• 0
Mary_RND

Конвертировать PNG в SVG и как правильно поставить

    Вопрос

    Mary_RND

    Доброго времени суток.

    Возникло пару вопросов:

    -  Пытаюсь конвертировать png в svg через вот этот сервис https://convertio.co/ru/png-svg/ . Картинка цветная, на выходе она получается черно-белая... так и должно быть?

    - А как данную картинку потом вставить, если правильно, что она получается черно-белой... (хотя в принципе как правильно поставить svg)

    Вроде смотрела примеры, но что-то не поняла.. :(

    *первый раз пробую поставить svg

    Спасибо ^^

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    13 ответов на этот вопрос

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    • 0
    Schamil74

    Покажите эту самую цветную картинку и для каких целей вы ее конвертируете в вектор? Тогда все станет ясно. 

    Но мне кажется, что я уже знаю ответ.

     

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    • 0
    Mary_RND

    Вот png и svg.

    Надо вставить, как изображение в html...

     

    star1.png

    star1.svg

    Изменено пользователем Mary_RND

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    • 0
    Svetlana_P

    Мне тоже интересно, что посоветуют, потому что с svg работала мало. Но как вариант: из png перевести в svg через экспорт в Фотошопе, тогда сохранится цвет. И вставить через object

    <object type="image/svg+xml" data="pic.svg">
    </object>

    У меня добавилось http://benedetta.ru/2017/05/31/svg/ , но я не вижу преимуществ. Поясните, почему обязательно svg? Почему хотите именно так, а не через png? Что будете потом с картинкой делать?

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    • 0
    Mary_RND

    Svg меняет размер вместе с размером блока в котором находится (грубо говоря).

    Когда я в Фотошопе пытаюсь сделать Export As... он вот так ругается и ничего не делает http://prntscr.com/fe842s

    т.е. просто ставишь через object указываешь путь к svg, а внутренний контент объекта формируется сам, так?

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    • 0
    wwt

    Используйте лучше возможности CSS для динамического изменения размеров изображения:

    img {
            width:100%;
    }

    Портировать в вектор фотографию из растра вы не сможете с таким же качеством.

     

    PS А вообще все современные браузеры понимают SVG как формат изображений, и вставлять можно через тег <img>

    59 минут назад, Svetlana_P сказал:

    У меня добавилось http://benedetta.ru/2017/05/31/svg/ , но я не вижу преимуществ. Поясните, почему обязательно svg? Почему хотите именно так, а не через png? Что будете потом с картинкой делать?

    Самое смешное что у вас внутри SVG находится встроенное растровое изображение в формате PNG =) По сути тоже самое что PNG только в SVG'ой обвязке =)

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    • 0
    Svetlana_P
    13 минуты назад, wwt сказал:

    Самое смешное что у вас внутри SVG находится встроенное растровое изображение в формате PNG =) По сути тоже самое что PNG только в SVG'ой обвязке =)

    О как, не знала. Пошла читать про все это подробней) 

    Mary, насчет экспорта, может баг какой в более старом Фотошопе. У меня при настройках по умолчанию без проблем сохранил. А вообще согласна с Wwt, что просто для изменения размера фото здесь нет смысла svg делать. Можете показать конкретную задачу, тут Вам посоветуют более оптимальный способ.

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    • 0
    Mary_RND
    1 час назад, wwt сказал:

    Используйте лучше возможности CSS для динамического изменения размеров изображения:

    
    img {
            width:100%;
    }

    Портировать в вектор фотографию из растра вы не сможете с таким же качеством.

    Да, я знаю это и понимаю, что проще и правильней, но вот такой геморрой мне придумали, поэтому сижу и разбираюсь... И соответственно спрашиваю

    56 минут назад, Svetlana_P сказал:

    О как, не знала. Пошла читать про все это подробней) 

    Mary, насчет экспорта, может баг какой в более старом Фотошопе. У меня при настройках по умолчанию без проблем сохранил. А вообще согласна с Wwt, что просто для изменения размера фото здесь нет смысла svg делать. Можете показать конкретную задачу, тут Вам посоветуют более оптимальный способ.

    Попробую другую версию фотошопа поискать и поставить.

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    • 0
    Svetlana_P

    Прикрепляю svg со своего экспорта, если пригодится. Хотя не понятно, зачем Вас так попросили. Может стоит объяснить заказчику/руководителю, что так не стоит делать :)

    pic.svg

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    • 0
    Mary_RND
    1 час назад, Svetlana_P сказал:

    Прикрепляю svg со своего экспорта, если пригодится. Хотя не понятно, зачем Вас так попросили. Может стоит объяснить заказчику/руководителю, что так не стоит делать :)

    pic.svg

    Спасибо :)

    Попробую @_@

    Но я на всякий случай качаю другую версию Фотошопа =)

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    • 0
    Schamil74

    Хотелось бы посмотреть на PSD,

    если у вас сама 'звезда' в SVG, то можно сделать так и гибко стилизовать (наведите на мой svg)

     

    Изменено пользователем Schamil74
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    • 0
    wwt
    21 час назад, Svetlana_P сказал:

    Прикрепляю svg со своего экспорта, если пригодится. Хотя не понятно, зачем Вас так попросили. Может стоит объяснить заказчику/руководителю, что так не стоит делать :)

    pic.svg

    Просто открываем SVG и смотрим его код:

    <svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="208" height="211" viewBox="0 0 208 211">
      <metadata><?xpacket begin="" id="W5M0MpCehiHzreSzNTczkc9d"?>
    <x:xmpmeta xmlns:x="adobe:ns:meta/" x:xmptk="Adobe XMP Core 5.6-c138 79.159824, 2016/09/14-01:09:01        ">
       <rdf:RDF xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#">
          <rdf:Description rdf:about=""/>
       </rdf:RDF>
    </x:xmpmeta>                          
    <?xpacket end="w"?></metadata>
    <image id="Слой_0" data-name="Слой 0" width="208" height="211" 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"/>
    </svg>

    И видим что изображение вставлено в слой в виде строки data:image

    Какой смысл пихать растр в векторный формат в чистом виде не понятно. ВОт если бы там было комбинированное изображение со слоями в растре и в векторе, было бы другое дело.

    В этом плане Schamil74 выше привел хороший пример когда можно использовать растровое изображение в симбиозе с векторным.

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    • 0
    Svetlana_P
    59 минут назад, wwt сказал:

    И видим что изображение вставлено в слой в виде строки data:image

    Теперь понятно, но тогда как используют экспорт в svg из растрового файла? Получается, в этом нет смысла?

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    • 0
    wwt
    В 01.06.2017 в 15:47, Svetlana_P сказал:

    Теперь понятно, но тогда как используют экспорт в svg из растрового файла? Получается, в этом нет смысла?

    Для простой графики это вполне реально. А что касается фотографий и сложной растровой графики, то конвертировать её в вектор может оказаться накладно, что собственно и происходит в большинстве случаев, я честно сказать даже не знаю ни одной программы которая бы полноценно перенесла в вектор фотографию из растра, может конечно такие и есть, но мне не доводилось с ними сталкиваться.

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