-
... (Object) stdClass
-
vid (String, 6 characters ) 429744
-
uid (String, 3 characters ) 125
-
title (String, 70 characters ) Exploración fracasó en 56% de los pozos perfora...
-
Exploración fracasó en 56% de los pozos perforados entre 2006 y 2017
-
-
log (String, 0 characters )
-
status (String, 1 characters ) 1
-
comment (String, 1 characters ) 1
-
promote (String, 1 characters ) 0
-
sticky (String, 1 characters ) 0
-
nid (String, 6 characters ) 429744
-
type (String, 7 characters ) noticia
-
language (String, 2 characters ) es
-
created (String, 10 characters ) 1534747096
-
changed (String, 10 characters ) 1534747096
-
tnid (String, 1 characters ) 0
-
translate (String, 1 characters ) 0
-
revision_timestamp (String, 10 characters ) 1534747096
-
revision_uid (String, 3 characters ) 125
-
body (Array, 1 element)
-
und (Array, 1 element)
-
0 (Array, 5 elements)
-
value (String, 71392 characters ) <p class="rtejustify"> Entre 2006 y 2017, en ...
-
<p class="rtejustify"> Entre 2006 y 2017, en Bolivia se perforaron 63 pozos exploratorios, de los cuales 35 fueron negativos (56 por ciento) y 28, positivos (44 por ciento). Aunque el ministro de Hidrocarburos, Luis Alberto Sánchez, sostiene que la tasa de éxito se duplicó en relación a la época previa a la nacionalización, el consumo del país ahora se sitúa en 13 millones de metros cúbicos al día (MMm3d).</p> <p class="rtejustify"> El especialista en hidrocarburos de la Fundación Jubileo, Raúl Velásquez, considera que actualmente la actividad exploratoria en Bolivia está muy rezagada, puesto que los reportes dan cuenta de un promedio de cuatro pozos explorados por año, mientras que en el periodo 1998-2004 el promedio era de 22 pozos por año.</p> <p class="rtejustify"> Según datos del Ministerio de Hidrocarburos, en 2006 se registraron dos pozos positivos y ninguno negativo; en 2007 fueron tres positivos y ninguno negativo; en 2008 solamente dos negativos; en 2009 no se perforó; en 2010 hubo cinco positivos y ninguno negativo; en 2011, seis negativos y dos positivos; en 2012 figuran cinco negativos y dos positivos; en 2013, dos negativos y cinco positivos; en 2014 hubo seis negativos y tres positivos; en 2015, cuatro negativos y tres positivos; en 2016, solamente cinco negativos, mientras que en 2017 fueron cinco negativos y tres positivos.</p> <p class="rtejustify"> En mayo pasado, cuando Sánchez presentó estas cifras, aseguró que en este periodo se encontraron 10 nuevos campos hidrocarburíferos y que, por ello, se incrementaron las reservas de gas.</p> <p class="rtejustify"> Según la autoridad, los 10 campos incorporados en los últimos 12 años son Huacaya, Aquío, Los Sauces Sur, Boquerón Norte, Junín Este, El Dorado Sur, Colorado Sur, Carrasco Este, El Dorado Oeste y Colorado.</p> <p class="rtejustify"> Sin embargo, especialistas consultados por este medio consideran que el descubrimiento de gas durante las gestiones del presidente Evo Morales fue insignificante y, aunque el megacampo Incahuasi entró en producción en 2016, ya había sido descubierto en 2004.</p> <p class="rtejustify"> Velásquez mencionó que un factor predominante para la reducción de la actividad exploratoria es el hecho de no contar con mercados de exportación a largo plazo, como ocurría en la década de 2000, cuando la presencia de un mayor número de pozos exploratorios coincidía con el contrato de venta de gas a Brasil que se había firmado en 1999, por 20 años.</p> <p class="rtejustify"> “El tener mercados a largo plazo viabiliza la inversión en exploración, que es altamente riesgosa y requiere de algún tipo de certeza económica, de factibilidad y viabilidad a su ejecución”, dijo Velásquez. Afirmó que el promedio de inversión para la exploración de un pozo es de 60 millones de dólares.</p> <p class="rtejustify"> El especialista en energía Francesco Zaratti coincide en que la actividad exploratoria en Bolivia en los últimos 12 años fue negativa porque las inversiones fueron insuficientes y “los resultados de la escasa exploración fueron decepcionantes”. Sostiene además que no se logró interesar a nuevas empresas a invertir en Bolivia con excepción de Pdvsa, que ya dejó de operar, y de Gazprom, que no termina de efectivizar sus compromisos.</p> <p class="rtejustify"> “No hubo ningún descubrimiento importante. Sólo se descubrieron dos campos pequeños (Caigua y Los Monos) cuya producción no supera 0,5 MMm3d. Todo lo que se ha consumido en el período mencionado son reservas heredadas de los anteriores Gobiernos”, manifestó Zaratti.</p> <p class="rtejustify"> </p> <p class="rteindent1 rtejustify"> <strong>Se exploran sólo 4 pozos en promedio a al año, mientras que en el periodo 1998-2004 el promedio era de 22 pozos por año, según especialistas.</strong></p> <p class="rteindent1 rtejustify"> </p> <p class="rteindent1 rtejustify"> <strong>EL CONSUMO INTERNO ES DE 13 MMM3D</strong></p> <p class="rteindent1 rtejustify"> Según datos del Ministerio de Hidrocarburos, la demanda interna de gas en 2014 era de 10,28 millones de metros cúbicos por día (MMm3d), mientras que a julio de 2018 se incrementó a 13 MMm3d, es decir, un 29 por ciento.</p> <p class="rteindent1 rtejustify"> El ministro del área, Luis Alberto Sánchez, sostuvo que el año 2016 Bolivia alcanzó una demanda récord de 15 MMm3d, fomentada por el crecimiento y la expansión de servicios como el gas domiciliario y vehicular.</p> <p class="rteindent1 rtejustify"> Del total consumido en Bolivia, el 46 por ciento es destinado al sector residencial, comercial, industrial y transporte vehicular; el 43 por ciento, a las plantas termoeléctricas, y el 9 por ciento, a los consumidores directos.</p> <p class="rteindent1 rtejustify"> </p> <p class="rteindent1 rtejustify"> <strong>EL GOBIERNO ASUMIÓ VARIAS MEDIDAS DESESPERADAS ANTE LA CAÍDA DE PRECIOS </strong></p> <p class="rteindent1 rtejustify"> <em><strong>REDACCIÓN CENTRAL</strong></em></p> <p class="rteindent1 rtejustify"> La caída del precio del petróleo, que comenzó en 2014, hizo que el Gobierno boliviano adoptara “medidas desesperadas” para flexibilizar la normativa ambiental y favorecer a la exploración hidrocarburífera, sostiene el investigar del Centro de Documentación e Información Bolivia (Cedib), George Campanini.</p> <p class="rteindent1 rtejustify"> El escenario de bajos precios motivó al Gobierno a modificar el contenido y las formas de consulta, ampliar la frontera petrolera, abrir las áreas protegidas para la exploración petrolera y crear la ley de incentivos.</p> <p class="rteindent1 rtejustify"> Según el investigador, estas modificaciones, que muestran una desesperación para poder encarar los procesos exploratorios, hasta la fecha tampoco han dado resultados contundentes reflejados en el crecimiento del sector.</p> <p class="rteindent1 rtejustify"> </p> <p class="rtejustify"> <img alt="" src="data:image/png;base64,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" /></p> <p class="rteindent1 rtejustify"> En este contexto, Campanini también ve con preocupación el acuerdo firmado a inicios del presente mes con la empresa canadiense Cancambria Energy Corporation, que iniciará los estudios correspondientes para confirmar el potencial de 400 trillones de pies cúbicos (TCF) en el área de Miraflores (Chuquisaca).</p> <p class="rteindent1 rtejustify"> Según el investigador, este acuerdo implica que Bolivia pueda ir por el camino de la extracción no convencional o “fracking”. “Es una de las técnicas ambientalmente más cuestionadas del mundo por su nocividad y por su agresividad. La han prohibido en algunos países”, dijo.</p>
-
-
summary (String, 0 characters )
-
format (String, 9 characters ) full_html
-
safe_value (String, 71270 characters ) <p class="rtejustify"> Entre 2006 y 2017, en B...
-
<p class="rtejustify"> Entre 2006 y 2017, en Bolivia se perforaron 63 pozos exploratorios, de los cuales 35 fueron negativos (56 por ciento) y 28, positivos (44 por ciento). Aunque el ministro de Hidrocarburos, Luis Alberto Sánchez, sostiene que la tasa de éxito se duplicó en relación a la época previa a la nacionalización, el consumo del país ahora se sitúa en 13 millones de metros cúbicos al día (MMm3d).</p> <p class="rtejustify"> El especialista en hidrocarburos de la Fundación Jubileo, Raúl Velásquez, considera que actualmente la actividad exploratoria en Bolivia está muy rezagada, puesto que los reportes dan cuenta de un promedio de cuatro pozos explorados por año, mientras que en el periodo 1998-2004 el promedio era de 22 pozos por año.</p> <p class="rtejustify"> Según datos del Ministerio de Hidrocarburos, en 2006 se registraron dos pozos positivos y ninguno negativo; en 2007 fueron tres positivos y ninguno negativo; en 2008 solamente dos negativos; en 2009 no se perforó; en 2010 hubo cinco positivos y ninguno negativo; en 2011, seis negativos y dos positivos; en 2012 figuran cinco negativos y dos positivos; en 2013, dos negativos y cinco positivos; en 2014 hubo seis negativos y tres positivos; en 2015, cuatro negativos y tres positivos; en 2016, solamente cinco negativos, mientras que en 2017 fueron cinco negativos y tres positivos.</p> <p class="rtejustify"> En mayo pasado, cuando Sánchez presentó estas cifras, aseguró que en este periodo se encontraron 10 nuevos campos hidrocarburíferos y que, por ello, se incrementaron las reservas de gas.</p> <p class="rtejustify"> Según la autoridad, los 10 campos incorporados en los últimos 12 años son Huacaya, Aquío, Los Sauces Sur, Boquerón Norte, Junín Este, El Dorado Sur, Colorado Sur, Carrasco Este, El Dorado Oeste y Colorado.</p> <p class="rtejustify"> Sin embargo, especialistas consultados por este medio consideran que el descubrimiento de gas durante las gestiones del presidente Evo Morales fue insignificante y, aunque el megacampo Incahuasi entró en producción en 2016, ya había sido descubierto en 2004.</p> <p class="rtejustify"> Velásquez mencionó que un factor predominante para la reducción de la actividad exploratoria es el hecho de no contar con mercados de exportación a largo plazo, como ocurría en la década de 2000, cuando la presencia de un mayor número de pozos exploratorios coincidía con el contrato de venta de gas a Brasil que se había firmado en 1999, por 20 años.</p> <p class="rtejustify"> “El tener mercados a largo plazo viabiliza la inversión en exploración, que es altamente riesgosa y requiere de algún tipo de certeza económica, de factibilidad y viabilidad a su ejecución”, dijo Velásquez. Afirmó que el promedio de inversión para la exploración de un pozo es de 60 millones de dólares.</p> <p class="rtejustify"> El especialista en energía Francesco Zaratti coincide en que la actividad exploratoria en Bolivia en los últimos 12 años fue negativa porque las inversiones fueron insuficientes y “los resultados de la escasa exploración fueron decepcionantes”. Sostiene además que no se logró interesar a nuevas empresas a invertir en Bolivia con excepción de Pdvsa, que ya dejó de operar, y de Gazprom, que no termina de efectivizar sus compromisos.</p> <p class="rtejustify"> “No hubo ningún descubrimiento importante. Sólo se descubrieron dos campos pequeños (Caigua y Los Monos) cuya producción no supera 0,5 MMm3d. Todo lo que se ha consumido en el período mencionado son reservas heredadas de los anteriores Gobiernos”, manifestó Zaratti.</p> <p class="rtejustify"> </p> <p class="rteindent1 rtejustify"> <strong>Se exploran sólo 4 pozos en promedio a al año, mientras que en el periodo 1998-2004 el promedio era de 22 pozos por año, según especialistas.</strong></p> <p class="rteindent1 rtejustify"> </p> <p class="rteindent1 rtejustify"> <strong>EL CONSUMO INTERNO ES DE 13 MMM3D</strong></p> <p class="rteindent1 rtejustify"> Según datos del Ministerio de Hidrocarburos, la demanda interna de gas en 2014 era de 10,28 millones de metros cúbicos por día (MMm3d), mientras que a julio de 2018 se incrementó a 13 MMm3d, es decir, un 29 por ciento.</p> <p class="rteindent1 rtejustify"> El ministro del área, Luis Alberto Sánchez, sostuvo que el año 2016 Bolivia alcanzó una demanda récord de 15 MMm3d, fomentada por el crecimiento y la expansión de servicios como el gas domiciliario y vehicular.</p> <p class="rteindent1 rtejustify"> Del total consumido en Bolivia, el 46 por ciento es destinado al sector residencial, comercial, industrial y transporte vehicular; el 43 por ciento, a las plantas termoeléctricas, y el 9 por ciento, a los consumidores directos.</p> <p class="rteindent1 rtejustify"> </p> <p class="rteindent1 rtejustify"> <strong>EL GOBIERNO ASUMIÓ VARIAS MEDIDAS DESESPERADAS ANTE LA CAÍDA DE PRECIOS </strong></p> <p class="rteindent1 rtejustify"> <em><strong>REDACCIÓN CENTRAL</strong></em></p> <p class="rteindent1 rtejustify"> La caída del precio del petróleo, que comenzó en 2014, hizo que el Gobierno boliviano adoptara “medidas desesperadas” para flexibilizar la normativa ambiental y favorecer a la exploración hidrocarburífera, sostiene el investigar del Centro de Documentación e Información Bolivia (Cedib), George Campanini.</p> <p class="rteindent1 rtejustify"> El escenario de bajos precios motivó al Gobierno a modificar el contenido y las formas de consulta, ampliar la frontera petrolera, abrir las áreas protegidas para la exploración petrolera y crear la ley de incentivos.</p> <p class="rteindent1 rtejustify"> Según el investigador, estas modificaciones, que muestran una desesperación para poder encarar los procesos exploratorios, hasta la fecha tampoco han dado resultados contundentes reflejados en el crecimiento del sector.</p> <p class="rteindent1 rtejustify"> </p> <p class="rtejustify"> <img alt="" src="data:image/png;base64,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" /></p> <p class="rteindent1 rtejustify"> En este contexto, Campanini también ve con preocupación el acuerdo firmado a inicios del presente mes con la empresa canadiense Cancambria Energy Corporation, que iniciará los estudios correspondientes para confirmar el potencial de 400 trillones de pies cúbicos (TCF) en el área de Miraflores (Chuquisaca).</p> <p class="rteindent1 rtejustify"> Según el investigador, este acuerdo implica que Bolivia pueda ir por el camino de la extracción no convencional o “fracking”. “Es una de las técnicas ambientalmente más cuestionadas del mundo por su nocividad y por su agresividad. La han prohibido en algunos países”, dijo.</p>
-
-
safe_summary (String, 0 characters )
-
-
-
-
opencalais_city_tags (Array, 0 elements)
-
opencalais_country_tags (Array, 1 element)
-
opencalais_person_tags (Array, 0 elements)
-
field_noticia_sumario (Array, 1 element)
-
und (Array, 1 element)
-
0 (Array, 3 elements)
-
value (String, 149 characters ) Entre 2006 y 2017, en Bolivia se perforaron 63 ...
-
Entre 2006 y 2017, en Bolivia se perforaron 63 pozos exploratorios, de los cuales 35 fueron negativos (56 por ciento) y 28, positivos (44 por ciento)
-
-
format (NULL)
-
safe_value (String, 149 characters ) Entre 2006 y 2017, en Bolivia se perforaron 63 ...
-
Entre 2006 y 2017, en Bolivia se perforaron 63 pozos exploratorios, de los cuales 35 fueron negativos (56 por ciento) y 28, positivos (44 por ciento)
-
-
-
-
-
field_noticia_seccion (Array, 1 element)
-
field_noticia_tags (Array, 1 element)
-
field_noticias_relacionadas (Array, 0 elements)
-
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 ) 378298
-
uid (String, 3 characters ) 125
-
filename (String, 1 characters ) .
-
uri (String, 37 characters ) public://media_imagen/2018/8/20/e.jpg
-
filemime (String, 10 characters ) image/jpeg
-
filesize (String, 5 characters ) 78075
-
status (String, 1 characters ) 1
-
timestamp (String, 10 characters ) 1534747013
-
type (String, 5 characters ) image
-
field_file_image_description (Array, 1 element)
-
und (Array, 1 element)
-
0 (Array, 3 elements)
-
value (String, 53 characters ) Producción y exploración de gas natural en Boli...
-
Producción y exploración de gas natural en Bolivia.
-
-
format (NULL)
-
safe_value (String, 53 characters ) Producción y exploración de gas natural en Boli...
-
Producción y exploración de gas natural en Bolivia.
-
-
-
-
-
field_file_image_credits (Array, 1 element)
-
und (Array, 1 element)
-
0 (Array, 3 elements)
-
value (String, 14 characters ) Wilson Cahuaya
-
format (NULL)
-
safe_value (String, 14 characters ) Wilson Cahuaya
-
-
-
-
rdf_mapping (Array, 0 elements)
-
metadata (Array, 2 elements)
-
height (String, 3 characters ) 430
-
width (String, 3 characters ) 770
-
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, 0 elements)
-
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, 1 element)
-
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)
-
0 (String, 8 characters ) dc:title
-
-
-
created (Array, 3 elements)
-
predicates (Array, 2 elements)
-
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 ) 1534747096
-
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;}
-
-
-
Krumo version 0.2.1a
| http://krumo.sourceforge.net/var/www/vhosts/www.lostiempos.com/drupal/includes/menu.inc
, line527
-
Krumo version 0.2.1a
| http://krumo.sourceforge.net/var/www/vhosts/www.lostiempos.com/drupal/includes/menu.inc
, line527