---
title: Ahora cuentas con campos de evaluación cualitativa en los criterios de priorización de las auditorías de control interno. Versión 9.3.1
description: Puedes agregar campos de texto, como objetivos, nombre preliminar de la auditoria, justificación de criterio del auditor a cada unidad auditable en el momento de la priorización del plan anual.
---

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# Ahora cuentas con campos de evaluación cualitativa en los criterios de priorización de las auditorías de control interno. Versión 9.3.1

## Puedes agregar campos de texto, como objetivos, nombre preliminar de la auditoria, justificación de criterio del auditor a cada unidad auditable en el momento de la priorización del plan anual.

Vamos hacer esto en dos pasos:

1\. En la Maestra de criterios, identificamos el criterio de la priorización anual y creamos un nuevo registro.

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)

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)

2\. Cuando creemos el registro escogemos el tipo texto.

![](data:image/png;base64,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)

Y listo ya podemos visualizar el campo texto en la priorización de unidades auditables.

 

- [Webinar](https://ayudas.binaps.com/webinar?hsLang=es)
- [Gestión de Documentos](https://ayudas.binaps.com/gesti%C3%B3n-de-documentos?hsLang=es#main-content)

    - [Manual de usuario](https://ayudas.binaps.com/gesti%C3%B3n-de-documentos?hsLang=es#manual-de-usuario)
    - [Preguntas y respuestas](https://ayudas.binaps.com/gesti%C3%B3n-de-documentos?hsLang=es#preguntas-y-respuestas)
    - [Nuevas funcionalidades](https://ayudas.binaps.com/gesti%C3%B3n-de-documentos?hsLang=es#nuevas-funcionalidades)
    - [Solución de Errores](https://ayudas.binaps.com/gesti%C3%B3n-de-documentos?hsLang=es#soluci%C3%B3n-de-errores)
- [Planes de Acción](https://ayudas.binaps.com/planes-de-acci%C3%B3n?hsLang=es#main-content)

    - [Manual de usuarios](https://ayudas.binaps.com/planes-de-acci%C3%B3n?hsLang=es#manual-de-usuarios)
    - [Preguntas y Respuestas](https://ayudas.binaps.com/planes-de-acci%C3%B3n?hsLang=es#preguntas-y-respuestas)
    - [Nuevas funcionalidades](https://ayudas.binaps.com/planes-de-acci%C3%B3n?hsLang=es#nuevas-funcionalidades)
    - [Solución de Errores](https://ayudas.binaps.com/planes-de-acci%C3%B3n?hsLang=es#soluci%C3%B3n-de-errores)
- [Gestión de Riesgos](https://ayudas.binaps.com/gesti%C3%B3n-de-riesgos?hsLang=es#main-content)

    - [Manual de usuario](https://ayudas.binaps.com/gesti%C3%B3n-de-riesgos?hsLang=es#manual-de-usuario)
    - [Preguntas y Respuestas](https://ayudas.binaps.com/gesti%C3%B3n-de-riesgos?hsLang=es#preguntas-y-respuestas)
    - [Nuevas funcionalidades](https://ayudas.binaps.com/gesti%C3%B3n-de-riesgos?hsLang=es#nuevas-funcionalidades)
    - [Solución de Errores](https://ayudas.binaps.com/gesti%C3%B3n-de-riesgos?hsLang=es#soluci%C3%B3n-de-errores)
- [Auditorías](https://ayudas.binaps.com/auditor%C3%ADas?hsLang=es#main-content)

    - [Manual de usuario](https://ayudas.binaps.com/auditor%C3%ADas?hsLang=es#manual-de-usuario)
    - [Preguntas y Respuestas](https://ayudas.binaps.com/auditor%C3%ADas?hsLang=es#preguntas-y-respuestas)
    - [Nuevas funcionalidades](https://ayudas.binaps.com/auditor%C3%ADas?hsLang=es#nuevas-funcionalidades)
    - [Solución de Errores](https://ayudas.binaps.com/auditor%C3%ADas?hsLang=es#soluci%C3%B3n-de-errores)
- [BPM - FORMS](https://ayudas.binaps.com/bpm-forms?hsLang=es#main-content)

    - [Nuevas funcionalidades](https://ayudas.binaps.com/bpm-forms?hsLang=es#nuevas-funcionalidades)
    - [Preguntas y respuestas](https://ayudas.binaps.com/bpm-forms?hsLang=es#preguntas-y-respuestas)
    - [Soporte](https://ayudas.binaps.com/bpm-forms?hsLang=es#soporte)
    - [Solución de Errores](https://ayudas.binaps.com/bpm-forms?hsLang=es#soluci%C3%B3n-de-errores)
- [Score Card](https://ayudas.binaps.com/score-card?hsLang=es#main-content)

    - [Nuevas funcionalidades](https://ayudas.binaps.com/score-card?hsLang=es#nuevas-funcionalidades)
    - [Preguntas y respuestas](https://ayudas.binaps.com/score-card?hsLang=es#preguntas-y-respuestas)
    - [Solución de Errores](https://ayudas.binaps.com/score-card?hsLang=es#soluci%C3%B3n-de-errores)
- [Gestión de Actas](https://ayudas.binaps.com/gesti%C3%B3n-de-actas?hsLang=es#main-content)

    - [Nuevas funcionalidades](https://ayudas.binaps.com/gesti%C3%B3n-de-actas?hsLang=es#nuevas-funcionalidades)
    - [Preguntas y respuestas](https://ayudas.binaps.com/gesti%C3%B3n-de-actas?hsLang=es#preguntas-y-respuestas)
    - [Solución de Errores](https://ayudas.binaps.com/gesti%C3%B3n-de-actas?hsLang=es#soluci%C3%B3n-de-errores)
- [Compliance](https://ayudas.binaps.com/compliance?hsLang=es#main-content)

    - [Nuevas funcionalidades](https://ayudas.binaps.com/compliance?hsLang=es#nuevas-funcionalidades)
    - [Solución de Errores](https://ayudas.binaps.com/compliance?hsLang=es#soluci%C3%B3n-de-errores)
    - [Preguntas y respuestas](https://ayudas.binaps.com/compliance?hsLang=es#preguntas-y-respuestas)
- [HDM](https://ayudas.binaps.com/hdm?hsLang=es#main-content)

    - [Nuevas funcionalidades](https://ayudas.binaps.com/hdm?hsLang=es#nuevas-funcionalidades)
    - [Preguntas y respuestas](https://ayudas.binaps.com/hdm?hsLang=es#preguntas-y-respuestas)
    - [Solución de Errores](https://ayudas.binaps.com/hdm?hsLang=es#soluci%C3%B3n-de-errores)
- [Evaluación a Proveedores](https://ayudas.binaps.com/evaluaci%C3%B3n-a-proveedores?hsLang=es#main-content)

    - [Nuevas funcionalidades](https://ayudas.binaps.com/evaluaci%C3%B3n-a-proveedores?hsLang=es#nuevas-funcionalidades)
    - [Preguntas y respuestas](https://ayudas.binaps.com/evaluaci%C3%B3n-a-proveedores?hsLang=es#preguntas-y-respuestas)
    - [Solución de Errores](https://ayudas.binaps.com/evaluaci%C3%B3n-a-proveedores?hsLang=es#soluci%C3%B3n-de-errores)
- [Proyectos](https://ayudas.binaps.com/proyectos?hsLang=es#main-content)

    - [Nuevas funcionalidades](https://ayudas.binaps.com/proyectos?hsLang=es#nuevas-funcionalidades)
    - [Solución de Errores](https://ayudas.binaps.com/proyectos?hsLang=es#soluci%C3%B3n-de-errores)
- [Gestión Documental - ECM](https://ayudas.binaps.com/gesti%C3%B3n-documental-ecm?hsLang=es#main-content)

    - [Nuevas funcionalidades](https://ayudas.binaps.com/gesti%C3%B3n-documental-ecm?hsLang=es#nuevas-funcionalidades)
    - [Solución de Errores](https://ayudas.binaps.com/gesti%C3%B3n-documental-ecm?hsLang=es#soluci%C3%B3n-de-errores)
- [Acreditación](https://ayudas.binaps.com/acreditaci%C3%B3n?hsLang=es#main-content)

    - [Preguntas y Respuestas](https://ayudas.binaps.com/acreditaci%C3%B3n?hsLang=es#preguntas-y-respuestas)
- [Flow](https://ayudas.binaps.com/flow?hsLang=es#main-content)

    - [Nuevas funcionalidades](https://ayudas.binaps.com/flow?hsLang=es#nuevas-funcionalidades)
- [Consola de Administración](https://ayudas.binaps.com/consola-de-administraci%C3%B3n?hsLang=es#main-content)

    - [Nuevas funcionalidades](https://ayudas.binaps.com/consola-de-administraci%C3%B3n?hsLang=es#nuevas-funcionalidades)
    - [Preguntas y respuestas](https://ayudas.binaps.com/consola-de-administraci%C3%B3n?hsLang=es#preguntas-y-respuestas)
    - [Manual de usuarios](https://ayudas.binaps.com/consola-de-administraci%C3%B3n?hsLang=es#manual-de-usuarios)
- [Novedades Binaps (Mayo - Julio 2023)](https://ayudas.binaps.com/novedades-binaps-mayo-julio-2023?hsLang=es#main-content)

    - [Activos](https://ayudas.binaps.com/novedades-binaps-mayo-julio-2023?hsLang=es#activos)
- [Análisis de Causas](https://ayudas.binaps.com/an%C3%A1lisis-de-causas?hsLang=es#main-content)

    - [Espina de Pescado](https://ayudas.binaps.com/an%C3%A1lisis-de-causas?hsLang=es#espina-de-pescado)
- [Binaps Suite](https://ayudas.binaps.com/binaps-suite?hsLang=es#main-content)

    - [Solución de Errores](https://ayudas.binaps.com/binaps-suite?hsLang=es#soluci%C3%B3n-de-errores)
- [Preguntas Frecuentes](https://ayudas.binaps.com/preguntas-frecuentes?hsLang=es)
- [Audit Trail](https://ayudas.binaps.com/audit-trail?hsLang=es#main-content)

    - [Nuevas funcionalidades](https://ayudas.binaps.com/audit-trail?hsLang=es#nuevas-funcionalidades)
- [Asistencia y Soporte](https://ayudas.binaps.com/asistencia-y-soporte?hsLang=es#main-content)

    - [Preguntas y respuestas](https://ayudas.binaps.com/asistencia-y-soporte?hsLang=es#preguntas-y-respuestas)
- [Autoevaluación](https://ayudas.binaps.com/autoevaluaci%C3%B3n?hsLang=es)
- [Configuraciones Avanzadas](https://ayudas.binaps.com/configuraciones-avanzadas?hsLang=es#main-content)

    - [Nuevas Funcionalidades](https://ayudas.binaps.com/configuraciones-avanzadas?hsLang=es#nuevas-funcionalidades)
    - [Soporte](https://ayudas.binaps.com/configuraciones-avanzadas?hsLang=es#soporte)
- [Plantillas e Inputs de Migración](https://ayudas.binaps.com/plantillas-e-inputs-de-migraci%C3%B3n?hsLang=es)
- [Metodologías de Riesgo](https://ayudas.binaps.com/metodolog%C3%ADas-de-riesgo?hsLang=es)
- [BI - Bussiness Intelligence](https://ayudas.binaps.com/bi-bussiness-intelligence?hsLang=es#main-content)

    - [Nuevas funcionalidades](https://ayudas.binaps.com/bi-bussiness-intelligence?hsLang=es#nuevas-funcionalidades)
    - [Preguntas y respuestas](https://ayudas.binaps.com/bi-bussiness-intelligence?hsLang=es#preguntas-y-respuestas)
    - [Manual de usuario](https://ayudas.binaps.com/bi-bussiness-intelligence?hsLang=es#manual-de-usuario)
    - [Solución de Errores](https://ayudas.binaps.com/bi-bussiness-intelligence?hsLang=es#soluci%C3%B3n-de-errores)
- [Activos](https://ayudas.binaps.com/activos?hsLang=es#main-content)

    - [Nuevas funcionalidades](https://ayudas.binaps.com/activos?hsLang=es#nuevas-funcionalidades)
    - [Preguntas y respuestas](https://ayudas.binaps.com/activos?hsLang=es#preguntas-y-respuestas)
    - [Solución de Errores](https://ayudas.binaps.com/activos?hsLang=es#soluci%C3%B3n-de-errores)
- [knowledge](https://ayudas.binaps.com/knowledge?hsLang=es#main-content)

    - [General](https://ayudas.binaps.com/knowledge?hsLang=es#general)
    - [Auditoria](https://ayudas.binaps.com/knowledge?hsLang=es#auditoria)
    - [Riesgos](https://ayudas.binaps.com/knowledge?hsLang=es#riesgos)

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