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Crea tu planeador semanal con CSS Grid, Flexbox y Glassmorphism

17928Puntos

hace 4 años

Glassmorphism es una tendencia de diseño que combina efectos de vidrio con colores muy vivos y elementos translúcidos flotando por la interfaz.

En este tutorial te enseñaré cómo maquetar un planeador semanal con CSS Grid, Flexbox y este estilo visual tan bello.

Los cursos de Platzi que te recomiendo antes o después de completar este tutorial son los siguientes:

Paso 0: planeación

Siempre que empiezo un proyecto me encanta planear muy bien cada paso, así tengo una visión más clara de lo que quiero lograr y sé más o menos cuánto tiempo me va a llevar hacerlo.

En este caso, realizaremos los siguientes 5 pasos:

  1. Creación de un wireframe
  2. Selección de la paleta de colores, fuentes e íconos
  3. Identificación de elementos padres e hijos
  4. Elaboración del efecto Glassmorphism con CSS
  5. Creación de los diferentes elementos con HTML y CSS
  6. Reto: responsive design

⚠️ Recomendación
Evita copiar y pegar el código. Trata de transcribir cada detalle y entender muy bien su funcionamiento. Solo de esta forma podrás convertirte en experta o experto maquetando con CSS.​

ʕ•́ᴥ•̀ʔっ ¡Empecemos!

Paso 1: diseña el primer wireframe


​Lo primero que debes hacer es diseñar el layout de tu planeador.

Un wireframe es un boceto donde definimos de forma muy sencilla y esquemática el contenido y la posición de los diversos bloques de nuestro proyecto. Esto lo hacemos con el fin de tener una idea clara antes de comenzar a escribir código.

Te recomiendo que antes de empezar escribas una lista de requerimientos, problemas y soluciones que buscas resolver con tu planeador. Siéntete libre de expresar toda tu creatividad.

Este es mi wireframe:

Wireframe calendario CSS Grid
  • Selectores básicos, combinadores y pseudoclases.
  • CSS Grid Layout.
  • Flexbox.
  • Modelo de caja.
  • Positions.
  • Contexto de apilamiento.

Los cursos de Platzi que te recomiendo, son:

Paso 2: añade colores, fuentes e iconos


Ahora que tienes tu wireframe, puedes usar tus herramientas y plataformas favoritas para añadir los detalles restantes de tu diseño. Yo voy a usar las siguientes:

Gracias a estas herramientas pude detallar un poco más el diseño de mi planeador personal:

CSS Grid

Paso 3: identifica los elementos padres e hijos


Aún no vamos a maquetar (escribir código HTML y CSS), solo vamos a identificar los elementos y contenedores que necesitará nuestra aplicación para funcionar.

Identificar los elementos padres e hijos de nuestro wireframe nos va a permitir trabajar muchísimo mejor con las diferentes propiedades y valores tanto de CSS Grid como de Flexbox. Lo más recomendado es comenzar desde los elementos más externos hasta los elementos más internos. Podemos hacer algo como lo siguiente:

CSS Grid

Este ejercicio es extremadamente útil y necesario al desarrollar el frontend de una aplicación web. Puedo asegurarte que le sacarás mucho provecho.

Recordemos que los elementos hijos que también son padres pueden usar propiedades tanto de padre como de hijos, es decir, que pueden alinear (o ubicar) a sus hijos, pero también se pueden alinear (o ubicar) a sí mismos. Caso contrario con los elementos que son solo padres (pueden alinear o ubicar a otros pero no a sí mismos) o que son solo hijos (pueden alinearse o ubicarse a sí mismos únicamente).

En estas dos siguientes guías de Flexbox y de CSS Grid vas a encontrar las propiedades tanto de elementos padre (lado izquierdo) como de elementos hijos (lado derecho) para tener más claridad sobre ese tema. Sin embargo, te recomiendo mucho que hagas los cursos que te mencioné anteriormente.

Paso 4: conseguir el efecto Glassmorphism con CSS


Glassmorphism es una tendencia de UI que se está volviendo cada vez más popular entre los diseñadores, y se caracteriza por:

  • Tener un efecto de vidrio con blur en los objetos que estén en el fondo.
  • Varias capas con objetos flotando en el espacio.
  • Colores vivos para resaltar la transparencia borrosa.
  • Un borde ligero y sutil en los objetos translúcidos.

Fuente y lectura recomendada: Glassmorphism in user interfaces

Algunos de nuestros elementos de HTML van a tener un estilo Glassmorphism. Para esto debemos crear una clase de CSS única y agregarla a cada elemento cada vez que necesitemos este aspecto vidrioso.

Para crear este estilo podemos usar generadores como Glassmorphism CSS Generator. Interactúa con los valores blue y transparency para lograr el efecto que más te guste. Luego de eso, copia y pega el código resultante en una clase de CSS como la siguiente:

.glassmorphism-effect {
    background: rgba( 255, 255, 255, 0.10 );
    box-shadow: 08px32px0rgba( 31, 38, 135, 0.37 );
    -webkit-backdrop-filter: blur( 4px );
            backdrop-filter: blur( 4px );
    border-radius: 16px;
    border: 1px solid rgba( 255, 255, 255, 0.18 );
}

Para profundizar, te recomiendo buscar en internet acerca de cada una de estas propiedades: background, box-shadow, backdrop-filter, border-radius y border. También, sobre los diferentes valores que pueden recibir.

Paso 5: crea el esqueleto en HTML


¡Ahora sí! ¡Vamos a escribir código!

Teniendo en cuenta la identificación de elementos padres e hijos que hicimos anteriormente, vamos a empezar a crear nuestras estructuras de HTML y posteriormente de CSS.

A mi me gusta mucho trabajar en editores en línea como CodePen, pero tú puedes trabajar en tu editor de preferencia (Visual Studio Code, Atom, Brackets, etc).

Lo que haremos será:

  • Estilizar nuestro body y agregar importaciones necesarias.
  • Estructurar HTML y CSS del contenedor.
  • Estructurar HTML y CSS de la sección del lado izquierdo (Objetivos).
  • Estructurar HTML y CSS de la sección del lado derecho (planeador semanal).

☾ Estilizar nuestro body y agregar importaciones necesarias

La fuente que escogí se llama Nunito con un weight de 200 y 600. Así que Google Fonts me provee el siguente código que se agrega en la parte superior del archivo de CSS:

@import url('https://fonts.googleapis.com/css2?family=Nunito:wght@200;600&display=swap');

Y, también se debe agregar font-family: 'Nunito', sans-serif; a los estilos del body o del elemento deseado.

Adicionalmente, en la página que te recomendé para escoger el color degradado, escogí el color que se muestra por defecto:

background-image: linear-gradient(to right top, #d16ba5, #c777b9, #ba83ca, #aa8fd8, #9a9ae1, #8aa7ec, #79b3f4, #69bff8, #52cffe, #41dfff, #46eefa, #5ffbf1);

Teniendo en cuenta lo anterior, el código CSS inicial quedaría de la siguiente manera:

@import url('https://fonts.googleapis.com/css2?family=Nunito:wght@200;600&display=swap');

body {
    background-image: linear-gradient(to right top, #d16ba5, #c777b9, #ba83ca, #aa8fd8, #9a9ae1, #8aa7ec, #79b3f4, #69bff8, #52cffe, #41dfff, #46eefa, #5ffbf1);
    display: grid;
    font-family: 'Nunito', sans-serif;
    height: 100vh;
    margin: 0;
    place-items: center;
}

Donde:

  • display: grid → Hará que nuestro valor interno de visualización tenga características de cuadrícula. En nuestro caso, para centar todo el contenido vertical y horizontalmente.
  • height: 100vh → Nos dará un alto relativo al 100% de la pantalla que tenga el usuario en ese momento.
  • margin: 0 → Quitará el margin que viene por defecto.
  • place-items: center → Centrará el contenedor principal tanto vertical como horizontalmente.

☾ Estructura HTML y CSS del contenedor

Como ya vimos en nuestro wireframe, nuestro contenedor tiene dos hijos: la sección del lado izquierdo donde están los objetivos y la sección del lado derecho donde está el planeador semanal. Esto, se traduciría en HTML de la siguiente manera:

Para el código CSS, debemos hacer 3 cosas:

  • Añadir una clase .container para el
    padre con el formato de cuadrícula.
  • Añadir la clase .glassmorphism-effect (que ya creamos) al
    padre y a los elementos hijos
    .
  • Añadir una clase .padding-box para crear un espacio al interior de cada cajita.

El código CSS para el contenedor sería:

.container {
    display: grid;
    grid-template-columns: 1fr 3fr;
    grid-gap: 20px;
    height: 90%;
    width: 80%;
}

Donde:

  • display: grid → Hará que nuestro valor interno de visualización tenga características de cuadrícula. En nuestro caso, queremos crear dos columnas para ambos hijos.
  • grid-template-columns: 1fr 3fr; → Nos crea las dos columnas. En este caso, es como si dividieramos el espacio total disponible en 4 partes y para la columna 1 solo obtuviéramos una parte y para la columna 2 obtuvieramos las 3 partes restantes.
  • grid-gap: 20px; → Crea un espacio entre las columnas (y filas si tuviéramos) de 20px. Esto es para que no se vean apretaditas.
  • height: 90%; y width: 80%; → Nos da los tamaños de alto y ancho respectivamente.

Para la clase .padding-box tendríamos el siguiente código CSS:

.padding-box {
    box-sizing: border-box;
    padding: 24px;
}

Tareita: Investiga qué efecto tiene la propiedad y valor box-sizing: border-box; y por qué es útil incluirla en esta clase donde sólo tenemos una propiedad padding.

☾ Estructura HTML y CSS de la sección del lado izquierdo (Objetivos)

Como ya vimos en nuestro wireframe, esta sección del lado izquierdo tiene 6 hijos: El título y 5 objetivos. Esto, se traduciría en HTML de la siguiente manera:

<section><div>div><div>div><div>div><div>div><div>div><div>div>section>

Ahora, empecemos a estilizar elemento por elemento.

→ Contenedor ✨

Código HTML:

class="glassmorphism-effect padding-box">section>

Donde:

  • glassmorphism-effect y padding-box → Son clases que ya tenemos definidas, así que bastará sólo con agregarlas al HTML.

→ Título ✨

Código HTML:

<divclass="title"><p>Objetivosp><p>Lo que quiero lograrp>div>

Código CSS:

.titlep:first-child {
    font-size: 28px;
    font-weight: 600;
    margin: 0;
}

.titlep:last-child {
    font-size: 16px;
    margin-bottom: 30px;
}

Donde:

  • .title p:first-child → Significa que va a seleccionar únicamente el primer hijo

    que esté dentro de .title y le aplicará las reglas CSS definidas.

  • .title p:last-child → Significa que va a seleccionar únicamente el último hijo

    que esté dentro de .title y le aplicará las reglas CSS definidas.

  • font-size y font-weight → Darán tamaño de fuente y grosor respectivamente.
  • margin: 0 → Quitará el margin por defecto que tiene los elementos

    .

  • margin: 30px → Agregará un márgen abajo del texto para dar espacio a los objetivos.

Si te preguntaste: “En vez de .title p:first-child y .title p:first-child puedo colocar clases a los elementos

y ya ?”. La respuesta es: “pos sí”. Aquí lo único que estamos haciendo es practicar pseudoclases, pero, estás en toda la libertad de usar cualquier metodología de CSS para el nombramiento de tus elementos.

→ Objetivos ✨

Código HTML:

class="goals"><divclass="glassmorphism-effect"><imgsrc="https://img.icons8.com/nolan/64/love-book.png"alt="libro"/>div><p>Leer másp>div>

Código CSS:

.goals {
    align-items: center;
    display: flex;
}

.goalsdiv {
    align-items: center;
    border-radius: 50%;
    display: flex;
    height: 40px;
    justify-content: center;
    margin-right: 10px;
    width: 40px;
}

.goalsimg {
    width: 30px;
}

Donde:

  • display: flex → Hará que nuestro valor interno de visualización tenga características flexibles. En nuestro caso, queremos centrar los elementos verticalmente y por eso la propiedad y valor align-items: center.
  • .goals div → Significa que van a seleccionar los
    que estén dentro de .goals y les aplicará las reglas CSS definidas. Así mismo con .goals img.
  • display: flex, align-items: center y justify-content: center → Hará que nuestros elementos estén centrados vertical y horizontalmente. En este caso lo necesitamos para centrar el ícono.
  • border-radius: 50% → Hará que el
    tenga forma de bolita.

☾ Estructura HTML y CSS de la sección del lado derecho (Planeador semanal)

Como ya vimos en nuestro wireframe, esta sección del lado izquierdo tiene 2 hijos: El título y el contenedor de los días de la semana que a su vez tiene 5 hijos que serían las columnas para cada día de la semana de lunes a viernes. Esto, se traduciría en HTML de la siguiente manera:

<section><div>div><div><div>div><div>div><div>div><div>div><div>div>div>section>

Ahora, empecemos a estilizar elemento por elemento.

→ Contenedor ✨

Código HTML:

<sectionclass="main-content glassmorphism-effect padding-box"><div>div><div><div>div><div>div><div>div><div>div><div>div>div>section>

Donde:

  • glassmorphism-effect y padding-box → Son clases que ya tenemos definidas, así que bastará sólo con agregarlas al HTML.

Código CSS:

.main-content >div:nth-child(2) {
    display: grid;
    grid-gap: 20px;
    grid-template-columns: repeat(5, 1fr);
}

Donde:

  • .main-content > div:nth-child(2) → Significa que va a seleccionar únicamente el segundo
    que sea hijo directo de .main-content (Es decir, el contendor que genera la cuadrícula de los días de la semana) y le aplicará las reglas CSS definidas.
  • display: grid → Hará que nuestro valor interno de visualización tenga características de cuadrícula. En nuestro caso, queremos crear dos columnas para ambos hijos.
  • grid-gap: 20px → Crea un espacio entre las columnas (y filas si tuviéramos) de 20px. Esto es para que no se vean apretaditas.
  • grid-template-columns: repeat(5, 1fr) → Nos va a crear 5 columnas del mismo tamaño.

→ Título ✨

Código HTML:

<divclass="title"><p>Objetivosp><p>Lo que quiero lograrp>div>

El código CSS es el mismo que usamos para la sección del lado izquierdo, así que no es necesario volverlo a escribir en nuestro CSS. lo podemos reusar al tener las mismas clases de CSS.

→ Días de la semana ✨

Código HTML:

<div><p>Lunesp><div>div>div>

Este código HTML sería el mismo para cada uno de los días de la semana, así:

<div><div><p>Lunesp><div>div>div><div><p>Martesp><div>div>div><div><p>Miércolesp><div>div>div><div><p>Juevesp><div>div>div><div><p>Viernesp><div>div>div><div>

→ Cards ✨

Código HTML:

<div><div><p>Ejerciciop>div><div><p>7:00amp><p>Cardiop>div>div>

Añadiéndole las clases de CSS para aplicarle los estilos, nos quedaría así:

<divclass="card"><divclass="glassmorphism-effect"><p>Ejerciciop>div><divclass="glassmorphism-effect"><p>7:00amp><p>Cardiop>div>div>

Código CSS:

.card {
    display: grid;
    grid-template-columns: repeat(4, 1fr);
    grid-template-rows: 1fr;
    height: 100px;
    position: relative;
    width: 100%;
}

.card >div:first-child {
    align-items: center;
    border-radius: 16px;
    display: flex;
    grid-column: 1 / 5;
    grid-row: 1 / 2;
    z-index: 1;
}

.card >div:first-childp {
    color: white;
    margin: 0;
    padding-right: 7px;
    transform: rotate(180deg);
    writing-mode: vertical-rl;
}

.card >div:last-child {
    border-radius: 16px;
    display: grid;
    grid-column: 2 / 5;
    grid-row: 1 / 2;
    justify-content: center;
    z-index: 2;
}

.card >div:last-childp:first-child {
    font-size: 24px;
    font-weight: 600; 
    margin: 18px0 -8px0;
}

.card >div:last-childp:last-child {
    margin: 0;
}

.margin-bottom-card {
  margin-bottom: 20px;
}

Donde:

  • grid-template-rows: 1fr → Nos va a crear 1 única fila de todo el tamaño disponible.
  • grid-column: 1 / 5 y grid-row: 1 / 2 → Van a ubicar la parte izquierda de la card en las 4 columnas (recuerda que se cuentan las líneas, es decir, de la línea 1 a la 5) y en la única fila.
  • z-index: 1 → Colocará el lado izquierdo de la card debajo del lado derecho.
  • z-index: 2 → Colocará el lado derecho de la card encima del lado izquierdo.
  • transform: rotate(180deg) y writing-mode: vertical-rl → Harán rotar el texto del lado izquierdo de la card.

Tareita: Revisar muy cuidadosamente cada propiedad y valor, como también, las pseudoclases. Te puedes apoyar de las explicaciones dadas en el transcurso de la guía.

☾ Detalles adicionales: Burbujas

Código HTML de la estructura general de las 4 burbujas + el contenedor del planeador que ya tenemos hecho:

<divclass="bubble bubble-one glassmorphism-effect">div><divclass="bubble bubble-two glassmorphism-effect">div><divclass="bubble bubble-three glassmorphism-effect">div><divclass="bubble bubble-four glassmorphism-effect">div><divclass="container glassmorphism-effect padding-box">div>

Nota: Las burbujas deben ser hermanos del contenedor principal debido a un concepto fundamental llamado “contexto de apilamiento”. Te dejo este documento donde puedes revisar más a detalle este tema, sin embargo, también lo explicamos en la clase de “Posicionamiento + Dinámica: ¿Cómo se vería?” del “Curso de Diseño Web con CSS Grid y Flexbox”).

Código CSS:

.bubble {
    border-radius: 50%;
    position: absolute;
}

.bubble-one {
    height: 80px;
    left: 300px;
    top: 10px;
    width: 80px;
}

.bubble-two {
    height: 230px;
    right: 200px;
    top: -50px;
    width: 230px;
}

.bubble-three {
    height: 50px;
    right: 450px;
    top: -20px;
    width: 50px;
}

.bubble-four {
    bottom: 40px;
    height: 100px;
    left: -30px;
    width: 100px;
}

Donde:

  • position: absolute → Nos permitirá mover nuestras burbujas en todo el elemento relativo más cercano (que en este caso es todo el viewport) usando las propiedades top, right, bottom y left.

Paso 6 (reto): maqueta tu planeador con responsive design

¡Este último paso es tu reto final!

Debes volver a realizar todos los pasos anteriores para diseñar y maquetar tu planeador personal, pero esta vez asegurándote de que es responsive (que funciona bien en dispositivos móviles).

¡No olvides dejar tu solución en los comentarios! También recuerda contarnos cuál fue tu paso favorito de este reto. Y te espero en el próximo reto de desarrollo web.

#NuncaParesDeAprender

Estefany
Estefany
teffcode

17928Puntos

hace 4 años

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9
13936Puntos
4 años

Justamente quiero hacer algo así para dejar de procrastinar.

2
17928Puntos
4 años

Maravilloso !!! Feliz de ver tu resultadoooo 😍💚

5
4 años

Con este tipo de retos paso con css del amor al odio en un segundo, esta increíble y hermoso el proyecto.

2
17928Puntos
4 años

Hahah excelente Camilo !!!

2
18547Puntos
4 años

Great! Tengo que hacer este reto para desafiar mis capacidades y demostrar que puedo. Se ve espectacular el diseño. 😃

3
17928Puntos
4 años

Completamente Gerard !!! Con toda a desafiarte, estoy 100% segura de que lo harás e incluso que quedará mejoooor 😍 Por aquí quedo atenta a tu resultadooo 💚

2
35791Puntos
4 años

Todo proyecto que hace @teffcode es bellisimo

2
17928Puntos
4 años

Aww !!! Gracias Rusbel !!! 💚

2
10282Puntos
4 años

Me encanto esta tecnica!!!

2
11179Puntos
4 años

Justo terminé un curso de CSS y HTM. Dios! es todo un mundo de conocimiento : , ) genial tu trabajo, Estefany.

2
17928Puntos
4 años

Súper Carlos !!! Esta es una señal para que puedas poner en práctica todos esos conocimientos adquiridosss 😍 Quedo pendiente de ver tu resultadooo 💚

2
13216Puntos
4 años

Reto aceptado, ¡lo intentaré!

2
17928Puntos
4 años

Esoooo !!! Feliz de ver tu resultadoooo… Con todaaa 💪🏼💚

2
5645Puntos
4 años

Hermoso diseño! No estoy a este nivel aún pero ya llegaré!

2
17928Puntos
4 años

Con toda Bruno !!! Por aquí tienes a tu comunidad para apoyarte y alcanzar las metas que te propongas !!! 💚

2
5272Puntos
4 años

Se ve genial, intentare imitarlo 😃

2
17928Puntos
4 años

Esooooo 💚 Por aquí quedo pendiente de ver tu resultado 👀

2
3232Puntos
4 años

Muy interesante, creo que lo tomare como modelo y reto, hare primero el template en Figma y luego aplicamos el vanilla Css

3
17928Puntos
4 años

Ufffff !!! Súper excelente esa ideaaa 😍💚 Me muestrasssss !!! Soy fan de ver todo lo que ustedes hacennn 😍💚

2
32355Puntos
4 años

Me encanto el efecto, probare con chakra-ui a ver que tal 😃

2
10433Puntos
4 años

Super TOP, Genial el post 🤩

1
11518Puntos
4 años

Me encanto!!! Muchas gracias, espero llegar a ese nivel de codigo, por el momento es como un idioma japones para mi… Gracias, te quedo espectacular

2
17928Puntos
4 años

Hahahha ! Por aquí nos tienes para que puedas llegar al nivel que deseas Helena 💚 Un abrazoooo 😘

1
6142Puntos
4 años

¡Esta increíble el resultado final!

2
17928Puntos
4 años

🎉🎉🎉🎉🎉

1
26397Puntos
4 años

Queda muy limpio, excelente para hacerlo en el tiempo libre.

2
17928Puntos
4 años

Eso David !!! En cuanto tengas tiempito, lo haces y nos muestrasss 😍 Yo feliz de ver tu resultado !!! 💚

1
25548Puntos
3 años

Hola, Hace poco vi este post por una recomendación de otro reto de la profe Teff y aquí está mi resultado y el reto completado:
Versión desktop
127.0.0.1_5500_index.html.png
Version responsive mobile:
127.0.0.1_5500_index.html(iPhone X).png
Version responsive mobile horizontal:
127.0.0.1_5500_index.html(iPhone X) (2).png
Agregué este media query adicional para evitar que las cards tuvieran overflow.
Además agregué lógica para ubicar y asignar un tamaño aleatorio a los círculos:

<divclass="circle glassmorphism-effect"></div><divclass="circle glassmorphism-effect"></div><divclass="circle glassmorphism-effect"></div><divclass="circle glassmorphism-effect"></div><divclass="circle glassmorphism-effect"></div>
//  <script>functionreportWindowSize() {
      const winWidth = window.innerWidth
      const winHeight = window.innerHeight
      const circles = document.querySelectorAll('.circle')
      circles.forEach(circle => {
        let r = 
          winHeight>winWidth
          ? Math.floor((winWidth / 5 * Math.random()) + 50)
          : Math.floor((winHeight / 5 * Math.random()) + 50)
        let x = Math.floor((Math.random() * winWidth)-r)
        let y = Math.floor((Math.random() * winHeight)-r)
        circle.style.top = y + 'px'
        circle.style.left = x + 'px'
        circle.style.width = r + 'px'
        circle.style.height = r + 'px'
      })
    }
    window.onresize = reportWindowSize;
    reportWindowSize()
//  </script>
1
3857Puntos
4 años

Wow me ayudo mucho para entender las pseudo clases 😄

2
17928Puntos
4 años

Genial !!! Me alegra mucho saber esooo 💚

1
2107Puntos
4 años

Me encanto la forma visual que tiene, sin embargo me gustaría verlo ya programado, es un gran aporte a al comunidad, saludos.

1
24007Puntos
2 años

Esta idea esta genial para desarrollarla como projecto personal y portafolio a su vez.!!!

1
20398Puntos
2 años

Pregunta, el wireframe lo hiciste a mano? es decir lapiz y papel? o lo hiciste con alguna app o herramienta?

1
854Puntos
2 años

Me ayudo mucho… Sobre el efecto que esta genial!!!

1
20398Puntos
2 años

Pregunta, el wireframe lo hiciste a mano? es decir lapiz y papel? o lo hiciste con alguna app o herramienta?

1
4321Puntos
3 años

¿Dónde podría encontrar ejemplos de páginas o proyectos reales aplicando glassmorfismo?

0
6423Puntos
4 años

Que buen tutorial!!

0
10800Puntos
4 años

Muchas gracias por el ejemplo, me ayudó mucho a practicar!

image
\n```", "created_at": "2021-12-29T04:26:20.513466Z", "deep": 0, "n_responses": 1, "n_stars": 1, "parent_id": null, "ai_generated": false}, "2447867": {"id": 2447867, "object_id": "10484", "object_type": "contribution", "author_id": 1007792, "comments": [2448402], "content": "

Wow me ayudo mucho para entender las pseudo clases \ud83d\ude04

", "markdown_content": "Wow me ayudo mucho para entender las pseudo clases :D", "created_at": "2021-04-07T04:35:50.873024Z", "deep": 0, "n_responses": 1, "n_stars": 1, "parent_id": null, "ai_generated": false}, "2449531": {"id": 2449531, "object_id": "10484", "object_type": "contribution", "author_id": 248532, "comments": [], "content": "

Me encanto la forma visual que tiene, sin embargo me gustar\u00eda verlo ya programado, es un gran aporte a al comunidad, saludos.

", "markdown_content": "Me encanto la forma visual que tiene, sin embargo me gustar\u00eda verlo ya programado, es un gran aporte a al comunidad, saludos.", "created_at": "2021-04-07T20:13:12.588704Z", "deep": 0, "n_responses": 0, "n_stars": 1, "parent_id": null, "ai_generated": false}, "3834898": {"id": 3834898, "object_id": "10484", "object_type": "contribution", "author_id": 2674975, "comments": [], "content": "

Esta idea esta genial para desarrollarla como projecto personal y portafolio a su vez.!!!

", "markdown_content": "Esta idea esta genial para desarrollarla como projecto personal y portafolio a su vez.!!!", "created_at": "2022-07-20T01:44:11.691127Z", "deep": 0, "n_responses": 0, "n_stars": 1, "parent_id": null, "ai_generated": false}, "3916882": {"id": 3916882, "object_id": "10484", "object_type": "contribution", "author_id": 997353, "comments": [], "content": "

Pregunta, el wireframe lo hiciste a mano? es decir lapiz y papel? o lo hiciste con alguna app o herramienta?

", "markdown_content": "Pregunta, el wireframe lo hiciste a mano? es decir lapiz y papel? o lo hiciste con alguna app o herramienta?", "created_at": "2022-08-14T19:58:42.910502Z", "deep": 0, "n_responses": 0, "n_stars": 1, "parent_id": null, "ai_generated": false}, "4601384": {"id": 4601384, "object_id": "10484", "object_type": "contribution", "author_id": 980815, "comments": [], "content": "

Me ayudo mucho\u2026 Sobre el efecto que esta genial!!!

", "markdown_content": "Me ayudo mucho... Sobre el efecto que esta genial!!!", "created_at": "2023-02-25T22:56:55.815538Z", "deep": 0, "n_responses": 0, "n_stars": 1, "parent_id": null, "ai_generated": false}, "3916881": {"id": 3916881, "object_id": "10484", "object_type": "contribution", "author_id": 997353, "comments": [], "content": "

Pregunta, el wireframe lo hiciste a mano? es decir lapiz y papel? o lo hiciste con alguna app o herramienta?

", "markdown_content": "Pregunta, el wireframe lo hiciste a mano? es decir lapiz y papel? o lo hiciste con alguna app o herramienta?", "created_at": "2022-08-14T19:58:42.902937Z", "deep": 0, "n_responses": 0, "n_stars": 1, "parent_id": null, "ai_generated": false}, "3262101": {"id": 3262101, "object_id": "10484", "object_type": "contribution", "author_id": 2220845, "comments": [], "content": "

\u00bfD\u00f3nde podr\u00eda encontrar ejemplos de p\u00e1ginas o proyectos reales aplicando glassmorfismo?

", "markdown_content": "\u00bfD\u00f3nde podr\u00eda encontrar ejemplos de p\u00e1ginas o proyectos reales aplicando glassmorfismo?", "created_at": "2022-01-17T19:33:25.335963Z", "deep": 0, "n_responses": 0, "n_stars": 1, "parent_id": null, "ai_generated": false}, "2454236": {"id": 2454236, "object_id": "10484", "object_type": "contribution", "author_id": 364246, "comments": [], "content": "

Que buen tutorial!!

", "markdown_content": "Que buen tutorial!!", "created_at": "2021-04-09T03:28:33.462761Z", "deep": 0, "n_responses": 0, "n_stars": 0, "parent_id": null, "ai_generated": false}, "2477914": {"id": 2477914, "object_id": "10484", "object_type": "contribution", "author_id": 465116, "comments": [], "content": "

Muchas gracias por el ejemplo, me ayud\u00f3 mucho a practicar!

\n
\"image\"
", "markdown_content": "Muchas gracias por el ejemplo, me ayud\u00f3 mucho a practicar!\n\n![image](https://user-images.githubusercontent.com/45472379/115095521-42c87700-9ee7-11eb-96f3-dd7cf9526fd3.png)", "created_at": "2021-04-17T00:10:10.416746Z", "deep": 0, "n_responses": 0, "n_stars": 0, "parent_id": null, "ai_generated": false}, "2448407": {"id": 2448407, "object_id": "10484", "object_type": "contribution", "author_id": 368166, "comments": [], "content": "

Completamente Gerard !!! Con toda a desafiarte, estoy 100% segura de que lo har\u00e1s e incluso que quedar\u00e1 mejoooor \ud83d\ude0d Por aqu\u00ed quedo atenta a tu resultadooo \ud83d\udc9a

", "markdown_content": "Completamente Gerard !!! Con toda a desafiarte, estoy 100% segura de que lo har\u00e1s e incluso que quedar\u00e1 mejoooor \ud83d\ude0d Por aqu\u00ed quedo atenta a tu resultadooo \ud83d\udc9a", "created_at": "2021-04-07T14:01:24.648487Z", "deep": 1, "n_responses": 0, "n_stars": 3, "parent_id": 2445527, "ai_generated": false}, "2448413": {"id": 2448413, "object_id": "10484", "object_type": "contribution", "author_id": 368166, "comments": [], "content": "

Ufffff !!! S\u00faper excelente esa ideaaa \ud83d\ude0d\ud83d\udc9a Me muestrasssss !!! Soy fan de ver todo lo que ustedes hacennn \ud83d\ude0d\ud83d\udc9a

", "markdown_content": "Ufffff !!!! S\u00faper excelente esa ideaaa \ud83d\ude0d\ud83d\udc9a Me muestrasssss !!!! Soy fan de ver todo lo que ustedes hacennn \ud83d\ude0d\ud83d\udc9a", "created_at": "2021-04-07T14:03:38.899035Z", "deep": 1, "n_responses": 0, "n_stars": 3, "parent_id": 2446910, "ai_generated": false}, "2448396": {"id": 2448396, "object_id": "10484", "object_type": "contribution", "author_id": 368166, "comments": [], "content": "

Hahahha ! Por aqu\u00ed nos tienes para que puedas llegar al nivel que deseas Helena \ud83d\udc9a Un abrazoooo \ud83d\ude18

", "markdown_content": "Hahahha ! Por aqu\u00ed nos tienes para que puedas llegar al nivel que deseas Helena \ud83d\udc9a Un abrazoooo \ud83d\ude18", "created_at": "2021-04-07T13:58:59.021784Z", "deep": 1, "n_responses": 0, "n_stars": 2, "parent_id": 2445357, "ai_generated": false}, "2448388": {"id": 2448388, "object_id": "10484", "object_type": "contribution", "author_id": 368166, "comments": [], "content": "

Maravilloso !!! Feliz de ver tu resultadoooo \ud83d\ude0d\ud83d\udc9a

", "markdown_content": "Maravilloso !!! Feliz de ver tu resultadoooo \ud83d\ude0d\ud83d\udc9a", "created_at": "2021-04-07T13:54:57.887712Z", "deep": 1, "n_responses": 0, "n_stars": 2, "parent_id": 2445077, "ai_generated": false}, "2448411": {"id": 2448411, "object_id": "10484", "object_type": "contribution", "author_id": 368166, "comments": [], "content": "

Eso David !!! En cuanto tengas tiempito, lo haces y nos muestrasss \ud83d\ude0d Yo feliz de ver tu resultado !!! \ud83d\udc9a

", "markdown_content": "Eso David !!! En cuanto tengas tiempito, lo haces y nos muestrasss \ud83d\ude0d Yo feliz de ver tu resultado !!! \ud83d\udc9a", "created_at": "2021-04-07T14:02:54.498624Z", "deep": 1, "n_responses": 0, "n_stars": 2, "parent_id": 2445109, "ai_generated": false}, "2448392": {"id": 2448392, "object_id": "10484", "object_type": "contribution", "author_id": 368166, "comments": [], "content": "

S\u00faper Carlos !!! Esta es una se\u00f1al para que puedas poner en pr\u00e1ctica todos esos conocimientos adquiridosss \ud83d\ude0d Quedo pendiente de ver tu resultadooo \ud83d\udc9a

", "markdown_content": "S\u00faper Carlos !!! Esta es una se\u00f1al para que puedas poner en pr\u00e1ctica todos esos conocimientos adquiridosss \ud83d\ude0d Quedo pendiente de ver tu resultadooo \ud83d\udc9a", "created_at": "2021-04-07T13:56:51.704662Z", "deep": 1, "n_responses": 0, "n_stars": 2, "parent_id": 2445160, "ai_generated": false}, "2448402": {"id": 2448402, "object_id": "10484", "object_type": "contribution", "author_id": 368166, "comments": [], "content": "

Genial !!! Me alegra mucho saber esooo \ud83d\udc9a

", "markdown_content": "Genial !!! Me alegra mucho saber esooo \ud83d\udc9a", "created_at": "2021-04-07T14:00:08.200555Z", "deep": 1, "n_responses": 0, "n_stars": 2, "parent_id": 2447867, "ai_generated": false}, "2448408": {"id": 2448408, "object_id": "10484", "object_type": "contribution", "author_id": 368166, "comments": [], "content": "

Esooooo \ud83d\udc9a Por aqu\u00ed quedo pendiente de ver tu resultado \ud83d\udc40

", "markdown_content": "Esooooo \ud83d\udc9a Por aqu\u00ed quedo pendiente de ver tu resultado \ud83d\udc40", "created_at": "2021-04-07T14:01:55.119628Z", "deep": 1, "n_responses": 0, "n_stars": 2, "parent_id": 2445043, "ai_generated": false}, "2448390": {"id": 2448390, "object_id": "10484", "object_type": "contribution", "author_id": 368166, "comments": [], "content": "

Con toda Bruno !!! Por aqu\u00ed tienes a tu comunidad para apoyarte y alcanzar las metas que te propongas !!! \ud83d\udc9a

", "markdown_content": "Con toda Bruno !!! Por aqu\u00ed tienes a tu comunidad para apoyarte y alcanzar las metas que te propongas !!! \ud83d\udc9a", "created_at": "2021-04-07T13:56:03.907038Z", "deep": 1, "n_responses": 0, "n_stars": 2, "parent_id": 2445037, "ai_generated": false}, "2448410": {"id": 2448410, "object_id": "10484", "object_type": "contribution", "author_id": 368166, "comments": [], "content": "

\ud83c\udf89\ud83c\udf89\ud83c\udf89\ud83c\udf89\ud83c\udf89

", "markdown_content": "\ud83c\udf89\ud83c\udf89\ud83c\udf89\ud83c\udf89\ud83c\udf89", "created_at": "2021-04-07T14:02:21.810048Z", "deep": 1, "n_responses": 0, "n_stars": 2, "parent_id": 2445177, "ai_generated": false}, "2448401": {"id": 2448401, "object_id": "10484", "object_type": "contribution", "author_id": 368166, "comments": [], "content": "

Esoooo !!! Feliz de ver tu resultadoooo\u2026 Con todaaa \ud83d\udcaa\ud83c\udffc\ud83d\udc9a

", "markdown_content": "Esoooo !!!! Feliz de ver tu resultadoooo.. Con todaaa \ud83d\udcaa\ud83c\udffc\ud83d\udc9a", "created_at": "2021-04-07T13:59:41.638597Z", "deep": 1, "n_responses": 0, "n_stars": 2, "parent_id": 2445082, "ai_generated": false}, "2448403": {"id": 2448403, "object_id": "10484", "object_type": "contribution", "author_id": 368166, "comments": [], "content": "

Aww !!! Gracias Rusbel !!! \ud83d\udc9a

", "markdown_content": "Aww !!! Gracias Rusbel !!! \ud83d\udc9a", "created_at": "2021-04-07T14:00:26.874112Z", "deep": 1, "n_responses": 0, "n_stars": 2, "parent_id": 2445518, "ai_generated": false}, "2448400": {"id": 2448400, "object_id": "10484", "object_type": "contribution", "author_id": 368166, "comments": [], "content": "

Hahah excelente Camilo !!!

", "markdown_content": "Hahah excelente Camilo !!!", "created_at": "2021-04-07T13:59:22.059650Z", "deep": 1, "n_responses": 0, "n_stars": 2, "parent_id": 2447216, "ai_generated": false}, "3197807": {"id": 3197807, "object_id": "10484", "object_type": "contribution", "author_id": 1116171, "comments": [], "content": "
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"}, 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