Tengo 3 CRT y no puedo averiguar cómo descodificarlos. Comprobado principalmente todas las herramientas en línea y base64 dice: entrada mal formada. Otros decodificadores CRT dicen entrada no válida.
Estos son los 3 CRT que quiero descifrar:
"scrt-part2":"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",
"pcrt":"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",
"scrt-part1":"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",
Los CRT anteriores también están disponibles aquí: enlace
Cualquier ayuda para entender la codificación de estos Certificados es muy apreciada.