Define working time

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<p>Create a new working time in the selected time range.</p>
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<p>Any other working time in this range will be overwritten or cut off automatically.</p>
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<table style="margin-left: auto; margin-right: auto;" border="0" width="454" height="24">
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<tbody>
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<td><img style="display: block; margin-left: auto; margin-right: auto;" 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" alt="" /></td>
 +
</tr>
 +
</tbody>
 +
</table>

Revision as of 14:39, 30 June 2016

Create a new working time in the selected time range.

Any other working time in this range will be overwritten or cut off automatically.

<tbody> </tbody>
<img style="display: block; margin-left: auto; margin-right: auto;" 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" 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