Archivo de la categoría "Economía"
Martes, 11 de mayo de 2021
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Indicador Mensual del Consumo Privado en el Mercado Interior
Cifras durante febrero de 2021
![](https://www.inegi.org.mx/contenidos/saladeprensa/img/home/imcpmi.jpg)
El Indicador Mensual del Consumo Privado en el Mercado Interior (IMCPMI) registró una disminución en términos reales de 0.2% durante febrero del presente año frente al mes inmediato anterior, con cifras desestacionalizadas.
Por componentes, el consumo en Bienes de origen importado se redujo 1.8% y el de Bienes y Servicios de origen nacional retrocedió 0.3% en el segundo mes de 2021 respecto al mes previo, según datos ajustados por estacionalidad.
En su comparación anual, el IMCPMI mostró una caída de 6.5% en el mes de referencia. A su interior, los gastos en Bienes y Servicios nacionales descendieron 7.6% (los Servicios bajaron 14.1% y los Bienes disminuyeron 0.5%); mientras que los Bienes de origen importado crecieron 2.9% con relación a los de igual mes de 2020.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 11 de mayo de 2021
Clasificado bajo: CEIEG, Economía, Estadística, Inegi, Servicios | Comentarios desactivados en INEGI – Indicador Mensual del Consumo Privado en el Mercado Interior
Martes, 11 de mayo de 2021
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Encuestas de Viajeros Internacionales
Cifras durante marzo de 2021
El Instituto Nacional de Estadística y Geografía (INEGI) presenta los resultados de las Encuestas de Viajeros Internacionales (EVI) -Encuesta de Turismo de Internación (ETI) y Encuesta de Viajeros Fronterizos (EVF)-, las cuales tienen la finalidad de dar a conocer el número de visitantes internacionales que ingresaron y salieron del país, así como los gastos realizados por éstos.
Durante marzo de 2021 ingresaron al país 4,208,691 visitantes, de los cuales 2,284,080 fueron turistas internacionales.
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)
El ingreso de divisas referente al gasto total de los visitantes internacionales reportó un monto de 1,234.2 millones de dólares, lo que significó una variación anual de (-)10.1 por ciento.
El gasto medio realizado por los turistas de internación que ingresaron vía aérea fue de 1,042.61 dólares, con un incremento de 2% en marzo de este año respecto a igual mes de 2020.
Las divisas que egresaron del país por concepto de visitantes internacionales fueron de 283.3 millones de dólares, lo que representó una caída anual de 39% en el tercer mes del año en curso.
Nota al usuario
Respetando las disposiciones gubernamentales de cada entidad federativa debido a la emergencia sanitaria originada por COVID-19, se ha mantenido la captación de entrevistas cara a cara para las Encuestas de Viajeros Internacionales, siempre y cuando el semáforo de riesgo epidemiológico emitido por las autoridades lo permita.
La tasa de respuesta de las Encuestas de Viajeros Internacionales para el mes de marzo registró porcentajes apropiados, lo que permitió la generación de estadísticas con niveles altos de calidad.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 10 de mayo de 2021
Clasificado bajo: CEIEG, Economía, Encuestas, Estadística, Inegi, Turismo | Comentarios desactivados en INEGI – Encuestas de Viajeros Internacionales
Martes, 11 de mayo de 2021
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)
Crecimiento y bienestar económico: cuarto trimestre de 2020
El ingreso de los hogares de la OCDE cae en el cuarto trimestre de 2020, pero crece en general durante el año afectado por COVID
El ingreso familiar real per cápita, que ofrece una mejor imagen del bienestar económico de las personas que el PIB, cayó un 1,4% en el área de la OCDE en el cuarto trimestre de 2020. Esta disminución se produjo a pesar de un aumento continuo del PIB real per cápita. cápita para el área de la OCDE en un 1,0%, tras el fuerte aumento del 9,2% registrado en el trimestre anterior. Sin embargo, acumulativamente desde el cuarto trimestre de 2019, el ingreso familiar real per cápita aumentó en un 2.0% en el área de la OCDE , mientras que el PIB real per cápita disminuyó en un 3.4%.
En general, la disminución del 1,4% es la mayor disminución trimestral en el ingreso real de los hogares per cápita desde el primer trimestre de 2013 y refleja que muchos gobiernos de los países de la OCDE redujeron el nivel de pagos de transferencia relacionados con COVID a los hogares, después de los niveles de apoyo sin precedentes proporcionados a principios de 2020.
![](https://www.oecd.org/media/oecdorg/directorates/statisticsdirectorate/2021/HDI-500-05-2021.png)
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: OECD 06 de mayo de 2021
Clasificado bajo: CEIEG, Economía, Estadística, Industria, Información en otros sitios, Servicios | Comentarios desactivados en OECD – Crecimiento y bienestar económico: cuarto trimestre de 2020
Viernes, 7 de mayo de 2021
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/hacienda2019.png)
Ingresos por Remesas Familiares
Cifras durante el primer trimestre del 2021
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)
Las remesas, se refiere a la cantidad en dólares americanos proveniente del exterior, transferida a través de empresas; originada por un remitente (persona física residente en el exterior que transfiere recursos económicos a sus familiares en México) para ser entregada en el territorio nacional a un beneficiario (persona física residente en México que recibe los recursos que transfiere el remitente).
Esta información incorpora una revisión al alza de ese flujo del exterior. La revisión comprendió a las cifras de los últimos años al incluir recursos adicionales por remesas derivados de la incorporación de nuevos intermediarios, así como por otros ajustes de esta estadística. Un aspecto importante a destacar, es que la revisión de cifras no modificó la tendencia de debilidad de ingreso por remesas observado desde 2008.
Al primer trimestre del 2021, Chiapas ocupó la posición número 10 a nivel nacional por la participación porcentual en los ingresos por remesas familiares.
Por el valor de las remesas per cápita, al primer trimestre de 2021, Chiapas ocupa el lugar 22 a nivel nacional.
Considerando el promedio nacional, Chiapas ocupó el lugar 23 por el valor de remesas familiares por habitante, el cual ascendió a 62 dólares por persona que es equivalente a poco menos de la cuarta parte del valor registrado en Michoacán que es de 221 dólares por persona.
El importe de las remesas a nivel nacional se incrementó 110.8% entre el 1er trimestre de 2013 y el mismo de 2021, por su parte Chiapas aumentó 3 veces más, es decir 199.6% en el mismo periodo, aún así la participación porcentual de Chiapas en el valor nacional ha oscilado entre 1.8 y 3.3%, esté último valor registrado en el trimestre más reciente.
Comparando el 1er trimestre de 2021 con el trimestre anterior existe un aumento de 26.6 millones de dólares y en relación al 1er trimestre del año 2020, el aumento fue de 95.2 millones. En valores anuales, se observa un constante incremento del valor de las remesas.
El valor de remesas registrado en el 1er trimestre del 2021 es el mayor registrado desde 2015, con 26.6 millones más que el valor del 4o trimestre de 2020, el cual era el valor más alto registrado anteriormente.
En el largo plazo se puede observar la tendencia de crecimiento de los ingresos por remesas familiares cuya aportación favorece los ingresos de los hogares receptores de la entidad.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_Consultar.png)
Fuente: SH 07 de mayo de 2021.
Clasificado bajo: CEIEG, Economía, Estadística, Migración | Comentarios desactivados en SH – Ingresos por Remesas Familiares
Viernes, 7 de mayo de 2021
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/hacienda2019.png)
Estadísticas de Trabajadores Asegurados al IMSS
Cifras marzo de 2021
En el presente reporte se muestran los datos correspondientes a los Trabajadores Asegurados al Instituto Mexicano del Seguro Social (IMSS) en el estado de Chiapas para el mes de marzo de 2021, además de una comparación con el país y las entidades federativas.
De acuerdo a los datos presentados por el IMSS, al 31 de marzo de 2021, a nivel nacional se contaba con un total de 20´025,709 trabajadores asegurados a este instituto, se registró un incremento de 0.4% en relación al mes anterior, que equivale a 88,771 trabajadores más.
En el estado de Chiapas para el mismo mes, se registraron 226,046 trabajadores asegurados al IMSS, de los cuales 142,318 (63%) son hombres y 83,728 (37%) son mujeres; cifra que representa 1.1% del total nacional.
En comparación con el mes anterior, se registró un incremento de 1.35% que representa 3,019 empleos más. Comparado con el mes de marzo de 2020 se registró un decremento de 0.5% lo que significó 1,158 asegurados menos ante el instituto.
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)
De los 226,046 trabajadores asegurados al IMSS en Chiapas, 196,843 son trabajadores permanentes (urbanos y del campo), cifra que representa 87.08% de los trabajadores afiliados a esta institución, lo anterior ubica al estado en el noveno lugar en el contexto nacional en este rubro, por lo anterior se encuentra por arriba de entidades como Oaxaca, Ciudad de México, Guanajuato, Jalisco y Morelos así como del promedio nacional que presentó un valor de 85.56%.
Uno de los indicadores para medir el empleo es la variación absoluta de los trabajadores permanentes totales (urbanos y del campo) más los eventuales urbanos (TPEU). Comparando el total de trabajadores en esta categoría; en Chiapas, de marzo de 2020 a marzo de 2021, se registró un decremento de 0.75% equivalente a 1,669 trabajadores menos en esta categoría.
Ocho de los estados de la región Sur-sureste presentaron disminuciones de TPEU, siendo Quintana Roo el que obtuvo la mayor disminución con -10.9% el valor a nivel nacional también registró un descenso de 2.23%.
Comparando los TPEU a nivel nacional, estos pasaron de 17´328,081 trabajadores en marzo del año 2015 a 19´729,301 en marzo del 2021, es decir 2´401,220 empleos generados en el periodo en esta categoría, lo anterior representa un incremento del 13.9%.
En el mismo periodo, los valores de Chiapas, en esta categoría pasaron de 212,042 trabajadores a 221,452, es decir un incremento de 4.4% que equivale a 9,410 asegurados más.
En Chiapas, el sector primario tiene 7.9% de los trabajadores asegurados; en el sector secundario se encuentra 18.5% y en el sector terciario se concentra el mayor número de asegurados con 73.7%.
De las 15 regiones socioeconómicas de Chiapas, destacan la región I Metropolitana con 54.4% y la X Soconusco con 21.6% como las principales concentradoras de trabajadores afiliados al seguro social al concentrar poco más de tres cuartas partes de los trabajadores. El 23.9% de asegurados restantes se distribuye en las otras 13 regiones.
A nivel municipal, comparando el mes de marzo de 2021 con el mes anterior del año anterior, los municipios que registraron los mayores incrementos en el número de trabajadores asegurados fueron Palenque (391), seguido de Reforma(339), Chiapa de Corzo(337), Suchiate(230) y Jiquipilas (156).
Los municipios que presentaron las mayores reducciones de trabajadores en el periodo citado fueron San Cristóbal de las Casas(-920), Tuxtla Gutiérrez(-739), Tapachula(-671), y Ostuacán(-200).
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: SH 07 de mayo de 2021
Clasificado bajo: CEIEG, Economía, Empleo, Estadística, Indicadores, Población | Comentarios desactivados en SH – Estadísticas de Trabajadores Asegurados al IMSS
Viernes, 7 de mayo de 2021
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Indicador de Confianza del Consumidor
Cifras durante abril de 2021
![](https://www.inegi.org.mx/contenidos/saladeprensa/img/home/concon.jpg)
El Indicador de Confianza del Consumidor (ICC) elaborado de manera conjunta por el INEGI y el Banco de México mostró en abril de 2021 un aumento mensual de 1.6 puntos con datos ajustados por estacionalidad.
En el mes que se reporta, se presentaron alzas mensuales con cifras desestacionalizadas en los cinco componentes que lo integran.
En su comparación anual, en el cuarto mes de 2021 el ICC avanzó 10.2 puntos en términos desestacionalizados.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 07 de mayo de 2021
Clasificado bajo: CEIEG, Economía, Estadística, Indicadores, Inegi | Comentarios desactivados en INEGI – Indicador de Confianza del Consumidor
Viernes, 7 de mayo de 2021
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Indicador Trimestral de la Actividad
Económica Estatal. Chiapas
El ITAEE es un indicador de coyuntura que ofrece un panorama sobre la evolución económica de las entidades federativas del país.
Al igual que todos los productos derivados del Sistema de Cuentas Nacionales de México, en los cálculos que aquí se ofrecen se incorporaron los conceptos y metodologías en materia de contabilidad nacional, sugeridos por organismos internacionales plasmados en el Manual del Sistema de Cuentas Nacionales 2008.
Para el cuarto trimestre de 2020, Chiapas presentó una variación anual en el total de su economía de (-)1.4 por ciento.
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)
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI abril 2018
Clasificado bajo: Agricultura, CEIEG, Economía, Estadística, Ganaderia, Industria, Inegi, Pesca y Acuacultura, Producción, Servicios | Comentarios desactivados en INEGI – Indicador Trimestral de la Actividad Económica Estatal. Chiapas
Viernes, 7 de mayo de 2021
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)
Inflación repuntó a 6.08% anual
en abril, su mayor nivel desde 2017
El Índice Nacional de Precios al Consumidor (INPC) presentó en abril un avance mensual de 0.33%, mientras que a tasa anual se ubicó en 6.08%, informó el Instituto Nacional de Estadística y Geografía (Inegi).
![](https://www.eleconomista.com.mx/__export/1618525482955/sites/eleconomista/img/2019/11/05/aspectos_gasolineras_zh_2.jpg_423392900.jpg)
La inflación a los consumidores registró en abril un repunte significativo, el cual era esperado por analistas ante la recuperación de los precios internacionales del petróleo, así como por un efecto de la base de comparación.
El Índice Nacional de Precios al Consumidor (INPC) presentó en abril un avance mensual de 0.33%, mientras que a tasa anual se ubicó en 6.08%, informó el Instituto Nacional de Estadística y Geografía (Inegi).
Lo anterior es un repunte considerable ya que en marzo los precios al consumidor presentaron un incremento anual de 4.67 por ciento.
El aumento era esperado por el mercado y quedó ligeramente por arriba de las proyecciones. De acuerdo con un sondeo de Reuters, los analistas esperaban una inflación de 6.01 por ciento.
Asimismo, es el mayor nivel que registra la inflación desde finales del 2017, cuando la inflación se ubicó en 6.77 por ciento.
En aquel año, la inflación rebasó en diversas ocasiones el techo de 6.0% ante la depreciación del peso frente al dólar, los aumentos en el precio de las frutas y verduras, así como por la liberalización de los precios de las gasolinas, en donde el gobierno dejó de determinar el precio de los combustibles.
Con el dato de abril, la inflación quedó por arriba del objetivo de Banco de México (Banxico) de 3% +/- 1 punto porcentual, lo cual dejará poco margen a la institución para realizar más recortes en su tasa de referencia.
En abril del 2020, la inflación se ubicó en 2.15% anual ante el cierre temporal de algunos negocios, lo que afectó el consumo, así como por la caída en los precios internacionales del petróleo.
El rubro no subyacente presentó su mayor aumento desde finales del 2017, con una inflación de 12.34 por ciento.
Esto se debió al repunte en los precios de los energéticos y las tarifas autorizadas por el gobierno, donde los primeros repuntado 28.02% y las segundas incrementaron en 2.21 por ciento. Con esto, se tuvo una inflación de 19.30% en este rubro.
En el caso de los agropecuarios, estos aumentaron su precio en 4.08% en comparación anual. Aquí, las frutas y verduras disminuyeron el precio en 0.83% en contraste con el incremento de 8.20% de los pecuarios.
La inflación no subyacente, que elimina de su cálculo los bienes y servicios con precios más volátiles, tuvo una inflación de 4.13% en el mes de abril.
Esto se explicó principalmente por presiones en el lado de las mercancías, las cuales tuvieron un incremento anual de 5.59 por ciento.
Al interior de estas, los alimentos, bebidas y tabaco aumentaron 5.88%, mientras que las mercancías no alimenticias 5.28 por ciento.
Los servicios, por su parte, tuvieron una inflación de 2.53%, explicada por aumentos de 1.73% en los servicios de vivienda, así como de 1.12% en los educativos y 3.55% en otros.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente:EL ECONOMISTA 07 de mayo de 2021
Clasificado bajo: Agricultura, CEIEG, Economía, Empresas, Estadística, Ganaderia, Industria, Información en otros sitios, Pesca y Acuacultura, Producción, Servicios | Comentarios desactivados en EL ECONOMISTA – Inflación repuntó a 6.08% anual en abril, su mayor nivel desde 2017
Viernes, 7 de mayo de 2021
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/SIAP.png)
PIB primario oportuno
Cifras durante primer trimestre de 2021
Cifras desestacionalizadas y originales trimestrales por actividad económica (primaria, secundaria y terciaria) que integran el PIB nacional. Se destaca el comportamiento de los productos de mayor impacto en la actividad primaria.
![](https://www.gob.mx/cms/uploads/press/main_image/107272/post_Reporte_Oportuno_PIB.jpg)
Entre enero y marzo de 2021, con cifras originales, el PIB Nacional cayó 3.8%, respecto al primer trimestre de 2020. Las actividades primarias presentaron el mejor desempeño, con un alza de 2.8%, a tasa anual, en tanto que, los servicios bajaron 4.2%, y las actividades secundarias disminuyeron 3.0 por ciento.
Con cifras desestacionalizadas, a lo largo del primer trimestre de 2021, la economía nacional sufrió un decremento en términos interanuales de 2.9%, mientras que, equiparada con el trimestre previo reportó un incremento de 0.4%. En tanto que el PIB primario presenta un incremento a tasa anual de 2.8%, al ser comparado con el cuarto trimestre de 2020 disminuyó 1.3 por ciento. Las actividades secundarias no registraron movimiento y las terciarias subieron 0.7%, comparadas con el cuarto trimestre de 2020, sin embargo, al ser equiparadas con igual trimestre de 2020, éstas cayeron 2.3 y 3.6%, respectivamente.
Comportamiento del PIB por subsector
Considerando los cálculos del Índice de Volumen Físico Agropecuario (IVF Agropec), elaborado por el SIAP, se determina que, en el transcurso del primer trimestre de 2021, el valor de la producción agrícola y pecuaria en México, cayó 0.2% en términos reales, respecto del mismo periodo aludido de 2020.
Subsector Agrícola
En términos reales anuales, la producción agrícola durante el primer trimestre de 2021, disminuyó 1.9%, comparado con su similar de 2020. En tanto que, en volumen (producción agrícola) se lograron 55.2 millones de toneladas, lo cual significa un incremento de 0.2% respecto del primer trimestre del año precedente.
Aquellos cultivos cíclicos y perennes, para los que se observó comportamiento negativo en su producción, durante el primer trimestre de 2021 versus el mismo periodo de 2020, son: avena forrajera (32.8%), jitomate (3.4%), maíz grano (1.8%), naranja (4.7%), plátano (1.8%) y café cereza (1.1%).
Los cultivos (cíclicos y perennes) en los que se observó incremento en su producción a lo largo del primer trimestre de 2021, equiparado con su periodo análogo de 2020, son: sorgo forrajero
(46.3%), papa (24.1%), chile verde (9.2%), alfalfa verde (5.2%), aguacate (4.5%), caña de azúcar (2.3%).
Los cultivos en los que se presentó un menor valor de producción, en términos reales, a lo largo del primer trimestre de 2021, respecto al mismo periodo de 2020, son: frijol (7.2%), jitomate (3.5%), maíz grano (1.4%), espárrago (3.5%), alfalfa vede (1.2) y café cereza (1.2%).
Subsector Pecuario
Una vez finalizado el primer trimestre del año 2021, en lo que concierne a productos pecuarios, la producción de carne en canal presentó un aumento a tasa anual de 1.9%, esto gracias a una
conducta al alza en la producción de carne en canal de bovino (2.0%), porcino (1.9%) y ave (1.8%). Asimismo, la producción de huevo aportó mil 760 toneladas adicionales.
En términos reales (obtenidos a partir del IVF Agropec del SIAP), el valor de los productos pecuarios subió 1.8%, en el transcurso del primer trimestre del año, equiparado con el mismo periodo aludido del año pasado, estimulado por el incremento del valor real de la carne de porcino (2.2%), bovino (1.9%), ave (1.8%), leche de bovino (2.5%) y huevo (0.5%).
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: SIAP 05 de mayo de 2021
Clasificado bajo: Agricultura, CEIEG, Economía, Ganaderia, Información en otros sitios, Pesca y Acuacultura, Producción | Comentarios desactivados en SIAP – PIB primario oportuno
Martes, 4 de mayo de 2021
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Sistema de Indicadores Cíclicos
Cifras durante febrero de 2021
El INEGI presenta los resultados del Sistema de Indicadores Cíclicos (SIC), que permite dar seguimiento oportuno al comportamiento de la economía mexicana, así como realizar comparaciones de ésta con distintas economías a nivel mundial. Este sistema se genera con una metodología compatible con la utilizada por la Organización para la Cooperación y el Desarrollo Económicos (OCDE).
En el SIC, el Indicador Coincidente refleja el estado general de la economía, mientras que el Indicador Adelantado busca señalar anticipadamente los puntos de giro (picos y valles) del Indicador Coincidente.
Los principales resultados son los siguientes: en febrero de 2021 el Indicador Coincidente se localizó por debajo de su tendencia de largo plazo al reportar un valor de 98.1 puntos y una variación de 0.19 puntos respecto al mes anterior.
El Indicador Adelantado se ubicó en el mes de marzo de 2021 por arriba de su tendencia de largo plazo (véase gráfica 3) al registrar un valor de 101.8 puntos y un incremento de 0.26 puntos con relación al pasado mes de febrero.
Con la nueva información las señales reportadas, tanto por el Indicador Coincidente como por el Adelantado, son similares a las difundidas el mes precedente.
https://youtu.be/_C-O9Ue0TpU
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 04 de mayo de 2021
Clasificado bajo: CEIEG, Economía, Estadística, Indicadores, Inegi | Comentarios desactivados en INEGI – Sistema de Indicadores Cíclicos
Martes, 4 de mayo de 2021
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)
Nuevo portal rastrea el impacto de
COVID-19 en el comercio y el desarrollo
La UNCTAD presenta un portal rico en datos para mejorar la comprensión de los responsables de la formulación de políticas sobre el amplio impacto de la pandemia y ayudarlos a diseñar políticas de recuperación adecuadas.
![](https://unctad.org/sites/default/files/2021-05/COVID-19%20report%20update_1200x675.jpg)
La recuperación desigual de la economía mundial de COVID-19 continúa y la distribución desigual de vacunas afectará la capacidad de los países para recuperarse de la crisis, advirtió la UNCTAD el 4 de mayo en un nuevo portal que rastrea el impacto de la pandemia en el comercio y el desarrollo.
El portal busca mejorar la comprensión de los formuladores de políticas sobre el amplio impacto de la pandemia y ayudarlos a diseñar políticas de recuperación adecuadas.
Según el portal, la economía global se está recuperando más rápido de lo esperado inicialmente. Se proyecta que crezca cerca de un 5% en 2021, una tasa de crecimiento no vista en más de una década. Pero la recuperación es desigual.
Los países desarrollados experimentarán un repunte relativamente más importante en el crecimiento del PIB que los países en desarrollo, lo que generará preocupaciones sobre la ampliación de la brecha entre naciones ricas y pobres.
La creciente brecha entre el número de inyecciones de COVID-19 administradas en países desarrollados y en desarrollo probablemente profundizará las desigualdades socioeconómicas existentes, advierte la UNCTAD.
Según el portal, las dosis de vacuna administradas por cada 100 personas varían mucho entre países. África está muy por detrás, con solo el 0,6% de la población del continente vacunada, en comparación con el 2,1% en Asia, el 12,7% en Europa, el 6,7% en América del Sur y el 18,8% en América del Norte al 31 de marzo.
La pandemia ya ha elevado las estimaciones de pobreza extrema para 2020 y 2021. Las estimaciones indican que entre 119 y 124 millones de personas cayeron en la pobreza extrema en 2020, y se espera que este año sigan entre 143 y 163 millones de personas más.
El portal ofrece una descripción general del impacto de la pandemia en el comercio y el desarrollo, que cubre más de 25 indicadores con una amplia selección de datos al 31 de marzo.
Sigue habiendo mucha incertidumbre y los datos siguen cambiando, por lo que la UNCTAD insta a los responsables de la formulación de políticas a seguir de cerca la situación en constante evolución.
El portal es una actualización del informe de la UNCTAD, “Impacto de la pandemia de COVID-19 en el comercio y el desarrollo: transición a una nueva normalidad”, publicado en noviembre del año pasado.
Complementa los indicadores anteriores con nuevos datos cuando sea relevante y esté disponible, en particular sobre el lanzamiento de las vacunas COVID-19.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: UNCTAD 04 de mayo de 2021
Clasificado bajo: CEIEG, Economía, Estadística, Indicadores, Información en otros sitios, Salud, Temas Generales | Comentarios desactivados en UNCTAD – Nuevo portal rastrea el impacto de COVID-19 en el comercio y el desarrollo
Martes, 4 de mayo de 2021
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Indicador de Pedidos Manufactureros
Cifras durante abril de 2021
El Instituto Nacional de Estadística y Geografía (INEGI) y el Banco de México dan a conocer el Indicador de Pedidos Manufactureros (IPM) de abril de 2021. El IPM incorpora variables similares a las del PMI que elabora el Institute for Supply Management (ISM) en Estados Unidos.
El IPM se construye con los resultados de la Encuesta Mensual de Opinión Empresarial (EMOE), mismos que permiten conocer casi inmediatamente después de terminado el mes de referencia las expectativas y la percepción de los directivos empresariales sobre el comportamiento del sector manufacturero en México.
En abril de 2021, el IPM se ubicó en 51.1 puntos, al registrar una disminución mensual de 1.07 puntos con cifras ajustadas por estacionalidad. No obstante dicho descenso, el IPM se mantuvo por noveno mes consecutivo sobre el umbral de 50 puntos. Con relación a sus componentes, se observaron reducciones mensuales desestacionalizadas en los agregados relativos a los pedidos esperados, a la producción esperada, al personal ocupado y a los inventarios de insumos, en tanto que el correspondiente a la oportunidad en la entrega de insumos por parte de los proveedores aumentó.
Con cifras originales, en el cuarto mes de 2021 el IPM reportó un alza anual de 8.9 puntos y se situó en 50 puntos. A su interior, cuatro de los cinco rubros que conforman el IPM mostraron avances anuales, al tiempo que el restante retrocedió.
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)
Por grupos de subsectores de actividad económica, en abril de 2021 con datos sin desestacionalizar los siete componentes que integran el IPM presentaron crecimientos anuales.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 03 de mayo de 2021
Clasificado bajo: CEIEG, Economía, Empleo, Encuestas, Estadística, Indicadores, Industria, Inegi | Comentarios desactivados en INEGI – Indicador de Pedidos Manufactureros
Martes, 4 de mayo de 2021
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Estimación Oportuna del Producto Interno Bruto en México
Cifras durante el primer trimestre de 2021
El INEGI presenta los resultados de la Estimación Oportuna del Producto Interno Bruto (PIB) Trimestral, los cuales señalan que éste aumentó 0.4% en términos reales en el trimestre enero-marzo de 2021 frente al trimestre previo, con cifras ajustadas por estacionalidad.
Por componentes, el PIB de las Actividades Terciarias creció 0.7%, mientras que el de las Actividades Primarias disminuyó 1.3 por ciento. Por otra parte, el de las Secundarias no reportó cambio en el primer trimestre de este año con relación al trimestre que le precede.
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bx0p+YWbkjTm7HsY8ClHe2wKcgc1SqqIPoyzuwW6qILOGMviwZN3eS/ebgm6L+oCmYOnWqfJsyDI0tsiiISjRQcfAOHDtxAifPeOLmw0C8ub8D/eyV6xEP2kVKo7RRLAJfvEFSuWE4dOcIBnKCy7bsMyCRF4iTIfcPl0YmYaW1YxK5gCGQLkjIST3NSA7qbaZo2mP0skEoG3sRMyceRpiycrOAb1ofg6Yo9MRtU4Y1Rpqq1Ms2BbX16nvLJrBB5yWbZX3T9l0HcOrWdcytrYmk17uwSjbYlcPTLoLSpY0QG/gCb5LKYdihOzgy0Ia7Jvc/ucLS8iKR/i3//CNzhFJ1SzON9LnmfsszLT+eh8mqhH8QIviu74F61d1wxKA1Bs9YA4/rt7CssRa+cLMsnwRFshygVb0Oqmi+wI5NN7jGUAu1i6SJW/LxEHaeDYck6S6WtK6JGo1m4mosIfH2Lux4QDBzrogSvK+4fekWYhTnfDk/AVVKlETTf3zTPcsWWtijnBHh001P3E/NpwRhFy7hfrIQNvb2ihVgUvRQe+oS9LQIx8mtJ/BJqR9KRasaWjUuAYEkBIfnLcD1yLREUTcXYdFR6fs1czRuVTV1NZzQaRp3b67iJ0Qj7OUlrO/rBAOugVjYl4MRfcJNz/tIy1oYLly6j2ShDexTOmeBBdos8MCVOycw2j4ZjzZOw4qbX+TH1MKHvr4eePQVUVEK4yP5imhOjjzdjGsI1ZRb8hGHdp5FuCQJd5e0Rs0ajTDzaiwo8TZ27XiQTs4qiX6AR6/FEFqVQ9mU6Te/GGr2mYxp06bJtylD0aTU9/QEPBiXbYAWLVqgeZMGqOlgBv1vWqwAFm0WwOPKHZwYbY/kRxsxbcVNfMmJ7NMRjQePXkMstEI5rkB8fX1I1wd8jYriBjFSJPgazcmHpwtdXWGO6mlGclZvM0ev9lQs6WmB8JNbcUJlpVYNv1hN9Jms0BO3TRnaBGmqUidbZVTXq1wrW/JXfI2TXlT6tCStXAKLNljgcQV3ToyGffIjbJy2ArLmwteHvnQVytcopDWJaMQSj9NXFt+PCi1gX84I9OkmPNMyzVWZC7h0PxlCG3uorDJ5iD/MoInwYHkr1KhWDdWUt9qjcTxGiBKmAry+ewgz+43Bvx7HcHDtbGz1SYSwlBUs06/myBa8grVQy56P+LgkmHLGrWxqQxEjYO9OXI4phBaLzuLy5cuy7eLaLjCXPJMtDhHXGYLRfxkiYH1nNHAdj+lT+qBF7y14wy+FWvWsue5KCf2mGNSnAoTPV8K1wxRsPHQM+1YOQ9vhHggr2BhDetmnT2/cGLMWuKA4J4+U7zjTo4+Gk+eig7kQsXfmo7FDLbTr3R+92/8Pjo3mwidWCPOOczHpLz1FevXoNx2EPhWEeL7SFR2mbMShY/uwclhbDPcIQ8HGQ9DLPl3OAKO6mLl+LJzwFKuHzMSVaMV+lXCddkV7FJa8xs7JE7DO4wj2LpuE9bdE0LJ1UKRRQkW5xQF7sfNyDAq1WISzCj1cvrgWXcwleKZmcYgklDN2yxZj0byp6Nt6JDzCC6P5AFdYp+hXEorbu5Zh8eLFqdvyw08VB7mxc9R9HFiedmzJv2cQoOh8vh8j1J25HmOdgKerh2AmJ7hsyz4lv4vmYWrf1hjpEY7CzQfAlSuQ0KIi7AtL8HrnZExY54Eje5dh0vpbEGnZwqG8BrRyUk8zktN6mynGaDxrAVyKc61cdaVWSYou03S1HIefZphVqZBtOlS1p+8tm+gBlreqIe+XqjqjfJn/Yc69ZKAA1wablfimwzaqOxPr5RnDkJlXEM0ZpYr2hSF5vROTJ6yDx5G9WDZpPW6JtGDrUF5xljr00XRQH1QQPsdK1w6YsvEQju1biWFth8MjrCAaD+mFjM01z6F4l5bPyWxRCLdpNaNN0g+FxcF0ZnIDMtfhy9Py+KRXpgXNvxaRttQ/u4tCtNvQzljFogW+EXXcG0UJl4eRpXRRyHZvcnfSIIFZbzqRutqEI/k2TaqgQfxiXckjgstO5G1a178+2RTWIQ0NAzKr1JamnwqSvXz/Ztl+4mvyGNOALPQEirxrUEH7jrT42mdZ3uWLIzSp0doQeVnEb2lr26LEV1p+nZH4lwdoXBMbMhSmvKzmkdDQhpqMO0AvpUuIpWTxcl1K4msPGtPAgvQE8uvwNAqSfcfFdO2zNCeqFlLEktdkJ9LhaVPFSV6KfapeYnOI3tLhEdWpmIYij5zOCth0oJV35WupMy/3F3ro7kQaAjPqnV4RdHtSBdLgF6OuUkWkoChrSr3h8TXJqHRN6r7sOoXKLq5u2T5Iq8UW7rLyRSEZj/GL9aLjKfKUkb3PTFQtXIj1mkxOOjzSrjiJvDg5ZUv2KXnhZKdpVJpqdl9G1+UF4hDR28MjqHoxDUX74RG/gA11WHmXFKvVM62nqahqN1KyqLfpUb0oRLPRWgqRJRbT261tqSg/wwKITBaFKOtBvmlRiy1RWcr22vVstKeclO2bRSE84nHtW1PXiMw5ebqnyFNVe4v1oslOOsTTrkiTOKWL3h6mEdWLkYbicwEevwDZdFhJiiahQE174urEa48x1MBCT+FQgUcaBe2p4+JrJKsyeZw/xvVVTpDEBON1YCgSdUxQxrIYdH+neWxcKPwDQpBoUAJWpYzlH2H/IIlh/nguvaZWUViWs0KRtO+Ic0RcqD8CQhJhUMIKpYxzI2dpJEW+hX9QJEScziytTKD3hz17yIofln1SJN76ByFSpAMTSyuY5LaAf0K9zTP8krIlIfKtP4IiRdAxsYSViV4OH8fFIdQ/ACGJBihhVQq53Fx/GsygMRgMBiNfwMaxDAaDwcgXMIPGYDAYjHwBM2gMBoPByBcwg8ZgMP5QkhD18Q3ehsYovrHLgOgLgoM+IirjKv4UkqLw8c1bhMao++ZCjKgPr/AqMDTNRyvjp8IMGoPB+MMQ4+MZdzSzLoLCJUrDwqQgTJy64d97KZ+GJ+LFjr6obFoEZqVKoEgxe7iue4RUnznijzjj3gzWRQqjRGkLmBQ0gVO3f5F6ugJJ0Hb0qFgO5f+aDZ9MvYEzcgu2yvF3ISWemvTLEB4fAm1DFC9VEqmhuLKMW5WQRRwlJWI/4oX/Z4iNSqNcSYPUUU/Cp5eQh4CyRVoIqGcIiNSDg41uFnHLXmcSJ0z5A23leE9KpMSpEobg1csQSIpYoaxpJp4PUuUlL6tQ0wBFSpmjiLa8NJnGYOOI+fAcAeGaMC1bBkWSpfII47o5IYxLlUNJeYA7RT65EhqWhJ2FJkIyy3dW8bWUyDyGmHIcL1V6jMGH5zmMzacZkpY3JXhaRVCmbHHItJPwEfeueuNVuBiGVtVRt2pJbn8Swvxf4OO3Sueyao7yxRLxOtMyZ6HrdNUi6/qfZRkUSD5uQ3uHPjgWaQCrWjVRMuIOrvmGAzajcenREtQIXIoGVcbhelIxVPyfBSJ8fBAkrohpN25hZmUhPm5rD4c+xxBpYIVaNUsi4s41yE+/hBdLasnukRhwGOM69cGae1HglR6KC89Xof53fu7CyAFSg8bI+3wbn4lHGoWdqf+ulzKv3YlZxa1S+SGpUhylVETkt6Q26fC466eL5J1Md6bYkwZPkyqMu674qDaBzvYvQUIjlyziLL1X88GxIk6YMuo+eFXEqUp+OoucNYRkO/amrNzqUCUvoZED9dkj/RBd9QfQKTHYorhyeQ62IIFGLVrsz6W+Ko3CwKXhyT2ty+QbuZvaG0k/hOWRbttdFJtFvr/ND7fx0scuk5NFDDGVcbyU9KjqI38uTWax+VTmjduENqOIyzolv9hEncqkxTsDVwfMW62hJ7EBtKT2tx+KSzetxuvofVZlzkJmymRZ/7MogzKRO9qQPo9PRq230ifpx8Ixp6mfuYCgUYMW+CWS7+wqXD0XkOUQT+KkQz4T7Th9cHV1zE3p2bSjjT7x+EbUeusn2QfSMaf7kbkApFFjAfdLRC+2uJGdkYB4AqHs42RB6aF06cfCxzOyCXvk+FuhiM906jg8Nk1DC2NfbBrQC8uyFbhKTpZxlERPsXP3LSQKhZC82IutGX0/URJ814zC4vTBp7KMsyQjB3HCMo9TlV1S5HUCHmuHoir/KbaNmw9pmDb5YdUx2HardLPPg9QP75MrVxDGHU7wvoxb0UJoZHCJ9mPxtaQIchbHS50elclWbL60vKXk/cSm/rATJuLqP7Nx6J0NBh+8D3//u9jRwwKfTrpj7ildtF98Qpb2yPga0ODpob77MdnvY3OaQZ7VrMucfV1nVf/VlUFxWIFR19148/YlfP7tiGLSHlCSjGQxJyY9U5QolIwnj19BxEmnXCUn6EITDpUdoc8X4+3TJ9Kz0XX3G7x96YN/OxaTPb2QJCdDzNUPPdMS3C8R3nMzNj+Nqhixdjy4QR7jv0Rh2Bh5HPkINL0rnugTfchMoEFO7g8pNpszNLVxlBQnJVwfxV1Hi2qOGU/19QRUtPN+kjt/SlbM0DRIU4NPBeosJt/ktBlaGqrjlslmROrihCmjKp9K5GyGpiyvCNrUTJubhTWjTRGq8qMcgy1WxQxNk5yqViTNgi60/6v8fM3ilamyuTDdDE1dvlXpTzm+VorO0pHdOF7KeozNeWw+VXlLI5GuSK8htKDW84/Q3Q+xlPzRmw7u3EVnfNPchWWMYi0lyzJnITNlsqz/mZYhE8TBdHKwHWlz9dpm2EX6yv1e87cmN5M0os4e8rIknB9AJaQzsKpzZL+VEQefpMF2XL3SsKFhF79ye0T05vopuhMiIvGHVdRAk83Q/kvYDO03RseuHCy5keO7wEBuXJg9Mo+jFAPPbR7w16wJlyEj0K2BPj6f3gYP5WG/xv/Qd0BFJN+Yh9Eb/ZVmFtkgB3HCMo9TlV0kCL21HYvmz8G0wZ0x71IiNMpWgqOB4nCOYrDxYVazJiyivXD55itcue4P3Wq14JhhBP5j8bWyT47iYWUjNp80bw/nVoaeIt9aWrqwHXUVSdwMpdaImehiGYbjk9qiinlhlGg0HecjSsKpbHaiBGZd5u/V9bf1X10Z1CAOwtFhTdFl3XPo1nbHtrl/wQAkj5QjfU+nFG6FJ/0nw3IDcdBRDGvaBeue66K2+zbM/UtasQQoVasZKhfNqUYZuQEzaL8zErF8ubE0cFUWcatSUB9HiSPiJLYf+whBeWdYfAqCeaWK0Im+jB27pfHPUtCE/ehlGFQ2FhdnTsThnAWfynacsMzjVGUXCT5c+Afu7rOweOd9CGv0w5qt41E55RFUDmOwCe3qoLrxJ1w/uhGej/moVKvaNyFAfjS+VnbJVI/fkFVsPil8mNYfhCmKfE+dOgXDGlvIriewdMWOx6/gc2gN3Ac2h3WsFzaNagW3f/3lp2ZK1mX+bl0r138Z6svwDaJA7O/XCF3X+qJAk8U4c3wqakjtEd8AhgU0wKMExMXKzSTFxiGOeOAbFpT9liIK3I9+jbpirW8BNFl8Bsen1uCMIeOXo5ipMfI4qh65RHp0paJ8TXlI+CczZY/i0kK7iynon/qkKTCjvqcTvnlUFXllLDnq8EnHfjRdki1KENOHDc2ogMJDd9rGIw37yXQnWfHIUbMRrQ0RU8Tp/lRGyCOBUED83+KRozIZ8hN5hcY66hBfx55Gy4ShalGINrXZ8YY2NdcjgY4u6Wg4kfvtizTM8nseOUbSlbGOpMPXIfvRlyjdmhBlsvHI8Rs9qon8sOPNJmquJyAdXR3ScHKn2xcVkR+yeuSY/JTWda9L1Tqupucpz0VDNlBTHR7ptdut2JGdR44qyvyDjxyV639cpvrOgDicLoxyIF2egExa/Eu+6R4HSiMtyBeBlJ9wi6spIno+tyr3W0CWw67IUojDL9AoB13iCUyoxb++XG1RDXvk+N/DZmi/FRKE3t6FZYsXYd7Uvmg90gPhhZtjgKs1tLKIW5WRb+IoiQOwd+dlxBRqgUVnFXHBLl/E2i7mkDz7dnGIceNZWCAPPiWzfNkiizhhymQep4oQdf8AlqceW4J/zwQozSJzSHZjsPEKolYte/Dj45BkWh110gLcpZIr8bVywDd6VOzPiPrYfCmk1C2lvC8/jKeSEjAVvMbdQzPRb8y/8Dh2EGtnb4VPohClrCwV52YH9WXOnsykqK//8uKoKUOGSyXcnIMhq59wsy4JQs4Mg4OeEEIht2lXwxxfHhxbt4Sthhgv/u2Oll07oMvSuxBplEGbjtWlZ+PmnCFY/SQOJAnBmWEO0JOey23a1ebIb8D4dSgMGyOPIx+hps2a+JpGVLpmd1p2PVQRWymLuFWqRsNKcZQmbJ9EThoCMut9gtKHaJtEFTT4VKzrvnQzNCnit1upbVG+bDaWRiYzNFm+0m+yOGHKKPKZMV1KnCr5DC3jMS5/vY6TckixTGcdKmeMyjHYrqieoe3kZjOyxTd8Muq4l6ISLn8zQ0ufL+mWvfha0thl35DdRSHK8bCunMpZbL5Mlu1DqwVxWSdx8Bma3MCcm10pYqrx9ahMi/l0LSItQFZ2F4WkK3Nk5jJTJqv6n1UZ0kigi4NKEmcAv02r4UyznkpzGkXei1uQBZdP6X6ehinVn36ZwqU3SrhIg0oKvj2X2zScZ8nukAKbof33sA+r8xs/O24V4w9Fgpjg1wgMTYSOSRlYFtPN9y/gk8Jf4/GrCOiVdkC5FE8CjDwNM2gMBoPByBew4TuDwWAw8gXMoDEYDAYjX8AMGoPBYDDyBb/POzRJNN7cvYl7/pGQGFqgUs2qKGOk8pNJBoPB+EMR4dWxFdjrWwzNBruhipFi9x/CbzFDi/JZha6OJWFVvSk6dO2KTs3/B9vSFeG27gEyhCBiMBiMP5fIE5g7fBUeFnaGwx9mzKTk+Rma+PV6tKo5GKc/66DM313RubYpYh8dx46jjxDJt8SA4/ewtokgXQwoiTRuV0iG2Fs8fZQob4ok/8xiSSmhJiaYDJWxoTKiFOtJGgtKoA3D4qVQMjWAkzSEU1pMrjSUY4Ql4OO9q/B+FQ6xoRWq162KkoobZX2uNJv3cNX7FcLFhtxgoC6qSk9OCss0blnpgimCiMXHF/74LDZC6XIlYZBh6JMQ/Ag3vJ8hjIqiQq3asC+mKT8Q8wHPA8KhaVoWZYoo9iV8wqOb3ngemgyDUpVRq5olDFNuwx17KQ+yBtu0IGt4FhAJPVkct7Qbx0pje30Ww6h0OZRMzVAiQl69RIikCKzKmiJdhDTlvBhHI+D5e0RncD7J0ywMy3JmSPVKqEbvafKW1hsBtA2Lo1RJY3wb4iozuanXpzKp95LFEBNC06AISpkXgSKUm4IEfHp0E97PQ5FsUAqVa1WDZYpQlWODya6hPvZaOjKr8xwqdZ5FfSoS/0oeV86mEOJeB+GLZjHY2BRLcxmmuCcKF4PBl5DUNiz6QXlnqa/sxE/LaTtXJmNMt4RgPLrhjWdhhKIVaqG2fTEoWoecXGkjCQj2OYFDXp9hbOOIGsp1QibnrGL6CRGs1I+m5E9tW0/lx+t8riE1aHmXWDo7QPoRpIDMuu6nj6nfcUaR5zAbEmoYUYWRZykmnbsfhYumDB89QrMuLffzUvEhZ05igpH62FAZP5xU8aEtT6MwOfffRS9l11P3sbEiRljyC9rUqQyXh5T9PNI0b0VrZDfK4lxKphebOlEZxYeh0o2naU6t1jyh2EzjloVKMyZD5Mel487nadjRRGUBUCR5LW5JpVOvzSO+QTnqsdNP9vFsgudgshBoUK3F0rhjXOpb/1AHGz0leQmpkHN/2uMnv2bynSlkr8GVrcI4ui4PskYJZ/tTCWH6j3S5DNGS2pzceRpkN9GHk4CC5Kc0y1mDhLZj6aZyNjmU85Kk+Mg1fZlBAvOBdCFVd+r0rkLeXD4Kc+XYJVdmKmrllqk+lVF1LyEZOfShPf4K31ORt+ifDjakp3QtYSFn6r/HTyYXlR8Zq4y9poz6Op+ZzhMyrU/v0j5Qf+VLC2poEd+oDW0LTWnIYnq7qgHp8o2o7eZDNEjpg/Afk3fW56v7EDvLGHDZaOeyTSmmW6TXYmpZOu1aPL4Bleuxk/wUX5vnShvJqk5kJ6Zfun5UliDTtp7Cj9f53CNvG7TEmzTGhqssAnMacD69EMRRwfTxq6KBqzJowjLU7d+TdPr0afl21ofefJFXPqF1D1p/ktt36gQdWN6VbDU5hf69ht6ntLPkh+TupEF8DQ0SCErRwPMpHavUy0ApEmg60pCD98nf/y7t6GlDGvxC1PlAhp5CUdHl9zpFxz02kXtba9Lm61HN+U+4CqFodEJr6rFeKZ+nz9C15xGUcHEQlRJokuOQg3Tf35/u7uhJNhp8KtT5AGfOMz9X5s2glIA0HYfQwfv+5H93B/W04cpTqDMd+BRIt85K0x6h8TU0iKdXn9yPSX+fpTtBKZUxmR66O3Hl0iANgYBKDTyf6qni65kBVFoooOJNZtOJR6/J9xLXGC25axtzHVWwOL1BCz9KvUoKiV+4Do3fd4teBvjSpX97kJ0un/SqzaaHXKuQN1ZpQ9OlytPvyvziqTJoyQ/dyYkrv4aGgASlBlKqSrJp0EQJb8lHVm7p5kFzmpmSgCcg07bbKFBRjdTrPb28Tx33oE3ubclamytHzfn0JLV1q5db5vpUJsO9TnjQ2mE1qSCfG9T1PcMdD6ejvUqSkF+Y6ozfR7deBnA6+Jd62OkSX68azeaEKu+shWTdYz2d5Mp76sQBWt7VljQ5Gf+95r3Cs0wG1JY9C50H+mdSn74qeVxJJP9ldUmHb0ittoTI8yB+S6v+4vJdqBPtDU7vg/LH5J31+RlllNKGzlx7ThHi723nadc5feYaPZd6Uvl6hgaUFpKgeBOafeIRvfa9xBkeS+5axtRmWzCJc6WNZKNOyAwaN1jh9KvXeB1xTZXiT/eVhd/R4IylKoOWVVuXkxt1PvfI2wYt9gC5GHKjA42qNOdZSq+jAlUGTcOBpt5PrflyVLkNylFMsOzFhpKh6l7RJ6iPGZdPJ3euoioanRqHvYlXpBVQSBat59ORux8oNvkjeR/cSbvO+FJ0SoNV5+w38QoNL8M1MovWNP/IXfoQm0wfvQ/Szl1nKC2bqlxUKUi4TqO4gYRWzTE0vr4eCYp2pv0yAUSTR5eCxNesTUsDUvQhpk9Xt9PafZfJj6ulykYkdHsbKsDNDGot9pOPCGXE0+VhUhna0OgbiamjTw1NrqEUqEOLfZNVGLQEuj6Km5Fr1aQx4+uTnqAodZZniGtP2TRoin3SmUjgLhcqKW3EFceQp8yfkZzM9P6tvKPpRB8zrrN2IndpryNFrdyy0qcyKu4VsYmaafNIq9kmru/aTm0KcH9zdd1PqUnEXx4mu77UOXW0rLNO73Iqq9hr6suetc7lqKpP6Z08i9+uor+4jrpAi82ySNHit6u53wIq1u0QRaVrwz8q76zPlxs09a7RfqidKxHt0YUbjGhS7aUBqXIXf7pK29fuo8uc8MJzo41kp05kJ6ZfOh1kU++5Uudzj4yPyfMWfD4EfG4ijiQkJUlnrTlA9BQLqqXE3tJF2dHXUuMifX9MsB+MDaVjh3KWfIjfBSIwJYCZmhhhmrVGYGYXS4Qdn4S2VcxRuEQjTD8fgZJOZdPe96iLL6ZZCyNmdoFl2HFMalsF5oVLoNH084go6YTsZDPGkyuvvyZqugzBiG4NoP/5NLZ5fIBE/AF+gdFAIRvYmqY84OejWJ3uGOhSD1aKaMpyRAjyf4N4fnE4OpsrvbvRhrOzHYTiIPj5xSv2aeB/fQegYvINzBu9Ef4Zg6zFeHL394dmTRcMGdENDfQ/4zSnI5XRmbMg2nsWugzmzi3SCiv2L0CDgilNIBux4NKhA7tyluCL3yFQoUy1cuOOZUufykhCcWv7IsyfMw2DO8/DpUQNlK3kCFGQP97E81Hc0RnmaUKFtrMz7IRiBPn5QS7VnMRey6TsOdJ55vBLtEOnunqIuXoYJ0LF+HDiKLwTTdDcpZEiunVm5Eze3/Lt+VIZ5VYMONUx3bgy+gUiGoVgY2uaKnd+sTroPtAF9az0cqWNZL9OZC+mn4xs6j1X63wukLcNmtAa1qU5YYre4MnjL4qdUiQI29MH1f7ujqn7niIlon46+CaoMyAl9tYUDG1cKrXC/EhMsB+LDSWBWB7AifufAnUxwgSWcN3xGK98DmGN+0A0t46F16ZRaOX2L/xT3MqrjS8mgKXrDjx+5YNDa9wxsLk1Yr02YVQrN/yberI6InBy+zF8FJSHs8UnBJlXQkWdaFzesRt+Yg1oCLkkifFIVGpQki8RiEzpI5QQCqR5SUZyBm/nyUnJ0ucnEMiOy9G0H41lg8oi9uJMTDwcJnvonkLEye049lGA8s4W+BRkjkoVdRB9eQd2++XMv744aC8Gdp0PH7EjRu/ain420sIoyFYsuPRI5MqEPBxXZnLjDmdHn8pIPuDCP+5wn7UYO+8LUaPfGmwdX1kqVFk9Tf5WqEiWvqXgZCqXag5ir2Va9pzpPFO4Ntm6U30UiL2GI8ce4thRLySaNUcnzoBmhxzJWwXpz5eSezHg1MV005ALD/HphYcIhfBypY1ku05wSbMR009OdvSey3U+N1DM1PIoyfR4VmXS4vFIu8IgOh4kn9MnBx2nQXZasgUCjtPuUvJ3PnLMcUyw+OzFhpKh6lFEpAd1LconTdnjTVWPRVJIpqfrulPdah1pddqNaENTHeLptaPdMZmdK30Kt466161GHVc/T32MEbKhKenw9KjdbsVbZTWPHMUfNlCzAikvgdM2noY9Tb4TQ5eGliaB0IqGeKY8NIiiMwMsSde0Ca14mpzuMV/U4W5UhC8ku3FeaZ7wxaG0r3Mx4ms40rQHyYrHKZrUaG0IiSNOU/8yQuIJhCTgKx6niD/QhmYF0l6Yp2yc7u0n36Hk7D5yjL5FM2saEl9QnFpvfJnhMVNWseBUyTuSPLoWJb5mdZr/QhpuPzO5xWehT8UuGZnrlqIPU7cifBLajSOvNKFS6L7OVIwvbQ8PKDbd47SsYq9lVfaELHUuJ+tHjjI+76L2Bfmk51yLnHWEZDn0kuydUPrXBj8q79gsz8/0kWM2Y8DJyOKRY8KloVSaq89WQzxTH7NFnRlAlrqm1GTFU4rMjTaSnTqRnZh+6XSQtd5zr87nHnl7hgYh7EetxOQahkh6ug5ty1mgfMXysLBri3W+SdC07oXZw5y4VN9HjmOC3SyY49hQKbGeFs2bir6tR8IjvDCaD3CFdcqQSWWMsBcowU3zX989hJn9xuBfj2M4uHY2tvokQljKCpYpjwjUxBcTljCF4PVdHJrZD2P+9cCxg2sxe6sPEoWlYJV6sirECNi7E5djCqHForOK8l/GxbVdYC55hr1bb6HykNH4yzAA6zs3gOv46ZjSpwV6b3kDfqlaqGedXhP6TQehTwUhnq90RYcpG3Ho2D6sHNYWwz3CULDxEPSyz6A548aYtcAFxSGCWNo0OMQBe7HzcgwKtViEs4r8XL64Fl3MJXi2dytSwrRR1H0cWJ4mhyX/nkFA6ihQhAeLB2Gu91dol60Dx8hjabHUlu3Hgy/ZjAWXIu9F8zC1b2uM9AhH4eYD4GqNLOR2EwWzo8/soN8Ug/pUgPD5Srh2mIKNh45h38phaDvcA2EFG2NIL/sM7SGL2GtZxsETo04OdJ4lhZrDpXEhxN+7gXvJlmjT+X8qluIr+G55X5M/tVF7fmrjy7UYcOpiumnVGYLRfxkiYH1nNHAdj+lT+qBF7y14wy+FWvWsYZQLbSRHdSIbMf3kaGWhd95/V+dzgsKw5W2iHtHOcW2psoUxN6rQIN0iNlTbbR6dVczY0o/ucrgoJEcxwTyyFRtKhuJe0jTydJpkVLomdV92neSrlhWjUMVx5U0WI0wcTGcmNyBzbgYpm53wuFFtmRY0/1oEN/bK4lwuRfCZydTAXIf4spE3j/h6ZajF/GuUlk0VI2rFSjeBWW86kV4ANKmCBvGLdSUP7gKRt9dR//o2VFhHgzQMzKhS2+l0Kkg+Csu4ECPxtQeNaWBBegKFvDQKkn3HxXTtszwj6Uaf0h3it7S1LTeSlsXW+iJfQSUwo97pM0S3J1UgDX4x6rrvpmyGllEO/GK96NCZlLw8o4vDLFXHwNKsT0vPTstC73vSy5vThaZRaarZfRldlyozO3L7nJk+lclihiYl8TV5jGlAFnoCxbU0qKB9R1p87bPsWqpmH+pir8lXj2Ze56X1KTOdy8nmDI3j65HuZMIHCctPSPs8QNUM7bvl7ULzhmdyPodcRorjylsOYsDJyNDO07a0mG7iyNu0rn99simsw/VLBmRWqS1NPxWU+vTkx9qIQthZ1YnsxPRLpwPpRTPRe67W+dyDhY/5Lv672FCSmGC8DgxFoo4JylgWg25ObiSJQfDrQIQm6sCkjCWK5ejk3CUu1B8BIYkwKGGFUsYZP8z8c/ghfWYkLhT+ASFINCgBq1LGqR/CMnKL/zYGXK60kTxYJ3K1zmcBM2gMBoPByBf8uiE7g8FgMBi5SJ6YofHS1tEyGAwG4w/mR0wSm6Ex/ljY03YGI3+Rp2Zoz95dlP2XwfjZlDf/W2bQpHWP1bvfH6k+pTBd/r6k6JDN0BgMBoPxx8MMGoPBYDDyBcygMRgMBiNfwAwag8FgMPIFzKAxGN+J6PkxTHKbhNmHQ5DqNjLhKTYNmIihS+8odmSN6PFhjHObhx2Pc+qCXAzfzfMwYNhhxW85sdfXoVO9SVh/L0axJztIEHJhA/o37onWXdbDM1juYj360hp07nsUb36Cd/TvL3cuIwrA3lGTMGDqRXxIzUoS7v87E/36bMONr4pdWSF6hR3DJmHc5leKHTlA1bmx97CwRS8MWOWLDB44M0fyGZfnTUK7uv3QZ85NhMhUGYOr7sMwbOu7tLqaa6iuh78CZtAYjO9EaGEKzZf3cGjPtdSOMPH2Rew99xQJRUrJd2QHDU3oFdCB9nc4bBVq60BfT9nBUQL8XiWg5vgR6OOcg6hT4iAcXnES4i7j0TrpBNZ7cB0ft89jrRdMm9dFSXU+bH8AScRb3L3xGP4Rv9igCYujhOYb3Nx3ChfeKfKS8AQntt/Eg4SCKJNtMQqhracHPW2h4ndO+Pbc+BdvkVC7F9wH2cFAsS87iP3O4N+dYnRY3hBJO/bgiL8Y4tensflCETRuYZYaSib3ECPy1WN433qr+P3rYAaNwfhedCqiaaOiED+4iYtB0o4wCffO3EaojiOaNCnMjbqDcX7uVLg06IGmDYZiyLzreCdKxj1u5D9k2nas7D8E7fsc4voDERLikpAsvYTKc6Q34wzV4bUY3LI3t38IBs+6jIBE7tSkJMQnKAJUiUJxfdVyrPB4jAurlmHmlqeIkI7ORX7YPXIaZq8/gaV9hqBV49EYt/YxopTiXIESEJ/Ih4FRURTQ5e4WH4/oKwdwIOYv9G5urLKjSLq9DyN7r8LqJTPh0tQdO54lI+reYUzp1B/NuLwPnXcNb7g8Sju896c3yPNeuzc6996AC29/sRFLhzaqtqoBU9ELXDz7STaDSbx9HddCtFG5RS0U46vJf9ITbjY+DXOWbcOIlgMxdMtbJCckICFJegX1ZY5/eRELeg1Byzq94dJrHU6/lsYxE6c7N/jyHsxYeB53zuyB++TDuB8uVZYYz7YuxJCpHtg3zx2d/h6A7sP2406ksiI5VcYlIlGgB0NTfegiEQmxMbix/iRi23ZCoyKqNPltnZRE+mLnmDFoW5fLe58NOBcgj7UmCrqGJdK81+6Bli2nYemZj8hpWLyfCTNoDMZ3o4lKLWuihPglLnINW8yN6i9c+gzdWvXQoDAfsVc9sPLgZ5R26YKetQW4u3Ejdt1LQNjT+7i8fS8OBmmhgFlRSD4HwufKA7z6LFZzTjLXwW7HqLGn8MGyMXp2KI63O5Zixra3+PziAW7cDOTykozna2Zi1PKn0GnQGi41xLg6exom7PzA9YNReHXTB/tXn0OUcwPUMQrCmSXbcVzxWFGG0BL1m5rh/qJxWP/CEk3/0sThdfdh268N7NR4uBWHvob3hePYuDcYWgWKwlTvNhYOXIdLyQ7o7FIan3YtxPi1ARDF3MGWxecRUqYp+g1whsDnEJZueZYaQT4voFWlPhqYi/Hk7A28EysGJnpO3IDFCHx1+RdH4PkNb+xdfRrvtfVhaiLg5HwHPi+iAHXncHVk9cAl8Hhvjtb9G8E88BimTTyGwCSpjuTnJvnuxciBO3BPtyq6ulWE2HM9how4gbdiMSI4fV/duQdHI+3Qor4BAo9vw5rDYYpSyBGWq4GGFr5Y0WUPXpavi7pa57D5ehn06GmjxlmxOEOdNMClWbOw6LwIld2awjr4FCYN34+XojjcXL8Nx4JLot3QjqgpfIzt847gYR5SJDNoDMYPoOlUD3+XFsP33A289paO6vXxvxbVUZBrWXp/DcTmTS4o//UFvB+GIkkSgy+R8o9GeQY1MGH/MmydVVv2OwXV54jw0vM2ggQOcJvhApfB47D75k6s61sirQEnvcbpo68h+V9XzBnbGt2njER3hzj4HL2hSADo1+2EyYPbY1Cn8tCQfEXEZ+UPWDXhNGYlTh6ajz1XlqPbl8M48IWbnVUJxNaJszFy3G5c+yifYaSDp4v605Zgx/6hqPPaGzfD9ODUrC4cq/yFv+15eHHpFt7pVMfEPTPRp0IMnlx/ieAkwteor7I4K3kGzbJo1rQEJI9v4sKrh7KBiX6deqhXiJOwfmb550G/4UBs9ViCKY11ZHtkqDkn+bkPrr/ho0rvwejbrTPmHtmF8zvaQRqYX44Iz49dwnOJEwYs6YmuffphRh9bxN68hIuKx6E8g8roNcsF3Uc2RkVNCSI/cwZUGW07DDu6Bbt2rsSpg23xdctJRLfpCOeXHpgxaCamrbyNYFWqTKmTkwvgytVI6FeujcaV7NCyiTV4vrdx9a0W6rovwqpBVoh+eA+PPyRD8iUa6Wb6vxhm0BiMH0HTFk2algI9uYrlW24hzLgKmnIjZ+kiiw/756BDh1U48hIo5WQBIz5P2v/JEBQqChOl/k+OunMkSExIlgbKgqZsiK0Jo2LG0FV+GULSMP8Eob4udKStmqcPPT3u3ARZqEvpDmjr6cjen/A1hNx/Cd86ZBCggKkJimh/xEFudmbdrzm+rF6KXVF2cIw6hukr7inSKSEwhklxeYhOSXwCEiTJCDzvgU1rj8C3gDPqOxSC+P1ZjGk2GrMPcDPJ0mVhbcRD3nPfqgG7FrVQhl7h7IIjuBJaAHVaVYEhd0SSaf75KFi8CLQVv1JQdw4lJiKJ+NDQkr8w1TIuhELpFCl93JsE0tCFnizOCmcw9bW5fzn9xsuP83S4Y9JDfCGE3KkqPWsI9VHMvCC0357B5mul0cM1BhvGHsGXyuURtX0Z1l77dlqVWieldSmBkMwNULav3Y+dT/RQs6E1iohDcHjIQHSfeg5+KAEH2wLgc4XKS6pkBo3B+CEEsG1ZGzb0GteuRKDgX/VQs4B0vwivfJ4hysAe3d27oX6hZMRJOCOSMpoVCFREWld3jgBlHEpDN+kFLh4PQtTbcxhZtTXaL3ye9v5CqzScHPURf+siDj2ORNjdEzj9iGBWtaIigbRrzB7RVw9gf1R99G1VABFh0ShoY49KVgUQHRapSKEM1zkrFrNolrWClaYYehXbwX1uW1gnfEZCIRMUevUYDyP1ULnvIAxsaISkOIKEK1deQ1i+HhqWIzy/dAdhhaujaR35apDk55nnX8ANEDKi7hyBtQ2s9ZLw+MwVBER+xJEBXVCt6WY8SLUvQtg628Ig7hGO73uF8BBf7D/2ElTCHtUs0xu+rJG+OzuBr61d0Mw4Ep+/GKFMNTuUMY7B5zAVzwlT6qRmaZSzEUJkYItuc0agm20SQuONUaLIW9y995WbfLbHhOHVUTApniuTJE/NtJlBYzB+EKFNXTSswHUF/MKo28IJevK9cGpRFxYJNzHlf24Ye0sL5trx+PA2nJuHqUPdOREwbNkb45rr4OaE3qhZawlu6NZEdxcbJaNoiCZTRqGz+Ussad4RddvvxQen7pg9yl5xPJuI3+Hg2ruw6tsW9lpasKtcBiGnt+Hfs5EoW8VWkUg1AqsWGD20PMI2j0Vd57HY6lcQtRrZwrByXTS2TILnGDc0GvIIWqU0Eff+I0Lz0KMqGcJS3Gzbmpur8VGsQV1UkysSGuryr+KxXQrqzvlsVA8jptSB7tVlaOHQHVOvaqN+36ZwUHq5ZdSyP2Z2N4XvnMGoXXkUNr4rh8FLusNZPhHONmJ/bnZ2xQLde5eFprYtnOw+4/zinbgYZoVKjt88HkhDUBKdJnVFxdDD6FW5E3qtf4vC9WuggmF5NG5RAolnF6NRrbm4o10c2nEhCArJRBD/Mcw5MeOP5L9yTpzEjcLfxxigpLmBkvHJHPXniBH98T2CY/VgZlkYeioH7EmICgrGZ15BWOTgnqnEBcHrYgRKNKmIktJOVhIDf68HCBRYoFoN82wtH5fm/+1nPoqUMoFRSked9AXvguJRwMIEhjnOVNb8dOfE35P/TM4Rfw1F4Id4GJiXQDF91TOvpMhgBIXxUMTy+2QW9/oeroSZ4u8axWWLQSRf3sLH6z2Eto6oYpmNbxESufy/iQK/aHGYGad8U5KMqLfBiDU0g5lRTmeMmZMbzomZQWP8kfxXBo3x3/DTDRrjp5MbBo09cmQwGAxGvoAZNAaDwWDkC5hB+1l89cexuTPRrWEPNK47CP0nHlF87Z8HiP8Ib++gPPWFP0M18W/u487rH3/pnpnfRLX3+BHfhDkgt8qYn/gpMvlJ+swzPjk5mEH7GYjeYkf/cZiy5SUE9tXQoKouAg7+i0GDjyLgV+tcHIRt3Qdi2NbXSFbsYuRNxK89MKDpdOx6+uOaUuc3MfN7/IhvwuyRm2XML/w8mfwcfeYZn5wcbFHITyDx8lI07nkZpaaux5Z+UmegSfBdvwirnlmj10wXVNMPxfW1m7H5lB/CeIVRqWN3jOpZAQUlftg9dgcCylWF7u2zuPpeC7ZtemLKAAcY8aW+/LZi+dY7CIzVQel6HTB2Qn1YanzFw23rsWKfL8K1SqLewH4Y1twEzzcswob31qiB+zjiHY2itTtg/Pg6oCMLMHT2FbzTtUK9HgOxdJApfFTlJZ8PddQuCpH65xt2AJ9syyDs8i2IW4/DyvYJ2D1nCw7fjYSWVXX0mtITjS2FiLpzFIsWn8fDT4nQMauAjhMHoXO5t9g2eg8+VqgEunEOt6MKo2a/ARjZ2hxaElW6MoemzE9jBt2OLYP7492x6PhH6FSojq7TpqJPqYfYvGA/zj+JAEwroM2oPnCtYpR+VCr1BblwDTZ7vsNXGMDybxdMHF8bxW4sR+NePqizdQdm1lMsPeQGNwdHKN1jUlsIdh1OK3tLF9R45oknjj2woPNXrB56FIm1qiDW8wzuRRVF05FtYHR+Dzzux6FEm36YObgijLi7qiqjMPIpds3eimP3wpGgWxSVuvbBxK46OJPZ/dXKXmmNu4IfXxQi9Wc4D1uCLWAbchtXxQ1waGNDFWUxQ5wqvTtq4JHKNlcfpbUliLp3FIsXnsWDz5qcTjph7Jg6sNDiZmIvL+KfBUdw0z8eumWqosfEhohbNTud3gdUiVLdX6RTvNR35GbMW3sLgVGAoXV19JneBw1LKa1ElPr0HLtdrs8epniyaz2W732Or8WqoIVjNO4El8OoeY0Qu2UR1vs5YtT8FrAW3ceaIYcR1WIYprSUZL9ufQdsUUieRIx3jwMQwS8O55omMs8MUs8OdgOmYt0/nDEz+j6fe6p9+b1DxPl1GDnLG8nVW6JduTDsH7kAm5+LEP78Aa5s34MTic5o39gYflsXYewaP+iYmKKINg98QxPYmOvglbq8/Klk9M9npqvar13CG+yevgGXyQm9hrWEfdxtrF/piXfJkXh54xb2rL6IpNpN8VeRAOweMxcbHovxRaWuxKp1uz0ChUsWgjaPD0NzS5TQe4ONA2bh3zs6qNOjJaqKfLC49wLsD0w/KlbnC1I12iiqfA/9KPW+CcWf8eyKN7Zv8IFRg5ooGeaNlX0W4HyBaqhfMhKey7bj6Ht1ZUzC661rsPQCUH1AF67zT8C1lbtx4q1G5vdXJ/uf8qw8oz/DoqrL8pTTpyq9i0lNm3sFRHmr9nGpyq/j5GsgcyWZGEnU9xfKZMdfpqx/kesz9upGjHL3RKhlA7SvHIHD687h2q0gfJHIy3HD+y1kLq3EYZze7+BBYGwO69avgRm0n4BYJO1k+ODq5Ld8l889db78iuHJxTsINyiPRs3LoVLbWrDjvcZVz2DZx7v8IrUweGZHdB01BK6VJPC79hCmtf+HSoV40ChTG32biXEui7z8mSj556v/VrVfuyANGOgL8fXRVRw8EwCDlkOwemEzmMtGMDwUauqGyQNaY8jMtnAUB8LrRhAeqtTVOzxXpdv+FVGrsR2M+UKUbtoZDcVXcOopofqwMRjWsx3GLmgHu5gHOHk2RJbjFDLzH/kNgqKoqXSP5mWlFVaNb0IZfJRs2Q0De3fA3/ZCCErUxsBxHdCnpQ00KQZRkUlqyhgMzQK6EH55ibN7b+BVgbqYvHkUOliaZn5/dbL/iZ7603xsVlNdlktfoKdW76ra3H0k3lPt4/KNrwq/jju7o20TJZmUCcyyv5CRqb/JjIjg5/UYIUJH9JzTFV2GDsOAerpZepLJUd36RTCDlusIUNzaDLqSYDx/9EXhFSIZT5aMRNOO63EpLP47fO6p8+UnQXxcEiRJ73Bp435s2vKKM4Y1YVdUXsl4Qi69tJYKdKCrzd0sOcNoKkv/f38qSv751Pm142bgXf+Zi2k97aH/4R72zZmFLq1X40ac9CRuwKChKesgBJwutaSiT+Suo1JX2fDTKCU+EYkk5DpTbVmj5RnoQleqqnhlXWXuPzJ7qPZNKIerm7o6XAoeBNxojaerJ/+4W8Dn9snrqeoy8mDecxLWzW0FZ/1Q3Ny5HqNaD8e8KwrnhOnIhux/Yh+a5mNTTVlMiqCLKr3Hyk5X2ebU+rjMhl/H7LbRzP1NfosomeuZeHJfkFxmufqqlFj6p0QMmXevJJHiXXtu1K2fj1REjFzG4O/WaG+dhOtzp2Hq8sPYsXQ+Jm/0RZjICObFynyHzz11vvz8ULpCKWiIdWHfezjce5VG0qcEFDIvLFOs+NM9nDj/AZ+fXcKlJ2IYlbOSXYvPHRTFxyFKVCLLvPyppPrnU+fXztgXGydsxLnE/2HW4fX4t7cF8Okd3kZLewEJQq5fhGdgJF4cvYlnYkPYVigBG5W6KgZrlbr1RZKQz2lLjITYr0gubQf7AvG4c+gMfD+H48HOS3hKJqhco4Q8nzKy8B+pCqV7xCr6SFW+CdWRvq5qqCmjAe6vXoalJ5Px9+IVOLy1HazwGYGBsZBkdn91si+e0drnIqk+NtWUpWgItqjUu1zIqtqcOh+XZraq/To+5Ixcqkwoax+dUrLyN5keIaydrVEg6TEOrbkGrxO7setqbOpsTk9PGxTxDi/fReL12Xvwkz3iFee8bv0CmEH7Geg6YMSWaehXTYSb69ZjybrH4NXojEWrOsBa+D0+97hRq0pffuVh69oPAypFYKeLC+q6HIB/kSqoX1H+qIhvoIPApQNRt/G/uFe4IcYPq8rV5WIoW84I4isr0KTvTThPygX/f/kZdX7tCpVF/fqF8HHPbDQs2w49tkagXK9OaFJE2sXzoK/7HqubdkK7GU9QqP0ADGigD0uVutJTo9uy0DUrA5vCYlyf2B3Dzztg9MJWMHu8AR2dXOD2bwgcRo3F4GrKL+HV+YL8zHVHqhEq3+NgzA86mhWoKaMxHBpVRZEPpzGqRkvU7HgEYRXaoFfLgtDM7P7qZK+rOP5TUVOWao6q9V5U3pWqanPqfFzqF1Lt19HJQkkm+8VolI3+Iqf+Jg2b9cFUV3O83TIfY1d9QhFr6SNHHtfTaKJCiwYoy3+IBfW7oO/hJBQrIK3TghzXrV8BW+X4y/gen3vqfPlx13r7EeH8gjA3L8BVySRcGtUVI+/Ux+YLPVAiNAEFSiill8QjNDAUyYVKKPyx/aD/v98Qtasc1aHSrx2nka+hePMhFhpFzFCyMGdcErwwqfpM3G+1CEfHmuJzrD6Km+py3UEKGXWVgmrdSmI/4+1HMQqWLib355f4Fe/fRoJXNEV335JT/5Hf3OOHUVNGcQyCA0IRo2GMkhbGSPG1m+X91chemR9f5agO1WX5Ru9ZtTkOlT4uOVT5dfxWJtlooznwNxl3cx/mHg1HBZde6FIpHvu798Dcr11x7EhXWWw20ZcQvA3XRAnLND1J+R7fpNklN1Y5MoOWL1FqXJeGoIpS42HIybFByy6pBm0xTsxyUDJYjJ/JzzNo2eX3anPiwJMY2m4lrscawtQoGaGhAlSdsRzrepZUGnz9tzCDxlCDBNHv3iCImx1YlC2qCGfCUOanGTTGL+HXGzTGj5IbBo29Q8uX8GFgbgk7ZswYDMYfBDNoDAaDwcgXMIPGYPyp/EfOh/M0mTjq/k+c7uaqo/BkPPh3JgaMOalYap818a+vY+34mRjUayamr/LCW8WnE5LQh9gxdTaG9J2PpYf8ofjMLsfp/2uYQWMw/lh+vvPhPE1Wjro1NKFXQAfaqhdW/ji57iicEP7yEbzvvMPX7HwfFv8AS3vNwTrPT0iOC8L5JbMweMkTJElCcGjcDCw64o/Ij4+wc6w7Fl6KyXn6XwAzaAxGHifpgQfG9l6DLVtWo1/TfujUcx1O+ydxB55g04BpmLNsG0a0HIihm/whifTFzjFj0LZub3TuswHnApIgfncRc3u5Y8XFr5D2c+K3FzC713SsuhKD5IQEJCQpZiCiUFxfNR89m/RG86bjMW3LU0TksQ9ncw8xAg7sxAHfeCTe98D4VY8Qe3sfRvZehdVLZsKlqTt2+SUhIS4JyZx44q9vx9DeG7F7x0r0a8bpoN9uXLl5Au6dB6JVy5nY4C33CqRK/tJFWlF3DmNyp4FoVqcX2ndZin2PorO8/46nkXi4ZTF6NuqJli3dsfTUO6TzzShF8hX3NsyHW8N+6NxvC7xC0maTqvOShvjjJ8SbVEDXBUuxac8M9KlIeP/4NcJDb+OcVzxse0/DjoMj0LxgGC6ffIK4HKZPVNznv4QZNAYjj0Nhgbh18Rg2HElGTZf/ofCLI5g8ZA98E7PnSPl1kdIoEHwbu3feQLiE68iPHsVB7yQUtU5Icz7MzRGy5QQ3H5HeUbcBJKGv4X3hODbuDYZWgaIoJngLnysP8OqzGJJgP1y/cBBbPQ1Qt6Epws9vxdAR12DwVw2Yh97EmqXn8VEcnQNH1pcQWSTz+xu+3KjSmbUysVc3Yfy8G4iyrY/WjhG4ey/F44eavCg9ihSUaYq5HksxoaEuRG/u4VYAH2Wq2sHoYzCCk/koam4KoWYxFC/Kw9f3wfhSOmfpf8VgiBk0BuN3gG+MhiOHoFdPN0zuVQ6Sl/fh/V7aY2TDme8Hc7RuVx5i7yu48M4fZ077Q7fu32hsIv9cRkY2nGbnLwTpHXW3sZR/KMzTRf1pS7Bj/1D8lXGJsMAMTUd2Q7cBtVFek4/izVwxop8LmjpogL58RVSCbw4cWbeAc73M7t8fRt6qHD1/VPLMkYzXXk8QpuWMvnOlToaHo09dhRfORDV5UeHYOen1OUzquQG+1l3hPtAGguRk7h48CIWceeDJXeWRSASRYjV9TtP/lzCDxmD8DnAdhYbMZYMAunpaXPeRjCTZM53sOPMVoETrhqgm9MWZNcdwwc8QDTrUhJH0nBSYo2o5AmOYFFf2jaEETwu6utJOmy/7flHXQFfWgfIF0h6c+79EjfzVObJWtXIi9f6ZOx5PISlJDOILpa/7ODShoyPk6gaHurxkMDJJfqcwxnUFfMy7Y+1WN1TU58pjWAD6PAliv8ZCIo5BTAxXL7h9BQQ5T/9fwwwag/E7IP4Mr8NeeBvmj5Pn/CApaIly5vLmmx1nvvxitdC6gQ4e7b+AN2Z10KZOhtAwWtlzgpu/UHLUHZvyfokPjWwvAlGa4UrJsSNrXib3V+fouYiSJw8BLCtYQDeeG6gcfoPPfpdw5lac/JFjdhw7xz3BqsGr4fm5GOysouG5ZiNW7HyCGHNblCsswbMzp+B50hNe7wWwqVQO+jlNr7jNfwkzaAzG7wBfH7r+29HeeQAW3DZCq6muqJPRSW+mznwNUKfD/1CU64TLtGwIp28mId/jNPs3J52j7jP4nGH2kmNy6si6uGkm91fn6Fl5IMJHoVY9MaqhJq5P7Iv67Y4hvlRBeaeeDcfOsZeP4+DLZG7a9R5Xt+7HZm4mt+XIc0RrO6PvhHowvr8DI0acxEfbthjezRwJOUz/K1xoMddXjD+S38n1VeL5RfhrwBM027MRw0pFIK5AsVQntirJhjNf9fyejqq/2/XVN466c4HsOrKWkuX91TmzVkaMLx/CICpsgkIZByo/UBeSIoPxNkyA4mWKpnOyrI6cps9Ibri+YgaN8UfyWxq0vVswuXpODdSfwXcbNEaeITcMGnvkyGDkcTSqd8fmY7PQy54ZMwYjM5hBYzDyOPwCJrB1KA1T5mmawciUPPXIkcH4L0l55MhgMPIO7JEjg8FgMP548tQMLQ9khfGHIK1zKTM0Vu9+f1gf8vuTGzpkMzQGg8Fg5AuYQWMwGAxGvoAZNAaDwWDkC5hBYzB+cySht7DFfTB69xmO2XsfISqrsB3id/BcvxBLDvnmUqTkPxdJxEXM7zsZB4MyeLEXv8XByX0x71yYLE5aliT44+zKiRjYsyf6j1uGEy/VxHyOfopDC0ahb+8BmLDyHAJ/RdCxvAzlAaTZ+CYryQ9olVtjatiwETVq3ISatmhLbmPXkVeomDuYSN6LO1KT9gukCenBKjdq3LBhatrmbd1ozDovkiVNRUwf9o+gprJ0ylsjajHdU5FGDbGv6eKV59yd1JFMd1d0paZdVyh+M/I6KfUtjzSB7yfxPs2pbkA8nibp6moQj1+Imqx9TSLF4W9JpherG1MhPo+02+ykWMXe3x2VfchPJ5aujLQlXecZ9OibziGZHs1wJl2bEXQlRrFLHeK3tL2dKQl4QtIzNiIdAY8ExVrT5sAMWkx+TEvqGROfr0WGRrqy9GaddtHbdP3c70tu6DDvztDEEXh+/SIuP4+GvoEeNGOf4+TywWjeYyPeiCUIfXoVFy4/kSZExPPruHj5OWIMCqCAvi4o6CJWDmmNoQfC5ddSwNcygKGhIQrgA+54XsKTCB3Zb0O9TDwwiF9gWbNKaLvqwbfRYlMR4/Oza7h47ZniN4Px35B4fSM23klA+bGXERq0H26mUfDcuBO+aqZeiY+Xof+UCwj/BcEX8xuS4H1Ytv0tKnbqArtvnF4KYdelIxzfbseyA8GZztIkQYew5VQIjFtvxMuwMDxdWh/aoedw8KI08GoaSd5bsP5GDOzGXcHHsFfY0bEYPh1Zgs2P2Tw7hTz/yFFYeTB2ehzE0Us3sLSZLr54X8YdVdNsYWUM3ukBj4OHcOLIRNQSRCHozWfFQSl8mLSejb0eHtgzpxXM+AKU6/Ev9nscwK5xtQHRO5yd54YGlcqjnHMj9Ft5E2ESMV5sm4UND2MQ770UrvOuIjbwEMa3qgY7GxvYVW+NCYcD2GMbxi9CjI8Pn+IjGcCpRiXoFaqD/1UQQvTyMR7HK5IoE3cb8/rOwRP7ZqhdkH1Q/mNIEHL8ADxjbNGgoaVKz/ICy7/RwDYWlzxOIDQTi8Y3H4BDr57Be21nmAn40NbWBI9viKJF04f4kURF4YuEh8LFzaEtNEFFe1PwRS9x994XRQpGnjdo9OUN7t7yxtVjW3D8UTz4Rc1QXJUL8GQfLG/XDM2aNUKdv2fgbpkeGOdmrTiYFUl4uKADOs68Ab1mQzCwnginxraC27rX0CtuCVMdHvjGpeFQWgueS6Zhx/uy6D1pDBoKr2H5hJXwVj91YzB+IoSoKK4z4+lB30BqoHSgr8c1juQoRH7N2ING49r0fljytg7mr+sNy9/FjX6eJQn3bj9Cgq4NKtioEaawLCrY6iL+gQ/uZtZHCHRRqKQtrEy0EftwNfrNvAhelaEY0Th9fCDNSrVQtYAINxZ2Rq8hPdB71QOISIQvEelncn8yed6gJV6ehro1aqJemwk4leCMwQtGooaqGAo8PoTa2tDW0oaeYQFQ4HnsPPFccTALkh5g754HkPw1GZtnDcGIReswonI0Lu05DvOGbfC/Inxolm2HCV2qo9WyCzgy3glRty/idlAiN2qKYI9vGL8MgUDamUoglj0mIIjF0sUJwm+CVH65OAX9VwbCvmcfOES8QQSXXjpYvPc8hD1h+C7iEfIpEjAshEIye5aIc5MaoNb//of//a822i704fYJUbiQIRAZjE+qZswZiPJeiDZNx+KqcQ9s3jvxm5h1fLOeWL1jHBroP8ORvXdgUKE8tHk8aGqqDirzJ5LnDZrWXwvg8+gRnjwPxKcgH/zT1lx1poVVMGzPYRw+chznvE9hfIVgnPxnu+JgFlAc4hIIGgYFoCe9OM8QBfS5EW98hpVGkrfY2tkZdYduw1NYo1qFQuBzFYo9vGH8GoQwNSsKgSQKISFcjyn+hE+fxeAZm8GsgHIrEeOjjw8CkqLhs6gdatYZjRMREtlg8e+hHpk+DmOog88NJriWL13GkBUCTWhmMSOOvbMQ7VpNwR3z4Th4cQM6Wqg4QRwDfpkOmH8mAFERz7CygTZEPCOULF1EkYCR5w0az8AMFRwcUKFsKRT8JsquEuL38Nq1FVu3bsH6xUtw9JUYWmYlFQezQMsBNasYIfbqTmy+F4pgr3XYe4dgUbs+d1DIVVxAFBeN8Ii7uOYdDsM6I7FsaksUSYyBRCLJ3rJcBuMnUJCro5W04nF1zUQsXTID2++JYVTrb9TU5ppE4C4Ma9USA7f6w7TtHOzcswd7pNuOiahvyIdm1eHYPLUJCub5XiAvooPSFsXBi/iE4ATpby00nn8JN27exM2b13FkQjVuXwI+fgoHr4QlLDPru+KuY3pPd1wJ14Ahzxcr+7RAs2atMel4uJIOX0EcfQZja1fD/9qMxIp/Z2DMugeQmDZF2zqcshlyFKsdfynSbHyTlQRPGmwhULO0OJ6O9ShKgoKu3N8J5DnYgjibI7sGjycgoWYBMqvsRuseql6UnOgzkeyEmlR/5XtKWfEqenOIhlUvRpo87jo8bTJvPIeuRUiPRtCh7mYk5PZr/rWQdg4pT3rc3zytUtSouTPpa9Wixf6xdLZ/CdIo0V9+MUaeJ6W+5ZEm8AN8Ja8FjchMk8eVhUc6pdvRet9E2ZHkh+7kpCEku4k+JN+jIP4Y9SjKZ8v2f5CvHl2psIYNjbmZTrppJF6jkdYaVNTtCEUrdqki9lhPKsaX5z9tk/dP6XUYTw+WN03VtYZJbZpwOji1D/vdyQ0dMufE6UhERKA/PvFMYWNhzM3NFEhi8NHvHZKLWqOUsQThAQGINraChXEWzxEYeZb85pw4MfQVXnwSoETZMij0B75S+SV9SPRJ9CnXAQ/73oHPDPu0/kKB6OF0VKm2Bc6Hn2FTcwPF3h8nIeQlp2seipe1QdHMZn6/GbmhQ2bQGH8k+c2g/en8mj5EhCfzaqPW7to4d38RqqczLom4Nb4SGt9ww81rE1GBjX2zJDd0yJ6eMxgMxnchhP3I9djU1xaJkRnepEsikWjbF5vWDWfG7D+EzdAYfyRshpa/YH3I7w+boTEYDAaDoYAZNAaDwWDkC5hBYzAYDEa+gBk0BoPBYOQLmEFjMBgMRr6AGTQGg8Fg5Avyt0ETPcW6Xs3Rd9MLZAiQ/g3isHvwvP0JEiTh5kJXzLqsJrZ50k0sdJ2FjIclnw5hXP8Nil9Zk9P03yLGi8390LRRIzRq1BiNmzRH224jseJikArv6VmU6TtIurkQrrMug0WA/35Ez9ei//hjCMvoDFTyAXuHD8TWgKxqrTIShJ1bgBmHgtTW9cS3nlgzeRD69huLxUefI0axn5EHSPDHmX8mYECvnhgwYQVO+8scRH6L6AOurJ2Mgb16Y8j0bfD5pvL82eRrg5bosw3rHoXg7spNuJVpzyvCi3VDMeGk1KAJULp+VzQso+ZrSEFp1O/aEBkPU/wb3PV+qfiVNTlN/y1ifHnlg4ASbpg9by7mzpmGoX8nYVc3Vyx7nrFLy6JM34GgdH10bVjmG3c/jGwiDsSmCbth3KYximRshXwztGgpwIZJe/ExW/2VBBFeC9G1xwyceBIlc4iXEUnoYQyo3xOHxU74q5YxfCY0QtdNgVkO9Bj/AZKP2NuzPvofF8OxYSPYJx5Bv/q9sC84o/LjcH1yE3TZ8hnl/q4Pi4BlaN1qHh6w+D+p5GODFovLO06iSPfl6F7kGLacj1bs52YXb85h6XBXtO/YExM2eCP49R4s2fcS/vtHY/zBd3hz7QAuvQ7Gscl9sDIlMp/oGTYOGgePoABcO3AJAdJKFPscB2f0RacOvTDj+FskpfQkUY+wd+ZAdGnXBh17T8aOB4qIsurSi97B858R6NauHdxGrcbVYGk3E4fnB2diQOd2aN99NFZfDVbZ+WgWtoZT5cqoXLk6/uo+FT3tnsL7XgKSbizG4BnLML2PG0Zsf4zX0jIFxOHG4qFYvGsjxru1R6cBS3HpxS1sHNMN7VyGYNWNcPlFVeY/iTt3MGYsm44+biOw7dJlHLikiNatMn328v+nknB9OVZHt0G/aqo9pRvUH4gmb5djzb2soscm4u4/bVGr5zlomBdQG8oo6cUzRDaYiU3z+qNLj0lYOrAMrp28jmyE6WL8bKI8cfhGOUzYsQiDu3bF0KVrMcjkLA54xikSKBD54aJnOBpOWYkRrm4Yt3osqr84gwtvWMtKIf8atKgz2OVphU6daqKziw0ubDmMEOmAJ9Eb7m1HwNuyJ6ZOaAPa5orh3rUwsE0ZlG49A1NaFEXIQ0/cDzaEXcEArN/pLXusJnq4B+sfGKBskTA89LyPD+JonBvbHrPf1cTwST1gduccHiZLbxyNE2M6YmlEQ4ydOwsDyj7C1MGr8Uxt+gTcnNYWo3xs0ct9GrpbXMXQjgtw/9kaDJoeiFpj52JaRy0cGjEXFzPUbxkSMZKTkpCU+AVBN7bj+MsycLDTgij4HvatvwR91yHoWasEwqVl+pCI4Pv7sHDja1QbPB6tktajfbMFCPl7DCY0isA/I1dyF1SXfxGC7+3D+kv6cB3SEzX4T+B5/wNnpFSnf/I8m/n/I4mD567jMPi7OUqrit0vRWiLpvVEOLT7FjeUyAziZsvdsPvWaQyrmD5kvzLadabi2KbeKC2KQOBtD6w4EAjnelWg/gzGf0ZBN3i8P4ehZoruOPo1/EOMUMwkQ5RWoQWqVdGHz74duOX/Gje2HsJj0yqoYqquEv155FODJkHI0V24bFYJ5kF3EFTSGRbXt2J3oBhJD4/hrFZXzBjakJvZtMGcM3ewsVNJ6GsLwdcuAEPtFJEIYNmpI8wv7sf1hCTc9TgNg/adUT7lGVviLRy5UBx9ZvVELed66De7P6rKvJzrodGS6zg53h4U8gYfkzShFRGGz3Fq0ifdhsfhUBQxDsG1I0dxI9wQBq+P42RYURSKvoHtG/bBK7k1tnutRoaI7Bxi+G92QQXbsihbvipaTPRB+blbMN5JnknNKu3Rr0F1OJVR8vRNAlRxHYv2Naqh7d8VoOXcGaOaOqFay7qwjgrhEqjJv2wQqIkq7fuhQXUnWKb2hKrTh+uaZCP/fyii5/C+K0I5x9JcLVOHJso7lUXEHW9kPgDXhlOrjnAqmL1OLcJjJJq0H4xNH+zQqHJhFpw2r5Hkj12DR+N8+XEYWS+jK30D1OjRG6WujUaLuvXQcso9VBjcG1X1FIcZ+dSgSYJwYPdtFBA8wYZFi7BowxNoFPXFzm0PkRwbg3htPegpWrJAkoAvsapfsPFLtIOLzTV4XLiGA+eLooOLVVoHRHGIT9CGrq5chALDApAGuQa+wmtZJ9RvPgzL9nvhPV+PGwWT+vQUg5h4Q5jbloGVlRWsrOti0NIpaF7eDTuvbUY3iy+4uaYXqlZwwY63GXs2Acr0O4iXgQEI8H+Jx15HsaKHA2dipPAg1NblusWMCKCjp0jB40OoqSEvE08aeVv6DFRN/mVphNDWzXhF1en5ptnJ/x+K6CM+hBmjaFF5XRA92IzRgwZi4MCBGDR6c+o7EU2TYjAK+4CPufiOpGC3HXj57h1uT9bAyi4TcZqtDMk7fLmH1Z0bY+KnHti3eyBsM76gjjqOkS4bUXTpY3x4/x7v70yDYFFHTLrMHn2kkC8NmvjlXuzza4QFx47g8OHD3HYEJ/7pgK97N8PLsirsgi7ghB9nxCThODX2L7htfAM+nw9xchI3t1OCb4LWLg7wme8OT4tOaF9CSVyalVG70kuc8PBHEkR4c+wMHkgfIXIztz07Y+Gy4xT2rJ0D1+JxCBeJIdZQk16jIqo7fkFQnAPaurnBpWYSPLdexbsni9F12jPUHL8Cu88dxJCi9+Dt9x+8/VWX/5T3fRlRkz7hzsJfk//fAZ4AAgEhKx+sMietfCGEPzyNkiDq0VFsPfNK8R5TF+Vc28L5yzM8/cgGGXkByaczGNeoJVZpT8TZE9NQW0UYcZHfbTyU1EXntpaQzt30uEFv15oR8PF6I0/AyI8GTYQHuw4guJELGio9adOt2wPttY5ii08TLFlgjSPtHWDnUBfzE7iZxRA7mFetBvGW1mgy/7HiDDkFm7ugYtBr2HZqAxNlafHN0H3ZLJjtagn78o5ov/8zCkiPa9WAWy8j7G1fBXUbtsS4h4VhKw7Gh3g16fnF0XPFEtifd4VT2fKwb74Zgq690aRWK7QWbkPL8hXg4NgZFxxmYGSd/yCan7r8xyqOZ0RN+tAyvyj/vwNCS1iafca797KXqBA69cGyteuwbt06rF3WB4onxkh49wERZpYo/b1LSeNCuJl7MPcHV9FeHcCUIQtxSrbMmxtQHTmFB0WcULkEe//yyxE9wz9cmz/l8C8u7eyLCukeIcYhJMAfwdxMmm9RHlbJPjjvFSk7Igm/Bs+HmrAuayb7zeDgRoG/HGk28khWGH8IKfXt19S7RPIaV4Hsxnpxf6kjgTwHW1PVmU8oWbEncxLodN+S5Dz9UWr6hDP9qISxi/yHKID29XMi0xKOVLOqNZmUbEDunqEsfH8eIOHiYCol4BGfm7YLUjcdarz2k1SJ1K+EMbkciOVSJtLLnb3J0cSUylWtTnbFTcl54AEKFMmv87uTGzpk8dAYfyS/Oh6a+NkC1HeLwELvRajx7YtObmDuiaE1l6D80ZMYbJFbsygJYj68gF+4FkqWLYNCqu77m/In9SGS2GC89AsBz8QGZU3yz0qr3NAhM2iMP5JfbdCASJzs3xwHG5/EtvYFFftSkCB4Rxd0eDAQ55bXh75iL0M9rA/5/ckNHebDd2gMxu+AMZrNmY4Kb+8jPKNDCEkI7gZXxxx3ZswYjJzAZmiMP5JfP0Nj5CasD/n9YTM0BoPBYDAUMIPGYDAYjHwBM2gMBoPByBcwg8ZgMBiMfAEzaAwGg8HIFzCDxmAwGIx8ATNoDAaDwcgX5G+DJnqKdb2ao++mF1lGSxaH3YPn7U+QIAk3F7pi1mXVIWWQdBMLXWch42HJp0MY13+D4lfW5DS9SsTvcHZudzRwsoW1rRMauM3CycCsIhznMpJPODSuPzb4ZtOTvhr5Mb4fScQ97Jo1DH37jsBcjydIi82eAUkE7u2ahWF9+2LEXA88UZuQkW1Ez7G2/3gckzl9VkaCD3uHY+DWgCz7HhkJ/jjzzwQM6NUTAyaswGn/BMWBDCS+heeayRjUtx/GLj6K5yz8TzrytUFL9NmGdY9CcHflJtzKtAMV4cW6oZhwUmrQBChdvysallHj4lxQGvW7NkTGwxT/Bne9Xyp+ZU1O03+LBO82D8LQq2Ux/YgPHvocxlTb6xjafTme/ZcRQSgeb+5642VUxgatBjXyY3wn3KBtefu2WP62NGrXLIh7U5uh60ZVnagIT5e3R9vlb1G6dk0UvDcVzbpuRACLHvMDiBG4aQJ2G7dB4yIZu1I+zFq0hGDDJOz9mEXbkHzE3p710f+4GI4NG8E+8Qj61e+FfcEZzpOE4vCA+uh5WAynv2rB2GcCGnXdhECmwzQoDyDNRu5nJYbO9Lelv5dfo6UNrKj38a+K/USJgWdpybCu1K5DDxq/3os++m2nnuWNycimPo3yCKSbi7vTHM93dHRSb/rnjsIferIvbRg4lg4EXKfF3efQ5QRuX8wz8pjehzq270lTVwyjmnaj5WkjH9KeGQOoc9vW1KHXJNp+P0q+X1365CC6uGI4ubZtS91GrqIrH6Xus2PpmccM6u/Sltq5jaJVVz5SeqfayeQz0YFsB50nxdW5gj0hjxWH6ZnM3XoyBV1cQcNd21LbbiPTzk8MpLNLhlHXdh2ox/j15BUiJkq4QnPdFtINWVHF9OnQBBq40ZcSry+iIYt30+YJPaiDS1+atvsRRUuTcLJ95jGd+nRsTz2nrqBhNe1otOzkSHq4ZwYN6NyWWnfoRZO235flTXqdQdOXknvvbjR8005akCI/NXKKfeZBM/q7UNt2bjRq1RWSiSOXSalveaQJfDcJl4eSddlRdE0qT47oE72pZMUpdDeji/6EyzTUuiyNSktIvUtWpCnfJPw9+Tl9SBbEX6ZhdvVosZ+6CppMj2dUo0qTb2cSVYEjfAd1MGtEq94rYh+IfGl2FSNqu1Pe2lKJv0qzW/WhzQHy+4nfLKO6hq1pe4Zkvyu5ocM80Zp/SmWM9CDXMs1pwwcRfVjfjMzbbKNP0vqS4EUTKtpS++Xn6f6dIzSuRmnqsMOfbk2uTE7jrtLn+Fg67GpG7XZ9Jb/F9aj88Csk7QKS70wh52oz6XH0YXI1a0e7Yr/S2YHlyKH3Zrp+9zKtdbUhXRupgfpKx3tbk/Pwg3T32SO6sJC7d/U55CtSlz6ebkx0Jvsua+jig/t0fkUHqvC/OXTPdxHVLd+Ddtx5Rg+OT6R6jkPorDSChBIivx3kVq4gFSlXjzoMnEarDt2lYEXLib8xkZztu9Caiw/o/vkV1KHC/2jOwxjymlCRbNsvp/P379CRcTWodIddnAXZwzWoLuQhu76IApbUowqjb1Dsgc5UqFAtGnPgFj28vJCalvgfzX8uoq9nB1I5h960+fpdurzWlWx0bWQG7evx3mTtPJwO3n1Gjy4spGbm1WmOr4i7jgsZmzSnRZ7edN93d6r8VMop8SUtqlueeuy4Q88eHKeJ9RxpSMaC5wIp9S3X691/ipgCl9Yh43a7FQMNbs/H1fSXUQvaHKHYoUAcuJTqGLej3WkJafVfRtQiY8LflJ/Sh2RB7Mk+VIqrs88yGXAl+kwgB9sRdDVTi5aByGPUs6QFDbygGHx8QwKFB/jQvpHVqWSD5Zne/3ciN3SYTx85ShBydBcum1WCedAdBJV0hsX1rdjNzc2THh7DWa2umDG0IZwqt8GcM3ewsVNJ6GsLwdcuAEPtFJEIYNmpI8wv7sf1hCTc9TgNg/adUT7lUVniLRy5UBx9ZvVELed66De7P6rKwnHoodGS6zg53h4U8gYfkzShFRGGz3Fq0ifdhsfhUBQxDsG1I0dxI9wQBq+P42RYURSKvoHtG/bBK7k1tnutRuMMkSIEVm7Y8fgFLv/TGzWMPuDUtCZw/GsubnP5ve1xGKFFjBFy7QiO3giHocFrHD9yAkfOaqHrjKFo6FQZbeacwZ2NHRRXUwVBULU7JnesBsc6rmhaNgzvg2Nx68gFFO8zCz1rOaNev9noLy849BotwfWT42FPIXjzMQmaWhEI+yx/HqJZpT36NagOJ0sd2W+1cpIYwKRQNG5s34B9Xslovd0LqzMWnKFAgsioaOgZGSKlWvILcPWHviLqS/rHVZLIKETrGcEwLSFXJwhfo74odjByhgjPve9CVM4RpTOJ7qNZ3gllI+7A+002nwsm+WPX4NE4X34cRtZTExA3wgMjm7TH4E0fYNeoMgrLXSAyOPKnQZME4cDu2yggeIINixZh0YYn0Cjqi53bHiI5Ngbx2nrQU1QCgSQBX2JVv2Djl2gHF5tr8LhwDQfOF0UHFyvOzCmgOMQnaENXVy5CgWEB6Muu+RVeyzqhfvNhWLbfC+/5etCRDjzUpacYxMQbwty2DKysrGBlXReDlk5B8/Ju2HltM7pZfMHNNb1QtYILdrxVahTit/CYPBY7/AvCrqEbRs/fjDP3TqDn123Y4ZWAmJh4GJrbooz0mlbWqDtoKaY01kRsvDb00gqPhC/SUNSyjMiGR1LEInHq3wJtXWjL/uKDz2WdGwQhLj4B2rq68sojMEQBecHx1WsZOtVvjmHL9sPrPR96nO2SX4cHIXed9OG31MiJbwq3ndewuZsFvtxcg15VK8Blx1vFOYyMCAV8SERKC3IkIohJA1oZ+0KhAHzuWFpKCURigsY3CRnZQ4SPH8JgXLSovB2IHmDz6EEYOHAgBg4ajc0PFJLWNEExozB8+KikI3V8uYfVnRtj4qce2Ld7IGzVvWcu2A07Xr7Du9uTobGyCyaeZitDUpD3rvkM8cu92OfXCAuOHcHhw4e57QhO/NMBX/duhpdlVdgFXcAJP86IScJxauxfcNv4huus+RAnJ3HNXAm+CVq7OMBnvjs8LTqhfQklcWlWRu1KL3HCwx9JXOV+c+wMHkgj6nMztz07Y7lO+BT2rJ0D1+JxCOcMhFhDTXqNiqju+AVBcQ5o6+YGl5pJ8Nx6Fe+eLEbXac9Qc/wK7D53EEOK3oO3n1KjEBRCgYhjmDV1Ex5ESg2dBNF+d/E8xhxlSuqgYnVHfAmKg0NbN7i51ESS51Zc/WyPanZBuHDCD4lc+vBTY/GX20aunAac8X+HgPfcdUTvcPnGS6WOLyOaqFy7El6e8IB/Epf8zTGckRcct/bsRKzLDpzasxZzXIsjLpzrXLlOUyXq5JR4Bwu7TsOzmuOxYvc5HBxSFPe8/RQnMdIjhJm5KeKCPyJlTY743QeE6puhhGH6pi00M4dpXDA+piXEh1B9mJUwlP9m5BAeBAKBbICXKdxx4rpZoVAxiFSD5NMZjGvUEqu0J+LsiWmoXfDbrlkS9QhHt57BK8W4VrecK9o6f8Gzpx/lOxj50aCJ8GDXAQQ3ckFDA8UuDt26PdBe6yi2+DTBkgXWONLeAXYOdTE/gZshDLGDedVqEG9pjSbzHyvOkFOwuQsqBr2Gbac2MFGWFt8M3ZfNgtmulrAv74j2+z+jgPS4Vg249TLC3vZVULdhS4x7WBi24mB8iFeTnl8cPVcsgf15VziVLQ/75psh6NobTWq1QmvhNrQsXwEOjp1xwWEGRtZRHk3ro/HifRhvuAcuFUqghHlJ2Hc9BZsFGzDESgPFe67AEvvzcHUqi/L2zbFZ0BW9G1qj65IFsD7SHg52Dqg7P4GbTQ0BtOuh/7DC2NvSHg5Ve+O2gTW01LY/Psy6L8Mss11oaV8eju3347O84Kjh1gtGe9ujSt2GaDnuIQrbihH8QToDVIE6OSU7olVrIba1LI8KDo7ofMEBM0bWUZzEyIhh3b/g9PQg9ryQPmWIwb19x/C+ekPUkE2r4xAS4I9g6QDesC7+cnqKg3tecEMPLuW9fTj2vjoayhMycowQlpZm+PzuPaTDOQid0GfZWqxbtw7r1i5DHyfF9CqBGzhEmMGytLrpFofoGf7h2vwph39xaWdfVNBT7JeRpkM+XuHAlCFYeCpMNvAWvTmCUw+KwKlyCXlShuwR0i9Hmo08khXGH0JKffv96100+SxsRCWLWZOzsyWZ2nSmTc8VKxASzlC/EsbkckC+qCbaZyE1KlmMrJ2dydLUhjpvep756rvfiF/RhyR6jaMKdmPJKxMhJngOJuuqM+lJJotJEy4OplICHvEFAuJmfYpNhxqv/ZRBhyIK2NePnExLkGPNqmRtUpIauHtSqGJx5O9ObuiQBfhk/JHktwCfCaGv8CpME+bWFjBO/7IyPQmhePUqDJrm1rDINOHvxS/pQ8TPsKC+GyIWemNRDVWyjIPn0JpYUv4oTg62SHv//oNIYj7ghV84tEqWRZlCTIfKMIPG+CPJbwbtT+dX9SGRJ/uj+cHGOLmtPQoq9qUgCd6BLh0eYOC55aivr9jJUEtu6DAfvkNjMBiM/wbjZnMwvcJb3A9P/5mEdJFWyN1gVJ/jzozZfwiboTH+SNgMLX/B+pDfHzZDYzAYDAZDATNoDAaDwcgXMIPGYDAYjHwBM2gMBoPByBcwg8ZgMBiMfAEzaAwGg8HIFzCDxmAwGIx8Qf42aKKnWNerOfpueqEiJH16xGH34Hn7EyRIws2Frph1WXVIGSTdxELXWch4WPLpEMb136D4lTU5TZ8R6fljmjdCo0bpt8YtZyhSfB9JNxfCddZlmQPb7JDT9IzcRxJxD7tmDUPfviMw1+MJohX7lZFE3MKORfMxf77ytgjbboYpUjC+C9FzrO0/HsfCvv2w+sPe4Ri4NSDLvkdG4lt4rpmMQX37Yezio3iuNiJMLF6eWIqx/Xqh7+jFOPEqTrGfISVfG7REn21Y9ygEd1duwq1Me1wRXqwbigknpQZNgNL1u6JhGTXesQWlUb9rQ2Q8TPFvcNf7peJX1uQ0fUb4BWuh/5x5mDdvFjoWeolg6/6YM4/7PctNkeL7EJSuj64Ny6QGjMyKnKZn5DLcoG15+7ZY/rY0atcsiHtTm6HrRhWdqCgGYR8/4MMHxeZ3AetmLMdp5Rh7jBwiRuCmCdht3AaNi2TsSvkwa9ESgg2TsPdjRmOXAUkoDg+oj56HxXD6qxaMfSagUddNCPxGNWIEbOqKxuNuokDNhqjMP41BjYfi6DdeSv5gKA8gzUbuZyWGzvS3pb+XX6OlDayo9/Gviv1EiYFnacmwrtSuQw8av96LPvptp57ljcnIpj6N8gikm4u70xzPd3R0Um/6547ClXayL20YOJYOBFynxd3n0GVpdPSYZ+QxvQ91bN+Tpq4YRjXtRsvTRj6kPTMGUOe2ralDr0m0/X6UfL+69MlBdHHFcHJt25a6jVxFVz5KY6rH0jOPGdTfpS21cxtFq658JNWR1hPIc7AVVZnxmJQdeicHXaQVw12pbdtuNHLVFZJdMvE6LRo0nZa696Zuw7fRk9hAOrtkGHVt14F6jF9PXiFiSry5mLrPucxdVVqMPTRjQGdq27oD9Zq0nWTFyHCN+1ezSJ/tcvy3pNS3PNIEvpuEy0PJuuwouqaI1h99ojeVrDiF7mbi3Z3En+hwzzJk3fsocSrPF/ycPiQL4i/TMLt6tNhPXY1OpsczqlGlybczj2oQf5Vmt+pDmwPk1xG/WUZ1DVvT9mjZzzS4tjeqbHkadU0ePYFEfrRn0lja/jQzZf8+5IYO80Rr/imVMdKDXMs0pw0fRPRhfTMyb7ONPkkbb4IXTahoS+2Xn6f7d47QuBqlqcMOf7o1uTI5jbtKn+Nj6bCrGbXb9ZX8Ftej8sOvyDrr5DtTyLnaTHocfZhczdrRrtivdHZgOXLovZmu371Ma11tSNdGaqC+0vHe1uQ8/CDdffaILizk7l19DvmK1KWPpxsTncm+yxq6+OA+nV/RgSr8bw7d811Edcv3oB13ntGD4xOpnuMQOquox+lRYdDib9BEZ3vqsuYiPbh/nlZ0qED/m/OQkmMPkIuxCTVf5Ene933pwoSKZNt+OZ2/f4eOjKtBpTvsovjDrmTWbhfFfj1Ova2dafjBu/Ts0QVa2Mycqs/xJVG6a7ym0CzSJ77Mbjn+W1LqW67Xu/8UMQUurUPG7XZTSt8n/ria/jJqQZsjFDtUEHV2ENmU7Er7ZQ0if/BT+pAsiD3Zh0pxbftZJiO0RJ8J5GA7gq5mK05PAoUH+NC+kdWpZIPl31xX5LeQapn3ol3Xt5H74D40aNIauvQ+fxgzKbmhw3z6yFGCkKO7cNmsEsyD7iCopDMsrm/Fbm4On/TwGM5qdcWMoQ3hVLkN5py5g42dSkJfWwi+dgEYaqeIRADLTh1hfnE/rick4a7HaRi074zyKc/WEm/hyIXi6DOrJ2o510O/2f1RVRbJQQ+NllzHyfH2oJA3+JikCa2IMHyOU5M+6TY8DoeiiHEIrh05ihvhhjB4fRwnw4qiUPQNbN+wD17JrbHdazUa60qvnzVJtz1wOLQIjEOu4cjRGwg3NMDr4yfkkW41q6B9vwaobheNi2e10HXGUDR0qow2c87gzsYO8gtI0WuEJddPYrw9IeTNRyRpaiEi7LP8UVbKNZzKIDWGqpr0EgOT7y4HIyskiIyKhp6RYeojX34Brv7QV0R9UfMYSuyPrQsPouiQaWhfLH+/Qv+5iPDc+y5E5RxROpO4MJrlnVA24g6832Tj0W6EB0Y2aY/Bmz7ArlFlFJa7NkxFHBKCsOjTmDXpOgyq1UO56L1wq9sPh0PYI8cU8meNlgThwO7bKCB4gg2LFmHRhifQKOqLndseIjk2BvHaetBTVBaBJAFfYlW/YOOXaAcXm2vwuHANB84XRQcXq7SYRhSH+ARt6OrKRSgwLAB92TW/wmtZJ9RvPgzL9nvhPV8POtKBh7r0FIOYeEOY25aBlZUVrKzrYtDSKWhe3g07r21GN4svuLmmF6pWcMGObL7voBiujIbmsC3DXY+7pnXdQVg6pSmKcPfjCbk8SA0pxXL31YZemiCQ8EUpuvRXLyzrVB/Nhy3Dfq/34OvpcOfID6VeQxk16fmm318ORtYIBXxIRCLFLw6JCGLSgJZycHMlRA+3YptvbQzoZZNr8bn+TET4+CEMxkWLyjtR0QNsHj0IAwcOxMBBo7H5gUInmiYoZhSGDx+VdKSOgt2w4+U7vLs9GRoru2Di6W9XhlBCKXTfsB5ju3fDsH92YkyJo9hwlC3sSSFfGjTxy73Y59cIC44dweHDh7ntCE780wFf926Gl2VV2AVdwAk/zohJwnFq7F9w2/gGfD4f4uQkbsyrBN8ErV0c4DPfHZ4WndC+hJK4NCujdqWXOOHhjySucr85dgYPpLHYuZnbnp2xcNlxCnvWzoFr8TiEi8QQa6hJr1ER1R2/ICjOAW3d3OBSMwmeW6/i3ZPF6DrtGWqOX4Hd5w5iSNF78PbLRqPg0KhYHY5fghDn0BZubi6omeSJrVc/QUNZ2xoVUNUuCBdO+CGRK3X4qbH4y22j4qC0GHuwM5YzPqf2YO0cVxSPC4dILE6xad+gLn3inYXfXQ5GVghhZm6KuOCPiFJUXPG7DwjVN0MJQ1VNW4Snx08juF5HtPhmEQMjZ/AgEAikz8cUv9XAHSeumxUKFQNHFUiiHuHo1jPyJygcuuVc0db5C549/SjfoUBoZgYTDWMULqwYivCLwISbxkV/UbWu9c8kH9ZqER7sOoDgRi5omPo8jKskdXugvdZRbPFpgiULrHGkvQPsHOpifgI3kxpiB/Oq1SDe0hpN5j9WnCGnYHMXVAx6DdtObWCiLC2+GbovmwWzXS1hX94R7fd/RgHpca0acOtlhL3tq6Buw5YY97AwbMXB+BCvJj2/OHquWAL7865wKlse9s03Q9C1N5rUaoXWwm1oWb4CHBw744LDDIyso2bYnQF+8Z5YscQe512dULa8PZpvFqBr779gpDgug18UXZcsgPWR9nCwc0Dd+QkYtmyI4qC0GG7oZbQX7avURcOW4/CwsC3EwR+gNIdLh7r0yY7fXw5G1hjW/QtOTw9izwvpU4YY3Nt3DO+rN0QNbenROIQE+CM4ZaAvCcXNm/6wq1UbBRS7GN+LEJaWZvj87j2k41IIndBn2VqsW7cO69YuQx8nxUPghHf4EGEGy9Lq1wHz8QoHpgzBwlNhsgG16M0RnHpQBE6VS3C/0nTIL9EQDcs/xIFdz2SfyYg/HMOxOyao8b+S0sswpMhfpf1apNnII1lh/CGk1Lffv95Fk8/CRlSymDU5O1uSqU1n2vRcsQIh4Qz1K2FMLgcUq3ASr9FImxLU55RiSWQ+4lf0IYle46iC3VjyymTBR4LnYLKuOpOeZLp2Q0QB+/qRk2kJcqxZlaxNSlIDd08KlS1iS6/D6NvLqJWVKXfNGmRnZk51pnrSZ7ZSNRUW4JPxR5LfAnwmhL7CqzBNmFtbwDjj+80/gF/Sh4ifYUF9N0Qs9MaiGqqEHgfPoTWxpPxRnBxskeU7S0nMB7zwC4dWybIoUygTJYoiEfj8HZKKWsG2WP5ZYZUbOmQGjfFHkt8M2p/Or+pDIk/2R/ODjXFyW3sUVOxLQRK8A106PMDAc8tRX1+xk6GW3NAhezPMYDAY34lxszmYXuEt7n/jrUOCkLvBqD7HnRmz/xA2Q2P8kbAZWv6C9SG/P2yGxmAwGAyGgjw1Q2Mw/kukVZ/VPQYjb/EjJinPGLQ8kA0Gg8Fg/EJ+1BawGRqDwWAw8gy/vUFjMBgMBuNHyRuLQkS+2NCnDUZ7vEvzpSh5h32j+mG9byZ+/8RhuOd5G58yrpjNFWLwzGM63P6ujHLWtqjUqC9WXAuR5S8tSrMYbw4MRX07W1SbeCn3ozYnvMLRGW5oUMkWNuUqo2GPWTjyQp3zqZyRFqH71yJ6uBq9hu1CdpyR5wbK5f5p0bZVRDWPPOMOl1H7kVf8MucV/edlEq/Mgev8G0hS/P61JOLKHFfMv/ETc6PUn/68SPRJuLnQFbPSNw64u4zC/lxoHHnDoEmi8PLGKawcPhK7ghRNjGIReNsLLyPVNznRi3UYOuHkTzBoYrze0AXNZweixtR9uHb7Crb00sKurp2w5IkoLUqz5DPObDmKopMv49LMushVD4XiN9ju1hTj7tli+JaL8L6yE2PtH2Niky7Y+PpHFa8cofvXIo54jhs+/oj+T54TpC/3T4u2nTGquSQEF88EoGq3liiVJ1zc5x3952XEwY9w9cknTlp5ATGCH13Fk08/LzfK/enPi0QvQOn6XdEwrXEg5OIZBFTthpa50DgEMzgUf/86xO9wfqMPilSMwN5z+mjX0RGG+IwbWw8gruFANC6ZjMCzqzBr1jJsPOyN0IIOqGwehj0Tp2C39xM8+myKhg2LI2DfQsyYtxKb9p/D44SSqOxoCsnzg5g3dRZWbjsOn7CCcHC2gAE/Dt7rp+FkYnVUKanCxUziVUx3246y/56Ge72i0NMxgIn9X6ioF4BPes5wjj6GBZc1YfpoDmbs90VggB/Itii8Fm2Hz+2d+PdoFGyq8OC5eAbmrdyE/eceI6FkZTiaaiNOZX4U91UiyWsWum20xNoLC9C0pCF09YvAqmZzVPCfh3E3ymFAo2AsG7ofgZ8OY8Hcrbj0Vh921axgxF0rIfAsVs2ahWUbD8M7lLtHZQtoeS3GsC0+uL3zXxx+9QqXdp3ArSeP8Nm0DrSPjsABfnP8r6SA63sPY9K4m/i7RQXcWMztf/sJx5fOw6ZTT5FkUQX2xTQR9WgvFs6Yh5Wb9uPc4wSUrOwIU+04PD84D1NnrcS24z4I43TkbGGQ5YhJHHga/17Ug0ufekgXnivqEfYu/FZ+KhG9g+cqd7gv2ogjt8JQyNEZFpxQM8razvgG5k7dDW9ZuRviL/FJTo86aMj3wJj9gfhwbDHmbTyH94Wswb84HxPnboFnqCmqVykJXZ40S6rKnYQ351bAffpSbDlxH1HFHOFkEoB9Cy5Dp3kdWIgCcXb1Uhx6Ho5PbyJR0KEylzeRWtmqJIG7xqpZmLVsIw57h8qvoeWFRTnQv4HoBhYP2yKrn6u3n8HZc9fxQCGHemGr0PsAH83/VxICzvgenjQON4s3QNy2UarzmG3dJKkvp6oyqWoIsmsMwxaf29j571FE2dRHoSdr4O6+CBuP3EJYIcfUeiZ654lV7u5YtPEIboUVgiPXtqT1fkQWuhXeXIShXJpPhxdg7tZLeKtvh2pWRhA/9cCqVxUwrH15xKrQfaGnK9Gz/0xs2rUbu3dz256jeFeqDWoVeJrtuqu6TikOpiMZTz1W4VWFYWhfPhaP9n7b16m+gwjvPFd9I6+EjP1QRQmOTU7rT+ubPMKaKzpoXv09lo/g6tmHY1g8byPOvS8Ea/5FzJ84F1s8Q2FavQpKco0j223DXAtP9y7AZZ3mqGMh4vr11Vh66DnCP71BpLRf5/ImusHp7MBbfDq+FPM2ncLTJAtUsS+GTJyBpSF9h/bLSbxBo+2q0oxbl2mcYylqt/0tiUXPaV7N8jTqeqIswm65si608sJdun1sNjW1qkzTfGLp663JVNlpHF39HE9Rx3uTtfNwOnj3GT26sJCamVenOY+f0aK65anHjjv07MFxmljPkYbIwiXH0p1tM2mrT4z8/hkQvV5EtYq40AHVh1OjOn/56ksL6tlQ/+PBFB2pHMn5Ie1TFbU68aWa/GRERP6La1OxLh5cTtMTf7I3lXB2p4dfDlDngsZUbdRBevj8Oq1sa0OV3e9SctRZGlSuLLmsvEB3bx+j2U2tqPI0H4o44ELGJs1pkac33X/5QSlCdzTt6WBGXTzkdxIFLKF6FaSRtGPpQOdCVKjWGDpw6yFdXtiUSvxvPlEuR6aWOm+1qjKDHqdz3qou6rficDpUR/x+mKBC1qc+KZVbnKrHsAOdqVChOjT+oBfd2tmTrI1KU+vZp+n+rU3UuYwzuT/iMqem3LFeE6iibXtafv4+3TkyjmqU7kC73h5URDWPorODylFZl5V04e5tOja7KVlVnkY+CWpkqxI114jImf4TlCON33lInkpyiN3TgcxS6poogJbUq0Cjb0SqyWNOdKOunOrkIj8rPdw1XIzJpPki8vS+T77nJ5KzfRdac/EB3T+/gjpU+B/NecjpR02U9i/Z0G0sl6agcTUadfAhPb++ktraVCb3u9z+FLmoi94eH0pvA/zJ3/813VzRkqyrTqJrUTmQj7rrKg6nJza1nX5V1depVgAnFhXyuueroh/6mq4/jU2JRM/Vm86FClGd8QfJ69ZO6mltRKVbz6bT92/Rps5lyNn9Uc7aRkgsHXY1o3a7YtX06wkyfRQqVIvGHLhFDy8vpKYl/kfzn6suX0ayGkD/t+jWgvuqTvB3H4Vd71IehiTC+9BZmAxYhCF/O6NKq4mY21mC40eeQqCvDSFfGwUMtWHQaAmunxwPewrBm49J0NSKQFi4LkwKRePG9g3Y55WM1tu9sFoWLlkXlXu4o2dVPfktMpIsgkigAWEWM2ChHjdzEvKhZWAMfenwITWSsz3aqIpaLeFmeirzkxFCbGw8NHV1v5nh8Lh9OkmJSJCKR78hRs5sD8eytTBgQlsknzuFxzcO4azJACwa8jecq7TiRqKdITl+BE9E0uy1R78G1eFkU1RFhG4VkABVu09Gx2qOqOPaFGXD3v9HkanVRP1W9aRVTcTvE34qdN+skJpyEwRVXDG2fQ1Ua/s3Kmg5o/OopnCq1hJ1raMQEsLdWGW5g3H/2FlodZ2BoQ2dULnNHJy5sxEdiiquneiNQ2dNMGDREPztXAWtuFFtZ8lxHHmUpFq2qlB3DalCc6B/6S1T62dlOxT7Xv3nRDdSVF0jM7moRBNV2vdDg+p2+HzqMEKLGCPk2hEcvREOQ4PXOH7iFeLVRGn3k2RDtxz6DUdiZntHlK01ABPaJuPcqRdpjxrVRW/XLoKSpS1RJGQnJqzXwKQ9s1DbMAfyySwqfCboqerrVDcO3PZQIa+TYSj6TT9kAB2l/jRd6xBUgevY9qhRrS3+rqAF586j0NSpGlrWtUZUSMj3tQ21/fojLteczqp2x+SO1eBYxxVNy4bhfXCqNjIlk9r8a9Cv7Y6VHf3hPtpD8W6MEB+fyAk75fEVD7q6OkhOTF/5v3otQ6f6zTFs2X54vedDFjCZbwq3ndewuZsFvtxcg15VK8Blx1vFGeoRmJfjptV+eBaoXEnEeHtoFtwPvlb8/pa0SM5qolZnOz9CWJS3guj5EwSlq6cSBD96ii9lysOKuw9P2wAGGvIjfB1taHKGLj4+Hok6+qmPMWUGMDmRqyQ8CLV1VU7bpR9NpK51FUsjHiv+hgDauooHGXw+J3/uwH8SmVqN/FShJuJ302LFc6R7gY4e11Vz8HjgCzWhIRvM8KQ/QdJ6qLLc3MAjJh7aenoyGUrlJUn4gtQA6BSP+EQd6KcpA7o6yZBXXRWyVUUm18iZ/rm/VUUal5K+AkCUWgFU5TEHupGh4hqZykUFPCF3DWnGCTGcvA3NbVFGqmsra9QdtBRTmhYBd0BllPbC3FlZ6pb7W9vAAHJR8qGjrYmkxATZLxlq6rwUceBO9Ot9CjX+3YResvdCOZBPJtfNDJV9neJYetTIq3n5nPWLAh1wVZyDkxlfCE25ADn5KQT4PW2Dy1tm/bqA66vktYarM1yC7K7FV9SovIQ+6kxfiQ6vV2DTU6lV1kSl6hXw7OhevJQKI/o+9p16D4dq5aElbSDiZCRJEnFrz07EuuzAqT1rMce1OOLCuY454Q4Wdp2GZzXHY8Xuczg4pCjuefvJ7pIpen+jR9tIbHbfiZeKep0UdAyzJm9CIM9YviMz1EWtTsx+fgyaDkDnL2sxdu0jpMSjjfXdjDGrPqLdgFYoxP2WfL6BU1fDOTMXjfuHzuFL5VpwqFIdFZ4dxV65sHB/3ym8d6iGsune7nINm5OdPEI3HwYFBHgX8F7aleHd5Rt4mclg6D+JTK1OfqoqtZqI35/ongpZv1Yqd85QXW4eyle1Q9AFbibAiVsSfgpj/3LDxpQlm5qVUL3CMxzd+1K2Wiz6/j6ceu+AauVVWRU1qLsGp9Cc6D/9LZX1z3UCBgUgeBeA91y2Re8u40bmFSD7ulHHd8tFAxWrO+JLUBwc2rrBzaUmkjy34uonDWhlJ0q7WiT4fOMUrkodDHP9y6FzX1C5VrnUBRFqo7dHXcO0LnOQOGY35tVT9As5kE9Oo8LLUdPXqW4cquX17gkWq+iHeKn9qeL0bJKjtpE6SVDfr+egdXxDHjRoHPp1MH1VH1jKBMtHqb7/YHaJfWhjXw7lqvTDrdqrsKhDQW4mVRXVxFvQusky6HfpBaO97VGlbkO0HPcQhW3FCA4tg1athdjWsjwqODii8wUHzBhZh7tmODY2NUTDtdx0WSX6+GvuTozAItSzqoDqNZ1gXWU0glw2Y0lbqSnJAnVRq5Md1eRHBfr1MO/gXJQ82AEVyldHnRoVYNdqKwpO9sCSJorY03wBXqxsgorlK6P/vUZYPasxDEr1xT+zS2BfG3uUK1cF/W7VxqpFHTKEthAoReh+iXr9h6Hw3pawd6iK3rcNYK0lH1OpIqeRqcM3NoVhw7WKs1UjeroCjUubw9xcupVCFXcRXFTJT9UXC2oifv9VVJWs6yuV+5HiAtlDdbmDodd1CRZYH0F7Bzs41J2PBG6UOsRW8ayaXwp9/5mNEvvawL5cOVTpdwu1Vy0CV3WzT2bXyBX9P4J2vf4YVngvWto7oGrv2zCw1lKMqlWgrm7n5GuS75YLH8V7rsAS+/NwdSqL8vbNsVnQFb3/MspelPZM4AteYGWTiihfuT/uNVqNWY3TXkeo1v07PFw3Ect84+C/rguqOFVExYqV0XW7Sbblk9Oo8HK0UMNNRV+nunGolleTWir7obT+dD4e5+DhSo7aRtmU9zjq+/UfgX1YnQUJof54/SkJhqVsYG6Yooz/EjFiggMRFK0LM8viMEwZNsZ5oLMV1wm9PgzX/BPjj5FdmP5zjTiPzrDiBnSvD7uCifL3Jm/O0PIQ2kXLcKOYcr/ImEkRQN/UCuVtlIwZg8FgML6BzdB+VySRCHwaCcMKlijIhiV/Hkz/uYYkMhBPIw1RwbIgG+H/5jCDxmAwGIx8ARuQMBgMBiNfkEcMmhhh9zxx+zudMko+HcK4/hu4v1Q4vlRGhdPYH+M/cBjKYDAYjGyRNwya6AXWDZ2Ak99p0Cj+De56v+T+yuj4MgMZncb+MD/fYSiDwWAwskceMGhiBOxZgn0v/bF/9HgcfHMNiwfPwLLpfeA2Yjuefn6EvTMHoku7NujYezJ2PPgiPy32OQ7O6ItOHXphxvG3SJK9CRTjzbUDuBQgNTBSx5hLMdy1PTr2nIAN3qGQiN/g2oFLkB1GAgLPLseo7h3R3m0UVl35yJ0tdYQ6FEv2bMHEnh3RuZ879jyOkSaWO2RVlQ8Gg8Fg5AnygEEToFTbgWhTpjRaz5iCFoVDcG/felzSd8WQnhXhO6EjlkY0xNi5szCg7CNMHbwaz8TRODe2PWa/q4nhk3rA7M45PEyWXkuCkIeeuP9BjERvd7Qd4Q3LnlMxoQ1hm+sQ7P0UjIee98Edxpdzo9F8lA8su0/ExI6FcKZfa8y8HYvg+/uwYO0zOA+aioHWdzGBu5/U48KJMaryIb0ng8FgMPICeeKRo0Dn/+2dCVgUR/qHfwyCgCBxVdZISGIUReQUxFvI39UEXaNyCIIg4IHGI0GjELMSPDYKosFrjWeiEjwwoqgblLiKIhBBxSgY1guPeKFRVE5nqH/PgQzYzcyAxgn7vc/Tz6MzXV1VX1X1190zvGMMg2YiGLQ0hcyVqkryW5qFpNT2GDc/CP2c3DBhwUS41PKlVCK3QWLMcxC/DCErQRAE8YejFQmtLiolv6wUZeXcPkby5uuatoRxLVdPY8SYL0PIShAEQfzRaEdC05EalSV4VteKKST61HNG/+4F2Jd4mbsXE6Nw7484I3vkWI0ebOqTxgqKMa34f6H1ZQhZCYIgiFeKdiQ0XQu49JRg0/APsUjZiikkQi0zR+Cy+TCPHwZba3t47riPlrV6IoJZfdJY7n2NxJjqCFkfrIe76SCsuduwb2oSBEEQjYNMIQRBEESTQDvu0AiCIAiikVBCIwiCIJoElNAIgiCIJoF2JDRxLlYFT0P8828h/kE0xu1YdQc/zJqIdXmvUnvVUMelCqelxig5K1+CD7PGvdkA1Ih7xdGF8F+UzkVBu2lUHF4hDYtfY7ymVbjzwyxMXJen+P+fm8oT0fCff4SLiDq8pr4/X0elDT9XSIpw6vBJNNBY+ErQjoQm+R0X0n/G5Sd/8PdTGuN2ZGUozMlEwaNXOJoNdlyqcFpqjJKz8iX4MGvcmw1AjbhLbp9F2rk7eJWXGi+DRsXhFdKw+DXGa8pQVpiDzIJHiv//udHt8D78BnXk/xOgF3hNfX++jnQafK4Q//oNpobvp4SmCY/ObsO8SaPhMcIbIXO24EWFYiku7JqHUF8PeAbOwKq029zSkiLGjcPL8ckYD3gEhClel7oaP0bUsi8xLuATbP7lUo3bUXwDh5d/gjEeHggIW4W023x3iyVcXVEYP8oLwVHJuCYXSHLw1cW17MIuzAv1hYdnIGasSkP1IcU3DmP5J2Pg4RGAsOrXSy9g17xQ+Hp4InCGtP7K2o7LW1WCsagsPIil0/3h6R2E8HWZuFel7LTkc1ZyZdKXYGpsAjZFBMHbdwIiE36B3Fr5CGe3zcOk0R4Y4R2COVvOoFbIq32YpTlYEfB3DBkyRLENhffidG4HgfK87k0OtRyZmsVdEKG6Sguwe/5EjPIMQMSm9YgKXc69WGeunC8XqKsUBbvnY+IoTwREbML6qFAsz5bepWgYh/KrSPk6DIHe3HHCVuLoLZ6evDBH5Pvwzqe6VBbi4NLp8Pf0RlD4OmTek56FVIw1x4tzi7sXS/sKgTEn5HdwVXexO2IyNuQrJzLVx5VSwq2PqPGj4BUcheRrlc9VBSr7U5mOJVOXIH79bAR4jkLo0v/g16z1mMmNjc+UlUh/ID/D8q4XWdlYJGyKQJC3LyZEJqBa18pbr3R/ddyySkgKj2Hnf65AXE9dmvS9Mj0Gk5fEY8NMP3j6TkFMSqHiYoN//guvbb51pHyu0OB4kitIiN2Ogss7MGP2LtyqUm8tqj6fNxLp1/ZfO+WH2cederCoX54pXlDwOJmFWDqx6btyWP7ZVBY9xIL1WpjHxIq3pYgLYpir9Vi2JTufnUmOYG72U1hKCWNl6RHMyXY0W/3TGXb6UBzzsunLFuYWs50+rVi7oTHscOZpdunebuZv7sHiS8pYeoQTsx29mv105jQ7FOfFbPouZLl1m5MyiXW1C2Ebj+ewI2v8WWejzmxGegV/XafyWIyrNRu7JZvln0lmEW72bIq8YSzCyZaNXv0TO3P6EIvzsmF9F55ieTGuzHrsFpadf4YlR7gx+ykp7PHjLDbH2ZHNSrvPyh4JxKI8g4U7dGGeXx9ip7OT2KzeHZhX/DW229+cecSXsEcpk1lXKx+2IjWHndy7gLl3cmZzfy5nJTt9WevW/djMnVks90g0c3+rL1t0QcyFPIRZOk1nu3Ly2dnUaDbEohdbmPeYJXiZs9GJ0vbXxOzetSvs8uXL7NKJODbM0oV9fuyRQPmHLGVSV2YXspEdzznC1vh3ZkadZ0gjypJDLJnT9F0sJ/8sS40ewix6LWR5ygPMoVHcuUErSfBi5qMTGddaJYTqeswOfdyN2QdvYMdyjrK1AVashfk4bv+SWnMl7xB/XY8Pfcy62QezDcdy2NG1AcyqhTkbd6BMwzg8YimTuzIrnxUsNeck27vAnXVynsu4YVJCzAp45kgJ73zKZbWnbjnLCHdgXTy/ZodOZ7OkWb1ZB694gTaKa+LHO7fu1o6v+AqLdbPhxuPh8zkidNxaPE5hk7rasZCNx1nOkTXMv7MR6zwjXWB91OlPyU7m27o1GzB7F8vI2sqCLN9gHYYvYP8+ncU2+HZkTpFnueMLrBdF2X4zd7Ks3CMs2v0t1nfRBeF6uf19WrVjQ2MOs8zTuWy7GvO1bLc/M/eIZyVCdWnY92Jurf6lVU8WtiuXXTi+go3s7Mwic54Jz3+htc27joqfnys0O14Fe5w1hzk7zmJp98tYiUDZWqhxPm8s2n2H1mIwYo/vx2xbhruFt1Cp3xy/F92vlfl1TNqh9ZN0bF63HRnPhmNzxip8YFSJk4m7ca9tK9w9loQ96Q9ganIJyfsuogr66OE5Af/XyxEdTRQHqTyJxN330LbVXRxL2sNd4ZnC5FIy9v1XuaYKZCWlov24+Qjq5wS3CQswUSaQFKhrfxHMWj9B+uZ12J7xDMM3Z2DVB0ZcVYnYfa8tWt09hqQ96XhgaoJLyftRZNYaT9I3Y932DDwbvhkZqz6AibLj0oQ/FmW5e5HS3A9RUwfB0XkEFv6YjfVeZvImc23md1ae5VrNoOsSiDnePWE/wB/uVkW4eVvMhTwWx/fPhi27i8JbldBv/juKeKWVBmj7dge81/Yutoavhd7nCZjf35S//K0MAfemOo5MDeO+77+8V4aCdZWeQGKKOSZ+FYz+Tq4YHz0VfZ4/fameK91w/wBfXedxLDEF5hO/QnB/J7iOj8ZURWGN4lCRiR9S2iE0Zgr+5tQDH0X8E75VyUg6q/x5lA5M2r04R5rxzqd9qDV1K3OxN6U5/KKmYpCjM0Ys/BHZ671UjnVlvXNLGHXmUEVWElLbj8P8oH5wcpuABRNduGhLl6Ia/eFguj3g/5knevccib/ZNIeTbxjcHXtimKslHt29W++5g+m6IHCON3raD4C/uxWKbt6uv159FW7ZOm1Thq8uTft+kbvhNB70KeZ52sOqXyjCRz7DwQPnkCE4//nWdonAOqqmvvXEdzwGQ2MDNBMZoKWpCDnqrEU1zueNRbsT2uMMLBv1PoZOW4YdGTchamHIzRDFewpEbwZg67GNGPNuMU6sDoaLjQ+2XBPj6dMymFp0QcdOndCpkyVcJy/FF+5tuPNCMxjIRZE1sKd4WmYKiy4duX25/S1dMXnpF3BvqyyIZCgtK+fKGsmDpmuKljKBJOOva6g1ArYew8Yx76L4xGoEu9jAZ8s1rqqnKDO1QJeO0n07wdJ1MpZ+MRTWAVtxbOMYvFt8AquDXWDjswXXlEdaIBashDueQQu0UDRVt6ocxc+llfU5K7l9DYy4tCRFqh7j9uaO9zhjGUa9PxTTlu1Axk0ReEJeg+Qqtk4IwYHe/8KGYPlnBrzlBd2b6jgyNYy7e1uFv7MuAnVJnuJJKdc2Q3nbRFysWlQLZZ7PFaG6WqHkSSm3j6G8bSJjmCgKaxQHVoayCkMYm8hfh44R155nUAyTAhHe5JkjhcV888kdtaduCTe/DdCiZpKgvLhE5VgLzi1Zm6v3lEBcxwGnzhxipWUo5+afPBS6MG1pLD8s7/qo0x8puoZcf6T/0IGOqBn09eRx19HhdmRcBqjv3KHLjcFzXSvXAK4v9dWr0i1bH3x1adj3Nty7BiYm0JPuzs0DQwN9VFaUyXy1QvP/xbUttI6qqX898Z0ralBzLapxPm8ssr5pKxVZCdhawiWoAwlYs9Af7UsfcItHer1QQ2V2NPzm5qPP7Dh8f3AXppidQuZFHTj0skfx9VLYjQxAgE8fVB7+Fml39Pg7rOeAXvbFuF5qh5EBAfDpU4nD36bhjp7y3vpw7t8dBfsScZk70YgL9+JHmUBSj7+uG+ewxG8u8vvMRtz3B7FrihlOZV7kquoF++LrKLUbiYAAH/SpPIxv027g3BI/zM3vg9lx3+PgrikwO5WJi5Iax6VQLJrZuKDb9VTsk0srceCzgQhYXyhvMtdmfmelteyK8EW4u6GErSjhTpQHEtZgoX97lD4QQ8IrrXyEY3NHY2HFTHz/lRtayV4TKC/qzu/eVMuRqWHchcZYqC59Z/S1zcf+Pde4lolxfU8ysl/4wpdQXcZw6WuL/P17wF1DQXx9D5JlhTWMg3539LLJx55tBVxJ6TBtx4GbduhpXfsKOjv6xTlSaMM3n+6g1tTVs4FLt+tI3XeRO34VHhz4DAMD1qgcaz3euXUVIpOW0L1xBTe5Cy7xjSNIL1D+/Ey9OaTv3B/dC/YhUT6o2PvjGchGlXd91OmPGqhz7lBGrXpfktNV875X4X76AaRJPxvk1vAPB4vh3M8WTprMf8F1VI2G64lDh8tsIskzVFapV1bTMWkIGk6TV4j4POI+6AALCwvZ9k6PcGR2D0DwG9vg2cMVg4bNQm6bLpDc/g3KCkV9+48wvNl3GGZtAzt7X6TaReHTAYZoHxSHWNtD8He0grXtUGzU9UPIwDcUpeogao+guFjYHvKHo5U1bIduhK5fCGrvLoJ54DLMN4/HMFtr2HvuwH2ZQFLEX9eH/fDR8Gb4bpg1bOzs4Ztqh6hPB3BVBSEu1haH/B1hZW2LoRt14RfyIfp9NBzNvhsGaxs72Pumwi7qUwwwqnFcLjMezRuLMjM/xC62RJKnHbrZuWJROXf1OKWLvMlc2zRyVqI5egcE441tnujhOgjDZuWiTRcJbteSVsqp+u83iFiWh9LL32B0D0c4ODjA2W8zf/nbb/C7N9VxZGoad6ExFqqr/F2MXzobhisHwtq+F4KSn8BUv+43voTqao13xy/FbMOVGMj1q1dQMp6Y6qOZnoFmcRC9g/HLF+Ct7SNg27UrekzIQv+VMag9TPqw55kjbh345tNA1J66ZvCLXQzLJE/YdbOD66Jy7u7pE5VjLeKdW1YwcJuIaW22ceNhB5eQkzCxbK50Ja7eHBKZB2LZfHPED7Pl4u6JHfdbclHmXuddH3X6owbNe6s+dyijVr1qzVfVNKTvIt1fseJDB1g7T8Spwasw/wMTzea/4DqqRsP1xKFr4YKekk0Y/mE0isaoLqvpmDQEcjkS/9tUFSE9IQW6g/3R20wE8ZlI9AoVIedklGKH+qhCUXoCUnQHw7+3GUTiM4jsFQrRpgxE2Wn+NWiC4KM00Redtg3Dpd3+MFK8RvCjnKIJ4n8PUQuw83EY6xOKz//xKXxCduDNYF/Fm6oQoQU7j7ixPgj9/B/41CcEO94Mhm83SmYE8TqgOzSCwFNcSf8JWdclaGfvBtdurVH9vRB1eHolHT9lXYeknT3cXLuhtSaFCUIFVQ+v4vxDU9i89xe6A1EBJTSCIAiiSaAdCb/iKBb6L0JDNHDa6sP7MyEpOoXDJ+9A7lcgCIL4c6IdCU1yG2fTzqEhGjht9eH9eRDj12+mInw/JTSCIP7caN8jWXXcfkI+PJU+Rj7vYwXSvgpEzAn57WHV3d2ImLxB9m8hF2MNlSg8uBTT/T3hHRSOdZn3ZEmh/GoKvg4LhLdnAMJWHoVMy6eGf07Y2aapj1F9J1vxlQTEbi/A5R0zMHvXLcEYqo4FQRDEa0b6GdprpySBeZmPZokl6rj9Hgv48FT7GPm9jyU1nkLpPldimZsNdzxxAb+LUYnyjHDm0MWTfX3oNMtOmsV6d/Bi8Rf/zSZ3tWI+K1JZzsm9bIF7J+Y892dWroZ/TupM43O2aepj1MjJdv4hy5rjzBxnpbH7ZSX8MSxXHQuCIIjXjZbdoanh9qvI4vfhqeFj5Pc+Kt6si44J2vG4GGuoRO7eFDT3i8LUQY5wHrEQP2avx7BLSUhpF4qYKX+DU4+PEPFPX1QlJ0Gq5VPpn+N40dn2C9I18jGWauZku6cHY4NmEBm0hKkohz+GF41UxIIgCOL1o2UJTQ1XmqAPT7WPkd/7KJFZDp5/11MilqtsRG/yuhhrYDKXmkGLFgpLgi6qyovx9HEZKgyNUaPlM4Lhswou+XCo8s9xr/M52zTzMTbCySYUw7+2VxELgiCI14/itKslqONK03fm9+Gp4WPk9z5WwaSlLm5cuSnVrOLGkXTI1HSV2YjmcTHWoAcbl264nroPctXdAXw2MACbW7vAJn8PtsnliTi9/QBu2vVELS2fIHzONjv00MjHqKmTTYdLbCJInlWiSiiG7JSKWBAEQbx+tCuhqeNKE5kL+PBU+xj5vY+mcJs4DW22ccezc0HISRNYNufuZfTteV2MNYhg5heLxZZJ8LTrBjvXRSiftgzTBk7E8gVvYfsIW3Tt2gMTsvpjZYwXhOyJdeFztmnmY9TUyaYLC5eekGwajg+ji/hjaCYQiwfr4W46CGvu0vcjCYJ4/dAfVmsR5GwjCIJoONp1h0YQBEEQDYTu0LQIcrYRBEE0HEpoBEEQRJOAbgQIgiCIJoF2JDTJNXw/dQgGDx6stA3F7L0PFDs0noYLeCtw+MuRiDxYAojzsG7cCMxIvFFznKob2B42AWvzxJBc+g6h7sp9kPcjPPl3xc6VuHZwGT4e3hd2XSxh5TwYIV/9G4WyPylTqocgCILQGO145MgligV9hiBv/A581r36xxF10fJtW3Q2exk/lihG3oL+GPtsDbLmO0CzI5Zi64j22Dn8Gvb5n8dMWzcsf/wRNv2ciMC3uesBya9YNMATRdFnEGMwHz18r+OT76fD5vlvYnH9eIfrR1sR7uwejwEzfsPoZdGYOLAjmt08irUzpmO34/fIWuyAxOp6gk0VZQmCIAh10Z5Hjjp6+EtHRzg7Oys2Ry6ZSQTFwfwS3UqkL5mK2IRNiAjyhu+ESCT88hQSdQW8mWsRseaE7N+CNOuKv/e+iMiweFznu93Tb4NOjtV9UPSjLZdCxflYtzgVzjEJmOfhAHNTE/y12zB8sXYpfMzKUEx/ykUQBNEotCehsVIUHPwW69evl20bd51EUZUEt878B7m35c55VnoVP6df4P5VjhNzRyLs5y4IjpyLwHfTMNV7Mc6Kxbh9ejsWr8mH0+R/YJJlDsI/XgXdd0Zi0oiO6DA8Cl/8/Q2Bstxh9QxgZCgXTwmiYwjH8BUYdTkSYfHXX3iEyZ5cwI/fyvsg2zbuxVnpDwY8zETmJUcMHtxavqMC3Xc98PmMgfgrfZpJEATRKLToNFqJh4X5yMvLk235l+6iTOhhaH0iYqYLl8A58O5pjwH+7rAqusllDUPVAl6urJHzWEQGuSgqqQejfohcOQqXI8MQf6NOSqu4jyuKPsi2/Cu4X1GFqvIyVDQzQguFr6oi7XP06tgBHTpwW5cJ+KFU/jpBEATRMLTokeMb6BW6BHFxcbJtacQwvK3Lvcy99fxTvmpxcL0iYl0YGMn1u1L7rugFubFqibE6GPePxArvy4ickYg7SjlNp01/TImV90G2LQ3DQDOuHWZd0dm4AGcvyO82m/efh6PnzuN8zlzY3buHp/TIkSAIolFo+YMuEb84WA0RcW3UEPAKlhXCGAO+XAGvS3HYcF6epOqluSvGj9XDdzP/ieNFXPYS6XOJtzme5P2K35R/HocgCIJoEFqe0Az4xcFqiIhro4aAlyv7YL07TAetUZRRA+MB+HLlOLyndHclKdwIr44WsLCo3t5Bj/CjqIA+nL/YiX/1ycYkp05w6N0bDu+ZwyH0HAasXoARxooDKNC4LQRBEP/jkCnkdVDxENeu/oZSQ3N0fKeVwM/AEARBEJpACY0gCIJoEmj5I0eCIAiCUA9KaARBEESTgBIaQRAE0SSghEYQBEE0CSihEQRBEE0CSmgEQRBEk4ASGkEQBNEkoIRGEARBNAkooREEQRBNAkpoBEEQRJOAEhpBEATRJKCERhAEQTQJKKERBEEQTQDg/wFeho0RHd8Q0QAAAABJRU5ErkJggg==)
En su comparación anual, la Estimación Oportuna del Producto Interno Bruto con series desestacionalizadas mostró un retroceso en términos reales de 2.9% en el trimestre en cuestión. Por actividades económicas, los decrementos fueron de 3.6% del PIB de las Actividades Terciarias y de 2.3% para el de las Secundarias; en tanto que el de las Actividades Primarias se incrementó 2.8% frente a igual trimestre de 2020.
Cabe señalar que las estimaciones oportunas proporcionadas en este comunicado podrían cambiar respecto a las cifras generadas para el PIB trimestral tradicional, las cuales se publicarán el próximo 26 de mayo de 2021.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 30 de abril de 2021
Clasificado bajo: Agricultura, CEIEG, Economía, Estadística, Ganaderia, Inegi, Pesca y Acuacultura, Producción, Servicios | Comentarios desactivados en INEGI – Estimación Oportuna del Producto Interno Bruto en México
Martes, 4 de mayo de 2021
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Indicadores de Establecimientos con Programa IMMEX
Cifras durante febrero de 2021
La Estadística Mensual sobre Establecimientos con Programa de la Industria Manufacturera, Maquiladora y de Servicios de Exportación (IMMEX), muestra las principales características y evolución de los establecimientos manufactureros y no manufactureros (número de establecimientos en activo, personal ocupado, horas trabajadas, remuneraciones e ingresos, entre otras variables) registrados en este programa.
Cifras desestacionalizadas
El personal ocupado en los establecimientos con programa IMMEX presentó un incremento de 0.2% en febrero de este año frente al mes que le precede, con cifras desestacionalizadas. Según el tipo de establecimiento en el que labora, en los manufactureros subió 0.2%, en tanto que en los no manufactureros (que llevan a cabo actividades relativas a la agricultura, pesca, comercio y a los servicios) descendió 0.1% a tasa mensual.
Durante el mes de referencia, las horas trabajadas no reportaron cambio respecto a las de un mes antes: en los establecimientos manufactureros crecieron 0.2%, mientras que en los no manufactureros retrocedieron 1.3% con series ajustadas por estacionalidad.
Las remuneraciones medias reales pagadas al personal contratado directamente por los establecimientos con programa IMMEX se mantuvieron sin variación durante el segundo mes de 2021 con relación a las de enero pasado, según datos desestacionalizados. De manera desagregada, en las unidades económicas manufactureras fueron mayores en 0.1%; en contraste, en las no manufactureras decrecieron 0.4% en el lapso de un mes.
A tasa anual, el personal ocupado total presentó un alza de 1.1%, las remuneraciones medias reales aumentaron 2.8% y las horas trabajadas cayeron 1.1% en febrero del año en curso.
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)
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 30 de abril de 2021
Clasificado bajo: CEIEG, Economía, Estadística, Finanzas, Indicadores, Inegi, Servicios | Comentarios desactivados en INEGI – Indicadores de Establecimientos con Programa IMMEX
Martes, 4 de mayo de 2021
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/BID.png)
Producto asociado a índice de sostenibilidad corporativa se lanza en mercado mexicano
Scotiabank México emitió una nota estructurada denominada en MXN (pesos mexicanos) y vinculada a IndexAmericas, un índice de sostenibilidad corporativa desarrollado por el Banco Interamericano de Desarrollo (BID). Este innovador índice, elaborado por el BID y estructurado por BNP Paribas, incluye 50 empresas en Estados Unidos que demuestran un fuerte compromiso con el desarrollo sostenible y los aspectos medio ambientales, sociales y de gobernanza (ESG, por sus siglas en inglés), así como también una penetración de mercado relevante en América Latina y el Caribe (ALC).
Un porcentaje de los ingresos generados a través del producto estructurado se canalizará al BID para apoyar sus proyectos de desarrollo sostenible en ALC. El innovador índice es el primero en su tipo creado por un banco de desarrollo multilateral y el primero en ALC en estar alineado con los Objetivos de Desarrollo Sostenible de las Naciones Unidas. Constituye el resultado de la alianza con S-Network Global Indexes (SNET) y está desarrollado a partir de información obtenida de Refinitiv. El índice también obtuvo apoyo académico por parte del Earth Institute de la Universidad de Columbia. La transacción es el resultado de una iniciativa conjunta con Scotiabank México y BNP Paribas para introducir el índice en el mercado mexicano.
El BID creó IndexAmericas en el 2017 para celebrar a los campeones de sostenibilidad corporativa que operan en la región de ALC e incentivar aún más el compromiso corporativo con temas ESG y los esfuerzos de desarrollo sostenible. A la fecha, IndexAmericas ha emitido varias ediciones del ranking el cual reconoce a las 100 empresas globales más sostenibles con operaciones en ALC. Asimismo, IndexAmericas ha publicado un índice de género que presenta a aquellas empresas que son líderes en la promoción de la equidad de género, así como múltiples versiones del índice de empresas multilatinas que reconoce a las empresas líderes radicadas en ALC gracias a su desempeño en temas ESG y de desarrollo sostenible. IndexAmericas también ha trabajado con múltiples bolsas de valores de ALC para desarrollar índices a nivel nacional, basándose en su propia y única metodología.
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Fuente: BID 29 de abril de 2021
Clasificado bajo: CEIEG, Economía, Información en otros sitios, informacion tematica seccion, Noticias | Comentarios desactivados en BID – Producto asociado a índice de sostenibilidad corporativa se lanza en mercado mexicano
Martes, 4 de mayo de 2021
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El comercio electrónico mundial crece hasta los
26,7 billones de dólares, impulsado por la COVID-19
La pandemia del coronavirus provoca enormes ganancias en este sector, pero no para todos sus integrantes. Las compañías orientadas al consumidor y dedicadas al turismo o al transporte privado figuran entre las más afectadas. Estados Unidos siguió dominando el mercado global del comercio electrónico, por delante de Japón y China.
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Según la Conferencia de las Naciones Unidas sobre comercio y desarrollo, la UNCTAD, el sector del comercio electrónico experimentó un gran crecimiento en las ventas al por menor, pasando del 16% al 19% en 2020. El aumento se vio impulsado por las restricciones a la circulación adoptadas por varios países para luchar contra la pandemia del COVID-19.
La mayor alza porcentual de ventas minoristas se produjo en Corea del Sur con el país asiático creciendo de un 20,7% en 2019 a un 25,9% el 2020. Otras alzas destacadas durante el mismo periodo se produjeron en el Reino Unido aumentando del 15,8 al 23,3%; China del 20,7 al 24,9%; Estados Unidos del 11 al 14%, Australia del 6,3 al 9,4% y Singapur del 5,9 al 11,7%.
Por otro lado, y según las últimas estimaciones disponibles, las ventas del comercio electrónico a nivel global en 2019, incluyendo las ventas entre empresas y de empresa a consumidor, alcanzaron los 26,7 billones de dólares, un aumento del 4% con respecto a 2018. La cifra equivale al 30% del producto interior bruto mundial de 2019.
El estudio halló resultados desiguales cuando analizó los resultados de las trece principales empresas de comercio electrónico orientadas al consumidor, la mayoría de ellas chinas y estadounidenses.
Los principales retrocesos en esta área se produjeron en compañías dedicadas al turismo o al transporte privado con fuertes reducciones en su valor bruto de mercancías.
Las ventas de las empresas de comercio electrónico orientadas al consumidor se estimaron en 4,9 billones de dólares en 2019, un 11% más que en 2018. Los tres primeros países por ventas de comercio electrónico continúan siendo China, Estados Unidos y el Reino Unido.
El informe estima que el valor del comercio electrónico mundial entre empresas en 2019 fue de 21,8 billones de dólares, una cifra que representa el 82% de todo el comercio electrónico.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: ONU 03 de mayo de 2021
Clasificado bajo: CEIEG, Economía, Empresas, Estadística, Indicadores, ONU, Tecnologías de la Información | Comentarios desactivados en ONU – El comercio electrónico mundial crece hasta los 26,7 billones de dólares, impulsado por la COVID-19
Martes, 4 de mayo de 2021
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)
El comercio electrónico mundial alcanza los 26,7 mil millones
de dólares mientras COVID-19 impulsa las ventas en línea
Sin embargo, la pandemia ha impactado de manera desigual las empresas de comercio electrónico, invirtiendo, por ejemplo, los beneficios registrados por las que ofrecen servicios de transporte privado y actúan en el sector de viajes.
![](https://unctad.org/sites/default/files/2021-04/2021-05-03_E-commerce-stats_1200x675.jpg)
Las restricciones de circulación introducidas en varios países para luchar contra la pandemia del COVID-19 han provocado un aumento del comercio electrónico, cuya parte de las ventas minoristas pasó del 16% al 19% en 2020, según estimaciones de la UNCTAD publicadas en un informe.
El informe fue presentado por la UNCTAD durante una reunión de dos días sobre cómo medir el comercio electrónico y la economía digital.
Según el informe, las ventas minoristas en línea crecieron de forma notable en varios países, de los cuales la República de Corea registró el mayor porcentaje en 2020 (25,9%) en 2020. Su parte en 2019 fue de 20,8%.
Entretanto, las ventas mundiales de comercio electrónico alcanzaron los 26,7 mil millones de dólares a nivel global en 2019, un aumento del 4% con respecto a 2018, según las últimas estimaciones disponibles. La cifra incluye las ventas de empresa a empresa (B2B) y de empresa a consumidor (B2C) y equivale al 30% del producto interior bruto (PIB) mundial de 2019.
Según el informe de la UNCTAD, la pandemia del COVID-19 ha dado lugar a resultados desiguales para las principales empresas de comercio electrónico B2C.
Los datos de las 13 principales empresas de comercio electrónico, 11 de las cuales son de China y Estados Unidos, muestran un notable cambio de suerte para las empresas de plataformas que ofrecen servicios turísticos y de transporte privado.
Todas registraron fuertes reducciones en el valor bruto de mercancías (VBM) y, por lo tanto, han caído en las clasificaciones del sector.
A pesar de la reducción del VBM de algunas grandes empresas, el VBM total de las 13 principales empresas de comercio electrónico B2C aumentó un 20,5% en 2020, lo que representa un crecimiento superior al de 2019 (17,9%). Hubo ganancias particularmente grandes para las empresas de Shopify (hasta el 95,6%) y Walmart (72,4%). En total, el GMV B2C de las 13 principales empresas se situó en 2,9 mil millones de dólares en 2020.
El informe estima en 21,8 mil millones de dólares el valor del comercio electrónico mundial B2B en 2019, lo que representa el 82% de todo el comercio electrónico, incluyendo tanto las ventas a través de plataformas de mercado en línea como las transacciones de intercambio electrónico de datos (EDI).
Las ventas de comercio electrónico B2C se estimaron en 4,9 mil millones de dólares en 2019, un 11% más que en 2018. Los tres primeros países por ventas de comercio electrónico B2C siguieron siendo China, Estados Unidos y el Reino Unido.
El comercio electrónico B2C transfronterizo se situó en unos 440 mil millones de dólares en 2019, lo que supone un aumento del 9% respecto a 2018. El informe de la UNCTAD señala que la proporción de consumidores que realizan compras transfronterizas en línea aumentó del 20% en 2017 al 25% en 2019.
A pesar de las grandes fortunas de las empresas de comercio electrónico, un índice publicado por la World Benchmarking Alliance en diciembre del año pasado las calificó mal en materia de inclusión digital.
El índice evaluó a 100 empresas digitales, entre ellas 14 de comercio electrónico, en función de su contribución al acceso a las tecnologías digitales, a la creación de competencias digitales, a la mejora de la confianza y al fomento de la innovación.
Las empresas de comercio electrónico obtuvieron resultados inferiores a los de las empresas de otros sectores digitales, como el hardware o los servicios de telecomunicaciones.
Según el informe de la UNCTAD, uno de los principales factores de los malos resultados será el hecho de que las empresas de comercio electrónico sean relativamente jóvenes. La mayor parte fueron fundadas en las dos últimas décadas.
“Estas empresas se han dedicado más a la satisfacción de sus accionistas que al compromiso con un grupo amplio de partes interesadas y a la elaboración de métricas sobre sus resultados medioambientales, sociales y de gobernanza”, dice el informe.
No obstante, hay algunos puntos positivos. Por ejemplo, varias empresas de comercio electrónico ofrecen formación gratuita a empresarios sobre la venta en línea. En algunos casos son dirigidas específicamente a grupos vulnerables, como personas con discapacidades o minorías étnicas.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: UNCTAD 30 de abril de 2021
Clasificado bajo: CEIEG, Economía, Empresas, Estadística, Información en otros sitios, Tecnologías de la Información | Comentarios desactivados en UNCTAD – El comercio electrónico mundial alcanza los 26,7 mil millones de dólares mientras COVID-19 impulsa las ventas en línea
Jueves, 29 de abril de 2021
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Boletín Económico de Chiapas
Cifras abril de 2021
La Secretaría de Hacienda, en el marco del Comité Estatal de Información Estadística y Geográfica, da a conocer la actualización de la información en el Boletín Económico de Chiapas (BECH).
Este documento es un concentrado de información de carácter económico proveniente de distintas fuentes, a fin de que el lector cuente con un panorama amplio del estado, así que en esta edición se actualizaron diferentes indicadores estatales.
Los apartados que se actualizaron en el BECH:
Del sector secundario: Indicador Mensual de Actividad Industrial, Manufacturas, Construcción y Minería.
Del sector terciario: Se actualizó lo correspondiente a Turismo.
De los indicadores macroeconómicos se actualizaron: Índice Nacional de Precios al Consumidor(INPC) e Inflación, Ingresos por Remesas Familiares, Indicador Trimestral de Actividad Económica Estatal(ITAEE) y Empleo.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: SH 29 de abril de 2021
Clasificado bajo: Agricultura, CEIEG, Economía, Estadística, Ganaderia, Industria, Pesca y Acuacultura, Producción | Comentarios desactivados en SH – Boletín Económico de Chiapas
Jueves, 29 de abril de 2021
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/IMCO.png)
![](https://imco.org.mx/wp-content/uploads/2021/04/I%CC%81ndice-de-Competitividad-Estatal_2021_IMCO.jpg)
La pandemia trajo a México grandes daños, por lo que necesitamos conocer cómo están las entidades para entender dónde pueden mejorar. El Instituto Mexicano para la Competitividad (IMCO), en su Índice de Competitividad Estatal 2021 (ICE), permite entender la capacidad de las entidades para hacer frente a los retos del futuro.
Ciudad de México es la única entidad con competitividad alta.
Guerrero es la entidad menos competitiva.
Seis de las 32 entidades tienen competitividad baja.
Sinaloa es la entidad con el mayor avance, mientras que Hidalgo tiene el mayor retroceso.
El Índice de Competitividad Estatal 2021 (ICE) encontró que Yucatán es el estado más seguro, la CDMX es la más innovadora, Chihuahua es el mejor conectado y Sinaloa tiene las mejores condiciones laborales.
En promedio, todas las entidades empeoraron su crecimiento del PIB (pasaron del 1.2% al -2.3%).
En el ICE 2021 encontramos que, en términos de competitividad, existen varios Méxicos, y en los extremos están las entidades más y menos competitivas
En el IMCO definimos la competitividad de los estados como su capacidad para forjar, atraer y retener talento e inversión. El índice está compuesto por 72 indicadores que forman 10 subíndices. Los resultados de las entidades permiten clasificarlas en 6 grupo de competitividad:
![](https://imco.org.mx/wp-content/uploads/2021/04/RESULTADOS_ICE_2021.png)
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: IMCO Abril 2021
Clasificado bajo: CEIEG, Economía, Estadística, informacion tematica seccion, Notas, Noticias | Comentarios desactivados en IMCO – Resultados del Índice de Competividad Estatal (ICE) 2021
Jueves, 29 de abril de 2021
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)
Ciudad de México, única entidad con alta
competitividad en el país: Imco
La capital siguió atrayendo talento e inversión pese a la pandemia.
![](https://www.eleconomista.com.mx/__export/1619585155102/sites/eleconomista/img/2021/04/27/competitividad_280421w.jpg_1018320481.jpg)
Durante el primer año de la pandemia, la Ciudad de México fue la única entidad federativa que mostró una alta competitividad, es decir, siguió atrayendo talento e inversión, mientras que en el otro extremo se encontraron los estados del sur como los más rezagados.
De acuerdo con el Índice de Competitividad Estatal 2021 (ICE) del Instituto Mexicano para la Competitividad (Imco), que mide la capacidad de los estados para generar, atraer y retener talento e inversiones, la capital del país se ubicó en la primera posición de un ranking de 32.
Pese a la emergencia sanitaria, la Ciudad de México no perdió su primer lugar en el ICE; desde el 2001 lo ocupa.
La Ciudad de México presentó el mayor PIB per cápita (408,042 pesos por persona) y la mayor diversificación económica (937 sectores), uso de banca móvil (14,827 contratos de banca móvil por cada 10,000 adultos) y carga aérea (51,000 kilogramos por cada 1,000 personas).
Entre las razones principales que pusieron al sur en jaque, la especialista indicó que la emergencia sanitaria mermó la diversificación económica de estos estados; también se suma un rezago histórico donde se ha excluido a la región de los planes de desarrollo y crecimiento económico.
Recalcó que los cinco estados del sur tienen en promedio el menor PIB per cápita del país (87,00 pesos por persona), también el mayor rezago en inversión por población económicamente activa (45,000 pesos) y sólo 19% de las personas de 25 años o más cuentan con estudios universitarios o técnicos. También se concentra el mayor porcentaje de informalidad (71% de los trabajadores).
Sobre el proceso de evaluación y metodología del ICE, el índice está compuesto por 72 indicadores que forman 10 subíndices (tecnología, turismo, conectividad, economía, mercado laboral, seguridad, uso de recursos naturales, democracia, gestión gubernamental; e inclusión, salud y educación).
Los resultados de las entidades permiten clasificarlas en seis grupos de competitividad: alta, adecuada, media alta, media baja, baja y muy baja.
A partir de los resultados identificados en el ICE 2021, el Imco desarrolló algunas propuestas para que las entidades mejoren su competitividad. La primera busca que se pueda adecuar la legislación presupuestal estatal con el fin de crear controles a las modificaciones presupuestales de los poderes ejecutivos locales, para evitar que los recursos sean reasignados sin aprobación previa y con ello evitar la discrecionalidad.
Se debe promover la inserción de los estados del sur-sureste del país en la cadena productiva de América del Norte, mediante mejoras regulatorias e inversión en infraestructura y conectividad.
También se deben desarrollar capacidades para la generación y procesamiento de datos que mejoren la toma de decisiones de política pública y faciliten trámites y servicios.
Se necesitan reformar las leyes de adquisiciones y obras públicas estatales para incluir protocolos y lineamientos; se deben crear sistemas estatales de innovación que incentiven un vínculo entre el sector privado y los generadores de patentes.
Por último, se tienen que aprovechar las facultades de los estados para desarrollar programas de nivelación académica ante los efectos de la pandemia.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente:EL ECONOMISTA 27 de abril de 2021
Clasificado bajo: CEIEG, Economía, Educación, Empleo, Estadística, Gobierno, Información en otros sitios, Medio Ambiente, Salud, Seguridad, Tecnologías de la Información, Turismo | Comentarios desactivados en EL ECONOMISTA – Ciudad de México, única entidad con alta competitividad en el país: Imco
Jueves, 29 de abril de 2021
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Índices Globales de Personal y Remuneraciones
de los Sectores Económicos
Cifras durante febrero de 2021
En febrero de 2021, con cifras desestacionalizadas, el IGPOSE registró un nivel de 105.9 puntos con un incremento de 0.2% respecto al mes previo.
El IGRESE alcanzó un nivel de 113.6 puntos en febrero de 2021, lo que representó una variación de -1.1% respecto a enero, con cifras desestacionalizadas.
Con cifras desestacionalizadas, en febrero de 2021, el IGREMSE presentó un nivel de 107.0 puntos, con una disminución de 1.1% respecto al mes previo.
El INEGI difunde los resultados de los Índices Globales de Personal y Remuneraciones de los Sectores Económicos: IGPOSE, IGRESE e IGREMSE, correspondientes a febrero de 2021.
Los índices globales, tienen como objetivo primordial representar una aproximación al personal ocupado y a las remuneraciones que reportan las encuestas económicas para los sectores construcción, industrias manufactureras, comercio y servicios privados no financieros, fortaleciendo la infraestructura estadística sobre la economía en su conjunto, lo que coadyuva en el diseño, instrumentación y evaluación de políticas públicas enfocadas al mercado laboral de México.
En febrero de 2021, con cifras desestacionalizadas, el IGPOSE registró un nivel de 105.9 puntos con un incremento de 0.2% respecto al mes previo. En su comparativo anual, este índice presentó una variación de -3.4 por ciento.
El IGRESE alcanzó un nivel de 113.6 puntos en febrero de 2021 lo que tuvo una variación de -1.1% respecto a enero, con cifras desestacionalizadas. Con relación a febrero de 2020 decreció 4.9 puntos porcentuales.
Con cifras desestacionalizadas, en febrero de 2021, el IGREMSE observó un nivel de 107.0 puntos con una disminución de 1.1% respecto al mes previo. Este índice significó una variación de -1.7% en comparación con febrero de 2020.
El nivel más elevado para el IGPOSE es el registrado en mayo de 2019 con 111.0 puntos, el IGRESE presentó su nivel más alto en febrero de 2020 con 119.4 puntos y el IGREMSE en diciembre de 2020 con 108.9 puntos.
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)
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 29 de abril de 2021
Clasificado bajo: CEIEG, Economía, Empleo, Encuestas, Estadística, Industria, Inegi, Servicios | Comentarios desactivados en INEGI – Índices Globales de Personal y Remuneraciones de los Sectores Económicos
Jueves, 29 de abril de 2021
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)
La disrupción del mercado laboral y las medidas de apoyo de
COVID-19 contribuyen a caídas generalizadas de los impuestos
sobre los salarios en 2020
La crisis del COVID-19 ha provocado la mayor disminución de los impuestos sobre los salarios desde la crisis financiera mundial de 2008-09, según un nuevo informe de la OCDE.
Taxing Wages 2021 muestra que la disminución de los ingresos de los hogares, junto con las reformas fiscales vinculadas a la pandemia, están impulsando disminuciones generalizadas de los impuestos efectivos sobre los salarios en toda la OCDE.
El informe destaca las caídas récord en la OCDE durante 2020 en la cuña fiscal: los impuestos totales sobre el trabajo pagados tanto por los empleados como por los empleadores, menos los beneficios familiares, como porcentaje del costo laboral para el empleador.
La cuña fiscal para un solo trabajador con salario promedio fue del 34,6% en 2020, una disminución de 0,39 puntos porcentuales con respecto al año anterior. Se trata de una caída significativa, pero menor que las disminuciones observadas en la crisis financiera mundial: 0,48 puntos porcentuales en 2008 y 0,52 puntos porcentuales en 2009. La cuña fiscal aumentó en 7 de los 37 países de la OCDE durante el período 2019-20 y cayó en 29, principalmente por menores impuestos sobre la renta.
La caída en la cuña fiscal fue aún más significativa para los hogares con niños, lo que llevó las tasas impositivas sobre estos tipos de familias a nuevos mínimos. La cuña fiscal promedio para una pareja con un solo salario con un salario promedio con hijos en 2020 fue del 24,4%, una disminución de 1,1 puntos porcentuales en comparación con 2019. Esta es la caída más grande y el nivel más bajo observado para este tipo de hogar desde que la OCDE comenzó a producir impuestos. Salarios en 2000.
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)
Entre 2019 y 2020, la cuña fiscal para este tipo de hogar disminuyó en 31 países y aumentó solo en 6. Disminuyó en más de 1 punto porcentual en 16 países. Las mayores disminuciones se registraron en Lituania, Estados Unidos, Polonia, Italia, Canadá y Corea. El único aumento de más de 1 punto porcentual se registró en Nueva Zelanda.
La brecha entre la cuña fiscal promedio de la OCDE para el trabajador medio soltero (34,6%) y la pareja con un solo salario con hijos (24,4%) se ha ampliado en 0,7 puntos porcentuales desde 2019, lo que refleja cambios en las políticas que proporcionaron apoyo adicional a las familias con hijos durante la crisis del COVID-19.
Las caídas en las cuñas fiscales del país para el trabajador soltero, la pareja con un solo salario y dos hijos y el padre soltero se debieron principalmente a cambios en la configuración de la política fiscal, aunque la caída de los salarios promedio también contribuyó en algunos países. Por el contrario, los aumentos en la cuña fiscal fueron impulsados casi todos por el aumento de los salarios promedio, compensados solo ligeramente por cambios de política.
De los diez países donde medidas específicas de COVID-19 afectaron los indicadores, el apoyo se brindó principalmente a través de beneficios en efectivo mejorados o únicos, con un enfoque en el apoyo a las familias con niños.
El informe muestra que la fiscalidad laboral sigue variando considerablemente en la OCDE, con la cuña fiscal sobre el trabajador soltero promedio que va desde cero en Colombia hasta el 51,5% en Bélgica.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: OECD 29 de abril de 2021
Clasificado bajo: CEIEG, Economía, Empleo, Estadística, Finanzas, Indicadores, Información en otros sitios | Comentarios desactivados en OECD – La disrupción del mercado laboral y las medidas de apoyo de COVID-19 contribuyen a caídas generalizadas de los impuestos sobre los salarios en 2020
Jueves, 29 de abril de 2021
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/ONU.png)
Es urgente que los países establezcan
sistemas de seguridad y salud en el trabajo
Más de 7000 trabajadores de la salud han fallecido por el COVID-19, mientras que se ha doblado el número de los que trabajan en casa. Para hacer frente a futuras emergencias como la planteada por el COVID-19, la agencia que vela por los trabajadores insta a implementar o fortalecer las políticas laborales de seguridad y salud nacionales, integrándolas a las medidas de respuesta a posibles crisis.
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El COVID-19 ha trastornado el mundo del trabajo y es probable que los efectos sean duraderos. Uno de los que más han sufrido han sido los que han estado en la primera línea de frente de la lucha contra el virus.
Más de 7000 trabajadores sanitarios han fallecido desde que surgió la crisis del COVID-19, y 136 millones de empleados en esos servicios y los de asistencia social corren el riesgo de contraer esa enfermedad, según un informe de la Organización Internacional del Trabajo (OIT).
En un nuevo informe, publicado con motivo del Día Mundial de la Seguridad y la Salud en el Trabajo, la agencia de la ONU explica que para echar a andar estos sistemas hace falta invertir en infraestructura e integrar todas sus provisiones en los planes nacionales de preparación y respuesta a las crisis.
Además de proteger a los trabajadores, de esta manera se facilitaría la continuidad de la operación empresarial aún en tiempos de emergencia, sostiene la publicación.
Según el estudio “Anticiparse a las crisis, prepararse y responder – Invertir hoy en sistemas resilientes de SST”, la emergencia del COVID-19 colocó a los trabajadores no sólo en riesgo de contraer el virus en el lugar de trabajo, sino que los sometió a restricciones de movilidad y produjo un aumento de las modalidades de teletrabajo, así como el cierre de muchas actividades comerciales y de manufactura.
La OIT señala que el impacto de la crisis afectó el mercado de trabajo, las condiciones laborales, los salarios y, en muchos casos, el acceso a protecciones como las licencias por enfermedad y las prestaciones sociales.
Con respecto a los trabajadores de la economía informal, generalmente los más pobres y desprotegidos, el texto enfatiza que su vulnerabilidad se ha agudizado en el contexto de la pandemia.
Añade que las medidas de confinamiento total o parcial aplicadas en muchos países, que afectan a unos 5000 millones de personas en el mundo, han golpeado a unos 1600 millones de trabajadores informales, que trabajan en sectores como los servicios de alojamiento y alimentación, la industria manufacturera, el comercio mayorista y minorista y la agricultura.
Los trabajadores de la economía informal, especialmente en los países en desarrollo, no tienen más opción que trabajar a pesar de las restricciones de movimiento e interacción social, los confinamiento y otras medidas porque no tienen acceso a protecciones sociales como las licencias o subsidios por enfermedad o emergencias.
Además, las condiciones de vida hacinadas e insalubres hacen casi imposible el distanciamiento físico en sus viviendas.
Entre las provisiones para enfrentar las emergencias, la Organización destaca el papel crucial del diálogo social en todos los ámbitos de respuesta.
De acuerdo con la OIT, un diálogo social eficaz ayuda a ofrecer mejores soluciones para adaptarse a las circunstancias y generar confianza.
El informe también recuerda que las normas laborales internacionales son una referencia importante para proteger el trabajo decente en el contexto de las respuestas a las crisis.
La agencia asevera que la pandemia ha evidenciado la necesidad de que los países cuenten con un marco institucional nacional sólido de seguridad y salud en el trabajo, al igual que una autoridad competente en la materia que ejerza el liderazgo y actúe como organismo de confianza en una crisis para producir respuestas más coordinadas y rápidas.
Agrega que la emergencia del COVID-19 ha puesto de manifiesto la necesidad de que los servicios de salud en el trabajo actúen “como puente” entre los sistemas de salud pública y el lugar de trabajo con servicios como el asesoramiento, la consulta, la educación y la formación; el seguimiento de los casos, y la notificación a las autoridades sanitarias y de la seguridad social.
Sensibilización sobre seguridad y salud en el trabajo, el caso de México
El estudio considera fundamental que los trabajadores, los empleadores y la sociedad en su conjunto cobren conciencia de la importancia de la seguridad y la salud en la esfera laboral.
Como ejemplo de una buena práctica en este renglón, cita las campañas de sensibilización sobre sobre el tema en las cadenas de valor del café en México.
Dicha iniciativa implicó la producción de una serie de recursos audiovisuales por parte de la OIT y la Federación Nacional de Cafeteros con el objetivo de concienciar a los trabajadores sobre la seguridad y la salud en el trabajo en las cadenas de valor del café durante la pandemia de COVID-19.
La campaña incluyó una radionovela de diez capítulos sobre diversos aspectos de la seguridad y salud en el trabajo, incluida la mitigación del riesgo de COVID-19 durante la cosecha.
También se crearon cuñas radiofónicas, en alianza con la Federación Nacional de Cafeteros, para hablar de los peligros del coronavirus y de cómo mantenerse a salvo en el sector del café. Por último, se produjo una serie de videos en los que se habla de la prevención del COVID-19 en la agricultura, así como de la limpieza, la desinfección y otras medidas de mitigación.
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Fuente: ONU 28 de abril de 2021
Clasificado bajo: CEIEG, Economía, Empleo, Empresas, Estadística, Gobierno, Indicadores, Industria, ONU, Salud, Servicios | Comentarios desactivados en ONU – Es urgente que los países establezcan sistemas de seguridad y salud en el trabajo
Miércoles, 28 de abril de 2021
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Análisis del Producto Interno Bruto
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Comportamiento trimestral real del valor agregado de los bienes y servicios finales del sector primario, el cual contiene un análisis comparativo con los avances de siembras y cosechas y de la producción pecuaria.
Comportamiento del PIB Agroalimentario al cuarto trimestre de 2020
(2019: IV – 2020: IV)
Durante el cuarto trimestre de 2020, el Producto Interno Bruto del Sector Agroalimentario, en términos reales, presentó una tasa de crecimiento anual de 2.0 por ciento.
En el cuarto trimestre de 2020, el Producto Interno Bruto (PIB) Nacional registró
decremento de 4.3%, con cifras originales, y disminuyó 4.5% con desestacionalizadas.
Con cifras tradicionales, el Sector Primario creció 4.8% frente al cuarto trimestre
de 2019, es el tercer mayor crecimiento para un periodo similar, en 2012 fue de 8.0% y en 2016 de 5.4%. Con cifras desestacionalizadas presentó un incremento de 4.9%, es el cuarto incremento, para mismo trimestre, desde 2006 cuando se incrementó 10.9%. Así, las actividades primarias son determinantes en la recuperación de la industria de alimentos, bebidas y tabaco.
La industria de alimentos, bebidas y tabaco, con cifras originales, disminuyó 0.1%,
en el lapso aludido, luego de caídas más fuertes en el segundo y tercer trimestre.
Sector Agroalimentario
El PIB del sector agroalimentario (primario más alimentos, bebidas y tabaco) aumentó 2.0% en relación con el mismo trimestre del año anterior, mientras que el PIB nacional disminuyó 4.3%, esto se derivó principalmente del crecimiento del subsector agrícola, cuyo PIB fue 7.3% mayor, el subsector pecuario 1.9% y la industria de alimentos, bebidas y tabaco que disminuyó 0.1 por ciento.
Comportamiento del PIB por subsector
Con base en el Índice de Volumen Físico Agropecuario (IVF Agropec), elaborado por el SIAP, durante el cuarto trimestre de 2020, el valor de la producción agrícola y pecuaria, en términos reales, se incrementó 2.8% respecto al mismo periodo de 2019
Subsector Agrícola
En términos reales, la producción agrícola, al cuarto trimestre de 2020, aumentó 3.3%. En tanto que, en volumen, se lograron 58.3 millones de toneladas, 6.2% más que el registrado el mismo trimestre de 2019.
Los cultivos que presentaron comportamiento positivo en su cosecha, comparados con
el mismo trimestre del año anterior fueron: maíz grano (8.8%), maíz forrajero (11.7%), sorgo grano (14.5%), caña de azúcar (33.3%), alfalfa verde (7.2%) y aguacate (2.3%).
Los cultivos cíclicos y perenes con mayor crecimiento, en valor real, fueron: maíz grano (9.6), chile verde (0.005%), maíz forrajero (11.3%), aguacate (2.0%), caña de azúcar (31.7%) y alfalfa verde (7.3%).
Por el contrario, los principales cultivos que registraron comportamiento negativo en su producción, comparado con el mismo periodo de 2019 son: avena forrajera (17.8%), jitomate (5.7%), chile verde (1.5%), naranja (21.2%), limón (6.5%) y plátano (5.6%).
Subsector Pecuario
En cuanto a los bienes pecuarios, la producción de carne en canal aumentó 2.6%, explicado por un comportamiento positivo en la producción de carne en canal de porcino (3.3%), ave (2.8%) y bovino (2.1%). La oferta de huevo también registra una aportación importante, se lograron ocho mil 187 toneladas más (1.1%), la mayor oferta del producto logró que el precio disminuyera, vendiéndose en diciembre de 2020 en 35.29 pesos por kilo, pagado por el consumidor, mientras que en mismo mes de 2019 se cotizaba en 35.66 pesos, representó un decremento interanual de 1.0 por ciento.
Subsector de la industria de alimentos y bebidas
La producción de la industria de alimentos, bebidas y tabaco, disminuyó 0.1% en relación con el mismo trimestre de 2019, lo hizo a una tasa menos acelerada que el promedio de las industrias manufactureras (0.4% menor), mientras que el subsector agrícola y pecuario crecieron 7.3 y 1.9%, respectivamente.
La rama económica que más impactó en su crecimiento fue la “Preparación y envasado
de pescados y mariscos”, que creció 7.1% y constituyó el 0.4% del total del subsector. La rama “Elaboración de productos de panadería y tortillas”, que participó con 30.8% del subsector, registró un decremento de 0.4%, mientras que la “Elaboración de productos lácteos” disminuyó 1.0 por ciento.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: SIAP 27 de abril de 2021
Clasificado bajo: Agricultura, Alimentación, CEIEG, Economía, Estadística, Ganaderia, Industria, Información en otros sitios, Pesca y Acuacultura, Producción, Servicios | Comentarios desactivados en SIAP – Análisis del Producto Interno Bruto
Martes, 27 de abril de 2021
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)
México prende motor del comercio internacional en marzo
México reactivó en marzo el motor que representa el comercio internacional para su economía, tanto en las exportaciones como en las importaciones, informó este martes el Inegi.
![](https://www.eleconomista.com.mx/__export/1609909120581/sites/eleconomista/img/2020/12/22/contenedores_archivo.jpg_1093282975.jpg)
México reactivó en marzo el motor que representa el comercio internacional para su economía, tanto en las exportaciones como en las importaciones, informó este martes el Instituto Nacional de Estadística y Geografía (Inegi).
En una vertiente, la exportaciones mexicanas de productos registraron un crecimiento interanual de 12.2%, a 43,003 millones de dólares, la tasa más alta desde noviembre de 2018 y tras dos caídas continuas, en enero y febrero.
Por otro lado, las importaciones totalizaron 46,006.5 millones de dólares, lo que implica un alza de 31.4% y su mejor desempeño desde septiembre de 2010, tras un ciclo generalizado de caídas, en los últimos 18 meses, excepto en diciembre, cuando subieron 3.7 por ciento.
El PIB de México disminuyó 8.2% en términos reales durante 2020, reflejando los efectos económicos negativos por la pandemia Covio-19 y meses de restricciones a la producción y movilidad implementadas en ciertos estados.
Ahora se espera una recuperación, con proyecciones como la del Fondo Monetario Internacional (FMI) que estima un crecimiento para la economía mexicana de 5% en 2021.
Los resultados de marzo ya impulsaron las cifras acumuladas del comercio exterior en el primer trimestre, a un aumento de 3.1% en las exportaciones y 8.3% en las importaciones.
Con series ajustadas por estacionalidad, en marzo de 2021 las exportaciones totales de mercancías reportaron un aumento mensual de 4.30%, el cual fue resultado de alzas de 3.59% en las exportaciones no petroleras y de 18.61% en las petroleras.
Igualmente, con datos desestacionalizados, las importaciones totales mostraron un avance mensual de 18.35%, el cual se derivó de crecimientos de 11.55% en las importaciones no petroleras y de 92.80% en las petroleras. Por tipo de bien, se presentaron incrementos mensuales de 10.58% en las importaciones de bienes de consumo, de 20.60% en las de bienes de uso intermedio y de 8.90% en las de bienes de capital.
Como en otras regiones, la fabricación automotriz en América del Norte se ha visto afectada por la escasez global de semiconductores, a la vez que en febrero hubo afectaciones en la industria en general por la falta de suministro de gas importado desde Texas debido a fuertes heladas.
De hecho, las exportaciones automotrices mexicanas fueron el único de los principales conceptos de las ventas externas que registró una caída en marzo pasado (-5.2 por ciento).
México reportó un déficit en su balanza comercial de 3,003.6 millones de dólares en marzo y un saldo negativo acumulado en el primer trimestre de 1,558.8 millones de dólares.
Al interior de las ventas externas de México en marzo, las petroleras subieron 70.8% (2,127.7 millones de dólares), mientras que las no petroleras escalaron 10.2% (40,875.3 millones de dólares).
En las manufacturas, las variaciones más importantes se observaron en las exportaciones de productos de la minerometalurgia (30.2%), de equipos y aparatos eléctricos y electrónicos (21.3%), de maquinaria y equipo especial para industrias diversas (18.1%), de equipo profesional y científico, así como el de alimentos, bebidas y tabaco (14.5%) de manera individual.
Por su parte, el retroceso anual de 5.2% en las exportaciones de productos automotrices se derivó de descensos de 1% en las ventas canalizadas a Estados Unidos y de 23.9% en las dirigidas a otros mercados.
Mientras tanto, el valor de las exportaciones agropecuarias y pesqueras fue de 2,166.4 millones de dólares, un avance de 5% a tasa anual, y el de las extractivas totalizó 973.9 millones de dólares, un crecimiento de 38 por ciento.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente:EL ECONOMISTA 27 de abril de 2021
Clasificado bajo: Agricultura, Economía, Empresas, Estadística, Exportaciones, Industria, Información en otros sitios, Pesca y Acuacultura, Petróleo, Producción | Comentarios desactivados en EL ECONOMISTA – México prende motor del comercio internacional en marzo
Lunes, 26 de abril de 2021
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
El INEGI presenta resultados de la Desagregación Sectorial
del Indicador Oportuno de la Actividad Económica
La Desagregación Sectorial del Indicador Oportuno de la Actividad Económica dará a conocer sus estimaciones cuatro semanas después del cierre del mes, adelantándose en 4 semanas a la salida de los datos del Indicador Global de la Actividad Económica (IGAE).
Los resultados ofrecen un desglose de 86 actividades productivas, cuyo nivel agregado corresponde con los resultados del Indicador Oportuno de la Actividad Económica del último mes del trimestre inmediato anterior.
Además, se presentan variaciones estimadas del empleo formal por actividad, por niveles de ingreso y por tamaño de empresas, así como su distribución geográfica por entidad federativa.
Por primera vez, el INEGI presenta resultados de la Desagregación Sectorial del Indicador Oportuno de la Actividad Económica que permitirán a los usuarios tener una idea de los cambios en los niveles de actividad económica, con mayor oportunidad.
Mientras el Indicador Global de la Actividad Económica (IGAE) y sus componentes se dan a conocer aproximadamente 8 semanas después de terminado el mes de referencia, la Desagregación Sectorial del Indicador Oportuno de la Actividad Económica presentará sus estimaciones apenas cuatro semanas después del cierre del mes, adelantándose en 4 semanas a la salida de los datos oficiales.
Estos indicadores se publicarán de forma trimestral, con resultados para el tercer mes de cada trimestre. A continuación, algunos resultados correspondientes a marzo de 2021:
Se estima que las actividades relacionadas con los servicios son las que presentan una mayor disminución en la comparación interanual. Destacan actividades de artistas, escritores y técnicos independientes (-32.8%), parques recreativos, casinos loterías y otros servicios recreativos (-32.7%) y otras escuelas y servicios educativos (-29.7 por ciento).
Las actividades secundarias con la mayor caída con respecto a marzo del año anterior son las relacionadas con la industria de la construcción.
Asimismo, para marzo de 2021 se estima una pérdida de 536,360 empleos formales, comparado con marzo de 2020.
Los servicios de preparación de alimentos y bebidas presentan la mayor reducción estimada de empleos (-94,861 empleos) en su comparación interanual, seguido por la fabricación de equipo de transporte (-68,868 empleos) y parques recreativos, casinos loterías y otros servicios recreativos (-64,977 empleos).
La Desagregación Sectorial del IOAE es un ejercicio de estadísticas experimentales que realiza el Instituto a partir de su vinculación con un modelo de multiplicadores contables basado en las Matrices de Contabilidad Social de México (MCSM).
Las MCSM estiman directamente los niveles de actividad económica con base en modificaciones en la estructura de la demanda final (principalmente consumo privado, consumo de gobierno, formación bruta de capital fijo y exportaciones). La vinculación del modelo de las MCSM con los resultados de la Encuesta Nacional de Ocupación y Empleo (ENOE) da como resultado la estimación de variaciones en los niveles de empleo formal, detallando el nivel de ingresos, tamaño de las empresas y distribución geográfica de los trabajadores.
Para efectos de esta aplicación, la compatibilización entre los clasificadores del Sistema de Clasificación Industrial de América del Norte (SCIAN) en la cuenta de producción de las MCSM y el clasificador en la ENOE se realizó tratando de obtener la máxima desagregación posible. En consecuencia, se buscó que cada actividad resultante tuviera un número suficiente de observaciones en la ENOE, de manera que sus resultados fueran más robustos.
Lo anterior dio como resultado que algunas actividades se mantuvieron a nivel de rama (4 dígitos del SCIAN) y algunas otras a nivel de subsector (3 dígitos del SCIAN). En algunos casos, se realizaron agrupaciones de ramas dentro de un subsector, sin que se agregara al subsector completo. Este es el caso del subsector 611, dentro del cual se creó un grupo con las actividades 6114 a la 6117 (“6114-6117”).
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 26 de abril de 2021
Clasificado bajo: CEIEG, Economía, Empleo, Estadística, Indicadores | Comentarios desactivados en INEGI – Presenta resultados de la Desagregación Sectorial del Indicador Oportuno de la Actividad Económica
Lunes, 26 de abril de 2021
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Indicador Global de la Actividad Económica
Cifras durante febrero de 2021
El INEGI informa que el Indicador Global de la Actividad Económica (IGAE) mostró una disminución de 0.3% en términos reales en el segundo mes del año en curso respecto al mes previo, con cifras desestacionalizadas.
Por grandes grupos de actividades, las Primarias y las Terciarias descendieron 0.3% en lo individual, mientras que las Secundarias aumentaron 0.4% durante febrero de 2021 frente al mes precedente.
En términos anuales, el IGAE registró una reducción real de 4% en el mes de referencia. Por grandes grupos de actividades, las Terciarias cayeron 5% y las Secundarias retrocedieron 3.1%, en tanto que las Primarias crecieron 6.3% con relación a igual mes de 2020.
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)
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 26 de abril de 2021
Clasificado bajo: Agricultura, CEIEG, Economía, Estadística, Ganaderia, Indicadores, Industria, Inegi, Pesca y Acuacultura, Producción | Comentarios desactivados en INEGI – Indicador Global de la Actividad Económica
Lunes, 26 de abril de 2021
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/BancoMundial.png)
Mejorar la productividad, clave para desatar
el crecimiento sostenible en América Central
Nuevo estudio del Banco Mundial identifica políticas prioritarias para cada país y para la región que estimularían un crecimiento y generación de empleo sostenibles.
Los seis países de América Central (Costa Rica, El Salvador, Guatemala, Honduras, Nicaragua y Panamá) pueden incrementar la productividad de sus economías y su fuerza laboral para recuperarse de la mayor recesión económica en su historia —causada por la pandemia y exacerbada por el paso de los huracanes Eta e Iota— y avanzar hacia un crecimiento económico firme y sostenible, de acuerdo con un nuevo estudio del Banco Mundial.
El informe “Desatando el potencial de crecimiento de América Central”, señala que estos países tienen ante sí la oportunidad de dinamizar sus economías mediante una serie de reformas en áreas clave. Estas incluyen reducciones en los costos y barreras para el comercio; inversiones en capital humano, innovación e infraestructura física y digital; atracción de inversiones privadas a través de la mejora del entorno empresarial y la calidad de las instituciones, y una mayor inclusión de mujeres y jóvenes en el mercado laboral.
El estudio analizó el desempeño de América Central durante las últimas tres décadas y encontró que, si bien entre 1991 y 2017 su economía creció en promedio 4,5% al año, por encima del resto de América Latina y el Caribe, esto se logró con poco crecimiento de la productividad.
Un mayor número de trabajadores, debido a un rápido crecimiento de la población en edad de trabajar, representó dos tercios del crecimiento económico logrado en ese periodo. Dado que se prevé un descenso pronunciado en el crecimiento de la población en edad de trabajar, un mayor aumento en la productividad, es decir, mayor capacidad de las empresas y de la mano de obra para producir más y mejores bienes y servicios, será esencial para sostener un crecimiento fuerte de cara al futuro.
La pandemia empujó a América Central a su mayor contracción económica. No obstante, el comercio mundial de bienes se ha recuperado, los precios de las materias primas se mantienen, las remesas son más altas que hace un año y la regionalización de las cadenas de valor globales hacia América del Norte se está acelerando, lo que representa un buen augurio para las economías de América Central.
Algunas de las áreas clave para impulsar reformas de políticas, identificadas por el estudio, incluyen:
1.-Reducir costos y barreras al comercio intrarregional y con México: Los costos para el comercio son altos en América Central, equivalentes a aranceles de hasta 74%.
2.-Invertir en capital humano y en cobertura y calidad de la infraestructura física y digital: Reducir las brechas de conocimientos y habilidades fortalecerá la productividad, la flexibilidad y la capacidad innovadora de la fuerza laboral. También apoyará el desarrollo de industrias modernas que ocupen intensamente a trabajadores altamente calificados, como las tecnologías de la información y la comunicación, así como industrias menos intensivas en habilidades como el turismo.
3.-La atracción de inversiones privadas a través de la mejora del entorno empresarial y la calidad de las instituciones: Se necesitan grandes proyectos de inversión, pero éstos requieren reglas claras, instituciones capacitadas, disponibilidad fiscal y alianzas con el sector privado.
4.-Modernizar los códigos laborales: Con el fin de adaptarlos a situaciones híbridas en la pospandemia, atraer los empleos del futuro, facilitar la movilidad entre empresas y sectores y la formalización laboral e impulsar una mayor participación de mujeres y jóvenes en la fuerza laboral.
El estudio consta de seis informes que analizan los factores, limitaciones y oportunidades de crecimiento para cada país y un informe regional que examina los temas comunes a toda América Central.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: BANCO MUNDIAL 26 de abril de 2021
Clasificado bajo: CEIEG, Economía, Empleo, Estadística, Información en otros sitios, Población | Comentarios desactivados en BANCO MUNDIAL – Mejorar la productividad, clave para desatar el crecimiento sostenible en América Central
Lunes, 26 de abril de 2021
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)
Actividad económica volvió a caer en febrero; se contrajo 0.3%
Durante el segundo mes del 2021 la economía mexicana mostró una contracción de 0.3% en relación con el mes previo, la debilidad se explica principalmente por el bajo dinamismo en el sector de actividades terciarias.
![](https://www.eleconomista.com.mx/__export/1616681270859/sites/eleconomista/img/2021/03/24/zocalo-cdmx-bandera-mexico-24-marz21-ee-rosario-servin.jpg_423392900.jpg)
La actividad económica en México volvió a registrar una caída durante el segundo mes del año, cuando aún varios estados continuaban en Semáforo Rojo ante las condiciones epidemiológicas por el Covid-19.
De acuerdo con el Instituto Nacional de Estadística y Geografía (Inegi), en febrero el Indicador Global de la Actividad Económica -que da un seguimiento mensual a la economía mexicana- mostró una contracción mensual de 0.3%, con cifras desestacionalizadas.
Lo anterior sería la tercera caída consecutiva. En diciembre pasado, luego de seis meses de mostrar crecimientos, la economía volvió a presentar signos de debilidad ante los rebotes de casos de Covid-19 en varias entidades, lo cual llevó a algunos estados a Semáforo Rojo, por lo que volvieron algunas restricciones de movilidad que afectaron a la actividad económica.
En su comparación anual, la actividad económica registró una contracción de 4.0%, con lo que hiló 20 meses consecutivos de caídas.
Las estimaciones de la Secretaría de Hacienda y Crédito Público apuntan a que la economía mexicana tendrá un rebote de 5.3% anual este año, ello tras la crisis que se generó a nivel mundial por la pandemia del Covid-19.
Por grupo de actividades económicas, el sector de las industrias fue el único que mostró un crecimiento durante el mes de febrero.
De acuerdo con el Inegi, el sector secundario mostró un crecimiento de 0.4% mensual, su noveno mes consecutivo de recuperación.
Dentro de estas actividades, el sector de la construcción fue la que más creció, con una tasa mensual de 2.5%; en contraste, la generación, transmisión y distribución de energía eléctrica, suministro de agua y de gas por ductos al consumidor final mostró una contracción de 3.8 por ciento.
En el caso del sector primario, que se refiere a las actividades económicas relacionadas al campo, la contratación mensual fue de 0.3 por ciento.
Lo mismo pasó para el sector de los servicios, con una caída de 0.3 por ciento. Al interior de este, la mayor caída se dio en el comercio al por mayor con 1.6% mensual.
En el otro extremo, los servicios de transportes, correos y almacenamiento; Información en medios masivos tuvieron un crecimiento de 2.1 por ciento.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente:EL ECONOMISTA 26 de abril de 2021
Clasificado bajo: Agricultura, CEIEG, Economía, Estadística, Ganaderia, Industria, Información en otros sitios, Servicios | Comentarios desactivados en EL ECONOMISTA – Actividad económica volvió a caer en febrero; se contrajo 0.3%
Jueves, 22 de abril de 2021
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)
Energéticos llevan a la inflación a 6.05% en la primera
mitad de abril; su mayor nivel desde finales del 2017
En la primera mitad del mes, el Índice Nacional de Precios al Consumidor (INPC) registró un avance de 0.06% quincenal, mientras que a tasa anual se ubico en 6.05 por ciento.
![](https://www.eleconomista.com.mx/__export/1618525482955/sites/eleconomista/img/2019/11/05/aspectos_gasolineras_zh_2.jpg_423392900.jpg)
La inflación a los consumidores repuntó en la primera quincena de abril a un nivel que no se veía desde el cierre del 2017, esto principalmente por el aumento que se presentó en los precios de los energéticos, de acuerdo con la información divulgada por el Instituto Nacional de Estadística y Geografía (Inegi).
En la primera mitad del mes, el Índice Nacional de Precios al Consumidor (INPC) registró un avance de 0.06% quincenal, mientras que a tasa anual se ubico en 6.05 por ciento.
Lo anterior supuso el mayor nivel que se ve en la inflación desde la última quincena de diciembre del 2017, cuando se ubicó en 6.85 por ciento.
En aquel año, la inflación rebasó en diversas ocasiones el techo de 6.0% ante la depreciación del peso frente al dólar, los aumentos en el precio de las frutas y verduras así como la liberalización de los precios de las gasolinas, en donde el gobierno dejó de determinar el precio de los combustibles.
Diversos analistas esperaban que abril de este año la inflación pudiera llegar a estos niveles, debido no sólo a una recuperación de los precios de los energéticos, sino también por un efecto base de comparación. El año pasado, con el inicio de la pandemia, la inflación registró un nivel de 2.08% en la primera mitad de abril.
Al interior del reporte se puede observar que en la primera mitad de abril hubo presiones desde el índice no subyacente así como del subyacente, específicamente de los energéticos y las mercancías.
En el primer caso, los precios de los energéticos aumentaron 28.22% en comparación con el mismo periodo del año pasado, ello como resultado del incremento de los precios internacionales de la gasolina.
Esto, y una inflación de apenas 2.19% en las tarifas de gobierno, llevaron al rubro de energéticos y tarifas autorizadas a un nivel de 19.42 por ciento. A su vez, los precios de los productos agropecuarios aumentaron 3.63% en el periodo.
Con ello, la inflación anual del rubro no subyacente se ubicó en 12.21 por ciento.
Otra de las presiones fue en el rubro de las mercancías, las cuales tuvieron un incremento en sus precios de 5.66% anual. En tanto, los servicios avanzaron 2.42 por ciento.
Lo anterior llevó a la inflación subyacente, que elimina de su cálculo los bienes y servicios con precios más volátiles, a un nivel de 4.13 por ciento.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente:EL ECONOMISTA 22 de abril de 2021
Clasificado bajo: CEIEG, Economía, Estadística, Indicadores, Industria, Información en otros sitios | Comentarios desactivados en EL ECONOMISTA – Energéticos llevan a la inflación a 6.05% en la primera mitad de abril; su mayor nivel desde finales del 2017
Martes, 20 de abril de 2021
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/BancoMundial.png)
Los precios de los productos básicos se
estabilizan tras los aumentos de principios de 2021
Los precios de los productos básicos continuaron su recuperación en el primer trimestre de 2021, y se prevé que se mantendrán cercanos a los niveles actuales a lo largo del año, gracias al repunte de la economía mundial y a las mejoras en las perspectivas de crecimiento, según la publicación semestral Commodity Markets Outlook (Perspectivas de los mercados de productos básicos) del Banco Mundial.
Sin embargo, el panorama futuro depende en gran medida de los avances en la contención de la pandemia de la COVID-19, así como de las medidas normativas de apoyo que adopten las economías avanzadas y las decisiones de producción de los principales generadores de productos básicos.
Se estima que este año los precios de la energía aumentarán, en promedio, más de un tercio respecto de los valores de 2020, y que el petróleo se ubicará en un valor medio de USD 56 por barril. Se prevé que los precios de los metales aumentarán un 30 %, en tanto que los precios de los productos agrícolas se incrementarán casi un 14 %. Gracias al repunte de la actividad económica, así como a algunos factores específicos de la oferta, en particular en los sectores del petróleo, el cobre y algunos alimentos básicos, casi todos los precios de los productos básicos han superado los niveles previos a la pandemia.
Tras los mínimos históricos alcanzados durante la pandemia, se observa una recuperación de los precios del petróleo crudo, respaldada por el acelerado repunte de la economía mundial y los continuos recortes a la producción promovidos por la Organización de Países Exportadores de Petróleo y sus socios. Se espera que la demanda se fortalezca durante 2021.
Se prevé que los precios se ubicarán en un promedio de USD 60 por barril en 2022. Sin embargo, si las medidas de contención de la pandemia no prosperan, una nueva disminución de la demanda podría ejercer presión sobre los precios.
Se estima que los precios de los metales retrocederán parcialmente respecto de los aumentos de este año, a medida que el crecimiento generado por los estímulos pierda su fuerza en 2022. Si algunas de las principales economías emergentes retiran los estímulos antes de lo previsto, los precios podrían inclinarse a la baja; sin embargo, la implementación de un importante programa de infraestructura en Estados Unidos podría ayudar a sostener los precios de los metales, entre ellos los del aluminio, el cobre y el mineral de hierro. Por otra parte, intensificar el avance de la matriz energética mundial hacia la descarbonización también podría fortalecer la demanda de metales.
Los precios agrícolas han aumentado sustancialmente este año, en particular los de los productos alimentarios básicos, a raíz de la disminución de la oferta en América del Sur y la fuerte demanda de China. No obstante, la mayor parte de los mercados mundiales de alimentos básicos siguen estando adecuadamente abastecidos en comparación con los niveles históricos, y se prevé que los precios se estabilizarán en 2022.
En una de las secciones destacadas de la publicación se investigan las repercusiones de los drásticos cambios en los precios de los metales sobre los países exportadores. Los metales, en particular el cobre y el aluminio, son una de las principales fuentes de ingresos por exportaciones para un 35 % de los mercados emergentes y las economías en desarrollo, y revisten una gran importancia en lo referido al crecimiento económico, la estabilidad macroeconómica y, por ende, la reducción de la pobreza. Dado que los precios de los metales responden principalmente a la demanda internacional, estos países pueden verse sumamente afectados por las recesiones mundiales, que pueden generar caídas tanto en los precios de los metales como en los ingresos por exportaciones. Las ganancias extraordinarias derivadas de los altos precios de los metales, que en general se extienden poco en el tiempo, deberían reservarse para enfrentar los efectos negativos y a más largo plazo de las disminuciones de los precios, que justificarían la adopción de políticas de apoyo.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: BANCO MUNDIAL 20 de abril de 2021
Clasificado bajo: Agricultura, CEIEG, Economía, Estadística, Exportaciones, Información en otros sitios, Petróleo, Pobreza | Comentarios desactivados en BANCO MUNDIAL – Los precios de los productos básicos se estabilizan tras los aumentos de principios de 2021
Lunes, 19 de abril de 2021
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Indicadores del Sector Manufacturero
Cifras durante febrero de 2021
El Instituto Nacional de Estadística y Geografía (INEGI) informa que con base en los resultados de la Encuesta Mensual de la Industria Manufacturera (EMIM), durante el segundo mes del año en curso el personal ocupado total del sector manufacturero registró un aumento de 0.1% respecto al mes precedente, con datos ajustados por estacionalidad.
Las horas trabajadas se incrementaron 0.4% a tasa mensual, en tanto que las remuneraciones medias reales pagadas, que incluyen sueldos, salarios y prestaciones sociales descendieron 0.5% durante febrero de 2021 frente a enero pasado, con cifras desestacionalizadas.
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)
A tasa anual, el personal ocupado total presentó una caída de 0.4% y las horas trabajadas disminuyeron 1.3% en el mes de referencia, mientras que las remuneraciones medias reales crecieron 1.5% en igual periodo.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 19 de febrero de 2021
Clasificado bajo: CEIEG, Economía, Empleo, Encuestas, Estadística, Indicadores, Industria, Inegi | Comentarios desactivados en INEGI – Indicadores del Sector Manufacturero
Lunes, 19 de abril de 2021
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Indicador Oportuno de la Actividad Económica
Cifras durante marzo de 2021
El INEGI informa que el Indicador Oportuno de la Actividad Económica (IOAE) estima anticipadamente una variación del Indicador Global de la Actividad Económica (IGAE) para marzo de 2021 contra igual mes de 2020 de (-)2.1 por ciento.
La variación anual esperada de las actividades secundarias al mes de marzo de 2021 es de (-)0.9% y para las terciarias de (-)3.1 por ciento.
El Instituto Nacional de Estadística y Geografía (INEGI) informa que el Indicador Oportuno de la Actividad Económica (IOAE) estima anticipadamente una variación del Indicador Global de la Actividad Económica (IGAE) de (-)2.1% durante marzo de 2021 respecto al mismo mes del año anterior. Las series consideradas presentan sus respectivos intervalos de confianza al 95 por ciento. Considerando los principales Grandes Sectores de Actividad del IGAE, se tiene que para el de las actividades secundarias se calcula una caída anual de 0.9% en marzo pasado y para el del sector terciario una reducción de 3.1 por ciento.
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)
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 19 de abril de 2021
Clasificado bajo: CEIEG, Economía, Estadística, Gobierno, Industria, Inegi, Servicios, Turismo | Comentarios desactivados en INEGI – Indicador Oportuno de la Actividad Económica
Lunes, 19 de abril de 2021
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gz6M04uroZFHC8L6ZPn05Hx7m1OqjcdtttjBs3TrMQmc1mTaSojBgxgquuugqj0ahNnEOHDiUmJiaoXHJyMhaLhaamJo4ePcrIkSOxWq0sXrxYc5lt3ryZJ598MmJfPvjgA4CIk+M111zD4cOHWb16tRa3NGnSJHQ6HbIs8/nnnweV7+7uJjExsd8JTXXvhcZV2Gw2Ro8eTVtbG//8z//cZxt33XWXZimUJAmDQYlhOnDgQFhZjx+mD0rBfMYKpqHTATrwSSTFZbKz2Q14ASPxpt7HL9HiVcSVxcqhluBg+nNBfn4++/fvD3LtqIRaPjIzMzl69GjY93X06NEgi8KsWbO0MjU1NZSUlGgxTaA8c3l5eRw8eJCOjo4wK5Qa36bG7QC0tbXhdDrJzMykrq4uqA9Op5MNGzawYMEC7Zg66R4/fjxIqKju5pSUlKBnpa9xCCQ0eFy9H1CeqcDP6jn1c+B4ZmVlUVFRMSABpt6Lw+EIuu/jx4+zc+dO5s+fr720BIqUgwcPhq2gVamrqyMzMxOn03lWdQO/WxX1/voaa4fDARC2cGDXrl3Mmzcv7DqqO08gEHwz6VdEbak+BQYDGM1gNve684xGZmX2WjkOuwCrkdNd7gGLKKvVqr2hnev91G666SZ0Oh0vvvgioKzwieQGmzFjBpIksWXLFoCIq84AxowZw1dffUVJSQkjR47E4XBw3XXX8eKLL9Ld3c2OHTtobm4mNTUVnU6nWbe++OILrY1Q9wxAeno6ANu3b9dE1ODBgxk+fDi1tbUcO3ZMe1vu7OxEkiRSUlI4duxYn/evTloej4djx44xfPhw7ZzqPlItZ9G49dZbNXdeWloaN9xwA9u2baOqqgqn0xlk5Uox6UgZmh7eiM8HRhO0OMiIHcPmRrfizkuIJbbHpRWL15lA5we9gerOc+/iBeWZWLNmTb/lpkyZwoYNG0hMTNRSTNTW1lJTUxPVoqAKdHUSVRk7dqw2ad9www1anJ7H42Hfvn3ayjf12PLly6murmbixIls3bqVxMREzVKxa9cusrOztWcBFPFSVFTEzp07sVgsmpjZuXNnmGXsbMchlKysLKxWK2VlZZp19ssvv8RqtZKVlaWJlMAxUN3a6rOiuslUAi0v6r2olrLAe8nPz6e6uhqr1Rrk/q6srKSiooKioqKg9i0WC7W1tezbt49Zs2b1WzdagHkgX2esQfl/f+LEiYjnQscjPj6+z7EaSD8FAsGFo18R5eyRwBCjuGWMZsUadSY2av6gJK3cqW4v6M14fWcnhoxncgKFBp3/o6giRrXkhFqhVObMmYMsy3z66acAUd1bqslffYNvbm5m0qRJzJ07l9WrVwOK21DNw6SirrzLzMyMGDSqthsotjIyMsjLy6O2thZQ4qKuuuoqWlpa0Ov1mruuLwLH84UXXtDSLoBiAQy1tkVD/X7cbjejR49m27ZtyLLMgQMH+k1DAYDfrwhvVys2q5m17S4wAL4eYsy9Vqs4GSV2ymBiV1t31Ob6I3CSCc0RlpycTFFRkeZOizYhZWVlMXfuXHbt2qWVzczMDFtyHlg/cOILzG+WlZWFzWYjMTGR+Ph4Lf5OtV4EWjTMZjMFBQVUVVVx7733MmvWLD7//HPN5Z2Xl6fFFwVeu7CwEIvFQmlpacRl9/2NQ7Txi8ScOXP4+9//romwzMxM5syZE1Q30NJjtVqZNWuWNj6hLlA1zYBaV7XkBd5Lfn4+hYWFvP3222EvOaNHj6aiokIbz8D2bTabZlEqLS3ts26ouzHaOPQ31pHqJSQkIElS2ItHpPEITL0Qaaz+EbeoQCA4D0iSJPf189b2gzJvrZVZtkrmN9tkXvtC5s8H5YVftASV43dbZB5dLn9+3BHWRkFBgQzIU6dO1Y7t3btXPnTokPb7Bx98IKNsuyavWbOmzz6pP+vWrdPqrFy5UpYkSe7s7JR37dqllRk6dKgMyPfdd1+fbQ0aNEgG5Icffjji+fnz58uAfPXVV8uSJMllZWWyy+WSV61apfVh0aJFsiRJ8ieffCJv2LBBliRJvu+++2RAzs/Pj9juK6+8otU/fvy4LEmS3NjYKD/11FPa8VdffVWWJEnes2ePvH37dvm6666TAXnx4sVaO4888ogMyAaDQZYkSW5ubtbqA/LWrVv7vP/x48fLgHzjjTdGPF9dXS2/+OKLWnt//OMfB/Qd8f4hmXfqZF5Yr/z+Qb3My3tlXtov/+6vZVq57+6ql/nNlzL/dULm5W2yQCAQCASXOv1Gc//757U47riRxdeOBbMRTBYmjUrh7fG91pCaTi+4AL0OW4wpemMB7NixQ0sOeS5paGjQlqG73W4tDUJiYvRAZafTqZnNoy0xVoNK1XJWq5WmpiZuuOEGrYz6dm6z2TTXoVo+Li4uYruB11MDt30+n5ZQE9DiugwGA0lJSVFz/AQSFxcX9FY8a9asoCX0Z0N3dzddXV2aywTQrGT90uIBvY83JpzJ++U7YyHTgSlgBYLRcOZRlH3gHeDKBIFAIBAILiL9iqjqI1/wYUUH/1M8lqrvFHLoWyPZcWWwIPmvk06QdWCNYVD8wNxEe/fuPedxUKDkgVFXtLW1tWmCoy8X2KlTpzT3VzQzvprfR43xMBqNnDp1isTERK644gpASZVw4sQJBg0apLnB1JxX0bZJCXSrqW07nc4gs/3hw4cBxUUXExMTlHYgEmouKTVJo8pVV1014BxcgbS0tOD1epk4caLmJo20ajCUA11+SBwCxyq5d3qBctDdGwelC3j6TLIe9Geeh75vTyAQCASCS4L+8wqkpPEvu5WVa7lxFnJiw8Oofn+oFYwGGJ6GWa/H6fYSKcQp0Ory1VdfDTguZyCoaQmqq6s5dOgQQNDKv75iPQLLGaPs26bmXnK5XFo5VaCp2cpB2QLGarVq5dXklf21C73JQTs6Ohg+fLiWokHNU+Pz+TAajf2KT3UVkZp0VEWWZf7pn/6pz7qRcLvdmM1mjEajFhMUKZ4mlEkHXXD6KNtn5wLQ7ZOhy6Uk39TJ6Om1OPUapWTo0eE7DwJbIBAIBIJzSb8i6u78sdB8gP/cG9n19vARNzh9oNOzNEdZRbS/oTVirqjy8nLuuusurrrqKj799FNyc3P/sd4H8NhjjzF37lx+8pOfaEuT1SBeCE6OGUqgeyxaOdU95/P5evd7O0OgMNm4cSP19fWaQFTbjpYHK/C4Kn46OzuJiYnRVs81Nzdjt9sxmUzYbLZ+t4NQ7+H+++8Pu5/du3ezdevWPuuH4nK58PmUdOPqdjwnT54M2xZGxSH5sJbUw57dNH87j6IxilVN8gM9Pq1c4FrJ3lHwgx9cUv8uS4FAIBAILib9rs4zyHqIz+apbVXclp3O2KTelT7vNXh5/UAX6PWgh+8XDMHnl6nriLxEXV0KLUkSBw8ePKfuvLS0NFJTU0lISNAm/POBmr5ADjC1TZ48mfj4eJxOJ2VlZZSXl2v7+J1t29C7nUthYaG2GrCkpIRZs2ZhsVj6deepmM1mVqxYEZYR/dlnnw3afqY/2tratJiukSNHalaoY8eOBSUKVLHqZH5gdvJqso3HPz/CryePwBYXQ4/fDwaTsmLPT5CK0p9JJ4UMoMPt9RLP17NURtrYFXpz97zxxhthm9p+3bZUqqqqOHLkCO3t7UiShM1mIzc3V1tt5nQ6KS8v58SJE9r50M1x1evZbLawVZ5VVVWUlZWFXTfSJsVTpkwJSiCpboobqV1Q4hP37dsXNCaRxkjd1y5wVVpqamrETZxVAq+5detW7HZ7UFoHgUAg+CbTr4h650QTv5o8nmXlR5i4Zj8/nTGaackWnq2TKD1xxlrgkyErloLkOMrsp+nyeCO2lZ+fr+VtmjdvHkeOHIk4CX8dnnrqKSZPnswf/vAHLcA70IUn95FCIXAJeDRhpwozvV6PTqfD5/MFtTl37lxWrlyJz+dj/fr1zJ8/H+iNhYrWbuBxtb/qscCJpry8XJuMzkZ8Lly4kD179vD8889rx7Zv3053d/eAUiWAYolSt0EpKiriL3/5C6AkmAwMNlexWYy8MC2Po+VtvNlg5s0/lSN9/zpSTHol15hXAp2sxZgHIftBr8OPHGbxOxuys7ODtm4JXeZ/rtryeDxs2bKFhoYG8vLyyM3NxWw209TUpKU6aG1tZePGjVitVqZOnQooSSBLSkqoq6vTlrSrtLW1UVlZGZS4MxJqnqO8vDzGjRsHKCk41qxZE5SOQbVctrW14XA4wpI7qjF3A7mWumlvU1MTqamppKSkBPW/pKQkaLzUsfJ4PFoeqSNHjggRJRAILgv63+3V5MGWoOOXxWP4WUU9z3zZAjFx4Ff2Q0P2g7eH96cpfzR32h0MSY28PYKaRRuUrVTO5b55J0+eZPLkyeTl5WlusKSk3jxWga69UALf2qNZedSJSBUeoeVmzZrFypUrAdi0aRMOh4Nhw4aRnJxMbW1t1OsHHg/dViLQ3bl9+/ao/e+PZ555hpaWFt58803tWEVFRdjGrtFoaWlh//79OJ3OoP7u2bOHu+++O2q9NyYkMewvtZAxnge3lPHardNAHwt0g96AIUAL+uDMRsV6kGWMKEL164qoxMTEc5ZTp6+2tmzZQnt7OwsWLAh6jgLLf/TRRyQlJXHrrbdqQjkvL4/09HTKysoYOXJkUHZsm81GRUUFo0ePjrpa1OFwaKImUJDk5OSwZcsWtm3bplkgVZeyzWajtrY2SESp+8nZbLY+dw+oqqoiLy9Pu1bg/QV+LikpiThegXmxampqIuZMEggEgm8a/c5Qy8aO4qGKWh6bNBhybOB2Kxvqqf6Xnh5mTkhm9iBlxd7a+hauTEnru1GUTYLPR/bdgoICJk6cCCjiSBU9gQIulCFDhmiTdbR4I1XwqdYFj8cTZIlSN/IFxXKjbumhTljRBKO6ki6wbbXdwL32qqqqqK+vj3oPgUSyVL322mtBeweezUanNTU1rFixgueff56dO3dqx/vbOiTdpIMsM3R08OZhNwdbnWD1nnl2zggntc/qB50eDH7MJiWA/nys4DxXOBwOGhoamDp1atS92xwOh7Y/Xujznp+fj9VqDdtGJzc3F6vV2qdwPnjwoJaIMhCz2czEiRODNjNWn+mhQ4eGWZ3U7W36SgGi8o9s0XT06FFsNpuW6VwVVQKBQPBNpl8Rde3QdDjZzC92H0W6ZRQMiQHvGaEh+7h7lJXNRcp+Yp/UnuaLY27GZfb/hnn99defl+y7KSkp2uaqRqNRy0CubpMRiizLGI1GzRIQrZw6gahbt4SKKJvNxrXXXqv9rk7+aiC2uvIulMDj6nio7Q4ZMiTIajDQDVDNZjM+n09bSajy+uuva5/b29sH1FZTUxNXX301K1as4Pe//z2vvfaadm4gbiDiTeDpAmMaq441QLwbfGqwe+/4aUOp04NBxhgQyP916OjooKamRvsJ3Y7lXLR16tQpQLH+REMtE21/tIyMjLC0ExaLhalTp2K32zUhFMqJEyeiZtdXr9XU1AT0WqJGjBgRJq5qamq0la19iaTCwkIaGhrYunXrWY+l6srLzc0lOTkZm82m5UQTCASCbzL9iqh2XReDhqbz2/f3AyDNGEL5jelsujqBmhtSeKvAppWdvXk/jIwsFkJJT08Pioc6VxYHnU4XtEedut2LmmoglD179tDY2KjlVIpWTj2uugojuecCrVGqZWvMmDEAUfMzqXvcDRkyhJSUFPx+f5A4U5NuxsTEaPvs9UdcXByNjY1BViNQdoxXJ9i+YsQCaWpqCvpuMjIyNKvLyZMntS1JolGMDsw6iInhoxa3IsCNOtDpCNwhqAcZLeOBqbdvX9caZbfbKSkp0X6+/PLLs26jv7ZUcdKXRbW/MomJiRGtlHl5eWRmZlJaWhrROipJUlTrkXot9dputxubzabtfXf06FGg1xqZk5PTb8xYfn4+xcXFNDY2smHDBrZu3drvKlEV1eqkvlDk5ubS0NAQ9cVCIBAIvin0KxoRfaAAABHxSURBVKIOVut5eNxgkI0UbVMyZxckGLkx1cSwmN7q+1s64aSdTycNfNUX9Fp+AvMlRSLQ7XU2qKuLornCtm3bhl6v14Jjo71lq2JHdRWGih1ACyYPRLWKNTc3R7T+qOJMFXGh1iM1LmrUqFER+xWNzs7OiFnF1TiogcajNDU1hWVIHzt2rPa5vyzow9Os4O4Bk4nyNhe4vMo+jDrwyr3iqEe1Sul0EDKffx1rVEFBAUuXLtV+zmY14kDbCgyajkZ/ZTo6OqImYp0yZQqSJEXMyWW1WqNmrlevpV47sNyoUaO0zXBPnjxJdnY28fHxWCyWfgVxXl4e9957L9OmTcNut4ft7RYNVbR1dnZSU1Oj9ae6unpA9QUCgeBSpV8RlaKLIy7JzU/n5VG128HaY5FzAxW+/QmYLEwZGXl7k2ioK+n6Wim2d+9e1q9ff1btVlZWsm/fPu655x4g+mRfWlqK2WzmlltuAWDfvn0Ry6kJPENXUgWSm5sbtPksKJYrNXVBXV1dWB11WxpV3Kh5qFSBpsa8BK4OGwg6nS7iPaekpADKxrEDobW1NcyKoq4Eg94taaKRYzUAOiWjvU4Gi1/5bDTR4+61wEh+pRhWC+N1A7NwXGzU77qv+B61TDRx3tjYyLBhwyKey8rKoqCggH379oUJpoyMDE0MhaJeS7222+3WrFaBLj273R62im4g5Ofnk52dPaC4OqfTqbkPVUue+n9MuPQEAsE3nX5F1LemZlJS4eGhCcNAlli0dh/LdtfR6VWsA581dGJdVQ4dTlb988yzunhbW5uW+LEva8Nf//rXfifrUDZv3syHH36obcnS1dWl5dJRaWho4IsvvgCUoFu9Xk99fX2Y1aupqQmv10tOTk7QKqpILrE777wz7Ji6SirSpPfpp58CaKvcQpNjqpYvNW5loKSlpVFWVhZm2VJ/LygoGFA7fr8/TBgGWsXUAHqAbR1+nv3iYFDZRB1g0ClBTyYDqHsrGgxIAf48SVZcfLhdTMxKCmpDTXR6qZGdnY3NZmPnzp1RXVPZ2dlYrVb27NkTZo2qrKxEkqQgy14oRUVFWK3WMEE8btw4JEkKO+7xePj888+x2WzasxoY66S69EpLS4HeeC5VRJ2Niy2aBS0QVWDOmjUryJqXl5dHW1tbVPe5QCAQfBPoV0SlJsOahmPsPd3K+jungreb5z49TPqKSqxvV3LTn3ZBrR2ysrjjynTq2weeaXrLli189NFHQN8xUStWrDhrl87q1as1F9y8efOA8EDokpISOjo6tC1ZnnjiCSDcslBeXg7Az372M+2Y0WiMuJWL6tILTIHw2GOPAWiCTcXr9WK32xk/frxmIdLpdBiNRk1MqVafaKu/opGcnMzu3bvDVn6pb/8DzRYfGxsblstLjW2BXlcNwNwdLfzsEOys7g2GNvagpC0wmcDvZalFByYj+Hx06nvHr9srK0+jr4e8uF6riF6v/1ppDkKDwWtqaoJETH/nB9rWTTfdBMDKlSvZsWOHdl79DHDzzTfT0NDAunXrtPMlJSVUVFRQVFQUNegclPimqVOnhsVNZWdnk5eXR1lZGSUlJVq769atQ5KksPQVgZamUaNGIUkSeXl5A14hu379eqqqqqipqaGyshK73d5vHitQXIZWqzXo5QN6XcID3shaIBAILkEGNDu9PGEqt7z7d24Zkc6kgkyQXNDWBo5m8LhAZ0JaeiO1LZ14IoihaFupvP/++32mHgBFXB06dCjsj3BfuFwuqqurtbfsp59+GoD/+Z//CSqnZqNWXYlPPvkkAK+88kpQueeeew6AxYsXa8cSEhIiBvZOnjwZ6F0ZBUpw+YgRI/j1r38dVHbt2rUALF++XDsWHx8fFB9mtVrR6XRB7k5VVASKC9VaEzrWK1asCPp9+/btfbokQ+vr9XpGjBgRdCzwu1A3Im7x+qC9G+JT+MP+Y9r5br1eySlmMlLo83BrRgIYjGAw4HT3Buefkv2gNwJexlrD7+tsCQ0GLykp0UT1QM4PtK3k5GTmz59PQUEBJ0+epKSkhJ07d2puWlCsPwsWLCAxMVGr39HRQXFx8YCEiBpkHkpxcTHFxcWcPn1au256ejpz5swJEmZtbW1BIkr9PgMtYOrKz0iWKI/HQ2JiIpWVlZSUlHDkyJEBZR1XV+VFiufLysoSq/QEAsE3H0mS5IH88IP/K7+wa7csSZL87Q17Zf79PZmfrpJ546+yo61Tbu3skp/5aGfEuldeeaUMyMXFxcFtgpyQkCBLkiRXVFTIKGve5bKyMq3M2rVrZUBeuXJlWLs7d+7U6pSWlmrH33vvvbA6ixYtkgH52LFjsiRJcnl5uQzIS5YsCWrzV7/6lQzI9fX1Qf1avXp1ULnrr79evuaaayLeb2FhofzLX/4y6Fh1dbUMyK+99lrQ/c+dOzeo3AcffCBnZ2fLf/vb37RjU6ZMkV966SXt99zcXBmQv/vd72rHfvzjH8uArNPpwu65pqZGliRJXr58uQzIR48eDevzpEmTZECePXu2dmzTpk3y0KFD5ZKSkrDyOp1OG3tJkuRjrZ0ya07JrDohT1mxVSv3swPNMq/vlll1Up6zcpvc2NEps/KkzFu18j2rtvSOxSenZH5fI/Mf2+WaulOyJEmyx+ORBQKBQCC4VOk/Y/kZnl84n0eXb2Lh0yP54815/Of1I+jw9jAsXomLyHxpKx8tnBxW77e//a1mrSgtLeWhhx6iq6tLC9S++uqraWtr43vf+55W58c//jF5eXk0NjayceNGINwiUVtby/3336/9/pOf/IQxY8YE1Qm0qqjZunNzc/nBD37Ae++9x5NPPskvf/nLoHYff/xxzUpw2223sWbNGp5//vmgTYYXLFigxTLdeOON2go/lXnz5oXFS2VnZ7Nu3Truv/9+9u/fT3l5OXfccQerVq3SynzyySfccccdAMycOZPNmzczc+ZM7rrrLu2tf9myZdrb+5tvvsm9996LTqfjN7/5DaDEaX3729/mlVde4c0332TWrFksWbKEyZMn8/bbb7N8+fIgdxzAq6++yu7duwH48MMP2bp1K8OGDeP2228HFIvHxx9/zPTp03G5XLzwwgtB9/fb3/6Wux/4AcQnQmsrel3vueOgbAvk7WG0zUqi2QT0gF5Hsy/AEOrzg8EMMRLDUhXX5qUaCyUQCAQCAYDujEVkQFh/8y7UOyh9/B6uHqpMdMfauhj74js8Mflqnp49IazO2rVriY2NxWKx0N3drcUlWSwWxowZw5gxY0hISGDNmjUMHz4cUGKS2traMBgMZGRkkJGRwYQJE8I2Vd2yZYtWx26309ra2mcdgA0bNrB3715uv/12LXtyJEpLS9mxYwdz5swJC8J+7733tBimxsZGFi5cGCSimpubkSQpKF+VSmtrK7///e/Jyclh0aJFQeeqqqo4evQoCQkJtLe3k5ubS0FBAT6fTxMUq1atIjk5GYvFQkdHB8OHDyc+Pp6vvvoKm82G3++nsbGR+fPnay6cgwcPsnXrVr71rW9FXAm2bt06LBYLVqsVp9NJeno6mZmZfPnllyQlJdHe3s7o0aMZN24c3S4Xf37nHYYPH67FhHV1dTH66mmM32+DtlZ+btzLU7OV1A7WE07YeAxSknllsIPvXVeE9W8t0KmnsHknZd9VcmtZS05BQyxju3ez57sz0ev1/aa9EAgEAoHgYnJWIgrA+sxyaHBChg3QQf1pZl43js1333Keuij4JiADMWUG+PhdHD+6GduZeDHrzmY43gmNdVQtHENuVhpXV7Tw5SkD1pMf0/bgt5Ry6+3Q4uelYY3cf+MUTCbT1943TyAQCASCC8FZz1LST+9j6awi8HoBmZeX3CoElAAdMN13mO2LJ2sCCoBmDxhNkOUjN0tJlVBWmAKSG0kKsDR1m8FxiPtvnPK1V+QJBAKBQHAhGXBMVCAv3z6Vl2+feq77IriE2OuSOdDuRj4TV6b3+9D5fcg6PX7DmQSaGjJGGVL9PXzkNHGk2YfR7aK5xwedXdDuZEHBYN5vcOHz+Ukx6UHvBhJ4z95Ku9EC7i5IT+Svjd106YzcmK4n3SJiogQCgUBw6XLW7jzB/w6sO+rgcMiGtHLI5yAd5QejGbo7lZMx8cpmwm43dLVDcjro9eBTLJjoDOCUQHZBYgY0NkKCBRKTQepm9e2juHPwwDZcFggEAoHgYiB8JoKILE6KOSOadCD1gB/w+sDjUzKP+/3K8R6/IqZ6ZGWFnTVGOd7pUqxQ3Z1gilPa6nIp/3r84HQrCTh1FmhuUjYlNljB5QKdjslJA9+GRCAQCASCi4GwRAk0qjo9PG93Em/Q8d8nOqG+SxFJgxOgsQvGpkK7G5CZOiiBq2IM/NdJJ7RK3DEmheNeP7u7vGAyMs0kU1ZRB8OSmTgoiT2VpyDZCq0SjE1lkMlAfU0r1tGpSDWNkJsKLh9UNYLVCAXpPJhowaKX+c9x6Rd7aAQCgUAgCENYogQarX6ZP1c08N+7HIqAkgGPjyfGpECciTSzgYdzbXC4jcM9fsbEmCDGCF0ednt87O7yQHULd8YbmRhvgYlDQa9nT4cL4s3cMzoVLEbQ63g0PQYGxSJ1uBgyJgO6vMoGxYMTFGvXvtO8VnaS35WdutjDIhAIBAJBRISIEmhcm2QBmzkg9kkGvY5Drh6IM9NU20aSQQ8JZpq6vfwfewd0e8Fk4HiTC9w+aO7m3cYuXq3rBFkmLTUG9jdBu5tEo04RXS0ST9R3KXvqdXm5xqyH4x3Q5YEUq9LOmcszOuUijYZAIBAIBH0jRJQgmNRYNBXll8FqZL3TA3odNLtweP2QGatkIe/yKmWSLeD08Ma4NBiXBh4/L49KhgNNfC81hkXXDoM2ifWdHiVuKsbIq8MSoMkFViOZRgPI8pmNig1BAeyPpMdclGEQCAQCgaA/hIgSBDE/1dorYrx+iDfxX8MSIckMXh/bu72QGgeeHsVipNdBrBk8furdPdDuAQPMy4wDn8xvPjnGhHgTFKTx44xYiDODUc81SVZo7gaTHq8s9670C9wuRwc3JQsRJRAIBIJLEyGiBEE8lBULAXsO4pN5yN6hWInizOxrcfGdeJNSRuoBswFrnAl8fn5W0wJHWqDHz/K6TshPg1NO/q2qCZKs/J9j7WA1QFM3f23uVuKfml009vjAoFNW+Hl8oKaHijExOzPuooyDQCAQCAT9IUSUIIge/xmrkIxiZRqeBC0ufmiz8r1rhkK3lxWHW1k2Mhky46BNQnJ6wGrk8RE2uGoQvxiTSq3bx8/TY+GWkRQMikdvMkCzi4eHJvBEQTrdPpl7hicxMieJD1ok0salKfFQ9g6wqpnMZXpksXhUIBAIBJcmIsWBIIhvVzXzfsXpXrdaTiJ0eCDWCBYDnOwEpwdGJivuvIYuRWzFGCErTsklZTJAp0eJmxqaAO0SSGdyTCVZlHZOuxSrlNkAx9uVcl6/EmAeZ1JirYBN80YzOzP2Io6IQCAQCASR+VrbvgguX95vkRQBZTRAjBmqW5XUAz3+M7sMG5U0BYeawahXPsuysrLuqy4w6RXxZNApLr8T7YorUKdTjtV1KgLJZABkpWyMCWpaFQuYLU7JbC65we/n45ZuIaIEAoFAcEkiLFECDRmIWV0NOhMcPwH2Or53/02MT4nF7/Of8+uZDAZ0+t74K73RwA/2nIT1n0P+GLAlweAY5JtHnPNrCwQCgUDwjyIsUQKNA06vYhmKNUC8FZqbeeGKVCyGcx86p9frMZlMYccHt8Zzh+SChFgw6aC755xfWyAQCASCc4GwRAkuCiaTCb1erGsQCAQCwTcXMYsJLjh6vV4IKIFAIBB84xEzmeCCYzAY+i8kEAgEAsEljhBRgguKsEIJBAKB4HJBzGaCC4qwQgkEAoHgckGIKMEFQ1ihBAKBQHA5IWY0wQVDWKEEAoFAcDkhRJTggiCsUAKBQCC43BCzmuCCIKxQAoFAILjcECJKcN4RViiBQCAQXI6ImU1w3hFWKIFAIBBcjggRJTivCCuUQCAQCC5XxOwmOK8IK5RAIBAILleEiBKcN4QVSiAQCASXM2KGE5w3hBVKIBAIBJczQkQJzgvCCiUQCASCyx0xywnOC8IKJRAIBILLnf8PBajzOhXR4LEAAAAASUVORK5CYII=)
Pese a programa de reactivación, la economía
mexicana sigue en rojo: caería 2.1% en marzo
De acuerdo con la estimación oportuna del Inegi, durante el tercer mes del 2021, la economía se contraería 2.1% en relación anual.
![](https://www.eleconomista.com.mx/__export/1618657788333/sites/eleconomista/img/2021/04/15/mexico_panoramica_shutterstock_zocalo_cdmx_1.jpg_2118499843.jpg)
Pese al programa de reactivación nacional, el nivel de la actividad económica en México se mantiene en el territorio negativo. De acuerdo con la estimación oportuna del Inegi, durante el tercer mes del 2021, la economía se contraería 2.1% en relación anual.
La estimación oportuna del Indicador Oportuno de Actividad Económica (IOAE) permite observar en tiempo casi “real” la evolución de la economía en el país y sus componentes por tipo de sector.
De acuerdo con estas cifras del Inegi (Instituto Nacional de Estadística y Geografía), con el resultado de marzo no sólo se identificaría una tendencia de recuperación compleja, también se registraría un trimestre negativo.
Para marzo del 2021 se espera que la actividad económica de la industria mexicana se contraiga 0.9% en términos anuales, mientras que para el comercio y los servicios se espera una caída de 3.1% en el nivel de actividad.
En promedio, las actividades terciarias, el comercio y servicios, aportan 65% al PIB, de modo que siendo las más golpeadas por la crisis influyen de manera importante en la actividad económica total.
Adicionalmente, en el sector de actividades secundarias, se han registrado dificultades para la producción, comercio internacional y ventas internas en la industria automotriz por la escasez de semiconductores. La industria manufacturera, específicamente la automotriz, es también, una de las actividades económicas que más aportan al PIB nacional.
Adicionalmente, en el reporte se señala que para febrero la estimación sugiere una contracción económica de 3.9%, que se sumaría a la tendencia negativa del mes de febrero cuando la actividad cayó 4.2 por ciento.
De confirmar las estimaciones calculadas por el Inegi, el primer trimestre presentaría una caída de 3.4% en el nivel de actividad económica total.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente:EL ECONOMISTA 19 de abril de 2021
Clasificado bajo: Agricultura, CEIEG, Economía, Estadística, Ganaderia, Industria, Información en otros sitios, Producción | Comentarios desactivados en EL ECONOMISTA – Pese a programa de reactivación, la economía mexicana sigue en rojo: caería 2.1% en marzo
Viernes, 16 de abril de 2021
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gz6M04uroZFHC8L6ZPn05Hx7m1OqjcdtttjBs3TrMQmc1mTaSojBgxgquuugqj0ahNnEOHDiUmJiaoXHJyMhaLhaamJo4ePcrIkSOxWq0sXrxYc5lt3ryZJ598MmJfPvjgA4CIk+M111zD4cOHWb16tRa3NGnSJHQ6HbIs8/nnnweV7+7uJjExsd8JTXXvhcZV2Gw2Ro8eTVtbG//8z//cZxt33XWXZimUJAmDQYlhOnDgQFhZjx+mD0rBfMYKpqHTATrwSSTFZbKz2Q14ASPxpt7HL9HiVcSVxcqhluBg+nNBfn4++/fvD3LtqIRaPjIzMzl69GjY93X06NEgi8KsWbO0MjU1NZSUlGgxTaA8c3l5eRw8eJCOjo4wK5Qa36bG7QC0tbXhdDrJzMykrq4uqA9Op5MNGzawYMEC7Zg66R4/fjxIqKju5pSUlKBnpa9xCCQ0eFy9H1CeqcDP6jn1c+B4ZmVlUVFRMSABpt6Lw+EIuu/jx4+zc+dO5s+fr720BIqUgwcPhq2gVamrqyMzMxOn03lWdQO/WxX1/voaa4fDARC2cGDXrl3Mmzcv7DqqO08gEHwz6VdEbak+BQYDGM1gNve684xGZmX2WjkOuwCrkdNd7gGLKKvVqr2hnev91G666SZ0Oh0vvvgioKzwieQGmzFjBpIksWXLFoCIq84AxowZw1dffUVJSQkjR47E4XBw3XXX8eKLL9Ld3c2OHTtobm4mNTUVnU6nWbe++OILrY1Q9wxAeno6ANu3b9dE1ODBgxk+fDi1tbUcO3ZMe1vu7OxEkiRSUlI4duxYn/evTloej4djx44xfPhw7ZzqPlItZ9G49dZbNXdeWloaN9xwA9u2baOqqgqn0xlk5Uox6UgZmh7eiM8HRhO0OMiIHcPmRrfizkuIJbbHpRWL15lA5we9gerOc+/iBeWZWLNmTb/lpkyZwoYNG0hMTNRSTNTW1lJTUxPVoqAKdHUSVRk7dqw2ad9www1anJ7H42Hfvn3ayjf12PLly6murmbixIls3bqVxMREzVKxa9cusrOztWcBFPFSVFTEzp07sVgsmpjZuXNnmGXsbMchlKysLKxWK2VlZZp19ssvv8RqtZKVlaWJlMAxUN3a6rOiuslUAi0v6r2olrLAe8nPz6e6uhqr1Rrk/q6srKSiooKioqKg9i0WC7W1tezbt49Zs2b1WzdagHkgX2esQfl/f+LEiYjnQscjPj6+z7EaSD8FAsGFo18R5eyRwBCjuGWMZsUadSY2av6gJK3cqW4v6M14fWcnhoxncgKFBp3/o6giRrXkhFqhVObMmYMsy3z66acAUd1bqslffYNvbm5m0qRJzJ07l9WrVwOK21DNw6SirrzLzMyMGDSqthsotjIyMsjLy6O2thZQ4qKuuuoqWlpa0Ov1mruuLwLH84UXXtDSLoBiAQy1tkVD/X7cbjejR49m27ZtyLLMgQMH+k1DAYDfrwhvVys2q5m17S4wAL4eYsy9Vqs4GSV2ymBiV1t31Ob6I3CSCc0RlpycTFFRkeZOizYhZWVlMXfuXHbt2qWVzczMDFtyHlg/cOILzG+WlZWFzWYjMTGR+Ph4Lf5OtV4EWjTMZjMFBQVUVVVx7733MmvWLD7//HPN5Z2Xl6fFFwVeu7CwEIvFQmlpacRl9/2NQ7Txi8ScOXP4+9//romwzMxM5syZE1Q30NJjtVqZNWuWNj6hLlA1zYBaV7XkBd5Lfn4+hYWFvP3222EvOaNHj6aiokIbz8D2bTabZlEqLS3ts26ouzHaOPQ31pHqJSQkIElS2ItHpPEITL0Qaaz+EbeoQCA4D0iSJPf189b2gzJvrZVZtkrmN9tkXvtC5s8H5YVftASV43dbZB5dLn9+3BHWRkFBgQzIU6dO1Y7t3btXPnTokPb7Bx98IKNsuyavWbOmzz6pP+vWrdPqrFy5UpYkSe7s7JR37dqllRk6dKgMyPfdd1+fbQ0aNEgG5Icffjji+fnz58uAfPXVV8uSJMllZWWyy+WSV61apfVh0aJFsiRJ8ieffCJv2LBBliRJvu+++2RAzs/Pj9juK6+8otU/fvy4LEmS3NjYKD/11FPa8VdffVWWJEnes2ePvH37dvm6666TAXnx4sVaO4888ogMyAaDQZYkSW5ubtbqA/LWrVv7vP/x48fLgHzjjTdGPF9dXS2/+OKLWnt//OMfB/Qd8f4hmXfqZF5Yr/z+Qb3My3tlXtov/+6vZVq57+6ql/nNlzL/dULm5W2yQCAQCASXOv1Gc//757U47riRxdeOBbMRTBYmjUrh7fG91pCaTi+4AL0OW4wpemMB7NixQ0sOeS5paGjQlqG73W4tDUJiYvRAZafTqZnNoy0xVoNK1XJWq5WmpiZuuOEGrYz6dm6z2TTXoVo+Li4uYruB11MDt30+n5ZQE9DiugwGA0lJSVFz/AQSFxcX9FY8a9asoCX0Z0N3dzddXV2aywTQrGT90uIBvY83JpzJ++U7YyHTgSlgBYLRcOZRlH3gHeDKBIFAIBAILiL9iqjqI1/wYUUH/1M8lqrvFHLoWyPZcWWwIPmvk06QdWCNYVD8wNxEe/fuPedxUKDkgVFXtLW1tWmCoy8X2KlTpzT3VzQzvprfR43xMBqNnDp1isTERK644gpASZVw4sQJBg0apLnB1JxX0bZJCXSrqW07nc4gs/3hw4cBxUUXExMTlHYgEmouKTVJo8pVV1014BxcgbS0tOD1epk4caLmJo20ajCUA11+SBwCxyq5d3qBctDdGwelC3j6TLIe9Geeh75vTyAQCASCS4L+8wqkpPEvu5WVa7lxFnJiw8Oofn+oFYwGGJ6GWa/H6fYSKcQp0Ory1VdfDTguZyCoaQmqq6s5dOgQQNDKv75iPQLLGaPs26bmXnK5XFo5VaCp2cpB2QLGarVq5dXklf21C73JQTs6Ohg+fLiWokHNU+Pz+TAajf2KT3UVkZp0VEWWZf7pn/6pz7qRcLvdmM1mjEajFhMUKZ4mlEkHXXD6KNtn5wLQ7ZOhy6Uk39TJ6Om1OPUapWTo0eE7DwJbIBAIBIJzSb8i6u78sdB8gP/cG9n19vARNzh9oNOzNEdZRbS/oTVirqjy8nLuuusurrrqKj799FNyc3P/sd4H8NhjjzF37lx+8pOfaEuT1SBeCE6OGUqgeyxaOdU95/P5evd7O0OgMNm4cSP19fWaQFTbjpYHK/C4Kn46OzuJiYnRVs81Nzdjt9sxmUzYbLZ+t4NQ7+H+++8Pu5/du3ezdevWPuuH4nK58PmUdOPqdjwnT54M2xZGxSH5sJbUw57dNH87j6IxilVN8gM9Pq1c4FrJ3lHwgx9cUv8uS4FAIBAILib9rs4zyHqIz+apbVXclp3O2KTelT7vNXh5/UAX6PWgh+8XDMHnl6nriLxEXV0KLUkSBw8ePKfuvLS0NFJTU0lISNAm/POBmr5ADjC1TZ48mfj4eJxOJ2VlZZSXl2v7+J1t29C7nUthYaG2GrCkpIRZs2ZhsVj6deepmM1mVqxYEZYR/dlnnw3afqY/2tratJiukSNHalaoY8eOBSUKVLHqZH5gdvJqso3HPz/CryePwBYXQ4/fDwaTsmLPT5CK0p9JJ4UMoMPt9RLP17NURtrYFXpz97zxxhthm9p+3bZUqqqqOHLkCO3t7UiShM1mIzc3V1tt5nQ6KS8v58SJE9r50M1x1evZbLawVZ5VVVWUlZWFXTfSJsVTpkwJSiCpboobqV1Q4hP37dsXNCaRxkjd1y5wVVpqamrETZxVAq+5detW7HZ7UFoHgUAg+CbTr4h650QTv5o8nmXlR5i4Zj8/nTGaackWnq2TKD1xxlrgkyErloLkOMrsp+nyeCO2lZ+fr+VtmjdvHkeOHIk4CX8dnnrqKSZPnswf/vAHLcA70IUn95FCIXAJeDRhpwozvV6PTqfD5/MFtTl37lxWrlyJz+dj/fr1zJ8/H+iNhYrWbuBxtb/qscCJpry8XJuMzkZ8Lly4kD179vD8889rx7Zv3053d/eAUiWAYolSt0EpKiriL3/5C6AkmAwMNlexWYy8MC2Po+VtvNlg5s0/lSN9/zpSTHol15hXAp2sxZgHIftBr8OPHGbxOxuys7ODtm4JXeZ/rtryeDxs2bKFhoYG8vLyyM3NxWw209TUpKU6aG1tZePGjVitVqZOnQooSSBLSkqoq6vTlrSrtLW1UVlZGZS4MxJqnqO8vDzGjRsHKCk41qxZE5SOQbVctrW14XA4wpI7qjF3A7mWumlvU1MTqamppKSkBPW/pKQkaLzUsfJ4PFoeqSNHjggRJRAILgv63+3V5MGWoOOXxWP4WUU9z3zZAjFx4Ff2Q0P2g7eH96cpfzR32h0MSY28PYKaRRuUrVTO5b55J0+eZPLkyeTl5WlusKSk3jxWga69UALf2qNZedSJSBUeoeVmzZrFypUrAdi0aRMOh4Nhw4aRnJxMbW1t1OsHHg/dViLQ3bl9+/ao/e+PZ555hpaWFt58803tWEVFRdjGrtFoaWlh//79OJ3OoP7u2bOHu+++O2q9NyYkMewvtZAxnge3lPHardNAHwt0g96AIUAL+uDMRsV6kGWMKEL164qoxMTEc5ZTp6+2tmzZQnt7OwsWLAh6jgLLf/TRRyQlJXHrrbdqQjkvL4/09HTKysoYOXJkUHZsm81GRUUFo0ePjrpa1OFwaKImUJDk5OSwZcsWtm3bplkgVZeyzWajtrY2SESp+8nZbLY+dw+oqqoiLy9Pu1bg/QV+LikpiThegXmxampqIuZMEggEgm8a/c5Qy8aO4qGKWh6bNBhybOB2Kxvqqf6Xnh5mTkhm9iBlxd7a+hauTEnru1GUTYLPR/bdgoICJk6cCCjiSBU9gQIulCFDhmiTdbR4I1XwqdYFj8cTZIlSN/IFxXKjbumhTljRBKO6ki6wbbXdwL32qqqqqK+vj3oPgUSyVL322mtBeweezUanNTU1rFixgueff56dO3dqx/vbOiTdpIMsM3R08OZhNwdbnWD1nnl2zggntc/qB50eDH7MJiWA/nys4DxXOBwOGhoamDp1atS92xwOh7Y/Xujznp+fj9VqDdtGJzc3F6vV2qdwPnjwoJaIMhCz2czEiRODNjNWn+mhQ4eGWZ3U7W36SgGi8o9s0XT06FFsNpuW6VwVVQKBQPBNpl8Rde3QdDjZzC92H0W6ZRQMiQHvGaEh+7h7lJXNRcp+Yp/UnuaLY27GZfb/hnn99defl+y7KSkp2uaqRqNRy0CubpMRiizLGI1GzRIQrZw6gahbt4SKKJvNxrXXXqv9rk7+aiC2uvIulMDj6nio7Q4ZMiTIajDQDVDNZjM+n09bSajy+uuva5/b29sH1FZTUxNXX301K1as4Pe//z2vvfaadm4gbiDiTeDpAmMaq441QLwbfGqwe+/4aUOp04NBxhgQyP916OjooKamRvsJ3Y7lXLR16tQpQLH+REMtE21/tIyMjLC0ExaLhalTp2K32zUhFMqJEyeiZtdXr9XU1AT0WqJGjBgRJq5qamq0la19iaTCwkIaGhrYunXrWY+l6srLzc0lOTkZm82m5UQTCASCbzL9iqh2XReDhqbz2/f3AyDNGEL5jelsujqBmhtSeKvAppWdvXk/jIwsFkJJT08Pioc6VxYHnU4XtEedut2LmmoglD179tDY2KjlVIpWTj2uugojuecCrVGqZWvMmDEAUfMzqXvcDRkyhJSUFPx+f5A4U5NuxsTEaPvs9UdcXByNjY1BViNQdoxXJ9i+YsQCaWpqCvpuMjIyNKvLyZMntS1JolGMDsw6iInhoxa3IsCNOtDpCNwhqAcZLeOBqbdvX9caZbfbKSkp0X6+/PLLs26jv7ZUcdKXRbW/MomJiRGtlHl5eWRmZlJaWhrROipJUlTrkXot9dputxubzabtfXf06FGg1xqZk5PTb8xYfn4+xcXFNDY2smHDBrZu3drvKlEV1eqkvlDk5ubS0NAQ9cVCIBAIvin0KxoRfaAAABHxSURBVKIOVut5eNxgkI0UbVMyZxckGLkx1cSwmN7q+1s64aSdTycNfNUX9Fp+AvMlRSLQ7XU2qKuLornCtm3bhl6v14Jjo71lq2JHdRWGih1ACyYPRLWKNTc3R7T+qOJMFXGh1iM1LmrUqFER+xWNzs7OiFnF1TiogcajNDU1hWVIHzt2rPa5vyzow9Os4O4Bk4nyNhe4vMo+jDrwyr3iqEe1Sul0EDKffx1rVEFBAUuXLtV+zmY14kDbCgyajkZ/ZTo6OqImYp0yZQqSJEXMyWW1WqNmrlevpV47sNyoUaO0zXBPnjxJdnY28fHxWCyWfgVxXl4e9957L9OmTcNut4ft7RYNVbR1dnZSU1Oj9ae6unpA9QUCgeBSpV8RlaKLIy7JzU/n5VG128HaY5FzAxW+/QmYLEwZGXl7k2ioK+n6Wim2d+9e1q9ff1btVlZWsm/fPu655x4g+mRfWlqK2WzmlltuAWDfvn0Ry6kJPENXUgWSm5sbtPksKJYrNXVBXV1dWB11WxpV3Kh5qFSBpsa8BK4OGwg6nS7iPaekpADKxrEDobW1NcyKoq4Eg94taaKRYzUAOiWjvU4Gi1/5bDTR4+61wEh+pRhWC+N1A7NwXGzU77qv+B61TDRx3tjYyLBhwyKey8rKoqCggH379oUJpoyMDE0MhaJeS7222+3WrFaBLj273R62im4g5Ofnk52dPaC4OqfTqbkPVUue+n9MuPQEAsE3nX5F1LemZlJS4eGhCcNAlli0dh/LdtfR6VWsA581dGJdVQ4dTlb988yzunhbW5uW+LEva8Nf//rXfifrUDZv3syHH36obcnS1dWl5dJRaWho4IsvvgCUoFu9Xk99fX2Y1aupqQmv10tOTk7QKqpILrE777wz7Ji6SirSpPfpp58CaKvcQpNjqpYvNW5loKSlpVFWVhZm2VJ/LygoGFA7fr8/TBgGWsXUAHqAbR1+nv3iYFDZRB1g0ClBTyYDqHsrGgxIAf48SVZcfLhdTMxKCmpDTXR6qZGdnY3NZmPnzp1RXVPZ2dlYrVb27NkTZo2qrKxEkqQgy14oRUVFWK3WMEE8btw4JEkKO+7xePj888+x2WzasxoY66S69EpLS4HeeC5VRJ2Niy2aBS0QVWDOmjUryJqXl5dHW1tbVPe5QCAQfBPoV0SlJsOahmPsPd3K+jungreb5z49TPqKSqxvV3LTn3ZBrR2ysrjjynTq2weeaXrLli189NFHQN8xUStWrDhrl87q1as1F9y8efOA8EDokpISOjo6tC1ZnnjiCSDcslBeXg7Az372M+2Y0WiMuJWL6tILTIHw2GOPAWiCTcXr9WK32xk/frxmIdLpdBiNRk1MqVafaKu/opGcnMzu3bvDVn6pb/8DzRYfGxsblstLjW2BXlcNwNwdLfzsEOys7g2GNvagpC0wmcDvZalFByYj+Hx06nvHr9srK0+jr4e8uF6riF6v/1ppDkKDwWtqaoJETH/nB9rWTTfdBMDKlSvZsWOHdl79DHDzzTfT0NDAunXrtPMlJSVUVFRQVFQUNegclPimqVOnhsVNZWdnk5eXR1lZGSUlJVq769atQ5KksPQVgZamUaNGIUkSeXl5A14hu379eqqqqqipqaGyshK73d5vHitQXIZWqzXo5QN6XcID3shaIBAILkEGNDu9PGEqt7z7d24Zkc6kgkyQXNDWBo5m8LhAZ0JaeiO1LZ14IoihaFupvP/++32mHgBFXB06dCjsj3BfuFwuqqurtbfsp59+GoD/+Z//CSqnZqNWXYlPPvkkAK+88kpQueeeew6AxYsXa8cSEhIiBvZOnjwZ6F0ZBUpw+YgRI/j1r38dVHbt2rUALF++XDsWHx8fFB9mtVrR6XRB7k5VVASKC9VaEzrWK1asCPp9+/btfbokQ+vr9XpGjBgRdCzwu1A3Im7x+qC9G+JT+MP+Y9r5br1eySlmMlLo83BrRgIYjGAw4HT3Buefkv2gNwJexlrD7+tsCQ0GLykp0UT1QM4PtK3k5GTmz59PQUEBJ0+epKSkhJ07d2puWlCsPwsWLCAxMVGr39HRQXFx8YCEiBpkHkpxcTHFxcWcPn1au256ejpz5swJEmZtbW1BIkr9PgMtYOrKz0iWKI/HQ2JiIpWVlZSUlHDkyJEBZR1XV+VFiufLysoSq/QEAsE3H0mS5IH88IP/K7+wa7csSZL87Q17Zf79PZmfrpJ546+yo61Tbu3skp/5aGfEuldeeaUMyMXFxcFtgpyQkCBLkiRXVFTIKGve5bKyMq3M2rVrZUBeuXJlWLs7d+7U6pSWlmrH33vvvbA6ixYtkgH52LFjsiRJcnl5uQzIS5YsCWrzV7/6lQzI9fX1Qf1avXp1ULnrr79evuaaayLeb2FhofzLX/4y6Fh1dbUMyK+99lrQ/c+dOzeo3AcffCBnZ2fLf/vb37RjU6ZMkV966SXt99zcXBmQv/vd72rHfvzjH8uArNPpwu65pqZGliRJXr58uQzIR48eDevzpEmTZECePXu2dmzTpk3y0KFD5ZKSkrDyOp1OG3tJkuRjrZ0ya07JrDohT1mxVSv3swPNMq/vlll1Up6zcpvc2NEps/KkzFu18j2rtvSOxSenZH5fI/Mf2+WaulOyJEmyx+ORBQKBQCC4VOk/Y/kZnl84n0eXb2Lh0yP54815/Of1I+jw9jAsXomLyHxpKx8tnBxW77e//a1mrSgtLeWhhx6iq6tLC9S++uqraWtr43vf+55W58c//jF5eXk0NjayceNGINwiUVtby/3336/9/pOf/IQxY8YE1Qm0qqjZunNzc/nBD37Ae++9x5NPPskvf/nLoHYff/xxzUpw2223sWbNGp5//vmgTYYXLFigxTLdeOON2go/lXnz5oXFS2VnZ7Nu3Truv/9+9u/fT3l5OXfccQerVq3SynzyySfccccdAMycOZPNmzczc+ZM7rrrLu2tf9myZdrb+5tvvsm9996LTqfjN7/5DaDEaX3729/mlVde4c0332TWrFksWbKEyZMn8/bbb7N8+fIgdxzAq6++yu7duwH48MMP2bp1K8OGDeP2228HFIvHxx9/zPTp03G5XLzwwgtB9/fb3/6Wux/4AcQnQmsrel3vueOgbAvk7WG0zUqi2QT0gF5Hsy/AEOrzg8EMMRLDUhXX5qUaCyUQCAQCAYDujEVkQFh/8y7UOyh9/B6uHqpMdMfauhj74js8Mflqnp49IazO2rVriY2NxWKx0N3drcUlWSwWxowZw5gxY0hISGDNmjUMHz4cUGKS2traMBgMZGRkkJGRwYQJE8I2Vd2yZYtWx26309ra2mcdgA0bNrB3715uv/12LXtyJEpLS9mxYwdz5swJC8J+7733tBimxsZGFi5cGCSimpubkSQpKF+VSmtrK7///e/Jyclh0aJFQeeqqqo4evQoCQkJtLe3k5ubS0FBAT6fTxMUq1atIjk5GYvFQkdHB8OHDyc+Pp6vvvoKm82G3++nsbGR+fPnay6cgwcPsnXrVr71rW9FXAm2bt06LBYLVqsVp9NJeno6mZmZfPnllyQlJdHe3s7o0aMZN24c3S4Xf37nHYYPH67FhHV1dTH66mmM32+DtlZ+btzLU7OV1A7WE07YeAxSknllsIPvXVeE9W8t0KmnsHknZd9VcmtZS05BQyxju3ez57sz0ev1/aa9EAgEAoHgYnJWIgrA+sxyaHBChg3QQf1pZl43js1333Keuij4JiADMWUG+PhdHD+6GduZeDHrzmY43gmNdVQtHENuVhpXV7Tw5SkD1pMf0/bgt5Ry6+3Q4uelYY3cf+MUTCbT1943TyAQCASCC8FZz1LST+9j6awi8HoBmZeX3CoElAAdMN13mO2LJ2sCCoBmDxhNkOUjN0tJlVBWmAKSG0kKsDR1m8FxiPtvnPK1V+QJBAKBQHAhGXBMVCAv3z6Vl2+feq77IriE2OuSOdDuRj4TV6b3+9D5fcg6PX7DmQSaGjJGGVL9PXzkNHGk2YfR7aK5xwedXdDuZEHBYN5vcOHz+Ukx6UHvBhJ4z95Ku9EC7i5IT+Svjd106YzcmK4n3SJiogQCgUBw6XLW7jzB/w6sO+rgcMiGtHLI5yAd5QejGbo7lZMx8cpmwm43dLVDcjro9eBTLJjoDOCUQHZBYgY0NkKCBRKTQepm9e2juHPwwDZcFggEAoHgYiB8JoKILE6KOSOadCD1gB/w+sDjUzKP+/3K8R6/IqZ6ZGWFnTVGOd7pUqxQ3Z1gilPa6nIp/3r84HQrCTh1FmhuUjYlNljB5QKdjslJA9+GRCAQCASCi4GwRAk0qjo9PG93Em/Q8d8nOqG+SxFJgxOgsQvGpkK7G5CZOiiBq2IM/NdJJ7RK3DEmheNeP7u7vGAyMs0kU1ZRB8OSmTgoiT2VpyDZCq0SjE1lkMlAfU0r1tGpSDWNkJsKLh9UNYLVCAXpPJhowaKX+c9x6Rd7aAQCgUAgCENYogQarX6ZP1c08N+7HIqAkgGPjyfGpECciTSzgYdzbXC4jcM9fsbEmCDGCF0ednt87O7yQHULd8YbmRhvgYlDQa9nT4cL4s3cMzoVLEbQ63g0PQYGxSJ1uBgyJgO6vMoGxYMTFGvXvtO8VnaS35WdutjDIhAIBAJBRISIEmhcm2QBmzkg9kkGvY5Drh6IM9NU20aSQQ8JZpq6vfwfewd0e8Fk4HiTC9w+aO7m3cYuXq3rBFkmLTUG9jdBu5tEo04RXS0ST9R3KXvqdXm5xqyH4x3Q5YEUq9LOmcszOuUijYZAIBAIBH0jRJQgmNRYNBXll8FqZL3TA3odNLtweP2QGatkIe/yKmWSLeD08Ma4NBiXBh4/L49KhgNNfC81hkXXDoM2ifWdHiVuKsbIq8MSoMkFViOZRgPI8pmNig1BAeyPpMdclGEQCAQCgaA/hIgSBDE/1dorYrx+iDfxX8MSIckMXh/bu72QGgeeHsVipNdBrBk8furdPdDuAQPMy4wDn8xvPjnGhHgTFKTx44xYiDODUc81SVZo7gaTHq8s9670C9wuRwc3JQsRJRAIBIJLEyGiBEE8lBULAXsO4pN5yN6hWInizOxrcfGdeJNSRuoBswFrnAl8fn5W0wJHWqDHz/K6TshPg1NO/q2qCZKs/J9j7WA1QFM3f23uVuKfml009vjAoFNW+Hl8oKaHijExOzPuooyDQCAQCAT9IUSUIIge/xmrkIxiZRqeBC0ufmiz8r1rhkK3lxWHW1k2Mhky46BNQnJ6wGrk8RE2uGoQvxiTSq3bx8/TY+GWkRQMikdvMkCzi4eHJvBEQTrdPpl7hicxMieJD1ok0salKfFQ9g6wqpnMZXpksXhUIBAIBJcmIsWBIIhvVzXzfsXpXrdaTiJ0eCDWCBYDnOwEpwdGJivuvIYuRWzFGCErTsklZTJAp0eJmxqaAO0SSGdyTCVZlHZOuxSrlNkAx9uVcl6/EmAeZ1JirYBN80YzOzP2Io6IQCAQCASR+VrbvgguX95vkRQBZTRAjBmqW5XUAz3+M7sMG5U0BYeawahXPsuysrLuqy4w6RXxZNApLr8T7YorUKdTjtV1KgLJZABkpWyMCWpaFQuYLU7JbC65we/n45ZuIaIEAoFAcEkiLFECDRmIWV0NOhMcPwH2Or53/02MT4nF7/Of8+uZDAZ0+t74K73RwA/2nIT1n0P+GLAlweAY5JtHnPNrCwQCgUDwjyIsUQKNA06vYhmKNUC8FZqbeeGKVCyGcx86p9frMZlMYccHt8Zzh+SChFgw6aC755xfWyAQCASCc4GwRAkuCiaTCb1erGsQCAQCwTcXMYsJLjh6vV4IKIFAIBB84xEzmeCCYzAY+i8kEAgEAsEljhBRgguKsEIJBAKB4HJBzGaCC4qwQgkEAoHgckGIKMEFQ1ihBAKBQHA5IWY0wQVDWKEEAoFAcDkhRJTggiCsUAKBQCC43BCzmuCCIKxQAoFAILjcECJKcN4RViiBQCAQXI6ImU1w3hFWKIFAIBBcjggRJTivCCuUQCAQCC5XxOwmOK8IK5RAIBAILleEiBKcN4QVSiAQCASXM2KGE5w3hBVKIBAIBJczQkQJzgvCCiUQCASCyx0xywnOC8IKJRAIBILLnf8PBajzOhXR4LEAAAAASUVORK5CYII=)
México se acerca al Top 10 de mayores
exportadores de productos del mundo
Con un valor de envíos al exterior de 418,000 millones de dólares, nuestro país logró superar a Reino Unido el año pasado pero estuvo por debajo de Bélgica, con una mínima diferencia de 2,000 millones de dólares, de acuerdo con datos de la OMC.
![](https://www.eleconomista.com.mx/__export/1581578116847/sites/eleconomista/img/2020/02/13/contenedores.jpg_1093282975.jpg)
México se acercó al ingreso de la clasificación de los 10 principales exportadores del mundo en 2020, superando a Reino Unido, pero por debajo de Bélgica, con una mínima diferencia de 2,000 millones de dólares.
De acuerdo con datos de la Organización Mundial de Comercio (OMC), México logró superar en este indicador a Singapur, Canadá, Rusia y Reino Unido en la última década.
Ya a Bélgica lo había superado en 2019, pero este país europeo revirtió las posiciones en 2020.Las exportaciones de Bélgica totalizaron 420,000 millones de dólares (-5.6% interanual); las de México sumaron 418,000 millones (-14.1%) y las de Reino Unido fueron por 402,000 millones (-14.1 por ciento).
Por delante de ellos se situaron: China, Estados Unidos, Alemania, Japón, Países Bajos, Francia, Corea del Sur, Hong Kong e Italia.
México depende considerablemente de sus relaciones comerciales con su principal socio comercial -Estados Unidos-, que representa más de tres cuartas partes de las exportaciones del país. Otros destinos para las exportaciones mexicanas son la Unión Europea y Canadá.
En la cima, su ubicó China, con exportaciones por 2.6 billones de dólares y un aumento de 3.6%, seguido de Estados Unidos, con ventas externas por 1.4 billones de dólares, una contracción de 13%, a tasas anuales.
A pesar de la firma de un acuerdo comercial parcial en enero de 2020, las tenciones comerciales de Estados Unidos con China persistieron, con la mayoría de los aranceles mantenidos (19% come media a principios de 2020, en comparación con 3% a principios de 2018).
Tras una profunda contracción en el segundo trimestre de 2020, que refleja el impacto de las medidas de contención, la economía estadounidense tuvo un fuerte crecimiento a una tasa anual de 33.1%, aunque la segunda ola de contagio generó nuevas restricciones, lo que agravó la situación.
De acuerdo con datos de la Organización Mundial de Comercio, México logró superar en este indicador a Singapur, Canadá, Rusia y Reino Unido en la última década.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente:EL ECONOMISTA 16 de abril de 2021
Clasificado bajo: CEIEG, Economía, Empresas, Estadística, Exportaciones, Información en otros sitios, Producción | Comentarios desactivados en EL ECONOMISTA – México se acerca al Top 10 de mayores exportadores de productos del mundo
Miércoles, 14 de abril de 2021
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)
Estrategia Nacional de Ordenamiento
Territorial de la Sedatu 2020 2040
Herramienta que plantea configurar la dimensión espacial del desarrollo del país, en un mediano y largo plazo
![](https://www.gob.mx/cms/uploads/document/main_image/89745/WhatsApp_Image_2021-04-09_at_11.08.01_AM.jpeg)
México ha transitado por un proceso de cambios territoriales importantes en las últimas décadas; sin embargo, las políticas de vivienda de los últimos años, las modificaciones constitucionales sobre la propiedad agraria y la falta de una aplicación rigurosa de los instrumentos de planeación y de Ordenamiento Territorial (OT), entre otros factores, aceleraron la expansión urbana sobre áreas agrícolas y naturales.
Si bien los procesos de urbanización y metropolización han favorecido el desarrollo económico del país, también han tenido efectos negativos, tales como un aumento de la desigualdad entre las regiones, un crecimiento urbano horizontal desordenado, una explotación irracional de los recursos naturales y la degradación de los ecosistemas.
Además, no podemos soslayar que actualmente los efectos del cambio climático y la desigualdad son algunos de los retos más importantes de la humanidad; las decisiones que cada país tome sobre sus ciudades, territorios y aprovechamiento de recursos naturales, tendrán consecuencias directas hacia el resto del planeta.
En el marco de estos grandes retos, el OT se plantea como una política pública de mediano y largo plazo que busca contribuir a la reducción de las desigualdades sociales; construir asentamientos humanos, rurales y urbanos más sostenibles, seguros e incluyentes; y promover un uso más racional de los recursos naturales, teniendo como ámbito de actuación al territorio.
Por su complejidad, esta política es transversal a todas aquellas políticas, estrategias y acciones que inciden en el territorio, tanto de la Administración Pública Federal (APF), como de los otros órdenes de gobierno, así como de los sectores social y privado. Por ello requiere amplios procesos de discusión y coordinación para lograr los acuerdos necesarios entre todos los actores.
Así, la Estrategia Nacional de Ordenamiento Territorial (ENOT) se plantea como el instrumento rector que, bajo un enfoque sistémico, configura la dimensión espacial y territorial del desarrollo de México en un horizonte de largo plazo hacia el 2020-2040. Con la ENOT se sientan las bases de la rectoría del Estado en la política nacional del OT.
Sin duda, el OT es una tarea indelegable del gobierno mexicano; ya no se puede sostener la idea de que el mercado generará las condiciones para atender las necesidades. «No dejar a nadie atrás, no dejar a nadie fuera», es un compromiso que México ha asumido con miras a generar el bienestar de la población, no se puede seguir postergando la deuda con los grupos históricamente desfavorecidos.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: SEDATU abril de 2021
Clasificado bajo: CEIEG, Economía, Estadística, Información en otros sitios, Población, Temas Generales | Comentarios desactivados en SEDATU – Estrategia Nacional de Ordenamiento Territorial de la Sedatu 2020 2040
Martes, 13 de abril de 2021
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)
Empoderar a las empresas familiares
para acelerar el desarrollo sostenible
La nueva iniciativa aprovecha el poder de las empresas familiares para ser una fuerza para el bien, invirtiendo y promoviendo un modelo empresarial que cuide a las personas y al planeta durante las generaciones venideras.
![](https://unctad.org/sites/default/files/2021-04/2021-04-12_Family-business_1200x675jpg_2.jpg)
La UNCTAD y la Family Business Network (FBN) han unido fuerzas para movilizar y apoyar a las empresas familiares para que adopten la sostenibilidad en sus estrategias comerciales.
Dos tercios de las empresas en todo el mundo pertenecen o son administradas por familias, emplean al 60% de la fuerza laboral mundial y contribuyen con más del 70% del PIB mundial.
Para cumplir con los Objetivos de Desarrollo Sostenible (ODS) de las Naciones Unidas para 2030, se requiere un ambicioso esfuerzo global durante la próxima década para acelerar las soluciones sostenibles a los desafíos económicos, ambientales, sociales y de gobernanza del mundo.
Las empresas familiares son clave para construir un futuro transformador y sostenible.
Muchas empresas familiares han sido tradicionalmente privadas y han mantenido un perfil bajo, con divulgación pública e informes sobre sostenibilidad limitados.
La iniciativa tiene como objetivo movilizar y apoyar a las empresas familiares para que se comprometan con contribuciones concretas y medibles hacia los ODS. Les ofrece formas y medios de integrar la sostenibilidad en sus modelos comerciales convencionales y proporcionar pruebas de sus contribuciones a los ODS.
La UNCTAD y la FBN compartirán conocimientos especializados y mejores prácticas derivadas de su red mundial de partes interesadas en la inversión y el desarrollo y ofrecerán a la comunidad empresarial familiar una plataforma internacional para facilitar sus contribuciones al desarrollo sostenible.
El marco de presentación de informes se basa en la orientación de la UNCTAD sobre los indicadores básicos para que las entidades informen sobre su contribución a la implementación de los ODS .
Para complementar el marco, la iniciativa elaboró elementos de divulgación adicionales para capturar y reconocer los esfuerzos de las empresas familiares para contribuir al desarrollo sostenible.
Además, la iniciativa incluirá actividades de creación de capacidad para empresas familiares, lo que les permitirá participar en debates mundiales de múltiples partes interesadas sobre el impulso de los esfuerzos de desarrollo sostenible, en el contexto del Foro Mundial de Inversiones.
Los ODS son un modelo adecuado para fomentar la sostenibilidad entre las empresas familiares porque consideran no solo la situación actual, sino también a las generaciones futuras.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: UNCTAD 13 de abril de 2021
Clasificado bajo: CEIEG, Economía, Empleo, Empresas, Estadística, Información en otros sitios | Comentarios desactivados en UNCTAD – Empoderar a las empresas familiares para acelerar el desarrollo sostenible
Lunes, 12 de abril de 2021
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Encuestas de Viajeros Internacionales
Cifras durante febrero de 2021
El Instituto Nacional de Estadística y Geografía (INEGI) presenta los resultados de las Encuestas de Viajeros Internacionales (EVI) -Encuesta de Turismo de Internación (ETI) y Encuesta de Viajeros Fronterizos (EVF)-, las cuales tienen la finalidad de dar a conocer el número de visitantes internacionales que ingresaron y salieron del país, así como los gastos realizados por éstos.
Resumen
Durante febrero de 2021 ingresaron al país 3,400,047 visitantes, de los cuales 1,587,130 fueron turistas internacionales.
El ingreso de divisas referente al gasto total de los visitantes internacionales reportó un monto de 799.1 millones de dólares, lo que significó una variación anual de (-)66.1 por ciento.
Las divisas que egresaron del país por concepto de visitantes internacionales fueron de 225.8 millones de dólares, lo que representó una caída anual de 64.7% en el segundo mes del año en curso.
El gasto medio realizado por los turistas de internación que ingresaron vía aérea fue de 1,073.76 dólares, con un incremento de 0.5% respecto a igual mes de 2020.
Número de turistas internacionales
En su comparación anual, el número de turistas internacionales que ingresaron al país registró una reducción de 57.9% en el mes en cuestión.
En el caso de los turistas de internación, en febrero pasado se observó un retroceso a tasa anual de 66.9%: los turistas que ingresaron vía aérea descendieron 69.8% y los que lo hicieron por vía terrestre disminuyeron 45.2 por ciento.
Del total de turistas de internación que ingresaron al país durante febrero de este año, 80.5% correspondió a turistas por vía aérea y el restante 19.5% a turistas por vía terrestre.
A tasa anual, el número de turistas internacionales que egresaron del país en el segundo mes de 2021 registró una reducción de 62.9 por ciento.
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)
Ingreso de divisas
En el mes en cuestión, el ingreso de divisas por concepto de turistas internacionales alcanzó 712.3 millones de dólares, de los cuales el 91% se derivó de los turistas de internación y el 9% de los turistas fronterizos. Con relación a los primeros, destaca el monto de las divisas reportadas por los turistas que ingresaron por vía aérea con 603.4 millones de dólares.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 12 de abril de 2021
Clasificado bajo: CEIEG, Economía, Encuestas, Estadística, Inegi, Turismo | Comentarios desactivados en INEGI – Encuestas de Viajeros Internacionales
Lunes, 12 de abril de 2021
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)
Los ingresos de divisas por turismo
internacional, en números rojos
De acuerdo con cifras de las Encuestas de Viajeros Internacionales (EVI), en febrero del 2020, el último mes antes de la llegada de la Covid-19 a México, entraron al país 2,359 millones de dólares por turismo internacional, esto implica que actualmente los ingresos son 66% inferiores en relación anual.
![](https://www.eleconomista.com.mx/__export/1616784013128/sites/eleconomista/img/2019/07/31/cozumel_shutterstock_275183.jpg_1093282975.jpg)
De acuerdo con cifras de las Encuestas de Viajeros Internacionales (EVI), en febrero del 2020, el último mes antes de la llegada de la Covid-19 a México, entraron al país 2,359 millones de dólares por turismo internacional, esto implica que actualmente los ingresos son 66% inferiores en relación anual.
El flujo de visitantes, de todas las categorías se mantienen por niveles bajos respecto de los prepandémicos. Durante este lapso arribaron a los aeropuertos y fronteras terrestres 3 millones 400,047 visitantes, una caída anual de 58% respecto de los 8 millones 161,900 visitantes que entraban en este mes el año pasado.
Durante este segundo mes del año, en promedio, cada visitante gastó 235 dólares durante su estancia en el país, un nivel 19% inferior respecto del registrado durante el mismo lapso del año pasado.
Si se considera un desglose por tipo de visitante se observa que la pandemia Covid-19 golpeó con muchísima más fuerza a las actividades de turismo de recreación o laboral en relación con el turismo fronterizo y los excursionistas.
En general, el turismo ha sido una de las actividades económicas más golpeadas por la emergencia sanitaria. Adicionalmente, es una de las que enfrenta una reactivación más compleja debido a su alta dependencia de restricciones globales y de la persistencia de riesgos sanitarios propios de las actividades del sector.
En México el turismo es una de las 10 actividades que más empleos genera y está en entre las principales fuentes de divisas, sólo después del sector automotriz y las remesas.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente:EL ECONOMISTA 12 de abril de 2021
Clasificado bajo: CEIEG, Economía, Empleo, Estadística, Información en otros sitios, Turismo | Comentarios desactivados en EL ECONOMISTA – Los ingresos de divisas por turismo internacional, en números rojos
Jueves, 8 de abril de 2021
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)
Inflación sale del rango de Banxico; se ubicó en 4.67% en marzo
En el tercer mes del año, el Índice Nacional de Precios al Consumidor (INPC) incrementó 0.83% respecto al mes previo, lo que llevó a que la inflación se ubicara en 4.67% a tasa anual, desde un nivel de 3.76% de febrero.
![](https://www.eleconomista.com.mx/__export/1615404754103/sites/eleconomista/img/2021/03/10/2017-02-10t004922z_500x2x.jpg_1093282975.jpg)
La inflación anual registró un repunte en marzo ante las presiones en los precios de los energéticos, con lo cual salió del rango objetivo del Banco de México (Banxico), de acuerdo con el último reporte del Instituto Nacional de Estadística y Geografía (Inegi).
En el tercer mes del año, el Índice Nacional de Precios al Consumidor (INPC) incrementó 0.83% respecto al mes previo, lo que llevó a que la inflación se ubicara en 4.67% a tasa anual, desde 3.76% de febrero.
Lo anterior supone el mayor nivel registrado desde finales del 2018, cuando la inflación se ubicó en 4.83 por ciento.
El mercado ya esperaba un repunte en los precios al consumidor debido, principalmente, a las alzas presentadas en los precios de los combustibles.
El rubro de energéticos y tarifas autorizadas por el gobierno mostró un incremento de 10.73% respecto al mismo mes del año pasado, el mayor nivel desde octubre del 2018, cuando se ubicó en 12.62 por ciento.
Dentro de este rubro, los precios de los energéticos aumentaron 14.55% anual, mientras que las tarifas de gobierno 2.16 por ciento.
En el caso de los agropecuarios, la inflación anual que presentaron fue de apenas 0.64 por ciento. Esto se debió a que mientras los precios de los productos pecuarios crecieron 9.10%, los de las frutas y verduras disminuyeron 8.82 por ciento.
En el caso de la inflación subyacente, que elimina de su cálculo los bienes y servicios con precios más volátiles, se ubicó a una tasa anual de 4.12%, el mayor registro desde febrero del 2018 cuando promedió 4.27 por ciento.
Dentro de este rubro, las mercancías aumentaron en 5.79% sus precios en marzo de este año en comparación anual.
Esto se debió a que los precios de los alimentos, bebidas y tabaco aumentaron en 6.48%, mientras que la mercancías no alimenticias en 5.04 por ciento.
Los servicios, por su parte, tuvieron un incremento anual de 2.30 por ciento. En estos, los relacionados a la vivienda aumentaron en 1.79%, mientras que los de educación en 1.12% y otros en 3.02 por ciento.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente:EL ECONOMISTA 08 de abril de 2021
Clasificado bajo: CEIEG, Economía, Estadística, Información en otros sitios, Petróleo | Comentarios desactivados en EL ECONOMISTA – Inflación sale del rango de Banxico; se ubicó en 4.67% en marzo
Miércoles, 7 de abril de 2021
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Indicador Mensual del Consumo Privado en el Mercado Interior
Cifras durante enero de 2021
![](https://www.inegi.org.mx/contenidos/saladeprensa/img/home/imcpmi.jpg)
El Indicador Mensual del Consumo Privado en el Mercado Interior (IMCPMI) registró un aumento real de 1% durante enero del presente año frente al mes inmediato anterior, con cifras desestacionalizadas.
Por componentes, el consumo en Bienes de origen importado se incrementó 7.6% y en Bienes y Servicios de origen nacional ascendió 0.5% en el primer mes de 2021 respecto al mes previo, según datos ajustados por estacionalidad.
En su comparación anual, el IMCPMI mostró una disminución de 5.7% en el mes de referencia. A su interior, la reducción en los gastos en Bienes y Servicios nacionales fue de 7.2% (Servicios 14.1% y Bienes 0.2%); mientras, que los Bienes de origen importado crecieron 8.7% con relación a los de igual mes de 2020.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 07 de abril de 2021
Clasificado bajo: CEIEG, Economía, Estadística, Inegi, Servicios | Comentarios desactivados en INEGI – Indicador Mensual del Consumo Privado en el Mercado Interior
Miércoles, 7 de abril de 2021
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)
Pese a reactivación los hogares mexicanos
inician el 2021 moderando sus compras
Esta cifra continúa la tendencia de recuperación después de la caída inédita presentada durante los primeros meses con la pandemia, pese a la reactivación económica y la recuperación de empleos los avances siguen siendo moderados
![](https://www.eleconomista.com.mx/__export/1599513404799/sites/eleconomista/img/2020/07/16/centro-comercial-reforma-222-nueva-normalidad-coronavirus-covid-19-pareja-tienda-rosario-servin.jpg_423392900.jpg)
Durante el primer mes del 2021 se registró un avance moderado de 1.0% en el nivel de consumo privado ejercido por las familias mexicanas en relación con lo registrado el mes previo.
De acuerdo con cifras desestacionalizadas del Inegi, en su comparación anual el Indicador Mensual de Consumo Privado en el Mercado Interno todavía se encuentra en terreno negativo con una contracción de 5.7 por ciento.
Estas cifras muestran que las presiones ejercidas por la crisis económica y laboral aunadas a la tendencia acelerada de la inflación que inició con este 2021 todavía impactan en el nivel de compras de los hogares en el país.
En el desglose por tipo de bienes y servicios consumidos; en México continúan destacando los que son importados. Durante enero del 2021 el indicador de consumo de bienes producidos en el extranjero se ubicó en 133 puntos del umbral base de 100 puntos, por su parte el nivel de consumo de bienes y servicios producidos en territorio nacional se ubicó en 107 puntos.
Adicionalmente las mercancías provenientes del extranjero han mostrado una mejor recuperación en términos de consumo al interior del país, con recuperaciones mensuales de hasta doble dígito en los últimos meses del 2020 y en el primero del 2021, en contraparte los avances del consumo de mercancías nacionales han sido significativamente más modestos.
Los analistas e instituciones continúan optimistas sobre la recuperación económica y el rebote en el PIB de México, pese a ello se alerta por presiones inflacionarias ante la tendencia de aceleración que mostró la tasa de inflación interanual en los primeros meses del año; a la primera quincena de marzo se ubicó en 4.1% incluso saliendo del objetivo establecido por el Banco de México (3% +/- un punto porcentual), este factor podría presionar negativamente el consumo ejercido por las familias mexicanas.
Adicionalmente la confianza de los consumidores también continúa avanzando con moderaciones.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente:EL ECONOMISTA 07 de abril de 2021
Clasificado bajo: CEIEG, Economía, Empleo, Estadística, Información en otros sitios | Comentarios desactivados en EL ECONOMISTA – Pese a reactivación los hogares mexicanos inician el 2021 moderando sus compras
Miércoles, 7 de abril de 2021
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/ONU.png)
El FMI mejora las perspectivas de crecimiento para
todas las economías, incluidas las de América Latina
![](https://global.unitednations.entermediadb.net/assets/mediadb/services/module/asset/downloads/preset/Libraries/Production+Library/06-04-2021-IMF-Peru-textile.jpg/image1170x530cropped.jpg)
La economía mundial crecerá un 6% en 2021, moderando ese aumento a un 4,4% en 2022, según el último informe del Fondo Monetario Internacional sobre Perspectivas de la Economía Mundial.
La estimulación de la economía a lo largo de este año lo atribuye el Fondo “al ingenio de la comunidad científica”, que ha logrado que se estén administrando vacunas a millones de personas.
Además, las economías también siguen adaptándose a nuevas modalidades de trabajo a pesar de la movilidad restringida, y ello ha permitido en todas las regiones una reactivación más vigorosa de lo previsto. El respaldo fiscal adicional proporcionado en las grandes economías, en especial Estados Unidos, contribuyó a mejorar aún más las perspectivas.
Sin embargo, uno de los grandes problemas que observa la institución es que “la recuperación será desigual y requerirá esfuerzos multilaterales para salvaguardar los avances logrados antes de la pandemia en la reducción de la desigualdad y el alivio de la pobreza”.
Los pronósticos del Fondo indican un mayor crecimiento mundial en 2021 y 2022 principalmente debido a revisiones al alza para las economías avanzadas, especialmente una revisión significativa en el caso de Estados Unidos (1,3 puntos porcentuales), donde se prevé que el crecimiento sea de 6,4% este año. Esto significa que Estados Unidos sería la única de las grandes economías donde se proyecta que el PIB supere el nivel pronosticado para 2022 de no haber ocurrido la pandemia.
Dentro del grupo de economías de mercados emergentes y en desarrollo, se proyecta que China crecerá 8,4% este año. Aunque la economía del país asiático ya había retomado en 2020 el nivel de PIB previo a la COVID, se prevé que muchos otros países no lo harán hasta 2023.
Por su parte, la economía de América Latina y el Caribe crecerá en 2021 un 4,6%, según el Fondo, que revisa al alza en un punto porcentual las previsiones de crecimiento que hizo en enero para la región.
“Después de una fuerte caída en 2020, solo se espera una recuperación leve y de varias velocidades en América Latina y el Caribe en 2021”, después de que en 2020 la economía regional se hundiera un 7%.
Las tres grandes economías de Latinoamérica, Brasil, México y Argentina crecerán este año el 3,7 %, el 5 %, y el 5,8 %, respectivamente. Colombia, por su parte, subirá un 5,1%; Chile, un 6,2%; y Perú un 8,5%. Por el contrario, Venezuela sufrirá una contracción económica del 10 %.
El FMI advierte que las perspectivas a largo plazo siguen dependiendo de la trayectoria de la pandemia. “Con algunas excepciones -por ejemplo, Chile, Costa Rica o México-, la mayoría de los países no han obtenido suficientes vacunas para cubrir a su población”.
Sin embargo, el futuro plantea enormes desafíos. La pandemia aún no ha sido derrotada y los casos de infección se están acelerando en muchos países. Se observa también una peligrosa divergencia en la recuperación entre los distintos países y dentro de cada país, dado que la situación es menos favorable en las economías donde la distribución de las vacunas es más lenta, el respaldo de política económica es más limitado y la dependencia del turismo es mayor.
Es probable que esa divergencia en las trayectorias de recuperación ahonde las disparidades en los niveles de vida de los distintos países en comparación con las expectativas previas a la pandemia.
Según las proyecciones, en comparación con los pronósticos previos a la pandemia, la pérdida anual de PIB per cápita en 2020–24 será, en promedio, de 5,7% en los países de bajo ingreso y 4,7% en los mercados emergentes, en tanto que para las economías avanzadas se prevén pérdidas menores, de 2,3%.
Estas pérdidas han borrado los avances en la reducción de la pobreza: se prevé que 95 millones de personas más caigan en la pobreza extrema en 2020 en comparación con las proyecciones anteriores a la pandemia.
ambién la recuperación es dispar dentro de cada país, ya que los trabajadores jóvenes y los menos calificados siguen viéndose mucho más afectados. Como la crisis ha acelerado las fuerzas transformadoras de la digitalización y la automatización, muchos de los empleos perdidos tienen pocas probabilidades de reaparecer; eso exigirá una reasignación de los trabajadores entre sectores, lo cual a menudo castiga con dureza los ingresos.
Debido a que se evitó una crisis financiera, se prevé que las pérdidas a mediano plazo, de alrededor de 3%, serán menores que después de la crisis financiera internacional de 2008. No obstante, a diferencia de lo que ocurrió después de esa crisis , se prevé que las mayores cicatrices queden en los países de mercados emergentes y de bajo ingreso, dado el limitado margen de que disponen para la aplicación de políticas.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: ONU 06 de abril de 2021
Clasificado bajo: CEIEG, Economía, Estadística, Salud | Comentarios desactivados en ONU – El FMI mejora las perspectivas de crecimiento para todas las economías, incluidas las de América Latina
Martes, 6 de abril de 2021
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Sistema de Indicadores Cíclicos
Cifras durante enero de 2021
El INEGI presenta los resultados del Sistema de Indicadores Cíclicos (SIC), que permite dar seguimiento oportuno al comportamiento de la economía mexicana, así como realizar comparaciones de ésta con distintas economías a nivel mundial. Este sistema se genera con una metodología compatible con la utilizada por la Organización para la Cooperación y el Desarrollo Económicos (OCDE).
En el SIC, el Indicador Coincidente refleja el estado general de la economía, mientras que el Indicador Adelantado busca señalar anticipadamente los puntos de giro (picos y valles) del Indicador Coincidente.
Los principales resultados son los siguientes: en enero de 2021 el Indicador Coincidente se encontró por debajo de su tendencia de largo plazo al reportar un valor de 97.9 puntos y una variación de 0.11 puntos respecto al mes anterior.
El Indicador Adelantado se situó en el mes de febrero de 2021 por arriba de su tendencia de largo plazo (véase gráfica 3) al registrar un valor de 101.6 puntos y un incremento de 0.24 puntos con relación al pasado mes de enero.
Con la nueva información, el Indicador Coincidente reanudó su trayectoria ascendente; mientras que el Indicador Adelantado mantiene la señal que ha venido observando en los últimos meses.
https://youtu.be/bX_ZgmeilJI
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 06 de abril de 2021
Clasificado bajo: CEIEG, Economía, Estadística, Indicadores, Inegi | Comentarios desactivados en INEGI – Sistema de Indicadores Cíclicos
Martes, 6 de abril de 2021
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Indicador de Confianza del Consumidor
Cifras durante marzo de 2021
![](https://www.inegi.org.mx/contenidos/saladeprensa/img/home/concon.jpg)
En marzo de 2021, el Indicador de Confianza del Consumidor (ICC) elaborado de manera conjunta por el INEGI y el Banco de México presentó un crecimiento mensual de 1.6 puntos con datos desestacionalizados.
En el mes de referencia, se registraron incrementos mensuales con cifras ajustadas por estacionalidad en los cinco componentes que lo integran.
En términos desestacionalizados, en el tercer mes de 2021 el ICC se redujo 1.6 puntos en su comparación anual.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 06 de abril de 2021
Clasificado bajo: CEIEG, Economía, Estadística, Indicadores, Inegi | Comentarios desactivados en INEGI – Indicador de Confianza del Consumidor
Martes, 6 de abril de 2021
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)
Confianza del consumidor repuntó durante marzo
La confianza de los consumidores registró un repunte en el tercer mes del año, con lo cual empieza a retomar sus niveles pre pandemia, de acuerdo con lo divulgado por el Inegi.
![](https://www.eleconomista.com.mx/__export/1616782213421/sites/eleconomista/img/2021/03/24/vida-cotidiana-centro-historico-cdmx-pareja-cubrebocas-24-marz21-ee-rosario-servin.jpg_423392900.jpg)
La confianza de los consumidores registró un repunte en el tercer mes del año, con lo cual empieza a retomar sus niveles pre pandemia, de acuerdo con lo divulgado por el Instituto Nacional de Estadística y Geografía (Inegi).
En marzo, el Indicador de Confianza del Consumidor se ubicó en 40.4 puntos, con cifras desestacionalizadas, 1.6 puntos por arriba del nivel que presentó en febrero.
El resultado de marzo es el mayor incremento en el indicador desde julio del año pasado, cuando la confianza de los consumidores avanzó 2.1 puntos en medio de la reapertura de la economía.
Los datos del Inegi también revelaron que, tras 11 meses por debajo de los 40 puntos, el indicador empieza a recuperar sus niveles pre pandemia.
En marzo, el Indicador se ubicó en 42 puntos; sin embargo, a raíz del avance de la pandemia en el país, la confianza de los consumidores se fue mermando y, en mayo del año pasado, tocó su nivel más bajo del que se tiene registro desde enero del 2017.
El reporte del Inegi, que elabora de manera conjunta con el Banco de México (Banxico), mostró que todos los componentes del indicaron mostraron avances en su comparación mensual.
El rubro de mayor avance fue el de la situación económica actual de los miembros del hogar, con un crecimiento de 1.9 puntos respecto a febrero.
La situación económica esperada de los miembros del hogar en los siguientes 12 meses, así como la situación económica actual del país y la esperada para este en el futuro avanzaron 1.6 puntos cada uno.
En el caso de las posibilidades de compra, el componente que muestra el nivel más bajo, tuvo un avance de 1.3 puntos.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente:EL ECONOMISTA 06 de abril de 2021
Clasificado bajo: CEIEG, Economía, Estadística, Indicadores, Industria, Información en otros sitios | Comentarios desactivados en EL ECONOMISTA – Confianza del consumidor repuntó durante marzo
Lunes, 5 de abril de 2021
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Indicadores Agregados de Tendencia
y Expectativas Empresariales
Cifras durante marzo de 2021
El INEGI informa que el título del presente comunicado sustituye al de Expectativas Empresariales que se venía utilizando hasta el mes pasado. La nueva denominación obedece a la mayor oferta estadística que ahora proporciona la Encuesta Mensual de Opinión Empresarial (EMOE) sobre este tema, como es el Indicador Global de Opinión Empresarial de Tendencia y los Indicadores Agregados de Tendencia de los cuatro sectores en estudio (Construcción, Manufacturas, Comercio y Servicios Privados no Financieros). Es importante mencionar que en el presente reporte se seguirán incluyendo los indicadores de expectativas empresariales que se difundían en los comunicados anteriores.
Los IAT se elaboran con los resultados de la Encuesta Mensual de Opinión Empresarial (EMOE), y permiten conocer, casi inmediatamente después de terminado el mes de referencia, las expectativas y la percepción de los directivos empresariales sobre el comportamiento de variables relevantes de los sectores Manufacturero, Construcción, Comercio y de los Servicios Privados no Financieros.
En su comparación mensual y con datos ajustados por estacionalidad, el Indicador Agregado de Tendencia del sector Manufacturero se ubicó en 50.8 puntos en marzo del año en curso y significó un incremento de 0.3 puntos frente al mes precedente.
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)
En la Construcción, el IAT con series desestacionalizadas se situó en 53.1 puntos, cifra mayor en 1 punto respecto a la observada un mes antes.
El Indicador Agregado de Tendencia en el sector Comercio se colocó en 54.4 puntos en el tercer mes de 2021 y reportó un avance de 0.6 puntos frente al mes inmediato anterior, con datos desestacionalizados.
El IGOET, que es el promedio ponderado de los indicadores de los cuatro sectores que lo integran, se ubicó en 53.2 puntos en marzo de 2021 con datos originales, cifra superior en 6.7 puntos a la del mismo mes de un año antes.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 05 de abril de 2021
Clasificado bajo: CEIEG, Economía, Encuestas, Estadística, Finanzas, Indicadores, Industria, Inegi, Notas, Población, Servicios, Vivienda | Comentarios desactivados en INEGI – Indicadores Agregados de Tendencia y Expectativas Empresariales
Lunes, 5 de abril de 2021
![](http://www.ceieg.chiapas.gob.mx/home/Images/Subtemas/INEGI.png)
Indicador de Pedidos Manufactureros
Cifras durante marzo de 2021
![](https://www.inegi.org.mx/contenidos/saladeprensa/img/home/emoeipm.jpg)
El Instituto Nacional de Estadística y Geografía (INEGI) y el Banco de México dan a conocer el Indicador de Pedidos Manufactureros (IPM) de marzo de este año. El IPM incorpora variables similares a las del PMI que elabora el Institute for Supply Management (ISM) en Estados Unidos.
El IPM se construye con los resultados de la Encuesta Mensual de Opinión Empresarial (EMOE), mismos que permiten conocer casi inmediatamente después de terminado el mes de referencia las expectativas y la percepción de los directivos empresariales sobre el comportamiento del sector manufacturero en México.
En marzo de 2021, el IPM reportó un incremento mensual en términos desestacionalizados de 1.60 puntos, situándose en 51.7 puntos. Así, este indicador permaneció por noveno mes consecutivo sobre el umbral de los 50 puntos. A su interior, se observaron alzas mensuales con cifras desestacionalizadas en los componentes relativos a los pedidos esperados, a la producción esperada, al personal ocupado y a los inventarios de insumos, al tiempo que el correspondiente a la oportunidad en la entrega de insumos por parte de los proveedores disminuyó.
Con datos originales, en el mes de referencia el IPM se ubicó en un nivel de 51.5 puntos, al presentar un aumento anual de 2.9 puntos. Con relación a sus agregados, cuatro de los cinco rubros que integran el IPM registraron avances anuales, en tanto que el restante se redujo.
Por grupos de subsectores de actividad económica, en el tercer mes del año en curso con cifras sin ajuste estacional los siete componentes que conforman el IPM mostraron crecimientos anuales.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente: INEGI 05 de abril de 2021
Clasificado bajo: CEIEG, Economía, Empresas, Estadística, Indicadores, Inegi | Comentarios desactivados en INEGI – Indicador de Pedidos Manufactureros
Lunes, 5 de abril de 2021
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)
Empresarios recuperan optimismo
sobre el panorama económico en México
Todavía preocupan ciertos rubros y componentes en los indicadores de confianza y expectativas empresariales; como la posibilidad de realizar inversiones; pese a ello se mantienen una tendencia de recuperación moderada por parte de los empresarios mexicanos.
![](https://www.eleconomista.com.mx/__export/1617628510290/sites/eleconomista/img/2020/09/23/construccion.jpg_1093282975.jpg)
Durante marzo del 2021 los empresarios de los sectores manufactura, construcción y comercio se mostraron ligeramente más optimistas respecto de la economía nacional y sus economías internas.
Después de ligar varios meses con una tendencia de estancamiento y después de haber registrado los niveles más bajos de confianza empresarial al inicio de la pandemia, se mostró una recuperación moderada, de acuerdo con datos de las Encuestas Mensuales de Opinión Empresarial (EMOE) del Inegi, el indicador de confianza en el sector manufacturero y el comercial incrementaron 1.5 puntos respecto de febrero.
Por su parte, el sector constructor tuvo un resultado más moderado con un alza de apenas 0.4 puntos.
De los componentes que constituyen el indicador de confianza el más castigado es el rubro que evalúa el optimismo respecto a la posibilidad de realizar inversiones; en los tres sectores los empresarios no muestran confianza en esta posibilidad.
En el comercio este componente se encuentra en un nivel de 20.5 puntos, significativamente por debajo del umbral mínimo de 50 puntos. En el sector construcción y la manufactura se ubican en 25.3 y 27.7 puntos.
En contraparte, el futuro económico de sus empresas (la situación dentro de los próximos 12 meses) es el rubro en el que más optimistas se muestran.
Durante este tercer mes del año, los empresarios del comercio colocaron este componente de en un nivel de 65.6 puntos de 50, mientras que los empresarios constructores y los manufactureros lo ubicaron en 65.1 y 58.6 puntos.
Estas cifras muestran que si bien, todavía hay niveles de confianza en la economía relativamente bajos en comparación con los registros prepandémicos, este 2021 ya se muestran mejores expectativas empresariales no sólo en términos del clima nacional de negocios, también en el desempeño interno de sus negocios.
En línea también con la reactivación económica en la mayoría del territorio nacional, los empresarios de estos sectores han podido recuperar parte de sus operaciones. Las proyecciones que tienen respecto de su desarrollo interno también continúan mejorando.
Durante marzo del 2021, en la construcción, la manufactura y el comercio se mostraron incrementos en el indicador que evalúa la tendencia de las expectativas empresariales.
Por su parte, en el sector comercio se mostró menor optimismo; la tendencia de las expectativas incrementó 0.6 puntos. El único rubro en el que tienen buenas expectativas es en que aumenten los ingresos por comisión o consignación.
El sector manufacturero mostró un incremento más modesto en sus expectativas con apenas un avance de 0.3 puntos. En lo que más confían es en aumentar la capacidad de planta utilizada e incrementar la producción total.
Todavía preocupan ciertos rubros y componentes en los indicadores de confianza y expectativas empresariales; pese a ello se mantienen una tendencia de recuperación moderada por parte de los empresarios mexicanos a la expectativa de la campaña nacional de vacunación y un posible relajamiento de la emergencia sanitaria.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente:EL ECONOMISTA 05 de abril de 2021
Clasificado bajo: CEIEG, Economía, Empresas, Encuestas, Estadística, Indicadores, Información en otros sitios, Inversión | Comentarios desactivados en EL ECONOMISTA – Empresarios recuperan optimismo sobre el panorama económico en México
Lunes, 5 de abril de 2021
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)
Remesas acumulan aumento de 20.9% en
los primeros 2 meses del 2021: Banxico
Las 1.8 millones de familias que reciben remesas en México observaron un ingreso acumulado de dos meses de 6,741 millones de dólares, informó Banco de México.
![](https://www.eleconomista.com.mx/__export/1589741209030/sites/eleconomista/img/2020/05/13/estrategias_-_remesas.png_423392900.png)
Las 1.8 millones de familias que reciben remesas en México observaron un ingreso acumulado de dos meses de 6,741 millones de dólares, informó Banco de México.
Este flujo de los llamados migradólares, representa un aumento de 20.9% respecto de los 5,352.9 millones captados entre enero y febrero del año anterior.
Información divulgada por el banco central muestra que en los dos primeros meses del año, la remesa promedio fue de 347 dólares, una entrada superior a los 322 dólares que recibió cada hogar en el mismo lapso del año anterior.
Al poner el foco en el dato mensual, se observa que el flujo de remesas enviado desde el exterior a México durante febrero sumó 3,173 millones de dólares. La cifra incorpora una tercera desaceleración mensual consecutiva desde diciembre y resultó “ligeramente inferior a las expectativas que teníamos de un aumento más robusto”.
La depreciación del peso frente al dólar de 7.3% anual fortaleció en 25.3% el rendimiento en pesos de los giros enviados desde Estados Unidos hacia los hogares de los trabajadores en México.
El flujo de remesas hacia México en este año 2021 será positivo y claramente estará impactado por el desempeño económico de los puntos donde se originan los envíos desde Estados Unidos.
“Tras lo sucedido en 2020, es un desafío ahora pronosticar lo que sucederá porque depende de la evolución del mercado y el panorama para la economía mundial. Pero aparentemente estamos viendo una recuperación más fuerte de la observada en la segunda mitad del año pasado en los países emisores, que sin duda impulsará los flujos hacia México”.
Además de la entrada tradicional de remesas a México, que corresponde a la evolución del mercado laboral para los trabajadores mexicanos en aquel país, así como del comportamiento del tipo de cambio.
![](http://www.ceieg.chiapas.gob.mx/home/Images/CommonImages/Btn_VerNota.png)
Fuente:EL ECONOMISTA 05 de abril de 2021
Clasificado bajo: CEIEG, Economía, Estadística, Información en otros sitios, Migración | Comentarios desactivados en EL ECONOMISTA – Remesas acumulan aumento de 20.9% en los primeros 2 meses del 2021: Banxico