Problem with dependencies during up2date -u

[Erling Ringen Elvsrud]

I use RH-satellite server and want to update a server. The up2date -u
session looks like this:

Fetching Obsoletes list for channel: rhel4es_32-bit_x86-test-utv.-utd....

Fetching Obsoletes list for channel: puppet_rhel4es_32-bit_x86-test-utv.-utd....

Fetching Obsoletes list for channel: ruby_rhel4es_32-bit_x86-test-utv.-utd....

Fetching Obsoletes list for channel:
rh_network_tools_rhel4es_32-bit_x86-test-utv.-utd....

Fetching rpm headers...
########################################

Name                                    Version        Rel
----------------------------------------------------------
httpd                                   2.0.52         38.ent.2          i386
mod_ssl                                 2.0.52         38.ent.2          i386
php                                     4.3.9          3.22.9            i386
php-ldap                                4.3.9          3.22.9            i386
sos                                     1.7            6.1.el4_6.2       noarch
system-config-printer                   0.6.116.10     1.2               i386


Testing package set / solving RPM inter-dependencies...
########################################
RPM package conflict error.  The message was:
Test install failed because of package conflicts:
The following packages were added to your selection to satisfy dependencies:
Name                                    Version        Release
--------------------------------------------------------------
httpd-manual                            2.0.52         38.ent.2
httpd-suexec                            2.0.52         38.ent.2
php-pear                                4.3.9          3.22.9
system-config-printer-gui               0.6.116.10     1.2

package system-config-printer-gui-0.6.116.10-1.2 is already installed
package php-pear-4.3.9-3.22.9 is already installed
package httpd-suexec-2.0.52-38.ent.2 is already installed
package httpd-manual-2.0.52-38.ent.2 is already installed


Do you know how I can solve this one?

Thanks,

Erling Ringen Elvsrud