Maps!
######
base_url <- "https://datacatalog.cookcountyil.gov/resource/tx2p-k2g9.json"
### Pulls from parcel universe online ###
nbh_pins <- GET(
base_url,
query = list(
tax_year = 2021,
# ward_num = 49,
# property_city = "ROGERS PARK",
`$select` = paste0(c("pin", "pin10",
"class",
"township_code", "township_name",
"nbhd_code", "census_puma_geoid",
"triad_name"
),
collapse = ","),
`$limit` = 500000000L
)
)
nbh_pins2 <- fromJSON(rawToChar(nbh_pins$content))
head(nbh_pins2)
######
### Pulls from PTAXSIM database downloaded on your computer ###
# There are 1,864,594 pins taxed by Cook County in 2021.
cook_pins <- DBI::dbGetQuery(
ptaxsim_db_conn,
glue_sql(
"SELECT DISTINCT pin, class, tax_code_num
FROM pin
WHERE tax_code_num IN ({cook_tax_codes$tax_code_num*})
AND year = 2021
",
.con = ptaxsim_db_conn
))
# finds all pins within a municipality
pin_data <- lookup_pin(2021, cook_pins$pin) %>%
left_join(cook_pins, by = c("pin", "class")) %>%
mutate(class_1dig = str_sub(class, 1, 1))
### Joins the neighborhood codes to the PINs with tax codes (matches by PIN and property class) ###
pin_data <- left_join(pin_data, nbh_pins2, by = c("pin", "class"))
pin_data <- pin_data %>%
# first 2 digits of the 5-digit neighborhood are for the township
mutate(township = str_sub(nbhd_code,1,2),
nbhd_3 = str_sub(nbhd_code, 3,5)) %>%
left_join(class_dict, by = c("class" = "class_code")) # add property class descriptions
pin_data %>% head()
# TC_MC_PC = tax code major class PIN count
TC_MC_sums <- pin_data %>%
group_by(tax_code_num, major_class_code) %>%
summarize(TC_MC_PC = n(),
TC_MC_AV = sum(av),
TC_MC_EAV = sum(eav),
Total_Exemptions = sum(exe_homeowner+exe_senior +exe_freeze + exe_longtime_homeowner +exe_disabled + exe_vet_returning + exe_vet_dis_lt50+ exe_vet_dis_50_69 + exe_vet_dis_ge70 + exe_abate, na.rm = TRUE),
GHE_only = sum(exe_homeowner, na.rm = TRUE),
)
TC_MC_sums <- right_join(cook_tax_codes, TC_MC_sums)
TC_MC_sums
TC_MC_sums %>% write_csv("./Output/7_TC_MC_summaries.csv")
incentive_pins <- parcel_data %>%
filter(class>599 & class < 900) %>%
mutate(pin10 = str_sub(pin,1, 10)) %>%
left_join(muni_tax_codes)
residential_pins <- parcel_data %>%
filter(class>199 & class < 300) %>%
mutate(pin10 = str_sub(pin,1, 10)) %>%
left_join(muni_tax_codes)
# PINs that have incentive property classes
# Have muni name, taxcodes, neighborhoods, etc. with PIN data
write_csv(incentive_pins, "./Output/7_output_incentive_pins.csv")
write_csv(residential_pins, "./Output/7_output_residential_pins.csv")
incentive_pins <- read_csv("./Output/7_output_incentive_classes.csv")
residential_pins <- read_csv("./Output/7_output_residential_pins.csv")
TC_MC_sums <- read_csv("./Output/7_TC_MC_summaries.csv")
#
# ### Class 8 Only ###
# table1 <- incentive_classes %>%
# filter(class > 799 & class < 900) %>%
# group_by(township_name, agency_name, major_class_code) %>%
# summarize(av = sum(av)) %>%
# pivot_wider(id_cols = c(township_name, agency_name),
# names_from = "major_class_code",
# values_from = "av") %>%
# rename(Class8_AV = `8`)
#
# table2 <- incentive_classes %>%
# filter(class > 799 & class < 900) %>%
# group_by(township_name, agency_name, major_class_code) %>%
# summarize(pincount = n()) %>%
# pivot_wider(id_cols = c(township_name, agency_name),
# names_from = "major_class_code",
# values_from = "pincount") %>%
# rename(Class8_pincount = `8`)
#
# ### Table of Incentive Class AV and PIN count for each Muni ###
# left_join(table1, table2)
#### Makes the Same thing as line 184-203!!!:
incentive_pins %>%
left_join(nicknames, by = "agency_name") %>%
reframe(Class8_PINcount = n(),
Class8_MuniAV = sum(av),
.by=c(clean_name)) %>%
rename(
Municipality = clean_name) %>%
mutate(Municipality = ifelse(is.na(Municipality), "Unincorporated", Municipality)) %>%
arrange(Municipality)
# incentive_classes %>%
# left_join(nicknames) %>%
# filter(class > 599 & class < 900) %>%
# group_by(township_name, clean_name, major_class_code) %>%
# summarize(pincount = n()) %>%
# pivot_wider(id_cols = c(township_name, clean_name),
# names_from = "major_class_code",
# values_from = "pincount") %>%
# select( Municipality = clean_name,
# Township = township_name,
# "6A", "6B", "6C", "7A", "7B", "8") %>%
# mutate(Municipality = ifelse(is.na(Municipality), "Unincorporated", Municipality)) %>%
# arrange(Municipality)
incentive_pins %>%
left_join(nicknames) %>%
filter(class > 599 & class < 900) %>%
group_by(clean_name, major_class_code) %>%
summarize(pincount = n()) %>%
pivot_wider(id_cols = clean_name,
names_from = "major_class_code",
values_from = "pincount") %>%
select( Municipality = clean_name,
"6A", "6B", "6C", "7A", "7B", "8") %>%
mutate(Municipality = ifelse(is.na(Municipality), "Unincorporated", Municipality)) %>%
arrange(Municipality)
residential_pins %>%
left_join(nicknames) %>%
reframe(
Class2_PINcount = n(),
Class2_MuniAV = sum(av),
Total_Exemptions = sum(exe_homeowner+exe_senior +exe_freeze + exe_longtime_homeowner +exe_disabled + exe_vet_returning + exe_vet_dis_lt50+ exe_vet_dis_50_69 + exe_vet_dis_ge70 + exe_abate, na.rm = TRUE),
GHE = sum(exe_homeowner, na.rm = TRUE),
.by=c(clean_name)) %>%
rename(
Municipality = clean_name) %>%
mutate(Municipality = ifelse(is.na(Municipality), "Unincorporated", Municipality)) %>%
arrange(Municipality)
nbh_pincounts <- incentive_pins %>%
group_by(nbhd_code, class) %>%
dplyr::summarize(pin_count = n(),
av = sum(av)) %>%
mutate(class_1dig = str_sub(class, 1, 1))
nbh_pincounts_majorclass <- incentive_pins %>%
group_by(major_class_code, major_class_type, nbhd_code) %>%
dplyr::summarize(pin_count = n(),
av = sum(av))
# table(nbh_pincounts_majorclass$major_class_code)
incentives_props <- nbh_pincounts_majorclass %>%
filter(major_class_code %in% c("6A", "6B", "6C", "7A", "7B", "8", "9")) %>%
mutate(nbhd_code = as.character(nbhd_code))
fig_nbhd_pincount <- incentives_props %>%
group_by(nbhd_code) %>%
summarize(pin_count = sum(pin_count)) %>%
full_join(NBHs, by = c("nbhd_code" = "town_nbhd")) %>%
ggplot(aes(fill = pin_count)) +
geom_sf(aes(geometry = geometry), color = "black") +
labs(title = "Number of PINs with Incentives in Assessor Neighborhoods",
caption = "Count of 14 digit PINs") +
theme_void() +
theme(axis.ticks = element_blank(), axis.text = element_blank()) +
scale_fill_steps2(
high = "darkblue", low = "orange",
show.limits=TRUE,
nice.breaks = TRUE,
na.value = NA,
name = "Pin Count")
fig_nbhd_AV <- incentives_props %>%
group_by(nbhd_code) %>%
summarize(av = sum(av)) %>%
full_join(NBHs, by = c("nbhd_code" = "town_nbhd")) %>%
filter(triad_name != "City") %>%
ggplot(aes(fill = av)) +
geom_sf(aes(geometry = geometry), color = "black") +
labs(title = "Assessed Value of Properties in
Assessor Neighborhoods",
caption = "Different classes of properties have different assessment levels.
Some change over time.") +
theme_void() +
theme(axis.ticks = element_blank(), axis.text = element_blank()) +
scale_fill_steps2(
high = "darkblue", low = "orange",
show.limits=TRUE,
nice.breaks = FALSE,
# limits = c(0, 90000000),
na.value = NA,
name = "AV",
label = scales::dollar)
fig_nbhd_Chicago_AV <- incentives_props %>%
group_by(nbhd_code) %>%
summarize(av = sum(av)) %>%
full_join(NBHs, by = c("nbhd_code" = "town_nbhd")) %>%
filter(triad_name == "City") %>%
ggplot(aes(fill = av)) +
geom_sf(aes(geometry = geometry), color = "black") +
labs(title = "Assessed Value of Properties in
Assessor Neighborhoods",
caption = "Different classes of properties have different assessment levels.
Some change over time.") +
theme_void() +
theme(axis.ticks = element_blank(), axis.text = element_blank()) +
scale_fill_steps2(
high = "darkblue", low = "orange",
show.limits=TRUE,
nice.breaks = FALSE,
# limits = c(0, 90000000),
na.value = NA,
name = "AV",
label = scales::dollar)
fig_nbhd_Chicago_AV

nbh_pincounts_class <- incentive_pins %>%
group_by(nbhd_code, class) %>%
dplyr::summarize(pin_count = n(),
av = sum(av)) %>%
mutate(class_1dig = str_sub(class, 1, 1))
nbh_pincounts_majorclass <- incentive_pins %>%
group_by(major_class_code, major_class_type, nbhd_code) %>%
dplyr::summarize(pin_count = n(),
av = sum(av))
# table(nbh_pincounts_majorclass$major_class_code)
incentives_props <- nbh_pincounts_majorclass %>%
filter(major_class_code %in% c("6A", "6B", "6C", "7A", "7B", "8")) %>%
mutate(nbhd_code = as.character(nbhd_code))
fig_nbhd_C7AV <- incentives_props %>%
filter(major_class_code %in% c("7A", "7B", "7C") ) %>%
group_by(nbhd_code) %>%
summarize(av = sum(av)) %>%
full_join(NBHs, by = c("nbhd_code" = "town_nbhd")) %>%
filter(triad_name != "City") %>%
ggplot(aes(fill = av)) +
geom_sf(aes(geometry = geometry),
color = "black",
lwd = .05)+
labs(title = "Class 7 Properties - Assessed Value",
subtitle = "AV of Buildings with Incentives in Assessor Neighborhoods",
caption = "Over $90 million in Chicago") +
theme_void() +
theme(axis.ticks = element_blank(), axis.text = element_blank()) +
scale_fill_steps2(
high = "darkblue", low = "orange",
nice.breaks = FALSE,
show.limits=TRUE,
na.value = NA,
name = "AV ($)",
label = scales::dollar)
fig_nbhd_C7_Chicago_AV <- incentives_props %>%
filter(major_class_code %in% c("7A", "7B", "7C") ) %>%
group_by(nbhd_code) %>%
summarize(av = sum(av)) %>%
full_join(NBHs, by = c("nbhd_code" = "town_nbhd")) %>%
filter(triad_name == "City") %>%
ggplot(aes(fill = av)) +
geom_sf(aes(geometry = geometry),
color = "black",
lwd = .05)+
labs(title = "Class 7 Properties - Assessed Value",
subtitle = "AV of Buildings with Incentives in Assessor Neighborhoods",
caption = "Over $90 million in Chicago") +
theme_void() +
theme(axis.ticks = element_blank(), axis.text = element_blank()) +
scale_fill_steps2(
high = "darkblue", low = "orange",
nice.breaks = FALSE,
show.limits=TRUE,
na.value = NA,
name = "AV ($)",
label = scales::dollar)
fig_nbhd_C7_PC <- incentives_props %>%
filter(major_class_code %in% c("7A", "7B", "7C") ) %>%
group_by(nbhd_code) %>%
summarize(pincount = sum(pin_count)) %>%
full_join(NBHs, by = c("nbhd_code" = "town_nbhd")) %>%
filter(triad_name != "City") %>%
ggplot(aes(fill = pincount)) +
geom_sf(aes(geometry = geometry),
color = "black",
lwd = .05)+
labs(title = "Class 7 Properties",
subtitle = "# of Buildings with Class 7 Incentives in Assessor Neighborhoods") +
theme_void() +
theme(axis.ticks = element_blank(), axis.text = element_blank()) +
scale_fill_steps2(
high = "darkblue", low = "orange",
show.limits=TRUE,
na.value = NA,
name = "Pin Count")
fig_nbhd_C7_Chicago_PC <- incentives_props %>%
filter(major_class_code %in% c("7A", "7B", "7C") ) %>%
group_by(nbhd_code) %>%
summarize(pincount = sum(pin_count)) %>%
full_join(NBHs, by = c("nbhd_code" = "town_nbhd")) %>%
filter(triad_name == "City") %>%
ggplot(aes(fill = pincount)) +
geom_sf(aes(geometry = geometry),
color = "black",
lwd = .05)+
labs(title = "Class 7 Properties in Chicago",
subtitle = "# of Buildings with Class 7 Incentives in Assessor Neighborhoods") +
theme_void() +
theme(axis.ticks = element_blank(), axis.text = element_blank()) +
scale_fill_steps2(
high = "darkblue", low = "orange",
show.limits=TRUE,
na.value = NA,
name = "Pin Count")
fig_nbhd_C6_AV <- incentives_props %>%
filter(major_class_code %in% c("6A", "6B", "6C") ) %>%
group_by(nbhd_code) %>%
summarize(av = sum(av)) %>%
full_join(NBHs, by = c("nbhd_code" = "town_nbhd")) %>%
ggplot(aes(fill = av)) +
geom_sf(aes(geometry = geometry),
color = "black",
lwd = .05)+
labs(title = "Class 6 Properties",
subtitle = "AV of Buildings with Incentives in Assessor Neighborhoods") +
theme_void() +
theme(axis.ticks = element_blank(), axis.text = element_blank()) +
scale_fill_steps2(
high = "darkblue", low = "orange",
nice.breaks = FALSE,
show.limits=TRUE,
na.value = NA,
name = "AV ($)",
label = scales::dollar)
fig_nbhd_C6_Chicago_AV <- incentives_props %>%
filter(major_class_code %in% c("6A", "6B", "6C") ) %>%
group_by(nbhd_code) %>%
summarize(av = sum(av)) %>%
full_join(NBHs, by = c("nbhd_code" = "town_nbhd")) %>%
filter(triad_name == "City") %>%
ggplot(aes(fill = av)) +
geom_sf(aes(geometry = geometry),
color = "black",
lwd = .05)+
labs(title = "Class 6 Properties",
subtitle = "AV of Buildings with Incentives in Assessor Neighborhoods") +
theme_void() +
theme(axis.ticks = element_blank(), axis.text = element_blank()) +
scale_fill_steps2(
high = "darkblue", low = "orange",
nice.breaks = FALSE,
show.limits=TRUE,
na.value = NA,
name = "AV ($)",
label = scales::dollar)
fig_nbhd_C6_PC <- incentives_props %>%
filter(major_class_code %in% c("6A", "6B", "6C") ) %>%
group_by(nbhd_code) %>%
summarize(pin_count= round(sum(pin_count)), digits = 0) %>%
full_join(NBHs, by = c("nbhd_code" = "town_nbhd")) %>%
ggplot(aes(fill = pin_count)) +
geom_sf(aes(geometry = geometry),
color = "black",
lwd = .05)+
labs(title = "Class 6 Properties",
subtitle = "# of Buildings with Incentives in Assessor Neighborhoods") +
theme_void() +
theme(axis.ticks = element_blank(), axis.text = element_blank()) +
scale_fill_steps2(
high = "darkblue", low = "orange",
#nice.breaks = FALSE,
show.limits=TRUE,
na.value = NA,
name = "Pin Count")
fig_nbhd_C6_Chicago_PC <- incentives_props %>%
filter(major_class_code %in% c("6A", "6B", "6C") ) %>%
group_by(nbhd_code) %>%
summarize(pin_count= round(sum(pin_count)), digits = 0) %>%
full_join(NBHs, by = c("nbhd_code" = "town_nbhd")) %>%
filter(triad_name == "City") %>%
ggplot(aes(fill = pin_count)) +
geom_sf(aes(geometry = geometry),
color = "black",
lwd = .05)+
labs(title = "Class 6 Properties",
subtitle = "# of Buildings with Incentives in Assessor Neighborhoods") +
theme_void() +
theme(axis.ticks = element_blank(), axis.text = element_blank()) +
scale_fill_steps2(
high = "darkblue", low = "orange",
#nice.breaks = FALSE,
show.limits=TRUE,
na.value = NA,
name = "Pin Count")
All Incentive Types Together
# Add in names that merge with Muni shapefile names
muni_pincounts_majorclass <- incentive_pins %>%
left_join(nicknames) %>%
group_by(clean_name, major_class_code, major_class_type, agency_name, shpfile_name) %>%
dplyr::summarize(pin_count = n(),
av = sum(av))
# table(muni_pincounts_majorclass$major_class_code) # Number of Munis with these major classes
fig_muni_AV <- muni_pincounts_majorclass %>%
filter(major_class_code %in% c("6A", "6B", "6C", "7A", "7B", "8")) %>%
filter(clean_name != "Chicago") %>%
group_by(shpfile_name)%>%
summarize(av = sum(av)) %>%
filter(!is.na(shpfile_name) ) %>%
full_join(muni_shp, by = c("shpfile_name" = "MUNICIPALITY")) %>%
ggplot(aes(fill = av)) +
geom_sf(aes(geometry = geometry),
color = "black",
lwd = .05)+
labs(title = "Properties with Any Type of Incentive Class",
subtitle = "AV of Buildings with Incentives in Municipalities (Except Chicago).
Chicago has around $500 million in AV from properties with incentives.") +
theme_void() +
theme(axis.ticks = element_blank(), axis.text = element_blank()) +
scale_fill_steps2(
high = "darkblue", low = "orange",
# nice.breaks = FALSE,
show.limits=TRUE,
na.value = NA,
limits = c(0, 90000000),
name = "AV ($)",
label = scales::dollar)
fig_muni_AV
fig_nbhd_AV
fig_muni_pincount <- muni_pincounts_majorclass %>%
filter(major_class_code %in% c("6A", "6B", "6C", "7A", "7B", "8")) %>%
filter(clean_name != "Chicago") %>%
group_by(shpfile_name)%>%
summarize(pin_count = round(sum(pin_count)) ) %>%
filter(!is.na(shpfile_name)) %>%
full_join(muni_shp, by = c("shpfile_name" = "MUNICIPALITY")) %>%
ggplot(aes(fill = pin_count)) +
geom_sf(aes(geometry = geometry),
color = "black",
lwd = .05)+
labs(title = "Properties with Incentive Clases",
subtitle = "# of Buildings with Incentives in Municipalities (Except Chicago)") +
theme_void() +
theme(axis.ticks = element_blank(), axis.text = element_blank()) +
scale_fill_steps2(
high = "darkblue", low = "orange",
# nice.breaks = FALSE,
show.limits=TRUE,
na.value = NA,
name = "# PINs")
fig_muni_pincount
fig_nbhd_pincount


Class 6 Incentives
Class 6A: Industrial Incentive
Class 6B: Industrial Incentive - Designed to encourage industrial
development throughout Cook County by offering a real estate tax
incentive for the development of new industrial facilities, the
rehabilitation of existing industrial structures, and the industrial
reutilization of abandoned buildings.
Class 6C: Industrial Brownfield
fig_muni_C6_AV <- muni_pincounts_majorclass %>%
filter(major_class_code %in% c("6A", "6B", "6C")) %>%
filter(clean_name != "Chicago") %>%
group_by(shpfile_name)%>%
summarize(av = sum(av)) %>%
filter(!is.na(shpfile_name)) %>%
full_join(muni_shp, by = c("shpfile_name" = "MUNICIPALITY")) %>%
ggplot(aes(fill = av)) +
geom_sf(aes(geometry = geometry),
color = "black",
lwd = .05)+
labs(title = "Properties with Class 6 Incentives",
subtitle = "Assessed Value in Municipalities (Except Chicago)") +
theme_void() +
theme(axis.ticks = element_blank(), axis.text = element_blank()) +
scale_fill_steps2(
high = "darkblue", low = "orange",
# nice.breaks = FALSE,
show.limits=TRUE,
na.value = NA,
name = "AV ($)",
label = scales::dollar)
fig_muni_C6_PC <- muni_pincounts_majorclass %>%
filter(major_class_code %in% c("6A", "6B", "6C")) %>%
# filter(clean_name != "Chicago") %>%
group_by(shpfile_name)%>%
summarize(pin_count = sum(pin_count)) %>%
filter(!is.na(shpfile_name)) %>%
full_join(muni_shp, by = c("shpfile_name" = "MUNICIPALITY")) %>%
ggplot(aes(fill = pin_count)) +
geom_sf(aes(geometry = geometry),
color = "black",
lwd = .05)+
labs(title = "Properties with Class 6 Incentives",
subtitle = "# of Buildings with Incentives in Municipalities") +
theme_void() +
theme(axis.ticks = element_blank(), axis.text = element_blank()) +
scale_fill_steps2(
high = "darkblue", low = "orange",
nice.breaks = FALSE,
show.limits=TRUE,
na.value = NA,
name = "# PINs")
fig_muni_C6_AV
fig_nbhd_C6_AV
fig_muni_C6_PC
fig_nbhd_C6_PC




Class 7 Incentives
Class 7A(B): Intended to encourage commercial projects in areas
determined to be “in need of commercial development.These projects have
total development costs, exclusive of land, that DO NOT EXCEED(DO
EXCEED) two million and would not be economically feasible without the
incentive.
fig_muni_C7_AV <- muni_pincounts_majorclass %>%
filter(major_class_code %in% c("7A", "7B", "7C")) %>%
filter(clean_name != "Chicago") %>%
group_by(shpfile_name)%>%
summarize(av = sum(av)) %>%
filter(!is.na(shpfile_name)) %>%
full_join(muni_shp, by = c("shpfile_name" = "MUNICIPALITY")) %>%
ggplot(aes(fill = av)) +
geom_sf(aes(geometry = geometry),
color = "black",
lwd = .05)+
labs(title = "Assessed Value of Properties with Class 7 Incentives",
subtitle = "in Municipalities (Except Chicago)") +
theme_void() +
theme(axis.ticks = element_blank(), axis.text = element_blank()) +
scale_fill_steps2(
high = "darkblue", low = "orange",
nice.breaks = FALSE,
show.limits=TRUE,
na.value = NA,
name = "AV ($)",
label = scales::dollar)
fig_muni_C7_PC <- muni_pincounts_majorclass %>%
filter(major_class_code %in% c("7A", "7B", "7C")) %>%
filter(clean_name != "Chicago") %>%
group_by(shpfile_name)%>%
summarize(pin_count = sum(pin_count)) %>%
filter(!is.na(shpfile_name)) %>%
full_join(muni_shp, by = c("shpfile_name" = "MUNICIPALITY")) %>%
ggplot(aes(fill = pin_count)) +
geom_sf(aes(geometry = geometry),
color = "black",
lwd = .05)+
labs(title = "Properties with Class 7 Incentives",
subtitle = "# of Buildings with Incentives in Municipalities (Except Chicago)") +
theme_void() +
theme(axis.ticks = element_blank(), axis.text = element_blank()) +
scale_fill_steps2(
high = "darkblue", low = "orange",
# nice.breaks = FALSE,
show.limits=TRUE,
na.value = NA,
name = "# PINs")
fig_muni_C7_AV
fig_nbhd_C7AV
fig_muni_C7_PC
fig_nbhd_C7_PC




Class 8 Incentives
Class 8: Designed to encourage industrial and commercial development
in areas of the county which are experiencing severe economic
stagnation.
Class 8 properties exist in places besides the 5 townships:
Bloom, Bremen, Calumet, Rich, Thornton
fig_nbhd_C8_PC <- incentives_props %>%
filter(major_class_code == "8") %>%
group_by(nbhd_code)%>%
summarize(pin_count = sum(pin_count)) %>%
full_join(NBHs, by = c("nbhd_code" = "town_nbhd")) %>%
ggplot(aes(fill = pin_count)) +
geom_sf(aes(geometry = geometry), color = "black") +
labs(title = "Class 8 Properties",
subtitle = "Number of PINs with Incentives in Assessor Neighborhoods",
caption = "Count of 14 digit PINs") +
theme_void() +
theme(axis.ticks = element_blank(), axis.text = element_blank()) +
scale_fill_steps2(
high = "darkblue", low = "orange",
#nice.breaks = FALSE,
show.limits=TRUE,
na.value = NA,
name = "Count")
fig_nbhd_C8 <- incentives_props %>%
filter(major_class_code == "8") %>%
group_by(nbhd_code) %>%
summarize(av = sum(av)) %>%
full_join(NBHs, by = c("nbhd_code" = "town_nbhd")) %>%
ggplot(aes(fill = av)) +
geom_sf(aes(geometry = geometry),
# color = "black",
lwd = .1) +
labs(title = "Class 8 Properties",
subtitle = "AV of Buildings with Incentives in Assessor Neighborhoods") +
theme_void() +
theme(axis.ticks = element_blank(), axis.text = element_blank()) +
scale_fill_steps2(
high = "darkblue", low = "orange",
nice.breaks = FALSE,
show.limits=TRUE,
limits = c(0, 13000000),
na.value = NA,
name = "AV ($)",
label = scales::dollar)
fig_muni_C8_AV <- muni_pincounts_majorclass %>%
filter(major_class_code %in% c("8")) %>%
filter(clean_name != "Chicago") %>%
group_by(shpfile_name)%>%
summarize(av = sum(av)) %>%
filter(!is.na(shpfile_name)) %>%
full_join(muni_shp, by = c("shpfile_name" = "MUNICIPALITY")) %>%
ggplot(aes(fill = av)) +
geom_sf(aes(geometry = geometry),
color = "black",
lwd = .05)+
labs(title = "Properties with Class 8 Incentives",
subtitle = "# of Buildings with Incentives in Municipalities (Except Chicago)") +
theme_void() +
theme(axis.ticks = element_blank(), axis.text = element_blank()) +
scale_fill_steps2(
high = "darkblue", low = "orange",
nice.breaks = FALSE,
show.limits=TRUE,
na.value = NA,
name = "AV ($)",
label = scales::dollar)
fig_muni_C8_PC <- muni_pincounts_majorclass %>%
filter(major_class_code %in% c("8")) %>%
# filter(clean_name != "Chicago") %>%
group_by(shpfile_name)%>%
summarize(pin_count = sum(pin_count)) %>%
filter(!is.na(shpfile_name)) %>%
full_join(muni_shp, by = c("shpfile_name" = "MUNICIPALITY")) %>%
ggplot(aes(fill = pin_count)) +
geom_sf(aes(geometry = geometry),
color = "black",
lwd = .05)+
labs(title = "Properties with Class 8 Incentives",
subtitle = "# of Buildings with Incentives in Municipalities") +
theme_void() +
theme(axis.ticks = element_blank(), axis.text = element_blank()) +
scale_fill_steps2(
high = "darkblue", low = "orange",
# nice.breaks = FALSE,
show.limits=TRUE,
na.value = NA,
name = "# PINs")
fig_muni_C8_PC
fig_nbhd_C8_PC


There are some Class 8 properties located in townships other than the
Class 8 five chosen for the incentives.
fig_muni_C8 <- muni_pincounts_majorclass %>%
filter(!is.na(shpfile_name)) %>%
filter(major_class_code %in% c("8")) %>%
group_by(shpfile_name)%>%
summarize(av = sum(av)) %>%
full_join(muni_shp, by = c("shpfile_name" = "MUNICIPALITY")) %>%
ggplot(aes(fill = av)) +
geom_sf(aes(geometry = geometry),color = "black", lwd = .05)+
labs(title = "Class 8 Properties",
subtitle = "AV of Buildings with Incentives in Assessor Neighborhoods") +
theme_void() +
theme(axis.ticks = element_blank(), axis.text = element_blank()) +
scale_fill_steps2(
high = "darkblue", low = "orange",
nice.breaks = FALSE,
show.limits=TRUE,
na.value = NA,
limits = c(0, 13000000),
name = "AV ($)",
label = scales::dollar)
fig_muni_C8
fig_nbhd_C8


class8Townships = read_csv("./Output/3_Exemptions_Details_output-ClassTaxcodeExemps.csv") %>%
mutate(class_code = as.character(class_code)) %>%
filter(class_code >=800 & class_code <900) %>%
left_join(class_dict) %>%
mutate(tax_code_num = as.character(tax_code_num)) %>%
left_join(township_tax_codes) %>%
left_join(township_agency_names)%>%
distinct(agency_name)
class8Townships
Areas with lots of exemptions and incentives
aka a reduced tax base
Municpality Level
pin_data <- read_csv("./Output/4C_joined_PINs_bills_and_exemptions.csv")
muni_taxrates <- pin_data %>%
group_by(agency_name) %>%
summarize(
muni_av = sum(av, na.rm = TRUE),
muni_eav = sum(eav, na.rm = TRUE),
muni_equalized_AV = sum(equalized_AV, na.rm = TRUE),
pins_in_muni = n(),
muni_current_exemptions = sum(all_exemptions, na.rm = TRUE),
muni_HO_exemps = sum(exe_homeowner, na.rm = TRUE),
muni_comp_rate = mean(tax_code_rate, na.rm = TRUE), # Changed from first() to mean() on Nov 1
final_tax_to_dist = sum(final_tax_to_dist, na.rm = TRUE), # used as LEVY amount!!
final_tax_to_tif = sum(final_tax_to_tif, na.rm = TRUE),
tax_amt_exe = sum(tax_amt_exe, na.rm = TRUE),
tax_amt_pre_exe = sum(tax_amt_pre_exe, na.rm = TRUE),
tax_amt_post_exe = sum(tax_amt_post_exe, na.rm = TRUE),
# rpm_tif_to_cps = sum(rpm_tif_to_cps, na.rm = TRUE), # not used
# rpm_tif_to_rpm = sum(rpm_tif_to_rpm, na.rm=TRUE), # not used
# rpm_tif_to_dist = sum(rpm_tif_to_dist, na.rm=TRUE), # not used
# tif_share = mean(tif_share, na.rm=TRUE), # not used
) %>%
rename(cur_comp_TC_rate = muni_comp_rate) %>%
mutate(current_muni_taxable_eav = final_tax_to_dist/(cur_comp_TC_rate/100),
new_muni_taxable_eav = final_tax_to_dist/(cur_comp_TC_rate/100) + muni_HO_exemps) %>%
mutate(new_comp_TC_rate = (final_tax_to_dist / new_muni_taxable_eav)*100) %>%
mutate(new_comp_TC_rate = ifelse(is.nan(new_comp_TC_rate), cur_comp_TC_rate, new_comp_TC_rate)) %>%
select(agency_name, cur_comp_TC_rate, new_comp_TC_rate, current_muni_taxable_eav, new_muni_taxable_eav, everything())
muni_taxrates
prop_class_sums <- pin_data %>%
group_by(agency_name, major_class_code, major_class_type ) %>%
summarize(
av = sum(av, na.rm = TRUE),
eav = sum(eav, na.rm = TRUE),
equalized_AV = sum(equalized_AV, na.rm = TRUE),
pins_in_class = n(),
current_exemptions = sum(all_exemptions, na.rm = TRUE),
HO_exemps = sum(exe_homeowner, na.rm = TRUE),
tax_code_rate = mean(tax_code_rate, na.rm = TRUE), # Changed from first() to mean() on Nov 1
final_tax_to_dist = sum(final_tax_to_dist, na.rm = TRUE), # used as LEVY amount!!
final_tax_to_tif = sum(final_tax_to_tif, na.rm = TRUE),
tax_amt_exe = sum(tax_amt_exe, na.rm = TRUE),
tax_amt_pre_exe = sum(tax_amt_pre_exe, na.rm = TRUE),
tax_amt_post_exe = sum(tax_amt_post_exe, na.rm = TRUE),
rpm_tif_to_cps = sum(rpm_tif_to_cps, na.rm = TRUE), # not used
rpm_tif_to_rpm = sum(rpm_tif_to_rpm, na.rm=TRUE), # not used
rpm_tif_to_dist = sum(rpm_tif_to_dist, na.rm=TRUE), # not used
tif_share = mean(tif_share, na.rm=TRUE), # not used
) %>%
mutate(total_bill_current = final_tax_to_dist + final_tax_to_tif) %>%
rename(cur_comp_TC_rate = tax_code_rate) %>%
mutate(current_taxable_eav = final_tax_to_dist/(cur_comp_TC_rate/100),
new_taxable_eav = final_tax_to_dist/(cur_comp_TC_rate/100) + HO_exemps) %>%
mutate(new_comp_TC_rate = (final_tax_to_dist / new_taxable_eav)*100) %>%
mutate(new_comp_TC_rate = ifelse(is.nan(new_comp_TC_rate), cur_comp_TC_rate, new_comp_TC_rate)) %>%
select(agency_name, major_class_code, HO_exemps, current_exemptions, pins_in_class, current_taxable_eav, new_taxable_eav, everything())
# muni level by major_class summary
prop_class_sums
Neighborhood level join
nbh_major_class <- read_csv("./Output/8_Current_Taxrates_per_nbh_by_majorclass.csv")
nbh_major_class
# neighborhoods with incentive properties
incentives_props <- nbh_major_class %>%
filter(major_class_code %in% c("6A", "6B", "6C", "7A", "7B", "8")) %>%
mutate(nbhd_code = as.character(nbhd_code))
#
# nbh_pincounts_class <- incentive_classes %>%
# group_by(nbhd_code, class) %>%
# dplyr::summarize(pin_count = n(),
# av = sum(av)) %>%
# mutate(class_1dig = str_sub(class, 1, 1))
#
# nbh_pincounts_majorclass <- incentive_classes %>%
# group_by(major_class_code, major_class_type, nbhd_code) %>%
# dplyr::summarize(pin_count = n(),
# av = sum(av))
# nbh_res_exemptions <- read_csv("./Output/8_nbh_sum_new_exe.csv")
nbh_taxrates <- read_csv( "./Output/8_Current_Taxrates_per_nbh.csv")
nbh_data <- left_join(nbh_pincounts_majorclass, nbh_taxrates, by = "nbhd_code")
nbh_data <- nbh_data %>%
rename(all_PINs = pin_count.x,
nbh_pins = pin_count.y) %>%
mutate(exempt_over_total_EAV = Exempt_EAV / Total_EAV,
nbhd_code = as.character(nbhd_code),
exempts_perPIN = Exempt_EAV / nbh_PINs,
incentive_projects_pct = incentive_PINs / nbh_PINs,
incentives_EAV = av * 3.0027 ,
incentives_over_total_EAV = incentives_EAV / Total_EAV) %>%
select(nbhd_code, exempt_over_total_EAV, nbh_PINs, major_class_PINs, exempts_perPIN, incentive_projects_pct, incentives_EAV, incentives_over_total_EAV, major_class_code, everything()) %>% arrange(nbhd_code)
nbh_data
# nbh_res_exemptions <- read_csv("./Output/8_nbh_sum_new_exe.csv")
nbh_taxrates <- read_csv( "./Output/8_Current_Taxrates_per_nbh.csv") %>% select(nbhd_code, pin_count, Total_EAV)
nbh_data <- left_join(nbh_major_class, nbh_taxrates, by = "nbhd_code")
nbh_data <- nbh_data %>%
rename(major_class_PINs = pin_count.x,
nbh_PINs = pin_count.y) %>%
mutate(exempt_over_total_EAV = round(Exempt_EAV / Total_EAV.y, digits = 4),
nbhd_code = as.character(nbhd_code),
exempts_perPIN = round(Exempt_EAV / nbh_PINs, digits = 0),
class_PIN_pct = major_class_PINs / nbh_PINs,
#class_EAV = round(av * 3.0027, digits = 0),
class_over_total_EAV = Total_EAV.x / Total_EAV.y) %>%
select(nbhd_code, major_class_code, exempt_over_total_EAV, nbh_PINs, major_class_PINs, exempts_perPIN, class_PIN_pct, Total_EAV.x, class_over_total_EAV, everything()) %>%
arrange(nbhd_code)
nbh_data
nbh_res <- nbh_data %>%
filter(major_class_code == 2) %>%
select(nbhd_code, major_class_code,
residential_PC = major_class_PINs,
res_EAV = Total_EAV.x,
res_exemptions = Exempt_EAV) %>%
mutate(nbhd_code = as.character(nbhd_code),
res_exe_per_res_pin = round(res_exemptions / residential_PC)
)
#nbh_data2 <- nbh_data %>% left_join(nbh_res, by = "nbhd_code") %>% select(nbhd_code, all_PINs, residential_PC, incentive_PINs, everything()) %>% mutate(exemps_per_resPIN = res_exemptions / residential_PC) %>% arrange(nbhd_code)
fig4 <- nbh_res %>%
filter(major_class_code == 2) %>%
filter(residential_PC > 4) %>%
full_join(NBHs, by = c("nbhd_code" = "town_nbhd")) %>%
ggplot(aes(fill = res_exe_per_res_pin)) +
geom_sf(aes(geometry = geometry), color = "black") +
labs(title = "Average exemptions per Residential Class 2 PIN") +
theme_void() +
theme(axis.ticks = element_blank(), axis.text = element_blank()) +
scale_fill_steps2(
high = "darkblue", low = "white",
#nice.breaks = FALSE,
show.limits=TRUE,
na.value = NA,
name = "Exemptions per PIN")
fig4

Maps
fig1 <- nbh_data %>%
filter(major_class_code == 2) %>%
#filter(major_class_code %in% c("6A", "6B", "6C", "7A", "7B", "8")) %>%
#group_by(nbhd_code)%>%
#summarize(pin_count = sum(pin_count)) %>%
full_join(NBHs, by = c("nbhd_code" = "town_nbhd")) %>%
ggplot(aes(fill = exempt_over_total_EAV)) +
geom_sf(aes(geometry = geometry), color = "black") +
labs(title = "Exempt EAV (from Residential Exemptons) / Total EAV",
# caption = "Total EAV includes TIF and all EAV before exemptions are deducted"
) +
theme_void() +
theme(axis.ticks = element_blank(), axis.text = element_blank()) +
scale_fill_steps2(
high = "forestgreen", low = "white",
#nice.breaks = FALSE,
show.limits=TRUE,
na.value = NA,
name = "% Exempt")
fig1

fig3 <- nbh_data %>%
filter(major_class_code %in% c("6A", "6B", "6C", "7A", "7B", "8")) %>%
group_by(nbhd_code)%>%
summarize(incentives_over_total_EAV = sum(Total_EAV.x/Total_EAV.y) ) %>%
#summarize(pin_count = sum(pin_count)) %>%
full_join(NBHs, by = c("nbhd_code" = "town_nbhd")) %>%
ggplot(aes(fill = incentives_over_total_EAV)) +
geom_sf(aes(geometry = geometry), color = "black") +
labs(title = "EAV of incentive properties / Total EAV") +
theme_void() +
theme(axis.ticks = element_blank(), axis.text = element_blank()) +
scale_fill_steps2(
high = "orange", low = "yellow",
#nice.breaks = FALSE,
show.limits=TRUE,
na.value = NA,
name = "%")
fig3

fig2 <- nbh_data %>%
filter(major_class_code == "2") %>%
#group_by(nbhd_code)%>%
#summarize(pin_count = sum(pin_count)) %>%
full_join(NBHs, by = c("nbhd_code" = "town_nbhd")) %>%
ggplot(aes(fill = exempts_perPIN)) +
geom_sf(aes(geometry = geometry), color = "black") +
labs(title = "Average exemptions per PIN") +
theme_void() +
theme(axis.ticks = element_blank(), axis.text = element_blank()) +
scale_fill_steps2(
high = "darkblue", low = "white",
#nice.breaks = FALSE,
show.limits=TRUE,
na.value = NA,
name = "Exemptions per PIN")
fig2

---
title: "Incentive Properties in Cook County, IL"
author: "AWM"
output: 
  html_document:
    df_print: paged
    code_folding: hide
    code_download: true
---

```{r setup, warning = FALSE, message = FALSE}
library(tidyverse)
library(ptaxsim)
library(DBI)
library(httr)
library(jsonlite)
library(glue)
library(sf)

knitr::opts_chunk$set(warning = FALSE, message = FALSE)



ptaxsim_db_conn <- DBI::dbConnect(RSQLite::SQLite(), "./ptaxsim.db/ptaxsim-2021.0.4.db")

# link to the API output as a JSON file
muni_shp <- read_sf("https://gis.cookcountyil.gov/traditional/rest/services/politicalBoundary/MapServer/2/query?outFields=*&where=1%3D1&f=geojson")

#muni_shp <- read_json("muni_shp.json")
nicknames <- readxl::read_excel("./Necessary_Files/muni_shortnames.xlsx")

class_dict <- read_csv("./Necessary_Files/class_dict_expanded.csv") %>% 
  mutate(class_code = as.character(class_code))

NBHs <- read_sf("https://datacatalog.cookcountyil.gov/resource/pcdw-pxtg.geojson")



# has EAV values, extensions by agency_num
agency_dt <- DBI::dbGetQuery(
  ptaxsim_db_conn,
  "SELECT *
  FROM agency
  WHERE year = 2021
  "
)

cook_agency_names <- DBI::dbGetQuery(
  ptaxsim_db_conn,
  "SELECT DISTINCT agency_num, agency_name
  FROM agency_info
  "
)

 


# has all tax codes and the taxing agency that taxes them. Tax code rates and agency rates. 
cook_tax_codes <- DBI::dbGetQuery(
  ptaxsim_db_conn,
  glue_sql("
  SELECT DISTINCT tax_code_num, tax_code_rate
  FROM tax_code
  WHERE agency_num IN ({cook_agency_names$agency_num*})
  AND year = 2021
  ",
  .con = ptaxsim_db_conn
  )
)


muni_agency_names <- DBI::dbGetQuery(
  ptaxsim_db_conn,
  "SELECT DISTINCT agency_num, agency_name, minor_type
  FROM agency_info
  WHERE minor_type = 'MUNI'
  OR agency_num = '020060000'  

  "
)

muni_tax_codes <- DBI::dbGetQuery(
  ptaxsim_db_conn,
  glue_sql("
  SELECT agency_num, tax_code_num, tax_code_rate
  FROM tax_code
  WHERE agency_num IN ({muni_agency_names$agency_num*})
  AND year = 2021
  ",
  .con = ptaxsim_db_conn
  )
)

muni_tax_codes <- muni_tax_codes %>% left_join(muni_agency_names)

```

# Maps!

<!--Assessor neighborhoods are 5 digits: first 2 for the township, last 3 are for the neighborhood within the township. These do not resemble the neighborhoods that many of us may think of but are instead of groups of properties with similar characteristics **(that are taxed in similar rates? double check)**-->

<!--Pull pins, neighborhood codes, property class, assessment triad, and other variables from Parcel Universe using the GET() command. Pulls data from online API, not PTAXSIM database. I am using this instead of PTAXSIM because neighborhood codes are not included in PTAXSIM tables: Tax codes are the smallest unit of measurement. **NOTE: Tax codes and neighborhoods do not share borders and tax codes may not represent a continuous area of land.  **-->


```{r eval=FALSE}
######
base_url <- "https://datacatalog.cookcountyil.gov/resource/tx2p-k2g9.json"



### Pulls from parcel universe online ### 
nbh_pins <- GET(
  base_url,
  query = list(
    tax_year = 2021,
 #   ward_num = 49,
   # property_city = "ROGERS PARK",
    `$select` = paste0(c("pin", "pin10", 
                         "class", 
                         "township_code", "township_name",
                         "nbhd_code", "census_puma_geoid",
                         "triad_name" 
                         ),
   collapse = ","),
   `$limit` = 500000000L
  )
)

nbh_pins2 <- fromJSON(rawToChar(nbh_pins$content))
head(nbh_pins2)




######
### Pulls from PTAXSIM database downloaded on your computer ### 

# There are 1,864,594 pins taxed by Cook County in 2021.
cook_pins <- DBI::dbGetQuery(
  ptaxsim_db_conn,
  glue_sql(
  "SELECT DISTINCT pin, class, tax_code_num
  FROM pin
  WHERE tax_code_num IN ({cook_tax_codes$tax_code_num*})
  AND year = 2021
  ",
  .con = ptaxsim_db_conn
))

# finds all pins within a municipality
pin_data <- lookup_pin(2021, cook_pins$pin) %>%
  left_join(cook_pins, by = c("pin", "class")) %>% 
  mutate(class_1dig = str_sub(class, 1, 1))

### Joins the neighborhood codes to the PINs with tax codes (matches by PIN and property class) ###
pin_data <- left_join(pin_data, nbh_pins2, by = c("pin", "class"))

pin_data <- pin_data %>% 
  # first 2 digits of the 5-digit neighborhood are for the township
  mutate(township = str_sub(nbhd_code,1,2),
         nbhd_3 = str_sub(nbhd_code, 3,5)) %>% 
  left_join(class_dict, by = c("class" = "class_code")) # add property class descriptions

pin_data %>% head()

# TC_MC_PC = tax code major class PIN count
TC_MC_sums <- pin_data %>% 
  group_by(tax_code_num, major_class_code) %>%
  summarize(TC_MC_PC = n(),
            TC_MC_AV = sum(av),
            TC_MC_EAV = sum(eav),
            Total_Exemptions = sum(exe_homeowner+exe_senior +exe_freeze + exe_longtime_homeowner +exe_disabled + exe_vet_returning + exe_vet_dis_lt50+ exe_vet_dis_50_69 + exe_vet_dis_ge70 + exe_abate, na.rm = TRUE),
    GHE_only = sum(exe_homeowner, na.rm = TRUE),
            )
TC_MC_sums <- right_join(cook_tax_codes, TC_MC_sums)
TC_MC_sums

TC_MC_sums %>% write_csv("./Output/7_TC_MC_summaries.csv")

incentive_pins <- parcel_data %>% 
  filter(class>599 & class < 900) %>%  
  mutate(pin10 = str_sub(pin,1, 10))  %>% 
  left_join(muni_tax_codes)

residential_pins <- parcel_data %>% 
  filter(class>199 & class < 300) %>%  
  mutate(pin10 = str_sub(pin,1, 10))  %>% 
  left_join(muni_tax_codes)


# PINs that have incentive property classes
# Have muni name, taxcodes, neighborhoods, etc. with PIN data
write_csv(incentive_pins, "./Output/7_output_incentive_pins.csv")
write_csv(residential_pins, "./Output/7_output_residential_pins.csv")
```



```{r }
incentive_pins <- read_csv("./Output/7_output_incentive_classes.csv")

residential_pins <- read_csv("./Output/7_output_residential_pins.csv")

TC_MC_sums <- read_csv("./Output/7_TC_MC_summaries.csv")
# 
# ### Class 8 Only ### 
# table1 <- incentive_classes %>% 
#   filter(class > 799 & class < 900) %>% 
#   group_by(township_name, agency_name, major_class_code) %>%
#   summarize(av = sum(av)) %>%
#   pivot_wider(id_cols = c(township_name, agency_name), 
#               names_from = "major_class_code", 
#               values_from = "av") %>%
#   rename(Class8_AV = `8`)
# 
# table2 <- incentive_classes %>% 
#   filter(class > 799 & class < 900) %>% 
#   group_by(township_name, agency_name, major_class_code) %>%
#   summarize(pincount = n()) %>%
#   pivot_wider(id_cols = c(township_name, agency_name), 
#               names_from = "major_class_code", 
#               values_from = "pincount") %>%
#   rename(Class8_pincount = `8`)
# 
# ### Table of Incentive Class AV and PIN count for each Muni ### 
# left_join(table1, table2)

#### Makes the Same thing as line 184-203!!!:
incentive_pins %>% 
  left_join(nicknames, by = "agency_name") %>% 
  reframe(Class8_PINcount = n(),
          Class8_MuniAV = sum(av),
          .by=c(clean_name)) %>% 
  rename(
         Municipality = clean_name) %>%
    mutate(Municipality = ifelse(is.na(Municipality), "Unincorporated", Municipality)) %>%
  arrange(Municipality)


# incentive_classes %>% 
#   left_join(nicknames) %>%
#   filter(class > 599 & class < 900) %>% 
#   group_by(township_name, clean_name, major_class_code) %>%
#   summarize(pincount = n()) %>%
#   pivot_wider(id_cols = c(township_name, clean_name), 
#               names_from = "major_class_code", 
#               values_from = "pincount") %>%
#   select( Municipality = clean_name,
#           Township = township_name,
#           "6A", "6B", "6C", "7A", "7B", "8") %>% 
#   mutate(Municipality = ifelse(is.na(Municipality), "Unincorporated", Municipality)) %>%
#   arrange(Municipality)

incentive_pins %>% 
  left_join(nicknames) %>%
  filter(class > 599 & class < 900) %>% 
  group_by(clean_name, major_class_code) %>%
  summarize(pincount = n()) %>%
  pivot_wider(id_cols = clean_name, 
              names_from = "major_class_code", 
              values_from = "pincount") %>%
  select( Municipality = clean_name,
          "6A", "6B", "6C", "7A", "7B", "8") %>% 
  mutate(Municipality = ifelse(is.na(Municipality), "Unincorporated", Municipality)) %>%
  arrange(Municipality)

```

```{r}
residential_pins %>% 
  left_join(nicknames) %>% 
  reframe(
    Class2_PINcount = n(),
          Class2_MuniAV = sum(av),
    Total_Exemptions = sum(exe_homeowner+exe_senior +exe_freeze + exe_longtime_homeowner +exe_disabled + exe_vet_returning + exe_vet_dis_lt50+ exe_vet_dis_50_69 + exe_vet_dis_ge70 + exe_abate, na.rm = TRUE),
    GHE = sum(exe_homeowner, na.rm = TRUE),
          .by=c(clean_name)) %>% 
  rename(
         Municipality = clean_name) %>%
    mutate(Municipality = ifelse(is.na(Municipality), "Unincorporated", Municipality)) %>%
  arrange(Municipality)
```


```{r nbhd-allclasses}
nbh_pincounts <- incentive_pins %>% 
  group_by(nbhd_code, class) %>%
  dplyr::summarize(pin_count = n(),
            av = sum(av)) %>%
  mutate(class_1dig = str_sub(class, 1, 1))

nbh_pincounts_majorclass <- incentive_pins %>% 
  group_by(major_class_code, major_class_type, nbhd_code) %>%
  dplyr::summarize(pin_count = n(),
            av = sum(av))

# table(nbh_pincounts_majorclass$major_class_code)


incentives_props <- nbh_pincounts_majorclass %>% 
  filter(major_class_code %in% c("6A", "6B", "6C", "7A", "7B", "8", "9")) %>%
  mutate(nbhd_code = as.character(nbhd_code))


fig_nbhd_pincount <- incentives_props %>% 
  group_by(nbhd_code) %>%
  summarize(pin_count = sum(pin_count)) %>%
  full_join(NBHs, by = c("nbhd_code" = "town_nbhd")) %>%
  ggplot(aes(fill = pin_count)) + 
  geom_sf(aes(geometry = geometry), color = "black") + 
  labs(title = "Number of PINs with Incentives in Assessor Neighborhoods", 
  caption = "Count of 14 digit PINs") +
  theme_void() + 
   theme(axis.ticks = element_blank(), axis.text = element_blank()) +
scale_fill_steps2(
  high = "darkblue", low = "orange",
  show.limits=TRUE,
  nice.breaks = TRUE,
na.value = NA,
  name = "Pin Count")


fig_nbhd_AV <- incentives_props %>% 
  group_by(nbhd_code) %>%
  summarize(av = sum(av)) %>%
  full_join(NBHs, by = c("nbhd_code" = "town_nbhd")) %>%
  filter(triad_name != "City") %>%
  ggplot(aes(fill = av)) + 
  geom_sf(aes(geometry = geometry), color = "black") + 
  labs(title = "Assessed Value of Properties in 
       Assessor Neighborhoods", 
       caption = "Different classes of properties have different assessment levels. 
  Some change over time.") +
  theme_void() + 
  theme(axis.ticks = element_blank(), axis.text = element_blank()) +
  scale_fill_steps2(
    high = "darkblue", low = "orange",
    show.limits=TRUE,
    nice.breaks = FALSE,
   # limits = c(0, 90000000),
    na.value = NA,
    name = "AV",
    label = scales::dollar)



fig_nbhd_Chicago_AV <- incentives_props %>% 
  group_by(nbhd_code) %>%
  summarize(av = sum(av)) %>%
  full_join(NBHs, by = c("nbhd_code" = "town_nbhd")) %>%
  filter(triad_name == "City") %>%
  ggplot(aes(fill = av)) + 
  geom_sf(aes(geometry = geometry), color = "black") + 
  labs(title = "Assessed Value of Properties in 
       Assessor Neighborhoods", 
       caption = "Different classes of properties have different assessment levels. 
  Some change over time.") +
  theme_void() + 
  theme(axis.ticks = element_blank(), axis.text = element_blank()) +
  scale_fill_steps2(
    high = "darkblue", low = "orange",
    show.limits=TRUE,
    nice.breaks = FALSE,
   # limits = c(0, 90000000),
    na.value = NA,
    name = "AV",
    label = scales::dollar)

fig_nbhd_Chicago_AV
```

```{r nhbd-class6and7}
nbh_pincounts_class <- incentive_pins %>% 
  group_by(nbhd_code, class) %>%
  dplyr::summarize(pin_count = n(),
            av = sum(av)) %>%
  mutate(class_1dig = str_sub(class, 1, 1))

nbh_pincounts_majorclass <- incentive_pins %>% 
  group_by(major_class_code, major_class_type, nbhd_code) %>%
  dplyr::summarize(pin_count = n(),
            av = sum(av))

# table(nbh_pincounts_majorclass$major_class_code)


incentives_props <- nbh_pincounts_majorclass %>% 
  filter(major_class_code %in% c("6A", "6B", "6C", "7A", "7B", "8")) %>%
  mutate(nbhd_code = as.character(nbhd_code))

fig_nbhd_C7AV <- incentives_props %>% 
  filter(major_class_code %in% c("7A", "7B", "7C") ) %>% 
  group_by(nbhd_code) %>%
  summarize(av = sum(av)) %>%
  full_join(NBHs, by = c("nbhd_code" = "town_nbhd")) %>%
  filter(triad_name != "City") %>%
  ggplot(aes(fill = av)) + 
  geom_sf(aes(geometry = geometry),
          color = "black",
          lwd = .05)+ 
  labs(title = "Class 7 Properties - Assessed Value",
       subtitle = "AV of Buildings with Incentives in Assessor Neighborhoods",
       caption = "Over $90 million in Chicago") +
  theme_void() + 
  theme(axis.ticks = element_blank(), axis.text = element_blank()) +
  scale_fill_steps2(
    high = "darkblue", low = "orange",
    nice.breaks = FALSE,
    show.limits=TRUE,
    na.value = NA,
    name = "AV ($)",
    label = scales::dollar)

fig_nbhd_C7_Chicago_AV <- incentives_props %>% 
  filter(major_class_code %in% c("7A", "7B", "7C") ) %>% 
  group_by(nbhd_code) %>%
  summarize(av = sum(av)) %>%
  full_join(NBHs, by = c("nbhd_code" = "town_nbhd")) %>%
  filter(triad_name == "City") %>%
  ggplot(aes(fill = av)) + 
  geom_sf(aes(geometry = geometry),
          color = "black",
          lwd = .05)+ 
  labs(title = "Class 7 Properties - Assessed Value",
       subtitle = "AV of Buildings with Incentives in Assessor Neighborhoods",
       caption = "Over $90 million in Chicago") +
  theme_void() + 
  theme(axis.ticks = element_blank(), axis.text = element_blank()) +
  scale_fill_steps2(
    high = "darkblue", low = "orange",
    nice.breaks = FALSE,
    show.limits=TRUE,
    na.value = NA,
    name = "AV ($)",
    label = scales::dollar)



fig_nbhd_C7_PC <- incentives_props %>% 
  filter(major_class_code %in% c("7A", "7B", "7C") ) %>%
  group_by(nbhd_code) %>%
  summarize(pincount = sum(pin_count)) %>% 
  full_join(NBHs, by = c("nbhd_code" = "town_nbhd")) %>%
    filter(triad_name != "City") %>%

  ggplot(aes(fill = pincount)) + 
  geom_sf(aes(geometry = geometry),
          color = "black",
          lwd = .05)+ 
  labs(title = "Class 7 Properties",
       subtitle = "# of Buildings with Class 7 Incentives in Assessor Neighborhoods") +
  theme_void() + 
  theme(axis.ticks = element_blank(), axis.text = element_blank()) +
  scale_fill_steps2(
    high = "darkblue", low = "orange",
    show.limits=TRUE,
    na.value = NA,
    name = "Pin Count")

fig_nbhd_C7_Chicago_PC <- incentives_props %>% 
  filter(major_class_code %in% c("7A", "7B", "7C") ) %>%
  group_by(nbhd_code) %>%
  summarize(pincount = sum(pin_count)) %>% 
  full_join(NBHs, by = c("nbhd_code" = "town_nbhd")) %>%
    filter(triad_name == "City") %>%

  ggplot(aes(fill = pincount)) + 
  geom_sf(aes(geometry = geometry),
          color = "black",
          lwd = .05)+ 
  labs(title = "Class 7 Properties in Chicago",
       subtitle = "# of Buildings with Class 7 Incentives in Assessor Neighborhoods") +
  theme_void() + 
  theme(axis.ticks = element_blank(), axis.text = element_blank()) +
  scale_fill_steps2(
    high = "darkblue", low = "orange",
    show.limits=TRUE,
    na.value = NA,
    name = "Pin Count")

fig_nbhd_C6_AV <- incentives_props %>% 
  filter(major_class_code %in% c("6A", "6B", "6C") ) %>%
  group_by(nbhd_code) %>%
  summarize(av = sum(av)) %>%
  full_join(NBHs, by = c("nbhd_code" = "town_nbhd")) %>%
  ggplot(aes(fill = av)) + 
  geom_sf(aes(geometry = geometry),
          color = "black",
          lwd = .05)+ 
  labs(title = "Class 6 Properties",
       subtitle = "AV of Buildings with Incentives in Assessor Neighborhoods") +
  theme_void() + 
  theme(axis.ticks = element_blank(), axis.text = element_blank()) +
  scale_fill_steps2(
    high = "darkblue", low = "orange",
    nice.breaks = FALSE,
    show.limits=TRUE,
    na.value = NA,
    name = "AV ($)",
    label = scales::dollar)

fig_nbhd_C6_Chicago_AV <- incentives_props %>% 
  filter(major_class_code %in% c("6A", "6B", "6C") ) %>%
  group_by(nbhd_code) %>%
  summarize(av = sum(av)) %>%
  full_join(NBHs, by = c("nbhd_code" = "town_nbhd")) %>%
  filter(triad_name == "City") %>%
  ggplot(aes(fill = av)) + 
  geom_sf(aes(geometry = geometry),
          color = "black",
          lwd = .05)+ 
  labs(title = "Class 6 Properties",
       subtitle = "AV of Buildings with Incentives in Assessor Neighborhoods") +
  theme_void() + 
  theme(axis.ticks = element_blank(), axis.text = element_blank()) +
  scale_fill_steps2(
    high = "darkblue", low = "orange",
    nice.breaks = FALSE,
    show.limits=TRUE,
    na.value = NA,
    name = "AV ($)",
    label = scales::dollar)
  
fig_nbhd_C6_PC <- incentives_props %>% 
  filter(major_class_code %in% c("6A", "6B", "6C") ) %>%
  group_by(nbhd_code) %>%
  summarize(pin_count= round(sum(pin_count)), digits = 0) %>%
  full_join(NBHs, by = c("nbhd_code" = "town_nbhd")) %>%
  ggplot(aes(fill = pin_count)) + 
  geom_sf(aes(geometry = geometry),
          color = "black",
          lwd = .05)+ 
  labs(title = "Class 6 Properties",
       subtitle = "# of Buildings with Incentives in Assessor Neighborhoods") +
  theme_void() + 
  theme(axis.ticks = element_blank(), axis.text = element_blank()) +
  scale_fill_steps2(
    high = "darkblue", low = "orange",
    #nice.breaks = FALSE,
    show.limits=TRUE,
    na.value = NA,
    name = "Pin Count")

fig_nbhd_C6_Chicago_PC <- incentives_props %>% 
  filter(major_class_code %in% c("6A", "6B", "6C") ) %>%
  group_by(nbhd_code) %>%
  summarize(pin_count= round(sum(pin_count)), digits = 0) %>%
  full_join(NBHs, by = c("nbhd_code" = "town_nbhd")) %>%
  filter(triad_name == "City") %>%
  ggplot(aes(fill = pin_count)) + 
  geom_sf(aes(geometry = geometry),
          color = "black",
          lwd = .05)+ 
  labs(title = "Class 6 Properties",
       subtitle = "# of Buildings with Incentives in Assessor Neighborhoods") +
  theme_void() + 
  theme(axis.ticks = element_blank(), axis.text = element_blank()) +
  scale_fill_steps2(
    high = "darkblue", low = "orange",
    #nice.breaks = FALSE,
    show.limits=TRUE,
    na.value = NA,
    name = "Pin Count")
```



## All Incentive Types Together

```{r muni-alltogether, out.width= "50%", fig.show='hold', fig.cap= "All Incentive Property Classes: Municipality level and Assessor Neighborhood level"}


# Add in names that merge with Muni shapefile names
muni_pincounts_majorclass <- incentive_pins %>% 
  left_join(nicknames) %>%
  group_by(clean_name, major_class_code, major_class_type, agency_name, shpfile_name) %>%
  dplyr::summarize(pin_count = n(),
            av = sum(av))

# table(muni_pincounts_majorclass$major_class_code) # Number of Munis with these major classes


fig_muni_AV <- muni_pincounts_majorclass %>% 
  filter(major_class_code %in% c("6A", "6B", "6C", "7A", "7B", "8")) %>%
  filter(clean_name != "Chicago") %>% 
  group_by(shpfile_name)%>%
  summarize(av = sum(av)) %>% 
  filter(!is.na(shpfile_name) ) %>% 
  full_join(muni_shp, by = c("shpfile_name" = "MUNICIPALITY")) %>%
  ggplot(aes(fill = av)) + 
  geom_sf(aes(geometry = geometry),
          color = "black",
          lwd = .05)+ 
  labs(title = "Properties with Any Type of Incentive Class",
       subtitle = "AV of Buildings with Incentives in Municipalities (Except Chicago).
       Chicago has around $500 million in AV from properties with incentives.") +
  theme_void() + 
  theme(axis.ticks = element_blank(), axis.text = element_blank()) +
  scale_fill_steps2(
    high = "darkblue", low = "orange",
  #  nice.breaks = FALSE,
    show.limits=TRUE,
    na.value = NA,
  limits = c(0, 90000000),
    name = "AV ($)",
    label = scales::dollar)

fig_muni_AV
fig_nbhd_AV
```


```{r muni-pincount, out.width= "50%", fig.show='hold'}
fig_muni_pincount <- muni_pincounts_majorclass %>% 
  filter(major_class_code %in% c("6A", "6B", "6C", "7A", "7B", "8")) %>%
  filter(clean_name != "Chicago") %>% 
  group_by(shpfile_name)%>%
  summarize(pin_count = round(sum(pin_count)) ) %>% 
  filter(!is.na(shpfile_name)) %>% 
  full_join(muni_shp, by = c("shpfile_name" = "MUNICIPALITY")) %>%
  ggplot(aes(fill = pin_count)) + 
  geom_sf(aes(geometry = geometry),
          color = "black",
          lwd = .05)+ 
  labs(title = "Properties with Incentive Clases",
       subtitle = "# of Buildings with Incentives in Municipalities (Except Chicago)") +
  theme_void() + 
  theme(axis.ticks = element_blank(), axis.text = element_blank()) +
  scale_fill_steps2(
    high = "darkblue", low = "orange",
  #  nice.breaks = FALSE,
    show.limits=TRUE,
    na.value = NA,
    name = "# PINs")


fig_muni_pincount
fig_nbhd_pincount
```

## Class 6 Incentives

Class 6A: Industrial Incentive

Class 6B: Industrial Incentive - Designed to encourage industrial development throughout Cook County by offering a real estate tax incentive for the development of new industrial facilities, the rehabilitation of existing industrial structures, and the industrial reutilization of abandoned buildings.

Class 6C: Industrial Brownfield

```{r out.width= "50%", fig.show='hold'}

fig_muni_C6_AV <- muni_pincounts_majorclass %>% 
  filter(major_class_code %in% c("6A", "6B", "6C")) %>%
  filter(clean_name != "Chicago") %>% 
  group_by(shpfile_name)%>%
  summarize(av = sum(av)) %>% 
  filter(!is.na(shpfile_name)) %>% 
  full_join(muni_shp, by = c("shpfile_name" = "MUNICIPALITY")) %>%
  ggplot(aes(fill = av)) + 
  geom_sf(aes(geometry = geometry),
          color = "black",
          lwd = .05)+ 
  labs(title = "Properties with Class 6 Incentives",
       subtitle = "Assessed Value in Municipalities (Except Chicago)") +
  theme_void() + 
  theme(axis.ticks = element_blank(), axis.text = element_blank()) +
  scale_fill_steps2(
    high = "darkblue", low = "orange",
   # nice.breaks = FALSE,
    show.limits=TRUE,
    na.value = NA,
    name = "AV ($)",
  label = scales::dollar)



fig_muni_C6_PC <- muni_pincounts_majorclass %>% 
  filter(major_class_code %in% c("6A", "6B", "6C")) %>%
 # filter(clean_name != "Chicago") %>% 
  group_by(shpfile_name)%>%
  summarize(pin_count = sum(pin_count)) %>% 
  filter(!is.na(shpfile_name)) %>% 
  full_join(muni_shp, by = c("shpfile_name" = "MUNICIPALITY")) %>%
  ggplot(aes(fill = pin_count)) + 
  geom_sf(aes(geometry = geometry),
          color = "black",
          lwd = .05)+ 
  labs(title = "Properties with Class 6 Incentives",
       subtitle = "# of Buildings with Incentives in Municipalities") +
  theme_void() + 
  theme(axis.ticks = element_blank(), axis.text = element_blank()) +
  scale_fill_steps2(
    high = "darkblue", low = "orange",
    nice.breaks = FALSE,
    show.limits=TRUE,
    na.value = NA,
    name = "# PINs")

fig_muni_C6_AV
fig_nbhd_C6_AV

fig_muni_C6_PC
fig_nbhd_C6_PC



```


## Class 7 Incentives

Class 7A(B): Intended to encourage commercial projects in areas determined to be "in need of commercial development.These projects have total development costs, exclusive of land, that DO NOT EXCEED(DO EXCEED) two million and would not be economically feasible without the incentive.



```{r out.width= "50%", fig.show='hold'}


fig_muni_C7_AV <- muni_pincounts_majorclass %>% 
  filter(major_class_code %in% c("7A", "7B", "7C")) %>%
  filter(clean_name != "Chicago") %>% 
  group_by(shpfile_name)%>%
  summarize(av = sum(av)) %>% 
  filter(!is.na(shpfile_name)) %>% 
  full_join(muni_shp, by = c("shpfile_name" = "MUNICIPALITY")) %>%
  ggplot(aes(fill = av)) + 
  geom_sf(aes(geometry = geometry),
          color = "black",
          lwd = .05)+ 
  labs(title = "Assessed Value of Properties with Class 7 Incentives",
       subtitle = "in Municipalities (Except Chicago)") +
  theme_void() + 
  theme(axis.ticks = element_blank(), axis.text = element_blank()) +
  scale_fill_steps2(
    high = "darkblue", low = "orange",
    nice.breaks = FALSE,
    show.limits=TRUE,
    na.value = NA,
    name = "AV ($)",
  label = scales::dollar)


fig_muni_C7_PC <- muni_pincounts_majorclass %>% 
  filter(major_class_code %in% c("7A", "7B", "7C")) %>%
  filter(clean_name != "Chicago") %>% 
  group_by(shpfile_name)%>%
  summarize(pin_count = sum(pin_count)) %>% 
  filter(!is.na(shpfile_name)) %>% 
  full_join(muni_shp, by = c("shpfile_name" = "MUNICIPALITY")) %>%
  ggplot(aes(fill = pin_count)) + 
  geom_sf(aes(geometry = geometry),
          color = "black",
          lwd = .05)+ 
  labs(title = "Properties with Class 7 Incentives",
       subtitle = "# of Buildings with Incentives in Municipalities (Except Chicago)") +
  theme_void() + 
  theme(axis.ticks = element_blank(), axis.text = element_blank()) +
  scale_fill_steps2(
    high = "darkblue", low = "orange",
  #  nice.breaks = FALSE,
    show.limits=TRUE,
    na.value = NA,
    name = "# PINs")

fig_muni_C7_AV
fig_nbhd_C7AV



fig_muni_C7_PC
fig_nbhd_C7_PC
```


## Class 8 Incentives


Class 8: Designed to encourage industrial and commercial development in areas of the county which are experiencing severe economic stagnation.


Class 8 properties exist in places besides the 5 townships:

Bloom, Bremen, Calumet, Rich, Thornton  


```{r class8, out.width= "50%", fig.show='hold'}
fig_nbhd_C8_PC <- incentives_props %>% 
  filter(major_class_code == "8") %>%
  group_by(nbhd_code)%>%
  summarize(pin_count = sum(pin_count)) %>% 
  full_join(NBHs, by = c("nbhd_code" = "town_nbhd")) %>%
  ggplot(aes(fill = pin_count)) + 
  geom_sf(aes(geometry = geometry), color = "black") + 
  labs(title = "Class 8 Properties",
       subtitle = "Number of PINs with Incentives in Assessor Neighborhoods", 
       caption = "Count of 14 digit PINs") +
  theme_void() + 
  theme(axis.ticks = element_blank(), axis.text = element_blank()) +
  scale_fill_steps2(
    high = "darkblue", low = "orange",
    #nice.breaks = FALSE,
    show.limits=TRUE,
    na.value = NA,
    name = "Count")


fig_nbhd_C8 <- incentives_props %>% 
  filter(major_class_code == "8") %>%
  group_by(nbhd_code) %>%
  summarize(av = sum(av)) %>% 
  full_join(NBHs, by = c("nbhd_code" = "town_nbhd")) %>%
  ggplot(aes(fill = av)) + 
  geom_sf(aes(geometry = geometry),
         # color = "black",
          lwd = .1)  +
  labs(title = "Class 8 Properties",
       subtitle = "AV of Buildings with Incentives in Assessor Neighborhoods") +
  theme_void() + 
  theme(axis.ticks = element_blank(), axis.text = element_blank()) +
  scale_fill_steps2(
    high = "darkblue", low = "orange",
    nice.breaks = FALSE,
    show.limits=TRUE,
    limits = c(0, 13000000),
    na.value = NA,
    name = "AV ($)",
    label = scales::dollar)

fig_muni_C8_AV <- muni_pincounts_majorclass %>% 
  filter(major_class_code %in% c("8")) %>%
  filter(clean_name != "Chicago") %>% 
  group_by(shpfile_name)%>%
  summarize(av = sum(av)) %>% 
  filter(!is.na(shpfile_name)) %>% 
  full_join(muni_shp, by = c("shpfile_name" = "MUNICIPALITY")) %>%
  ggplot(aes(fill = av)) + 
  geom_sf(aes(geometry = geometry),
          color = "black",
          lwd = .05)+ 
  labs(title = "Properties with Class 8 Incentives",
       subtitle = "# of Buildings with Incentives in Municipalities (Except Chicago)") +
  theme_void() + 
  theme(axis.ticks = element_blank(), axis.text = element_blank()) +
  scale_fill_steps2(
    high = "darkblue", low = "orange",
    nice.breaks = FALSE,
    show.limits=TRUE,
    na.value = NA,
    name = "AV ($)",
  label = scales::dollar)



fig_muni_C8_PC <- muni_pincounts_majorclass %>% 
  filter(major_class_code %in% c("8")) %>%
 # filter(clean_name != "Chicago") %>% 
  group_by(shpfile_name)%>%
  summarize(pin_count = sum(pin_count)) %>% 
  filter(!is.na(shpfile_name)) %>% 
  full_join(muni_shp, by = c("shpfile_name" = "MUNICIPALITY")) %>%
  ggplot(aes(fill = pin_count)) + 
  geom_sf(aes(geometry = geometry),
          color = "black",
          lwd = .05)+ 
  labs(title = "Properties with Class 8 Incentives",
       subtitle = "# of Buildings with Incentives in Municipalities") +
  theme_void() + 
  theme(axis.ticks = element_blank(), axis.text = element_blank()) +
  scale_fill_steps2(
    high = "darkblue", low = "orange",
  #  nice.breaks = FALSE,
    show.limits=TRUE,
    na.value = NA,
    name = "# PINs")

fig_muni_C8_PC
fig_nbhd_C8_PC



```

> There are some Class 8 properties located in townships other than the Class 8 five chosen for the incentives.


```{r class8-2, out.width= "50%", fig.show='hold'}
fig_muni_C8 <- muni_pincounts_majorclass %>% 
   filter(!is.na(shpfile_name)) %>% 

  filter(major_class_code %in% c("8")) %>%
  group_by(shpfile_name)%>%
  summarize(av = sum(av)) %>% 
  full_join(muni_shp, by = c("shpfile_name" = "MUNICIPALITY")) %>%
  ggplot(aes(fill = av)) + 
  geom_sf(aes(geometry = geometry),color = "black", lwd = .05)+ 
  labs(title = "Class 8 Properties",
       subtitle = "AV of Buildings with Incentives in Assessor Neighborhoods") +
  theme_void() + 
  theme(axis.ticks = element_blank(), axis.text = element_blank()) +
  scale_fill_steps2(
    high = "darkblue", low = "orange",
    nice.breaks = FALSE,
    show.limits=TRUE,
    na.value = NA,
    limits = c(0, 13000000),
    name = "AV ($)",
    label = scales::dollar)

fig_muni_C8
fig_nbhd_C8

```



```{r eval=FALSE}
class8Townships = read_csv("./Output/3_Exemptions_Details_output-ClassTaxcodeExemps.csv") %>% 
  mutate(class_code = as.character(class_code)) %>%
  filter(class_code >=800 & class_code <900) %>%
  left_join(class_dict) %>%
  mutate(tax_code_num = as.character(tax_code_num)) %>%
  left_join(township_tax_codes) %>%
  left_join(township_agency_names)%>% 
  distinct(agency_name) 

class8Townships
```

# Chicago Specific Graphs

```{r out.width= "50%", fig.show='hold'}

# fig_nbhd_Chicago_AV All incentives

fig_nbhd_C6_Chicago_AV
fig_nbhd_C6_Chicago_PC
fig_nbhd_C7_Chicago_AV
fig_nbhd_C7_Chicago_PC
```

# Tables

```{r}

incentive_pins %>% 
  group_by(agency_name, major_class_type) %>%
  summarize(av = sum(av),
           # pins = n()
           ) %>%
  pivot_wider(id_cols = agency_name, names_from = "major_class_type", values_from = "av")
  
incentive_pins %>% 
  group_by(agency_name, major_class_type) %>%
  summarize(av = sum(av),
            pins = n()) %>%
  pivot_wider(id_cols = agency_name, names_from = "major_class_type", values_from = "pins")

incentive_pins %>% 
  group_by(agency_name, major_class_type, major_class_code) %>%
  summarize(av = sum(av),
            pins = n()) %>%
  pivot_wider(id_cols = agency_name, names_from = "major_class_code", values_from = "av")

incentive_pins %>% 
  group_by(agency_name, major_class_type, major_class_code) %>%
  summarize(av = sum(av),
            pins = n()) %>%
  pivot_wider(id_cols = agency_name, names_from = "major_class_code", values_from = "pins")



# # By Muni and Property Class
# incentive_classes %>% 
#     mutate(tax_code_num = as.character(tax_code_num)) %>% 
#   left_join(muni_tax_codes) %>%
#   mutate(tax_code_num = as.character(tax_code_num)) %>% 
#   left_join(muni_agency_names) %>%
#   group_by(agency_num, class) %>%
#   dplyr::summarize(pin_count = n(),
#             av = sum(av)) %>%
#   mutate(class_1dig = str_sub(class, 1, 1))


# By Muni and Major Property Class
incentive_pins %>% 
    mutate(tax_code_num = as.character(tax_code_num)) %>% 
  left_join(muni_tax_codes) %>%
    mutate(tax_code_num = as.character(tax_code_num)) %>% 
  left_join(muni_agency_names) %>%
  group_by(agency_num, major_class_code) %>%
  dplyr::summarize(pin_count = n(),
            av = sum(av))
```

# Areas with lots of exemptions and incentives 

aka a reduced tax base

## Municpality Level 

```{r}
pin_data <- read_csv("./Output/4C_joined_PINs_bills_and_exemptions.csv")
```


```{r}
muni_taxrates <- pin_data %>% 
  group_by(agency_name) %>%
  summarize(
    muni_av = sum(av, na.rm = TRUE),
    muni_eav = sum(eav, na.rm = TRUE),
    muni_equalized_AV = sum(equalized_AV, na.rm = TRUE),
    pins_in_muni = n(),
    muni_current_exemptions = sum(all_exemptions, na.rm = TRUE),
    muni_HO_exemps = sum(exe_homeowner, na.rm = TRUE),
    muni_comp_rate = mean(tax_code_rate, na.rm = TRUE), # Changed from first() to mean() on Nov 1
    final_tax_to_dist = sum(final_tax_to_dist, na.rm = TRUE), # used as LEVY amount!! 
    final_tax_to_tif = sum(final_tax_to_tif, na.rm = TRUE),
    tax_amt_exe = sum(tax_amt_exe, na.rm = TRUE), 
    tax_amt_pre_exe = sum(tax_amt_pre_exe, na.rm = TRUE), 
    tax_amt_post_exe = sum(tax_amt_post_exe, na.rm = TRUE),
    # rpm_tif_to_cps = sum(rpm_tif_to_cps, na.rm = TRUE), # not used
    # rpm_tif_to_rpm = sum(rpm_tif_to_rpm, na.rm=TRUE), # not used
    # rpm_tif_to_dist = sum(rpm_tif_to_dist, na.rm=TRUE), # not used
    # tif_share = mean(tif_share, na.rm=TRUE), # not used
  ) %>%
  
  rename(cur_comp_TC_rate = muni_comp_rate) %>%
  mutate(current_muni_taxable_eav = final_tax_to_dist/(cur_comp_TC_rate/100),
         new_muni_taxable_eav = final_tax_to_dist/(cur_comp_TC_rate/100) + muni_HO_exemps) %>%
  mutate(new_comp_TC_rate = (final_tax_to_dist / new_muni_taxable_eav)*100) %>%
  mutate(new_comp_TC_rate = ifelse(is.nan(new_comp_TC_rate), cur_comp_TC_rate, new_comp_TC_rate)) %>%
  select(agency_name, cur_comp_TC_rate, new_comp_TC_rate, current_muni_taxable_eav, new_muni_taxable_eav, everything())

muni_taxrates 
```

```{r}
prop_class_sums <- pin_data %>% 
  group_by(agency_name, major_class_code, major_class_type )  %>%
  
  summarize(
    av = sum(av, na.rm = TRUE),
    eav = sum(eav, na.rm = TRUE),
    equalized_AV = sum(equalized_AV, na.rm = TRUE),
    pins_in_class = n(),
    current_exemptions = sum(all_exemptions, na.rm = TRUE),
    HO_exemps = sum(exe_homeowner, na.rm = TRUE),
    tax_code_rate = mean(tax_code_rate, na.rm = TRUE), # Changed from first() to mean() on Nov 1
    final_tax_to_dist = sum(final_tax_to_dist, na.rm = TRUE), # used as LEVY amount!! 
    final_tax_to_tif = sum(final_tax_to_tif, na.rm = TRUE),
    tax_amt_exe = sum(tax_amt_exe, na.rm = TRUE), 
    tax_amt_pre_exe = sum(tax_amt_pre_exe, na.rm = TRUE), 
    tax_amt_post_exe = sum(tax_amt_post_exe, na.rm = TRUE),
    rpm_tif_to_cps = sum(rpm_tif_to_cps, na.rm = TRUE), # not used
    rpm_tif_to_rpm = sum(rpm_tif_to_rpm, na.rm=TRUE), # not used
    rpm_tif_to_dist = sum(rpm_tif_to_dist, na.rm=TRUE), # not used
    tif_share = mean(tif_share, na.rm=TRUE), # not used
  ) %>%
  
  mutate(total_bill_current = final_tax_to_dist + final_tax_to_tif) %>%
  rename(cur_comp_TC_rate = tax_code_rate) %>%
  mutate(current_taxable_eav = final_tax_to_dist/(cur_comp_TC_rate/100),
         new_taxable_eav = final_tax_to_dist/(cur_comp_TC_rate/100) + HO_exemps) %>%
  mutate(new_comp_TC_rate = (final_tax_to_dist / new_taxable_eav)*100) %>%
  mutate(new_comp_TC_rate = ifelse(is.nan(new_comp_TC_rate), cur_comp_TC_rate, new_comp_TC_rate)) %>%
  select(agency_name, major_class_code, HO_exemps, current_exemptions, pins_in_class, current_taxable_eav, new_taxable_eav,  everything())

# muni level by major_class summary
prop_class_sums 


```
```{r munilevel-exemptions, eval=FALSE, include=FALSE}
# prop_class_sums is at muni level
res_exempts_per_pin <- prop_class_sums %>% 
  filter(major_class_code == "2") %>% # Class 2 residential only
  mutate(avg_GHEexe_perPIN = HO_exemps/pins_in_class,
         avg_allexe_perPIN = current_exemptions / pins_in_class) %>% 
  select(agency_name, avg_GHEexe_perPIN, avg_allexe_perPIN)
exempts_per_pin


# Class2_data is also at Muni Level
Class2_data <- read_csv("./Output/5b_Class2_burdenshift.csv")

residential_data <- Class2_data %>% 
  mutate(exemptions_per_resPIN = C2_current_GHE/ C2_PC_permuni )  %>%
  select(clean_name, exemptions_per_resPIN, C2_EAV_pct)
```


## Neighborhood level join

```{r}

nbh_major_class <- read_csv("./Output/8_Current_Taxrates_per_nbh_by_majorclass.csv")
nbh_major_class


# neighborhoods with incentive properties
incentives_props <- nbh_major_class %>% 
  filter(major_class_code %in% c("6A", "6B", "6C", "7A", "7B", "8")) %>%
  mutate(nbhd_code = as.character(nbhd_code))
# 
# nbh_pincounts_class <- incentive_classes %>% 
#   group_by(nbhd_code, class) %>%
#   dplyr::summarize(pin_count = n(),
#             av = sum(av)) %>%
#   mutate(class_1dig = str_sub(class, 1, 1))
# 
# nbh_pincounts_majorclass <- incentive_classes %>% 
#   group_by(major_class_code, major_class_type, nbhd_code) %>%
#   dplyr::summarize(pin_count = n(),
#             av = sum(av))


```


```{r eval=FALSE}



# nbh_res_exemptions <- read_csv("./Output/8_nbh_sum_new_exe.csv") 
nbh_taxrates <- read_csv( "./Output/8_Current_Taxrates_per_nbh.csv")


nbh_data <- left_join(nbh_pincounts_majorclass, nbh_taxrates, by = "nbhd_code")


nbh_data <- nbh_data %>% 
  rename(all_PINs = pin_count.x,
         nbh_pins = pin_count.y)  %>%
  mutate(exempt_over_total_EAV = Exempt_EAV / Total_EAV,
         nbhd_code = as.character(nbhd_code),
         exempts_perPIN = Exempt_EAV / nbh_PINs,
         incentive_projects_pct = incentive_PINs / nbh_PINs,
         incentives_EAV = av * 3.0027 ,
         incentives_over_total_EAV = incentives_EAV / Total_EAV) %>%
  select(nbhd_code, exempt_over_total_EAV, nbh_PINs, major_class_PINs, exempts_perPIN, incentive_projects_pct, incentives_EAV, incentives_over_total_EAV, major_class_code, everything()) %>% arrange(nbhd_code)

nbh_data

```



```{r}
# nbh_res_exemptions <- read_csv("./Output/8_nbh_sum_new_exe.csv") 
nbh_taxrates <- read_csv( "./Output/8_Current_Taxrates_per_nbh.csv") %>% select(nbhd_code, pin_count, Total_EAV)


nbh_data <- left_join(nbh_major_class, nbh_taxrates, by = "nbhd_code")


nbh_data <- nbh_data %>% 
  rename(major_class_PINs = pin_count.x,
         nbh_PINs = pin_count.y)  %>%
  mutate(exempt_over_total_EAV = round(Exempt_EAV / Total_EAV.y, digits = 4),
         nbhd_code = as.character(nbhd_code),
         exempts_perPIN = round(Exempt_EAV / nbh_PINs, digits = 0),
         class_PIN_pct = major_class_PINs / nbh_PINs,
         #class_EAV = round(av * 3.0027, digits = 0),
         class_over_total_EAV = Total_EAV.x / Total_EAV.y) %>%
  select(nbhd_code, major_class_code, exempt_over_total_EAV, nbh_PINs, major_class_PINs, exempts_perPIN, class_PIN_pct, Total_EAV.x, class_over_total_EAV, everything()) %>% 
  arrange(nbhd_code)

nbh_data
```


```{r}
nbh_res <- nbh_data %>% 
  filter(major_class_code == 2) %>% 
  select(nbhd_code, major_class_code, 
         residential_PC = major_class_PINs, 
         res_EAV = Total_EAV.x, 
         res_exemptions = Exempt_EAV) %>%
  mutate(nbhd_code = as.character(nbhd_code),
         res_exe_per_res_pin = round(res_exemptions / residential_PC)
  )
  
  
#nbh_data2 <- nbh_data %>% left_join(nbh_res, by = "nbhd_code") %>% select(nbhd_code, all_PINs, residential_PC, incentive_PINs, everything()) %>% mutate(exemps_per_resPIN = res_exemptions / residential_PC) %>% arrange(nbhd_code)


fig4 <- nbh_res %>% 
  filter(major_class_code  == 2) %>%
  filter(residential_PC > 4) %>% 
  full_join(NBHs, by = c("nbhd_code" = "town_nbhd")) %>%
  ggplot(aes(fill = res_exe_per_res_pin)) + 
  geom_sf(aes(geometry = geometry), color = "black") + 
  labs(title = "Average exemptions per Residential Class 2 PIN") +
  theme_void() + 
  theme(axis.ticks = element_blank(), axis.text = element_blank()) +
  scale_fill_steps2(
    high = "darkblue", low = "white",
    #nice.breaks = FALSE,
    show.limits=TRUE,
    na.value = NA,
    name = "Exemptions per PIN")

fig4
```

## Maps

```{r}
fig1 <- nbh_data %>% 
  filter(major_class_code == 2) %>%
  #filter(major_class_code %in% c("6A", "6B", "6C", "7A", "7B", "8")) %>%
  #group_by(nbhd_code)%>%
  #summarize(pin_count = sum(pin_count)) %>% 
  full_join(NBHs, by = c("nbhd_code" = "town_nbhd")) %>%
  ggplot(aes(fill = exempt_over_total_EAV)) + 
  geom_sf(aes(geometry = geometry), color = "black") + 
  labs(title = "Exempt EAV (from Residential Exemptons) / Total EAV",
      # caption = "Total EAV includes TIF and all EAV before exemptions are deducted"
       ) +
  theme_void() + 
  theme(axis.ticks = element_blank(), axis.text = element_blank()) +
  scale_fill_steps2(
    high = "forestgreen", low = "white",
    #nice.breaks = FALSE,
    show.limits=TRUE,
    na.value = NA,
    name = "% Exempt")

fig1



fig3 <- nbh_data %>% 
  filter(major_class_code %in% c("6A", "6B", "6C", "7A", "7B", "8")) %>%
  group_by(nbhd_code)%>%
  summarize(incentives_over_total_EAV = sum(Total_EAV.x/Total_EAV.y) ) %>%
  #summarize(pin_count = sum(pin_count)) %>% 
  full_join(NBHs, by = c("nbhd_code" = "town_nbhd")) %>%
  ggplot(aes(fill = incentives_over_total_EAV)) + 
  geom_sf(aes(geometry = geometry), color = "black") + 
  labs(title = "EAV of incentive properties / Total EAV") +
  theme_void() + 
  theme(axis.ticks = element_blank(), axis.text = element_blank()) +
  scale_fill_steps2(
    high = "orange", low = "yellow",
    #nice.breaks = FALSE,
    show.limits=TRUE,
    na.value = NA,
    name = "%")

fig3


fig2 <- nbh_data %>% 
  filter(major_class_code == "2") %>%
  #group_by(nbhd_code)%>%
  #summarize(pin_count = sum(pin_count)) %>% 
  full_join(NBHs, by = c("nbhd_code" = "town_nbhd")) %>%
  ggplot(aes(fill = exempts_perPIN)) + 
  geom_sf(aes(geometry = geometry), color = "black") + 
  labs(title = "Average exemptions per PIN") +
  theme_void() + 
  theme(axis.ticks = element_blank(), axis.text = element_blank()) +
  scale_fill_steps2(
    high = "darkblue", low = "white",
    #nice.breaks = FALSE,
    show.limits=TRUE,
    na.value = NA,
    name = "Exemptions per PIN")

fig2
```

