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[Discuss] Password managers
- Subject: [Discuss] Password managers
- From: richard.pieri at gmail.com (Rich Pieri)
- Date: Wed, 6 May 2020 13:58:23 -0400
- In-reply-to: <bc8f39ad-543c-9be6-169b-b8b2c13261a9@borg.org>
- References: <9c4a5c7e-55aa-8ae1-da3b-4512cb2ae85c@gmail.com> <5eb1f81d.1c69fb81.80c8b.07ca@mx.google.com> <CANiupv686GBC5EZVsiEf831-b4i0E3NjZ3fnsDToM02z1zjUNg@mail.gmail.com> <5eb223cd.1c69fb81.6fa04.3ab5@mx.google.com> <0cbc8403-48a5-14bd-524c-a4eded6b64fa@borg.org> <e2be00f8-8de6-4645-e71b-a5d14f78ede7@borg.org> <5eb2d4b7.1c69fb81.c9540.9f0b@mx.google.com> <2fc76d5b-e5bd-2aa4-7002-7e7b65461d76@borg.org> <5eb2f4ba.1c69fb81.676b1.a824@mx.google.com> <bc8f39ad-543c-9be6-169b-b8b2c13261a9@borg.org>
On Wed, 6 May 2020 13:42:08 -0400 Kent Borg <kentborg at borg.org> wrote: > What are you trying to accomplish with these 16-random-characters? > That's only about 75-bits of entropy, so not a very good encryption > key, so you must mean password. So what are you trying to do? Stop a > brute force guessing foe? Give me some arithmetic for why you need > 75-bits of entropy for that... (And why doesn't your bank need 75-bit > PINs?) No. You tell me why you think these are encryption keys when I was quite clear that they are passwords? You tell me why you think 16 random characters is inappropriate for this purpose. -- Rich Pieri
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- [Discuss] Password managers
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- [Discuss] Password managers
- From: sweetser at alum.mit.edu (Doug)
- [Discuss] Password managers
- From: richard.pieri at gmail.com (Rich Pieri)
- [Discuss] Password managers
- From: kentborg at borg.org (Kent Borg)
- [Discuss] Password managers
- From: kentborg at borg.org (Kent Borg)
- [Discuss] Password managers
- From: richard.pieri at gmail.com (Rich Pieri)
- [Discuss] Password managers
- From: kentborg at borg.org (Kent Borg)
- [Discuss] Password managers
- From: richard.pieri at gmail.com (Rich Pieri)
- [Discuss] Password managers
- From: kentborg at borg.org (Kent Borg)
- [Discuss] Password managers
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