dnfield / flutter_svg

SVG parsing, rendering, and widget library for Flutter
MIT License
1.67k stars 459 forks source link

SVG not showing up #76

Closed fgagneten closed 5 years ago

fgagneten commented 5 years ago

I just wanted to display a vector image from my assets folder but the picture doesn't show up. This is my code right now:

import 'package:flutter/material.dart';
import 'package:flutter_svg/flutter_svg.dart';

class MainPage extends StatelessWidget {
  @override
  Widget build(BuildContext context) {

    return Scaffold(
      backgroundColor: Theme.of(context).primaryColor,
      body: new Container(
        height: MediaQuery.of(context).size.height,
        decoration: BoxDecoration(
          color: new Color(0xFF336688),

        ),
          child: Column(
            mainAxisAlignment: MainAxisAlignment.center,
            children: <Widget>[

              new Container(
                  height: (MediaQuery.of(context).size.height/2),
                  width: MediaQuery.of(context).size.width,
                  child: new SvgPicture.asset(
                  'assets/picture_sample.svg',
                    color: Colors.black,
                  ),
                ),
            ],
          )),
    );
  }
}

I've replaced

 child: new SvgPicture.asset(
      'assets/picture_sample.svg',
          color: Colors.black,
  )

to

 child:  SvgPicture.network(
      'https://upload.wikimedia.org/wikipedia/commons/6/67/Firefox_Logo%2C_2017.svg',
      placeholderBuilder: (BuildContext context) => new Container(
          padding: const EdgeInsets.all(30.0),
          child: const CircularProgressIndicator()),
    ),

And the picture displays like a charm.

Is it a problem related to the library?

Flutter_svg version: flutter_svg: 0.6.0

dnfield commented 5 years ago

Is your asset specified in your pubspec.yaml?

fgagneten commented 5 years ago

Yes.

If I didn't specify in my pubspec.yaml, the console would notice me about that.

Thanks.

dnfield commented 5 years ago

Can you share picture_sample.svg?

fgagneten commented 5 years ago

Sure picture_sample.zip

dnfield commented 5 years ago

I can't seem to open that file - seems corrupted. It's generally easier if you can just past the raw SVG content into a code block like this:

```svg
<svg>...</svg>
fgagneten commented 5 years ago

Sorry for the later response. Here is the SVG

<svg>xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="217" height="250" viewBox="0 0 217 250">
  <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="Left_Shadow_copia_4" data-name="Left Shadow copia 4" width="217" height="250" xlink:href="data:img/png;base64,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"/>
</svg>
dnfield commented 5 years ago

This is just a big wrapper around a PNG image. <image> tags aren't supported at this point, but even if they were I'd recommend just using a regular Image widget with your image data.

dnfield commented 5 years ago

Duplicate of #72

sanchitmonga22 commented 1 year ago

I have this svg which I am not able to display, which I don't think is an image:

<svg width="268" height="50" viewBox="0 0 268 50" fill="none" xmlns="http://www.w3.org/2000/svg">
    <rect width="268" height="50" rx="4" fill="black" />
    <path
        d="M50.1104 18.9639C50.6167 18.3496 50.9736 17.5112 50.9736 16.6646C50.9736 16.5483 50.9653 16.4321 50.9487 16.3408C50.1187 16.374 49.1226 16.8887 48.5332 17.5859C48.0601 18.1172 47.6284 18.9639 47.6284 19.8105C47.6284 19.9434 47.6533 20.0679 47.6616 20.1094C47.7114 20.1177 47.7944 20.1343 47.8857 20.1343C48.6245 20.1343 49.5542 19.6362 50.1104 18.9639ZM50.6914 20.3086C49.4546 20.3086 48.4419 21.064 47.7944 21.064C47.1055 21.064 46.209 20.3584 45.1299 20.3584C43.0796 20.3584 41.0044 22.0518 41.0044 25.2393C41.0044 27.2314 41.7681 29.3315 42.7227 30.6846C43.5361 31.8301 44.25 32.7681 45.2793 32.7681C46.292 32.7681 46.7402 32.0957 48.002 32.0957C49.2803 32.0957 49.5708 32.7515 50.6914 32.7515C51.8037 32.7515 52.5425 31.7305 53.248 30.7261C54.0283 29.5723 54.3604 28.4517 54.3687 28.3936C54.3022 28.377 52.1772 27.5054 52.1772 25.0732C52.1772 22.9648 53.8457 22.0186 53.9453 21.9438C52.8413 20.3584 51.1562 20.3086 50.6914 20.3086Z"
        fill="white" />
    <path
        d="M71.6362 31.2988C74.5083 31.2988 76.3096 29.8379 76.3096 27.5054V27.4971C76.3096 25.6875 75.2554 24.6748 72.7319 24.1436L71.4453 23.8696C69.9512 23.5542 69.3452 23.0229 69.3452 22.1763V22.168C69.3452 21.147 70.2915 20.5244 71.6196 20.5244C72.9893 20.5161 73.8774 21.1802 74.0269 22.1099L74.0435 22.2095H76.0938L76.0854 22.1016C75.936 20.1758 74.2842 18.7231 71.6279 18.7231C69.0381 18.7231 67.1953 20.1675 67.1953 22.3091V22.3174C67.1953 24.1021 68.2578 25.2476 70.7065 25.7622L71.9932 26.0278C73.5371 26.3599 74.1597 26.8828 74.1597 27.7461V27.7544C74.1597 28.7837 73.147 29.4976 71.7026 29.4976C70.1836 29.4976 69.1128 28.8335 69.0132 27.8291L69.0049 27.7461H66.9297L66.938 27.8623C67.0874 29.9292 68.8555 31.2988 71.6362 31.2988ZM79.1555 20.4082C79.8278 20.4082 80.384 19.8687 80.384 19.188C80.384 18.5156 79.8278 17.9678 79.1555 17.9678C78.4748 17.9678 77.9187 18.5156 77.9187 19.188C77.9187 19.8687 78.4748 20.4082 79.1555 20.4082ZM78.1179 31H80.1848V21.9272H78.1179V31ZM86.2182 34.1875C88.8661 34.1875 90.5429 32.8677 90.5429 30.7759V21.9272H88.476V23.4214H88.3681C87.8534 22.3921 86.8739 21.7778 85.6205 21.7778C83.2797 21.7778 81.852 23.5874 81.852 26.2104V26.2271C81.852 28.8003 83.2797 30.5767 85.579 30.5767C86.8324 30.5767 87.8202 30.0454 88.3432 29.0742H88.4843V30.8091C88.4843 31.9712 87.6625 32.627 86.2514 32.627C85.0976 32.627 84.4086 32.2202 84.2675 31.6392L84.2592 31.6143H82.1923L82.184 31.6392C82.3915 33.1665 83.8276 34.1875 86.2182 34.1875ZM86.2182 28.9331C84.7821 28.9331 83.9687 27.8291 83.9687 26.2271V26.2104C83.9687 24.6084 84.7821 23.4961 86.2182 23.4961C87.6459 23.4961 88.5175 24.6084 88.5175 26.2104V26.2271C88.5175 27.8291 87.6542 28.9331 86.2182 28.9331ZM92.6666 31H94.7335V25.7124C94.7335 24.3511 95.4972 23.4878 96.7257 23.4878C97.9791 23.4878 98.5519 24.2017 98.5519 25.6128V31H100.619V25.1313C100.619 22.9731 99.5148 21.7529 97.4894 21.7529C96.1779 21.7529 95.3063 22.3423 94.8746 23.3135H94.7335V21.9272H92.6666V31ZM107.838 20.4082C108.51 20.4082 109.066 19.8687 109.066 19.188C109.066 18.5156 108.51 17.9678 107.838 17.9678C107.157 17.9678 106.601 18.5156 106.601 19.188C106.601 19.8687 107.157 20.4082 107.838 20.4082ZM106.8 31H108.867V21.9272H106.8V31ZM110.999 31H113.066V25.7124C113.066 24.3511 113.83 23.4878 115.058 23.4878C116.312 23.4878 116.885 24.2017 116.885 25.6128V31H118.951V25.1313C118.951 22.9731 117.847 21.7529 115.822 21.7529C114.51 21.7529 113.639 22.3423 113.207 23.3135H113.066V21.9272H110.999V31ZM126.835 31H128.976L130.736 24.4258H130.877L132.645 31H134.812L137.269 21.9272H135.218L133.716 28.7422H133.575L131.815 21.9272H129.848L128.105 28.7422H127.964L126.453 21.9272H124.378L126.835 31ZM139.724 20.4082C140.397 20.4082 140.953 19.8687 140.953 19.188C140.953 18.5156 140.397 17.9678 139.724 17.9678C139.044 17.9678 138.488 18.5156 138.488 19.188C138.488 19.8687 139.044 20.4082 139.724 20.4082ZM138.687 31H140.754V21.9272H138.687V31ZM146.455 31.0415C146.854 31.0415 147.235 31.0083 147.534 30.9502V29.3564C147.285 29.3813 147.128 29.3896 146.837 29.3896C145.974 29.3896 145.617 29.0078 145.617 28.103V23.5293H147.534V21.9272H145.617V19.7026H143.517V21.9272H142.106V23.5293H143.517V28.5928C143.517 30.3442 144.372 31.0415 146.455 31.0415ZM149.268 31H151.335V25.7124C151.335 24.3511 152.098 23.4878 153.327 23.4878C154.58 23.4878 155.153 24.2017 155.153 25.6128V31H157.22V25.1313C157.22 22.9731 156.116 21.7529 154.091 21.7529C152.779 21.7529 151.908 22.3423 151.476 23.3135H151.335V18.416H149.268V31ZM162.704 31H164.946L165.942 27.9038H170.374L171.379 31H173.62L169.37 19.022H166.954L162.704 31ZM168.092 21.2466H168.233L169.843 26.252H166.481L168.092 21.2466ZM175.055 34.0132H177.121V29.5557H177.263C177.736 30.5352 178.773 31.1494 180.018 31.1494C182.318 31.1494 183.746 29.3647 183.746 26.4761V26.4595C183.746 23.5874 182.293 21.7778 180.018 21.7778C178.748 21.7778 177.761 22.3589 177.263 23.3467H177.121V21.9272H175.055V34.0132ZM179.371 29.4062C177.968 29.4062 177.097 28.2856 177.097 26.4678V26.4512C177.097 24.6333 177.968 23.521 179.371 23.521C180.782 23.521 181.637 24.6333 181.637 26.4595V26.4761C181.637 28.2939 180.782 29.4062 179.371 29.4062ZM185.421 34.0132H187.488V29.5557H187.629C188.102 30.5352 189.14 31.1494 190.385 31.1494C192.684 31.1494 194.112 29.3647 194.112 26.4761V26.4595C194.112 23.5874 192.659 21.7778 190.385 21.7778C189.115 21.7778 188.127 22.3589 187.629 23.3467H187.488V21.9272H185.421V34.0132ZM189.737 29.4062C188.335 29.4062 187.463 28.2856 187.463 26.4678V26.4512C187.463 24.6333 188.335 23.521 189.737 23.521C191.149 23.521 192.004 24.6333 192.004 26.4595V26.4761C192.004 28.2939 191.149 29.4062 189.737 29.4062ZM195.87 31H197.937V18.416H195.87V31ZM204.029 31.1826C206.494 31.1826 207.706 29.7632 207.997 28.5928L208.022 28.5181H206.054L206.029 28.5762C205.83 28.9912 205.191 29.5557 204.07 29.5557C202.668 29.5557 201.788 28.6094 201.763 26.9824H208.105V26.3018C208.105 23.5625 206.511 21.7529 203.929 21.7529C201.348 21.7529 199.696 23.6206 199.696 26.4761V26.4844C199.696 29.373 201.331 31.1826 204.029 31.1826ZM203.954 23.3716C205.108 23.3716 205.946 24.1104 206.087 25.5962H201.779C201.937 24.1519 202.8 23.3716 203.954 23.3716Z"
        fill="white" />
</svg>
leeminhovn commented 6 months ago

If your svg image has two nested tags, the image will not be displayed. The solution is to use only a single tag.