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VBA EXCEL, помогите решить задания по информатике, с оплатой
 
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[/img]
 
Классное название темы - о чём это?
И картинку лучше вставлять прикреплённым файлом. И лучше Excel-файлом.
Перенести тему в платный раздел?
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