knitr::opts_chunk$set(echo = TRUE)
Data yang digunakan adalah Susenas Maret 2025.
Backlog
Kelayakhunian
Backlog kelayakhunian merupakan indikator yang menggambarkan kondisi
rumah tangga yang menempati bangunan tempat tinggal milik sendiri, namun
dalam kondisi yang tidak layak huni.
Set Design
Sampling
Design sampling yang digunakan mengikuti design sampling yang
dilakukan pada SPSS yaitu Cluster Sampling design with replacement.
susenas.design<- svydesign(id=~psu, strata=~strata, data = dataku, weights=~fwt)
susenas.design
## Stratified 1 - level Cluster Sampling design (with replacement)
## With (34473) clusters.
## svydesign(id = ~psu, strata = ~strata, data = dataku, weights = ~fwt)
summary(susenas.design$prob)
## Min. 1st Qu. Median Mean 3rd Qu. Max.
## 0.000201 0.003795 0.008842 0.029646 0.025600 0.968267
Set Output
Statistics
Kualitas presisi hasil estimasi suatu survei bisa diamati dari nilai
RSE yang dihasilkan. Kesalahan sampling dari beberapa estimasi harus
digunakan secara hati-hati. Untuk estimasi yang berdasarkan jumlah kasus
yang kecil, kesalahan relatif cenderung besar.
Batasan nilai RSE ( Australian Bureau Statistics):
Jika \(RSE \le 25\%\), estimasi
bersifat presisi.
Jika \(25\% < RSE \le 50\%\),
estimasi perlu dilakukan dengan hati-hati.
Jika \(RSE > 50\%\), estimasi
dianggap sangat tidak presisi.
Provinsi
options(survey.adjust.domain.lonely=TRUE)
options(survey.lonely.psu="adjust")
hasilP = svyby(formula = ~BACK_LOG, denom= ~denom, ~prov, design = susenas.design, data = dataku, deff=TRUE, svyratio, vartype=c("se","ci","ci","cv","cvpct","var"))
hasilP[is.na(hasilP)] <- 0
hasilP$theta = round(hasilP$`BACK_LOG/denom`*100,2)
hasilP$SE = round(hasilP$`se.BACK_LOG/denom`*100,2)
hasilP$VAR = round(hasilP$SE*hasilP$SE,2)
hasilP$CI_LOWER = round(hasilP$`ci_l`*100,2)
hasilP$CI_LOWER[hasilP$CI_LOWER<0] <- 0
hasilP$CI_UPPER = round(hasilP$`ci_u`*100,2)
hasilP$RSE = round(hasilP$`cv%`,2)
hasilP$DEFF = round(hasilP$DEff,2)
Kabupaten/kota
options(survey.adjust.domain.lonely=TRUE)
options(survey.lonely.psu="adjust")
hasil = svyby(formula = ~BACK_LOG, denom= ~denom, ~kabu, design = susenas.design, data = dataku, deff=TRUE, svyratio, vartype=c("se","ci","ci","cv","cvpct","var"))
hasil[is.na(hasil)] <- 0
hasil$theta = round(hasil$`BACK_LOG/denom`*100,2)
hasil$SE = round(hasil$`se.BACK_LOG/denom`*100,2)
hasil$VAR = round(hasil$SE*hasil$SE,2)
hasil$CI_LOWER = round(hasil$`ci_l`*100,2)
hasil$CI_LOWER[hasil$CI_LOWER<0] <- 0
hasil$CI_UPPER = round(hasil$`ci_u`*100,2)
hasil$RSE = round(hasil$`cv%`,2)
hasil$DEFF = round(hasil$DEff,2)
Level Estimate
Estimation by
province
outputP = as.data.frame(cbind(hasilP$prov, hasilP$theta, hasilP$SE, hasilP$VAR, hasilP$CI_LOWER, hasilP$CI_UPPER, hasilP$RSE, hasilP$DEFF))
names(outputP) = c("Prov","Estimasi","SE","VAR","CI LOWER","CI UPPER","RSE","DEFF")
(outputP[order(outputP$Prov, decreasing = FALSE), ] )
## Prov Estimasi SE VAR CI LOWER CI UPPER RSE DEFF
## 1 11 24.95 0.66 0.44 23.66 26.25 2.64 3.21
## 2 12 16.02 0.56 0.31 14.93 17.11 3.46 4.92
## 3 13 26.61 0.85 0.72 24.95 28.28 3.19 4.32
## 4 14 15.37 0.76 0.58 13.89 16.86 4.93 3.80
## 5 15 28.16 1.18 1.39 25.85 30.46 4.18 4.96
## 6 16 28.16 0.98 0.96 26.24 30.08 3.48 5.64
## 7 17 37.37 1.27 1.61 34.89 39.85 3.39 4.12
## 8 18 28.00 1.04 1.08 25.97 30.03 3.71 5.78
## 9 19 59.86 1.37 1.88 57.17 62.55 2.29 3.36
## 10 21 31.00 2.16 4.67 26.77 35.23 6.97 9.11
## 11 31 28.05 1.12 1.25 25.85 30.25 4.00 3.18
## 12 32 33.00 0.69 0.48 31.66 34.35 2.08 5.27
## 13 33 22.63 0.51 0.26 21.62 23.63 2.27 4.41
## 14 34 8.24 0.82 0.67 6.64 9.84 9.91 3.48
## 15 35 20.17 0.49 0.24 19.22 21.12 2.41 4.61
## 16 36 23.94 1.08 1.17 21.82 26.07 4.53 4.57
## 17 51 8.93 0.79 0.62 7.39 10.48 8.82 4.79
## 18 52 25.43 1.03 1.06 23.40 27.45 4.06 4.01
## 19 53 34.56 0.87 0.76 32.86 36.26 2.51 4.38
## 20 61 24.37 1.03 1.06 22.35 26.40 4.24 5.43
## 21 62 28.94 1.18 1.39 26.63 31.26 4.08 5.67
## 22 63 30.41 1.07 1.14 28.32 32.50 3.50 4.69
## 23 64 16.90 1.19 1.42 14.57 19.23 7.03 6.55
## 24 65 19.09 1.57 2.46 16.00 22.17 8.25 4.31
## 25 71 18.99 0.87 0.76 17.29 20.70 4.57 4.22
## 26 72 30.81 1.02 1.04 28.81 32.82 3.32 3.88
## 27 73 17.88 0.63 0.40 16.65 19.12 3.52 4.31
## 28 74 17.39 0.74 0.55 15.94 18.84 4.26 3.61
## 29 75 20.28 1.15 1.32 18.02 22.54 5.69 2.97
## 30 76 31.11 1.55 2.40 28.06 34.15 4.99 4.07
## 31 81 25.83 1.09 1.19 23.70 27.97 4.21 3.76
## 32 82 23.41 1.19 1.42 21.07 25.75 5.10 4.20
## 33 91 34.72 2.04 4.16 30.72 38.72 5.88 6.28
## 34 92 36.35 2.18 4.75 32.06 40.63 6.01 6.07
## 35 94 32.51 1.75 3.06 29.09 35.94 5.38 6.18
## 36 95 44.85 2.30 5.29 40.34 49.36 5.13 4.43
## 37 96 66.93 1.43 2.04 64.12 69.74 2.14 4.07
## 38 97 89.14 1.32 1.74 86.55 91.72 1.48 7.47
Kelompok RSE Provinsi
hasilP <- hasilP %>%
mutate(
RSE = if_else(RSE == 0, NA_real_, RSE)
) %>%
arrange(RSE) %>%
mutate(
Urut = row_number(),
RSEP_kat = case_when(
is.na(RSE) ~ NA_character_,
RSE < 25.99 ~ "< 25%",
RSE <= 50.99 ~ "26–50%",
RSE > 50 ~ "> 50%"
)
)
table(hasilP$RSEP_kat, useNA = "ifany")
##
## < 25%
## 38
Visualisasi Provinsi
ggplot(hasilP, aes(x = Urut, y = RSE, group = 1, color = RSEP_kat)) +
geom_point(size = 3) +
geom_hline(yintercept = 25, linetype = "dashed", color = "red") +
geom_hline(yintercept = 50, linetype = "dashed", color = "blue") +
scale_color_manual(
name = "Kategori RSE",
limits = c("< 25%", "26–50%", "> 50%"),
values = c(
"< 25%" = "#1B9E77",
"26–50%" = "#FF8C00",
"> 50%" = "#7570B3"
),
na.value = "#D73027",
drop = FALSE
) +
labs(
title = "RSE BACK_LOG per Provinsi",
subtitle = "dengan garis batas RSE 25% dan 50%",
x = "Provinsi",
y = "Nilai RSE (%)"
) +
theme_minimal(base_size = 13) +
theme(
plot.title = element_text(face = "bold", size = 15),
legend.position = "bottom",
axis.text.x = element_text(angle = 40, vjust = 1, hjust = 1)
)

Estimation by
district
output = as.data.frame(cbind(hasil$kabu, hasil$theta, hasil$SE, hasil$VAR, hasil$CI_LOWER, hasil$CI_UPPER, hasil$RSE, hasil$DEFF))
names(output) = c("Kako","Estimasi","SE","VAR","CI LOWER","CI UPPER","RSE","DEFF")
head((output[order(output$Kako, decreasing = FALSE), ] ))
## Kako Estimasi SE VAR CI LOWER CI UPPER RSE DEFF
## 1 1101 34.28 3.20 10.24 28.02 40.55 9.32 2.35
## 2 1102 44.92 4.40 19.36 36.29 53.55 9.80 4.18
## 3 1103 26.78 2.87 8.24 21.15 32.41 10.72 2.63
## 4 1104 30.61 3.63 13.18 23.50 37.72 11.86 3.81
## 5 1105 36.75 3.25 10.56 30.38 43.12 8.85 3.15
## 6 1106 16.34 2.35 5.52 11.73 20.96 14.39 2.43
Kelompok RSE Kabupaten/kota
hasil <- hasil %>%
mutate(
RSE = if_else(RSE == 0, NA_real_, RSE)
) %>%
arrange(RSE) %>%
mutate(
Urut = row_number(),
RSE_kat = case_when(
is.na(RSE) ~ NA_character_,
RSE < 25.99 ~ "< 25%",
RSE <= 50.99 ~ "26–50%",
RSE > 50 ~ "> 50%"
)
)
table(hasil$RSE_kat, useNA = "ifany")
##
## < 25% > 50% 26–50%
## 495 1 18
hasil_plot <- hasil %>%
mutate(
RSE_plot = if_else(is.na(RSE), -2, RSE) # taruh NA di bawah sumbu
)
ggplot(hasil_plot, aes(x = Urut, y = RSE_plot, color = RSE_kat)) +
geom_jitter(width = 0.35, height = 0, size = 1.8, alpha = 0.85) +
geom_hline(yintercept = 25, linetype = "dashed", color = "red") +
geom_hline(yintercept = 50, linetype = "dashed", color = "blue") +
scale_y_continuous(
name = "Nilai RSE (%)",
breaks = c(0, 25, 50),
limits = c(-5, NA)
) +
scale_color_manual(
name = "Kategori RSE",
limits = c("< 25%", "26–50%", "> 50%"),
values = c(
"< 25%" = "#1B9E77",
"26–50%" = "#FF8C00",
"> 50%" = "#7570B3"
),
na.value = "#D73027",
drop = FALSE
) +
theme_minimal()

Satu kabupaten/kota memiliki nilai RSE = 0 sehingga diperlakukan
sebagai data tidak tersedia (NA) dan ditampilkan dalam visualisasi
sebagai titik berwarna merah.
write.xlsx(outputP,"BACKLOG1 2025_Prov.xlsx")
write.xlsx(output,"BACKLOG1 2025_Kako.xlsx")
Peta
library(sf)
petaku <- st_read("PetaSHP514_38.shp")
## Reading layer `PetaSHP514_38' from data source
## `D:\2. Pengembangan diri\1 Exercise Bagus\Housing Analysis\PetaSHP514_38.shp'
## using driver `ESRI Shapefile'
## Simple feature collection with 514 features and 8 fields
## Geometry type: MULTIPOLYGON
## Dimension: XY
## Bounding box: xmin: 95.00971 ymin: -11.00766 xmax: 141.02 ymax: 6.076809
## Geodetic CRS: WGS 84
petaku <- petaku %>%
mutate(idkab = as.character(idkab))
hasil <- hasil %>%
mutate(kabu = as.character(kabu))
names(petaku)
## [1] "fid" "idkab" "nmprov" "nmkab" "kdprov" "kdkab" "sumber"
## [8] "periode" "geometry"
kab_map <- petaku %>%
left_join(
hasil %>% select(kabu, RSE, RSE_kat),
by = c("idkab" = "kabu")
)
kab_map$RSE_kat <- factor(
kab_map$RSE_kat,
levels = c("< 25%", "26–50%", "> 50%")
)

Direktorat Statistik Kesejahteraan Rakyat, BPS, saptahas@bps.go.id
---
title: "Backlog Kelayakhunian 2025"
author: "Sapta Hastho Ponco"
date: "`r Sys.Date()`"
output:
  html_document:
    code_download: yes
    code_folding: show
    number_sections: yes
    theme: journal
    toc: yes
    toc_float: yes
  word_document:
    toc: yes
---

```{=html}
<style>
body{
text-align: justify}
</style>
```


```{r setup, include=TRUE}
knitr::opts_chunk$set(echo = TRUE)
```

```{r, message=FALSE, warning=FALSE, echo=FALSE}
library(tidyverse)
library(survey)
library(janitor)
library(scales)
library(haven)
library(openxlsx)
library(sf)
library(viridis)
```

```{r, echo=FALSE}
setwd("D:\\2. Pengembangan diri\\1 Exercise Bagus\\Housing Analysis")
```

Data yang digunakan adalah Susenas Maret 2025.

```{r, message=FALSE, warning=FALSE, echo=FALSE}
dataku <- read_sav("KOR25GAB_0309_HOUSING.sav") %>%
  clean_names()
```

# Backlog Kelayakhunian

Backlog kelayakhunian merupakan indikator yang menggambarkan kondisi rumah tangga yang menempati bangunan tempat tinggal milik sendiri, namun dalam kondisi yang tidak layak huni.


```{r, echo=FALSE}
dataku <- dataku %>%
  mutate(kabu = r101*100 + r102) %>%
  rename(prov="r101", kab="r102") %>%
  mutate(denom=100) %>%
  mutate(indic1_layak = dplyr::case_when(dataku$r1609a<=3 & dataku$r1609b==1 & dataku$r1609c<=2~100, (dataku$r105 ==2 & dataku$r1609a<=3 & dataku$r1609b==1 & dataku$r1609c==4~100)),
  indic1_layak=case_when(indic1_layak==100~100,is.na(indic1_layak)~0)) %>%
  mutate(drinkw=car::recode(dataku$r1610a,"3:5=100;7=100;10=100;else=0")) %>%
  mutate(bottle=car::recode(dataku$r1610a,"1:2=100;else=0")) %>%
  mutate(bathing=car::recode(dataku$r1614a,"3:5=100;7=100;10=100;else=0")) %>%
  mutate(indic2_layak = dplyr::case_when(drinkw==100 | (bottle==100 & bathing==100)~100)) %>%
  mutate(indic2_layak = ifelse(is.na(indic2_layak), 0, indic2_layak)) %>%
  mutate(luas_cap=r1604/r301) %>%
  mutate(indic3_layak = dplyr::case_when(luas_cap>=7.20~100,luas_cap<7.20~0)) %>%
  mutate(roof=car::recode(dataku$r1606,"1:4=100;else=0")) %>%
  mutate(wall=car::recode(dataku$r1607,"1:3=100;else=0")) %>%
  mutate(floor=car::recode(dataku$r1608,"1:5=100;else=0")) %>%
  mutate(indic4_layak = dplyr::case_when((roof==100 & floor==100 & wall==100)~100)) %>%
  mutate(indic4_layak = ifelse(is.na(indic4_layak), 0, indic4_layak))

dataku <- dataku %>%
  mutate(RLH = dplyr::case_when((indic1_layak==100 & indic2_layak==100 & indic3_layak==100 & indic4_layak==100)~100)) %>%
  mutate(RLH = ifelse(is.na(RLH), 0, RLH)) %>% 
  mutate(
    BACK_LOG = ifelse(r1602== 1 & RLH == 0, 100, 0),
    BACK_LOG_LABEL = factor(
      BACK_LOG,
      levels = c(0, 100),
      labels = c("Tidak", "Backlog")
    )
  )
```
  
# Set Design Sampling

Design sampling yang digunakan mengikuti design sampling yang dilakukan pada SPSS yaitu Cluster Sampling design with replacement.

```{r, warning=FALSE, message=FALSE}
susenas.design<- svydesign(id=~psu, strata=~strata, data = dataku, weights=~fwt)
susenas.design
summary(susenas.design$prob)
```

# Set Output Statistics

Kualitas presisi hasil estimasi suatu survei bisa diamati dari nilai RSE yang dihasilkan. Kesalahan sampling dari beberapa estimasi harus digunakan secara hati-hati. Untuk estimasi yang berdasarkan jumlah kasus yang kecil, kesalahan relatif cenderung besar.

Batasan nilai RSE ( _Australian Bureau Statistics_):

1.  Jika $RSE \le 25\%$, estimasi bersifat presisi.

2.  Jika $25\% < RSE \le 50\%$, estimasi perlu dilakukan dengan hati-hati.

3.  Jika $RSE > 50\%$, estimasi dianggap sangat tidak presisi.


**Provinsi**

```{r, warning=FALSE, message=FALSE}
options(survey.adjust.domain.lonely=TRUE)
options(survey.lonely.psu="adjust")
hasilP = svyby(formula = ~BACK_LOG, denom= ~denom, ~prov, design = susenas.design, data = dataku, deff=TRUE, svyratio, vartype=c("se","ci","ci","cv","cvpct","var"))
hasilP[is.na(hasilP)] <- 0
hasilP$theta = round(hasilP$`BACK_LOG/denom`*100,2)
hasilP$SE = round(hasilP$`se.BACK_LOG/denom`*100,2)
hasilP$VAR = round(hasilP$SE*hasilP$SE,2)
hasilP$CI_LOWER = round(hasilP$`ci_l`*100,2)
hasilP$CI_LOWER[hasilP$CI_LOWER<0] <- 0
hasilP$CI_UPPER = round(hasilP$`ci_u`*100,2)
hasilP$RSE = round(hasilP$`cv%`,2)
hasilP$DEFF = round(hasilP$DEff,2)
```

**Kabupaten/kota**

```{r, warning=FALSE, message=FALSE}
options(survey.adjust.domain.lonely=TRUE)
options(survey.lonely.psu="adjust")
hasil = svyby(formula = ~BACK_LOG, denom= ~denom, ~kabu, design = susenas.design, data = dataku, deff=TRUE, svyratio, vartype=c("se","ci","ci","cv","cvpct","var"))
hasil[is.na(hasil)] <- 0
hasil$theta = round(hasil$`BACK_LOG/denom`*100,2)
hasil$SE = round(hasil$`se.BACK_LOG/denom`*100,2)
hasil$VAR = round(hasil$SE*hasil$SE,2)
hasil$CI_LOWER = round(hasil$`ci_l`*100,2)
hasil$CI_LOWER[hasil$CI_LOWER<0] <- 0
hasil$CI_UPPER = round(hasil$`ci_u`*100,2)
hasil$RSE = round(hasil$`cv%`,2)
hasil$DEFF = round(hasil$DEff,2)
```

# Level Estimate

## Estimation by province

```{r}
outputP = as.data.frame(cbind(hasilP$prov, hasilP$theta, hasilP$SE, hasilP$VAR, hasilP$CI_LOWER, hasilP$CI_UPPER, hasilP$RSE, hasilP$DEFF))
names(outputP) = c("Prov","Estimasi","SE","VAR","CI LOWER","CI UPPER","RSE","DEFF")
(outputP[order(outputP$Prov, decreasing = FALSE), ]   )
```

**Kelompok RSE Provinsi**

```{r}
hasilP <- hasilP %>%
  mutate(
    RSE = if_else(RSE == 0, NA_real_, RSE)
  ) %>%
  arrange(RSE) %>%
  mutate(
    Urut = row_number(),
    RSEP_kat = case_when(
      is.na(RSE)                 ~ NA_character_,
      RSE < 25.99                ~ "< 25%",
      RSE <= 50.99               ~ "26–50%",
      RSE > 50                   ~ "> 50%"
    )
  )

table(hasilP$RSEP_kat, useNA = "ifany")
```


**Visualisasi Provinsi**

```{r}
ggplot(hasilP, aes(x = Urut, y = RSE, group = 1, color = RSEP_kat)) +
  geom_point(size = 3) +
  
  geom_hline(yintercept = 25, linetype = "dashed", color = "red") +
  geom_hline(yintercept = 50, linetype = "dashed", color = "blue") +
  
scale_color_manual(
  name = "Kategori RSE",
  limits = c("< 25%", "26–50%", "> 50%"),
  values = c(
    "< 25%"  = "#1B9E77",
    "26–50%" = "#FF8C00",
    "> 50%"  = "#7570B3"
  ),
  na.value = "#D73027",
  drop = FALSE
) +
    labs(
    title = "RSE BACK_LOG per Provinsi",
    subtitle = "dengan garis batas RSE 25% dan 50%",
    x = "Provinsi",
    y = "Nilai RSE (%)"
  ) +
  
  theme_minimal(base_size = 13) +
  theme(
    plot.title = element_text(face = "bold", size = 15),
    legend.position = "bottom",
    axis.text.x = element_text(angle = 40, vjust = 1, hjust = 1)
  )
```

## Estimation by district

```{r}
output = as.data.frame(cbind(hasil$kabu, hasil$theta, hasil$SE, hasil$VAR, hasil$CI_LOWER, hasil$CI_UPPER, hasil$RSE, hasil$DEFF))
names(output) = c("Kako","Estimasi","SE","VAR","CI LOWER","CI UPPER","RSE","DEFF")
head((output[order(output$Kako, decreasing = FALSE), ]   ))
```

**Kelompok RSE Kabupaten/kota**

```{r}
hasil <- hasil %>%
  mutate(
    RSE = if_else(RSE == 0, NA_real_, RSE)
  ) %>%
  arrange(RSE) %>%
  mutate(
    Urut = row_number(),
    RSE_kat = case_when(
      is.na(RSE)                 ~ NA_character_,
      RSE < 25.99                ~ "< 25%",
      RSE <= 50.99               ~ "26–50%",
      RSE > 50                   ~ "> 50%"
    )
  )

table(hasil$RSE_kat, useNA = "ifany")
```


```{r}
hasil_plot <- hasil %>%
  mutate(
    RSE_plot = if_else(is.na(RSE), -2, RSE)  # taruh NA di bawah sumbu
  )

ggplot(hasil_plot, aes(x = Urut, y = RSE_plot, color = RSE_kat)) +
  geom_jitter(width = 0.35, height = 0, size = 1.8, alpha = 0.85) +

  geom_hline(yintercept = 25, linetype = "dashed", color = "red") +
  geom_hline(yintercept = 50, linetype = "dashed", color = "blue") +

  scale_y_continuous(
    name = "Nilai RSE (%)",
    breaks = c(0, 25, 50),
    limits = c(-5, NA)
  ) +

  scale_color_manual(
    name = "Kategori RSE",
    limits = c("< 25%", "26–50%", "> 50%"),
    values = c(
      "< 25%"  = "#1B9E77",
      "26–50%" = "#FF8C00",
      "> 50%"  = "#7570B3"
    ),
    na.value = "#D73027",
    drop = FALSE
  ) +
  theme_minimal()
```

Satu kabupaten/kota memiliki nilai RSE = 0 sehingga diperlakukan sebagai data tidak tersedia (NA) dan ditampilkan dalam visualisasi sebagai titik berwarna merah.

```{r}
write.xlsx(outputP,"BACKLOG1 2025_Prov.xlsx")
write.xlsx(output,"BACKLOG1 2025_Kako.xlsx")
```

# Peta

```{r}
library(sf)
petaku <- st_read("PetaSHP514_38.shp")

petaku <- petaku %>%
  mutate(idkab = as.character(idkab))
hasil <- hasil %>%
  mutate(kabu = as.character(kabu))
names(petaku)
```

```{r}
kab_map <- petaku %>%
  left_join(
    hasil %>% select(kabu, RSE, RSE_kat),
    by = c("idkab" = "kabu")
  )
kab_map$RSE_kat <- factor(
  kab_map$RSE_kat,
  levels = c("< 25%", "26–50%", "> 50%")
)
```

```{r, echo=FALSE}
ggplot(kab_map) +
  geom_sf(aes(fill = RSE_kat), color = "white", size = 0.1) +
  scale_fill_manual(
    values = c(
      "< 25%"   = "#1a9850",  # sangat baik
      "26–50%"  = "#fee08b",  # hati-hati
      "> 50%"   = "#d73027"   # tidak reliabel
    ),
    na.value = "darkblue",
    drop = FALSE
  ) +
  labs(
    title = "RSE Backlog per Kabupaten/kota",
    fill  = "Kategori RSE"
  ) +
  theme_minimal()
```

--------------------------------------------------------------------------------
> Direktorat Statistik Kesejahteraan Rakyat, BPS, saptahas@bps.go.id




