🛡️ Guía definitiva: Protege tus copias de seguridad del ransomware
El ransomware ya no es un problema exclusivo de Windows. Linux también es un objetivo, y cada vez más frecuente. Atacantes profesionales buscan activamente los repositorios de backups para cifrarlos o eliminarlos, dejándote sin opciones de recuperación.
Esta guía‑receta te proporciona una estrategia completa, gratuita y automatizada que cumple la regla 3‑2‑1 (y su versión moderna 3‑2‑1‑1‑0), usando únicamente software de código abierto. Aprenderás a:
- Elegir el sistema de archivos y la herramienta de backup más resistente al ransomware.
- Montar servicios en la nube (OneDrive, MEGA, Keybase) como carpetas locales.
- Automatizar backups en un HDD externo sin dejarlo siempre montado.
- Implementar backups inmutables que ni el ransomware ni un administrador pueden modificar.
- Configurar un NAS o una caja RAID con la redundancia adecuada.
⚠️ Nota: Esta guía es genérica y aplicable a cualquier usuario o pequeña empresa.
🔍 Paso 0: ¿Qué sistemas de archivos resisten el ransomware?
Ningún sistema de archivos es 100% inmune, pero algunos ofrecen inmutabilidad (write‑once, read‑many):
- ZFS – Snapshots de solo lectura. Una vez creados, no se pueden modificar ni borrar.
- Btrfs – Similar a ZFS, con snapshots inmutables.
- XFS – Permite atributos
immutable mediante chattr +i.
- FAT32 (experimental) – Con módulos específicos que montan copias inmutables.
La inmutabilidad es tu mejor defensa: aunque el ransomware tenga permisos root, no podrá alterar esas copias.
🧱 Paso 1: La ley 3‑2‑1 y su evolución
La regla clásica es 3‑2‑1:
- 3 copias de tus datos.
- 2 tipos de soporte diferentes (ej. disco local + nube).
- 1 copia fuera de tus instalaciones (off‑site).
En la era del ransomware, se ha ampliado a 3‑2‑1‑1‑0:
- 1 copia inmutable (no modificable ni borrable).
- 0 errores no verificados (pruebas regulares de restauración).
🛠️ Paso 2: Herramientas open source (cifrado + incrementales)
¿PGP/GPG es la solución?
GPG puede cifrar archivos individuales, pero es lento y no protege contra la eliminación o modificación de los backups. No es suficiente por sí solo. Necesitas una herramienta que integre:
- Cifrado AES‑256.
- Backups incrementales (solo cambios).
- Soporte para destinos locales y en la nube.
- Modo append‑only o inmutabilidad.
🔧 Comparativa rápida
| Herramienta |
Ventajas |
Inconvenientes |
| Duplicati |
Interfaz web, fácil, muchos destinos. |
La base de datos puede corromperse con +500 GB. |
| BorgBackup |
Muy robusto, append‑only, desduplicación, cifrado. |
Curva de aprendizaje, sin GUI nativa (pero existe Vorta). |
| Restic |
Soporta Object Lock (inmutabilidad en la nube). |
Línea de comandos. |
| Kopia |
UI moderna, Object Lock, cifrado. |
Ecosistema más joven. |
Recomendación: BorgBackup + Vorta (interfaz gráfica) para la mayoría de los usuarios. Si necesitas inmutabilidad nativa en la nube, elige Restic.
☁️ Paso 3: Montar servicios en la nube como carpetas locales
Rclone: la navaja suiza del almacenamiento en la nube
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