Любые товары из каталога Вы можете приобрести в нашем магазине по адресу
Белгородская обл. г. Старый Оскол мкр. Космос дом 2, (напротив гостиницы "Космос").
Телефон: +7(4725)46-23-26
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КОМУ ПОДХОДИТ ФРОНТЛАЙН НЕКСГАРД
СОБАКАМ И ЩЕНКАМ ОТ 8 НЕДЕЛЬ И ВЕСОМ ОТ 2 КГ
- Беременным и кормящим собакам (под контролем ветеринарного врача)
- Для собак с аллергией на белок животного происхождения
- Для собак с заболеваниями кожи
- Для собак, которых часто купают или моют с шампунем
- Собакам, живущим в семьях с маленькими детьми
- Собакам, живущим в регионах, эндемичных по боррелиозу и бабезиозу
- Для собак, с которыми выходят на охоту
- Для собак, у владельцев которых мало свободного времени
- Для собак, владельцы которых предпочитают простоту и удобство в обработке
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Фронтлайн НексгарД назначают собакам для лечения и профилактики:
- нападения иксодовых клещей,
- демодекоза,
- саркоптоза,
- отодектоза (ушного клеща),
- блошиной инвазии (афаниптероза),
- в комплексной терапии аллергического дерматита (БАД), вызываемого блохами,
- для профилактики бабезиоза (пироплазмоза) и боррелиоза, передаваемых иксодовыми клещами
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Афоксоланер 2,27% в качестве действующего вещества
Таблетки круглой (таблетки массой 0,5 г) или прямоугольной (таблетки массой 1,25; 3; 6 г) формы с ароматом и вкусом тушеной говядины.
КАК ДЕЙСТВУЕТ
АФОКСОЛАНЕР блокирует ГАМК-зависимых рецепторов членистоногих, нарушает передачу нервных импульсов, что приводит к параличу и гибели эктопаразитов.
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)
- ОТ ИХСОДОВЫХ КЛЕЩЕЙ И БЛОХ ОДИН РАЗ В МЕСЯЦ
- С КОРМОМ ИЛИ ПРОСТО С РУКИ, КАК ЛАКОМСТВО
СОВЕТ ПО ПРИМЕНЕНИЮ
Для собак весом свыше 50 кг рекомендуется использовать комбинацию 2 таблеток, в общей сумме подходящих по весу.
Пример: на собаку весом 65 кг = таблетка 25 – 50 кг + таблетка 10 – 25 кг.
НЕ ДОПУСКАЕТСЯ РАЗЛАМЫВАНИЕ (ДЕЛЕНИЕ ТАБЛЕТОК).