Random String Generator for Passwords
This page shows CSPRNG generated random strings for passwords. Please copy & paste long enough substring. (90 chars would be optimal.) Although I don't correct nor log generated random strings. It's good idea run this script on your HTTPS protected web server. License: MIT
このページは暗号学的なランダム生成器からパスワード用のランダム文字列を表示します。十分に長い文字列の一部をコピー & ペーストして使ってください。(90文字程度が最適)生成されたランダム文字列は収集もログもされませんが、HTTPSで保護された自分のWebサーバーで実行することをお薦めします。ライセンス: MIT
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