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Converting to screenshot/pdf hangs randomly.

See original GitHub issue

Steps to reproduce

Running under linux with Chrome downloaded from Puppeteer (Chromium 80.0.3987.0)
Puppeteer version 2.1.1
OS : (uname -a) : Linux pc-work 5.4.7-100.fc30.x86_64 #1 SMP Wed Jan 1 01:37:52 UTC 2020 x86_64 x86_64 x86_64 GNU/Linux
Node version v11.3.0

What steps will reproduce the problem?

Copy the following code and run it. It might not fall first, that’s why there is a loop to try it up to 10 times, but it often fails in the first 3 tries.

const puppeteer = require('puppeteer');

(async () => {
  for (let i = 0 ; i < 10; i++) {
    const browser = await puppeteer.launch({
        'ignoreHTTPSErrors': true,
        'headless': true,
        'dumpio': true,
        'args': [
            '--headless', 
            '--disable-gpu', '--safebrowsing-disable-auto-update', '--lang=en-US,en', '--run-all-compositor-stages-before-draw',
            '--disable-translate', '--disable-extensions', '--disable-background-networking',
            '--disable-background-timer-throttling', '--disable-client-side-phishing-detection', '--disable-sync', '--metrics-recording-only', '--disable-default-apps ',
            '--disable-browser-side-navigation', '--disable-hang-monitor', '--disable-popup-blocking', '--disable-prompt-on-repost', '--no-first-run', '--mute-audio',
            '--hide-scrollbars', '--disable-dev-shm-usage',
        ],
    })
    const context = await browser.createIncognitoBrowserContext()
    const page = await context.newPage()

    console.log('Goto:')
    await page.goto('http://path/to/the/following/document.html', {waitUntil: ['load', 'domcontentloaded', 'networkidle0'], timeout: 20000});
    console.log('Screenshot:')
    await page.screenshot({'path': 'example.png'})
    console.log('Close:')
    await browser.close();
  }
})();

<!DOCTYPE html>
<html lang="en-US" prefix="og: http://ogp.me/ns#">

<head>
  <meta http-equiv="Content-Type" content="text/html; charset=UTF-8">
  <meta name="viewport" content="width=device-width, initial-scale=1">
  <title>test</title>
</head>

<body>
  <div id="page" class="hfeed site">
    <div id="content" class="site-content">
      <div id="cmr" class="material print">
        <div class="cmr-body">
          <div id="demographics">
            <div id="race-n-sample">
              <div class="row">
                <div class="col s12">
                  <div id="race-n-sample-gchart"><img
                      src="data:image/png;base64,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  <script type="text/javascript">
  function getURLParameter(name) {
    return decodeURIComponent((new RegExp('[?|&]' + name + '=' + '([^&;]+?)(&|#|;|$)').exec(location.search) || [null, ''])[1].replace(/\+/g, '%20')) || null;
  }

  document.addEventListener("DOMContentLoaded", function() {
    google.charts.load('current', {packages: ['corechart', 'table']});
    google.charts.setOnLoadCallback(draw_gcharts);
  });

  /**
  * Draw google charts and tables,
  * by section
  */
  function draw_gcharts(){
    // DEMOGRAPHICS
    var sample_data = sample_gchart_data.map(function (value, index){
      return [value[0], value[1], value[1]+"%" ,"color: " + '#0ac775'];
    });
    // Add blue color information
    sample_data[1][3] = "color: " + '#3c6afb';

    sample_data.unshift([
      {label: 'Sample', type: 'string'},
      {label: 'Percent', type: 'number'},
      {role: 'annotation'},
      {role: 'style'}
      ]);

    var sample = google.visualization.arrayToDataTable( sample_data );
    var formatter = new google.visualization.NumberFormat({
      fractionDigits: 1,
      suffix: '%'
    });
    formatter.format(sample, 1);

    var options = {
      fontName: 'Montserrat\, sans-serif',
      height: 500,
      legend: {position: "none"},
      annotations: {
        alwaysOutside: true,
        textStyle: {
          color: '#000'
        },
        stem: {color: 'transparent'}
      },
      chartArea: {left: 300, top: 0, width: '75%', height: 400},
      hAxis: {
        minValue: 0,
        ticks: [0, 20, 40, 60, 80, 100],
        format: '#\'%\'',
        viewWindow: { max: 110 }
      },
    };
    var chart_div = document.getElementById('race-n-sample-gchart');
    var chart = new google.visualization.BarChart(chart_div);

    if (getURLParameter('print') == 'open' || getURLParameter('print') == 'save'){
      google.visualization.events.addListener(chart, 'ready', function () {
        chart_div.innerHTML = '<img src="' + chart.getImageURI() + '">';
      });
    }
    chart.draw(sample, options);
  }
  </script>
</body>

</html>

// This is the loader.js file called in the HTML
// Since it's too long, I've created a pastebin for it:
https://pastebin.com/tN2Aa0Ui

// Note, it's an older version of https://www.gstatic.com/charts/47/loader.js

What is the expected result?

The .screenshot (or .pdf, fails too) should generate the right document.

What happens instead?

The call to either screenshot or pdf hangs forever.

Note that page is still available: For instance, calling page.emulateMedia('print'); works. The code hangs at page.screenshot or page.pdf

Issue Analytics

State:
Created 4 years ago
Comments:7

Top GitHub Comments

2reactions

xD-saleemcommented, Mar 3, 2020

I also experienced the same in the past. Using promise race eliminates the hanging

 function sleepForSeconds<T>(sec: number): Promise<T> {
  return new Promise(resolve => {
    setTimeout(() => {
      resolve(null);
    }, sec * 1000);
  });
}

  screenshot = await Promise.race([
      page.screenshot({'path': 'example.png'}),
      sleepForSeconds(2)
    ]);

0reactions

stale[bot]commented, Jul 26, 2022

We are closing this issue. If the issue still persists in the latest version of Puppeteer, please reopen the issue and update the description. We will try our best to accomodate it!

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