консультация

Вопросы пациентов доктора Казаковой Юлии Владимировны

Re: консультация

Сообщение ГенаЛуговской » Вт фев 28, 2017 6:09 pm

Здравствуйте.напишите номер банковской карты.
ГенаЛуговской
 
Сообщения: 86
Зарегистрирован: Чт июн 20, 2013 3:45 am

Re: консультация

Сообщение ГенаЛуговской » Ср мар 01, 2017 4:11 pm

file:///C:/Users/Subb/Desktop/%D0%B7%D0%B0%D0%B3%D1%80%D1%83%D0%B6%D0%B5%D0%BD%D0%BE.png
ГенаЛуговской
 
Сообщения: 86
Зарегистрирован: Чт июн 20, 2013 3:45 am

Re: консультация

Сообщение ГенаЛуговской » Ср мар 01, 2017 4:16 pm

data:image/png;base64,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
ГенаЛуговской
 
Сообщения: 86
Зарегистрирован: Чт июн 20, 2013 3:45 am

Пред.

Вернуться в Вопросы доктору Казаковой Ю.В.

Кто сейчас на конференции

Сейчас этот форум просматривают: нет зарегистрированных пользователей и гости: 1