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🛡️ 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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Ro6/iAyiulKKqGuB4jsGYFCMscnW6bkSoi/ezGP7/JB/gG7f4DHZL1+pHHoBiyllomEpU/33qKHYUud2ZUqv2PakUtQm4zh8E+d3m4A62x+vjHacovWbW2TU3zbc4tKAKM1ASvBGeSwIBTvCf59MitfBSS1zs6CpBA4c1LY872UTkG9N9G3rRI1IlwH8s+7yfpKJ9vX7AxFPQjOXvO1nDFR/t/C2eETH5ChEBuhcz5a0msL2TY/YDnmOqK1stEOThHOJdYLOXJS20Nnq5f4gbJ4Bjm2GG6vGWIqXTJMwA4KeRkIl4jo/bzVh/EfSQ/bmcodqD89ijmH3DjP6ZLt172HaAtTGwB+zxhkHPDzCEy5ehC3i/pPRXrkLpJFDChvJEnlvo4vAw0TUQBvmImQB16051lk6G8mb3Qn+EhQ1OyaOesor+jrt4gFrSJ9sSxk/eLM3lmYAqSff7reY0UMHSJIPnqkTCvnr+TOHzGBSqvqUiqwQIKVXTqvMNfjNULzPnlOE3B5dQI6+G7I/NdCkbHVofaBAHmwlM+HB0lzlz/EeEN8gBEhp248kyk+lBC95dclmcC7glPrHtCROZwX2vHBCA0KhkXeBSDBZw36PoxHMuFs8qzFP0d2kEIecTaRBH79dL74LpZSz1qbQBfBihkaML2ygkmA3aA6BS+UShpf0TXbR/yWLk0hZySxZSWKFSzpqjTB3n1H04s8emwe9tjlOi0pCbPgZmKZ/VHCa6oYDneom4qlIF28BvoLZyva09wwE9Gby8zNlpXEv7v6AQi8DM0OpUlet1TYgmzmn/lc66tbf2Qvv508NMV6IDWnUQSd8DtNBOq+2EuiDS00nyYhIj0sMskwu1YmL5QFtBaMvfQmVffMDcyudsNcw4HqVWCdLyD1iERmZeljpXBKTvmMzGaMAjBiAmdOJsVL+Hnyi8g6jv3rHefHg4jPLVFPuw3YZIXTJvoe0zvYNf/GRD6sa7FLjSh/F15diVX3D6/bhVvb/7sXcV8ZQSgBMHJ6i9+P7F2sHp/eckXs91HWfYf7zssJfTNaoicign5zJ73WPwjHxribVEePWF71duQ3z9JZi3Vbyj22dUewlj7WZV1f+mPGMdCVgaT7r5gli5lfkE3urK3j/cD5XTGUrfVtKCQ4yf/VVhXnvMKrpJFvO0U8PvPoxnGPZ9a03spTh78aHXpAp8LI77WBd3sxv3s6KX/rZcu+tTJ/7LCyHfAgdM5TiuiLAZowy3mJRjtpjr8GZ9LRaH9/oSROy1hGWkBceJ9mWXc2xKzeGxkljhjTGwlsuijDeyDPK5KxoOcOdJ7ZheSpf9bzoGDf9Yz94GY9dUU8GRyl/eGWm5hDsZCl5hJJDPPWSIpWbCAp6IV/Fv/smOPVcBw6aPUetq/cJ/CAVt2f63N0dHkjs/QZfHYBY7FuwxicH5H1r5+IAFCQC+SwURo8o+li0uOviOOIoaPGTw4uewdMxEJckVIQFrV94LoBPDhd7zSTjASs1c2pnYLiK9ubjbN+oTnturNNl/rqsGcD7ULKkqikXAlbsC6VR/Vvr2DRfoXrJhR6aYLjt5s4VHXSqwDDSSOOWmmoKiy0ijqtmBQqHNNxt1UqXY90l3kP86UUW/PcpFYdRNWSjtP/kickstj+8sjFvac8oe9GXHfo10fIHgoxHwkGIn9GqbjiwUSejYn0bEEYFUuiEuJgeI4tw8krPsqsKp76SWZLbRaNGDDT0oEXnDRVNfQFKxixl6MxAXzULPHcbZ0y58Prwd+S6l9PUu25FGY334vR11p1KAlFdqywumnin95dy8j+d1F5dp1LMyGJCJYx3zjuk7T0RQVlNF9JMoqs61McUC1HyjuHVOqq0uey8Lq9kFDNbZ8nz4vGoJ4xObi61/YiMmp5C8v1XkgIIrkXdYXIO5hpiu40F6VIikXrZ5sWTdAGLXfB2z5GZg2jfPZu18PLBVVS6akvOU9e51ceXALHlKglEKENWEHItNnG4U8CK5mhRZOu5KKXcBtuoD3gKx65SivfbMfOwH4GwQyRrzfF7ncLAjQe0DFxY0BMzU3RkriauMogtDmmt0S7rhtUckWc5Vr3/BlGp8gScykxSeLgWsTIhGdSmlsmXXkS+nathmYBK6ILj/vCqIVFibwbhRewM+EqESnPL65cI928eoBs06PtPzWuOYXzgVSdDRXcR3S/g7E+17S4jcqXIYiF5GpfrfDXd8kv46m0Tk31B2glWoKED763PUNC0KGiApJZDjhXJL1hYCJItSDpZ2mEQL651eQHK2CB1XaUpOFl+ubLnAHPLZgUlQtnI2OoWJI0TQp/bW8hRbmyb/y10Ob0PG4eJ9OqdAKfqOhqY/UYpEQS3WoxBq0bBB8AJKtgsUtoozAY44HqUTXfks5ZPD8QjxJjwbJwS76D+/nz1fgHYGIXpUdTqRWW4bLa/iMM4S20LR+Ap+bd/IDPT66Z08RUePWuEeyNK32yub1DPKG5slooRvp8yqRpiyTzmD0ydQ5QOj+MFlOMEP7ZUICDBKLirqQBMY3DpVuHvBwdZudWcq21La3aEiQu/QbePrn9iou4So9FKPfiKV4NbP9kx13jUbVFo5195gU5pl8Q/I2dGKHK4pP/Ud3ej4W19/T8hnQN+OBOrpJ5b5o4Cng6B0vW9zxVmBJSniyZgUskB0l31fUfTd7rUlp6GjNY7z02hoHue1R2fR0EuTd4GcSDJrdlKithvLQmW38/T5xY5e3+xlcvYH68j+nka2ALEA3R70rzQD+F2FzdEoU5BYHDhxERPpL3NGLEog9wtQOgrV+AyhLxV1BxHNLCCc6Rpk4gOXgROwWb7e7vbJ98on4f+PA7PUiNMiwBPq6NaXfb5zh1bbR9lP0hekvsUgAN4/LcsZTEJEXMvjCVB8XYe9sVeV2MLHK3B2d5vCeVAzaDM3n488H3pggod/X7CCH5iQn2YpHkjzfeKyBuJYucubLi++NnFE6WegM1vi402H9m3fCATUrS0OPXOQekW+2IC96ZmfhBt6EdtvPbWcWCLbrbdrhN1T5JmN/4ly444HaB0Ji+Jsf9MU9CCTxQxaCMiE8HV2ISbQKMBk5qovaSRvT8oSLFox5Tr5TDAUDxcu6g1lrsI6fPijYCK5n8hCZdA8ErtozeJ1TlaHat+EdYZ/0Dilq6JOLHv9RitdqQtcaCbEuZMOlbal0z5f6DWtf45rDgmcsSiD3CK3NwIW1SlrYOqxaX6+Ajg8skPiAGvGAwWKscfLpfn85wnlCu1i/oy157AcRuNOcO8KxH2R+9qN+QmP0m90heZbXje2e9ZC8mOQW7fMGxMi0uzgy0cNOERMchjv11IlI6B/U69chaKy9Vvk7KC2F3YjJMwvqpB+43qvtYBFguvKuriDwmcQNwHxmYyV2TbV0H+eYldZ/trE62AbA2jD9oIFFXeA0Q2vfYQSbyWQXBqOUfCxqY6AvZbDRrNbJu4hq8C6DDaBn4CWupPVnB+Jy5Wvnb87CkOUPPGR74pmZYb5pZfkh9YQFW2OaPmrbSZRyYH8vAFlE15/LJlRr6MzH/1hpAUjAmrDPEIr4hcQ6+0YUUxHC0B0ilf7O4/0D8TTRS2RwBPwWAriyrTsjl9ldfHmY7hTcJh9pXRlNb1XsMwfbnT2o8vTNrhuXolMmkLHea6OWJHxOtHqvJ4CS5A0yjyjE+2WObs7r+LrT0TFkdXNmfmNIw/mCrXauDBheV9jWKFN7iEM+hodsG0B/ciH0WqmqVReydhTnOal8VaIx9kvi5dp8+Qmqj3Ibz8XKJ/K8801U7D0F5JHXIg4qbSX7iAU7EmwKQJr1bt90mvEhYcpGs9GpIdjkXcFEVDDYzA0XSZdOF6JNC5De22HuobIhqRwn6hNxBmLVK+gXB53BCUHv+fegitZxRvDI9wC4v2LtlNhf2enw+D3QR7W/WWhYeVLniBRq+TXJU+JCNuvdL3OWb+DvH9EXacyjmlE+nk9I1tDTVbuMbZqrU83H4ewp0zZCbTvYJySHqS396Lf7F5uQnG3EJp3lBumFzoTzrQ1JJf/yVPh3IDLAISPXU87fRkNnLyJgz40s4FaNUZ3xWImhhV3HUbWiDrp9uvUOWTc6psSyPBB3pkGfxcl92feFLpg4yePQzMe7cud7O/WR0D3KAcrc2yi4Glvx6FK3yink5vJl/0rbQMqVzu1i9ZURnafiAyDKlbmPJQJ4Xgg43NIq71TML9TC+/KdJDdVy9dLk2gJmmi7eUc9kjG808DbRdK88fQ9fyX3CBc+V0q7XBHszBQvxsICuGhDHDLo8zz98H/DgQZLfVjyJYyN+uJsEVtBmkzwb7szXa25UlFxC0XE5j23KNu87STMGRUlJQ1TxBDxnNy/LTbFFJe50PFT9yxOOaimGwV2lK0ZZd7lX5Qkr3T1UleiBTQZseffYEtTCeyrPhmW54sqwgpeUqvcs8dngBOq/kmB2mXzJ9zgJKU5BNsqkWI208zATCORyxRHopV7Do82UYlqX0+5tNP69BGmpJEEef7R6jNinnyEOBFlQRa8RiIGybJcMa/tiOJRJpaSqhQUUvEcxH/gzucEoB16kAdc9o+f+eBJRJC2VP0GqixrMEgCwP8XTWhs9Bfx+1b79NFtkahVb1o2Gd4sdm+ShpQQzBQHENewL0tZbMBTbXMDKgrh5D5/TFVEtI1D4MUwZRjoEDEMBPpwasvgP4DoX5Zuk91S8SAJQgHq1/1dW7SbKt3YtbiEUxdU7Yzv0+KR8QV4skrAvCV8lZ5kWDAhdvTyyOOUmx9AciS1eb0rOYLMJ7rWO+ECIO47brgOx5nO8rzCkq+wWv5/GxwBLNoBthd9xfhErcYdryQ3P90NPgHjURr1GoiZFp4d2MhYa4v74AKaf9ULoQwSZ6lGWHMGDBUpcysgarMEJFFdY4hR5kG/PHVJ7INu05m2Le6ngL+zk3fEp8WSadZb2OAFQmL65utvf8tRPqXpERoRUzrvXvAyV9EjHpuVpG9KhIimluvSJLHmLg7iA6ehIiTijmkGEoXKUdnOP+49sBXENT1M3hsW+cyEhB9CX9sETaX77/9/sAWoX8L34nHxTH2ve2C2Cu463IvSxf6JMtj2RbAJ9X82qnCe78uL8+u6de1S4p0JMG0z3cPqG4n1u5n0Q9aps1fQMECiT1S69XMLD3k4i0H5JH/387KVVO62iGT3ukkq67TGhZklNCKdZyNNiMYj+ifuL7ItvJfhaaQZIJNhsn8dkscd735wL0jhsOiRUe3FM3VgxYi+wbo2tnlYyHvt75rMmDo3JT9hLl7lKiOqJIHfskmYzWMZNZHJpsyrezzuFIsUJDMb6Izrnb9ldc2u8/9Y6etVSAr44k5iGIIqyuXMxwCg5w4oMVC766ZnxEvJsgLeOBFONvUZouNjiHfEMce8MLqPivKAZbm8oKAxvkqyVtzByy6NgK2GL89YdjF0ZwOcp3JjvoJyBSkvKPMxJGN5JixVq7vFz8bJSKeE1EmGEOLFiYPfo3kq3BEGLJJrzHKlRtiilcPsEgf+ettAqMenJm76mxCja4lvfm5TekaKWGYhlXX02zJ7t1FMreXUvwzG+HPC3v6Gvt8VhxLn2tGBrQBGjx1C90B0COgbOfr4Nyzrh2N0wVD4+VSFlQlWKrhsQH937N3p0d+UMqXZEyN0Q2hsPxPJLwboTfJwdoNPWqErh/r5+e1fH1L4bo1UATA0dh25UbfdxVM8rNtXNCzy+NPgBpE/AlznA7s6VcZA8mji24B0N98KDPkkPFKRWpUpgSuhVZHyQHJ+T88ZhMvAe1U6Ssd9s89S/c5ZXMNPXocmu8Jzh+vzUP0Cnv39igz2XqAT1qXhPHEAjGfeV4qS3JdUu3WZalZT+fW02npyqWhEonkL5wmTVjAQvBPmirJHykBfva+6L/6oW2FgGxayunsoi29+VZfUtr9anMn4nfLLM9+cOgXEi3nWbogefCunW2F8fJaALxfL20ATrI/D+anNygTMObuviu6eQUHXDxvFUJbm1Hq8J7g81sTfQfe+ScErC06ZYCA3wmHuN/Ev5O40p5xblZMmVtG1Ry/TLwITwHvx7p+5zgoEUgfcYM6nk5fUPpOJBM3W366tYYaw227l47Mxq2BU0WN+0athQNUfjMCXURkHyG58Qy3rxblk2FQUMiEAqMaFPkpVzI8DTJpGQ8Uvr8YsBocyycimD2hu/p47BEavcuzw4GR1XVSaVmrU2x047UjnQGxAj13STEnaxmFxU8OHHxDvMQJnhMFtvDtKz7/VEF3LIopq5YJoJjmKK6OQ5HWfhmsoa8LwMkcJ8Er+fkhDYA0rsZIzPhPl5zjG3a+g0T9vmL6+XUjgszISl9543/yckjLerQ6V7Tq5mFyX+qcmXRfkAf/ISzJh6D+DTtmz3xpb6YROxoLy8+3vwMTC7cNiYyaFkhaHlIrCRJim7H+inKXIXGVgTcVQJhI1a3XuZTTgWn5haZQNb6HqEi3yOS30/sr3Jqn4+LW/wUM1bivIyuym3zFMKpu6PkX4WXCcKmvjRVJtWzBeRBf0KSNC5oRgjK2hUevzfo7LS+7wniAsFO2jOleQV9i+3gkFyW56Lo9q6pMLQYAg9UAYI/Jn57jzEbFKE1fiOsc9fsMlaWn8S0YpbjfssZsAlMsjhQ1h8slwR+MOGRTpXcA1LViL7aMw91CZnMUunB5kH9+Tp9qlWdB0NXRD78g722P7Uta+Vz4qy3NBEpDSYgT3kRzFQtCv+GOy8eTHV6Ot7akV18BGhHYaxB5babuXiqS2+O4ZqnuOr6OHR2hrvaR1F+rU7REmqHn4JrS+5E1oOnVkLl5xS55lUtSOOEuz1pg/o1imFyhNpMP6VgJi5WNPO4E3jiuzVCg7BCIrqump0rExmuquQ+nxgyStkAMC62X2rKp4dvuclLMF5KRliZZt/JpTI2KtKpLCGtg4O/EuccIk342YpTRbDeeqn0P70Lm9NGgfO5F5FVof4shRdQxaBcwR/IHSwr/6xMJIPJPgEf7CyFXm7DG6HiH+DRIJb9GgslHubycMjmcPaRZ2H2irp5JQOsDfAvWyKUqVlywK3CsVP788N+cprmCOFtEC3dRc/Q15ucotY/L44pJRmdQ1YOQvwdTzgfqwxJCWT3VCY6Fvnoq90bvN3STN7WMJ27WCQ5n/7TRZIMBHyI6vDRcOyZELsB2fXM72ku7E8H5QFNU2Gu6QhBRvXwGcIvYNksqJXckENg+b58+AlhKz1sXOnPvyFJlIWp2GIr+k8rs8DGsUtGPcUQYBysCiJ/9FXKR+CHBzXT2cKM5i2AukvURhI8JUU9OgsvWd6c0ZCS2J/EYDq7U0NNYmQqsqI6V2HYXsWIYK6uPk2c78cXqjKxP6caJRMXa5Vdw6hNsYIQM171xBOhJqFRHLMavFmelUyjG6v8PrSqGce+Nsqh3/9OhBqqX3L3QGTR9T6iQ9zVQTomjFbKyOYn2iXRPLWB4tJ/X2ugNKo1J/rfLK0iUJJmdNYB1qvyAZNEzgRNAK8NdtXaoX5hKKByFYNk2zaHHfr2hSFDd7qPIVVjZHG1dprUuwlUG++vdrp/JFmI2SzfZFmKmQXJY/7lefBMQe7X3pSJe7/YX5K6S3Ve/yOsJWnSWQmACS3MpIxUgFX4T4Eu/zfIRmsPfzESbPAcQg7OitAWCevIos8iZYMAIQ9afTlube0GiPQ5zvNfEltTtO9D6htqFJ5uTkTIyjJPQ92gq276DH57hoWvCnOqtkJGMe2rokQHLanIwSX6lOG2pDovYVCcxofwsxmCVKuJKbpAeQNtlTDuYlD6GFxm9Q2Rj7ISr3Mblftr4KHlJGqlvleAYeAATL21j8dx1cdElIFdL++IyYABdzjXMZ+ptKpvdVnIshgaVOX+SwBnfp5MV9r4+G0L+pj9tXEHDD/Wc3k4DFprLFixuEh6uSHmVMWs+BYUwJYvAP3MWHtDNvBrgajt2O9dKYKNa488UhcO7dNXlxjpUM54tuJ4Aa5IMJ1kziEN1f0ix5AS28S105nrP6wkKTPp60dZn3XfW/+z5dYLivR/3SASIOpxRG46nCuHbBCACRKmH0jdz4k6fDzOg48A7Uf1acFfbIprSLRHGu5IUzMna27gn5OeEzgYVMOTr0T/nfPhHr+Ikyo5HRLUtrC+Di0HF58+EFe4CYc51eFf8Pe+Letr79ceI5XTIUg2ogcHqU1ElWdwXOCS6GX6OF9TEWI9GQEatqwJ9W0iWoArdeCGAygunggcLibxbQFt2/18EZiyG1AcYubRu0pQMihyQ/r4yBrFN9n1PsFFvKLQM+UIVytUz9FXOoYE2P5tkWZC5ZgCdGz95tMBqSEogjYSYkn5DpACX19FF/J2TJZUIlwClAUz266rK3/BGySYLFbqYeUvK5wHHuZBrbXZ8amLHSRXnjvpP8yjShprqngSQe8JeFFAIWMlnp9jzExAl8zoDXm0tJgM+jPXeI56AGjJ0niUPnQ7XBCxicKbmao+2hQQ7cRKLGWydnKiSz20OUbXj0bX2hDHOD5LVSg9iXbRPPDoogNJPovqM3tWoUD485gjNQtNx2gaqV6rdfxzCKjGFeo0+II5jQkSdSNJMGsMhzcizNabdHvMsnUQlHFuNXyzsbMBEG/VAghApfQCojvz33ed75vHab4A66yw/iizfcgWINAAMWQjQil38QFbtzf2aI8l4Fo54HspoPwogjs8vBEKC/EXicgZJpDmN9BURuEfBsSymCnoq1fux4/EVZpxOpO/Id6iCRzzl8tKT/8fCrm9/9em4aB7cdE9AFBbQb1A4d9PyDZ2VwnQKI5M0K8xW18TAJNIaj+PlNLrZzZPzYTOcYuPoeOvN8BXNYgB2O38v5C0iD4oeslq1SZ3MDO+8o7uEiS6+wIiVcrnsHxM8a2uJKt+PAUMdPZ+sBsbGtPwwiys2BrxpYIVvgpJPS9K80fNmNJDnOOLhY81bIiJAHmq1uF7TsQa4xwxo60TgJJl88jJm070jFmbuHE+dvqT2cb8URAnj7ugpqmBd3f+kVvF2Twvj/jfH8DucXWT+QYTKNZL5wPofW8sYRa9/ERnrofT1qJJxqacOF1CdWUXObl+SY7U8UT0nmDS2VWQsD7gbo9Sy1hzIUgSOLgxNcQ8Yy3VuBvu5NzIP33DAz9Du5C7hHjWfHHyT8qcIkgTTAaEHlNKpDqgVRKg+Mn0mFYjUQKJx5gmnKwqI6MmHelatxfOWMnt5KmNRogS0jcMsUDtZvwb68Z8oL+dBJuLCdSDN7d5w+cNQU+ZDKLPYImeklFLwJNZFyTIDoXTYFvdOF4QOBWUWFtfaid8ImznxTjH+pci4J2cLcjDxk1LlGxL0MS5LWKYQ0Qjlmq6STGF1Pa2Hfyge32XnPsedVPGh08jazmWCxdnrZ5B+uMbBRIBb0H5agBLtmG4TbUQwUWQJRZGfjMqHIYu/fv+8Khz1mmIiYvx931xvEbOct56uuIUvfDqIaNjrFGAwzSpKhe6EuNBy1kkiRrC69FiuBhVaYlQGW9iiIER9CDzz1VOdEFDXNjljKkX9MuaFSyTHgiWx93cIIWZ5VNMCuXH/zPM0JGoZTOiD/Cjw+mJnKbheT5KbWnHEuPlch0NgCzfUJxtfGHSqicS8pr7/AJ2Fc219FT5C/w49k1e/uRDhmZZ8YNL6u5KWoIzeayQ7a5pXjPFzuNgDpOn7kWxuqat6+O1rggkj5+N/lvNIakTHV6WcoiBKxslV75/8qOKjugVhn/2lQGBVkggz0PpPMpBvxzy4vVHflNxCsHX0mclEnFJC/9o3O8Fidvy3oD26vvO0eZRu/7V7aCG/S+8NXCVYszGHvb0SYntfBVi+P8s6mlJMkz/XxqBqG5be/Bsy2hwNLfcV8tfojXbEt8Qp1nfkFF+v9onhWJ7dasisuNyb0QqfCvUjzD6EfQ9UH1uKLdkIULOOnhcX1sXEtKw+8M3sTTD+IJjrD/064W0fwawpzPgHa1SaG/zRQ9MtL+rZ6PlKWv913tc4vVOr7tcrGsGIkcEjlSEEGYwnYwc3TXeibLnlZ3SRfKRLlaPScoXLbSVLnxCtDrYcGI0EnQvlabrarcN3BKaiTm+QzW1swArOyB5dgNE1JlsKNhIMKh3djKqCGUJ5UwBAVUufy8DCev5FcY88R8yH2E94Wq+3vuuKIDOtnXiazPPWg4VXFnGC2MI2YqAqVQfu18qJDI96EgkrIjG7tdtQYHD+65QpaQJVFmqPNPyKf9LbwsAErz0nW1mSLj65DINx74ol0/jCKPpQzgdfb5dbyadYjEhZ4kKQmmeuPQNb/q4VC7ytUDsZMu4OaMvIedtQqJkHQPv5xfXU7qTRwOzo0rj3J953NoCOx2WW6J9CGbSjL42k4HaFFqjtpAtDRA+cTePQnN/XWRClQM0GQzWQ6enkD4BpWccl4AMqVApL2MkDnLvwx4BTL5SHOXug6tCnsAHW9tvJNIKy9sG1uD6IaXd/DC3cMIMoOMVURzp+62aLieEqAgpDuLYg6ujQD/bJebOcZzKPSXiM7zxL3lvMm6ldSTuzonC26boysr7q/QoJCfwYGYzWxfaTL0HH+0VF98XBuGml9uPRStUuSC5KMBZjim/8ujYhQs8tUg7NRjq+wQhBKv7gpNnZPUUnaw3lj/naQqJpxp/r0+107t9IMZPtspPhnVdSvWXM3APLIldajO/SB9HmOQQspwMaPT+e2QXUnJhu4tvYhQa6ap54eM6c45reqe446/M2heWzWmnpAAtpaiyUMqEhrYN4Kk81inZ9C7n8QQwnosPNY+tbFfefwNdgnb5OAL0XfCtgLBfSPHBpWX7u06jd7Jissp/k8SGTuE+dZEks4BArqVtIU+0BwDoqUNCWVmckAjQtHLDHWdbMZ+QwnzhrvQBstkNJaKh2UGgaJwtJCPmJz4RWvJ5jqx8O0JYO07aYNvD7TuldTmzeE4eW7spkP+pEGq3JLDmGed+id2Qk4asO6PLQXbnCStymn7N+jHgl6FsKpchvnsjCs+1lAIuY7VuOYlOCkAs2dfOrlo/gkBS0HFUWprBx2SWOHRmVU+MDvB3Ce4yxOcOnItu3dxHUDzyT4/vCPQe0lQmm9n7QNLLFTrY+6m5jKv3MySPK45wksfaXayW4FN4FnRhKrmaHvCLCmHW5jXPicPw1gME3IZYzrVwoAanwo8erWeDyDp1+wj4T/fFNPyxW4gZRAwJrDxYqKyeSlmxAuXUOBkf8uaNe7jLiDZFoeXHMYg60FNajVTVwKkZ09rsLihFsCPAumwaLodePcE6MMPTH+3CV5D/WWThdvmcgi6mvu7HSQ01AFOrmCCY6WmXxFN5qhRY/d+8rT0eB3+O5RORyLhf67XGxdIFe76oHD5HRXuLNgJshxkmVZvorsze+wkdlrH+3e4dQnKrkuvEjWJrgpWLSY8jHF1ojElDODrXfRZahqc9Bsape9SZ8UP8ZnnVMIRTtDOSxQp06VYbVF8mrt8ItAHlKIexV9o0ndasI1pqWFXlLOc0H1zUavTXw4PmstZyrMNrVB9GsVMgT51NpXPc8XyUTHRzSlD11gWcfqCUfMVnC83Kv1AsjeKFzk9gxRi0rQyBCSdZ9wDaOLZvjXhpjk9e+86STrx6/t6qdWc95hvsttVRSWnlNEpkleJx0NmYp6Arb1JGj40dLoJybh0iJqK6hpUvyXd6+fg5L7WaWvwS35f+tNkO6d/sXdHtrmFwr0ApVg1FDCYisoQpo8jdXiXEIIBs7Uru84N2s+Cotl0c0WppE7j9p3ITdgWhXC1U6RiN3JNl7YymWMxgILtluQClw3ylfZUANgq3sUxlqJTYaTMIaTh9oRnz3UyAL4+A7oOHuu8kU1DnSEbrPGU0tk6OsCrkoAiPBliofTc9RKMnjycMSSofkK7E6sllygeacP53ET4ZOIqJZhUOnlhv7WofEGLanljmx7pd6flDi2xjjlwfyS/KVqpiszKvFZFgxszEdwlhUyirRouvoBZJIEU40SB5yIfpAjlxABQe2eTvkP32X+ASr/qc9Xq1abwZxgMqV0QDobGLvqLXiAWqal11glammmLdnk1E1HQa7p/5gLOpXM4R6MMsPmIyNxbSp4VGwnz6m73Qf9DRuHL8iI87zIX7HzM94yRbM5ZtcFJDP5mLnDBHBDGya9vn4X7efuUxu7JV8wKZiou7f7S/VjrdcOkZsZKGnZaAOyfp50nhjA7rO0H7hNR9KkufRMLsfszrf3evtgD9B3hW0A/voI6GRF97XRb7abvoaBVbYwLSlzAXSQwBa2fPzpX2HhC2+uoCqgkYErZUhgUiNNh14WQfOjW0cPxiGk548DQX5feRNj0GEBJtnxrftUJqi2pxPURLnWYahPtAn3jadaiXE2UkRW1IyGdQOfdJaUAceaECa/EXdYEl7/kbZyfjZTFAhwoMOHKuIn6uxyNVCJpdEqtfRLH5sdGgxKROpIMhXi7FIhKIeICS4Ez2eTBr41pyJpVQ5aGJemS9qDVpkITF70YTUBmrAPcyah2PAgxUsUk43tDI4LfsKQlPLjjjzDTVePECZeENTQj09pAHskuj1vjeBvkHcqI55E7zo4rBBiQKY20DNMSXG0e7+ga6lfAjHgQuDD1tPz4LiXnvm1fQI6c76QlWJ30lz+pSi4QwspBLRX7hJZ4+3XF3S1UlUUAbLuQjj7ygu+s8ESRX4fT8H7kIpC/jddsDutSROi05w2m3hFc/0TiiVnW+GDhU2yghieV2u8HF7orxnTMQ6jps3jSDz4NmGBQntnu0c+eWGBjk5TiH9Fsff6CX0JjAUjbmVkFsD7rLB4u8Qq/RxvEu6FU1AD+t4CQXnRmkXnKGSaeq32eTvVSdeikf0yqfTMxXPhpli+ClelqF7epSQ7OywVGurCHqEl9/WNJbqZN3tFf7An+PWq7v6vAEWChylcZdkhIDRX4eaTx3G97ac0e67kmdUplbJCSzZEYsjKruJgEFj6WatDKAgtf/XfRQ8ugIoXE3/OcfGt5mPrDdhbfR6zw5eg/2zDyxh/t8+bbeiNlgfP0c0UAdkeSLTHKQU7wd40PGk0nCXClmHMscLzGuuvAcyQewfcUETjVg8qYCPNsf5e3LBgjQDlq+6RVWBqG+xx6QZ4fSsaSKxJx2Ig8n/4Ta6q2azK0bikqYTZjKM/k2rTu5Qn9ecFRBaLzym7B65wY/X2axdA1eN1ftKnV1sIqDjYgn4k2E3NzX9Xa2In+09S5opkX7gHdihzjq6yojYl4BT5d6ucKpLMEAZxCCoz+/ybydYICuN1Tbo19BvTbNSx/vnMNEDvIQI2vvmQHOBZNCYIM5jr+jDi6UrYn1Gouf1eXxWnXakPgBpKBiZhtzoJ7FJuh9EK5AR6YIDVsnzCc5IPMLg9kvexmRuEBtKZ+6twz+d6eDv8zHwi94wGYQgl3hyD5GbS33au/XHl90/1Gx/qxXXGeVmxdeTsmTxm0nK+nW1URzNEJxXPRwasop4TWYuE0VxH5tCvdcyUC3Xxp59jLqS5ATZkBdUccW/x/jzbsVzoESQRJ2DtVseioHBQTREU3V5MVmdMRy3a8lIouSkW6x+NzXObRCYo7/Rm7Rts+rYJpKi9bU/qg1UjF0Xv3hSrGsPgsBuAhNslLfLZMeWwCALnTw4TTc9Vz7J21ingqfOWchR2s/SWwu0AjuIgUwTPCSqkGdumkhP1XvQOEAG4CgAU3T0mo2HWyFVUxuMEuoMeyk4/xHVjYdg3Wq47eTpD2E+lplpc5/OZe/vEQ5etasp49/FGT7MFvzmOUrHjK66dmABkn27I3BDPANhF3Xp/ICnY+a3qTc9iXt/OTNfagj2I/GbV/L5sOCkwhy55PGlb5RLtY7OD84VeWC+hO3qGHzhvZ2VhAfbSOLnk8QmJbhaMoG/TIyzMZAQ/ad7kns0ijIinrIAiG+gcTCUQn5lshUpJmqHrytTnJ2I42NKQ1LL97S4lmzFemLz1FpF2/r/AOUQCS58wwDTfLC7UWTPPRuWZ4yLho3M9ROtDo/iWaHr+KMcAXBmqAog/EwuvwpRlqbWZXhRsBNhpDHCkokkHmri8R03RRac3OHmhCHHWFMhOk5Eu2bhn/YDCa8pbXVtFEFCQhY6ClGfHucQZQWINgpHQzCYFky7vHr0omTQZOXVb7rL3vFJwwLWu9gyc95AtEpltrrx0GGaZgx1TlxK6s80gO9OYNQbb2Ohuj0g0mbrf+VE8IMB75lIo12PDkaxJvLuccbVy+FzMOSQ5KHKeALzYLeArVJB1+9AZNXoxAZ0f/4vjbkqi2zNcAjhex0h5edmXiB2Lc6OEP3zqgX70yqpP/EMu5kP4XJG6Dlkj98V9qoD0mnUI2XrqX790L6xsY6qdKb8uhFJTPHPbMleoon58ur6cKRGhYONNq7thK0ITJpf95jOMHJJUOu/FFkhwQmREJ2+5B0YqRkbZgveMKTwB2p9Ejqb18qDe9eY35jzTUln9z8M5PCESkpN2SuRPmVygSIT242v6lmlDV+G9dqKaGB/auuuIjL/KySCSmSmYMG/UJ+fptlu+CHcLuWR1ExFqkDJ8wGS7DVGioVjbevCLsJXhgDUmxGEuNkBPrztAgeYdt+QIffjNJlyJj/vtE/aHKxc+P2BJexH3zihFJU5S13go4JI/zIgAJZNw10VvAnOl+nzukhcG9YhiSFKRCV5y1sMnrFkHsYNRjW0iKkuJxzCaZ8ZsM+P/yJV1PTR214OfHnyLjRx9UK/R8DQ9gvSc4kCzdlRXCfBPUg6YEeNftPu/DqmQey1kLnnc6qbj8VNndvMy2GtGBq4I6/TXDN82lWi9yzkx6jPUauM9P4dW6I0vVEBpK3HdDPMmy90SZ4KS9Cg+CKXwscCC3ngSz61hmqsA5ijhcm5cYJ/VLP0QrScZ2udD+u9TAAeQsWULGM/waguoA/OzHlgYEYfI52WSCJGjNK84Lwx8jaF/3/ePcm0dT+1yWxbGRhPxTlVqE5zVdUiFCJ5aB3qG8gxfxshlLAxDCM2uGjAkjymxPIqE2VKA/PCpYA0+IQK0kH7nIGPwGXPkVTJzf4gYYkunNUUR1A1mUZf3nRC+GnMgVxc5JxYj0ooqBeJeKnWiScvLwVqoh4Gb/z9NWFHCRrg8rBiLBP6CjRlohkhT5txGavidRlAUKEEByYlFm6KCZC2fLZekN9+iNYQJItJwAZqzOuPpbk62Ni0S9ZjcclTPmSR8GLlHYVH/69yJ1Bp4cBhsop4ySZW0F/MTCiQ5rPseeGhwTabWMv0pfxf2eW/6UqWUob++VE3A+PhIXN0oj1ZehjFZte7dDRkkj3kpp1FMUygt6G4ClAk02aT12Q9M5ziejomrm9LhvFFwETkGHH897fOc0Ix4Lq6QIeppP+mtBlw+KaClfVWD50EyxATrQk6IqOHV4dZwmRDY1SvH/+rrQ4xwypgGoMZD7E/LbAntZPKYuN7yZFxCx1Deh/dVi3hVVl9dDS2Bv/W2hVNj7cIhlUCUAc3SPqkdr8t5kx9vEU8i6HoimAmdG8ODFq2cOuJmm5II7K5FKGblPKSAxA3q7XiM9MVqdomFlrByuAuuYPLBvO6T+VQ8g/kyYaLMZDrqMLJ9YyeXZk6j72jVcTV08f2UvcxnAMq7oC8lNrJ1QZuc7Us081wCF+kcNSPmKl4DyCdduzdi9x3wF6h/KIpJBG+Db8Ncy3E8BwpI/CQ9270QU2FlAJ7tt8Mte/JBjuAT7cEte1IztIvToxTpBF6p7gINZVIZAeyAXvXoV6EPzTIZ7BFbogz7Pib7wYgPe3de6k/LVmEZ8iGacionekyEA1Nih+GeKkUxOHJuccYUfGdbrg18PNlHgpYt8Fv8W4VqB9dMswsuADTLp7Y8Z7Yd/8yiuzJYARrrmf3WLUMQZtUVFmPLaWje2ej3+WQSV054tgxfrlFJijyKisjVHtHLkbIVoZXYrzZ3vJw4rjxyMNXv8vQc96pLIySxmJK0mMU4YxRAIowr6Wm0ecchsm8BcvskZv3o/RrZ5CNbTsFWPMaGG0oJ5CUNMyJ4/HJazG5nTXYw9SjEFHa9FcFnuPVflYqED9r3ZWoxWAHO+RCnWHdLtQ3UgNj1/DE2GOsNMydL8mmU6dZURMiG7CFlRN/eeeOdVz5VDDtCQeRsn+ZS4daQXARwd3uX3ZSrn3HlBvAuguHSkq5X4VxROv1pFFwNXNbob5GwMNP+7u7zNjl5oqk3cu7gncCa11797DZwNfCwkBpaXnb8n1hrq82GesFJTh1emuF54UCbAJMfDlSpXFPdZaNtQG4niSAP7LgehiIB2ijaGRbZ/CuzNjn0aE91DHPHnJbmAdpxkA6lo5YdngP6hewj4lnIV/EKqk+rApifVUeN8jHZm9geR+rISPuzbTX6/I8bRyC/7QxeevxlNRQlgNXyFoyH8aqgdQAdXoQFQKuSpprWrJ7jIOr4q3ySjGl1+4Ds2Hd81V7muKnb2f5gGyaAE2/2t+61+06sE7e9z6YGEndmC/85iJVHl2rxbGeDzHmAvpTo9a2eQq3KT+PCfwQKPiEiDaqWAEnlJd2a8/U6GWx6AEwginL91DMSwtvmof9c7Gl2RyzKFV0cDMycT0/5JJkmPVJq+6bmlRzM7GTp4dQCjFsUI5CpUQLAVFgWoCzOrZmOP95pmS2U7P3qi14zkrVlxzSdw3AhS414HLUBs20UFLy2/XmuwHLqV8hIxpVeJK26r/J0byvN7Bubp2xsSv5ccdFj1nl/WSBQTwqdfBxfFvT5qFivKI8W2lMmRonzXXRCaSVmwHkPoahK7Vww7+6qHqF1Eu+cCRvf9HhZgtgRePtmGjwUJtzKCe4SEpWE4XWB1yo6Je5HmLcCAxCSMI41C7XVzHOvX50U8y48vbh4GEq3umhLo3UuOt6jXtTuKYBQybBEgJ61roeOli3pRvxcnvxAESagJvrWj8ltderKRBvXW2AsGVqUk4pyDl2Jvg5VDEY9YGZq+O+Q7J/GBScyKRIJB+vImXcyEvfWlDX6asEqUAyE2yVXUBJYgk7aBnl8Zu9aTmvJnRkYzXkpP3SiO/K0FGlN9V/7ia1O3Lorng/fwkxADhcr528WpIOI3cJfmp27S42ttL2e2MQ0tMIPAgLYeGVVqbyNCGWuHNBKK7FkMVzv3hKqunXWHnzOmX66l2DfffnH32zBgzihQhVQF85irZZcO/xJTTZYjd0i4CSpTlVqpd074fD4r1hJsUKg7KrqVj5+Ty+CMEjCwY3vuQNf5ICI2COlyNfjQGQqkeK0t2xb1d8jxTTmc6FrplXQ/AVWSgwK/JtFuQ+er9YMlYbsNdOuHLKx+QOF1JGdF+eYfdUiQMZSjgc9Ft+XjPCnXOibnEs38sbQ+8HUzQEWjc+ZNrV7T4N6/aUXZAh6Y+/lvgnhHYrs1sWTKjB2Cj5Bm5qMWM/Dmv7O6PFOBy9/Ck6EXpVky0YBGN4YQpf2buqnOVbkVlOPQZjWNjZFjPSJEgyq6MafzhVO7dmzA971TiURHpLqbaSFMhefymRu8iDW/64DjoaCYOVFYF2Ek0NZJZq8exijMgkShCg8ahdofLi2c2srcvAud3y5GaDZbFmQ8XBFFIrHVTo+HUOmGBa5b7DwclmJGJUDmMr4/h6Q8+YLdk1GkjIoS2tJRp33qMjuuOjm4dXuS061O7mE2bGzvasYrMj275vNf9bG3PUctXqzj3M2+GNHZeqICwfONH9/DhFjWCkVHl2YBreTlOzFtEYyCcvnkio3A+vSvEuqJ9uZZAE1tueagUOO/T4cNy7fxliBhI+IktbgIBOvLDsYdSkmW23e/bb74m3SmAgnFsYduDykS94F0HWdyGRQugk+yMwkQujAhZ03ABUiCPaC76NYaMQuMkG+X3KIJn7v4lfXbYxW+QUw5mvLhOr9AxjOJVFx4i3RL35EceFIxIIzGWjzpgPRCkoHMBJxFhDCF2pyvOY92s6UvlLr/E9okbPR0qgZDP1jWy4sniS6tX83IvHtZmsHJvm25k7VQC7sHE9olMXNCq8Nm/+wlELaGYxWgdNke+mBvaSu+iYCk1SIE+GfkgsGLIfb9G2RjQfqIzY/Llor7rQFA/JaiHw7hQb/ZOGiRuMKZruv6+DM2KIuEkLLO8+5y5MpM6BOzwLdFE+J+3s/vYaZbJhzWmh92HRKyfkBcSSrPZSB0JTPnnKhQJ8pTKC4O3gYwA7vphRApeu2ttJ3xZsdnKn4CzO3XpMNokenxeLnoqoao8iqeKWbe+YvkjkiT5TFD6RJMUwlH2XGOz1Mu8zgUX5gyXhcx9ozpWUgIOLlRu6iXk7uDG6aivr9PcLQ84gqmsjvZXZb0v+EAOv1x6AATiGGDCoxBM9Xbt7vXtFAEkvpuh2kE5Zsch6236ChF2RLcFu5J47uUB760u352q58x+2oHBRtL3NrP/D/+Y9kjYTnC12EDFHv5pNbJIvmKuJJzrNKn+l3rk2H9L4eVHCXHqJGesfrbNvzGFX7QCpq5h9PmQzc2wxXUHRsCIxsxSgvryW8TjQFWLiyjd0fxClnKBODNZKGP2DoKo517zAuAHHKPmiUpEyrCGDq8OEt4elXa4nVMQ+9mabg7qcJ5CqtYHhXz9ctewziLX8im7Q3dBaO2qzRJIIINMr9vPmj2rQJAxThVnk+AwwVV8hWMUfxD+aLCd+eL+meOACdBMcuxOv6KlUxt2czDB5w3wfZ3mpVOtHw4ukDJMrZtxL/tq47YY+Qlp2khZow/XwFrW3hT65R/kFYLYjBRltOgF16ILEP0Oz8beIvD6cowFW107rM778LtV4VUVfVl9aARfUNomMwF5DSi4RfZkWt+pPpjKpenGq3s3HVoa6zXFQxDq7oOdRQiIRzaHoWjsBhq5QJZJd7t+e5lgCJBgWEKjM2MzK3cxyeeNTXwJX5yI5hXQMcmWsTWDCfOd0svMyhWrS++ZfeWVyt6zxBIjCbIrrCjF+hZOzXrsJMu/zmKu3PiEjWjT6W9PfeUdlnXO3usSE412pZ6hrITTDpulF044/fIPy7Q4ZG1HJBPHmsNsFvKbma3jSM+/RVVtFLDCvpUv812Nc5wEach7yGI/G+IzmkRF8hfvPaOB/1egAkqaTgHlMkDl86opki6zteFhd956EgXx0x9azxSOZW9Sbc44dwfMiTdK3g1GXDxPx2mqCpvEPyANRMaZJGYnV92uaRdPu/tEB8/qcHv7HBzTK0kHysQIFGl3bMPPvhSrrzI4OAggPPRsoio0cj0VXtniXv0MHeeCqiU5tJaWiV54C1dBrqDvw3IvANxTvWkUdKgn3OQF41fSSeYmjwyB5iEUni8FK2bJ4DAJLkFpKlo2XU1ylgT/GFqPuPFWbLFIRQ0IhOnTp/s+VcQIJcewQu/yogJLdgjYyDN02TvAZHId40fbS8gdzNJKtkx5Spf9x2CaV8+m3SF9O/8qXtPNZ4XKaHKP4T9VfUeYBOsM6tS1fLyl34pvt94sBi9mJi2SmC2LddXEZX69X2VWW/n76b5RMkmMzp3Y4yJXwjnXNxwWmbLKL30NZ2nbg8BBdYfF4KiIE+6PvmBjQHpXfQox2t8t79ucGaDV9rB8tz7i8wgMOcNj5koP/AJGPJ1kIJfdQlZVQC0AxevR0dy5kDP9xFKBpvDFz/VFeCsxSUZT9mjJ/MMwgdfaB1CMLet8dU5f1CLKStn7/Le2zpbp2HS8/kE4XwxP5hshVHeiAxrsn3DQ7h2cam/CoQSCUatDqj18xT4aCBt9Hk0XNIzS5Zf4q9poDbnPEbRag9leC2Qr7MPJeg1V5Ibjfq7oYr/IGh+g6pasaLqMy3yaPu4XojI5pmoaKk7X0NfjFm4ZMWWFGSw97T3I6eK1uZwXf9q/6lVqaJXKxO7Dq63Isy8FbXzGIXsmke9GrFTpmhtTp2Mh8dEpEupsocEFFWO+gXg0TPLB1RqQ3SFtBjd/YoYMnclUK0hjJ/dTXQT2Pk89x/4A/O5jdLZbGv5WtnVRWQBGaZNhAWKuk1tSgIboSfz5eZwI5tN1CFCMFYQORaQHJN2VhPj/6C75KuIUscXGhMqJAIo+wN/qg8MZHzI8khYu9dQn//l3yF+FZg9PREm8K0G4LHV0Av6e8dJQ4KCZ7CkXnuO1slF35t7Bhk5Pyc6qPP8SXYZzbyOZjpxRd/o/d5N9hwplj0Fk2XIpvCL89qyy3T7VpCEPko3gUOyZ/uUrlz3Dw0EPLcXfrQZVEhma44vSOgeu7MeRVWTwaRnngAtqeKmFbLDBZi6psv+UcUqwTMXg8Zv5e7GjLrJKfqnLcUloPoi++zgTHnOG9nuB5Gy6tHKCtJCRjBjRfcCqZPlNTttHS+Is09dFapq5FQJWyj+koew1sU/PEM+SM3MROUdB16/ulUp4QRWoKcoig6FUHxZnY7jLCSvmhSLrDceA+gvkcKzlDIfiaTAc2vn2ZiwvzkjhFHC1dk4tM3y3l9UlqGqwO/IndNydZjVMUCeZJxx+m8yeXaUrPbz7vDxyV4YHY8OndJfaU9+axEBXkZX4mMIERKoV+L8+BHY2gjfuaDQmi8lDdEL9S6WYoIIAfkBza3vq5mtOVpWCCl1u47xGQ0YybMhYwzO8Cg0Fx53JTYxyOc9l71SLU+j3bLtLiye1yxlzOqfu/TlSODtOu1bHI/bQWM5CNoSDt9N20nd9P5iGCPwofxmKpcZTcGSjmE90VrTk/KFNYFCXjweyBLdxR9f7dXNed8NpLyp+6uDa4Lkubxa2XqRm3AA/7njSVLxva3cxxx61rFCUKhli/h+N/+AMhVT2RE0PwSk3CTRQ5ZxSxMtVxNr8yXZhMsoEVMZFs3Na+RwMreh9+2m5I8Ccrqn+nJU+5PuMuBR9BY39MSqEX502t75MQdpZP8eG0J47C3T+GslUp1doKulohTLq67R7bYgQPGUNsryKR4Qd0C/slTvRSt16/cPKue/F6W13YmJ0WB8RdM+hAX63it0cU5gM4Tft8rzF7YucDsji/Y0oKHo7rfE1p0WKnkYTGSloFeJ+HMT2oEXB/UoCe5zUyE5h48jA/z9oXwwANiCmZEUmE1H8wxFDwfR3E0gVYafDgFxaTnxUO+PxM2AL4ermQySYsoRu32gUcW4L1ve/1UanHVxBb99ugmY3LknM43rIMNDi94R/PrFl3u9I1RW4ScWSUG4qu0gbpZiHl8FZMc8nYI1yiuLP/Iz9wKg1QWFRoCVlbz9DRa9Z6eMkVaGcVSyAtI0JXsAGbiLjSv77DkTgaow6gFOxFVYL+gyE/arEJkNgnKXnPQyf5u8NmtpSWGNDFwXXfGQirSjrL2eMd4EPAGLeGVSiYnyOr7p4o0k3Z6I6KCcGvrPYUI/RYYaOAtxcBcNZ6ClrQknSDLCkUrdgAWlzYHcgiD3bYsoB8EZFtkDro0qfiAL74n8e6W7SCy5mwQ7gPG6HEdLt44rJFViIDP/sCJ4l4EgBFabQCgt11WhxI37MQDRRt2OFpwEW/9TwyNvCSAvsmw+9TNlDEQ2A/cHyELEkZ9TWEZk/O0D8p5di0vd5UblYg0MY4kvJrX52s/Mr/tgt0cosLQb5QXSUBBL41I6XNI0z2Aive7F/ebQwvO/FttziZqHOldJDgagJCDmPdC6K4geD66uPbpgnegLHBXsxxlmkV5S29ZVn7CX+yyB+IsiLgLQkpexQjdnAWrDNYiUapkK4gLjILYDLtE29aRxG89ub5MHse7kbCT+qPgiN3akJAw6b4oTAl0MZw1k6BIVm5RA6iiEY0s1EvMSQnfe2Hc6tiRYXoFcHyfJx8o5oF1IQ4ghoPabaLCfRP+L7z0omi+RB16106EuGGtWl49XXuyrcePq1fxoULZfnjctPFccO4GcFB355sTKDpGM6eVtXEZNkIYjNbNWME+cStAr2syRnY8RsFRX9Nb+G7BpZjLzHEa4UYs1rF9jqBMngL1bt599TGwFPpireBZhk8S9pV3gGPmneUOxSTEsSE1Jq9JOshmPrMHRoKB4zi+H2xYUgzWhRX4m5t8MDp4+1HmoarUe3WWKRm/NualOLzXKlgHiWCP6dhkdN3sfUCe778cXSiqZtunGPZioNXZSeQdSXCiDx5CrB7hfv3ie4UXBoAjNS2QYHc8zYqESiCe27U5gohv/HQVFq6f7y7UMuL/hMZ9mtKNg7zCXuitUeFnpwGxL501CbwYTfEtX9p5JqooDEIhFbf81xFmKBUjEZWtLF8szVYXJvFiiLXGu2SZT3mYM8SaXItRb0ebcSOFxTmWDHczeNA+uHIu/8nbbBYY0Frk/KOwB+GJowUwWLDP3uNFDTbNPyBcbx+9HaIr/iIaXuK0bIz17LaSLlk9gHVur81hLW836LBg6zazOIws2hrYhg2xvzU6dmCm6/9AeF55yY6awiYNEJmjbw4FhGn4qBLTn1G08NoPUvp8+b9RfGjup1sVyIjY2UiK+nN27CWcfrnFUJPJ7Ltnt/jvLHNsJmtM6uCcI6w4pHcwkQ+IeFU+wDBt5xLgVcsU/ilFEL3NUO1+ORwKtZMCSwvfiT19gPDh1WJky8l/ytNWPJdx7Nf/gXdpht8vKnKSRaSuG0covc4MuT6z76UrYP0k5qGA5hAJRSg9d/uZRzTR0697PRtQ97jrpRtT+MDh41mZ9uNn8E4DaupzxUdoEo+fnHRxyALxQO2ZSol9U14MHrHknAQ9frsRQXL9826IUSSP8vyzyQSFhLM3qA4qB6VqPdlaARw3b0cvCzfFwlL0jhGbrxWppZm/f+1z0NHs8E/AcmNxDR7/tjrTO1AZY5t+zggjMk3xpodd+EFC99X86x7fzRDz75ktKYBeLCGMg0TM57O0S+pfbZxzIzPYPHC34uCHFgZSGIs7Jgp/3BVXAq+Dl1HDhb+tnnU+mUU4qioaxrgEzB3U2bM8gk42Nxjro13NZJWey6NM+F7ke22Vh+sERm7wZEjooLTnHcn9OmuLQs5VDOxtL94xy2Vl+DB1EaEs8gbScLbbzuIfzH95PHaTXCSQuf5FYcMDWmiTr0nR9QLunn4+JZzRLCe+Ovo4eJmK8GSLAhb8RX/2HGO9Dr0kQewnexuPP/c7F0Rat9bJX3CuVByNouwjmiAa5SiDMb03PMcOEg9yaXSjKEyAigrRNBSQWIFavquBPSrblUw3JFbBW2sW0EtxNENfs90k3xWOBB+hh/yh8koyINmJRaLZFVzT1pl25jYdc61rxK6R8gv4OBXXjpH0p//wCXu2mNfgvpFwpcAeQKYM50W0YPTs9tnIVQ1UJaAjcXPRGVFfGBvqEBG0B5/GlQ8POsKa/z1r68WIQ1Wbf4TOTtLXUDpW5qg0cOU+O6JQATWSatrgSXgO+9+k1/C/RCFB4ikU3GDRBPmjCxn2bzFNnc/bsKzYL7n2gHhoxlmLuRM6bNMAU4Amg/GdM5uhA49Ncr4dImmxRI+r7HrS5iM6D9QQDhqfgGv1HGTK9OldyijTMeRE0XgXaVTui7NH8dTvPi+qdS2nFAGd2AHgW+vF0suVd5smvPH1T9PXU33FHcoNWJCKrVKssiiUe0BiuAWFjX71L0oqlm7o3fjhWoCDsIkdwQXRcg/XUzOJvllN1hOTrA1CfbQU8z83WEEFcpw2TG/rkDwA+3kYZRKh/ZpFMPhB7vNcq3KOLcPs3/gBNeXkUNYqQPS05fnalx/hJWO0XLT8WoI3FIqYZ4dpD7ZtNM5Irij6iTIKjT4eEYK66RUF4+T03x9kXh4jmrQ24wEgqb0hJWp7lhFZSglRMG0I5c+2kGNcqYnx11e1rs8t7APhIj/6WsRbRJjWD81GgyBzYYEQABA+xHRdXVDgklT+ShElsGuG+VU/f2E16z+lpQVKHH6P5+kt7cxL1fJIl4Fl3rliTpxn83DNJxmKwyMuY5PPTGirZNonCWJQgYZm4oJaxyctJsb4K6CIeJcY/3mq1Sm/f00n+57jIsMTeXOjFknfRszkX80IXX9k10itoUDmzqmkTrb1YLyezheegkLcZk99sb5mUL2WxcckmwHmjlaihXECMaqKjNlNWDQtSK3uU02SICYYPUOwZOpEauF5X4poxiDvKPHG7PYlDeqhF4bDnqs7jAB3JCit+4x/uNZ/vC3XCJHVt/IcmuW36gnYIY911KHX+b93TB5oQgzIHrM675I+3r27Z6Er+Yy0FiI4I7FDG6ALTztGnQoW3DeYuLMzVDMH60mZ9qcTICd9W/DZJRrj+0hexDk3dYSvT4iM72OS66ngKJyXTXBD3IvEgPcSCzFli1aGu9fffx0kmnnCCuYelsRNLdfQ3pVnqr4HqCgjBBgnLO4NRvF3/RoTAuFa7kPKHy0LfAfYt7EbXWP14XpQx0IpCRIEfkl0wCnmmhqMm4na/D9MJYtGL1iukZat2pKE8V9KuVHXHZrWZ/bL0/TlJGKjCS/+3ItMNAsgkppvrcOGyL13Q+zVP5HZf8Ya+y4frrliUB+LUklpn9N4pqNH04Qo27NguL1DBasJc6lG6qN3bKQiEAWxEbr8wv8Ov3JMVIMkh3Ryce8SDycM2Ca+BFKlVFuJrvYDgrcAEayEi87rzcyNgygnHYCi7ov+yuB/203xGvkpMwVh9jnSkeYoAtmuunNiEQKbmThkRcALfeuppr62GaTtgsbGt5QPayXR3atPd16csGolNEFZT4WFRFzQZ+hBXqQz4TIH874wx1yDShtJNEEimHxC2alcOqNkbaa0mhm3Fm0Z73tPCfbRiJvROpEox3Lset73Cm//m316q7QPGtm26KTEvykLzQ2fAf8Z0oqpa8mt0ZXpCj2MQ3kQcYd0MaDMzP9R/TmzFsol+Gk02yZSS7ctqVjIHl+8047w+/ecJ4JsZ/n4F/w+lf2VzXMvvn/NQMFjm/vjft9TRm7rPpa82uD118MKpC/KGGeZponrfQmvR8m52HkhvzDqNKcoZ4xehnOFE7Afky6QXSp+eBsqJmOcnwRrp+19BwGqwP0elhw3le+wndTS/CafNM8LnO8M6ouFma+k267DotyIRxL+p9l2tCplVOXiP/D2YIDF3U7U9R5NMm64iUfLk5LRZ0KF8wnR8i2YYubjze8c5okkT2i6ppRRt1I2AFt1PsA+UudVQ6Pr495m3PzelO//jnDFtOB0PiykTqZkZBFRRU=