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vid (String, 6 characters ) 425272
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uid (String, 3 characters ) 125
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title (String, 83 characters ) La TRe superó ya el 3% cuatro veces en los últi...
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La TRe superó ya el 3% cuatro veces en los últimos 12 años, pero no se hizo nada
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status (String, 1 characters ) 1
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comment (String, 1 characters ) 1
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promote (String, 1 characters ) 0
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nid (String, 6 characters ) 425272
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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 ) 1531213116
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changed (String, 10 characters ) 1531213698
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tnid (String, 1 characters ) 0
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translate (String, 1 characters ) 0
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revision_timestamp (String, 10 characters ) 1531213698
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revision_uid (String, 3 characters ) 125
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body (Array, 1 element)
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0 (Array, 5 elements)
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value (String, 91783 characters ) <p class="rtejustify"> Cuando José Manuel Urq...
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<p class="rtejustify"> Cuando José Manuel Urquidi tramitó un crédito de consumo para comprar ropa y abrir una tienda en El Alto tenía previsto pagar 800 bolivianos por mes. Al menos es lo que creyó haber acordado. Pero la cifra empezó a variar a la tercera cuota y nunca entendió el motivo, relata. Tampoco comprendió por qué la mensualidad bajó en más del 2 por ciento en junio pasado.</p> <p class="rtejustify"> Otros clientes de cuatro bancos consultados por Los Tiempos también manifestaron este desconocimiento.</p> <p class="rtejustify"> Es que en algunos créditos además de lo acordado con el banco, se añade un porcentaje que es la Tasa de Referencia (TRe), un indicador que determina la variación de las cuotas adquiridas en bancos con créditos no regulados por el Gobierno central. Por eso, el oficial de créditos ofrece un interés de “tanto por ciento más TRe”, que muchos ciudadanos no llegan a entender.</p> <p class="rtejustify"> Este indicador variable llegó al 3,62 por ciento la primera semana de mayo, alcanzado valores no registrados desde 2008. Debido a ello, miles de prestatarios pagaron más que de costumbre en su cuota.</p> <p class="rtejustify"> La situación “obligó” al Banco Central de Bolivia (BCB) a modificar la fórmula del TRe, según explicó, atendiendo los reclamos de los ciudadanos.</p> <p class="rtejustify"> Sin embargo, la tasa de referencia superó también el 3 por ciento en 2006, 2007, 2008 y 2017. De hecho, en 2008 hubo un pico histórico de 4,89 por ciento, sin que el Gobierno aplicara ninguna medida al respecto. Contrariamente, en 2010 el TRe cayó al 1,1 por ciento.</p> <p class="rtejustify"> Por ello, los economistas consultados por este medio aseguran que la intervención es más política que económica, porque busca generar un clima preelectoral adecuado de cara a las elecciones presidenciales de 2019.</p> <p class="rtejustify"> “El Gobierno se perfila hacia un proceso eleccionario: necesita tener la mayor cantidad de votantes y eso hace que presione”, afirma el economista Luis Fernando García, quien advierte que existen otros mecanismos para reducir el alza de la TRe, como los préstamos que puede emitir el BCB a los bancos comerciales y la estrategia de reducir los encajes legales.</p> <p class="rtejustify"> En la misma línea, el economista Alberto Bonadona criticó el rol del BCB y sostiene que las medidas responden a las exigencias que realiza el Ministerio de Economía.</p> <p class="rtejustify"> “La nueva fórmula fue sacada de la manga. No tiene un respaldo técnico claramente explicable hasta el momento ni tampoco específico”, indica.</p> <p class="rtejustify"> Mientras tanto, el economista José Luis Evia advierte que pese a los esfuerzos del Gobierno el valor de las TRe continuará subiendo, por el impacto de las tendencias mundiales. “Probablemente continúe porque el país no es aislado, es lo que está sucediendo en todas partes del mundo: las tasas de interés están subiendo”, señala.</p> <p class="rtejustify"> <strong>Cambios en la fórmula TRe</strong></p> <p class="rtejustify"> Aunque las instituciones que representan a las entidades financieras cuestionaron la modificación del cálculo de las TRe, criticando las razones técnicas y advirtiendo del peligro de reducir las utilidades bancarias, el Gobierno avanzó en su aplicación y logró reducir de 3,45 por ciento que había alcanzado la primera semana de mayo a 2,72 por ciento en junio.</p> <p class="rtejustify"> Hasta ese mes, la TRe se obtenía promediando los depósitos a plazo fijo (PDF) en un periodo de 90 a 180 días. Si los bancos pagaban tasas de interés pasivas superiores a los ahorristas, el indicador debería subir. Con la modificación, la TRe tomará en cuenta los depósitos a la vista y las cajas de ahorro. También se incluyeron en el análisis los depósitos de los bancos PyMe. Anteriormente, sólo se tomaban en cuenta los depósitos en los bancos múltiples.</p> <p class="rtejustify"> Finalmente, la modificación amplió el plazo de vigencia de la TRe, que se fijaba cada semana y la extendió a un mes.</p> <p class="rtejustify"> Al respecto, el economista Alberto Bonadona cuestionó el procedimiento.</p> <p class="rtejustify"> “No era necesario modificar el cálculo y le exige a la banca ser más eficientes”, señaló el especialista.</p> <p class="rtejustify"> </p> <p class="rteindent1 rtejustify"> <strong>DATOS</strong></p> <p class="rteindent1 rtejustify"> <strong>Banco Central regula la tasa de referencia. </strong>La tasa de referencia (TRe) es un indicador que, determinado y publicado por el Banco Central de Bolivia (BCB), representa el promedio ponderado de los depósitos del sistema bancario. El BCB modificó la metodología, el período y la vigencia del cálculo de la TRe a través de un acta emitida el 29 de mayo.</p> <p class="rteindent1 rtejustify"> <strong>Crece el número de prestatarios no regulados. </strong>Según datos del Banco Central de Bolivia (BCB), cerca del 40 por ciento de los prestatarios del sistema financiero posee un crédito no regulado de consumo, susceptible a ser sometido a la Tasa de Referencia (TRe).</p> <p class="rteindent1 rtejustify"> </p> <p class="rteindent1 rtejustify"> <strong>BUSCAN FRENAR LA MORA BANCARIA CON LA TRE</strong></p> <p class="rteindent1 rtejustify"> La mora bancaria del sistema financiero creció un 0,2 por ciento entre diciembre de 2017 y mayo de 2018, según datos de Autoridad de Supervisión del Sistema Financiero (ASFI).</p> <p class="rteindent1 rtejustify"> Con el incremento, el indicador está en el 2 por ciento alcanzando los valores más altos desde 2010.</p> <p class="rteindent1 rtejustify"> Anteriormente, el economista José Espinoza calificó este crecimiento como “acelerado”.</p> <p class="rteindent1 rtejustify"> Por otro lado, advirtieron que es un síntoma que se relaciona con la desaceleración económica.</p> <p class="rteindent1 rtejustify"> Por otra parte, el analista económico Alberto Bonadona señaló que la situación refleja el sobreendeudamiento fomentado por el Gobierno.</p> <p class="rteindent1 rtejustify"> “Bolivia, en los últimos 12 años, ha vivido de rentas, de altos precios de materias primas y esto ha dinamizado la economía y ha generado un movimiento económico que dio la ilusión de una riqueza más allá de lo que en realidad se estaba dando”, afirmó Espinoza.</p> <p class="rteindent1 rtejustify"> Añadió que el fenómeno “empujó” a que los agentes económicos contraigan deudas que superaron sus capacidades de pago.</p> <p class="rteindent1 rtejustify"> “Básicamente, este indicador, este incremento en la mora, lo que está reflejando es una debilidad de las familias, de los agentes económicos, ante el cambio en el entorno económico”, afirmó.</p> <p class="rteindent1 rtejustify"> A principios de junio, el presidente del Banco Central de Bolivia (BCB), Pablo Ramos, explicó que el cambio de fórmula de la TRe pretendía evitar el aumento de la mora bancaria.</p> <p class="rteindent1 rtejustify"> “Un importante sector de la población tiene créditos con tasas no reguladas en el sistema bancario. En el curso de los últimos meses, se ha presentado una tendencia en la TRe que ha ido creciendo progresivamente y eso obviamente influye en los créditos que pagan estas personas”, sostuvo Ramos.</p> <p class="rteindent1 rtejustify"> </p> <p class="rtejustify"> <img alt="" height="726" 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" width="760" /></p> <p class="rtejustify"> </p> <p class="rtejustify"> <strong>ANÁLISIS</strong></p> <p class="rtejustify"> <strong>José Luis Evia. Analista económico </strong></p> <p class="rtejustify"> <strong>“Con la nueva fórmula, se benefician los endeudados”</strong></p> <p class="rtejustify"> Los bancos pueden soportar en el corto y mediano plazo una tasa de interés muy baja con relación a los créditos que han colocado. Pero, con el correr del tiempo, si esta tendencia continúa, no van a tener mucho incentivo para colocar más crédito en el mercado.</p> <p class="rtejustify"> Quienes se benefician con la nueva fórmula de la Tasa de Referencia (TRe) son los que están endeudados con los bancos.</p> <p class="rtejustify"> Mientras tanto, los que se perjudican son las personas que buscarán acceder a un valor más alto de crédito.</p> <p class="rtejustify"> Otros de los perjudicados son quienes no acceden el crédito y quisieran endeudarse más adelante.</p> <p class="rtejustify"> En este contexto, se puede volver más difícil acceder al crédito y esto es porque los bancos no van a tener suficiente incentivo como para seguir expandiendo el TRe.</p> <p class="rtejustify"> Finalmente, habrá que evaluar cuál será la magnitud de estas medidas. Habrá que ver cuál será el impacto.</p>
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safe_value (String, 91545 characters ) <p class="rtejustify"> Cuando José Manuel Urqu...
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<p class="rtejustify"> Cuando José Manuel Urquidi tramitó un crédito de consumo para comprar ropa y abrir una tienda en El Alto tenía previsto pagar 800 bolivianos por mes. Al menos es lo que creyó haber acordado. Pero la cifra empezó a variar a la tercera cuota y nunca entendió el motivo, relata. Tampoco comprendió por qué la mensualidad bajó en más del 2 por ciento en junio pasado.</p> <p class="rtejustify"> Otros clientes de cuatro bancos consultados por Los Tiempos también manifestaron este desconocimiento.</p> <p class="rtejustify"> Es que en algunos créditos además de lo acordado con el banco, se añade un porcentaje que es la Tasa de Referencia (TRe), un indicador que determina la variación de las cuotas adquiridas en bancos con créditos no regulados por el Gobierno central. Por eso, el oficial de créditos ofrece un interés de “tanto por ciento más TRe”, que muchos ciudadanos no llegan a entender.</p> <p class="rtejustify"> Este indicador variable llegó al 3,62 por ciento la primera semana de mayo, alcanzado valores no registrados desde 2008. Debido a ello, miles de prestatarios pagaron más que de costumbre en su cuota.</p> <p class="rtejustify"> La situación “obligó” al Banco Central de Bolivia (BCB) a modificar la fórmula del TRe, según explicó, atendiendo los reclamos de los ciudadanos.</p> <p class="rtejustify"> Sin embargo, la tasa de referencia superó también el 3 por ciento en 2006, 2007, 2008 y 2017. De hecho, en 2008 hubo un pico histórico de 4,89 por ciento, sin que el Gobierno aplicara ninguna medida al respecto. Contrariamente, en 2010 el TRe cayó al 1,1 por ciento.</p> <p class="rtejustify"> Por ello, los economistas consultados por este medio aseguran que la intervención es más política que económica, porque busca generar un clima preelectoral adecuado de cara a las elecciones presidenciales de 2019.</p> <p class="rtejustify"> “El Gobierno se perfila hacia un proceso eleccionario: necesita tener la mayor cantidad de votantes y eso hace que presione”, afirma el economista Luis Fernando García, quien advierte que existen otros mecanismos para reducir el alza de la TRe, como los préstamos que puede emitir el BCB a los bancos comerciales y la estrategia de reducir los encajes legales.</p> <p class="rtejustify"> En la misma línea, el economista Alberto Bonadona criticó el rol del BCB y sostiene que las medidas responden a las exigencias que realiza el Ministerio de Economía.</p> <p class="rtejustify"> “La nueva fórmula fue sacada de la manga. No tiene un respaldo técnico claramente explicable hasta el momento ni tampoco específico”, indica.</p> <p class="rtejustify"> Mientras tanto, el economista José Luis Evia advierte que pese a los esfuerzos del Gobierno el valor de las TRe continuará subiendo, por el impacto de las tendencias mundiales. “Probablemente continúe porque el país no es aislado, es lo que está sucediendo en todas partes del mundo: las tasas de interés están subiendo”, señala.</p> <p class="rtejustify"> <strong>Cambios en la fórmula TRe</strong></p> <p class="rtejustify"> Aunque las instituciones que representan a las entidades financieras cuestionaron la modificación del cálculo de las TRe, criticando las razones técnicas y advirtiendo del peligro de reducir las utilidades bancarias, el Gobierno avanzó en su aplicación y logró reducir de 3,45 por ciento que había alcanzado la primera semana de mayo a 2,72 por ciento en junio.</p> <p class="rtejustify"> Hasta ese mes, la TRe se obtenía promediando los depósitos a plazo fijo (PDF) en un periodo de 90 a 180 días. Si los bancos pagaban tasas de interés pasivas superiores a los ahorristas, el indicador debería subir. Con la modificación, la TRe tomará en cuenta los depósitos a la vista y las cajas de ahorro. También se incluyeron en el análisis los depósitos de los bancos PyMe. Anteriormente, sólo se tomaban en cuenta los depósitos en los bancos múltiples.</p> <p class="rtejustify"> Finalmente, la modificación amplió el plazo de vigencia de la TRe, que se fijaba cada semana y la extendió a un mes.</p> <p class="rtejustify"> Al respecto, el economista Alberto Bonadona cuestionó el procedimiento.</p> <p class="rtejustify"> “No era necesario modificar el cálculo y le exige a la banca ser más eficientes”, señaló el especialista.</p> <p class="rtejustify"> </p> <p class="rteindent1 rtejustify"> <strong>DATOS</strong></p> <p class="rteindent1 rtejustify"> <strong>Banco Central regula la tasa de referencia. </strong>La tasa de referencia (TRe) es un indicador que, determinado y publicado por el Banco Central de Bolivia (BCB), representa el promedio ponderado de los depósitos del sistema bancario. El BCB modificó la metodología, el período y la vigencia del cálculo de la TRe a través de un acta emitida el 29 de mayo.</p> <p class="rteindent1 rtejustify"> <strong>Crece el número de prestatarios no regulados. </strong>Según datos del Banco Central de Bolivia (BCB), cerca del 40 por ciento de los prestatarios del sistema financiero posee un crédito no regulado de consumo, susceptible a ser sometido a la Tasa de Referencia (TRe).</p> <p class="rteindent1 rtejustify"> </p> <p class="rteindent1 rtejustify"> <strong>BUSCAN FRENAR LA MORA BANCARIA CON LA TRE</strong></p> <p class="rteindent1 rtejustify"> La mora bancaria del sistema financiero creció un 0,2 por ciento entre diciembre de 2017 y mayo de 2018, según datos de Autoridad de Supervisión del Sistema Financiero (ASFI).</p> <p class="rteindent1 rtejustify"> Con el incremento, el indicador está en el 2 por ciento alcanzando los valores más altos desde 2010.</p> <p class="rteindent1 rtejustify"> Anteriormente, el economista José Espinoza calificó este crecimiento como “acelerado”.</p> <p class="rteindent1 rtejustify"> Por otro lado, advirtieron que es un síntoma que se relaciona con la desaceleración económica.</p> <p class="rteindent1 rtejustify"> Por otra parte, el analista económico Alberto Bonadona señaló que la situación refleja el sobreendeudamiento fomentado por el Gobierno.</p> <p class="rteindent1 rtejustify"> “Bolivia, en los últimos 12 años, ha vivido de rentas, de altos precios de materias primas y esto ha dinamizado la economía y ha generado un movimiento económico que dio la ilusión de una riqueza más allá de lo que en realidad se estaba dando”, afirmó Espinoza.</p> <p class="rteindent1 rtejustify"> Añadió que el fenómeno “empujó” a que los agentes económicos contraigan deudas que superaron sus capacidades de pago.</p> <p class="rteindent1 rtejustify"> “Básicamente, este indicador, este incremento en la mora, lo que está reflejando es una debilidad de las familias, de los agentes económicos, ante el cambio en el entorno económico”, afirmó.</p> <p class="rteindent1 rtejustify"> A principios de junio, el presidente del Banco Central de Bolivia (BCB), Pablo Ramos, explicó que el cambio de fórmula de la TRe pretendía evitar el aumento de la mora bancaria.</p> <p class="rteindent1 rtejustify"> “Un importante sector de la población tiene créditos con tasas no reguladas en el sistema bancario. En el curso de los últimos meses, se ha presentado una tendencia en la TRe que ha ido creciendo progresivamente y eso obviamente influye en los créditos que pagan estas personas”, sostuvo Ramos.</p> <p class="rteindent1 rtejustify"> </p> <p class="rtejustify"> <img alt="" height="726" 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width="760" /></p> <p class="rtejustify"> </p> <p class="rtejustify"> <strong>ANÁLISIS</strong></p> <p class="rtejustify"> <strong>José Luis Evia. Analista económico </strong></p> <p class="rtejustify"> <strong>“Con la nueva fórmula, se benefician los endeudados”</strong></p> <p class="rtejustify"> Los bancos pueden soportar en el corto y mediano plazo una tasa de interés muy baja con relación a los créditos que han colocado. Pero, con el correr del tiempo, si esta tendencia continúa, no van a tener mucho incentivo para colocar más crédito en el mercado.</p> <p class="rtejustify"> Quienes se benefician con la nueva fórmula de la Tasa de Referencia (TRe) son los que están endeudados con los bancos.</p> <p class="rtejustify"> Mientras tanto, los que se perjudican son las personas que buscarán acceder a un valor más alto de crédito.</p> <p class="rtejustify"> Otros de los perjudicados son quienes no acceden el crédito y quisieran endeudarse más adelante.</p> <p class="rtejustify"> En este contexto, se puede volver más difícil acceder al crédito y esto es porque los bancos no van a tener suficiente incentivo como para seguir expandiendo el TRe.</p> <p class="rtejustify"> Finalmente, habrá que evaluar cuál será la magnitud de estas medidas. Habrá que ver cuál será el impacto.</p>
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field_file_pdf_description (Array, 1 element)
-
und (Array, 1 element)
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0 (Array, 3 elements)
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value (String, 44 characters ) Evolución de la tasa de referencia del BCB.
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format (NULL)
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safe_value (String, 44 characters ) Evolución de la tasa de referencia del BCB.
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rdf_mapping (Array, 0 elements)
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metadata (Array, 0 elements)
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display (String, 1 characters ) 1
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description (String, 0 characters )
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field_noticia_audio (Array, 0 elements)
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field_noticia_html (Array, 0 elements)
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field_noticia_titulo_portada (Array, 0 elements)
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field_noticia_id_df (Array, 0 elements)
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field_noticia_equipo (Array, 0 elements)
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field_noticia_especial (Array, 0 elements)
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opencalais_organization_tags (Array, 1 element)
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field_noticia_subhome (Array, 0 elements)
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field_noticia_pos_subhome (Array, 1 element)
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field_noticia_count_face (Array, 1 element)
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field_noticia_count_twitter (Array, 1 element)
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field_noticia_count_social_total (Array, 1 element)
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field_noticia_fecha_simple (Array, 1 element)
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field_noticia_mult_principal (Array, 1 element)
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field_noticia_publicacion (Array, 1 element)
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field_noticia_sec_import (Array, 0 elements)
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field_noticia_id_import (Array, 0 elements)
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field_noticia_url_import (Array, 0 elements)
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field_noticia_count_whatsapp (Array, 1 element)
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field_noticia_count_view (Array, 1 element)
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field_cocha18_noticia_deporte (Array, 0 elements)
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rdf_mapping (Array, 9 elements)
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rdftype (Array, 2 elements)
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title (Array, 1 element)
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predicates (Array, 1 element)
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0 (String, 8 characters ) dc:title
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-
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created (Array, 3 elements)
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predicates (Array, 2 elements)
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datatype (String, 12 characters ) xsd:dateTime
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callback (String, 12 characters ) date_iso8601 | (Callback) date_iso8601();
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changed (Array, 3 elements)
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predicates (Array, 1 element)
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0 (String, 11 characters ) dc:modified
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datatype (String, 12 characters ) xsd:dateTime
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callback (String, 12 characters ) date_iso8601 | (Callback) date_iso8601();
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body (Array, 1 element)
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predicates (Array, 1 element)
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0 (String, 15 characters ) content:encoded
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-
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uid (Array, 2 elements)
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predicates (Array, 1 element)
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0 (String, 16 characters ) sioc:has_creator
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type (String, 3 characters ) rel
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name (Array, 1 element)
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predicates (Array, 1 element)
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0 (String, 9 characters ) foaf:name
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-
-
comment_count (Array, 2 elements)
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predicates (Array, 1 element)
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0 (String, 16 characters ) sioc:num_replies
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datatype (String, 11 characters ) xsd:integer
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last_activity (Array, 3 elements)
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predicates (Array, 1 element)
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0 (String, 23 characters ) sioc:last_activity_date
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datatype (String, 12 characters ) xsd:dateTime
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callback (String, 12 characters ) date_iso8601 | (Callback) date_iso8601();
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path (Array, 1 element)
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pathauto (String, 1 characters ) 1
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-
cid (String, 1 characters ) 0
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last_comment_timestamp (String, 10 characters ) 1531213116
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last_comment_name (NULL)
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last_comment_uid (String, 3 characters ) 125
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comment_count (String, 1 characters ) 0
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name (String, 7 characters ) loreoli
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picture (String, 1 characters ) 0
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data (String, 218 characters ) a:7:{s:16:"ckeditor_default";s:1:"t";s:20:"cked...
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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
| http://krumo.sourceforge.net/var/www/vhosts/www.lostiempos.com/drupal/includes/menu.inc
, line527
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Krumo version 0.2.1a
| http://krumo.sourceforge.net/var/www/vhosts/www.lostiempos.com/drupal/includes/menu.inc
, line527