281

Crea tu planeador semanal con CSS Grid, Flexbox y Glassmorphism

15909Puntos

hace 2 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

15909Puntos

hace 2 años

Todas sus entradas
Escribe tu comentario
+ 2
Ordenar por:
10
22475Puntos

muy Genial ese efecto, super recomendado el curso.
Les dejo el link del que yo hice aquí
y el repositorio en GitHub por si quieren ver el código aquí
Sin título.png

5
15909Puntos
2 años

Me encantó Jhonatan !!! Te quedó espectaculaaaar 😍💚

9
13412Puntos

Justamente quiero hacer algo así para dejar de procrastinar.

2
15909Puntos
2 años

Maravilloso !!! Feliz de ver tu resultadoooo 😍💚

8
9552Puntos

Los diseños más increibles y los mejores tutoriales sobre CSS. Comparto mi resultado y mi códigoschedule.png

3
15909Puntos
2 años

Wow !!! Te quedó espectaculaaaar 😍 Felicitacionessss 💚

5

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

2
15909Puntos
2 años

Hahah excelente Camilo !!!

2
10422Puntos

Super TOP, Genial el post 🤩

2
18488Puntos

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

3
15909Puntos
2 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
3187Puntos

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

3
15909Puntos
2 años

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

2
48549Puntos

no me funciona el codigo, pueden publicar el codigo por favor

2
15909Puntos
2 años

Ya te funciona ? 🙈

0
48549Puntos
2 años

Ya no le moví, voy a tomar de ejemplo el que otro usuario ya comentó, gracias.

2
5626Puntos

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

2
15909Puntos
2 años

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

2
32382Puntos

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

2
5272Puntos

Se ve genial, intentare imitarlo 😃

2
15909Puntos
2 años

Esooooo 💚 Por aquí quedo pendiente de ver tu resultado 👀

2
35476Puntos

Todo proyecto que hace @teffcode es bellisimo

2
15909Puntos
2 años

Aww !!! Gracias Rusbel !!! 💚

2
13216Puntos

Reto aceptado, ¡lo intentaré!

2
15909Puntos
2 años

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

2
10282Puntos

Me encanto esta tecnica!!!

2
11176Puntos

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

2
15909Puntos
2 años

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

1
112Puntos

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

1
6754Puntos

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

1
6754Puntos

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

1
22937Puntos

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

1
10903Puntos

Me tome el atrevimiento de mover la columna de Goals.

Preview
1
3957Puntos

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

1
25480Puntos

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
2085Puntos

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

1
18027Puntos

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

2
15909Puntos
2 años

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

1
6073Puntos

¡Esta increíble el resultado final!

2
15909Puntos
2 años

🎉🎉🎉🎉🎉

1
3837Puntos

Wow me ayudo mucho para entender las pseudo clases 😄

2
15909Puntos
2 años

Genial !!! Me alegra mucho saber esooo 💚

1
10853Puntos

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
15909Puntos
2 años

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

0
10785Puntos

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

image
0
6132Puntos

Que buen tutorial!!

\n```", "created_at": "2021-12-29T04:26:20.513466Z", "deep": 0, "n_responses": 1, "n_stars": 1, "parent_id": null, "ai_generated": false}, "2711657": {"id": 2711657, "object_id": "10484", "object_type": "contribution", "author_id": 1239836, "comments": [], "content": "

Buenisimo

", "markdown_content": "Buenisimo", "created_at": "2021-07-12T17:46:47.439180Z", "deep": 0, "n_responses": 0, "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}, "2445109": {"id": 2445109, "object_id": "10484", "object_type": "contribution", "author_id": 368151, "comments": [2448411], "content": "

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

", "markdown_content": "Queda muy limpio, excelente para hacerlo en el tiempo libre.", "created_at": "2021-04-06T14:27:47.857051Z", "deep": 0, "n_responses": 1, "n_stars": 1, "parent_id": null, "ai_generated": false}, "2445177": {"id": 2445177, "object_id": "10484", "object_type": "contribution", "author_id": 591246, "comments": [2448410], "content": "

\u00a1Esta incre\u00edble el resultado final!

", "markdown_content": "\u00a1Esta incre\u00edble el resultado final!", "created_at": "2021-04-06T14:58:01.692123Z", "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}, "2445357": {"id": 2445357, "object_id": "10484", "object_type": "contribution", "author_id": 1543249, "comments": [2448396], "content": "

Me encanto!!! Muchas gracias, espero llegar a ese nivel de codigo, por el momento es como un idioma japones para mi\u2026 Gracias, te quedo espectacular

", "markdown_content": "**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**", "created_at": "2021-04-06T16:16:42.947942Z", "deep": 0, "n_responses": 1, "n_stars": 1, "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}, "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}, "2448389": {"id": 2448389, "object_id": "10484", "object_type": "contribution", "author_id": 368166, "comments": [], "content": "

Me encant\u00f3 Jhonatan !!! Te qued\u00f3 espectaculaaaar \ud83d\ude0d\ud83d\udc9a

", "markdown_content": "Me encant\u00f3 Jhonatan !!!! Te qued\u00f3 espectaculaaaar \ud83d\ude0d\ud83d\udc9a", "created_at": "2021-04-07T13:55:20.966874Z", "deep": 1, "n_responses": 0, "n_stars": 5, "parent_id": 2448053, "ai_generated": false}, "2452392": {"id": 2452392, "object_id": "10484", "object_type": "contribution", "author_id": 152733, "comments": [], "content": "

Esta muy bien, ahora de reto puedes agregar que los elementos sean responsivos

", "markdown_content": "Esta muy bien, ahora de reto puedes agregar que los elementos sean responsivos", "created_at": "2021-04-08T17:48:12.615008Z", "deep": 1, "n_responses": 0, "n_stars": 4, "parent_id": 2450302, "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}, "2448395": {"id": 2448395, "object_id": "10484", "object_type": "contribution", "author_id": 368166, "comments": [], "content": "

Wow !!! Te qued\u00f3 espectaculaaaar \ud83d\ude0d Felicitacionessss \ud83d\udc9a

", "markdown_content": "Wow !!!!! Te qued\u00f3 espectaculaaaar \ud83d\ude0d Felicitacionessss \ud83d\udc9a", "created_at": "2021-04-07T13:57:34.159143Z", "deep": 1, "n_responses": 0, "n_stars": 3, "parent_id": 2447070, "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}, "2448409": {"id": 2448409, "object_id": "10484", "object_type": "contribution", "author_id": 368166, "comments": [], "content": "

Ya te funciona ? \ud83d\ude48

", "markdown_content": "Ya te funciona ? \ud83d\ude48", "created_at": "2021-04-07T14:02:09.546248Z", "deep": 1, "n_responses": 0, "n_stars": 2, "parent_id": 2445821, "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}, "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}, "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}, "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}, "3197807": {"id": 3197807, "object_id": "10484", "object_type": "contribution", "author_id": 1116171, "comments": [], "content": "
\"127.0.0.1_5500_index.html(iPhone
", "markdown_content": "![127.0.0.1_5500_index.html(iPhone X) (3).png](https://static.platzi.com/media/user_upload/127.0.0.1_5500_index.html%28iPhone%20X%29%20%283%29-02157062-640a-4cd2-9e69-08bc23caa13b.jpg)", "created_at": "2021-12-29T04:28:02.213947Z", "deep": 1, "n_responses": 0, "n_stars": 1, "parent_id": 3197798, "ai_generated": false}, "2449789": {"id": 2449789, "object_id": "10484", "object_type": "contribution", "author_id": 152733, "comments": [], "content": "

Ya no le mov\u00ed, voy a tomar de ejemplo el que otro usuario ya coment\u00f3, gracias.

", "markdown_content": "Ya no le mov\u00ed, voy a tomar de ejemplo el que otro usuario ya coment\u00f3, gracias.", "created_at": "2021-04-07T21:21:37.627315Z", "deep": 1, "n_responses": 0, "n_stars": 0, "parent_id": 2445821, "ai_generated": false}}; window.course = {"name": "Blog, art\u00edculos y noticias de Platzi", "slug": "blog", "id": 1114, "badge": "https://static.platzi.com/media/achievements/platzi-bd.png", "paid": true}; window.career = {"name": "", "color": "", "url": ""}; window.firstComments = [2448053, 2445077, 2447070, 2447216, 2450302, 3448399, 2454571, 2453320, 2449066, 2449862, 2445527, 2446910, 2445821, 2445037, 2448491, 2445043, 2445518, 2447572, 2445082, 2445240, 2445096, 2445971, 2445160, 4601384, 3916881, 3916882, 3834898, 3824988, 3743328, 3266644, 3262101, 3197798, 2711657, 2449531, 2445109, 2445177, 2447867, 2445357, 2477914, 2454236]; window.stars = {"comments": [], "contribution": [], "related_posts": []}; window.messages = {"discussion": {"responsesTo": "Tutoriales de"}, "popups": {"login": {"welcome": "Bienvenido a Platzi", "loginFacebook": "Ingresa con facebook", "loginTwitter": "Ingresa con Twitter", "loginMail": "\u00bfIngresas con email?", "haveAccount": "\u00bfA\u00fan no tienes cuenta?", "signup": "Reg\u00edstrate aqu\u00ed", "privacy": {"part1": "Valoramos tu", "part2": "privacidad", "part3": "como si fuera nuestra"}, "terms": {"part1": "Ante cualquier duda, nuestros", "part2": "Terminos de servicio"}}, "pay": {"buyPlan": "Comprar Plan", "monthly": {"label": "En 12 pagos sin intereses"}}}, "response": {"time": "hace", "respond": "Escribe tu respuesta", "hideResponses": "Ocultar respuestas", "numberOfResponses": "{number} respuestas", "responseOf": "{number} respuesta", "delete": "Eliminar"}, "form": {"placeholder": "Deja tu comentario", "editor": {"placeholder": "Escribe tu pregunta", "edit": "Editar", "preview": "Vista previa", "expand": "Expandir", "contract": "Contraer", "bold": "Negrita", "italic": "Cursiva", "underline": "Subrayado", "heading": "Encabezado", "code": "Insertar c\u00f3digo", "quote": "Cita", "link": "Enlace", "unorderedList": "Lista desordenada", "orderedList": "Lista ordenada", "image": "Imagen", "youtube": "Youtube", "uploading": "Subiendo imagen"}, "buttons": {"send": "Enviar", "sending": "Enviando", "cancel": "Cancelar"}, "helpbar": {"markdown": "Markdown", "preview": "Vista previa"}, "bottom": {"title": "T\u00edtulo"}}, "access.now": "ver clase", "post.related": "Entradas relacionadas", "start.now": "ver clase sin costo", "banner": {"message": "Estas respuestas son parte del {course}.
Accede a todos los cursos desde {currency} al a\u00f1o", "button": "Suscr\u00edbete"}, "labels": {"question": "Pregunta"}, "bestAnswer": "Mejor respuesta", "comments": {"reply": "Responder", "replyDisabled": "Ocultar", "delete": "Eliminar", "bestAnswer": "Mejor respuesta", "getMore": "Ver todas las respuestas", "points": "Puntos", "new": "Nuevas", "top": "Top", "orderBy": "Ordenar por:", "viewMore": "Ver m\u00e1s"}, "modal.delete.title": "\u00bfQuieres eliminar este Post?", "modal.delete.sub": "Eliminar Blogspost", "modal.delete.error": "Ha ocurrido un error :(", "modal.delete.loading": "Borrando Post...", "modal.delete.yes": "Si, eliminar", "modal.delete.no": "No", "login.fb": "Ingresa con facebook", "login.social": "Con tus redes sociales", "login.tw": "Ingresa con twitter", "author.posts": "Todas sus entradas", "editor.submit.b": "Suma tu comentario", "editor.submit.a": "Sin timidez", "editor.submit.c": "Suma tu comentario", "form.editor.isQuestion": "\u00bfTu comentario es una pregunta?", "delete": "Eliminar", "edit": "Editar", "posts.related": "Entradas relacionadas", "login.email.title": "Con tu Email", "login.email": "Correo electr\u00f3nico", "login.password.forgot": "\u00bfOlvidaste tu contrase\u00f1a?", "login.account": "\u00bfA\u00fan no tienes cuenta? Reg\u00edstrate aqu\u00ed", "LoginSocial-facebook-login": "Iniciar sesi\u00f3n con Facebook", "LoginSocial-twitter-login": "Iniciar sesi\u00f3n con Twitter", "LoginSocial-google-login": "Iniciar sesi\u00f3n con Google", "login_email": "Tu email", "login_password": "Tu contrase\u00f1a", "LoginWithEmail-login": "Iniciar sesi\u00f3n", "LoginWithEmail-lostpassword": "\u00bfOlvidaste tu contrase\u00f1a?", "AccountFooter-title-register": "\u00bfA\u00fan no tienes cuenta en Platzi?", "AccountFooter-register": "Crear cuenta", "AccountFooter-login": "Inicia tu sesi\u00f3n", "AccountFooter-title-login ": "\u00bfYa tienes una cuenta?", "RegisterButton-email": "Reg\u00edstrate con tu Email", "LoginSocial-twitter-register": "Reg\u00edstrate con Twitter", "LoginSocial-facebook-register": " Reg\u00edstrate con Facebook", "LoginSocial-google-register": " Reg\u00edstrate con Google", "write_your_comment": "Escribe tu comentario", "question_send": "Tu pregunta fue enviada al ", "discussion_system": "sistema de discusiones", "ShareButtons_share": "Comparte en:", "unlogged_course_title": "Toma sin costo la primera clase del {title}", "ScrollModal_general_error": "Ha ocurrido un error, vuelve a intentarlo", "ScrollModal_email_error": "Este correo no es v\u00e1lido.", "ScrollModal_title": "D\u00e9janos tu correo electr\u00f3nico y recibe m\u00e1s contenido como este", "ScrollModal_placeholder": "Ingresa tu correo", "ScrollModal_cta": "Continuar"}; window.userId = 'None'; window.userEmail = ''; window.isOrganizer = false; window.isAuthor = false; window.isContribution = true; window.avatar = 'https://static.platzi.com/static/website/v2/images/avatar_default.png'; window.userType = 'unlogged'; window.breadcrumb = [{"label": "Inicio", "url": "/"}, {"label": "Blog", "url": "/blog/"}, {"label": "Post"}]; window.isBlog = true; window.isProject = false; window.projectCourse = false; window.isFavorite = ""; window.canFavorite = false window.features = {"favorites_enabled": true}; window.contentType = "blog" window.objectData = {"objectId": 10484, "objectType": "contribution"}; window.comment = { list: window.firstComments, data: window.comments, likes: window.stars.comments, highlighted: null, pagination: { current: 1, total: Math.ceil(window.discussion.n_responses/100), }, }; window.testAb = 'a'; window.diplomado = { date: new Date('2017-06-16T09:00:00-05:00'), is_active: false, }; window.relatedCourse = {"course_id": 2222, "title": "Curso Profesional de CSS Grid Layout", "description": "Aprende CSS Grid Layout para maquetar sitios web complejos sin complicaciones. Analiza tus dise\u00f1os, divide tu aplicaci\u00f3n en cuadr\u00edculas y convi\u00e9rtelas en estilos CSS. Integra CSS Grid con Flexbox y el modelo de caja para alinear tus elementos exactamente donde deben estar. Descifra todos los misterios de CSS Grid Layout para convertirte en frontend developer profesional con tu profesora Estefany Aguilar.", "badge": "https://static.platzi.com/media/achievements/css-grid-layout_badge-c3e2a26a-dce8-42e2-86b3-aa4c01e801e4.png", "color": "#ADD900", "has_access": false, "url": "/clases/2222-css-grid-layout/36027-tips-para-llevar-tu-conocimiento-de-css-a-otro-niv/"} window.relatedCategory = window.relatedPosts = [{"pk": 11417, "draft": false, "title": "\u00bfQu\u00e9 es una estructura narrativa?", "created_at": "2021-07-16T20:23:19.816754Z", "slug": "estructura-narrativa", "active": true, "type": "text", "subtype": "html", "content": "Desde el punto de vista t\u00e9cnico, una estructura narrativa es el esqueleto de nuestra historia. Nos dice qu\u00e9 elementos usar, cu\u00e1ndo y d\u00f3nde p", "score": 10943, "course_id": 1114, "author_id": 1318378, "cover_image": "https://static.platzi.com/media/blog/crear-estructura-narrativa-blog-cover-39fdb993-055c-4e5d-8d49-0de8614c96e2.png", "og_image": "https://static.platzi.com/media/blog/crear-estructura-narrativa-blog-og-064eb9af-24bf-443f-b5ad-ee69d5527807.png", "stars_count": 162, "responses_count": 30, "platzi_old_id": null, "related_course_id": 2315, "related_career_id": null, "related_learning_path_id": 14, "pinned_post": false, "organization_id": 1, "seo_title": "\u00bfQu\u00e9 es una estructura narrativa?", "seo_description": "", "updated_at": "2023-09-24T14:40:46.221521Z", "category_id": null, "akismet_spam": false, "author_data": {"username": "paolamazlum", "avatar": "https://static.platzi.com/media/avatars/avatars/paolamazlum_eb99a176-0008-4858-b888-7f94762245a0.jpeg"}, "url": "/blog/estructura-narrativa/", "color": "fff", "cover_thumbs": "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"}, {"pk": 11418, "draft": false, "title": "Platzi English Academy: Leave vs. live, pronunciation training", "created_at": "2021-07-16T21:22:58.988428Z", "slug": "platzi-english-academy-leave-vs-live-pronunciation-training", "active": true, "type": "text", "subtype": "html", "content": "\u201cI speak English, but I have difficulty understanding native speakers\u201d. Many of us have felt this way before, and this happens because there", "score": 10943, "course_id": 1114, "author_id": 1230813, "cover_image": "https://static.platzi.com/media/blog/platzi-english-academy-cover-dac5fe43-5bad-485d-bb53-b0bf1ca62a95.png", "og_image": "https://static.platzi.com/media/blog/platzi-english-academy-og-238d24ab-325e-4dbe-afa1-f144884919cf.png", "stars_count": 167, "responses_count": 21, "platzi_old_id": null, "related_course_id": null, "related_career_id": null, "related_learning_path_id": null, "pinned_post": false, "organization_id": 1, "seo_title": "", "seo_description": "", "updated_at": "2023-09-22T16:48:56.117556Z", "category_id": null, "akismet_spam": false, "author_data": {"username": "CesarCordero", "avatar": "https://static.platzi.com/media/avatars/avatars/CesarCordero_9d3c8ccd-b1a7-4ad3-ada0-a1543339b0d5.png"}, "url": "/blog/platzi-english-academy-leave-vs-live-pronunciation-training/", "color": "fff", "cover_thumbs": "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"}, {"pk": 11416, "draft": false, "title": "\u00bfQu\u00e9 necesitas para convertirte en Product Manager?", "created_at": "2021-07-16T23:05:13.845308Z", "slug": "conviertete-en-product-manager", "active": true, "type": "text", "subtype": "html", "content": "En todas las empresas con productos que funcionan a trav\u00e9s de la tecnolog\u00eda, siempre escuchamos acerca del rol de Product Manager. Actualmen", "score": 10943, "course_id": 1114, "author_id": 66452, "cover_image": "https://static.platzi.com/media/blog/blog-conviertete-product-manager_cover-10eb1175-926d-4050-877b-2b76661e3a73.png", "og_image": "https://static.platzi.com/media/blog/blog-conviertete-product-manager_og-5fcc3abd-17ee-4645-a990-ee6e5e707dc6.png", "stars_count": 212, "responses_count": 50, "platzi_old_id": null, "related_course_id": 2403, "related_career_id": null, "related_learning_path_id": 51, "pinned_post": false, "organization_id": 1, "seo_title": "\u00bfQu\u00e9 necesitas para convertirte en Product Manager?", "seo_description": "", "updated_at": "2023-09-21T12:57:06.348450Z", "category_id": null, "akismet_spam": false, "author_data": {"username": "unmalnick", "avatar": "https://static.platzi.com/media/avatars/unmalnick_32b5809c-77d8-4aae-8678-c08bfc2fa3fd.jpg"}, "url": "/blog/conviertete-en-product-manager/", "color": "fff", "cover_thumbs": "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"}, {"pk": 11420, "draft": false, "title": "Qu\u00e9 roles hay en el UX design", "created_at": "2021-07-17T00:22:26.788333Z", "slug": "roles-ux-design", "active": true, "type": "text", "subtype": "html", "content": "El \u00e1mbito de la experiencia de usuario est\u00e1 compuesto por muchos roles profesionales diferentes y cada uno cumple un papel importante en el ", "score": 10943, "course_id": 1114, "author_id": 814011, "cover_image": "https://static.platzi.com/media/blog/cover-roles-ux-b57706f0-3357-4873-b173-f20a4be1313d.png", "og_image": "https://static.platzi.com/media/blog/og-roles-ux-c43d9100-13d1-4ec8-be49-69e89e7e86d0.png", "stars_count": 194, "responses_count": 23, "platzi_old_id": null, "related_course_id": 1713, "related_career_id": null, "related_learning_path_id": 51, "pinned_post": false, "organization_id": 1, "seo_title": "Qu\u00e9 roles hay en el UX design", "seo_description": "", "updated_at": "2023-09-18T01:46:03.979100Z", "category_id": null, "akismet_spam": false, "author_data": {"username": "torresburriel", "avatar": "https://static.platzi.com/media/avatars/avatars/torresburriel_9f81c900-a9ac-40bb-a8cd-8a0b0fccabb6.jpeg"}, "url": "/blog/roles-ux-design/", "color": "fff", "cover_thumbs": "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"}] window.projectsCategories = [ { title: 'Proyectos destacados', color: 'red', url: 'https:platzi.com', projects: [ { name: 'Platzi Music', url: 'http://platzi.com/hola', level: 'Avanzado', stars: 10, comments: 20, image: 'http://www.clubit.tv/wp-content/uploads/2017/08/pokemon.jpg', description: 'Aplicación construida en VueJS con la que puedes armar tus listas de reproducción y hacer búsquedas', author: { avatar: 'http://www.clubit.tv/wp-content/uploads/2017/08/pokemon.jpg', username: 'unmalnick' } }, { name: 'Platzi Music', url: 'http://platzi.com/hola', level: 'Avanzado', stars: 10, comments: 20, image: 'http://www.clubit.tv/wp-content/uploads/2017/08/pokemon.jpg', description: 'Aplicación construida en VueJS con la que puedes armar tus listas de reproducción y hacer búsquedas', author: { avatar: 'http://www.clubit.tv/wp-content/uploads/2017/08/pokemon.jpg', username: 'unmalnick' } }, { name: 'Platzi Music', url: 'http://platzi.com/hola', level: 'Avanzado', stars: 10, comments: 20, image: 'http://www.clubit.tv/wp-content/uploads/2017/08/pokemon.jpg', description: 'Aplicación construida en VueJS con la que puedes armar tus listas de reproducción y hacer búsquedas', author: { avatar: 'http://www.clubit.tv/wp-content/uploads/2017/08/pokemon.jpg', username: 'unmalnick' } }, { name: 'Platzi Music', url: 'http://platzi.com/hola', level: 'Avanzado', stars: 10, comments: 20, image: 'http://www.clubit.tv/wp-content/uploads/2017/08/pokemon.jpg', description: 'Aplicación construida en VueJS con la que puedes armar tus listas de reproducción y hacer búsquedas', author: { avatar: 'http://www.clubit.tv/wp-content/uploads/2017/08/pokemon.jpg', username: 'unmalnick' } }, ] } ] window.currency = { flag: '', price: '', fullPrice: '', } window.preConfDate = new Date('') window.conf = { confEnd: new Date('2018-05-06T09:00:00-05:00'), isConfActive: false , }; window.limitDate = new Date(''); window.limitedPromo = { name: '', token: '', }; window.endBarDate = new Date('2018-09-27T16:00:00-04:56'); window.barState = ''; window.contactInfo = { hasSubscription: false, isAuthenticated: false, country: "spain", flag: "https://static.platzi.com/static/images/languajes/spain.jpg", isOrganizer: false, lang: "es", i18n: {'contactus_title': '¿Tienes dudas o quieres comunicarte con nosotros?', 'contactus_subtitle': 'Elige el medio que más te convenga, te sugerimos ', 'write': 'Escríbenos', 'dm': 'Mensaje Directo', 'telephone': 'Teléfono', 'acceptTerms': 'Nunca pares de aprender sobre la seguridad de tus datos', 'agree': 'Aquí puedes ver nuestros {terms} y actualizaciones de nuestras {privacy}', 'terms': 'Términos de Uso', 'privacy': 'políticas de privacidad', 'accept': 'Términos de Uso', 'planExpert': 'Plan Expert', 'planExpertText': 'Desarrolla tus habilidades en programación, diseño, producción audiovisual, marketing y muchas más. Mide tu progreso y recibe certificados con tu nombre a finalizar cada curso.'}, enabled: true, accepted_gdpr: false, userId: '0', organizationId: '1', faq: [{'title': 'Quiero contactar directamente a Platzi', 'cta': 'https://platzi.com/faq/#contacto'}, {'title': '¿Cómo funcionan los cursos? ¿Debo seguir un horario?', 'cta': 'https://platzi.com/faq/#como-funcionan-cursos'}, {'title': '¿Qué necesito para tomar los cursos?', 'cta': 'https://platzi.com/faq/#que-necesito'}, {'title': '¿Qué medios de pago aceptan?', 'cta': 'https://platzi.com/faq/#medios-pago'}, {'title': 'Contactarme por mail', 'cta': 'mailto:[email protected]'}], faq_title: '¿Tienes alguna duda o quieres comunicarte con nosotros?', }