Co-creación Guía de Datos Abiertos GAD del cantón Cuenca
Guía de Datos Abiertos del Gobierno Autónomo Municipal del Cantón Cuenca
Ciclo de Apertura de datos
Ciclo de apertura de datos
El ciclo de datos abiertos define el proceso de apertura, mejora y uso de información que abre una entidad hacía la ciudadanía.
Este proceso considera los pasos básicos que las dependencias municipales deberán llevar a cabo para la apertura y publicación de datos, con el fin de fomentar una cultura de datos abiertos en la institución y ciudadanía, con la visión de llegar a la utilización, reutilización de los datos abiertos, y de mejorar los procedimientos y contenidos de forma permanente.
El ciclo corresponde a un proceso recurrente que tendrá una vigencia anual, a fin de asegurar la calidad de los datos publicados.
Dentro de este ciclo se establecen las siguientes fases:
Ciclo de Datos Abiertos
Elaborado por: Jefatura de Transparencia GAD Cuenca
Conocer
La fase conocer, como primera en el ciclo de apertura de datos, comprende las acciones para promover la comprensión de los conceptos y principios de los datos abiertos con base en la normativa legal vigente en el Ecuador. El objetivo de esta etapa es el de fomentar una cultura respecto a los datos abiertos en la institución y generar conciencia de su importancia.
En el Anexo A de la presente guía se establecen los aspectos claves para conceptualizar los datos abiertos.
Para cumplir esta etapa, al inicio de cada ciclo de datos, se elaborará un taller de capacitación respecto a los datos abiertos a todas las direcciones que son parte del GAD.
Las capacitaciones serán programadas a partir del mes de febrero de cada año, y se impartirán utilizando la herramienta de aprendizaje Moodle, utilizada actualmente por el GAD para sus capacitaciones.
El contenido de la capacitación estará a cargo de la Unidad de Transparencia y será aprobado por el Comité de Transparencia previa a su difusión.
contenido de la capacitación estará a cargo de la Unidad de Transparencia y será aprobado por el Comité de Transparencia previa a su difusión.
Por otro lado, como parte de la promoción de la comprensión de los conceptos y principios de los datos abiertos, el Portal de datos abiertos institucional cuenta con un curso introductorio a los datos abiertos de libre acceso para toda la ciudadanía.
Planificar
Planificar consiste en definir metas en cuanto a los datos que se van a publicar. La planificación se realiza con base en criterios de transparencia, participación ciudadana y protección de datos personales.
El objetivo de esta fase es elaborar el Portafolio Institucional de datos abiertos, como resultado de un proceso de análisis de los requerimientos de información solicitada por la ciudadanía, de la información que requiera publicar la institución como parte de su estrategia institucional, uso y frecuencia de uso de los datos publicados, y aspectos relacionados con la capacidad técnica para la publicación en formatos abiertos.
Debido a que el periodo establecido para el ciclo de datos abiertos es de un año, las actividades de planificación se llevarán a cabo durante el último trimestre de cada año.
Para cumplir los objetivos, se establecen las siguientes etapas de la fase de planificación:
Levantamiento de necesidades desde la ciudadanía
En esta etapa se identifican los datos a ser publicados, para ello se utilizarán los siguientes instrumentos:
- Análisis de la información pública solicitada con mayor frecuencia por los ciudadanos en el ciclo anterior de datos abiertos.
- Análisis de las sugerencias o solicitudes de conjuntos de datos receptadas a través del portal web de transparencia de la institución, chatbot, plataforma Cuenca Participa, entre otros.
- Mesas de diálogo con actores de la sociedad civil.
- Entrevistas a actores claves de grupos focales como la academia, infomediarios, periodistas, investigadores.
- Encuestas generales a actores ciudadanos, para ello se utilizarán dos matrices de actores que posee actualmente el GAD, la primera en la que constan alrededor de 600 actores de la academia, sociedad civil, gremios, etc., y una segunda en la que constan únicamente los actores que tienen relación con datos abiertos. Estas matrices serán actualizadas en cada ciclo de datos abiertos.
- Análisis a nivel de la institución de los datos que se requiera publicar, en función de su impacto, problemáticas públicas y ciudadanas, propósito institucional, etc. En este contexto el GAD Municipal de Cuenca ha implementado el Portal de Datos Abiertos “Cuenca en Datos” y la plataforma de participación ciudadana digital “Cuenca Participa”, las cuales permitirán recibir constantemente las necesidades y opiniones ciudadanas en diferentes temáticas relacionadas con la publicación y uso de los datos abiertos.
Priorización de conjuntos de datos para su apertura
Una vez establecida la demanda, se deben priorizar los conjuntos de datos a publicar, para lo cual, se sugiere establecer una matriz de priorización con base a los siguientes criterios:
- Responden a requerimientos ciudadanos
Se mide sobre el 35 % del puntaje total, su propósito es determinar si los datos han sido sugeridos o requeridos por la ciudadanía en los diferentes insumos realizados como parte del estudio de demanda, para analizarse se considera la siguiente variable:
Variable 1. ¿Los datos han sido solicitados por la ciudadanía?
- Pertinencia
Se mide sobre el 20% del puntaje total, tiene como objetivo determinar el grado de alineación de los datos con los objetivos estratégicos y planes institucionales, para ello se analiza la siguiente variable:
Variable 2. ¿Los datos contribuyen al cumplimiento de la misión, objetivos estratégicos o planes institucionales?
- Relevancia
Se mide sobre el 10% del puntaje total, el propósito es identificar si los conjuntos de datos tienen potencial de ser usados para investigación, emprendimiento u otras actividades que puedan generar beneficios sociales.
Variable 3. ¿Los datos requeridos tienen un potencial uso y aplicación en los diferentes sectores de la sociedad?
- Sugeridos en estándares internacionales.
Se mide sobre el 5% del puntaje total, el propósito de este criterio es identificar si los conjuntos de datos son parte de los datos sugeridos por algunos organismos internacionales especializados en apertura de datos, para el caso del GAD se tomó como referencias los conjuntos de datos sugeridos por la Guía de Apertura de Datos Anti-corrupción de la Carta Internacional de los Datos Abiertos (ODC por sus siglas en inglés), y los conjuntos de datos mínimos a publicar propuestos por la Federación de Municipios y Provincias de España (FEMP).
Variable 4. ¿Los datos han sido sugeridos por organismos internacionales? Es importante considerar que existen muchos más criterios de priorización, algunos ligados a los Objetivos de Desarrollo Sostenible (ODS). Sin embargo, los criterios antes detallados han sido establecidos para el primer ciclo de datos abiertos del GAD. Estos criterios serán revisados por el Comité de Transparencia durante cada ciclo de datos.
- Factibilidad informática
Se mide sobre el 30% del puntaje total, su finalidad es determinar qué conjuntos de datos son informáticamente más factibles de publicar como datos abiertos, para su análisis se consideran las siguientes variables:
Variable 5. ¿Los datos están almacenados en formato físico y/o digital?
Variable 6. ¿Los datos requieren procesamiento?
Matriz de Priorización
Elaborado por: Jefatura de Transparencia GAD Cuenca
Elaboración y aprobación del Portafolio institucional de datos abiertos
Una vez culminado el proceso de priorización se deberá estructurar el portafolio institucional de conjuntos de datos, que establece la hoja de ruta estratégica de los datos a publicarse, fecha de publicación, licencia de uso, entre otros elementos.
El Anexo B1 define la estructura del portafolio de datos abiertos, el cual contendrá la siguiente información:
- Código
- Nombre del conjunto de datos a publicar
- Descripción
- Unidades responsables de la información de origen
- Fecha de publicación
- Estado actual (iniciado, en construcción, previo a publicación)
- Licencia para publicación
- Solicitante
- Categoría ( Acorde al siguiente esquema)
Huella digital
La siguiente cadena de texto es una representación abreviada y hashed de este contenido. Es útil para garantizar que el contenido no haya sido alterado, ya que una única modificación daría lugar a un valor totalmente diferente.
Valor:
37e597282c781262be6682e1c7494680fab932c1784fd70a7affa923f63acabb
Origen:
{"body":{"es":"<h1><strong>Ciclo de apertura de datos </strong></h1><p>El ciclo de datos abiertos define el proceso de apertura, mejora y uso de información que abre una entidad hacía la ciudadanía.</p><p>Este proceso considera los pasos básicos que las dependencias municipales deberán llevar a cabo para la apertura y publicación de datos, con el fin de fomentar una cultura de datos abiertos en la institución y ciudadanía, con la visión de llegar a la utilización, reutilización de los datos abiertos, y de mejorar los procedimientos y contenidos de forma permanente. </p><p>El ciclo corresponde a un proceso recurrente que tendrá una vigencia anual, a fin de asegurar la calidad de los datos publicados.</p><p>Dentro de este ciclo se establecen las siguientes fases: </p><p><img src=\"https://lh4.googleusercontent.com/4UMqy-sI3lc8t3mPLRnOuxBRW-ojGc9JEyuYGHCxS554quHKJPA6MVC7TN8EOSBSsOP1Su-Lqy3dkHQRaIQexRuJgrzKpmFzVc3hAF9Qi8xlEdy5-nNwj4oX9Z-BHOoRfe675f2zZSoXOLBL-lXi3Njm9cu1CG_NEScg48cQ1f0rLOONCgy0QTvpRrFD_LoLb8nOdOP5gg\" width=\"553\"></p><p>Ciclo de Datos Abiertos</p><p>Elaborado por: Jefatura de Transparencia GAD Cuenca</p><h5 class=\"ql-indent-6\"><br></h5><h2><strong>Conocer</strong></h2><p>La fase conocer, como primera en el ciclo de apertura de datos, comprende las acciones para promover la comprensión de los conceptos y principios de los datos abiertos con base en la normativa legal vigente en el Ecuador. El objetivo de esta etapa es el de fomentar una cultura respecto a los datos abiertos en la institución y generar conciencia de su importancia. </p><p>En el Anexo A de la presente guía se establecen los aspectos claves para conceptualizar los datos abiertos.</p><p>Para cumplir esta etapa, al inicio de cada ciclo de datos, se elaborará un taller de capacitación respecto a los datos abiertos a todas las direcciones que son parte del GAD.</p><p>Las capacitaciones serán programadas a partir del mes de febrero de cada año, y se impartirán utilizando la herramienta de aprendizaje Moodle, utilizada actualmente por el GAD para sus capacitaciones.</p><p>El contenido de la capacitación estará a cargo de la Unidad de Transparencia y será aprobado por el Comité de Transparencia previa a su difusión.</p><p>contenido de la capacitación estará a cargo de la Unidad de Transparencia y será aprobado por el Comité de Transparencia previa a su difusión.</p><p>Por otro lado, como parte de la promoción de la comprensión de los conceptos y principios de los datos abiertos, el Portal de datos abiertos institucional cuenta con un curso introductorio a los datos abiertos de libre acceso para toda la ciudadanía.</p><h2><strong>Planificar</strong></h2><p>Planificar consiste en definir metas en cuanto a los datos que se van a publicar. La planificación se realiza con base en criterios de transparencia, participación ciudadana y protección de datos personales.</p><p>El objetivo de esta fase es elaborar el Portafolio Institucional de datos abiertos, como resultado de un proceso de análisis de los requerimientos de información solicitada por la ciudadanía, de la información que requiera publicar la institución como parte de su estrategia institucional, uso y frecuencia de uso de los datos publicados, y aspectos relacionados con la capacidad técnica para la publicación en formatos abiertos. </p><p>Debido a que el periodo establecido para el ciclo de datos abiertos es de un año, las actividades de planificación se llevarán a cabo durante el último trimestre de cada año.</p><p>Para cumplir los objetivos, se establecen las siguientes etapas de la fase de planificación:</p><h3><strong>Levantamiento de necesidades desde la ciudadanía</strong></h3><p>En esta etapa se identifican los datos a ser publicados, para ello se utilizarán los siguientes instrumentos:</p><p>- Análisis de la información pública solicitada con mayor frecuencia por los ciudadanos en el ciclo anterior de datos abiertos.</p><p>- Análisis de las sugerencias o solicitudes de conjuntos de datos receptadas a través del portal web de transparencia de la institución, chatbot, plataforma Cuenca Participa, entre otros.</p><p>- Mesas de diálogo con actores de la sociedad civil.</p><p>- Entrevistas a actores claves de grupos focales como la academia, infomediarios, periodistas, investigadores.</p><p>- Encuestas generales a actores ciudadanos, para ello se utilizarán dos matrices de actores que posee actualmente el GAD, la primera en la que constan alrededor de 600 actores de la academia, sociedad civil, gremios, etc., y una segunda en la que constan únicamente los actores que tienen relación con datos abiertos. Estas matrices serán actualizadas en cada ciclo de datos abiertos.</p><p>- Análisis a nivel de la institución de los datos que se requiera publicar, en función de su impacto, problemáticas públicas y ciudadanas, propósito institucional, etc. En este contexto el GAD Municipal de Cuenca ha implementado el Portal de Datos Abiertos “Cuenca en Datos” y la plataforma de participación ciudadana digital “Cuenca Participa”, las cuales permitirán recibir constantemente las necesidades y opiniones ciudadanas en diferentes temáticas relacionadas con la publicación y uso de los datos abiertos.</p><h3><strong>Priorización de conjuntos de datos para su apertura </strong></h3><p>Una vez establecida la demanda, se deben priorizar los conjuntos de datos a publicar, para lo cual, se sugiere establecer una matriz de priorización con base a los siguientes criterios:</p><ul><li><strong>Responden a requerimientos ciudadanos</strong></li></ul><p>Se mide sobre el <strong>35 % </strong>del puntaje total, su propósito es determinar si los datos han sido sugeridos o requeridos por la ciudadanía en los diferentes insumos realizados como parte del estudio de demanda, para analizarse se considera la siguiente variable:</p><p><strong>Variable 1. </strong>¿Los datos han sido solicitados por la ciudadanía?</p><p> <img 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\"></p><ul><li>P<strong>ertinencia</strong></li></ul><p>Se mide sobre el <strong>20% </strong>del puntaje total, tiene como objetivo determinar el grado de alineación de los datos con los objetivos estratégicos y planes institucionales, para ello se analiza la siguiente variable:</p><p><strong>Variable 2. </strong>¿Los datos contribuyen al cumplimiento de la misión, objetivos estratégicos o planes institucionales?</p><p><img src=\"data:image/png;base64,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\"></p><ul><li><strong>Relevancia</strong></li></ul><p>Se mide sobre el <strong>10% </strong>del puntaje total, el propósito es identificar si los conjuntos de datos tienen potencial de ser usados para investigación, emprendimiento u otras actividades que puedan generar beneficios sociales.</p><p><strong>Variable 3. </strong>¿Los datos requeridos tienen un potencial uso y aplicación en los diferentes sectores de la sociedad? </p><p><img 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\"></p><ul><li><strong>Sugeridos en estándares internacionales.</strong></li></ul><p>Se mide sobre el <strong>5% </strong>del puntaje total, el propósito de este criterio es identificar si los conjuntos de datos son parte de los datos sugeridos por algunos organismos internacionales especializados en apertura de datos, para el caso del GAD se tomó como referencias los conjuntos de datos sugeridos por la Guía de Apertura de Datos Anti-corrupción de la Carta Internacional de los Datos Abiertos (ODC por sus siglas en inglés), y los conjuntos de datos mínimos a publicar propuestos por la Federación de Municipios y Provincias de España (FEMP).</p><p><strong>Variable 4. </strong>¿Los datos han sido sugeridos por organismos internacionales? Es importante considerar que existen muchos más criterios de priorización, algunos ligados a los Objetivos de Desarrollo Sostenible (ODS). Sin embargo, los criterios antes detallados han sido establecidos para el primer ciclo de datos abiertos del GAD. Estos criterios serán revisados por el Comité de Transparencia durante cada ciclo de datos.</p><p><img 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\"></p><ul><li><strong>Factibilidad informática</strong></li></ul><p>Se mide sobre el <strong>30% </strong>del puntaje total, su finalidad es determinar qué conjuntos de datos son informáticamente más factibles de publicar como datos abiertos, para su análisis se consideran las siguientes variables:</p><p> <strong>Variable 5. </strong>¿Los datos están almacenados en formato físico y/o digital?</p><p><img src=\"data:image/png;base64,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\"></p><p><strong>Variable 6</strong>. ¿Los datos requieren procesamiento?</p><p><img src=\"data:image/png;base64,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\"></p><p><img 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\"></p><p>M<strong>atriz de Priorización</strong></p><p>Elaborado por: Jefatura de Transparencia GAD Cuenca</p><h3><strong>Elaboración y aprobación del Portafolio institucional de datos abiertos</strong></h3><p>Una vez culminado el proceso de priorización se deberá estructurar el portafolio institucional de conjuntos de datos, que establece la hoja de ruta estratégica de los datos a publicarse, fecha de publicación, licencia de uso, entre otros elementos.</p><p>El <strong>Anexo B1</strong> define la estructura del portafolio de datos abiertos, el cual contendrá la siguiente información:</p><p>- Código</p><p>- Nombre del conjunto de datos a publicar</p><p>- Descripción</p><p>- Unidades responsables de la información de origen</p><p>- Fecha de publicación</p><p>- Estado actual (iniciado, en construcción, previo a publicación)</p><p>- Licencia para publicación</p><p>- Solicitante</p><p>- Categoría ( Acorde al siguiente esquema)</p>"},"title":{"es":"Ciclo de Apertura de datos"}}
Esta huella digital se calcula utilizando un algoritmo hash SHA256. Para poder replicarlo tú mismo, puedes usar una Calculadora MD5 en línea y copiar y pegar los datos de origen.
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