diff --git a/README.md b/README.md
index 40491eb..336561a 100644
--- a/README.md
+++ b/README.md
@@ -1,13 +1,13 @@
module-1-cartography
===========================================================
-[![](https://img.shields.io/badge/semester-spring%2021-blue.svg)](https://github.com/slu-soc5650/module-1-cartography)
+[![](https://img.shields.io/badge/semester-spring%2022-blue.svg)](https://github.com/slu-soc5650/module-1-cartography)
[![](https://img.shields.io/badge/release-full-brightgreen.svg)](https://github.com/slu-soc5650/module-1-cartography)
[![](https://img.shields.io/github/release/slu-soc5650/module-1-cartography.svg?label=version)](https://github.com/slu-soc5650/module-1-cartography/releases)
[![](https://img.shields.io/github/last-commit/slu-soc5650/module-1-cartography.svg)](https://github.com/slu-soc5650/module-1-cartography/commits/master)
[![](https://img.shields.io/github/repo-size/slu-soc5650/module-1-cartography.svg)](https://github.com/slu-soc5650/module-1-cartography)
## Module 1 - Course Introduction
-These materials correspond to the third course meeting of SOC 4650 and SOC 5650.
+These materials correspond to Meeting 1-2 for SOC 4650 and SOC 5650.
## Lesson Quick Start
### Install Software
diff --git a/assignments/lab-03-replication/docs/lab-03-replication.nb.html b/assignments/lab-03-replication/docs/lab-03-replication.nb.html
deleted file mode 100644
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Introduction
-
This notebook provides a replication of Lab-03.
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Dependencies
-
This notebook requires the following packages:
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# tidyverse packages
-library(ggplot2) # static mapping
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-
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Need help? Try Stackoverflow: https://stackoverflow.com/tags/ggplot2
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# mapping packages
-library(mapview) # preview spatial data
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Registered S3 method overwritten by 'htmlwidgets':
- method from
- print.htmlwidget tools:rstudio
-GDAL version >= 3.1.0 | setting mapviewOptions(fgb = TRUE)
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library(sf) # spatial tools
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Linking to GEOS 3.8.1, GDAL 3.1.4, PROJ 6.3.1
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# other packages
-library(here) # file path management
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here() starts at /Users/chris/GitHub/slu-soc5650/content/module-1-cartography/assignments/lab-03-replication
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library(RColorBrewer) # color brewer palettes
-library(viridis) # viridis color palettes
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Loading required package: viridisLite
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We’ll also need a custom function that Chris has written for creating map breaks:
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source(here("source", "map_breaks.R"))
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Load Data
-
The data for this assigment are all in the data/
folder, and include a number of different layers:
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-
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# city boundary
-stl_boundary <- st_read(here("data", "STL_BOUNDARY_City.geojson"))
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Reading layer `STL_BOUNDARY_City' from data source `/Users/chris/GitHub/slu-soc5650/content/module-1-cartography/assignments/lab-03-replication/data/STL_BOUNDARY_City.geojson' using driver `GeoJSON'
-Simple feature collection with 1 feature and 2 fields
-geometry type: MULTIPOLYGON
-dimension: XY
-bbox: xmin: 733360 ymin: 4268394 xmax: 746157.1 ymax: 4295511
-projected CRS: NAD83 / UTM zone 15N
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-
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# water layers
-il_hydro <- st_read(here("data", "IL_HYDRO_Mississippi.geojson"))
-
-
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Reading layer `IL_HYDRO_Mississippi' from data source `/Users/chris/GitHub/slu-soc5650/content/module-1-cartography/assignments/lab-03-replication/data/IL_HYDRO_Mississippi.geojson' using driver `GeoJSON'
-Simple feature collection with 4 features and 8 fields
-geometry type: POLYGON
-dimension: XY
-bbox: xmin: 739063 ymin: 4268279 xmax: 746617.9 ymax: 4295339
-projected CRS: NAD83 / UTM zone 15N
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stl_hydro <- st_read(here("data", "STL_HYDRO_AreaWater.geojson"))
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Reading layer `STL_HYDRO_AreaWater' from data source `/Users/chris/GitHub/slu-soc5650/content/module-1-cartography/assignments/lab-03-replication/data/STL_HYDRO_AreaWater.geojson' using driver `GeoJSON'
-Simple feature collection with 16 features and 2 fields
-geometry type: POLYGON
-dimension: XY
-bbox: xmin: 733468.5 ymin: 4268394 xmax: 746157.1 ymax: 4295418
-projected CRS: NAD83 / UTM zone 15N
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# highways
-highways <- st_read(here("data", "STL_TRANS_PrimaryRoads", "STL_TRANS_PrimaryRoads.shp"))
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Reading layer `STL_TRANS_PrimaryRoads' from data source `/Users/chris/GitHub/slu-soc5650/content/module-1-cartography/assignments/lab-03-replication/data/STL_TRANS_PrimaryRoads/STL_TRANS_PrimaryRoads.shp' using driver `ESRI Shapefile'
-Simple feature collection with 9 features and 4 fields
-geometry type: MULTILINESTRING
-dimension: XY
-bbox: xmin: 733482 ymin: 4270554 xmax: 745666.9 ymax: 4294751
-projected CRS: NAD83 / UTM zone 15N
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# owner occupied housing
-housing <- st_read(here("data", "STL_HOUSING_OwnerOccupied.geojson"))
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Reading layer `STL_HOUSING_OwnerOccupied' from data source `/Users/chris/GitHub/slu-soc5650/content/module-1-cartography/assignments/lab-03-replication/data/STL_HOUSING_OwnerOccupied.geojson' using driver `GeoJSON'
-Simple feature collection with 106 features and 5 fields
-geometry type: MULTIPOLYGON
-dimension: XY
-bbox: xmin: 733360 ymin: 4268410 xmax: 746170.8 ymax: 4295511
-projected CRS: NAD83 / UTM zone 15N
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We’re now ready to map these data.
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Part 1 - Exploration
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In my console, I’ve used mapview::mapview()
to explore each of these different data sets. All are polygon data except for the highways, which are line data.
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Part 2 - Mapping
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The following code chunk creates map breaks using the “fisher” approach, and then layers data on water features and highways over the census tracts showing the percent of homes that are occupied by their owners.
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## create breaks
-housing <- map_breaks(housing, var = "pct_owner_occupied", newvar = "map_breaks",
- style = "fisher", classes = 5, dig_lab = 2)
-
-## map binned data
-p1 <- ggplot() +
- geom_sf(data = stl_boundary, fill = "#ffffff", color = NA) +
- geom_sf(data = housing, mapping = aes(fill = map_breaks)) +
- geom_sf(data = il_hydro, fill = "#d4f1f9") +
- geom_sf(data = stl_hydro, fill = "#d4f1f9") +
- geom_sf(data = highways, color = "#000000") +
- geom_sf(data = stl_boundary, fill = NA, color = "#2a2a2a", size = .6) +
- scale_fill_brewer(palette = "Greens", name = "% Owner Occupied") +
- labs(
- title = "% of Housing Occupied by Homeowners",
- subtitle = "City of St. Louis, 2010",
- caption = "Data via U.S. Census Bureau\nMap by Christopher Prener, PhD"
- )
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-p1
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The map shows that owner occupied rates are highest in the southwest portion of St. Louis. We’ll save it using the following code:
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ggsave(plot = p1, filename = here("results", "owner_occupied_housing.png"))
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The map is now saved for dissemination!
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diff --git a/assignments/lab-03-replication/README.md b/assignments/lab-1-3-replication/README.md
similarity index 100%
rename from assignments/lab-03-replication/README.md
rename to assignments/lab-1-3-replication/README.md
diff --git a/assignments/lab-03-replication/data/IL_HYDRO_Mississippi.geojson b/assignments/lab-1-3-replication/data/IL_HYDRO_Mississippi.geojson
similarity index 100%
rename from assignments/lab-03-replication/data/IL_HYDRO_Mississippi.geojson
rename to assignments/lab-1-3-replication/data/IL_HYDRO_Mississippi.geojson
diff --git a/assignments/lab-03-replication/data/STL_BOUNDARY_City.geojson b/assignments/lab-1-3-replication/data/STL_BOUNDARY_City.geojson
similarity index 100%
rename from assignments/lab-03-replication/data/STL_BOUNDARY_City.geojson
rename to assignments/lab-1-3-replication/data/STL_BOUNDARY_City.geojson
diff --git a/assignments/lab-03-replication/data/STL_HOUSING_OwnerOccupied.geojson b/assignments/lab-1-3-replication/data/STL_HOUSING_OwnerOccupied.geojson
similarity index 100%
rename from assignments/lab-03-replication/data/STL_HOUSING_OwnerOccupied.geojson
rename to assignments/lab-1-3-replication/data/STL_HOUSING_OwnerOccupied.geojson
diff --git a/assignments/lab-03-replication/data/STL_HYDRO_AreaWater.geojson b/assignments/lab-1-3-replication/data/STL_HYDRO_AreaWater.geojson
similarity index 100%
rename from assignments/lab-03-replication/data/STL_HYDRO_AreaWater.geojson
rename to assignments/lab-1-3-replication/data/STL_HYDRO_AreaWater.geojson
diff --git a/assignments/lab-03-replication/data/STL_TRANS_PrimaryRoads/STL_TRANS_PrimaryRoads.dbf b/assignments/lab-1-3-replication/data/STL_TRANS_PrimaryRoads/STL_TRANS_PrimaryRoads.dbf
similarity index 100%
rename from assignments/lab-03-replication/data/STL_TRANS_PrimaryRoads/STL_TRANS_PrimaryRoads.dbf
rename to assignments/lab-1-3-replication/data/STL_TRANS_PrimaryRoads/STL_TRANS_PrimaryRoads.dbf
diff --git a/assignments/lab-03-replication/data/STL_TRANS_PrimaryRoads/STL_TRANS_PrimaryRoads.prj b/assignments/lab-1-3-replication/data/STL_TRANS_PrimaryRoads/STL_TRANS_PrimaryRoads.prj
similarity index 100%
rename from assignments/lab-03-replication/data/STL_TRANS_PrimaryRoads/STL_TRANS_PrimaryRoads.prj
rename to assignments/lab-1-3-replication/data/STL_TRANS_PrimaryRoads/STL_TRANS_PrimaryRoads.prj
diff --git a/assignments/lab-03-replication/data/STL_TRANS_PrimaryRoads/STL_TRANS_PrimaryRoads.shp b/assignments/lab-1-3-replication/data/STL_TRANS_PrimaryRoads/STL_TRANS_PrimaryRoads.shp
similarity index 100%
rename from assignments/lab-03-replication/data/STL_TRANS_PrimaryRoads/STL_TRANS_PrimaryRoads.shp
rename to assignments/lab-1-3-replication/data/STL_TRANS_PrimaryRoads/STL_TRANS_PrimaryRoads.shp
diff --git a/assignments/lab-03-replication/data/STL_TRANS_PrimaryRoads/STL_TRANS_PrimaryRoads.shx b/assignments/lab-1-3-replication/data/STL_TRANS_PrimaryRoads/STL_TRANS_PrimaryRoads.shx
similarity index 100%
rename from assignments/lab-03-replication/data/STL_TRANS_PrimaryRoads/STL_TRANS_PrimaryRoads.shx
rename to assignments/lab-1-3-replication/data/STL_TRANS_PrimaryRoads/STL_TRANS_PrimaryRoads.shx
diff --git a/assignments/lab-03-replication/docs/lab-03-replication.Rmd b/assignments/lab-1-3-replication/docs/lab-1-3-replication.Rmd
similarity index 97%
rename from assignments/lab-03-replication/docs/lab-03-replication.Rmd
rename to assignments/lab-1-3-replication/docs/lab-1-3-replication.Rmd
index 983be32..dda58c7 100644
--- a/assignments/lab-03-replication/docs/lab-03-replication.Rmd
+++ b/assignments/lab-1-3-replication/docs/lab-1-3-replication.Rmd
@@ -1,5 +1,5 @@
---
-title: "Lab-03 Replication"
+title: "Lab 1-3 Replication"
author: "Christopher Prener, Ph.D."
date: '(`r format(Sys.time(), "%B %d, %Y")`)'
output:
@@ -9,7 +9,7 @@ always_allow_html: yes
---
## Introduction
-This notebook provides a replication of Lab-03.
+This notebook provides a replication of Lab 1-3.
## Dependencies
This notebook requires the following packages:
diff --git a/assignments/lab-03-replication/docs/lab-03-replication.md b/assignments/lab-1-3-replication/docs/lab-1-3-replication.md
similarity index 56%
rename from assignments/lab-03-replication/docs/lab-03-replication.md
rename to assignments/lab-1-3-replication/docs/lab-1-3-replication.md
index 2be04de..6a4da45 100644
--- a/assignments/lab-03-replication/docs/lab-03-replication.md
+++ b/assignments/lab-1-3-replication/docs/lab-1-3-replication.md
@@ -1,11 +1,11 @@
-Lab-03 Replication
+Lab 1-3 Replication
================
Christopher Prener, Ph.D.
-(February 15, 2021)
+(February 07, 2022)
## Introduction
-This notebook provides a replication of Lab-03.
+This notebook provides a replication of Lab 1-3.
## Dependencies
@@ -14,25 +14,25 @@ This notebook requires the following packages:
``` r
# tidyverse packages
library(ggplot2) # static mapping
-
-# mapping packages
-library(mapview) # preview spatial data
```
- ## GDAL version >= 3.1.0 | setting mapviewOptions(fgb = TRUE)
+ ## Warning in register(): Can't find generic `scale_type` in package ggplot2 to
+ ## register S3 method.
``` r
+# mapping packages
+library(mapview) # preview spatial data
library(sf) # spatial tools
```
- ## Linking to GEOS 3.8.1, GDAL 3.1.4, PROJ 6.3.1
+ ## Linking to GEOS 3.8.1, GDAL 3.2.1, PROJ 7.2.1; sf_use_s2() is TRUE
``` r
# other packages
library(here) # file path management
```
- ## here() starts at /Users/chris/GitHub/slu-soc5650/content/module-1-cartography/assignments/lab-03-replication
+ ## here() starts at /Users/prenercg/GitHub/slu-soc5650/module-1-cartography/assignments/lab-1-3-replication
``` r
library(RColorBrewer) # color brewer palettes
@@ -58,59 +58,69 @@ number of different layers:
stl_boundary <- st_read(here("data", "STL_BOUNDARY_City.geojson"))
```
- ## Reading layer `STL_BOUNDARY_City' from data source `/Users/chris/GitHub/slu-soc5650/content/module-1-cartography/assignments/lab-03-replication/data/STL_BOUNDARY_City.geojson' using driver `GeoJSON'
+ ## Reading layer `STL_BOUNDARY_City' from data source
+ ## `/Users/prenercg/GitHub/slu-soc5650/module-1-cartography/assignments/lab-1-3-replication/data/STL_BOUNDARY_City.geojson'
+ ## using driver `GeoJSON'
## Simple feature collection with 1 feature and 2 fields
- ## geometry type: MULTIPOLYGON
- ## dimension: XY
- ## bbox: xmin: 733360 ymin: 4268394 xmax: 746157.1 ymax: 4295511
- ## projected CRS: NAD83 / UTM zone 15N
+ ## Geometry type: MULTIPOLYGON
+ ## Dimension: XY
+ ## Bounding box: xmin: 733360 ymin: 4268394 xmax: 746157.1 ymax: 4295511
+ ## Projected CRS: NAD83 / UTM zone 15N
``` r
# water layers
il_hydro <- st_read(here("data", "IL_HYDRO_Mississippi.geojson"))
```
- ## Reading layer `IL_HYDRO_Mississippi' from data source `/Users/chris/GitHub/slu-soc5650/content/module-1-cartography/assignments/lab-03-replication/data/IL_HYDRO_Mississippi.geojson' using driver `GeoJSON'
+ ## Reading layer `IL_HYDRO_Mississippi' from data source
+ ## `/Users/prenercg/GitHub/slu-soc5650/module-1-cartography/assignments/lab-1-3-replication/data/IL_HYDRO_Mississippi.geojson'
+ ## using driver `GeoJSON'
## Simple feature collection with 4 features and 8 fields
- ## geometry type: POLYGON
- ## dimension: XY
- ## bbox: xmin: 739063 ymin: 4268279 xmax: 746617.9 ymax: 4295339
- ## projected CRS: NAD83 / UTM zone 15N
+ ## Geometry type: POLYGON
+ ## Dimension: XY
+ ## Bounding box: xmin: 739063 ymin: 4268279 xmax: 746617.9 ymax: 4295339
+ ## Projected CRS: NAD83 / UTM zone 15N
``` r
stl_hydro <- st_read(here("data", "STL_HYDRO_AreaWater.geojson"))
```
- ## Reading layer `STL_HYDRO_AreaWater' from data source `/Users/chris/GitHub/slu-soc5650/content/module-1-cartography/assignments/lab-03-replication/data/STL_HYDRO_AreaWater.geojson' using driver `GeoJSON'
+ ## Reading layer `STL_HYDRO_AreaWater' from data source
+ ## `/Users/prenercg/GitHub/slu-soc5650/module-1-cartography/assignments/lab-1-3-replication/data/STL_HYDRO_AreaWater.geojson'
+ ## using driver `GeoJSON'
## Simple feature collection with 16 features and 2 fields
- ## geometry type: POLYGON
- ## dimension: XY
- ## bbox: xmin: 733468.5 ymin: 4268394 xmax: 746157.1 ymax: 4295418
- ## projected CRS: NAD83 / UTM zone 15N
+ ## Geometry type: POLYGON
+ ## Dimension: XY
+ ## Bounding box: xmin: 733468.5 ymin: 4268394 xmax: 746157.1 ymax: 4295418
+ ## Projected CRS: NAD83 / UTM zone 15N
``` r
# highways
highways <- st_read(here("data", "STL_TRANS_PrimaryRoads", "STL_TRANS_PrimaryRoads.shp"))
```
- ## Reading layer `STL_TRANS_PrimaryRoads' from data source `/Users/chris/GitHub/slu-soc5650/content/module-1-cartography/assignments/lab-03-replication/data/STL_TRANS_PrimaryRoads/STL_TRANS_PrimaryRoads.shp' using driver `ESRI Shapefile'
+ ## Reading layer `STL_TRANS_PrimaryRoads' from data source
+ ## `/Users/prenercg/GitHub/slu-soc5650/module-1-cartography/assignments/lab-1-3-replication/data/STL_TRANS_PrimaryRoads/STL_TRANS_PrimaryRoads.shp'
+ ## using driver `ESRI Shapefile'
## Simple feature collection with 9 features and 4 fields
- ## geometry type: MULTILINESTRING
- ## dimension: XY
- ## bbox: xmin: 733482 ymin: 4270554 xmax: 745666.9 ymax: 4294751
- ## projected CRS: NAD83 / UTM zone 15N
+ ## Geometry type: MULTILINESTRING
+ ## Dimension: XY
+ ## Bounding box: xmin: 733482 ymin: 4270554 xmax: 745666.9 ymax: 4294751
+ ## Projected CRS: NAD83 / UTM zone 15N
``` r
# owner occupied housing
housing <- st_read(here("data", "STL_HOUSING_OwnerOccupied.geojson"))
```
- ## Reading layer `STL_HOUSING_OwnerOccupied' from data source `/Users/chris/GitHub/slu-soc5650/content/module-1-cartography/assignments/lab-03-replication/data/STL_HOUSING_OwnerOccupied.geojson' using driver `GeoJSON'
+ ## Reading layer `STL_HOUSING_OwnerOccupied' from data source
+ ## `/Users/prenercg/GitHub/slu-soc5650/module-1-cartography/assignments/lab-1-3-replication/data/STL_HOUSING_OwnerOccupied.geojson'
+ ## using driver `GeoJSON'
## Simple feature collection with 106 features and 5 fields
- ## geometry type: MULTIPOLYGON
- ## dimension: XY
- ## bbox: xmin: 733360 ymin: 4268410 xmax: 746170.8 ymax: 4295511
- ## projected CRS: NAD83 / UTM zone 15N
+ ## Geometry type: MULTIPOLYGON
+ ## Dimension: XY
+ ## Bounding box: xmin: 733360 ymin: 4268410 xmax: 746170.8 ymax: 4295511
+ ## Projected CRS: NAD83 / UTM zone 15N
We’re now ready to map these data.
@@ -149,7 +159,7 @@ p1 <- ggplot() +
p1
```
-![](lab-03-replication_files/figure-gfm/housing-map-1.png)
+![](lab-1-3-replication_files/figure-gfm/housing-map-1.png)
The map shows that owner occupied rates are highest in the southwest
portion of St. Louis. We’ll save it using the following code:
diff --git a/assignments/lab-1-3-replication/docs/lab-1-3-replication.nb.html b/assignments/lab-1-3-replication/docs/lab-1-3-replication.nb.html
new file mode 100644
index 0000000..f4b7047
--- /dev/null
+++ b/assignments/lab-1-3-replication/docs/lab-1-3-replication.nb.html
@@ -0,0 +1,1939 @@
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
Introduction
+
This notebook provides a replication of Lab 1-3.
+
+
+
Dependencies
+
This notebook requires the following packages:
+
+
+
+
# tidyverse packages
+library(ggplot2) # static mapping
+
+# mapping packages
+library(mapview) # preview spatial data
+library(sf) # spatial tools
+
+# other packages
+library(here) # file path management
+library(RColorBrewer) # color brewer palettes
+library(viridis) # viridis color palettes
+
+
+
+
We’ll also need a custom function that Chris has written for creating
+map breaks:
+
+
+
+
source(here("source", "map_breaks.R"))
+
+
+
+
+
+
Load Data
+
The data for this assigment are all in the data/
folder,
+and include a number of different layers:
+
+
+
+
# city boundary
+stl_boundary <- st_read(here("data", "STL_BOUNDARY_City.geojson"))
+
+# water layers
+il_hydro <- st_read(here("data", "IL_HYDRO_Mississippi.geojson"))
+stl_hydro <- st_read(here("data", "STL_HYDRO_AreaWater.geojson"))
+
+# highways
+highways <- st_read(here("data", "STL_TRANS_PrimaryRoads", "STL_TRANS_PrimaryRoads.shp"))
+
+# owner occupied housing
+housing <- st_read(here("data", "STL_HOUSING_OwnerOccupied.geojson"))
+
+
+
+
We’re now ready to map these data.
+
+
+
Part 1 - Exploration
+
In my console, I’ve used mapview::mapview()
to explore
+each of these different data sets. All are polygon data except for the
+highways, which are line data.
+
+
+
Part 2 - Mapping
+
The following code chunk creates map breaks using the “fisher”
+approach, and then layers data on water features and highways over the
+census tracts showing the percent of homes that are occupied by their
+owners.
+
+
+
+
## create breaks
+housing <- map_breaks(housing, var = "pct_owner_occupied", newvar = "map_breaks",
+ style = "fisher", classes = 5, dig_lab = 2)
+
+## map binned data
+p1 <- ggplot() +
+ geom_sf(data = stl_boundary, fill = "#ffffff", color = NA) +
+ geom_sf(data = housing, mapping = aes(fill = map_breaks)) +
+ geom_sf(data = il_hydro, fill = "#d4f1f9") +
+ geom_sf(data = stl_hydro, fill = "#d4f1f9") +
+ geom_sf(data = highways, color = "#000000") +
+ geom_sf(data = stl_boundary, fill = NA, color = "#2a2a2a", size = .6) +
+ scale_fill_brewer(palette = "Greens", name = "% Owner Occupied") +
+ labs(
+ title = "% of Housing Occupied by Homeowners",
+ subtitle = "City of St. Louis, 2010",
+ caption = "Data via U.S. Census Bureau\nMap by Christopher Prener, PhD"
+ )
+
+p1
+
+
+
+
The map shows that owner occupied rates are highest in the southwest
+portion of St. Louis. We’ll save it using the following code:
+
+
+
+
ggsave(plot = p1, filename = here("results", "owner_occupied_housing.png"))
+
+
+
+
The map is now saved for dissemination!
+
+
+
+
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diff --git a/assignments/lab-03-replication/docs/lab-03-replication_files/figure-gfm/housing-map-1.png b/assignments/lab-1-3-replication/docs/lab-1-3-replication_files/figure-gfm/housing-map-1.png
similarity index 100%
rename from assignments/lab-03-replication/docs/lab-03-replication_files/figure-gfm/housing-map-1.png
rename to assignments/lab-1-3-replication/docs/lab-1-3-replication_files/figure-gfm/housing-map-1.png
diff --git a/assignments/lab-03-replication/lab-03-replication.Rproj b/assignments/lab-1-3-replication/lab-1-3-replication.Rproj
similarity index 100%
rename from assignments/lab-03-replication/lab-03-replication.Rproj
rename to assignments/lab-1-3-replication/lab-1-3-replication.Rproj
diff --git a/assignments/lab-03-replication/results/owner_occupied_housing.png b/assignments/lab-1-3-replication/results/owner_occupied_housing.png
similarity index 100%
rename from assignments/lab-03-replication/results/owner_occupied_housing.png
rename to assignments/lab-1-3-replication/results/owner_occupied_housing.png
diff --git a/assignments/lab-03-replication/source/map_breaks.R b/assignments/lab-1-3-replication/source/map_breaks.R
similarity index 100%
rename from assignments/lab-03-replication/source/map_breaks.R
rename to assignments/lab-1-3-replication/source/map_breaks.R
diff --git a/assignments/lab-03.pdf b/assignments/lab-1-3.pdf
similarity index 64%
rename from assignments/lab-03.pdf
rename to assignments/lab-1-3.pdf
index fea2a3c..b25978c 100644
Binary files a/assignments/lab-03.pdf and b/assignments/lab-1-3.pdf differ
diff --git a/examples/meeting-03-complete.nb.html b/examples/meeting-03-complete.nb.html
deleted file mode 100644
index 286d63b..0000000
--- a/examples/meeting-03-complete.nb.html
+++ /dev/null
@@ -1,561 +0,0 @@
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
-
Introduction
-
This notebook provides a walk-through of the example code used in class.
-
-
-
Dependencies
-
This notebook requires the following packages:
-
-
-
-
# tidyverse packages
-library(ggplot2) # static mapping
-
-# mapping packages
-library(mapview) # preview spatial data
-
-
-
Registered S3 methods overwritten by 'htmltools':
- method from
- print.html tools:rstudio
- print.shiny.tag tools:rstudio
- print.shiny.tag.list tools:rstudio
-Registered S3 method overwritten by 'htmlwidgets':
- method from
- print.htmlwidget tools:rstudio
-GDAL version >= 3.1.0 | setting mapviewOptions(fgb = TRUE)
-
-
-
library(sf) # spatial tools
-
-
-
Linking to GEOS 3.8.1, GDAL 3.1.4, PROJ 6.3.1
-
-
-
# other packages
-library(here) # file path management
-
-
-
here() starts at /Users/chris/GitHub/slu-soc5650/content/module-1-cartography
-
-
-
library(RColorBrewer) # color brewer palettes
-library(viridis) # viridis color palettes
-
-
-
Loading required package: viridisLite
-
-
-
-
We’ll also need a custom function that Chris has written for creating map breaks:
-
-
-
-
source(here("source", "map_breaks.R"))
-
-
-
-
The source()
function executes “R script” files, which can either be used to define functions used in a project or run a subset of other code contained in that file.
-
-
-
Load Data
-
We’ll be using two sets of data today, neighborhood boundaries and the regions of St. Louis City that are historic districts. Both data sets are included in the data/exercise_data
folder:
-
-
-
-
city <- st_read(here("data", "STL_BOUNDARY_City.geojson"))
-
-
-
Reading layer `STL_BOUNDARY_City' from data source `/Users/chris/GitHub/slu-soc5650/content/module-1-cartography/data/STL_BOUNDARY_City.geojson' using driver `GeoJSON'
-Simple feature collection with 1 feature and 2 fields
-geometry type: MULTIPOLYGON
-dimension: XY
-bbox: xmin: 733360 ymin: 4268394 xmax: 746157.1 ymax: 4295511
-projected CRS: NAD83 / UTM zone 15N
-
-
-
nhood <- st_read(here("data", "exercise_data", "STL_DEMOGRAPHICS_Nhoods", "STL_DEMOGRAPHICS_Nhoods.shp"))
-
-
-
Reading layer `STL_DEMOGRAPHICS_Nhoods' from data source `/Users/chris/GitHub/slu-soc5650/content/module-1-cartography/data/exercise_data/STL_DEMOGRAPHICS_Nhoods/STL_DEMOGRAPHICS_Nhoods.shp' using driver `ESRI Shapefile'
-Simple feature collection with 79 features and 5 fields
-geometry type: MULTIPOLYGON
-dimension: XY
-bbox: xmin: 733361.8 ymin: 4268512 xmax: 745417.9 ymax: 4295501
-projected CRS: UTM_Zone_15_Northern_Hemisphere
-
-
-
historic <- st_read(here("data", "exercise_data", "STL_HISTORICAL_Districts", "STL_HISTORICAL_Districts.shp"))
-
-
-
Reading layer `STL_HISTORICAL_Districts' from data source `/Users/chris/GitHub/slu-soc5650/content/module-1-cartography/data/exercise_data/STL_HISTORICAL_Districts/STL_HISTORICAL_Districts.shp' using driver `ESRI Shapefile'
-Simple feature collection with 102 features and 4 fields
-geometry type: MULTIPOLYGON
-dimension: XY
-bbox: xmin: 734470.2 ymin: 4269761 xmax: 745405.8 ymax: 4288348
-projected CRS: NAD83 / UTM zone 15N
-
-
-
-
-
-
Manually Applying Colors
-
One task when we are working with multi-layer maps is arbitrarily setting the colors we assign to a given layer. We can use the fill
argument in geom_sf
outside of an aesthetic mapping to set the fill, and the color
argument to set the hue of the border colors.
-
-
-
-
p1 <- ggplot() +
- geom_sf(data = historic, fill = "#ffe4e1", color = "#a9a9a9") +
- labs(
- title = "Historic Districts",
- subtitle = "City of St. Louis",
- caption = "Data via City of St. Louis"
- )
-
-p1
-
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)
-
-
-
-
Now, take a moment and use ColorHexa.com to change the fill to a cool color and select a darker shade of gray for the border:
-
-
-
-
p2 <- ggplot() +
- geom_sf(data = historic, fill = "#e1edff", color = "#838383") +
- labs(
- title = "Historic Districts",
- subtitle = "City of St. Louis",
- caption = "Data via City of St. Louis"
- )
-
-p2
-
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)
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Layering with ggplot2
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The maps we made above help identify the historic districts, but they are devoid of context because the lack the boundary for the City of St. Louis. Let’s go ahead an add that. We’ll set the fill for the city boundary to white so that our historic districts really stand out.
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p3 <- ggplot() +
- geom_sf(data = city, fill = "#ffffff") +
- geom_sf(data = historic, fill = "#e1edff", color = "#646464") +
- labs(
- title = "Historic Districts",
- subtitle = "City of St. Louis",
- caption = "Data via City of St. Louis"
- )
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-p3
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)
-
-
-
-
Next, we’ll overlay the historic districts on the City’s neighborhood boundaries to add some additional context. We’ll set the fill for the neighborhood boundaries to NA
so that they are hollow, use a light gray color, and set the size to .2
so that they are thinner than the default width. Finally, we’ll add the city
data on top as well so that the City’s boundary stands out.
-
-
-
-
p4 <- ggplot() +
- geom_sf(data = city, fill = "#ffffff") +
- geom_sf(data = nhood, fill = NA, color = "#a9a9a9", size = .2) +
- geom_sf(data = historic, fill = "#e1edff", color = "#646464") +
- geom_sf(data = city, fill = NA) +
- labs(
- title = "Historic Districts",
- subtitle = "City of St. Louis",
- caption = "Data via City of St. Louis"
- )
-
-p4
-
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XiH6ug7/GsNYg/72zp0qWWu6fwFPQYXRcBERCBrCMgRSDrXpkmLAIiIAIiIAIiIAIiIALJE1CwcPIMNYIIiIAIiIAIiIAIiIAIZB0BKQJZ98o0YREQAREQAREQAREQARFInoAUgeQZagQREAEREAEREAEREAERyDoCUgSy7pVpwiIgAiIgAiIgAiIgAiKQPAEpAskz1AgiIAIiIAIiIAIiIAIikHUEpAhk3SvThEVABERABERABERABEQgeQJSBJJnqBFEQAREQAREQAREQAREIOsISBHIulemCYuACIiACIiACIiACIhA8gSkCCTPUCOIgAiIgAiIgAiIgAiIQNYRkCKQda9MExYBERABERABERABERCB5AlIEUieoUYQARHIQQJ//PGH+eSTT8xdd91lTjrpJNO7d28zYsQIs2PHjrDV3njjjeb9998PnduwYYPh3nS3qVOnmgsuuMD06NHDfPHFF1EfN27cONO/f3/b7/LLLzfPPPOM2bZtW77+v/32W75zsU78/PPPdtwZM2bE6paSawsWLLDP4plqIiACIiACqSMgRSB1LDWSCIhAjhBAUEbAPvzww82wYcNMxYoVzccff2zOOeccc9xxx5m8vLzQSocMGWIVBk588803pmnTpgZlIJ3tl19+Md27dzcfffSRqV27tqlSpUq+xzHHiy++2K7jv//9rylTpoyZMGGCVR46dOhgVq9eHbrnoYceMj179gwdx/MFxeG+++4zM2fOjKd7Un2WLFlin7VmzZqkxtHNIiACIiAC4QRKhx/qSAREQARKNgF288844wzDjvunn35qDj300BCQUaNGmVNOOcU8+eST5l//+pc9P2/ePFO2bFn7fc6cOWbFihWh/un6MnfuXLNx40bz1FNPmXbt2gU+5rPPPjNDhw41jzzyiLnssstCfaZNm2aOOuoo88ADD1hrBxdY6/bt20N9Mu0L88UaEKTwZNpcNR8REAERyCYCUgSy6W1priIgAmknwK756NGjrQuNXwngwSeffLI599xz7XXccnbZZRfrFrT//vubcuXKWYGafq+++qq1Jqxdu9awi41rkb/hTrNs2bJ8512fP//804wZM8ZaGKpVq2Y6duxoeAbt66+/Nrj70KZPn242bdpkunbtao/9/6AI0E499VT/aas49OnTxzA32gcffGCWLl1qNm/ebIYPH25OPPFEawEJuynJgy+//NJMnDjRbNmyxRx88MFh84XDpEmT7Dxh6BoMWfNBBx1kfv31V2vNcHPDPWvs2LGWReXKlU2bNm1M27Zt3a36FAEREAERiJeAZz5WEwEREAER+JuA5/Oft9tuu+V5wmZcTKpWrZp366235r399tt5Bx54ID5Ded4Odp4nVOc99thjeTvvvHOeJ+yGjdWiRYu8iy66KOycO1i/fn1e69at7Tiea1LennvumVe6dOm8+++/33bxfPzzWrZsaa97wm+e5/fvbg379IRv28ezYOTNmjUr7Jr/YMCAAXnVq1fPYx2ewpHnueH4L0f97lkl7PjPPvts1D5cuO666/J22mmnvLp16+Z5SoC9p0uXLnme4mHv8wR6e85TRsLG8QT8vNtvv92e82IwbB/P4pLnKUl5nntWXqVKlfK6deuWB4NSpUrl3XDDDWH360AEREAERKBgAvi6qomACIiACPxNoHPnznnNmzePm4dTBLjhlVdesQKrZwWw93t+9FapuPvuu0Pjffvtt7aP598fOuf/4vn153lWgDzPamBPIzBfccUVVtj96quv7DknGHtuSf5b8333XIOsEoFyUq9evbzzzjsv76WXXsrzrAhhfVEWjj322LBzBR3Eowh41hW7VpQYz/XIDsk5FINBgwbZ40QVge+++86O6VkRQlNkLC82I2/r1q2hc/oiAiIgAiJQMAEFC8drOlE/ERCBEkEAlxm/i0oyi8ZtBbcgsg259sILL5h9993Xug65c/7P119/3XjWAuNZBexpzzphPEXAZit67bXX/F0L/H7hhReaxYsXG4KBcbF54403zFlnnWU8i4LxrAQF3p9sB57XuHFj069fP+NZNexwnsJhWrVqZV5++eVCDe9ZL4ynSJiHH37YBksT0+FZZMzs2bPNrrvuWqgxdZMIiIAIlFQCUgRK6pvXukVABAIJFCQke/srgfdFO3n++ecbzwpgvJ1sK8y/+OKLplevXoHd8YUnIxCZh/ytQYMG9hxpNBNtZBXq27evefPNN62vPQHPv//+u81+lOhYifYnqLlJkyb5bvNceqyCQixEoq1GjRo2foOYgyOPPNKgGKDckLFJTQREQAREIDECUgQS46XeIiACOU6Anfh169aZhQsXBq70zjvvNHvvvbdByI2nsQNep04d47nk2IDZVatW2TSkQfdiiWC3mwDgyMZ5xom3oWxcf/31Yd3ZlcdC4bkq2QBhdtHT2cqXL2+VjshnsJaaNWsaL37Crpfr/toLBAMHMXDjeC5O5qeffjJeXIbhO1mPCBb+4YcfXBd9ioAIiIAIxEFAikAckNRFBESg5BAgPz+7zGQHiiy8RQrL//znP8YLTrXuPZFUEHBpfqsBwi5COW4yZCMih78XOBt5qz0mDSm7/1OmTAm7TmYdrAFekHHY+VgHXjCtTXMalM4UIZq6Am4ezLswu/Oxns81sv54cQ3GC4AO68r6sLzQUBZo/hoB8+fPj5rOlOJpZ599ts1yRLYk0qC+++679pi6CmoiIAIiIALxE5AiED8r9RQBESgBBPbaay+DLz41BFAK8OknZefgwYPN0UcfbVNgkr/fCf1+JBUqVLCHI0eOtK4v7hq71tQbID0n32M1L/uNoQDYlVdeacdglxvB1wv2DUu7GWsMrhFngAUAf3wKf5Gik9SoAwcONNdee63BZcnNd/fdd7cWDvpQn4DmZRMy99xzj/0e6x8KrREDEflHXQIX20BxNlx5sLTccsst1refYme0Aw44wPr233TTTVbZIe0pShiKSlDD1Yh1wAeFYeXKlea5556z70MpRIOI6ZwIiIAIxCBQcDyxeoiACIhAySPg7d7neXUDbAYf7z+hNlMN6S8nT54cBsOfNcgLNM7zBG/bt3fv3mH9vMJfeV6F4jzPPz/sfOQB6TG94F7bl+d6AbB5xxxzTJ4/vWa8WYNIBUoWJFJxujV47kV5t912m03D6Z5NBh7ScdKHNKg0zzKR1759e9cl36fLGuTGjfwkYxLNq3WQ5wn7dmxPebLZfTxFKWy8p59+Os9TSmwfPr1A4DyvhkNg+lBu9Gos5MHTq+Ng7/HcjPK82IewMXUgAiIgAiJQMIGd6OL9B1xNBERABEQggAD/iWRXHnch3G3iaWQeYrfdZcrhHk+otu5EVPuNp/FcT5A3BMe6ysXx3BetD+5FFEBjvKDG8zzh3XiKTdDlpM8RBI3vf7Tnc4311q9f37pexfPADRs2GP6w4qiJgAiIgAgkTkCKQOLMdIcIiIAIxEUA4ZYgWFxZTjjhBEOFXecbH9cA6iQCIiACIiACaSTwV2LnND5AQ4uACIhASSVAAKxXGdgun1z6UgJK6i9B6xYBERCBzCQgi0BmvhfNSgREIEcIkCkItyICWckgpCYCIiACIiACmUJAikCmvAnNQwREQAREQAREQAREQASKkIC2p4oQth4lAiIgAiIgAiIgAiIgAplCQIpAprwJzUMEREAEREAEREAEREAEipCAFIEihK1HiYAIiIAIiIAIiIAIiECmEJAikClvQvMQAREQAREQAREQAREQgSIkIEWgCGHrUSIgAiIgAiIgAiIgAiKQKQSkCGTKm9A8REAEREAEREAEREAERKAICaigWBHC1qNEQAQym8D69evN1q1bUzpJagdUqVLFbNy4MeVjp3SihRisWrVqZvPmzeb3338vxN2Ze0vlypUNVaE3bNiQuZOMmFmZMmVMxYoVI87qUAREQARiE5AiEJuProqACJQgAgh/f/zxR0pXXKpUqVAhsVSPndKJFmKwnXbayd6Va+tiUawtm9ZVurT+77wQP2HdIgIlnoBcg0r8T0AAREAE0kkgLy8vncMX69iszSkDxTqRNDw8V9eVBlQaUgREIIsJSBHI4penqYuACGQ+AacI5KpgmYvrcu8s839dmqEIiIAIJEdAikBy/HS3CIiACMQk4IRKCcwxMWXUxVy2dGQUaE1GBESg2AlIESj2V6AJiIAIlAQCuaoIaF0l4derNYqACOQqASkCufpmtS4REIGMIeCsAhkzoRRNJJd3znNRwUnRa9cwIiACOURAikAOvUwtRQREIDMJSGDOzPcSbVa5qrhFW6/Oi4AIlFwCUgRK7rvXykVABIqIQK4qArkqMOfq+yqin7seIwIikEUEpAhk0cvSVEVABLKXQC66muSqwJyr68re//Vo5iIgAukiIEUgXWQ1rgiIgAj8TUA759n3U8hFxS373oJmLAIikG4CUgTSTVjji4AIlHgCubrDnMvrKvE/WgEQAREoEQSkCJSI16xFioAIFDcB7TAX9xuI//nOgqN3Fj8z9RQBEchOAlIEsvO9adYiIAJZRCCXd85zUViWIpBF/+PSVEVABJIiIEUgKXy6WQREQAQKJuAEy4J7ZlePXFZweBO5qORk1y9MsxUBEUg3ASkC6Sas8UVABEo8gVwVmHmxEpZL/M9bAERABLKYQOksnrumLgIiIAJZQSBXFYFctnTww0pGyVm2bJm56667TPny5U2VKlVMtWrVTK1atUydOnXM3nvvbc9lxY9XkxQBEchpAlIEcvr1anEiIAIikD4CThFAYHbf0/e0ohvZrSUZReDHH380v//+u/37+eef801+5513NrvssovZbbfdTNmyZc3uu+9ulYU99tjD7LXXXqZu3br2k35qIiACIpAuAlIE0kVW44qACIjA3wQQLJMRKjMVpF9gdt8zda6JzMutJZl3hjBPa9mypenbt6+ZP3++Wbx4scFSgGKwdu1as2nTJrN582azYcMG89NPP9k+kfN0CkO5cuVMz549TevWrSO76FgEREAECk1AikCh0elGERABEYiPQElQBOIjkV29klEEateubRe7bt066xKEW9BRRx2VD8CSJUvMtm3bTMWKFc3ChQvN0qVLzYoVK8zq1avNmjVrzPr1663SsHXrVjNnzhwpAvkI6oQIiEAyBKQIJENP94qACIhAnASSESrjfIS6pYiAswgkM1zp0qVNqVKlzMaNG2MO88svv5hGjRqZypUrmxo1api2bduG9UeR+Oc//2kY74wzzgi7pgMREAERSJaAnA+TJaj7RUAERKAAAqkQLAt4RLFcduvKNSUnVesiBoA4gWhty5Ythr9KlSpF62IGDx5s4y+6d+9ulYGoHXVBBERABApBQIpAIaDpFhEQARFIhECqBMtEnlkUfbWu2JTx7//zzz+jdiJWgODgaIoU1oSvvvrKBhOfdNJJUcfRBREQAREoLAEpAoUlp/tEQAREIE4CEpjjBJVh3aIJ6PFOE79+gnyjNRSB6tWrR7tshg4daq8dc8wxUfvoggiIgAgkQ0CKQDL0dK8IiIAIJEAgWcEygUepaxIEnOKWxBA2E9COHTtM1apVA4chQBi3IWIDghqWhEmTJhmsCieffHJQF50TAREQgaQJSBFIGqEGEAEREIHYBFIhWMZ+QvFcdevKNQUnFeuaN2+efSk1a9YMfDlYAygyFq1OwDPPPGO2b99uswQRKKwmAiIgAukgIEUgHVQ1pgiIgAj4CKRCsPQNlzFfta7or4KaAbSGDRvaz8h/CnILGjt2rI0dOO+88yJv1bEIiIAIpIyAFIGUodRAIiACIhBMQAJzMJdMPZuK97V8+XK7vKZNm+ZbJjv9FBGL5jb03HPP2doCLVq0iBljkG9gnRABERCBBAlIEUgQmLqLgAiIgAiIQEEEqA9AC1IEuIYSEM0taNSoUdYa0Lt374Ieo+siIAIikBQBKQJJ4dPNIiACIlAwgVTsMBf8lKLvkavrgiRrSyb2YdOmTTbv/2677ZbvxcRyC3rhhRcM2YaaN29uKlSokO9enRABERCBVBKQIpBKmhpLBERABAII5KrAnKvr4hUmqwhQAyBICfjjjz8M1YIJFI5sZAp67bXXZA2IBKNjERCBtBGQIpA2tBpYBERABP4ikKsCc66ui7eWjCKwYsUK6+Nfu3btfP8T+PXXX23K0FKlSuW7NmzYsFCmoN133z3fdZ0QAREQgVQTkCKQaqIaTwREQASiEEjG1STKkDqdRgKFfV8ffvihnVXr1q3zzS6aWxDWgHHjxllrwPnnn5/vPp0QAREQgXQQkCKQDqoaUwREQAR8BNzOue9UTnx16yqswJzJENzaCjNHV0Ogffv2YbdTYOy3334ze+yxR9h5Dpw14OCDD1amoHx0dEIERCBdBKQIpIusxhUBERCBvwk4oTJXBWatK/ynjmsQ8QH16tULu7BmzRpTqVIlG0Tsv+C3BqhugJ+MvouACKSbgBSBdBPW+CIgAiWeQC4rArxcKQL/+4m/8847ZvPmzYGFxHALCrIGUDfAVREuV67c/wbTNxEQARFIMwEpAmkGrOFFQAREIJcJOCUnF9eYqIJDRqAxY8YYAoEHDBgQhgROWAT23HPPsPMcTJgwwZ7r1atXvms6IQIiIALpJCBFIJ10NbYIiIAIeAScsJyoYJkN8Fhbrq4rUf7s7G/ZssUcccQR+QT+bdu22QJipUuXzjfs2rVrTcWKFVU3IB8ZnRABEUg3ASkC6Sas8UVABEo8ASkC2fcTSFTB+f33382nn35qypQpY/r3759vwVwPcvtZv369VRSDXIbyDaITIiACIpBiAlIEUgxUw4mACIhANAK5unOudRlz7733GlyDunfvbnbdddd8PwHiBsqWLZvv/LJly+w51Q3Ih0YnREAEioCAFIEigKxHiIAIiICzCuQiiVxUBHhP8a5r5MiRZtGiRaZq1armoosuCnzF0SwCK1eutP0rV64ceJ9OioAIiEA6CUgRSCddjS0CIiACfxNI1NUkW8DlqoIT77oQ5MkUhBXgsccei/raoikCq1evtvdIEYiKThdEQATSSECKQBrhamgREAERcARyWRGId+fcsciGz3jfFy5BFArr06ePiSXMEwsQ5P5DSlGaYgSy4VehOYpA7hGQIpB771QrEgERyFACJVlgztBXEnVa8SgCzzzzjE0J2qRJE9OjR4+oY2ENIFtQUOzAggUL7H177bVX1Pt1QQREQATSRUCKQLrIalwREAER8BGI19XEd0vWfM1VBYcXEG1tX3zxhfnwww9tBeG77ror5rvasGGDTQ8a2Qm3onnz5pny5csHFiCL7K9jERABEUg1ASkCqSaq8URABEQggEA8O8wBt2X8qVxWcKLB/+WXX8zQoUOtkjBo0KDAtKD+e3/77bdAt6H777/fdjvxxBP93fVdBERABIqMgBSBIkOtB4mACJRkArmsCETbNc/m9+0UnMi1/fnnn+b22283FAg766yzTOvWrQtcJgXDIuMHiA347rvvbErRTp06FTiGOoiACIhAOghIEUgHVY0pAiIgAgEEIoXKgC5ZdyqXFRxeRuQ7Izh43bp1pkWLFubss88u8H2tWLHCug9FFhNz1oATTjihwDHUQQREQATSRUCKQLrIalwREAER8BFwO8y+U/qawQTc+/IrAuPGjTOzZ882VapUMXfeeWeBs9++fbutL9C4ceOwvlgIvv76a1uF+Ljjjgu7pgMREAERKEoCpYvyYXqWCIiACJRUArm8c+4XlnPt/bq1kfkHRYDsPw8++KDZeeeC99G+/fZbU6tWLVOhQoUwLPfcc4/h93D88cfbTEI8w/9H51jHbk7+PqQwVRMBERCBRAlIEUiUmPqLgAiEEaCiKoJO9erVw85zsHz5cnutUqVK+a5xYvPmzYb86pGtbNmyNssKwpLLs+76cM3lY0c422WXXewf1wnK/PHHH02zZs1cd/u5adMms3jxYnPAAQeEnS/Kg1xWBOCIUMoaM605YdnNMd5jflc0XHpY1913323Y4T/llFNMjRo17LVY//zwww/WhahVq1Zh3Z5//nlDxiF+xxdeeGHYtVgHzMH90c9993/Gul/XREAERCCIgBSBICo6JwIiUCCBJUuWmOuvv94K+j/99JM55JBDzIABA+yOKVlVBg4caAMqEdbJs37LLbfk87eeNGmSwefa3xC2Tj31VHPllVdaob5nz54hQZ9+XLv00kvNhAkTzPz58w3j416BkD9jxgxz6623mquvvjosrzv9mOtbb73lf1SRf0cIzbWGIEoLUgTiFbrd/YXt77i6+/3HdnJJ/IMi8Pnnn5s5c+bYgN+LLrqowNFQRlFgjz766LDf/BtvvGFefvll+7+R2267zdYgYLBIYd5/7PgW9NDddtvNKhcF9dN1ERABEfATkCLgp6HvIiACcRN48sknTceOHU3v3r2twI+A/tlnn5nDDz/cjBo1ytSpU8eQWhGXBYIqp0+fbtq2bRs2frdu3Qx/rpFF5ZprrjH/+Mc/7CmKLR100EHmsccec11Cn/hYI/D/8ccf5tFHHw3t9pcqVcoeH3bYYXHt3IYGTPOXeAW6VE0jSCh253iG++4Xmt25RK47Fxkq40ben4q1OG5+4Zhx3TFZfPzHBfUPuh50DotA1apVrbKJ0E679tpr7Wesf5YuXWpQjFu2bGn4Lbr23nvv2ZSj8LruuutMtWrVzNatW91lfYqACIhAsRCQIlAs2PVQEch+Aueee64V9lkJwk2ZMmXMxo0b7cLIlEJAJQ1hCIEKC0KkImA7/P3Pli1bbABm3759jauySrElrAkIe7gRUXjJNdIxTps2zaxatco0bdrUnTb169c39erVM4MHDzZkZnGCbqhDmr9ECsPu2H3Cyc3JnWNK7rv79J/zf4/nOv1T0YIEZMblPH9OCOcdY8lxx+56Qfe7fv4xI+9JxToKMwbzIEXoDTfcYD9PPvlkK9xHG4u1Y3mieBgZhfxVhD/66KPQb/Gqq65S8bBoEHVeBESgyAlIEShy5HqgCOQGASd8494zfvx4U7duXXPkkUfaxeHOwy4qftXEACBUdenSJebChw8fbthV9mdRwSKA3/+ZZ55pUC5wP8LKgJLRp08f67Jx4IEHhikCPARhC0Vl7NixJlaxptGjR1uXDzcx8rmzriBhm3M0dy3y2F2znWL8g1IUT3NCcpBg7L+W7HXm4h/PfxzPPPF1RylDAMY6kysNJrinuVShF198cdSl4Z72/fffW0UVJYCAYteoPnzHHXfYw0suuSRkuXLX9SkCIiACxUngf/+1Ks5Z6NkiIAJZS4CAYNx/EARXrlxpGjVqZH799Ve7Q4zrA0IS17EWOCtB5GIRIBHa+/fvH3aJAGRcfAjQRBEgzuDhhx82N910kxXIDz300LD+7oDnoAzcdddd9n53PvITJeadd94Jncb6QHBnpHDtP2bn13/M94KOeQCWAIRm2NDcfdHutZ2y4B83f6cYZcGU45riI488YhYuXGiz/mBditaIBcBy1aBBg5Ali75YE26++Wbz5Zdf2ltxoTv44IOjDaPzIiACIlAsBKQIFAt2PVQEcocA/v/8EfQ7bNgwK3z/5z//Mf/+97+Nq5j60EMPmccffzxq7nV2TfHJPuKII8LA+H2ysTigEBAPEE875phjDII+QlyvXr0CbyENpBNk6cDuL/7d6WjOXxwXGv8z0/EsjZkcASxcn376qc1ONWTIkMDBeIcoCgTGN2/ePCxFKLEy1BnA3Y1g4379+pnIWgKBg+qkCIiACBQxgYITIRfxhPQ4ERCBzCfADv5TTz1l3XbcbPfdd18rGOHKwy4pwZKu4S4xd+5cd5jv8/333zddu3YNc6ngGS+++GJoB52bsCygEMTbEMBI4zhmzJjAW9jFJr7B/QV2StFJJ/zn2s55rq2LgHWy++Djf99991lBPvIngDJHjQCsXK1btw4pAVgBcF278cYbrRKAKxuWBSkBkQR1LAIikCkEpAhkypvQPEQgiwjgA02KxBdeeMEGiCL8U2wJVx3ccgjWxdWHhmvQm2++Gcrtz/Enn3wSljEFYR1Fwt94Bn7X5F3HHQeXGsbs0KGDv1vM785F6IMPPojZrygu5prA7Jjl0rpwb3MWALJX8TuObPShDgC1LKhX4eIBpk6dak4//XQbt4ILGPcTE4CSqSYCIiACmUpA/4XK1DejeYlAhhOgGBIxAWeccYY57bTTrC817kA0cvlPnjzZ5vw/6aST7E4+2YBoq1evtkKS85VnFxX//4YNG9rr/n8I0CQrEOlEeQ4ZgRgvkYaLEH9q6SGQS4oAMSjEtXTv3j0U+O6nhtsYlgDiYPi9Yt2hWB3xKLgCcW+bNm2s+9p+++3nv1XfRUAERCAjCezk/Uc880pBZiQqTUoERCCIADuk+L/jCx3Z1qxZY10sqDycTMMFgxgCAm7T2bBs4Nedjuay6+A2lUvZdXgvZHtau3atTfGaDnZFMSYxLligsEwRkO5v/N8kGaz4PVPXwv3WsXQ98cQT9n1WrFjRZhkiaLg4GgXFogXjF8d89EwREIHsIKBg4ex4T5qlCGQsAVwkorV4U2VGu9+dT1aRcOMU56fbc8nVGIHiZJvssymAhxJAGlRqT/gbFiuu4QJEPACfBJUTyL548WJrFTj22GMNKXPVREAERCDbCEgRyLY3pvmKgAhkNYFcVQSydV24+rCzT3Aw2a2czz8/MorYffPNN9btDbc02qxZs8yAAQNselAsIaS8rVGjhr2mf0RABEQg2whIEci2N6b5ioAIZCUBZxHIysnHmLRbVzYqAsSpuODg66+/PkygpxDezJkzbX2AWrVqWQJkn8IViDUTtH7OOefEIKNLIiACIpD5BKQIZP470gxFQARygEA2C8w5gD/fEojToPo1rj8EoxPk6xoKwpw5c2yV6WrVqtnTVMmeOHGidQWiqnVkzQt3rz5FQAREIJsISBHIpreluYqACGQtgVxVBLJ1XWQIwtefYmBU/XWNTFiLFi2yQcEEANOuu+4689VXX9lg9YEDByZUy8KNq08REAERyEQCUgQy8a1oTiIgAjlLIBtdaGK9jGxUBFACli1bZvbaay9DFWzXCP4lRSjF8MjyRMN1CCWAoHisAmTnURMBERCBXCEgRSBX3qTWIQIikNEEnMCc0ZMs5ORYW7YoOLgDIfAT4Dt06NDQiql8TZraVq1a2cBhLhBETKE8UqRSG0NKQAiXvoiACOQIARUUy5EXqWWIgAhkNgGnCGSLwJwozWxYF0W/Fi5caKpXr26eeuopmyGI90KNAArXtWjRIqQEfPrpp7YwGOvCNYjUomoiIAIikGsEZBHItTeq9YiACGQkgVxWBNzaMhL835PCrWf+/PmG4N+nn37aCvx//vmnrRSMsN+uXbuQVeO7774zN998s73zmmuusZmDMnltmpsIiIAIFJaAFIHCktN9IiACIlAIAtmwc57oslAEMnVdVIumavCKFSts5V2/EkB6UKpiUy3YNawD1AlgTZdccolVEKgGrSYCIiACuUhAikAuvlWtSQREIOMIZMOueWGhZaoi8NZbb5nRo0eb7du3m9q1a5uHH3445OePwI/y4lcCyBh05ZVXmh07dpjTTz/ddO7cubBIdJ8IiIAIZAUBKQJZ8Zo0SREQgWwn4BSBTN05T5ZvJq2LYmD33HOPzQxEpeCzzjrLnHvuuaElYh1Yu3atDQwOnfS+3HHHHYb6At26dbN/marg+Oes7yIgAiKQDAEpAsnQ070iIAIikACBXBUsnZKTAIq0dX333XfN66+/bq0AVAQePHhwWMVgagdQJ4DsQCgJrqEcYCUgTSjWAFquvi+3Zn2KgAiIwP/+KygWIiACIiACaSeQSTvnqVpspgjMDz74oPnmm2+sgH/GGWeY888/P2yJVBGeNWuWOeCAA0J1AlyH+++/3349+eST3Sn7mYvvK2yBOhABESjRBKQIlOjXr8WLgAgUJYFM2jlP5bpZ1847F2826ieeeMIqAaT5RKinWFhkmzNnjqlZs2a+VKAEAxM4XK5cOXPMMceEbsvV9xVaoL6IgAiUeAJSBEr8T0AAREAEiopApuycp2O9xblzPmXKFEPe/woVKpgnn3zSVKpUKd8Sly9fbkgXuvfee+e7NmjQIHvuxBNPDLuWy+8rbKE6EAERKLEEincLp8Ri18JFQARKIoFcFSyLc+d8w4YN5qWXXrJpQAkQDlICmN+yZctsPYBIhWX8+PG20vAee+yRL0uQW1fkPSXxt6s1i4AI5CYBKQK5+V61KhEQAREoMgLFqeAQDIzvP7v5DRo0CFzzr7/+anbZZZd8SgLpQocMGWLTiPbv3z/fvVIE8iHRCREQgRwjINegHHuhWo4IiEDmEihOgTmdVIpjXWPHjjVkCPr9999NnTp1zEUXXRR1iUuXLjX169fPd71fv37WXejUU08NyyyUr6NOiIAIiECOEpAikKMvVssSARHIPALFITAXFYWicJ8hqJfUoF9//bXZunWrdQdq2bKladKkiaGCcJUqVQKXi/tQ5LWbb77Z1hLYZ599zPHHHx94nywCgVh0UgREIIcISBHIoZeppYiACGQ+gaIQmIuaghOY0/VcKgR/8MEHZs2aNfYRuPkccsgh5vLLLzfTp0835cuXN6NGjTLdu3fPt7OPwkB/f1YjXIkILi5Tpoy55pprok7brSsX31nUReuCCIhAiSIgRaBEvW4tVgREoDgJ5KpFIF3rQsgnEJgdfQR5CoR17drV4MpDMbBnnnnGpgnt2LGjwf1n0qRJNk5g+/bttk4AAcC77rqrTQvqf+8oDcwZZcJfVMzfh+9SBCKJ6FgERCDXCEgRyLU3qvWIgAhkLIF0CczFvWC/wOy+JzOnuXPnmmHDhplffvnFBvJSAOz666831apVCw07btw46xrUuXNne65evXpWqJ8/f75VGtavX2+oFowV4aijjgrdx5cJEybY4x49eoSd14EIiIAIlDQCUgRK2hvXekVABIqNQK4qAqkCShYfCoOxu09DuL/22mtNo0aNwh4xceJEg6B/9tlnh7n8UEQsspAYhcJwHXJt06ZNNpVoxYoVTfXq1d3pwE+n1Mg1KBCPToqACOQAASkCOfAStQQREIHsIZCLQqVfYHbfE3kjuP48/vjjhsq/3I+Aftlll5nDDjss3zBLliwxq1evNmeeeWaYEpCv498nNm7caBo3bhy6PHXqVPu9WbNmoXPRvri15OI7i7ZmnRcBEShZBKQIlKz3rdWKgAgUIwEnWBbjFNLyaLeuRAVmgnbx858xY4bZsWOHYZe+V69eNug32kRnzZpl9ttvv7iUAFKL0nbbbbfQcJ9//rn93qpVq9C5aF8Ku65o4+m8CIiACGQaASkCmfZGNB8REIGcJYBgmaiwnA0wCiMwv/LKKwYXHxfYS0Gw8847r8DlbtmyxdYNKLCj12Ht2rWmcuXKYV2JIaA1b9487Hysg1x8Z7HWq2siIAIlh4AUgZLzrrVSERCBYiaQq4qAwxqPwPzee++ZMWPG2EJgpPXs1KmTueKKK2Jm73Hj84niUKlSJf+pqN+pLUDmIH+jyjAxA/50ov7r/u9OwfGf03cREAERyCUCUgRy6W1qLSIgAiJQDATiEZhx/xkxYoRZt26dzetP6s4BAwaEBfIWNHUCfRHgY6X89I+BIuCPD1i0aJGtJBwZUOy/x//drSseBcd/n76LgAiIQLYQkCKQLW9K8xQBEch6An7B0n3P+kV5C3BrCRKYFyxYYJ566ikb4Mt1qgC7ar7+bD7xcCDwFytCPM1VHqZomGvUGaDtv//+7lTMz1jrinmjLoqACIhAlhCQIpAlL0rTFAERyH4CfsHSfc/+VQUrAqtWrbKpQMnyw1rr1Kljrr76apu6c+HChaZu3boJL53gX79gH2sAgo9LlSoV1sXFB7Rs2TLsfLQD946CFJxo9+i8CIiACGQTASkC2fS2NFcREIGsJpDrgiUCM7v21AKYPXu2dcOhCNjll19u2rRpY9/dzz//bA4++OB8Qno8LxbXIH8GoFj3/PHHH/lciHBLotWuXTvWrbomAiIgAiWGgBSBEvOqtVAREAERSA8BFBxSgQ4ZMsRMnz7dIIRXqFDBZgE6/vjjwx5K1p8aNWqEnYv3AItA2bJl4+rOHCItAigptHhjDHJdcYsLpDqJgAjkNAEpAjn9erU4ERCBTCKQq4Llyy+/bCZMmGCVAVx3TjnlFNO7d+9A9Js3b04oQNg/CEpEZDpQ/3X/d1yDIgV+nh15zn9P0HfemVyDgsjonAiIQC4QkCKQC29RaxABEcgKArmmCCCY4/fPTjsCdseOHW0q0F133TXq+8BysPvuu0e9HusCgny8GX+CLAIEEMcbbOyfhxQBPw19FwERyCUCUgRy6W1qLSIgAhlNINcUAWIBUAKo9HvbbbdZd6BYL+DPP/+0dQASzRbkxkSQj/feIIsAz4+lpLjn+D/dO/Of03cREAERyBUCUgRy5U1qHSIgAiJQhARWrlxpvvvuOyuY33fffXEV6NqwYYPdkY+nmFfQUigmRuxBPC0oWJidfZSBRJpcgxKhpb4iIALZRmDnbJuw5isCIiAC2UrA7S7ngqvJo48+aoXqCy64IC4lgHeG9SDe9J+R7xgBHuE+XreiIEWgMEJ9Ye6JnLuORUAERCBTCUgRyNQ3o3mJgAjkHIFcUQQ+/fRTs2LFClOzZk3TrVu3uN8TikC86T8jB3VxCJHnox0HxQhwLt6sQ25cKQKOhD5FQARykYAUgVx8q1qTCIhARhPIdovAiBEjbCadG264ISHOBPsmowgk4t8fGSOwdu1aO9dKlSolNGc6Z/v7SnjBukEERKDEEJAiUGJetRYqAiJQ3AScRaC455HM81988UXr4tOiRQvTuHHjhIZatGhRwjvy7gEUE0vErSjSIuCqCletWtUNGddnLryzuBaqTiIgAiWSgBSBEvnatWgREIHiIOCEymzdYcY9Z8qUKTbzTqLWgM8//9xaA1q2bFko9BQTS8SaEGkRWLx4sX1uosXM5BpUqNelm0RABLKEgBSBLHlRmqYIiED2E8h2RYAAYTL3HHHEEXGn8eStLVu2zCxZssS0a9cu7sDiyLedqFsR9QJIN+oac6DFW4fA3SdFwJHQpwiIQC4SkCKQi29VaxIBEchIAtmsCCxcuNDMmzfP4GNfr149mzo0Hsi46EybNs00bdo07tSfQeOiCMRbQ4D7mee6detCQ61evdp+J8A50ZatFpxE16n+IiACJY+AFIGS9861YhEQARFImMDQoUMNiszll19uOnfubObOnWt+/vnnAsehHwXHcO0h2xA781gVojViAcaMGWMmTJgQ1oWKxOXKlQs7F+sgUhHYZ599bHeUkkSaU94SuUd9RUAERCBbCEgRyJY3pXmKgAhkPQEnVGbbDvPHH39sVq1aZerUqWOOPPJIU61aNbP//vubjz76yOb2j/ZiKDqGAtCsWTNz6KGHWqsAcQYoBLNmzTIuk4///okTJ5rnn3/eDBs2LExhKF26dNix/56g79QbQKkgVoB21lln2ew/n332WVD3qOd4Z9n2vqIuRhdEQAREIIKAFIEIIDoUAREQgXQSyDbBEtceMgUhDF9//fUhNCgCFStWtMpA6KTvCwoA7kQHHHBAKC6AXXpchNq0aWNdd8jk88knnxgUBtf23HNP259+fgG8cuXK5qeffnLdCvykejHKwPr1621fAo0bNGhglQPmFW/LtvcV77rUTwREQAQgIEVAvwMREAERKGICfgG3iB+d8ONwCUKoxxLQsGHDsPs5t2bNGusm5L9AFWB2/BG8g9x52N2vXbu2OeSQQ6xigCLATj2uRocddph59dVXzS233GLo5xqKAVYJ5hJvi3QPOu200+ytY8eOjXcI2y+b3ldCC1NnERCBEk9AikCJ/wkIgAiIQFEScO5BRfnMwj4LwfuLL76wuf+vvfbafMNQ4Ovwww+3gcN+Nx923KngG0+GnipVqphWrVqZfffd1/zwww/m+++/t7EIkQ8jULhWrVrmww8/jLwU9RiLhbMI0KlDhw7W2kDQc7wtm95XvGtSPxEQARFwBKQIOBL6FAEREIEiIJBNriakC2V3//zzzw/bnfdjIi9/o0aNrICOG9Gvv/5qd/abNGni71bgd1x/sAZQNGz69OnWhSfyJpSOLVu2WGUh8lrQsVMEWINrKCdkIGKceJpTBGQViIeW+oiACGQbASkC2fbGNF8REIGsJpAtigAFwMjwg6Dfo0ePmMwpEkbefoKAyRJE/IDfrSfmzb6LCNtUK+aP50e6AeH3jzIwe/Zsq3D4bg38isUC9yCXOpROTkH58ssvA++JPClFIJKIjkVABHKJgBSBXHqbWosIiEBWEMiG3eUXXnghX4BwLLhHH320WbRokXW9QfhOppHrn1oFxApEKgN77LGHjSsoKGORez7uRP5gZOISaN9++63rEvNTikBMPLooAiKQ5QSkCGT5C9T0RUAEsouAEywzedbDhw83pPlkp9/toBc0X3z7UQBI10nO/2QbgclHHXWUmTFjRliFYMY98MADbRAyGYcKaqQ6xRXIKRRYFGjEI6iJgAiIQEknIEWgpP8CtH4REIEiJZDprkEE106dOtXgVnPDDTfExWbFihXWGoDgTjYgXHdS0Yg9IEiYegCRjYxFZBkiBWmshvUF9yaXepR1Va1a1fzyyy8h5SDW/U5xywYrTqx16JoIiIAIBBGQIhBERedEQAREIE0EMl0RIECYoN9TTjklMPVnJBaCbokNaN68ubUI1K9f3wYYL126NLJroY4J+HW7+f4BqAtAPYKvv/7a/Pbbb/5L+b7jHoQi4IT69u3b2z6jRo3K1zfyhLtHikAkGR2LgAjkAgEpArnwFrUGERABEUgBAdJqLliwwJDS87zzzotrxHfffddWGt5nn31sfwTm/fbbzwYa+1N3xjVYQCeKgkUT9ElRyvPY3Y/VqGVAXzIa0c4++2wbyzBlypRYt9lrUgQKRKQOIiACWUxAikAWvzxNXQREIPsIZLJF4Mknn7S75v369YsL7Pjx463bzhFHHBHWn9166gJQVAzrQjKNSsPr1q3LF3eAS9AHH3xgUECcEhLrOQQfU9+AVKIoBoceeqjZvn27SbS4WKxn6JoIiIAIZBsBKQLZ9sY0XxEQgawmkKmKwDvvvGOrBJO6EyE5VsMd6O233zalSpUy//jHP+xnZH+y++CLn0jxrsgxOCZlKGNR3IyGYkGQ8HfffWdQQHBJiqcRNIx1wQUJX3nllfY21hGrpdMigDWD9cGRP1KukoaVOAbqKfCHUoU1A+WFP2ImKlSoYNeC2xR/BGnTV00EREAEEiXwv/rtid6p/iIgAiLgESBlJIJJ9erV8/FYvny5vRYtnSTZXILcRxB8EHBcw98cISmyUi2+4whO/NFwIfnxxx9Ns2bN3K32k2DTxYsXmwMOOCDsfHEcZKIigHA9evRoK4zeeOONMbHghjNt2jRDik8KgCHIRmsoFVQmxj+f/oVt3IsFgPeMEsDvrVu3blZITmRMLAefffaZ/a1SwKx169Z2fmRJomiaiwPg0/25eggI5HwP6sMcXH/3GXku6JhzyTZ+T/xh3VATAREQgUQJSBFIlJj6i4AIWAJLliwx119/vRXKEPTIzz5gwAArLCEsDhw40LpzIKyTgvKWW24JCVEO4aRJk8y9997rDu0nAs2pp55q2LFFgO/bt68NFkXI5xk33XSTfcaECROscMj4xx13nBXySTV56623mquvvjqsCBZCJHN96623wp6lg78IDB061KboJOsPrjjRGq41FOKiYBh/BTWUBPoR0Itix452YRpC+9atWw2/F34DKBiFaQjyTZs2NXPmzLHj8BvFosG4ffr0sRaMaOMGzd1ZC5ww7j4Zg++4IQX1cddd/2T6uPmiqMgq4GjoUwREIF4CUgTiJaV+IiACYQTwJ+/YsaPp3bu3FfgR3tltJU872Vjq1KljBg0aZPPKE5w5ffp007Zt27Ax2NXlzzXcPa655hornHGOZ5BC8tprrzUbNmywysH7779vunbtaoVLBH52s8l043b7cbHgmN1q0kZmWkPoc7vKxTE3t2Pt5oASx649u+zsmOP3j7AdqRDQB6sK7zfSMhNrHbiyNGjQwMYLtGrVKqYFIdY4KAO49hRWCXBj467EWLgIEcfQs2dP8/zzz5vbbrvNOGuIX0Dn90TwNL8/lE6/0O7G1KcIiIAIZCsBKQLZ+uY0bxEoZgLnnnuuFfaZBju/7EZShIpGXnmEJxqCFMIXFoRIRcB2+Psf/M7vvPNOawFwgibVY7EkMAbCGwoAu7d8coyLCr7j7PK6RvpKAkMHDx5s7r///mIVut2c+HQCuPser5uJ6x95f2GOGSuyIfyyc32el0EmMa4AAEAASURBVCWoc+fOVikggJbvcETwxdKCwsA5hPFEG+9zzZo1Nli3sII8ViXSlGIxcq5gic7D9WcOn3/+uXUlO/PMM83rr79uax+QMQkF1t9gQ+PTffdf13cREAERyGYCUgSy+e1p7iJQjASc8I1gzi5y3bp1DUWeaOyyssN699132xgAhMkuXbrEnC1+2gSF4uZDY6efglH+XX12qV2qSFw5EOaoMuvm4h5w1VVXGRQVBNoTTzzRnc73iWC5bNmy0HmsCuScd7vlTtiOPOaGaNci+7rj0EP+/hIUUxHZJ+jYv1vNdf9x5PfI65HH8GOXH8bHH388l62yxrskiBZXIa6jBPBOnb+87ZjgP7wjnoeCSOBuog3hn9/HypUrrYKS6P3+/qwDxcK5CF166aXmP//5j3n88cfNHXfc4e8asgBEe49hnXUgAiIgAllGQIpAlr0wTVcEMo0AAcE7duywrhMIabjykK+dnVv8unGn4DrWAmcliFwDQj9Ce//+/UOX1q5da4UwXEtcI4jYWR0QzKJlt+E5KAN33XWXdRFy90d+vvTSS4ZsOa4hDEYqFe6aX8jmnDt239kt5pw7jrzujskIgz83KTHdDrO7Fnl/0Fj2ASn6h9gAOF533XVhI7IrjkL23nvvWWsPSlWsoOCwm6McIHwTL/D999/bIN3C+LNjoSDegPklOx+sVCgkuAgdc8wx1j0ISxaKLceuuXciRcAR0acIiEAuEZAikEtvU2sRgWIggP8/fwT9Dhs2zArfCNT//ve/TadOneyMHnroIbvbiutPUPvwww+tu4c/H73LNETAsAvU5Du7wvE0hDmEOlyEevXqFXgL8QjM0zWUjtWrV9vDSOHc9UnFJ4oArlBOEUjFmImOMXLkSGutwQoSpPzgzgMP/OiTFbrd3HinZIrCEoO1IdHG74CgYywUzn0s0TH8/VFasVLgtoQF66KLLjIvvviiVR7db06KgJ+YvouACOQageh533JtpVqPCIhAygiwg//UU0+FVXxFYCSrDNl9cOlp2bJl6HktWrQwc+fODR1HfnEBwH7XE1xB2LVll9Y1vuO6E2+jMBY7vmPGjAm8pXbt2lYIRhDmj4BZrBf8+Xf4A28u5MlMECyx0rDbD2MXIBu5HIR/dvCD0rtG9o3nGMWHTE8ocygYxIwUpmEVIJ2s41iYMdw9xJ7w3vlt8rvq0aOHffePPfaY66JPERABEchpAlIEcvr1anEikB4CCOzk63/hhReswIzwP27cOOuqg1sOwpqr2IrQ+eabb4Zy+3NMLnjchlxzGVzcsfvEPQX3HTK2IPyR/tNZGVyfWJ/ORYgKtJnWitPVZMiQIdZ1i4xNzvISxAfFCAE+2YYCx7vDEsIzievApQz3qEQbFgHcilysSKL3R/Yn6BwrE4HCWIdQUnBfIjbCNZSO4nxfbh76FAEREIFUE5AikGqiGk8ESgiBCy+80AZunnHGGea0006zO6rOzYZc/pMnT7b1AE466SS7y0o9ABquN7jkEEdA27Ztm931b9iwoT32/3PWWWdZQZRnENBJulLSgibScBHy+3wncm86+qZiJzuZeVEAbvbs2Tb7j3tf0cZD4PYrbNH6xTpP3YGPP/7YHHTQQaZdu3Y24Jhx2YlnHlhfEm3ECPgtRYneH9kfFyEUVGJc3O/0gQcesAHr9JUiEElMxyIgArlCYCfvP3B/Rbflyoq0DhEQgSIlwG49LhbOp9r/cHyvCY5lZzmZxs4xO7V+16Fkxot2L5aNVOyARxuf8+yKY6lgR7s4qsGihOG6RYG1gvz0Ccwme9Dpp58ea0mB1xCsSe/KGskmxc57ZCNrD+800ZSiuG2hXBAszu8r2YZ1guxRuLMxHvUpqGlBliriXfhEYSWAPVOb+11l6vw0LxEQgcwkIItAZr4XzUoEsoYAeeWDlAAWgI9/skoA4+C+km4lgOcURXN7L8XhakLwNEoAtRYKUgJgwbtjvtyTSEOoRoHgt4ErUJASwHjsxGMhQplMpBG/QPpVakikohErQowAGYlQXO655x7LiLk9/PDDqXiExhABERCBjCQgRSAjX4smJQIiIAKpJcAu+muvvWYzAEULEA56okvZGXQt6BzFx6gize46VYhjZRwiWJkgc3zyCUBPpFH7IFWKAM9lnSgX33zzjZ3LI488Yq1QX331la2UXRyKWyI81FcEREAECkNAikBhqOkeERABESgkgeKyCDz77LM2dWebNm0MO+DxtlatWlnf+alTp8a8hWxAWAEQzikeFxTzETQAgbrk84+VVSroPqwM7N67uhJBfRI916BBA2u9+Pbbb627G3ECKDKkxc3EgPNE16f+IiACIhBJQIpAJBEdi4AIiEAaCRSHIkCsBpma8CMfMGBAQqvDZ56A7/nz5xvqPQQ1MjpRmI3YBzI94RKUSPMH6yZyX6qtAjybeAVc3WbOnGkLl91+++02YxAWAuIS1ERABEQglwhIEcilt6m1iIAIZDyB4lAEHn30UZud55///GehgmtJ2UlmKIJlSQVL5iHXPvvsM8PfwQcfbLA2xHIFcvdEfnIPhc1II0uQcbytZs2aoQJw8d4TT78mTZrYGgu4LOHidPPNN1tlgNoZFENTEwEREIFcISBFIFfepNYhAiIgAgEEEGYR3HG/QREobCNgm8BffPrJqEORNqoTkwa2a9euNri2sGNzH7vwWAaYb7wVl7kHiwUWj1Q24gH2228/OyQpTslOdMMNN1hl4IknnrA1EFL5PI0lAiIgAsVFQIpAcZHXc0VABEokgaK2CODfjmDbv3//pHmzc48iQAXeZs2a2SrBpNVMNKtQtImQuYc0sVgG4m1169YNK/4V730F9YMZVgriEIhfOOKII0I1Bu66666UxiYUNBddFwEREIF0EZAikC6yGlcEREAEAggUpSLArj3uPAjvuLikshFY26tXL1sYDAtBpMtQYZ/FXLEyxFs5mEw/WBBI9ZnqhuJDFWTclYiRIP4B6wCB0dddd13aa06kej0aTwREQAQiCUgRiCSiYxEQARFII4GiUgTYqSeLDyk68d1PVzEs/OmxECDAk3rz3XffDVWNLgxG6kXsv//+dhc+nqrG7NwzB4qTpdpFiPlTLA/rB0XtZs2aZaiaTTwE2YoIvE4kpqEwPHSPCIiACKSTgBSBdNLV2CIgAiJQTASGDh1qEKSPPvpo6+JCMTF22tPVUATYLWcXHdceinNRqbkwjeBkXH4QvJ3iFGscshS1aNHCxiwkWo8g1rjuGsoJCsfnn39u1q9fb8gk5JQDXK4Ku043vj5FQAREoLgISBEoLvJ6rgiIQIkk4ARbBMt0NXz2KYRFMO1VV11lhVYCcUeNGmV3ttP1XAJ9CbJFIdhrr72sOw3zQHhOtFHgC6ViyZIlBd6KHz/VjEn9meoK1Oz8kxp15cqV5vjjj7eB0lhb7r77bnPkkUfa2gyDBg1KuCBagYtSBxEQAREoAgJSBIoAsh4hAiIgAn4CKAPpVATIeY/f/LnnnhtK58kONi5C48ePNz/++KN/Oin7jvXhrbfesqlK99xzT3PIIYfY4mXs7OO6g8CeSEOpWLFiRcwdd1ye2KmnRkL79u0TGb7AvmRbQgmoWrWqzZhE5iWKsbEWGpmEWCMxA3fccUeB46mDCIiACGQaASkCmfZGNB8REIESQSBdigB++gj6BNFSCMzfCHxt27atzYVPv1Q3FBzcetjJp7FGFAIsBKT5RGCfN29e3I/lnqZNm5r33nsv0BefQmak90RhwILA2Jwj0DgZFyHupXga1gyUJ+fyxMTr169vFRoUFNptt91mFYXFixcntDZ7s/4RAREQgWImIEWgmF+AHi8CIlDyCDj3oHSs/Nlnn7UCeLQKwmT76dixo025OXny5KQE5sj5E1jL7nmkkoNi0LBhQ1OhQgUzY8YMu8ser7sQ47HTT9Eyf5pSsvh8++23plWrVlbxYFwaVofly5ebadOm2es7duyInGbMY5QIrBpbtmyxVoA6deqE9WdtKB5YC+hD69evn/18+umn7af+EQEREIFsIVA6WyaqeYqACIhArhBIl2sQ6ULJboOgSg78aK1KlSo2FSbCMkIvvu4I3Mk2BH5ckvChZzff3xDIceM59dRTbdEwnou1AMWE+dAQrDdv3myDnAl05o+xEO5Z19SpU61loGzZsvb86aefboV+dufJHITrjmvcg7UAKwQ8KIhWUCMNKjUDsEJgPYnWiL3AMsD4BCnjHoTCQJzCxIkTTYcOHaLdqvMiIAIikFEEdvL+Dykvo2akyYiACIhAMREg+4vb5U3nFHDbwf0kldlmEJj79u1r/fNfeOGFuAV7dtVxqTnooIOsMJ3MuhcuXGg2bNhgmjdvHhoGgZwUplxjzWQXopF2c+bMmTb/P31oBPryhxIR+VemTBmDAvDTTz9ZAXzvvfe2xcfYoSfdaKTiYQf0/iGlKD79+PbjPhRpraAf7xylCCWEwmF+hcKNE/RJZiT6kuEIZeSCCy6w6UYff/zxlActBz3ff44YCadQ+c/ruwiIgAjEIiBFIBYdXRMBEShRBIpSEWCHPJV57x999FHzxRdfmM6dO9tMQYm8OIpxffzxx8al4YxXEI58BtYAhGPWxk4/4+Bnz34Tgj++9gj0yTaCc1988UW7K9+lS5cCh0NJYvee+aE0+OdAPAVuRzVr1jSHHXZYQgI8CgTMsQpQEfnee+8177//vjn22GNNz549C5xXKjtIEUglTY0lAiWHgBSBkvOutVIREIECCBSVIrDHHntYoTRVigA+8TfeeKMVcF9//fVQsG4Byw27zG49AcT4viPAU4m4cuXKYX3iPZg+fbodhx1q1ooLEK458bjnxPsMBHuUjjPOOCPu9RJIjPsOVglcoYgrQBEgzgDFpTCNtKLwZwwUjlNOOcXOp6itAlIECvP2dI8IiECpm70mDCIgAiIgAn+5iCAQp7vh4oKLCq4oqWikriTf/eWXX2722WefQg2Jfz+5/wnqRSH68ssvbQEyBGb/DnpBg8MPv3xSieKKg4CNQoGgmorG+GT0QYBnrihTNWrUiGtoFBHmQjpTXIF4BwROo6gUtmFFoVAb7xKXL1yEKKiGCxOxA0XVcKnid6UmAiIgAokQUNagRGiprwiIgAikgEAqg4U/+ugj62eP0B2Pm0xB00dgx4Wne/fu1k2GPPo8A3eceBoxBwjcCOcoES6VaDz3FtQHF6Y333zTBg/jjjNixAhb5TdaxeSgEDiUHIR2lBt28AlCTrYRqIxlgExIZBBibJShVatWJTu07hcBERCBtBKQIpBWvBpcBERABIIJBAWtBveMfhaf95deeskK29ddd130joW4Qmacww8/3GYX4jlk+fn000+t8BxtOARrgoL9wcLR+iZ6Hjcgsgbh1gO766+/3lYdJtD44YcfzjfcggULrJXEXSBugeBksvpQZZmMQ3yi6PCXTCNQGUsM7kooPhdddJEdDvcgNREQARHIZAJSBDL57WhuIiACOUkgaKe6MAulZgBBuLigFNbHvaDnkvu/Xbt2Nj0m2YXGjRsXCryNvBdrAHEBuMikqqGE8ExiF3DjqVWrliEwmtSiNGoX4NLkdt9RDBD42fknHSif7NSzQ4/LDqlEHStSrJIliNiBCRMmJDVl1kwxNZ6BNQUXpCVLlqQ0M1RSE9TNIiACIhBAQDECAVB0SgREoGQSIAtMUcQI4H6DT3e87jZBb4PCV88995xNm/nII49YgTioXyrOuew4ZCRCEGfnm5ScrMHVH6AP2XeoXIw1IVUNKwR+9+zgMy5+8MQFYHnYc88aZtCgG6zlgjnB9fvvv7dCONmBcFHCkkAhMhQKrAJHHXVUWApRgpkZEyWG9ZA9qLANJQhLBMoTVgKezXvC1SrdjbkrRiDdlDW+COQeARUUy713qhWJgAhkOIFUxAjgDoNg27t376g59FOFASGZTEIurSg78Aji7LyjEFCDAP99lALXJxXPxtWIoODjjjsuLNagT58+1kXIr3Qwh08++cQK3S6fPopA69at7dwQyiPHcXNEaUCJIEAadyEE+cI0hHHiBWBC4bThw4dbZaAwY+keERABESgKAnINKgrKeoYIiIAIRBBIJkYANxcEZAJyETjT2djpx8WFdKL+RsaeHj16WIEcARplAWtBKhvpTFEs2LX3NwqU4SbktzzglsM5pwS4/ihd1DKgRoC/v7vuPlkPAddYIJJpKEO4BaEYoYSgrE2ZMiWZIXWvCIiACKSNgBSBtKHVwCIgAiIQTCDZGAEqB6NIDBw4MPgBKTyLEI3CgXAb1AjexUKAAM5O+Ntvv23z6gf1TeScU0DIDhRvY0fe33AHIsCYmIA6der4LwV+pxYA8QQoPsk0WBCbcN5559lhko0/SGYuulcEREAEYhGQIhCLjq6JgAiIQBoIJOMaRMEwagYQ6IoQns5GIDIFuGJlAaIPwbYdOnQwJ554oqlbt67dVX/33XdDAbyFmSMWBiwBLgahMGPgKoSvPjvz8TQUCVyMsEQk05gzisDee+9t3YyIcUApURMBERCBTCMgRSDT3ojmIwIikPMEnEUgUfcgdskRsBFu2b3+4IMPzIMPPpj0DnY04PjVEzyLr320htDsLAakzjzwwAOtyxD3Ufjr/ffftwGz0e4POo9ywa58ItaAyHHmzp1ryHJEHEG8jfoCL730slerYLx1J4r3vsh+vB9iDrAu4FLF+4aFmgiIgAhkGgEpApn2RjQfERABEYhCYMiQIbaYFoXDjj32WDNy5Ejr+vJ///d/Bnchl1Izyu0JncbqsHz58nyxAf5B6IPFIDJ+gJ11rAhYCNgdnzx5svWTj1b4yz8m34k5QJGI5o4U2T/yGAGc1KFYFN577z0b1FzQjjwFwajF8PXXX3mKy8/mxRdfNChehW2sm+xGJ598sh1CikBhSeo+ERCBdBKQIpBOuhpbBERABAIIFMYiwA45qTHJaHPppZdaod/lzkfIHT16tLniiitSlqWG2AB8/2Nl0MFiQIDw7rvvHrBKY9NxYrno2rWrzTKEBYM/N++gm6j0i1DOfYVtbu4nnHCCtQgQWP3f//7XzJ8/P3BIAoSvufZa89Oq1eaf519hDmvX2c73/vvvt8G+gTcVcNIpAmQkIrh58eLFBdyhyyIgAiJQ9ARUR6DomeuJIiACGUqAHeCiqCOAYIjrCC4wTikoCMldd91l6w7069fPBr/iroOgTlaan376yY5DXQIy1LCGZs2aFTRk1OvsqOPyQyEx3FyC2oYNG6zSQV7+aH3cfWQ5IoAWKwZWBMbG2oCSEaloTJ8+3WYKIotPYRrZeqgpcPTRR1tFBCWFqr9kDMIygYDuLA1YUIYOHWrTfFasWMX0vmyQ2Xf/lqbJAS3ND/Nmmlkz/6otQDxGog0mpFjlHRHvgHJDVqJUZ1Zy88IKozoCjoY+RUAE4iUgRSBeUuonAiKQ8wSKQxEoyGUF6Aj3H330kQ3E7du3b+g91K9f3wrrpMZcu3ZtKFsPgvA777xj3WviyZYTGvDvL+yQI7jHEsbj6cNwKAzs0KNUIKgiCBPkjNLiFAJSf5YvX97gOjRr1ixb9CsyA1DkHKMdw4osQbVr1w7rwnqo/su8SUmK285NN91s53DIEceasy+6xlTdo4a9Z6eddjbNWh1u5s3+2nwx4zODK1aZMmXCxivogPgP1k7cBByJlaCwGQpKOpoUgXRQ1ZgikPsE5BqU++9YKxQBEcgwAvFaAZg2isKrr75qBcobb7wxcCUoBFdffXVYcTFcbF555ZXA/rFOolDguhMrUxB92HmPjA0IGhd/f5QR/84/QiuBwMQQIJwjvOMy5FJ9Yi2J1bCCUMU40sUIKwMCPu44QY2MRrgcDRs2zPTv39/86vXteWF/c9rZl5iy5cqH3VJmt7LmhNMvsC5YTz/9dNi1eA+cexAssUjgHlQUFqd456d+IiACIiBFQL8BERABEShiAk4RiCdr0HPPPWfIZnPIIYdYi0C0qbLzfPzxxxsqDrdp09YKngjECNmJBL3i949iEav41owZM2yfggR2hHJ2waMpDE4hoDAZVgH64paEEhOrkQ2IQGAClZmLC0ImhgI3nljWhMaNG1urBAJ52bLlTbW/rQBBz2vQeD9zUMu2NuMPik+iDUWANKI0shfx3lVTIFGK6i8CIpBOAlIE0klXY4uACIhAAIF4FQGEyI8//ti6zSBMR+6ABwxt9txzT3PNNVebESNG2IJWpUqVMuPHj48aKOsfA8H9l19+iRlfgPDt0mL67438TtzCZZddZl1vsCDEavjTo+j06tXLxk6Q6YcsO7gPRTbOMU+UFeoDkKsfX3z6My/qABTULrjgAnPDDTeYLZs3mcfvHWjmfv9l1Fs6nXCm+dMT4J955pmofaJdQFFCKcFFyGUPIpuRmgiIgAhkCgEpApnyJjQPERCBEkegIIvAI488YoOBTzvtNBvwOm3aNEORrHjdSxCwjzzySEMMAbvl7EYTrButOWtArJ1++hS0645AThAuwbjEK6AQPPHEE1aA37ZtW7THWz98ds67detm+7z11lt2vX6LxqJFi6wSgIJDwzKAEoEfPi5IM2fOLNCiwH24CD3wwP2e5aOsGTl8iMd0O6fztRq16pj9DzrYpjRFuUm0OfcgLBG8bxQpNREQARHIFAIKFs6UN6F5iIAIFDuBogoWRojF9QaXH/zdgxoCLYIwga033XST3elnFxxBmF1lfO5jFfryj4nbDYIoLjT47GORwHLgb1gCXLYdJ2T7r/Od61gpDj/88MhLYce33HKLFcgJwj3rgqvMxg3rzMfTJpm3337HjBs31lo5CBqmEFlQQ4Ehww5/+P0zZywBBBtTpXe//fazQrX/XrIDESCMsL1gwQKrdBCAzFjRmmM4baqXaWnHH2bf/ZoHdq1eYy8zfdp79tmFCfZFgWC9xEDg/pSO7EFYHpQ1KPD16aQIiEAMArIIxICjSyIgAiKQDgLxuAYR0IpQS1ArO+t8UlAMdxjcXwiWRbD075bHmiuCYps2bWz2nh9++METyt+2mYbcPez0k20nmuCMFQJFoKBqv1Q+njNnjvWt73piT7PHnrWsMnDlwPtNoyYHWeUHZYb1MR6pNaM1hHvSk7q0o8w5lvIDLwqRHXroodZSgMKEQhXkYuSe6bIBTZsw1p3K91m7XiOzX7ND7FypSZBII1UpVhj4UfiNNnz48ESGUF8REAERSBsBWQTShlYDi4AIZBuBorIIENjLbjUCfpCbz9ixY22O/qZNm5rzzz/fZtQh/SRuJfjb4zqDKwy75QjwCO+4oMTT2AUnrz5+61988YWtVMx85s6da9q3b2+zEwWNQwpQMhhFC/x19zz++ONmy9Zt5tKrB5vdypZzp83uFSubloceZdp1PMEsX/qDWbxwvpk4caKZ7OX2Z50I8JENNyJqLSD8o6SQ9Qe3I2ICsFrAEOE/snHOWQi2b99uCC5mvYwTae0YOHCg+ctdKc+zlBhPWTkwcjh7vEf1mtYqQNAwykm8jbkQ/EztCCwBxDJgIcCqgVtTqposAqkiqXFEoGQRkEWgZL1vrVYERCCDCAQJsSgjBPci2Ll0objDuOYq7uLHj0DK7jc736TfjLXz7e7nE8Efy0KHDh2sMoELEoWveGZQQxhnF989O6gP51BSSJFZvUZtU9oTfIMaykGfvjeZi/vdZvZu1NR2eeihh6wbFEK7v1HZl8BerAesjVoABx54oP3DlcmlEHUWFv+9fGedxA0QI4EChBDut6BMmjTJ7tZjqaBNfX+0/Qz6p079xqZx02Ye65mGKs+JNKwCLmD67LPPtrdi3VATAREQgeImIEWguN+Ani8CIlDiCEQTXAFBUC071B07dgzt8iPwI6g3atTYCvAOGAIyFoHu3bvbmAOESwpyxduIP8A6gMCMdYEKwEEFzngG/vz0j9UQdllb/YZNYnWz1xrue4BpsM9fFXu5j7UQVIxSgkKA+xKC/i67lrHnXnrppZD1hN1+KidjSUBJYt4oBtEaVgBcgLAI+AOheSZt4fzv7ecfEYqIPen7p+mBrby5bbNFyXynC/yKIuDSiLr4iqVLlxZ4nzqIgAiIQLoJBG//pPupGl8EREAESjABpwhEWgQQxtndx+XliiuuCBFq1KiRefTRR62Q7e5BOEdopk2dOs0MHHi9dReici5CJvEACKCxGjv9+OijdBBQPH36dINbEspBkyZNQqkvmddxxx0XayhDRqMHH3zQc70p7bn/9IjZ111s6CkCX0yfZNavXWNPEUiLcP7mm29axaZ06V3MuRcPMKNeftLGNODKdPnll9usRdzA+nBVIjiYSsooBrhMRbpJwRtLBWtybdSoUTZewR5711FKzvGqC8dq9Rr8dT8ZmHD3iRWv4B8HxQU3MBQcXIRQSmCvJgIiIALFTUAWgeJ+A3q+CIhAiSMQTRFA2GdH/qKLLgr01XdKAMBwk2nQoKFl98MPC6zrDrv2FBWjWi8xBfj1x2qkIsXSQLYdhNVOnTrZisIExI4ePdrufLPbHlkZOHJMdrtRAti9P/6080zlqvH5vu+7fwtzza2PeRV8e5sKu1cKDbt27V9xAIe162ywHPQb9KA51av+u3bdejNo0KB8KVDnz59v501WJZQC1u1ccRgUn3yEb79ihDBPa37wkebOR18z/7rqNlO+wu72XLR/sHTUa7CvtVZ888030brlO897Q2lwVgGsEpFuUPlu0gkREAERKAICsggUAWQ9QgREQAQKIkDhMARWhPIuXboU1N3m0r/vvnutSwxBxC6bj/P/J7iWHX528/GRRznwN4RnAm8j02FyH3+kGsU6gYsOAjZ+8XwGNRQKlBsE+kO9lKGJtF128WoddDjeHHZkJy8Y912zft1vhmxDC+Z8Z6jsS2NNBzQ/zLz52jNefMBB1t/fPQOlBb9/ahvQjwBcAnrJXEQ6TYKQCYT2BznjeuUCdfesWSdQ6XLjR352OO4089xjd9ogZ9x8osVVRN6H4oZyQtpWlAIsCgSKx3t/5Hg6FgEREIFUEJBFIBUUNYYIiIAIJEAg0iJA8S1XuRY3oCA//WjDI9A6JcDfB/cYsgvt7VXenTJlivW3dxmKnEsQhbiiCaLEA7jMNgjT7IDjToN7jj8oGWXihRdesAHChxze0T+FhL5jTcClqPspvax7UZMDWppdy+wWGuOjSW967jVbvNiA8MrBuDbhEoQSQGP3HcuIU35uv/12L+3qY+bVV18NzRsFB/enffbZ1yofO7waAvG2/bziYnvVbWArNaMkxduwRjgrhcuQRDpR907iHUf9REAERCCVBKQIpJKmxhIBERCBOAmgDDhXH3avKSyG/zhuLfiTp6qRZQcLA24pZCPC6oClAGEZl59YDYGfXXUCc3v06GGFa9JwEptAliJiEVAE2GHf5gnpbj2xxizMtfmzv/FiCSbbWwkafvbZZ+13MhnhYuP3/XfjMxfWikWkUpVqNobggj59zPPPP2+FeJSnbt2OMxs8C8TMr6a72+L6RGGBDZaQeBtZi+DEu6UuAgoY7IjpUBMBERCB4iIg16DiIq/nioAIlHgCCKsI1giE7GjjvnP66aenvEIs/v8oAygcCNL4x2N5YGcclxV2/7EguD8Ch5kblgN/lh3iCfjDFeeVV16xc8fFiNbqsKPT8j5RkAgWXrvm59D4zs2J+TuXoNDFv7+gaL344ks29oBiZst/XGjeGT3CjBkzxro4nXLKKbZCMkrFJ1PfsbECkWNEO8ZaQUu0uBisUcjIAsX3q6++2lprjjjiiGiP0nkREAERSCsBKQJpxavBRUAERCCYgHMPeuSRR6w14J///Kdp27atmTFjht21RthFMEdg5A8XIOf+Ejxi+Fl8/IkdYEefLET8NW7c2I6BMDp/wSIv6PZrs8PzU49sPAdXFgqVtWvXLvKyDbxFQcBKcPHF//L6lTFHdzk5X79UnPjik4nm159/Mueee66NhyD7T+fOnW2RMMbHxSeosVu/aNFCG7dQZreyhgxFBB8vWTjX3jNy5Eiz//7721oKBEa/O/Ylc2z3M/IVHIsce+ZXn5iPp7xrT6PAJdKcexCuQVSHhi/F0dREQAREoLgISBEoLvJ6rgiIQIkmgCJAECtZbhAQzzvvPNOv31VeUO7iQC6k+Lz00ksDrwWdJGsQigQNdxTcUnCjwVWG3f4BdzzhKQWlzO+bNph1XvrO9Wt/tZ+4yhCwO/Pr6WbNmp8MKT0jG24xuLYQy7Drrrt4Y281T943yHQ9qadpemDryO72mBz9n340wSoNrQ5rX6DAzU2bN2/yBPQXbUXhE044IXQPz6VeQvPmzQOfhRUBy0flKnuYNu3+CrwmDuD98f+1LlHUFUAIJ6gYpYfjiW+PNAvnzfQqCx9kFYLvv/nMXqvvZQkq72U0mjphjJn07htm8+8b7TNR2rCkbNy4MSx4OXBCf59EofNbEXDb+vLLL607mD+YOdYYuiYCIiACqSQgRSCVNDWWCIiACMRJAEWAyrl89u3b1961Zs2v9pNUmqW9bDrk0S/lCdyrV/6YUNwAxbUmTJhgM+Y4tx+EUDLWkO9/J0/4XbbkB5sKs1z53Q1/tWqHZwT6Ye63ZuP6tYGByAi/CNIoA6QN5VmvvfaaeXbIHabu3vuYjt1ONwTV+ts7nkA/7f2x9hSfV3juOgjgsdpHE8ebjRvWm/7/d1VYX1yciKcgu1FQmzx5si00dtrZl4YqHM/4eKJZ88sqW4eA2IGTTjrJzh/FCGVgvBf3sPiHOWbponkGJeCn5f+rHoxFYeuWzaFHwfKSSy4xVCbG6kKwcjytXLlyVnnCtQqLCoXgUAQI5pYiEA9B9REBEUg1ASkCqSaq8URABEQgDgIUzWK3HWHWVZvdscPbYfcy5bDjvXYNlXLzQiPh6hNvw9KwZs0a7+5SZvHipZ6v/1+72O5+LAJvjx5uLu53mzuV77PmXvXNz6tWWEUl8iIWAfLy0xDIyU7UoUMHG4w8dtw4m16zTv1Gpu3R3UzLQ9t5u+heYO2Ud0yVqtWt9QCLQ0FuTps2rvd24Udb9x2ClV0jyw7rO/jgcEXDXcfqQYag6jX2Mq3btrensUZ88NZrNjia+yZOnGiVAC6SrvWss86ygjixE7gJ/fbrKvtcrA5YTbAwuAY7lCtci2CARSdeRYAxsP7gmlWrVi1DbAAcGENNBERABIqDgBSB4qCuZ4qACJRoArjqPPXUU9ZF58YbbwyxsEG6pcsYglsRPjduWGuWezv3zz8xOKEd45UrV9oxz79skKlRq45BEF6/znP/8QTw77/+1Ex9f4znBvO9J/CuNlWq7Rl6vv/LJs9liEZ2ocgquigC/iBi+nF86qmn2oJmVPkdNWq0ee2FRzyXm9dsWlAE6N/+DvgtV75CgRmGJr87yrOCbDHnnHMOw4cawjlxD3Xr1g2d83959913bSxBzz79rRDPNeoTrPNcny668GqruPgFe3cvqVL5O+2006wbFbEaKGr8XewVG6tYuaqZP/trs2zxAms5IOiYhmB/zDHH2BgMN1asT6wJThGgH7Egq1atUk2BWNB0TQREIG0EpAikDa0GFgEREIFgAoMHD7aCPkIgO8Oudep0rBk+fLhZNH+WabDP/qZS5Wp/Wwb+Eshdv4I+cQ2iVaxUxX6W9nbtq+5Rw/7ledYGFIGjO50UVQngpr+y9OxkbrjhhlBdgzKesF/LC3Ql9oBdcNyaEPD9jV3yE0880SoEuCG9/PLLZvQrQ0216jXNHtVrmQVzv7M++P57Ir9jDfl4ylt219+fGhRrAFmKnAUl8j4UrJEjXzc19qpnDmrV1l4mremkd163VZjbtGljBe4gRcA/Fm5PpEh18REjht5tbvjPM17Rs872j76/b9popkwYZVBY3njjjXwKi388/3cUAdKeurbvvvtaRYC0sdR1UBMBERCBoiSgOgJFSVvPEgERKPEE2NFe7GW+QYDGLQUfcTLH4MrDzjKVdse//pxZ/dMyy2rD+t/sJzvP8TbGQvgvW658vlu2bPndnpviud3gLhOtoTDgmlS7Hi4+x5nDvb8DmrcxP/+yxs6ZYFxSnfbygpwvv/xy89hjj9ngWzce/v/t27f3inkNsdmQtm/93cyd9ZWpVae+F4+wt+sW+Dn+jefNn55F5Oyzzw67TvEwrCZ+5cnfAUvFjj93mFUrlppXn3vIC4BeYz6a9JZnWVnnuf+caZkzL1yvYjXci+bNm+etvaHttsGLlZj7/Vdht2DVOKbLqTb4mboMBY3pbsZygjsQqVlpKCc0FAE1ERABEShqArIIFDVxPU8ERKBEEyBdKI1dZ4RNKt+6hnJAKs4flywwQx+8yZCxZtPGv1x02EmOt1HBtkyZsmbO91+amt7uONlzXCONpmvbtm1xX8M+f/IEaRdX8OPi+V62oW1mz5p1vPiFMvZz8Q+zrTUA4XeDl0KTP4JuJ02abLp27WIFeBdDgJLDrv4VV1xhd9lff/118+QDg2x2ni49zjL1GzYJe/ZS73nffvGRjTuoV69e6BpZjxjr6KOj1yvAUjHk0UdtxqAJE963blAw5fmtW/+VzQghHEsGc3/66adtTQSy95BKFDcoGu8F60P5CpXsMcrDe+NeMq5+gD3p/bNb2XKmVZv2ZvrUd22RNr+lwgUEu77+TxcnQPAw6Vnvuecek0iVYv9Y+i4CIiACyRCQIpAMPd0rAiIgAgkQQEBHoEU4reT5nHc6/p+mshdASyzAhnXen7f7j1vM9998ajZ7PvpzZn4R8h3/7LPP7I47Amukf37kFBBCCbZ99tG/lAyet7MnzJKFaNddd7Pdj+xwgul43OmRt9rjGV7ufrLksPOO6wrBrIvmf+fNc4N9NuPxF7kLTopOqheTWpN5ct2l+UTxIVNPp06dzNixY804L6j4sXuu84TrVqbzCWcagotReiZ6Vgr6/uMf/wib2zfffGNdklwxsbCLvgMsBv/6179sATUEfZ7fs2dPXw9jMxDhl//222/b82T/oSGg4/LEO6LtXOovozmKAFmW5sz80kuP2spec/8c3r6bVQSITXCKAFmUhg4dat2FqLUQ2VDqcN/CIsRaeZ/8NtREQAREoKgJSBEoauJ6ngiIQIklQBVhdqPLlqtgBt39bCAHro946h6zctliTznALegPqwyMGDHC9idDD5WCESC/+OILb/d6vg1UrVChvKlUqZIVZhFoESxLeYHHrb0d6/WegsFY7PSv++2v7EPEIJChKKht8xQJGm4r/mBd51s/atQob+e/qxWoCSTGb59YANJyNmjQ0CoB3D979ux8aT4pbHbmmWfa1Jlk6MEX/5HBV3u77xWt8sJ9ZCBCoHcNxWbJkiWGWgrxNrIxYW3BTcrVU3D3YhWgKjHt/EsH2pShuEnBDDcfGgraEcd0N3O++8JgMfjeUyjeG/dyPkWgRq261rox17Mi4PvPc1EkYEVmKFKEokj4G+/HVWTmPNYTfhtqIiACIlDUBKQIFDVxPU8ERKDEEiBbDIJ+xUrR/f3ZaT/nomtCjNiZx1Iw7YNxdueZXXWEZHL5UzQMYb5mnYa2z4/LVhhy7Lud+oNaNTNdTvzfbjgFtSa8+Yode/iT/7GFssp7NQQu6HujDUzGtx5f+GVLf7B98JX3NwRaXGb4q1Chgr1EBh8q5WIFmDp1aqjSL31I83nooYf6hwh9Zw1UC2bHHMXi888/N/Xq1rbrQtGZOXOmVSgQ2omjoAZCIu5R7kGRSgDnGZNUobSPJo0382Z9bb/7/zmmyyk2aJtzCPUHeBYO5kFl4kh3piM8q8ALT373/+ydB5hUVdKGD4iBnJEkGUmSQUFykKAgQVQE1iyomFfMCV1XxfQbAUVQFBEQFAVUJOccJEfJSM6iAu5/3hpOe6fpONMz0wNVz3Pp2zece+7X4259p76qEseffAmIDDkUByyxoPuw/7xx/CFyrhkZJVj5u3DmIi7uk+Nun0//7xzjndQUAUVAEYgWASUC0SKm1ysCioAikEQEWNXGsudM6PgbyTA0s2IjiRhjNZlGXji4x2zCaTGbR8CqtjMcSiraIDfy5gZwvmCRBM09Dj3O7TGbRMv2ylPdxZE8z0qHTtguwc5Yiec6Vrhx+DEScnFc/Y054QA7w9Fm9b9o0aLuUMBP3ue2226TzV2wY8cOgxSIVXMIByvtRBFiZbx/pUqVRGq1fs1ykeYwBxz2GTNmCKFZ+ct8S4oWySOZi7Nxowabex592X2VzwpVakkEYfHiJYIP7/3f//7XkAPgTwLcjS5qw/tB3HDmgyVBu3tCfTo5U6hr9JwioAgoAv4IKBHwR0S/KwKKQFQI4KThzATSbpNAyjkkK6GMso+Mg2aa1WBnOLWuhKM7hkPqrqHyCk6pc0xZcd+6davxNqDiPpzXTbZSD85fWhrJrljuPP8k70Y6n+PHj8ml/fr1E+eydGk09UctqUicRIxDmTVbdtn8x65U9QrrsObzlST1nhdn1Dr9F1nSwaIzBACnmHr6SGao20++AFhzbvbs2SJpwdFFDuM1nFKceBJhk2KFCxc2bIwxxXYJ5hnIjtzvnpQxvfdABMhhaNGihZAcCI+TIvEcIhveFfr7n3jdNlfbZkZ+0df2EFglHYopx+qMpmN1G7a0Tdq+MPRQoJ9C8eLF3emAnxA5ngVR4r8RJEzkDZAvwLPdxs1u3336H+M7vwtRBjVFQBFQBKJBQIlANGjptYqAIuBDgNXtp556SpwYHBpqoD/xxBOyWo1D8/TTT4uThbNO1ZbevXvLqqdvgNM7lISkqRYOEWOSTPrAAw/IWZx6Ej2do89BnKyePXsaEjJxFBm/dWtb2tI6+TitL774ounVq5dITk4/Qq5jrujR09JcfX+vExnpfIqXKm82b1htnfOZFle7ao+3bh3G7DmCy4z8x4YkPPnyRzZicESai9FkjNwBymO6T2k8Zstuck3G8zJZaUuCdp3fgg1DpkMVnuPHj5tt27ZJLkDVqlWFyHGe3xTn3VXh4VhSjLEZN1++fDLm3LlzTYcOHSJu3kXeApWM/rR4/WXJJlIn/rYghuQ28DeH8+x1oJFWUQ3ouO3GTJSDXAESmem9QPUkbNaUcaZNp9sSvVLteldZ2dUwQ+8E+ihwbyjD4YeAYJCGLVu2GN6vRo3EycihxvCe8/434j2u+4qAIqAIhEIg9P9ShbpTzykCisA5jUD//v0lefP2228Xhx8Hnco2VE5B842T9eyzz8rqMfXgScJER+41VqFfeeUV0717dykXScJk586dTdu2bWWVmWo1lStXlhr13vvYX7JkiTj8aNHftyUj3Wo/q718v+KKK5LtiPo/M7nf0Ytj+QsWiXqoy+s1N2zY1PE2yfabwbLvmobJlwj/yWLzAtgoLRrOWIVGLkRX4KOWMIwc0teSg4Oi4a9WrZqQMMpt4sQiiWGlnegLPRGSY5Cmffv2yd8MTnOpUqWkyg/VeciTiEQTT5Rp7949Ip/Kk6+gWTJ/mpAZIlSQokC2cuUq2435ErPVdhD+++9T5tIK1WzTsFFm6YIZcjmkZN7MCVLxCcmWM6Iw1Wo3MIvmTpEkbv7+QpmXCBDBgkCQF5FUIhDqWXpOEVAEFIFgCGh2UTBk9LgioAiERIBET1fiEaeMBEiSHzE03k4OhGOODMLp472D0kSJVVoq4WBIP4YNGyYyFL7jYBJNgDCwius1NNY4T1SeoeSjM1ZXccLo3osTG8pYhWX12m0QEbdCzPvgrLEhR0LvjaPLhpSDuSInYXPVelgFZ+N98+bNKyvZOI7IplhFdzruvHn/kZWEml+wc/WbtTXnX3ChnM6WI7E0KNg9ST2Ow0xCsquOQ8UjVrKpiENVnocfflh+e5J+SRqmFCe/VyDj94y0TCZED8kR+Dsj8gP+kI5IrFOnTnLZll/XCgngCzI0zOU8yJfT/yB5+tN2IiYhGBJQpVY90/aGO8zShbPkCn7Dhg0bSmlVSqw6O3hgrxnz9SBpmMa7Iw8KZy5iAJGtV6+eXO6kY+Hu1fOKgCKgCMQKAY0IxApJHUcROMcQcM43jh+149GQ169fX1BAzvPSSy+ZPn36SNUUHPKWLVuegdDOnTvlPnTvOE8433feeafIg7iYiAC6fxJFIRfIj4gy4GxzHZVmKO3o5uIe8Mgjj0hFGurVI9MIZm+++WYip+21116T1eZg1wc67nTbjnR4v/vv42hiNNTKZiU9jz7/rqzMBxo39LGEVXquSUpEIPTYoc/e/chLtlHZYml2tmLpPOmC/Nhjj0kkqEuXLiLlwonn7wISRNQA0obM58knn7Kk4gJzrY348LtArgIZNf6R7jRu3PiM0+QdUP+f1X7/3AT/iznPcyBgEFF6CkDiIBfut/DeA2lF7++MBO3Vyxb4ujxDYkaNGiUkkGpD9BCAKH0/YqBZvjih7Cj3Ii9CRsV/E6GMv3dIFcQRYrB79+5Ql+s5RUARUARijoASgZhDqgMqAucWAiQE41Sxmo5jTxIrkg5W+ll9RcPPeaIFOPBe4zqcRlbxIQM49qzkU7+eFXdW0lnd79ixoxAB8gzeffdd8/zzz4sDFqw0Jc+BDCA7CiXRoEa+tzY90QdX4tM58czX7fPp/S5fovgHR/MEpTez55RqPafsflIMZ5UkYXT90eQIJOVZ/vcQiahcvY4crtuolbms2hVm4g9fmzkzxov8i8pBRIqQalFth1wOIgXIxv73v7/N36f+NiNGjBBn/r777gtYXpS/iTJlygTU2UMe+N2JCvD3gWMfzNDN33LLLXKalXqkWURvICmsxAeywoULSU4J51bZykGUbz1pcwNyWjJzyBIBDCnPzJkzzS+LZplDtgHc5g1r5DiynmXLlsvfPQ3T7r33Xjke7B8ICUSAdyCCBAFinpHInoKNqccVAUVAEYgGAZUGRYOWXqsIKAJnIID+/+2335ZV+QEDBsh5VtYpx8jq/VtvvSW68b59+55xLw4QUpx77rlHnEVyA3DGcdSwxx9/3Fx//fXSkInVVQhBpLIQNOoQilASoVq1aklSMbIWNqQfOGYQGFaRITNsOI2QGZw0NkcIznihMAcYB+c0/8UJOQLfDP1I9P6L5k4161f/IivPrjpQqKFYhXYr1/5Vg0LdlxLneH77zneZXi+8b6pajfzEiRMlmZtEXaIBrqGWk12RcHueXf2GGBLx8TeIJTIwl/Phf57v/C1AHqnuw+8RieFcE5kAOwhZoIgA41CtyFl2K7sqcPq3ymyd9ltvvVX+Hu+66y4hKV8OeNOMHfWZyZM7hzj9W7dus38vCQnF9FDgnUOZIwJcU6JECbmUqIWaIqAIKAKphYBGBFILaX2OInAWIYBDO2jQIIMG263yU1pyyJAhsqJOyc/q1av73hiHkJV8f2OlGK02EglnrPiycsszyBeggy2rpRjOWzi5hRuHT/Tr5DKMHj3aezjN9nFas1qNfd4ChWwZytVmxdK5svlPKJOt589KP0420h/6Dsi+dUyz22ZkOKjHba+AC6123/UX8B8jtb9TCanzrQ+axle1N19/8aFhRZwE30aNGolsiFV0So5C8iAAOMFt2rQ5Y5rka/C35DT0Z1xw+gAyMSRCdFdmPxqDyJGfAtmjdj8E0K3CI0Pj75KE9107t8rG2FTGKlasmJAbviNJI3KBQXiHDRtuS93+I+3hb55eCpDRYOYlAlRHguTy/oytpggoAopAaiCgRCA1UNZnKAJnGQI4aWigBw8ebOikip4bxw/JBsQAhwl9PhWFkAaRWOpq+/MdyQgyCq5nhZb8ABz+DRs2iIPmVlxxpJBLPPTQQ0IwGLN58+YRo+kkQpQnjVUN+ogfHuBCiMDJk3+ZjWuW2flkMx999JGsGiNHoo48BAq5FPscQ5O+eeNv0i8g4Mq3xe6Vp3skkAZLHMg7EALBfnaIxOlP+91b4SbA1GJ2qGCR4qKdH/7Ze/L3QSIsfy9EfygNy2+OrAYZGcnD/F248p3o+InIUHkoEiNxl78d5D6Qh0iNhGOSvFmxJ2GcCBB/HxBOSp5SopS/M1b1x48fL855hgwZEz0D+RPzpUoWRMD1u8hoow3vWdKLk090BLLh3o/5QWaJSGBcw387GBW1+HvgvwE1RUARUARSCwElAqmFtD5HETjLEMBZ/+CDD8yNN94ojisOHxIfjFr+6PlJIsbZYoXT9QYgIZLkUlb7kWFQeYZrBw4cKHKRBx98UORBjNOjRw8pHYrThVNM8iilI6MxJEJs9BhISyNZFjtppUaU4iSyQSSEjaTaUAYJIEoCOXAbybI4zZTZPGidyZ1b1wvWRFICWSab+ApJyJkrj40ynI4wSMQhYT8h+pDHJi8H19wHGjfQsRpXNBKp08I5k819991v8zUe9jnROO1UiXL5IRBI8gGQAi1btsxUqFDBtzofaGzvMRx6HHH6Q4AhSbeRmItCQSQwcESSxN8mJTxZmScyBZGkVwJWr96ViZKbSVDnb5/KVZAaZzdYKZvrEIwUicRhyA7RMv57gBR9/PHHvt/eVTHiHqISmjDskNRPRUARSA0EMtgQaej6eqkxC32GIqAIpFsEcPRZ4QxUAYaVbVZDQyV0uhfHMcTxchINd5xP9ORo670SIu/5WO3jZOMUpoRNmDBBnEHegw0iRTnMWBv6ekiT28CVjXfj94A0HLYb1wX6n3/0+7nzFDDdH+5tSUOCJCspc4S8TP5xpBn//VCRABEdCmREfJDYMD/+hsjViNZcVAAZDhGmcEYkgtV8IhSBDDKFFIjtq6++MpT1ROKEfIcEZQgsf6vgRy4EvQ347wBZETktziAXJMBDXmly51b7X3/9dUmqJ1rAeVc+FMLL3/onn3zihoj4k+gCc1JTBBQBRSAaBDQiEA1aeq0ioAicgUAoyU2kK7QM6vIAzniAPRAJkQh0Xzwdmzp1qkwHff8fx4/6pCSxniOr5GxFioRuWoZEBbLgCIIjDKyI4yhPHDfCVgeqK824kiIrgtBVshWFIAIQkGCGFIfSsl9//fUZZWCD3eN/HAcYAhAJCeBeiFggEuTGZdWehnhsJJRDmthY+YccsMrP/az4E8GgUhIyIGRPXuM3IBeBPAZHAjgPQaC6FiSZ38HJhXgPlx/DHNQUAUVAEUhpBPR/aVIaYR1fEVAEFAGLAE4kq+1Xd/yXGWW78+JgpqURxYF8+RMwqtawYj13+njZ0MaXv6yGKVuhqileqrwpVLSET+PO/Fn537fnN5M3f8EzojnLFs2WV6TrdChbt26dOMXBdP48I1CkyI3Ju1DdKVILRQICjeHIFUnFziBR/KbkBhBdQEIEdkQ4SDZmw9FH9kSuAR2ykT4R9ShxukIQY7mEYZ4BKWIsZF9ly5Z1j9JPRUARUARSDAElAikGrQ6sCCgCikACAiTHsupbtnwVs37VUpE4USY1Ho1E7549e0rFHxxbVrTnWM38KttYC6OiUQ6bZ1CyTEXZDh7YYyaMHS7dh0uULm+KFCstXXzz5i8kBCFfvvxhG3/xHBzlQEak4tlnnxPMunS5KWCFIIhAtJKuaMmA/9yIBriIAAnH4ITzjsafyj9z5syRilis8pMQTJ4KRODiiwtKMr0bz0sEXOlSEvGVCDiE9FMRUARSEgElAimJro6tCCgCioBFYNKkSYJDvSatzZivP5VVYpzXeDSSV1nJRtZFp2g2iAEaf2Qr0gPgyCGzcO4UQzJwgmUwf/35h1lnSc7alQklNQ/s2yOnaOiG0x1MtoMUiYRh5DadO3eW/gAOF573/vvvWzlOQjIuDeIoOeqfb4DUh6hBpMZckksEvM9CLkTuAKv/bBh5BkQMiBAQzUBuhflHNhwR4JyLziDXUlNgHbMDAABAAElEQVQEFAFFIDUQ0IZiqYGyPkMRUATOaQSQkWAL50wxvx874iulGo+gQAT8k7Jxsl01okuKlzEv/d+Xpvebg00720jskuJlpVMykYJAzjUVeLp1+5fp06fPGfIdEmxpOEcOAUmz9H3g+44dOwQaGtRRahZzRMIrz5ET9h8qJ0VDrHDGiSCg+4+Foef3JyIcozIUErAuXboIueJZrlwo+7zzh7bRHiQIc+8oX/QfRUARUARSAQGNCKQCyPoIRUAROLcRQBaEk7f3ty2SqEr1mXg1Ktn4EwGc2ueff146PV+UOYs4/BdlzmpqXN7IFCpSwhQtXtq8/nxPc+jAPs9rUb0noSjd8eO/S0lOyASr98769+8vCcvlKlU3HbvcYyb98LWZNXui7TMwy1b0ae4r+Xpx4WLmwL7d5ryMGQI2IYNIgPGIESOkPwDRDPT2SG0CJd1yLfdQdpTzyHdY0aeEZzQJ7u49KF0K4QkW+YB4uOTto0cTug1DDvv3/8jOY59ERJo1a+aG009FQBFQBFINASUCqQa1PkgRUATOVQRwPHGuqR+PdjxYUmw84AMRCFSlidV7bPmSuab3o7eYEmUqmD9+P2Z+Xb9S8gZuuOV+u8p+3Ewd/635+9RJu/K93zS/5gazZsVis9l2UabeP/X7nYEJK+K58xYwLa/tIp2TO3a92zRu2cH89N2X5ueff/ZFGOhtsGvHFttr4DIzfPhwyV8AQ5qCsbIPwaDLNQm7RBNI4HU6fZJzkdwQScAZR4rDMZx3SpWi6Q9UDYh7SPiFUPjLedw7uE+kQVQYCrWij2SIcqU0DnvjjTfMrFmz3O3S1Ixk50ARFd9FuqMIKAKKQAogoEQgBUDVIRUBRUAR8CJAN2VWwvv16+fTgXvPx9M+0qBAq+J0gsaBpdszyb00aMOZx06ePGEynpdJEor37UnQ8+crUMgc2LvbbNu0Xq7xJxc47TjYrPS/+0ovk8niQ3QB6VGb6241TVp2ND+M/sKsXrbQ/LpupYyR0UYEqOvvjJwC6u4zZz4hBiTZukRbCAJOOhsa/UWLFgkRoOStaxQGQfDKjZDuODLhug4zLph4qwG5OfBJQnM4cgcRRCpUrVq1RO/gxkGm5ORF0cic3P36qQgoAopAUhBQIpAU1PQeRUARUAQiRABnGQfvb5swO3nyZHEGaTwVr0ZEgGThQFaqVClZjW/btq00R5s6dZp9twSZzZCP37Ar2n9Lsm/NmjWFLCyeN9WShZOmse0IzT1eQxqDI0/XXZx0SoiutmU2Z039wWSwBOHqDjebmlc0ESLAfKpXry4Ot3cMVv6p348RQShYsJCt619eVvqLFy8ush/XD4Br+B2o4U+DMMiD1yA3rOjj0NMbgA0j4gAxIOmXqj+uGhDEwEUZiJY46Y93TO8+RNDlWXTo0EFyHxiTakMYfycuZ4GohZoioAgoAqmBgBKB1EBZn6EIKALnLALr1yesiJe+9DJzaP9uE6oBWzyAFChZONC8unbtatiIdsybN08SXll5v++++0R2wz2QCpzoEp66+W4snGDkNyVLlpSNpmLU23/yySfNzMljzZzpP5nMWbJZ5zyjGTRokDjRmzZtMmPGjJFOxFQj8tf/U12IjTr8kAz/Bl9EIFiVZ8WduTobP368+eijj4Qo1K5dW6IGJPk2aNBA9h0B4nqceSclglAQGSEaAcnjfVyugb8zT0TArfgzdzbIz/r1G2xkJIPIlRwR8I+euHnqpyKgCCgCsUZAiUCsEdXxFAFFQBHwIODKRuaxWvjtm9dZ+Up89g9gymjU0aoHiwh4Xsu3i96eFX82f2OcQCSA65DT+J+jt8KHH34o0YRVq1aZVatWm0oVyvlyC+g14PoNQEC2bdsmNfmZ8+zZsyWywDtAGKg45E8E3PymT58ulYa4n5V8Ov86J528BWzbtu1CBNw9fOK458yZU8gEhAJjRZ93gSxAbpg3Y0AEXBKyay5GFGTs2LGSL0K+BNg98sjD8n58VyIgkOo/ioAikIoIKBFIRbD1UYqAInDuIYDOHMuZO6/IP2hCFa+GQ42EJVTSa6zmjhbfNdDyjul0+E2bNvUePmMfJxoZj9Pmk/gLOYB4UY6TCkCBDBnPyJEjZWUfWRGr74FkPVmyZDb0OEByhJNP0jAlULGXX37ZJx2idClN2PyjBiQhE3WgORiJy0RaiGCQI0AEAaefjegC0QHMlRYlsqCmCCgCikBqIKBEIDVQ1mcoAorAOYsAq8WYk7EESsSNF3CQ8rh5puSccJ55TqwlMJADHG22YIbz77T6efJdbAra0qTrVi81WbNmNfXq1TPIhLAVK1aa5557TvaJIHjt3XfflfwAHHqiGFRE8hrvBsnxEh3kUzj9HPMSLeRFzsAFC0RM3DX6qQgoAopALBFQIhBLNHUsRUARUAT8EGCVGvvDVsnBWFmOV3MRgZSeHyvlaRUZIT+gefPmUr5z/95d5tjRw1YSZaTSkJMq4chDFi4udImpWruBKWg/ly6cKV2TaZyGBIgNo/oQciDGJYpRqVKlRN2RHZbIlBiTpGTyBUhiRj6EJMkRAyICjBOuXKkbUz8VAUVAEUguAkoEkoug3q8IKAKKQAgEWDXGDtu6+hgryPFqaPohAyltyGbSIjKCRh+JTvfu3c11110n+n4cc5KUiQaQ54D2n5X5d955x5ZEPc/mdWww421fA3/DeScfwSUdcy15CdhLL70khMD/HhKSJ0yYIIe5P2fOXHb1v7C5++675RikEZKgpggoAopAaiGgRCC1kNbnKAKKwDmHAKvGlJ9khXfZolk2KTSLVJWJVyCQ1rBqzZxd1RucYhxojuEkkywbrSE5IjGXCkKMh1yKsqGpbWj+kd2w4k9kplWrVrJ558GKPgm92M5tm2RjlZ5u0GxgRARg9eo19n22+24tU66y2bxxjfnTNlULpvE/cOCAyZ4jl2nVvpv5zTZIWzx3qjQTcxEBsA92r+9BuqMIKAKKQAwRUCIQQzB1KEVAEVAEHAJEAnr37i0JwpSkdBV0KG3JPkm5rP7icLMfD3IQHFKSbDfZqjvU6Kd5GImuVL/BQWVjniTHUtefRlsY8pbNmzdLsi6r5FzDMVa4cfrBgnwASmtyrmLFir4Sow6vlP6EyKDRx/kPZ0Rtypa91FYJWitSHWr804ysffv25rLLLjPNmjUTwjR06FBpMta3b1+RDTFuu3bt5FigZ0CC6Cexb89v0lH5PNuELV/eXIIJfxdYWkRKAs1VjykCisC5gYASgXPjd9a3VAQUgVRGYPjw4aIfb9KkiXn88cdlVZ0VYZxtqsUgwWHDQXUVZQ4fPiyrzZSSbNiwofQcgDT4byn5Kqz6U1UHgrLZVjxCxsOGjv6pp54UR5WqPKNHj5Z3IckWbTv9ESAMGO+D88+qO041enjegWZckB5XJScl38N/bEgNRMa/j8NPP/0kvQlOWeKSy0Y7ypQpIxWBWrduJUQgb/6CdqgMZvdv2xI56UiCiI5cddVV8v78piQNu67G/s/ne/ny5aXfwKQfvvadvrRsKcGR+WHBqh35btAdRUARUARiiIASgRiCqUMpAoqAIuAQQD6C03///ffLIZJjQyXIIgthZXnGjBlyPZ1xcRxZVUdag3PNJ9fhVHMcR5t9nGt/ssB3JC3RGrIZmmlNnTrVrLEOf/NrbjSlylY0H/3f81I2E0cV+Qyr+pTMxLmGNIR7Fo4upVRZVU/t6AfRCaIc9evXPwMO3nPPnr0me87cZt+BI2aNlQXRtAzy1rp1a0nuZd65cuVO5KQj+3Kr9506dTpj3EAHevToYdj47ZBbQbCIvEAoyFPAQhGJQGPqMUVAEVAEkoOAEoHkoKf3KgKKgCIQAAEc9v3794uTjKY8EsMBx0F0Vrp0aXG03Xf3iVNLyclly5aJZp2oAiSBFWkiDjzbbRARL1FwhAFJkj9x8DrndPulRCa9D5pdfb047t0fftGsW7XU/LpuhZk8ZYov6RUi4IgB5IDVf3/D4Z07d64hOsJzU9twsvkd/Cs2gR2dn6tf0dh06navTGvM14PM9InfC9FxkQuwhYCBpzNkPuCUFGMubMilmANEihwKLJ6TyZPyrnqPIqAIxDcCSgTi+/fR2SkCikA6RIDVbxx2VvQjNRxNIgY33HCD3MJqeyDDYYcw4IDny5cv0CW+Y4wJKcDZ5JPmWCTpOqLg/YSIeMkBjm7pclV8q/elL73MsGEnTvxltm5aZ0nBStnmzJ1npk2bJuey27yBajap9s477xQZDivnyIhYjU+q4ywDJ+MfOgK7jsTeYTgORqXKVPQd3rVzq+0RcHEiCRHyJ3+jMVly6/2TP8HviBEZgGg4eZX/8/S7IqAIKAIpgYASgZRAVcdUBBSBcxoBl/gZzJkPBA5JuTjKLVq0CHQ60TFWqMkjCGc492zO2KcTb6BVeS8poDY+W/acedytiT7PP/8Cq5pPWB2vVO1y2yPhmClSvLTJm6+gWbJguqEB18KFC6WMJp8kFVOxB8cbR5ekYSRGoaRSiR6YjC/IeiBlgUgIXYixjetXmhp1Gsv+SUua9uzZbR599FGJCnTp0kVW7OXk6X9YvQfDQATBe124fYiAkwIRzSEyoKYIKAKKQGoi8M//Q6TmU/VZioAioAicxQhQJhPD6Y7UXHJtJNeTYIwzHY1BHogmBCIBjOOiAeyT/IvNnvqDuaREGVP+sppm1bKFtjLOYisPWmJaXtvVrF6+0B5bINfxT9YcOU2Hm3qY+bMmyjGiELNnz5ZIAFWGcMaJDpBku337diEKEBOiGmwQA1dVyDdoDHZ4nlt19x+OPA5siy37SXSjpM2FaNmuq1kyf7pZ9ct8yRVAzuRPIph/tPj7Pxs5F78jJAl5EpWJAsmq/O/T74qAIqAIxBIBJQKxRFPHUgQUAUXAIoDMA6tQoYJ8RvIPjjoVeyIxHMhoV6Nx7iNtVkUJ0Lp164oj//XnH1iScJF1Wv/JX9i6eZ2pWaeJjQT8LmUwi1qyULFKbUsOFklpTBxaKuhQUcc54ZAQnH02jIRciBLSHGRIJPMSlaCqD0m4XFe4cOFEEY1IsInmmrZt28rzicb0e+sZU/iSkqbGFY1M3Uat7HvsNP/7+4QpUaLEGUOS80BPAXI1kGlRUjRac7Ig5EBItrBq1apFO4xerwgoAopAshBQIpAs+PRmRUARUATORIAyoDjd5ArwiYyHjQRRHPhAEhCkOJFKZVhNJtE0GmNOkciJcFCRNuGIP/LII+bbb78VhxfJEvej918wa5JsOM7tO99lLrwos1mzYrEZ3P9V2zAru7n88ssNTnYwsoLzjwONdMorXeIY45PUDJmi3CiYIScqUKCAEINgYwbDAvzBK5DhwLOh96fjr5QS/fpTeymbkeRmb4Iwx5gjRKxfv362qdhqDsnvxjzvuOMO6a8gB8P8A84ueXnJkiVydaCqRmGG0dOKgCKgCCQLASUCyYJPb1YEFAFF4EwEcOqd040Dzgqy0+AjmWHFHSlIy5YtZcUcx5jjkXbt5dpoHWKkR4HuQbKD48/qNiUtKQPK3JCs4JgyJxzk66+/XhxeVvvR+qO9xxFe+cs8c/4FF5rhn75rTtn3uNqW3IQEhIo+INcBHy8JAEW+8/zGjRvLPrjQBAxJEfPDYeYaiIGTE7mIw5m/QsIRrucdQxlRiA4dOsgGFhA4nhmo+RiN0yBha07nFzAuuLGNGDEiIiLAfLjeRYyQkoGXa9AWaq56ThFQBBSBWCKgRCCWaOpYioAioAhYBHD6cVBZGQ9kOLgTJ06Urr0NGjQQpxCNvreEZ6D7OIYTycYKdDTGSraLOHC/W/nfunWrOKHo4OvVqyfjLliwQN6B8am24624Q1ddNu6/6667zFeD3vFNgzkROQhFArgYJztQdRycfsZwBIFP5FJeyRSRAq6DXJHsy7vgQIN3wYIFZZXd3c+zIF3+q/ocD2bg4J8T4L2WZ5MfkMkSlhP22V6rU6eO92vQfUgAZIJ5QgIgdqGeGXQgPaEIKAKKQDIRUCKQTAD1dkVAEVAEvAjg5OJ8umZT3nNuHweQ1XZkN3TxxZkNtFrvrvd+uuiB91iofQgAGnzmxScr2kQsWHlH/kMHY//EVy9pCDZ2guNdyJKYA4ZkYEgMJUMjWdWmxwL3+BtzDLfCz1y980XWgzMNQaBCkcufAH+kN5CFQKTD/9mRfmfuNWrUMMOGDRN5EGVTceqvvvpqc+2110Y0DCTKvSe5EhhlXdUUAUVAEUhtBJQIpDbi+jxFQBE4qxGgAgzmkmKDvSyOf9euXSVZlWZbyFEWLVokTmawezjuIgc4696ogFvlx9lnxZnkYBKQkfnwLBxjNpxo9PbBqgfxjEgTl/v0eU3mjVSIxGCneWeMYMbc2KjG4284yNE21ELWwz3uPqIxTk60dOlSM2TIECFmn332mST+Et0gKbeETQIO1w3Zf34QFe5xkZW7777bsEVrvKeLssybN09ub9q0abTD6PWKgCKgCCQbASUCyYZQB1AEFAFF4B8EWHHHcDQjMaIDSHJoPsbqMA5tqOgA0QacfqQx1J7HqWZVnFV+JDmsTuOolilTRnT0zmmNZC7uGlbVcbDD2RdffGHGjx8vl40aNeq0tCmDleIYSfhlPpAVxmJVHukOkQOw8cp3GIB34j2oFJQcg+AUL15ctuHDhwsJoMLRoYP7zKrVa0SOBTnIlOl8i1NOKdlJTkKtWrUSEatAc6B/QLgmboHu8x6DZGHuNyaaQb5EJJEU7zi6rwgoAopALBBQIhALFHUMRUARUAROI8BqNFapUqXTRyL7QCrCiv3YsWN93YW5E6ecxFy30o/jj9NPBAHnEccU8sAqv79zHdmTz7yKVfVwBAJpDCSgeKnyplyl6ubY0cPm92NHZDt25LA5yvejRyQy4TDxPmngwIGmXbt2UrWH6kEkEFNNKVBFJe990exPmjRJEpk7dr1bHP/x339lJo4bbjLZhmiZM2cRTMGVJGTyCC6wxOXy2rXNPffcE3AekK9oekMEmqtXFkQECAIUTeO5QGPqMUVAEVAEkoqAEoGkIqf3KQKKgCIQAAE05DiVrMhHa1TbIWcAuQjJo656DavpEAWqzOA4rlmzRjTp0Y4fyfVUOYJQhCIVlPVktT1v/kLm1nufMlmyBi9leuqULRV67KgQhQW22dj0id+bosXLmB1bN5rBgwfLlO6//36JGMRSy48kiryBCra/Aav/9DiYOWmMnXNB2yStrNmwdrlEJ9pef7s5cuiA+XXDKmkqhkyrSJEiEl2BDEG0iGQQ1SBi4U1cDoYnv8+yZcsCVk+CCBCxwH744Qf5pOeCmiKgCCgCaYGAEoG0QF2fqQgoAmctAjjSyFNCOdKhXp669rNmzZIoABIaKtF4V8khB97vocZKyjnmH2p8VtDffvttc1HmrOaO+58NSQJ4/nnnZbK9BXLJduTwQZlSjSsam5tuf9gsnjfNTBg7zBAdYKX9mmuuScqUA94zf/58kQXRAZlmYYcP7jcnLSmhc3DVmvXknhMn/rISpgtkn87CXAeJ69Spk0ivyAkgUoFjTxSGSAl5B+RCBGt2RjL3W2+9JSSEv4H27dv75sc5yri6aMvy5cvlXLDqUr4bdUcRUAQUgRRCQIlACgGrwyoCisC5iQBSnmj13jiIK1euNBs2bJBkVFaIy5Yte1pznxhHHFLXoyDxmdh8gwgEGx9H+Nlnn5Vyl3UatjIZrN7f60yHm8HGdSvkkgIFi5h8BQqZKxtfbbsTH5PmZPQJCEVAwo3tf/7777+XQ2XKVZEuwfv2/CbPcySAk44EnLTlOz9570W5PnfuPII7UQA2ZzNnzpScDEp90omYqAg44dSTgE1yOD0X6BJMJAJCUdvKjLxGtIjryZMAS3I8iIIklTR6x9Z9RUARUASSgoASgaSgpvcoAoqAIhAAARx6tkgSbbmd1WEkJCSh4iCSsBpOekLXXchAShnVhnBUaawFqcFhxflFkkR1oH379sujkfiwYRdceJFd8c9tcuTKLZ9EALJlz2mynY4EZLX77hgr8yQ8nzxpm6Jly26Q5rAav91KhZDNxMo2bdpkIzMXmlvueUKkQUePHDKZswSWMG3dvF4IDc/u1evRgFMgN4NKP07Ww+9MtIC8AXoxsLqP84/uH6OcKBIjr3nzA6ZMmSKnXLUj73W6rwgoAopAaiGgRCC1kNbnKAKKwFmPAM4n5mrEy5cA/yA5QeKDY8iqc/PmzSOqdU9FIpxOVpZpRJYShnNLadI///xTKv+wWg35oGwmTi4OvDMcX6liZCU3B/fbKkb7dttTCVWN3DWBPt3qe+YsWYUgnDqV0JiLrsWxMkhMkWKlhQQwJsQkmG3bvE5OZc+eI2BjL5eg7UrC4vxTEYn5eufMCj/9AIhGEB2A4Lnz4MTv7RKD6T+AaX6AwKD/KAKKQBohoEQgjYDXxyoCisDZhwDyFixYCUykP05vXsLq/3ECw8lhWJEnagAJwCnHsWR1noTilNCW4+DSMMutfPM+VDKi+Zn/ij3OLWQgZ668UiXozz+CRyoyWiJBN16iDTyD9+J6Nqr14ITT/MuV6CQyQinUpBiRFiz/xZGVIr2sWh0z5utPbVTmTLLAyv/UqVMlURvMf/rpJ7N69Wrzt333F3v3TlQdCuefBGAqRoEf13MtkR5w4rfm3THelWOun4Ac1H8UAUVAEUhlBJQIpDLg+jhFQBE4exGgzCfmrRiEw4szCElgVR3tP4mxOMShDGcfuQlyHHTk9BpwDbsgET/++KM4mOHGCfWMQOdYScehdTZu3DjzySefWKc6Qde/d/dOcWAhAVjWbDnMYy/1lX2iBZQRpXwon0eP2B4Hhw+ZozZJ2O0fOXzA7h9KJG/6w0qd/szwp+nfv7+Mwz85rVQql51H3bp1TceOHaPS0UO4mF+BgpFFGKhshFHb/4033pAcD5q98Z2kY2Q8OO6rbR+CAwf2S5Thf6dOSN8HVyYWKRWdjZGF0VyN34W/g8WLF0veAMedDIjfllyMcJEjmZT+owgoAopACiKgRCAFwdWhFQFF4NxCgK7CrPKy0o9MBEceqQ2OPKvCTiYSDhVIAwmprB43bNhQklG999BvAOMZsXQmcVDJB3DJziS+DhgwwJQqW8ncft8zZthn74n85+OPPxZH9/bbbzflK9f0TY0ynUQH2MLZgHd6m3Wrl8plBSzJ2L1ru2nQrK3kGND8a92qJRIFIRIyZsxY60RfKnIoiAFSpWBGBSL6B2C58xYIdlmi4/v27JLvEDZnSK8gRJus3As5lmsUh9wI+dP2LRtF5oPEC+IBdhUrVpTNjUEEh4Rhyr4SKXC/24gRI+QSSKGaIqAIKAJpiYASgbREX5+tCCgCZxUClNbEeaTCDDp+HL2WLVv6HOtwL0uXWcpTos9Ha+705IHuo2JNrKMBJArjZDMuq+D9+vWzDcPKSa+A3b9tN8sWzTJNmjSRxGZ08ji/ka66+79Dm063ChGgvOjkH0fK6aatr09UjhTZ0Hzbe2DxvKmSn8CK+zvvvCMdgCEsJFjjXENcIFtETKi+RI4DNmLw+2b96l9MidIVbO+C0qZAoaJSzlRO2n+WL5ljRn7RVyI17ljGjOfZ9zol5Gv69OmmZs2a8oz+H31k/X8IwAa5lNV9krapHtS4cWNTujQEIbBB6MgvcATLdWOmTKmaIqAIKAJpiYASgbREX5+tCCgCZw0CJNLSxAptO11+IQCROurIRJCQoI9HM04vgXD3ch79eizN9RBAE//ee++bIpeUspGAZ82FF2U2478fKvKcbt26ySOJdGA06EqKFSxS3LBhY0d+ZqMfmRORAI7z3PpN28hGtaG1q5aabbbCz5Zf14pDfvTYcXP4yBZbgjTB8ecejNwCiAK/x4LZk2TjeM7ceW0X5BqmcNESUkFo9tQfpBMy55xBAnDskQiR1E3EZcSIr4UEuGsgHRA1HHsIWSgSwD1EbiCIRIswl2wcy2iODKz/KAKKgCIQJQJKBKIETC9XBBQBRSAQAq4KTIsWLWQVOdA1gY4hJ2KlGwJx3XXXhU0edmOQb4CjG0ujcy4SmAkTJpjCl5Q0dzzwvG0clsVs2bTOduZdaFq1auWrbrRz5055NN2Fk2Mn/vpTKhGRgxDKcuTKY2rVbSLb+O+/EiLQ+bYHxbFnjMO2O/CunVsNvQqmT/gu4FCQiXkzfk50jqgCTduQYOHQkxBNNIQNe/fddyXywf55VuqT0Trzt9xyi8h9IEyNGjXiVEij6hDkASNSBEkpVqxYyHv0pCKgCCgCqYGAEoHUQFmfoQgoAmc9Auj6kdWQKBqpEQGYMWOG3ONfcz7cGDiTobTy4e73P3/s2DEzatQos2TJElt2s5S584EXfCv0P40eIt2Sb7zxRt9tyJiwPBHq8H03+u0c2J/QfCtfhBV+uH3XzoSk7Dx5L5bRzrf9AohMsBUvVV6IAJKjWnWbmkz2NylkIwDLFs0WkgBpwJDrIM0BdxKky5cvL8eJsnzzzbeyzz/In5yRgHzCnid3AtJE0ne4ykaQNSIArsIT92Lcq6YIKAKKQFojoEQgrX8Bfb4ioAikewTQpFOyMljZ0EAvSJUZVt6REEVLAhgPfXqkjcsCPd+NARGZOHGiITJBSUyc6bse7G2lM1nltv17d4nOngZZ3mpCSIOyZM0u8p1g40dyfNeOLVLhh07DkRpzwnLlzX/GLQf2JZzLnjO36dj1bt/52lc2E+3/OisvghSQe0BFJKoxIfGh4hOr9J999pmvuRg3I+eBACBRIjoyYexwSR4mdwAJVzhDXkTU4YILLpBLKT+K0TtCTRFQBBSBtEZAiUBa/wL6fEVAEUj3CFClBmexatWqEb0LK9DIgXAGkyIRYTWeMSghioPJ6jY16tmyZMkiunVKX7IF6lNAJZwhQ4bYxORfRJaD01+5Rj2zdMEMqRDkSAAvs33rr/JObkXbvSCr3HnyRVaVx90T6HObrb6DRZNrcMTKgGgQdv75Cc61d9z90tTMRiryJUQLvOdIBCZHgC2DzbFAJsTKPr8bOR4QMyIANHnbs2ePSK/4XVtc28U0a93J9j740yycPdkQxcifP3/YPA6ejYSqZMmSMg1kR/x2LrHZOzfdVwQUAUUgLRBQIpAWqOszFQFF4KxCAKcea9++fUTvhdNJoqhzECO6yXMRq/ElbC8BatgTjXAbUQmcTaoO0b8A+RCOLGQBGREbx8aMGSNyFYa8rtu9pmadxmbThjWWCEw/w4E+dGCvPJkEaK/ttc8pfWkV76Ek7aPrx/IViKz5F9cet8nBJDIHMhctKFw0wfkOdA3H6jdtK0QAx5yVfcqA0jgNvDDkRg2aX2vqNmxtcuXJJ8dW/TJfSAAVgIgkhDN+D/B2ZUOpwoQ1bdo03K16XhFQBBSBVEFAiUCqwKwPUQQUgbMZAVZ9WYmPZHWfFWfq0iO1SapR3Qdn1DUYCzUOhAD9PxvlQZHBQCSmTJkiBCKDySAlNbduWivD0Oxr49oVJluOnLLqznfMKwsiGnHMOrm5A6y6y8VR/OMc98yZs5pP3nvJNijLbnsT1BJHvIQtXUrDMq/hqJ+yjcvy5D9zxZ/r3HgkO4ey323DMwxcevS42zb4OmQqVb3c1LCkKEuW7JInQdUiZzRF+2boR1Jq9NVXX3WHQ35CMvidMH732bNny/3J+e1DPlBPKgKKgCIQJQJKBKIETC9XBBQBRcCLADIbVuBpGhWJUZUHbX9y9P1EACAekRjRADbkKK6h2Z133ikkADLgVrsP7Nsjw82cPNaweY1SpZTJdIYsCDvx5x9m57ZNhoo+5Au48pjuukg+qeSDfTHgDbPnt22yv3jeNPnkH56dKdMFJnPWbCaH1f1nzZ5DVu2PWyJy5NBBkz1nLt+17Bzcv1fmEUgaxPkdVupEKdS1K5fwVaQ6l5Qoazp262kqWAISzL4dNsAc//2oufnmmyP67fyThIcPHy7lXmkwFq40bLA56HFFQBFQBGKNgBKBWCOq4ykCisA5hYDrYlu/fv2I3pvoAfry5BjEI1y1mnDj+/cBcM5p79697er4YSlzSalLSl/6JzPzfGyWrcPPhlHOlATdHDltgy9LDORT9hMf8+YfcN8fx4/x4SMBdAM+aDX4xUuXNzjoB6zmn1V+tq2nZUpcv3rFQvOfJ243Ge1zL7+yuWlz/a1W+nShXE/UwJu/cNJGEOZOH2+mjP/Wkof9PvkP41StVd90ueMRdoPa5o1rpJka8qhI5V+QJcgXJAwbPXq0fHbu3Fk+9R9FQBFQBOIBASUC8fAr6BwUAUUg3SKwatUqWeG95pprInoHqtNUr15dkn0DJfJGMgi6c69UJ5J7vNcg7aGaTYYMGW2TrQT9O4421W1oaBbO6JhMh1+cXbops5GbAHGgedbmDSvNUZuE6/T23vEo5+nIQvYcueWaYiUvNR273C3VetjnvkDRBToNT5/4vfl5zFfmsup1ZP7LF882c6b/ZObOGC+Vjv6w1ZS4N1v2XOL8z5n2k9m5fZNvLhCMjPa9f12/UqZVp2FL7/QC7v/w7Rcy5jPPPBPwfKCD27dv93WGXrNmjeCCTMjlCwS6R48pAoqAIpDaCCgRSG3E9XmKgCJw1iBAzXmcX1Z+I3Hqf/nlFyn7CXlgH904CbysGlP5x1X/QfbjNlf9x63Yo/PPZBtbsSXVkK2wqp8rT15ZyWecfXuii1TQAI0tmPEM5go+jiA4wgBpgDCssw46hhaf6kT0JKAiT85ceQMSAa4jPwBr0qKjKVqijEG7v8ySgSXzZ9iE51Vyzt5sXn78Dqv/T8gDIFJRvXZDU9M2JCtYuJj5/KM+Mn4GW0WoVNlKCfcE+Zdyo7/aJmXkfzhpVZBLfYeJqPD+zun/+OOP5VyHDh181+iOIqAIKALxgEDS/58kHmavc1AEFAFFIA0RmDVrljjzkeQHkBswZ84c06ZNG1+/AYgElWXY0P3TG4ANhxlHnY3VfzYcfwgDDibkIDnG/fnzFzAZz0/IM2AFnhyBcmVLJWfYRPciFcIRds5wopOnv9Bcq2/ffgZnm81ZJlsW9IEnXzcXFzqTaOzd85s48RcXSejMmy1HLlO3UWtTu15zM/qrj828mROMXf4XElDRJv82sNWBSpatmIhYbNu8Xh6Vw94bzn767ku598knnwx3qe+8N0mYZGQqEkEUyQ9QUwQUAUUgnhBQIhBPv4bORRFQBNIVAnPnzpX5tmvXLuS8kdBMmzZNKgV5m47h3CPHYQtlRA4gCtS8pwFY6dKlQ10e0bm9+/aaYiXLm79swu/vNgkWHb2rcBPRADG4KCFP4X/m5rufsDkAv5kd2zabNSsWmWO2UtEJW+0okO0XIpDRRlIS9xCY/OPIBBJgb0J+1MmWRa1+eaMzhiA5mYRiegrkL1jkjPPeA8xl66Z1BilUJBWauBdyB5GrU6eODNW3b1+RJTVu3Fi+6z+KgCKgCMQTAkoE4unX0LkoAopAukKAMqA486F09awOEzm44oorIpaW+IOALIjk4JUrVwppKFOmjP8lUX2XkqI2CrFq2QLz7ENdfE41q/hLliwR0kHXXSoiZbflRnPaDbKCBIr+B25zx5hbIE1/uEkx/kUXZZGyne7avm8+LUTAm+zrzvG510qYLvJUMNpnicH3IwbKuzAHohtd7vh3ojG99/+2c4t8/fvvU5YIXeo9dcb+rCnjaC1sevbseca5YAdIBgcfJ92aOnWq5JBcd911wW7R44qAIqAIpBkCSgTSDHp9sCKgCKRnBNC4s0IfSiePUwgJqFmzZpKbhzmM6HS7du1a06pVK3coyZ9IjF544QVD4jLvwQr2xo0bTY0aNcSJhRB8/PEAW8s/sy3XmdccsJ18t2zdZiv8/B7wmQlEJbvtUZBdkpgdQeBinGKIC8nNbF7SsGHDBlthKHeiMQ8f2Cc9BChH6m/Hfz8mcyhQqKghcZgowNQJo83fVi6FueRkcg2C2e6d23yncuUJXr2JSkGrly+SikmR9IdgUJ5PkjCN3rChQ4eKrAtcHTGQE/qPIqAIKAJxgoASgTj5IXQaioAikL4QmDhxokz48ssvDzhxqvL88MMP5sorr0w2CeABEApWvClXStUfEoup7e//6Y7hdNOrwCUZ+0+ySpUqhg2DZMycOVMcdnfd0aNHRHff4aYe7pA5aXMVjhyGAB0yRy05OGITdRM2u29r+nNux297zBpLWLiW1XTrHfvuZ4f5ZM2azc4tmxCpCzNnN4cO7pMEYc4fO3bkjO7GHMeQD2GUFO3z3L22MtEh+V6xyuXm4sKXCDHgQLAeApxzDcfYz5c/odkX+/7mcgMee+wx/1NBv5MEDclyPSK++eYbubZbt25B79ETioAioAikJQJKBNISfX22IqAIpFsEli5NSG4NVFcex3qKbdaFLrxUqeQn4BJ5IEega9eughfSHjaSjElGJcGY89T8R3dPcjFkAb06VYkcWYAksLmKRKzOszEO1zjjO0nJ2bLndIfkE+09df7ZwhnRgxf+/S9zaaXqprat84/TfvTIwdOf7B+yHGGH2bNruxk36nNbPrSHVA8iNyCYI7939055LNfwjs6uanuj2bYpIQGYOXs7Artr3OfKpfOEjJB3cUnJsu5wos8Na5ebDWuWmRIlSoSM+CS6yX4hGuB6LsyfP1/6MRQvXlwkVf7XRvvdSa/49G6Mw3eiOGqKgCKgCESLgBKBaBHT6xUBRUARsAiw4s/Kr39zMJxvVu/JG4gFCQBsnHv0+c5YdWbDiQ9lOLuUsmSDMLBBKiAqVCSCTOBQ8+kcWMaDUGDU4k+q/fHH7yKVKXxJKVO5Rt0zhkHa89zDCcRmyfxpZuUv80yv3h/YKky27GYAokE/gHHfDP5nHBtpaN2+m40m7LfVhYqZ5Yvn2HMZTP6Li/xzjd8eicKUJwU7AhVEM/yfxbEvP3lLnOtoKgVBxMDX/T0MGDBAnn7bbbf5IgSBHPhQxxjAnfd7lTO+8huqKQKKgCIQLQJKBKJFTK9XBBSBRAj8+uuv4pA6B8h7khVSnNVwza9wShkHZ9TJKrzjoGVHY+2tuMN5nC9WvNkw9O4k8DrJixy0/+CgkZjqtNvueFI/6QOAA12xYsUzhmAlmHcIdO6MiyM8wAp9OKc/0FDIcNDrs4Uyypp6JUTgiOWw9feTar9t3yy3BhsDh9tr//vf32aH7SWAeSMO6O7HfD3IzJg0xnu5adrqOtO4ZUffsbIVqpqJ4742eQsU9B3z39n92zY5xN8jZOi1Z+42hS8paSpXrysNygoULCqJx/QmaNu2rc+p9x8n0Pdt27bJ3yc4QhIpFwt5c9WDuId3cXkMbj/Q90DHvPe7e73HiAhAcNQUAUVAEYgGASUC0aCl1yoCioAPARydp556ShxUVqypkf7EE0+Iw07y6dNPPy0rzTjr5cqVM71795bVTd8Ap3dorPXcc89JRR3GvOqqq8wDDzwgZ3Hg2WcMnFOe8fzzz8szqEG/bt06Ode6dWtx8hcsWGBefPFF06tXL3Pttdf6HsV1zJVKOLGwKVb2gzVr1kw+3T+QGaoExSKh143JJ++PnCelDJy9pUOJIGDDB79nmtoqPY2uah/1o5H8YNlz5gl6b8Jqd0ZTsEhxc13Xe8y61QlyK7dKjzxp2KfvmKULZlhJU1bTrcfjtmvxKmkcdnmDFonGXTBrkv3+P5M3hO7f5Qfwd8RGMi9J0j9ZAkJOQI5ceQxRA4gTK/mRGlEW/uZr1aolt3z44Yfyyd8B/204xz7S8ZJyXSQN7ZIyrt6jCCgCZzcCSgTO7t9X304RSDEE+vfvL47w7bffLg4/5RHnzZsnybEkSdKF9dlnnxWtOcmSrDrXrZtYIoJ05ZVXXjHdu3eXGvs4VJ07d5bV2JIlSxqeQc38xx9/XCQtDz30kJkwYYI42pS5xOFHivP+++/7VvtZGeU75Tojrf0eLUhU7+E5TZs29d1K1GL27NlyLLkNv3yDnt5B70/1nZQycgxy2BKhzpA1kfswevRos2vHFjmMlOfX9StNlmw5zF92f9HcKYbKPjT0QpePjCh7jpy2yhD7Oc3e3QmJvcEiAvkKFDJPvNxfKv64nICZk8fKs4gIkGz8xcevS1nQizJnMd0feckULlrClCl3mZtmos8llixgoRKAHRGAmFatWlU27uFvE5LI78pv16lTJw5HZPz90TDs0ksvlRV5uijz3wFRqhYtWqQKCYhoonqRIqAIKAIBEFAiEAAUPaQIKALhEbj55pt9dfGRQ5BsioQFY1XcadpxmOkuy2q/PxFYvHixSGyuvvpquQ9JzbBhw6QLKweoZEMkgTFYpWWFdfLkyfLJ9+nTp4sMo3z58nI//5CcSbnHV1991bz1VoLW23fSbwddNWTEGSvQTpPNJ+b/HRnToUOHTIECBSQywWr9woULDaVCGzdubAoWDC5Ncc+J9hMikJIRAd7JK9+CFEDIvv32W3PQlvNcPG+amWmlOVtPd+SNZP4Z7N8EFowIcC5X7nx8+IyeAFg2Syg+7ftf6TZMgvJzr39q/waC/98VTdFOnkjQyOfMHZww7bRyJf5W/cuBIt9xEp6xY8dGVeWJaBN/3/nyJbzLf/7zH3H+vREp3wvqjiKgCCgCcYZA8P9ljbOJ6nQUAUUgvhBwzjeOOc4T9fTr168vk6S6zUsvvWT69OkjiapII1q2bHnGC+A8c1+/fv3Mjz/+KGTizjvvFHkQK63ouL2r+jjfSDAwrkOPf9lllxk3F/eARx55xEBUvvvuOxOq6y8RBZ7r7LXXXpOVcPc90OeoUaPE0SMPgQgABIfoB2QmKTr+QM/wPwZhSamxwZnNPzcDUgT5oHoOG8ZKOmSMZGLONWnSREgR3yFHbG5/0aJFBt189hyR5xlQRjRTpvPNkAFvmk3rV8kzi5UsF5IEcBFkDgefz+w2QhHI0P3TKZgVfy/p8V6LU897V6hQwXs46D4do4li0ScCo+EbG1i2adMm6H16QhFQBBSBeEFAiUC8/BI6D0UgnSJAQjDOEw4Rjj1SHuqpk0zLSjMr5pwnWuCiBO5VuQ6JD6v4kAEce1byWZ3lXgiEV2ZD6UsXdWClPlgNf54DGUB2hEQomDVv3jzR6jArxbxHoGRMp/N2/QN4Bu8GAfDKaoI9KznHIQIp9QxyL7ylQ908wXrQoEHyW+LcE5VAMkR0xmtIlgLJliAFe/ftN6zoBzIc81XLF4qUp2TZhKTr320PgZMnTwgJKF6qnOnWvZedW+ZAtyc6hnSIiMH//nfC5PSLMrgLN/+6Vn5XVu4DJU/zfuSrhPp7cWPxyfUQByRGDpP//ve/cglyOTVFQBFQBNIDAkoE0sOvpHNUBOIYAfT/bG+88YahZCLONyvr99xzj6zsM/V33nnH9O3b1zhHyb0Oq9xUOuFanFEqtdCEiygDCcAYiaxOFsO+k2C4MYJ9slrNOBCLW265JeBlPM9rOMWOaHiPe/dZ5WZFmURhCExKG2QDRzOlOtNCfIIlmqJzR+qUFLkTCcf0Enj+kW4SFWClnnwCPokSbPl1jS0ZOl/ge+jpt+T4idPynlKXXma6PxQ4uTwY3hDPnLnz+Jxy/+sK2fwCDA0/f6s4/CT3QngwEs0hNER3IjEqR0EcXaSGv32iVfxNVKtWLZIh9BpFQBFQBNIcASUCaf4T6AQUgfSHAFISVotJqnSr/CRLDhkyRKr7IOmpXr2678VwjN59913fd7eDg4kj5l2RxunHicQJRXtNvoErTcq+t7qNGyfY58MPPywSIZJeY2FUBSJSQX+A1CABzBnyk1IkgPEhAo5o8T1Wxt8GjjLRBDZI1q/rttpGYgkRF+9ztm/daLsCW8mVlfaUurSS6fHwi97TYfdJLCalI2++4PkZOW1FICIHvC99Htj4G6NXAGVpKfl5zTXXhH0WF6xfv14IB7I2DHnYyJEj5dijjz4qx/QfRUARUATSAwJKBNLDr6RzVATiDAEcU+r1Dx482Nx///2iDf/+++9FqgMxwAFEn49EghXtMWPG+Gr7852uvDVq1JDrkfig00d7vmHDBkMC8V133SVvTFTgyy+/FMcbR5LKLjj3kZqTCFGe1F8DH+kY3uuIMGANGzb0Hk7RfSIUKVkfnvG98qtYvQw6+0Bae2RiyIZeeOEFySHgeSMGvy+PrVKznul657+jnsLuXdts4VATtCMxAyIdqnF5IzNr6g+maq36hr4Do77sZ0juJfehY8eOQSMj3glBGJC0ubwASPG///1vkR2RG+MiBN57dF8RUAQUgXhFIKGsQ7zOTuelCCgCcYsAzjo5ATfeeKNEBlipR+KDUcufWvuUFKUMJc6f6w1AguVjjz0mzhQrsjhiAwcONDfccIOQigcffFAcM8bp0qWLaLF5Rs+ePUWOE6mGm/sxJEJssbDVq1dLFSEnW4rFmOHGgHB5E6bDXR/teYhZLEhSpM9F5kSkh6o6lJeFNGL0KkgKCeDedSuX0q0rUSMyjvtb7XrN5RBJybWvbGYeff496UqMzCcSMgRpIhpAgrqL0lDaluMkj8fq78x/3vpdEVAEFIGUQkAjAimFrI6rCJzlCCCLQH+P1ALnzisvIWGYaAF6bFazvaukJUqUkLKfDh66/Q4fPlyIASv4VH9xRoIs+QWsIOOoOefLnff/pBkZm79BTJJrVKThfZhjME19cp/hfz9JwjSkilSy4n9/JN/5/VKTCLg58W4kh9N/4Yr6LczVHW92p6L+3GzzDTDXjyDYANJFuMaVZuXSebYs6l4DIdize4dEnPwrT/mPQQ7C8uXLTdmyZX2k4YMPPpAeAuSMRBOp8h9bvysCioAikFYIKBFIK+T1uYrAWYJAKCeSld9ILVDlGXdvsHKP7nxqfOK0EtlARpISxtg4x+RLODLE6jMYRrJanZQ5kXOBNCslIw7B5rVp0ybDSjxWpkKVYJdFdJxmZxiNyMIZ/QZOnTpp5s342Uz7ebTJkvkiE07XT8UoyoJSvpYN++KLLwxyOKJayJzUFAFFQBFIjwgoEUiPv5rOWRFQBFIdAfIasGAlS5M6ISINlFDFKSaygmMOEcDBJGmaZGoSW/kk6gIpIMLCFi5CEm5OPJckb0c8wl0fq/NEeCjDioNd/fKGpopdpY/WwO2D1x6XcqP79+2W2/PkC08EsmTNJtdOHPe1lGTt0+c1n3MfbA6QQAga3a4xclogAvxe5J8EKkcabCw9rggoAopAPCGgRCCefg2diyKgCMQtAiSH0kAMBzZWOQJUV5ozZ4449ORSuJV/dPtUC+JZVCjC+E6SKvXriRywQQQgDDipyJUgC17CQLTGK8vygkulG8YIlNDrvS4l9nkPSAAJvC2u7RL1I44dPWy+GvSO2bZlg1SU+ttGUxgrR87QEagVS+aadat/kedly5bV/o6tJOISagLgxHxpiAdJo3IUFbDYf+qppyIuNxrqGXpOEVAEFIG0QkCJQFohr89VBBSBdIUARAAnm4RhkkODOdiRvBSVZui8iz4ebTrJp15j5Z+N/Ao06cGaiUEOmAufkAc2SnWSxE2ZUxx9JEeQBcZi/hiSII6zkk39fJ4FaYCI8KyUrFLE85kH/SCou7/XavTzRCDp4T5nW2xzsLUrF8tXqv3Qe+L3PyghamuI+tkR27hs49rlZtqE78y2zQllP+k6DfGaOnWqkC3ySgJFRahiBQmgZwTnwRMZEdEIEuMdSfN7pH5VBBQBRSDdIKBEIN38VDpRRUARSGsErrzySnEcP/30U3PfffclaTo44fPmzRPnm5KpoQgFq+aBHFT3YBx3F0Vwx/w/cVqRGEEYIArHjx+XezZu3GjKlCkjx3DIaZTmog041JABF2Vwn5AECAMb5CKpBgmB4PDcb77sbxq1aG/qNGgZ8XC8k7P+/fuLRKd0ucrukNm1c5uZOWmMWbtqiTlwWjaUIUNGKflJ9SrmjzVo0MD8/PPPQgi8FX/Afc2aNYINZW6JvEDe7rzzTiFdVK5q166dJHJzrZoioAgoAukVgQz2f8T0f8XS66+n81YEFIGYIkCvApzhYIYjDQEgsRmNeDTGajIEgCpAlStXjijp+JtvvpGSlLHWoJPkStIz+QGBjPeEOHijDeCC4w5J4JM5QRaQJbloAyv9bI6gQHICRRdwslesWGEoJYv8KWu2HObpVz8JNJWgx/bv3WXYfh4zzGzasMpc0aCF6djlbrNwzmQhFyQEV6xYyUqfykulp3r16vkIgHdQfpfx48fLb1q3bl1Z7Wdu/F8jkRqIGBEXytfy29FIjs7EkAm+x8v/hULWqGilpggoAopANAhoRCAatPRaRUAROKcRQEJDN2SkN2jFXfJoOFDQmS9cuFCc56uvvlqiAeHu4TxONuU9Y0kEkLvgvAYjATzXSZNchRyOee3jjz82TZs2lUNeWRL7lFh1kQWcbBxpl8fgchmQL+G47tq1WyRKRAiiNUqFsv22Y6sQgZy585nvhn9iZk4eK79Lr1695LcKNy5EhXeBDPAbQXQgM0i22IcU0H2YdylatKhUCHLOP+fdfrjn6HlFQBFQBOIRASUC8fir6JwUAUUgbhEgaRRp0CeffCLN0EJNFId47ty5soKOxCRS4uDGRALDqjk9G2JlOLbJTRDGocd5p+woWv9QBgaQGaIMEAWkSTjPkAFKcubMnddcXu/M3g+hxvSe27Vzi3ydbkuBHj9+TPaROdHjAtJGlSdHWrz3efchPs2bN5dqQGDNb4VRrYmGd/wOdJO+7bbb5Lhz/iECaoqAIqAIpGcElAik519P564IKAKpjkCjRo3M0KFDzbJly0I+mx4AlBzNnz+/adu2bUCJTMgB7EmSUWfMmCFa/lj0UmBOGPr85Fiw5OVAY7Lyz+ZvkIORI0eaWnWbmubX3OB/Oux39P9rVyw2C2ZNkmshAYWKlpBypLttjsC+Pb+ZhTYhm87M6P9DOe2QFH5PnH0XBfnqq6+E8DH4v/71r0RkQolA2J9HL1AEFIF0goASgXTyQ+k0FQFFIH4QYEWdGvxo7XHyvYaDSy4ACboklSInSapVrFhRognDhg0zN9xwQ7IlQswrFn0QkPokRc7jxYGyqVgkTcC897FPA7GB770kkQWXTJ0te07zwJOvm79P/W32Sf7Ab2bM14NExkWCME7+9ddf7z+U/E50DIZ0ORLwyiuvSAIxY3Nv1apVz7hPDygCioAicDYgoETgbPgV9R0UAUUgVRHAoYQIfPvtt4mIAKvPONuFCxc2RA6S2/CLl8KBpWLNL7/8IvvJeVEaYJUoUSI5Q8i9J06cCJlUHe4BNE/r27evXJY3f8Fwl59xnkpArMoj00IGhNypY9e7zZSfvjE/ffelXf3PaM8nVBbKliOX2b59u/npp5/OIALkMzAX8gFIAAfnBx980JBHQRSDZmGFChU64/kaETgDEj2gCCgC6RQBJQLp9IfTaSsCikDaIYCjnydPHqnHjzPJPpV0IAdUyqlTp05IKUq0M4dQJFcahPyFFe5YkBM082j8k2JEEnr37i23tmzX1ZQsUzHqYQ7s3yP31K5dW1b8+fLFx2+Y8zKeJ4m+1atXF0d+0qRJ5tiRw3Jtt27d5NP9Q+4FUikqA4Et73P33XfLJ6TgxRdfDJrUrUTAoaifioAikN4RUCKQ3n9Bnb8ioAikCQL169c33333nRkwYIBEBSAERAFoFEZFoVg2myLhNtDKdDQvvmvXLmkyFs09wa5FQkPpzKQYUYls2WwfgguzmIbNr00SYXK9AZgHjnyxYsWkWhHJveVsPwGafmFVqlSxeQijTOPGjezWWI7xD1EEojdIfih1StMwEoGpDERZ1SeeeMJ3baAdJQKBUNFjyF7CeQAAQABJREFUioAikB4RUCKQHn81nbMioAikOQLkBowbN06kQNSWdzXcaVJFpSAq6oRr9hXpS9AlOLljkXRMxZ5YGM73qFGjxHEO1Ccg3DNKlixh1m/cZKMTSWtK5iIC5GMQ5eC3ICmbMq3eUqvIqti8BkkjGuCiBk4OBAmAyN16663ey0Puh0pADnmjnlQEFAFFIE4QyBgn89BpKAKKgCKQrhBAYoPenqZbrEyT2Lt27VrpclukSBGRDcXqhXBSk0MEkPKwEk99/FgYzjZdiam7nxRjBf/QgX2+cp/RjnFgX4I06Omnn5YIjJNNQcjcvv+YrOLTyIzIDeVByQFw3YKRdRHBiZQEuIiA/zP0uyKgCCgC6Q0BJQLp7RfT+SoCikDcINCxY0eZCx2Acf5JoqVWPjkDOJyxMJx4xqWTbVKN5FeIRHLIhP+za9asKfKaQ4cO+Z8K+x0igP22PaEHQNgb/C7Y/ds2aVKGM4/jHy4qAYYkFCOxqlatmtwLubrjjjtE4kTvgGeffdbvKcG/OiKgEYHgGOkZRUARSB8IKBFIH7+TzlIRUATiEAHKiJIcjKONs46Of8+ePeJwr1692pfImpypuyRfSlyyOWkLxyO1jRs3yoo3zi9OcSwMUgH5QZcfrbFyj+3akTQicNAmC9PUjO7I4QiSq7iEhKhy5coSGSGKQ04AeRPMhcTgaEyJQDRo6bWKgCIQzwhojkA8/zo6N0VAEYh7BFgZnzp1qvn8889Fqw4RwOns3LmzHMPhRJaTVEO2grafhFaMRFdyBpxTT01/VsRZHcc5Rv5Dp1wcdT45T0+DZs2ayQo+lXJwoGNhdevWNUOGDJHynJCCSI2qS9jShTPNqb9PWV1/XpM7XwGTN19Bc+FFmc1vliAcPrRfvufKk8/il/j/qq5s1NrMnz1JSqqCdTADI8quEjVwTdS2bNkivQGIDiBvQl6UVNOIQFKR0/sUAUUgXhBI/L+u8TIrnYcioAgoAukEgU6dOpnp06ebiRMnmhtvvNE4qQxOOfXpcUaTo83nfiINdMf1N1a7Wd1mQ5JElAAHl4o+kAU2EmppbEZOA5IcogOxIgI44TRMIznayaT85xjoO8SlRYsWZvz48Wbj2uW+SyBMrdr/y0yf+J05fDBBWpXJEpkON/UwhYuWNBnt+dx58psqNeuZGZPHSIIwBCeQQZ7o7Ax2LgJBjwdKl1LC9MorrzR33XVXoFvDHnMRgbAX6gWKgCKgCMQ5AkoE4vwH0ukpAopAfCOANAhnk6ZVlKT0Gudw0JNDBHDug92Pc0/irrdSjvf5/vto4UlojqVRopNmXdEaNfshN5s2bTIFCxaU5mw47mNHfipD1apVy+TLl8/8+OOPZsTg933DQz6IGmSwRyj/SbQDsuTNE4AYEQkoWbKk/DbcPGLECPPJJ5/IONddd51p06aN7CflH0cENCKQFPT0HkVAEYgnBJQIxNOvoXNRBBSBdIlAq1atxMn87LPPEq3cQw4oa5kcgwgg8YmFIRciihBLo/kWTjgNuSIlJO751OxnwyZMmOAOmx49eph69epJ/kWHDh0k1wI9P1V/aBL2x/HfJbkXuQ/RiDFjxkjPAKQ+zIPEYMaFSEAUyAEgvwIS0bNnT6ka5HtYEnaUCCQBNL1FEVAE4hIBJQJx+bPopBQBRSA9IUBzMbTyK1eulDKiznlnBZ78AZzZYKv64d4TiYvrURDu2nDniSDEKlnY+yyqJJG7EC0R8I5BNZ8cOXIY8geuuuoqcdo5D5FyZIrnQAS6du0q1X8437RpU4Pun0Zu5D+QPFypUiWZC8Rs2LBh8s4cJx+A/g6xMo0IxApJHUcRUATSCgElAmmFvD5XEVAEzioE6COAM4o+f8GCBdLxlio1OIscQ6aSFEPzj8QoVsZ8IAOhkmyjfRYr70Q/aDSWVGOVnWZs5FUEM5qAvfbaa77EX3cduQ+8DzkAkDJyI0jWJjrA8WuuucaQyxFLc1GBWI6pYykCioAikNoIBC+3kNoz0ecpAoqAIpCOEaA6EJV7Jk+ebKj0g1yFXgI48slxGnFqw5XIjAY2EmVjHRVglT25fROIohARCGU49a76j/c68gwgIjj8yKjoDwAJKF26tHn77bdjTgJ4Nr+pRgS8v4LuKwKKQHpEQIlAevzVdM6KgCIQdwiwav/YY49JqVCSUtGrk5iLPMhVEop20jjs9CeIVUSASAVjxTIawDshOSJhNzkG4UH6E43hjIMxxItoAZWaRo0aJeQLedAzzzwTllxE8zzvtUoEvGjoviKgCKRXBJQIpNdfTuetCCgCcYcA8p9bb71VVtz79OkjEQJIADp/kloXL14spSsjnTgVh3Cy2ZJjJAjT/XjVqlVStjPWRACNfnLyGIgGYERUojFyMriX/AJXNWj06NEyBL9DSptGBFIaYR1fEVAEUhoBJQIpjbCOrwgoAucUAlS7IdkVSdCbb75p6DBco0YNQxdimoL5lxgNBQ49AJyDG+q6UOcYY9y4cbIyzoo7JTpjbTt27JD3S+q4yHiSQgLoskz5UkeUhg8fLp2dSS4mbyElLTlyr5Scl46tCCgCikA0CCgRiAYtvVYRUAQUgQgQuOmmm6R6EJIVmmbh5KJ/Z+V61qxZZtq0aWbOnDlm/vz5sqIdbEjq4UfrIHvHQjfP82n6ReOtxo0bS3UfHOhobN26dUHzCnDiKe0J4SGCkRSjxGc0JVLJCYBoXX311T6ZE4nCAwcOlO8PPfRQUqYR1T0qDYoKLr1YEVAE4hSB816wFqdz02kpAoqAIpCqCOBcxqrOPpGBGTNmSBIrK+Z8x9mlkhB5A6xY8zyc4GCr10huMKriRGvIgKhiVLNmTSEl3E90gTHp4EuCbyTSFkgLEpzNmzdLSU7/fAUad0FyKB26cOFCSaItUKCAfPbu/aL5/vvvpWIS/QaCGcSEOYGLvyH9eeONN6RpGb0AyJsgygGpcpEAoiy9evWSZ95///0x65zsPxfvd8rBgh+yr3gwsEhqidp4mL/OQRFQBNIGASUCaYO7PlURUATiEIFYEgFej1KWEydOlPr2rOxTYhTDgTz//PNNzpw5JdkVRzrQyj8r8TQBo3NxNIb8h8RgJEpFihTx3QoxwIlu2LBhRCSAlX4IRfv27WUMHH0iAJAIHHeM3AfIxqWXXiqEBmd9w4YNEiGg4/CRI0dts7Cf5T7kUYGkTiT8kmMAgfA3chuIahw99rtZb/EgKZnqQOCCEYXo3r27HKdjcKNGjfyHSJHvON3kWrj8hhR5SBSDKhGIAiy9VBFQBHwIqDTIB4XuKAKKgCIQWwSIADz77LPiMA4YMECcc+8TIAPU3sdxP3DggPeURCZ2795tSpUqleh4uC847iQlUzffNeLiHuQ0OOh169YNN4TvPI4/HXohKVThQYoDWaI0Kqv4bLyDew6OPE460YEvv/zSFCxczDzxcj9T7fKGsqLPav306dN947sdnOlApUM5TkShROnypl6TNnI5pVQhUM7uvfdeccYvv/xy06ZNwjXunH4qAoqAIqAIhEZAiUBofPSsIqAIKALJQoAV+XvuuUfGQIm5c+fOROPhNNeuXdvMnj3brFmzxqfFR3KDgx1Nt14kSCtWrBCH2F/CQ51/cg5obhaJsUqPTAoC4AxiQydfIgBLliwRYuMvW2KV/Oeff5YV+o5d7zE5cuYxnW990HR/qLc5/8IsUte/d+/eieYBufA69+553333naz4X9Wmszl0cJ8cvuKKK9xp8/jjj0t+AnNwGPtOpvCO5gikMMA6vCKgCKQKAkoEUgVmfYgioAicywjUqlXLtGvXThxrVsX9a+7jYDdv3lw07iS9UnIUCU80dfWRyEAmqKcfKOeAykWs6CM3+uGHH0I2ACM6QTQAKVOgUqPFixc3bdu2lWhB1apVE/20SJKIcFzRoIUpXqqc71zpcpXNQ8+8bXDql1uy8uCDDwqZgGyAh7dpGiQEokE0oNSll5nzL7jQzJ85QZKdWfnH+vbtK8/hPqIuqW1KBFIbcX2eIqAIpAQCSgRSAlUdUxFQBBQBPwTQ2ZPgyqp8z549/c4mJPKWL19eGpGxqo8syH9V/4ybTh8ggXbq1KmSbEs33WCGth/5TMGCBSV3gapF/snRkAB0+ZAAmqIFMzTplO70Gs3PPvzwQ5Mte07Tuv2/vKdkP1Om803za24w/+r+mDRKIwcBYkLUwxEOGos9/fTT5sUXX5RE3BZtbzKjhw2QRFi6N2MQGfoFIEviOpc0LCdT6R8lAqkEtD5GEVAEUhQBJQIpCq8OrggoAorAPwiwCo4TTpUb5DGBjNV8Vr2JEoSqtOO998cffxRHmshDOMPhJmrQokULyUtA779t2za5DYkOCb5NmjQx/iv94cblPE45ycSVqtcxmbMkJPMGum//vt1yGKJBToOXUJDLcOrUKTlfutxlZu+uHWb7lg2mc+fOEjWAJL377ruS7Iw0KBrpVKC5JOdYJFWXkjO+3qsIKAKKQEojoEQgpRHW8RUBRUAR8CDw/PPPi5OPjOeLL77wnPlnlxVuCEGgCjv/XGVkNf/rr78WHT3afbeq7r0m2D6afMgAK/9U/iGiQLlTogZ0SI7WKC+KU4/NnfaTeeflf5vDhxInQLsxN29YbVfzLxD5E4THW9lo8uTJchlOdtNWncyPo7+QqknImvbs2WOeeOIJkVDdfvvtJlT0wz0rpT6JCKgpAoqAIpDeEVAikN5/QZ2/IqAIpCsEqMDz3HPPSflNiAANxgIZTn2oBl1U1CESgEPfsWPHsKQh0DM4RtlPKv1gGzduTJJzjVNMrf/zzstk7u31iqlSs57Zse1X88rT3c3474fK2N5/Nm9cbfMfcktytDfy8Pnnn5tJkybJpYUvKWlWr1hkjh45JOVBKVf62GMJkqJWrVpJaVbvmKm9r9Kg1EZcn6cIKAIpgYASgZRAVcdUBBQBRSAEAqy6P/DAA3LFf/7zH2ny5X85zbX8Kwy5a6j8AwmgXCe9AlxNf3c+2k/ICRIbavCTm0CibjT18UeOHCmN01pc20UShLve+W9zW8+nTfYcuczEcSPMf5+8y2zfulGmdfjgfnNw/15DPgRGjgCSJDotk5tAzgLRgEYtOpiZk8ZKXgVkgc7F4EElpRtvvFHuTct/XERA5UFp+SvosxUBRSC5CCgRSC6Cer8ioAgoAklAAF38DTfcIOVCyR3wX/3Hyccp9+9ci/wGCQ/3uwo6SXh8oltI2iXRl+gApUGRJdF8DL2+c3gT3eD5snfvXjNixAhTpFgpU79pQmSB0+Uvq2keff4906BZWysR2m/ee6WXGTrwbbNx/Uq5G9LRoUMHcfo/+OAD06dPH9+oxUuVNwtnT7ZSpwymR48ecvz999+Xz3ggAb6J2h0lAl40dF8RUATSGwJKBNLbL6bzVQQUgbMGgdatW5s6deqIs09jLK8hDSIqQGIxRmWgmTNnyso4TnSoij7eccLtswJPozFIAE4tW9GiRaW3ARWOqCxEAnAwe/PNN81Jm9zbqVtP67gndBt2115w4UWmTafbzP1P9DGFipQwS+ZPN18N+j85zfPIgahXr5658MIL3S3y/Mo1rzRrrCyIvACiJxCi9evXSxUliEo8WDiCFA9z1DkoAoqAIhAOASUC4RDS84qAIqAIpCACrHjTEItVeRJhvQYRQAZEVIBqPvQWgDy4Tr7ea5O6DwlgPP/OvjjndD2mszFRCJqd+ZcaRc/P8YbN2xk0/cGsSLHS5v4n+5hrrrtV8gggG5AaGqB1795dEpXdvfQbmD1lnMyHSkHYe++9J58Qg3gxRwQ0IhAvv4jOQxFQBJKCgBKBpKCm9ygCioAiEEMEaIhF0i/a/H79+vlGRruPo4l2Hg0/VX44FiuDWKDRx9kPZsiE6HxMhIJmZ1TuwSjxOXDgQKn+09DKf5yR3Dti8Ptm88Y17pB8Ei0oWry0jQwUF7nRkCFDDM3Vjtiog31JuSZDhoxyfu/unYaeAbwr+QM0NyN6AAmKF1MiEC+/hM5DEVAEkoPAebbl/QvJGUDvVQQUAUXgbEEAp9N/1Ts13g0nm069dNJduXKlaPSR/uCoI4tBRkPCbKxXn1n1532RH9G8zCvR8b4386OnAWSFykJEL8gNgETs37/PLFkw3VxSoqzJnSe/GTmkn1k0d4pZMHuSOXL4kClZpoLZtXOr+WZof/Pjt1+Yo4cPChE4/wKboJw7r7mifktTxkYBNqxZZrsIVzKrly80xWwkhEgBRv4Az2ncuHGifgPe+aXFPs3MICpEa5BtpbVRcjZz5sxpPQ19viKgCKQzBDLYVQ0thpzOfjSdriKgCKQMAnTVhQykhdFojIjAU089JY+n4RgJvBUqVLClNvOk6JRw7JEIsfpPdCBcp97t27eb6dOnS78BSMSXX35p7znfFCtVzmxcu1ycdv6vhd4ElBQ9dSqhEhDH8uYvaBpe1c7UrNNEogl//nFcyoz+YT/LV6phVi1bYF5//XVfGVMIEtGHvn37JrlEakqABwnInTu3ECJ+p7Q2N5+0noc+XxFQBNIXAioNSl+/l85WEVAEzlIEcJLLlSsnkhj2qaKDc5fSJAA4Sch1FYiQ/xCFCGU0AEO/T24BkQS+nzx5QkgAUYM77rjDdO3a1dStW9cOk7DWVNTmCXS7q5d59IX3TZ0GLYUE8IzpE783x38/ZgoXLSkkoH79+j4SMHToUCFDREPCNVcLNd+UOMdvhMU6SpMSc9UxFQFFQBEIhkCmYCf0uCKgCCgCikDqIYBjiVPZoEEDkd6MGzfOoNx85JFHTJMmTVJ8IkQBkCARmSABmJr9fA8lNyF6wPUQgm3btpnixYuL4/7JJ59IxICV/HKVqktPgNKXXnbGO/z1159m2oTRcvzEX3+INImOwc7oT4DdfPPN7lDcfCoRiJufQieiCCgCyUBAiUAywNNbFQFFQBGIFQKOCDBep06dJBJAQi0yGarrsMKeGkb1oFq1aoljTy8BVvupakSeQCDLkiWL9B6gxOjHH38sBIJrq9ZuYBpd1V6SfwPdx7GMNjmYDdv923Z5R5KisSlTphjKl0I23DE5ESf/KBGIkx9Cp6EIKALJQkCJQLLg05sVAUVAEYgNAl4iwIhNmzaVzsHvvvuu+fzzz8Uxf/zxx2PzsDCjEJmgdCkr/dTvp5cAsqVgDjkNzqh2RASgco0rTRtbJjRXnnxhnmLM2JGf2mTbY6ZSpUryrHbt2vnuGTRokOzHYzTAN0ndUQQUAUUgnSOgRCCd/4A6fUVAETh7EaCOP0nD//nPf8zkyZOldOcbb7yRai9MjgJzoEIQvQRIjmWF3qvXpx+AJPJemNncfv+z5pLiZSLSzU8cN8LMmvqDNFSjIhAlSp3eftmyZSKPorsycqN4NI0IxOOvonNSBBSBaBEIHOuNdhS9XhFQBBQBRSBZCPhHBNxghQoVMq+99pqsxi9fvlySiVO7shHVhEjYXbp0qUh2yB/AaHb27bffSgnNZld3MsVsCVHnzLv5+3/ynnOm/2TGfz/U1KhRw5AcTC6C975XXnlFbkstOZT/HCP5rkQgEpT0GkVAEYh3BDQiEO+/kM5PEVAEzgkEcCyD6fCpzEOuwIsvvig1/2+55RZZhU+NikKAT68BIhKszhMhIJkYEkDuwl9//WXOs4nGxUtXCPo7bd+ywXw16P9MERstWLFkrjlhk4TLly9vbrjhBhnbKzmiUtD+/ftNiRIl4qpvgP/LKRHwR0S/KwKKQHpEQCMC6fFX0zkrAorAWYmAd1Xc/wWp6gMRqFKlijl06JChug4dd1PD6BlA9aA6depIuVBW8ikTOmvWLCEm13W9R6IBgeZycP9eM+jD/0oy8OK5U2010b+FUFANiTKlpUuX9t32+++/GxKkweGBBx7wHdcdRUARUAQUgZRBQCMCKYOrjqoIKAKKQFQIuBXmcDc9/PDDZvDgwSLReeaZZySpuFevXuFuS/J5EoWPHTtmWrVq5RsDR53cAPIGmrTsKM3BfCf9dgb3f1W6CTNXmo81b97cUGmIPAAiDN5uxi+99JJECJo1ayb5CH5DxdVX93uFIm9xNWGdjCKgCCgCARDQiEAAUPSQIqAIKAKpjQCOZaROJZV0IAQk806cOFHKbqLfj7WtXLlSnHeSeb3dhidNmmS++eYbU7l6XdOyXeiypvkKFDa828aNGw1VgbJmzWr27dsnHZyLFi3qm/KWLVvM4sWLhSR069bNdzxed5QIxOsvo/NSBBSBaBBQIhANWnqtIqAIKAIphEA0RIApVK5c2bz11lsircGxfuKJJ0zPnj3N9u3bYzLDzZs3G4hAo0aNRA7kBl2xYoXNT+hnilq9/423PhCSvFBO9NiRQ3IN1Yawv//+W0qS+icIE+XAOnbsKJ/p4Z9of7P08E46R0VAETi3EFAicG793vq2ioAiEMcIRBoRcK9ARADJzaOPPipSmg0bNpju3bubV199VRxud100nyQGszo/d+5cyQnImzdvottJGj516qQpWbaiOf+CCxOd8//y7dD+Zv2aZYbkZvIKMAgGTcu8CcLTpk2TfAOSpVOji7L/PJPzPdrfLDnP0nsVAUVAEYg1ApojEGtEdTxFQBFQBJKAgJOaJOFWacj15ptvGiQ7w4cPl/wBtP3IhyjPGYmh+d+0aZNULjp+/Lhp2LCh8Up33BiudGn27AkdgN1x/89pP48282ZOkJyAa6+9Vk4zLhELegY4oxQp5UJ5/xtvvDFo5SR3fTx9Juc3i9V7OCLiPmM1ro6jCCgC5wYCSgTOjd9Z31IRUATiHIFYyEzoRowDT4OvJUuWSCOyChUqiKNN9CCUHTx40FSvXl3KegYqY0rCcP/+/c0vv/xiLsqcxVSpeWXQ4Vb+Mt+M+2awyJd69Ojhu27dunWJEoQpP3rvvfcKCbjppptMixYtfNemhx33m4EXjrhzxt1+JN8juQYsvGN673E4UcZVTRFQBBSBaBFQIhAtYnq9IqAIJELg119/FQ15/vz5Ex3nC6u/1MCn1GQwY4X58OHDiU7Twfb8888XB3HPnj2JzlHGMnv27HKMcpNcx4YdOHBAklspsek1nFhWuytVquQ9HFf7bnUZJ8/tJ2WCJPXef//9BpnQ+++/L5V9OnfuLPKhUNEBnolkJxAJQOv/wgsvyJjM6cpGrU3uvAUCTm/Htl/N0IFvGxqhPfbYY+a8886T6+hOzG/togz83VAi9MSJExK1SAoJ8DrHPCTUd6/z7K4Ld08k5/l7ZEuOgb3bGMftB/v0v8Y929vx2R3TT0VAEVAEQiGgRCAUOnpOEVAEgiKA1vupp54SR5/mUsg9SFjFEcXpe/rpp6XZFM56uXLlTO/evX0rpt5Bhw0bZgYOHOhzGDn33nvvidNOuUm6yzpHn3PXXXedJMX+/PPPhhVmxm/durVcv2DBAqm1TzlNJ0fhHq5jruPGjePrOWHU53/77bfNoEGDzIwZM8zLL79s2rRpI9gFAoAVZSr6BLL/+7//ExJwaYVqZu2qpWbW1B/MwQN7Tad/9TRZs+VIdMvPY4aZv/78wxAJcOO5BGGaiOGE0zDsoYceEhLQvn17ySFgEOegu0//Y97v7MfCnLPNWG6fz/9v71zgrZ7S//9QkaKodDNdqZRu0k0l0eSSXGZ0wYRSjVymyJDGJCKXiknJP01JyK0MlVRDlFuEGt2lEtNFF0xTmCLzP+81r7V/37PP3ufsc917f8/neb322d/L+q7vet5rx/Os9Txr+XPa7q/7a/6cZVC5z28w+Iy/H10++tw/w/X8Sk4zPvmtX8+LgAiEk4AcgXD2q7QSgUInQJgI672zsRVGJAb6smXLrF27dm5pSUZ+hw8fnpFYeshYDvKDDz6w008/PUu7MNJvvPFG69GjR5Z7GzdudOEljz32WJZ7hL5g8JPcysi3H+1nBJrzNm3aWJUqVbI8l6oXvFGIEeyPY7XVG8l8Izmds5IQCbgkEM+dO9cWLFhgrNhDnxAK5IWReT/T4q/xzYzM0qVL3UzBVQOH2sb1q2zm048a4T/jRg2xq64dajVq17N/7/3Wnpk81nbv2uZGyJld8BJMEOa3MnDgQDtw4IB17drVJTd7ffmOPo53jbr9vVjPJHrftzEv3+yBgCPAjJNEBERABNKRgByBdOw1tVkEUoAAa9n7MA/CSTCK9u/f71pG7DfhPQiGeYUKFdxqMfEcgZ49exqJpIz8B9er37Bhg5tNwNjivh9hpl5WnWHH2507d7q4dq4hbFJVs2ZNZ/iyvKY3mP93N29/fR3xjG5qjXcv0Wd9CI1fpcfXF6w7b60354CxPOcjjzzicgdYAnTYsGFuNod+JCyHPgyy512MdDOjAP9T25zpVglq2LSl9f79rTZ53Ajbt/c7+39j/2Tduve1Tz54y7Z+ucn195VXXmkkK/Nc1apVMyUI45gQCtaoUSPn/NF/6So4IL5/01UHtVsERKB4E5AjULz7X9qLQJ4JEOaBsJzkvHnzrEaNGpEVagjnYZfY0aNHO6MPg+ncc8/N8i4MTZwGQoOYGcDYZ6SaWQaEGQHi/kkkpRzhR8wy4GT079/fGZuNGzfO5Ajw3JAhGSPVGQbunDlz3CZWXIslI0eOtCVLlkRuMcPQpUuXiFHPjYI09LIbufaNwHjmk11Z7uV0n/p8Of/N0qIck/A7e/ZslzfBbMv8+fPdUqG+DXwz07Jw4ULHGCeh7Rn/1391651iQ4aPs21fbbaZT02w2S9McY8y0s8yoZUqVXL9xSwQMwOEhuEosjIR4V6VK1d2sznB96XjMSxj5VSkoy5qswiIQPEkIEegePa7tBaBAiNAQjDhP/v27TOWgiQ2nQ2uCDUh/ANjn/vMFvhZAv9yVqohhKdfv37OWCS0iDyDk046ya1+QwIy99lkCkeAPIPx48fbiBEjnIHeunVrX1Wmb96DM8CylDwfT0horVevXuQ2Mw6ErmDgId6ADh5H38vpPPgsx/GEhFNmOfbu3euM8HjlCuI6ydR8GI0fM2aMkbjLCH1QcA4w2C+88ELn6DHyf1rbs+y3Vwy0khkzN5Wr/sp9Xn/1eftm99fuUWZwfNJv9erVneP2ySefOCeRAs8++6wrR3+HRQrSUQwLE+khAiKQPgS0oVj69JVaKgIpSYARfJJSmSGYMuV/I8MPPvig9e3b143eE56DkcmSltGCsTh27FhjiUs36ty2rTMecQiQoUOHuvARwmaYccAhYKOrRIS4+LYZ9REb74316OcGDBhgkyZNinyYXcA5wRjnQwgLDg4fHBliwXFs+DB7wSo4ODt8cCBwfhhJ54PzEz26H/3+4LlvY1EaluRQ0H+ID+vieNGiRUYCODkEzKzQR4T4EP7z+fpPKRKRM7tcEjnev///YuXRZ9euXdapUyd3H1abN282EmzJUQiD+D4Lgy7SQQREoHgSkCNQPPtdWotAvghg6P71r391YTu+Iow7DD1CeUgwDSaiNm/e3D777DNfNPK9JWNJz7/97W+Rcw6om9wDvmfMmOFmF3wBjGscgkSFDbVYRpMwmFQXb1QWpSMAE7/DL7M4CInBOECEd2G0I3zvzDDqkX9u+TzDyfnZHe/Ztd3mv/K0HZYROkRuw6BBf3DX/R8cJ5aPRV599VXnkLVs2dLfTvtv+qyo+yvtoUkBERCBlCIgRyClukONEYH0IEBSKbHeJKAy6o3xz4o0hOoQlkOyLvH5CKPnGIF+bX/OMTYZRcd4ZER++fLlriyx6ytWrHCr3PAOklqnT5/u3oGhSp1smpWo+BAhRrhTXZLlCNSuXdslaeOUscwosy8sx+qdALjhLHTO4F6hQkVb9NrMjNWBxtgP3++3aRNHZfTNIbv/vvts8uTJmZ6hn1nS0icgk0uCxMoVcTfS8I8cgTTsNDVZBEQgEwE5Aplw6EQERCBRAoTVkBPQq1cv6969u9tA6rrrrnOPk4S7ePFit6Qo68Qzks/mUQjhImw0hWHPcpUk6LJvAHVwzMcv+8la9MSxs6oQ72FFIOrLjRAixEcSnwC8CQ0iV6BJkybOgA+WxjlgB+CHH37IhXCxdOiEB251uQFDMmZdmA2KHhknnMrPBlAXjgYJw4SDhUmi9Q6TbtJFBEQg/AQOyxjR+F9WXPh1lYYiIAKFQACDD0MxOILsX8PGUex2GjQI/b3ob2YV2IE41iosGKksLYohWZhCG4hlT4agH6vtJKMNJGAzE8Omax07dsxW/bVr1xo5IPR7nz59Mm3cFnyQVaCYESCUi2VLST5mRSF2PQ6LsCISv3vyKZItsI5Oxk92m/R+ERCB1CegVYNSv4/UQhFIaQKxNqHyDWb/gEQlOyMmEUci0fekajk/JpOMEWbCtnAE3nzzzRwdARK/SR5mhaD27dvHxYnzhmPDrBGbmBEixCxSmEShQWHqTekiAsWTgEKDime/S2sREIEUJZAMR4CVfZi5WbVqVUJUWNY1OyeAlZfIASG3YNSoUS5JmNkDRq3DJMl03sLEUbqIgAgkj4AcgeSx15tFQAREIELAG5WRC0V8QP4Fq/z4xO38vJ5cA5KQV69e7TaFY7bnoosuyk+VKfms77NkOG8pCUSNEgERSDsCcgTSrsvUYBEQgTASSLZR6df7f+WVV/KFlxwH9lMgAZnNypDBgwfnq049LAIiIAIiUDgE5AgUDlfVKgIiIAK5IpBsR2DJkiWuvc2aNctVu6ML+9kAlgtlhagTTjjB7SkRxlHzZPdZNHudi4AIiEBuCcgRyC0xlRcBERCBQiSQLIN527ZtblWmSy+9NM/asUoUG8GRQ8CGc8jAgQNdjkCy9MqzMgk8KEcgAUgqIgIikNIE5AikdPeocSIgAsWFgDcqk6Uvy6ZmtwJUIu1iNqBOnTr2zjvvuGVQWTqUXaLDKr7PwujkhLXPpJcIiEBmAnIEMvPQmQiIgAgkjQCGZbKMyrJlyxoj+rNmzcqT/mwQxy7TzAawyzDSt29f951MvVwD9EcEREAERCAmATkCMbHoogiIgAgkh0CyHAGMdjZzmzJlil1zzTW2d+/eXAHwswHLli2zPXv2uB2EmR1AwuoIaEYgVz8RFRYBEUhBAnIEUrBT1CQREIHiScAblsnQvnnz5jZy5EhnwG/fvt0GDRqUcDN2797tZjLYQGzixInuOfYN8CJHwJPQtwiIgAikFgE5AqnVH2qNCIhAMSaQbIO5WrVqbgMwlv7cuXOnW/Unp+6gzX42YP369e65ypUrW7169XJ6NO3ve8ctWbM4aQ9QCoiACCSdgByBpHeBGiACIiAC/yOQbEfA90OrVq3c4ZNPPukvxf3GYShVqpRVqFDBJkyY4Mr16tUrU/lU0StTowrwRI5AAcJUVSIgAkVKQI5AkeLWy0RABEQgPoFUMZgvuOACt5Qoewts3LgxU4NZHtQLycFbtmyxunXrupmATZs2uZWHWrRo4Yu477COnHu9MimrExEQARFIIwIl06itaqoIiIAIiEAREChdurT17t3bpk6dajfffLPVr1/fypUrZ2vWrLFDhw45w5/rSJkyZax8+fI2evRod96tWzf3HfzjDWZGzv1x8H66HntdNCOQrj2odouACMgR0G9ABERABFKEAIZlqhiVHTp0sB07dtjixYudAwAiVhUqUaKErVq1yvr16+d2DfZLhHKtZMmSds4556QIzcJvhhyBwmesN4iACBQuATkChctXtYuACIhAwgQwLDG2U0V69OhhfD777DM7cOCANWrUyBn7ixYtsgULFtjWrVvtnnvuMZKDDx486GYKYrU9rAZzWPWK1Ye6JgIiEE4CcgTC2a/SSgREIE0JpMqMQBBfgwYNgqfWuXNn91m3bp1NmzYtsrpQu3btMpXzJzKYPQl9i4AIiEBqEZAjkFr9odaIgAgUYwLeYE4XBA0bNnS5AStXrjQ2EsNBiCVer1R0cmK1N9FrYdUrUf1VTgREIP0JyBFI/z6UBiIgAiEhgGGZjsZy06ZNjU9xlHTts+LYV9JZBEQgK4HUCUbN2jZdEQEREIFiRSCsRmXYR87T0XkrVv+wpKwIiEBcAnIE4qLRDREQAREoegJhNCrD7Ah43Yr+l6I3ioAIiED+CcgRyD9D1SACIiACBUIgrEal1yusTk4Y9SqQH7QqEQERSHkCcgRSvovUQBEQgeJCAINZRmV69bb6LL36S60VARHITECOQGYeOhMBERCBpBEI68h5WPXihyJHIGn/XPRiERCBAiAgR6AAIKoKERABERCB+ATC7AigtWZx4ve97oiACKQ2ATkCqd0/ap0IiEAxIhBWgzmsevHT9LoVo5+pVBUBEQgRATkCIepMqSICIpDeBLxRqRHm9OlH+kz9lT79pZaKgAhkJiBHIDMPnYmACIhA0gmEzbAMs4MjRyDp/1zUABEQgXwQkCOQD3h6VAREQAQKkoA3mAuyzlSoy+sVNgfHsw2rXl4/fYuACISXgByB8PatNBMBEUgzAmE2mMM6cu77LM1+amquCIiACDgCcgT0QxABERCBFCHgjUqNMKdIhyTQjLA6OAmoriIiIAIhICBHIASdKBVEQATCRSCMjkBYDeaw6hWuf1HSRgREIB4BOQLxyOi6CIiACBQxAT8jUMSvLZLXhdlgDqPjViQ/Cr1EBEQg6QQOy/iP83+T3go1QAREQARSgAD/OUzmfxL37Nljr7/+urVr185q1aqVAkQKrgmzZ8+24447zjp27FhwlaZATf/4xz9s3bp11rNnTytRokTSWoQzIockafj1YhFIWwIl07blargIiIAIFDCBZBtT27dvt5EjR9rDDz9sderUKWDtklvd+PHjrWHDhtapU6fkNqSA3/7WW2/Z5MmT7dJLL7VSpUoVcO2qTgREQAQKl4BCgwqXr2oXAREQAREQAREQAREQgZQkIEcgJbtFjRIBERABERABERABERCBwiWg0KDC5avaRUAERCBhAhUrVnSx5jVr1kz4mXQp2K1bN6tWrVq6NDfhdjZt2jTp+QEJN1YFRUAERCCKgJKFo4DoVAREQAREQAREQAREQASKAwGFBhWHXpaOIiACIiACIiACIiACIhBFQI5AFBCdioAIiIAIiIAIiIAIiEBxICBHoDj0snQUAREoUALsNbBlyxb78ssvY9a7b98+++yzz+znn3+OeT948bvvvrONGzfaL7/8ErzsjrOrZ+/evZHyGzZsMPYgCMpXX31la9euDV6yH374wVauXJnpWvTJt99+656L1fZDhw7Z+vXrjXblJOjz+eef28GDBzMV/c9//mO7du3K9Pnpp58iZWijP9+5c6djE7mZcYDen376qdMleB1d//WvfwUvZTo+cOCA0yvILVgAXizfmohQDk6xJF49/GY8N9qCDl5PXw99E90GzuP9zvxz+hYBERCBvBJQjkBeyek5ERCBYkkAQ/b22293RuWvfvUrZ+iOGzfOKlWq5HhMnDjR5s2b5zbPoiz3atSokYUVhuHw4cMNI/6YY45xhu1DDz1k1atXz7GeRx991I488khn/N966602atQoV8eQIUMi77nqqqucATlnzhwrX768uz5//nx79tln7emnn46UCx5wjzXxGzRoYNu2bbNbbrnFzjrrLFfko48+srvvvtuqVq3qjPOhQ4fa+eefH3w8cvzyyy+7d5AcvGPHDjvnnHNs4MCB7v706dPtiSeeyLT51oQJE+yUU05xm6nhPOAMUDfG9ujRo23u3LmRuqdNm+aeR++LLrrIXffln3zyyZj7L+Ak/OlPf7IyZcrYjz/+aK1bt7Zhw4a5Z7///nsbNGiQeydOWatWrWzEiBFWsmTWtTQ2bdrkWOPkUA99deedd7q+zq6e3bt32+OPP26VK1e2cuXKuT0Hunbt6nQ79dRTXTsw9nv37m0tW7a0v/zlLxF9b7vtNjv55JPtmmuuiVzTgQiIgAgUFAHNCBQUSdUjAiJQLAhgLH/99df20ksvOYMUgxVjEFm+fLm9+eabNmPGDGcIY0RjtMeSRYsWGaPHzz//vE2dOtWaNWtmGLlIdvVgWGPYDxgwwO3S+/HHHzvjMTjSz4j7N998Y6xos2zZssjr2QUXQzeWYOROmjTJbWaG0crx/fffb1u3bjUcmgceeMAZz1OmTDE2B8Np+fe//52lKoxynAnu4xRhnOMYoCuCoX/jjTc6TrDigxOA0L7rr7/ebrrpJucUYCTzDv8sZT788EOn9wcffMCpE3SvUKFCTCeAAujBjsbPPPOMvfDCC66+mTNnumfR9cQTT3T36It//vOf9sYbb7h70X9woDp06OB0ouxRRx1lOFpIdvWwW3SfPn3s97//vRvxZwdi+jvYZ+hzxhlnuGs4GQgOB2Xi9ZkrpD8iIAIikA8CcgTyAU+PioAIFD8CGGZdunRxI/Bof95559mqVauMMJb333/f7Zx73HHH2eGHH249evSwpUuXOkM6mlSTJk3s3nvvdeW4h1G5f/9+Vyy7eqpUqWIY7YSWYESzWy+jyJs3bzZGpRGM/9NOO82NfGM4e8HQZjQ8lqxZs8ZYtrRFixbuNrMd9erVs3feece9jxmM9u3bu3s4GBjPtDNaCL3BSfE7IzMCTl04LAiOADMOGLvR4UfHHnuse98rr7ziRsGPPvpo9w1fhNAa9OzXr5998sknkeez04tnCOO65JJLHOsjjjjCOnfu7BwN6nzvvffczALGOe+nP9ktOFrQv1GjRpFZCHahxoHxemVXT/PmzQ2dKEs9/DboM68X76Kf+F3VqlXLOYJcI2QM4b0SERABESgMAnIECoOq6hQBEQgtgbp162aKD2d2AMERYLQeQ93L8ccf7ww/RuejhXIY3l988YULH3r33Xft6quvdsWyqwcjknARcgJuuOEGNztAXRjbq1evds9jVGLw88EpwPgkPIUPRmksQS+MeG+c8wy6MbtAewhrCQrn0XkJ3Ccc6Le//W2kKLkSOC44GMwWEPNOaFD37t1dyBDHXvr37+9Cnho3buwMcq4HDWbCk3CgaCtGuzekcYrijZrjTNDWYEy/1wtdYRLss3h6Yfj37NkzEgJGfD+hVrw3p3ow5C+++GKn/+DBg5266IXzxag/OQPowjX6zDtvODg4dDgpEhEQAREoDAJyBAqDquoUAREILYFzzz3XjSYTWoKRTUgI8foIMeZly5aN6I7RXrp06chIf+RG4ADDmNFxDEIMZiSneoh1Z1SbcBgv3mDGKGXkGYOyfv36zglgZBmjkpF82hNLML6pd8yYMW62gfAfDHckuj1cC85gcB5LCLMhFp+QmNq1a7tk3jZt2ti1117r4v7vu+8+e+qpp+ztt992j2Ns025i4r2glw+h8Q4O9yiHY4ARjbNBuVhCnYy0P/bYY270n1AenC6E5GIcnmCfJaIXTsBdd93l4v0vv/zyhOohT4TwJJ97wIwKxziCK1ascDMs5IrAB72Q7GY6XAH9EQEREIF8EpAjkE+AelwERKB4ESCsheRS4siJNycpl3ATEkeJ3ffhPVDBKCe+npmBeEK4DcYyyaxjx451xnde6vEGM4mxJC4zso0RzIg1MwXZjZr7tpF0jNFPXgNOxtlnnx3Ry4cd+bLo6ROk/bXgN6PdxPtfdtlldsUVV7hbMEJHwplwktq2bevaF8xjCNbBMQ4Ko/a0K9oRYBQd3fwMQfSz/pw+YiaB/AaeIbTI9xdlgrpxnJ1e6E1SNs4beRClSpWKJGPnph76htF+2hPUC32ZQUJf5Qf4HtS3CIhAYRHIuixCYb1J9YqACIhACAgQDoNx3a1bN6cNYSYskYnxyIo6weUfCanBSQiO3HsEJAsTtsIIMMLoPY4Dybm5qcfXR2ItI+wY1b5O7jFyzgwBqxMRnhJPcFgwzlmlxwsj+TgqtBM9GT3HgEXQjTCgWML7SKDGYSLm3gux+iRCB0OH0JmwpniCoc1MBmE4hMj43AOMaJKAExk1J2yLVYsY7Ueee+455whQN31Dn3lnjeN4ejGDwEpKhHThuPE8ktt63EMZf7zztm7dOrcSla+LvkRfuOOwSERABESgsAhoRqCwyKpeERCBUBJgxJ3lQzFgMYwZZf7Nb37jdMXoJYEXo5sRY5bKJCzFC6Py3lHA6GZpUUaRqQvjFGO0dkYITU71+PqC34SVEH7y2muvOePf38NpIbGW1XdOOukkfznLN6FJGO4k4yIkvxIahMHNKDUhRbNmzXIhTMyGkE/g8w1wXnz4Do7SHXfc4QxvnBBi8/nAo2LFim41IpwBhGcIi/FLlLqLMf5gMPNu6vNCGBMzASzVio7ZCeFH8EUYbZ89e7ZLHuacVZ9YCYqkYlYngp/vM/Qn2ZvwI4QZE/qIVY8oj15+X4Ls6nEPx/iDXoQBUU8wHAo9o/WN8bguiYAIiEC+CWhGIN8IVYEIiEBxIsASj8SY9+rVy8V4kwjKyDlC2BCj3Yw+M5pLHPjIkSMjeAglIcfgd7/7nZ155pkuLIQEYWYUMOQZ0WcGIad6IhVGHWBYvvjii25pSn8L45tQI4xmP5rv7wW/MaxJPiZMiZF32kMcvM9/4Dqj/BjV3GNE3MfWszwmjgNOEUuFYkCTa8DHS9++fd1a+Kz/z74BGNJ8OA8m6/rywW/0IsY/6Ahwn3OWBCXsJzvh3cweLFy40M160Hc4NwhhS+znwDX0Zm8CP6NCojSJ2YSAoZNfshRdveC4saxodvX4stHfzPzAl/YHE4LRCycxWt/o53UuAiIgAvkloA3F8ktQz4uACBRLAoTSYFh7QzkIgRFkb9wHr8c6ZjaAUWUM9mjJTT3Rz+b1nFkODHSW/YwW7jF6Haut0WVzOicGHgeFmZGiEmZFYunF++kDHBufzJvXNhVUPXl9v54TAREQgdwQkCOQG1oqKwIiIAIiIAIiIAIiIAIhIVB0QzEhASY1REAEREAEREAEREAERCAMBOQIhKEXpYMIiIAIiIAIiIAIiIAI5JKAHIFcAlNxERABERABERABERABEQgDATkCYehF6SACIiACIiACIiACIiACuSQgRyCXwFRcBERABERABERABERABMJAQI5AGHpROoiACIiACIiACIiACIhALgnIEcglMBUXAREQAREQAREQAREQgTAQkCMQhl6UDiIgAiIgAiIgAiIgAiKQSwIlc1lexUVABERABIqAwLp162zPnj3uTSVKlLAKFSpYnTp1Yu5kXATNca9YsWKF1axZM887C3///ff2/vvvOx3at29v6OUlv3X7euJ9sxP04sWLjd2Fe/bsmaXYTz/9ZJ9++ql9/vnnVrduXWvWrJmVLl06S7mcLuzcudO2bt1qp512Wk5Fc3W/sPnkqjEqLAIiEBoCmhEITVdKEREQgTARuPPOO+3iiy+2/v3725VXXmmnnnqq1a5d25555pmE1Pzqq6/ssssuS6hsooWuueYaZ0wnWj5Y7rbbbnMOxJ///Ge76aabrEqVKjZp0qRIkWDdL730ko0dOzZyryAOBg4caNdee6299tprWarbvn27tWvXzn7961/b5MmTrWvXrta4cWNbu3ZtpCzPr1y5MnIe7+DVV1+1q666Kt7tPF8P8slzJXpQBERABKIIaEYgCohORUAERCBVCPTt29ceeugh15z//ve/9uijj9qAAQOckdq8efNsm7l+/Xpbvnx5tmVye/Ptt9/O0yj5iBEj7IUXXrDNmzdb9erV3Wvfeustu+CCC6xTp0528sknW7DuBQsWWOXKlXPbvGzLv/feezZ+/HjnXEUXfOSRR6xcuXL27bff2uGHH26//PKLXXHFFTZkyBCjLcjzzz9v1113XfSjRXYe5FNkL9WLREAEQk9AMwKh72IpKAIiEAYChx12mP3hD3+w888/3x544AGnEmEut956q51xxhlGqA2j7j/88IMzaO+66y5jpPuSSy7Jtmw0m3vvvddefPHFyOWff/7ZhdIww8Asxccff5yr+jCqH374YTfS7p0AKjjrrLNswoQJLlSHc1/33Llz7e9//7vNnDnTxowZ4z5PPPEERSLCiDshPNGybds2e/DBBx0Lwn/8CD6zKtyjvui6qINwnqpVqzongHOcgfvvvz8yozJ06FAjrGnw4MEutIkyeZWlS5faDTfcYG3btrU//vGPtm/fPlcVfKNDlmj36tWr3X3Ph5PHH3/cOnTo4PS84447jLAniQiIgAjkhYAcgbxQ0zMiIAIikCQCbdq0iRiHhAxt2bLFzRQQcoMBP3HiRDvmmGNcOFHFihUNhwCJV9bdDPw54YQTIrMQXGZEnNh5cgOIsce5QBKtb82aNc6IxlmJln79+lnr1q3dZV83BjLx9R07drQePXq492KUe2Fkn7Innniiv+S+9+7d64zrTZs22bhx46xevXp2+umn2xdffOFG9o899ljr06ePnXfeeZme4wTDfP78+daqVSu7++677Z133rEaNWq48tzHICdfgBmBU045hUt5ElgyC8IMCE4JjsqFF17o6sKpmzdvXqZ6X3/99UieiOezZMkSu+eee5wziCOF0+Qdw0wP60QEREAEEiCg0KAEIKmICIiACKQKARJZd+zY4ZqDAYvRjMFfq1YtZ1QTflOqVClnKB955JHmQ4jilY3WC+N70KBBtmHDBqtfv749/fTTRohStCRa35dffmlly5a1MmXKRFcR8/z44493+hAaRE5EtWrVnAH+4YcfGk7QU0895WLwGbUPyqxZs9zIOHkH3MOox/Bm9BxD+YgjjnDOQXBWwj9PWYzy5557zmbPnm2jRo0y2sE5DglOBYnNGPDly5f3j+X6GwcFvszsILQVh4YQLtqXiOzfv98OHTrkZlJo98KFC61kSf2vPBF2KiMCIpCVQOb/kma9rysiIAIiIAIpRADDmtFqBAeABFicA4xCDEqMxFiSaNmjjz7aunfvbjNmzDBG2RmlZvQ/WhKtr0mTJobx6mcSgvUQkvPjjz8GL2U5xpm5/PLLXZL0gQMHXMjQ1VdfnaXcxo0b7cwzz4yE91Dg7LPPdjMmWQpHXWDFIGZCCLN699133Sg8OjN7QKhVQQltpE1e6DccuC0ZszqxhLyQaCE0jDwRZlMqVark+h+OEhEQARHICwE5AnmhpmdEQAREIEkEXn75ZTdKjYHauXNnNwvAkpzEzGMIxzIec1MWtVihhtFwVu8hpAcjOSi5qQ9Dl9F9VtMJCu3E0CaROCdhRoKwJ5yShg0buhH66GcYwScMKSirVq3KEkIUvM8xjhOzDoTeeCFxmFwJ7jEzUlCC4R5ciei7775zS40yK8AsBo6OF/j45WP9Nb7J2SBXgZwHZjxwpAp6dajg+3QsAiIQbgJyBMLdv9JOBEQgjQlgcDPay2g6SbosYcn+ArfccosbZSeBlRhzEl2JhWdpzIMHDzqNGdkn7pzRbkbksysbjQjjH0OU2PxYYUG5rW/KlCl28803G04Mia0Ysbfffrvt2rXLhg8fHv16o+2s4OOlZcuWzpmgLHH+sYSRckbcSTZGPvroI7cSEUnJ2QkhP8yAXH/99Ub+AbyYCRk5cqQbcW/atKl7nDZ988037pj3UDaeYKzTb8EPerMcLA4NMwCUYRUonINGjRq55VRhzowEwoxMrNkSQpdY6pT6SBAn54CEbIkIiIAI5IWAAgvzQk3PiIAIiEARECCGnA8rBjHiTfIrI9eMsiPDhg1zswI4AsSY9+7d20gmRRg5P+qoo9zmXbt37862rHsg6g8GN6v9YLxGCyP82b07ujzOCkt0EqvPij/ow2wAKwOR2BwthM8QS88sxxtvvOFu45CQEB29so5/Fn2nTZtmhA2hN4Y2S6+yN0BOgkHOCj7oihOA4HzA0uci0N4uXbq4ZGwcmDlz5kRWUIqun1kE+iQoU6dOdUnLJDM3aNDAbWMEP+kAAAGeSURBVBBHny5atMjldBBqhX7M8uAcsCoQbYgWuDATQN4CYVM4AczeSERABEQgLwQOyxiByBqEmJea9IwIiIAIiECRE2AGgCUoMSRjCaP3jGYjOZWN9Xx21/JSH20luRVjPTthZB4jF2MXIdGW3XWnT5+e3WNuJuPrr7924T7ZFoxzk1F8nJNYyc3MqtBu7xzEqSLHy4zmU1esPmMWCK6scpSdELbEDEVB77eQ3Tt1TwREIHwE5AiEr0+lkQiIgAiEhgCrIBEOw3Kb5Bm0aNEiNLpJEREQARFINgHlCCS7B/R+ERABERCBuASYtGbpUNbMlxMQF5NuiIAIiECeCGhGIE/Y9JAIiIAIiIAIiIAIiIAIpDcBzQikd/+p9SIgAiIgAiIgAiIgAiKQJwJyBPKETQ+JgAiIgAiIgAiIgAiIQHoTkCOQ3v2n1ouACIiACIiACIiACIhAngjIEcgTNj0kAiIgAiIgAiIgAiIgAulNQI5AevefWi8CIiACIiACIiACIiACeSIgRyBP2PSQCIiACIiACIiACIiACKQ3gf8PeD4Al6YzCaoAAAAASUVORK5CYII=)
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Thematic Mapping with viridis and Color Brewer
-
The other topic for this week is to create maps that have different color ramps. Last week, we introduce the virids
color palettes. We can illustrate that for review by mapping the 1950 populations of St. Louis’s neighborhoods, with the addition of a ground layer representing the city boundary:
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p5 <- ggplot() +
- geom_sf(data = city, fill = "#ffffff", color = NA) +
- geom_sf(data = nhood, mapping = aes(fill = pop50_den)) +
- geom_sf(data = city, fill = NA, color = "#2a2a2a", size = .9) +
- scale_fill_viridis(name = "Population Density\nper Square Kilometer") +
- labs(
- title = "1950 Neighborhood Populations",
- subtitle = "City of St. Louis",
- caption = "Data via NHGIS and Christopher Prener, PhD"
- )
-
-p5
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The viridis package contains four other palettes: “magma”, “plasma”, and “inferno” all look somewhat similar, and then the alternate “cividis” palette. You can specify them with the option
argument in scale_fill_viridis
:
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p6 <- ggplot() +
- geom_sf(data = city, fill = "#ffffff", color = NA) +
- geom_sf(data = nhood, mapping = aes(fill = pop50_den)) +
- geom_sf(data = city, fill = NA, color = "#2a2a2a", size = .9) +
- scale_fill_viridis(option = "magma", name = "Population Density\nper Square Kilometer") +
- labs(
- title = "1950 Neighborhood Populations",
- subtitle = "City of St. Louis",
- caption = "Data via NHGIS and Christopher Prener, PhD"
- )
-
-p6
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This map is a bit hard to read because the color ramp is continuous. We can bin our data using one of a number of algorithms - “equal”, “pretty”, “quantile”, “fisher”, and “jenks” are the best options to choose from. Typically we don’t want more than 5 or 6 breaks. We can also switch to using RColorBrewer
instead.
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## create breaks
-nhood <- map_breaks(nhood, var = "pop50_den", newvar = "map_breaks",
- style = "quantile", classes = 5, dig_lab = 5)
-
-## map binned data
-p7 <- ggplot() +
- geom_sf(data = city, fill = "#ffffff", color = NA) +
- geom_sf(data = nhood, mapping = aes(fill = map_breaks)) +
- geom_sf(data = city, fill = NA, color = "#2a2a2a", size = .9) +
- scale_fill_brewer(palette = "RdPu", name = "Population Density\nper Square Kilometer") +
- labs(
- title = "1950 Neighborhood Populations",
- subtitle = "City of St. Louis",
- caption = "Data via NHGIS and Christopher Prener, PhD"
- )
-
-p7
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You can use the display.brewer.all()
function to get a preview of other options in the RColorBrewer
package. Take a few minutes to modify p7
using different palette options and approaches to making breaks.
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---
title: "Meeting-03 Meeting Notebook - Complete"
author: "Christopher Prener, Ph.D."
date: '(`r format(Sys.time(), "%B %d, %Y")`)'
output: 
  github_document: default
  html_notebook: default 
always_allow_html: yes
---

## Introduction
This notebook provides a walk-through of the example code used in class.

## Dependencies
This notebook requires the following packages:

```{r load-packages}
# tidyverse packages
library(ggplot2)       # static mapping

# mapping packages
library(mapview)      # preview spatial data
library(sf)           # spatial tools

# other packages
library(here)         # file path management
library(RColorBrewer) # color brewer palettes
library(viridis)      # viridis color palettes
```

We'll also need a custom function that Chris has written for creating map breaks: 

```{r load-functions}
source(here("source", "map_breaks.R"))
```

The `source()` function executes "R script" files, which can either be used to define functions used in a project or run a subset of other code contained in that file.

## Load Data
We'll be using two sets of data today, neighborhood boundaries and the regions of St. Louis City that are historic districts. Both data sets are included in the `data/exercise_data` folder:

```{r load-data}
city <- st_read(here("data", "STL_BOUNDARY_City.geojson"))
nhood <- st_read(here("data", "exercise_data", "STL_DEMOGRAPHICS_Nhoods", "STL_DEMOGRAPHICS_Nhoods.shp"))
historic <- st_read(here("data", "exercise_data", "STL_HISTORICAL_Districts", "STL_HISTORICAL_Districts.shp"))
```
## Manually Applying Colors
One task when we are working with multi-layer maps is arbitrarily setting the colors we assign to a given layer. We can use the `fill` argument in `geom_sf` *outside* of an aesthetic mapping to set the fill, and the `color` argument to set the hue of the border colors.

```{r historic-districts-1}
p1 <- ggplot() +
  geom_sf(data = historic, fill = "#ffe4e1", color = "#a9a9a9") +
  labs(
    title = "Historic Districts",
    subtitle = "City of St. Louis",
    caption = "Data via City of St. Louis"
  )

p1
```

Now, take a moment and use [ColorHexa.com](https://www.colorhexa.com) to change the fill to a *cool* color and select a darker shade of gray for the border:

```{r historic-districts-2}
p2 <- ggplot() +
  geom_sf(data = historic, fill = "#e1edff", color = "#838383") +
  labs(
    title = "Historic Districts",
    subtitle = "City of St. Louis",
    caption = "Data via City of St. Louis"
  )

p2
```

## Layering with ggplot2
The maps we made above help identify the historic districts, but they are devoid of context because the lack the boundary for the City of St. Louis. Let's go ahead an add that. We'll set the fill for the city boundary to white so that our historic districts really stand out.

```{r historic-districts-3}
p3 <- ggplot() +
  geom_sf(data = city, fill = "#ffffff") +
  geom_sf(data = historic, fill = "#e1edff", color = "#646464") +
  labs(
    title = "Historic Districts",
    subtitle = "City of St. Louis",
    caption = "Data via City of St. Louis"
  )

p3
```

Next, we'll overlay the historic districts on the City's neighborhood boundaries to add some additional context. We'll set the fill for the neighborhood boundaries to `NA` so that they are hollow, use a light gray color, and set the size to `.2` so that they are thinner than the default width. Finally, we'll add the `city` data on top as well so that the City's boundary stands out.

```{r historic-districts-4}
p4 <- ggplot() +
  geom_sf(data = city, fill = "#ffffff") +
  geom_sf(data = nhood, fill = NA, color = "#a9a9a9", size = .2) +
  geom_sf(data = historic, fill = "#e1edff", color = "#646464") +
  geom_sf(data = city, fill = NA) +
  labs(
    title = "Historic Districts",
    subtitle = "City of St. Louis",
    caption = "Data via City of St. Louis"
  )

p4
```

## Thematic Mapping with viridis and Color Brewer
The other topic for this week is to create maps that have different color ramps. Last week, we introduce the `virids` color palettes. We can illustrate that for review by mapping the 1950 populations of St. Louis's neighborhoods, with the addition of a ground layer representing the city boundary:

```{r, nhood-pop-1}
p5 <- ggplot() +
  geom_sf(data = city, fill = "#ffffff", color = NA) +
  geom_sf(data = nhood, mapping = aes(fill = pop50_den)) +
  geom_sf(data = city, fill = NA, color = "#2a2a2a", size = .9) +
  scale_fill_viridis(name = "Population Density\nper Square Kilometer") +
  labs(
    title = "1950 Neighborhood Populations",
    subtitle = "City of St. Louis",
    caption = "Data via NHGIS and Christopher Prener, PhD"
  )

p5
```

The viridis package contains four other palettes: "magma", "plasma", and "inferno" all look somewhat similar, and then the alternate "cividis" palette. You can specify them with the `option` argument in `scale_fill_viridis`:

```{r, nhood-pop-2}
p6 <- ggplot() +
  geom_sf(data = city, fill = "#ffffff", color = NA) +
  geom_sf(data = nhood, mapping = aes(fill = pop50_den)) +
  geom_sf(data = city, fill = NA, color = "#2a2a2a", size = .9) +
  scale_fill_viridis(option = "magma", name = "Population Density\nper Square Kilometer") +
  labs(
    title = "1950 Neighborhood Populations",
    subtitle = "City of St. Louis",
    caption = "Data via NHGIS and Christopher Prener, PhD"
  )

p6
```

This map is a bit hard to read because the color ramp is continuous. We can bin our data using one of a number of algorithms - "equal", "pretty", "quantile", "fisher", and "jenks" are the best options to choose from. Typically we don't want more than 5 or 6 breaks. We can also switch to using `RColorBrewer` instead.

```{r, nhood-pop-3}
## create breaks
nhood <- map_breaks(nhood, var = "pop50_den", newvar = "map_breaks",
                    style = "quantile", classes = 5, dig_lab = 5)

## map binned data
p7 <- ggplot() +
  geom_sf(data = city, fill = "#ffffff", color = NA) +
  geom_sf(data = nhood, mapping = aes(fill = map_breaks)) +
  geom_sf(data = city, fill = NA, color = "#2a2a2a", size = .9) +
  scale_fill_brewer(palette = "RdPu", name = "Population Density\nper Square Kilometer") +
  labs(
    title = "1950 Neighborhood Populations",
    subtitle = "City of St. Louis",
    caption = "Data via NHGIS and Christopher Prener, PhD"
  )

p7
```

You can use the `display.brewer.all()` function to get a preview of other options in the `RColorBrewer` package. Take a few minutes to modify `p7` using different palette options and approaches to making breaks.

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diff --git a/examples/meeting-03.nb.html b/examples/meeting-03.nb.html
deleted file mode 100644
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+++ /dev/null
@@ -1,495 +0,0 @@
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Introduction
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This notebook provides a walk-through of the example code used in class.
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Dependencies
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This notebook requires the following packages:
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-
# tidyverse packages
-library(ggplot2) # static mapping
-
-# mapping packages
-library(mapview) # preview spatial data
-library(sf) # spatial tools
-
-# other packages
-library(here) # file path management
-library(RColorBrewer) # color brewer palettes
-library(viridis) # viridis color palettes
-
-
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-
We’ll also need a custom function that Chris has written for creating map breaks:
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-
source(here("source", "map_breaks.R"))
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The source()
function executes “R script” files, which can either be used to define functions used in a project or run a subset of other code contained in that file.
-
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-
Load Data
-
We’ll be using two sets of data today, neighborhood boundaries and the regions of St. Louis City that are historic districts. Both data sets are included in the data/exercise_data
folder:
-
-
-
-
city <- st_read(here("data", "STL_BOUNDARY_City.geojson"))
-nhood <- st_read(here("data", "exercise_data", "STL_DEMOGRAPHICS_Nhoods", "STL_DEMOGRAPHICS_Nhoods.shp"))
-historic <- st_read(here("data", "exercise_data", "STL_HISTORICAL_Districts", "STL_HISTORICAL_Districts.shp"))
-
-
-
-
-
-
Manually Applying Colors
-
One task when we are working with multi-layer maps is arbitrarily setting the colors we assign to a given layer. We can use the fill
argument in geom_sf
outside of an aesthetic mapping to set the fill, and the color
argument to set the hue of the border colors.
-
-
-
-
p1 <- ggplot() +
- geom_sf(data = historic, fill = "#ffe4e1", color = "#a9a9a9") +
- labs(
- title = "Historic Districts",
- subtitle = "City of St. Louis",
- caption = "Data via City of St. Louis"
- )
-
-p1
-
-
-
-
Now, take a moment and use ColorHexa.com to change the fill to a cool color and select a darker shade of gray for the border:
-
-
-
-
p2 <- ggplot() +
- geom_sf(data = historic, fill = , color = ) +
- labs(
- title = "Historic Districts",
- subtitle = "City of St. Louis",
- caption = "Data via City of St. Louis"
- )
-
-p2
-
-
-
-
-
-
Layering with ggplot2
-
The maps we made above help identify the historic districts, but they are devoid of context because the lack the boundary for the City of St. Louis. Let’s go ahead an add that. We’ll set the fill for the city boundary to white so that our historic districts really stand out.
-
-
-
-
p3 <- ggplot() +
- geom_sf() +
- geom_sf() +
- labs(
- title = "Historic Districts",
- subtitle = "City of St. Louis",
- caption = "Data via City of St. Louis"
- )
-
-p3
-
-
-
-
Next, we’ll overlay the historic districts on the City’s neighborhood boundaries to add some additional context. We’ll set the fill for the neighborhood boundaries to NA
so that they are hollow, use a light gray color, and set the size to .2
so that they are thinner than the default width. Finally, we’ll add the city
data on top as well so that the City’s boundary stands out.
-
-
-
-
p4 <- ggplot() +
- geom_sf() +
- geom_sf() +
- geom_sf() +
- geom_sf() +
- labs(
- title = "Historic Districts",
- subtitle = "City of St. Louis",
- caption = "Data via City of St. Louis"
- )
-
-p4
-
-
-
-
-
-
Thematic Mapping with viridis and Color Brewer
-
The other topic for this week is to create maps that have different color ramps. Last week, we introduce the virids
color palettes. We can illustrate that for review by mapping the 1950 populations of St. Louis’s neighborhoods, with the addition of a ground layer representing the city boundary:
-
-
-
-
p5 <- ggplot() +
- geom_sf(data = city, fill = "#ffffff", color = NA) +
- geom_sf() +
- geom_sf(data = city, fill = NA, color = "#2a2a2a", size = .9) +
- scale_fill_viridis(name = "Population Density\nper Square Kilometer") +
- labs(
- title = "1950 Neighborhood Populations",
- subtitle = "City of St. Louis",
- caption = "Data via NHGIS and Christopher Prener, PhD"
- )
-
-p5
-
-
-
-
The viridis package contains four other palettes: “magma”, “plasma”, and “inferno” all look somewhat similar, and then the alternate “cividis” palette. You can specify them with the option
argument in scale_fill_viridis
:
-
-
-
-
p6 <- ggplot() +
- geom_sf(data = city, fill = "#ffffff", color = NA) +
- geom_sf(data = nhood, mapping = aes(fill = pop50_den)) +
- geom_sf(data = city, fill = NA, color = "#2a2a2a", size = .9) +
- scale_fill_viridis(option = , name = "Population Density\nper Square Kilometer") +
- labs(
- title = "1950 Neighborhood Populations",
- subtitle = "City of St. Louis",
- caption = "Data via NHGIS and Christopher Prener, PhD"
- )
-
-p6
-
-
-
-
This map is a bit hard to read because the color ramp is continuous. We can bin our data using one of a number of algorithms - “equal”, “pretty”, “quantile”, “fisher”, and “jenks” are the best options to choose from. Typically we don’t want more than 5 or 6 breaks. We can also switch to using RColorBrewer
instead.
-
-
-
-
## create breaks
-nhood <- map_breaks()
-
-## map binned data
-p7 <- ggplot() +
- geom_sf(data = city, fill = "#ffffff", color = NA) +
- geom_sf(data = nhood, mapping = aes(fill = )) +
- geom_sf(data = city, fill = NA, color = "#2a2a2a", size = .9) +
- scale_fill_brewer(palette = "RdPu", name = "Population Density\nper Square Kilometer") +
- labs(
- title = "1950 Neighborhood Populations",
- subtitle = "City of St. Louis",
- caption = "Data via NHGIS and Christopher Prener, PhD"
- )
-
-p7
-
-
-
-
You can use the display.brewer.all()
function to get a preview of other options in the RColorBrewer
package. Take a few minutes to modify p7
using different palette options and approaches to making breaks.
-
-
-
-
---
title: "Meeting-03 Meeting Notebook"
author: "Christopher Prener, Ph.D."
date: '(`r format(Sys.time(), "%B %d, %Y")`)'
output: 
  github_document: default
  html_notebook: default 
always_allow_html: yes
---

## Introduction
This notebook provides a walk-through of the example code used in class.

## Dependencies
This notebook requires the following packages:

```{r load-packages}
# tidyverse packages
library(ggplot2)       # static mapping

# mapping packages
library(mapview)      # preview spatial data
library(sf)           # spatial tools

# other packages
library(here)         # file path management
library(RColorBrewer) # color brewer palettes
library(viridis)      # viridis color palettes
```

We'll also need a custom function that Chris has written for creating map breaks: 

```{r load-functions}
source(here("source", "map_breaks.R"))
```

The `source()` function executes "R script" files, which can either be used to define functions used in a project or run a subset of other code contained in that file.

## Load Data
We'll be using two sets of data today, neighborhood boundaries and the regions of St. Louis City that are historic districts. Both data sets are included in the `data/exercise_data` folder:

```{r load-data}
city <- st_read(here("data", "STL_BOUNDARY_City.geojson"))
nhood <- st_read(here("data", "exercise_data", "STL_DEMOGRAPHICS_Nhoods", "STL_DEMOGRAPHICS_Nhoods.shp"))
historic <- st_read(here("data", "exercise_data", "STL_HISTORICAL_Districts", "STL_HISTORICAL_Districts.shp"))
```

## Manually Applying Colors
One task when we are working with multi-layer maps is arbitrarily setting the colors we assign to a given layer. We can use the `fill` argument in `geom_sf` *outside* of an aesthetic mapping to set the fill, and the `color` argument to set the hue of the border colors.

```{r historic-districts-1}
p1 <- ggplot() +
  geom_sf(data = historic, fill = "#ffe4e1", color = "#a9a9a9") +
  labs(
    title = "Historic Districts",
    subtitle = "City of St. Louis",
    caption = "Data via City of St. Louis"
  )

p1
```

Now, take a moment and use [ColorHexa.com](https://www.colorhexa.com) to change the fill to a *cool* color and select a darker shade of gray for the border:

```{r historic-districts-2}
p2 <- ggplot() +
  geom_sf(data = historic, fill = , color = ) +
  labs(
    title = "Historic Districts",
    subtitle = "City of St. Louis",
    caption = "Data via City of St. Louis"
  )

p2
```

## Layering with ggplot2
The maps we made above help identify the historic districts, but they are devoid of context because the lack the boundary for the City of St. Louis. Let's go ahead an add that. We'll set the fill for the city boundary to white so that our historic districts really stand out.

```{r historic-districts-3}
p3 <- ggplot() +
  geom_sf() +
  geom_sf() +
  labs(
    title = "Historic Districts",
    subtitle = "City of St. Louis",
    caption = "Data via City of St. Louis"
  )

p3
```

Next, we'll overlay the historic districts on the City's neighborhood boundaries to add some additional context. We'll set the fill for the neighborhood boundaries to `NA` so that they are hollow, use a light gray color, and set the size to `.2` so that they are thinner than the default width. Finally, we'll add the `city` data on top as well so that the City's boundary stands out.

```{r historic-districts-4}
p4 <- ggplot() +
  geom_sf() +
  geom_sf() +
  geom_sf() +
  geom_sf() +
  labs(
    title = "Historic Districts",
    subtitle = "City of St. Louis",
    caption = "Data via City of St. Louis"
  )

p4
```

## Thematic Mapping with viridis and Color Brewer
The other topic for this week is to create maps that have different color ramps. Last week, we introduce the `virids` color palettes. We can illustrate that for review by mapping the 1950 populations of St. Louis's neighborhoods, with the addition of a ground layer representing the city boundary:

```{r, nhood-pop-1}
p5 <- ggplot() +
  geom_sf(data = city, fill = "#ffffff", color = NA) +
  geom_sf() +
  geom_sf(data = city, fill = NA, color = "#2a2a2a", size = .9) +
  scale_fill_viridis(name = "Population Density\nper Square Kilometer") +
  labs(
    title = "1950 Neighborhood Populations",
    subtitle = "City of St. Louis",
    caption = "Data via NHGIS and Christopher Prener, PhD"
  )

p5
```

The viridis package contains four other palettes: "magma", "plasma", and "inferno" all look somewhat similar, and then the alternate "cividis" palette. You can specify them with the `option` argument in `scale_fill_viridis`:

```{r, nhood-pop-2}
p6 <- ggplot() +
  geom_sf(data = city, fill = "#ffffff", color = NA) +
  geom_sf(data = nhood, mapping = aes(fill = pop50_den)) +
  geom_sf(data = city, fill = NA, color = "#2a2a2a", size = .9) +
  scale_fill_viridis(option = , name = "Population Density\nper Square Kilometer") +
  labs(
    title = "1950 Neighborhood Populations",
    subtitle = "City of St. Louis",
    caption = "Data via NHGIS and Christopher Prener, PhD"
  )

p6
```

This map is a bit hard to read because the color ramp is continuous. We can bin our data using one of a number of algorithms - "equal", "pretty", "quantile", "fisher", and "jenks" are the best options to choose from. Typically we don't want more than 5 or 6 breaks. We can also switch to using `RColorBrewer` instead.

```{r, nhood-pop-3}
## create breaks
nhood <- map_breaks()

## map binned data
p7 <- ggplot() +
  geom_sf(data = city, fill = "#ffffff", color = NA) +
  geom_sf(data = nhood, mapping = aes(fill = )) +
  geom_sf(data = city, fill = NA, color = "#2a2a2a", size = .9) +
  scale_fill_brewer(palette = "RdPu", name = "Population Density\nper Square Kilometer") +
  labs(
    title = "1950 Neighborhood Populations",
    subtitle = "City of St. Louis",
    caption = "Data via NHGIS and Christopher Prener, PhD"
  )

p7
```

You can use the `display.brewer.all()` function to get a preview of other options in the `RColorBrewer` package. Take a few minutes to modify `p7` using different palette options and approaches to making breaks.
-
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-
-
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-
-
-
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diff --git a/examples/meeting-03-complete.Rmd b/examples/meeting-1-3-complete.Rmd
similarity index 99%
rename from examples/meeting-03-complete.Rmd
rename to examples/meeting-1-3-complete.Rmd
index 4ff4da6..9cbf1d1 100644
--- a/examples/meeting-03-complete.Rmd
+++ b/examples/meeting-1-3-complete.Rmd
@@ -1,5 +1,5 @@
---
-title: "Meeting-03 Meeting Notebook - Complete"
+title: "Meeting 1-3 Notebook - Complete"
author: "Christopher Prener, Ph.D."
date: '(`r format(Sys.time(), "%B %d, %Y")`)'
output:
diff --git a/examples/meeting-03-complete.md b/examples/meeting-1-3-complete.md
similarity index 77%
rename from examples/meeting-03-complete.md
rename to examples/meeting-1-3-complete.md
index 751c37b..e653924 100644
--- a/examples/meeting-03-complete.md
+++ b/examples/meeting-1-3-complete.md
@@ -1,7 +1,7 @@
-Meeting-03 Meeting Notebook - Complete
+Meeting 1-3 Notebook - Complete
================
Christopher Prener, Ph.D.
-(February 15, 2021)
+(February 07, 2022)
## Introduction
@@ -14,25 +14,25 @@ This notebook requires the following packages:
``` r
# tidyverse packages
library(ggplot2) # static mapping
-
-# mapping packages
-library(mapview) # preview spatial data
```
- ## GDAL version >= 3.1.0 | setting mapviewOptions(fgb = TRUE)
+ ## Warning in register(): Can't find generic `scale_type` in package ggplot2 to
+ ## register S3 method.
``` r
+# mapping packages
+library(mapview) # preview spatial data
library(sf) # spatial tools
```
- ## Linking to GEOS 3.8.1, GDAL 3.1.4, PROJ 6.3.1
+ ## Linking to GEOS 3.8.1, GDAL 3.2.1, PROJ 7.2.1; sf_use_s2() is TRUE
``` r
# other packages
library(here) # file path management
```
- ## here() starts at /Users/chris/GitHub/slu-soc5650/content/module-1-cartography
+ ## here() starts at /Users/prenercg/GitHub/slu-soc5650/module-1-cartography
``` r
library(RColorBrewer) # color brewer palettes
@@ -62,34 +62,40 @@ are included in the `data/exercise_data` folder:
city <- st_read(here("data", "STL_BOUNDARY_City.geojson"))
```
- ## Reading layer `STL_BOUNDARY_City' from data source `/Users/chris/GitHub/slu-soc5650/content/module-1-cartography/data/STL_BOUNDARY_City.geojson' using driver `GeoJSON'
+ ## Reading layer `STL_BOUNDARY_City' from data source
+ ## `/Users/prenercg/GitHub/slu-soc5650/module-1-cartography/data/STL_BOUNDARY_City.geojson'
+ ## using driver `GeoJSON'
## Simple feature collection with 1 feature and 2 fields
- ## geometry type: MULTIPOLYGON
- ## dimension: XY
- ## bbox: xmin: 733360 ymin: 4268394 xmax: 746157.1 ymax: 4295511
- ## projected CRS: NAD83 / UTM zone 15N
+ ## Geometry type: MULTIPOLYGON
+ ## Dimension: XY
+ ## Bounding box: xmin: 733360 ymin: 4268394 xmax: 746157.1 ymax: 4295511
+ ## Projected CRS: NAD83 / UTM zone 15N
``` r
nhood <- st_read(here("data", "exercise_data", "STL_DEMOGRAPHICS_Nhoods", "STL_DEMOGRAPHICS_Nhoods.shp"))
```
- ## Reading layer `STL_DEMOGRAPHICS_Nhoods' from data source `/Users/chris/GitHub/slu-soc5650/content/module-1-cartography/data/exercise_data/STL_DEMOGRAPHICS_Nhoods/STL_DEMOGRAPHICS_Nhoods.shp' using driver `ESRI Shapefile'
+ ## Reading layer `STL_DEMOGRAPHICS_Nhoods' from data source
+ ## `/Users/prenercg/GitHub/slu-soc5650/module-1-cartography/data/exercise_data/STL_DEMOGRAPHICS_Nhoods/STL_DEMOGRAPHICS_Nhoods.shp'
+ ## using driver `ESRI Shapefile'
## Simple feature collection with 79 features and 5 fields
- ## geometry type: MULTIPOLYGON
- ## dimension: XY
- ## bbox: xmin: 733361.8 ymin: 4268512 xmax: 745417.9 ymax: 4295501
- ## projected CRS: UTM_Zone_15_Northern_Hemisphere
+ ## Geometry type: MULTIPOLYGON
+ ## Dimension: XY
+ ## Bounding box: xmin: 733361.8 ymin: 4268512 xmax: 745417.9 ymax: 4295501
+ ## Projected CRS: UTM_Zone_15_Northern_Hemisphere
``` r
historic <- st_read(here("data", "exercise_data", "STL_HISTORICAL_Districts", "STL_HISTORICAL_Districts.shp"))
```
- ## Reading layer `STL_HISTORICAL_Districts' from data source `/Users/chris/GitHub/slu-soc5650/content/module-1-cartography/data/exercise_data/STL_HISTORICAL_Districts/STL_HISTORICAL_Districts.shp' using driver `ESRI Shapefile'
+ ## Reading layer `STL_HISTORICAL_Districts' from data source
+ ## `/Users/prenercg/GitHub/slu-soc5650/module-1-cartography/data/exercise_data/STL_HISTORICAL_Districts/STL_HISTORICAL_Districts.shp'
+ ## using driver `ESRI Shapefile'
## Simple feature collection with 102 features and 4 fields
- ## geometry type: MULTIPOLYGON
- ## dimension: XY
- ## bbox: xmin: 734470.2 ymin: 4269761 xmax: 745405.8 ymax: 4288348
- ## projected CRS: NAD83 / UTM zone 15N
+ ## Geometry type: MULTIPOLYGON
+ ## Dimension: XY
+ ## Bounding box: xmin: 734470.2 ymin: 4269761 xmax: 745405.8 ymax: 4288348
+ ## Projected CRS: NAD83 / UTM zone 15N
## Manually Applying Colors
@@ -110,7 +116,7 @@ p1 <- ggplot() +
p1
```
-![](meeting-03-complete_files/figure-gfm/historic-districts-1-1.png)
+![](meeting-1-3-complete_files/figure-gfm/historic-districts-1-1.png)
Now, take a moment and use [ColorHexa.com](https://www.colorhexa.com) to
change the fill to a *cool* color and select a darker shade of gray for
@@ -128,7 +134,7 @@ p2 <- ggplot() +
p2
```
-![](meeting-03-complete_files/figure-gfm/historic-districts-2-1.png)
+![](meeting-1-3-complete_files/figure-gfm/historic-districts-2-1.png)
## Layering with ggplot2
@@ -150,7 +156,7 @@ p3 <- ggplot() +
p3
```
-![](meeting-03-complete_files/figure-gfm/historic-districts-3-1.png)
+![](meeting-1-3-complete_files/figure-gfm/historic-districts-3-1.png)
Next, we’ll overlay the historic districts on the City’s neighborhood
boundaries to add some additional context. We’ll set the fill for the
@@ -174,7 +180,7 @@ p4 <- ggplot() +
p4
```
-![](meeting-03-complete_files/figure-gfm/historic-districts-4-1.png)
+![](meeting-1-3-complete_files/figure-gfm/historic-districts-4-1.png)
## Thematic Mapping with viridis and Color Brewer
@@ -199,7 +205,7 @@ p5 <- ggplot() +
p5
```
-![](meeting-03-complete_files/figure-gfm/nhood-pop-1-1.png)
+![](meeting-1-3-complete_files/figure-gfm/nhood-pop-1-1.png)
The viridis package contains four other palettes: “magma”, “plasma”, and
“inferno” all look somewhat similar, and then the alternate “cividis”
@@ -221,7 +227,7 @@ p6 <- ggplot() +
p6
```
-![](meeting-03-complete_files/figure-gfm/nhood-pop-2-1.png)
+![](meeting-1-3-complete_files/figure-gfm/nhood-pop-2-1.png)
This map is a bit hard to read because the color ramp is continuous. We
can bin our data using one of a number of algorithms - “equal”,
@@ -249,7 +255,7 @@ p7 <- ggplot() +
p7
```
-![](meeting-03-complete_files/figure-gfm/nhood-pop-3-1.png)
+![](meeting-1-3-complete_files/figure-gfm/nhood-pop-3-1.png)
You can use the `display.brewer.all()` function to get a preview of
other options in the `RColorBrewer` package. Take a few minutes to
diff --git a/examples/meeting-1-3-complete.nb.html b/examples/meeting-1-3-complete.nb.html
new file mode 100644
index 0000000..15ae9e5
--- /dev/null
+++ b/examples/meeting-1-3-complete.nb.html
@@ -0,0 +1,2053 @@
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
Introduction
+
This notebook provides a walk-through of the example code used in
+class.
+
+
+
Dependencies
+
This notebook requires the following packages:
+
+
+
+
# tidyverse packages
+library(ggplot2) # static mapping
+
+# mapping packages
+library(mapview) # preview spatial data
+library(sf) # spatial tools
+
+# other packages
+library(here) # file path management
+library(RColorBrewer) # color brewer palettes
+library(viridis) # viridis color palettes
+
+
+
+
We’ll also need a custom function that Chris has written for creating
+map breaks:
+
+
+
+
source(here("source", "map_breaks.R"))
+
+
+
+
The source()
function executes “R script” files, which
+can either be used to define functions used in a project or run a subset
+of other code contained in that file.
+
+
+
Load Data
+
We’ll be using two sets of data today, neighborhood boundaries and
+the regions of St. Louis City that are historic districts. Both data
+sets are included in the data/exercise_data
folder:
+
+
+
+
city <- st_read(here("data", "STL_BOUNDARY_City.geojson"))
+nhood <- st_read(here("data", "exercise_data", "STL_DEMOGRAPHICS_Nhoods", "STL_DEMOGRAPHICS_Nhoods.shp"))
+historic <- st_read(here("data", "exercise_data", "STL_HISTORICAL_Districts", "STL_HISTORICAL_Districts.shp"))
+
+
+
+
+
+
Manually Applying Colors
+
One task when we are working with multi-layer maps is arbitrarily
+setting the colors we assign to a given layer. We can use the
+fill
argument in geom_sf
outside of
+an aesthetic mapping to set the fill, and the color
+argument to set the hue of the border colors.
+
+
+
+
p1 <- ggplot() +
+ geom_sf(data = historic, fill = "#ffe4e1", color = "#a9a9a9") +
+ labs(
+ title = "Historic Districts",
+ subtitle = "City of St. Louis",
+ caption = "Data via City of St. Louis"
+ )
+
+p1
+
+
+
+
Now, take a moment and use ColorHexa.com to change the fill to
+a cool color and select a darker shade of gray for the
+border:
+
+
+
+
p2 <- ggplot() +
+ geom_sf(data = historic, fill = "#e1edff", color = "#838383") +
+ labs(
+ title = "Historic Districts",
+ subtitle = "City of St. Louis",
+ caption = "Data via City of St. Louis"
+ )
+
+p2
+
+
+
+
+
+
Layering with ggplot2
+
The maps we made above help identify the historic districts, but they
+are devoid of context because the lack the boundary for the City of
+St. Louis. Let’s go ahead an add that. We’ll set the fill for the city
+boundary to white so that our historic districts really stand out.
+
+
+
+
p3 <- ggplot() +
+ geom_sf(data = city, fill = "#ffffff") +
+ geom_sf(data = historic, fill = "#e1edff", color = "#646464") +
+ labs(
+ title = "Historic Districts",
+ subtitle = "City of St. Louis",
+ caption = "Data via City of St. Louis"
+ )
+
+p3
+
+
+
+
Next, we’ll overlay the historic districts on the City’s neighborhood
+boundaries to add some additional context. We’ll set the fill for the
+neighborhood boundaries to NA
so that they are hollow, use
+a light gray color, and set the size to .2
so that they are
+thinner than the default width. Finally, we’ll add the city
+data on top as well so that the City’s boundary stands out.
+
+
+
+
p4 <- ggplot() +
+ geom_sf(data = city, fill = "#ffffff") +
+ geom_sf(data = nhood, fill = NA, color = "#a9a9a9", size = .2) +
+ geom_sf(data = historic, fill = "#e1edff", color = "#646464") +
+ geom_sf(data = city, fill = NA) +
+ labs(
+ title = "Historic Districts",
+ subtitle = "City of St. Louis",
+ caption = "Data via City of St. Louis"
+ )
+
+p4
+
+
+
+
+
+
Thematic Mapping with viridis and Color Brewer
+
The other topic for this week is to create maps that have different
+color ramps. Last week, we introduce the virids
color
+palettes. We can illustrate that for review by mapping the 1950
+populations of St. Louis’s neighborhoods, with the addition of a ground
+layer representing the city boundary:
+
+
+
+
p5 <- ggplot() +
+ geom_sf(data = city, fill = "#ffffff", color = NA) +
+ geom_sf(data = nhood, mapping = aes(fill = pop50_den)) +
+ geom_sf(data = city, fill = NA, color = "#2a2a2a", size = .9) +
+ scale_fill_viridis(name = "Population Density\nper Square Kilometer") +
+ labs(
+ title = "1950 Neighborhood Populations",
+ subtitle = "City of St. Louis",
+ caption = "Data via NHGIS and Christopher Prener, PhD"
+ )
+
+p5
+
+
+
+
The viridis package contains four other palettes: “magma”, “plasma”,
+and “inferno” all look somewhat similar, and then the alternate
+“cividis” palette. You can specify them with the option
+argument in scale_fill_viridis
:
+
+
+
+
p6 <- ggplot() +
+ geom_sf(data = city, fill = "#ffffff", color = NA) +
+ geom_sf(data = nhood, mapping = aes(fill = pop50_den)) +
+ geom_sf(data = city, fill = NA, color = "#2a2a2a", size = .9) +
+ scale_fill_viridis(option = "magma", name = "Population Density\nper Square Kilometer") +
+ labs(
+ title = "1950 Neighborhood Populations",
+ subtitle = "City of St. Louis",
+ caption = "Data via NHGIS and Christopher Prener, PhD"
+ )
+
+p6
+
+
+
+
This map is a bit hard to read because the color ramp is continuous.
+We can bin our data using one of a number of algorithms - “equal”,
+“pretty”, “quantile”, “fisher”, and “jenks” are the best options to
+choose from. Typically we don’t want more than 5 or 6 breaks. We can
+also switch to using RColorBrewer
instead.
+
+
+
+
## create breaks
+nhood <- map_breaks(nhood, var = "pop50_den", newvar = "map_breaks",
+ style = "quantile", classes = 5, dig_lab = 5)
+
+## map binned data
+p7 <- ggplot() +
+ geom_sf(data = city, fill = "#ffffff", color = NA) +
+ geom_sf(data = nhood, mapping = aes(fill = map_breaks)) +
+ geom_sf(data = city, fill = NA, color = "#2a2a2a", size = .9) +
+ scale_fill_brewer(palette = "RdPu", name = "Population Density\nper Square Kilometer") +
+ labs(
+ title = "1950 Neighborhood Populations",
+ subtitle = "City of St. Louis",
+ caption = "Data via NHGIS and Christopher Prener, PhD"
+ )
+
+p7
+
+
+
+
You can use the display.brewer.all()
function to get a
+preview of other options in the RColorBrewer
package. Take
+a few minutes to modify p7
using different palette options
+and approaches to making breaks.
+
+
+
+
---
title: "Meeting 1-3 Notebook - Complete"
author: "Christopher Prener, Ph.D."
date: '(`r format(Sys.time(), "%B %d, %Y")`)'
output: 
  github_document: default
  html_notebook: default 
always_allow_html: yes
---

## Introduction
This notebook provides a walk-through of the example code used in class.

## Dependencies
This notebook requires the following packages:

```{r load-packages}
# tidyverse packages
library(ggplot2)       # static mapping

# mapping packages
library(mapview)      # preview spatial data
library(sf)           # spatial tools

# other packages
library(here)         # file path management
library(RColorBrewer) # color brewer palettes
library(viridis)      # viridis color palettes
```

We'll also need a custom function that Chris has written for creating map breaks: 

```{r load-functions}
source(here("source", "map_breaks.R"))
```

The `source()` function executes "R script" files, which can either be used to define functions used in a project or run a subset of other code contained in that file.

## Load Data
We'll be using two sets of data today, neighborhood boundaries and the regions of St. Louis City that are historic districts. Both data sets are included in the `data/exercise_data` folder:

```{r load-data}
city <- st_read(here("data", "STL_BOUNDARY_City.geojson"))
nhood <- st_read(here("data", "exercise_data", "STL_DEMOGRAPHICS_Nhoods", "STL_DEMOGRAPHICS_Nhoods.shp"))
historic <- st_read(here("data", "exercise_data", "STL_HISTORICAL_Districts", "STL_HISTORICAL_Districts.shp"))
```
## Manually Applying Colors
One task when we are working with multi-layer maps is arbitrarily setting the colors we assign to a given layer. We can use the `fill` argument in `geom_sf` *outside* of an aesthetic mapping to set the fill, and the `color` argument to set the hue of the border colors.

```{r historic-districts-1}
p1 <- ggplot() +
  geom_sf(data = historic, fill = "#ffe4e1", color = "#a9a9a9") +
  labs(
    title = "Historic Districts",
    subtitle = "City of St. Louis",
    caption = "Data via City of St. Louis"
  )

p1
```

Now, take a moment and use [ColorHexa.com](https://www.colorhexa.com) to change the fill to a *cool* color and select a darker shade of gray for the border:

```{r historic-districts-2}
p2 <- ggplot() +
  geom_sf(data = historic, fill = "#e1edff", color = "#838383") +
  labs(
    title = "Historic Districts",
    subtitle = "City of St. Louis",
    caption = "Data via City of St. Louis"
  )

p2
```

## Layering with ggplot2
The maps we made above help identify the historic districts, but they are devoid of context because the lack the boundary for the City of St. Louis. Let's go ahead an add that. We'll set the fill for the city boundary to white so that our historic districts really stand out.

```{r historic-districts-3}
p3 <- ggplot() +
  geom_sf(data = city, fill = "#ffffff") +
  geom_sf(data = historic, fill = "#e1edff", color = "#646464") +
  labs(
    title = "Historic Districts",
    subtitle = "City of St. Louis",
    caption = "Data via City of St. Louis"
  )

p3
```

Next, we'll overlay the historic districts on the City's neighborhood boundaries to add some additional context. We'll set the fill for the neighborhood boundaries to `NA` so that they are hollow, use a light gray color, and set the size to `.2` so that they are thinner than the default width. Finally, we'll add the `city` data on top as well so that the City's boundary stands out.

```{r historic-districts-4}
p4 <- ggplot() +
  geom_sf(data = city, fill = "#ffffff") +
  geom_sf(data = nhood, fill = NA, color = "#a9a9a9", size = .2) +
  geom_sf(data = historic, fill = "#e1edff", color = "#646464") +
  geom_sf(data = city, fill = NA) +
  labs(
    title = "Historic Districts",
    subtitle = "City of St. Louis",
    caption = "Data via City of St. Louis"
  )

p4
```

## Thematic Mapping with viridis and Color Brewer
The other topic for this week is to create maps that have different color ramps. Last week, we introduce the `virids` color palettes. We can illustrate that for review by mapping the 1950 populations of St. Louis's neighborhoods, with the addition of a ground layer representing the city boundary:

```{r, nhood-pop-1}
p5 <- ggplot() +
  geom_sf(data = city, fill = "#ffffff", color = NA) +
  geom_sf(data = nhood, mapping = aes(fill = pop50_den)) +
  geom_sf(data = city, fill = NA, color = "#2a2a2a", size = .9) +
  scale_fill_viridis(name = "Population Density\nper Square Kilometer") +
  labs(
    title = "1950 Neighborhood Populations",
    subtitle = "City of St. Louis",
    caption = "Data via NHGIS and Christopher Prener, PhD"
  )

p5
```

The viridis package contains four other palettes: "magma", "plasma", and "inferno" all look somewhat similar, and then the alternate "cividis" palette. You can specify them with the `option` argument in `scale_fill_viridis`:

```{r, nhood-pop-2}
p6 <- ggplot() +
  geom_sf(data = city, fill = "#ffffff", color = NA) +
  geom_sf(data = nhood, mapping = aes(fill = pop50_den)) +
  geom_sf(data = city, fill = NA, color = "#2a2a2a", size = .9) +
  scale_fill_viridis(option = "magma", name = "Population Density\nper Square Kilometer") +
  labs(
    title = "1950 Neighborhood Populations",
    subtitle = "City of St. Louis",
    caption = "Data via NHGIS and Christopher Prener, PhD"
  )

p6
```

This map is a bit hard to read because the color ramp is continuous. We can bin our data using one of a number of algorithms - "equal", "pretty", "quantile", "fisher", and "jenks" are the best options to choose from. Typically we don't want more than 5 or 6 breaks. We can also switch to using `RColorBrewer` instead.

```{r, nhood-pop-3}
## create breaks
nhood <- map_breaks(nhood, var = "pop50_den", newvar = "map_breaks",
                    style = "quantile", classes = 5, dig_lab = 5)

## map binned data
p7 <- ggplot() +
  geom_sf(data = city, fill = "#ffffff", color = NA) +
  geom_sf(data = nhood, mapping = aes(fill = map_breaks)) +
  geom_sf(data = city, fill = NA, color = "#2a2a2a", size = .9) +
  scale_fill_brewer(palette = "RdPu", name = "Population Density\nper Square Kilometer") +
  labs(
    title = "1950 Neighborhood Populations",
    subtitle = "City of St. Louis",
    caption = "Data via NHGIS and Christopher Prener, PhD"
  )

p7
```

You can use the `display.brewer.all()` function to get a preview of other options in the `RColorBrewer` package. Take a few minutes to modify `p7` using different palette options and approaches to making breaks.

+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
diff --git a/examples/meeting-03-complete_files/figure-gfm/historic-districts-1-1.png b/examples/meeting-1-3-complete_files/figure-gfm/historic-districts-1-1.png
similarity index 100%
rename from examples/meeting-03-complete_files/figure-gfm/historic-districts-1-1.png
rename to examples/meeting-1-3-complete_files/figure-gfm/historic-districts-1-1.png
diff --git a/examples/meeting-03-complete_files/figure-gfm/historic-districts-2-1.png b/examples/meeting-1-3-complete_files/figure-gfm/historic-districts-2-1.png
similarity index 100%
rename from examples/meeting-03-complete_files/figure-gfm/historic-districts-2-1.png
rename to examples/meeting-1-3-complete_files/figure-gfm/historic-districts-2-1.png
diff --git a/examples/meeting-03-complete_files/figure-gfm/historic-districts-3-1.png b/examples/meeting-1-3-complete_files/figure-gfm/historic-districts-3-1.png
similarity index 100%
rename from examples/meeting-03-complete_files/figure-gfm/historic-districts-3-1.png
rename to examples/meeting-1-3-complete_files/figure-gfm/historic-districts-3-1.png
diff --git a/examples/meeting-03-complete_files/figure-gfm/historic-districts-4-1.png b/examples/meeting-1-3-complete_files/figure-gfm/historic-districts-4-1.png
similarity index 100%
rename from examples/meeting-03-complete_files/figure-gfm/historic-districts-4-1.png
rename to examples/meeting-1-3-complete_files/figure-gfm/historic-districts-4-1.png
diff --git a/examples/meeting-03-complete_files/figure-gfm/nhood-pop-1-1.png b/examples/meeting-1-3-complete_files/figure-gfm/nhood-pop-1-1.png
similarity index 100%
rename from examples/meeting-03-complete_files/figure-gfm/nhood-pop-1-1.png
rename to examples/meeting-1-3-complete_files/figure-gfm/nhood-pop-1-1.png
diff --git a/examples/meeting-03-complete_files/figure-gfm/nhood-pop-2-1.png b/examples/meeting-1-3-complete_files/figure-gfm/nhood-pop-2-1.png
similarity index 100%
rename from examples/meeting-03-complete_files/figure-gfm/nhood-pop-2-1.png
rename to examples/meeting-1-3-complete_files/figure-gfm/nhood-pop-2-1.png
diff --git a/examples/meeting-03-complete_files/figure-gfm/nhood-pop-3-1.png b/examples/meeting-1-3-complete_files/figure-gfm/nhood-pop-3-1.png
similarity index 100%
rename from examples/meeting-03-complete_files/figure-gfm/nhood-pop-3-1.png
rename to examples/meeting-1-3-complete_files/figure-gfm/nhood-pop-3-1.png
diff --git a/examples/meeting-03.Rmd b/examples/meeting-1-3.Rmd
similarity index 99%
rename from examples/meeting-03.Rmd
rename to examples/meeting-1-3.Rmd
index fd13eda..cb96824 100644
--- a/examples/meeting-03.Rmd
+++ b/examples/meeting-1-3.Rmd
@@ -1,5 +1,5 @@
---
-title: "Meeting-03 Meeting Notebook"
+title: "Meeting 1-3 Notebook"
author: "Christopher Prener, Ph.D."
date: '(`r format(Sys.time(), "%B %d, %Y")`)'
output:
@@ -163,4 +163,4 @@ p7 <- ggplot() +
p7
```
-You can use the `display.brewer.all()` function to get a preview of other options in the `RColorBrewer` package. Take a few minutes to modify `p7` using different palette options and approaches to making breaks.
\ No newline at end of file
+You can use the `display.brewer.all()` function to get a preview of other options in the `RColorBrewer` package. Take a few minutes to modify `p7` using different palette options and approaches to making breaks.
diff --git a/examples/meeting-1-3.nb.html b/examples/meeting-1-3.nb.html
new file mode 100644
index 0000000..a68bd79
--- /dev/null
+++ b/examples/meeting-1-3.nb.html
@@ -0,0 +1,2052 @@
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
Introduction
+
This notebook provides a walk-through of the example code used in
+class.
+
+
+
Dependencies
+
This notebook requires the following packages:
+
+
+
+
# tidyverse packages
+library(ggplot2) # static mapping
+
+# mapping packages
+library(mapview) # preview spatial data
+library(sf) # spatial tools
+
+# other packages
+library(here) # file path management
+library(RColorBrewer) # color brewer palettes
+library(viridis) # viridis color palettes
+
+
+
+
We’ll also need a custom function that Chris has written for creating
+map breaks:
+
+
+
+
source(here("source", "map_breaks.R"))
+
+
+
+
The source()
function executes “R script” files, which
+can either be used to define functions used in a project or run a subset
+of other code contained in that file.
+
+
+
Load Data
+
We’ll be using two sets of data today, neighborhood boundaries and
+the regions of St. Louis City that are historic districts. Both data
+sets are included in the data/exercise_data
folder:
+
+
+
+
city <- st_read(here("data", "STL_BOUNDARY_City.geojson"))
+nhood <- st_read(here("data", "exercise_data", "STL_DEMOGRAPHICS_Nhoods", "STL_DEMOGRAPHICS_Nhoods.shp"))
+historic <- st_read(here("data", "exercise_data", "STL_HISTORICAL_Districts", "STL_HISTORICAL_Districts.shp"))
+
+
+
+
+
+
Manually Applying Colors
+
One task when we are working with multi-layer maps is arbitrarily
+setting the colors we assign to a given layer. We can use the
+fill
argument in geom_sf
outside of
+an aesthetic mapping to set the fill, and the color
+argument to set the hue of the border colors.
+
+
+
+
p1 <- ggplot() +
+ geom_sf(data = historic, fill = "#ffe4e1", color = "#a9a9a9") +
+ labs(
+ title = "Historic Districts",
+ subtitle = "City of St. Louis",
+ caption = "Data via City of St. Louis"
+ )
+
+p1
+
+
+
+
Now, take a moment and use ColorHexa.com to change the fill to
+a cool color and select a darker shade of gray for the
+border:
+
+
+
+
p2 <- ggplot() +
+ geom_sf(data = historic, fill = , color = ) +
+ labs(
+ title = "Historic Districts",
+ subtitle = "City of St. Louis",
+ caption = "Data via City of St. Louis"
+ )
+
+p2
+
+
+
+
+
+
Layering with ggplot2
+
The maps we made above help identify the historic districts, but they
+are devoid of context because the lack the boundary for the City of
+St. Louis. Let’s go ahead an add that. We’ll set the fill for the city
+boundary to white so that our historic districts really stand out.
+
+
+
+
p3 <- ggplot() +
+ geom_sf() +
+ geom_sf() +
+ labs(
+ title = "Historic Districts",
+ subtitle = "City of St. Louis",
+ caption = "Data via City of St. Louis"
+ )
+
+p3
+
+
+
+
Next, we’ll overlay the historic districts on the City’s neighborhood
+boundaries to add some additional context. We’ll set the fill for the
+neighborhood boundaries to NA
so that they are hollow, use
+a light gray color, and set the size to .2
so that they are
+thinner than the default width. Finally, we’ll add the city
+data on top as well so that the City’s boundary stands out.
+
+
+
+
p4 <- ggplot() +
+ geom_sf() +
+ geom_sf() +
+ geom_sf() +
+ geom_sf() +
+ labs(
+ title = "Historic Districts",
+ subtitle = "City of St. Louis",
+ caption = "Data via City of St. Louis"
+ )
+
+p4
+
+
+
+
+
+
Thematic Mapping with viridis and Color Brewer
+
The other topic for this week is to create maps that have different
+color ramps. Last week, we introduce the virids
color
+palettes. We can illustrate that for review by mapping the 1950
+populations of St. Louis’s neighborhoods, with the addition of a ground
+layer representing the city boundary:
+
+
+
+
p5 <- ggplot() +
+ geom_sf(data = city, fill = "#ffffff", color = NA) +
+ geom_sf() +
+ geom_sf(data = city, fill = NA, color = "#2a2a2a", size = .9) +
+ scale_fill_viridis(name = "Population Density\nper Square Kilometer") +
+ labs(
+ title = "1950 Neighborhood Populations",
+ subtitle = "City of St. Louis",
+ caption = "Data via NHGIS and Christopher Prener, PhD"
+ )
+
+p5
+
+
+
+
The viridis package contains four other palettes: “magma”, “plasma”,
+and “inferno” all look somewhat similar, and then the alternate
+“cividis” palette. You can specify them with the option
+argument in scale_fill_viridis
:
+
+
+
+
p6 <- ggplot() +
+ geom_sf(data = city, fill = "#ffffff", color = NA) +
+ geom_sf(data = nhood, mapping = aes(fill = pop50_den)) +
+ geom_sf(data = city, fill = NA, color = "#2a2a2a", size = .9) +
+ scale_fill_viridis(option = , name = "Population Density\nper Square Kilometer") +
+ labs(
+ title = "1950 Neighborhood Populations",
+ subtitle = "City of St. Louis",
+ caption = "Data via NHGIS and Christopher Prener, PhD"
+ )
+
+p6
+
+
+
+
This map is a bit hard to read because the color ramp is continuous.
+We can bin our data using one of a number of algorithms - “equal”,
+“pretty”, “quantile”, “fisher”, and “jenks” are the best options to
+choose from. Typically we don’t want more than 5 or 6 breaks. We can
+also switch to using RColorBrewer
instead.
+
+
+
+
## create breaks
+nhood <- map_breaks()
+
+## map binned data
+p7 <- ggplot() +
+ geom_sf(data = city, fill = "#ffffff", color = NA) +
+ geom_sf(data = nhood, mapping = aes(fill = )) +
+ geom_sf(data = city, fill = NA, color = "#2a2a2a", size = .9) +
+ scale_fill_brewer(palette = "RdPu", name = "Population Density\nper Square Kilometer") +
+ labs(
+ title = "1950 Neighborhood Populations",
+ subtitle = "City of St. Louis",
+ caption = "Data via NHGIS and Christopher Prener, PhD"
+ )
+
+p7
+
+
+
+
You can use the display.brewer.all()
function to get a
+preview of other options in the RColorBrewer
package. Take
+a few minutes to modify p7
using different palette options
+and approaches to making breaks.
+
+
+
+
---
title: "Meeting 1-3 Notebook"
author: "Christopher Prener, Ph.D."
date: '(`r format(Sys.time(), "%B %d, %Y")`)'
output: 
  github_document: default
  html_notebook: default 
always_allow_html: yes
---

## Introduction
This notebook provides a walk-through of the example code used in class.

## Dependencies
This notebook requires the following packages:

```{r load-packages}
# tidyverse packages
library(ggplot2)       # static mapping

# mapping packages
library(mapview)      # preview spatial data
library(sf)           # spatial tools

# other packages
library(here)         # file path management
library(RColorBrewer) # color brewer palettes
library(viridis)      # viridis color palettes
```

We'll also need a custom function that Chris has written for creating map breaks: 

```{r load-functions}
source(here("source", "map_breaks.R"))
```

The `source()` function executes "R script" files, which can either be used to define functions used in a project or run a subset of other code contained in that file.

## Load Data
We'll be using two sets of data today, neighborhood boundaries and the regions of St. Louis City that are historic districts. Both data sets are included in the `data/exercise_data` folder:

```{r load-data}
city <- st_read(here("data", "STL_BOUNDARY_City.geojson"))
nhood <- st_read(here("data", "exercise_data", "STL_DEMOGRAPHICS_Nhoods", "STL_DEMOGRAPHICS_Nhoods.shp"))
historic <- st_read(here("data", "exercise_data", "STL_HISTORICAL_Districts", "STL_HISTORICAL_Districts.shp"))
```

## Manually Applying Colors
One task when we are working with multi-layer maps is arbitrarily setting the colors we assign to a given layer. We can use the `fill` argument in `geom_sf` *outside* of an aesthetic mapping to set the fill, and the `color` argument to set the hue of the border colors.

```{r historic-districts-1}
p1 <- ggplot() +
  geom_sf(data = historic, fill = "#ffe4e1", color = "#a9a9a9") +
  labs(
    title = "Historic Districts",
    subtitle = "City of St. Louis",
    caption = "Data via City of St. Louis"
  )

p1
```

Now, take a moment and use [ColorHexa.com](https://www.colorhexa.com) to change the fill to a *cool* color and select a darker shade of gray for the border:

```{r historic-districts-2}
p2 <- ggplot() +
  geom_sf(data = historic, fill = , color = ) +
  labs(
    title = "Historic Districts",
    subtitle = "City of St. Louis",
    caption = "Data via City of St. Louis"
  )

p2
```

## Layering with ggplot2
The maps we made above help identify the historic districts, but they are devoid of context because the lack the boundary for the City of St. Louis. Let's go ahead an add that. We'll set the fill for the city boundary to white so that our historic districts really stand out.

```{r historic-districts-3}
p3 <- ggplot() +
  geom_sf() +
  geom_sf() +
  labs(
    title = "Historic Districts",
    subtitle = "City of St. Louis",
    caption = "Data via City of St. Louis"
  )

p3
```

Next, we'll overlay the historic districts on the City's neighborhood boundaries to add some additional context. We'll set the fill for the neighborhood boundaries to `NA` so that they are hollow, use a light gray color, and set the size to `.2` so that they are thinner than the default width. Finally, we'll add the `city` data on top as well so that the City's boundary stands out.

```{r historic-districts-4}
p4 <- ggplot() +
  geom_sf() +
  geom_sf() +
  geom_sf() +
  geom_sf() +
  labs(
    title = "Historic Districts",
    subtitle = "City of St. Louis",
    caption = "Data via City of St. Louis"
  )

p4
```

## Thematic Mapping with viridis and Color Brewer
The other topic for this week is to create maps that have different color ramps. Last week, we introduce the `virids` color palettes. We can illustrate that for review by mapping the 1950 populations of St. Louis's neighborhoods, with the addition of a ground layer representing the city boundary:

```{r, nhood-pop-1}
p5 <- ggplot() +
  geom_sf(data = city, fill = "#ffffff", color = NA) +
  geom_sf() +
  geom_sf(data = city, fill = NA, color = "#2a2a2a", size = .9) +
  scale_fill_viridis(name = "Population Density\nper Square Kilometer") +
  labs(
    title = "1950 Neighborhood Populations",
    subtitle = "City of St. Louis",
    caption = "Data via NHGIS and Christopher Prener, PhD"
  )

p5
```

The viridis package contains four other palettes: "magma", "plasma", and "inferno" all look somewhat similar, and then the alternate "cividis" palette. You can specify them with the `option` argument in `scale_fill_viridis`:

```{r, nhood-pop-2}
p6 <- ggplot() +
  geom_sf(data = city, fill = "#ffffff", color = NA) +
  geom_sf(data = nhood, mapping = aes(fill = pop50_den)) +
  geom_sf(data = city, fill = NA, color = "#2a2a2a", size = .9) +
  scale_fill_viridis(option = , name = "Population Density\nper Square Kilometer") +
  labs(
    title = "1950 Neighborhood Populations",
    subtitle = "City of St. Louis",
    caption = "Data via NHGIS and Christopher Prener, PhD"
  )

p6
```

This map is a bit hard to read because the color ramp is continuous. We can bin our data using one of a number of algorithms - "equal", "pretty", "quantile", "fisher", and "jenks" are the best options to choose from. Typically we don't want more than 5 or 6 breaks. We can also switch to using `RColorBrewer` instead.

```{r, nhood-pop-3}
## create breaks
nhood <- map_breaks()

## map binned data
p7 <- ggplot() +
  geom_sf(data = city, fill = "#ffffff", color = NA) +
  geom_sf(data = nhood, mapping = aes(fill = )) +
  geom_sf(data = city, fill = NA, color = "#2a2a2a", size = .9) +
  scale_fill_brewer(palette = "RdPu", name = "Population Density\nper Square Kilometer") +
  labs(
    title = "1950 Neighborhood Populations",
    subtitle = "City of St. Louis",
    caption = "Data via NHGIS and Christopher Prener, PhD"
  )

p7
```

You can use the `display.brewer.all()` function to get a preview of other options in the `RColorBrewer` package. Take a few minutes to modify `p7` using different palette options and approaches to making breaks.

+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+