[Pki-users] problem with nss
Hi all,
It looks like I'm having a problem with a fresh Fedora 9 installation of pki
components.
I've already installed fedora-ds-base:
--------------
# yum info fedora-ds-base
Loaded plugins: refresh-packagekit
Available Packages
Name : fedora-ds-base
Arch : i386
Version : 1.1.0.1
Release : 4.fc9
Size : 1.6 M
Repo : fedora
Summary : Fedora Directory Server (base)
URL : http://directory.fedoraproject.org/
License : GPLv2 with exceptions
Description: Fedora Directory Server is an LDAPv3 compliant server. The base
: package includes the LDAP server and command line utilities for
: server administration.
--------------
Here' the crux of the problem after, yum install pki-ca:
--------------
--> Missing Dependency: nss >= 3.12.0 is needed by package osutil-1.1.0-1.fc9.i386
(pki)
symkey-1.1.0-1.fc9.i386 from pki has depsolving problems
--> Missing Dependency: nss >= 3.12.0 is needed by package symkey-1.1.0-1.fc9.i386
(pki)
pki-native-tools-1.1.0-1.fc9.i386 from pki has depsolving problems
--> Missing Dependency: nss-tools >= 3.12.0 is needed by package
pki-native-tools-1.1.0-1.fc9.i386 (pki)
pki-selinux-1.1.0-1.fc9.noarch from pki has depsolving problems
--> Missing Dependency: selinux-policy-targeted >= 3.3.1-118 is needed by package
pki-selinux-1.1.0-1.fc9.noarch (pki)
pki-native-tools-1.1.0-1.fc9.i386 from pki has depsolving problems
--> Missing Dependency: nss >= 3.12.0 is needed by package
pki-native-tools-1.1.0-1.fc9.i386 (pki)
Error: Missing Dependency: nss >= 3.12.0 is needed by package symkey-1.1.0-1.fc9.i386
(pki)
Error: Missing Dependency: selinux-policy-targeted >= 3.3.1-118 is needed by package
pki-selinux-1.1.0-1.fc9.noarch (pki)
Error: Missing Dependency: nss >= 3.12.0 is needed by package osutil-1.1.0-1.fc9.i386
(pki)
Error: Missing Dependency: nss >= 3.12.0 is needed by package
pki-native-tools-1.1.0-1.fc9.i386 (pki)
Error: Missing Dependency: nss-tools >= 3.12.0 is needed by package
pki-native-tools-1.1.0-1.fc9.i386 (pki)
---------------
Any ideas before I get on an rpm dependency hunt?
Regards,