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Апреля](data:image/png;base64,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)
Люблю наш таможенно-налоговый департамент больше себя самого. Даже спать не могу и кушаю плохо. Вряд ли госорган отвечает мне взаимностью, но по крайней мере он всячески пытается поддерживать во мне моё и без того стойкое чувство. Последние неделю-полторы пообщался с ними и вот вам немного цифр...
- Посылка А была отправлена обычной почтой. Пришла, растаможил (заняло 5 дней), получил. Заплатил госпошлину + 15 евро за услугу.
- Посылка Б была отправлена быстрой курьерской доставкой через DHL. Пришла, DHL связался со мной и узнал, как я будут растаможивать, через них или сам. Выбрал второй вариант. Отправил бумаги таможенникам и получил от ворот поворот: DHL`ом отправлял, через них и растаможивай. Растаможил через DHL (заняло 1 день), получил на дом на следующий день после оплаты. Заплатил госпошлину + 7 евро за услугу.
Калькулируем и делаем выводы сами...