Trabajo elaborado para la asignatura “Programación y manejo de datos en la era del Big Data” de la Universitat de València durante el curso 2021-2022. El repo del trabajo está aquí.
La página web de la asignatura y los trabajos de mis compañeros pueden verse aquí.
INTRODUCCIÓN
Hoy en día el cine se ha convertido en uno de los medios más populares para la difusión del arte, cultura y sobre todo entretenimiento. Es por eso que en este trabajo vamos a mostrar de una forma algo más detallada los aspectos más relevantes del cine en estos últimos años. Recorreremos a lo largo del proyecto las películas favoritas por la audiencia. Esperamos que este trabajo os sirva para incrementar vuestra cultura cineasta y os incite a ver alguna de las películas mencionadas.
1.- PRIMERA PARTE (10K PELICULAS)
1.1 DATOS A ANALIZAR
A continuación, vamos a mostrar una lista de las 10000 películas con las que vamos a trabajar inicialmente.
peliculas <- top10mil %>%
select(original_title)
reactable(peliculas, defaultPageSize = 8, paginationType = "jump", showPageSizeOptions = TRUE , pageSizeOptions = c ( 10 , 50 , 100, 150, 200, 260 ),defaultColDef = colDef(
align = "center",
minWidth = 70,
headerStyle = list(background = "#FFD700"),
filterable = TRUE), highlight = TRUE, outlined = TRUE,
columns = list(
`Item` = colDef(style = function(value) {
if (value > 0) {
color <- "#F5C710"}
else {
color <- "#B22222"
}
list(color = color, fontWeight = "bold",background = "#CD2626")
})))
1.2 IDIOMA ESTRELLA
En este apartado hemos querido representar cual es el idioma que predomina como lengua original en el paquete de datos con el que estamos trabajando. Claramente, de entre las diez mil películas, el idioma en la que la mayoría de ellas está es en Inglés (sin hacer distinción entre inglés británico o americano).
topmil_pais <- top10mil %>%
group_by(original_language) %>%
mutate(numpelis = sum(NN=n())) %>%
distinct(original_language, numpelis) %>%
arrange(desc(numpelis)) %>%
filter(numpelis>200) %>%
mutate(idioma = case_when(original_language == "en" ~ "Inglés",
original_language == "ja" ~ "Japonés" ,
original_language == "es" ~ "Español",
original_language == "fr" ~ "Francés"))
ggplot(topmil_pais, aes(x = idioma, y = numpelis, fill = idioma)) +
geom_bar(stat="identity") +
scale_fill_manual(values = c("yellow", "white", "blue", "red") ) +
scale_y_continuous( breaks = seq(0, 8000, 1000),
limits = c(0, 8000))
![](data:image/png;base64,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)
1.3 TOP PELÍCULAS
La siguiente gráfica es probablemente una de las más interesantes del trabajo, ya que básicamente nos muestra las 7 películas con más popularidad. Como podemos observar, el top 1 es Venom: Let There Be Carnage
popularidad <- top10mil %>%
arrange(desc(popularity)) %>%
filter(popularity > 1300)
ggplot(popularidad, aes(x=original_title, y=popularity)) +
geom_bar(stat="identity") +
coord_flip() +
xlab("") +
theme_bw() +
scale_y_continuous( breaks = seq(0, 5500, 500),
limits = c(0, 5500))
![](data:image/png;base64,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)
1.4 MÁXIMA VOTACIÓN
A continuación mostraremos en un gráfico animado las cuatro películas con una votación más elevada.
votos <- top10mil %>%
arrange(desc(vote_average)) %>%
filter(vote_average > 9.1) %>%
filter(original_language %in% c("zh", "es", "fr"))
votos$original_title <- iconv(votos$original_title, from = "UTF-8", to = "LATIN1")
ggvotos <- ggplot(votos, aes(x = original_title, y = vote_average)) +
geom_point() +
geom_segment( aes(x = original_title, xend = original_title, y = 0, yend = vote_average))
ggplotly(ggvotos)
![Ebola Zombies](data:image/jpeg;base64,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)
2.- SEGUNDA PARTE (4K PELICULAS)
2.1 DATOS A ANALIZAR
La idea ahora es mostrar algunos de los apartados vistos anteriormente pero cambiando el paquete de datos usando ahora uno con menos películas y algo más recientes.
Mostramos a contiuación pues, los datos con los que vamos a trabajar ahora.
names(top4mil)[names(top4mil) == 'Movie Title'] <- 'movietitle'
peliculas4 <- top4mil %>%
select(movietitle)
reactable(peliculas4, defaultPageSize = 8, paginationType = "jump", showPageSizeOptions = TRUE , pageSizeOptions = c ( 10 , 50 , 100, 150, 200, 260 ),defaultColDef = colDef(
align = "center",
minWidth = 70,
headerStyle = list(background = "#FFD700"),
filterable = TRUE), highlight = TRUE, outlined = TRUE,
columns = list(
`Item` = colDef(style = function(value) {
if (value > 0) {
color <- "#F5C710"}
else {
color <- "#B22222"
}
list(color = color, fontWeight = "bold",background = "#CD2626")
})))
2.2 MAYOR PIB DOMÉSTICO
En este otro punto ordenamos las películas de forma descendente, las películas que han generado mayor PIB nacional.
names(top4mil)[names(top4mil) == 'Domestic Gross'] <- 'domesticPIB'
PIB <- top4mil %>%
arrange(desc(domesticPIB)) %>%
filter(domesticPIB > 543638042)
ggplot(PIB, aes(x=movietitle, y=domesticPIB)) +
geom_bar(stat="identity") +
coord_flip() +
xlab("") +
theme_bw() +
scale_y_continuous( breaks = seq(0, 80000, 858373000),
limits = c(0, 8583730000))
![](data:image/png;base64,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)
Como vemos en el gráfico, la pelicula que más ha aportado al PIB doméstico ha sido Star Wars Ep. VII: The Force Awakens
2.3 MAYOR PIB MUNDIAL
Muy parecido al apartado anterior, ahora las distinguimos pero mediante la aportación al PIB mundial.
names(top4mil)[names(top4mil) == 'Worldwide Gross'] <- 'PIB'
PIB <- top4mil %>%
arrange(desc(PIB)) %>%
filter(PIB > 1654367425)
ggplot(PIB, aes(x=movietitle, y=PIB)) +
geom_bar(stat="identity") +
coord_flip() +
xlab("") +
theme_bw() +
scale_y_continuous( breaks = seq(0, 429186500, 858373000),
limits = c(0, 8583730000))
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)
En este otro gráfico podemos observar que las películas que más PIB mundial han aportado han sido, Avatar y Avengers: Endgame, con números bastante similares.
![Avengers: Endgame](data:image/jpeg;base64,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)
3.- TERCERA PARTE ( MÁS PELIS)
3.1 DATOS A ANALIZAR
Cambiamos ahora otra vez el conjunto de datos con el que vamos a trabajar y disminuimos el paquete a tan solo 118 películas. Pasaremos a analizar otros aspectos distintos de los anteriores.
peliculas <- maspelis %>%
select(Title)
reactable(peliculas, defaultPageSize = 8, paginationType = "jump", showPageSizeOptions = TRUE , pageSizeOptions = c ( 10 , 50 , 100, 150, 200, 260 ),defaultColDef = colDef(
align = "center",
minWidth = 70,
headerStyle = list(background = "#FFD700"),
filterable = TRUE), highlight = TRUE, outlined = TRUE,
columns = list(
`Item` = colDef(style = function(value) {
if (value > 0) {
color <- "#F5C710"}
else {
color <- "#B22222"
}
list(color = color, fontWeight = "bold",background = "#CD2626")
})))
3.2 GÉNERO DE LAS PELÍCULAS
categorias <- maspelis %>%
group_by(Genre1) %>%
mutate(numeroxgenero = sum(NN=n())) %>%
distinct(Genre1, numeroxgenero) %>%
arrange(desc(numeroxgenero))
ggplot(categorias, aes(x = Genre1, y = numeroxgenero, fill = Genre1)) +
geom_bar(stat="identity") +
scale_fill_manual(values = c("pink", "black", "purple", "red", "yellow", "green", "brown", "grey") ) +
scale_y_continuous( breaks = seq(0, 29, 6),
limits = c(0, 29))
![](data:image/png;base64,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)
Hemos querido representar con este gráfico tan colorido, los géneros de las películas. Podríamos decir que hay muchas más películas de acción y drama que de los otros géneros. Es cierto que es aquí en este conjunto de datos que se da así, pero si cogiésemos todas las películas que existen, las proporciones serían parecidas ya que son los géneros que más venden y más gustan a la mayoría de la población.
3.3 DURACIÓN PELÍCULAS
duration <- maspelis %>%
group_by(Runtime) %>%
mutate(sameduration = sum(NN=n())) %>%
distinct(Runtime, sameduration, Title) %>%
filter(Runtime >0) %>%
filter(Runtime > 166) %>%
filter(Runtime < 9) %>%
arrange(desc(Runtime))
grafduration <- ggplot (duration, aes(x = Title, y = Runtime)) + geom_bar(stat = "identity", fill = "steelblue")
grafduration + labs(title = "Gráfico: Duración de las películas",
subtitle = "(diferenciando por año)",
x = "Películas",
y = "Duración",
color = "Especie de lirio")
![](data:image/png;base64,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)
A través de este gráfico vemos las películas que más duran. En este top 3 están: - Interstellar (un peliculón, vale la pena la duración) - El hobbit (para gustos colores yo no la he visto) - El lobo de Wall Street, bastante conocida y famosa, con una duración de 3horas.
4.- CUARTA PARTE ( AÚN MÁS PELIS)
Con este cuarto y último paquete de datos que vamos a utilizar en este trabajo, vamos a mostrar la recaudación bruta de las películas en los Estados Unidos.
recaud <- aunmaspelis %>%
select(movie_name, us_grossMillions) %>%
head(us_grossMillions, n = 10)%>%
group_by(movie_name, us_grossMillions) %>%
arrange(desc(us_grossMillions))
recaud
movie_name
|
us_grossMillions
|
Avengers: Endgame
|
858.37000
|
Joker
|
335.45000
|
Knives Out
|
165.36000
|
1917
|
159.23000
|
Once Upon a Time… in Hollywood
|
142.50000
|
Little Women
|
108.10000
|
The Ten Commandments
|
93.74000
|
The Gentlemen
|
69.04371
|
Parasite
|
53.37000
|
The Shawshank Redemption
|
28.34000
|
wordcloud2(data=recaud, size=0.35)
En este gráfico interactivo se muestran las películas con más recaudación con un tamaño más grande y a medida que los títulos se hacen más pequeños significa que la recaudación es menor. Si mantenemos el cursor encima de los títulos de las películas nos dice exactamente el importe de la recaudación bruta. Destacaríamos sin duda Avengers: End Game y seguidamente Joker.
---
title: "TOP Peliculas"
subtitle: "ALBA ESTELA GARCIA (alesgar3@alumni.uv.es)" #- pongo tú nombre ahí para q aparezca más grande q el de la UV
author: "Universitat de València"
date: "Diciembre de 2021 (actualizado el `r format(Sys.time(), '%d-%m-%Y')`)"
output:
  html_document:
    #css: "./assets/my_css_file.css"
    theme: paper
    highlight: textmate 
    toc: true
    toc_depth: 3 
    toc_float: 
      collapsed: true
      smooth_scroll: true
    self_contained: true
    number_sections: false
    df_print: kable
    code_folding: show
    code_download: true
editor_options: 
  chunk_output_type: console
---

```{css, echo = FALSE}
.columns {display:flex;}
h1.title {font-size: 50 px;color: #000000}
h1 {color:#0a0a0a; font-size: 30px ;font-family: Arial Black}
h2{color: #0a0a0a; font-size: 20px; font-family: Arial Black}
body { background-color: #73effa}
a {color: #010101;}
.list-group-item.active, .list-group-item.active:focus, .list-group-item.active:hover {
    z-index: 2;
    color: ;
    background-color: #c4342d;
    border-color: palered;
}
.nav-pills > li.active > a, .nav-pills > li.active > a:hover, .nav-pills > li.active > 
```


```{r, warning=FALSE, echo=FALSE, include=FALSE}
library(ggplot2)
library(dplyr)
library(reactable)
library(tibble)
library(plotly)
library(tidyverse)

library(hrbrthemes)
library(patchwork)
library(gganimate)
library(wordcloud2)
library(webshot)
library(corrplot)
library(sqldf)
library(RColorBrewer) 
library(kableExtra)
library(ggThemeAssist)


top10mil <- rio::import("./datos/TOP1000MOVIES.csv")
top4mil <- rio::import("./datos/TOP4000MOVIES.csv")
maspelis <- rio::import("./datos/IMDB.csv")
aunmaspelis <- rio::import("./datos/movies_IMDB.csv")


```





```{r options-setup, include = FALSE}
options(scipen = 999) #- para quitar la notación científica
options("yaml.eval.expr" = TRUE) 
```


```{r klippy, echo = FALSE}
klippy::klippy(position = c("top", "right")) #- remotes::install_github("rlesur/klippy")
```


<hr class="linea-black">

<!-- El párrafo de abajo has de dejarlo casi igual, solo HAS de SUSTITUIR "perezp44" por tu usuario de Github-->
Trabajo elaborado para la asignatura "Programación y manejo de datos en la era del Big Data" de la Universitat de València durante el curso 2021-2022. El repo del trabajo está [aquí](https://github.com/albaestela14/trabajo_BigData){target="_blank"}. 

<!-- El párrafo de abajo has de dejarlo exactamente igual, NO HAS DE CAMBIAR NADA-->

La página web de la asignatura y los trabajos de mis compañeros pueden verse [aquí](https://perezp44.github.io/intro-ds-21-22-web/07-trabajos.html){target="_blank"}.


<hr class="linea-red">


# **INTRODUCCIÓN**

Hoy en día el cine se ha convertido en uno de los medios más populares para la difusión del arte, cultura y sobre todo entretenimiento. Es por eso que en este trabajo vamos a mostrar de una forma algo más detallada los aspectos más relevantes del cine en estos últimos años. Recorreremos a lo largo del proyecto las películas favoritas por la audiencia.
Esperamos que este trabajo os sirva para incrementar vuestra cultura cineasta y os incite a ver alguna de las películas mencionadas.

# **1.- PRIMERA PARTE *(10K PELICULAS)***

## 1.1 DATOS A ANALIZAR 

A continuación, vamos a mostrar una lista de las 10000 películas con las que vamos a trabajar inicialmente.


```{r}
peliculas <- top10mil %>%
select(original_title)
reactable(peliculas, defaultPageSize =  8,  paginationType = "jump", showPageSizeOptions =  TRUE , pageSizeOptions =  c ( 10 , 50 , 100, 150, 200, 260 ),defaultColDef = colDef(
    align = "center",
    minWidth = 70,
    headerStyle = list(background = "#FFD700"),
    filterable = TRUE),  highlight = TRUE, outlined = TRUE,
    columns = list(
  `Item` = colDef(style = function(value) {
    if (value > 0) {
      color <- "#F5C710"}
      else {
      color <- "#B22222"
    }
    list(color = color, fontWeight = "bold",background = "#CD2626")
  })))
```






## 1.2 IDIOMA ESTRELLA

En este apartado hemos querido representar cual es el idioma que predomina como lengua original en el paquete de datos con el que estamos trabajando. Claramente, de entre las diez mil películas, el idioma en la que la mayoría de ellas está es en Inglés (sin hacer distinción entre inglés británico o americano).

```{r, warning=FALSE}
topmil_pais <- top10mil %>%
  group_by(original_language)  %>%  
   mutate(numpelis = sum(NN=n())) %>%
  distinct(original_language, numpelis) %>% 
  arrange(desc(numpelis)) %>% 
  filter(numpelis>200) %>% 
  mutate(idioma = case_when(original_language == "en" ~ "Inglés", 
                            original_language == "ja" ~ "Japonés" ,
                            original_language == "es" ~ "Español",
                            original_language == "fr" ~ "Francés"))
  
ggplot(topmil_pais, aes(x = idioma, y = numpelis, fill = idioma)) +  
  geom_bar(stat="identity") +
  scale_fill_manual(values = c("yellow", "white", "blue", "red") ) +
  scale_y_continuous( breaks = seq(0, 8000, 1000),
    limits = c(0, 8000))
 
```


## 1.3 TOP PELÍCULAS

La siguiente gráfica es probablemente una de las más interesantes del trabajo, ya que básicamente nos muestra las 7 películas con más popularidad. Como podemos observar, el top 1 es **Venom: Let There Be Carnage**





```{r, warning=FALSE}
popularidad <- top10mil %>% 
  arrange(desc(popularity)) %>% 
  filter(popularity > 1300)
 

  ggplot(popularidad, aes(x=original_title, y=popularity)) +
    geom_bar(stat="identity") +
    coord_flip() +
    xlab("") +
    theme_bw() +
      scale_y_continuous( breaks = seq(0, 5500, 500),
    limits = c(0, 5500))
```

![Venom: Let There Be Carnage](./imagenes/venom.jpg) 


## 1.4 MÁXIMA VOTACIÓN

A continuación mostraremos en un gráfico animado las cuatro películas con una votación más elevada.


```{r, warning=FALSE}
votos <- top10mil %>% 
  arrange(desc(vote_average)) %>% 
  filter(vote_average > 9.1) %>% 
  filter(original_language %in% c("zh", "es", "fr"))

votos$original_title <- iconv(votos$original_title, from = "UTF-8", to = "LATIN1")

ggvotos <- ggplot(votos, aes(x = original_title, y = vote_average)) +
  geom_point() +
  geom_segment( aes(x = original_title, xend = original_title, y = 0, yend = vote_average))

ggplotly(ggvotos)

```


![Días de CANGREBURGERS](./imagenes/bobesponja1.png) ![Ebola Zombies](./imagenes/ebola.jpg) 



<hr class="linea-red">

# **2.- SEGUNDA PARTE *(4K PELICULAS)***

## 2.1 DATOS A ANALIZAR

La idea ahora es mostrar algunos de los apartados vistos anteriormente pero cambiando el paquete de datos usando ahora uno con menos películas y algo más recientes.

Mostramos a contiuación pues, los datos con los que vamos a trabajar ahora.

```{r}
names(top4mil)[names(top4mil) == 'Movie Title'] <- 'movietitle'



peliculas4 <- top4mil %>%
select(movietitle)
reactable(peliculas4, defaultPageSize =  8,  paginationType = "jump", showPageSizeOptions =  TRUE , pageSizeOptions =  c ( 10 , 50 , 100, 150, 200, 260 ),defaultColDef = colDef(
    align = "center",
    minWidth = 70,
    headerStyle = list(background = "#FFD700"),
    filterable = TRUE),  highlight = TRUE, outlined = TRUE,
    columns = list(
  `Item` = colDef(style = function(value) {
    if (value > 0) {
      color <- "#F5C710"}
      else {
      color <- "#B22222"
    }
    list(color = color, fontWeight = "bold",background = "#CD2626")
  })))

```


## 2.2 MAYOR PIB DOMÉSTICO

En este otro punto ordenamos las películas de forma descendente, las películas que han generado mayor PIB nacional.


```{r}
names(top4mil)[names(top4mil) == 'Domestic Gross'] <- 'domesticPIB'

PIB <- top4mil %>% 
  arrange(desc(domesticPIB)) %>% 
  filter(domesticPIB > 543638042)
 

  ggplot(PIB, aes(x=movietitle, y=domesticPIB)) +
    geom_bar(stat="identity") +
    coord_flip() +
    xlab("") +
    theme_bw() +
      scale_y_continuous( breaks = seq(0, 80000, 858373000),
    limits = c(0, 8583730000))

```





Como vemos en el gráfico, la pelicula que más ha aportado al PIB doméstico ha sido **Star Wars Ep. VII: The Force Awakens**

![Star Wars Ep. VII: The Force Awakens](./imagenes/starwars1.jpg)    


## 2.3 MAYOR PIB MUNDIAL

Muy parecido al apartado anterior, ahora las distinguimos pero mediante la aportación al PIB mundial.

```{r}
names(top4mil)[names(top4mil) == 'Worldwide Gross'] <- 'PIB'

PIB <- top4mil %>% 
  arrange(desc(PIB)) %>% 
  filter(PIB > 	1654367425)
 

  ggplot(PIB, aes(x=movietitle, y=PIB)) +
    geom_bar(stat="identity") +
    coord_flip() +
    xlab("") +
    theme_bw() +
      scale_y_continuous( breaks = seq(0, 429186500, 858373000),
    limits = c(0, 8583730000))


```




En este otro gráfico podemos observar que las películas que más PIB mundial han aportado han sido, **Avatar** y **Avengers: Endgame**, con números bastante similares.

![Avatar](./imagenes/avatar1.jpg) ![Avengers: Endgame](./imagenes/avengers.jpg)



# **3.- TERCERA PARTE *( MÁS PELIS)***


## 3.1 DATOS A ANALIZAR

Cambiamos ahora otra vez el conjunto de datos con el que vamos a trabajar y disminuimos el paquete a tan solo 118 películas. Pasaremos a analizar otros aspectos distintos de los anteriores.


```{r}
peliculas <- maspelis %>%
select(Title)
reactable(peliculas, defaultPageSize =  8,  paginationType = "jump", showPageSizeOptions =  TRUE , pageSizeOptions =  c ( 10 , 50 , 100, 150, 200, 260 ),defaultColDef = colDef(
    align = "center",
    minWidth = 70,
    headerStyle = list(background = "#FFD700"),
    filterable = TRUE),  highlight = TRUE, outlined = TRUE,
    columns = list(
  `Item` = colDef(style = function(value) {
    if (value > 0) {
      color <- "#F5C710"}
      else {
      color <- "#B22222"
    }
    list(color = color, fontWeight = "bold",background = "#CD2626")
  })))
```

## 3.2 GÉNERO DE LAS PELÍCULAS

```{r}
categorias <- maspelis %>%
  group_by(Genre1)  %>%  
   mutate(numeroxgenero = sum(NN=n())) %>%
  distinct(Genre1, numeroxgenero) %>% 
  arrange(desc(numeroxgenero))  

  
ggplot(categorias, aes(x = Genre1, y = numeroxgenero, fill = Genre1)) +  
  geom_bar(stat="identity") +
  scale_fill_manual(values = c("pink", "black", "purple", "red", "yellow", "green", "brown", "grey") ) +
  scale_y_continuous( breaks = seq(0, 29, 6),
    limits = c(0, 29))

```

Hemos querido representar con este gráfico tan colorido, los géneros de las películas. Podríamos decir que hay muchas más películas de acción y drama que de los otros géneros. Es cierto que es aquí en este conjunto de datos que se da así, pero si cogiésemos todas las películas que existen, las proporciones serían parecidas ya que son los géneros que más venden y más gustan a la mayoría de la población.

## 3.3 DURACIÓN PELÍCULAS

```{r}
duration <- maspelis %>%
  group_by(Runtime) %>%
  mutate(sameduration = sum(NN=n())) %>%
  distinct(Runtime, sameduration, Title) %>%
  filter(Runtime >0) %>%
  filter(Runtime > 166) %>%
  filter(Runtime < 9) %>%
  arrange(desc(Runtime)) 
 






grafduration <- ggplot (duration, aes(x = Title, y = Runtime)) + geom_bar(stat = "identity", fill = "steelblue")
grafduration + labs(title = "Gráfico: Duración de las películas",
       subtitle = "(diferenciando por año)",
       x = "Películas",
       y = "Duración",
       color = "Especie de lirio")
  
  

```

A través de este gráfico vemos las películas que más duran. En este top 3 están:
- Interstellar *(un peliculón, vale la pena la duración)*
- El hobbit *(para gustos colores yo no la he visto)*
- **El lobo de Wall Street**, bastante conocida y famosa, con una duración de 3horas.

![The Wolf of Wall Street](./imagenes/lobo.jpg)



# **4.- CUARTA PARTE *( AÚN MÁS PELIS)***

Con este cuarto y último paquete de datos que vamos a utilizar en este trabajo, vamos a mostrar la recaudación bruta de las películas en los Estados Unidos.


```{r}
recaud <- aunmaspelis %>%
  select(movie_name, us_grossMillions) %>%
  head(us_grossMillions, n = 10)%>%
  group_by(movie_name, us_grossMillions) %>%
  arrange(desc(us_grossMillions))

recaud


wordcloud2(data=recaud, size=0.35)


```

En este gráfico interactivo se muestran las películas con más recaudación con un tamaño más grande y a medida que los títulos se hacen más pequeños significa que la recaudación es menor. Si mantenemos el cursor encima de los títulos de las películas nos dice exactamente el importe de la recaudación bruta. Destacaríamos sin duda **Avengers: End Game** y seguidamente **Joker**.








#  BIBLIOGRAFÍA




- [Enlace a la página web de la asignatura](https://perezp44.github.io/intro-ds-21-22-web/index.html)

- [Enlace galeria de gráficos de ggplot2](https://www.r-graph-gallery.com/)

- [Tutoriales de la asignatura](https://perezp44.github.io/intro-ds-21-22-web/04-tutoriales.html)

- [Enlace a la página web de gganimate](https://gganimate.com/)

