Repeat working time structure
From MedITEX - Wiki
(Difference between revisions)
| Line 29: | Line 29: | ||
<tr> | <tr> | ||
<td><img src="data:image/png;base64,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" alt="" /></td> | <td><img src="data:image/png;base64,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" alt="" /></td> | ||
| − | <td> | + | <td>An overview of the working time structure repetition settings.<br /></td> |
</tr> | </tr> | ||
</tbody> | </tbody> | ||
</table> | </table> | ||
| − | |||
<p> </p> | <p> </p> | ||
<p> </p> | <p> </p> | ||
<p> </p> | <p> </p> | ||
Revision as of 13:40, 1 July 2016
Working times of a single day or a whole week can be repeated in the future.
| <img src="data:image/png;base64,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" alt="" /> |
Different options allow the user to repeat working times for various cases.
| <img src="data:image/png;base64,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" alt="" /> | By checking 'This day', you will be able to repeat the working time structure on the selected day(s), from the chosen date to another one. |
| <img src="data:image/png;base64,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" alt="" /> | There's a possibilty to switch to 'Whole week' and to repeat the working time structure from the chosen week until another one. |
| <img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAR0AAAAiCAIAAADtU5rgAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAVmSURBVHhe7ZtBTyJJFMeLzd5NVPQLdJug8AWaOJvoXoCL0UlfvcEkHuQyF51kYjKevMBhssLNa8cQL8JFTXaM7AcAJaE5byKQjZ53s+yr6gc20M2wbgF27/uFQNXjVdPNq3+91xUIdDodRhCEVH7AV4Ig5EG6Igj5kK4IQj6kK4KQD+1b+IfDw0NseYfj42Ns+QvSlX8AXXlrmnruhMeHdOUfZjtNn5+fr66usDMGOzs7pCvCA7wFXW1ubmJ/JNfX1/7WFe1bEDKBZXoc0Nu/kK4ImaBubMzPz2PLBnr7l/+sq8ZtNHAU6HsUSvjeBOAfN8nj+4pGNhoIBFLT/Lr+7mdhYQGM8Iz9Lpbz5Glno6fZBnamiZR8FSl2Pne6DzPTjEdvZ3EthJ1SKqCmy9iZGpiPBMFgEK2MQRutArT6F/l1oJJY08otE3u11GASA0shmz0VRvtaMuzZlwzFqltLqTdlVokPpqz+sTDqRdi9FWvo+NytkIpySyplHb871vNZEUQVz2N7qvxl4/d+0CpAb3eyUVtEevOkVAhgZJ1mi7PRAqbBEY6Fg7i6SUO+rhqX92UtqIp2KWVUM3uYxFI1YQMqaWPNhORWXEqreG1OnqCie90UadDcqMbBM5QzNzSeHrdjwsNicKwS0tn9pRWJRs1gawnF5UzKFfYJjr+d24pU621uMVtMDynK+l3/R3gPLWN2zIyGvamB+eh7oLc7CX3ZigifTuzxQazTjXpTg+i4zCuXycYppb4a+l7nbl2BSRVnVnk17CYRKbqCBGItAPyhgmb4BQC1i/yynliElrL/UzJf6y0PyU/CIfYuozXrIpk4eYZynQ/74kBMWQyLVyeGxy4mdGZcYlS4TlzPJLJlqScWChs1OJHSRdNy8zix3B1+c1Pmt/FAb3eg6mEiIuYDy2Qi+QsQQPvSYCI6jtF0nWzG7tGX1b27/V5YrSkHbh86uZCwyEfq/VUxwthy5swSlcVjWrX0ZuS71wM+q1Y6Y4srYVyKXDxhpekZRzA4thuVXiQcfPoJrvIUV7uo8uRGvIK5ubmdfwMOcwNWUn43AWpZWkkENa6T1kN5aQWj4xhNZyPTN6xFUwAlz5qBbhPc0vgRX6UQ2zYzp6paWHkpogZrtn7a9ery6kerPewJ5bLBip87Ocg7t1G1hWYHhsdCKXh+WWJQBJ5hJIZ8+r5TnuJOTmpV/R3J6nW84vcW2HImtJU0LrLBajKUU4J17b6eZXlo47uO88rRCElsPcFOd7MhTFm8yF/nDbjR2r1NYG0lGcn3V8r++4xW6Zat8NVUvmTFfcvLHSfwmD4RDqVvaXHz4+zZaFd7dRpnOMlYOH4K10k6fiOKQMDtTF6AFFfN+6MInCU/jwd6jyS2Fcmnb9hqEKOZriS3rLLNMZqjQgzTUjfOeXZyib50pO9bLO6fbWh5IyquMJbTw+mvPOfGm7b6cDnJfh0wOngq62dwZ8nz9VFgtxXWRMWohHTQbf9OjuOn8G1JvlahTlzOxAY/crfM8Px+4MzAfYnvgd6jUYO9CCorS5COeousYzRHhhimJZR/hVJsuxi+UcGHu7HiZJIVBy90ejwk2S8ZEztvCPOblnzAtjc5ODjA1ix4eno6Pz//wwbOsC5oFYAnDJntCU8U+fvsXqSRPQ2o9/rHSe0O/X/A31MI2m1RlQmgjVYBWv3L9HVl2z1/M/At17d3Vl4El+surRbfbYJn7HexnH0M5StCJqgbG81mE1s20Nu/kK4Imfw5HujtX+h/jf6B/i/8diBd+QfPTVPSFeEBYJpiyzuQrgiCGBfatyAI+ZCuCEI+pCuCkA/piiDkQ7oiCNkw9g+uetVb7+ntjgAAAABJRU5ErkJggg==" alt="" /> | You can repeat the working time structure every defined number of weeks. |
| <img src="data:image/png;base64,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" alt="" /> | You may choose to apply the working time structure even to holidays. |
| <img src="data:image/png;base64,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" alt="" /> | An overview of the working time structure repetition settings. |