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Polar V800 - старый новый игрок на рынке триатлонных гаджетов?
Цитата
iProkurator

У меня также: наматываешь 28 км на стадионе, а показывает, что с горы спускаешься
https://flow.polar.com/training/analysis/1709652316

Решил проблему радикально: теперь каждую тренировку начинаю спуском с горы, к графику никаких претензий )))

Если в Vantage "V" барометр работает также, то точно можно смело брать "M".
Цитата
У меня также: наматываешь 28 км на стадионе, а показывает, что с горы спускаешься https://flow.polar.com/training/analysis/1709652316
Вот, аналогично) Заметил интересную особенность, если часы НЕ на руке, а например на руле велосипеда, то показания альтиметра корректные, даже попробовал два раза сбегать, просто держа в руке - опять всё ок. Бред, короче :)
Друзья привет, подскажите новичку. Можно ли как то в Polar Flow отражать динамику изменения веса?  Весов пока нет. :)
Можно вносить вес вручную через личные Настройки в приложении или на сайте. Динамика будет отображаться в отчёте "прогресс". По большому счёту поларовские весы делают ровно то же самое, только автоматически. Нет смысла их покупать.
Цитата
Можно вносить вес вручную через личные Настройки в приложении или на сайте. Динамика будет отображаться в отчёте "прогресс". По большому счёту поларовские весы делают ровно то же самое, только автоматически. Нет смысла их покупать.
Антон, а можно чуть подробнее. Если речь о: Настройки- Физические параметры-Вес*, то вес меняет начальное значение, как будто я изначально весил столько, и никакой динамики я не вижу. Что то не то делаю?
А где вы ожидаете эту динамику увидеть?
В приложении её и с весами не будет,
Смотрите на сайте: Прогресс - отчет по активности.

PS. Другое дело что этот отчет бесполезен, потому что максимальная ширина окна - 1 месяц. Но опять же, с весами лучше не станет, насколько я понимаю.
Изменено: antash - 14:57, 2 Октября 2018
Цитата
А где вы ожидаете эту динамику увидеть?В приложении её и с весами не будет,Смотрите на сайте: Прогресс - отчет по активности.PS. Другое дело что этот отчет бесполезен, потому что максимальная ширина окна - 1 месяц. Но опять же, с весами лучше не станет, насколько я понимаю.

Ну например здесь: Прогресс - отчет по активности. Вес прямая линия. Если его изменить в настройках, то линия просто опустится.

Пишите в саппорт. Сайт так работать не должен, история значений должна сохраняться.

Ну и на всякий случай. Вы пробовали чаще раза в месяц менять показания? Иначе, прямая линия - это ожидаемый результат. На картинке я вижу одну единственную точку на графике веса за 3 сентября. Может, конечно, у вас оно так и работает - всегда только последнюю точку будет видно, но мало ли...
Изменено: antash - 01:14, 3 Октября 2018
Всем привет! Подскажите пожауйста есть ли какие то принципиальные различия в версиях ранних годов и последних выпусков v800? Кроме датчика ЧСС Н7 против H10. Разница в цене больше чем в 10000 в них. Сам датчик мне не принципиален. Спасибо
Цитата
принципиальные различия в версиях ранних годов и последних выпусков v800?
Основное, на что имеет смысл обращать внимание при покупке V800 - первые цифры серийного номера больше чем 44. Начиная с этого момента задние крышки часов перестали гнить, вздуваться и разрушаться.
Ну и общее правило - чем серийник больше, тем, соответственно, часы новее и батарея будет служить дольше.

Остальные отличия сугубо косметические.
Серийник на крышке сзади написан?
Да
Антон, спасибо! Номера с 45го значит начинать смотреть нужно...
Цитата
Алексей Кузнецов
берите последних серий либо бордовые,либо черные
все предыдущее может потечь,или батарейка быть уже мертвой

все эти к примеру красно-синие варианты,которые как раз дешевле на искомые 10 т

при цене новых в 18 т без ремня лучше брать новые..
Я как раз на красносиние и смотрел. Других там нет. Где за 18 есть без ремня?
Цитата
PS. Другое дело что этот отчет бесполезен, потому что максимальная ширина окна - 1 месяц. Но опять же, с весами лучше не станет, насколько я понимаю.
Там справа можно выбрать показывать "Недели", и тогда будет по 6 недель отображать.

Ну и правильно вы написали, что если чаще вносить показателе, то и график будет "точнее" прямой линии :)

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[/img]
Цитата
Цитата
Алексей Кузнецов
Обращайтесь,если нужно.Последней серии новые
Цитата
Ну например здесь: Прогресс - отчет по активности. Вес прямая линия. Если его изменить в настройках, то линия просто опустится.
Так вес не в настройках надо менять.
Вес надо в результатах каждого ДНЯ вбивать.

И тогда будет как-то вот так.

Весы для этого (Поларовские) - не нужны. Взвешиваемся на любых, ручками вбиваем.





Ну и, да, как и говорили - если за месяц одна запись веса - будет прямая линия на весь месяц. Если три - кривая между этими тремя точками.
Изменено: VKuser3453936 - 20:29, 4 Октября 2018
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Вес надо в результатах каждого ДНЯ вбивать
Можно и в приложении, в настройках профиля. Или в часах менять, при синхронизации данные занесуться в систему.
Кстати, график можно наблюдать в приложении тоже, в меню "Активность", но только в разрезе Месяца.
Разобрался, всем спс. Точек уже три :)
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