters ) dc:created
 
 datatype (String, 12 characters ) xsd:dateTime
 
 callback (String, 12 characters ) date_iso8601 | (Callback) date_iso8601();
 - changed (Array, 3 elements)
 
 predicates (Array, 1 element)
 
 0 (String, 11 characters ) dc:modified
 
 datatype (String, 12 characters ) xsd:dateTime
 
 callback (String, 12 characters ) date_iso8601 | (Callback) date_iso8601();
 - body (Array, 1 element)
 
 predicates (Array, 1 element)
 
 0 (String, 15 characters ) content:encoded
 - uid (Array, 2 elements)
 
 predicates (Array, 1 element)
 
 0 (String, 16 characters ) sioc:has_creator
 
 type (String, 3 characters ) rel
 - name (Array, 1 element)
 
 predicates (Array, 1 element)
 
 0 (String, 9 characters ) foaf:name
 - comment_count (Array, 2 elements)
 
 predicates (Array, 1 element)
 
 0 (String, 16 characters ) sioc:num_replies
 
 datatype (String, 11 characters ) xsd:integer
 - last_activity (Array, 3 elements)
 
 predicates (Array, 1 element)
 
 0 (String, 23 characters ) sioc:last_activity_date
 
 datatype (String, 12 characters ) xsd:dateTime
 
 callback (String, 12 characters ) date_iso8601 | (Callback) date_iso8601();
- path (Array, 1 element)
 - pathauto (String, 1 characters ) 1
- cid (String, 1 characters ) 0
- last_comment_timestamp (String, 10 characters ) 1556167354
- last_comment_name (NULL)
- last_comment_uid (String, 3 characters ) 125
- comment_count (String, 1 characters ) 0
- name (String, 7 characters ) loreoli
- picture (String, 1 characters ) 0
- data (String, 218 characters ) a:7:{s:16:"ckeditor_default";s:1:"t";s:20:"cked...
 - a:7:{s:16:"ckeditor_default";s:1:"t";s:20:"ckeditor_show_toggle";s:1:"t";s:14:"ckeditor_width";s:4:"100%";s:13:"ckeditor_lang";s:2:"en";s:18:"ckeditor_auto_lang";s:1:"t";s:7:"contact";i:1;s:17:"mimemail_textonly";i:0;}
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Krumo version 0.2.1a