<metapackage xmlns:os="http://opensuse.org/Standards/One_Click_Install" xmlns="http://opensuse.org/Standards/One_Click_Install">
  <group>
    <repositories>
      <repository recommended="true">
        <name>Cloud:OpenStack:Liberty</name>
        <summary>OpenStack Liberty (Stable branch)</summary>
        <description>If you add this repository to your openSUSE installation, make sure it has a higher repository priority in zypper. Otherwise you will end up using the wrong dependencies depending on your openSUSE release.
      
DON'T SUBMIT HERE DIRECTLY, USE Cloud:OpenStack:Liberty:Staging!</description>
        <url>https://download.opensuse.org/repositories/Cloud:/OpenStack:/Liberty/SLE_12/</url>
      </repository>
      <repository recommended="true">
        <name>SUSE:SLE-12:Update</name>
        <summary>SLE 12 Update</summary>
        <description>SLE 12 Update</description>
        <url>https://download.opensuse.org/repositories/SUSE:/SLE-12:/Update/standard/</url>
      </repository>
      <repository recommended="true">
        <name>SUSE:SLE-12:GA</name>
        <summary>SUSE Linux Enterprise 12. To be used for building SLE 12 packages</summary>
        <description>This repository contains the status of the gold master.</description>
        <url>https://download.opensuse.org/repositories/SUSE:/SLE-12:/GA/standard/</url>
      </repository>
      <repository recommended="false">
        <name>SUSE:SLE-12:SLE-Module-Toolchain</name>
        <summary>SLE 12 Toolchain Module</summary>
        <description>SLE 12 Toolchain Module</description>
        <url>https://download.opensuse.org/repositories/SUSE:/SLE-12:/SLE-Module-Toolchain/standard/</url>
      </repository>
    </repositories>
    <software>
      <item>
        <name>python-uncertainties</name>
        <summary>Uncertainties on the Quantities Involved (aka &quot;Error Propagation&quot;)</summary>
        <description>``uncertainties`` allows **calculations** such as (2 +/- 0.1)*2 = 4 +/-
0.2 to be **performed transparently**.  Much more complex mathematical
expressions involving numbers with uncertainties can also be evaluated
directly.

The ``uncertainties`` package **takes the pain and complexity out**
of uncertainty calculations.</description>
      </item>
    </software>
  </group>
</metapackage>
