---
title: Solicitud de lectura
description: "Síntoma: Se necesita saber cómo enviar una tarea de lectura de un documento aprobado"
---

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# Solicitud de lectura

## Síntoma: Se necesita saber cómo enviar una tarea de lectura de un documento aprobado

Si el documento se encuentra en estado "Aprobado" y se requiere enviar una tarea de lectura a un usuario, se debe dar clic en la opción "Enviar solicitud de lectura". 

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

De esta manera se desplegará una ventana emergente para seleccionar el usuario al que se desea enviar la tarea; una vez seleccionado el sistema enviará inmediatamente la tarea. 

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

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    - [Nuevas funcionalidades](https://ayudas.binaps.com/auditor%C3%ADas?hsLang=es#nuevas-funcionalidades)
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- [BPM - FORMS](https://ayudas.binaps.com/bpm-forms?hsLang=es#main-content)

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- [Score Card](https://ayudas.binaps.com/score-card?hsLang=es#main-content)

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- [Novedades Binaps (Mayo - Julio 2023)](https://ayudas.binaps.com/novedades-binaps-mayo-julio-2023?hsLang=es#main-content)

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- [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)

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- [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)

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- [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)
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    - [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)
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