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Алексей Антропов (Все сообщения пользователя)

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Выбрать дату в календареВыбрать дату в календаре

Страницы: 1 2 3 4 5 6 7 8 9 След.
Версия 14.0.0х64
 
Здравствуйте. Что нового и какае изменения произошли в 14 версии в сравнении с 13?
Образование зу путем раздела с сохранением его в измененных границах
 
Спасибо
Образование зу путем раздела с сохранением его в измененных границах
 
А как быть с ошибкой "Элемент "InputData" имеет недопустимый дочерний элемент "GeodesicBases". Список ожидаемых элементов: "Documents"."
Образование зу путем раздела с сохранением его в измененных границах
 
Семантика
Образование зу путем раздела с сохранением его в измененных границах
 
Спасибо.
Однако по семантике обособленный участок уже входит в состав ЕЗП, код 230.
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[/IMG]

Я выполняю раздел с измененным, в xml файле координат не будет и прочей информации кроме кадастровых номеров. Смысл выполнять все эти сложные манипуляции если в семантике участка все необходимые данные присутствуют.

Подскажите какую строку нужно дописать в ChangeParcel xml файла в ручную, это займет гораздо меньше времени на подготовку документа.
Образование зу путем раздела с сохранением его в измененных границах
 
Здравствуйте.
Ошибка при формировании межевого плана, раздел с изменённым, единого землепользования.
Плюс не формирует в полном объеме информацию об измененном (номер единого землепользования и входящего в него земельного участка), а только номер входящего земельного участка.
Карту отправил на эл.почту [URL=mailto:panorama@gisinfo.ru]panorama@gisinfo.ru[/URL], [URL=mailto:kbpanorama@yandex.ru]kbpanorama@yandex.ru[/URL]
Межевой план - исправление ошибки в местоположении
 
Спасибо разобрался
Межевой план - исправление ошибки в местоположении
 
Здравствуйте, подскажите где прописывается в форме "Оценка расхождения P и Pкад (P - Pкад), м2" ?  
<AreaInGKN>хххх</AreaInGKN>
<DeltaArea>хх</DeltaArea>
Изменено: Алексей Антропов - 21.06.2021 09:02:39
Образование зу путем раздела с сохранением его в измененных границах
 
Спасибо
Образование зу путем раздела с сохранением его в измененных границах
 
[QUOTE]Елена Кузнецова написал:
[QUOTE][URL=/forum/user/9852/]Алексей Антропов[/URL] написал:
Подскажите код - номера контура многоконтурного земельного участка (исходного)[/QUOTE]
Данный вопрос скорее относится к кадастровым инженерам.  [/QUOTE]
Меня интересует, под каким кодом в семантики в ПО АРМ Кадастрового инженера, данная информация заполняется. Это может знать только разработчик ПО.
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