From be156c42e938d678f68fc687fbdac590fcc4e561 Mon Sep 17 00:00:00 2001 From: lyu039 <142775232+lyu039@users.noreply.github.com> Date: Fri, 13 Feb 2026 11:32:58 +0800 Subject: [PATCH 01/14] Update Smoking_Population.md - finalized data description, limitations, and comments - add state and county level maps --- metadata/Smoking_Population.md | 38 ++++++++++++++++++++++++++-------- 1 file changed, 29 insertions(+), 9 deletions(-) diff --git a/metadata/Smoking_Population.md b/metadata/Smoking_Population.md index cf256c1de..714a40c82 100644 --- a/metadata/Smoking_Population.md +++ b/metadata/Smoking_Population.md @@ -1,21 +1,41 @@ **Meta Data Name**: Smoking Population Variables **Date Added**: October 30, 2025 **Author**: Yilin Lyu -**Date Last Modified**: November 6, 2025 +**Date Last Modified**: February 12, 2025 **Last Modified By**: Yilin Lyu ### Data Source(s) Description: -Variables were obtained from the County Health rankings & Roadmaps (CHR&R), a program of the University of Wisconsin Population Health Institute, draws attention to why there are differences in health within and across communities. The program highlights policies and practices that can help everyone be as healthy as possible. CHR&R aims to grow a shared understanding of health, equity and the power of communities to improve health for all. This work is rooted in a long-term vision where all people and places have what they need to thrive.a program of the University of Wisconsin Population Health Institute, draws attention to why there are differences in health within and across communities. The program highlights policies and practices that can help everyone be as healthy as possible. CHR&R aims to grow a shared understanding of health, equity and the power of communities to improve health for all. This work is rooted in a long-term vision where all people and places have what they need to thrive.. More details about historical data and documents can be found [here](https://www.countyhealthrankings.org/health-data/methodology-and-sources/data-documentation). Raw data can be downloaded from the file called **2025 CHR CSV Analytic Data**. - + +#### Resources +Smoking prevalence variables were obtained from the County Health Rankings & Roadmaps (CHR&R) program, led by the University of Wisconsin Population Health Institute. County Health Rankings & Roadmaps compiles and curates population health indicators to highlight geographic differences in health outcomes and risk factors across U.S. communities, with an emphasis on health equity and the social determinants of health. + +The smoking measure used in this dataset is derived from the Behavioral Risk Factor Surveillance System (BRFSS), a nationally representative health survey conducted by the Centers for Disease Control and Prevention (CDC). + +Raw data were downloaded from the 2025 CHR CSV Analytic Data file [here](https://www.countyhealthrankings.org/health-data/methodology-and-sources/data-documentation). Additional documentation on data sources, methods, and historical measures is available through the County Health Rankings & Roadmaps documentation. + +#### Geographic Boundaries +ZIP Code Tract Area (ZCTA) and Census Tract boundary files were sourced from the [US Census Bureau, TIGER/Line Shapefiles 2018, 2020](https://www.census.gov/geographies/mapping-files/time-series/geo/carto-boundary-file.html). +A copy of the geographic boundary files used can be found at the [HEROP GeoData Web Archive](https://geodata.healthyregions.org/). ### Description of Data Processing: -The following variable was included from the source data: -- Percentage of smoking population - -This measure was derived from the Behavioral Risk Factor Surveillance System (BRFSS). Adult smoking is the percentage of the adult population in a county who both report that they currently smoke every day or some days and have smoked at least 100 cigarettes in their lifetime. +The following variable was included from the source data: +* Percentage of smoking population + +This measure was derived from the Behavioral Risk Factor Surveillance System (BRFSS). Adult smoking is the percentage of the adult population in a county who both report that they currently smoke every day or some days and have smoked at least 100 cigarettes in their lifetime. + + +State Map: + +State Map_Smoking_Natural Break + +County Map: + +County Map_Smoking_ Natural Break ### Data Limitations: -- The BRFSS only surveys adults (age 18 and older), lacking data on adolescent smoking. The Youth Behavioral Risk Factor Survey attempts to fill this gap, but it currently does not provide enough data to estimate county-level smoking prevalence among youth. BRFSS also currently only asks about the use of cigarettes and not e-cigarettes which have grown in prominence. Additionally, new methods using biomarkers have shown that not all smokers are exposed to the same level of contaminants.4 The simple “current smoker” status question does not capture the thousands of chemical compounds in cigarettes and cigarette smoke nor take into account the effects of secondhand smoke. +- The BRFSS only surveys adults (age 18 and older), lacking data on adolescent smoking. The Youth Behavioral Risk Factor Survey attempts to fill this gap, but it currently does not provide enough data to estimate county-level smoking prevalence among youth. +- BRFSS also currently only asks about the use of cigarettes and not e-cigarettes which have grown in prominence. +- Additionally, new methods using biomarkers have shown that not all smokers are exposed to the same level of contaminants. The simple “current smoker” status question does not capture the thousands of chemical compounds in cigarettes and cigarette smoke nor take into account the effects of secondhand smoke. ### Comments/Notes: -- Detailed information about key measure methods can be found [here](https://www.countyhealthrankings.org/health-data/community-conditions/health-infrastructure/health-promotion-and-harm-reduction/adult-smoking?year=2025). +- Smoking data are based not only on survey response, but depend on statistical modeling techniques that improve the precision of the estimates. Detailed information about key measure methods can be found [here](https://www.countyhealthrankings.org/health-data/community-conditions/health-infrastructure/health-promotion-and-harm-reduction/adult-smoking?year=2025). From f75a006486e5412fb57d8fe005c67038107e0aac Mon Sep 17 00:00:00 2001 From: lyu039 <142775232+lyu039@users.noreply.github.com> Date: Fri, 13 Feb 2026 11:37:06 +0800 Subject: [PATCH 02/14] Update Prison_Incarceration_Rates.md - finalized data info and limitations - add state and county maps --- metadata/Prison_Incarceration_Rates.md | 35 ++++++++++++++++++-------- 1 file changed, 24 insertions(+), 11 deletions(-) diff --git a/metadata/Prison_Incarceration_Rates.md b/metadata/Prison_Incarceration_Rates.md index 821a73c6b..c274d7e30 100644 --- a/metadata/Prison_Incarceration_Rates.md +++ b/metadata/Prison_Incarceration_Rates.md @@ -1,24 +1,37 @@ **Meta Data Name**: Prison Incarceration Variables **Date Added**: September 11, 2020 **Author**: Marynia Kolak, Qinyun Lin, Yilin Lyu -**Date Last Modified**: February 3, 2026 +**Date Last Modified**: February 12, 2026 **Last Modified By**: Yilin Lyu ### Data Source(s) Description: -Variables were obtained from the Vera Institute of Justice. Raw data and more details can be found at https://github.com/vera-institute/incarceration_trends. Raw data is downloaded in the folder of data_raw, named "incarceration_trends.xlsx". -OEPS includes version 1 of Vera Institute's data, or county-level measures available from 2017. As of May 2025, an updated version -of the data at county and state level is available for 2024 at [Vera Institute's Github Page](https://github.com/vera-institute/incarceration-trends). -This will be updated in OEPS by fall 2025. +#### Resources +Prison incarceration variables were obtained from the Vera Institute of Justice, which maintains the Incarceration Trends dataset documenting prison and jail populations across the United States. + +Raw data and documentation are publicly available through the Vera Institute’s GitHub repository. OEPS uses Version 1 of the Vera data for county-level prison measures beginning in 2017. As of May 2025, updated county- and state-level prison data through 2024 are available at [Vera Institute's Github Page](https://github.com/vera-institute/incarceration-trends). + +#### Geographic Boundaries +ZIP Code Tract Area (ZCTA) and Census Tract boundary files were sourced from the [US Census Bureau, TIGER/Line Shapefiles 2018, 2020](https://www.census.gov/geographies/mapping-files/time-series/geo/carto-boundary-file.html). +A copy of the geographic boundary files used can be found at the [HEROP GeoData Web Archive](https://geodata.healthyregions.org/). ### Description of Data Processing: -The following variables were included from the source data: - 1. Total prison population rate; - 2. Total prison admission rate; - 3. Total prison population count; - 4. Total prison admission count; +The Vera Institute prison dataset includes annual state-level and county-level measures derived from administrative correctional records. The following prison-related variables are included in OEPS: +* Total prison population rate +* Total prison admission rate +* Total prison population count +* Total prison admission count + +Rates are calculated by the Vera Institute using the county population aged 15–64 as the denominator. This age range is used because populations under 15 and over 64 have a very low risk of incarceration, and their proportions vary substantially across counties. + + +State Map: + +State Map_Prison_2024_Natural Break + +County Map: -These rates were calculated using base rate of county population aged 15-64. They argue that "youth under age 15 and adults over 64 are age groups at very low risk of jail incarceration and because the proportion of these groups varies greatly by county." +County Map_Prison_2019_Natural Break ### Data Limitations: - There are missing data in many counties. Prison admission data are not available after 2020. From 55e5f6b4ca7cbd254c027a12653b006ef3ff79b6 Mon Sep 17 00:00:00 2001 From: lyu039 <142775232+lyu039@users.noreply.github.com> Date: Fri, 13 Feb 2026 11:40:54 +0800 Subject: [PATCH 03/14] Update Prison_Incarceration_Rates.md --- metadata/Prison_Incarceration_Rates.md | 8 ++++---- 1 file changed, 4 insertions(+), 4 deletions(-) diff --git a/metadata/Prison_Incarceration_Rates.md b/metadata/Prison_Incarceration_Rates.md index c274d7e30..f1fb09511 100644 --- a/metadata/Prison_Incarceration_Rates.md +++ b/metadata/Prison_Incarceration_Rates.md @@ -17,10 +17,10 @@ A copy of the geographic boundary files used can be found at the [HEROP GeoData ### Description of Data Processing: The Vera Institute prison dataset includes annual state-level and county-level measures derived from administrative correctional records. The following prison-related variables are included in OEPS: -* Total prison population rate -* Total prison admission rate -* Total prison population count -* Total prison admission count +1. Total prison population rate +2. Total prison admission rate +3. Total prison population count +4. Total prison admission count Rates are calculated by the Vera Institute using the county population aged 15–64 as the denominator. This age range is used because populations under 15 and over 64 have a very low risk of incarceration, and their proportions vary substantially across counties. From 2dc78ef4d53dceaacbbc13518906c282416c2baa Mon Sep 17 00:00:00 2001 From: lyu039 <142775232+lyu039@users.noreply.github.com> Date: Fri, 13 Feb 2026 11:41:25 +0800 Subject: [PATCH 04/14] Update Jail_Incarceration_Rates.md - finalized data info and limitations - add state and county maps --- metadata/Jail_Incarceration_Rates.md | 29 +++++++++++++++++++++------- 1 file changed, 22 insertions(+), 7 deletions(-) diff --git a/metadata/Jail_Incarceration_Rates.md b/metadata/Jail_Incarceration_Rates.md index c02c19cdd..7512c9914 100644 --- a/metadata/Jail_Incarceration_Rates.md +++ b/metadata/Jail_Incarceration_Rates.md @@ -1,18 +1,22 @@ **Meta Data Name**: Jail Incarceration Variables **Date Added**: September 11, 2020 **Author**: Marynia Kolak, Qinyun Lin, Yilin Lyu -**Date Last Modified**: February 3, 2026 +**Date Last Modified**: February 12, 2026 **Last Modified By**: Yilin Lyu ### Data Source(s) Description: -Variables were obtained from the Vera Institute of Justice. Raw data and more details can be found at https://github.com/vera-institute/incarceration_trends. Raw data is downloaded in the folder of data_raw, named "incarceration_trends.xlsx". -OEPS includes version 1 of Vera Institute's data, or county-level measures available from 2017. As of May 2025, an updated version -of the data at county and state level is available for 2024 at [Vera Institute's Github Page](https://github.com/vera-institute/incarceration-trends). -This will be updated in OEPS by fall 2025. +#### Resources +Jail incarceration variables were obtained from the Vera Institute of Justice, which maintains the Incarceration Trends dataset documenting prison and jail populations across the United States. + +Raw data and documentation are publicly available through the Vera Institute’s GitHub repository. OEPS uses Version 1 of the Vera data for county-level prison measures beginning in 2017. As of May 2025, updated county- and state-level prison data through 2024 are available at  [Vera Institute's Github Page](https://github.com/vera-institute/incarceration-trends). + +#### Geographic Boundaries +ZIP Code Tract Area (ZCTA) and Census Tract boundary files were sourced from the [US Census Bureau, TIGER/Line Shapefiles 2018, 2020](https://www.census.gov/geographies/mapping-files/time-series/geo/carto-boundary-file.html). +A copy of the geographic boundary files used can be found at the [HEROP GeoData Web Archive](https://geodata.healthyregions.org/). ### Description of Data Processing: -The following variables were included from the source data: +The Vera Institute prison dataset includes annual state-level and county-level measures derived from administrative correctional records. The following prison-related variables are included in OEPS: 1. Total jail population rate; 2. Total jail admission rate; 3. Pretrial jail population rate; @@ -20,7 +24,18 @@ The following variables were included from the source data: 5. Total jail admission count; 6. Pretrial jail population count. -These rates were calculated using base rate of county population aged 15-64 and the unit is per 100K people. They argue that "youth under age 15 and adults over 64 are age groups at very low risk of jail incarceration and because the proportion of these groups varies greatly by county." Also, note that these rates are jail population relative to the total county population. For example, the female jail population rate is calculated as the jail female population divided by the female population (aged 15–64) in that county (multiplied by 100,000). +Rates are calculated by the Vera Institute using the county population aged 15–64 as the denominator. This age range is used because populations under 15 and over 64 have a very low risk of incarceration, and their proportions vary substantially across counties. + +Note that these rates are jail population relative to the total county population. For example, the female jail population rate is calculated as the jail female population divided by the female population (aged 15–64) in that county (multiplied by 100,000). + + +State Map: + +State Map_Jail_2023_Natural Break + +County Map: + +County Map_Jail_2024Q1_Natural Break ### Data Limitations: - There is missing data in many counties. From fb38fd7973b24283e8b1d7a1e8b7881371b0e6d9 Mon Sep 17 00:00:00 2001 From: lyu039 <142775232+lyu039@users.noreply.github.com> Date: Sat, 14 Feb 2026 01:54:03 +0800 Subject: [PATCH 05/14] Add files via upload Added two data cleaning R scritps of smoking data and incarceration (prison & jail) data --- scripts/Incarcertation_Script.R | 473 ++++++++++++++++++++++++++++++++ scripts/Smoking_Script.R | 183 ++++++++++++ 2 files changed, 656 insertions(+) create mode 100644 scripts/Incarcertation_Script.R create mode 100644 scripts/Smoking_Script.R diff --git a/scripts/Incarcertation_Script.R b/scripts/Incarcertation_Script.R new file mode 100644 index 000000000..0ab67010c --- /dev/null +++ b/scripts/Incarcertation_Script.R @@ -0,0 +1,473 @@ +################################ State Level Cleaning ########################## + +## Original CSV data has been cleaned in Excel before importing in R +## Removed un-related variables and added HEROP_ID + +# Read pre-cleaned state data +state <- read.csv("Prison_Incarceration_Rates_state_level.csv") + +# Subset the data for 2024 +state_2024 <- subset(state, YEAR == 2024) +state_2024 <- subset(state_2024, select = -c(TtlPrAPpr, TtlPrAPp)) +state_2024$GEOID <- sprintf("%02d", as.numeric(state_2024$GEOID)) + +# Subset the data for 2022 +state_2022 <- subset(state, YEAR == 2022) +state_2022$GEOID <- sprintf("%02d", as.numeric(state_2022$GEOID)) + +# Save state data +write.csv(state_2024, "state_2024.csv", row.names = FALSE) +write.csv(state_2022, "state_2022.csv", row.names = FALSE) + + +############################### County Level Cleaning ########################## + +## Original CSV data has been cleaned in Excel before importing in R +## Removed un-related variables and added HEROP_ID + +# Read pre-cleaned data +county <- read.csv("Prison_Incarceration_Rates_county_level.csv") + +# Subset the data for 2019 +county_2019 <- subset(county, Year == 2019) + +# Identify which columns are character/factor +char_cols <- sapply(county_2019, function(x) is.character(x) || is.factor(x)) + +# For character/factor columns: +# Mark a row TRUE if ANY of its character fields is an empty string after trimming +# If there are no character columns, just treat as all FALSE +# Remove empty rows here because multiple blank rows of invalid values exist after the first row of valid values within the same county +empty_any <- if (any(char_cols)) { + apply(as.data.frame(lapply(county_2019[, char_cols, drop = FALSE], function(x) + trimws(as.character(x)) == "")), 1, any) +} else { + rep(FALSE, nrow(county_2019)) +} + +# No NA in ANY column, no blank strings in character columns +complete_nonempty <- complete.cases(county_2019) & !empty_any + +# Split into blocks +complete_block <- county_2019[complete_nonempty, , drop = FALSE] +incomplete_block <- county_2019[!complete_nonempty, , drop = FALSE] # keep as-is + +# De-duplicate only the complete rows (exact duplicate rows) +dedup_complete <- complete_block[!duplicated(complete_block), , drop = FALSE] + +# Re-combine: deduped complete rows + original incomplete rows +county_2019_clean <- rbind(dedup_complete, incomplete_block) + + +# When duplicates exist for the same county (HEROP_ID), keep the row with real values +# If a county only has NA-only rows, keep one NA-only row (don’t drop the county) + +library(dplyr) + +meas <- c("TtlPrPpr","TtlPrAPpr","TtlPrPp","TtlPrAPp") + +is_nonmissing <- function(x) { + if (is.character(x)) { + !is.na(x) & trimws(x) != "" + } else { + !is.na(x) + } +} + +# Build a non-missing indicator matrix for the measure columns +# (each column becomes TRUE/FALSE per row) +nonmiss_mat <- as.data.frame(lapply(county_2019[meas], is_nonmissing)) + +# Add a score: how many of the 4 measure columns are non-missing in each row +county_2019_scored <- county_2019 %>% + mutate(nonmiss = rowSums(nonmiss_mat)) + +# Standardize year column name to YEAR (handles YEAR / Year / year) +county_2019_scored <- county_2019_scored %>% + rename(YEAR = any_of(c("YEAR","Year","year"))) + +nrow(county_2019) +nrow(county_2019_clean) + +county_2019_clean %>% filter(HEROP_ID == "050US51001") # Accomack, VA: keep 1 NA-only row +county_2019_clean %>% filter(HEROP_ID == "050US28003") # Alcorn, MS: keep the row with values + +n_distinct(county_2019_clean$HEROP_ID) # how many unique counties kept +any(duplicated(county_2019_clean[c("HEROP_ID","YEAR")])) + +# Ensure county GEOID is always 5-digit FIPS +county_2019_clean <- county_2019_clean %>% + mutate(GEOID = sprintf("%05d", as.integer(GEOID))) + +## Order by HEROP_ID and only keep the first row for repeated rows: +## Clean whitespace and types +## Compute nonmiss score from the 4 measure columns +## Sort so higher nonmiss comes first +## Keep the first row per HEROP_ID + +meas <- c("TtlPrPpr","TtlPrAPpr","TtlPrPp","TtlPrAPp") + +is_nonmissing <- function(x) if (is.character(x)) !is.na(x) & trimws(x) != "" else !is.na(x) + +county_2019 <- county_2019 %>% + rename(YEAR = any_of(c("YEAR","Year","year"))) %>% # standardize the year name + mutate( + HEROP_ID = trimws(as.character(HEROP_ID)), + GEOID = trimws(as.character(GEOID)), + state_fips = trimws(as.character(state_fips)), + county_name= trimws(as.character(county_name)), + YEAR = as.integer(YEAR) + ) %>% + # score each row by how many of the 4 measures are non-missing + mutate(nonmiss = rowSums(as.data.frame(lapply(across(all_of(meas)), is_nonmissing)))) %>% + arrange(HEROP_ID, desc(nonmiss)) %>% # order by HEROP_ID, prefer rows with data + distinct(HEROP_ID, .keep_all = TRUE) %>% # keep the first row per HEROP_ID + select(-nonmiss) # drop helper column + +any(duplicated(county_2019$HEROP_ID)) +nrow(county_2019 # now one row per county + +## Methods 2 Test +## - Sort by HEROP_ID +## - Keep the first row per HEROP_ID + +county_2019 <- county_2019 %>% + rename(YEAR = any_of(c("YEAR","Year","year"))) %>% # standardize column name + mutate( + HEROP_ID = trimws(as.character(HEROP_ID)), # clean up spaces + GEOID = trimws(as.character(GEOID)), + state_fips = trimws(as.character(state_fips)), + county_name= trimws(as.character(county_name)), + YEAR = as.integer(YEAR) + ) %>% + arrange(HEROP_ID) %>% # order by HEROP_ID + distinct(HEROP_ID, .keep_all = TRUE) # keep the first row per HEROP_ID + +any(duplicated(county_2019$HEROP_ID)) # should return FALSE +nrow(county_2019) # now ~ one row per county + +# Save +write.csv(county_2019, "county_2019_test2.csv", row.names = FALSE) + +## Additional data cleaning processed in Excel + + +################################ Jail Data Cleaning ########################## + +# read data +jail_state <- read.csv("Jail_Incarceration_Rates_state_level.csv") + +# subset the data for 2023 +jail_state_2023 <- subset(jail_state, YEAR == 2023) +jail_state_2023 <- subset(jail_state_2023, select = -c(TtlJlAdmr, TtlJlAdm)) +jail_state_2023$GEOID <- sprintf("%02d", as.numeric(jail_state_2023$GEOID)) + +# subset the data for 2022 +jail_state_2022 <- subset(jail_state, YEAR == 2022) +jail_state_2022$GEOID <- sprintf("%02d", as.numeric(jail_state_2022$GEOID)) + +# save files +write.csv(jail_state_2023, "jail_state_2023.csv", row.names = FALSE) +write.csv(jail_state_2022, "jail_state_2022.csv", row.names = FALSE) + +## Additional data cleaning processed in Excel + + +################################ Prison Map Visualization ########################## + +## Read finalized data +state_data_2024 <- read.csv("Prison Incarceration Rates_state_level_2024.csv", stringsAsFactors = FALSE, check.names = FALSE) +state_data_2022 <- read.csv("Prison Incarceration Rates_state_level_2022.csv", stringsAsFactors = FALSE, check.names = FALSE) +county_data_2019 <- read.csv("Prison Incarceration Rates_county_level_2019.csv", stringsAsFactors = FALSE, check.names = FALSE) + +## Read finalized data +state_data <- read.csv("Smoking Population_state_level_2025.csv", stringsAsFactors = FALSE, check.names = FALSE) +county_data <- read.csv("Smoking Population_county_level_2025.csv", stringsAsFactors = FALSE, check.names = FALSE) + +# OEPS Geographic Boundaries: https://geodata.healthyregions.org/ +library(sf) +state_boundary <- read_sf('/vsizip//vsicurl/https://herop-geodata.s3.us-east-2.amazonaws.com/oeps/state-2018-500k-shp.zip') +county_boundary <- read_sf('/vsizip//vsicurl/https://herop-geodata.s3.us-east-2.amazonaws.com/oeps/county-2018-500k-shp.zip') + +# Add libraries +library(dplyr) +library(ggplot2) + +# Ensure HEROP_ID is character on both sides +state_data_2024 <- state_data_2024 %>% mutate(HEROP_ID = as.character(HEROP_ID)) +state_data_2022 <- state_data_2022 %>% mutate(HEROP_ID = as.character(HEROP_ID)) +county_data_2019 <- county_data_2019 %>% mutate(HEROP_ID = as.character(HEROP_ID)) + +state_boundary <- state_boundary %>% mutate(HEROP_ID = as.character(HEROP_ID)) +county_boundary <- county_boundary %>% mutate(HEROP_ID = as.character(HEROP_ID)) + +# Join prison data to geometry +state_map_2024 <- state_boundary %>% + left_join(state_data_2024, by = "HEROP_ID") + +state_map_2022 <- state_boundary %>% + left_join(state_data_2022, by = "HEROP_ID") + +county_map_2019 <- county_boundary %>% + left_join(county_data_2019, by = "HEROP_ID") + +# State-level Prison Population Rate (2024) +ggplot(state_map_2024) + + geom_sf(aes(fill = TtlPrPpr), color = "white", linewidth = 0.2) + + coord_sf( + xlim = c(-125, -66), + ylim = c(24, 50), + expand = FALSE + ) + + scale_fill_gradient( + low = "lightblue", + high = "darkblue", + na.value = "white", + name = "TtlPrPpr" + ) + + labs(title = "State-level Prison Population Rate (2024)") + + theme_minimal() + +# State-level Prison Population Rate (2022) +ggplot(state_map_2022) + + geom_sf(aes(fill = TtlPrPpr), color = "white", linewidth = 0.2) + + coord_sf( + xlim = c(-125, -66), + ylim = c(24, 50), + expand = FALSE + ) + + scale_fill_gradient( + low = "lightblue", + high = "darkblue", + na.value = "white", + name = "TtlPrPpr" + ) + + labs(title = "State-level Prison Population Rate (2022)") + + theme_minimal() + +# County-level Prison Population Rate (2019) +ggplot(county_map_2019) + + geom_sf(aes(fill = TtlPrPpr), color = NA) + + coord_sf( + xlim = c(-125, -66), + ylim = c(24, 50), + expand = FALSE + ) + + scale_fill_gradient( + low = "lightblue", + high = "darkblue", + na.value = "white", + name = "TtlPrPpr" + ) + + labs(title = "County-level Prison Population Rate (2019)") + + theme_minimal() + +## Natural Break +library(dplyr) +library(sf) +library(ggplot2) +library(classInt) +library(RColorBrewer) + +n_classes_state <- 5 +n_classes_county <- 5 + +fmt_num <- function(x) format(x, scientific = FALSE, big.mark = ",", trim = TRUE) + +make_jenks_cat <- function(x, n_classes) { + jenks <- classInt::classIntervals(x, n = n_classes, style = "jenks", na.rm = TRUE) + brks <- jenks$brks + + labs <- c( + paste0("[", fmt_num(brks[1]), ", ", fmt_num(brks[2]), "]"), + paste0("(", fmt_num(brks[2:n_classes]), ", ", fmt_num(brks[3:(n_classes + 1)]), "]") + ) + + # Assign class index (NA stays NA) + idx <- findInterval(x, brks, rightmost.closed = TRUE, all.inside = TRUE) + cat <- ifelse(is.na(x), "No data", labs[idx]) + + list( + cat_factor = factor(cat, levels = c("No data", labs)), + levels_all = c("No data", labs) + ) +} + +# State 2024 Natrual Breaks +jenks_obj_2024 <- make_jenks_cat(state_map_2024$TtlPrPpr, n_classes_state) +state_map_2024$TtlPrPpr_cat <- jenks_obj_2024$cat_factor + +blue_state <- brewer.pal(n_classes_state + 1, "Blues")[2:(n_classes_state + 1)] +fill_state <- c("No data" = "white", setNames(blue_state, jenks_obj_2024$levels_all[-1])) + +ggplot(state_map_2024) + + geom_sf(aes(fill = TtlPrPpr_cat), color = "white", linewidth = 0.2) + + coord_sf(xlim = c(-125, -66), ylim = c(24, 50), expand = FALSE) + + scale_fill_manual(values = fill_state, limits = jenks_obj_2024$levels_all, name = "TtlPrPpr") + + labs(title = "State-level Prison Population Rate (2024)") + + theme_minimal() + +# State 2022: Natural Breaks +jenks_obj_2022 <- make_jenks_cat(state_map_2022$TtlPrPpr, n_classes_state) +state_map_2022$TtlPrPpr_cat <- jenks_obj_2022$cat_factor + +blue_state <- brewer.pal(n_classes_state + 1, "Blues")[2:(n_classes_state + 1)] +fill_state <- c("No data" = "white", setNames(blue_state, jenks_obj_2022$levels_all[-1])) + +ggplot(state_map_2022) + + geom_sf(aes(fill = TtlPrPpr_cat), color = "white", linewidth = 0.2) + + coord_sf(xlim = c(-125, -66), ylim = c(24, 50), expand = FALSE) + + scale_fill_manual(values = fill_state, limits = jenks_obj_2022$levels_all, name = "TtlPrPpr") + + labs(title = "State-level Prison Population Rate (2022)") + + theme_minimal() + +# County 2019: Natural Breaks +jenks_obj_c2019 <- make_jenks_cat(county_map_2019$TtlPrPpr, n_classes_county) +county_map_2019$TtlPrPpr_cat <- jenks_obj_c2019$cat_factor + +blue_county <- brewer.pal(n_classes_county + 1, "Blues")[2:(n_classes_county + 1)] +fill_county <- c("No data" = "white", setNames(blue_county, jenks_obj_c2019$levels_all[-1])) + +ggplot(county_map_2019) + + geom_sf(aes(fill = TtlPrPpr_cat), color = "white", linewidth = 0.2) + # same as states + coord_sf(xlim = c(-125, -66), ylim = c(24, 50), expand = FALSE) + + scale_fill_manual(values = fill_county, limits = jenks_obj_c2019$levels_all, name = "TtlPrPpr") + + labs(title = "County-level Prison Population Rate (2019)") + + theme_minimal() + +ggplot(county_map_2019) + + geom_sf( + aes(fill = TtlPrPpr_cat), + color = "grey80", + linewidth = 0.05 + ) + + coord_sf( + xlim = c(-125, -66), + ylim = c(24, 50), + expand = FALSE + ) + + scale_fill_manual( + values = fill_county, + limits = jenks_obj_c2019$levels_all, + name = "TtlPrPpr" + ) + + labs(title = "County-level Prison Population Rate (2019)") + + theme_minimal() + + +################################ Jail Map Visualization ########################## + +## Read finalized data (Jail) +j_state_2023 <- read.csv("Jail Incarceration Rates_state_level_2023.csv", stringsAsFactors = FALSE, check.names = FALSE) +j_state_2022 <- read.csv("Jail Incarceration Rates_state_level_2022.csv", stringsAsFactors = FALSE, check.names = FALSE) +j_county_2024 <- read.csv("Jail Incarceration Rates_county_level_2024.csv", stringsAsFactors = FALSE, check.names = FALSE) +j_county_2023 <- read.csv("Jail Incarceration Rates_county_level_2023.csv", stringsAsFactors = FALSE, check.names = FALSE) + +# Ensure HEROP_ID is character on both sides +j_state_2023 <- j_state_2023 %>% mutate(HEROP_ID = as.character(HEROP_ID)) +j_state_2022 <- j_state_2022 %>% mutate(HEROP_ID = as.character(HEROP_ID)) +j_county_2024 <- j_county_2024 %>% mutate(HEROP_ID = as.character(HEROP_ID)) +j_county_2023 <- j_county_2023 %>% mutate(HEROP_ID = as.character(HEROP_ID) + +# Join jail data to geometry +j_state_map_2023 <- state_boundary %>% left_join(j_state_2023, by = "HEROP_ID") +j_state_map_2022 <- state_boundary %>% left_join(j_state_2022, by = "HEROP_ID") +j_county_map_2024 <- county_boundary %>% left_join(j_county_2024, by = "HEROP_ID") +j_county_map_2023 <- county_boundary %>% left_join(j_county_2023, by = "HEROP_ID") + +# State-level Pretrial Jail Population Rate (2023) +ggplot(j_state_map_2023) + + geom_sf(aes(fill = TtlJlPrtr), color = "white", linewidth = 0.2) + + coord_sf(xlim = c(-125, -66), ylim = c(24, 50), expand = FALSE) + + scale_fill_gradient(low = "lightblue", high = "darkblue", na.value = "white", name = "TtlJlPrtr") + + labs(title = "State-level Pretrial Jail Population Rate (2023)") + + theme_minimal() + +# State-level Pretrial Jail Population Rate (2022) +ggplot(j_state_map_2022) + + geom_sf(aes(fill = TtlJlPpr), color = "white", linewidth = 0.2) + + coord_sf(xlim = c(-125, -66), ylim = c(24, 50), expand = FALSE) + + scale_fill_gradient(low = "lightblue", high = "darkblue", + na.value = "white", name = "TtlJlPpr") + + labs(title = "State-level Total Jail Population Rate (2022)") + + theme_minimal() + +# County-level Pretrial Jail Population Rate (2024 Quarter 1) +ggplot(j_county_map_2024) + + geom_sf(aes(fill = TtlJlPpr), color = NA) + + coord_sf(xlim = c(-125, -66), ylim = c(24, 50), expand = FALSE) + + scale_fill_gradient(low = "lightblue", high = "darkblue", + na.value = "white", name = "TtlJlPpr") + + labs(title = "County-level Total Jail Population Rate (2024 Quarter 1)") + + theme_minimal() + +# County-level Pretrial Jail Population Rate (2023 Quarter 1) +ggplot(j_county_map_2023) + + geom_sf(aes(fill = TtlJlPpr_Q1), color = NA) + + coord_sf(xlim = c(-125, -66), ylim = c(24, 50), expand = FALSE) + + scale_fill_gradient(low = "lightblue", high = "darkblue", + na.value = "white", name = "TtlJlPpr_Q1") + + labs(title = "County-level Total Jail Population Rate (2023 Quarter 1)") + + theme_minimal() + +## Natural Breaks + +# State 2023 +jenks_j_s2023 <- make_jenks_cat(j_state_map_2023$TtlJlPpr, n_classes_state) +j_state_map_2023$TtlJlPpr_cat <- jenks_j_s2023$cat_factor +fill_j_state_2023 <- c("No data" = "white", + setNames(blue_state, jenks_j_s2023$levels_all[-1])) + +ggplot(j_state_map_2023) + + geom_sf(aes(fill = TtlJlPpr_cat), color = "white", linewidth = 0.2) + + coord_sf(xlim = c(-125, -66), ylim = c(24, 50), expand = FALSE) + + scale_fill_manual(values = fill_j_state_2023, + limits = jenks_j_s2023$levels_all, + name = "TtlJlPpr") + + labs(title = "State-level Total Jail Population Rate (2023)") + + theme_minimal() + +# State 2022 +jenks_j_s2022 <- make_jenks_cat(j_state_map_2022$TtlJlPpr, n_classes_state) +j_state_map_2022$TtlJlPpr_cat <- jenks_j_s2022$cat_factor +fill_j_state_2022 <- c("No data" = "white", + setNames(blue_state, jenks_j_s2022$levels_all[-1])) + +ggplot(j_state_map_2022) + + geom_sf(aes(fill = TtlJlPpr_cat), color = "white", linewidth = 0.2) + + coord_sf(xlim = c(-125, -66), ylim = c(24, 50), expand = FALSE) + + scale_fill_manual(values = fill_j_state_2022, + limits = jenks_j_s2022$levels_all, + name = "TtlJlPpr") + + labs(title = "State-level Total Jail Population Rate (2022)") + + theme_minimal() + +# County 2024 Quarter 1 +jenks_j_c2024 <- make_jenks_cat(j_county_map_2024$TtlJlPpr, n_classes_county) +j_county_map_2024$TtlJlPpr_cat <- jenks_j_c2024$cat_factor +fill_j_county_2024 <- c("No data" = "white", + setNames(blue_county, jenks_j_c2024$levels_all[-1])) + +ggplot(j_county_map_2024) + + geom_sf(aes(fill = TtlJlPpr_cat), color = "white", linewidth = 0.05) + + coord_sf(xlim = c(-125, -66), ylim = c(24, 50), expand = FALSE) + + scale_fill_manual(values = fill_j_county_2024, + limits = jenks_j_c2024$levels_all, + name = "TtlJlPpr") + + labs(title = "County-level Total Jail Population Rate (2024 Quarter 1)") + + theme_minimal() + +# County 2023 +jenks_j_c2023 <- make_jenks_cat(j_county_map_2023$TtlJlPpr_Q1, n_classes_county) +j_county_map_2023$TtlJlPpr_cat <- jenks_j_c2023$cat_factor +fill_j_county_2023 <- c("No data" = "white", + setNames(blue_county, jenks_j_c2023$levels_all[-1])) + +ggplot(j_county_map_2023) + + geom_sf(aes(fill = TtlJlPpr_cat), color = "grey80", linewidth = 0.05) + + coord_sf(xlim = c(-125, -66), ylim = c(24, 50), expand = FALSE) + + scale_fill_manual(values = fill_j_county_2023, + limits = jenks_j_c2023$levels_all, + name = "TtlJlPpr_Q1") + + labs(title = "County-level Total Jail Population Rate (2023 Quarter 1)") + + theme_minimal() \ No newline at end of file diff --git a/scripts/Smoking_Script.R b/scripts/Smoking_Script.R new file mode 100644 index 000000000..2b2a80507 --- /dev/null +++ b/scripts/Smoking_Script.R @@ -0,0 +1,183 @@ +## Original CSV data has been cleaned in Excel before importing in R, removed un-related variables +## County Health Rankings files list the state summary first within each state block,followed by county-level rows +## We store data in specific order and use this structure to distinguish state and county data + +# Install library +library(dplyr) + +# Read pre-cleaned data (it has been stored in specific order) +dat <- read.csv("state_county_combined.csv", stringsAsFactors = FALSE, check.names = FALSE) + +# Tag position within each state group (based on existing order) +dat_tagged <- dat %>% + group_by(state) %>% + mutate(.within_state_row = dplyr::row_number()) %>% + ungroup() + +# Extract state-level (first row per state, repeated rows founded), excluding the national total +state_data <- dat_tagged %>% + filter(state != "United States", .within_state_row == 1) %>% + select(-.within_state_row) + +# Extract county-level (remaining rows per state, repeated rows founded)), also excluding the national total +county_data <- dat_tagged %>% + filter(state != "United States", .within_state_row > 1) %>% + select(-.within_state_row) + +# Save state and county data +write.csv(state_data, "Smoking Population_state_level_2025.csv", row.names = FALSE) +write.csv(county_data, "Smoking Population_county_level_2025.csv", row.names = FALSE) + +## Check the output data and add HEROP_ID + +## Read finalized data +state_data <- read.csv("Smoking Population_state_level_2025.csv", stringsAsFactors = FALSE, check.names = FALSE) +county_data <- read.csv("Smoking Population_county_level_2025.csv", stringsAsFactors = FALSE, check.names = FALSE) + +# OEPS Geographic Boundaries: https://geodata.healthyregions.org/ +library(sf) +state_boundary <- read_sf('/vsizip//vsicurl/https://herop-geodata.s3.us-east-2.amazonaws.com/oeps/state-2018-500k-shp.zip') +county_boundary <- read_sf('/vsizip//vsicurl/https://herop-geodata.s3.us-east-2.amazonaws.com/oeps/county-2018-500k-shp.zip') + +# Add libraries +library(dplyr) +library(sf) +library(ggplot2) + +# Ensure HEROP_ID is character on both sides +state_data <- state_data %>% mutate(HEROP_ID = as.character(HEROP_ID)) +county_data <- county_data %>% mutate(HEROP_ID = as.character(HEROP_ID)) + +state_boundary <- state_boundary %>% mutate(HEROP_ID = as.character(HEROP_ID)) +county_boundary <- county_boundary %>% mutate(HEROP_ID = as.character(HEROP_ID)) + +# Join smoking data to geometry +state_map_df <- state_boundary %>% + left_join(state_data, by = "HEROP_ID") + +county_map_df <- county_boundary %>% + left_join(county_data, by = "HEROP_ID") + +# Map state-level smoking (SmokeP) +ggplot(state_map_df) + + geom_sf(aes(fill = SmokeP), color = "white", linewidth = 0.2) + + coord_sf( + xlim = c(-125, -66), + ylim = c(24, 50), + expand = FALSE + ) + + scale_fill_gradient( + low = "lightblue", # low smoking + high = "darkblue", # high smoking + na.value = "white", # no data only + name = "Smoking (%)" + ) + + labs(title = "State-level Smoking Prevalence (2025)") + + theme_minimal() + +# Map county-level smoking (SmokeP) +ggplot(county_map_df) + + geom_sf(aes(fill = SmokeP), color = NA) + + coord_sf( + xlim = c(-125, -66), + ylim = c(24, 50), + expand = FALSE + ) + + scale_fill_gradient( + low = "lightblue", # low smoking + high = "darkblue", # high smoking + na.value = "white", # no data only + name = "Smoking (%)" + ) + + labs(title = "County-level Smoking Prevalence (2025)") + + theme_minimal() + +## Use natural break if needed +library(classInt) +library(RColorBrewer) +n_classes_state <- 5 +n_classes_county <- 5 + +## State natural break map +jenks_state <- classInt::classIntervals( + state_map_df$SmokeP, + n = n_classes_state, + style = "jenks", + na.rm = TRUE +) + +state_map_df <- state_map_df %>% + mutate( + SmokeP_jenks = cut(SmokeP, breaks = jenks_state$brks, include.lowest = TRUE), + SmokeP_cat = ifelse(is.na(SmokeP), "No data", as.character(SmokeP_jenks)) + ) + +jenks_levels_state <- c( + "No data", + levels(state_map_df$SmokeP_jenks) +) + +state_map_df$SmokeP_cat <- factor( + state_map_df$SmokeP_cat, + levels = jenks_levels_state +) + +blue_colors <- brewer.pal(n_classes_state + 1, "Blues")[2:(n_classes_state + 1)] + +fill_colors_state <- c( + "No data" = "white", + setNames(blue_colors, levels(state_map_df$SmokeP_jenks)) +) + +ggplot(state_map_df) + + geom_sf(aes(fill = SmokeP_cat), color = "white", linewidth = 0.2) + + coord_sf(xlim = c(-125, -66), ylim = c(24, 50), expand = FALSE) + + scale_fill_manual( + values = fill_colors_state, + limits = jenks_levels_state, + name = "SmokeP" + ) + + labs(title = "State-level Smoking Prevalence (2025)") + + theme_minimal() + +## County Natural break map +jenks_county <- classInt::classIntervals( + county_map_df$SmokeP, + n = n_classes_county, + style = "jenks", + na.rm = TRUE +) + +county_map_df <- county_map_df %>% + mutate( + SmokeP_jenks = cut(SmokeP, breaks = jenks_county$brks, include.lowest = TRUE), + SmokeP_cat = ifelse(is.na(SmokeP), "No data", as.character(SmokeP_jenks)) + ) + +jenks_levels_county <- c( + "No data", + levels(county_map_df$SmokeP_jenks) +) + +county_map_df$SmokeP_cat <- factor( + county_map_df$SmokeP_cat, + levels = jenks_levels_county +) + +blue_colors <- brewer.pal(n_classes_county + 1, "Blues")[2:(n_classes_county + 1)] + +fill_colors_county <- c( + "No data" = "white", + setNames(blue_colors, levels(county_map_df$SmokeP_jenks)) +) + +ggplot(county_map_df) + + geom_sf(aes(fill = SmokeP_cat), color = NA) + + coord_sf(xlim = c(-125, -66), ylim = c(24, 50), expand = FALSE) + + scale_fill_manual( + values = fill_colors_county, + limits = jenks_levels_county, + name = "SmokeP" + ) + + labs(title = "County-level Smoking Prevalence (2025)") + + theme_minimal() \ No newline at end of file From b476f07f9129d9e84322814782c3d4d9d8bae6d4 Mon Sep 17 00:00:00 2001 From: lyu039 <142775232+lyu039@users.noreply.github.com> Date: Thu, 19 Feb 2026 03:38:18 +0800 Subject: [PATCH 06/14] Add files via upload Pyhton notebook for calculating RAAM scores in Illinois --- scripts/RAAM_IL_Notebook_Final.ipynb | 1866 ++++++++++++++++++++++++++ 1 file changed, 1866 insertions(+) create mode 100644 scripts/RAAM_IL_Notebook_Final.ipynb diff --git a/scripts/RAAM_IL_Notebook_Final.ipynb b/scripts/RAAM_IL_Notebook_Final.ipynb new file mode 100644 index 000000000..f924d50cc --- /dev/null +++ b/scripts/RAAM_IL_Notebook_Final.ipynb @@ -0,0 +1,1866 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "dee12cfb-222f-42bc-9a24-af54cadf05b1", + "metadata": {}, + "source": [ + "# State-Level Rational Agent Access Modeling (RAAM) of Opioid Treatment Program (OTP) Accessibility in Illinois" + ] + }, + { + "cell_type": "markdown", + "id": "e426d988-7d5a-48c7-bd40-3af109f506cd", + "metadata": {}, + "source": [ + "#### By: Yilin Lyu, Mallikarjun Bhusnoor\n", + "#### Last Updated: February 16, 2025" + ] + }, + { + "cell_type": "markdown", + "id": "1e9c6c35-08c5-44f8-a3a9-8fff6dbc4244", + "metadata": {}, + "source": [ + "## Step 0: Setup & Imports" + ] + }, + { + "cell_type": "markdown", + "id": "a0696ba4-b2dc-41ee-84cb-30dd5036258a", + "metadata": {}, + "source": [ + "##### **Goal:** Prepare coding environment, data links, and constants\n", + "\n", + "- Import required libraries (pandas, geopandas, access, etc.)\n", + "- Define Data Sources:\n", + " - 2020 trac geometries (geographies20)\n", + " - 2020 tract population (pop_data20)\n", + " - 2025 Provider dataset (sample_point_data25)\n", + " - 2020 national travel-time matrices (matrices20)\n", + "\n", + "**Output**: Ready-to-use configuration for demand, supply, and cost construction" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "a34a5255-bd05-4d7b-bafe-e8dcc4a12fe3", + "metadata": {}, + "outputs": [], + "source": [ + "import os\n", + "os.environ['USE_PYGEOS'] = '1'\n", + "\n", + "import pandas as pd\n", + "import geopandas as gpd\n", + "import io\n", + "import urllib\n", + "from shapely.geometry import Point\n", + "import matplotlib.pyplot as plt\n", + "import seaborn as sns\n", + "\n", + "# Utility function: convert DataFrame with lon/lat to GeoDataFrame\n", + "def dfToGdf(df, lon, lat, crs='EPSG:4326'):\n", + " '''\n", + " df: pandas dataframe\n", + " lon: longitude column name\n", + " lat: latitude column name\n", + " crs: EPSG code or similar coordinate reference system\n", + " '''\n", + " return gpd.GeoDataFrame(\n", + " df.drop([lon, lat], axis=1),\n", + " crs=crs,\n", + " geometry=[Point(xy) for xy in zip(df[lon], df[lat])])" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "a101c290-c969-4919-add9-95c5bf98e1ba", + "metadata": {}, + "outputs": [], + "source": [ + "# 2010 base vintage, 2018 edition\n", + "# Update S3 links\n", + "matrices10 = {\n", + " 'tract': {\n", + " 'car':'https://matrices-collab-notebook.s3.us-east-2.amazonaws.com/US-matrix-TRACT-DRIVING.parquet',\n", + " 'bike':'https://matrices-collab-notebook.s3.us-east-2.amazonaws.com/US-matrix-TRACT-BICYCLE.parquet',\n", + " 'walk':'https://matrices-collab-notebook.s3.us-east-2.amazonaws.com/US-matrix-TRACT-WALKING.parquet'\n", + " }\n", + "}\n", + "\n", + "# 2020 base vintage\n", + "matrices20 = {\n", + " 'tract': {\n", + " 'car':'https://matrices-collab-notebook.s3.us-east-2.amazonaws.com/TCM-SVI2022-Drive-192km-90min.parquet',\n", + " 'bike':'https://matrices-collab-notebook.s3.us-east-2.amazonaws.com/TCM-SVI2022-Bike-24km-90min.parquet',\n", + " 'walk':'https://matrices-collab-notebook.s3.us-east-2.amazonaws.com/TCM-SVI2022-Walk-6km-90min.parquet'\n", + " }\n", + "}\n", + "\n", + "# 2010 base vintage, 2018 edition\n", + "geographies10 = {\n", + " 'tract': 'https://herop-geodata.s3.us-east-2.amazonaws.com/census/tract-2010-500k-shp.zip',\n", + " 'zip': 'https://herop-geodata.s3.us-east-2.amazonaws.com/census/zcta-2010-500k-shp.zip'\n", + "}\n", + "\n", + "# 2020 base vintage\n", + "geographies20 = {\n", + " 'tract': 'https://herop-geodata.s3.us-east-2.amazonaws.com/census/tract-2020-500k-shp.zip',\n", + " 'zip':'https://matrices-collab-notebook.s3.us-east-2.amazonaws.com/zcta-2020-500k-shp.zip'\n", + "}\n", + "\n", + "pop_data10 = {\n", + " 'tract':'https://matrices-collab-notebook.s3.us-east-2.amazonaws.com/R12960863_SL140.csv'\n", + "}\n", + "\n", + "# 2020 base vintage\n", + "pop_data20 = {\n", + " 'tract':'https://matrices-collab-notebook.s3.us-east-2.amazonaws.com/tract-2020.csv'\n", + "}\n", + "\n", + "sample_point_data19 = {\n", + " 'FQHC': 'https://matrices-collab-notebook.s3.us-east-2.amazonaws.com/context_fqhc_clinics_hrsa.csv',\n", + " 'pharmacies': 'https://matrices-collab-notebook.s3.us-east-2.amazonaws.com/R13095719_SL860.csv',\n", + " 'opioid_treatment_facilities': 'https://matrices-collab-notebook.s3.us-east-2.amazonaws.com/Opioid_Treatment_Directory_Geocoded.csv',\n", + " 'moud_full': 'https://matrices-collab-notebook.s3.us-east-2.amazonaws.com/us-wide-moudsCleaned_geocoded.csv',\n", + " 'moud1': 'https://matrices-collab-notebook.s3.us-east-2.amazonaws.com/us-wide-moudsCleaned_geocoded1.csv',\n", + " 'moud2': 'https://matrices-collab-notebook.s3.us-east-2.amazonaws.com/us-wide-moudsCleaned_geocoded2.csv',\n", + " 'moud3': 'https://matrices-collab-notebook.s3.us-east-2.amazonaws.com/us-wide-moudsCleaned_geocoded3.csv'\n", + "}\n", + "\n", + "sample_point_data25 = {\n", + " 'FQHC': 'https://matrices-collab-notebook.s3.us-east-2.amazonaws.com/context_fqhc_clinics_hrsa.csv',\n", + " 'MET' : 'https://matrices-collab-notebook.s3.us-east-2.amazonaws.com/MET_2025.csv',\n", + " 'OTPR_N' : 'https://matrices-collab-notebook.s3.us-east-2.amazonaws.com/Opioid_Treatemnt_Programs_2025_G.csv',\n", + " 'BUP' : 'https://matrices-collab-notebook.s3.us-east-2.amazonaws.com/BUP_2025.csv',\n", + " 'NAL_TELE' : 'https://matrices-collab-notebook.s3.us-east-2.amazonaws.com/Naltrexone_Telehealth_2025.csv',\n", + " 'NAL' : 'https://matrices-collab-notebook.s3.us-east-2.amazonaws.com/NAL_2025.csv',\n", + " 'SUPPORTIVE' : 'https://raw.githubusercontent.com/healthyregions/loud-study/refs/heads/main/indicators_raw/us-supportive-services.csv',\n", + " 'ABSTINENCE' : 'https://raw.githubusercontent.com/healthyregions/loud-study/refs/heads/main/indicators_raw/us-abstinence-services2.csv',\n", + " 'PHARM' : 'https://raw.githubusercontent.com/healthyregions/loud-study/refs/heads/main/indicators_raw/Pharmacy.csv'\n", + "}\n", + "\n", + "geoid_cols = {\n", + " \"tract\":\"GEOID\",\n", + " \"zip\": \"GEOID10\"\n", + "}" + ] + }, + { + "cell_type": "markdown", + "id": "21c4620d-3def-4f8e-ad2a-39237eb48fb0", + "metadata": {}, + "source": [ + "## Step 1: Prepare Demand (Where People Live)" + ] + }, + { + "cell_type": "markdown", + "id": "daaae049-82fd-40c3-b4a7-5189a49ed0c7", + "metadata": {}, + "source": [ + "##### **Goal:**\n", + "- Attach 2020 population counts to each Illinois census tract so that RAAM can quantify how many people (demand) are seeking care from each location.\n", + "**Output**:\n", + "- **GEOGRAPHIES_IL:** Illinois tract polygons with attached demand values\n", + "- **demand_df:** RAAM-ready demand table indexed by GEOID, containing one demand value per tract" + ] + }, + { + "cell_type": "markdown", + "id": "155f3e84-8034-4952-9b8f-76e31a29bdec", + "metadata": {}, + "source": [ + "#### 1.1 Subset Illinois Tract Geometries\n", + "- Load 2020 national tract geometries\n", + "- Standardize GEOID to 11-character strings\n", + "- Filter to Illinois (STATEFP = \"17\")\n", + "- Check number of Illinois tracts" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "58670a13-f811-4364-8f31-700875c83c26", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Illinois tract count: 3263\n" + ] + } + ], + "source": [ + "# National tract geometries (2020, all states)\n", + "GEOGRAPHIES_US = gpd.read_file(geographies20[\"tract\"]).to_crs(\"EPSG:4326\")\n", + "\n", + "# Standardize GEOID to 11-character string\n", + "GEOGRAPHIES_US[\"GEOID\"] = GEOGRAPHIES_US[\"GEOID\"].astype(str).str.zfill(11)\n", + "\n", + "# Illinois identification\n", + "STATE_ABBR = \"IL\" # Illinois state abbreviation\n", + "STATEFP_IL = \"17\" # Illinois state FIPS\n", + "\n", + "# Subset to Illinois tracts only\n", + "GEOGRAPHIES_IL = GEOGRAPHIES_US[GEOGRAPHIES_US[\"STATEFP\"] == STATEFP_IL].copy()\n", + "\n", + "# Check tract number\n", + "print(\"Illinois tract count:\", len(GEOGRAPHIES_IL))" + ] + }, + { + "cell_type": "markdown", + "id": "635b3bee-6075-4d43-8668-ae0224609375", + "metadata": {}, + "source": [ + "#### 1.2 Build Demand Table (Population) for RAAM\n", + "\n", + "- Load tract-level population data (pop_data20)\n", + "- Standardize column names in demand table (FIPS, TotPopHh) with previous geometry table\n", + "- Keep only tracts present in Illinois geometry" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "8b326b0d-9227-4a00-a93a-c3b01407552a", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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HEROP_IDFIPSMetRm30MetRm60MetRm90NaltRm30NaltRm60NaltRm90BupRm30BupRm60...VetPDisbPTotPopHhNonRelFhhPNonRelNfhhPSviTh1SviTh2SviTh3SviTh4SviSmryRnk
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" + ], + "text/plain": [ + " HEROP_ID FIPS MetRm30 MetRm60 MetRm90 NaltRm30 \n", + "0 140US01001020100 1001020100 2.630 1.899 1.666 4.837 \\\n", + "1 140US01001020200 1001020200 2.552 1.860 1.640 4.769 \n", + "2 140US01001020300 1001020300 2.411 1.790 1.593 4.618 \n", + "3 140US01001020400 1001020400 2.448 1.809 1.606 4.689 \n", + "4 140US01001020500 1001020500 2.504 1.836 1.624 4.730 \n", + "\n", + " NaltRm60 NaltRm90 BupRm30 BupRm60 ... VetP DisbP TotPopHh \n", + "0 3.977 3.513 3.279 2.324 ... 11.7 21.3 1941.0 \\\n", + "1 3.937 3.486 3.195 2.411 ... 10.4 11.0 1545.0 \n", + "2 3.873 3.444 3.120 2.247 ... 13.7 14.0 3694.0 \n", + "3 3.881 3.439 2.899 2.325 ... 15.2 19.6 3539.0 \n", + "4 3.899 3.457 2.924 2.386 ... NaN NaN NaN \n", + "\n", + " NonRelFhhP NonRelNfhhP SviTh1 SviTh2 SviTh3 SviTh4 SviSmryRnk \n", + "0 6.8 1.9 0.4578 0.5079 0.3921 0.0945 0.2823 \n", + "1 16.6 2.4 0.5348 0.0810 0.7610 0.7915 0.5406 \n", + "2 9.2 4.5 0.3639 0.8632 0.5529 0.3500 0.5042 \n", + "3 3.5 4.6 0.2081 0.8131 0.2386 0.1759 0.2703 \n", + "4 NaN NaN NaN NaN NaN NaN NaN \n", + "\n", + "[5 rows x 123 columns]" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Load tract-level population (2020 vintage, national)\n", + "POPULATION_US = pd.read_csv(pop_data20[\"tract\"])\n", + "\n", + "# Take a quick look\n", + "POPULATION_US.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "5c19854d-7ed2-47d4-911d-b376d425d182", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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GEOIDdemand
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" + ], + "text/plain": [ + " GEOID demand\n", + "28957 17001000100 4588.0\n", + "28958 17001000201 1976.0\n", + "28959 17001000202 2349.0\n", + "28960 17001000400 3028.0\n", + "28961 17001000500 1883.0" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# The population table has:\n", + "# - FIPS: full tract GEOID (as string or number)\n", + "# - TotPopHh: total population in households per tract\n", + "#\n", + "# We:\n", + "# - standardize FIPS to 11-digit strings\n", + "# - rename TotPopHh -> 'demand'\n", + "# - rename FIPS -> GEOID so it matches GEOGRAPHIES_US\n", + "# - keep only tracts that exist in the geometry layer\n", + "# - keep only Illinois tracts (match GEOGRAPHIES_IL)\n", + "\n", + "# Ensure FIPS is zero-padded 11-char string\n", + "POPULATION_US[\"FIPS\"] = POPULATION_US[\"FIPS\"].astype(str).str.zfill(11)\n", + "\n", + "# Use total population in households as demand\n", + "POPULATION_US = POPULATION_US.rename(columns={\"TotPopHh\": \"demand\"})\n", + "\n", + "# Keep only what's needed and standardize column names\n", + "DEMAND_US = POPULATION_US[[\"FIPS\", \"demand\"]].copy()\n", + "DEMAND_US = DEMAND_US.rename(columns={\"FIPS\": \"GEOID\"})\n", + "\n", + "# Make sure we only keep tracts that are in the national tract layer\n", + "DEMAND_US = DEMAND_US[DEMAND_US[\"GEOID\"].isin(GEOGRAPHIES_US[\"GEOID\"])]\n", + "\n", + "# Illinois-only demand table (match to IL tract layer)\n", + "DEMAND_IL = DEMAND_US[DEMAND_US[\"GEOID\"].isin(GEOGRAPHIES_IL[\"GEOID\"])].copy()\n", + "\n", + "# Check the result\n", + "DEMAND_IL.head()" + ] + }, + { + "cell_type": "markdown", + "id": "10340fb4-b858-43b5-925c-79870f53262c", + "metadata": {}, + "source": [ + "#### 1.3 Attach Demand to Geometry\n", + "\n", + "- Merge demand onto Illinois tract polygons\n", + "- Create **demand_df** for RAAM calculation" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "76814370-273d-4cb2-bb6c-31d266dcabf6", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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demand
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" + ], + "text/plain": [ + " demand\n", + "GEOID \n", + "17143003000 5192.0\n", + "17143004300 2107.0\n", + "17073030600 2937.0\n", + "17073030900 3390.0\n", + "17019001205 7414.0" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Merge population to Illinois tract geometries\n", + "# - keep ALL tracts (even if demand is missing)\n", + "GEOGRAPHIES_IL = GEOGRAPHIES_IL.merge(\n", + " DEMAND_IL, # has columns ['GEOID', 'demand']\n", + " on=\"GEOID\",\n", + " how=\"left\"\n", + ")\n", + "\n", + "# Instead of dropping NAs, treat missing demand as 0\n", + "# - so unpopulated / missing tracts are kept\n", + "GEOGRAPHIES_IL[\"demand\"] = GEOGRAPHIES_IL[\"demand\"].fillna(0)\n", + "\n", + "# Make sure demand is numeric\n", + "GEOGRAPHIES_IL[\"demand\"] = GEOGRAPHIES_IL[\"demand\"].astype(float)\n", + "\n", + "# Build the demand_df for RAAM (Illinois-only):\n", + "# - create demand_df with index = GEOID, column = 'demand'\n", + "demand_df = GEOGRAPHIES_IL[[\"GEOID\", \"demand\"]].copy()\n", + "demand_df = demand_df.set_index(\"GEOID\")\n", + "\n", + "# Preview the demand table\n", + "demand_df.head()" + ] + }, + { + "cell_type": "markdown", + "id": "f505d97e-a8e0-47b1-bbaa-383389d0ce00", + "metadata": {}, + "source": [ + "## Step 2: Prepare Supply: Providers Per Tract" + ] + }, + { + "cell_type": "markdown", + "id": "14e435b9-0c76-4891-abd3-9f87154494d9", + "metadata": {}, + "source": [ + "##### **Goal:**\n", + "- Identify which Illinois census tract each OTP provider falls into and aggregate providers to the tract level to construct a tract-level supply measure for RAAM. Please note that this Illinois version sample script restricts both origins and destinations to Illinois. Cross-state travel to providers in neighboring states is not included.\n", + "**Output**:\n", + "- **supply_df:** RAAM-ready supply table indexed by GEOID, containing one supply value per tract" + ] + }, + { + "cell_type": "markdown", + "id": "2665b0a1-0253-4eb0-ad6f-dba547cd98d4", + "metadata": {}, + "source": [ + "#### 2.1 Load Opioid Treatment Programs (OTP Provider) Points\n", + "- Read **OTPR_N** dataset\n", + "- Convert longitude/latitude into a GeoDataFrame" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "4aaa24dc-9a0f-4a29-8246-483da0d2ef8b", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "OTPR_N columns:\n", + " ['Unnamed: 0', ' name1', 'name2', 'street1', 'street2', 'city', 'state', 'zip', 'zip4', 'county', 'phone', 'intake_prompt', 'intake1', 'intake2', 'website', 'latitude', 'longitude', 'type_facility '] \n", + "\n" + ] + } + ], + "source": [ + "# This is optional, for debugging lon/lat field names\n", + "df_otpr = pd.read_csv(sample_point_data25[\"OTPR_N\"])\n", + "print(\"OTPR_N columns:\\n\", df_otpr.columns.tolist(), \"\\n\")" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "e2fcfab6-05a0-4f53-958f-5f882fedd954", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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Unnamed: 0name1name2street1street2citystatezipzip4countyphoneintake_promptintake1intake2websitelatitudelongitudetype_facilitygeometry
00Denver Recovery Group - Glenwood SpringsNTP1429 Grand AvenueNaNGlenwood SpringsCO81401NaNNaN(720) 940-3813NaNNaNNaNNaN39.538272-107.325524OTPPOINT (-107.32552 39.53827)
11Denver Recovery Group - MontroseNTP130 North ParkNaNMontroseCO81401NaNNaN(720) 940-3813NaNNaNNaNNaN38.482324-107.875673OTPPOINT (-107.87567 38.48232)
22VCPHCS XII, LLCBHG Colorado Springs Treatment Center4157 Centenniel BlvdNaNColorado SpringsCO80907NaNNaN(719) 598-9750NaNNaNNaNNaN38.892567-104.849195OTPPOINT (-104.84919 38.89257)
33Denver Recovery Group - Colorado SpringsALT Recovery Group2531 Airport RoadNaNColorado SpringsCO80910NaNNaN(719) 300-7021NaNNaNNaNNaN38.825251-104.782415OTPPOINT (-104.78241 38.82525)
44Colorado Treatment Services LLCNaN5360 N Academy Blvd,Suite 290NaNColorado SpringsCO80918NaNNaN(719) 434-2061NaNNaNNaNNaN38.906095-104.779668OTPPOINT (-104.77967 38.90609)
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" + ], + "text/plain": [ + " Unnamed: 0 name1 \n", + "0 0 Denver Recovery Group - Glenwood Springs \\\n", + "1 1 Denver Recovery Group - Montrose \n", + "2 2 VCPHCS XII, LLC \n", + "3 3 Denver Recovery Group - Colorado Springs \n", + "4 4 Colorado Treatment Services LLC \n", + "\n", + " name2 street1 \n", + "0 NTP 1429 Grand Avenue \\\n", + "1 NTP 130 North Park \n", + "2 BHG Colorado Springs Treatment Center 4157 Centenniel Blvd \n", + "3 ALT Recovery Group 2531 Airport Road \n", + "4 NaN 5360 N Academy Blvd,Suite 290 \n", + "\n", + " street2 city state zip zip4 county phone \n", + "0 NaN Glenwood Springs CO 81401 NaN NaN (720) 940-3813 \\\n", + "1 NaN Montrose CO 81401 NaN NaN (720) 940-3813 \n", + "2 NaN Colorado Springs CO 80907 NaN NaN (719) 598-9750 \n", + "3 NaN Colorado Springs CO 80910 NaN NaN (719) 300-7021 \n", + "4 NaN Colorado Springs CO 80918 NaN NaN (719) 434-2061 \n", + "\n", + " intake_prompt intake1 intake2 website latitude longitude \n", + "0 NaN NaN NaN NaN 39.538272 -107.325524 \\\n", + "1 NaN NaN NaN NaN 38.482324 -107.875673 \n", + "2 NaN NaN NaN NaN 38.892567 -104.849195 \n", + "3 NaN NaN NaN NaN 38.825251 -104.782415 \n", + "4 NaN NaN NaN NaN 38.906095 -104.779668 \n", + "\n", + " type_facility geometry \n", + "0 OTP POINT (-107.32552 39.53827) \n", + "1 OTP POINT (-107.87567 38.48232) \n", + "2 OTP POINT (-104.84919 38.89257) \n", + "3 OTP POINT (-104.78241 38.82525) \n", + "4 OTP POINT (-104.77967 38.90609) " + ] + }, + "execution_count": 9, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "def load_moud_points(url, lon_col=\"longitude\", lat_col=\"latitude\"):\n", + " df = pd.read_csv(url)\n", + " return gpd.GeoDataFrame(\n", + " df,\n", + " geometry=gpd.points_from_xy(df[lon_col], df[lat_col]),\n", + " crs=\"EPSG:4326\"\n", + " )\n", + "\n", + "# Load national OTPR_N provider dataset and convert to spatial points\n", + "otpr_gdf = load_moud_points(sample_point_data25[\"OTPR_N\"])\n", + "\n", + "otpr_gdf.head()" + ] + }, + { + "cell_type": "markdown", + "id": "3b4493a2-1738-4caf-bad6-0eb874082aec", + "metadata": {}, + "source": [ + "#### 2.2 Spatial Join to Illinois Tracts\n", + "- Spatially join OTP points to Illinois tract polygons\n", + "- Assign each provider to a tract" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "78b6ab84-42eb-4e66-a08b-34a374e7e841", + "metadata": {}, + "outputs": [], + "source": [ + "# Ensure Illinois tracts are in geographic coordinate system (EPSG:4326)\n", + "GEOGRAPHIES_IL = GEOGRAPHIES_IL.to_crs(\"EPSG:4326\")\n", + "\n", + "def join_to_tracts(provider_gdf, tracts_gdf, tract_id_col=\"GEOID\"):\n", + " \"\"\"\n", + " Spatially join provider points to tract polygons.\n", + "\n", + " provider_gdf: GeoDataFrame of points (e.g., OTP sites)\n", + " tracts_gdf: GeoDataFrame of tract polygons with a tract_id_col (e.g., GEOID)\n", + " \"\"\"\n", + " provider_gdf = provider_gdf.to_crs(tracts_gdf.crs)\n", + " joined = gpd.sjoin(\n", + " provider_gdf,\n", + " tracts_gdf[[tract_id_col, \"geometry\"]],\n", + " how=\"inner\",\n", + " predicate=\"within\"\n", + " )\n", + " return joined\n", + "\n", + "# Join OTPR_N dataset to Illinois tracts\n", + "otpr_join = join_to_tracts(otpr_gdf, GEOGRAPHIES_IL)" + ] + }, + { + "cell_type": "markdown", + "id": "c169b0e1-fc09-463c-9fc4-184e798c8c2c", + "metadata": {}, + "source": [ + "#### 2.3 Aggregate to Tract-Level Supply\n", + "- Count how many OTP providers fall in each tract within Illinois\n", + "- Create **supply_df** for RAAM calculation" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "99681273-e2b3-4a59-a15c-d37d622e924e", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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origindestcost
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" + ], + "text/plain": [ + " origin dest cost\n", + "93694168 17137951900 17001000700 76.981667\n", + "93694282 17137951900 17167001800 39.841667\n", + "93694295 17137951900 17167002900 33.578333\n", + "93694315 17137951900 17167004200 42.106667\n", + "93694629 17001001002 17001000700 4.508333" + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Standardize IDs to 11-digit strings first\n", + "TRANSIT_MATRIX[\"origin\"] = TRANSIT_MATRIX[\"origin\"].astype(str).str.zfill(11)\n", + "TRANSIT_MATRIX[\"destination\"] = TRANSIT_MATRIX[\"destination\"].astype(str).str.zfill(11)\n", + "\n", + "# All Illinois tract IDs with demand\n", + "demand_ids = set(demand_df.index) # demand_df was built from GEOGRAPHIES_IL\n", + "\n", + "# All Illinois tract IDs that have OTP supply (Illinois-only)\n", + "supply_ids = set(supply_df.index) # supply_df was built from OTPR_N joined to GEOGRAPHIES_IL\n", + "\n", + "# Keep only rows where:\n", + "# - origin is an Illinois tract (demand)\n", + "# - destination is an Illinois tract with OTP supply\n", + "cost_df = TRANSIT_MATRIX[\n", + " TRANSIT_MATRIX[\"origin\"].isin(demand_ids) &\n", + " TRANSIT_MATRIX[\"destination\"].isin(supply_ids)\n", + "].copy()\n", + "\n", + "# OPTIONALLY, filter out very long trips (e.g., > 90 minutes) if needed\n", + "# IMPORTANT: do not drop 0-minute trips (0 can indicate perfect access / same-tract supply)\n", + "cost_df = cost_df[cost_df[\"minutes\"] <= 90].copy()\n", + "\n", + "# Rename columns to what RAAM expects\n", + "cost_df = cost_df.rename(columns={\n", + " \"destination\": \"dest\",\n", + " \"minutes\": \"cost\"\n", + "})\n", + "\n", + "cost_df.head()" + ] + }, + { + "cell_type": "markdown", + "id": "71e54659-cde8-4d9b-801c-033123f544d7", + "metadata": {}, + "source": [ + "## Step 4: Run Rational Agent Access Model (RAAM)" + ] + }, + { + "cell_type": "markdown", + "id": "f29ec1cc-bbc2-42aa-8768-4af42c772180", + "metadata": {}, + "source": [ + "##### **Goal:**\n", + "- Use the Illinois-only demand_df, supply_df, and cost_df as inputs to the PySAL access.raam function to compute tract-level RAAM accessibility costs (incorporating both travel time and congestion), where lower values indicate better access.\n", + "**Output**:\n", + "- **raam_30** & **raam_60**: RAAM scores\n", + "- **GEOGRAPHIES_IL**: Illinois tract polygons with attached RAAM_30 and RAAM_60 columns for mapping and export" + ] + }, + { + "cell_type": "markdown", + "id": "3d34fb24-5b96-4aed-bd46-a186ec54d161", + "metadata": {}, + "source": [ + "#### 4.1 Import required package for RAAM" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "54a9f7fb-2699-484b-9a49-b4cb18c7b1d4", + "metadata": { + "collapsed": true, + "jupyter": { + "outputs_hidden": true + }, + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Defaulting to user installation because normal site-packages is not writeable\n", + "Requirement already satisfied: access in /cvmfs/cybergis.illinois.edu/software/conda/cybergisx/python3-0.9.4/lib/python3.8/site-packages (1.1.9)\n", + "Requirement already satisfied: geopandas in /cvmfs/cybergis.illinois.edu/software/conda/cybergisx/python3-0.9.4/lib/python3.8/site-packages (from access) (0.13.2)\n", + "Requirement already satisfied: numpy>=1.3 in /cvmfs/cybergis.illinois.edu/software/conda/cybergisx/python3-0.9.4/lib/python3.8/site-packages (from access) (1.21.0)\n", + "Requirement already satisfied: pandas>=0.23.4 in /cvmfs/cybergis.illinois.edu/software/conda/cybergisx/python3-0.9.4/lib/python3.8/site-packages (from access) (2.0.0)\n", + "Requirement already satisfied: requests>=2 in /cvmfs/cybergis.illinois.edu/software/conda/cybergisx/python3-0.9.4/lib/python3.8/site-packages (from access) (2.31.0)\n", + "Requirement already satisfied: python-dateutil>=2.8.2 in /cvmfs/cybergis.illinois.edu/software/conda/cybergisx/python3-0.9.4/lib/python3.8/site-packages (from pandas>=0.23.4->access) (2.8.2)\n", + "Requirement already satisfied: pytz>=2020.1 in /cvmfs/cybergis.illinois.edu/software/conda/cybergisx/python3-0.9.4/lib/python3.8/site-packages (from pandas>=0.23.4->access) (2023.3)\n", + "Requirement already satisfied: tzdata>=2022.1 in /cvmfs/cybergis.illinois.edu/software/conda/cybergisx/python3-0.9.4/lib/python3.8/site-packages (from pandas>=0.23.4->access) (2023.3)\n", + "Requirement already satisfied: charset-normalizer<4,>=2 in /cvmfs/cybergis.illinois.edu/software/conda/cybergisx/python3-0.9.4/lib/python3.8/site-packages (from requests>=2->access) (3.1.0)\n", + "Requirement already satisfied: idna<4,>=2.5 in /cvmfs/cybergis.illinois.edu/software/conda/cybergisx/python3-0.9.4/lib/python3.8/site-packages (from requests>=2->access) (3.4)\n", + "Requirement already satisfied: urllib3<3,>=1.21.1 in /cvmfs/cybergis.illinois.edu/software/conda/cybergisx/python3-0.9.4/lib/python3.8/site-packages (from requests>=2->access) (1.26.16)\n", + "Requirement already satisfied: certifi>=2017.4.17 in /cvmfs/cybergis.illinois.edu/software/conda/cybergisx/python3-0.9.4/lib/python3.8/site-packages (from requests>=2->access) (2023.7.22)\n", + "Requirement already satisfied: fiona>=1.8.19 in /cvmfs/cybergis.illinois.edu/software/conda/cybergisx/python3-0.9.4/lib/python3.8/site-packages (from geopandas->access) (1.8.20)\n", + "Requirement already satisfied: packaging in /cvmfs/cybergis.illinois.edu/software/conda/cybergisx/python3-0.9.4/lib/python3.8/site-packages (from geopandas->access) (23.1)\n", + "Requirement already satisfied: pyproj>=3.0.1 in /cvmfs/cybergis.illinois.edu/software/conda/cybergisx/python3-0.9.4/lib/python3.8/site-packages (from geopandas->access) (3.3.1)\n", + "Requirement already satisfied: shapely>=1.7.1 in /cvmfs/cybergis.illinois.edu/software/conda/cybergisx/python3-0.9.4/lib/python3.8/site-packages (from geopandas->access) (1.8.0)\n", + "Requirement already satisfied: attrs>=17 in /cvmfs/cybergis.illinois.edu/software/conda/cybergisx/python3-0.9.4/lib/python3.8/site-packages (from fiona>=1.8.19->geopandas->access) (23.1.0)\n", + "Requirement already satisfied: click>=4.0 in /cvmfs/cybergis.illinois.edu/software/conda/cybergisx/python3-0.9.4/lib/python3.8/site-packages (from fiona>=1.8.19->geopandas->access) (8.1.5)\n", + "Requirement already satisfied: cligj>=0.5 in /cvmfs/cybergis.illinois.edu/software/conda/cybergisx/python3-0.9.4/lib/python3.8/site-packages (from fiona>=1.8.19->geopandas->access) (0.7.2)\n", + "Requirement already satisfied: click-plugins>=1.0 in /cvmfs/cybergis.illinois.edu/software/conda/cybergisx/python3-0.9.4/lib/python3.8/site-packages (from fiona>=1.8.19->geopandas->access) (1.1.1)\n", + "Requirement already satisfied: six>=1.7 in /cvmfs/cybergis.illinois.edu/software/conda/cybergisx/python3-0.9.4/lib/python3.8/site-packages (from fiona>=1.8.19->geopandas->access) (1.16.0)\n", + "Requirement already satisfied: munch in /cvmfs/cybergis.illinois.edu/software/conda/cybergisx/python3-0.9.4/lib/python3.8/site-packages (from fiona>=1.8.19->geopandas->access) (3.0.0)\n", + "Requirement already satisfied: setuptools in /cvmfs/cybergis.illinois.edu/software/conda/cybergisx/python3-0.9.4/lib/python3.8/site-packages (from fiona>=1.8.19->geopandas->access) (67.8.0)\n", + "Demand locations: 3263\n", + "Supply locations: 88\n", + "Cost matrix rows: 158586\n" + ] + } + ], + "source": [ + "# If 'access' is already installed in your environment, you can skip the pip line.\n", + "!pip install access\n", + "\n", + "import access\n", + "\n", + "# Sanity check shapes\n", + "print(\"Demand locations:\", demand_df.shape[0])\n", + "print(\"Supply locations:\", supply_df.shape[0])\n", + "print(\"Cost matrix rows:\", cost_df.shape[0])" + ] + }, + { + "cell_type": "markdown", + "id": "ff906d7e-a310-40e5-aaa2-61101fb4fbc9", + "metadata": {}, + "source": [ + "#### 4.2 Calculate RAAM Metrics\n", + "- Inputs: **demand_df**, **supply_df**, **cost_df**\n", + "- Run RAAM twice: 30 minutes vs 60 minutes" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "b126463a-72e7-44b8-936d-c84c8feb9b46", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(17197881116 1.458213\n", + " 17153971100 4.161792\n", + " 17031824505 1.017055\n", + " 17081051100 4.032458\n", + " 17167003300 1.518546\n", + " Name: RAAM, dtype: float64,\n", + " 17197881116 1.098991\n", + " 17153971100 3.365022\n", + " 17031824505 0.872783\n", + " 17081051100 3.300355\n", + " 17167003300 1.255875\n", + " Name: RAAM, dtype: float64)" + ] + }, + "execution_count": 16, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# RAAM with tau = 30 minutes (Illinois-only)\n", + "raam_30 = access.raam.raam(\n", + " demand_df=demand_df,\n", + " supply_df=supply_df,\n", + " cost_df=cost_df,\n", + " demand_index=True,\n", + " demand_name=\"demand\",\n", + " supply_index=True,\n", + " supply_name=\"supply\",\n", + " cost_origin=\"origin\",\n", + " cost_dest=\"dest\",\n", + " cost_name=\"cost\",\n", + " tau=30,\n", + " rho=None,\n", + " max_cycles=150,\n", + " initial_step=0.2,\n", + " min_step=0.005,\n", + " half_life=50,\n", + " verbose=False\n", + ")\n", + "\n", + "# RAAM with tau = 60 minutes (Illinois-only)\n", + "raam_60 = access.raam.raam(\n", + " demand_df=demand_df,\n", + " supply_df=supply_df,\n", + " cost_df=cost_df,\n", + " demand_index=True,\n", + " demand_name=\"demand\",\n", + " supply_index=True,\n", + " supply_name=\"supply\",\n", + " cost_origin=\"origin\",\n", + " cost_dest=\"dest\",\n", + " cost_name=\"cost\",\n", + " tau=60,\n", + " rho=None,\n", + " max_cycles=150,\n", + " initial_step=0.2,\n", + " min_step=0.005,\n", + " half_life=50,\n", + " verbose=False\n", + ")\n", + "\n", + "# RAAM returns a pandas Series indexed by Illinois demand tract GEOID\n", + "raam_30.head(), raam_60.head()" + ] + }, + { + "cell_type": "markdown", + "id": "87fdaefb-3ab4-4f83-ad41-1e0614717f14", + "metadata": {}, + "source": [ + "#### 4.3 Merge RAAM Results Back into the Illinois Tract Geometry" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "ff025f6b-a3f4-4086-8ff9-aadc52e2fc50", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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GEOIDSTATEFPdemandRAAM_30RAAM_60
017143003000175192.01.3108161.261515
117143004300172107.01.3910471.283635
217073030600172937.03.1169192.163790
317073030900173390.03.0315942.129104
417019001205177414.01.3189061.185454
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" + ], + "text/plain": [ + " GEOID STATEFP demand RAAM_30 RAAM_60\n", + "0 17143003000 17 5192.0 1.310816 1.261515\n", + "1 17143004300 17 2107.0 1.391047 1.283635\n", + "2 17073030600 17 2937.0 3.116919 2.163790\n", + "3 17073030900 17 3390.0 3.031594 2.129104\n", + "4 17019001205 17 7414.0 1.318906 1.185454" + ] + }, + "execution_count": 17, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# raam_30 and raam_60 are pandas Series indexed by GEOID (Illinois demand tracts)\n", + "# Attach them to GEOGRAPHIES_IL so each Illinois tract has its RAAM scores\n", + "\n", + "GEOGRAPHIES_IL[\"RAAM_30\"] = GEOGRAPHIES_IL[\"GEOID\"].map(raam_30)\n", + "GEOGRAPHIES_IL[\"RAAM_60\"] = GEOGRAPHIES_IL[\"GEOID\"].map(raam_60)\n", + "\n", + "GEOGRAPHIES_IL[[\"GEOID\", \"STATEFP\", \"demand\", \"RAAM_30\", \"RAAM_60\"]].head()" + ] + }, + { + "cell_type": "markdown", + "id": "7c98b3d7-3e63-4318-ab23-2f9e40b27a13", + "metadata": {}, + "source": [ + "## Step 5: Map of RAAM Scores" + ] + }, + { + "cell_type": "markdown", + "id": "bcb15190-779d-4834-b69c-46d2e9dd7acd", + "metadata": {}, + "source": [ + "##### **Goal:**\n", + "- Visualize Illinois tract-level RAAM accessibility patterns (τ = 30 and τ = 60) to support quality control and interpret spatial disparities in access across the state.\n", + "**Output**:\n", + "- Choropleth maps of **RAAM_30** and **RAAM_60** for Illinois tracts (single maps and side-by-side comparison maps)" + ] + }, + { + "cell_type": "markdown", + "id": "aa6bf3f4-8170-4663-917f-2ad117ba9b25", + "metadata": {}, + "source": [ + "#### 5.1 Visualize RAAM (τ = 30) for Illinois Tracts" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "id": "549a8c79-42d3-444b-bea6-b15034f07b6f", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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hNpvF1KlTI4SZ6upqoSiKKCgoCE8Q+uLpp58WgPjmN785YBtuvPHGKEE4RCAQECkpKWLx4sXhtEWLFgmbzTbgj2NI6D906NCAbYhFSLC77bbbhnTet771LQGIp556KurYk08+KQBx3XXXhdMG25/hCv2hSdyDDz44YN6RCP2hZ2awn6Hq+4baFvosWbJEHDlyJCpfYWGhACKE9J7odDoxffr0QdUZEvqLi4sj0ktLSwUg7HZ71LMemvT1Fr77E/p/8YtfRNUdOvbyyy+H00Zb6A/ZAfW0fQgREk6/9rWvhdMSExNFfn7+kASz0LtkJIy10B9rUhI69sMf/jCc9thjjwlAfO9734vKX1paKvR6vSgoKIhI733dXS6XAMSKFSsG0fPB0Z/Qn56ePmRB+r777hOAeO+998Jpv/nNb/q8V3szGKE/1sKRRCIZHFK9Z4QcPXqUO++8MyItNTWVDz74gOnTp0flD6nEXHXVVeE0VVX5xje+wb333sszzzwT07XiI488gqqqXHHFFeG0mTNnsnTpUt577z2OHTvG1KlT+2znt771Lf7+97/z0ksvsXz5ct59911uvfXWQasRDKYf8fHxrFu3jmeeeYb3338/7O5v69atCCE488wzB/Ts8+mnnwKxVSx688knnwDw+uuv8/bbb0cdNxgMHDhwIPz9kksu4bbbbmPu3LlcdtllrF69mtNPPz1KBeWSSy7h+eefZ/ny5Vx++eWcddZZnHHGGaSmpg7YppGwfft2gJhuEkNpO3bsiGjnYPozXBoaGgBien0aTQZjWzASNm7cyMaNG3G5XGzfvp2f/vSnLF68mOeff56zzjprzOqNj48nNzc3Ii3kRaiwsBCbzRbzWH/uRHuzaNGiqLSQelVzc/NQmjskPvnkE2w2W582PBaLJerZ++Mf/8jcuXO59NJLWbVqFaeeemrUGPQkMTGR+vr6UW/7aDLY8e/v2c7JyaGgoICDBw/S2tpKXFxczLocDgdr167l9ddfZ9GiRVx88cWcccYZLF++PKx2M5rMnz+/z3Jra2v51a9+xWuvvUZJSUmUDUllZWX476G80/tj5cqVpKenc88997Bjxw4uuOACTj/9dIqKiibMxahE8kVDCv0jZM2aNbz++usA1NXV8eijj/Lv//7vrF+/nk8//RS73R7O63a7efLJJ3E4HHz5y1+OKOfqq6/m3nvv5c9//nOU0P/JJ5+wb98+vvSlL5GZmRl13meffcZf/vIX7rrrrj7bGdLdf+SRR9i3bx+apg2ob94XFRUVvPnmmxQWFrJ8+fKo9jzzzDP8+c9/Dv/AhX78BuPybih5GxsbAfjlL385qHb/+Mc/JikpiT/+8Y/87ne/47777kOv13P++edz//33hw1eL730UgwGA/fffz9/+tOfePjhh8M+y3/3u99F6Zr2Jj09HRia8AbQ0tKCqqoxbSzS0tJQVRWXyzXk/gwXi8UCEPWD/kXF6XSyevVqXnvtNWbMmME3v/lNjh8/Hp6IOp1OAFwuF0lJSRHntre3EwgEwnkGW19vQnY+sXSPQ8d6G7UPt47exrSjSWNjI36/P2rBoyft7e3hvx988EGmTp3Kxo0bufvuu7n77rsxm81ccskl3HfffSQnJ0ed39nZidVqHZP2jxaDHf+QkWlaWlrMctLT0zl48CAtLS19Cv0Azz77LP/5n//Jk08+yU9/+lMA4uLi+Na3vsV//ud/jup49dXWxsZGli5dSmlpKStWrOCcc84hPj4enU7Hjh07eOmll/B4POH8Q3mn94fT6eTjjz9mw4YNvPLKK/zjH/8AgpOs22+/XQYPlEgGgRT6R5GUlBR+9KMf4XK5uPvuu/nZz37G/fffHz7+3HPPhV+Afb2cP/zwQw4ePMiMGTPCaaHVtLfeeqvPFY2NGzdy5513Rhlchgh56XnggQfYsWNH2KvPcNi4cSOBQIDDhw/32Z7nnnuO3//+9zidzvDK82CE4KHkDQlOA/1QhlAUhW9/+9t8+9vfpqGhgQ8++IAnn3ySp59+msOHD7N79+7wzsdXv/pVvvrVr9LS0sJHH33E888/z5///GfWrFnDwYMH+11NX7FiBRBcwdY0rc9rEqs/mqZRV1cXtatQW1uLpmkRwuJQ+jMcQpOP0OSqP0ay0rZx48YhefkJGSgPF4fDwSmnnMKLL77IkSNHmDVrFhBcfd+6dSuHDx+OEvoPHz4czvNFJHQPxorH0XMiOVgcDgeKogx6Jd5gMHDrrbdy6623UllZyfvvv89f/vIXHnvsMaqrq6OCn2mahsvlioqj8EUl9NzW1NTEPB5KH8gQ1Waz8ctf/pJf/vKXHD9+nE2bNvHHP/6RBx54gM7OTv70pz+NWpv7eqb//Oc/U1payt133x2eeIT41a9+xUsvvRSR1vOdPtIIw3l5eTz66KMEAgF2797Nm2++yYMPPsj3v/99EhISuPzyy0dUvkQy2ZFC/xjwk5/8hEceeYSHH36Ym2++OfyiCwnvX//612O+3EtKSnj77bd55JFH+PWvfw0EV8ueeuoprFZrny+0Tz75hL179/LGG29w3nnn9dmu6667jv/6r/+iurqau+++e1h9E0Lwl7/8JezSLZZAu2fPHrZs2cITTzzB9773PZYsWYKqqmzatAmfz9evis+yZcsAePPNNwcMhLR8+XI+//xzPvnkkyF7+EhKSmL9+vWsX7+e+vp63n33XY4cORI1EQptqa9du5ZAIMAjjzzCli1bWLNmTZ9lT5s2jZUrV7J582YeffTRfndUPB5P2GPHwoUL2b59O++99x6XXHJJRL73338foE9ht7/+hAT/oa78hjyBhATe/gj1YTiryxs3bgz3bzDk5eWNSOiHbvWDnh62Vq1axZNPPsmbb74Z5UUrJJSuWrVqRPVOFCEVrViT6ZDqSW9UVe3zei5fvpzXXnuNw4cPD3kilJmZyeWXX86ll17KzJkzefvtt+ns7AzvLEHwntM0bVS90UwkCxcuBIj5bFdUVHD06FGmTp06qMWLEPn5+eTn53P55ZeTmprKyy+/PKpCf1+Eggn23q0G+OCDD6LSli1bxrPPPsubb74ZXhDpi8G+q3Q6HQsWLGDBggWceuqprFy5kpdfflkK/RLJQEy0UcEXlf689wghxAMPPCAA8a1vfUsIEfR2oCiKyM/PjzBy7UldXZ0wGo0iLS0tbEz4yCOPDGiE+dJLLwkgwnCutyFviH/84x/ihRdeiPCuMBRD3nfffXfAoD07d+4UQIQRbch7TyxPMDU1NRHee7Kzs4WqquL111+PylteXh7+e/fu3UKv14sZM2bENChsamqK8Bbx+uuvRxlper1esWDBAgGIkpISIYQQb7/9dszAThdeeKEAxPvvv99n30OEgnNZrdYo7x4hNm/eLE477bTw9/fff18AYvbs2cLlcoXTXS6XmD17dlTdg+1Pa2urUBRFrF69esB290TTNJGYmBjhMaovQsbLfQUiG2/cbnefRsWhZ2ratGkR6Y2NjcLpdI5KcK5Yxrch+np++jIk7c+Qd9OmTVHlxDKGLC8vF4qiiJkzZ0bc24cOHRLx8fExDXmTk5NFXl5ezD689tprAhCnn356TG9HVVVVYUcGbrdbvPPOO1HvvZaWFpGeni5MJlOUweijjz4qAPGnP/0pIj00RoMNKDXWhry9x6yvclwul3A6ncJsNos9e/aE0zVNC3v7+Y//+I+Icnpf99raWrFly5ao+ioqKoTBYBD5+fl9D0QfxBrLgQz///M//1MA4uGHH45If/zxx2Ma2/f03hPL81bPd/rf//53AYg77rgjKt/u3bujDOOFEOKZZ54RgLj22mv77qhEIhFCSEPeMeNf//Vf+fWvf81jjz3GT37yE/7yl78ghAgHeolFcnIyF154Ic8//zyvvvoqX/nKV8K7A9/61rf6rOv8888nLS2Nl19+mbq6un797ve3EzAYBtOeefPmsWjRIrZt2xaODfDwww+zZ88efvnLX/KPf/yDs846CyEEhw4d4s0336Smpob4+HhMJhNPP/00a9eu5bzzzmPt2rXMnz+flpYWduzYQUdHR3hlcu7cuTz88MN873vfY8aMGZx//vkUFBTQ0tLCsWPHeP/997nmmmv44x//CAR19a1WK6effjq5ubn4fD7eeust9u3bx6WXXsqUKVMAuOWWWygtLWX16tXk5eWhKAoffvghn376KaeddtqAq1UQNIJ75ZVXuOSSS7jsssv4j//4D1auXEliYiKNjY3885//ZPfu3UybNi18zsqVK7nhhht46KGHmDt3Ll/72tcQQvD8889TVlbGjTfeGOHPfLD9sdvtLF26lM2bN3PttddSWFgYNgoP5YmFoih8+ctf5rHHHqOqqipsaBqLiy66iJ/+9Kf88Ic/5PPPP2f58uVRK5rjSWdnJ6eeeipz585lwYIFZGVl4XK5+PTTT/n888+x2+385S9/iTgnISGB3//+91x11VUsWrSIyy67DFVVeeqpp6ipqeH//u//xtyoeazIysri0ksv5W9/+xuLFy9m7dq11NbW8sILL7B27dqYQZXOOussnn76aS6++GIWLlyITqfjggsuoKioiLVr1/Lzn/+cu+66i2nTprF27Vpyc3NpaGjgyJEjfPDBB9x9993MmjWLzs5Ozj77bKZOncry5cuZMmUKbW1t/P3vf6e6upp///d/jzIYfeutt9DpdFx44YUR6ZqmAX3HQDlRcTgc/M///A+XX345y5cv59JLLyUlJYV33nmHrVu3smzZMm699dZ+y6ioqGD58uXMmTOHRYsWkZWVRUNDAy+99BI+n48f//jH49KXq666il//+tfccMMNbNq0idzcXHbt2sXbb7/NV7/6VZ5//vmI/KmpqTz22GNcdtllLFu2jC9/+cvMmDGD+vp6tmzZQl5eXjiY4KmnnorFYuH++++npaUl/Ft222238fbbb3PLLbewYsUKZs6cSVJSEseOHePll1/GYrHwb//2b+PSf4nkC80ETzq+sAy00i+EEA899JAAxFVXXRVevQ6tvvbFK6+8IgCxbt06ceDAgbBb0IG45ZZbBCDuu+8+IUTfK/2xGOxKf3Nzs7BYLCIuLi7K33ZvQn2/4YYbwmkul0v8/Oc/FzNnzhQmk0k4nU6xYMEC8Ytf/CLKleeRI0fEddddJ7Kzs4XBYBCpqali9erV4rHHHouq69NPPxWXXXaZyMzMFAaDQSQnJ4tFixaJ2267Tezfvz+c7+GHHxZf/vKXRW5urjCbzSIpKUksX75c/OlPf4pYMf/b3/4mLrnkElFQUCCsVmu4nb/5zW/6dKnaFw0NDeKuu+4Sp5xyikhISBB6vV4kJSWJ1atXiwceeCBmeY888ohYunSpsFqtwmq1iqVLl4pHHnkkKt9g+yOEEAcPHhTnn3++iI+PF4qi9LlK3JuPP/444r7qj3/84x9i4cKFwmw2R+w6TQRer1fceeedYvXq1SIjI0MYDAZhtVrF7Nmzxc0339zvc/jaa6+JlStXCrvdLux2u1i5cmXMXaf+ONFW+oUQor29Xdxwww0iLS1NmEwmMW/ePPH444/3uWpdVVUlLrnkEpGcnCxUVY1Z5ltvvSXWrVsnUlJShMFgEOnp6eLUU08Vd911V3i3xOv1il//+tfi3HPPFdnZ2eHdzFWrVsXcBWtvbxd2u12sX78+6lhoV3MwsSOEOHFW+kNs3rxZnHfeeSI+Pl4YjUYxffp08fOf/zzme6D3dW9qahJ33HGHWLlypcjIyBBGo1FkZmaKtWvXijfeeGMwwxEFw1jpFyK4k3nuueeKhIQEERcXJ1atWiXefvvtfl1ubt++XVxyySUiLS1NGAwGkZGRIc477zzx97//PSLfq6++KpYuXSosFkt450AIIfbt2yduuukmsXDhQpGUlCRMJpOYOnWquOaaa2K6x5ZIJNEoQggxPtMLiUTyReS0007D5XKxZ88e6RpPMuY88sgjXHfddbz//vtRkXp/9KMf8Yc//IGSkpKYHn8kEolE0jdS6JdIJP3y0UcfsWLFCp566qkJVdmRTH78fj8zZ85kzpw5UV5gIGhAfOqpp0Z4RZNIJBLJ4PhiKUZKJJJx57TTTuOPf/zjkPzHSyTDoby8nCuvvDIi6F9PtmzZMs4tkkgkksmDXOmXSCQSiUQikUgmOYOLGiSRSCQSiUQikUi+sEihXyKRSCQSiUQimeRIoV8ikQzIe++9h6Io3HHHHRPdlBOC4uLicFRqiUQikUi+CEihXzIpCAlha9euneimSCSjwurVq/t0kSonHRKJRCIZKlLol0gkEolEIpFIJjlS6JdIJBKJRCKRSCY5UuiXnJTs3buXSy+9lNTUVEwmE/n5+fzgBz+gsbExIt/69evR6XRR6XPmzEFRFO6+++6I9D/84Q8oisJTTz0VkX78+HG+/e1vM2XKFEwmExkZGVxzzTWUlJREtU1RFFavXk1FRQXXXHMN6enpqKrKe++912d/zjrrLFRVpbS0NObxf/mXf0FRFD744AMAvF4vDz30EGvWrCEnJweTyURqaipf/epX2b59e5/19NXWWOTl5ZGXlxeV7vV6+d3vfseiRYuw2WzExcVxxhln8PLLL0fldblc/OIXv2D27NnY7XacTiczZ87k2muvpaysbNDtHEv27NnDeeedh9PpxOFwsG7dOvbt2xczb2trKxs2bGDOnDlYLBbi4+NZu3YtH374YUQ+RVF4//33w3+HPtdccw0bN24kPz8fgEcffTTieM97RAjBI488wooVK3A4HFitVpYsWcIjjzwS1a477rgjfP6jjz7K4sWLsVqtfV7bEMO9j15++WXWrFlDUlISZrOZvLw8rrrqKvbs2RNV/gMPPMCyZcuIi4vDbrcze/ZsfvjDH9LU1BSRt7a2lh/84AdMmzYNk8lEcnIyX/va16LKBDh8+DDXXnst+fn5mM1mkpOTWbRoEbfccktEvqqqKm666SYKCwuxWCwkJiZSVFTE9ddfT0tLS79jI5FIJCcaMjiX5KTjo48+4txzz8Xj8XDxxReTl5fHJ598wv3338+rr77Kxx9/TFJSEgBnnnkmL730Eu+//z4XXXQREBQuQkLdpk2b+NnPfhYuOyR09RSWtmzZwpo1a2hvb2fdunVMmzaN4uJiHn/8cV577TU+/vhjpk6dGtHGhoYGTj31VBITE7n00kvxer04HI4++3TVVVexadMmHn/8cW6//faIYx6Ph2effZa8vDxOP/10ABobG7n55ps544wzOP/880lISODYsWO8/PLLvPbaa2zevJmlS5cOb4D7wePxsHbtWt577z0WLlzIddddh8/n49VXX+UrX/kKDz30EP/2b/8GBIXWNWvWsGXLFlasWMHatWtRVZXi4mJeeOEFrr76anJycka9jUPh2LFjrFixgmXLlnH99ddz+PBhXnjhBT788EM++ugjZs2aFc7b2NjIypUr2bt3L2eccQZr1qzB5XLx0ksvceaZZ/LMM8+wfv16ADZs2MDGjRspKSlhw4YN4TIWLFhAXl4eN910Ew888ADz588PnwOEJ1lCCK688kqeeOIJpk+fzhVXXIHRaOStt97iuuuuY9++ffz2t7+N6s+9997Lpk2b+PKXv8yXvvQl9Pr+fyKGcx/9+Mc/5t577yUxMZH169eTmppKWVkZb7/9NosXL2bu3LkAuN1u1qxZw+bNmyksLOTaa6/FZDJx+PBh/vjHP/LNb36ThIQEAI4ePRqeKJ977rmsX7+e2tpannvuOd544w3eeecdli9fDkBlZSXLli2jvb2dCy64gEsvvZS2tjYOHz7MQw89xH333QdAR0cHK1asoLi4mHPPPZeLLroIr9fLsWPH2LhxIz/+8Y/7fSYlEonkhENIJJOA48ePC0CsWbOm33yBQEAUFhYKQLz++usRx26//XYBiOuuuy6ctnPnTgGIG264IZz21FNPCUCcffbZwmw2C7fbHT6WmpoqZs+eHf7u9XpFXl6eiIuLEzt27Iio74MPPhA6nU5ceOGFEemAAMS1114r/H7/oPrf0tIiLBZLRN0hnn32WQGIn/3sZ+E0t9stysvLo/Lu2bNH2O12cc4550Skb9q0SQBiw4YNUW1dtWpVzDbl5uaK3NzciLSf/OQnAhB33HGH0DQtov1LliwRRqNRVFRUCCGE2LVrlwDERRddFFW22+0Wra2tMevtSVNTk9iwYcOQPoMhdL/1HlchhHj00UcFIM4666yI9CuuuEIA4pFHHolIr66uFjk5OSIlJUV0dnaG01etWiX6ekWH6r/66qtjHv/v//7v8L3s8/nC6R6PR6xbt04AYuvWreH0DRs2CEDYbDaxa9euQY2BEEO/j1599VUBiKKiIlFfXx9xzOfzierq6vD3W2+9VQDiqquuinoOmpubI67/aaedJvR6vXjzzTcj8h08eFDExcWJoqKicNqDDz4oAPHAAw9Etbuuri7898svvywA8YMf/CAqX0tLi/B4PFHpEolEciIjhX7JpGCwQv/mzZsFIM4777yoY21tbSIpKUlYLJbwD7qmaSIpKUnMmTMnnO+73/2uSEhIEH//+98FIDZt2iSECAo6gLj++uvDeZ9//nkBiLvuuitme7761a8KVVWFy+UKpwHCaDRGCCCD4dJLLxWA+PzzzyPS169fLwBx4MCBQZWzbt06YTQahdfrDaeNhtAfCAREQkKCmDZtWoTAHyIkZD300ENCiG6h/4orrhhUu2PRUzgf7Gco5SYkJIi2traIY5qmiblz5wpAlJaWCiGCwqROpxNnn312zPJCgugrr7wSThuJ0D9v3jxhs9kiJhEhQuN6yy23hNNCQn8sAXe4xLqPzj//fAGId999t99z/X6/cDgcwul0isbGxn7zfv7551GT9Z788Ic/FIDYvXu3EKJ7rP/7v/+733JD9+NPfvKTfvNJJBLJFwWp3iM5qQjpGcfSVbbZbCxZsoQ33niDQ4cOMXfuXBRFYdWqVTz//PPU1taSmprKpk2bWLVqFatWrUKv17Np0yZWr17Npk2bgKBKUIhPPvkEgAMHDsT0cV9dXY2maRw6dIglS5aE0/Pz80lOTh5S36666iqeeuop/vrXv7Jw4UIgqH7xj3/8g6VLlzJjxoyI/Dt27OA3v/kNH374IdXV1fh8vojj9fX1ZGRkDKkN/XHw4EGamprIzMzkzjvvjDpeV1cHBMcKYNasWRQVFfHEE09QVlbG+vXrOeOMM1i0aBE6nW5Qdebl5SGEGLU+9GbhwoXYbLaINEVROP3009mzZw87d+4kJyeHzz77jEAggNvtjnkfHD58GAj2/cILLxxRmzo6Oti9ezeZmZn86le/ijoeus6hce7JsmXLhlzfUO6jTz/9FJPJxKpVq/ot88CBA7S0tHDOOeeEVXj6IvSMVVdXxxzbUD8PHDjA3LlzufDCC7ntttv4/ve/z1tvvcXatWs5/fTTmT59esR5K1euJD09nXvuuYcdO3ZwwQUXcPrpp1NUVNSnK1WJRCI5kZFCv+SkImR8l5aWFvN4eno6EDQgDXHmmWfy/PPP895777Fy5UoOHjzI9ddfj91uZ8mSJWzatIk777yTTZs2hScJIUIGwI8//ni/7Wpvb4/43lf7+mPNmjWkpqby5JNPcu+996KqKk8//TRer5errroqIu9HH33EWWedBcC5555LYWEhdrsdRVF48cUX2blzJx6PZ8ht6I/QWOzdu5e9e/f2mS80Fnq9nnfffZc77riD559/PmxkmZyczA033MBPf/rTQQv/Y0VqamrM9ND1C91Hob7/85//5J///Gef5fW+D4ZDU1MTQggqKipiTq76q2uo991Q76Pm5maysrJQ1f59SDQ3NwOQlZU1YBtCY/vqq6/y6quv9pkv1N/8/Hw+/vhj7rzzTl577TWeeeYZAGbMmMFdd93F17/+dQCcTicff/wxGzZs4JVXXuEf//gHANnZ2dx+++1cf/31A7ZNIpFITiSk0C85qQgZ3tXU1MQ8HkrvaaAXWrnftGkTgUAgIu3MM8/kvvvuo729nc2bNzN37lxSUlKi6nvllVeGtII7nJVEvV7PZZddxoMPPsi7777LOeecw1//+tdwek9++ctf4vF4+PDDD1mxYkXEsU8++YSdO3cOup1+vz/mMZfLhdPpDH8PjcXXvvY1nn322UGVn5yczO9//3seeughDhw4wLvvvstDDz3Ehg0bMBgMUUbLvWlubub+++8fVF0hhhJ1uLa2NmZ66D4K9T/U91tuuSWmAe1oEqpr8eLFbN26dUjnDvW+G+p9FB8fH97d6k/wj4+PB6CiomLANoT629MIfCDmzZvHc889h8/nY9u2bbz22ms8+OCDXHrppWRmZob7kpeXx6OPPkogEGD37t28+eabPPjgg3z/+98nISGByy+/fFD1SSQSyQnBROsXSSSjwWjo9Le3t4vk5OQInf4QKSkpYvr06eJf/uVfREpKSlgn/a233hKA+O1vfxtl8CtEt9HvUPSC6UdPfiA+/fTTsK73sWPHhKIo4oILLojKN2PGDJGYmBiV3t7eLlJSUgQgjh8/Hk7vS6c/MTFR5OXlRZUTuh49dfp9Pp9wOBwiNzc3Qs97qJSWlgpAnHLKKQPmnQidfiGEKCoqitDpr6qqEoqiiNNOO23Q/TzrrLMEENOYOzQGV155ZcxzZ82aJaxWq2hqahpUXSGd/pB9ymAZ6n00WJ3+0L0yGJ3+LVu2jNj2QwghHnvsMQGI2267rd98oXfIZZddNqL6JBKJZLyRfvolJxUrVqygoKCA1157jbfffjvi2D333EN9fT2XX345RqMx4tjq1as5dOgQL774IqtXrw6viK5YsQKj0civf/1rIFKfH+ArX/kKU6ZM4Xe/+x2bN2+Oao/P54vy0T4SQrr7zz//PP/zP/+DECJKtQcgNzeXpqamCDWbQCDAj370o7Bu/WBYsmQJxcXFEf7hvV4vP/zhD6Py6vV6vve971FSUsKPfvSjKN1vCPq8D62eHz9+PKa/+9AqusViGbB9IZ3+oXyGQlNTU5Te/GOPPcbu3bs566yzwi5F09PTueSSS/joo4+49957Y9azZcsWOjo6wt8TExMBKC8vj8qbkJCAoigxjwHceOONdHR08C//8i8x1XiOHz9OcXHxoPvZF0O9j77//e8DcNNNN0XFvvD7/eFrq9fr+c53voPL5eKmm24K77CFcLlctLW1AUE7hOXLl/Pkk09GxccA0DQtHPMA4LPPPou5Q9P7vtqzZ0/MOBpDuf8kEonkREIRQ/2Vk0hOQIqLi8nPzyczM5MvfelLMfMsWrSIG2+8kQ8//JA1a9bg8/n4+te/Tm5uLlu2bOHdd9+loKCAjz/+OEJFB4JBt0I6vA8//DDf+973wsdWrlzJBx98gKIo1NfXh4W1EJ999hnnnXceDQ0NnH322WE/5KWlpXzwwQckJSVFGFWG7AL6C8bVH7/85S/52c9+hsFgwGKxUF1dHSWg/P3vf2fdunXEx8dzySWXYDabee+996ioqKCoqIj33nuP48ePh/2+v/fee5x55pls2LAhQv3l9ddf57zzzsNqtXL55ZdjtVp56623iI+Pp6SkBKPRGCFcejwe1q1bx1tvvUVBQQGrVq0iJSWFiooKdu/ezc6dO/n444855ZRTePHFF7noootYunQpc+fOJT09nYqKCl588UXa29t56aWXuOCCC4Y1RiMldL+dccYZ7Ny5k2XLlrF06VIOHTrECy+8QFxcHB9//HGUn/6zzz6bHTt2UFRUxKmnnorT6aSsrIxt27Zx+PBhqqqqwnYloXtu6dKlnH/++ZjNZoqKisJ9Xr58OVu3buWb3/wmhYWFqKrKFVdcwZQpUxBCcO211/Loo4+SkZHBOeecQ2ZmJjU1NRw4cIAtW7bwxBNPhNW+7rjjjrBdykABuXoy1PsI4NZbb+W3v/0tiYmJXHTRRaSmplJRUcE777zDj370I26++WYg6Kf/3HPP5YMPPqCwsJDzzjsPk8nEsWPHeP311/nwww9ZsGABEJzEnHnmmZSUlHDKKaewePFizGYzpaWlfPzxx9TV1eF2uwG4+eabefjhh1m9ejXTpk3D4XCwb98+/vGPf5CQkMD27dvJzs7m/vvv55ZbbmHFihXMnDmTpKSkcAwCRVH48MMPWbRo0TDvIIlEIpkAxn1vQSIZAwajxvGVr3wlnH/Xrl3i4osvFsnJycJgMIjc3Fxx44039ukmc//+/eFy9u/fH3HsF7/4hQDE/Pnz+2xfeXm5uOmmm0RhYaEwmUzC4XCIWbNmiW9/+9vinXfeicjLCNR7hBCiuLhYKIoS9vXfF88++6xYtGiRsFqtIjk5WVxyySXi6NGj4uqrrx60eo8QQRWmoqIiYTQaRXp6urjhhhtEa2trTD/9QgTdMf7pT38SK1asEA6HQ5hMJjFlyhSxdu1a8Yc//CGsLlNWViZuu+02ccopp4jU1FRhNBrFlClTxMUXXyy2bNky7PEZDXq6zNy1a5dYu3atiIuLE3a7XVxwwQViz549Mc/r6OgQv/nNb8TixYuFzWYTFotF5Ofni/Xr14vHHnsswqe+z+cTP/7xj8WUKVOEXq+PctF58OBBcf7554v4+Pjw9e6tnvPUU0+Jc845RyQkJAiDwSCysrLE6tWrxX333Rdxrw9XvUeIod1HIZ577jlx5plnCqfTKUwmk8jLyxNXXXVV1Li53W7x29/+VixYsEBYLBZht9vF7NmzxS233BKlutTY2Ch+9rOfiblz54bzFhYWiiuuuEI8//zz4XyffPKJ+M53viPmzp0r4uPjhcViEYWFheLGG28Mq2MJIcS+ffvETTfdJBYuXCiSkpKEyWQSU6dOFddcc43Yt2/fkMdJIpFIJhq50i+RSCQSiUQikUxypE6/RCKRSCQSiUQyyZFCv0QikUgkEolEMsmRQr9EIpFIJBKJRDLJkUK/RCKRSCQSiUQyyZFCv0QikUgkEolEMsmRQr9EIpFIJBKJRDLJ0U90AyQSiUQikUgkkt643W68Xu9EN2PMMBqNmM3mcatPCv0SiUQikUgkkhMKt9tNfq6d6trARDdlzEhPT+f48ePjJvhLoV8ikUgkEolEckLh9Xqprg1Qsi0PR9zk00ZvadXIXVyM1+uVQr9EIpFIJBKJ5OTGEafiiNNNdDMmBZNv6iSRSCQSiUQikUgikEK/RCKRSCQSiUQyyZHqPRKJRCKRSCSSExINgYY20c0YdTTEuNcpV/olEolEIpFIJJJJjhT6JRKJRCKRSCSSSY4U+iUSiUQikUgkkkmO1OmXSCQSiUQikZyQBIRGYPzV38ecgBh/OwW50i+RSCQSiUQikUxypNAvkUgkEolEIpFMcqTQL5FIJBKJRCKRTHKk0C+RSCQSiUQikUxypCGvRCKRSCQSieSEJBica/JZ8srgXBKJRCKRSCQSiWTUkUK/RCKRSCQSiUQyyZFCv0QikUgkEolEMsmROv0SiUQikUgkkhMSDY3xD2M19kxEr+RKv0QikUgkEolEMsmRQr9EIpFIJBKJRDLJkUK/RCKRSCQSiUQyyZE6/RKJRCKRSCSSE5KAEATE5PPTPxF9kiv9EolEIpFIJBLJJEcK/RKJRCKRSCQSySRHCv0SiUQikUgkEskkRwr9EolEIpFIJBLJJEca8kokEolEIpFITkg0BBqTz5B3IvokV/olEolEIpFIJJJJjhT6JRKJRCKRSCSSSY4U+iUSiUQikUgkkkmO1OmXSCQSiUQikZyQaAgCUqd/VJAr/RKJRCKRSCQSySRHCv0SiUQikUgkEskkRwr9EolEIpFIJBLJJEfq9EskEolEIpFITkikn/7RQ670SyQSiUQikUgkkxwp9EskEolEIpFIJJMcKfRLJBKJRCKRSCSTHCn0SyQSiUQikUgkkxxpyCuRSCQSiUQiOSEJCEFATD5D3onok1zpl0gkEolEIpFIJjlS6JdIJBKJRCKRSCY5UuiXSCQSiUQikUgmOVKnXyKRSCQSiURyQqJ1fSYbE9EnudIvkUgkEolEIpFMcqTQL5FIJBKJRCKRTHKk0C+RSCQSiUQikUxypNAvkUgkEolEIpFMcqQhr0QikUgkEonkhCSAIMAkDM41AX2SK/0SiUQikUgkEskkR670SyaUksPVvP38NvQGXfijqiqqTun6X0UX/jv4vxCCgF9DUYPfu+meNSuKgt6gC38PlqOiqgoGkx6hRJapKKAJgdCCH00IhABVUdCEQAtoCCHQAiKcTwtoXfkECBBCIICAL4DOoMNg0OHzBYL5tFAZwfbojCptFh1+v0ZA0wgEgh9NCBRFQVWU4P+qgqIQleb2+PB3tUlRFAx6HQa9il6vC/9t0Osx6FVMJgM6VcVo0GExGzAa9JiMkR9F6Wq/AE1ogBIex+Cna1y70rqPhdK72ymRSCQSieTEQwr9kglD0zR+d9szHNpVNq71zllWwJ7d41tnb7Lyk9lvDkxoG/oiPz+ZAw2NIypDUYITJiEITs4UBbVrPtA1RwLAbNZTUJjCgep6/JoWPi+EqijoVBW9TsWg65rQdP1t1OuCaToVs9GAqeu7yaAnOdmGmwBmvT6YT+1xXtc5elWHTlXQqyp6VUWnqsHvSujvULoSPq5XVYw6XXACpoLa1TeF7kmZSdXJyY9EIpFITjik0C+ZMN5+ftu4C/wAJSX1415nb5rqWlk8LZVyQ4Cats6Jbs6oIwQEQtsaAUFf0xtfW4Ad28tRFCicmsruhtpRqX/u9Ay21VeNSll9MSs9hV268qh0naJg1OnRKyoGVcWg6oKTBVWHXtWF0wxqcAJi1Okw6fQYu74Hh00AStc5XZMPpef/CqqioldUNARmnR5NCHRdkySdoqIARp0ek06HVTUhNBE8R1W6JyVdlyg8QSM4OQtNYBRA31WvQRfZZoNODX8PHlNPuMmOEAKfpuH1Bwho3aFwejZTRQnvmPU82HNXK3xeV1rofzW8AzfyXa7QTpsIXoge6aF/ur535XV7/bS1e2jr8OD1B1AATRMgBIqAQCC4CxlQQmd1nxv6nx4TcFUBzS9Quia5BoMOnaKg79ol1el7TIS7dk1VtXv3UVUVQEEXmuTreu5Wdv8vkQyVgAh+JhsT0Scp9EsmhEBAY+PvXp+Quo2mib/tO9o8HN5RRsYZ+Sec0K8w/j/MQoDJPHrXRR2HLgTVoKIJCEGn3zf2DehBmsVOTWdbn8cXOLPYUVUT81hunJP6tk46fLHbnGiw0OR2xzy2MCOD7dWV4e9GnS48een5MfTxd6z8Bl1wogNBlbuAJvAE/Lj9fjz+4P9uvz+clmNxcrCyHm8gEPz4g/97/H58gf5N5eanp7HvcA1Gm55On7+fnP2zKDmdg3urw2puvQnK1yL8d38kOay0VvZ9LftiQWEWu/ZXADArJ5XDh6oB0Jw6/NrA0sW8gkz27u++llNzkig+VheRp2haRkSe3syensHhz/teyNHrQxMIXfjv7klFMC0/P4XK0kZ0epXcnCQ6O7y0+n3odbrgxEOnYjLpUQCdTuWGm9ZgNhsG7J9EIpFCv2SC8HR6aaprnZC67XYzDRNUd28mQsAeiL6E2dFkZmEaHn3QniEk2B1uHJlKUSRjP66DEaTGCzFcLxAC7DoTpb6WmIctekOfAn/w/Mh6Q4I34zjnMSTrOFzfMKxzQ5fQYjCMSOgPrtB3XYcR3hajc+dG2jcN1KhFhVlU10TeA3EWU7BTQ1idHyin36/h92vg6XusLWZDeMJiVFWaGtooqY9sm06nEPAH31PnfGkuCxflDbqNEsnJjBT6JROCxWYiNSuB2oqmca/bHmca9zr75sQRHENoYyjzqzoFLSAwmfTsLK8Ys3rKypuYlZbE/ubhCYODwecPgHHMih8Sw51/LErNZHtV32pQevUL4OBtFKRkZYTP4URrrczKS0ML9Bb0g8zPz8AbCFDf0kFdcxu+QOQDnppg5/DRWjrckTM1VYPZhRkYdLpw/5qaOsauE6F6e9xzmiYwGHTY7WYEQbUlTQim5qewZ09Qtc7TzwRCIpFEIoV+yYSgKArf37CeO7+7MaiHOo4Eev3oTZ2Wij+gUXq8HqNJj3ccf0RsOj25CXEogE/TqHC1j1vdfaGNodSfPS0RX6NvzKc6Te2dJCn2Ma0jMJCexrjSf1tiHV2cmsmhuhFOiiZa2mVk0+buHZKR9WOiR8Hn8XOwrFt9S6/X4XRYcLV0cuhgNZ09BPq0BBtTpiQRUAU7j1aRbLdiS3BSXt2M0RD05JWdGo/P42f3/qHaxYx8JPT6bqFfCIHFZqKtMnIXMCTwA3R0eEZcp+TERuv6TDYmok9S6JdMGMvOnMW//9cV/Nftz+Du8I5LnXOW5rP/QK8fMlcrdQfKcRTkkG7T4dJ01FQ1j0t7Dr93OPz3lOlpVOj6yTxOBMbIushoUPH4A5iM49PJwBi/UntPHieSgebNPUWxRamZVDa3sqOyisUZWSgKmFQ9bl8gwshTCIFOVdnW2bcO90QLu8DASvL9MFrqdaP5xAynrN4GsruOVVGQk4SrpTPCGxZAY1M7WRnx7DxYSVKijUOHa5hZkE5dQ7cdgUWvp6y8kflzczhwuGrQq+mjPQfsaPNgjTP3m+fYsTrOOnt065VIJitS6JdMKCvPn0/+jAx+ecP/UXI4tqHhaFEwK4P9r28FYMaKmejjbCiBALv//hkAU/wejm+rxFiYO6bt6IvK4/VMTbKhdcUKsMdbsSXa+LS1eVzbIUZ5pb9gdmow1oGmERACYVOo7sfodLQIjPEOkn8s9aCGyEA6/aGj+c4EDKpKTXtw/D+rDKpYzUtJY3d1tOcku/EE0V/qjxEImlZd8CdwpF5llBNp06cLhyUoLCsxrNqVrk9jY3BnsazXSnp1jQuvL8CO/eUkOC1kZSVEqPfHGi9VUbBaR25Qa9DrmFeUjRCwf2cZcxbkMHNGOm2tHsorm5g+PR29Xse+fcF71zHApEAikXQjhX7JhJNTkMr9z97A/9zzCq8//emoqPuoqhJVTuPBUvye4Db3gXd3R53jzEnGpTfR0jz2equx8PsC1Fd3G6w11beRMSWJU3KTgK4FTRWEonC0rY2Gjn4MLEfAaK/0H69vpNM7/nq32hir35xIQv9AfVV0GktSsihubsIoovX0TyhNpSEiRtD49q4dxhEvUI/iCnfvlfnh4u4Mvuv0uujr3dYeqRLT3muntaAgFQQUlzbQ5OqkyTU4D2NF0zOH2dpu/G4fu7eVhL9rAY2Sg9XY4iwsWZDL51uLSU13ho87460jrlMiOVmQQr/khMBsNXLDXV9j3VUr2Hjfa2x5d/+wy5o1L5v9b28nbWoa8RmJGCwmUBQOvL+r3/PcTW1YLEZ8Xj85CSb8VgvHDg/fb7xOpxLntNDcOHw9/arSBqpKo/Wus1dOHTOh3+8fvaBhvVyMjyujJTz1xYkk9A/EsdZGCswp1Hd00NARQ4DrY6gGnEyMQttGykhur+rGoBevyeg/vrmp670To2s2aw9nBgKKZmZxpLg2rPu/o8v1Z0FWEi0tg3cpPDrD2LuQoBvUpoY2sqckAmC2dIsuDodlNCqVSE4KpNAvOaHIm57OHX+6lsqSBj58fRdvv7CNsqNDE7xVLYDmD1B1qJKqQ33rI/fm8D/3o6gKQhMcBGaeWTTE1kfiTLDiqnYxd0k+e3aUjqis3hjG0KtKYBSF2dmFaeyoG1u1rb4Yc6H/hNLp71/0bfF52O4rJy3dToLJglkNqmEcrWimzevrU3Lu8PlIsVmp6+hr92viheXhCv1Wg4HmRndY1WVkjN44DGcC0vMcq9lAXloChw/V9NkytafKjwK7D1awYFY2O/ZFBpsbakyT0Zjg91ZVUxQwmw2IHj1pqG9nZmE6KBAvV/onPRoKgRPgXTPaaBPQJyn0S05IMnOTuOQ7Z3Lxv6xi6+aDfPj6bjb/YyeezoEdgCsjEIhFD5Ugt75vfWa9XmX6nCwICDo9Po7HsEdIcFppKm+ieG8FjnjrqKoN6cfwZeH3a6P2ZlDME+fy8WRY6dcrCn4hBu2nv6azLSKI17LMKXxWXIWGIM5oJMvhCEeZ1SkqKMGAW30K/SeAMvtwYxTMSklhV2PXosAXbKV/anoiJr9Ce4cHR5wFRSjMzU1DZ9LR2tTBoQPV4byxJhHVDdFxSnz+AHMLM/B5/WHDcL9PY1p+KhBUo0q0W3A1d0REJUbpGj4BNuPIXxxms4GiBTnhaME+jx9/uw+vz8/uz0somJ6OTq9CQAMBGRnxI65TIjlZkEK/5IRGVVWWrZ7FstWz+Np1K7nxogcHdKl59Ggds1bOYf/mvcOu12g1UXq8PiJt+uxMfJ0+mutacTW1s3/LMQCsdhNZuUlUlHSr4WTnJXN0bwUK0N7qZuaM9FEV+tUxlLVG25B3olDHeBXFrwWFjolagJpij8es09Pk6aTdPzzvVwE1qMolhEBDcKChPirPwvSMfkr4YgnLEfhG7yEazVFIirPSTOxgaSH8Li/ltcE8vYNq9aa30K/TqVTXuqImOm6vn+NH+t9VNeelcbSfnde5s7L6PX8wuDu97P2sOCLNajdhthgIBDQ6Wt34vAEa6lqZOi2N+ATbiOuUSE4WvgCRVySSILmF6Xzl6tMHzNfZ7kVvG5mep7fDg9Ue1HtVVYWihbkc2VlG8f5KmutbET1UOzraPDSUNlC0cEr4HJPZECEI7N9azNyFo+cVSB1DRfmx9nozXoz1Sj+AQZ04H6spFhuHXPVk2hx0+ocXAndvcw1Tk+LRqSrtvthlHGvqO4DeF1Xkz09IYF/JxKidDYRRDDyqIzFS1+vUCIHfaAgG37KZB/bU1NNoWlUVkhLtTMlOxKAPPgej8cjF6pmqU9H8Ar8nQHVFcziiemZOwsgrlEhOIqTQL/lCUbRs6oB5UjKcHPtk+IbAIVJTHRQtnEKiw8Kej49ECPq98XT62PPxUeLMBvKmpWK1GCJ+vBRgz8dHWHBaIap+ZI+d3WGhZpgru4NhrPz0jzfjIfTrlYl7hYbkr50NVcPWa3cH/Bzz1yFsfjKcsYOZuTxucp3xw6xh7BmO9544k3FUbTJG805rax3YQH8oXe690m80RE5UZ01NB6+ICHjVF3qTHpvVyNw5WRQWpNJY30pZaQOzC9OYOysLi2nkLjtj3cwOpwWvx/+F9jIlGT6amLyf8Uaq90i+UMQn9R9l1WDUk5JgoaZp5JFtj725lZS8VOxJcaRMT6HVo0Wo8MSitrwJyoMro9E+KKCkpJ4pMzIo3leJEAJnvDWoIzvINukNOgIzEihuitbJHS2CwtAXfz1gPFahdRM5TqOkTy+A3U3VLHBkk5FgQ6dT+OxodUQemyG2MHciyGCDbcPizEzULjnf3UtF8ES52wuzkmmscA0i5+BHvvdzkJmRQMvx7l0Oi8nA3MKgCtfeQ5X9LtcfKqklMzmOvbu7JwiZGfHs3lEGQFFRzqDbNRR83tgexdrbZDReiWQoSKFf8oWiYHYm51y0mLdf2BbzeGqGkz1v7xi1+uqKa6krDuqwzjlvKRUjLE+nqhw/UkvRsnzcbj+HD1RhtRrpHERE4uypKbgzrBxr7F+Hd6QogEGv4vN/sXX7x2WlX1UmMD786PZPb4KOgJfKiugJs05V0ClK2IBTVRTMej16FJwmE3pFh04FVVF7GAIr4e/tPi/V7WMUkE2BuempUcmhVWHR9a9dZ6ChpYOQ6e+MjORwATUjDRanQGaSI2jU2nVdegeyirgdReQKfMg0JCXOinD4SHbaUaPO7xp/BeKEnsQEO6raZVCrBn0QddnVhucECmDQqWQmO8J1WaxG5hdmhu8eT7uX/fsqSU6yUzQjUidfqMH+CER4jmlUVeJsJlyuTsrLG9Hpuvuh0ynMnJmBEMFRFpoIqgsKgU6n4vMFgjuJQuD3B9A0EQzcF9DCkaB1OgWH04KqKvj8gWC/VLDZTeGxEEKgKAqqbjym9hLJ5EEK/ZIvFKqqcstvLuWia8/gxUc/5L1XduDrEfjJqo6dBKaNgoGr2hUoJ7QyBgxK3Sc9J5HGZCPVYyzwh9DrdF94oV8Zh7V+dQLXiBU/LHPmBgUyumMiKIguoavrowmE6PJx0yWMaVpQcApogoDQ8AcENXWdGHUqeYnx7Kuqwy8EMxOTOdrQwO6q2q7R7F5h9noDBOIFLe2DUzXLi08gzW5jX2Mdrd7RW6EVimBfycBufQ+MWo3RaAqUtY3s2YzXDJRVNLKoIIu92wdWtemLJKcVV1X3TuDSOTns/qS4z/wzFk8BoL6hjfqGyMlPSkoctfXBsubMymTvgW4XyAa9yqxZmRGr7VpAcGhX322fW5RNXbWLmurIsZpTlM2Bj48Ey4iz0NrlXSg5zUF9TQs2s56OGPEC3HKlXyIZElLol3whmTorkx/+6hK+dev5vPa3Lfz9iY9orG2ldNfxMalPZ9DROQh3oQOWE2Nlyh5nob0lUo83Ky+Z+JQ4fB4/He1uzDlODtX0r1o0mujUkQvMFpOeps6xCSA2GMZFvWcidfoDCluPV416uQZV5bTsKXT4fRyqq8eviVEZy5LmZkqam5manDC6Qv+olTR8RmVTqasjtS1tJCXZaGgYnopiQlyk0F9cUs/chVPYsz12rJDBTo5775zZ7Wb27a9gwZwcupcw+r8amiZorGslKSUubIzbHwPFLBiNhRiJ5GRCCv2SLzTxSXYu//7ZfO3bK3ntb1t46u5n6ByEIdxQyJqZjd9mp/Ro3YjL0umihUSz08qMNAc6nRoMmiNg/94KyqtcZOcnU+FUaRmkwJ+XkUCi3Yrf13dUXYWg542e3iZF+J/gSvDBzsHoFfdPQUEq2yoHHxxttBmPKKu6ifTvPgbS7vL0bI7VN/HhkVLS7HYSzBZavaNrND5cv/onNiO/D0IeeRIcVo601DN3QTZHDlTjdvfvorg39h5eeEIjvWtfBZmZCVRXRntiam9sZ9n8XFra3dQ2tNHYhz1Uk6uDKdmJCAFWixFVgKuunR17y5mSk0h5WePAfQxo+P0aKb2E/gjNpx7WjaEx8fn8zJ6bDUBpSX3Y2DlwAgXIk4wdgUkanGsi+iSFfsmkwGgy8JWrT2fVefO48/IH2PfJ4VEpt2jNIkrKmmmrHrkQDL0iYXZR3I/f6/Lj9aSkOwnE62n39v3jr1MVkuJtlB9voJyR7wiY8vs3mB6IhHgL5e3jo4rUF+Oz0j+BP0SjVLVeUTDp9bT7fHj9ARq6AnHVtLWREDAzxeGktCX2/T+cJoy2B5bheO85IenqhkGn0unxse1YBTankbmz0uls8VBcXD8oz1rCH9SPnzc/hwPHa8PjbYszReSbuzi3Sx0MKqubqahsJjO7bxeYNbUtBNz+6MmmoqAz6bFYjAx0R2hdAv2BvRUUzMjg6KHqUBFhdDq1KwJv8H2pN6h0tLrZv72EOIcFb6B7QUMK/RLJ0DhRnBZIJKNCfKqDO5/5Ael5KSMuKyUvlSNH6mlzReuSDhc1xkr/QNRVu3BazegVJXbESyFI0BsxBUZPANWNIKpxnM2EPtFIjWuMDDcHyXgEi51InX5tlFbMsx1OVJ/C9LgkdlZGeu1p6nRT048B7nBaMOpC+gmwADg62j3BcenwdKsRtnd62Xa0giPNTRRMT2Pe7CyS+gtGJQSqXmHe/CnsOFCB2+ML73i5/YFwQzOyE9i5t4Jd+yrYua+CispmAFSd0m0LQuSujM8XID3NGbPa46UNOJPt6AewTwpdewXQtNi7kYFOL56mdrxN7fhbPcyem0N6RnAykpWfjLeHJx+H09pvfRKJJBK50i+ZdDgS7TywaQM7P9jPP/68iR3v7xtyGc5UJ62qCa975Hr8PRmuR5kckwWH30flsQYWrwjGKhCA2W7i010lNHs6aY5h6DZcRiL0T8lJ5PPq0dc1HzLjIAx+0dV7CuITSTBaKPW6ONIQWz3D00NYHI0mtHR6STZaCXR5boGu4hWFwqREPqsZmo+sSbPQL2Dh9Cx2H41+dmZOSWXPgUoybHba3F6mT03l0LHoHUKrxYimU9i1r9uYNjUjHpPViAgI5i7KpbKkAX8fiw9CUSKWAk16FaNOJSvNSXVVM431LdgsBhBB98gFuckcP1aLqih0uDoRiTZsDguKoiACGqpOxWTWM2VKEl6PH1VoWPQqOr2OxopmEmwmFFVB39f9JYJG6R1tbgpnZeDz+Ji3YAoev4YCrPnywiGNsURysiOFfsmkJD7VwaqvLeeU8xdywxkbKNk/eEEirSAdlzDg9QxNl3YwDFdG3Pdxt4HyoQ+Phf/OXTo2frGzEh04HJagWz0R9P7S1umlqa0zvEXfF9XVLhampqMJgUt4Ka6P1iMeD0447z0iOOnTqzqMiopOVdGhYFB16BQVnaKi0uXqkqCrSx1Bt5e6kCtMFBSC/9tV08B1DkCCwczn5eNrd9HU2ffktN07upPs8WKgO81pNVOYmoQCtHi8HKwK2gfpFJidkQbA8eJ6gJhBw5pdnaAoZGbEs3NvOUfK6pk7MxMhBJomaGl3k5nkoLiknl37It91tQ1t1NW1kJxgo/pAJUVzc/h8Z2yjXhDMmh702a+oYDLoqah0YTYbwivsPl+XjUenF3enl+amjvDZmgYOhwWvz4/QBJlZiQgErU0dHDlQxbQZ6UydkUF7Syclx7ptpLKnJPZoQvf7JXdGOp0dPmx2E4d3V7Bo5XS83gAH91aQmGRn5ZfmDDDyksmA1OkfPaTQL5nUmCxGLv/xl/nVtX8YVP6Zq+biU/XUHaoZOPMEkzstleLa0bE16E1NcxvlzbF18pOcVqakJeD19ZgUCUDpIWb7ggJuXrwTp9nUnSV0vMuhuKJ0G9y6vX7MBl33LkOX20lN0xAiaNSnCQ2ty/e3KIQOzRdhjBxyXQlQRxtTk53ho0KAUdXh7VIriNdZ2L53ZNfZEjBh77B2RVbs8jkelllE2Pc4QKDLbaYP8CGAAEszsthaNjyhuyg1bURtB6hv7xgwT88xjSDkI3QU2V9XR1FGGrvrTvznb7DYTAayEhxsPxQUxhdO7/aFrygq+4qDfbUpsX+OdapKeXUzAJVNwWcyENDYfaj7vrFZjODVqI9hhKuowWtksRhp8rfS1hH0nGQ06iJUZbpyYzTq0YRGICDCO5MGo57CwrSu51DDqOpACA7s73XvKgqVFd2T/Ib6oGpY4dSguuXRQ9UkxFloamhj6vR0ApqGu8OL0agjPtGGJoK7A2arEaEJXC43iqJgjbNgizNT19BG6fHg5Ojiq05Dr4+MLiyRSPpHCv2SSc/Kry7j9UffZ8d7/av5TF0yjUNHxtYtpjoCtZne6JMsuMvGRm/e34e+LUBDS0dXkKPhUzQtY8QqQKYcA3Xu4UdenhM/cqHZGwjQ7puY1enR8IKT7XBg0euxGAx0+v10eH3o1O7gWnqdDrtOz/7qevya1jWp6VbLYRCbYXnx8STZrJS6XHT6fDhNZipa+jbyVofoBvVE8AbU19wn1WEDr+Dg8YHjCOh06oC7U1WNreRnJFBWFbl7pqoKlTV9GVsHy2xp6yS/MBW700xWXhJCaJiMBhQFjAYDelWhze1BKIKDR2tJSrBhSAwa9O/eV8G8udns2hNUGyrMT6G6tCmq333Za4TShQi6I25qaONYlxFvZk4i2zcfCucNZCfi9gV3O0oOVjFnaT6oCqLXbXHG2bP7HSuJRBKNFPolkx6dXseGv93E7et+w4HPjsbMkzY1jerm0XVNGItY3nuGS6dv9NWPQoy1//nRMOYc6UhOGq8vI8Ad8HOoroEZKckcqq4nJ85BmcvF1NREjtYPwgXjIMYwIARbe7huTbb0b3zZ4pm42A7DRRVBewSnw0JTeyd+TUOnqjgtZnYd7rUaLnr+2dM9pUasPRVVhZ5T8MQEa5TQPzUjid3Nfagwdj0orhY3rhY306enR50fIictHp/eT7LdQk1FMxnxcSQ5bej1akTsjsPH60hNjiM+3hqxsh/QNIrm51BR1hBUROuKINxTI7C6xoWqKmE1QVWngqJgs5uCkXZVFUPXLoTJpEenU3G5Osifno4nILDHmfnGt1eRnNodZVgikQwOKfRLTgqscRbuff12Xv7TO/zPT56MOp42cwp1O4cfBXOwjJbQn5GdQFn92LnEHI3gXP0xGvL2SP3wj4b3m5HaDUz0vMMf0DDqdLR1elDoHtOB7DYGg1GnY356OntqI1V1cuKdpNiDHmjKXS1UtfaIHpudxafVQ3sOT5Sp27GqRhjM5lWEU/ru1s/KTae5LXoHrfd97u0VkGpaTjJ7D/atIhZ9j/Y9YkIIDhyqxmoxMr0wne27S5k/J5tdu8vJzExg/uzsrrMFnZ0+bEZ9hNDf3u4h3mLG3emjs6N7EcVu67Y/qatpoWhRLnu2FgPgb/eQkGSjsTWoduQX4PULFJ0Oj08joAnKSxrwBwQLTi1gySlT+eoVp/TZB8nkQxMKmph8Ov0T0Scp9EtOGoxmIxffdB67/3mAT17dztRTptNS04yqKvjGyd/zcL339MaRaMM7iJXY4TLmkWZHQdpVRypwj7gFI4/EOpLzB7PK3hc5cQ7SzXFsL69kaXYWn5UEV4lDkz3/ICOd9td8byCAJ+Cnwx+5I1XS0kxJSzMAMxNTaOzowBMI4DSZhizwD9SGE5GdhyuJt5hIsFsJaBoVnqBazr7iajo90apiDquZ3Cnx1De3U1bTTGVj92Q/Kd5KU0P7AJO0yGP93TahYx2dXg4cqmbO7CyMpqDPfK/Xz/5eRsLzZmdHfI+LM7NrWymzi7KorXKBGjQ67/2w7d1dTk5+MmXH6xEIlB6LDDpVITElDke8FbPViE6vIznNgTnOQlVFIxk5iUgkkuEhhX7JScd1d13K4d1llLQLApY45s3Poam0flzqHi0Pj6OxEtsf+mHEExgKo9H8Ea/0i5FP9MbDQ1B/tQ8Hm8FAbWM7lVpwhf14D+9KqqKgUxXq2vq2ldApCoFBTjhcbncvC+7I63agsY4FKensrK5hekoSn1YPzV3nFxFNCFo7PLR2GdSGiLUgUDQ1gyPHa9neEBwXh83M9CkpeBLjUVUFnQbbd5f1W9+Q5oa9hfMuQ93sKYnY48ykZ8ST7LSCotDR6UGni2xz6Hloa/UQ0ARNXYa8U3OTIvJpmsAT0ChanIcIBOho99Lg6oqyK6CxuYPG5uCux5IVhWgCjh+pIT0rAZtt5F6rJJKTFSn0S046pszI5LTzFrC92EV5WSO7dpZRNC+biuKxNeINMjpC4ljro4+9//mJ1+kfnYnHyM4fSRPEMCct7T4fy7KzaHf7iDMG/bfnxsejKNDU4aYgOQmHxYROUfFqfnSKihBB/fP61nZsZiP7auoG1f6SZhf58fGoioImBAEhopyclrS6SHPa2FFbHbOMLwaRIzFjSipu4SfeYmbnoeG7RNWrKh5ft0Z/S7ubtk4v+49XoWmQleQgKcFGQwyvPeGWDeFd0dfuUXlFE+VdajwpKXHs2R50+VlUlB0zf2lxPbPmZJGXl0zAF6A0RtTxmioXqWlO9myLnLTEOS1Mm5WJosDxwzW4O7yYLEZmzM1CURSSpC6/RDJsZEReyUnJN3/2VWxx5vD3/furMFoMGM0G1AGiSo6IURLW/d7AmCqEfxF0+keKxuCF5oLMBApmOXFGrTJOnNQ/kiH8tKYCu8XI1uIKOjxePi+rZFtpJSrgNJvYWlKBPxCgvLGFrSUVbCut4PPSSkqbXEOeLBU3N3OsqYni5mbKXC6SehnyNnk6qW5vC7tS/aKzcHoW+2pqOVbXSEVTC4tmZDN/WubwCotxe/kDGiHtq4qGFjKy4vstovezputnF28wKmM9czQ1dfR5cP/eCqrLGtnzeQktfUQ1372jlKkzMyLSWlwdHNlfyeF9lcyYm4U1zkRyqoO6mhYO7KlgWq/8Eolk8MiVfslJiSPRzj3/75v8/ObH2buzDL8vgCXFQUebh6ycRMp2lo664oaAQatFDETx4Rrmn5LPztKx8Wd+MnjvqWhvIWuGIxjgqMuHvujytS+6vgeEhl/TKNEa6XT5MCSoaPFdXkcUBfQjVREa/jiMdASrOoPqPT3vSVVRaO4MqllsK6tkUU5mDFWfnjX30MVWulx9qip6VQ3/HU7v+h+hkBcXj04JencJx1cQvfSAelTRpyqXEDj0JqYmJxA6XQgRji0Q6lqs83veg0KAEnYrGfKpo3TdF10BI5RgDAbRVbBQuoRkIdCrOhLjrCgK+IRGosOCXtWhqFDW0kyyzUZ6YlzYWNpo0GHU6wGBz6/hCwSwKDo8Xj8oQbeligJmo578rMSgFxw1OF42i4EZBalA0DOOzWpm9vSMmOOkKGBSdaRmOMNjabOamD0nM7h7owXv9dCwW1Q98U4LWle6EMGYAOFxEWAyG8jKTQrXNaUgJZzHZNFHBNry9zDmjU+yYTDo0DSBpmnodDqEJvAjiE+yEwhoBPwBVFXFZDYghODgngpmFGWzb08ZhbOysFiNzF0wJfa9IJm0yOBco4cU+iUnLTa7iau/dxY//u6jALR2rUaVFtcza2k+Bz873t/pfZI7KxOvx0dVj4iTziQbGTMzObh/ZL7pe+JyewbONEzGWr1nuKo1ZoOeZIeN8gbXkP2598arBShuHVq0YF8PA9dAlxA0MkZkycvyjGCgp6C8GxR1Q23Sqyr+gIZAYDcYaXN7w/r1NqOR9k4PKRlWNASz0lPQNEG82cyW0m5j2li2IyX1TVhVPQGhofOD2tGty60h0Ajg63IyOTMjmf11kfYyVQ2jG1vCmmzg2AijPhfY4ykZQaA7n12jRguueqcqcTS2Rq5sm/R6qptaY50axmkwRun5l9QE+5XktOH2+WnrDArRiwqz2H4oeJ3mT81kT0Xfk/9UsyWsHw9BTzptbbHdoqbYrTT2oyoEUFLb91gnJNspL+t2MJCaEPTSZHOY6fAHcLdG11vnitwt8Kng9nfv+gg16LmlpqqZnGlpI7blkUhOZqTQLzmp+WjT/pjp+w/VkJCfgslswOv1k5ERz/5/Hh6UXorBaaHkoIvZp0+nZHc57a4O2lrcqIoSXhEbKZmLsjha1Th6lsG9GC0vQ30x1JV+BchNiSfBZuVgRR3zcjOoUGK7LE0wWWjyxFYnGH0mUE9JwNbivvXFk21WGlqDAtXi7Ey2l3dPOJdkZ7KnvAYUBYNOZVpSElazAYNOZWl2d8RYm8nA0pwsDKqCL9C1Ah7aFRFgMxr6NWZWhYoi4ET3tjfyq9hdgtlkwGEx0dLZLcA3tg3/flQVhUSHlUPl3ZMnfw+heCAvVoFAZO+Mhr5/9uNsJhqa2kdt/TGgU0iZkojX66e1cZCB9ET3aIZ2gASQkpVAedl42F1JJJMXKfRLTmq297Oa39TjR8rd6QurDfSH1Wnh6KEaNE2wZ3c5NruJOfOyaWzqYM/u0YkDEJ9ow+Pzj5nAD8FgQ2PJYL0PJdrMpDkdNLZ2YNLpEYDb56extZ08XQKtZg9ZJgeVn7fS0elFQcFHgCWzs9DFq/gVjd2t1WOmLz5SYXEk0WQHijPQW33FiIqiKggBBqHrEgYFAb+Gq9NNSX0TcWYTlc2tzEpPQQB+v8aO8ioMOjVsiNuTBTn961fvq64lyWmlvn1kEZzHnpHd7z3PbvV4MZoNLMpKRkVBCwTfGzv6Cp41APMLM/m8R4CvOKuJQ2Xdu4gD2d/0jg3SX6yQ1k4vTqeFjFQnZpOB8somGhqHvzPTUD/wuVabiYQEG3V1LXg9Qfeus4qy2b+3kmmzMjhyuJbb77mAX294HYNRiiwSyUiQT5DkpMZg0A0qn9GoYzBxQvNmZ7FnX/cPdHubh927RjfoV3NjO9PSnbRYTbR0jI2Kz5j77hlgpX/elHQMOh0en5+9XXYLta6gADF3Shqtbi+UC3S1Ckc7g+oEPVecD+wLCkU2q5HFs7L42FM6Ft34QuHVNNBgYUZ6hLvSFLuNDo+XVo+XeZkZxJvN7K8Kjt/8nHQAfAGNzHgHla7I3ZXB3Cf6sY75MCqM3o6N1WRgf0UbtS1tzM5K5fDhaM81g6UwO4XPD1VETPALs5LZfqicKanxOG0WdCjodOqo7CKqioKr1Y2rSw3HZNQzb042O/eW93mtszMSgOAE1mjUk5Bkw+8LYDTqMZkMoIAWCNrKaAGtS6dfEAhoZOcmcby0gbJaF6oCudPTiI+3onZdjsNd6pAp6TY0TbD01IIR91HyxSOASmAS+p2ZCNcFUuiXnLQEAhpVFYPTBW5u6iBjShI1pf1vL3d4/f0eHy2O7Kskf3oaBxTPqLie7M1Yq81qQqBTgj65Y9Yv4POjsVdGBdDQ1kFxXRNT0xIxJerZWxFDsFIEhiIddWo7jJH5w0TqFw+kIaUqKguzMmjudGM3GpmTlopJp0OnqFS6WtErCkaDHrNeR1mXHndxQxOVzd2Cfc86YsY1mCT61SO1zeh5ur+H8N3SOHi1nlj3ks1ijBjjOKuJA8XBSXBynI1de4PPSGFuCodK66LOD5bbq639vDB6t8Hj9bNzfwUL5uawc090PIDC/FSOHqhm3txsdu0pJ81mpSGko9/ZbcRrMOhAUfD5IsUcY2MbHV35NAHHi+vRTUnC7+l+j37zu6cFy4gzMnu+NOKVSEaCFPolJy3Hj9TQ3jZ60mBCqoNjR4a/qjcU0rLiqddrYyLwQ1DoHktKqptYPCuLT8v6UHnoJXxMy0qmXfNRU+Oiqa2TgrRE3CKASdVxuKKeOLOJ1l6GzfOWZfBJR9mIItcOxNjHM+ibgVSD/JrG9tIq9KpCgsnMvqrgvbk4O5OK5haWTMmi0+dnb2VQiLQZDeQmOslw2gntm9hNRpblBHX899ZGC5WD6b1/krji7A+dojAjPRkIPjtzstNobOvA3z7wIoBOp5AQZyXQEZ239+01JTWefceD8Qxaetzvh0vrmF+Yyc7D0TYeve1zmlwdJCfYqI9hsNvXDtzx8tiLHYZed4DoanTOlCT8/gBCCDo7fbg7vWRmJXD8eLddQkaGk6qqaONpAVSUNWIyB8WTtrbgpMDj9tPaOl62OhLJ5EQK/ZKTllef3zak/K2aYPqp0zj08RFMViPTermOCygKDXvGPqJoWmY8nU4Dtc2DNIwbDuNin9q3yGiw6ElNi8OvafgDGsWuZtw+P4oRUlPi+PxoBTOyUujw+yjMSsZk1HOopj7CYHLnlioSFlto8Jy4+uQj0elHwJKsTPyaxrGmpgghMJRBAQJapJeh0Eq+Sa/neF0DS3My6XD7OVRTR1lDC+XN3YLY/Mx0dpUHhUydOXp7XaeqzMtMA0WhuaOT0qbYQtyJz8haGdAEhyqjo3rrdSrTpqbg6fBRVt0cTk+IM9PY6mZ+YSbbyyupdreTokTGgDAadByu6CVs92jmkYp6MpLs1DW0gYDdhyuZkZvKwZLIhQdVjbxumhCkpzqjhX4BPn/sCVosw/7EBBsHDgbVb3ofLa9qZs7szAg7JnuPuCgAcQ5rTKE/4A+qAOXPTMdg1PH8k9s4fCDYp56egSQSydCRQr/kpKS22sXrL30+pHPaWt0c2FdJ7oJcaqpd7N47/EibIyEpN4FtJWPjnz9EfyoAo1dJ33X4AgEqm6NdHGYlOKlqDAqtqqLQ1OGmpKMZt9dPXkoCelWltiUozDjjzHjGWGtypF6ORrIJoQnBttLuezDDYQcRdCVamJzIoZoGEqwWZqYks7eyBrvBQJbTyfH6RuakpbL9eAXzszPw+Py0e7wEBrjmOkXF1yugWUBo7KwN3ovLsrJiC/0nQiS2ARirJvoDGgcq67CZjCTH26jvmqinpjnR2Qw0uDv7rNtqMtLUHmlJ1HuSmJIcFxT6CfbBE0O9MNYteqy0PhwlGWDezCx2Hajo17NPb3LS42mubu1qVxBVp5I1JSkYvXeAMVUG2E48sK97AcXjDj7HFeVS6JdIRoIU+iUnJWUl9Wh9KZQPQMnx2Lqz40FymoOSAfx9jwbKGEfkhf4FLVVRmJqSiF6nYtLrUBWFnWXVlDe6WJKXRVVTK4qiUONqY25OGrvKqimubyLRZmHx1CwUHQRsgg88xWPah7F2bdoffqExNTmRdo+Xlk43VS1t4RXXaUmJ5CcmYNDp0AIaM9JSaGjvINFmwapPY1d5FUJAeaMrqOqTl0VpYzN5ifGkWq10en1RalEWowG3P1Ko7M9d51DyTDyjqNQfg3aPl8QkCza3kXa3F6NOR3XvSe0gmtA7i9AiJ2ElVY0smz2F5pYOFEWhrM4V01agw+0jLyuR4i61nWNl9cwoSKe5jxgKsW7z9lZPj+NdcRoCWlDgJzhBmTUzk7bWTqqrXXg7fWSlOLDHmTFbjFhsRubO6YozIbp7ZzbqaWlsx9Xcc4cueKy8vDHoRW2S2JJIBocQwVgNkw0xAX2SQr/kpKRgenDr2Of94ugbJ6XEIVIt1DeMvdA/1ouzcVYTBxui1SFCbD8cqSa1cFpWZIau6KNTkuPZVVYdTg7oBd70AIc89TSOg1rPSN/ZI7E30DTB0cbulc90mw2/pmE3GVFR2FpaQXa8k4pGFzPSkmnv9NCi6lEVhfykBI7VN2HS6ciMi6PO1c7M1BRKapuoaOo25J2bkxb+O9BLwEy2WTH18H5V1dbK/Oz0sC9/jaCoZtSpTImPR1UUPD5/MIBXV8TXlk4PCXEW9sWwFxhPRtOQty/KGlzYTEZm5KThCUSvyEcJ9LEa1SspyoWlAK/Pz5GS4HjOm5lFfddqvEGvY3p+KgadSmVNM+YunfnEeBut7R4OHqshzWmL2XYhwBlnISPVQcCr0draydGjteHpXKy2GvQ6duwqCX+vqXHR0tD9TE6flcHBQ9VR5+XkJpGRn4xre7fHLb8/eO+5O3001LeSnOKI2U6JRNI/UuiXnJTEJ9g4+7x5vP7S9oluyqBJLEhiV+n4GAqP9fqDxWigwj14/9+7jleyeGoW5Y0uthZXYDTqUJVIH+Vz5qVx3NDIxy3j555zrA2e+8Ooj3x9ezWNpo5OGjo6Mao6LAY9qXYb8SYTbZ1eZqal0OL2cLi2ganJiUAwam9VjxXn7ARnVD0JFgtpTjsOuwlfQKO100N1cyuNrg48Kd2T5jJXC2U9XHqm2KzMTk1ly/FSPAGNoow09lZF37/pCXEjGofRuARihCvHyiBb0e7xsrcstmpeSrwNi8lATWMrc/LTqayPVJVaWJCJPxC5SFHfGj2xrWls7YpqBbsOVDBnSirJCXYqaprZd7BbHSw50Q5AVlo8uw8F0/vy4S+EQOvwcWhfd4A3VYE5M7PQ6VTsViPz52QTZzORkGClqakDt8fPosV5NNW2YrEY0Rt1FHsCtIWcJ/Qx5EIIDh+pYUZRVtfkEPR6hYLp6QghKC1tkEK/RDJMpNAvOWk56wsm9Dd2DCZSwOgw1nrYvVeNB8wfEOw4XMGCgkxqWtrw+gPhLX69XiUry8GWQNm4Oz4eqRrUyDwLCaYmJeAwmWnu7KS1w83c9FRMOj2Vrhb0Oh2fl1WyJCeTVreHj46XoUelMDURg6JgVnV4fAFsJiPpTjsOixmLqiPdHrQNaGzrQCdUmls7aW7txG430urxDtysLvITEth8pJglOVlsLatAr6o4zCampybj9vnRdSn+jPReG40JqjLCNgwctm9gats7aGnrZNH0LNzeAAVZyTia29HpFIw6PfuKq5mamRRxTqznqLq+lelTUjjctdrvanFTVeNi6pRkmnsY7xoNOjLTnBSX12PQq6QmxmFUY/tCb27pZOncKdSUNQUj5ApwtXSyt0vvfv6cbPZsL2XevBwyUp00NXWw/0AVRbOzKDnavYuTPy2Vtrbg977UvjRN4PX62ddrFyA9O5Gqqma2fHqMRYvzBxpOiUQSAyn0S05aZszJwmoz0tE+eEFmInGYjeNX2RivYA9X2O19XrvHR9JiK3vbxmcHpDcjFfVGpN4jBMcagvrTZr2emYlJ7KroXkWOt5jJcjpo7Oik1ePFr2nMTEvGrNfj9vrx+AP4NY12j5ejtUE1oVyHk7IeK8xzctO7Kxygs1lOB5omqGlrY1FmBp+WVKAAW8sqWJSdyeG6elo9XraWVnBKTjafHi9HVRSWT8shzxmPw2yiuLmZFk+3rnhGXBxxJiPeQIBkqxVfQKO2tQ2PP8C0lETKXK4TxFB45G1QFAWBwrZjwVV3m8lAZ1v/76a+7h+TydCj4OB/x0oj1elMeh16j6AgPYmGulaqihvJyoucVPRkz5EqLH6FlpZ+3GYK2L+3gvzCNI4fr6PdFZnXZu/24NOXXn5flzM50UZVVTNvv7OP665bhVFG5z1pCKAQ+ELYBg2NieiTfGokJy1ms4GvfeNU/u+/35/opgyKhkP1FM1IYXfZ2Os/j/1KvxiWxCyEwGo0UJichEFVSUu188+2koFPHCNGaqQ6onX+Hie7/X5Er0XagKaRneDgSG0D6XYbTR2dHKtrwC8Es9NTSXPYyYyPI8FqQVGCRslWnYGEOCsKQaHMN6CPfcG0pESsegNH6xrp8Pmwm4xsK62MGJnPyyspTE5iUYYdvybwdBkEa0LQ2umhpLEZALvRyKLMDCDo+WZ/dS3VXV6FSmiOqPmzkgoEkJ3pYHpqMt5AALfPh9vnp93rxTeECLWKVUe+vVvgFW6N4prBBe7rGoYR01tFKJZQ3Pux9Hj9TJ2SxLFeQQNLq5sw6FV8fq1PY/ODx+uw6/Ts2dPtVtPbT3DBTreP6TOz2Pt5tPpc+H2hBB/rptoWpuUlU3KoFovVSEFBKqqqYDIbep4Vs56+3NiGjJabmtrZtGk/a9YU9dlWiUQSGyn0S05qvvHtVXi9AZ7a+OFEN2VAWpo7aNlSQsL0RJraxk/VZywIBLRhvX12dwUm2tNezYLTMvln+8QJ/DDygLQjWunvJRztqqoh0xlHlSuoo9/q8bKlpJwFWRnsLAvqYgeEwO/X2FVeTUFyImVNLgKawO320ebxkp3gpLyxe6V/bna3IW9Mq2VBeJcgRFsfKkCaprH5aPB6Oc09fLb3KLbN62V7WRWDRQE6Or0cPxZtFG7WKdhMRswmAxajHoNBj1GvotPr0KkKbe0eLGYjfp1gX3Ut/h6qMnMSUwbdBhi5QXeQyEJ6+9fvqiniW2NrB5aeq/pduNrcLJiRxc795X1OS12tnWTmplJd3X29DXpdH7mD7DlcRWqqg7raloj0impXhB/+FlcnCMGcOVmUHqlh3+fB614wKyOcp8+V/j5cx9bVdduevPf+ASn0SyTDQAr9kpMaRVG49vqzaHV18I8Xhua3f6KY6nSwbYyF/rHWmNCGqNMfC4/ui+N5qS9GEpyr9xgKBTLju4X+ED0DLvW8rkfrG5mVnoJeVdnjGjjuQ7Ldgi/gx92jvKHsdPTsqcWgJyQ2jtilZx+nBwKClg4PLR0DR922mQ1My07DowTYX1035OuiaQKnNSj0KkpXn5TI5ikoaCK08q6gUyPX9uNVU9A9LQqqGpyweM1mVFVBURQUBRxWM4VZXZF/leDIJTtsJBhM3TWJYOv9/gAz8lKxmY2Y7EZEjyBtQb18gd8TIDcnKWgwi8AeZyZbSQiv3If+14QIn5+dkYBOVUhJCxrTtre5aWv1kD0zDaNOT7zTgtcXAAU629xoAQ2b3QQKeDq92B1mdKqKqutbpz8WtTUtOBKstLS42bGjBK/XL1V8JJIhIp8YyUmPoij8248v4NC+So4cjHYhd6LhHRcbhHFQ7xkhJ4KG50j9hY/MkDe67l01NTjMpojovJYegtH8KRkIIdCpKn5Nw6zoMRn0LMzNQBAU8hLslqAvdJ1CQNOYmZOCTwtwpLaRmRkpuIQHg6pDp1MxGvtfGe5Jz65mJzipcQW9NxnVwZcRi9GIA9Dh9rHrSHCHIcFmJuAb2qQ0FLU4FotyM9nZ5R3HpNcFBeIuFuZlsvNw8JjOLmho6aAoJ429x2KXp89ROdpLN/8wdSyansWOfbGjgccnW2loie2+Nt8SR1WPSME5mqCyqjlm3hCpThuV9S1U1keu9lc3trJgVhbZ2YkcPVRNa4ubvJxkWnvENemsbcGvBO+F5j6ilwudgmrWoSgKs2dlceBQNapOISnBTlNzO/Z4CzpVYfeeMhYvkga9JwMBoRLorb84CRhmqKARMflGUSIZBjq9yuXfWjnRzRgUHuvIhKRBMcYvo6F67zlhGaG8ORLbiVhnegIBpqclR6SVNXcLZ9vKKthaXsmR2gY+L63keEMj7x08RkmzC1Wnojfo0OtVAiKoT7+3qpb91XUcqW0kzWGnrLOVsuYWjjU2cbiugU5/3zrgvalsaWFqSgJ5yQnUtreTneIkM9lJiat5mCMwNrja3ShjFDTH3+u+r2hqYd70zIi08qYWMpNju6S0xlDlgaB3nb7w+vveEUtMj6xnoLvRZNRTWdWfrYPCnr0VWB1mCgrTqOk1gfD7NdIz4vutwx/QCASCamiVVc14vH46O32UVzYxdWoqiQk2ml2dbP18YlX7JJIvInKlXyLpYtmKQqbPzuTQvsqBM08QyWkOjlQ1DJzxBEcIghLGCGSrsRLMhtSGCay7t05/iG1VlczOSGVfl0/8hvYOUuw26tq63TWGVU+6dioa2jpoaItcDdapCgtzMtheVoXDYkJnUXG5ItXKhjJn8QQCHG0cgnHsRDJGF7a36kqtq404iylYZde1yE5xUlPbwpIZ2RE7YkIE1ZBm5aXR1NpBdc8gff1ch74mllPSEqivdPXK3H/7Z83IYMfusn5yBAtoaGinob6NoqIc4uIsHD3SrT6WnBRHVWXzACUEqa9vpbAwncNd5+/eU87Spfno9CrHjtfh8wUwGMZhEUQimSRIoV8i6cJo0vPrh7/J3bc9w7ZPjk50c2KSkh1PWVXfkWxHi770aketfCGC3kWG4GGlNxMZGGu0GJF6Tx/nBoTgcFMDS3KzaGzvBASZDgcOlynoF18Bm85Aks1KnNGEw2xCVRQUVUGnqHSpnKOg4LSaWTw1i2JXM6Wulqi6RmKTcCLT6fWNSbl2i4m2XjYGIQ2xkJcdg6pS72rHZjZSW9+KO4ZHnWSnlWWzpnCkvI7G1k7aOjwkOa0kOqxB/XvRXWZ5S/R1m5ubRuneGry9IpL3dz1tViM1tdFlRfSly5Yhf2oqXq8fV5ubtDQH9BD6W5rb+ykB1F4zrhZXO6qqhN9JR4/W0uL2cKS0nvc+PMiXzpzdb3kSiaQbKfRLJD2w2kz8x39dzh9/9wavPPPZRDcnioBh8mjkjXgxdRLImyMR+vtTDfIEAnxa2a0z3ehz09jeSVFGGrura0g2WromBN0UZaZxpKExwvvOkimZfFZ54u58wejeBjaTkdR4O8fqGgfOPAzaOvs2Kg4J/yGd/5KaJpbNymHb3vKo+0SnKWzdVYLZqOfU2bl8tqeE+dOy2LG/vHex6J2R8T0WTs3kwOflMb3k9KzGYjYwNTeF1jY3pRWNJCXaaantP4q2QGAy6Tla0r0wUVbVxIKl+ez47HiwX8frSctOoKbaFbMMb68JV21tK9MK0zGZ9Bwvrcft8zF3RiYBTfDRliNS6JdIhoAU+iWSXuj1Ov7tx+ezZt0CfrPhRUqPj71f/MGg16scqBwn1Z5xEKhVVYURrPSfCIzUZWdglHX6+6Kxo5M56Sk9hLros016fbS7zQE6ODJD5NFhNDVx7GbjqAv8PUdIxAhPERrDkHqP1WYiPSOe5rZOPEKjaHoGOw92GfuqCtNzUqjo0pV3e/1UVjVTmJWMFtAwmwy4Pb5e5QefsXl56ShujdI91diMwYmAzWrEYNAhRNCNrsNoQJ/oAAXa2zwc2FlO9pRECjKTqKtuQR0gArWiKLjdfjKnJFLZpcITCAh8QpBbmIqvw4cQgsTUuD6Ffp0+emHD4TCjKdDWHpw01Te0UVbRxIL5U6hvaCU5Ka7fdkm+2GgoaJPQBLUvFc2xRAr9EkkfFM7K5P5HruO1F7dRXtJAWUk9B/dW4PNOjKvIQGD8XhHjobahV0b2Ej8x1Hv6EoIEiqKgV1R0qoJeVVG71GdUVQmnxVtN6FUHep2KXqeiKgr+gIaiKqgEhShVCbpwDAXMCqnfmBQ9jU39REftYlZqCjajgcN1DeQlxgdbN1h7iBNAqB9PVEVhwZSMoBoUUOVqDXsZGi56VWFhfibbj1eCAosKsqBL+BcCjHodCdMsmHQq2SlOfP4AFV1Rkd0+PweO17BoZhY7DlQwNTOJg0e7VWUKp6RwpKR7UWJ2QTr1jW1kpjnxeP0Y9Hp2VwY9AVUfbqS1V4Tc9l6qRsJiobE+sr/lpd2TIKu1/6jgQoigG9FEe1joB6ipa6G2shlVgbQ0Z79erzKyEkhJc0aU6Qto7NpfQUZGPFVVzWE9fp8vwKNPfMQtN6zpt10SiSSIFPolkn6w2U1cfOVp4e/uTi9/2/ghTz7ywZjW29M3t6qqqDoVnU7BmeakpksnVggRFBBR6C0/x3JjKLp0fYUQaELE1NvvqTKiCwcHCp7Xe1V3alYiXaJLt/9vYovBoutA2Ge5oqA6dAQQYaFWF+5zsN/WNC+q1QuqABUUVSBUDaFoCFXDRyNnCEdXrSLsclJRQv3osawa0XSlS+hQQq3v0ffgOVpXOZrQEGhoQqPGZcWvCQIigF/T8AmNvZ1l2NKV8PkBIQgILbyC7+/69KXUUeVr6H4L99z00GBpcg6f1kSra4RINtv6PAYQZzLiMJo4UNMtFKpdN8rgvQYNsNI/xrYfg2Gkuy0A8VYzBSmJlFQ3sqe2OziYAPJT40lOtFHX1kFx/dANkTVNsOd4FYvyM9lfXovQBKX1zfg6/LS5u3dWsuId6HQqDa3dBtUHy+pIclj5/EgF8woycLu7V/FNRn3Ed4Dq+hYSHVZ2HOhW7RJWHRaTgdb6gSeIvSd5CQm2iNV9nV5Fr2jhd0nw+gf/VlUFvU7F4bSgUwkH6/J5/dTUtFBQkMqxo7W4WjrJzEpg9vwcrHYTLa2dweexK+7AweM1+Hq4TDXodXgDgXD9S5fmo6BwrKSeuoZWjhyr5ZuXn0ZKslztl0gGQgr9EskQMFuMXPO9s8jISmDz+wfoDP3oKiHRMyhEal1CclgQ1IKfxPQ4jnW24BMaAU3gFxp+IfBrWvgTEKJvSUZrgShvfrEEr4GEsa7l4j7Y1hLUyZ1XlMWnVT38aYtQ8CHY620cmW7FAJpKK4r0HPD0cMsngAmMx1XdmYxfjJ860oBuTQe4xDNTU9haGukL3RPw93lqlauFxTmZbCvr1uFv9pz4kZ9H4qc/wWahICWRgyW17DgcbbugAGW1zZTVNgMwPTMRq91Eh9dHi9tDdXNr1Dm9EQTjUmw/Wsn8/Ax2HAnWY+9SsZmbm45Bp1Lb2EZZbTNFUzPYdbw7gvKU9AQaWjrYX1HD0mnZHOt6JGbmpbLrYHebF8zM5sCxahpdkV6YFuZloKKgxAfw+QLU1bdS3xh796Knt6Ciudns3VEKgE6nEtCDwaino59nwIegIeAjS6fS2mW/oKoKaVnxpGXH0+jqoKmpg61d5WbnJVFWHqlOZbIaIoR+RSX83JdVNOF0WDlwqIrERBspyXGYTHqefWUb37t2dZ/tkkgkQaTQL5EMgzVfXsjZ58/jw0+O8MQzWzh4eHBBvY5VNpK7OJM9df3YCYzG0uUoUevtFdSnx+RmrP1V9vbiMdEYVBX/ONogDOQDvz8VrBSblTa3h7zEeDp9fmpag0Je6H9dDM2qClcrrT10+udnpbOjsrrf6zzx6/wjI95mYfuh2EGiYnGsMlJAzUlyYHUYOdiPR62ei+c9jWfNRj0L8jPZsq+EgCZYUJCJyaCnpc3NKTOn4PUHUIDQQrsvoLGjuIrc/CQQsL8rgFeczUSc1URpVWNMTz97t5VGtEEBHE4LNqsRxaOh6lXQBBpg1emIs5vISHNycG/3uMQ5og2/YxN9s6iqgs1m5MChGry92qdoAoNBh69HwLLCmRloIrgDuHtHGbNmZuILBNjbw5WyP6DR0NhOk6uDxGQ7T77wGWeePpOZhemDaKPki0YAhcAJ9nswGkxEn6TQL5EME71ex+rTZ3D6qYU8/tQnPPrEPwcVabZmbx35M5wcb4ptyHYiIIDcrASq22NH8hwPVHFi+d/Wq+q47jS0+vr29AL0u+tQ195BXY9rt2xKFq5ON4fqg9sr+SlJZDh9WAwG3D4/CkE1Ck0I6ls7KG92BdW7BvhNGklwsdFiJG3o8HjJSnZQUd+/K8q+qGpowek2k+qwUdsS2xWlrsck3mk1s3RaNpom2Husmi37SshLT+RoZQP1rnbK64LvhMQ4CzsOB4XunrazHR4fR6sbmT81E59PIzneRku7m9b2Pu6VHu47w0mAq7UTfyCAuynyvDiTgfZ2D+UVTRj0OooW5+Lr8KEaVBoPDEboD1am16kUzc2Grh3P9nYPDY1tLF2cT0erh5aWTjo6PKSmOnAk2KiobKKpKTh+ew9X4vNrpCTZgyUqweBjNpuR9nYvJpMek1FPWqoDFIW0dCd1DW089L/v8vtfXT7iKNkSyWRGCv0SyQjR61SuvuI0Tl02lb8+9QkffHy4X11nt9tHQo0PnWliwnAPBmecmSqlg1Z3/4Ln2HJi/XjrRmh4PFQa3f1PuDr9PiB2hNbefFoWuZpd3uSiurUPA1UR9BS1rbxyYKF/ULWPMSO4TWpcbSzJzxq20A/BCL5FGRkxhX69TqW6pgWH1YyqQFNrJwRgf0m3MW7IdsZmMZLksALBCViyw0pCnBVVVThYFrkz6NcCCMBo0IVdfMaiP/k3KcFORS+hX+uxk+XzB2hydVBS1sCc2VnA4CdYgUCA3Xu67VEccRYKpqZSU9dCSVm3Xl/9zqCuUka6E4fDQktLZ/jdGYpb4GrqoKKqmYR4KxaLCbfHh96gEue0sOdgJaXVjSxdkEt1bQsffHKYladOH1QbJZKTESn0SySjxPRp6fzHT9dT39DK1h0l7NlXwc49ZZSWRbsArKp2MXdJFjtrayegpQPT0uqmICmZA6p3ULsXY8GJEHG3J+Mp9Kdb4qhq699rjE5RGK6ykb8/ewGl6/iJNfxjxyjc3n0NVaLNQm15t97/vmY3s3PTIvK4utRm3O1emhqDE4etXf9PSUmgriXyPpg9JY0jB2qCdQ6wqh0UnGN3UPVHp/dWX7PaTKAolJY1EhdnJjXdyaGS/lwYB9uz51Ali5bk4fcGekwkFNrqWkhLdUQF+aqqdpGUaGNeUQ7bD5eBoqLr0kErKWvAFmemqbmDzPR49CYdOdmJwZ0BIRAo1NS3UlHdzH0Pv0XRrCwS4vs3cpdITlak0C+RjDLJSXGsPXsua8+eSyCg8c77+/nz/31IdU2kOk9neRtZyXYqWkbmEnCsOFpcT8HsJA7VjlNsgN6cYEK/Xh0/oX+KPX5AoX+4agy5CfGU1DePikx/Iqj3jJTR0AZp6/QyOzMVg16Hv9OPIKjWkmA205ZlwW41sae4Go8vMKQx0zRBS7ObWTmpNLZ2MC0jCU+7j6zMBBQU4mwmKmv7VhOMFRcg4mCM+mLlaW1zk52VgGocnMpdICBocnVw9Hgd82Znh1f9Ex0WcnISaW1z4/X68fu7JxkNje00NLYjTMEWq6rC3PnZKChYbSbauwyD3V4/Xn+AyqpmFhTlsGNfOaXljcyfk83OveXc/9/vcOePvzyodkokJxtS6JdIxhCdTuXcs+ZwxmmF/M/GD3jh75+Hf1irql0k+ezkZjkpaT4x9futPvmKCKGOo66wfxC7K8PdeUixWSmtbx7Wub354ov8o9OHYxWxJ8Zzs9M5VB408k2Nt5PgsER5GwrL3jFuLwWF1g4PNXWtWEwGWto8dHR6KakOug7NSnFGn9QDjWCcgFjqhgZbtM/9nhMSg15HcQ9VnPKKJgpsaVHn9CqhR1nB//ccqMBg0OGMs9BQ34rVasQf0FB1KkUzMtm9t1sNSFUVAl3PmaIo7NofVEubPSOTvYeChrwzCtI4VlrP7BkZ7NpTxoxp6Rw8VsP+Q1WkJNnZ9OFBvnlJHQV5KQO0VfJFISBUAmLyBecaSXDG4SJ/0SWSccBiNnLjd8/my+cv4J7fvcqBQ0HPGw0NbahN7SQV2mnoPPHcIx44XMPS+Vl8VjF4Dyejxgm20q8bR6F/MDUNtzUjcXE5Wm2IRVBRI/YORs/4DtHHgoHOuuMtdJfX83vUeUpoIqdg0KnhskMKMaHvQnTHkoDganjwtK6AaSgR5amqQkALxsGw6vXEWU2oioLH56e6oZUZU1JJjbfjCwRQULCYDCQ5rFhNRhLiLME6ugxw9TqVOKuJQECjo9NLS7sbnaqSHG+jvdOL3WoizmZC0wR2sxE1hlsmvUeEhfnI6MCC1LS47vHSBPpAdwwPIcCZYKWxsT0Y34Ogpx27zRT20x8qJxT/Q1EUjMZghF9FUTDoVYSA9DQHiU4rDfWtVFQ2k5bhpLqmhepaV1dcjejr0zM+wP5DlaQk2alraAtn9gYCCAEtLZ0gBF5fgHinlbqGNv76zCdsuHVd7AsvkZzESKFfIhlH8qYk8cCvLufSa/9Ec5c/bU0TTLfH83Hn4Nx+jjcihu7v+FR8ogn947fSFApGNBCLp2aG/w5GQ1UiJfGurwZFh9+vIZSgke7iGcHzQlc2JCAHF4RFd8wJIdDoEgS74k4IguHjhRDYzEbylHg0QNO0cN5wADgRDHAW0LrLCAiB1hWPIpQW7kNEq2IRfWxnaw2kwhRPHHV9+J+PWZKAAIKtx8qZmppAcc0Agbf6uCSzUlMw6FXqGtupa4qsv9rYGuVZ59N9pRHfG1uC74E41YCrudtDTkq8je27I/OG0Ix6PB4/h3tE552RncLOPX0Hc+tNdUPQ1sBiNuBp86KqCsITqdNf3xbpscd1oIreTJuaSkl5A6kpDjQFPF06/EdKewSFM+nZfrACo92ATqeSnhlPS4eHdrcXk9WIqgYnS3q9jkDX/dvc3EG8wwIKOB1W9AYVgUJTSycZGfG0ub2kZ8cDMH9uNk21bXjbvJxSlMvxw7UcOFjFzBkZgx4PieRkQAr9Esk4YzYbWFCUw3sfHgyn7dlWxpKlOWytOfEEf1U3McL3OMbBGhRjpd6zIDGTHY2VGFQdufYEjrTU0zCA5x4ABGypG5yQtyAtgx0N0QLbSJmZpHCsaehRak80RhIT4mBdPZoQzElLjRL6R3LH9I6APdbodSq+YZiG63QKFrOR1GQ7KEGPQmkpDqxWIw1N7cTZTPgDfubNyUZVFY4W11PT0Ep7DDejFrOBjhjxKZpdnZhNelSDnvaO6PMcVjPlFcH7sLm5A0XAH/9nE/91r3ThKZH0RAr9EskEkJ2VEJVWsrsaZ44RV48ASSc1mgInkBrnaAr9ySYbZr0eBYVOb4Asq5NEk5VObwCzTo9FP7ArzqGJhGMkQJ5ASv0jujojODkknBsM0UauQxme7GQHnZ1eGrp2APsz+J05NR2hBSN57zk8sslc6L4ezCQjPt5CVkYCep3apeakYDDoyM3R4/UFcDgsTC9IQwAWsx6dXgURXDjw+ALE2Uy0tbnJy04kPSkO0aUGRZeKj6ZptHu8XepC3fUGd5wgPt4a1vMHSHBaMRr1WMwGUpLjaGhso7XNzeyZmezcVcZHnxxhxamFIxofycSjoaBNQndiE9EnKfRLJBPAGacW8tenPolIc7t9zHVk8HHd6K/IjoiJ0u45gQRKGF2hP8PsZGd9SDUjqGZRRhtzk1IICIHdaEQJa7nHZigrwWPldfUEu0TDZiRXdkl+VlCtyTOyranKGhdT0hLCQn+gnyAerrZOjpU1kJORQILTCl369CNBiODEJc5uAiAuzkKC00ogoNHa7sFmNbJ3fyXNzZ0UFqRy+Fgts2dmsmtnOelpTuw2Ex6Pn737gwa3iQlW6rtUl+bNyuLA0WrmzsgEAXv2V7JgdjbHi+vRG1QaulyUWsx6Oj3RK/3zinJoaGqnoSFyJ8VqMeJxudlVVgZAvNNCc3MH+w5UMmN6Gn/6n/dYvnQqev2JFehPIpkoTqB1NInk5GFGYTpXfH05hl4/RsUHajDrxu4HSgC5GQnMnprG7IJ05s/KYv6srH7PKSttZJ5z/D1hCO3EWtkZTUPeel8byzMysRsiV/T3NNTh9yr4/IJT0vL6LcOsG1xgLv4/e38eXNe65udhz7fGvfY8ARvYGEkMBEiC5OE595x7bw/q0Wk5aitSXLHadkmxY8uyy3FilVKK45TVclqOK7KcKkcV2yqXbbUtlyRbXVKsliW35J5u9733nHN5SIIDSBDzPO15XsOXP9YmBhIkQQIgcU7vh8UCsLHmtfbG73u/9/29HOTsdzie0wjmet3m/qN1HsxtMpJN8dFYH+mY32TrbS67BJ7Mb5FNRwEo15v0tr8/zFBvkqU1v/eHAPKFGvlinXd9u+j6gQwwAhq5Up1cqc7SWo75lT1QoFpt0GjYr9zG5lYRJLiOtz9aP1wwftxl2MlVKJXqlIp1wpbBYH8SRVEYHkjte/QfRlEFaxsFbk720d8TR1EEa5sF0tkYwaDvROQcalS2m6uws1vm1/+ne297STp0+MbSifR36PABEELwr/1Lf4hf+mc/ZWe3jON43Lm3xH/2X/42E6k+7p5x064rw11YQQPXk3y1tA6Fg98F9Nd/DOSLdT/qGDjTQ3oj3+Sc/o1aiUKzRrcVp2IfzYl3pUQVKpu18ivW9hkOpNjjZDUg55UffrF8+j/MsaiHXGbm1g8sLm+NZtkpvNyl91VIKak3bdRyg4/G+3i8uEUmHWHjULdgXVNwHRdd1wgoAuMN792T0Ncdp5SrI6WkWjuaWlgq15l+XGewL4nnSW5c60Mg/Cvdvve9mRjJeAghfNF9+8YghXKdcMikO+MPWoQHn94Yotl0uD6RRQgIBky2N4s4jofjtBge8htwLS3tMTraTcDUEUIgBAhF+N8D99vFyp9+fIlm0wEkPT0x5ud3GLncTb5QY3llj71clalr/fz+78/ysz91lXDkPX+AdehwAemI/g4dPiDRiEW0bdM3Pprhzr1ltndfL/behVrd5uHW8Z00T6RlP0DQ3TuZgc174yxFvwDGIhnu7hwv2h3PI6S97KN+mFbj5CL3vMT5RZL8Z9Jl6x14Vcfqpc08LfvtH+JKrcndx6tcHel5qaz21pV+1lbztCp+1N2NuIQ1nb7e+LtP258g92t5LQdS8tnNYR48XkN6kp5EBEvXCGUTfPmjRQBuTPVz5+4yVyd62dkps7FdQtcUJsd7WVjYZa/trqSogmvj2SPNudbW8/u38Nmzo0GP2x8PIwR869Yw65sFJH7B7u5mkcIhx6N7D1b55MYgque7VDWrLRTH4z/6y7/OL//7/9t3vUIdPjAeCu43MDHF+wCfoN+8q9ihw9cUIQR/6MfG2dgo8O1khm939zLV3cWnmR4+jXWfatv50qvdYE6iB8/S2/2keBcs0n+WV+Bmso8He1uv/P3D3BbyNZalST3IzM7xg7jjOK+c/g8p+yOmeeTn08xmnCa957g1L/cmAag2Tl6UL1+4SY/mNsnlq/Rn4vuv5XNVtnbKICU3rmTJpCLUGjZPF3bQ35AWGA6a3Jrow9BVTEMlYGoETK0dLfcHhtGIRSzqByLCYZNoKEA4aBKyDCzLYGe7hCYUroz2sL1T5qs7S5TyNRRFHBlzPZrZINYOZgQCBvcfrO4L/ldRKPozCsfRatgsze/y5ZcLrK/m2VjNM/tkk2Qy/NITaLdclhZ3mXu2zbPZLXZ2K3z/92f5/Idzr91/hw5/EOhE+jt0uEDEY0G/GO7ugRXj5FQfG/LtG3dNjfWyUSlDuySUwvECpGE7DA+13YTkoS/ywFUDCcPC8N022l7t24UKmWyElULp2O1+4zgj1T8aTTO9s/3arrsZK4zzKmN4YNTs5nNv/cT7lO9gxXiy7b5/LF0nZVlUF2qMJGLMKUU+zfQxfffk1+NFtCao7YCxAC73pzBD+v7Pz9nvXSAlqqKwlnv52b85kuXB/MYrZwBexXFLr24VsEydG+NZhBAEdI3NrRKX+lPUGy3qTZtgQCcSCrxxZNediuynxhwhfdCUrFQ+iJobugp1x8/Tf048TLnc4Gm7uWB3dxRFCKTtLyM8/0Sy2RiFYpWAqmIqCk2h+AMDxQ8fqEKgAuGAjqqoJFJBgpaJpih0RYOYAZ3unii7uepLs1TxuIVlGkgpqVSbTFzp4cmTgxkz01S5cb2fx082mBjN4LoefZko/++/8j/xn/61f4l4PPTa69ShwzeZjujv0OECcVy0cke0WCm+vbBWNYXNwsmaFS1uv5vX+mn8zb9unMWZ9odibJdr2G+YxhiMxPhyd+XY392ODjC99nY1H+cV6X/fXvIAo/Ekbt5lr1VmfavERH+S+Se7p9qm5Oj9nV/de9WiR8ikwjRfSOFZ3Mi9teAHX5SHrIPZC0VRMHQVKSW7+QrrOyUmhrqZGEjz1ZM1ohGLZsuh2XKo1Vv0dr1c9HsY7Q39NoQikK7fbXiwP0U0ZLI6t0OpfEzAoR3WTyZC5PJH6xYE0JWM4HgeW5tlXNejtyfGymru4NwAz5VUq34gYmy0G9t20VVlf0YgGg2wsuTfh+cpkIlEENt2UUMKK9sFAHq6j553s27zYHqVG9f6mb7vv4dUVaG7J8pf+L//Hf7yf/zPYxgd6dPhDyadJ79DhwtEsVR/6bUeLcCC39f+rbbVOsb67ixIRWG0X5KKeUTjRT51HRQhEUKiqRJdlaiqR7WhEbYcTN1FERJF8VAVDykFnhRIKdBUD0VxURX/q6J4COHyt35r8FyO/TScNsXpW+kBZvZyFFsvNxd6kdcNCTSpUj+mgdFrt3duhbznstnXElBUHqwcDHqWVj9cc7CtvQpwdGD9rtd6a6/M5mvqeQKmTtgymf7BIr3pCJnuKKu5Es1WOz3nDdt/02GpisLU1R7WVvMsz/upY4nw0eLXrlSEcDCAovhOPR6wvf1yQEII0NrpRo7jsb1bZnw0w9Nnh1LaDh1PsVQnFDTI56qHtvHC+034g4y5hR0q1Sbp7gi7uQoSSMSDfndnx9u3ud0rVEkkQ+RzVYQChq7x8MEqf/U/+Z/5P//ZP4yi/MEJWHTo8JyO6O/Q4QKxsVl86bUHd1a4lAqzGGq81rf9Jc6psPHHbjpcmfo7b1zubU0+JewntPwL/6tFtis/xvzpArhnyyku581EPz/cOFn6SX8oRsN5dS74uxzGuYn+D5Dgc8FKPY7Ql46ynStjaApCCKSUtJzjj1hVFPq7YpRqDfLl+htFeaPlINvb2tkts7NbRtMUbk/28WR1hzfJ/jcVc0vg/r3jZ5ees7tZZHnh4E05NvWi3e/BPnRNIdsTZ32zQLPpMDu/zcR4LzNP231IDj3Iz+b8QdzHHw2xsOgPOFzXO7LVb90aYmH5YAamLxNjN1fh3pM1bo718vCen7oks/56a+0OvTduDjB9dxlTV/no1hD/5NfvU87V+PP/3h8lEDi57W2HD4crFVz5zStBdT9A1OSbdxU7dPgas7i8y9DHWVKpMMC+X3WxWOdWd+ZDHto+ryswPSsa3gbd0cVz38/b8K4flgFV43Hu1UW3hqIyGIlzM9XD7XSWnlCYR4VXF/k2hcNH2R5u9fac+Bjcc6qK/hDpPRfMM+gIjuthe5KW69F0XISiMDXSe+yyk4NdrK7kUFpyP43njdt/YfbOcTzuT69g2BB8g33nq7f+6t8kEkfz3wMB31HKNDWmbg1imhoTV3pBgFAAIVBVhQeP1vnq3jJd6RABTcUyNEKmzvpajmtjvUQCBusreZKxIImoRSJqkY6HOFyKvHto1kORkvxuhVjU2n+tWvFnzG6NZ3k8fdCl19I1rl/t4+pEluvX+qhX/eXm57eZf7LBxLU+ioUaf/7f+hvsnYNTWocOF5lOpL9DhwtCudKg1GzxYG+Hb1/qJXIpiilUnnyxgu24UHTe2KX1MBvbBT4Z9iNxQrSLEF1Jsdnk2dbJcpaPw31vodaLJe7e1bJTU1RKjs1xMfqbqR4Qkvu5DVZOaOl+t+RHNMPq6y09D+OeU9ODDyL5L9ZjcYRowKRvJMqdOX9Wp2k7PFrcpL87xur20Vk8x/VQVEGhXOfG1T62Vl+e5XsRcUzTKvA/O5q1VzfPelfml3e5ejXL+mqeUqmOovoe/RNT/dyZXmFoMEk8ESIWtSiW6qiqwsS4PxgNh0wKhSpjoxkQsLdXQdc1dF1l4kqWRsP23xH7bwvB7u5BqtTztKVQyGRjo0gqFUI3dSzLACThoMnHE/0Yqsq1q337D6Omq7QaDkiJa3vousr4lV6klLgtl1bDxvM8ns5s8i//if+UP/Wv/hR//J/79MyvXYcOF5GO6O/Q4YLwbH6bvPDTOn6w7U+Bh3Wd4GSM3paBG1OR2ycXnvlyg/zjtZdeHxk5ZXfd9yS6xAUT/e9KxW4yHu/maeFgoJU0LZKBICvVPPnWy3UcZ827FJaehA/RnOsiPxWGp3D/wRo3xnt5sLqFJyWuJ+mOhV8S/TMrO9wc6eHB0w1c2ztRqtTrhf27DUpfewuF4NGTDTRNYeJqFssyCKeCzM77M1FLyzn2clUq1SbdXRGkJ3n42B/w3Lzez9OnW/s7+Pj2MI7tcf/uMpZlENCVIx77AKl0eP97K2BQqTSZvNLLs7ktTFPnwQP/82xqqp/706vcnOzjiy+XjmxjYrwHU1d5/MA/jqnr/cxMLwPQ159k4dk2k9ey9PcnUFSFz39/lj/yx253ins7/IGg85R36HBB6OuNE1WP5phWbJuKbbND9a0E/+s4bUrG+9N57y97+2p0GPuQHalE4knPLw6UEhdJy8lxvUfHw8OVLq70cKXT/upyKTDK99Y2jt1+xDSYiHcRNU1qTouNaom58sl99k+L8w2K9J/HXt/2naUqCqoq/O60bWvb7miYJ4t+bvqjpxtMXenl3rJvJZmv1rEMjXrraHqO9EBTFWq1Jp4nUVUFVRGoih/R96TEO5SaVS4c9NtQFIGi+Ok0ivC/13U/QUbXFDRVRdf8n23HxVAV4lELz5PYjoumqSiAaaiEgiaapuC67YGcEEjZ/r5tbbS4vIsnIR6xyPbGmX22RaXSRDdUqML2TpnunthL1yqZDFMrNbjzxeL+a/V6i0vDWfKFtSPX/vl5AwRMjalr/fzoiwViUYsHDw8CGM2Gfx03dl4uIpZScv/+Col4kN6eGA/vLROJWly6nEZVVJLJEJqmoApAClr1Fv/41+/yT/+xT15xtzt8aDwUvG9gNvqHaM7VEf0dOlwQutIRPO14+fFWBbxv4LTR2fNr9HSU9xXpD6kBbE/yoPjyrMjbcNzxCuCT9ACfb61w1m2Nbelxu69vf6uinfy1WaqwVj6aq2wor2/c9K4MBKN0d4V8gYiH9PxBkydBSq/99WAw5brevte9Kz2k5//hk7L9vy2ih8IxNlaL+1aaUh7EwVeLecLBg9Sm54+zRL5+PHDM5Z9MpJlb2GFtM09AUQ72d2jjUj4/Rl+ESwme6+K9EHSPdhkc7q/88MkGN8Z70QyVerWJ0pTc6M+gGyp71TrL23mW13M4rsfC2oGdpe2x3476xkgvj6cPCsA3ZBUshZGhLhaXdmn5VxuAL5+u7h+zZVlU9o5G0fOqRnn7IIfsean47K4/kBjoT9J7PcNeoYqiKiwu7dJsuUTCJuVyc//ybTbbLkNS0tefYKPdSVcIwcZ2EU1XuD6R5fHjdayATq3eYmS8h+XFHbrSUXI7ZX/ZtRxXRrrZ26sgFEE4HKBeb9GTCCOEwGs4OA2bvp4YCBgd7WZzp4SmKShILg+m6EqGiRq6X1MgBKoiCAUNPro5SKvpYAV0Jq/1Ewho2E0Hx3XQdBXX9rACBl99Ps+1GwP8D//N9/mnfvEjNO183icdOlwUOqK/Q4cLghCChcr5N7p6W9H/YzckN8fLfl2AhGi0/Jq2UWeIeD+iP2lGTi34jyOgaoyE03y+tcpZC36Apudwp7b00uufRIdfEv2Wfj4uJZ4LD9ZeXXT8rvRaYYq1t29I97Z4UlJvvF0u/NvcyUdPj878PJo7GBaETJ1sV8yfHXjFRl9MywqHAowOpHk8u4EnJTcmsjieZHOniGnopOJBQobBnbsvPxeO8/p3rRUy+MGdBYYGU2xs5rlxtY9qtYWuK0w/OOb9IQQgyPYlWVvLIT1JKhFiZ6dMqdwk3R0jFQ8hBAQCOpVqE88r0tcT59nsVvt8THJ7lfbxeRQLRzuHb2wUuX5jgAcPVkkmw6yt5bky0ctMuzlYNGiysPDyjNn1yT4eP1hjaDjN0vwO2f4E6VSY6bvLZHpjbK0WGBhKcf3mIE8erjI22cf3f2uGn/i5a6+9Rh06fN3piP4OHS4Q2isK9c6St03vuTJUJ9T9P+3//F4EP/i5D+9jN2eUr+Thcrurh4Bho6CheRa/ufqy+DpvjssNP6/c+/OajbnIxbpnRb1ps7VbJhULEo9YhC2T5e08iUiQgKHjeR6x4IFP/tREFlPT+NG9g2dq+vH6kQHD5lYRXVexAgbV2pv7QRwmYOqoqmB9u0jLdplf3CGXr5GIB1+9koCV7QKRRJDR4S421/J8+tEwTdulsWezmyuxtVNm9LLvPFart4jFLC6PdCM9idtyuHS5i5Bl4nqSTFeEaCxIo2n70X4pCYVNrl/vp1FvcWkgTcQy6O9L0mo5qIZGqjcK7Rml4YEU88+29x+g517/ihA8e7pJIhkikQiR6Y4y/aNFkokgwyPdPLq3zGc/MfZW16tDh68jHdHfocMFImiev2/026bneO/BovMVez7XrXeZcdJGgpbnAoVTb+9ZY87/ph2g7jN6UYV4717M7/dunc/ePoT//4dAUwV7xRq5oh/h7kqE8RzJ4xU/kq0pgo9vDlKvtfA8SaHiO/0AfjdbIRFC7P8HKJZq7G0dzPRYAZ1IOEAyHqS4dbSRWChk0N+fRNNUrJDBjalBXM8jYOrUGy1GRjKUqw0K+aMR+Oc8v0/lSgMPia1CqdrkSTsSf20iS6vhkoha3Jga2E/1mm/78t+83s+Th+t4UjJ+pQfH8SjlqxiWwfS03zPg9ifDaKqy7+VvBXVyu2XqTZtMd5SdtuPPlbGe/bqBK2M9XP9o0D/3aICAqZFMhtrHDDgu124OoKoKAVPno08vM3l94N1uYocOXyM6or9DhwtETzLK/EbuzQueAu8tPdul96FE//nOKQRVk7uF1zcjOg1rrQ1+YnCMvZpAR+XOzsmac50VuqLyUU8v4PvGnwfnJc3fxxPXFQ2hnmEDO+nhR5jfYpuXB9Koao7tnC9cd/IVNFVhaqwX15PsFSqs7xZZ2yoyPtTF4lqOydEeNEWQTIf4/O4iL16tayMZ9nb9dDzPg1rLppazsd2X30+9vQlKtSarWwUuX+picWUPz5N8dH2QVsvl6fwWoaBJ9lKSVCxEs9piZ7dMLl9DwH7hsGGozC3vUq402MlVmJjoZW+7hO245PIVyuUojx/5KUI3DonrUrHOwFCKnb0SjZZD0DJQVEEuV+XKWA9mQMexXVq2i2XpaLqKYWjEY0Em++JoqsLQQBKBQJOC4UtpkL4daqFYQxEh8vkq8XiIYr7q1x4g0KREURVMU8drSYr5KqtLu0zdHnqre97h/eBKgfvBgk/nx4c4p47o79DhAvGX/uU/zL/6H//3PFs7n1a0Vy9neLT9dq4xH+7D9nwj/e8jmrzYXGY5b3IzmeWjrixfnbHwjxsWTc+h7vh56QnTImQaXOvqZja3x+cbq2e6vxc5ryfjPJt+3R7KsrlVYmurwtBg9My2q0jJRHcaW5PMnXDgPruyQ7HSYOJyBl1VmV/dpVpvMf3soBZgrDfF6GCaoGXwrVuD/OCrRS73p3Bcj09vD1OptPwIuucRCwW4d28F121fvxduULwncqQoWgvqrC1uc3NqgHuPVpm62kez5aBogr1ChUbTIRy2WFnPs7KeZ2qij1yhRihkkOmK0tUVYXEtRyho0rAPaiNm5je5drkHTVPJZGLEYn6kH3zXoambA0ggqKk0Gg7FuTq1agscj+GRblaX/euX7UuwmSvj2C4IwaUrSb564D/TG9tFrk9kcesO6+uF/X2Pj2awWw4ri7sExlRWF/dY5cAuV1EFtN1/hi53sTS3jRUyWWzPJHTo8E2mI/o7dLhAxEIB/vKf/iP80l/6b2m8YO93GiQQD1sohoLzllHf95RafwznG+l/HwkkDa9JwohzL7dOxorQEwyjIFCEgqKAgsJSOffO7kz1HDQdgalZRE2DnUKN3+Y91hGck+o/q5QoRQg+GsgihSRXq5MwA9ybWccvQT1bJDC/5A+op8Z6yDebrO6+vuHWc0vYx4t+Yauhq3z75jDL6znW23aUqqqwl68QDpl88XCZ6xNZDEVldmmbxZ08PekYmWSYZt0GITB0lWgkQDwWJBw09080YGo0mi61ahPbdohHgwTM5xKgfb1VhZm27agV0LECOsrhC9W+L9Vai/mlXbR2pD9fqHHjWj/3HvuCXCBZXc1RrjSZutbH9m6Z+XbxbjIZIh6zUBWFuu2xtprj2vV+FEUQMHXKlTrjE708ndmg1XLwXG9/9uT5Y/HcVEACZuBoSqTnSVzH/9BSFEF3T5RMJsbWRsEvKC7VifYGSKZCVEoNAgGN/oEk+b2jqU8dOnwT6Yj+Dh0uGEOZBN+eHOK37s2d2TavX85wb2OLvaW3bwTlfqD0HoHgZrzH9yKHdt4yKAiEkIi2mvG7evpmi+K55+IhSS/aJoy+Lfdzee2vH9LS3Mufz6xKUouR1nq4X/ajllv18rHLibYnOvjWmgnTIqTruFLieB6252J7HoVm/aWBiiYUmrg0HZcdp877zug/L86qg/DtoSx3DzWoe8lH6Swv16GbMzO7iRDw8bV+vppff+Wcla4etYh0HI9602Ztp8TkpW6khHKlSVcqwt2Zg/NwPI9iuYEwFdZ3iqzvFLk6nOGH00tk0hF0KXi2fPBcT01kcaTk7uNVJi51EwtY3Hu0yvjlbsZHM1gBg6mrfQQMlU9vDtG0XaQnsQwNu+UQCQdo2Q6moRGJWQz0JXj0aP1oKtOhbweyKVYX/ej69MM1vvXR0L4d6kA2wf17flrdyKUumg2HmZkNAgGd8Ss95PI1entjjIxn8FzJpbFuSpUmiiowQyaRcACQ3JteBQnbOyWuXs0yM7PB9Wt9aKqC60pu3BjENDWePtogFg+ys1UiHDKpVBooniQatYjELEbHe1F1hbtfLOC0+xd06PBNpSP6O3S4gNy43Humov9f/7kbBAyFv/nFLP/w/vxbreu6H0j0iwC7zpNz3Ud/4Hws+iJKiLSeeWWzrucI4HomTtWrU7Lr1Nw6NVGh9vyXh8ycphI9WISp2w41x+FZcQ9F+WaI/Bc5izh/PBjg8dzmmxc8I15MSZIS7j9YZXIkw2K+SLXRemmd4WySbFcMVRV4HqztFPxfCHi8uO032ZKCfLFGf28CRVFwPA9TU0knQuQbDVxP0puOorafha3dMgFD48ZUP+VSg2jIZG2zQDYTB2BmYZvrY73+MQJPlrY5PDk0OdbDozk/Kj8+1MXWdonLQ2m2dprYtku50gApuXGtn4B1EGWffrjKjck+HjxdJxG1OJxYtpurcvVqHwFNZfGQxaYR0FB0BceVVBstao0WW9sl6g2bcrmOlBBKWAhN2W/Ole4KYzsumUyUgKkRjwaplBsM9CcwdJWd7RLRiMXD+6v0ZuNkusI0Kk36B5Ksr/oD8K6eGNVKg3gyRKPeIqxb9A4kufvlAp98e/Rtb32Hc8ZFwf0GNudyO825OnToAPAnfvoj/vZv3WMzf3x0+G0Y7U0QNQA8/uS3RvgXPxtnYa/C3ZUd/t6PZnHeUNhrfyDR/z6i1ufVaKzX7ON7a28WnKaqMV8/GBi8rgZ0oX50e6PdcXIr37w/hHA6i9FEyGIknaRSbfJs73xmcY7n+GN+OrdFMh5iYqSPp+s7lOsH4n9lq8BW7uh7PBk9sMjsTkbY2CgCLitbBQD6u2NEQibDl7rIPVoGIBUP8mhuk2w2Rnc8wvpWkbsza9ya7GN2cYexwS48VzKQTWDqGvlijZHL3cTbdpx9vXEcx8PzPExDI2hoBC0Dx/FF/r2Hq4y2Zx6uX8n6XW8frnJpOH1w9hKmH60hNMHyeo6r1/vAlTyd3URKyaMZv55F11VGJnoJGBrNenO//kB6kpXlHEJArdZkeLiL9fU8AI8erXHjxsC+o89Af4oHD1fpDllsLBzcY7tm02zaLC/tcePWIK7roqsKUoKmKay1Rf/udom97TKXxzMEggalUo1QxOIf//r9jujv8I2mI/o7dLiABAyNn/9knP/mN350ouX/1X/qFh9f7kYCy7tlvpjd4E/8+BV+7QfP+LmbRx0pFM9lJGExkhjkj9+6dKzwle3/SHD1PR7zd057Su/A+xD956P695xdbqYy3Nt7feMqXVHfuVx5q1nAUrLvuPY3l57Y0VSY13GWT9jrnqVcoUquUMXQVT6+kmV2c49SrbkfnT/M4c1YxtF8ddNQMSydh8vtvHtVxXFdNEXB9SSr20VWt4soiuDaRBZdU6nUW3z1ZI10LMRwNoltu1gBnb1cFUURRCIWpUqTctlP/evriVNv2NQbNql4iExXlEathW07hCyD+9MHMXz1hb4iqqqgagr5Up18yd9ePBYgErf2l7Ftl9n2TMJE278fACG4PNKNaem0mn49063eKPW6w/Xr/UxPr/Dx7WFWN/LoqsJANrF//xRFcPlSF1vrBfovpzEMjfv3lxkdyeCogqePN5i42kdXTxwpJboiuPHpJRrVFrndCkJAMGxRLtbY2ymT6oq88l526PB1piP6O3S4oPzEtSFM4SKAHz5dx9DU/f+6pux/zSbDfPtyiueRxsmeMJM9Y4DHP/9jY3jeqwtihefypgxWSwudt5HOK/Bz8c+T84r079k5Rq0EuqJgv2YmxVBUTtN39iwtJy8WJzuvjy/3UWm2aLkuO6UK1XoLU3yYnOwXu+ceR8t2uf9gFUUR9CfDhA2TVtDC9SSu5+E6HoorUSQYukboUN8OIaA/m2R25SA9Rmnf/5bjMjXay16xyvpOCc+TTD9b5/Z4PwDxiEUsZuFKj/tP/AHR1HgWTVEYGUxhGjrlagNVVQhZBrcm/fUEft3IzFaJeCzI7tZBx3BVFWiqwsRoBoRfOVOtt7Asg5lDaVWFcoNI6cDn/9/8Mz/OyKUEO3s1IiGTcqnB4lKe//HvTfPgwSoT1/t49NifFbh+tZ8Hbbee4eE0X/5okXA4AN2wupIjOtYD+MW7oUiAcqmBhkJXPER3b5y15Rx9/Ql/x1KytekXVg8PJTEDOrquoekaVkgHz9/O9/6XR/zRf+6zN9/wDh2+hnREf4cOF5SRTJSA0wXAT4x3vdM2Xif4T45gvwrvfSK+vqIf4Fl9jsFUmIQWQxcWuDo/2Fo7ckb6aUW/8s1M79muVUhGLQrVBp6UKIpgIBkjEbRQVYV602FxJ8fcdo58zY8ofzLcR7neZH715Ck94gwHTW8za+R5kq3dMgSU/cZcz5HS/99sOaiKwvWxXpq2gxUwuDt7dAZDad9/x/V41HbdScaCdCXCBAMGdrP9/hewuLpHOBRgIJsgFQ2RK1QJBgyePjuaNnZ1tIeZJwevWZbO1fFev5FVUqMr7UfBpSexbffIstev9+Ec86Y6fGk0TUHTPHozfrfhcNiiN2vxne9kURSV3/6dZZ483cB1Jc3WgQ2oqirouoqUkma9xce3h2hUW2T7Eqiq78eU7Uvw7Mk6IcugdyhNwNSQnqQ3G8cM6PT2JVAEdGViNJsO0vP3EQqbNFstdEMl13HxuXB4UsGT37zPuvO0Jn4VHdHfocMFpVqtfuhDAMCpa3zEf4GmCzaNX2Pd+V9weXsXoLfmPXwgeqcYVPxYV4b5coWNxqvvU9mtUHYrJNUeVmo5prp7sQji4TuwuFJSbrxd34TDaIrAUFUUAZqioiqChuPQdM7X7vS8abguQ71J9toi1/Uki7sFFg91TlYEVA95w3uuZHUzTzYVw2t5LO8UeBNn+YQpZzSAONw/Qgq4P//qYvCJS924rmT5UF+AXLvDbyRoUi01ARjMJrk/s0axXEcRkO2O4XkeQevNHcBTiTCPH62j6yqWZRC0DL/AWFNJp8OMj7ZTdARYpo4UgusjfgT+ueNWwNDosvwUn/X1Mpap4TiSoaEIUh48q57nku2NYmg6kUSAUrFOKGzQbDnMzW/TEw2xs13CSYZ58GCdoeE0rabD7k6Z/FaZnp4YSjpCMhniwY8WuX57iOmv/CrlVDTI1uIuZkBjfSXH9ZsDFHIVmk2Hne0Sg9kED+6v0N+XPOGd6tDh60dH9HfocAGxbZtCofChD+MIji1J23+MsrVIwXv4oQ/nTIgYTX6291WzKPKFr4cR7LVWscwSfyg+xExestV8tfivOr74mqu+3s3nbenqESzYR11hPssM8vnSyXLaX4cixAeJRD1nrpx/7TEcDigPpRM8W92lYbvMb+f4eDjLRq6E/YaeFGci06Xk1mAvrdLL7jxv4riZhlypjqqI/Xx/VVVQFYGm+oM60fbi11SFfKmGbXtEwxaJdgGwpqoIBQK6hmv7HvfBoMHNyT6kB5oqaLQcsr0JNCG4ea0f6YEnPRzXIxqxGBhM0rJdmk0b1VRAg5b0aNUa1FotuuNhVlZzmIbG02dH61YUAdmu6JGGWd1dUbbbqUHT9w+6YP9Hf/kXMYyj5z86GiWZtFhb81NxPvvkEo16i3rTprDlFz1vbRS4cq2Ph3eXsYIGE1ezzD5cx7KM9gyEQygS2N/m1K1B7JbLpbEMhb0yfakIugBDUSjsVTHbMwKqAoW9MlLKM50F6tDhotAR/R06XEAc5+wac5018pybZh2gcN4NupZqb2dfehwr9SUSQYOhyCif7x5fuFtz314QvitLtRzjfUm/S6uUePgzCp6U+1896WG1TEqNpv+a5+FID8+TOHhI6U89X0okWCjk39uxH2anXmMsnWBp5/X770/GiFsm3f1BHq9sUW85/GhhnahuYL/hupuGxvhwN0K0+zmIg+i03/+h/X1bAPpfxP7yUkAQBbFjEzRMbo/1IT3pT1K1O9/Kdhcp1/Ovr+dJPNfDdT0CwQBOzMO2XaT08/otXaXkSWzHQ3qen+vvwSdXBvj9h4tHjj8RCFCsHJ8gFg0FqDda2O1Zn7G+NHNLu4QsA6duYzseEyMZpCd5eqgb7dWxHlY28njtUVUoaHJlpAfX85id3yYWsVjfKBy6HkeZmuxjs/37A04+eJRSkk6H90U/nkRxJHMPN+juiWKaGplsHDOg8dG3LuE4fk+BqY8G0FQFRRVsrReYuNqHZqhM3Rpk+s4yn35nBNvUCIcMgqEAigAlIVic2cTzPAIBjeGRDLbtMPdkg9GJTpF8h28eHdHfocMFQ0rJ9vbFbQn/3kT/1yjS1vJaFORTfjozwW9ubmIoGpZqkjQiBNQAX+2tn8t+j0tP2qxV2Ky9OS856UGh+fqKAkvVuNGVaQ8efPHqtcWsriho4nzzbI9ztwEwNJWW4/LxcB935tdY2/EFYtqyqLccumNhdk+Qm113HR5tvXt6FcBILM7evXfbRsZIsr171LLTDOn7RcGO7RE0dRq2Q7NpH7eJV+IPMg5mOp4/KdV6i1sTfays5hBC8GRxixtX+3i2sE2tbvNodpPLg2m2d0tUqk2EEMzM+nn7qUSIoYEUe9vtYz7m9niux87O0XN6leR/1USSYfjF2L29caa/XCTdE+XGrUEK+SqZiV6m7/pWpVO3BtjdLIIi2FzN8/G3LqEIwe52kb6BJNWSzcZWkXgiiN1yuPfFPFLC1ZsDBAx/JmR4tBtVFTgtB8d2sZsOX31/riP6O3wj6Yj+Dh0uGHt7e5TLp/fnPy/GW/8OCJjT/wr5c0zzkfLrI/oBsuYVfnOtiCMtqp5Dnhbr1b1z3acj331GSFfe7HLzaPf1Yvazrv533v9hBuMxuoMhwBeCfgm3RHUFtyJZlHYxucAfFEtgYTPHw6XNI4ryeTqPekFr/iYneqlWmyyv5F65zOG0Et1QGUjF2NwtHdu74HUpKI7jMj7UzeMFf/YpFra4eaXPv4gCxkcy2E0HKeHezBqfXB+k2XTQBJRKDdLREK7rzzZMXe1DEYK9fJVm8+CZEydNkHrLNLFPPhqgtFtHUxTC/QlCoQCeJ2nUbbq7dcav9LK8tEuj2mJzo7jfpK5WbTL/eIPrNwZwbQfPk+xt+qJfVRVufusSdsNppwB5LM9t090T5dmjdRKpEPndCuPX+/jv/6vf4ef/mY+Ip8JvddwdzodOc66zoyP6O3S4QHiex87O6SKP543bFlbCOG9rxK+P6M8aU/z68vtsBOUjT/FHQz8D55+zmoyJmiZ3lt88GzKcjDMUilFvOFzp7aJlu+00HP/3hlBxXRdL1WnWHBzPo9ponWtN+Nvcg51Kjc1cme6+CMlYiGLz9elHTdvlybr/XN2Ze/n6vO76N22XteUcH433AVCpNCmUamRSERRFIIHGodkDx3F5MLPGyFAXuqExv7BNKhEmHQ9z/95BHr5nv1wncX0yixACx/WIRAKMXO5mdS13ZIBwHK9qwmYFNJ499utfbtwcYGujSKY3Rl9vDM9xCBgaY5e7MQyNWDiA53pk+hNYQZOeoTT1hoMVNAiYKpdGuwkGTYSEVs3GChqUS3UCAY3sYALpSK7dGsRu2bgNBxUYvtzNv/un/2t+6c/8ND/+8+fTtbtDhw9BR/R36HCByOfzuO7Xw3klrlxHJUhT5il5T85hD18P0S8Q/KPVHT7E8bry3RsonIVgPystfdLt9Edj/P6jpVeK+KQZoFA9mrKkGHB7qI+vnp6+uPk45AnveyQSYLvdYXs7X2U7X6U3m3h5e4fOzbVf/1nwpki7qqrcf7CGEHDzaj/lSp0Hs76YnhzJoB3zEMwt7RAJmWRSEYyAvp/b/5xa42CgIgRMTWR52G7YNTnRy+efz+N5kqlrfWxvlkilw1hBg96eBEhJq+Ucsfl8EUVR+e//xkFTwmbDYXuzyPZmkcGhFMuLu4TDAarFOqGwiet6DF7qIhgOYBgaiUSQe18sMH41i9J0CIVMGvUWkahFMGTSatjEokE8PAKGhqN4BEMBXEcnct3CbjqAwLSMfYvQTlFvh28KHdHfocMFolL5+nhExyo/Q4yfQQs4fMGfOfPty6/JdG7SSPKhBijeKbqmnYWQOauzflXE90WarsPU5V7uzx3vgnScCPaA7XP1Xj/+2AcHkhiGhqIIzKCBoav88NHykWV8f/mjHI6+r2wW2vlOr7jSb7gB4ZBJqdLwvf89iaoo3Jzo48nCNp4r4dD+Gy0HVVWYHO1hZ6NEs+nief6M0PXrfShCIWBq1Os2tUSIhSV/BuLhg4MOvUIo9PbESSSCbG8U2d4qsb1ZJJOJsbXl113cvDXIjal+Gg2bv/drj/ilf3Fqv5/ID353nftfrZJMRUimI1TKdSzLYGyil9mZDUIh35En2xdntlgnO5Bkb7vM00frZPoSdHVHWFnYwTA1FFVBAarFBrFkkFajRalQ8x1+kJRyNRRVUCs3MAwNKSWaqhAIGiAE6Z44n/3UxOsvcIcOXzM6or9DhwvERXbteRXijT19342TRlA/NGE1AXyYngrv2mdAwIXy8j98Fjf6evZTj2zHRUNhvVBGUWB2fZeIahy/kdfQnQzTnQpTajSxXdd30OGo6H1nBIyOZjAMPyqsaSqFRpO59aP1HDcn+15a9ThvfyugU2rPVjSaNsGwQe2FIl7L1Bkf6sJUNAaz3v70QLXeYn27SLXeImBo7OYPBjv3Hq9xa6IP1/HIpqI4LYd4PExPIky9ZjM7u4n04OHjgzSiZCxIVLWYfujPFlyf7NvvkDs21EU0FCAWsygW/b4dQko21/KsL+0xMtK9b9N5uN67Umow33YLMq5k+Yt//h/yUz9/he6eCL//O7Ooisbign8MQoBxRaNU8BuY7e2U6OqKYpgGoZCBkFAr1dEVgSYk0vVo1WzsagvheNiOSzCk4zQdFFWhmK8x93ijbd1ZId8uSI5GLaSEYCzgN7yTku/9xgP+5L/5s528/guAB7hfsxqvk/AhGt13RH+HDhcI0zSp199D46uz5MNZuV8IGo7FhxL9a41dEmmFkGqxunXyP4ojsRRza4VT7/88br2hqny57KfiTHSl2a1W2S754vXj/ixfzb8m9/8Vl+D59l6kKxI61bECJKIhHs+svHG5RuMY951jRL+uHR1ER0PmS6L/ynA3d56t0R0MsVd8+dlLxC36umLMPDiYEblyuRvbcWk1HRbb9Schy2R7+3jTgK6U74CUiIe4NtnH7t7R5WzHpVZp0GjY3Jga4PHMGgjhzyAIgaIdKP1IOEDqahgpJdGohaoIXNdDCMjtVfm1v3lnf9lvfXYZM6ChKArbWyXCEYvZdn7/4KUu8CSqIrg0miEY0DHGe5BSYgT9dJzhkS481yMcDVAqVAmFTEAgpcQyNPr6E0RCJk7dpkCZT35iDKEq1Cp1VKGA66GogtFrWf7Or36P/8O//QvHXp8OHb6OdER/hw4XiEwmQ61Wo9V6f77up8a3WvkDy1zx9baX54kQ4EiPqGYBJz+OsPb20fJj938mWzme0a4kmWiYp+1CVlURlGsf7lq/CkNRuHljAAk4tsv8wjaNxgszdgJs6TE20s3i0i624z1/+SWarYN1IyGTSr1FtitGwNCwTB1DV/evyavIl+p0JyIADPcn8aRkZnGbqdFerIBOT3eUUNAgGjK5ca3/6Nij/V62HZdLQ2lKhRoPH62CEDRrB59LvouSoNl0uD+9Qn8mRsgy2hsQfsQc/xlt1Fo8W/Hz+K9N9TP71P/+6jG2mMVinaczG34vBEXQajl0ZaJ+HwPbRRVQrzsU96oYmQi1SgNFFRgBDTwFpD+DoggImDpCKDx3fo0nQwghMAMa3b0xEumQP0ARgmAwgCoE3n4vBsH0Fwuvvc4dOnzd6Ij+Dh0uELqu09/fz/z86ZtGvS9O4yDzOhQufqpTVIsyXSnzoXL6r1ujPNzK82jv7cSwcs7++mdBLGAxs7VDOGQyFItRbjSxAoYfrU3GeLZ5kD6TDgfJxqMsbr7aCvO8cByXB08PZh8MXWX8Ui+mqtJs2JiWzpPlHWY3c2QTEVRL58pgF9Vy49j0rEqtuf/9yECaquMws3zQt+PWlT7Kz5c59NhNjfSyk6tgGhqqIohaBl3pMAtruf3lVEXwYGZ9vzg3aJk8eHyQk/+cruRBn4NsJkbINOjqihC0DAb7U0gkwpNHahJ0Q+OLH84xMtKN48l9G83+/iSrS0dTnQxTw3WOT24wdAVDE7RaLpqi0ipUuXytn+k7S+wt57l2a5Cn0ytMTPXTrDVZeLLBtdtDVIp1dF1j5v4KqiKYuNFPtdwA6Q86wpEAjVqTVsMhGrewwgHWFncZGOnGdhw8x8XTFDxPoml+L4i6UCiX6kSi1rHH2qHD142O6O/Q4YJhWRahUOhIcaOU8rXFjs9/9/yrY92h7P0T/MxlG48Gnqz7/6nj0URKlzeH6BWEMFAxEJgoIuD/x0KgI9Bo0k2+efvVm5D+wMDjeTdYcPH2XTEUhP9P+D14BQpCwHZDMBmOtFMgDsRFe2k0JcG94ocdHMX1bj5Uag+A6wiKreabF3wB9aK5kQi40pNGCEHVbnE1203Tc5jIdOF5ki/nV3E9Se9ghEt9KaY3t4gFDCptJ5n+ZIz788cX9543zgvuNi3b3ffGfxHPldTqLe4/8dONPr0xRL5Up1A6SOlLJ8KsbPpdiF0kVkA/so290sHzFgoYDIzHWdnI7bvyPCdg6GznKkcGBrquMnapG8+TREImhqby8a1hFtf26M/EmXm2SSYdoTsV2Rf9QctARlyWl1/uOXHjWj8jl7oJWDqe63Hj1iBPHq8zPJQmv1vhxo0BioUqg9kEjVqLarXJ4zvLTE718+jBGsKVWLqGbqgYhkYoZKIIgfD8z4JrE1lq1SaLz7YJWDqNuo0QEI5aVMt1ohGLWNRCRaDrGq7roqmCK1P96JpKq+kgXY/Z+yuMTPZiWga1cpNmw6bVdEhlonz5WzNMfjREfrdMOhPFsV00XSUUDvD48zkWZzaY+vTyG56CDueJh4L3NTF2eBve9px++Zd/mb/4F//ikdcymQybm692w3qRjujv0OGC4Xke1erphKQb2KDkfe/1C520rw71g4Ij6f+XEha8XySsgqDBcv18m1AdR7cZfO/7fJG6/eHy+eFsHHhOdwBnsxkp4cn2yykrQ7EYIUVnKJ0gEjD5/urq/n4rik1fNk7Ksoho5tkcyDuwmC+gayr2CQqjm/bR2at8pY6Dx43JPqZn1pDyaBficq3J9iGRb+oqjYZDJhFGSkhEAuzsVU7ch8BxPGbm/QHJSH+KUDAASPZyFbLpGM2mw/JannrdZqAvgaooxGNB5ha2mbyaxUCQL9TY3C7itCP1c3NHu4ePjWXAlWytFdhaKzAylmF+6WBA0pON02qnMBmGSjwRRNNUVE3B0Pyc+qFLaQSChdkthka6KJfqXL89xIM7S0gp6R9OIRBYQQPpSRzHJRyzkFIyfrUP4YEZ0OnqjhAMmnz6UxOoqqCwV6V3IImUHp7jIITCrW+PIAT09idYntumdzCJogiq5RqGoTI/s94R/R0uDNeuXeMf/+N/vP+zqr6dkUZH9HfocME4Gwef802NkSjMVpfOdR9v5sNHq58VP3DR9TGXIG4GGImkaDkusv3P89qzLe2Zlr1KjaF0lLBm8mwnR/MD94Z41dhlqejbPKpC4DlHla0jJd2BIIonqLWOKZI9yX7P4Bkq1Bt8Opbl/uM39wEw9aN/ch3XpVxtIlRBT2+M7ngY3dSIhgJIKQlFApgBP4oeChhs7pbZ2C3tr6/asJPzI/KxsEVvVxTL1Gg0nZf2BUfn9cJhi4ChUm/Y3Lzaz70Hq1waSGEaGgFTx205KELBUFVuTPaDBNWFteUciiK4NJgibBmMDadxXQ/X8XAcl9JuhVjMYnKqD01TKZdqR44hlY7woO3r32zYbK3l938XtHRqVX/mSmkXBT97vMHQSDcP7ixx/aMhHNvh0fQqE1P9VKpNGo6L3u4n4LRcWg0bVVOw6zbrSzn6h1JomoLd8BD4NqlCaHiqiue4oAgURTJ7f5XLk1mkJzECGp6rMXq1j5Vn2x2v/g4XBk3T6Onpeff1z/BYOnTocAZ43umNvPzUnfNDCP3NC31NietxYlo3Ta9Mwc7T8lrH+uEn9STT1QofcvBhaQo3Uj1+0SN+QeJepc6PNt7c3fY5n2T6+dH6yZc/D97k0/+q36pScGf2fJpuvQ3yBMG2VCy4b6E5MpgmHDaZbtcC7OWrJKNBpICF1b395fqzCbbzFUaHuvhq5uXzPPzkFSt1ipWDQWhvOtouqT26gqoIXE9yb2aVGxN9tFoOs/PbDPcnqRXqLL3Q0+DaRHbfxvP6iC82PE+yuLhLNBxgbvblVKad7YOBybXJLNeuZn2bVE9i11sMDiZZXn65/iI7kOTZjD8rYBgajbpNo26ztZ7n0mgG13UJRXyvfq3tDtRqOtz7YoGrNwZ49JXfByGVDmEMplGE78pazFWJxi3clp/u47sMuSiqgt20UUyd0akBZu4sMDLZh910UFRBs2Hz9N4Sj79a4urt4ZeOt0OHs6BUKh352TRNTPP42cvZ2Vmy2SymafLZZ5/xH/wH/wGXL598Jqoj+jt0uGCciegX5yv65YX46Dh7sR3TY/xwPULdreJnFacIaiq30zEsTRDUmyzV/e7DuuwDXu+ict442Nzf3H7zgq+h7n14p6jQK/7APUcRAvccCsbPqgj9JFuJR4JkU1Eq1Ra6oXL3kIhf2czTNrfh8kCKvp44hUoNx5NcHenh/uzxg7LXBZ83dktMjvbw5NlBvu/dmTUUVdDbHSUWsQhaOg8e+sexuJojE329handOvq5IoTAsgyEItA1BcPU0TQFIQSqqqAogkBAp7JX3f9ZVf38/W99eglNVbhxe8ivWfJAUeDjb4/QrLcQQkFVFarVJjrQqLdolBzCQYP+oRR722V6+uOkuyO4roduqFy90c/y3Fa7TkgSCpo0mzaz06tM3BzgyVdLXP30MkhJuVAjlYnRqLUo5qqEokGGrmSp15o8vbfCxK0BXMcm1hXlys3B116XDh1Ow8DAwJGf/8Jf+Av88i//8kvLffbZZ/zqr/4q4+PjbG1t8Su/8it897vf5eHDh6RSqRPt6yL85e7QocMhzqYr73m3/Tgby8fToAmFS8Gr7Eu3dvMW2f5Zyv0ShLa9ICholFs6npQI0W52yoFoqzckdfeokK85Lt9ru8Jci0fRAzBojbCQ17kS6aPt8MfzLemKwnThzb7tF4VHuW1SVpi9eu3NC7/E2Qy8xDtq75Pmsl8E5lYPnqtYOPDK5TRT4+7s6n5zukK5zvhQN4/mD8S7qiromoplGsTClh/RVttiWxFobYEdDupc6k+iIFCEgqr4VpaKUBCAjsKtK1me30cF361H1zVq9SaO4xEOmQz2JXEch1y5Sihp0deb4OnsBp4CVcdl6lofD+8uA/5Mg6lrjI5meDS9SvyWxezcNuFIgFajRTwZJtMbZ2Fuh3QyxNNH60zdGkRTwG457K4X0HSVlYVdbn52GVURbCztUtircu2TYb78/Wf716G3P87gSDethoMQgkbdZng0g6arBAI6waABUnJlqo9w1GJ0qp9g2MBuOv5MgfSwLJ1QyMB2PIQicBWFYDhAMBzA0FUMQ+Xv/+r3+KP/0k+e2bPQ4e1wpYIrv3mFvM/PaWVlhWg0uv/6q6L8f/gP/+H976empvjOd77DyMgIf/2v/3X+7J/9syfaZ0f0d+hwgZBSUmznMZ+O8+mSe8CH/+jwpOT3dl62G3wTk+Ex7uSWj/1dWu965Xo/3pMEbQEpQ6yV4ixXixTtl3P6v5V6f1HBs0gzlgIG47F3FP1nw5s6C09muniw+nIayYdOs57s78bSNSxV59ZkX/uAnifVHJ1H8KTcH4AKwMvGCQVMSrWGn4/ueXieh6Gr3J4cZHOvhKnrFCo1QqZOPBhAAtVaE9f2aNoezYBNqfjq+7aylufKYDfPZrdASq6N9vD4ycHg4eZEH/enX34PTYz3omkKgYCK53isrBwt1K8nWhw2LVJVhas3+pGeP1M5N7NBqVRvp+D4C1bKDYYvpVmc36FUrNGyXVJJf2ahVmsx355xuDzew3zbx7+Ur6IJQVdPDOl4qIog3G7upem+vabddHj4oyU++fExkt0RcptFgmETz9BASlzH48m9Fa7cHMAw/aZfdssh2RUF6SFUv6eAoqt+zr8mGL2eRdU1mg0bgcLv/oN7DI73cOd3nvC/+zd+lkjsw5sIdPjmEI1Gj4j+kxIKhZiammJ2dvbE63z4v9wdOnTYp1KpnEljLnHOb+2i+AT4wLnU7yj4nlTmyATSbDVeHlwFX9O06s5ukZ/pGybXgKotjxX8wP4sw5FDfdWxSoGhKqjC/6+I59/7kVkF0X794OfD35vC4Hp395Horb/DdpGqaEfRhZ8iI/YP5iDbWwgw0fh0sI/nAk3y/NcHwtWT/ryJ93wmBYnpnI3qVoXA0jXq9vEF6IcbVh1mOrfN1HAP04snt6w7wilnCnQpTlTA+yom+7p5snQ0Pas/HWNtu0gkZDLSH2Z+bZfBngTFysu9GF6XnpSMBolHLSKhdtRQ+LaWJ6HWaLK9XcIwNMYvd3NpOI1p6KiqgqYp3Jv2Z7IE0JeNoxsqihDYtotQBH39KZYXd7l2vQ/TMvZTeFRF4XrEolJtsDi3s/9GmXu6ya3vjLC5kieeCpHqjuC5knDEwlAEe7tlDENjbW6bWrGO5/ozmf2DaVzX5fJED7mdEnbTYXV+h+xAEiEE0pMg/WVd1xf/Q+M9rMxuoOsqE7cGcesuqqbheZ4/U6Kp7cGEjetJ7GaL/G6Zf/A3fo8/8xf+OOGOZ3+HC0Kz2eTx48f8xE/8xInX6Yj+Dh0uEHt7Z2R9Kc83vcf8gDaV+8h3E5weHn3B0LGi36HGjUQP9/MbvDiqqDkuf38pz+VwmqL96hSsL/eW4UX/5UPazO864PclGAimeLj+4raeJyWd5B6exazQu/Mda/hMtvPFyhpj6RTPtl9+/se6Ujzd3Dt2jFe17f0mUO/CabOD3mb9m6NZv1usKpDS73jrNl+uvYmFA3QnIqzvFnnwzC9qld7bH6kV0FlY2MUY7t5/LV+uc3UyS63eYnl5DykkpqEh/EwXbMdBk4LVBf8+JIIWz55s0/Jc6o0Dh6R0OsJgfxLFleR2K6yv5pm4mmXmyQbxmEVPOsq1qX4kcOfLRYYvdzH3dJPR8R42lvfwpKQ3GwcEPdk4Xd1RNE1hcy1PVybC3nYZgMFLae783ixCQNDUGBjpZm+3AkJw9aNBNF0FYdBquCTSIarFBj3ZBNGYhaYKHtxZZGyqj8mbAzgtm2u3B3n45RI3PrvM4zvzeI7Hgx/MM/nxMFsre+TzdaSEofEMS082GBrPYBgRkt0x4skIqUzsre9Dhw5nxZ/7c3+OX/zFX2RwcJDt7W1+5Vd+hVKpxJ/6U3/qxNvoiP4OHS4I95c3+H/8/d8lYQX4Z2+MoikK3eY7pum8a5L0CTGZB5Lnuo/z5EllgZHwAHOVo1HW9XoeyHM73cdapc5W42VxP185XfHu8yg5ErxzHpx9nQi8IgptadprJ3UCAYPRbOqgwZvwm7sJIfbrNp4jBCiKwvJWnmKt8UbXoDdywvVH+9M8XNjEcY/e7/He9EvLmgGdesMm1hbPQkA+d3wKTzRuEY0HsXSNtc0Ce/mDwfjadpErl7uP2JIurR045twY6yVgGEdmUVLRIPlD20BAKGSQiQSQnqRUa9KdjtCs23x1d4mPpwZptAcDQviDmXy+Rlc6wpOHqyAE6USIfK7KlclearUWV6b6cVouu1slEJBKh5n+cpHsYJKJdlOt/sEkjUqT5acbqJrC6GSWraVdZu4u862fmqBWdzADGpomkCiEYwEUFIJhA12PEQjoKIrg1ndH/ecAP80HKfnkJ8cRUnJpIouiKHz2c9do1VvktkoMXc3SaroEQybpbJLcdoloIoTdcvjjf/qnT3SvO5w9HgLvAlg0nzVve06rq6v80i/9Eru7u3R1dfHtb3+bH/zgBwwNDZ14Gx3R36HDBeFvfznNww1fUH5vfpX/1y/+JLyj6Becr6Wm+Jp3RxQCDO3V3u4zpTVSZgTL1qi759fzwO2IfgD6Y1FmN18eTGVjEaaPyeU/TEVt8fAtm8N1J0J8NNCHqJ9O9J90bVWIlwQ/HD9m2MyVWDvkxX+5J8nyZv7lBYF8qc52/mBgevNqH+sbB+I/ZBpwzCxBLBLgwcw6t671k4wHCYcDJGNBTEOjVKihqH6qmGnoaLpCo+HQsh22N4pEgybP5rYZGelGVQU3bgyAlCiqwtTVrN9fIGj6gj8dIZMMEQoH2MtVWVnOEYsHeXB3BVUT9GQGKOdrTN4YIL9bZmZ6les3B9hYyeE1HcyAjut4rC3tMTyaoX+ki1bDZmejQFc2jmaoFPYqlIt1YjELIeHZo3WmPh5G01VUBZp1G8NQ/cG2J9FUAUIQi4eoV5sIKRGq4PqnlynmqmSycUqFKs1qnYlbQyiqoFaq437gXhYdOvzNv/k3T72Njujv0OGC8HDtQNxMZlJcigROH4k8J+SFEP2ni/ys1De5nXx1Ue9es8xkfJg7e+fnYe9e0Pt7Ys7o8D0pj20Q1huJsJErv2Hdt9/fdq3Kdq3KZ5Het1/5MCfc96saOx37/n5h2XjI4qRt8O7NrmOZOlMTWVbW8zRaNiqCeDTAUE+S9Z0Se8UqfekYM/k6eFDYq1LYq7LKHtcmsjyd2eTG1ABzzzYZudyNROPB/RVGx7q5NNyFafiyQQpoNh0efLV0cCnaqVaRkEk4bDI4mOLu959x7cYAVkDHMDUCAZ2rk1kWnm2jGxorCzu0mv7AeuRKD1bIIJONkeqOogm/6FYI2N0qke6Nce+Ov7/t7RJXbgww/3SLnr4Ec9NrROMWff0JntxbptWegRi9mqWlCgJBE6SkVK4SifjdewOW4ef6/2gRRRUMTWQRSKSEcqFGq2WjCYG0Hb78xw8x/9c6XdnECe9Ghw4Xj47o79DhgrBROBA3vzA5fGEFPwDiw4t+eQbTvU8qs3ySGuGr3PpLUfeUEWapXEAVgqQZYueYVJ/TUnc/vEf+qTijGffdag1FHBXwcSvA9OqbC3RP8z45dXbPiVX/q/b/8vovvqRrCkPZJKrS9r4Xot1VVmE7//KAqN60uTfn1wJ0dUWJhSy66g7Tj/yCYyFgZta/rrquMj7ZS63UIJkI4TgeY2MZQNKotnhwb8U/Q00BBAuLfjpcOGxSKtUJdx3MKApgdCzD7OwWuq6Rz1dZXPJnb8qlOs26jaWpPP5qGV3XaNRblHLVfcEPMPdkE/16lvXlHFbQZP7hOslEkGDYJJkOY5pHZzCl6zF8uZuuTAQNiCeC1Ep1IjELGQnQf6mLRq3F0uwGqUyMjfltRq/3U682mL2/QjAcoLhV2L8PD773hKnvju/XibgtF9u2CYYD/Of/3v/A0sw6/6e/8i8cfzM7dPga0BH9HTpcABzXo+H4f/x+7FIf3+k9bb78Oec/vmMR7ZkewhlsQwiYqcwxFu1hq94i3/LTInqtBCk9iQzAUnWPoWDyXER/w7X5On8MizN6ziYzXdx/QeCPpVN8ufhmZ5zTPAenbc513Pn3piLslXxLytctB35n2xdJRix0VUG2az4eLW9zqSfJg6cbLy3blQy/9vieLG8THO2jXG9y8/oAtVrT700hQFEEEph5usnU5IF15/WJLLbtMjreg1AEobCJ0FVK5TqffTyM50pqTRuvbhPUNAb7U9iOS082zvzcFqF2RP/6VD+VaoPCOqyu7CFdue8voOn+Z52qvxw88FxJIhXGaAv8SDrC0qM1mN/xG2sduX4e0ZiFoiikuqNUCzWaDZue/iSKACtoYAV1dLUX3dToySZoNVpouopjOwyMZugZSBCOBpFIFEXgOJJYQOf2j42iGzqNsrc/KDCtD9+fpEOH0/D1/WvTocM3iN94NEvL8UXCj1/uO4Mtnq8oP4so+6mP4QwHHquNTUbDQ+RzVYZDXbieyo9yB0kVQ6GXCy7PAke6/EH/GJ7qzbCWP+pCFNA1nmzsnHALpxDup67jPdjAYE+CoGXyaHmLZDBA6xWWrm/afb5cZ23nZK5Mb5rluHYpw+N7q3ieZGv35VmBjyb8z5ql1T2iUYtarYmrgBSCJzNb3LgxwLP5bbp6Yzx9tsXN8V4c2+PR3BZXL3Uj8KPrhqGhKFAs+ufck03w6OEagYAv3D1XYmgqrXZHX8f22uv4ol/TVZymjWlqeK5Lfq9CqN3ArHKoD8HhbuWapiIQbCzvYTdtLl3pwQqZBII6+a0SuqFiBjRKuSpO0wZpYkRVv7GZrnDj26M0ai1UVUXVFFzXQyJ8dyXPAwmf/6N7fOtnr+G0ZyNu/9Tkie5Lh7Plm96c633yB/uvTYcOFwDbdflPfuP3938eTkTOYKvnJ8rryk+ybsfgxJnGJyempwipfew0Z7Dlm1Jfzu4cNaFRtmvcil/mh7tLL237vFKtgqqJo2nUnPMrFj5PVFNwdcS3hJTtXGi/CZXc7wQghEBpO+t48qAPwPMuyTVpE81YRGQAicSTB9sKEwAJAU3Dzru0TY/8vUlwPY8n2+/upnTau+odei7i0SB359ZRFYHtvFifIBnsSRCP+B7vjuPRtB1SkSDhqF+7I6Vf2J0MWaQTofZ6fipPQHnzn2pDU/cDB88xVe3Y2YT9o2r/qmW7TE1mebaww8OnGwz3pwDY2i5SLNWJtptoua5EtFNfVpb30Ie7ePJwjbHxHgJBg4GhFKoi8DyP0bEecntlGvm2aH9B3ximhmnqXLs16J+/J/dF/dWPBqlXW4QiARp1m1gmRs9gkmdPNlBUgedKHMfFdlx2N4tcuz3E1kqOSMyilKuS7IqwOLNONG7h2C6G6fcYqFeatGot6kISilisPF1H1VQGx3t58Pk8oajF5O0hSrkKsVSYwfFemtUmhd0SEx8NMX7r/TXe69DhPOiI/g4dPjB3ltZZ2isA8C9/e4ouUzsS0TopiiJww79NSf4WTXfljI/ygJIX41n19IK/6lym5boo4rlvvaDUkuy01olq3UQ0s10AKVEQ+wWOSrvjVMU+fZMcDZVLwTG+2ttAMXV2vDznnhp1iLLTIBvp4Vm+8N72eZa0cLm3846Nsd6CRCBANX8O9Q+nHMwlokFujPlNzdb2/Oi860l0UycdNPcHNvPbeeotB3YKR9ZvOA4rL0T1L/cmmd84sNa8fTnL7NoOt8b7EMLP2S9WGlgBnaBl0J2MYOgqd5+ucakvRSRo8nhhE9vx3py+JCU3r/ezsLTHF+2C3ICpYZoa4+M9rO4UsKyDPPpioUYqHQYpiUQCeFIyeTXLg7vLTN0eYmVpj6HhNF1dEb78YgEAI2rSajioigIcDEp0XaXRtHl49+VC+onJHhaebhKJWwQtk1giRDQR4srUAA9+tMjVmwM4tkswaBC4OYD0JK4rMQyd7FCKJ3eXGRjJMP2DObqyCQrbRa7eHqZRt1FVBSk9fvSbj0BKUtnE/mfLwKU09UqDSrGGYWh09caQUrL4YBUtoHP3d2b4qT/+6euvaYcOF5iO6O/Q4QPTa+n8d//CL6ALkK77ToIf/PxgUfpJuoIfs6X+lzjuDxDi4haK5ls1mt7xEe6S06DkvNyB9DDj4a5T7b8/0EexofKDHX+AlLXiR1J6DrPdKBLRTMpO81T7PI50MMCz4x0ZO7Q5q9qBFzltpH+nUGVu/WW70Fz5eF/9F3GPOQD3hci867jsFKvs7VRfugrxRJBc6WBf8+1j6euKYmoarTfYTJoBncW5HZpNm/5sgmQ8RKXSwHFc8rkqlUqTRCiABCIRk/W1POmuCJNjPTx9sEY6FUYgiMWDmAGdyWt9PHq0hvW8CzBt5yIhCEUs6rUDm1xNV1+6rxJ/MKDoGvFkCN3Q0E2V1ZU9VEOl1XQYvZrFabnktsuUdZVUJoLdcCgXayS7wmiuwsRHQ2yt+gMnz/OY+GgYT0q/c7CqYJoaz4sbeoe7MA2VyZsDaLqGbun0DKYAied62C2X2z9zna3VPX7v1+92RH+HrzUd0d+hwwcmqGuUPPes3A9p1ULUrB/jh/UNQmqMbjNFWi2guj980Q3wnTir4zytR/1pjmPYGuJxrsxg+KBg+mFxndvJQZ4UN6m+4KqzVi8Q115fNPm2qEJwIzrM91deLtDscJTTFty+crundu855fovDPAziTBLWwcjwMn+Lh7Mbb7yffuqtLO1nRJI+GS8n2tXsjye3Tg2zcdxXHb3Kkxd68O2XaYf+sW8t28OUi43GBpMEQoaBEydTCrMnZ15KuUGkbDJ+EQvpqXz4OEazabD+k6JRCLEjZuDbG0ezF7omkoTh57BpN+Qq40A9IBKrCeCbbvYLZdWy8EGljfylEtNrt3o4vHdZSZv9COEgudJFh5vPD95bn9nhNnpNVrNFjc+vUyj0sS2HVxXYIVMuvsTeK5k+gfPjpz3lY8GmfruOHubBVq1Jpoq/CLelo0Z1KjXbMLRAK7rYYU0QNLdn6BWabC3WSDVEz/+hnQ4F1wU3AthE322fIhz+uZdxQ4dvmaYpvnmhd6RqltkoTbPF+UcK/LnkMrlN6/0Bs4q6uqdU578i2hCI6kn9huKmYrJ43yFy5EuFio7BFWDsGaiCZUnpS1GoxnAFyVjkQyT0V5Cmol3hsKzJxCjV+nle8sbx0Z7Oxzl3C7RKZ9B+S5NAg6v/8LPmUP1PAHD77IL/mGq6svvu9cevgDH83j4ZJ3BviTZTOyYRfxtTj9cY+apn6ZlGCozTzfY2S2ztLzHo5kN7txbpln1B8Lzc9vcu7fCk6eb1BsOzXaRazQWZPreCtP3Vthui/tw2Nx/nzsvXKvtrRKtlkshX6NaadI61Bm4XGqQ6orsr+t5EqH4g5SDgxd4EoZGu4knw3z5O0/xkAghmP58gXKxwfZmmdSh8740keX2T17BdTymP5+nXm0SSYbY3SigKILZu4s0qi0WZ9bZWs/TqLeQnkuz3kK6Etd2+a1f++I1F71Dh4tNJ9LfocMHxjDOwwbuZYGwVl9iA4PJyC8Qcf/hO0f9T1PUKhD0BEaoOBYep4xwv+EwDGHQZaax7SCP8psE1ThDMUFY6WKt5Ec0a44HHI22up7kdnKYudIuM8XDDjKv7uD7tvQE4vze1us7zXY44LyqLN6bT/9rtnAYVTk406v93dx7stZ+XTk+F+gNiPY6dsthfavIjck+pOshFIVmyzn2PTQ+2sODdsT/4DAlC3Pbxxz9wQZenLUAuDzSzf17KyD8NBu9XS+g6Rq6rqIbKv2DKRRFoOsamqaA8M83ZBkIz2Pqtt8VNxAwMHSNaMTaH2x5nsRp2cQTQaIxi1athed5DI33YLcHEa16i2ufjVDYq7DwZINwPIimqVhhk57hLurVJqvPtlh9tsWla308+OEcANVijYnbw5SqTWa+nOfWT13FdVz+6//n/4/P/qkp+kd73vp+dOjwoemI/g4dPjCqqp75Nl/pC47Lw/IcNyM/j+X+xjsK/3eXYEE1wvd2C0DhlcuEtRDdZpqgGqBgl1itv3lwICWMh8ZpuQJddZFSZ6awy3q5BPhRx5rb4nEOwBc0r5JQ9/Ln14H3Obut0psX6nDunHa26fSTVUffSxt75WN/MzHYvR+JP7r6oQOQEkNX0TUVRVHQVAXhSrpSYRxPkumKogjIlepoqoKKQA9ZTE70oqqK77KkgCYUbl7vR1UVXM8DKTAN1Y/0H3JW8qQkEg4wdqUXT0pCUYu+wSS245Htj/Nsbht0FaH5aTmPn26CJmi4LrguNCDViiE8iet4rMztMHalh9mH6wxeSjO3vkY8ESSTieI6Etf1+Or3n3Flqg/XlTx7tE7A0mkW/N4asVSY/kvp/e7HQgjSmSjVXIWHX/pFxUIRuK5LvdZEIvA8iXoo30E5NOi6dLUPTVfQTJXbP32V3HaJZCbG9c8u85//u3+bf/9v/h9f2Wm5Q4eLSkf0d+jwgfkQnXfvlRdJGj/OUMDA9B4h5Pk7sAAE1DDw+uJiUzF4Vllm0MoS0SOMhf2UBwV4Unm6v9zhqzYWnOD72y9EJy8wp61n+IPGuRXynvK919sVRVEFC+u5Vy5z7XKG59abu5UalXqTS5kkAkHAE/SFI0gp0XWFuuOSCgZwPUlI1xnpSeG4HoVSjWQyhCs9LvemeDSzjuN6BOqCmKPiSYltuxiOIBzS2d2t0ATUaIydQ/78W9t+rr2uqciyTfimyaNDTb+uX8ly/6Ff2B6LWhRLvu/+x7eGaEmPerXF8vJB4fK1yT6ePvNnrG4EB1hd8+sRuntjlMoNXNdjcDhNMGDgeh6BgM76eh5NEeiqRiCgI6IWuqawvpLDbc9MSE9i11t0T2Z58CNfsE/eHADgyfRBw7ZYMkRiMImUknqlycPPF/Z/F0kECZgqvYMpssNpvyeAlFgh3xVsZy3P7maRyxM9XLk9TDQVxnMll676KULxdBhNFQyMd7Nwf41oPOgPjhQFz/P4J3/r+/zcn/ju2z0wHd4JTwq8C9AQ8qz5EOfUEf0dOnwgpJQ0Gg3W188/snwcudYWuRZAhLh+iS4jRkytobuPgFd7n59GJhlKkONEv6Bt2ykFuvA/ljw8XCmZLvp/yFWh8GIDT0ux6NIG+cHO10fww/mJ2A7vl5VcEdtxiYUD9PfEKdQaWLqGJyWaqhA0DL5aWHtpRuCref89P2xF2djyhfjl/hTPNg4EdWTMYH7tZWcgt8s90u233jhIOxvqS/Jk/iBt7Plur431YtdsqtUmjYaN53qUsV86rlbzIK/+cI79dq7C8soek+O9R5b303JUDN1vcJXuiqCqyn79wV6+QiIe4tGDVZBw9WqWna0SNyb7eHh3maCmoqsKM9MrXL81SCCgE/pokELBdyRqNWwuXevDcz0qdZvseAbP9XAcF9f12M5X2ZnfPra2QnoeO6slYokQ64v+51n/5W50Q8O1XS5PZv3P4JpNpVRHVRUcx2X+wQqqJtAUwdiNIboGEzz43VnCiRCu6+K1bFRN49f/q9/mJ//YJxhmp0tvh68PHdHfocN7ptVqUSwWKRQKNJtnbwEJby8qC/YuBfu50E+QMibpNsJElD0U9yGC6pkc10bjGT+RvsFKvY4hYjytLALtZk1IglqA9cYuutCQ0qPZdtFREKTNOMXWzn5Kg5SSHmOIL3a/XoL/G8V7mqRSzimN4nA6x7uymS8Ttgyml95+tswwDlL7HOfo7E+5/ubPhsPHPzqSQdEORsVDfUmaTX9AoKsqT56tvbT+kW0JKJfqxKIWiVSISNRi+v4KyIPrr2svjLpVQUt6tFoeLc9lO18lGDS4FDDI9iVYWy+wtlHEMrT9gl/Yt8XHdT221vLYtseDu8v0DaZYn9tm9Gov1z8eplyosbh0fAAinghxZTSD7vmNusyATq1Uw3UliXSY/HaJeCxAvVxn7Fo/4YTFwqN1KsUQ26s5auU6mWwcK2QSDJq4rgueZOzmELqpsvRwFQT8/t+9h2ZoNGstrEiAesvFdVoEgib/5G99nz/8J//QG+9Thw4XhY7o79DhPdFqtdjY2KBcLr954Q/MXmuTvXZAXmGATCBLWtcJsoF0TieU1hv3URFE9Jf9rnWhkg30+cJf0VmoLfNZ4jrrjU2KraNm9vKgX9c78SHSqp7TifO/HeeVO33aGZfna1fqJ+uH8fFoH4ubOSKW72qjuAci2nZckkELx3G5MtjFnUerxGIWxeqr+1UcvizVepN03O+cOzWRZS9XJRGxCAUNPHH0WZ+Y6MXxPEJhk5tT/e31Wzx71i7WNVTmV/YYH83wbHaLSNh3GMsVjvYfOLx/KeH2R0M8ntng+5/PMTzkd/XVdZVG3UYAivDPt9meqXBdj1KxjqIIVE3Fab8uEDy6t+yn5BxDKh0mYRk8+WKBKzf62zMWEk1X0Q1B/0iaT39+DEURKJrC7/7dB9gtl+GJLIGAhj6Uwm45BAI6jVqTWLvhGPipRUIRXJ4apFaqk+6J4bYcVue26OpPUdguku5LUtjKs7deeOW96dDhItIR/R06nDNSSnK5HJubm+9RaJ6dSPJw2WissNHWHr3W6QqPk/pHLNWq7La2GQr2YalBKk6Z1fomQc1ioepHTON6nLGQxee5Zepuk/HIAFvN+f0zkxIQZ+eo8z4p2Q0Spkn+nGZ6vmmc2yDplBt+m8HItcEMd2b9aHuu7OfKX0kkjyxTaL/uSomQcCmb5O6snwoUChiMD3ShHvoMObz/esM+NCMi2Nwt4TouY5e6mZ5Zo6c7ytZ2iWvX+ph+ug5CcD2oMz3jb//6eJZoJEC2L4GiCPKFKtKThEImAUtncqIXXVexGzY7O+X2XgQD/Um6MlEKhRqeJ6m3B0BdXVG60lEa1SZBy6BSaRIOm4xf6UEBhke6CYdM+gaTOLaL63gYAZ1gNMDCwjYTNwZ4fHe5nft3cJ6KIohoKs26/97fWM5RyldJ98TYXcuhagqf/cIEl29171+jv/ufF2hWW4SjFmo6SrVUo1m30dJhaqU6ju0QDAVQVMDzEEJF11XmplcIxwKYpubn+OvqfvNETdfItS1VO3T4utAR/R06nCNLuQL1fA6nfrIOnWfFeUaSTztsmSnv0Wf1slTdY89rsNvaYiIyTNrIElRDTEbilFoNfn/vKWPhAequL4yflte5Eu1hq3mQRmE77/4R9iHt8ctOg/GuGKW15tfcp//9zFmcV3rP+5xxMfWXn9VYxGKk33ecCVkG0VAARREEDB2AfL7KR2N9AKys7nH/4So3r/Ttrz/YnyKV8KP7G3tlDE3l6lgPrusyMpimWGpw95E/0EhkInRnYmzulUAIJGAaGtneGJlUFNfxcBV49GyTj28Mcv16P0iPottiNVdmfdWfaUunwwTTIRRVYKuSpe0C8VSIUrlBq2mTyURpNR1yuSqGrjHzYJUbUwM8erjG9ev9PH2ySTocIL9Xpac3xuZqYf98oi2HatV/vz+8t8zIRC/zs5tHag8+ujXI06+WsW2XRHcUK2jQaNr++0gouC40D3X+nbu7RW6jRLVUR/a4BIMmG4s7JFIRKvkKc9PLXP1shEqhiqYpOC0H3VD3ByGGqfPw958yfL0f13ZIZmK06k2KOyW+//fv8Mf+jZ9nYDx76uejw6vxvqHNubwPcE4d0d+hwznQcl3+2vc+56/93hf89f/Nz2MI8Z7TSc5PzohTn4ZgpjzHUHCYJ2U/H3+1vkXJrgOCPquLlbqfx6uJox9RVVtjJDhBwW5QbAT4Kvf6POWLzNPyFkPRDPPF4psXvrB8rUcsp8sPe8vVdwqVl17bLVZZWc9ze7yPzZ0ymzu+leuNMV9Erm4UiAUDKFKQTccplo+m+qxsF9jYKhIOGvR0xRCqnybjehJFh+6uMKGggaoq7JVrtGwX23ExQgYt26HpuKxvFFnbKDI8lGLsSi9SgS/uL5PtjrG5lgchWN/MEwoaVGstDEOjUKpzeTDt59i1L4TneRRLdYrUCVo6mq7uf+bV2tH/5z8HggZqsb7v1vMcu53ek+qOcmksw5e/N3vk95cudXH3d2cZvZZlZ7NIqVBjaCxDPB1GFQqZnihIyeZSnu/9Wg3HdqmVmvRe6qJRaRAKmxgBjWgyTDAcQCL55Gev0aw0EQoIJEiP6d+dJTPcRatSZ3N+m0qhSq1UJxA0kdKfbdha8nt4/Oqv/Br/zn/9b7wyFalDh4tER/R36HCGeFLyg4Vl/upv/4AfrayTsEzubu9RaDQxNI1Ss8kvXh4E13nzxl5AqCr39ooowneyUYXAkR6OJ7mViuG5B44evfIqP278a3x/9/ErtyelQMr2Vzj4/oXX/PM6+N2Mq5FIJimYn7/1OQBMRIJAhPkjucqCa9FhFKEyV1ljMjrIZj2PIo6mEq3Wd1ltDwiGAqF32v8BX3PB+geI88vpP+36J9vCeF8XT1d3Xlr6SBxAwNhgF4oiCFsGV0d6EEKQCFvcubdMo+UQipooimBsuNsX81Lg2C47uQrPlnZ4tuRvyjRUuhIRGtUmuUKNZDxEOhEiaBnce7S6/+hbQZOxsQw7xSpzW3lsBZKxIAAD3TEy8RCb2yWKpToD/Ulmnm7ieZLLA2mePtvi2oQ/ONnLV0gkQoTDAQDshs3eXgVDU5m81sfWSg5DETjtYt7V7RI3bw3iNR12Ng4GvUIIpj4eZubhGoX8UfMAyzKobJeQUjL7YI3h8Qx2pUFpq8D2ag7HdrFtB9f2mPnywLrz4z80QShoEGg3BtN1lUQ67PcckIAQOI6LdPzmYQCTn41iBHRiqTCmqXP5Wj+Z/iTNhs320g6ZS9189DPXaNZalPYq/Hf/4d/jX/y//bETPQsdOnxIOqK/Q4cz4snWLv/W//D3Wdw7KDhNR8L8V189ZqtyEOULqCrf7T/azdFSFZRDov04WhL+4m9+/9jf/cmPrvJHhw+m/WVDJSYu8av/5Omxy7+Z4wTx89dafGciQHr87beqoFNyFgir46zVDzp8Vpwaj8uLGIrGSKgfCfRZSeYqr27M9U2Q7B23/pNx2iZa54WmKqSjQcKWSdDQfR93BEL4AtZPRxc8XtraF/yKgNvDfXhSonsCRUoUVfHF7LIfPb4xluXRnJ/Gdmu0j2xPjO50lIWNXVwkT1f85T4e76cnEyWbjWO7LkFN59nCNsVyg7XNAsmQBUC52qCvN4aL5PKlLtLJMJ9/uUC90WJmcdt3ARL+crqqoghYXs2xtXPQRE7VVVRVYbA3QaNpMzTgF+remOzDChiUSzWCAYP7D1a4NdGHAAIBjUalRV/bSahS8Qf6k5NZtlbz1CoHNS1Xp/pZXdpl+qtlALwXZgEuD6Z4/KPF/Z+r5SbVcoNWI0ilWH/lPWrWmzz4Pf9zcGCkm2gyxO5aDkVVUFSFBBFC0QDlvQqBkIkZ0CnlqyiKIJGOUi3WsEImju2g6yqrTzfIDHdjmP799hyP6d97wt5GjlRv8pXH0aHDRaAj+jt0OAPur23yr/yNX6PYOFqYuVEsM9HTxVa5sh9W/M++uM9/9sX9l7Yxnk7wpz+eYiQSPBK1Pwm/+tUjwrrOz/Z1778WUAT/n3/6p/m//sb3qNofpuBVynY0VEhMJcZKrYedZhHYPnb5lufwuLy4/3O/1cOg0s1iZcvP7X8e8T0DDehJiamcrChZSvD8XqRIKfGQnEUKlSc98I5PEzkc3X7x176gFES1AFHNREG08979r6J9eM8j0QLf9vT5a4IDQaqioDz/WYqj0etD11kc+vH5Erp8P39CtqoVPh7uZXpx680Lv0ekJ9kr1tgrnrxmJxkOcuepn5Z2ORVnebNAKhpmp1AlnQoRDQWQCty+PoiQklbVZmkjjxk0qNZtuoUgGNAZGexip1RheeMgyDDZ330kBeh5E7iRoTT3n/gFu1ZARze0/Zm8of4U0WiAxbUc+VKdsGUyNdrL9KNDTbAiFpqm0NsV5UdfLRKLWvT3p2jZDg9nNhgb6WZxYZe+vgSGqfFoehXX9bg80s3CbLt5180BAgEdVcLTu34DMDOg0ZWJkkiEeHzff23qo0GQUKsdfJZOTPTSrLUYuZYlngjRqLXYWPEbounGy89gOGYxMNKNwG9E9pzuviTNeoPNBX/QNPmty0x/7wlXPx3hyZfzXP/uOHajxdM7iwyM9RBLBZm/v4hre4zcGkZRBYmeOKV8hVgijOM4NKst9IDOX/wT/wn/yq/8CeLdUQavdHL8zxJPKnjym5c+9SHOqSP6O3Q4JT9YWOFf/1t/j1rrZWHdF4vy5dLaifTh0908f+4f/Q6GovB/+Ylv8VFXEnEoDcg5pgHNYf6/n9/j+h/5GTK6/0dOui5ZUyNsGB9M9FvqALPFDP3hL8H9iLDaZFeWkeJkMe7VertoV8Dzv+0pI0apaeC4p3MRmim9Yxdi4XcH7g5EWFz22i+JI8L9iHBuq2VPtgcN+LnNEqhS4zuJS3y++Ha1CbL9v4BNgQ/nYPTpYN+bFzojNPN09/uikK8eRKUbh7zrXddjJ1+lWGlgaRqKEPT3xFF0+Oh6P4qiMDKUJhAwsD2P+8/WGc4kuDrSg6apKIrAEirXxntRFQVFAelI6i2bYuVgIHB5MM3j+S2iqSBognQyzJ1Hy1wd7WU3XyUeDBANW4xf6qZaa9FotNjL17g3vYK0JQJQVRXbcfedbGbntpkYzfBkdoux0QyrT7dwXQ/P9X8/Nt6DYWgszu2Q2zqYPbBbDoW9MrubByk+8082qB6aAUh3RVib3aJabjB+vY8f/fYM1z+7vJ//r77YOwBIdkd5/MU8ADe+M0Y8HUEosL26RzQZJjOUxnM9tpb3iHVF0UyVcCyIIqBWqqMI6BlK8/k/uIOmq9iNFq7j4DiCQr7OwITJ3d96SHd/krVnW3zyCzfRTZ3/+F//L/hn/rWf64j+DheWjujv0OEUfH9hmT/93/1dWq+IzEct860Dwi3P4y/99g8BuJSI8c9dH+dmV4q/dufhG9f9c//od/lv/+jPItvHI4Sg4ZytKEyEFCYntth5hW43RQ+r1WF6LAUhayxVc7jyY1Zr/rR9SIvRZUbIWDF2GzlAIAVtOezzPKr84qXzpGSlUqLlVQhbXWd6Xm+LgEPOO/KF2Yc3TUUcnNkFzVw5EV/jQ/d5j5adz1GEwDBU6i0Hsz2SnVnaIh6zcD1JJhnh2fw2l/tTaKpKMKDjeZJqo0UoaNJ0HFqO//4OBnSWtvIMZBLYtkPNFcwu7uy/f5LhAKVKg2BA5/a1AYTwrSajkQCa6qfrbO+WuDnex9ZmkZ3tEjsUuHW1n9m5g9k4gf+cdqXC7OUqOC2HSNDvRDsx1oP0PGJhi5HBNE7DoSsbpycVoVFrkogHeTazydTNQbwXAheeK5EvpPHo+sHgzrIM1JZLtdygbyjFytP2QF36AwaAYMSif6QbtZ2uk+yKUClUGb815A+EQjrZwRRCEXiuh2npdPcn/c/I9pvPsgyGJrNY4QB2vYkq/Bm9iW+PIT2J63pEEhFcTzL13TEe/O5jPv7Za+ws7dAzlMRu2BR3Suws7/B3/+o/RHoef+RP/xym1enW2+Fi0RH9HTq8IxvFMv/23/kHrxT8ACv5ImHDoNI6WfOeF1nIF/kPf/eLEy9fs21+b2OXT3vSAHy+uUux+W77fhXluguvidQXW6M8Ka0zWxIkTb/YdrV2kIJQdZpUnSYBVWe+mnvn4/g6i+XDPKvvkQoG2au9X1vXs+Dr3mTs9IW8b4/tety41MtXT9fIdsVIxYL7oyeJ36TrW9cHWdsqsra9ychAGsfxcPAtJB3v4L1nS49KvUWzabOwuse3rg5iWL57j+t6uIALlBs2P3r8cufqdDxEtW6zsb2Bekh8v+q9FU8EaTUdejMxGjWbSrXBwqJfWH9tIsvGZpF6vUVvT4xivUmlWmd0NEO97lDIV3HdFz43hGB0IoPd8n36HcfFPjRjWq81GZvoxREQz0RJpsJUyw2kJ3Fa/uduq+Ww2j6GSCTA8uwmN78zyp3f8k0Mrn92mdnpZVRNZeByNz/6X575554O0azbRBJBgiG/+ZhAohkqg5N9lHJlmjWbxUerKJrK7Z++ihACXVPxHJd6tYnrSkq7ZeJdMSQw9eNXaNRa/LU//ze4+u0xJj8bO8kj0aHDe6Mj+jt0eEf+6u/8gHzt1QVkAJulCulwkFQoyFK+8F6O66/83pfnun3HE+S2M5CaRcXCVPpoyU0c6Rcrm4qvGDwku82XbQrBdx96Wto4leqSHzjOfNpurs/ZbVbJKtEz2db75hsy7np33vIRMHWVsR5fxANs5yvMr+6+tNzVoQyKIrjUl2K3XGUr59cERcIBVrcK3Jro5/7TVRzH49Z4H9NP/PSwnXyFln0QhHgxsv4iUkrqjRaO6zF2qRtDVVlezRGw9GNn2lKxEDRcDF1FcrTYVlUUkskQ8VgXj2bW2Ngq0tMV4YsvF5iaGsAMaPRGEpRzVQaH0wTDJoqisPB4nUb9QOiPjWfI7VbozsRIJUNMfz6/f6yFtQLJrgihqN+5GHz7zMHRbqrFOtVynaGxHr763acYlkHPQBLpSeyWi91y0S2dUMTCcV1qlSa1coNyoYZmGiw9WGbqu+PMP1ijWqgy9vFlzPZgQDNUGrUWjXqLaqVFvCuKqmlUyw2Grg1iBg3KbQtSo+0AlN/+Olvxdvim0hH9HTq8Ay3H4X+cfrUd5mF2KzWS3dY5H9H7xXUFAoOZwhW2GiWGQ5P0hb9ACLD0ZUB/7fqaUGnxdsXKL/KhBedZNowKGgZQfeNyf5D50Pf7OE7Se8PQFCb6MkjXY3Z1l0fzB8XIr3qEHi1tcTmbQtMURvrS9KRj7LZ9/j0pmVnaIhAw6E5F+OH0Et3JMF3xEAqCsaEuEAJFEayt5I/fQZvng4KpK708eLROKGggPUm51jx2PJPPVVlY2CEQ0Bm/0otzKHIvgbX1PGvrB/t8/vvHM+s4trufuhOMBHj80B+oxILGgeiXEk1VuHlzkPxumUa1ychEL5qqoJsavd1RFFUhGDa5/vEwQnoEwwGC4QCNRAtNVXBsh5s/Nk6r2ULgEQoFGP9oCOlJrKBB92AKr11vEHc9IrEguY08H/3sFJoqGJzM4rYc1ICOoqoMTmTZ2SwTiIUIREN4Xp6+T8fQVIXsSA8I39K4uz+J03LQTJVgJEBp7/iAR4e3x0Xgfu3nFV/mQ5xTR/R36PAOLOYKNJ2TidaucIj5vdf/8f268T9/afPjP/Ntthp+ysBidY/x2C1q3l3q7gqZwC22GqVXrn8mH3XflPweIBmyWMh9s56Rs+fs7/dp/f9P8ghe7+vh7rP149d/ze7n1/eIhEzKiwdFrWs7RW6OZ7n31N/edq7sf81X2C1WkZ48ckwR5WDwrQiBqimoitjP5zcNjVjYQhMKw/1JNFVBURQilsnkaI+fJ3/IfjSgqNy83u83qPIkfV1R0skwtu1imgdywgroXLnUzda6H+122rMPtu3LHEU5OHGtXYir6QoTIxkefbn40rW4emuQhz/0I/4TNwfI7VaYves3Jbj+yTCthsPT+yukUiHiXWECluTRFwv0ZGOo/UlUTW2fv0ooalEuVFmZ9esDuvuT7KzlqRRrjN8YYPbuElbIYPKzMTzXY22nxMjUAJ7rsbOWZ3N+k3K+Ss9gigc/8JuHjVzrZ28jT1dfHMdWiXXH+c2//QN+4X//U6++wR06fAA6or9Dh3dgOX/yqdudSpXbA1nurB7/h/+ik01ECcdNwqrBj56tIhB8NJXgTuHJkeV+Y73Mz/V+RJ2v6LVCrxf9Qpxaw31oyd9wbb49nEERUG243NvYe+dtlWm+eaELyPuNU5393l73DHmAqSl+4a2uoasKquqLZkX1X4+GTC73JlGEQFH815R2lB18oR00DW6O9EJbOHNIRFuaRjRo8rx03TJ1ao2W3yAPia6oNJq27/zkSTwpKVebDPYk8DxJIh6i2v59wNColZt4nsSVEs/10BQFxRUM9iZZXNrDs12uT/Zz95E/WG9FQ2xvFtneLBIKGowNdnH/3gpzx1yPVDJMYbXgW7sqguu3BlndLLKxWQDANDQMQ+XyYJqtlfy+3/7UjYH9wZUnJcL12Nku729X0zUuXU5T36vy6JAP/5F70bYeFUIwc2+FyxO9+78zLQO7nd/fM5hCVQWeJ7n6ySVUReA4zr6Tz8TtYaqlGniS/tEMUkoS3TFURaCqClbYYmCsx3fbsl1c16WrPwWeRy1XITuYIhwNoKgK4USQa98dR0oIRwNE0xGkJzFDJo4Ld3/zIc16q1PM2+FC0RH9HTq8A6ngydN1LF1j4WsW6VcEuO2QoRnReLjjO3l8NtLHnbk1nGgZXihnkEj+yUaJa/Hv8qDwejvMs5BvH7phU65VJYcvJm5FL59qWxH16ykM3pQzfpY0qmdvTZqjgdUTwPW89n/fVNX1JIoiqLWep6+4/gjhhUbajiJZ33t5cPvJcB9fPXm1DWsyHEATKoausbFRAPxGX92JMNFggLn1XWzXY6w/TbneQlMUumIhKpUGoaDBk8VtWrZLf3eMXLGK7XrEwwFKpcaR/agBwy/q9Q6n4RzcM0X1o+wBU8eptLh/b+XY4w0EdC5nE9xZLXB1qo/tfJV7D1ZJJIL7y2iawuVskkcPjp739PRBAXEkEqCSPyhYHxvvIWZo3P3d1zcRlBKufjSEJyWeJ7FCB++XZsNmc2WP65+NsD67QSBosN724b/+rUtIz0PVFF/c6yqarjE/vUw0FWZwvJfCbpmNuS1Gbgyyt5Fn4b4/WLFCBvVynfn7y4zevsTcvWUyQ2m2t/wBy/XvjPHoh/7w6Pq3R5Gey4PvPWHqJyaxQgEuXR/ACLw+zbFDh/dNR/R36PAO3OzvJRuLsF4sv3HZS6kkj7aOb0Z1EQnoKvGuIDu1GsmAxdPcHknL4lI6glQcfvLHUkzXZ45d10My/QbBD6dPq/D50LH+Q3jfvHzTk2C/6MZyjuyWjtY8JEMB4iGrHV1XEEJQb9lUmy0ilokiwDIMDF09aCzWrk5VFGi6LrtrFYr1xjF784tUxeGOZMegqcc313lxPHpjqIem41JpNDE0DVUI5tb36E1G9pcZ7U9jGhrPVnaZHOphI1ei6bhstFN4wpbBbrFGYW2P2+P+oKJSbzE23MXM0s6xDmGJaBBT17BMnd6uKJqmEjA0BnoTWAEdtT38brZsbk5ksR0XBQVV9V83DA2n6bCXq6CqCtnhFIVKk712vvrzguQrIxl21wovCf4XCYUMKvkauq4yNtbD43srDHaFX7sOgOtInjxa3v954PKBXa9u6lgRi/WlXYLhAPGuCImuqN8LQ0AwEsR1PPI7JQbHetBUheGrfbQaNp7j7jfvkp7k6f0lxj65xO5KDkUReI5LMGxSyVcYnOila+BA9B9FUCm0oyDte98z3HVGn3MdOs25zo6O6O/Q4R1QhGAq2/NG0a8KQdD8ekV7Joa6+WLTT0Var/jn158Isxx+6IugMwi4noXzzQWS/Jw24H2RzuVteJ+zLWo7ZWa0O0UkYjK9vcV2+Xj3rK3KyYqiB5XIa39vKAqt1wxsXlXMrasKQhyI/5mVbey2QL41mmUr3xbNh7atqyp35zcIBQx2ylUMQyWTjLC0VeDqYDczhwqAv3q6xnA2iRDwcG7Lz/2vNVE4vnY/NwABAABJREFUOotWr7XI5avoQmFr138vJ6MWq2u+Ve7HVwcYG0xTKjW492gNTRVk0lFi8SAhy0BBcL/dKTebiZFIhEAI+geS1GotVFXg1hwe3j9+huBFdncr9A0kEY7H4/asgvqKgdNhvEMzFbRTl0xLR9M1PMdjs92dtxUN4CgKAf0gDcsMaKiagmu7NOtNNhd26BlKY3TreK6HrmtM/dg4hqlx48evEIwEME2DUCyAEdAJxYIYlkmzYaPpKuM3BhCKQHoel6YGkK6kVKiS7I6yCAhVoFsG5XyV3bUc6b7kia5Nhw7vg47o79DhHTmJc4eiCH+54/zvLiCpcHBf8B/m/voO342P8YzZD3BUx3OS6//eOOWx1Lyz7aXwTSQYNgkLh5nyLrx5gu1EqK+JxIZMg2qt9dq37XGCVVMUPn+6ghXQudyTRBX/f/b+PLiRbc/zwz4nM7GDAAju4FZk7XvVvfe9+3qbfuOW5JAnYhTjCc8f+sMRtuxweAnLCivCCoVla/dYIYdkKSR7NNaEpJlozahn6XGPW7N0z/T08t67W91aWVVkcd8XkACIHZl5/EcCIEGCJFYC5M1PXN4igVxOZp7M/J7f+S2C5Y0DhNC5Nd7Pi+UNpsO9ABjHRouHGSuuI5XNU9B1BsI95UHB6k6M3h4PB8VBjgQM0yzfA5NDYZwIdN1EFqs/m6ZJMm7NYujHaolICT6vk5sTA6gIUskcw0MBJsfDvHi1wsZ2nI3tOE8fjnGYOFY9OK8zO7+Nw6EyPTVAMp0nky2wO3865ehZ6LqJ26WxsHA0G6jUIPoN3cDjdlDI6+gFk/UFy30nl88jVIVHn0/y9rtlJqcGcHmd5DN53hZdbz7/tVvcfjqBNCWaQ+UwniYzs07k5gC7K1E0h4rUDfpHQsSjhwyNhYlHD1EV2F3bY/3TDne+mCabymGaJh+/WeDRn7rPu59XPgsLuX7GH06Qz+mgKOxuHiBqODYbm8vEFv02Ng2gmybvti522SkYJt+tbPCjyVG+WTl/6rsbyOQL9Ie87FUpFCVo3QusFekuu0jyN92Wd/EdfjIxzjcrVyvY+zIt/VldJ5at7orTKIpydp8u6AY9LifJc4rbndePM/kC71Ys67zP5cDtc/J21fq7dNqOW/rjySOBLSVkcgW249aMwGE2z6PJobLoB1jZjvFrj28wEQrw/oPVbzxuB5ncUeDB5EAIgHzBYKi/B4emoiqC6bF+3sys86OnE2xGE2xEEwz0+U/FaBiGidvrJJfXEYogqxsYAlSHyvzSLooiUKkNr9fJrZtDvPl6sWIgdd41KKHnrWJYJfqHg/h63LjdGrlUhp21fYaHA6Tiad59XRmG/P7rBTKpHKH+HkZv9JNL58hhzTZGbg7x7o8/gGmytxZl6tE4L/+plYo5GPZhFq9PJpFm9eMGw9PD+Ht95cxBx9ksFgj77E8/QFEFO2sHOJy2xLLpLuweaWNTJ7pp8hf/4T9lPXZ2dpqTvN3Y5vPxCN+tdreoS+cLhFIqAbeLRK6dGWWuwLTHJfMmeXEsRLfRCfeeVnKeaM8bBk8mh8sDOmlKvl+qvH+VKm3SDROnqlQI+lSuADnLL04B0sWBxPEA27HBEIWdA+5NDPJueZtoIo3P7eSXH04ST2SIxU8PxJPJPOvHikBpqsrxaOOSoNYNk91t63mlSsq59PN5o3x8Ab+b6fF+clkdIUDTVAYHgwT8HkxpWclvTPSRzRZ48cryrzdNiXpB3APA/fsRVj5s8faE4AdQ1Iuvay5vHZPmULn1MML60h57RRel+88mMHST6FaUe88nefTlTcu1ypRIKXG5VDKxtFXtuGBw5/kNpCmtWRppMvVgFGmYJGMpAr0+hib7MXUTp8eFq8dLoM+H5lTxB90cbO1z7yd3ePOLhTPburm0R99IiEe/dh/Rhj77Q8SqLH39zmVzlWoawxb9NjZ1sJdM8S//zf8f39Zptc8UdJQufGhFensY7gsQzaVZP0zQj4etWJLbA/3M5Hbbtt+MkedRcLLC7UmWIy2PkMd+Ox6IKaXkoLVG36ZohfZNGQXCbh/xFluz28lluli1shhaiYsCLb9dPrrPw77TGbuqtklYFvb5zf2q23S7HOzGU8X9Q3/Ix3C4BwOJ3+Pi0/ouqaw1KEhl8+RyOu8Xt6tu6yQOR6XVvBSQWxLNAD6PE3ncRR6rgJjP4+LrF0sV648MBdlaj6EogmdPxllZ2z81G/DkyQSmaSKL207GMpimaVWvTeTQdYMPL1bOfPpdZOl/8HQcRcDoaAihCHY2Y8hjlYBNU1IoHt/26j5urxNFVdhd2yefLTA61Y/HoSJUK0DZKJgk42kcLhWkJJ/KEt+MkU3n8PrdDI73A1Yq0ECvD3/Ag9vnpH+sj9Rhjlj0/CrsgbAPj9/DyqftmlyXbGwuE1v029jUwb//D/4p366s49Y0Bnt8CKy83EIIhICNeIJMQT+13mfjI5Z7T4d0//ObEQqYJOJZVvZiSCSf3x7lq811lreOZiycbuuRsFkM4FWF4HGkH28oz7I827pVLwVT501s5eIFz2HIEWlRa5qnVdq31+O+YqL/8valiNYLqFoNsX6Xkz6Pl4NEpeA7a9AQrDJAKJEr6IwMBogm0yQLeVK5PLuHlhX/2a0I389Xziacd4pP7n5qrJ+RQb0swoMuF4q04ooUIcgXDPw9boIDPgq6gXAooAjypqx6MnTdYGQ4iKapvHhZ/X79OLtBLmM98/r6/cQ24hWiHM5/7F1kDTd1g5nvK91pNE210nEaBm6vk8HRXhYTGQYjIT6eWDabyrO7GyefK/Doy5uszm0SHgiytbqLpmncfBABw8SVyuHu8bC7to+iClxuBwfbcRRFQdNUFE3l/TcLjN09/7mTTOaZLVZrb8dA1camGWzRb2NTB3O7e6hCcKMnyKeN08WYPrszyterp2cB3m3u8MXEKFuHh6zV4RbUKpaTMbZTKTyag89ujRIvZFmIx04t5w+4+Dw0yi+2rNzazx46WTVnusuBvojscKMUBC7VeoS2yuLtd12tfP3mJV6DdnhK1JpS8dZgH6+WNk+vf0ajDHlGxh8JTyZHSGcLhHweAi4XOUNHmvB6bsMaRJ0I+j9zW1Xav7GXYGP3yN3n0cQQn5aPZuxGBgJ8O7NattYfd886eSRCwOhwLzMz6xQKZzsiaKpKruhSlEnnuXV3mOVPO+TztTkvXOTeU80vXtUUKzPOYAAzp+N1qkzfH8HX4yYQ9pLYP3KFEqpg8n6E5fcbmFKi53VWPloDqzwFTGkNhtLpPOlkju01a4amLxJmbd6K23K4NJweFwCBXh/nzfOa+tH1slN22nQbtui3samDrUSSz0YjfD9X/bH/fmmbYbcPKU0M00o1Z0iJKMDWdhy3y8Etby/hoJeP+3vE2+g3/9mtCGlDJ3OYp9frZTuVIqMX+Gpr7cx1Xu1U+pU7UiEUzwYml5eP/apwtyfC158sgbVDa1yhrppI6Hb3nkeDg5hSspZIkDcMCoZRLjrX6DYr2nTG5xsH1dMLfX5zlBefTj87Hk0OA/B6YYMv7ozy7bHnSz2n+HjdAFVVTg1KBvr8bO6dYXQ4tuhgfw9+j4tXry6ejVO1o32m03k2t+KYqsLNB4Pk0wVWl87P7nNRn692/FN3h/nw3SLhfj+x3RTJg1S5yq+iKjz68ibvv1vE0E30vMHcqxX6hoIIoTD1eIL3xzLvCEWgqCp6wcDjdxG5NUxoIIDD42BwcoDBsTC5ZJbEgeWStbGwjcfvJpOsnJF7+Kv3ePfHH9gtVigubdvGppuwRb+NTY3sJJKMeXv4tHb2SyyT18nkT7v3ACSzR1lAlvYOcKgKP5qI8Gpv69xc4PVwZ6SPtf0E98YGeL23TUbX6XW78dCYBfkXi9t8+XCCRbnUkva1klbk+m+O1gpeFcHS/tWq3HyZgbyNCHRZkHzcqrxfFSy3NUNKxAW3hdfp4PZQP/kzLN1nCVan43ROG5/byevF07MFAJv7CXq8LoYGe3i5ssnjm8O8mbcG4OcOrE7s3q2qaKaVClTqRrn4Vond/cr6BRVbLh7Lk/ujzH7cYjdf24zkybSlmqZSKGT5NGvFIdy8P4LbpZKIZdB1wxLihole0NF180JhfHJG78Hnk+VKuEIIdN0gmcjgC7hxODRUTWVnbZ/7n0+xuRIlWxTn0e040W1rkB6ZHmRjwbLi63kdzakyPNlPT18Pnh6d+H6SQs7J3voBQkiGxvpYmLGMJbGdBA9/6TYzX1e6O6aTOe7/5DYfXhy5F121QXy3Yhfnah226LexqZE/mV1mdr32nNQXUTBMvl/c4NZQHznVYDEWa2p7Esm2kWY8EuKr7SNL4UE2y0GdfuJfTAxSCOwBgm2zO7PKdNpfttVyV1UUDs9JD9mNXKbor1dABd1uoqnTQZcCgSmtf6tl33FpGveG+5ESPqzv8LqKW89FbXI7Kl+tD8cHyeZ0FraqB/dGD9MIAZltnYJh8n5th5ujfcyvRyty+V+EIqzA1lKrjrdPUxW29+IVy8tj29YUwe3JAd68OXsmsBraiWMdm+hjcCiAolgFylKHGWY+nn0OL+J4G0cm+pj7vlJUG7pZtro/+uXbvP1mCYCdjRhun5NbD0d5+yezFVMGnp6jmAtd1wn0+jmIJkkdZtla2mX05hCKgIe/codUMstBLE0g7Cc0FMLtc7E4s87jX39AMpEpn+PNpV1uPZmoKMrWcbuEjc0JbNFvY1Mj//Rj6wJZj/Np24oNuDUW5tN+dVFQC4M9fjbSyao59uvFoQlWzNoyhnSK62ZFswT01TqmSxX9dZ6beDZLWlH45VsTvFndqjqgKm1TUxTuDg/gUBQ+buzyerm2ge5ZXTDocVf8fZ7gLyEl5HVrRqFgmOwcJhnu66nLhcrtdHB/ashyWRGCHp+Lx3cjCGFlyXn5vlLQSylxaAoP7kQ4TOdQPRo37g5iGJKBXh8rC1H6wl4+zp39LDiZSnV3O8b2eqzmNp95EouU+pjb40TBytTz+EdT6AWDvY2Dci59OH33ZFN53r9YZnAszOBYGKNgFffy9rh5/Ct3yytkDjNEt+O4vE7G70WY+Wq+4rw/+PFN9LyJFErZkr/+aZtMJk82fdSvrDShR/uvpQaBjc1lYot+G5sa+Wq+tlLzjZJLFng4MMC73cb8w31uJ5yfTa5muqnY7Vl0Wh63OpDYME2UmksddQcn0ze2lQYueK/Hw/xmFJ/qJBBws5lIcCPcS9DtxqEo+KQDvd9gfT/BzGr9g9zjA88et5O8bpDTDbK5Shc/n6d+97pEOoe314nfd/a6J8/+m0+bREIBNotuLE8fjPFm9pzaIAKGBgK8mjlt3fd7nexFD+nxu85t58lAXKtWQO0cX1sCDoeKy+3A4dRQFIHD6WB4PExkoo/djQNu3I9gGiZ6XifY58fpdtA/HAQhcPrcPPryJoijAZ2JRBgGSFAcDnr8GplUFmlKTFMiTZOevh5uPbuBoVtVjO//+CafXlviXlEUFt6t4tA0EvspvD1uhBDks3luP51g6f0GpikxDJOFmXXu/2iaxXdrVrrOTj+kbGxOYIt+G5saqWeavV4UIVAVBZ9WvzgQAp5NRVhNxy9euOaNtm5TNrVxPzjIx8TpjFDdzGVm72mkSx7m87jzCofZPBO9QVyKxuLuUdzE495B5rcbm13zOh34HA4+n4ywuhNjL5FGEYLxcJDDdI6HE0MAxFNZcudkvzmPrYNDAp6zRffJWQBTSoK9nrLov2gyzDQla5sxwHINcjo1HJqGQ1NwqgpjkV4CPW5uTg+iaQqaqiAkxTTF1g68ikJ/uAewrNxCSgJhH0JAIacjZTGhgSFRDINcpkAw7GN7I4ZeMBBOFa3Xi64b3BjpZWlum0IyB1hJDvpHQmytx9gqzh6EB3tQHRrz72t3GdKERC9mEwr3+9jfss6Pw6Vx68kEif0UC+9OD3xUTWF4PMzK+3UCo71kMgUOD47iIqRhkoge8uRX7/HmF58AeH+s1kE19zGb+jGkgnENffo7cUy26LexqZEet5NUO3yuJTwfHcE0zIa2//zm6LkZeRptU7fT6UDeVmeucRlX73F8mZb+RmI4MoUC0+FBPm7ssnJwelBcyxY1VcHj0MjkdW4OhAk6XayvxTnYS5EPFfh+4ciSbkrJevT0fp5NjTAxELKEs6IU63oIFAQeVSUbz6M5VUyXQClaqYWwerhb0wjeGrXaeqz6rQD8bifP74xREtxIcDlUHt8eQZoSn8ty9zFNiWGaGIaJrpuMDAVZWN1DVRU8DpVcweDx7QhvZtbJY1UOXs4axOIZNE1hYdsaKD27O8q7byrz4E+N97G8eHp20uFQ0TOFis96HCqpZA7NoXKwlyyeM8rpPWtx2dvfOSQy0XfhcuO3BgmG/cSjSfZWo2XRP3prmP2tOG6fi7Fbw7z/foVbD0/n3p9+OIqmqeUCZ/ubB/SP9ZFJZdFzOqpDLWcuOutZcN1cEG2uPlfvLWNj0yECHjdb8WRLt+nSVB71D/JqzhIO4/3BmtfVFEEkHGQ+0XgcwFlcAc3feVr4PvdrTma26nfrcqoqAZeLgmFQME0KpkGhRZmgzkNgiWFVUQi53DhVFaeq4lBUHIqCJhRUoaAKgSIUtOIQTUFYnav4I01wKAp5wziySh8TSkefgROVnwyNWX9rlgua1U9lcesSZGmFY/nnC/DFxCiWQ5a1XEmjhUwnnw+PWKJNHq1Viq6QErZ24hxEMyjA0n5lIH+t4769RAphCBar+PUPK24ODhqLw3l8a4R3Hyot3uPDIdbWiyL94Rgf5k+7LaWyefbjafpD/rIr0skBXE/Iy+h4mGTiKAlAtS5/Vp59XTcqBikASlEk67rJxNSA5b5zLBC4d7AHt9dRHhTtFmchHn15s7yMy61RyOk8/PKWdd0UMHSJns0z//bI+OHr8fC2mGFnYCTIvR9NsTizwceXKzz56QMUAS//aNZq1zHf+6HxPkIDPfQEPaTiGTBN7n0xzcdv59la3OH2Z9MsvltFzxXQ8zqRqQHcHgf3v5hCUQR6XsfhclxqvIuNTa3Yot/GpkZOBue1gruhfl4tHL20XU4NajD2Dwb9ZJ0685mrleLxOtFKS/8NXy/vo/Vnhrod7mP+w9FgQcVKSdnn85LOF3BoKqpiuY5ZlUWtAE9FVVAVK3uNkGBIy7+59GMU3TFM00Q3peVDbRZTLZpGUVxLoli50ZuZ/xoK+Nk+rG8w7Q27SGSbr3Hxec8QHz7U5st/UtqODQRJnjczJ2F6OEzI4+bNwuaZ7oEOrfHXcLWZFsM8GvSd1UVDAQ89Pjc+j5ObE/2oqoLP5+T+nWEURcE0TRyahuZQCAQ9ULT0yyoDSvWMYFUp4e7DUWbfHmUS04qpTKVhsrJqDYD8gaPn6mEiw9zM0czJg8djFPI6b16soWoKdx+N8eJn88hjx9g3FCC6GeeLX7vNPY/Tcj2y0hjROxhgdHqwOEuiENs95NFPbvH6F/M8/PzG8YNAUQQPfnwTh1Plxe+/A+DhT27y7uezIER5n1tLO+h5nf5IL9ur+wxP9vHyD2YwdGtwsDizxq3Hk8x8PW9b+m26Dlv029jUyHm+tY3gdzqZWakUHG6X40IFNRjwo/gUookWRe1W4SoYqTr9Qm3lKdJEg76dVS6UKFrTs3md7Bk1I5qjtee9EYuo1qKsKIra+HbWYnHM42NuCZFwgIGAD01V2NpLsLR+8Syc1kQbqon+QuHimZ79jQTTk/0kdpMsrkZ5eGeEeCzDh6Wdc9crVKmye945PNm+UpCvbhhVlzm5LaGI8veGbiJNs0LwA0S34iiqQuwgzafigMHh1Lj3cIT+kRBvv10CwB/w8MU/+5hvf/8t955NsDizxu0n48y9XiWxn8I0JW9/8cmaVSj64qcPc1AclDkVST6TJ9zvY2RqgNnvFoncHGJjbotCpvjQlia5dB7TtIsZ2nQntui3samRoLe1lv6sXkARokL0OFwqVC/mWSYUdvNurzUVYK8ynbahtTp7TyOcJS1OplHsZhoR/a2q0dDMwLGvx8duwgrqHA758agOlrcP2NqtrajVUSMabgJ6FXF5XFC73dVf8VaA6ZGgForALFx8HXLZwqnPzjuFHrej4u/x6X6Gx3pRhGB4NGy10XO0TPl6SMndh6NsLEUJ9vmYuNGHbpisLuzw6IsbbKzsW4G/N4f48GqFfLbAytw2Xr+LYK+P3gEr1encu6NZg/Gbg8x8vwRCYBiS9GEOvWBw+8kEUpo8+vFNNlejKIrg3ufTVjOODUjufD7N2z/+AFLy8Zt5Hv/qPaRhUMgW6BvwAwJ/j5s7z27gdGk8/PGRS5JNc0gEZsef+K1HduCYbNFvY1Mj7XDvCXhdxFJHPrMziT18Lic3x/uI5TJsrMfRj714JvpDtuAvolyjl4BLtPZRLBqdOegAjYj+s1xK6kU0kSE17Pewm0gxNdhLIpFlJ9lYvI+mNX4sun4k8CMDAdxuBy6nRmQgiFNTSaWrTxsqihUFoesmTx+NIRRRU1XwTKpKrYNzBpirJwJ8d7YPWV2udGO793D01LZCfX4+vrb883uCHlYXjrZjmpL9Xcsy8v71KnefjDH7apU7T8bRdYOPb9bYXN3n+S/dZOruMNI0MU3Jh5fLOBwqA0MBlt9bLkeL761BwYMvpnj7Jx8BqwDYx2IGntvPJo7apiqMTA3iD/kZmR4kk8yQ3EuwtXTUtke/eo/ZFyuAnbnHpjuxRb+NTY0EWij6NUXwIDx4yr3n3vgA30W3+G7LehkFel086R0AYDUZZz55ST78nTdiX0yn36ktPEeNDmDOEsxXqSZQIxmAWjWT0cyEQY/bxeOxId4v7zQVtKk2I/qNY1VmnQ4WlioF9cM7I9X3qaoIYc0KvHy/XnWZahzGTwccnzfrcrJab7VjPX79S5b+4UiI5H4azaGgagrBsA9VUxCqipQQmehDKfrhJw+zTN0fweVxkDsocPvhqCW4pWSxGOR879kED7+YAmDm5x8xT7hAlWINwDo39z6fsm7vYzMps98vkUvncfV42FraY/TmUIXgLx6A5XInBOIq3YQ2Pxhs0W9jUyNOrUWFkyRVBT/AUvyAjH40hZ7I5VqfjrMGrobm77RPf2vO0k96x5nfaSwD01nBxOqVsvTX7/+stOr4mlD9L2ZrF8vn0UzV1sIxS7/Pdzrm6KzBiN/nQkrQq1j3RTlfv4pDU0kksxiGidOhMjoctFKNKpbgVhQFf8DFwx/dAAGqBNOw7gwpJU5NoS8SxCgFiBsmo/dHMAwrfahhSlSfk56BHgzdQHE7UDxO3s9ug1OlAKQMk4O09Ux8+HScme+tlKEPjv3e39fDxzeV1+PRZ5Pl33M5nQ+vVkFKwuEeEgcphBBIaQWpb65GefRLt0gfZnG4HSx9WCe+lyxmByql5TSL/1rbdHmdPPhTD5n9ahY9d/TMDg0EGLs9zMbC+fERNjadwBb9NjY1sr6f4G4gzMcmU2SO9QYqBL/H6WAw5CcU8vDz7DnVMy+RVo1v2kmnE2O0amCkYxJNNxaUfVYbOn1u6qGRoncBl4sBnxddSg4aPHdA52eLoJwHvhF0w+D5Pcs9RhqSx7dHrAxM0kpLKgsmd8b6cWoq0jDJZgoYhsStCPa24wScDhSPG0M3CQa9rG3F0HUTPZNHxyrwHQp5GRwL4PG7eFUMihUCHt4f5c3MOo+fjPP6oyW4+70e9o8VrxobCbG+dv7sZNDnJh6zZhBkcWBQeYzW348/m0QrPpgUTalwK7potqRk+X/4bIJ3X3069b2Q8PabRQBW5nfwFCsoH4/5uPflbYyCDgjuf+nD0+Phw3eLjD6YwFl0qyroBmO3hnn7s1n8Qe+5bbKpHbs4V+uwRb+NzQVIKfnDj4t8XN9hfmufH98e5ev1xq18wx4/WxwF+w3fCfE6udNc3sNW02lBLYsFiqBcxIhjfwsEKgo+zVVuqlXQ6OJtmwblQkZH6d2PhOcpCSqrf6dKBY+iIaFcUOncY0KiFIsulRBC4JIOet2e4rFx7Ltj2yz/Y2XmKaU/95yR7vFqWfrrF/2zi5YVVQJDPR4M42jeZbQ/iNOlkchnmd/bZyQYIOLzV+Tep/i7W+/8K7AZN5CCbvD61WpNyz57MMbs+y1GBgM43E42N+N4PA6yRSu606Fh6KfDJWOxNLFYmscPjnzv79+N8HbGegYeX/5kfIJaQ2aiipkeAW6Pk4mpfoRipZd1ODQiIyEWPm7h8bnw9bjRT7RzbKqfgZEgTqeDbCaHNK14hzvPJ8tpaL/86T2iGwfcejxe3pcAYtEkg2O9BHstkd4T9PLiH1spO8fvDOPpsdw6l95v0DccwuEuVZ0QpA+zrHy0XIimHo6x+G6NoYk+Hv3SHQ4PWlvTxcamFXT+iWdj06VIKflqdoX//Hd/zvxWlHxxKv3F3DoPpwZ5t13/9O2t/jCvFyqL6fRkNBwpcUpsHtUqKuZWP/YjhLDyrItiDnZhCV6lKIgVSzEWRebRdsovymNZMuBYUaLi31urWXzcqlhUNyRG8QU9EPCx7kwgS04ukvLvsvhBaYq/9K9Z+ldaSxpSWt8fW7dELUJwiRjguGixU3zpHef7lc2LF7yAGEd54q2eUYt4LY02jviaxt23Alr1NLLRVJqw30PQ6yaTKaCpSrGvCIRQcDk13m90h/tBM/7wAogeVlr64yuVxaS2UnG2OF0lF+DLkdGqn18mzQR8HnfvOQ8hYHUlSjjkxcjqfFjb4OnTcQ7iaVbT++Vt3b09ZLnuiGINBwHxRJbl1ShOt8aPfzxNJltAIrn/cBTDNE/4wzcg+o3K698b9vHx49H96fU5uTFuDQIKeZ3h0V421w/QHBqjk5Zv//ZmnEQsxeT0IO+/X6ncgZQ8fD7JV3/w4dS+Bwd8ODSVrZV99lYs//zjhcC8QS8fv7NmAB792MrZX4pBGLkxUPV4tleibK9Embg7fOGx29hcNrbot7E5xs5Bkt/7bpavP6zwen6TkdEgb1dP+96760j7oSkKo8EAfR4PyxsHp0TO6/lNBid8bGdSFZ8fF+LdVt1RFQpbnqtpyeoCj462k8zlIWe5ziSS2VPfP71RPcCzEzQSyNsquuGuasYVK5stEOpxUygY3J4a5E0xKPfO1GB5NsTpULlzc4i5D1sMh/ysF6v1zn3cIpstWBXdhKBQMJh7f3owPHlzkMcPR/n+zQq9vX729ivv+6ePxsq/nxT5tcQrHE87amUUqhzI6AWD9++s47p1b4S5j1v0+l0YpmR9LQbAxGQfw6PhsotOeXsCHn42yduvFqrvXChsLO8RHgoQuTlEIpbGEALN78E0zIqL8/breaSi0DvUQ6g/gMvrwBfyFXPyC0IDflSXo5jmU+L2traui41NK7BFv40N8H55m//kb/0R33xcrah3FDx0oypKRZXLiwi4XNzr70dKiCczLO8csJ6MsU7szHWMMzOudye5Gi2MNp3lrCDZThc2O47RQCBvq+iGs9CMpd8EUukcpilxOFXuTA8S8LlZXtqjx+Hgxo1+3s1s8O7NOo/ujGDmDfr6/IyMBNnZitPT42b/MI2um+TzOk6Pg1ymUD4vmqawur7P4FCQcK+fyEiI0eEQCHj1bg1VVSrc2k6Kfq/fyZ27w+WgX0UIPnzYQNePrvnxQZ+EUz79hWKBuUfPJ9mPJo/2U3xQD4/14vY6WVncJTAYsGISdAOXW2P61hB6Os/DH0+Xd+DxOkmnsggEeytWtiNpSjaKmY8UoaAXrOfbydtECEFsL0lsL8mN+xGW3h25eU4/GsPjdxPdihMI+2q7gDY1YUqBKbvhbm0tnTgmW/Tb/KAxTJP/+Lf+kL/+j19WtaavbMa4Pd5PNJ8pF+IBOMs4qSkKI24/L+Zq9/kP+z2spzPdoUBqJKe3o9LrJdFFgrdZLpoAOitItpvOQPkYLrlRmhD41Prdw1pOA/1xqK8Hv9eFqgjchoJpmggJ62v7OCf6yWYL3Jjsx+XQeHw/gkDgdTv4+q1l8R4c6GF395BQyIPDoaLrJoWi0J2aHqS/z0fsMEs+r7O0EiWVyhJLZNjdO6ocqCgCo2BUDCxPDmBevzntuhbwujg8PJp9Om5QUTWVgaEg0WPBwEJRkMWBwPrqfnE5BUVTePhsgvevVtgq9vNsprJ42KufnQ7affR8gpnvrKw/w4N+oLEK5IoiuPvZjYrPvD1uhKrw9hefcLq7oG/Z2JzAFv02P2j+u3/yit/8/e/PXebT6h79IR9OTS379c+u7jA5FGL5IAaAx6Hhd7qY7A3ycra+DDzjI72sx5rIQNIBsoUrLPq7wqnjcqhWsRU6n+70JIpy9kC6XXw2NMJhMnfxgm2mkTHoUNDPzEyxlofHxWEyy7P7YwQDXmbeb9Lf52fm3To9PW6ScevZcv9epLx+SZzHYhn8fT4ymYIVOC4Ei0u7hHu9uDTVcnHhgvz6x66bUoMP//EYAKi07BumyYcPlc/P8ck+Npb3MaXE3+PG6dRwuTUUIdjdijE4ErRmElQVVRVIBOtLe6dmDKpRmvHSjz3PZMX35x2P4OPL5YpPRqcHWV/YgWI6UBubbsMW/TY/WDZ24/y9f/ympmX3YimmpvuZ27SmgHO6wZDPx14yxf3+AV7Ob3CAzsFu6oItncalqfyof8QKtBWCxXSMnWT927lMdNNEQ0G/Ym5J0H2Ct508HhvmxfzpWadOutRUQxFKQ/n660JCj8tJpKeHkHDx9v0WdyeqB2NeKg2o/uMFsRwlES0s/3chYHQkRHT3sMI//rgIPZ7uspRx5/GjcV6/sTIBZZJ5FhZ2uH1nmHCvj2CPG4/biapaiQNUVUFRi3n6PS6e3IlY2ZAcGv6HRz7+EnA5VTKZQjmVqGmY9Ia8mIZENwzcTg21X0dKycriLv4eN6YpmZoa4MPbNVQERirH+6+tWYo0EAPWjlXpvfNojNljrjYerxOn24EIeJBSMjrRx/qnLaQExe3EPxCwluv14U/n8frdSFXDlJKdnUOcfhc374/y6c0qjh4fUkpu3B1m4eXS0WBHgGroFUkRNmc3EFIiTYkQ3XWP2diALfptfqD8td/9lv/yt3/O7RuDsHvx8nC6CujS5gFkJS/nG8+tPzEQ4uv3qxWuDWN3w10v+gGcqlK1uE/3c/0tcBN9IXrczqqCH+DV0ib9QS97h6crrHYCVRHobehKDkXh2eAw8b00uYLB9uYhy5tRSvbZywyQdzpUnJqKU9NwaiqaqqCpCh6Hxu3JActaLRQUhbIBoGR9F8Cx/6GpgkdPx5BIvLrK6EAQaUiGBgMMDgRwaCr37owgizM9PT4XmHDzRj9SSnxOB5MjvUgpcfe4cBQkmm7y/P4ob96skUqkyWcLvHu9ysBggFQihz/kYX7Relj6fC5SKWuW5OmDMd69PDtt6PT0AAsLZz9kgwEPqZ3Eqc+twlmS2EG6nG71LE66FWXSeTLpoxzIXp+L+EEGAZi6yWFx9qM34CaZyIKAqfsj7KzH2Fk/oLffR3QnwdB4H2vzVkC0oRsV8QeZZK7s+1+N3sHgOS22sekMtui3+cHxe1995D/9638IwFaingw0lS+W/RYIpl6/h5W9WMVnzVTovExcioO0cQXdfK6RT/9ZBFwu3lWp+Hwch9o9FdiUFl6TW71hAk4XTlNhaW2fN+/OHpRLw+SLG5Fi2tnK9LXHx4al1LLl4g7HU81KMA0Tw5DoulH2jy/oBoWCTr6gky+YgEmewqlyHBtEmzreaW8ATRG4XY7yQAFFIBSB0+VEGCYvvl7k5q1BFooCtsfnZnXZ2u9nP57G43QggFcvlnn0dJyDgzR3746wsXFAZKyX5dV91pei3L01THQ/yehIiHzBQOom5jnCF04H5p7kZLYegMnpgXJQ8EE0yeMvptB1HdOUzL4+HSdwXPQPRUJ4vE7r+hSvqaoqTNwcQCAq21Psd9KEt18vcufJODvrBwxGevn4cpkHx332T4wPs+lK17DRW0N4fG6rhwhweOzsPa3CQMHgarwX66ETx2SLfpsfFAeJNP/Bf/37ANy9Mci7rRrN/EArLMQTAyEGAj5MKUlm87xa3DxlwmqlAGonbqV7RKNNJbX4E6tdNLhsRZ93axrPwkO8fF97EL2pS15/bLxOQq20844O9/mYm9kklz89AFcUgaNg9QXTMPH73SiKQFMVwn0+VEUhnc6QPMwxPBLi5s1B8pkC42Nhfv6LT9y7N1K2bufzBg4Jk5Ew379eZnKsj62tONNT57tIXdTPTs4W+v1u1lai3JweKn+2Gz1ka+2AQOh0lVuhKBWxBOGw73Su/jMQojIuIZct8OjH07jcGo+/vGWNBoq4i1V6S5xMNesN+NjdihMvpjT1+GzRb9N92KLf5gdDMpPjX/2P/i7xYt5yj9d55rKRvgDoJlvRQxCgnUhN1wjhHi9r0VilZb/KJpUr4nPuqKNWgc3lUsvwtJt6WStmt6bVQF2CH6grFW+3kkzlTgn+R/civHu3DobE5XSgFwx6fB6W5ywjhzmmc7BjZeLx+VysLUUJ9/pYmLNmAgaH0zx8OEoikWEw5GU0EmJiPEwmk2d+cRspIZ3NMzbWe2a7Hj4cJX6YIZ07v9R4Ia8zMdWPYZgMDASZebOCYUic7iN5ohVF/XF3mvGpAfwhLzOvVisGufWZZqy7oNQPlme3AHj0o2nefrPIw88mihuVpBOVM7vyZOS5gGC/vyz6RROpWG1s2oUt+m2uJPFEhlQmx8hgsKac4+lsnn/lP/w7vJ2/uBJrpC9ANp0nVqr0KanIK10vPR4XtyP9rO3Fa8pQ0m2FuM7CYVv6u5ZaBqjdlKvfpakcXrzYuTQycDgru9FVQlGrXMdj1bc1TUXTFNZXqrsRBfxuhvt70ITCxEQf21sxjILBzNt1bt0d4sU3C4TDfvZiKQJ9PhwOjZvTg7idGh8+bHLn1tCpbd69O8y7mXXLYKIpPHkyzuvX1f3+TQlrawdIU+L3uxkeCaEpKiBQVQXDMMuuPtlMnjtPxzFNSU/Aw4ufz5cOmEefTRbXgUc/mrICbbEs8qVHqhDgdGrkM9ZARBWSwBdTCAVkXkcA+YLB+++XGBrrxelx8ujLm2QOM8y/XKpo90m3JCEEmqZy77MbqJqKbti1TGy6D1v021wpfucfvea/+Gt/RCxuWV3CvT5+41fv8c/9+gPu3hw6JWRy+QL/5Ks5/vDlAq/nKn17NUVwa6QPn8thFWQxDAwk27uJI8FfI16XA7/bic/tIuRzI6W0ps7zBeY29nixULsFMqMXLl6oC9DOTWfXvXSR1m0b1YyMQY+bPr+XzViCTEHvKjcyZwviC/z++t0pdONqDLDPQ1EEw4NB/H4XSjHw1+d1cu/eCAiBS1PwOB2kE1kiY2FWl/dIpnI8emZZsXOZAtubcQaGgyQSaaZuDuJwagyNh/H5XchPO7jdDrxuJ/HdFALo8bqY+WTNClQLZtUcankqSdfNc93NggE3mVgGI29gGpL1hb3ydxKYmB6gbziIL+BBLxhW1iAEEugbDBDdSWBKyUyVYOKHD0eZ+b4yrebjzyZ4+7O5is+cLo18sQ7LnWeTDERCRCb7ePFHcwxGQgwP9zB2e7g8kBLFlJyR8TD5TB6hWi5Gc6+P9vXZn35w5jHb1IddnKt12KLfpquRUrK6ts/y+j7/5Gcf+Ud/+L78nVAE+wcpfut3vuO3fuc7pib6GR4OYpqScNjHdzOr7EQPMUzJ508nuD81VM6aIRTrxbG4fPSCEQLGhkMc1CH4P7s5SjKbY2Frn51EChLNZ93pJjF2HmHltH/tVeDqy7yLqWbFD3icLG5axY3ujw5gqt1zJpyaSrUULYLarleP08nM/Fbd+9XNq2+NDQa9rMzusr0dr/q9y6nhUVQSCeu5dmuyn+2tOJqmoqoKQ/3+8rJ63uDD+01CYS8H8Qz3H0YYHwuDlAR63KSLGXEKx6zcJwvA3bs7wqcPW0yN9+Pzu9jYimEYJg8ejKI5FKSUCBPyBZ10Os/OdhynplAwJW6/k/CAn8HRXnQkhiH59Gkbh8/Jp49H1/fx4zFefL/MoydjRKtk/ilRbRak2ixYRVVgCVtrB/QW03oGwn5ev1xjaCTI9tp+xXqPPpvk0/tZAO4+nTizHTY23YIt+m26lj/62Rz/xV/5A1bXD3C7Hdy5UzmN/OTBGFJKZj9tERkOsbV/yPx6lJsT/aAI+kI+wiEfDk3F6VDJxgukZZ7lzQMAnt4bxedx4nE6SGbz3Jsc5PtPpy3yEpiKhAloToZcPsYjIZajMSYGQnxXhwW/VropwPI8lO7RjHVxNYZUTVLlINf2E/T1eIkepvmwvstYX/ekFHQfKgznPYwMBNA8KqoUbO8csrWfqHDNAEu0CQHTo33k3JLZ/SgPewd4uVn/vViokjnmqpFK5crVdKtx79Ywb14eBbYurkUxDAk5a0Zx6uYAj55P4PI4mLo9DEiEKhhM5/EFPHh73MQSGQqZPKMTYRwOFcMwiURCGLqJy+0g0OuhoJuMRXpxujXuPoywurzH0uIuqqowNtrLq5ni9ZES1ThyuQEI9vlwO528KVbw3f1Y6YZ5MiVnaVD7aW6bvvFeHGdUv93fOe00phsmI3cjBIIePn5tuQeZpknk1jBer4PSMLNUkCyfL868VntwHD+IKgNWG5tuwxb9Nl3JL76e5//y7/6d8jP1yZMx8rrB/ZvDmEgMw0RTFGLJDKGwn714mge3R1hei7K5l2B+Lcrd6UE+LFlT0E8fjbG4UWmlEQICXjeb0QQ3x/v5fm791JN6ajRM3pQs7BzAjjVYiMZSSKDQJivhVbH0X1Wu6FilaSRwY7CXaDHV7ObBIV9Mj/Jxe5fDC4It2942KYklM8SSZ8+ylZ4FEgkSFtb3MUyTm7d6OUxkG9pv4UrWmajEH/Dw+Ol4OYUoxVSVBd1AU1UOY5UBqMYJl6ZMrsDMu9MDpgefT/D1d4vcvTPMbDHVZzU0h0q8eP5nPx2liX14L0Io5ENRFdweJ5qmWLFRQvDg4Sh7uwm2ty0rfaFgsLt9FHPgdGncuTtSDoZNHhwdw+On4+zvWcGy2UyBbKbAQH9P1bYNjoboGzz9XXiwhx6fi8dfTiOBVDzD4vt17j0dpyfohdkdCnmD6QcRFj5YA5Bqs2fy2AvDNCWPfuVOecaqcKWrlttcV2zRb9OVfPXtIo8ejJLP6QRDXnJZnbXNA1LpPJmiher29CDzy9bLaGwszMu3a7jdDsIhH+mtGKljxVkcqsKzO6NFa6H1oPZ5nCiK9fKQRx+XiQwGWYnGKVQJ4hVQ9fMfElck3vgUrRpSDfi8mFISTdcX/9FONFVBUxQcikLI40ZTFRRFQRHWDNLxa2aYJi8+raMqggcjAzhdGuuxOIYpMaRVLbVgGOiGWc5H366AiJPpD2uhlHElv5cnXHTFqJf8dbD0Z3PMvDs77ehUf+jc9UWV2JzbD0Z498GKgVpeiXJjPIzb4+Tj7GaF0IWz8/CX1gfwBty4vU6mJ/tZXdvn7ewGT+6NlkW/z+emkDNQFIFpSvqHArx5u0Yg4Cbc42Vl6cgNMxZNsr5aacBRFMHoRB8Abo+DbMZ6Ryx82CRxUDnoCYS8BHq9KKZZHDxYfS9yY4BEPIvT62J4vA+HU8Ht8TF8YwAkiGqxVuKo386dCFT+/Kf3q54XG5tOYot+m64jn9fZ2zvE6VDJZQtgShLxNKPDIeKHGVKZPKqq4PE4GervQTdNPG4HumHg8/qq5qvWdZNXs5XWrKf3R0mVsjhU8f0Mh3ys7Vf3F/W6HaiaSipX9eumKNhZH1rOkMfPTXcYKSRuQ+PHY6NIikWXODYQOClqpSz7AFvLSYQQxFNZhBDopsnNcBiwshmdV6HzfA/1yu+SRoF3O2dbV4/j0IXlVy3BxCSPyfdz1QtSbeye7s+GKfmwfna9iof+PpaKwZVCSGsmSohisLBg+tEg3+7V709/nGYyVu3GUuzGGoul0XWDq56D6qIsTJp2vrvgcc1/78kYsVSWD4tHfS+bLbBczPwzPh4mGPRa940pMU2Jw6mytVU9nqCEXjA4PMzy6u2xwcmxZhumJJk5MtIkl/ZwOlWreOExwX8WUoiq2YluTg9UiH7NoXLrQYT5mQ3Wi+k5/QEPk3eGEAgkEgPoHwmx/Gm7XLkXYGSkysCySrd99Eu3rfpt9oxtyzBRMK9hca5OHJMt+m26ikwmz//t3///8uLNajlo7MnjMRaLD/5AwEM8ZU0l94X9bEeTeLwO9hZ3+OzRBPFUlq3dOKNDQYYGA/T1WUFqLofG5/fGMEyJEFYaO+FUOExb2zqpOSSwvH1QvZECQoO+U5V0W8V1cDnoNnocTl7MnF2ZtRkWinr50fAgS6v7ZKsMOuvl+b3Rmpc96a7Rao6LSinBkBKK4ghaU1eiU/nyTcAhxJVJk1uVC8Tl8cJVVVcvXr/7z8d593Hj3Bm81dV9Vk9Y2UMhLxMTfZimiWHK8oAgGPAwO2e5+5wswAXWYO3OwwimKclUcc+6f2eEN1WLbFUJzpWSoUjo6IPiSD6ZyTM42Uco7CO2d8hhPHPK7WZkIsy7746y7kzcHMQ0DIK9XgIh71HmoSqzQhIYmuijf6SXxGGWg71D3r6wtuXrcVdpu41NZ7FFv03XsLQW5Tf/xi/44z+Z48mziSOr0LFnvCJgaqIfXTeI7VvWvVL2iM29BBs7lsUpmc4jpWR978iy2d/vY/fAWufp/TG+m1uhP+RjfCDE9kGyoi2R/gDrseqZwxVBywV/j9vFYNBHXjdISVv0t5rLkHRvt3Z4OjLEu+XtixduEfISjuyiIkOtEP2nCh1dIk6H2pKBWse44PSfDII9iUTy4LMJZmY3G3LZ03WDldXTVva+8FFWIKOKYF7fjFGae50aqSzyFQx4mH1/Vk2V042UpmR7I3ZmG1VNYWczXlzbciG69WgUp9NBPlfptqOogpVPp2cXImOh0/tVFLa3D9nebrbKhI3N5WCLfpuOoxsmf/k3/5i//jvfYhgm9z4b5ePMOg/vRVAUgc/n5smjMav4iarw7WvL+uP3uejxu0lmLR+bHo+DyUgvq1sxTFOyuZugr9dHtDj1HxkIMdgXQAHcTqvr78VS7B1zDZCA16kR7vWfKfpNE0Z6e9g8aPxBrwrBsxsRCgWDrYNDduMpkknrOAZMP58PjvDqYPtaFA/qBlaTcZ7fifBq9uLibM2wlWs+ZSvA7NIuP5qI8P3e1rl94DIM1BeJxlY4MXSyUJjjiov+i87cRedWOFTevK5mUa+NswoXHu83F43p1BOzERNjYd69ql7Mq2qfv+AkVKwjraxNcx+2ePB8goNo8sSykr6hgOXHf/wYqsxWnLfbbip+Z2NTwhb9Nh1F1w3+zf/o7/EHvzgqlqIgGJrsJxpNsLOZ4OHzCV4X0731hX3l5ZKpHLfGh1CdIRyqyuLyHofJLHduDuHyO8kXDLweJ7m8jt/n4tPCDumsZdV5+rCK+4SAx7cjvF7Y5M3i+eJwJNic6Hc6VF7MVU8xqJsmb+c2+ezBKF9vtT4l6A+RvGmgXMLTLppKX7xQDaSyeV7NbnD/7hBvts+eObgMt5QLRWMrZH8H9ZGjBYXBOslFPeCiQVs1MVsPJyvTljjeb7we57nbOF5Nua/Px/s3ZwcmN4MQsL64W45LmXm5iqII7n42yceiW87ynBXPEB7sIVoMNH70fJy3X82fud1qXORWZVM7hhQY17A4VyeOyRb9Nh3DNCV/8f/1DyoEP1KSOcyxsraPpikMDgcqUyEfezncujXI6sYBmWzl9KyUkpfvK8Vy8lTEbeXN5nM7uTs9SDLb+Wq4peN993GToVEf28nWWI9bzlVzg76E56sQrTktgyE/LodKPHd+KsrzKp22igs0Y0vwGxoBQysHVt+7PcS3i+2JwTiJekGga7dzUQ84aUU/tX6VeCanU8Xp1HA4NBxOFU1T0TQF1aGgKSooVjYoRVUQwkpiI4SoyI7m0BQePxkHJKqq8PjhqJVWVFp+/6Zp5cc3TUmvw8H0cC+GYWIaJt4T2ZiEEEex7oZkNNILojjgFHCYyDL9KEI+bxyr5wADgwH2tuKAZOLukGW9FwJ5IuA+nS3w2U/vsrsZR1EgPBQkeZDGF7QKEKoeF2N3IyBl+RgAnD43I3ciVlKAYjwD0gpwtn36bboRW/TbXBqGYbITPUQAy+v7/J1/8JI//qbSenL3xlC58qKum3h6vSzPb/P5Z5Pk8wYOh8LISNBy9XEozC7vlAPZHA6VUMBD0OdBwQrSq4V7N4aIptN882mdu2MDTA2HWdzav3jFJjhXqxW/1A2TnpyDycgoh4UcK/E4qXznByU2Z6MKBb3mnnc2oyNBvtpch9j5y12Kpf8i1d+CNuR1vZyKFyAey/D5+AhZafBurbYsRo3SqWJ4mqpYYlpV0FTFEtGKQFWF9bsQqMXPS5+VPheKKNfz6HE6efx03BKzxUGTlBK3y0HuMIe3x82tp6MYRbGtm9IS29KqdyICDoKjAfJ5g3xBJ5/XyUjIGDoYOtRQAkHVZVNxGZ7RfpYXzs4gVQv+oJvkYWVje3rcLJ+oMaCoApk7PTsRCHpZWdwlEPKytLTPrdtDJBNZTMMk0ONmbWEXRVUqZkb8QQ+bq9XfFecVTLOx6RS26LcpY5qS3XiSTL7AQNCPz33+lGwt6LrBh/lt/uTbef7BP51hJ3qBS0yhUjDNL+2iaQrfvlyuurjf42RstJdkKsfmVoxo+pDo1iFDfX7GJvs4yOVQiy/V/VgKp0Mj0OPG53fy/N4Y8UyOdxtHL4WPa7uoimBqJMziZnuF/1kMBXuIpqxUcavbMVa3Y4Bl5JoI+xno60FzKczHD9hrkTuJTWtoWWG1GvXTZQTyXjRDIo5PUUuJpio4hGURdqgqqhA4ioJVEwqqEKjlfwUCweFqpV/10rp17z19ONbqoznF+HiYoeGiZVmUE79UnllRObaRyHKKR4k1+DJlsb6BaWKYJrop0U0D3TTJGwYF3fpXN63aB9Z5NXg+3M/sy8ZjTZ7cifDmQ+XM5rN7o3z3zSJIePxsgncrZw+cgiEv0f3mZhMdmkI+37jIVVow8KrmxpTP69y6N4JhmCwWMwmZxslKAxYuj4MHzycRisK7lyt8mttm+vYQi+/WSR5m6Iv04nCq9A8ezUK4z3FbusitysamE9ii34bDTI6/9N//gt/5aoZ4+shS4nKo5enToNfNQNDPYNDPo8khpkf6CPk8BL1uejxOTF1ymMwyv7zL7OIOK+v7rG4esLEdP7N4SzWWq+RaPitQDCCdyVdUgSyxF00SGulhbq2K9WgbnjwY49u16u4Dhik5zObwe5wVuaMrad8D/SyXDQFs7yfZ3rcE0r0HQ7bor4H7oQFCipvUYftnSVr1oq9Vyl+GpV+5wP3l3bsN+lUV3TCL6UPN4o9OAShQk7G4Kpchm5aTCVaisUvY0zEqBofNHeXJ58Wze2O8eXkUmHvR1hspjHYSTVObEv261vyVrjbgni3OGo8cT+fJ0cDuOLmczszryliC/WKQr6GbRHcs//6ttaNUzrceRJprtE1NmFJgXkOf/k4cky36f+B8M7vKv/7f/Pfsxk9benLHpiez+STbMesB+I9ff6pY7u5IP+vftSBNoZQtq3LrdKp8PMct4CKD7G48xb3xQebX9qrmmG7WoHuehVbPGQjg84nR8oDJijsTxd+tgVjKLuJVEyHFzffv2pu1p0Qr0ldCRaHPc7mMTJcXHZFhmHUN7OvhMlJ5dtoi22xcxknRvnTCneWi7bdi4OhwNBcMbbSgDee6oZ3Y/L1n4zgcGk6nSj6nI02Jt8fF2PQAhwdp4jHLmGKa8pRLTx0tamAdG5v2Yov+HygFw+D/8w++5i///a+afuh7HY6WtEkRVnVERQFVU3EUfV6llJavq6JYrjqagtvpYP8gyfqJ3MyapjA50Y8n4OJFk4GAH1Z3GAn3EAkHjgLQAFNIPC4HT6ZGjgWNifIz3oplK/oDiBO5TY4t8+J99cw8C1v7DAV9vFvaIn9GZgyA2w+Gmjo+m9Zz2Zb+y4im7mTqwXYNJo7TMpesBmn2Ch5/fiuK4PCEX/tFj/dWWPovCha+iFYEpJ/XT5PpLCOjvWyuW1b6D2+tZ+/0nWEWPmzx6PNJ0pkCKxvW94pXAwmxbJ6A10nqsPpcVSfrS9jYNIIt+q84+4dp1vbi3B7tx+OsTXzPrGzzb/+3v8eHFgTIqYpCfrfRyftKhKpwmKptW48fjzGfOWRwKohT0xBYfprb8SSzsQOMaGvEwub+IZv7J+IQ+hRyTW7fecFLstrMy0kuxZ/7PK6KIesS29kqgVyrCDIuQXR0clZd1dqfTrPTor9ZzGN1HO7cGGTu/SbTNwetgF8hEBfo8VYMrJrNgNQK0a+oZ1/Hw3iWsXtHor9EJpVj+u4QG6tRRif7y5+bx6pcuz3niH7g0Y+mys8YKWHpwyapw2zHZ5BsbKphi/4ryno0zn/1e9/yd3/xjrxuMBIO8C//2V/ln31+u2o2CiklL+bX+Zt/8oa//92HlhX1GQr5WX57unphIxi6yYPbw8wv7Z7KfOByaiiKoKAbjI6EeLOxDUKwU0UcO9us8pyqRs44y9f/8riMdI3nN6Czu6+VZk5Tj9PJgM/HwsHBxQvTuvFF7e49V+QiNMheqv3pajsv+mu/ho8fjYIiMKW0XMmkRD02KvN7XUzcGmButfZncjX3xXoZHwrR5/VgmiaqqjK3untuLNZJWjHboFwwuqk2ID8+CDgu+o/jdJ0tk4QQFfETAP29PlKH2YuzXtnYdABb9F8RPm3s8X51h62DQ2ZWt/mjt4sVlTo39xP8a//V7/L//t1e/sKvPeXxjRFuRfpwaRr/6OUs/9nf+xkru7GWt2vI7yNBbYLoQoRgZsmKDVCcAlVTUYsPzky2wMPH47z8tMFsIt6a/V1xrrfcayENaBqvw0Gvxw15SORO1ng4m1ZZ+s0ar+51F/3r+4m276PTFtl69G7WMHg/Xxk/dXO0DwCHprJ7kGR5vb6sY3oLYoP29pKsLx8lYbh9Zxi391hmG1n8nwQUKJV0swwXArem0HhNYIt2uaFpzrNlksfvOt0OpRR71Zbm/CCRUsGUV7ueRjVkB47JFv1dzv5hmn/vb/w+v//q08ULA0s7B/wHf+sPAMuC1eNxVWTkaSWqIpj7qj2VE00JZsGgnG9FiJpF7vhoGGmY5bR/VWnmgdwlD/NWWvpLh3QdJaSu1q/6x70Boqk0Y+EgL3e2al7vsrvGdRb9/b0+NnPtz07VkorCTSCltPLwF1MLa6qKqinFHP0CRVFwOKxCWIUqMT6GKXn6YIx4Is3SWv1phgttcO+Zm639ngGYGu9rug0XiexsQefhZ5Pl8YeVwscqEgYSzVXdPVarEqTscGrcfTLG2yqppEuVeDsZC2Njcxa26O9iCrrBv/T//C0WtxvLF29K2TbBDxD2e8nI9lviSiSztbnUzK9HmYr08uz+UY7vk3m3VWfjvsJOpXk/YynB73ZiFKs3SikxTIkpzZrdUUrW4F6vh1v94aPPpSRb0FmPJ4hlzr/+Az4vg34f77d3kRL6fR6m+sK83NhsiRjoBjJmgdH+AOt7tfVVTVFYO4iTLeiMhYN17atlErzGDR2f7WsUp6ainXAJLOWdLxhGxyyWXrcTLkH0qx209H8+FmFzPUbOCeVUp4YOdRjfC7rBq7nGjS96E6k2SzQbyNuKwetF7jQLn86PYXv8bKLq59qxd8XQWC8Dw0EWPu2ccuspoRzPsmZj02XYor+LebW42bDgvwwus5LlnTtDvKuWc/8MFjcOWDzH7ehZE0V/mn3BARRMkwPt9CDm+d1RvlldR2CJEaVYwIhjBY2EECgIdnNphnv8SCn5drl6JqCbfWHCPg/LsRg7h5X+0feHBtg9TDKzdXReo6kM0dQ6QwE/wwE/L9drs9j1ujzc6T2y1s3FouxnrQJjEz1BRnw9FcubUjIf3y8v007eHewwEPBCjW7OqhBkCzoAqWyeZ8PDAGwmk2wnK4tIeR0ObvWHEQiEsAYML3eaF6qqFHw+NAJQ3rYo2aTl0YyCQPD9RnOzbU8Hhph5Vdl/1OKPA3izvdYRW3hvrw/isbbvp1OW/h+PjfLqXfMzpUaTA7/zMoTVinpOEG0ttGLCqunYjDNW1zQVp0tj+kGE969X2do6373Udu+x6WZs0d/FzG00V5a83eimydiNPiuVpZTsbibKAbhujwOvr7JaocQSsrmczmG8vhmIRKG1hZU6nvnmDJL5fLkqqG7lCW1qewvRfRai1vbCXg9ep4O8bpDM5fiwdXb/2k4k2U4kGQn4GQsFOcznmdvZq8inffwl2+f28NX2avnvp30jeDQHEX8P326vs5KMndpH2OVhsicEwspvXyFssdp8tD+rAqoiRDEribXsx4PalHw9pzGnG/gdGpmCzsLu0aD77vjAKdHf5/MyU6U4XLMoBXj/5uLaAooQljpvgovESSe0S1/Ix8xG89nFauESbRcVfJirzwXmLKq5/JzFv/hnn/Ls/hC/9d/P8E2xEFU9659FsxV1TdmCWcU2dVRFU7n5cJSZ16s1KfnyIrbqbxkGAqNb/GpbSCeOyRb9XcypVJFdxl4iVWE8vT3cw+ZqDICph8N8s1E9T/7jUF/don872j3nwmyBS8VZZHW9LdsVwEE6w0G6Psv6ViLJVsISuj6ng9uD/ZhS8nF3D1NK+j0epoJh69F1zHvmVdQSrOups61i+7kMsVy25qDVU0io9U1fV/EfAWO9Qea2jwITP58a5euN07MpnfapN6WsXl60Drpx+DsW6eXbpeqzVye5MdhLv8972oevhKwc4kvT+ltKiTQlgstT/U5VIV90m6vXrWh0MEiP38127BCnptEf9LKwEq0r+87d6T4CPoWd6NHgNZ/Xmz4DQrEG4g5HY5V5W5G9R1yUm/QizmjCejTB/lK0Zned0nKdzwplY3MaW/R3MZl8a63b7SYdFPSHrbRnC4exqstM9IdYfF3dgnfv+Sh5p0QRCgpHVl8BvHnTXKGtUzSRfDzfRtHfjQKsRCpf4OWaJeY1RUFzCfZiafayjbuzNCz4AQTc9IatuAhpYkrL1UEiMYqzT25NYzQQYCkZI0Pt91PA6y7//nR8hK/X16sK63aJ/nq2KkRz/aYbpUk8V7tRIOzz8PJ9424yjx6ONrxurWhC8HxomIIieblhWfhrcY8M9Xi4MRpmL5FiZTsG+0eD6M39BA9vDLG7lzx7A8d4cn+EcNCNUATL67GjL4RA0wS6bvJn/7kH/OqXE2iqgqoem1Ur/QDH6hACsjzTC5+xu5vj3/13/mFN7TlOK26jdmns3pCPA1GHm22pAKOdstOmC7FFfxcTS7Xf37mV1JJer6AbPPjxeFmllFK2ISWz8YMzA4+dUrZYnHSnvO547v0a0U2TQium5JtkORG7sEDV+uEhQz4fn92KIIqDPV0YvPp0tntFomCl6RwK+Hm1u3WmMm6X6K+nryuKuJQiXZeFz+NkYat2kdXsJWi7QVZK7ocGeP1hg196PsWPR0eRUvJu9nz3rdsT/eynM7z4VJzxqNLOd0vbDPf6a2rGP//rt3GoJlKe9gdzOjRcLvgf/Q+mMU2Do/Q2x4+jMvPmSYQQ/OW//POa2nKSVsyetiv1akE30TQre5KiiOK/1u9CEeXPVEUgFIVArw9pSvpH6ksCYGNzGdiiv0v5tLnHP3k93+lmtJzN2CGbsfpddVr9OL8+EumHjYLAqOFqbqdSbFMZyNzv8pDM5ctrfxGJYBpW1hpHMU2f3+1kI3e2JbVdgzRTyrJF1ZTn939V1HYOzqTLDJK3pgb4dqmemb3mrkGthdAa5cnoMB9nrAFmKpXj9dz5xzY2GCQY9PJmYbOma7MbS174Ir93c4DpUR9SShQhcWgKhWPFsxwOlf/d/+wnRcHfGAf7Bfp7ewj0eK1zKixffyGEVTFdUayZ2+J0wfHBlkNVifR4rT9k8b4q3ltSFl2yijMK5d/NYuaz4k+Pz4mMhI59b23HNK2MaKZhArJ4j4M0TStrmmHtSxgmDo8Ds7xda72llSh4KuPTkBIMWTXL0kaiaKzLtcdV08amGWzR34WYpuTf/m9/ryWVEq8Dlm9k98j0dl6Xbg0wrkZXtLQJwbrXk+GXRsZ5URSYm8kkmWSe+LE0pxdZ0Nsl+r9f3QSP9fsXYxFezp4tFBVFgSv0rFCE4P6NQVyqhigFJJgSo2BiGAaL0Vhd22v2yNs95jnu233evgI+NzfGwrya32BlP15zwwxT8tnDsSO3m6K7l5Sl2AW4EQmU+6ppmvyn/9d/3nKeFKUZVNm0tf2/+StfsTDfWHX2vj4/iY/NBcTfeBBhbb7x5BfSlCfiEURTncP26W8dpgSzCZfcbqUTE7S26O9C/tbPXvN68eLMHT8U2vHsbPReU4Qg0+JMQse5It49Fl3QWFWIOjz1T/Pz5Cr3+vvJFXSGA35Mv4lpWIMvUUyX+iwwUu6DpdxCpb8disK3LUjReS4X3ADNiovLSFkZ8LvRFIX+kA+ZKPDpRfUg3Xs/Gie6cfb57HE70YopcwMeN6lcAUfT6XeaO/4bg730e71Y/u1UWJ91w8RhHtt+lV25nBr3pob4tLHLy/kGYpeE4O3K1rmpN5/eH6z8QBrnuurUSy5Hw4IfWpQcods0Ybe1x8YGW/R3Jb/983edbkJXYQW8dYclM+T3sEn7RF7nZXQddIElSxUKdVUyqkLCk2MyGOK7T/ULrj6Pp6l918JFZ/nB6CCmKYtuFMeWl6AXDLYyKTYPznapa/fsktftJLuaRACp5bPjfsIDfl7vnm+pjfh7mF+1xOUhlhtFoac2n/Z20ev1nJtv/8HEkPWLOMpC5nY5mBoN43JqzK7v8v18bZmKzkJVFThH9A+E2ttP//7f+9DU+obRiuw9TT6PWnwb2MW5bLoRW/R3GVLKuoLYfgioimi55G/ULSPgd7OZaadl90rJ/o6jNJumD9jIHOJXnRcveIwvR0aRAtKFAvFomwPuL9AOS0tR4skjl6SA18VhKlf+++79oXNFf7tNkulsnvt3h1io4r4RmexFURXWFqKEh3tY2T/fWlwtWLNpF6sWzbFLrGw78cPK/mCYJgGfm1sT/RhS4vQ4WNne591K6+o7XFQwMJs/379cUdSG/flNU+Wf/P7HhtYtb6MVFXm7TGR3W3tsbMAW/V3HTjx15VJ1thtVUVov+htcz+t2QBs1Xhd4zFwptBa9WDNGffdcPJnl07E8/p3kpBA+GYdwofvOJWiTxXice/dGcAhhxSBIiZQCo1fl65UNHj8cRulxwgX2jmqiv9kc782uv5NIcufeMGvROIl8gacPx4hmMqwsRJkaDRPs9eJzu8igs2dmCfmcLfflvShzTTp7tuhXFAXdpDJXv1QRCkh58UDgd/5O8zPTZgtiUpp/FLT2otiav3WYUsGUHaqi10Y6cUy26O8ylrdtK/9J2hIQ1eDzvZTVpV1clZSd3UKr0vT1OjzsnMjucx7dZMXr9oBBVVV4ODbI8swWg30BdratXPOTj4Z5v7WHlPA6FoXYxduqdqzN3jPNiv71/UQ5XXF/wEtBkfT2eHDdHeT9xi5ziQNcDo1cwRLe+ZCfh/cimKbJ+9nWVOXVLohr2Ng9BAarfje3fsjkcIDSrfTx/QH/5V/6E/78X3jOl798fg2DmbfRpq380B3uPa1+9HbTM8LGpoQt+ruM5d2DTjeh62i2xHs1ZIN5+pQLptGbpaliVT9AWuHeA+A1HOd+//l0hLxiYCJRUfAZGrRGrzXNSXFhmCZOTSFfTMnoySt8PjDMd7uVDVaE4MnYMGuf2jtj8eTGMO++Wgbg8HCXe3eH8Xqd/OHWZt3m0KqW/ibVmtGklfnWSB9+j4u8YfBuZZvd5Gn3v5LgB9iOJdmJJ3keGWlqv8dRtfPvg3/wi0/8j396B1WcttyPDvgxTclf+6svmf2wTSJhuYr91t94we/89mtCvT7+j/+nnyKUyvOUzwn+i//8j1vSfsM0m55walee/kaxNb9NN2KL/i5jc7/+HPbXnXrL1ddEgzpBb3dAsa3566JVXSOZyTMRDtHb50GVghfHgnpvD/bxTXK9ohjZgNPXmh23gJP3RzavcyvSx/x6FIHkIJFGUxV+EhnlFxtWwOjz8RH2VxLMfdfiStdVkHmT6btDOD0OXC6Ng8UDPr3ZYCLoYeL2ILmAQjaRY2/zkP6RAM6Qi/X4IVtV4hDeb+9ye3KAueWjgN9mXWV0vbF7+vGNYeLpLHPH3bxq7I9SQkEx6Q/72duvraLueVxk6Qf4T/67b/lf/bnPEMKyrKdzBfIFkzfzO/z0swnS6XxZ8APoBZNkIU8ymWdrM8XoeClg2kqz+h/+xX/UdLtLGLrRtBjpNku/nb7HphuxRX+XIfwKj58cVQ4VUHrGVhaRqfa7PP5RZS628gOtlLvZtNKklQqRGIaJYZjoxZ+CblDQTQq6Tq5gtK3yaC20Q/Q3mrEkZzSXKeYibM1fH62ypr01d0AFYjDl6wXg85sRZrNRZvK7p2ZgzDZUI346PMzGfrziMyEEuZyOpipn1oeoNhPm97hQFIFpwmCvH7Mg+fhpmy9vRYjvZ5i9BLFfYiWRYD+e5vOxId7+0QKapjA6HCLY48ajg9zOsbITI5nJk4hbATNen5MfPYqQkQbv13Yxiikd87qJz1sZdO1q0uVOr+OejoQD9Po9uJwa382vN6Xr3qxuMxj08TQyxqu3Z2f/qYVarNzvFnb43/8//n7V75LrKWbPyZP/f//3/mHDbasFqzC7aEp5N/ssaPVbxrb0tw4TQfNzQd1HJ47JFv1dxnI+wc8Om0vfVhcCS+yc996U8GveMWY/buPQ1PKPpipoSrE8ebnvinKBGFH8q/Q8F4BQxNEgpriQUqrOePwzUdqOlStd8YfKbSkJdoEoD2KOviv+Ur6ZZHmbx8k1aLHXW5FP+hyulE9/V7S19Q/N3VySx7eGWC8cspevnqmplYPg6f4wApjf2iNTJctK9DDN7UgfAbcbsI5YFtsgAa9Q6Q/5UBRRvm+iyTR3pwbJFXTi+RyfZncASEezrK6eHzfUH/Ix1h8krxvMLDWfYWY/nmakx4s7rvP0zgimbvLx7Rrbx/y4ewIeRsI+Uj6Vjf1D0qk8M1+tADAU8tA/EkYNOlCK1/vJw1GEAUtrUdKqydhUH2GfB2lINjZjRGO1x2cUCmeL/tG+IP1BHyBZ2TtgPZZgPVZMO9qCrrcTT+HUNEIBD7FE4xkCLsrecxEH0Qx6obNpkVVNwTjnWlxE05Z+2+Ri8wPAFv1dRiqf73QTTlPUzJm8XlWUXEUelnJn10mLXMjP3v5VMmZ0wTtSaYPoT+oFvo2fbwk/0LP8yq0xXn5qvoieIgS9bjfhMQ+6afJqafPUUc1tnu13PxkIsrYbP/X51EAvfuFgYfkoDWZ/r+WioSBIZ/N4XA7S2QKKIhgI+MjEsyzM75JYSSCBqbFegoN+Ztd2SWdrzHAkJQG3E92UpAs6bk2l78Dk7fzSmascJjIcJjJEnp8OHI3HMsRjpwVx/3APNyfCfL+1Q75gsFj8XFUEDx9EEIYkFkuzvh0/t5fkTwhNIeD5zVGWdw9YO4izdnD63LaStWgcj9PBvYcjkDf58Gm77nurGcE7GPKhqp1/8DQr+pvGDuS1+QFgi/4uoytFP5Y70HWi0Ywd6jWcYrzKdPK9+if5NX7lwTgvZxp3lXFpKqqE7xaOZvdCPjdjfUEUIXi9vHVhjxNnuHYs7h7wxeRoWdQ+vzPKV2+tgNoHYwPszVcmDdgt5sssbU0A62sHrK8dEBntpXd8kK2DQzb3qhfYGh8KcUO6mP12GZdHUsgVeHhrkGQsw+ry+UW3ysdSxwXd2zrEKJjknZVC0TBlRUXzzx+NsbISrbCkOx0KCEE+b5Av6OWZztG+IE6nWnE9LoNMvsDrlS1UReHBzSE+fqpvhqVRF0i/20l6M42c6GyBMwBVU6GJ+trNW/pbi635bboRW/R3Gbup2qelL5WucOVoHY26Z3R7ekSbS0SAaHAwfCfSj9/vYiefJrNfOXsWS2eJpa2Ayl6/h74eLy6H9ah2axqGNElm8iQzuaIr3Nn7+XZpjTvT/fS4XBULftzYYyDk5SBWW6G5jfUDNtatQcKN0RDh4QA78RThHg+aUIhHk6zMRRkbHSCbKZDNWOJt9lV9vur13l2DE72sbp2fRum7+XU0VeHxw1EwJGiC2fU9bkf6UIWCIgQ7K2s8mBhifjtKtnD5s5nTQ2Hcmsb8drQhV52zBn7ncXe0Hz1RYK2QvXjhS+CiDERtp+XvOPtdYdN92KK/izjM5ViKxTrdjOpcL81/tXznu5Uf+ADIIRQWV2qrq6EIwe2Rfnw+J1v5FG8O9yALSHjkCJ+53kEqw0HqfF/vW+Gz10cIZrejjPUFGQocWXMNU9I/HiQWT9etdTbWY2ysxwDYOfa516WRSTQnIOtNu1hrUSfdMPl+oXJG5uWCNRugCMHzuxG+X9ro2GMuepjGlJI7I/28mznt3nUR9RojnkwOM/t2o3ztu+FWbjYuoRuO4Tjd1p6rjCEFhrx+J7QTx2SL/i7BlJJ/8x//Y/Jtzg7TKNdNIzfq3tP+03CVHmzXrFPUyaQ7xGb6fH/vm0NhXAEHC4kYr7O7ltA/xi+HR/n+Q3OuJLW4NaxF4yQylTt/u7rDk8ejqAVJRpiQ1llc2jtjC2fj1FSeRPrZWd5nscnA31pdNEqh+g5P868wU0peLW92tDfHizM7Od1o6AlQj2vLo4kh5t5tVjzTu+FOttx7mqEz7j0SUFSBqihWML2ioGgC94ksUzY23YAt+ruEv/iHf8hvv3/f6WacyXWzjDcq+kWbRbmWg8+HR1BVha/XL9evuF46FaimCIFDUVCE0tFUsrUYpQ8ceTaj1WcDfhIe5fv3zV/jWu2j1a7X65Uj15j7kf6G9n8nEubdV4sXL3gOd38yhYlk9Yx4gfJyz0ZJOySevGD21TqtMpS5HBrpfOP+5K2iYbfDGmdIHowPsvhhu+kqxCWEsCz0iqKgqgqqpqAqwvpMVVAVBVUt/l36XLFcqhTFytqmCIEQAnfBYGQ0VNFPj7J4WjmrVEWgHxxa7yMpkcUfTIl6mOTO/Ujx8+I7SxazXJV+zNLvIE1pfVf8LLaVYNjjQppm+XPTlASHA2w4rbTWpRTXpikxiimvzyJpa36bLsQW/V3AXDTKX/nuu04341yuWyCv0aWDmO2DJNsHSfoD3kvbp1vTeDg+hMCqHPpmrVZrbWfO4Rf9Y3yzvg4YbNJ8YaNG0Wu4KQbcXjbTp9s45u3hdZMW/hI1W8er9HmXpnJnpB+XqpJPNyh6q3SDe88n0J2C1HqibJUXQqCoAqEoR2Kx+PNmZRujhu4kPCrvlzbQVIUHD4apaaUacGqNi/7nd0c5LOQxTJOCYeJxaMwt1Ba4fJLjol9TFZyl9MiaYqVIVq1UyWUxrVgiu9fl5smtCEKIsluJQ1PLfdTt0Ehn8ghdcvP+MIYpCbmcxDYOMQ2Tg2iS4dEQumFiGpaotcQvRZFrluu5lH6XpkQKYQlf02DMobKz2N7qzo/uD/H2j6obx/pGQkRpvdIOT/WRiJ0/GLWxuSrYor8L+KsvX3bF9Op5XDdLv9GgG9Vl2baVM3KD3uwP0+v1oBsmbza2WjJ48Tgd/GJ/FYAJX5Dx3iCrtaQp7JjTanf0Rb2Gc6/lqp+jtK7j1DRyLQgardXKW80q+WCgn5k3rS3UFQr7WE2n2duqEiTc5OGWChTqhsnrgz0ch60J/nTV6FrSF/Ay3Bew6o4U+/9+NsP8ztFsTiTUU/799ng/bo8DE0tI66bElCa6aRVBLA0USn/jEeVCbKUfchcPRp6OD/NutjJ97J0bg3xctQYfz+5EeD1beZ2dqop3O0++0TTMJ+7/akXiWomUkr1z3MdMU9Y+7VXPfrvWFfSHgykVTNnhQO820IljskV/hykYBr/78WOnm3EhrZoO7hbOqm56EY42v9jAelkMhHyohkq/z4tW3Gcsk2Vu98iS1o5MQiupOM/Cw3wejFS+1KW0RI4o/SlxOJv1wb3aFOTFA0ftjIwk+/kMv3RjlJdzzVv7a+0GyWwer6ag60d9fyeX5uajYXaXYyQOGwvCXY7GiTwftVwmkGzHkqQTtWUFapaC3popSEeNon+4L8CrC7IFlQbsI30BvF4X363Ufo2DHldDz6Zqsz3Ht1PNLTFvGNyb7ufTh/OPp1aUJgNxL2JsvJe1b+fO/N40zPaI/mtm8LL5YWOL/g7zx8vLHGS7I2XaeTRq7ehWKizkAgb6/ChCoDoUPB4nDqeKoggOoikcTg1VFSwsRlFa6ObkdmqM9Pbg87hwutSyaWg/l+HVnmXROs/i3qw/++fTEQ6NPKY02YkfpYp9uX+xCHAIhR/3jjW1/0Zpd1xFrRg1uPdk1LMHBp/yB9wZHWB2vTFXkBL1nI+T2nB9/5D1/UN+NB3h9avVhvZ/mM5zmL6c+iLtuva15rk3aqjIXVrG3eOoS/Bb6zYYa1Sl+QX9WN874/BamSZTaXPKzZBX47wEsKZhgqP1+3X6XHDYOTdCG5tWYov+DvN3ujh49zhX1drh0BSmJ/pxeTUQouweoDpURswQUoGlZIyl5LGHepajLCsqYFg/Ew+DONwOJsxQKa4MU5rIYrCYIhSklEWXDYlZDCYzSz+mpD/goz/sYy+TYXn/gLnkAY24pStAs+OPvXyaT4e1pZws4VAUng2PsBA/IGd0pjpzt/TEi1yr+vxe3kR3zhRcu9k0w6EWFEWqUwc7HQq5golA4nE6uBUMNSz4LwOXSyMy1YcQUGi611dnbDBIuN9X2bdKwQilP6UkV4Nb4O5hiqFIgOVorO521DKQrEY1S7/befHrXXO1TgLUm261HoQiWHl7fh+tNX1rvagtPEc2Np3G7s0dZHZvj78/O9vpZtREoxaoy0JVBLenBnFoVmCgUCCezzG3E7WE14n4Ml/YTbzOGZaVWJwVavB1P4ko/iiQSMdYSMfq38YJVEXBrMHqeB5mHfK5JPbnYwd8vWlZL6dFqKn9N4zojr6YvWDQMxnpZWPvfDeXVlR4rsf6nR9QyRUMJIKRYIDMtwfM7jSXZrPdhAb8vIkXb+BYe/axnUjxIVp/utJq6KbJ+kFjgZ/NWPodmorDYQX6hgIeNqIXt+FddJ/JqX6WF5s/9kYKhNXKzel+5v545txljDaJ/us2y23zw8YW/R0ibxj8H373d7s2i8xJusmn3+PSuHN7iJxpWd2cpkLcyPG6DvGid2k9hFpxqCqFZkV/DX3Pqag8HRlm/uBI7JfoVNftFvceXZrnPkDnUwcXbsOpqDy/N8rubpK1aAMDSqAn4ObxnRFUReHlBRmBCoZZvu6dSrlaL7JFGXrOo51W6nqoxX2oGlIV5E2DfN5aP57OnojJqb5eOl8gN9CC2SbaG8irFi52H2uXpd+84u+K64CJwLyGxbnMDrzLbNHfIX7nwwc+7rXGsnQZdFL0374xgMfjwFTByOhkVZNvVpsLgNSbFMydRlMVaGNa8ZLY/3Swz9cb1c/19XsE14cl+qsLnT6/l43MxcGsX+9bGVW+6BlqWPQnMlnermzjczm5P2WlXkVYgyMppaX3pOWrMrN9VEPXLH7X7dfRMEzLza6NtCMovhEafi5ZOVGP/V15PPKcWb2F3QO+eD7BzPcrje27tEu1PefQ43OClDz+U/dZ/7jB0I0BEnuHrM9XGnkMvU3ivNFXxRUx6Nn8sLBFf4fYODzsdBPqollXknq5d3OIgmbidzgtgX+x0bQuGrWodQtam6xqLlXl6cAwc/GzxX6JTr3SzhMwl8l5s3TjgyE2YrVnsGlGdJaakcrlebNR+2zXZuyQm0N+9re7O0jRNC9B9HfJ0KfRrGIXDd0umtV7tx9l8kY/Kw1UZC63oE0Dp+lbQ7z7at7ahyI4+LjLoyeRU6LfbNOMkOK8fqkibX642KK/Q4wHAp1uQl3khgSTw/0oCAK6k1fvmkw1KCDgdZFI5ZgaCxMIeTCRJHI5crrBm+h2Ww0luim738R5DmqrRb+EL0ZGWYge8PXaOp+NRjjIZs6X1x1L098dF86naZw19DG0ejtv48fUjGeKL+TuetF/GYUBu8TQj2GaDY1v5AUn6aJnaaag80EmmHoyRNjtpiBNEitxdrZrj01ol4tU6tjg+ci//vS+SlV6W30xRY3pXG1srgK26O8Qf/b+fb5ZX+evv3nT6abUxFz6KMvLL/lHm9rW2HCQfZHD43Yx5evn3fYO6dX6ssg0g6oI9C4JBm2UyXCI3WTq4gXPYdjVQ9bU2Uon+bXIJJmczlRPiKmeEBTg8cAwr3erp+983jeC33DyWc/o0fu3irKQRbt80buknAXKKH0jjy970g356Mvjm/ZJBwGHi0Qh19Bx10Kfy8uA22tlYCq2QyKLueit392oGGEDaUqMYxmaTClZSdXnqtOcTml8ZW+vp5kdt4zQ475ThcpK1zwtJbR5YrRbLP2NdIRQjwen+/xclTW5ZwrB4l6MxeKfAZ+TB19Osr8SZ2szdvH6bRD9/UM9LH3cPPX5WUcjFNFyY5HZJfEeP2QkoiP+7+1G2j79PxwUIfh3/5l/Boei8Fdfvep0c+pCafKh6vU4WdiPE0tnWd1vzI+5GSxXiqst+r+tM/93Nb5bWOfZ9Ah9Li+/mFs9dUZujIbOXHd2dY98hwLcFonxYGqAl7HWFBWqxm1/H98u1VipttqkS6a+/XXK0my6BOEhP33jQQCW3mxTyF1+KtaDZIZU9nJy/VejW4KacwWdJ+P9qKqCqikoQqAIUS6MV2qnLNbJM6VVDC2jn3/NGqnpkcjm+XZ1C1WB+1+M4ciazH/Ysga2VQYR4owq4s0wPBJibzl6+ouz6g6olcXnWkGqwarZtku/TTdii/4OIoTgX//pT3m7s8P3m6etGd1Ks9lTWu6aUidWlomr69PfyiGLS9VY2D6ouj236mDI4wOsgdJOOoVxzOpt00oav6ea0atLh3HEmMZ8zPKPngq4iO02LvoHxgLsrCXqPppOS+5uyQgFsLh/QL5Q3/NpMHB+Bp5mEjEYEt5uFAvIDViSYbI/hLmZJrp35BrW8pSdUrK9UkXww5kPwHa4GB0c1jmCt7HpYmzR32Gcqspf+XN/jn/pt3+bFxs1WhY7zHmeMbcfD7F8EENVLCvVrd4wq/txNEVgSigYBkt1uj60GrVLrHqNogqB3gIzkqYI9hKpM+sVfFiprBQ7MuRnLX21AtCvCs10yWZ6wk6i0kWsWdEUnu4lcDPIwh+t1ZffvMO3ZDeFamqaRr6GFJXHuah4omG2aFau2FGXo3FujYXxpvOki9WYq4n+3n4/fSMhNE1hfWGXw3jtAnowEmJnsb5q1a0W/S6fk7397o55sbGpB1v0dwEBt5v/+s//ef7nf/tv8816824bbcenMHG/D1VRUIWCIij+K1iMHZDIHvlaj/UE2Ip3l1DslvR8jaIqSkvqDDwdj/DtWu39zVNw8NAzAAgWUpcXg/FDIOcweX7Hio8wdcmr+doNAK20Ujdqrb35bIRCUGEldchGLMH0l/2EnG4W/2n3VvqtoIseCY4GAkcvct8x2pDZ5tPOPvfvD7D5Zpt8XsftczF1b4TFD0ez1ppDZe691Zdv3hqqS/Q7HGefh7OOt9W1Agan+jmoIfWuTXsx5TXN09+BY7JFf5fgdTj4S//Cv8D/5K//deb3u1tQ6abJ7O4Z064nuMgC1Qm6pRBPoyiKgCY1/7OxkboEP8DSfqz8e7tShtZKN7ljtIIX+0fxCbcD4TrXbt09pmr1X1eP38mSSLG3fiSOFnYP8LudPPxyzBpIFH3Sy5et+G/JN312rbbnSfvonv6kNZDv/iJ3u3alKH6/ucfk3TCDbg+K24lnKMDTSAgjW2BlZgPjmH+9x+8iGPZZcQqqglAESvFHKMXYBUWxJhME9Pg9qLeHrJWFAClZmSum6VQUbn0xXY4jEIoV96D2BTDLxSdE6T8QojhJcfSZlThAHG0eSEZTLM8dpQL1DvhhpTHR331vPhsbW/R3FUG3m//kz/wZ/txv/mbHgiQvYsDtrcs/tAs1vxVT0IXtqhVFCCSyYeE7Fgrwfre+aXOby6PegXIrg1BVtX7R3zfcw5vD0y57yWyer7K1BVv3CXfd+20l3SP5Gxt4mabkwfgAilBQsASuIkRxnCXQNIWB215r4WJGKmlaKTBLP4YprWJupsQ0TUyj+Fnxd1NKDN3EKP6tGwamabK3HmfbiPFkepj3L60CX6PjYUafjqEZktTrVbLpPG9f1l7868nzSd58s1j++879EVbnjwrLSVVjfvF08RaPqhFPVndXrIXn90YIp3KgWOdPd3ST45eNTfPYor/LuDcwwP/2yy/5j372s043pSqH21m+l7W7HjSSNaLdKCWzzhVFVRXuTg7gNFVS2TyLu7VXLnNqCuODIVbna8+/XY1Oz+Bc4ct3IaupOM9vRXj16fJjfOY9GZQHlgAvpSct/4H19+2BPjb+6KhtR5bVxrnik28txdmIe48pmX/bvmxWtXDcNWx9dZ/11X0ePR1H7fXx8Mk4H79bQi/UZsw6eX8bhlmxrjxj5qKRWZLj5HucrJWz2EqY7+w5tbFpNbbo70L+l198wd+emWE5Fut0UypQEHWL+E6Lw2poinKVk/egCMHMMUv9g8kBejQXOiZSSoQQbOwk2D2sDNKUSO5PDpGqM0iwGt13VVtLJ48vZ5qkVZ3nd0bLbgenxqniqPYBmdZ15pO58mtBtqJibofjbLppzKGp9Z9MvRsqjFc5iW9frfLo2QSvX63SPxbGpwjWjlnsz+Kku5KhGxTyOo9/chOAwhmDh6Yzw7Xwxu/Gd5+NjS36uxCXpvFv/PSn/C9++7c73ZQKHKqCrFMtG5dRTrNOrrpP/8nWz1Rx1RHARCREn+bh9coWioBn06N8vbnOZ0MjTbfhur/QOt1DXscuFkYlvnAPtbElpzl5bkyTpkV/p893N6E14N7TLp/9ujjjkbC8sEOo18ve7iFJt4Obj8aYf7t2/qZOuJBurVhxbsddfqrRfKmA6/1cu6qYUsGU18/VqhPHdP3O4jXhp1NTfDk21ulmVOBUGpt27jauevaeWgYtEliOxXixt8nzmxEiI0G+3rQCd1sRBNt9V/UHzCVfjFO7a8UA8Grfki1FaSCuQje6QPSfcQ0PE1n6+vwgJdlsgbnlPR7+0s1zZ3dOdql8rlBTE9RmVb/9YLO55tiiv0sRQvCv/uqvdroZFWiNiP4utAhfddFfb+DmN5vrLB13Fbvah1+kvf2q+3rt2TQSfNsMH7Z3yT3wkH3gJvvAzYK3+eJF1y0bUzOoDcxEGl1oXDnOwtw2dx5EAEvQv36zTuRBhNHpgarLn5xJVGuMc8gs7PB8sr+5xtrYXGNs954u5rNIhN+Ynub3FxY63RQAHGf4S34+FkHhKPUZWC7zppSs7sYup3F1cNXde5q1Zl2HkX67ReJV6iGXPYY1TEk6X5vl1aZ+GrH0F7og29tFw47DWJpS3jGA1eUoiiJ49Mu3+PT9CqZhcPfxOEjweB0V66qaQi2hSKlEFqk3PuvRhTYqG5uWYov+Luff+o3f4OHgIF+vrzMRDPJZJILP6eS/+f77Sy/kdZbo13WTN6tXJ8vBVbf0N13Po8kXWynHdUdp8yXs+PFdAyK9AVyaSsEwWds/vwr3Fb8lW0oj56LQDe49F9yUWxsxHj+f4PX3K+WDNE3J69drhAd6mBjtZeabRQzD5M7DUXwBd3lW0+d24PHmi3n8BUKxBv6Kqhzl+lct05PT4zinFRdgq/6uxC7O1Tps0d/ljPT08C//8i+f+vyfv32bf+cP/oD/+vvvL60t2hkW5qsW1NnKvOadoMmsdE0rrK4Q/W1uwEXFjmwupgcHi4tR/F5n108vddMToZHnk64bXXAMF98zb75f4eHjMba346SSOTIZa8Zofz/F/n6K4ck+3BJm360jFFHW4IeZ2meWfCOhRhoPWJpfUURLYtGu+nvG5npii/4rihCCf/3Xf52frawwF72capbLh3EIARIcisCpajgUFZe3CctKBxBCoCrCKkRDMc84jb34JaAVq0mqirCK4whx9FN0JVIUUSyaYxXOkSbo0qCgm+imSd4wKBhmTW1o1rWl+TGD6LhFzHbvOUaXiotSqwq6Ac4Llu3wMXST3UI04H6YNwxcbWhLPdR6CmfeWJl7NIfKzZsD7O4lScStuJCt7QSKAncfj7HyaZtstoEUsk1czPcvV3n0xQSvPzZfI6M770qbHzq26L/CaIrC/+bLL/lXfvd3L2eH4ujfgpQU9AJQYFGNXc7+W4QiIK+dfjGUhPpF+kNK68ViFF8ueSRHrzyDk3/WhGr9aIqCQ1VwqiqaoqAppX+tH1URaIrCI8WDOFZiHlmp/cqfU/nyEUCP08nz0drSdh6vu1Q6JCklrzY6687Vj4c/5Zo4ZpEvDkRE6S/LSlg6J1ZO+8oqxhJZeYDH5jDcaY1f7h09ffzHpjnKM7PF/crSQsXPC15rwYJh8mZzuzUHfoUoCflcweD+cL8lxoR1bQTQH/Cye5BCAOm8jt/jREpIZZuvI1F/Wy99l2fSSFvyBQMnnRWa9WptvWCw8GmH/oEeHj0ZQ1EEr1+uYpqgeZ3cvDtCLqfz6cNmXdtt1krfquQT3dSnbGxK2KL/ivNn7tzhP/vFL/i0v9+xNmxkDnk41Mf8dufaUA9nWRVNKTuebUg3Lct/poEiSbXyo9FRvl+v70XaLlyaSp/Xe+b3Z1n0Dw+yvP3UvXEkXpeDnUgOgB8Pdlfq3cuifJ9JmF/ZO/V9z1SExeXKzydGelnsgOjvKm+uBsWipikYTQSxdoq93UP2dg8B+PzZBFndxKUo6KYkGPRcsHYVmr6WtlrvNkwEtc2DXy06cUy26L/iqIrCv/0bv8G/+Fu/1dF2BIJuuCLGTKXZqo02LeNmOMz8+9PFxS5iZOLsgUK3YertVZTdalG86Dbbih9y0lOsU2PubtL8jYpOzdFZ0d+Kcxg7zCAOsxyk8uRzOhN3h2tet2+gh4mbgyguDdYad3ltVXa3bnIZs7EpYYv+a8CX4+P8hUeP+O/evu1YG0xxdZ5wXaqRfpBct/zsTx9FSAsdU0p2UtYouN1BwV0rLi4YjWzuH+JSFQrHhOpVSwrQDhrtLw6nRi7TvhnCi2n82k3d6McjBNGNOP0DPSx9sGbxhkeCkM7x2Z+6y2EigzfgIZnIWPFYUiJNiWlavxu6ydzcNkOjoaaOIp/MNbW+jU03Y4v+a8L/+sc/7qjov0pS+qrn6beh20yzZXZlmtlUpZtb26tSd2l3vmhApyCZHh1AVQTza1FyBZ1OXdhuOoWNZvFzOOovnthKmrlyHpfGx68XATB0A0VVMA2TZCKDAOJ7hyx83GL01iBrS6ddxQAe/eQm6y9Xmxb9u5sJHj4eQ8/qfJzrXhdCG5tGsEX/NWEiFOLzSITvNprPOtAI3fTSvIhudYe4LLrp8Bu9FlfpGqbaXMiqWyfZzrpGj6aGUYWCEPBqzqo18qP7ExR0A6EIlvcTl9jK7qPR2Q6tw6K/UdWvKoJ8/Kiq88Feki9+5Rbpwyyrn7aJTPaV+5KqVfcZG5se4N1rKyuQoZsMDwbwehwoqoJhSGKJNGPDvbx5f3Ftm0QsTW57n4nBXu7fHbGCz4UoJ0ew/j2K6S/Frpzs78ODgbrOg43NZWCL/mvEv/Ubv8Gf/83fJNeB6oxXyU2j0+kBO0+XqsRrQWXfuhUMM7/V5gD3Lu3OZ91mqzsx4sns0XLA8m6MrYPDy2lYFbrpjrgomYBTU3FoKpqq4NBUVEXBoSjIncYCoBUBT+6NYhoSpLSyk2G5zpQylZmlz83i78fcakzTJDIYZHGmPoPTk0djLL5dwygYbK4dcP/5JIsfNhBCEI9lWP24gWmaHC6m+eJP38cfTKCplQMbp9vB7acTfHi3Xp5RW5yz3OpCYR+mphA7SAMg63B9cmoqrxabS3bwQFy9oOpuxS7O1Tps0X+NuD8wwL/xp/80/+ff+71L3/dVuh2v0gClPXT++J8ND5M+yHG4nbl44Sp0k0gr8eDGEDM5y/XArao8Dg+zEj2/Eu115swsWcfcnUTZXHo5bSphpea1amuIYqpen8uJ4OzBihBHy4ri30oxha6qKGhq8af4t6IIq4q5ae1PVRV0YZbTu0qOBLUhJaY00aUkoecZvheiYEqrfodpkDMM8oZO3jRJCYPjuYC/8Ayw9oeNC1RTQnT3kPWNWMPb6A/5iO+l6lpHSkkqcTT4m3m5Uv59bSVKz1CQyFiYXCbPp/ebBIKeCku/L+DG19fD21erp7atOVR8vT5WV44Ceo0aqxaPjIY47MYHjI1NC7BF/zXjLzx6xG++esXMbv0ZUZriCj0kf/CG/i5AEwrLGwcNr9+Nl9Dp00imC/S5Pdzy9HGYytHv8dDv8RR17elWSyprB5QEcLkkxrHOWiw1UCrLUF7GI5zcGx+scDso/XL0mSjWdRBH6xfdFg6T2aZnI55NR0BIpBRWI4s7uPdkpNx4Wfxc0Slbkw3NEn/CAH+/uyiEKW6ruGqxiJ6UErO4MdMsFdYzMQHDNJESDCmR0sSQYJrmkaA2TXRpYhSt15ZP1NFDK0qWuFqjpVwe+/ccHelzOrnt6+X9wjYDvX7yfslOsj5hfIoqHd9owcO3ExnNcrrBo1+5hQQcEvKZvNUXioMpKUHXTQ5jaWLRJLFokrt9PhCC+59NchDLsLl++hny8NkEa5uxCsEPtcfWhCJB5lebT2l8hV6JNj8gbNF/zVAVhX/t13+d/+nf/JudbkrXYrv3dJ7rNtvy7G6EP06tgoBpd5gXK5cXW/Oe5gb4P+kfhSbjFV+sdSaWqCGqdL12PBMmnT28X9hGUxXUXo2dg1jL9wGgt0BeduKZOPvxqNON9/ewvlC9H7vcDm4+HEXTVIIjIUbzBjPvqve32/dHePN2raplp1ZLvy3Xba4ztui/hvzKxAR9Xi/RdPrS9nmVJJwqBM8HhqFsObSsjqYEQ5osJ+Kk9fYGX/7QuU6VEp7eGeGPc2sg4LO+EV4udUfhs0ulAy46rURpg+j9tBpFALphMujwcuDOkMi2Ph2kLpv3HW86o1mTOlmcM9OQyxb49N66p+4O+EgcVncJdLo0DhLZM6dyTVPW9OBpWU+w08+2DNunv3XYov8aktN19i9R8MPVso1IE94tnW3avB8Z5FVy5xJbdL3QFIVh3YOiCBShoKqWH7Tb7UDXrRqECwvV0+5dNZ7cGuFn+XUQlsvS/kFjMQo2naWdhm4JZBUDvWZLc30UWmHpb1b0N7m6ota2gYJp4vG5Seyffr+NTPaxuHj2c8U0zYsrxgFXevRqY3MBtui/hqwnEpcvwq+S6r+A6+794zIVvugfqUg1J0uWWrOYPUQe+XxbUYuwlIqxm7p4MKkIwe5Bk77LV4T51SiPw/24B50UpMnbjR/mYLEUJ3BVabW7WSTQQ7SYjcjj1Hiz1b5y5a2w9Hf6mVeLe9HwzQHmlna5PT1IdCuOXjgKZh4Z7T1X8ANWdqIaFE+rToVt6LfpRmzRfw3Zz9jWxvO46KEeTab5pf5R4JiQKcYnVltZyqOPSwGSJbbzKRbisWaa23KMnMmbj/W7oNx/OEzE38ObnR1MKbnRG8Kpqkcp/uRRNdH1ncaDdK8SqVye7ViSvkAPc9HoxStcU0pJeK4qrRa9Erh9fwgpJbppEt9t38xWQTafovmyCxZKLF99l0vD4dIQVSz9w9P9+MM+JOAMuJlb30fPmbyf3eLJjyb58LMFhID7T8ZBVVjfqazvcP/ZOGqxdkE55WjRjdM0TUxTYhoSwzTx+VzMvFm7hCO3sekstui/hhzmcjhUaxrTME0MKdsfOHmV3vgXnIrteJLteLIlu3o0PdyS7bSUBrvC+3eWS9Tn9yOYKmyuxtiMn7b8X3H37rq5fWuQrzavrmBoya17xVV/qwNZNxOHbCYup+5AQZpNx8g0+37YiSa58+NJS0ibEsMsZkzSTYziv7pukM8b5PIFCnkDHUhJA7IGvX73UVsUwa2f3uHt7CZsFTMqnfDGfDu7yfNfvsnGUpS3Z9QHEJrCq7e13ZeTk32NHLaNzZXDFv3XkAfDA+QHKsWYKqz80ZpQUITla60Uc04rlHJPi4rPxPHfsdw2gpqHRMI8ylNdzFmd1gs8eDhkpeQrzvWL4nrlFIIll5GSZdwUVvXJYtEXaViDFN2Q6IZBQTfJ6zp53SBX0EnnCxcWrqmFSxWk3ah+mzyFr9+fn6mlGw+5XQT9Ht5Gr7pLTyvuqaut+q9yn82bJu6LFzuXZn36N7fjbG43XpPi+EzD3V+9xavZ82ciTVOSzevs7p49sFqfrz2rVaFgMDgcwKlpqGpr0gzIK3w/dBt2IG/rsEX/NWTI28OD3iFmDo78SHVptiSQ7Fagn9lo4uIFG6An4yJTqFI1USv+uMGlKXg1Jw5FLRbYsbLxWAMWygOXk49bU0rypmENPByXd6Np4jrlqekeuuF1KoGRySCvtpvMd3kduNqav/NO7U2Ql0bzor8lLWli/8dEf+qcGAWXS+Pe1CAgePvN0rntjsfSqD5nTak6N44VJguO9NTQ4ouxffptuhFb9F9TRryBCtHfKtrpJpTXL/BNFZAzTHJG9vzlLuCGP9jU+vWQN5v3t7WpQhe8UB/fHua7ayD4u+BUdpxOi95mKLTgGdN09p6mG2Dt3+NzsbhSPTbG5dKIBHy8+2bZWuWibUpQVaWO/PytRdqq36YLsc2Q15Qhj78t221HPmsABYFxWQ/JS3wWuxR7XH0d8bkcrO7GeBjo58eR0U43p+Nc+WJrV7j5hZZk7+nsCSgNOsYeRs4U6fduDrFaZ6rfWgOUvT4njz6f4PHnExwado0Wm+uLrUiuKTd6wm3ZbrteDU5VoYpjz5XH9utsF509r3cnBvl2aZ2DVLY7g7Vt6uJKD1qEwKGpFC6aKT13E509/n1DZ+SXplhLVE8J/Pj2CO++Xqp7u7WKfr/fzTerP8CielcE26e/ddii/5oycMUs/S5FQ7+Wsr8LuRbjkM69APp6PLxZO3LrMQyToNuNEOB1OBAI1hPtiXuxaRdX+6bQHEqTor+FjWmAja3zg4CFQ2noEtU6mJGmvNKzPTY2tWKL/muKU1Hbst12WcQcqgaXJPov09VSMQVP+oYQouhLdywbEsWiWDuZFKvJSxSJ9sutKSYGe/lu5SiD0fvlo+w9KbKEezx8MRzh7f4OWd0eyJ6FEOByaDg1FUVREEKiqRoel8bKdqzTzbtSODSVDI27pXT7TMf72S2EIixxfgF3H4+huVSEEHyYqy3mplyc0MbmmmOL/mvKWirW6SbUheMSs9xcplXrxcL6hct8dmv0ckX/1TZqAp11m7oo6HH/MMP+YQbPoOtC0e9QFVyahktVcZR/rPS6avlHoCoKipUnt6xNTGQ5ha0qjpLjHkdK63/WP9bypZ9SLnWX1vxr4PadQRREsfiRxCgWpbJ+DAqmScEwyBsmecNKw2tISQ6dk4P9Z73D0L4CtmdwtRWfpjVp5OnywzdMk1qPMGcazLyrL8DeDrq1+aFgi/5rykJivy3bbZd7j6Zcnui3n+82zVCrQLjl78X0SXTDpFCwak0UdJN8QSdb/EGaeCccbGaSlzXRdYpgr6vpbczs7lBoUZaUVKHAk9sjvJ6zfaxrRdOae3522qf/IkxT8viLydr8+hs4Flv0dzcSMLt9ZNoAneh1tui/pmykGi+U0gkuM5+9w61ye6QPCcSTWXYPU5e272rYr5sG6NBJC/k8fNqtbUD9ZuFqpPPsNsEzF43y2cgIz+6NWsX8ijMIwNF1V0Aa8PLjxTNpNXHF9YTatOhvUUPayJuPG9y4OcDKBUW3Gsk+2o57oMtuKxsbwBb915Z2WeTb5fupXeJbJ6frfNy1ckGP+QOXtt+zuALv2+6jQyrlxkgvL5bPr0hcL91uZa2FVgucF5sXW/nv9PW1bH9X/Qqozbr3XAFMU7KTyjAwHGT3nMDfRu6nGkIF6qbbBtM2NmCL/mtLNFs99VmztOvlqIrLe2kdfxT7XU6Gg35URUFKScGw/JCVou+0lJa+PP78zuo6qVy+Le2x6V58Lgdv19tR8M6mIewTV0ZVfxgnI5nK4Qr7uPdsjE/vNtELBopqVWFXFAVFEbhdDgYGehBCoGgKmqqgaoq1nKqgqApCEaiqglAFCFCcCgMB6x1kCkuwl4pMSyRSFl1MSjExpoluSgzTxCjFrhjF3w3rx+y15ZVN92H3ymtIWs/zMb5z8YJdhOMSffqP8yF6frGXu8E+5jcrK0Q+m47wYq211l6bOumAFe1mpJ+Xa633M1cv0bWtOs0Lxk5YNdfiCQYmAmR1HVUR5WfI/loSox2m2y5GUZvsQ010AU1TcGiqJagVq2aAw6nicKg4NBVNVVFLgluxBLoVkC6RCKSUxdtZYpoSaVr/mlJiFIW0aUh03cA0rX9XdxMUfCqGcfq4X304cvlyPO9lN3HCfdMo/pxMdtTiMLicnbnLpguxRf815LvddQpme0qPt8u9x4uzLdttFqPKebwG3hg2jdAmbd6ID3IracXuOyGx04UC6cLpNJU+RfnBiX6nV6M/EsDtd1b49wvFsnYrmkAULdxCtfIHS1H8AZymg3t3RzBNEyktVxqzKLYN07TEt2FS0A103UTXDQqF0u/WTzdiP6uvB3ZxrtZhi/5ryF+d/bZ9G29DH73hC/HyEqsh1iMHqomHVp8CAfgdTnpdbtyaVkx7CJSnlYupGaXAFJJkPkcsl2txK2zOY2IgVFGQq5V03tLfPN3kv9yueKZuJjGoMJdNg0yftmDX8Kj4ciTCp4/XL1tSJ+NluuiWsLEpY4v+a8an+B6/tz7Xtu23w9Lfp3hZk4ct3+6Z1PUwlhW/Br1uhCJwOzTLGsbRVHSjvPhkTUdvU1ucwOc3R/n5bouyllxRLvN9qqoCzaW2zXrc7YWRaqGb9E0jA5CrPk5otv3X0IjaebrpprCxKXL1TUw2FfzDtdlON6FusoXGy8c3Ru1PY+PEoslUjlgiSyGhYyQNZNJEpCXj3svLAtTsu8R+v9fHzeE+Pm1HL16wQfbXkvTGHTwODbZtH+fRbKGzbtM2jbTnqltl1SZjorrTOad5Ojmg7mQBQRubs7At/dcMp3L1Urc1YyVvBK/m5OHQAFLCx909jHP2b+jHBiQCxsJBFjZOC8CDZJrnoyMgjrL9CGA7nWI91tpqu82+xlxOjc8mIlBqpzjaphVeRzlzRa37Kr3gSqdSUqoCW8p+YbkslbJflFyXKtaXVOy79HnFi9uUYEh6NCfTvaHin5Yfcunfo21S3k+pPaXqtFZ2JlHR1uPHWvpOCPC4HDWehcZI5ws8vzvKbKp9A4vzUK7ZMLDWx0mP28mt0X6rXscVd5dr2tJ/TQVqJ2dwrvpAspuwffpbhy36rxn/w/G7/Pvf/37btt+OLmpectBdOpfn/XqxwIvj/CPSjwXy3hjoZdDnZWUvdmq5TE7n9cJpn1i3U+WLyQimsAIPP2ydX1imFgzDpNfl4SCXaWj9bEHn3durmX3os+kIrz+us9HqVBvnEDfaKwgdqsLP99fauo920m2uMbUKWI/TwTebV/M+OEmzvuvmdRX9Hdz3dR1I2VxtbNF/zRj3hxjxBthMt9a63E6qZchpJ8cfxkGPG1UIlGIKFcs/38QwLd9gPWe1ze92ks0WSDvrS8OWzRt8P7dR3C9MjfeyuHfQVPtfLm1ye7iPAypFv0MInKpKyk4V11Lcmka6Dee01+dhrD+I5lD4efzqxmio4vjcTOep1af/OhRFK3GNDqWlKB1KBQ22pd+mO7FF/zXkTnDgSon+nHG5Pv3Hn8XxxGlr+RcTo3y3aImwgNMFwGRfLzNr2wyHehrerwBcWnO3XJ/Hw5Dfj1vVuOXvRUXQr7uJxTPEDjP4PU7EsOWOsp1LcZDPltf9PDjMwcohTufVVQiX3fJ2iKkbg730hN283N9kM92eInqXiegC0f/lyCj7+9a5lCHLfcws5n+3Ml9JDEkxJ7zl0FUoGPRLN4Zpcmd0gK+2ru7Aq9mOel31qdrRfLjX9azaXGVs0X8NSepXxz91yO1jc+cSM/fAhc9iiURVBKqioAjBF1OjfLdgCQKtySI4jcYvKMAXI6PMLewwv1npInTcQSGRzkLRNfz2eD8PQn2kKeAzHcT3MuzGU0z0hRpqww+RezeH+SbVmiq890YHyHlM3sf2ytfoOtDpOgMApi5Z3mp8Bq2bUo42QvOD06t9/GfRyfStV7xL2VxTbNF/zdhKH/Jit33+wa3OhjDlCxPlcv1qL3rBOzWNH0+N84vZFYYjvZhS8nRiBGj+JbK7c8hEOMjKfryu9TRV4cOnbXKF2t1M5lb3YLXeFnY7l/sSz3skpC5e7iJuDffx3tgjFze7Ln1Ss/e05UJxXfO//DC4rvr0h1iz4TpiB/K2Djtl5zXj7y3PXKkHeCZz+f7nZ4n+eyMD3BsZ4OcLKxRMg16/m61kku/XN0GFV8ubTWcaSqRzDHr9da+XN0zuTw81te8SV6l/nKIN5rNQj+fM7xKF2monXMSnrSg3jGBLttV6mjun3eAb34ylfiDgI2Ve7TiYZrXDdbVKdzRl53U9qTZXGtvSf834neWZtm6/mYfokNfPsNtvpW1EYkiJW6qMhwIUDIOCaXKYy5Fvd0n3E2/Isd4gQY+Ldxs75c9erW/xODLEi2VrFiJjWKLg48Yut0f6mNts3D/jw8o2Ib+bWDp7/oIS7nnDVnpJASsbzQUAl+i8RGucajEYjTLSH6Av6OPtp03uTA7gcTmYW90jnT0S+moLBe3KXowf3YnwzX63ZYxp0tLfBaK/UaYGwzhUBW+TsTb1UEoPqykKWtGN0JSSTB2zeNW22QzXNntPB7tmNwyGbWxOYov+a0TeMJg52Kr47LPB4XLufqFAQeqoUuXN3i5p/WS99lpo/OVwwxfi25XzBc+PRkf5drm9oqiUvSfkdTM9EOb75Q3WTuhpn9PJm7Wjc1kSNslsnoXtfT6bjvBiobF2ZnI6U8OBC0W/26GyuHl5qSm7HQUru1JkIMheLEm+waJuD6aHQUpmFrbZ3LUC3meXrTgJIWB6tI+g34PhkPws2nhffH4rwoaepCBNCqZOPJ/rQsHfPJehbe709+HVHCCO6goIcWSC8OPg85ujALxd2SJXQ9/wuZzMJfctBd5k3oMHIwPsZ7LohoEuZTkLmFWbwsSUEsMsBRdbT6ACJgUTMA3uDfbzcWuv4f03LfqvqVXalt02NpXYov8aMZ+IYkhJyOVi0OOnoORYSO2QNk67KPT5fDz1jZLMFZiNRWvOoNPu6dLLePcoQvDFjVHerW+XLfknuTUY5tvFo2wex602hpQUdIPPpiK8Wt7EaKDOQMDlvnCZXo+HfZJ1b/u6YgILBzEA7g71Mb9Wv0hyOTTeL2yd2c+khIW1KJNTfcyn64u7OElSFFhOVdmGBE0RuBUNh1BxKiouRcWhKDhQ0YRAEwoqViC5IgUKAkVa95+wktNYPya43RopWRzAl4Sw4GS1McvdQIijQmVYFl6f4uD5VKRYpO1IUJcKo8lipbmSu4JZLLQGlpDVNMFestLY0GqcusK7pdr2EXZ5yBUunhFyOzTisjXuW5qisploPCHBeQUCa6HZnPDXVvTb1vZrge3T3zps0X9NyBk6//GbPwTgfniA7w6Wzl0+mksRzVkRippT4VFPPz2qh1g2x6d4lMJZQraJPlrLgEEI8DudJPOteRlXRUq+Xa5Mz1c6WoHl0vFpu9J952TLMwWdtytWCs+R3h4UITBMSSqXZy+RZD91vhVfr6E2wV4qbQfdnEljIiVX0HGqyrkuZJPjvQTCXp5KT7m6cml3pcrBUBqgFiv+SolhWBZewzQxDBN9pcA9PWhZfw2Tgm5Q0K1/LZGlY6KTBS5w9DqXR9PDvNxtr+g+j4DXBd727qMeF6JuyCZUL82K7mbXb3bQ0a1cwa5gY9NWbNF/xTFMk/9q9lv+0szP2csW04zU+aTTpcls4sif3eFSmPL1EnR4rKn0ovVQAC6z8S6jqYLbfX0sx2Lkz5hZ+GZjnbuhfmZ325fT0DAlqkNByuJ0+7HvhBD43C4GAn4KqiRX0FEUwafYPq5eBxLrnC9m4gSHvGxtH7IVO23hG+jxEgkHebV8ukovUHa5Og9VEdfU07Z52qlRgkEf372/uhVyf+goNT4AJ/qDKIcK/h4Xc2183tRCI7OFx2le9NvZl2xsfgjYov+KktEL/N2lt/zV2e94H9up/LJJQaRLk6Vk9Zfg58GphrdbwGQ2vodbUxn2+3GoCqpQUBUFp2q5OGiKQvywvXUGDFP+/9n77yBZ1j6vE/s8mVm+uqq97+O9u+fad953WJjRjAQTo11JoRVSBBCxxC5CQAik0MaiIDYECqElCBFadgIIxbAIhBY0BjMItLDDDPPuzLzu3nu8d31Oe99d3mbmoz+yqr2pqsyqzOqTnxvndneZzCfd83yf3/MzR1raTSlJF0uki7tsr0d4PlUNg6Ok+3q2wHq2wPduneWbl3NU91mW5TGD/N2RUUKKChIerndxwaA2YucWD4cC6EblUKE0NpzgjQ3fajdwO0tIJ/belJtGA58d7e3h+eoapapOX/Lo7E2dwrQpuu0G4tqddHgV373Hx2cvvujvQhbyaf6j3/kV3mWOsE6JdnbgrW+77t5TMgyW8kf7v16ODra8j0aw6/9aZzzZw0r28AjAeCSIlPBweZmhsR4GghHWNnPopkQakqCi0BeOWEF+1NxCpKRU1ZFFk4ez7rlrdAN2LJvlbAV0E7WmB6SEeDRIztSJ90eZne1wsTibuO2Z0YlJRzPabWIgwVrm6OIKqiKIRgLbfZATwtBun+K2pd/rPv0SUBRBMKASCGogJeFIEFVTrH+q9U9RBEpIQYZUFFVhuWzHcc4eXj+n3YSUAnkKffrdOCZf9HcZmUqJP/7b/5iZ3DHpG9va17R+k6YqJT6fGOfewvEZTOxavU7Cbmd8cbCfXi3Ek3eHu+4ATA738mJrHaNkkimVmWUnoPOnhia4/+Rw95H+cJD5tZSt9n0MHLdS0ggCtp8TAWiayhc3JvjByxm7Tes4H4OlvxmUE5z6754b49s5Z7MotZpJqk4jMT7t/H7VaO77QhEEAgpaQEVTVNSA5QCqKIJAQCMY0tA0BU1TUTUFRVUQ6s51kbDtXmmYEt0w0Q0r5qVS0anqRu01KwbG0A10CRUkyKoVa3NEjZcbX06dmCWuE/ia38eL+KK/y/j7b35ENAI3In3bFqrtFHZY+dwXSs7kcz8UGx3Zy801ziR6AQgoCgPhKCVdp6BXLR//2pjQ7pVmu51xjACP3x4t+MEaFI8ciI/Zf77UxgDmU4TTQjebK/FsfvXkD3oQ17VFBxrQjDV+cfPo/Js3Joa5P79XEDph6X+9tk4kqLWca9+wKdrtGjJ00+DinXF0wwpCN0zTWn2sCW9dN6kaBrpuUK0aGKbE6qkMMA3Y7ZHpXCmNIzn2cF1/ICxCgZPjtnx8Oo0v+ruI9VKOv//2R5SM7q0eWdar3BkfpZTWebu+k4NeEyohTSWkasyn7KVKPAnT5qziJMF5bqyfV1vuBgYeR0hVuT0+XEvDaL0m61lokAisiZfESs0oa7nFDQlSmpSqOivHuE+0Sl8sTKheJKkWYG1ZBHesglaOc0kwoBIMqLYtrHWmpvp5lW7jZLmNuG1RdMpd7jiakeV1I8idqVHer22S3TWRDoe0A0aFwXCEryYmdl6QO8dUv/ckbN9/1k8wTSv/vmlKBpJR7i+37pJn29Jvc3XUMCUvp1dsbcNnL5rq517z8R6+6O8SpJT89Sf/1nXBb1dgrBTyrBTy3I6M7nm9XpHSTlXKRrFrFTvs20O9cSZHk8wsbNKXjPAm692iWtWSzptnx69UHMfFs4Os4LzoPxOO8+ptY8JjhgJ3Ppni/pvmA50PM+z2DESha0W/y+49Hdh9M7uoW+43c0WS0TDDyTjvVqzncXdbh3piqEKwvJXlzWrrk/RkJMyGWaKkt9532bX02025WTWM05Me2COW/tMaHO3T3fiivwtYKWb4a49/k3+z8NztpjhWfVNT3BtibAdYHfL9kYEevp5f4MvJCRZy3RUI2ixzi1uc641t++UKIVCEQCi1n8Lyqxai/o89v4cjAb5ZPGgV7ZR2vXhphGpR590HqwovAmY2Up3ZeVtwW/R7K5B3211HSOZrrj43J0aIBDVCQY0bI0O8XtsgVShSNUyWM/YK4J0f7efbJXs+5G779BumeXpEv0dUv90VZZ8dTATmKay64MYx+aLf47xKr/DHf/cfkK22N41lp3FR89sWKXPFLL2jMUvc1gTGh2wKgOerq5T1E1xO3B4LbPYzlarB8trRftMnEY+G+OxSbaVHsq3o0qudqT78bHqZTy6Mbf/92ZUJihFYSzu/etEJ3NYWHRH9LXw2HAhsv/ZsYe8KUk84yEBfjPfr9lZ3wgGVB8utr5rVsWsVdiKQN3Dyx7oDt/vXGu1OSOHj0wq+6PcwVdPgf/eTf+Ipwe+2/7AT2F1K35PDfx/5SvXE73fCB9rL5Aplnj+2V38gELQXJFe3Bt84P8KjJ/NI4NOvJnnwwb6A6zRuu/d0JjVh47J/uDdei1E5vF03zwwTCgTYLBQcaJZgMB5jJWtvwmq3T6qaNrMHGVam/9NgS/XKGOW79/h4kdOzoncK+f7SG94fUSTLNRzrx9wbXqo2B1i7SH+qbZv4UKwlf/46Ukr6E1EW5y1LrwBefz3P3aFhIsHuukCui/5OiJsmuotvZxdAtSqJq6ogqCmou9JFGsC92QXbVn6AUkWnXwvb3o4h7ZkC7Fr6ATTtdMiBakl3zA3VDr57j48XOR1P+SnlV95/63YT2oYadK9XVl0eER6vrxALB11tQ7djV+hKKRmMR8nm966ivXm2xBktRjJmX8h1Crctm52w9Df7xM5tpXm7uYGuSMrC5JNz49vvnZDGvylUVdATCzmzLRvtqhj2s1hpgdMhB96+WGawJ+Z2M2yv3vjsYEpxav91mu4yaX1EPE8t8YPVabebcQCnhvelknvBrm7bX0qGwafnRnnw0p6Ly8fMYTpzcjjJQDyKxMpGsudzwhKOUkK5qpMIhfj6w8HgSwnIismd0UE2ExWeLXk/d7/blT87Yui3OVHfbUcXDq4y3jk7xtfzzjzHqlBa9gPXHci+o2oq0L3poHfTEwkdW5W5E7g9zvj4HIYv+j3Iy9Qy/4ev/5nbzTi1eMEC8836InfOjfD8gxu5sT2w9m2T3Zb+W+dHKa4VWHi1yTqNpUpNXD06JiCZiPL41SK6YXLjyhDPl9dst7eduO3eI2r/vCxyCpUqd8+NgRBsFR2qHiXg8apzz6+mKC27HlZNid31htPi3gMQD7m/ktr9vazPacQX/R7j95bf8md/9CtUPRr575S+UF3sEnf7WgrgwnA/ihDbhXZmNlJttZ6GVUtwvqukSETDZApHBwb7HE54o0psS2dkJMHb+81bWlPZw4WfAJ6/XOTO7UkevFxg+cMW/f1hNjt4jSSgKlZxHy2goWmK9buqoKoKqqagKgqKYvmsx2NhAjK4Lf63C0pJa2v1oms7r+/YvQUgTNBMBVURKIqCKhQUIVDraVbZqfYt6g2s7adeyOrH+hJ6G58ZxaZPzst2TNwkXO0bRGiCmVSK1DEB/o2g7ktpNtmXZCQRZ3YjxVpux2odCwY4O9CHKgRPl1as6yAgoCpUjdbHDfUUif6AOD3H4uPjJL7o9xD3N2b53/7k1zwr+J1k/wDXSXYL+nBA42V+c49Zpi8YJFeuHPJNZ7gVH+Lp9DJlDLyTl6m7MHWJNCXLS2nOXhpiZq7xgPcrF0d4OdOY206hWOGc0sPFsb7t1zb1Mu/WnCu+du3aCG/LKXTTpGoYu4SbCRxyH5q1f3VsGq4/6R/hzTN7FmtxQaGdtn6vriI8n7POW18sTFjTbBXoujDUbxUprFTJlMooiuDbuQVUIbg9OUqpWiVXqbBVKPJsxbp/J/sSjPX0sLCVplQs2xL9mmYvI5aX8EIgr4+PF/FFv0f4veW3/Pmf/LrrFXdPxKHRV3PREnNlcpC1UpGqaWBKSSazN+d8uwWGF9wx7BCNBCkU2zcpaoSJcwOo85tsbRTojYWZafB7waBKKt+ASt51iT7sm1AMD/QQUBUEcGd8FEOaCAQmkoph8HypOauyUASZknvTP9OBO14Vgmobb2uva7itQolkX8SW6H+0ZBWsiwYClHQds2CdUENKHh9SzA5gPpVhPpXh/EAfhqoDJ6cMPgpVPT3WcbeD232cRUqBdCHotd24cUy+6PcA36zP8Gd+9CvoXWDhd6ovVVwcxh9vrJKv7hoc9zelzSOG2wOS3ToB588MUlFNPrxeo3pSIbI28fjDEp9cGGdro8Days6k7crFEYrFCnOLh6djvH51jAcvDroDaarClfPDQO12OOb2XN3I0t8TIV8o83R9fs97Y8MJokGrzNG2G82+Cy6E5UYTVBUCqkpYcdfC6oQrm9sZsdzk5vlRlrNZVnLOBI4Wqs0L9/cbW0xq9jLWKHbSB3mNU3QoPj5O4ot+D/D3Xv+wKwQ/4JhidVMjnGRpH4jHiFarmDX/Z9OUGFLWfP6t66SpCrphUqw2b9lzW/TbRsCzuVUunutH5g3ml+znO2+U85MDZOez5HJlXj+1su+US1VuXR6jUtZ583yJZCLC3RsTzK+kWd/YKZo0PNjDs7eHW0xvXR7j8VNLwAsBdz49c2w70kfEBCytnlypWGLlii/W/k3E4q6KFCdEv/IR+1AHUBhPJBwT/a2i2bTUnyZLv2f9wXx8XMYX/S5T1Kv80IOpOY/ipL400GAGCrsp+Oxw0jG8q6R2/hDAEYbYq0MDTDfhS769/65X/RbvVjZBSj65NcHaYpr1TXtVSRtBUxUyGUtw14uQ6obJ86eW9V4AmUyRxw/mEIqgpy9CNldiaqKPoq5TqR5cmbgwNcCHmfXtv6WEzbUcd66M8/j1wbSeTiOldFX0G06I/jYfgJefmIfvFwloiuujqWYzTko5RaLfybSsPj6nCV/0u8xSMU3FZgn1TtITCnB3YhgQNfEqKVUNSlWdgb4QCoJc3ti2ihumpGpKdNNANyVVw8A0JQFVIRoK1FwgLGu6lJbVUTfNtnbaTmXmaXXeosbcDpizd273HLcQPJpZIhLUuHZ5lJdvDrek76aeiMU0ZdMn8bAsLuoRbglTZwb4sLRJKKSRLpZJZQ63zvdEw3zIru95bW5uE+Y2uX1ngidvlppqY9O4XlzL/iqj3ew6J+F17yEvVF+1a6k/Ve49bj9UPo7iViGrduMX5/oI6Q/FUIVo2drWH4rSH4xsB+PtTsdXF7dmXVhLK2hv920ma+/vfMb6Z0hz+3cTiSlNDCnJyTKPc3utnwFFpSoN5o5LaKLU/tXuuMd6DoaP+bgQBBSVyWgvy+8qlKs6Usrt89TKpEAIuHNhiKcf1k/+8Alc6x+gV2utamtebz3Yzhmau9duXRvHUKGUKbOyljl0laZY0Xm8tMKt62OohuTF66PF/9RoH6mVHH0DURKJCKYCT6dPniwEAip90TCJO1PbLlLlcpV304dn4kn0RmAJLl8cOdZif9zKi1lu/4TcboyFXRzx6XegHd2ME6sldlFtTrzEKRL9C6/WGRmNs5Lau/qoKgKjQxM0N1ezfXyOwhf9LtMbjPAzo1f47aVXLX3/Rl8vc9Wnh75X73KcHJCFPnngtWobVioMKTEMnbfZ9UMnB2FVI6JZuclDqkZQ0SibVUJKgIFADA0Fo2jl3g9FFExhsqbneJCbRZMR2+3rEUHuTbdWiTPgUG2gdnL7xgRCEbx+s8zL9Q0K5dpEJQD35o6wfAvB03krheGt62PMf9g4NMuPqijk82Xy+TIsbDEynODq2WHezq2hqAqTQ0myhTLrqbwl9ONhVrfynB3r5/6P3jfUfgm8n7Mmd/lS65mGXr1a5uzFQWYWnUvRuR+39aIT2XvER+zTD+5fQ7C/2qI0IFKtGhKiVjtCtX5qCqqqEgyqRCJBwuEAiFpdh/o2Rb1ys8Qwa4Ylw8QwTaqGiZSSraUMhaIzBpFMusjZS70ArKXzmFJy+8IYqWqJRCh0ZGxPI9y9PsGmLFE1TUpLJbaOiO/x8fEivuj3AH9o9HLLor8gG8s3ftooGjrFI9KbzrIvsHSf5jOktO8+ZGOQN2zk0nYCNagxdWkQiaSqm1bRJ0WgCAVNEQih8GJlnUK5QjIZodBC0aGn8yv090a4c2mYfKbE9Oz6tjDabwFbWc2wsppBUxUMo8pcZh0hYKg3RjZbpFi10llm8o23IxYNks2VUVVlW/wfipQUCkdPCgSQaHN1T+mya4gTRbU+5uw94I2qxHaDqWOxMBMXBmpiXKIbJoZhohsmumGg61YdCUNCBQnooFs/AMjD/q63EXp7Ioz2xFlwSPDXmbm3xNnvjTPc34MaELxd3yRVKIGEL69O8OBVa0YbU4WX61Ys13fOjnNG9iMF2yvlEqxaOwEHD8bH5xD+2l/7a/ylv/SX+At/4S/wN//m32zoO77o9wADoZNTrQ2F41zr69n+uz7ALFXftK9hpxQn4gXsDO7trPbbCFXDsIJwT0II0jaqjG7mimzmLCvY1Nk+yOmsrGc5yiC5ezIkJWxtWdlQApoV6LqRynNmvJeFxRQA8VgIIazYElNKLl8c4f3MOplMkbGxXt7Mr9ObjLCWKRzZxjvXJnn6bP7I9wHevl4+1QO40UDg/Un4gZPWCpbuwLlsFbuW/lKpykwHM3HVOTPSy9pSmrHRXoJBlWKxwupa1pFtL2aznOvto1itWoIfQMA3Mwucm+xlfj7V1PbEvpndT9aPdhscTcSbb7DPofh5+g/yzTff8Mu//MvcuXOnqe/5ot8DZKsnC6trfQlmK4e78fg0TiNL2I1gxw/bAzF/HWduI01vLMy1S6MYzfrJ166ZYZiMDie2Rf/5yX4rTecby6XIME2EgJ5EmLl5yxK3lSoQj4fIFQ4vfrW54Yy4sIPb2Zz8PP3O4FTf4tb+3fLQevx2r7vgJ5fHHRH9Z88N8EEv8u3cIRZ9AcuZk7ON3b0xwavCBmXDpKxXqZqSH280tkLgT4R92kUul+OP/bE/xt/9u3+Xv/pX/2pT3/VFvwe4vzF37PvD4ThL1dcdas3xdLtetbMEL6TlzxoLhjAMG6LfRWugm6TyJVL5El+cHW/qe9I0uXV2hBcLqxgqXJocQJoSIWFzI0dPT5hs1po4p3dl6Dl3cYgPcxucnxrgyavDLXK5fGP+/ol4GEURR2YAsoPb/uC6tB+T42axPTcZH0yQiIVQhOD1xoZVgMElbIt2r0zcbD4PihBc+3KS1ViFC4FBzKrJejqPqggK5SobWWvlz5SSuzcnrP1Jy81OmhIhBEITIAQr1TwbpV1GuSZOkVdOp8/p48/9uT/HL/7iL/LzP//zvujvNqSU/Gjt+ODEq/1hZsutByP6OMPNwWFezaxSoMQzmnd70YRgsBRmPpduQ+sax4mxKBoKcCGRBAHVikG8J3x0gO8+Ck3ey0FN5d39OQYSEQKm4MNry7J/7c4kGxs5rt8Y58WLpQPW5kjA6t708tEF1HqTETInBOJVdRN9vcDNT6Z4mGnND9jL2Ji/btPmjJ2epX84xrcr1oQyIdz1AbNt6XeoHXaxs/I0OpJgYDLB98uLsH9xz4Dbw8MMJeMoikBTFH7YoNXex6edZDJ7izqGQiFCodChn/2VX/kV7t+/zzfffNPSvnzR7zJPtxaZyx/0o7yaHGIkqiIRZIw25wlvAretknYJqVoLct3C7qA43tPD6vrJFVvbjRMpIsNBjde7UmVGI8EmepPmzmQkHKRInmymyMOv3xNPhMllSqiqQjQW4sP7NTRNYXU5vV0pGeDlyyUmzvbzYfboAmrZ3Ml3gwCQ8PThHBPn+lhYcXjS5sAz9b3+CYyqiWlIVE3hx+nFhk+z7kBgufoRZu85P97Pw7WdLDDtzmBU1/RH9cF2U0R6JcVkq6L/5pdTzKl5nhSPHi+frHcu8YXv3uPTKFNTU3v+/st/+S/zV/7KXznwubm5Of7CX/gL/OZv/ibhcGspw33R7yJSSv7m89859L3+UJCZypMOt+j0E1SaF/2fD48hAA17g/pgOMYq7ot+20hJTyhEjvz2S03pBdHcoB4O7VhQTVMSi4U4e2aAlw9nt92swj1BVue3uH5rkqfvljkz3EsiGSEYCzKUiHH/3eHuPcUmMoYIYKst7j312hMQ0jQCqpUOURUCVVH2/BRCWH8LBU0KVClQEDx9ubQt3od749BEVlpHinN1UuBI0FSBIgSaoqIpCqpQUFXrXCiK9Z5SSxupoCCEFWirCIGCJXCFsD4vhKBqGrxaa6x+x9hAgpGRHu6tLe4J3LWbJ/8kbpwbIaxq3Hs7z2EzOtt798i87bjsZgHNShMaDGoEg6r1d0BF1RT0AZWICHG7f4QnCysdbLFPu5GntDhXPZB3bm6ORCKx/fpRVv579+6xurrK559/vv2aYRj87u/+Ln/rb/0tyuUyqnp8knZf9LvIP5t5xA9Wpw99r8sN6p5F3Z9+oQGef1ixnZUjoAhUr3ho2by5Pjs/wdMnezPeNONa0GxqQW1fpdH0Zp6VhdSe1+qX58XTeb76qYuUqzrZdInnzxaIRoPgVNZNB5a6Lp8bYnYjhZTWqsvM6ib9JhimRGBNQmoJETnaMQmu3xrn0fuDVk3DNNFEzc5Y+7kthmsCWKlNHISAkKqS4vigxptnRtBUSzQLdqzC9VUQpSqY0CI13+hakUCz/o9axW3rb7P+c9e/4akE79IpqwDfrs8YplUk8M3WChHDyo4ja/neTSQVzP0ZeVtiajDZxKclZakT0jSqlZ2923WviQQ0YqEgoYBGKGBN/gIBlUBQpWIazGXSbBWL3Dk/CkDZ0CnqOvlqhWy5DHaLazXRfiFqAlxVUVVrUhrQVNK5IpWqvcCGKibh7/XWikJKKz2zqVMy9doNZ3IgDzPAmrViHjxB9HSM06dRfdpEIpHYI/qP4ud+7ud48mSvMfhP/sk/ybVr1/iLf/Evnij4wRf9riGl5P/x6veO+0TH2tIcXm1XY4gWRL8T2VXuDo7x5MXR6d06id3DOWwsa8Y1oNmxcHZpk2QyQjpd5OKlYcKKgqIo1lWUlmh8/npH/GbSRSvt36q1qlIqVfnik3MY5kHHJkU0dz4UTbEskbXvaEGVqr5X5NQ3V7/TgkGNYi3CU2BZn4uLB+V8s+flqM9vZAoEtxeU9h5cfepqAPU1jkbWLjZXsmxs5k/+YIv0DsdY3nIvk1IzGbWWNrKMDCfIVfYKT7uG/stTg9xfWbL07DEzmUerRxSWsjmxVaIK564OYZiSqmlgmLU8/VJSNQyqtXz9VcPAMCVFYbJzRwESboz2Mz13tDtdI+iGyWz5kHuhwT6mYtSfNR+f00VPTw+3bt3a81osFmNgYODA60fhi36XWClmD/Xlr+Ndad3dXWkrbgiGA6K/aOh8en2CBy+6P3DssLFXKOLEm3Y0ESf/PsO71eYmP1Xd5OK1CZYWttALVV68Xzu4b21nNSAcVJn9kGZ4JMnc3KZlTS4ZPHpp/9z398a26wf0JqOkisUTBeP5s4O82nI+/3knfbDtFn46iSY9vhyn0YxaZ0Z6SedKlNFRhdjTN9g9R7Z98m3OOsqYvFxpzMXpKAFeqdhPX6Tr9t3NgqpC1eUiiN09UvqcVnzR7xLPUscH5/odRntoegneITHydGOVK30DzmzMZQ6bAynieNF/a3KEfi3It29TTe+vrzfKox+/q6XTgzMXhggKQSQWYn5+k610AQXQVBVFFbx+toiOZKAvRrWWuccsHeco0zi7ddXUmX42G5hIeHcC3zhtj9N1ucM7KXg0HFCJRUJkwlVEWCUgVCKBwB5rv2rTvabbAz8vDfYz/9aelR/A0O1PHEKaRtXwij+lj10k3Z9E5DCcOKTvf//7TX3eF/0usVRaoy8YYatiLa5/OTTOarHITG6LgKKiK2uu5nw+Cicyv7hJswOrXTfZ3XglraHda3jYYaQyBSb64qiqgqIqtWOtf1Ly9sUSA+Emokt3cXa0jxfTlqVcSuiJhnj+cNZ67+IQ2WyJqglV02BqrJ9kMsqHuQ0M3WRl2blMO1MTfaytWm4Hfb1RHr2Yb8zloE2jVSdvJ0XxSJRnmzBryzUSiVpL56iqtSBhVTBxpo/7K4vIWujDcu5gDIQm7PmS2164sfl9O7fpUDxKYc2ZIHfdgRyyQU09mLKzw3glG5KPz2580e8Sbwsvudqv8uNl+HRglA3zBYPxQYbiAXRZZa26dvJG3KC7NX/Tln5L7Di1THx6BwEpYW3z6GDQwd4YW0tH+2wPD/YwMtSzvS0p4e2HVcplna1dQbsCST5T4sYnU0gJmVSBy9fG0KVVxCuRjHLvays43pi0rlsiEWZtNUN8IHpkZd5GGOiLMT9vTT5UVfmoqu84Ofk9DLfPpCElxpCgatYqNWGw2+qyvHKyoFVaOEnhgMpALIZE2j8HdkV/i517LBQkUdVYSDszwa5U7a/KeSaY18fHY/ii3yVGwv38aP0Zf2D0JmlzHsMwWK96P82Y3uVrbM2KflURXlxwsYV9N4Lmvz81mCS1T/THokGkhKpu0BsL8/zR3oxAFy+PUJUmay/XtuVITyJCKlvgw6zle3zjziQvni9tW2pv3Z7kwqURpJSYpkkkEqCcq3Dx7BCxwQj3Xiw0HLQZCKicmewnlyuxupbdYwltJri7XY9MJ91BVPW0W/pNqjYzdO0vDtcIF4YHeJyy+v3NjVYriDhDq/nxryX7efbauVoypVLjaXSPIqC5f7+6PZH18TkMX/S7xM3kBX5j4XeZqz51uylNUXLA39JNFCn4/OxYLfPLzsKFlHI7G0zdf1AiUREQk9sDomWFljUjr6hlaNn1HnJb5O1s0/o7EQ5zdrQPKy36zntye59yOx1hfWlYSiuPurlPqVYNE9M0UYTYdQzWT1OaGPV0h7Wfe8dzu+49zX+/VDg4kJfSpe2mvHtzcMK7/ZoGsZE4/X0xIkIhs76TRaZaMUFYGXIURSBUhena90JhjXAoQLpcZmU5TeHNMsO9UYYvDvL43REZUGqMjSRZX88yPb3G+FgvvYkoj5/uTEqMZlwQ2jX6d1BVKG32TXPbn92JAmXRnhB3k1bfImudi0RSe9wxpdWP1FNRmlKyUd1ZQdifDahZ7KYxb1X0O53VqaIbCAnSxkqapviWfh+fw/BFv0tciI273YSW6HJDP0IqfL3qUgadEtAL4+koqawDVr39xqxdY+Rn58Z59mRvlhxVsdyVZNXeRWzl2wVT59L1URQheP3csgpqmoJebUxs5fNl8vkyvb1RJoZ7GBzpASGIRYMkElFStYw60pSEg9aJuXx1lJe1fZ27MMjTB7NsbebpPdN34v52uxgsLqUOvN9otherUV3+0HD6ffqNZnJ2HsHjo1Jpdgi7sTr7DQuNoh1iVb99bZwXWxtMJhMktGAtCF/UAsIFj57NH/jObsKqRtFs3cAU8MD96vv0O4dpJTt2uxmOY7pwTL7od4meQNTtJrRE9wfyuk+7raYA8+k012+N8eKpJXoFVgEr0zy4atAsrXS+M8uWL7widuYqqqKgNxkvkUoVmBjt5cW9WiDv2QGEaRKLaIxP9pPPlRBCMHV2kFfPFhibGGB2Zp2NWs7+8ck+worCV9cmKdfyee92+VJVZbsiqDraR1Wpu/JYnykUKlZBq6BG6m1jLg1t0/wdfBTbfs92ScpOL2Nb9Ld4o+4vnlcnV67wcvWQFKBSEj5hm2ElYEv0H9UmH5+PHV/0u0SqcnwFTK/S6sDgFbzQ+k5YTVcz+SOtl3avoZ1iZaYp94j+VtjY2nEnSPTFyGaKFAsVggGNSrnE2Ggv2XSRS9fGWVvNcvnKCG9fWVbY3oE4zx7Oce7CEO9nDgqSweEE62tZLl8dZb1YYvWI4ORQ0ANdZwdnsHZzwHsduxW3vYDdIzBaPAd6VHDu6hC6aVI1TCq6zsvUMak7hSAYUI6t3Buy6Z5z2lemfHxaxQMj18fJv1u953YTPkq0ticcPxm1QwLqKIu+YdN/WdpZKRCCO7cnQAhMwyQWCrCxmqVcqlIu6axv5k7Usul0gSufTpFZzQGSalnnOz91iZ98/xU37k7x/OkCY5P9aKogtZllfcXKKtLXH+PVS8s6X94XLBgKa4yP97O5mePW3TM8eHt8AbFmLMOtnK1QUEMApcrBTCYBTSEcChDSVMb6ezBMyUam0LJoa4Sm61s0idtTCsOsBfi43RAbSJsVzlq9f96ubTb9nWBAO1b0B22K/k71scfhfgt8fA7ii36X+NH6E7eb0BLd7lfXbvHSCJ3y9TyqWJBd/2W7iz33dwnqzy6OM/1+x+Ie7wkzOdFHIKBtB0JKU/Ls+cL2ndffH+PN/VlufnKGWCyEMCWZLSsgUiiCq7cnWVvL8OTh3PZ2gyGNeG+UzVSBeDzE4EiCxZU0obDG1JlB3r5Z4X2t0u+ZBi5PM6slJ62M3Lk1yfvUllU5GIlpSsq6jkSiiICViUhar5tSUkKSpcLa9Oz2Nq6ND/F6vn1pftt9z3phAVFTRFdnJ7MbluBE5fFGCQW1Y9PnBm1a6uvjlPUMWXUXNNX6pygCVVUIqCqaqhDQFNRaPQZVUVAU635XFIFQxK5YBCtLbz1gWgrLoaoenG1gYkiJbhpUpUlvpLW6JD4HkVIg7UaqexA3jskX/S5QNMrMFbyfnvNQuv656/oDaJhsqcK1W6Pbf9dDoUqr9oKI7bj37Gdxa28az1yuzMtXBwMir14do1KuEgxoxKJBVl6v8ezRLJ9+fpbBkQSBiEowpCE0lZeP5w58/8qNcXTdsmSGI0GePJ3n6vVxMukib/dlDnryYJZPPzvL03dLVI9YFTGbsQqfcLrSlRJrucIR7zZmfW23250HFsjajiYUdNm92clMmw4+dlcAm2GgL0YkHEALqKiqQFEUFNUS40IVTBtH1/RohHebm3x+fZyfpOaoNPJsmDhXjqVGt8e/+ZxOfNHvAm+z85hd2iF0u2T2RPs71IhyVefR/EEBfSWQtLVdW+49+whqjS3jVyoGa4tpCoUKZ6b6uXX3DJqqIBSxbaH/7KsL3P/m/aHff/pglqs3xkkmo5w5OwCasu3qc+jn789w7e4UT44I1jVN2XDFqpMmSU7cDj2xEJ9csjKC1Vez6mll6/LD+m13nWTr95Kuk89XmFnZOrqNp9y9B+quf90r+u2uUuTL9lKGNsPjrTXOTvXz2DjENUhiu5puplymohsdXb3w8ekGfNHvAr+//sjtJny0KC7Ki6CqElI1ZMndgahu8W4VJ33Hk9EwJyU6vHJ5hJk3q1RrPsACePJojsHBOOMTVvrNcxeHefJw9pitwMpiitGhOHquzJmpftbWjrcmasf4BQssVyK7mZAAhANBh/fe20tDe3106Nj32+7e4wEjyLXYII+yy1S7VCimDXtKeTNXtO5rZ5pzIrputHVnTjybPj6nDV/0dxBDGvzDD/+G31j4Xbeb4tNhvts/yaPHixhUWcF+xUk72F3Gd3IwPSm13uVLI0y/WsHc1WYp4PYnUygC0lsFhkYSrK9mtycFADfvTKGoCqJSxawapNZzLM1tkpm3LItCEVy7M4kZCkDNx/f1q+XtcxONhVjcPH5SoDQo+k/SkK0UO3MUKVFVhVg4iKooaDXfZlWt+ToL0XbXj+XFNBcGe5neSrV1P8fx8ukyyUth1ivFkz/sQQxp/xppqmiu8JwNqlUDgu3bfjsD2xvDC+tXpwNTCsQp9Ok3fZ/+08tScZ3/8vWv8ij1xu2mfNS4VjDFQ/1V1WZVZdNBUZDfOl5gRcOBPYIfQEh4+mBm++/PvnORSrme5UYSCAW23XxuXR/jxf0Z9iNNyduHc9z6A5cJxMJ88/W7ve9j0tcbo683Rt1LRoidMHYhBFpEq53L3e401i/brjQCNE0lEU7UtrPrRqj9ulY8yp+/MwzEorx9Zq23HDUdbXfZqdXNHBfGhtu8l5NRPRDo3ypOuLIEVBXDOJgxqh20W/TrHZq8+Ph0E77obzMlo8Kvzv4Wvz7376jKznSmPkfjlntPWZhIpCeyH9l173HSFSMSPX7UD4U07tyZRNdNUukCihAkEnuzYqyvpFlaSVOpWJOZqTMDXL81wYunC8wvZwhHg5QKh/srv5/dJJ8rc/bsIDO78vYXcxXePTgYELybiz91lmfvTpbDihBkRr0bCeuVHPVeeDaULo5Y1m0Us6rTau2MVihXdIi1b/udDEz28ekWfNHfRh6l3vBfvvpVlkqHVCX0cQW3hMX99UW++nSCpw8aq+LaTnSbln4nC9+o2vHbKpWqPH20V3wvL6Xon+wDKZESslWdsal+Zt5ZAb1zsxtcvT4GQGorz4Uro6TmN0mvHyy0NZKI8CZdJJlovkJ2o1ZhU0rLx8ejVmTPBDt64PSoXmhEizhi6W8wsN4JyuX2GsF0X/T7+Byge80aHiavl/il17/Gf/bob586we8RedAyrrn3AMtlb1Rhrh5TFKcRpIOWYf2kthxyw+m6ydp6lrWNHOubOULhADPTe3PUv3q+xI3bkwBMv1sjh+Dm9y4T3reyoFct4fHu7QrXro031/gmbqWTYhfcxDNVtj3QDI/Oyxqi6ohPf+fuU92UbXWn8soKlo+Pl/At/Q2ymsvxen2DUq1oTp2ReJzzfX30hEJUDYNvlj/wj2d+i41Kij5GEFiFOyQSUxgYVKmaVXRRxcR0bJCREhQUNKGioKEKDRUVRagoWK+FSRAMCKQwrFIi0sDEwJAGBga6qWNInaqsWv/M6oH2OZmj3Q3cHNP7gxHWsZd/2gl0Q7Z8Hs4P95HespfnfzcVB6x9kaB2UDAKWFrcSUFZKes8fjJPoj/Ojdt9vLz3HlM3UWuWzUK+zKvni1y7Mc7Ll8dX493ZReNnUVMUR9wv2oFhGp6wb3ujDV5oRWs44XanNZiG1gkEEA5o5CvtSWxQ1c22xgz4dI76Yulpw41j8kX/MSykMzxeXuZ33r3nN5694JOxUe6vHC4IesNhsuXyriXWwJHbPdOf5D0bCKw0jkFVI6goBBQFTVGtn6pArVUStH4KhICqISkbBhXDpKjrlHSdoq5TNvQGuvwMA4NlKifGFgS22x9UVEKKRkgNEFI1IhGdT2N9aEJFFQqKEAgUBALTtG5iXZropqRaa2fZ0CkbBiVDp1CtYkqJIeuVCjo7yNqsVG+LoOjc0vlRaIqCsJGLfCAW4fG7Dcfao8aOfk4a4YsvL/D0Wyto99K1MUIRa3sCtt19dpNJF3mSLjJ4ZpCR/hjl4o6vfzCoks00nrmlmQm7pqh4NQd8VTc9oY3cXIWr42ZKX7tUDYNro/2oqopaSzdrGCamlGiaVX1WEcIKSqc2T64Va1BqlWfXVztrlAipGvk2ZTOrVHVf9Pv47MMX/bvYyBf44cwsP5qd40czs8ylM3veP25MSpUat35miiUG+6KslwqUDYOy0Tkx0Gxat4ppUDENsrrNaimK9S+wT+MJrOA5VVj1YlWhWCXQEShC1CYV1uRHQeFsdJgP6SyaYk06VCG2fyrUSqbX7XWiZiHAWqEwpSRuhu0dhw3eZjf55O44Cx9SrKfcydiiHJN7vhFSxRKxaJD8EYGxzfJ8ZpmopraUUejGzQm+/fY9yWSE8YE4i6sZcrmd51ALqAyPJDBNiVDEdtEqsO6Hlc08k2f6Yd5aEbh63XLvWV5JNZS2sBmrcMAD7j0BVWEgHiWkaZYxoWZcQMJ0atXt5nlCbntg3tEyhoDnpUOKXTXB1UCfQ61pjIDaPkPIUdW0fXw+ZnzRD8yl0vydH33NP3/2/Fg/QKeWflPFMtd6B6gGTdIV51wlGkGXzrkUOYHEmog0ml1tPNLH+1zrA9unsbMtf9cum6UiPyrNczXSDy6J/opuYI6qKMrOpEpVFBTFWlmqp6UUwlpZErXJl6ilrNzC5EJsmOdPFhvKjnH3xiQV3dhTDVbWU19KiSYUzIqBEIKZV6sUi41NJq5cHeNlraJuOl0knT5ooderBuub+QMpP3ezvrETZ2EYJq9fLHLh0jBv3qyc3Igm1maDHcyKsp+AqtAng2xlimxkDrfkhjXFcof4yOnu7D0mGvbGKbXDk9NgG0V/LBwgRXfWXPDxaRcfteifT1ti/589PV7s1zEdjDR7ubTBhfPJjop+TSieEvytYPcKeOHwlSGVayMjqEV49qoBcekwummCDX0XMyThSJBLZwZrxams5RRTShZX0lQqOvlihcvnhthMF5hZ2jpxmwBDmtbQED08kmRubrOhwliGYTZ8zaUp0XWTD+/WuHVrkqdP5hwz/SbDYaqmNeEWUqAoCmptoqUIwWo+T8lmVqWj0A2DrfzxZ1ZVVV/0A8NqlFiPtRyp1CandZef3a4/e34XYrtjEhGFqrb3PG5Pdmt/CFGPjRLbHdLuu2z7s+x7r34vSsmepcxd+3j0ahE7tfOUDvr0AwTaOBkeHY+zsJ45+YM+nkdKgTyFxbncOKaPUvSv5/P80g9+zK89ftpUhP+jxWVCAbVld5zJ/gRSSua3Mq4EjLWzg+0U9s+b+x3Hi03L1/y7A5Mut6Q1pCnJFco8fLlw5Gci0SCvZ9aaEs2NaJVwOICqioZWBC5dGmH6RRMpUmtN1asGzx7N8dX3LlIq61RrqUFN08Q0LTcx05DbQcCNsPj0YHzBbi7cGeH5mjOZvi4N9xMPhWquc5bb28MX88d+x8vZhTrJk6eNBXEfxe3bY3yTsbcNO/SoAUp668Hxdt3/mkVr45jUzfEZPj7t4qMT/T+ZnefP/ca/bMoHv85QLMZKIduybgwnFV6l17l+YYiwGmA6a8//slna2cF2C/4wYJ9GLOzFUrVpK3m1RyWa7EEIgSpACvhQyNF7Y4hwTmd5dotz54e23XrAmigEAgrVqommKttuSIoiCDYpZHdPKMen+vn2m/eEwwFyR6QVvTnUfG7/o/ftHMlAiMcNZiCq4wXR74VAXtu4bI20W1xL7bClv50pO/NGewKEfXy6mY9K9L9Z3+BP/dPfoFBtvjPoj0RYLrYu+MEKigV4kTre6tcuVEXxaP6QxrGbMtRTsqKNmYRGe+OsZfIYdtb6j6AR0d8K6cLRweLhUIAvfvoS9374DoCbn57h2atFkJKyKbl5Z5LX92a3T6kBvHx69ErEodRdLQSMTfXRP9wDEh49b3I7LaC4LHg7WYnVp33Ynbw5WXjP7f2tlfJt27aPT7fy0Yh+KSV/9d99vyXBDzCRTLCxZi/40u3Kl5roftHvMdluD5u3w52zYwiFuks9YLmhBFUVBEz0J7k33QbB6sJtXCpXEUJw++4ZjKrOwnJqTyCxEznK61y/PcnX92dO/JyTd2IsFOT8YB+qoqAqlghXsHz/FdhewdidmUrInfBoWZ+Iib3ByY3SaQvvYbjfAgdw+SBUm+45nV5t0doYOJ0shdFDJltlP5jXx6fORyP6f+fde37wYbbl72erNlNW4n46OLsDgiewfQjeOQd2ZaqmKtybOVzUJyNhbk+McH18mBeLzqZjNF2qdFmoVnn6fJ6rV0bZ2NwnbJ3Q/LVtyAYfVCcL1ZXLOvMznXX3202ns7Ycxulw73F393ZdOEWHx4h2rnDNrqUZPR/zRf8pwA/kdQ73e/oOUDEM/trv/K6tbTSb3/4w3K4o57YLgTOcwrJ8bSBdLFGu6OgV59d22uXecxK52ipdMKBy68bEnvecuLXr29hMN7qi59zz1E7f5ob27wX3Hv/Rto3d69jp27Ddd107VxJ8fLqRj+KJ+PXHT3m/1VjawKMYDMe4NTxsaxtOuiC0QjfnoN7G5szYzYq8B7DZliczS4zF43xxbuLIz7TDcDc4lnB+ow3wen6NWCxEqaQjTcnZswOEwgGCIQ3phAAXEAioLC6nG/u8g7N4t63cnc7achinwibhMrZFf6ct/W1eebUqYfv4+NQ59e49y9kcf/uHP7G9nQeLS3w1dbS4agS3Lf1uWxMd4RS599i9IaqGSTISZnZ1iy/OTfDth0NcfdpwzbWIOwOplDsuNaFQgFg8xMzsZu09Jx4uYa1iuODf7vZd2R8OoSSslMKyllBempJ62MD267XK1vXPIAVSSoZHkzxdsOdGFgsH+fzy5J5ruTu//Xb8Aju/1+NYdqewt37Knd+RSCnRDYmqiFp17p1jMaXENCWGaWLW8ufXC9KpilWwrr5KKkT9b6t127EWtZT7IuCuYcWLq7kSUBUraFcVAkVTtgsAtpuoGjj5Q23Cg5fCx+d0i/53G5v8yV//Z6zmnYnity8r3Lb0n4JeyO2Zk4OEgxpXxgf3vFaq6Myupxr6/oWhftL5EuO9Sb59t8D1yWFeLO0VXqVKlVuTIyhCsJ4rsLhlv1iNGzUmAK5MDqIUDHTDJJMpEouHdjeKy9fGdtTz7tpHYm+LJQcHZEUIIvEg1+5MIkPq9jbrQdKyJgytfya6KQmEnOs+3TqndQqFCosLra+GJpL205fmq1W+XnIvx70T3B4ad3X/Xujhb94Y40luzaq0XqtrYVF3kd1xOVxbbu/1DpyG1W0fTClqiQtOF6ZfnMs5Hi4u8af+6W+wVexcxduTcFuungrR74lhzRmySpVH5t70rbcGhqDBGk3Ta5vcmRxlMZVBSIgEdh7naDDA0kaGpc0srKc5M9RLbyTcsuj//PwEa5kcS6ls293UImEN3ZBUd+XHPzPSy9pCmr6+GHPzGwB8effs9vumhFfznU2FG83HHNuW24+mffceB+6JUzSh71ocuA+llLYKhDmJ225zPj5e41SK/umNTf7Er/4TilVvdDx13BbdfvfnLQ6TOK+zGyTOhoEd14aduNm9cvumNsiT90uYUhIQCmGh8sWZCUrlas08jSX6sTLu9EbCXBoZQFMVCuUKsxuW77oirHiP88N9JCJhHnxYRBGCO2dGKVV0llJZnswuUamlyGzHQCqB4aEeBofizKTSVMsVLiSHmJ5eY3IoSW41Ty5fJtET2f5OrlqlZzDC+fFBquXOFuJRNYVs3kGDgst6164vtxPB3adBoLl9BLZPoQP3oWl4Z/LmZgyX26t3Pj6HcSpF/3/9zb22CH67Fk7XOwEbI8JwOMF4aGDHd3bbs9byg5XUfGMxMaT1mi5NDGmgmya6NKzlXmmSDEQIawFWizVBWvO53XajqP2987rln2vWlexp4ZBDqZgm6w2mmNsIlbg0PsiLuVVAspUvEg4EKJarpHNFLo0Ocvf8GAjBcipLsVrl7crGge2YEkxp8mbZem+qP8ncZpr7H5xbej93doCePkuwV0sGuVyJUqnKwECcQFRjPVtgdnWLhfmdVJybeonbdyfRN8tEBxTOXxhCURUGaoHEhm6QypZ48Gqe79w5e+h+28X1O5M8fNX+ol2dwm6RJCfTl/q4iANDlFvZvQ7HvTH3FMxhfU4hp1L0L2aybjfhUNxOkGEnkDeuhfj9+SXbbfje+AQviq+hcsQHxN6fYtdLKiCEzdSpHhqP7AqlF9l1vpvcCS5/tbTjFxQOaDxdWKFQ2bGAD/XGG9ru3Obx2WsanfwqiuDKlVHKimG53hziMr64dHS8zWoqx2oqx2cXJlhcz/Bmbe8Gbl8Y3f49letsLm63M3E5jV2BEo+GoMGkRz7txGZ2MwdaYLhUx+MwfN19OrCSOLjdCudx45hOpei/0N/H7384uaJmp3G7Iq8XOkBhUyyljQx/YGJ4uzppvbhFvVMwpMSEWiYOqJomumFSMU0qpkFAKgxGorU1g12ZSmD796CqkSqVqJrtrV9sOiAcj7qmpcNWuhy7/46/k0ZHkwyN9jC9tsnjxWXbe3sxv0pQPygkdgvV6iHvtxPHi6p4yL1HqWWs2V3x+DhuXB4jm3XA1ekUDurdhhOXwFuWfvdwfWXfx+cQTqXo//M//V0y5TL/vxevqDpodbDblbkt+t2OKQBszzxmCxvAQReVRvdtaP2sydyR7wNgwtl4H7OZ9pounbkajW/FqdvvqD0qquDm7Qkeflhkdtp+lqA6xUqV61fGefZkrzvNbqE60B+jk9N85x8l1yv3EYwGGOyLs7yWoWqYoFgTgGBQ4+alMebfr2Po1iRaVRV6+qP0J6I8fDzHyGjSdhM80DvZxm25a/ccOmLp7/AE/Fhc9en38fEep1L090bC/I1f/CP85Z//Wf6P//o3+e9ev3VmwzZVk9vLnl4IlHO/BY0RjwX5tGeUgFD5et4Sm/FAkGsjVorNunuHgqAqTQzdWjWIBDSerqxS1Hfcar4amwS2s4rXXhUspr3phnYihzwGU1N9GBHBven2+LlXlYPPTtUw+eTWJCAot6Hy8HF0m+a/eXaEkKbVUpDK7VSkYLmZBaSgVNaZX07tfEkIotEQFycGCCoKG+s7k2WB5Nx4Pysr6dq5cFvueoNO9W8xLcDV5MD2HpVaWtqFVXuTbScMA7puuF7285OLo6gBQdrwTvY+Hx8vcCpFf52eUIi//gt/mEdLyyxnj7DuNoF9S7/Lot/GdxWHevFu8YV+trUCwFB4J//49eEhvl6fO/TzPYEQ+WoFE8kXoxMsF7Lk9Ar5aoXXa+ukS+W2tHP/NR3r7SEWCiKEYCmVIVfaCZ5wwp0I9sYiDA/10DcW58mHZUd9ulVFEA4GUBSrMJJ6SL7t59Mr27+fH+1zbudNEosECQY1ttKFlrfRjkXAcFBjrD+BKU0Cisqjl0dPyO5ePDy/vKoInj6e59b1cZLJKOl0gVBQ48LUIE8ezTF6th8Aw3fp6CgjkThP3q+c/MFmsTlruXF9lG/T9l367FJUqzxdb8P5aQIP2Nh8fA5wqkU/QDwU5C///M/yZ/75v7S9rW537xFCtHwQnnANcoImj3+jVOTLyQlAHCn4AbLVHVH/7fo+N5QOnLpkJMz4QILnC6vbA/dnZ8epVA3erWwc7uNvg1BI5cr1MR7NLDH/wf6Eej/Xz4zw5tFO4PiLxeNXEFS1s6ZFvWLw6ZUJtjbyzM9tcPnTM7ZEfzss5RMDST7MWq5w86SO/exRt2i9VoKhm0xN9KEK6AmHePXSujaqKqyJmRPxKaelj+kA3WI8cYtTUX3eZxsrZu/0XVM/kLdN/A8vX+LnLl3gt99O29uQzSuku+zeo2zXtG+e9XKWn54a4d7iOiWjdVcKt4eqZvdvIvl6fd7WPid6Exhmmmz5qJRFrSOxCnGFwxrPF1f3qLf7M1bKTQH09YR5teRM8apYOEhkJNo2Vx5oPrNRp1NGvny6f2Jnb0ByuvlTQ71EQ4GGPx8IqAz2xawKqqa53Z6J/h7UEYWtzTxnJ/sRumRubnP7ez3RMFI30Ys6CQSKoiBrVn9FVVAVBU1TUBRB30SCZ8dYp4OKyu3Rke2/Re1/Yruisjjw3s7vO58QwhIIQlhlmU+6NKlSiTerLcYJuYTb/eiReKRhfhCtj8/hfBSiH+DP/NRXtkW/3f5Md929p/WOcLOSZ7OSR1MSYEP0f4xd8ZPsMrdGRwgaGg/nnV/67omEWE4fbW2XwKZDhaS+HB3nR48/OLKt42hWBJtdns/N6UnLcDLGwxeNT8p0w2R9ayd96uRoL0O9MaQpefJknk9vTZHJlRif6mfizABPH1mrXppmrbCYpqRUPn41aWiq99j3K7rOs5XOu2R8fnHi5A95jvbc7x6o7eUIigdGmi7vknxOKR+N6L89OkIyHLLlW21XWLgfyOvARmz3ZO72hG51xE83Vjif6COsqZR054JONVUwlIg5ErNyEr3hMC9f2q/V0A7cTxNoc/9uN38fPdEQj55ZK1y3b01iCnj5bhlMQMLdu1Pks2UCqsLFC8MEAgp9pmlZ2mtZlUxTYpq1QnumPLnq7ylcvu8+7K5YeeNG9r17fHwO56MR/aqicGt0hB98mG15G3Y7NPcDee33hHa79CARroUv78phA1Kp8KrgvboKTvM+s8Xd0XEezztnzTRMyZOFzlhHzyQSvOnQvpr1We72QFLXJy27uoY71yao1mJAPv/kLPcezvDJ9QmktP4ul6usbOZYWkpxJTzK25k1wiGNwgn9242xE4rD+ULNfWxeA69cQi9Y+n2cQ0pxSn36O39MH43oB4gFgra+byf7iUS67oLghPXD7sQlXS7zYHOv28FPjXbj8nprLJa7t2xpWOlcd9Hso+L2KpptQ7/Dor+ZrQU0hde7V3AEvJtdZ3g0SalaZWI8SSpT5PNPzvLg4QxSQm8yYu2n1qcYpnmi4jup+xHdPW/rKO0aSuwGCHvE0O8SkoCiElJVgppKMhxyu0E+Pgf4qET/VrFo6/t29K4qBG6XLHFiTvn56DCPVjfIVZsJSpUEFY2KqR8a19DJua7by89rxTwC1bHtdfJwlA6mwm/2Ormt+VtBUQQBTUVVFVRVobcvgqooCEVBVUALaAhhZc5SVKtKbr1arlBAURSrgJYQUPucFAKBJBAIcPtWbTK96wHbSeBlRfULIax7KF1ldTnD+laejc0clapBparz8vUyiXgYYVbp64ly6+YEEtBUxarYKwS3rk8AEiOmQi3odvczXQ+xDYQ07l612mRdX4GUsvbPmny4RVhTrWreUqIKgapYQcgCgapY/xQhEEJBrQUXW39bK6hCESiIjlmY2+W+ktLL3Lk7yf5pozzw+94q5rL2uqIK7iZGmU1Zxg2B2E67K9jJAicCEkUVtXtXoNTPqSK273lVrZ3XXa+h1IO1awHaglpNAOt+QlhtUQPwnfjY9st7ftYQQqBQ81iTcs9NK6W1nbCqkdPLmEgM00SXtX+mQcU0qNZ+VgyDsqljoFMACkBei9i7GD4+beCjEf2mlLzd2Dz5g8dtw4YVRFMVqid/rL04MFI8yrwnERpsSvRfTQ7xOrNGRNOIqO7ecm4bojRFwUnt3MkJU7nUuTu4viomsXLFK4qopYe0BLKiKqg1MawoCol4hICUNTFQE2O1+71a1VldSB+4+L0DMWKJMMGohsByAbSEdE1oKGI7e4wEEGBWDF7en99pm6oQDKmomsLt25Ns5ooYpokhTQxTYhiWWDClRDdMdMNAN8xtwVzGBEzyIZMFuS/Yuq6kAEdvmkP4Xt84q9MFbl0eZW3dKhp3Zrwfc9gkmy8R1jRev1+hWKyAEMSiQfK5nfgoCVST9iazdz6ZtPX9Vrn3bu/Ko45Eb9FE80l/c0IvgGA0EGOu2lxMjqY4ZzjYzau19bZsdz8XP+vhZXb15A+atX9t4qSEdhcSA0xnWsvsdFhtER8ft/loRP+b9Q3bln47KTc1D3QATrQgqgZJVuKMDfRxb+PovPV1pITRSA9SSpKhCBWzs5VTD+KuX6AihKP6rZNhIrrRvp1dGB9gI523rGmGyfvlTYxesWslo66Ad7VBArWEMfObuZ3XDiF6IUpPNER/LEpYU5ESnsytYFQzkIbBZIytlfzhX96/rTNRDEOiGwYlU5IHfvShyfSl+ybgbq9AyZpvzfJqhq10gb5klKcvF7hyYYRMtsTMZp5Pbk7y+Kk14dnvTmVNmkTXx1bY5aSj/0OVcTbXctbqgLBiUQbHephT2x+I7yW8MB6Cdb2CinrkuKTbyFR3amrbeIDd9o/ThBvH9NGI/n/54qXtbdjxyVcUb3RyrXA1PkZYCSGkwNAVfji3ynfOjTX03c8Hpvj+/AwTPXEqpkk82Hju8NOINRA496h3aly5OzLC25cNWOZaJBkLM73YvlzphXKVQrnKytbh4qoZ0V1ow4qH24G8upTEIyGklNy4Nk4qU+DCuUE+zK5TMU3Onh/k5dtlIrGg5YqUiFCp6KiqYq1e6JLQYJjZpa3WG3EaRvUTnsdyvsLSambPa4NjPQ1v/ruDk5imRHcwA9hh3B0cYXkji6JY17f+eJwb7+ebJfv1ObxkBQ+rgSNFf1W2fp69dIw+PnU+CtFf1nV+9dFT29uxE8SqnZSurgO0KhBFOczvz7S27LuQswa4yVgvCEmog8GgXkScuKDsPS729fHu1Wpbg2UrbRYxJ+F2kL3pdlCCsHLum7rk2RsrqLc/GWNjy6oynIiFKFd28vBfuji8x6ovkVT8SNwTY2wOfbuJfnl2LcVqtrEVqWY4P9DHYCRqNUfC/ZcLhzbLcGi1T3Vk3dkZwqpK5oh5fNlovZK56oEx38dnPx+FAvtvX7627doDENdCfDoyxu4qj9Nbm6TKJxc+ElLwB8VZK9uFAFNIpJAYQiJrPqTG9k+TKia6NKhKk6o0KEsDiSQqgoQVlbDQCKIRFAqaVFGlQJECYVqRelKXSEOi6xK9alDVDXrUCJM9U0RDGqGAgqpKECa6MCibFfJGmUy1SE7fW8vAjh46m0gS1QKky2VCqsab7Co/M3KJrFHi3vo8g+EomlDpC/RQNXVyhv3r5GWcXvJtu1aVklBBtNW1B6BYcr5acTO4Lfq9kPUklS1yaXyQdNbqzzRVYXKsF01TScTDxCMhVE0hEFR58Hz+wDm7fq2x1b/TzIlP9yHX2QvScCgS5cGuYm772zQ11AvsFGOzi5dSagaOiTMr6q2v6vmWfh8v8lGI/l99/MSR7TxbOejeMJKIQQP1vgJS4cHTRdttKFCm0OJ3E4kwLwqpEz4VJKCE6IuGSUaCRIMqMxsHXSIacXUMKxpL+Ryz2Z19/sGJs7xMr6Bj8NngBE82l/j9Zat2giIU7o5M8K5gf/nYq3hnqGuMC/39vH/bPrebOu+XN4mFg+RdEv9uu9c4nbKzGW4lB1l/a2VbiUQs97vBvhjv59ZJZWuTcAl3rk/w7OXikROkmRUbrj21fXQ7Jx3CYe/PTW/yZe8AAFvjBm8rqSO/70StlcMo6sdbtN+XUkhgejHlyP4U6R1BHDhGnJdsWPp9n34fL3LqRX+hUuX+QvuqiDbq8uMNn/7GOqGqKVnNFVnNHW11P2nlcirWS76s7xH8AGvlHCtlKzvIRnnv9MWUkoBot8+/u8riemKEb7ean/x9mhyltFWxVnEAsNIcvptvb7aN3mCITtTglRJG+uNML9rLsNUq7lv6pWszwl49wFzKchl5ObNCMKDSEwvxfm7XZE/A45cL3L0+yaPn84duR7HpznAKND8nHsUh91kqW9yeXI1ODrajUSeymLX65NsXRylXdF7P7fQr7Qii9JInWOCYTEiy9n61hQQUvqXfOfziXM5x6kX/TCrV1gG90W2rXpj1O9mEE/qzqBpktpQ58PpJk6T2iy93r0Ox0vxysYIgUBa8XLVpSW2SiKqS3zzZdc0phIvPyNWJIR6l3VthMgzpWm+cS+1c46pucv3CGE9fHT4xfTm9TE88TDZ38L5QbRo2PNBD2ueEgwiENPqTlu98PRf8bk7qHwd7YkRDgW0rsiIEqUKJtZw9P/+yrnP36jgl0yCgqZwb7aevN7IdgfT1gsPPhodEfzIU5quhqT2vmbVimqaUPN5szezhiTHfx2cfp170B9X25DOu02iKOgVBOKBhSula0KKTXVCxpHOhp5/p7OGW2aOCmE4W9W0eDVy26CohwZm+JDNbqYaX6j/pHebJy+U2t2wvI/E4w2aIt3OdydsN7i6Hl0utL+M7gZvuPZu9BjeGJ3n+7TzJeJhQRGN4qIfVteyBz5bKOtcujB5q7bcr+r0Q12AXecIz/YP4CsSP+UD5+Jimh7mD/cB3hydti/5cucI3i9ZE70ZykFgy6LzQ34XwkNX227XDV67soviWfh8PcupF/0QiQVBVqdjIt3scRoOVQxQEN8+MkCmUebPUOSG1Bwf72SfLawQUBWKN7+pK7yATiTDD8TBQk/dyV+l3CQXz4OqAk7itKx6tL/HJ4Cg0Y7TPda7VZ4f6iPUFmcmkqKqSWF8cEygYFUxpTeY0FC5F+0lnigQUlYAQqGJXPo6aedBAostaoSoJArmTQUoKTCRVw6pwWTVNqLonBJZW067tG9x1L5rNZwgoCpMjveSLFb55ZtXfUIIKgYBKQFMJhwL09USIhoNUqgbXL43y4u1eAepnKwH3exh7aIrC8maWUqG9gfunYYJ3Er5Pv48XOfWiPxzQ+B9dvMjz5VWqtTLahikxpIFhyu3XdMNoqWhSIynMvts3ycpGlq83LcuJGqqXdlc4l+zl9WJnJgFO90GqIjjKPmpIyVAkRtW0zvNEPMFqOYtazbBSaX9g6FG4Pdh8OTDJtx8WmwrI60SbhYBPr0zw4/V5ZH3x5rCLW3tIRmWVt2ln3Y3GQ+6Vrd+slGjvmuDxmG3OjnQSVcNE1Q22MjtxNqaUlCs65YpOrlBmfVeNgztXxvn05iQPnu1YSe369Lv+cPoQUBUG+uO8WW9zH/0RXGrfvcdB/OpcjnHqRT/A98an+Lc/eX3sZyaScWaV5qsiVk/Ir60gWFzLsJzObpu/DSkJqRo3h4eYXUs1vc9WkQ53QscFKr1M78109KoWqDYig462odtI5UsHBP+nI2Mownq1Yho8Xl3paJtCmsr58wP8aGO+4dWgdoxnbvr0Ww3AtYHF7UBiE8nKxkF3nqN4/HoRIeDWjXFmZzbI5cu+ZZNdq5ZdSrGqt1/w4647W6fwnwcfL/JRiP6fv3GJ//M//+1jP9Oq4NAN81ihNBAOs7xwcDCNBgLcn7afwrMZnO6CWunUDJcHRTf3HlY1SvtS490cHOLZ9PIuI6fkxrkh5jIZFEWgAKE22qAjQY2xM0kebTU30WjHcOb2GKkqwgqodQG3RZDZQuFBKeHJ2yWi4QB3bk+ynrbnV34aDP2n4Rg6gY06l12Dn73Hx4t8FHdlfzxKMhI+9jOtnAgBnBSPdDHUf+C16yNDnOvrbWGP9nA6dqrcQpxEK+LCUVwclT/pH2MhtXcCGNEC+5okeP1hjdJmhcJ6mdx6mXfZ9mTtCWkqY2eSvEi14F7WBoXutqXfTZ90t8WibqMBhVKVB68WfPcen4Zxa3LdSXxLv48X+ShEP1jVJY+lhQe0kWwV00sHs9v0BIM86LCVH5y3zsYCzS8USZcTNHttqDlM6LarAM9uNFXh7Pn+1gQ/7Wmj22Ok3ewzdnC7ONhJboqNYHfS5rVnsxXc7t+6Bbfv907gW/p9vMhH4d4jpaR6QppMVRE0mIhnG01RqMrjt1u3bI8ne5joSSCE5dftBk77m7YyyJsOiAs7uGlMzJsVLgz0Mb3R2Xz7h3Hnwhg/2mo9VZ1oh7hxWfW7WUDP7efCMA3uXp0ALPG9+0rI/b/JXa/Vcs1LCRs23XsEMNbbU9ve3vtL1rN8yVoOdVNaee5rr9d/mtYvGFJCLc+6lGznXHcKRVjJGBRFQRFWekZFCAJSISmCGEirnbU21dtW7zO3k1hh5ebf3TIVgSoUFMT27yoCRQi0+k+pIIRABaIVlUvhJAoCMywQitiOERLs+n3Xa9vv1V8/pDZc/T6QsCfeZffr9e/sPp4SBqlKCUNa18iU1vkSwopxU4QgqgZoKXNGF+EH8jrIKS3O5bj7RQN8FKL/w/oWmVL52M8EVLUp0X9xoJ9wQOXp2uqxn6sbNHojYe5Pu1f8x8LZG8yUktFID1uVIuUGy5WbH7Gl/+nGCsORGELsTD4aOh0ODx5BTeVDOWVrG6fS0n/SamAbcdvyGQkEefTM3f5JmhxaG+Aozg70sjR7+ARa2fdzex9Y91ldhNaF+7ZQrj2b9UmFKSXSlJaANa0+T2xvCerK1az9ixerJF4W6AQSK8HW6135fycn+5lbct+osJ/60FrX+eofCUCfW63pDH6efh8vcupFf0U3+Nu/9eMTP6eqCjRRLLUvEuabpZMHybrFqhMuGyfhdAtSpTKpElyb7ONVeq2h77idpcTt7BqrxTzD0Tjr+VoRngYuilPXbbI/Sf9QlIVihsVC85mqdtOOs+i2T79tn3QbuC36Y2qAdqw/JhJhzlwa4u2zJUrlEwwDTfYNK5kcfYkIW5njC1rtRoC1WlDbl+Vb3ri158Q7xO0EVN1SK0HvXveeoFCIqAE0RUETCkFFJaCoBIVKQFUICIWAUDkb6XG7qT4+Bzh1or9S1UnnS6RyRZ7Pr/LLP/iGD+snWz5CARU7o97d3hEW36cIqFZw5Lcpq3R3YEhjQAkRCgda37hDtEvwHjahUYWwltj34Xogr8uoQlAoNza7/M7IBIVSFcM0eW3j5pzoTzA0FOf+5iLvNlItb2c3+90vnMB1S7+bgbwu5+kPKe3JECWE4JsPC/SNRLiRHOH504UjZ4zN3lGlqs5w6PgEDR3HZS3bJZIf2eZA3vPRXn7p6s9a++L48yKBf7H5nr838/DAe//is/8ZimkVFpS11Z9G6e8/mMTDx8dtTpXo/+17b/hLf/e/RTdMwiGNy9dHGhL8AAHN3qCnoZArVQCYEL3br6+WrKXekcARpWs7SZtGhGJ+R7AEFZXzwSHioQD30nMHPttoBeN24XaCkAvJft5lU9t/f720wJfnx6EiebKwvMfNNZ0v8Xa5tZzZyUiYCxP9lBSDhxvLTG84W3G2PSs2LmfvUd0rz6W7bOk32jQZN00JKmzlitzLFTl/dYBAXjI3dzDBwWmgHZPhZugWS/8JoXC2MaSJ3BXHd9JV+cWB84eK/ulylkvBHkz94zZWuU0tROfU4cYxnRrR/+DNAv/5f/2vrbz5QKInzKuNxjOTRLQA3+uvBbJZUU5IYfmgG7VALEM3a4XhJHEZ4Hpi0OpMpCQkdwSDJgXnYklMWf8uhIWb9T4t2nV/5cpVziR66VPibOSLvFzb4IupsUM/67al3+1BuYeaZVLCQCjCRqXIu/QWF0li7DNJJeOtWTFHe3vIxKr8OFVzP2uDDmjHaXTb0u+mXrLce9xrQLVNz+X+5+396hZCwGefTfLh5SqFQmX3h5vevtsuYftxW5h47HQciWyze0/BaMJXl72r4EGhUKk9D//7Z7/F//X6z3BbSzjaPh8ft+h60Z/KFfmH/+Zb/j+//YDKrpn96kaOyWsDZIpHB/BGAho3RobJrRe598OZY4fcqbFe3hVS23+/3ff+7K7fH744mI4zhT0fai+zUcizXoAZdrJ3FCpVPukf35O5wpSSNTnjYktdX31HVQUxLcAFPcnb2Q0u9SfJpEooI4KReIyV/M45XCu1FhAYGwwxk8o41eRDacvkzW3R72Igr9sxP5UWam7UkcCtu5OUchWMiMJmvrAtfqWUkNkrwKSEex8W6R2IcP3CIM+fLrpZDPlU4fZ91CjttpwXG0wsUeefrL7Z/v0vXvke/83cU97Xxvuy2dy26nhtQurjA10u+udWU/zpv/HrrGwdIqglxA2NgKpQrVn/+2IRhuMx4oEglCXT02s8W7IE+kmPp9sWHC8jDzl7z1cOX2UZPON25VF39/++sMmd2DAPX1n33cKmJc4fzywjBJwd72UmnQJgOZfj0sgAb1cad/EZScZ5vrXWVgF9Y2iI1+/WnBcYbot+FwfpejpHt27PcpP+FhcvDhFMhtBNE900+Xa2+bojqXyR+/kiV28NU1kvgwmfTo3xcG7x0D7lMNx+ng/gtntPl+hMo9Je0d+spf/Hm9aq6D+6+x+QROX21T/EH33wLwAou5xO18fHSbpa9P/SP/29wwV/jZevV7h9bZR0usT6RpbiepEZGs/0sBs30/k5hgcGBLeHaLfde85F+nj4dIHDLoaUUEpXOJNIMJvJUNCrJIfCsNL49idGksxuNp72sBUyG8U2WRTdrsjrpqUfAopqy+Juh4phNHX2w/EQ335wpsDgq8V1VEVhcrCfnzz4wJnBBCPDCZ4tr5Iv19x/DlOzUpLJuVPz5Cjc7t+6xbosq+09U81svRpQWCvn6dGCRBQVs2oQBv7B3f8x69UiU8F4S9mGuuVadAPylObpd+OYulb0/+6jd/y7+/udbA7y/OWyI/tT1dN3w7mB2ykz3S4E+e3mAt/9bIrH95YOfX8jV2AikEDBSiR4WAak41got1fwj8RjrCzaK8J0JK6nO3R3/4oiXCtYVNR1ok18Xjr8IBmmyUbRMsgsrWdYWs8wPpTk5plh5jJpltIHjTtfnZ3k4fPWC8y1A7cXHrpFZ5ptzt4DIBQF2YCVPlA1+cc3fsH6o7rzAPYbCv1KrOX0or7o9/EiXSn60/kSf/X//Vsd3aebObx9nMML7gDT1S3i8RC53OHxJgtbGa6NDZIRFR4sL/L55Qnuv2mscNJSsb2iXxECiewa3+FmcNPS7/b+q4ZB8kKSUlWnoutUdIPR3h423ljZz1RV4eKlIYKRAAXT4N1WyvE27H8yF9fSLK6lGT3Ta6lpX0SdSLc8l342HB8fd+hK0f93fuMHbKQ7U/WwzmkQ/W5b2b2AF87BSiHHxSv9nNf7ePZ0mcOMUa+XrJiIoKqQyTbuwnAlMcCzVGOF0lphKZsjEQxQrLQW3OZl3NaUbsYUoAjSheKe67qeyXPt0wlUIchXqzxaaN99BUe73i3PphgZ72Elc3qTIThGA7dQf2+MqdFe637fd8qLlSqvpo+vMu8ERieKc7n8QPuWfh8v0nWiP5Mv8S9/+Lzj+xUuWwGdwH256z6G2/49Nd5lNnnHJl99Mcmzr492QasaZlO5+kNK+x/p0YkE2Y0S6xmHJ95ui263Lf0ui4TQvslcqarzcOZwN7ROM5qIHxD9pssFzbzIiZZ+KRlOxnjy+GANFYA7t6fa0KqDdMTS72tuH58DdJ2SffRukbILVsbAaQjkdR33BbcX3Ht24+S4JAS8z6cc3OLhvN7YIBoKOr5dt6+M24Y5t1cTQzYLFNrluOv/4uUSX56Z2P57Khjn8StnAok/Jq5fGuP1G2fi3OxgdsDS735/4s86HEOK0/uvw3Sdpf/lbPuXHg9DOQWBvG53gl4gGFTojYYQCAxMq46AlChCoAkVISwhLoRAEQIVBVWxfg8oKiFVo6RXyetVVrL2A1qFgxfl08sT/GizM4GN5ilMYyf2RfJKIBhQ0FSVgKaiaQJVUdE0FVUVqKqCIgSKIlAUBUUR1kAvrAmEoihIYfmiC1GfVNTfFzU/dbZnG68rjVUPbxduZyg7KbPWo+fzfHVjkq9nF6i6lOXI8xwzTAUCKhur7a3f0Shm1V7/8b+cuMF3esepSpOKNPgvXv+g6dz8Pj4fI10n+r996U62BnEaRL+TCrMFXPVZrpGvVklV7Kf50xw7Fme2c/fqOD/a6Nyz0WxWoUYQIYVbt8YttV0/v7VJ2M5pEntPWe13CcSkSrmoW1Wza5WwZW1SZ/0OhmFiSIlpSgxpYhhWnnndMJnPpgkNhKjqJrphYJgSa2s6mDrsKh7bCMm+CFu5xlME94/Hm9uBwwRUly39DdxSD5/PE9dUNvXOxnQ1ivs93NF8cnWcly+94a5l2BT9PztwhnG5s9r4a3f+fV5VMvynz357+zUp3L0evqXfx4t0leifWd7i3uvDfRF9TsZtS78XRL/hUCXZoKKiu5VfcR9TA0lmKmnGEnFKVYOtYmu1KJrB6ZSNABVhcn+pdVHy2egoz6bdd10YG0mwnsk3JfjBffcerUtcGHdXXvccbqedPea9zHqBar7C5fPDVE2D5dUMAitdajBgSYFO3YNmxeBPnfsUgTUuCKzVsO+vz/A8c3hhx93o+/pxqRtcDCX2vobrl8PHx3N0lej/R//2nmt5kE+DM4PbmWsUD3TBukNiVVNVnEiqvvuMhDSVsf4E5arORrbQsLiJhAK8qfnyn+3t7Yjob0dAtP370/3768b5EV4vr7ckTF1PGeryaqbb/dOp4JhLaBgmhi559+ZgtT8dyzVGdiqVpin493sOBg0HhHqk6P8kOUJCCyGRRBTtwKAc2Pe323eTb+l3Dindr4HRDtw4pq4R/ZuZAv/qR53P2lPnNDy/bj8zXoiLcMrSH3CgkpMqBFpQ4fonwwhgzkzzrGrFrKgjgnOhPoZkDK2skE6XmFtLUT0kY0mpom+H5Lt1hvsiES4N9AEgsXIBWn7rO8/O9v0n65243I6pkFjPuB3ctpQDhIJay5Zo4fak3OVJh9vVsk8DxwnN3e9dvTaGFlQxTYmuG0gs40GnbkHjiMxLw8Eod5IjxLUAl2P9TEUS9KhBVCG4qsZ37pFDvi6lJKYGyBvV2kck7jqs+fh4j64R/b/2Ow8pV11c1j0F45HptqjwgCXWcCgANXBCaswrfQOENA1NKFRNg6frewPQw6rG5YEBfm/jw+HtRPKubKX1RAC9oPUqnA32MkRtIpAqMbeeIhzUqBnqHLcWh1SFCz39ljjHmjRJCQNqhJBQMaVJULP2f2/az6ZiB7ctg6rLk6bToPm9fAz12ysYVHk/u34gC965yX56ks3UZW4d44iKvLe1BLfPfOfQ906aFErT5Fdu/SKlWhcYNNwdtt1+nn18DqMrRH+lqvPr33/sbiNOwfPr9ngkXA4kBtAdGpU3ywXuDI8gpODR2l4/8su9A7zOrG/fM5eTA3veTwRDjPTEeLLZnP+5jsm7yq6JQB+ovQrBcABqrvDOBRhb9IdiTL89WCdggZSj+3ECL4yxdm6voOpudyw8sFLiY4/j4qbqb124NMyL1wf7HkVRun61RZomoZpdp7uPxMenPXRF5Nb3H74j1WRQnNN4Lb97K5guRyYoDrjE2EV3yNJfMQ0eby7zPr/J5d4Bzict15Zr/UNM5zb2TBLXi4XtP4ejMZKREG/SjRfcOo4veif5dmnHwt4TCjmy3TqmQ+5QncF90WpHNKkut99ty+Tp8On38jFY11c5ImB7enadcNT5+hsfK24/Tz4+h9EVlv7vP3zndhN48mSRL29P8M3sgttNaRk1CP3BEEFVJaSoBFQVTShoimr5lwsFgdi2FgmEJWKkNenZTtO4b1wza77ZhmlaaQ5Nk4phUNJ1CtUq+WoFdm3XTZzy6a+TqZTJVMog4fPRCd5nNzH2naCtSpHPRibYKBbIm2Xm8rkjttYcI5EYs6vpPa8VKjrjPT0sZrOO7KPcRfnQPXB72WpDMhDi09FRxPZ/O+lKd57IGrL2xq5JRiCuUqwHl+9KXVJPXVovDSCxBLZhWs+0QKIoCqYhuHlrbHtPov45KTGQDGhhttLFWpvEdj2LepusehZKbZ877WpsHiQRCJKfjNfiQOpHvJdgdu/GBMLalxAIaf3cPvRdpRB2b+yw5sh6Q62Ts6v9u1pQ25jctxFViO32ljfspwO2w7E+/WGVa59MomNy+frYdn2S+neklMytpDrUUqut3b6y4NMhas/lqcMP5D2cZ+/dT8MngFKhyp3JUR7Pu9+eViibOpvVDue31qx/US1AQBNo+bHafV4fmmUtXdsukVNL31ZP41Z7xSp4VJs87P3Hoa+J2utWYSRrrz+Qbbp2Au6tHz0hNKTJRjVPrtpksvcj0ITCoN5DWpa4PjREsVpFEYKNfIFEKFQ7s80xFu1hOBTFrEkeiURF4RXuFMRrGg+Ifjt9+INX9gwKV2+M8mCrfX3T9/omeDHv7r3QtwR6m1J23r4+waPX9uJSro4NnPyhNnLcpPPVhy55jk8JvqXfx4t0hej3ysPz6t0qk2O9bjejZXQX3XsKepWCXnVt/2AJZbd4tOlsUZzPkxPce2MJvOV9lYFXc3m+nJzgm4XmROTZSIIHr7o3GNcTRkMX29B2l3wPdMPtcrPsiYeZXnDG5c5NvDJWngZCoRBqgwXrdq9YWKtq/nXw8SZdIfq/uDrJ3GrK7WYAexbYu479bicfG5Z7UXefg3ggyM34KN++Xjz2Xny2vMpQLMZaPn/kZ/bTzfc2eMO9x013hW6/fo3QrvN7ZmqAJzat/OCnHW0Ob/fHqqpSKLS+Mu4Lfx8v0hWiPxELu90Ebt4e4+3qJitm4yLKa7idstNt1FPQCZ9XBrj3eulEgVfQdS7G+5sS/R/33eEMbmq+7r+7T6YdovriuSFHBL9Pc9RjTHx8TkJKgZSnr4dz45jcT6dyAqWKzr/6oXtFuepUTZNsqUyu5IxPthsYp6KucOt4IXuQHS4nBng+v9bw558sr3J3bLThz3d9l+qBA/At/e3F6dOrqYqjfbrbGvb03wGdo1KpEIlEWv6+b+n38SKeV0H/4vefsmGzUmerTI31cvPqKNcuDVMou+uP7gTGR25W0VyuOGqXfiXatLCbTaWJB/00fJ1idnmLSy4Hc7YLLxjanG7CzWvjLK1lHNue66VIPHCNGsfbjdV1nXK57HYzfHwcxdMq6PG7Rf7vv/bfu7b//sEYD5aXeby2yvTapmvtcIqP3dLf7e49y+vNu5ZtFkpcHRpqQ2t8DiNTKNMTdrZWQqN09919Mk6n/B0ZSvD0rbPZjly3q7i9/1OG6VBdFx8fr+Bp0f/f/Nv76IabD93pGkb1riq05DxeqBPQKqPROPNbrVkk780vMBSLOdwi7+EZvePSbdbu3bqZ/QucdZeQQLwnTNXh9J9uFxjzXUq8g38tHEaewn8u4GnR3xN1x2JWZ3Uly6djY0z2J11th1N87Jb+bhb9Z7Q+Gz7bgrDWFTH7p4LT6lv/NLXK+ZF+1/bv5ON769o4b2Yaj4/pFtyedPj4+HgbTyuBqaFeV/e/tJomkytSip0Osey2pc5t1C4N5P3OwBTfvjw5Y89xfAypBL1yhG5J/nbvt2gYLIUKhAIa5are5r0dxKlJezwWYmZpy5FtHcDlm9BTE04pURSBogiEohANBTBNSSQSIBRqLP+9W+zO0d9q2k7f0u/jRTwt+jez7gTw7qZa1VGEp09Tw3zsgbzdYukfisSYjCQJCpWtrTL3Xi7bHsw/hnStXpnYZEpuBf+1//7eKpe43t/Hh5U2ieZjqOgG5870sTRrb9/nzg7yuA1F6Ab7YiRMhTuTOzE0sva/bQv8vls00RshmykCwlrxl5LecIDMeq72ebm9DQBpSmtb9b+lrP2z3iu8WOGKCCBNeej7279vvy6RpsQ0JWfunuHth3WgVgSt9tn67uvfr2+31jxrG/W2yr373E0B67n4L/7m/wRVNTHN9lRWdoJqteoH8fqcSjytZh+/c7aKaSsk4hEWy92bm383H7tPv9cDeQXwnf4zfPtqkS2cdT2YSCSYTBx0U5PslMhRze5cCaljVrxxf08vd3/Q/3HEXXS7DATtWYgvnB1qi+AHiIQCvLo33/Dnb92e5OU3Hyjk96YMvX5tlLdPGt+OUxi6SSZTbPt+PDI3PxYnDAi+pd/Hi3ha9G+k3Rfb45O9LM663w4n0E3ztMUmN4XX8/R/1TvFt6+WaMdF+mauAaEjwd0oGntUq96wHKqKwNX8A21GDXvbNeMoVFVQqHgn9XI2Vz4g+MEXi26haApSAarSM6uGPhZ+cS7n8LToj4QDbjeBguGdQcIuH7tPv5fdewKKyrMPpy+wsBn6YhHGEz0UyhVMCVKaDPf28O2HhYa+7xWx5NZ91qkc8TmzOwsU3ro+yYMX7bOgm2bjF+Dc+SG2VtKHvqdq3jZO2MWrgjqn5fmvNn6ZoAhwPXKF70W+ol/vtWwwwnLRkgIoN9Z+r/RHPj678bTo/4PXzpEkAFJaJbsRO76E1DoPIfb4GdYfR1NKTCxfRcOUGFJiShPdlOiGgSElhmn9bf00MQzT8mWsPaz9yQivlk6HEFMV8VFb+cHbov+TvlEerqy62whRt1J3flAe6+3BqJq8mN97Dnrj0Ya34ZXre9oHezcNIa0KxuHBHp6+dd9dFCCZjJLoCTP76vAaAfPzWwRDGpVyp4OlO/Pce1TzEyYMQEVWeVR4xqPCMwAmw8Msl61rFVWi/Lnwn3atjT4+dvGs6JdS8v7FCq8ett+3UQF21yzVNAVVVdDyZSYCGmrA+lvUMhEoqoIQIBSx85qmomgCRRUoioJQLZEtFAGKgIiKIc0dB+pdumB3H7gzpRHbAVuSWmBVLRzMlBKzFihlShMpwaj9NE25/b4pJaZpYkiJIgQpPu7AJK+Iwt1EtAA3k8O8fLfhdlMA9wbkAIKVzCFudM00yCOXNxENUXTDjcSjYspJZAsTUgkkkhGWt3LON2j3fhpsWqlc5eXjuSPf39oqMHV2kKAimH7ZyYlKZx4gr4p+VR6+whJUd5weddn4ROy0T/59uhPPiv7f/8lbvnn4wZV967qJrps4Gbwfuhhno1ByboNNEo5ocMa13XuCol7l9uCIlWGCeuYKMLEmmSb1ydTO76a0smUYtd8rhk5B16k6kHniXE8fq7MFHi65bOF3mXBAY37j8MJjXaj5GYrHWEm1V2B+rLQiGG9dG+fJmw6I5yNuwLHxXpYWU1Zbbk+yPLvJZub4sWBudpObN8YcbqA38Ip7j6IpZLV8zXtHkJOHx+7tzpxWkRU+BGcx0BEILlTOd6i1HzkuFrNqKy4ck2dF/73HM243wVF0F1wmdqOop9tPtBHmcmnm2PGjPdfTx8xCtqVtaYpGNBAkEtAIaSoBVUVTFDRFQVUEqqpgLfIIhBA7hYXqvqGALMC87i1x6LXiPs20xiuWNa8EFJ9GmhWMsXbm5N/PvrYpiuDGjQnmple5emWUV6+XKZWrbK411ud45X4+rRiqyS9t/PKJnzP3Zb379dQ/BSAkQvz5yJ9tS9t8fNqFZ0X/SoMdY7fghp/0bnzNfxDDRgpTw5Rky2WyLS4HaYqCcL8MxQEujw3yenG9o/vUTZPPLk5wwO+N5mpLdCo5kxDw6dlxFpa2MAwrJkjKnVWigC74/NxELfO6QAq4976xYGQ7tOL60goB0T3Zey6cHeLRq/af+/0EgxoXzw/y/L5lvMqkFjhzfpCt5cNXtLzBx+3TfxQGh0/iQ+L4XGf+pM3Hi3hW9CcTEbeb4Ci6y4VIlFOeEaIV1ksFFAFuzMcGI1HW8t5T/Smt85lZdMNsOEPP8XRmkL1zdozHL45ur1E1ePxsJxbp/GR/J5rVsaXiiOresNGMYLxwdrCjgn93065dG+Pptx+2/xbA/Pv2T6aFsOLMdhfS8hpWu8SOKBZ1BxpRe3+nTzbNWgybKdENiWGYGIY1wTYMk0JJp1I1KFcMSiWdYrlKqawjJQQ0hXBII9kT5ublAdjnj7+/t4goEYrmwToFFcPqEy/GrjBXyFCROlVDJ6yMOHZOfHw6hWdF/9mJDg2UHcLtari+1eEgRb3K5YEh3q53vrqo2/fDaaRTgdqacvwE2tx3bV1e5HOUuxNjhFWVRDRMxoUYpUavsJWTv9PZb5zjxs0J1pdTTX3n5idneH7vAxK4eHuCty+8ka1oP//wVx/xaPrwzEXt4L/8P/3CAcF/GGv/6gpaQHDxroIY3WDesFZp6u49marOannHPTQZ7jmwjUyowI+LDynLCv+xHN3OCOTj4xU8K/pvXht3uwmOYrhcrUdRfdF/GNGgO7Ug9gtDryA8Ew67F01V0E96hjrU9JN2s7ia5tPLEzx4Y1mZO2Vx7cR+AqrCYi7HyNkk5/V+y5ggoJCv8Hq+A+mNGzzGW9cmefCyw1Vta01TVMHGpr1Ynfm3y2TTrVXHDUeDfHjTQnKADnVJne5jKhWDcODklW7DlCxOV5idBojwc3/0U+b6HiAEhJQQ0/m9E5WYFsYISXQMqlQxkfy4+IAf5R4C8Cc7VTjjo6BWLOHU4Rfn2ub8mUG3m+Aou/P/u4H6ETv1a0IhFghyJTFIoaCzJrOsFq1MDYVqe1IrRjSNon60delSsp9vNxuoktthgh67T4KaSjwUJLCiM351hKo0ebq4giLEgYlTpx4vTVO4c3ncGoZ271RANl8mlS0wu5rqTGN20W7Nf2Ggj4VMloCi8GhrZc973+2faO/Om2BooIen7zpv5ZZIzk70I5EkYyH6b42z22VFcNQYUItl2VVn5sOL4/uG25+dwzRrk2BhfbeQtVZepi4O8boFK/9pXQz+R7/xmD/7xz89MCk2yyrT/8/rgFWfpFyusCPCBL/9a0WisZtc/48VEuEyK6Wd5CKTkREeFZ7xw+zXR+5XwVt9qY8PeFj0n6bsPYoiXO9ROxXk6Ca3+kYxSlZNAkVR0HWDVKmEYUjW0gW+XbcsNYOxKJ8Oj1M1Td7XUuk5xecj48ytptnIFolqAab6kvTGw6SrZQrVCpqiMBSOce+D9wQ/QNIIcnQG8c5ybWSQ0lKJal4nla/w+r51zsYTERK9ERZEnmxpVwxCh56xqmHy+M3h1++7d86RiId48HaRkcEeNE0hFguxK2lU+2ij6JdgPVOVygH3prvaIM9fdUZkn3SIEujrdy9lajwRRugmL7790NaVl9k3K2S2Dk8xGQg1t3oZqle+P6Wq/+X0GhIV2OfTL0Cv2Xz0Q5IIgKCQN5kvZ1nK7UxyL8amWCktUpHHxz95sS6Mj49nRf/0h9NRCRdAPcEHuBMID7ShWQbDMS729B8oXiaQlp+0sAqrqUKxqi7rkvsrJ/uKrucLrL93Loh2LN7DZCTB7Eaahx929l/WDd6ubcK+W3mmIwqwNTay7gYX3xwb5tnSKiFNJW5ozB2SxSudKZLOFBkdSZBlZ+BtxxAbCQU4N9RHTNG2TenhQ4r43Lk8jiIE8yspBvtjmFISSoZ4t7wB2c5kbGmXyBzpiYOAN+tWAbkbI8N73i9XDKodc188/irfuDzGsw76i+9GSlic2SDTpC9+MwRDGom+GJXc4VnDhCKYfd/42Dk62c/SqnV/dswZpcNa+D/5X315qE+/EIIrU0OYUqIqwnI7Epb7kWU4AokgNlthJB5hpecD13vO8z4/jcnJ97vwLf0+HsSzoj8SDp78oS7BC/70Xaj52SjliZhB5jLHi6bPh8e5P9+55fyJngRhTaNqGIxFe3g8t8zq2uFWNy/zRc8okYrK75UWQMCFRC+F1TLjvT0spjqXMvfayCAJEaSQKbP2ZouvLo2jVwxePDv+mi6tZPjyzjjfrFifC5iCM0oU5E4Fa9O0xLCsZQBB7vpbyu0sJ0fpZd2o8GFhbzs+uTW15++gprK8kWG15sedK5Y5O9JL2OzsQ9cu0R8LBigZBmf7egmqChXDykTWFwxzMd7H2kLn0lBWBlXGRkf2uFbt/r2w4UIl5DpVg5GBWMui/8zFYUKR4E7RdrHX/10imZ/ZwGsupJkAAQAASURBVDAkfYNxsqmDE/S+wTgjk1ashRoJUClbYlfWXYdqP4X1K7puwGpn04gqHVb9V871cdiURgBvp4+eIN24NMLTD8vwDr77i0luTFzgTfbNngURzQiTLA0TKMdRihHMQoByTiGfM5G3NDg+q6dPo/jFuRzDs6I/Fjs9T4ui1Ltx9+jG7D0SGOyJnCj67eTbb4bLfQPkshWWV3dcBxbo0noSEtg0eDyzzL93Y4IZNcuQGaGqaczNb3J7cogPpQznBnp5uriClHBhqJ9oIEBYqny75Ix70rmBPsorJZ6t7Ay+zx41lmZRANOvV/n85jj35hcxTJO11Q5cj33ienKkl+mFje2/tzJFymWdO4kevnNpCt08/P7cFl97XpPsTWBo/SZ2l02Tuz/PtpCLRAPQhoQ60xt7s1uNJuMAJIMhnj/vrO/8hxMybV0NJDvUkoMoUvDmWevBw+FIkNfPT36uCrkyeiHAxRvjxOIhKsVKzf9KEI4GefiT9wB8/gevUBWCzc0cywtb3nHf6WASg95EmFCgtf1JKZgYTHJuMokaXYfpQQZnBzFRWdsok86WSefqD5wO+8YCryZF8Pm48a7oj5weS7+mKnBEgY9OYU08uo8HG4uc7x3kferowX4um+FsMslMun1uM4PRKBtbBdLF1opxeYnz0SR5vcrqijVIPX6+wNhggnygyPpWnkrV5M37NUJBlc1Sji+mdoI0nzxeQALnLvXRH41QqFbJlssoQjC3efD8R4MBLg8NsJDOcLG3j1S1zFouz1ahyKcTY6y+22Ir1VqWEoBSSefFvQUu3hpoeRvNYpgmkwMJQgGNuBYgFg8zzcaez0wMJHj8aJ7Ld8d58L4z8RvXzncgb7iEK+F+xrU4IaGy6jFXNTeFln1N3bg4VRSFd88XOXtxmJnnC7X9C27/9CWSfTHSW3nKhQov7lmxcReujrKykSOfO2ZW2LHsPZ0jlSnx7bMNvrw9jDxQK0dyfmqAfKFMOlukXNn1voBoLEAwpLK8nGP6QYHzY2HeL24yOJpgZetk44Lv0+/jRTwr+gcG4m43wTEUxX3R382BvPGoBqmj398oFRjtdf5+uTs0SlhqaAGFlUye6WLn8/m3g4lqjHy2zPv8jlBdWj+4mlKuGJQreTb2BQwKYPntFstsIYHengjJRJivpibYLJcIqyoBRSUgFKhKnt1fQNMUnr6ztiOEYDga4NU9Z8SwANQtE4Y6M8g+3ZdZ5cxEP+dH+ni/Yt0fI71xlme3qOoG+fXOxUh0KjXoq7crZDw6+e1mD4BmLp9QBKqmEAxrDI4mifaECQQ1Ft6vk81Yk+i1pZ0J2ftXy5y/OsqiYVAqHuUC1aHUsh3Zyw5/71e+4e/9ivX7rauj/PH/8BOSYauveLta6wMFhHs0krEwsXCQbLHM16/m+OzSBNl8mVsXx8jmrQmT1nCGM1/0+3gPz4r+01ScywvpMkWXWvoB3mc3mezpYT5rWVduD46gSYWNSoHZrDWwOa13fmp4kgc1cSeBWxdG+Wp8AkM30RXJi7W1bd/mbmN2dpN03hk/EAGks0XS2SJxLcjim3VURRDQlD2WM13fcXGRUpLLO1v5d2Fhi7FQ1NFtNsrswiZXL45wcdTqs3oiIZ7V/Nw/fNhg/Eofixud9ZtuGwJCQQ08KvrdpBNzrpGJXnqTUVKrGTISymWd9Y08N88PIaRkczOPWQuqNvS9/dPizAaXbo5bQdeinkpUbjc+GGxMDoyMJOhLRGsxB9SDD1BUhafPGnDNc3Fm9vTVMn/lH2W5ONXPH/3pa3veK1V0SpW9WZ/uv13g/GAf2XzJigni5Mm1BMYGDhbu8rGB79PvGJ4V/X29Mfp7o2weEqzUbXjBtaZbVxrPxHuZ0HopGlX6tSiBgEqxrPN0bZloQOOr0UkerC05auVMBEO8eLuTok3AgYwgAVVhqD/GWr57AnijWgBhSiYu95N+6LzLSVBTEYBpyr1L5R2iU5buw3j1buXQ1wXQLwN0wsHHzeP3Cm6eA+nACH797pmD25WyHrxBKKBSyJbp6YsR740S6wlz7W6I1HqW/rFeJi8NMVLQkUgyW3nufnmeDx/WiESDpDbzPHs4e+S+byQbnzS/PkTcX7rpnVoNxxEOBPj61SJfv1rks6uTPHm7gGEcfe1mNlKMDSQ4P95H/1AcFBjqj2NKiWGaGKbENE2qhklVN0jnSyylsmgeSODh47Mfz4p+gIvnhtl8+MHtZthG8UDqnG619Ef0IHPZNIlImBera3sCHQtVnW/mFugJhljIOBfAebV3kMdLxwcoVg2TeDDoOdEfVlQ+6RvBQHJvfQlZu+xXkv0MaBGM5QrPX7dJgpq+6DyMd29W+eyLKe632bdfWhWgfLoU05Q8fXP45HFqsIfF2R13vOGRHlaX0kyeG2T+3RrX70wgTYkW0Pgwv8qFq6NIIZh+t0ImXSS1ebCfqj+tiiJq40Njz2/diLU7s31vf4w3b91JlXoS0UiQ89dGrOJoUvB0fX37vftvFzg70odRMVhcPzw+RWIVfPvBm1mMZvq4brW0+ZxqPC36b14d45tTIfrdf/jVisLd6sR26rZ6msLt1IW1341aOkPDlNuWjIpuUKrq6KZJUFMJaRpBVSWgKWiKgqooqIpVEEtVhJXzWAhr1VcI1kM5psubTbf5y8Epvp22xPdCzbXnsEC9bMVZV4NqoTEr9VAkyvstb/j5K4AJ3I4O8ebDGvFQkHEzythAAhmGcqbKWiWHmWpPSsORvjhLq94K6vQS008WGZmKs7LVvqJR8rD6Qm2gKeHj4wj79WM9G5usXYuNzTy9Qwky6QIDwwkMw+Tti0XO35igXNa3V0AM3cQwTCZvjDP7wRK/271dg8appaU0BFUURaAoAlVVyFf1TiblaYhQSOP8uUECIY0fLxw94Z5Z2UJVFM5NDiAQJENBtlIFDFMyPt7L45kl7k83llFsN34gr48X8bTov3W9O5YLT0L1gOgXCF4s2i94VqrqlKoHC50cRSIcIj3SvIvWhUQ/j2YOt3q1k9uDIzx/tdJQFpCZ5U0SoRCZsvv+zde1fjazRV6n1ylXdQplS9xv5Pae+0libdl/KKAhj0hN2Sk8pjn2UC4bjMsg7byjO+XaouvuxbJ8OTqGXt63/5pxASGYe7d++Bc7gN3zf9j3e3ujjI8mUYGxM/0U8hWEsJ63obFeFEXQN9hDOBbkmx++4/zlEaYXNrjWO8Gn/95VysUKF6+PE+oJky+UrfgyCbOzB89Ts0+vaVq1L3bH6zR4oE3uqTUG++Pc22pszDNMk+mlTT47P87jlzsCf3C4Z7svbRb3R30fn4N4WvTfvDqOoojtAJpuRSii+R7V6Ta40APdmBii0qOzVmzO9SaoqORTegerfO6wvpBtOO3fRq7IZxcn+HqpeSuQUwgJPzU4wZuZNXKlBoJj23QfLKyn6VED7dl4g2wVinxyexIAvWLy7FVnUmU2yvt3a3z+xRT32uTmY5oS1LZseg9u9sarc2nW19q3WmKHdpyXYEjj5RMr9//tu2d49sjyyR8f62Vpbmf19OZnZ4GdQpAvny1w65Mpnt23UnaevzPJuyNch+p0aojo1IqArptNHdTnFyd49HxvnQU742a3utR6EinY9lU9TbhwTJ4W/bFoiMnxPmbnm3cN8RKeKIzlQhumV7ZQw8338Lf6RnnwvvNWfoBQKAjH5bLeRzrXeo5520j4MjHGg1eNTzradS8apuTChUE2NvPMt1iR1C7vV7Z4j+VudXOqAznrW+DN40XGziZY2nQ+m4/ZITXlBwwfjt2zcthplXsMXju/7xeU9b/XdlXX3f3NRp57r1zVYEAlEgkihOU+FAioaKqCqimoqlJzK1IQYsd1VtUURO01BJgKGFLCYmMxV59fmuDhs3lHJz5+cS4fL+Jp0Q9w5cJI14t+RRFup+l3xdJf0nVuV0boiWRZrGQY0KL0aRFeFI9fct1Ku+cuozVpnYlHQvsLMbaNCz29pCslTASDoQhDaoR3Cxsnf3EXdm+DoKaQDIbRDQPTrGWvMKyfj18u4pWEFU5kUmkH1YpBoqqyIoTjIt3X4t3NYZOptdUMWiTAxQtDvH69TCwZRaiCaCJM70hPLXZKICXc/PQMr57vMgAIQc9QD0jJ6vwm8WgQaZiYpmT8/BDvXu8LvLV5A/UPxIlEgyzMHT9ey4AgeDWOUYsnM2txZCaWu1DOMDA5YtXSZM+q+d2JMZ68s1cV+vOLxwh+G6fEN/T7eBHPi/5rl0b5rd994XYzbOGFQF63PAyfzFkWewWNLSqMT/Ye64JwrqePDwupjrRtNwFF4fOBcR68bM71Ilsoc2NoiOdr9uMljuKrgTGKmSrvPmwQUBWioSBZWWCu0Pxk2K6lv6KbTJ3p5eEhqwt9PREyWRdXPrqE2Q/rfPbFFN867OZjuhxT0Qk6sWp659IYAI/fNikm2zHpEgJdNxFCoVTUASueqi8ZYWtjx4qdTEaJJcIH6mFkjkh5fWicmc329/ZFeZrb4sZnE8RVFaSoeS/sijAXoPUFWV9atbcztjdni88vTvDwubMW/jq+e4+PF/G86L97e8rtJpwKvOBhBBDoUeCYuN6g0gGn5H3c6B8is1pqWvADTK9uEglonBlMMpt2PntNSFVYXMywnrUG+LJuUNZtCGsH7oP704tcnRrizdzeic6ZkT4ee0T0S4/HAb16uMjkxSTzR6QJbIWPwdLf7kOMhAM8f71EIh7m06sTlEpVXnxYabADdT6Qt85R2XvqpLYKxBLh/Rs8cnuhcICx8T6WFneyjzmyOiYEz5eON4Dc6PNGgo6GXHrs+PT77j2OYWUXdLsVzuPGMXle9F8+P8zocJLlLk4H6AWffi+0AWDNOD4Ir5Md5VA0xvlwLw/fLNrab7Gqcz0Wb0n09wSC3EgM8iyzTq5aQUi41T+MkdFJ9kYwkDxecc4i7FQno2kH0/strKa84xjsjdv9AOFIgLGrgwgEa1lnazx8DL727e7Hzoz08ubdKqlMETm3QTQeatxiYrNpx4t+ceTfQhGkNnJMnN1fxf7oBj399gPXP5naI/ptP7sujDGqpnDr/ChCESi1NNGKotTqueyw+9Dml1OspfOEwwE+uTOJVd5iZzUiIBX0WhKJoKZy69woTz80X4PAI0Ouj88ePC/6hRD8oe9d5ld/41u3m9IyH8Ng3ChVeZILQmfOVUBRYUPyqLDkyERjaS2Npijopsl3xieo6iarpTy94TAVw8CQknebljvOeE8PAVVlJpXiRmKQ52+XOT/STzCqohsmHz5sUq7qtCW/o0P34uo+wRoOasdWtew03mnJXorFKm+XNqi0Ie3lx9DNtLvOYSRkZaDqiYUIx4IsNGFssn3+m6n7tOv3gYE46yvZpm/654/mCIU0NE3BibpujYpcJ1fhvp1pPnPaF2cmmBztZTmX4/XywdSldyfHeLorTuDmhVGGe+NWLRqhoKgCVa1NMhSBwIqrUASwqz6NZzshn48az4t+gHDQ3VSApwEvWB00RSFvnhSk25mGhjWNTKHxLD0nsZTOMdGfJKAqvJ5fI1uqIIElMtTGAr66OEHJ0FlbzzEylGBkOMrTl0sYpuTNYmfyizslDLf2ZS06M9rHm5n2xTU0i1cn2gLo74myvOV89HenjlkIQSwUJKipBANWsb6AqqCpKmot44oiLDGk1joeIaypdd3FW9Z+sqswoDRrDiZipxfYb+EOBzR6p3oAS1zVDbRiz6Hvem/PqzVqVcwKWyXevz38nh0b7+Xl+x2/8+HBHkYnktSbXd9YfRcSCEhJIBrb83r9XauOuLXf+nuCvdtAE1y+PFg77vr7tf+rCld/5iL1tVBVEVw924uQENFURlNltLDGza/Ob29XC2nc+OlL2/undk52n5rdLj2RRJjryTM7e60daF2/il3nDqxzLmvvCCS6oKGkBm6n4P529viJwv6x8tn0Xiv/+S9GeLJSs8gcY8NS1TbPUH18WqArRP+b984E/XzMeEDzY5gmQREkJDR0aWAcYgrp1OQkWykTVVRHq4subO61Cu5ZXpZw7+0CqgBTwlo2z83eoY5XN3UqY4y5r4ZCrlAmHNTQDXN7adxN1HabhG0QaZMRw5SS7w7W/KX3X2ZpPVv1yy/r4q32Qr1Sd1hRyRcqmFWTatVArxpUKwbVskGpXKVc1ilLa7JcBZx1UDqZoTNJFhxKd/rV1D7fcilJp4v0xEK8nF7h2oVRIkGNYEjjd5Zm+bB0/NEORiOUFztfQ+D2lXFeTDfvfrKfq59M8GjBnVTJ3YTqidHUx6c1ukP0T3d3R+QJo6MHNJAEelMxQpUgE6MJflj+cOAzSgc71E7lNa8jsAR/ncMyaIQ0laF4jPmU83ncwblUlqaUe26pxfUMyViYi8O9ByxjbqB5VPRfvzPBs9X2rOpIU/Lgpb1CcecjCRaXvBw/5Vz/sL8uzqfXJnn0bJ5YNMi1s8NMT6+iGybjo72ezr/oVMX3Tq0UeXUVrs5JcSNKA5Yp794tXYrkdLpL+YG8B0lniqxteLMCY6N4wbXGK93Q+3UrcGw5k+Onrp3lx8WZPe/HlVBH2jEe72GjlvJu/3J7p9i/zK0pCjdHhnk6s8IX5ycwMHkwu+RowxwLlBaWX6uxy6qfzpc4r3U++9JheFVYqEHVitdoA05MYr3RSxyN3b70y9ExKoUqihCYmQrXzw5BzSf70TOrGmu+UOH19M7qcsP3kku3nHQslqYzV9/r99hJNGKY8kriDB+f/Xhe9PfEw5yZ6Gd2obsLdLmNJ/ugMvSqYVKG5S7w1eAUX79b5FbvCM/S7XXpmowm2SDP5+cnmEunmUwmuO9w3vSTCEU0Pr00jkAQUBTefVjn0XsrgOzBO8tie2W0n3gsxH2HxL8T98HnF8ZBCB6/PmhVfvhmgTuXxnj8dsnVwd2bkr+9OCP6vdhR7GB3MpdazrI839xKhlcnkHVKhSMKWTWJ14/TKzTyhHj7KfL5mPHmGvguFEXwP//FTwkHNGsZ0++YWsODvdCD90sUp02GVxP8D5KXKGzofK//DLPzW4TU9lqMhS75/PwE38wvkK9UeN2hQNrd3Fta4pvFRb5eXKBc0Q8ExwK8W97k0bslvjgzwUAsQiIcojcaIRkJt/TwOiHqXs+s8eDl/JHxCHOrKfdvt4+wm3CiazQ9fuLsHmPyTKLp7xiGSTRwsn3MrSrQuYxDtTE61Hxv32HHG0bGBhOHpis+uA3Xe0Afn0PxvKUf4I/87E3+6d/5PmsrOYQALaCiaSqKIlA1FVVVrIwRqmL9rlq/b6fUEoJoMkxOszIYKLXS5fXUWvXfqWWYqKd+2JMLWbAr86/cExAn2bGSmOZONgpTmhimpKcnwoWkgmGa6KaJYZoYhkQ3DQxTUjUMdMNEmhLdNNtilvdyJ5Qulrj/YpFiVWe4J0Y8FGLFaF+IYEBRSRVKTK9uMZ7oYSAa5dmcu3Ejmjh+IKlb/nfz2cUJvp1rzofbCWFy0r10fmyAB5l52/uxw8doGzBNB/Iuehy79+9Kvvl+ZW0jxydTU/xo9fiVQLduuY0NZ/pKtyYtXiMY1LhydshaOZOW4REs3RCKBKg24E51yh/DziPFwSCc04ALx9QVoj8SDfEf/dmf4//2l/85UmJlk6g0l+d6YCzJYtWZZdBmuXBhiLlc6sTPCSCAFTOmKMKawAiBqliTmp1Jys5kRRH7XqeWMk/ZmcwoQhDTvX2pizU/5/7BKHOFDGalPQPQ5eQAk4Eefn96lrN9vcyupljecD59YtO0cLhuLccrJwQO5oplFLE3aLnTfIwCRjqRbN3j2Lnlv5ocp7hZIuVYa/bixh0Xi4Yo548pcd4MHXpgvT4hr5gGz1eOTj985xNvVBT28WkFbyvBXfzsH77FP/57/z0Ls6359msB1cox5wZNWtlNKTEN6Wjqw3h/xLFttRM9bxJqQzBoIhjiRnKIleUs3xYXuDs2ykImw7mBXmY2Uo7vrxmuDwzybn6j6e8pavMKr5HME0cxmIhxdqj3xPSAr+fWuHVhjGe7Ctx0Gq+7qbSDj2Gi0+pEd7I/yYufzLVVmbsxCe9LRFhec0b0d6z1HlL9V8eHWEvnMGur84Zp8vDdwRWdRDxMNqFjmJJvFu1lyPLxcRPP+/TXUTWV//BP/HRL3xWKIDnV53CLmti/a3vuPt6ubqBk4HpyyPa2xuI93B0a5U50GH1F58HLRRZTWW6PjvBoYZmJeMJVwd8bCnM2maS4WW6pUFixlSwwNkR/XzzCg5fzlCon7/f13CqD/XGunh1ueX+28I6u2EtbRWf7tu0VWj3EzXyBqfMD238Hgs0aFrx5cpPxsNtNaAHvjIi5UoXNXJFUvki6UCJXqmAc8iCpiqBY1akYh1WX8fHpHrpG9AP83C/cIdkXbfp71753gSevOpuZZQ/e6ePaQtDhoNv1XIFepbXBLKiqfDE8zq3wMBszOV68XOXV3PqeoNPZmtDfdGpZvAU+GRqhvFpmeSbNUgvVWYOayvNF79avqFQN1rZyBFxK4enZTCRt7As+hpSdrVIoV2EwCMDFm6MMfTLY5BZOPjNu3HKOPl+dCuT10LPZaIkDzSOpiD9WhDy9/zpN17j3AITCAX7hf/o5v/L3f8/tpjTFaRxIP50cwzBMTFPyamWdTyfG0BQFCU0Hlx5Gmeat2HcGR1idz/Jk1XI/OSpTjRCCCwP9rKbc8+WPKJotkWaYJtdGrNWQQEjl0Xz7C2K15D7i0s3f6cJrjdJWF5yPIGWnHWX6fHGVa1+O8nBpjXGl8Sw+Nz+bZL5wcq0YV+44B/3wO+ce5p1ns1F3Rw/nwfDxaYquEv0AX/70paZFv3R7IDtlPYbAmqE+md+xND+ctfy3P5kac2Qfb3ONx25MRhOkKkVW57Ns5U92k8kWywDkK24FeWB73DNMyauFNUKaSllrPPbD1p3YPZrfs6K/nWfkMLcEn728XDo6QPMoVstF5jInV8h2I6aiUm5Pobd20o23qa6bEHS7FT4+9uk60X/l+jjJvijprcZdM06X5HYfCSjKQc+wsWQcVVVIhENkSuWWt58Ih9is7hXvU9EEY+EeKtIgIFReZFa52DNARGhIXZKohhBRGhL9RV2nmO2+wfIwrp8b4d5sE65rDqv+wd4Yk8O9FEoV1lN5NjM7z6Ui9lbs7SReciHoGE4c8ikzUBxFWwS6C7dcPtt6P3sAdx7VrqDZpBonZTjz8XGLrhP9wVCAX/oHf4r/5H/xtxpO2/kxZLXoJF9MjTO9dtASP9aXwJSm7axDmVKZcEVlqj9JXzzCVq7I+4UtVthZYo+HgrzZWLfqGtS4PeZS0GgTDETCbBRLjgmEXLm5NLR2hqLDVsyi8RD33y/y+aUJ3s2tc260H7CyYBSKFZ6/70DcQU3gK6KWrlYIFAThoFZLX6ugwE4aW0CoyoHUtwhY28geWXTMoca2ccunv59zai6nHjG5GbrZz2Imi5RWBigpJe83txqaDEk6b2Da2jzZ7ahROpYy3EO3aaNNadZ4oZ5Qd8XHxy26TvQDjE708TN/+Db/9l8+tLWdibFeNlMFikV38vd3K88XVg/NHDO9scVWwZnqkLpp8n59i/frW4e+f5jYDQcCjuy7XXw2PMaz10tcHEjybqH5FJ2H0UmL9sJGmnNT/bXic1Zcwfx6GoBiLaPPzFJrKXV30xMO0rtpFbAzTXNPwTspZe3vnZ+HnYLlWSvGwaj9282tm5M8fXJ48bC+C0nWt9pXGK6dmA5Yaj8SQz9HyfOKYVLeL/AaPClSdtaRNBIOkN8oObbPTvUlXnK9a/R+1/Xm6gJ5uRhmVyLx1GTRMfxA3sb5E//rn+F3f/Mp5QZ8Gnef10BA5fqFEbLzWyw+WCB6bcgX/U0QDQQolg/3hXfbpaKdFtoziQR9MrxT5Zn6gLFTHC1llnm9ZYn5/nCEfLVC2dgZLEqGda/Ob6QdadNIb5yNXOcyEJUqOtPLh0/Cns+uMDaSYKy3B0OaVHSDUEDjyYvWgrq3mnDfa5RoNMj5s0NHCn6L7h2s3X7+kBDQFIIBjYCmElAVNNX6qaoKmqqg1QoNbldFB6sSeq2wIHJHiB24EgLel5wJvhcCrl4ZhXpF9drEct5o3WjR6ZWW/mSUlY0dd8ZEb4Thid5dFeap9VUCFHaqzdf6LUXsjI1CgKEAztgiTsA76k1p0CLftHuPL/p9PErXiv6RsV5+5g/f5r/7/z7Y83pCU8imi1y8Psa7t6tIKQmkSwxVQChQyZZ5PfcGgFhPmM2Ue2kbu5Erw4M8ml3i5sQwkUCA5XSW+a2Tg9zazWdT4zxqxre9SVLlMkFDMLd+tGD/9MoE1wYGQUqSgTDzSymmxnpJ62UMUxLXnFmJUBWFUEAlHg+xuNqRUbohljYyLG3svRc+vzHJ6+kVCqXGg6ZN03mL6eVLI6ytZXn27PhJSDeP1U5YUCcTPYxoEUsE11dUDIlpmJiGxDBMjKqBrpsYukm1alCt6FQrBpNn+3m5tkmpWKH5qhON0X8p6ch2pIB7ueaDeo/dZoe1bDwWZrfz3OiZPh4vrna2ES0gPRQ7EFAbFP1NGpS6uR/xOd10regH+A/+6FcHRH+5VLWssIoC9eVWE7KbB5fsQ7EgBxf/ncetYMZ2sFUocmNimMVMls1CkU8nx1wX/Wf6kjyYaW8dhky5zOXevmNF/4PXBwXlembnvptxqC23z41yb36RbAuCv9M2tntvF/j04jjSkCyupNhInzzJNkzT0Y5pdCTJ27crDYmNdi/Ltz0lpk3H8tX5NEvTrblodUL0ur2YcRydXmkJB/c9JR4+N7txfUVqFwFNtZ6XWpMkoKmCoKaiqSqKqqAIKx5oAT95iE/309Wi/9K1MX7uF+7w2//6MQA3bk3w4ifTxHvCJHqjaAEVvXp0Bb14bxSRzrZ9IDH00yP6Z7ZSe/5+OL9EOKxxc3SEFyvOWs4aQQDJcIi5DuxLDalcGhvg7ZI71vWrE0MoAcFGsfXVKTfysD+olbW/MNZPKlfEMI5/4Jz2+e3pCbO81JhLVbdb6BThYhKWDog5p1xoUrkidy+NA4JypcqLWfsW8k679+y/Vb0jpY/HQ5qfSgJKg6ApVmB/1TApI8mjQwu1Yur4Pv0OI0UHI807iAvH1NWiH+B/85/+Ed68XGT2/TqqqiCAkYk+HvzgDZ989yLVinHkAzj3cpn+GyNsOJgB4TCaDQLqJiRQrOqOFORqhS/OTPDth87s++uVBb4cGYeljuyOO+fHUBUFqAWyCrg/Z3NFw8V+c3ppk88uj/Po5fHXy3AiInUXmtZ4Jo12D9btFoZil9Wy03STpT9XqvBg2nqWvrg44cg2Oz2hNvZlr5NtzTp1Oqln1tQd7nN8fLxK14v+RDLK3/i7f5L/7E//v8jn9wbkzr5dZWs9x43Pzx2zhfZ3lNWq4a/3tYl61phuZaI/wcLmjnvUZ5cmSJdKbBVLPJhfcvy+cfs2fLu8SUBTqB6z+hULBTFxJrheVRWymZM9zOPxEOcvDbNYaHfmnk64D7Xep9lL6dqdONXuTmelKe4b7zxlQj8GL7n3tGuS71v6fbxK14t+gGRvjP/8r/9R/qv/y7/gwqVhStkin/7URTbWsiT7oiiK4O6X5y0Loqz57QVUKoqAWIDJ0V5AIJFUdYPX71a3/fDjsRDnzg2CIv7/7P13nDzrftcHvp+q6tzT3dPTk8Mv53jSPfdKupIQEuJKlgGBLIEAAcuaYGtlsyuvV96VZa+NwcasZQzX2GhBsJggCzAvIYmgjHTvOeeec345h8k59PR07qp69o/uyalDVVf1TL3v6Tu/6emueqrqqXo+z/f5hmruZtOkUja2/m6aOwLcai8pJWYtxSAS/D6tlZVCj0OI+P08m29v4JrVj/LuRJjuRBhVCrLFMvlKhRebvvo2jBtOuPdA1f/4XKqbuaX1IwU/wOVwnGdYs/p24/owD+4f7/wVS4S5/2SGs1f6SMUjW36+htxOGWoYJoZpYspqkGtFN9znDySEY+JPdqi11Kp7ot0r9evp3RNUF2npI3FTO+1qi8ueCh4eW5wI0Q8wejbFpfO9vMyViHQFUVSFyTfbPubnrg7y5vW2QDx7bZBXswenH4x3h+kfS6CXDcbfLMI5wWcT8023LYZXqMMO+roijC8dfA07Bgn3Z5rvWw3j0Gh0fbSf+0+PSpW5jVVWsrGxHh4+rDPaozb6jz+vfxJ57lIvb2fdkz0Jtt0VmqWVc98W9x4b1hOs2mY7LdiqquxLa9spxdk6pZ2t4KXs9HArJ0b0AyT74jz+/Hc4e2UAraTTN5RAURQGz/YwM7U7I4U4YnTMrOXJ7Hqgdv5DSmon7yHUtjFWbmtly89imy+Lc72g/otlxXjp86lUSnrd6QHdlEawFYQi2pGQ7EDa4lNu8S5GUnFMq9rdxmEiGQ+zltkdnO4mC/pRuCn2wC5t7rn3WIxXnMsyTpToL+RKW/+WgFQFa0sbJAfjLMymd3/4lN2TunJCVM0OusNBy9JgHkVXwE95seo/e2/d2tSg7R6onRqM5tJZhvvjZDPFqmvcnnaoikBTlGrAsgWi4NrVobrcejZpxjWjOxwkcm5gy92n6gpUtWSaOyoGV4vGVY8poKoMJbvYPES5WRxqq7JwNeemWUs3vFn4TewoaLWzuJVS+7tSK8j0ZsO5la92PGGsvl1MXXLvtTX3dDst2PGuEGvsEf0uEtNH4aYJtl3ujp7m93ArJ0b0b6Tz/Nov3AO2fekXZ9Pcevcs8gCrfjt9m92wnFmWJyuDUMTvYy5tTXXO41DrrNrYDG3vGw4NRnMrGQbjUcxnGfw+lbGxHiZmV6tB7lSN05s99OkeMdMoZ8+k6nfrqdGMYHrYwKRik8XxdMPfufHeKL+Vb48LWCu9sR2i03oXGuefzc0QClhT6M8J3DAebmLX49Cp2CkPj+M4EaK/UjH4n/6Hf0n3xT7iF3spVwwqC1VB+PCzca6/c2bfd45y79mLex5RzXOyJD9c6EnycGbh+A9agJ2P77YPDQ525nyxjKB6v755s8jN26M8eFyfn3+9+HwqhXylcWtip/hG2MxBFkpFwPkzvQT92vaKA+D3a5SKFaRZXdXQghoTOXsn4m7K/LKXdjZNPWD86pRAajetSNgm+j3N7+FSToTo/5//+r/hV371ydbvyWSU0eEEwaUMxXz5wIdxI24O7nlENY/hpjXVFvnAptz8CrtdFAKqCkjiwSB5jk/72Azt1jCj4QipXv/m3mv/X01VI2vVXOVmiqtaRisEW37Pm8lhNu8fBVA33UsQWyHrisn2iFo7RiHhKRl6UlH8IZ/lgh/g2pVBHjxofLsn4R63g0QsRCIS5PXL/RPsa1cGefZsu2hF72Dc9vaoqjWrbpqq0J/oomJhyt92WrDlARmwXDwf2oW7Jm72qHMvkNdiPJ9+y+h40f9v/tVD/o9/8o1d762uZlldzdI/1kPCryJiQW580wV21tvWG7E2tHhh3LDUdxLul+F4jN5ImE/GZ2w5owNGmLHBbkxRHb5n59IsZ/LMraRt2JszrL9MMz25evwHW0FKgn6NUulgQTU03G2L4L9+bXif4PdpVVeiraJVAhRF1Pzlq/7xQgj8AR/za/YW6WsWpzTScH+CQq7ExOTBGYo20xZv0hZLs0XnYigZY2ohbc3GarTzOpWK++8tV2npI3BTO71AXo/TRkeL/krF4Kf/+18+9O8LC1Xf4Omp1kROqxacRlyJPA7mg7FhPhmfYXYtY9sUamUjz8pG/vgPWoiLxr+WEaKaF18Ac3NpSqWDRfTTxzNcudBPMOTj8bNZ9GPy9tdDsjvC2zf7023G4iEmHh2/KtTTH2u5DXbhhH44M5QkqmnoxQrnRntQVAVVEdWfQqAoCuGIn9s3R7buRzWgMjVpbaD7Xk7S/dIKG5nCvvfcZUE/HFNKx2KL9mKfT7+HhzvpaNH//NkshYI1lTuPotVKi27wYXRT8FSjxINBPp2wx7q/ya1UHy/S7S30Be0XMXbuT9NUHj883oKv6yYvnlcDU2/dscavvzfVxfPn+4Nd6xVCbhZM7W7bUF+ctbl1pmsVX5cP+dzZsynGJ7f/2t0bxe6SJJadCztOaRtnZ6sr+yfUbu7Du3CR6LerIZ6l38OtdLbofzp3/IcsoNVnqRss/R0yHBzIxd4kn03YZ0G81pNidjpt2/aPpM0DtZ090WzCvcMKodLTEz1Q8ANsbBS58YVzPPr47ZHH7ur7o40CIqCp5HMFcrnjjSl73XtMU+4T/ZtNt6qbt2qA2UQ3TXrjEVY2cljpldTTF632s9qBC7HHuXPHL4oQoAgUBFLIXUJRSomQAhNZ+zeYJiimJBT0UUgXt+6dmtcaoWiAvlAMRYCiKFuua4qy6cqmwFaK121hKmrpX4UCpla7Vpvb3lFZvppWVm69J81aullz+/3t7VUPVlR3iVAUhJBIKQiGNMKBaO10iK1zsvWd2nnaSlcrqp/Zfn/zC9v7O+j87sSnKlT2XWiJFlJ5//zwnndrsUs73pHA4mqO6bXdmcXujA6QV3VMaWIgqz+lJBkOHdwQj+bwfPoto6NFv260JydNJ1vJN3F+2tEcAlB0eGdg8NDBc/ut7cFAbH1m96C7JUJ2bCKoaCRGAnvypW8HtO7Npb77p9zO025W/60bJrphUDYMdMPEMM2tvOx71Y8qILAjOFHCVo736jK4xVfOxo7QaJGjgYE4j562HpAdjQRYWdpv+eyOh7hyro/7n44fe9jlQplb14d2nZ/HL+asK9zUCm1sQn8kQnFQY3AosfVewK9RKlSQUqIoAl03kaZJMBzA79fQdQNdNymWygwUNUzTxNBNKmWDSsVg+IMhXk0ftl7QGKWKNYG3s6sZAAZiURbS1sVyTKmFoyc4cs+/G5hwJLtCrK0VIA/49//97UZp/5sNMNwf5226tXS59ZAUIabCdbhRWij03hkc5LOlAwxHDXj+XqB733v3p+a5OzbIw/wCBWO7b0q1mVZ6eNhPR4v+c+d627Sn1pSSYvOSdz24QLo0RXc4xGdv7fUTbpWzPd0sPW4ubuTl6sI+j4id44UQEp+q7rJmbVrANicuVUPYtsXMNCWGaW5lkNiaoCAxbazMLE3Z0J0SCPoYGuhmZu7gglKKIjibihPpiYBuovgUpAnpXJGp6ZUtcdUdCxM8rxLyaQR9KovrOWYWMgz1xrj/O69IDSWY21ucbw+5jRLPP3q7fSyAmQg0cDQ20saJx8z02r4YqLNnUky+rLq+3boxjDAluWyJctng9dulI7cnqFpZrcLqhbFOei7avijYplVHq1ZrGqFlw52EoF/jXKoq/DeftwLYKJS4Fe7naXGJjcrmClmnmtk8TjodLfrvvHOGYMhHsVBxuilH4obsPS6YdzTFeqG4lSbSrdh5daWEsm7dipaw846vuQ3Uax2fGF/m4pX+rd+7uyOsreW2fr96ppeXD2eQL3fHWvT0d239+1xvnEe//ZpoV5DsRpGr1weZejSLEPCiZv2PxULHiv4DDsU1OL3SODu3RjDoo1isMD6+zJnRHqbeLHH+xhDBoA+fTyXg1wiGfKiqslUhWNWqLia6hVYPq/3WO8EP/tJwioBPQ1UU0un9AbxWsbZR5P1zQwghyBsVHs/YE+PkxCmfXs9wNzXIveUmXYIFPK4cMcHdV57C/f3K43TS0aI/EPDxwRcu8Fu/8czW/bScvecYAaEIYbv1Q9hYVdZODCk5l0owuZR2uimHsl4sommKJVlo7MbuoUhRREMuMVtpPaXk7EiS0b44QhUUMyVePZxFGvu3tbywwcVrAwC8fVr15c9uVOsoqKq6ubntfeRLm8UF6m6XuwLx2teWWDTASF+cRHcYUwiePJulXDYIBf0Ui1XjiqQatD3/YoFKxaQCnL8zyoOnMwgBkXCAsTM9SAlvXi8y1jO8ff6lxKepBHwaEqgYBkhJKOAnHPChqcpW8S9F2fY5V6j6dj/X0207F67BkDyesL8ic75Q5sGT6qrqnZvDx3y6eZyYaC3n86wWCruXUT08TiEdLfoBvuXLV2wX/a2iG5KzQ0l8qlq1hAGGafJismo5uDyYImdULM8bvZPOlPxVUrGwq0V/rlSmS1M7QvQrNgeVK8reEmdHEw0HCIV8nD/Ty8LcOouvj/f9FmyL/f373398U2+XicZCZHOt+Tw7RTunHwG/xno6z+xM1eWqKxIgHAnQ39cFCHwIDN3g9p0xHn42TjDkY+xMCilgeKibjY0iuVyJJ4+r4lGoAq0sCeYlPp9CpWJimhXK7F6dLVChLhv2BWtdrpxwNWkcJyagNroB2rblY/bbxmvdCb2qo5Ci+jppOHBMHS/6P/zSRVRV2ZdJwk2sZwqs78mrLIF3bo3wbHKRxeUNIt1BW9vQybfLUqGwK/DWbVxIJZmYbn+6z2Zoh6W/EZ7WLItPHs0QCh0QndggBxnoU/0xkr0xnj51d2yIG1hezpIvVjh/sZ9I2E82W50o5QsVFARlw2Ti7TJjI90Ypsk7d8dIbxR5/XaJfH53xp+xsz1kssXqSqYpDy3W5iSd4N7TrkWnVHcEuhSkhGeLR8dqtIJT57yde+2EfuVxOul40R/tCvKt336VX/uVJ/btxIb7VwAPHk6jqoJ1o8zYmR7Ws0UyuaL1OwMS4SDvJ4cp6wYL61l0c7+fuNz1L7GVTnkzc40pqwGihmmi17LUtEOMj6+u8f6FIT5/7S7RdoEYhmGyMeHOSq4HYXd5+FZWEgqFMnffGSW9mmdq4uAqsHu5dXeM5w8n0TQVTVMPdMtZnFtncW6dRF8X6bX2Fl/rNARVgf769e5J7I3rQ6zMZ+jviyGRCEUQj4d5/mSW9fUCqb4YXV1BFhaqWXFGxpIsrmQpFMoMWBiIbHX/9bTZNqoimFrb55zu4eFxguh40Q/w53/0u5ibTfPMJkuenYF0Rs1n+eHDaXw+hcH+GHPLGcv3s1Es8+nSgrUbrflHKrVcykrtVU0/LbZ8calllxECVKVa0VNVBIpQtr6z+dre3uYAXw0OLaCTioVZzrhHtPUMd/H03gzmAX7nrsXFoh9gfjZNMhnl+q0Rnuwp9HX2fIrJt8tbyWyGRrp5dn8SXTeolKuTWP2IlI59fbGOFP1ttRoecvk0VSEU9iOE4M57Z6kUK2TyJRCCW5f6eflyHlVXOH+hj0hXkCfPZrbc3axsvWKxicHybEC2FP2yYZsH0K5e5uhEq01Lxh00InicMk6E6O9ORvnpv/4j/KN/8DX+7t/+Tct9q9uVMa9SMQnY5H1vZwYho5oT0rbtb/Le8JCrRP/HMzO8c7GPF88tnkzZic0DXquiPxoP8eLxDP1DCUbHkuRyJboTYTQBwYCPi5f7KZV0VFUQT0SIBLWtAkGqqhCKHO7zHfA38Lhzky+ZC9ry5Okc168PUciV0AIqQlW2rPrdqS7y+TISSAx2oZvmrmewlc23OsDa6cxIddEBTWyE0+D6chqOsZ0IWX2dNJw4pk6O79yFqin8kT/2zfytn/0zvPf+OUu33c4beGp6jXcuWZ85QZyAO0Y9iYE8bcbuMyjqSM94++ogt68OEj7Ah99fe29hNk13PIRPwtvHMyzPrbO2muXV/Smmns3RFfRz/7dfIkx4/XSeN88XyKQLKEfM9wsdEsjbNxx3ugn7qOgG9x9M8fz1IuPTqwTCPm7cGuHqjWEKhTJCEVy7MczC4gaPns9y+/Yosa7NOCX33redIM7alfK5XafCyYmWe3uih0d7ODGif5OR0SR/8b/7IX7wj3zJskwl7R4YXr6c59bZAe5eGOLdyyNcHEmhtnosHS6Y7w4O8tmr1qu3WsnNwT4m3lpTabRdCLuz99RhiRUmPPlkHH0ly6XBBHeuDnF2NEkgoKHvCvYULM2vc+nmCLFkmOx6AVVVOHOhj0efjQMQDGncujvKBx+eZ2F8maW59KH7LRYqdT8TnKqtMXqxl0nyXPmmMdcaeIcGE+QLFYplncXljWru/jM924HSQnDvyQyZYpmLVwZQbSwI1yodkb2ndvoU4MZwH7dG+jmTsn5imC+WuTyQsny7e3H0lLsqFa+HR/s5Ee49e1FVhf/zn/0OvuM7b/BX/9t/wfNnTRbkqNHuvECFos6TPW2+fWOYxxMLTRdqckOBsGbpCYd59nbBdcvcAUWjVLaucFY7sLsX1COqN8dd05C8fbGw6/1Af5zrN4d58mh7gidNSXo5i14xSfXHKKwXuP3OGXL5Mo++Mc7Y+V6evl1BAJp2uB1jZnKFobMpZmYOrgC8k6sfnOHes/YHjof7Qhhv1/js7SzXr/RR2KiuTtzo7yWoVh/XGgqmkHwy03z7okE/F9QYpgRRq9YsTeju9qHWgnmllJhGNXjfNCW6bhAM+njzaoGeni4mJ1cIBn28884Z5peqrj6apkItHacp4cXrRW7dGWntpOzA6v7bQZqfgE/jVS1V7e3rw0ywbul+FCHYKNq/Guao5m/T/t1V58PDY5sTKfo3uXCxn5/+Gz/CT//VX+aXfuFe09txw8Dw4PEMN64N8XhiHqOJIINOfgSdjyf4fMldmXs0VWHh9arTzWgcmy39rawkSAmvHs+S7IvRk4puvf/q2Rw9qQjra3kuXh1g5u0yDz56w40vnKMrHkIV2yl7Nd/R1XeSyUhdor/kQArgQEjj6Y4qqM821jClZHqlQGVhd3tUReH2WC9aWOOz2caNGj5V5c2z/Wlm+y+PsLSUIZcrH/AtuHN7lLnpNXS9KjiLxQoVw2S2VvE44Ff3Fye18OljtfHCTe49t88N1sYaSSZfYmLx4H56+9YI35iYweqnut+nMpe2P3uPk+dctEv1e1iL5GReNweO6USLfqhann70P/punj6eYfxtc7mHpXRHDYDHT2e5eKWf5xOdkRPeCi6lktxzWapOgLDPx1q6rnJCrsIV7j2HfGZoNMnc22UWZ9OMXejbWhG4cnWQUNBHTzJKwK8xMNwNhommKPQkIpjm9v3pC/pI9nUxeL6XR19/s0sWVZNB1bJJHXEeVEVpuzC5+v4Iuk9wf3xbwG+6nlQOSExgmCbPx6vPgQ8uD2FoNCX+95LOFgilwnR1hZif329JLpcqnL/Yh8+noarVFYG5+fTW35UDYjrcbPS09Dq3uKml5Q0WVquiu7+7i9tnqlWnFQS3zg2gKoKnKzM8eDjN1bEU0a4gn0xZ92xsm0+/k6LfsT17eLiDEy/6Afx+jR/7C7+X//hH/15T329X9p56CGu+pr5nduA0ORkOkV7Ju2KlZS8XQwmec3BVWDdjtwCrZ1n7sEC+/v44fakomdUcpjQJ+BRGR5NEuwKUCxVe3p/i5vtnSS9mWJldY3AkwcTLBW5+sB24b4b8LBXLLD6eIZCKVPcnq0JD1RSeTS5jBI5+7Om0Txz09HfReyHJp2+bj1d58GIWVRHcGO6hOxRkeTm7dc9IKZGmrLrrmNVaG6ZhomeMAyzy1es3v7xBJOTn4qV+Xr3cnZnq6fOj+3zVvWc383NphHDHiule3OTTX9G341kW1jZY2JMzPxLcDnx/M7lMf6rL4ha051w4dcZv9vXxePX0GMw8PA7iVIh+gFt3xrh+Y5gnjxsfXN00MDx6OgNNFC7tRAvHaDjGY6trC1jA5b4U8xPW+tO2C7tjO+qZVBQPSamr6waFTIG3NaEZi4WYfr1IIhEivZJlYChO0K/R3RNh5u0Smwtw6eUs3T1R1layTM+nt8Tl3gqwlYq74i+6eyOExqItCf5NDFPyamqZmwN9zEwc7750GJuXL1co86K4zJ27ozy8N1X39w9aQFlc2ODS1X5evDlacG3Gg4haHQ9Rq/UhlGq/VRQBIT9ootbPxNZkot5eLZHVSWDtd79Q8GsGEhOEqBp4pNxKA7v5nc0v7Pz+lsW6NqkUQmx9p1GiIT+rmcZWDtOZAh9cGeKTCfethO4kHPARDmwPWpqqsI71tWiOI+DTOtL45eFhJadG9AN8+duuNiX63eT3WfXnb1y4WV3Uxm4SoSBqBe4MV5e4N4t7bf679t92ZFbNWXOnqF3J53m73LwAOoiRRIxuxc/Meue59gC25+uKd4fJ58tkDhEwfr/G26kVwpHA1n0lqLrbqIrAH/QxcjbFxnqBQMBHvDuMpqmUixUWp1bp6e0iv1Hg2jtn8AU0bn7hPNn1PErOZPhcL+MrrVVH7u+P0dPbxXrB3oDGa18Y4/HCItPTzbkcHkar7ls744VMCZ+/nOXajUEKmRLTU4fHsPT2duEfjlBRJH09vdXAX9PErAUBz5YLhIYiYEoMyVZlb9OUGIZ5SLKEbUfe81f7eDazBCv2+Jxfe2ewJfeob0oOc+9J85O3S4Mp7meO/n48EmR5abtfRsMBFrK5pve5l9X1AucvJHmzaG2s0pXzffzb3PTxH7SZzhoBPTzs4VSJ/my22NT33OTec1q4kuzhs6etWUDvnh20qDXbxEs+Hj1zV+rQRpg2Clz+wigvPq7fetsIz57Pc/PaEAsL61uWWkUI4vEQmdk0S7WAz80Sa93JCOma77hR1inny0yPV9Oglgpl1ldzvHg0zfkrgyR7IggBwUiAp59PgH/b1e3SjWFMBW6fTfKgiYn9Jn0Dce49t9dyKoHX6TUK5cOrBzdLq+5b+gHZwZ6OL4KUnB/rYXJy5cDvKarCC4vF4k7szobidBmT6YX0sZ/x1+IoNqu4I2ByxdoVRzcZuKzGy6jj4XHKRP9v/NrTpr7nJveeZumkx52mKLw5wqpYL3Zct9npDszYs4Pl9RznYvYWfzIzRdJvdtcvOKyaQVcstCX6BQf7feezJSplnecPprl2a5hyLU2qoiqYtSw7Lx/PcPNLF3jwtdfceGeM1zNrFIuVxttOrRE2CoSxCz0827DHPaxVS/+hhy0E8Z4IN+MhdMOsrs7UPlypGKiqAjauftku2FrefvPf741HWFk+foVqfH6V/uEow/EYpiEpF3VmlztgxdElw2cnjYEeHnZxqkT/8nJzS8P1ZCRpF+5piX3Eg0HS8/njP3gMdvivRyIByh2YtaetNHDa91oWdd0g1RejkC+jagoDI90oikI0HuLynVGiiTATrxaJ9XTRM5RA8WsEAxqmISnVLOfPP5/k6gdnmV3NsrrUmLvPiyez3L0xQq5UJqiqqJoKUvLw5VzdqXIVVSHRE2Z1cXvfyb4oXYkw4e4gD+bcF6eyyVH3zOcvDl9B6YoG4ehsqS1hc9IpC2he2Q50d9Ul+gEW1rIsrFU/e/P8wL7Z9GBfnK6ovxa8Xr2/Xk8ubzXvxs0h3i6toqkKwZLCYovucPVwklcPDuM0HrNHZ3CqRL9xSADhcZyIG7iDKvLmymWai1ywH7Pfx83zPTz6zHkf1aax22jakOrf/evkq2qwp6IqSARzs+sIVSA0lVgyTC5XojvVhWGYaD51VzaZ/rHurX8XCxUKpsnl64O8eFK/r3alYvDw3uSu9y5dHmioNsblu0M8XFzi5jeNUVkvM/VyGTkQ4MnSKgemzLGQVi3iza4UVCqGraLfjc8Cq9CavGYCwTsXhwAIRnxsGBUWN3I8WtodJ/LO9UEUU/Dw6SxlXSedr7q5vntmiMWVLMl4mL7hGNlSmZk1GwJsT8Dw2Sin8JA9OoRTJfqDIT+VSuNWWrdF/DeT/s5FixXHcq23l0errecct+PRO7u+wWq+YKe+6Xga6Ws703f6fCpnz6dYX8mClChCEuuJUCyUmZ5aYUQVzOxIIXn59uj2PhXB8sK2YJGmSTZX4umbRe68e4Yn96e2XIEaZWJ8mZtXBxFCoCX8vH6+QOao1R4BZd3gs7fV2IDwsI85mwJQ9+26xRu92VXNim5gpzS33affwQ0oisLty1XxjoT5lQyLq8db4B++2X5G3rk+wmfTB8eifD5Z/VxyMMSL+e2lgTdLq1y82sdGscSDKfvSD7vHZta+QfCwtMQezSFwPu7GDpyQZadG9BdLFYyLUYJGBFUIdGmiCYGqqGiKQK2liVOoBh4KBIqoZr2RAZWeoRibKeJqieW208btu8HF7pteVh8CZi3V22aNoO1Pb78h6jBxG90qRq0g0c4Kg9u5LmQ1j42opZ4TMFVpj+iwgrXl1l17wL7BRj2gANFhvHt5GF032SiUmFxYa6qasuW4YQIoJddvjaAqghkgGguxvrTBxLNtIaNXTDLp7b6QSITZ6WDiD24/vs5c6OXtm6qFM9wVJBDaThF4/8k0Z873UEgXWVlq/D4ol3WePqiu7Jz/9rP0jyX2if5oV4DBW31oKCzldvfffBOxBU7RrKXfMEwU1EOy8FiBGzqtPXz6erfb1O0zA3WJ/kZZze7us+l8ccvqbyfuWSlvYzvccsgeHns4NaL/46eTzK3b77/YDpRomLXCyfQrv97Xy8tX1qQxfDm/TCIQrE3iqGWT2f773rFIqU36gKq1Vuqs5vYPiqoQ7M1x8s6VYfLFCn6fiqaofP5immvn+gF4+LIqZC8OpohE/Twcr98/vCOpwyobS4Qxa+fg8q0RMqs53hyRdScU9vPq0V6Xqup+rtweYWpHVpkz74xy79luq+fE1CqRsJ8rN4Z4/rj57DwSiebbvc6T7Isy6yux8NaK1anWaNUgrrTgPO/zqZRsqoWw37Bi9fad38IWTR2qe58nzdYusJp2zj08S7+HWzk1ov/J286rnno4J/eBEjCtc5wplPWW0iJ+4dwIxEx2FAjY4tH4tgCNRYJ8tiPIUVMV7l4e5uX0EpdHerfezxdLvJlepiceIRIL8HahszMBHUY9wjOzXiCzI9tLdzLCjW+5zNSTGTKr+3OPX7gyyOOP3wDV3t/T10UkFuT6u2O8fDZHeWchrkNuj1y+zJPXC9x+d4yn96ebcvcxpeTe/BLXrvXz5ukCPk0lOBrFmLXfYloXrYr+FmYN1RUwm0S/7f6JrW2/VZE33BMnEQ6iCJhdSre0LbdxErLfNcopPGSPDuHUiP5CBy2xH8dJfaAMx2M8dtHkbPLpEpmN48XcXqGkGyafv6xOAjRVYaQ3ztxKhlSyi/nlDVbWc4wMJXh7RBIXIQQBn4qmKWiqWnU9UxQ0RUFVqj5mxZJOJlekfEBu9aOwu/s0I9DWVnOsreZQVYX+a0PVVZegn6FzvUS6gpR0k3BfjFKxQqVssJwpsfxvXwFw670zPH8ysyX8n/3Oa658cIbnh1SAffBkhrMXUuRW86zWmTVlJ4Zp8ii9QuhsCFNVeDl7WEJSJ3AmkBcac3vby8hQN92pSLUNO5tQ66wr+ZO5srlJOODj6Zvmn31uHhPc0rZ2Tj5ccsgeHvs4NaLfw/0MBCIsyvaXZz8M02zNQ/mdC8NsZEvMLK5z9Vwfmdy2cFla3uCDSyO8mFtmfU/RuLvXRng0uUCuooNugF6dsL57fpiHe1xcJBDyqYSC/l3vVf8hd/2+6VvrK7l3SDIMk7mZNRRFMDe9hmkc39aHn04wONLNxkaR7EYBaZhUlo6uVDo+uUI0EuDStUFePm3ALWeHIi2U3GdIcNK9R1Wb/24sFuTTt04WvWvxnmjxvHdSooWGcYnqP40rDicGKToqA2HdOHBMp0b0f/nuef7Bv/7MLc+fljgBh7CPwVgXj9447xO9E6MOwXkURb3Cq4lqNdOgouGPbLsuzS5lCAf9ZJcLpOIh+lMxgmEfSkDl6y8Orpa7dkBObQGUKgalBrJSyYTNPciC51gw5Ce/Uar78wuzaa7dGeHx/eq5i/V3oRUK6Eek6c3mSjx7u8id987w+PPJunyPT2IGiZ204kajtWDpNx32+261pker40rL7ksu1kOmiSva104/e/cEL3t47ObUiP73r43x577/W/gbP/9vnW5Ky5y0IKGgptGlayzbl/qjKYwGLP0+TWG4N0HI70NhO2j4zoUhBIJ7T6d55/ooty4ObmVw0tRq2HB6vUB6vcDwUILp0sEWap+qsLJmVSC6zekPHTBbDo4mtyr1Aiy+WSYQ8qHrx08c7j+eZvRcD2ZBZ342feRnXW+Rbdni7Ix7T6urak7Tcj3fFjuWmzWmW8ar9gbyeni4k1Mj+gH+xPd+wNvZFX7pa0+dborHDq7Ge3h8lIO7Q9RrfTSlRFUUxudWUYC754bIZoq8nV5BiKrPv6oI7j+dRiIPHHxCQY2CH8rZg/3zfZpKYaPcwtHsaK+LhyRVVRg6k8I0TRKpLgYG4sxNr+L3a0y8Pjyrk6II3rzY9oleWchw7kvnePaqvn41NbNGIKBx7fbIVnrOU0kL2lNrwTVIdrbmb3mVvuWKwy6ejEopXdE+z73Hw+OUiX4hBP/Zn/wuVjN5Pno84XRzPIBUJMyjtwtuGBP2odeZ3UVKSbGWJcgEPns7y+0zg9y6MsR6ucTr+Z1ZegQxU9vlDy6B0Ut9PJw4PJDPyuXiJbvTvbZwMVVNYWq8GhgbCPpIL2+Qz5W4eGVw1+dCYT+j51NUygaVis7UxJ5gWilZryMIeyelks6jF3PcuDPC2+fzlIr7Mz+16gbidlo5OqUVS78nyFrDxafPNCU03zWsa0dbA3ldfEE6ke0iRCcLB47JBbdiewn4NP7Kj/67fNs7F5xuigdwJp5wr4xq4YZ8MDHHZ5NzewQ/3Brr3zeZuHVr5EjBD1Cs6Iye7+HMxVTzjaoxsZKmuzvS8nYOp/krutPNYXC4G5+/apeolHWu3hxm9FyKsxf7OHO+lxdPZnn7aoHpiZV921FUpemJ0uPnc8QHYvQNxPa3r6ktthEHfcNV0bmiv+Xr2kLz3z0/zNTMmnMNsBm3zOf0NrqQueWYPTz2cupEP0Aw4OMv/4ffxx/5Pe863ZRTj+rSiPxWghKPIqBpVHak2Dwz1sP96eNT9UkJb+ZXmV5eb70RQjB0Jtn6dg7ffNPsFOrjrxcZGO4GYOLtEs+ezDA1scz4m0WePTk+00s0HGi6HXPz66RLZa7fGdktp9zZXXfQqtpo/gBbuWVkEzUTrKRlkdZCvzClSa7YmuuemzVmI7FRdrKQbWdxTjdfEY/TzKly79mJqij8x3/427lxfpC/+Hf+dcsP3XZyLdbDR8Xmq4q6CpeKqEZSFzZrUY5EAqzJct1uRLDtctTqaSto9g3E/miAS7dHq/EL5va5lEjKFRO/poCouspIJLX/qtlzFMGbHRVzjQZrEGySSEWZmmvNelooVHj4fI4bd0d5+2yu6u5j81g+1BtjRS1Xaz8IUBAoitjnVrQVGyJ3OxIYoVYnq80foNKKpd8lVVudQFWq98NJ1Yluubaepd/D4xSL/k1+z4dXuHqmjx/7//wTphctsKK2ATVoXdVap1mvuKSS6R4asfQ383xXVYX+s908nTq4gNRh6IZJQBV15a8/ilfLa/g15ciUls1SrBg8f9lcYPbe0+4P+rn13lkApseX96UtvfmF81RqEyFdN1BVBSOkoQqBL19icrr1qsePn80y0BfDL4Xt2XsUobBerD9V6V7O97R6PVuw9Ldk7e5s955WfLg/fT1DQFWotHAvulljGqdQ9HtYjOfTbxmnXvQDjA1087d+4of4sb/6T3k+2ZgIaxoBoaBv12hjGCbl0gGWzZpVNFAT+w+m5nlneJDPZ9yV174Zni+tcHmgm7fzrfq0WouqCOq2MR9y4/p9CpfG+vD5tKplFjCF4NqdYWbXNhoW/JsoQrScgadQ0bl8oZdXz63PmtRK+kHTkLt8Dp88qObdD0f8xBNh2OO+v5Er8fbNdlafRHeYJb35olmqqhCLhbZuy6ox3SRXqlBQBKGW06zYi5PauZVA3lZrYjhNy3n+LWqHE4z0xIlHgtUq2kJU0xUr22fEH1B5sZF2sokAVAwD2mQv8wJ5PdyKJ/pr9MQj/Fd/9nv44//F37e90qYQgsH3Ujxf3p1x5HZ/P28/2u3fLQHzop98pQKbMrRi8HxmkQ9Ghvlk2skqltYQTYTAZaJfCMGdqyMIQS2v/mZ2/YM/u+mmsvmRsm7wcnaZh5PWi+qrlwZ49LR19y5/vHmf96NoSXjW6hvs3ca5i/08/nw741a4K8i5a0NM7bHkt+pKMDSY4FVu94rf2bEeXi1V9zP7xuVudS3OSVoRK63s2km/79t3hllrccWx1exa188N8OCly/sW8N6lYfSaCaN6yJK5XJbx1cOfc/3dUVe4cRpy9zPaTjz3Hg+34on+HZwdTPL3fuqP8l/8rV/m4Wvrreg9qQixC12slYr7BD/AZGadcx8OIBAoAtLlEjPrGcqV/ZOQom5QKNs7OWkXTxYXCQd85G2ebDVClz/AZ2/cOaFaLVjjEjW9sWHJdvbSqgvMpTujlEo6pilrOb4FqILeoQSZtTylQpnhMz08fLg/n36rov8g8WYYJvFoENOUmFKSK7g3/sfJSqBqKys8DrqAzBWzTKZbdO1ssc/rLRYqaNd1XysXebGyP1vWUZhtEtqHcWewH39AQUowhIEJ6NKgIk18QmEtU0ZTlNpLoCoKr1dXKRnNxRN5eLgZT/Tv4UzN1edf/M4T/tu/9ytb+detwDBMXq2u1qz2+0kXiqQbEHT5cpnbg/01FwR2WV92/m4iKVV05jY2tvyf3URR13n/1hhf/8aEa/KgJ+Mhlsk43YwDWctak2d/LpPjfH+MhQX3HOf1WyM8OUDMb3L58gDBoEY2d7DwtiMn+NTs7lWonr4IK5m8tTup0apbQMvSr4UNtDLZMxx8LllRQfq0GHabcSs0TdPRPIG+gMJH6cmjP2SwtZCOhLAI7XijcU5Lf/DoPDzRfwCKIvi+b7nBxZEU//5/848sE/7ptQK3Lwzz9WVrlnHHl9MNf2cwFqUnGibk9yGRVExza6JALZuKlNtBeYoQQNXlYjPbigBW8gUm1hrf/17G+uIsr+fImCWuXO7lxYv9KyDtRBGCG6P9LOZynL/au/UeQEjRePjYuSX4c/1JtIrEMCVTWCP8U8MJ14h+ocDs9NFuXi9eHJ3etFWBUZfF1B3z0gNpVWy05pnV/Infa+i+fX6warCQJkjIFstMLFjrAtiTCEO/xmzG+f7/em6Fu1eGufe8udXFtonMJnZkOhxA26ghKRkIs3aIUaFeLvfvr/Hh0TxCVl8nDSeOyRP9R3DtbD8/9ad/L//p3/gFy7b55NNZrr3fy9OlpeM/bAMLmSwLmdbyFcdDQUIhX1PfDWgq54a7eTqxhEDQkwwhkwYVTSerlQ7057aT984P77L0ZUpF7s9XheUcu91fzsUS7WvYAeimweLiBuWydcvOWaxbyWqVK1eHePaktUmVucOXoK83RqFQZiNb/+pZPV4mtq5GOWmqpzU3kZYs/aaxNZl659Iwn03M7DoSv6Zw99LQ1o52Ty+Oz3f52Yv9YlooClNpiwR/i9etUNZb9Itrz0OzGUu/7nSQdoN9ujcYYY1mRb/kW6708Vo/fLXSw8NJPNF/DL/7g8t85UvX+KWvPbVke1JKNl5uEExpFHX3CK56kUBXJNCwD6wiIBEJ0n82wv21WW7c6COiBJgprTO9I3Dyi3fGeHjv+GJVrRDQVJLRML2JSEOB0HanazyOqaV1zgx1U14vsbyWs2SbL5dX6QpolErO90Ur2mAaJoloFNM0Sa9kuXZtiPuP6x+AZR2qPxkM0RsJM53OsJFvPr2mHbxeWaP3vdRWCkxVCFSh7Mr7v5kNbGdU42bf1gJBLserNRaoTcBVBIoEYdY+vZk+zwSkrE60DAj2BLiaGKxOog+6V2rhGYjtHW5O8lVVYbiWuSxTKu6TlmXd5LOJ5iaECtDf1wVINr2IfKpKOKRBoJrOZaNUasi1cv9OJH2p6FbO/c3zWb0Muy0Z2/+UW/8WAnxBlcHB+O7tSlDN2kqr2KzZwK4MOUIIIuEAV4Z7t7ZpSrn1t9pmkFIeoH8339hcza1i1L6vKgpCCFSlmpVnrtS4wcjxVJkNPrijarCp3QQ0lfevxLi38ZqQ6m9qGx4eR/HVr36Vr371q4yPjwNw48YNfvInf5KvfOUrdW/DE/118GM/+K08eTvPhEUZZtbTBe5cHeGjeXcGih5FJKARGla5OrJd0XW7dNCOAYntgaYiDV5kllkTOebXqpa1x+mD01XO+TK2W/tvjg3wyfQMM3l7AlntZGJxjXgkyGBfjLnF1q2UFcPk7IVenj9xNv3ryGiSt69bT5drmpL19W1/+5WVLLevD7OZhkkocP/R4ZOAevLFv5mortIl+qNsYK3ob7XbZwolMoXm23TrwiD3sk30BcG+dKqNEPRpGGv2TDxNYC59wL2+43F+98YwHxWafx7rfsEE2erOmkHC24X9bTzf282rlQPGHclul3N77SQtYTgcENuoC4WvCf/AZNjP0Bjc36hmGDNbDMz28DiIkZER/tJf+ktcvHgRgJ/92Z/l9/2+38fnn3/OjRs36tqGJ/rroCce4W/9xA/xf/mr/4Sn49akYHSxW/CRDMVihCt+XuhLrJWs8SvfyUQ2bYu1P+TXGOvrRjdNPp9tzmJoRcCfFaznilw8m7RE9AOIaHOuWlbSFQtZsh3TlNUZY+1azcysMTOzLZoSiTCjI0lMWc0MJM1tyyhS0tUVhNX6VlEaqdpcP866QtSz0mEHumF27DMR7MvLHg3ak1a3nTht6W/0ypT3FEn7psu9KD5za0s71mxqi16S2dIq4/ntVRDDy9lpLV5xLgC+7/u+b9fv//V//V/z1a9+la9//eue6LeaRFeIv/Qf/Dt8/3/6ty3JNNGp/bc7FOKTxzOcGYyzFrBe9AMs+VuLOTiIy8O9LRczy1cq3L40yFbcc40nbxban2fcQoU0vm5tJepG+/a160M8fWzdqtdmbYWDkFLuy8O/i9X6s/KMpOIMJWOUDYMnFhkDnNYKTqX81E0T56eezWPXWfOpnV993emKvI0+KjdK2ytlVwcSPCi+hgY9v7ziXB52YxgGP/dzP0cul+NLX/pS3d/zRH8DDKXifO83XeOf/9bjlrfl5kfCe2PD6IbJ/QNE8tJG1QpqZ4q9kmlw+9xg1VXIhGJFr1ahlXLLQmvWCq2YUhLy+wgHfCAEUkpKZZ359Y1avQPBSG+cT6ZaF5VzuSxz7J+QJH0+CqXOXc5dyRa4Mppkemr1+A/bwGqdlvV6URTlUKFhZT74B7XUomdHeyzbptPU495kG8fH49pGy4dtU7tdsrjYEgKBKpyzfje628Vcjs2A3IfFt01dWyfrZXh0Hpk9GcQCgQCBwMGrfA8fPuRLX/oSxWKRaDTKP/2n/5Tr16/XvS9P9DfIj//wdzC7nOEbT6ecboptKMD96Tkifh/XBvvIFEv4VAWfonBv2n7n0UylyOczs5ZlSZmbsn7lYCcn4QGfGIhaJvoVTeHs5f597+tlg+nx/SlZi4cUu4onwgyOdFd7wY5KvdKUaH61ZtEXO9x5JKaERy8Od9+yowiUldff6b7kpOhXFYHhUKaXlp80NonzygkpEKUqiuO+/fXQpflRDfjgRhf3Nl43vZ3OHxE82sno6Oiu3//z//w/56d+6qcO/OyVK1e4d+8e6XSan//5n+dHfuRH+I3f+I26hb8n+hskGPDxV3/s9/P/+Bu/wG8/eNv0dppJfdYORhLxLYtMrlzhGxMHW8jtTFuYKZc439vD3FJnBNo6o5OsPf/LFesCUnUpeTm3fwIx0Lc/d/XNO6M8un/wBLpvIM6jN9a4zWxih+h31DpuMU759ANoqnPC0K1XMFt0b/XnRmilWnPL1Hlx+8JhLiaSKMEi948r5nXsLt3aozzcyNTUFLHY9vh4mJUfwO/3bwXyvv/++3zyySf89E//NH/zb/7Nuvblif4mCNWE/7/55AV/9xc/4flkHVlHBNz4YIS0LGFKycu0M64Ux1Eol/lssg4fb5uf4f0jkQ4S/e19wEdDfkrFg6s6N8ubpVUGYkEymRbSFh7D4vIGibE4pllN8yil5MXcKr7eMKaUaJrKrYuDbGwUeP5mgacTi5b7N9hRKMjKRB1OW/qd3L+mKJRaqILaKOGAj3ypdh+17N5j/XnzqQpTFhRAdAOKg6L/sEl5UNMoGzq3+vpZ1TPMFdb5OL0OSL5p4Cz30uOedHcLJzyQNxaL7RL9DW1CSkql+o12nuhvEkUR/J4Pr/BdX7jMg1dz/KN/8zm/+unLA33do9EAsasxvr7o/hSd9Q76uim5Gu9lIpemoFsrQAGWsdbP2zZk+y290WCA56+ttYBLBCNnUzx5YEFRmUNOh2lKVtcOD5Tt7Qrx9c92rJ7ZIBQCAR9gbX9dWdvgxnBfbSK8s81y87/ar9v2v3BviLVCcd/kuWIYsOxc33eyjpKitFBKuQEk0BXy098XY3U1i5TCUVF6GJf7e3k8Z+197hRqm67tTj641IOqCrr8Gu9FB/h0fo6YP8jlniSG0HmRWeROrI+l0jrzhZ0GJsHvzM9wKznCQnmZDd0+Q4iHRyP8xE/8BF/5ylcYHR1lY2ODf/gP/yG//uu/zi//8i/XvQ1P9LeIEII7l4a4c2mIpbUs/99f+Ij//VfvAxCJ+jlzuZd5mef58n5fZjci6zThzy1twBIM3ozyNmtN/YKdvMyscHmwl6k5azPLWE3Ip6Eb7S1sVShbP8kC0APWCJ9ml7btDA7fxA73nkJRb3gSNpYY4MmiM1W5j0I4aOlvl+i/fqafxwuLpOe3n8ljLR63HWct7D85w7MTk6rXcpJSWedmaIT7mQXO9SaYza9zb307xuth+vD4n4erC/SHIqQCGstNFCWTUromzbPHyWBhYYE/9sf+GHNzc8TjcW7fvs0v//Iv813f9V11b+PkPFVcQG93lP/kj34HJWnwdG6RbMTgo5XmcsI7xWFWa79PIR4JQq0qpFKzalakfYJXHRTIOWlr/ECrCCHavup4oTfJwyXrV41era7ZXhjtKOwQ5Pv34Y4sS27t0U5mV1TbZAzO5Atbz7lLAz1Iv2AmZ03NCys5SbEilwa7KMtwrbJvdRIgapWLd71qfaBauVmCkJhCYmJiShMDEwMD3TTRpYEuqz9NaWJIWfu3pGzqlGr3ulmrmDaVSzfc7oVCjlvR7uZEP+4euzw6j5/5mZ9peRue6LcYIQR/8vu+wHf9j3+74dy+buAwUXTpTA+f6gcITRs9EZ6uL3KhL8WsRUWo7EARoo1eyFWKFvvzb7JRLHP9bIqJt62tSjWrVTrV0t8MrpUCDjasXS4gcysZuroCbBRLbBRKzGWyTRfS3cKGblVuw/3QLpaCCyyVai40bfbPNqXEryjo0mxyUtvcTeGOJ83JoDb/O3E4cUztd7Q7BYx2JxjrjjvdjKYYiHdxdSDFtYFerg328v6ZYcC5B1jfUNihPdeHEzetnSvG0ZQF57vJc9IOy2Y7JhZ14dJlfycDeYUtFY73Y5pwNpUAYKC7q3XBj/XPR0UIplfd7drYCJpwTmqslrOMxIN0+ZqrbuzOO9XDozk8S79NXBvsY3Kt8x7aL5dWdv3+LbfGuH2tHxEA0u1vz5qwp+qvVTih3excMl5uIAvA4TQngc6fSfHooQWBxEdQFf3OVzmNhvxcHk0hRDWIdGoxTfaQegXtxEnRr7RRXmnSWhFqWjJ12ObKQC9P5+vICtdmmnVZUYVz99xisbrC0O/vRVNUNCHwqyo+oRDQNDShoghBQa/wYn1l3/eb7ZVSSm/G4OE6PNFvE51q6d/LvfIsy8U8OKS9n2eWGIrHWV13p/hvZ6DWexeGKeUrzMylbdvHm+VVhhJh1tOHZ9k5jmZlY7lsf0C0acodxbycY0OWebK27UZ1tSfFq2kXBPtL587Lolkg0ONH2YobEqhC2fr33pcQgqXZDMUm+s3UYprL/T3WrS5ZPFcK+pyfmO5lIBnFn/RTMQ0MaWKYEl2anA3EGZ9Zw+9T0TQVRVSDsrP5ImvZqo+rk5b+TRb0WuC8BDa7zA5PyaFQgi8NDIGoreDWnhHT+f0TgXo4gd4oHicAT/TbxECsy+kmWMJ62bqiTc0ggdGxGKsPXSr622zKsTpV5z6EYPhMsiXR3+xo164JlKoqGA779u891jZ5thyLk0UDS7pOqUH93q35oYkFknS2wNXz/eQtSjds5VkLaBrP5t2R2enWtUFUIVgo5ujTIny8sj+uazGXg9CONyRgwBfHRlh7Uv280gGexLOFNLOFtNPN8DgIKRw1SNiGA8fkiX6buNSXcroJFuG8vaLid4kf9gG0MxXdZ29m2nLDlvytfb9ZFxFFEVy9Nsizp3OtNeAYVEXBMNsXft03FKP7fG3lr3Zqpgu7C8+5Jk98h2WMaeW8rRsl7s3Z29ea4dpgL/em3dGujF7ixWrV0j3eoH/nk/QSvWe7kEhUpb1pjd1BZ91LHqcDT/TbxPtnhrkx2MfjOff5ZdbLO7cG+FqmtXLkVvAgM093NMRG1nmfZyeRkqqPqM1jyaulNTRVaTrotVnR/+T5HDeuDTX13UZop1U9NdBFz1iMr80fnmL16kAvlN0h+p2uCNwowgVuI2DteasY7c4HdjiLExloctE6UyqRqcUI9ePuhAweHqcFdzwxTyCKEPyX3/edaA5UIrSCi2eSrhD8ABXTYHiguRLV9tNekXT5ygB+v73+vvlKhWhX0NZ9HEY7RGc74zCSF+N8bfnwWh1X+lPMrmYIh3xta9NR1Fuczy2oLTTXjUeaCAddFcB7frjHku2op1BqdNj82eOUcPruxDZyY7Cf/+S7vux0M5oiGHDXIlAg7K72bNLuiouPJxc4P2a/61iphVoArYx1sh2+9m29ZtV9vXdmmO5oiO5oiJ6uMB+cGeZiT5LlTI5YKMCzpSW6+8K8/8EIV9/r4/blQcKB9k8EOs7S75JgCKvO2sW+HkcLpAGcG+hm6HycofNxHmStmYB4lWk9PNyBO5XUCeKPf/FdzqWS/NrzN9ybmePFwjK6S6qCHoXbKgkaLvbrbzeK3aVLpWytAFgLoiW9XmBwMM7cnH3pbtvpPx+MKNy9Pgh+SW6+TKlcdd3oi0Z5vbSKIgTRswEGiREu+XiiL7GgZyEAX75yhnsP2lvRW3aYH7LagnuPlc84q+ZKqznnExZI4O162tJtdkIgr9V02r3katpc0K1tOHBMnuhvA1++eJYvXzwLQLGiM7ueYXI1zYOZef7lk5e8Xl51toEH4S7NT8bowPLGNmH3palamO2p+nsccwvr3Lg6ZKvob+eENhuo8LXCFBTgS9dGyayWCGt+FheyXBlKUezWeVrckanF4XhHt1QsrhvXaMnWz9twIsabpVVHn73JrhDBhB8sTh7kNiOSh8dpxRP9bSbo0zifSnI+leTbL5/nD9y9zvf+9b9L2UXBW+A6zU+3HmaSjNPNcAc2X5yg5qOVRK2tWrjs9thop0fIzorNX1ufAhXCwsedsYHqZMBtc9kO0/ytXEorF3ysOG1DiS5m1p17xkkk3YMR7i/NW77t0yj6O+xW8jgleKLfYUa7E/yJL73L//JvP3G6Kbtwi68swKVYD/fvzeG+qYhT2HseAj61JdHf6mhnt/+vVe49I9/fz73cXoEk0BQFn1DwKQrfqOxPvZg3K3ytOHXsZVTCgivX+oFqJpSirhMLBJh42VyxoHo4TULF0l5mwYmbWHW2grtAUFwpMxTtYja7cfwXGtn2Scyx7uHRgXii3wX88Ad3+Znf/gaGS4Lozg93M8ma083Yok+JYsY3Bw259f+6YWKYJlJWAxANKZG11/a/qxaszVMrpay5B8qOzq4gqYpXVa2+FLVWuVRREEIgBDteAqhWOQVB7Uf1c4rY+oxS+z0eDBBVter7m39XlK3vUNuuLytR5Pbvguq/Q5EANyLD1fcR28G5tUsohEAitz6/SVWLCyLRADffHav+bTNFqdjp1ilrWWZq11Jury6YcKyDdf5dlXAtb/hmFtTNBoqtf1UJLgukWTtfCpSS1XoqQsKUnqFyQHxOxTSaKmCtIPhieGxLQK5nyjzdU6QpWypx9+bwwRvYeTCbp1yIrfOxlfFVHvT56jn1KQoDIrZ972zeL6bcd5+ZUiLN6k+j9tOUEtOUW1Z0IXacUyG2AoU3K+GqioIQ1b68lMmRLzfmVubT1Gp62dpzYC+bEzzLKu8eQqurW5f7U7xYXN6ePDSpkUM+DUUIDNPEQFZ/mvVvbmYlw634ALNYK/o9g41HKwi5e9X0pODEMXmi3wX0x6J857WL/MsnL51uCmeHEzzRFqCFgqxWU9IM3gTSlm83HggQCwSYzmS2RS/bQkURovo+Yuu9TXG7+bOIiT8ZRAiBJhSEFKi17+2kKp4kQoiqWJJs3fEKAkNKjOpUhJFQjLmpzJaIMaVEN82q4DIl38gvoI/sVHeSmtxtjVolTXJQT1rtM0aQ9NrRHWWkJ87s/G4LZqo/yuJq9tDv3Lk+wuez9hUnUu6GmMvVKWoCe34/vNkt0+uP8OmLowN3c+UKH88cnvO/VQZjXUyKBi3OArAgi+y7fQM8ma4/W8xQd4xoV5CuQZPxQhpk9Z7dnKjs1JnXQylm7ttnyGhm7O6PRVnN5VGFIKEGiJRVyoZBKBHYym/fKGN93Txd2DFRVKqvne37YHSYT98e0YcC1gv002jpt3ui6eHRDJ7odwl//lu/yL968tLx5fVEdxDLjTwtotpkJVovlRiLJZgis2W5dAPdwZArsngcRz2JU4RP7DIoB/zqkYIf7M+o6Zrqt3twQ7pMVRGO+fg0el1m1zL09UcZz6SrbwgwkQcalQ9eRXXWqV8AFcNEKoIXM0uU9GpclyGbn8Bb4Rq3UrLB4uN813aAU3nQHi7HE/0u4Up/iu+/e4Ofv/fYsTZIJBnFbZGFsLhunwA+SOhfjCSJKr6qGwNVIWFKk2c5+3ypO5F6BMbUfJrL53p59bZqfexLdTG5nD7SA8du7au41NUga5TbUXD5SBRFqa72dAjplQIBv0pJHt3ojFni9uVBpJSsrOaZXclY2guOu2aaohDQVIya+9PmewA3+vt4/GZh67OXenpA7pz8VlcWd86exaZbXe0TJpJ8pUKgjpn43ttWVQSGKdFUwZ1zQ2T0MkJW3diswgXz2bZzCg/ZowPwRL+L+E+/+9t4Or/EE4cqMo72xXiy7p5qkADXEn08m7YxpekBA1uqHOLBm93uJV1BP/Ta14yduMHiWw/1WhW1wLbvx9RsmpHRbqbmnYsZcaulP29WuN7Xz+tF51L4qopwTPT7fCr9sehWbMBW3ICsTs43ivtdXsaX1rg71s8n+lzVyn8Ic+Usc2RBwLf2jzK7YnWWnKPv2Tujg3w6sdulZjpdbYOi7+6Pj143nz3nzuWhYz8jJZzpSdAbizCfzdIXjbCazVPR4KOa69hYf5yJDesCi1tYvOhYOuU57nG6cE2WYw/oCgb423/8D3J9sM+R/cdiQUf2exQxzeY2HfBcPkgStrOiZKeMj/Wek+dvF0jEQlu/x6NBfJoFTuBN4lbRD/DEt8B7F44Xbnbh5Ln5WnaaiWCGqdAGM+Ess5Ec89E8C115lmKFLcv4JgFNoyca5uHkArfp41IkWdd+NvutpZb+Y/XdwR+I+v08m7HO0FI0ji/08MnUDG/X03w8NcPk2jpoCm9z60yk0wB8cHbYUsEPYHTKQ81CPMlvIfIEv9qMZ+l3GfFQkO+9eYUnc+23uPsDqlM1mQ5lZtXeAIODrIMHWWjamWfa7BCzWL1pXQ1Tcmash/SjaQCePJ2jpzvCUjZ38HYta+HBuNW9ByCi+Zhddi6oRlXcawe6cKFnK6heoSreo4qfrz2d5MXsMpeupOrazoya5frdAQyfJBEOks637tJ4vFX34D53JZXi/nrrVZfP9nYT7w5xb+HgAPhowM+V/hRIMNVtT6FsuczH09O7PrteaSlh74F0XNE3C3BLjJiHx0480e9CEqHQ8R+ygYmpdeh2ZNcHkgyEmFnJYKcMzJbLR/5dCBjtSeD3qcy1KaVRZ0j+xgJu51d3u1McJQLsHirdaun3C5XkaoS5DedEv1vPDcD99YVdv6dCYa4nq6ui10f7+GyjPreYV8VVXtX+fd7fbY3oP+bvO8/q7ZEBNFWpptYs7b/b+xNR4qEgJqCo+w0OWwlYazvtjodZNPOsmUXO9Car6Vdrf1NqKXZjwQCfTs1yvifJm/XVQ58xt4f6eZ213r2s2dqTAUUjqPpI+cL0+qJ0aQGiaoCI6iei+gkpPsKqj5Ci4RMqPqGiIVCFsmOCWJ0kqlTfU4RAkdXJvwD+wvgvMleyoyiaJ/o93Icn+l1IIuSMm81apuAq0X8xkuKTFftSNwKsFY4OEg75fTwLtdfHumMsRA3ow7X1PFcv9m/l+ddUhZVXzuSFdaulXxMKo/1xVnMF9APy/7cDF2v+feQqFXJmiXeuDPFJdvZIn377qW/fmqLg01Q+nZihKxhANeDyWIqZlQwBTSPo05hezTC3kWU0FWcifbibzTvnh/h6ZmZXtrV3ewZ5ML5/8jMcj3GlL8X46hrnkt28Xt0fU6MpCp+nm48n+F13ukHdrH9R810QteeZkucu/cB2ljSzlsbYpJqOWDcNKlKnbFYomTolowKijA7830a/m0TFd/jO63aV2P1BIQTztgh+T/J7uBNP9LuQVLSOJOk24XT2kE1SwTD3pheO/2CLVMz9Jihzx0KLX22/73mnuPc0YhUulnWeTNh/PevBrbo2b1b4neIESS2MXnamD7jZ0r+XgWiU+UKOqWzz/ufpSIFoJMBIKMazV0vHf+EQjvJe8akKQZ/G1cFeXi2ubAX0Xu7r4bO3sySjYTaKZTaorTrWLoF+jCP8w/F5Lp5J8mpj2yjxJnt4gPyLpWUupJJIEy4ne4iHgggBL5dXWSsWONfTzbPccn0HfACrYpm5vIUGkh1d0bBp/VNKyT+4/EP7dnvUGLjVrAM/tP1mWHjyyjLkySzO5fn0ewBwa3iAS709vFxqf4pIRQhXVAY+F+nhG8v2WvkPY17P8c61YYSEt0Ya2pzFtHMyJtojEE+zTz84nLKzg0R/oVJhvtRatbTVcvXmTvrtc6mMh4L829cT+97fyB/sO7/pUphKRJg5ooicbppoe67XYVdvLrNBKhrh5XJVlCu1IoEAXzw3yuPFRXStNWFtZ89ppXbBcUh99xP3uPuv3vtTqaeQiYdHm/FEvwtRhOAv/YHv5of+1j+k0uZl/qtGH2a3ydP15q1erTIU7uKzyfYI/rJhENJ8FPTtCObJwjqTWJu9ohHsHOCs4mpfio2n9pwju0VvO4Oym8HJVH/tzFJVD6lQmOXCwW5g1rrBtbat465ZQFOrqUhNiSEl/bEoLxZWqj1RgqoKrg73omoqLxeXGc+kt4uOHUIqGiav787WkwyEuHIuRc4so5Rr1b9rf5tf355ADCdiTK1V79+yMKj4TV6tt2alt3MyrXdMpJOHh7vxRL9LuTHYz0/9O7+b/+yf/+u27vf11Bo3etqUkP4QRsPdzMn2VKSVwK2+Pj6ePaIsfZsxHfLnboSEGmBuw/osH4Dtqt9twnYvnqW/iiIEg11dqIrCQm7bop8MhUiFw+QrFcyStMTEbLa8kcOv2nJ296RlNBlnoCvK4lqWsZ44PbHqxOZhg/VZxvoTfG1993PrdWaN1xzs4tMV8nO7Z4AH0/OklRLnR7qJK0GylTJZ/eiEBnVhY9+xy73HTrw8/R5uxBP9LuYPvnOTF4sr/OzXP2vrfgtLuqM9w2hzUuf59AYf9A+TrZQJVTQ+23DGrWgT3RVRFUcjbW2jvcfv+kV3By+/mzwSxuLx6kqcz8dgtIt4MEChotMbjfBoZb7qPmGRzmy1Pzei70I+Db+mcq4/yZulVSbWmlsxa3TFaqNS5rP0HMP9UWbyWdbK1hpW7FxBq3TA6qeHjTiU0952PJ9+j738+Hd9maWNLL/4+EXb9lnRTUd7RqWNov9ufIDJqTUWJquWxPOD9RX4sZOOCOS10ap36t17HBzd3HRuxtNp3h0cJIqf5VKeucIG5+NJPl6YPv7LDZIuF7eLogmBlNsBnWLreohapsza73LbmhtQfUzXWeX3xeIKLxZaj9dqqpcImMm3Fgdx+Kbt6ztl8/iiYx4eHsfjiX6XoykKf+UPfg+D8S5+5nc+bcP+BLLX3JUGrt0Uym16wEuYnk6TK2/788cTQXAunAEAvRMK2RyQX9wy7HbvcfnpdTJlq4u8e+gOhigbJuPZNTLlqivZp4utF7I6iJVynt8uN59CdiwUq//DLu9/zWJn1ylLT/R7eFiBJ/o7AEUIfvy7vpWr/b38v3/p18gUbfKlBnw+jYTmTHEwgICqMrNuT97kfQgYTsZ5Nret8jOmfee2Xtzgv5qKhquFbYSgmlpf1ARh1Z6XWbIvx76Tlm434KQrsNNn3icUIj4/Yb+PVDjMXDG7JfjdjBN3rJsmaGBvrEzeLNvulxcKhRBCkM87Uz/Ew6MdeKK/g/i+29f4wtlR/qP//Rf4fMp6v3NFwPBAFzMl5zLXXI738mi9+VzRjTKr7F7SqDRbOtJCDNOk/dUBtukKBkgvHz7wDSS6mJ1Mt69BFmO63dTvIPli5fgP2cSV7hRdWoDPpmfJUKLXH2HBJlcUq/GCNkGxUZXr0v7nsq7rGIaBoiiWJFPw+oSHG3FR2JZHPfTHovzsj/wAf+7LH+JTrLt8EsnIzRiPmGcu75xvT0g5ouqiDShCMNJdXZoP+TSWi85bedqdpnU/xwxWtg9mLjNhthlnU3Y6tmvivqrgh6pbY1k36AtGnGtQAziREcptktJO0V8+oIiilQSDQSqVCqZpEgwGbd2XRxPIE/xqM56lvwPxqyo/9h3fxA+9f5tfff6a/+2T+y0X8hII/IqT9uUq7b4HFoo5/LEY7w+MkNko8rDYWNo8O3B6MD8upCBbKnPjvZEDFGI17BEBUmzODY7Z2AFaKaDaO/Fze3EuR336HTw3O/cd9fuJhv08X2nfql8reNYzmwN5bSxZKITA2LHCWyy2uRqjh0cb8UR/B9Mfi/KHP7jD979zgx/7uV/g11+8bWl7oWJ7rewHUTDb715gKvDbS5Nt3++hiKqlU3fI4l+sVBjuiTF7SDaSbLHMxzP2BFQC3B0dtG3b4HLRL52d9LXTYK0g8KsKqqKgouya7KSLRYQU6J2QyQpwYnXKbb3Y3uw99o0Lfr+fUmk7bsQ0TcLhsOfb73Ei8QwUJ4CApvHVH/p9/J0//of4/XeuM5JoIJPEDh6/WGQgFLW4dY0hHRjklQbGqt5wBF8bVkSURhplMYYpmcxlONvf7Vgb7MRNaSn34nTL2umm8kH/MOW8SSGrk82W+XR6eyIZ8vl4tL7Qtra0ihPXLZe3oKCWhdjZdexy7wkGg7sE/yaGC2K7PDzswLP0nxCEEHzx3ChfPDeKlJJfevyC/+c//9fkK/VbSEwJZ9Uk8zgXPGdJZcgGqdcX1acoxCN+BmMRCmWDl6ut59o+DNUFqTnCIb8j+7Xbp935M3s4qk3Vsd4fGaZU0VEVBUWpZmXaKJV4vrTbfaYt3U7C9Z4+prLrfDA2zCeT+6thXxns4Rsr9q0mWY0TE8lcqeyqztxJefqFEAQCgX2uPJvvu71q92lDSPenWm4GJ47JE/0nECEE33PzCosyza/MP0UKAEkFAxOJqH0GuePn1ncLfCnVW/33js9Vf6/6a4vqBmtvC0xTYpjVrDO6aVLWJWXDoGQYFHWdQkUnr1dqy/dHP0zn8xvHfsZq6o2HvtCd5GVmGV2aCATvDQ+zkssznk5b3ibVwiDtZtH8zsR42B4mLN07oCs2iY3VXJ63y2u73nv/zPC+z7XrzGiKQFEELxd3T5yjfj+5cpnxbLpNLbEIB7pUHY/TtiJsdBwoWujeEwwG0XV9n+DfzNrj+fR7nGQ80X+C+WB0lP/uzS851wC19grAZuZ/TSiotZemVH8qQqAKFVUIElqET9fbmz2oHkt/UNNAZcvHWCL5xtI0PkXhg+FhKtJASsnD+UVLAjGddO/Z5OWiM0GUdufpV1xsMVKEYsvR7+ySV/pTvF1eO3A/bbFYC3iwtMCHAyN8vjqHKgTRQADdMCAC3V0hFos5+9thIU7crf3JKK9tMDg0i51Wy1yL9VNCoRBSygPF/iamaaJpGrruFQLzOLk4b070sI0biSF+9OrvcroZu9ClScnUyRtlMpUia+U8K6Uci8UMc4V1ArQ/mHivcfXdgUEu9SV5b3CIO/0DxANBLvUmebq2P7NPxTT5eGmKz5dn0aVpWeYVN1j6K4YzQZR2J69xs0+/alPTNvvlOyODPJ9fJhUJH+zK065TI+CjhWkMv0mqO8KaLHBjsJ/sWpmxSKJNjbAOJ/qU2xas7LT0389O8fdzn6Koze1DCEGxWPQEvcepx3ll4WErf/bKt/H/+/Kf4vvH3mGgkVLxDiCAmQUHfPqFwKcoDEW7uD3Qx4P0HC/SyzzLLFJGJxhSebAyf6wgimhVH/ixeJyziURLdRTscvNoBKcyR9pt6Xezb6hdmYU24yQWNqrxOrPrG46mBt3EkJK53ObKXq09HRhD6YgPuPOXbxd2T3x+Lf2Mgmqi+5vbTygUIhwOEwgEDv2MldfRiwvwcCOee88p4J3kGO8kx6iYBj/w63+TlxvO56I/CIFgZq29y/pd/gDdkSCzJYWZ0joz5e1qxNlKmScHWPcP4/PlWc4kY4xvrIGAq929PF9pLtjXDe49ThWJOs2W/upkz/oT0B+LkoyEKFV0wn1+DNM8sAick/OAzV1rTVpzncSJFlfDrSRBTTt0AqcKgaooW/FYPkWgqSqqoqCpAlUohAMamqKAELU4rmqck6qZtXgnUf0pNuO8ZG15VCIE6EqFgizbt0y1g/9q5hdYKG/w35/7AbrK9cuXnek3Q6HQvr9rmieFPE4HXk8/RfgUlb9w4zv5Dz/6BxgusPLtJe4PkTVN2uVjoCqC88kEX1+Yqr7R4m7LplENQKxtZ7Gc5f3hoaqQk/DxzP4sJYe2zQVWItMhU6Lte3Vf199CFSpgvVvVJ9MH9L205btpCcUveH9smIJsf62OVpEa+IY0unwBfIpK0ahQ0HV0aSAQiJqgVoRAQdRcq8TWBNRE7kpXLIFrgz083Jjf+l1KkEIiZXUt7CMmkN0mBVpwWZHAAS7u7w708rgw2dCqSzK0PzDcauZqRpm/Nv+r/ETy9zS9nXA4DEC5XMYwDFvcfjxLv4cb8UT/KeNb+y/zP37hh/gv7v8Ci8X2BsweR9IXZYZC2/Z3Jp7g3uqcbdtfLRVYXZoGIBnYb106ClcMGE6595zmlJ2ubp29GFLy9ZWpA/92tTeFxOT50mqbW1UfilDY0MtsWJhyuCIkWXPP9tp0TzZ3C1rTd+9ER/ne5B18qMSUABVMAkJFQ+Efr37Kb62/YLq4xt/PfcqgP8E3RS4QQEGU65ssFwrbY0wgEEDX9a3MPR4eJx1P9J9Cvn3gCh/0nOVvPP91/t6br7vG6p8zWsvQsM3uXHYBTaUvEmGtUCRbLiORXO7pQfMr0CZvokb9p13h3lNL79pubN+nO7r7gbghlmMvl3t6iG+5REjW8kVe2VCjwqcK3jnTj5RVt5GdFvJPl6eRQNgXJF9xXzCmHXH3Tj4CnLxFbkdGOW/Eq7/sWWkYDSQBKEudX0s/A+Af8zH/Xt8X+N2hy0i9sYAQpXbhfD7fgUW6PDxOGp7oP6VEfAF+/OZ38/vH7vJfPfhFvrEy4XSTWCxmUEUUo8URpzsYIhrxMxjuomIYTOXWmSyk8SkK0agPTSi82GhvOspGXWXcIP7OpboZn2y/ZdXuSehpDOStn/0nJx4K8dHc9Nbv7/cP2bLnijT4fOVoF7hbw318NO6eol3DsS4GkxEiBHi+ZPFEyEnRb+M9MuRPMFtO73v/u7pv8JXETeIV36Grff4d1dDvREf5gZ73GZJRTMNsWPBDdVVR0zR3rKx6HI7E1caapvGKc3m0m0uxfv7ON/8J/tnUPf7Sw18mqztn7TCRpKIhFjZac/HJVSqsbuSZ3Ejver9imlTKzhxfoy4rbhD9UdWZiry2B3LmJFcTqa3nrdzMF1SLT1Q1idDMPetFx7tcbV5jXVf3PcwPqqN0UI+IKgG6+8LUXL63C+TVfoq935W7cx1JUevnFYOyblCq6BTKFcqGUVcAc7NjkAT8SrX2hqBqpa/6qcut8bpqwRdIKamY1fN7u78foQhMKfFpxxeDm8qn+cLZIT4en8FJVRz1+ziX7Cbk1/h4eZJrXf027MW542smg9at8BBfiV+s1l5BoAgFDYFCrTZL7b0+M8yckuVrG6/5dGOcP9r3Ja5qfciKAeWj9+0TGu91neXPpL6MUjZBB7OFGJjNnP1W+fQHAgHOnz/P2tra8R/28HAAT/R7IITgD4y9w4epc/yFT36Oh+n6A06tZiARbln0253y8SA+7B3FlHKXhUxS/V0iMaXkQW6h7u31j3QhEwqmlFuvze2BrA5zcvvnpqjaDPgzazUDzNr7m+5Fe0WYKasuPLLW3s1TZ0pJsZUAwRbIz9sb1/HyN+eP/PvtH+zmUzHe+IZrGq1SjpPTWwhG7Wr+qx/EzvLRRC1ORau9QtWmhXwaQVUjoFaztaiK2FEsT6AIQUUxuR7pwzAlhqxW2H6xtntV7NnqMl3hQHVyYRgYtT5UkiYleYQAq52f66leQprGernE/eXte+ILI8cHgs7mM8zmMwz3x6uZabbarmztYntutjNzvNh6Pyz8oEDJrLA3l9P2xGrn/+8+BCEEZdPgwaq9Kw7CQdNmM5b+a/5eRszQsTNHE4N+I8QfCN3i9wdvgqQq+I9qj1/hQXmOn1v6hO9J3q4KfheSSCRQVZVUKuV0Uzw8DsQT/R5bDIUT/O1v/hH+3Ef/G58sjzvShmikdStvxTD5cGiEjxamj/9wiwyGu6AiGsrMUw85o8JLG/ymG8GpxQY3xDOcNCSQr1TIV1rPjJOttBas+mRl6ZC/1K80Z3Lrx3+orVgv0J2JqKnSTA0Ho8Fz0Mjq58PyPH9t5t8AVX9+N6CqKr29vYRCIXK5HIqikEwmnW6Wh8eReKLfYxchzc//8MG/xw//5s8wnmu/6CwoB5dIdxs+ofBOapiKYXAvfbTluBnc4WPqTBscF/1SuDvFz4mlc0+6PTb59ln6r/Z041MUFCFQhSAcUBlvcF5lHLXK0yI+sW0McoPoVxSFCxcu4PdXXSAjkYjDLTrZCOnuWKxmceKYPNHvsY+EP8xXv/TD/OHf/F9Jl9uXQhPgbW4RCNKqAFjK5vEpyoEFiKwgoKp8YrF13204JcHcEM/g4QQdPKrb0fS2nQ7JslyiUN6xCtSE7cVe0b8d71EynS/Z3NPTsyX4PTw6ic4rfejRFsYiSf76h3+EqHZ4yXI7KJk6qWhjOe0P4u1amu5g69s5DLsLV7nB0p8J6dy+ZU+mlqMQTlv6PTwaxYYua7ZJ9N/t76NgtO721ah7TyNcFj1cCQ8Am7EYzqEoCj09PY62wcOjWTzR73Eod5Oj/NPf9ef4d0dut3W/8ZD7LSiG7SOy81bP12urGA6sBXqW/uZxvtc0z+RahpFQ3OlmNIUdKS7tLlK3SVfg+KxJ9aDbaOk3DZMutWrEKZnOuveMjIygaZ6ThEdn4ol+jyMZCif4b977fv7xt/37nIm0J0gpFvK1ZT+t0EygWyPUk17xxOK06O9g5dzJvWY+lyWiuX/CfxBWd1khoKy0R9xa1d3tFP0AAaUqtEvSOUt/V1cXXV0tpNfy8HAYT/R71MWNxBBf/eIPt2VfkYg1I6idwtktVYxPIqrn3nOK8a79Jg/XrE8QYCd2+vTDtugvOuDeE41GOXfuHGNjY65wvTyVyBP4cgBP9HvUzVgkybf1X7J9P5OVJdQWn6tDXTHyreRKPwa7Lf1u0T6KIrhwpofRkQR9A13EeoJcGLB5xcfhY3fJqT91vDvSz5uss2lqm8bix4EpJe/2tCuexpoeb7ulX1RXgJ1w79F1nXw+z8TEBJlMpu379/CwCk/0e9SNEIL//v0f4CvDN23dz3Ipy7vnWituMpyIsmFn9d1TktXRQPJ8aYW3q2lmMxusFoqUmyh33wieJa15OnkBShqCinQ+M0tTWO3eg0BU2jQ8W9Rp7Bb9fqUae1AwWqsT0QzFYpGFhQWy2axXbdejo/FEv0dDhDQ/f+X9P2R7cK8/2Nr3BdVqo3aiKafz9rFdWHa45neiIvQWHZzM2u7JpJ10dJe1qPEV20W/8z79fr+foaH2ZzTz8LAKLwTdoyn+9OUv88+nH9i2faPc2kj08dQMqXiIpULOohbtR7WxDoCbicWDdOWLbBTsWUlp1dLfOxYm+LtLWy4X8dk4j/7VqgUtq49OtrY7Sdjvayo//EnFdhfCGhnDmmek7ZZ+URP9hnPZe0ZHR/H53J9o4sThoA+8rXjFuTw6hQtdvXzP8E1+ceaRLdt/MOn+JVQ7U0u6xXK4kM9y59IgLyaWKJSrg+2DuQV6IiEipp9cyfql9u7LGnfuJqECsiIwSxK9CHrRxChLKiWDSsGkmDfIpssYld1PTp9P4W1xcev30SETFAmmW86qnXTuMdq8MGcz1p/32fQGQrVXF/SFQ7zOLh7/wTpol3tPycGKvKpqTXpTDw+n8ES/R9P81N3v4012mWfr1maZ6NICLJSdL7V+HGpnq5S6mFxfZ8mX5/b5fu49q1YgHop3oWd1TJuy7Kz5N3iqvgWVanHmIzLkvVe+xP2f323FN/asvkyVlnnnuy/z8JfqDBJtUWXdHIwgBARFiN+cbG8GFkddi1rgbDzBo41Zp5vRAtaf93goyELZ3qDRiz1x7mesWQXTbY7H8FEV3E7GfYyPj3PmzBkCgfYWrfTwsApP9Hs0TUQL8Nc//MP84G/8ryyXspZtt9sfYQFnqy7Wg52WfjdJN9M0GZ+uCuYuv5/hrhifz8/Ytr+GUq0KCEZULn5LAjVeFftSlext3WTvHFBfDvhWz/3L7BwA17pGWtxS43SinT+k+cj7CuRL7r/nD8OO+zUa8IHNMas50zr3R7tTdmpi28ouhGhb8bKdlMtlz9rv0dF4ot+jJQZCcX72W/4Ef//Nx/zL2ceslFofRJJqDGg9dd/5WJLzsSRy83+y6idrIqs/pcSQJoY0KeoGkxvphrZvRT75sXj8wIBgn+qeVYS7fQPcezrL+0ND5PNlPn9pn+AHELL+81qOlLnynXE+Db848nNpPUckHgEpqWoTiWlIJAJqfWFrsmGRcpZIIpoPiURBIER1oqgqCqoQ25NGSa2HVvvnSrF5x3Y3TRbrpaBXOB/oYdFCw0G7sWWyZXMWq75wiFcWufYA5I0KwqdW3a+FrLlhS8ytn9svQ0pMTAwkpjTRkZRkhd/KvORFbg4hBAoKihDkzRLrlQI6OyYVAkc6ezgc9qrxenQ0Xu/1aJmz0RT/2e3v4T+4+u38Bx/9A+6tTjndJKAazFsvZ+KJhrffintP1O/nxmAPT0qz5Iz9AbG9Wovpiywi4vPxenyF88luHryea0twoSLrP68PyxMQPv5zhjTJfM/hrjYpf4yl0gYAn7Jc9/6P4tnGDL7o/vfN2usgwqofiqfvsRxR/HRpfjb09qdjtALThtvC7lWbi8k49zesC3B/Xlrm/zT+dy3b3lEIhCOubMVikVKp5Ln3tBkhOzox2aE4cUynb3TxsI2EP8xffOf3872/8tdaehy/LS4Q9gfJt9GvP1/ZFhtdPj/XE/0UdZ1CpdoGwabhTaAqAoHg6fJS0/sL+3x8kn/bWqPbwOVkiqBPoJiCSdme4OpGLP3W4Y4RpdVWdKJ7D8DHU3N8ODrMR+lxp5vSFFafd4lE06xd7RuIRLiYirKh51kpZ7m/Ye3zp61Vyh3q6KZpMjk5ycWLF1lbW2NxcZGhoSFisZgzDfLwaBBP9HtYyploD+e7enm90bwgXq8UuH2xl68/WaVdT/fFfI4vj52lbBjMZDJ8PGOvC8veYNO9uCYgU0oevGpvMCqme1yb2k9r190lvaYpKvrpS397GIoQfLQ6adn2Lie7yYhVPk9bs4p1EO1KMQrY7vp0FKVSienpaTY2qiuDnruPRydxmkdXD5u4mxxteRsPNia53J9ovTF1IhBkS2U+nplhpvYwtxP9GH8At4g3uwucHYQzdn53nPHTneO/cw/etLjtH5yzrgDUjVQPayyzodtbBKGtot9h1tfXMU2T3t5ewuE6/As9PFyCJ/o9LOdutzVZS8KB9lpQGsoa0yK6eXTaObe4acy/Sbd/pw6497hG9LukHc7gll7fOFa33Dw06qN+BJJvHh1gWp8lb9gfK2HanL1nJ454AB5AoVBwugmnA3mCX23GW5fysJzLsX5LthMOtXdO+mBxHp+iUjlGkFuBfox7j+mSqKWyAy4XThy61ZbaZmm1Fe44iuZwIgWjVbRaRXovpg7nu5JUpEFBr7BczDf0/bv9vRSVLPcy7YsbMtrY+4TpjulxpdK5aWY9Tiee6PewHKuKp+hqezN5GFJyJh7jTbq+gNU7A/34NKXqkiHZSgWqCQWhgFJL6Sm2/m83n+TfHL5xlwigc5dSPLxnb3zDPpww47njdNNqQ1xiAD19WNx/PttR1K2/K8KHvWOUpM691foKmC0aS6wX22uFbqd7j0sej+i6+4tIenjsxBP9HpZzuaufL3aP8f09NwkrGjmzwq+l3/DLy88b2s5saY12e6B1B0NAfaI/68/xtmBPYJzpEvVWcKLkvUsGdCc4WsxIBNUgT0E1z78QYus9BYFNRZLbQidfdjtXihY2cixs5LgzXN8KatTnI6vbH5e0l3a69ziUpn8flUoFKaXlKz0eHnbhiX4Py4n4Avzk2e9kI5MBA3rx8yfjt/hTidt8qi/xl8d/va7trFfywAGJzm1kvVSse0BRbLSrumPx2qF2nOIkLhJJKlm10Eq5ffbrvQ5v2WDkgq86IZAAAlUoKKj4hIoiVDTU6v+EgiJValMIrkXzdKlL+NQyplRAgCp0FExUxQAMFGEihIlAIjAQYvPn9vsSwUz5HR5ltlf8tuqQ7TmMnfdQl6+MzPdUP8+OVTJ2u89svbeVq33zncPP0fb2BLX/dr130J1s6Oqu/R217YDQeEn6mE+2Rr19IFupMOYLs1K2rtpuPehtFP1uWdLy+Xye4G8DXp5+6/BEv4ctBPx+9tqapJS8q6b4uSs/yF+e+22+kZk+chsxX2jfNuzm1doqHwwO88nc8S4tdj7qO9m/uWUccO9xy7AtEOgtuMcZGBSksVv/1tmVfk9Pmn7fbzS9752sqBdYyuwo/FRHG3wiwNN164pFtYJPqOQL9feKS7GUja2p0sgTwQkhakrZthvJVAD7Q6+Opa+vz+kmeHg0hCf6PWzBMA5/Ipu6wV8Y+ib+SOYfH7mNdDlPyJegUGnv031ivT73HmGj65E8iWaNOjlsvjMUTBFTYwhh8jQ7bu0+gauxAXRpogmFhF8jq5s8StfnQ20VwkG/BZ9wNhOJWyZersXljwRDmm27iBVh4mvPrg6lp6eH7u5uh1vh4dEYXspOD1s4zlKtVkzOBBNHbwOIBvzWNapOFvN5rqV6j/2cnf7TbhnfHcm9fcguo0qMbyzPoAqV0WAvAwHrBlxFSJb016wZb1nSX/My/5y58ktUB+oUOMG73Sm61Y+dboYriGshLkTdZcFNBAMEgvX1xW8eHWCtza49cHzBQStx2gNQ0zRP8Ht0JKdjRPNoO37/0WJdaCqTxfSRnzkbSbGU3U5V98OXrnEmul3u/HZPLyFV5WbS+qX1sFaPHck+1d/OoLijmM5mOH+nj1t3htu2z4PmGQlflAercwB8fXGap2sZZjbsTZc3HBisWi/bSvvt3SOhGN/e85mTRU5dxZlIDw+Xmq8obgcXh7r5ZOVod0iAuN9P1sxhODBZb+c+rahj0Cx9fX1cvHiRYDDoWBs8PJrFc+/xsIVjH4iGyZ8a/gI/M3O4dTFU7AJKW79fTXRztivGB8kepgp5zgXDzFVK9PoDfLK6widL8/yrqQlL2v94aYGo30+2fHjaUDs1klvyxqeLRdLFInd6B9q30wMOfSQ4wHRmatd7ioUqdWc46CbilFj5L0Z9dGufW7rNXt8sETVBzqi/Cqz0Zh2HInWBJpRDg2V7gkECmkpvOMSr7NSBn7EbXRqobdpXO2sCACiKgpSSQCDg+fE7gUOFrGzHC+T1OClEIhGEEIe6+Ugp+VLXCD/DwaJfQTC+VA3j/UMXLvFtA8MEFJVBVQPd4FwwjDQMBpTq71+MJfhiLMHtnl7+yr1vtNz+omHwYf8AH80eHtBrZ7Bc+y3Mh6MpCpraPkF20KFnDyiCc7U7wfOsNaHeUsp9or9dmYuuxqoiQgCqUHicmWvLfjexoxt3K/+Wbv8PkCvUL/pPcRjLsXw6OUc05WOjUjrw72dSQZ5vzLF+8J/bQjufWe1eyejp6SGVSnmZejw6Hk/0e9iCqqpEIhGy2eyhn/GjElF95Izdgk4A13zn+CRXXWI/1xXnbCiCkBJZCxCWhwQKp0vVUa/L5+dyIoEhq4ORYZoYsmqN0g2JrBXS0k2JiYkuJbppYhgSnernnywvEfX7yR1i7Rc2ZplpxdLvV1XiwQBlw6Sk65R0vemt3Rzsoxys4NPrP1ZVEWh+BU1RUDSBqigoCiiqgqoqqKoAIZidWefMuW40n4I0qy2UEnxd+y3sUS3A9cTAVopHIQR+4SOqBsk2YE1uhHboClUoBALbVna/4oeM/ZlgdtLts0cpehreOqIBP+YRNTPcoEUNKZFyuy0B4SOgaoSEhl/x4Vc0fEIhpAQIKBpBxUdA8RFQVPyKj6DQap9R8YvqZ/1Cwy9UtNrvPlR8QiGmhPCp1efEpmFp58/Nf2uaRrHY+vNBCIGqtmsdw8PDPjzR72Ebx/n1A+SN/Rbcu11n+e0n2z61/929b/DBd3yFUB2BYgGl+mC+2p3kJ6/faaC1+/nq2uekdcnXFw9eLn+Sty+zSzNW5uv9vRQDZdKVIvPlzM6N8V5ohHsz84d/eQdnuxOEu1XSeoFHxVmMnCQmAgy/H69OiDDRkRjSRMekIg0q0qBU+3khkeRN7mifaEUIxi4keJzbb9V+v3sI9nSLuUKGiez+rEqqEFxPnCVrrrFUXq/r+A7ioPNdMPJ82DtMTyDPemUJxGZG991Z3tnxc/NdiVnbpomUJlJU+66slW+WO9arCw4v6kwVgrzTZf12r0Q0ZhpJCOSwcNWEwu3oGIqp8H5yDEF1Al0xd6RA3dHGhdLGVp9cKxf48MLg1t+2Pi53ZOI6xEggpeSL8UF6fME9xde2PxMMaBTMyq7et1npWyAI+QWVvttbn9/ZQxV29tZqkQIFUFBQa0Xdqj8V1Np+q5Ubqq/NbSk7fm4e2/ZPWatMLo9M4qCq6pGZ3XafGA6dORqU68rYKaUkFAod+Zm91nvTNHdNFDZdezw8TgKe6PewjeOWQv0ovB8b5ZM9vtozC7st6986NIK/TlPWze4kAEORSAMtPRhNKLzMTRLR/OT0w3377aCRIebWuT4KRpknuXkM/YBvNiimjJjOw+xu0Z6RJTJ6HcGNor4Jiykl47n6UqMCGKbkZk83j1bWGA7HiQZMFKEQ0yIIFN5uNC/4z0S6GYmEeLqxuz1repo1PU13YIisudD09t3Oq2weLHZTzsmb/OpyY8GwQjobQ6EpCl+f2D0xvtTdw8vVlQM//+5Y/5boXy7mWC42nzHnxy/eJXTQvbsT9Yg4qUYmjg3pV7nnZz1/OZx2u8cYhkGh0Fgq2nA4DEAoFOLcuXMoyumI7XE1nk+/ZXii38M2jntYiorBv9N7dZfo14TCxEqGTaXaGwzx45dvQJ3WoVGfn7/2zd/OuVAYqbeW318VClm9xDvJ4UOt/XYhheTO8ACKqAWsCkH1RzWR+07D04PsLAXz8KV/AJ9f4eZAPxXDoGwYVAyjat2rBasa0kQ3TYKaxsvCYlNtTgXDxP1B+kJhYkFftb0Inq0tUjCObt9x9Ef8TBYWGYtU0+TNFJtr4158QmEgrPF049Whn3mRWaUrYMnujsUJi6IdlaU/Wr8DdNpEaf95cIHXjIdDqKpKpVLB7/d7vvweJwZP9HvYRj0WksU9+aSTgSiZHdPfLw4MNbRPKSVnfYGWBT+AVnvQv8zNtN/ar0k+Kx6foq9e7uVmud01xIPpo118+rVo0/tIdfl4k59nak9sbV+gm0I+c/CXDuAg2fu8lpHEEMuEVL9librv9gzwMnu44D8NWF1vwpR+wh3o/nzwafDEnpV0gnjO5/MoikIikWB5eZlwOOzl5Pc4MXjrVh62sblMehSz5d1iMKTszo//i+OvQXNmbqqKqnLJ6iVuJfvbum+rMsf4FJUPu8cIlQJ8Mn14JqJNRnuad+5WD1GPaoMD/VFFfspSZ13PH/r3RvAJhZ0pYU8rVqY+BbiX/wE+WmvCyu+wHqymw9x93x3WpJFYV1uLUXm0l3PnzpFIJBgeHvYEv8eJwhP9HrYRCoWOtfZfD+92Jt4rdk3an5N5E3XHkL9p7W8bFh3y3a4hPp6aIV1HBgufovIi30pRooOvdaOiMuk/frJoBRe7kgTUEt+UGuZLPe0rPuY2rBL9ukzwtvT9lJvUwu1KkXoYQVXji0OjdbVjUWZ4sNbe1Koe7UHTtGODfz3ai5An99VuPNHvYRuKohCPxw/8mxCCGaXI8h6r7VxxHX8tFdv3nb3A//Gd34tqgatOM6g7ijO129pv2bNArX9Ltwb6WK80n97usIdJI0v6F7pSrDSQ270VnmYWCWgZJguPmS0940K058DPOS1G7cYqn/6K7OGfL2Sas/LjfJ7+C5E+vjY/xfsD2xPAw/vuye4TdtEJ7j39/e1d1fXwaCeeT7+HrfT395PJZPalafufVr7Bb6693ff5imlwY6SbzydW+DPnLyP11gJAW0HbM0C9zM0Q1nzk9f1pRt2K2UBTD3PPqRdxiHis15IsJahobZRTCsVKCpjHkAYGr/mW3ivcX0uzoW+7/bS7EFC7sc69x/2C7ihytdypbzNraIpAN49OP2klJ7uHdRalUqlarK8DJigeHo3iWfo9bEXTNIaGdgfjSp96oODfRIlUA2bLDj90FbH79qha+wfasm8rrMsBReXF8sHpBg/i1fIq1/2D3AkNMxw8eIXmKPaer+3367uOd5LDPFtbapsA6lJ9BLTdgc3j+ecMhbN80BPh/Z4w7yfDXImf7MekZXdZi/erk8L3VnyYRwtV17aVYp5bvdX7PKBpnI/b79N9WuRlJwjp5eVlnj17xsaGNdW+PTzcxMkezTxcQSwWI7Ijb/68eXQg5tONWT4c7sfvcKCcdsDt8apm7bcbK4bGM5FuspX6Mw6tFYs8XVriwfxCU8cYFH7uxMb2vZ8IHO8fqyBYztf6RZvU36V4F8vl/ak/c0aOueIM88VZ5kuzLJbqK2rWqbjF0u+kHFQMbVcLprLr3OrrZ61cIHlAQoITvvhjG50g+qGa339xcdET/h4nDs+9x8N2hBD09/fz5s0bAAaVMF+Mj/H19cl9n/3W7nN8nJ7iT1+9jjTcN7Jm9RJ3k+f4aPH4dJrXu3vx1QKZqzVYRbVEfO336n/VnPubv5tIBIKYL8hbmi/2cy6aJCKbTy5/mKvOUXx9boabPX30+7sYifRQ0nUCqko9cu7dnlE+XqhmF2qXD/1gWDLVnvABV2NdIG/z6V6dIhkIcz7Ux+LG7o6wVMixVMgxHIkxtb6/8JshrTVIuO9Jd7oJhUJUKhVUtQNzz55EvOJcluGJfo+2sJnJxzRNqBj8x6kvoAx8CV1AGYO81EmKAFQMfqT/XSqY1FVn3QEerk9wNppiPHt0RdmMkWEpn21qH8Mi0dT3NunzRfl46vgUnYfT3NPo0coiN1MpPpqvv5hZRPXxIl2/G5JV6Kb7BnQnLKFWLfeuGmNAc/293aQCEcbCPSytl/jthcOz8MQDQZ5m9ma0Oumh3fbRCZb+YDDI+fPngc5or4dHI3ii36MtCCEIhULkctvWa1M3UIAgEERjU+VHK4JgMEKxhUwydmJgEvCbVGvjHk4nC4NmLP2b6HpjR349McRHC9YVIqsHAazqz9u6T7dilaU/pb4GOiPzyZlQit95e7zb1uz6fvcORYh993ZA1dBNY+vvm3eQENWfFdM48QHhJ4VSqUQ2m0VVVQzDwOfzoaoqPp/9bp0eHnbjiX6PthEMBneJ/qMoFotbD12nOMqeN55b5oO+c3x8hJvPabUHzuTq94PtDUa5t7zb0mr3WVOA3zuSZLo4a/Oe3EVfIMofHF7ifmaUigkVE8qmpD9ozfZ9Yom47zzrlSbd0iw2qn5T/zAVWSFd1BnfWEMRCiWzsedJydifPUwVCjvfjfr8BLuqK1VSHhzPfMF3hY8WTld/61SklExMTOx73yvU5XES8ES/R9toNP1dIBAgn7em+qodvMhOkwpEWC4173t/GKbDE4ZWlrXrvcxSQn8gzkJ2t8VVN02wyfOmNxDkvV6d6eIje3bgYlQhGPL/K4ZS9mzfL+b5YneQf7nY3P1gVY9/v6+Plxtz3EuPb028NT90+yPMbhicjSaI+Oob+opGhb2zkb0rIzt/O+y2Oc7Kf1oNBJ1EINB8jJRHi3g+/ZbhiX6PtqE3mHO/0c+3m4JR4Wa8i+UmRY6raeFhpHN8kKOU8EHqDB8f4NZj2uQGcbe7m3Bgktni6czIYV2WnsMZ9L8FYk199yCXMgVBWPMT0nwEVQ2/ouFXVHyKiiYEiqKgbPrZCfArCm/zs5QPsOgXjTK3Uz283JhnIHh80LEiBO8ODtEdBVMtghSYstrKsqkgAdOsCv1X5aNjUoI+yQf9g2y7/WxPFoQAVEHIF8Q0TQzDwDCMttUI8DieZDJJ+IAsTh4enYYn+j3awsbGBplMpqHvlMtlgsHgoS4+xw2KmqZRLNobF/AwPcWt5CgPV/f7B7cyZjs+3regDw3TPDY69P2esQMFvz1Ivnuol/nyQ7INxhu0GzuFnt2SX0r4lZWzwGpT3w9qBue7EpTMCiWjQl4vUzJ1ilKnWAHqKDR3LppktXzwJLxgVHi5UX/6VVNKvrE4w5ciCV7nxuv+3kE8K7w88u+qfI9CobDrPSEEqqpWJzaKQrlcriZC6GA6NTB2Y2MDwzC8bD4eHY8n+j1sp1QqMTVVfzaXvVQqzVXAbTXwqh75JQSk9XUCikbJtG5lwumxsZVA3uNcFbr9IT5ZbCWzUP10+TS+POBnuvCgLftzM3Zb+nPyDlOF5gR/FZPJ/G6LeaNNdtotrlkOmiNLKXetdmqa1vGiv1OpVCo8f/4cTdPw+/2MjIygaZ588ug8vF7rYSuGYTAxMdH0YKUo7q8ft1jK8E7vOb6+x3LtlJ9uKhDBNFvbdyvy0DBNDinOC1QDIbt8ATYqpUP23bo4jfl8hFSVd1I604VXLW+vXdjZZ+wW/Warw4kFzVst5lEQx4r/bOH48xzSNMYGK0yW7J+gimNzgZ0ufD4fhmG0ZZITCAT2WfB3rrjt/Xe5XGZ5eZn+/v6OXbnwOL14ot/DVtbX1ymX668Ku5d8Pk8gEKBUOlgguoXP1t7yXuosny5vCwSnhoO4EeIbM61lCmml7RLB1Xgfz9f3V7sFKJsG/eEYG+sHX1MrCh9960CEycITZt2Z9dURbHfvaTX62gLNu6GXuJro5XX24L63yWT6+HoCihCsGfsLc9mB+00b1hEOh9F1fSt2IRgM7nLDDIVCFIvFY13dtuq+tIiqqg0njFheXsY0TYaGhlrev8fxCFl9nTScOCZP9HvYhq7rrKy0XnSpE/wohYCnG5NcTwzyJF0VHI49o6xQdy1uI3jE0neXL8Cr9cP7hTVu7Z05QuhSZysq1WLsN0q2KF0tauBxKxoRLcByscxANER/VwhVKKi1aOCSbmJKiVEL0F2Vq5jC/rTBp8nSv1dgVyoVQqEQAKZp7ottOAyrrOzNxtGsrq4SjUaJxZoLXPfwcAJP9HvYwmau41Yt9D6fz/VW/k0MTObKS4xFE0xm0461wxLNL1vbik8cPlE7bqy2K3tPJ1DL7WLPxm0+rdKxta3dHNd/LoaGmTEWiSYLTJRqKwJ7dX1t/vJ+YowH62+tb+Qe6rH4nVRXEsMw6hb6VuP3+1va9/T0NOfPnycYtKjYhYeHzZymVUWPNtKIxeYoNE1rukCXE4Nk3iiDUsKvqKc69/ZRPtXHhRuc3rNmMzbfD1K2Npy0626VsjqxGggcX2ipXWGz9cSxVCoVFEXB5/MRCAQIBAIdJzZPWhpS0zRbcl/18Gg3nqXfwxZUVSUUCrUs/J20bn1fz1Xe7xqmbBpIJFmjzH/55leO/d5CKcPN5FmmiwttaCVoQiFUCoCsVhB9ba61Zb9HceRKwTEDvzWW/pMlLqzAr9h8Lx0Vve0iBKAJwXzp+PukXU+fep17TNM81I99r2/8SSYcDrdcuNGKbfj9fiKRSEvb8KgDrziXZXii38M2+vv7GR8fb2kb+XzekodzMwSlwqCxowqjEuHnrv0gEvilzBueZOcpmQYlqaMiiPtClE2DsqnTEwgw3cL426juzVptbWpR7XyyMEN/NMJScX/O9OMt/adX9Nu5OvStPfXnqG+GVi39VhH3HV1ESRdlvngxwaPMZB1ba5Ps78zu2jBucVHy+/2WjCkDAwMdEXPm4bGJJ/o9bCMSiVhifcrn8/h8vqbz9VuJrFRdjb4SOsNXQmeO/OxP5FdYr9jvq2rHinnrQ7NgJJI4UPRvVApHWjatkQXuEBdu4WwkwYj/Z23dR6s+/Vb146ns0Rl3Hm/UXzOkXRrVijDeYrG4S1QHAgHXWf5PmntPOp2mq6vLNZMZD4/jcIdpxuNEIoQgmUxasq1WC205wQ8N3G76u42MIXZYh63Ilb9eLBNS91+3nFHhRrK/5e0fhioEoOEXoa2XjyA+EUQVfhS02ksFKdpW/VggUIWKT/jwK/6tl0/4dr3sMPveiknbBWzLgbwWte80CzAp5dbL42DC4bBlfviZTMZ1EysPj6PwLP0etpJIJFhcXNxVWfK0cMffS5caYMNoPPtQI6JbFQpuPLurmSJnoimeFea43T3Ey8wSBaO6WhPyHb4k3qpeuREf4t/MTQBddX9HIFCEQBEKdxLDTBdf7mjPjuI8h3x/M02kqF05E4kpJaY0MTFpTNFaL1q7fO0QJs22W/KFRBcDgRzHR8wcj9KJqzyeSG+IUqmE3+/fmuAYhoGUknC46tplmuaWGPf5fGiahhACXdctdxVNp9NbKUc97MHL028dnqXfw1YURaG3t9fpZjiC1A3+8qXfa/t+bicGbN9HM5RNk1dra7wbH+XVQppLse1+UDYOn6a0vnLR+PclEkOaVEwdCZRNfetVkcbWSz/ktfnZklmhaFYomzq6NGpZjJwXoaZUKZspSuaIjftobDgZCPj594bD/OmxWS6Gf5WYtmxNQ5w/3Y1zAgWNnRiGQblcplKpoOv6rol5Pp+nWCxuJZPYLARWKBRsWQXysvd4dBKe6Pewne7u7paDndpRjt0OUrqPHx56x9Z9SBvM/Fa49wRUlbJh8I3ZebKVSt3uJe2X/CefV/kU//PUtyJtXdw9/gIHhOBaNMyfGpP87p7fQZO/Tl6vVrG26rqpFgq7tqURtaHXGoZxqoNMN4W+lJJyuUwoFLKl5ouXvcejk/DcezxsR1EUIpEImUzG6aY4wh/ousS/0J6S1jvJ97N1ERJUdz9edk4kjrK4teqP7PkzH0xWLyJttPOYKOyvcrWbPzpqgHyGKSvIvVnwWywIt8l6uYhAWCKk29aTbNhRpVIhEAigquqR1uhwOIxhGPsMK5v3qBACKeWue1YIUZfVfO/3nJyE2GU46uqq343Qw8NpPNHv0RaSyWRLol9ROndRyjRM/vzYl/iLb37Nlu3bo3FbF2BBX3OPl+NSeh6HJ/l3c64rxpP1NyBgtnyXC8E3tuynmrJzW/T3+X18W6+PfzFfIl8rsCcwyBsHpw5t9br1B6MMhGPV/Yg4j9dnWtwitKs32TVRLZVK+Hw+VFU9sMihEKKt6ZDt9n0vFotbPvyVSmVXULMdY0h3dzeBQOD4D3p4uARP9Hu0hWg0SjweZ3396HR6h9FMIHA+nycYDG49+IUQmKZ57MN/07LVjK+moqr8amEcE7lLjOdNnZtdZ/ZIiE1/b4lAYEgTQ0r6zCjpxTIf6r5t6S2qGX2qFrbN3wUIkGXBF7v3+2pLuWlpq23g0OPdPXEIhTQKUueDrrGtVIL7vi027fbbx7D5Kb9PoaToqFIhGYhs7UMD3k+OIWXVr/C9nhE2RZXcsSmBxOe7WH1D7pZdsvaZ/oQkbxZqf9/cRvVnwWgtTaqTKwUp7RqzWCFWt1EQyFrE2LNsF+cCGoqw3ifMRCGsqnx7KsxwcIF85SlSGvzhkfeQUkUAuvn2iC20NtEci3ZzLz3e0jb2chJWjSqVyq5aJ36/H8MwMAyj7Wk97T6fm8XLFEXZCvS1ojL8Yei6XteY4tEiXnEuy/BEv0fbSKVSTYv+crmM3+9vWIg3M6ApitL0UrCpwP8y87UD/3YhMgCGn4drRxdJ+oJylkdPV+raXyToZ12xNpDs5lg/n6/PNf39q6kUT/L2ViP+ctjP23zzbTyK9Yr1fr/1ICU8SFsr+Dfp8UcYCIZ4J75gueCXEkK+mwyp6/zBgRcYskhuR0mNQuVTS/d3aDts2OZJSf8phCAcDlOpVCiXyyiKgqqqHRsrdRybvvuhUGjreb5Zx8DKiUc+n2d8fBxN0xgdHT0x/cXj5OKJfo+2EQwGW3rodsID9agje52riv0v9p/n6wvTR2yj/uNUbDknrQ2KVgQBH4ci7LOsLRTX8Z+AJ2NUCxLVqq4H35YSXA39XUu3rxDF77/FWnmF5eIkUE+F28NpptdpQvBeagQJZHXrLbrtMsRZLUb3ous6qqpuFTjcFPsnPdC3UCigKMqWi5PVqxrBYJCRkRFM0+yI8cnD4wQMbR6dghBiy9eyGUql0q5l6k7lwfpbPuw7x0eLBwv/RgZ/e0R/q9gvlezMxa5LE79tWz8cIarHZVp0/vqDMaI+jfVKhrf5EAo/wGjgG4SUo1xsjsevncMUgywWX2HkH1vS1iqNX1O/qvHZ2riFbdjDCXDvgd2W71KphGmaBAIBW7LZHEU73aXC4fDW5KZYLNpS0T2Xy/HixQvi8TiJRIJIJOKJfw9X44l+j7bS6gMxn88TCoVs9dNsBVlPtQ0hebjxhi/0n+HjhQNcVBoYF4UQ7vN1bMugZ98+nByyFSEwLRBGCV+YkE/wIjsBwEIJPk/Dj5z5kLh6GUUYKJgo6Ah0BJXaqwSUELIAMo9CCVOW8alJNPU8WaPEUvEtUJ/7WSM0c9SmlLZesJVSHgWlVmDNRvYG1thEoVDYCqY9CfEKR7GzQJedSClJp9Ok02lUVaW/v59EIuH5+VuJ59NvGZ7o9+g4isUimqbVFdyrKAqKomxVbbSbRu7hh+sTxH0x1ivND0wBnwouqw3jDXXNo1gwiTsbSSGUMq+zu1eSAoqP1/mHII67D/yMBIcYCVRYLz8F/GCUgWetNcwGyobOYDiJKSVj0bjlVv/x3ApnowlmC6uWbtdJNg0mp9kivelqulml16oCW4ZhMDs7y/z8PAMDAySTSUu26+FhFZ7o9+g4pJSoqnqo6A+FQlsVGzezOcRiMbq7u/H7/VQqFTKZDPl8fqtao1VWr0Y2IwSMROOsr+0W/Y1sYyDZxcx8tv4vHEHE7+NCKkk8FITm4q2rtEFMnFy50vyR3Yz3cbZrjYq8zzdWRrfeD6sBLkT7mcqvEFLPUDCPT9mZ9IVZL3+96ba0CxOYyVc761g0bss+2rVu1W6j30m39KuquiXu91IsFreOPxwOW15V1zRNFhcX6e7uPtWTKw/34Yl+j7YSDAYtecCWSiWCwSClUmnr4S2EIBgM7nL9EUIwNja2q4BKIBAgGo1u/S6lpFgskslkWF1dbWkwrKamVNDrdAfo8vn2v9nA7hWtdbt6NODncm+K+1OzPJxe4ObZ/pa2154h7mS69zS6bwXBez0D9IemKMnfomQqhNWrvJccJKdLDKmzoWd5lXvNjVg/BeNxXTvRhMR6D+ijkS0X57LnyhnyZGa4cYpwONzwd5qJ4zIMoy3uPZsryXvHDV3XmZ2dZWhoyBP+Hq7BE/0ebSWRSFhWmbdYLKKq6lZxFF3X9/n6p1KpYysmCiEIhUKEQiF6e3tZXV1leXm5qdoAEcXP37v0g3x1+SN+c+14i+resUBBUCrU74Y0nz3cyq8IQTTgJ1+uoNcC2noiYc52J1jLFciWSmSLZXKFMp9Pzta9z+NoR3CxnRmCCkaFi11jzBan7ffl3kO9x+VXND5M9RLzP6Msn1Gq6Y0u3wim2UN/cJZ/Mbe7b5TMIkGtvuPpTBuwPa3W2yH6T4kmlFI2JeB9Pt+BwnnvezsrANdrvCmVSocW2KpHrBeLRfx+P5qm7Tu2tbU1DMNgbGysrrZ4eNiNJ/o92ko0Gj20OmQzGIZx6CCiqiqpVKqh7SmKQiqVIplMsrKywtLSUkO5rIUQSN3gz/Z+WJfo3zss+RSVcrm+c3OmN8HrdPrQvw/EosytbSCBkKYS8vvJF0p8tnG0wO8Eo5Sdol8ieZBe5mrsPIvlV7bt5yCOO/cxX5APemL41AcYPKa8pwPljRkMOUmuBDC64y+Sy11lFupO1tL+TtBIqtp2clJz2XcSdmTe2WSzUFkrlMvlQ7fhBfS2Tq0e5YnDiWPyeqNHW1EUpanl3WZIpVJN56FWFIXe3l6uXLlCb29v4w/uisEHscatO2HNT7FY3wpDPHH0edy0uAugqBus5QsUdfuDmduxlN2OWgDPMrP0+VtzdWqUw45rIBjj9w4l+WLvMxT1tzAOCbowpHHgds5GYiyVXjfQjvbjVtEvO3Tdw6O9bIr+zVVjIQR+v5/+/vY+Qzw8jsKz9Hu0nVgsxsbGhu378R3kL98gmynYkskk09PT5HK5Iz+/U/D+X/u+mV+LjfAz018/1Mdf3/N22dQxjONFxjsXhvhk5miLfaZQYjAWZS7TaKBva+Kr0336d+JXEoC91YV3srfo2IVoD1fjJUryUwzRmMX5d/X1slTUyeo6o+Ep8g1YM51Y7XFrXKmwsRDcjr20YR8e7WDTxdTn8xEMBi0Zhzw8rMIT/R5tJx6PMzMzY/t+rFxW9fl8nD17luXl5SNdfnb6kZqGwbf5Rvi2c3+o2h5V5ZWZ5v/15pd22A53K52cXmbwioTlw9tyZaSXz+YPyO+/h0ypxJW+VMOiv2X50Qb90g5LP8DD9DSXYimWy0dcEAtRaoc1Ek5wN5mjaP4OZRoX4RJJRv8MTbnL5ViAlXJjk2xnLP3upGK2IaTZ0/wnkkwmQ7lcxu93otyfh8d+PPceD0ew289RVdVdGXqsQAix5fIzODh4oOvQUa4tpmFwXnbxdy7/INci1SVfbY8V8YPwGIY0SSVDB26jLxFlPLuO4VazKG0S5C1neqlzN0gCon25tgWCuC/Eze5nlOSjli3uqYCCTzSewcQR0d+ma9oobQnkPSWc9DShOzEMYyvA16NF5Al+tRmvN3q0HUVRGBkZYXJy0rZ99Pf32zaxUFWVnp4eEokE+Xx+q26AEALDMMjlcmxsbCClPDA9qa8i+cnB7+CfLrxiPJPjw+BZ9LzBc3URLaeS/lqF21cHWV7dvRqiCMG5eIJCpYIMVauR6rpBf3eUufVs9QFSS/itqgrReIA3K00UFWpRe7VDuknZPnvFw/VpbiaGmS3avzolENxNxg712W+UtcpnTX3vaXaJa+FRsvqUJe2oh1Z9+u0aP0+TUPWwllgs5gXyergKT/R7OEIsFqOvr4/FxUXLtx2JROju7rZ8u3tRVfXAdKBdXV0MDAwA1eXd2dnZfek/dRN+7p9VM8OcSSWYnE8TC0d4lF8ECZ89nOHKQJJw0Efeb2BIk4QvyGdPd1dZ7YmFmVxbp1jZH/w7QpylbOPp8VrOlt6OQN4G/dtbxSe6kNIeX3cpIe7rotvXTbwriKl8zXFXl6xRQBGRtu6z+WOWRDVBTNUYC3ajCAUNgSoUVKHgV9Tqe7XfNcSu3zcLY5lSUjJ1imaFvFGhYJbJGWWgRNHmqgVOX28P6wmHw1vjgIeHW/BEv4dj9Pb2Ui6XSR+RdrJRhBCuKoYSi8WIRqOsra2xtLS0Jf41RXBjtJ/HUwt0R0JMkqZQqnB5uJeNfJG51Q3G51cJ+jV6e6JMLKeZ2LNtCfT3xViYnt/1fn88ykh3nLmKNZV6G8Ulp95SPl+b5Gb8MrOlF7veV1HRpdHUMUsJF6PnmSvkmMmnmWGBb+3fwDCtrQ7aDP3+bgy51tZ99gRm+fEbvajCQMVAETqK0BGigqAClJGygqSMKSu1VwmT6j31vvaXkdH3bGufEAKEqF5rIaqr87Xrbopqjh8TWXuZGFJiIDFq/zYxqUgTAxNdmlSkgS4NKtJ0pCKvh714K0QebsQT/R6OIYRgeHgYRVFYXW3CDeUABgcHDy204hSKomy5A01NTZHNZsmWDaaW0gR86tZgXzFMns8scffcEHOr1cDLnq4Ig/EuMsUSa9ntwmOqovDBlRFmdmRBujKYQlMUHk8vspDOMjQSb6q9rU6Y2jPhav/M4mlmlpuJM0wVJhgMnGG1vEBf4AIFY5nlSmMZfsJqiF7/CPfW9ri4tdFt6SjOhiNkSo/bus+C/hSFp0hJVcY3qJkEiq3CWUoJ8uAEnptXTd33Th0IUIWCif3pdD3aR6VSYW1tjVgs1nTqaI8qQlZfJw0njskT/R6OIoRgcHCQjY2NlgqwaJrGwMAA8XhzQrcdqKrK2NgYU1NTjE8tkSmUeO/CMKZp8s3XzlIoV/js9QxdQT/vXRhGl5LVXJ6PXkxx9+LQLtF/59wgv/OiKhhDPpXhnjhdoSASyZeujlEwdHSl+kSpGAa5coVMcXdlJgkEVAVVUVCEoKjrGKaXlfwwDGkykc3TE+xByC5UGeB5Os1YNMVmWs+EliKm9bFaMugOwFTx+b7tnAufYyK3zqPC/pgW4ZbcCh1ppTyBS0wnDLeswNpNMBhkYGAATdM8n34PV+GJfg/HEUKQSqWYmzs+DeVB+Hw+zp071xFp0TaDmP+bX/wUgAfjc5xJJlAjCq9nV/jmq2f4xtMpemIRIl2BLaE/vZimPx5lYb3qsmPuEGWlisGb+VWCuQ1y5QpXR3p5tLq0a78CuDrYS8jno6TrZIollnM5ChUdjKp/fMTv42Kqh2igtfPYjnHdqUwvfsVPoRzhaXaOijS4EE0R1qqm6aASwjRS/PbqLN3+MN2B3cXTolqEpG+QB+nDg2OFUNzh59GR2swTVx7Ok0ql8Pl8lmeP8/CwAk/0e7iC7u5u1tfXyecbCzxVVZWzZ892hODfRFVV/uqf+j7+3Ff/Cc9nFllY3eDN3CrvXhjC0E26Y2GiIT/Pp5eIRYKc7e/GNCXxaJCRnjiKKvh8Yn9hLrVmUTrIl1QCTxeW9r2/k1y5wv3Zed4JDlpynCeRlD/JJyvbor0nVCFrZOj33aSg6zxen+darJ+ieMNUsbpytem7/3pjlbn8MdlwXJK2UnSgpV+45Nx5nG5CodChdVw8PJzGE/0erkBRFM6dO8fa2hoLCwtbJc2PQgjB2NiY63z46yEc8PEzP/oDvJlf4R/++j3+2dce8dnrbSGf6q5mTsnkiui6QW+qiwcT1YDdoWSMaCjA6g53HwCfWhX9Zqt6rRO0k0OadLG0wkAwznyxmlLz46V1BALJdlYln6qQNaqCvz/Qi5AR7q3Vme7Ts/S3gGfp93Ceqakpzp4963QzPDwOxHtKergGIQTJZJJLly7VlXJzcHCQSKS9aQWtRFMVLg/38pM//F38g//7D/OFK6Nbf8vkS9w5P0gsHGQoFeftwnag80omx5me7n3i0KdUg8XMllW/+2k1p3uzLJfT9IeCW78rCPZGQWhC5ULkAqPBi7ze2OBltn63Ndf49Lti5tEoHTlTAU5PppfT4NOvaRrFYuMF8TyOwOkCWl5xLg8P+9A0jeHhYbq7u5mZmaFU2h2A6vP56O3tJZlsX6VUu7ky2sf//KN/kH/0G/f5Kz//60wsrjGxCCG/xlCqi7fLq1QMk7sXhhBKNW3gjdF+Hk9vZ40pG9XUhU6H4rZj72+Wi5yPX6k+N6VESggG4HnxxbHfbZXVShqAD3tGKcsiPhFivVIi7lNZLi/zOvcS0Xh5hBqe6G+WtlSC9vA4Ap/Px+XLl0/F5MajM/FEv4drCYfDXLhwgfX1dQzD4P/P3n9Hybbtd33oZ65Uuapz7t07p7NPTvfqSkIRBZKEbAOWZYxA8HhC+BkzYBiMzAAeMhi/Z8v4kRHwGAIJPyEECOkq3at7dU/O++wcenfO3ZXDCvP9UdXV3buruyuH3vNzRp2uqrXWnHOtql3rO3/zF3RdJxAI4PP5TuWPqhCCP/xtL3FhYpC/9DO/zEYiQ7bgkMoWGB2MoEmB7brcnF3llfOTbKeyWLqGpmlcmh7m48WiRbnTlv52TDoebaV4tHWwDsHloQgEjzigieTcYh59hwKPM3sZeFZL6fUb+2p2x/da9KDo75Z4iHo4jb9nzyK2bZNIJLo6i5zi2aZbzEoKRUU0TaO/v5+hoSH6+/vx+/2n/gb5+uVpfuEn/xv+8O96CU0IEvk885txFnbiRINF1xIBLG0nmBzswwwZZcEP4LiNBZH1qqdBu8YtENyITdAKa7hy72mEbrl2imeVycnJnowxUzw7qF9JhaILiQR8/MX/4tv5l3/hj+D3GfhMHdeTvHW3WJf3g0fFwNCgzyBsWlwZHSof6zWofhudU3XKP7nR8z4Ov2byXGyaF/qm0YXNQv4hD9NP10huBl3yk9yLM78etvQ/K5x2g836+npD9WYUx9Bp3/tT4M8Pyr1Hoehqrp0Z5Z/9xB/ilz64zS9/fIcP7y9gO0VL/ssXJkgVCixuJ2AbXjk7wf31DZyG08U1dmP2OvRr1kyvJoHgWnQKiUPWzbOW2+JecrZ5HRzZcZeIotNY/rKLMU0T0zRL8SnFa+953oFHtyCEKIv3p//un/BLKcv77m7XNK2cXrnZxoGnxfZuv5qmlf8eNf5msr6+zvb2NpFIpKqEFApFO1GiX6HocnRN4wdff47BSJBH69tETItCwcZxPe6ubJT3+2h2if5QgHMDfSytpI5p8XgatvQ3dnjHeg7qPi5GxtARrOQ2uJ+abc6wakF2iaW/J917umTCVAfV1CfZFa67DyEEuq4fOyGoVtTuCnApZbm93ef739t9v17BfpQVXAjR8CTg6TZ2x9mpCVM2m1WiX9F1KNGvUPQI33LlLOvJFCslk/aTROLQPtvpLPeXNjvqJeLJztxk63XvEQhe6DvDfGaF24lHTR5VjWMR3SH6ZYc+w8boXdFfDVJKXNc9UMMkEAiQzWaPOerZodvSnuq63ukhKBSHUKJfoegR8rbDQCiIV7JguVLieSVrFrKctUfXBMa+6rxum2+G7e5vr9+T9xnxxYiaAVZyO6ScHBfD4zgyx60Oi/0yXeKX3ovZezSt6CYDexZux3G6yjWm2XSb0FXsUSgU8Dyv7FakUHQDSvQrFD3C3bUNVuw0AK/PTPL+46eqvJb0ooaG6xQ960XpsftcE0VBpAvBzEA/S+kEhqajawJdaBi6hs/QmRnowyj5vupCoAmBJrTiXwSaJkptl/6KvSzphqHxheFpZLnnInLfWIpvSBAHY0Y1A9C9A4Muy2Cx++dgu7vb/IbgvjNf8dr1WyFGfREepBbZtot9hnSDJ5mFivt3ju4Q/Z2u9VAPnitwnnIfUZZwRafwPI9EIkFfX1+nh9LzCHk6w4w6cU5K9CsUPcLt5fXy86ztHLmfKIvjfe+V/nrFala4SEJ+i9S2DRwUSuOjEWYT200Zc628OTXJ+8m5k3eswFgwAIHD7wd1i6hp8TC9uHdtBBTk0dewYzTo3hMzLF4Lh3ABT4rSX1l67uFKcErFzFyKqzKOlHhSYkuJLgS6gIDuQ5jTaEJDUAqERCAoTvwEojzRE6VEo8VrW2nSIsvvS/bXUhalFYXddzQ03NLkVCJK+wo8NCQCr/SeW3ruIYSLJj3AQUsf7jmbzWJZFoZhVOU3r1AoFKcZJfoVih7h9spa+flGqoLCqZLhcIjx/ggfLy1X1GiykyaVBgzdrpQ87UVraQbTwX4epZcaGlb7aEz0j5sBzmr/sTlDqfXu0MDXxjIug7eN663V3ZZzxDGFQgHHcZoSLKpoDafxc/H5fKpIl6LrUKJfoegRbi6tlp+vJdPomsCtkKfypPunoWl8srQCAkKWybWxYTwBGoKtdBZD680ANNc7KPrPhkaQ0u4hwd+M9Pi9J5785kvY9k2eXnFqJp7nEQwGKRQKB9I1GoZBoVDAsizy+fyBIFmFohHy+byqzqvoOpToVyh6gGQuf8C9x5OSsUiY5fjh1JwnWc2WE0lem5ng/cUlro4N8+7SEuORCMvJJAB9g/7mDr4m6hetjiexgFF/HyP+CLfjs12T9r56GrP091rxI9M4h21/TjMEv5QVYj32Ucm9p1AoAMWAX4BgMEgulzvVwb+K9rG0tEQ4HFaZfBqlg8WsWkoHzkmFlSsUPcC/++T2oZSU/aFgxX3dKtItfrqwwkvT47y3VLSCDx/RVvupX7S60uPFvjNs57e4k+hFwf9sITBL/viFTg+lzO7EIBjsln8Pil7GdV3W1tZO3lGhaBNK9CsUXc7jjW3+P199+9D7AcusuH81xoMbE6N8uLxc0zFtoYGBuFJyK/G4szEJDfPszFQC1is47mzT2muWW7jneWQyGSzLKlePVSjqZXNzk1wu1+lhKBSAEv0KRVfz1qM5/tA/+ldspSukHTxCH1YVFKcfPPhAJctaBthFVLPC0f2cftEv8BG03iRfODyR7SYKhQKFQoFAIEAwGMTn8xEIVEgPpVCcwOPHj1XqWEVXoHz6FYou5V+9+wl/4z/9VsVg3eOoZu9QwOL1MxPcX99iJ9s9VihdCF6ITaILDR2tmMe/dEZZ1+ZWYvnIY+1T4Ifd+ISrm6dsGgHrNVznYUsEf6sSwOwXa6rQkqIeXNdlfn6eixcvqu9QHag8/c1DiX6FostI5fL8zV/5Kr/w0efH7ue5lUXuSbZiiWQjm+bm+hpXhoa4NDxAwDB5fXoSAEPv3E3JkZKPVlYrbntjbPKEo0Up83sv3x0as/RrXbpS4DOfQ3rbFArvtKyPdmR93K2walkWtm2rbD+KqikUCti2jc/n6/RQFM8wSvQrFF3E+08W+Iu/8Kss7iSO3e/cYD8fzi1XlHjHZXC5NDaIY0purheDy+5ubPDy+Djvzs2W93nt7EniujNUk5lGFxqOfJaFWPeJ/oD5KgX7Q6C1KzHtSvXueR65XA7DMAgGg9i2jW23Lt3ocXRDfnvDMBqOfTjthdM0TWNwcFAJfkXHUaJfoegS3n48zx/75/9XVeJlIBhgltqq5g5HQizbKXaSB915zEPp5DopJI7rWzIWiGC7LpuFyiKh90V/o6K98yJwP37zhbYI/iLtPXfHccqpPnd5emKqacVqxrqul906PM87sN/+ugH7kVIeeHieV350E5qmnXrR3ggDAwOMjY0d+q4oFJ1AiX6FoguQUvJT/+krVVsrc3ZtN5AXZsZ4mNomXlUWic5Zi487fYFASjgbGWBz82jR38s0arjtJju/LoZwnEe0R/C3z9J//BgODmLX/acVgk/TtFPhH37aKyVvbW2xs7ODpmlcvXq108NRPOP0/i+GQnEK+GBukburG1Xte6Y/xtzmTk3tx938MYL/6Rtu527A4hjZ6uKykkniHGPp1Hpc9Dcs27tI9fvMGaRMtqWvU6wZj6Qbrf6Kyniep9K/NoI8xY820+t3SIXiVPDO44Wq9pvujzG3GSeVP7qgUaVgzkF/b6caHPQHublTzNzzyeYSL/SPV9yv1y39jar24yZN7cQyLpMvvN/GHp/NiqfttpArn/T66evr6/QQFArl3qNQdJq7qxv8g6+9e+T2c0P9+AyDZC5PLOAnH3VwHJdcyWWg4Lq47vE3/1zuOPeC7hCKRxG2LC4P9vPORjG4+bgz1XrcjnE6DNYCDZf2RlYoK2qzCQQCZLNZgsEgjuNg2zZ6Kf5HCHEgXqERTrt7zy6xWKzTQ1AolOhXKDrJL358i7/xy79FwTlaIumGxu2NdQCCQZOVQpqro8PcWSu+98q5cd5fWsLUBKamE/CZ+KSFoWnomoYuNLKew6vjk6TzeUYjYZZTSaSUaJpGIpfj6uAQUHSTSCUL3AiNoglBIGiQky4apRu9KP4VCIQo7r8bfygpWR71UvBh6U0PiZR7VklPFtOG5mwHn7EnGKQEv7n32m8YvDg6wnI2zvsbcweuiU+v/NN1LjzGlBzAkxJPejiehyNdHOnilp4XPAfHcylIB0e6eNKj+olP8Rw0UVxPEaW/u6srlhAIrXiddASaEGiiOBXRRPE4XYjS693te+cfMQQhxijIAnk3TcHLU0XSokPj6yRB6422F94Sz6joryajVa0EAgEcxynXJ8jn8wdSk+6K9FbGK5xG5ubmmJmZORVxGIreRYl+haJD/Ov3PuWv/offqLhtuj/Gwnacq2PD3CoJfti7ye+3jAkECLClxHYdKECmUGESsVn8E7Z83NvYPHF8AdMkHS8ga9QVg+MaO4Uqq08+pRci4kz5+YW+Pt7bmKPfF+DV4SnynstKJsFqNsVschtL0yl4B89zObfGWr76rEZCFIsTG0LD1HQ0tJKrZXHSUPwrD/wtUuxX4iIphqpOB8MM+e9W3XclVp7y2tKwOBc8R594jNB8SPyAhYeJh44rBY6U2NKj4DmE9M5mLgpYr3em0q5Qt7JmIYQ4MgXpacrSo2kafr+//Fva6oq5pmm2ZJL2LKCKczUP9UupUHSAX/rk9pGCP+SzWC2kuDQ5RH8wwDVjuFR2CoL+ky2a7glL5dXeds70xbiVWj95x6doZKl+/5G7lYi381neXZ8H4MXBcQxNYzIUw5V9fLh5MBaiXvceR7o4DRZaqrFwcnVt4hLTFrDdRxWT4GgUHVssICSgT+9cjQWfcZ1C4cOO9C3ks+NrblkWmqaVV+qajW3bZdceKIpVwyhKBSEEhUKhqQHEUkqCwWDF95/+63negfSlJ7Gb4WjXFWn3eu2K7/2TmEAgQC6Xa4mrUSQSYWpqquntKhS1okS/QtFmdjI5/sYv/1bFba+encTF48PlZe5sbGBqGjMDfcxu7OB4HheGBoCnLP1PWY8MTSN/TJrEaq1N0YAPUlXteoCTJh2NIIRgKZtgKZs44Fq0S+9n7zmIKSxcd77q/UWHYhoMbQLPXeDQ0k2bkOLZcO8RQuB5HoXC0YH8jWLb9oHJRG5f1q/degPNFP1CiLpXEHaF+v7x7k4K4HCGI7/fXz4fIQTBYBApZfk3MRgM4nketm031W0pEok0rS2FohGU6Fco2szbj+dI5PKH3p/oi/LhytIB0XxjfJSPFpd5bXqCdMEm5vfzcHOLyL4sGselsGyErFdflVHZJL/ySpOH/ZmJKs1dTpvoPxOcRMr71R/QAe8BjQi60HG8ePs7LyF4Niz9+wVtKzkqONeyrJa7wdTK/viCWo/LZDLlVYynRb6maViWdWDSUw8+n09l7lF0DUr0KxRtZjVR2Xw+EA2wkE2UX39xZprbpWDd5USKhUSCs/19AMzt7NAX8DPRH+HDlaWmjm8wGOTccD8pmeelsbFiMO6uXzuUo3c1ivEEmiawNB2BwJOSW+7cCT0cwz6d70l4bXiq/JZEspxJVDxsl25JWdkswpqkljQ47T97DZ95hoJ9s+09H+TZsPTrul629rcC0zSxLKuclcd1XXw+X9k95jT59O9ylEXf8zzy+cPGmVqZmJhQwbuKrkGJfoWizezPWLPL5dFBPl1ZLau258dH+XRlhbFIhKlYjHi+aG3yStbvc4P9PEnGubm+dqitWn1SLV3nTF+MvpCfAi6WT+edpepdSp7GP1i/pf9mYonBqImUknVnm9nN2lYbTpul3yBZk8NMeyc9kqD1KvnC0elm28Wzkr3Hdd2mC0i/33/AVz+TySClxLIsdF3HcZy6LOnVcpqDWy3LqhivoKiRDhWyajkqkFehOP28OHW4sJSjybLgPz80wFI6yZXRYd6fX0IAM/19BAydsUiY/lCAt5cWjjTrVvM7cmV4iGjQx1o+zZPUNnfzG1Ayar053ljAWTEFZn3kPYe8V78vbaXCZO1CNPkXXBcGBaJdWnlAErS+0JlMPRWQNG6R7QV0XW+qlX+/j/vTFAoFgsFgSwV/o3T7hGF3hUSh6BaU6Fco2syV0WGenxzls8VVAF4+M84Hq8VqszG/n+18js1MhvV0hvFYGF3TmO6PsmNneWe5lK2mzvvI9dFhjIDgVmINWuSa28pA3pPoVCDrbu/NREqJxUIXWvq7S/ADiGekIq/neU0tZnWSIG12pp5m0+qiXn6/v6EYhmeh6Jiit1CiX6FoM5om+Evf92388D/5eQxN43FiBygGpo72hbmzvlHedyQcZiOb5mtzT6pu/6jA3vMD/dzf2eCF6FhD4z+ezt7kOune00yD3pA1wowvg+N+XtsYmjeEIwlaXyRfeKsNPVWPRMPn8xULx5U+iKcFbSv80Q3DOJAK8ul+TwoC3fWX380Wo2la2W9f1/VDglNKiWEYTRPiJ1nxe7nw1nFpQCthGEb5M9j9LjV6nVXWHkW3oUS/QtEBXp6e4Cd/z7fz8x/e5OZm0S//lYlxFpJJAprO85PjuNLlg6Xag3S9Cje2qN9H0s1T8Dw0V3A5PISje+zks2zlmmfy1zu+lN1J957m9e1KFyEEhv5cTcJfCFo67wpYr3Wd4AcQGCcGXe6Kumaiadqx6TOPc5/ZPX6/sN+fYlLX9XIKyd389M10tTlpbL1OpUleIBAoT6p2V0wcx8Hv9+O6LsFgENu2y0HLmqZhGMaR2YyeZrfNfD6PZVkMDw83+7SeTZRPf9NQol+h6BB/6LUXeGd2gVuba3gUBcBENMJKMoWG5N06BD/sFrXaE6C6EEz1R5krrSi4nuTB5hYAz42ONFX0C9Fsz/ba6KRPfzOZ9kew7a+DqE3ktdq9x/NOruTcGU6+lZmm2RTRHwwGKRQK5eDXVuG6bkXhaprmsccFAgHy+Xxx0mgcPRlyXbeprkL10ojPu+M4mKZ5ZAXhp3l65UTTNILBILlcrpyffzf3/26BMl3Xa87iEwqFGB8fr3qyoFC0CyX6FYoOIYTgv/7Cy6QKeTKew8J2nJFomD6/H7eR+7AolveWFDPzXB8b5qPVZWb6+ugL+AlYe//sA77m/gRoQqslw2QL6KSlv3mYrODUKPih9ZMez9tpafv1c7K4yufz+Er1LXYLMu0KX+BI1yDHccrCWAhBPp9visV9NzVmrZwkJPe7pRw3QbBtG8uyWjpxaTXViv2j2M1WtJ9dob/bdi19+P1+wuEwQ0ND5fz/CkU3ob6VCkUHeXl6gj5/gK/evgMU8/G/dHaMe5sbJxx5POcG+hkMBbm3tcFHpSDhzUyGa2NDzCXiCAGvTU/w4fpyw+ewH12Ijor+Tubpb0aWDr8WYMQ3jO18ra4YgdOxzlEPJ9/KGsm7Xo9FfNeCfBS6rtcVZ+A4DoFAoPxaSlmexDw9xt0CU/vf3z+BUZllKlPNpE7TNKLRKMFgEL/fj9/vV/n4FV2PEv0KRYe5NjbCl+8/IFtyPUgWCuW8/PUyl9rhYaLowvP61CSCYoDvu8uLIOELM9N8Y6VyEa1GVvu1jouI1vT/Ut859hwwBR/vPK7Qc2NuElfC5/G5v4UQd+pu47QVJ6sWIbrTjaIVmW8KhULV/vinsZhWNzA0NMTIyIgS+W1CyOLjtNGJc1KiX6HoMK/NTHDp9iCLiQQCgY5gyB9ACoHjeXjSw5US1/NwPK/os3+CttM1Ddvz8BsG7y0vIoGQafLq+ASGpnN753BRr2bQcc3fAtGroXEneb/82idMLoQn0JCEjEK516ipk6hzmeN65Dym89sND7/Vgby7A7zvfTdZz2Xa0un3fq2VHVaFlMf7uXcjjfjSK7HZOUZHR1WArqJnUaJfoegwl0eHuTW/Wrawb+9kuDgyyN1E5aBJDYGl61wcHmAhm8Sn61i6jqFraEIgEIQsk4y0ixpNCIQoPs04NuEwTEQjTEQjxSX+4i4Iisv9Eb/JK1PjhA2LrFP0Z921IGsCMEvKVoIni+LFk+B5Ek0TOGYYWXpfIvGkRLKbv18iZbGAl1dqpLhd4EmJtjsO9sa8e05CFGMGNETpvV0XheI1EQJCBlwKT+Lh4criJMmRLpv5BLasL4jz6dWLvLRZzM4x6gsT1h6W369X8ANogMRteMrSeku/AONFZuM7JL08AW2U/q7Qn10xiJpQrjVFeu069PX1dXoICkXdKNGvUHQYv2kwEYuyuJMov3fSfbDguui6xvYRhWNenZ7gzlrluIDzZh8P4kdnYXlzbIoP1haZCkdZSCUObAuaBjKYbVkBrhcHxrmbLrkd1dHFGTnMfPZwTYNrsQsINKSEgucQtzNsFRLkvYNBejEzxLAvgEdxZUVSXGnZKBz2BTebaG1Nux7RJmgf0YT14uJHqwHeoe+hEBEWnFFgG4CQpqFpYxSnZ4WOZfdpdXEuKSWmaZb953dTaJ50TCPbjyIYDCq3nQ6xWz9BoehVlOhXKLqA80MDB0S/7XpF0XuEEJSAz9AxS248u5zt76Mv6EdqkgF/oGI6zgErCJwsziodm7EdZvwRlrOJCkc0TqMe0EdZuu8lHx5670rkPJrQ2SpssZ7bYjwwQsQMc7fCvpVoVqYcDY2YIalzIeKptmof0wPvO1nPP6b4ZZPI0qcwYM0waXqE3G+glTIJ/XpqjG1npXzs28llYASQ/GC/hehUSk/R+lvZUVlcNE0rB8Xuz/7jui4+n68cZLvfol1vuk8l+DuHEEL58St6HiX6FYouYCAcOPDadlxemx7n/YVl/IbBVF+UgWAAKSHl2izGE7y7sMRUf5T5RLx8nCYEH63uibI3pqZ4d3nhQNsnrSLs2h8zjl1x4uDTW/iz0eAKQi1H30s92nshYCm3CrnVqo9vllvCK5EgtvPbTWmrHjni7RP6+9kqPGGrAAH9Rc74h+nz3jmyjS9ExxHOl+vovUnIzllfWxGsWwmfz9fT6TV7Gb/fz9mzZ1Uazk6hinM1DfUNVii6gLxz0CF8vD/CO08WOT/Yz1Yuy4P1LV6eGuejxWWGYyF2Spk7ntady8kU5/r6eLyzU9xeqbMTfmh2j4lYPhIVsgi1sphPo/JJtjF7TTN6ejF6Ftv5ahNaKpKTAaT+LQfeE6UlI4nElRoSDbm7JiIkeTt9bJtZd4u76S10MYZ95LSi037Zp9/lop4iUYrmEAwGleBXnArUt1ih6ALWEqkDr1fjKUwheLy5zctnJvhwYQm3lI1npq+PgGkyu71zqJ2gaTIX37P8r6bSxUJd+zRZtfIsWchX3Lelds1GJxRttJxoT10cU1gM+yZZyy/gyJML+gxYQwjn7aYOOelpPMk/OHK7zSC2lzpy+3G4Mg9So8+cRNOCaOhknDUcL0/W9YFxDr00Cy1lgt939O5zCd4Wntw+1L4QAYToAy2CJIJDABuTvASz1MTDzDohPcgFn4sgCfiRwsJ2pus6p14ik8ng8/mU8O8A8Xic0dFR5c+v6HmU6FcoOkzBcfh8ac+t5NxQP9GIn8VUgqjfh6lphCwT2/W4NDzIe3OLPD8xWrGtdKHA88OjzKfibGazPNnZ4dWJSe5srZEq+SSfLDKLAk0XomLAridbJ/sbt/S3D1dqnAteY9eKnrATPMk84VL4MrOZ43Ptj/snmDA3cdzmCriTsvfIKj87DYOwOUXaixLQttAwSHhBhAcbhZWn3IEE6/YcK/lqP70IQW0MUzPJutlSZicHr9xmvvSoTMJNslz2cinuN2WkeBaSKAohlPDvAK7rYtu2Ev2KnkeJfoWiw3y6sFJ273nj3BTvLizgxWEoFOTK6BBfn50jZJmMRcPc2dgAAX3BAK9PT/LRytKBtnKOwyfLK3zp/BkKnsu7C4vcXl/nxugo7zzl238SgspJ31sprBt1HWqh59EBokYID517qVuHtj1I3eNi+BpzmXt4R9QnzrhZhNkKAXFCxpgqp1WaMEja85haCE27wp3UfWCHy6HzDJlneZJdJe8V3YIEAtc7bLk/GkHGyzR3yUg8G8GV+Xwev99PIBAgl8u11NVOscf4+Dh+v7/Tw3hmEVIiTuF3vRPn9Gz8UioUXcx7s4vl559vrnO9ZMXfSGdYTBSz5KQLNquZNIvJJNfGRnA9j/eWFg9k7tnPQjLBXCLOcyMjWKbGO8sLvDY+wctj41W79+wGqg74A0yEovWfYA3IBqcU7foJvRodJGpWnkRJ4H7qLjFzlHH/GSb8Zw/tE7e3kfhaMLKTRH91xQQcmUPiUvAS5Oy7XA1d5Fr4IiaSTOF9ZgJ7K00SSdB8rqFRN4qQnY4paA9SSrLZLLZtY5q9V5CsEr2Qp79dwdoKRatRln6FooN4UnJrZY3hSIj1ZJqoz8/9jU0uDg/SF/CzlEhwdqCPnOMQsiwGg0FurRar6U7HYvSH/Hy6unpILBuaYDmRJO85XBwY5PH2Fh8sLSGBN85OnDCqYluagDdGpri9sc7FoShL6eIE5Eywn618hpx7st96rXg9YukHSd47Pm3pWn4vi1LUGCh+RqWCZWEjjOctHnN0vaM6aYfaL1DBS1AovA/AqP/F4nvOIwJ6hKyb5GLoCq47V3O7zUQID8PYK+iGKIV0i1Igs5AH/yJLNQ0kQngUi8bpgEBKgZRa+eHJ4nueJ0t5+jt3nrs4TjG/azAYJJfLKVHaQgKBAIODg50ehkLRFJToVyg6yFcfPOZXHz0ACTOjMcbCYRYScZKFPAs7cbKOw/WxYR5v7jDRH2Uzm2a6P8Z4OMJSIsmnS6tcHRliIBzg05UVkvmis7Oh6bw6NsFSKkneddgsFfESgCl1XhmeZC2bZCGZOBTZKyVciA6wmE7w3vJhYfokGUf3DCKaSdLOEfTpZEqVewd8Qc6Ghsi5djlnvECUxFYxV7nrebhSlqrletieW35uYTV0PU29XYqsNutkwtk58HrQ14ekFbUOTrL0N3Z9CqUgYMfbYlDbQrO+QDb/VlOKgjWC3/icseg/aktfUupIEQYZRRIFEUMSw5OjSAKAHyn9gA+JhZQ+QEeigdSKKbdKWZRAgLRA+vGkgScNpNTxpIYnNaQnipMOT5arX+9HBfe2Hk3TVG5+xalBiX6FokMUXJef/tpbxRcCnsTjFDyP8WiY5USKFyfG+GxphXghzxtnJ9kqZEHAfDzOfDzO65NTjEXCbOez/M7cHNeGh3A9yb2NTfymwQclf//JSORAv44j+XipaIW+PjSKzzCwTI2lXIL5VBw/BrMbO7wxPcXbS/MVRi5I2Pl9r4oC+EpshLtbG6yna4sd2E/IaEz0uxxOMdqNPMnMMx47g+PW4gtfDSeJ78bEedJeOlAzTrifdlzww8m1J5rbl4sgDiL+1IYjnp+AaVwi4FX3b6Y44YjgyQgeUSQBNHYgLJD48BjClYNIfEh0wCj91YsrGUIrrWjoSHQ2U99Ewe7s59ft7j3pdJpsNovP51PiX9HzKNGvUHQAKSV/48u/xecrawfeX04muTY9TMF1+WRphdenJ/lgaYmFeIJXpw+65by3sICuCV6enIBt8Jkmm9k0guKEYpe5RJxXxif4cHk36HfvJp+xbe5sbpRfj4WiOA54Ej5eXOG5wVFCpkVQN3h+YIyC65KVByuCXo6OsphKcH97C7fRjJsN+k4IGTh5py6h2qDa2ji+zUYt/Y7MEjZGyTjFbFOu7I7qsCdlLepuqh97ccKxgyZ2mtEccePfULBVRppKaJrG0NAQ6+vrPHz4EJ/Px6VLlzo9rGcTVZyraSjRr1C0Gdt1+X/+2lf51x99dmjbS1NjvL+xzEysj5Dj8mR7h1enJ3hvbpEP5pd4fWaS9xZLLjcCXCl5vLXNF2em+cZC0Sp/Y3QEuc/6upZOY+zLbnLc78xaOs1MLAaApgk+31g7tM/0+EFh/f5a83zTK6UIrZbn+gbYsOtfZTgNHCfqi5e28buMqQUbbqP59LAiEJ27DYsuuG7dmoHIsixGRkaIRCIkk0nC4XCnh6RQNIwS/QpFG7Fdl//uF3+ZL989XEAp6vPxKL0DwJP4DldHhshlHd5ZXOSNM5M82tjmo/llboyNcHOtKMZHwiGET7CaS2FoGo7nETJNZjM7B9oOHJHpo9LS+u4t+Kh7sddCoSCl5GqsmBnGKwW9SlkUsxJJzrWZCPSzlk3iM3Rc6ZXiARzihTyyEEMX/RiawNA0dFH8OxHyk/fSaKL4XjneQOyes0RKj5ybZzazdNTwmopogaX/+NWDZlnDu9Gq3o1jqpJnJPPQUXSre49t20gpCQQCBAK9s4KoUByHEv0KRZtY2InzJ3/+F3mwsVVx+/mxAd5f2xOcdzY3eHF0DOI7uHhIU/L84BiahHP9/XhI4jLHZjoLaXhjfIr3FheRQL8/wEp6r/LqUjK5zxd77yZb8XZbEiFZx+ZMLMZccs93WROwk8/WfQ1OwkNyN7F64n7LmQTjwSjL2fiJ+wL4jUGeZE9eBbgSOSmzUZHmTHtaMHk6xmoqTnGG5l5079G0PkBDFx0UlF0Qj9HNSCm7dlKiUNSDEv0KRRuQUvI//cpvHCn4r4+OoOmHby6frK7wxXPTvPVkHgFsZDL4dZ0vTE/z/uYSicJeQO1WPsMrE+N4QmJpOi+OjxYLJ0mJhihOHJCEAyavTI0jEOgIhkJBLF3H8Yo2/IjfxxuTUwjA0nXGSsvaEvDrOgvONiOhEPPpbVayyaZeJ9eTcIKL8UY+xfP9k3y2U70rT7W+7NUGEmuiO7OlHJ+H//SKl24IJq6VsBYBbwPczzs2BlN38PuLgf5HidtmiV4hREVXHk3T6qp0u9vW023uf33UPpX23f+6v7+foaEhFbjbJQh5OuennTgnJfoVijbwH2/d42uPnmDqGn2BAOupdHmb3zDYyGdY2UxxeXgIwxTcWl8vb39rYZ43pid5b77oO591HTK6g64dvBnPxeOMhl3mE0Xr92g0xEomxdMETYsPVg+6sExFoiykiikkX5uY5L31yoL6zclJHm9t8zixDUgu9g0xFAjyOLXJei5d8ZhaqEac255bk+AH8OTJRalMTSftFM/hRuwCUSNdFCpQqk0sQRZdgkKGYLNwcr+GMAjoQcJGlKBukXUT7Fr4lws2mnihmPt933n7NBOfZuDTNEyhYWilhI/CRWCDLODKDCl79lB/x7n39KI1vFp68txk53PrO65GLtcbGa/ayeDgIIah5JHi9KG+1QpFi0nkcvzdr7/F8xOjJEWBpXSckUiItWRJYE6M8u5SUdA/WN/Eb+pcGhjk/tZmuY13lxZ5Y3qST5eWeeXsBF9fnuNS/yBp2y5n6il4LhHLV/btn4n0VRT9jaR1jNtZkBCxLIKGxYOdLR7sbAGSL47PsJDZZjFTf/75RgJ5j6Ma1xbbc3mU3sIUIVaySUTw4yP3jVZZgfZs6DyL2c/ZsTfZaWItM0uYvBx9E014CBwS+U+QeEjPJWy9SqZwB4+DkzDL6CNtV//ZGPrrPM6ulyclnvTwkFzXu/G20YOivyXZm2qlfdfN7/f3zAQjm82emorHCsV+uvHXW6E4Vfwf777Nw/wWbn5P0F4YCLKeTHNucID3lw5mv8nZLjHLd6idT9dWuDg9SNIrmpjvb29yY2iE+xtbFFyXsVCYsGXxxvgk7y4vkrcdpoIxDEMwm9gpt+PVqasDhsGD+AZD/iB5W5JwbK7FRgnoJjG/xSeJBfKOwxvD08yldupy/fFaZP2s1hJsey42LgMcn6kjaa9xMXQBF4ftQpId+6Db1pngOQzhkXY2jmihMQrS5p343vfmC9FzJO2HJLwg27m7DPrOExBpss6jfUftuVD4tD58xiWE8Mi4Oqv5JMNWBK2UEcqRHrdT8xWnf93p43wK1/7bgJTtc1/pzu/NYQYGBgiFQp0ehkLREpToVyhayMcry/zTjz84JEk+21rlxTOjxAJ+zJCOphWFqalp6ELjs1J2HolkNBxmPBYh6eXwG0Z5VQDg5sYaVweHsW2X0WCItxcW0IXgW2fO8v5K0eff0ARvTkzx7vJCKd3xcQJJoh1xcx4OhugLDhDUTd5ZKbrX3N4quiG9OjJBzAgwV9jmvY1i6tCAbuA3DHShETItBnxBDKGznc8wm9zGqSDwvVZZ+pssOOLOOnGneO4x8yw8ZcW3NIvF7M2m9nksYoCIKcl5xYFs5h9jCB/jgS+Q9UIIuUlKDqLreZJunvvpdSQHC69tFJpdKKx99KR7TzdY+tvoVGzbTVzqagGGYXDu3Dl8vsMGF0WHUXn6m4YS/QpFi/Ck5Ce/8htH/ruezyb4KLVy6P1XRya4NjaE1CVzyTgr2STpVIFz0f4Dgn+XO5tF8fkwscWbU1Mkcnk2MhmmIlHynouUko1Uhm+ZOstcYqdighcNeG1inLV86kCO/6fxa8aheACAD9aWGPIHCZkWaae4EpHzHHIFB4DNfIa51E55f0vTuRgZxqebfLK5117LRH8LRaEmOh/s93Z8GYDnQ3suCY7MM5+5iWG8yWrOJe0eThN7euhFRXBynEmraXeeftM0u1b8B4NBJfgVpx4l+hWKFvErD+5xc+3o9JPDoRAbicMVTT9YOyiqXx+b5Pb6Op+uHZ4gPM2uBf5q3zC267KQTFDwiuIij8NCMoEQguFAkPVshqFAkOmBCDe3V5nbLFp6xwKRI9t/b2Oe10emeW/18ORjI5fhWnSAe8nDBb2epuC53I2vIyW8PDjJR5vF9lolQQxRXVaeXSJm9fuH9CAzwQsIBEKA7dkdsztLnAOvLRHGzwIjZoqCdYHF7JMOjay1KEt/vbRP9DtO8bvp8/nI57sv+1UikSCbzaqc/IpTjRL9CkULcDyP//Wt3zl2n7DfgmPiKs/G+hjyB3mvgnX/JPymwd3NDV4Zn+DD5SUQe7f3x/Ftrg4M8dzwCJv5DIuZOLa3Z3U0DMF4XwAQ5UJWuqaV/e3nMzvcGBpBFwKBxsfryzw3OELINDFNATW48gsBs6ktoqaPhJ3Hk7Il8s17SgyfRL+lYVephxba6cZzAiFzhqAxATis527S77/AUvYzRvyv80n8cXM6aaMf+KmmC7L3dIJuToO5tLTEhQsXOj0MhaJlKNGvULSAX3lwj8c7x/tIH+U7D6ALwUggzLtLtaWm3H88wIfLS7wxMcU7y/NlMR22LIKWyaPEFvPJOK+OT5C27bJbjiO9I7L+FFnJJFnJlJS9hIBlcDe+hiM9vm36LNf7R9nJZ1mqMovPTiHL9b5R7sc3kLRG9MftnZr2N4RTtejvJrYKmyTsRc4En2PE/xxJu7jqkndXmAlO8DgzR8MZW8TxQc6doRct/Z137+nEdevmgN5sNott2ypzj+LU0r1TboWih/m1xw9P3CfjHu3b6j6Vu71WDEPjfH8/EslGNs0bk1NMh2N8cXwapOSzjRViPj/XB0d4b22Rs5F+IqbFaDCMVosQEMW6AY70MDWNz3aWuLWzwkQoWtN4b+2sMhmKcj4yUOOZnoyp6fi0Gn11xclVgbuRhKsz5H8BMFnO3SbpFM8jbs8TNaAZIs+W3ef+0G7f9ObwbFn6NU0jEAiQyRx2aewmVldXjyzmpegMu8W5TuOj3SjRr1A0Gdtz+WhnidHw0WnfJJK1Y6zpA/5AXW49u+Rdh5V8km87ew7T1Hl3eYG3luaJF/IMBIJoQrCcTDIUDAJwc3ONRL7ASipd9w3P9tzyRKWeFmZT2zxMbp68Y424nkdQr20S0ggT/ssE9UlG/efK77VLQ2TdJA/T90lX0JMpZ44Xo2ca7iNxzGS1c3Sv9fhoOi/6W7OuVhnLsrrSl/9pdnZ2mJ+fP3lHhaIHUaJfoWgyH68t8yS5g/RLho/I9/zC2BirmcYr2B6NIG3b/M7yHDGfj6Bh0Ofzs5JOMpeIY3seG7kMHy4v7QvcLQoAWbcOEIz4S23VqXJbIY5HAhHiztbJOzZhIEJqCGGxWVjD9jRi5lnG/dcZsM4zGbjOVOAGE/4r6JgEtAimKK5AGFj0mWME9RhaA16XbrnysMmQ72UCen95m1/v55PEXN1t77JdqPFatoHek/xdMuL6/7HXjOu6PWNBTyaTPTNWxbPDT/3UT/H6668TiUQYGRnhB37gB7h7925NbSiffoWiyby9XLQSLWdSjIciDBNkPb23pC0EbNnZY9uwvcasgLsWd9tzeWdlgX6/nxeHx/j6fFH06ULw+ugUuiZwpMeZUB9Fu58gZpq8MTpVamevtd2boJTFdyTFgOUHO5vkXIexUJgHifWGxu21wE3jbDjGw+xtoDj26lyK6xNDY4HzrOeLfvSL2aMF9nTgLFk3g1/TGDaiJJwEK7nV0lUVWFoYvx7Er/mxNAtdFOsdaKLofCUAiYcnXVwK2G6evJvFlcW+bQl3k7P4NIur4VdIOY/QRRDYqeu89lPwuq+qapdI6Bp49m69UkpM06RQKHR6KIcQQjAzM8PS0hKFQoGxsbGujj1QPJt89atf5cd//Md5/fXXcRyHv/yX/zK/+3f/bm7dulV1Qbln75dHoWgxn2/upaxcTieZDEUZlAE2M0Wh/8rkBO+tneC606CV6emjt3M5vjI/iwB0TWA7kneOCBI+Nx5hNlW9NTdq+nhxeBpdk6xvxiv2Xy3Nrsg7GewDJGcD58jYOjnXIS3ncU8IohTicCBfQI9ScLO4T1fiApAaw/4zaMJP3D45LeZ8drb8fC1/OBVrwctT8PLHJXc6PGagz4SAHmYlW/xs816BTxKPEQgkh+sr1IMm9JN3ajfFWVAP4VDQXwKhYSDQnE86Mop2XjLLsrrWn39wcJBwOMylS5fwPA9d78Lv+LOMKs4FwK/8yq8ceP0zP/MzjIyM8MEHH/Ct3/qtVbWhRL9C0USklHy8vnzgvcV0gplIHzHPo+C6PExUIahbZGWSFIOEjzKNjkfCNQl+gISd5931OcaC+7O61PcL3eziXIuZHRYzO+XXFyJDJx7z+sAUGeftQ9fIFP1Y5gAhw8d6bpZR/yUEkPdssm6W+cxSQ8HXjaKL4s/5kO8Mj1IHl3ybOSqtC71Ce88mK8nZ7wEQ8H2pC69o8+lWd5lQKMTIyAhQtPgrwa9oN4nEQfOOz+erqlBcPF40sg0MVJ8A41n4rVEo2sb9nU2W04cT1T9J7jDYH+SF8TG2cse79jSFOu+v0/1HF+Y6iZVMkteGpgF4kNjgteGpmtsouhHVPYQTGQ4Yx1r5TWGgiQ9BFFcc/FqYcf91xnzXWM+vspJb5El6njH/JTbyG6zl13mSecRafrmjgh9AL1ngFzP3GLRGW9ZPN1Qgfpou1ZNV0YkMHopiNqGxsTFmZma6unaA4vQzPT1NLBYrP37qp37qxGOklPy5P/fn+OZv/mZu3LhRdV/K0q9QNJHPNo6umns/vsngcJCQaZI+oRS9AF6cGj7gVyoQSCmf8usu/hVCFCvCyuK74aDJm5ExyrVKS8JCctATYvd5ruDyydIaGdlIdg1BznaZDsVwpIcuYMgfxJMSV0o86eF4Eld6ONI70qqvIRoW0DEzQJ8VwJUeC/ss/SdZG780HCHt7vmsR8xJHqXvH9jHkTb3UrUFT7WD3boPHi4RI8ZmoTVpR7ux+m0rYkGeBdr5SbpuN9QlKDI4OMjw8DCGoSSQovPMz88Tje5lmKvGyv9n/syf4dNPP+XrX/96TX2pb7xC0URubx0dyHou2s/bi/NcHRjmSXKHnHt8ldhPE/X7YL/sG+fjreqP14Tgm87N8MFWfcXAdvl0c4U3z6ZJe3GSwMhg5f2kLLqJ6EJHExoaBkJoaOjc2dLqknA+rRjsOhPuJ2BmsGWakDaMXzcJGSafbi+xZS9zKTxO0Ajwyc6j8rGG0HljYIq0+zUAwsYAfeY4j9OPjuquKwnqUQZ90zxK3Wl62wKBoVlYegBNGwWs0sMEYVJcOJYgXYTwkNJF4CFxKaanLL4HHhou4ILYfa+Y2aVYnG1f+LgsHVdy6j2VsZUdPKl2puy0bRu/308u195A8KGhIWKxWNmAouu6Kr6l6Cqi0egB0X8SP/ETP8Ev/dIv8du//dtMTdW2oq5Ev0LRRH758b0jt40EQsyyw92tDZ4bHuHe9ia21xrrV63WWE9KUjJHoSnjOblvIYrZZxy80rJDvrz8oInBmnz7L0dHCFtZUm6SjJtmR26wU0oQssE6utBJOS5XBmLkPJvHmUWkhBuxc0gkjufg031sFbaYDA4TMQZYyK6wnj/6s+xKpIYuptguSPqsK4DEk4CQ+1Y4dtd6iux+T3ZXCVzp4XgujnSxpY0tHRzPoeDZeLiAYK2Q4hH73cCc0uMo9NKjyLngNDuFu0B9wksg0ISGLkw0oaOh4TeHmbHqau6ZxvPa59YipWy7G83g4CBjY2Nt7VPRfDpVyKrV1HpOUkp+4id+gn/7b/8tX/nKVzh37tzJBz2FEv0KRZPYzGZYTB2dbyW7z7L/+foaL4yMcXtrrWJ6zk78vgWN5qgm0WDub1GcEVRF2PAR8xdYyB2dDcnFRQiIO/F9fcCd5OND+w76ZljNdyaTSqNoQudhppVFhZpjFW7UsC2RuNLdV5MAbO+IJaVeoINiRoiDk8BW085gXtM0ywG6CsVp4Md//Mf52Z/9Wf7dv/t3RCIRVlaK7sSxWIxAoLpK6Sp6RaFoEse59gDc2VrHb+xZPO9tbnBjZASjQmBkOxf8w4bF5dgwVrOyVjSo6qo9+mp0lBcGhlnINV5wapcdu/tyiFeL6MIA20oI2RvjbBeddFnStfZWV7Ztu23W/sHBQZWJR3Gq+Ht/7+8Rj8f5tm/7NsbHx8uPn/u5n6u6DWXpVyiaxN3t40V/wXN5dXiCD5eLKT3P9vVxd3udG6MjfLq6esClpRnW0Go5G+vj1s4K95OrXB8Y49YJk5eTaDTQs9rjFzI7xGlsrE/jSInZo37j3ZhKsxJaC65vj35kHUe2+TtjGEbbfPpd18W2baSUWJby/VL0Ps1YKeuNu4RC0QPsL8p1FJal89rEBOf7+nmU2iLjOHy8vsyLo2MHhEujwrmW34bNXLrYp4C0myVqnpw5oNOMBaK8MDDc9HYfpraYCFxqervtoGcs/S0wbSvRXx+yQVe8WvEarDReC8lkkrt373Lv3j3m5+e7tk6AogrkKX60GWXpVyiaxIerJ2fLmU3ssJ5OFQtk7eOj9SVeG5/k/eViG43+FtQirMb8MfqtIHcSqyxk4gz6QlwdmETi8dnG+olZhp6m0TzulcZ+KTqM43k8Tm3yxeEpPJHjcfZ2C9Se4EESgj34y9iNqTQr0SvjbB+dFKPt/Sya4dpjGMah7Du7gl7TNIQQeJ5HNrtXDyUejzM+Pq5SdCqeedS/AIWiCaxn0jxObJ+433I6yY3BUQSSO5vrOPvE/+ebq3zL9Ay/PT/b+K24BqvWR5tLvDkyXX69mU+zmS9a/18dOsOtzXUu9Q1i6gZ5x2E5kwRkuYuo5SNkWuRdp/ie11h++ErnHrRSrOZXOd8XYNtdLAbltkivzGXivNb/Ain309Z00CJ6xb2nFR/bqUzleQpphui3LItMJnPk9kAgcEDwCyEYHx9X/v0KBUr0KxRN4T/NVp/e8eZmURT7dJ0X+odZSSWJ+f2kHZvfXp7lC5PT3N3YaGg8tdoO007lgL6HqXVeGh7nd1Znjzx2o5A68Hp0QOOYorcn8rQl+EJkCEsUM/BkvSxZr9UVjQUPU3FGq0uG0D0o5duTiI5a+tuHEOKAGG8V2WwWXdfLxcCi0SgDAwMt71eh6AWU6FcoGsT2XH7+3mc1H5d3XT7ZWGHAH2Ann2MtW7Suv706z5fGz/DWdrKBUTVHSOwUsqTdHKamVUwtWolmuW881zdG2i7gt+Is5Deb0ma19KL7r9YjbjPKp/9pOvdlq8enPxgMlo6VNYl4IQSGYVAotD5D1v7qv7vjVfQ2pzFPfydQol+haICcY/Onf+OX+GyjfpeWrdzhG+etrbWGlMzTMQMnsZZJ8crANFIWb856SZhJJK4nqxb8AKJBNxMhBF8cGWHLXqE/EGKl0F7BD7DjZJnRbhDQl9mx299/PfRMIK+6eR+kS2aYu6J8P7Z9eAUwn8/jum5ZTFuWVT7Otu2Kx0Axb34+n2/yqCuz38VHVd9VKPZQol+hqJNUocCf+LV/y1vLzcsTv0srrKHHsZZLsZZLnbxjFdSSLrQSpqYBFgk3QcI9uthZaxF8srOOT/PxpaHnWc7dbPi8Wk+P2LuVpf8puiOQ1zCMA4L9JP97z/Pw+Xzoul72sQ8Gg+U2do/fTZnZrvz8T/v0t7sKsELRzSjRr1DUgeN5/PFf+wXeXm5NBVTb8xCa6AGhWYnG0vINBhPM5hoLBm4Wec/lN9fWuBi+wkwI1nKPsGV3FvDqlaw4LQnk7ZFzr4xHUn+NdSfBeVF9bFAz0LWDlnAhRDkTjud5Fa3ku6K+Ur79TCaDYRgYhkE+n0dKiaZpOI5zwOWmVViWhRCCYDBYnoiojD0KxR7qX4NCUQf/y/tfa5ngB0gW8rw+Ns3723N1GUa1DgZ1Np5utCnDaCoPUts8SIEuBrgSGWA8IFjMft7pYR2gCy9b2+iZYFh9pvTEA28DZBaBxEWwbS+z7n8FgWBAbKG5j1s+HMet7MKzy3HbjmzTcfA8rzx5aLZbj6ZpBAJ7Ufa7q6KO41AoFCgUCuVMPT6fD5+v++uOKBTtQol+haJGvvzkPn//03fLr18bG8c0BK4H6+ksj+Mnp+6shvdWlnhzYob3tp7UfGwnLZ+NFsHpZvHqSsmtxCa3EvBK/wvoYo6ks9PpYZXo3JUTdHZVSqLzhO9AIkCIcoCqBCxhMyW/0rGx7ed2Lo4ji64nN4LXEM7H2CJKxs2Q8+Lcy7xf3BZ6k4iWR/NOrv3RKXRdxzCMilb83SJclmU1vSCX67onBhDvxhyMj4+33VVS0QKk7JrYl6bSgXNSol+hqIGvLz/in917l+cn+wBB3rP5LLtnkZPAa+PneH95GYB+nx9L18m7Ljv5veXwiGmRtE92E3lnaZE3J2Z4d/NJTRbwfr+P14YnikX/ZNHP3pOl3PqC0vOiTPOkLG/3JHjSK8o3Cbomyu850sP1JI70DhwjZenYUtAvNGbV65Vb9Ifbq1giyLeMTLCYvdXp4bTtwg37JjCEhYZACI1PdnYY8oXxaavkvcMuH0+jtWCcrnD5IPWw4rZB6wxTVvP7rAdvn2vYXCGBT3uOndTH2DJ9YL+b6Xe4FHyNEVot+uv/MEzTJJfLHXClOdT6PnehZlHJragSwWDwwIqAQqFQol+hqJqPNxf4v731ryl4R/umCgGzhWX6fH6ilg8vkGG9sAPAmyNn8RwNdJdPU08IILgSniCAj410npV0imThsGB+tL3DN4+e43fWql/uz5Lidmah5nM8xNOnekxMnKD4g6LpRkNu/b1imBu0Igz5oixkYMD6Ij5N4sji5ycRCCHxvCRb9oMOj7R5DFqj3Nr2sZ7P8srAEI8zRRe3pewO50KTRI1NEiesfLTCtnXcV6ab/P09HHZHm3AWj923k+M2TbOiWDcMA8/zEEJUJb7z+TyW1dwZVzWTCJ/Px8jISFP7VShOA0r0KxRVUPBc/vy7v3is4N8l6ea4PNhP0s2ymt/Ltf9xcvbAfh6S26l9N/4gfNfUJTJuASkFeXJoaNzPLvJhZo3XR8/z3urxQqEbaDRlZ68w7Isxm5kF4MkRBUJfjPnbNyAJZwLnMDUTD4+5zGNc2bzgyWHfBG+tQqHknvK09Hqc3uDlvqmi6JcCQ1xiyGeScVdJOPuKzbVA9R8njzcLC/yO+HYAXFyklLjSpbg2JZGyOEM1NAtDGOjCQEegCw1NCHQEmgAd0JAYQqILD016aMLFwEXDQcND4CFKzzUchPQQwkGTTqkPDyk0hPTwZB6QuF4SITwEISzrebzSv5+YSFc6naZylH62bftQFhwo+s3vuvRUw3GrAPVQbd+Tk5Mqa49CUQEl+hWKKvjZh+8zl67eV/9eZrmufrZlirsVLPRCwK30Y14enuGj9frabhd6j+SLb5T1fPzY7WdD48Sdm20aTfE7MrfP1Sxq9DHsG+FR+n7D/vYCQd4ZoiDX9vV3WGp/nljhxb5X2SnkuZ+aZz4LM8ExoLEK0yeP72gkLqv5Ry3tvxoM4aNfXz/0/qj/CyAzZKVkNfdp+f2U+SKdrCObzWaxLOtQMa1qBT80Ht/zNLqun9j/0NCQKsh1yhDydNb36MQ5PRt3Z4WiATwp+Sf33mpLX7e2V4iZlf1QpZA8yM3x/OBoW8ZSL8+KpX+zkORc8Cx9ZrTi9qjR2aJeCWeHh+l7jPknCRuRutvxaQH84gZvb6wd3FChmmvBc4gXHO6n9jJbZdw8fcYEMXOMqDGCxIdfG8anDeDXBvFrQ5ii/vFBb7iEDfrOV3x/Nfcxq/l7JAr3D7z/WWkVqZXIE1yICoVCOQVmPTQ7iHY3K89RRKNRRke7+/dRoegkytKvUJzAZ1tLrGaTJ+/YBDwk08FB4vHK/vguHvP2Etf7x7m1vVZxn07TuOjvAQVX4nZygbDuZ8Q3wFp+68C2hL3SFaeynFsgasQY8Y2xll+p6dhJ/yXuxGE+c9hCrQlfqYLzwfezXp4hq5+NQnFlbD2/zfq+UJW7yUWKt56928+bA2ex7fdrGtsBeiCzhyttAtYXAYGQSbL2Z8fuf8k/A3KDw4E17eVpa30wGCxX5T2JZufmdxyHYDCI53mHYgoikQhTU1MqW49CcQxK9CsUJ/Dlxdtt7U/K40VzQTqseCtc7hvh3k5r3SbqoVHR3/nAy1KKoypJuTli8vBPqTzRjto+Ek6crJvlYugKm4UNbFkoizm5+18pa5MrHRzpoAudT7Zd1nKVfbLjdooL4XM8Sh8MMJ/PLHM9cqEs+qthOefg115HExAzEiSdu3Wfa7eykd8L6J4KPn/i/oYQ0MSYjIrUOFcKBALk83l0XS/nvz/O3ca2bXRdb5r4383Dv5uVJxAI0NfXRyQSaXrAsEJxGlGiX6E4Bsfz+I8L7U3HmLJPTnmZ82y2tQ3ORft5nGhOXYDm0ZjU7bSl7uX+An3mGG9vJMl6J/svawg2Sxma9mN7Vwgas+WMPs1gzH8GS/jRhGDbXiNuV//Z27LAg3R1YnrEN0bMmOCzraNTRvo0H8vZHfyan9zTqTpr/AznMnsVmL84MFbTsdCajECtJO/mCVhfQCIoFD7DIwVAUAvTbw4hgIBobn77SlR73fL5PKZplgN7Xdc95OtfCc/zmh7MC8XfCMMwOHv27IkuP4pTgKT3/pFXQwfOSYl+heIYfnXxNkuZ4wM2m02fFeDJ8bVnAEh7eQwjzlQoykI6cWBbJ38fG7XUd9rS73oOi9l7vDZ4hvsJPyv51DF7S17oO8ed5EF/7MnAMINWkoTTPMEP4NcCPEoX+7oYvkzY6GM1u4CDTTN9idbyK1ii/9h9XFy27STXIjM8Sj88oPMbCeCs58hOTxRrZT1/r/z89/ZfwyCPQOAjj9/9uLihs149B3Bdt25rfbNdfKA4CZmamlKCX6GoESX6FYojkG0M4N1lLBDhQar6gjxxJ8uQz2DUC7Oa3ROnnZRAjQow0XGTTrH/1dwcMUtwJTrDZiGI7RWLkiWdAlv5LB6Sy5ExtgsHfflf659ms3CTxDFuD33mICEjSt7Nsp5fKQtmHYOIEUOKYl+udHA9p+Ry4x74XB+kisJxyBpiy15r+me+UZjl1YELfLBVyYVMspYrnvft5BNuxC7wYF9xrIRz3ETpJDr9+beXQXkH4R2OmWgLbbjUu6sEtm03pT1N0xgbGyMSaSz4W6F4FlGiX6E4gvc25ri53d70mGfCfXy0s1PTMRt2krFQHwNegK185Rzq7aXBQN4OW233p7eUSJZzs+XXQkDULD2MAe6mlrD3uQC92n+eqJkibFxEK51Hzs1gaj5sz8aVLuv5VbYK22yVfN4N4SNkhBn2jSKRPEwd5YIjeJQ+rtBXc6+bBAZ9ldsc9sXIeTvl13l3zxVl1D/EcraRIPN6zqOHJwqy9W48R3aNoB3XzrZtfD4f+XzjK1+madLff/wqlEKhqIwS/QrFEfzik09P3qnJpOyT/WQrsZLfYTo2iL3tI2nnO2vp73H3nmpz2ifsbRzvafHh8eBI0V4ZR9rE7e2q/PMrjS1q9tNvDaFrFmSbUIW5xLB1gS8vV7ZAr+cTnA2NkHK3Sbs57qfmeT52gfuph2zld7A0i5xXn8DrLUedZtA50d9OmuWKEw6Hm9KOQvEs8mwk1FYo6uC9jbk29iZ5fmCEPr/BG8PTXI3WXkJ+PrvJdL+PoGF2VDg3ajfstOirpZCVRKILjcuRKQDiTXJhqIVH6fvcT90hYTc39kRyvGifTW8wE5zc93odAwNbOpwLTTXQb+3foM67hDVC55z325nptFm+/X19fU1pR9E7CO/0PtqNsvQrFBVwpcdSeqelfbwwMErQ0kjYxcwWD9ILUEpyoQuNyVCYsBHkbrx6f9/Z7DoXB2vPftJMGhbtnXbvqUIJGcJH2BxmLpvm5b4Jdqc6XgfzxTd7ohd3VhkPDLGcPSbzyr7PKulkeCF2lnupBzxIPeFy+Cz3UrNNHdPR9LLo7+WxV08zgq39fn85XadCoagdZelXKCqQcx3sFvnamkLw+sgEDzILfLLzhMfpdR6nDwp7V3qs5hI8Tq3y4sA4rw9NMxPqpxqB8CCz0hkTwilBVuFuETSu8Wk8DYAns+xOdTo5X2m26E85Ca5Ejw+W3MxluB65UH69mN3mcug8/VaM5dw6w76BmvrsN6NIWXshvE6vDjVGB3362zhJbUYgr8rFr1A0hhL9CkUFfFprFsHGg2GuDfVzMzFblRuDh+Tz+AIfbc+ymNvg+YEx/Ho1Y+tdGdTpkXtVTPZmS5O0cf8gtswSLzzmxViEgLbZ6uEdSUtcusQGE4HQkZtn0+sUPIlPM7keuUi/McS7W0vE8z7wJoga0Zq6Gw/ESDoPT97xEL1sLX82JuhCCILBYENtaJqSLApFIyj3HoWiAoamYQgNpy5rv+S5gT48z8CT4DMMLEOSdnI8SW8i59mSAAB670lEQVSyk6xfoNyOL3E9Nsm9+AY5t5g1xqfr2K57QDpYms6lyAi6buNJWUz/6Mm9Giey9FzuTT3K9VllUYbYnoeUAldKXOlhey7uvuuhC42C51SQW40G8nYSWdVkzKeZ5IWBqT0gXjJg5u1G0lQ2gRYsM6zlF7nRd52lbPrIfaSUGELnw+1ZrkdnAPDrPu4mVhgLjhPQ/WTd3JHH76f+XDI9LPo7mb2njZfN86o/z1AoxMjICOvr66RSe/+umpH9R9GDqOJcTUOJfoXiCExNx3Grv1EN+Hy8ORFgLb9MwnlAKjvCjp3nhHjImrkVX2TIF2YqOEbSzvIwtUafP8B0cABNCKQEKVxmIgHm87Pk3HxRTVUwkgmOFtkx3Yfr2TgnBBpKCbowMIWBrhmsFB41dH43YmHAIO9Z/M7G8SlTv3VoHI9NLC3GpztpNgrNrfx5FJMBmwm/Sfzkgr1toxU2UFNY3Iofn1FKApZmAg6uJzCIsJApuuh8bXWZLwzNMJs9PqNRvxllyBfB0jTydcV79rK1vJfHXj1+v7+qyrxCCM6cOYOu63ied0D0V1MFWKFQHI0S/QpFBaSUFLxqFJ3kTDjMlSGPJ5l5HqT3pu4Zt3WKcCOfYmNfpdiEneXz+GL59bAvSMink3Xrn3Fk3TzPRc9zO3m8u4UQ4OGQl05TEpHE7WWSziqmZvEdI5ef7q1oi5c5Mu42K/ndtKqLjAV8vNB3iYepHE/qrKJsiOrSCu7Yiyfv1Haab+mPGDE+yRy/grGeS3A2PEWfUVxRSjkHrfqLmRQ+3SLvHS3YpoN9ON47dQp+6GXh3MnMQ+306X+aUChEIBAgHo8f8PcPhULl9J7p9MEVpl6rvKxQdBtK9CsUFbClh7vvhujTNL5pYgBNT7BjxxnxjSKlx2z2Ca7cYPYpA5ZAlCYNnblJPTfg50H6ccPt2LJzpmzbK7CQvVn1/gUvz0L2Jj4dvnloCk8OMJ/JsFnIkHELgOBieIAzQQOJwJMaazmbu8mNsmQ0RC/7DDf/u+bhUVxDOLrttXyCQWuQj3fmK26fzyT4ltEZ7qfuH9mGpYHTgG6Xsv2pUptHZyYs7db7+917zp07RyhUjBUZGhrizp075W27efillOw8Vaiw0ZgAheJZR4l+haICOeegiPiOM308yNwuv044x1s/ixbj3rdKPU4tMeobZDXfuQDVeljLLwALBAyYMoqTMIGGxzoL2YP73ogFGbDG0YQBCBay7a3C3CxaYQQN6f1opI6VpQY6q7njM+7ICn7rk4FhArpZbEM06gPXyw6/nRm75OgA7WYTDAbJZov/8Hw+X1nww2FrfjS6F/z9dG7/WCzWwlEqFKcfJfoVigoEDBMNgVe6IWdlbe4ieoctxo7XWGq7i+EpDKFzJ/mkrmJJ3UYxPLey70jOy7CUqydjTLfRikmmH4+jJ7j9Zpisq7Gc2zm2laR9eGzTAYeEXXTPSjRoqK8mzWp30rkIRYmv5X0EAgE8zzvgy78/z77neaysrABF152xsbFyWs7dbD+7kwKfz3dgQqB4dhCy+DhtdOKclOhXKCpgajo/cHGAtJtHkyZL+dqq85qa2aKRVYelewxYMbYK9fm2+3UfrnS5Hj3H7cSjNuef7/0Vkk7QipSdAgefppE/IvPKViFFxOg/sZ1Ptlf50sg5Hu5zOZvNaAyaghHfRYTwYXtxcl4SKT0EWlH06YNowo8nM+TcBHkvQ96rFAzam6Jf62jW7Nb/OxNCHMi4MzQ0xNDQUPl1IpEo+/NPT08fEvXDw8PYto1hGExOTiqffoWiQZToVyiOQAiXR3X6xZstyvNfLb+5tMZUMIxhpnBk7dGRGSfLbKYYrNru+6y6rXcHfi2I4/mwj0m1KAScCQ2yWTjevcevGaQKBlcjF9nIx5FSYruSR/mzfBLPUC5FfcjlJFt6APgAH0PWBOdCEaImaKJoKffkg7rOsdN0UvRLWucfv2vN3+/Hr+s6Y2MHq4Xvuu8MDAxUtOKHw2EuX346mF+hUNSLEv0KxRGMBQb5NH508OFxiAYyjjcLzVius85A0dKveLYZ8s1wZyfDdCjKWjZN1qs8eUydEN8CcKN/hNnMfRabkL52o5Blo3AwMONHpnpz7V/roBugxN+ytoUQh9Jzuq5LoVA4UFV3YGCAYDCI39+6sSgUij16OVWFQtFSxvxDJ+90BEknRadFv1+v369/LrPKgNmpoDll6+8GFrK3CfvuE7LucTl2tAvPXGaFl/vPHtuW1uLPtFKgcC/Q6utyHM3y6TdNgWWBZYFpgWkJ5BFZv548eYLj7G0TQhAIBJTbjuJ4pDy9jzajLP0KxREMWvWL3oLnEDF9JO3OFZMJiEky1BegmnIynI1dYMuuLyZA0QFaqJtC5jK/a8xXyoGkgxBI2ce761vY0mMitMxEyM9nWzpzmcPVe7VWizpxlj7f8L5LIIr57/cvuIndp8U3Rfk5ezvtvweL/ZdUHvF3//O99b2T4yuKxxhCkDOGS6MR5fHt70VSjFgoVsouVcwWHlJKPOntG4nA0EN43k5pBNqBvnZHtSuwpddHOHoPWU7JKkCKkj9f6TmVHvsuEOBo/wsenx04O03/Lib6/zeWlpYOvG9ZFpqmbI0KRadQol+hOII+K9LQ8YM+f0dFf6NWRK+OWIDmoKx+9SBk667bjl0pZesTZkpu2EulelzX+i7gyChL2QRB3eSlgVE88qzmFlo2NoCl/Dq219o+WkFQj9Hnvde09gZ9LyCcz5Aye/LOAOKXn3p9xPMaKbi/juH7CsPDX2J9fR04mJtfoVB0BiX6FYojGPEPNHS80eYl6+lQhIvRcKliLeiax/rJ7tZHcifxhPHAMMu59eYNUtE6umCuJESIoLnDDX+QuJ3kXupuW/rt1eJczU41upn/hHH/SxQK7zS13XrYSf9Lpkd+sJyhRwl+haLzKNGvUBzBVGCEqBEi4Rx2V6iKNop+n6ZzPhLmfvrOyTtXiYckZobbLvqVf2+9dMF1k5IdOwn28dl8mt4tnasc3Qii6WF1ouy41Gnyhc8RQuDz+XAcByml+retqAuVp795KOc6heIINKHxXOxC/ce38eY74PPzMNM8wb/LUnaTa5H6r4GijXQgKOxpPPSO9Cu64NzroRW1FboFn3UdgKmpKS5fvqwEv0LRBSjRr1Acw40GRH87b+jL2TRnghNNbzftZDuQp1/9LNVFh0WVX4uwmG2vhX8XT3Qq/qQxTrMQ7g//CQA0TUPXOzMZVCgUB1HuPQrFMbzSf7XuYweDeX5XqB+BIG0bfLa1xRdGhxDC2c2jUdpTIGVpiiAkUopyBhC5a8EUpbwgB4I1ZWkpv7i3FHt5sS9HpjGFgYeHJyWelEgkrvRKDxdHurieh4dXft8rPRzp4kkPWzrk3DYHI/em0faZJ2ae4X5y6eQdW0GPpuxsBaJL/gGZxplOD0GhUDyFEv0KxTGcCY1zMTzNg9R8zcfOZQ4KoIv9ER6k2xPYqAuPx5l7tR8oQBOwm+HfwGDIAkOLowkNgYYmNLTSX4GGEFoxQeDu691kiGJvYnMwPaI4tM/+7bqAqHVQMJwNGBgsszvBYd/+e1kZBZqIkHYLpdWC3VSEeilcUuDJos+zJyWuBFdKHOnhSI+C9Mi7NrZ0cTyXgudSkDaudPf12cV02MXF9uqvC9EoUjo98RE9SwihCm4pFN2GEv0KxQn8kZnv5a9//o8abmenzcGNzaDPF2G98FF5oaFTnAuMkyjcOnG/iHmRrXztqRs1wA/4j/BC0IWJQEcTOho6mjARQkcTxqFVG03oCAyE0ClGdmgUV2VKWdelV8rasjtp2Z8b3UPilvbdnRxp+yZHOlBsdy+/epHMERVz24Uhch3rW9Kb2Xta48rWHZZ+x13CZ17q9DAUp4HdghWnjQ6ckxL9CsUJfGHweb44+AJvbX7a6aFUTbOMnhv5ba5ERkg6a01qsU46/IPvShuwOz6O44hYb3SsbylBiE7eTnrTvec0+/Sns79FyP+7Oj0MhUKxDxUxp1BUwZ+68EME9OaUre81cu5gp4dQsnxXt+ezSqfO3BR+DHGN97c6Vxyr2fnu24XWiltwl8Q37KT+GQVnrtPDUCgU+1CiX6GogmF/Pz9y9vd0ehgdoeB1Qw7002sRbRadcun3aWFm0yud6bzEKTaY106XXAtJgbXt/3EvGYFCoeg4SvQrFFXyeye+lcuRmU4Po0qad+dfy28S1BurTnwcI74BroZnuBY5y7XIWUJ64MD2kO7DEImq2nqWBYbXIVu/oXU2YLMl1vI2IUTvjr0a0rlfZyPxt5/pf5eKxtktznUaH+3mdP/iKBRNRBcaf+W5H+Ny5NlLRefJ1ln7R30xduxP2S58wnbhE2Jm+MD2IStcVRDvs06ndNV2YYHJwHBnOge0Hjbzt7OAX6fYSvzvrO38ZDHDkkKh6ChK9CsUNTBgRfmpF/4sf+TM93IhPNXp4RxJM3WQKz18+rnmNXgiBwc/41uv4dhn16LYKU9uISBmBk7esUX0suhvTQG/7vs3sJP6J8yt/j5yavKuUHQUJfoVihrx6xb/1dnv56df+Qv83Vf+Im8M3Oj0kFqO10EdUUuQZvUBv6ePTrn3AMTtzMk7tYh2Vr5uNq0Ze3dej5z9CU9Wv5et5D8EQMoC6exXkLI3060qFL2IEv0KRQOcC0/yk8/9GH/m0h/qKvHRqKvH7xkVfP+Iy/ePwu8Z1bgcWmnZ2e0aai0twJj/eVbzG0/tUcPJdM9H0HY6OTHzaZ0rzKX1sF/8aU7ZWRmH9Z2/St6+RyLz71nY+C/ZTPwfnR6UQvHMoPL0KxQNIoTg+8a/BBL+7oOf6/RwgMYtiHF79oAfv4aBKQYpNNkvN6QHyDqLAESMET6OP3lq5LWexzNs6e+QU7+GznJusyN9g7L0H6b7/w3k8h8gRDEFcsF51OHRKLoeKTtecbwldOCclOhXKJrE9018ia1CnJ+d+5VOD+UQE/4QMbNojT0blHwct7E9j4LnknAKJx4/6L/Oo9xiU8dkCoNhK03SKVYq3iw8YcwHY/5zhHQ/2cJbAKRrmWecwvtCtXTKvSeo95N18x3pG5RPf08iDFLZL6OJKAORP9np0SgUzwxK9CsUTeQPz3wPX9v4iPnMaodHUhSA3zfaT965R8F7goeDQCNe8LgYNNGFRdg4T8KN8d7WNtkj8vH7tDB3UttNH+Fz0XFWcjcPvb+ZX8b015shqf3CN6gP4Nf72Cp01mLZKUt/yBgFljrSN/S4cH42Df2sbP23hPzfzdmxX8c0ujchgkJx2lCiX6FoIrrQ+RPnf5D/6ebf7+g4xv0GVyIDxAvvHXh/NyjWlTautNkqfAbAtwyOYogAQhgITLYKbvkYv3GZZOZJ08eYcyv7YuvCIKA5pJreY3MY8T/PYm6FSf8YWXcdnz7OSm4Jn/Dhys5ZvN0OiP5R34t8st05wQ+97dP/LKTsPIqA7xUl+BWKNqNEv0LRZF4buM5r/dd5f7tz6ekEWySeEvzHkXIqr0wYws/tZHPdenZ5nFmm3zz8visd8tLCMr9QfO18jiuTVbXZyuw9Q/6XAEHKzZBx09xPPyxtKRYOGw5eIVG4iyftmjIOCTQi5jh5N07eq3+q0273nn5zik+2l7A7nH+9l2Xzs+rTr4kwlnG508NQ9AidKmTValRxLoXilPDHL/xAxyqFGkJHE7mmtNVvnW968O4ueS/PsO+lQ+/bMseTzB1mSw9NVF/xtRUiytLCDPou8jB9l4fpuyzn5ivut5ibx2GIEf/zNbU/7H+R+dw2AaOxWgiebG+m/qzT13HBDz2eAaeXx14npj7N+Yn3iQS/r9NDUSieOZSlX6FoAWeCY/yeiW/m3y/9dtv6vBQe40ywgCY/wfXSTWlz027lxEWwkU8x5n8J8Eg5i6ScvSwwhvBxLjBM2j7s938UrbD0R80pHmbmOMmmbHt5bC/PgDXIsP8lBIK13EfHHjPif44H6XtNGWc73XtC+gCPUmtt6+84mukiI2Vx5UUiEW0wwz0L7j2R4B8g7P9uXC/BevyvM9L/U+hatNPDUiieSZToVyhaxA/PfD9f3/iY7UKiZX0MWBGuRyOEtLu48g7I5i7up1uclWU5v85yvlhx92JoGtgT/VOBc6Ttt2tqTzR5dWXAd4GFXC0VgWE286A0FsGZwPPluYIhdDZyHwMw7L/KViHL/fQjyjs0qP/GfUGihoULLGWiNXwPBAId0MsZ5IQQpSx5ElHymRcIpNSwXQ3XiTIo8ki9ZGmXuycgkFKUT0ZK8BsCy8oiS69ludeioVuWj9x7/+AlkaX/7x65/7XEr+lVn+lxSAnLhWFc6XIlchHbvYPtte7fLrTGNSkvNQzrm07oSaJjU6jBBbAeBBYjfX8dQx8CIOB7A595raV9KhSKo1GiX6FoEREzyO+f+Fb++ex/aGq7fs3iudgIQ+Yajvc+QkjcFhklTdHanwgNwZngGH2mADRS+7xFTGFzcjLRp2iyu4QuouS95bqOlUieZB+WX/eZQ/i0KLo+zoP0XOnd5o03bb8LFK3wX164VkNUQfVcDZ/h/dU1oPqVpCt9Q2zI1gX7TgRifNNw4+0EjXHcfHGSezf5gKuRq9jeu403fAytSDe6VahuZWzQ92LT+34av/VSWfAXX19veZ+KU4ikF0JVaqcD56REv0LRQr5n/Jv4V3O/SsFrvNT8pfAYZ4NZpPwY+BRXtt4l2GqSFfUovmlgjLz9OQ4XWc7d3rdFkC58UHN7Ugr8xiQCA01oaEJDR0cTOmL3P6GV/opST7CS/aQ5J3QMKSeBXwuRsivHBDQrHkFKtxTU2/wvRz1j9DzZ0mjbZglnU58GHpRfbxYS+E+/901Lkbgn76RQKNqGEv0KRQuJmWH+/JUf4W/d+We4dQRaDlpRLoUjxIx5XPmVthTws7QQMesCrjT4JFFZoDbK85ExBo0tEoWi+45fbHI2eJXZzJ0GW9bYsWvzNbdEoC0h144skHJrXrsoY2khbqVGMTSDQStA0imgIYiYPiyhcz+9joYgoIfR0FqSzaeeoNlWB9o2zy/+4PVaz68xGXi+5JIkiejrZN3m1t/oVI2BiHkeU2g0bop4GoHPfA7X28STWWKhP9z0HhQKRf0o0a9QtJgvDb/E/yB+lP/59s/gyJMtX0Hdz43YEH3mOq77LkLQMvedSgg01vIOT7KtSdUJEDMECft++XXemSNoTXA2eBVTpIEg6cI7Nbdbj8B0sRn2nWczf7i4lpRpgnqIjNucwOhGCJuXyHib4NkknGz5/bXC/nSmOtnsVTzqc0lqNmcj/QwFfGxmT963Xppl6RcVrNKL+/4NxEKBpvSzn3bn9xKEMbQYlnsLu8lG+FjoDzMQ/bNYxllgNx5ELZUoFN2EEv0KRRv44tAL/KXrP8rfvPVPjxT+RfedHFJ+BOTxvM5k9Mt7SYZ8NkKMMZtZaXr7X+ifIGsfFvSZktW/flt4fbjSYdtO0O+7ioaOVnL/ARBCYyowwL3Upy0fR8ErMOS7DHiAxJVaOWRVILibqiY9potlfsq3jT3PW2sb5I+oslwvtX4dp8JBbmeak53oKBr9N9JnvYwkT8E73pVN04Lorh+X5qTDBdpWZMAwv0TKTZG0Z8FN0hd8E6/Cv8G629fHGO3/24h9MUC7gt/14iQz/56+8H/VtP4UCkV9KNGvULSJNwef56/e+FP8rdv/jKSTASBmhrgR7SOs322b+041bObvE9QHaIUq8bNJoSVhplCv7TTjxsm48YrbpASf1ke+SWlQj2IpN8eV8EXWcp8QNc/w21tP71Gd2HTJkuVdvmlsjN9aspo6xk65oxxHo+49jjS5nTy54vSt5CZXIy+UA6abQStTdmoiijSKwbopd4ekvXeOs/ltzhkjuF5z0q5K6QAHJ02Ou8ZO6p+zk/oXgEYs9MPK8q+oC1Wcq3ko0a9QtJGX+6/y06/8Bf7Jo39DUJvF9T5CCK+t7jvVknG3uR7qRxNGKRBWRwgdgVYKhi09RwO0kslV4Mo0yF1LX/HRZ0QIyEWkEES0PBPWTDm145rjsV04WXR1CiFgwBpnOffg5J0bYMw3SdYpijBdiwGVJyHVYhADmu1XU71oG/aH2N5Xd6FVaC3QkTGzn7i9fej9x+l5xi0fLs1JZStamL5DiDCrub0A9ZB5kaybAASmMc2STDMu8niyse8ZgOttkC28R9D3BrnCTbaT/5hk5heR+9btbHceyzjTcF8KhaJ+lOhXKNrMiH+Av3DtR3lr/V/w3uaHnR7OMUgy7iFzc12MmJcY5CvFF17pAUgxRrzQTF/p1lgSk/YsGjpei7KRBPQQyGWSbtE/35UBGhH9UsJCOkLzRX/1BA2TlULrC3g9vfoQ0AfxaX0gdreJckGA8r5CgJR4FBDCx2TgDJZmlttL2HOcCQ4Tt50D4j/v5bGMFwgbHhKH4hfZLG3ddcZyQHrF2gdCK/aPLH4ouyK/NCHWhde6tH1ib9VLStBEmJz7GICcuwHASOhFhN2cAoJLGz+GoY+Sr1BMT9cGMPSRpvSjUCjqR4l+haID6MLkm0f+ODOhV/mVpb9NyinehIvVQFvl+tJ9pLQX8LjVtPZa5X5iyyz91lk2C60Jbp4OTLK+r3pv2m3sPISAkNH8dKu1jKpdrkB6yWXEEiHC1hUepe/jUUssSuWJSbaQZCJwnbSTwtIsJBINjcXcGmO+flbyja/8BCMzDLYqmlcKTC2CpY+gCR+b+c8O7fIgu8SlJqkA11vH9SoXsouFfhhN+JvTkUKhqBsl+hWKDjIdeokfOf/3+crq38f2cnzn2J8l42zz1bV/wFy6m1cBqidsDDDkfbmiYgx773HDbwA2iBgSjXt5C7vF/vP1EDZiLRH954OXSBQOCsik02AyRdmN3vetwRSSId/LzGUXWUnfbWrbS9lbzIQuspJ7cOB6ruQ3mtJ+K13cPW+bAU0nLofZLlS+LuO+cXBb67YGGn3hH2lxH4pTjSeLj9NGB85JiX6FosP49SjfO/EXyq+DRh9/cPqneJD8Or+58n82zcWmUwg0NFHZB1rIfX7TcgcBxMxvZaNC+szqOmudimp2y2O+ScIG7BQ+x5UHRb7T4M1ACI2s24oVoxquQptmHQGzwL106zIErbQwlqOVl0iSQkqIcBfL9zIb+duH9olqNl6L62f1R/4UpjHV2k4UCkVVKNGvUHQhQgguRb+F6dDL/PyTP8dmfrbTQ2ob/bpBvXZUIdud+bw+hn3jxMwga7mPK243tMbOQ0qJT+/stSi4LlOBUfIyz3php2X96D28pqG1MJB3jyx+7xZn/BcpiCCu52IJHUEK6Xx08uF1IkSQ4b6/Qn/4j7asD4VCURtK9CsUXYxfD/Nc7Hfz22v/sNNDaRu6aCRTf+sEYK3yLGz0k3KKKxmmsDgbOgsyS8Kep+A+YO0YC6vRwIqFToCQcYnfXGtu9dhaWcokWMrA1b5hYKejY+lWBALE2L6gXwNJCo7wja8XKXdwnffRKSbW1IRFv0i0ZMqhiRj9kT9Gf/hPoOsDLehBoVDUixL9CkWXEzT6Oz2Ehqg9MLkBt5QWuvc4NcQZzASfYzn7McO+CSytn4AGG7nqraq6qN9KH9au89F6gbAe3C0xtu+yiN1cMmU0IbBdh6STBySXY8PcTTSvKFur7fCtSNnZLjTN5X4ewC09bM4EXsDHb7S654Zb8FuvMBT979G0KFDMWiSljd96EV2LNNy+QqFoPkr0KxRdTsHrXNrFRjgbvEhIkxjCrUnHm9LjXPAaUkqkgKybZS2/l8c/oEcZtEaLWRABkOW/Hs1M/3mQvJc8cptAYzJwCUc62F6epLOEEJCwl4Al+swxhv3XWc9Vl6lIr1PIRrUr3N2RrOaOHms1BHQLT3pNqegrAKRoWSWani74VKEaX3smMY2L/tH+v4nfeqEJY1EoTmBftttThSrOpVAonmY8cLWlOeLrRcNg0DeOlBIPD0+6uLIoEn2an3HtMZb8vOYfNl1zyebeKr+OWF8oJ1W8ELqKkFlShfcqHhu0XqnnVKoi42wzHbhYKky2V3hMlsqTbRUe43hZPOkhxcHPasdeYceGAWuGiB5kvUJQ5YHz0COcCfaTdZOs5xeqHqMt4zxONVY46kFiE9tzmAkNMp89GF3h4TEaCLOaTVXd3q2ddb5p7BJz+Sdk3QIS2dQFmVYWuGo5Fa5D2i0QNr7j0FntrtDsHiL3vUf5vb0GDWw0p5iDX+jPkRdje8dLyOvFquBCSDRZ/Fv8NstSS17puYfAK/XkIWSx0IYtJSoJp0LRWyjRr1B0OSP+i3zzyB/vOr9+Q7O4bvza0Ts0SYu57hwT/gss5R4ivTXS9nGZfVpnJnUpsHaCWD9pCFuFZbaAmcC1Y4V/ysnxWXyD69HzQHWiXxdBsoVzwHJV+x+F7bmA4El6i1cGZniQWiXl5AD4PPmYG7FzNYl+gG+sLKJhMuiPcak/zN1MndmZKtDLhv5KQ1/P36cZHv391gxDpedJRljOfH5ge6M1sEecv883jf5FbC/DbPI3GfRf5VzkuxpsVaFQtBIl+hWKHuCVgR8i7Wzzwda/aXvfg9YEkz6LT5OzB94veBkK2lUs706TezwohXLuEoaWJGwMI+VJfkI9rAD3EdKLKwWL2Q0Cepise7LINglyP1mbGD+JD7fmCWgmL8TOoGuC1VwcHY2XBib5eKu2mgUekvVcGmfLYyo2wlK+OdV6e7siQStXKUrXxXiN5UwVk9UaWct9wi8++S/LryPmJGfD39nb7lYKxSlHiX6FogcQQvCtoz/GWOAKv7Hy0+TcRFv67TNHuWItYbh3iJrfQsI+aIMUshU3+MNtOl6SmHDIOcdn9pE9IwCPF3uWVjzPuJ1gxDdD1j15YpWTG9wYMlhdaK7TRdaz+Xh7b7VhIDTMB0tLvDA8QcAwSHk57sSrF/Db+SwiHmQkMsC63XgNil75xNtNcTIU5nG29XU+ZsLfzjeP/qQS/IqWIGhZSFBH6cS/FiX6FYoe4nL0W5kMPs/X1v4RT1IfEjT6GLCmSbtbLGZuUo/lcNCaYMwKEOMRGttkxTVyMoiLRr+Yw/TugIAbvnU+ZxhdGOhC55yVQXc/aNsvlyurCWjuDdGhCT8xc5K4XdlaLtgr1jWXWcavV9eulGBpOoUWVVySEj5Z3QQEn64XhX7INLncP8y9xGGnlKPGoglBvxhhnWdd9LdOyeTcJI7vdZxC8638+zGEnzeH/3sMzdfSfhQKReMo0a9Q9Bgho/9ABd9d3tv8eb6+9o9rbu+SL47P+83y67BcIbz7Yp8mMeUdXjTv7PlQezRXcUkT23jl0GpCbfSGBHycuYUhLPqMITLu4VJkaecRUKxiOmj1kXbjJ7ap42MrO0PBa11+/svBST7c2T7wXtq2iRkHsyZdjAyRybkMhP3c3F4uB5y+NjgNUuBKiRBNqhjcGx9528m4GzzO1FvmrnqmQl8iYKh8/ApFL9Ab5SsVCsWJPN/3fQT0WM3HuTXk4Gjp6r31BXYKn5N3G/H17h0F6MgCPj1UcZuhFVMhngtNMWCFK+7zNLrw8dl2c/zkKyElrNs7FbflpcPrg2eIEiJMiAeb28ynEtxa2yDgBdAdiz4R5oOVZd5ZXiRgetzN3W/KuHrnE69E7/ssRMzJTg9BoVBUiRL9CsUpwa9H+JHz/5Ar0W+v6bh7OQ0pO/9TIAtfY1izGfW/SJ/1HEHjDCFzprY2WjS2VqGJKIO+ixXel1yPnmczf5/57OcVjjxMQSa43jfc7CGWeT58HrLRits8KQloPrbzOeL5HG7pg7A9j5RdIO+6bOayOF5xQ0Ymm+ak29tu5L32jT3MRq617kMKBVKe3keb6fydXqFQNI2Q0c/3T/4P/N7Jv4JGdY7gcXsdT/S1dmBVIAQg8nj272C67xCStwixwYj/ZUytr9PDawnz2bsY4rAl3xTgesmaBW3IqNL5vw6EpzGfquxm9MnKOr81/5iz4X5G/MevTIQMi5VC89xOelrznwLWcp9QqCK7lEKh6DxK9CsUp5BL0W/h20b/dNX7p7XWFbVqBOmtIu2vYWnVui31oASsaPG2WcnP1dSMJfr4aLO2eIgRf5SX+s7xUt85xv19x+674m7w8vA4Lw8VH6+NTPLG6DQXY4PlfXy6zlruaAGoCcGL4xHsfYHKjdLLlv4eHnoZVxaYTf1Gp4ehUCiqQAXyKhSnlBf6fx8rubvcih9TQKvE3UyS13wmQtQoxqSJblzAce60VHyFjX6CxgASSDurZJ2lI/bsQRlVQfOLOlxfLHmRvHe8Bd0QOgNWmAFfmGTBIefYvLM+D8CrQ+Ms53aOPHa9sMNYcIhvLB3MOPTyUNGneyIU4X58s+KxAvjimUEcaXM/97inhbriMA8Sv8zl2B/o9DAUCsUJKNGvUJxShBB8+9ifYSnzOTv2USK5SMaNs659DyPyPxy7n5QCw7yOJwbJeSlS9hO8wgLDehho3RK/Z38dKIrHgPFNR4r+XvSQriyAa8ts4xdDfLCROXG/qcAAd+PbzKfShzdKnYBmkvUOT/xiRpAp3yipvHNoW7KQYyocJeMU8I74BN4YH+dB7i7Q25Z5RWXWc58RL8wRs850eigKheIYlOhXKE4xlhbg+yb/B35u9v+Bx/G52++n5xkKRtBIVtyuGzfYtOPY+SfAk6e2HhaDreNo1ShbUiystchKwVwnVh4+iMFZtvKN+cl/vrOCr8IdQUNjXB/n7cXKE60HicrW/f1YhuSEr1/dKB/V7mA7/0CJfkVLEPKUFufqwDmp30uF4pQzFrjCl0Z+9Mjtfj3Ki/2/jz8w+d9VFPyaNo5rfBOr+Xlsb7tCC6CbL1Z8X9NG0I2XgerSTlaD5e1Vh41ZVxnzX2HMf5Ux/zVsAscc2UPUmMM+bZtV7SePWQvJuQ7nw6OH3nelx8frKzWNZz9nIjHisvVVYRWdRRdWp4egUChOQFn6FYpngNcG/3NCRj+3479JwcvQZ00wYE0z7L/AmdDL6MJESkkm/TyZwmfl46TUiXshcvanx7ZfkDqaPOy6kRdn2cnfwtT66BcCecQqQi047hMG/d8MUmIKF9d+u7zNFWMNt99+Kln6qzeLB8U4v71RXX7+tVycFwZGCOi+si//flae8um3hMGV0AzvJJarHs9+BDDRr/Eo1/oiUYrOYWkRRgIvdHoYCoXiBJToVyieEa7Fvotrse86crsQgjMDfwfXS/DB2l+g3xwDBKabJeceb+ndyn+KLkYYsK6gy22KPukW6/liDm/b20HzncN1Pju2nWoQAkTJx/9paSx7MJC3kvVd1uDT77oz2N4KlqYzEejnSXrjSHt+1rPJugUShcruWANWiK3CXmzGleAM3zjCracano9NsLmd4cbQBVIyxWym+dWCxW65X0VbEeg8P/Aj9FnnGPY/j0+vXMNBoVB0D0r0KxSKMkHrGmuZ3yLvrrPirgMCrcple1dmWM99dOR2KWJo+iSeuwnkkBIM80Vc55OmjF1K+DztZyU/iS40NHR0oSOEVnqtoQmBoPhaCIHG7l+BEAKBKO0jEOytXAgovSdL+0nErtIUHgKJlBKBVxLxHkUl6iKliyz/dZDSQQoPKT1EaXLk02Kl44rHCjR8mg9Zanf3v93xCgSWfIkHcZvFzAampnM+PMKHq5uEjBDPDfXxeXzx8EUC+q0I71aw8gOEjGJ15uL1gN1pVLHPPTSxe0WK23y6zrSvv3yt1pwkMSvA3Y0N8q7L/XX4zquDQPNFfy/Ty3MVXZi8PPgnOz0MxbPA7k/jaaMD56REv0KhAMCTNkupf8edzb+1712JJ/NHHmNpAwhhkHfXKMq9o3/FNvJ3AYEuholYM9heho38PYa05mR0iYsvMJetzw2lU4xYL/NPHyaAG3UcXbLAlyKzgnpRsKcdm/dW1oHKfv5vZRf3DkKy/3N7a3kRsOi3AlwIDvNkPY3MaYdWUA6usEjyOHzOXo2AiM/H2vYW7UihKnpYDfTeutQejswXJ7oqHZNC0TMo0a9QPOMkC/dxvQz3t/83tnLv1HRs0BjH8dYI+1/B8baQ0kYTfWiaBdIBYbKV+xAAV2ZLfzNs5ooBwSP+l5H215pyHjez54CFE/c7rby78vSEpxoxJir+zXsO8UyBpUSiynYOksznDx1XsFslDntXdB4XWN39SHLuFgFj8ORdFQpFV6BEv0LxDJO2Z/nGYv1FdRL2fUzhkc/v9/nfqyQbNC8SMmcQUiPvbmHL+MEGmuDjD5DkRe6ne0/wyy5NoJZxbO6zwlhkgOVkc+oveLUlJKoaZenvHE9SX+Fq3w91ehgKhaJKuvOOo1AoWs5W9l3eXf6vG2rDkwWC5qUjt2fsBxScR+TdB1hG36HtQgs11P8un+eea0o77aab5aohNMajx3w+NQ7elZIhX5RhX5QRX4wRX4xRX4xRX19D4+zF4O1eZNB3jR+c+Tm+NPqXy+8tpL/RwREpFIpaUZZ+heIZxJMFPlj9k3iy0IS2BKbWV8zQI3yHYgAMrR/H2z6iCFV1+eWPI801bqcqB6Z2O5UuSbfwUmya9+eOjpG41D/ISiZFsnB0zMd+3p7dBPSK28ZnNNwaC5Ip2svl2B8gak0TtaaR0mMx8xbP9//RTg9L8QwgpER0849lnXTinJToVyieQQQmzXIuiBdu4dOGiPheJy8tNG8RR0wCkHbzPMo94XzwixiaxPDiON4+Fx9tGLzZhvq/nX8Z6E3R30yaGVAZs/zcWt7EPeaepAvBpeggCTtP3nMwNI3H8crF207sLztN0NTpiwqe5JdIOtmqj1V2/vZwa+dfMx36ZgLGAJdiv49Lsd/X6SEpFIoaUaJfoXgGEUIwGf4h5pM/25T28t4GnnuRR5n7FP0+7u/vjUeZh6XnOhHjIj4tAEhSnp9gA/1mucjNZO/58nczAjhrDfNh4fj0mlLChyvLvD4+yaebK4wEw7w5Ns17K/O41CbG76wlik8WYaZ/ECLVf6YqT3+DSJ2g9RIZ+4Njd4sXZvk3j38/Q/5rRMwp/Ho//b4L2F6Wc+HvxG/0t2nACoWiXpToVyieUc7F/hgLyZ9DHipxVR879q4F/zi5JwgZQ8T04nO/935Dfd4tvIncFzj8LFPRfaoObvRNcHPh6Aq6LwyOoSEw9WJIWCKfJ++6zCV3WM+k8PtMbgyM8u5yfZMxr8bTkFKCLH7ndrPhCARC6CA1QIDQEKXnQmjF90u1Bhy5gxDeAVeriosmUiCEgYYJQi/17SGlW15lKVZ80AANIfTSc1F8XXofQXksjgwQNF9EoCExD//LER5S2oBRqhJRehtAyNJnXnyIffUh9mo+7CU4L9Z7KJTaK18lEBb30o85F/wiwntMwTu6EJ/EYz33Oeu5zw+8H9AHOBv5jiOPUygU3YES/QrFM0rAnGQ09D2spH+5ruMFBuf6foyIdYknif/EfPLDE4+JGKOMy99AHOc3UiUZeZYtx99wO52kmS6dXpMa+2xnifN9Y9zf3Kq4fSOdYSmVLL++t73BUCjIdCzGh+tLYDdmeHdrVP2ziSHeWn2+7v6uD15itXBwkqMh0ESxmJsmBK7nYcvmTI73M+qXbBW6wzXtceYuABdDXyRnF/31z0W+i0+3/jmzqV8/9tj13E0l+hWtwys9ThsdOCeVvUeheIY5G/tjdR1n6UO8Pv7PudT/E4yFvpcXR/46E8FXTzxu3BdDiOaI049y307chqnARSb8Zxn1TTIVuMBM8BozwWtN6aPVuLJ5HunNCoQd8oVYTiSP3B62LALGnr1ISjgb6SOVz/Py0DgAC6kEL4yMMR4K19z/UiLDRf0SPs3AFDo3gkdnh9rtvxEq5cr3kDjSpeA55Fy7JYK/W3mQvkvQ+gKG5qffd4FvHfur3Oj/4WOPeZT8Mq7XeFIAhULRWpSlX6F4hon5nmPA/2ZNRbl0EeD1sX9C2NoTY349yvdO/h3eWf8/+Xzn/zqwvyF8XA0OYHiLCOfXmhJ5mZWTvL29gXNIjBV9w8f9veFf3ExDT7MWDc4Fhnh77eisPffiG7wxOsVGJsOjnWLgrgf0+f28u7YIwFI6wVI6wblIX11j+MbjDSACQP+YA1ZdzVRFn9HHWmGzdR0cS3eGIc9m5gnpQa7FCpi6xatDP87F6O9lPv11HiZ+GVcWiFlnCRojzCZ/nZy7RdbdIqyNdXroCoXiGJToVyiecc7G/lhNov/q4F86IPh30YTBF0f+WwZ9l3hr/X/H9jIAxKxxLPerxZ2apHE+zX83jlw7cvtkIMJcpjl9tZJ4oTlSXVD0T68FDcGr/WfIygI3d4oiv98K8PaTpePbEvDu2gJI6PMF2M5nAYlT6VSaspLR2ijd5XS+W7V3xyh4WT5P3mXH+Wv80PRfwqcHiVkzxKyZQ1b/q7E/SN6NEzaV4Fcouh3l3qNQPOMMBb6F4cC3VbXvZPg/YzL8B4/d53Ls+/nPZv4lFyLfDYBPWHglq20zyMsRvrF9fGrI+UycqcBzTAXOY4jGawG0gqjRz1vr9aW4fBqtjnSdZyMDvD27jB+rrHkvhkaoWgELeG5sBCzYtLMspouB3KamE9ZMDCl4nGj8/FpffEsp/koUvCyP0x/zK8t/79j9+n0XGAu+0qZRKZ5FdvP0n8ZHu1GiX6F4xhFC8PLo3+Xq4F9GF4GK++giyLXBn+S5ob9aVT74kDnM60N/CoCl3D1u5idJ69/VlPHezH8vBc8+dp/VfJwPd+b4cGedycAFLM3HmP9MU/pvFiknjk+rXKyqHcwmt3hxfIR3nywxziAXrTEer8dPPnAfu77us4ltVjPp4nuey/XhEaYisabI6ZOyEjVanmA9l+JC8GxjjZxibsZ/i+Xsg04PQ6FQNAHl3qNQKBBCYyb6w0yG/wAr6V9lPfNbZOwFwCNkXeBK/58nYE7W1OZa7lb5uSOz3E3f51LodxN2vly3UMvLQb6+fXSQaSXe214ETFZzSZ6PPcdC9vMTj2kHHh7XY2E+2k403FY9l9NDolseEsF8vLZrehLvrhZ9+98cn+LWxhopu3VBno3aytJOAQNfU8ZSK71SXuBm/LcYD1zs9DAUCkWDKNGvUCjKGFqYqcgPMRX5oYbb0iu41dxP32Xc/12Mig/RZOWUkMdxq/D95Lx6gi4FtnT4cOcJ50MXiRg2y7kndbTTXMJmcyz9ok6beqNVfE9Kr/nO6gJT4SgTkQj3thoLlpUSdKGhIXCkt3fGPRA30G3d1srn8a/ynaM/iiY6tzKlUCgaR4l+hULREqZCb+LX+8m5B/26l3P32danueQ/j+lWX5yrIPv42naqwVEJHqVXebmvda4+4/4rfG0VLKFjaNBvmewUHGzPw5MSR8py1p5xfwBohl+/4Epgopx+Usqi9d9DllNaCkGpwJNEIIgYFpmEx7X+EfYXtS0WcSoeL4TAk/u96gWaAM3W8KQkk7K5FhxBInG9UkkoKdFDkrznlNqSpLw8430hJLJ0DTxcT5bTjAqKRbk8JEhZHrdEcm8njitjR+rj81Zjt7Grgz7uZ5T7ynGknR0epz7mQuTktLwKhaJ7UaJfoVC0BF2YfOf4X+MrK3+dkDHCWu5meVvO3eFmWuf54DUM73ZV7c0530HWzTVlbNuFbFPaCelRPByy7v5UQTprub3Xs+mjjx9sUipKgeDW1tHZjCrxXHiczzdqOwbgzdEp3ltaOnafs/4Ic+mdmtvuBI7n4HWq8k+jAQlt5O3N/x/nw680vDqkUNTMXmHp00UHzkmJfoVC0TLGgy/xX5z9V+iaRcbZIu2s8Turf4eN/F0kLmveJBNUJ/pN0Ty/8NnMOi/3nWcx+6ihdsLGWd5aKzDst7A9Scp28As/UG2+0M7dyQLmyT//Pl3nxaExEtkCMb8PB8nHiysnHqe1MUdEoxK0UnEuxWFm05/yayv/iG8f/aOYWmdiIBQKRWMo0a9QKFqKrhXN2UFjgKAxwO8/8/cpeBkM4eMba/9vEq6OSR6/8zWEOLry6ZozCKw3bVybeVl2d6kXKTVWcjlWcnsrEAvZ5qwi1EI9Pv05aWPpOgW38jXXhKBPBHh/7uhCXUfRMct5HXRU8vfYfOO9rV/i8/hXeKHvuzgXfonp4HVMzd/pYSkUiipRKTsVCkVb0YSBX49iaD7eGP7TLORWuJ1+zLr2XRyVnVFKuJ9prkKay25Q8MaYCV6ru42HycbErdekPM315OnPuvaRgh+KxbvMOlOKDmnNq8vQak5KCdpaes9VJuMmeHvzF/hXT36Sf/Dg/07Kbk6tCYVC0XqU6FcoFB3Dr8f4zvG/hi4sFrJ3sI0vVdwvwQ0Wso1lf6nEtp3iTnKTkB6u+dhx/3U+22kw3WaTNF8tzfg0nTcGzrCROH5FwpEe4/1hQlbtxc3mtmvL998YjV3EZruoPxc9x5XIOV7tu8LVyBmej51rbgddRNxe42Hqg04PQ3HakfL0PtqMEv0KhaKjjAdf5rsnfgpNmGy6gUO/gxl5ht+Iv94y3+ukkyXt9jFkjdZ03M2txtMXBvUmRfLWIHyfi47z7tIi8Xz+xH3fW10koxW4Oj7ItdHhqj+DtXQas23pHRv7XnhN+l4N+/q4EJ4g7Th8sj3PWi7Jp9uLaMd8Nq2vNtwYY/6L/MTln+GHz/5N+syxQ9sNYTHdwEqZQqFoL8qnX6FQdJyp0Bv8nqmf5jeW/kf8vu+lz/0VhIAHzg/yH9YleW+1pf2v5eNMBs6giw1cebTLyy715sV/mkQNWYTG/f2s5HYanvzU6lLkSsmtrWIsxfOTo9xb2cR2T3ZreiU6hSc83tueb60XS5dkkxn1DfH+1mz5tSh9S+4m5zs2pkb5jtH/hqg5TNQc5scu/l0+j3+Vpcxd0m6cIWuKF/q/iwFfbUX7FApF51CiX6FQdAWjgRv8wMw/5rdX/mfi+vcSc7+MKQrkTygA1Sw+2Zln2HeymB3zPc8vzCWABI2qWbdKAX82OMyHcxlivn6uD/dxa32H5ydC3KpDUKa8HOOhCMvpk6vwCgkvD41jaXu3ijcmp/idubkTj31vrpjWM2qFsPpgI39M7tJGaHCJvFlThv2TsYBuEjb9aEKQ8+w29N4aVnOPOBd+CQBL8/Ny//fwcv/3dHZQCoWibpToVygUXUPQGOJ7p/4OC+l3+GzLZEDL066fKQ/JZOA6C9nPj91PotEMsXYpMsZatrqYgJxXTFcazxd4a6GYW98jWN4eNnxQZcacB8lNLgdHWN6nwSdCEUZCYZDgeh6ulAQMg61Ejo8XD6+yvDE5yYPtLS70DfDx6jK2d3TfqUKBEdHCDC8N5+xsjvDe38rFyBgfb88CkhdjM9yMd776cz18Ze3/y1TwGlMVXHjybg5Ts9CE8hJWKHoF9a9VoVB0HVOhN/nuyf8Vn+9FJv2htvX74c4cA9YVzgSfI2r2EzMHDu2TKDTuq+7TDDwp2bEru/fMBMY4Gxgvv64krEwMBILno+cgF6u6734rwIPtrQPvTUaifLK0gudKbq6ucXttnXvrmzzZ2anYxicrKwz6A3wwu8SgEeT60HB5m6XrBAyTiOVjKBhkKhptWpaip9mtPNxtfLYzz5XIBBLBw/gGgabFbrSPiDHEoHWG31j9F2zk9tK2xu0t/sXs/4u/cvNH+bsP/kpV7nAKRSMIeXof7UZZ+hUKRVdiaH6+MPITuOIdfvrBz7St3zvJ3WqzEhBcCF2k3zSYy94BqrWnH0/ec0jblQNph6womhdgIRXHsgw8PDa2TOCgm8iDjSyXouf46qM1Ylb1lnSfbtDvN0gX8lyIDjLoD7KWSdU2ftdlIBDkIdusJdOMRorZjwYCAXZ2cjh45IE08OqVMd7Zbk7mJYHghcExfLpRGoeDbNRS36w771PDuJ1c5ktDF3Gw8aTHZ/HZQ4d04J5fNUIMcTdddB+7m/qLfMvQ9wPwOxu/Ss4rFp+byzxgp7DJoG+kY+NUKBTVo0S/QqHoar40/Cbf2PyA97c/bXPPRRX3ML3KuO8GG5kbjActvr6605TWRwJRlnNxrofPk/fyPMwsoqGRyfp4lF3mat8w626C86Ex3l4/7Aa0mEyzmCz66OhVBLNqCC5Hh4npAfx+k2/MznE7vQFAzOfjYt8gprZvReGEJufje2k5P1ta5YXxUaSAnZ3cgf2aEmcr4Y3RaW5trfPx+sGKwF+aGT/ioOroN/pIOI3HGziewyv9Z1gvbOFJD0963Iw/JC+dI4/pxlWKXdYKG+XnBS/Pb6z920P7fOfIDyrBr1D0EEr0KxSKruc/n/59fLTzeUdcCQaNF/nG2hKu9Lh3cuxr1SxldrAwmI0nyXsOfcEQruexmCp24ngetnTwa76G+7oYHmJ5M83dpaJbz8W+Qdx9LjfxfJ54Ps/vOjfDxf4BHM/D1HQeZLaOavJQFqGby2sNj3M/w/4g56KDeFIym9jhnZWFI0fSCNtZrW71fT40xqN0cRJyJ1m73343W/oNcbw88Gl+vmv0D7ZpNAqFohko0a9QKLqes6FpLoXPcSf5oK39jlmXeHdjBVfW5tQT1H2M+vp5nNmzSktZDLhNu0W3nm07xXN9k9h2gLdX57kcmyIjkyxStKAn7TzPR6/wztzJ6UpPEo+WrpOx99yDHuxs8sLoGJ+tHmz7q4+rF67VCFafoZP0Tq4HMBWKMR6MAALbc1nNpLA97xihv5/G7OW15Ol/IXaObTtdjiXo9jz7J6FrM6ScFLqmY2CgC52oEcKnOzzKHO+SdTF8A1PrvVgFRQ/SoUJWLacD56REv0Kh6Ak6YeX38Ch4R7tnHEXUDOIXQSxhUJAOGhqXI9O8v77CiwPn2LDXiDtpPo3PM2jG8Osm76wtHHDTWc2mcDyPrHNy/yfVDagUSJuv47xqYXIgwvCon/c3F0/cdzQY5t3Vk/drBbXUXMh7Nk/S6+XXU4HBVgypaYz4zuMRYit/Gw+Xp6dqAd3HRmHjQKDKln306s7BtlV+foWi11CiX6FQdD22Z7OQXT55xyaT96rz55HyKd91CQ8Sm1yOnWUpk2QsFECXxZ/bT7aWCBkWNwbO8yi1yKYd5+LACHc2XJynVhR2ClmoJkWohDcHz5Sfl8zQ5b8B3eQuB8Xco/gWmhCHJgSvjk/w/2/vzoMku+460X/PXXLfqyprr+7qvaXe1a3NkizJkm0ZLGTwgmVjj21s8MLYYzzA8AbmGUww4HkBM88RMwHEQMCb4QHDMzA2tgEv2MKyltbSi6Tel9r33Leb9573R1VX15JVlVl5c6ms7yci7cq8957zy6pW1S/P/Z1zNKEsaeBWo0C6aODc5HwZj0NdfxWjrnYvnptZfz1/KYGT0T5cj8+t//7WUe1Y+0gmjlMde3Ehc2nDc6vZvdel6PBpXkhI9Hna8Grs6qbbKpeqOHEheRXArRIxCQUqFKFAEQri2dH1Ll9XxNmx8UlE1FSY9BNR0zsXfwNZM7fxiTYzZRG7fB24mpqGQ6gY8HbgcnJi2Yovx8ODmMmn4BA6Lqfnkyhd0RA34riSmMV0Po2xTAI+/XZtfrpYwGyugLm0juPtA3g9fRlRdxSjmcSK/iWCThfi+fVLZFQh8Nzw2iPle8OrR6QNy8LdPX14YWT5dYl0DldmSo/26qqCk709GEkm0e72YBhr7zOw0QTekx19mM5m8GKDRvhvMSwTUpZevbrNEUBY6cJw4QZyVr6qInxVKJjMz5duTeUTOBQcgJRTG1y1OSG9G24timRx5X8zAhbmJxlXO6Fgh2dfdQ0QUd0x6SeipveDqecb0m/KnMVM3oOIwwtNaLiUnMCJyE68NHsNO73tCOgevDp3E6a0sMfXiUP+QbyRvAmX8AKIY9DXhqK0ECtkF0btb2tz+OEMuvDs+DCOtO3Ahdh0yRhCjo2T/o1KVNY6akgTuqIs21xrvWTdMC28dHMUXl1HONy+bp8vXhjH8QM9eHm29GhyrljEtcTmR/hvWTmheDOuJuPYH9iHrJWGT3djNFGApghcmkrAtCbR5+3CgZADQ9nlH1CqWZnoUnIcdwTs2YNCgQpV0aELF7x6P8ZyU0hmazf/pdc9iG7XQM3aJ1pKWPOPVtOI98Skn4iaXtwob+dau0kJOFUdve4IXpqdn+T60ux1RF1B3EzPwsLtyY6XUxM4GOhFr7MLry4kupeS4+jzBtHh8uFSYvmobiyXxbm5SRwMdWI4lUTBKj1nweeofrLkWmnxy5NjcDs0GMsGhDfOZLPFIibjabR7PJBSIm0UkCuujj+fWPuvml1T2OyYSjuRTWIim4RL1WGZOaSXTHrWhILrqTlcT0kc6XYhWbz94S1TLOBQcAcEBCQkipaJN5KlJx/nTQP7/N24mJwvU8tbBmKGDkf1e73BqQ5iND8GwADytS8beqD9CQhb1mIlonrijrxE1PTuihxpSL9CAEHdhZWp5WQuUbK++/XECG7kxnCkvQ2dLi+iXh3XsiMoijR6PSt2zV1Iml6PTcKjOeDXSy/N6dY3HptRNkjA1ju6sqa/nJWK9rW34fWxKez2hxGLZXG4vbPkeRdHZ3FvpPSIsFvTcKS9a8O+NmRj7pkzDXhW7J57+06CQEhdfndjppDEmdhNvBq7gTOxm3gtMYI2RxADnk7s8HTiUHAnut1hSAkUYcGjVb/86lJR1xGEHHdgpszJt3bocPbgeOj+uvVHRPbhSD8RNb0nuh5Fh7MNz0w/DyklitLEfv9uPNRxL74x9h387ei3atZ3l1vg5dkxdLtDGMvGNjxfQuJSchxB3Y2R7Pyo8GQ+BimBezp247mp+V1Op3O3N4QaTsdxvK0Xr8yuHiXWlI3HZnShotcfgCoEBASEWFjlDhICAgGnC/2BAIQQmM1kkTIKi9fmiyYORjtgFC0UTQumuXHS79eX7wC83qjvuStTcLaryJvL7wS8ODWMU9G+DfvaSNU78q5gLfnQ0+H0Yjp/++f0/eExPDjQjwvJoTWvn8onMJVffmcqqHvR72mHseJujiKc6HYfgZQCirAwnb+MgrW8DGw90/kYZgx7djsu13v6PgFN0evaJxHZg0k/ETU9IQRORY7hVOTYqmOHggfwzPTzmClUXx9eylj+dRyP3Im8qWE8Gy+7hjxuLE/ehABeT17DvdGdGEmnMJlaPsny5ZkR7A924OKKMqC18uk+TxA9niBmMhnkzCJG0muXQN1IxRa/PhXtxYsjS+rsBfD67BTa3R7MzZaXcM4kl+9gO5NI41hXFwzTwpW5mWWlPrqi4nhwAHPFLG5m55Aw8ssXBqqStHmt66Wblu0MRDA1tfS9Crw8msKejghGc+WPrseNDOLx1SsZ5awiXkteWXyuQIVDaYOEhEPR4VLc0IUGTdGgCQVOVYOQBuaMYeTMJOq9vddDHT+GXb6Dde2TiOzDpJ+ItrQjoYP4L8e/hP81/DV8deQb9ncgJMYK5xAQR6ueNGrCwtnEVezz9UC3QqsS/LxpwaGoy+r7iyv2J/DrTgy4wzg3M4mh+PySon2+FaVD67iWnEN/JADDslAwTRQsEx5NR5fHtyzpFwBCbhcM04IpJSzLggUJw7QwmUwtnqcqAnlp4trw/EZkB7o78NrU/PsabAtj2sjgX67N38Ho8vnQ7QxhJpNF1OeFR1Q/X8GO0vKD/l68NjsJCxIFbcn3e8WPO+pyIxoqIGZkqu+0BAsSOWv+w2DeyiOJ1BpnSuzzHcZErvTk71p4uONJvKP7/XXrj2gRN+eyDZN+ItryNEXFTw/8BBJGCt+e/EFN+ohbr+KB6BFcSaYxlo1X1VbMSOFSzMBOfwRtLi8UcXv9nW63D5P5FK4m58s2cub8pFK3qmHAF0YqZ+DczOSy9jaq6V9qOrs6YU0W8kgbBdy1q2dxt1lFETCtpX+UJC6MzuBYdwdgAtmCAZdDw+72NgQ8TnT4vcgZRcwulDR1+b24np5bNnI+nkphfCGPDXtdyybM1toObwTXYgloioqoy4surw8QEkIInJ4YhbkQZqZ4O6ZbZUsCElG3F6oQmMzH7Atq03c8BC6maj9hV0DgZPjNeLDjHehx76h5f0RUW0z6iahlvKP70Zol/UIAE8YZ9Po6MbakCuZouBu6Ng5V9uC56fLWnJ/MJ/BA/w78YGgK15KlypIkdgfaEdG9yBkWPHAinTPwRq50/bYdlTIpo4DnpkuvPHPLyc4evHBz+Xs80N6BF4ZG4AiqyBaLONbRjfFUCu1+H0Zn1hqpBlQP8MIG/dnNlIBpmhhKJzBUohzqVEcfXouNwoKEKhS8MjuEQ+EuXE1Ooy9sIqD5cb68/drK1Lwr4AS0MN4/8Gns9R9udChEZBOu3kNELaPP0417Iidq2ke8OIF9/uji86DDQrw4BadarKid2UzpJTrnCVxJzMIhNHh0HYpQEHQ4EXa6EXG5oS9M7t0bjkARAjuC5Zf3VEUvkaRKie6AHxmjCAlA1xSc2tmLnFx/FN+y6c52uTc5ypkQLQFkrSLylomMWcDBcBhRv4l7esIYyk7jfPJadcGW7LH5+LUgPrnn15nwE7UYjvQTUUv50M5342LyCuaM6kpw1hN167iYBI6GezBReA0AYFiV/Tq9EV97yLjbE0Cbw4PT08PImkUM+EO4kUgs5oj7Ix2wTAnpyuLunm5IZb0PEPa5mpyFIpYn7H6PE363E0OT8yPnr06Or1qppxTdUHHAFUXRsnC5sPna9HLS5j3+DqRyG8d0q61DkQg8LgNX0zcwZuvI/nLNttR9m6MTb2p/G+6OPAKX6ml0OETzJJr183F1GvCemPQTUUtpd0bw+8e/iG+MfRf/PPUsxnKTG19UoYnCGRxu8yBjnVl8TRGlS1n2B6KIuNIAJBSEcSWRRNTRju/Hx9ds36VqODszsaTt5dnhjfQc7op24Uo2hqHcVQy6oiubqInZXBYnB3pwbngSx/q6YUqJ58aXl/uUk/ADwOvj84l+1G9fcunVHOh0B+DXXNDE/K5XaaOIszPjKKeURkDiwb42vJ68AaQ3PL2l7PTsx8d3/Sqcqmvjk4loS2LST0Qtx6W68K6+J/Cuvicwlp3AK7HzeCV2HufjF2FsUHZSFiGRs5ZnhVkrDlUoyza3anN40eE2MFG4sfDKTewNHkY8IzDgCyJnFmFJibxpwoKEJS0ULQuaWF6Koq547td1vJS4urhBWCUTeavlczqxp7MNz4+VN39hI8LGuvZ9gS48Pz5a4kh5feiaMZ/w101zDF8qUPDe/p9jwk/U4pj0E1FL63Z3otvdiSe6H4UlLQxnx/DXw1/Hj2ZesrWfpDmNw5EgfOoOPDM5n3juDYYwUXh12Xlj+bNQVR2d7fMfPmLJO3A9dXtS6V1tO/Hs6DBuJar3dPbhWmoWnX4XMkUDOdPAznAAZxKx243WMXd8Y2oak2n7hsHtTPqtMnYTXo9LB5C3J5ZyCIGmyPvvjjyCqKu30WEQUY1xIi8RbRuKUDDg6cXn9n4cb+96xPb201YcE8YZ3Bf14K52YNY4u+ocIQBL3L7bsHJCq7UiC5QApnJpTOXSSBcLMKXE6akRdLkDi+fUc6Q/mbc3Kw5HnFVdv/RDQ9UfIER95kYsdtcECT8AnAg/2OgQiNYkpGzZR70x6SeibUcIgfcPPAWnUl3CuZZp4yYS5jSkWH/kOaj2IGksT6INaeCe3h4oAtAVBZO5UnMFBHrd4cVn9fzTYdr4hyrscWEyu/aynuXw6QIPdHfjwe4etHkEer3eKlqr78zaajd7s8M7ut7PXXaJtgmW9xDRtuRSnfBrXuQLdaznWOBWAvAq3cgVfJgrjC07di4+ioDuQtDhQrfPj9djpScix3O341bqlaxKoGhtroRGQq4aid8dDeO5maGqQjKVHM4nryw+H/DtwsiK8qOQw4mjnSFkZQJe1Yvv3lhrtaD6joM1urznTW1vw6OdTzUuACKqKyb9RLQtTednMV2YbUjfXgzin4amAJReDzJrGjja1o1nJ24lxKu3br0Qm4bPrSNr1m9X24jLjdgmy3tODHbBkCYcioapXAoFy8TpWXsmAy+18kbEIwNRXMxcx+vpKQDALm831toKV9Q5A2/kOH9Ib8c7up9uYAREVG9M+oloW7qcsnujpfKljfV/9RqWibliEgfbw9CEgrxlomiZMKWFojQhAWhCwWRu/kODnZNh17PTF8Ir8YmNT1yiL+RHR9iDC/EpJI2C7TGtLJHxOFS0u1yYzuVwItqG86nLy45fTY/hWG8bNKHCktb8AxKWlLiaqe6uQ6UauUz/Wzqf4mo9RNsMk34i2pYmczMN6ztX3LhE5kqq/A2r6jWPV1ily1/cmg5dVWBaFtLG7TsPXX4fusI+PDddu2R65Vu/kLmEI5278exwETml9M94NNu4n30z8GtBnAy/udFhEJVHytW38FoBJ/ISEdVHzqp/Lf8tHvcNPNYX2PjEMtVlpF8CQ/Hbuxy7NQ3729pwoL0dgx0hxEQWHt/8ONLJHd3Y3RfCpJKoacI/H1bpP5z39YUxXUiUPNY8GpPI7Pcfg644GtI3ETUOR/qJaFtqZGlF2ppFGrN4rO8OvDErMZyJb3xRg3V6fJiayyw+3xkO43xyeanPTC6DPW0RXEpPYzafrU9gJX6QQ7lxJIzM6gNNRqC6fQU2y6GwrIdoO2LST0TbUlC3b6R9s+bMi9CV/Ta0VPuPMB0uL3xhJywpIaWEw7H6RvHx7m68OD0Cq8G34uOGfZuH1VZjvk9TefsnUBNR82PST0Tb0nS+MSv3LOUUPkTdLlyrbqn6uty1ODe3fFT/eonqqLwsNiDh37q1vkLIhoSfs3L175RosyTQoJtitdWA//ZZ009E25KuNH7MIyNjtmx2Va/VezaSL9R3R1tgK6f8aNjkxGxxq9wJISI7Meknom3px3seR5+7u6ExqNAQcG7ptHWZN2am0eOtd9nUFv7+icbEPluYQN7kaD/RdsOkn4i2Jbfqwvv6n2xY/+3qnchk77RlQ6i67ci7AQEBp6o2OowtpDFJvwULF1NnGtI3ETUOk34i2rZORo7iTe2n6t6vlMBM1gGnotiU9jVH0q8qAtPZ5l81p3k07i7Fq7FnG9Y3ETVG44taiYgaRBEKPrn7Q4gVEjifuFC3foUAvJqC09PTuNfVhrDDjbnC5pe4bI6UHyhaFhyWijbVs/iarqoYLyRr1qfcwpv2NPLndjb+PJJGHH492MAoiDYmpITYwv+dr6UR74kj/US0remKji/s/3kMeHrr2q9DtZA1DVyJ55AqFurad60ICMzmcsse4+kqlyba0NZNBiTqP/H5FlMW8fzsdxrWPxHVH5N+Itr2PJobv3LgM/AuGaGuJQEVL03P7xY7nI7DsKpL/oRolrH++pNb+K03anOuW56d+UeYsnEfPIiovljeQ0QEoM0ZxkcG34evXP7jxdd8qge9nujCkpgSEqvLSeSSr6QEIJaWbYjFY5aUMKUFU5rQZA/yHhPdHi9MS6IoLZjy1jkSRdOa7wuACgV+3QlVqBAQUMTCAwqEABQocAsH7h7ohmVJGJYFwzSRNyzkzSKyRhHxXA5FqzEj4ooQsEqMxqtCYDAYRpvHBUXc/j4t/e7Jhf+59X235K3/n/8+mZYFn2phh7cdAreXLr3VnLj1ysLPZOnSpopY3Y8QyyMQEBDidjtLv17aplja/vw/FVgL/x4sSFiWhBDzP2Nz4X2Y0kJQNxESOyAFIKUFKSWkkJDSKrkMq1MYcCkGhBBQsPLfmVxz6Va5cE/hQnp22VUxYwYz+QlEXT0lryOi1sKkn4howQPtd+Mvhv4OU/kZAEDKTGM0exN5y+7ym2H4vKWPBLEf37xmrEiTq5gcq88/XIoKj6rDoWrQhAJNURb+X0WXI4DJVHZZEnuLxPzqQIsJ7a3XpUTRMqF4c8hZBoD5ORIrE08pLVimgAkJU5qQkChaFtJmHiNyFCNVzvvdrXihaqXnY9z64FSWcu4YyDW+3oACgV7X6s3gJiv8Z3V3sA9t8h8qu2iJQ2378YNkByYLt9fpdyiOTbdHVBfzn/obHYX9GvCWmPQTES0QQsCpOBef7/PtxPXMlbrGMJ4MQWLK9nYNy0TcMgFj9bFAxIXXYhOrD2zg7t4unEnaH2tlmj8ZkDbFGCtqaKtiRdRC8QIe9KXx9bku5BbKeoqyaEtsRNT8WNNPRNuOlBJfH/s2vjH2HUznb4/Anp49g+Hs6JIz65cQOUUQ1yeO4uXpBiTRm8hJ291uXEyP2B9LpRq0wVUlVGHP3gV27N5cMIdxMhhefH4jc6nqNoloa+BIPxFtO+O5Sfzp9b/EAf8ufHviB3AoDhiyiJuZ5UmsYlOyVg6ZvwOjmcpH223pu8Lz7+vvxkwxgZvpxo8S2zWKXkuKsGd8bbqQwF4VqHbedqc6DMAJQOBHM/+Eu8IP2hEeETU5jvQT0baTNwu4M7ALV9OXENTduJK+sSrh3+sbwNX01brFNJFpXAJd6QCyUCRuplfXqDdG8yf9qk0r8seLc8ioD1XdTqH4On6yXcM72kI44TqNq7O/B9PK2RAhUQ1I2bqPOuNIPxFtO0UYuJSaL2sYyg5hpycKt+bDbD6OifwM5lfbKVH8XiNu0Y7nY3N162+lSkfLkw38gLJK8+f8to30A0DMDMNrw2cIw3gRKoACgKHERUxn/h6HO/873Hp/9Y0TUVPiSD8RbTtF63bSmjWzGM2N4krqInJWAncGduGAfwBD2aE6RlR6Wct6qbTns1PTOB4eqEkslWv+rF+1cR+FgBq3ra2lssUbODPxYeSKoxufTERbEpN+Itp2XKqz5OtZM4tLqYu4mr5W13iycgpdbl9d+1xmE7eZXx2ZRYergTFvIYqNSb9awztQueIwXh3/EPLF8Zr1QUSNw6SfiLaddmdbo0NYTgpM56pcsL6a7jdxTaZoIIyQ3aFUbgus3qPY+adW1HYH3VzxJs5P/gKkbOxuwURkPyb9RLTt+DQfIo7wxifWiV/pR8GqbTK3HmuTE8rOTE41vMxn5Q7JzcjOkX6nrH35TbLwKibTX6t5P0RlsVr4UWdM+oloWxrwNM+ExaQ1DIdSv+VBV6ombT4zOosOZ+PKfLbTkp0AUER97lJdj/0+V/QhajFM+oloWzrg39foEG4Tlq2TPStlWZtPnNOGgTalcXdNRCOGyypk50i/hMO2ttaTKw7jwsy/g2HWZuIwEdUfk34i2pYe7XwYIT3Y6DAW2bHb6mZV2/MrE5M4FOyxJZZKbYmRfpvW6Qfq+36n0l/Hs0P348rsf2SNP1ELYNJPRNuSW3Xho4MfanQYi96y08Ld0WhD+rZsSOhGY3noDShRklthIq+N5T2aSNrWVjkkDAwn/jvGkv9vXfslukVI2bKPemPST0Tb1vHwUdwZONjoMAAAMesKZnP12xBsqWrKe24ZTaZwJNCAeRJbYATazsItRTam3GYo8UeQsok2ZSOiijHpJ6Jt7e3djzc6BABASBzH5URjduW1K20+PTqF9jpP6pVboabf1vKe+tT0r5QrDiOeO92QvonIHkz6iWhbuyNwAJrQGh0GGrJ+2wLTptHyXLGILr3eeyA0f3mPHVSh4eGQC6p1vWExFGWqYX0TUfWY9BPRtuZQHLgjcKDRYcDeIpDKmJZ9HzheHB3Dbn+Hbe1tZDuk/If8g3gkkIHbeh4NXOQJueJw4zonoqo1w/AWEVFDPRx9EGfi5xoaQzrvBpAAAPR6g4g4XTg7O1GXvos21PTfJuCRbhvbW99WKO+phEtxY7enC0IAfiUHHy5Dtf62KTYedqqNmWhO25yU849W04D3xKSfiLa946Gj6HRGMZGfbFgMXtcMAGCHLwRLy8Kr++vWd9Hm3YBns3lb21vXFkgGFKGgnM9VAgIP+W9Alc/NvyAXDzSFgPN4o0MgoiqwvIeItj1N0fC+gZ9qaAxxeRGPDfRC1QuYKSTqmucZNpb3AECHt44j/c0wBL4BpcwfZkiPQLHGaxvMJqjCi97Av4JT62p0KERUBSb9REQAToZPYJ9/b0NjmCkkMZ6fX8Gnnqls0eakv562wqZRosxC/F1ub0Nr9tfS5Xs39kR+tdFhEFGVmPQTEWE+MXt64D1179evdqJNOwKPElk+IlzHEWxrC5TIrK35Yy93yc6LmVhtA6mAIpwAAKfahcHw5xscDW1rt2r6W/FRZ6zpJyJasNu3Cw+0349npn9Yl/4i2h48M55FUU4hoIfgErnFY1lr/mtVCChCwJISCgSMJSPbqhAwbfjDYdfoslvToAqlrh8itsJEXlFm0h/RgzWOZCkFAecxRNwPwqFGUTCn4db64dL64NF3QVMDiOdehkONQFXqV65FRLXDpJ+IaIkP7vhpXEtfx0h2tKb9RLQ9+N5YevH5Ll8HXpq5vSTi5eQYjrfvwFh+AjsCIVxLj8CwTPS5ovCoHmSsLEZyE5AScKkOKIV2jKQTm4ql3PKTjTh8eeStIubM+v1pkVthpL/M769LUWsWgyq8CLvvR5vnLXCqPfA5DkJX1/+QEXRx4i5RK2HST0S0hFfz4FcOfB6/+drvYDI/ZUubUq4eTY8Xb8KjdiNjFgAAxRW16VJIXMhcx13t3Tgfvwlgvo2RFSsMCQHkrQKkOoq7u3fg+bGZiuOzqlyy8/7+bhSFgTOxEQDAUKZ+OwtviZr+Ms/L2/BeNCUEn+Mg/I5D8Dh2w6X2wqX1wqn1QAhW9BJtZ0z6iYhWCDlC+OUDn8eXXvtdzBmVJ7AeJQyPGoEli5CyDZpiYsp4dfG4T4liPB1FxrydoCeNLCIOD2YLmWVtpQpF9HvaMJRZP5kXAtDgrDhWwJ4deW8l/PUmhWz6sv5yR/ohS39AXMqt7UTAdQJ+x2H4nYfg1gYAKBBCgSrcEE2xuzSRjbhOv23424GIqISoqwP/9sDn8H+e/y0UrELJc8JaL4pWFNmiBa+mwqGaSBsKXpoeAZBcOGsYD3V2Ll4jpIJ4rgdXU8s33rqRnsEBf++qpP9CYgr3dPRvmPQDQKEo4VQ05K1iRe+1mnkBbk2HImtXlrKRLTHSX2bSfz17E13BtyMsv7nqWNB5NwZCP4ew6wHbyrGIaHth0k9EtIZ+Ty+eHngv/uT6/1PyuCba8Oz0xiPcz0/N4njbcWiKCcN04fvTQ6vOCepuXEyW3oE3bRhlxXu1cAlBv4oOZwRe1Q1NOCAtFZaU0BRACguQCixLoGhJGJaFTNHATKKAqWxm4w5WuLe7B5fyQ3gpdQmn2nfi7NwYcmZ5sdqn+ZP+SopqzqQSGHT/BCwAbVocXeoYdkV+GRH3A7UKj4i2CSb9RETreCT6EL4/9Qyupq+vOmYhVVYbOcvAs1PzHw66XWF0uYIYz8UXj9/dNohM0cCZudWTh/s9Ifh0HQKirEmrRZgYq3AuQs7lQNitYb+nH9dmU5jIlPe+pGoiJwsQAnhp7jp2+6Lway6cXjIhuda2xuo95cuYKZxPzX//DwXuxo/1/1cI0bg7KUTUOjirh4hoHYpQ8Pbut5Y8ljYnS76+nrHcHNqdLqgLJRonIgMoWDncTM0uvrbUSCaG+TVqalf/KSFRkEWcTV9D1jmD+/q6y0pUlRV/Qq6kJvFK7CaiLj8CugsAoNV48qjV7AX9ACpL+wFVaHiy52N4escXmPATkW040k9EtIFT4RPwa34ki8llr+esFAJ6GxJGtqL2LqZGcSy8EzfSc3gtfgPWwmj1qfZB/Ghq+Si5BeBHU8O4p2MQr8auVfU+ymHCwpn0VRzq6YJXceFWwjq/1rxANm/h4twMAg4nruZKL2vq0gQ6PSG4FB2AwAvTN2sWr5RWpTl13SkC0IUThsxvfC4UfHTw32O371AdIiPaAiw0/X/jm9KAm5RM+omINqApGk5GjuO7k99fdazbHag46QeAs/HrOBLahVfn4ourtRTk7Qm4h8JdEKKIdDEHp6JjprC5NfjLUWqs/Gp2fM3zNb+CnEjDMM2Sx0eyMYxkYwAAXShwqzqyda/1bw67vYN4vPNJHA7eiWvp1/D3Y3+G4ezlNc9/tPPdTPiJqCaY9BMRleFU+K6SSX/QoW+6zddiN5YtzzienUObwwtDFpExUxjN1m+9+0qYsGCWWVVjSAvHw114PTaBdLH0KkjVKHeuQz2F9RDe2fN2nIqcQMQRXnx9l+9OfHLPl/CP43+B7019ddV1A559eCT6U/UMlYi2ESb9RERlOBjYP78Trnl7lRsFGswqNrYqYvlI+WwhBb/mQqGYw2jlNw82RRUKan3v/OW5G4AE9oeiCGhuFEwLWdOAYZkwLBMuVYNPd0JXVIyk4+jxBPHiTJklQU22fOU7ut6Kn+p7Ei619J4JqtDw9u4PoMPVi78a+sri634tjPf1/2uorOEnohph0k9EVAZN0XAidBIXEuPIFr3IFk1cTc0ia9q7KVWymLO1vaYhgMvJjSc++zUnkoYDHnX+DsreYBSvzjZm469KfWzwZ/Bo9KGyzr0r/DCups7j9Nx3sct7CO8f+Bz8eqim8RFtRUJKiBbcnKsR74lJPxFRmaLOg/ijiTcAxBodSstKFvPIWdPYE+jEubnxhQnEa5NSNsUkv/f2vavshP+Wn+z7eTzU8SQ6nD1QOMJPRDXGJTuJiMp0ONTf6BBsJ5twBM2wTFxNTeJAMApdUXCqfQBRlx9Rl7/E2Y2P/6B/H57seaLi61ShotPVz4SfiOqCI/1ERGXqdAUbHYLtGp8yl5a3iriSmsCewPyGXz1eHxKFHPq9fVCFMr+3gFXEQ20GLqTSmCgkN260Rt7T/y6IJptbQES0EpN+IqIypYsbr7O+1TTbyjdLWZC4mJhY9tqNzMyy5yeir6LDWcRuXyecSjsAHXOGilfiay85aie/5sN+/5669EVEVA0m/UREZRpakXC2go1q5pudEAAkkDAmANz+gPCmSA804YZcWCFJ4PYqRQJiyao/yzcfk3DjR7OzyFm390xYT4ezzZ43QkSlSTn/aDWcyEtE1LwuJErvQLuVbe2Uf+2/m3Fj8z+rY8E2xIv9eD05te55LkVHn7t30/0QEVXi+9//Pr785S/j9OnTGBsbw1e/+lU89dRTZV/PibxERGW6kBhrdAi22/q16PaPlqWKM9BwBvdFuiEAOIQKj6IjqLnQpnux19uGh9q6cDJk4P62/bb3T0RUSjqdxtGjR/GVr3xl45NL4Eg/EVGZWnGkf6ur1ZwECQtJ40XcWWrBIACzC5sLdzg7a9I/EdFKTzzxBJ54ovKVwm5h0k9EVIZssYAbqfXLPbYiZcsX+DSWrpTeeZeIbGJJQLRgTf/Cbu6JRGLZy06nE05nbX6vsLyHiKgMz05fhNXEK91s1lYv72n06kN+nRN5iWjz+vv7EQwGFx+//du/XbO+ONJPRLSB2XwK/+3SPzU6DGoyQT0Kh+JudBhEtIUNDQ0hEAgsPq/VKD/ApJ+IaJmcWUCskEG8kMF4LoYfTl3E10deRt4yGh1aTWztcX6gkduL7fbd3bC+iag1BAKBZUl/LTHpJyICcC11Cd8YfREXErMwpbWwbruEAHCirWPhrPnnUgLmQrospZxfNnIhexYAVCGgCEAVEoqYv860BArW/HrwqgJoioQiJFQhcStxlVJAwoWcad1+baFVCQlrYbnq+SssWBKwpITEfAwW5g9a0oKF+WOWnN+5Nl7II1nMrXrfdq/TH3E4cVfUvxDxre+IXOxHLnx9O1Uv1b8s8boApIQUt1osIm9loSsnYVgv2voeyqFAxb3t7657v0TbDtfptw2TfiLa9pJGHH9w7TdhWHnoOqDXoA9VBVYWgkgAy7aAEoCAhpDWOZ/Uo4DX4xHEjUzV/R9v34nrmSvwaT64FR904YIQOhRo+Mdh+3avnS3kUTCDuJF7w7Y21zOSVfBw9AQK1kt16e+Wvf57EdSjde2TiLa3VCqFy5cvLz6/du0aXnnlFUQiEQwMDGx4PZN+Itr2/mHir2BY+UaHAWB+BDtjjSw+PxgE5vKDuJCsbo8ACcBCEYliDAnEFl/XhQYgXFXbK6UM09b21mPBwj9PpfDmjqMoWK/Wrd972n6qbn0REQHAiy++iEceeWTx+ec//3kAwIc//GH8yZ/8yYbXM+knom3LlCb+9+if4tmZf2x0KGvKWzPw6Qn4tR1IFrObbmetO8mmtDbd5ho9IeRUMVP9zYmymdLC96dyeKjjEArWuZr3N+g9gV7PgZr3Q0S01MMPPwxZRVkQl+wkom3ra6N/hmemv9noMDZkwcA+f3VLQ661Mud89f9q2iaW8mxzOPFwrw9XMvUp7VmqKE08M12EQzlY876Oht5a8z6IiOzGkX4i2pYsaeGF2X9udBhl82i1KZlRVoz9PN7XgQJmMJabwE7PDkgA8awbz09NY721fo61RWCIEVzPbP5uRLUKVhE/nHbg/ra9KMhLNenDpfiwx89Ve4jqp0Un8jZg5TEm/US0LU3nx5Gz6liDUiWB6pYMXWuVnqWbcz3W14EbudcWn1/P3Fj8+v6eCIJaO34wmkSqWMS+YAC7gyoAQBNOnE3cvq6RclYBz8+5cSrcB0MO297+Ax1PQ1dctrdLRFRrTPqJaFuayo82OoTKiMpG+u8IDGAyfwOaokKFjvH8jZLnCQBBh477ugK4mlk7cZ8uzGK6MItTXT1wKgGM5IZwJVMAAAy4d1YUW62lilmciUdxKJiBKWdta1cTThwNv8229oiI6olJPxFtS2fiP2p0CBWqLOlXhEBBFlAwAWDtkpuiNNEdGMfVTHkfgkZyW+PD0kwhgSupfdjlPQsLaVvaHPQd5w68RLRlMeknom0pbsw1OoSySQnECwEAibKvqWQa7lqTeWvRVz0NZ6fhVo+jy/UcZJXlUQAQdQ7aEBURVYSbc9mGq/cQ0ba013eo0SGUxacOwq3cg1djldWnX0tPIqQHaxTVCs2a9QO4kpqES30IdgQ5mb9WfUBERA3CpJ+ItqU3tb8NAc3eTansJCXgEPfimSkDz85UPiE1VcwipHfVILLV1pok3Ghu1YmDQQ/OJc8i5DhedXuXks9hJm//5GAionpg0k9E25JL9eBdvR9pdBgl+dVDuJLcg+dmhiCrWNZtOp+0MaqtRYGCOwJdmDXm5yCcjg2jw1lt4i9xPv7d6oMjImoAJv1EtG0dDt2Du8IPNjqMZdxKJ87Fjap2370lYdRnSdJmG+fXhIpDoQBG82eXvf6juWF0uo5U1XbesmdSMBFRvTHpJ6Jt7d19n8CAZ0+jw1iUNHZgtpCypa29/k5b2tlYc6X9h0MdmCrcLHFE4NnZcUSdm9+1N1aYgJTVTXwmogpYsnUfdcakn4i2NV1x4OmBX0BAC2O3704cD70JOzx7GxKLgI6hTNyWthQIzBQmbGlrI82U8p8I78R4/uKaxyWAF2IxtDt3b6r9y6nn8N3JP2biT0RbDpfsJKJtr93ZhV+/878te+0HU9/AN8f/B4KaB5MFexLxjUhZtK2tPf4ejOev2tZes4k6w+h2C0AICKks7CwsMF24sOG1RWni1XgehwL9mCsMVdz3czN/jXhhAk/2/RJUwT+jRLQ18LcVEVEJOzz9OBVwoWjFkDE9SJnV19hvRFd8iBmbL+1pdwTgVHUYlgmfpgN5G4NrMpP5OURdAcwUNreaTs4q4ELKjb3eLsSN8YqvfyP5DAITUbyl62c31T8RUb2xvIeIqIRY/jTihdeQLg5jn3sU94e6gTJX0tGFCgGgTfdX1KdT2Vd5oAtUoaDD5UTSHEVOTuByeuMRb7vMj7LXn5TVLbmaLGZxLeOGX+vY1PUvz30dBav2HwaJtjVpte6jzpj0ExGtIKXE5cTXF58bVgqGeaWsa+8PdeOA+zpO+fPo0y/ivlAPdKFueJ0GL8aym5vYtcvnR5vTwkiuMWvIN6qm//XEEHxV7rUwZ6QxkgvCo4YqvtaQeVxMPFtV/0RE9cLyHiKiFaZyZ5E0lifQuhICUCh5fo8zgpSZwxGfA/HC8wCArDkJAEgVnsM9wYN4JrZ22Y5L6UC8sBNXUmObijdVTCFn2V/L0+2K4t62o7g7cgQ7vD24kLyGb479AKPZCWTMHABgn38nAloI19Pji6/ViwULPnUnUsW5qtqZKiSgK50IayZyVmV7Gzw/+1XcEXwzlDI+2BERNRKTfiKiFa6nlm/A5Nd3YtZsAzAKQMCh6Djm74RDKUBKIG2cQ6/Di3hhtmR7meJNdDt3YSwfK3ncsJKIGblNb8RlSXuXflMg8PFd78Xbuh5cVrpzLHQQx0Kll7v8ud3vxuuJa/j62DN4ZuplFKVpa0xreSMxhqjLhYKs7gPHaG4OmqcfXuVaRSU7E7kreGbqf+Kh6M9U1T8RUa0x6SciWkFXPMueJ43r0HEdJ30huLRBFMwRZI2rWJoamubaI+2GlUa7ehb9/k7oah+G8xZGc3MwFhLjg74ILOnG6KbLw+1L+gc8PfjgjidxKnK4ouuEELgjuAt3BHfhE7t/Et+ZeAHfGv8hhjK1XTY0a+bR7tyL0dzZjU/ewM3MNPZ490ATF1CUpe/qlPIv03+OdHEOD0U/BK8WqjoOIlpCyvlHq2nAe2LST0S0Qpf7BM7gj1e9nrdiyBde3nS7WXMCWXMCYcWFvkA/DCsNh9qGXPECXEr3ptu1bJgQ1uYI4Rf3fxQH/Luqnpgb1H14V98jeKr3YbyeuIZvjP0Lvjd5GhZqM3HtWmoOLlWBFNW3fzk9gf2+g1BxHmYFS6i+EvsmrqZO44M7fxdBR702RSMiKh8n8hIRrRB1HYIiHDVr35Q5JIxLyJpTiBfeQN6Kwa1uPmGtNpkO6n78yoFP4GBgt60r8dwa/f/FAz+DPzj17/F45z1QavBnZ7aQQLd78ysfrXQhNQZdOQRRYayJ4hT+auiLsOpU2kREVAkm/UREK6iKExHHnrr26VIKcCr6pq6tpqa/29WB3z/2q9jj37HpNsrqx92Oz+3/AP7g1P+Bx2qQ/E/mirbeLT+fHIVHO4pK1yaayl/HUOa8fYEQEdmEST8RUQmD/sfr2l9Y/RYe7fBt6trNTgAO6wH8+p2fQcgR2NT1m9Ht7sC/2f8B/OGpX8N7+x9HxKa+hzKT6HTutKWtW84kRhDQj1d83aXkj2yNg4jIDkz6iYhK2BV4O9QalvispAgJQ1Y+zcqnubGZihyv6sav3fEpdLnaK7/YBl3uNnx48J34k3t+A18++jn8RO/D0EV108wMa3MfmtbzcnwYIceJiq65lHzO9jiIti1Ltu6jzpj0ExGV4FKD2Bd8V136KspduJp9Cv80OVXxtW2Oynb9BQCf5sVvHPosBn39FV9rN1Uoiyv+/NeTv4q9voFNtzWcnbExsttOx4YRctxV9vkxYwyxQm1XLSIiqhSTfiKiNRwOfxCqcNa+I6HimZnxTV3q192Vna958RuH/jV2NUHCv1K3ux2/e+yzeKD92Lrn7fcPwKWsvgtTMI0aRQacjg1VlPi/GvtmzWIhItoMJv1ERGtwa23YH/zJmvejyETJJLYculJ+bY9D0fFrd3wag96+TfVVDw5FxxcOfAjHQ/uXvd7mCOJIaBB97iiKyGGPf/USp3auPFRKJYn/UOZcTWMhIqoUk34ionUcCn8AmnDVtA9FTOCucGRT18oK1pL/zJ4PYm+NV+mxg65o+KWD/wpHQ7eX4YwbKSSNBOLFScQKsZJ7EwiImu93U27iP5q9WNE6/0S0hlubc7Xio86Y9BMRrcOtRbAv+FRN+4gVH8fZeAK6UCu+ds6YLeu846E78GDHyYrbb5SA7sVvHv4UfqrvLQCAojQxW8jDp/mQNjO4mRnCkeAuaELF4eBuHA7uxm5fD/o9B2seWzmJvykNTOSu1jwWIqJyMeknItpAv/fBmrYfUL+LH+8ahVHhpk57fT2YM+bKOvfpgR/fTGgNpQoFH931E/jcvqehCRVxI4WgHsRe3yD8uhcZM4m9/h5cSF1ceFxCwqjP6Prp2BD0De4A/e3wf4Rh5eoSDxHRRqpbH42IaBvocN0Jt9qGrFmb1WEUUURORoAKd9Z1awIobHxen7ur5ptv1dLjXffiUHA3/uz61zFXmMYbyWtQhYqZQqLRoa0rZoxjKHMeu3zlTwAmIqoVjvQTEW1AVRw4EvlITftwYqii88O6DzfS18o6947A7s2E1FS63R347L6ncTC4Bw5Fh7nGXZEGlMmuSYGGHveBRodBRASAI/1ERGXZF3wSr8X+HEljxPa2C/IQvj3dA6D8kesd3nZczZR35+FN7a0x0uxUHfjQzqfwrt7H8cLcWXhVN3rdnVCEgnPxi/jW+DMoytot21mpQd9xuFRvo8Mg2tokmuvTvF0a8JaY9BMRlUERGu7u+Dy+PfqLtrc9XtiNqXxlmzkZMlvWeZ2udhwK7t1MWE3Lr3vxaPTeZa/1uKN4vPNNeDl2Hl8b+yvczNxoUHS37fe/qdEhEBEtYtJPRFSmPu992OV/K64m/8G2Ni3ZiR/NlDcZ9xaP6sRIdrisc5/qeQyK2B6VnEIInAgfwvHQnXgl9hL+bvRvMJStrGyq0v7WGq0TULDXf0/N+iYiqtT2+EtARGSTUx2fg09bvTFUNXx6Zbv+7vJ1wSpj0m+PK4rHOu/fbFhblhACx8N34dfu+CI+ufsz2O3dA4Habty10n7//fBowbr2SUS0Ho70ExFVwKWG8La+r+A7o7+MucLlqttTxATuDSv42nj516hi46U9PaoLv3TgZ6Epla/93yoUoeCu8EncFT4JU5qYyI3jb0b+P7wUO21TD2t/kDgSetymPoi2uQZtZFVz3JyLiKj5+fRuvKP/D7E38E5b2guqryCgucs6V0BgPLf+ZGIBgS/s/xh2eHvtCK8lqEJFj7sXn9rzC/js3s8jrG9uB+TlSv/R9mphDPpO2NA+EZF9mPQTEW2CpjhxX/RXcDTysarbUjCBPb7ySkGirhCy62z45FB0fGrP0zgevqPquFrV4eAR/Ic7fwNHg8eqbKn0SL9L8UHwzysRNRn+ViIi2iQhBI5GPoIO151VtgMc9L6IB9q64Nc8657rUvQ1jw14evC7R35pW9bxV8qn+fCpPb+A+9rsX2Gnx71/fpIvEVETYU0/EVEVhFBwJPIRfHv0C1W1o4ph3Onvxc1cHlHXTlxJlS7yV9dYiefTez6AN3ecgr7OhwJaThUqPrrzZ5Ezs3g59lLF1681ObjN2V9taER0i2Wh0t3KtwSr/u+JI/1ERFXq9dwLp1LdSi0utR3PxUwUZQGqmMTR0ABORnZgn78HziWJfKmk36d50evuZMK/CUIIvH/ggwjq9q20s89/78YnERHVGZN+IqIqCaEg6j5SVRuTxkFMFjIAgJQZw1ThHEZzZ5Ey30C/18CpSB+OhcNwKMtv0DoUHV869DkcDOyuqv/tLOKI4N/s/QLcanmTqddzKPgoR/qJqCkx6SciskV1Ndz6Or+NM2YCI7nXMJm/AZeWgkd1LR778M6nsMPbU1XfBPR5+nF3pLrNtNxqAG/p/LhNERER2YtJPxFRlaSUmM69VlUbEfUCHGXsnDuWu449vvkk/2jwAJ7oenNV/dJtP93/AXx27+fxaPQxOBTHhucvrel3Kh68vfsz3JCLiJoWJ/ISEVUpXriOrDm94XkOxY9uzylM584jXZxYdixrTuKdPe/GX498b8N2pvKjuDMwiA/seCdXibGRrug4HDyCw8EjeGf3T+CHM8/gldjLuJy6BLliTX6v6kVA98KPdpwI/xgOhR6FQ6m+PIiIVuDmXLZh0k9EVKUryW+WdV6H6xAe7v4SAMCSRUzlziFRGIYpCxBCwQ7fE/iHidNIFpPrtpMsxrHT24e9/p3Vhk5r8Ot+vK3rCbyt6wlkzSxuZm4gYSSgCRXtzg70uvuglHFnhoioWTDpJyKqgpQSVxLfKOvckGNw8WtFaOh0H0On+9iyc97R/Vb8xdBfb9jWQx32ry9PpblVN/b7DzQ6DCKiqnCYgoioChJWWaU9ADBXuLLhOW/ueACqUNc9R4GCo8HDZfVJREQEMOknIqqKIlR4tI6yzh3NPIfh9A/XPcev+3EidGzdc3Z4++HWWD9ORNvArZr+VnzUGZN+IqIq3Rl6uuxzvzv27/DyzB/CsLJrnvNo5/or8nS6Osvuj4iICGDST0RUtYOh9+BY28dRzlr9ljRwZvaP8b+uPYUXpv5vZIuzq845FLwD90ROrdmGV/VWEy4REW1DTPqJiKokhIKjkY/gsZ7/Cy41UtY1BSuJ12J/jq8PfQxz+dW1/j+/+2N4oP3+ktfGjXhV8RIR0fbDpJ+IyCa93nvxnsG/wSPdv4N+74NlXZMuTuAbw59clfhrioZP7PoIfm7Xx+BSXMuOTeQnbYuZiKipWbJ1H3XGpJ+IyEaK0DDgexCP9vwOnhz4M+zwPbLhNYaVwgtT/2XV60IIPNBxH37r8H/AoHfn4uvDmREkjPXX8iciIlqKST8RUY2EnbvxcPdv4fHe/wy32r7uuXOFS2sei7o68IX9n10c8ZeQ+N7kD2yNlYiIWhuTfiKiGuvxnMKP9f8RvNraq+60uw6t20ZA9+NE+CgUKHAoOt5Ivo68mbM7VCIialFM+omI6sCrR/F473+GSw2VPN7nLT1pd6kjoQOIujR0udy4nnkZfzn8p7CkZXOkRETUirRGB0BEtF0EHQN4rOf38K2Rz8Cw0ouvK8KBfu8DG17f5epE2kwgbSYAAM/OfB9JI4mPDn4aLtW1wdVERFuPlBZkCw5uNOI9caSfiKiO2lz78ZaeL0NXfAAAAQX3dnwBHm39mn8AUIW66rVziZfxexe/hLgRsztUIiJqIRzpJyKqs073Mbxv8H9jJPMcXGoYUffhsq5zqe6Srw9lr+M/XfgiPr3n36LL1WNnqERE1CI40k9E1ACq4sSA76GyE34AiDq74FY9JY/NFKbwny58EcOZm3aFSERELYQj/UREW4QiFDze+eP4u9G/XPZ6h7MTb4k+gYOBw+hwrr1CEBHRliMbs5FVzcn6vycm/UREW8hbO38cTsWJF+eehZQS97c/jPvaHoQq+OuciIjWxr8SRERbiCIUPBJ9Gx6Jvq3RoRAR0RbCmn4iIiIiohbHpJ+IiIiIqMWxvIeIiIiImpOUADiR1w4c6SciIiIianFM+omIiIiIWhyTfiIiIiKiFseafiIiIiJqTpYFCKvRUdhP1v89caSfiIiIiKjFMeknIiIiImpxTPqJiIiIiFoca/qJiIiIqDlxnX7bcKSfiIiIiKjFMeknIiIiImpxTPqJiIiIiFock34iIiIiohbHibxERERE1JSkZUG24OZckptzERERERGR3Zj0ExERERG1OCb9REREREQtjjX9RERERNScuDmXbTjST0RERETU4pj0ExERERG1OCb9REREREQtjkk/EREREVGL40ReIiIiImpOlgQEJ/LagSP9REREREQtjkk/EREREVGLY9JPRERERNTiWNNPRERERM1JSgBWo6OwH2v6iYiIiIjIbkz6iYiIiIhaHJN+IiIiIqIWx5p+IiIiImpK0pKQLbhOv2RNPxERERER2Y1JPxERERFRi2PST0RERETU4pj0ExERERG1OE7kJSIiIqLmJC205uZc9X9PHOknIiIiImpxTPqJiIiIiFock34iIiIiohbHmn4iIiIiakrcnMs+HOknIiIiImpxTPqJiIiIiFock34iIiIiohbHpJ+IiIiIqMVxIi8RERERNSduzmUbjvQTEREREbU4Jv1ERERERC2O5T1ERERE1JSKMIDWW6Z//n3VGZN+IiIiImoqDocDXV1deGb87xsdSs10dXXB4XDUrT8hG7ElGBERERHROnK5HAqFQqPDqBmHwwGXy1W3/pj0ExERERG1OE7kJSIiIiJqcUz6iYiIiIhaHJN+IiIiIqIWx6SfiIiIiKjFMeknIiIiImpxTPqJiIiIiFock34iIiIiohb3/wM6IbODd1KS/wAAAABJRU5ErkJggg==\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "GEOGRAPHIES_IL_plot = GEOGRAPHIES_IL.to_crs(\"EPSG:4326\").copy()\n", + "\n", + "# Get bounding box of Illinois tracts\n", + "minx, miny, maxx, maxy = GEOGRAPHIES_IL_plot.total_bounds\n", + "\n", + "# Add a small margin around the data\n", + "dx = (maxx - minx) * 0.05\n", + "dy = (maxy - miny) * 0.05\n", + "\n", + "fig, ax = plt.subplots(1, 1, figsize=(10, 12)) # Illinois vertical layout\n", + "\n", + "GEOGRAPHIES_IL_plot.plot(\n", + " column=\"RAAM_30\",\n", + " ax=ax,\n", + " cmap=\"viridis\",\n", + " legend=True,\n", + " linewidth=0,\n", + " edgecolor=\"none\",\n", + " missing_kwds={\"color\": \"lightgrey\", \"label\": \"No data\"}\n", + ")\n", + "\n", + "# Zoom to Illinois extent (with padding)\n", + "ax.set_xlim(minx - dx, maxx + dx)\n", + "ax.set_ylim(miny - dy, maxy + dy)\n", + "\n", + "ax.set_title(\n", + " \"RAAM Access Cost (τ = 30 minutes), Illinois Tracts\\nLower values = better access\",\n", + " fontsize=14\n", + ")\n", + "\n", + "ax.set_axis_off()\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "579aac10-deb4-4093-a219-0a85c04f4e90", + "metadata": {}, + "source": [ + "#### 5.2 Compare RAAM (τ = 30 vs 60) for Illinois Tracts" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "31f93eb9-9022-4039-9103-5990eb6619b1", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "GEOGRAPHIES_IL_plot = GEOGRAPHIES_IL.to_crs(\"EPSG:4326\").copy()\n", + "\n", + "fig, axes = plt.subplots(1, 2, figsize=(16, 10))\n", + "\n", + "plot_kwargs = dict(\n", + " cmap=\"viridis\",\n", + " linewidth=0,\n", + " edgecolor=\"none\",\n", + " missing_kwds={\"color\": \"lightgrey\", \"label\": \"No data\"}\n", + ")\n", + "\n", + "# Left: RAAM_30\n", + "GEOGRAPHIES_IL_plot.plot(\n", + " column=\"RAAM_30\",\n", + " ax=axes[0],\n", + " legend=True,\n", + " **plot_kwargs\n", + ")\n", + "axes[0].set_title(\n", + " \"RAAM Access Cost (τ = 30 min)\\nIllinois Tracts\\nLower values = better access\",\n", + " fontsize=12\n", + ")\n", + "axes[0].set_axis_off()\n", + "\n", + "# Right: RAAM_60\n", + "GEOGRAPHIES_IL_plot.plot(\n", + " column=\"RAAM_60\",\n", + " ax=axes[1],\n", + " legend=True,\n", + " **plot_kwargs\n", + ")\n", + "axes[1].set_title(\n", + " \"RAAM Access Cost (τ = 60 min)\\nIllinois Tracts\\nLower values = better access\",\n", + " fontsize=12\n", + ")\n", + "axes[1].set_axis_off()\n", + "\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "9a4d559f-50c8-4b2f-bb5a-2d996bb39a41", + "metadata": {}, + "source": [ + "## Step 6: Export and Save" + ] + }, + { + "cell_type": "markdown", + "id": "ad921d80-e243-4ec5-b4e7-096d944e624a", + "metadata": {}, + "source": [ + "##### **Goal:**\n", + "- Save the final Illinois tract-level RAAM results (including geometry) in analysis- and GIS-friendly formats for downstream mapping, sharing, and reproducibility.\n", + "**Output**:\n", + "- Parquet file (GeoDataFrame preserved, geometry retained) containing Illinois tracts with demand, **RAAM_30**, and **RAAM_60**\n", + "- CSV file (geometry stored as WKT) containing the same Illinois RAAM outputs for non-spatial workflows" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "id": "7f765907-7b31-4742-9cf1-0f1fa50b6bfa", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Wrote Illinois OTP GeoDataFrame (with geometry) to: raam_otp_il_outputs/GEOGRAPHIES_IL_OTP_RAAM_2SFCA.parquet\n", + "Wrote Illinois OTP CSV (including geometry as WKT) to: raam_otp_il_outputs/GEOGRAPHIES_IL_OTP_RAAM_2SFCA_with_geom.csv\n" + ] + } + ], + "source": [ + "import os\n", + "\n", + "output_dir = \"raam_otp_il_outputs\"\n", + "os.makedirs(output_dir, exist_ok=True)\n", + "\n", + "# Make a copy to be safe\n", + "GEOGRAPHIES_IL_OTP = GEOGRAPHIES_IL.copy()\n", + "\n", + "# Ensure clean 11-char GEOID\n", + "GEOGRAPHIES_IL_OTP[\"GEOID\"] = GEOGRAPHIES_IL_OTP[\"GEOID\"].astype(str).str.zfill(11)\n", + "\n", + "# 1) Parquet with geometry (recommended for GIS work)\n", + "parquet_path = os.path.join(output_dir, \"GEOGRAPHIES_IL_OTP_RAAM_2SFCA.parquet\")\n", + "GEOGRAPHIES_IL_OTP.to_parquet(parquet_path, index=False)\n", + "print(\"Wrote Illinois OTP GeoDataFrame (with geometry) to:\", parquet_path)\n", + "\n", + "# 2) CSV with geometry as WKT\n", + "csv_path = os.path.join(output_dir, \"GEOGRAPHIES_IL_OTP_RAAM_2SFCA_with_geom.csv\")\n", + "GEOGRAPHIES_IL_OTP.to_csv(csv_path, index=False)\n", + "print(\"Wrote Illinois OTP CSV (including geometry as WKT) to:\", csv_path)" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.8.12" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} From dfc1793869b03d2cf60e00328c376f4633939faf Mon Sep 17 00:00:00 2001 From: lyu039 <142775232+lyu039@users.noreply.github.com> Date: Tue, 31 Mar 2026 18:10:07 -0500 Subject: [PATCH 07/14] Add files via upload Add data --- .../jail_incarceration__county24.csv | 1489 ++++++++ data_to_merge/jail_incarceration__state22.csv | 54 + data_to_merge/jail_incarceration_county23.csv | 3143 ++++++++++++++++ data_to_merge/jail_incarceration_state23.csv | 54 + .../prison_incarceration_county19.csv | 3143 ++++++++++++++++ .../prison_incarceration_state22.csv | 54 + .../prison_incarceration_state24.csv | 54 + data_to_merge/smoking_county25.csv | 3153 +++++++++++++++++ data_to_merge/smoking_state25.csv | 52 + 9 files changed, 11196 insertions(+) create mode 100644 data_to_merge/jail_incarceration__county24.csv create mode 100644 data_to_merge/jail_incarceration__state22.csv create mode 100644 data_to_merge/jail_incarceration_county23.csv create mode 100644 data_to_merge/jail_incarceration_state23.csv create mode 100644 data_to_merge/prison_incarceration_county19.csv create mode 100644 data_to_merge/prison_incarceration_state22.csv create mode 100644 data_to_merge/prison_incarceration_state24.csv create mode 100644 data_to_merge/smoking_county25.csv create mode 100644 data_to_merge/smoking_state25.csv diff --git a/data_to_merge/jail_incarceration__county24.csv b/data_to_merge/jail_incarceration__county24.csv new file mode 100644 index 000000000..99934a20d --- /dev/null +++ b/data_to_merge/jail_incarceration__county24.csv @@ -0,0 +1,1489 @@ +GEOID,HEROP_ID,TtlJlPpr,TtlJlAdmr,TtlJlPrtr,TtlJlPp,TtlJlAdm,TtlJlPrt +51036,050US51036,434.65,4676.81,223.34,1431.88,15407,735.75 +51041,050US51041,434.65,4676.81,223.34,1431.88,15407,735.75 +51149,050US51149,434.65,4676.81,223.34,1431.88,15407,735.75 +51181,050US51181,434.65,4676.81,223.34,1431.88,15407,735.75 +51570,050US51570,434.65,4676.81,223.34,1431.88,15407,735.75 +51670,050US51670,434.65,4676.81,223.34,1431.88,15407,735.75 +51730,050US51730,434.65,4676.81,223.34,1431.88,15407,735.75 +54017,050US54017,683.39,4171.32,213.48,1559,9516,487 +54033,050US54033,683.39,4171.32,213.48,1559,9516,487 +54049,050US54049,683.39,4171.32,213.48,1559,9516,487 +54061,050US54061,683.39,4171.32,213.48,1559,9516,487 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+56003,050US56003,0.163 +56005,050US56005,0.185 +56007,050US56007,0.174 +56009,050US56009,0.186 +56011,050US56011,0.174 +56013,050US56013,0.186 +56015,050US56015,0.153 +56017,050US56017,0.162 +56019,050US56019,0.138 +56021,050US56021,0.177 +56023,050US56023,0.146 +56025,050US56025,0.18 +56027,050US56027,0.212 +56029,050US56029,0.15 +56031,050US56031,0.181 +56033,050US56033,0.151 +56035,050US56035,0.142 +56037,050US56037,0.179 +56039,050US56039,0.113 +56041,050US56041,0.182 +56043,050US56043,0.185 +56045,050US56045,0.184 \ No newline at end of file diff --git a/data_to_merge/smoking_state25.csv b/data_to_merge/smoking_state25.csv new file mode 100644 index 000000000..b7161e2df --- /dev/null +++ b/data_to_merge/smoking_state25.csv @@ -0,0 +1,52 @@ +GEOID,HEROP_ID,SmokeP +01,040US01,0.162 +02,040US02,0.162 +04,040US04,0.131 +05,040US05,0.199 +06,040US06,0.099 +08,040US08,0.109 +09,040US09,0.103 +10,040US10,0.138 +11,040US11,0.114 +12,040US12,0.12 +13,040US13,0.128 +15,040US15,0.105 +16,040US16,0.124 +17,040US17,0.128 +18,040US18,0.169 +19,040US19,0.155 +20,040US20,0.151 +21,040US21,0.176 +22,040US22,0.171 +23,040US23,0.16 +24,040US24,0.098 +25,040US25,0.107 +26,040US26,0.16 +27,040US27,0.134 +28,040US28,0.181 +29,040US29,0.178 +30,040US30,0.16 +31,040US31,0.136 +32,040US32,0.149 +33,040US33,0.115 +34,040US34,0.107 +35,040US35,0.155 +36,040US36,0.115 +37,040US37,0.149 +38,040US38,0.158 +39,040US39,0.177 +40,040US40,0.16 +41,040US41,0.128 +42,040US42,0.156 +44,040US44,0.123 +45,040US45,0.162 +46,040US46,0.146 +47,040US47,0.192 +48,040US48,0.12 +49,040US49,0.069 +50,040US50,0.137 +51,040US51,0.123 +53,040US53,0.101 +54,040US54,0.223 +55,040US55,0.15 +56,040US56,0.159 \ No newline at end of file From 2533e2745443c49ffec33a7b8deabd841f0c4a5b Mon Sep 17 00:00:00 2001 From: lyu039 <142775232+lyu039@users.noreply.github.com> Date: Tue, 31 Mar 2026 18:12:34 -0500 Subject: [PATCH 08/14] Rename Smoking_Script.R to clean_SmokingRates.R Script naming convention --- scripts/{Smoking_Script.R => clean_SmokingRates.R} | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) rename scripts/{Smoking_Script.R => clean_SmokingRates.R} (99%) diff --git a/scripts/Smoking_Script.R b/scripts/clean_SmokingRates.R similarity index 99% rename from scripts/Smoking_Script.R rename to scripts/clean_SmokingRates.R index 2b2a80507..08e5ed114 100644 --- a/scripts/Smoking_Script.R +++ b/scripts/clean_SmokingRates.R @@ -180,4 +180,4 @@ ggplot(county_map_df) + name = "SmokeP" ) + labs(title = "County-level Smoking Prevalence (2025)") + - theme_minimal() \ No newline at end of file + theme_minimal() From 0855fc1618efc40835b60c98b069546131c6ba0a Mon Sep 17 00:00:00 2001 From: lyu039 <142775232+lyu039@users.noreply.github.com> Date: Tue, 31 Mar 2026 18:13:50 -0500 Subject: [PATCH 09/14] Rename Incarcertation_Script.R to clean_IncarcerationRates.R Script naming convention --- scripts/{Incarcertation_Script.R => clean_IncarcerationRates.R} | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) rename scripts/{Incarcertation_Script.R => clean_IncarcerationRates.R} (99%) diff --git a/scripts/Incarcertation_Script.R b/scripts/clean_IncarcerationRates.R similarity index 99% rename from scripts/Incarcertation_Script.R rename to scripts/clean_IncarcerationRates.R index 0ab67010c..fe2989a50 100644 --- a/scripts/Incarcertation_Script.R +++ b/scripts/clean_IncarcerationRates.R @@ -470,4 +470,4 @@ ggplot(j_county_map_2023) + limits = jenks_j_c2023$levels_all, name = "TtlJlPpr_Q1") + labs(title = "County-level Total Jail Population Rate (2023 Quarter 1)") + - theme_minimal() \ No newline at end of file + theme_minimal() From 98f54e0cc53689f7bc2b0267b2e9577754125375 Mon Sep 17 00:00:00 2001 From: lyu039 <142775232+lyu039@users.noreply.github.com> Date: Tue, 31 Mar 2026 18:21:55 -0500 Subject: [PATCH 10/14] Update backend/oeps/registry/metadata/Smoking_Population.json (via Pages CMS) --- backend/oeps/registry/metadata/Smoking_Population.json | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/backend/oeps/registry/metadata/Smoking_Population.json b/backend/oeps/registry/metadata/Smoking_Population.json index 3bb9da9ae..d08201d7f 100644 --- a/backend/oeps/registry/metadata/Smoking_Population.json +++ b/backend/oeps/registry/metadata/Smoking_Population.json @@ -4,6 +4,6 @@ "construct": "Smoking", "proxy": "Percentage of Smoking Population", "url": "https://github.com/healthyregions/oeps/blob/main/metadata/Smoking_Population.md", - "source": "County Health Rankings & Roadmaps (CHR&R), 2025", + "source": "CHR&R 2025", "source_long": "County Health Rankings & Roadmaps (CHR&R), 2025" } \ No newline at end of file From a5dc502cd65f498de699f03f95b8d64ebaaf19d0 Mon Sep 17 00:00:00 2001 From: lyu039 <142775232+lyu039@users.noreply.github.com> Date: Tue, 31 Mar 2026 18:29:49 -0500 Subject: [PATCH 11/14] Update backend/oeps/registry/metadata/Prison_Incarceration_Rates.json (via Pages CMS) --- .../oeps/registry/metadata/Prison_Incarceration_Rates.json | 4 ++-- 1 file changed, 2 insertions(+), 2 deletions(-) diff --git a/backend/oeps/registry/metadata/Prison_Incarceration_Rates.json b/backend/oeps/registry/metadata/Prison_Incarceration_Rates.json index 4b1d2f097..8fd13ac06 100644 --- a/backend/oeps/registry/metadata/Prison_Incarceration_Rates.json +++ b/backend/oeps/registry/metadata/Prison_Incarceration_Rates.json @@ -4,6 +4,6 @@ "construct": "Incarceration", "proxy": "Total Prison Population Rate, Total Prison Admission Rate, Total Prison Population Count, Prison Prison Admissions Count", "url": "https://github.com/healthyregions/oeps/blob/main/metadata/Prison_Incarceration_Rates.md", - "source": "Vera Institute of Justice 2025", - "source_long": "Vera Institute of Justice, 2025" + "source": "Vera 2016, 2019, 2022, 2024", + "source_long": "Vera Institute of Justice, 2016, 2019, 2022, 2024" } \ No newline at end of file From b8bbd13f2d499bbff39cc72186f0c56be17e0c41 Mon Sep 17 00:00:00 2001 From: lyu039 <142775232+lyu039@users.noreply.github.com> Date: Tue, 31 Mar 2026 18:30:41 -0500 Subject: [PATCH 12/14] Update backend/oeps/registry/metadata/Jail_Incarceration_Rates.json (via Pages CMS) --- backend/oeps/registry/metadata/Jail_Incarceration_Rates.json | 4 ++-- 1 file changed, 2 insertions(+), 2 deletions(-) diff --git a/backend/oeps/registry/metadata/Jail_Incarceration_Rates.json b/backend/oeps/registry/metadata/Jail_Incarceration_Rates.json index 281326689..ac515acbf 100644 --- a/backend/oeps/registry/metadata/Jail_Incarceration_Rates.json +++ b/backend/oeps/registry/metadata/Jail_Incarceration_Rates.json @@ -4,6 +4,6 @@ "construct": "Incarceration", "proxy": "Total Jail Population Rate, Total Jail Admission Rate, Pretrial Jail Population Rate, Total Jail Population Count, Total Jail Admission Count, Pretrial Jail Population Count", "url": "https://github.com/healthyregions/oeps/blob/main/metadata/Jail_Incarceration_Rates.md", - "source": "Vera Institute of Justice 2025", - "source_long": "Vera Institute of Justice, 2025" + "source": "Vera 2017, 2022, 2023, 2024", + "source_long": "Vera Institute of Justice 2017, 2022, 2023, 2024" } \ No newline at end of file From c15af84f07010f2f1567bfa1e60fadfb08efba43 Mon Sep 17 00:00:00 2001 From: lyu039 <142775232+lyu039@users.noreply.github.com> Date: Tue, 31 Mar 2026 18:30:52 -0500 Subject: [PATCH 13/14] Update backend/oeps/registry/metadata/Prison_Incarceration_Rates.json (via Pages CMS) --- backend/oeps/registry/metadata/Prison_Incarceration_Rates.json | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/backend/oeps/registry/metadata/Prison_Incarceration_Rates.json b/backend/oeps/registry/metadata/Prison_Incarceration_Rates.json index 8fd13ac06..d619069d5 100644 --- a/backend/oeps/registry/metadata/Prison_Incarceration_Rates.json +++ b/backend/oeps/registry/metadata/Prison_Incarceration_Rates.json @@ -5,5 +5,5 @@ "proxy": "Total Prison Population Rate, Total Prison Admission Rate, Total Prison Population Count, Prison Prison Admissions Count", "url": "https://github.com/healthyregions/oeps/blob/main/metadata/Prison_Incarceration_Rates.md", "source": "Vera 2016, 2019, 2022, 2024", - "source_long": "Vera Institute of Justice, 2016, 2019, 2022, 2024" + "source_long": "Vera Institute of Justice 2016, 2019, 2022, 2024" } \ No newline at end of file From 8cc8a08f8b55dc1c31311eed8b09a850feca0454 Mon Sep 17 00:00:00 2001 From: lyu039 <142775232+lyu039@users.noreply.github.com> Date: Tue, 31 Mar 2026 18:31:06 -0500 Subject: [PATCH 14/14] Update backend/oeps/registry/metadata/Smoking_Population.json (via Pages CMS) --- backend/oeps/registry/metadata/Smoking_Population.json | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/backend/oeps/registry/metadata/Smoking_Population.json b/backend/oeps/registry/metadata/Smoking_Population.json index d08201d7f..74d03358c 100644 --- a/backend/oeps/registry/metadata/Smoking_Population.json +++ b/backend/oeps/registry/metadata/Smoking_Population.json @@ -5,5 +5,5 @@ "proxy": "Percentage of Smoking Population", "url": "https://github.com/healthyregions/oeps/blob/main/metadata/Smoking_Population.md", "source": "CHR&R 2025", - "source_long": "County Health Rankings & Roadmaps (CHR&R), 2025" + "source_long": "County Health Rankings & Roadmaps (CHR&R) 2025" } \ No newline at end of file