11
![](data:image/jpg;base64,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)
При составлении ИИ на несколько документов, имеющих одинаковые изменения, при несовпадении порядковых номеров изменений документов в графе 18 составляют таблицу, а графу 17 прочеркивают, например:
![](data:image/jpg;base64,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)
или
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)
Графы 17 и 18.
При внесении изменений в документы, содержащие текст, разбитый на графы, в целях оптимизации записи содержания текста изменения, допускается взамен этих граф применять таблицы или блоки информации с соответствующей логически расположенной указательной информацией, например: