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Image in HTML Template

Posted on 06-07-2023 05:00 AM
Una_AppSheet
Bronze 4
Bronze 4
Reply posted on --/--/---- --:-- AM

Hello, can anyone help me with this error when inserting an image?

I have 3 images to be inserted, two logo and a watermark

Captura de tela 2023-06-07 085723.png

my code

<!DOCTYPE html>
<html lang="pt-br">
    <head>
        <meta charset="UTF-8">
        <meta name="viewport" content="width=device-width, initial-scale=1.0">
        <title>A4 HTML Template Portrait</title>
        <style>
            @Page {
                size: A4 portrait; /* Change page orientation to portrait */
                margin: 0px 10px 0px 10px ;
            }

            @Media print {

                .pagebreak { 
                    page-break-before: always;
                }

            }
    
            body {
                margin: 0;
                font-family: Arial, sans-serif;
            }
    
            .container {
                width: 100%;
                max-width: 800px;
                margin: 0 auto;
                padding: 10px;
                padding-top: 0px;
                padding-bottom: 0px;
            }

            .watermark {
                background-image: url(https://drive.google.com/uc?export=view&id=1ilENPf62QuuzCOid-3bp74zMQZpiDKd7);
                background-size: 500px;
                background-repeat: no-repeat;
                background-position: center;
            }
    
            .text-0 {
                text-align: center;
                margin: 0px;
                color: #B8112F;
            }

            .text-1 {
                padding: 10px;
                margin: 0px;
                text-align: left;
                color: #B8112F;
                font-weight: bold;
                border-top: 1px solid black;
            }

            .text-2 {
                padding-left: 20px;
                text-align: left;
                color: #B8112F;
                font-weight: bold;
            }

            .text-3 {
                padding-left: 40px;
                text-align: left;
                font-weight: bold;
            }

            .text-4 {
                padding-left: 60px;
                text-align: left;
                font-weight: normal;
            }
    
            p {
                line-height: 1.5;
                margin: 0;
            }
    
            table {
                width: 100%;
                border-collapse: collapse;
                margin-top: 0px;
                margin-bottom: 0px;
            }
    
            th, td {
                padding: 7px;
                text-align: left;
            }
    
            th {
                font-weight: bold;
            }

            td {
                vertical-align: top;
            }

            .text-left {
                text-align: left;
            }

            .text-center {
                text-align: center;
            }

            .text-right {
                text-align: right;
            }

            /* Additional styling can be added here */
    
        </style>
    </head>
    <body>

        <div class="container" style="padding-top: 30px;">
            <table>
                <colgroup>
                    <col style="width: 27%;"/>
                    <col style="width: 46%;"/>
                    <col style="width: 27%;"/>
                </colgroup>
                <thead>
                    <tr class="header">
                        <td style="vertical-align: middle;"><img 
                            src="https://drive.google.com/uc?export=view&id=1Tbrj7g1z0gflEMaD1Ax58UU55xxNOYRV"
                            width="150px">
                        </td>
                        <td style="vertical-align: middle;"><h1 class="text-0">Fechamento</h1><p style="text-align: center;">Boi</p></td>
                        <td style="text-align: right; vertical-align: middle; padding-right: 20px;">
                            <b>Data Inicial:&nbsp;</b>&lt;&lt;[Data Inicial]&gt;&gt;<br>
                            <b>Data Final:&nbsp;</b>&lt;&lt;[Data Final]&gt;&gt;
                        </td>
                    </tr>
                </thead>  
            </table>
        </div>

        <div class="container">
            <p style="text-align: right; padding-right: 20px; padding-bottom: 10px;">Página 1 de 2</p>
        </div>

        <div class="container watermark">
            <h3 class="text-1">Resumo Fechamento</h3>
            <table>
                <tr>
                    <td class="text-2">➔ Carne</td>
                </tr>
                <tr>
                    <th class="text-3" style="padding-top: 0px;">Total Estimado</th>
                    <th style="padding-top: 0px;">&lt;&lt;[Total Estimado (Kg)]&gt;&gt; Kg</th>
                    <th style="padding-top: 0px;"></th>
                    <th style="padding-top: 0px;">&lt;&lt;[Total Estimado (R$)]&gt;&gt;</th>
                </tr>
                <tr>
                    <td class="text-4" style="padding-top: 0px;">Estimado Peu</td>
                    <td style="padding-top: 0px;">&lt;&lt;[Total Estimado (Kg)]&gt;&gt; Kg</td>
                    <td style="text-align: right; padding-top: 0px;">+</td>
                    <td style="padding-top: 0px;">&lt;&lt;[Total Estimado (R$)]&gt;&gt;</td>
                </tr>
                <tr>
                    <th class="text-3" style="padding-top: 0px;">Total Carne</th>
                    <th style="padding-top: 0px;">&lt;&lt;[Total Carne (Kg)]&gt;&gt; Kg</th>
                </tr>
                <tr>
                    <th class="text-3" style="padding-top: 0px;">Total Acréscimo</th>
                    <th style="padding-top: 0px;"><p>&lt;&lt;IF:[Total Acréscimo (Kg)]&gt;0&gt;&gt;&lt;&lt;[Total Acréscimo (Kg)]&gt;&gt; Kg (+&lt;&lt;[Total Acréscimo (%)]&gt;&gt;)&lt;&lt;ENDIF&gt;&gt;&lt;&lt;IF:[Total Acréscimo (Kg)]&lt;0&gt;&gt;&lt;&lt;[Total Acréscimo (Kg)]&gt;&gt; Kg (&lt;&lt;[Total Acréscimo (%)]&gt;&gt;)&lt;&lt;ENDIF&gt;&gt;</p></th>
                    <th style="padding-top: 0px;"></th>
                    <th style="padding-top: 0px;">&lt;&lt;[Total Acréscimo (R$)]&gt;&gt;</th>
                </tr>
                <tr>
                    <td class="text-4" style="padding-top: 0px;">Acréscimo Peu</td>
                    <td style="padding-top: 0px;">&lt;&lt;[Acréscimo Peu (Kg)]&gt;&gt; Kg</td>
                    <td style="text-align: right; padding-top: 0px;">+</td>
                    <td style="padding-top: 0px;">&lt;&lt;[Acréscimo Peu (R$)]&gt;&gt;</td>
                </tr>
                <tr>
                    <td class="text-4" style="padding-top: 0px;">Acréscimo Una</td>
                    <td style="padding-top: 0px;">&lt;&lt;[Acréscimo Una (Kg)]&gt;&gt; Kg</td>
                    <td style="text-align: right; padding-top: 0px;">+</td>
                    <td style="padding-top: 0px;">&lt;&lt;[Acréscimo Una (R$)]&gt;&gt;</td>
                </tr>
                <tr>
                    <th class="text-3" style="padding-top: 0px;">Total Diversos</th>
                    <th style="padding-top: 0px;">&lt;&lt;[Total Diversos (Kg)]&gt;&gt; Kg</th>
                </tr>
                <tr>
                    <td class="text-2">➔ Frete</td>
                </tr>
                <tr>
                    <th class="text-3" style="padding-top: 0px;">Total Frete</th>
                    <th style="padding-top: 0px;">&lt;&lt;[Total Frete (Qtde)]&gt;&gt; Viagens</th>
                    <th style="padding-top: 0px;"></th>
                    <th style="padding-top: 0px;">&lt;&lt;[Total Frete (R$)]&gt;&gt;</th>
                </tr>
                <tr>
                    <td class="text-4" style="padding-top: 0px;">Frete Peu</td>
                    <td style="padding-top: 0px;">&lt;&lt;[Frete Peu (Qtde)]&gt;&gt; Viagens</td>
                    <td style="text-align: right; padding-top: 0px;">+</td>
                    <td style="padding-top: 0px;">&lt;&lt;[Frete Peu (R$)]&gt;&gt;</td>
                </tr>
                <tr>
                    <td class="text-4" style="padding-top: 0px;">Frete Una</td>
                    <td style="padding-top: 0px;">&lt;&lt;[Frete Una (Qtde)]&gt;&gt; Viagens</td>
                    <td style="text-align: right; padding-top: 0px;">-</td>
                    <td style="padding-top: 0px;">&lt;&lt;[Frete Una (R$)]&gt;&gt;</td>
                </tr>
                <tr>
                    <td class="text-2">➔ Pagamento</td>
                </tr>
                <tr>
                    <th class="text-3" style="padding-top: 0px;">Total Pagamento</th>
                    <th style="padding-top: 0px;">&lt;&lt;[Total Pagamento]&gt;&gt;</th>
                </tr>
                <tr>
                    <td class="text-4" style="padding-top: 0px;">Frete Peu</td>
                    <td style="padding-top: 0px;">&lt;&lt;[Líquido Peu]&gt;&gt;</td>
                </tr>
                <tr>
                    <td class="text-4" style="padding-top: 0px;">Frete Una</td>
                    <td style="padding-top: 0px;">&lt;&lt;[Líquido Una]&gt;&gt;</td>
                </tr>
                <tr><td></td></tr>
            </table>
        </div>

        <div class="container">
            <h3 class="text-1">Observações</h3>
            <table>
                <tr>
                    <td style="padding-left: 20px; padding-top: 10px;"><b>Descrição:&nbsp;</b>&lt;&lt;[Descrição]&gt;&gt;</td>
                </tr>
                <tr>
                    <td style="padding-left: 20px; padding-top: 0px;"><b>Tags:&nbsp;</b>&lt;&lt;[Tags]&gt;&gt;</td>
                </tr>
                <tr>
                    <td style="padding-left: 20px; padding-top: 0px;"><b>Comentário:&nbsp;</b>&lt;&lt;[Comentário]&gt;&gt;</td>
                </tr>
                <tr><td></td></tr>
            </table>
        </div>

        <div class="pagebreak"> </div>

        <div class="container" style="padding-top: 30px;">
            <table>
                <colgroup>
                    <col style="width: 27%;"/>
                    <col style="width: 46%;"/>
                    <col style="width: 27%;"/>
                </colgroup>
                <thead>
                    <tr class="header">
                        <td style="vertical-align: middle;"><img 
                            src="https://drive.google.com/uc?export=view&id=1Tbrj7g1z0gflEMaD1Ax58UU55xxNOYRV"
                            width="150px">
                        </td>
                        <td style="vertical-align: middle;"><h1 class="text-0">Fechamento</h1><p style="text-align: center;">Boi</p></td>
                        <td style="text-align: right; vertical-align: middle; padding-right: 20px;">
                            <b>Data Inicial:&nbsp;</b>&lt;&lt;[Data Inicial]&gt;&gt;<br>
                            <b>Data Final:&nbsp;</b>&lt;&lt;[Data Final]&gt;&gt;
                        </td>
                    </tr>
                </thead>  
            </table>
        </div>

        <div class="container">
            <p style="text-align: right; padding-right: 20px; padding-bottom: 10px;">Página 2 de 2</p>
        </div>

        <div class="container watermark">
            <h3 class="text-1">Histórico de Entrada</h3>
            <table>
                <tr>
                    <th class="text-left" style="padding-left: 20px; padding-bottom: 0px;">Data</th>
                    <th class="text-right" style="padding-bottom: 0px;">Total Fazenda</th>
                    <th class="text-right" style="padding-bottom: 0px;">Total Estimado</th>
                    <th class="text-right" style="padding-bottom: 0px;">Total Carne</th>
                    <th class="text-right" style="padding-right: 30px; padding-bottom: 0px;">Acréscimo</th>
                </tr>
                <tr>
                    <td class="text-left" style="padding-left: 20px;"><p>&lt;&lt;START:[Histórico de Entradas]&gt;&gt;&lt;&lt;[Data]&gt;&gt;</p></td>
                    <td class="text-right">&lt;&lt;[Total Fazenda (Kg)]&gt;&gt; Kg<br><p style="color: #808080;">&lt;&lt;[Valor Kg]&gt;&gt;/Kg</p></td>
                    <td class="text-right">&lt;&lt;[Total Estimado (Kg)]&gt;&gt; Kg<br><p style="color: #808080;">&lt;&lt;[Total Estimado (R$)]&gt;&gt;</p></td>
                    <td class="text-right">&lt;&lt;[Total Carne (Kg)]&gt;&gt; Kg</td>
                    <td class="text-right" style="padding-right: 30px;"><p>&lt;&lt;IF:[Total Acréscimo (Kg)]&gt;0&gt;&gt;+ &lt;&lt;[Total Acréscimo (Kg)]&gt;&gt; Kg (+&lt;&lt;[Total Acréscimo (%)]&gt;&gt;)&lt;&lt;ENDIF&gt;&gt;&lt;&lt;IF:[Total Acréscimo (Kg)]&lt;0&gt;&gt;&lt;&lt;[Total Acréscimo (Kg)]&gt;&gt; Kg (&lt;&lt;[Total Acréscimo (%)]&gt;&gt;)&lt;&lt;ENDIF&gt;&gt;&lt;&lt;IF:[Total Acréscimo (Kg)]=0&gt;&gt; 0,00 Kg (0,00%)&lt;&lt;ENDIF&gt;&gt;</p><p style="color: #808080;">&lt;&lt;[Total Acréscimo (R$)]&gt;&gt;&lt;&lt;END&gt;&gt;</p></td>
                </tr>
                <tr><td></td></tr>
            </table>
        </div>

    </body>
    </html>

 

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Posted on --/--/---- --:-- AM
Una_AppSheet
Bronze 4
Bronze 4
Reply posted on --/--/---- --:-- AM

Thanks to everyone who replied, in the end I managed to make it work in the following way.

 

Logo

1. I used "photopea.com" to convert the images to "SVG" format.

2. I copied the generated code and pasted it where the link to the images was.

Old code.

 

 

        <div class="container" style="padding-top: 30px;">
            <table>
                <colgroup>
                    <col style="width: 27%;"/>
                    <col style="width: 46%;"/>
                    <col style="width: 27%;"/>
                </colgroup>
                <thead>
                    <tr class="header">
                        <td style="vertical-align: middle;"><img 
                            src="https://drive.google.com/uc?export=view&id=1Tbrj7g1z0gflEMaD1Ax58UU55xxNOYRV"
                            width="150px">
                        </td>
                        <td style="vertical-align: middle;"><h1 class="text-0">Fechamento</h1><p style="text-align: center;">Boi</p></td>
                        <td style="text-align: right; vertical-align: middle; padding-right: 20px;">
                            <b>Data Inicial:&nbsp;</b>&lt;&lt;[Data Inicial]&gt;&gt;<br>
                            <b>Data Final:&nbsp;</b>&lt;&lt;[Data Final]&gt;&gt;
                        </td>
                    </tr>
                </thead>  
            </table>
        </div>

 

 

 

New code.

 

 

        <div class="container" style="padding-top: 30px;">
            <table>
                <colgroup>
                    <col style="width: 27%;"/>
                    <col style="width: 46%;"/>
                    <col style="width: 27%;"/>
                </colgroup>
                <thead>
                    <tr class="header">
                        <td style="vertical-align: middle;">
                            <svg version="1.2" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 543 291" width="150">
                                <title>LogoMarca</title>
                                <defs>
                                    <image  width="479" height="220" id="img1" 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"/>
                                </defs>
                                <style>
                                </style>
                                <use id="Background" href="#img1" x="32" y="36"/>
                            </svg>
                        </td>
                        <td style="vertical-align: middle;"><h1 class="text-0">Fechamento</h1><p style="text-align: center;">Boi</p></td>
                        <td style="text-align: right; vertical-align: middle; padding-right: 20px;">
                            <b>Data Inicial:&nbsp;</b>&lt;&lt;[Data Inicial]&gt;&gt;<br>
                            <b>Data Final:&nbsp;</b>&lt;&lt;[Data Final]&gt;&gt;
                        </td>
                    </tr>
                </thead>  
            </table>
        </div>

 

 

 

 

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7 REPLIES 7

Posted on --/--/---- --:-- AM
Collectiumbro
Bronze 5
Bronze 5
Reply posted on --/--/---- --:-- AM

Based on the provided code and error description, it seems like you're trying to insert images into an HTML document but encountering an error. To resolve the issue, here are a few steps you can follow:

  1. Make sure the image URLs are correct: Check if the URLs of the images you're trying to insert are valid and accessible. You can open the image URLs directly in a web browser to verify if they load properly. In your code, you're using the following URLs:

    Confirm that these URLs are correct and accessible.

  2. Ensure the image URLs are properly referenced in the code: In your code, you're referencing the images using the src attribute of the <img> tag and the background-image property of the .watermark class. Double-check that you haven't made any typos or mistakes in referencing the images.

    For example, the logo image is referenced twice in the code. Confirm that both occurrences of the logo image URL are correct and match the actual URL of the image.

  3. Check if the images have the correct file formats: Ensure that the images you're trying to insert have supported file formats such as JPEG, PNG, or GIF. If the images have different formats or an unsupported format, it could cause issues when rendering them in the HTML document.

    Based on the image URLs you provided, they appear to be in the PNG format, which should be supported by web browsers.

  4. Verify if there are any access restrictions or permissions: If the images are hosted on a platform like Google Drive, ensure that the images are publicly accessible or that the necessary permissions are set to allow access to the images. If the images require authentication or have restricted access, they may not load correctly in the HTML document.

By reviewing and verifying the above points, you should be able to identify and resolve any issues causing the error when inserting the images.

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Posted on --/--/---- --:-- AM
SkrOYC
Gold 5
Gold 5
Reply posted on --/--/---- --:-- AM

Seems like you are not using public URLs.
BTW, you could use some images from the AppSheet app itself and AppSheet creates a public URL for you

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Posted on --/--/---- --:-- AM
Kabuliño
Silver 2
Silver 2
Reply posted on --/--/---- --:-- AM

what @SkrOYC  says is correct.

I'm pretty sure you'll run into a "BUG" later on, or at least I ran into one and I'm curious to know if you run into it or not

 

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Posted on --/--/---- --:-- AM
SkrOYC
Gold 5
Gold 5
Reply posted on --/--/---- --:-- AM

After a second look, could you try removing the "export=view" from the URLs?

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Posted on --/--/---- --:-- AM
Una_AppSheet
Bronze 4
Bronze 4
Reply posted on --/--/---- --:-- AM

Thanks to everyone who replied, in the end I managed to make it work in the following way.

 

Logo

1. I used "photopea.com" to convert the images to "SVG" format.

2. I copied the generated code and pasted it where the link to the images was.

Old code.

 

 

        <div class="container" style="padding-top: 30px;">
            <table>
                <colgroup>
                    <col style="width: 27%;"/>
                    <col style="width: 46%;"/>
                    <col style="width: 27%;"/>
                </colgroup>
                <thead>
                    <tr class="header">
                        <td style="vertical-align: middle;"><img 
                            src="https://drive.google.com/uc?export=view&id=1Tbrj7g1z0gflEMaD1Ax58UU55xxNOYRV"
                            width="150px">
                        </td>
                        <td style="vertical-align: middle;"><h1 class="text-0">Fechamento</h1><p style="text-align: center;">Boi</p></td>
                        <td style="text-align: right; vertical-align: middle; padding-right: 20px;">
                            <b>Data Inicial:&nbsp;</b>&lt;&lt;[Data Inicial]&gt;&gt;<br>
                            <b>Data Final:&nbsp;</b>&lt;&lt;[Data Final]&gt;&gt;
                        </td>
                    </tr>
                </thead>  
            </table>
        </div>

 

 

 

New code.

 

 

        <div class="container" style="padding-top: 30px;">
            <table>
                <colgroup>
                    <col style="width: 27%;"/>
                    <col style="width: 46%;"/>
                    <col style="width: 27%;"/>
                </colgroup>
                <thead>
                    <tr class="header">
                        <td style="vertical-align: middle;">
                            <svg version="1.2" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 543 291" width="150">
                                <title>LogoMarca</title>
                                <defs>
                                    <image  width="479" height="220" id="img1" 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"/>
                                </defs>
                                <style>
                                </style>
                                <use id="Background" href="#img1" x="32" y="36"/>
                            </svg>
                        </td>
                        <td style="vertical-align: middle;"><h1 class="text-0">Fechamento</h1><p style="text-align: center;">Boi</p></td>
                        <td style="text-align: right; vertical-align: middle; padding-right: 20px;">
                            <b>Data Inicial:&nbsp;</b>&lt;&lt;[Data Inicial]&gt;&gt;<br>
                            <b>Data Final:&nbsp;</b>&lt;&lt;[Data Final]&gt;&gt;
                        </td>
                    </tr>
                </thead>  
            </table>
        </div>

 

 

 

 

Jump to Solution

Posted on --/--/---- --:-- AM
Una_AppSheet
Bronze 4
Bronze 4
In response to Una_AppSheet
Reply posted on --/--/---- --:-- AM

Watermark

1. I used "photopea.com" to convert the images to "CSV" format.

2. I converted the generated code using "yoksel.github.io/url-encoder".

3. I copied the converted code and pasted it where the link to the watermark was.

Old code

            .watermark {
                background-image: url(https://drive.google.com/uc?export=view&id=1ilENPf62QuuzCOid-3bp74zMQZpiDKd7);
                background-size: 500px;
                background-repeat: no-repeat;
                background-position: center;
            }

 

New code.

            .watermark {
                background-image: url("data&colon;image/svg+xml,%3Csvg version='1.2' xmlns='http://www.w3.org/2000/svg' viewBox='0 0 2480 3508' width='2480' height='3508'%3E%3Ctitle%3ENão Revisado%3C/title%3E%3Cdefs%3E%3Cimage width='2342' height='2342' id='img1' 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'/%3E%3C/defs%3E%3Cstyle%3E%3C/style%3E%3Cuse 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@Una_AppSheet wrote:

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