upstream: correct extension name "no-presence-required" =>

"no-touch-required"

document "verify-required" option

OpenBSD-Commit-ID: 1879ff4062cf61d79b515e433aff0bf49a6c55c5
This commit is contained in:
djm@openbsd.org 2021-06-04 04:02:21 +00:00 committed by Damien Miller
parent ecc186e46e
commit 60107677dc
1 changed files with 13 additions and 5 deletions

View File

@ -260,6 +260,14 @@ source-address string Comma-separated list of source addresses
certificates may be presented from any certificates may be presented from any
source address. source address.
verify-required empty Flag indicating that signatures made
with this certificate must assert FIDO
user verification (e.g. PIN or
biometric). This option only make sense
for the U2F/FIDO security key types that
support this feature in their signature
formats.
Extensions Extensions
---------- ----------
@ -280,11 +288,11 @@ their data fields are:
Name Format Description Name Format Description
----------------------------------------------------------------------------- -----------------------------------------------------------------------------
no-presence-required empty Flag indicating that signatures made no-touch-required empty Flag indicating that signatures made
with this certificate need not assert with this certificate need not assert
user presence. This option only make FIDO user presence. This option only
sense for the U2F/FIDO security key make sense for the U2F/FIDO security
types that support this feature in key types that support this feature in
their signature formats. their signature formats.
permit-X11-forwarding empty Flag indicating that X11 forwarding permit-X11-forwarding empty Flag indicating that X11 forwarding
@ -311,4 +319,4 @@ permit-user-rc empty Flag indicating that execution of
of this script will not be permitted if of this script will not be permitted if
this option is not present. this option is not present.
$OpenBSD: PROTOCOL.certkeys,v 1.17 2019/11/25 00:57:51 djm Exp $ $OpenBSD: PROTOCOL.certkeys,v 1.18 2021/06/04 04:02:21 djm Exp $