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  <front>
    <journal-meta>
      <journal-id journal-id-type="nlm-ta">Luz Elida Vera Hernández</journal-id>
      <journal-id journal-id-type="publisher-id">714</journal-id>
      <journal-title>Luz Elida Vera Hernández</journal-title><issn pub-type="ppub">0121-8670</issn><issn pub-type="epub">2256-1161</issn><publisher>
      	<publisher-name>Luz Elida Vera Hernández</publisher-name>
      </publisher>
    </journal-meta>
    <article-meta>
      <article-id pub-id-type="doi">10.31948/rc.v31i2.3998</article-id>
      <article-categories>
        <subj-group subj-group-type="heading">
          <subject>Research Article</subject>
        </subj-group>
        <subj-group><subject>café/ competitividad/ Funes, Nariño/ condiciones de producción/ innovación/ mercados objetivo</subject><subject>coffee/ competitiveness/ Funes, Nariño/ production conditions/ innovation/ target markets</subject><subject>café/ competitividade/ Funes, Nariño/ condições de produção/ inovação/  mercados-alvo</subject></subj-group>
      </article-categories>
      <title-group>
        <article-title>Factores comerciales que determinan la competitividad exportable de café desde Funes, Nariño</article-title><subtitle>No aplica</subtitle></title-group>
      <contrib-group><contrib contrib-type="author">
	<name name-style="western">
	<surname>Basante Chaucanez</surname>
		<given-names>Meily Nayeli</given-names>
	</name>
	<aff>Estudiante de Comercio Internacional, Universidad de Nariño, Colombia. </aff>
	</contrib><contrib contrib-type="author">
	<name name-style="western">
	<surname>Eraso Bastidas</surname>
		<given-names>Camila Alexandra</given-names>
	</name>
	<aff>Estudiante de Comercio Internacional, Universidad de Nariño, Colombia. </aff>
	</contrib></contrib-group>		
      <pub-date pub-type="ppub">
        <month>10</month>
        <year>2024</year>
      </pub-date>
      <pub-date pub-type="epub">
        <day>01</day>
        <month>10</month>
        <year>2024</year>
      </pub-date>
      <volume>31</volume>
      <issue>2</issue>
      <permissions>
        <copyright-statement>© 2024 https://creativecommons.org/licenses/by/4.0/</copyright-statement>
        <copyright-year>2024</copyright-year>
        <license license-type="open-access" xlink:href="http://creativecommons.org/licenses/by/2.5/"><p>This is an open-access article distributed under the terms of the Creative Commons Attribution License, which permits unrestricted use, distribution, and reproduction in any medium, provided the original work is properly cited.</p></license>
      </permissions>
      <related-article related-article-type="companion" vol="2" page="e235" id="RA1" ext-link-type="pmc">
			<article-title>Factores comerciales que determinan la competitividad exportable de café desde Funes, Nariño</article-title>
      </related-article>
	  <abstract abstract-type="toc">
		<p>
			El café de Funes, Nariño, ha ganado reconocimiento por su alta calidad y diversas variedades. Por lo tanto, el objetivo del presente artículo es identificar los factores comerciales que afectan la competitividad del café de Funes. El estudio abarca un análisis integral de las condiciones de producción, los procesos innovadores, los mercados objetivo y los socios potenciales. Para ello, se utilizó un enfoque de estudio de caso, empleando técnicas mixtas cualitativas y cuantitativas. Para la recolección de datos, se realizaron entrevistas semiestructuradas a actores clave del sector cafetero y encuestas a productores locales; los datos fueron analizados mediante un modelo de regresión múltiple, lo que permitió identificar relaciones clave entre las variables que afectan la competitividad. Los resultados señalan que, aunque Funes enfrenta desafíos como los altos costos de producción y problemas logísticos, su enfoque en la calidad y en prácticas orgánicas le otorgan una ventaja competitiva en el mercado internacional. No obstante, existe la necesidad de mejorar la infraestructura logística y fortalecer los servicios de apoyo para maximizar la competitividad exportadora.Abstract Coffee from Funes, Nariño, has gained recognition for its high quality and variety. The objective of this paper is to identify the commercial factors that influence its competitiveness. The study includes a comprehensive analysis of production conditions, innovative processes, target markets and potential partners. A case study approach was adopted, using a mix of qualitative and quantitative techniques. The data were collected through semi-structured interviews with key actors in the coffee sector and surveys of local producers and then analyzed using a multiple regression model that allowed the identification of key relationships between variables that affect competitiveness. The results indicate that although Funes faces challenges such as high production costs and logistical problems, its focus on quality and organic practices gives it a competitive advantage in the international market. However, there is a need to improve logistics infrastructure and strengthen support services to maximize export competitiveness.Resumo O café de Funes, Nariño, ganhou reconhecimento por sua alta qualidade e variedade. O objetivo deste artigo é identificar os fatores comerciais que influenciam sua competitividade. O estudo inclui uma análise abrangente das condições de produção, processos inovadores, mercados-alvo e parceiros em potencial. Foi adotada uma abordagem de estudo de caso, usando uma combinação de técnicas qualitativas e quantitativas. Os dados foram coletados por meio de entrevistas semiestruturadas com os principais atores do setor cafeeiro e pesquisas com produtores locais e analisados por meio de um modelo de regressão múltipla que permitiu a identificação das principais relações entre as variáveis que afetam a competitividade. Os resultados indicam que, embora Funes enfrente desafios como altos custos de produção e problemas logísticos, seu foco na qualidade e nas práticas orgânicas lhe dá uma vantagem competitiva no mercado internacional. No entanto, é necessário melhorar a 
		</p>
		</abstract>
    </article-meta>
  </front>
  <body><sec>
			<title>Introducción</title>
				<p>La apertura económica en Colombia durante los años 90 implicó entablar relaciones a nivel mundial, lo que le permitió formar parte de los diferentes acuerdos comerciales con distintos países. Según Benavides (2021), este periodo favoreció al país, gracias a la credibilidad que le permitió alcanzar reducción de aranceles, acuerdos comerciales, inversión extranjera y procesos para reforzar la economía colombiana. Cabe resaltar que, en el año 2024, de acuerdo con la información del Ministerio de Industria, Comercio y Turismo (2024a), Colombia cuenta con 18 tratados vigentes, 3 suscritos y 5 en negociación, lo que ha facilitado el comercio y ha permitido ampliar el mercado de los bienes, siendo provechoso dentro de la cadena productiva. De esta manera, se ha generado un crecimiento a nivel interno y externo, incidiendo directamente en indicadores clave como el producto interno bruto (PBI), el empleo, las importaciones y las exportaciones.</p><p>La producción de café en Colombia tuvo un impacto significativo en el ámbito social y económico, generando empleos e ingresos en las regiones cafeteras. Para Aguilar (2023), el sector cafetero contribuyó con alrededor de 1,6 millones de empleos, tanto en las áreas rurales como en la cadena de valor, incluyendo la trilla, transporte, comercialización, industrialización y distribución. Esto se reflejó a nivel regional y nacional, ya que el café es un motor económico y social que ha facilitado acuerdos comerciales beneficiosos para las comunidades locales y el país en su conjunto.</p><p>Colombia, al tener relaciones internacionales comerciales, busca un beneficio mutuo, para ello, se centra en un proceso de integración que, según Padilla y Sánchez (2017), busca suprimir las barreras arancelarias para el comercio internacional; cabe señalar que cada país posee ventajas diferentes a nivel de producción frente a otros países, que generan lucros para cada economía. En este sentido, entre los principales productos o ventajas de Colombia, se encuentra el café, el cual se ha logrado posicionar internacionalmente como uno de los principales productos. Procolombia (2020) refiere que el café se destaca por su suavidad y variedad de cafés especiales: orgánico, tostado, molido, solubles y liofilizados, los cuales se obtienen a partir de la técnica de plantación, variedad y calidad. Asimismo, la producción y exportación de café ha sido de gran significancia en los últimos años, llegando a diversos mercados (ver Figura 1).</p><p><bold>Figura 1</bold> Principales importadores de café</p><fig><label>Figure</label><graphic 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"/></fig><p>Nota. Datos tomados de Centro de Comercio Internacional (s.f.). Gráfico realizado en Rstudio.</p><p>De acuerdo con la Figura 1, entre los principales importadores de café colombiano, teniendo en cuenta las toneladas, se encuentran, en primer lugar, Estados Unidos; en segundo lugar, Alemania; en tercer lugar, Bélgica; en cuarto lugar, Canadá, seguido por Japón.</p><p>Coffee Behind The Scenes (2024) afirma que el café ha tenido un gran impacto dentro de la economía colombiana, debido a que representa el 22 % del PIB agrícola. En este sentido, esta actividad es la fuente principal de ingresos para alrededor de más de 550 hogares. Para Salazar (2021), es una de las principales fuentes de empleo directo por las labores agrícolas dentro del proceso de producción, lo cual índice en aspectos culturales, políticos, con una gran participación dentro del mercado.</p><p><bold>Figura 2</bold> Ranking de los principales países productores de café</p><fig><label>Figure</label><graphic xlink:href="data:image/png;base64,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"/></fig><p>Nota. Statista, 2024.</p><p>En el año 2023, Colombia fue el tercer país productor de café, con 11,5 millones de sacos, a nivel mundial, después de Brasil y Vietnam.</p><p><bold>Figura 3</bold> Participación del café, las flores y el banano en mercados internacionales</p><fig><label>Figure</label><graphic 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"/></fig><p>Nota. Datos de Mincit. Gráfico realizado en Rstudio.</p><p>De acuerdo con información del Ministerio de Comercio, Industria y Turismo (2024b), para el mes de abril de 2024, la proporción de las ventas del café, con respecto a la participación en los mercados internacionales, representa un total de las exportaciones colombianas de 5,9 %, en contraste con las exportaciones de flores que fue de un total de 4,0 % y banano con un total de 3,0 %. Esto indica un crecimiento notable en la participación de Colombia dentro de los mercados internacionales con estos productos, ya que representan el 12,9 %, especialmente el café.</p><p>Asimismo, en la producción nacional, el país cuenta con la participación de producción de café de 590 municipios, así como los departamentos andinos dentro del entorno cafetero (Salazar, 2021). De acuerdo con Procolombia (2021), se destacan los departamentos de Risaralda, Caldas, Valle del Cauca, Cundinamarca, Antioquia, Quindío, Atlántico y Nariño, logrando un fortalecimiento socioeconómico a nivel local y nacional.</p><p>El Ministerio de Industria, Turismo y Comercio (2024c) refiere que, en el año 2023, las exportaciones de café del departamento de Nariño representaban un total del 60,2 %; en cuanto a las exportaciones acumuladas, durante 2023, Nariño exportó un total de $47.251 miles a precio FOB, hecho que ayudó a prevalecer y promover el desarrollo económico y social de las regiones cafeteras del departamento.</p><p>Cabe señalar que, para cultivar café, se debe tener en cuenta ciertos cuidados y componentes durante todo este proceso. Al respecto, la Federación Nacional de Cafeteros (2000) señala varios aspectos importantes para el cultivo de café, a saber: la ubicación geográfica, que debe ser en las altas montañas, con una altitud aproximada entre los 1.000 y 2.000 metros sobre el nivel del mar; la temperatura, mínima o máxima hasta 15 °C o 24 °C o 30 °C, según la variedad de café. Asimismo, los recursos disponibles durante su proceso productivo son fundamentales. El departamento de Nariño posee las características necesarias para la producción de café.</p><p>Valencia (2016) señala que el índice de especialización en café para exportaciones hacia Estados Unidos no ha generado una ventaja comparativa significativa para Colombia, debido a la alta competitividad del sector cafetero. El índice de especialización reveló que, a pesar de la larga historia de exportaciones a este país, Colombia no logró consolidar una ventaja comparativa significativa en el mercado estadounidense. Esto fue el resultado, en gran parte, de la fuerte competencia internacional de países productores como Brasil, Vietnam, y otros emergentes que también exportan café de alta calidad a precios competitivos. Además, la falta de innovación en la cadena productiva, junto con los costos logísticos, impidieron que Colombia explotara plenamente su potencial en ese mercado.</p><p>Por su parte, Velásquez y Trávez (2019) enfatizaron que la ventaja comparativa de Colombia en la producción de café provenía de sus condiciones biológicas y geográficas. En su estudio, subrayaron que factores como la altitud, las condiciones climáticas únicas y el suelo fértil favorecían la producción de café de alta calidad, lo que le permitía al país competir favorablemente a nivel internacional. Sin embargo, también indicaron que los bajos costos de producción eran fundamentales para mantener esta ventaja, a pesar de estos atributos naturales, destacaron la necesidad de mejoras en las tecnologías productivas y logísticas para sostener esta ventaja a largo plazo y aumentar la competitividad del país.</p><p>Por lo tanto, el presente estudio se centró en el municipio de Funes, situado en la región cafetera de Nariño, zona conocida por la alta calidad y variedad de su café. No obstante, a pesar de su reconocimiento, Funes enfrenta importantes desafíos que limitan su competitividad en el mercado internacional, entre estos desafíos se incluyen los altos costos de producción, problemas logísticos y falta de innovación en los procesos productivos. Actualmente, el municipio no ha logrado realizar exportaciones directas de café, lo que refleja una barrera significativa para su crecimiento en el mercado global.</p><p>El principal desafío en la región es la producción de café, ya que, al igual que en otras áreas cafeteras de Colombia, Funes enfrenta dificultades ambientales debido a los métodos tradicionales empleados en el proceso de beneficio. Según Robledo Giraldo (2020), los métodos convencionales de beneficio del café consumen grandes cantidades de agua y generan subproductos contaminantes, como la pulpa y el mucílago, los cuales, si no se manejan adecuadamente, contaminan las fuentes hídricas locales.</p><p>Para mitigar estos impactos ambientales, se han desarrollado tecnologías como el Tanque Tina, el Becolsub, y el Ecomill, las cuales permiten reducir significativamente el consumo de agua y reutilizar los subproductos generados durante el proceso de beneficio. Estas tecnologías no solo favorecen la sostenibilidad del cultivo de café, sino que también aumentan la competitividad de los productores al cumplir con estándares ambientales internacionales.</p><p>Por ejemplo, la tecnología Tanque Tina reduce el uso de agua de 25 litros por kilogramo de café pergamino seco a solo 4,1 litros, además, permite tratar las aguas residuales de manera biológica; el Becolsub ofrece una reducción del 95 % en el consumo de agua, utilizando menos de 1 litro por kilogramo de café procesado; mientras que el Ecomill logra un control total de la contaminación generada al reutilizar las aguas residuales en el proceso.</p><p>La adopción de estas tecnologías, además de responder a la demanda de sostenibilidad por parte de los mercados internacionales, permite a los productores locales reducir costos a largo plazo, mejorar la calidad de su producto y acceder a certificaciones que valorizan el café en mercados especializados. Estos avances son cruciales para que regiones como Funes logren competir en igualdad de condiciones con otras regiones productoras de café en Colombia y el mundo.</p><p>A nivel local, el Comité Departamental de Cafeteros de Nariño (2008) subraya la relevancia del café para la economía de Funes, ya que el café constituye una fuente clave de empleo e ingresos para las familias locales; sin embargo, el informe también señala la urgente necesidad de implementar estrategias de innovación y mejora de la infraestructura logística para permitir la entrada de Funes al mercado global. Uno de los problemas más graves que enfrenta Funes es la falta de conocimiento en exportaciones directas.</p><p>Según el Diario del Sur (2022), el café es una actividad agrícola crucial para Funes, ya que es la principal fuente del sector comercial y económico, aun así, el municipio no cuenta con la capacitación técnica en caficultores ni el conocimiento necesario para exportar directamente, lo que limitaba su capacidad para adoptar nuevas tecnologías y acceder a mercados más exigentes. En consecuencia, la Alcaldía local impulsa proyectos para fortalecer esta actividad como fuente de ingresos y empleo, con el objetivo de mejorar la competitividad e innovación en los procesos productivos (Comité Departamental de Cafeteros, 2008). Este apoyo subraya la importancia del café en el desarrollo socioeconómico de la región cafetera de Nariño.</p><p>Este estudio tiene como objetivo identificar los factores comerciales que afectan la competitividad del café de Funes y proponer estrategias para superar estos obstáculos. Por lo tanto, la investigación abordará los problemas actuales, incluyendo los costos elevados de producción, los desafíos logísticos y la necesidad de innovaciones en los procesos productivos, con el fin de mejorar la posición del café de Funes en el mercado internacional. Para alcanzar este objetivo, se han establecido los siguientes objetivos específicos: (1) identificar las condiciones de producción de café en el municipio de Funes; (2) determinar las variables que influyen en la competitividad del café; (3) analizar los países con mayor demanda de café; (4) identificar posibles socios potenciales para él café de Funes. Esta investigación busca responder a la siguiente pregunta: ¿cuáles han sido las variables que han afectado la competitividad del café de Funes?</p><p>El marco teórico del estudio se basa en la teoría de la complejidad económica, que proporciona una perspectiva sobre la competitividad y el crecimiento económico de una región. Considerando la diversidad y complejidad de sus capacidades productivas, el café de Funes se integra en un ecosistema productivo que abarca factores como las condiciones geográficas y climáticas, así como la necesidad de innovación en los procesos de producción y comercialización. Según Sáenz-Zapata et al. (2019), la complejidad económica en el departamento de Nariño se manifiesta a través del crecimiento económico y la diversificación del café en diferentes localidades.</p><p>El concepto de complejidad económica ofrece una perspectiva interesante para comprender el desarrollo económico de las regiones y naciones, al analizar qué productos se fabrican y cómo el conocimiento y las capacidades productivas se distribuyen y utilizan dentro de una sociedad. Según este enfoque, una economía es más compleja cuando mayor es la diversidad de productos que puede fabricar; estos productos son indicadores del conocimiento productivo acumulado en la sociedad. Lo anterior parte de la idea de que el desarrollo no se limita a la acumulación de un solo tipo de conocimiento especializado, sino a la capacidad de la sociedad para entrelazar múltiples conocimientos y producir una gama amplia de bienes y servicios.</p><p>Castillo Quispe et al. (2020) destacan cómo la geografía de las actividades económicas en un país o región permite predecir la evolución futura de su economía, su crecimiento, incluso aspectos como la equidad del ingreso o las emisiones de carbono. Esta mirada geográfica y predictiva permite a los formuladores de políticas comprender qué actividades económicas son más viables y qué regiones podrían incursionar con éxito en nuevas industrias.</p><p>En ese sentido, Pineda (2020) señala que las economías complejas son aquellas que poseen una alta diversificación de conocimiento, no se trata solo de acumular información, sino de la capacidad para aplicar este conocimiento de manera práctica en la creación de productos sofisticados. Esto significa que las sociedades con economías más complejas pueden sostener una mayor cantidad de conocimiento productivo, lo que les permite mantener y desarrollar sus capacidades económicas a largo plazo.</p><p>En el contexto de la teoría de la competitividad, es crucial que Funes evolucione de una ventaja comparativa a una ventaja competitiva, con el fin de mejorar su oferta exportable. La ventaja competitiva se logra mediante precios bajos y la implementación de innovaciones en los procesos productivos. Según Porter (como se citó en Walteros, 2018), la creación y sostenibilidad de ventajas competitivas dependen de la comprensión del entorno empresarial y de la toma de decisiones estratégicas efectivas. El modelo del diamante de Porter es útil para evaluar factores como la localidad, el clima, los recursos naturales y los tratados de libre comercio de Colombia, de esta manera, se puede optimizar la competitividad del café de Funes.</p><p>El análisis de los fundamentos de la competitividad y el comercio internacional modernos subrayan la importancia de diferenciar el producto y la especialización del trabajo, pero introduce un enfoque más sofisticado al destacar la relevancia de la estructura de mercado de competencia imperfecta y las economías de escala. Esto representa una evolución respecto a las teorías clásicas, donde predominaba la idea de mercados perfectamente competitivos y ventajas comparativas estáticas. Como señalan Medeiros et al. (2019), este enfoque reconoce que las empresas operan en mercados caracterizados por barreras de entrada, poder de mercado y diferenciación de productos, factores que les permiten alcanzar economías de escala, fortaleciendo así su capacidad competitiva en el ámbito internacional.</p><p>Por otro lado, el análisis de Paéz et al. (2021 ) destaca cómo la competitividad empresarial depende de la estructura competitiva en la que opera una empresa, influenciada por factores tanto estructurales como conductuales del sector. Es decir, el entorno competitivo no solo está determinado por las empresas, sino por un conjunto de complementariedades tecnológicas, barreras al comercio, disponibilidad de infraestructura y políticas públicas que configuran el espacio competitivo. En este sentido, las empresas necesitan adaptarse estratégicamente a estos patrones de competencia, lo que requiere una constante reconfiguración de sus estrategias en función de los factores externos.</p><p>Este enfoque revela que la competitividad no es un estado fijo, sino una capacidad dinámica de las empresas para ajustarse a las condiciones del entorno competitivo. Las empresas que logran adaptar sus estrategias a las demandas cambiantes del mercado aprovechan las oportunidades de innovación, optimizan su acceso a materias primas y proveedores, y desarrollan nuevas técnicas. Este tipo de empresas son las que generan verdaderas ventajas competitivas. Por tanto, este análisis enfatiza que la competitividad es un fenómeno multidimensional, donde la capacidad de adaptación, la innovación tecnológica y la creación de valor a través de procesos productivos eficientes son factores clave.</p>
			</sec><sec>
			<title>Metodología</title>
				<p>Esta investigación utilizó un diseño de estudio de caso exploratorio para evaluar el potencial exportador del café de Funes; se emplearon técnicas cualitativas, enfocándose en una comprensión profunda de las variables que afectan la competitividad del café en esta zona. Aunque el estudio no es netamente cuantitativo, se complementa con un análisis de datos utilizando RStudio. Este análisis incluirá una tabla comparativa entre la competitividad del café de Funes y de otras regiones productoras de café en Colombia, como Huila y Cauca, para destacar las ventajas y desventajas relativas de cada región. Por lo tanto, se tuvieron en cuenta los TLC que tiene Colombia para evaluar la capacidad de competencia en mercados internacionales. Esta investigación propuso una metodología integradora, fundamentada en principios y teorías reconocidas en el comercio internacional y la competitividad.</p><p>El estudio se fundamentó en un análisis exploratorio para identificar los factores comerciales que influyen en la competitividad potencial del café de Funes. A partir del modelo de estudio de caso propuesto por Yin (2009), se estructuraron las fases de recolección de datos, de tal manera que integraran perspectivas cualitativas y cuantitativas; esto permitió obtener una visión integral sobre los desafíos y oportunidades para el sector cafetero local.</p><p>El método aplicado fue deductivo-inductivo, ya que permitió partir de teorías bien establecidas como los modelos de competitividad de Porter y las ventajas comparativas en el comercio internacional. Por su parte, el enfoque inductivo facilitó la identificación de nuevos patrones y factores específicos que afectan la competitividad del café en Funes, a través de las entrevistas y encuestas realizadas a los productores locales.</p><p>Para la recolección de datos, se realizaron entrevistas semiestructuradas con productores locales y expertos en el sector, así como encuestas a 100 productores. Cabe señalar que el comité de ética obtuvo la aprobación de datos; sin embargo, el número de resolución aún no está en emisión. Para delimitar aspectos importantes, primero, se seleccionó a los participantes mediante un criterio de inclusión, basado en la experiencia y conocimientos específicos relacionados con la producción de café.</p><p>Las preguntas formuladas y la interpretación de las respuestas estuvieron guiadas por una comprensión previa del “caso” del café de Funes y sus límites. Las encuestas recopilaron información sobre la calidad del café, los costos de producción y las expectativas de los productores en relación con futuras exportaciones, dado que Funes aún no ha exportado directamente. Los instrumentos de recolección de datos (entrevistas y encuestas) fueron diseñados específicamente para este estudio, y las encuestas fueron validadas mediante una prueba piloto aplicada a un grupo reducido de productores, garantizando su claridad y pertinencia. La información recolectada fue procesada en RStudio, a fin de asegurar la precisión en el análisis cuantitativo; esto permitió identificar las relaciones entre las variables clave y su impacto en la competitividad exportadora potencial. Además, se incluyeron prácticas y recomendaciones para los productores locales, así como sugerencias de políticas públicas orientadas a mejorar las condiciones para futuras exportaciones.</p><p><bold>Recolección de datos</bold></p><p><bold>Entrevistas semiestructuradas (cualitativo)</bold></p><p>Se realizaron dos entrevistas semiestructuradas dirigidas a actores clave en el sector cafetero de Funes: un representante de la Unidad Municipal de Asistencia Técnica Agropecuaria (UMATA) y un productor local de café. Estas entrevistas se enfocaron en identificar las percepciones sobre la calidad del café, los principales desafíos en producción y comercialización, y las barreras para la exportación. Los entrevistados proporcionaron información detallada sobre los procesos de cultivo, la comercialización interna y externa, así como las prácticas necesarias para mejorar la competitividad del café de Funes.</p><p><bold>Encuestas (cuantitativo)</bold></p><p>Se realizaron encuestas estructuradas a una muestra de 100 productores de café en Funes. Las encuestas incluyeron preguntas sobre la calidad del café, los costos de producción, la exportación de café y su conocimiento sobre las tecnologías aplicadas. La información obtenida de las encuestas permitió realizar un análisis cuantitativo, que complementó los hallazgos cualitativos y ayudó a identificar patrones clave para la competitividad exportadora potencial.</p><p><bold>Análisis de datos</bold></p><p>Los datos cuantitativos fueron analizados mediante RStudio.</p><p><bold>Análisis descriptivo</bold></p><p>Se emplearon medidas de tendencia central (media, mediana) y dispersión (desviación estándar) para analizar la calidad del café, los costos de producción y las expectativas de exportación.</p><p><bold>Modelo de regresión múltiple</bold></p><p>Se aplicó un modelo de regresión múltiple para identificar las relaciones entre los costos de producción, innovación y su impacto en la competitividad exportadora. Este análisis permitió determinar cómo cada una de estas variables influye en la competitividad.</p><p>En el proceso de investigación, se identificaron desafíos significativos que podrían afectar la capacidad exportadora del café de Funes. También, es importante destacar la colaboración de la Alcaldía Municipal de Funes para conocer los desafíos y estrategias del sector cafetalero en la zona; las discusiones y aportes recopilados durante estas consultas fueron integrados en el análisis metodológico para desarrollar las recomendaciones y estrategias destinadas a mejorar la competitividad exportadora del café de Funes. En este sentido, el estudio se enfocó en la calidad del café y en obtener certificaciones orgánicas que pudieran diferenciar el producto en un mercado saturado. Además, se sugirió establecer alianzas estratégicas con distribuidores locales que posean conocimiento del mercado objetivo y puedan proporcionar información y apoyo logístico para superar las barreras culturales, de idioma y dificultades de transporte identificadas; todo esto con el fin de aprender de la cultura e idioma de los mercados nacionales e internacionales y así poder adaptar la cadena productiva y las estrategias de marketing de manera más efectiva.</p><p>Estas estrategias se desarrollaron para abordar los desafíos identificados y mejorar la competitividad exportadora del café en Funes. La integración en el análisis metodológico permitió desarrollar recomendaciones prácticas y específicas para los productores locales, así como sugerencias de políticas públicas que podrían contribuir al desarrollo sostenible del sector cafetalero en la región. Igualmente, al diseñar encuestas detalladas, se incorporó un robusto componente cuantitativo, que permitió recolectar datos específicos sobre variables críticas, tales como costos de producción, capacidad productiva y expectativas de mercado.</p><p>La importancia de este enfoque cuantitativo radicó en su capacidad para facilitar un análisis estadístico riguroso de los datos recolectados. Esto se apoyó en las técnicas y modelos de regresión múltiple descriptos por Hair et al. (2010). Este procedimiento estadístico fue fundamental para identificar relaciones y, en la medida de lo posible, causalidades entre las variables examinadas y la potencial competitividad exportadora del café de Funes.</p><p>La integración en este análisis desarrolló una propuesta de mejora, que incluyó recomendaciones prácticas para los productores locales, estrategias innovadoras de marketing internacional y sugerencias específicas de políticas públicas. Esta propuesta estuvo alineada con las directrices propuestas por Kotler y Keller (2016) para el fomento de ventajas competitivas sostenibles en el mercado global. Así, la adopción de este enfoque metodológico mixto facilitó identificar y analizar las variables clave para la competitividad del café de Funes y propició formular soluciones basadas en evidencia, diseñadas para potenciar la presencia de Funes en el competitivo mercado internacional del café.</p>
			</sec><sec>
			<title>Resultados</title>
				<p>La investigación reveló datos importantes sobre el potencial exportador del café de Funes, Nariño, en términos de las variables clave que afectan su competitividad, tanto a nivel local como internacional. Por ello, se proporciona un análisis detallado de las condiciones de producción, la infraestructura, los costos y los posibles mercados o socios comerciales. Los resultados están en concordancia con los objetivos iniciales y abarcan hallazgos esperados, así como aquellos que contrastan con las hipótesis iniciales.</p><p><bold>Análisis descriptivo</bold></p><p>Se utilizaron medidas de tendencia central (media, mediana) y dispersión (desviación estándar) para analizar las variables clave de la encuesta:</p><p><bold>1.</bold><bold>Costos de cosecha</bold></p><p>Media: 3.200.000 COP</p><p>Cálculo: la media se obtuvo de sumar todos los costos reportados por los productores y dividiendo el total entre el número de productores encuestados.</p><p>Desviación estándar: 1.500.000 COP</p><p>Cálculo: se calculó utilizando la fórmula estándar para la desviación, que mide la variabilidad de los costos respecto a la media. Esto se hizo al restar la media de cada costo individual, elevar al cuadrado, sumar todos esos valores, dividir entre el número total de observaciones y, finalmente, sacar la raíz cuadrada.</p><p>Distribución de costos: la mayor parte de los productores (53 %) incurre en costos de 4.000.000 COP, lo que indica un sesgo hacia los costos más altos en el grupo.</p><p><bold>2. Factores que afectan la competitividad exportadora</bold></p><p>Fluctuaciones en los precios: 53 % de los productores lo considera un desafío importante.</p><p>Acceso a financiamiento: 55 % de los productores menciona este aspecto como un desafío.</p><p>Competencia global: 76 % lo percibe como un factor crítico.</p><p><bold>Modelo de regresión múltiple</bold></p><p>En el estudio de caso, la medición de las variables críticas para la competitividad del café en Funes se realizó mediante el uso de datos cuantitativos; cada variable fue cuidadosamente analizada para reflejar su impacto en la competitividad general de los productores locales en el mercado internacional.</p><p><bold>Indicadores de competitividad</bold></p><p>Para evaluar la competitividad del café en Funes, se definieron los siguientes indicadores:</p>Costo de producción por kilo: 1.000.000 COP.Calidad del café: medida a través de puntuaciones en catas, donde un café especial puede obtener entre 80 y 90 puntos (escala de 100).Acceso a mercados internacionales: actualmente, ningún productor ha logrado exportar café.Innovación en prácticas agrícolas: porcentaje de fincas que utilizan prácticas orgánicas y/o sostenibles (100 % utiliza productos orgánicos; ninguno ha adoptado tecnologías sostenibles).<p><bold>Evaluación de factores determinantes</bold></p><p>Se midieron los factores que afectan la competitividad teniendo en cuenta los siguientes indicadores:</p><p>Fluctuaciones de precios: en los últimos tres años, los precios del café han fluctuado entre 1.200.000 y 1.500.000 COP por kilo, lo que representa una variabilidad del 25 %.</p><p>Acceso a financiamiento: el 35 % de los productores ha tenido acceso a créditos, lo que les ha permitido invertir en mejoras en sus fincas.</p><p><bold>Condiciones logísticas</bold></p><p>Distancia a los mercados: promedio de 50 km hasta los principales centros de acopio.</p><p>Estado de las carreteras: 60 % de las vías está en buen estado, mientras que el 40 % requiere mejoras.</p><p>Capacidad de exportar directamente: ningún productor ha podido realizar exportaciones, lo que limita su acceso a mercados más rentables.</p><p>El modelo que se utilizo fue el siguiente:</p><p>Y=β 0+β 1X 1+β 2X 2+β 3X 3+ ε</p><p>Donde:</p><p>Y: competitividad exportadora (variable dependiente)</p><p>X₁: costos de producción</p><p>X₂: innovación en prácticas sostenibles</p><p>X₃: problemas logísticos</p><p>β₀: intercepto o constante del modelo</p><p>β₁, β₂, β₃: coeficientes de regresión que indican cómo cambian las variables independientes (X₁, X₂, X₃) en relación con Y</p><p>ε: error residual (variación no explicada por el modelo).</p><p><bold>Resumen del modelo de regresión</bold></p><p>Coeficiente de correlación múltiple: 0.9785</p><p>Indica una fuerte relación entre las variables independientes y la variable dependiente.</p><p>R² (coeficiente de determinación): 0.9574</p><p>El 95,74 % de la variabilidad en la competitividad exportadora (Y) se explica por los costos de producción (X₁), la innovación (X₂) y los problemas logísticos (X₃).</p><p>Error típico: 14,74</p><p>ANOVA (análisis de varianza)</p><p>F-Estadístico: 727,56, con un valor crítico de F casi cero, el modelo es estadísticamente significativo.</p><p><bold>Coeficientes del modelo</bold></p><p>Intercepción (β₀): no disponible (indicado como #N/A).</p><p><bold>Coeficiente para X₁ (costos de producción): 4.5188e-06</bold></p><p>Un aumento de 1 en X₁ incrementa Y en 0.0000045188, manteniendo otras variables constantes, es significativo (p-valor = 5.77e-06).</p><p><bold>Coeficiente para X₂ (innovación): 0</bold></p><p>No afecta el modelo según los datos, el estadístico t y el p-valor no son significativos.</p><p><bold>Coeficiente para X₃ (problemas logísticos): 1.0397</bold></p><p>Un aumento de 1 en X₃ incrementa Y en 1.0397, manteniendo otras variables constantes, es significativo.</p><p><bold>Análisis de los residuos</bold></p><p>Los residuos muestran cómo se desvían los valores observados de los valores predichos. El modelo explica bien la variabilidad en la competitividad exportadora, especialmente a través de los costos de producción y los problemas logísticos. Sin embargo, la innovación no tuvo un impacto significativo.</p><p><bold>Calidad del café y factores productivos</bold></p><p>Las entrevistas y encuestas realizadas mostraron que la calidad del café de Funes es excepcional, un aspecto subrayado por el 100 % de los encuestados, quienes destacaron su perfil de sabor único. Esta calidad se considera una ventaja competitiva crucial en el mercado internacional de cafés especiales. No obstante, se identificaron desafíos relacionados con los altos costos de producción, atribuibles a métodos tradicionales y la limitada adopción de tecnología y financiamiento.</p><p>Inicialmente, se centra la comparación de condiciones de producción, las variables de competitividad y los mercados objetivo para el café de Funes, así como posibles socios comerciales. Las Tablas 1, 2, 3 y 4 corresponden a representaciones generales basadas en lo que podría ser un análisis detallado de la investigación.</p><p><bold>Tabla 1</bold> Condiciones de producción de café en Funes, Nariño</p><fig><label>Figure</label><graphic 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"/></fig><p>3 Proceso de secado del café que retiene el mucílago del fruto</p><p>En la Tabla 1, se presenta un resumen de los factores que influyen en la producción y calidad del café en Funes, Nariño, destacando la alta calidad del grano, atribuida a las condiciones climáticas favorables y las técnicas especializadas de cultivo. Estos factores son claves para competir en el segmento de cafés especiales. Entre ellos, los métodos de procesamiento y las prácticas agrícolas sostenibles implementadas por el 98 % de los productores, como el uso de abonos orgánicos, podrían facilitar la obtención de certificaciones de sostenibilidad, cruciales para acceder a mercados Premium. No obstante, los productores señalaron como un obstáculo el acceso limitado a financiamiento para la adopción de nuevas tecnologías.</p><p><bold>Desafíos logísticos y exportaciones</bold></p><p>El análisis de regresión múltiple, realizado mediante RStudio, permitió identificar que los costos de producción, los problemas logísticos y la innovación en los procesos productivos tienen un impacto significativo en la competitividad exportadora del café de Funes. El modelo explicó cómo cada una de estas variables afecta directamente la capacidad de competir en el mercado internacional.</p><p>Los problemas logísticos fueron identificados como factores clave que afectan negativamente la competitividad, el 98 % de los productores mencionó la necesidad de mejorar la infraestructura de transporte, especialmente para garantizar la preservación de la calidad del café durante la distribución. Estos desafíos logísticos incluyen almacenamiento deficiente y transporte inadecuado, lo que incrementa los costos y afecta la competitividad. Además, el 98 % de los productores señaló que la exportación podría mejorar la economía regional, pero requiere apoyo en capacitación y acceso a mercados internacionales. Las entrevistas con la UMATA sugirieron que es clave identificar nichos de mercado y desarrollar estrategias que se centren en la calidad y sostenibilidad.</p><p><bold>Análisis comparativo de competitividad internacional</bold></p><p>El análisis de los mercados internacionales reveló que Estados Unidos, Alemania y Japón son los mercados más prometedores para el café de Funes. Sin embargo, estos mercados presentan barreras como requisitos estrictos en certificaciones y barreras culturales. Ante esto, la formación de alianzas estratégicas con distribuidores locales y el aprendizaje de los estándares internacionales fueron sugerencias clave para acceder a estos mercados.</p><p><bold>Tabla 2</bold>Análisis de posibles socios comerciales para café de Funes</p><fig><label>Figure</label><graphic 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"/></fig><p>Se destacan las fortalezas y debilidades de Funes en cuanto a calidad, procesos de producción, estrategias de marketing y acceso a mercados que ayudan a identificar áreas de mejora y potenciales ventajas competitivas explotadas.</p><p><bold>Análisis del índice de competitividad de la cadena de valor regional (IVCR)</bold></p><p>El índice de competitividad de la cadena de valor regional (IVCR) permitió analizar dónde se debe añadir valor en la cadena productiva del café de Funes y cómo esto impacta en su competitividad. Así, la alta calidad de los granos de café fue un factor positivo que fortaleció la competitividad de la región. Sin embargo, las dificultades logísticas y la falta de acceso a financiamiento fueron identificadas como barreras significativas.</p><p><bold>Tabla 3</bold> Análisis del índice de competitividad de la cadena de valor regional (IVCR)</p><fig><label>Figure</label><graphic 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"/></fig><fig><label>Figure</label><graphic 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"/></fig><p>En la Tabla 3 se ofrece una visión integral sobre los factores que contribuyen a la competitividad de Funes, a fin de determinar la capacidad de la región para sostener y mejorar su posición en el mercado internacional del café. En primer lugar, la calidad y disponibilidad de los granos de café en esta región actúan como un pilar fundamental de su competitividad, gracias a sus condiciones climáticas.</p><p>Los métodos de procesamiento, como «honney» y «natural», junto con el enfoque en las características únicas del café, añaden valor y diferenciación al producto final. La fermentación del café, que se lleva a cabo durante 24 horas en cáscara y 24 horas en mucílago, contribuye a la calidad de la taza. Sin embargo, según la opinión de un experto y productor entrevistado, la logística interna —especialmente en cuanto a transporte y almacenamiento— representa un desafío significativo. La infraestructura inadecuada y la falta de conocimientos de los productores de café de Funes en temas de exportación pueden resultar en un aumento de costos, retrasos y pérdida de calidad, lo que erosiona las ventajas competitivas obtenidas a través de la calidad del grano y la eficiencia. de los procesos productivos.</p><p>Comparación de costos de producción</p><p>Se compararon los costos de producción en Funes con otras regiones cafeteras de Colombia, como Huila y Cauca, para identificar áreas donde los productores locales podrían mejorar la eficiencia.</p><p><bold>Tabla 4</bold> Comparación de costos de producción</p><fig><label>Figure</label><graphic 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"/></fig><p>Nota. Encuestas a productores locales, 2024</p><p>Los datos nacionales de costos promedio en otras regiones cafeteras de Colombia fueron obtenidos de estudios previos realizados por la Federación Nacional de Cafeteros y otras investigaciones académicas sobre el costo de producción de café en Colombia. Estos estudios proporcionan una referencia para comparar los costos de producción específicos de Funes con los promedios nacionales, permitiendo identificar áreas donde los productores locales pueden necesitar mejorar la eficiencia para ser más competitivos en el mercado.</p><p><bold>Figura 4</bold> Comparación de costos por kilo entre regiones</p><fig><label>Figure</label><graphic 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"/></fig><p><bold>Tabla 5</bold> Ventajas y desventajas del café de Funes en comparación con Huila y Cauca</p><fig><label>Figure</label><graphic 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"/></fig>
			</sec><sec>
			<title>Discusión</title>
				<p>Los resultados de esta investigación subrayan la importancia de las condiciones únicas de producción del café en Funes, Nariño, fundamentales para competir en el mercado internacional de cafés especiales. La calidad del café de Funes derivada de factores como la altitud y el clima favorable, que lo coloca en una posición ventajosa frente a otras regiones, pero se requiere una mayor adopción de prácticas sostenibles e innovadoras para capturar nichos de mercado de alto valor, como lo hacen otros productos agrícolas colombianos, en particular las flores.</p><p>En comparación con la cadena productiva de las flores en Colombia, que ha logrado destacarse internacionalmente gracias a su enfoque en la calidad y sostenibilidad, el sector cafetero de Funes podría beneficiarse al adoptar estrategias similares. La floricultura colombiana se ha transformado en un sector más competitivo y sostenible mediante la adopción de tecnologías modernas (Procolombia, 2024), que les ha permitido obtener certificaciones internacionales y acceder a mercados prémium. De manera similar, la competitividad del café de Funes podría fortalecerse al invertir en tecnología, mejorar los procesos de certificación orgánica y promover un enfoque en la sostenibilidad, elementos que son cada vez más valorados en mercados como Estados Unidos, Europa y Japón.</p><p>Silva y Trejos (2016) destacan que la competitividad del café de Nariño se sustenta en sus características organolépticas únicas, como la acidez balanceada y el aroma distintivo, particularidades que también son evidentes en el café de Funes. Estos autores sugieren que, para aprovechar completamente estas fortalezas, es crucial integrar prácticas innovadoras que respondan a las demandas cambiantes del mercado global, sin perder de vista las tradiciones que han hecho del café de Nariño un producto distintivo. La idea de mantener un equilibrio entre la innovación y la tradición es particularmente relevante para Funes, donde la alta calidad del café puede mejorarse aún más con la implementación de nuevas tecnologías y un enfoque en la certificación sostenible, lo que abriría puertas a mercados más exigentes que valoran estos atributos y con mejor disposición a pagar un precio prémium por el producto.</p><p>La adopción de estrategias de marketing internacional focalizadas es esencial para resaltar la calidad y sostenibilidad del café de Funes. Silva y Trejos (2016) sugieren, para el café de Nariño, una estrategia de marketing correctamente diseñada, a fin de destacar las fortalezas del café de Funes, como su posición geográfica única y sus prácticas sostenibles, las cuales son clave para posicionarse en mercados internacionales competitivos.</p><p>Por su parte, Lozano y Yoshida (2008) también subrayan que la adopción de tecnologías avanzadas y prácticas sostenibles es crucial no solo para mejorar la calidad del café, sino también para reducir costos. Esto es especialmente relevante para Funes, donde los costos de producción han sido identificados como una de las principales barreras para la competitividad internacional; reducir estos costos mediante la optimización de procesos y el uso de tecnologías podría ayudar a los productores de Funes a competir en igualdad de condiciones con otras regiones cafeteras de Colombia.</p><p>La presente investigación es consistente con las recomendaciones de la Teoría de la Competitividad de Porter, que enfatiza la necesidad de aprovechar las ventajas comparativas como la alta calidad del café en Funes y convertirlas en ventajas competitivas sostenibles mediante la innovación, la mejora de la infraestructura y el desarrollo de alianzas estratégicas. Los resultados sugieren que la calidad del café de Funes ya es una ventaja comparativa, pero convertir esta ventaja en competitiva dependerá de su capacidad para mejorar las condiciones logísticas y de acceso a mercados internacionales.</p><p>La comparación con la industria de las flores es especialmente relevante, de la misma manera como las flores colombianas han logrado posicionarse en mercados internacionales a través de su enfoque en la innovación y certificaciones sostenibles, el café de Funes podría tomar como referente su camino; adoptar estas estrategias no solo mejorará la percepción del producto en el mercado internacional, sino que también permitirá a los productores obtener mayores márgenes de ganancia en mercados especializados.</p>
			</sec><sec>
			<title>Conclusiones</title>
				<p>El estudio ha permitido identificar y analizar las variables clave que influyen en la competitividad del café de Funes, Nariño en los mercados internacionales, a lo largo de la investigación, se ha demostrado que la calidad excepcional del café de esta región, junto con sus características únicas derivadas de factores geográficos como la altitud y el clima, representan una ventaja competitiva significativa, especialmente en el segmento de cafés especiales, estas condiciones geográficas favorecen la producción de un café de alta calidad, valorado por sus perfiles sensoriales únicos y distintivos en comparación con otras regiones cafeteras de Colombia.</p><p>Sin embargo, el potencial exportador del café de Funes no puede ser plenamente aprovechado hasta que se superen una serie de barreras identificadas a lo largo de la investigación, los desafíos logísticos, incluidos los costos elevados de transporte y almacenamiento, y la falta de infraestructura adecuada, representan uno de los principales obstáculos para mejorar la competitividad. Además, la falta de experiencia en exportación directa es un factor limitante, dado que el 100% de los productores encuestados afirmó que nunca ha realizado una exportación directa, lo que resalta la necesidad de capacitación y acceso a información sobre los procesos de exportación.</p><p>El análisis cuantitativo y cualitativo realizado en este estudio revela que el 76 % de los productores considera que la competencia global es un desafío significativo, mientras que el 55 % menciona el acceso al financiamiento como un obstáculo crucial, la falta de financiamiento adecuado limita la capacidad de los productores para invertir en tecnologías avanzadas que optimicen los procesos de producción y reduzcan los costos, lo cual es esencial para mejorar la eficiencia y la rentabilidad. Además, el 53 % de los productores reportó que las fluctuaciones en los precios internacionales del café son un factor de riesgo constante, que afecta su estabilidad económica y capacidad para competir en mercados internacionales.</p><p>A pesar de estos desafíos, la adopción de prácticas agrícolas sostenibles y la posibilidad de obtener certificaciones orgánicas brindan una oportunidad estratégica para acceder a mercados prémium, donde los consumidores están dispuestos a pagar precios más altos por productos de alta calidad y sostenibles. El 98 % de los productores ya implementa prácticas sostenibles, lo que sienta una base sólida para la obtención de certificaciones que puedan diferenciar el café de Funes en mercados internacionales exigentes.</p><p>En cuanto a los mercados potenciales, se identificaron Estados Unidos, Alemania y Japón como los destinos más prometedores para el café de Funes. Estos mercados valoran la sostenibilidad, la calidad del producto y la exclusividad, pero también presentan barreras que deben ser abordadas, como los estrictos requisitos de calidad, las barreras culturales y la necesidad de establecer alianzas estratégicas con distribuidores locales que puedan facilitar el acceso y posicionamiento en dichos mercados.</p><p>El análisis del índice de competitividad de la cadena de valor regional (IVCR) mostró que, si bien Funes tiene fortalezas claras en la calidad de la materia prima y los procesos de producción, las deficiencias logísticas representan un área crítica que debe ser abordada para mejorar la competitividad; el incremento en los costos de producción, que son más altos en Funes en comparación con otras regiones cafeteras de Colombia, es otro desafío por superar. Sin embargo, estos costos pueden ser compensados por la calidad superior del café, siempre y cuando se acceda a nichos de mercado donde los consumidores valoren y paguen por productos diferenciados y de alta calidad.</p>
			</sec><sec>
			<title>Conflicto de interés</title>
				<p>Las autoras declaran no tener ningún tipo de conflicto de intereses sobre el trabajo presentado.</p>
			</sec><sec>
			<title>Responsabilidades éticas</title>
				<p>Aprobado por el Semillero de Investigación Sur Atenea de Ipiales, Universidad de Nariño, bajo la coordinación de Soraya Amparo Latif Olmos.</p>
			</sec><sec>
			<title>Referencias</title>
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Ciencia Unisalle. https://ciencia.lasalle.edu.co/items/9816117c-c3aa-4144-97d0-28f3682405f9/full</p><p>Yin, R. (2009). Case Study Research [Investigación sobre estudio de casos. Diseño y métodos] (4.a ed.). SAGE Publications.</p>
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			<title>Contribución</title>
				<p>Las autoras participaron en la elaboración del manuscrito, lo leyeron y aprobaron.</p>
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      <p>No aplica</p>
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