css – How do I display that a title link is clickable?

I am making a web app, so not a static website but more of an app for managing homework. I have these cards on the home page for each homework you have been set as a student.

But I have the title in the content section of the card and I think its clickable because I know but I want to know how others think, and if it isn’t obvious then what is another way I can do it.

enter image description here

The Mathematics Revision is the title, but I feel like it isn’t obvious it is clickable, and it is important to be able to go the page it goes to.

html – How to avoid that H1 tag is used for SEO, “fake” H1 with CSS

What is the best and easiest way to provide something like the H1 tag but in a way that it doesn’t affect google rankings? Our homepage sometimes is used for advertisement, this should be in the H1 which is normally used for the default content that describes the company.

But we don’t want that search engines list us with these ads. Do we have to replace the H1 with something else, for example CSS with big font and bold or is there another way to avoid it?

Problemas ao vincular documento css a um documento html no android

ando fazendo testes para ver se consigo desenvolver html utilizando ferramentas e aplicativos no android, e aparentemente tudo funciona bem, porém quando uso a tag link dentro da seção head do meu documento de teste, os efeitos CSS relacionados ao documento vinculado não se apresentam no navegador Google Chrome.
eis o código do documento de teste em html

Como podem ver, vinculei um documento chamado “styles.css” ao meu documento “index.html”

eis o código de styles.css

Os dois documentos estão na mesma pasta no meu aparelho android, como podem ver:

caminhos dos documentos

Então não faço a mínima ideia do porquê de o texto “test” não aparecer com nenhuma das formatações que eu coloquei no “styles.css” há algum tipo diferente de href que eu preciso fazer ou algo assim?

css – Why is an initial scale of 0.8 necessary on my script?

I wrote and published a free script here: https://www.perfecterrordocs.com

I need to know why it is necessary to use an initial scale of 0.8 in the <meta name="viewport"...> tag, and how I can achieve the same or better results using an initial scale of 1.0 with slightly modified CSS. I.e. What do I have to change in the CSS below, to use an initial scale of 1.0 without inadvertently breaking the current appearance on mobile devices?

NOTE: This is a free community project and I make NO profit whatsoever from it, so any help would be greatly appreciated.

GitHub Project Page: https://github.com/JamesAndersonJr/PerfectErrorDocuments

The CSS:

@-ms-viewport
    {
        width:device-width;
        zoom:0.8;
    }

html
    {
        -webkit-box-sizing:border-box;
        -moz-box-sizing:border-box;
        box-sizing:border-box;

        height:100% !important;
        min-height:100%;

        margin:0px;
        padding:0px;
    }

body
    {
        -webkit-box-sizing:border-box;
        -moz-box-sizing:border-box;
        box-sizing:border-box;

        height:100% !important;
        min-height:100%;

        margin:0px;
        padding:0px;

        background-color:#FFFFFF;
        background-image:url('data:image/png;base64,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');
        background-repeat:repeat;

        color:#676767;
        font-family:Arial, Helvetica, sans-serif;
        font-size:1em;
        text-align:center;
        text-shadow:1px 1px #FFFFFF;
    }

h1
    {
        color:#FF3737;
        font-size:1em;
        line-height:1.4em;
        text-shadow:1px 1px #FFFFFF;
    }

p
    {
        line-height:150%;
    }

*:focus
    {
        outline:none !important;
    }

*::-moz-focus-inner 
    {
        border:0 !important;
    }

a:link, a:link *
    {
        border-bottom:0px none transparent;

        color:#008AED;
        font-family:inherit;
        font-size:inherit;
        font-weight:inherit;
        text-decoration:none;
        line-height:inherit;
    }

a:hover, a:hover *
    {
        border-bottom:1px solid #008AED;
    }

a:visited, a:visited *
    {
        color:#8066FF !important;
    }

a:visited:hover, a:visited:hover *
    {
        border-bottom:1px solid #8066FF !important;
    }

.goog-te-gadget-simple *
    {
        border-bottom:0px none transparent !important;

        color:inherit !important;
        text-decoration:inherit !important;
    }

.goog-te-gadget-simple
    {
        padding:5px !important;

        border:1px solid #BCBCBC !important;
    }

.main_cont_div
    {
        -webkit-box-sizing:border-box;
        -moz-box-sizing:border-box;
        box-sizing:border-box;

        width:100%;
        height:100%;

        margin:0px !important;
        padding:0px !important;

        border:0px none transparent;

        text-align:center;
    }

.sub_cont_div
    {
        -webkit-box-sizing:border-box;
        -moz-box-sizing:border-box;
        box-sizing:border-box;

        display:table;

        width:100%;
        max-width:37em;

        margin:0px auto;
        padding:2.1em 2em 2em 2em;

        border:0px none transparent;

        text-align:center;

        vertical-align:middle;
    }

div.dialog
    {
        -webkit-box-sizing:border-box;
        -moz-box-sizing:border-box;
        box-sizing:border-box;

        width:inherit !important;
        height:auto;

        margin:2.2em auto 0px auto;
        padding:0.8em 4em 1.7em 4em;

        border-collapse:collapse;
        border:1px solid #CCCCCC;
        border-right-color:#999999;
        border-bottom-color:#999999;

        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');
        background-repeat:repeat;
    }

input.sec_ctr
    {
        -webkit-box-sizing:border-box;
        -moz-box-sizing:border-box;
        box-sizing:border-box;

        width:21px;
        height:21px;

        border:0px none transparent;

        background-color:transparent;

        color:#666666;
        font-size:0.938em;
        text-align:center;
        text-shadow:1px 1px #FFFFFF;

        vertical-align:baseline;
    }

.cntr_elmt
    {
        display:table;

        margin:0px auto;
    }

.txt_trsfm_cap
    {
        text-transform: capitalize;
    }

.txt_trsfm_cap_forc
    {
        text-transform: capitalize !important;
    }

.txt_trsfm_uc
    {
        text-transform: uppercase;
    }

.txt_trsfm_uc_forc
    {
        text-transform: uppercase !important;
    }

.txt_trsfm_lc
    {
        text-transform: lowercase;
    }

.txt_trsfm_lc_forc
    {
        text-transform: lowercase !important;
    }

.no_brdrs
    {
        border:0px none transparent;
    }

.no_brdrs_forc
    {
        border:0px none transparent !important;
    }

.no_sel, img, input, button
    {
        -webkit-touch-callout:none;
        -webkit-user-select:none;
        -khtml-user-select:none;
        -moz-user-select:none;
        -ms-user-select:none;
        user-select:none;
    }

.no_sel_forc
    {
        -webkit-touch-callout:none !important;
        -webkit-user-select:none !important;
        -khtml-user-select:none !important;
        -moz-user-select:none !important;
        -ms-user-select:none !important;
        user-select:none !important;
    }

.no_txt_deco
    {
        text-decoration:none;
    }

.no_txt_deco_forc
    {
        text-decoration:none !important;
    }

.no_wrap
    {
        white-space:nowrap;
    }

.no_wrap_forc
    {
        white-space:nowrap !important;
    }

.bttn, button, input(type='button'), input(type='submit'), input(type='reset')
    {
        -webkit-box-sizing:border-box;
        -moz-box-sizing:border-box;
        box-sizing:border-box;

        padding:8px 14px 9px 14px !important;

        -webkit-box-shadow:0px 1px 2px rgba(159,159,159,0.5);
        -khtml-box-shadow:0px 1px 2px rgba(159,159,159,0.5);
        -moz-box-shadow:0px 1px 2px rgba(159,159,159,0.5);
        box-shadow:0px 1px 2px rgba(159,159,159,0.5);

        -webkit-border-radius:2px;
        -khtml-border-radius:2px;
        -moz-border-radius:2px;
        border-radius:2px;

        border:1px solid #BCBCBC;

        background:#F0F0F0;
        background:-moz-linear-gradient(top, #F0F0F0 0%, #E0E0E0 100%);
        background:-webkit-gradient(linear, left top, left bottom, color-stop(0%,#F0F0F0), color-stop(100%,#E0E0E0));
        background:-webkit-linear-gradient(top, #F0F0F0 0%,#E0E0E0 100%);
        background:-o-linear-gradient(top, #F0F0F0 0%,#E0E0E0 100%);
        background:-ms-linear-gradient(top, #F0F0F0 0%,#E0E0E0 100%);
        background:linear-gradient(to bottom, #F0F0F0 0%,#E0E0E0 100%);
        filter:progid:DXImageTransform.Microsoft.gradient(startColorstr='#F0F0F0', endColorstr='#E0E0E0',GradientType=0);

        color:#535353 !important;
        font-size:0.928em !important;
        font-weight:normal !important;
        line-height:normal !important;
    }

.bttn:hover, button:hover, input(type='button'):hover, input(type='submit'):hover, input(type='reset'):hover
    {
        background:#F8F8F8;
        background:-moz-linear-gradient(top, #F8F8F8 0%, #E1E1E1 100%);
        background:-webkit-gradient(linear, left top, left bottom, color-stop(0%,#F8F8F8), color-stop(100%,#E1E1E1));
        background:-webkit-linear-gradient(top, #F8F8F8 0%,#E1E1E1 100%);
        background:-o-linear-gradient(top, #F8F8F8 0%,#E1E1E1 100%);
        background:-ms-linear-gradient(top, #F8F8F8 0%,#E1E1E1 100%);
        background:linear-gradient(to bottom, #F8F8F8 0%,#E1E1E1 100%);
        filter:progid:DXImageTransform.Microsoft.gradient(startColorstr='#F8F8F8', endColorstr='#E1E1E1',GradientType=0);
    }

.bttn:active, button:active, input(type='button'):active, input(type='submit'):active, input(type='reset'):active
    {
        -webkit-box-shadow:inset 0px 1px 2px rgba(205,205,205,1);
        -khtml-box-shadow:inset 0px 1px 2px rgba(205,205,205,1);
        -moz-box-shadow:inset 0px 1px 2px rgba(205,205,205,1);
        box-shadow:inset 0px 1px 2px rgba(205,205,205,1);

        background:#E0E0E0;

        text-decoration:none !important;
    }
```

html – Problema de Responsive Design CSS

Estaba adaptando una página a responsive design, las medidas adaptables a móvil iban bien, hasta que lo actualizo en un momento y las medidas en móvil no se adaptaron bien, tuve que actualizarlo un par de veces para que se adapte.

¿Será un problema al cargar la imagen?

¿Será que las imágenes son muy pesadas?

¿Es problema de mi diseño?

¿Será que esa herramienta responsive de Chrome falla y debería probarlo directamente en móvil?.

La primera imagen es el diseño correcto y la segunda es cuando la actualizo.

Diseño Responsive correcto

Diseño Responsive incorrecto

CODIGO CSS

:root{
    --color-principal:#21ADFF;
    --color-fondo:#F0F0F0;
    --color-negro:#1A1A1A;
    --color-plomo:#999999;
}

nav{
    background-color:var(--color-principal);
    height:70px;
    width:100%;
    display:flex;
    align-items:flex-start;

    justify-content:space-between;
}

img{
    margin-top:5px;
    width:30%;
    margin-right:40px;
}

@media only screen and (max-width: 825px) {
    img{
        width:250px;
        margin-right:5px;

    }
}

.botones_nav{
    height:100%;
    display:flex;

    align-items:center;
}


.boton_home{
    background-image:url(Home.svg);
    background-repeat:no-repeat;
    background-size:40px 40px;
    background-position:center;
    margin-right:10px;

    padding:30px;
    
}
.boton_menu{
    background-image:url(Menu.svg);
    background-repeat:no-repeat;
    background-size:40px 40px;
    background-position:center;

    padding:30px;
}

CODIGO HTML

<!DOCTYPE html>
<html lang="en">
<head>
    <meta charset="UTF-8">
    <meta name="viewport" content="width=device-width, initial-scale=1.0">
    <title>Formulario</title>
    <link rel="stylesheet" href="estilos.css">
    <link rel="stylesheet" href="normalize.css">
</head>
<body>
    <nav>
        <div class="botones_nav">
            <a href="#" class="boton_home"></a>
            <a href="#" class="boton_menu"></a>
        </div>
        <img src="Logo_blanco_negro.svg" alt="logo">
    </nav>
</body>
</html>

sass – A styled ordered list whose outer list should have numbers and inner list should have letters using CSS counter property

I am trying to styles an ordered list where i want all the outer list elements to have numeric list style and inner list item to have letters.

The below is my structure.

 <div class="subitems">
    <ol><li>This is a list with numeric list style
        <ol><li>This is a list with numeric list style
            <ol class="rulebook-alpha"><li>This is a list with numeric list style</li>
                <li>This is a list with numeric list style</li>
            </ol></li>
            <li>This is a list with numeric list style</li>
        </ol></li>
    </ol>
</div>

This is my css

div.subitems {
    ol {
        list-style-type: none;
        counter-reset: item;
        padding-left: 20px;
        li {
            counter-increment: item;
            padding: 0 0 20px 5px;
            position: relative;
            z-index: 0;

            &::before {
                content: counters(item, ".") ". ";
                display: table-cell;
                position: absolute;
                left: -22px;
            }
            ol.rulebook-alpha {
                counter-reset: alpha;
                padding-left: 30px;

                li {
                    padding: 20px 0 0 10px;

                    &::before {
                        counter-increment: alpha;
                        content: "("counter(alpha, lower-alpha) ") ";
                    }
                }
            }
            
        }
    }
 
}

This is my output
enter image description here

My aim is to have 1.2 instead of 1.4 could you anyone please help me

css – cambiar clase a elemento en jquery

en el siguiente enlace he creado un pen donde los elementos deben cambiar de forma dinámica, cuando este activo el elemento agregue la clase con los dos elementos que he creado en html, de forma practica se que puedo agregar una clase al hacerle click al elemento, ahora tendré que cambiar los elementos cuando cambie su clase active y agregarlos donde aparezca el active

theme development – How to dynamically set a background image with the customizer without putting the css as an inline-style

Here is what I am using currently,

<div class="home-header" style="background-image:url('<?php echo get_theme_mod( 'home-header-img' ); ?>'); height: 500px; width: 100%; display: flex; justify-content: center; align-items: center; background-repeat: no-repeat">

I have the background-image being set by the customizer and it’s working great however I am unable to have inline styles due to the ThemeForest theme standards. What should I be doing here? or is there a better way to go out this? thanks

Need help with CSS image position and background color

Hi i’m trying to move the black dove image to somewhere in the green header background. I tried using position relative, absolute together with margin, padding can’t seems to figure out how to push it there. You can download the HTML file here https://github.com/mdn/learning-area/blob/master/html/introduction-to-html/structuring-a-page-of-content-start/assets.zip?raw=true

The first that contains h1, this is my CSS:

header {

text-align: center;

height: 300px;

font-family: ‘Cinzel Decorative’, cursive;

padding-top: 5px;

clear: right;

background-color: #32CD32

}

For the dove.png image tag, this is my CSS:

.headerimg {

width: 150px;

height: 120px;

float: right;

}

I want to move the dove image into the green background header. Example here the dove is on the top right: https://media.prod.mdn.mozit.cloud/attachments/2016/02/09/12449/7591b0b929e32f5164d3496229799255/example-page.png

Also the background color for header is not occupying the entire browser screen for that div, can someone advise me on how to do both? thanks.

css – Como remover apenas a scrollbar horizontal da página?

Isso não remove o scroll, ele oculta, se for para remover o certo seria aplicar direto no elementos:

html, body {
    overflow-x: hidden;
}

Aplicamos em ambos porque no Chrome e no Firefox geralmente é (ou era) diferente o elemento que possui o scrollbar padrão

Devo ressaltar, se tem um scrollbar horizontal que não devia existir é porque tem um elemento que estar excedendo a largura da página, então usar coisas como overflow é só gambiarra, você tem que IDENTIFICAR o elemento que esta ultrapassando os limites do view-port usando o DevTools do seu navegador

  • Aperte F12 (geralmente) e abra o DevTools
  • Role a página ao máximo que puder para a direita
  • Selecione a ferramenta de selecionar elementos: inspecionar elementos
  • Vá passando o mouse no lado direito da página, você irá com certeza encontrar o elemento