Difference between revisions of "RU/kb/index"
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| Line 27: | Line 27: | ||
|[[kb/10000000|10000000]] | |[[kb/10000000|10000000]] | ||
| Скрыть объект при печати | | Скрыть объект при печати | ||
| − | |[[kb/20000000|20000000 ]] | + | |[[kb/20000000|20000000]] |
| | | | ||
| − | |[[kb/30000000|30000000 ]] | + | |[[kb/30000000|30000000]] |
| | | | ||
| − | |[[kb/40000000|40000000 ]] | + | |[[kb/40000000|40000000]] |
| | | | ||
| − | |[[kb/50000000|50000000 ]] | + | |[[kb/50000000|50000000]] |
| | | | ||
| − | |[[kb/60000000|60000000 ]] | + | |[[kb/60000000|60000000]] |
| | | | ||
| − | |[[kb/70000000|70000000 ]] | + | |[[kb/70000000|70000000]] |
| | | | ||
| − | |[[kb/80000000|80000000 ]] | + | |[[kb/80000000|80000000]] |
| | | | ||
|[[kb/90000000|90000000]] | |[[kb/90000000|90000000]] | ||
| Line 47: | Line 47: | ||
|[[kb/00000001|00000001]] | |[[kb/00000001|00000001]] | ||
| Стилист | | Стилист | ||
| − | |[[kb/10000001|10000001 ]] | + | |[[kb/10000001|10000001]] |
| | | | ||
| − | |[[kb/20000001|20000001 ]] | + | |[[kb/20000001|20000001]] |
| | | | ||
| − | |[[kb/30000001|30000001 ]] | + | |[[kb/30000001|30000001]] |
| | | | ||
| − | |[[kb/40000001|40000001 ]] | + | |[[kb/40000001|40000001]] |
| | | | ||
| − | |[[kb/50000001|50000001 ]] | + | |[[kb/50000001|50000001]] |
| | | | ||
| − | |[[kb/60000001|60000001 ]] | + | |[[kb/60000001|60000001]] |
| | | | ||
| − | |[[kb/70000001|70000001 ]] | + | |[[kb/70000001|70000001]] |
| | | | ||
| − | |[[kb/80000001|80000001 ]] | + | |[[kb/80000001|80000001]] |
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|[[kb/90000001|90000001]] | |[[kb/90000001|90000001]] | ||
| Line 69: | Line 69: | ||
|[[kb/00000002|00000002]] | |[[kb/00000002|00000002]] | ||
| Стили | | Стили | ||
| − | |[[kb/10000002|10000002 ]] | + | |[[kb/10000002|10000002]] |
| | | | ||
| − | |[[kb/20000002|20000002 ]] | + | |[[kb/20000002|20000002]] |
| | | | ||
| − | |[[kb/30000002|30000002 ]] | + | |[[kb/30000002|30000002]] |
| | | | ||
| − | |[[kb/40000002|40000002 ]] | + | |[[kb/40000002|40000002]] |
| | | | ||
| − | |[[kb/50000002|50000002 ]] | + | |[[kb/50000002|50000002]] |
| | | | ||
| − | |[[kb/60000002|60000002 ]] | + | |[[kb/60000002|60000002]] |
| | | | ||
| − | |[[kb/70000002|70000002 ]] | + | |[[kb/70000002|70000002]] |
| | | | ||
| − | |[[kb/80000002|80000002 | + | |[[kb/80000002|80000002]] |
| − | |||
| − | |||
| | | | ||
| + | |[[kb/90000002|90000002]] | ||
| + | | Обязательно ли сохранять файлы в формате odf? | ||
|- | |- | ||
|[[kb/00000003|00000003]] | |[[kb/00000003|00000003]] | ||
| Шаблоны | | Шаблоны | ||
| − | |[[kb/10000003|10000003 ]] | + | |[[kb/10000003|10000003]] |
| | | | ||
| − | |[[kb/20000003|20000003 ]] | + | |[[kb/20000003|20000003]] |
| | | | ||
| − | |[[kb/30000003|30000003 ]] | + | |[[kb/30000003|30000003]] |
| | | | ||
| − | |[[kb/40000003|40000003 ]] | + | |[[kb/40000003|40000003]] |
| | | | ||
| − | |[[kb/50000003|50000003 ]] | + | |[[kb/50000003|50000003]] |
| | | | ||
| − | |[[kb/60000003|60000003 ]] | + | |[[kb/60000003|60000003]] |
| | | | ||
| − | |[[kb/70000003|70000003 ]] | + | |[[kb/70000003|70000003]] |
| | | | ||
| − | |[[kb/80000003|80000003 ]] | + | |[[kb/80000003|80000003]] |
| | | | ||
| − | |[[kb/90000003|90000003 ]] | + | |[[kb/90000003|90000003]] |
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| Line 113: | Line 113: | ||
|[[kb/00000004|00000004]] | |[[kb/00000004|00000004]] | ||
| Шаблонитарий | | Шаблонитарий | ||
| − | |[[kb/10000004|10000004 ]] | + | |[[kb/10000004|10000004]] |
| | | | ||
| − | |[[kb/20000004|20000004 ]] | + | |[[kb/20000004|20000004]] |
| | | | ||
| − | |[[kb/30000004|30000004 ]] | + | |[[kb/30000004|30000004]] |
| | | | ||
| − | |[[kb/40000004|40000004 ]] | + | |[[kb/40000004|40000004]] |
| | | | ||
| − | |[[kb/50000004|50000004 ]] | + | |[[kb/50000004|50000004]] |
| | | | ||
| − | |[[kb/60000004|60000004 ]] | + | |[[kb/60000004|60000004]] |
| | | | ||
| − | |[[kb/70000004|70000004 ]] | + | |[[kb/70000004|70000004]] |
| | | | ||
| − | |[[kb/80000004|80000004 ]] | + | |[[kb/80000004|80000004]] |
| | | | ||
| − | |[[kb/90000004|90000004 ]] | + | |[[kb/90000004|90000004]] |
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| Line 135: | Line 135: | ||
|[[kb/00000005|00000005]] | |[[kb/00000005|00000005]] | ||
| Навигатор | | Навигатор | ||
| − | |[[kb/10000005|10000005 ]] | + | |[[kb/10000005|10000005]] |
| | | | ||
| − | |[[kb/20000005|20000005 ]] | + | |[[kb/20000005|20000005]] |
| | | | ||
| − | |[[kb/30000005|30000005 ]] | + | |[[kb/30000005|30000005]] |
| | | | ||
| − | |[[kb/40000005|40000005 ]] | + | |[[kb/40000005|40000005]] |
| | | | ||
| − | |[[kb/50000005|50000005 ]] | + | |[[kb/50000005|50000005]] |
| | | | ||
| − | |[[kb/60000005|60000005 ]] | + | |[[kb/60000005|60000005]] |
| | | | ||
| − | |[[kb/70000005|70000005 ]] | + | |[[kb/70000005|70000005]] |
| | | | ||
| − | |[[kb/80000005|80000005 ]] | + | |[[kb/80000005|80000005]] |
| | | | ||
| − | |[[kb/90000005|90000005 ]] | + | |[[kb/90000005|90000005]] |
| | | | ||
|- | |- | ||
| − | |[[kb/00000006|00000006 ]] | + | |[[kb/00000006|00000006]] |
| | | | ||
| − | |[[kb/10000006|10000006 ]] | + | |[[kb/10000006|10000006]] |
| | | | ||
| − | |[[kb/20000006|20000006 ]] | + | |[[kb/20000006|20000006]] |
| | | | ||
| − | |[[kb/30000006|30000006 ]] | + | |[[kb/30000006|30000006]] |
| | | | ||
| − | |[[kb/40000006|40000006 ]] | + | |[[kb/40000006|40000006]] |
| | | | ||
| − | |[[kb/50000006|50000006 ]] | + | |[[kb/50000006|50000006]] |
| | | | ||
| − | |[[kb/60000006|60000006 ]] | + | |[[kb/60000006|60000006]] |
| | | | ||
| − | |[[kb/70000006|70000006 ]] | + | |[[kb/70000006|70000006]] |
| | | | ||
| − | |[[kb/80000006|80000006 ]] | + | |[[kb/80000006|80000006]] |
| | | | ||
| − | |[[kb/90000006|90000006 ]] | + | |[[kb/90000006|90000006]] |
| | | | ||
|- | |- | ||
| − | |[[kb/00000007|00000007 ]] | + | |[[kb/00000007|00000007]] |
| | | | ||
| − | |[[kb/10000007|10000007 ]] | + | |[[kb/10000007|10000007]] |
| | | | ||
| − | |[[kb/20000007|20000007 ]] | + | |[[kb/20000007|20000007]] |
| | | | ||
| − | |[[kb/30000007|30000007 ]] | + | |[[kb/30000007|30000007]] |
| | | | ||
| − | |[[kb/40000007|40000007 ]] | + | |[[kb/40000007|40000007]] |
| | | | ||
| − | |[[kb/50000007|50000007 ]] | + | |[[kb/50000007|50000007]] |
| | | | ||
| − | |[[kb/60000007|60000007 ]] | + | |[[kb/60000007|60000007]] |
| | | | ||
| − | |[[kb/70000007|70000007 ]] | + | |[[kb/70000007|70000007]] |
| | | | ||
| − | |[[kb/80000007|80000007 ]] | + | |[[kb/80000007|80000007]] |
| | | | ||
| − | |[[kb/90000007|90000007 ]] | + | |[[kb/90000007|90000007]] |
| | | | ||
<!-- | <!-- | ||
|- | |- | ||
| − | |[[kb/00000008|00000008 ]] | + | |[[kb/00000008|00000008]] |
| | | | ||
| − | |[[kb/10000008|10000008 ]] | + | |[[kb/10000008|10000008]] |
| | | | ||
| − | |[[kb/20000008|20000008 ]] | + | |[[kb/20000008|20000008]] |
| | | | ||
| − | |[[kb/30000008|30000008 ]] | + | |[[kb/30000008|30000008]] |
| | | | ||
| − | |[[kb/40000008|40000008 ]] | + | |[[kb/40000008|40000008]] |
| | | | ||
| − | |[[kb/50000008|50000008 ]] | + | |[[kb/50000008|50000008]] |
| | | | ||
| − | |[[kb/6000000|6000000 ]] | + | |[[kb/6000000|6000000]] |
| | | | ||
| − | |[[kb/7000000|7000000 ]] | + | |[[kb/7000000|7000000]] |
| | | | ||
| − | |[[kb/8000000|8000000 ]] | + | |[[kb/8000000|8000000]] |
| | | | ||
| − | |[[kb/9000000|9000000 ]] | + | |[[kb/9000000|9000000]] |
| | | | ||
|- | |- | ||
| − | |[[kb/00000009|00000009 ]] | + | |[[kb/00000009|00000009]] |
| | | | ||
| − | |[[kb/10000009|10000009 ]] | + | |[[kb/10000009|10000009]] |
| | | | ||
| − | |[[kb/20000009|20000009 ]] | + | |[[kb/20000009|20000009]] |
| | | | ||
| − | |[[kb/30000009|30000009 ]] | + | |[[kb/30000009|30000009]] |
| | | | ||
| − | |[[kb/40000009|40000009 ]] | + | |[[kb/40000009|40000009]] |
| | | | ||
| − | |[[kb/50000009|50000009 ]] | + | |[[kb/50000009|50000009]] |
| | | | ||
| − | |[[kb/6000000|6000000 ]] | + | |[[kb/6000000|6000000]] |
| | | | ||
| − | |[[kb/7000000|7000000 ]] | + | |[[kb/7000000|7000000]] |
| | | | ||
| − | |[[kb/8000000|8000000 ]] | + | |[[kb/8000000|8000000]] |
| | | | ||
| − | |[[kb/9000000|9000000 ]] | + | |[[kb/9000000|9000000]] |
| | | | ||
|- | |- | ||
| − | |[[kb/00000010|00000010 ]] | + | |[[kb/00000010|00000010]] |
| | | | ||
| − | |[[kb/10000010|10000010 ]] | + | |[[kb/10000010|10000010]] |
| | | | ||
| − | |[[kb/20000010|20000010 ]] | + | |[[kb/20000010|20000010]] |
| | | | ||
| − | |[[kb/30000010|30000010 ]] | + | |[[kb/30000010|30000010]] |
| | | | ||
| − | |[[kb/40000010|40000010 ]] | + | |[[kb/40000010|40000010]] |
| | | | ||
| − | |[[kb/50000010|50000010 ]] | + | |[[kb/50000010|50000010]] |
| | | | ||
| − | |[[kb/6000000|6000000 ]] | + | |[[kb/6000000|6000000]] |
| | | | ||
| − | |[[kb/7000000|7000000 ]] | + | |[[kb/7000000|7000000]] |
| | | | ||
| − | |[[kb/8000000|8000000 ]] | + | |[[kb/8000000|8000000]] |
| | | | ||
| − | |[[kb/9000000|9000000 ]] | + | |[[kb/9000000|9000000]] |
| | | | ||
|- | |- | ||
| − | |[[kb/00000011|00000011 ]] | + | |[[kb/00000011|00000011]] |
| | | | ||
| − | |[[kb/10000011|10000011 ]] | + | |[[kb/10000011|10000011]] |
| | | | ||
| − | |[[kb/20000011|20000011 ]] | + | |[[kb/20000011|20000011]] |
| | | | ||
| − | |[[kb/30000011|30000011 ]] | + | |[[kb/30000011|30000011]] |
| | | | ||
| − | |[[kb/40000011|40000011 ]] | + | |[[kb/40000011|40000011]] |
| | | | ||
| − | |[[kb/50000011|50000011 ]] | + | |[[kb/50000011|50000011]] |
| | | | ||
| − | |[[kb/6000000|6000000 ]] | + | |[[kb/6000000|6000000]] |
| | | | ||
| − | |[[kb/7000000|7000000 ]] | + | |[[kb/7000000|7000000]] |
| | | | ||
| − | |[[kb/8000000|8000000 ]] | + | |[[kb/8000000|8000000]] |
| | | | ||
| − | |[[kb/9000000|9000000 ]] | + | |[[kb/9000000|9000000]] |
| | | | ||
|- | |- | ||
| − | |[[kb/00000012|00000012 ]] | + | |[[kb/00000012|00000012]] |
| | | | ||
| − | |[[kb/10000012|10000012 ]] | + | |[[kb/10000012|10000012]] |
| | | | ||
| − | |[[kb/20000012|20000012 ]] | + | |[[kb/20000012|20000012]] |
| | | | ||
| − | |[[kb/30000012|30000012 ]] | + | |[[kb/30000012|30000012]] |
| | | | ||
| − | |[[kb/40000012|40000012 ]] | + | |[[kb/40000012|40000012]] |
| | | | ||
| − | |[[kb/50000012|50000012 ]] | + | |[[kb/50000012|50000012]] |
| | | | ||
| − | |[[kb/6000000|6000000 ]] | + | |[[kb/6000000|6000000]] |
| | | | ||
| − | |[[kb/7000000|7000000 ]] | + | |[[kb/7000000|7000000]] |
| | | | ||
| − | |[[kb/8000000|8000000 ]] | + | |[[kb/8000000|8000000]] |
| | | | ||
| − | |[[kb/9000000|9000000 ]] | + | |[[kb/9000000|9000000]] |
| | | | ||
|- | |- | ||
| − | |[[kb/00000013|00000013 ]] | + | |[[kb/00000013|00000013]] |
| | | | ||
| − | |[[kb/10000013|10000013 ]] | + | |[[kb/10000013|10000013]] |
| | | | ||
| − | |[[kb/20000013|20000013 ]] | + | |[[kb/20000013|20000013]] |
| | | | ||
| − | |[[kb/30000013|30000013 ]] | + | |[[kb/30000013|30000013]] |
| | | | ||
| − | |[[kb/40000013|40000013 ]] | + | |[[kb/40000013|40000013]] |
| | | | ||
| − | |[[kb/50000013|50000013 ]] | + | |[[kb/50000013|50000013]] |
| | | | ||
| − | |[[kb/6000000|6000000 ]] | + | |[[kb/6000000|6000000]] |
| | | | ||
| − | |[[kb/7000000|7000000 ]] | + | |[[kb/7000000|7000000]] |
| | | | ||
| − | |[[kb/8000000|8000000 ]] | + | |[[kb/8000000|8000000]] |
| | | | ||
| − | |[[kb/9000000|9000000 ]] | + | |[[kb/9000000|9000000]] |
| | | | ||
|- | |- | ||
| − | |[[kb/00000014|00000014 ]] | + | |[[kb/00000014|00000014]] |
| | | | ||
| − | |[[kb/10000014|10000014 ]] | + | |[[kb/10000014|10000014]] |
| | | | ||
| − | |[[kb/20000014|20000014 ]] | + | |[[kb/20000014|20000014]] |
| | | | ||
| − | |[[kb/30000014|30000014 ]] | + | |[[kb/30000014|30000014]] |
| | | | ||
| − | |[[kb/40000014|40000014 ]] | + | |[[kb/40000014|40000014]] |
| | | | ||
| − | |[[kb/50000014|50000014 ]] | + | |[[kb/50000014|50000014]] |
| | | | ||
| − | |[[kb/6000000|6000000 ]] | + | |[[kb/6000000|6000000]] |
| | | | ||
| − | |[[kb/7000000|7000000 ]] | + | |[[kb/7000000|7000000]] |
| | | | ||
| − | |[[kb/8000000|8000000 ]] | + | |[[kb/8000000|8000000]] |
| | | | ||
| − | |[[kb/9000000|9000000 ]] | + | |[[kb/9000000|9000000]] |
| | | | ||
|- | |- | ||
| − | |[[kb/00000015|00000015 ]] | + | |[[kb/00000015|00000015]] |
| | | | ||
| − | |[[kb/10000015|10000015 ]] | + | |[[kb/10000015|10000015]] |
| | | | ||
| − | |[[kb/20000015|20000015 ]] | + | |[[kb/20000015|20000015]] |
| | | | ||
| − | |[[kb/30000015|30000015 ]] | + | |[[kb/30000015|30000015]] |
| | | | ||
| − | |[[kb/40000015|40000015 ]] | + | |[[kb/40000015|40000015]] |
| | | | ||
| − | |[[kb/50000015|50000015 ]] | + | |[[kb/50000015|50000015]] |
| | | | ||
| − | |[[kb/6000000|6000000 ]] | + | |[[kb/6000000|6000000]] |
| | | | ||
| − | |[[kb/7000000|7000000 ]] | + | |[[kb/7000000|7000000]] |
| | | | ||
| − | |[[kb/8000000|8000000 ]] | + | |[[kb/8000000|8000000]] |
| | | | ||
| − | |[[kb/9000000|9000000 ]] | + | |[[kb/9000000|9000000]] |
| | | | ||
|- | |- | ||
| − | |[[kb/00000016|00000016 ]] | + | |[[kb/00000016|00000016]] |
| | | | ||
| − | |[[kb/10000016|10000016 ]] | + | |[[kb/10000016|10000016]] |
| | | | ||
| − | |[[kb/20000016|20000016 ]] | + | |[[kb/20000016|20000016]] |
| | | | ||
| − | |[[kb/30000016|30000016 ]] | + | |[[kb/30000016|30000016]] |
| | | | ||
| − | |[[kb/40000016|40000016 ]] | + | |[[kb/40000016|40000016]] |
| | | | ||
| − | |[[kb/50000016|50000016 ]] | + | |[[kb/50000016|50000016]] |
| | | | ||
| − | |[[kb/6000000|6000000 ]] | + | |[[kb/6000000|6000000]] |
| | | | ||
| − | |[[kb/7000000|7000000 ]] | + | |[[kb/7000000|7000000]] |
| | | | ||
| − | |[[kb/8000000|8000000 ]] | + | |[[kb/8000000|8000000]] |
| | | | ||
| − | |[[kb/9000000|9000000 ]] | + | |[[kb/9000000|9000000]] |
| | | | ||
|- | |- | ||
| − | |[[kb/00000017|00000017 ]] | + | |[[kb/00000017|00000017]] |
| | | | ||
| − | |[[kb/10000017|10000017 ]] | + | |[[kb/10000017|10000017]] |
| | | | ||
| − | |[[kb/20000017|20000017 ]] | + | |[[kb/20000017|20000017]] |
| | | | ||
| − | |[[kb/30000017|30000017 ]] | + | |[[kb/30000017|30000017]] |
| | | | ||
| − | |[[kb/40000017|40000017 ]] | + | |[[kb/40000017|40000017]] |
| | | | ||
| − | |[[kb/50000017|50000017 ]] | + | |[[kb/50000017|50000017]] |
| | | | ||
| − | |[[kb/6000000|6000000 ]] | + | |[[kb/6000000|6000000]] |
| | | | ||
| − | |[[kb/7000000|7000000 ]] | + | |[[kb/7000000|7000000]] |
| | | | ||
| − | |[[kb/8000000|8000000 ]] | + | |[[kb/8000000|8000000]] |
| | | | ||
| − | |[[kb/9000000|9000000 ]] | + | |[[kb/9000000|9000000]] |
| | | | ||
|- | |- | ||
| − | |[[kb/00000018|00000018 ]] | + | |[[kb/00000018|00000018]] |
| | | | ||
| − | |[[kb/10000018|10000018 ]] | + | |[[kb/10000018|10000018]] |
| | | | ||
| − | |[[kb/20000018|20000018 ]] | + | |[[kb/20000018|20000018]] |
| | | | ||
| − | |[[kb/30000018|30000018 ]] | + | |[[kb/30000018|30000018]] |
| | | | ||
| − | |[[kb/40000018|40000018 ]] | + | |[[kb/40000018|40000018]] |
| | | | ||
| − | |[[kb/50000018|50000018 ]] | + | |[[kb/50000018|50000018]] |
| | | | ||
| − | |[[kb/6000000|6000000 ]] | + | |[[kb/6000000|6000000]] |
| | | | ||
| − | |[[kb/7000000|7000000 ]] | + | |[[kb/7000000|7000000]] |
| | | | ||
| − | |[[kb/8000000|8000000 ]] | + | |[[kb/8000000|8000000]] |
| | | | ||
| − | |[[kb/9000000|9000000 ]] | + | |[[kb/9000000|9000000]] |
| | | | ||
|- | |- | ||
| − | |[[kb/00000019|00000019 ]] | + | |[[kb/00000019|00000019]] |
| | | | ||
| − | |[[kb/10000019|10000019 ]] | + | |[[kb/10000019|10000019]] |
| | | | ||
| − | |[[kb/20000019|20000019 ]] | + | |[[kb/20000019|20000019]] |
| | | | ||
| − | |[[kb/30000019|30000019 ]] | + | |[[kb/30000019|30000019]] |
| | | | ||
| − | |[[kb/40000019|40000019 ]] | + | |[[kb/40000019|40000019]] |
| | | | ||
| − | |[[kb/50000019|50000019 ]] | + | |[[kb/50000019|50000019]] |
| | | | ||
| − | |[[kb/6000000|6000000 ]] | + | |[[kb/6000000|6000000]] |
| | | | ||
| − | |[[kb/7000000|7000000 ]] | + | |[[kb/7000000|7000000]] |
| | | | ||
| − | |[[kb/8000000|8000000 ]] | + | |[[kb/8000000|8000000]] |
| | | | ||
| − | |[[kb/9000000|9000000 ]] | + | |[[kb/9000000|9000000]] |
| | | | ||
|- | |- | ||
| − | |[[kb/00000020|00000020 ]] | + | |[[kb/00000020|00000020]] |
| | | | ||
| − | |[[kb/10000020|10000020 ]] | + | |[[kb/10000020|10000020]] |
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| − | |[[kb/20000020|20000020 ]] | + | |[[kb/20000020|20000020]] |
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| − | |[[kb/50000020|50000020 ]] | + | |[[kb/50000020|50000020]] |
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| − | |[[kb/6000000|6000000 ]] | + | |[[kb/6000000|6000000]] |
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| − | |[[kb/7000000|7000000 ]] | + | |[[kb/7000000|7000000]] |
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| − | |[[kb/8000000|8000000 ]] | + | |[[kb/8000000|8000000]] |
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| − | |[[kb/00000021|00000021 ]] | + | |[[kb/00000021|00000021]] |
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| − | |[[kb/10000021|10000021 ]] | + | |[[kb/10000021|10000021]] |
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| − | |[[kb/20000021|20000021 ]] | + | |[[kb/20000021|20000021]] |
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| − | |[[kb/30000021|30000021 ]] | + | |[[kb/30000021|30000021]] |
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| − | |[[kb/40000021|40000021 ]] | + | |[[kb/40000021|40000021]] |
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| − | |[[kb/50000021|50000021 ]] | + | |[[kb/50000021|50000021]] |
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| − | |[[kb/6000000|6000000 ]] | + | |[[kb/6000000|6000000]] |
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| − | |[[kb/7000000|7000000 ]] | + | |[[kb/7000000|7000000]] |
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| − | |[[kb/8000000|8000000 ]] | + | |[[kb/8000000|8000000]] |
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| − | |[[kb/9000000|9000000 ]] | + | |[[kb/9000000|9000000]] |
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| − | |[[kb/00000022|00000022 ]] | + | |[[kb/00000022|00000022]] |
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| − | |[[kb/10000022|10000022 ]] | + | |[[kb/10000022|10000022]] |
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| − | |[[kb/20000022|20000022 ]] | + | |[[kb/20000022|20000022]] |
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| − | |[[kb/30000022|30000022 ]] | + | |[[kb/30000022|30000022]] |
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| − | |[[kb/40000022|40000022 ]] | + | |[[kb/40000022|40000022]] |
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| − | |[[kb/50000022|50000022 ]] | + | |[[kb/50000022|50000022]] |
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| − | |[[kb/6000000|6000000 ]] | + | |[[kb/6000000|6000000]] |
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| − | |[[kb/7000000|7000000 ]] | + | |[[kb/7000000|7000000]] |
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| − | |[[kb/8000000|8000000 ]] | + | |[[kb/8000000|8000000]] |
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| − | |[[kb/9000000|9000000 ]] | + | |[[kb/9000000|9000000]] |
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| − | |[[kb/00000023|00000023 ]] | + | |[[kb/00000023|00000023]] |
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| − | |[[kb/10000023|10000023 ]] | + | |[[kb/10000023|10000023]] |
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| − | |[[kb/6000000|6000000 ]] | + | |[[kb/6000000|6000000]] |
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| − | |[[kb/7000000|7000000 ]] | + | |[[kb/7000000|7000000]] |
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| − | |[[kb/8000000|8000000 ]] | + | |[[kb/8000000|8000000]] |
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| − | |[[kb/9000000|9000000 ]] | + | |[[kb/9000000|9000000]] |
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| − | |[[kb/00000024|00000024 ]] | + | |[[kb/00000024|00000024]] |
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| − | |[[kb/10000024|10000024 ]] | + | |[[kb/10000024|10000024]] |
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| − | |[[kb/20000024|20000024 ]] | + | |[[kb/20000024|20000024]] |
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| − | |[[kb/30000024|30000024 ]] | + | |[[kb/30000024|30000024]] |
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| − | |[[kb/40000024|40000024 ]] | + | |[[kb/40000024|40000024]] |
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| − | |[[kb/6000000|6000000 ]] | + | |[[kb/6000000|6000000]] |
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| − | |[[kb/7000000|7000000 ]] | + | |[[kb/7000000|7000000]] |
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| − | |[[kb/8000000|8000000 ]] | + | |[[kb/8000000|8000000]] |
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| − | |[[kb/9000000|9000000 ]] | + | |[[kb/9000000|9000000]] |
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| − | |[[kb/10000025|10000025 ]] | + | |[[kb/10000025|10000025]] |
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| − | |[[kb/6000000|6000000 ]] | + | |[[kb/6000000|6000000]] |
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| − | |[[kb/10000026|10000026 ]] | + | |[[kb/10000026|10000026]] |
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| − | |[[kb/6000000|6000000 ]] | + | |[[kb/6000000|6000000]] |
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| − | |[[kb/6000000|6000000 ]] | + | |[[kb/6000000|6000000]] |
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| − | |[[kb/10000032|10000032 ]] | + | |[[kb/10000032|10000032]] |
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| − | |[[kb/6000000|6000000 ]] | + | |[[kb/6000000|6000000]] |
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| − | |[[kb/6000000|6000000 ]] | + | |[[kb/6000000|6000000]] |
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| − | |[[kb/10000036|10000036 ]] | + | |[[kb/10000036|10000036]] |
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| − | |[[kb/7000000|7000000 ]] | + | |[[kb/7000000|7000000]] |
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| − | |[[kb/8000000|8000000 ]] | + | |[[kb/8000000|8000000]] |
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Revision as of 20:51, 28 March 2010
Данная страница является индексом Базы Знаний
Правила формирования индекса вопроса
- Индексы предназначены для формирования коротких URL'ов для каждой статьи Базы Знаний.
- Индексы представляют собой восьмизначное число.
- Первые два разряда означают код приложения OpenOffice.org:
- 00 - Общий вопрос
- 10 - Writer
- 20 - Calc
- 30 - Impress
- 40 - Draw
- 50 - Base
- 60 - инсталляция
- 70 - настройка
- 90 - интероперабельность. Вопросы совместимости.
- С третьего по восьмой разряды - порядковый номер вопроса в группе.
Индекс
| 00000000 | Положение о Базе Знаний | 10000000 | Скрыть объект при печати | 20000000 | 30000000 | 40000000 | 50000000 | 60000000 | 70000000 | 80000000 | 90000000 | Возможно ли обеспечить полную совместимость с форматами MSO? | |||||||
| 00000001 | Стилист | 10000001 | 20000001 | 30000001 | 40000001 | 50000001 | 60000001 | 70000001 | 80000001 | 90000001 | Как открыть файл shs? | ||||||||
| 00000002 | Стили | 10000002 | 20000002 | 30000002 | 40000002 | 50000002 | 60000002 | 70000002 | 80000002 | 90000002 | Обязательно ли сохранять файлы в формате odf? | ||||||||
| 00000003 | Шаблоны | 10000003 | 20000003 | 30000003 | 40000003 | 50000003 | 60000003 | 70000003 | 80000003 | 90000003 | |||||||||
| 00000004 | Шаблонитарий | 10000004 | 20000004 | 30000004 | 40000004 | 50000004 | 60000004 | 70000004 | 80000004 | 90000004 | |||||||||
| 00000005 | Навигатор | 10000005 | 20000005 | 30000005 | 40000005 | 50000005 | 60000005 | 70000005 | 80000005 | 90000005 | |||||||||
| 00000006 | 10000006 | 20000006 | 30000006 | 40000006 | 50000006 | 60000006 | 70000006 | 80000006 | 90000006 | ||||||||||
| 00000007 | 10000007 | 20000007 | 30000007 | 40000007 | 50000007 | 60000007 | 70000007 | 80000007 | 90000007 |
