From 2786f1a56287b04fe4af5a7d4da422fd2f60a769 Mon Sep 17 00:00:00 2001 From: Michael Johns Date: Thu, 18 Jan 2024 14:02:27 -0500 Subject: [PATCH 01/14] Delete notebooks/prototypes directory updating eo series. --- .../grid_tiles/00 Download STACs.py | 281 ----------- .../grid_tiles/01 Gridded EOD Data - BNG.py | 442 ------------------ .../grid_tiles/01 Gridded EOD Data.py | 292 ------------ .../prototypes/grid_tiles/03 Band Stacking.py | 164 ------- .../grid_tiles/04 SAM Integration.py | 140 ------ notebooks/prototypes/grid_tiles/library.py | 148 ------ notebooks/prototypes/grid_tiles/sam_lib.py | 91 ---- 7 files changed, 1558 deletions(-) delete mode 100644 notebooks/prototypes/grid_tiles/00 Download STACs.py delete mode 100644 notebooks/prototypes/grid_tiles/01 Gridded EOD Data - BNG.py delete mode 100644 notebooks/prototypes/grid_tiles/01 Gridded EOD Data.py delete mode 100644 notebooks/prototypes/grid_tiles/03 Band Stacking.py delete mode 100644 notebooks/prototypes/grid_tiles/04 SAM Integration.py delete mode 100644 notebooks/prototypes/grid_tiles/library.py delete mode 100644 notebooks/prototypes/grid_tiles/sam_lib.py diff --git a/notebooks/prototypes/grid_tiles/00 Download STACs.py b/notebooks/prototypes/grid_tiles/00 Download STACs.py deleted file mode 100644 index a19bfd9d1..000000000 --- a/notebooks/prototypes/grid_tiles/00 Download STACs.py +++ /dev/null @@ -1,281 +0,0 @@ -# Databricks notebook source -# MAGIC %md -# MAGIC ## Install the libraries and prepare the environment - -# COMMAND ---------- - -# MAGIC %md -# MAGIC For this demo we will require a few spatial libraries that can be easily installed via pip install. We will be using gdal, rasterio, pystac and databricks-mosaic for data download and data manipulation. We will use planetary computer as the source of the raster data for the analysis. - -# COMMAND ---------- - -# MAGIC %pip install databricks-mosaic rasterio==1.3.5 --quiet gdal==3.4.3 pystac pystac_client planetary_computer tenacity rich - -# COMMAND ---------- - -import library -import pystac_client -import planetary_computer -import mosaic as mos - -from pyspark.sql import functions as F - -mos.enable_mosaic(spark, dbutils) -mos.enable_gdal(spark) - -# COMMAND ---------- - -# MAGIC %reload_ext autoreload -# MAGIC %autoreload 2 -# MAGIC %reload_ext library - -# COMMAND ---------- - -spark.conf.set("spark.sql.adaptive.coalescePartitions.enabled", "false") - -# COMMAND ---------- - -# MAGIC %md -# MAGIC We will download census data from TIGER feed for this demo. The data can be downloaded as a zip to dbfs (or managed volumes). - -# COMMAND ---------- - -dbutils.fs.rm("/FileStore/geospatial/odin/census/", True) -dbutils.fs.mkdirs("/FileStore/geospatial/odin/census/") - -# COMMAND ---------- - -import urllib.request -urllib.request.urlretrieve( - "https://www2.census.gov/geo/tiger/TIGER2021/COUNTY/tl_2021_us_county.zip", - "/dbfs/FileStore/geospatial/odin/census/data.zip" -) - -# COMMAND ---------- - -# MAGIC %sh ls -al /dbfs/FileStore/geospatial/odin/census/ - -# COMMAND ---------- - -# MAGIC %md -# MAGIC Mosaic has specialised readers for shape files and other GDAL supported formats. We dont need to unzip the data zip file. Just need to pass "vsizip" option to the reader. - -# COMMAND ---------- - -census_df = mos.read().format("multi_read_ogr")\ - .option("vsizip", "true")\ - .option("chunkSize", "50")\ - .load("dbfs:/FileStore/geospatial/odin/census/data.zip")\ - .cache() # We will cache the loaded data to avoid schema inference being done repeatedly for each query - -# COMMAND ---------- - -# MAGIC %md -# MAGIC For this exmaple we will focus on Alaska counties. Alska state code is 02 so we will apply a filter to our ingested data. - -# COMMAND ---------- - -census_df.where("STATEFP == 2").display() - -# COMMAND ---------- - -to_display = census_df\ - .where("STATEFP == 2")\ - .withColumn( - "geom_0", - mos.st_updatesrid("geom_0", "geom_0_srid", F.lit(4326)) - )\ - .select("geom_0") - -# COMMAND ---------- - -# MAGIC %%mosaic_kepler -# MAGIC to_display geom_0 geometry 50 - -# COMMAND ---------- - -cells = census_df\ - .where("STATEFP == 2")\ - .withColumn( - "geom_0", - mos.st_updatesrid("geom_0", "geom_0_srid", F.lit(4326)) - )\ - .withColumn("geom_0_srid", F.lit(4326))\ - .withColumn( - "grid", - mos.grid_tessellateexplode("geom_0", F.lit(3)) - ) - -# COMMAND ---------- - -cells.display() - -# COMMAND ---------- - -to_display = cells.select(mos.st_simplify("grid.wkb", F.lit(0.1)).alias("wkb")) - -# COMMAND ---------- - -# MAGIC %%mosaic_kepler -# MAGIC to_display wkb geometry 100000 - -# COMMAND ---------- - -# MAGIC %md -# MAGIC It is fairly easy to interface with the pysta_client and a remote raster data catalogs. We can browse resource collections and individual assets. - -# COMMAND ---------- - -time_range = "2021-06-01/2021-06-30" - -# COMMAND ---------- - -cell_jsons = cells\ - .withColumn("area_id", F.hash("geom_0"))\ - .withColumn("h3", F.col("grid.index_id"))\ - .groupBy("h3")\ - .agg( - mos.st_union_agg("grid.wkb").alias("geom_1") - )\ - .withColumn("geojson", mos.st_asgeojson(mos.grid_boundaryaswkb("h3")))\ - .drop("count", "geom_1") - -# COMMAND ---------- - -# MAGIC %md -# MAGIC Stac catalogs support easy download for area of interest provided as geojsons. With this in mind we will convert all our H3 cells of interest into geojsons and prepare stac requests. - -# COMMAND ---------- - -cell_jsons.display() - -# COMMAND ---------- - -cell_jsons.count() - -# COMMAND ---------- - -# MAGIC %%mosaic_kepler -# MAGIC cell_jsons h3 h3 - -# COMMAND ---------- - -# MAGIC %md -# MAGIC Our framework allows for easy preparation of stac requests with only one line of code. This data is delta ready as this point and can easily be stored for lineage purposes. - -# COMMAND ---------- - -eod_items = library.get_assets_for_cells(cell_jsons.repartition(200), time_range ,"sentinel-2-l2a" ).cache() -eod_items.display() - -# COMMAND ---------- - -# MAGIC %md -# MAGIC From this point we can easily extract the download links for items of interest. - -# COMMAND ---------- - -dbutils.fs.rm("/FileStore/geospatial/odin/alaska/", True) -dbutils.fs.mkdirs("/FileStore/geospatial/odin/alaska/") - -# COMMAND ---------- - -# MAGIC %sql -# MAGIC DROP DATABASE IF EXISTS odin_alaska CASCADE; -# MAGIC CREATE DATABASE IF NOT EXISTS odin_alaska; - -# COMMAND ---------- - -# MAGIC %sql -# MAGIC USE odin_alaska; - -# COMMAND ---------- - -def download_band(eod_items, band_name): - to_download = eod_items\ - .withColumn("timestamp", F.col("item_properties.datetime"))\ - .groupBy("item_id", "timestamp")\ - .agg( - *[F.first(cn).alias(cn) for cn in eod_items.columns if cn not in ["item_id"]] - )\ - .withColumn("date", F.to_date("timestamp"))\ - .withColumn("href", F.col("asset.href"))\ - .where( - f"asset.name == '{band_name}'" - ) - - spark.sql(f"DROP TABLE IF EXISTS alaska_{band_name}") - dbutils.fs.rm(f"/FileStore/geospatial/odin/alaska/{band_name}", True) - dbutils.fs.mkdirs(f"/FileStore/geospatial/odin/alaska/{band_name}") - - catalof_df = to_download\ - .withColumn( - "outputfile", - library.download_asset("href", F.lit(f"/dbfs/FileStore/geospatial/odin/alaska/{band_name}"), - F.concat(F.hash(F.rand()), F.lit(".tif"))) - ) - - catalof_df.write\ - .mode("overwrite")\ - .option("overwriteSchema", "true")\ - .format("delta")\ - .saveAsTable(f"alaska_{band_name}") - - -# COMMAND ---------- - -import rich.table - -region = census_df.where("STATEFP == 2").select(mos.st_asgeojson("geom_0").alias("geojson")).limit(1).collect()[0]["geojson"] - -catalog = pystac_client.Client.open( - "https://planetarycomputer.microsoft.com/api/stac/v1", - modifier=planetary_computer.sign_inplace, -) - -search = catalog.search( - collections=["sentinel-2-l2a"], - intersects=region, - datetime=time_range -) - -items = search.item_collection() - -table = rich.table.Table("Asset Key", "Description") -for asset_key, asset in items[0].assets.items(): - table.add_row(asset_key, asset.title) - -table - -# COMMAND ---------- - -bands = [] -for asset_key, asset in items[0].assets.items(): - bands.append(asset_key) - -bands = [b for b in bands if b not in ["visual", "preview", "safe-manifest", "tilejson", "rendered_preview", "granule-metadata", "inspire-metadata", "product-metadata", "datastrip-metadata"]] -bands - -# COMMAND ---------- - -for band in bands: - download_band(eod_items, band) - -# COMMAND ---------- - -# MAGIC %fs ls /FileStore/geospatial/odin/alaska/B08 - -# COMMAND ---------- - -import rasterio -from matplotlib import pyplot -from rasterio.plot import show - -fig, ax = pyplot.subplots(1, figsize=(12, 12)) -raster = rasterio.open("""/dbfs/FileStore/geospatial/odin/alaska/B08/2764922.tif""") -show(raster, ax=ax, cmap='Greens') -pyplot.show() - -# COMMAND ---------- - - diff --git a/notebooks/prototypes/grid_tiles/01 Gridded EOD Data - BNG.py b/notebooks/prototypes/grid_tiles/01 Gridded EOD Data - BNG.py deleted file mode 100644 index 88ac850b0..000000000 --- a/notebooks/prototypes/grid_tiles/01 Gridded EOD Data - BNG.py +++ /dev/null @@ -1,442 +0,0 @@ -# Databricks notebook source -# MAGIC %md -# MAGIC ## Install the libraries and prepare the environment - -# COMMAND ---------- - -# MAGIC %pip install databricks-mosaic rasterio==1.3.5 --quiet gdal==3.4.3 pystac pystac_client planetary_computer tenacity rich pandas==1.5.3 - -# COMMAND ---------- - -spark.conf.set("spark.sql.adaptive.coalescePartitions.enabled", "false") -spark.conf.set("spark.sql.adaptive.enabled", "false") -# spark.conf.set("spark.sql.inMemoryColumnarStorage.batchSize", "100") -spark.conf.set("spark.databricks.labs.mosaic.index.system", "BNG") -spark.conf.set("spark.databricks.labs.mosaic.geometry.api", "JTS") - -# COMMAND ---------- - -import mosaic as mos -from pyspark.sql import functions as F - -mos.enable_mosaic(spark, dbutils) -mos.enable_gdal(spark) - -# COMMAND ---------- - -import library -import rasterio - -from io import BytesIO -from matplotlib import pyplot -from rasterio.io import MemoryFile - -# COMMAND ---------- - -# MAGIC %reload_ext autoreload -# MAGIC %autoreload 2 -# MAGIC %reload_ext library - -# COMMAND ---------- - -# MAGIC %md -# MAGIC ## Data load - -# COMMAND ---------- - -# MAGIC %md -# MAGIC We can easily browse the data we have downloaded in the notebook 00. The download metadata is stored as a delta table. - -# COMMAND ---------- - -# MAGIC %sql -# MAGIC USE odin_uk; -# MAGIC SHOW TABLES; - -# COMMAND ---------- - -catalog_df = \ - spark.read.table("uk_b02")\ - .withColumn("souce_band", F.lit("B02"))\ - .repartition(200)\ - .cache() -catalog_df.display() - -# COMMAND ---------- - -# MAGIC %md -# MAGIC For the purpose of raster data analysis mosaic framework provides a distributed gdal data readers. -# MAGIC We can also retile the images on read to make sure the imagery is balanced and more parallelised. - -# COMMAND ---------- - -# rst_tile -> rst_load -tiles_df = catalog_df\ - .repartition(200)\ - .withColumn("tile", mos.rst_tile("outputfile", F.lit(32)))\ - .withColumn("tile", mos.rst_subdivide("tile", F.lit(8))) - -# COMMAND ---------- - -tiles_df = ( - spark.read - .format("gdal") - .option("raster_storage", "in-memory") - .load("dbfs:/FileStore/geospatial/odin/uk/B08") - .withColumn("tile", mos.rst_subdivide("tile", F.lit(32))) - .withColumn("size", mos.rst_memsize("tile")) -) - -# COMMAND ---------- - -# MAGIC %md -# MAGIC At this point all our imagery is held in memory, but we can easily access it and visualise it. - -# COMMAND ---------- - -tiles_df.count() - -# COMMAND ---------- - -to_plot = tiles_df.limit(50).collect() - -# COMMAND ---------- - -library.plot_raster(to_plot[4]["tile"]["raster"]) - -# COMMAND ---------- - -# MAGIC %md -# MAGIC Mosaic framework provides the same tessellation principles for both vector and raster data. We can project both vector and raster data into a unified grid and from there it is very easy to combine and join raster to raster, vector to vector and raster to vector data. - -# COMMAND ---------- - -grid_tessellate_df = tiles_df\ - .repartition(200)\ - .withColumn("tile", mos.rst_tessellate("tile", F.lit("1km")))\ - .withColumn("index_id", F.col("tile.index_id")) - -to_plot = grid_tessellate_df.limit(50).collect() - -# COMMAND ---------- - -library.plot_raster(to_plot[23]["tile"]["raster"]) - -# COMMAND ---------- - -grid_tessellate_df.display() - -# COMMAND ---------- - -def index_band(band_table, resolution): - catalog_df = \ - spark.read.table(band_table)\ - .withColumn("souce_band", F.col("asset.name")) - - tiles_df = catalog_df\ - .repartition(200)\ - .withColumn("tile", mos.rst_tile("outputfile", F.lit(100)))\ - .where(mos.rst_tryopen("tile"))\ - .withColumn("tile", mos.rst_subdivide("tile", F.lit(8)))\ - .withColumn("size", mos.rst_memsize("tile")) - - grid_tessellate_df = tiles_df\ - .repartition(200)\ - .withColumn("tile", mos.rst_tessellate("tile", F.lit(resolution)))\ - .withColumn("index_id", F.col("tile.index_id"))\ - .repartition(200) - - grid_tessellate_df\ - .write.mode("overwrite")\ - .option("overwriteSchema", "true")\ - .format("delta")\ - .saveAsTable(f"{band_table}_indexed") - -# COMMAND ---------- - -tables_to_index = spark.sql("SHOW TABLES")\ - .where("tableName not like '%indexed'")\ - .where("tableName not like '%gridded'")\ - .where("tableName not like '%tmp%'")\ - .where("tableName not like '%tiles%'")\ - .select("tableName").collect() -tables_to_index = [tbl["tableName"] for tbl in tables_to_index] -tables_to_index - -# COMMAND ---------- - -for tbl in tables_to_index: - index_band(tbl, "1km") - -# COMMAND ---------- - -grid_tessellate_df = spark.read.table("uk_b02_indexed") -grid_tessellate_df.display() - -# COMMAND ---------- - -# MAGIC %md -# MAGIC ## Raster for arbitrary corridors. - -# COMMAND ---------- - -# MAGIC %md -# MAGIC To illustrate how easy is to combine vector and raster data we will use a traditionally hard problem. Extraction of raster data for an arbitrary corridors. - -# COMMAND ---------- - -# MAGIC %fs ls /FileStore/geospatial/odin/os_census/ - -# COMMAND ---------- - -greenspace_df = mos.read().format("multi_read_ogr")\ - .option("vsizip", "false")\ - .option("chunkSize", "500")\ - .load("dbfs:/FileStore/geospatial/odin/os_census/OS Open Greenspace (ESRI Shape File) GB/data/GB_GreenspaceSite.shp")\ - .cache() - -# COMMAND ---------- - -greenspace_df.display() - -# COMMAND ---------- - -# MAGIC %%mosaic_kepler -# MAGIC greenspace_df geom_0 geometry(bng) 100 - -# COMMAND ---------- - -aoi_df = greenspace_df\ - .select(F.col("geom_0").alias("wkt"))\ - .withColumn("feature_id", F.hash("wkt"))\ - .select( - mos.grid_tessellateexplode("wkt", F.lit("1km")).alias("grid"), - "feature_id" - )\ - .select("grid.*", "feature_id")\ - .withColumn("wkt", mos.st_astext("wkb")) - -# COMMAND ---------- - -aoi_df.display() - -# COMMAND ---------- - -# MAGIC %md -# MAGIC We can visualise all the cells of interest for the provided arbitrary corridor. Since we are now operating in grid space it is very easy to get all raster images that match this specification. - -# COMMAND ---------- - -# MAGIC %%mosaic_kepler -# MAGIC aoi_df wkt geometry(bng) - -# COMMAND ---------- - -cells_of_interest = grid_tessellate_df.repartition(200).join(aoi_df, on=["index_id"]) - -# COMMAND ---------- - -cells_of_interest.display() - -# COMMAND ---------- - -result = cells_of_interest\ - .withColumn("geojson", mos.st_buffer(mos.st_setsrid(mos.as_json(mos.st_asgeojson("wkb")), F.lit(27700)), F.lit(10)))\ - .select("date", "index_id", "tile", "geojson", "feature_id")\ - .withColumn("tile", mos.rst_clip("tile", "geojson"))\ - .withColumn("parent_id", F.substring("index_id", 0, 3))\ - .groupBy("feature_id", "parent_id").agg( - mos.rst_merge_agg("tile").alias("tile") - )\ - .groupBy("feature_id").agg( - mos.rst_merge_agg("tile").alias("tile") - ) - -result.display() - -# COMMAND ---------- - -result.write.mode("overwrite").saveAsTable("uk_green_spaces_tiles") - -# COMMAND ---------- - -spark.read.table("uk_green_spaces_tiles").count() - -# COMMAND ---------- - -to_plot = spark.read.table("uk_green_spaces_tiles").orderBy(F.length("tile.raster").desc()).limit(100).collect() - -# COMMAND ---------- - -library.plot_raster(to_plot[1]["tile"]["raster"]) - -# COMMAND ---------- - -library.plot_raster(to_plot[2]["tile"]["raster"]) - -# COMMAND ---------- - -library.plot_raster(to_plot[23]["tile"]["raster"]) - -# COMMAND ---------- - -# MAGIC %md -# MAGIC Our framework provides a very easy way to provide rasterio lambda functions that we can distribute and scale up without any involvement from the end user. - -# COMMAND ---------- - -def mean_band_1(dataset): - try: - return dataset.statistics(bidx = 1).mean - except: - return 0.0 - -with_measurement = cells_of_interest.withColumn( - "rasterio_lambda", library.rasterio_lambda("tile.raster", lambda dataset: mean_band_1(dataset) ) -) - -# COMMAND ---------- - -with_measurement.write.format("delta").mode("overwrite").option("overwriteSchema", "true").saveAsTable("mosaic_odin_uk_gridded") - -# COMMAND ---------- - -# MAGIC %md -# MAGIC ## Raster to Timeseries projection - -# COMMAND ---------- - -# MAGIC %md -# MAGIC With this power of expression that rasterio provides and power of distribution that mosaic provides we can easily convert rasters to numerical values with arbitrary mathematical complexity. Since all of our imagery is timestamped, our raster to number projection in effect is creating time series bound to H3 cells. - -# COMMAND ---------- - -with_measurement = spark.read.table("mosaic_odin_uk_gridded") - -# COMMAND ---------- - -with_measurement.where("rasterio_lambda > 0").display() - -# COMMAND ---------- - -measurements = with_measurement\ - .select( - "index_id", - "date", - "rasterio_lambda", - "wkb" - )\ - .where("rasterio_lambda > 0")\ - .groupBy("index_id", "date")\ - .agg( - F.avg("rasterio_lambda").alias("measure"), - F.first("wkb").alias("wkb") - ) - -# COMMAND ---------- - -# MAGIC %md -# MAGIC At this point our data is effectively became timeseries data and can be modeled as virtual IOT devices that are fixed in spatial context. - -# COMMAND ---------- - -measurements.display() - -# COMMAND ---------- - -# MAGIC %md -# MAGIC We can easily visualise data for individual dates in a spatial contex by leveraging our H3 locations. - -# COMMAND ---------- - -df_06_03 = measurements.where("date == '2021-06-03'").drop("tile") - -# COMMAND ---------- - -# MAGIC %%mosaic_kepler -# MAGIC df_06_03 index_id bng 5000 - -# COMMAND ---------- - -grid_tessellate_df = spark.read.table("uk_b02_indexed") -grid_tessellate_df.display() - -# COMMAND ---------- - -kring_images = grid_tessellate_df\ - .where(mos.rst_tryopen("tile"))\ - .withColumn("kring", mos.grid_cellkringexplode("index_id", F.lit(1)))\ - .groupBy("kring")\ - .agg(mos.rst_merge_agg("tile").alias("tile")) - -# COMMAND ---------- - -to_plot = kring_images.limit(50).collect() - -# COMMAND ---------- - -library.plot_raster(to_plot[2][1]["raster"]) - -# COMMAND ---------- - -# for peatlands is 984 instead of 960 -expanded_imgs = kring_images\ - .withColumn("bbox", F.expr("rst_boundingbox(tile)"))\ - .withColumn("cent", mos.st_centroid("bbox"))\ - .withColumn("cent_cell", mos.grid_pointascellid("cent", F.lit("1km")))\ - .withColumn("clip_region", mos.grid_boundaryaswkb("cent_cell"))\ - .withColumn("clip_region", mos.st_buffer(mos.st_setsrid(mos.as_json(mos.st_asgeojson("clip_region")), F.lit(27700)), F.lit(16)))\ - .where(mos.st_area("clip_region") > 0)\ - .withColumn("tile", mos.rst_clip("tile", "clip_region")) - -# COMMAND ---------- - -to_plot = expanded_imgs.limit(50).collect() - -# COMMAND ---------- - -library.plot_raster(to_plot[2][1]["raster"]) - -# COMMAND ---------- - -to_plot = expanded_imgs\ - .where(F.array_contains(mos.grid_cellkring("kring", F.lit(1)), F.lit("TQ3757")))\ - .select("bbox", "clip_region", "cent_cell") - - -# COMMAND ---------- - -# MAGIC %%mosaic_kepler -# MAGIC to_plot bbox geometry(bng) - -# COMMAND ---------- - -# MAGIC %%mosaic_kepler -# MAGIC to_plot clip_region geometry(bng) - -# COMMAND ---------- - -rolling_tiles = expanded_imgs\ - .withColumn("tile", mos.rst_to_overlapping_tiles("tile", F.lit(30), F.lit(30), F.lit(50)))\ - .withColumn("bbox", mos.rst_boundingbox("tile")) - -# COMMAND ---------- - -to_plot = rolling_tiles.limit(50).collect() - -# COMMAND ---------- - -library.plot_raster(to_plot[1]["tile"]["raster"]) - -# COMMAND ---------- - -to_plot = rolling_tiles.select("bbox") - -# COMMAND ---------- - -# MAGIC %%mosaic_kepler -# MAGIC to_plot bbox geometry(bng) - -# COMMAND ---------- - - diff --git a/notebooks/prototypes/grid_tiles/01 Gridded EOD Data.py b/notebooks/prototypes/grid_tiles/01 Gridded EOD Data.py deleted file mode 100644 index a6cd78bdf..000000000 --- a/notebooks/prototypes/grid_tiles/01 Gridded EOD Data.py +++ /dev/null @@ -1,292 +0,0 @@ -# Databricks notebook source -# MAGIC %md -# MAGIC ## Install the libraries and prepare the environment - -# COMMAND ---------- - -# MAGIC %pip install databricks-mosaic rasterio==1.3.5 --quiet gdal==3.4.3 pystac pystac_client planetary_computer tenacity rich - -# COMMAND ---------- - -spark.conf.set("spark.sql.adaptive.coalescePartitions.enabled", "false") -spark.conf.set("spark.sql.adaptive.enabled", "false") - -# COMMAND ---------- - -import library -import mosaic as mos -import rasterio - -from io import BytesIO -from matplotlib import pyplot -from rasterio.io import MemoryFile -from pyspark.sql import functions as F - -mos.enable_mosaic(spark, dbutils) -mos.enable_gdal(spark) - -# COMMAND ---------- - -# MAGIC %reload_ext autoreload -# MAGIC %autoreload 2 -# MAGIC %reload_ext library - -# COMMAND ---------- - -# MAGIC %md -# MAGIC ## Data load - -# COMMAND ---------- - -# MAGIC %md -# MAGIC We can easily browse the data we have downloaded in the notebook 00. The download metadata is stored as a delta table. - -# COMMAND ---------- - -# MAGIC %sql -# MAGIC USE odin_alaska; -# MAGIC SHOW TABLES; - -# COMMAND ---------- - -catalog_df = \ - spark.read.table("alaska_b04")\ - .withColumn("souce_band", F.lit("B04")) -catalog_df.display() - -# COMMAND ---------- - -# MAGIC %md -# MAGIC For the purpose of raster data analysis mosaic framework provides a distributed gdal data readers. -# MAGIC We can also retile the images on read to make sure the imagery is balanced and more parallelised. - -# COMMAND ---------- - -tiles_df = catalog_df\ - .repartition(200, F.rand())\ - .withColumn("raster", mos.rst_subdivide("outputfile", F.lit(8)))\ - .withColumn("size", mos.rst_memsize("raster"))\ - .where(~mos.rst_isempty("raster")) - -# COMMAND ---------- - -# MAGIC %md -# MAGIC At this point all our imagery is held in memory, but we can easily access it and visualise it. - -# COMMAND ---------- - -to_plot = tiles_df.limit(50).collect() - -# COMMAND ---------- - -library.plot_raster(to_plot[7]["raster"]) - -# COMMAND ---------- - -# MAGIC %md -# MAGIC Mosaic framework provides the same tessellation principles for both vector and raster data. We can project both vector and raster data into a unified grid and from there it is very easy to combine and join raster to raster, vector to vector and raster to vector data. - -# COMMAND ---------- - -grid_tessellate_df = tiles_df\ - .repartition(200, F.rand())\ - .withColumn("raster", mos.rst_tessellate("raster", F.lit(6)))\ - .withColumn("index_id", F.col("raster.index_id")) - -# COMMAND ---------- - -to_plot = grid_tessellate_df.limit(50).collect() - -# COMMAND ---------- - -library.plot_raster(to_plot[2]["raster"]["raster"]) - -# COMMAND ---------- - -spark.read.table("alaska_b08")\ - .withColumn("souce_band", F.col("asset.name"))\ - .repartition(200, F.rand())\ - .where(F.expr("rst_tryopen(outputfile)"))\ - .withColumn("raster", mos.rst_subdivide("outputfile", F.lit(8)))\ - - .display() - -# COMMAND ---------- - -def index_band(band_table, resolution): - catalog_df = \ - spark.read.table(band_table)\ - .where(F.expr("rst_tryopen(outputfile)"))\ - .withColumn("souce_band", F.col("asset.name")) - - tiles_df = catalog_df\ - .repartition(200, F.rand())\ - .withColumn("raster", mos.rst_subdivide("outputfile", F.lit(8)))\ - .withColumn("size", mos.rst_memsize("raster")) - - grid_tessellate_df = tiles_df\ - .repartition(200, F.rand())\ - .withColumn("raster", mos.rst_tessellate("raster", F.lit(resolution)))\ - .withColumn("index_id", F.col("raster.index_id")) - - grid_tessellate_df.write.mode("overwrite").format("delta").saveAsTable(f"{band_table}_indexed") - -# COMMAND ---------- - -tables_to_index = spark.sql("SHOW TABLES").where("tableName not like '%indexed'").select("tableName").collect() -tables_to_index = [tbl["tableName"] for tbl in tables_to_index] -tables_to_index - -# COMMAND ---------- - -index_band("alaska_b02", 6) - -# COMMAND ---------- - -index_band("alaska_b03", 6) - -# COMMAND ---------- - -index_band("alaska_b04", 6) - -# COMMAND ---------- - -index_band("alaska_b08", 6) - -# COMMAND ---------- - -grid_tessellate_df = spark.read.table("alaska_b02_indexed") -grid_tessellate_df.limit(20).display() - -# COMMAND ---------- - -# MAGIC %md -# MAGIC ## Raster for arbitrary corridors. - -# COMMAND ---------- - -# MAGIC %md -# MAGIC To illustrate how easy is to combine vector and raster data we will use a traditionally hard problem. Extraction of raster data for an arbitrary corridors. - -# COMMAND ---------- - -line_example = "LINESTRING(-158.34445841325555 68.0176784075422,-155.55393106950555 68.0423396963395,-154.82883341325555 67.84431100260183,-159.33322794450555 67.81114172848677,-160.01438028825555 67.47684671455214,-154.43332560075555 67.56925103744871,-154.01584513200555 67.30791374746678,-160.16818888200555 67.25700024664256,-160.58566935075555 66.94924133006975,-153.73020060075555 67.0693906319206,-154.49924356950555 66.70715520513478,-160.12424356950555 66.70715520513478,-159.02561075700555 66.37476822845568,-154.56516153825555 66.49774379983036,-155.04855997575555 66.22462528148408,-158.76193888200555 66.16254082040112,-157.94895060075555 65.94851918639993,-155.64182169450555 66.0021934684043,-158.58615763200555 66.55900493948819,-155.26828653825555 67.43472555587037,-161.64035685075555 67.86087797718164,-161.66232950700555 67.44315575603868)" - -line_df = spark.createDataFrame([line_example], "string")\ - .select(F.col("value").alias("wkt"))\ - .select( - mos.grid_tessellateexplode("wkt", F.lit(6)).alias("grid") - )\ - .select("grid.*") - -# COMMAND ---------- - -# MAGIC %md -# MAGIC We can visualise all the cells of interest for the provided arbitrary corridor. Since we are now operating in grid space it is very easy to get all raster images that match this specification. - -# COMMAND ---------- - -# MAGIC %%mosaic_kepler -# MAGIC line_df index_id h3 - -# COMMAND ---------- - -cells_of_interest = grid_tessellate_df.repartition(40, F.rand()).join(line_df, on=["index_id"]) - -# COMMAND ---------- - -cells_of_interest.limit(10).display() - -# COMMAND ---------- - -# MAGIC %md -# MAGIC Our framework provides a very easy way to provide rasterio lambda functions that we can distribute and scale up without any involvement from the end user. - -# COMMAND ---------- - -src = rasterio.open("/dbfs/FileStore/geospatial/odin/dais23demo/1805789896tif") -avg = src.statistics(bidx = 1).mean -avg - -# COMMAND ---------- - -def mean_band_1(dataset): - try: - return dataset.statistics(bidx = 1).mean - except: - return 0.0 - -with_measurement = cells_of_interest.withColumn( - "rasterio_lambda", library.rasterio_lambda("raster.raster", lambda dataset: mean_band_1(dataset) ) -) - -# COMMAND ---------- - -with_measurement.write.format("delta").mode("overwrite").option("overwriteSchema", "true").saveAsTable("mosaic_odin_gridded") - -# COMMAND ---------- - -# MAGIC %md -# MAGIC ## Raster to Timeseries projection - -# COMMAND ---------- - -# MAGIC %md -# MAGIC With this power of expression that rasterio provides and power of distribution that mosaic provides we can easily convert rasters to numerical values with arbitrary mathematical complexity. Since all of our imagery is timestamped, our raster to number projection in effect is creating time series bound to H3 cells. - -# COMMAND ---------- - -with_measurement = spark.read.table("mosaic_odin_gridded") - -# COMMAND ---------- - -with_measurement.where("rasterio_lambda > 0").display() - -# COMMAND ---------- - -measurements = with_measurement\ - .select( - "index_id", - "date", - "rasterio_lambda", - "wkb" - )\ - .where("rasterio_lambda > 0")\ - .groupBy("index_id", "date")\ - .agg( - F.avg("rasterio_lambda").alias("measure"), - F.first("wkb").alias("wkb") - ) - -# COMMAND ---------- - -# MAGIC %md -# MAGIC At this point our data is effectively became timeseries data and can be modeled as virtual IOT devices that are fixed in spatial context. - -# COMMAND ---------- - -measurements.display() - -# COMMAND ---------- - -# MAGIC %md -# MAGIC We can easily visualise data for individual dates in a spatial contex by leveraging our H3 locations. - -# COMMAND ---------- - -df_06_20 = measurements.where("date == '2021-06-20'") -df_06_03 = measurements.where("date == '2021-06-03'") - -# COMMAND ---------- - -# MAGIC %%mosaic_kepler -# MAGIC df_06_20 index_id h3 5000 - -# COMMAND ---------- - -# MAGIC %%mosaic_kepler -# MAGIC df_06_03 index_id h3 5000 - -# COMMAND ---------- - - diff --git a/notebooks/prototypes/grid_tiles/03 Band Stacking.py b/notebooks/prototypes/grid_tiles/03 Band Stacking.py deleted file mode 100644 index da54328eb..000000000 --- a/notebooks/prototypes/grid_tiles/03 Band Stacking.py +++ /dev/null @@ -1,164 +0,0 @@ -# Databricks notebook source -# MAGIC %md -# MAGIC ## Install the libraries and prepare the environment - -# COMMAND ---------- - -# MAGIC %pip install databricks-mosaic rasterio==1.3.5 --quiet gdal==3.4.3 pystac pystac_client planetary_computer tenacity rich - -# COMMAND ---------- - -import library -import mosaic as mos -import rasterio - -from io import BytesIO -from matplotlib import pyplot -from rasterio.io import MemoryFile -from pyspark.sql import functions as F - -mos.enable_mosaic(spark, dbutils) -mos.enable_gdal(spark) - -# COMMAND ---------- - -# MAGIC %reload_ext autoreload -# MAGIC %autoreload 2 -# MAGIC %reload_ext library - -# COMMAND ---------- - -spark.conf.set("spark.sql.adaptive.coalescePartitions.enabled", "false") -spark.conf.set("spark.sql.adaptive.enabled", "false") - -# COMMAND ---------- - -# MAGIC %md -# MAGIC ## Data load - -# COMMAND ---------- - -# MAGIC %md -# MAGIC We can easily browse the data we have downloaded in the notebook 00. The download metadata is stored as a delta table. - -# COMMAND ---------- - -# MAGIC %sql -# MAGIC USE odin_alaska - -# COMMAND ---------- - -df_b02 = spark.read.table("alaska_b02_indexed")\ - .withColumn("h3", F.col("raster.index_id")) -df_b03 = spark.read.table("alaska_b03_indexed")\ - .withColumn("h3", F.col("raster.index_id")) -df_b04 = spark.read.table("alaska_b04_indexed")\ - .withColumn("h3", F.col("raster.index_id")) -df_b08 = spark.read.table("alaska_b08_indexed")\ - .withColumn("h3", F.col("raster.index_id")) - -# COMMAND ---------- - -# MAGIC %md -# MAGIC For the purpose of raster data analysis mosaic framework provides a distributed gdal data readers. -# MAGIC We can also retile the images on read to make sure the imagery is balanced and more parallelised. - -# COMMAND ---------- - -df_b03.limit(20).display() - -# COMMAND ---------- - -df_b03.groupBy("h3", "date").count().display() - -# COMMAND ---------- - -to_plot = df_b03.limit(50).collect() - -# COMMAND ---------- - -library.plot_raster(to_plot[37]["raster"]["raster"]) - -# COMMAND ---------- - -counts = df_b03.select("h3", "date").groupBy("h3", "date").count() - -# COMMAND ---------- - -# MAGIC %%mosaic_kepler -# MAGIC counts h3 h3 100000000 - -# COMMAND ---------- - -df_b02_resolved = df_b02.groupBy("h3", "date")\ - .agg(mos.rst_merge(F.collect_list("raster.raster")).alias("raster")) - -df_b03_resolved = df_b03.groupBy("h3", "date")\ - .agg(mos.rst_merge(F.collect_list("raster.raster")).alias("raster")) - -df_b04_resolved = df_b04.groupBy("h3", "date")\ - .agg(mos.rst_merge(F.collect_list("raster.raster")).alias("raster")) - -df_b08_resolved = df_b08.groupBy("h3", "date")\ - .agg(mos.rst_merge(F.collect_list("raster.raster")).alias("raster")) - - -# COMMAND ---------- - -df_b03_resolved.groupBy("h3", "date").count().display() - -# COMMAND ---------- - -# MAGIC %%mosaic_kepler -# MAGIC df_b03_resolved h3 h3 1000000 - -# COMMAND ---------- - -stacked_df = df_b02_resolved\ - .repartition(200, F.rand())\ - .withColumnRenamed("raster", "b02")\ - .join( - df_b03_resolved\ - .repartition(200, F.rand())\ - .withColumnRenamed("raster", "b03"), - on = ["h3", "date"] - )\ - .join( - df_b04_resolved\ - .repartition(200, F.rand())\ - .withColumnRenamed("raster", "b04"), - on = ["h3", "date"] - )\ - .join( - df_b08_resolved\ - .repartition(200, F.rand())\ - .withColumnRenamed("raster", "b08"), - on = ["h3", "date"] - )\ - .withColumn("raster", mos.rst_mergebands(F.array("b04", "b03", "b02", "b08"))) # b04 = red b03 = blue b02 = green b08 = nir - -# COMMAND ---------- - -stacked_df.count() - -# COMMAND ---------- - -stacked_df.limit(50).display() - -# COMMAND ---------- - -ndvi_test = stacked_df.withColumn( - "ndvi", mos.rst_ndvi("raster", F.lit(4), F.lit(1)) -) - -# COMMAND ---------- - -to_plot = ndvi_test.limit(50).collect() - -# COMMAND ---------- - -library.plot_raster(to_plot[4]["ndvi"]) - -# COMMAND ---------- - - diff --git a/notebooks/prototypes/grid_tiles/04 SAM Integration.py b/notebooks/prototypes/grid_tiles/04 SAM Integration.py deleted file mode 100644 index c9e516ef3..000000000 --- a/notebooks/prototypes/grid_tiles/04 SAM Integration.py +++ /dev/null @@ -1,140 +0,0 @@ -# Databricks notebook source - - -# COMMAND ---------- - -# MAGIC %pip install rasterio==1.3.5 --quiet gdal==3.4.3 pystac pystac_client planetary_computer torch transformers - -# COMMAND ---------- - -import library -import sam_lib -import mosaic as mos -import rasterio - -from io import BytesIO -from matplotlib import pyplot -from rasterio.io import MemoryFile -from pyspark.sql import functions as F - -mos.enable_mosaic(spark, dbutils) -mos.enable_gdal(spark) - -# COMMAND ---------- - -# MAGIC %reload_ext autoreload -# MAGIC %autoreload 2 -# MAGIC %reload_ext library -# MAGIC %reload_ext sam_lib - -# COMMAND ---------- - -spark.conf.set("spark.sql.adaptive.coalescePartitions.enabled", "false") -spark.conf.set("spark.sql.adaptive.enabled", "false") - -# COMMAND ---------- - -# MAGIC %md -# MAGIC ## Data load and model load - -# COMMAND ---------- - -with_measurement = spark.read.table("mosaic_odin_gridded") - -# COMMAND ---------- - -library.plot_raster(with_measurement.limit(50).collect()[0]["raster"]) - -# COMMAND ---------- - -import torch -from PIL import Image -import requests -from transformers import SamModel, SamProcessor -import torch - -# COMMAND ---------- - -device = torch.device("cuda" if torch.cuda.is_available() else "cpu") -model = SamModel.from_pretrained("facebook/sam-vit-huge").to(device) -processor = SamProcessor.from_pretrained("facebook/sam-vit-huge") - -# COMMAND ---------- - -tiles = with_measurement.limit(50).collect() - -# COMMAND ---------- - -raster = tiles[1]["raster"] -raw_image = Image.open(BytesIO(raster)) - -# COMMAND ---------- - -library.plot_raster(raster) - -# COMMAND ---------- - -# MAGIC %md -# MAGIC ## Apply SAM on one of the tiles - -# COMMAND ---------- - -def get_masks(raw_image): - inputs = processor(raw_image, return_tensors="pt").to(device) - image_embeddings = model.get_image_embeddings(inputs["pixel_values"]) - inputs.pop("pixel_values", None) - inputs.update({"image_embeddings": image_embeddings}) - - with torch.no_grad(): - outputs = model(**inputs) - - masks = processor.image_processor.post_process_masks( - outputs.pred_masks.cpu(), - inputs["original_sizes"].cpu(), - inputs["reshaped_input_sizes"].cpu() - ) - return masks - -def get_scores(raw_image): - inputs = processor(raw_image, return_tensors="pt").to(device) - image_embeddings = model.get_image_embeddings(inputs["pixel_values"]) - inputs.pop("pixel_values", None) - inputs.update({"image_embeddings": image_embeddings}) - - with torch.no_grad(): - outputs = model(**inputs) - - scores = outputs.iou_scores - return scores - -# COMMAND ---------- - -scores = get_scores(raw_image) -masks = get_masks(raw_image) - -# COMMAND ---------- - -sam_lib.show_masks_on_image(raw_image, masks[0], scores) - - -# COMMAND ---------- - -# MAGIC %md -# MAGIC ## Scaling model scoring with pandas UDFs - -# COMMAND ---------- - -import pandas as pd -from pyspark.sql.functions import col, pandas_udf -from pyspark.sql.types import LongType - -# Declare the function and create the UDF -def apply_sam(rasters: pd.Series) -> pd.Series: - - device = torch.device("cuda" if torch.cuda.is_available() else "cpu") - model = SamModel.from_pretrained("facebook/sam-vit-huge").to(device) - processor = SamProcessor.from_pretrained("facebook/sam-vit-huge") - - return rasters\ - .apply(raster: Image.open(BytesIO(raster)))\ - .apply(image: get_masks(image)) diff --git a/notebooks/prototypes/grid_tiles/library.py b/notebooks/prototypes/grid_tiles/library.py deleted file mode 100644 index 830b59b9a..000000000 --- a/notebooks/prototypes/grid_tiles/library.py +++ /dev/null @@ -1,148 +0,0 @@ -import shapely.geometry -import mosaic as mos -import pystac_client -import planetary_computer -import json -import requests -import rasterio -from io import BytesIO -from matplotlib import pyplot -from rasterio.io import MemoryFile -import rasterio -from matplotlib import pyplot -from rasterio.plot import show - -from pyspark.sql.types import * -from pyspark.sql import functions as F -from pyspark.sql.functions import udf - -from pyspark.sql.functions import pandas_udf -import pandas as pd - -catalog = pystac_client.Client.open( - "https://planetarycomputer.microsoft.com/api/stac/v1", - modifier=planetary_computer.sign_inplace -) - - -def generate_cells(extent, resolution, spark, mos): - polygon = shapely.geometry.box(*extent, ccw=True) - wkt_poly = str(polygon.wkt) - cells = spark.createDataFrame([[wkt_poly]], ["geom"]) - cells = cells.withColumn("grid", mos.grid_tessellateexplode("geom", F.lit(resolution))) - return cells - - -@udf("array") -def get_assets(item): - item_dict = json.loads(item) - assets = item_dict["assets"] - return [json.dumps({**{"name": asset}, **assets[asset]}) for asset in assets] - - -@pandas_udf("array") -def get_items(geojson: pd.Series, datetime: pd.Series, collections: pd.Series) -> pd.Series: - - from tenacity import retry, wait_exponential - - @retry(wait=wait_exponential(multiplier=2, min=4, max=120)) - def search_with_retry(geojson, catalog, collection, dt): - search = catalog.search( - collections = collection, - intersects = geojson, - datetime = dt - ) - items = search.item_collection() - return [json.dumps(item.to_dict()) for item in items] - - def search_catalog(geojson, catalog, collection, dt): - try: - return search_with_retry(geojson, catalog, collection, dt) - except Exception as inst: - return [str(inst)] - - catalog = pystac_client.Client.open( - "https://planetarycomputer.microsoft.com/api/stac/v1", - modifier=planetary_computer.sign_inplace - ) - - dt = datetime[0] - coll = collections[0] - return geojson.apply( - lambda gj: search_catalog(gj, catalog, coll, dt) - ) - - -def get_assets_for_cells(cells_df, period, source): - return cells_df\ - .withColumn("items", get_items("geojson", F.lit(period), F.array(F.lit(source))))\ - .repartition(200, F.rand())\ - .withColumn("items", F.explode("items"))\ - .withColumn("assets", get_assets("items"))\ - .repartition(200, F.rand())\ - .withColumn("assets", F.explode("assets"))\ - .withColumn("asset", F.from_json(F.col("assets"), MapType(StringType(), StringType())))\ - .withColumn("item", F.from_json(F.col("items"), MapType(StringType(), StringType())))\ - .withColumn("item_properties", F.from_json("item.properties", MapType(StringType(), StringType())))\ - .withColumn("item_collection", F.col("item.collection"))\ - .withColumn("item_bbox", F.col("item.bbox"))\ - .withColumn("item_id", F.col("item.id"))\ - .withColumn("stac_version", F.col("item.stac_version"))\ - .drop("assets", "items", "item")\ - .repartition(200, F.rand()) - - -def get_unique_hrefs(assets_df, item_name): - return assets_df\ - .select( - "area_id", - "h3", - "asset.name", - "asset.href", - "item_id", - F.to_date("item_properties.datetime").alias("date") - ).where( - f"name == '{item_name}'" - ).groupBy( - "href", "item_id", "date" - )\ - .agg(F.first("h3").alias("h3")) - - -@udf("string") -def download_asset(href, dir_path, filename): - try: - outpath = f"{dir_path}/{filename}" - # Make the actual request, set the timeout for no data to 10 seconds and enable streaming responses so we don't have to keep the large files in memory - request = requests.get(href, timeout=100, stream=True) - - # Open the output file and make sure we write in binary mode - with open(outpath, 'wb') as fh: - # Walk through the request response in chunks of 1024 * 1024 bytes, so 1MiB - for chunk in request.iter_content(1024 * 1024): - # Write the chunk to the file - fh.write(chunk) - # Optionally we can check here if the download is taking too long - return outpath - except: - return "" - - -def plot_raster(raster): - fig, ax = pyplot.subplots(1, figsize=(12, 12)) - - with MemoryFile(BytesIO(raster)) as memfile: - with memfile.open() as src: - show(src, ax=ax) - pyplot.show() - - -def rasterio_lambda(raster, lambda_f): - @udf("double") - def f_udf(f_raster): - with MemoryFile(BytesIO(f_raster)) as memfile: - with memfile.open() as dataset: - x = lambda_f(dataset) - return float(x) - - return f_udf(raster) \ No newline at end of file diff --git a/notebooks/prototypes/grid_tiles/sam_lib.py b/notebooks/prototypes/grid_tiles/sam_lib.py deleted file mode 100644 index f785178f7..000000000 --- a/notebooks/prototypes/grid_tiles/sam_lib.py +++ /dev/null @@ -1,91 +0,0 @@ -import numpy as np -import matplotlib.pyplot as plt - -def show_mask(mask, ax, random_color=False): - if random_color: - color = np.concatenate([np.random.random(3), np.array([0.6])], axis=0) - else: - color = np.array([30/255, 144/255, 255/255, 0.6]) - h, w = mask.shape[-2:] - mask_image = mask.reshape(h, w, 1) * color.reshape(1, 1, -1) - ax.imshow(mask_image) - - -def show_box(box, ax): - x0, y0 = box[0], box[1] - w, h = box[2] - box[0], box[3] - box[1] - ax.add_patch(plt.Rectangle((x0, y0), w, h, edgecolor='green', facecolor=(0,0,0,0), lw=2)) - -def show_boxes_on_image(raw_image, boxes): - plt.figure(figsize=(10,10)) - plt.imshow(raw_image) - for box in boxes: - show_box(box, plt.gca()) - plt.axis('on') - plt.show() - -def show_points_on_image(raw_image, input_points, input_labels=None): - plt.figure(figsize=(10,10)) - plt.imshow(raw_image) - input_points = np.array(input_points) - if input_labels is None: - labels = np.ones_like(input_points[:, 0]) - else: - labels = np.array(input_labels) - show_points(input_points, labels, plt.gca()) - plt.axis('on') - plt.show() - -def show_points_and_boxes_on_image(raw_image, boxes, input_points, input_labels=None): - plt.figure(figsize=(10,10)) - plt.imshow(raw_image) - input_points = np.array(input_points) - if input_labels is None: - labels = np.ones_like(input_points[:, 0]) - else: - labels = np.array(input_labels) - show_points(input_points, labels, plt.gca()) - for box in boxes: - show_box(box, plt.gca()) - plt.axis('on') - plt.show() - - -def show_points_and_boxes_on_image(raw_image, boxes, input_points, input_labels=None): - plt.figure(figsize=(10,10)) - plt.imshow(raw_image) - input_points = np.array(input_points) - if input_labels is None: - labels = np.ones_like(input_points[:, 0]) - else: - labels = np.array(input_labels) - show_points(input_points, labels, plt.gca()) - for box in boxes: - show_box(box, plt.gca()) - plt.axis('on') - plt.show() - - -def show_points(coords, labels, ax, marker_size=375): - pos_points = coords[labels==1] - neg_points = coords[labels==0] - ax.scatter(pos_points[:, 0], pos_points[:, 1], color='green', marker='*', s=marker_size, edgecolor='white', linewidth=1.25) - ax.scatter(neg_points[:, 0], neg_points[:, 1], color='red', marker='*', s=marker_size, edgecolor='white', linewidth=1.25) - - -def show_masks_on_image(raw_image, masks, scores): - if len(masks.shape) == 4: - masks = masks.squeeze() - if scores.shape[0] == 1: - scores = scores.squeeze() - - nb_predictions = scores.shape[-1] - fig, axes = plt.subplots(1, nb_predictions, figsize=(15, 15)) - - for i, (mask, score) in enumerate(zip(masks, scores)): - mask = mask.cpu().detach() - axes[i].imshow(np.array(raw_image)) - show_mask(mask, axes[i]) - axes[i].title.set_text(f"Mask {i+1}, Score: {score.item():.3f}") - axes[i].axis("off") - plt.show() \ No newline at end of file From 46a12d3355e11ebc188d78c783893acdceba79af Mon Sep 17 00:00:00 2001 From: Michael Johns Date: Thu, 18 Jan 2024 14:05:03 -0500 Subject: [PATCH 02/14] Create README.md eo series updated. --- notebooks/examples/python/EarthObservation/README.md | 3 +++ 1 file changed, 3 insertions(+) create mode 100644 notebooks/examples/python/EarthObservation/README.md diff --git a/notebooks/examples/python/EarthObservation/README.md b/notebooks/examples/python/EarthObservation/README.md new file mode 100644 index 000000000..262e627f6 --- /dev/null +++ b/notebooks/examples/python/EarthObservation/README.md @@ -0,0 +1,3 @@ +# Earth Observation Examples + +> Note: `ipynb` files can be previewed in GitHub and can also be imported into Databricks, more [here](https://docs.databricks.com/en/notebooks/notebook-export-import.html). From 22d1ac57b75a53176463fae2cf98e9820b2ac20a Mon Sep 17 00:00:00 2001 From: Michael Johns Date: Thu, 18 Jan 2024 14:09:11 -0500 Subject: [PATCH 03/14] Create README.md updated eo series. --- .../python/EarthObservation/EOGriddedSTAC/README.md | 6 ++++++ 1 file changed, 6 insertions(+) create mode 100644 notebooks/examples/python/EarthObservation/EOGriddedSTAC/README.md diff --git a/notebooks/examples/python/EarthObservation/EOGriddedSTAC/README.md b/notebooks/examples/python/EarthObservation/EOGriddedSTAC/README.md new file mode 100644 index 000000000..5c72f25d6 --- /dev/null +++ b/notebooks/examples/python/EarthObservation/EOGriddedSTAC/README.md @@ -0,0 +1,6 @@ +# Earth Observation Gridded STAC Series + +__Notes:__ + +* `ipynb` files can be previewed in GitHub and can also be imported into Databricks, more [here](https://docs.databricks.com/en/notebooks/notebook-export-import.html). +* 'library.py' and 'sam_lib.py' are not imported as notebooks but rather as [Workspace Files](https://docs.databricks.com/en/files/workspace.html#what-are-workspace-files). From c433a30cb76ff3b54931005a3b639d11882a91f0 Mon Sep 17 00:00:00 2001 From: Michael Johns Date: Thu, 18 Jan 2024 14:13:11 -0500 Subject: [PATCH 04/14] Add files via upload update eo series. --- .../EOGriddedSTAC/01. Search STACs.ipynb | 2179 +++++++++++++++++ .../EarthObservation/EOGriddedSTAC/library.py | 230 ++ .../EarthObservation/EOGriddedSTAC/sam_lib.py | 91 + 3 files changed, 2500 insertions(+) create mode 100644 notebooks/examples/python/EarthObservation/EOGriddedSTAC/01. Search STACs.ipynb create mode 100644 notebooks/examples/python/EarthObservation/EOGriddedSTAC/library.py create mode 100644 notebooks/examples/python/EarthObservation/EOGriddedSTAC/sam_lib.py diff --git a/notebooks/examples/python/EarthObservation/EOGriddedSTAC/01. Search STACs.ipynb b/notebooks/examples/python/EarthObservation/EOGriddedSTAC/01. Search STACs.ipynb new file mode 100644 index 000000000..562b8a110 --- /dev/null +++ b/notebooks/examples/python/EarthObservation/EOGriddedSTAC/01. Search STACs.ipynb @@ -0,0 +1,2179 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "5da57624-9aa4-42d9-8862-6ce70f2af817", + "showTitle": false, + "title": "" + } + }, + "source": [ + "# Search STAC Assets\n", + "\n", + "> For this demo we will require a few spatial libraries that can be easily installed via pip install. We will be using gdal, rasterio, pystac and databricks-mosaic for data download and data manipulation. We will use Microsoft [Planetary Computer](https://planetarycomputer.microsoft.com/) as the [STAC](https://stacspec.org/en) source of the raster data. __Note: Because we are using the free tier of MPC, downloads might be throttled.__ \n", + "\n", + "---\n", + "__Last Update:__ 18 JAN 2024 [Mosaic 0.3.14]" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "104bfc79-65b4-4df8-9096-0219e7fbaa26", + "showTitle": false, + "title": "" + } + }, + "source": [ + "## Setup\n", + "\n", + "

\n", + "\n", + "1. Import Databricks columnar functions (including H3) for DBR with `from pyspark.databricks.sql.functions import *`\n", + "2. To use Databricks Labs [Mosaic](https://databrickslabs.github.io/mosaic/index.html) library for geospatial data engineering, analysis, and visualization functionality:\n", + " * Configure Init Script to install GDAL on your cluster [[1](https://databrickslabs.github.io/mosaic/usage/install-gdal.html)]\n", + " * Install with `%pip install databricks-mosaic`\n", + " * Import and use with the following:\n", + " ```\n", + " import mosaic as mos\n", + " mos.enable_mosaic(spark, dbutils)\n", + " mos.enable_gdal(spark)\n", + " ```\n", + "

\n", + "\n", + "3. To use [KeplerGl](https://kepler.gl/) OSS library for map layer rendering:\n", + " * Already installed with Mosaic, use `%%mosaic_kepler` magic [[Mosaic Docs](https://databrickslabs.github.io/mosaicusage/kepler.html)]\n", + " * Import with `from keplergl import KeplerGl` to use directly\n", + "\n", + "If you have trouble with Volume access:\n", + "\n", + "* For Mosaic 0.3 series (< DBR 13) - you can copy resources to DBFS as a workaround\n", + "* For Mosaic 0.4 series (DBR 13.3 LTS) - you will need to either copy resources to DBFS or setup for Unity Catalog +Shared Access which will involve your workspace admin. Instructions, as updated, will be [here](https://databrickslabsgithub.io/mosaic/usage/install-gdal.html).\n", + "\n", + "The search and download phase was run on AWS [m5d.xlarge](https://www.databricks.com/product/pricing/product-pricing/instance-types) instances (2-16 workers auto-scaling for up to 64 concurrent downloads)." + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "90f9ddc9-0107-46a3-98ad-97bd73746a2f", + "showTitle": false, + "title": "" + } + }, + "source": [ + "### Imports + Config" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "015fd031-b126-49c6-b7f6-501a485dcae5", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "output_type": "stream", + "text": [ + "Python interpreter will be restarted.\nPython interpreter will be restarted.\nPython interpreter will be restarted.\nPython interpreter will be restarted.\n" + ] + } + ], + "source": [ + "%pip install --quiet 'databricks-mosaic<0.4,>=0.3'\n", + "%pip install --quiet rasterio==1.3.5 gdal==3.4.3 pystac pystac_client planetary_computer tenacity rich pandas==1.5.3" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "a84b5ce9-7a54-4288-9536-66efbd7648ab", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "output_type": "stream", + "text": [ + "GDAL enabled.\n\nGDAL 3.4.3, released 2022/04/22\n\n\n" + ] + } + ], + "source": [ + "# -- configure AQE for more compute heavy operations\n", + "# - choose option-1 or option-2 below, essential for REPARTITION!\n", + "# spark.conf.set(\"spark.databricks.optimizer.adaptive.enabled\", False) # <- option-1: turn off completely for full control\n", + "spark.conf.set(\"spark.sql.adaptive.coalescePartitions.enabled\", False) # <- option-2: just tweak partition management\n", + "spark.conf.set(\"spark.sql.shuffle.partitions\", 512)\n", + "\n", + "# -- import databricks + delta + spark functions\n", + "from delta.tables import *\n", + "from pyspark.databricks.sql import functions as dbf\n", + "from pyspark.sql import functions as F\n", + "from pyspark.sql.functions import col\n", + "from pyspark.sql.types import *\n", + "\n", + "# -- setup mosaic\n", + "import mosaic as mos\n", + "\n", + "mos.enable_mosaic(spark, dbutils)\n", + "mos.enable_gdal(spark)\n", + "\n", + "# -- other imports\n", + "from datetime import datetime\n", + "import library\n", + "import os\n", + "import pathlib\n", + "import planetary_computer\n", + "import pystac_client\n", + "import requests\n", + "import warnings\n", + "\n", + "warnings.simplefilter(\"ignore\")" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "afc5607b-8422-4015-891d-0db0562685a1", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "output_type": "stream", + "text": [ + "Out[2]: '0.3.14'" + ] + } + ], + "source": [ + "mos.__version__" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "2d289e50-4d7a-4669-971a-f93b1991aa10", + "showTitle": false, + "title": "" + } + }, + "outputs": [], + "source": [ + "%reload_ext autoreload\n", + "%autoreload 2\n", + "%reload_ext library" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "23a47215-235e-475a-aa9c-dbfab781ccd4", + "showTitle": false, + "title": "" + } + }, + "source": [ + "### Databricks Catalog + Schema\n", + "\n", + "> This is for writing out table(s)." + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "969065e2-5f96-43a7-b38e-5901df41d306", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "output_type": "stream", + "text": [ + "Out[4]: DataFrame[]" + ] + } + ], + "source": [ + "# adjust to your preferred catalog + schema\n", + "catalog_name = \"geospatial_docs\"\n", + "db_name = \"eo_alaska\"\n", + "\n", + "sql(f\"\"\"USE CATALOG {catalog_name}\"\"\")\n", + "\n", + "# uncomment to cleanup prior\n", + "# sql(f\"\"\"DROP DATABASE IF EXISTS {db_name} CASCADE\"\"\")\n", + "\n", + "sql(f\"\"\"CREATE DATABASE IF NOT EXISTS {db_name}\"\"\")\n", + "sql(f\"\"\"USE DATABASE {db_name}\"\"\")" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "9ee896cc-2b6d-4051-9e19-c437421934be", + "showTitle": false, + "title": "" + } + }, + "source": [ + "### Data `ETL_DIR`" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "cd09f8c5-86d9-40a9-a565-83c3c395a1f1", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "output_type": "stream", + "text": [ + "...ETL_DIR: '/home/mjohns@databricks.com/stac/eo-series', ETL_DIR_FUSE: '/dbfs//home/mjohns@databricks.com/stac/eo-series' (create)\n" + ] + } + ], + "source": [ + "# Adjust this path to suit your needs...\n", + "user_name = dbutils.notebook.entry_point.getDbutils().notebook().getContext().userName().get()\n", + "\n", + "ETL_DIR = f\"/home/{user_name}/stac/eo-series\"\n", + "ETL_DIR_FUSE = f\"/dbfs/{ETL_DIR}\"\n", + "\n", + "os.environ['ETL_DIR'] = ETL_DIR\n", + "os.environ['ETL_DIR_FUSE'] = ETL_DIR_FUSE\n", + "\n", + "# dbutils.fs.rm(ETL_DIR, True) # <- uncomment to clean out\n", + "dbutils.fs.mkdirs(ETL_DIR)\n", + "print(f\"...ETL_DIR: '{ETL_DIR}', ETL_DIR_FUSE: '{ETL_DIR_FUSE}' (create)\")" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "8e55d2ea-7838-40bb-aa78-5e6f5aead137", + "showTitle": false, + "title": "" + } + }, + "source": [ + "## Download Alaska County Shapefile Data\n", + "\n", + "> We will download census data from [TIGER](https://www2.census.gov/geo/tiger/TIGER2021/COUNTY/tl_2021_us_county.zip) feed for this demo. The data can be downloaded as a zip to dbfs (or managed volumes)." + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "076ca051-edba-4a59-95f4-a5e36805a010", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "output_type": "stream", + "text": [ + "...TIGER_DIR: '/home/mjohns@databricks.com/stac/eo-series/census', TIGER_DIR_FUSE: '/dbfs/home/mjohns@databricks.com/stac/eo-series/census' (create)\n" + ] + } + ], + "source": [ + "# Set TIGER_DIR to census subfolder of ETL_DIR\n", + "TIGER_DIR = f\"{ETL_DIR}/census\"\n", + "TIGER_DIR_FUSE = f\"/dbfs{TIGER_DIR}\"\n", + "\n", + "os.environ['TIGER_DIR'] = TIGER_DIR\n", + "os.environ['TIGER_DIR_FUSE'] = TIGER_DIR_FUSE\n", + "\n", + "# dbutils.fs.rm(TIGER_DIR, True) # <- uncomment to clean out\n", + "dbutils.fs.mkdirs(TIGER_DIR)\n", + "print(f\"...TIGER_DIR: '{TIGER_DIR}', TIGER_DIR_FUSE: '{TIGER_DIR_FUSE}' (create)\")" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "43ea55db-d913-4e21-9bf8-a816b4e30350", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "output_type": "stream", + "text": [ + "...skipping '/dbfs/home/mjohns@databricks.com/stac/eo-series/census/tiger_us_county.zip', already exits.\n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/html": [ + "

pathnamesizemodificationTime
dbfs:/home/mjohns@databricks.com/stac/eo-series/census/tiger_us_county.ziptiger_us_county.zip823285311702588227000
" + ] + }, + "metadata": { + "application/vnd.databricks.v1+output": { + "addedWidgets": {}, + "aggData": [], + "aggError": "", + "aggOverflow": false, + "aggSchema": [], + "aggSeriesLimitReached": false, + "aggType": "", + "arguments": {}, + "columnCustomDisplayInfos": {}, + "data": [ + [ + "dbfs:/home/mjohns@databricks.com/stac/eo-series/census/tiger_us_county.zip", + "tiger_us_county.zip", + 82328531, + 1702588227000 + ] + ], + "datasetInfos": [], + "dbfsResultPath": null, + "isJsonSchema": true, + "metadata": {}, + "overflow": false, + "plotOptions": { + "customPlotOptions": {}, + "displayType": "table", + "pivotAggregation": null, + "pivotColumns": null, + "xColumns": null, + "yColumns": null + }, + "removedWidgets": [], + "schema": [ + { + "metadata": "{}", + "name": "path", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "name", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "size", + "type": "\"long\"" + }, + { + "metadata": "{}", + "name": "modificationTime", + "type": "\"long\"" + } + ], + "type": "table" + } + }, + "output_type": "display_data" + } + ], + "source": [ + "tiger_url = 'https://www2.census.gov/geo/tiger/TIGER2021/COUNTY/tl_2021_us_county.zip'\n", + "\n", + "tiger_dir_fuse_path = pathlib.Path(TIGER_DIR_FUSE)\n", + "tiger_dir_fuse_path.mkdir(parents=True, exist_ok=True)\n", + "\n", + "tiger_zip_fuse_path = tiger_dir_fuse_path / 'tiger_us_county.zip'\n", + "if not tiger_zip_fuse_path.exists():\n", + " req = requests.get(tiger_url)\n", + " with open(tiger_zip_fuse_path, 'wb') as f:\n", + " f.write(req.content)\n", + "else:\n", + " print(f\"...skipping '{tiger_zip_fuse_path}', already exits.\")\n", + "\n", + "display(dbutils.fs.ls(TIGER_DIR))" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "1e702cee-8f63-484d-8d54-ef44068dbd24", + "showTitle": false, + "title": "" + } + }, + "source": [ + "\n", + "> Mosaic has specialised readers for shape files and other GDAL supported formats. We dont need to unzip the data zip file. Just need to pass \"vsizip\" option to the reader." + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "3df2dd0c-0b41-4c3e-9182-160c3bca9264", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "output_type": "stream", + "text": [ + "count? 3,234\n" + ] + } + ], + "source": [ + "census_df = (\n", + " mos.read().format(\"multi_read_ogr\")\n", + " .option(\"vsizip\", \"true\")\n", + " .option(\"chunkSize\", \"50\")\n", + " .load(f\"dbfs:{TIGER_DIR}\")\n", + " .cache() # We will cache the loaded data to avoid schema inference being done repeatedly for each query\n", + ")\n", + "\n", + "print(f\"count? {census_df.count():,}\")" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "1827399e-b420-458a-af38-a387f6a9e8b1", + "showTitle": false, + "title": "" + } + }, + "source": [ + "> For this example we will focus on Alaska counties. Alska state code is 02 so we will apply a filter to our ingested data. __Note: field `geom_0` has our geometries.__" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "a94875b2-0f43-4ea9-99b0-9dcfd6a799f2", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/html": [ + "
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68.028931,-165.55557 68.030305,-165.567492 68.031908,-165.578109 68.032999,-165.596046 68.034727,-165.591987 68.034728))", + "4269" + ] + ], + "datasetInfos": [], + "dbfsResultPath": null, + "isJsonSchema": true, + "metadata": {}, + "overflow": false, + "plotOptions": { + "customPlotOptions": {}, + "displayType": "table", + "pivotAggregation": null, + "pivotColumns": null, + "xColumns": null, + "yColumns": null + }, + "removedWidgets": [], + "schema": [ + { + "metadata": "{}", + "name": "STATEFP", + "type": "\"long\"" + }, + { + "metadata": "{}", + "name": "COUNTYFP", + "type": "\"long\"" + }, + { + "metadata": "{}", + "name": "COUNTYNS", + "type": "\"long\"" + }, + { + "metadata": "{}", + "name": "GEOID", + "type": "\"long\"" + }, + { + "metadata": "{}", + "name": "NAME", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "NAMELSAD", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "LSAD", + "type": "\"long\"" + }, + { + "metadata": "{}", + "name": "CLASSFP", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "MTFCC", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "CSAFP", + "type": "\"long\"" + }, + { + "metadata": "{}", + "name": "CBSAFP", + "type": "\"long\"" + }, + { + "metadata": "{}", + "name": "METDIVFP", + "type": "\"long\"" + }, + { + "metadata": "{}", + "name": "FUNCSTAT", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "ALAND", + "type": "\"long\"" + }, + { + "metadata": "{}", + "name": "AWATER", + "type": "\"long\"" + }, + { + "metadata": "{}", + "name": "INTPTLAT", + "type": "\"double\"" + }, + { + "metadata": "{}", + "name": "INTPTLON", + "type": "\"double\"" + }, + { + "metadata": "{}", + "name": "geom_0", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "geom_0_srid", + "type": "\"string\"" + } + ], + "type": "table" + } + }, + "output_type": "display_data" + } + ], + "source": [ + "census_df.where(\"STATEFP == 2\").limit(1).display() # <- limiting for ipynb only" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "c460d2da-4892-4cd4-811f-dd182cdb7242", + "showTitle": false, + "title": "" + } + }, + "source": [ + "##### Render Alaska Shape Data with Kepler" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "06892c08-4f0a-4164-b299-36d59ce5cd49", + "showTitle": false, + "title": "" + } + }, + "outputs": [], + "source": [ + "(\n", + " census_df\n", + " .where(\"STATEFP == 2\")\n", + " .withColumn(\n", + " \"geom_0\",\n", + " mos.st_updatesrid(\"geom_0\", \"geom_0_srid\", F.lit(4326))\n", + " )\n", + " .select(\"geom_0\")\n", + " .createOrReplaceTempView(\"kepler_alaska\")\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "4341faf5-c3d4-49ea-85d0-3c65f5ef18e0", + "showTitle": false, + "title": "" + }, + "jupyter": { + "source_hidden": true + } + }, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/html": [ + "" + ] + }, + "metadata": { + "application/vnd.databricks.v1+output": { + "addedWidgets": {}, + "arguments": {}, + "data": "", + "datasetInfos": [], + "metadata": {}, + "removedWidgets": [], + "textData": null, + "type": "htmlSandbox" + } + }, + "output_type": "display_data" + } + ], + "source": [ + "displayHTML(\"\"\"\"\"\")" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": {}, + "inputWidgets": {}, + "nuid": "c6c0c93e-5e4e-4f4f-9415-da449ed10dff", + "showTitle": false, + "title": "" + } + }, + "source": [ + "_Uncomment the following within databricks for actual results. Hint: Zoom out to see the entirety of the Alaskan counties; also, there is data on either side of the [Anti-Meridian](https://en.wikipedia.org/wiki/180th_meridian), so wiggle the mouse along the left side where the data stops to switch rendering between the Western and the Eastern Hemispheres._" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "8fb1f0f9-2704-4f9b-aceb-1d70374babb1", + "showTitle": false, + "title": "" + } + }, + "outputs": [], + "source": [ + "# %%mosaic_kepler\n", + "# \"kepler_alaska\" geom_0 geometry 50" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "c3307c92-d496-491b-b787-f5e4964efecf", + "showTitle": false, + "title": "" + } + }, + "source": [ + "## Intro: Working the `pystac_client`\n", + "\n", + "> > It is fairly easy to interface with the `pystac_client` and a remote raster data catalogs. We can browse resource collections and individual assets. __In this example, we look at 1 month of data.__" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "a5347dbc-655c-42f0-b1cc-1623043c038c", + "showTitle": false, + "title": "" + } + }, + "outputs": [], + "source": [ + "time_range = \"2021-06-01/2021-06-30\"" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "f4a07316-1e43-4141-81c0-a843a6548992", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/html": [ + "
┏━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━┓\n",
+       "┃ Asset Key          ┃ Description                           ┃\n",
+       "┡━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━┩\n",
+       "│ AOT                │ Aerosol optical thickness (AOT)       │\n",
+       "│ B01                │ Band 1 - Coastal aerosol - 60m        │\n",
+       "│ B02                │ Band 2 - Blue - 10m                   │\n",
+       "│ B03                │ Band 3 - Green - 10m                  │\n",
+       "│ B04                │ Band 4 - Red - 10m                    │\n",
+       "│ B05                │ Band 5 - Vegetation red edge 1 - 20m  │\n",
+       "│ B06                │ Band 6 - Vegetation red edge 2 - 20m  │\n",
+       "│ B07                │ Band 7 - Vegetation red edge 3 - 20m  │\n",
+       "│ B08                │ Band 8 - NIR - 10m                    │\n",
+       "│ B09                │ Band 9 - Water vapor - 60m            │\n",
+       "│ B11                │ Band 11 - SWIR (1.6) - 20m            │\n",
+       "│ B12                │ Band 12 - SWIR (2.2) - 20m            │\n",
+       "│ B8A                │ Band 8A - Vegetation red edge 4 - 20m │\n",
+       "│ SCL                │ Scene classfication map (SCL)         │\n",
+       "│ WVP                │ Water vapour (WVP)                    │\n",
+       "│ visual             │ True color image                      │\n",
+       "│ preview            │ Thumbnail                             │\n",
+       "│ safe-manifest      │ SAFE manifest                         │\n",
+       "│ granule-metadata   │ Granule metadata                      │\n",
+       "│ inspire-metadata   │ INSPIRE metadata                      │\n",
+       "│ product-metadata   │ Product metadata                      │\n",
+       "│ datastrip-metadata │ Datastrip metadata                    │\n",
+       "│ tilejson           │ TileJSON with default rendering       │\n",
+       "│ rendered_preview   │ Rendered preview                      │\n",
+       "└────────────────────┴───────────────────────────────────────┘\n",
+       "
\n" + ] + }, + "metadata": { + "application/vnd.databricks.v1+output": { + "addedWidgets": {}, + "arguments": {}, + "data": "
┏━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━┓\n┃ Asset Key          ┃ Description                           ┃\n┡━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━━┩\n│ AOT                │ Aerosol optical thickness (AOT)       │\n│ B01                │ Band 1 - Coastal aerosol - 60m        │\n│ B02                │ Band 2 - Blue - 10m                   │\n│ B03                │ Band 3 - Green - 10m                  │\n│ B04                │ Band 4 - Red - 10m                    │\n│ B05                │ Band 5 - Vegetation red edge 1 - 20m  │\n│ B06                │ Band 6 - Vegetation red edge 2 - 20m  │\n│ B07                │ Band 7 - Vegetation red edge 3 - 20m  │\n│ B08                │ Band 8 - NIR - 10m                    │\n│ B09                │ Band 9 - Water vapor - 60m            │\n│ B11                │ Band 11 - SWIR (1.6) - 20m            │\n│ B12                │ Band 12 - SWIR (2.2) - 20m            │\n│ B8A                │ Band 8A - Vegetation red edge 4 - 20m │\n│ SCL                │ Scene classfication map (SCL)         │\n│ WVP                │ Water vapour (WVP)                    │\n│ visual             │ True color image                      │\n│ preview            │ Thumbnail                             │\n│ safe-manifest      │ SAFE manifest                         │\n│ granule-metadata   │ Granule metadata                      │\n│ inspire-metadata   │ INSPIRE metadata                      │\n│ product-metadata   │ Product metadata                      │\n│ datastrip-metadata │ Datastrip metadata                    │\n│ tilejson           │ TileJSON with default rendering       │\n│ rendered_preview   │ Rendered preview                      │\n└────────────────────┴───────────────────────────────────────┘\n
\n", + "datasetInfos": [], + "metadata": {}, + "removedWidgets": [], + "textData": null, + "type": "htmlSandbox" + } + }, + "output_type": "display_data" + } + ], + "source": [ + "import rich.table\n", + "\n", + "region = census_df.where(\"STATEFP == 2\").select(mos.st_asgeojson(\"geom_0\").alias(\"geojson\")).limit(1).collect()[0][\"geojson\"]\n", + "\n", + "# this object already available in library\n", + "# ps_client = pystac_client.Client.open(\n", + "# \"https://planetarycomputer.microsoft.com/api/stac/v1\",\n", + "# modifier=planetary_computer.sign_inplace\n", + "# )\n", + "\n", + "search = library.ps_client.search(\n", + " collections=[\"sentinel-2-l2a\"],\n", + " intersects=region, \n", + " datetime=time_range\n", + ")\n", + "\n", + "items = search.item_collection()\n", + "\n", + "table = rich.table.Table(\"Asset Key\", \"Description\")\n", + "for asset_key, asset in items[0].assets.items():\n", + " table.add_row(asset_key, asset.title)\n", + "\n", + "table" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "ec7f9a5d-d5d5-42c4-ad0a-5b347b4a4a82", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "output_type": "stream", + "text": [ + "Out[14]: ['AOT',\n 'B01',\n 'B02',\n 'B03',\n 'B04',\n 'B05',\n 'B06',\n 'B07',\n 'B08',\n 'B09',\n 'B11',\n 'B12',\n 'B8A',\n 'SCL',\n 'WVP']" + ] + } + ], + "source": [ + "bands = []\n", + "for asset_key, asset in items[0].assets.items():\n", + " bands.append(asset_key)\n", + "\n", + "bands = [b for b in bands if b not in [\"visual\", \"preview\", \"safe-manifest\", \"tilejson\", \"rendered_preview\", \"granule-metadata\", \"inspire-metadata\", \"product-metadata\", \"datastrip-metadata\"]]\n", + "bands" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "551188a8-e008-4617-8518-f2e5ae59d015", + "showTitle": false, + "title": "" + } + }, + "source": [ + "## H3-Based Downloads\n", + "\n", + "> We will convert (tessellate) our Alaska counties into H3 grid cells using Mosaic's [grid_tessellateexplode](https://databrickslabs.github.io/mosaic/api/spatial-indexing.html#grid_tessellateexplode) command which maintains precision by generating vector chips relative to each H3 cell in the covering set. This allows us more even handling of requests. __Note: [H3 resolution 2](https://h3geo.org/docs/core-library/restable/#average-area-in-km2) has an average area of 85,000km^2.__" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "bd384927-be0a-4bce-9706-c59d46f86abd", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "output_type": "stream", + "text": [ + "count? 126\n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/html": [ + "
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"{}", + "name": "STATEFP", + "type": "\"long\"" + }, + { + "metadata": "{}", + "name": "COUNTYFP", + "type": "\"long\"" + }, + { + "metadata": "{}", + "name": "COUNTYNS", + "type": "\"long\"" + }, + { + "metadata": "{}", + "name": "GEOID", + "type": "\"long\"" + }, + { + "metadata": "{}", + "name": "NAME", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "NAMELSAD", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "LSAD", + "type": "\"long\"" + }, + { + "metadata": "{}", + "name": "CLASSFP", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "MTFCC", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "CSAFP", + "type": "\"long\"" + }, + { + "metadata": "{}", + "name": "CBSAFP", + "type": "\"long\"" + }, + { + "metadata": "{}", + "name": "METDIVFP", + "type": "\"long\"" + }, + { + "metadata": "{}", + "name": "FUNCSTAT", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "ALAND", + "type": "\"long\"" + }, + { + "metadata": "{}", + "name": "AWATER", + "type": "\"long\"" + }, + { + "metadata": "{}", + "name": "INTPTLAT", + "type": "\"double\"" + }, + { + "metadata": "{}", + "name": "INTPTLON", + "type": "\"double\"" + }, + { + "metadata": "{}", + "name": "geom_0", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "geom_0_srid", + "type": "\"integer\"" + }, + { + "metadata": "{}", + "name": "grid", + "type": "{\"type\":\"struct\",\"fields\":[{\"name\":\"is_core\",\"type\":\"boolean\",\"nullable\":true,\"metadata\":{}},{\"name\":\"index_id\",\"type\":\"long\",\"nullable\":true,\"metadata\":{}},{\"name\":\"wkb\",\"type\":\"binary\",\"nullable\":true,\"metadata\":{}}]}" + } + ], + "type": "table" + } + }, + "output_type": "display_data" + } + ], + "source": [ + "cell_df = (\n", + " census_df\n", + " .where(\"STATEFP == 2\")\n", + " .withColumn(\n", + " \"geom_0\",\n", + " mos.st_updatesrid(\"geom_0\", \"geom_0_srid\", F.lit(4326))\n", + " )\n", + " .withColumn(\"geom_0_srid\", F.lit(4326))\\\n", + " .withColumn(\n", + " \"grid\",\n", + " mos.grid_tessellateexplode(\"geom_0\", F.lit(2))\n", + " )\n", + ")\n", + "print(f\"count? {cell_df.count():,}\")\n", + "cell_df.limit(1).display() # <- limiting for ipynb only" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "88d851ed-2115-489c-a099-fa9011498f07", + "showTitle": false, + "title": "" + } + }, + "source": [ + "__Render H3 Cell Vector \"Chips\"__" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "910e6b3b-88e2-49f2-9782-022f1cdb184f", + "showTitle": false, + "title": "" + } + }, + "outputs": [], + "source": [ + "(\n", + " cell_df\n", + " .select(mos.st_simplify(\"grid.wkb\", F.lit(0.1))\n", + " .alias(\"wkb\"))\n", + " .where(mos.st_numpoints(\"wkb\") > 0) # <- handle empty geoms\n", + " .createOrReplaceTempView(\"kepler_cell_view\")\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "cca2f237-88e5-4489-be1f-056367b073b1", + "showTitle": false, + "title": "" + }, + "jupyter": { + "source_hidden": true + } + }, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/html": [ + "" + ] + }, + "metadata": { + "application/vnd.databricks.v1+output": { + "addedWidgets": {}, + "arguments": {}, + "data": "", + "datasetInfos": [], + "metadata": {}, + "removedWidgets": [], + "textData": null, + "type": "htmlSandbox" + } + }, + "output_type": "display_data" + } + ], + "source": [ + "displayHTML(\"\"\"\"\"\")" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": {}, + "inputWidgets": {}, + "nuid": "c17e6e02-9d73-46e2-934b-fe5ad9ded7e7", + "showTitle": false, + "title": "" + } + }, + "source": [ + "_Uncomment the following within databricks for actual results. Hint: Zoom out to see the entirety of the H3 cells; also, there is data on either side of the [Anti-Meridian](https://en.wikipedia.org/wiki/180th_meridian), so wiggle the mouse along the left side where the data stops to switch rendering between the Western and the Eastern Hemispheres._" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "e99e7bb0-afed-4718-a1fb-443f09917df0", + "showTitle": false, + "title": "" + } + }, + "outputs": [], + "source": [ + "# %%mosaic_kepler\n", + "# \"kepler_cell_view\" wkb geometry 100_000" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "ca626bca-f2d2-4f6a-a50d-c9dd3f2f023f", + "showTitle": false, + "title": "" + } + }, + "source": [ + "## H3 Cells as GeoJSON\n", + "\n", + "> STAC catalogs support easy download for area of interest provided as geojsons. We convert all our H3 cells of interest into geojsons and prepare stac requests. The geojson is used in `library.get_assets_for_cells` called below." + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "40c8f06c-26fa-48ba-bbe6-e6b7249393e4", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "output_type": "stream", + "text": [ + "count? 49\n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/html": [ + "
h3geojson
585680157302325247{\"type\":\"Polygon\",\"coordinates\":[[[-155.5617808,63.80299994],[-158.59550464,62.83567067],[-158.31174268,61.2832582],[-155.36073869,60.70120287],[-152.50207582,61.58333493],[-152.41830979,63.1275422],[-155.5617808,63.80299994],[-155.5617808,63.80299994]]],\"crs\":{\"type\":\"name\",\"properties\":{\"name\":\"EPSG:0\"}}}
" + ] + }, + "metadata": { + "application/vnd.databricks.v1+output": { + "addedWidgets": {}, + "aggData": [], + "aggError": "", + "aggOverflow": false, + "aggSchema": [], + "aggSeriesLimitReached": false, + "aggType": "", + "arguments": {}, + "columnCustomDisplayInfos": {}, + "data": [ + [ + 585680157302325247, + "{\"type\":\"Polygon\",\"coordinates\":[[[-155.5617808,63.80299994],[-158.59550464,62.83567067],[-158.31174268,61.2832582],[-155.36073869,60.70120287],[-152.50207582,61.58333493],[-152.41830979,63.1275422],[-155.5617808,63.80299994],[-155.5617808,63.80299994]]],\"crs\":{\"type\":\"name\",\"properties\":{\"name\":\"EPSG:0\"}}}" + ] + ], + "datasetInfos": [], + "dbfsResultPath": null, + "isJsonSchema": true, + "metadata": {}, + "overflow": false, + "plotOptions": { + "customPlotOptions": {}, + "displayType": "table", + "pivotAggregation": null, + "pivotColumns": null, + "xColumns": null, + "yColumns": null + }, + "removedWidgets": [], + "schema": [ + { + "metadata": "{}", + "name": "h3", + "type": "\"long\"" + }, + { + "metadata": "{}", + "name": "geojson", + "type": "\"string\"" + } + ], + "type": "table" + } + }, + "output_type": "display_data" + } + ], + "source": [ + "cell_json_df = (\n", + " cell_df\n", + " .withColumn(\"area_id\", F.xxhash64(\"geom_0\"))\n", + " .withColumn(\"h3\", F.col(\"grid.index_id\"))\n", + " .groupBy(\"h3\")\n", + " .agg(\n", + " mos.st_union_agg(\"grid.wkb\").alias(\"geom_1\")\n", + " )\n", + " .withColumn(\n", + " \"geojson\", \n", + " mos.st_asgeojson(mos.grid_boundaryaswkb(\"h3\"))\n", + " )\n", + " .drop(\"count\", \"geom_1\")\n", + ")\n", + "print(f\"count? {cell_json_df.count():,}\")\n", + "cell_json_df.limit(1).display() # <- limiting for ipynb only" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "5b121910-6d7b-45b0-bf1a-3f9e845867d1", + "showTitle": false, + "title": "" + }, + "jupyter": { + "source_hidden": true + } + }, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/html": [ + "" + ] + }, + "metadata": { + "application/vnd.databricks.v1+output": { + "addedWidgets": {}, + "arguments": {}, + "data": "", + "datasetInfos": [], + "metadata": {}, + "removedWidgets": [], + "textData": null, + "type": "htmlSandbox" + } + }, + "output_type": "display_data" + } + ], + "source": [ + "displayHTML(\"\"\"\"\"\")" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": {}, + "inputWidgets": {}, + "nuid": "ed83a910-f5ae-4aef-90a3-38fa1c431226", + "showTitle": false, + "title": "" + } + }, + "source": [ + "_Uncomment the following within databricks for actual results._" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "bca01c78-ff5e-4a07-b7d0-7d5cd657a855", + "showTitle": false, + "title": "" + } + }, + "outputs": [], + "source": [ + "# %%mosaic_kepler\n", + "# cell_json_df h3 h3" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "8839b684-3e33-404f-ac4e-be0c96e07db0", + "showTitle": false, + "title": "" + } + }, + "source": [ + "## Download `cell_json_df` Asset Metadata\n", + "\n", + "> Our framework allows for easy preparation of STAC requests with only one line of code. This data is delta ready as this point and can easily be stored for lineage purposes. __Note: this is not the actual GeoTIFFs (yet).__" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "7a825b50-ec00-44c2-b83f-2167b43d6ba3", + "showTitle": false, + "title": "" + } + }, + "outputs": [], + "source": [ + "spark.catalog.clearCache() # <- uncomment to clear cache (we are done with census)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "970779a0-d43a-468c-ba34-46e4e5429a91", + "showTitle": false, + "title": "" + } + }, + "source": [ + "_We are writing out the cell assets to Delta Lake, for easy re-use._\n", + "\n", + "> To make this notebook execute without interruption, will not re-download cell assets if an existing run already exists. __You can alter this easily to suit your needs.__" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "65bad9e3-d496-404c-a08c-e889a8742955", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "output_type": "stream", + "text": [ + "...EO_DIR: '/home/mjohns@databricks.com/stac/eo-series/data/alaska', EO_DIR_FUSE: '/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska' (create)\n" + ] + } + ], + "source": [ + "# Set EO_DIR to data/alaska subfolder of ETL_DIR\n", + "EO_DIR = f\"{ETL_DIR}/data/alaska\"\n", + "EO_DIR_FUSE = f\"/dbfs{EO_DIR}\"\n", + "\n", + "os.environ['EO_DIR'] = EO_DIR\n", + "os.environ['EO_DIR_FUSE'] = EO_DIR_FUSE\n", + "\n", + "# dbutils.fs.rm(EO_DIR, True) # <- uncomment to clean out\n", + "dbutils.fs.mkdirs(EO_DIR)\n", + "print(f\"...EO_DIR: '{EO_DIR}', EO_DIR_FUSE: '{EO_DIR_FUSE}' (create)\")" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "8d93db22-98a3-4bb4-a68e-9802eb75c64c", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "output_type": "stream", + "text": [ + "LAST_UPDATED: '20231215-193947.delta' [from working location] ->\n\tCELL_ASSET_DIR: '/home/mjohns@databricks.com/stac/eo-series/data/alaska/cell_assets_20231215-193947.delta'\n\tCELL_ASSET_DIR_FUSE: '/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/cell_assets_20231215-193947.delta'\n" + ] + } + ], + "source": [ + "CELL_ASSET_DIR_FUSE = None\n", + "CELL_ASSET_DIR = None\n", + "LAST_UPDATED = None\n", + "\n", + "# - previous write?\n", + "for r in os.listdir(EO_DIR_FUSE):\n", + " if r.startswith(\"cell_assets_\"):\n", + " LAST_UPDATED = r.split('_')[-1]\n", + " CELL_ASSET_DIR_FUSE = f\"{EO_DIR_FUSE}/{r}\"\n", + " CELL_ASSET_DIR = CELL_ASSET_DIR_FUSE.replace('/dbfs','')\n", + " break\n", + "\n", + "# - if no previous write...\n", + "if LAST_UPDATED is None:\n", + " LAST_UPDATED = get_now_formatted()\n", + " CELL_ASSET_DIR_FUSE = f\"{EO_DIR}/cell_assets_{LAST_UPDATED}.delta\"\n", + " CELL_ASSET_DIR = CELL_ASSET_DIR_FUSE.replace('/dbfs','')\n", + " (\n", + " library\n", + " .get_assets_for_cells(\n", + " cell_json_df, \n", + " time_range,\n", + " \"sentinel-2-l2a\",\n", + " spark\n", + " )\n", + " .withColumn(\n", + " \"last_update\", F.lit(LAST_UPDATED)\n", + " )\n", + " .write\n", + " .save(CELL_ASSET_DIR)\n", + " )\n", + "\n", + "os.environ['CELL_ASSET_DIR'] = CELL_ASSET_DIR\n", + "os.environ['CELL_ASSET_DIR_FUSE'] = CELL_ASSET_DIR_FUSE\n", + "\n", + "print(f\"LAST_UPDATED: '{LAST_UPDATED}' [from working location] ->\")\n", + "print(f\"\\tCELL_ASSET_DIR: '{CELL_ASSET_DIR}'\")\n", + "print(f\"\\tCELL_ASSET_DIR_FUSE: '{CELL_ASSET_DIR_FUSE}'\")" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "41e9aac2-dade-4b91-8132-2a80e8ef02a3", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "output_type": "stream", + "text": [ + "total 20K\r\ndrwxrwxrwx 2 root root 4.0K Jan 17 23:24 \u001B[0m\u001B[34;42mB02\u001B[0m/\r\ndrwxrwxrwx 2 root root 4.0K Jan 17 23:24 \u001B[34;42mB03\u001B[0m/\r\ndrwxrwxrwx 2 root root 4.0K Jan 17 23:24 \u001B[34;42mB04\u001B[0m/\r\ndrwxrwxrwx 2 root root 4.0K Jan 17 23:24 \u001B[34;42mB08\u001B[0m/\r\ndrwxrwxrwx 2 root root 4.0K Jan 17 23:24 \u001B[34;42mcell_assets_20231215-193947.delta\u001B[0m/\r\n" + ] + } + ], + "source": [ + "ls -lh $EO_DIR_FUSE" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "24560164-22a0-4747-8c78-7050d11dd84a", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "output_type": "stream", + "text": [ + "count? 394,800\n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/html": [ + "
h3geojsonassetitem_propertiesitem_collectiontimestampdateitem_bboxitem_idstac_versionlast_update
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" + ] + }, + "metadata": { + "application/vnd.databricks.v1+output": { + "addedWidgets": {}, + "aggData": [], + "aggError": "", + "aggOverflow": false, + "aggSchema": [], + "aggSeriesLimitReached": false, + "aggType": "", + "arguments": {}, + "columnCustomDisplayInfos": {}, + "data": [ + [ + 585682906081394687, + "{\"type\":\"Polygon\",\"coordinates\":[[[-163.87296846,68.21921735],[-167.1913301,67.03819408],[-166.24629185,65.42493371],[-162.48230615,64.96224411],[-159.28593738,66.02866715],[-159.71166693,67.66543404],[-163.87296846,68.21921735],[-163.87296846,68.21921735]]],\"crs\":{\"type\":\"name\",\"properties\":{\"name\":\"EPSG:0\"}}}", + { + "eo:bands": "[{\"name\":\"B05\",\"common_name\":\"rededge\",\"description\":\"Band 5 - Vegetation red edge 1\",\"center_wavelength\":0.704,\"full_width_half_max\":0.019}]", + "gsd": "20.0", + "href": "https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/03/W/XQ/2021/06/22/S2B_MSIL2A_20210622T224529_N0300_R101_T03WXQ_20210625T085430.SAFE/GRANULE/L2A_T03WXQ_A022435_20210622T224531/IMG_DATA/R20m/T03WXQ_20210622T224529_B05_20m.tif?st=2023-12-14T19%3A40%3A12Z&se=2023-12-15T20%3A25%3A12Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A35%3A29Z&ske=2023-12-22T19%3A35%3A29Z&sks=b&skv=2021-06-08&sig=eJEfiCFOmeUV2Z/3zB9tpxz7RuoR40JWkQrfJFUdpsQ%3D", + "name": "B05", + "proj:bbox": "[600000.0,7390200.0,709800.0,7500000.0]", + "proj:shape": "[5490,5490]", + "proj:transform": "[20.0,0.0,600000.0,0.0,-20.0,7500000.0]", + "roles": "[\"data\"]", + "title": "Band 5 - Vegetation red edge 1 - 20m", + "type": "image/tiff; application=geotiff; profile=cloud-optimized" + }, + { + "constellation": "Sentinel 2", + "datetime": "2021-06-22T22:45:29.024000Z", + "eo:cloud_cover": "50.753186", + "instruments": "[\"msi\"]", + "platform": "Sentinel-2B", + "proj:epsg": "32603", + "s2:cloud_shadow_percentage": "3.214582", + "s2:dark_features_percentage": "1.833179", + "s2:datastrip_id": "S2B_OPER_MSI_L2A_DS_ESRI_20210625T085431_S20210622T224531_N03.00", + "s2:datatake_id": "GS2B_20210622T224529_022435_N03.00", + "s2:datatake_type": "INS-NOBS", + "s2:degraded_msi_data_percentage": "0.0", + "s2:generation_time": "2021-06-25T08:54:30.991316Z", + "s2:granule_id": "S2B_OPER_MSI_L2A_TL_ESRI_20210625T085431_A022435_T03WXQ_N03.00", + "s2:high_proba_clouds_percentage": "13.63716", + "s2:mean_solar_azimuth": "179.732006922688", + "s2:mean_solar_zenith": "43.6587838661595", + "s2:medium_proba_clouds_percentage": "30.031413", + "s2:mgrs_tile": "03WXQ", + "s2:nodata_pixel_percentage": "0.342593", + "s2:not_vegetated_percentage": "2.682629", + "s2:processing_baseline": "03.00", + "s2:product_type": "S2MSI2A", + "s2:product_uri": "S2B_MSIL2A_20210622T224529_N0300_R101_T03WXQ_20210625T085430.SAFE", + "s2:reflectance_conversion_factor": "0.968502492054755", + "s2:saturated_defective_pixel_percentage": "0.0", + "s2:snow_ice_percentage": "4.086285", + "s2:thin_cirrus_percentage": "7.084613", + "s2:unclassified_percentage": "3.015643", + "s2:vegetation_percentage": "22.404529", + "s2:water_percentage": "12.009968", + "sat:orbit_state": "descending", + "sat:relative_orbit": "101" + }, + "sentinel-2-l2a", + "2021-06-22T22:45:29.024+0000", + "2021-06-22", + "[-162.74187,66.56220968711617,-160.07452,67.59850386488829]", + "S2B_MSIL2A_20210622T224529_R101_T03WXQ_20210625T085430", + "1.0.0", + "20231215-193947" + ] + ], + "datasetInfos": [], + "dbfsResultPath": null, + "isJsonSchema": true, + "metadata": {}, + "overflow": false, + "plotOptions": { + "customPlotOptions": {}, + "displayType": "table", + "pivotAggregation": null, + "pivotColumns": null, + "xColumns": null, + "yColumns": null + }, + "removedWidgets": [], + "schema": [ + { + "metadata": "{}", + "name": "h3", + "type": "\"long\"" + }, + { + "metadata": "{}", + "name": "geojson", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "asset", + "type": "{\"type\":\"map\",\"keyType\":\"string\",\"valueType\":\"string\",\"valueContainsNull\":true}" + }, + { + "metadata": "{}", + "name": "item_properties", + "type": "{\"type\":\"map\",\"keyType\":\"string\",\"valueType\":\"string\",\"valueContainsNull\":true}" + }, + { + "metadata": "{}", + "name": "item_collection", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "timestamp", + "type": "\"timestamp\"" + }, + { + "metadata": "{}", + "name": "date", + "type": "\"date\"" + }, + { + "metadata": "{}", + "name": "item_bbox", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "item_id", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "stac_version", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "last_update", + "type": "\"string\"" + } + ], + "type": "table" + } + }, + "output_type": "display_data" + } + ], + "source": [ + "eod_item_df = spark.read.load(CELL_ASSET_DIR)\n", + "print(f\"count? {eod_item_df.count():,}\")\n", + "eod_item_df.limit(1).display() # <- limiting for ipynb only" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "9035c22f-1cf4-42cb-aacd-782948cf5d60", + "showTitle": false, + "title": "" + } + }, + "outputs": [], + "source": [ + "to_display = eod_item_df.where(\"date == '2021-06-01'\").groupBy(\"h3\").count()" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "eefff8e2-8d64-4153-b224-b1b5282f7ca2", + "showTitle": false, + "title": "" + }, + "jupyter": { + "source_hidden": true + } + }, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/html": [ + "" + ] + }, + "metadata": { + "application/vnd.databricks.v1+output": { + "addedWidgets": {}, + "arguments": {}, + "data": "", + "datasetInfos": [], + "metadata": {}, + "removedWidgets": [], + "textData": null, + "type": "htmlSandbox" + } + }, + "output_type": "display_data" + } + ], + "source": [ + "displayHTML(\"\"\"\"\"\")" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": {}, + "inputWidgets": {}, + "nuid": "1b584b55-659e-4b01-9bae-11017b3d940c", + "showTitle": false, + "title": "" + } + }, + "source": [ + "_Uncomment the following within databricks for actual results._" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "a4cc2302-6fb9-4fd5-b6c6-80d87f48bfd4", + "showTitle": false, + "title": "" + } + }, + "outputs": [], + "source": [ + "# %%mosaic_kepler\n", + "# to_display h3 h3 " + ] + } + ], + "metadata": { + "application/vnd.databricks.v1+notebook": { + "dashboards": [], + "language": "python", + "notebookMetadata": { + "pythonIndentUnit": 2 + }, + "notebookName": "01. Search STACs", + "widgets": {} + } + }, + "nbformat": 4, + "nbformat_minor": 0 +} diff --git a/notebooks/examples/python/EarthObservation/EOGriddedSTAC/library.py b/notebooks/examples/python/EarthObservation/EOGriddedSTAC/library.py new file mode 100644 index 000000000..cb34427b6 --- /dev/null +++ b/notebooks/examples/python/EarthObservation/EOGriddedSTAC/library.py @@ -0,0 +1,230 @@ +from io import BytesIO +from matplotlib import pyplot +from rasterio.io import MemoryFile +from rasterio.plot import show + +from pyspark.sql import functions as F +from pyspark.sql.functions import col, udf, pandas_udf +from pyspark.sql.types import * + +import json +import mosaic as mos +import pandas as pd +import planetary_computer +import pystac_client +import rasterio +import requests +import shapely.geometry + +FILE_SIZE_THRESHOLD = 1024 +FILENAME_TIMESTAMP_FORMAT = "%Y%m%d-%H%M%S" + +ps_client = pystac_client.Client.open( + "https://planetarycomputer.microsoft.com/api/stac/v1", + modifier=planetary_computer.sign_inplace +) + + +def generate_cells(extent, resolution, spark, mos): + polygon = shapely.geometry.box(*extent, ccw=True) + wkt_poly = str(polygon.wkt) + cells = spark.createDataFrame([[wkt_poly]], ["geom"]) + cells = cells.withColumn("grid", mos.grid_tessellateexplode("geom", F.lit(resolution))) + return cells + + +@udf(returnType=ArrayType(StringType())) +def get_assets(item): + item_dict = json.loads(item) + assets = item_dict["assets"] + return [json.dumps({**{"name": asset}, **assets[asset]}) for asset in assets] + + +@pandas_udf(ArrayType(StringType())) +def get_items(geojsons: pd.Series, date_times: pd.Series, collections: pd.Series) -> pd.Series: + + from tenacity import retry, wait_exponential + + @retry(wait=wait_exponential(multiplier=2, min=4, max=240)) + def search_with_retry(geojson, catalog, collection, dt): + search = catalog.search( + collections = collection, + intersects = geojson, + datetime = dt + ) + items = search.item_collection() + return [json.dumps(item.to_dict()) for item in items] + + def search_catalog(geojson, catalog, collection, dt): + try: + return search_with_retry(geojson, catalog, collection, dt) + except Exception as inst: + return [str(inst)] + + catalog = pystac_client.Client.open( + "https://planetarycomputer.microsoft.com/api/stac/v1", + modifier=planetary_computer.sign_inplace + ) + # - iterate over all the series at once + items = [] + for geojson, collection, date_time in zip(geojsons, collections, date_times): + items.append( + search_catalog(geojson, catalog, collection, date_time) + ) + return pd.Series(items) + + +def get_assets_for_cells(cells_df, period, source, spark, repart_num=512): + try: + orig_repart_num = spark.conf.get("spark.sql.shuffle.partitions") + spark.conf.set("spark.sql.adaptive.coalescePartitions.enabled", False) + spark.conf.set("spark.sql.shuffle.partitions", repart_num) + print(f"\t...shuffle partitions to {repart_num} for this operation.") + return ( + cells_df + .repartition(repart_num) + .withColumn("items", get_items("geojson", F.lit(period), F.array(F.lit(source)))) + .repartition(repart_num) + .withColumn("items", F.explode("items")) + .withColumn("assets", get_assets("items")) + .repartition(repart_num) + .withColumn("assets", F.explode("assets")) + .withColumn("asset", F.from_json(F.col("assets"), MapType(StringType(), StringType()))) + .withColumn("item", F.from_json(F.col("items"), MapType(StringType(), StringType()))) + .withColumn("item_properties", F.from_json("item.properties", MapType(StringType(), StringType()))) + .withColumn("item_collection", F.col("item.collection")) + .withColumn("timestamp", F.col("item_properties").getItem("datetime").cast("timestamp")) + .withColumn("date", F.col("timestamp").cast("date")) + .withColumn("item_bbox", F.col("item.bbox")) + .withColumn("item_id", F.col("item.id")) + .withColumn("stac_version", F.col("item.stac_version")) + .drop("assets", "items", "item") + .repartition(repart_num, "item_id") + ) + finally: + # print(f"...setting shuffle partitions back to {orig_repart_num}") + spark.conf.set("spark.sql.shuffle.partitions", orig_repart_num) + + +def get_unique_hrefs(assets_df, item_name): + return ( + assets_df + .select( + "area_id", + "h3", + "asset.name", + "asset.href", + "item_id", + F.to_date("item_properties.datetime").alias("date") + ) + .where( + f"name == '{item_name}'" + ) + .groupBy( + "href", "item_id", "date" + ) + .agg(F.first("h3").alias("h3")) + ) + + +@pandas_udf(StringType()) +def download_asset( + item_ids:pd.Series, asset_names:pd.Series, dir_fuse_paths:pd.Series, out_filenames:pd.Series +) -> pd.Series: + """ + Do not accept an asset as downloaded below the size threshold. + - this is because Planetary Computer will provide a message instead of + the actual data when free tier limits are being hit or + urls not signed (possibly expired) + - write outpaths below size_threshold to dir_fuse_invalids + - asset href is signed here to ensure it does not go stale + """ + from tenacity import retry, wait_exponential + import os + import pandas as pd + import pystac_client + import planetary_computer + import requests + + @retry(wait=wait_exponential(multiplier=2, min=4, max=240)) + def download_href(href, outpath): + # Make the actual request, set the timeout for no data to 10 seconds and enable streaming responses so we don't have to keep the large files in memory + request = requests.get(href, timeout=100, stream=True) + + # Open the output file and make sure we write in binary mode + with open(outpath, 'wb') as fh: + # Walk through the request response in chunks of 1024 * 1024 bytes, so 1MiB + for chunk in request.iter_content(1024 * 1024): + # Write the chunk to the file + fh.write(chunk) + # Optionally we can check here if the download is taking too long + return outpath + + def write_asset(catalog, item_id, asset_name, out_dir, filename): + """ + """ + size_threshold = 1024 + try: + # - make sure out dir exists + os.makedirs(out_dir, exist_ok=True) + + # - outpath assembled + outpath = f'{out_dir}/{filename}' + if not os.path.exists(outpath) or os.path.getsize(outpath) <= size_threshold: + # - get the asset by asset_id and asset_name href + item = next(catalog.get_items(item_id), None) + return download_href(item.assets[asset_name].href, outpath) + else: + #print(f"...skipping '{outpath}', already exits. Size? {os.path.getsize(outpath)}") + return outpath + except Exception as error: + #print("EXCEPTION: ", error) + return None + + # - construct catalog + catalog = pystac_client.Client.open( + "https://planetarycomputer.microsoft.com/api/stac/v1", + modifier=planetary_computer.sign_inplace + ) + + # - iterate over all the series at once + out_file_paths = [] + for item_id, asset_name, dir_fuse_path, out_filename in zip(item_ids, asset_names, dir_fuse_paths, out_filenames): + out_file_paths.append( + write_asset(catalog, item_id, asset_name, dir_fuse_path, out_filename) + ) + return pd.Series(out_file_paths) + + +def to_numpy_arr(raster): + with MemoryFile(BytesIO(raster)) as memfile: + with memfile.open() as src: + return src.read() + + +def plot_raster(raster, fig_w=8, fig_h=8): + fig, ax = pyplot.subplots(1, figsize=(fig_w, fig_h)) + + with MemoryFile(BytesIO(raster)) as memfile: + with memfile.open() as src: + show(src, ax=ax) + pyplot.show() + + +def plot_file(file_path, fig_w=8, fig_h=8): + fig, ax = pyplot.subplots(1, figsize=(fig_w, fig_h)) + + with rasterio.open(file_path) as src: + show(src, ax=ax) + pyplot.show() + + +def rasterio_lambda(raster, lambda_f): + @udf(returnType=DoubleType()) + def f_udf(f_raster): + with MemoryFile(BytesIO(f_raster)) as memfile: + with memfile.open() as dataset: + x = lambda_f(dataset) + return float(x) + + return f_udf(raster) diff --git a/notebooks/examples/python/EarthObservation/EOGriddedSTAC/sam_lib.py b/notebooks/examples/python/EarthObservation/EOGriddedSTAC/sam_lib.py new file mode 100644 index 000000000..9f971c9ba --- /dev/null +++ b/notebooks/examples/python/EarthObservation/EOGriddedSTAC/sam_lib.py @@ -0,0 +1,91 @@ +import numpy as np +import matplotlib.pyplot as plt + +def show_mask(mask, ax, random_color=False): + if random_color: + color = np.concatenate([np.random.random(3), np.array([0.6])], axis=0) + else: + color = np.array([30/255, 144/255, 255/255, 0.6]) + h, w = mask.shape[-2:] + mask_image = mask.reshape(h, w, 1) * color.reshape(1, 1, -1) + ax.imshow(mask_image) + + +def show_box(box, ax): + x0, y0 = box[0], box[1] + w, h = box[2] - box[0], box[3] - box[1] + ax.add_patch(plt.Rectangle((x0, y0), w, h, edgecolor='green', facecolor=(0,0,0,0), lw=2)) + +def show_boxes_on_image(raw_image, boxes): + plt.figure(figsize=(10,10)) + plt.imshow(raw_image) + for box in boxes: + show_box(box, plt.gca()) + plt.axis('on') + plt.show() + +def show_points_on_image(raw_image, input_points, input_labels=None): + plt.figure(figsize=(10,10)) + plt.imshow(raw_image) + input_points = np.array(input_points) + if input_labels is None: + labels = np.ones_like(input_points[:, 0]) + else: + labels = np.array(input_labels) + show_points(input_points, labels, plt.gca()) + plt.axis('on') + plt.show() + +def show_points_and_boxes_on_image(raw_image, boxes, input_points, input_labels=None): + plt.figure(figsize=(10,10)) + plt.imshow(raw_image) + input_points = np.array(input_points) + if input_labels is None: + labels = np.ones_like(input_points[:, 0]) + else: + labels = np.array(input_labels) + show_points(input_points, labels, plt.gca()) + for box in boxes: + show_box(box, plt.gca()) + plt.axis('on') + plt.show() + + +def show_points_and_boxes_on_image(raw_image, boxes, input_points, input_labels=None): + plt.figure(figsize=(10,10)) + plt.imshow(raw_image) + input_points = np.array(input_points) + if input_labels is None: + labels = np.ones_like(input_points[:, 0]) + else: + labels = np.array(input_labels) + show_points(input_points, labels, plt.gca()) + for box in boxes: + show_box(box, plt.gca()) + plt.axis('on') + plt.show() + + +def show_points(coords, labels, ax, marker_size=375): + pos_points = coords[labels==1] + neg_points = coords[labels==0] + ax.scatter(pos_points[:, 0], pos_points[:, 1], color='green', marker='*', s=marker_size, edgecolor='white', linewidth=1.25) + ax.scatter(neg_points[:, 0], neg_points[:, 1], color='red', marker='*', s=marker_size, edgecolor='white', linewidth=1.25) + + +def show_masks_on_image(raw_image, masks, scores): + if len(masks.shape) == 4: + masks = masks.squeeze() + if scores.shape[0] == 1: + scores = scores.squeeze() + + nb_predictions = scores.shape[-1] + fig, axes = plt.subplots(1, nb_predictions, figsize=(15, 15)) + + for i, (mask, score) in enumerate(zip(masks, scores)): + mask = mask.cpu().detach() + axes[i].imshow(np.array(raw_image)) + show_mask(mask, axes[i]) + axes[i].title.set_text(f"Mask {i+1}, Score: {score.item():.3f}") + axes[i].axis("off") + plt.show() From a814855a19046eaafff8a4729967b630dffa72a3 Mon Sep 17 00:00:00 2001 From: Michael Johns Date: Thu, 18 Jan 2024 14:22:01 -0500 Subject: [PATCH 05/14] Add files via upload fix ipynb rendering. --- .../EOGriddedSTAC/01. Search STACs.ipynb | 364 +----------------- 1 file changed, 9 insertions(+), 355 deletions(-) diff --git a/notebooks/examples/python/EarthObservation/EOGriddedSTAC/01. Search STACs.ipynb b/notebooks/examples/python/EarthObservation/EOGriddedSTAC/01. Search STACs.ipynb index 562b8a110..660ad58dc 100644 --- a/notebooks/examples/python/EarthObservation/EOGriddedSTAC/01. Search STACs.ipynb +++ b/notebooks/examples/python/EarthObservation/EOGriddedSTAC/01. Search STACs.ipynb @@ -613,180 +613,16 @@ }, "outputs": [ { - "output_type": "display_data", - "data": { - "text/html": [ - "
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"type": "\"string\"" - }, - { - "metadata": "{}", - "name": "MTFCC", - "type": "\"string\"" - }, - { - "metadata": "{}", - "name": "CSAFP", - "type": "\"long\"" - }, - { - "metadata": "{}", - "name": "CBSAFP", - "type": "\"long\"" - }, - { - "metadata": "{}", - "name": "METDIVFP", - "type": "\"long\"" - }, - { - "metadata": "{}", - "name": "FUNCSTAT", - "type": "\"string\"" - }, - { - "metadata": "{}", - "name": "ALAND", - "type": "\"long\"" - }, - { - "metadata": "{}", - "name": "AWATER", - "type": "\"long\"" - }, - { - "metadata": "{}", - "name": "INTPTLAT", - "type": "\"double\"" - }, - { - "metadata": "{}", - "name": "INTPTLON", - "type": "\"double\"" - }, - { - "metadata": "{}", - "name": "geom_0", - "type": "\"string\"" - }, - { - "metadata": "{}", - "name": "geom_0_srid", - "type": "\"string\"" - } - ], - "type": "table" - } - }, - "output_type": "display_data" + "output_type": "stream", + "name": "stdout", + "output_type": "stream", + "text": [ + "-RECORD 0---------------------------\n STATEFP | 2 \n COUNTYFP | 188 \n COUNTYNS | 1419979 \n GEOID | 2188 \n NAME | Northwest Arctic \n NAMELSAD | Northwest Arctic ... \n LSAD | 4 \n CLASSFP | H1 \n MTFCC | G4020 \n CSAFP | 0 \n CBSAFP | 0 \n METDIVFP | 0 \n FUNCSTAT | A \n ALAND | 92367472817 \n AWATER | 12837268666 \n INTPTLAT | 67.0050655 \n INTPTLON | -160.0210864 \n geom_0 | POLYGON ((-165.59... \n geom_0_srid | 4269 \n\n" + ] } ], "source": [ - "census_df.where(\"STATEFP == 2\").limit(1).display() # <- limiting for ipynb only" + "census_df.where(\"STATEFP == 2\").limit(1).show(vertical=True) # <- show + limiting for ipynb only" ] }, { @@ -1124,190 +960,8 @@ "name": "stdout", "output_type": "stream", "text": [ - "count? 126\n" + "count? 126\n-RECORD 0---------------------------\n STATEFP | 2 \n COUNTYFP | 188 \n COUNTYNS | 1419979 \n GEOID | 2188 \n NAME | Northwest Arctic \n NAMELSAD | Northwest Arctic ... \n LSAD | 4 \n CLASSFP | H1 \n MTFCC | G4020 \n CSAFP | 0 \n CBSAFP | 0 \n METDIVFP | 0 \n FUNCSTAT | A \n ALAND | 92367472817 \n AWATER | 12837268666 \n INTPTLAT | 67.0050655 \n INTPTLON | -160.0210864 \n geom_0 | POLYGON ((-165.59... \n geom_0_srid | 4326 \n grid | {false, 585682906... \n\n" ] - }, - { - "output_type": "display_data", - "data": { - "text/html": [ - "
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"{}", - "name": "STATEFP", - "type": "\"long\"" - }, - { - "metadata": "{}", - "name": "COUNTYFP", - "type": "\"long\"" - }, - { - "metadata": "{}", - "name": "COUNTYNS", - "type": "\"long\"" - }, - { - "metadata": "{}", - "name": "GEOID", - "type": "\"long\"" - }, - { - "metadata": "{}", - "name": "NAME", - "type": "\"string\"" - }, - { - "metadata": "{}", - "name": "NAMELSAD", - "type": "\"string\"" - }, - { - "metadata": "{}", - "name": "LSAD", - "type": "\"long\"" - }, - { - "metadata": "{}", - "name": "CLASSFP", - "type": "\"string\"" - }, - { - "metadata": "{}", - "name": "MTFCC", - "type": "\"string\"" - }, - { - "metadata": "{}", - "name": "CSAFP", - "type": "\"long\"" - }, - { - "metadata": "{}", - "name": "CBSAFP", - "type": "\"long\"" - }, - { - "metadata": "{}", - "name": "METDIVFP", - "type": "\"long\"" - }, - { - "metadata": "{}", - "name": "FUNCSTAT", - "type": "\"string\"" - }, - { - "metadata": "{}", - "name": "ALAND", - "type": "\"long\"" - }, - { - "metadata": "{}", - "name": "AWATER", - "type": "\"long\"" - }, - { - "metadata": "{}", - "name": "INTPTLAT", - "type": "\"double\"" - }, - { - "metadata": "{}", - "name": "INTPTLON", - "type": "\"double\"" - }, - { - "metadata": "{}", - "name": "geom_0", - "type": "\"string\"" - }, - { - "metadata": "{}", - "name": "geom_0_srid", - "type": "\"integer\"" - }, - { - "metadata": "{}", - "name": "grid", - "type": "{\"type\":\"struct\",\"fields\":[{\"name\":\"is_core\",\"type\":\"boolean\",\"nullable\":true,\"metadata\":{}},{\"name\":\"index_id\",\"type\":\"long\",\"nullable\":true,\"metadata\":{}},{\"name\":\"wkb\",\"type\":\"binary\",\"nullable\":true,\"metadata\":{}}]}" - } - ], - "type": "table" - } - }, - "output_type": "display_data" } ], "source": [ @@ -1325,7 +979,7 @@ " )\n", ")\n", "print(f\"count? {cell_df.count():,}\")\n", - "cell_df.limit(1).display() # <- limiting for ipynb only" + "cell_df.limit(1).show(vertical=True) # <- show + limiting for ipynb only" ] }, { From d78abd41c53366bbc63ab0d768db0c52e9f0d1f9 Mon Sep 17 00:00:00 2001 From: Michael Johns Date: Thu, 18 Jan 2024 14:25:53 -0500 Subject: [PATCH 06/14] Add files via upload update eo series. --- .../EOGriddedSTAC/02. Download STACs.ipynb | 6100 +++++++++++++++++ 1 file changed, 6100 insertions(+) create mode 100644 notebooks/examples/python/EarthObservation/EOGriddedSTAC/02. Download STACs.ipynb diff --git a/notebooks/examples/python/EarthObservation/EOGriddedSTAC/02. Download STACs.ipynb b/notebooks/examples/python/EarthObservation/EOGriddedSTAC/02. Download STACs.ipynb new file mode 100644 index 000000000..9a0b79414 --- /dev/null +++ b/notebooks/examples/python/EarthObservation/EOGriddedSTAC/02. Download STACs.ipynb @@ -0,0 +1,6100 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "7d9da0fd-7ddd-413f-a6cd-258ff051c0e9", + "showTitle": false, + "title": "" + } + }, + "source": [ + "# Download STAC Assets\n", + "\n", + "> For this demo we will require a few spatial libraries that can be easily installed via pip install. We will be using gdal, rasterio, pystac and databricks-mosaic for data download and data manipulation. We will use Microsoft [Planetary Computer](https://planetarycomputer.microsoft.com/) as the [STAC](https://stacspec.org/en) source of the raster data. __Note: Because we are using the free tier of MPC, downloads might be throttled.__ \n", + "\n", + "---\n", + "__Last Update:__ 18 JAN 2024 [Mosaic 0.3.14]" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "e6134b1d-c496-4cad-b718-e97161b7dd38", + "showTitle": false, + "title": "" + } + }, + "source": [ + "## Setup\n", + "\n", + "

\n", + "\n", + "1. Import Databricks columnar functions (including H3) for DBR with `from pyspark.databricks.sql.functions import *`\n", + "2. To use Databricks Labs [Mosaic](https://databrickslabs.github.io/mosaic/index.html) library for geospatial data engineering, analysis, and visualization functionality:\n", + " * Configure Init Script to install GDAL on your cluster [[1](https://databrickslabs.github.io/mosaic/usage/install-gdal.html)]\n", + " * Install with `%pip install databricks-mosaic`\n", + " * Import and use with the following:\n", + " ```\n", + " import mosaic as mos\n", + " mos.enable_mosaic(spark, dbutils)\n", + " mos.enable_gdal(spark)\n", + " ```\n", + "

\n", + "\n", + "3. To use [KeplerGl](https://kepler.gl/) OSS library for map layer rendering:\n", + " * Already installed with Mosaic, use `%%mosaic_kepler` magic [[Mosaic Docs](https://databrickslabs.github.io/mosaicusage/kepler.html)]\n", + " * Import with `from keplergl import KeplerGl` to use directly\n", + "\n", + "If you have trouble with Volume access:\n", + "\n", + "* For Mosaic 0.3 series (< DBR 13) - you can copy resources to DBFS as a workaround\n", + "* For Mosaic 0.4 series (DBR 13.3 LTS) - you will need to either copy resources to DBFS or setup for Unity Catalog +Shared Access which will involve your workspace admin. Instructions, as updated, will be [here](https://databrickslabsgithub.io/mosaic/usage/install-gdal.html).\n", + "\n", + "The search and download phase was run on AWS [m5d.xlarge](https://www.databricks.com/product/pricing/product-pricing/instance-types) instances (2-16 workers auto-scaling for up to 64 concurrent downloads)." + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "76262388-e82f-478c-a875-70faffb1b6ab", + "showTitle": false, + "title": "" + } + }, + "source": [ + "### Imports + Config" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "23a05253-7af7-4d3f-952c-cbb22278ca23", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "output_type": "stream", + "text": [ + "Python interpreter will be restarted.\nPython interpreter will be restarted.\nPython interpreter will be restarted.\nPython interpreter will be restarted.\n" + ] + } + ], + "source": [ + "%pip install --quiet 'databricks-mosaic<0.4,>=0.3'\n", + "%pip install --quiet rasterio==1.3.5 gdal==3.4.3 pystac pystac_client planetary_computer tenacity rich pandas==1.5.3" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "7505aa15-198d-42b8-85c6-6818a5fbf020", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "output_type": "stream", + "text": [ + "GDAL enabled.\n\nGDAL 3.4.3, released 2022/04/22\n\n\n" + ] + } + ], + "source": [ + "# -- configure AQE for more compute heavy operations\n", + "spark.conf.set(\"spark.sql.adaptive.coalescePartitions.enabled\", False)\n", + "spark.conf.set(\"spark.sql.shuffle.partitions\", 512)\n", + "\n", + "# -- import databricks + delta + spark functions\n", + "from delta.tables import *\n", + "from pyspark.databricks.sql import functions as dbf\n", + "from pyspark.sql import functions as F\n", + "from pyspark.sql.functions import col\n", + "from pyspark.sql.types import *\n", + "\n", + "# -- setup mosaic\n", + "import mosaic as mos\n", + "\n", + "mos.enable_mosaic(spark, dbutils)\n", + "mos.enable_gdal(spark)\n", + "\n", + "# -- other imports\n", + "from datetime import datetime\n", + "import library\n", + "import os\n", + "import pathlib\n", + "import planetary_computer\n", + "import pystac_client\n", + "import requests\n", + "import warnings\n", + "\n", + "warnings.simplefilter(\"ignore\")" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "3c8769c6-050a-44c6-9477-9ab8b07ad3e8", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "output_type": "stream", + "text": [ + "Out[2]: '0.3.14'" + ] + } + ], + "source": [ + "mos.__version__" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "5cfccf39-0f52-4f91-8434-4ce772cc7087", + "showTitle": false, + "title": "" + } + }, + "outputs": [], + "source": [ + "%reload_ext autoreload\n", + "%autoreload 2\n", + "%reload_ext library" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "362f2a9c-834d-4b3b-9269-aecc2ae8dc41", + "showTitle": false, + "title": "" + } + }, + "source": [ + "### Databricks Catalog + Schema\n", + "\n", + "> This is for writing out table(s)." + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "b7842068-f169-4a16-8d1b-79bc373653f6", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "output_type": "stream", + "text": [ + "Out[4]: DataFrame[]" + ] + } + ], + "source": [ + "# adjust to your preferred catalog + schema\n", + "catalog_name = \"geospatial_docs\"\n", + "db_name = \"eo_alaska\"\n", + "\n", + "sql(f\"\"\"USE CATALOG {catalog_name}\"\"\")\n", + "\n", + "# uncomment to cleanup prior\n", + "# sql(f\"\"\"DROP DATABASE IF EXISTS {db_name} CASCADE\"\"\")\n", + "\n", + "sql(f\"\"\"CREATE DATABASE IF NOT EXISTS {db_name}\"\"\")\n", + "sql(f\"\"\"USE DATABASE {db_name}\"\"\")" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "2997dabb-085d-424b-be6b-302e6082cdd2", + "showTitle": false, + "title": "" + } + }, + "source": [ + "### Data `ETL_DIR`" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "c21ab71b-eeed-4f9a-898f-c0a65d319de2", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "output_type": "stream", + "text": [ + "...ETL_DIR: '/home/mjohns@databricks.com/stac/eo-series', ETL_DIR_FUSE: '/dbfs//home/mjohns@databricks.com/stac/eo-series' (create)\n" + ] + } + ], + "source": [ + "# Adjust this path to suit your needs...\n", + "user_name = dbutils.notebook.entry_point.getDbutils().notebook().getContext().userName().get()\n", + "\n", + "ETL_DIR = f\"/home/{user_name}/stac/eo-series\"\n", + "ETL_DIR_FUSE = f\"/dbfs/{ETL_DIR}\"\n", + "\n", + "os.environ['ETL_DIR'] = ETL_DIR\n", + "os.environ['ETL_DIR_FUSE'] = ETL_DIR_FUSE\n", + "\n", + "# dbutils.fs.rm(ETL_DIR, True) # <- uncomment to clean out\n", + "dbutils.fs.mkdirs(ETL_DIR)\n", + "print(f\"...ETL_DIR: '{ETL_DIR}', ETL_DIR_FUSE: '{ETL_DIR_FUSE}' (create)\")" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "93230ce6-1fe6-428f-a5c3-fbd0430e5ca2", + "showTitle": false, + "title": "" + } + }, + "source": [ + "## Alaska STAC Asset Download\n", + "\n", + "> We can easily extract the download links for items of interest. In this case, we will grab data within Alaska. Note: due to limitations in the [free tier for Planetary Computer](https://planetarycomputer.microsoft.com/docs/concepts/sas/), we will not attempt to get all available data within our time range. " + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "7284c2c8-86c9-4a0c-94df-8744fe0b789d", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "output_type": "stream", + "text": [ + "...EO_DIR: '/home/mjohns@databricks.com/stac/eo-series/data/alaska', EO_DIR_FUSE: '/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska' (create)\n" + ] + } + ], + "source": [ + "# Set EO_DIR to data/alaska subfolder of ETL_DIR\n", + "EO_DIR = f\"{ETL_DIR}/data/alaska\"\n", + "EO_DIR_FUSE = f\"/dbfs{EO_DIR}\"\n", + "\n", + "os.environ['EO_DIR'] = EO_DIR\n", + "os.environ['EO_DIR_FUSE'] = EO_DIR_FUSE\n", + "\n", + "# dbutils.fs.rm(EO_DIR, True) # <- uncomment to clean out\n", + "dbutils.fs.mkdirs(EO_DIR)\n", + "print(f\"...EO_DIR: '{EO_DIR}', EO_DIR_FUSE: '{EO_DIR_FUSE}' (create)\")\n", + "\n", + "@udf(returnType=IntegerType())\n", + "def file_size(file_path):\n", + " \"\"\"\n", + " Return file_size or null.\n", + " - must exist and be a file\n", + " \"\"\"\n", + " import os\n", + "\n", + " if os.path.exists(file_path) and os.path.isfile(file_path):\n", + " return os.path.getsize(file_path)\n", + " else:\n", + " return None\n", + "\n", + "\n", + "@udf(returnType=StringType())\n", + "def timestamp_filename(dt):\n", + " \"\"\"\n", + " Convert a passed timestamp to a filename friendly output.\n", + " - return looks like 20230131-092030\n", + " \"\"\"\n", + " from datetime import datetime\n", + "\n", + " if dt is None:\n", + " return None\n", + " return dt.strftime(library.FILENAME_TIMESTAMP_FORMAT)\n", + "\n", + "def get_now_formatted():\n", + " \"\"\"\n", + " Use for last update.\n", + " - this is same as used in `timestamp_filename`\n", + " \"\"\"\n", + " return datetime.now().strftime(library.FILENAME_TIMESTAMP_FORMAT)\n", + "\n", + "def download_band(\n", + " eod_items, band_name, is_append_mode, tbl_prefix=\"band\", eo_dir=EO_DIR, repartition_factor=5,\n", + " do_clean_files=False, do_download=True, do_table_write=True\n", + " ):\n", + " \"\"\"\n", + " Download band into table.\n", + " - sets the 'last_update'\n", + " - assumes databricks catalog and schema already set\n", + " - default is append mode vs overwrite\n", + " - default is 'do_table_write=True'\n", + " - default is 'do_download=True'\n", + " - default is 'do_clean_files=False'\n", + " - filenames are '{band_name}_{item_id}.tif'\n", + " Returns dataframe either from table or generated.\n", + " !!! If you do not write, the returned dataframe will have not yet been executed !!!\n", + "\n", + " Notes:\n", + " [a] It can take some time to clean files; this will be everything in the dir\n", + " [b] It can take some time to download files per band, especially in MPC free tier\n", + " [c] If not doing table write, then the dataframe will not have forced execution on every row,\n", + " you will have to manage that as the caller\n", + " [d] You can change the table prefix to be more isolated for a given analytic / time filter\n", + " \"\"\"\n", + " _eod_items = eod_items.filter(f\"asset.name == '{band_name}'\")\n", + " orig_repart_num = spark.conf.get(\"spark.sql.shuffle.partitions\")\n", + " repart_num = round(_eod_items.count() / repartition_factor)\n", + " spark.conf.set(\"spark.sql.adaptive.coalescePartitions.enabled\", False) # <- option-2: just tweak partition management\n", + " spark.conf.set(\"spark.sql.shuffle.partitions\", repart_num)\n", + " print(f\"\\t...shuffle partitions to {repart_num} for this operation.\")\n", + " try:\n", + " last_updated = get_now_formatted()\n", + "\n", + " tbl_name = f\"{tbl_prefix}_{band_name}\"\n", + " eo_dir_band = f\"{eo_dir}/{band_name}\"\n", + "\n", + " # [1] what are we downloading?\n", + " # - see that asset_name is static\n", + " # - band name will be used below\n", + " to_download = (\n", + " _eod_items\n", + " .repartition(repart_num)\n", + " .groupBy(\"item_id\", \"timestamp\")\n", + " .agg(\n", + " F.sort_array(F.collect_set(\"h3\")).alias(\"h3_set\"),\n", + " *[F.first(cn).alias(cn) for cn in eod_items.columns if cn not in [\"item_id\", \"timestamp\", \"h3\", \"geojson\"]]\n", + " )\n", + " .withColumn(\n", + " \"band_name\",\n", + " F.lit(band_name)\n", + " )\n", + " .withColumn(\n", + " \"out_dir_fuse\",\n", + " F.lit(f\"/dbfs{eo_dir_band}\")\n", + " )\n", + " .withColumn(\n", + " \"out_filename\",\n", + " F.concat(\n", + " col(\"band_name\"), F.lit(\"_\"), col(\"item_id\"),\n", + " F.lit(\"_\"), timestamp_filename(\"timestamp\"), F.lit(\".tif\")\n", + " )\n", + " )\n", + " .withColumn(\n", + " \"last_update\",\n", + " F.lit(last_updated)\n", + " ) \n", + " )\n", + "\n", + " # [3] clean files?\n", + " if do_clean_files:\n", + " dbutils.fs.rm(eo_dir_band, True)\n", + "\n", + " # [4] do download?\n", + " if do_download:\n", + " to_download = (\n", + " to_download\n", + " .withColumn(\n", + " \"out_file_path\", \n", + " library.download_asset(\n", + " \"item_id\",\n", + " \"band_name\",\n", + " \"out_dir_fuse\",\n", + " \"out_filename\"\n", + " )\n", + " )\n", + " .withColumn(\n", + " \"out_file_sz\",\n", + " file_size(\"out_file_path\")\n", + " )\n", + " .withColumn(\n", + " \"is_out_file_valid\",\n", + " F\n", + " .when(F.isnull(\"out_file_sz\"), F.lit(False))\n", + " .when(col(\"out_file_sz\") > F.lit(library.FILE_SIZE_THRESHOLD), F.lit(True))\n", + " .otherwise(F.lit(False))\n", + " )\n", + " )\n", + " else:\n", + " to_download = (\n", + " to_download\n", + " .withColumn(\n", + " \"out_file_path\", \n", + " F.concat(col(\"out_dir_fuse\"), F.lit(\"/\"), col(\"out_filename\")) # <- path set manually\n", + " )\n", + " .withColumn(\n", + " \"out_file_sz\",\n", + " F.lit(None).cast(\"integer\") # <- sz unknown\n", + " )\n", + " .withColumn(\n", + " \"is_out_file_valid\",\n", + " F.lit(None).cast(\"boolean\") # <- validity unknown\n", + " )\n", + " )\n", + " \n", + " # [5] write table?\n", + " # [6] append mode?\n", + " if do_table_write:\n", + " write_mode = \"append\"\n", + " if not is_append_mode:\n", + " write_mode = \"overwrite\"\n", + " spark.sql(f\"DROP TABLE IF EXISTS {tbl_name}\")\n", + "\n", + " (\n", + " to_download\n", + " .write\n", + " .mode(write_mode)\n", + " .saveAsTable(tbl_name)\n", + " )\n", + "\n", + " # - return dataframe of written table\n", + " # !!! this is fully executed !!!\n", + " return spark.table(tbl_name)\n", + " else:\n", + " # - return unwritten dataframe\n", + " # !!! this is not executed yet !!!\n", + " return to_download\n", + " finally:\n", + " # print(f\"...setting shuffle partitions back to {orig_repart_num}\")\n", + " spark.conf.set(\"spark.sql.shuffle.partitions\", orig_repart_num)" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "be8ee5cf-1a21-4f64-914c-7fe3a2ca8b01", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "output_type": "stream", + "text": [ + "LAST_UPDATED: '20231215-193947.delta' [from working location] ->\n\tCELL_ASSET_DIR: '/home/mjohns@databricks.com/stac/eo-series/data/alaska/cell_assets_20231215-193947.delta'\n\tCELL_ASSET_DIR_FUSE: '/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/cell_assets_20231215-193947.delta'\n" + ] + } + ], + "source": [ + "CELL_ASSET_DIR_FUSE = None\n", + "CELL_ASSET_DIR = None\n", + "LAST_UPDATED = None\n", + "\n", + "# - previous write?\n", + "for r in os.listdir(EO_DIR_FUSE):\n", + " if r.startswith(\"cell_assets_\"):\n", + " LAST_UPDATED = r.split('_')[-1]\n", + " CELL_ASSET_DIR_FUSE = f\"{EO_DIR_FUSE}/{r}\"\n", + " CELL_ASSET_DIR = CELL_ASSET_DIR_FUSE.replace('/dbfs','')\n", + " break\n", + "\n", + "os.environ['CELL_ASSET_DIR'] = CELL_ASSET_DIR\n", + "os.environ['CELL_ASSET_DIR_FUSE'] = CELL_ASSET_DIR_FUSE\n", + "\n", + "print(f\"LAST_UPDATED: '{LAST_UPDATED}' [from working location] ->\")\n", + "print(f\"\\tCELL_ASSET_DIR: '{CELL_ASSET_DIR}'\")\n", + "print(f\"\\tCELL_ASSET_DIR_FUSE: '{CELL_ASSET_DIR_FUSE}'\")" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "93513e52-4b80-4e62-9a27-e2cd84d90fd4", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "output_type": "stream", + "text": [ + "total 20\r\n4 drwxrwxrwx 2 root root 4096 Jan 17 23:24 \u001B[0m\u001B[34;42mB02\u001B[0m/\r\n4 drwxrwxrwx 2 root root 4096 Jan 17 23:24 \u001B[34;42mB03\u001B[0m/\r\n4 drwxrwxrwx 2 root root 4096 Jan 17 23:24 \u001B[34;42mB04\u001B[0m/\r\n4 drwxrwxrwx 2 root root 4096 Jan 17 23:24 \u001B[34;42mB08\u001B[0m/\r\n4 drwxrwxrwx 2 root root 4096 Jan 17 23:24 \u001B[34;42mcell_assets_20231215-193947.delta\u001B[0m/\r\n" + ] + } + ], + "source": [ + "ls -ls $EO_DIR_FUSE" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "9cf0373d-9045-41c3-8525-cc0ff621e642", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "output_type": "stream", + "text": [ + "count? 394,800\n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/html": [ + "

h3geojsonassetitem_propertiesitem_collectiontimestampdateitem_bboxitem_idstac_versionlast_update
585682906081394687{\"type\":\"Polygon\",\"coordinates\":[[[-163.87296846,68.21921735],[-167.1913301,67.03819408],[-166.24629185,65.42493371],[-162.48230615,64.96224411],[-159.28593738,66.02866715],[-159.71166693,67.66543404],[-163.87296846,68.21921735],[-163.87296846,68.21921735]]],\"crs\":{\"type\":\"name\",\"properties\":{\"name\":\"EPSG:0\"}}}Map(name -> B05, proj:shape -> [5490,5490], eo:bands -> [{\"name\":\"B05\",\"common_name\":\"rededge\",\"description\":\"Band 5 - Vegetation red edge 1\",\"center_wavelength\":0.704,\"full_width_half_max\":0.019}], roles -> [\"data\"], proj:bbox -> [600000.0,7390200.0,709800.0,7500000.0], gsd -> 20.0, title -> Band 5 - Vegetation red edge 1 - 20m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/03/W/XQ/2021/06/22/S2B_MSIL2A_20210622T224529_N0300_R101_T03WXQ_20210625T085430.SAFE/GRANULE/L2A_T03WXQ_A022435_20210622T224531/IMG_DATA/R20m/T03WXQ_20210622T224529_B05_20m.tif?st=2023-12-14T19%3A40%3A12Z&se=2023-12-15T20%3A25%3A12Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A35%3A29Z&ske=2023-12-22T19%3A35%3A29Z&sks=b&skv=2021-06-08&sig=eJEfiCFOmeUV2Z/3zB9tpxz7RuoR40JWkQrfJFUdpsQ%3D, proj:transform -> [20.0,0.0,600000.0,0.0,-20.0,7500000.0])Map(s2:mgrs_tile -> 03WXQ, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 0.342593, s2:snow_ice_percentage -> 4.086285, sat:orbit_state -> descending, s2:product_uri -> S2B_MSIL2A_20210622T224529_N0300_R101_T03WXQ_20210625T085430.SAFE, s2:generation_time -> 2021-06-25T08:54:30.991316Z, datetime -> 2021-06-22T22:45:29.024000Z, s2:datatake_id -> GS2B_20210622T224529_022435_N03.00, s2:vegetation_percentage -> 22.404529, sat:relative_orbit -> 101, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 13.63716, s2:cloud_shadow_percentage -> 3.214582, s2:datastrip_id -> S2B_OPER_MSI_L2A_DS_ESRI_20210625T085431_S20210622T224531_N03.00, s2:mean_solar_azimuth -> 179.732006922688, eo:cloud_cover -> 50.753186, proj:epsg -> 32603, s2:granule_id -> S2B_OPER_MSI_L2A_TL_ESRI_20210625T085431_A022435_T03WXQ_N03.00, s2:water_percentage -> 12.009968, s2:mean_solar_zenith -> 43.6587838661595, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 7.084613, s2:processing_baseline -> 03.00, s2:not_vegetated_percentage -> 2.682629, s2:unclassified_percentage -> 3.015643, platform -> Sentinel-2B, s2:reflectance_conversion_factor -> 0.968502492054755, instruments -> [\"msi\"], s2:dark_features_percentage -> 1.833179, s2:medium_proba_clouds_percentage -> 30.031413)sentinel-2-l2a2021-06-22T22:45:29.024+00002021-06-22[-162.74187,66.56220968711617,-160.07452,67.59850386488829]S2B_MSIL2A_20210622T224529_R101_T03WXQ_20210625T0854301.0.020231215-193947
585686204616278015{\"type\":\"Polygon\",\"coordinates\":[[[-142.99622095,63.82043153],[-146.31317578,63.14954358],[-146.75453741,61.63486883],[-144.21849394,60.8355638],[-141.17976143,61.45362655],[-140.41211093,62.92006173],[-142.99622095,63.82043153],[-142.99622095,63.82043153]]],\"crs\":{\"type\":\"name\",\"properties\":{\"name\":\"EPSG:0\"}}}Map(name -> safe-manifest, roles -> [\"metadata\"], title -> SAFE manifest, type -> application/xml, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/06/V/WN/2021/06/22/S2B_MSIL2A_20210622T210019_N0300_R100_T06VWN_20210625T090506.SAFE/manifest.safe?st=2023-12-14T19%3A40%3A23Z&se=2023-12-15T20%3A25%3A23Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A37%3A22Z&ske=2023-12-22T19%3A37%3A22Z&sks=b&skv=2021-06-08&sig=b8Wdr3BG1X8xVnMumAL1ImPjDtLdFOdK1o1538JPJyk%3D)Map(s2:mgrs_tile -> 06VWN, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 8.316462, s2:snow_ice_percentage -> 4.547685, sat:orbit_state -> ascending, s2:product_uri -> S2B_MSIL2A_20210622T210019_N0300_R100_T06VWN_20210625T090506.SAFE, s2:generation_time -> 2021-06-25T09:05:06.706855Z, datetime -> 2021-06-22T21:00:19.024000Z, s2:datatake_id -> GS2B_20210622T210019_022434_N03.00, s2:vegetation_percentage -> 1.8E-5, sat:relative_orbit -> 100, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 94.885784, s2:cloud_shadow_percentage -> 0.0, s2:datastrip_id -> S2B_OPER_MSI_L2A_DS_ESRI_20210625T090507_S20210622T210022_N03.00, s2:mean_solar_azimuth -> 165.867678594144, eo:cloud_cover -> 95.356553, proj:epsg -> 32606, s2:granule_id -> S2B_OPER_MSI_L2A_TL_ESRI_20210625T090507_A022434_T06VWN_N03.00, s2:water_percentage -> 0.041337, s2:mean_solar_zenith -> 37.9778594967515, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 0.068627, s2:processing_baseline -> 03.00, s2:not_vegetated_percentage -> 0.00262, s2:unclassified_percentage -> 0.015633, platform -> Sentinel-2B, s2:reflectance_conversion_factor -> 0.968513141649161, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.036159, s2:medium_proba_clouds_percentage -> 0.402142)sentinel-2-l2a2021-06-22T21:00:19.024+00002021-06-22[-147.00037,60.333780433526485,-144.94943,61.33092928699964]S2B_MSIL2A_20210622T210019_R100_T06VWN_20210625T0905061.0.020231215-193947
585697199732555775{\"type\":\"Polygon\",\"coordinates\":[[[-156.68473651,73.7508559],[-161.50564455,72.70722537],[-160.79790121,71.00761876],[-156.17772926,70.34457749],[-151.76683977,71.26029034],[-151.55680775,72.95478075],[-156.68473651,73.7508559],[-156.68473651,73.7508559]]],\"crs\":{\"type\":\"name\",\"properties\":{\"name\":\"EPSG:0\"}}}Map(name -> B03, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B03\",\"common_name\":\"green\",\"description\":\"Band 3 - Green\",\"center_wavelength\":0.56,\"full_width_half_max\":0.045}], roles -> [\"data\"], proj:bbox -> [600000.0,7890240.0,709800.0,8000040.0], gsd -> 10.0, title -> Band 3 - Green - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/04/W/FE/2021/06/23/S2B_MSIL2A_20210623T221529_N0300_R115_T04WFE_20210626T055709.SAFE/GRANULE/L2A_T04WFE_A022449_20210623T221531/IMG_DATA/R10m/T04WFE_20210623T221529_B03_10m.tif?st=2023-12-14T19%3A40%3A12Z&se=2023-12-15T20%3A25%3A12Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A30%3A07Z&ske=2023-12-22T19%3A30%3A07Z&sks=b&skv=2021-06-08&sig=Ed/U7D40tp4IBHmbQnBesS/uRTJQtzyOp0FBVWTM/mc%3D, proj:transform -> [10.0,0.0,600000.0,0.0,-10.0,8000040.0])Map(s2:mgrs_tile -> 04WFE, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 57.081324, s2:snow_ice_percentage -> 0.008017, sat:orbit_state -> descending, s2:product_uri -> S2B_MSIL2A_20210623T221529_N0300_R115_T04WFE_20210626T055709.SAFE, s2:generation_time -> 2021-06-26T05:57:09.273328Z, datetime -> 2021-06-23T22:15:29.024000Z, s2:datatake_id -> GS2B_20210623T221529_022449_N03.00, s2:vegetation_percentage -> 5.57E-4, sat:relative_orbit -> 115, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 24.25129, s2:cloud_shadow_percentage -> 0.003734, s2:datastrip_id -> S2B_OPER_MSI_L2A_DS_ESRI_20210626T055709_S20210623T221531_N03.00, s2:mean_solar_azimuth -> 178.444858058943, eo:cloud_cover -> 59.666028, proj:epsg -> 32604, s2:granule_id -> S2B_OPER_MSI_L2A_TL_ESRI_20210626T055709_A022449_T04WFE_N03.00, s2:water_percentage -> 40.103069, s2:mean_solar_zenith -> 48.1532011875023, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 2.596567, s2:processing_baseline -> 03.00, s2:not_vegetated_percentage -> 0.100474, s2:unclassified_percentage -> 0.082415, platform -> Sentinel-2B, s2:reflectance_conversion_factor -> 0.968364418573955, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.035707, s2:medium_proba_clouds_percentage -> 32.818171)sentinel-2-l2a2021-06-23T22:15:29.024+00002021-06-23[-155.07569050251865,71.0251958058493,-152.9153499618544,72.02252308833494]S2B_MSIL2A_20210623T221529_R115_T04WFE_20210626T0557091.0.020231215-193947
585680707058139135{\"type\":\"Polygon\",\"coordinates\":[[[-166.24629185,65.42493371],[-169.091718,64.21420041],[-168.12750909,62.65341059],[-164.7032104,62.26771211],[-161.92108841,63.37119805],[-162.48230615,64.96224411],[-166.24629185,65.42493371],[-166.24629185,65.42493371]]],\"crs\":{\"type\":\"name\",\"properties\":{\"name\":\"EPSG:0\"}}}Map(name -> visual, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B04\",\"common_name\":\"red\",\"description\":\"Band 4 - Red\",\"center_wavelength\":0.665,\"full_width_half_max\":0.038},{\"name\":\"B03\",\"common_name\":\"green\",\"description\":\"Band 3 - Green\",\"center_wavelength\":0.56,\"full_width_half_max\":0.045},{\"name\":\"B02\",\"common_name\":\"blue\",\"description\":\"Band 2 - Blue\",\"center_wavelength\":0.49,\"full_width_half_max\":0.098}], roles -> [\"data\"], proj:bbox -> [600000.0,7090200.0,709800.0,7200000.0], gsd -> 10.0, title -> True color image, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/02/W/PS/2021/06/03/S2A_MSIL2A_20210603T230531_N0212_R044_T02WPS_20210604T111128.SAFE/GRANULE/L2A_T02WPS_A031072_20210603T230531/IMG_DATA/R10m/T02WPS_20210603T230531_TCI_10m.tif?st=2023-12-14T19%3A40%3A24Z&se=2023-12-15T20%3A25%3A24Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A39%3A11Z&ske=2023-12-22T19%3A39%3A11Z&sks=b&skv=2021-06-08&sig=ZuWdP6pPMTyBpGdiQASeG0YK5tnoBO9WeBoH1WUZE3o%3D, proj:transform -> [10.0,0.0,600000.0,0.0,-10.0,7200000.0])Map(s2:mgrs_tile -> 02WPS, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 56.569195, s2:snow_ice_percentage -> 0.0, sat:orbit_state -> descending, s2:product_uri -> S2A_MSIL2A_20210603T230531_N0212_R044_T02WPS_20210604T111128.SAFE, s2:generation_time -> 2021-06-04T11:11:28.251Z, datetime -> 2021-06-03T23:05:31.024000Z, s2:datatake_id -> GS2A_20210603T230531_031072_N02.12, s2:vegetation_percentage -> 0.0, sat:relative_orbit -> 44, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 48.5232, s2:cloud_shadow_percentage -> 0.0, s2:datastrip_id -> S2A_OPER_MSI_L2A_DS_ESRI_20210604T111128_S20210603T230531_N02.12, s2:mean_solar_azimuth -> 179.503236989905, eo:cloud_cover -> 63.87911, proj:epsg -> 32602, s2:granule_id -> S2A_OPER_MSI_L2A_TL_ESRI_20210604T111128_A031072_T02WPS_N02.12, s2:water_percentage -> 36.112532, s2:mean_solar_zenith -> 41.9705016259848, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 4.912763, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 0.008357, s2:unclassified_percentage -> 0.0, platform -> Sentinel-2A, s2:reflectance_conversion_factor -> 0.972855575108799, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.0, s2:medium_proba_clouds_percentage -> 10.443147)sentinel-2-l2a2021-06-03T23:05:31.024+00002021-06-03[-168.96075,63.9131851715554,-167.42076,64.90914676464594]S2A_MSIL2A_20210603T230531_R044_T02WPS_20210604T1111281.0.020231215-193947
585695000709300223{\"type\":\"Polygon\",\"coordinates\":[[[-158.31174268,61.2832582],[-160.99088524,60.27519182],[-160.6012351,58.77364179],[-157.83458328,58.27402436],[-155.27671622,59.19796],[-155.36073869,60.70120287],[-158.31174268,61.2832582],[-158.31174268,61.2832582]]],\"crs\":{\"type\":\"name\",\"properties\":{\"name\":\"EPSG:0\"}}}Map(name -> rendered_preview, rel -> preview, roles -> [\"overview\"], title -> Rendered preview, type -> image/png, href -> https://planetarycomputer.microsoft.com/api/data/v1/item/preview.png?collection=sentinel-2-l2a&item=S2B_MSIL2A_20210613T221529_R115_T04VCM_20210615T041004&assets=visual&asset_bidx=visual%7C1%2C2%2C3&nodata=0&format=png)Map(s2:mgrs_tile -> 04VCM, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 0.0, s2:snow_ice_percentage -> 0.846616, sat:orbit_state -> descending, s2:product_uri -> S2B_MSIL2A_20210613T221529_N0212_R115_T04VCM_20210615T041004.SAFE, s2:generation_time -> 2021-06-15T04:10:04.442Z, datetime -> 2021-06-13T22:15:29.024000Z, s2:datatake_id -> GS2B_20210613T221529_022306_N02.12, s2:vegetation_percentage -> 0.002979, sat:relative_orbit -> 115, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 55.96742, s2:cloud_shadow_percentage -> 0.0, s2:datastrip_id -> S2B_OPER_MSI_L2A_DS_ESRI_20210615T041005_S20210613T221532_N02.12, s2:mean_solar_azimuth -> 169.457856368925, eo:cloud_cover -> 99.012776, proj:epsg -> 32604, s2:granule_id -> S2B_OPER_MSI_L2A_TL_ESRI_20210615T041005_A022306_T04VCM_N02.12, s2:water_percentage -> 0.03777, s2:mean_solar_zenith -> 36.9780899769547, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 11.793478, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 0.005196, s2:unclassified_percentage -> 0.094665, platform -> Sentinel-2B, s2:reflectance_conversion_factor -> 0.970181214874145, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.0, s2:medium_proba_clouds_percentage -> 31.251878)sentinel-2-l2a2021-06-13T22:15:29.024+00002021-06-13[-162.62936,59.402967480991144,-160.59047,60.42638503415989]S2B_MSIL2A_20210613T221529_R115_T04VCM_20210615T0410041.0.020231215-193947
585685105104650239{\"type\":\"Polygon\",\"coordinates\":[[[-152.50207582,61.58333493],[-155.36073869,60.70120287],[-155.27671622,59.19796],[-152.64287411,58.58948304],[-149.95713297,59.39832975],[-149.73449372,60.88463683],[-152.50207582,61.58333493],[-152.50207582,61.58333493]]],\"crs\":{\"type\":\"name\",\"properties\":{\"name\":\"EPSG:0\"}}}Map(name -> B06, proj:shape -> [5490,5490], eo:bands -> [{\"name\":\"B06\",\"common_name\":\"rededge\",\"description\":\"Band 6 - Vegetation red edge 2\",\"center_wavelength\":0.74,\"full_width_half_max\":0.018}], roles -> [\"data\"], proj:bbox -> [300000.0,6690240.0,409800.0,6800040.0], gsd -> 20.0, title -> Band 6 - Vegetation red edge 2 - 20m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/05/V/LH/2021/06/14/S2B_MSIL2A_20210614T214529_N0212_R129_T05VLH_20210615T180143.SAFE/GRANULE/L2A_T05VLH_A022320_20210614T214531/IMG_DATA/R20m/T05VLH_20210614T214529_B06_20m.tif?st=2023-12-14T19%3A40%3A12Z&se=2023-12-15T20%3A25%3A12Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A37%3A22Z&ske=2023-12-22T19%3A37%3A22Z&sks=b&skv=2021-06-08&sig=ee5UgQFqySJgyNOu5Phr7b2NPQQFwatGusOpTO3e3NY%3D, proj:transform -> [20.0,0.0,300000.0,0.0,-20.0,6800040.0])Map(s2:mgrs_tile -> 05VLH, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 0.245411, s2:snow_ice_percentage -> 0.177848, sat:orbit_state -> descending, s2:product_uri -> S2B_MSIL2A_20210614T214529_N0212_R129_T05VLH_20210615T180143.SAFE, s2:generation_time -> 2021-06-15T18:01:43.984Z, datetime -> 2021-06-14T21:45:29.024000Z, s2:datatake_id -> GS2B_20210614T214529_022320_N02.12, s2:vegetation_percentage -> 40.796441, sat:relative_orbit -> 129, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 0.112183, s2:cloud_shadow_percentage -> 0.005791, s2:datastrip_id -> S2B_OPER_MSI_L2A_DS_ESRI_20210615T180145_S20210614T214531_N02.12, s2:mean_solar_azimuth -> 167.104841584244, eo:cloud_cover -> 56.706388, proj:epsg -> 32605, s2:granule_id -> S2B_OPER_MSI_L2A_TL_ESRI_20210615T180145_A022320_T05VLH_N02.12, s2:water_percentage -> 0.268179, s2:mean_solar_zenith -> 37.9842553322336, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 49.115551, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 1.600685, s2:unclassified_percentage -> 0.236931, platform -> Sentinel-2B, s2:reflectance_conversion_factor -> 0.969964046604646, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.207742, s2:medium_proba_clouds_percentage -> 7.478654)sentinel-2-l2a2021-06-14T21:45:29.024+00002021-06-14[-156.71945,60.29934910487688,-154.63397,61.32399444059568]S2B_MSIL2A_20210614T214529_R129_T05VLH_20210615T1801431.0.020231215-193947
585685105104650239{\"type\":\"Polygon\",\"coordinates\":[[[-152.50207582,61.58333493],[-155.36073869,60.70120287],[-155.27671622,59.19796],[-152.64287411,58.58948304],[-149.95713297,59.39832975],[-149.73449372,60.88463683],[-152.50207582,61.58333493],[-152.50207582,61.58333493]]],\"crs\":{\"type\":\"name\",\"properties\":{\"name\":\"EPSG:0\"}}}Map(name -> B11, proj:shape -> [5490,5490], eo:bands -> [{\"name\":\"B11\",\"common_name\":\"swir16\",\"description\":\"Band 11 - SWIR (1.6)\",\"center_wavelength\":1.61,\"full_width_half_max\":0.143}], roles -> [\"data\"], proj:bbox -> [300000.0,6690240.0,409800.0,6800040.0], gsd -> 20.0, title -> Band 11 - SWIR (1.6) - 20m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/05/V/LH/2021/06/14/S2B_MSIL2A_20210614T214529_N0212_R129_T05VLH_20210615T180143.SAFE/GRANULE/L2A_T05VLH_A022320_20210614T214531/IMG_DATA/R20m/T05VLH_20210614T214529_B11_20m.tif?st=2023-12-14T19%3A40%3A12Z&se=2023-12-15T20%3A25%3A12Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A37%3A22Z&ske=2023-12-22T19%3A37%3A22Z&sks=b&skv=2021-06-08&sig=ee5UgQFqySJgyNOu5Phr7b2NPQQFwatGusOpTO3e3NY%3D, proj:transform -> [20.0,0.0,300000.0,0.0,-20.0,6800040.0])Map(s2:mgrs_tile -> 05VLH, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 0.245411, s2:snow_ice_percentage -> 0.177848, sat:orbit_state -> descending, s2:product_uri -> S2B_MSIL2A_20210614T214529_N0212_R129_T05VLH_20210615T180143.SAFE, s2:generation_time -> 2021-06-15T18:01:43.984Z, datetime -> 2021-06-14T21:45:29.024000Z, s2:datatake_id -> GS2B_20210614T214529_022320_N02.12, s2:vegetation_percentage -> 40.796441, sat:relative_orbit -> 129, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 0.112183, s2:cloud_shadow_percentage -> 0.005791, s2:datastrip_id -> S2B_OPER_MSI_L2A_DS_ESRI_20210615T180145_S20210614T214531_N02.12, s2:mean_solar_azimuth -> 167.104841584244, eo:cloud_cover -> 56.706388, proj:epsg -> 32605, s2:granule_id -> S2B_OPER_MSI_L2A_TL_ESRI_20210615T180145_A022320_T05VLH_N02.12, s2:water_percentage -> 0.268179, s2:mean_solar_zenith -> 37.9842553322336, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 49.115551, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 1.600685, s2:unclassified_percentage -> 0.236931, platform -> Sentinel-2B, s2:reflectance_conversion_factor -> 0.969964046604646, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.207742, s2:medium_proba_clouds_percentage -> 7.478654)sentinel-2-l2a2021-06-14T21:45:29.024+00002021-06-14[-156.71945,60.29934910487688,-154.63397,61.32399444059568]S2B_MSIL2A_20210614T214529_R129_T05VLH_20210615T1801431.0.020231215-193947
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585704896313950207{\"type\":\"Polygon\",\"coordinates\":[[[-142.91937341,71.08395895],[-147.5798171,70.39347999],[-148.08334653,68.7475366],[-144.58584469,67.84750279],[-140.45517326,68.46826523],[-139.32680172,70.05170143],[-142.91937341,71.08395895],[-142.91937341,71.08395895]]],\"crs\":{\"type\":\"name\",\"properties\":{\"name\":\"EPSG:0\"}}}Map(name -> B06, proj:shape -> [5490,5490], eo:bands -> [{\"name\":\"B06\",\"common_name\":\"rededge\",\"description\":\"Band 6 - Vegetation red edge 2\",\"center_wavelength\":0.74,\"full_width_half_max\":0.018}], roles -> [\"data\"], proj:bbox -> [600000.0,7490220.0,709800.0,7600020.0], gsd -> 20.0, title -> Band 6 - Vegetation red edge 2 - 20m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/06/W/XA/2021/06/20/S2A_MSIL2A_20210620T211511_N0212_R143_T06WXA_20210621T101810.SAFE/GRANULE/L2A_T06WXA_A031314_20210620T211514/IMG_DATA/R20m/T06WXA_20210620T211511_B06_20m.tif?st=2023-12-14T19%3A40%3A11Z&se=2023-12-15T20%3A25%3A11Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A38%3A55Z&ske=2023-12-22T19%3A38%3A55Z&sks=b&skv=2021-06-08&sig=dM5CyRJN%2BOdNCt9X4l3S9AYtxSsGpQtwBnEfW1non0o%3D, proj:transform -> [20.0,0.0,600000.0,0.0,-20.0,7600020.0])Map(s2:mgrs_tile -> 06WXA, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 37.266913, s2:snow_ice_percentage -> 3.21017, sat:orbit_state -> descending, s2:product_uri -> S2A_MSIL2A_20210620T211511_N0212_R143_T06WXA_20210621T101810.SAFE, s2:generation_time -> 2021-06-21T10:18:10.684Z, datetime -> 2021-06-20T21:15:11.024000Z, s2:datatake_id -> GS2A_20210620T211511_031314_N02.12, s2:vegetation_percentage -> 29.423198, sat:relative_orbit -> 143, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 29.966486, s2:cloud_shadow_percentage -> 4.111379, s2:datastrip_id -> S2A_OPER_MSI_L2A_DS_ESRI_20210621T101811_S20210620T211514_N02.12, s2:mean_solar_azimuth -> 173.956241089593, eo:cloud_cover -> 53.675251, proj:epsg -> 32606, s2:granule_id -> S2A_OPER_MSI_L2A_TL_ESRI_20210621T101811_A031314_T06WXA_N02.12, s2:water_percentage -> 0.147415, s2:mean_solar_zenith -> 44.6342888352751, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 8.98238, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 2.691723, s2:unclassified_percentage -> 5.516803, platform -> Sentinel-2A, s2:reflectance_conversion_factor -> 0.968821955503267, instruments -> [\"msi\"], s2:dark_features_percentage -> 1.224055, s2:medium_proba_clouds_percentage -> 14.726385)sentinel-2-l2a2021-06-20T21:15:11.024+00002021-06-20[-144.12442,67.45331220472977,-141.88043,68.4625290476975]S2A_MSIL2A_20210620T211511_R143_T06WXA_20210621T1018101.0.020231215-193947
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"pivotColumns": null, + "xColumns": null, + "yColumns": null + }, + "removedWidgets": [], + "schema": [ + { + "metadata": "{}", + "name": "h3", + "type": "\"long\"" + }, + { + "metadata": "{}", + "name": "geojson", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "asset", + "type": "{\"type\":\"map\",\"keyType\":\"string\",\"valueType\":\"string\",\"valueContainsNull\":true}" + }, + { + "metadata": "{}", + "name": "item_properties", + "type": "{\"type\":\"map\",\"keyType\":\"string\",\"valueType\":\"string\",\"valueContainsNull\":true}" + }, + { + "metadata": "{}", + "name": "item_collection", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "timestamp", + "type": "\"timestamp\"" + }, + { + "metadata": "{}", + "name": "date", + "type": "\"date\"" + }, + { + "metadata": "{}", + "name": "item_bbox", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "item_id", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "stac_version", + "type": 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application=geotiff; profile=cloud-optimized" + }, + { + "constellation": "Sentinel 2", + "datetime": "2021-06-01T20:40:21.024000Z", + "eo:cloud_cover": "18.294634", + "instruments": "[\"msi\"]", + "platform": "Sentinel-2A", + "proj:epsg": "32607", + "s2:cloud_shadow_percentage": "3.117816", + "s2:dark_features_percentage": "2.475303", + "s2:datastrip_id": "S2A_OPER_MSI_L2A_DS_ESRI_20210602T071626_S20210601T204059_N02.12", + "s2:datatake_id": "GS2A_20210601T204021_031042_N02.12", + "s2:datatake_type": "INS-NOBS", + "s2:degraded_msi_data_percentage": "0.0", + "s2:generation_time": "2021-06-02T07:16:24.820Z", + "s2:granule_id": "S2A_OPER_MSI_L2A_TL_ESRI_20210602T071626_A031042_T07VEK_N02.12", + "s2:high_proba_clouds_percentage": "6.920696", + "s2:mean_solar_azimuth": "169.377173224181", + "s2:mean_solar_zenith": "40.7829300145308", + "s2:medium_proba_clouds_percentage": "5.113473", + "s2:mgrs_tile": "07VEK", + "s2:nodata_pixel_percentage": "17.816815", + "s2:not_vegetated_percentage": "4.713757", + "s2:processing_baseline": "02.12", + "s2:product_type": "S2MSI2A", + "s2:product_uri": "S2A_MSIL2A_20210601T204021_N0212_R014_T07VEK_20210602T071624.SAFE", + "s2:reflectance_conversion_factor": "0.973523407531653", + "s2:saturated_defective_pixel_percentage": "0.0", + "s2:snow_ice_percentage": "0.176649", + "s2:thin_cirrus_percentage": "6.260465", + "s2:unclassified_percentage": "1.984026", + "s2:vegetation_percentage": "66.950309", + "s2:water_percentage": "2.287504", + "sat:orbit_state": "ascending", + "sat:relative_orbit": "14" + }, + "sentinel-2-l2a", + "2021-06-01T20:40:21.024+0000", + "2021-06-01", + "[-140.95772,62.127976558918824,-138.82397,63.123920678206176]", + "S2A_MSIL2A_20210601T204021_R014_T07VEK_20210602T071624", + "1.0.0", + "20231215-193947" + ], + [ + 585702147534880767, + "{\"type\":\"Polygon\",\"coordinates\":[[[-138.56609551,65.91667259],[-142.26222119,65.34943666],[-142.99622095,63.82043153],[-140.41211093,62.92006173],[-137.07483444,63.445067],[-135.98471646,64.90922467],[-138.56609551,65.91667259],[-138.56609551,65.91667259]]],\"crs\":{\"type\":\"name\",\"properties\":{\"name\":\"EPSG:0\"}}}", + { + "gsd": "10.0", + "href": "https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/07/V/EK/2021/06/01/S2A_MSIL2A_20210601T204021_N0212_R014_T07VEK_20210602T071624.SAFE/GRANULE/L2A_T07VEK_A031042_20210601T204059/IMG_DATA/R10m/T07VEK_20210601T204021_AOT_10m.tif?st=2023-12-14T19%3A40%3A26Z&se=2023-12-15T20%3A25%3A26Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A39%3A09Z&ske=2023-12-22T19%3A39%3A09Z&sks=b&skv=2021-06-08&sig=LW%2BrEZqYlTwFmsF0pWpVfvNEBzyfszjNIkw8bN8tUro%3D", + "name": "AOT", + "proj:bbox": "[499980.0,6890220.0,609780.0,7000020.0]", + "proj:shape": "[10980,10980]", + "proj:transform": "[10.0,0.0,499980.0,0.0,-10.0,7000020.0]", + "roles": "[\"data\"]", + "title": "Aerosol optical thickness (AOT)", + "type": "image/tiff; application=geotiff; profile=cloud-optimized" + }, + { + "constellation": "Sentinel 2", + "datetime": "2021-06-01T20:40:21.024000Z", + "eo:cloud_cover": "18.294634", + "instruments": "[\"msi\"]", + "platform": "Sentinel-2A", + "proj:epsg": "32607", + "s2:cloud_shadow_percentage": "3.117816", + "s2:dark_features_percentage": "2.475303", + "s2:datastrip_id": "S2A_OPER_MSI_L2A_DS_ESRI_20210602T071626_S20210601T204059_N02.12", + "s2:datatake_id": "GS2A_20210601T204021_031042_N02.12", + "s2:datatake_type": "INS-NOBS", + "s2:degraded_msi_data_percentage": "0.0", + "s2:generation_time": "2021-06-02T07:16:24.820Z", + "s2:granule_id": "S2A_OPER_MSI_L2A_TL_ESRI_20210602T071626_A031042_T07VEK_N02.12", + "s2:high_proba_clouds_percentage": "6.920696", + "s2:mean_solar_azimuth": "169.377173224181", + "s2:mean_solar_zenith": "40.7829300145308", + "s2:medium_proba_clouds_percentage": "5.113473", + "s2:mgrs_tile": "07VEK", + "s2:nodata_pixel_percentage": "17.816815", + "s2:not_vegetated_percentage": "4.713757", + "s2:processing_baseline": "02.12", + "s2:product_type": "S2MSI2A", + "s2:product_uri": "S2A_MSIL2A_20210601T204021_N0212_R014_T07VEK_20210602T071624.SAFE", + "s2:reflectance_conversion_factor": "0.973523407531653", + "s2:saturated_defective_pixel_percentage": "0.0", + "s2:snow_ice_percentage": "0.176649", + "s2:thin_cirrus_percentage": "6.260465", + "s2:unclassified_percentage": "1.984026", + "s2:vegetation_percentage": "66.950309", + "s2:water_percentage": "2.287504", + "sat:orbit_state": "ascending", + "sat:relative_orbit": "14" + }, + "sentinel-2-l2a", + "2021-06-01T20:40:21.024+0000", + "2021-06-01", + "[-140.95772,62.127976558918824,-138.82397,63.123920678206176]", + "S2A_MSIL2A_20210601T204021_R014_T07VEK_20210602T071624", + "1.0.0", + "20231215-193947" + ], + [ + 585814847476727807, + "{\"type\":\"Polygon\",\"coordinates\":[[[-140.41211093,62.92006173],[-141.17976143,61.45362655],[-138.90707392,60.57267704],[-136.04881605,60.73673755],[-135.00515623,62.16151139],[-137.07483444,63.445067],[-140.41211093,62.92006173],[-140.41211093,62.92006173]]],\"crs\":{\"type\":\"name\",\"properties\":{\"name\":\"EPSG:0\"}}}", + { + "gsd": "10.0", + "href": "https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/07/V/EK/2021/06/01/S2A_MSIL2A_20210601T204021_N0212_R014_T07VEK_20210602T071624.SAFE/GRANULE/L2A_T07VEK_A031042_20210601T204059/IMG_DATA/R10m/T07VEK_20210601T204021_AOT_10m.tif?st=2023-12-14T19%3A40%3A12Z&se=2023-12-15T20%3A25%3A12Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A37%3A20Z&ske=2023-12-22T19%3A37%3A20Z&sks=b&skv=2021-06-08&sig=IbQTpGPQV9he%2B2%2BCfSqTou1u59h%2BR7jr4W1hYJYSTo8%3D", + "name": "AOT", + "proj:bbox": "[499980.0,6890220.0,609780.0,7000020.0]", + "proj:shape": "[10980,10980]", + "proj:transform": "[10.0,0.0,499980.0,0.0,-10.0,7000020.0]", + "roles": "[\"data\"]", + "title": "Aerosol optical thickness (AOT)", + "type": "image/tiff; application=geotiff; profile=cloud-optimized" + }, + { + "constellation": "Sentinel 2", + "datetime": "2021-06-01T20:40:21.024000Z", + "eo:cloud_cover": "18.294634", + "instruments": "[\"msi\"]", + "platform": "Sentinel-2A", + "proj:epsg": "32607", + "s2:cloud_shadow_percentage": "3.117816", + "s2:dark_features_percentage": "2.475303", + "s2:datastrip_id": "S2A_OPER_MSI_L2A_DS_ESRI_20210602T071626_S20210601T204059_N02.12", + "s2:datatake_id": "GS2A_20210601T204021_031042_N02.12", + "s2:datatake_type": "INS-NOBS", + "s2:degraded_msi_data_percentage": "0.0", + "s2:generation_time": "2021-06-02T07:16:24.820Z", + "s2:granule_id": "S2A_OPER_MSI_L2A_TL_ESRI_20210602T071626_A031042_T07VEK_N02.12", + "s2:high_proba_clouds_percentage": "6.920696", + "s2:mean_solar_azimuth": "169.377173224181", + "s2:mean_solar_zenith": "40.7829300145308", + "s2:medium_proba_clouds_percentage": "5.113473", + "s2:mgrs_tile": "07VEK", + "s2:nodata_pixel_percentage": "17.816815", + "s2:not_vegetated_percentage": "4.713757", + "s2:processing_baseline": "02.12", + "s2:product_type": "S2MSI2A", + "s2:product_uri": "S2A_MSIL2A_20210601T204021_N0212_R014_T07VEK_20210602T071624.SAFE", + "s2:reflectance_conversion_factor": "0.973523407531653", + "s2:saturated_defective_pixel_percentage": "0.0", + "s2:snow_ice_percentage": "0.176649", + "s2:thin_cirrus_percentage": "6.260465", + "s2:unclassified_percentage": "1.984026", + "s2:vegetation_percentage": "66.950309", + "s2:water_percentage": "2.287504", + "sat:orbit_state": "ascending", + "sat:relative_orbit": "14" + }, + "sentinel-2-l2a", + "2021-06-01T20:40:21.024+0000", + "2021-06-01", + "[-140.95772,62.127976558918824,-138.82397,63.123920678206176]", + "S2A_MSIL2A_20210601T204021_R014_T07VEK_20210602T071624", + "1.0.0", + "20231215-193947" + ] + ], + "datasetInfos": [], + "dbfsResultPath": null, + "isJsonSchema": true, + "metadata": {}, + "overflow": false, + "plotOptions": { + "customPlotOptions": {}, + "displayType": "table", + "pivotAggregation": null, + "pivotColumns": null, + "xColumns": null, + "yColumns": null + }, + "removedWidgets": [], + "schema": [ + { + "metadata": "{}", + "name": "h3", + "type": "\"long\"" + }, + { + "metadata": "{}", + "name": "geojson", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "asset", + "type": "{\"type\":\"map\",\"keyType\":\"string\",\"valueType\":\"string\",\"valueContainsNull\":true}" + }, + { + "metadata": "{}", + "name": "item_properties", + "type": "{\"type\":\"map\",\"keyType\":\"string\",\"valueType\":\"string\",\"valueContainsNull\":true}" + }, + { + "metadata": "{}", + "name": "item_collection", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "timestamp", + "type": "\"timestamp\"" + }, + { + "metadata": "{}", + "name": "date", + "type": "\"date\"" + }, + { + "metadata": "{}", + "name": "item_bbox", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "item_id", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "stac_version", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "last_update", + "type": "\"string\"" + } + ], + "type": "table" + } + }, + "output_type": "display_data" + } + ], + "source": [ + "# - notice multipe h3 cells for some item ids\n", + "display (\n", + " eod_item_df\n", + " .filter(\"item_id == 'S2A_MSIL2A_20210601T204021_R014_T07VEK_20210602T071624'\")\n", + " .filter(\n", + " f\"asset.name == '{bands[0]}'\"\n", + " ) \n", + " .orderBy(\"h3\")\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "c1cb0767-8f1c-4066-b3f6-a757e6df683d", + "showTitle": false, + "title": "" + } + }, + "source": [ + "### Download bands for items \n", + "\n", + "> This will generate a table per band in the specified catalog and schema (set earlier in the notebook). __Note: We are invoking with `do_clean_files=False` to avoid wiping out already downloaded files; also, passing `False` for 'is_append_mode' param on the table generation side, but you can pass `True` to change.__" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "6b2869e3-3576-475b-a0b8-86422cf32507", + "showTitle": false, + "title": "" + } + }, + "source": [ + "#### First - a Dry-Run\n", + "\n", + "> Add all the columns that are added in the \"live\" execution, but we are specifying no actual execution (sanity check). __Note: we have nulls for `out_file_sz` (size) and `is_out_file_valid` since the files were not actually downloaded or checked.__" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "1a71d9d3-5e97-45cc-9108-7587c51e483e", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/html": [ + "
item_idtimestamph3_setassetitem_propertiesitem_collectiondateitem_bboxstac_versionlast_updateband_nameout_dir_fuseout_filenameout_file_pathout_file_szis_out_file_valid
S2A_MSIL2A_20210620T211511_R143_T06WXU_20210621T1103262021-06-20T21:15:11.024+0000List(585701597779066879, 585703247046508543)Map(name -> AOT, proj:shape -> [10980,10980], roles -> [\"data\"], proj:bbox -> [600000.0,7290240.0,709800.0,7400040.0], gsd -> 10.0, title -> Aerosol optical thickness (AOT), type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/06/W/XU/2021/06/20/S2A_MSIL2A_20210620T211511_N0212_R143_T06WXU_20210621T110326.SAFE/GRANULE/L2A_T06WXU_A031314_20210620T211514/IMG_DATA/R10m/T06WXU_20210620T211511_AOT_10m.tif?st=2023-12-14T19%3A40%3A24Z&se=2023-12-15T20%3A25%3A24Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A39%3A06Z&ske=2023-12-22T19%3A39%3A06Z&sks=b&skv=2021-06-08&sig=IsCFngksTor6w9pQiPUaAHW9/Lx7fYm5vtQ2HWSPTX8%3D, proj:transform -> [10.0,0.0,600000.0,0.0,-10.0,7400040.0])Map(s2:mgrs_tile -> 06WXU, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 1.3E-5, s2:snow_ice_percentage -> 3.665569, sat:orbit_state -> descending, s2:product_uri -> S2A_MSIL2A_20210620T211511_N0212_R143_T06WXU_20210621T110326.SAFE, s2:generation_time -> 2021-06-21T11:03:26.862Z, datetime -> 2021-06-20T21:15:11.024000Z, s2:datatake_id -> GS2A_20210620T211511_031314_N02.12, s2:vegetation_percentage -> 29.272836, sat:relative_orbit -> 143, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 38.423136, s2:cloud_shadow_percentage -> 10.13383, s2:datastrip_id -> S2A_OPER_MSI_L2A_DS_ESRI_20210621T110327_S20210620T211514_N02.12, s2:mean_solar_azimuth -> 173.561771881413, eo:cloud_cover -> 46.07486, proj:epsg -> 32606, s2:granule_id -> S2A_OPER_MSI_L2A_TL_ESRI_20210621T110327_A031314_T06WXU_N02.12, s2:water_percentage -> 1.168457, s2:mean_solar_zenith -> 42.8605815090251, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 0.22421, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 1.864022, s2:unclassified_percentage -> 6.844252, platform -> Sentinel-2A, s2:reflectance_conversion_factor -> 0.968821955503267, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.976175, s2:medium_proba_clouds_percentage -> 7.427514)sentinel-2-l2a2021-06-20[-144.82037,65.66542003411917,-142.25325,66.70256312388814]1.0.020231215-214507AOT/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/AOTAOT_S2A_MSIL2A_20210620T211511_R143_T06WXU_20210621T110326_20210620-211511.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/AOT/AOT_S2A_MSIL2A_20210620T211511_R143_T06WXU_20210621T110326_20210620-211511.tifnullnull
S2B_MSIL2A_20210629T223539_R058_T04WFV_20210630T2128252021-06-29T22:35:39.024+0000List(585681806569766911)Map(name -> AOT, proj:shape -> [10980,10980], roles -> [\"data\"], proj:bbox -> [600000.0,7390200.0,709800.0,7500000.0], gsd -> 10.0, title -> Aerosol optical thickness (AOT), type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/04/W/FV/2021/06/29/S2B_MSIL2A_20210629T223539_N0300_R058_T04WFV_20210630T212825.SAFE/GRANULE/L2A_T04WFV_A022535_20210629T223533/IMG_DATA/R10m/T04WFV_20210629T223539_AOT_10m.tif?st=2023-12-14T19%3A40%3A23Z&se=2023-12-15T20%3A25%3A23Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A27%3A54Z&ske=2023-12-22T19%3A27%3A54Z&sks=b&skv=2021-06-08&sig=r37cZATGfnw8v0%2B9%2ByVxJXS6HS0AlHWUIAaVqnVwn88%3D, proj:transform -> [10.0,0.0,600000.0,0.0,-10.0,7500000.0])Map(s2:mgrs_tile -> 04WFV, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 99.760705, s2:snow_ice_percentage -> 19.826965, sat:orbit_state -> descending, s2:product_uri -> S2B_MSIL2A_20210629T223539_N0300_R058_T04WFV_20210630T212825.SAFE, s2:generation_time -> 2021-06-30T21:28:25.464330Z, datetime -> 2021-06-29T22:35:39.024000Z, s2:datatake_id -> GS2B_20210629T223539_022535_N03.00, s2:vegetation_percentage -> 0.0, sat:relative_orbit -> 58, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 13.250791, s2:cloud_shadow_percentage -> 0.0, s2:datastrip_id -> S2B_OPER_MSI_L2A_DS_ESRI_20210630T212825_S20210629T223533_N03.00, s2:mean_solar_azimuth -> 183.818578655585, eo:cloud_cover -> 80.173033, proj:epsg -> 32604, s2:granule_id -> S2B_OPER_MSI_L2A_TL_ESRI_20210630T212825_A022535_T04WFV_N03.00, s2:water_percentage -> 0.0, s2:mean_solar_zenith -> 43.9505249121889, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 0.013865, s2:processing_baseline -> 03.00, s2:not_vegetated_percentage -> 0.0, s2:unclassified_percentage -> 0.0, platform -> Sentinel-2B, s2:reflectance_conversion_factor -> 0.967710188176288, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.0, s2:medium_proba_clouds_percentage -> 66.908377)sentinel-2-l2a2021-06-29[-156.65755,67.49976223265858,-156.52615,67.59850386488829]1.0.020231215-214507AOT/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/AOTAOT_S2B_MSIL2A_20210629T223539_R058_T04WFV_20210630T212825_20210629-223539.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/AOT/AOT_S2B_MSIL2A_20210629T223539_R058_T04WFV_20210630T212825_20210629-223539.tifnullnull
S2B_MSIL2A_20210624T214529_R129_T05WPN_20210626T0551332021-06-24T21:45:29.024+0000List(585682356325580799, 585702697290694655, 585703247046508543)Map(name -> AOT, proj:shape -> [10980,10980], roles -> [\"data\"], proj:bbox -> [600000.0,7190220.0,709800.0,7300020.0], gsd -> 10.0, title -> Aerosol optical thickness (AOT), type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/05/W/PN/2021/06/24/S2B_MSIL2A_20210624T214529_N0300_R129_T05WPN_20210626T055133.SAFE/GRANULE/L2A_T05WPN_A022463_20210624T214530/IMG_DATA/R10m/T05WPN_20210624T214529_AOT_10m.tif?st=2023-12-14T19%3A40%3A21Z&se=2023-12-15T20%3A25%3A21Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A37%3A25Z&ske=2023-12-22T19%3A37%3A25Z&sks=b&skv=2021-06-08&sig=ntTk%2BrU1/Ckbqu7wNb/lQ3rDZ4Va08ji8rk3Iy0%2B/X4%3D, proj:transform -> [10.0,0.0,600000.0,0.0,-10.0,7300020.0])Map(s2:mgrs_tile -> 05WPN, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 3.3E-5, s2:snow_ice_percentage -> 0.014608, sat:orbit_state -> descending, s2:product_uri -> S2B_MSIL2A_20210624T214529_N0300_R129_T05WPN_20210626T055133.SAFE, s2:generation_time -> 2021-06-26T05:51:33.94772Z, datetime -> 2021-06-24T21:45:29.024000Z, s2:datatake_id -> GS2B_20210624T214529_022463_N03.00, s2:vegetation_percentage -> 68.539286, sat:relative_orbit -> 129, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 10.799875, s2:cloud_shadow_percentage -> 4.790228, s2:datastrip_id -> S2B_OPER_MSI_L2A_DS_ESRI_20210626T055133_S20210624T214530_N03.00, s2:mean_solar_azimuth -> 175.186165240628, eo:cloud_cover -> 16.154411, proj:epsg -> 32605, s2:granule_id -> S2B_OPER_MSI_L2A_TL_ESRI_20210626T055133_A022463_T05WPN_N03.00, s2:water_percentage -> 2.296831, s2:mean_solar_zenith -> 41.966928275875, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 1.621458, s2:processing_baseline -> 03.00, s2:not_vegetated_percentage -> 3.288872, s2:unclassified_percentage -> 3.673732, platform -> Sentinel-2B, s2:reflectance_conversion_factor -> 0.968235131728527, instruments -> [\"msi\"], s2:dark_features_percentage -> 1.242033, s2:medium_proba_clouds_percentage -> 3.733078)sentinel-2-l2a2021-06-24[-150.89315632774026,64.77074135158136,-148.41850676127294,65.80593069527565]1.0.020231215-214507AOT/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/AOTAOT_S2B_MSIL2A_20210624T214529_R129_T05WPN_20210626T055133_20210624-214529.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/AOT/AOT_S2B_MSIL2A_20210624T214529_R129_T05WPN_20210626T055133_20210624-214529.tifnullnull
S2B_MSIL2A_20210607T215529_R029_T04VEH_20210610T0952112021-06-07T21:55:29.024+0000List(585692801686044671, 585693351441858559, 585695550465114111)Map(name -> AOT, proj:shape -> [10980,10980], roles -> [\"data\"], proj:bbox -> [499980.0,6190200.0,609780.0,6300000.0], gsd -> 10.0, title -> Aerosol optical thickness (AOT), type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/04/V/EH/2021/06/07/S2B_MSIL2A_20210607T215529_N0212_R029_T04VEH_20210610T095211.SAFE/GRANULE/L2A_T04VEH_A022220_20210607T215808/IMG_DATA/R10m/T04VEH_20210607T215529_AOT_10m.tif?st=2023-12-14T19%3A40%3A12Z&se=2023-12-15T20%3A25%3A12Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A27%3A54Z&ske=2023-12-22T19%3A27%3A54Z&sks=b&skv=2021-06-08&sig=RnrsEQlLVpJHHTwRh79Yq08OICkWE7x4lAXRzbkvovs%3D, proj:transform -> [10.0,0.0,499980.0,0.0,-10.0,6300000.0])Map(s2:mgrs_tile -> 04VEH, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 0.022346, s2:snow_ice_percentage -> 1.375363, sat:orbit_state -> descending, s2:product_uri -> S2B_MSIL2A_20210607T215529_N0212_R029_T04VEH_20210610T095211.SAFE, s2:generation_time -> 2021-06-10T09:52:11.740Z, datetime -> 2021-06-07T21:55:29.024000Z, s2:datatake_id -> GS2B_20210607T215529_022220_N02.12, s2:vegetation_percentage -> 6.949735, sat:relative_orbit -> 29, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 3.8016, s2:cloud_shadow_percentage -> 0.252096, s2:datastrip_id -> S2B_OPER_MSI_L2A_DS_ESRI_20210610T095212_S20210607T215808_N02.12, s2:mean_solar_azimuth -> 166.956306981226, eo:cloud_cover -> 72.029359, proj:epsg -> 32604, s2:granule_id -> S2B_OPER_MSI_L2A_TL_ESRI_20210610T095212_A022220_T04VEH_N02.12, s2:water_percentage -> 16.846523, s2:mean_solar_zenith -> 34.0081753962572, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 40.750575, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 1.464536, s2:unclassified_percentage -> 0.820552, platform -> Sentinel-2B, s2:reflectance_conversion_factor -> 0.971695853932404, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.261839, s2:medium_proba_clouds_percentage -> 27.477184)sentinel-2-l2a2021-06-07[-159.00032,55.844982541520935,-157.2009,56.84381181769674]1.0.020231215-214507AOT/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/AOTAOT_S2B_MSIL2A_20210607T215529_R029_T04VEH_20210610T095211_20210607-215529.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/AOT/AOT_S2B_MSIL2A_20210607T215529_R029_T04VEH_20210610T095211_20210607-215529.tifnullnull
S2A_MSIL2A_20210619T214531_R129_T05VLG_20210620T0729572021-06-19T21:45:31.024+0000List(585685105104650239, 585695000709300223)Map(name -> AOT, proj:shape -> [10980,10980], roles -> [\"data\"], proj:bbox -> [300000.0,6590220.0,409800.0,6700020.0], gsd -> 10.0, title -> Aerosol optical thickness (AOT), type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/05/V/LG/2021/06/19/S2A_MSIL2A_20210619T214531_N0212_R129_T05VLG_20210620T072957.SAFE/GRANULE/L2A_T05VLG_A031300_20210619T214530/IMG_DATA/R10m/T05VLG_20210619T214531_AOT_10m.tif?st=2023-12-14T19%3A40%3A12Z&se=2023-12-15T20%3A25%3A12Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A37%3A25Z&ske=2023-12-22T19%3A37%3A25Z&sks=b&skv=2021-06-08&sig=mC%2BFISFioYia2ZOz7ayZ767PLBjtH9%2BT8EvnRgjv1tQ%3D, proj:transform -> [10.0,0.0,300000.0,0.0,-10.0,6700020.0])Map(s2:mgrs_tile -> 05VLG, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 0.0, s2:snow_ice_percentage -> 0.126532, sat:orbit_state -> descending, s2:product_uri -> S2A_MSIL2A_20210619T214531_N0212_R129_T05VLG_20210620T072957.SAFE, s2:generation_time -> 2021-06-20T07:29:57.854Z, datetime -> 2021-06-19T21:45:31.024000Z, s2:datatake_id -> GS2A_20210619T214531_031300_N02.12, s2:vegetation_percentage -> 9.471866, sat:relative_orbit -> 129, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 63.726264, s2:cloud_shadow_percentage -> 0.31264, s2:datastrip_id -> S2A_OPER_MSI_L2A_DS_ESRI_20210620T072958_S20210619T214530_N02.12, s2:mean_solar_azimuth -> 166.601442626769, eo:cloud_cover -> 77.112441, proj:epsg -> 32605, s2:granule_id -> S2A_OPER_MSI_L2A_TL_ESRI_20210620T072958_A031300_T05VLG_N02.12, s2:water_percentage -> 5.433754, s2:mean_solar_zenith -> 36.9989905811412, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 2.931254, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 2.987094, s2:unclassified_percentage -> 4.337331, platform -> Sentinel-2A, s2:reflectance_conversion_factor -> 0.968987061819151, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.218344, s2:medium_proba_clouds_percentage -> 10.454922)sentinel-2-l2a2021-06-19[-156.62936,59.402967480991144,-154.59047,60.42638503415989]1.0.020231215-214507AOT/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/AOTAOT_S2A_MSIL2A_20210619T214531_R129_T05VLG_20210620T072957_20210619-214531.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/AOT/AOT_S2A_MSIL2A_20210619T214531_R129_T05VLG_20210620T072957_20210619-214531.tifnullnull
S2A_MSIL2A_20210601T222531_R015_T02VPJ_20210602T0641372021-06-01T22:25:31.024+0000List(585688953395347455, 586081479046463487)Map(name -> AOT, proj:shape -> [10980,10980], roles -> [\"data\"], proj:bbox -> [600000.0,6290220.0,709800.0,6400020.0], gsd -> 10.0, title -> Aerosol optical thickness (AOT), type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/02/V/PJ/2021/06/01/S2A_MSIL2A_20210601T222531_N0212_R015_T02VPJ_20210602T064137.SAFE/GRANULE/L2A_T02VPJ_A031043_20210601T222534/IMG_DATA/R10m/T02VPJ_20210601T222531_AOT_10m.tif?st=2023-12-14T19%3A40%3A21Z&se=2023-12-15T20%3A25%3A21Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A28%3A10Z&ske=2023-12-22T19%3A28%3A10Z&sks=b&skv=2021-06-08&sig=XcLHXYZ%2BPXCb6juzlqcurBQ8JxA3%2BRWVoayJSIePvtI%3D, proj:transform -> [10.0,0.0,600000.0,0.0,-10.0,6400020.0])Map(s2:mgrs_tile -> 02VPJ, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 15.651527, s2:snow_ice_percentage -> 0.0, sat:orbit_state -> descending, s2:product_uri -> S2A_MSIL2A_20210601T222531_N0212_R015_T02VPJ_20210602T064137.SAFE, s2:generation_time -> 2021-06-02T06:41:37.876Z, datetime -> 2021-06-01T22:25:31.024000Z, s2:datatake_id -> GS2A_20210601T222531_031043_N02.12, s2:vegetation_percentage -> 0.0, sat:relative_orbit -> 15, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 95.043808, s2:cloud_shadow_percentage -> 0.0, s2:datastrip_id -> S2A_OPER_MSI_L2A_DS_ESRI_20210602T064138_S20210601T222534_N02.12, s2:mean_solar_azimuth -> 163.40214087075, eo:cloud_cover -> 99.680339, proj:epsg -> 32602, s2:granule_id -> S2A_OPER_MSI_L2A_TL_ESRI_20210602T064138_A031043_T02VPJ_N02.12, s2:water_percentage -> 0.319643, s2:mean_solar_zenith -> 35.8611420699377, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 0.074886, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 1.2E-5, s2:unclassified_percentage -> 0.0, platform -> Sentinel-2A, s2:reflectance_conversion_factor -> 0.973499605999698, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.0, s2:medium_proba_clouds_percentage -> 4.561645)sentinel-2-l2a2021-06-01[-169.31155,56.708800777329145,-167.47972,57.72046755265318]1.0.020231215-214507AOT/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/AOTAOT_S2A_MSIL2A_20210601T222531_R015_T02VPJ_20210602T064137_20210601-222531.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/AOT/AOT_S2A_MSIL2A_20210601T222531_R015_T02VPJ_20210602T064137_20210601-222531.tifnullnull
S2B_MSIL2A_20210604T214529_R129_T05VNH_20210605T1138482021-06-04T21:45:29.024+0000List(585685105104650239, 585687304127905791)Map(name -> AOT, proj:shape -> [10980,10980], roles -> [\"data\"], proj:bbox -> [499980.0,6690240.0,609780.0,6800040.0], gsd -> 10.0, title -> Aerosol optical thickness (AOT), type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/05/V/NH/2021/06/04/S2B_MSIL2A_20210604T214529_N0212_R129_T05VNH_20210605T113848.SAFE/GRANULE/L2A_T05VNH_A022177_20210604T214531/IMG_DATA/R10m/T05VNH_20210604T214529_AOT_10m.tif?st=2023-12-14T19%3A40%3A12Z&se=2023-12-15T20%3A25%3A12Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A37%3A25Z&ske=2023-12-22T19%3A37%3A25Z&sks=b&skv=2021-06-08&sig=mC%2BFISFioYia2ZOz7ayZ767PLBjtH9%2BT8EvnRgjv1tQ%3D, proj:transform -> [10.0,0.0,499980.0,0.0,-10.0,6800040.0])Map(s2:mgrs_tile -> 05VNH, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 9.90582, s2:snow_ice_percentage -> 32.644174, sat:orbit_state -> descending, s2:product_uri -> S2B_MSIL2A_20210604T214529_N0212_R129_T05VNH_20210605T113848.SAFE, s2:generation_time -> 2021-06-05T11:38:48.961Z, datetime -> 2021-06-04T21:45:29.024000Z, s2:datatake_id -> GS2B_20210604T214529_022177_N02.12, s2:vegetation_percentage -> 22.517867, sat:relative_orbit -> 129, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 3.11711, s2:cloud_shadow_percentage -> 0.580262, s2:datastrip_id -> S2B_OPER_MSI_L2A_DS_ESRI_20210605T113849_S20210604T214531_N02.12, s2:mean_solar_azimuth -> 173.357109577726, eo:cloud_cover -> 3.958069, proj:epsg -> 32605, s2:granule_id -> S2B_OPER_MSI_L2A_TL_ESRI_20210605T113849_A022177_T05VNH_N02.12, s2:water_percentage -> 29.361331, s2:mean_solar_zenith -> 38.4302477557746, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 0.130089, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 6.65167, s2:unclassified_percentage -> 2.069084, platform -> Sentinel-2B, s2:reflectance_conversion_factor -> 0.972566828961143, instruments -> [\"msi\"], s2:dark_features_percentage -> 2.217542, s2:medium_proba_clouds_percentage -> 0.71087)sentinel-2-l2a2021-06-04[-153.00037,60.33784222487742,-150.94943,61.33444248352088]1.0.020231215-214507AOT/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/AOTAOT_S2B_MSIL2A_20210604T214529_R129_T05VNH_20210605T113848_20210604-214529.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/AOT/AOT_S2B_MSIL2A_20210604T214529_R129_T05VNH_20210605T113848_20210604-214529.tifnullnull
S2B_MSIL2A_20210604T214529_R129_T04VEN_20210605T1438402021-06-04T21:45:29.024+0000List(585695000709300223)Map(name -> AOT, proj:shape -> [10980,10980], roles -> [\"data\"], proj:bbox -> [499980.0,6690240.0,609780.0,6800040.0], gsd -> 10.0, title -> Aerosol optical thickness (AOT), type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/04/V/EN/2021/06/04/S2B_MSIL2A_20210604T214529_N0212_R129_T04VEN_20210605T143840.SAFE/GRANULE/L2A_T04VEN_A022177_20210604T214531/IMG_DATA/R10m/T04VEN_20210604T214529_AOT_10m.tif?st=2023-12-14T19%3A40%3A12Z&se=2023-12-15T20%3A25%3A12Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A37%3A25Z&ske=2023-12-22T19%3A37%3A25Z&sks=b&skv=2021-06-08&sig=mC%2BFISFioYia2ZOz7ayZ767PLBjtH9%2BT8EvnRgjv1tQ%3D, proj:transform -> [10.0,0.0,499980.0,0.0,-10.0,6800040.0])Map(s2:mgrs_tile -> 04VEN, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 97.555321, s2:snow_ice_percentage -> 0.025243, sat:orbit_state -> descending, s2:product_uri -> S2B_MSIL2A_20210604T214529_N0212_R129_T04VEN_20210605T143840.SAFE, s2:generation_time -> 2021-06-05T14:38:40.767Z, datetime -> 2021-06-04T21:45:29.024000Z, s2:datatake_id -> GS2B_20210604T214529_022177_N02.12, s2:vegetation_percentage -> 1.446201, sat:relative_orbit -> 129, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 2.840558, s2:cloud_shadow_percentage -> 0.005564, s2:datastrip_id -> S2B_OPER_MSI_L2A_DS_ESRI_20210605T143841_S20210604T214531_N02.12, s2:mean_solar_azimuth -> 164.618737824403, eo:cloud_cover -> 98.300551, proj:epsg -> 32604, s2:granule_id -> S2B_OPER_MSI_L2A_TL_ESRI_20210605T143841_A022177_T04VEN_N02.12, s2:water_percentage -> 9.5E-4, s2:mean_solar_zenith -> 38.9835915349358, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 77.263457, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 0.079259, s2:unclassified_percentage -> 0.117802, platform -> Sentinel-2B, s2:reflectance_conversion_factor -> 0.972566828961143, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.024429, s2:medium_proba_clouds_percentage -> 18.196537)sentinel-2-l2a2021-06-04[-157.24318,60.333780433526485,-156.98528,60.75055541191143]1.0.020231215-214507AOT/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/AOTAOT_S2B_MSIL2A_20210604T214529_R129_T04VEN_20210605T143840_20210604-214529.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/AOT/AOT_S2B_MSIL2A_20210604T214529_R129_T04VEN_20210605T143840_20210604-214529.tifnullnull
S2A_MSIL2A_20210616T194901_R085_T10VCJ_20210617T0912002021-06-16T19:49:01.024+0000List(585796155779055615)Map(name -> AOT, proj:shape -> [10980,10980], roles -> [\"data\"], proj:bbox -> [300000.0,6290220.0,409800.0,6400020.0], gsd -> 10.0, title -> Aerosol optical thickness (AOT), type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/10/V/CJ/2021/06/16/S2A_MSIL2A_20210616T194901_N0212_R085_T10VCJ_20210617T091200.SAFE/GRANULE/L2A_T10VCJ_A031256_20210616T195223/IMG_DATA/R10m/T10VCJ_20210616T194901_AOT_10m.tif?st=2023-12-14T19%3A40%3A24Z&se=2023-12-15T20%3A25%3A24Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A39%3A09Z&ske=2023-12-22T19%3A39%3A09Z&sks=b&skv=2021-06-08&sig=75eBVc6S7IAp4gdaB3D6eJhs0TV/G7zCo6xACC8CRgU%3D, proj:transform -> [10.0,0.0,300000.0,0.0,-10.0,6400020.0])Map(s2:mgrs_tile -> 10VCJ, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 89.925444, s2:snow_ice_percentage -> 1.83403, sat:orbit_state -> descending, s2:product_uri -> S2A_MSIL2A_20210616T194901_N0212_R085_T10VCJ_20210617T091200.SAFE, s2:generation_time -> 2021-06-17T09:12:00.315Z, datetime -> 2021-06-16T19:49:01.024000Z, s2:datatake_id -> GS2A_20210616T194901_031256_N02.12, s2:vegetation_percentage -> 0.0, sat:relative_orbit -> 85, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 5.575268, s2:cloud_shadow_percentage -> 0.0, s2:datastrip_id -> S2A_OPER_MSI_L2A_DS_ESRI_20210617T091201_S20210616T195223_N02.12, s2:mean_solar_azimuth -> 170.276596682797, eo:cloud_cover -> 98.160831, proj:epsg -> 32610, s2:granule_id -> S2A_OPER_MSI_L2A_TL_ESRI_20210617T091201_A031256_T10VCJ_N02.12, s2:water_percentage -> 0.0, s2:mean_solar_zenith -> 34.1262416942979, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 0.001943, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 0.003129, s2:unclassified_percentage -> 2.31E-4, platform -> Sentinel-2A, s2:reflectance_conversion_factor -> 0.969562810190365, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.001778, s2:medium_proba_clouds_percentage -> 92.583621)sentinel-2-l2a2021-06-16[-126.35617,57.01695328267423,-125.821686,57.70809091277689]1.0.020231215-214507AOT/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/AOTAOT_S2A_MSIL2A_20210616T194901_R085_T10VCJ_20210617T091200_20210616-194901.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/AOT/AOT_S2A_MSIL2A_20210616T194901_R085_T10VCJ_20210617T091200_20210616-194901.tifnullnull
S2A_MSIL2A_20210615T220531_R072_T04VCP_20210616T0643182021-06-15T22:05:31.024+0000List(585681256813953023)Map(name -> AOT, proj:shape -> [10980,10980], roles -> [\"data\"], proj:bbox -> [300000.0,6790200.0,409800.0,6900000.0], gsd -> 10.0, title -> Aerosol optical thickness (AOT), type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/04/V/CP/2021/06/15/S2A_MSIL2A_20210615T220531_N0212_R072_T04VCP_20210616T064318.SAFE/GRANULE/L2A_T04VCP_A031243_20210615T220530/IMG_DATA/R10m/T04VCP_20210615T220531_AOT_10m.tif?st=2023-12-14T19%3A40%3A12Z&se=2023-12-15T20%3A25%3A12Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A37%3A25Z&ske=2023-12-22T19%3A37%3A25Z&sks=b&skv=2021-06-08&sig=mC%2BFISFioYia2ZOz7ayZ767PLBjtH9%2BT8EvnRgjv1tQ%3D, proj:transform -> [10.0,0.0,300000.0,0.0,-10.0,6900000.0])Map(s2:mgrs_tile -> 04VCP, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 67.58433, s2:snow_ice_percentage -> 0.008884, sat:orbit_state -> descending, s2:product_uri -> S2A_MSIL2A_20210615T220531_N0212_R072_T04VCP_20210616T064318.SAFE, s2:generation_time -> 2021-06-16T06:43:18.127Z, datetime -> 2021-06-15T22:05:31.024000Z, s2:datatake_id -> GS2A_20210615T220531_031243_N02.12, s2:vegetation_percentage -> 23.973961, sat:relative_orbit -> 72, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 31.906578, s2:cloud_shadow_percentage -> 4.849615, s2:datastrip_id -> S2A_OPER_MSI_L2A_DS_ESRI_20210616T064318_S20210615T220530_N02.12, s2:mean_solar_azimuth -> 165.676583334255, eo:cloud_cover -> 46.26267, proj:epsg -> 32604, s2:granule_id -> S2A_OPER_MSI_L2A_TL_ESRI_20210616T064318_A031243_T04VCP_N02.12, s2:water_percentage -> 8.975153, s2:mean_solar_zenith -> 38.9459369370682, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 3.241722, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 3.931703, s2:unclassified_percentage -> 9.406254, platform -> Sentinel-2A, s2:reflectance_conversion_factor -> 0.969748021581632, instruments -> [\"msi\"], s2:dark_features_percentage -> 2.59176, s2:medium_proba_clouds_percentage -> 11.114371)sentinel-2-l2a2021-06-15[-161.70816,61.21519431065146,-160.68031,62.220923807248376]1.0.020231215-214507AOT/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/AOTAOT_S2A_MSIL2A_20210615T220531_R072_T04VCP_20210616T064318_20210615-220531.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/AOT/AOT_S2A_MSIL2A_20210615T220531_R072_T04VCP_20210616T064318_20210615-220531.tifnullnull
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NOTICE: do_clean_files, do_download, and do_table-write all FALSE !!!\n", + "b_df_dry = download_band(eod_item_df, bands[0], False, do_clean_files=False, do_download=False, do_table_write=False)\n", + "display(b_df_dry.limit(10))" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "a8c62e1d-e428-43d9-946d-49120497967f", + "showTitle": false, + "title": "" + } + }, + "source": [ + "#### Download bands of interest\n", + "\n", + "> For this example series, we focus on B04 (red), B03 (green), B02 (blue), and B08 (nir). __You can easily download all / more.__" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": {}, + "inputWidgets": {}, + "nuid": "afa6815f-c9ad-4b91-9b1e-bf78bb3c7450", + "showTitle": false, + "title": "" + } + }, + "source": [ + "__Download Just 'B02'__\n", + "\n", + "> We have `do_clean_files=False` to not overwrite any existing data (for repeated execution). The 'band_b02' metadata table is set to be overwritten with `append_mode` set to `False`. __Note: you can adjust this to append vs overwrite.__ Also, it is ok to interrupt and restart execution as files are first checked to see if they have already been downloaded to avoid unnecessary IOPS." + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "326d854f-9dba-46af-b10e-75b8f321e085", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "output_type": "stream", + "text": [ + "Out[51]: DataFrame[item_id: string, timestamp: timestamp, h3_cellids: array, asset: map, item_properties: map, item_collection: string, date: date, item_bbox: string, stac_version: string, last_update: string, band_name: string, out_dir_Fuse: string, out_filename: string, out_file_path: string, out_file_sz: int, is_out_file_valid: boolean]" + ] + } + ], + "source": [ + "download_band(eod_item_df, 'B02', False, do_clean_files=False, do_download=True, do_table_write=True)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": {}, + "inputWidgets": {}, + "nuid": "517aedd2-beb7-4287-9372-1e074c40e0e2", + "showTitle": false, + "title": "" + } + }, + "source": [ + "_Look at the band table generated for B02 [blue]._" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "implicitDf": true, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "077ee254-91e0-4b69-acaf-63d09df4e0cc", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/html": [ + "
item_idtimestamph3_setassetitem_propertiesitem_collectiondateitem_bboxstac_versionlast_updateband_nameout_dir_fuseout_filenameout_file_pathout_file_szis_out_file_valid
S2A_MSIL2A_20210626T231551_R087_T03WVQ_20210627T0554422021-06-26T23:15:51.024+0000List(585708744604647423)Map(name -> B02, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B02\",\"common_name\":\"blue\",\"description\":\"Band 2 - Blue\",\"center_wavelength\":0.49,\"full_width_half_max\":0.098}], roles -> [\"data\"], proj:bbox -> [399960.0,7390200.0,509760.0,7500000.0], gsd -> 10.0, title -> Band 2 - Blue - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/03/W/VQ/2021/06/26/S2A_MSIL2A_20210626T231551_N0300_R087_T03WVQ_20210627T055442.SAFE/GRANULE/L2A_T03WVQ_A031401_20210626T231554/IMG_DATA/R10m/T03WVQ_20210626T231551_B02_10m.tif?st=2023-12-14T19%3A40%3A12Z&se=2023-12-15T20%3A25%3A12Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A37%3A22Z&ske=2023-12-22T19%3A37%3A22Z&sks=b&skv=2021-06-08&sig=ee5UgQFqySJgyNOu5Phr7b2NPQQFwatGusOpTO3e3NY%3D, proj:transform -> [10.0,0.0,399960.0,0.0,-10.0,7500000.0])Map(s2:mgrs_tile -> 03WVQ, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 91.767663, s2:snow_ice_percentage -> 0.0, sat:orbit_state -> descending, s2:product_uri -> S2A_MSIL2A_20210626T231551_N0300_R087_T03WVQ_20210627T055442.SAFE, s2:generation_time -> 2021-06-27T05:54:42.796601Z, datetime -> 2021-06-26T23:15:51.024000Z, s2:datatake_id -> GS2A_20210626T231551_031401_N03.00, s2:vegetation_percentage -> 0.0, sat:relative_orbit -> 87, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 0.0, s2:cloud_shadow_percentage -> 0.0, s2:datastrip_id -> S2A_OPER_MSI_L2A_DS_ESRI_20210627T055443_S20210626T231554_N03.00, s2:mean_solar_azimuth -> 183.317585706451, eo:cloud_cover -> 0.0, proj:epsg -> 32603, s2:granule_id -> S2A_OPER_MSI_L2A_TL_ESRI_20210627T055443_A031401_T03WVQ_N03.00, s2:water_percentage -> 100.0, s2:mean_solar_zenith -> 43.8288771750826, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 0.0, s2:processing_baseline -> 03.00, s2:not_vegetated_percentage -> 0.0, s2:unclassified_percentage -> 0.0, platform -> Sentinel-2A, s2:reflectance_conversion_factor -> 0.967991660884963, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.0, s2:medium_proba_clouds_percentage -> 0.0)sentinel-2-l2a2021-06-26[-167.3528,67.06415696014825,-166.5752,67.60357129499107]1.0.020231216-162052B02/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B02B02_S2A_MSIL2A_20210626T231551_R087_T03WVQ_20210627T055442_20210626-231551.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B02/B02_S2A_MSIL2A_20210626T231551_R087_T03WVQ_20210627T055442_20210626-231551.tif13500226true
S2A_MSIL2A_20210619T214531_R129_T05VLG_20210620T0729572021-06-19T21:45:31.024+0000List(585685105104650239, 585695000709300223)Map(name -> B02, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B02\",\"common_name\":\"blue\",\"description\":\"Band 2 - Blue\",\"center_wavelength\":0.49,\"full_width_half_max\":0.098}], roles -> [\"data\"], proj:bbox -> [300000.0,6590220.0,409800.0,6700020.0], gsd -> 10.0, title -> Band 2 - Blue - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/05/V/LG/2021/06/19/S2A_MSIL2A_20210619T214531_N0212_R129_T05VLG_20210620T072957.SAFE/GRANULE/L2A_T05VLG_A031300_20210619T214530/IMG_DATA/R10m/T05VLG_20210619T214531_B02_10m.tif?st=2023-12-14T19%3A40%3A12Z&se=2023-12-15T20%3A25%3A12Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A37%3A22Z&ske=2023-12-22T19%3A37%3A22Z&sks=b&skv=2021-06-08&sig=ee5UgQFqySJgyNOu5Phr7b2NPQQFwatGusOpTO3e3NY%3D, proj:transform -> [10.0,0.0,300000.0,0.0,-10.0,6700020.0])Map(s2:mgrs_tile -> 05VLG, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 0.0, s2:snow_ice_percentage -> 0.126532, sat:orbit_state -> descending, s2:product_uri -> S2A_MSIL2A_20210619T214531_N0212_R129_T05VLG_20210620T072957.SAFE, s2:generation_time -> 2021-06-20T07:29:57.854Z, datetime -> 2021-06-19T21:45:31.024000Z, s2:datatake_id -> GS2A_20210619T214531_031300_N02.12, s2:vegetation_percentage -> 9.471866, sat:relative_orbit -> 129, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 63.726264, s2:cloud_shadow_percentage -> 0.31264, s2:datastrip_id -> S2A_OPER_MSI_L2A_DS_ESRI_20210620T072958_S20210619T214530_N02.12, s2:mean_solar_azimuth -> 166.601442626769, eo:cloud_cover -> 77.112441, proj:epsg -> 32605, s2:granule_id -> S2A_OPER_MSI_L2A_TL_ESRI_20210620T072958_A031300_T05VLG_N02.12, s2:water_percentage -> 5.433754, s2:mean_solar_zenith -> 36.9989905811412, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 2.931254, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 2.987094, s2:unclassified_percentage -> 4.337331, platform -> Sentinel-2A, s2:reflectance_conversion_factor -> 0.968987061819151, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.218344, s2:medium_proba_clouds_percentage -> 10.454922)sentinel-2-l2a2021-06-19[-156.62936,59.402967480991144,-154.59047,60.42638503415989]1.0.020231216-162052B02/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B02B02_S2A_MSIL2A_20210619T214531_R129_T05VLG_20210620T072957_20210619-214531.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B02/B02_S2A_MSIL2A_20210619T214531_R129_T05VLG_20210620T072957_20210619-214531.tif229501192true
S2A_MSIL2A_20210616T194901_R085_T10VCJ_20210617T0912002021-06-16T19:49:01.024+0000List(585796155779055615)Map(name -> B02, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B02\",\"common_name\":\"blue\",\"description\":\"Band 2 - Blue\",\"center_wavelength\":0.49,\"full_width_half_max\":0.098}], roles -> [\"data\"], proj:bbox -> [300000.0,6290220.0,409800.0,6400020.0], gsd -> 10.0, title -> Band 2 - Blue - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/10/V/CJ/2021/06/16/S2A_MSIL2A_20210616T194901_N0212_R085_T10VCJ_20210617T091200.SAFE/GRANULE/L2A_T10VCJ_A031256_20210616T195223/IMG_DATA/R10m/T10VCJ_20210616T194901_B02_10m.tif?st=2023-12-14T19%3A40%3A24Z&se=2023-12-15T20%3A25%3A24Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A39%3A09Z&ske=2023-12-22T19%3A39%3A09Z&sks=b&skv=2021-06-08&sig=75eBVc6S7IAp4gdaB3D6eJhs0TV/G7zCo6xACC8CRgU%3D, proj:transform -> [10.0,0.0,300000.0,0.0,-10.0,6400020.0])Map(s2:mgrs_tile -> 10VCJ, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 89.925444, s2:snow_ice_percentage -> 1.83403, sat:orbit_state -> descending, s2:product_uri -> S2A_MSIL2A_20210616T194901_N0212_R085_T10VCJ_20210617T091200.SAFE, s2:generation_time -> 2021-06-17T09:12:00.315Z, datetime -> 2021-06-16T19:49:01.024000Z, s2:datatake_id -> GS2A_20210616T194901_031256_N02.12, s2:vegetation_percentage -> 0.0, sat:relative_orbit -> 85, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 5.575268, s2:cloud_shadow_percentage -> 0.0, s2:datastrip_id -> S2A_OPER_MSI_L2A_DS_ESRI_20210617T091201_S20210616T195223_N02.12, s2:mean_solar_azimuth -> 170.276596682797, eo:cloud_cover -> 98.160831, proj:epsg -> 32610, s2:granule_id -> S2A_OPER_MSI_L2A_TL_ESRI_20210617T091201_A031256_T10VCJ_N02.12, s2:water_percentage -> 0.0, s2:mean_solar_zenith -> 34.1262416942979, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 0.001943, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 0.003129, s2:unclassified_percentage -> 2.31E-4, platform -> Sentinel-2A, s2:reflectance_conversion_factor -> 0.969562810190365, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.001778, s2:medium_proba_clouds_percentage -> 92.583621)sentinel-2-l2a2021-06-16[-126.35617,57.01695328267423,-125.821686,57.70809091277689]1.0.020231216-162052B02/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B02B02_S2A_MSIL2A_20210616T194901_R085_T10VCJ_20210617T091200_20210616-194901.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B02/B02_S2A_MSIL2A_20210616T194901_R085_T10VCJ_20210617T091200_20210616-194901.tif17136761true
S2B_MSIL2A_20210629T223539_R058_T04WFV_20210630T2128252021-06-29T22:35:39.024+0000List(585681806569766911)Map(name -> B02, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B02\",\"common_name\":\"blue\",\"description\":\"Band 2 - Blue\",\"center_wavelength\":0.49,\"full_width_half_max\":0.098}], roles -> [\"data\"], proj:bbox -> [600000.0,7390200.0,709800.0,7500000.0], gsd -> 10.0, title -> Band 2 - Blue - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/04/W/FV/2021/06/29/S2B_MSIL2A_20210629T223539_N0300_R058_T04WFV_20210630T212825.SAFE/GRANULE/L2A_T04WFV_A022535_20210629T223533/IMG_DATA/R10m/T04WFV_20210629T223539_B02_10m.tif?st=2023-12-14T19%3A40%3A23Z&se=2023-12-15T20%3A25%3A23Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A27%3A54Z&ske=2023-12-22T19%3A27%3A54Z&sks=b&skv=2021-06-08&sig=r37cZATGfnw8v0%2B9%2ByVxJXS6HS0AlHWUIAaVqnVwn88%3D, proj:transform -> [10.0,0.0,600000.0,0.0,-10.0,7500000.0])Map(s2:mgrs_tile -> 04WFV, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 99.760705, s2:snow_ice_percentage -> 19.826965, sat:orbit_state -> descending, s2:product_uri -> S2B_MSIL2A_20210629T223539_N0300_R058_T04WFV_20210630T212825.SAFE, s2:generation_time -> 2021-06-30T21:28:25.464330Z, datetime -> 2021-06-29T22:35:39.024000Z, s2:datatake_id -> GS2B_20210629T223539_022535_N03.00, s2:vegetation_percentage -> 0.0, sat:relative_orbit -> 58, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 13.250791, s2:cloud_shadow_percentage -> 0.0, s2:datastrip_id -> S2B_OPER_MSI_L2A_DS_ESRI_20210630T212825_S20210629T223533_N03.00, s2:mean_solar_azimuth -> 183.818578655585, eo:cloud_cover -> 80.173033, proj:epsg -> 32604, s2:granule_id -> S2B_OPER_MSI_L2A_TL_ESRI_20210630T212825_A022535_T04WFV_N03.00, s2:water_percentage -> 0.0, s2:mean_solar_zenith -> 43.9505249121889, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 0.013865, s2:processing_baseline -> 03.00, s2:not_vegetated_percentage -> 0.0, s2:unclassified_percentage -> 0.0, platform -> Sentinel-2B, s2:reflectance_conversion_factor -> 0.967710188176288, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.0, s2:medium_proba_clouds_percentage -> 66.908377)sentinel-2-l2a2021-06-29[-156.65755,67.49976223265858,-156.52615,67.59850386488829]1.0.020231216-162052B02/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B02B02_S2B_MSIL2A_20210629T223539_R058_T04WFV_20210630T212825_20210629-223539.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B02/B02_S2B_MSIL2A_20210629T223539_R058_T04WFV_20210630T212825_20210629-223539.tif752090true
S2B_MSIL2A_20210602T224529_R101_T03VUE_20210603T1448062021-06-02T22:45:29.024+0000List(585688953395347455)Map(name -> B02, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B02\",\"common_name\":\"blue\",\"description\":\"Band 2 - Blue\",\"center_wavelength\":0.49,\"full_width_half_max\":0.098}], roles -> [\"data\"], proj:bbox -> [300000.0,6390240.0,409800.0,6500040.0], gsd -> 10.0, title -> Band 2 - Blue - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/03/V/UE/2021/06/02/S2B_MSIL2A_20210602T224529_N0212_R101_T03VUE_20210603T144806.SAFE/GRANULE/L2A_T03VUE_A022149_20210602T224905/IMG_DATA/R10m/T03VUE_20210602T224529_B02_10m.tif?st=2023-12-14T19%3A40%3A21Z&se=2023-12-15T20%3A25%3A21Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A28%3A10Z&ske=2023-12-22T19%3A28%3A10Z&sks=b&skv=2021-06-08&sig=XcLHXYZ%2BPXCb6juzlqcurBQ8JxA3%2BRWVoayJSIePvtI%3D, proj:transform -> [10.0,0.0,300000.0,0.0,-10.0,6500040.0])Map(s2:mgrs_tile -> 03VUE, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 93.263638, s2:snow_ice_percentage -> 0.0, sat:orbit_state -> descending, s2:product_uri -> S2B_MSIL2A_20210602T224529_N0212_R101_T03VUE_20210603T144806.SAFE, s2:generation_time -> 2021-06-03T14:48:06.751Z, datetime -> 2021-06-02T22:45:29.024000Z, s2:datatake_id -> GS2B_20210602T224529_022149_N02.12, s2:vegetation_percentage -> 0.0, sat:relative_orbit -> 101, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 99.965966, s2:cloud_shadow_percentage -> 0.0, s2:datastrip_id -> S2B_OPER_MSI_L2A_DS_ESRI_20210603T144807_S20210602T224905_N02.12, s2:mean_solar_azimuth -> 172.793251108279, eo:cloud_cover -> 99.967739, proj:epsg -> 32603, s2:granule_id -> S2B_OPER_MSI_L2A_TL_ESRI_20210603T144807_A022149_T03VUE_N02.12, s2:water_percentage -> 0.0, s2:mean_solar_zenith -> 35.9703359378084, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 0.001773, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 0.032261, s2:unclassified_percentage -> 0.0, platform -> Sentinel-2B, s2:reflectance_conversion_factor -> 0.973173521358162, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.0, s2:medium_proba_clouds_percentage -> 0.0)sentinel-2-l2a2021-06-02[-168.44174,58.04456668256237,-167.98842,58.60339679537898]1.0.020231216-162052B02/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B02B02_S2B_MSIL2A_20210602T224529_R101_T03VUE_20210603T144806_20210602-224529.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B02/B02_S2B_MSIL2A_20210602T224529_R101_T03VUE_20210603T144806_20210602-224529.tif11959289true
S2A_MSIL2A_20210620T211511_R143_T06WXU_20210621T1103262021-06-20T21:15:11.024+0000List(585701597779066879, 585703247046508543)Map(name -> B02, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B02\",\"common_name\":\"blue\",\"description\":\"Band 2 - Blue\",\"center_wavelength\":0.49,\"full_width_half_max\":0.098}], roles -> [\"data\"], proj:bbox -> [600000.0,7290240.0,709800.0,7400040.0], gsd -> 10.0, title -> Band 2 - Blue - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/06/W/XU/2021/06/20/S2A_MSIL2A_20210620T211511_N0212_R143_T06WXU_20210621T110326.SAFE/GRANULE/L2A_T06WXU_A031314_20210620T211514/IMG_DATA/R10m/T06WXU_20210620T211511_B02_10m.tif?st=2023-12-14T19%3A40%3A11Z&se=2023-12-15T20%3A25%3A11Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A38%3A55Z&ske=2023-12-22T19%3A38%3A55Z&sks=b&skv=2021-06-08&sig=dM5CyRJN%2BOdNCt9X4l3S9AYtxSsGpQtwBnEfW1non0o%3D, proj:transform -> [10.0,0.0,600000.0,0.0,-10.0,7400040.0])Map(s2:mgrs_tile -> 06WXU, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 1.3E-5, s2:snow_ice_percentage -> 3.665569, sat:orbit_state -> descending, s2:product_uri -> S2A_MSIL2A_20210620T211511_N0212_R143_T06WXU_20210621T110326.SAFE, s2:generation_time -> 2021-06-21T11:03:26.862Z, datetime -> 2021-06-20T21:15:11.024000Z, s2:datatake_id -> GS2A_20210620T211511_031314_N02.12, s2:vegetation_percentage -> 29.272836, sat:relative_orbit -> 143, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 38.423136, s2:cloud_shadow_percentage -> 10.13383, s2:datastrip_id -> S2A_OPER_MSI_L2A_DS_ESRI_20210621T110327_S20210620T211514_N02.12, s2:mean_solar_azimuth -> 173.561771881413, eo:cloud_cover -> 46.07486, proj:epsg -> 32606, s2:granule_id -> S2A_OPER_MSI_L2A_TL_ESRI_20210621T110327_A031314_T06WXU_N02.12, s2:water_percentage -> 1.168457, s2:mean_solar_zenith -> 42.8605815090251, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 0.22421, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 1.864022, s2:unclassified_percentage -> 6.844252, platform -> Sentinel-2A, s2:reflectance_conversion_factor -> 0.968821955503267, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.976175, s2:medium_proba_clouds_percentage -> 7.427514)sentinel-2-l2a2021-06-20[-144.82037,65.66542003411917,-142.25325,66.70256312388814]1.0.020231216-162052B02/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B02B02_S2A_MSIL2A_20210620T211511_R143_T06WXU_20210621T110326_20210620-211511.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B02/B02_S2A_MSIL2A_20210620T211511_R143_T06WXU_20210621T110326_20210620-211511.tif245718880true
S2B_MSIL2A_20210607T215529_R029_T04VEH_20210610T0952112021-06-07T21:55:29.024+0000List(585692801686044671, 585693351441858559, 585695550465114111)Map(name -> B02, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B02\",\"common_name\":\"blue\",\"description\":\"Band 2 - Blue\",\"center_wavelength\":0.49,\"full_width_half_max\":0.098}], roles -> [\"data\"], proj:bbox -> [499980.0,6190200.0,609780.0,6300000.0], gsd -> 10.0, title -> Band 2 - Blue - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/04/V/EH/2021/06/07/S2B_MSIL2A_20210607T215529_N0212_R029_T04VEH_20210610T095211.SAFE/GRANULE/L2A_T04VEH_A022220_20210607T215808/IMG_DATA/R10m/T04VEH_20210607T215529_B02_10m.tif?st=2023-12-14T19%3A40%3A12Z&se=2023-12-15T20%3A25%3A12Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A27%3A54Z&ske=2023-12-22T19%3A27%3A54Z&sks=b&skv=2021-06-08&sig=RnrsEQlLVpJHHTwRh79Yq08OICkWE7x4lAXRzbkvovs%3D, proj:transform -> [10.0,0.0,499980.0,0.0,-10.0,6300000.0])Map(s2:mgrs_tile -> 04VEH, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 0.022346, s2:snow_ice_percentage -> 1.375363, sat:orbit_state -> descending, s2:product_uri -> S2B_MSIL2A_20210607T215529_N0212_R029_T04VEH_20210610T095211.SAFE, s2:generation_time -> 2021-06-10T09:52:11.740Z, datetime -> 2021-06-07T21:55:29.024000Z, s2:datatake_id -> GS2B_20210607T215529_022220_N02.12, s2:vegetation_percentage -> 6.949735, sat:relative_orbit -> 29, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 3.8016, s2:cloud_shadow_percentage -> 0.252096, s2:datastrip_id -> S2B_OPER_MSI_L2A_DS_ESRI_20210610T095212_S20210607T215808_N02.12, s2:mean_solar_azimuth -> 166.956306981226, eo:cloud_cover -> 72.029359, proj:epsg -> 32604, s2:granule_id -> S2B_OPER_MSI_L2A_TL_ESRI_20210610T095212_A022220_T04VEH_N02.12, s2:water_percentage -> 16.846523, s2:mean_solar_zenith -> 34.0081753962572, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 40.750575, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 1.464536, s2:unclassified_percentage -> 0.820552, platform -> Sentinel-2B, s2:reflectance_conversion_factor -> 0.971695853932404, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.261839, s2:medium_proba_clouds_percentage -> 27.477184)sentinel-2-l2a2021-06-07[-159.00032,55.844982541520935,-157.2009,56.84381181769674]1.0.020231216-162052B02/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B02B02_S2B_MSIL2A_20210607T215529_R029_T04VEH_20210610T095211_20210607-215529.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B02/B02_S2B_MSIL2A_20210607T215529_R029_T04VEH_20210610T095211_20210607-215529.tif200445374true
S2B_MSIL2A_20210601T231559_R087_T04WDD_20210602T0633352021-06-01T23:15:59.024+0000List(585698848999997439)Map(name -> B02, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B02\",\"common_name\":\"blue\",\"description\":\"Band 2 - Blue\",\"center_wavelength\":0.49,\"full_width_half_max\":0.098}], roles -> [\"data\"], proj:bbox -> [399960.0,7790220.0,509760.0,7900020.0], gsd -> 10.0, title -> Band 2 - Blue - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/04/W/DD/2021/06/01/S2B_MSIL2A_20210601T231559_N0212_R087_T04WDD_20210602T063335.SAFE/GRANULE/L2A_T04WDD_A022135_20210601T231553/IMG_DATA/R10m/T04WDD_20210601T231559_B02_10m.tif?st=2023-12-14T19%3A40%3A12Z&se=2023-12-15T20%3A25%3A12Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A37%3A22Z&ske=2023-12-22T19%3A37%3A22Z&sks=b&skv=2021-06-08&sig=ee5UgQFqySJgyNOu5Phr7b2NPQQFwatGusOpTO3e3NY%3D, proj:transform -> [10.0,0.0,399960.0,0.0,-10.0,7900020.0])Map(s2:mgrs_tile -> 04WDD, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 94.410294, s2:snow_ice_percentage -> 41.599664, sat:orbit_state -> descending, s2:product_uri -> S2B_MSIL2A_20210601T231559_N0212_R087_T04WDD_20210602T063335.SAFE, s2:generation_time -> 2021-06-02T06:33:35.525Z, datetime -> 2021-06-01T23:15:59.024000Z, s2:datatake_id -> GS2B_20210601T231559_022135_N02.12, s2:vegetation_percentage -> 0.0, sat:relative_orbit -> 87, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 56.909841, s2:cloud_shadow_percentage -> 0.0, s2:datastrip_id -> S2B_OPER_MSI_L2A_DS_ESRI_20210602T063336_S20210601T231553_N02.12, s2:mean_solar_azimuth -> 191.460003469124, eo:cloud_cover -> 57.157476, proj:epsg -> 32604, s2:granule_id -> S2B_OPER_MSI_L2A_TL_ESRI_20210602T063336_A022135_T04WDD_N02.12, s2:water_percentage -> 1.221611, s2:mean_solar_zenith -> 48.831853654179, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 0.247634, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 0.02125, s2:unclassified_percentage -> 0.0, platform -> Sentinel-2B, s2:reflectance_conversion_factor -> 0.973488199140697, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.0, s2:medium_proba_clouds_percentage -> 0.0)sentinel-2-l2a2021-06-01[-161.7713,70.63008978671331,-161.07181,71.12022434344624]1.0.020231216-162052B02/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B02B02_S2B_MSIL2A_20210601T231559_R087_T04WDD_20210602T063335_20210601-231559.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B02/B02_S2B_MSIL2A_20210601T231559_R087_T04WDD_20210602T063335_20210601-231559.tif10497106true
S2B_MSIL2A_20210604T214529_R129_T04VEN_20210605T1438402021-06-04T21:45:29.024+0000List(585695000709300223)Map(name -> B02, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B02\",\"common_name\":\"blue\",\"description\":\"Band 2 - Blue\",\"center_wavelength\":0.49,\"full_width_half_max\":0.098}], roles -> [\"data\"], proj:bbox -> [499980.0,6690240.0,609780.0,6800040.0], gsd -> 10.0, title -> Band 2 - Blue - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/04/V/EN/2021/06/04/S2B_MSIL2A_20210604T214529_N0212_R129_T04VEN_20210605T143840.SAFE/GRANULE/L2A_T04VEN_A022177_20210604T214531/IMG_DATA/R10m/T04VEN_20210604T214529_B02_10m.tif?st=2023-12-14T19%3A40%3A12Z&se=2023-12-15T20%3A25%3A12Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A37%3A25Z&ske=2023-12-22T19%3A37%3A25Z&sks=b&skv=2021-06-08&sig=mC%2BFISFioYia2ZOz7ayZ767PLBjtH9%2BT8EvnRgjv1tQ%3D, proj:transform -> [10.0,0.0,499980.0,0.0,-10.0,6800040.0])Map(s2:mgrs_tile -> 04VEN, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 97.555321, s2:snow_ice_percentage -> 0.025243, sat:orbit_state -> descending, s2:product_uri -> S2B_MSIL2A_20210604T214529_N0212_R129_T04VEN_20210605T143840.SAFE, s2:generation_time -> 2021-06-05T14:38:40.767Z, datetime -> 2021-06-04T21:45:29.024000Z, s2:datatake_id -> GS2B_20210604T214529_022177_N02.12, s2:vegetation_percentage -> 1.446201, sat:relative_orbit -> 129, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 2.840558, s2:cloud_shadow_percentage -> 0.005564, s2:datastrip_id -> S2B_OPER_MSI_L2A_DS_ESRI_20210605T143841_S20210604T214531_N02.12, s2:mean_solar_azimuth -> 164.618737824403, eo:cloud_cover -> 98.300551, proj:epsg -> 32604, s2:granule_id -> S2B_OPER_MSI_L2A_TL_ESRI_20210605T143841_A022177_T04VEN_N02.12, s2:water_percentage -> 9.5E-4, s2:mean_solar_zenith -> 38.9835915349358, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 77.263457, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 0.079259, s2:unclassified_percentage -> 0.117802, platform -> Sentinel-2B, s2:reflectance_conversion_factor -> 0.972566828961143, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.024429, s2:medium_proba_clouds_percentage -> 18.196537)sentinel-2-l2a2021-06-04[-157.24318,60.333780433526485,-156.98528,60.75055541191143]1.0.020231216-162052B02/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B02B02_S2B_MSIL2A_20210604T214529_R129_T04VEN_20210605T143840_20210604-214529.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B02/B02_S2B_MSIL2A_20210604T214529_R129_T04VEN_20210605T143840_20210604-214529.tif5826986true
S2A_MSIL2A_20210601T222531_R015_T02VPJ_20210602T0641372021-06-01T22:25:31.024+0000List(585688953395347455, 586081479046463487)Map(name -> B02, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B02\",\"common_name\":\"blue\",\"description\":\"Band 2 - Blue\",\"center_wavelength\":0.49,\"full_width_half_max\":0.098}], roles -> [\"data\"], proj:bbox -> [600000.0,6290220.0,709800.0,6400020.0], gsd -> 10.0, title -> Band 2 - Blue - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/02/V/PJ/2021/06/01/S2A_MSIL2A_20210601T222531_N0212_R015_T02VPJ_20210602T064137.SAFE/GRANULE/L2A_T02VPJ_A031043_20210601T222534/IMG_DATA/R10m/T02VPJ_20210601T222531_B02_10m.tif?st=2023-12-14T19%3A40%3A21Z&se=2023-12-15T20%3A25%3A21Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A28%3A10Z&ske=2023-12-22T19%3A28%3A10Z&sks=b&skv=2021-06-08&sig=XcLHXYZ%2BPXCb6juzlqcurBQ8JxA3%2BRWVoayJSIePvtI%3D, proj:transform -> [10.0,0.0,600000.0,0.0,-10.0,6400020.0])Map(s2:mgrs_tile -> 02VPJ, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 15.651527, s2:snow_ice_percentage -> 0.0, sat:orbit_state -> descending, s2:product_uri -> S2A_MSIL2A_20210601T222531_N0212_R015_T02VPJ_20210602T064137.SAFE, s2:generation_time -> 2021-06-02T06:41:37.876Z, datetime -> 2021-06-01T22:25:31.024000Z, s2:datatake_id -> GS2A_20210601T222531_031043_N02.12, s2:vegetation_percentage -> 0.0, sat:relative_orbit -> 15, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 95.043808, s2:cloud_shadow_percentage -> 0.0, s2:datastrip_id -> S2A_OPER_MSI_L2A_DS_ESRI_20210602T064138_S20210601T222534_N02.12, s2:mean_solar_azimuth -> 163.40214087075, eo:cloud_cover -> 99.680339, proj:epsg -> 32602, s2:granule_id -> S2A_OPER_MSI_L2A_TL_ESRI_20210602T064138_A031043_T02VPJ_N02.12, s2:water_percentage -> 0.319643, s2:mean_solar_zenith -> 35.8611420699377, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 0.074886, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 1.2E-5, s2:unclassified_percentage -> 0.0, platform -> Sentinel-2A, s2:reflectance_conversion_factor -> 0.973499605999698, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.0, s2:medium_proba_clouds_percentage -> 4.561645)sentinel-2-l2a2021-06-01[-169.31155,56.708800777329145,-167.47972,57.72046755265318]1.0.020231216-162052B02/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B02B02_S2A_MSIL2A_20210601T222531_R015_T02VPJ_20210602T064137_20210601-222531.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B02/B02_S2A_MSIL2A_20210601T222531_R015_T02VPJ_20210602T064137_20210601-222531.tif163125891true
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true, + "metadata": {}, + "overflow": false, + "plotOptions": { + "customPlotOptions": {}, + "displayType": "table", + "pivotAggregation": null, + "pivotColumns": null, + "xColumns": null, + "yColumns": null + }, + "removedWidgets": [], + "schema": [ + { + "metadata": "{}", + "name": "item_id", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "timestamp", + "type": "\"timestamp\"" + }, + { + "metadata": "{}", + "name": "h3_cellids", + "type": "{\"type\":\"array\",\"elementType\":\"long\",\"containsNull\":true}" + }, + { + "metadata": "{}", + "name": "asset", + "type": "{\"type\":\"map\",\"keyType\":\"string\",\"valueType\":\"string\",\"valueContainsNull\":true}" + }, + { + "metadata": "{}", + "name": "item_properties", + "type": "{\"type\":\"map\",\"keyType\":\"string\",\"valueType\":\"string\",\"valueContainsNull\":true}" + }, + { + "metadata": "{}", + "name": "item_collection", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "date", + "type": "\"date\"" + }, + { + "metadata": "{}", + "name": "item_bbox", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "stac_version", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "last_update", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "band_name", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "out_dir_Fuse", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "out_filename", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "out_file_path", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "out_file_sz", + "type": "\"integer\"" + }, + { + "metadata": "{}", + "name": "is_out_file_valid", + "type": "\"boolean\"" + } + ], + "type": "table" + } + }, + "output_type": "display_data" + } + ], + "source": [ + "ex_bands = [t[0] for t in spark.table('band_b02').select('out_file_path').limit(2).collect()]\n", + "display(\n", + " spark.table(\"band_b02\")\n", + " .where(\n", + " col(\"out_file_path\").isin(ex_bands)\n", + " )\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "af1c0024-8aca-4eba-8b91-e524272d1e06", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "display_data", + "data": { + "image/png": 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tR5r2bz1w+0ZIhJJu9S6uUb2gXGIMXAydQ1yWy324yATJThvbrFNut0AKdCQR1iMaJhTd+MX3tZKfyvBaa2dA78rfXmhwrbX/wZXffwX4lZ/mOICrxX3mLnKSYh86XNbCM15KVfusDnApMhJhgN5oIM4uVpu8KLF3thGPj0he6RJ/0scfe+jIQxXO+xRFiUgy5/XWYkgz991Zhq1SKiKOwPMQzTq28sRtki69IKtd3UflBeXtbWSume9HZG1BURMYH8KhRRgQWqBDSXReYGoBIi+xvkQHEi8xlJHATyxlJF3NWVZGt3Reoz/VqNS4OpIQeKMUE3nuXngeIvBXGQK47KUqibUWWUWDl4zHQsmrNc92UROvjJhotzDJi+dQmOEI6XuYrQ7JQYPa8QUiySAKXdq1KLF+AJ0meS8mfKIQae7SfVIgmk2EkpjxBIDzX7pN7bREhwIdCB7/tT2CkSXdhMEv3KL7WwYznWHLEhEEy01y+XrWvFmlkN0OdjrFJsnKOEgJ+9sMPt9m48GzywZkfZ29chMDlF95He97H1xSEkII952BDxttRFagxumqTmwsNvQptpvMdzyiocafaFSqsZ7E+AJ7sA2H55T1LfI3tqiNxjCbryIScGs0CJbRgPU9Tn62g5WCcGSY7SjMgYdVsP9rJ5jZ3EVK1oIBlVsmNzy8nkfv904x3Sby+AK17cpR+rQydOvRYqVILzlccpUaXDq5cMnA2qJcGjpbZaesNgi/Uj1VxCp8D5tliLML5GDknK4kW0Z5FKV7xsa4e3E1SvrgEXbhnBuLmc+dkoxCt97TDFtW0a4x7hlt98g3anC7R/DJmYuAjMbc2HYObyDIt+qEz04RmcZLCnQ9QNec4xKM3V6UhdunUlvyhsB4onrNUtQkyY0m/qREh5Jg6CEfHl0uF2iNyLLLpY7nNlZVcsqyVX3avMDxXTyzRSSn5Cr6vfR9V8oGzx3vcsR79bxkHGEXz0QFVWBUXFory5+1xoyndP/O225P7W0jRhP0xeVSylVZRtc/4XUzmbL5t99xAVOVLl6Uknj7I+TX3iI+s3R++6HLbFR7elkyUvLS961nR4TvQeBjJ9kloyvqNUSthmk3mL3aQmWW+Zbbz0JbyHLU7Ceb1k8dZaSOFFkvIvpglR5/LvpabOyq5risKUkJQiIfHmEXiqD6rHh8BEDtx8cc/uVbRENDMDE0DoeYWrSKZI3FDsfVgqoW7eK7yypdmKSV8V97aIG/rG/ZokBoi8oKVBZgPIWXWOQY/MSifYEsLdF5itAG4yuktlghiE9zZKbxI5dG0aGkrEmEsRjP1Y3KWOGPXSpGFBp1PoZSI/NgCUyxk9nldCC4FFqrhZ3N3D2sUl6LjWzWPenFZpUrL1MIgZ0nblOtpfsubVJrsf0htGpM9z28+Q2CP7zvQEd5DoFTWgQ+4dEEe7BN//MddChoPGsQPxzCdF5lEzSd96cc/ekm3sySNwXp5xPK+zE6tlx8QdD5ft2lIwPfKXdt3HO6EmHJOFpuKjubu2cX+C5dVdWYRZIhS1bpPqVWNaZKZq+2sEoQneVrNTNzqTYFwLMT7MEOZTvGG86xvocoUvA9sl5AMDHuOwD/WZ/xV/YoQ+Ei//1NyliSNyXxwTbi4aFTWFovHSWrNaJex87nMJriz0EWhvm2pGgAEmQO2c0O0TzFpikyc5iB6EJR1DzCsSa70SH68VPnMHXalxw0uwAArqcSlXLZkoWRXRdjXBpaa7e+qjUnwhDz6gHqbITpD1evLY6xVIIKW5TIZhMbhzCrShoLvMYL6pCL1LeoQFkijrDzxN0vVTkpYQi+7xzNhWM2T5CzBNGOyVs+arMNnkQ9PUOmOcLUCUYab5IjWk3kZI6YzrEHm1glCYcl8Zkl63oEoxJhLUXdQ5bgza2Lfgea2Y5H0vPQkcSbG1d+atSdU1zdx4VTcemevECei4KVuGRULxmqtUhuYVwufe96GvpK7fy5n68cXyiFvbWHSAtk5rAqLGq+o7HDXyw/ZJb/27J0OufpEaYsL9eC145x1eBedS4W63LxHpvnrszoedVzV6CcfvMGczZ+VKyM/JoDIQLfreMwwFZllqXRNhabZq4uvHY/Rb2GaDUpd9qITDM58JClJZhYgkGO0BYxS/7IdqFPoeGtbvICdVoptHXltzS+i98Xr2kNs9nl+qV0ESCVN2bTjOazEn+i8aYuNSkvhgCUt7dR/Rn22bHb7DglKpRym7rdchsmSUBrB8ZQCm7tM3mtTXycomYZIi0QiTtedJZhlUs3+1NN3lT4M4M308i0QtlKCRK8ae6QsGmJ0D4mUAT9BOsrilaA8QSyNESnOWowc4Y3L7BJivB9RJrDZIbNXC1ifRMKJV1EaNbASpWHbXVVz7jqYa5tzEWUIbTGLFJiV7xiEQTwygHMMyavt7ESsq5PIAXsbmLrIfKoj51MKdsRJ1+vu/teg8ZTi8oMIi8ww9HSYKpRwsE/LCh7MU9/McYMA6KLKmMQgchyjNYIEbprnifLmqXNMpe9qCItsb/jaq1ZjtnqkG/EhMcTePTMXcA8ofPDC7eJw7CKzvSl9HV0nuP9+NHqNXCbt4rorDbuGbaaMBhT3Goj84CyFRI8GWDqIbXDBPX0DELnhNjJlOZ7ffLdJrODGOPXyJuC+a6gDLtsZyW6HaP6U8Rk5q5RCOxOD5G3MK2Yog5FXZL1LCoTWGlRieDsiyHRjVt0P5jhPTzBZjmR3qesNzBK4I8zzGYXUZaYyfRytqB6vksHdJGqDQKn+NJslS1ZABzDYOXwLYy0NchHJ+67F3V8WGUb1tJ3WKfwmEwwt/cReYkYz7DrNfp1qRQnC6VurDuHJHUlCM9zUaLnIZoNhOdh+gNnLEqNdz4BmiQHdcJBjqzHy2sp6xITxqiNyGEKDjZRgxnlZpP48QiKkvCZc/5Np05ZU5QRVTkJkk2FKixCg0oMojSIrHJ2W02HlVgAlF6Al1g6QFw2jNZadz1BgFjLQqynga/u5edS0Na+0Lg+B856Sa1XDqaYbgOMYf7GJjp0jkX8IEKenDmdKyR2UoHjhFwdd32NveiaX5T2vXIdIghcrXY8YQnKtBaqGjiyAoI+eubq6mvfb+WqvCEC/7nzWaTorTaXwXCAiCJIM0Rp0I0Af26Z7zow3exGRPefPnBB24vhEkv51BlelULt3SP0mlIDLrWAwPPGdynGrFLPxrjIdx3dm6bU//F7LkrxPYgirLUMf/EuRU1QO4+oG4N9erRCGIYhdNvYRTrUU64mVin04z+zQboFwe06xqsTjiyb359gpcAbJvg1DxNKxrd84r5TzMHR2BmZdn1VY8xcpCCSzP1fD6E0yKzAUwITKvKmTzzNYTipUI4uNW4HQ5dmUWqVjroCpjBJCgmXNvBSFqCnl6Wg1qOgl4A05OYGeTtGVY5P712nWIrP32V2EDLbkWy8HxE/HpF3AnQExoeiZZkZgZUh7bJLsIhuhmP3HO7dIvjkjOadm2z+CGY7rpbW/GTmwG/Wuii+XncKKY4d+rwsncOllKsh5gXp3U38vkvLT28EqDTGT13NVg+GiOHIXWelyJdtR1VN0Hv7E/f6OpqzFiOaDRhPXOkhTd2zSVNkYVHPzjHRHumdDYKLFPn0BGs0xb09VFLAZgs5TphvB0wPJF5iKeoCUUJZE/S/vonKLLVAITebqPvPEM0G+WaNsqbcOktgesspFZmBVYK8bSk2DMmuRId1mt1byMIweD0kHBv8ucUECm80d85bHMF0Br5apuxYi1wx0v1toVST9Lmo12b5qtYLiCh07y9Ll7abz6u1uULH2yvhgZ3N3D19fIw92MFuth0cYp44Z7EsV/qgynhZbZCdtsNLTKbInS2s78FwjPQ9kIr83h4IQQAuM1SVl7xzkGmJrvvYeoSVLtugfVejDZOCfL+D0Bbpu/YUMXblDTuZor/4Gjr2KGrS1XZjF0DIQqByCIcG6wkowPoSGwau/FJlz9a7BS7fCLPMurg1Z5ZlIhEEiE4LGwWIo9Oq9ltcMrqXIsW1MhOsDOxVR3tplOxlY3/5u5yxF2WNyee3mdxQmAA6H1uO/vw2Kt2idqbRoSQ+ywlOZ4jRFNMfXA6YlFoZ9sV+sgarec7YX703slHH1mPX0pUXmLJ0ADMpXcaxXkN4ypWhFij1CvwllEJUGTK2e1hfIU8Hzogv7c4L7l0UYlt1OD5HnY/RN3s0H+fkzZC8KVCZM/y2GWOFgENeKp8+wzvLMcXgcstL1Rd1VV6UklkCh9ZTjeugjvUHnxdLBdP6ZMboXp35lqL+O8PVFwrhNjogJjNXG8pybOEiTYQg7UH+akJmBNYI8sMAf9YgHGj8QKEKg9SWaOi8wrImKXt1/Gd95Hju+oqFWKZsrOfqnrIosfXILfSq9zMY5sikQNRj7Cxxig1Y9o9VP1sup5GW4KIqnbeUF9V3qr+rzR52Ml2mjoSSl9PXS7CPQwGb8z6BENjQR6WW6Y2I1iczjn6mThmD0DC56TO8t4VKLSqHvGspuyVWKoqGwJ+HZJu71B9MkGnmotZHh5i8YPPvuBqN+fNvYAXomo/nqVWddTJBBAFmNF4pmFrsDGHgY5XEm+SY2MP6VS294WNubxBEATx8umwpEMVlcJGtNjZKPecF2ySFbtv1aQqxSl0pRfhs5M7ZdzVAdTbEGo1oNTGBxKoAHSlqZyPqz1IQEWlH4NDrkPUg25CEfUh6Mf4MNo9q5AdddCgpGgp/oqmdlozueYgSlwkwoGMLpUBmkLcFFy0fWQICmg9TvEmGyEt0t45X9MBazM1d1/52dLq85qUSjwJEs+lSe4t07rqs17uVWpWDhMTmKSwcQlju6aUjp8TlfVr18YpnJ5Rv3oJeC1GPEf0h0vddlDd3JQlXvy1dpLyIXnTVrnV7h7IZkLc8on4O2lLc2sT6EgwUDQ8khGcp3jDFRh6zm3WEhrwniC8s/TciVA61sxITKrxR5pT+LIF6HQQk2z7xWUEZBajUZXG0BB0CViILUImuevIrRzsKl2vpRSl0u1bKWkSoIgrdOgt8bBy61PUio7cwulV2wi5QxrCW1r2MhL6kA9ad6zV5YYvSbIasx4xvq+V6m+4qigaM3jBc1A1yJMEGRGcRZW2De7/iYY5Olp0GwvOqzGGImSUvTD2vn+ul/VgUoBqw0XHdJ8enTrflubs/fuG4AcKgCioEMgwxSYrsNinv7JB1Q+bbHlbC5h/igI+Vwy3EmjNQpfRtniPnKRYo9rsEHx2S39ujaICwEPU1JCl2o/HC61iXT53hZUEMAas2gvU+vpcZClae2no0/Fy/4ALNuzDmFcxcfvSY7uPQKe4ked5jHI4hjp3R1WZpdLGWvd/LOdYxUd8yvQ3BUFDUwSyipFRTRor4LMc/GmPaVftRXgAFNGquDWgBtohD13fmexhPIqYFMi2QWelAWFIidLWoFiCVnU1kmrs0+BXDAJVxtBa50cWMxkso/fKuL5SlMC56aDZYtEstFKbstNGDoWtZ8TzsbOYUyO0Dd05nfUwzRiQ50wPXz9j60GAFpJsGlQmSXYssoHYoSHYsooToiY/KYOP9EllY/FmJOL6oWg2qNh3jFj5K0fn2U2wtQowmrhVorRSxVGSsotRFPdd0G8isRPshMikp4wjjC5qPUspOjN9qoquU5sucumXEtpAFMrfakKJWQ9QdotEGPpycYbc3kYUhb/sErboDOQlBcD4HbZGtEL3RwptkQETzqWZ4z6OsgShdFijrgiwFZR3QxmEIcgc0Grzuo6PqfZsGEy0UhgVhyUNJcbtEngVYCaauyTo1akcx0cDS+njK+TcPiM9L0q5i47uZi2zXeuGRElmvXUq7L0GPC2NZdRuIBXlM9T4RVOtUSLc+3WZ97v4CK8fYGlfSMBb/yTm2HqM7NWTgu6h+NIP5vGrxc8dyJQrnbMrAh3YT1Z+S7mw5tHcf8m7AfFMRThzyvAwFwlpkESIaAeHJFID4rEBqj+m+Iu0JwqElaymML8i6Pt48JjrycX0pDvTYfzOkcaQRVpC1XPnIKAdm8zJTEaaU2MkMihz8wDl66wZw3fhWe1uEYRVMCESn7aJkKV0NfB2Vv2Z0YQWi5EqmcP3n5/p3f4KOXU89W62xtYj6sWFyQ1I0IbyAnd/POP5GSPJWgWmXBPWceRzhjRXJq5uER44GYhEwWGtJvvEawkL4u++5/fuCKPs59PZ05rpQAh/b6yI7bdfaORq7teZ5iLJ0etr3qxal3H23UuTtgNmeR9YVRBcW6yvE1ga2FSOHMxiOMZPpMhuxWMvmvI/wPbwPn2I7LYqm013Gd3o++dwNyoYiayo3peAl8ukzvGvMHyjlLnyBzGWtiV8Kt6ErWSACXyRLsMfCA18U1LPcpZOrVKRrv5muivbWIpVyCjfLl17lpb7GwCf83fd45YMNbOAz+Pq2Y2hRkGwKhFYEU0F8lKCmGWI8Rc1TTK/lomelnNIuS0ecoDWMptgih60ecpyAEKhn5xR3d7GxT/Dkwnn7noewrrdVxJFrWWg3EEm69CoXUYto1GGzy+Rem+bva/QV4JUQAlF3NVeqXlhzfoFot5Bh6BZ1krhm8U6L/MYGstCoD55w/vWeW3hJBy+11I5S4gtD1pTMXmmsIrDIIkqBDi1lLKg9c+jP1qOU4b2QvCFpfZLgPz5zbT7LGuBalqIsMWdVO9KV2v9q/VRptLxYGlKRKdSFixRVWrpI1wOjBKO7MRs/GrpU01XF80LgyRUUuJTYiVs3oiwduC30XT12c4Nir4Wa5tDxsZ6kvLONlQL/eISYzJADZ7zNVofWRxN0LaD9EMa3nPEtmg4oVTQc009xewuvPyM9aFHUBEUTsp4zwrIENZOY0ELs1mncTTBGkm9blK9pxTlD08L4inRLMtttMT+wBAOfcGg5/YUtOp+0CD86QZ+du7RmFLnMQbuF2dlCjuoOdTxPMPM5slZDNOrO+C2QulUWx87mq0zBAu1cpYtZoJSv7tkFwYE1mMEQCShjmN/rIQuDH/l4QqCPTi4brDUjLKt13fjREeH+BudfrBFMLcmOIN1SyBxUaikakqLu488s/sBzHQUTiE9yvMTDKs8hnFuQNxVCQ6QA0cSblSQ7gYv8QhgHiujcEl+4LJeVwrGYafDmGhN4SGtcpq1C/DqHu0IgswYcKsqK3EFgkwrMN525nmNjsaPLtUlr7SU0sdzaRB+vdR8swYIr42wXQcl6tGkkzznlV9PWUsDZgM73DcnmNl4C9RONP864/StPMPtbzG/VSXp1Rq9BdCaInoywOH0s6030jS3kw2P8ScH5F2p09ZtEP36G7g+W0fDLxLHgCaeXnxy6e5OkTqeWpXPwKmwOuWsJNVWq3lz0iZ80mNzoEYwt0VAjZxmc9cnu3iN5o0HrQQv1g4/cwRbtraWr+dq8QCiJDEO8RNP7Mcy3PSY3QowPcV+T9l4eIMKn0fAGPuazr6AGc0wzQjw5RbSbiFmCrYA3yzrHYjEsvPOrNWCx8pwu1YS1XrIpAat0NLDoEXN/F0s2lBWDinv/JZYbY5xymUvqhx3STR+jBN7cMtuXDFqCYNRk852IGCi7NYdMDj1krpHnRQXaSh3Rxpnr8RPj6VJ5UYsRxuI/PsXO5phXDzChh384wG51XFql0GT7DaKTmlOSvofc6rnUtbHk3Zii5mD3L6rxLEA0Iopgs4Oc1zHNOnJWtd0sUjEXA/xahJin6Lv7FA2H0p7tSeJzi5cGWAGbfzgkudFAFgrjg8pc3bL50HXJb76dgAE1z8k6EbIA78wxT73MS7/0+8uM7gtq0HJ7EzuZETwDOxoT1mrUGvsUdUnrgwlyOMUGvnOq1o3vi7z/BYoTVkA+KRCeyypQljCZQLeDKEq8YUqy30BmhnyrThkrgkmBacTI8dRlKLptMIZio45KS7y5QZRQ1C06gvpAYELnWSfbIVHVjzu9Bf4YvKkDm9WfCtIti25pPN9grUBrSZF5mEJh5h7DaQDSUtYtOrIkr5RV5OYjjKM6PNyN2K7tE/3GeZWuy7G39sg3avj9OSIrsJ0mxb0dgo9PsVGwokRcoELzApReaz+63LohPG9ZxrlaDlpv67BliR1PEEK4KF+AzEqsp5BhBapbOOWLNpsq/Wr3t91XhgqVwfSGO8bshsYfSYKJoIxAFgKZg6n5zLclWSfAn0IwNehAYD1Xb/dmFuvBdF8RDiXBRJI33Hfq0GUdmk8ywsd9rJLYOAApyTZjyrpHeDZ3xsLaZdnGVtHsimmuug7rnp+dztzftMv+yHq8AkWuR6yLOmZlRPXx6fJvi+h5cSzMmrfzMmKNtWd16RgARrp9Ohyx/z9VOrDKpFlATGd4W2/ReqTpfOiArPZJVfTU2jm5dpP0y7cpa5Jw5DIG5nN32f+vfrAq7Vw9h7U9v0hPL4IMB5grHaBy8bkoqlLPHsyNaykDZH9ENOoy35LEhwlWKYSSqFRTO7N4o9Q5Jes6Rilks0Hx1i1XOioM4f0T9FYHUUZMDwJkAeF5jrzxL1k7UdFU5J2Qp3+1Tv2ZoPtBxPiO88T9maH2m+8t06RLdO0CtfgSJN+6EX4eku8K7RiLrVLM67L03NfS1SIMMLe2kZ8cOi/e9x1KsSgJH11ggi2MJ8jaCitB1yzzumUy8Jju9Ug3BfVDQ2teIgYVjL0Wu4WTZsto385dT6io1QDwnl44g1qL6X+uiZdYWnkLHSqEdim56AnQaSLGAn17h9HrdcpIUD/RJBuKjR+NyV7bJfQ9TOUNL5HjZYloNdHtOtmOO+YCvYnvITotWChYHBpX5QXBpOV6GWuC6YEgmDiQiUgLsrZTeNFp9TcDwljic+PSrKWhbIU0nhnqxw7VbSvyDNFsOCVa9Thefa5XZQE2uyTGInyPYr+LTJqOhvO8j81z6r/9AebVG6jjC4hCRLuFqiK7BVJUtlxzPJWnuySukC8I0xaKUynwA0y7jsgK0BYvca08ZcMxSHmjzKVLazGmHoMnSXdqjG/7eElAONaUNZBaICfO4MpC4KVQfzx1LS0jgz5RzPcteU9Te+QxvWPwZgL/3KOwIApJpnyiI4/oAsoI0i3Xf2p84EYCRmDGPv7U7ZH41DLbE3hzjXjtFcRoim3WOP9ql97bE+Ro5oxBkhCMIuaf2wdrqf2wmoci5fJeLBCtFuvSowtZz1ZcMcor2sm1KHZnE92pE5zNmL3SYr7TZuO7BdzYRRydIXY34fjcRSSmXO5Tay26ETK+HZK3BSqDvA0yF5UTY4hPJGUN/BmcfbFGMLFknYovXbg0atGwCOtKJFaBP7FLPu75jnNWakeW1uOS8MEZ5rzv0vONOjZJiEcdsjs9B7Qza/fmZbIgvbhqFKVwBmfRbVBFyML3VqnUKmJ1wYJzqIXnOZDoZOLutVgDc60b4hfQQ75Q1iJkc3SZRVg06mAt8Y+PmHztAE9AcDhfXXeFwzn/UpNsQ1DGkG1p0IbOewJxsIs4u7iMmodVC+fi2IvzNsaVvyodDs7g2iRx68FamM0vnaMeDLFSUDQEwzca9L57DtqRncj+hMlXD1A3W8Tf/WRJE6y6HUY/e5PxbafXez8u8EZj5GxO9EQS369T7HdJt0Ki/ovr1Qv51BleHVuytsJ/dcL0hs/49QCaGdI3qE9idsVbTmGu9YoJ4dLOy/oRPJcifFnNTu1srViuFvKCqGlFqu8MsPzk0BXb2y3Km1ukGxH+OMd/1id6OsZ6kmAQUkY1kl2QmSCYWma7ktlNjVWK2okHW03ULERejF2aZFETqwgwEALbdEZQWAspmM02wkD90JF86EjhzUv03oYDHdV9dNhjuu8x2xOY0PUY2upp++dz7HT2/D3ptMh32wzeiGk/zIk+PsPWIsxojNzoYGvOeyz2Ovj9+TLqU7klHGrSrsSTkPQkGx+kMBwTn7bRQUDj0DC5qShjB/Qpmor4TDpgeCAJpo7r1us1UVU7lPB97HTqnkfFX4wxqGYDWxQrusmKlOFlYrXGf3SG3ttA9mfoLFv1or77MUZKpG1y8UuvkGxJtn6Q4g9TxIcPXU13fweRBq79I8sve8HriqHXASEw9QgxzxxNYBggSo3QMd44xfqS6DhFno+cYjjYRiQ5Jq4z3/YpY4GXWvKmpP1QM7mhUJklGFu8zBL2S/JuRNlQJJuSrANlbMHC/NUcGWkKP0BNJXKuUKnAmwo23tPUjlLKmsd81+fk5w0ylXjKYK2i/thDJS5VXdQEzccG/2LO4S9t4M+7rkVmah3Rx9mKdckmKeFJB/n4CFOlh1dtVuISfaAtSlfbW/TeV7VuodSKCnbRLlK1dIg4dvXLoqwMHQTjksCBz5m82cV+pktel2y8EyAfHSPDkPKgx+huHaNgcku6tW9dRGqlxZsL/IkAW9XNBXiJRYfOsMqqth71NTpQTG+BShwCO29D3hEEI/BSSe/dktmOwk8s9ffPlo6EEAJbRe/29JxgOHa98hU96kvZoGAVqS56cNej4fX/Fz8LszTUi/qpUNKlWQPfgYrk5czfC48PlyPc9daehaG7wsV8Ffwk49hFvzt1wkGB990Plyxi65iBxrOS/pclspNjpx5EFmF9ys0m3nDigpDlNZoVAr5yEmSthpnPl721C8IgEYZOb1TAPopsSbCzdJyNa1/UgWTwFsx3trj134wRZ0Nso0YZS6y0FG/eJHhygekPMb0W3syw/b2C8Z2Q6HDunLt54sCbowlef0jt9VuM7/1kgNWnzvDKTDB4S5I/bbD1+jl9VUPcr1M0LeJuQvZ+RH0NYr8I/4lCRC3GDIZr6ZSfnEIBl3Zc9BYue8O2Osizqua3WCiLFpeyXDX8ex7Zm/su7ZAbZK4p9jccWCMpUJOM+kmA+q7CywyTG4psw1J/otj7nRmy0BhfOcBUy3mJAqAeO+SjdJOHxDzF1mOSVzdJN/cwCrpvj9F1n4vPN4kHmuhwgm6EpDsxRV0yuispmpb4BNQFgMUWAjwJhV72NTviAd9t0tGUQBvq3cAZXd+Dp8fLNJJQCt12qVDrK8rP3UaNc+rPMsq6R++9lIvPRFgJapxjt1z7TNPA5FZAUQMvreq9IUxuhviJoXaUIecFeS9C1zyUMQ7UlaRYbSi/+Cr+aUUlGQZk23XCB+cwnSFqtYqfOV+xbr1ItEYd9TGD4Qoodn6xLCHYeeImy0h3XnIvYGO4CcDgq9uUkaD1KMOb5MgPH1/iDBeeY7gBIPDRsY8/njujMp5i201X45WyqvkJbKteocEtplMn2YmxCuKLKiqQju1MZbZiLAN/6tbY8c/U3JQhC+mOBuX4b4u2gIlHOKxSn0DjoUuX1p/M8U6GqE6D6GFKfNbj6Z9V5IMIUQiyjkW0wZsLzOcnDPsxWWeD+NyQbEp0DJ2PS9fnfrX15cf3MYu1tGgRgRc/iyWT2KpvlzUcx1IWdbU3brv7eTREPTiGsiSctUhf2eTiG1tkHZf+rZ9qROEiotkXDhi94pP1KqdEuk5Yf+r6LeMTV681HpgQ8pYhOpdMb7pzyoXAm8PoHkzueA48VTjkatZzRDbhwIFyoosCL9HEzwqy7dh1KEwSFvS17PYQj4+dPlqwKhWXCV7EWiS47DzI82Wq2d2PNQO4zBRUtVitgdXPNs8dYUzVtWG1dmn9Kptm1wz6QgdcYkbT5tIxnyfekJd/X7ynet769AyhFHIwxj88WRKFiMD1Wy8cs/g336Vz+4tk3ZiNDzTTXeV4zscOAf9CmtHqXIUQDuOywOdUTHdif4d8u4n/40cuM1edn+xtQKfl7vXZBWaW0PzOI4LRAWdfjrACRr9wh9Y/vQ+DEbXjDnnbMQHa6Qyxv+N4+DPDfDegqAmGn20S3KpT/413ncOz2cZGAXI4Q5b159f+mnzqDK9KIRhA47FgfLZN4xsXpG8a2nHGaBqT9CTzb7xKdDJHPjoGbZh/6RbglGbtDwrseOy+7CcgoKF6iOssK2FIeXubw282MGqDnT/I8Mc56uNnl9+31ts4vhUy/AtzjJH4H7Vo3zfkTTeRJBwYer/1lLqS6G4TldWR7xmCUY766ClsdFyPobHY2MdEHsaru4ftCYwvCS4SR5wwmhIEHoM3QoKxrZRMQN4RFE0PHWww25VYAfVjQ/3QpcIaRwWzHY9gZgj7JepigmnVnJdYlktPEiEdSlkKgmGB9RS2FiJrMcL3KW5tMrobE040RU0yviMxHtSfRdRPtAN5SUHrsUPGTu82HMPTeYE/SMk+H2I9Z3S9uUUWrmVGFhZvmCD6I/xwG3X/mVMYvQ5y7ohK/EFCsdcCA8l2QFGX+Gc15M19xNQZODzPTSA6O19jpgmWU4zMxKFVl0po4Xg06q5lKsvo/v4Jze2Wq7s/OCT58itcfD4k7bmIEkJkGdA7amDXJyApuWzz0O0aJlLLmji+j2lGoC39z7dRuUUHEn9a4o0kCIGOPGRhiIYw31Skmy79JqwDpG1+3xJMNEVDMrkZIwz4U0g3LbZZghaAxB9L6k8ALEVD0P7YUoaul1TNcuxojCw1yWf3SbY8gpFAoNj6Q0vj8QxRaD78Gw12mnPam30+Ht8iGAsOvnVOvtPA7ydwev5c7+dCFgT3S6f3Je0h4JC6K6INuZwQ5b5oDUk9mpNu9/CPBSLwKV/ZxQSK8GTKbL+LN4fOJxl+P0GOZujbO6jMUDRd7bv5CAZvgtROt6Q9VzNXGRRNh7D3EkHesiDAH7u0sSyhduK6E2onlsltZ4yjMwecFMYitMX4Em1BzgtHALNOulDhLpZ9zEq5e7KOD7B2aVgEVOxreln/fq7F6EWZnartaJn103rVnlM5QiIKHWXi2mAFWEW9l3qJX9S7u/68r4APV8xY2rGOVZlHMxpfBkY+VwYy7P39x+ApTLtOMKrhj3OXVfoJulsu1k5RtSTtbqE7NawnGd91+6P7tl7hc27sUey2MaFyg2bu9ah9+0P0YMjwtbukG5boQvDslyyyeJXa4xn+H3xA2Go6zNHBNslBk7ylGN2VeCkEv3TO2UcbBEOP+j9211/stMk2Q1SiMT+BBAQ+hYZXagsS5juC+Nxifr2H/tNTSi3RT2rM9y2TVyX1x21u/Ial6EakG4pgYpC5wdzZhR+Nl993OQUSIZpN55EJgdzsYVt17IK5qNvi4rN1ZA7z24anvxRw77+ZXhohBSzrvck3XmN604FX7uxekPY8jl7pEH4cYUKnYDeaNcRkjjob0hhOXe2n8obFcOLGSAFinqG7EVnXR2hL2nGApFpNEkU+Mi0omyGbP0oca0orRJQGb2bJuoLzLwqssrTuQzQomdR9amea8S0PHQqyjqKIJVb23KLerhEeTpHnA2eUFhsxcEMZ8re2iJ/OsL0OxUaN45+JSbYtwdgjvIDo3DLfE/hzS9aRpF1JWYeN90rqhzlWCcqaQscSHdZoPtOkU4kJoP2goKi71ozGR0M4vcAkKd4zj/zNmxV4J3fGF4dODh73SV/ZpKhJ/Jmh2KphVJ3gooY6H2HbDWyWu7YC6dqHEAI5mriRXeNJBbyoYcZj7HCEvHfbgSrmDjlunx7hSenQyEJw9AshnW+cMH7UQ2jBLFE0H1s3jWo4Wk5QQTu+ZIRAlAa/n6C32o4isVXD+Ip8O6DxLCfbcPSBwdBgIt+RMVRKfLajSDYFSMi2SlQi0XXDyc9Iakc+zUcGLMRnlqLhIrhi5DuwUS7o3DeUoSDrunRp1pZ4c0vtMIXDUxcNfumAk6/5GM/Sfd/QfJQyuR1hhUA9PuXN/zzjvf+ky0mmsL2CcOLSlcHbjxwj2npJ5mpEa+xahmgN6LMgglhvzajQpyLwHbCsP1xsWPefUrDdo/+ntp0hvN0lPE8oGwEy1+h6gMqd4zbfDoh8iezG6FAy3/FpPHORet4SIC3eRJD1XPuaPxVk2xpRCBfh+7Dom5YavJkzrPUTw/CeYrbnQIFZx937vCUwnjPOOpbMtz06qSZ4OnBENgtjagwcnjindtkSuYYDuHQvV3XfJS9wNdFp2VsehQ6AKbzn+n6X/AVrgCBrLGLBajoaV/dVXq6vL/Rk4D+n516IpbiK+L8SFdskYTnjeB1vs85EuL5kzitO/YsB4bNgmS6WO1swGC7Bq0vxfYovvoo3TjGexEQ+w3uVsX1nTO83nzpDvrgWITDdBjpSzPYD5tuCzXcKV+9OUspYkG+VFF13Xip1zpKjkk1ctFuLmO57jN6AX/wzP+Sf3H+dV5ojzjtN9n51wVcu0LGHLCzZhs/4lRdgQNbkU2d4neKwWAXzUJC3Dd1v1RGmjnjdbYwyMkzvWQ51B6PAm0M40NTePcJGAQZWi1I59OSScWdtxihaoxshsvI4n/yVHdq/fMzF4x6qUVAOQspWhKrSzOueuH3zDkXTDUgWRxEPz/dp3x3QaCdM9jxELjEKTn++x/bfuXAUhOsLW2toNxwDTuqi6cD3gDr9N0OyjkNSZl2PYFshdEzzaUEwyNB1n6LhmHLAgUKscsqgaMDRzwXowHLxFYH1SwgMQsB04DNIAsK+Q8DGZ11qp20aH48QRxdgNDYOKZoeCEhu1Em7itm+IO9YzFYOr2RMHjQJhoLGEwc4GbwuyG9l2FzizX2ivgP+xMcp832Xei5qksZR6QaJl9alUQvc9A+corWjMbq2izf1EHnB+K0OQneoP54i5w541X1vgupPyW5tEJ7NHQHETgfrSWwrxPM9dD1cDpoPhGD+2ibRsWNCEkoimw3nbEiJHLpxbQ44ZZCzxKVS5wkqhf647p5xLtj/3cQheCvlskC2U6XpAWTpSBIgwvqeG4BhLfHjCTZUqNRDZqWb12xBzhKKzRo6UstBGNaD6NQjPSjAgGlopncN/kTRfKoRpSW+cM/cCo9wYAkmBi+1TG45EJs/A39qifsa/6PDpSE8/AUPKywmcGs57wboULBgZLMnZ9Q+3ib9TEL84xgoGXx9h43fKapZ2KtuANlqrKKrhawpSeF7yO1NyHL0ef9yO+B05pC9qYHjM4ecXvKtOyX47N/cI2/DxnuGZMtHFQZvXqBjD+1L6s9S8rbvsijTgqLpM9vzyboONKMji5qLZW0YXBahrFn8vkTHrtabdSqjISBvW4QRGC0Y31LIwqWZ86bTM2XkWMKsrDISviC+0HhnEzjvr1oNF6Wpohre8SKWvTVZGFKx0A3gSB8WEbCoKA4rgy2UQm60XIdD1e9sTZVaXeeQFwJrV6npJaPYlV50qyvnSMrnI9OXyYuY7bR5nsN77VzW/1991rhgZG1t2cm06jAwz71XpSVlM2RyO2Lj1z+mFdzk4rMRuhUgbAs+fPjcsSe3AldmOLfMdjy81/ZR3xmy/60ztv+gxoO/WqNsaY6/EXD7V33EwQ72aUUd/PSYsraF3k0JZcnWxpgfvX2HYCshb8VE1TGC0xnjz3QY35Ko56kULsmnzvC6NI5L6yS7BrGVMb+ICftOKXlzUIlPclAy37XsfscQ9gvCh+foqr9z2ROnHTtM+Zk7+J8cY2bzJTTfojHTGd5ji6keePuh5tnDTfAMeu5Re6o4+Uad/R+JpaEGQGvkPCftNpY3uPFIMi67WA+8XKAjg/WgaDgFjbWu5UcIV/sxxvXrLtJSFZjKmxbIMsSbw+yWQaWiAtxA0QiILzyKumD4hsWGFjVxrTy1Y9cWMd9zTFD4hlZ3zvi0gXcaYHyLDSzawvzAYns56Y7PKJXU72xw8A9dFG4jj6wlCWZuwRsP1++YCPTAJwVsU1OWzlBcfE5QtI2LKhoFo89C9syn+wE0Hp8ReztMboUgIOxnqFECpUZlLfxnfYc61I50QYQB8Y+PMBtNTLfBdM8ZGusrpm90KUOJ3/SIhSD44QPswQ5Fr062GdD8zmOoQCV6q87pV2JaDzXCdinrytVnDnaYvtoiHBb4hyNH69ZuYHstx6+tNSTZkmj/1t87J/9OAys1WI33h/ddfdZW6bXiCtCqLJ1zVWrEcIyIIkQWY0NFeqNJWZPUH02rtq86orTUz0b453PU3AcRkzckWUegfYFIJDY2oAXxUw8dQNh3rShF03cKZO4itXTDoW9VikOJtsGfuIiQTssRwGhN+8MqUgsFWUcwek2S3sgp4xr7h845vP23jnjwv9gjmEDaUfR+MHL8xuuEGp+7Rxn5eIM5Mi8QSYY+v1ghYeMYsbNJftAh+OTMDWCYTJwRqCLABRIV7RCtrjdTVunXaprXwDnjwdSgxjm64ViojCfIG87JyLoClXlsvJ8y2wso6640UDRN1QJUOY6+m6crqkfmT93kr+jCOa3WAy0s3hzHfd1xhjkYQzgEb+ZS+P7MonJLXhe0H2SE908obm6i4gB50ndO3SLyXOBCrF2mkRc6ZEmcsWjBWpCxLNLMa7zoC4O51JPapbAXWIhlWn9hYz1v6RjZmQEpXK91LXajNFlFqXJBv1kN+VjNJXZOkM2yVT2ZVRfEJUdpkQJfo3x8UZfJ1bYydwJymeZeAr6uzIZeEvxojbz/lPzrr1LUBWxv4P/+B+y9UxH91OIlenoheTckbwm8xLL97QFlK8I/m8Jrd7C+wn94QvuDV0Aoki0Yv1onGEXET4+Xz+jg7z4m2b7Jb7fu0o5TrGeR0jLbVbS2e3DeRzw+pH1yQe2NA4JH57zDy+VTZ3hNzZC/mmASD5FJzMQnfS0lKSXR44BwYKkfa4qPJNGgQCWavOMT9IduCHueI/Z3sHGAGkwx7QbeMMFMpsitHubsYklUsSDZttaitrdo/oO3eetHeyR3Nzj/vCNY2Pud8Qp1uSZiOkelG3ghWM8y3wVZCsJTQfKlOeQKO/CpHxmnkMPAIeAW7TFSuhaVRbqt13XKJlAsRrcZ32Iiizd24BZ/LJhGrvXBtAvCZkZeDwg+CFmwgAcjAbiINX8QUiud8fRngnTTLj3/wvOxvsUbOIVi6iFlwyfrVhFD08371YGgaEEwAuMJCt8DWYEoQuEcopki/LFkdlDR+Goo6gKz1SHdDChjQTQ0pFsRcaZRpwO8geeYnfwAtFMcem+TbDvGHxcIbRzQSMD0Vo0yFKQbAhNI6q06vYs251/tUjRFZWQO3DzM0k2MkZk7v+G9mLivKdoBZdPH+IKi5jH92jaNJ+lyY5lerZoAJfDHOV6WY0/OCc4GmBvbyMMzl2ZdTAla39x54foEAx+923PgurMhWItMcwwBWEt0mjkCBePIFHRQ9VSnGdKTxIcz2K+jQ0U4hKIlsblAaEF8amk/LJyzEvgM3twGC/VjjfEFuoBg6MBrOhKUNYvxIe0q/HEd5XskN5voCLKaINm2gFtjBzf6DD7ede1PFwOKvQ6bP9Scfs0NL0+2OnTuNmn82tsrMpbHp6hGDRsFPPrre+x8Lyf6PVcrX0w5Sl7tkXU9Jjdv0HiW43/nfbdHq3SqI61Z76cXy8yS1Yb9356ixin5doPgcIQoSlTfoKYtdCugeT9FzFLOvrnL9KZg411L66Fh+LokeyXDGoHVApN5lL0SkUlsqBGpRCUSq9069sfO8AoNtSOxjGa9RCALBwT0p5Z00zkDOhauTz9xnQb5nS3S7RBvHiB26kRPRtAfYRclnIo/3i6Q3ODKElXq2P1+xRhVtVnZaTsAKFxJTVvMRR/Zal7+XDUzWX/uLrI0yMcnjiRSSNcOWK4Z+EVkvRgwoDVoiazGn9p5shr1Zw3gQK0OmW6XNesFF7JdcBpLA0a+mBhlgaqWcmVwX0KUsY6WXuf3JkmIfviY6JMKwKS1m+PNWh15ST2qid9+Ss8ckPZ8RFrgpwWiKHn2bx5gJUSDDtv/7JyHf22L5iNLfFYQvfvUZU6r52eGI+79FyUP/9d3ebpjIDTY9xrUTjTlVgt1cl7V9HOC+0c/uVWMT6HhxQrkUcSdrzzjTqPPB8Nt7rbPeTjucXS2i/FgckMRTF3bUetwSrITYF6/hchLylbE2VdqeIkl6rfxp5r42x+6h+Mp5FYP3WtiIp/z12PaDzLXXpPlbnpJUTLf8ioPGT78X9XZ++23aP1Pby9PUbZbWN+j9SBhvhdSRq5XNd2ErGsx5y7y6rwn6H77qSPtDp3yFfXYTaUZT8D3kLUY4ggTeqR7DVf/m1lyIQj7iqLhqBaNb8k2XIrQhgaRKMq4qjXvGnTsPHsrIToXjm7Quv5DE1hMKAgHVc9cTzukZuIWp5fC9HYNo1wUVMZgAsc3K3OLygUYN8zAehZRCLCOxlBol8aTOdSfOaVvPEg3BCc/0ybbcL2Ts31FfGbxpyHCtOH+Y3jlJmKj7Thdw4C8F1HWFfEnfXSvgcosKjUUG8pFIE0HdPETy8XP7pK3BZO7Bn8sUEnJ8F4NKyEcWfyZm41axgJwgCUrofnEgIRwpBm9GuOlltFdWQ1ssHTfg/mXQzZ/FFL70VNsqZFPjpfAnyUx/8LTr6KFBem6qfkO3X5ra4lul1lBdGIR0wTCACsE4VGlKKTA1qphGEmJ8RsY39379oc4PuYWbozkswm2ognc/iclph4jzwfYtlO+wy9tEo40RnlYIYgGmqIu8U7H2FrIbM9jchvKnQw58FG5QJaC02GD/R8UWCEQN3aZ7YfUTnJ0GCB2UmYyAhTNOMLe3HWo+CxHPzlE3tzHn4GalxRffhXvDz5wRPGtGqdfccxy85slk6cRO/5niN89hE4TOZpeylC5jVXFdJWSle8+wAJh2nPtKYCIIuQ8Q2YFoj/CbHfZ+PGMcBwjqq4aL4G0kCAt/kVFu5hVZZkLj7JmkLkDrqlUVP3SoBLXKuRPgWpNg9tHecdFzTq0yFJUIEHB6E5E82kO1jmm030P43eojx1OYJ3j+1J25EpLmsAZmvUIUXba2N2ec9SrvvKVnnTsV0tmtmokpvA9uH1AuhNSezqHXgcxmVd1Tt9lnPo4bgApXPlgNndll3bLfbdSrvxlqqEM5Vr5IAhci1fgu8+VxlFaeh66ilKtsUvj+9Lxggt+hBfIwtBeMrrrJEdU3SgLh2TtM0tZf2+SEL9/TLDVcQ5PNZxm44OcpOeCFPv4kJvfikl2IsLv3cfu7yDmicuKLYzveMLtv31Cudng2Z+ps/udjOgDN252cTQRRZidDeRwCmcvvDzgU2h4e7UpO1844X9z83eJRMGrtT3emexz+KNd9EbJrHSnPPEF9WcS43VoPkoQhSa50WRy06P5VJNsSM6/KOm+J7A//wa1x2Py7TpZ1+fiLYU/dancyZ2IcBDRflAiyx4yM8z2BTqw2L0UtEBqf3WCVQ+iMBb//SfU9Q2CsU+y5TF5BYR2vYE3f8NQ/2cfYKWqwkCx9IBFELjxVb7P/LN7eKnGSoGOJDpwA9+zjgN0BCNJ7chNq3GtD5BHFpkozFmErZcEu3Oylk8+8bCxQUalqw9VXL1KGcpCUZ6FyEIQnSnX7/uZKVk9pHzm4c9dZNx8WmI8n/nuKjrWgaXcxUW6wiK6BUVNIY58wr5TXJM7LlXnTyBvudF0yQ4IbdFNgzeRlDVBshWAhbDVZHqnRdjP8LTGdBuUdVczn9/r0f+MT/3Q4KU4QzVySkdl0H9DOUrOGyXBmaL5ALyzCVvf05jQY3YQOSRr7iLyyR1BWa+uR0hqR4LpDUG6bbC9nKiWUw9zpvMI81Gd+MwyfC0gvNh0IxqPz1bPfn0drIlNUpfemxeYmo8JJN60wPpVdDGrBk2Mpk6ZTWcuVSilq3Mrib2xQ16vPHXhFH40NORtSRkLsp0GweNDp5AC3xG2d1vY0FFRxucFZU3RvZ+y8WODzEuGbzWZfGGb1veP2f7WFLjJ/LWU1DeEP4pJexb1foPTr0JZb7HzB8bVQWNF913B+YZH46mk/YlGNBtkvRhvkmNbEX5WUG422Xg/R1igrOqaSnL29Q7JWynRh46nN902jG/6xB8oTORRbu3gLQwvLNtoFrXRZQSmqklgGx0YOmeV4RiadfJ7e/hnU2w9pP2dZ5z+8k1m+1U6NJUI7dio/LFg63vOMI7uCUQhQbo6rfFceUumkG2A8SzGd46uP3VoZxNYsAu0s6sZByP3u7Aw3/bdbOOWwp9b/FFBcWcb9aPJKt26zsQkK3TyeqcEV2qfvg/bG4jjC0QcL9H5qzc74JoQjuR/MblI3D7AxD7RSYY66lMe9BChT9GNUGlJvtciOHV92Ha35xjb0swhojuOBEhoA6k7zyXyegGO2uhgA5/sZofweOrY63pN5P0njsLRXHYOXmR8X0rK8QJ52VjYn/Q9zxnhzQ2slGTbMWFfgnWBjko04VhQ/8EzdFki331A80kTow3FdoPgUFzqQwewz45Rz+D2h5GbirRwhipnXB9sMrvdoPXtwU+8rk+d4W3IjL988DYPsi3OiwanaZM/fHYD3S0IDx1BuvXcppncMaSbgvGdOvFZDaugdmqY7iumtxw7T9EQtD9KyLfqWCE4/oZE76XIH0fsftty8RnQEfTf8mh/rNEdRe/dksHrHsGHEWUsaL5z4jK5C+ThPMHsbULXTSaZ7flMbglUaqkduZpQ/dsfL1GCIo5cpFKlj5b9dGVJ3nKsUyaUhMMCUVqGr8WEI0uqBOHAGd2FV+7NBWbg0foEdCSZ7/oUMw9ZRZ46EAhladTcpjZW0I5Tzsd1ShOit3MgQNcMnhX4rYz+1y293/NROUxueKSbjt4xPHaGPjnQ2HpJ3MxIZwEmU85LfHXO9JaCoY/azOBJzPy1DDHx0LFApQLrW4JzReOxpazB9EAiS5/5N+84oMrcQ3YbjO/WSTeEGwt57ggjsrbASkXeFOhIVDVzSHdc7bv5kUfvnZzwPKmIKgySktphivYjZ1w3HZgGA/GRM+CzA5cybH0smc9C8igg9cE2S5Idp1hNCBdfaNL70cQp/heAYy4pAGshDFCjGeo4xexsOG9ZsmR6Er6PrccwGFWsPIVbV1ojexsYJagf5Zx/IcQoCMeGvC7dc08s4dOhA35JiZCCyRe2KWqSZFNSNBxBfTAs8N9/iggDlwLtVshiIbB5zta3z0metSuDYdC+pPHUUv7bfQYnLYav+iTblo13PAafs3S+F5BuOVBR/2f3qZ0WlI2AZMunePMm3Q/mlLHk+E/VqB1bdp5uYAcjpjf3sFOPvG1RKXhzyfQWNN/apfbDJ8hSr6KEBZn/OtJ3UfOrgG5kmasDz5LliEG/79iI/JORGwcooWhbrLL4Y4kOLUK7Zz2+7RygvG3cLOfYYD2LyhTBGJcBysH4LiMktHPWrGdRM1dLXjhvKnH9wOHQ4qWuZcuba4JhgXc+Zfy5HiqzNNoth4wdT1fGZznm9CWo18rYid0t7ONDN1ln+dpam5aQrla+mDoW+MhOm7IZ4Z2OkEnqKHZDj6Ln4SUa/5Nj0s/ecNFymiIvxg7QtOgfzoolQcyCrUkoiQjD5UxjshzTbbqpWIFHvrfpWNnyYpVqXrRNvUSW9doXjEJctEste3XhktH9aYz2c8CxRszsTmMJRg0GGXnHJ+l5WAHRdhdOz6GoZoED4cNzTFFeQmZfLhNE1Xzpy5Z58mqTyQ1J6wcRP0k+dYa3X9b5cLYDwKiIKI1iszXj1Lh+VSwEQ0nZM4heRlbziZ959L9kiI4VyaYiOSiRqaT+VOJPDUXLgXt0JDn4rZL5VojQDoDRemAZ3XOesZdYWh9NsEJQf1C6VFGoHE90dX6y26G4s8PsZkzWFGx/+4JoEJJse7Q/tnQ+nDqihsW8XlEReWsXMVDkDsqeA0LQeDQn3YnBOhpB6ysHBJhbNj4ouXjLI9nT0CqR5z7e3LVA5B3QAWz+yHEkFzWI+hYdepSxR9KK3VCCnZRkHqLHPmo3w848vFemlBcxxkhu71wwqMVk3R7e3LVMLAA73tw5L3lXYlOfbOSOX/RKwm5KHBa80r3gPGnwhY1Dfl2+QSgtOtSUowBv4CHKCii345yIvO7S1MPXJLVjiwkkOlTUTnJqJzC+49L09SPNfEtx/hUQpatFOrpJQe2ppHZqifolQluKdkTRVI6msyUJx4bWJwmDt2qUt1M4C9n8gaDxNKOsK9INj2BoHfvQUBBMIOsIZq/DfM+AsthYoyOf7X9whnlRDWqN+GCRdjZVS4wQAvEkd+nDNEMvCFeUQloL7RYiSJ1SXtBvzueIrIE/zrEqpPHUktcdyK0cu2sy9WjZ69n/So+LL7i1oGPXJjM9CNj69QcVbaLGG6dsfR/8fjV6MsuwT4+Jj07BD4isoX13H+90xI+/uY2MSpJt58TN9gUmNExvWcqNkvxeSXA/Jpgq8oZkvisZfzbHy2KKWKC+OiS1gsPoJvv/4NBlFyTopsafeuRdg/Ut032P+J/Nl72qy3v5ygFCW2ds1kBcy4lQS7IEZxDkYOx+NhV4TAiikSEZKtItx0PtWD2cEs96VcnFr7I2nRxGjls32wAM7hwDiz+UYJ2DTyLwEpcBk1XZTlTfa5T7Vz+pQJHTFDFzRCzBqFiNDl2Xq+nQKynUxc+i1I7lajEs5gpQaTEkRnge9mAHeTGkvLmJyDR2OHJZtp5jmFNTDxO7rFt0/xRTlG7YSL+KypRyA2JG41X7zqL+u07bqB0gVU5iGvdLyk5MtuETf/sErV0LjqzHy1Gr5uq1r8sfgfJeyCXn9uq9Wr+tC0rfq69bS7YZM91V1E8NRUNhgpjzz3sOmNexBNMGzffWCF2EuMTOtjrI6tldYklcu6b2P/qQdreNqf1LZngnWchvfvwaOpfs7w2YZ6sJRGI7w/QDdK1KA4U+ft9NAylrkuRGiZoomh976BB0DPWjHJlprBLoUKIyQzgyXHxGoQqFzBwS1PXnSUZ/usPB//AQO5shO22KVhdZj11NVinMzgbnX6ohSzd9aPJGl9YfPKX+sIU86WPT1HlKizQNLKnjRBC4DaE1NOpQlniPTwnCfWTlOaVbETp0hqBoeugIsAKbO7CCMILoHMqGAzzpwEVoOnZcyZPPOsUUPgloPoTsuObQ4RVYtLE1I00CWrsT0sznfFpnfFEnjlxtzJ9CfO5Gps13BPUjQ++HEF9o8paiDOH0ZwV3ty74SvcJN4I+ExNxXjQRFTbGaAHKkt1NsYkiOPMo76SId2LHWHVDoWPL4DOW6U0flfl0PtIICyqzDlU9NXiZqydb36FLw8FimlGOKC3CWoqGh8oM/lQzvh0w3xFMXpH0ZMTW9w3ZJxH+zBKOSuY7vqNjbLtMSP5agkk90AK/r5ATDzUXmNsZwXsx7U8MZsHxenXTX0VnLupWzYoqrlmHi+ElkIXVGjObIzbasFByi9eSFPH0CK/T5uAfG3TsMzuISLuS3X904qLkNUWWbEv8CST7JUHfpej9xGJn81WN7OgCv+i49GGpXURijKuVCnde6uNnEATU7gfoL08wJdz4R24NPXhV4O/O8N5uAT55xzB81cP4ru1GDXzKEIZvgnnapHlzTLIFxV6H5iNLugNBL6VoSTZ/NWZ6Q9J9z1GViijEHmyT7jeJjmdkmzHerMTzPBeFXaVsXdzHBSAnz7F724jjM/IbG/inE8J+STiQGF+S7jjn2yhL0XMgPesbVLPAFBXhQ6wp687BwIL1XXRr3e1E5RVCPHLpdxcVC1QiUInLlIUTi8wNyU5M43iA6TRpff/Y9fMu6rIVwncpa4aMdcDeAhmsDfrwuGoRcr24l4gzhHTD3MMAtKPTJI7AWNTROebGHjZUmMjHegLtS8fKdm8PNc1RsKTJXUxBslI4sNVVJ/Pqui8K7NMjkBK/3aJzGGIq0hoRh7C54a61P3xhjfZF/PkvG0pyNaVsX1QXXt+DLzLKxhC/+4zwfIOn/1oHmbtMRda16FbJwbcko1cVtS+/gfrhR2sLzj7/XesI7SUo7vL52DSDo1P+KPnUGV4KiXwSYZqGo5MOCIjrGbpQbHRnZHUXwTUaCcWTDsKC8QXRGdSfeCS7luld7cgk3vMQpWF2M2a+KYmGhnCAm3DiKfLIEiDIeoaiLSi2SurdhMHpLTq/+mPQBm+YYGuOjpJeh/G9JuO74E8Et391gjoeQFk67l1rl5tiAc9fKDo3Om6CaDZdg3engRxOMd0m1hPktYDiRowsLY1nhvmWaw/RkQXPEpx45DslaV1T1jyCocAzzvjPDwxqLsg2LCJR7Nw9Z9yO6O/VEInCxppab06WBkwHNYS0UIMi9SjOYoLKwze+i3KNL8ibDtFpPIEqLKM7HsnOqhXjk7MeAD8QN/hC+xlNlbLXHTNKnKfX2RyT5j7p/Q2yTY2dubSj8Vx9TGYCz0L+SootJOmmh8qdEyELKBuSxgOJCVxauWgZVKpof2IY3AuY3bJsvG1pPMsxnuDoZ0PSPTc9ygaWweseGx9o2p9k6Ehx8nWf9NWM8KFr1cq7lm++dp8fne3xaveCHz47wJ7FFBuG8H7sHJDTCnW72NzrSmjRHrLYjAt0bl4g2k03c/UFtS3ZaWNL/TwxwIIooT9EXAzwazHdJyHlTgd7eHJ50+c5+9/qM3u1RXKo3DWG0rUOSYFQrs3EtOvM7rZovNfHnvdfXBsTAtPruBLOhw28VBBcpMzuNGj/UFE0AvKeQXdKbt684EltE5QlfBbgzWF6yzmAmRKkmU84Bu90TLgdIowgn/uQS9ofz9n8pxeOI9wYkq/dpWgohq8psm6bsC+49T9OnGP6ErFluZr1W/EI2yx34xWnc6J5yu6ziKNf3nbTv6YO3S1T6YyrcngHpQxF5hwuXTfgu3Y4MXWpx7JhwICuOWMMIAqHLjehRUwcQYk3duBCmWvyZoDe6aCenrmZ1WF42VgGazOK1zIlVjv6VqHk5fTsYtCBdMNfCByZxmKM6aJDw5Yl4lGClRJ13scqRbFZY3w7dBzqI+2yfaHEmxt0KAkLjcwLdH9wmYTjykSgS+e6eM/iGrR24/uqsanC8yCOKA46yKRELnERFvzFBC+XJVo3vrBWalgec2WI/8iWpHW6zUquXoPuD+C8T/5vfxVhBNM7roTQ2Z1w+rUuRbvkiDq3HrYcTfCL5KohXpSX1tLPl37+CSMN4VNoeIVzPrHCQuLR2Jkyn4bUmymBVzIc1ygnPjQSvI0UBjXGr2nqTxTh2KByQTZxszb9qWX8Ssz4FUHeMcwyQdmURCeK9n3nxRZ1SHsC796ETpzRf7/HjY+n4HsOoj6dIVsNbLNOttdkeE+hmyXd9xSUhvT1HbCQd1wavPnhEPvwqVPMa6hXYDlD0v1iye9sYjxn9IR2FI95XeKlFoSrKVkJwbm7HjlXmLpG1w2ZEpS1qvVBC4qOqQAjlvE84kZnhOgO8aTh47NN5v0aaIGaSrCCycRDaBdNllUGQRYQTCym6nWM+oaiLpgdSJJdTXihyHoG0SjJBhEfZDvUmylf7T7mnck+oyQiKzziMOf0ooWZ+hz83DF32+eM85hAlfzBO68yecX1a9hmie9rOr0Jr791xsejHuN5xPy0DsoyP3AKjlfmSCvgtMbpVyRFy222rCPdOMGy4jNOBLIQ9F47ZbBRY1Q0GbyuCEbOOBQnAVlP035fMbuteX+wzWZtTqp9isyj+bGifmRofTAi3a0Rff/Bqr62trGWm393C1mULrpZdF1UE1EuEUmIaohHFf3YyHcKZR3pWqUdl0pp6urCcsHotJ7Wthbx+JDG0SmNzQ0HNsoLh2BtNChubZJuhWRtxfRAYFSP1sUAQVk5gaICvrhjyeGEvd+r4w9T5DTDRj6TG4poYNCxJD6RTNuCmp8jCsnPfO5DvhPe4Rdf+4hPJj0ePt5i67d9zpohvWcGxlPqD2P2/0mDw2/64FnUNFulNqUkOp6Rfqbt1nXpIuj5nTb1WeKoS68wM12Kiqp6tZilTlfEAWI6x04m6L0usrBI7WYUYx0uQuWSwgqKRFE7mKJLha2VDq9QSPAMal7VcgOLrWtHxWkB4wCTKhGoaqqRti4r5WUC//E5DbmFfHiEnkxdq896b+0i3bRQyAujUT3/peFZtBQtrtNYZLvpotp6zaWuR45Ewy6Y06yBKuUMgNaE90/YPGuQ3GjizV2rkOdJypoiOpu7MZ9hcIk69aq8dALYIvpc1Gkr9DHWQl6QbgS0fv8EG/iYKh1r1ziThRCrwGTtWIs2JccGd9khFWvrf4H8Fi+Ibi+d2wtqwff+5hPwFB//BwcUdxOGx02UgtpjjzKGs3/9FXp/60fLNfbCqHd10qufr/BJu5r5v2TMVdYD3TDUH3lkG5as36Z1KBh+0aN5M6PbntHeSRmlEX5QMt8qEalC++55tR7mlGeKtKsYvgn2VoK6H8NWRr2V8LP7D/lk0uOxvU10bgnHls77gv6Bzy/f+YDfLDzu/886vPGfRZjB0BnOToNsp05wltB7R7H7nRJ/MCXfiDGeQyMXNde6kjc32Hh86ODnr910g+yfuUEDoha7VESzjpwkmM26i/CMRRaW2nHO4M2I2Z500atx9HaLFgarLMI3hJ2UPPUoBdhSYo1A+tplBEqFEpZxHnJy1q5uKqixQrdLxH6OPoscYATwT+RyahHW9Q83TjKKhocJBFnbc6AS7ZwX61sY+6iNjJtbA35+6xM+mO5wPGsxmUVYLUinIYx8/J05x/0WrTDFWMHhtEV3f0QcFDSDjIt5ndEkZjiucRY1eKXV58Rv8mAWghGUmwXR44DcxJi6Jt3V0CjxjgOiU8F83yJfn5KOQiglfielmAac9VtEcU4wctF7+6FTLq3HgqylyBsgU8npRYtTC8oz2FRROzF0f/8YOxhRe1oxnUmJqBDotiiws/mKgWcyo7izg1+UK7q9NeYlcC0htBrYeoSYJtiRQ4JarR3obkEUsFaacM/i+ejoUouE1ojtHrPXN5hvbtE4Kom//wg8j/lexHRfkfVAZjA9UIhv3qP5wRBxeFoNoV+xGNk0JfzBg6WyOfl33kDHMNgVWGmdE/bM52mvg+jklFbSaiXshGN++8GrdDanpL0N9v6RonV/ipAS+fSU1oOnNB7eYHK3gTi6qIyLaxUSj4/Jfq6DN7fsfichb/lYVbXdKOUiI8lz0c/qxkrsyTlCSdLdBlGhoVlHTVKyjSZYi+kULqq1Hv5YYn2NbBakSYAQFmsEQSOnOK7h9R1FqzC42nDpyiXkEplJZOaOHZ26PRJMLFJb2n94gjm/wDu/wKxHuGtGVyi5UuTLwfNVaWIx7WwxaEMbh3b3HGWhaDXdcy/KVd112asqXGSslKNFjUK3tqqRjfHxGaLVdP24uz28iXTlsMpILkBVGOfkyDhajVq9IrJWW9U1pXTpafQy+hRhCFsbNN91SHU7m1fgL+1ai6iApZLVdKTqWS/WuS1K19Jk7RLktNwD1fq/RDu6Ji8a+7rq/3WANH18itzocPBbGcdpTLJr2HjHIdmtB/5sreZ+1eiuGVe79tyW9+OPKZ86w+tPYeefCaww6EgiC4dkpRAcHm4gPIPdEMzSgPSoDr7F1ktkGVDUBdlrAcLA9CaoV6dkpzVEAK3fiynjmN/4WkAQaLa/ecizP9wj/CHMdwW3dvrciS74oLnDJ7qD3u06kn7PI+/GpF2PotEgGJWkPZ8yUg5EMczICVChpPEsI295yHbLTcEpDcV+G+/4zJFkbHTc4klzN2XlyYD8oOO4Z2OPrOu5HtitBQgEpA9WWbIqZabrboHVGhnzWQgzDwEYYTl/2gHf4MUlkw+7iL2UWj1j/rCF7pY0unMO2iPknuWjo228H7spN9EFLsVWh9EdRdpxgw+CUcn864qiWXmbQQVMiTU7G2O24ilNlfJ00qE/rWGNwGTKpbdrmjAsEcJS83KOZy18pelGbvOeTJoMzxrVgQUP5QaDRsxoGhPVcpJxhPQ16U6Jmro6cd7TziDvZWQ6JO9pPrt1TtL1+ev73+Oo6PAbR29w+qMdwvsRtXND1pJkbYUscc7NaYmXKsqGZBq5we/escIDascZ6Z0e4WAEW13S/Sbx/TM3MCIMHMhuATYxBpskbtTflfTUklM38KHTIr3Zrmg4m7S+bzCn56zPrF3KYsMviuVXZ5Fe2eD5jS7TPcV8TzC97dPt3CUYaepP5rS/P+HwL+4jjGXjvYy053P6sxts/jBA/PiTpXMgwgC70XYzd6te5fqx4XxbIUqBDS1F16Amkt3mlPpGzsPRBuMHHf67wdfxnwSohzX2fucUTs6wRYlZSwOK9x7Qel+sSi+LiD7L2Pu1Q0gzbFGgdrewcdUbCiyZ4l7AgLRgWBJxzPmfvUWyLYh3Non7JeFFhkphfmAQcw8rq3YgAUgwiQelQBiBTCTmIHG1XiGxvsWYysGNNDbxkKlEFgJ/5uq64Fru8mZVnjle1fOWbHm+d9lhgtVzXX/Wa8/T1S9DCKrJa57nkLOeQsxyNyM6SV2bkdaremfgOYfed6lsG/owxTmNSYq9GLj3PtNOT2SOlcpW37G6p2Jl0BfMf4tU8FuvMt+rE//O++49V6NVgF4HG/lcfLlL46gg+v0Zwg+cAV1kV64+y4pYRCjlWPPyHFuPXV/7eHIpyhXr93Lx81raemEIl3f4agpauNnIwvNIez55x9L+QAKWnV975Fo9q+fg3v+CiHcxTapyHv95DO5CPnWGV41SNn7vmMkXthGldEQWniW4UHhzj/nNkr6suzVsAc9AKZndK0imCjYzELDdG/Pv3/ouv713jz949y7Z1Kd2Ypkf19BDyaObMdFccPp1i/U0X+s95n94+iVuNIeUmwWTV5s02UdkmrztkWxK/JlF+77rrzxLEGlJ2YmQhcWfavyLOTINse0GIk3h8THK23ezbMPATWGZrylqawkWntpOiyKWy9RYWQddM1iDq4fOBLpm0akk83yIIYwKslPXm1uGAlkvEMoiH8SUt1K2e2O0kcwBNfDIYp95LWCaBehcUd4oEbnru/RmVY3YQlkTCK2IPOGYsISkvJ0SBCXZJKTZSjDVuLL/8nf/LIQaOfBhOyNsZXgbhnYtYZqGSGEZZDXe6p7weNolN4rhPGYyixCeRZ346NjQbc6JvJKJjCgLhYpKBFDbnZIkAUUpYe7hnfmU3dKNe/MM5/M62/UpN4MLvj+9xe3mgORNn1m6wXxXUTtx0XoZOaKQMnY9zO1PqtT5hmMgKuqQbrp+7ajdJO/VKVoekadI7m0iSkP8cbraeFHo6qO1ALnm/YrQAUxkmmFrEenNNknPI+1JdADRxQZeNSgDrZHdjktP58Ul47ruUV9SkGvp6WTLnW/9qWV6G06/Kui+5xGMXe9r61HJ01+WpBuRG+6g4OjnmxzcD5ZK1uxsINLC9XCmjskrHBR0PhKcfVkQvTqmHRQYCz+/9Qn9os6jQZdbv6YZ3woYvmlpPSpcHRpeCEJbAKPEurISYuWAADx65niJy9LhKRb0mwvJi6qsUkV9N3Z49otdxm+UqE5O8WENYRVpp4Y/XbUTmRDUzAHRirrCeo46VeTCZYDOIkQ3h1BDqpx9LAQiCbCxK12JAjCOmCU+N0uGs/isgNduI2YpotTobhM8iZhliHkKabacivWcXFXa1rq+3encGdHJDLvbw8Q+3nj6HCZAeJ5jkNrZdAQZjdjhTGZzluMBrV0ivxeTjoSSS8zJ6lyugr/WQFGAyEuSTQ//S/cI7h+h+wPHbiWF6wGueAqKXo1gajCewN7aQ/YrPbccXq8usVEB7jwrJ0sIgXlyuLZ0quzIS4gxUGq5HpavLaLSKwhw1e0w+cZt4pMUWboJVWVDUD91xBgvjHKvHvNFWI8XnddPIZ86w7u4eFFC7dgyDaHcNthMuRmkgO0HDixRc8CB7v6IeRrQuznjoDHiL22+zW/0P8PjbINAat547ZCT3SYX/Tqv3zrhRn3Is3mbs+06rzYnvPvBDR7MeozTkO88u0tw7KN9y+j1Jl7qULbJjiUtBZtvuyhKTlLEdI4noWzHqEwjTvr4UYiNQuh1sYcniA8fY6uxVTIt3DB1cIsmCLBKUnZqZBs+qrB4F5aiqcg2HRKz/kTS+bhkfNujzATGV5TKYkJHkmEaGptL1MDHRM6omLZBKkt/XCcISmxgHX+qFQzmMdOjBl4np9GdMRrUyTxF0ZTO09cutT1sCGThPMK8p1HSYrQkaORYQArLHz66BdKCFZjYIC14niHwSvLSw1jBdBIxmcY8OukhhOXG1oBZEizp/HTN4G06hGDkFeSph5n6TvmVgmnLw6u5yFmNFOVm4dKA2xlhUPLv3v4uPxN/zIf5Dr/58B61KKcWFExfm1OeR8hCMf9agcgk9UeKzsea6b6i9n6GN5cUTZ+i4RCqo7vSjVOMQ1cXm7lNnXVcnVhvNFBVTczRHeaooz7Ua2ANIo7JX93FHyTozRa6FjDb8ZnvCHQMzYcWb5Q5Dueqz1ZlFTHBux+vBnWDI4pYQ7qKar7qMkpo1Gk8mtN+J2X4hR7+RCK0Y7zqvxWz84mh8b3H2L94G7485uyNgPCTiOgU8i++gv+9j5xCOzyHIsfedtExWML7J6S9G8RnkuymYrMxI9OKX3/2Jhf9BiZT7GSa3ts5ZVyvAF1rI+tekq5bRi7rrSHr6fPFmErPo7i3j//JsUu31uurOduVjpD9CcJ2iY880npJejOn/sRn84cTrCfJug2KhsCUFh1Yki3XvZDvajBgawYVanQpEBMfNKjMZdhU6kYpWrlqK5Klax1qfDwi36oTjjSqMEzutbCqTf1ZShkripaHSiK8tEH4qA/jyXOtU4tnuGBEWnIiC8HFN2/QfJoh87abXKUtZmcDPqhSr8atMxGFEIXkvTrBLEHMMxfx5vmyhrrge16vHV+tf64bwZfVde3Dp/SqaNqMHSmIaLccmOx87FLbgxFep04oBDLXnH29S+/dAA+w48mKAES+4Hjr3NBau32Q5z+RjepFEefV2u86+UbyuRtMDjyGrzbwp3aZYm79+nuO/vXqtb/MCF+t0/9zyqfP8AqBPe9T/0ASjNqUtZjGEzcuLdnTqLlENzXYBYm8ZnDe5LN3nzHOIqZFyFnZ5BvtB/y94y8QqpL/5cHvUZcZ/+PFlzAI/g+7v8EP0hv85vBNYlVwuNfivdMdjJG03gloPnYGPe1I8qZgcheMb9n6rsWflBjfZ/rmBrXDeIls859eOO92wds7qWp3i/SENtjAQ/S6bvOYKi0kBCopCPuS0FqyzYD41OIljivZ+G68WzB2tTY9ErTue2QbLl0S5s5olJ0SjEC1cnTiOaNmFfXmHPYn7LYmPDjexFpBuJngeYZ2nFJoxcxGmMghOa0R+OceKnM1XVPX+M2csh+hpUNY24Yg8kvMeUiwO6c4iVGbGUFYIIRlloQUmYdUFjPziTfnzkn4oMHp2zVoWaKx21DZpsFYwSwLGM8j7DCoogyB1JA3hUv/jQLKlkZFGlNIvEcRd3/uEX+t+Q6HOuQ3h2/yZ+7c53bUZ24C/mH5FvO3HZfrvbvHtIOE7/mvMPusYfdXHecz1vVuz25aZC4qejgouzW8qZuGNPj6DrWTgrzjkW3ViLRlfrNBdJLgnTtyDVuPMVsd8l6EjhTJbohKLSrVlDEkewZZCPKW4Mlf6FA/bGMUqMJSPyxItny6Z5tuvSzAVOCcMz9ANGrMX9+i9v6JizBqMdPP7VBGgvqhov4sReqQvCGZ7QlkJBw15XDErb9vePTXI+qdhKwWonLovxWy+3STYq+D/8OPncJ6fOymLOUFBD6t94dI3eakVefpK4ogLNDvN9n7gcGbGYKnQzgfcONxNUfX2GUK86pSek55rg8ceUF7iJ1MkdmGezmKsLUI6fXQhyfLGqG56LP/ayGDr25hVeSIVy5K5DhBzBK6H0ZMbnrMbjhDKgtB6xPLSHoUbYMNDHrmu9ykdW1CwkLR1TBUWCVoPnSRkQ4Ercea+sMp8mxINJphw4D0TpdwWCKMZbYf4s8M3txQ1iQqN5hGhKjXEWW5lsY1z13v4p5k+w10AIPXQ4SG5lOfYJghZynWd4A8whDRrLsa62SKN4idoz8cu1S01pgF6Aq4NNxAKTcHOXFkPuLK+aw/p0vGsSjh0bNLmRdzdo646EO3g7mzh/jgEerwAuUpTn75BllXMHizTi8pYDCshi9UQK6rFKHrawNWLFkvcdCW9239f+PS2dauuKgXhlht9og/OuXo525iPcvsyyl7fzcg6hfuuVQgsRca26vGflGXlrIqO4kVsvunIPdYyKfO8NowgIMdODolyAs6jV38eQlEWOlYZkaf10SHHtndFHUaopuad9+7yc7tPtM8ZEPNeJpv0Itm/LmN92nKBCUMr9bOeH+2w9vZAb/e/xx/ZfP7PMo3+VOvf8z/+9nP8uyf3KT7QUF0mtD/bBOrYHTPDRgI+wKE4ejnQzclaSaZ7TaoHzu6x+CRRe5uu4eTZBAE2J0NRGlc2qkWUnRD7EaENyuR8wIkiEJTNkOyno8Vgqzt2kLqxwahwZ9pNxzaWKySZL0Qf1rSfytEh448odwoEKlLo+lxgJxLTE0SdFNOjjp4Fz73N2ps7o65+HgDG2nERsokC0iTABU6Y2ZzDzyDCS3FdgGlRISaIvFRndyVakqJLiUX/Qa2WVKcxNiaptWcM0/DpT71gpJ2I2XsRVgrKD9uUDtzDFzxiSBvVyxCuylhWKC1JBlFbv0LwHM1bTVWaM+1fPjtDGukq/ML19L0/2h9k5aX8pXWI+4EZzzMt5hmIefHLWrW8QTHXsGD4QbRRkr+rE7WERhPoQqXPmzdF4xeq2rq2nL2pboba3heUtQE0xsBrQcpo7sRyWbLMYnFdeq+wvvwGXarw/iNJnlTgKloHluSUFtq54b5vstEzG64jV3UXd+1N5P0PxPgzQRJ7wbNw5LGt9MVlaCxIAxWSfKWQn95j4vPeJSxA4OoVJA3YlTh2M1kDsHEkfrrzRZyOKL2+x/zir5L0mvSkJb2x3OEtmS3N7BK4AOLvli3AS2c90EpGqd9ak93OPqFFtlGxCt/b4J8dOJIYCqSfDubXUYfL2Q96l0AxxZ9qwtZKLL136FqjRlT3N3FClBJgTqcr3REpVDFLMFLLaJw86EbHwzgrI8F6g/GhBcR8XlE3hREfY3KLPmJh0oUeccZY1G6/e04zVkWCcMBhBODmQsQluZvfeQyEELCbI5oNvAmDQZv1sjbgvjckLU91wMswSgPmcfY3k2CZyPEYLzkP36ZxB+cML55g+EbltZ9SXgyRx6euZLE5oZLQfseRgjkPEWY0M29bjfwrHUEGNo8D+ySErnRxXSa7ho+eYxYtL/5vgN24UBb6y1Fy5m/FS/0su5bgaRk4GOGI/Qr2472dTxBf/4uwjpeBC+1FN2YsNWsWo+qNPDCL1szwJf4mV/QivPcwIR1WaCrqzrxUglVBhIhyG9t0nhqGf5yAlqQbEpa789WXQvrRnc9G7EuaxgFEUXOgdFVKUhILKva+B9lhD91hresSw5/eYv9/36E9T2CcYHMNRs/TgjGbrZreuwRnUG6r+AgQRSSN28dMy8CXmld8Odq9/nb+ovMy4CPkh3+69OfYbc+phfOOE2a/Kc/+Ddo1FJeqx9wljf5rz7+ecqTGjsfO+KIvBM68vzXHNAi7AtUZpnvSBaMNfVjTbohGd7zCMaWRrdBcrOJSg3+KCPdiglGOdaXeBeSdLfGdN8jHLtj2JYP0g1enu/4FHXh5qLiFq0sLDK3BP0UddRf1r6EbVO0AsdEJHC1zlxi6yVi5iETSXh3TJ755LMACkm5lRPUCgKvJNibsdmaoa3g5LSNzRT4BiEtqpVjjUBr4cgkdhP8oHTjrw6bULr2ibJbQiHwN1JK6RPEhavZCigLxz5gcsXgiYs4i5ohTATjzxZgBLWtGRLYijPyUjGdh5hnNYSHa/T3rOvi8CzBQFIWAWXTYI1En4fIXFBsaMQ84FtP3qATp3yp95RRWeM4b/H7p7dRQzcyL+grno7aFFqRjkPC/Rn9VggGGh8GeFMwPph6iT/xmd5wQx7CMSRbHkVDkIUQjlwpwHiC2plBFhbrCeZf//9R91/PlmX5fSf2WWtte/y5/t686ct2dTXaowGQIIGhkTgUZxQjDidCitCD/gL9AXrTo54m9DQPCo0oRYw0HGomyCEJkAAID3Sj0a6qqzKr0l/vjjfbraWH397nnHszq4EnRWFFVGRWXnPO2Xvt9XNfc4/plkdWU0x3Hf5E4TyNNUr0tT3plmQti2vkQl3JFQQWfSujOI0RcQdF3vBo/jgC38dFASrLccMx6X6X+Zom6Sqm+znEBSaw5IUi7QZEZ1K9t55b+u+WTlSbMfXjOm40Jvr+Z8T1Okf/2T1mOxHhRUpwOVvoSF9b1cFXFMJPf3LI/vEVrlGD47MVHqWCzTWR2quQsaurOrRKoYf51+8RPb9azoJheZDdrDasxYUBadvHaYVu+MSDKYY1XJYtvJRtf0B8ssnWPKD+6Fycx4xGNRpM7rYIr1Jan4+xoSeo3awg7HkM70XM17QkzUbhzQqsp+i/ZfAHolu+8dMEfyAJkDnpifhI1bI1BlePUYXYDgKkDUXWFKqRzgA0jRc5s7UYvxdCvCF63WeXSzegG7NDe9Vn+3c1nSfrzDZ9bOxhfB/qNWwzpqgFeBcjXCMm3esQfH6MmqX4g4mA1GCJdK7mtlUbOxJfaE4uqDjQql4TcZVOazFvv96dcMsgvtIiRivMWhc8D3t2jv/RM1F3y3L84z5bRz1cf4DqdijWGhQ76+jZjPz9e/gvz5e2hBVqnde5t6+tosCVCl4L5kAVBEuf9WtI6PLfdacNzmFmGc0Dw+BlTDBXRD2Le/ZKvvEXUYNurvKe2eGwNIO4/r4XyYr5GxZ4QdCno1+9T/NnZ2RNn+g4wT8f0H1RMP1gl+4nHuN9xfr3PWbbPrN3EqxTXE1jNuKQqTM8nuxgnSKxHoev1jl069TWp8yOGmz/icKbx/z+6FfImh7xHYM/EY3XrC7BdbYph0J0oUk6SHYsIzCSNcflVw3eVAj01oP5boPeOz7+0GH9QPiwYYg/KlDzBGUbxFcWM7fM1k35wFuKQDPvanReZpGZKwOwxsOSdkKiSV10apXCaSUCF2050HWqINPYTGZ8aMf0oiZBvZ4RtjOacULk5Xxr/SVswrgI+aS3g9LCHSbXOO0wUY4fFcy1oygUduITxSnjQQxNyZDzsUfcnTE/bNBpzvA7Yy6HdfLUo9YQMEyeGvTAQ5eUPLuZk2yC30zJpj6d+ozTyzazwwYqV0TnokdsjUhVhn3HeF/hPEeyJm1aM9LYLJJZW+iI1mdkqcd87mPqU86SJlo5/v2z98gzMVEY37MyJ55E2KMY6pZkEBEe+eQNy/gdqfL29q8Yf7qFTmG2bYmP5Z4UEQuf1sm2EaGWngRdnTl6b0Uka6oUBZGAl7Yds22HDQu8oZGuRi4dEjsPcLtzXKFwmSYbBfhztXCfaj+xuNFYbCv9Gi7wUUlKcDxEvb1J7UQkQZN1BakiuDMh7cLM8wmuNFlDZpN5TaguLg6h5JVmdzdBweHf0TgTsvXnEbqAzlPvNaecVW6xy3M5REfj8lCxC81xzq+uBVy3yl9cQfH2/5O3ufiGYuNH23Qu+1KVrB52N6lTxmBrIZNtMR4BCN/fJT6ztJ7N0D/4BAKRjzQ//ZxaEGDL2abqdpg/2KAIFf7BJc73sJst0JKM+KOMtKmon5ZYjQIxN5g46kcy2vFmYi2ZrDVo/eRcWulaoUpKjUtSis0mvXdj/LFUyklbgq71pGOjYsXg7TrWV3izGsHlTBDkJY3o2jy1BBa5osCenhMCJ9+7hTcLseE2KncEB1foiwEohXYOVYRSQec5Ls0W135Bw2I5U1dBgMoLsAluZwP1bCYzYm1EHnU0RtVqqEhUqJZ7QUlFZx2KpXQlSHVc8bIX0pDOUhwcLxIxNU/QUcDBP9rk9v9ngJll2I02lIF38RrVvntT23tVz7kopJN4g87jkmTZAgapzsvfay+vUPUa+skh4aOch0e3yNdjvL94zC9cX6CCVV3XBbXLlnzm6jMr9UY7xJvryxd4FfS+mzF7GdD4LMQZyFsRqiGAl7xmmO7IJ2sc5TjPIz8MeDzax/mOH540+a/D3+RRf4tJ6tPwE7x6RtELUT9o887vjERTNRFOZmQdyX/6lgQIT8m8ZsdQBKCsIms5snYhqOqJCEsEfTGmtyXoIm0pjv62TxFZivcKzNhgfYc3Mfgjj/bmtrgOhaByTV5XqNxJ20rJZ84aImCRdBVpqzrIDcEwp2hGqMyinMM/GVDE6zRfWIpQFKZAkYkzHEXoMDOP7HaC1pbpeZ0pdR68dcInwx2+2X3FadLCaIsXFBQa/CCn05gyTQJmswAOY97/9gtmuc9gFhHVU6xVJJMAf2iYBRHUcy6vGoRxRhjkvLV1wdmkwWQQw9gDA3nb4vc00ZMQlYN+WcduOo7HW4Q9DVY+59qjDOsr8kjR+mzExTfaBCOZ7/pjuQ/eBObrYAOHtzkjCjLub1wyzQKaQUJaGHJruLPWQynHo8Etbj84Zy2aMst9Pku2abRn0tLOFR9+5SWfHm2jjWU8D7HtjHwnw3vUwJuyAPIpB3oGeV3uz7wjAifDux5pU+brNnRkTUot6WUrLW8XYqFogFzR+UTRDwNcvcC78LGB2My1PofZlqLxciptvCxDjaZl9WlRSUo4cFy9L8lVdGpQFrK0gfah2EgppgFJV7HzZxnzriH++Ej4m+XM1X96wt5JTPZf7lEE0k1Y/91nC63ohRNQBfwBKq4pN9p/1cH3mvcpLA+slYOz/WhI84XH8H5NPGF7fXndN83UyipYPztg9g8+II9FI3m+7mgcgvfJSyyIl3aWLUzmeeuOGAScj9BJQetnAygsdqNGshFSezkisI75dohyMLyrma8LV76IJYH1SinIsA8qV7SfpdJ1MEL9cnEIU+Fx6yQnbSvhinsIHqFWOWApighmG5r4wjK65dME4p++EpOLaxVWOUutgmVRUHQadB8VKOu4ejek9TLHL6+Z3lzHnV4svpd5Iu3ihgDQXj9P1aJqtafn5c9Z+bnSlQijIc+x/dJBq9mE6VTufSmy4awT7rMuAVkl7Us3G8t9Bsvuh7OAJt1u0nxZUGy10U+PJHFZpQAZc92TmderX6UUtqwuKzGOa8G3BDwt3Z+q5CBD+Z4ksmGA6zZxnzzBe7qi67zKq15ZX6SQVb2fmztXxJLUMvn5ReIbfBkDr4Nb/8bQeD4EROosuR0SjCyDex4mddRObVmRaKa7inRdDg9dz/CfRfz7P/sarlbQ/aHPj/bX2fqJIz5PCQ4vhIuZZuCVwuM4Nn/nFcNv32J4T6qavCYHk/WgaFrwHFlHXGFcGStNJrZyRTtHzYwQ7J3CDD2c73CxxaZSmV59pTQmjxz1FyVhPleEQ8tsozS294Szaz1wIaKdah39t0Lqxx7BKEOlFn2eEn18QPiiRr7dxoyEAjK902S2LgYL83XwDkOyNQ+VaB5+9ZB3W2eczJv821fvM099nFMUucF4BVlmOL9qEUYpeWZYf/+StXBKvZ7wx6MHAKRzHzJN1ikg16AFODV3itbGkMtZjfOzFmRiMh6fKZJ1JxzIITQPCoqwpCeh8CeW2llOcDVHPz+WeVTg4+ZzNqxlvtvAmxcM7kVMdyFrOtDgNlJwiqwwXM1qrMVTrmY1ADxtebd9iq8Knq+v0QgSuuGUX18/5GHrgv/w5B2+snvKP/3wLzBYPu9u8/969B3Gz9oQWzZ3e1zSIG/IPkw78v7NHPIAiq48TI0T+brIlToBpXmQ7yS4VEOm8QaGsF+qHEWiDpa2FWaqySMr+yqX+WHS1USXjtlOTOO4FCrwPVwtQmUZLgwoAuG4T3ecSGq2rai7hRZlHHmjoPlDTf0vX6K/uo+rRditLuZigL3qSXt2OOLuP08p9talfZqmy7YnLCvdqpW32gqtWnu/qCW4Iqd5bX32AhMErJ00hZcax7hsdB1wU77OQuVtVrD/O0NG9+tElznRswvyzZZUN1ot3HMA1K0d1FmP2e07eGdi1wnglGa+XWOyY5jsdKifFKQNjU6ls+IMFHUrkpK+Y94s0InGJJoihPZzRNo1y2WWfXYBfgCBQg+m7P6BI2+GXL0X4o8d83VIO6KAFU3k2QdJ1NKmIRyNV7oJbqXau35NzXkf96BB2jJM9qHzeWk2b4y0hFeDwO09cA7biGE8WSZDsEBSu8KKFGmjLviBYHmvFyjoPF8GwC8Q0cBZsclbQd9XmsU6DHFpit5Yx171ygCpCX72nPlvvM3VV1tsPC8N4quWvbecJVdXYNW56DXRmFWfX+CawlX1PYVd0pecYBfscIS6ewv1/LAcGdjF66i9bTi/XO7DRaB1i7P+jdWvMahKCbPVwk0mwqcur8ffuBmvPy5o/+BI0KKN2sIEIGnJBjaJzFN05rj40OAPwXpGACVA7etX+IVh+qKFU4p7/9OIye2aGKV/c5PGqznex8+w27voyz7KM9j1FuNdQ9pi4fTiPKmu9FwJv88ImAUlrby8BsVaJu1apyA1mLkECFUAuSqBFo68JeAggPG7BbWnAWuf5gS9lPFejazuyBuO6EzTfOmk5ZqKsIc/cmQNTXhp8fpT5u/uEv7kGSov8D4/Eim5KBA7uHFOEWhGd3zyWGEvPbyp49Vgn6f3N7CpQfmWZmvGdBriBzlFLhutSAyzLCKopXxz6xXHszZv189QyjG7ksAWnHukuxlBPSUdhiI5WSgCU/DqaA018lBW0XipaBwX8FQQ2f33QOeGzucp1vMJBwXhVUbw7Kx0brLgclxWWpG9PCY+DsAWbD7yOfhnD3HfGZKc1zFnAVnDkoUeaWpQyjGYxMRhyg8e3Wdnr8f91hV/7/5jPhtucjRp87fanxHonK/uHfPR4R5/XHub92vHbHjCM9SZ4s5vOc6/vkNQPX8peBMlQKZYQGxOQdhThFcZ87YWI4lbFtoZnl/QjFPSzGN+FRFdlYeKFulPnUob2psrcs/hnEU1C6LPIow4BBKdzpYH4mUPegqnNC7yqR9lTPZCdLk39VxhA3CZRo08asea7h+/wCUpacfDHzewoUEnNbjqLYKh7fVRvT7WGBH4eBOIBISasioLWMn8raJdV5SoVn/u2qqkMJMEd5ZI9Vz9XBgKinr1e8ullIJPntE5bIrZAGDGU2xRoO/uo6ZzVKtBtreGmmXM769Re9oXVHiWi1mFldFOpf+d1TX1o4ysaVDW0B1D2jS0X+Rkseb0e3LSJmsOf6RIuh7+lbqOxi0DP6cXmFGMUYqNbIc8NlgTML6nsZ6jiKQrVqGm5SFbaTF/QdDFOmyvTx7fxhrF5o8s8aNTrDHoVnMppGGMINyHZTA/vUDXaxRl4FVBsJzFIwFJNeu47TWwwNOX1YUWsQ5nRfa0ki1duc9KK3Sthp2KGpUKQygrV5fnS3/x27ucf2eNcLhP83c/xZaJQPO3fi7vbVhymt0yQZPkK11UsIurcYMzu9h/C04wOKdeD3DOLmaviz/TFFd9Xl1WsVm+CNzXkr8ywVwVEHF5vmyzl8mhUoriG+8yvhNTP0nwzycUjRDz2QGuslB8g4FRtb50gdcZtVD0UUlG8+kEneRcfa1D/bgga2iG9zX1AwnCzpOKQuUKlSp6h22CS4MOIOnC5ddktnr1lTppU9H9/RNp8RqFazVQacborSZZS9x5dKrIG8L9A6SSVRKE85rDhkLAB413FlDEVs4e34GVCsY2LV49I95NSBJfAEeAzTT+sfQw42OxA3QeoKB2qGk/K2g+kWAw3W+grGbtRzIPyTsxLhDTa7TBTWRO47RCTecEgzEuDrHtGuHlHAqHnqf0vr6ON1UkvZi0BfPdnGFWlwDcmDGxIZ6yFM5D+5adzohQ5xwOW3z04nu4EgykcoU3VhSXPsWljypt0gplePVkk+DKYD3ofgq18wysAOWKANqPYboL8dMrdNYlenyCi8sZ1cq85Noqg7ArCvb/1RHH6S5uQ+apKlcUdUWuHWeXIg85GNbx4pyzixZGOf6Tu58Qm5RHo23+ZPAW50mDb3RecTWv88eH9xluRRxPW+RPGnQeQ3QwYt1vUQSK8Z6hiMAfiRlG1gAbIspGnlogyvMY4mNDPtB4U8V4K8YZB75jcsvK9enmUhFPPDrPBKRnfZ90I8fzC4pAEMneFEx/Kn69mVDSXJqhDKhZSnicE11s4LSi9cxy8XVFsSYHhrky3P63VxD4pG/fR1mY7sWEvaxMaiTQqfJ3VvQMVxlArFYWK23jSmu8mvW+pry02pJ+U4b/BQF9EYwrcYmqmq7my6vC+sbAeoerX97GSxzNxwNs6FPsthjvhQweaDY+ypl3DcFViKpENyYT2FzHBhqTCNJbjcXTOHt/nfppTnQywRlF2o3ove2hU4cNBUvhTaH56UB+Xyk+sTTEKORalucH1hG97LP7KGH89T0G97yFdaDOBNne+v4Br12NN6HBAeV7RL2CtGlo/ftPKJJE2q29/uLa6UZdgmw1IihRxUop8H1JqjwPFUdyXaNAzhBfQ+Hw42jRLnaTiXx/dS9uvp+vvgNJBp89W1SRKgik+wCQZShd5+k/XRdg5aGmkS0rWzebUcxmErBh8XMuTdGb61AGZMdK+/hmxVsaRlw7K1b3yWLEoYFi4Q28AEAVBbrbxU2n5V4rE5KT82uiNKt7+VpQr8BdK/9uQ8PotiarR9RaPt6kwFTyoDcTqhvrSxd4q9mrDPYt5ukRFJaup4V20wkIhmAyab2lbZkBOs8RXpVt3ASS2JK1YOYU83XD5K0M71Jk1VQUwsEpqtnAhQGtn12iinWu3jNkrfKGhaUvJ4CVgIyD+FSTtl0JHBJhBOc78IWPqnKFc5CPfMa5ptZIMMaSph4khrwlLevjX2tRxICD6FwR9RyTbYNJG8QnM1QhzjuUMzidlmLnk1wOgkriLU0hChdm4cY6ccaxMpvr/Nxjtt8gjz0CpwgGHqO3C1ymcW1FNvfwoxwdFNhCcXDR4bjXEkQ0cHv/koOTLq7QZG1N7VhRP7GM97UAs5Qm6Tq6nzrajyd4p31cLaJox/gjzWS7RutpSuslcH5JeH4pBcBkKrOlLH9tHrLQVy2Xu+qx++8cthnT+7DD6K5mFivCJxH+BEZv+4RrM7R2bDQntMI5//zV9/BNwcW4zqP5Ft/YP+AkafHLm895NNzmh4e3mV9FbDyC5mEGnia8SsljQxQpTIYoTV0V+JOc2WbA4J7sj7SlFq3KrOUIeoroUtDvo/uKomHxZoqsXQrt2zKA1xXzNSgCR9idk/QiUQCMHbWLgvFX1gkGOYHvwcnFtcCHcwQji1d2XfyRIq97eNMKVKfpf3uH8Z6m+1lGfDBGzTNRQqqC502BC1gecKt8yS9S6FkFV12/Ycuv31w3EaJ/Xak9JcYSFAXzB+sM72l0Dmff7GISYRvYAIrAMt2UpG+2U6P2ibymy3L0LMH6kqwB1E5SbLtGdJEyvBeRtlqkdeFXZ01HMFDUTkREo/10hr7oCcLcrUoTarH4jGPS7RZZy6MINfn9mGBoGe8aMTYZlcBFwMzsa7Ki16+RWraey31f/+ScWm+wUJxymmVSUljsYFh2I0RLnLU2HJ5KgGo0IM/J72xR1AUZbmY5Xn8GecHg65u0Rtvw2YtlElYJw9xwKFJv3+fsu23qpwW1z1+U7eYVyUqkKnaTKdGZUOl0XlaJZfWpA18qxru3xCqzCthKU5ycgRPRFFdYnL2uI754H0GAe+8e/PhRKRcayfjE3tjTWqEwy6q4OkeMEWWwV8nyM64CCV+7J6/PdinKgK4VulHHv5gSDEOinqXx46NryO8vMp+o1pcu8FZSehTgXLY4fFRuGdwPiQYWdWIZ3dE0DiztZwWXX/WxnpKZXIrM1Wq2BDlBMIXWRz4mdSTv3yL89Eg282gMM0/0O7ubC2BM3hShjqAnMzqnJcijxZ8zPlFMbzlsIKhZVSiil+JTmjUtKtHQynCJIfEEGWxTA57ox679HPpvO9LNApUrNv9cM91W1M4c864hvNAEwwz/5QW220AVDnM+oNhoYSbJ4vpQuX5UAIrc4norkHoN6uiCGKg9moPvka/VUbbGfMMxKNq4wKJrGTYzmLAg+HkNHDQyGL+dcfB4i9u/JWYDlWdw7WCMNW1R2ppb5m0jPMkn5QxlMMQb1nFpxt4zX5KCFTccWaLDizFQifZXpvA3qy7rcL0+qj9kvTfG++4tWs8U9eM5OrPkUY15VsPbnHE5rjGYRXimYDiqsb02pB6mfHS6y+QqBsC79Gk/hpoRMJuyPtbUMYlldDsgryu8iaP7eIaeZ5jehKy+Se1UM7NKuiyh7LPwUoA0aVuhc4guICk08bkiOvcWUpXhlWP4lhPxBuMormKiI490zZJ1LOFFynwrZHwrIIo61K4GuHFZ0RyfoRp1vNkG3lVO1jCAaAh7IxEaGd9vli5NTrSpkxrR4RDXaaLtUhZPlbM4tF7aGlbP3OozCEu6z81ViWR8kejAYv+tHF43BQ9W18rvUJVsZKPO5Lv3qH9yTvz4jPb6HlcfKIrbcwoF5iASBbVccfUNS3huiHp62UExYjJQf3RJ46Mc8gI3T7D7W/gH57TsNso5rt6v480c8SOHyRz+qCC6mGPOBzIGmc4W10iVaG4VhZz8k/sUgaJxVJDVNf23Iex5YhNYyDmhc/G2jo8EEb6gmiwELfR1MYYKlOQHpSn9qhnCykx49ZraQtyL5qIohy/JCmHA8GGd6ZZm/ZMUbzCH43NwltbjUExaVu9BCQhSJaCvWuleg/Fdodbd/S0tCniL27aSHKcpu//9Z9Bp4k7OJRlQGjsa4T58G+tpzDQVH+qqCq1mxqq8DtX1YaXarFrNtZi0GRDtbEnhYQw6zbBlN6D6Xl3iBgS8Z5ctZ+VQgzGz775N9OPnS3OSL1qlOpztD5YoflcGdqVQrSbJdp3GseAG7PnFsu3+11hfvsBbrmtVkLMUNflA87b46nYfF5jUUv/0nOi8SdoNOf5ewHw/Q4UF/nFI7VDRPChwGlp/9AylFNn9HVyzLpUiSBbTalCEYk2Wd3PMUAL2fEsCecWzDHoQDAUAlTeKxfwmuBJhj8meo2hY0A6tHbqUOpzPAvm3yBI9CQQUo6DxxKP5yqIzS3SlCQfCJzSTBDVNcHGIOjxD1Wqy+ZICdX5VovrKdrxlIW6/sHurltVgc9RBpaNrcFsN6scFYMhjTWEcncaUk4sYrjxazyz14wzlHFt/oUjWNI0fHZC8s0PwoyeSBNVqQJs8UrQ/GtIcly2rFeCIq0VyaFVtpTdVtRWiFmTeV/3/GzRXlQW0xY1GtP7gqRw4Wiqv+4cxF3/7FrOtBpN9ER4p1nKUdhxftDFeQXFcEx3rTNF4oYh7hcz/jMD/Bw99vEnpCDVy+DOxsqNwOM9gkiVNw66MN4Kho0jkz7StiC7ESWrjJwmD+wEBYlBvUhlPxIeGvOEILxWT2xYbWvy+wcxzGk8SJveb+NP8NeSkm86of3ZF0a0RXEwJhjH9ByHTHaG0JS1NNCgwJbNjtumTN7o4pWh8plCpdE9UFC4z/sBHrXVQkxm2PxBZytn8FwdTeF30YjWYrgTjaj+om99fHbJvWMr3KL72FlYL8t82a5j+mPG+Jrs9p1ZPKQpNZqTTFFxp2E8wL2t0v3+MXUFVuzQTCzzPSHfFFqhHz7DW4qUpqt1iY57LeMvC+GEDb1agp6mgfm8aCSzeo090Zbl63+A8Qx5B3rTkTYeZKelgXUmbOY8UyXad6Jla8GwrIQjn3KKNvbrcZPLma/QFrWmXprjLsQSjegxKke110QXUzizRwVDucQWg+vTp9aBbvVaa4krRjeq5C//4E+7M3ll+7yqft3xPC2GMyURQ33GE29nERR761RlZaPAfHeKm04Vut1zIlXltpedt3twNUXHE+TdC2u1bNP/kGfbWBqqymYTFvkq/8RBvnKE+frK4NvIXy+wru/Qf+uz8RKPiGLbWcS8Orr9QmWyqeh0VhYu9K05My3DphiOC05gwzWiMJhTl+190Am52hW6sL2fg1UoCSrU5C4d3PqTZ9LFGUf/RS3HpyDJckqJHE+LjgL1ih+PvhcxuKcILxc4fDdBpeaMTAWgo55i8u079z4aLm15068QXlvFdjdf3yJsFODHEVlNxaTGzck55Jm1GPdeYsv1chOKglDetmIS35xhj0dqRZYZ05oNTog6lpUW58+eSEJhEuMONw4zwKiFv+KisEI/VSiWm1HdWh6eCnEtFmvE1yPrqg1kFYaVX/r0g+PwU/6xOfN4kr0VMA41WDr+TED6ts/YXZ9AfLrLIMBMqQfDT55JNAxjN+vfPsc0IPI2bzJZqRtVr9wbXwSQ35n2rVa2ofVVcwBWE7aqEndZl8FWL+e+C7jCZsfHHxzjf48n/bhP/gyGzF02cceJA4zls3aIKhRkqgrEjvMooQhGe8BILeEx3hKvdem4pypGXHk+x7TrDuwHOQOPIksWKeTlvdkYAcHlNVJDSdnmI3wqwgYC05l0B7Zh5mdy1CtIdcZGyI5/6gSoVzhK8cQ3/00PseLK8FiWAyR0c46UbTN7fYrzrMd1TCy55+8lMDtxYU4TSqQFN5+cDVGkPh3OLuaqq13Brbbm2nSZuq4uaJuipcEPtYCjUlcGw9Eh9HYF6jX/7BlrGonryVirjm6IZK/dYd9q4Ro2rr9SI+pbmb/8cZTTn//lXGL+fUm8mTHoxtc8DGhPY/Y890s06L9oRmz/JRCSiXpNRVVmlutEYAr8E8S0DqRuLiIsaDFFaeJgNo6BwcHQmIjc3gu5iL8/n1A/nDB7WSTqC/7BxAVYRXHnC7fXA+or4Ujo99u3bqE+fyz2oWsZUVe9SkckVSLVW6TuvfO/yQkmbVG9tUGy2sb5GWYf5+XNsq4atBYzuRjgF3Y+HcHaJTa67Cq0iyE23I5zcRSDU11qx3g8fLSrixX1dqU5dYZcBsyhw4wlFa5/ZdkT27gPqx5kE3SRZzGBVECypbNUqhSeWdn4rY5DCEvaciIC0Gsx2asTFfdTj54ugrYOApOMz3gtYm+yj5inFSwmszjrinx0Q/aiQmfatHWb3u0SVKcNqAmktbjpFhcFif5q9HdxwhJtMpSU+HMNwLBgbz1sitW8+G1+wvoSBt+QuKumj27Il4E4viHoD2FqXbHY2k2xRCQfNZSnhXz5lK3iL4hNNfDzB9EU72ZbzFeV55HWfwT2P+p9x7cFvPR5y/q0OyiKHdc1CqqGcH6tCZCO9qRyyjZdymKZNIJLKuPHMkHQ12aROUhpph6ceay8dWVMx23EUNUfSVbSf5gQHPZI7a8TjjOCwV1a1IpaBMaIsAzKzzVJUFMkl+qK5BFyTK3OFRXmrAc7J5j+bE/aG+F95iN6A08s2xdRj7+Ns8aA7V1zfPNpAp4nt1Om/U6d+nKEzS/DqEmernymzXz9g/Gv3qT8dop4f/ZWctsVhpLVk5GUbFN+7bsOnNQolCUAVfKtfMZmitObev4o5uWoT/OqIZOpz91/Ck/+9EsR1ruh+6qidZPj9OcF4Rr7VYng/Jo+EPpS3ChqvtFTCvhF7vzhk/SdCb1O5Je9E2BeatOORhwqTOoqp8JCLCJxSZHURAkmbS152XhdsgJkYvAtD/cAn6jtqR1PpShSW6PzydY7rakuvPyQ6b6HTgPWfpTJTj0Kc75F3IqKrnLxmyOqKYGzFOadUPsq7Mf6nc9EJbzXof9hF54LC17kj6AdkrS7+IMO/alHEPno8AWMXco+q5Ey+ZtH2BWhmVc3RVjSJb36mRZCMQ9RgROdJi/DREdbaRdUfPQ9wWUCzHA92H6Wo0yvCwzPevtyRzzmaQLtVesGqJUJ3OlsGjpUgZscTQf8GgJPkZ7Zbp/acNz9jK++/iMTC08wFeKcnBpMIz19ZSa7zmgKnSRsBRWSoFXfRJ5cUvf6i8gWWLjurkoTldb42W67ef0mJIcuxgcEGGp3I9+qzHtrz6PaEh+tOL8pAb1/7LItzYjxezEdF9er6fHORgFTSiJrryYCzwuxY6XAc/1qd+YYAMHXhEzUbuFoNN1qZdVev5+zyT96ACQBsf4BJ9pm3DQ3niM5mQruKI9yg/J2eR+1wymwvZvh+lyJQdI2mePJC3v75xQKd7I5OiZ0o5K1+zkXC4ZwkI8agoojR17Zp/NlM9jRca8dfSza/wC/45lJ/5aH4/+fV9jbdr7T/11LZtepweHpNeF23W5K9Vs4blWoIMtBWgb9oQeKsfO/KzEqFZVY8niznJutdpg/XOPu2T7JmCS80XlmdFKV+q06FSmLmEA4t7ceCtraxT173Sboe410jAgc9S/04JTifLG2+jME2I05/uQUOdv7oCt0rN3wolaS7uIKtdfLtNk6BfzoUw4WDE4ijxWdetJmVupaFwvXAu1jVbKjKaMs/7Vu3sb5h+CAm6Wp2/uAKPZgsKwZYXqOtdab3O2R1TdIp70UGnc9meJ++XLwvtbNJ/1tbqELatu0fHmMve794M64gXQHUvX35czDGdZqkW3X8P/90QWvBL03qq/tfIm5VS7Roi7UWF99uEV9aWn/+it7fukP7kz4uEHCdORvgWnWcp3G+oYg8Rvcieu8reGuC9+MGt35/gv/qcnlQhCH5g11saPBGCXqaMvjqGmEvR1kEvHI+JN+WKnK+GXD1rkdeg9qxY/COjBfiU033cUF8MscbzFGzBJJ0kRwu9I1/wVJxJFzY4Qh8j/TDexShJjqZoLKC0btdwn7GbMOn/ZML8Ix8dsB5Gj1Nmd1uSYvVgTcvKEJDeDEj7YSgFZMdn/g8p/b5JWo6l/eXZdf3119DWu+NIJU3/Gzl4KOCgOLd2+hxCs9eLRC8VUU9/WCXq/cDnIb9f/6ZjBxAEjTnZEZctRcrrd6Kn1oldMhzoht1XJYx+9Z9soYh7OeYeYH38xfX+LCvXf8gwN3dZfSwyWxDUwRi4ykJjHTAvGk5korLt5JC/djS/dlAQE3lDFHFkkzb80v5xjLYXvetdQvN5VX1KAJfAuF8vvjZ5ZtU14FSq4nPFzyLlSLTa05KsOwwrvJw37TKhOLk//BNrA/D93I6H3ms/TzBeYr458cSAFdn1tVzzEqXxFmZl668V727LWej0XifH0nBNZkurpNuCqgMz2P6yw/AgT/KCQ6uKI5OFolDZWxQXacq8b8mmLFyHQGG/+irFIEiviyI/vDn0gWq5r1xvCgQF/dJKX57/N/+0Dn37Tddpi9fxbvKnbroL/+tvAG9X7tN949eYufzZfbt1HJDZjlQgY5WUGtVuy5JlxunKMD4YC2THQ9vAvUDRetFwvBeIG41TXCeaPBmLfDHksXN9mIaj3oi3xZ7NB8PaLzwcUahCoceTCUDD3zc6QWqFqOPz9h9Vhpcj8aCNjVast0oRLVbMJmBbeFNEmwrpoh9vFdOaAslQGnhV2rLGdHKUkbLw7h6cLhSLH3xYMqf+vNXaGD9WbRQAHJfMEcavb/GbF0vqroilCrO601RUUSxt44NDP7hFY0XpXNPbyAHXLslqj/9kcD5b67y3qowxN3dJe1GmEkGjVBsE2sG89WHmMcvF4Lok+/co/7puYBKqvdeBi89mbJViss7pen+/jNcYdFN0Y528wTSFK0UxBGTb+zglCLoK+bP69SPHN5gLu+1quTzHP/oSsQs1urM7nbE0KLwKHxF2Ff4pw49zSgasnf8sRzG0z1woSO4MEQXjugswfusREGm2cIOb3X/v3EpBQ9vowblQ16LKW5v4Y1T8jhmeqdJMMwwc4s3zggCTbbVxD8fS4IRGswkI1urEV4l6PEcrgai7BP4kOVEffm7mdYoIoMLA9RY2m52ZU8tLNi+KPjeBFZV//8mswTKxNFJR8b8/DmqFssc0lrhq7YazN/a4uybEnSbL8uEM46viWlc3/fu2uuoWsz0Ow8IBin+yQDbqqGSTGhFtxr4/TlF7JN99R7B58fLZOjGcmkKT17RPqnR3FmniH3679aYbQn1LK8JjzdZK/BHGjMTJHp8notecxhiH+xhjSZZjwh7CWY2X8wG7aqkYrV8H3V7l/7X1rAG2p9N0B8/peLCCphsJfDerNh/QdC9ZlBQ/r+u1UqxEr28P+2WgKNudA6uv44gsHd/6xhVWHrHu8zXHGffDHEexPt32PwXI2ySvAEw5hYax85et/gDsKfn6Isrqf5L1HBFa1JKLbyPlVLU/uIFzOac/G8/gA/2WP9kDe8Hj8qNsDL6qIBziy7hjQBcfd1C7Twnr5VdiSroRiEV6Op6F+BvXKsZ2TSzlfngyjzIpMs5FVQHAGBAddu4CoJfZXrVhltpd7n5fDmTUBou+2z9XmlkDZj+mOnOLs4okSiciogHFsZ3IL8U3qY3bmEyS9LxcUoOdTPLcb5C1UJxJcrLjLxsd+HcgktZbTm33YE0Q7kMO57gfX4kWexbd/CvplLdeZ5suOmM9Cv7eKMUPUlQV4PFfFRI6IFshCr7Lw91t7qJq01VlJl1ki7m3YvNswoOKAqaj/pk3+gy3VGEvRJgFIIaTgQtXfc5+M2Q3T/eYr7msfbqQsTdu03ymo9OcqFn6BvJUFWxt1vkD3c5+I06mz/NcVqRNQ1OK7yp5eDvNdnXd/EOr3C1iMuvevQf7rL3e1eow1n5vlce5CohcYW0wgE3GMprVuMJgCwjD3cZ7yumd3JqLz3WPhpIp0Ip2NlEnUmG7uYJDMd4owkqWQdq1D45WdCn8o0mztMMHkaYxBEOxKVIZ4r6M0PYE9pQ8OICW1UplFn+F1EbVrsXWmMjH1sT0JQNBZTlnQ4JtcLGHip3xMcT9HAKa6FYFCZS0eYNn6zlC4DsfLxsd/qeWFRqJWCmwQT/NCeoOMBhgFuRI1xUvb8AJPXGVdGVVtdNdaIyKC+FJqQ7M/rGLkd/W6N2p+RTj+jKZ/6Nu8SfnJR4hnJsVL2nVYqT1qhbO9hGTNbQBAM4//Vdsroi7FtaT2d4s4LJ3Qb1lxOm+zWCz1fe283PWCbxdjJFnxvs7Q1aLxJwIeN9RdYtyOMcBj5mpmg9t6z95RVqMiPf7jD69rY8P74i7ShazzXF3QegRPN5+4+auCcvFlWv2dtm8pUdplseva9A45UYcSyKlCxfCpGsPlM3O19fEHx1qyWezFkuXYAKrFl93MCH7U3SvRbeKJU5+M8/v4bpuDb3tQ53cAz1Gt0/znHtBoOvdEgbmvbzhOIr9zCPXknALIsIkaUsqYUlJWgh4HJj77gV/McqrWnBr/3a22StABtqnFLkTbh6L8K//TXW/t1ny89XdgVea5vDstouuwzNf/szUIooCuXr1eeteOOsAMOqgvAXrC9f4FVLEMO1dkuZhTT/8PMlV6rKaMssOnmwif/9MltcfVje0HdfDParyjnLyboR41sBJm2Sh2rB6U3bFhs5aOQw9mg+0zSO5OeL0ICC+brHbF1Tu/CoHScCkMplI6nAZwFHrzJ+owXJax1cCDqvAtRUqEad5qh5ydNt1LBxgHo+w+/NKWo+eipcR2edBGqtpVIoD0lVr0mwWb0WFWgBFgALpZdz9cW1r1peRkslPp0T9i1hT+T0TArexEnQnhV4gybhVcR83cMpmbkO/v679B+KwEHjZz0RaLdOHGpWVJDU3X0uvrfJ1VcBZbn4qkd8ZjCpzB7TuodJYLYTEel1vN6UvT+YMHwQo44vl9fWOsBcz6LhRnbuACuI3jLpaD8ecf7tJmZsaBw49PNj8oe38A4LnNGoZlMq9jIA2/EE/SqjNmgKfas3wJyYBRhjLdtE98aovKDbqpFu1DGzHJ3mMjcejZbAGWNgc004p/3BtQdWxRFsb+BeHS9cd/LYI+kI8mu8Z2i9NOh5HXM1Jn1rA2+WU9QDZrt1gn6KPxbUrjdOxW+24ZHXDfl6nWQtJBg1UJnF+ZrZRoA3t8RFgb4cyggkL2e7UYhSegH0+0KqEVxvM/91OLure/Pm7yiTxuYPDuis32V2WUPXHc4odGpx48k1pGylPVx501bPxOzBGrMNj/hSNJCn28LdLUJNHtdY/+mY2cOQ2VqTzR/0r7+HN60KdV+L0PMcPc9R+yHeHFSqqD2PWPskp3Y4xBxeQBhQbLQ4+26T+ZrQzvypw8wdo31D1hDamcrh4ttrbLw6hjjC9Qdke2uc/IqHmSmcZ6mdOczPnr6xPVqJpKyOEP+q0YDd38KFhmQ9RCeW+MmF6DqvgObG760xvOOh85Cd/3ghhi1lortQtYLFKEuvr8n50qzR+6UuzRdz/JZPERqm2wFx/QHeJMM7uFxqTDuLCmLpcPje9UTtTZzyVZ3nqqhyDu+4x+Uv3WayJ8pz+WaG6XsUjYLG4V28P/lYnr+qpY9bFh6r+696zQrZnOcwKRb7WlXc+IoeVklpVu/tF6wvX+C9Vq2/DthYbSstvq8owGmCw8HrlUPFV8yyN2d8JWiHeowuLCZzKOuYb4hjT14Xri6FwiWa7keauGcpYs1sw8NLHN7USmfbwuVXDNPNmPppSOPzMisLPGkZjxLILbo3lFbzShV8bcYZ+NKOPjmHWk0q3uEY1S/bnq9O8JsNOXTSbEWgXF/rBtjB8A3Xd+WaVpmjXSYylUvKAnXsB8wfbokdY9cQXQlBPj5LCT87kWpSKZ78Vy2cZxm+Z9n4vkG1mwzvChBjeNej/jgQs4fCoj1PKvCyMnn1T7aY3C7Ye+ec40+2aBw4/JllcM+QdqB2ohg/KPBHBqciGuME72LM2mAuaPXVQ6YaPcBypKCVzP2dfa01j7PoFyc8+Je+zNU/fQXWYZ6dQBigpnOG375FVles/eulc4tLUhiOqKhdqhRZyN7axfka7bfwj/vowYTAwvjttiQdWtH83BPd3MLiogAGI2nxW7sIPnqty+zdbcLzqcjt7W4wvVMXJ52ZxSQOHMzWPeIDh23XStcrj9pphi4cyUZIdD5HFY7RwybezJK0DeFgJbhnFj3LGd1qoBzkkSZbrxFMkxKEVUcNxtLSLUX1r5m665Usf7VKvSnQcW0LriTWFbL21q4kMavArZXK1Q5HbP2Pj2QGWa8z/OXbBEeDRUdHxRGqUWf+1hbeKMU7ulq457C9weUHAWHPcf5LPmlXbAIrMNRsU9F/twFA4zgXW8eK51m9h5U5JIDa3cIdnkB/hM6EJ7zxx1Ox72uE+M/PxDwgSbDWUnzzXUDYD0XNMbkjErTRBcw3pD097eToOMddhsSX71EvJTD9ZycE/YfMNx07f+po/d5nYqSxQD2vJNJVBbbaxi3ns1+09JNXqG6b/tv7oCD6i/5y/BOFqFqN5k9O6D/cp3FsUePZigWhk4RzdYSkFXiGbH8d5ymCkSWPhZKn04K8phntB9TONGbUgMGwPKNLPv9rb7A6i5afY9Uh6JrghzEUZ+ds/YsJ+Xt3MNOU8+90uPrQYUaG4KSPta5UhdPLBPJmgbrKO18FN1avW/K5lc8C+yCz41LR629cxQtfnOXcWIsWXfU952W1W2VCWpd6tCVKuBIDv0ljqNdwvrTpglHBeMdbqN24QEAx/kATvvQJxpY8lJmNLhzDOxrri6qOTiHtWtJ3EuafxJh5U9xPwuVrOU/Mx1WSoMqW+EILtFYTtK4xuFYDekPhV4aBVMIlgMTNiqX0Hyw+jwqD64nJTYDLm1aFKK7+d1XFCGCtTV436NTiTy3NRwP0RQ9X0ozkhwqCgUJ/Z8D4pMHGX/RwtYi8DvOtnLxumLy9hkll9qh3N9HDCW44QtVrggQOLYfPNoj6mrNfzfEGBm8G6VqBsoZoe8LVN2v055o91ab5e49lLnlj30jiVR3sknkq3y8fmHJv6BvZaJ7jffyMVV4hSSIP0M4mwSCn+Sev5Ou+Etk43wffp9hoY44voCat5tl2yLyjCYeWoLlJeDYjb4dYXzFb1+CgsbcpY6HxVDimlbB6Wa3ZuztcfKUlATaLSO/cxfqK8Y4hvrRMNzVJR5G1HdG5BLysE+ElAgacbXhEVwVBL6X3bp1wZEmbekFr8mdKWnG+7MusGzHvavypI74o8K9m5fPhUMOJoF5Lub/qfb4WfG8mySs8bLWyF6/RUKojViuZz99ESwO621lIJVZ73g1HNH/300XXShmDvbPL+EED6ymak2ypFKUUnF2x8VGTs28EZN8c897OGcMk4nJSYzINiWsJ5+9FRJ9FbP3JAPf8YPmzN9u11bM2KbWKp1NJ5pyFMJQgrJS05/sD+d4gwD8ZwHRG6859eu9pqcRqjsE7Fn+kqZ0o5pmH9T2CkcIfl/rCWlH0+gIkazewr46wJdhKb28KKKuS/iwrsKrlqYxZjpvetKqfSVPc+SUb/yETXexVJkHZOXDzhNv/g6PY6lxPXrVaskaUaIvLrNZw+dUYVUhl33k5wmmNfn6Ef9Ih3m6j5xlqlqDWOpCkqDTFTmbXubw3aYdVl26ltV2pelVtaaUUxWCI/sHHqFqN6K0W3kyz/lNHvla/jpsu57tuVTbyTR3SG/tbGaFcqVZT9lqeozptuV43ioE3rS9n4K3WjcCxEP0uAS83PS1RK7MG35d/29og3xDB+MlOwNofHYhH47191CzBXVzh1tqoyQzaEWZuKSKxgCtChxlrvMkysI73RaJPVKocWTfHjIzo5maaD99/ydPLdaY7Ab23fXQBOnOEA4duefjDnGyzRjiuL50sZnMJfmXQRSlsK5bK9+XRUtTgRqW+uDZlO8Td2oLPX17/evX3mxt45bq+ds1XWyVFwXjX0HzlaLycik3afH6tSga4998+Z/KjW6zj0L0x46/vMd/J8YaC9J7sGIYPDeFlQO2shknWaLyaMb4TM39rzn/5tb/k0XCbyTsBdS/Fonj8Hx+A70rsnAUHQU9Tf1lW8qUPp1oVOlidF2otlWh1UCwQmQVo7/WHY2XOvRB/ODknSlLstDoQJJDbrS7zvaa01ffvUns5YnxX6F+6gKSjma9pgnUPf2oJBjlF4BGMLfO9JkE/QV/0ZL/GEWx0cUYxvdNivGcEVd/QDB7E6AyCvqOIoP+WpogdWafA1Qq8SUDejXEKosuMvGbwJoW4em0EmNQx3jOYuahaAVijMIhGdH43Jo/E49lpSRLzZohXOMEoWLuYiQNy0GRZCe67TjdRf0V7bRF0K2R9uZRSi7mbCnxRbppMlpXmatVZgSSriqyk3Q3fbTLeE653Vquz+alajHXcdEr8+QXR7V2micenR9sYT37eeAV5blBGEmw1mS0pJqufZzW5cE7GAtWcsVQCKx7ucvrdOnkMGx81qF9cSffIORgMBfjpIGtYbOBKfQC5DvGZY+fPZpjRHH01Ir2/hd7cKKmSGdgC++poWclqLR2C1We75LsudJSNge0NVG8gv2eeLJWyioJrVnrWioHG3X1cM0J//mpRPbu5yCwWh8dwckZRooOV0dJqXVC4l/fWXVyx9efyPJz9cltGby9eStC8sHhhIEY4g6HgKIxBZZkgvbX+q7t15XN67U+1nMkqnUthYAz9t8TApvv9E9zRKe7m/ms2YTJZyEGqILjewobrQK/yzFX1Gna9hSpZNvlOR1gPf/k5N9K119aXMvAu1EIqtF0tFmh8FIk7R1nVrSLRgEXluCq+8Oy/2ibZLGg+Mfgjx9nfu83GXzZhmjB5d5O4GaOyAjcakze26D/wmW+ADaQVpVPh8RYaORj3C5xxeO2U3fUBa9GUw1Gby4smd26foXE04zn2pE3WAizE55C0FKrQpM2QYFTgrTcxp4UEMWPgzp74Y05mIh7+/Bg21/7qi7Va9X7+8vUAXQXmNwXbLwrASomYwTxh8I0tdA61FwM4XWm13ngI3GRC7c8+x93d5fQf3CZrKOIDUXhCQ+8rjge/dMiryw5n/YjgzGN4v0QZJ4Yn4w2+3X3Bjwf7fNg6YphHDH8lYpQEDC/Xsd/v8PDP5oRPjxcHh8ygoTLsftO1cdbKYVRqwSpVVr5Va3RV9AO4iUx0RSE0L5C5fFHglJK2eW7J2h7e3OICj8muIRg6dOaYr4s4f9oEVWiCfk7r6YzBwxq+scRPJxS3t0i7Muf3JjKLVc7hTyQoTm4pdCoJ33RXLcRXKsU0NTV4U7j4aozOHKbSFdn3xN4ylgM97FvyWDSJdV76HNe0aE135Pd6E0cwtgTDHDPPKVohLvYxZ33hkyslLbXJFDa66CjEXlwtBR6+QBT+2nyxwlVUh151AK7sv/m33yJrejR/5xO5HdUBvIpCvTGztJsdrIGshYilBIr8g/s4Bd6PPpNAeXpO58kazoT0fsmS13NcoWh+HBAMHFunBcFotvCsXcynv4jeVb2PlefLTFKCQY2sqYgPJit0ICvXzfcJhgVBz6f5ypE2FN5cxDb8WclYOL0CpQg+O5IZu9ZMv/MAZxSNH0klboejkhmxyokt34dWi0TTpSnqoiddlKqSrM6HKgHyvOX1t5bpgy5FrGk+M8uuRZ4vultKuYU9nyuWz40yRjoQJV3HpSl89gK91mXzL1SJUzAQhUJNvNcCC/VPCopagLnsS2eqUYNZ8vqM9CYKPnhTS1df9+kt1/7vjpjuxYy+tkW9XYOPPl/Oxq2Fbovsq7dFJEgbkg/vED06ft3feLUTqDXEEUUjxFtr44ZDTG9Ker9L0GpKIvkLVCm/lIF3MTfzPGknhgE0aiIsUWbt1QF4bd28OZ4nhvQbc2ajGskaRBeKg3/YZeMnKeHlHN0fc/ab+2z9+wlBLyG+NCinma9JOzltOXQh85g8Bj3TFI2C92+d8KBxgXWKfhIzaSS8OutyWa8xGUbojoiu+9MVE/WuqAp5MyuydHlO8dYtVFYweKcpWrFji04t4c9ewtnl68P6L2q9f1EQvfn9vwgwUi3nKDbaAJhU0LnqaoBd2KO9/jsE6eco6gHTPcV8WyoyEo1OpEuQ5B7vbZ9xVG9xETZprI0ZjmowDPjJq31+enCLX7v/lD84f4u/tfmETjjj1VkXQkd8BuGLK+xV/0a1vzJXvImWXsnmXZpKIC0fOOXcdcnK19SB9DUAGAggT9VqXP2DhyKaESq8mQTai683yGOpGBuHIpTRPMjxRwU6KRjfiYguc5KuIo816oMNkRSsiYNTMDKMbnmgIL606AxqJ448VuXvBSVQBrKGw4UWr+cx23I0XqjSGxhmGwqTSoCOLhy1s5y8rhnva6wv4J3WC0tWk0M/7IkgTDBxqMKRxwZcIFzl4QwXBtIOzwSdqs6FUoXWIj85T96IhH1tn9zcM+7G18p9GwxSgss5qtmQqvLmugnA8j3UPGO6rcXEfqoIB47BQ0lGup+Ei85S8OMn7Dxvo7NbXHxPY5oZJgnY+qNz4Sr3B9cBNTfR1tVbWFXpWtlz6uCUzWmC/pVt9NH5EseAJKra86h/esa954GYwcQhaiC2fq7TBKUo7u+QdkJqPzuEXByHgn6KKixF6a+slBI70wpdXvJGF6IOyi5mkJIsWhbiFNW1rrpAN3jWted9MVu4cc8qzeNFkWMdyldLzm8541ygmjUo57DnFyLt6Jx0S5xDJRm10m/djSfo8aRsURdCD0wSGf9NZ8skovqs1f1IS6W8VdnJEui04IS/9wAHFDUxshBNBoXZ3ADfwx6fyn0ZTcC1yd+9TV7zGN4PCM5acHm1ktCsBF1jJIlJUryrCWoudCY1nRM/vZKE4CZY68b6UgbeBeLYyMMNyEYthcQXOrars8kKen6jrVo7UcxcjWQvQwWW9mch1oPBfZ/Rb/g0XjXpfpbi2g30syNa6RbenSbWeMw3RSLSBqJQM9tyFJ2c2tqUQOd0vSn/88EH1IOUOEzxyrZVsz1jrB3mLMYaFmLprScT0nZAeDFD9UdQi5ltRxShJqspilykMqNJLvPaLEN63sVfOaxfrNXD4sZm/ev8TLX0qxPs/T0anw+kCp/PXyPo31zOOWZbIU5RahJrgr6i9cIyeKB5dbhOumM4P26DhlkScGfril4jpt+T6lfj2K0N+f8++xrpT7o0eiJCsP0/P1kKBay+7zclJG+qjlb/rSgg+yuuS9UluJHInP3nbzG5JbrdrZcF3rTg/JeCcjQhwbHwFc1XBVmsSVqGzuMJaUORtHy8qVskX6N9j6SrqB9bZuvlfMqWFfMdTR6BP4GwJ9zxyZ4iawunUE0NznPUjjRZExgLv9qkAuAJ+iL0MrrtkdeFU+wU5fdI+z5tyb97U0cRKMJe2b7NLaoQwFbeCMgaHvXPrgS41mnhQoOypcCBNrjtddTh6SK5WW6iZTV4Xenn9flZdTfUp8+l7VlWZteU2EqK3LWfLSzq/IrNn3TovRMQDhyzdUn0Wq+Ka/vUpRnu/JLG8TaTlz6z25LUZJsN/DOHGigIfOxsLp+1bG9XZ8ubxhlV0BM2whTSjI3fS69LfgK62ZBAcnG1nCleFKKfDAstbaMV/gf3mX2wJxrL9Zh0LSB+NaKohxjfg/0dGIxL1S0ZqbnKMMU64azHkbiv5bnwWyuLvvJaVx2g6vNU19mWvrXXqsaV4KZ8byFEoVfm/pVZQYV0vqbgVM7u7WgsrkInZ0uLwDxHbW8Ija03wrbrqBdjaNRlRr46ZqzeTpVkVPtoBURZjRrVw7s8+ycdghG0n+b039Liox42Me83ab2c450K17+46hF+bsj315nu+DQOc9TB8TVVq1WKm65efz5fsD/QWub9aYqbzpY2i1+wvpSBF5APkqRLYQzfF5BR4MtGn5SC2yvzvUrkXe1ti1awNuz+i88B+PT/dB/d8/HmljzSXH3NEZ9q4ktLeDKGvBDAzDyj9myIP6px+p2IpCvC+nnNkW3kmFrOXmfIr3af8mi6zXtrp+TWcK+Z83Lc5bjfYjoNsSNf1Gxy0GMQTWdD9KKHqri9vidVT4zw+V4U1F9O0NMUN5uJkHeNBc9NKfW6os5fQYq/5jW58jOqXi9/b/rGoO7GE/TnB1AsD4cbL7D8e0VR0prmHz2l8XSDohEyvh3R+b0nAqDyd0i+Jr8nOPHRucLZgIMPNI3aHH0Woven/ODkNkWhyXPD3p+kxD98BoWV93Dzc5bznJuV6Re+178iKXFv+j03aAWbf9pDfbdLOLCYxKIcmAQGH2SgITrwyRqK2pllvCdi+sl6iD8VaUYvcaQNTe9tn9mWw8wR5aNY4U/EcnDw0DDfcPhDxfhegfMc0anH/HYq2uHdFJtpcIpRF4J6yvQixu8LiryIHDjNVcMsPKuzuhh8xGeOwlcUgcx1UY7aaVaCADXRyVQOE98w34xJOobaWZn8eQHkGeairFasRTVqcH4l1W+SvH7dqnni4iK/ofK1ejEnXEXproJnlFJvniEXBc5aop8fsjnZoog8+m9FhD0IL5Ml2HAl8ap9fEy3tU/Y8wjGwmLgqk/+4QO8/gz1/EACgjHLdrExC/pIZZax2D+roDBrKc7Ol2fWKripCuTGQJpeU0+qKDQuy/GP+5hmDIVl/P46ScswuL9G/aRA7UT0HxrC3jrrPxtjnh6h2q3lOKTUDi7eu4vpT+XeGIMKvWWVaJAzYAWodI26Wd2/apXSjjqWYKI6bcFXeF45g1668iifheuSXXEAWly7Uk3LJQkqDNGb64y+ukl0lqAnPmqWoup1XODDew/g8fPXEmBRMpT3VHVdgEWwV8aQbtZRFmbbjtF9SZTzmuPyO5bGU6FFdYxZAP/sxSXT7+zTeTQROdDJbNlGr4J5lQBWn9lobKWYFkcCjnUOZ8zfQFtAxbLNZy0kGhoN4VECeEaQcGFpf1WLxQWnKESvN44Zfn2L9l8UFBst9LMjKApu/S6cfA+O/w6AJToxWAONFzNmt5ucfdPn/v9tKtnvo0PC/gj99bvoQhGMpIXo2gl7awNGScjPxrf4sHEIwCeTXbbDIe/VT/h/DL6LcwrVyEnqOf5BSDBUJB2FSUN0WhfXm1qEU4qkbUibMsurv5xijuUBctYJmvTWDs7TqBdHy07ATbrGmy5j1VL1V6zfSji+CkMBRiSFoEYvLpc/FwQLS7UFZ7NaX4SOripLW4qTPDvEC0M6jxFifpqx/jszJrsPOd+PsBsV/cnhvahz1Q1hI6UYBWSDkPozj83PC2o/fQGNukhO3ny9N3nCvmm+fXMm+AXXS4AhX3DwrH72Z6/YfHkEccTZP3nIZLeqqBV6IoFPWcdkxyPqWcJhgc4c8XmOP8pI1kJqZzm99zzCnqIIZOaqLDQOUvpvB4xvizxp2pb5OKHFvj+m7hdMdESnNSW3GucUWjmS1IOiBAPOFP5IEZ85ZluK2Y4FJ7SZ8Eqq4tmmJhg6oitL4zBdiLG40EcPpxTdOlk7ImtoTOrwBzJzc0aJ9jKU/F6xa3SFfd3F50YLU67Ryt8r6b7yUKvag4sg9abW/80RQnXfkbmn+fkUs7VO57NtdAHe4wPpGt2814MhOnNEPUvnZ33UyTnkOfPNALcVUq8F6GdH16zjlOfJIXtjzyzeSVU1UgaAt+8yfKcl7fyrFP/pCVQqZVW7tqqqy89UmVG43gCdZhS7a8y7htmmWjhQTbcVs92C8VuO8Z0m9/8vqSQXukTZ3r+Nmqfooyv57IGPffc2s52Ixu9+KhXZKgL4RsfoTR2yqpLVzQZ2Zx1mqQjMpFnZ3tXXtQqsw2XJdVENswTGEngSqKKIoltntmZofDLB1ULUC6k0FTD66gaNz8qgt1JxLveEQt3ehecH1wsMpQgO+8zurOM3U97euuT5xRr+pw1SA+N3Ugo/oHPjXrb+8kiESFZcjxbiHG9K+qx0Qmwi1DuyTLpyWfb6e72xvnyBF3UNDOTSTEr6UoNzMTMpLIRh2WqxS5Rl4NN4IlzWqw+abDwDrKP1J8/Jo/uM/jdj2rUZR/Uuu//OZ7YbYQ3M7mRkdzbxHx2WwheW2qkVrl3PoXPHZdjg+a0Qv5UwaEQMiphQ5bS8GU0z52ejW+x3BsxyH+sUJ5dtgp7CJFLtzDua2XqDcFhHFeJlG4wt1jd0niSowpLfWsdMUlTg4+KQyYO26I2ehHIwJely/vFX6Mmqeo1ifxNzdCm0JKMRRXhwSSqgtYp2UdKtVLct/NIyI3dpeh2wpvWSvvCmVVF6VpWZDLj5nP3fvuLq613Of7Pgzt4ljSDhs9NNPtw546Pne6g4x3sRsfnjlPj7TwR9+KbPuFJhX6NKfNE8+6aaUXlI/bXW6oxnZV6nWg0mtxRpR17DGxp0Iq3m5oGINJiZBQXjvYD4MpdMOlCkTS1BMJQxxHTX0XipmG354MCbKuabUlk55SBT5Mc17Fyh9+dMZiFhmDEZRXhBTqOWkHZ8ikRs6qIzLfPlqWGyq/GmMhte/2RO751QUNJjR9grULmjqPsUkYdJyopfa/K6wZ9acNB/t0EwqeFN5bOGpxNUKe7ihoWo96zuh9UAqUtReVu2VEtFIJfnKC8ULmSWL2h+i+D7BWCt10YHFe95cx131cedXtD9d33xUq0cr27wWF2e480sWc2gx+I2w60d/GHB+ddDjv5OncaLd9n7b36ykGa9loSuJgUriN7FnlKKvBMxX5Nrf/LdmK0f3aX5+5/JtajOqjeAGnFOnr1Wg6Lm4U8ss00Rk0nbimAIsz0IunPijxrXuNAAajzDdhu40Gf4oE58keEU6MSJoM5K1avbLexg+Ebrw2uiHLUY5RzDX73H8K6h9bzA6XXaf34gVd9oLJ3GMCxZGeK360C6J5T6AxUNzbkSZT3HHF6w+fQI1WnB8ZkUUGkG4wnNP8zKTpe7Rj27dsl6Q5wx6M11ilciw6prNWwjpvGZT7Lu8fLTOv4vDZh2LA/+x5Szb0bs/uHo+plWFBQnZ6/f35urSlB8MXGhEKcligI7mUrQXRHV+KL1JQy8vFZ5uPFkKeNVAa9KFxyUEjlFz5Me+2yO6Y9x4wnB2C5L/vmc+nHK8Adt7v7jI46Ou+SR4vKrcoGanxqK2OJVnDynaD6fEdc9rK+JzqbMOy1azzyUNTy6/TY/unsfwoJ6e07yeQv/wYivbJ+wXRvyuLdFMTNkLbewD6zQqFHPkjY0upB53vCewpv7THZ98lBRPyuYra/ROEixnmJwP2R9ss3kdo3G5wNcVshB8qbZb5l9zr/7NuNdH+tDqx3gjzewniZr+/jDnCLUOE9T+8krQVFvbeD6Q7AO22mi2g2hWF31RUFnPFnyoMv7cu3gWD0IV8BPq8ba6vkRG5dDJrv3eMk6rlAo35JbzfbWgHnqM09jao/P5TFT+hoASpVmE3iezFFKlPtrAfY1IM8SkLf8pxut5tWZ7puoWCufVzfqnP76NkXkcGspLtXYVOMXhvjQMVs3xBeFKETFmrSpmNySoFo7dSQdJRzljoOZElU0pZhtaMK+E5u5ToYf5VirsYXC5RqSatYJRaGpNaQCG45qtNtTZolPOq2jU6EzeXNH64UTnEEBSaeUi6za3rOCvO6RNbTM5c8zimgN62u8aUF4PGJ6vy20o9jgTzRhv6CoB/jD6cJcflH5vSGZ0SXC06Wika4310XW1bnrSkDVTLDCaqz+ri+qHlYC/PjDHbzJJtHjExHOn07l98SRJJJ2hVZWFMQ/eEItCCSgGkP/wy7WQNoGG1mKQKM7bYqyG3RtRr26vqBS9E9GNJo+kx1D7USRhwr74JaMb0r6UVXlc7Pbgox6/J8Mcf/wfZyGyX4p5lMoGSlM6uz8UR93b29JIQRpc/cH9P+zD5ivaYb3Q/wxBANHPQqvJZDjb9+h/sk5rrTG+4XJ6MYap9/RZOsZw7cV3sjg9D6dPztczsEDH2Zz1MZayU2Xa+uSpJw5N2UfzOZyPbO5JOlZJkIj8wTTbeOSBGdLytYN6s9qUNStBtmDHfynJyJ5Wn7djUaoz+fsxg/Iax7x00vcf+eR7EcEP37G3nBP/HorutliFHVzzLQcc7wG3G02ZDRZjiTwDCoXlsrCgOcXrC9n4L3R/rhpdVfRRBSIupDRi3aLcw53fApa0/r9z5cqKNYR/PgZ9z6v84MP7xK+DDn/Wxlqrqm/MhQBzDd8FnCBosB/fopfgTmyjK3RHJVJttre7jB4u47JNEkrYO/nU45+vcXPmk1BnfoWIov/4YDBaYPoyCPsif/u6LbBBpB0PGY7DhtYjn+NUo7RMXzLEPYUs42QZMPhjRThsMbotmG23mXtoynpvQ61v3whPDhYBgelsG/d5uq9QOaEI8Vs4nP5QUj384zZmsf512STejOw3h1qvzvEjacitReH0hbKHZP3t3HeDvVPL2BzTQj9q/enCnKVC8wXAMCuoRFHY+7+P5/T/9XbKAvBCB7/gzsUdYuead79704XusAqjnGNGso5aUONZmQ7HWxkCE5F+F89O1w4VKl6/ToydXHvb7Sfy+vk3lT5/jXAaS7LiAaW2cCQ74IKLN6ZXNNkTZHlMLrjYQNH1rK4MEPXctrtKYOfreEPBTC1/pHj7FtgpopkDZyB2SZwb0orTgn9nMAU5FbDBuw1BswLn4tpHecUgZfTjWa87HfYaEx4lXSgneE9Dkk6GjNzeHNRy/LGJQ4iF3BVfJFhphl53WA9SQznG5L4RVcFtRcDbFwmC+cWnbsFlcn5S9CUWtVrXr3uKy3gao+YbgfbaaDzAlWBeWbzcgYZXEdGf1GwXf33lb8P7nmY1BBu3ab9yQA1z3BHp5Is7mzCi8Prv2YyXXE0crQ+H3P4d1ugHN7QsP87w2sqcG9aKvCXXrBhKHKtk9KO79URtaNT6rW4vByK9O09AVGtAoa+6HNmIjc7uq2ZvJuijMUlBmcVuucRHzn0YIJtCyhx0eoOApQSsZasCWFfuh3Wg/n9DcKVsU3j4zPhAlerog8VRWl9V/J8N9ewjYi9P8iZ7HgMH0DzhSRz1QhLe6IGRhiKl/FmB30mUrYy7xZ0vDKRFENJIj9blK5mlIl1tqQuLStxkbVdXnh5n/l7dzCjuVCQziRBWoiHKIX58Wd4YUhRJmGhtWRfu4f1NGFpSrOocuGNVWo1slvVhHbOwXiCWuuK0NHZhXRf6zVxv5vNcW/kNy7XlzDwrqCWK6Ly6geGBZjBFRbGYzl4jYbk+oetaARVQFYlmf7+/9Xx+T+z6ChH1x0THeLCglt/kC9mFOjS83eVc5ikMvTPczylWD/ukd1epzVO0IMJe3+oyJp+iVb1GL+VMZ2EmJHwLcOBI4/Ep1VZSDpivlC0c3CKeSvDPwmwgWO6K9mWzkHnirShic8t3twxeKsGCsK725hnJW3AOexgiDKaIvTwR45kTZGsORoHkNfh9Fs+NnQ47dCpXNPoTFSKlGfAaezhCXp7k/m9dbGNA2wrBgv67i1BJ0Ye6vFLabM0m7i9DfRoJmjFEpCymN3dpAE4B6Mx7d/6BG5tw0Wfh8NdzMVI5kbTJajBbnUZP2xx9a4hPnc0jpuElwlFaMjWaui0wOsK39htrmFjHxP42LOL6+pKq6sKDBVqlnJ+czNx0Po1d5RF1Ztm1I4TklaMLiKmexZvpphvWPKmpb4/gtzwD+9/SqhzEuvxbu2EQV7j/z79ZdLndcK+yBPWDwLmm4605SiaBaaZEYU5o0HMcOqh6hKwC6foJTViLyMwBa1wjqctkyzg12895SKtcxnVyA7lIC5CiC7leQkHItNXKa5FvUKoQ41AOh8KaYEHCpMg1KTYJ+tEC25x0EsxswxntPxXi1DzVKwYh6NrsqWLKjAqqTy+j6nXKG5tyLPYaaJiaUuaJJV5cWVa8aZ1o9UPLOeU5d7a/vMRR3+3ifUU9VaE//IEgOm37gIQP60QyeWhrkGXSGXnHIO3G4w/SLj1rz2aT0a4T57wWo274kBjbu0we2uT4A8/EjrVPIF2E8pgLYI4uXSmjAHfI/js6PrvvJkgrlKZjEHtbjLfcnQ3ZByUZB5J4uM/9tj53XOpLocjqeadw2xtMvrmHihJli5uKZINR+1AM30bOk+tUHquegIoOjr5YkAVy7mmOzhBRxH1ixqTHfn9APHJXAJrFJUdSB/bH6ADX+wujaFSsVKl9elqJ0NFofCLfU/EgnzpaJrAv0Ylc7biDldjBqmCvd4UNZ3jahFYh243sYMRVKI5Si/Q3q4o4OSc/MEazlPk79/D+/TldcT8Krf3xv57LQaBxJzLXul2lkmVH4YL+ctftL58gdch1Uvgi0zdbL50G1pBSi4I/Rmou/vYRihUBLh+8VbRcM6hshzvfMT2n8Vcfi0iv5XglGPndzy8iz6VapHClK1Lu2wbaCsXeGsddzUArfCeHMuB7ft4/ZmQ6K8Ms72YsO8x2/QXbebhA0XnkVQP41uGvIY4K+WaoDvHGMss1eA5woOg9AAGb+ZovUjovRNShIr6aY5OLFkrwGx2KeohWIvJc1y3hRnNCSYROlF0HkmlUoSCdvWmIhzuzaTqGt+rEzXfI+l6pHXN5h8ec/qbuwzelu+/+29ybOgx2Y8Z3tXUTmQ23X7ui3Tl7jrpRo3w5Yk8YK0mTKaoVoP81hre4wNp9a3MYheb90AOR/Pz5xKky68rC6rbJtmoEV2mBINYwGmJRx5pZusak3jYAOLLGmEvY7YZkDQV9bOYxseKYr0ps+3KYm0V7FNVHH7pzVq8uc2s2i1pG92o5F1R4F1NCAchRaiJTzRFBHRTtGf5jduf8Uv1V9zye7ztX/LD5BbPki16eY2tzpjDTkTW8Bjv+eS1MrHaysC3RHHK5LKGnhj8sSJvZMxTn3Z9xjgJSQtBYq6FU05nTW7V+3z/7A5X/QYcRXQ+k65K2HcL9G0RKca7GhuCP3JkdU1W1+SRLmUp3UI+MpiIctv4fgMcOKMwqaWoeXijBHN0iWs1cHEglLiy27B4sZuHljEUHz6ASSqGEw7mt5oiGKJgvhkSXaUEn59en9++CSyn1Osz/fKe6Y+fcudlA7u9hjq5lPFJs0EwyChCg97eXOAZ3ETmujZJFvSk7m8/ZrrzHu2/PBRhEJZoVl2P5SxqNaSdOJ1BYYk/O8MGMu5Se9tyTSpcxOqZUwb3azKvq3vy5ucBVL3G03+6Qd7K6V008aIczy+I/7LG7f/+JWQZ5/+LB7SeJ3h/+rG8Vhxy8isCGg2v5PqZucIfO27/m0sZDYzfXMWr6tpWhcYqlqgocNvrnPztLtt/2EMXXepHKd6jV5J8t5q48RTllXQv35OEq1LmiyPppPUGsl82uiKtqTWmaj8XRQm+M7C1ji7npG9UsCoDunt1LJ3PKITdTQn2g9Ey4MO1KtalKfGffyZKVVphV6QdX2M4fEG3a1FQ5LnIdZYVO4XFzhPUbC6JhO/BF0NwvoSBt2pLZKm0I+A6Ym01sy7nCvPbbbKmRxy9jffzF2W1Or+eXa1exNMLur/dp/u7Hm53g/GDJtYDlWbYklKyilisUMEKA4Fm+qBL7WyJBK4k3EhS9MxhN5pE5ynTzRgc2BCythyEo7taOJVaJCeVBZQjHUlGaMYGbyKCCEXkyJpC+zj7VkQRgPUh6mm8iVQtNvTJ6z7BQY9idwM0TPfrRBcZcUu8S00qZuzzTamw60eKtU9TTr8VMHwAzvPxRxosFNEug7cddiODicfotk/UM/QfatJ2+SAfAWsdODlHPT8ifClzXF0a0Vfo1awVYHY2hfN52V+aQtzMKoPgOojKGFzg400yxndqmNRhEuGgztcMuoDZtghE9B8adGpwnsyxJluG4d09Op9nmPoOftnqVL6HfbgvgWOeLA5HFUWCil895I3BfviQtB0QHY7h6UtpK2b5EmB1cEJLa5TrUDuDi68Z6AW887WX3IsuueX3iFTGj5M9/uX5t3g+WKMdzhnMIjCO8d2C0dsOwgLd94m6c5RyZJkBC7ZeYLcy4ihjsznmclLDNwWnl23CKCXJt7g46PDiap+wpwgiyn3lKELIGnKA+mPHrKGwIRQBeErAXUUgbjjWiHKVzgTlbH1F0hS3HGWFv14/SPBPBrjhCHtrS4BViQDsKuU13WiI0s/KvXWzOWp/F68/o2iJ0pdKcyDk7Fs10paA0TY+8vFX27qrz2oVnEo60TUbN98swDELvupoLJrAm+sU3SZZU0YA6f4awaGi6Nalm/HxE3S3Q7HTRT85wKUZt/71CcV6Ez0coTfWFijks3/8UObiFvpvl25bn1yh5tIudbM5ansDcrvo8qzO+KpW6upa+BmvrhXktr3qkbZv47VSHGA+q9F+bOn8fMDBf3GH1ouCyZ5i87eOKKoq/uUhOt0i286ZtqH9M5/dP5DWsn3yYlGZq0Yd0kzAZ/pGJVfNVG9gONTJOVljjVf/6Rp3/ptPZCxVuQjNEzlzs0wAsEkZSH1Pvqcw4ifuedj+gPP/1UN0Bv5Ukr7Go550Pa76EtiyXCxeh6PX/cFVaXqTJAsAKEphQ5/53Tbx8amA6WAJnqpQ8yVta6H5vRpcVzjnN+/TtZdXy67HYi+uzKGlE6O/GHxari9n4C0zkde4ZRWCsdXEbnZwgYcazckbhrShgZBacRvv+emC5L0M1CsXrAqqsznq4JTmwSkojZ1Mlq9j7TJzreD+zsFsTu1PH8vDVEHoSyqAslbE0X1DXveoHxckHY/aiSNrlF7C2pF05bBDSSAlsARHAToT2sB8swAFjWeGxqFluqWZdxz1Q6leDn8DdBqw8SNoPXdYT6EKi4088vKgSboea5/M0HM5IFufZjjfcPibbYoAppseYd+RdiUJmN9JIdV4M4/wUjHzfeGR3pZqxptLuzq+tDijuPrlLZqv2vhnY2wtwJwNZN5cEsfddE7SMYx3u+gcOo9Ccfwpkyl3oyVJ4C9nakYe1Nl2RP8tSVTqx/IQJW1F1oT4VDivRQTzdZllF6Eibcl8fbrrsfaRoVtWIrw6IdmIUev7eKMM77ODBbKSwL9eXWmNGc4xscfo3Ta19juowmKuJrjjM+z79zDPTlCXfVo/mND7tX38seyb03GD/6jf4bjZRivHRdLAU5aN2oQn5xtobcE4XGxRQcHW5pB+PWavOyDJPQ5fruO3Uopco5Rj0ouZP2lhUkgsRBOFP45h4tjKpW189RWPyu0wHIoUoQ3AGsApdCF8YW8i3RNXirqEw5KTmkMeKWYbhjyStjNOKufaRY6ZpDjPwFqH2X6D6GSKuRrL4Vei7An8N87WVZLirqYY1rGhz+ArHSbbUn0na5ZgqGn86BBXCTPcfN7L/9etpkgl3hT9dysmH+Vzqht1bLuOuRoSOYc6OEWFIemDbYb3Iia3FLeze1gg60SEpcPO4BtbJE1F+nfeI21B45UrUeeK5kvovQd5uyD/XJOv13GmiXd+KUnBZV9ap4s9tJo8rBzu5XVZfu11NHgVJLZ+AFk95urXE/wJtJ7N0GlO7dRy+RVBOhcr1BdXWG79fspkxydpa7b/dACPni2AYbYE/SjnxJjg4Aisfn22uZBPXcE7jCesf5wx3pP7ZKdTdBzJ17JM2rrTKbrbkfaz72N7/UV1aGoxdnsNRmM2fjjERh7+SX/JqljvgjZyruaFmNb4PjouZ8LOLu59Bb7SXqlSlefgaXRm0bvbZYLvYKOzvK5PX0pCn+cLatK1oLsi+PFGKtBNY4+Vf6uocdr4qCCgGE8wrcbfMMlIV1JZSkI2lCCGlIUghFtrk63XSFseRdggrcsB7M+Q+VNRuXTc+N3VhircEi0rEFH5e+nmsfDzrL5erRJ1WfHtlm9QL7/XOXSSk22FzLuatONQVhFdlh6gDZETREvAC3oKfxgSXYqm7vCexoXl4awNo9ua8Vs5BNLuC/qK2pHBehD1M3CO8GSCq0WM7sc0n8/QqUHllrzuEY4TprfrOBPjtGLvD8c8+S/qzHYhvFSYGeQNkXZUhSLtOHSiiM41NpDPnnSVJAhOgDnexDK/7XH4t2Pis4j6WUHQDJmv36L+aor38oxif5PplrRg60eW2V5M85XBZZIAKc+DjS70BrhGjXS/Q/CzF9La1YpirUV8PMO81QQndnXKOrKWK9WXFNMdi43lWhV1jQssaMAiIgUKhl9dJ6tp4t06zlMkbY1fNzSvunBxJWCOm1aTRSFtrN13mGwbRrdrBAMH1Imv1gUUFu/jn4zg4oqz7yAz03ZO9tkao90Yu6u4VevzdLTOi0c7tG8PCPyc2Swgbs2ZXdRotGdEXk4Y5IySkGaY0Nwa42lL77SFmxpqJ2LQMd905GsZ2dQQnxi8iYCxpltmMcowiRNwVM9CT9rEOnfkkYhzqAJqZxlZmaj64wJrFLMNjyKCrKEWjoomlTmhKmByv0l0luAN5gT9kiVQ6vJWHsTuC+gTVduWV8eM/pcf0HunqmCh8UrTOLRvbidWSXa7JVVKo4aaTFFrHezJ2RuFYVxJ7XDzBHV4JsnwcCyButPi5Hsxs21L/ZXi6sM2rZdzok+PhbJyb4/BfU1edxSBeLgmuwp8S/wkJG0oitii55KUqNzivzjHeR42SSgue1S8ZKUUvPcAfd7HXl7JIb+/izs+W5wnC2Wn1cryRmu98z/9FL3WpfV8h/jJocwyk5TuD8+ZbWwT9Upwm1oCq4LvPyYs56mu6uQsbkYZPCZT7LBMcisBk+r+qTdXas454t//OTFgSxGMxe8sLG42kZn+cFSKZ/SXSHAtJhizW7eovfDg8XMMUKx0L1SpZc3D21jfoCcJRCGqHou+87NX1xIuHYn4RnFyBp6HObokmjYpOg30ZU8kRwNPfKUDH+q10gpwKbJxba1wb3UYLtgzi06cVq+DR1fwP8oE8PZdGY89u5SRZI8vXF/CwMsCDKVbAlZQtRrYlVnbRQ/djqg/m+ICj6sPmphEfna+GdD4OJVy37qSL+hds8uCZVajsnyZCZVfLx7soT95vhTxKOfKVYuj/AVL78vqNbSP0lqCXqyYr5UuR4Fkyzp3ZG1LeG6Yb+WYmWb2borq+1hfkzUV07s5ppFTTD3GD3K8UblBUtGILqaKoK8Iho7+Ax9v5tF66eONMvyJFXGOekjW8skahqzRAmDW1aAhOte0nkL/fUfywQzvSYTKNN5U4U0kMQimkNfAHyrCvoj255HCeTDeNbSfOxpHBaowXH3TMj/0CK8Mw7cc8cMmt//VnNH9Ot5EpAhrZzmqcDKPKZHKswdr6NwRxAEqydFJqRwWx+Tv3SHpBkx2JcFIW1DECjNTBH2RREzbDuc7MA41l2TFNDOKmQeew0UFp9/zCXqG+EwQu05BdOUY3tPUX4aCulxQCVYwAUqJ7VfhSNYhj0snn6YjP/DY+PGU6W5IYxaj4x38oSZtW1Susa2cRpySFB7/4fF7+EGOCyyTaYg2Fj/I0dqh6xLARklAmnlMJhHfe/c5j/UWLy7XMAODN9EkG+Jk423O8KzG78yxu4p80GS+CUGvTGy2RAfcBpDXDLWzgrAnlozKlkle6YvqjMKfiTGDDTTKGXSm8CYyDqmCaHSekNc9Cl+TtgOS9ZDas6FUseMxbKxBfygHZCJiDYs5ZkUxKatQtb9D0lagQWXgfAF/1Y7m6LUObjguKUfXkb7Je3vM133i8xTv6FR0ceMYd3sb3RtTnJWmBhUgMk0lcS+TdJwj//pbnPxKTP3I4o9FtMRpyOoe3mYHNRpjfUnUspYj6GlcVOD5OelZjbAvL7HxI0X/HRg8UKSNBu1GQPjyCnV0imrG2MFI6CfGMHqrCQ+btP7jHGUd+WYLU4/gsxev0dNW91+1H6u5YXF+QdjrCyirmv96Hrf+VQbzBHdvX0ZulVHFRV9oldc6ARXSXC9/d2UsUslBWs2qqMm1kUHVfbyJ06hGL3kuxU6JUHdJ8tqM1c1mxIelvWRl51gKc1Sm93pznZd/v0PjwBJdhejcER6PsDUfc/cW7smLhcCPoODnC20DCgFA6ZJv7ZIE9VI8tQUE2hDgm/WkuFuVy6xETSqVRJBxZzG/Dgxd3i0Be1XCY56HqsXMN8WNafCNbdp/9opftL58gZeywr27x3y9hj+Yi6HAvBSe9jyBio8T1KtTdC1mY5oy329Jq2EuSNtKRUnEMJab+ZrXI+WmcvLv+Qf3sYHGaYX/zh1B7lppcaiNNYHeK7WUiFs9tIsC2mukW02ytk/z2QynY0a3Nc6T6qTwygpyo0C3Mgp8lHbU7w0YD2PWt/oU4xrJqwa1M6kWi9ARXBqCnmyArOWYb8B8Q5F2CwnemwH1I5/20zlqluKdXmF2N5ivS9C1RmbG0w1F8bUa3swRXhgSE5BsFXhDw9rHjsmOImuU7W/AnzimO4qsBe3HEIykvTtbM6U0oSI+MMw/mJG/iDBzRdp0jN5bw5s5rOfIWoqrdwNq55awLSLp+VaL3rtiTN5wUMSarKbxu7eJX424ei9eICezhsN5UKSK2abMeq0HlammHhtszdLcHtOMEk6vWnheQRxm9Gct0rWCtAvxsVC4lJPq3UY++qb2rjHoThu70SZrhgzuhyRdi20UZNsOckUy9oULPbY4TzPer7H9Fxln3/CZ3c7QIw9+1uXU6xIFMN+0UC/IBiFe35Cs5+goxyaGcb9FuDPlg51jcmtY9yccDtrML2NYz2DX0m1PuDhuk00DomaCUg6lHLWzgsE7CpVp6qcQn1nSlsJ6oj88vmWoeWqhy+yUYr5mSDpSsUVXFq/hSWs2A0FSlXusIRV81vJxRpFHAsSK+iIlqQojsoGTGcSxAGuMBm1QAWVrsJxhlrPZ49/YZLrnSNdylFXouWK6o/HmEVlzh/hwBE/efFh5E4s3KEcUWUbx7m3RPA99qALvjeWcW6hsmXlO48BiEkdWU6RdwQhc/pLBzNs8/D8/R+WW7uOCtKNJNgrcxMPv5sSHhsF7BbQymj+KaD6T52+2pZhvhrQ2t/Hf2yS8TPA+frYITq0/fMbs63dwt3cgt5gfPZKE4U3CGa+haG+0Oiuw2YpojMoLxt++i84sScdDFyJFuvHHhZjSq6VesquCa6W3vKrTvKImpox+PRFdWa+BjVbxNuX7dqxoC6gV2pQu1ffSDJflkmztrKM+eyHvNQhI7q5hPZmj1498vLkja3YILzORZt3alLc8m4mwSRjC/dvo/gg3n2OveosgCODy+dLrvFRakxl0cr2oqq53UcjXAx9ViyDPsTeZEeW1VMagolBGIBttmGdEL/u4yMeZBna9BQevXcLF+lIGXndnl6O/26V+arn4MCTqOdpP6ng/ewq2gEYNPZ5LWzlJ4GBMdHYptlLWClhHKamUlVpkZKuD8WuvV1j0epfBg1gs0hKHTgp8z0OtdwVwMS3BOBXpfhWBWML/XRwI4MlTpGsBaUNE6LMGZXtZYWM5wF2uCdbnbLTHjOchnc6EaRIwG0bUzsVXNNnKIbSoiaGIpP3rjxSTfXGvcaHFdlNm2zLf9qcBzWmMqoXowYTmc5/x7Rjni2hC1obpvRxdz3G5xjsJsJ4DC+NbmuhKZr46kxmgKiDtWGzouPy2o/bCI+1KFTu7VRCdGuZvz3EjX8T7M0XtUBOfzLGhofZyinIdAOqHCdluCz3L0dOM+NwSjCyj2wGzTZFHrB3LTNhpGN+WdrIrfVLTNREPyGtO2su+RflWVHm0wyhHmnvsrA0ZzkNyq9GNDD/ISYYhRWTKOacgeJNugL/Wwa3wGme//hUGD3zCvqUIFPN1hW1lmFpOGGZMz+uYOdQeX2LbNdK1CJ1KC/fe/3DO5bc36H40xJz1yO5tMd0JmV1pprs+1nN4E0Uw9LG+jzeD6Z4lmQQ8vtzk799+xB9dPGT6okV0a0KRy9666tfRI4PzHaZjmZzUWf+hYbyvcH4OaGZrktyJ367gCWwAk11NfO4wmWOyIR0L2fBikJDHPuFwiX4OJnI9TWkgMd305Hd5MttXhahc4WloROjPXsKtHZhOpRrISlWkMuAuDmRj8CeieW5mGreV4NKQ8VtS+m79MMOF0i1a/GwZAPw//5TAu+6d3H+nThFC/OOXEIbYqgt1056wfEb1oxesHdQ4/wf3me4ozNcGKKvIpwEb/0basro/pvl7J+TRuwweGPKaJklrqE3L3lvnHB6scetfHaNmCYPv3eb0uxozVzgDl1/1iE8Nm+frqN5AWrn9AfGrIel2g9mGT/swxo4nZSeuDICBv+yasVJZ6jd8lqpDFwYkv3QPvz9neNdjuuPIOhZvoln/iRM1Mbhm7qAAl6/Ma1fRy0j1ZtaaAk5bXTfonF+4rF0E7YoKWlkHig63knuqtCCciwluNJYZ8Vp3AdALzibUj0LmGyKxm2WK5osE5ynmmxGRbaNnGTRisA7bikvKYxM9Fp9stGgRKOsW1TggXclaLK9V0YtAksOy+ldBIHK6UbS0h6xa4b639OtVnujoex6zD/awviI6mqKfvCL/2gNQYhv6i9aXMvAO320z33QUkSZrOKa7UD/x8ChRqNVcrrAlqCOXmWypUlXsbaKyQpB0tQg1nsJEgAVvGpwrpXBXfdb/3EdlObOHG/TejdmY7XHya23SFtz7f5/IDbqpdlSSq3UtxinhPDqtGN0yZA2pJkwKjBRhz5GsGeZbFuugHicEpiDNPJKzGnqmaB1qvImj96HF787JZj7hhUFnMHk7FcPusUdRs+g4x/UDvLEmWbdcRoa02SKrK6a7HdY/EllAMAK48RymkaO1JS8Uec1ippp8I8MZnyKUAy/ZEM3frKFQezPc2AffMr0Lup4xiwN+49sf83uP3qHbHTOJQtKTGrUjze6fTMjaAfOuoXs2pvunh1BYsrubjG9F4EJaT8Z0Pu6DhbNvrsGHI9LLmOJhSvTTGkUAWbsguD1idtLAGxlUoShqFlWpgIGoOVkFYcGgVwftcHNDY3NCkngYY8lzgx7KNjcJzDYV9SMnqk07HUwY4I5OhY6VWFASsKxfos4TQ6EgfRmz/31LdD5jfrfL8G5ANLDE5ynWaPK1Oq3npVtJo4bXn9E+6lHb7dB+5jO65aML8V5tHGZcfBhIkTk1jNIGv+3eY3xex9+Z8u7WGaMspD+LuDroQDdDTTzSRy0aV4ru4xnKOlrPQ8Z70pkoIhZzXGcUaUuSp7StpJJViIuRA51KOzkcOLJYvqYzmQ9ndQGpOQ3Ok+/V5Vg36RiyuqZ2luJdzmBrg7wVYcyW8Lgvlrz5Vb60S1M2vn/BdGeTtCNnfvedKy6fdonPHP4wwRxeCDBppeJ67VktK6PoSiQ5STOROF0VQVgNWCV+wwF0mtgAmi8c5/cjlILweUjnL09R7ZZQQ4yh+6NLWk9jzNUErOXT/+MW09QnPPJFpGGtQ9rUOONI9jN6BLSeORlz3VsjTjI5i4oCNUsws4jamXudU14K6a9+xoUusFKoeoSrpDTLz16Nu86+ERJfBCQdSLckkc5qhvqxpdhqo656C2S1o3hz4HR2wY3VUShnadWuL+yCavfaj63yXVfOwNc4wKs0nhLMWslFiq2hh5vMRD9AlQp3eUH9JGPzD845/Me3pAgazMjWajitmO3ViY+ngtHRcn+tZyg2agRpJmND3xNwlie0JTWZSbzoNFGTGcpv4PqDJQe8bJmrslhzaYqdTq9V7QtRjurPOJbPkudErwYUzUhEZbTCG6fo0t3rF60vX+D1PZrPJszWm4zvOIpIXISig6FspnosF/dqAFEogAPPoAdjXBSgZgk29rDtkLTtEV2k+Fku2sEGeWDhOtoZZNOdXUAUEf3kJf233uLJP2thfUvtSJNvtUoEo74uTVgqt7jCMt+pi96tgvjKEg4UJpMWkCoc8WXB6aaPN1EUWUDPNum5JioxeCONN1FMblmZt23OeLB1SWYNT+0WnY0xf2fvOU+GGxyPmoz7Nda7Y86zFmY7xaYeydgjuWMxgcXmisEkomMh7BdMt3xsZDHKEYSlFGErJw9ktlU0C4qOQ4UFDHyyVrm5Zx5hZ47vF7TjOZMkYGvvnPu1C3gXZoXP91/cBQPB0HH51Rr99xzhlaZ+3MC/KOfmkSGPxL92fLdO69M+pJloz+aa+taEPNdk3xiTTn3Mpc98FrBxu8/li66AWgAU+ENDXlPQEi6oOQnJWwU48NopydwnCHP5fVcxXioG8HldeNFrn0zwnp+Svr2HVwnTA+GrHub+NlldkTUd1ofw3KByEUDJaorx12KKSCpnpyCPPayncJ7Qvob3uyRtcScKhgXevCDoJXSSgrTpk8eKwQMfncm8vYgUyVYhHs5xjudZPjrYo92akBWGtf0+89Qn2si4OmpjPY8X/yhi7WPpPHSeCNLUGsV4T8wW6ifSHcAJME454XFbT7oHqlBYpGVfhAprJCkxKeL/WysfxRIF7c0cJpV97GqKIghpaIV/OUVnBdM7LerPbrQoq4BSCQ8cnFA73SDsK3rriotXHRqvRNfXHJyL4tMXtTlXBDTscET9jx7h9ndxsxl2OpVAEAXXqsfXfs/hKdv/dsrFb9yBucEMDWnHcvWdTVpPG5ifCu3MHZxgDkth/v0duj/RhH/QZednl2TfeEj/YcTlNyxmpvHrKU77jO4prO9QNiD+1C3EPezZBWY8Rc/nC2xIZR6vKoriCnOjqlD19iaXv7pL6/kc7+cvlkHbWuxkSnwumANnQMUFNjXEzwIme5a13zsSS8XFNXBlxVnNZpYgIaWVVHi+J8HGWRaCSzda4jfVAxUssC9Uf1+VX6za25VFICUyfdVcPi8Ti8DHNetwdkltOsfNE7qfZYx3PfofdJaCLzXN9FYNb1LgTXKme5Fw1nvpIuiiReAl22lThJrwrATp9ca40Qj8QGhUq51PrZa2itU1W3xwi3NyzUy3g8sy3P62jGiGU9z5FeZKQLnOOtTxBe6tPUFa/4L1pQu8yYaPDT22/mJE+3nMbMPQeiYzC91q4jyDjTxRN+k2KeqBZFH1gGQ9QjnwBylp2yNtauJTC9PZYja8cCu5qeilVzanLXBace9br3h2uk7wSYzXny1ssK55c2rJiFTgU0QKpw31Z2N0muOUYvKwRXyZ47Q4EbWeWUZ3NDoB8DFJ6fnrw3yjbPvdm1KPU95qXvBRb5fOxpi318/5wekdWtGc3eaIcTnP7K6PGU9DisSgJwYbWIqhj98z2F8aMRk3hVYC6ESRJ4ZaTWaFLtOYsUanhvqRIo9gvuEJx24iqlfFTk49Trjb7nE6baKUYzMe89X4gO/WnvBfH/w9ocjMFf13HW4jhf8fc38WZFt23vlhv7XWHs98cs6bmXeuuQoogABJkASpJnpgs2W22q2WJUdYivAg+80Ov/nFL36Q2+EIyxEKW2pZluRuy1K3glST3SLZnAESM1AoFGq6VXe+mTfnM589r+WHb5+TeW8VwO4IhwM7AlEXmSfPsM/e61vf//sPY5+8Zzn+fIRJI1pPK5oPpjRCTdGS+XC+3iTveTJvdYrQL1hpFjw+WOFvvf4jQl3w7mib/VEXlcnCpjNhltqmQxUaN683DZFFp7KRqAqNOQpJjaPqVPgDQ3guMq2iDeHA4j0dgFIE+wPc2UAWyjhi9LkNkg2FN4dACVM+PBP/3nTDUYVaCv9UuspkTXP0s5r4SMLng7EUKGUVZ58Rf+P2A5+yEeFPhWTXu1viT6FzVlA0NYOXDXqucYWPDSzEBVpb0tyn10zYbo7ZiiYUTvPVNIQV0NoysB0a+4rJnsfsiqKKnJyjQlGFIsEyuchhUHXnmgsEXYVipJKuKJwPOpPP47x6vq8AJ5/HGoGlVaXqHGGHnzimOwFRZCibGm9usYH3rFb1U7S4K+9OOfl8i9YPIjFJqWDlnbEU3U/RTy58viXx6aL4usrKRvvGHurkHJekTP76q3T+4P2L4PTnGc9lCeMJjZMS3SopFaAcp58ztA4MZtG1VRVu8d4PT1l5r4n/w3sAFNdeYnpVsXHrjJMP1mhGBZOdguCpT3U95bQZsvqNAKxDr/dFTjOZfDKLeBGDuBhVXTZt8TycZ2jt5xz/TINe9zbx1z5YKiqoKtb+6Xsc/VuvUjbAexJy+x+ewvlILDgXuvUFZF1VuKpmfNdReqg65/zaDs436PMx2hjsaCwBA1n2bEG9BDcvnnc5O73cOV6S1+hrO9gHj1mEOCilcCtdkfJMZ1Ik65mr8jxBK7tt0QB3WzR+dIDJNrFGUbYMac9QxuDNoXteMHqhQTCxBKMCnZWSRDdO4OgE1lfxBgmeUaijc9xoTLX8DpKL72FxLDhohXumU7/4vUhT3WqP2Y2uuLw1Nf0fKdTJGQsHPJxDJSn+/jnFdv+Tz3Pp+KkrvM7Avb8T8eLfv0t8JyP2Pflymg3mr18hOpyhsgo3nVHtrnL/N2KqhqX/jiZdVTSOHGuHM6wX4c+daC+rmmilns1VBJbws/ysWloWbv+Lp3zwyhXae2PGt2PWv+NhWk25MIy5sMmzViCh4YjWnZYIwQcij9CeoWkUVTMgXQ8pI8V8W7qpKnZikpALmxnlpIPLNN1mytXukCvhENtXJB2f9883KSvN4ajNamvOejzDrDrS0qMZ5wyHEaxnqHGAThTFRgGjiPCvDBi91UfnCFSrYDaLQDl0XGJTYTTHp9KhzdelGM63pUNS5wGTIOIHD27S2Jny+e3HvNHe5xvT25xmLWxNyLGRQ2UK/2HI9jdLplsezjjZCM0qzGhG8+kp5fVNTj/bpIxCZlfkJralJs19tIJrO2fcbhzxarjP9eiM/+vTX8VLBC6tYodyCucJTKYTgfz8kchA9NAjOtX071R4iWW26S2lNHlH0f3YsvLdU+z5EBAJg1sQ5fKCrKMkTGBFsmudki4ZFt2idJTpmsiawhONbVTM9mT+rkrZvEQDiw00sx3HdE+sIK9cP+XgyQrrbztadwaoyRwXBaA2OXtNS8qR78gzvyZQwXZzjHWK87zBwaxLOojwWgXVWQPjCfN83gXlagtQJXGCJoXWQUUVyLigjBE0IJXO1vryOZQFNVswnh1lLBsIf+pkY7Few9AZoEUXHJ85orMcXfiYzFJFmjLW6GnyjM2r3Mz1fCyKltr8vCsdti6hf79Ef/R4eR8tj8vd02WDh7qTVFHE2a/sMr6u2f0TidmMT3Pmv/QS3rwi2B9Cbfz//BE/GmGerNJ5okhXIVu1DG+G9NwLhB8fYS/rYvMc7+27SzZr45sfcyW/yb2dPspzTMcx13ZPeZRs4nLN7p85OD1H+R7F1TXMagf3gRTtZywPl2vPpxCYGjH7f3OLxrGlCuH0DZ+9Rzvw8YPluXF5weZvfUz7C9dpPBzB8ZnA1vZSPONljSngXdkCoDo8AmMY/fprJKua+Y6jcdBl+49PYDzFXb+CORuLFKn2U37eTnFp6buAspcRgxesaWUdKgxrCU9dxI9OpTgFsjlRnRZunor3QRxStUNUUaHTEmcM4Z1D0pe3yVuaMhI0RueO+VZAfFqCgrPXI0wWUbQU3XsxjSdPUUencq4XDleL7vM5CdrCnONTi+2nHOpsSBPZpB786gqnn++w/nH9O9+7IPUOR2RvbP3E5/qpK7xY6NxV2Ksb6CcnkkJTVbi1Pt68woYe3v4Z+D73/3ZMcGtM4FVMNwLyQcTGWw59eEbLKPQ8R01mQi1Xl+KzFh6klyCZZ6CUooSDI679s1VGN3rc/sYQfTYmv75OshmKYYWD5n6K/u77stN3Dvdw/9nw7MAnudICJXrLyTUo2nYpfdEWmuviuRv6JcdnHVbXJtzoneEpy/dHe7z1cI9uZ04cFERBwV5vSMdP+eaD69hBiJlqVAVRriheKKRr6pUY5agSD+sU6fUMCk28kizdkYxx+H5J1J9yctjFvGWID2YUzTbzDUO2asGBjSs8BeHWnFaUUVrDftbnjx69yI2VczpByotbJ7yXb6MnIVd/PyH4+CmNSwYoC6RBBQHWF5h4uitjBF2AOg/YunLKOI242j7HOs1/cfRLHCVtjFcJixkwiXS8auIJsaxVYcbCVvbm9XenYbJnxIlLSVHy55b2k5Lo4+MLXWktWbtMAFp7e8rg5RbzTSUSnTXNfNtRNRzOOOZ75ZJtrQpFeqXCGwmxKbmeU7R8qu0Mxj7eVFjCdiOj1Uk5POkSPPVJ1hzRu2M5H2VJ90fnlNEq568p/JOA5GqBCixJpdiPu5ycd3AnIbZTEnQzNnsTjj/eQheKsgn5ZilysJFGZwqdCTxcNDVFQwqtzqWTVRXoqoaVM0cVKZpPK9IV8WtWdR2Iz+Qfsy1DFUqB796T85GuaCZXY4KRQxcGk4mJB6eXRIvPz/ycFcb4aM7OHwOVw8Ye/qNTcYp7fp57uVt9jmSkwpDhV24xvqYpW475doguAo6+YPAShcl8WpsbtDY6mLfuPPM+nHOogyNWf7jC0c/L6/VvnnPebXP2s4bd39ul9fuDxYMvuvaFrCbPCb59h5fP9rCRx/1/o4m5YnFhRfQwpPPtB1RJiu508E6nMJrUmxGFcupSLN4l/a61S7WFiiVkQVVw9rqi/VBY/Pp0cNGxLWak7SaN7z8Ud61L8+NnTIe0Yvbrb9L57j6nf2UPXTq6/+QErKP74RjvWovpVUPWBxsJyWx6u4t7oUv3+4e4oxOe8Sy/LHlaooMXc+TLqhF7cIi6ugOP9tFrq9L9J6m8/zAUOVCa1SZE0s2ropKmyjfkmy100cbMS3A+4cjRu1cw2fGxvqJoGUxmaRxbJnuGvAf5iaZZW3a656BeZx2K6gICRwru885Yn7pBqutFdXoGZwPMlU2ahz0aR3mNAGiql68x241pPZyj72dLwuKPO37qCm8wcbSfVCTbTcxqTPzuAW42Q42mBOOZsNTiiONf2abazGiEAh2vdGYcnkeMrnvEj7qYwazWaFUXXc3yQn8OZ75sTq4VlPJlRF97j/gb4pZircWfTjn+mdeY3KqIDw3WRLTdy8y3I+LTHO87H174SmsNRUkwLrCBJpgYgqGm9Rjmmx7pFVBxyeSkRdRLiYOCm9unAEyLkGkecjaVYdvgtM28lfFXb9whqXzeOt5BPYlRgeS4hiNL1lXoXAwCbKJxgUM1SqbDmLV1cYd5ZfWQH51sA3ClN0bjuHNvG//UwxmZUXuJQ1WO1gNN86lkBY9ut3DaMZ23+ebLXX7l5Tv8yu5dLIr3h5tMs5Doo4irvztG390XQwJqDtQChqlp+/4HT1j39jh9IxJyyIpFZ4p79zbZ3B1wb7TGtx5dx1lFVWns2KcxknmWSQFncD5UqwXGWAoCVKKx4YJQA8FYkXdVLYuB/p2S6M6RBKD3utJNZXJzLvSe2edu4o9SunfnVEFjaf5R9Cp0qlFOYVYzgrBgPopxaPxzI8hFt6TRTShaOZvdGdduDzicdXg66GBPYxLfYvYjvLlk8J78jZusffccd3SKGoxZ/S748z7JisZ+JiWbhujTkMOiT3wvoHh1DlZxa+OUh+d9su0SSoWyivbGFGs1SdHGnC/muYp0RSw1nXXYYEHyc+RtmeF6iULndXGNQAlBWhjlV4wwpJUEelSBwMzWE3Z8uiIwtZdCfOxo3jl7FrpbsHYbsZzn6UxgyZMz9GCEy3JMVQmZarEBet5b98fEqrmyJOsoOg9srU8WImPw+pAs82i0Ug7vruDCgBer2+gf3LlI06qft//H9xi+dJveHcv5dBW3WbD6HY/2n35wIfd5TssqL17zOj56iNaa9auv8ZgdVu7DynvJ0lmLIkeNp1SXjP6XNoyLf186T7rXlSi7Row9PePKbz+i2ugyeK3D6vfOnzV4sQ7VjBh+YQtdin63+UfvLzcrz5C1XrrB2euGKthl+BL4Y03vpZtCOp0mtL83wku2CY9mMq+MI3ThSPtGXOQ+heCmjBG4GHfR4T7fwJiaB3N4IvyXJBFzjbyoO+d65FfLd5xncJ5GZRXq5ByyjOzWy0RnBcH+CG7FROcl0b0zrLdGFYpfuy4N7Uc51lc0D6Hz4USMM07PlgX2E4XUPYsy/Lhu9/LfLaNN6+esDo/p/f5U3nt93s3ZlDg0YqcahjSe/ATbKn4KC6+qHEVDXIpOPhfQWb/Kyu+8J44ovgfaMHlzk9nfmsBBk85Oyl/ffJ+3xnsMVhsM3oxxeo2tvxiIgHox3F84kTxv23ZpliFzEO/ZXfIitLomUG1+e4Yum0TnlvaDhNM3G3hziM4udHaXD+9UKPrBkab1MGa+E4mxxUxT4eGNDarvSAuZkXnaLuFbYyw760OmWUArzDlIOjwYrjCexvg3pmQHTUwqXaP1oGzIDfDzP3OHb7x/C6UcG5tjzscNwrDkzfYTHk/7VKHm7pN1GPtEp4b2A0c4KAl/cB/VbhFMVjHTBaED+j+oqNohZdPjtAj5WnCLf/vV75FZj26QUlSG81WLnmXPhnxfXrSqSha1siR46y7bJ9tU3Yjx9Yi8A/m5z5Hu4TVKrFWs9GbM0oDqQYRJBZqsInC+FEMSD1sp8bJtgqsUNjMUypMwgHENYweO8bWA8FGA8lcYv7kpi9XHY9SjOoe02yZd9Zhc7aBLx3xbka1ZTKoIBmYJ42YmpFh36KDCppqq4fCvzIjDgskswhhLZTWDtMGNzhmv95/yz+evU40DlBL42p9bnv6SIpj16J6PcGUFT0/onAxovLhD8yjm6S8Ytr5pOXkzAAW9zpxf3L7HnfEGWeZz++YhR5MWjaBgJZ7zRu+Af7L/czgjne1Cvla0BVL2ErGMDGaWrGewvoNU1T7hEpygS5lBJ1v1PL1mjxcthT+ByTUJ1/DvwsIdrAqhjME2Iz51g19Z9NoK1cFhHTNnUdRGNaFIN54h28CPLbjLoyjY+NaQ45/r0X5S4o8LDn41IMg9lIJf3bnDH9iXqKzm7I0e6++YT5CEmEy5+Z89wqUZK99sMnljg/b3Holmc1F0F2vE5c5XnmD5u+4ffEj3rb6sHTUzXve6uDjEPnkqs944qlnTp+CLZGrZCCw7yUqsFueJkLLOzlFn56w+jGX2GYYXBUNpVFPIiSrJyfb6In+5XOQXBWP/mJ2vxph5ydGXmkQnivt/bwX74gz/nSY7fzoj/vgUipLBL+zSetLHn5SS0ZvlzzhPwQXrGmNE+lXPdhdnR9XnV8UxqtfBtmNUVgrxKctB1/GdWgsxLknRfiDJRIOpyC2nM3COznuCTJ19aQunFP64AN+j+f1H5Le38ScGG2rKhqG5n+G/fRcCH5st/JvtUkK1hJSDoB5ruE8vys8dy3jCvPjE41xt1LG4XtzBEf54KhuM2Qwbrv/Y54WfwsJbRprZliYYO9L1iqu/O2MZslyUYBztr90j6d+m+ErCajRjP+vxevuAV1465K3hHu+kN1h/K8BbsPSWO97nZiqfYmS9LM6XtHbTX3kJk1oa7x1SGkV0bmk9Tkm2IoavWaKnhuaRIWg2xL0lCFi4o6inx6hGTLW3QdENal9l8Kaa3nuK0YuQPW6RdEpMVFHlGu1Z7Mxn69oZn197zPdP97jSGjFIGwyOOnjNgjz1RNO7p5j4YI2jXC2JeilnaZPXbu8T6JJ3n25TpuKI8XGywV5rwP6sh7OK9n2DN68JQZWTG6OsKGOP+UZA6+Ec89FD0Aq/36O6uYY3d9hSUzjD1fCco6zN2x/tsfldKFab+NWGUPir6kIXqMVaUHXa2JMzOccP9zHAygc+9vo2eT+ietegC4/jzweMmxG9D8FPbG17qBlf0zjAHxrKWG4KWyniZo7WlknWxMUVZSgEI2+mCEaKogmDL2wQTCzjPYOXOpqL2cxqn/lLG5jcMd1RVJEQ3VQhs0jbtCJZ8hzB+pwgKJkct8B3RJsTjLFMZxE4hbMKoy0WRWwK3h9tsrU15PCwR3gufsrxUc5L/2kdZ1ZWYCuRxHXbeIM5biMkOhVry/gYZnuO4bjBb599BuNbjLGcz2NeXD1hK5rwZN7jL45u4owEpZtUC7QcQN6DYIh8x4Vsalv7ljJUeJkVS9M29O6Kv3MVKbwZspAoCZ1AiQRLWfBmislNhz+RZKv245Iq0uh59owT0PJe2tkk22gSPK2906sKZy9MSjg8+9Q55/PHZTKjcw718SM2D88oXt7h8Bca6FbC1bUB1il+++M3qCqFfdJg+8yidraoeg2SKzGtP/1QxkjWSiGsQx6af3wmK8Oio72cMfyck9bln7k8Rw1GImvyPOytHU5faeMMrH/VYQ8OGf3aq2RtxcoHawCS6DOdSRDAomOss4FVEAi5qt4ALIvpfH5pgbJUx6dwfIrTiuDgCFvLKJ8/7GiM9633cc6x8cLnSNYgv5bxa7c/5A/Vi5wfN/FuxJgC5pua4QsNolPH9v0SttZxD56wdLKq72MAvdLHjcbim1x/jgUj2/R7uEZEerVP2TA4A80HU/TIXfgyRxHu6jb64EQaIs9IvF5tuYtSuCeH5F98EX/u6Hz3iQQuaIXrtgkenlJt9cFaynaIN07l+pjWG6ea8OXq87Iomhfv9YLVjaobLt9DB3UiXVEI4/q5AISLE3uhfV+WYyfytsXreh99OsdgcfzUFV5UbVc4hRf/4Rzz9FxYhgsSlLOoMGB+RaHvxZyst/jgdIMXV0+4N1hlcNRh7W2F98Gji92z4dm50TOuJc91qZcep+IYt7PJ01809D4wxD/I8d9/hL35EtlaQBkplIwgKBua5As3ie+eiSfr4mg1yV+6QtH0MKkFDK0DK+YfHjSfKCHtlAHj25YgURS7GSqqqKzm3nSNL6495PcevIJnLFu75xw+XEW3CiEUZXD9i0948N1dqBT/+q0fEeqSFW/GDya7ch17liCo8FTFm+0nzEvpwBpHYm2pS0ey7pP/4g2spwjGFWWsefpLbXbPV4W8MZni1BqDN0vCqOA4a3N/tsr3Hlxl5ds+/ky8oYe/tEE4Fpeg1juHuMCn2GijrMOGhiAKUOPZstNxaYa684iotvhUKz2uv13LQmoXGbIc2+8w2Vuh/VDIDZPrTua4ZzGuiJmtW8KJJlsXm82yXeGM3PhOQ9rXwsY04tqk9o9wzjF/dQNA7OmGjslVhfMcVbNCNWWmq7TDzj3y1Kd40qTzWDPbtWzdmDCYx3h+RVEYwqhglgU4p3gwXZHP5xQkhmTT4s01OitRi07XVridDTFdaQRMrzXI2vLcZUOT9+sd+yBEZYqyW9Jfn+Cc4tG4j3WKdx5fQT+JULEsBlUsjGWT1giBkfOVNsHWEXjhyIouckvuj/mGkFecJ0EK8ZlluquZ7QFW7sXexxXWV4xuSGGPBo7mByfYTkMIRZc5FEixJM3wR3WhHY6Wek4CX6DNhR/6T+hyldEXZgeLAuwcbjrDzEvULwzQ85CDYQeA8m4LL1Hc/Odjqsjjwb+1KXrkDNpv95ZzS1dVz6YDXeJ9LGwuF97r8uKfUoCdu5hbasXTL3eYbzps4Gg+XSM2mqytGLzhmG9JhnZv9wX6f/7oIq4SLtjaWT3zfK4heH4OqfRik6OXVrcLG8jlHFkrltl+1tH7p+/Qj0KmV1/k7niNMCwZvOqw7Qo9MYQDSDcrdGmEIfzR408W3dq1zyUJbK6hxlOoC/AiQ5jAx4UBB18OcVquSe+VHt68x85/NRdJT+CjKodqt6QYH51KLnJeLBFKFUWEhxPCt06wSYLeXKfcXKHoBvgTYTKrrCKYjlGzRLzZa37NMmYQniFZLc/TpfOqtBVZlTFiUQzYyRTT72FHY4n6WxTuRYf8vL/1Qg5WJyYtrU9/wvGXFl6l1EvAf3PpRzeB/71z7j+89Ji/DfwfkJaycyh82QABAABJREFUBP43zrk/r3/3fwL+FgJQ/QHwv3afGv9QP1clesJoZNH39iUEub5hVRhAWXL6q1cpmo6f++X3AXh80udJ0GOeBqx8x2P1nckSmnG1e4laWK4tdrWLY1F8L2sItYbb15m80MXklvXvyc4//exVontntB9nlJEhSko2vu1RxI6z1wxOGzqbW6y8HcG9J8LCbDYoI0MwKvDOZ/jjEOdpyrDJ6LbCn0lk3+S6IjzXpNsVLvHQrYLxLKIfJfxwuLN8u2nu88XX7/Ll/sf8X/7013jt8/d5vXvAK1855J3BFdb8Kb/U/JB30j1Ka1jvTRnOYspSs+rP+HC+ybQIab4b0n6ScPZKRNHUTK7KfDA6cZjM0TzIKeOAu//eFrf/QYGbzzn8UkhrY8jsoM3XHr2GP9FEhdjvpWtGxOwNR9mG8MhjsrODl0A0lJsgPkqxzRBdVjC6DLXZ5WztspPUUsLQaXP05T7h0LH69pRkO8Zkhv4HCWXTQ+eWydUApx3h0KMKwZt5FO06YD4SCHZ2VViR8VsFKgqpru1RhRIQr6zYAC7get2pXa+mIcqvRN889OtwBofbyJhkIYFXMUsUcSzQfOSXBKZinEWM05DpsEGwmlI9ajK96lCuzfYokY43zyXJquOjS4tJHaoJGy+cMssCskcdgYMt2MjiN3OKyqCUYzxpcPK4T+tjDy9lmXjljHxeby4kqmzFoSqRhlnPUXYt0aGhihzRqcx+59uOom1RpSIYarK+Xt6L3kzVkLIimFqiM0XnoQQtOKPFNGbJQL74Tl1ZooZjNEhc5WB4wTAtK1y7AVvr8PQYquxSNnK1LMT65lVxgyst7qP7Mj+9FCygP35C/z97gbWkwp9aDr/UQvvQuS8kzEd/M6boVIQnhuZTV7PI1TPz0CVMGooH8CLI/tOK7Kf+u4aNXVFy5Y/OOf2ZPq2DksaHx6Q315lvyyy9ip1YllrH6Et7tP/Z+TPnS6+uiFF/ZZdGQGrh2GU/hSh0uQCYy+SzOiAhz9F7V2A4FpeojTXyqyu88A9HqP80gv9BD95MMAq29s7Yf7SKCiuu/tYZ7uAIW0f9fVqikpsnMifeXJPztWAPpxn26RGq2aD3YY+jX8vp9uaMHnaJDw3lC1fQ3/tAznmWyxz5kknIM5aVAE9PpJg5V3excu6rSBAJbzTHPngicH6nLfyfykrH6nlSwBsNVLspBT4vaj21WTLkFxpeBdi1Pqqq0MbgOk2UtXirK/KY0ZhqPJWNzeWQ+wVCUl8Lz0jHfsLxlxZe59yHwJsASikD7AO/9dzD/gj4beecU0p9BvjHwMtKqV8AfhH4TP24Pwd+BfjTH/uGxinbfzGlir1nzLQxGre1jj4boguHQvH+2QY7nTFXVkccnnfQxrL5J0dCW38ek6+qZ7te+ITsAQCtKX7uZR799RB/ooiPNeFIHje+6mPmXayvqSItGb71RsGbScdw9llH2u+zs8gsTVIa7x0uGXy216DoBnQepVRRRBkpJtcFfi6bTshBZ4ayWdCIch4PeuS5x+evPubF1jE/GO5ineLD+Ra3Xj7gK2sf8J3xNUpruN055Wtnt5nbgNT67DUGWBRp4VFWhpO8zZ3RBk/eusL6I8vx52Pm2zVkGwjJyfowuW5oPxC3rNYTOPnKHp0HGVd/b8L0/TbVSxJJlvVlUQ9GMP25BP+jGDNXFD1Hei0n3VEExx7hW4rZpgYVER+mlOttzNPj2hz9kpn7cxui5U04ntB5UHLypk/V8FEVrH9jgD4dMPvXbpC3PXQuxUcXEAydZPYWirIpGcI6A5TMfCd7IcpuY2YFJhEv27QvzF40WN/hSo3frFDtrG58FPnco9pN2Vob0fJzjLY8HXdY6czICo+89HBOcTppkj5tEl+Z0urNmQ4buF6JSjROGcavr9ZWd9B5b4gKPc5eay7n2I3/qM/kTZ/euaPzqGTwks/4hZJiGlCMQ0yzxJ4FhMPazzuCYATJuvhamwyynki5rC/FN+86qO1Bw4HMm6vAEUwd6aqQ8egVqKs5ybGQ+lQhXXcw0GQdzXxTE547vLQi73qoJEMvojGfh4xrq1aOzzCVxcURdiZzMXtyCmcXHZQyGnV9Fxd48P7dZddTdWOe/lIbVcHuZIYLfHSS1eQZMe1v/On7SzJPb+22aPdPCvZ/uUHRETObG//1EZycywK/yPFerAmLDV+Wo7sdVL8n6M5fYoBw+TpdriF3H7P++IiFJWH0XsbV8TqqtBz8Sg9dwfC25El3+71lpJ9uNpl+9gpZV/yw469+cDHqWoY92E+XvzgL6GXRclleE7wK0usrTHe36N5PYV6iCou6v48rS67+k4yj0S7pqkLdCbiWWuL9BE7Pl0YkSqlnOv3F/Wg64rk++OIG7bU2/oMj6diLQorvdEb/d98n677K8HUff6RZf7vA+/Ax1jrseIqqiVZ2PkeF4UVIweK1ZjP5jotSPvv5AC/0AbEBNvMCVVaY1T40YmwjQp8N5X23mqgowjVjXBxQNnz0Sgv98EjoCQukZXGpLgw+hhMwmuKazGd1zfTWeYmqLDovUM2mmGPUjZ1N0gu4Wev63/qZdL1PO/5VoeavAHedcw8v/9A5d9nkswlL6ZsDIiBA9is+cPQTX8E69Lv38VZ6IjWgZtI1G5IocmOT/h98xMo3Wxz+tSsc/m3H6d0VzFwTP1Zw9PCCJPWXHQtIaQEL1F/6418Nab12zvBhDxCssnFa4SWOZDOkChXTKxobQPeupYyFcZutQHCu8aeO6Ut9rFG0PxxJYHYNyfiPT/HOY9RoQjvaIzxLme01ma9rBpsOnSoxOkg8BnkbZRy72+d8dLbO+yeb/Pr19/hn917D27J8ceUhf3D6Cv/b3X/B7wzfZFzGdPyU9ydbfLH3gEHRJC19Ir8kVzCrAsZpiM4hbysmn83QvsV4FeV5hD/yUA6cZxl8vqL3A18Y033N8IWQaODTOEiBiNmGoQqkS042HWo/It0p8JoFJB7Ks6jQkW/A4AVxaipijVqLyNua3g/refqnbX4W6MSli6jxjTtc+3gVAp+i1UXPU6pduUHmGwpTyNwRC62nMnsMJoqiUbOba9Zu68DSujcRycJKhA0U3twSO0Bp8r50l1hFlolGGqC0mqqb43kVkVcyLQKmaUjol1RW0wpzjtOAs3EblIN2SXLQkgQlYOf6KQeHfca3FdG5Ynxds/FWQdUJGd+ImdwUcpNdz+l9BFd/+5x8o0l0/xSnN6lCj7Ihfs/tR4bprsjI0jWxiczbwnKuPEfRLaV7HRg04rBlUkU40MTHDqccZSzs5+lV2Yy07nk47ZGuBfilJFXlXYtdL2CzIH/Nkj5qg9PMN0NMbmWhVeoTIe/LW7l2CFJHJ9LRJemFYb7nyeY4CFDNBtNbPYJBTrCzLYY3xqDu7rOyfosy0rgoZH6rT+PuAE6fu40rC0VJ81v3aWYZGMNOfpXJ9Zju+xM4PFkWDaUUamNNuq0kveiAF1Bzpykeykuv3udImMsPd4GoLSPmari4evMFvNMpthGiHx/jJlOqX3uT8bWS3pUx6fdWsJsrqNFY0J7JhNa7R+gX1wnP0osA9+UoTC1NHi5LYJYQqHOYjXXs+UDcofoduPeI+N4Z860tTl+L2f5HP0IvSFLXdrC+YeO/+xiKfFmInL2UNqvVBSJQs3olGzfHDkdUn3+JcFRRNTzyz+3RfOcp6eu7eEmF/+iU6viErX/yIVu/5ZG9vkf4ZLTU9ErykoyClve+1uKHXJSfRCGV/E251iJb9XFaZGN+N6SMPYGe80psIcczmT13W1TtkCr2UIWoM0zgS6H3PfmOF41do1HPcpV0xVrhPI3zJTDHG4KpNwHKVjUJLL0orpcIeCoKIQz/Un/rf9XC+28D/59P+4VS6u8A/wGwgUDLOOe+oZT6E+ApUnj/I+fc+5/yt/8+8O8DRKop5IfT84udVlWhslyMsCuZq7gsZ/OfJpxmt3jlz+qsypPBcgYEyM7Z8klN1+ImvDzfvXSiNr5v2e/3aO5OmNGmfweqQBGORduKEjOC0Q2JxotOHdkmZH1LeC760bylCSaW2e0OrffO5HUXers0hU6bom0Ijx3NR1Ma+5qs32Z2u8BGDozDbxREcU7olVShIjAV/+LRy1zpjWmanFvRMT8c7fD12Qv8T1f/gv/z4V/neuOMp1mXQdFkWDb4e1vf5f/15EscZwGfbT/mT997CV/D2RcqGu0UrR2dOOVgFmBDKVxVwxL2UiY3DRPAJI7oXIHVeElA80lC2m+irLB9/bGi6IjdpENmyn5Ust6dcuy1KBs+4TmkKxovc3TvTIT9OZ9Lt7SAKhc32/NFuIbydGXJ1pukK4am0ZjzKf60QTjSmMzRv5PWuj8x869Cgz/TBHdysfIsLdlmg2S7iXKQdwzJqjhVLaBanTuCc4HNi7am3C7xtCXPPcKwQGtH288oKoNnKsYzMUM/L2sz+tTgjQQtKFuO5kND3nc8nW8QDjXhUODg5oEj3p+iRzNO/06Da5/bZ/+8SxiUjG702Lx3QqABa4kP5zRX2lQBZD05j4sV0obiWFW2FapQVCsFyogrWdasUDND84nEK/bvVOjckdfda7omRdmbyDkwqZPuf8NSbOZ4YUUUlBhj6cQph+sBUxPgzTXBVEu6TPkpnspyky0hY1dV2JPTZzx+BYEC9+J19P0nxIcJ6UaE81YIngxEwdBp0nz7gOTVbcrVJsEgh7PBM9LAZ16yjsPDObwf3af/Xu18BctryxmDXW2juk30aLb0aMZa6RarSqLknl84P4XZvCy6l+BrAO9H9+Wc3NgRBq8xXP1P3ufx//wVeHeF1syhx3Ps4tquKuzTI6KnwjuQe8i7eA2lcErLbFdpFlV4ATmrICC/tkbyczuY1BGMCvymrKOrf/KI/OYmqtlg8nNXwcFsUwpe90GL6Dt3Lz7ia7dR955ga9+DT8ya6/XLlSXmnXs0mw2qswFhq4lNEsy1Nc5fiVmftlH1DNtNpgTf/OAZcpwQTyuBma2DvO7SrbuAf60Q49TpQLgeK13hiRhZc6yvGF2PKBtgMo/m05LA19Bv4H10IKOcXow1Chd4NN59Sn57k+DuJVi+3nC5dkOMj/KC4vqmJLltBITnBWVLwhtcFKCbsciVTs6W1/YzBdYYXFFSvnGT4PHZJ++JS8e/dOFVSgXAbwD/u0/7vXPut4DfUkr9MjLv/atKqdvAK8Bu/bA/UEp92Tn3tef+9h8A/wCga9bcMgEILogHZQnng2d2RG46Y/U3fyR6wPqxCwLGM1j7goX440bLz93ArT98j87uG0zTDq2nmmCc400LdGE5f1UMMXof5cyu+Mx3K2bXHP7IYPsFSUOYuc0DgaGDoSwWqtlYsvrc7iZqMBGxdVZgQ5/prSbphkXlGtcsafUSAq8kyQL2B12cU7QbKfM0YOKX/Mnjl/jj/BVa6zOOpp/lyWafbzy6Tll4NJspO902v7H5Nr4qeXC6QvW4wf89/WWUZyl3MoxvSecB2jiyzEMPPYpexYsvHNAOUrRyfBytMRo1KM9CilQRnzjm6x7zdXGE0oVAmQuIXJ0HsJ7R6iaUpWH/aR/vOCA6hc6jEpM5dG5lZtltoaJA4rqKcnkTXHYOev77cZ6hjA3huCK5uUL8g0c0Pzyl8ShAn09kQfSMSBd217FGY7BglBTheU5wnjJ6sYnTisoX4lHRFkJf2ZBwCDQQOLyxIZ10BXpezfFaFS+snhCYit3WkGkZcq9YJc8N9jRE5woVOMpuBcoRnHhE52LjGI5g/Y8ekV9f5+RzMWUDprc6tN8tQDsG85heK+Ho0QprFqp+GxcaVGk5/Wy7Ps8yChi+UNC66y8tRnWhqJoWZRRkQiJTlSQ7mURjDTT3Hd7cYrIKL1GoyiddUxQrFcHIIxiJq5TJIT7SzHpQph5hVDA9acI62NRAZBm9qOi/LwuaHo8/6VhV33PLmd3CL/hyh1PP7cz5GLe+StEOMImYyxfbPZR1zHYium874o9PKTc6YB3V7R3M/UPRBn9yEVpeLw6kPl0iSrmqknngR49xN3YoN7qop0fLdDHlGXFRGo4u5sAL0tKiK1483yVYtF7DWJp9lKW81v4xtmY8u51Nrv6je8w+t8fJZ32c74lH8iXYc/kcbrFZqAv8c822upSu46yGPMc/m3Hw5Qbrb4tvQHn7CsOXGvQ+SvCfDnn4794k78lGq9rOCB6GeKlPUG9+da/L/EqT+E550cEvYOY6Am8xN3aPD6CqqM4G6DjC3t5FPzjEpCUmh+GrXXrVVdzD/QvOTB0KsZTxPO/ZqzU2y4QV7Rw6ikj3+vi9JlXkUTbEMKO5n+C0Yn4lwksd/lx05l5S4Q0T0QMH/nJO7iUV6VpA8uq2bL4DH2dk4+bigHSrSd7WeKkjPM1IN0Ki44zOB0Omt6TYz691CAa5FMu8ELLgYi2/7Ftdfyf+06HMmn/C8a/S8f5N4PvOuZ8IFTvnvqqUuqmUWgP+DvDNBRStlPpd4EvA137sExgNqz3UUOOmsyUktQhZfmamApdSJNRFeoT2nim8z3grP398mpyhqrjyjz9GBQHVZo+q6ctMYZ4RTBtYTxEeJ6y97TF4xZBuiVl/73shqnREQ7FfxIFJCmFHx6EEauQ5+nSEG0/Q4yms9dF5Aa5FeCqz03RVM801qpTORvdzqsRQfdyibDiOBtJlqUIxm0TMRj4fRin5UYP23ph/48YP+bOjF/jW+CYvNI6xlebq7xU8/qtNrrx5xM3uKd95co00CbGAiUvUVsqLm6dcaY44y5oM05gkCzCexQzF+7eMFeNbsqEIz8EZmR9W7QrCSu7TQjMdx7i5R3jkER/B2jsJ/vkcG3gUKxFFP0IXFv+s7pYaLSmWSi1NF7D2GVkW1sLxKcF6m6LlkfU84tUeKs1h/1iY74uUkyzHnE9RRUXVDJhejeU8boakfU2yLj7MwVg+i84hPhFf4qwPVrz7aRwt7BYVZRIy39J8pNfJMo84KtDKkeeGYhag+7nMiCsFiYepE5GSDUXj0NE4KnFRQPD4DP36DvMdizWG5qOIxoFm0OyytjskfuIx34bp1W69YYmY7Sq8BJLNOgZxburuHEBSp1QlHa9OJVKSvQRrFfrE0DgSf2VdWKrQMHjRJ+9C70PH5KrH7IWc2Qvy3nWzRD+JoNT47Yz5QQtvJWN61MIbCSkLXdv3zRZxfD9mkaldj5aF43lNrLU43yPb68vDK0sV15CvViSrivJn1+m/N6Zs+vjjnDLyMN02agGPXka4eO51nkdO4BkGtTMa02pKXB+Im1gUyi99X+bPdUfqnJPiW3+u5fuvrOhQjcFRoevnwzrcbC6P3VpHpRl2PKHx7XuEV18UJq59rnADi9i5xfq1mF8v17CqQkUSMbhc06oK9+iA7W+2CX5wH9VpUa10mO4qcDGNns/sxZzO6ozJKEadBwSfGcLHPdkUlCX02nhJhV5dEcb1c+dvkXGrskI2L62W3KfrfdKNiOZZk+n1JumKovPIUnVCzEKvvGRGC9NaUV109HkhhbhWrtjhSPTOrSb+OCNbiykbsg4GAwnAcUrGQ7MtjzLWxKdi0crZEFWWghi0mqjKYsYpdjskaXrEx4KuMZlRvnAFG5ql010wdkRHFuspio6Pdz4jOsmoIkO66uNPNLYVo++ewt42Kk2xo3H9uS6IgUop3NNj3KdIVS8f/yqF99/hx8PMt5HZr1NKfR4IgTPgEfC/UEr9BwjU/CvAf/gTX8UYqrW2mJYnKcSRZDienH1CeK4Cf6nVAlCtFrbXZn69Q/OrHywv5svznU84sSzo98+9h0XBt4GRGCrncHFA5/2B/Dv0aT1JaT1ylG0fb5aT93ymWx7RaSGLRDuQHN/Ax3Yb2I0O3vEYJrVJeFFSrrXxxindH57RetzATDKmt7sEo4rxdY/pjoKnMdGZk5ncDUfjvkfREitD/16EN4Xpd3boNWH91QnTMuRG54xv/c4bfOOzYlv34H/iME/hZNQi9EqyxAcFzV5CmgR0OzMOxh02G2NeaB3zreQ6RSGdnLGg63vcmyrKliPv1DBnbAUWjwuq0sBJiDdVtB9C/4M5JilwviHdbmF9jcnlJlHW4XwDfg3VeRFOa7TW6OlcpBWtpnQ2VX6hIZwX+E50x9lWm+B4hvIMapaQ394kXQlofzjAnQ3RVYXKI5I3m5jCkayJp7P1HcFQOl2Q+bxNhb3rPJl56lKkYtmKpWpa/KEhehQwMxI9GGxUlA52Vke4FcVGY8J3715DDQJcZKk6JYw9qGesXlrP7dKM/oc5oxd9TAGjF1usv5VRhSHp3TXKVUexWnLzxhH3P9ymaHkUbUvRFu13dqXAP/PkOeeKykK5LlnIqhKvaXc1IW5kTAYNGk8VJq+JIJ4ib2t07vDH4kRlA0dnbcZnN/c5z5okpc8DViEzlGcxwZmhKCP82v9bzQzRoaH/YS7FozY8+AQUu+BO1A5uGHXR/SiFajUlaLzbYPhCQPOoQmeavGswmcQnBmNH1tXMd5s0H05JNxt484pyvY2fF/La859AgnruPSlVGzRohTkeoKylurWDeutDCXCfzgRuXnRMCwh50XlSd7SXfrb8vPVhx89l2oLIZWptrpsnbP/T+9jRGNWIMXVijxjPuAuzirorU9d2KNZalA1D9HSKCzzUcLYkCS0RvizD+/q7sgF1Fh2FVKHj9IuWzh0f/8SRdzy0b7HGMTluYToK3W5hZ8IODiezZTYucDFrrgsKSuGigPkbL9K4O6C4vk7R9hnd8DHpKp33BqT9VXCQrYQ0r+3g7j+++M7r9ypra90k+ZcgZt8tZV4uSTCHA+JxQrHRJtkKOfl8C+srvLkjWxHELTqrZXShhk4LxtNlM6anOekVIee1HyRUkSefbb3P+EZM2RAOiC5AWRjfapL1FA0Faq9L9HSKaQQEwwwbepjzMfS7FL0Y8+ii7iwK7jPHX6JP/5cqvEqpJvDXgP/lpZ/9r+Sac/8x8HeBf1cpVSDxD/+jugj/t8CvAu8gU6nfc879zk98MWvxHh5L5B8Idb2Gm5cXwc4WttugCgz+0yH2uGZbeIbsSksgIN9DFeWlnWT9HJdMxJ1GfEO1uogUWxT2+kSaWU7Rjyl7EVQOnVfoTG52nRao0mLmuXRXYZvGWUV4PEPNM8zEg8piOw3KdoD1NXa3hzeO0ZMUrEUXMltgPMWcnqO6HRr7c9KNmKyv8Kdi02cySdcxc8XsZkG8mtAMCrJvrHLlqxPM+RQCn9Nkj9/85S2CA58r383JvzzDOsW1zoDBboPcGtLSI2rk9FtzktwncQGDQYs3r0sAwqBo0osSZs2A0WlI3rdiO1iKi1F8LJ1h7kP01JBuQpnHBGeaYKSITh29O3O88xkuDih6PlUsmlrQwhz2FEU/XsJ11mh0XqGqClUEqKrCthpoEIZiJvmX5ngAG33mN2UHnndF8hWc58y2QmHeDlsER6dQeqhpQvugZLLjUXQcRb/CGxqJ/Qtqqc2q3CQm0RLvVoGaKdJ1hw0lbajoVZS5xjuQWfh8EhI2Ck4mLa6vnPOdd28CEFyZobUjS30qBJ7NO0LSSG6u0PigIHx0zsoPt5jtQnxaEu6P2Pv9EGc0T77Spthw7DSH3C+vEIwdutSySbAQ7fukG6UYclgoI4cLK2hb3CCgiitacU6aBOihGKcUDYHV075P1lfExyI5ytviRuVZzRvtfe7oLZpexvGkxfy0IwvoRkn8xKNqOJQnOvT4xDHf8Gm8K6SmhbPb86x0pZRoNms/YdVqLtEMN09Qnoee5+gC8qZGR5B1FNEQCaioAy5EUmUJzzOqhkfR8PDT7CLkXCkh5qTZs3D2xWIl//V9cLlA1qfnKKMxH6RYJ59LSD+ixbxsYanj6AISfibv98JcwX2iGNuLTug5jsmCzUyWi8nMM97UGgLpQhWQXO1y/nJAfGpJV3pM9zRb3/AJkgwTRdi1PuZ0ID7CVQVBICSm03NMvkGZC3fBHynmZzF6rul/oJjckC6y2l2HyqHev7uET6XD1hBFqHZTOurZHDZWsZ0YL6mo+g3GN2PytmL4asnoi47b/0nM5u/cY/YzV9GZpew3ME98qH3aF0VXNRoi8ey2pYmZzZe2orrdEkez8QRmc0gS1FoL68k5n287woHMefMutA4c4bCU4I+8oLh9BazDTDJc7JOs+4RjWbPNTBqs6Ys9yrj2YDDQPLKkPUXR0kTntlY3KMpuRN4PBGYezKGsqLb6MrZqNakWNaMepSwZ6M9ff59y/EsVXufcDFh97mf/8aV//33g73/K31VcKtb/UofSuHYTlRfolT7VWhc3TVCzOWxvwNEJx7+ySTh2pD2FfzOm+3GXZDOi9e4J0ffuyfN8iihf7V1Bj6cUN7fk5P3Fj8QjNY7lwqhPlm41cY0IlWSyU3YO62lsrFHWwySepG9cgrOrZoDTEA5q95IoRM9TnO+Bc5SxkTloqbChhzMNYRArSG+sYP1VykhkLaoSOz6cXBiVLwtnOHBYT2FeSFHKkeY+6Ssp5v8pzkAqjln/as7K2030fMi9//EGN8OUXpDw4fk64/dWKdcL4k5KFBSsxzMeF12Z3ZWat79/i7dXd4mbObNhjNJiUpGvVlSbOfncIy01a98SSDwcKrDgzTQmVUtHo3Bs0aUl2+niPIXTCutJh+UWTEytKHyFLhzOQDAqsYHBhb7sezwjBbrblN3mLK8dsSx6mhANGsw2PaLzCpNaJjdisq7CmwkBQzUaVBtd8n6EzupM2URRNjRl79JCZxbMSUfVLmHm4SrIfSvfT2AF8g8tzreUeKjVDCpFVSmyecidbANVaOgUeJ5ldijEs/BcgxNY++SzIfGJo/GjCiZTNv5FhmvGEuKR5+hjhwoD4pMWNgx45/uvc/1OzvCmT2vfMtvS+BNH2VBUgVmG03tzRZUavFaOLQKivTmBV5Lh44xjelU+X/euwMM4caJyWpJ5wjPNrNnkzs4WHS/h7nQdpRw2svTe8ahCYe+nXYs+DcAqJtfA5Ar95T16v/1Ofb990owCrXBTcZ7TjQb0u+iixJ6cycLuLGoyZ/WHE+Y7DfKWJho6/FlF1jFUkcIfWMLTDFVvdlVgiB+PIY4unJCcE1vFNPtk9335WECBulZKNGJZ8JV+dr249G/lebirV+DDe8vPpJQSpKaGmmEh+7kgAi4IW8/E610+T7Xu9Xnv4MXnWSziXlrRPLLMNjW6gsahI1vxybu7jK96bH19KPabNXS7NLlIM/ofVLTvz9APjzj+jdvEp4b245L43jk22GTjOxMOv9ShcWzp3Q8FNm/Ua2ErxjZD2dCXtdRnlsDjA8b/zueZXYlQXxgxO49BQfRRhH//Hq7dpAq0oCs9j86PlLCXAx/lPHGv6zRwgYcNDDor0c0Y7fsiufR9YZzXFrMqjvAGc4JeQNoTt774xFG0ZE0sYoWqapSk38Y/GDB7eYPm41Pmu1coGor4zJFuNCTJyTlaPzoh3O6hSsvZZxqY3JFsaMqGQ1ktgSr7E4Zv9JltadpPNK28grAPSuHNC9lYBv5yBs4ibvay4cpPOH76nKsuzWwBdFZICD3g4gDdapF3ZcfTflwSnqUc/XybvAvtH5TPxmJpJV3q+irME/KtNgf/ww3mV0Vu8fI7HVQjolrpgKdRWYELfUqjUKVFWyuJGbm4mzgNTilcw+DNStEWa4WyQi7SlcMpiQHUSYltROJT6mpSkZawdPAwWSXRdnmJLiyT3ZC8K7FyZVM6sea+Iz6zpD0JTF/Id/LHTVzoMDNN757MX9x4IqxOpdDjCSjNtd9t8P7GLqZTsPa7IVef5nizgqIVMni5w4++1EBry8q3fdqPS7IeDF+KKVVMcw7ZqiO/kqMmHtXMJzjyMJmi8zBjnvmkKyKdKtoyg/SS2vM3VMz2GlJMfVXfiFJsKwO6cFhfzmcZCxJRhQadW6wv5ucYhZql2G6DohNQNXzSl3uEwxJvVhAdzgmGPmaaodKCKuxTxB7N44pgkGJXO8z3mhQNzflramkWYVJFGULQT8lnAcqzuEqBVbhcNj0ucJipAqcwlaHqlijt8BoFtHKs1bhKUWYeflSSD0M6u2O2O2OOpy1moSQoyXUs5CpVCYGL2qHLzWYSlVdLK9AKN0/Y/MN9qrWOOLaVJT2ukq54eImj+yBHl5byjiFd9UhXNMqJ7ttOm2AgTQJmowjvJMB1KspWgR55zLc0Rcuhrs0kRvKggz+oAxJaJX969wUcUGUGMkP82CM+s1S+EtvOwjB5scCMPcqmE9e06rn71vefvZdrToayFrbWsI0AczSU2f2CHJSmmMMBDaC62ZKfKcVsW+PNHeGgwoYG2wqpWgHW03iVvVjwFs8zmT47T1wcn7IAKqXEG7kRoXod8Ue+90h+ebkQKo1eX8Xef4zZ2sDN58u5rfI81NoK9rB2qdNa9KieJxaPlzue52DHZVaunKRl3ivO8nxykTWa+YYm70myWdWu8AeejEuujXmw1sPkPfZ+t0W+2iD45vtS/MuSzj9/RxjTwMZXj1BlhT06wRnDyvs9vNMJK+8HmLSieP0Gwf1jCHyqXgvna1RhIUll9u375C9u47+dEA0rnDLMHWAVu7+nad0bSkhEktD+2khIcB88vPBuzwshmDYikp0WwVBQQhsYbBBLITo+w/XaUFYXOmulcU8OiUMfZ1p071vmGz7zTSckQSuudNFA1mpnNPH+BBcF5B2DcojZi4Jsu030wRSltXBOYp/Og4KyYcjWKpzvsEceadcQdSPJMVeQdTRqr0kZK+LjQtZ+rcU6s0ZH3OIe+EsK7uL46Su8RqOyHBf4KGtR5yP8eSoJFr5h/to2qz/K8WYlk+sRxz/T5vp//VRYczWpYXnUwn5nNPPPX+Xglz3K2BKeGLy5Yv6F6zQejUHDbLexhD1NYsm7Ht3vz1CTOToKKJvesltTVtxTTGEBhavErOCis1P41oGncaEBC6awFE3x6y2b9byysFjkeeOzCjB1IZfX8WcOL7EEvsI/qjBpxWQvoLkvvrplLOHlLg5hOL5YNJQGA97hkFv/eA2dO8xoKMkfgOf7xB9pjpJd8q44EjV/uM/8r14jPhRYu4qkgHo3cvKhL+oQH+IjSNd8+m8JpX724grBRBGMSpINn8pX5C1JrrHGwxQyr7O++P/qSpjEWIcuhPAjZvya8NySrYQEIy1z4H6M9RS6cqRrPmWkMJnBGYU/FJjHeRp8j/hgSjjw0dMclWZUKy2CUUnl+5RXM8arPrpZ4AYBOMjPIvAdXlyJ3ngqP5cnldmn8y34Fj31cL6jVE6kOlYt/+scrO2MCLySs3mTNPdRqSE60nhzybY1hXgh9+9kuDCQxTmruzOjUf2uQG7zBHc+RJ8P5VpTmvidJ/DaDuFAEd09gaLEW+0Qnvvkn29JkEMGRVOCHexZAIG4VAHE9wPSzYpkp8S0C5RT7PWGNMKcdNdjMou4tjri0dEKbhSIe9lTQ9FxzLY1jSPL+cuGvGfRiaFqVrTuecyvWHRxwaH4NN2iajXF89fT2MBj8HKL6EoTf1ISvPtYOBr1eTCnY7rznNnNHmVDNkDB1FG0ZfFULmC+EWByR1hVuCQVSdp0Jt3RYoG/7LMsb+7Z99RuQ79D1Ykxp2Mmb25hjaJjLfbBk098BjeaCMek3RDZSxzjkkSg83mCXpHAe5yD7XVmN3s0Ho1FLnQ2uICtL9svLt7LQk5U/9stNjILyVVZEt09htf3SPdy2msz2lFG/6WEj752neS0wc4vHDJOQ+41e/TuwOqCLGWdOEbW66F9tC/de931h48GzF5axxlF9OCc8Wc30OUa5nSCGc3qubwWrfY8wZkc7yxBtVpiGlQ4Vv9hk70nc9Eq10QjW7+2euvDpQ8DIKS1KMRGHlnPkHdi5ut66bK2/ftjqCxqOIEwwNb+1Au/anM6onUypLi+QewpqoceunCsvDNivtcSLsC1DtZXpD1DfF4xviqNQdrVtA4KythQba9gziY4o1Cp6P0nu4bwHPKOJV1zeDPIVkOSDY3OZN0rGpICN74RsPZWRrXRFSRumqGeni1tiF1l67n1/+9Yzf9/OZxnsO0maHDNCDVNYDSFXpvp1Qbja4Z0zYHyufXfjCgaXc5/fpOVf/a+EK0ueYsu83UPjmiWFRuNLQ5/TuaQTglztVhpCPsttxQNzfiGoYxg83vijOLSVMKZSyeuK4HCKo1JKqrQyFDfgXJOXJCMwnmKAh9dSqA4Dpwn3a6qQJWOvOehc1cb01uCUYkuHM1D8OYVJi3RNTEpOlHoaUq+1SYcW7y5pfHxGbYTM7vWYn6tSwPg6clF8a1EbhX8sCZ7LFiK2giBAtj4Z3flgnEOfJ/++1Ocb5juRiin6H9o8b8fc/KmJmlVOOPqeDmLMwY9HNL8xgAVhlQbfYqOyIychjJcbFLkf2LML8VWOdHLmrSS3zUNykLRMZShpmiFOCVz4DKWBdhLHF7qRMPnKbK1SL6Tjo8/L1F5PWtPMwh88pWIZM1w/rqgI5tXzzkfNWGq6xQfBzkUnge5xkwM1geUQ5Xi12zmmioG2y4h03hH9fvqCovdNEqCoGLwwQpOQ3RtQllqdHrx2eNzubaic4VJSlSSUd7YwtzdX8pSnBaEhV5HOgwnzmwLyDB+/ymu28JNpqh2i9Of6bPxJ/usvqM5+HITkzlmO7JZ8IeiI2/uw/SqwR9DcqNCzQ3V1INWyd3TVTqNlBdWTonXC5LKJ9iuUFccR5M23RdTjr5+haIJwxc16aYgROHWnHQckq47/Kki7Slal+4z4Bl41c3mlDsrJFsR3qwimFlMZkGBajUgSbF7W+hpQrnexrv7FLMrCVHtyjG+JiEeC8/h+FS6k2K7hz8ci+TQ1cx4pS7mzAuYF+TaXpAx220O/+5t8p7ECrZ8w/CmRzh0ZHt9/E8rvHlO+uVXmW949N8P0eMEPRVkyXVb5OtNgncS7HSGHs+I931UWpDvruAdHl8U3YWX8aIYFaVE64E8JgqgFAnlojgqpbBHJ+z8liPrX2XqW9Ik4LDs0hgpqlgTeiXORbjbc4qDBsQRjMaC9in1rINfPYd2ZYk6OcPf7JCuh5TrnXpOalC9Jiov0ZMEN0/EUKIopRB/eA8b+HjzLZ5+yaCsYTVq0f3w4bPyzUU4DVx08krIsnrioWybZE0zuSl/0/m4TncC7GRyAZsvCJXdtmx8zkeooqLx4Yh4P+bkZ7rkK8L1MLncb1nHMN9SrP5gQtHo4mUWnTn8cYFJChln+R5lP0YnJSa15F0Iz0BnogioIkhWDNFZvWnxIFnXlLGi8hXZWoyyDm8q67OOQvGg1lqkZMVPIPzVx09d4a0izei1HmWkaD/O8T2NakagpMOzvjBPAfa/0qu1pEpmPHlxscNdOKPU+ip7es5kd4eqXWLPPPp3KpySgqiswqQWf1yS9SK8QApksbOCf6CwsU/e9aSQakUZSnExmbxWGSvKyODPpSiqyklkVVMueuspvFSKss4tZVNTBQrXkOfSTU18pvCnJd4oQ08T0aOej2SWbGTuHRzP8MYeqrSovMCclTSVwvoGG/riTLMw77ZOtGSXjbytg8v6uUuMcJemmHsH4ByddBss4Gn0cMbw1hZu38ebQu+e5F+qohQ/VBB4e5aiqubyO9K53AxVIFF4yrIsptFZQRVJrJfTksSjLOhSWIZOs5x/Kyt/708q5ps+VaDQJcvv2RklfK1CNjmqFeI8yY8d39AUazn+o4h5K8V7t4mqP/58r8LMDHokFpTOgAuFHRwMpDiH54rpdYceethQNh15v0KltcXiQUReRlQrJXiO+UkTVSrwoGg7onO5NqNTGTeYwRzbbWGGc/GWLcoLD1lnWQSByEVT/9cJEYl5rWsvSroPMshyspUQG0joQ7JhiI8NqoT41NK7MwNajF60+I2cch5j2gVBUNKOM17onTDMG9xsnPLVo9uEXkmoS0bDBp6xWM+hnaJ4cQ7jAJ0r0vMIb+RRxRZ/agAnxLeF9eIlBygAlCbvibuPcmBSS3CSoB8firFFWaJnKflujyo0eNZJZGZDkawJjO6lkHUVqtLoQkh0upTi6ubJRVFdZGmrS2ENl4mV9blUFra/kXDy2ZiTzzVoHMJ0T9F+hDgzleWFysHJZ5rseDgDRz/Xxuk2V/6rDxn9lduEgxLra4Ki7jADn2IlIrvZIj7OlxpgrANPCumi/1a+t/QbUJEEwy+lPYvzWb93e3bOjf9bxvyL1xm8IKYRuoTtrzsOrnWpPm4RDBXzLXDbazCdLdG7ZfOx8DGoDTcwhuD+Md6wg/MNZi6+4aqoUPNM1oayxGbZcuPgipLqM7cJvvkBe+5lTt4MaT+YXZyrS8fC3MPsbGGPT0WylecwmxOMV5hvaKJjkSmazFH87Mv43/4AFYaCgiiN0hqztsLRv34DVULzuIfOLOg25v4hjTPxVIifzEivNMRkaGaJfySwc+8Hp5SrTZR1mI+eCCP55qpoczcC/FkdGjKEoimSQlXBfFvWD5DIzHRdUYWOMhayq9MQHiWU3VBctLQSJOTydfOXHD91hRcFsyuSljK5FtI4DAQOHTs6D0uyngzuy5ZkjOYd2PxOJjfh84et236jcXlB81AWqOjEYVJLfDCl7EToeYGZpKjS4s1Dykgx2/KIQkW6vsls0zC+KV1S9yOZZ1pP4xvRflpP4c+lsOZdg8nroqDruWYgRcUfl5jMkndCdCnwhXKSaTpfN8RGOmed5qjJvHawMRfwWZZLwICpZ1lFiZ7nKK/+/4sYK/u8vd2nE0fkTda7USW7NZRGP3iK8n3sbA6ba+z83rGYolsrBIgoFJPzLJf5cqdJ2Y0pmtJt2UAKmU3ASwUuD7WkIIHA7rpypCs+RVOjCwloV06YrJIfK1F2unQEw5KyKQt6EUuhNZnCn8nzAATnqdjCzXPKToSyYhqRrXiUbcvsQRe7V+ANPYKRYutrmqwL039tjt0XO1KUAxRFSxJ+sp5DZyLTwXeUscPMBPokkYeXLSuFf+ThTxXZRoU/1YTn9efIRZvqj3PUPBWfV2PA9xj9/K7YVX7twpsXYOFTrTzv4iZehH7MZgTvPcGVJd68Ij42zDcN21/P0KXFPxS/WdsICCYO5zmKcYjqFHRaCdN5SDdM6XgZv77yDu+nV3ilf8Sf3H0B/SBG+3BuHCpy/Mavf5O70zXefrRLvJmRftil7Akr3JtD46QSXgE13Px8t1nkVJFci1nPo/vuQKQ1NUNYGYMqK+abAc2nGXZ3Ywn3m0yIZLNtRWtfNlXTKwG9D3PMyUgW50tdrSvLi8L1KesAWuOSlM3fvMPgr7/AbNfBbkI5arDyXkV4MhervzjCnZ0vC4erLOvfG5FtNHj4Nz3a9zVUltbDOeevt7A+NN9pY9ot3GBEVJRERlNudC/uN2fl/QbBJyFILTIr1WpClqO0aP5Vkl1kFVuLm81o/PmHNL7tLztn5fskKzdY/86Qp7/SJz5xZBsNwjvuAnmoZ8WLMHflexfFOMvQg7HMuuepOHYlqfgtL7KJkeKtmk2Us0z2Yrp3QsK37rH7Q/G4lgddbG4W+mSzs830jS2C8Sr+e0+wwxHK92j8+Yc0vx+D55Hf2iBv+wxeCtn4jpLznxeowKf42Zc4+mJEsu4IzxWmMFS+R++exVOK9nckiKbaXScYFvj75zLKGY5FCQN4nkGdj2QtSzPCRsj8Wocy0jSOc8rYIzqzlLFmehV0Xo/vNFSRkLicJwXZ+hBMhJ8yvdUiGFeYSkhdajBaSlv/spxf+CksvFUAZQTzayX+uZGbb9cybVSMb3l07zhCp1j5wBIf53iTDHXvCa4oPmFxhnPYW7sUvYjgG+/T//PH9N5ukFztkncMZq1B0TLotoeXVKjCYnJHdC43x2TPY/iZgtb6iI5XYrTjpN+h+UFIfCwFV5fCNEYh9mTmovtySmYhXiKPsb4m63tkPSXWZ0AVsyQoOc8IBNsIcO0IM80grS9s35PQhaoQ55WF522SYXutZ1x0lot1nRqyLK4/bid2+edVhcsF4lQ1k9ElCbYmialGfMFy7HexjQgXGnRe4qWOKhRGtkklRD2YQnCWADGqdCjrKGOPKlI4o/BSR9ZWyyB2kGItfqwVVajJVnyKWHahRf1YL6mNGSz4o2JpEVk2PfKut0QkNr8Fw1sG50GZK6IzYWL33h1y/maf8jTGVAqlHHoiofdV5Ci6MnvWxYUDFCBWkA0paCbRuFhgXJNLwfbPDf5ESB9FE3SpiY4zzGAuBKp2U+QvRclkx9A4VsTwrMmLtTU0qaG8YMEu0YtM5tvhDx+wNr3C2WdbZH2P+DCTNJp5go4iepXj7I0Ope/QJwHDQYDrFCjl+EL7PqnzqZzmmwfXcEcRxWbBzs45n1k94P3NTW5Fx5zmLT537THvHm7jzRV2t8AceQRjGbtwa09mXPO5FL8FwcQ5XF7Q+cER2dUV2TidDqSTWnzOKATnGN3Q5O0Ik0Yo54hPShZLUxUqsq4iGlQ093O8E0nbESbpc0XWmAuJUX0el8VncanPE7rvT2jtB5y+0UAXkvUsX656ZmO6iI3TZ2PGP9Pl5n+X4r99D5ukmDuPKH7+Na780RluKuOcpSTR89DvD2QPceneegaCrL9L3WgI6ShJa3OM6IIktnTcsjL/DMOLjOv6WP9HQwCupIVwY6azpZOYqxN4FtaWS0cqrUAbVENeSy1yZGdz2VTP5hdzYmchCLDjMfraLv6sAm2ASiRhcSTfQxSijK61xbKOHP7aLpMb0PnYsD5YheFINhFluSTDed8f41+9gl6I6ld66PUV0p0OT74SUDYrvPWUfEdxshGx+jborJL1PsvBaPTHjzGtljRYjyUH19USM44r7HzOIu5Rn43hamdJhJ1veOQtRfOpJZ8q4tOK2bahbED4VLT9NlDiA4+sb8mKnEdvZomeDlGVxboamXTqk65cn3L81BXezf4QvjDijbUz3t/fIrUx4UBTbSSYXspZL2Ljax7RWYE3ydAnQ1jt454eXQje4WK3VgikrDxPdpCjMVHgcfSFPjbURKfSmYRDzXxDaOn+rN7V7DpMsySZh2RGDPNX1iac3zD4U4GfVKUwqcyYqnABp2qioUVb6dDCXLq+rGuoapgaBYlEwWL9etGeKlTloVwDVVrKVoA3zQVuLuubryiFRX0p4jBfjwXCa8Ryw9QL8zP6wE8rupe0ipd9dS+bs7skqXfYNZSYS+SW67axnVjg3VLei0ks/kRmISAwsckdZjCDfiSmGUsWuEJVMrNdeD6DmCbgIJxKJnAwqUhWPVQlGxghWMkO1J9bTCKfqwoNWVe60byp0ZXD5JC3FO3HotmebStWf1RgA0XZjWk/yhjdisg2S7Ai9VKl6JX1TDprawQy14V8R0XHit5XyUw1PPBF8hVKl+zNBI7y5jKTDkeVfOZ5KoUUwDM4a9n97X3cdC4/N0Y6rKK8WCzrfFLRhKpnvzOAvMB89IQV/xre0QiV5rKAWyujg9MRwbBL59Uh+VfXyPqOyvrc0Zv8l9WXaAcZ7z3Zppp59G4OeWntmNvNE1a8GT88u8IHyTb3x6vstoastGccXAuJwpKiacl6mvmW4eCXe7Tur9C7W9L4wx9evLdFVzUYEVpLMJo826WCdAjDMRvfX+fs9YByQ/4umGhWvnmESnNBBWbCaVh8Zne5eC/my0r95YlC9SxYvX8Xzxi2vq85/Tdfl02rc8IyTzNhLC8QHwDfY+W9Ofr7H2Ctk5ljlrPzmw9FTeCcaFVv7Ml4696jZarOJw6t0KHYL6p2GxUG2LUuapaKPHGewGCMTVOxaZzNl+EBC/MPFQgsbaezC3b04wOJ1lwUV2OWna0Ow4uvZaUHaYbrtLCRj20EqKzCnAyXnIKlA1PN9lpuGM4GNEYTYeTXBVQFvthjdtq4NBO4Ps1wwOQGlA3LfMtgI79mKtcWiwtkxDnsnfvEjyXaL93rcfJmyMb3Unb+tOD0swHdFye8ubrP+xubPKyukPVa7IxWUYOx6JeVxrRaQvCy9sLfWmuUzZYjB+V54MvIMF3RNJ/KmpCuOfKBpv1QHAfnm8I5WaIvCTSPROKWriqCXNQbWd/QGE2hEcnIpRB70H+Za/GnrvBGquAr1+7Q8VJaXsa3jl+idV/Bt5vkHegMIRqU6KxierNN3PBF4zkIL6QZsNztqgcHzN58jWhrHZ48BUDNUrwEZquO/GqOyzXhoSfklJEi78qc0u4mhGFBchbjr5SMBk36q6IdzDvU3a3MW6ySf7saasVJsEIZK/KOwZ8ixXZdOuFwKHF16aa4ErnQYX0tsKbzCGZCRHJa4FZdWFw3xD+dyyJua0JJJTBJoKHa6mMGszpzsj4uL9SXC+zlDrmGa5XRUNVzId9bWjWqBYxUQ6TOOdR0juvGlE1fPrMvblSLC7ZouyXL23nis1p0vGfkRSaXQuqljqJZS61qEpX1FHlTdppeKpCtNYruA0kPCYa5hGlXFht6VIHG5A5dynNmPZGjVKF00rqgNo7QmNRShZpglLP5HY9Hf7ciaBQUxzHhUEYDi7kvfu2ME9SksEzIdDiBpXCSt2pSMaNwWjgIzoOyoTCH4o8sJhP1TVkTZ1gUVqVR7RakGSpWy7HCUmby4+xOAZzF+/CxkOkQJqyMHcT9Z/3tgrNije1vzBndihm8oiCoeKN/wLCIsYXGtAry0jAtQn7z48+SZz5fvvUxD6Yi3S+dZpqGNPsJ+Z0OnYew+l7C8FZEMNSM3szZ/HZtklCWywIHQk5yJ2cs/HrFszdHhyFqpUd+bXWpFkhu5JiRRxUoOBNmd+cPP5BrNo5Qzcazco2lDaRdkindQse6YFpfkuYs+B5uIUeyjvWvn2BbISotUFGEardxeU51Ywv13ffk6Q8O0ftPl9+Hu7LO+Zt9Vv7bt1mYh7g3XmB8vUEZaVbuP/5L53x6bRW72hGN89E5drUn9xqg5ol0dHX3q8LwwqDDOtTeNrYRwNt3Li6Dxe8XFpaBL51oGEKWyUiosthWA+V7ZLs9MdYY5+iskKzimsG8ZIkvTrORmDuXZui2LyOwOMbN5zK79Twp+lUlM2HrcNZx+/9xyKN/c1uQv2mGra9XV3HRfdc/w/ewG33C732Mev01zl6P2P79Q65+ZHn/1VU2GhO0cvRfPud8q8n8ox6Nr58uNxiuKCR2csEer01AVLsNU5HuoWUtsr6ifydnshfKSCyQtK6ipci6AemqwMxZH6ITgZ4Htz3iE0d06tCVyNzyjsFe2xStc50brC/nDPyE46eu8DoUoS65EZ7w1aPbQupYd5hMEQ6g91FB2dTM9mKKWBEdK/TZmOr2HvrhkWxSFmLmele29iePLzq3m7sU7ZDWgciMZp4HrUqcjJoVOhd5T9FeFChFf3vManPOWdigrAztrQmztCsRfqUQfIKxpPj4iYMEsq4QdKhZvcmGwI+qkkU5XRVDepNKIa48RxU5ki1H3lH4M03riegny1oDq6xDZyFekuGiQJy5mjFlpCl6Ed6sqK3uLuYtwCe7pVrfrC4RUWQWLgk7eJ48T1FczJOMlpu4hqBcmmKGc4nX6/kE5zl5L5B8z5oYZXJAQbXSJFv1SfpmuSlRTtAA510UOS9xZH0FyLnzE9mMxMe5zMpDLRFgpZAn5NyK0UVoF1pgMdTQhU/eEdmVzoFCDNVNKg5IOi3F9MTA6p8HjG8FNMaK8FwMPUwm70ncnaBsi9WkXGDSFS+ye00mZLxgpJaEMlWKtZ3OLdbTEknWiqTLN/XGJi+gjhlzzRjXasjMLcvkOwDphp8nXnFBmgGkC7zsWbzo7OKY5gcnxAcN8tWY1e+dM7uyymzmsxFM+M7JVcJmTjoKSY8i3j1rsHftlIGJuT9epbSaw/MOj4/6qKOQqmXpPFVsfGdM1ZTzG59aOr+j8c5nF6k2l917FvartVZ5GUFXltCMmW+GZB1FsuEInvo0jhSdj4bPJOEoY1CZ5LxeNihQxghs6dxFF7VMunLCGjb6gum8+N2lwz54LEXA83DGUNzexj+ZUkUeQbstXeXSIaseN4xmNA9bqGZTINjNNQ5/rs18W66d3ke3lkV7ua5ZJxAs9aZ34U2eFtjVHrYVUMUetpb3uMEQVYjLl12keC2e6/FT6R557ljYWdYwv1JKHKKajZonUtSkSANK1AThaSXjpDST4rRAJGoy1SKSVUURtBpyrtNUvJB3NlFHZ7jZTBj3nnTmyvfQQYR9uM/V/3yGCgLxf/5xmxGlxfe49p/e/adPZIM6rSHv6SY/2r9CEJZobVGHIc23H2OTBN1qUr58Ff/Rqaxh9X0h77spm93tddSTQ7kWy4pgXOANU8Z7PfwJmHozbf2aDDoV3s0ChauCulHKZfNdhkKEVQ5UWoqc0xgZG0Si5XaDwad/1vr4qSu8AC2TcT9bJ/YK1NUZjThnlgS491sMXvZpHliSVQmoryJD+uIWyjrCKBQY5PJhrQRva43utKm0ZvhCzHxbSRrNXBMeGFqPLce/oGXRtFD2S5RVBH6JZyzzwqcb14uGU9irmvnTFm6ua5lN7flZD+HDsSXraIqWdM/+xJGsCwzZOJJ5w+SqxiRiXaacpoxFylI2Bbacb8iNXvmKcCKMzLwboOcRepqC1lRt2bXNN3ziE9ArbVS7ASfnMh+sQ7QF2qkXkJopLR9GQrSXxdavL4kwlAtZG9k9ay0wXLcjO2lfdrl5T1jBNjRM9jyBjitxVNKZzMHn27F0tIHsKoFlPq6ti5wuZGZoUpl3hwNLMBEpjqocJi3x5vV7d0gcnSeRa1hbBwYg0rCkwMxLbGTI6y7b1F2zzi3mVFCLbLdF8+6YcBhTxbFEThrRFXqpLGvRwJKsaFInM+bF5knZ5emjipwkEznhJwQTwEI0WhCr6rmnrVnY9aE8g5tlqDpY3LZDXNgHi/jC1gS2T3NhA56Riizj1BZMdedks9no4zzhFpgkonngmF3XfHdwjX6UcK0z4KNojXi3ZJ77bDXHHI9aPPpgE9XPCT6K8RJYeb9k8KKH80Df3UdrRb91C29Wycwt8tGdjtx/l1yaVBShmsILcHGIPh3IzK2qwDccfKXCG3mU/ZKd3xPipB7PodPGWYs7H+JsLdHQ6tJnXSQf2eVrPYP01LyGpa7yx5y35cNv7qKPzjFJQdWNyfo+5ZduEx0n0lku0KLaXjb4s3dwdZSdOzjiyu+UzF/ZwpuVmEmGVfrida1dhi0IhyIXE48zkf2oLKfsRcy2A8pIEe0LAWrxXS5dsRbv9ZI2+JnvHynwl2FmFYVQ37/K96g6glKVscGfVJStgOCkupANXUYLfA9zZQs3T7CrHVRaSNHeXJfvJvJgexX1IFtugACoKvTWBvbopA5c0EvSlapHJwsynLx3jSulY07/2udovnOAPT2TDvLqDtu3Tzg+72Df6uINYWUiowF16xonP7vCfEux/c0N/PPBJSa7Er93EMvSUGbQpBlmVpBuNfHnjvZ+iTNQNA1pX1yxpjsaL5XwkbIhfu1rP7LMtsR90Esc6VpA695YwiBmObrZEOvLmgjnftw9Wx8/dYW3RHMjPOa/P/sMD8/67K0NmRc+m+0JZ62UyfdXSdcU3hT8uWK2HcisL3cE09knWYOLw1ohtgDt/YL2Y8fpZ0KSTSeErlix+Rcw3VHMty3e0MNNDWlYMp1EoKDZSrnSGTPNQ+KgEMN830F54URTRmL4UEbSyQpMCUElBbdoiYWgqqQIF60FLCtdYNWQ9299yXN1WsvMuXZpqSJN1Y6E8g94RyP6k4x0u4WuJMLKn5YicRhNL8gml+HKxQ2rNLoZXcxEFvZ3UYSLAlwjRM0zqm6D+W4TlOhvo6O5yA4qhz+W589W/WVRXewUbQjzdV27x9Q/qztcz0rRtfVGx+maBZwJeUmXkLc1YenwKkEnrC+SEqsVujbhUNax8OHW+UXXp0uLnlT45wk29qkiD29WCEENUNYRHyWoNMM/ruh9LEkn/qyibAjTelFUvCRAOTE/aR5VFA0t3XQg5LqiqUTikYALqTcK4E8qsfg8ncjia+0y/Nv5Rhic05ks0JV0tVXso0uL7TbREy2dkb74bp6xIXx+jLC2IgETRSHWfO1YIs2Ghci1kpL+u2N02ea985twc0aR+OxsD+hFCaXVfHC6QXYaE58Yen8RoquKZEXTeDLl+PM9ss0Kt7OJi31MYtFZhV5sgq5voe/t1528wLmyuUig24ITmcctwkrULKX1UY9s1XHr/12BqgiOpjKi2FlDjxPUdHaxmViGFXyKKX3tJgWXZpILUqF9LjP4+aLVbjHfbuL1IoL9IZM31iliUTbgYuJFAVVSMOwia3bhmlWUVIfHRHWQi60kpUh1O1LQVrqUvVgC4p8eCiQ7nwsErBSq2UDnXbofTqhiHzVNcIt0pDh+tuNdbAAW6oUFtHpprrg8N1ot3cNcFIAVoxJzWBF0mlTNQO4fz1x09Vqjr2yS3FolejolXRc5TnA0xTVCqmYgRhSRIRjmGEBtrKKOz4R4WRSobodys4dnjLCky6o2wqguiu9l6VlNijObG5y86TN84RpX/ouJ5K7vH3L+9TdRr8ywHsz2HM3vWKorq6iiIpg5el9P8c6S5RqngqA+R/LZ7PkQtbuFfXQgnXpe4k9Lsp5H0dKMrxmx4/WFRV9FUMZOSJIVrH8fTGYJR1qse0f1Gh164uFsnRiNZJmQ28oLmeaPO37qCu9x1ubvv/s32O2N+J+9+nXuJ+v88f0XOPpoTbSTGxUqV5i5IW9LN5lgaO1bYQfmOarREJnD4sZYLMaVxRyeET2QotXtvEiyqWkcOjqPCqLv3yf4+VtUgYeupFjkgwgCS9DMmc8iHpVysSSnDcJjIzO+es4rww9xEdIFFO2acKVhvqUwmRQa64tvsRQymT8GJ4p0o4aUSynCjaeKvC1doknl+YPUUsYG3W6g81IkPdM54aEi32yiC0dwOKljxy6br1+CKisnXaxS0ummqURxRWFN0BAmqCotBD56khIde1SxePeWnRCd21ovayhjTdo1y3QfEKg5i0WOs7AWNCm4uH47hqW2t2zWSEEg50uX9WM9EPOEQBjQSUWljUDuE/F2Riko66LmaWF8U8PdXl2Q57k4WtVzMFUvzOZ0LESTJCE+H1G8vEPli7YY6zBzYUtHxymNB7lY2c0SCHymr23IvNqX73UWStqRSRGP4Zkj7xja98X83bZiKGUerdNadmD0ctFUaYapqqWBgaofo8JAvmO1KDp8sujUR3ZtBVX1me4Gy45c/L59rIHhq23aTzJWvvYEk+0wfdrCmzuG61uctB35aoVONfGppveRpfvuED1LaPValO0Q5zlolkxf6EokZFsTDT1MbsnbQkycfeElNv/Lt5esXDueyMbiVDqfpdbROtzjA/b+8yHzn79F+Oic+QtrFKtNgkenmKMhrhGh2y2qwfBioa7nnK4sLyQyQW1VWc/LBXJl+bNn9LSfQlJTsRD/Tj4bEe9skLcVVe1rvThcnl9IjC7/7UI/DEvZDkEgxT/wqbb7FJ2A8Z6PfmGP9T+wlE/rZFVbR9iVY/S7sib5dZjAgiGt+z1JIprUvtRWL/XGC49gFQnUyazCOZmzmpW+vO8kgeaKxGemAtfrbgcA79GxuFLBMxvzcr3Dw98wBKcrBCO5HzdS+b2ZZtggJm1pVOVTNj3i0VyKbq20oN0UA5srMfFBgnrrw2eu02XxXZj6UBOfwoBrv33Gk7+xCjub8NF9sJa9P5yxXzZpHLp69KMpOkHNiXGMrkfEHZ/mk/AiUEUr0ck3ItRIWOIqCoWAtb1G2fSIBiUnbwbkHWmUWk8ck+syNrT1fd3/qCTtGs5fCmicWIKZpWgK6dMM57j9wyUDXMY99Y23GPf9mOOnrvCqY4+9/6Pm0a9d5b2/NWKURxSZJ3mIPlRNiwutQKAV+JljcgOSLUXRvEprf5uyaWi/f457criEF1QQiK/qpS+7842HmHSP2ZZ4J5MX+LOS6FzYayjwB4ayrcjTCOKKtAgJmzmr3zF4qUARVShm/15KTfAReFjndaENHTYQ6dBCagM1m7cm6SgnCSJlQzxIw3NxtYrORM+4IA7pWhda9kK8iUL5BpKcqhvhFMR3z1Bz2WWiDVSfDlW6OqAbhCiBVmLTWUrXqMoK26jZkFrjDec4ryUWj1oKZt7xKRoyjy1aF12/+DILeUyXLN2rdAFhJkL0KqoLrydzUl3KuahiR2nAqRqin4r0SllHumIIpuLyla/E8p0VlSBZl3x6VSGFGK92UDKSAUoFajytz426YGn7HuXtK8y2w5rMJuW+6IUUtX44GEyFNVzLGJofDyh7DbLVkLxl8BJYDN78qSM+K9GZRc8yqn5DXMhiH0k9iTHzHJ3mIkOoz7GqLHqS4sI6WSvwYXqhk32m2/3EjaNJV6RrH92WGXN0Bsmmo3dH036cMXghomh4BGVJ91tPaOyt4T8d4MKA4efWyFvC5vRnlt4752LfGHdxRlyqnALvaYD1LKObhtm1kuDMUMWKtVdPOX5vjeaTxWCsutCfexIU4mbzZ3NmAYqSxtc+xAU+4WmTbL1B8eoWunLEH53IhvD56M66iC5i+lQsi62rJW+Xz8mSoPaTDicoTrjlM93VzK/IeMObK84Cn71v+DV71/5Y4szC/lF32tjZXIg9ZUXR8kUalwtfAN9bFu+lhEzV5KV6tu9K8ZxXWon2NQrlHi0k2xvPQ22ty306ncvfjMby+i/cwD06gDjCHohRifY87DyR97RABe4/loJrjMCki8AJazGTDFxEvlLhzwyugsHLDYKppX2/wiQlnbsFs12JaVTT+nvdWKG8vU3w6BQvKcm6IflKRGO1T3V6ViM70vU6W+cbXwqRsIfHqDDEpKtweIpZX5OUuqSkceiIzyrWv3qC7TWZ3Gwx29JM9yQP3Ew16+1XaBwVhD98BLaS2fZkjr26jfvwvrDBb+zhrMWblZy/ElM0ZY32ZrKGqQqwLEdm4z2PzuOSKjQ0n2b47z4ST26lsOcDXFE+2+HWIwbdasLpj7/kfuoKr05K9HBG0W7xp2+9AtqhUlMzSB1VA67/piPvWkY3ZUa6/v2KvK0Z34TpboDJwakVgp0OXlLhHY8pNzrgHN6HjwW6KiSqrPHxOfEjHz2ZYauK8P4pa/kKT7/UWJogjF7SVDspdu5hhh7eacja22OKbkjW9ygaehmUUMQyy7RGiovTsgj6CegK8q4UmWzFymA/l2CErCeSFJPL35QNRTh0pCsLQbcC5Sja8pWVkcGaEJNWeKVFVRZvJt2cW2j9FhDZgshz6VA1NKWqSozJixIXBthuXYzzcrnQF2sNieyzNfPaOWxgyNuaypeF1nqAls+gSwW2dphCCqw3c3iJoAFOTI+W812xaASUQOzWd7i+oAFZXzYoulSYxFGGChNpTGIpWh4mF2KELqy8R8cysHxJwKrJLKqUxJPL8PuCiVi0/XrzZHFKYTJLcDrDXWnLPKxZy6F6bemYj8/wpwneiU903CK5ElPEYiCyMFCxoYwFsA49nlOudyibPlWoMXOJOVSLjWBZv2eQ826tbBK0egYGXBzPEK2Mxu1tMr4mkX1VCOVGiQ0NZew4fRPyVoRyML7mEYw28Q9H+I9OpOBnOa1HCTqvJHg81hz81TVGrxU012fw7S5VAJ37jryrmF4R29Zrt4+58fkzvnbvFko5GgfijavCUArU5eL7aV16bea/+NzmbEJ+s0XR0DQPC6qVFjot0SCjj/1DnC0/dSOpjMbWs1OlFHprU77io5MLWBYuYNoFadATMxisFSObvQrXLHGFJu86VBWQfuE24eFMrquH+5DnUrDCcCklWqTVuH4HJlNJ1klS4o9PcLME7+VduT/2Dy+Zc0hx1Tf2mL66ynxNmom17w8xpcXdfSgbljRD7WyJmiHwBb41Ghf6uGaEPh1JAX/xOkc/16V7v0v0zTtLGaAdjgR+DUNJ/5lOn8mQvawNds6hHu5z9Z+3Ofqij0nhyh+dcfqFFaZXDO37UDZ8TFpSBYoq9Gh4HhQF86sdRjd9guu7mFzGZ15Skr2yQ/BWiur3sMdioLI0mFhslj2P+ZdfovGte+IS9vdexp8JWdUaWP/qIZye4/ICM+sw/XKHdNVRNStMu8CWAfN1Q+OIututcGWFCgP0+QTX66IaMZOX+qgKGo8mmDyWNTiV7rZsyrrkzx3hEBonJU4rdGHpPBSSpMvypX+0u7SpU8Ysv9fiF19nfD2A/+yTl/zi+KkrvDbypOuy0HjkoQuW3ZHOFd7cUMWOZLX+wqwMu+PTjOZTw8mbPtGZdIfW17jMktxcYXzNp3FiaX1/LrvLRQzV4QlKK6rbe5iywh6f4p0Pufp0BRf6qKwg61+hGsfgYOXDisZBgvM0JinxQk0ZSdBA2jWka6qOb5POySnwZxLYXAXQOIT5FuhD+cKKNktIq4odzgcVQXTKEnalkjmxM1JkgqnFhnKxOF+L5dtgjkozXB3E7ZyTRBDPkx3y5WzimuWpGmL4TrspMWCBWf7PpIaFBzVAuhGic4FPo9OCsmVquZQQhoq2zEXk+eV6LDqitzWpwptLcW4flCQrhrwjf6sq8NOLGbBAow5X1SENCeQ90dJVgRRoL9NUgRQ5p2WmfhG8UEnBXeQvL6CsrGZpL4uYAu1JlFwc4U0LuQnrzE5nFKqo8Me5dLVrDbxw4SEbYE7PcfM5ymuj5wXNewWjV3p4qZVIO1/ROCrIViOZS8crAHiTHOtHAuOHASqOhO2clajaBUjVpimuqC1Qn5nr2qVBwvIwopPUFSSbitZDQHtMdwU9Wf2hY/iikLtMDslWJC4/80Rcrva2yFYF3ahCkYCFA0f82CedtLn1p1PmV2LaPzrl5Jc2OPuso3VtRGE1f/bBiyjPcvb2BqEHw5cdG+srsH8o2s6FwuBS17nsdi/r7n2P8y9dIVnXqBImuz5l0xAMS8IFmW9pBXmZxyHzwWVeLgLPHv76VTa+PkBPpyIzWRz13FfVLlK63Vp6lxcthU4VrvSxkcU/8yg6lvH1gPwzIf7UsbLWwhunzK63cUYRDgrCj49xkwnFGzcl9zWOSN+8zmw7YO0vnoKt8D94AoWEv2hf5i0uzUBr8p0u022D9RStg4r51TbNeyO5X6tK3utogt1aFWP+h3M4H8HWqmyQFwYZR+dsfNOR7LQgDHFXNzCDmcQwBr74CFfVM0YeywJ8+XoqCuI/e5fu6meIT8RffO2//5jipR10UuBpRdkOaB5mktYWBbjhiGCUYwOf2Y6oCVoPHSq3eEmtjliQxerOV96AQ6/0yW5vkrcMxV+5TdGC0asVZmpoHuh6LLVB549ktm6nM9Z+mPHkVwPQwEHE6vsQTCqij49FVlf7S6tGJGvcxirJXlekfM5x+It9rC/1Ixw6wpGjiFUtXRTPAH9cEDw4waUp9vo25uk5VZ5fIDCXiu5ipu98IZg2Tn6yicZPXeFVpaW40mf1Hcf4hhLvgLqABSNoHVY0H0zReZMq1MvCcPKZiOahpf3I0nmQCllnkGBbAdFhSnjukWzGQpNfLL7Wovo93FhIDeULWwRPQjgbYo/qbmClx8oHhSTiTGQHlPeESeyUhCebzFHEklsanjuKjnR13rjW1WiBmZpHlsqXbjgYSUFRhZColEW6+1JCHEAg2caRpYyki1ZZrRXWCGzqHN4kR+elzHRn80tyinpxqipIquVNvMzrrGUHymg4OUf3OrheCy8rqRoBNjJYv4ZqtVoyeRtHuRQ96vlsQ+ayVeSW8AwadAagsMbh6rl3YB2Vr4gGMqcOcnmsqoTRXNU3gj/Ryxl4FdTwfVHPfwtFEcvc2GS1JWOg0dbhAo1dBA44V3e8dfH1vQuZWe3OpYxB+R7lRgfnabxhippnuEaInueU/YZohge19MM6mY8Xlehusxzne+hZQnZ9lWBaEQwLwqEiWQ8YX6szmscWUziiY9ESerNSoPFKSFSqZnQuNwpFHfax8COu2bDP+CBfOlxeYO48onnzFcbXNMHU4c/FsMUU0H44o/thyZ1/T2Z7zQMlNnezOfb6NulGjNMy1ypDhSkgnFSoB5runRne0ZD2YM7hVzbk+muX+Kbi4MEajfUZgVeR3S6YP2kRX51Q9RqYUVO6v4Mjme0mwnbWQYB98SrWN3h3Hl8YfuSF6K/7kPcs/lhTNgxxpMj6a3ipJX6w8DK+tF54HqrXXVqaojUEPs3jisd/a4X4pM/6Vw+xjw9kvu95y9GK6rSpVlpi8FI5Vt8rOKmjDXWpMSmk67KZ0DtzJqOQshmjqhhn+P9S9x+xtmXpnSf2W2ttf+w91z9vwkd6JpNkFavYZJHluqtapqFGQ1IDkiaCoKFmgjQQIKF7IEGAIAmqQUNQSYIKarRQtqtZxSommUUmmUwfGREZLyKef+/648+2ay0Nvn3OvS/SdA+j1uSZa845e6+9Pvc3LG47uo8Srp90pGLPa4q9lM5pl+n9iKqvePZ3r9F7tk96XBF9ekz+xevUHU16XBJ++BSMIVjUJOOIaNZQDg1lX9P9/gKdJkKhslYUopYF2sdC21nlggNwTugsTYO9GGPiiKxqcLf2qIcJeiZUIRVHG0nYzXzcX7a71VXhiXb8sf3Hz6UFfHwKzhE+eAFVTbA1wIdDKSomoiuvlCJ8MSY7Spnd0djYU44Ukzcyus8r0rMUe3TM6t/9Gt1vfSz0oXY85JcrlocRJ9+Qs8ZHDTrX2H7DbAAqtox+KveZ6Rz2tolOl9z+Z5aLt1KGn5RiUjOrJJlpmk0i4ZdSaK1uDagG4qPuUIIrcVIMRCcSbMuBouho9r67IpjkNAMRxcAY9CfPhb4Ux7C3LZoQ3qOHA1QUUd3eIRznlAdd8l1xUvtl6/MXeKuG8NEJw9UWuumBgvlNTXHgGHwKvR+f4gYZyUlOfpDJYdFSVea3NYNPLYubCUHuWF6PiaZWjBacUHjWGaTqZLjFksVXrtN9/wSzqqiHCdWNLaIohKcituF6HeKzgvxaSr4biohCI2brdUcT5A5tYbUnwSK58NTtTNMbmfeVWwqXQpkLJUU34s2qK6nmTaGoBg5dShWrK2g6MiP2puUKB7JJgnzdthOBCjmoG9ls3v2MQPwrCiqfRXxb2xbbDs7HmKKUKqxxNCqhScSCT3kvM6+lqGbZqEX9Fh67kkpU1wpa3u6ap2tyiHNJQlwg1CJvFGYpxF0XyjUyRTtbCdu2TyH/D3It0HI9TSnBNij8WlZ5kxy4SOPb++xCjSkalNbospbr41wL/jAQtm/z3g1sJ6IahjSJphoEdB631S5S/dpO1LabrJhTLHIR7ehn+HiAqi3laEg1CEiPCsy8pDzoEM0sZU/eW1B4ktMCVVpcFqJrixnP5UAsEtn3ZX0Fba42ggRXhfU3wfeqIES7vHVsffsFycUedduNALnuz367y+4PakY/VhQjRTmA068P2E4CVGmxiWa1o6U1WAglqvvCk5SW4OVYgIpJTDz1jL75hMnbt7jwfXSnJjCOTlwxnWZgPP4vBlRbFXG9i3704tW5qzE0X7zH89/KaDqeG//qLvGzqcj81TW95zX5foTfqim7mnARUvYV4VIQ5FmWwXx+aTQQBPDaLeoswqxFOpDDdnYroP7agvx5Bhyw8/85xruW01o3qMEQ8oLF3QO6WqOfHJMkAbs/ynjxlwOClWAO0hPBGFSzDs2+ZfErOa9fO+HRH9/GJQ7lNGq6wI0n6DiE/ZT8/g7OiNStgAYNVTdh94ElebmgeqPP+RdSujv3SU5KXvzVDiaH2R1NNfT0P4bm2gjzaatpHYW4biYJ7flM8Bn9rjzrcSRWeldmpaqsUVFA8uFL7PGJJBpKt6C01k7zaver3T/ABqfhrXj3br6mFaosIYzwZxcEgYjpqOmC4s0DkrzEnY8ZftAlzLvMbgaUI2F51L2YYLlDGIWEc0FqM50JELadbS8PNQdvH+G84v7gnO+/vE7TGKqLhK0/iVGuob62RRAYXD9FjxcEL07Z+0k7ejjcg+NTSSzKcgP08ge7FAcdJvcj6p50HjvHlnjimd+CcKmI5o58JMIaLhSmCFqj8wZGA3wUoI8v5PkcDUUPWmvM1hDfSZl+aQevFYuvZ8LlDjy9h/+WBd61IbiZRkSLjHBaU6cp3mjCpSAFi/2UciDgJt9+vu4zR76jyUcaFymmb3uSl5popnGBzCr2/3wmYI2tAa7XwR9ss9o1FH/5UNoOttUJNj3UXpfwuw/Q8yV2sC2AnkFAsLBy2LeVGEphckuQa6K5o0mE/qOnUPVbp55GAmy5JW1oF6hNtuUDCVBBpDArRXIh/rVNJtVt3WkvSyMPRdWXtm08EQDIpqW6th2rL6v5X7ZUFG3+7tuf93kuvDfABJqkdpTbCU3aioH4AB8IkAwvnz9YKXTlRakpkc8Ll8ApZZEZrKN1dwIba4LcY32L8I4lwGYzoeaEc09QipZqMRJgmXJSXYcrv3F5ClZO7r9pFYvaZMQZI7qszuOdaROutrUbIzO9JOHsywOW12UDrb2CdS2JlhrPYNBDxeLApGqHKmt8FuPiUOY9gaa8norowUUtIhLdmOTFHNtPqN4WJGTnowsZA3RSXBKgF1Ips06c1nO8JBae5HpddY9acyuvdi5euZ8hPgwoB0boERPPwZ+VjN+MqbswvxUwvyugt+RMUUaK+d0O6ZFQoZSHqucJl4qdH9cEuVhT+sUSvMybR38qykZv/L0zPvmPd6m2NLPasJgNMJWi80zRfW7JdwOS4xZ5HAbYt27LKGSx4uirGcE3xhSLhBe/mdJ5vsv2exn6Bx+RfnRCfOc6q2kIoaPY9URTqb5X20asBJ2VcYp36IM9fG1peiHh7jbufCzJZFmhGqiPMpJzQb7qvR18luDiEDOeU90YEV6sBLC4qlBaU+xl2Ehz819WNB0jrlm2FVHpKIKpplYhH7+8RVTB4P2A3e/nAkzyHjvqUgwN0VLuTbBSxBfy96qvaG7tgVZUXS3Sg3MNuzGraxb6Dfv7E07HPZrnmdzzUpDUviixg6SlrgiIyVetbWljN/tBZ5kY3bfJtt1YENZigLCeK6913rMUv1hKZb3MX52FcxmEgQ2vWLWIcp69FAGR1YpwurWZk+vzGc1bfYodyI7kWa16cPFOxuJvZYQLxY2LAWra2jq2Y68b//iIn97Yw/Us17tTtrsrXv7wgGysyE4s0bjCLEoW7+6Kotn5HJcXl5rSayGUVhRItTN8vSqIpiHxLKTJNOHKk28bdAXJhYxfbKRIpo6gVKRnEmOoG3RRUW93cJEhma0E3FbV+DTCfvl1qiyg6gecflnGXu7eijBqqKqAmUl+6fn7uQu8Lm5pLbHwBMdvppRbis4L4V1ydIo56LJ6PSRceMbviHJQ57mgkOd3oBlY9EpT9zz5vRoKTe/jgMWdDmlyH5sYqmFA1dHk+4r9333Gp4/3SB9FqEZhqoBgZYmCALvTFy9dowTQ0w8IFxaHIpqLiP9qT0T510478QxsKEg5b4RW5I0Aq/CiihXkQinyxqMiya59KJsgXAlCuknFFMAUSCUXSBCyMbKJbKvWFAb4LGmr3nbWta6KfsFSWYqbL8StJIxlzuUcKrmkHLlAE01KdC2Ee239pngJZzXhUmGqEGU9TaqpulpExQNpy/pAtRrLbIQnBAjliZaeIroUpDCVcHjBb6gwynm0bYEPqSJctNZcK4cppAqPJgXlbhs52qxhzQv2oYGVeGbanoCL6l6Erh3BNMdrKHYdg4+k4s53lYh4LEoR8EeqlfBC/FdxnvKgS9WX+TdKKDVB6WkSA9f65Dsh8bhBOeg9s0TTBp9KkuMDjc0CdNWAjqCzA41Dz1th+6a55F42V8YD7do4AP28+6sUzU6PeGoZfeipu3Lvtn/iCZY15SgmXAZcvCOBwMae3qewvAm9R57VgSI9FSpbsWXoLq1YqbWKU365gjWi9+Sc1/5eySf/45s0r6+wlSa6CNj7iyU2Deh/66n8XBDgr+8zu5vRvN1h+8dzXADzSYZ3inLXYlPN4GFIBPj5gv7jmuWNEBcY0K3im22T7MWK6ot3iF7O4OWJtKkvJsRRcDkLb2UiF7c9vtsweGPM8YMdwtUhq13D1kclehALLa7TJ5o0FNd7+Jt9FjcCVANNEsqIYOJkZFSK61iwVGQvA3Z/lKNLiwsN4clcaIzjCcHzc4a1oxnEBCPD9o890Vzu3+RegLlYUNwZMXhUEpQRvYc5umjoPhqwvKU4f7GHsZKkV6OEtFUtc1WN+cEDmeV7L/Z6dQOdTAJBiw1wbZLkrxqjgAhJeC9zyBZhDgjOI4oEeHnl+6EF7LUKYCoKN+Opq6AsXxQy0vnpY5mdZhk+jVlc0zRdR/eF4/ydgHAJF19xoKC6U/M4HLL9fo/uf/Vj1naS/vkRb/3vC/K3D/nuf3CPzt5SDEk6LRW0dqjGUXU1ydjiL8avGjk4LcC79bPScr3d0QnqxRHx/pdYHmqyo5rFjQiv4NofXFBvZywPIxE9GlvS919S39oR8FqgqAYBZd/gwl3STw229UBvYrEwnb0mDmXxwQpvFZ2kolhGBPu/XDby8xd4Q0X+xRso66n68vaSCwFLTV/vMKwPiI8W8IUYF0Dn3pQbgynHiy7VH+0Q5Ap7q8LsWGxjOBjNsE5zyhZ1N4B3MwEBrQ9o49lOljxOLOW2wyWOYBVw4x++hGFf+ItG6D5Ot9WdgnBh8Uax2mkH7G1mHC5EvD87rii3Qpat4LYLhVJUDaRNamNRSfKt7KCoH4EuJXr4oOX4tiyKeOJxgcdGClN7mliAVmHLV9VFe+isrdF+SdD13l8i83wrQrGWh1yjDK1F1xYXGRHKWDYbdyFdWfSqwqUhceVavqzcK1eK1rFXLQl9JWAwXQtB3Ss2retwIQCy9bIR4NprcsXpyYXt/wWiKlWnCnNlXwvFSm9kNdd2jC7SBM5BO8/Vy4LydiZ4gU5AUIh7Ue/RktndjLqnKPuGTmhwO33xXu6G6CbBnM3xXUH8uqBNlFrRkyZWNIcBEIj+dMcQLC3hwlLshDRdAQmZ4hKdbLuBALlM6wrT+pCuRdapq81Men0AotVl5fvqDcWvcoIHzwj2tpm9s0WTSEU7+MkYF4dkH52SPE8JVwOS04qzL6b0n1Y0nYjZ3dZ/uuNpep70pcYFMbuPe7iTMxTmkgcLoB1+tuDePzjj4qsjTn9FPE0nb4jbT/ydYqMZ7ZOAeGLx24bpG12imWf7mxGze4gZRQXRtz+Uj1HVpJ+ck75+KM5OtYAPbaLY+eGc+q0bHH89QfmE638QURx0SJ9M0aeTSwu99trsf8fx/G/C0bMRplL0H8yougNpmVpH+myOSwJmr/WoupIA5ruKaCL0ks6RbX22NVvvz1gcDkQUZeGpeiFJaQnPl3A+FiCT97jzC/R8QXjvBnjZ2Ca3LG5ExFOP2+piCsvFOynZqaMeRARG0XvmGP1UzDSKLUM5gNmtgOwHrak9vAIeU7nC7O+J8MV0ttFUl1FFS53DXAZg2BggbFrSdb2hIF3aK0rQ1lEoncG63ihmbbjQ69VWlJvfjeS9xZ0tAKKxZrUr3bn5XUew1DSHJSZw5Dcb8mNDbz3DBpRzuPGE9OOAwz+8RjHsc+sPjmn2+jz+myl8vUs464lr0IUm+24sgNH1zP8q4G7dVtdsTBuyf/0TkpN7KOfpPfXiYBaHFKNQxHo6itR63LCHiw11J6DJBDg7v61okpCqv0u+o1kdCs2xGnjqUUNvf8Gt4YRhlPOT0wOU9tR5yC9bn7vACzC7GZKO5bDuP65aOz1B/U3f7BPNLdsfVOja8cmvdBnuHnG4O+OPvprRLEJ63YLD3pxeVFDYkL80+pRvJq/j3lQ8Pt3iN24/4tFsm/Eq5asHzxhFK26//QOWb8Q8Woz4aHmLyTeu0XnezliczHTD1ZqG4tvqKSSZ2E0bOlqIOH9yURGMc4ptyazWMpSq5Ye58JLLawqFTaXKc5GnGoqQxLpKDJeChpbZsCcdW2yo2nmEurQD9B7fazPa2VxQdy1QhLr+GY3aq/JumyzWe9xsjt4ZQWPRsxwdBrg0xIUGmwZo69CT1ls20JjGYdOQoLDC7y2V0DaVIlrKTFY1fjOnlZa5zHo3ASyQ67EOsBvQw0IADy6SxGe9tGXTbnZxgCkamiyWjsAVaUhok5K8FAnGqqbzJEPVDpcEuDAmvhCeczy1G+/geiTtY+WlswAxkfOo2qEbT3LRUHcEBFNst/NpBaqR5Es3UPalQ9D/eEk9jFlcj9j68Yr4isqY1zFmWV+alifJZet5PXNbB134jACEe/XQ1FrsAOcr0uMOuhb+aHnQI1hU+DSmGSZig9cJ6D9piI8WHJwanv+1AatrTqwOC0058qxuOUY/6aPOLtrk7NVn1DcN6tkRo5NzRn+xhY8DbCfevGcVhVItzQviQHPytS75zYbR9wx7fzahSbdoMrj5T083fFKshZNz+o92iS9KZvdS/JmA6o5/vU9yIbrc0VTobDZW0FhxqHH+FbRs//c/oP/DHdRihdsT2cygvMRF5Df7JC/m5DsaU0gHJvzUk5zV5Lvy3Jjakx0V6KJh/8/nuFBT90JM6QhOZD/R7ciz0u/ji0LoaUfnRIsedUdTbIt4iU0VZ1/p0n9YMbsHxbah+0zT3A7IThxV17T89zbZDBT2xi6BMfjlEtu219tTQ4JuFMqeWeUC1qNtCa8lI5sG7/Qlf7aqN3rGvq2A/XIle+eqFnTToNNUhHTCCHt+gdIKpcQgZW2xt0nSWxclopAm1XSfO+pWe+D86xa0x/U9cVrjPumS5C3V8sY+vP+JvKZug+/JGVvfFL68X+WYF8ckX/8y89csLtAcfFu6EH53hGoaVG0uk5Kr3tVr84S1R25Vo773ASoIiG4coou+nG82BeuhK57ZPpRRT/p8yflX+tQ9SR7KkaJJpfNichnP1F1P2K+Yn3SJRmc8mW+xWEqL2cT/lqGahQeJyPU1XrxcnaPpDKi6QkRX1pM8nqCWOW//H7t89399k7u75zTzENOryaKayhkGodyQf336Bk/Ph3zh8CXDXkJhQ740esFrN44ZmhXPqhHfm9zk9d4ptTO40DO/afA6oYkV6YWgVdHgAo22MueNz6XVUu6k6NpTtxlSvhPR3IiZ35aHocmkanORJ6xE1SpYiVgGtGCqFHzosGiCXG1cjvQcASu1GVzZa1u+rYiFclI94mXe6+taskAtGswbqcH/RtdeLMfW3Es1X4q3aBmhOom0SJVCzZbCIWwfdt04nDfoWug8Inghs1zlPE0mouymdFLRBoJMLofqsvOgPPHMbxDLsDYoaNvRXq6DN7TWgAofKPAKUzToZt3F8GKiYF37/UYUogqxBwuenIik4o19klOPKi0EmmhSSSU/XeE7ifBZM6EFNVuGJpNKOSgc6cdnpMDsK/vUXUM08yxuKMKlfJYmFqpUNAebiXtT52WNyivhXTZeHmKg2k6I3T4eRKO4bqTy3diarX2H/aVwxLojuOYrXzGfdxdjorrGXN/BxQF1P5KORGMJT+b4YIALFNmLJerJS7h1SLiUWX09kG7OzhdOufjhLk03JDJaRAKu0k2sv6Q15RZ1fIqKYzlM8gKSBNXryOzTiohEue3QhabuKVwasv+dOcsbmezTa/sSDJ48x3tP59ufQFUz+iTB7454/tdH2ASimWL0Qb1JuHo/OsY+fb55W/5KW56mgedHeKXQQYBPY3oPA4q9mOjCsjxIcUEfF4lhSfixJ5o56l5A70lBNRRxmGBeitzjywk6MNhkSLBs3XyMxseR+ODuDIRPO5vjJlMGf/SQi9+7RzlUjN91RGPD6H3P6VdiuLVitQjpPTXM7imW17VQJm8t6XyrS9WTM9B2QsovXCO+KDE/fXzpPOU9flWIEtV0hh4OBMPQ8ol1moAWYwnVyfD9LpxdCJK4Tdh0ll36B3+2O7ZuOTuPn88xg35rSajZ1LzrxE8pVr92n/Rf/RiMYXkgHT4bKc5+Xegoemno35swueigMk+wUMzuO1ywxfUnnVaVy2x+b31nH/Ojjzef9fr/4wMe/c/eJppD76MJHJ9Rv32LwOyjZytUL0U9PcZOZ60iVtti9x5V1yJ8st4bTYOazAitg6Kk+8DQDBJmNzssbmUMfnBKfHRO9dohpvYsB4r4Qmw+i5FCeQHy6hI6TzXVPCN9a85HZ3uExpKkFavllTbeL1ifv8DrIZ5Z0kcTaQvlJa6fIfxVTzS1xBelbPY8hzxn7x+8zk9/77qgENOKW/0xziu+c3STxbO+eKwWiu8ubxOcRpRvBMz6CU9WW2g80yrh0ZNdjq/3mOUJPrMUO5pgqVpeo9jaRRcFdEJcZKh7reaukfbQ2tqu6cDkNXHhkfaoF81l1bYlM1F0coaNkIQpFKGBuisbxibSuPEtDSnIr9jmAeEcoqU8LE1iMFGACruoRX7pxdtSNH5Gp/YXXfZ1FgvifLTMZc5ZViIYsSrRdSNCD0bjkxgfmw0vTjUO1baltG3BV6VrpdckCAIy5+lqmhRcLAhaZSG2ClPJ97kWqOVNO7p1bCwSr8r41Z2AaFqLDvNizRcVOpGuWwCSRqhEa2N5raEr4BVVWlwSEExWmPFMQDmJqNIoL23lOpPkYP3nzg+W0hpOEzpPltioy3JfbxS68AKiy46lOq67QQsq8zR7fVykWxES0KWFyKCKmnqvh+rGhM/Ope0sN6V9Lx6CtuVX1a9Wvut7va6arejiqvmCcDggBOzeFs1Ol+BsQTjOwXv06UTaiidjek/7ZKeK53/DYRPHycNtXv+HS4JHxzh7BT39GcvNS1u+loZSViIduN5DrgPLnCC3HHw7pM4U6Xkj2tVa03t0BIMu+f1tFtdDdv/hGH9lZskqR0/m3PgvLfVel8m9hKpvUM4wua/Z/84OcS/Fv//xZl65mUWuQYZa4U7P0Ls76Cohe9KgnGi720TEa0wp9zffCUjOHWEnaFu+mqDoCoL/4xVUNTEIda+TCt9aKQE5tffL5YXcm+mM/ic5yxsJWz/RRDN5XvMDJ8lit+biC4HgUc4NzajGWEOTCL2QpWJ+I8ZGitmdkF1/i6YXEZ6LI5g+m1He3SX8zk8hE5SwauUmGQ3hYgJxTH1nX2iHRQmzxQYn4Fvus1qbqFxZKgpbVyiN3h7hdgboh88vR1hXkzDvSV6uxCZwvmD7xyvmt1PsSGG6DXYZoEtFUYVsbS+YLIaU245oKoCkyz3sZeziPaaVmNQ721JJG82dv/cAd3sfFwXoqib6+CWLX7mFKTJcqOlczNFVJZ9JtyCx9TNy5fN553HTOUznG3WxcBJy/ek5vqpo7h0S5qVIYZ7JuKHOpOsmClcCGDNFS/c8UizvG4LQ0iiNUp44qclPM37Z+vwFXlr0axqh8koyOaWIxw3aOlTlUHm9EZXHO/p/+piD+A7T1zTLpsd3jrv0DuZ4r+hcnxMay/ikRxBbovszfvfmTzku+/zZozvsj2b81f2PsU7zV/c/5g9evsFCZ3TeGVNfjOg/sphaqspqlOBCRdUzRDM5hFZ7ofxfqFheUxQHDeHMYCPhnnoNulDidmE8Lm4D7QqUV1R9qdRcAD61qMRS9xV1pVGFoekqgoW0L00pRvHRUtC8QS7vy2UhuqhRWreGzJfI5v8mQXezWqADp+O2zRQKj60oIRIfTpyHrT4+NBsFm02bq6UaAQSFRRcW5YWnaJNAaDupZnWgqfpIkI0EHOe1VIouuNS3dqa11mu5y+FKvDB17am6mqAQGpGu3KVwxpWl1jPVurkMEnWDHwywrY9zMFmJFGRRSHcgdzIPbgQ13SSiQSygLo9NAri2K9U/MHh/QjTvUQ4MdXppQ+gCRe9Rzux+KtzliaPcCgQrECjiiaUaRITzmupaH68U4biQA32Zw/zSZQjadl5RvhpwWX/L5dxXJbEEryti/nq+QIcBqt+THzi9EJRrJGbv3b94zOort+i/F7L/naX4Wz87xq0FDyIRm3mlMlofwMbIHisK2BmB87gsod7N0FVGcLYgOJ4yfDHGDTqCPo9CsE50qMdTJvcPWd707O7vCI3vShvdTWeo2Zzw9IK9xx2W7+zz9HcNg9fOeRluY5OI+//bGHXjsE3GC/zFpD1I1Ob6uNMzdBpLF0drkvMO4axmudchnjkWNzThHIY/XVDspkQLcRcDuV+MBvDyBKZzfK8j51NjBYVeVqhHz3/GkSb4+AXcuEe49BRbmvl9aZO6aYgZ1NjrBeYoEb/oWYA6DylHnnrLEixkrzSpohzB89/uM/qwodwaUPY03eeJqGkZIwIsSQTHZ3DnGhdfGpKejnChptgypBcNqhlgrMMen0oCW5SvBl0v+x5j0L0ubtmK/69y9DRoZVe5pCdesX5UHz3aSLYGp3N6Hi6+kGGXASqx2AOHrw3d1HP37ZeUTcDzp9uE8xB/6wDeX27wC+uOjgoCscoc9Tj6KyMOf/8I9f6nIspijNC3mpsEucWXThK9JBZVr89aMKpW+GDjWCXnhLcWvVrhr92CB48vn6d+h/n1ADSs9mUcZhNhbhS78nz3nwjmxUWayZcj4p0li9MOZmawWw3ps18eWj93gVdbT/bpROgctPOGCwT1GBqZr1Yi97jxKa0qtr5zTDzZ4eRXQnwAy9UAUyi4uyL3ESZr2B/N+N+98V/wfnGd33/yFllW8rWdp3wpe8pbt1/wNzuPuRuf8uO9G/zDP/saO+ceU4voQ73XcnhrjyklWAo6TtDJ5VCCru7XNN0GnJKNVynRLK4gqGS2oRuoM3Cxbw9iubGq1BBbwrRGZeCdot4y1PMQnSuiiW41jLXoHk9rebg6huQM9Kp6NfO/qm97dV11OoENaX6z6gpPhFKtKk4ciRh9lohoBGyCnA81NjYbipQAxhS1FlMDgLofYWNN2deUAwm6TUfmhqqW+W6Q+81hp6xU+QI8E0Wh5EIqyGKoUU7+L556XBASzSzaSoAPpjJecFGAsnajArX+3HZ/SD1IxMlIKdR8JW1DpcE1IvUHMnvtBhs3Ja8E1KWcx1zM8IslptvBjvpkD6d0igrXlflOedCl2Aoo9mM6L2rqvkE1sDgMRG4zlFa7jaFzrEmPC3kv1uKjALVS4n1cFBL06ubSIm4Dnnv1HsrfBVSyMaFvBRJcWaKaRihLLW/SV5WIMjiHLwrS73zCjQ+7gqZudXs3fs1rO7srAgsgM7kNX9I6dC6UKZ+GbdLVSpjO5jJjM1q6Jm1QXctKJhPH9E1otjLMU9gglEG+T2vZd3lB9udLoq+/SVGFFLcroqMQvTWk2usRPXgBg56YCqyD73qFoSQcWSqJScspTy8cnWcF5TAjPROgYFBY1MJTdTSq8TLndx6u7YsRRxRQjRLCWABy7mLSWttdQdV6kQ8s+5rZfQhyAVEGCw1Os3NnzsnJAG2h2anBeNJBwb3tcz749l2azDO7Lcll0/XYFIqhIT1r2HqRs7yRUo6GDOqG8qBLNC4x3Q51PyFcel78Zkg9cgw+UDRZgAsyOh88lDPTcqnZ3DhUmkpQLcpLlzLncI3YMRpADXq40/PLpGgtkXkV9JUmFLe3MLWj7npUYun1cw77Mw6zGX/65A5R0LCfzTk+3xcqoJfuzQYpTYtpsBbOx6x+/T7puaO4OyJ++kISytUKpRTp0xm2E0EooFDXAtGUVpdgwCtWkv5qXu7dBtGtnxzJSKooCR8eYa/vgIb5bTaJr4vY4EzKbU++HbD9Z6eMv7bD8AeaajBkMG8NX46ijQ7BL1qfv8BbuQ0XdS176KsaleeovW25ENP5JcdxLXZ/PiGbL4nvvsbyhsf1LChDHFqaRuOdJtCOfz79Eo9W2/z1Wx8yqTP+Uu9j/k8Pf5vtdMXD4R6P8m3++NP77P2pISgcqgHbFZ6oqT3Jec30bkyTmlZDGfBQ9yGYGZrAgxF9aVUrguW63QHR3GPb6q68JkjmeKxpWgqPjxxxWkulnpYExtFYTd0zQiY/DMhXAShP+jjCVAGdlxXWGwkMO11C11JO4gh/dPJfe73Fd7NFMEKrH9s+lEUp1zaK5IFdH/55CYEhWFQ03Yi6Y4hmDS4QAILXAgRbz3eD3G1msC4WtKpUhS0DyEEycWK9NZPgHSws+V5IMhEfTBupjQayD9h43yoHNtU07RzUzCSAKe9FlKKq8d1MqpMwwIyX4uUbGppBjI5GBMeTy9Zu+6c5nZJNV+h6xPx6SLRw9H8qCFq/XIlbzXKFHk9F1B6pDIlj0pMxaRJDYylf20fXnuVe0CZdsh/K0Xp27QlfjIXXCzKbLqtLzurNA0l+ViX+xTFr+7tN8L2Cdn7F+vGzqz0wN8HBe+Hoag1Ko7IMu9WT1vtFCudjaR2HAVedrTZBdy0z2AZJ3e+JylZZogODrhtcN6U+GBCugTi18ILVoC8ji/b9Dj6Yo2yP4GL5s+bu6/e+fs95wfCB46zbI7iRUx3Ai3//NvHUMTruwunFpt2tNkmB2PT5xlLf3kXXjuiikiCqoO6HbP+kQDWeyesd0gsxuDA1uFjRJIrl6yMAsiezV99bWYkqVCvP6lsHLLRCZSlB6cleCs2w/1Bx/JuWg9vnjOcZX7n3hJ+kh/yd+x+glSdUln/04Is0fYvKGgY7c84/2ia+0JQjx+yeRnmDchGT+4Zy5Flc2+Pg2wv0eEF5d5eLt2LyA0V1KAnn7J6i/4mm6mm6xmyAbOskSqWp/DnoSyLUNLjZTALzWlO6LGHKZfLVaom/cq9a5TVTO8KjOaP3EhY3Y2bXNVFgOZ73uLk94Xje5eWDXZKlov/YohcFbt2NCkPwl4myX+V0/s0DuZdxhLUO8uKSEvX8CLM2eglDuf5VfTmjbpOMtR+wupKkegu+biQg57nsa+8gDJnf6+I1pMeKYgfK3QZdtmPASAqtYqSwA1Hp6j73BCuhRM67Gu2FSvrL1ucu8LpAi0jBIBPiewtY8Ksc9fJUqq+q3vALX1lNw7V/9ozj371O8JUx02XKa7tn3Omc8/F8l/10znuza+wnc/5S72MSXfGHs7e52Zvwvac3eO+923QeGvx1x8m/U2MuQpJzRXriiaeO5KKm3ApZHQgXN5yr1pQdqr7DlIruRyF1D6pti4sdLM2mckvPHc6Iwb3ygBYtYwAfO1TssI2hmUXYJx3cfonS7YFnFUFkcbGVOeIbOTObUndkDtR7Jhl8eK6lXVm2TiZl+SroBORQiCI5mOIYP5+/MiP0reCEikKIkktrtzhuXY0kIVJW+I7RtCGclRR7ggYGSUhsKgeOahzVIMBGimjqUVahnACQQCpe0daWVrMLIGpanefcEs01proEXpU9RdWX+Xq4VPQeu1Y9yxB2I6n8r6C2WVsdeo+fL1CzubiH+B4uCXFDAZ/ImzH4+WJzzZKLCcnDIUzmotl69TqGoRxEcSwgliSShMeLj7IqSrwRSkqTCfpZ12I0ANB54YUbfm1L5tSrmuC5tIF9GMDOiOmbfaqeIlp4ht7jj8/kXmgtaPX1yKVdGy5jW0Vs7v3Vmay5BLKIb64Tre4sxEwL6oMe0arYzJg3mt/3b8LD53DvBurZ8SU4R2t8N2t/n0etClw3I7/eIZrXAm5rbCuyIC5FMtMzUnF88pTF73wBbUf0nrzYgGpeEQm5UgUP/9GPccGXOOlG6H7N5Cs18YuQ7GhIOl9y9ju32f7TWJKU+RJ7MZaWdacjYKDrKb1vPyb/wg1WB5po4Zi8Fm8Ai6Y2rO6HqAbiaZvcJYpo0lDudcSYZNlgJiv5XGmKKytUkqCqCo8ENXd8yva/LPDbQ1a3+xQjg5kbpsuU37n7gG8+uY9tDJ8udoh0Q2Qs1SIiHJaEUUNZB7jECdMhcRSHjq2fapaHIat3C5i0/PqVGICcv5sIaKnToAojGgFeDFhcpFHbW7AStyvd64rX78VY7kOW4PaHkuR98LBtO9tNgGJdCbfP9lVA3/reqH6Pyf2EnXHO3r8+IvzVfRaLiOnxNsm54qwYkc48W2NL3XX0P5rhx1P8F15DFQ36bIytWje1UH6/bzErvqo2gjMqjje2iH4l4Fu1sy1I7Si8bFm3z4UybECjKknwyyXKSaXv5jKSXD9D7vyCwU8y7FdHBAaqoSKYG1ws2JzkDJZt13JxOwMFk9cFLOu1otpyqEbRf8gvXZ+7wGtjxeL+YCOPGA1idLlN8Owcv1zhlivxk2wPUWmnaTYk6lQCUf37e9TXPe/Xho+CXf4Hb32HL6VP+D8/+R1KZ3hajzip+vzBszfY7qzodQq+dvcT/qD3Jr1+zk53yZN0RF2mjD606MpjljWLdxJ8AMmZSML5nQp1EeFSS5DLXKDJPN54TL+mih3BSYiLPdM74uqiG096rCiHcgAqgNCB9vA0JbTQ/xQmKsLtSJUZHEXYyIMBn1i8V6xuNaxuglkYljcN2z9qaRJHS1ReorqddnaToMIQt7eFPp2w+vJNmkzTebJEPz3ZVLyvmoW3B/oajl83MF+gdkay0Rsrpg1a5PxQMU2qCUpJLrwGGyoCK9m/tkKLCgpJVFQ7s3atgFbVkQNQjBcUQR4QFI7F9YjlNUU0B1NI1bw2V2gyj3KKfFcTTQVVboYxQShSl/G05QiuTQfmcza+mVWNns6Fs7hONkCC2ZX96BZLVNui1d2OIKLDcGMtuO4YuFFv4wdsLhYorXFbXap+0LbPPUSKJhNUu1fC9y63AvLdgOyoRuc1brsvWtCrgvpwSNUT9Ldy4rebtNaEqmlaWclfgFq/in5e38/PSk2u/4ylOjfLqlX58tiDLczpunLwEIUsb/WJOzGf/ncy7v0XEea9T2UvRCFcTCSIdjLqwy3yw4R4XBNMCpgvpcXbFfs5PehJSzvPBYnbybj+L8c8+70t+mly2b5cB9/PVNs0Ddv/+H2qwbsEf3PCKg1ZNR1crCnfvCYVyZ0R5VbA8E9yuUfO4Vcr6m5A9jzHb/WZ3YlIT50AqbYUneeiflcO2HDsm0yAkJ1jv5EnRQvrQJcpei7vT7ueHOiDPiovZI9pLUlrWZE1lsd/Z8ToxoTxeY9/8eAtnFVkP0756Mkdmmttkt0o6nlEtNNgnWZ4bcbkvItaGJITw/hNAVe+/n9pyPcDgmWJsh6/zEWWNXEMD+ZMHw+g1QoAqHpQ3RgRnJy144ZKqsRWu16XFeWdIeG8JjzYk65jN4WHTwUVvBbZAJRat6mbS9tFrXAnZ+z9YSu2UtVs/fMJoyylub5N8OJCKsuqRilF8Y3XqbYzkvmA41/vM/ikJnsmMr26k+KW+aWZBrRCP1LR+qq6fO0Wx+KmM+HsVrWAxz7TO9H9HotfvU2+beg+q4jPcmwSoL774QYrBBLg/YNHJHcGpM8XpKddJq+H2EQKsLoLKHFNw4kdaJOJPoOpIJpqgiV0nzf8svW5C7womN4zRFNPORAeZdVR9LOQ+HiBXub4wMhhGseouhK/z7We6HjG1scDpndC9M0lo75keP/ZH/0WX/vyJ3z00TU+nd3kT2/eIwgtt/9Tj022ufgfBSxHp+xszzHacbHMaGYRr/3znPmdhOU1zcGfNpRbMo8ttzw+8nirSG/OqcqQyolcod2qUYXBLgOG+3NmYYq9iEUgAqg7Tg7gSmFTyZbqWsOyRUprmLztsR0HtZbW9d0lbhZjsoY0K8lXMdpYOmnFchXTnCdMXjOYWxHX/rihGe7LAZodsNoNxNw7VkTzLWb35DWTkwCjtaCUr7oGrtuIrTawZIttW7Gq8UWB6nUlyJQWXSuapBUKMYogd9hEEMFeq1Z0ApKxF0pY2SIDKwlAUSsRCdKucYG0YJ3RLK8rVq+X5NoTPUqoho54rIjPoTh02KzN5hswpbyWKRQ21lI15kK78EVxKRLiBRfgvUfll/PQn9mKa26pbg3crRWZvX4X10tERCQ0MoNsz4jgdIafzCAK0d4TbsVS9TvP/GYg8+lMKtjlnlDDTAl1L0B5kSzMHoiRp66skPu3RAUsPTeo1/cJZiV6UaJnC9xiKe/tM2pFm9Vm8mue5GatAXFRKJ8pDGgGsXCujaIcxcReuI6nv7lHPHW8+G1IXnbwxjF5I2Pn40Q6Km37T8URfjSg2opITkrC86V4Q8sFljZ6lkqbOQxQpiPOWUGAmucMP+3Lc7y+F1cr3tbub9Pyto5iBMWzIdnuEvFBbiiHIogwfiNm/89nIqxxBYWb/uAJKgio7u1T9xS9Zw0Xbwrla3FD9KqrgZiY2FTwCuHSs7hmNrKw0cziIk1+kBF2I4JFhTYa5gtJVLWCpq3QVTtvPD7l+h9ss9zbYbsQ95vFTU164rn+L2ZM3ukxfU1aysFejnOK/cGce71z2Ic/+sMvymhLyaim3IqZ3whABQxiTWdVsPfdFelZgo23iG8pmkwkL9coYhdq9O427uhEgunBLsp7/N4WXMxJH46l25glsp8dom3djpy85XKsUTeXwcpalBdNcfv8JebaAb7fxb84xpclejbHXVVgM8ISmd1JMOWQ7MQJXdLK3FUNBwKSWltGRpF0V8Jwg3nYzITX+6GqZCRGCzBc5vL8tu/PWyf60duwPIw5/LYnOl7g1qNKeKVCTl8sKfc7gqJv5Fq4AIptSfiDhTiyxROPHihAKuKdHzXE42rjcvaL1ucu8Iqmsafqy4V1L+VgRkFx2CWahOK40Ulbkn7aunNY1HwpQJEfP+Px37zD9a05B50ZJ6se2TPDj+av031ryoIu6jQheaZR9Zjw4Qve/j/s8u3/6RtsvaeZ3IX4QvHmv55jXl7A7ZsMH1iCcU48SVlmbWuhUui9iiyucU5jswbbaaDR0K8JQ0tRhbhG+G/KAw6CpZZNbaEeSKWuSk081tQ9h9upCOKG0HisVThr6KQl/U7BqgxZzhKCyBIEjsl5F6wivtB0n3lm92F6L20lAMV14+JdRXImOsqLgaLesvigFQO4to05m+GrczmYr9jP0eoJqyTZ6Jf61lrPG6EDqMrhY6FXJee1cHbbVXda+tNSNnRyYTG1puxp4olYJ6pG1KtM1YIgnFClXCiatt4ATqECh/nCFFOGFGFEOVJ47SHy+IWm7ivUxFNningih7BwLEtpkbUcx81D9tkq6jNLp4n8nLWXfqudjOq1Q/ls3QBTxoTjApeFzO4m9D/NMS2imDxHNQ2J1vg4wCUhwSrEJoYm1eTbra+xUSQr1/5OQzRtpH1ZN7jQkJ02NGlAsPLkI8Nqx5BMQ7IXAa0FMm4hB49OO5cWeL8A/QwyTthch7qRpAqhN1WDCN14gsKSH2Yk7Rz0/F1D78aYRT1ANUKtoq4ur18Uovo9XKBJXyxl/9QN7uxCDsLpHJWlspcCgw8MPk7RbaD10xmdp71Na3ETdK+ODOByfhqFHPxZxeT1iOWNPtlUMX7NcPFVR3KsyI48s/td+j+2rwLR5gvodNC1Zff7BdUgoO4K0FHoIpIQ1n2Z0ykvOsvRTCiB+bamSbVYPm4FNGmIGQZkz0DvbeO2uugnx1JJrvW3W8xK//c/oGetGNsP+gzfF/EG/+Ah2yfb6OYWL/96Q70MuXv3nP/+9W/zk/wGH8wOsNdKVNQQ/aBL58gKXiKS7o+NNPbFEebFEVs/FLvDvd1tLn7jGovrGpsKMvfi7Zh+54D02Qvh3L61Q3zR3wDy1LNjVLBDcaNPk2qiWUOQXsdmAdGTC/x4slG/uirPuFlX6WZhfHnv1iONK7S08IefsPOoj88SOt4TvPdQ/JTbtrcKgleUt7x1KG1lnwWBeAh/hseushR2RCzFnIw3oxA7nUn1rCC/3hAfB5x8LSE9jdn2Hvfgsi+stJKK+4NPiD8yhF96DRdk9J84ZrcDTAn9TzR1RwCiuha1s3gM0dJS9TXKheT3U/j+zz1agM9h4MW0Uor3l9SLiGpbE441No6oBor0NKT/iUFXDWbc0BwMxRMy0ALiqGsIAkY/Vjzt7fDU7kqQu2FRtSI0lnfffspPHl5jcc9w8mtDRr2Y6OOXvPV/9aiLKTu39nCRQX/8DB8EuFAQqPO3BthYgkM9dKhKUS8jgsCRJSXFNEZFjs4wZzVLqKcxTaXQThGfS1VWDT1rIYhwofChxgVeOMOJzD99o2lUgElrjPHUS8NcpfS6Obu9JdPAsswjimUEtaL7IKTue8bvenCK02/IZl280xCcRuDkICm3HL5fQ2kIp8JNW93sYHZS0rZdSC16wUI6bwFV2kA3w/dSVF6hqlj4mZMQl4bYLCA9FbtAk1vqfkAx0BslqXApilBB3uBVQIxk7i5oie7IjFc3YoygS0/T0ZsOAS3a2xj5XNm+tJCLVYQrAryR4K08G3MFvRK5O9Xr4S/G8ntaQfZXHJvW67PcWNWm/LQZ9K1DJm8Nmd3RhDNPduY4/2JIchZRjBR131MOOhyeL6FFBfuqhhfH6O0tVB0TnM6oD4YkRzW66TJ5LSBcyOEU5I5g2RCeL+XgmS7QRUOwMvSeKnnoK0+TKIIXTvSkjcb3OugWIII26K5U5yoMBA39GRAW8Co6uapR86W0zwepdA+8I3y5JHpcyCH7pQ428Sw/GYCCve96tv70OXS7Iju4rj6WK1R7rb11MpZI4rYjZVs9cI8a9oUbHhjqmzvC29Qa9f6n7bX/zIz3Ckhqfa/cYkn6px+Rvd/HHmxhs4Cjb6ToUtrATUvr+pl7bEB1UszFktmv7FJst/S3pSJ+Jspx1cBTdz2J18QTmZHWXRkRqFZL2asQmwj3Ph57mqSL113iqSVbDFBFJaOeqhZa1hX5Tz+rN1KQIJWWPT5h61tQDm5z8Stiu/hRccjLos+tbIy+7fnRe3doblqqoea1/+RDsj8PKL98h+TjE+y6s9HqafuLCVs/TAjzIct9Q+9Zw+xWQNXTdLIM9/pNJvcDuol0pUydkPRiyp2IJtZM72nSM0O+m2ATz/Z7hwy+b1DHZxuOr/dqQ13cVIta4RdLqru7RMft2ODnJLe+aaDfQU0XhLMF9LqwWkl35KlY7kmrWcYj67azzwXpvwFYrYNuJ2P5jTtiUrFwuDf69B4u0Y+P5edGAzG6R9Dly5ue5U3oPu8TfmpeqXrdMkcPBCxoHjxjK98nv95l+ycFy2sR0dxx/KuG7mOhUIa5p/fpEpuFTO7HLA/CVznKP2d9/gJvrai3GygCcBBONdFc4QJP3QGvNLpO6TwvcMkQXVlsN5BglsRyoBSlIGCtYvfmmPG0Q7+34mZ/yqRM+fhkhyC2XL9+zumTazz6uyk3/uAm4bwmODnHPHgmOireQdOgW0pRsSWZY7VjJUGIIe5U1LWh/LiPShx6GrAsDDQKszStzZ+oVLlA2kT1YYVSsOoZlJXqwYXgOw0qN1BJe9k2mnoaC8UoalBqjSj1dLOSmTVYLy2Pauhg2M6DQ4vzCldrmkGDXhnMWOH3HDiF7tb4ICDfNoQrkafj3ogsL/Fuhep2ZIa4XOGdwy+X6MDAVl9Ab1WDKluqkfXo0rb602bj6aq8qL0EhVShTWIIY7UxSoinDTYOZT7skflsKcHXpqIAFi08K68wuYYBzC86DLcXzBcprtagPPfuHvMwP0RZjY0UwcoJVQhQVYPvd9Ct/NzGg3jdSl8DLFrAyaaaUkqcmtK09cbV5Nd7lH1F3fUsbztW5xqvPOWQVt5TZORe/rU9rv3jQkwrtEJN5viLiQBbqppiPyaciS9oeuoICk+4EIlL1XLWZR6ZY05A2T74DFMaorkXwwwP5V6HcFHjAk142lKRRgMRVzid4FrVqFfWlcrvaqXvVzlqN8PFYv6QPLyQmW3d4L1n/49Ddr8X0/QiilFI/5sfQyqdJpW3nZAW5LJGXUunQGhQajSEs7G0lZNQRkW1JATB+QLXIrJfQUr/nCUWiZcVsFutZJRwcopxnq2tr7D3XUuwqAienFDfP/xZ2pVSUJQ017ZQHoodiM8hnnqiuUNZTbEtXHsXCX8bwBuPDSRhrvvSjhZKnAcUxfZloE+SCH16gQpD6RTBq9KfIHgB66QqNqDeuY99/xP2/l9TOifv8pPgOuPrQvMJjeXxi23wEOzk1CqBa/vw8pTwW+9J0F1Xhi0S2a1W8MljOo+e0b19HU7OSY6v8fjf6zN44xYooTZevGsoblRkn0b0skSkHksBD+W7ivpLC5SCk6hD53kf8/zo8j63+tCf5S/7oiR6Nv5ZZazPdNRUXuJ7GZycS9LYKmT5tvIVJb623Wwuf87lBWa0JViHfk/ob01D56fn2C/t0Hm0oNxLUT99jGsTkdk7W+T7gqOxNwuU8bjTRHT4o0ie9/VnWc+yg0AAc5MFWdWgiopg0aMaxvQeGrY+XBFMxEDFh4bV9UxkZwsZpf2y9fkLvAYIPOFxhAtFF3N507K8BcP3NPmeoF5NXkslW1uiyVLAPoHZaL52n1ecriKW39rFHjiWgeWx2+LNnRNKaxjEBZGxPH6jJExrzr/QZflVy1v/y0xsx7QSvlscMfxwzpO/PcAmYlNG5AgzCZ5NY3BnMTvvQ9U30j59qckPHbpm40BUb0nF7UOFDpzceOXRgceWBkpNcB7iA49zCt2vSdKKehmyvz8l0I5AO/ayOdM8YdRZ8drojBeLAZO9lGqWcLg3wTpNbTUXZz0J4E7BTsmyb2ReXGocMqcutoUqMXhU4yIth0QZ4LspapFfqTCEc6mSGG0dPglRqwK7M8DHYqJgswDVOGzHbOQdTePRFupIwFVNKujkYGlbOUlwRpIOG8nDjqU1Y5AA7iIvxhFPEvTdJUUlB9nO7ozQWCZ5gik0LoTldU/vuUI37SEUBajaCt2naTZ2YSqJBaG9Fmg3RkBrVwKVuncLlZfU794GYHY7oBpI4hCONd3H4pxzVVvaazmY7f6Qi3d72ARgh9H7BeUoxAWK1a7G3gnoP7EEuSc9LgnmJS4ONhrSOq9Rw75QJ16eE89W7L2McL2EYjfFK5jfjkgvAqmU5yHYlGqvQ3i6wl7bxsSRgFyms5+RnHxlaSXzsaomvFgRvajxR6eXlCWl8I+fo4OA0FqiNRUlCOSgavniV7W/VZq0vNAWJBWFcG0Pnr7ED3v4LEadFbBYtuj56HLmfvW9/SJw1ZUgAzJfBMieLtFFA2dj3HyB/vNxe38vwWQqifHWET6/YHgek4/2sInQQ5bXDE3aouwraHqefM/jYodyiuyFpu566lb0RlnBFdRdqaLiC9kPLgkw3Y6cR+eTy8DTvhd16zrP/s4+yZln50+OqQ8GPP+rKdd77xA9PiM5Ltn/VynHX9sjvjMnCixfuPOCxNR85/17ZE8Diht94sfPpZNw5Z6qlpa24V5bi//4MSCORwBnX+2Bg/RYRno2Csleesq+PEcuXAOGHAZwVksS0gkwV4LnZnRxJfh650U979nLS772Z5Ld9XJHJ6g0wR/ukd/skT2aYAZ97PMrIiprmdQrs//N7wKhc/W6lHe2qfoBqx1N9jIkfTiGJJEOgHf0/+WHZM/v8Ol/N6X//UA80VPF2Rcjrh9dh/c/BsBsj3DjMQz7qKKiubGNOV/AxRTCkKYXkTyZkDxyMJnB7giUYnG/j65E83v8ekB88fOTx/X6/AVeD+FxiCklg1QWwpnG5OIDu/VTRzxtNXUTcahQRSWI1TXICogfHHHnnx6irCf++JgH//NbuLcm/Nn791GRpXuj4tG4T9ypKJcRzZcLwtDKzx/uUh72SB6e41ulm+33ZK4yuWcITkKaQ0eU1rhxDF6xuCmWauW2w+1WRI9jVKNoup66a4lHOXUZ4CcRfh5C5FCRI81KlnVK8iIQxyKv8MrjGsX8osNof8a9wTmnRZeyCTgvOlwfTBkXKe8dHTLqrrgxnDBNEybLlE5S0YsrzN6Msg6YjTNM4EiyirIM0U9Smq5k63XPgYHOiab/wYRmp0dQ1S11ps1Ww1Cy015PZulKoZaF2DaejHFbfVwWYiPdZv/SRvYanBLBiaBFI4etzOWaZmQqj07aeaEXYJYKxFhhLRSfHimqQXtdi5DXbr/kbNXhrdExhQ353uNbBHcWVKcZaqmxrawmgYbKoWZL3OoyifDWQiFoYNXtyEO8Drjr1ubrtzn+xoBoISCY2W3hTApZVzoX0zfARQ68VKAu9NQ9RbhQPP/tPuW2JAw28SyvpSRnsDqU6xPOYXFoSM8cwbxEVQ0a0GdTyfKTCNdL0Y0FW8rhohTmoiFplcqivsyDde2ot1LyN/oyAun0CVYWm21hVj30I48qS1xZolvak1ssL4FzSYKfz3Fn56jFYmNc7+tXvYABqTZaoX1vHayKnwFz6TRpK90KPehL9bvMcd0MvTW41KRGKgpPA/kVGcyfI0n46vngLtuaV0wRVJqiPnnWvk/ffg4J6np/V1q+s7kABVu6XHF7iIukdRyPZb95I7+7GnnssAElgve2MCzeArUwBEtNNGkFY7SMOeILsa20kaLaikBtoRqHGU+vXBwFxrB6bcT83YrqWcj2DxOm9xKKQ8vjfy8le36L7kvL8KMlW+81vPyrW8zuOj65behnBdGgxFQh0UVxOQ+/ci10lqGyFHtyduVaScIZHy3oPNti+TcWFNOY5EnE8GPXSpiKMFDdV6yGHh+KolxzmhKfGm58Myf80SOxJVwHz88E/ctb5C9Bci3qeQPuuxKMTb/H2e/d4+yrnvhcsxNt0fvR8eUvcq5lDRi5n1fGJW42F/601lQ3Rhx9IyHfdyJ2E2Qc/r6Me9aFmJ0t0N/5CW8+O9goulW/8Tbxs6lw1gGUJGZ60Ke4t02wbHChFgBqr4OfL4lOlqg108M66Wj1OoSzBhdrJndCdA2rw3/LKl7VsHHriSaqFVOQTLLuKnrPapLnCzk06gZVViLbZswltaLVGo2/80AyemN47e9fMH1nyLWPZuTXu7z4yk2qvkffXbK1vWB81qP7rQ6+l/P439+h6XoGHx2y/d0x87sdwrmVec7E03vmyZ8kuDjBb3vqWyV5T/Pf++pfAHBRdfjB9nXOH20RTjXp84DCZfjMQuJQlcZchDTDhkWdgfZUfY8d1ZhxgEtFPQkPtTXM6oTtZMm4yJhVMYMoZ1VG1FXANE9YlhFhYOlnBRezDnRhWUQ0jUGtAmonm8BOIoJ7CzqhZTlPpBqehpQ9RX6zT7Bs28utPd0azazCEB/LPFfVV/w4q1pQ5qnMNKpBgCndZhbpVYtybjw2ZMPTDXJHk2hxl0FoRdr6jVsRQHoqm7tJDcW2EapIGPLBw2v0Rkt2owW5iwijRkY9WyXJowwXKoKTGXarg8or3MX4UtQANm1WtW5tKtWCyIwQ7MsSmwRkp47Vnma1r1le87jUgVX40KH7NS4PCM8Dmkza9wA+9DQdqRjqoUU1agNEmr0m0pemlO8ttwSx7/WAwYdzzOkEv1y2POlAuIqtAo9vgW4+i9Flzep2h2huCccFumpYvDYg39GES0QbPFWkZzVNN6T+tbvoxpN9dIo7OgHnhMOstbzetR30idlQPYCNW9VngWcqTfGrlaBK66oVK1Cobgc/ncuhGEaXojbrmXJgBNBVtUbitegxr1/jMrB74cDCq8H3F1hcbpx4gmBD9aKq285NuVFosqMuNg2JnoeClq3lGkfjEptElNuOcC6uTLoBZRXVYY2OLd4qvIOd/RmBsZR1wPi0h7IhwVIRzSBcyPtJxo66oymHhmBlCFc1qteVgmA6E57paIvJayFUDemJYvyFPvO7SlrIacS0rzn85gxlPWoyJzsZEC4V0Z92Kbb6xF3FznsV/PAjuQZxLMDNlmrjVqs1wF6uSxLLzHI0xGYR2z9aMH2ti+o5XOxpYsXWg4Zo2nDxllit7vxIQH+zu4r0xJCcecIfPboM9OvguX6m1mj6tfzkFZOFzdcxm6p1fX64yVSU4ApF70mbbB+fXlLh1qOflmt+1fyAqmpR45rwfEk8SSh2ASViFqqxuEK0qM2N6/JaSmFfHknsMIbo3/xEtMhpkdN1gz3YQi8zXKCouwHeKCLv8d0UOolYUT6y+GcvJfEoS1RjScKA8Ze3xI3Nga7/LQu8PvKwU1LFIfVADuL43KBLcDE8/d2Q/T8f0HlWEMwKKITDdmmI7GG4LULmV+TMbC8me1ly+qtDtn+04PZ/fsHinW0uJl30WYfkmrSwX/61XfIDR7C/wj3s0GynZC8KTNGQPSrxocEbw7BqePHXtvEBdPs585c9dsI5PV3w52e3CYzFhw5nNLT+v+FJSL0vkovWAo0ivAhaHVCPMp7+G2Mmkw5xWlPMY7xXlDZgN1kQZTMqt8W8ThhmOYFxKOVZlZHMPS8ifOgZP+oIpabj5LWtEo5g4LGNoZeVhMMlqyLCnkQUOwpvArJTRbAGHq2l1pJEUK9Koacrmct0M3kgWrMBvSwJY4NNRCFHOcS6TwNK2shNIkHXVKKzbCq/CbLKy4Gna9fSiRTRiyk+CTFZRDRVLA86qEZTFyHL2YD/3/QrKN12CApDdBpgCohmDn92gV6uxKv059GEAhGg8L2O0FqWuXRPqhrvPMHzC3oXMXW2y+pAgfL40EGgML0amxsw4o9sck0zsBBbdOBwTmGexpiFxiV+Q/9YP4imEBegYNnKiJae4iAjSgKCBy31qWkk+KSJBJe6RpUVk6/tEi4cVUfTmdesbnU2loTDB5UkPYuK86/0ieaGJtOsdgQZrtwOiVYwmUkbtt+TmWttpTV9NAaVX4JzPnPdhDLi0HEsRgDOt+jVUPigYSD/LstWtSmTA7QVOlCFyJn65eqSf9nSPOQFPnNo/7zVHuQ6CqVtHMdiVxeGok6Wl9Dv4eMQrbTQ3gb9VqlMOP7MJUr62Zz6zQNxCltoljflwIzHivlrFipNPCgoixC3CDm3PXylUS29zyato1MP4gtPOVLkTswybKQYLC4t5lSaSMDPC2Zfv073uaXYFjnSk9+t+c03H3BRdljWEY8/Omi7Sivs3hadoxKvFfGnp/gwkIBydCI62+/ek+TMeYKzOf70HB0LmG1tXk8YoTtQv3UdG2pM7eg/hIuveqq9huS7mu4fiTrUtr9DnQV0fvAUopCdfyPOXgStprNS6G4HlWWbqnEzD9XqZyQZ5Y+2O8F6bKVFHKPtVIz+8ftsvXdd7uvJGLf2FXavJmNrrvAry1r8fI7yjuHHPbZ+6gknBerlmQimJDGTv/0u03ua/iPH6I+ebAREXmn/hwHq7k2Uc5y90yU9T7GJwoaiqc7RKSoMsK/fwJQOO0gx5jr+Udth2RlCY+m8qKi6MaaE4Od0Aq6uz13gRYExDtWvMYFlZ7BgdStictLDTIQHaWpPMM1b2TkHzl4GXRB92EEX0liEw5XHhYbTr6asfmPJ7H6Xe/+5o/f9l4TzPeqeof/Ikj444cl/eJPuE83SZZx/zbI6SLn7f38s86pWKFwBqpOxOvA0HcfieZ90f8nILJnajO1kybRKCfsVtQZqhao1NvZQipSkjwTBXA8tvYM5RR6RphXj8y54RVUKuCzPI164Ps4rtuIVZ4sOdW0k4HgY9Vc0jca1lVX2WKQJTYkAKBqF7UE1i9k6mBGHDbGxvPjeIbqCZCEgi3Aps1eVpQKUQSgqKomxu0PMdNmCrUR/d4MCzBKRX+wKUKpJWjpGJm5SyrKpZF0gdmdrb9e13Oa6ClYO4kkN1sN4htobybyzcfQfJ7hAsTzUBDkUOwlNKplxcqHQJQSFJ5q05Pq1QfjPW1qjux1cFlNvpbigRzUMpLV9WpN8copa5mz9cIJyQ6avaSrA7VXSVzaSzHgjQRXlMZHDFgasot5yQnXyQGbx+xVNEeJLjao0wUILBWHi6TxcUO2m7abS0mVoW5JYKxZ7YYjvpASFSG/GM9e28xXFUMu/A03ZMQSxJpk4wnmNVyHhSubSynrUMse2gceej+V1bh7gkhATmFa/OYUrwXddnawNEVQaCYWpRZdiraCZg0BmxcZIC3D9b+tQ0zmkiQSULMWNJ5L8hMEm0fivW+t7qdK0BcUlsDWQLxYVKi+xu0PRDs9CQmNQR6fyvVVDOBZ0rS+rja5y3TPoCjrPhUttKtEOUKVCW0216uL6Fr3S+EpBKu8hmBlc4KkGnmiiBGiVCZoeWm7nsqTa76HHBs4uNp+x/70XuNNzTr/yZeb3HL/++qeMohXOa/ImlLNhrTJmFFU/xOQWH4XYrQ7BkxNRSbu+R34tJZo0RC9nggdQCna2BMgG6J3tNmgmhC9nmE6CfvKSLXWH2f0Ymzi6n8w2mu7hjx4Rsp6oeKHsrPnemQC93N1r6MfHm9GNMuYSKLZYCA83CF5pg19d63n7pupdreDDTwWpbq5Uylf0m6/e/1fsMZG/+/mC+HufboRwXCXdlPqL91he0+TXLS40xLPrZD+NxV+9ldNVLYCr2cnQeUN21rDaCSi3xKAlzBXujVuY8znKesJxjsorlm9sk6YhZrykHnVQ1hGerdgurTij/QKA4Hp9DgOvxwSO5jjBZpbBXsFbwxO+r65jDj3z720TLCz1KCN6JmooOC/tnKpVX7oYw/UDxl/fY+uHAZycM7uTMH2nIYsa8uslj/7ugHA5AA+9p47eD4/xswW3/sFTPvhfXCO7vmDUWTH96FBsylrqBQBGU94aEU0VTUcRThR5lPJhfsj95IRBWPBwMkJpj+nU2JUw332jpBKK5PCORjm2Mcxf9lC1or5myfqF0GTmAiKy85C80Xw6TYXLGjiaVatPWhhOX2a4XgOm5ZTNQV948br1iiAHlCa4txJh+SqkOOoQeKj7wl3sPJV5lYs07tquGCAcn29a97pVflLtYYD3kvS0IIflnR5VV1rHLhTetdcilKG8UIWCluahG6loXdhKXOYeZ+T/Tekxiwo9L8Q383xCc+8AMysJVw4cxFPL8iBg+JFr7faQtnUEWx8XRE/PcT+nTbpuVam2NemrCn0yprnRZbkfUPWl4zG9G7OTHZCcigF692nB4EHDy7/SpzlPiMctYKyrWB16Uc9KZAYYpII810YqX7yinsaoDuztTQX0djTA55q6KypeL35nQLjwxNOAJLtF8mQC4xnUFYSRgDtmBbYbEywsyfMZize2WF6LBFHeCP1utRdQbCmiuSE7sdTdgHDREJ8XqFq41r6qLsXxq1quxSdPMb2uBKi1oXlL3Vl/r2wCLR2k/R38eILupC0HuB3ztPQONeiJQfuaotQ+k76TylgiSlBlKX65xohAQ160FfCVROkzs15ldGvZqDevgdGossaNei21RFGNElTjaIYJYdGn3uuLIldeXSLWWxOAzqMFJs9wkSaa1FTDkHJg0JUCDWahRRzmoMIXgvj2xtOMRHrMl5qm0kRTxfAjz+yuwoWe8DnU2x2i5xPWWtjrCsu+OAatuP1frnj8tzK08ny62OFe94wPzvfwWxXz17oMflRijsZ08prlvQHzL+wSzhvMqKUqzXO6P7XyHB6fUX/xHuGjE7ku1/bQq4Jmf4B58Ey6VtMzNII4Dv7Ne9xp3sEUDXz8pKUHmc2IyTfiCS1yoi3ArRLxGXM8wdeCOl6rua2+fJPkaElwOsEPupI4PHh46ZLGJdpazs8rcpPrDoe+TPBeqWuvALLEo5pXAYJtIHarFWZrKMpzbSKha8v2TypmbynSE03VNRS/to9uYOs7SFtba3QcYx1UWzHjN0IWtx3hVJ7fi7cC5tf7DD9OsKkWxPSNIfm2IcgTzMVC9tcip7i3TTEKcAZJpP/iZ8Pben3uAq9SUJylkFkODsd8fLzDzu0Fb2yf8mc/fI3tJzB5PRLg1evX6T+uSB4c49sWgspS/GKJvpiSHXcpbvRJVwWLG4r+wZzXt0/5ydEhTRLzhd95wLxKePDhdYJin+4fC6goWGrKIuTZiz3e/s8f49dOFnkuD34Q8Ml/rEk/ESRu05Pq5o+P7vN8MOS86NCJamprKMsQlTX41OIahW003ZG812v9GS/nPebzEJ96yiIUNskyJJgZbMcJ2KMF9fhVgLUK1WlgGUjVFXnMNMCOauILTZPJXBXpkFJcr1G5wR5lqGGFH0egEZS1VVgnOrTlUHyHo2mIjRPi04tWJaYW9aEw2DwQ1Y0RwaxAFbVUWgNDOVCtWbknKBzeaAFVeQR0pQStLIFCVHVMpUSKs7CEs9aIfrIA6/DeyWs7L243pcMUFl1ZklNQZS2o5aJhdadPPK4IfvzphpqyaUumCaqTYVst5rXXqB70WX7xGsXQiI6yE6Wiqu85/UpAfN5tkwHY+ZNjDv/IU+xnRNMaZR3P/50uNnX4jiXJasKwIQ4sUdAwXaXEYc3FcR+VNnSzgrIOWCwTTKfGJQ2rXkh+TcA8yXFAuPTMb0WYokd4dCoHUV2JdvkwRecNPtDM3x4RX9Ri0t5StRbXDFUfil1H76Gm90ToXauDCFOHeKVEvjFJxKCgqrGteT0AgcHujjAvL8RWr71+GxAVCFq518XFITpNW3TwUqrb1uIPZzd0IL+WktQKpbVUtoERTEYYSkt4uZIKH0Ab/GzG2pBhLfO4Cb5hiOp28WlMs9WRfaEVKhOATd2PUM6z2g1Izxu8Uay+tk9yVhOMV4JKBamy87Z79eyY7DTGHo5Y3ciIJg1NJ8AHDpMryr1GZvTTEEKHWRpsX0CWgr5X+ADqHowH8sCZUqFrR9MJiPKy5VerV1vqTmN+8ADzO1/hk+k2N3sTvvnsNeKwIYgbxm8kNMku2989xweafNvQeVkLBiM0NMOBfCbnye9vE/dTJq+lmNu3GHy0wIUGE4hMafHVuyRPJlLZJRG8OBb3rW+/J0EvCuUerINbJxNu9tW5upeRgVJKdN3rpuXOdoTCpmHydp/gXo/+949gPMHVP7+LsR6jXCKdpXq9Kg/5iojPL5jvX207X8UK+OXq8lt+8pB0NOS1/+cOs7sBixua5XXH4IGi2etjpjMBke5tU/cC8h3h1QdLoVRVAyhu1ITnAcsbIU3Hsf0DAV3WHcXkfkQ2OKD/J48o37qOWTXMvxLRpBBf/Py3vV6fu8DrG0U0KtjqrTDKE8cNH5wfcPHxiK2fSsty/EWL6jSkP02oBjHXznuo+VweJiXSZX65Ij5e4LIIyorRh5biL1v+1s57jMuMx0GHHzy5yTfuPOLjQYVqQuzrN5i83uH2Py0whWV2T21mXlcVdLx1qJWhOLSYUcnOcMGyjJguUx64XfpJgWspDk1lcI1GB44gsqSDnLtbF5zmHV7OeyznCaowoD3OGExsIXRC7wHSUY73CucUtfEwjmAqqG9vPNQyyzUXIeFMZqtNJkhLHJiZzJmClaapYtxQHgiTWGxu8DEUZUiTKaqeIjs2pB8eyTWsannAgkAoN1kqh53zVNuZyM0pRXJhccZQd6XtFk/1JuC6QGETLfza2otS0dogR0sGG+SWapRgE0U8jok+Pd2gqL3RBCcTItcRha2ihIFQUszxBAJD59un4jWbpZK5L5cy99cKru9T7XTh/oFUw62S0uIr13GhtK6bVoXGZg4fePwyoBpczmXz+9vo2hHOG4KTGeXNLcqRID/DrCKNK6zTzJYJtjHY3JDHEZ1RzmoRM5l08E6SId9Suogdqmfx85DkXGQkdY3oPXuZN3priZ6PcZ0UZS3JkWf6Zp9iOySaOzHp7ijKISRnEI81Qe4ZvxlTjkRNJ1x4XAjZy4birUN05Yg+foke9AT444RLao4nuMn0klLlnRywVykg/a5QZbYG+Isx6mBX1OKaQtqMSdIGS4W9e4BNAuJH0iFRZY3vZWLysL3FRmkIRGjCebjUlHhlrQXuUUrGHEB+kGEqt1FY0pXDFA3RIpSkrvSYyhFd5EKNGw1khp9EqKMzsUbMC1SacvKrPcqhovdU06QQzjV130EifH0BZWh5pj2o0OHRxOeaJpOuh0sculKYXPa0KR2+l0mQqUVGUrWfQfe6+LJi+yeWl4M9Tq/1ieKa+TLBnSaozJPvKiZfGsloYSrdnWoYUdyXZ3DrA4eqLaa0FAcZyovk5ex2n3js8aaDqTzDj0tUVYui1myFaxoB1y1XglD3r4YA11Ls1tKqm2Vt68krn8PmBcZZpu8MJfEbQHrq6Q466KJEtyOENYXPXzEtWHc7Nlxgc4VqtN5rVyhLmwB99fs/u0eUtJxfWXWNPTohnC1o3n4LF0B6IpiH4PEJ/mAX//Ej9HROOOsyvRfSZBAsYHWrgcCTjVaswgRqjYotkzfjTTdv+BGi8XC4Q7kVsrhuKEZyjvQ//SVYBT6HgRenBAAUl5wvMxbjjGVu6LzQTL5gSV4auo8CFndgdaNh+/sGVdSSfS2XIhyAHFrNKCP6+CV+uSI5LSn/v9v8v/+H32ArXnHx2oT5MuGDs31x/skt47c65HuKnT+U2dDW6eVBdLVtQl3x9n/yjBf/rdvEf3vBbx1+zH444+9/8g2KOmC2HFLnISayKOMJgzbYBY40qnkyHVJUIUFgUScxyZmm2BebLe/BpI1UtonFWo3WHms1zEN8r4Fa4ZzBB21Vl2vSIy3aspXMTuuOVJm6lllkNXKEU406E8MGaxU0Ct2raXoGZTWmVBQ7Iam1UJaivVvKzFRZK9rHcUQwyVG9mNW1lGDl8AGkY5mjVENFnSmyE0t8XlJuSVWlHBJ4tBKervUy10kMdS9kfkPAJk2igV1U7aiGEShYHe4TrBzZohTFn9MadW1PMvjJvJW/2yX76Ez43HWDThOWv/UWZ18MKLe8IEPHGTf+QYW9uUcxMtiWr1gcNKjUogJBKFd9cY8yhdg6nn5Fkprs1NLLM8pRIEmP8TinGb8YkGznKOWxlcakFu+hLEKGwyXeKyYv+uhejUkbSKFZyihB1YrldXG66j1xnH8h4fDkEL/maM4X6KLEHmyjlwVbf/6Sxbv7FCNDsa1EXnVk6bzUbH1Y0HQCjn8lpOlI0lMOlDjsNDIXVtZRvH2d+Gguc7k0Qq3EUUklMcpFcmC2B6eOY/laFEqL0zqanR5qu4delpAmUmXUNarbxQ06NMOE5UGMqTymGMqcvrbSLh/0pRW9Kqhu7xAsKhFkWUtdtuvqfHnd+tRaSXXSjwhyy/xGRLRweK3ID0LCVUCxpSlGgjPITpygUFvxAzfocFUFCWup7uxiCkEm20gRztvEdVQTpi2yvgilmt0qsY0miKT7ULzmxCAlswSTgOylBOa6q6h7AV73iY/OpCWuFOrmNTAaFxrUqqT30zHRrMf0XsL8TsL+Dxzzm5py2xOP5Rkp+5pkLPcuOVlRjHrkOwr7pS47P5i1yaui6ovJw+yeOGFFM0+5pTDLWkYE5+L8o5TCzT4ToNbJ1tq16qpG9tWK0zm8bWe0YYBbLBn88Iyyv8fijqc4cNhkyOG3DLqbwfOjS1riZ5e1GxuDteSj8Ma1zOCtfQVfoNbvRX8moH3m/f285fOcaOGxiSJYCpCzeuOQ6KOXGwDg/HZCsPQsboEuQRea4NqKpjEkj2OKgwYmEeFcEuRoJuIpJreYyYL+n49pfusWnSNPMdAyGvsl63MXeE0pc83pMOGgN6dxmvlRj+Vtiw8cdU9TXivQpzHJqSZcOlw3FmTa8lUTxPCDJ9DJoDCEJ3N2n56zPD3g+79ncLFj+7uG2esp9/6rkrpjWB0obvyLKX46ExOAyfQKyrJ1o+n1hFIxm3P4Dx7wLHqd7/27Jf+ru/+YDw4O+eanr1EXgdCF+hoVWUzS4J2iKgJOn+/gjUdXinyrQe+VNHkiJP2VwdUyW1ivugzAKaKsoswa0RMw4Ldq1CTExY7owhAuZK5b96FJZHM1XYHqA6hKYVYK35PXjsZi6VcC2XMDCuoOzO5oBh+O0GdT3M4AfXQuM+7WVQRX4sMAM15htuKN8b1ynuzU4UJRw0rOCszZnKS2NL0YFyh05UQpxgnaV3moeuJKtEaDFkMwVbThBDsjohPKaZLTFLPqiZXZkxeXmXAQkD2c4I/PhKriPc3X3+DZf1jjCsfOwYzmn+2I2P2v3hYh/L5ifsfhUkc0Eg53WYQEcUPRb5GrlQYfEM3kPZvKo6qGYOVQjYDfbB6gsoZyGREkNZ1BgdGOqg6oq4C8jATpvDC4SsNuaxqgPa40qH6DtSHKQb6j0TU0g5SgnZ36vBAnpWcWnMUHAdG0ZvxGwPKWk0prpTElLG7E1JnMJ1UjQhB1T2Z0LjTkeyGdl55qGOCDPsmzGU03QqUhyjp0FqOOzqXDodRmVgagRltQN6jaiZmC9ehZLtXs4Z7MpZuGepTSpCKiIipPEYFWhEdTTCO613awhY4Dmo4cP7oymHbm7LkcE1zlfoqaWIGer0heKFa3BzjJXZjdjnAhrPYNdVdkWdOXqhWvAR8FcDoWj+DJtOVsKghDgnmJ1wnZiWNxXQQkmo6A57T21FVAd7iiqgJ59oB6FaEjS6dfsJxEmFmA7TqUNdQ98IFoDiSPzrGL5ababbY7NN2QcFJit1J0aYmfjNmZpOx9s4CjUwZ727hBhl6UnP/aLsrKM2Iqje1GJBeW5XUREnrytwb0Hnvxin4skpC6hs6RY3FNk5x5ir0UPbpN+vEZuqiwx6etgtsVNSl4tb171aTiM4HOr3W+lQRH9/Ape0aTTEdUXRl5TN7osPWejHNcfowKYsz+LvbFJSjLO4+ixRG4VwVR2n/g14nA+rXXAis/x+zj6mdZt56VUugso/ryXZxRDD+pWe4HMgKznub2HkFbaScTS5Nowrmh3BY+cJ2HhM8jmtSLt3quCBeQnjmyk4bx6xH4kGjSQ88Lhu9N8FFAr3Es7vX4ZetzF3iVhe3vGIoHu3w62KG6XWL6FepZSuepwUWwyCKCw5zgSYcg9+SHHTofnUsLOAhan89qc2itOZCcj+l87wm91+6TnsLg4wV738phMsN+9TYH3y7QD54KMGe+uJwjeCfWab7dlOvqt65YXXf81u4Dam94o3PEv5y9Q/IiJFhCDnhlqLIAAhHM8JklPAvk4a40ahxQ36igUUQnEcobya60Z2trwTKPKc9SyioRmUrt6e8s2ekueRpv4S8SgpXYl22uoUMAIniatn2KhroSJagglz/xkD0NCJfCK7WxJzlXeKVwox7lXobpRphljTmbip9qmmzEF+LzgnI7EYnItpUarDzxuCW7RyF6uiKaFzQ7XZEkBMLnFwRRCNM58fYQF4ckx5rF7QwbKZLTivBsQTPqsLgpsm6rAwiXHUazHC6Qh6zbEblDV8PzYwFWeI8yhrN3U5TK2dqbc/FgxFYlIKSyL9xc2WvSBrVWY4yImcwvOoTdinqSEMyMBC4PeIW90JvrG00UygfUQxkN6NCBFy1w6xVKebyHYhaLYthWTTIoKfMQnxuiYYltDN6z8WuOJyLOYdOA4GAXH4Xo8ay1lis32srhyRxvUuJTjbaa7MiTjC3TOwH5gcdGns4zRTT35F6RvfRcvJOhG1jtCyjLRppqr0t0usT2YsyilKpwsUQPB6KxPJ2BVuhBH9tWuKoW1TEXaqKHucx+ATopPkvQhcW0jlTKQTCvhYFQN6hVLhQp56lHGUFhqQch8bnDDTvo8xjl3aXRQ8vnVGv1I+fauXBIUFiUCzb0tXxX5nLBUjoVyiNiKh5J9kCUylqHqg1H/fiCaNknKMX1anUgz5FORBu8UZCvYtKspCjE8CQ4CbGZYVEYwv0VTRWgLiJmb1nMUtN5JkBCvEenCW4lbAAzK3GRwSwrgpdjAbtpjY5CVFnhqkpmsM8cPgwJl9sCTFxamo7BBZqqb0hOhb5kcqi7MH3NUA0dpvSEU3ntnR9XnH4lotwSlaZ8Z59kbOn8xOAvJgJIWlwpVNYzde9/fmVJ+8ytk6JN8BaqWP/9MYvXh3RetqDHQOPrmuD6NbHMPL5Ad1LUWpmKS1rfWlBjs7xrAVjrBOAyoP7Cme/6R69KoXqPzlKOfj0RlgcBg4cl0bOJdMqg9eP1JL9/AV95k9OvdmGnxDlF94cJuoLFbYdZidZ+OPcUW5KQ1z1Y3lCgumx/awZnF7LPDveo03/LeLzBqmHvH32MiiOmv3aD9A88Z18Q6s70qxVJr+S3bj5iXsd88KM3mN4TO7pgNSR6KRBxfJslrxGcRYk+Ohex8p0R6alj9GdH+LOLzY3Kfnoi6jZXBOSVA3R7043GW3BXxM2Vgzf+b6e89+vX+IvxbT741j165wIyEhK3QilEUanrUecRPnY0fQmGyirSY429iKn7ggAO2mfh2q1zumHFYW/O02jI7KxDZytnmOXspEumVSLtZyfvo+7R6kHL70VLkMZAsDC4sG1LN9J6rgeWYG7QE5kD4hXdJURzCxqoETu/MKTuh2SFIPfkl7QBqHYt91a0lYPCE63R0XHQJi4JZl4SnC+lnei9BJJ1G+nFsSgqJTGd0DB5LWXyWkK8H5EelSRnNRfvSEXjAnnw1gYAOP9Ky2p9L+2XX2f66wVfuvGC955dw4ee7f/omQDZjnqYuUJbOaB1pWmqhHzQ0NteShVbG1TarEfRVPuezvNAEoxVSXQRkp4FpGdQDgLyfYM/LIhi+YmyDBn1l6wCSxGGhKFleZ5RzGOSXkkyWLEqIrSx1HmI0p5wphm9N2P6epdiJyR+rmSG3u+gVrkgTltLtPLGgOHHlnDeoBvP7E7M7GYgo4VK0fvUo7wn31Okx57OUU2xLeASZYU/HE+9zEKLBjMvBTT18vRScjAwqK0BlBV+2EMvCkG5J20bvnJtq38GRSl0k2WOTkNcbDYqZd4IPaa+vYMpGlwcoCuLahx1XxTPqmEs4LrdkchJfvjppbaxE7TyJghHIXhPORRcgo0l2bOJJ1xIVbPaC4gWjqqrSY5Xwj+PQtx8frl/W5ENe/OA5KJh/EbE6IMSryNmr4FbhNTGYachhJ75PASnMEtNcq6IHkoQXH3ZEoQWc31JcZHQeSrnUdU3mLs7JEUJqxXKaFw3IjwTr9q1Hre3Fp3ELVUrvQyGvqL76QJdNczfGIor0q2AnfcKzt9NNuAfr9VGcKjZqWm2ITkPiWeazgvP4obQYlb74ojl1QFwQHxREj45w52dbwBxwKtBdx2E4XImu57FNg1gKP/al5neCeg/buh8MmP+1kC6VHshww8fkX/9HrNbAfF0KNiQrmbne138jz/anKOf1bFeV8Obf6+F5Yx+5XuV0T83EF8Vf3HnF1z/wx2OfqMLCqLnUzGDUQo3ncsz9cX7BM8vOH2nSz10GO2x5203z4AdWPTc4A1MX1fYrsV/YkRVca4oRm1nQCkYDdHLnP6n8c+8r6vrcxd4qRsYDfDW0v/WQwAGndugQqpdzaCT8xuDT3iQ7/P9PYcuFUGhaDqG+GAXTs9RvZ6I/FfVZl7h1oP3iym9xx18HF4CSbTGtajXtYPNZg6kNAQBbm8L9fykDcDtoeI96vSC4//NfcJ5zd1qTrmTcvTrIdWwTdS8EPSDpYAuqhS8ccRbBdUqohhpgpVk68kJFLsQ9Ct+++AB702vAXB364LjuOJu/4JAy3uOTMNJ2iVvNMV2a5+nhdQfrNr2stXoUmYSoHCRzLLEbMKItqwR+z5l2wDe0eTXOjSppuoqtn805+yrPYJVjwhBE280U50jnFX4QGMjMZ8PVpLxKutQpRVj9aqG2UI6EKH4tgLSwrYelReQxISfvMS/eY/FLcW4pwinGfEYuo9lXtV7Ul7On7wXbvVay7eVl9NbQ6Z3U9648ZSvDp+ybCIGt3L+0tanrHYjTm70+Cc/+SLhw4TsRRuoE41NIuavKzCeMG5wThH3CxaTlOA0It9TmGcCEjKfPGcU3sIH0h2oewFHv56wPDTE3RKlPGUdkOcR3ivyWkwz0H7ztWqcoLs1ehziMkc0AxcHJBcNy4OQ8sYAXVqO/lLG7vf6xH/ygQgjxDHBvBJVsFhTDTThSqry7R9OyQ87JGcFx7/WY/jA0nmeM36rAx5MDvmedD9srBh+4qj7EWZWCIXMO/FCXSOTo1Aq2UDL18OAZpBecinjCJUkwstt5fv0dEVYWoLQUI8SXGRotlJ8oGiCSOwUK0d8vCQ/iAVNniiSFyXljSHx0Ry1v4s7Pt0YIlxVtqKqsdd2KbY08dhhaljua5JT2P6gohwYBp8UFLsRnZc1LgrwOz3Mw+WrtogtshlknJFcOC7eisn3hPNsFprgaYd0BbPXW+nIlUjXFtsiDVn3PMHDhOqwRvUqCETbOTkT7+vVQUj0Z4JB8N4THE9x/UwAYlqLXOdyiZ/MUIOeJAPrFrAF3v8YrxRdpYhmHcphwPIgYnld0NPV0OG6jWiyt3oBOmtYXg/Z/qAm35bPV2wrimsWPBS7hmim6D3RDFYDVFHg5otXOLPrc/Bq9aiuBGaVxKiwh4ojTr8csrzdUG6F3DgPmd80zO9bdv5Co24c8uKvBKjXF4xPMkY/1AL2enG2SfA2revPrFf0pw2vnLtrauArOICrFXMLwvJWgFjmw8f0rr/F4N882tgJ+tb9yL9zj6Pf6BJNOigPw59opm8k+I5lcdcRjuUajt64IAoaImN5ejLChSl1B6KZdKz8sk2ozsd4pVh84xD+5Gc+1mZ9/gKvUjSjDtVWROdDjz+7oPPhKfFZj93vaqav7/Kf/t7f4O+882OCayuypGL5wRaT1wKS4w7BfCmOF9bh+inVVkzyaAzTuWSYqxXmx5/ir77mZ7Im72UGoIx4sBIY1HghA/9OR7LuxgrieXuL9C8+lbeephRvdHFvL1DGEX6vT3ImM5jFdU3npeP4tx1ffO0Zp6sOur9k3M3oJBXLIqJ8B37z5kOcV/y3B99lFCz5zz76DazVBIHlsdrCOk0a1pzMuhubvHiiWu7Y5eC/3BJgEOtWZgQu9oA47Oiajbi/TeR7il2FjT3FWUB27MhOLeVOSvd5w+xOzPZYONOqqkUA3kpLSdeOaKGEYD6rpSJaiMqXMwZTXraNVBheXmgrgArvvbS/nGP3zy6Y3R+x/+4JZ9Mu03HC/h9rdv5gJodLGLQiCl4e2rXHrtbogz2e/d1rlCNP3yu+P7nJb+58wm91P+RRvUNRbVG6gCCyhG3jIjt1mNIxvxEQnQQ0twqR2gSKPIJK5q6DTx2dl/VGDSv46VNBUgNRYAi+uI9Pa2wjD+r4rIeOLP5Cuhy9w7loZWvP8jST9vVZjKkULpFW8/m7Kd2XltF7M8rdjOVhSP6VFeov2nnvKkePtjDjJfO7HUyrZx3NLd1HBfp8RrbIKW+PiMeO/ocT8pt9bCzasU0mXZD4QtN7Kijt5PEYN8jwgSZIRETfJ5EkNGWFmi5QgcENOgKIQwI+QD3KCKsaphrCcKPlrcczcYVqIsyqwZxM8J2Uar+LqRymFA64yLAawoVFjxcEWYTtxpg1mtq6Df0G346Rtoe4LKT7vKbpGGwkamhBTktRE9CLrr1Iy2qEw/vzBB2iEP3wGVl1gPJ9UVeLQZeK7mNFOZJZeXISUG5baR9rWnCiUAnTE4UpIpLzkJ6V9nZ67sh3Nd0XbbesFZVwnRSvNc2euEgFx1NpTa5WuJfHLeq5BRbpK1X+x4+IHhrUr77Ji7+c0GSOeq8WhHVh8ImFRjy9o5ep6BUrRZD7TYcrnLTz68xT7VicCciOE1T3JuGHT/GLK4nJxk2oPSWvami3QiruzgHjt7oUuw6Mp+l6Lt7t4gxE5wYbeZZvjKgHjuiDHr0L0WCPjuaoLMHEkSRsWl8yR2ATVDfh4Kpa1ebvr85+N+91/fV10rCWLL1zncH3ji71x8MQ8hz7a1/Aa8X1f3LE8q0dmtYVzYcelRt82F5np8irkE5UsShjXKPIdz3xWDH6sMbkbuOWtaZmRYufTSaurs9f4DUaH2iS00IO9yjEz+YErZrS9oOGnW9m/Kv/4Bu8+Xc/pR8WPEsLxv/sGqe/0mUXaLoRF2/F+KAFmdzcY+eHKeZ0imsPeIBXPD+vrvWwH8m03LALjcPe2qFJDYsbEcW2/Fw49xz80xW+KPBlRZ0pgsAShw3hU4+2AnTKjkX/tPd+xEe9XaqXHaLDJV+69oK/tPUJ18Ix/+T8y/xPdv8IrRzfye/yh+dvUNeGMLSsljGrZYyfRgLOWmlc6ghmhmAlm9oZRdOVDLfuebyRCnjtmoODcsfiY4e+CChHnnAm7io2lUM5PRF/0eU1DQqSsSVYWsKVwXZjAeI0DnM+B1WDStClJQDMqmlbiwpVyCbXhXAP/a09zItzfDfDx8IlBtDTpczeVCv9d3TK9X/d5ZnZR91dQmwZv23Y/pMFrpPKPJKBVFjrLoYSLunk6wc0f2VKqD2nyw7/0b2/oHYB31q+wSerXUob8HLVx71IGTy0ckBXvjU5UIQzaM5jaOTeu8RDYqn7DhtpAYe11bUvKzi7gDDA3b2GKaF4meK3K3TgQXlcYSCzdEY5Sdjwa4dP+GC8j953GOWZvOxjckOwEFer1aFHeUPno1JAaemAG38/JPnpc1xdC5d8uaK+s0vnRUn04AXLr92i7miCPETtDNDLAhcIL7neyahbYRObiKVgPNZ0XjiqrkI3AcFuTyhbswK/PUStCppBilmWKGPkcEwTtHXY/SHBvMQUDU0nFIcwpaRyWCwhS0R+c9DFBxoXaIKylq9FIbqQa+6MFj5qx5Cc18SfnODTGHOxlFbzqhBgjbWboCvCGX2a3T66bEgvllT7PaLjObN3R0QTEalPH8/xsSE9sujFaiPW76r6ki/aKmh5K7aQTSciPssJZ4YgTym2pQIWQRpP3dWEM03dc5hcFOhUozCFIKDjiVhDVn2FTcHNIDu2JOfCCDB7u3KmPHuJOtzD6YjlrYzBS48rCkk+60YC9FoycT1DdRqSCO7fJJiX5Pc1w+0F3zh8zB8/uf//p+7PYizb0vtO7LfW2vOZz4k5cs68861ijawqUiRFipJaYmtqyW5BcANtPzTgF8OAX7oBwy+G4TfDsGEZbsstW7DRrcFkayLFpkiRRRaLRdZ0q27dMeeMjDnOPOxxLT98O05GXl5WW2/VG0hkZERkxDl7WN/6/t9/IH/SxOUeuhDUTEJlYPRaiLcEnSMWmFYRTBTGabLEUjYc870Af+UIDhrrpK7L49OsVtfGFzUhKlhYojNDsZLQlfM/V6JSg8oVs1AxvWfo/khGAZv/3SNmP30DNZ5x9pdv4y8d/myPxgen2JMz7CX7WWkptpcz3qumJ1fcrC5f38uWo+bF565mT3/0GGstenOjNo7ROKXxHxyRvbHP8t6A6GTF8ddaWF9GhMFYY99Y0mmu2EgWfHS0RRp53O2dc3HeEu/2oSH5owcSClLK9dOdNq4oCMYFP+74ySu8zuFfLODoTE7m9ibFTovgyYXkf45nTL+4RzBxfPzbd1CfnbK6iIkbYAPF+eebVKEQDIqWPBDJmaWKPNx2FzOavNztXi2+V2+2epBvh2PUdM7sz7+KyS2jV3xmr1Tcfu2IZeGT/uttFj+1T+NHx7hlymJP4WnH6LxFa1PRfmJFEjC2jF8Rz+nkd5p0//oZnxkcUTrN43SDvpnzlc4jHhRbfJTu8CfDm3x0uI2tFEmUY6NCWLcTkf1Y3xE9kxxibyGpIlUo+t0ydmIw4gRetlc2iK5O1Cm6Ff7YkHccNpLoM4wjK0Ub6s8hbymyrk/jSGMyi66LqaocthVLAV7kVI0AsyrRuRRZ73QqcE4cQJahy4r8+gD9iaJbtSJcIEbuKsuxzQQ8TTDJ2f2GYfq0SZCA86Dc7pANQkwq8hGdBKhO4wXU7JxE5BnLTmvGKI35r97/GapSszeYYLTlaNxmdREz+EDhzwpMZsn6PsGkpPMIxvd8/IlG56KHzvoOlprkUNF9sCI4GIqX7GXx1VrgJaXov1egc5/iPGK1U0HgUJnGbKZ0Etk0jvKYdpiyyAJWmSRUlbsV+tyXe3WhaR4UqDSDixGtokKNZyw+f53kD+aodovV6zuEZ0v0bEV5axtvVVEmGm+coRcp5aCJySzhuCLr+sQnORAQDRVZR+PPHcG0IphCOMoE/mzFMsPNC2y3JUW3tIJsKCXuU2mGqR2oXCMS67xlRrnRwi9r72WjhcjoaVzo409zsp1mnagUUCUeOqswZYUNDP60JDhb4OoZKFmOyvJ1tq8KgrUc5dK5ShcVerpCLVPCZYrtNonOC3RhqSwSnFKUsimKY9nIL2UG7WoLRNVsiI9zFIm1padlZND0aD9YsNpsYT2Fv4BgbgFJI3JKUzYdVaui6paE7Yw89fEOQmzoSA4Vm9/PMVnF8LWIxoEVpnYsxE6XFxD6OKNpPhGjB5dm0s3X8YxKKczWJm4yfZETjTQT/ruPaL73Frnf53c+E1GuPJQnyJUzjrzvSJ4Z4VrMJBVsft0QnhmyzarWpjt0qum/51huafq/cYo9Pf9TpCTgJZOKS48EtTnAthNsJMjVGjEzkiqnS2HSb37uhKMHmzhlGLwzxi2WPP8FTfv6HdINQRXic0XyNHo5jtOYFwXWqE9/LVeh5PV/1C/Nia92wJc/3w5HUiC7HfTmgOnbm0xuGxbXLMlhi8VnUrTn2BlMmKUhq2VI5JVsRHP0nuO9x3ucXbRwVtH/oWb7t48kOETn6I0+1aCFm8umcfhmDH/An3n85BXeysLBsZy07U2yax2KpiEd7OJPS6q7PcZ3DOHI0XriWOZt1PUK58H8WoleiVE5jpr+LXCcN03R0+UL7VgUgjZrCMpdOh7BuhCrejaDs7R+eEp+vcdqy8ObaJ6dd/nS9Wcc/Y2Sx4+3uKl2aHz3GcEMFg/axCNhW+ZNLWSrlcUpmX/4M83oaZ/JIqbIPYKw4J9PPkfQzHlj54RFGTBcxrIPsIrprDYaOIpAgQ1EJlQ05X0q+6Lo6hz8qhb6O7CewzYud4VAHcbgRQW2rbG5wQSVuGBZRdFRomFbahZ7QhJLTmoPZa1RqwIXGnThUMsUSh/taVQu2a1mOMeNp7KYTOt5yvVd2UxdQllZKW5JkZHYLU9jZgbbDLChQRWW6GRF8qig2EyY3ArJBiHessKbF1hfS2cdelQNH2+Wo9KSxoMxz571uP3ZIZu9Od/64RvoAp5MA8JeSjaKiJ/6xOcVNpTNRDAp65AGhz9z5B2x2TQ5xKfi/5x1IPjoSIh1V+UX1qK7HWxWoGzIxrspR1+NiE4Nq+sFrl2gjcXXlpNJi9NhmzAqWM5DPL/i5rVzmkHGe2oXxgFmpQimUuRUHONOL3j6P32dYOqY/E/eZvubE6a3AjbPlhS7XcxEwgo6jy8gzbCDLkXbp2gaykjhL52cKwXeypF1YXoXsr5P87klOq2EFe6L3aPLcila9Ubmkr2vAh+XZtjxBF1VaKXEfzkUX+mq30QvMmzsU2028EYr8l6IyQSetbFP0brcnEnR1atSjOSfH+MqK1Br7WKlokh04/WzB6A3N6CUOFDGM2yd9avCAN85qkaIN6+tTYty7ZvskgiSCKzD+P6a2OcuM17LFd7pVExSSodZ5NLtlpA3lMQ3njqGn7eyafXc2ro1G8YQVhSDkvipj/Uh63pYI16/NjJyvmYLqtt7mPMpq41YWPGnC2H31tF9Oo4kuMIYihsbmEUb3q0TiJJYvLabTTZ+mLPc9lmWCWUCWb9WLaDwBinmQYNg5hi+odClJu9a/JmCTkGrvWKxDFGHUU0AAxfWntqfFkJw5bj0mlZFiZ6n6OGM0y/cJBtYnO9wcUVpDOGpwfVyjj7ehFbJ9BVF92GD7LU3MXtL8vMmnY8tracZweMz7Nm5IBFry0j10u98ybb0kmgH4mRG8el+7J98H3WAzot8cVmHykixuGHp3xsyXQxwheb2tRO+MnjMt4c3yBoer3ZOMcrx++++BqWid22Gc4rl7gCUIru3jT9OOflKp274WjSOrRCufszxk1d4L0ujH5Dtdzj/rERVeQto547FjmhW5zcl9aaKLfGBId2SCxBMNd5ctHyqFAjRyyxlJ6baaRIdROjFSuYUrRh1fCFmEUio99r9qv6YXNKE1GiC3myLY5SGL914ynnaAEAvDGXsOPtLt+l+XNJ8rlluCCGh+TzHGcVixyc+dWQDTbGfw9KQTkLQkCOxY9NFxA9+cAvnOfxeytZgymiWUD5pUjUrvApxxvGcZPfWUHqOwEw6p/ZKBrNy2EBgXxuItZ2NK3HdqRRVYbCFwY8LqkqjjkWupC3gFKtdiw0tbmTqqDOfZCndhG0GlIGHagSY4Ry9Kl4gB5eJUGH4gsByRRd4NWBBWUcVGcrEoLohOrfysXN4S7E9DE7mbD08w4UBVTfBnI5RrQaqqii7CTqrxIDBWtRkzut/3zHbu8bZwKfbhOltwHNkk4jo0Kf/QUU0zCkSD2VlHoh1FP2AeFjhZTVDe+VoPxD4bXE9wTUTyrs7eO88eIkTMP6Z63Vxlg1fmTjyTYH2knbKoLnEOsUb28cczLpsJAtO/CZ3exdo5ViWAW/ePOJHxT5qFOA/PBbGZa+Jmi9AwfgNh9pKKVod9r6+kDnoPEMdnco8tNOWgPnYxxnxwV5taLIKvJ5eS5XiM4ljbBxZvJUl20yIZy2xcdQaOk1wjnLQRJcWk+aSMuRevF+3XAmj1Zdi7I1X68SuvBdRtDwiUVZB5fDnJctribj9rDTReYpelVSXULUfQFHbvYaBIAj13P8y9g2tcKEYeKBU3SHLGOpyo2BAvmcuXtP0uwIBhj7La02Sx1NoNWAi8izxpq2L92iCP2vLpiD2aT3LKJoek9vSwUXnDm8mWnJroGpZbKYgtnS/HWIDWG1eRgo6Ws8zgnnAOoasDoiwzYTo6ZjpZzfwlgHamDWrWfd7lPt9qtiTczV3rKP2sgz/4AKUIvnBAYnncfKXr8toop9hFz4urgjfa7DaFja79YBM7A+zvQJjHKFf0upnnN+PGd+VNWNxu03zsIMdT4TQVRPOrjKD1x9fUSQUP3WX6WsV0Y4YxHQaK1a5zzzvYE4CvIUiLxWuV/Dk7zmMVxCFJfO7Of48IG9FbGY91PHpi/tLaclztk4SsHgZNlZ+HZe5WqF3tmCVUg1HL3e6n1pSXi7OdjpFa0XR2MZ2ctLCwxlovR9w8t51/vHWNWzk0Fspz8+7FJMQb2zwlopR3MItDXEBz/7mDrt/uKToReRtxeKtjKiZcXzcoHX/x7+kn8DCWx8bXZST4hksHP5CdJhFS7Hako+r0NF6pGtYVVNFGp1J6EE+FnJE1gGsYbkZkZxZQk+M8m0z4vyLXTa/WWKTADNawHSGu7aNOhvLQ7mOpqr1awo6DyynX3P84Z+8Tvf2iNFxG5ol43sBedeRnnpc+80Lyi/2sZ6I+7sPMubXBLrCOcxxgL2WYlceVGBHAeepMF+DicafK7JJg5NmjPMcRju6P/JIN4TYUdRyJLPUBHNhNGd9V8/xFIUT72WTyswnGEswQ1ka3ErkDiZTuIbFnfoyUmrUP7OdU6080Z4aR3wqhCtZ0DUkYuO42goJpiVmEUhnZPQ6pEK1mwJbVpWEHZyc4/a3qDotqthDFzXppLaUdJ4gA055lLFslsCn9dxDVTHNb0/FX3bkJL6vEKcjD8i3W8zf6FIkChsMSPuKzXcKdCmzuXyzpNkXB5py5HH2BU3rUUQVKryVR/fjFH+8oroZU8Saje+OpbAtctTBCShNe9Gn2Onw5K9E3B3vw8On69vUX1rCi4wyTljsCBHL76bs9GaMljFGWwJdMQiXTPKYj4+2+I/e+D7nWZM/en6TXmPFNA3xz3y6H1nJ3s0y1OEZKonZ/7cTRm+3OftSSNZ3mNoFanGnQ+PpMQQ+1UaHqhlQNjyJZmyIjjWYOPyVJe1pgmnFctuj+VxckFZ9Q/N5zfpXChf4FJtNvHGKCzRqkQlEGgWo2QKCQGwWy3rj1OvAdA7nI7RS2K0ezigJgu/46MKSbQQSBZk6sr7G8xSoiCqUYPTm06rOza1EUhaGAsdeRs3FkTyrq1SkaFqL9rZGopQxuPkS5dXFYpXX0X8LgW6bCZSW+Gixnveul2jn1s5sqtnAfz7ERSFlv4FZlsz3QprPHcsdQZO6H8DspiIZQrphRLrnRNKjczC5oEwmc3jvPcFvJELm6bQpdrucfzamChTNw4rkKEOnJdy7Ae8/RG9tYDsNZrcSsTU8E2cs3WmJ4UeaCQO604KTM1Qc032QMfysj8sNXjunOhM9f96ti2WhyHcKMI7re0MSP+d03mS6iLAB5IOK5gPZVM9/9i7Jv/6uyHjUC9/kqx7Ia9azlXM4ejXCmYr93gSjLPM8xGhLdHOG9/sdlnuO7W/B0S9qqBRMDeYwwf/aAvdLC0YnTUzeZPC9F0u+Mho2B9hmDO9+LAYc0/mLwq8Ubn8b9fRQktIm0x9fdD/Blr4aUehmc7zUkXwc0vnQIz5N8b5/H91IOP9Ldzj9GRlb5XNBYcrNgvbWFO/3NnCePFutZxWzmxF5SzY63lHAqmPwlhob/Pjy9pNXeB3ge1SdmKLhiUvISUHW81j1Df7UgVPoEvyZdJXDN6FqWvRK030Oozc0TkskXbZVkfcU13+rxGQWtcyoBi1GrzcpI8X4pwbEZwVFN0JVfSkw2wnJO89exGJZYa15Hz5j8ChgevsOnZ85oRdJJu5w0qD1xGMcalQFVSOgSGCxD8FMMXEim1AVIisyEPwoZnlTUoVoF7D0ULmQYtJNiw0cOlV4C4O/kA7CW9bwkCdzGrNS6zxWZ2Ru4s2VBFzH0v16Syls3lJJ0kpDRBrWE81n2a3QjYJmK+VGd8w4jXl+2Cd54hGfSzdoA0g7miKJuTQk8JeWKtQyw3t0QdWKUIVBWyfWkrVZufI88DzKnlzPtGfQFeJBOyzJ2+I+pqwQVWygyNuCcExuenQel7h2U0g/Gy0m9xI695d4RqOWKcGhZXJ7i/lNRdYT/dZx5OMvIN2Q5KA893BWUW1nlFYxummxS4/kkU/7iWb4+R7jV2SxGbzr4X30XMhyl535ucLzNI3DmPkrHZpPjBgxAI0fneCGY4LOq4DHYk9RzkIOahcs3XI8Oh0wXCVsNwWm+jdP3mD2vI3q5Dw/bdB85NE7cjSfZ0IwyzLZxFQW/TRl43SEsjdoPVmhx3Oc79F89wS7v03VESayKm1tNiGzvXh0GR0I8YVFOUhOy7XGNDwtiQ5n0jEWJa6diH1jlmOWPjbyUaEv8rE6s5iJrQujg7ML6VadxSkhS+lCAjJMbjHLkrIR4q0sRUOSfVZ9gT/LUK3DMogjdBJjpzPcaLwOaDAbfVwjhtEEVflUwxE6SWQj12nLIl1ZCUcJIlwcoCc1QSgIcMsUleUSQ0gkKoTpTPyhazITzkmk3WiCGvRQ8yX+dA5xRAc4+XJL7FdbirIhz+/slsWfyvrizYzoiBeCPIVD0IVdbzyLV/aoIsPo9ZDltsMGjvltRTBO2P6WLxuCZoNyp8vsVkKRiAewtyhRRe3qpCTC0E5nqOUKm2VoT7gd0Ykh3QMufBqn9VhtM8ctxE0Nq2h2V+SVIfQ0O60Z95cbaycmG0Aw+zSo9op5RlGyjqm8cmz/uyN0tcvpR9eZ3a5oPjHM7pZsfNuw+a0L1DJl9comzY8D8o6j9RRmtyR57jNbR7yntwkn3Rc/UAlbev7WBv6sItreFIZ8VQmZa1m7pD09FHOkqyz1q0zoqwSs9ZdfLs7OOshzeu9OiUYNwrMUnRZybyQxq02FKhX5NGRzb4zRlskfbqO/MSB93WH3UlZnIattj3S/YO/6BaPjHq/9Hxac/EyPrT+ZsrjZ/LFl7iev8GqNajXRaUk4ykn7Mastn9kNiX5zGrKB3CzeUtF6JOQCrFjktZ8UTG/7cGchvJtRRHhhWG77OAXdXCClcFpRJgaTO4KTBbYZULQDhq8FtJ+WlDe2ME+cPKSpuAapqsIVBfu/u+JAbXO8V+JNDff+6RyVjVns9QmmYtOGEtLBolNR+QZ/Lg9ufOqkKAwU0aHkC+c9Q9UrcWiKlsN2SqgUtlORz3zAkLccykphDs4NJld4S2SWu0QYi5mTWW8uJgnUC6/TDusryriebXRF06fiiqSV0mus6EYrtHJkpYdaGsKxI+0LS9Ok4HqAk669/bQkb2h5X0tFGPrYwKMcxJhlRHA4Fs1pq4lrJlR9uQmdFnerMlT4lavdeBRZxwhJI1T4M4dZSUB81tVUoWbxSh9dWIqmWAKO3kjoPDToLK5n3qzn1844irYgIE47XKXIFwHKWKJGTpF7VLnBv/AIR47xvYCsKyYE3Q9kU8FlV3fJbp9MUWWJSbucfEWj7Bs0fvMHANjTc/TWBs4oxne1sNgXhvjGEqMty8Kn31lw/t4G6V2PV/dOmGYR7E/ZbU95dDaget5k8K1TCRzI8xdzq8tEmGLO4OsHQsRpxKhVhpvO0MD0zS5VAP1vnVLFPZw2JCcF0dGc5a02ectA6chbmvisEHMTI8QqtUzFjUxrVGmhyIVQZRRZX2whlQsJLlaYVfZCxlUXLt3rigY19HC+IThdgGrgj1OqZiAG8qHG5JYiEZ33qqdpnFRSnCcr4VpcuiEVpXADwrDmE2SQJOJ6VXsDA5idrbogaNBmnQmd3dlE5xbvdCp5ssMR2veFKewZcc3yfZGvFPJcs9HH7m9I3F2aSsh7K+b0i02m92pm81i8n/OeJbw9YzmNMEMf54mMxmnF4EdOpEQPh7hGzNkvXWNxTbHzrZzuxzlOBaQb9WVNHGef99lNIzz/GtPb4tiWbtSb4zim97EQCPV0JvdE/Ue3Wkz//D2Gr4uhQ3QkM+isD5N7oLTDBZZGO+UzW0cczLv0oyWJl/NHD27jlh6mEJ7I4laJLjz2/y/fxb5ETLLrhkMZkYqtx2/14c6HmGyHa//0KS6JUMuU0Z+7Tvc7J9inz8E6osAn+8VNgtemjBotYdofNvjG7B7bv+3ReL5Et5vY6Vw2QHnOqm84/bxH884Ntn/rOeVbt4Vw+/CY6mK03phdphp9Un50OQdeP0NKAy93vkorzPYWWTfi9As+7UcGk0N3smD+5hbzmxXdG2OmH/UYNhrYUrPxzLHYVZTtkiTO0Ucxq02HSjWHjzeIjj306QG9jxuoDx7TOmj82DL3k1d4PUO12UHlJfPrEa2nGatNH3/m8JQi3YD4WBNMBOYZv25rNx7p5o6+FqBLR/W4QXUtxe9klE3D7IZi8F4lkFIY4HdCwrEmusi5+GKPYCH+nK2DCl040u2YSO/U1m41Ndw6qCz++0+5/Z4DbYR4kkmn0nrawRnF9JbHcltyWyvPkQ0sq5sVW3/grbdhykoeq0mhihV2Ydafp1KoXMu3epZ8UH/Ois+yqsdfVUidaCM/J29JHq71pSt2GqpItHxV6Cg3CnRQoaYBLinp9kWO42nLKI05G7UocwlfsF7dTVvZQKgC0Rwq0So6I/BKOHXCTvY0VaABT2ZtmcCY87c3hdxWm4aHE0vaFYirjIW8tBoIROnP5eREY+mA85ZjvifFN5jWi3PNYl5tyXWeXTNkPUBB45FhcavChpZsILt6tTS4pMKtPNK5L3DgQh7U5e4lOmBFZnNcYEOD2eyjzoYv6Qvd7haNk4qs6+EtKtECFuJAZJsJo1d88q6j9QjSgWbRiTBhxfSsSdRNqRJL/m6HD/otXFLS6KR8eH8PFViSEVJ0F8uXZRyXzGkQ3/CiwC0W6+7DnQ/p/PZMYMhui7zj4S8q4o9PazkGBNOKoiHz56zv409LwnGFmWVCZPQ8eR+XpCrrUKUlGOWUDW8dRWc7DbS1KBJYrSRgYTwVAkwUorIKPZkTWls7MwEt2ewG0wqnJCu6jMSRSxdWCmtZgWdeXtQv82BBEpSuHMr3xCt9laLCULJ5y4qiE0nGs1KYOJBxRBhSbXSkewRoN6maMfrx8gXPYLFi+rkNuo8ORWNeyxkbp5bFNU3RtWRayzMRWVYHLZQSa8/u+1Is0+2Kxa4hGDsYTWBrUDtqibY4ebIg2PXJegp/Ls+izkHnlue/2BKDGyfPWtGQc2SyCOvD4HvVSx2bnc1IO5oqcoRDRedRxcWbRrK1tzJ8vyLP5f44XHQIvZJeuOSbT29JUUbc62y9Ce+/Lxaa3t6A8vBYEAyn6hQgI8lRZSkb6cvISC3mFf3ffSys8KfPsZWl93uVEBAvWcQPn3LnV2Pu/8ctzLUl5n1xj9LHAb13hriPH6H6PZH31PdRNLYsdgUhWbyxXZu9aLyPyjUE7rjyjFwtuiB8gEsNb8WLv2FdpHWzQXFri5Ofjqiies05L6gOT4j7bTa/3WY6HGB8h/4wEdlY5Gg/scRnhuV2h9ZTS3KsmN0QBysbwslfu0PnYY66uS/P1jF/5vGTV3iVzBKLQRPrgQ2EHZx1FXnH0Xkg39Y8LBm94q+7QxVYXGpQF0ImsYGD85AisvhaOj8xkBdXnnTgE10UnH02JutBdq9ADQPa9zV7/+0BgGg1A38dnO60FtcbhAjiliuZbTqHSzNaj5ekGxEmd2Q9g1rCWluWabKuovOoZLFjmHymQK00yaFcuMvNQzBSeAea1bZDFeJI0ziA2W0oOyU2ASohqpQNXhTigbxnnSmR61jRodrI4lai+TVRhdYW28uI45xmmDPPAtphyumiiedXVKUWezRPpFjeUgpvMHOyaFaw2DFEI4spxVbSa/h40wzfU5SRId8Rl6t8p0UZCVnJpLWNYd9Dl5LggaWGR6FsAFoRn1nSribvKoKJk6Lv5Pqby+SlliJ1iqIhrw9k3q9qNjeRxW/kFKmHMo4oEgJZPg/AKsrQolYao8U1LDxXRENH3jaM7/mot2J2/52GJ8/lWjcaOE/T/O4BjQ8iOLuQ+V1NHFNHp3Qftuk8gaq+X4t2Ta7ZzknHEbpdkEcW7QvxKn3QxnPQfKroPC4EVr2SJbo+rrCoL/2K1+b1tXexW6Wc/PWbpBsKf2rYf+ihVhnJkwnzV7rCNs9Fj23SElVJnKMydbh9lkEzQaU5Lk3RywSdF3jTgKIXozNLlfjo43om7HmQ1/e+tbhGjDkb41Yr+Zm+B0YRXmRUiYe3LAjOF+J+pRRFP8EGhmK/L9Kzs4s6Oq5cy0LseFJDy5VkxK5W6GZDJDZ1KLsrS5FeBT66sjjPoPOKfLNBAHAxQj89EoKY76HmS0xRCvJyeXrPL+j+5hzCELvdl4znrMApaD+E4Wfk+VK5wp96VKHDhhBMNFvfnvLsL7ZJDgyqlI3c+a+8KqjU3JGcW5LnK0Zvtwmnlvi7jtFrnkiTPDj6WrImRHoLahcv2Uwv9hS9jypMr4udzV+Qjayj9bzEeR7hxNbsdShbECYFZWH42dfv4+uKSR7xYLjB/Qc7qJXBWyhU4Ci6FSrT6Fwx31fon32DtOfR+qfHL+waazax8jxcty1IyFUkyDlcWUGrIdnM8wXV2fknYN0K9b33uZ18hvv/qU/ZF1Z494ea2Wsd2gcR1XAkkPrNfYpejFlZ4nNBRfx5CRqiYwlpWR+X3e7lx+vSof6U/eRLH9dFWrVa5B2founIBxWDf/sEO55gqwr1ww8ZPEjoO4fa3mD05W3m+/JMRxclujCsNg2rDU0Vivoh7TvKfkl2y+ItfZbbfVHWfPCnH+fL4yeu8Fpfs9qJmN4UydBy08PLHPGp2KSNX7eYVDG5560TfeiIiwsOVrcKulsz0twnPYshsKhS5qSrDc3hr+zTflxy8mVFchyy+mK92I1CnIL++/Ig53td/OESFitUt427tJQEcJb5l2/S+OAce3wmN46z6I+f0jiIwRii002qyHDxdoi3dHKxNh26MIw+U/HGvedYp/jYXicYaZySxJ686ygL8CdSaPofFESnKavNFmVTgecgtFRGZt0uFbmIi8Rj2XkaF1nQDjKNikv8k4gsqbCVzD+SJGN23GLVDmgkGQeTDuNhU/ydV4ZopsR4JK9ThFZ11FlTZlm6gjKVyDlvJR2NykTq45Qi6/l44wCdW6JhyfS6T97WdRftyJtq3fkvt+XBKZo1HB4JQaloSVqRM7IQ2UA6eyHYWZwBG1kyzwoRLLAUmcasNGYrFx9rJdBbnvk4C1E7I089bGbWsqzSgS4kR7hoCJs5Oa0Ehg1DGHRxzVgWmk4Tjs5ejjpTCpdmNL9/iGs3mLzVAyUhCkXLocc+NqnwgxIT53jGMh0l2K0MNQrIeoqL2CcYtfFOL15ik65nbfVi95K04vJWrGVwyallfl2LZ/dmG4DZ7RhdinYzvMikK50tpZMpStmVgyxISr1w9jkbSXdRlJjYR6WlkIdgHRd4+TFaw2yBXUphpLIQG8pWQBUaVCnQb7nRwqSF6HS3m7VNp8bMw3qeXb1gr3oedpWKrhUkReZkAkUp801boTpt3Ggidq6NiODpkOzWgHQzJDrPxWVLSRCAWizFgQ5BbdYhJ5fnMM0Ezk7b4BzzuyINAeh+IF684diRt+UH+DNN48hRtgLCkSMdKCZvlfjdlPFnFOb9Bs4o7v7fn3Dwt29S/vyE1fMmm39iaD2txI61LSTRqp63+nO17nzzjqx1RUOx/NwNwosUvvOeEMasI/ztd9gZ9Cju7nL0MwnzVwpUYNlqLbjWGtMPFlyPhvz+xSvMDtoM3tFEQ0vRUBI7aMD5Dm+qWW0oyiig+7DADPqCJlwtcmEg977v1Zpj92IEk6boVQidNixW0lFeYSibTptqMsV/9wmv/l/3efS3Aoqdguo/WNL+LwTq13GESzOqTsTwzaj2jYfk0VRIjHduyOYKZNThrGRtXzlUEEhYh+eJCuWyCb50PKvPm7wshR2O8Geb7P+uxazKFxC2s7gKqtlM3udiST/N6cUhw69scf5TAdaD5jPH/G9OMcaS/7BL52OYvObhTxWNo0yUOP+DI1cp8OcV0YXYv6VdRe/dCU1PPISd57F4MwPl0L7lKtBQNUpu750zWsYUhcF0CuwoEEjgjqVqVwTtjMnrMVSO2VsFvrZEUcHyKKL7vmJyJ2Cxs0P74YrlrQ7BRB5Yb76EOiFGoWi8fyY7Y1h7fwJQw5P+Byk+sHe2RbrbRBdCvGk9K0n7Hu/Hu/zymx/wkbmGM45wpDFpLUiPHXnHsfUdYczq8YLmsyYm8yia8rBKQVI443CBFGF5KJTAfHXh0ecB4Rh04VM0PbyVYtmM8QvwNkqK0rDIQ1yh8c+8moQlRa6MhIAhc3VJOjKpJjpVrDaF4BZOLDq3IudZZARFRXhSowJVRdloEiwkUs96Qv5Z7ui160907qhCVZuCsI56EwheCr8zMrNOt6wET5SKqlEJMc3WmxHt0PUuvjiLMf2MICrwPEu6CrClpiwMzip0WEFUYTODzTRVS86jXmnCoSaYaZZv7KzTGU0untRFLyYcTWF3E04vaqN4WRCKGxtrgxFht4K/UHgLgXjL2IcCXAYbI0feVqRbjtWdjPBZQN6R+LxPZWle6sqTRPypL4/LsAqlaP3GD3Hms6z6iuV+xPA1Q+Nr55yfttn/dcNqO6J5fyKhBpWFJJYuO4ngYiRQ9ypdp0+50gqT/GwivyuTbtitIWkxMFDGrAl0rimdZdlLKCODvyzFpSoOUZV06rbToGh6xMcr8k6Anq2oLgk89ezOZZmYqsSREKCWOc5oFJ64Y5UVVa8BncY6GL3qNsGBv6hY7Ic0S4vf66BOzl6cp0hkPe4yiP0q67WqcIcn6GYDb7fJauCjKtj87lxGG7syh714W1QBuoCjr0ak2xYbVaikpCqMoGw7JcHIcPB3bnLzbz1kuEpY+g0We4rOQxkJTV6xON/iTw1Fv6TqgDeWjhogeqzExGOai0vc7jbzL1yj8XACx2dUFyPMzgBVJbLJBp4/HbD35oRFGfLrR28zz0I6Hxj8uSWYVaw25DyYlaJolbh7KfywQd6BItGc/s17bP5/3nlxb2n9MnP40uP4KsP50iZRK7AanYg0CqOpNjuYh8+xkyn6B0teOd3ig//FHtOqwd7T92VcsZCgCP9wRLIdMts3xBcWHj3Dphnqg/u4WuKpNwYv3/8gr61Gn9zVdfhy/nv5CF12xjV8Hjw9xw7HfzovuGZPm26H/HN30cMl+nTE+BVNtp9jJh43/vWE8WtdbK7of2zxMof5oSY+L9CVpf20Yr7zKbaWV46fuMJrjSLryiw0b0gncvalLmVDTtziZoUJKpqNVOjepSHwKqyD2SKispqiMvQ7i1pXpllti5xGBRVlYfA2VvTbSxZZQBwULLOA9isj5tcDbKWpjmKcSRh884Rq0MQ7GkHgi2j/Euo7H/6pVBwQ3ZlSShY3o1EHJ8TPT4m7bfobLcwsY/TqgM/ceU7bW5Hsz6nOOvhzaBxZTO4oGprFriTozG4mtEtL9+MV3Y9hfj1ivq8pm6AzhEhUCLzsjBQ3vTQiF1KAklm4KoSAVTbktRbbBeUiwDsKicZqvUt0RoqfupQRGpklX/rUVrGlCgWK9mcyc827Hv5YbOTEbF9m4WW/RdYx0n042VQUib5M+cKfO0wuxdgfOvKWooyEgKUcgLzeKnaUDXCBzK2jU4mls00x/sC3qIVHfKypYsQPN/YgBq0d2lT4zRLnQNf+1ko5dFSwmoWi01ZgtaMohCSlrEhe4jNHNLKkfQ9v5fC3+6TbCfnbfbp/fIhLIvJBg+BgKB7HCMyoHERDS3KU4l0sKDabrHZCilgTTivaTyqOfjbEDH10oZjveyRK46r8Raf7iXg2e20LvcxwhydrZ6d1N7y3TRkpBu+nrDYDbOhYpAHemU/ehM6DFHUxxhkjEhrPSCh7FGCKlpCs4IUOWyu5v4tCOqCrOa31sTbeSFNUGGBj8XhWlSWYCvvZn+fiSKUUKi/AM8RHS8pWgD8vcEajGzEoTTWZQlXrNZNYCiX1xQkDcdCKfGwQU7YEUSkbnow7FlWd7yzsahsZeQZ9XzrnooRA5pZrt7Or57l+r3YyJX42Zbk9kOdBgffsjCDaJe8GDH5UMb1hCGcVo5bB+Y6wv8J8ryW+xRq8bg6jmOmbBR8eb/HK9hkXGytWaQNVGTb+8nOmx33i9wWRKDYcauFRRWJJ6c9lzNJ/Z4qerxh/aYfpDc3iVkXr4wGbP2hgfu8dzHSJt+wQHPvoXJFtVXz7/i0anRXNKGO3NeV+b4OioRm/GkhkYgZlE37urY+Y5jEfelvkzxtMSokbvJQ4uaoS+P/yfrj0P75iYqFuXaNqhXgnE3QY4vKc8kuvirY+k/vS3tmHHyykiC9WvPZ/Oyffa6/NUuwqlS705IxgskFTQ/tHQ+ylsZF1YEtxRJvPa5TlZajZVbJJvKr5fUm7W2vB9d2b63vYnY9f2HJC3RXXKJnvMfmLrzO+ZwjHIUWrT+PQoVzA3tczJm90aBzIOlkFksrWfpzKtR+taJ3OMasuP+74iSu8unD4swqnDe1HKWMbE48qTm4bylspvc6C7eac7XjGRdZgVfpYpygqw3jSYLSMiYMCrRxxUFA0DMVtizGOjd6MxC/wlKXhZ3yw3KYVZtzqDLFOcTDrkpeGcd9j9GZAfD6g8d6J7JKz7AXEchmioNTa1Uf5njA+L3VvTqzm1t1KVmDuP0f5PvFZH+sUX24+4hvRHYaJI5go2o+W6FVBvpEQTg06c/hTS7oZr7uH5KTASz0WO5oyUdjaJ1VZxGN0JMJ4cbSSAmaNzI5sILNkb+XwnwYoK8XTZJK2Yi8JpjUb2nr1zympWdIaHGQbVtJR2sKsXvUN3jLBLEv8iwW2EeK0omiLGYAU3BqqNKxh5qKt8BcSIhGfFYQjzXzPp4qoyVaAUuRt+Q9mVpNcAinCGCfYoRXo2gZQNC1VYtGhbM6UcqjQ0QgKKqeorGaZ+2SZT1pr9LBq7RJWdkqsZ/BWMnOfvOqYFZIuFY4hb4uZfnxRkd7drJm/jqrbxPma5CjDP58LSWkusJ1bLgmmLfz3cyFCNWJcHDB412N60xCfWwa//1wsFy+DHz4lE1XPluBfCQ7P8zXLc/7ZLZGijFYs3o6Jj8FetLnx9Qn68aF0pLZaF2o3mdYGFJVsGBbLGm6THT8VLwhX8BLTVV7M1c2BqV2sNHq6RJWWqhWSdwKiaSZGJYsVrp6zKq+Jf7YUnX5erAPQlTEysrkkVCklXtihhykyXBLKKMXTePNCmNf1fW5DjSpl02oyMUZx8/nahtGVpRC5VispKFff6ycO9+Q5g6LEtmPM83PhcijF5I4nz4RCOhoFqpOTXcR4HYfrF1LPn8XkezlUiiAoReNqLPHNGdmuIa8MQVSKFtgHM/JxvsMs5D6zoaNxVGKOLxj+4i3SvqZMAAuzVypaBz6tRkL1/Ijdf56S39vFP57w5O/ssNpRZFHBaxunolJ4bQUONgczhtOEqjB4QcVmMCc2BX/vp/6I37j+WX73B6/jz33Gb3XpPY1ls1XJTF7V+eZycup1TWuKfoIuKsgLFr/wOt6iwpvn6Kyk6MWstgJ5HtptQUu2B/DwKf6zQ9nseh66kdTM6YDooxO83R6cDcW57VKSWBdTu0pfdNuXBbZGLdbRgZ73UlQogDIavbnB4naH2b6HyWHjn5/LJuO9F04Xlx7RSimaT5ZMb7cYfyUneBpgjWLjnQobaBbbmnTD4S2h/2FBcCEac73MUfMlxV5/7VXwZx0/cYVXVQ6TWzofLMBakrOAy5xR70nEcOAz9Nt8FFXc2z1lloVYJ+kRN7aHxF7BNIuI/YKTWZNsHqK0I2qu6EUrlkXA+bLBbLIFwLOyy7gRkeY+WRrwpVtPeOKXhHsVT9pbvDLq4T87l+H+lcVG+R6q08b2WvDgmcSpAQzHL3aGlRUSVlmSvrpN9PAcN54y+OYxP/rZ6/wjp2iFGUMnu6fFfkwZJZSxonlU4qUi+5EsWs1i16dxVNB4PAfVpPJVTTpTlHUGsC6Qel+KTaAzUkR1WXeSpRRfk4vTzmWBVZdEJyfdcd6VLjWYCXTtzxX+sehvZzdFfmNWwupUFfgLj0YmRcCGHkXTq4u/q4PTgRoR9xduzY62HjQOM8wkxfc0qopZbfpkXXm91gNdSnZuOBQmeN4BZzRuJjtUa+R1r64V4DuilkTzhX7JXnNCWvkcz1oY7ZguIrR2dJorFl5FURgacY5Sjtk8pkw9nO/IGxWq1KKtzmB1raSKDVlH462gdWDJ2x7BpERnFj1bUm4Lqz3fbonxf5qui5cdjQFkMbkAfJ/WI0W705bO4EKyoZX3orC+FOZhLfbZ4bpTWD8vQYB7/RbhsMAfreDBM9o32zKKyB1mssCuVnXwu8EVpWwG8gITvTDGV1pja/nSS8eV4u+q6oVGspb4OOdQWSboTlFRbrTQmVg2hsMMPZpKt+p7qOkcVxTovBCjkKqSBb4uuCrwxcTe9yVMo04B08sCG/uY4RzbToRlHRiUE3Kf08INMIWrN0JQ+Rq/dk9bk9Ku6HdfOr+fPGrYWR1rLKD7XcyqQBcRTr+IBTQZVOcheiMj2pmzmEW8deOIi52Ek5MuKqyYDxOqShMFBV/cPuCzzQP+xfFnOZyERIXC1hI4188pe2AeRJhUUUWa4s4OyUlB49AxejWk/4GgMeN70HxyUzKv//g9ghp1aBxts7xhcVbz/WfX0Nryyt4p7SDll/of8OX4Ef/w/Of4/sU+v/bDz/O5O0/5KN3lZNXCb+Us9mXUxOZATG+qSu6bOt98XeTq8+m/+1hSeZxj+IZHMDH03xMi3vheyOhNR++9iGDvLsG0ovHuEZa6OGolpMXNLlk/FnTp/SPMLJURjpXZ7GXaz6V95NpN6/JeXo9m6o3blWxhZx2m3UR1Oyxf32Y18KhCxWob4j/3Co0PziGOZWOWi5EK2xvyvAaG5jPL/K5GvTFneR4TTD269yv2f+OExasDVhsGb1FiAw9dWtG6A+lWSN78BNv6E8dPXOFFgbcoUHnJ9M0eq75IIdqPBYr05vKSqwievXuT1Y6Fbo7Sjrlf8vhgg6+9+pCTVQvnFEEjZ7MzJys9PjrcxvNL7m2ds2gsefLRDsXKYziOUJVCtXO+9f4dglZOFBb0rk04+/yADaPwfzB7abdfvnmLouUTXqRopSTd4zJBA7WeIVW7G5jxnPD7j3C6ZmKOJrzy/2ozvHuD0euKxrHE+uUtTetZTjrwUaVDlQ7/eILeaFE2PKxR6KyiaogsJphX+EvFMjfYQGAkCUlQVBGyW7X1ZiZ7EQV4Sbixnvj5lpGYVjglXxMms8DPOof43GJymNzWZH1IDhVVrGg+s6BkFuwvLCq32ETa5rzjkTeVaK89Kd7WF2KWWTjiYUnjRBGOC3nYjMB/wSjFW5bk7USu9xL0VMK8m0cVeVPjrUSXqipIjh3LPcVqv8S0CqqVh++XJEFBJ0xJKx9PWwJPFo3NzpzYLxivYnqNFaXVnI+baG1R2hK3U0zP4puKyTQhTnIWFwl6ZgRRmMrmY7HtE04lbado+Vi/RxVqyobE3JW7PbxTjT09fwHTXT3qrGh3dr7Oa32xm9cvoN1LZ6lLGO3y87WkSPe7nL/RpPk8R4/nWKDxex/Iz8xzbFXJLG25FGeosp6nVpUwh+vEGVcUNUnwCnnGOSEj1d2uuqrvrPNUL/WdbrFEtZuYucNpjS4t1tfodgM1moo5AdTz40o0w60WTmmwkkKkjEHFEoFoO4nMhAODmaXoqRgo6MkCqgQ9mZO/vYv1RIomGzBhIJeRwvc19sY2utvGPTuU11iHDqhLVvinHZfv8dK7XSncaILJctrbMSdf8vFWLxQW3kKTZhFf+oX7VDuKt5pHNE3K/7P6Gnlp6CUrnn64zY23Dta/4sHzTZIHAWVTAkqcdmwMZgwnDfKuJbzQFIli8ZmY5a6i+7Gl/2GKWRQo2yBraUZvtkgHiv3zG4w/O0BZ6H68YvxajBrG5IMK5pqzRsp+MuFWcM5vzj5DUc+UnFUM0wb/5vBNnj8boMKKMFOkA5i/uUHj+TGX2buurFBKy/m7TA0yClfLylTg4y1lnbh4O2K1pShaooGe/NKKahSSPPVpfOjJhi2OcNe2KZshi/2I0y8qbvxmjus0UdMF1SpFJ4mw0bf6qFWGPXyhzVkjjVWFci82iusMdfsCPrZ3r9XroGN6R5HezIgehSy2DcG4gz+aQK/D9HObNJ+tsJ7m/HMJqnSMPl/ymdefUVrNM6/LNG0zv+lz7Xf6qMoRX1TMbogLHg6WOyINq0LW47Q/6/iJK7xlIi171Qwl1WdkmV8z7P7BjOndBiZXNI4qlluG+Q0lsXZKmKOxX3Bz/4Insx6+tux3JnTDFZ9tPee0aPG03cPTltNli53GlPCNkqfDHulJg3BriXOQO0VVaTpxSl4ZRvuO+Sii/6wjGj2AwOfh347xp5r2Q5+N4xbFjQ2Klk/8bEq+1ST44WOwDjOcilH7qBLmZOBDUeL96BH9jzwGvxtjuy0uvtSTWLHacEBVApepNKeKPRa7AXUOzH8AAQAASURBVNG44vFfi4kuFDvfWmGNdHzJuUC4k9se/rSGnW0N61JDxfUf6wm0vNjVtYxBblyTyfc7Ix1lfCowrlMwuyHGHmVDmNOLG4rmY+k0/KWlc3/J7FZCMFbkg4gqNjIzdnXRdaxlQVQvXpcYfhh05LPaE1esxoMp3qogGkZYYyS8YCmz4Ol1j3QLrO+oIlt3z5rGc0fRMFRViOll5LmHpy2EMM0ilrnPVnNOZEomecT5XMTtlfWZL0Oq1KMqFCquKDNodVbM5jFRnJOuAlReL1baUcWK5KmYJWRtI25qK8dq4GNyRxkrvIWmvxDWsIojKUpBIPPST0mBUU5M8ss3buENFzLDvSSyfJLJvPYwluJhz4c0n28RvfdcpBk1PAtIkb1CMnGXHa1+MQJxs7kwfi+lFjWjWF3C3nUXse52P9mN14fyRMKEJ1CdBZSRuEbXalANmphzJX7Jo4nE8e328M5n4kqUxNjjU4lVa8QSuqE1Xl1w8T2Biq0Q+Wy/RTjKsGFEqQXByVta7pVM4jiX+zHuWkI7L2QDdEm+ufL+P/W48t6cE8MQDcTPF+ytYoavh+x9fcXotZjowrHcc3z/ZJ9fvv4hP5ztMy0i2lHKbjKl7af4b1bM85BZGPL33/t5dv9VwMlPW6puiY4qGo2M0aSBzQ2uVaFPhVg6v6EoWxXDNzXJsWb6RovZTUXvI8t8V1NG8OxvbIkz1CPImzH3/qEYsRBHPP3be4z8Pr83bfBwNuB02mSnM+PiD3fwI8fR0a4Q0gyYlc/GDyumNw2TOx7NMMQuly9mqkZ/OvHPCXKx+zvnPPyPN7CvLvjCjWdshTP+zf03KJYy0kIhqEedp73aabDc9rEGylbF5G6AfW3Azq+OpXPd3RRv7mUKzgmLvQ6xR+uadyCvRzcbayRHUT9jSmMGPYrIJ90MOPqq4daXn/Hg+SZVXCMWyxw7maHzgsndHYpGQ5wD+5DeKHjtzhHXkjENk7EsArw7lvF5k9MvBBQtR/uhqD3mNy1YSI5FlpgO6gCbH3P8xBVeHJQ92R0nZxXheUbWSZjebUi8nRVbNmEBQdG3uGZF1MqYpSFbzTngcTJpEfgl13fHnBYtFmVI0884T5v0owWH8w7daIXvVaSNknQaAvCZewecLl6ctepWSvZMLOdUpy2zscpy9x8vOP4ZyW+cfWmfw581VBs58cMNGs8dW48auOlcoMXF8gXpyvPEbSdNBTqZz1FZzvx6n8Zz0ZLq0lE26+SeThOTljLX3ZaKlfYd4zsR6YYiHDrioUUXjiIRGNmfu5oQJXrBMpFZqnXycdZVZAPpgMtECmN0DigIh0JgyttC7prftHi7C5mjFgaXGcLnPv7cMbmncFpj8oijP29JniT0PqooYyVs51LhjKaMay1kJd13GcF8R4zJvRRM3xMSS+aoWiFoRTgqBTKsyQsAybkl7wrpyVtIsPtqx5F36wi3iaEcxmQ7JWXhMR43cIUmaOY8K7x117tYBVSlwS49vGZB1MqwVjZc1dxndtDGm2lWSSQ6aeOIzrT8jqkkGSUnOVnPR1lH8/0h+u0B0bBgvhfQepJiZimulQhrOBU/YhUE0ukCqiU+vPIPi7u1z9HPNtj+tsE/PLmSM1p3vVciztQlI7cu3ME3fkRVd8x60Jf7drePev/Ry9KQulNRnkfx+bv4R1M4PZf53SWMWF6R2qgXHcRLmaif6IzXvsdJhJrMxFMYudb4HmqZYkNDfm+D6HCGXoZUWz28k7HwIjKRDQFUewOKblQzegu8ZfZS2tAlOSrbTKgis95UxucFVRCIH/KBSEpUCXiOyRd2SA67mB/cR11ufK5Ktv4MyPmlTVJ93cJnIzbTFrqwzG5B70NH84kmer3gV3/0OeJGTugX7LenPJr2qaymHy85zxr88f1XSA4MWcfh3ZhTLQKCsGQxi9DGoYxFjXxUiURflhAfGqILx9nnQuavFeJo53uUjReFu/knMSYXX+mjv7jN3r94iptMuf7rIcubbYavx5x7+8QXjnTWYntW4K0qlHMstwIaz1PybkAwzoGI+CRd3292vpBrfslcBnS3g5tM5X4wRqxNhxPikw1Wb1gCXRKbQvY2hcIsNNt/nFFuNPHYY3W9w/huwGobSVYyjtFb4su/qzW2qkhvdFhueujK4a3EKGfvv/4QN5u/cK+qDTFcZdc657WTlVZUFyO8XpvZTyWUnZInZz0ZQV0owqkl3UpI4ghXlnTvV8z36vX1dsbPvvaAj0abFNbwF7Y+JC09vrB9wGwQ8p3JK3TujbBvwfSkDdrR7C8prhlWzxokzxXZ5stuWZ88fuIKr5c5xncjug9SkkdTlrfa9Q5C4NPOQ0veNgQLR3qjkHmmZ7k5GHI6b/LRkx1QTvghkeIPD24xaC5pBrJrSfycD8+2uD0YMs0itNBnCVsZxlgeDfsEXknklWSFR5xkrHZipl+5TusHp3B9F54dYR4dM+iGjO4FnL/tofaXGCDdrjArcfphOBZTh6uhzKtUBP/djswymk0mX7mGKmHwvSnzO02cUaRdgVLzdpdgLto/ZyC4N2U5iimfBiz3LctdyA4NyamjcSiGEyYXiY4NhHBU+TB7vQTtUFntkJWLXEFXDrNUwo62MHlVnK6KXoE38nA9gd21cmSFRxVqVq9Z0i1fCne74uhrRtgNSsw1kjMrs2kj819VPyMyT1aUiXzsL6QD9+owB2VFe3rJjGgeZqjCkvVDykQ8fr0VUKcxFU0nm6+GAy2M7vhY4y483IWHvp7ilDwAnrGkuU+eeTSaKXnuyJYeZWaoCk2zs2I+kd+tCtEP+zNFdKGY3RJCVwH4c/DnlvlegPUVyUlJer2Dt7KEj84J3ktx8wW61cRlEoS+njnl+Xox14G/vuddZdFZQThyBO88wl4SWagLrSfEPWXERMNdIifIrKu+ueoHqO5QtULvbsHJ+RplcVUl3Vu/y/RGRHUvYutXh0IONEa683qhlZ/9MhyrjP5TEK1zDu15sgg7JxvLOui+Cg1lo4E392XDnNs1Q9mcjeX/txvyvhYrmflxOfJwVLGHiQPptsoa9q0LuT8NcF6EtypxnoxmgoXFm1eEx6LDtI2QdCsm3TK4axGd+yLHupzpAS8X3U+Sx67MtDEGfTHFtRK8iwWcXmDSN8g6iu79kuPBFmGuWOz73HjtgPtnG2QrH1dpJo+2SLdLBt/TLPbFGjWbh5BrUgJMKMY2ZeXhYks4Uiy3Nd5CWPXtJzmnnw/xWxnWamwno0o9omZOOozQlTheze+U+GODHbRReQ7HZwTtiM5jTevr92W92d3i+V/epPcRmNTS/nCCenpE9YV7PPuLDbwFhGPDxV99jf7/9x1h2VeIZKeqMDvbuE5TnNSclRGB72HHE/b+xRMmp9f4oy++VVvVQnJnSvi9NtHHJ7h2g6qXML4XMHnNYjZTqmFIcOqRnCjCka1hbcV81+P8KxXhqSGY6LXM8EVSksQpKm2xi+ULVMdqlJbX5aoKzobsfN3QfdCkTGKWW5r4oiJraYqWWSfQVYHoqvONiv/x577D3eiUUJd88+AWv5b+FLNlyFs3Dvk/f+uX8PeW3Ouf89XuI/6J9wVaYcY8DwgbFc8yj+D9CBf+D4xchZNObLkd0prmTG94IiEZOpKTgnTgUTQ0vfdX6FmE2VnRSDKeTzqUZc2yKTR+J6Pflsiq0TImLT0qqzgey+z3YpWINZpyDDZmDJIFkyxa71DvH21hC40XFXhvTznYSriZboi5v6epmiHRwwuazS2cZ8hOIja+q+h+OGd5LUGfjbG8YEADXCZ76LCJ7bfQ5xMWn93j6OcU/gTwNNZXFLGivDRMTyUiLwg009uGnfacJ4uQyesV0d6C7FmTsgn+Y7FZXGnpMLOuWhOrbOjwWznWatTQp9zMcQmQGmwNo2abkjfqt3MaSUblFPMwIYgLpmdNTFJyd+eMhp+xKEI+Zhv9PMAfifPWzu+LXZbMkAVyLSPpuFXl0Ch0IfNkk8viKpC4I5xarBHDANFIiu7XzHNs5JM8nbK80aZIxNNZVbUG+Ezjz2G5J5654Zkh3RbYBxn7kTSFaLVKfcrUJ2rK4lUWHs3NBVWlcU6xWoYEcUF2aa6xl1JZhfVDwpEm71hstyTd9CgT/8rM3FG0xKrRhYF4BI8n2NlcgtsbiXQFi0VNuKtkoboYYgY9AKqLEel+m2h8RQ5xKZmo/w+6ZuZ+0iKvdlbDOekG5gtUq4mZCNNSRRGq1ZCCBXBwhPMM0aiSqLy6c3ZVBctyPWtWjaQmYeVS3K8WqCs6Xrgk20hhpDbe0JVIy2ziU7RDUOBPJLPXeRr98JDyjRtCkqoa+EdjYYZOlkRpKd+nldg9LtO1tSShL3GelejHvdEKsyyxniYcFQRPh5JYFIVorQnPFUWzIfPia1vog1O5Fp88LjcUVzYW601N/bEdjtAgVqLOkg0sVazw54b++47JHUVwYXj4+zd5+xc/5jsf36L/Rz47v/6E4uYmJ19OCL4wIgwKeNKXEUZSYochVVJhwopKCWchOnM0xtA4LsjbHtaH+JtNbAjz2yWvvfacDz/ax8w1488WmKlBJSVuYljcatI8OEElCd7ZlPaz87XPddVLxISmoWn84BBXy8W8eU5yFLDYVzz5D0IaBwq9s0X19ECyi/MCpRWr13eIHg/XMK8Z9Fh8/gbJHz/ADke0fn1E+4d72HZM2fTxRw59/lSIhmmGcT2icUL/XcXw7YjOx5r4zGJ9R3ImtpDWOTZ/7T0uvvg6ec/iz0Tq5C7jK4vyBeoCUL3YqALrgqy0ohqOMXlB9ETu2fZGX57T2QKiELuSiNj4tKD8ks/GtTHfH16jtZnyevOIH0R73O5e8HG1yd9/5xdoDRa8uXnCV7sP+Wr8gMdbA06zFlnpYZ3CLj02vz1h+PnWn13j+AksvM4o4mFJGWue/4UOZUNg0PbDFWZREB+UFP1EclRrXeZ2S1JfTudNMu2j4pIwFHOM4SIh8EoSv2BZ+Ph+xXyUkEY5RWVIwpw73QuWZUBoKtJ6WK+UQw19mvfm5KWHKjSnX9Q0nzrSfofW4yVqsSI+yVhsx9z8jZL4vSPcYknrI4vzgxcsTaXEBaksUWFAtdsnG0T4jYDRaz62UZA1S6Z3Goxe1WuSlD9XtJ5VhE+G+KOEvNlh+y/NeOuNY95oHPI0G/Ab3hvo3+mRdjTRxBIsHFm7dk0qJUiibEA5CWnvzJjtKO7tn3E4brO0sWh/SwMa/HZOGAk0WZaGV66f8OisT9hJ2erM8U1F6QzTPMTl4mNr5ppwqnBK5ibRRFJyioYWy09DHfMnsLFyUAZC4PJnNVQ6FsJP0fDxVpJwE44LqiSgaHvYzYDlpqHypePN6hm0UzJj8WciMi46FtfLYeLLjjM12EjcurR2JO1UsoeVJYxyikIW1jAoyRYB9lKWFIr/N1OfqmmxvsJ2SygULnAstx3JscTFXbwV0H5areUDLvDRYfiicCqF7bVRC5m7qbLE7W+hz8bk93bBOfw0Jfr2fcK8qK0cZSeuBz2qOiheN+qAgjwXyUMgbHnyQpiZRkuxnC1kLKJra0RnhRHdjtHTlRBWTi9I6k7Y1QxSQAr1ZYdXVVSfuYP33mMpwJc+zlc73pqkRVWholadpVvBMkW1GnAxwmwK9G1DD3MxI729gc41an8bZzRVZDBZPUs2GjVNISvQpxn0O2L44XnSqdbOWC4KqBJRO1StCL0sMKuCchBj2wlqNoeiEKLOZgN/UYkRTV6KPeYnoeVPEq2uzn9rqN9mmcwSVyuZC75yi+RYXNbSASx3oWoX4DnixwHf+849/FSx/XtnuCTCf3rOthuQ/K0hpdOcd5pE7ySkRUDVFISoqjd9VeioIkXWg8r3md4Dbi0oHiVwe4k6j3h83ifeWPLqG2e82T7iLG/xeN7nWdTlWTdiMHiV3ocrggfHklmLdIvexYJrv76E8zF2sViTybyzKcl5wuKarD/RyGKPT1+2gFSaYJTK2lt7INvpjPAiZfYLr9D8zXeFtPf4GcoYgpqFbEE02Vt9KEpaDxforCQ+b2N9SzCtGL7uM7secOO4Bxcj2N2i/31NPLQkh3O8J6cSM3r5UlotiW4tCiHoAWvnLKXXr1vH0QuUqd+Te3iVSSbzaCwBEJ5H9O373LL3OPrZDfIvjviHP/zz+HsL2o2Ue40zvn3/Ft3+nC9uH/DV9gOOii7HVYdVFXCybHGjNaLtpzx7tIl6/Jxb//wVnvyYOvcTV3irQDG+40uW7qDCW2qCKRRtn6LjEx/Myfo+0WmGyRXd5oqteEZpDXuNCd+216kqTTvKyCvDYhSzNI7xvCvwarMCzzG+aNIdzDHacrxo0wykMxrPY06OuiJh2sy41R3yg2fXcKEswKtNReexxTu4wKUig9n57ZnoEecSOiBuKjlsb4pzDrD6wk1mN3yKhkDmybEjaBmic8d8bmg805z/lKPYzjFjD1UIJHs48Ons7pKcllQBvHuyy25nyqIK+P0H96hyDW8VdN71GW0ZghlUgRCQil7F1r+B468avKlh6loE/ZTQlLSTlDzzKTODDTTRsSHLY7IdsIF8fV4E3N4cMlwlXGuOiU3B82WH7WTOadImaWQsphFuFLHc1kRD6Wit96K7dZ7YT9pAOtwqYN21OgPh1OItyzqU3ic+L8i6HtZoRMwByw1D83lJ2jNM7mnCoTC3y1iSqmwomzCTatRFABrINH53hVKQZx5KOzaaC5aFzyr3CbwKHRQEXkWa+yTtlDw3eN2KMpf5r+oUBFGBc4riPIYKGs+kw083xMs6PnUkhxLuzskZl+k9ogeUQqlHU2i1cFFAsddhuR0S7DYxWQ29bm3gjiTYwL12E73MobKsrncIj0+lo+x2KPZ66Lyiijz8D57J5sD3xCP5MtEnDEQ202nilEJHkXSgozlcjGVe1+/iLkZijnBVn3v5sVK4vKBMPExVf/4SZowC7LPD9X3uLjvyS7a17+FGYylwvkfVikAr/PM51UabdOBRBT5xwyP56Ay118Mbi8a36kT4syXpK9uEzyfYJMRkkcDQcQz1JtZkOco2cb4RPX1RibzldC7yrW4bG4Xo0ZTw0RnBYilzaN+nyrIXnewntdKf1CgDl2YbSimROZUlutNCDSdc/5eOJ39zk+Xtgs+89ozhKuHwtEvedgRjzeDdChcHch2Oz/Cd490/uU3VtHhjQ95zVO0K/8KjTDSuUaIXhqJnyfdL/CMZZ5TNCv9+QnE956+/+iN+tLXL4bjNF/eeYZ3mbnRKz19wf7qBUtDbnTL8XJf2M+9PjwYOT14kDV2y7asKez6k/X1F63dGVK/eQL3zEba21ry0XFS+h35+Dp6H2dqkOjoGYzDDOa2Hhy/NxFXggx9Q3dvDP5TEJueLValeFujZgsaBJ/K7bsj8pqBl51/ssfEoxAUevQ9Tgocn2JGgh2t2feDL+lpJWIlGxjWutLXnd11ooxC9OcANx6hWk+zeFv7FEj1ZoPs9SR3rtAXxWSwJ33nEfnUT+42Eax8fMPxz1zj+CyG/5V6HmQd9mJUhf//+z7PKAn75VotXG8c8W3TpBwt6/hJ/bEh/+hVU+SlEtCvHT1zhvcyXrUIHGop2hfVNzbBVzF5p0zhYsdqJ0Jni7KMNTuIeWMX2zSFKOW70RzT9jEkec6JAnwUSIJArzIUHt5ZCpHGK8TxhuzNjnofcaA0ZRAvSLZ/SajaiBQ8mA6I4p78x5qDYokwU83uOvHmDwfcnqPkKd3K+NhVfM/+s4+iXt9j+oxD99JTlts/4VYEm1c0Fq8IQvRfT+6ji7j/LyLs+I+tTXrPYzRwvKCkzD3cWMHpTkQ58qgBW85D7J7scP7rOxp8/5V73nG98eJfs52fs9SY8/GgHszBE54pyZWg8GjFodDn5WbFErErDtIbUlbZQ+mLBGEkcYRLJPHeehvQbS45mLTabC1p+ylnaXEP6rlLMTxsQWOlqG5A5BVY2DLoSKVDReDHHrUKoalWJ86R4qkrTKC3OaJoHOdZTdL7xmPLWNtaTRaNMFNMbcn6DCeRdyHp2nbLiQpkvl80KCqFiq0KRjyKKUuC/bK/gWd7DD0vCoCT0SzxtGS9jAq/EWkUjzqmcwhhLWmk8v6I4bBCMNLptaT4Wtmn7iQR09N/PiH/0XODYVhO30ZcQ9rwQyNUYSbwJfIrdrngXO1c7iilUabGBoRw08fMCNxzjgAd/b8Dd/3pI+M0P1ovZwd+8JjP+iSOYO3pPYuxyJShKEkuxjAKJDExTycedLITgVVlUKaYCqtUUqE7VzlRXZ7v14V6/hX56SvSdhwJFXs6opzPceb72xXU4lFboMJS82ChE+b5YPRalFCrfUMbi2Zx3hPzkrxz+vMTNlzglObjlXh+9LMhvbQoBqqrQWYHtNiUAYTKtpSzCFFdFhUrFHUvlBc4zuGatyfQ0ZScmmC1wS5m5qyCQ9//jnKsuj08xL8H3ccsVriyZ/ZXPyH364VTMGPYm3EhGXKwS9rbGPE8HxKc+rQ8mqJMLlK3kHnGOu/9kwfP/3OKedNh8p+Dsc2LW788FYVFWkV3LUTOPsmUptiq+/PojvveNV9HnYha0Hc/4u3t/woN0i6OswzuL6zRNhlaOdB7wxvYxP5zHjO/GRAdNOD2X66dBrR2orkjcrIS8VM8ORU/93fdBaXQcrdEXFQaUp+drdruK5UFWO5vYbgN1eCI/q5adubxAd9rMb8bkb11j+zeeoLSugzRqWeVwjA4Dzv9nrxGMxCK2TBTzX36T1gdD/Hcf11Gi6oW955XNgqus3GdGy+s2Bp0k4vNdVaib+7UyosK1GwTHMwkCadSvHai2u+hZ3TnPF/jfe4CrKizQ/VcTrP82s5sbJDmMojbfOmvhxSVKW+7PNvFVxVcGjzlY9fjdg3tUgePJf1Ix+LfRj61zP3GF11uU7P7ukGynSRVoVgPJncxbhvbHM/RkCedDWkdthq9fJ9u26IVh43uK5f0t5rcqlq+mjNOY8VxOcLWRYy58zJ052TDGB+7sntPyU55Ne9xuX9D3F+yHYwB+NN9jUkSklcd4npCnHmmY0/5YIuhs5Dj/pYzJvQ53/hsrczQj7LpLL1F1bYf5TcfiWpv930tqYxBFeKEolk38QrreIhH7w+TjIfFBwAdvSlhBkYZ4I09SLiwUTci2Khj7xGcGk8LZsEVRab78ymN2oimzMmLw2QXvPN/He9qk/cSx2m8J5DzR+DOFuyGFtRHkzExEGVawMOS7AjEXP+yIfve1Oc/PuvhBiacs3zu7xsWwSZTkpPMA71SgPlUJqzTviIn8ZScLEI7qXGBPZrKXh67tUctEuuCyFeCPU6LxsiYBWcmH9Q3hWUrclo3XfE/XrGJFNoBqO0N7snjYUuFKLbaATuF8MCMPu5lT9TMivxKyi1PkhUe/sSQtPZIwp6w0VaWZZTHOgSs1rlSE7zZoHFtUZVnsarzU0XtfRPI7f7iUlJ9uC2cM2XZDpBmTRB5ka3FRKDP2JCDdCAimJWZREI00wdmKqhlgsooq9vCr2iSgqIjOFYvbHZLHB1z6F+sCZtctZayJ37MyZ6xtI93+FlXss9qJaL53gRu0yfsxvqcxxyPpQuNQFr0kllnwJSvZ96UwX8o1ADNaYNNaUmSMdK8gyUDri1hrXa0WqU+ei5d0FEgh9D3s4QnesE1+u0vRCcn6vkRl+kq02x1RDxR7fbzzGfO3NvDmFf40x0Uher6k7PSw+3282mRER6EU2zTHefXsuaxQWqOmddxfmuGnrTUhjaumI0qJ8ccVz+lPZTZ/QlKklMLmBWiF9YV/kfdjtv94xf23W/yhvUVRGRaHLVQlHuTq5AI3m72IcUxTvGdn3PxfhVAKoz15EHHwH24Rjhzza2JMo1YSzamcIumt+IX+R7x7d5eN1oKtYMZp1mJpQ36l833+YPEa3xrdoulnbMZzZlshyzJAPYnZ/N5iHXghyUL1/LMm6cn7vGR5X5KTpLNVxqA3B9hOA3V8AZGoPlye45SWkYl12EdP10X4ZWe/CntyRu8bDheH2NFYNng1y/6S3ObSjN3fX/DwPxLP6fEXC1bbPq2vX0gAxnS6RijWG8Ar5ELdacFmH9upX8PFHPXscE0oxBiqza6kZ7Ub8hxoLfdoK0GlJS4UBy03mb54LmrlQP/X3iX++dfRhePEBPQ+qlj8J3PGxy0ee32ejnosThr8jZ/+Lrd6I+7fMGQrn87DT3hKf+L4iSu8ztdM3uwSjivi4yXN7w1Z/NQ+OrcU3QjdDPCVgmXK9X815Pyneww/6ygT2HgnQ+chz8ttbFTP6Rolr944wd5QlFYTDEZsJ1PmhciL+vGSrXDGo8WAd8d7NPyMYdpgWficHXQxzRIvqDh/1KeXOhqHgDK4rSW99wL0eIbrtbFxgD4dQRShkojZaz2CkWK1L3moykK+UeKUR/uhFKgqqr0DPIWaLVBlRXTYEyJPq6RKLKXv0KnGGYtOFVWrIt2EvKNIfhAzfENg9b+z9W0K5/GPDr5GeZSQbjoJPCg14bhk83uGtKcZzkJoz6msxlqFS404Q408wnNN937F+Wc1+fMGnTsjnFN8/GxbdtuDguVZA5WrGtpVBBOBkb2Foug4nC/IgvVgtVvhzTThULpg67u1B7P1ZQfulBjBq6y2ShxLZ6MfPEfXMoaoH+EUTG+KmYqqJO4wadapJQry3NDsZaLLLQ1KO6xxbG9N6EUr7p9sECU5ncaKTpiilWMznjPJYoarRDy6l54QXkqFtpD3HF6q8WeOziMJb/eHS4pBQ+zh0pxiTwhSRctgjQIidOzjfE3R8AhmBavNQKIULzTpIJK4w0CTPJuRDxKKlkHd3ULd2sT7/n2uXUzFWL7VhDCgOj5l71cfMvmZm5SxpfU7H8gmrw4pQCnyTkARa0Zf2qRIFMl5xWqrSVtJqL23KPGe+WvC1GXMIJdSorq4Yi325OwFXO55L9vvheFL9qlrqUnNZl6nHk3Ha/g7PE/JNiJBPla1PWkSUG42sJ7CaYUz7bUBho09qoZPUFV17rNBbfXQZSms16vuRXUwA85Rbncw5zP5t+9JPOHpcM0mV5epStWVInuVVPUpsqJ1d3UpX7Ga1uMl41cbZO0AL3Vs/Y5icm9AcuS4/VFOFWkmdwz22hbq/Rl6cyDneziSBKiiQEWRuJkN4dr/e0p5dxdvFVNGiovPKcKtJfZ+k9tvDflwucP//I3fZ88f8duTNwH4b559kf8q+5ooL8Kc7eacv7L1Iz7ffsbvnb9C86lEU3qNmPLVfcz3PpLNxmVe7dVYvauz0/rfqtWk2O3hTVaCYFzea05g50s411kHafYS410hULMrSuzF8AURT2UvtOGw/r2jNxKqdok38TAjD50rkVwuFmtYXBkjhVSrtXmLbsSsvnib0asB1S+NWa0Cbv6DHsHxGfqSRGUt1vexGx0oLVU7lCzokwsx57jcCMwWLwxjtEa3W5ItXBQkf/yY8pU9eh8a2j84owy36LUUo5+OaH4QoN5K+Y37b2IrjX4Us/cdS7rx4+vcf2/hVUq9BvzjK5+6A/xvnHP/xyvf8zeA/y3CJy2B/6Vz7g/qr90A/gFwHRGK/FXn3OM/6/flbZGNLN7wKSMff95m549mVJHH9JY8vHHPF9nAtz5iA8D1WOwpGseGvX97xtEvbjJ53UGnYHNjxiBaEJqSUZawKn3ev9gh8EoOqi4A3x9eY7hKeGNwjK8sm9Gc3396l+jIJ92HqvIJJpp0IBKdbKMieqeFLi3F9Q1ZCKxDrVawu4XTmiLWXP/vJuSDWDSJc0f8NMBfAkq0p6qCYCW6UJdmFK/u4s3rVKAWqF5OGJakk1DyNK8vUKWht78gKzwWeyFqGPL4YIN/Fn+JHxzuYb7XoncqbGhdSkcZ/+iQYKuHd63B/DBgthHI3DLz0AuDP9Ns/LBiuSEmBLpSmBRGR2300uBldXj3WDxlqa0lnRbZUnThxAbSKDGQWNUJLG9IQQ5m0qVWoVp3vjqHcORonJSovETPxPlrTRi6JBD1O8RPxhz94madmSukExwsh7JLjjspO70Z1imSoGBVeBSVIVUBpxdthn6Dnd6MdpgyzSL2kwmerjhadTietUgzH8+voAGl8iBxuMxQBIroR4rkpKAKtBj/q9rkJAowaY5eFqyuNcjaYhpSRj668mtimUDkyjmCqWN2UwupbGmJj5eo4wt0K6T50ZTVzS7eorx8oFBhwOlfvYMzsPXP5riyIhyXdL53IWSSQowN7HKJXuVExw5VJYTnK86+3CHtGLzMcfF2k+ZhgfPq+a8WmNBl2VqaoTzvhX73iuUe1q67XLO5wfSrN2k+nEpQw1X7ysBHlbUOeLGCja7IT7ptODzFbA3Q7QBdGuKTlPn1mNmtBF2K2Us4Kphfj2g/WDC/mRBOKqyvyF7vY1JLMMmxkSfdzek51TRFt9sCeWY5LvBRqwwzTbHdhigjZilqtsDOZi+MSK66h33SoesKg/lPL4L6xd9aYd57TCu+x+x6yPSWbKpbT5xEZ7YNwbgkHBkuPt9m4yOz3pytPrdN87feq+VML/TVbjbHPxzRq8M0UDHlxy2ioeXh6jbeL1u0crwSHvN00SPxcg4fb+BNDVVsKRYthlttuRS64mTeZPy6Y3HNZ9ffxqQWb29bGO1Xi+7V91d3vLrbkcLYaXH2hQYbP9D4pxeoZgPdbkonO1/IjHj9BpSoCbV+UVR3t1CnFy9CFuCFD3l9vl39ua1ff4j171A0FYt9RxU6ijevETw+x54P0dd2KXZaeH/yIa4o0XEkJi/7O1y8FbD4/Iovbp4wyWIe/fJ1trtv0ng0R1UV6V4b6ysWO6L5jocV8dFKOp68QM2XYmmaZbXOXZ6/dd52rUgw3/+Y1jvyvPT/5TmEIbv/0getOf3l6zgTstoUxYbOXa2J/rOP/97C65z7EPgcgFLKAM+BX/vEt/028C+cc04p9VngnwCv11/7R8D/zjn3W0qpJvBjBU4utBQtsRhc7VbYC8NqO+bs8x7phvzX6NwjPjEMFnfwfvSIzbMhjS/exF+UMJwQzDdwsWV/W2Zmnq7o+wuezntM04jRNMEdR9hGBVbRuJfTDDPev9gh9gsOTnq4XNNcAJ6lvblkvuqIycNC4TxH0XYUsWJ2O8Zkjs63D7FFiZ4uKG5sMn5N0zwIiL7zELQBW9FvvYK3sExuy7w2rgukWRawNcB/Pub60ZTzr21x/tOGqLfCM5bO3orxPCZbiObv7LTN9vaE0C/Z2pPZynf+5BWiU03/Q/F3dhqBgq3DbnZRHz2medrhzrMuHwy6+N0U73lI+wEkZyXNj0aM/9qm+B6X0HwC1ZFfh9BTGxUoqsCtfZ1Nqtba3LwlZCOdQxmBSR3xocGfQ3JqKRJF3lKAdDW6qLuW0qGWGW5Ze7Qag+q1sK2YoheT9gMhUjWhaCjyrsW1C3AKE5VobYmCAt9UxF7BxSoh8kt8Y/G0xWjHfmvCogywTvFG75iLrMHRos0yC1guQ/ygJA5zTOJwbcVsGRL2SmZP24TjCp1VmLRCpwU28PAWJVUzQBUxeJoyUngrS9YVH+eiIbpz68lc22QCTQ5+VBIfLDDnEyF0dFpiA7jKSL7/FDudyYJW5+KmG4qs72h95R7+JCf8wVMO/0evAHts/8kM9cOPpWjkBcVOi2CcUfQiKl8Y1ZUVWVrRqueam33cwRXrvUayDhhXoUDR6699wtnJbveZXTOkvS6DH85Rh0Y6tyCQPN3Vas3c5/kJqtcR45BeB+uLN6+3EjKZycWkpQolQavxJCNoeuS9sO6INUVTU8Ri0NJyogH2fA8VRWjrat/lXFjUi5UsnoFHFfugQS9zYa7CC8ORS8eqSyIZdfd7qQn1vfUMc12gtHohC7tiNRk+vmB8Z692gpNrrnNH3tSM7kXEZ2Jig9Z47z+lePuWqDA6bel0P+GBbU/PQSn804CtZ00Wb+1gA0XjueKd928yvJ1gsIzTmO3uDG9qsL7DBZayWeJHJY/OB9zoj/CNJb42oygMp2mT1hOHzjrojRb6B/dxVDKXv2o6ASjPY/nTd4hOltjIJ5xYTr8U009uk/Y9wnFFcv8CrvABcK4+d/V5VQpuX0ctU+E8PDuUZ/rHMMer8ws6j67z+Fc8mk80+789kjCMZiLzWa3wn4+F3V5V8rq1gmdHxGd9Zgufd493yVIfu10wuRUQn/j4Dy/wWxEXb8XkXUVy7EgOVzKuLEpBrG5v4x9PUIMeHB6vxy8vbRjqufJLWdlVhasnL1u/5cjvbtE89Dj/rM/4rsfu1z9Fsnbl+PeFmv8C8MA59xJT2jk3v/LPBrUFglLqTcBzzv3Wp3zfpx4qkySOxbWKnW8olBVoKRtYwr2FzFt1QBVo5jcS7p5vwMk5yTfvC9xV5PR/MGF2o8tzr0e3v+APPr6Hywxxb0We+XAc0nqiUaVmes9yMmmRZz6NRspkHqFPQqJzCb8O/ijAWwV0phWrnmGxD3jiQzu9Iy5Kzii85Q7xH4zBM3jjJVvfDjHLvIZHhAjQ/t37uL1NnNcm62gWuxo3Br0sKLZaLPZCen94QPtpRhWFrI47TO9klO2UICipSoM2lo3tOZ0w5WjW4mKVkObSiVofVn1NFSmCqaMKwEsdiVKQF9jxhPTtPZkhjyLap7VWeFFho4D4xLHYUxRNh0kVe1+fMXm1QVa7RakKvJUQsUyu6vACgZqdUUzvWfyZJr2VoWYejQOZzyvnCCcOXcnDZ2tZkTPgz0vKrTYeiLZOKYqdLmXDY7ntkw40OMjbTiRSGxlhlK/5MctpxMxqAq9iloX4pmKZBWL5WRr68RJb+yLtJxMezjZYFT556YkhSKHRRrNYhVwfjLnVHHJ/usHziw7Jc4PTTuQu1qKyChcJE7NseDiTUCaGcFKRdURjvNzSeEuHLsRbXNdkwcZJSfx8gXpyhPM8VBRSdRPKZlBnGa/quaMsXm654vo/P+XZ39ji+Cs+4chn/1nA/Jaj7JS0nsc0fkjNoC9RuSXvR5x9LsCfCRIRTivylqEMFdGFXGPT7byA/+osUqe1pGl9GtyqtATcH5yw++8s+VYDczYRjXplJWi+zmTVjQZ2MkVFoeT3dlpCkpov0XmCWVVMb0cEcwtW7EatUehZii6kW3e+YXo7Ie3LdQ9mbn0P2ciTrqs2c1BRtCZcXfo6W1+jc+nGVO2Bvfbuvezsr3o1X3b67gV7m9qwBBBpWByRvbGPKiz+yRRVWapeA12Kv0DRUhQt6XpN7vBSMQKKJhbd72KHY/z3nhA0G+LS1WwI0aisUFGIPTt/MWuupBOLTpbkgxjT0ISnhmfeQAJg0pDvne6jri95Y/eUVelzqznEovjm01usSp9WmNEJU1pBynfGdwhHHoc/l+AvoHH9M3R+cIE7OJJNhVIys/U9uHODrGOY77eJhhbriR1i0QzIXluhjkNat3fY+m4T9Z0PZONzee4uz5tzqKeH0GqyfGOT+ODoJQTlT91jNZoQfech2xuv0v+jQ+zZBToU7kL+6g7BD0TSdrkhBWpyVUV8UdL+0Gc1askl9cXsJu/6mPmCsuHhL8XdLz7O0IsM24owRY/0zgbByQKbRKij0xeoSO3RXRe3NWFs/fcV8p2wt6WMLrc8eh9VLDf02iDmzzr+fQvv3wX+60/7glLqbwH/e2AL+JX6068CY6XUrwK3gX8L/OfOuerTfgaASUrmb2SQGU5/WlF1KsLnAc0nMOsGOAfx7oKVn6BKxfO/usPePzipb1iZXamHB9z4TcP5TzUZft4jPpD82PLMo3msiIaWrC3MWmdgNY0wQ4/lnqM6i4hHivhMYM3eRwUms4THc4KtBroK0WUgdnS67sK2C1YbHonRXPzcPiZz4ghzMqzflEEpgVj06YhGaYmaIavNFlWomL7ZBedYbWqCz+6SPByTfi1idaOAUpM9auHdWHBr+4LHJwPOLlqclB0R3Fea5VmDYCI3QhVIF7rcFnenrKtI+x32DruoKGS55dP6QAnMe1wQjHO8+4fQbTH4vqX1LGFyJ2Dz22OKbkR8LjtOp2G+LxCzrme8NmBtCr68U4Bn5dxox9s/9YQPlrfZ+/2SrGNo31+QPCtptEImd2PKRBbV+fWIYFLhVBu338WkJXk/wGkxvy9jyPqOslXhzc2VDGRYjmLQUBWaRSbweTPKuN4dAzBNQ07nTeaLiGYjZZ4HtIOM0SJmNYtwqZgOKOXwPMvprMl4FdMIxGxEl+Idnm5F+PMSY3NsYCQUIVQ4ZfCWFWVsSE5zrB9S+cgGaFvOkcold9hpRdGLCCdtXCIkk7IpchEXeKhuC2oLSTudoXe2cMByx+JCR9ZX7DvHq/+np9iNjhi0aI1uJMw/t89i19D7KBW0Qynaz0QLv458NAq9zLD9Fmo2w6WZkLnqbvAl6BAEjs5zzMaA6ZevER+npNsh/rRi+LU9uv/iApzF290WRvPeNrM3+kSnm4xfSWg/yQRi//CQajQmVAo3ntKbbFP0E2Y3QlQlPtzLu32cpxi91cZfSCb1ZdFtP07JBj5VaLC9CLeZEEU+6ugC4kg69jCQZysr0XVqEdahNvq441N5Q7Xf9JUFi3XYxDpazr70N3VMHFmGKh3O18JQb0esdiMxe8mFaQ7QepIKozrWeCuLSS221UCXonV2aYZKIjn31orW+UoMpKo7OuXc2kikaHZpHCiCccDH2T5YGUHZQnOjMeJaOOLb4xt8cLqNMZa8MjQDYThbp1CljGbytmyW054m2u8QHp3CKzfh4yeyQXn1FtNXW9jaW735ZFHLtLqM3nS0WyvC/ozTrTbONNk/2KQ6PsFsb1EenazPm9JasnRXKcm3MnFLu5KTu2ZVQ13g9Pp6mMxhj0+5DO3QJ0N8NZCR05UOdB3QkST4i5LmgUYXpo4xVUQjR3SaorsdoucznGrhz0u8sxkqy1G+YfbZbZxRhIcVnI9ftla9ivZc3ifw8oZhHc1ZcP7ze4zeAhs4+j/QbH5v/mJD92cc/38XXqVUAPx14L/4tK87534N+DWl1M8j895frn/+zwGfB54is+L/FPh/fOJn/2fAfwZgNjqoqU9yfcav3P4Rz5Y93t3YYfa0jUsNja0FSZiTt3yqhcfsFbkAlKWQRqyVdJSnJyR7MXzXsNqCSzej/nsZwSil6EQc/GKAP1e4hYSRZysP2gXqUBh88bkI25V1LG+0WW57hFOLfqqY3NasrpWYuUEVmu7HC/ADWk8yDv9czHKrz9Z3Arxn57LLXqXghBmpem28kzE731SUic/8WkDe1uRtOP+Mz94oEclJ7d9adaBaBDw43pOHbu4z+Lbh4qslq9yIdGZQ0Xhchwh40v02nkvx1YVj/tVbRGcZ7acpyoYCcWcW7+MDIcOMZ+jZguh8QvQhQurZaRAdzdF5Qt7xKBJDMK9ZxEZkPmUDVtcq/FZGp5nSvbHieNpilocS/RdqWUyHc9Rihb+IaUaG5Y6wEstIUfkeqw0Pf2XxFkbcu5LagasnRRct7yv4MKaII+m+PSh7JX5DpEFp7lNZTVZ661hAX1u2mnNyazidNjkbtYT8YSzOVwRRwW5vSuwVWKf46Nk2s7iQYG0FOMfktk84NsRnAtk6o9CZw4aKRTegaCi8lRF/6sIyvheQHMoc36Tie12MhZGdX+vXMYkaXTmKpsGZCD/y8A5P1rPWxWubJH/8gJ1vDjj8ZYvpFeR3tvG+fx9GY2H99rqMf+Y6kztGEA5f03+/pIrENSxvCNQsRL5ailNUsNFHTeZCNjJa8mY/aZ2oZcGxGx3GrxjiU0XzvQsuvrpF47hA97pUJ2dMf/o60TDHG6f4s4qDX2ywulWQ9SN6HxX4rQZqOmP+9jbW26H12+8TDlugtikjgw0Vy20PfyHPWhkpms9z/HmF8xSrbZkjVy2Fchp/binbEX7alvxiz1ButdF5hQ0MOpfEKAAXh8LizvIX3ezVGbZSL2RVsIZc5RzUX8syMAb//acC1Yc+ZlWgbCjs/cu6YeHi7ZjWQUXraSZdt1K42MdVYvwB4CYzWZQL6byvztZf2hgYgxrPaP/xnFanCWXF8S9tEkwd6SBm+mrFN57fxjM36MYp3jfbzD+bshzH2K9vMvsP57y2dUpjf8ZcN0meebSfVLR/eIGazKDd4uhnu+wuJecYo0j7ivjC0X6coccLshtifmJWisnjLmqQwSggHDuxpey2ePzX+uz94TbmGz8UyP6Kj7KdzK4kBtXXRLP++qXDFICbLwhH5Qu50KWH91HtuvUJJEa3W3L+lJDzwpH4LDQPi5pvU0v6Ts5ZfrHP8jMB3QchjWcLZnea4rd+sERNhcF/GWAiBDL3ZxfcK8cl8a4Kwe6luGHA8DNw8bkEf3IH/tef+t+Af7+O968A33XOnfy4b3LOfV0pdUcptQEcAN93zj0EUEr9t8BX+UThdc79l8B/CRDeuuZuvnnEF/rPaJmU0mk2mwvycZfoXJEddzjbLejtTqEFs3nM4d99hcF7GeE7j3F1WLLbGTC57RGOHf0PKuLTjKwXED0ZoZYpZhQQn+6x2Bf2b5k49MTDZKI/9VaOcFwRTHLGrybMryvSuxm7/9ojb0lHrCs5ffH7msW1mPasz2o7oGw4Wk+dSGKUqqO15EFTthASke+hlznhxZzl9harTQXKEYwVwzcTybu98AmH4n2YDSxqN6Wci9bv4islm3tjzp53Ua0S/zggOpP0nEuCUxUCTtydnPYYvu7RfmwJpxZ/VhLeP5G5SZnKomP8Oklpghu0ib/9ELptvNAj63niZuMpktOC0WsBeUtyasPBii/sHzDOY77cf8Jxq81Z2uRJ07LY1iRnFteMBZIZTnBmQN6qg+5ryNnkrvamFunQckseWJMp3FKjc0U4FPi/tl9m9LaD2vazqAzGWIy2nC8TrNWMj9r4nYw4znGIGxdAlRucVWzuCON5mof/P+b+JMa2Lb3vxH6r2e1po4+4/WvydZlkkkmKFMkSpSLVAUIBcgMYGtgDA4Zr4KGHnhpGjWzAk4I9KA8KhSobKKrsYsklSiURlNhmMpmZL/P1993+3mhPf3a71vLg2+dE3JeZlDyqt4GLuDfixjn77L32+rp/w4urEcErorSVZw5ohkGqxkLciFymUa3wj0ECcD2U7LgaSYXcf1ZjykhAFk3o0Nsy1yx3Y7yFaqiJikA89zS57szbfSdEr9GjIekrad+O/sWnvPztd0h/kBOdnl7zau/eZ33SY3ViuP2vFkze7zN9OyadyPy0yUUydPejCpcZQYJ3wKPq3gi7GhM/uYDWXQemzaYD2wpDT5eMHg4w3/8U7xz7TUtI446PqSl2Nae/nhLNMhGESLyMi1L5/G6vjwlH2JXjxW8n6OY9ep9cEJ2vsZHBDWNM4al2LG0GulG0udynYtfiYhg/rGgzg48VbdZVN6NckohYnkFvNWZVoypRrCKyMKukjdq1mJUxEhi0lrZlB54xe7uEssTPl/IcdEF368rkJaDoxRpVRZ3ncCCZeaqRlo3XQDIP5E/mqHWF8kESg8jiewmq9fJ9awn7ArYKL85gbyznte7m686J3Oi6IMSR3JvJFD0ckE72RWv43NN/DvVgjEvgxbHijf/Hx6x+422avmb4xRLd9vjwO28weueK8Y8txVFgeWJo033yVyNe/lZCegHNyRB7WeCziOGTltWRZfVLGcfrmmrXkp23nP2GwiwN9ouMZuBZ3lGUezsUh4FgA4//Yco3Pt3HnV+8DtwKXgzqN8YFwYvu88293wdMv4evKuI//vH1DzrgIEsJ0huXLrWxyeznuP0BunZEK49LFGodiM8L9LqS5CKJab9xBxeJB/jg06n4Oze9a/zL3hDtZWRCWUkGdcN7eNNSvmnbuZVV7f599Huf46NvMHvf4XstUa/G739lpv2V4/+fwPtP+Plt5reR2W9QSn0HSBC77wkwVkodhBDOgd8BvvvveqNHnx9xftTn//DN/45XyYjnyxH1SOaOugIU9JOa3z76nH/68BeZfbNFtzHHPwC0pvy1bzC/H1OPYOfTlmjREj06I/rCdT6lDf5wh+M/XXD+nb4YxncgIeUhWnkxpj+2LO5adn9SEC8SJi4hmVSoYMlfymaQPbykeHufYt9SHfcZfDxDN0PyZyvMZCW8XqVhd4zqhOTD1RTGQ/SigNYx/tGUqw92QIFdy8K1a+HAqiAc2eylZtkX4Ai9lvu3Lmm9RhWG9EmELURNKVoIWnj2NthSUe06Qs9Rxg7zNGV5W5NeKVGDSk7InsxQ0w7F571sWDsjVFF3SYzGLFYkg7tyTQeK1e2YehywK4VyiveOztiN1/RszS9mT9HcYdGk3HrrnNmjY1bKsLg9ZvSopf/HU0CCUVSIWLmP6czMJWkwVaDpQT0WPeTsVJOfBsodqHYFkFPtBtzAoVeGuozwkUPpQGUsdWtYX+ToUtPmhqVLCa3GJqKLG0xAOcV8lbKuYtpWY60jBEXbaqp1RD6oKN5QnO/FxBeGo++2mEIexjaPqEZyHj4Sz2FpuSuaviVeynrSDhqtyC493sLqxGDXYhtWt4omVyRzud/NwJBYi9ob0+720R89wnWWbO//Hx9JYCjK69nj5ZzqgyGjhy3VQcr6RNDlygd6r2oWdxOCUlQ7lnghusaqcfjUUuwZolxT7Z2QnlZELwz+/PKn+a2A2x9uKxE2ICAtwUzv77G+pWhvlTS7hv1bM1qnmT8c038W0LVHl5JwlvsRpoCz71j6B0f0XzRE84box08wb9zCxxpTy0hjdWyJVoF46TG1Z/ZGgqnCFpTnYo01ClV5gjEEq4guCgF5JbFsiFUtwSxJBM3tnKztTvzD1zXKOfTeLk/+yQOSSeDg//nh9ebadc/guoVKCFA36HVDlFnAEhtoWxmLpJft1s4zaCVo73WJ6oRgQhbTHgzEzvJsIclAZGE8RHVt17BaXdsX3mhXhqJg598+Y7Q7wCcW/dEjoSkVJSQxvijRjafuG/S8YPe/f8Hw0V2uPtjj5L/6kNk/eJ/e8xIzr1Dek7+K2fmkotiPGT2dgIZYwexBhEtgdb/P/L4hKEP6Cpqhpx4Hornco8Xbjjfee0kvqvny99+8FhDaBoUu0G66CJuvNxDUyhhUZFn97fdITwvUh1+g4khoaG17nQj9rOPiCgO0h0OSq0okW71Hr0pU3eCP97j6hRH1UJ6/5FkLndZztGhxqaE8ysgeC89aj0fiFtY0r3UetrPdTQG1Wv/UqYTVipN/dcHiN3u8fXLGJ1/cwl799aH13yvwKqV6wN8D/rc3vvcfA4QQ/lPgfwb8r5RSDVAA/4sgjXynlPrfA/9SyYr+HvB//2vfLMD77z3j13cfcSua8GuDLzir+rzI9qjHEozyRxH6QeC/+fIXWD/vQ+aYv6U5un2IvphR7ViW9wX4E88a5g9Sdj+qBLnZy6Bt0VUDTy44fhbTvHGEWTcUt3tM37yWddxIHDYjQfcOHnuWt2Ns1c0m547q/i5NXzicyYs5XM3on1/JrONoFw34foo+n+Ju73P+nQGjhzUqQPrwAnc4EiQm0tKxRWBxXwQTsrNAua/QlaLaD/Q/j6i+s+KNw0teLgYyh6wV5dsVYW0wo4bw44ziKPC3f/3H/OWrO5STHB150qzG1xnDx44m1xgXcKlm8d4u8WxI+hMx6g5W40YDotMZQYv5tcpSkqdT2veOSGaBIlGYUkBYoddyUfToRxUP8kvei0/5z178Fp+8OKKdxmQJiBKZXE8VR9jScfCXK1Z3M0H/xjIHdbEEXZSAVoJVnVuKgFbaXKr/eArVHqhGE3Zr4rTZjmWmVz1wSn5mAr1ByWqWkQ9LVuc5atBgIs/9wysy2/DwYo8kbumnFf2oZtnEvPzigFVhscMaFwRUdvEty/Gfua2JhWpBe2gz+Vy2CLgI5vdlrbhE0W7WUKUwpbgn6RZ2PpN2aDUwNLkiu3TE0wb3xjG6duh104kcCG/UXVx2D92NLLpt8Vbx9B/IZ40WEvx1KzPe0acrJu/3KfY1y9uGaBUYWoUpnFDMTqUDVO/ERK86mchOIvA17eZPHpNYKyIUxshmOeiDNay+dUw8g+pKRja9BzW/fvCI/3f9C6xfDEjmFrvUhGFGk0nbPVrA/C24+DXN+//nJTiPeXpGbyavWdwdEk9bgtl0GETpawNUSyeSeJQHKfHcYC8LVOPxse1sNztBj7aFjbRg0pdzdk4EWjr0dghBeMCIdGl4+x7q6SsBQH7y5et7YJ5tr7teFZjIoNpAtFZigqIUdt7NIasahj2pvI1GlQ1+lFOPYuLLTmBnXUKeoRZrEXKIIjbuTuGGO9Xm8IUEFC6vRCKxaQmTmQTp2RyA/NNzkquhdJWWQoE5ejzG1zXD3/+R/I6W1vrR5ZSwLmj/1nuSJHgoDxNMGYiWML9n8BFUv7hGf5GhGkUyE2Bl+W5J3q94+a/voDzsfOEIi4XgAsrq5wdLeO1nymjCN9+iHmiaXo+hfxM1XQkXvFKdKBHb+TAggi8ggf7sEnN6IQlI0xISUYlzg5R6L6PNoP/C0f/iGm/TvHebeFbT+BiXdGDP3QGqqIV77P1PzWf10QH+4qpToYvReXZt6bl5Xl6ek3y4z2end7n/Lx3J+ZKHP/8q/PsF3hDCCtj7yvf+0xt//0+A/+Tn/O4fAL/47/M+AKNewX98519z205xKH6wusdffPoG0bCisQF7HtH2Ao8fHmKGNdmtJevTHm7oOP3NMcf/osLFiuqoxU4tyzspPlKofk8quA45S1F1sPECe7HED1KiWYOPhepj17C65zn+k0D2fMXkm0NWJ8LZi5aysa5ONPHUEq9E2J/zK9gdy42oGtS6ot0f0A5i0mWJSy35hUe3gWonIry1T7Vjyc9qDv9SPHWXt0VveXXb4xNNte+2FZqLFeEi5bPmkDhtqBYJ7DT81jtfEGlHz9T8d+6bvHf3Fd99eZdRVvLNd15xVeV89oO7RDpQ7GtGX9RoF6hHFpco6pEl3cj8lQ1hJyMYIZGHPBW5wUj8c72FaN65Dx3W9McFl4serdc8W475yfyYx5Md2nmMrsTa0K5EpSu5rEAp4seXNLd2qPsKl4mSlV0DSHC164CuYfyZXBOXCDUnu5BN2FQQTxRMDcVtaCNPHIvsI06hFxafO8bHC6zxNHlNXRuSHUGH3xtPOcnmPF2NORnP8UFxucp5+fkBDBr0TkU4S2kjixo2lLEnexoxeTfGFnINXNxtBlq6FG0u/25zAdxc07no7Bll1kqAciwWjy4Wn+Riz1CODS6F3itH76NzVK+H9uF1tajgtzxJdzWh6b3BWx+84OVsyOi/HDD4ciWUnGUtzj5B0OZNX75O34xARaRXAbOsSAB7tZLK8KvI083hO0Uta8Wkvq4FiFKWzO5HMuf0kJ4rnrzYo2wt5WWGOfLs/UR0lH0WMf68EMBcZmiGMfFMRC7cN+5gz+fyTNYN8azGZZZiN8LUnmLfbnnjupauVDMw2MLTpgZ2MkzZCWNEHYe0aQnDvnB8Z3PpMlWVtG031cymwnz8jMHTfZa3DeM/mRL2dkRT+CbAxihBUHfawCiFrlv0qsQPUlTViXqEIAE1jqSF38/EzB2gFT6ymSxE2COyUl01QicLrbtGyG46DjfvSccx3VRjzW//AgRITpfw5VO5T/MFOk9RcYR3HpzHdVrxmxnzdtba+dpmf/gTmu+8I5iDKtA7leTSR2JhGJzC3a1R04jeZ1DtKdIPChRQfrDGfpYzeceAeo/hjy4JXzz6993q0UcHPP6dAeWBR9eKNhmw970WVXVApyiCtkDItXKoJJaKOI4IlxMZGXSJoh+JQuD6bg+79mSXnnjeos+ngno/3CF+dIHbHRJfrgmxxeeR+EIrRdgdo84vX/OkDiHgzwSn45sG3nnA+u6A7F/+aPtznaWEouDkT0vsoqbaS+U1/5rja6dc1QbNJ9UJAL93+Sv8m4dvkfQrHuxf8emTY8bfvMRoT1FHnAznXK57jN8ULdKL0yP8KGfnx3Mm741oB4HFPc3wsad455D04aUAKc4u5YYdH8hwPotoBjG6dhz/yQo7LXjxd/dJzzXVINB+c9jNJAPFscKlMp8sjgLZWSBaiKoReztUd0ZE8xq9quD0Ap0n2IVshPU4pvd0zfytHuWOQh3GRKtA07P0vxTOYTyNmb6TUe4ryjs1aMiGJXVtcaWFSqNmEbVX0MgG+f2Xt/nd+5/yP935Hs/uj/nl8VOOsj0qZ8lMw8v5UMBjRy35C8v8jRhTQXbREtcO3QZ8L5OMWinspBBJtfGA9f0h8azBrGqyC49uIblqCCah2resdEpoNHVlCa3m8fpQgtHcsPMTiFaOwaO1OOPMl4TVGrUzojxIxDDBQDuGDb/XdxrO2kFUiCiH8jIDblPR+W1yoTLpFoIO+EZTI7Z3OnFEw4pBXpFFDYsyoe18lXUHuLLK8+HVMUYFzmd9mspiXiVkEwXK4NJAPfao0qAWlpB4VCs8ZeUgm3uqodBdzDSI+pKSCj1sWAidJSNBUM4+lmqv2hGkNkgreuPcpByMHrXUA01vsSIM+0Lwr2sB5G1MyPMcv16jlGL8RcOj797h6M89/YcLVAi4RHdKUBrlA9FC9K37L2rhN048yVWDaj3Ryynh4ur64ftq0L2pMGQ07miMTyx2WqCmC47+ZEazk9J/ZjFNi0sTrtKc/GDF2veYPYgIakC8aKgH0Rb0lJ4HemeO9f0hwSh6ywpenqPSBFs1+AcH6DZgykC7r7Zc2XTqcInu1o0mKsDUHpdbovMVPo9FrhMkWVytpYpfFwK08V7kBm/4DAfnGX08Y/yhZ/XtW5z9csToC8/ow+uZnurlErz7uQiFOIeaLQlZgp4XN9SvurlwB0zbuFMBMndsWoI1EoxDEA3pDXc4ElUxfLj2T+5YGtvXvpEM6NbjjWby7R12Ti/wiyWs1vDFY8JNMZCbLd4bx0bFihCIfvAF7S+8ics0pnSkFw3xLMLFCcvbAZPUNFcRV3+7gmlEVEV4p0mShmJfdAPSK01vlKHj+FoO8itCHVuzBWNk/rtcsf9hw/O/LclVsvBglCQk3cxbxXFXqXevobR0Lc+vtvP6sFzBzohqP+tAoAq/Z0inHhdrSRZLQdmHukHPl2J20akMYoy4eo36Py0uAp2DVyAQ4JMvyb6wW6S2Hg5FDWxVEF2uefKPdvER3GoO4dFPvdT2+NoF3toZ/vPPf4139894vhzx5pEE1XeGZ7i7mtZrTvI5+8mSh8t9bg9mtEEzKTPq2w2P/9GQeA57Pxbx/mpHAoUghw8ZfjSVdsSbtwStfDsnuWpoc0N5Jya9crT9qIOmw+wdaZP63JG+sgQFbRao9oTysD7W2CqQvZTZjHIB/eULsWjbGREimSX427lQh+4NqEfyWVXYzAgVV++PsWsJNIs3PD4NYAI68jS1ZdgvWNuYyieENBClDa0O6POYdZzx52f3+VbvOf/rW3/EH87f49eHD8l1xR/N3iWJWuZ9R/Ysoh5JQLBrMJUhO29wqaa61cdUDm810bymvrtHdLWGAHYiVZduJZDGs5rhY0PTtyQTqd56rwzzB4biIICG4edw8AePCW0rD5G10MshSQh5Sjk2Avqycj4+gv4LT91X+Fiq3vy0ETnFDtCkW4jWEujimVSZ2TNL8aZHJ5Kl9vMGo/3WX3l62YdWsSwNvZ2CXlzzdD5iNu/hKoMyHhYR0UwC//rYE3KHShz9H6S0GZhKEMnpRDZ+XQfy05amr4nWMldrM2nhmVqCrEtFInMDmQ1GaFjloSeeSSeg7TzeVQu2htWRIb9whJN96r2MuJcSPppfb1havTZLi//wR3zj2X2KeyP0Yg2TGUl2F59YfKQxNaSrlmgu1ya/cPQ/vkIt12KkAD9FI7qJ4FTJNSgQa/Fxt6G3TmaRP7kkAiIE9NL/w4zmWw+4er/H+ldb4eOfGC5+wdL84opmktD/0srzFBvyc0+xp0mucqJJNz/Tiugiw2UjomlF36Ss9y2mCVTDrtpPuy5Dogk7EabymLUwEXw/QTsnQa4oBZWsNWqzcwdxsdn8HaVRqxKMIX2xZt/26D1aXCOdowiVpoQskeuw+WO0BFCjpZq0RsQ8OutP+Z5YGKrJXChPSsFsCf0eVI0EjUaU2tROAtpLZ27TVdgIfmzAPjcAPvHTCae/cyLqdIO+yGl2im8b/2a+em+/2gL2GpQn1DX2asX8wR6DZy1mUWEWFf2xZf1FRjxRqN9YsDdY8bzd5cH+FbNKTADWaQZekZ9BM07Idsa0L09RWm3X7fXbd9V2d15uMqP3vSfcUvdpepp41qIvZoRBjzCdSeva36jUtRJq17oUytIGENjN9nUbiFaOYteKK9oE8kfT7s3DtiWPMWIx6QO0Dj/oSSf0cioiMBv51J917dyNZ8ZB/a27xN/7XJKlz59w8MMBdu0oDuKffo0bx9cu8Da1Zb1O+OTikEFasZOu0QR+PD3hHx1/yK1owiflCT+Y3eZeb8Kz9ZhlLQ/d3duXTHdTVuuEwX+dMHhUUBylrI8iycouG2mnDvqYyYrq3g7xrKUZymVIZlL91QNB1rY92Th96jGDhip1KOvxpSF9FjP4MhCvJEMUiklD8vFzQtvidoeUJznxtCZatnijMLVmdSTtapdCdeDInhsWbwTiiaLcg/ZWRZzXuNbQriJ8o1H9htk8J05adOIInZPOdJFw6488T/++8Fj/bPYmkzrjh0/v4BtNKA35Y8vBXzXY/2VNOJV2cTIJZJcB5aRCUl5MKHSuaXJNnBuZBY4zyl1DehZhJisGXyxoRinrW5lUKi8lGEWLFruosOsMWzouP0g5/ONLqTCWK2lZ747wShES07XmOtQ10kIEWB9omeHOA/0XLcnLBbruMX8jRfmALeScdRuI1nBxX5IgZQLNKsakjsPBBKM8z6Zj6tqACqjGEKKW2LYsqwStYDhYE/qK+TxD7dSUPibEASLPu2+85JNHJ7Q5tLlULa5S1H1NvNpUEF21GjaJg+hPg2ALggZdyfwawIdAeSSUmeyVJA1bAFZfXs800GSaEBmSx1eoVUHbvD5v8pOJfN0E4pfnZOcTCShFib1YgNbUJ0PiWUv6cintt/tDeo+XcDWT9vWNTXnDq9ygftWNzX6r1lM3RF+eShvVGHxZvf4aSvAA9nufcPx0n2h1i3IP5m8CD1b8n37l93ja7PKf3foNVk+GFPc97ccRw8dCP3G39zEXcxltzJZknzdQlLSD25g6YJpAsyOz9aCkGyIVvSRD3mp8InQi07rtPNr7IPx+ayUI3zy6KjA8e4kaDTGriP4XT6+VkbqgKwm1l8CqtVStzoN3Ms+VG7KVO92K+lsjM9yyFO/YKJbXq+oOZX2DQtT5GodOO1vAXWGrgfxa67urqkdf1izuxPhBxvKXj0kmDXZe4RNLiDTmj3/80+Cmrxxb44FcFqouWqrjPnZRM/jxJeXogOVd2ZfvDKbce3fCb+98ypNqj9NqCMDZ53ss7hj2P2xEnKW7tipNtuAkmkaS8Js+uZ2oT/6vfix7RFHglitBMGupVFWWXt83L9+jU3h7DWVcVrh4QHpWkj1tZGSWCUtAxbHMnjtQYAhBCqPJTKRTy1K6IzelQzeBfvN3frqCB7B//GO8czKGWa3pffiKMJuz/ofv/8zrvf29v/an/2McTrEzWvGrh0/58OqEso2oveFX957wm/lnOBRzn/HLJ4/4L89+nTf7F3weDvjJkxOODmbkcUPTWC5+UTP84Qq9l+CtohorwjNprYQsQa1LAUO1jlhrUQ7qZfh+wtW7I5o+xDNFcRjABtzSYpZGsruJYvdjx+DDC+rbI6KJwPH93hC1LKAsxWXmdL0V07/4D25R7iqSWeDyfsDvyByjHmvc0FF7AVSxslRrIy47XgBEbh6jGkWlYuxSWpzF44T9L6H/yQXvPYp4+bfGfHw6ZPRX5xz/QkwyaYnP5qiXZ6AUR/nb1IOANzB4LsAclMweBTDUbUIGoWzUXuD2kWJ1v48+6ZFelETziuWdgXBzK1EVMmsxrY8WDbpoOfzzGs4utzZsYXdEddwnPl2Bl1lctBJEqss6CUrTaVcvpPrVjacdZRRHsTjBDBWRDzQ93dFzHKa01EcN2nqUAaUCX57uoVUgzWoGvYardUxyuKafVcwWGWlWk0Yt3zp4xYfnJ4xGaxYf72LvrvknH3yXz5aHXFU5amUo3qjBQxMU7tTiraadS+u7TZUoqg2tnE8lSNZoGTAV1G2HdnbgIkgWEoSVk3ZzeehJLjV2IoFEeXHt6S2ddEzSFHdxhdkZofIcd3Yu17Kut16/etjvAC1lJ6EoVmsqz0metGIKX8o6S88KVN0S1uJNe9M7dXt8ha/42qzLOUJn/bdtx20Qql0AU0qhkgT/6ozd359RfedtVrdifvnuMx7X+5Q+Yn7RgzgwPFhSDiOWdZ/hTwqa3Rz2h6jW0z44FM/W1ZroqiSJdWeuIYddeXwiSU89tNjCi+hELW1PtzfAnM2EFvQzBEI2G+iWQ9p6wtUUnXVKWFpdB73gCY20gjdVpGLjinRD37oLjkGLPSNJJ6W5WkMUXyN8tcYd72BeTW4IdrhtazW4cnstAze8nbuAoNIEbh1R3BvhreLgD58T8pRXv67pP01JpjF1X/aZcfq6DOhPHcGzmZ+aiznaDXC9iOTlAnU1wx/ukJ87krniwqb82eotTK/l5XpIrB2fPjni+HgqVL+pFCmq30NNZ5ijA8Koj7qcylrbO9lqN8u8vUL3e6h+H3d+IVSkr6w7PRjIXP4GEjp0zJBtIrKhhy1WZM87T2oXwBpUUdMeDLDeo7tRQcgT9OVc1PLWhQAXlUYZfU03g58KurJe1E8F3w0g0c/mMnuuaoLzjP+/H/38687XMPDaAi4uB3ySHDJOC+7kUzyKylumPqcMEbFq+bw65pOrA75x74yn0zHaBMo6IrIO7xX1UUt9e0T+yQWX75+ImtB+RFA7mNLBbs7yXkoycZjK47IddBOIppVwRYMiP/P0XkI9sJgSVrdk9njwl5XIBu730aXD9WKC0Vz8Yo+dT1OSqqEZp7T9iGgRYScK3QZ6p4H8tGbxIKU+8PQHJfOgyL6MSa5EE9lUhtHnnstfNNiVojpw6LXGZ57kzJJcScv35J+/gnNBuyofuPX45ZaGMHzVASoiS/E33iL/8AXDjybMP9iR2VnlCMrQDAxB0dkuKkwHZJJK1OJjjW7ClouriwafRaJLPNIiJtIIXzF+eIo73kGXtQBMBn2ZG4eAGyREM5lxgQRe7SRABdNJT1YQTwPpVNpFTd/Q5iJ3WA/FYEHXEpSVg3JsGH7pIcSU75RESUs9T8SPd62p73m81RwdT7mc9hnvFry7e8YPTm9RNZazYsAoK9lLV/zVnYx//O4POa8HJKZlWmaE3EGrUInDxo52JRuUj2XDd4nIZ+oaUHJPsnPfIeFFt7fpqe1sqh6BTwJ2oVjfbyHylNaw2fjyU5FPjCc14fYharbC7O9y9XceYJqAcrcZ/PGXIqcXG9SwRzjZozjpk/3lY/yqgOAlQICYfC9W4J3IOXovzk8hvE6XuKE/u+UnxrFUJ1+pfoGuHaylGqRhq0G34WwWnWm90aSfnfLOl4a/2H+D70b3CWtLempx764oipj3bp3yk/u5VJKIPaSPZOPUZQNVhX70gnwlQg7Rfl/GQJESSlHhMZVYJXqbYgtHfFngejFqp482GtPv42fzayTzVzfO7b+dVKFxJJ+/S3BCV9GqLAh62WiZGUfRjbbuNS9YpYnMWEOQ9d7vgTWEy4kAdO4e04xSzJm+Ri879xqIbsNZvZnUbJKi5ttv8uzvZNQ7ngf/n4awWOIPRkRzRbkLPtL4SJDjO989QF1M8ItF98Kvi3RscAOb9dJ7toddSCsXpeDTR/RnB8z+xi0IivRZRDyLWM5vUY8VO0WgrQ8ZG9j5yVz0ywd9TJax/uYJuvEkrYPTc0Is1nvKdq5RSqN2RrT7AyzgLy4F7FrXsibbFr9YSHDuZbK+u4QoFEUnFSpVqVZdC9oFqGravR668bi0A+ZN5pBnuP0B9SgmaxxmUQmwbXOtNxz2r1a63Xt+9drdPFRHU/NFKbPjzsThrzu+doFXOYi/THlid9HG8zjZ4d39M/7B3o/5UXmHtUv4Yr3PX53eZpyV/IuX7zK/6HHrzhWpbfnyoxPsSqOywLP/0JKdnjD6Uqz56oGiyWMJMJGi7SnqvqL/QkTwfaLRVcvoUUnTs0SLlqZvGX1a0AwTICZeelYnMbb0NH0jwCQrAvC7n5SYdUsY5PjYbPl87Sij/6JicTfh/NspbRYIQUn232jaPKBaEeUo9xXrY02706AfVOhnOXiF6rXUO2LyffTn3QzL2q2xgAAAuqxQa5k5HO6RXHSI1S4bb1OFrjsxgkShvCCUXSpBMNiummsFwDJ4UlEcxtI1OOphCieSfoA38prRqymhlwln03n8qEc7TAX0Mq3wiSF+dkkY9vD9uJOglDmtqSTwppeeZO5oU02xJ8ty+LCg2M1oM5m/thm4TGE60JUAvSD6fsriLQeZQwVN9tacqoxYrWJi2/Lg6JKercUk4eCUW9kMg+e/+fjbcAgf3H5FbmoS3fKo2WNRJAz2VqRRy2TW482jCz5Z3KINIkunu+fPt1L9ArhUURlJIMp9taX2NAMg0N1jSXKIPGppZYb/nRmr0x69F6YzKu8AOSEQhn1pZyvxIjbVffLvIb60h/uoZUnQA/z9I9TtA/j4oQSKTst4axZO13nYGCLcFHvXWpSsO8Wg0CGAt5m+udHiBAkuWSoVtjdifJ/EhGVnqxbHsDeWVuFsAeuWd/5vQ+zzS17+R/fZ+bSi/ElGPHc8+uBN3vln56jWYVYN1WGGjzTxrEHPiw5s5NGLlayvosUqJaIJqaUZWOKrEt2P8bHu7CJlvtcOU4wxwns/Govt5OPnqKYRX11+RhCuawmGXYUVVmtpSRalXNcNqvxmQrLZuLcJiiQ4Kk22BhRhvd5yiPWXz0iexdeB1vvt/F4PBtISX6+72fqm0jPb+7g+StA19J5q0o9f4uuGi1/qUx45hp9LErf65ZKwtoQXp9et1m496Djafn6RqPTS8i4r4ucTEdCpamm9Oo97dcbo3zYMPh1z+ps7ZJce7SC7CsSzrtqzCh9b2swSGY0f98WGclGhqhp6PdosgtBH1S3tzjHBaNbHsXCfj8bo5VKCqg/QodPNvhBpwrCPnszx8/mNWWsnN7m5hz6groTiYzKRECURfAgdj1sXDaof0ez3iZ9d4VfrbZIY1sW2et0+H/ora/9nHGZnRKibbbIASIfjppHEzzi+doHXJYLCrIwXUQPgs8sD3h/s8cnyiKeLMQDLecat4ZyX8yEq8kyWOYfDJQwb9t6ecTXvkT2omU165L9vRQe08/t0sSKZe3Z/vBb6xarFVI7l/Zx2nBKUovejlx2VpgcuiNB/h2a1lcwb64HGW0WxrzGl5uB7om9K64jPVoQsQq9rirtD2kwLMGgSGDz1nP1KQtsLhNzR9jy6NszeCbjdRqo2r9gZrLm6DW1tYRFh9ivqNOL8lyMWt+9w+N0F5ovnP3UNdS+n+NYdAGzhMJ0jS5uIgpJLtVRlThIQbwWsEnTX7i1FQ1d5CQTZRU3Tt1RjS9wFTeXE3i65qmmPRuiypTjpEc8byv2YaiTtZG9TqrFhPBtBCLR5hKkcduXIL6BNFOWuJj9rcInuQFTStqr2YqqxzE5NCW1XQdoO5Sz3QEQ1eo8N1a7GfmNBFjfEtqVKIqaTHof9JXvJimerMd8YntM3Fbt2RRS3PHp4yNHdCf/11bc5Hi64XOWkccN+viYyjsg4xkmBzltCpaFS6Hojxcm24nWJ6HZv2skuBpcE2r58lmQi/KI2C9AqzEFJCIq6Np2errzm6k7G6PsL/LjP7P0RtuxmYg0s7lryxzuYPBMTeK0xtac8zJjfsxzxJjx6Tqj9axKJofSCkr2ZsW/bxdfaua8FZGDr3dr93kbwYNNiVWkire407mQ4u3ZoWUuVNxqgFivskzP8as3xf/FjiCyJF77q3R9F8tpJjOvH2NIRao+dFXAxufaP9R5VNWhdoqsGtVij05joTCpxXWfCP08t1U5CtG5p+xHNUKp/H4vEZ5reRxcN9nKKu5xcty+/OrvbfD8ElJa2clh1s8eoS2Jbh7J0nGG3RTyHxVL+X+uE8nJTcGHT8i6r7TwxhICOI9RgQPErD9CNJ/34Je7s4jrI3Di/4e//iFGeQ1XhO5/h/gvx+Y5WnsHjkuHjmP7HgvpVcYwaDghVJYpYd05QT19IkPuKL7F/KYF6824yg/a4qwnGGI7/0LF+Y4xLNflz+VzVfiYyqe/kREVA398lebWEJaiixvdzVFlJcp7GtONcRmWHUgDp2qHnhfCUrZX2/sYHencEL89x4xx/OMD+oCQUxTXQcNMRMEaudVGIe9VkAT4Qz1aSwK5LQlmifcDmMT4x+F7WiSnV1wnqzbGJMTeQ3/56jdyclSstYLjzS7xz28Ct1b87YH/tAm+wwoUMD3uUWWD05oR39s75ZHnEwFb84zs/YNbmPBzs84NXtygWKcp6DodLKmewSUtqW/7OG58xqXNeJDXFzhHxMmCr0M0lRQvYJ1bI1MMYu6gYfjQVelFihIztPfVOzPowJ1oHij2Ft4p1T7H7kSdeivRiNU4oDxQui7DLgur+LtFViZ6t8b2UaFZjV6KiFM9E3Wb4RcLlrzlU7EifRBS3WsywwQAOg7KO0ye7ROMSbQLOBNppTDQzNH2PajSLN3qMvzTXKDwtTjLu9j7lXtQBkjo05GLdoXLlM3izQVXLV+UgaJFjjJcCXImnLWYlxgAqk1laMEi7uqt663FENG8JSpKapm9FBjGHeAmLOwLomr8z7NrcnmZgcLHqEhdIZoFy17I6McSzQFR5yl2Ni83Wv9dHbGUYbXkNzIoX0iVoc0BBP6uIjWPVxqwXCYNRQdlGvCyGnK96LJuYN4ZX/PdX7+NaTe9gzaJIcE4zigsaZzjuzfm10SP+h4t3+dbuS35wcZvgxQ7SVIp42qGUW3lP1ULI6boGASKpcDf/R7VCM3JpoO177NTSBoVKHeZRio6h2hPucn4mVJjyqEc1UszfhGQi8+LyENRv7jL+TJR62kzceJq+QXk4/9URh1UDN6z/5KEKsjm17U/NsG76swbCV9qbr2f9wTmoAe+FYnO0j9ea+rCH3R+AD5hVDdMFtB0gKY4I61LECepGwEdJDFXVzS81VDV23ke1nqAUeiWc3+1RN4IX6AL+RrtXRRa1M4aipro/FuU5F1idJHgriVBQsr6sCgSr8VmEyVLM/q4AbroWoQiW3LgWzqFUwM/nUt12spFKK0G++iAVsTGCcF6ut9Vv6Ofyb93pYCt1rUZ147oqa9HDAc2bxzSDiPTFQoR2riQpUFm21RDenlfdEOrZdQBQmvy7j8n/zKF6Of7iCru5V1rj3r1LuZ/S/+5j9Jv38GmMfvsBar7CvTq7XgcbIN1X6FabVuv6myfkP35J9szg04hqPyNoKPbtljbX5Ir0Eoo7A+JZTQhSeYZ+Bs/PCRdXRMsR7niH4U+uUMuCsFhI1b3RxVYaHSt828Lj55JcLkpM0+LL6mcnSc6h4p7Mjlvpugklq7kGvCmhKdlZIaYkZYXaGROKQhSytBKUd/Cgb7T6b3CIf+oInvbpi+42yHU0w778zDloft4vfh0Dr4LidguxR60Mk2cj/vzRmOio4FfuPOXALnhc7POjsxPKIsamDaN+yS/uPuf3P/oWb9664O8f/YR3k5f83uWvUDSW1W1F7/uuA8F4abkmhmovovewIHt+RRj2xENykInUY2Qp749RLtBmkJ85Fncj2lyqr/W+IJ/TWGbB8UIRvZyw+uYRV+9GpFcx+3/eoJcFuhRxfVPE8vBbzcGfTdBuh6tvSTtk8Jll+aC7eZWoLikN7WmOPVrjlIXM49eC/N0IMLCx5gLU8QGLD/bFXHwqKjUuMUSd3F08rVmfJFSDjSdu52ZkRHlJBDIUlYL8wsss3MtC9JH8P1N4XCYm601PC+I00hAJb7TYs6BkVt+mUqG6WLG8JQCk9EoRL8VGLxjEQq0MzB8YlAPTiMiHSxWqDcLXbSQx0K1ISLoIAWkZaXcnVwGXKvSlYlEcSFvXQzgQalHjNesm5p29czSB2hvq1qB0oGkMcdzy7eNnPMgv0SowsBVPql3eH75ix6754+oNQqshdfjI0OZieO0j8R5Gdy1kJdrMBJH8dGkQNbK1ou1J0I3mmnrfSZv5MiK9UJ3hBPg4sDrWhN84ockUxYEiGC9+yF4SpGJfgU8wjSCn8/OWaOVYH0S0PWj2+9gnP41g3SBD1Q2e5WsV7s9CvX611eYDwUsVoLwgnZXWVDuWcj8injvUMCZtWmkxdnSNze8qa4WDvEHzOicVtA/o+VpQwCC/01UbqhujqODxm7ZoNwfkzgkuT/CZrM820wIq7OwQg0ZkM8egL8FlFlO0uP0heraWqqqsUHWNyjKRbaQLWm0XLJuwBVypELrAZKSDEAIUxXY0QF2DUiKI0XSa7Juq6ea8cHMt65r2W29w9UGOLQLF/pjsckD6r6cEpbn6n3wLWwaGH08JP/n852yY/lpFqau29aAvbdTjA5QLxDORyF29MWS9b7BlIFqPGfzrlVRzpYwWwo14u5l5ipuQI/viEnd+gS4KeOu2jKhyI1rl23EL7HzcMHmvh6k91V6CrmS/6DUOHj2jfnCA8gHTdUU43EcvVpJM3QCbqSQRANZ4RHj8/Po6OjDvvgnPT2U04LzIZUYWrEUN+tI27swtVBRthZJCWaLWCQTJ2kOe4g/G6Ecv5P03nxuugYbOXYPxop+hKtYlqsGLkMZGvUvFsWg4/pzjaxd4TQnZc0v9wRpSx6BfsFilNJXl8+k+Pzz9e3iv6GcVo6xEq8Av7r5g1SZ8+/4z/oPdL1j7mP/rk9/l4ct9wiTGJoFix7Dz8RpTNNS7Ge0tg60083dHjH7sKU/6lPs7DD9f4vYGzN/s0XtRsbqdoDyUO4bdjxumb0U0vevzvXpfQD4qQH1/j2LPYgvR4/W9BHNW0BwMsOcLgk0x85Kwk1Md99j9cEH/WUK1G5G/rKj2UlwM2ami2ofBQwlgZ/9Bgu61+Nrgco9yEgR7L2vC/VuoJ69ExqyXYkoBnMQv56h1idsfSWvQCsUgdDO7oOXPRoqxza+FCmwRyF4UlEcZzTCS2a+mEwGxXXUsgTVeOLTzFPsy994mBAFGHy1ww5jViVjA+UjRe16iW0+banSzaf0LhajNFOsDvRXSMDVk54GmL6+nPNv33rgk2dIz/rxCVy0uFa6pyzQvfsti85aqsbRe472m8RofFGUd8Y29c2Lt+JNP3uL941NO0hl/ObnLy/mQb+ydc5TMmbcpP1zcxnuFjoTGtfEiRklV24y8VLkKVK0loJaK4EXHutn11HsBXWtUK0GYc4MtNuhoeR0fQzt0eGsIRndyp5Bcaao9aAYBr8AqmXPXY5HZNIWn7RlWd0TVK7pc8VpNcAOprI8OaI/GmI8fCxBEX6NngetKdxMgflZ1oTpqS/Cosib0MgafzVi+PeqeXydCLFUtaGsfRLM4ifFd2zV0Qi2bvytrCZOpVK+buWjbyrltKrGOrhM2aOPNx8tkXduVw5Se9CfPCcM+yU5O74XBzgraUYZuHPUoxpsIu2rR1kiyHQIwEFBUt/kqJEHxy5Ugnzvpzk3SQXFjDr9qXrMRVJ2X8s02pVKWQHj9Wnef0fzVZ6j3vs3FLylQgcO/MGT9HmG2YPzxkmYYoydL3A1k708dzl2DjTZesm/cZn13QDRvqXYj5g9SBs8qVsdmi8pv379H9PRS7ofzr3c4NoC6TsrSP34uwLM8R9cCYlNtij4Qjvv8DU3TD5z+Wh+7FlGg3qeXtHt9fKQp7gxI8jdxmQA6zaiHqlua3RwzSNHzHF6dS6VqLRTltcHF2/dQnz4iOI9Ok62oyDUNrmsPR5FoV3fXQym1pb/hPf5qinIe3e/JqCCJCbs91GiA2rjbbe5NCK+hqZVW6CQhdImrTpJtkPbLFbqXoXbGFG/tk338SpKK2c++XfA1DLyb9ufOH2TUI8X6NxzGeAa9kqqxaO2pq5g21vzq4VNerEdc1D3ezC/4zvAxb8Vn/FcXv8ZJPuOL2S3MupMtrAI+NeiypRlKdVUNFdEKXD+h3Iuoe4riOGd1IoIIycySnTfUfQEXTd+KSC89wyceu3Q8+92Ytu8gGEwFxX5GPZRgkVwFyYJbR/RiIiCHVigy5X7M8sSQTiP6Twqyj14y/a17EtyMVG+9p8Lr9RH0v4hYvu+hVST7BdUsJZkYfKIpT/rkswE4j76ckxglPpqd2L1PLepgjGo9unLEC4dyMuPdBMigpMUfLYOoU7lAO4hxiaIayoMSr8LWFACk+rSltKZV7bFrT9MX/1dbCr9SOUf0co67d8jocYFZ1+jpkhBZolFMe2BZ72maYTcXTaTdbQsBJ/lIquGw6lq7TaduE8AWQiuIFg32YgmzBdw6IPr4KeyOyd88YnlfkcYNrTP81p2HfPf0LldnQ8b7S16thpzP+kR5zWcX+6xa4TH+wuFLTtIZ3726hwsSqId5yXqWQa3RQea6yVUgKCUUo5GDxEOvFYk9bXA7HYCqVZDItYsXAqRLLxV2FTo9cUV92NI/lE1/mWbUVYI7Cvg44FOPqhUhd+jEUUYJ9aijngWFj8X/deej7j4+fXn9MGm93YDUoI/bH2JW9Ws0oZ/5DN4MEDerNKXZetR2rWsA1Xqyl4LitFcrcTaqG2nJwmt8X50kr82NQ2ePp7SVKjeyMifNs2v7vI15+qby6MBC4fEzotUe9VuHxKcLfC/BHe8REkO1l2BXjvW9IelFKeu/Cdi1qHaF2BKUwiiF6mXCxzVaZGVTEctQscygfd2gDNcBuLPY2XBCt4cTTMq2QupkzDaUoJ+6zrGggPd+MIcwZHlPU40DajiA6Qz1/U9Ie5m83leC7mbOuZ13blvkAgrTWYpyA+YPUqodEaQpDmLK3WtA4NUHOTtaYTaexZvWaheotpxXY8AIVcifX6C1IuQp1miUE1tMAuhGUQ9g8NQTLVu4nNC8ucvsjYjBi1ba/q+W+Fxa0O0oQwUxZIiWGWkItAdD7MOXnWqXknl6EmH2dsWnejxi9WBItJsTPzrHnQmDwy9XKLXeXmeVpZ3kZJeIbBK6ssJ7jx4OaO/sYT55Kiu9aV7DPShjuvtsUEggDyFIBb5cofo9lr90i/zxHO0Csw/G25Gd//YtVBvgy5//jH39Aq+Dg79yVEPN8Z8ueaX6LN52LJc9CUo9D5FnHhQfTY9Y1TGpbXm1GnKx7KG1x2qP0UHatR72fxAYPFxSHOe0qREdzyu1BfbUwz7pRCq/pqdJZrJRNj2N8tLarUcC8mkz8aws9yPsUmEKQ3nosSt5yLJTRT1SjD9zuCxC7Q0lEM5XuEy8PE3pSaea/JVISRLJ/HT0mcw+g4XFgw5oBeAVJvaEyFOXEfnDiJ1PGqJ1S7nXKeJ4L62ZeSzKLntD6oM9ioOIaJmAgvzxnLTxxJFmeS+j6ol8oYul5atatuCxamhwsQS8oGR+o3xXKSsgKJKVzIybW6noAmupxKOVJ55UooWaRmgXKI5T8peBEI/Rq4q2Z1gf6q1+sUvFRGCzKdi1tPfrgSa7coIcL7vNc9EQYo2dVejzaafyo4TOUNXoxYrBc8fcKYoq5mQ856PJMUUVo2eWVS9met5nsL/COc0gq9hJ1tTOcloM+Lc/eRtM4MGdCwZxxaqOhVNdaZJLLR0Oj6jjeCVo+FnXjdAQEo+OHX4AemohawnGUKsA44b6WBMPau7tT7hc5VivWZz2IQoMdlcstWwAb9y+4F5/wqqNGUUlL4shn0YHuFc5wUIzUFx+MyK5Cux8vMZ+/kKCx1btp7NTSxJClmDORDxfxgfqGgwFMtf6ikrSz6p6lVIyWx0N8YOM8rhHmxuKXU2yCAxXlcgGOlFxovNn9VWNSlMxf7+abCvYbfUaxaIOBaCFloM1QoG6Gfw7OpTqAEaEgJ1VNId97KTA9RLsrCBfVKwfDFFOQIP1XiogynmJmszxe2OqOwOyWoK7CgFWa2knFkKnUWkiEoMb1sBm3reZ0XauNmGxFDR4B9TZ0nQ2dCMlHNHNdd9yhDvqll5W7P/FhP3va/R0iXv2ovusvuNzX3b/DK9RgF47bgRmX1XoxQpT7ZIsFMlCnrE20yRTkV61ZcDU0PYj4qMDcb+adbQjdx1olLWynrSWuXynAR0iQ3FLiqPsLNB/HnBJZw6SKYrdhH7vLZqetLbn9yxN1sNbwWMMnrXYtWN5K2Z5R5Oda3S9I+8/GqDzjDCd07x5LLTGLEGthVJkSk8ztIS3DomLolvTQRD4m4SuKEWdqvu7KJipa8DheLClJv1cQOEmgbIW1ctR/R7ucEy1d8LyxKIdxNOM81/KqHYhmcD484bliWX06KeNLm4eX8PAG+h/MaNnDM1uKjZ5AVzmZUPrtfhG41vN44+PQcH9d18xiCteXI5I0oYQFBdPR+z8wND2FNl5tQVrmNozvx+jW7aBpUmEAG5L4V4mc08winKsO51dRT1E2p1OMXvD4q3M+co9uTkuDehWKC7ZhSeZNphSgFS0jpCnRJcraa1UnuEnC/SyYP32HtzdI3tVYNcxp38joTwQychsVBJZR2wdk3mOX8REE8POp47s+QI3SOl9KRWkUkrM2+MIn8X4vONEemhzTXrRUO/3ZBHXIs3Y9CWIppdh69/rUkUzENRy6PYZ3cisdXNEpZhCbK5pMIqqL4jpoAW4pg4z4kWz9aJtckXViZmYKqUcaeHuzjuwm1HEK0BJZds7FYqX7mwCk2mDmcti1qsS30vFurADZLj7R5iiS1SSmMEfPeSdp8c8+ftDHt7JGX5sKd92aKdoFgm7xzOO+kuWdcKvHzzij169xcW0T3AKTIDK8PRsFz/ppKdiz/ALTXrpu16kIMHtCoLRkpBYhY+DzHoX0fb/hUIes/TWit3+mnuDCbvxmkerXY4HC35p/IzlnYR/+/IN7o8m/GB5B60D9/oT3srPcUHzo/ktns9GRJEjezAjAKtFSvsixVSK9e2U0YuUMKm2FeLWWq6uoSylStwgXYGb2sx6OJB72SkyKecEyNP8dHWs0pTVuwdUY8E5NLkI1LQ9hW5GDH9QwlKkCG+KEjTv3WFxP2H4xUiShHUX6JyX+dtcXQf9rtpR/Z4E5BDQy7UEgboRlGq/JxWR1dhJgZ6vcf0En0W4LNqKxCzuZ2TnjTx/ez1sbIVL3nianYzofCk0mvlSrsVoKBty3XQoWy0V1IaWty7k2mWp6AaPBxAZ9PNzcfPafiZxRNvwopW1UNfSTdAdIrYoULajKC3XorncHcEH3MXlz1RM2vx88/W1gOyc8Fp9oP/JhOU7OyKEc6yx60DvwrE6NgQlVEgiC+kQtVzR/MYHROdrwmdfXgPHIkt4cJtyPyN9dEV9PGJ9SyQj81eShLaZoulJZV2ONW0PVrcjoqWMD3UjdpWTbySsjxTeRoy+hPy0oR7GZFeO5e2YeOVx6S7RvMYMMmkNV0E0skcDwqrAR7Jmo6tudLFRxLpxDVQIIju5M5a29ab1rzrt5s8fvyaIIff5Buahs4/cdo3SVGbCkabYMzQDRXrpufog7fbAzjgm04y/qLbn9vOOr13g1XWLvpwTypLYH7FXOrzNqcaIa8i3CooqJRQG5RX6oOTxR8cQFL3nUkEVQxhOYeezagsC0JUjOy2YvNdn9vfWNNMEAuTPLLaAaqxIrzzrQ0ObGcoDaXtuqkGXBHpPlczbelL96QZ6z6Xqmf5Ci54LdzeZe6JJKUjf2RI/HqCqGnU1w0YdaOHlJc17d2h7GrBEV2vKBznxNLC659HDhnIV00SeRW2Insb4kcdHgdWRwRYD8s8u8f2M6u4Ys5aFVe3EtLnQTJpM4yNFvPS4TDO/a4nW0HvVkJ87UGIXp1sox2L+sPGWVbAFW7hYbO1Cp1/tIgVIW1m3gbqvO/rMBhym0K0imAgXS1dB15Jx131NMvNkV46mkjeQoK+2DjTppSCq0R0C2yp05dC1eGqq1mHWJX53gO738MOcejcle3glrb6rqRicn03JX/UZPDUMnpQc/BDK3YizX7FM0x6zeY87BxO+XO0xTgt6hzXPr0Ykg5Z398/4/GqflXW4Zznxy6gTVhEKFEgbPJk60plmftfgI0W00DS1whRqOzYhaEIUqMqIC99jP1vxZu+Cv7k7499cvMXf7H/OoVlQuJg/f3kPYzzNKuJff/guf7F7j6Phgp1kzfv7pzyc7TFbZeIgFzu8kjnx8sSQ39nDTq4HS1t1n00V6z06SbYWeX61Zqt32yktKdOJ/FsrmX5HsxDkr4AEw6DXgRQNi3sa3cDokaNNxWPYjXroq4kATJyT39OKtmcpdzTqQcZ4sYe+NLjjPczFDD+dERZL2eTiqKsqg2AUjMxTdWRF3EFrKLwErSxDbbSXtcasatpxSrkXYyrP6tBSDxXpRFPeHmIaj8sidCsC+t4q6p1dsmcrdPCCsA0i7SjnrTtBbSVz6F5PKr66RkWS5AK4XkyUJnC4K4huQJ2ew8khwRj0YiVtz87ZSX7p2vQe1SF5vyJP+FMtZehm8T9bzGH7/0MgfjohRJb0TIB1V+9JouIXitGjlqaniVaSWNV3dojyBF06Ln9lh93PvpQkjQgOxNt2dUsRvXPCzqcVdu2ph/Is27VjdSuCIFiRale8ujemIj4RkNviTkKby5ikHkK5a9j9/pzkcIc21dRDRTCGrGkRqd6INo9YnUQMjMYUDTqJyb73SJKdi8kWRIXvlNu6UUhoRNcgbNyZgpdL1mEUQujayBs0++bYuFb5IOhouOZuVyKbmg3uoIJlfaSpR5CeCfPAW7j8puHoLzzJ5fyvjXNfu8Ari7qRVtKTV9g44ni5R3Grz6vfsPDhEJsHXBJIzzXqVc76bstb/69GJA6NoCxNHUhezKmPBuLpqRV6XbP7oxn1/9zjs5qyimjmPXTb0YQOBAnpY1AN2EZhDOx91DK/Z4XLeyliE+W+tLHtStSs+l/IpYwXnsUdQ/ZMocu6G+4r/ChHn1+iZyvczgAVPE3fiu7wosH1pGXc9hS7f2VYvGlwScBONDoO1HuO5MKQv0As/QaG6HhEMIpoVlEeZJR74guMgqqbY5f7khhM3okEJLYPbRYRdOdtGmTWvaEEKA/RKmz/TpCK1scSgKUSDqglxKVI97XZNcdWNIwRZaGSrVuPj6HYkwBsao9qA9lpyeJ+LnKR3XxE/oQtzavYlwdSNzHZZC1o2s55RitF/eCAZmhJTwvoKn/ZMICq5uhfvWT2y0fScjSKYBT5K8UiT1C14vH8kGejMXf2p4yTgiRumU9ylqOExUe7ch3uFaSfZxAgnnt0rqmGqrMs1LhIJPo27kS60UJ3UiKakaylInarlGqvhSN4J31Jqhs+To/5YXGPJhj+6PGbZEnD7mjF/smKB70rEt2Q6BatApW3PFuOubUz48nZLu3aonqeeqSpDxyzX7a893+5hXr0gtAh2bfgpM3m0rZSYXkBmfjJtAMJ3ZiPxbFQMcZDCYTzpQCmNkExjohmJYPGg0pYH+lu5g/ZaS1m5L2ejABucFHzv3pC03/A8CcT6sM+8fkVbhhjzjfAI2ROumqk3dzLMOdTqUatQRWVzHw3wg9JTNgZ4vIIM69wewOqvZR4WpG9Kpm9nXfIb089EBBQE1ki17C4k4v4y1rOb/WgT785EWGas0tCUaDHI2lLxkItVIMBoa637lA4hyoEnasa1wnnWNxuDhrMMMOcz9jWYUqJG47vxE3WxTY58kUpfN5+LgnFRvBkA2jTfmtaoeIY3YmW/CwxkOADlNe61GZRobwnnveoBzB/oIlWWtbm1HD6u7eYvQ2mSjn5k4b9PznDd52R+pffEmpiV+0rHygOInqvatYHCTpT9D6dMnvrEO2gGoGuZORU74hEbf5SkV6Jz3jQHcXOSQFT3h4Igv9IfiagSkPQMqNvhpLQTt5Jya5ihn8xITS1uKd1jlOqwzFcg++669ChsrcazZ2j0KaKBa5lO28CDLWS+bxWWzyBn85gsUTvjDtaZCBaSNt+fasTAmrEMnZ9ZMn2hvDs54e5r1/gjSzh1j7lQU76YgFnl6hXl2RKsf+DAcOPJpR3hpz+SowtoffSA5bFXUM1liH/4LmTSuvuCLsUA4PiOCE6naPnK/iDe/gUwm4guVLYUm443fwyngaiDmwkdnSS2bgECEHoIIlHGU/tFWppOfjzTkC/q4iK2z2yl6BbR7Ba5OaUCKybyQJ3/xgfK5KLmmYQMXsrRzeBZoAgjCOPcpBMpSJcVxa7gvHDGlM5VBuoxxGm8Kzv5NIyCtIeblNFtXuNAi4ONPUobAPp+liCs3LSIvLx9f/VTVfxerYes0HLPLHpyQKLluIjW48MdV+yXBdLwNUtqEgyXHnIZF7uEnnPuAk0PdMBXQz5WU1xkEolHYMpBGntI41Zt/RfWJqexpbSigMELQuE9Zr40Tn69i6qblFXM0KWykPZih2cUorBZzOCMZTHOd7IKCBaKCbfCmAC4SylHFtOXZ//6MGHfLp/yF98+Bb5VFGPAzZyLB7IZ+s/FiCdSJCKbnbbgUvalI7LHK650Ua6JZtuQfzK8mHvhAf9B7TeEGnHpMn51y/epi4jrPWsiphxWvBmds6d+BLftR7+5fQDfFBCeeoX1KllddajvlOjVpaAFgEX3c3jYVulqs28LkibM/TEm1B1RhbUDURBkKFNA2lC6KUiNr9ao3o9CQpZQjtKaYYxyWXJ8MuAqRKqgSFeetgAjrWWNre/oQu9Lhj9m0edU08fRgOiFzNxSrqpvOa8cHY3wKtCgkgY5JCK8L0Gef1VAaMM349pe9F2Nr2+IzxTl0hinJ82mNJhz+aU92WWmMykrb0VlJktae7tY0NAV2IlR1EI5aluJCBGkVzHqsLPF6iyItw9EkpTYrHzkvjhKetv3SI6W8rcvBABBzUaCoirE1sITStt3KaVoJsmopRV1zLj3gSMDm2rD/Yk2Ha0IRXHaK1FH3ux2CKbldEiufjqDJUk6J0RIYkYfdkyvysFRO+Vpxxr1geWZqDwscf1PdnnF6J4pcQ5Kfn0FdH+CEJg8EjU6OZ3I5a3ZFynHdS3Rx2SWfApdi37h75UtD1kLFMGcZVaKdo8oJ3CvJIkO5sI5ajpC6NCbrZ8aXJN71Urred5l0xsHInWBer+HVTd4C+uRF4yTWV/qBtB7iMgV6XU1nAC738+lW6jhtUh/P1GxU2r6zXgA/1HS4Lu02aGZijPvKlg53Gg/6KTr/xrjq9f4PWBEFuieY1aFdf6nQ+fMboc4vZH6Nqz95OW/EVBtZdy8EMxb677Fh+J0Xg68Zh1S5tbioOI4kCTTHbwVnHr958TsoTi7lDagUYxf2Bps01rToJuOnXEVzWT93OipVS5IXMQeXb2lljjWaxTykaQpRsUo6khvejaSWojrCEOKapqZCG0Miu0iwo7L1nc26HcVRJ4SiiPAigoDgLJVNF/EsgvWtKnM2bfEu3aZNJSjy2X7xsGT0RdKxg6cQuFKaXSjJaBaqyodx2q6bSRC8lKg5WA0mZIYJhJEiLgHfkIGz3naHndPmozqe42oLPQzTM3AVRreY1WqW0V7Y3MgbwVC8DF/YTsvKX3yrG4K92GjVITQPRqyvDSsnx/T6Q4uwpgK32YCDpSUNyO0JOZEFkqkm2doLpeFLRHI9JXa7TLaHNNvIDRf9sy+UbC1S87Tp/vcHznir87+DFPih3+zi99xGcPDjib9qle5qRLUZ2qdiShSK+EHiUORt010hJgXSL3Lp5qQhJoRx5dKvCKZK6IfpDzB8m7/O79T5nVKX/8+A3alzmjzzWL+wnm3oqX8yF/Gr/B7+xWrH3Cw+KAP31xnzRqeXk+wi8jdKUhd6iV5Rv/eYF9dkmYL65pFltUqt4ijLW1smFFYrouhvHVtfjDRoAgS1Hrajv3VL1MpED7ovyjWs/6ViagvbOacjcWcZjGi2rVxr1IK0k6QWbMiyUsEPWqyOJPz6/pITfVg4InDHu0uz3s6QxmS9q7e9SjmHhWY5sWtZYga8/nhDRBZVbkJtcNtpDAolvhp9pVg48MIU8wpWP4WYFaFhRv70srVoHfHaAaJ7S8ri2s+j1xsdm4CXWgK1+UHRVJUN3eaFxf0wz65KuS9NUKN8pYfbBL/qoi+uKlJDD93hatrYzGl5WA1QbdjL2bLRMCKs9kRtzNgt3BiHA4wjx8wcb9Jxzt0uYR0ZMLwmot1XiWdcIUMusNp+J1HB0PGD2Wc45mDfHc8OTvx6gQ8H3H3d9XhGcvJfHpEgJ3eoaaL9AHe6hBio8UppHn31Sy7n3XSdI1pBfQ9qRIMSXYJVIZdqYWPhYkfzKVfcolmsFHV2Qvcy5/Me/2Ci963bUjO4P05RLOrqCpcW/cwecH4gld14Q0IiQW3Y5whyMBtAbEMMN71I+/kHl76ChGG1xDF3yJzFf8g922Xb15hjYCNKrz71Vtl7xqRbwIqOfCxU+vgiRzsEVR/7zjaxh4HT7S2LO5tBTL6joDbBqUc5iyRWednmflUI1Ht54mk9ZSuavRrQYSXKxIJw5bBeqhBNfw/iG9H70k//EKIktza4fBU8XFL1jSq0A8lwsYLRrWt1ORihwbkktNtNSUB4HZbAc/asArxj+ISOYiyViNFeOHHSClayNF58stp2+zEW3oDfN3RyRXDT7qAF5roT6pYHAJ1GMJpvHKkz1dSFKy9qyOLOvDhGoMg6eBaO1Z3jKCWswl+Fd7geyVnMPwYWAa621VbEppISdXgdXta4qBdhI8ghLj9qYPaEgvoffKYUuPS7S0hw411c6mCpbXTa4C9Ugq4E0gNrUEa0z3VcH60OAjqAcR2YVn8MTR5JrBs4o2M6KAVJSokAg3+cUlYdN2M9c+pmF3TDAan8coFxFaLw+XNdskR1SUJDFJH17KDCiyKO8ZJoar7wiH8tXzHf53xT8BYLe3Zl1H6E97vPXPC4qjhMVdad9vjBpsI1kuiLGEqWRzqXY3doJdJ6FWmFJh1oIARcP8kyH/7PNfxR3VsLSMPtUMnrfoxrBe9VnsOv7i1YCn98c4r1lXMavTHiun6H9pMIUASA6+X2HP5oQkkqB7UwR/0BdrvPkClisBCKmOa1oUKNsXI4UOgIIx4txVNeKw0wggKGQpbmeATy26lWdNL2vMOGV1JyXWiv4XM9TG7D2OtufwmixhCNuq1r06e60CgQ7ggszcQtOiJ3NRYTq9QPdy7OVKKHmDGKuUzPiXJapqUMs1NjH42KJenWMPcgbPBFjYporVnYxqqOm/sNhlI7KCxpCcrwWx7j2qcZhVKZ65vUw0p1cFajSQRM4YaTneoEKpPMP1E6J5RTPMSU8rQp7QDhIWDwR4c/V+xtGzWBLF1nX61iIQoaYzdC7ybH4+lza/Vqgsxb19m6AUdl7i92WspNc1HOziBsIkqEfiQwsStJVSrxkubEcNdUM0KYlfNfg0lmTVOdqdMWZuGP0oov+nn1P/zQ+wyxq1ruHRM2mtr9aE9x5Qj8ReVbdhK44TNJR7EaYO5OciqTt61DJ9K6IeQLSW57/NoPcCkqmXgBsr4oWn96OXYDS2aRl/JkIs2YsVPraYVUV0WkvlH0dyT6zGJQZ33Ce9mnWKZh63P6IZp9RDEfCRubbBbjovIPctjrulGK6R5vDTADYf0L1M0PalKJtxuIvLIlxmWB+L5GWTK5qeFC+2cyjzVuP72c+PcXwdA6/Skq2AbJ6JLNhQlviTQ9phSnS1JkoM5UFKPTQ0mcDjVYC6L1lIftrQ9A229CQXBev3B7hU2rDeKJb/8C77319Iaw7hp2bn4s7T9CCZBsr9mGK3Q322ncrSOjB8KApPs29E9J9q6qEoFY2+rAjPFNFVSXkrJ5420EsxFzOZo7UCDiKJaYepzDB6hmheE89i0qmTWSUQlEgGeqs4+Kua9NkcQmD5zk5Hc5JAN3zsmb2pcakmWkI9ljmsLaStUxwJTUe3MmuphxI44hmgpWKV95M4WRx0HFEgWknrNJrLA+NiRZuazuRAHHfsShF3dAVTi8azSztv2g6Atpnd2FLa3U1P+H62kAw4GMXgS6ms2kFMtGrFnDxLKd/cJ3vSbXbOy4v6cH0940j8R43IBZplDV6Jbu6wJ10Tpbr5rsVOO5rAdE442Sea1zz4pzFX78YsH3iK+QDfd6yuMoY/ijl62GKnJXYYgRLxAVMLGA8lYDBdd6cVy3XQDUSLrvtRKOxKkVxBOvH0XtaYdUNQfVyq2PvncPmBYfC8pf/5jGjRJ15EzN6Q97q6OMRU0l3YfxoYf1agW09xnKKrgPnJI/zPcU0JZYkaDLoNv92icrdi/lUNUYQf9URf1nv8ICfsS0Wr5yL5qOIIXbc0uynBKDHKCAE7Len7QLWbEL9o5ZqaTn0qifFl+ZqAB5v23g3OqVCZroMvUUR4/wHqxw8lYVitZd7sRBrQLCuU8wJWXK7lWTrZAa2wZ3PcrTFq0KcaR1QjTbz0pJctq5NIEqbWE3/xirAzlGugFLqstl67xBG0om7lUotdpKhW3o+O1ysn71GxIJ1DZPDd6MZllnYQUY0tbaIYPG9p+nrbHsUa0Sw+HGLPF2ilZe6rFLqpt+Af1e8RlBIBG6txmeA3eq+m+JHQZFxut+I7oSi2uswohb+8ukakRx0v99FzAR2mKX5nCBdT3vovBiRfvsJfTfF1zfroTSa/nXL3D1boun4N1JVclFx9s4/ykF0JmtlUIvOZTGrqcUS88Nv9JL0MxEuZh+ZnHpdqTOGxpRRX2UfiXasGfZTWpJ+8JHmWodYlepBfuySBaGXv7khyVDnMoiR4jz6biIDFrSPCQUZ2WhK9mlE+2CNa1JKIbsRF4PX1+NccZn8Xd2sPczGXZ+d4X+RGr5b4g0y6hqUn0RCvFC6SPS5/NEevS8J88de+/tcv8BLQT8+kwu3Iz6GuUeORAAZMhk8idNGSFC26TajvRQJlL6WtVA8V8dKQTFqhzowT2lxarrqR4GIqmL/dp/+05Oq9jP7LltGXLT7SrA8tzUC4iW2u6D93JJOWtme2VVw1NLz5exXLuwltokinnmonwpQef5hhVw57vqC6M6Y8zsmeLtBtu1XksedzEX5v9vGxIZ04VAjUuyl22TB4UpInhmZoSL//GEZ9mttjoqVwWqOVp/cqcPorEdWRbAbtnYbgFGpt6T+UirIZehi2uKVl9LkmuwhUI+Eam1LaQN7KHKzakSAdhLpMMwBdSwup6YvX7PpYVJWUD2SvBFAj82HJgiXwiFSijzetpW5uvZkDN3SVorSliz2NiwfYolO0cgGzfyhz+h3NrU8LaYV2BuIbsXmlFO04pRlYCbqVJyRG1Ilaj88imdWlCXpdEyJBqYY03gJiCBHRrObWv1zw4u/uMnjmuPwgIl4I1akeaNoPxlRDaZE3nXa08mwr2ja7Boa5tGvjd0+WriE/DeSnLel5IdaKqWX/hyum3+gRn6/Y+zGYsiVYTTSviHNDfioJkAoCRrOFJ72oZeOZrOiVLXqyECTszaPj2d7kvaooEi5v3QgwKY2hlwk1p6PjuJ2ezCjPF5QHu6g2EJctqnW0+wN01WLWLevbKZFW6CbBPjpFTwzK76OW6y1lJkQWVRfb99+cl3zpxDluij5sAoRWrH/nfRa3LSdf5uJGs0FFt610MHxAOy8Uo8iilmt0lVHv5fjbOyK+X/TFhavpOLwjMRCIl5BcFIR+DqcX+Acn1Lsp/lCAc9GyxZQt7S+9gWoDi3sJo88coW+IlmvCcoXO8w7h3QGinMN++pz27VvUA83Ve5b8VKiJvVMnYh1aOgnMF9I61lJchF6K0ho3SNGzNezLCEk1LSGJsfOSZhhR7UUdDS+wfvdQ+MhlS9OzNJlicS9hZ3KIXpdU93eJXy1g7wHm9Ap3Nbmueju9aA3oS49frYh/9Egq2o67Ovx0weBLjf7oEb4T7lBxBj95iBmPGOVyLvFlSXWUM/lGxP6PSuy0wKxq9GxFyBKy/V2CVvReNiRPpzSHA+JpoN6J0aWjzQ3VW4fEP64gjgQJ/2K9DbZqupBkopuLqzQlpDF6vkbPRGwmVBVuYxf4+Bnp2SWhqmjLiiSJcIMUu7sjAMLYCj2uc33a8se1fq3aVVqh37gHRUV5mNM7naJGA1wvQU9XhKsJ2ctc1A9zQ90T3YN45el/NpPzbtutneTPO76Ggbcjrq9LVJ4SZivUaChuLMZIRQOY6VqyXjeklwhqdL1vsAXohafY09i1ptwVo/KNi0xQkF0I2Tt/VTN7K+uARoH4sqC41aPpQblnKPclO0+vNMNPVqSNo93toWtH/9MSN0gZPA7oSjZNQCqRBuxZBZcT9NGQemTx/RgVxtIeVYqQiVm2PV9QvLmLSxT5K3EBMkUj1WLZEF962XTKGjurCJGhHgrgaHFH0wwCybnB24AbB1ytUcOaakcAS3apaSIDvZb5m7HMHXUnUxgpdNOhKi3EUwFDuDR0yBzwScC1ncF3h1gOGpRT2EJaLWgJpE1Pkc6E36v8xlFIApNuoRp2mfAFZJdeUI3JtTBJMtGU+4p6JMhgc8PSMpSdFFxHiwHEE9YJOEY5oTa1PfneBtCmmpaQJ6iqRVUtIYnwvQQfG3ysOz1rjR5E7P+wIvnBl0TLt5g9sDI+yBTrfclEvAWXSXKnG2lPt5m0mOOFgKtMCckkbK+HqQPRyhOtW8zlAuoGk8SExYr9M+GoJk+u8Dt9fCbnnp4VpGfgE0s9ijClI55W4AJ6gxF4fk7wXfW1oQ3dEOGXjbQzDO/4mOQpOI/vZ9KO74BWel1T3pIZo9rrSxKVG2w/pjruUe5FRCvR7k6uNspvQdyHqhr7ciIVSa/TUp0tO2vBr7SZga0NIbC1HOzALebwmItvWXTbVesbYNhGLMN7oYgkVgJaL+3oToHk1YLqZEA8a2mHCboNNLmmzWS9ZpeB/GUphh8qQwMui2h6hmTSUI8ty3FCtI4wVSB7dsmwHdAMZabsdwao5QqSBK0VfrnCDPu4+RI1mWB/XDFq7rE6GZKfiiSmrkXOMzuvpbtAV7klMeZ8RkgT3E6Oyyw6MtjpmhAZgs6kio400bLFrqA8TGgzjRtq1K4lmYve+YZzX94ZEC1S4ucz/DCTRNN79KC/lcLc3orVWkQlnLsWn9g4Mv3gY/l6gxO7mUO3L0+J23bLY86e5WRfDFBFRfWNI4r9iHJnxMH35uz9qyeE8QCfRRRv7hIMQu0aK6KFxSUKW1gOzndZ3R/iI0WaR0TPLqnv7QMQP70kJDFMZqjREDVfCRBvXQi4bNCXcVQciyLVdHr9GR8/x+6MCZ0NpM4MG5chszeS+fpiKeOXsrrGFhgjJh/WkH9+KXP5PMOlVsBvUSyuS1FOm2uagYyZ4nmQwmCxvBbq+GuOr1/g9aKMotJEDJON6VpiVlRLrkRLOeQJal2iKkf2qsDlFuWhGkkAjBeBxR2LqWTQP3ja4lJNu69oOu/Zcl82uuxKNhq1rnDJgNHDhsm7MdFcdeRvT3FnQHpWYK9W+H5KMAZztZTzKBtCnuBTS/+zmbSULibgHPGjc+ysLzM4q8GIChIhUB/2UI3HLhviK8fqbo6pgihclS16UaJmC0IQgQF9LoCUNBXeb7OTkV2klDuwfADhNEElgVAalOt4sWswpcVUluLIb4OgqRQuDh0fWeGyjkq0AJBExaWyabVZEMeQjk7k0u5WRd2cx0B+KhVfNZDrn8wCLhJBDteT32nzQHrRARI6Fax4JucTNMzekfZztFD4RFrdINfqq2AFnSRwuCfa0x3lqc0Ndu3QlRPj7WWnFawUIY2kBZdKIlYexASlKPZk7p0sAk2mKPe+QbT02AJWx50Wq4VmCC4Ocq2SIMlJV/FSCy8xaJELzS886WWNN3or6dhmlribPVM3Qinx0u4N/Qy9LAlJhMsj0Wpe1ti6ohkI0NC8vJI2ZZ5K+9do/MkefPn8ugOw4Z2yAYV0Ig5WKq6QxdDN9gB5v8Sga0Owmnha4TJLtWOphhqXZJ2bl8xKyx1BLreZoh7FJJW0TtVseS0PqTt92yxFbZWOrs0HdL8n8n7WorJUNv4NgnQ648E/vUStCnwXZDcUJjefo+MI8rRTo9K4Xrz1vXY9Q7Uj9Lz8eYHeiajGAiT0FhZ3DdEqlmqxqWkPBmAU2VlFPYoodg3rY8XgCQyuKnw/w6ciy9r2IuzMo3xAxUZ8iJMEkgQzBDdfymd7fMrd31uK1+w7eyzuxqxPFHf+xZrq/i76ZEz0ckqYzuXzA6pJ0EZj1rXse0rhE5Fp9YmMdXTriZaO9aHddpVs1SHqc1CtYnnLEi806iTBVIH+9yeCTJ8vt2viZiL0mkXkz9CAVlmG6e4VncrY5h6pG+1fViuIIxZ37rG6LftGeZSj9zLsoiE6nZG2nsk3hyIwkcp+03slnbtXf2uXdBLY+bMXNLd3mf3qLbLTCl07/LiPenkhDleDHC6nW6CTryqoKhFR8YEQXnck8IX8W+XZ9R5iOvnHtgUTC2XrpmF9EFOLsFgIHW8yZWMdGD/rlN0GPYLvHNYi0HVg8LQlmcgIxG/0njfX/OccX7/AS9jC9ikKyXY7JFq728OsIjHJzqRd6AYJdrpGrzWqSdFNTLEnC7f/wlEPNVEB07cjQfEaqUxsCdHSo7zeGjq7cc7gJ5dgNNG8o1uEgD2d4Yc5IZbL5WMDsRFefdE5kjQOs67g1fnWkksZLZvq+ZSwOyJYvQ3SqnHYZSN+wMsGl0f0n6xxicGsGuEAn3WAIsDfPabZTWkGYi04/dYOug30npesjnO8EV3faGpweaDecehK444c0cyQTJQE2yTgrCAL44V43/pIAki1G9BVJ97fC9vq1kehQzPLQ08Q5K7wdaV1LKotQt/ovfJCku+L7Z9qweVhWw0WBzJrzl9J+7ntyfu4XO5Hm0u7dnU7kL9QknTBNfzfGMKDW1SHIuRg1456aGgTEURIW48zClVbQWdqja5b2agjg+7m+m2mtrSp5UBayaU3JFNNNVZb60Hfeeu6NJBMhE7V5uK1K1QpuW7xTDakeNoSnS0JxohC0k4qXsNHY3FmOZ9JQtC0hG5eFzrzb5SiGYpwRZtbmXf7IAEbpDWmlKBZxynR8wh0KhugEUGAjfONyvPOsN7B1KHXUWcK7gl59+GMotpPiRYtPjKoDjjjYsS2cSxJSVByr5ueaHw3A0s8MaADqm1RUSS+vGUtlJjIorSGothu8qqrXs1wQH1nl/mDlL3/9mPCopuHeU949Oz6Pm+4yB13FWOkFek8fm8AIdD2Y9ZHohIWrT3V0BDNYwYfT4AdJu/IdbNrqMZG+LwLS3JR4IHZWzn5ebsFE9YDxdUHKePPpMuRfz4hZDHlUU7eeUqrELYmCtukom4grKQ71cuJJzXFniWeBaq9lMWdCFODPT5k9KGFrqWqZ2v0XIm2eueFq6yoKNl5RTtMMOuWakfmpy4yr7EIkstAfuGo+5rlbQMBBs+c6Fc/PJe59MY2tLsHwOvAoq+YAWzvRT9HjTsd+HWJn82FarbVzu44suORAI16kDSKctcwe1uTv4zovUrQTWD86YrZ2z2SOfSf15iiZfZWTjoRbI47GKGcxyWK9UnC+LuvxDN30EP5QLicyrpKIvRkvtVbrt85IX58iXYOIoubzF5LJNzVFILHlxU6jghK49drNFybItywWNzKqPZ6MOrDxRUkCe7lqSzJPEcN+5KQakX2uCFYhX16IbaEHXXp3zVL/hoGXgV7OzLfTWNcLm2Z+pag+oJNiNbScnUHI8kKjYGu1RtPK+pBJibsscx5qqH8bH0r4FJPPNW4oFjcsYy+rAlGYRcN9un51rXCRAZ9NhFZuOUalSXSBkoizLKi2c1wBz2ieYRelrSjFF20mP1dmMw6orZBzcWMWV1OcfcOMeuKYBSul7E+SeQB8oFo2aCnKxhm6FWXhWkFh4fUxwN05VgfSRus6VmaXFGPNfUgI70KlIfgBtAOPaHXonTAFVay4p60vHStaHueYAPNEFASqHwMukK0p2uoxgHX+cnapaL/RG9VrHzM1p2pzQM+CbDWlPtd8CkgvXSsj+xWclLkFZVsfjtsOcXzt32nbBMIiQcdaHoOexHhkkA0V1Jp7vbR0/m17Vqe4xNBF/pEABvpZcvqVkTd19i1IdguCM5WKC/zXp9YdNXSDmKyFwXcyjrgkqY+Es6u8lLJu0Qq+Hgu1bpqO0DZ2BNPrq8HOzW+1ZiziOw8YAtpe4p2rCRu0aImvmgIkaEZp+ipFcCT95KMuUA7TFE+UO3GlGNDsWuxVcAWHpMYbCzVD0ahGo9ZN6jaiw3aRn9ZqQ48pUSlRysBJjovtBLvutazRtUter5mfeuQNtPE05p6J0Z14gBuT6g4IqTSzWQ76kgy85ja0w4SGX/sjmSdd68d0gTfT4SSc0PIQfxp15z943fxMQyeOkJRSMX77XdQ6xr/xWM5xy3FyAkfO920WTwhjfFWo6uWZiD0kWqgUF5sKpuBwS4T0ssaU2U0ufBDy53uXvc1xX5fAlkqCkqmgey5k+6JhtVJJNS2MMIua7InM3yeio+rtddIWaVkQ++Q2ME5VFFgZnOG5m1Ofy1j+laMT6DWMHyM7FedFnVQajvTlQ5evW3L+1RQxC63ItYSy+dTXrG4Y9AtjL9oqAcyZzSl6M0v7hhsYYnSWGwLb0iDvgZko0tmN4FnwwOOI/TOWMZ7WtMc9mnyXbKnA/HI7cBuG73pEEfi7+2lQ7g6lmq83FOsjyz1rufePxO52J2fzNFly/r+kMGziulbKf0XAvwrjjL6TyQhCZMpqmsp++kM1e9RvL0vDmd/tUIf7hPiiOjj52KGcPeEZj8n+vAxoW7wq7VUvUpvFdQ2e6rO822QBElCtkphmySxqaWCba79fIPr1NJ6Of2/esHqF07EqnTttipkP2Wv+HOOr1/gtYb2YIC9WBIiw/JBj2HRiMpT43GJJa4bCCmzb/RJZg6bCFDGLOUhT2YxpnC0PSvE/lWgOJTqJp4Y0gu2F6caW/IXJfbjJ51CjSOM+uirhQB61gXsDHH9hGYofrrZlxOUT3GJwVsNeYxuvOjbWoPaGW1FtkNdS8apNHrdELIYH1vansWuhaa0Po7oPwvopJOf2+2hlzW636MdiD6oSwzxwtNmmux0zfzegOIwUO0IACqaQ9vT+NQTP4+pjxvinZLgFc0kEY9ap8QPdtfhMt9tqoqgAzoRykswEM8VZUeZSa46T91N2zmXCtgn8nq9p3pbBQvSTza+/ouGy2/GuFRmxhsTBUFCKnwUCDbgsw34BlRh0KUmueqqzW52bK6WUvlv+amGth91EpWSXG0CRt1XlLuWeOnxSdd6VYq2L9e22ks7a8QY3QTKkWy60UJm0fWekw2u7DoEqXQDtJPrsr7fUh9XhNOE9EyjX6To35xQPd0BJaCaEFtcL8ZOC3Ev6kXEs7VQX5oNYt8SehnmciFzrEGCrtttV2ZDEREHKY1KLa6TAHWRIj/T2GlJiOxrMzwxa+8e66qCXm+ruQsQmgYVR/hMb7/nDQSjKXYtUeG7LkoPbyGdCv/aVh5biEjMpkPU9gzRVOhafncgM/R+DnWDXpRs/FW3ZgHd14O/mAhH+HKK73jGs7f7DB6JMlkIopq00ddVRqO61yWRqppRJs9RbgTcOPGdaH2LjzWreznJpL1WFzrcgP2E/pZedHKkRtbt4Ms19W5MPKmpRzHVSETwL7+VMPrSkDmPy2OqvSHlyDB8UhGfLqVACEFANZ2pe0BGMxffFhGP9Ung+M9FUjO5amn2Ra0tvlhLy3yY4FILakTyTJL2EIvFZTAK1XmIBwPJzFN0nroSZC1tLj/b+1HF7M2YtqeIZw2hl6Lr5jox40aLuQNcbcUigt+C3ZQxwrHup5QHKW2mqYaaYIb0Xp2L13AnS6njGFU3ZJcO91jR9BXVniTN5aEn7DSYsxgfa3ovayYfDMV17iiQXgqV0FtFeZhRDQ11P2X3Ly8lsA96QueKY9z9I6qxJVo5/P4IVbcikLQvIhbRvMYlhvALD0ieXElCZ+Kt5rJvWmhbzMG+dFE66tXGCGKLrt+oYNUN/sWr6+eqEzvxdYNaSoDNnvQJqcVczK8tMDsHq5vWlT8zzP21P/0f6TDLClXVhCwmvRQwUu+LiaDUnp5DmlDtZ52GsGTe8cs5fpjJgr4qZZNPNMnCdYhFTbxQZBdeqDNB2krxrCV6eiG9+Y3N2ekF9HuEOEJpRXVnTDOU7FQ3gXa3R5uJUYLLLM0wIrkoZHa70f7MElHeSaJOGi6gZ0v87kBE3ZedPZnOaPqa4jDGJZrkrJDvZxGhjrFnM1y+j481dd+QzB1BSQY//Bym70FSCOjJrhQsjVB3LiPqRkPqUF4oLZuKTnlF6LV4LxfCLEU+TrWAljmrbkUww1Qyv2wG8lCKMb0i61C30TpsK6OmL5vZ6kixPohldjrZzNMD8aJDBQdpWyeXhvKwFQh1qyQQH1aEq5Rqz8ks6KkWQFq3ievhgNUv3aXYt4Ig7gTYTXUdwL0VowYChCxh+cZAdJRXjmjZUo2jG9SGQLEnGt/RSonIQiRcZu9kcyPIegkKVKP53W98zP+g3oXznKYfGMcNTStJQu/pmnovo80MumxQZYvZtO+aFvX0VAJekojzjrW44zG6cZQHMt7YoHFN5bp/+06OUnX6wlDsxyRGE2+qw5/V2lJdRTLsyczKKNS6wucbI/CE7GWBPkhZnySSZHQiMPmZtP02Fa+LRZc3mQiyOlhNsmqkYg9BAingRhkqtuhlV2ltKggrGA0A9eJcgnAcoWoRoh9+tkAvSoE/dG14FUdSrdw6JJxeSPUSWaHTaAUhYEpPbEQtrvewoN6V5yietszeiFkfCcJctdAMPCEKNHuepm/Y+Yli8MzhUkVxklINZI7dJor1LUm60gso9gzRImF9FAvSfl9RHKbs/1ALNsQH4vmY+K++JGw4tEnC0b+dMXt/gDsXqUXTdTZVEGlbl8eYVYWd1JjI0I4yAUbN1pjLBf5kTD2y2HXXFUm0GJB4SYpNGah2ZW4aL+D8lxKiVeDwLwtZe3VL6LStQ3PtBHVTtWmrVewQBHN3n0JkqXcS2lxT9zQ+hvWBoZ+m177FG7nLfo6pHONPGy6+ndN7plifCAYieFlD83uW/Fxz8Z1A2KswrxKW9z3jzz35k7mYW0RdEr0sCEBzMoYwAiXtZ7v29D46Z/5LR2LMMdLoNuLgz+e4YUz6fCHjmzSWlnAv344DlBZUt1+urj+zD6jIog/3JUk0Gspqq4x3E3Qmi1tex28+/+PnYnrRSXnePF7jr/+M4+sXeFuHvlrIjCpLsFOFzyPM0mMvFoTW0d7aIVjF/l9csnpzTO/TS9RihUosJBH68SnsDIUqYBX5i5LspUh9mVcTQpbgxz3qUUz20UsBCcC1I0XdyNC9l1EfDij3bGfYrihPDPbAbANOm1lpSXWyfIC0kCJDu59jljWm3REUYRJ1lBYIyKYYT2t0I7ehGlvsOsYsa1Twou88W6OCbHzDL1as7uWYfszoy4rVSczejxTpVcvsDcvsliOaG+y6U4taigRVtJRqLhhoxl3GWwk1yqy0AFAicYDSjQj8R4trYIrvqk9dy2x4+MizPtS4THjAvZcSLKKlRKjF3Y1bD9ugNfwcXIdzECcnIIhZfMidzApNIKzkWiQXhmbkGT1qWf3ibdLzAvXRlzRvHnP+yxHphbR0IhckUCnhEdtSkNYuUQSjscd9it2O96wM0bwlWoiou8k1xYHeCmK4WKraai9IRW6gsV0bPHFQGFSr+NMXD/iV+0/4HveI4pbT0xGpEvMJez5n9o0Tdn4wRb06FxH/81rW1HaNt0JJiSz0cqpdMewo9u1WO1g7oXm5WJIZ5bsqOAS83bS6LcHmZJM9UVdy7ppKtGktdmuREHD9BKMULhc6npmtUIUhqx3RIMHbhPSyJUSa/rOS2ZuZvGc3DokXjVTxuQDTVABVt7JOF1J9q82HnC6uUdeboxMj0OMe01+7hW4Dw++9IKQJuIB//Ew2f91RokD+Pe3UuBRC6QlBgooxxErhkxhtpcVuV45i15KdOmwRUEHhokBz0FV8iUfFDp9qlndE1z2eB8pdRTwXh7H1kaLa9Vv0v641q1sxq2Nx1EquumrzboSpIJ060UjfVI1aiRjGJyt2vrD4b9xFLyva/b4kC/MKf9gjWE112CN5tUI9PSVejkTAZCW642ZeEWddVZ91HQt9LeCiG0k8TdE9a7qTQ30+ZfX+AfnTpWg6r9dCz+ycnYhEwek1cwB1o0Izhvr2iHoolEqXKvIzT91TMjPemG6AVI5lBeSYsmXwvKXuaZZ3pZOWPJOBtG4C5ViR3F3wnVvP+MHgFnfHU159eh+XjrArL4G3DcK/n82pRxHL24b8zHeaBsJCGHx0xcWv7W87bYu3+6I3cLEW+cg0Qt09Ec3/fi5zaOcIL05FGWzD6+0csAgBv9OnOuyRvligZgZfXHaJorn+rDcMKwDRNwfh0XdGIPh/jz4zX8fAC4LE7NSJ/G4PO1nLYux8V9uexa4crp+gGw+zhfhmnnVIvuBRTUtyuia5ELUXVQgdIQx7tKNMMvazlYBNqmpLcfBv38U8v8Dd3scnlmYU0fQ0bSp6xW1P5pVcbNq0gAoUJznpeYnu+JhBK6EGzUV5hUFP2jeJpU0NLtUklzXKBZKrStqQbggh0OykaOfBBdpbI6mEJzX2yRnm8D7Tt2OSWWD+QNN/Fpi8Y6l2AnZp6D0Tu6pXv+3RlSa+0tRjKI9bonFJogN1EcEsIlgR8Q8KXN8TdMA7CVj5c6H1oMEbMbwHCZqzN0X7Ob1UNIPACkU8F/1mbzeiGAK+0rUimkG8CswPOoUrK9KTxUHALjXtcGNSbTogWBAEdZAWWNMXz+Tx45zyMGH/hy3FnkGFTmIyQLRuqW1EPPcopwlG5pGLOzHxMgg3uAwoH6SCVIpyV117DseyyUZLacdXux6febAejCQF9FtCYagby//m+A+x6m/xJw/fQM0jaae7AGXF3h8+JSyXMvNbd+jKTSXRIVelnSeSl9FKwDOmEYrXJoFwsRIVM9/dJyvteheDtNgBH/CDHtoH2FRbVonWMUhbTYuGs65aQXV3Fmg4h2pa1HyJbXfIY40pWsrDhCaX4G4qCXh25UQx6PYAsxa7y7YvfGm9Fv1hslgENqZFJ9jRAXY2c+emo9RcTZl84w71rie93Ofp72TEc7jzrC/KULCdSwbnZcY77AsorOx4nkVFGPUIVmEKacVevZeRXzqyi5a2Z0mnjmqkKW57QuZQa4PpNbhVBFZwDLoR/9jyQNaN7YKYXQnYzqeBxRuyBk0tyY8oRoEtpJKthprhVY0vrisl1YlthLZFffxIPLdfngna21psHmEmKzge4UYpRh9BUQt4zEqipFcF8SnU74xE9rIKeAdVoqS7RtcdMQq7FEMCWwRm3zkiKChu9+idT9HDAX4u/NKtdZ6+4REcOjxCpwsdTg5ZH8WUO6LEpzw0mSSzvp92hgNdMArh/0fdnwTZmqb3fdjvHb7xjHlyvGPVraGrBzSARqMJgBRlihRFihGW7LDlhTf2hitHeO3w2hGOsCO80UZhhx3ywlRIsk1ZJkWJA0gAxECAILob3dVdc9WdMm+OZ/zm9329eL5zMm810OGdCieio++tzJt5hu97n+f5P/8BXr4ShnsIDKoO9eaY6QeGes9Qz6TzrvcUxX3Pv/Pwc741fMnj7JrCxzwbvUmBJso0UelJLio4v5b3zcm5s3himH7a7SROqqw5/MefsfpLj7n4jqU82qoP9oA9Rp8XtMMIu5HXu0U4TZqgvSc8O90pAQD8xRXaGOr3JiRnGn+yB6/O5X3aNiTBv7YL3j5uyWi9RzYyRaskges/v8Z99QpvCKg8pX24vxNl07SEyOKPpuinwi7zscYlibig3D/EnN+IhmproH91gy5KlJb8RfIcdzwVL9ZU2H/tfo6NDHpTEE4OUU0ru8CTfbphTHUQ9fmyAlf57bsVxKRjy2xrRoqoUBBS4lWL6sQ/2JReptXJAOUcbpBIbF+mMK0cXMlVJUW3ash+ekbIU8one5SHCVEhcF890mTXGns+ID0vWT2UDi87DyQrR3lkdwSpoKA40gy+0EIcediiYg++h4WcRmmZELEBNHS5B6cg9pA7usjQrizt2PdBByITSK4V1WGgHQlDOSjIziUyUHci2yqOFS6TQhEvBKr2Bubv6N7ZB5JrOdAFuodKJTINaogWcpek157DH9Q0owjdwfhPXsIgw1RiauESuZnKSJNYRb1nSBYiUYiXjuzlmuLRiHqqideO7NmK5mCAcmJoEG88zdhgi4B2UB7I+9OO5GbXHQSvhdAXB+7ebm8fXvJ3/8Hf5fhrF4SrhOM/gMFZTfLFNaFzPaFlC32rvoC4nvCkhaXdh2uHHv5rM02biw9uVMg0LwEdSrrsqP9Zdx4+Ap9o3CSVAqqVdOGu1yTGkTBSa9GVBiVNla47VNP1U7En7I0JqSU5XdEcD3GReGpvk6LqqcCpq4cW1cH4C0F7XGIwiYGihkSKbtAKVTVySHoNkZKVCz385j0BePO/uuL6O3tcfTPFR4FoxZd21eJqpSdj+XueynuaxvhButuBRmcrTJ5QvzeS98MqNkdCPIrX0jSYlabLO0LscesIVeu+mVBEG1g/9jtpWHFPksDia0O318l9kweKOJC+MmJesxIfgHYcSK7ld+qifc0cpP4r38AUHdEHLyTysPcZV87R/eI7VMcJaWSoDoVrEPrVjG4Dg/dfERYr1HCAXm1IrnPqWUQ91rsGWDv5XueFLwFiz1jtGfLzlmZsiNYdYTKUoWXLtt0l9QiJFGPk3OzhZ314wPUvTqkncr2YWibr6lARz7dsc/UaiSg0De70jOAD+vKK4fqI+NE+yzeFT1Hc97g3K6z2/M5nb3PzIOMwXRMpz+abNZM/knO8mmj8kwHj9gj92XNpOPugEYHWPdws8I9OUKeX6CaQvQqs3pDvWb65XRmlmNrTjiOiZYvP5OB2RwPi6xL18ITw/Exg6X6Yo2+aVAjQutv7/Q7j+WdsJYMneC3FN3hCD9f//+OO9dUrvEDz5gH1XkSiwKWG6utjhl+IQ4l/6x4u0T2EKYd3iPpDJrJy8ETRbaZnbAnHM9phjMstxaF4eSbz3oi7shhrqe4PqaeWZqDwUdJ3+yI1UT6IN66TvY+LtzIaOQijjVglilRJhO/xosWUMmE000TE9Lmhy2VfY6qAbrwIs1t5rqqqCS/OyAD15h5driUIYRizeGJJ5hNcIlaCzVBR74srTzMGN/AkN4Z6r5/gdNixiqOsRamA94q2jFBryTI211bSQgYQRi04RWg0qlVUx06KsQ7QyI44vRZIvd4LZOdK0kSKQLV/C0t3w4DLvBh3DMU+sst6aBn6qMKAbhS2D743laJ+q4JlhD2V9J/JhxuC0bRDTXbREhYryr/0NtXMiIm6Z5f/Wyv5uTbRZGcVXW7xWUT+fI0tMkzVocqGaBXhY0M7srhInLjaocKrfqqrJIEp2EC0EHMSgbOUwM0qQOz58U8f8e5/UfHR/3LG9EPN7Lc/3003OP+z+527/slGWJZhkEkzOUwxywZzEEuDp2Rf6XtHnGak2NpQAphWDiOXSKHYNnlbopRKUyG/gByObXtLAFIKW/RWi72LFUaLRGNZ4scZzcRSzTTtUGE3AZdp2oESC8RMrgGXGsyiJbksBfJNJRXIJ1YIjttc2W0GqlZClLrjYqWWG2b/3TWn/9G7vPkPNtgPnv2sC1cUSWEYD1BVg7sjIbKrGuUUfpTSzFLJiFaSZmMr+p2oMLB9pCmI6aYOu5BVTLSS+/bm2x41bVA6sBrExJd9Uz7qkY5WCzzdKcoHnezAA+hZjVtFlIciE2pnKfF2inSO7ONL2pNJ70et+ik4Rj2+L/vksQZiqomgM81YGp3s0mOfHJD8tBGIeDJGNw5TG5KlXBvKq1vnNNnS7BAS8VpXZJdyDbT7A+KyRsXR7rpUeSYDSn+9YozIhID1L9+HAINXnnKmSZYS8G4aOPjhBn2zhqEYV+w+Y6Vvp8emRdcN0Z9+yv5PLPuHM57+h4fwKpN0ogL+5OYJ77x3yl5SwCISI56BpjyW9cXyvRETd492ZBh/0aBdzODjG1bfmNH+whtEZytUllLvmZ0Vru6kadJtv5rpFMlVhble07x3gIs1g2cbgtW0eyPis8ud9ldnA0gT8vOG5mhA8ukF3V03q8iiDLcOa7sv6F3xlb+KQQdd95qE6896fPUKr9a0uZXEC6tpJiKJkfQLRzCaZqRJrx22FNu0+OWC7nCMLSvRwSnJUSRL8cOU+TfHxCtPM9TUe5rqgN7NSnHwp4p2fB/dBjYnuofxoBsiN1jTOxMthcCjW2DYZ9BmcvOaBtJrh249zcQKE5VIJBpjIXuQS7AAqicvNV5g8hBweYRtnTBOjYGrG+JxRjMakJyuWLy5T7QObO6JPWWXSSpOsEByqyMdf+65+ra67UQN0Cm61qAUuKbfE9mAXWpUC4PngXao6SIje0wNlEK+UrXBbDTptSJeBOKVJ1kG5srS5dAO5Gb3cSBeyqTrI2E7t1OH6uSQAgiNfJ8pNG7a4Zyiu+8JrQYPo3HJqjRsHipsoTj7jRGTLzrS644uM1R/8z3Sq7ZvOnoo2fZOWkZhCyHaqM5Lmknb4aY50U0l+bCrDaZpUXsjbKTZHNs+xjDs4LR4AUEpumHYTRG6U7hIdrxR2hHFHcUi44u/k/GN/8MrsUqs6t3h+ppjzZb01O+R2LJIk/hWm2wU3VikMj5GoH0rk2+bC9wZjNrFK4JMwvEGIYutWsymETh5q0HslBTcPtSbm6XIKLS+3c8ptdMGd8MY6z3rNwYUR+LGg4fs+pZQlywDpnGkFyKz0JX4afvpALy873Yu66Dge6JKULeT/91HCITFkhAC9//+p/jFUnbGcYx6eI/q8VTCCz76grBeo4ymvT8j2D4MfUs6WzeE1NKMTN+E6901Ga8gWUo2djMRf219YQgRO9j+5lsee1DiOoOrDZhANwjoWmD26CKSvO3OUB14SD06cexNNlw+m4IO1AeBLgtE65jDPxKoVsXiTGY3RZ8Pa9CzMSQx7WzA5kgzeuGEyJUrqn3RzetWkLx2mDBrT4hfznfRiNGihVEkjnG9+oAg94Dycm/qRhA2H2l07dCNpHZRVkJMM8jnkWeiu14sCUFsPtVkjJ+OaAfibx2MIAa2EqtN1YF9fiXe6K8ubkPn4Va+BhA87uJytw9VRcnj/2cHV3Pcuw/56H+RkxyUfPryAGNF2rl8S/Tx2XmgGSs2DxTNcI8uVxSHInlsTsSVrM0t7dt72MJhq0A1Ff7G8b9a8uLfGWNqmL9jiFaabDRAP8ypJlp84jsv2c2bPt0sjncmLd3huDeT8fjr+e617Lyzswy/3tyywrdOV3/GI/iAtj+/tH71Cq/35B9dypuxP0CFiGThaMcR6XlHsJCf9W9c47Hq9qBr3rlH9KNKluq9J23xeEy1J8Hl3UDsCVUL9ZGYQty8Z4mWgfJYLiKX9vrVjZhN6FbtAgl8JPCyLUIviWEXjSXBAEaIPZHoBYONaXMtTYSWm8S0Mq3UexZbeXTt++zZFp2m4qm7WqPnG9Kh7ABNQ2+lqMSMIpXfq4reRWoI8bWmSwN2rSgfOFCgS+n8wnWMrjTMWqJhQ2ctvhSIZHNfES9AeUN77KHShNShKun84xuB1pSD9QPD8KUjvQpUB0pMNlKHXRqaSaB9WJMOGuoqQl3HhEymBhqNSwTODlEAp1CZE8i7E0nQZpWS7ZeUNmX+bznG45LuP5vijbAXL3+9Q28islca05vU+Fg6/i6X98Olmnaa0MxS0ucrzLqmm2by2vvpyQ1iiRu7dmyODfVenzPcSDMFkL/UtENwSiB6XSu8j2hbDSMYTEsm96/p/uEIe3El/+guj+hO9Jh8bWuoYmQntt4Ia388lP1oLvrjbV6yaYS0Vu/dTrq+n9DNMpDcdGLssuoh3aaV3OeemLMrulEM3t2ZPPXOTxmt6Y4ntOOY9b0I06ZUMy3hFQU9+U38r3WrSK5bonWLfbXoHeW0+DgPI0zZ9XvevskYDW5j1RYrsX8cDiSXdptQFFmoaim6zrH+H/4y6WWLjzXrexHpCynGoWnhZkHUtBL7WNaYOMIdjCnfkBxqW3midcBWhtUDw/DUU+2JK5nvCX7tKBAvNG0vbbMbkRZ2bY4fOsywwxcWP+lQhQFPHyYiayY37YgHDVHkuHw5QbWKaGVwaSBaybmgJmPC1bW8tuBRyoq/wGBAmE2gFS/4ZBFILyqKg0G/z1e0I3ZmMrZQNNMYO09RZxeYVUU3yUSyGMTPux1FPdyv++QtelYwJK82uEEMSqGvlrdyrsgSmkryqutGpDNO0JIwynGjhMlPFvJvA4RYHNeiRYOdF+J5rLXYgcKuqYBegtRPf7tgBaXRkzFhsUZNRthXc4afjFilCdQaVWq6NyvuH8958fkButSE2GNW0ljrRs7oZOnoUkMzlt81f1cTrcQQaRtM0o4TUXNsgEQ0xD7qtfxLSW/Tiw36xhPydPca9OEB7mhCiAz1xKCdIerZyyA73dB1YuZkthOuSLDsm4/wF1f4nmR1F4r2dx2x/ozHV6/wai1m6LQ0b+9R7mnciSHaBILOMZVjcz8mP+9opinNQJPlM+JFy/pRyt71MfpmSRiK36lpPNmVZ3MsBCmXBylGww510rCeJYzfj6gPZUJTHdiNJP1Ea4FVuwySG4GC/FD1Jv+hhzvlghdHpB7mVb2TU9ov/bcsxE4gsKDo3YHkgzaNl6mjG6Gv5gCEQYqPNatvzNgyv1bvduRf2P65BSaf16weJqggesT51yF7Bcm5oZl63MihN4bBcy1SokHLZFhR1BFFq9GxozrShEoOGpN2uDYCrwixJ/9cWJvJXCDP9NpT7ml0D3X6oSOe1LRdBpXm+GhB0xnKq4x4pXH7DVleU5UxSnvaIoZpA4UlVEakBoAZtRzOlvzlo8/Yi+Qi/q+ffZvNcT/ZRvDov1G8+B/A5u2W6NISrXqmbwPRWlAEFynaIytw9mxKdinG/vW9MfF1BJ3HpQZdO0kWWWpcInpdvOxWq1k/pfcQuMD1CmUDwQTadUw7T0j/9ZjxZv76RLclf/SHUYBbeHVru9dPv2Hr/ENfVMvQ64ulkWhGMgVFix7BiEFlSrSgCnTpRCvbT61hO0EXleyPcwlU343JSsv+GQQWzxJ8YmiHhqjwLN8QlrugAJBfeKK1PL/hy0bWLYsv2fKNc+yqEWZzGqObDh9b3DAWAt26FQayMcKu7m0tw3ojKEEIBOcwsz2itac8irl5V6aIw99pxZRia4fZdbBYwmi4I0Kmr0p87/hV74vcZPhSHLeKE3EXEx4GREstHIixJJA1460UTdPcq/CdRtWyA2fYgQ7oFwnL71VMJgXRT/bwecdmkWBv7A4RCQru/W4nbG6jxfFouzO0tof6exOGsqYd7jP+ZIMuWqIiZ/VYiIraQbQU0mGX9US6xEApHBB3NOhRP3E0EwmdxF3KflqMdVyvATabRmSJtcgkfV2L7CtJZB1n9C5wREIonOjItSY6nUtTdDzDLmop3v1nIciNRmkvub9Ng06SXaHZXvsAejyke+MIc7WGUgpd/spT3ItwsxafO379nc/4k5cPmT2YM80qfFA8/dN7xCu5Dsfvz/HDmC/+/SE+Fn2wS0TbN/5CYgi7ITz/GzHt0KM7zeaxw2w05eMOu7B0VwrlDfrrR+T/5gsoxKdaxTHueIobRNBr9U3txaL0l98VLsQPPpAXY0xPiBRHRXNyTPXmPvEoQ3/wmei3+/dSpYk0t3+hyFXW0D4+kDxeICoD7VjhWwQSzYTVWRyK2F+gQkNyWZFddXTTjDDLd8SlaF7T5RpTK2wFqzdF81bXmjay6EJyb81GC8ljqcnPZDe5eRjgYUk3jzG1pI5sQ+HbXFHPBLbVdd9tNggZqSelbD2IvVEYt2X8yiEfbJ/QUweUVbSjCIwiXhfgRaxvasfysexAsouAbm0f8SeGIFERk113mNYwf0fLGRvov1fTtEK8GJx5ymOFu0pZ/3RAs+fRHjhyJIOG4UGN0Z6mMyy8Elh6GVEee9JzTTXTmDqQ3DiCMjRjRTsOYAPNOibayPt79nIPvbQY11tKOkUIivfuv+LlckzIGrT23LRDgdwjh7FeYGdnuG4HLLuMVZdQ1DHlmzJtBR1YrS0nv+c4/Wuy35cgB3UbpBBuQwnkmtC0g4jxF1BPDKaOiU7n6DrdQU39BScZwz2bOD8XgoruhGDkI3qzD4hfRqItfhE4/uenhJvF7Y+5C7spfavr+zLRQmvZrfZB8FszfHq+wlaHDIh9Z2CXe7pr6HIjzOJN2cuFrMQgAni3i6sDBA7zDvDi/hRZ0chWYjhQHGqZ+keB/FT27pMvWuLrBp8a2qEVg4KNNA1+lAmj1mqB7Za1TE1K4TPJ4fWxTGE+0vj9IewPsZcrVG139o+h68B79HBA6Bzp6Zov/s4Ye7TGtYbVt48YLldC/PGBgBg+uCcn2GeX6M/PYG+MymK6aYppPNWeZfVI2Mft2BMtNcHI6kO30lSYSg7uoEW33aWB8CoVBCsNYD1qHuEHju5+zdcfnXEvW/J+3HKcr/npqyPazQA/bWkP5D2u9mP2//lTGRpSSU3aRSA6kRipsgajRcFQtXTTFJRE53W5uLrZctvIy67axxYTAsGKQUR9mNL2agg7r1BtR3s0EiZ50bH1gAfQy0Ic90YD/Nk5OkmEsQyv2z6CXI9KoWqH3pRSdNcbceRarmE4oH73mATw1zc7mY3qc5e3bGmlBLIGWfdtvvNYAiaGGfryhvD4hC6Tz8J1Cjto+OGr+zye3bCoUxLTcbYaES81Lha0RV1c0x0/kn+TSQxqcSRnwNUvKIIRRLAbSCJacV+IcroFlXhc7mkbjWll9+0fHqI/eibXVFVLKhQ5uEAqXEO5fyPN4s0Rs+sHknO9KWBbUAEiS3y5wY1SjNaCzPT3v4ojsTz+eWXu5371v4dHMCLDaUf7MnXUwpDVjVDafaz6g5fdbmfyWUezl5Bc19T7KfXE0IwUyieY2pFcNlTTjOVbkFz18MOVQV1YkmuBd/z9Ci4T4iV0g635f8BfJ+LnOwyskluGr0uhOXAEHbArSVHRrXzgXonVYlB9obbQ9rDHNnBewglkHyV/9phNK9moVY0pGtRVg+7DtOOVZ/RMEmoWb2e0IygPRIs4/tz1rlFCMqhmQoIZPoeLXwvMv2aI52BeGdZvOUImxCnzKqE9gSbqOBkVnDUjjHV0lxlY2Tk100C8kvfj4jsR048ck88cXRaRnsc7JqhLA/YiItoo2mHAvrXmZLpkLynwQbOXl9SdZV5kRGkn50NQzEYbXl1NaDrDvzl7yDCteWN0w7/7xgc8/to1/8mf/lW6ImI+A/P7Eckr1ds69hrGOhCt5cDqsj4HOMifdROoZpKL6lKDGYvQXxc13TQRuQESuxfdVPjU4q0mf9HRjhOqg4jiUKRhphFTify0FF/WqpIisnWo2eoCfYC+SITtPnWrqe1D6PFBQkCcFxvL1pM08vU2l/19sxf6a4jdBI7qG7mozxceZDJJ5wl0fkeYCnUtB/42kP5uelEjDGe6jmhe0w4FVhx/0n9d9ddlbnfZuz7WEvgwSIRMlVnanrtgY0N000umOrHANEWHKdsd8VHXUuhD3QjsnSSSrtk0Ih18eI/P/0d7/OVffZ9IO37/6ZvcvJsx/L2f3aHZ0xuRaAWPH6WSMJRbfCJoQDeE0U89zUhQq/KewI/tMODjgM+9sJpRVAfC2g9RQG8UyamWsHcFHMi1cZytuJcueHj/hn96+h71JkbNGqLY0c4Thp9ZZv/mEn8zFyOGLQHHGCHYOIeva3RpYTaVLObIECJpTmwlKFVUiBVrvQfDp9J8NbOYPEulQala0eV7sOtGuBhaYZdbz+cNOkvoppl8jmUlNqE9yzZ03c7wf1s8VBz3fzcEo0WP27Qypbct/uJK/m3TQDjCH0wkOKC/1sOmEGZ+38jqkyPc/oj1kyHX7xmiAiafKdosY3Ya045TXCrNnUsNYT6gSAPrvORksOJsM2KxyMk3MP2wEOeu9Yb0/RfsT95g+UiCCUbPHBffEWa6O2jwywhbiBtZM1bURx3NcYdaWjBCgl09VOTnimo6ZpI8wf7oM0LT4J++2HGC9MMTCWIwwjtphoqrv3yP/d+Xe9YvlqgsQx/u4/ZH6HWFWVXo/Rlhy+pOErm/tuEMf87jK1d4u1SzfCPauSK1uTCJa7tNtuiTb2JxoVKBnv3b4lLL8rGVDihT4kF7U9MNIwZnHVFh6BLYPFAkc7El7HLJod0yBLsMUFC+VxE6Da1m+Kmlnsru1yNSgqAhJA5V9nByHPBxr//rwwW2YeiEHjrqCUG22B6gYBwk8w5TOXxksJt+9/DqmtC2HPyhpt0fSFrRF68Ix/s0k1ym7J5ctHpoSC8EGTBVIBwIASvaSGTg6HOZkF0K0VzjZvI7fOrQwPJsxL3xkid717x/eixs5lTcidJXsr+6/o0GZQLpZUJ20bL/vrjRVAdK4gTzgG0U1ds16bDm8eyGcVxxki55XkwBKFtLVUW40sr7puD0OiXEnvb9PZqZp3tzxaPRnKGpmdk1v/jwBT8+u8f/5N3v8/fM91DXMcOnEvdmS4HB8/NWWLelotqXXWkzkV3ZYk+J33LST2hFi9vLWT0SuZapArZy4ju8rNC97Cb97JL0MxjNhhKEfia7XDXIb7W5X7aFu+v3ui22UXQ7Weie4aoVIYkEJlZKCFJFi25S6ncSgXtrQWbawW2T4SN2Ri4uNaj9wY54GF0X4vm71Vd2nUyicXQ7/cbRLdkrkiCG0VORYDUj2Yl5C8WR3EO+t67cZiTbqRVJRwCX6V0ToELa69WRABHorQ4FvlSbsp+yehLOdkLKc/CO4u09XBJ4sZnwxct9smEt+s92m/SidkSYsFwTHh2jTq/Q6xpddbjUsL4f0+XCV9gca6Yfe+qpOKxtHsjkI8UqwLShS6zwD7abAKvZvNOSPpPC6y4Tggn87udPeHJ4zaJOKZoIGnndbWkZfGF5/J8/E3gfZMfuvHgcbySTdTchtR1qXeCHGS6LCEryw5tIkV9Io+AjRX4mWlzlA+nLQiYn56GV1C1d3eYSq6I3YdkSfpoWs9Toq7nA9F234xUo30PDXXdL9ANJ+lmuUE0jMXvei+cw3NpKOkf8/EbCXdJEVhV9UETos3z14wesv37A/G3L5kEgGE8zg819Q7xQjD852lloJnNAaTkzE3j52QGrewnOaZIPMo7+uMaeL/GfP5NpPEtJrlt4Q1z5NseGeNFHjja9vWul2Dz0jD/RvXEQYl256u1nlbjmRRsZctQgR82m+LNzQSaaRnyoATUcEF2uGT23bI4t9eMZSVFiJveFvX9xhb68xr/7SD73PEWPRviiQI1H+Olotzb68x5fucKrgnR7XQ7Tj0quv5n16TWBwQuRkLhYkV2Jm8nB99dUxxmbk5jBaUN2Lbh/tA7YjaMbROhGDr78ZUt1mBB9DJsjw+RTRzBw866hdSndyFM87iD2nBwtGMc1H350f7cmC2IEJfpGwMztTlLk0iCjbthG3glZRztey7FFCSHAluyE3cGq3nrP4wcJ2g1FSB8CnJ4TnRsJyT7cY/GtqTwZLVIeH0mEHhtJ/ok2nnilqPYULhLLu61GsTz2JFca/dOcbhCYPFUs3xW25ofPjmEdEaxH6UB0EWFqRXITWD6B6WzD4vNpLy8wuEwTrwLX33G3E1niOT5a8HA0ZxJVzOINpYvZT2Rve7EeEJyCVjP+QApvtS/QZLSB+gC817xcT/gr0094M7rkJF3x5O0r/tf7f8DpexP++R9/S/YxnRxQycJhKiF8+VhjGkNxbISEFveFKhHiVTOJsbFh9TihHUgm8O66c2I9Gl1tIOknxc6hn1/I9OoDoSh6+091Cy3/WaxdrW+j0+7m0PbaXeJIPJYjSdFSKNwgpsuE0FZP++SnBNJLkWuBvGbfr9B8pHexcbLnUxKf+WVJzlba1O8dw95456Dmcku8dHQDw+aeFgOUWFEc93I9J9eNy0RKl1wHYiP3p63DzlEraHFtC16hy77g93C0NwrdRrJf3DYhzuEeHWHO52CMxA0uFa0zqOuYNpGdaejN6XewqBbZYDBGJubEoopa4i/750onz3fxthbyn5VQgeTS0Ox7QuIwkccFR+gUOnVoE+h0wCzE0N/nDjMQ6NZ1hg8/us/gaCP9S49AqFpz8gcVYbEU2LLt0OsSvzeUt7sRa8XQNLfXghdNdTcRuWI8b1GdxVaOZK4k93jliBcSBqKfn4shUByJ5Kto0KtSUqCa9vXPum1RzotUTAnhbjfhbrXkPaFIxdFOv6pMzDY+MjTtTla0fezSdhZrtA+vEYi26xSlFMQSrbh6S5QR8ZXBx4Fu7DEXhuooY//HFbpyLN/O6AaSQqYrhSkM7ukeg5eBw996ThhkUnSNIXzrbVYPB4x++IqTatJHekre8tlfihh9EGEqie2M59KQb5upeK6YfOpwiWLy4QY3iJi/ndxO8Y2YG6kvkSDDYokqK7pvzihOFPE6wqWPaYca3QayV3tCJtSazaOc4acBdbCHvtGE5Qr36AB7/XoG8pcfX7nC641MK+lVYPVGSrKQfUwzEcmIbkPPBPSUM8vynQHxSujvq0cJxT1FchUIEawexdg6MPpM7CKVlz2rdnDw45Lo/eeoQcbwsxHFowHXX7cUjxwHJwuMCpyvh2ACxX2ZrEMUMBstOyJza/YvxbTXV9LvHfspt+udkeiZ0VuGtOx5ZcdU7Rn0yBCvHNFaIgb9IMWcXYm5d9sfZlc3uHgf3QZopXDvfdxJB7gOpNcdqwcRLmWXsLM9rNNLkVv4SCap2e82lIcCDVczS7ww1DOFqQ31DAbPBJobvPKUR4biR3vsfQHLNxQ+0tQHnmihGd1bEBlH1URMByVPxte8OzgnNzUfbk4Y2BqrHZsuZn9QUHw0ZXSmKI8DdqN20Ht5FPATuZH/9r33ue4GfNic8MHyiP/zO/8Zf2/5C6y6hOSooDkfEc8hvQnEi1agzFYkXIOXHdEmotoz1HvC0g0GmoEm7tGRLpOisnpopdhEYvxgSo+pBE51syEoyX8O1zev61DvPO7a7u1M17eFWUkztfsOrQhp3LNMRUpmyh76dYFIgUsiuoHH1GJeEHppkS2kebOVTKHBynPe6dkjIweJD69P3LsbS55FfX8s6VixeCzXE9P7cveFtINuRG/ByU5ep2y/grFSlLtUCGG28NiVJOoouDPdI//NITvPztFTq2XS931WsNbkFx22Mrx4sg+ZZ/S7Q+7/0wuRGKXJ7WsCcP0UncR4Y3CHY0zZYeqIdiBua91A1lOqV011Y0kqs0tN/DSRmMdjh55IslRwCMrjFeZ+gQ6KNGt4Mrtm1SRcDgZsFhnqJiKda+IlZOee5JNzfLOVpkRSdPuGIyQxejwidE4atqbZyW+UC5jOCzqgoR1abOEYfbLCpxH2J09RefZaGD0h9GdGH43YiFMUIQhr3Fp2EYpputuh71YdW4llr7FWW39h35ubdF2fXGXQxoi6oih6hycPK2Gn7xj63t8WcMBnEdoFJh8adBu4+Y2aOG8I1xl2A4OfXoj0ruuYVicoPyK5UdhSXNoAsou+EM5XYrX6+D4uMuKe1rSYVQ2dY3Q6x19e8+TFI5pZRj2zXDzQ6Fb86HWjyE8DJ//omZD4Dqao+Qp9PGPvp15iZR8eEyKDev/T1/fdxqCyFJXnDL/YYIuMaNUSP7/G7Y+Yf2NEtIowRtMNrEziIHtsrQnPT4XPUP4F0/EqLxNheaRwC4E5dSfpMfVUbqx4KSLpeB1oB6JrS+ZeClgNKIhXIqCXnFcJNPCjCBcrklct0Q8+lSV6WaG/2DBcTsjOhpz/ypD56oD2WET1emMwpRLDiBy6kVD3t5ZtYjcYCNZDp/sCq249a2HHgCSI1tWUCjUEu5bDDCU7bFtK5FuIrRxMm2J32KuyxpcVg9OGes9K7u1pS3K6IrkaSIjCRBystjmzuoODH4przerNVP7Ny7DzUJ78dLnz8Q1WgxdzguR0CUqx+IUZxZHmyf/rimd/Z5/5Nz0+cXz7m0/50/cfo765ITKO5Spnb7LhOF/xq5PPWbuU37l6l7eGl0TKsXEJF9WQl9cTAMZfOPwLSYwphwH11gY+GhCdRVS1ZvatNY/iK35QvMF+uuGLbsz/7aPfoK4jmnUMbzQc/NAwev8KN8nEoKQTK0h7U2A2FlNleBv3mmopTs1QU81EuqFbganFbN1iqkBiFbaKUV2E8pLDHKy5LZSwm1521+sdw/nd17dpQNuYNSX2iSqKZO/rvQR6RPL1YDSu16srHxi80LQjWYFEK9FQu7gn7ymBmr2RnWZ63Ym3d9nIzweBH9tO4OQogijqA+eVuFMdDVF9+pEaGspZfw12QdwD6y3voC+8Sv6/HUoQhi1kD2xasOUtdBm2O+z+z7pu5fW2XT8Va4EglMKcLwRFKAuyP31O/OCAr/1fFYuvDSiOQS038m+TRKB95+R/cYTPY8w84IYx7dhKco8W2UjXr6Z81LNUK0U3Ap967Mb0sptAcmmoiSWBaiCyNzdyuE2ETh0hKD692qdpDO5lDonct+kljJ92ZM83QjTyXiL0vKcbJOjWiSuYcxL9N1/KPn9Lvmk7dOt61zaPSwW61o0Y+kSnc7EFvbxCTyfStHiPXha38DD0kjG/+19wvR1n0+/Sndvtdndw9/a/BbG0VEELu/6uwctwAPtTmuMhqvXEn53jLnvJXD8NhyC7TJVl4jBmLTTyGXcpkCtYRDRLi+4U9/7JK/FJ7oub+vBzZucTwnQkf7+aCyu4KCStKkvx33qCXjeYqzXZZ2f44xlukLB4J8c0gcn/5xX6ZkX99ghTBeK5GPp0WSApFbMPKmnsBhneGMLRHsFq4mdXYAz1fg4Kkr550HtTeY1JLFOv0ehlSf7sHD9fSIbE0UTWd2crrr8zI7sS+L+ZZbhEJE7RucQ7hukInv35de4rV3i3RWj7Z5fI5Ba+9Ey9AZ/SB6+L80l23dFllngtvrlG04vBFd3A7NJoonULBzNU1eD3x3JolTX2bM7J73W470d0w4iLX0xESL6QSbsdKvIXinp2O+kGtSX7aDB9Ie73t3KQIvIlA6ieKNZPq8HeHqRBiSZPNw69LOF6ftvlA365ghBI/+QzUmtpv/6Aaj/GpRPyDy6p3trHWzmAugGkF4HsyqNrIZ41I8XoWWD/X19x+tcOWD+MyWNN8qpAVw0+jTEXc9ThVIgwqzX5qwGQoMqah/9kzgd/d8T/9Nf+iKN4yeF31nx9eMp/8fl3cY2hc5ongytOmyk/WZ7QeU3pIpKo47Ie8Px6KjucG7HAzC8cozpQ3NO405ww9mSnhtG35zg0h2bFPz77BuOk4v/0/N9jdTZi7weG2TxQzTTjf/0UjMa+KFB+RjMTlqhPIsx8TWQU2cBQHtsd41k3tzD/dsKrDuT9zc5lils+TrB1IF447E2EWhWQprekmR2Bip+BmV+bdkGC4G0/4WkNSYyb5vK9kaEb2F0BdEm/47vwdGtF1Wq5TrSkaAUjNUu34LzCOpGg2FWDuV7jL693TlQYI9PN9sC1Rg5UKw1EdFlQ3x+KBtT37ONYVhe6gXwl3sdRIfBMMwbiQJcDQe3IjsrJ9b815VD9BKZah+onemV69rZS8h56j+plTWqYE7qO5u0TinsJ2WXL6POKeB33MWu+ZzX3xcJsPXk1OkuIPzvHnOzRjhOy5xvWbw0xtSE/UzQj0e66XIqs6vo1lgHlFdVx1zcUotW2gxYbObxXRJGj3MSERUw016gsEJ8b9j6Q16Qbj1lsRMI1HEgY+4en2HlBNxuglUJVEoqhpmOZporeKerVJbbtcHsjumlC0Ipk3mIXpSQ83W0yyt6TIE0EYk96iLmfdkPX9XF2vd75brHdfi5AcB6dpQKv9mzbn7HnNOKLrZWCTYmuMlllDHN0JUVs93N7BEJZK1PpIMa+vCboPXwM1aEnP9Uc/KAv1E9fvN6cOifF/PIKnef4ppHmpN9JqzSlmcSYzHL1zRneCpk1XgS6gYS4xH/j26SvSqo9zcEfL5lGQ66/YYjWmmQesFclN3/zbdIriYlMrhs29xP04wFBweiTFapshOiXJPijPUJsBelZSLKW2pS4+ULQCmMw12uGtTSa8cZT7huaUYqtAraQGNrocCbJTkeDn1vmvnKFV7eB2QeO5KZlcy/uDx2FV/Lm2w3U016D10k+pfIiIRHIUH5O0MLw1U0QZqZRJDc1Ls3YPMzIEkP0Yi7ZqcMEXaTolxeosiKKIvTJHgc/UjRjgzdQzTSjL0QXGK9UH0SPuOBoMPR+ul4mV3qHwW06DwECCoVMnKoR4oxppEj7WFF5sPdyBkUjJJ67IuztTVXVqKEELbSZYvEkQrf7YpGXCvyYXEuO6uRPznEHI0ztOfh+ISL4NMaWgeHzhmhZUzwekD+Hm2+OGb5MMUWHvzclaiU+r80Vr/76PQ7/4Aa70pQu5pfSp9yP5nxWH/Le7JyLrOC9ySuWXcZFNaTzGqs9zzZ7/N78Cd4rqnWMfRWT3ITekUYyRZMrRTdU6G8vqPyI5v19/u/61/k3+2+wKFOefnBM9tIwuwqc/JOXOxOGnVzHOfQXLWk5w8dWIPmmRa9r4psIgsWWiKQrSIJS6A1N6pkE25tKAhO2n4e+ElSjm2REZQ2Yne+xXKT+1j5ue6Dc0S8CgqZ4v5s2/IGI9H1sMKXs46wPmKLBJxaIiTaeLjV0mWX4UvJbN/dFo+3jnmBlJeklKjzRukPXHWHdQ4IAHXJojIa3kG5kJYKvqnvdpt4V+nYgu/riRPWa5kB67QS18QGCER/wVu2aRt0JopQsHF0mygLVSSa2ahWqkwKF0ZIEowVe9XkivtFN2ztbBXleLjD9/ef42Yjq/ojsZQn7e/D0Rf8WC5Fn+zBFg58O0F+sMa/mBDsjJGYXhBGvhRBmKmmQVSfTbzMJu2ZY13JQ+NSDhyjuqKuI4BTtqwzlFVG/CslfSBM0/ngtkZ6nN9LoAOrogPlbKUcfgs/F8KYbRhgzEL/2q5UUwEOZuPTFvOeBeCFLxRrVevRKXL/8ar27tt16g9mfyYvuHFT9zzJG1k/W7oLZVRLLpOv9a0V3667ki0IKpRE5m7+ze95m64IU4TAZoDtJg/OTHNPIZBrW/U7XaNTj+zQHwx2xz9/MGT4/IV5Z2ueaaOMY/OlLwnqN/9KKZnfvKg1H+yitKB9PyL7/FGYTNm9NZe0RRDGhnMiGioee2Q80o+dCRq0PMrIrT/lgQHrZYDeZEGMPFM///Zl4TM9imhGY2hKvAsOXHemrEr3YEG7mYnpSVASrWT0ZMHhWoupGJFXLPiXPRtJorHujjEEq6NmeNKzROmALw+BVi5tJwXXJl86DLz2+coUX1UehRVps0DpNWwvUZc5l12tqsTPTrRCZulRTHvQ5lb6XmGwc7dCQnpe4VOQG7Tgmvah3k0b5zgHRqsWeLwl5QvPNh6guEF2uCVqRnq6xZUrQiuxKiCLRWpJP2oEm2oi93jYxRqZadgelCtzm3IJMxEhR9jE70tb2MAOZ4H0eY5Yb6fCzVKQBkZVCrAUSzp4t6QZ7Qpo6kGhC3QbS68DgtBGWqw+YqzWml5WodYmKDNOPK6LzFetvzCTjdRiTn/feruOI7PmK+W88ZP6OYXAq5J6r7+7R3a9pg+Zlt8eH5Qnfnz/EB8Uvz55zHC15Ws94OL3haTnjD08f8/bsioPhhvPlkORZTHYmxa2ZBLonFcZ4wtOc/L05Poirlb3RVL95yG++s4dZG7IbxRv/5SmsBCoVbaST6Wk7fbYNvDzHTMdQ1btDxy4rxl+kO6tOl/QTWn+duFiuH28h9LyfZB6IykCXa6JVb6igFEzHMsWBSC5u5rd7IdgFaO8KcPDQBRjk4D3tLKNLpTgoF7DXG7QVYwXTun7yNGijiQr5nvrE0A5Fr6wb6fiz60B61RItG/S6guvFLgNWJXLwh60zUduCNjIlGWFQq87h02SXseuNpG75SNY5ygEB0osKHxmiwmKfcasl1nLvmZZeDuME6o0VITFCcKsddlkLVyGP0WWLjyWKTsiDAm+qSiBR++PPpBCUJdW3phSHQ+J1zuh6TqgbdBzJ6+hzVFXV7zdnE5nO1g1YjakCk88lIGD03NOMRIttaoHqEycNlwow+gJWb/Qyv0FHuUixWUc2rFgDvrQ0eUA1mqA0ez8N6E2NT2PZG26ZvYsV+cU+YTYR9rvx+NyiEkO0qglJLA1H1RCMwe9PQYO+XqGKGFOkUgSubnYGFUqJ853Zn8DBVJyg6gZ/eYUeDSUzdvu9cSxQfr/T3eXsKiUTZGRvAzq2iVh1/drKZPu9KE33zn101aHnG9S6QGUxfpDB6avXj+miQnU50XVF+Pw5OEf6hx+RZinsTyU9ar3+Mx2cts5p6skj1u9OGP7WR2RtR7h3wOK9MesHmuwyMH/H0k4d8bU0UemlYfSsEW1wZDCVo8s059+1DJ8agpXs8G4g9+X+D+WzL44V1VFAf6rRtUfPN7cZ30kMg4zluyNBuT5+SWglaSo0DSiNHg4gjmifnKCcpz5ImXxc0PzygKDVTqVSzSzps4XwKH4+qfmrV3i7HM6/qxg+jbFVID936E6xORIT7S4Vgkk7ULtJRQXZ77hYClgwYIoOu5Ji4lKBmuqpZTivMVbjUkM70DSjhPEmRW0qohBoDgYEYySyKwR5g1xAFxV+mPa73QzdamypqZzZ7TbakcDiPhES1zbDVre3E7AK8hy3B77up4h4JUELppIbHOeEYDGbyGFqDOr0/LbQnF8xAtKrAYsnKdWeJr32svOrOtkJdU40elrL4avleZiikdjEmxazbNg8GWI3wg7WCoLVrO9LPF81U5Qnns17Hfo6JtEdGs+vDz/mt1+9wzCu+cnyhM/MPgPbULqIh9kNf/UbH/L7y7f58OKQ6sWQxCnWjwMPfuWUWSowV2wcF4dDrjc5y8sByaUUreK+Z/ipZfjcMzirpeg6JzDZllASArge2k0S6DrpYLNMJr1e6pNdNKj9CFMH2lxTT+W9FncruaFBrilxMpKpMpl3wkbfG2KuVuL0ZGR/qV9dv7Zv2z52h2FfANEymWzNMaqZIb1xsgdsO4L3uD3JZUUpmV6txpSe4ljCL3QtSEo3ClQoglUoZ8UxqhSjg508xBjod3pbjXG4E4agkgS0wg9Fg9slinYs16xLAsUJpFeK/AKRrbSO7CpCt5IIBYIkoSBaO0zjJSPVqN1BI0xnCXnXtXSTPpFIRGqkGI9Suca3U5uS5xbu7QtR0sLg4yVqOEANBxKOAMJmryQ6L6R9p9R16MVaYvcmCd5qxu/fUDyZ0Ayt+AA4mXi7/n5TTiSF8Rx0Z+CVweWBbmRYFRa9tqSXIncJBkZPYfxZCZ3DXMwJdb0LHAiLJfmzlZiHOCl6phIovZtmsuqZJtgywkcau6qF3NM0wp7vDTJ2wQVbGNcYyZIta0EsqhqdpX0DpSVAwZjd3hS4hfz7a1MpJZ95XaOyVIpu18nv/rMewRM9vSCsbgumWq52TQawC5D313Pscn0LcwOhrMRhbL352cCLuw9jqP6tb3D9DUHfBl0Hp+fovSnN9ybU+4HyBLqpmCLUjxqi05jZTzym8Vx9e8DqDbj3+x2m8lT3AtUx6EaL9t1AsIHNPU0zEeKrLRTLdzx7HyrC81PoERQ3zelGMS5S5J9cQy1cGoJH2QhzdEBoWtwbx5QnKcmNvNbqUIi/qLCzBI6XjvremGZsyV8Uf/7r5ytYeEFufh8J4U55qCcyWXrLbqLcdrJq5wIViDZCxEqvJec2xBqqjmjdYloPKtoZFnSxFWhaQTdJMFaji4b0s0u5GfqoLLWVfSxXqE1BOJ4RvVrKoTcbYapcyE7RNmxddrqmu3VX2sLNW4ON7SEV959N0HIYmFqSQLppTrQL/1Z0kww7F41YsAZuFtI1LjdYral+NWPzwAOa7CJgPjklHEx715we9vOeMMyp7w9Jny+hKDGbIXpdCkQDrB+m1BOFrTKO/3UhUq68h+YiR3Ya88eXj4iU4738DKs9RRtzvo6JreNXDp+zbFN+0pzwg/lDvpjv4Zwmf6kpvlETas33Dr7ge8NP8UGT6pb/9OVf4dPTE0YnK4q5JVjIHq8ow4jN48DX/+OFFN2tzaJzMv2o7lbSs92Fb03LfYC2oznZ66+nVsI01o6gDdqJGcvgpZDzfALRSnbiba5IL1ts0aKrforQkv9KEqHWpUy3kX1tB/9aOMLWG3cr0zjeJ77c0Ewn2MKhqh6ycx6zqvAD8ZduTsT2sBmLzChayXvfjsSQBWQPu32EPJUDtevk9/TX7I7s9KWJXDyEw44N7fvAAD+ALfW6y/p9c2xQrSe5bnCp6dUFAkeLVE7TjKRRijaiKtBtIFpLjuo2rUi3TuD1TSuyjRBQlWiJQ2SlONQNYTrCDRLieUP8UghGIU970h9gFG5gBc5Wwq4O0wEMMzBi2eoSg121dHs59UQ0n9JIyevSLb3sDDFyKCQMRbfgHQw/NQRteq1pYPS84+qbEflFJ/dwWUuQeh/xBxAcmMsF/nAqMK9ztOOYdmQJBqJ1RD01RGtDct3LeSrZtYYkFgJZLvpfZa3sgasKNRxC52QXGzzeefQglzMh+F1ztTWzkN3rHb14CDuSn7K2J/pJgtYupcjc7oABgg87ItXO3nMrO7orj9Oi7X0Nru4fajSE8RBenP1sms+dLOB2aFh+vWP4qZDHlDH4xVLQThvo9ltoNXZhCFZz7/cc8arl/DsZ9V9ekf/WCBdrbr5mgA5da/zQ4ToDhzVaBzZxhFla3LTDV4bZD0QOpO+fEK5voHWYT19ipmOi6xzOLm5hcGPQ4zHtm0cQgqCl143ElLae5Rt2h74qJ4NfcWSZflAwWPVo1M95fOUKr3Jy4NhSiuj6vhGGcyx6vGDCzkloa2qfnQtpytQel2jMssGNY5kyW0d9nGNLORA2DxKSucOuW6JEGIUuMajGo2Ire5h1T5v3AV68Emu0pgXj0dcrufl8QLctkdbUe2KBqDoh7mx1s/SOT8r1LMutRE7JXiDt8y2bgSJee5K5FAgVgvjtIkQSnxi6vRyzNLKnU9uA8BWqbjj5/YTNg5SXf70jP7ckVYWerwjjIaoVxxqaFmppSFQpHbt5NSekMbYS3WVxHIklZwrRyxumsabaT/GHDcbc5m9+ttnnr44/5O3xJX9y/gBrPDernH+2+hp52vDG9IZVm7D6cI/slbCI9/ZXHA/X/M3xj7hwY9pg+KC4x/18wQ9rzWaV4kcO1WiKVcLk01u3J0A+i+2B50NPZJLdazieib5xXchetetQjSJaVHTjBJeY3hxCScSg1ZhGUewbTBPwiSKdy+GTLD3aecyq7o0fxCoxtC1sEBi3aV6bAvqPVA64rV2c7ne8WtNNUsy6lqI6sdi1pZ1MUa2kbenWYUoHI4mN9L1evMtFk2o3MrHdWpIGfGZFRjWbSvpQ07JNWtm9Z87dNgGdEohymKNbL2uJuccVMqF6q2T9YaCaatJLi4pEGy2aXmGNN6OIak/3enuRdAULug7Y0mGKFtV6lPeiTc4jbNGinEP1xJStiYfa5vR6j1qXWB9kkm1awmwk77vV6KqTiVIp2eF3DnO5pHnzgGoWEy87momYe7STmKARn+5G0ChvZXcfFYHB84rNw3R3T87eF/VDl0NxDO3Ek51psktPl2mSm4CuA7rpfba30qY7zZWfL9BaS9530+3eG91Jkx1ttklkch6Fsm/eruaooz1JEKobQWps0q8stOx1jYauL7Rb57FtBCXsitmO2Ae3a48kEcSrX8+Ept15XwM76H736O8tgmebL7vzHf+ylK5//T/z3+saGL7+M0Ga4m2TYC2TP3xBfrqPLjfog5m4ZCG8i8mHsK4jsnP5XCQoBVYPUzbfK/FlRJzA2a9puv0WVWl86lGJI3qjom0s+vNMVFStKMXsQUm8yrn5WkxycsLst1vC5ZWYnNws0Ks+ecjLa9fDMe03H9IOLNGyFfveN4RIFW1k4GsHYi2cXkI6Fz+D6GyOH2TSoP+cx1ev8HZCovKxWDCWRwEXB4ZPxRuZVoqubgQabEa3WZTBaPKXFRiF6gK6cfhhTLRscJmwW5O5I7ksqY4ycd1xgXZoMLXDO4OZ16K1tFYOgK39GkjQ+HLV+81GhLrB3KxADdmaSOh26zwjWb5b/a7td2IAw1NH9qqimSakZxu6UQIhyFTQelQfe+bnC9RqBbO3xRO3Fp0brSSLBOfQ1hA9vWT6mQP1JoOXFXp/D39+ifJe9sK9gT5VTaK13Lwg5unjCUEpkmeXqMf3sRX4SHH1V+5J9qeDsLZELy2mhlc/PuI0OeS6GvCLsxecjFaynw2KzmmazvDR5QHVFyNMK7vsN//qF7xYTPjw9Ij/ffd3+N+9/fcxBCLleF7tkT9aSaLR2hDPNclPDcNTx/gPn91KSfrH7kbvp1+lYgk/mA7RkYVF76vqU/SyRKeR7GGQQ9DHQiqqpoZgJO4u2gRs6XvUwcnnMF8JpFg36EEuh0xZ7Z7Lzxw4WzeoKLo1NvChJxaJlWJ8XbF5lLN5NNjBtd6Ic5VuHbbwREWHizTt2KK63ps8Q64jza5BwAMu0B0Msd6jrRHYeTv1hHA7+cCOfKXaDr2pyV54schMZI/b5oLYdIkUqnZoiZetTMaJ+IA3Y0O1p3b60vzCEa0F/rOrRkhCjejOMRoTRDuvq25HuFK1aI137Nv+egzTMX6YoGpHGMu6R28qSV1KY2FZXxcinVmvQWnip5pqdoLyffBIrnGxoksU2bUjWjnSVwXFo6EQHpXYLQ5OFUmfm52dbijvDXCFohkZTKOxG4mejApPsvDkXyzknmlbKZp30Q2kGfNX1+g8xQ8T7KohSjQ+ltWApJr1l0nrBFZfCY9EvbyQ16SV6G+zBDZSAFQcixPSOJeDXCl4dXlbOO/Ki7brl+1jaxdqjNiIVnWvRZfCsmvekQLsm63j2esGGrss4btF2gcx7LDimhU0O4a/X29us3p398brmvKtkUf0UrP41XvkeYRdLAlNy8N/tmH+bs7D36xpphIPuzkxXHxPGlBXWFRhKL5b8uTkko8/usfk8YL5qxFJ1tK2Bs4S8eTOA82hQ0We7jLj6hdkrZJeafirj9j7h3KWh9Lt7pu7rzE6W3Hzbx8STfrUuUziOfMPr9D1Hum15eZrhsGZY/XAMvm0ZfmdE4YfLwjDv2CWkbb0DF568drtpNtxmXT50VrtnEm2O9L0OrA5NqRzj1fiamI3DtN6nLaYPrNTEmkcump7wozAjfE6EM87zLJBrwqZoKwWGYBS6NVGYp+8MFlV3BNYnAc8qm4Y//ga884e9VgmB+0CrjewcLFMK9EqEG0gu+pILyr0fEO2qlHXC3R6hE8koiu6EWu5LWEGH0h++lIi0ZxEWnHvSFyVylr8Uvvl/+RH12zemqKbCer8cifFoGlEkJ4mhLMLwskhyhqoG/SiwBgNdUP+qmVtY6p9IGjJfV0ERp9YonWgPJC9upu1DOOa62bAvWzJwNY8NTNeFUOe7F2xF5f8zkffpt1zPPjeK1LT0baG//HXf8Cb6SXfr97gv3z+Xf7nj/6Q/2j/D7mohnwx32MVUpIruPcvLuFq3u9Mv3xD3IFPt6Sxm+WOQIbW+K5D1TXMAzayqGEiIe1lSzeKqVP53mQpJCYFqE4kAbrtU3+c2xXQUJQyPQwHuxzZ3cHSd/AqTXaT7s4ZBwiNw34hDkRuOhS5V6Zkl6kgWEV5ktBmcjjpU7/TgGsHphEWeDeUPbS30gzpVuQ7uvV0R2NCNCX+5By/WN6+R73b05Zco+4egBpCrGmHcrhtvcOjvsBLUpHuJ0bxSO+ynjW/8GiHuIYVnXgH3/mdIY7ww1gIMEW/T2w7mXA7dzspOSe7toOc9mgkO9CilQlwK4VJRLerG4darMUvN4mhaXHTIfGiIyglO+itXN5CPTakDopHQ3TjyT9bS9GPxa4xGEVyXROMZvDJDSGJiBcZ2gXW92NMIy5wpvao6wVhNtkFPIDAsypNpCBVtUykkZV0psz2bnkaWzqRGvYMdlU1u8kTR0/yEWkOSvWcjH6KXa1QkzHNfoaeJESXBWpvQrie/5l68u31LzaPnlCXMoFGdgeP75yn7ky0wXkZKrYbG2Mkf/Ybb6J+/OntdH3nEUIQZK7//tDnYpq9fdbfe4PB739C6OVQO4h5+/BemtqzkuxsJmYwPWJjfvAxh0+n4Bzm0SFX3x6yeRQINtDse7721inP5xMeThf8rx7/Jv/f4Xf4V6ePyWYl7Scj3GFLVCuaqccPnBATz2P8QUuTKtTGYkoloQlbbsS2SQUZVpRGDQd0k4wuFTb/5oHqXfA0+aM9uqFwhLLLwOKJEae5TLM50sQLyVH/eY+vXOENRjrE7MpJFx5kD9sOZe/bDSR0XbcCRZtW7PW2jOZm2L+BK/rQa0uINbrssBdLSVcBdO1JFgrTeJlUK5EobCOi1CBh8ygjuW5JX67g5SvpGPub5O7FqOqW7KwknlvKIzFt8Lk0BiBGGbpFAqtvGlTZotoOP0hRSYxeN6i6l2MsN6LZ7RNE/HtP0LVEirn9ET42tKOIYBTxvMF+ciqHnofmSCDvZhKTvPsG6rNeP9e28nxbOYTDOOPiV444+aenkm/62RqMJv3ihvTzQPu376G7wPSjms29GFuKHro8MrQPGn7pyXMe5nN+Y/wxn9WHHEXix7yuEp77KfHUMfrWFdeXI741PeN/c/zP+N/Gf4dfH37CA3vD5+0B701f8aPNA95X9/n0ZsZmlaI7aYTo3M5hRyb7O134NngAZLfpfG9q3h/826xQ51G+RlUN2opeVZctVsl+M14oysNIiFQLR3xT4zMrhbjtf+7WezkEVCvNS+gJTHcfqod3g/MCGX5p9xw2hRTJPCVZOOqpxSVS1NqB2hW+8kjhkrj3DBezGIGcJQ4taNF8x4ueSRwZVN2iiaCVCLi7bkL0PrsARJEULK3xeSz5pbHELm7JUW2usbVM/8IC7wtvpGiG4nomnuMKU3jqiSGKervTHs3ZmkMEo9BtP5ltKtlrbs36t+/f/p7oXssWUzS0xznBxsQ3tTQlcYQuKkxZE7JEps3+c+feEdVJDr1fdLQRv2NbBZKlSAtRUE0NymuS6wi9LvCZFPF03UjAwigicZIGpjzEr9ZMl5FM6cuN/N62l0Bto9+yDJ0mu2ZKf/4SlUrMostt37BAl/UBG5WjGxqipUX3O9r+whIjC9+fJ87vIhP14T5hOqadDdjcixi8bGlnOVEI0EuZXnNc2j68lwhAa+9ApwE9neAuL3/2vN1lz8rDTMao6QR/fomuWimqfw5RasdxuLPLDcMcU3s4nMFnP8dBon/e9gef3D6P/nr1l1fwzpvYiyWoIfadFfuDkk0d8x/c+wGn+1PeSV8xdzl/8PIN2tag3h+x970L2s4wVwPSoSShlZsEZzVR2hKeDkQDvApUU83kYCaysO37pPUOJWreOKAdR2LLG8s9OHipqA4CV7+QUB1I3UkvtjGxcP2e6WM1Y44/+Qu24w1GkSwdxYGR4HoL2WWgnko2roQiIF1LHbBl2O1RAOKFJ1q2VEcJ7UCTv5Kf2Q5kfwuAUsQ3Fap2dNNUdjJ5jEstZtNSH4iZt+4C7ciSxFaISrqXM9yFPjeijzNnN7g3DykPNOWBIiqk2Ha57JaGL1vimxqXitY0DDLaaUrcOpFCXC4EDqprgXG2usUQqE9GmDKjG0XCoOuNMm7ey9lvj6Vgr0uiywLdphQnCesHU+J3x9jSk//BJ2Jm3jvP6M9ekr71NZa/dMzodz6WG178BAghcO8fv6J8sodd1cw+u6D4+jHZsyVnv76PPY35QXjI8beW/Odn36PsIjqvOc5XbJ6NaE8KXtoJ47RGH0LtLS9dwl/f+yn/j7NfQ6vAf/rkH3Dlhnx/9Zjff/EmxSpBmYDLPeWBEbLN3YuiJ1/s3vP+Bg190o4yBowXLaMxqESjJiPC9VwOt6JGryuB7OoWi0xzyY2SiSbIztQlRsz+vZfiGUeoriO0ncC0QVKFqLi1ztsxiA30DULoBJq7OxWTZxIw7gMukmKh+jziwauOdqipG4G/y0PprttJkCbQSVMZ9cYwaHCZRXUes2pRVSumFGnCjk0N0pjUtbx/W4INgAs7aRD0+9sg0/R2HyrQtsInPaFKCYHElsKxqMdStF2sMAOD7gRWNpXFrttdIab38Q221562BmoFSUxzPKaZRJgqIj1dE20EZqfzKKOEz1BWksKktUCxVS3XcWLZnFhpxjNFMg87WZ7qCWSm9thKbAk3D3P0SUabC4QcNNJUnwnDPjqd77Tael0Tnr1EHR3gRylh9lB0yIdjQRrKtpc1NfjUog/2oJTABlN0uGm8C2FXTtZOykE7jjHXRpCRpt1JeDACvyrn8EWfaHR2jnp0n2YaM/pcEoiCUdKUan1rnmHM7Tph+9jm5oI0XA9PWH1jhovfZvrfvI9brTCjEW69kUl3G2ivhFviTl/JhL4qd+zkbbrRn+lNfvf8fn5Ken61I3EF51DcSsEk4nE7Kd820TvyVv97uoOcZLXh6LfP+ejdI5pvNnz35DkjXfLfLb5F6SJKH/Or957xL/7069gscPXRPmHW8NajC1Z1wsWLKZiAvYpwK0tUSpGs9hXRKtDe38Ne3ciz2eqe+4Ygfn5NlKcklwnP/8aIZC7opUtg86B//k7+Xs/CzvrWpYForTn7Ww/gP/nz36evXOElQLEvnUPb7+hdIx+K7kReEa9kr7vd7cqiWzJjxVFHOnaxm/Q0uUCLbjvRuP5A854QaWg91XHfqXHLOnaREk/oewMGl2MxBMhTOL+S4tsL2cNa5C7t8J54JOeB+iBgKsXguUBz2UcXhDylHcf4PBZ7uOtCArJhl9gSug69PxN4KO4n28sN5YORGIBklmZiiVZOpv6bNX46gEFKdTJAt4F6rGnGiptvalwO99N3Gf23P7qF+DYFk3/8E9R0In83ui++ctGroiJ7vhKIzXuyZ0t8FknsYAvqZcxvJu9xPFtyejEh+3HGZQcjB8s05cp4poOSzsnF/H85/2to5bmuBjweXfN/vPou//Xn36bpDMUiQ5UGvda4oWfymZO0l+0N7u4cNFs42XF7o4RefgG7vMyQJbd77BAIg5Quj8W04rIg1B0qjYRtW7TcfGNIftmJi5RR8u+3kqDr+W6/h1IwmwpMf72QwITRkHB1vQsVB+SQ5JY1qkYjuoORsOOt7jXEcs4FJdnSEkMJ9Z74zQbTS1NqkUe0w4CplcgXIgVeYyIjbOveJQrnhKi01fO2zS060zNR8bI7NcO419wGopXDZXrnfOZijbehZz6LNaWtQp91LM+9S7fadQVloM006cL18LlGN61A5i7gUyvrHa0wy4owHeITSzu20H9/N05RjSekhm6SEJ+vJWO4aWCQ9brtfmcdRahnr9gbJlx8ZyDnhJbDVDtoc9M7zRmiwmMLRzWLaIaaeC33eD0x6CYQXQsJzLwUaYx/dIQuW/RsT6Zdo6n3Ekwjq4FukBCtHMFKKH10UxIGKaqsxf2uaWnHM9Hl96sE7xXxvMXeSIiC8QGlNWG+uN2hWruT8GwLoaoa8k9vwGjawwEu0dQPpyTnl2K3SR9i/2U9udnanPbX4+Wc1YNDll93TH76EPWTT6h/9V3i3/vxbdNIDxn3ZxlAsEZQvt53/PXoyy+f27csb/XwBDfN0H/0kztf0/31GXYTdnDIjv9LsLmeTsRd7ckh8emS6QeQ/8spP7y3z/vVL+Ai+OCtJxI/elxgFgafyJkeCsuziz30RzkHn8PqDUW0gvIk0I49ftpiLmNcsn0Or+/r0Ro9GIik6vQV6tvvMjgV46T1Q93nryvSK5GQFo87VN5hzhJJwOoHQx//fCHvV6/wIgdSvSeQYLSRjErVF11byp+DEuhWGM6BeOVwiaaaSY5ol8qh56IeTtMKXTu6YUQ71MSZQTcJQSmKB2kvh9BUe3FvOQnpTUeXaVymKb9+QnJRiEh+MhbYbLFiG/NGUAw+uCA7zTn/SxOKexrdQHoj3bUfCUxpyo5mPxMST9Ghb9bSxfauMmG9gchSfu0I5ULvAdoRL1tU7bC1I7oqCJEhWRQSEQbUxwNe/LWI5EpYyVsG9ewHmnjV/owWL5QVug9jV2naR5j1E1G/9wiN+P+yKiCZEC/lvc9PIfpRysu/ZdCx4/7vFPhI0w0ETrv63oDm4zHdrKM+MvzK+CkAn64O+MnVCf/yw3fQFzHRGxtoNLpUPPitDpdqRj+9liYk+B35A/iZbluPRzLhbeG5poHI4g/GuCwifnoJD44JWtNNU1ykSc6EfBSyGNc3Y7pqsXUfvlG7frIwkIg+Vd/c7kX9eiMQY1nvCu2WKIJzr0O7vfxJ9V67Zl1Tn4yo9gzVvqYdyAQZlKIZi/A/Wguk1U0cZqPxkQRVKK92+sSoCMSLDl057Fy02tupEieQ+lY2pOIpoddh4gQCVsagdCfQ7tASLZv+njN0qRDPmoHqGcSwTePxdtvh35HHdfK1ZiSHTNtqdAztyJCdg24cIbc9XN3vbJXCJ4Z2JIQulBAefSJNkN1Ilq+qGsKmlOuv7aQZM1p8kYtSeA1Kkd54lFM7JYGEO4hMTAVBwHTjBTEoPNGqw1vFoJb/vvjWHkHDIHuIaiW4QKWWqBFZklnXmEbQJx9pdBdwmRgxSD6yRq/LXeSinwzInq9ojgZsTmJUgKQVNEC8ufsCtVrfojZ3d/EIiVMZc8tYjgzxpxfEvROZ25Q9A1kT/K2sbmeaoVS/Q5bGJTQNJ7+34OBHCerFBXzjbdYPYvZ79GZnunGniAcf8J8/vy20d/e0+s513vMGtrtjpT1quaF9PCHeFnAfbl3f+r/La9Sv71i9kL42f+lNmpGmGSqS4wNME8ieb4jnMYu3U0bPW9KFhCekF3Dxy4r5rzegAioo2kWCGQRsKS6C3UAiQusD2fn61BO9+JKz1F1b0tlEnstyjblcMjjLCAquvyVOaKZQVPv9itMp1HWMLRRuALpRso75Uj3/8uMrV3iDkSB3269z2iFsnYbSq978wAeBw5RMpOKHHFBWbBNBoK9o42mmVuQPDoJKelKVps00USldrLdyoJna79idQmrRJFctXQ9T62Vx211uLyQfCE4YfuHyGnWz4Mh73CilG1iWj2WP2BwOsJu2d7nS1BODrSL8o5xo7aR7nku+Zns0ZnMcEZUeW3jK45ho7Ylbh7kRRxnSROQhTYNqR7RDQzxXlPc8qmd+KwfZtcfF/eT1pag62V12BEqBJ42RAqw16mZJsFZMK7oOrGb2fostnYTK1479305Ilh6zWFA/GTP46SXx9YjsOgU85YHlj2eP+L1P32Yy3jBKGoo6Iv4iYfpBoHw+Ig5w8KOa5EfPXpML3X28FjYPu2m3ebTfw61D2SfNV9RvzaQBuMrAebqZ7PSTs4281ixBz9fgc3QS0e1lcq3Ma3TR4vMIHQJqsZH3N9xKOVSairayquTP1sJ4iN6yVHcSD/2apAOt6aYZq0dxv8eVXamrJXGry4T1Wh73sGStcZnHlBqfCDSn216jXXpU28udtgko2yQarWUyt4bmgawK1HIlxb+HJENVCZmsdsTzBuWk2DTjfupW9AVFYLTtc8suxWqznso+dyuV8bGint4WYd0fOPUkYfxZIxK/VO/ySZu9GB8rmsFWkqSo9gzpDajOo7se6t0e9EqJU1TXEbAyzR/OaO6NRTvvZL/mUpGCdamii+U5mzpgig4VgjSv85p2nBAtG7pRTDsUBCwoxfpBInKzy47ksqV5OJVdbaSJLzaEJCLyHjcUhrW6c436SY5eVRJT6GXPr9qeS9IFyVte1+INDFCUd6Bbv1tZ6DgSiNZL08umkBWCHfUxdkL0u53StvtZc3tvb9cikX2dTfyjj0mODln8228xf9fw+O+fw/1j1PMzSbUC9NGBmHW8fLUzYgGkyYFbsibcroLuELa2k6w7e0Xy6kK+p2dQ7/badx67td3dXbVWZC83NO+NJPc4V2Q3juLxgM2JodpXtMOYwanj4pct7UAUAsp4JpOCdZGgnsfEC8XVtwPowPALuc66zOCA2Q817VDQCJUmcn3BjvnP89PdudMdTbj+ekSXQzeUJs/H4AaeYALpmaUdBrosEHQAr6kPHHalf+b13n185QovQLQJRGuxh0xuQk/WEPMA2c8o4qXsMXQXcOnW7F0ONeUVUSljfzXRNCPp3tM52I2nSxTpjcOWjtXDPni8g/SiZXZR0Q0jkSPVHeZmg81igQnTGJzfCelVLrsnViuBa60Vl5inp1hriaKILnss5I95RYgMN1/PCEagumQuDlfNUDN6VkMItMdjypOEZixTgqkFxovWEniwtf8L86VczEcH4ALRsiN/JXvLbtAf7grWJ4aT35sDoN56zNV395l8WmL++Ke3F1oIQHsH7lYCgSfxjgijP31B/rkh3NuneziiywzJ0lPuayY3Sy7+wxmDP1xj5yvGpxmL795j8knD9D9O+OR/ZrneTFhdW6J3l9SPGsb/qGP/X14T4gjmK3kt2w55pzPsNYiq3wVtYbneOjJ+eokfDfDDGJPnEDzp2Yb5NycErfHDZId0YBTtdCiTWhHj8wiXGNqxwRb9YZJIeo0qKtktbgtpZNFRtHOGCieHdOOErifSpBelOPx4D1Ek8qPtI4lxszGLt3OasUD13QBUK8YY1QEEE3p7SmjHnjAU3a3sYaWLd2mgzcGODNG6w01SsFoYwACXN30ogxWIMJJGMfhwGxO3fTiHqhvUMKYbxpLEVHq8NbtQEhfLFKk7kYR5K82vbqQ5cIk6jvjyAAEAAElEQVQUny4DVG+8EYsSwdTC4i+PIuKlx6UyJesu9D9X7aBYW3r5HZESxKHz+DyREALvCI2gQaGuxa2pqtDDAWaUUj0WMmFUBqIShp9vWD0Z0ObbabejeJASrZw0C8uSKAS6UUKXGyFehbCza9Vt2CWL6UYm4qAVbigWmyhNM4owjceUbufMBRCyGB8buUedx9SO9MahOo9LDfa6I6QR+mpJ2Epxol7mcyczF2NQOHzTotcbYcwv1jDICav+75G94z51h/vw5V0vvJae5Y6nNCPN7Kcdm6/NKPcNe+MU/cOPZeLblPg3T1DJI/TWenWrKT6/ujXEuDv9Ko3Sd9jSaju5iyJB9bLH4HUPaX9pUg5Bdv/mVt5kXl6RHOdcfMeSnyrWj6UpjNYiI22HUkgBfBqwK0U4T+hGFd15BlNPc+LAK8zKsHpD/B+ijcKWRlKsMgWuvze2Vrwgg1TTih/122+weZQLTD3tn7eHsNdnOa8tLgn4XIqw6hRu5Ej3S6o0+ZnP4u7jK1l483NPPdGoLkjn2vjd/slbRbxyeKuI1mLmHi3lYvdRJKEDVqbaMBRILFqLK1F6XoNSRJnuDwsxUNhOztHFGkIguZKi3h2OCVks5gxxRDcb7OwW1WiInw6li61quRi3RATnUb6FNCVediSfX0mhPNjDlrkcNAciDh+eOpSDZmLpsqFMA0Pd+8vKJJ8sHclVhWo6/GSAvlreYatafB6RXJagFdfvxeSvPMlCBN3Zyw189AVozfO/fUCXweCVhe9+HfP9j3a7wdeY2j38tdurbn+Xc+ibNXnV0h6NuPzFnM3jjuPfHvDgtwpxrLmeE1Zrslc18SdnhE3B0aNvMXzRoF3FzUdjolwRnV3ir+c7k4dddBnsiCG7g8Q58ayGXUiC8oGwXKPWG4w2u72mmq9JlkPJRI2MBNwPIoq3clldlB5vkv7AlzzZaNmIzCwyEnDd2yxu2cp0HWGYy+HrHO1hTr0XSX5v48EF9GxKuFlI0H0Sy3TQm6C4cczWNKWZKFTPgmymgebAgQpia+oQe9GrSLJ4DfgEKYCNoh3TS41k55hYOTzsukH3MretB3Ly2aWsQmA37W7zWIOX5lGXCW4/IVp26NZLNvO0l8S17JK2dC1OccqxMw/QnSgNTC33m8+DMKE9EBTWCOISrBQ0b9WOhxFtxMAGpXCZoZpZlA+0I2Ecm01LSCIxsF/05iBbmLw3KdFVJ37suVw3yVL23GKkg3j6Xpe4bEgzsSTzDj9K8Wm0g8/jjReW+EpgeB8p2lwT7mfEi45u0Bc1j/gDp+J6pxvfQ+cWEmF/x/NadvZajC9casW0p/F0A/Em1gtZIykf9/Cr2+1Yt0Qn4LaYdd2O7UzWS5c6bpEfpaWxwt0mUW0fzsnX+3tIv/0Gi7eGVPuK5ROLqWD4ImAuVwTv+wjCPrkoMqha4Ucp5uWVSNTgZwouoSchenm+22Iq0iT5/ebeCWiFOzu/lTx9afq9KxsEIE3IP77G/tox0SYAMqRU+8J/iNaKeO1QnbjimRJWTwKbzyeEWKbSaNCyP12zKlOc09TnOfEL8Z6P147p9y/ZpV/1D53n+LruoXXN6mtTVo8M3nrMqMVVRty00m0GscOrgO29gLO0JYt7S8nVX7TCG0SzG688UeEp94WAYZrQF1G/s65Tzuym3fRCnIHsxu8W281QaP2mgeHna9xQdjWDp2tCZPqbQ246Uzu6/QF2XuLGGbpsb12sAJ8nNHsxSQio0uJmAyFqNXq3qwj2joGCMYRNQfz+c7l5ghwM+79/RvNojy5NJUO2CazvWYHo+t228jIxJBthsEYrx/KtAeNPkazPOJJCNBrQTTOKEykk7UCz+KWG8izi8T/piH78VA6q8UjSQ14KFHfxyzHRKuL4T/ob+C4540t/Dk37WtRdKEQaU9w7oJkGVKtpTkYURzHhUcref3sDwRP96DM5FPYmHPzmF4TNBrU35WA9RHVeQga2NH7vb8lI20Olh+G2HbPuvYhDHPXxc6Kj3FnjgUwQkSW+aSjvDUT2UrmdAYRLFNW+ZO+O1k5QDefF3EGpW4vITCz8/CiTeLc8EQLOStil8YsFdpmy+NqIqFQon6DXkdjl9RrTnfNZHGNvSiaNx6eGm68lOzKJ3Si8NXRjhx86VK1lwvUKWxhJ1vEKnKIde7oBNGOFSzTpFejaEi96vXAq5LFwU4Arbg/JXg5ylyUv7kQS35dc1XircbFMu7YSgpKLQfVDlUtEw5sshGClelMY3co1K/pe8EnArhXtOGAaRVsJR0O3HlJpdl0icg5TtrhMzE2ijcdu3I5o5VMrE6/RkjHcQ7MqjkW2Mx3i8pigILtyksPdyOeofGD0rCE5W0lEZCmfc5dr4huNjzX1XkSb9aSxOlCPDVHfiHlLf75o2oE0LPFKnKd8LCssu2lp9hKCF6axLXpHLqXECwCIzlf4PMGnFrvppJipW1aySmK27l2haV8rVrsiFjx+tRaT/leXErJQFDs7xy8/tiEd25+js3Snl7761X1uvoHYZA48utVMP9wQTs9v77dWGm5dNbTHY5HgNY34Fxj9umGHBvwdOFXp22vO65456PEXl6gnj9DDgcik+mzisL0/tj+v/7MZDph/7x7jf/Rj3vyvUlbvjhh/3nLxyzHdQJAhW0I5s8QL4fmUJ4rkRtOOAuqowRhP1xhCUDzeu+EgXfM7l1+nHUK5L6x24DUzEmCHPITgelRGpES6UbjzRHqM1GOtZ5xXXM2HRHHHwUhyye/lSz6eH5BFLccnc57+zCd0+/jKFV7dBZqB7IS8VbgIshsxpNCdiLa7RO8gZmGDKop7KdHaYTcdLreilYwl6cg0EjbeDixdrrEDK565IRC9XOIHKc1+SnwjB6t+dg7jIaYwko9pLT4TSzqXWnHkcaE3C7Dil9vnjEqRDQJDR5EwoaOBkKCcJyxXRJElH1rS80pYzr0+shn3Bt9KbpBqT15ncWCJyn6Psun1Yc4RejgjaIEBL35F8+/94g/5x+232dxL2PtiQHtvD7OqCdc3TH6yoHg8YnPPsng3cAy3pAItBX97K+xgXu8lZAHVBxAIRDb8opDdSSLa5emfXuPG6e1ORytUFuMOJ1z+0ojhacfghy/Rn77ckT5uP/QednISabaVvqi9ibyXW7ZnJZ+PGg4EEkoiaUJCkN1r1jPGO48tHV1u6AYidLd12IVZRGvZ74QAOHCDCF0qTNcIkSdPoJbD0ucx5nqD7Qk0bpziRwnxyzlROZCmrezoDkfYn9zI9dJ7NBNFYl5S1DBMqKfRzqoQ3xtiJIp4afuYwv71e3BZP/WbgO4UqlOgAy7tDTU2ii7XmFqmsK0GkjsSDXojgJ0dYdPKexjF8nclEX5+IOz5LutNUzaeck88rUMPB7tY4gm3dpHtUEhhuncnc0MPnciRfBxoJkgIfa4lPHze4o0UPuWCfEbzihBpklc1aGgnKdFNeQufK4Vfrdkmcm1Z2/p6RX18IoYG0ZZx7VFNR/Z8LVyMpkUdTGSPHCvs2knGa+3RTYBMkS7ErcxbqEeG4csGH9n+ud4qKe7uvk3ZUe+nPSogN4xL5Rg16xour0XSZjQa0KueAHk3lN65XVi96l3ltr7LOk1kT9v1Gtq2wy/Xos8uil2B2rGD7xS8sGX4a4WKI3xdS9EmYvb9G6rZjOogMP1AkZ+L8Ygej6RYL1dCRjSa9mAoemytYG8isi6tbyFxeghb9///uvivJ1/JH31doz7+Qprn/rW9xrjePrZuWk3D9I9Oqb73NYJVjD9Y0M5E3jn6HDb3YX0QSG5g+Y4nRALx2o2iO2j52vEl5+shtbFkUctNlfHx2SHE8lkNzh3pRSVBCV+C5oPzu+ehHt4jvmkYvNDYtWbzUNCo9qDGe8Xl+wf4NBBmcFNkpFFH6wxKBWLt0PGfwfy+8/jKFd5tDqMzvXxou1boAslNJxOKs0JYmiiiQrpU0wWS65rVk4F0qYuO5DrQTC3xvKMdx+KDaxT1xBAvWppJhHs8xVRiIxmMkn1DmkhiSNMRxkP8RHZ2KgRM0dIdjiSwfi3JIcEaVNlrJrfavLIiDHP8KAej0EWDul6gxiNoWgY/OsMdTtjci6j3FF0eaB40mGuL7uQuT6976KwRxrZelnIDgOy3iwpVNyTZHunLFdn5Af/so6+TP7XU48DNr92n2lPkFynj5iF88ZJk8CbHf+S4+bpMXjuP1zvEpe2Eq3xPgOhhrDCbiKvWYolZCoxplCa6nIrXblkLIavrAENoWy6/M6I4UtjawC/dJ3uxEdOHVYG7uLwttF96qDShebRH/PSaMB6KFWRZoQYDeQ+GqcCDebTzO/axoZnEREWH3bS9HaglDKEZaOo92V92KT15J4hPdxfQyLSFTVGdpz0cEl1thMB0h5TWjmPKA0syPoQA6U1DPUsE0g8eX1avTyNe9J4oRT3RuLTf82agammwCFAdCroRtCTicOfGDSagWkW00rgk4PokLO00KghMGzXxLVqxnXITC3VDGObSyFS1/H+a9PtqwYJ17Xo2cO+eVQfyS9dLcsSGUQUhuvhYnnvXQ8s+Eu0iHmkMRiKF0jeSDBR6WBfErlF4Cp3s0Y0hugK9LHB7I1ymaWcZyWeXch/W7CY2FVnUaLiTiwUlTkFt3j/nzhLFFvXyUj7b6RifWLrcEC/Ey9luHC4zxPOG5KoPUXFBCF+RxCR2iSIJ0sgSAqaSdUKzd4tUdNtVle8n4JUEaqjtzrCq2HpSq7oVFzrnIIpvAxa2nJC2QeU5ygvDWSWCXPg+HEH+J85OwX/pML9Dnrq73w0+CDkqlqk61A3q6SkP/mFDe3+CizTZp1eEmwXkmXzv3oTgQ086M0BEtHLYucDMOye27XnR+78HzWsSo91UHNndTnjbDIS2u53W78DWd12zfNPiv3hOPMqYf2tKuT9h71+f8+BfjFi9mVHvB+KHG86Hkpms92rMpxnNSYtJHKerEX/r8U/5VxdvcrEasjkfoGqN9oJ8ppct9mz+WkbwLg0qjlBvPMB/9Dl4T3RdEB0mrB/2L2kFjVM0Fzlxoeju1QSv2CxT3KBhVSTsjQqWTYJRf8EK79a6Lm4Dpg2Q6d20G91UoMEbTZeLbKgZKtK5sILL44w2UyQredE+kTQKH4skpzjU/WEZaEcR6/sW3cp+yIwjkusaN80xK33rtJPE/fMK2FWDXpa42YB2kmBig9n0NnBte8t03hqax5GYYzy/EBKFVjAayN54sQEXKA9E7tQcOOJBg0s73FmKSRTNSLE5Nhz8yZJunOBHKap16FfXQli4WaCGA9LPr1Gbkof/75LqB0cs3hLDkS7fMmgNXXrI/m/X2IsVVinuf+ok4dAH0a72N9SWjKHo4WVj5KbTGvXstI+F0+C625vw7FLO1m24ue9HSR8YnDoO/qToow49bjYg5BHNkynZb80hhN3P+XLoQPzBy1t2cJaKdWPw4gWbJYRcCC0uNejOSOOkwSVGSDCVk8KRKJnQJkjhKtTO4MFbRVQIqawbCYlG12KDqIqKkMRiNdjb8JnaAZblG5Z4GVjfTzE1tIMRI/sI9aOPb2/kLURvTT/pyc4+JGpniGEqWS/YtaKZBUIsRVa1inih6TIxFtGd3Pi6kUmjHdEbXmiUt0BG3HTiA1yUt8kzw1yMQArJF1VpKpBi/3mp2mG8IIOm9bcpW05MM0wVaIYad2dlpTuI+rQkH8nEu82cVg5cLq9LjD8CBLlnVWRkUitqObTbAl2UhBCovnVMPTGye80SgWC3LNooQuW95emmQHlPfJPTqBRTOaqZwW6coE+TIVzNhfk/yWSKrzXxosMULW4QYWonfAlnBe1oPOmVJ1q1tMNUIkOHGtMGstMN7Z4oFHQb0I3q0TJ6RjS9RWQnTZq1O5/3XWnp7SBpG0Ebtvt2awn9nlQlmTijjQeookJbSygKiQLszxVfFDIVDzJp8Ky9dSnb3jfGENqGsDUvs0LE8m2HrmqiV5fEoyHu1Tl6OhHuwqYU0uhiRRxZ0g/XtA/3iT4760NB7iQU9YQrsYn8kq9z/9jex/boQF7jek2oanwPqas4ukW5+tAXZUBPxrjrG5l83/+Y2dUR5bfuo4oK+9MbRuox868NCMsRsen5EUA7CgxmJdO8ZJYV+KA4XwzxTkPi0BuNG3hGT2H1KCH5HHYyJvpmQSlUnjP/xRmTz5/DfEW4t4+3UB16dKuwFYTSYipFMwloFRgOaoz2zJ9OCTZwtkyIhg1p+me/N7tL4ud+9b+Hh6k6Jj++oXo4xsWaZOloB9K1unFMdL7GHwrRRbeBqPTEN3IwBuMpDg3LR4b8QnZH1VRivqKxwaX9LmoVWDyxxKvehWeiiQoFISFad/hsiFk2kr3Z+/qam0LIVXVD0MMdXKaKGnc0wVyvBVq0ZrfvYbnBbEqxuvMBNRwL+WL70DD9uOPy2xZiz96o4OJ6RLBycMUrmX7aaSoa5f0ByU1HutjsJms/GUph6CeY5E8+5WBxn6d/e8L6ay3xuSVaC4u0fucI1XriFzf401evF7ptF9vvXXf+sXBLdnJOcDff3eoF7xjxK3enix2NILLcvGdZPRyxejLi/u84Br/7Ef6t+2TPa5pf/zrJ0xu4uHqtYw7O4dcb2YMVJSreE1TBaIHolPxOH2lcbvtEH0U90sSbQDMQyF55s7NZDFpM1qOVIj/zsspQUrzqgxhThR1ErVwQdu3eSLSZoxQ3jDHrBtV42kG/wmilqDQjeR+SaULSIwYqjm/1jlqQluyqw9aGrpCpcXDmxOZ0YjEN2JWi8xqfbYX4fdFtFINnsjLZhta3A1Cx7EybgZbJtckxkUErtbNXDMNM9ouxRVf17qBWkXyuktMMutF0UYTdiIWZyyw+labF1EJwaQeQ3ARcImSreCX+3bqRqdcUum+cjXiT34kwFNWBRjktTladk9ULQh5qRoY2U5haU98fk7SdKAS0goOZ+DzXDexNYF1gX1xh5hn1wymDl5KK5GMDoxzjvEzz0Hs5yzpKko6EIFi9OUO7QJcJOpGeFrhBRLx0uFRUBO1AUx9kvbbY7AIPYBvIII19elELT8DLJKtGQzH86I1NVBSx04cDO4eeHk0KzsuEaMVgpbu3h70wqL2x/HejUFWLKfKdlE1tDUVAzpZtTKVWX3Ip6ydM5wR61ppwMxeTnq2KoarksyhLmC8IWYb9sMBX4qIlxKfeZGP7s7VC60wGiruQrdYo78Xr+WS/39fnkpZ2eS3/bm8qQRdbJK0sMY8fygR+VxfsHMlv/4gwHBDqGnu14f6/tLz6XkJ5FCDyuE3EG984k8/QtqyahN87f8J0WNJ0hiqKiPYKyvenJPOWxVu3RV/eu17R0HWwWpGdt7jvfA17sUIVNeW+Jp4rorXo7nWpcdMOM7f464RlbcD3XuelJrm2ZOcRyyd/VnW7fXzlCi9eilZyXtBOU66+mYoerzbohez1tgbk8aIhuqnQywI/zqmP8p52LuHEupMLosuVyHOsfO36F3q4L5dpMz8V/a/knwbMskavSjEi8KAXhRQXrXCHEyF9dL28pxPIeUe7b7tbFyPXS2Qii5qKDZdqO7BGskaNZvDBJev7xxRvQ91afGEZPjdMP3LoLmBKRzMWLbJpAmpiSXrTC38zR69SkeT0kBzBoxcFKkzAK5p7LfEypvKKepIwOHfAHmY6RD87E/MJ56U7D/51yGprPdfHuO1+B3cgpd3n5l9vKsoS0gnH/6rg/Fdzhl8g5JlHx5jzBXQdm29P8XZGFlnCFy/kd27JUttkJQTiV20nMHZboYzGpTFdbul6TXaXiZOSWgbyS085MzSTfk/XiJie0PcNvfew6iFFWwoxJ1q30kxtKvwkx0dywKwep8QrT+zpJx8YnnrSy5Y221pQwfpBTPrkkaT+RAZzJSx5qoZ4LohHvJBUnGZiqccGl8hUqVtkr6jBebkuu5FDV5rBU83glSPaiKVmPdb47Rnevx4fKdqxSIP0UhJpKIUJH5SSRuJkHz1fC9u51RLE3j8EchdTiO3OUnUir2mHMv1GazENcIkU/3glE187UujW7CQfqJ79HLYOc0407EZJ8lbndjBqqGXvubknU3VUKOIrSeJR1hKOD2R6NQaSmPrxHvGrGL0u6PaHBKsw6w779JzNdx5je6MOczHHXq4wmwZCEDOMQpjrfm+Iab34t69bukEk66DOS5FtNHZZY2pBQOyipN5PeqRB5Ge28GLq03phYWt9ex9GfbRn56QR77Y4arj1Eu86+YzueH8r53v7wh5pSiztfk50XYpW2HtIxXZU9fI5YEeK2qJG7td/AbNp4U8/kHCPrV64l/qYg31pwJyDtsMvVpJK1A8MqhPkRI+G+OVKiu12Qg1hl/9sHpzAegPrDSE4zOFxPxDIZKxeXaMGmey402Q36Ya6kbxhJ3nD5mAfP87RdQPvPsTHBvsnH+Hni93vVdbCqwvMwXAnYVMbA5OWb+6dcV4N+fDqkGKTop+luDgQP9owHRY4r1nOXG8jiuyzt8PR3boTGcrDiOtvJrz199YwX3Lyzw1+mFDeG7C5ZwhxIH3aqxReCJpYTwO2EPnd8R825D94xvH+lE9/Tpn7yhVen1o2TyYAbE4MzbSXWGhDl2kyLdNL+nJFMAaXRajSir9rF4g3YpyhG4+PhZykHIREDubmAXQjj9nonVvQltSku14jORRcTXUe1UhAQchTzKJCeY8uW7mZLq+FybwlH2yJNXdM6lWaCCmp6mEoJWHZ+IC9WeIeHDB7vyQqUs7/3QF0ivHnXnbULxbispQNZZ+9guyiZzVXjUBvkZV92dbguxNy0P6PO0lKiUM/PSlMBcWBIaiE0XWBSpI+eLvuXVtE/nI3QF0liUDNd7vau4HbX7Ks206soW5Qry4xk5xmKl/rcsvg00AoCq7/9tfY3NPcfCMiPzvg/j+o8Gd3GJbbh9a7yYHpGNXHmSnnqGcRzUAi4LQTp5utxjS/6IgKTbWnaYcynUVrkbWgREdtmkBUB+zGYYsWbzXRsqI7HLF5IPKlrc2gLZ1k0wLTDwtcZnGp7o1aZCosD7UYpaxqfGRo3t6ny8SNS29qQmyhcYRJsmPqu1jYwtVM4TKxtQsmQCSMebuRr0cbT3xd0Q5z2kEgu5CpM5hezmO32c9hB/eHENDLDTqNpRjc9Pu67UEPsuMrA9YjGbrjFFtIgpcbR/Izt2dpB20f/rFNDhMNrnyP6W7NLJqJwlxI4pPqG+B2HJO+kAzpXdiE96jhgIMf1iwfxyQLJ+Sq6zlBG9Rizeq7D0gvJU7QVA7Vdri9Ec1efMsGzDOyl2th/fdhJmFZwc0C4ghjNaqoCSMJVtBlh08s8YsbVJ2i6g43yYRc2Xh8bAlKYdc1bpziUokb1B07h6xgBJLHiKxrh3aBFOFcYGK1LvoAjXoXWoIxAsMbj8ozQp6i5ivIU5G29UhbdFGA7Q0mIoGsfWRglPUe5AVhUwiJSSl0kqCvNtJgbPNvB1Kkt1aIJLE0AD7AYn3bYINM4X2x9qv1zgFrlwe8c2YT3a84iGlU8JKg1si1o9oOd7QPIVCe5Ay//0J+tlJsFR6hJ3aiFBe/OmHzcEoz8cQ3mskb32b4siH+44931qzUNdHTSw7+9AFXv2CoZw6lA7/52bu8eXCNUQHfKfzQo6YN3ivm65xqmRBfGtqh5+ifPNtZc+4UEX0zgffs/d5zTPNAzvZNIWYzzyuGlzOa0QNGHxr2Pm6ppoabr0vhTq9EGuriQLRsJcnqy4PJlx5fucIbjGL52IKWrF3lpasnCGTYTC228HR7GfaqxM1SQjwiejHHJSPi3sMYZHqN1x6XGCCgW0WVQLTQdLlETakgu7doLUL6ehaRnZZySIZW2KTeo4oK1XW7AquGA8hzQlmK00zVZ6H+jPenuEHJi5Pwg1BUcuEbg7lcYoxh9kpTT06YfNaSf3IpN7FztNMU5QLxPDB+KkH2wUh8mMoyMYo4mIhERylU0+DTCFN5jv+wZfGk1+aZrZ4Sypkmm2bYzsF4gDq7lC5768sKt7Dz1sqyvCWM/HmPLVytkM44hIC5XKKbMeXXK6rCyvQSRbhYUe+LPEB1AT8dwtn5bdHt3Wy2sWvbHZN7fCTQrZWpzzS913AiU2K5r4nX4Y5JPTvDkvzC9VpZCbBWHX0UoEe1Dp9HVA/HXH5bwtTjRcBWkq+sa0ewmnaq8TYhua7RnWbxVkS8DGKb6KEbGOwCQq9bFSeq3rIz7lGPLpBcteiRRXlNvHSUBzHBhteKbvLKkL+Sazm5qnq2u+h3belxC0VxKHvRLlXoVtMNIrG1vFkIvLhYoru8t9d0+E2x2z2HqkJlqTSX6wK/P0WvG5HaTbcQvgz03oiTVbWvdu5UthLkCYSFHZpe/6sgufG0uSL3cr362IgkJ4swRSUyoa7bJduUBxFREUhPC0lP+qUnxNclzTQFBXZeopYbUQlkCeb0Evfmm8TLjmD0jgzJ9QImwtSlLHeuV3opqJWuGnCyPlA+4PN0lxWsG0c7TTClQNfdwOJy4XjYUl6rbgPtQO+8fpOmL1oa2THX7W2AfdMKuarqD/o46tOr+lVJXYtEKomFlT8e4MYJuu7QqxI/TGVy3lSyvigqcV6rGtzeAL8/RCcxOo5Q13O5N7OUkER0w5j43jH+6hqyjOaXe5vI330pAQyDATw4hrNLITfdhb+3rlfOoeJYYlH7wAMdR7cWk9tYTmvw+/vy53UBqzXhwTHdMKKeikd2fjBBTYaoq7mQTtOE8IHMhH65YvUE2qFn+hPF+s3Aq7/Rsfwk5c0/BjUY4OcLcYirasb/4mPi5RM+/w8M/z/q/izWti2978N+o5nNmqvd/T79batuFYtVJEXTFEXLtmzZFozEiYLAcZwEDmI4gZGHPCYvCRA/BH5IkAB5MGwEMRw4jpXGjmIJsmWroSiJZlMki1V1q+q2555296uf7RgjD9+Ya+9zq4qU3koTuDjn7rNXN9ec4xvf//s3944WvPzkiC++M2b2kaf8OUX9sMUaT1tZ9GWKygMP/2ZDMq/kfHh/W3D7DYcxMir0nvHf+0zW1rISVj0Q1htUgAd/7Zzm/oTVNxN8FnBDT7sHYdiRfZFRHWeE05xk4+CPfupS+bNXeL2FdkJ0oLpFU6pD6fhcoklyxeiFyD1cJrOWtG4ljWQtdnBBycxRKWKKkczFkrXAZnYtDE2C7NIH135H7EIruoElabodVBxKufj9fBEt+LTcRJHdR9v++MwUCJvNbVcYgnS9dxh9YbGU4pYk3P//PhWxeprsQrF7dm64L+zV9NUSta2o3zvGrvrZtmhQfWoI79wDYPDpNcp50vmUzcMB9Vh2672t3vZ+TlpY3MAwjFmp4Wax03j2iTZhu/3JmsG3HwmprM8O7mFmrSSdp//88wVv/YeB7/9vTqQ7qRuwltHLlsVXEg6+1zH6wbXQ++8khChjBLr2AYJHFSNCYjE3G+rH+zQzy+SzLS4XL+AQu1iQDixTwsa1VcBGk/Nk5XZ6T1tqgVejGUdzMJCg95mm3hPoSLfi76uCGFykNxV6ZmPEYEd5MBTy0URIbMkqakLXKen3n5P1phYRfuulYG5/gIu+yNlNR7poME1CfqGwK0tIIF3IPFV5uX6bqcyMk00nxKxFEyPohGDo9e3n72f0vXe0+HBb2TBasV0McQwS1qL5VYVYHPoiwRWSgmVLj3Yi6wtKNr7ZjeRjEyC76ajela7TbqNNo1jmSoynVSyfZAyuHHYrhi7tJENVHXq93V1r/uqayceyeXSjjOooRXWQnTmqw4S20BS5ZfvefUYfL+QzWiuEqdph1vWOeKi6LsK73S3y1LaCOCUJal0SsgRztcJ0UjR7vgJGkyxlc4uRdCNCIFiN3bgoIQp0ud6tFclW2MwhMYIUpVa+Z++FoNmb0iglCFPT7tK1lLWib9Xy2j5L0HUn+mYzxl6ucNOhQMxtJ45XkbSp17U4syVGCIB5Lvm9g5yrb05ZPVZk33qL0789gdcX6NZT72mRF74+R6UJ3TjHVhPYSmenD/ZFjRFzx1VREFbRVU5bVFC3Erksw9/MUcOhrBFNI4YnPYegrLGrDN14XJYz/9qEZOvRTyaki5bk1ZyuZzt3He/9X17x4l+8z+ZRoJ06qDUPfrOMZjmy0/N1TT/Myj+7Zvj5KS9He8y+qzn8ww32k1fM/vOa7utv8fRfLOBBw/CZZvzckf3ex/hNubMi1cYI12At67POMkHqpiN8luAmKfZmvuOehKomXTm4XpC+OufR8hGqdTz7C/tsPpDxQTaHxTtWDGfGBv7zn17nfuYKL4jEQscmsY8CTK7ULsYs2Xq81Rgret/Bqy1+f0yyrNGrSm7ELEG1jvawoB1JB6NbwEO+CLSFQq/k/00ri7JpRIAfjJYOJ7XopZdi4ZzMS/JMur/5HSJA/SWCAdyR6UTSRWQD9gxhjATfy4XV7hbCXo8ZmhaVJiIh6jLSdUY7smRtJ3aVrWfzaEg2b3fv2acaO6/FfODyGsYj7Pc/p0jeIaiMwWVLtW93M0GXJKKHPhxjPnkVd4HyflWaxli8KBWIPsD951p9sE95qBk/68j/7g9uP7hSt97KCMnK74158FcM409WYoYQAoPfLXnvsz24WeLfOpUbQSthQfbuVD1c03UEa/CTAT4xu8U4v9Bkn18SrMFUE9phQXWgsDfsIOV6qhlce0wbqGcWW4oBS4hXvl0HQmao9izbYxk/EKTgVQdCmhqVXgLS3xph6kA9M6zvT2jHinQeyK/8zg5SO2TTBrJo9aEF2qA6JxwBDeJGJd1gN0woLhzFOXS5lvDtANnS0QyjWfxCY9ctunEkjRcWrfMMjHyP3iIWhS7Kl4xBDQv8zVw+aCrMYD9f3M7ph4Us5iqGuEeDGWCXoqQcYEB7yM5a8rlsGOqxYfUopcsVPgNTysZD7BZvjTKK8w5TeXQjASXeKtRRgR0k6MUKPRnLvfPhZ+A95r23KBqHKwQdGZwV2ImlvD+kLTTXv7jH4NJhjoY7v2R9KcU4DAdyvjsHxQCtlMwoi+gmVtXymfMMtVjjL69Qg8iWbqQTVrWTbO5RHg0kHGxa9LZGuTFuYCjOG9phdLGqIzTeeVEHJAZGA1TMJVbbW2g5dJ1cC86JpCvLCKOCkKV0s1zCIfrnsRo/ygXG7lm3WohpdOJBoL3HjwaEQYpigqpr3IvXpOt7dCNN+cBx8L2C9FUg+fQ1k73HJJ+9xmuNv5lje0RLKfTD+7z+5x+QLQKTj1aop69FNxwZ1aLXlQK0Y8y3HWy38rkqCOX5bTd5PUcXOXq+IR+IcUxx1pJ/ck7YVribm1unLi8b/ePf3fD614bYtdycN+8Zjn43Sqvi4etaGoEXrxk/O6YbZeTXHru4tXk1y5rHf01z85Wc7X0oXla4pXSuKnb2fruFUjTQOrmdtbdHQ17/4wOGLzz7r07h1bkQyLqO4rc/l0ZKKdSHn4FSPPwvDefLyc4WtTqMaonbW+knHj9zhbe3qav3BL6xUbagvBA2hq87io+uxDy8rBjOh7vQgDDI4OwClefoyPpNvceuEtpZTlcYSWRZB7Eii+Qa0way81Is4ZpOLn6QGypKWVSWiqNRhJPF7CHc2h16/2PFF3izgPyE4rwjJb3hpRtQNjIzoyVkO1A0I0M3OGXyg5zkbMnmwbG8z0ZYuroR15mQWMgyWWRDIHm5YGD3SOYVhJz1w5RkI4EQcq4zCu9uhe89oSFJIEliEEM0X4/d7/i/+pDxw9MdSSH0MYn9ofTO3EJ9/oLxRxGmj0U9VDW8eI0yRmzp3nl4aw5SVrfnxcusIYwGuxi//MpgNwZ7tqB874j8xRLVeUmCMpp2GGcumbCHt/cUxZnIf3oP4qDA1oHqIKEtRHrVFWBaMLV0dcYDChZPEpKtlS4ukedMl4LOdNGIoUoEhlQ+kF4LOsJsKjO1uBkJaUI3TFAB8pdbQmYoT/MdCVC3gazqGFaOaj/Frt0OSk4WDbrp6MaCguAhZGJGkc+lGzO1x96Ucs4nY0LdSBcTrz1/uAcbcVZSwwJ3/wDz+kbum8Si17LbbfsC6YV02HcJeeVYP0xph7LI1AcIYlSy26j0C05XBNqFIqjIXNWQrsVr3RsV3+OIsK3wj4/RT510g0ahF1v0jcePhyRnS7b3jhhcNJLelBvy5yvcOMPnBrOopMP1QsBjWEAfHmFM1P8OxWylyIVN3d+L8XoN/YgohJ3zlLlaYZxslFREq+yyQrcJ7ShBtxI32DvcqaajPp6gnccu6ohCRe1r00YWsnpD/qOUgqqB5ZqkGcvsu8jRZSd8PWPwmZX1IJGNG20noyutUF2CXq5vPbpBjP0jDD75oUXX9Y6IWfztD/Ht7ev7+eJWyrdY7Rjq9VFB9/g9xn90LrnENjKBo1nHLtwg+Fub2X4t6xGeGNXZ3hOfhIPvVyQ3Jc3jQ8k+Xi7veAcoQllhP3rOw481q19/h6tvGNJNeNNjfPfGZQ1Jlw671WxPNPnNmLxzQtC6vMEkhsM/bNG/sSW8PMP3sYVe3xb84FHKovZmYun73mNU40mWMna8+PVjjv7KaheiEFar3Zig32DoqhNDnsjZ8KmiPPHSsPwxx89k4W1HoJ1C9aER0aZ3cBUoPr6WIrDeCAz0UmQxamPFRlFp2cX3Ojmldlm7g1dbqr0xKCjO2riwiDF+c5CTrFvpMK0RQk/P5PVeZpAuwN5EdqvbUjI1q/rW1P+O0cLuTx+is5S/JUDBbRcc/9472ACyy+w6aFv8yYxuaMlW4h7UZQpfpNjrFflNh13W+DwR9uW83GlPmY0hGsrTtOQ/OsNPZcaYbDy2Eou8PjAcuI0ou7tRyFL5nMQZr3MyH+q6HRNZ3Q3jvrOg0TM3jw9R55ey669uI/VIkluWpJKFyl/f3D5XXBBVYlFNh246gtUkV1vq96Zc/vopzVhhnxwy/bxBeSms7UggTwI7G0NgZwfYCapKmYmuGyX/5gaQzuVxtooaVQvNlBhcD+tHnvxSs7kvect2C8snJjJcxUkJIOxN8MMM03aEqiKMh6hWtKR626KalnY4Jj+vKU+ku3K5Jll2eBvnprnBG8SqcVOjXKA7LvCpJr2pacdJnDVbmomw/UNuCZOhbNraNnbbsoHR2wpGYkBCYqmOC4ZncylQpQSxhzTBljnBKMnoTaTIJltPfZhS7UckYU84E8rLeeoNNdwgSGynAVCka8/qkSHZhB1ilT9bCLQ6G6HyDHOzgcFA3lvbbzZTCY7fdow/WgkhqurIFmvCuMBeS9oUzuGv5+iDPZkX93M7pWQdGI/F5CZLxIt7IZanWDESUeORzC99kKCJPJPiHBm45notWcLWSFe67UjWLT6TQAQ3lJ2GTmO6U1C4QYJZ1bKORL7Jzqktol1iLlEJwxYksch79N4M0zmU87i9IWZdR3tbMcPAe/GHVwqfJujFWqL/rm+ESTwaMnzdcPmLGQffb7j6+YLwrSec/Afz3Xu4q0i4G0B/+jsN1b7F5Yps3hKG+W1xhDdHZCHwhoFHL1vqTTM0qFcXJGeXIgfblKx++QEuUUyvklsNcnxOP1/IWtU1TH7rKfnFKennF70B1u377bODiwH1nqE8CviBJ5iU/PSI/W/f0LxzhKk6kpc3uOcvb8lj/We985kUEJYrQtPghhnJ6zlHIbB5MJA14PEJqieZ9WuSjoEOzqPqhskXFTfv5biBYnAewGvq/R9vwu4eP3OFlyDwVrICn8nC12fw5tcOP8xlNqM0Yb26LXLO7Wjwqjf7Hgg7uR32C0jG4KojWXYSZF07bBBCl64d5mYr3clSzMy5uztWijCwwuTU0Z+5bsFEwlRZ/pgJxe6IJhXArSdqJC/t2IJ9Ak+aoOgEhhoP8anBJyoWyID1AXOzJdQNgx+dS3ertZi2x0KvttVt0Ys3ujuKRfemIuhcYhaXNdXJICavKPpMWT0Z449msK1RzoON3e9dspWPIvo7MywJzFa3F7nzAvVtNvTxifKFCGStjcaX0dhhW+J7W72d3lEg7tB2qLNL1HhEdyobkXag2J4ohi/F4tBsO6p9SzdAjPnXUcqyFXcz0d4KFOwT6W7tNjJ0W0i3gXQVNb9x86ccaC0G7ekqcPOBmFr4FNDy7y6X5zBemLwEhXZDhi8koIHEonSBH6SodSV6b0BVDclr+ffcaNzARAhcDGPs1pG/3pDdZNElTYg11YF0wHgJeu+GBcmyoxlr7FbTjgZkNxpzuZLvq26kiCglC8zp0c7tK100+P2xnOMkEhqPhiTzCqsk9N2lClvK7LodSUKYhAGomBLTExmhGwZ8Lm4cZm1IVlC8bmiLPD5GyGyqEQJSOJhIl2SNFNEQcKMMP5ANs9l2JM+vdsEO/vEJ2he0B0PMpkWvHCw2MieN+bZqOLxFpCIxTyUWPxmIbGg0Fcj+8kYg6M7FTW4jnU3UwgYvxKLdprjtSC41vkjxiUG1UU64EcJYO8mk862ls1UhSBcVc2d9FY0yYLc+7Dop52VjDvjFElUmBB8w25LgPDpLMV0nG9UeWq470e/DrVY38k2S3/4hk698E5dq9n9YsXg7h3ceoz7+/MeX2xDQTx4SiozBh6/R7x3vUpn0couLrlQ7b+W72b+6VzHIZ9sVp97CshSnPZ69RJ0e461i9cgwuByRunvw9PnuscAOUlZVjf3dOe7LCKIPYIRstfgzb3HzVY19ssJaT/tqSjdQKD/j/E8H7CJlcDFkcHGfwUVH9rf+CD0a7gw6gOiY5QUFMgb70XPC0T7mh88YuYfoz14S7h/hfuF99O/9YLeBFRROOl53KD71KoBLgZiMpX9Co373+JkrvH3yiYoQltbIItnA8oll1ubo1Zb2g4ekH7/C38zfKL7U0lHp0RC1FJH28OVAQqxbIV8p5+nGEhlnN63YOZb1TnsbmhiR5wN4J8SFfrfZIQzGXIz0RQDfCMs5kldC16HuQs93Uz3usp57iDZ60Kp7x3RHE5Jnl2J633bYm2i6vpR5tl1Hj9dRQe8PreoWu4h+sEUuTjTGoKZj6X6jzCEYjX1xic1PZEa0qrCjVFi9eS7MvTyje3JMO0poZlPyy5bkcovu4XDnpZNIEtm13w2Q7v/rzTAyS5+ve9eMXD76m7BbaJrbG7tHA/o/Q5C5ujHATPx2OyEfDV81EnBvNcW5xicZLlG4XOCfbBkXkU5MSXqGvN1Cfh3zW6PJf3HhsaVne2ypDnqykHRqq8daPIgPO+zc7IIC6r1Adi1dYLoMdDk7qE9Xt3efKpsY6yZ61NC2O9g30Rp/OqIdGoGrXRALU6uxP3wm3824wA1TYWlrqPcs7VBg9TxXO0+GdNmK3C0yTkMZkZnhAPamVA9Gu9i7ei8hHViSeYXeNPipGNN0kwxdOQavZJNWvKhYvjsQtyoF5aGimQS6sYxr0hstCgEn51bVBtVJN1wdpWQrj4m52brzt2lDZSPs66aFyZiw3mLyDHQhHeP5NeFwBq8vwTnM+RwAU6ToWj6jGo8Iq/UOTsVUt5tD56WgrsCfTOkKI/DwupJzUpYCb98tgqVkYqtCNq2hqlC6IIyLnUTELiXiUwx0KpTVaOdxWoNGZIfXC1w/m7x7/yPdZYh8jts1IhaD6LXtywod04vCdrvjfDBfCAsadg2G3HcRLjeGUFac/KUfoKZjutMZsx9uUc9fyYz27ugrSVCthIBc//yUwfWQ4uMbmnsTso/PhOgZnbJ6H+W+S9297z75qne8u8Pv6HOGg3MC9cem6vqDjMN6iPX34dnLn8iPAd4o9P15DM4Rlkumv/WM9YO32Hw+oskCp594TB24/JYhmQfcWxXLE8Nmbtn/o4T8g3dQZ9foLMP3tp2YW9MREAj/6QtBhz76QmRH2X1JzNrfe6PW9IdZlCT7skHd+8gxf8diN7LR/+OOn7nC2x+6EZy919i6FPLrQDOx6NMpi3dzBtPHFH9jKV/6LpLPobwM5JVSkCbY8yXd4ZhuaLEhSMHsPMlNCWeXMWT7zmEMYMRHdTgkjArMYiNkByXG8sFKl6BCBlUFaJFmFMUt7OP9bad7Jxy9n+1ChE7SFFUMWP78MatHhuLxgL3fekHIUkJq6QorMPhNgwqB6h2h7mcv13R7A4lGnFciiUmt3LDDXOIM80TMPhbRrN0Y7OWKMEhpjyQpyJ4v5SbTmtCI76w/yMRcYlXjJmLhp4aFQPzayC69GNx2vMaA7t1tzK0WuM/g7GfHPSyfpm8WY397s/XQvFhXxiMEwrbELkr8IMFlMn9YvpWST63MrEcy31KBuPsFl0heaz/b7WMik1KynG0ZqJ0sFvVUkJGgoDjzVPsiNav3JA+3m3Wo1NMde5KzhPrEMXxqZKMYP0o3UCRbkbDpxuD2xuhNJfpGH6tmfzgn1+uL12TtIeGtPUncebakOR5JMT/ax41yqmP5vH2ySrlvdkEFtpSNQzOxDMpOZuOpQuc5GE399hEqBNKnVxIiksv3NDivUa2j2ctJEkN9EBGiQtPlGTZGU9YHGV2mGFx75u8Z2ZBUCuVV1B3Hzj8BXWqSqBhoJlBtdZzvKsZPtwKjZyn+7AK1XO20oWGxhFaSsMx8GUdFBp8Y6VRevUZrCepQrcONMnQVbRl9EIJjD6X2ASVts7se7bLCLiu6idzDWAub7W0R7At18DGNx0QUR86VL1L0Khq6VLV0rpXo21XZoDNL4sJuTXF93Fzwcu0rYegH371ZTCJrPziHLordhklbkfRI9m5M86n9rcxnGMPpJ+JcF3yQTVZMofLrDfr0UDYwlzfyHBER261J3qMPD5i/P2bzQNEOLUHtky5aQtvKZiQGfqg0jUqDbve+ZYNSwGYj7z/LbteD3v0uy3ayo/5+k02rpr0/JVmuYbG8fW93CVc/6ejPV1UJW3muGVw6uoFmfd9QPakZzUqaxuLahGSlufl6YP7VGW/95RR7UcCnX8i5iylOfQDHXbmkLyvRjT+/IIwK5r/+hMn/b377+j4Ix6ftyC8qXFYIYTUHl6udDPCnHT97hTcujM1MMf1ETky6gsGVJ1k7Vg8STJ2Qz51AinszIRHdfYoQ0FkqXVkjXsr2ekM73RPNXxILxKaUC7IPe59OdvPFfibnZyPRzbYiXg9WC6Tkwi6GTrkIP6SJmLv3vsJ3uzb4ElQrhA21N5XXyzOGz7fU09GObIM1bB+PWT6xqC7l6NuBdpZRHljRpg4mtEOZU2ZDg6695PKuNuhOXGGU0eINHW/M8PBE5qXLLenNmjAayObjDulCvbig2NZyLpZreHgk8imt5cbOUsJ8QQh2RxxSxQB/MEFVLWyky+o/Lz7cph2B7Mr7Llm+MIE67nx/t7veOwW8bVE3S3QY4404JnkLh3+45eZrI5HVRCeoZCM3uW6hnkYLyX5yYKCeKGwpM0hbB1aPJFZMYt4kDcinUM8U7dTjRg5MIJQGtOihk2tNPQv0ebmDK9H9mgaxF0wNpo3QahADfeIctc8V3uURd47Bh69lE9i2dG9PpVOfFejW0YzEGSpbOuzGsT00uDxC51aISyiojjLSpUHXDh1tCNNXS8IgpXr3iOz5ArU/xJQt9XGBT6QTWbxbxFm3SKN0C02cV/tUUVw6TB2Yfgrr+4bhy8D6kSK/EK0vEanSrZxrU0l82+hVR3koudfeakzZ0t6bYXtHJOdFjlIMoFT4t++jtw3eKNw4J3k1J6w36KIQEozRNIdD0qsteEQmFB2wMEaSwpwnmMiutVaur87hi0w67rbbWR2q4RDVNtG9rSU4pKDEGTG1zGpV1UXyVexifSBsohQrsZhVhVEKtVjj+hzkuxmz/WId82tlqQs7yJJok6qnYym41or2WinRWffNRc8aBnGD6nXB0RHLxz8BwmfPBJ4uy58YREIItE+OhMAHFJeebqAY/tfPUVkqGb0Qk5FKuFNcA1JUQdbgsFrLWAVBr3aFFGA2IaR2p2svLh3NNBGJWV2LZna75cvIwI/9/+5UBvxiyeR3XhCahs2vvBUlowG1TNguErILjZkFkiVUp3LvXvzSkHt/Y4sZDXGrO99RUITO30Zn0rO4A+7iEv/ON5j8aIm+d4J7/kr+XctoTbUd5tk56fghXWE4/e2K6w+ynXf5Tzv+xMKrlPoq8B/f+dE7wP86hPB/vPM7/xLwbyG3Qgf8L0IIv3nn3yfA94H/NITwP/9jXzBEkkoKi3cNez9yIpdRivLQxt21lmgvBe3jI+xqvdsZ9gv1y3/lq7QjeOs/ei4Xb9uRLBuxjTMK08oCqKaTqP2zAu92TqCrmJvpBgk+NzIX2kgxCllCUELiUJ0XN5y2Iwxz1LoUbWiSEDbb264u9HMS8TGFHhpvhDVdN5irjnw+YPThtTym7aSwerHnc0VCspRFqR0Ji7Y4a6n3LM3IoAcaGJCXE8LZhRBLzi5lMUoS6Vg7CUH3F1fo8QhV6h1rdVfsqgp13uxmIeZ8gd8bESYFOgSBs9tObkaQRahppcNOE/n3aPOn+s+plTAhd8EBsuj2t1boreZAfg8iicG9AY359YbuvXuka4/ykjh08UsjbAn5jciGXCqaZVN71veNQIQKfCLe18Eo7EZSftYTQ3UA9YEHHQippxvKvFQi34REhAlQa+zS0O11uJHDHXjU2mAqOU/NSMhWyUpkPfV+SrFp5DrrF+we+gfpOGZTmq/el4/3akl4taD7pfeo9gyDS5HVUCnyG5lhZ1c1bmApLh3tyMrnbCBdiU3m9PMKXXboxu001vr4EOZLsnJCyCzJ67n4AquCzbElXXuSMjB4XUXHLulSs4UXWRbymdqJFNDJs45mqElXIqeq9xTZXFEdCDJgWmHHmipEq8yY3uS9yPdc5DRYC66R0Uxdw8nh7ryo1mPLRtyDhtIJlu8ckH8xJ1k1BK3RZSWdrfPoUSpQYV3LBjjCiWoylsJrjSBhRnSv2gjrXlkD6TAWWCtWp/FeEKKVbIT01VwKXCxCKqJUOLHAVDdLQlVJoH0cN/Uknp5Fe5dNi9JC0uz1/7GY+sVKZtbT2Q61wppbSHc8EojZxE2984S6fDNmsz+0hicP0BfXgijEjrK/z3Wa0EwSGZ1pIQbufedGHqsU/uEx1b0CU3mx5q0aeHUuRVxF7bc1wg/YlrczchDUQCv8aiXa21cN+8tDyncPd2ROu6rh+FA0/P1xh+n8xt9/wuEvLgkhMPx0QbCaejaleKUFfUnlvihPA3ZpKL4yZ/ErAzYPD3nv/zBHbbfoosCtVrcbov5771HJqPKwP3wWCaD6jddXxsg6ur9H/tmlcIpCYE8rysPkJ73l3fEnFt4Qwg+BX5DvQhngBfCffOnX/ivgL4cQglLqm8BfAj648+//FvAbf9JrgRBj1o8hqEDxWlyW8huB/UYvO5STC3T9wMRAbYv/pfdIn9+gN6WQeQY5pglsx7D52gn56y3dTOZWqm4hjRT9zknHFw3H1baS4pvFWMCqEWizTWXH23YobNxNK9HqJUL5V15IF9ooudD6mCkv86NQid1kiDt8ncVA6KqCutkFY49/66nAPNYSZqIbLS6caG9TjW6UeFRvtSyw25bspRMLPqtZvj8me23h8T0oG1SyT1gJA9ztTwT+jkSWsC1l136Hlf3GDKOf17RSVKt3DkkSsek0gwT9VCCo0HVSQNs4285S2a3H5+oLaQDI7JuQUtQy300L6S9+PZ3g1xtBLUKQrjyiBy5VTL6oOTvOaRJJGxpcOZqxYXNP0+Uw+Tx+jFoM+20dqGaa4qJje2So9sU9K79UVLlDDRxJ4ghB0ZYWOiFLBa2h0ahOujlsgFahdOx2Wwg6sHmoSG/AVpri+0v0fkF5b0jxSS2kmTSRdKrUoosB1DXN+/epZwku0xRMSLcVLjN422+uFNuTRIw8XKA+yKgnhmwhHah2EnPYjMTLe3MvI11Z8pdbdJGjrMHtj1DjwQ7p2Xz9WMwfVi35wlCPNcOzjvogY3tsBDEopft3mSKbd6RX252+cvO4QHcwOJe5bVgIsUx5SOfibKVrIWB1w4R0IQEG5unlzudXUA+/M/XoC4t5eUWYjsBour0CdTDCPr9i+/4hbqDZfPWAZqRBweByQPZ6Tcj2ZJTiHEHn8hpdJ6MQa+TeLmvIEkx7y3DtIVSUitI5pDBVtUja0lSub+93M2B6s43ESuRi10FVCUmw7TCT0a0q4e66dpdJG7vknS6+l9f1i3/XoX0QbXAI4nQXvKwRvRqgV0Es5zti5+4e7r1s9mZUJ0PUYUH67Y8lthTeGOsUv/Uxwx9Oo4mHITx/hcqzXaDK9siSLxwuKyi+fQH3juHiGp0UsiGoG6hq/Ha7iwHcFbEIy7rFEj0UItvgh2c07xxhr0qwmvrRjOzi+jY6Ma6dPaQr71OzCxy5cz5D02KODnDjDHxg/UCTrIRhr5yiywWZmr19w//43d/iP372p7j++BQ1HGCKXKRNP3iOu7qW4huNe4DdWq2yDP/oFPP6Cnd5vXtPwd/yAlRcQ31do8cj8qqBcMgfd/zDQs3/DPBJCOHp3R+GENZ3/ncItyNTpdSfAk6Avwb88p/0AsEGmj2PXWuameycCRpTQ3ZR0Q0KlBMIUbeBbmio9gzm3gl7v3eBKktC3XD6n79g/9EBpuqESFSJ6LzbK4Sinxm8LehGKXZZSeda5AIfrzZgDe3jQ7Fv29Q7MXuIBIr+5vWZjfC1EsgZbokt0VtVhSA64OUKGoG1xP/Yv0EwIvjbCLG6Rl8tGQxTtveFhay6gL1Y4acFTWHxNiXMMvIXK7pZFPw72Lw3IV10qG5Acr1FbUuRBcV5FCZKGpro93ynoCmlpMBl4sHaG7YTJBbRZ5Z2ZKkPEgp/irleCknozmxGtZ1A8J0T39YQpLu19tbPtp9bffnwfjfnDV0koPhAwGH2ZnRvnaB8IFt46llCfhl2ARjlvsUnMlt0eaDaF9ea/LIRiHOaoRtDdlUzf2eIy2BwJh7WqtUMDrcUWUvdGTZe4b2VS3naom/Et9inQQIGEg+LhJBFzZ4SGU07FtvK7N5IDE1K+Yz6+BB/fkmYDGQxHWRwA8nVhvJ4j3qsxIqyuC/EwlrISs1Yko1SB2kliTnpWghjyVbc2IJSpCtHM9Gkc4d2QaRXowLOr9Hbhm6vwA0s7diQLMURqp5Z6onC5YpN1NvqLjB62VF8Pmf59f2dPGr5FXEeKn50RT4UK8CgxZ1KOxi99GxOBUr0ViBwWwaaqWV0sUFVrRTCqxsZOziHtgNRc0W0qu9rfJbgi4TNgxzdBsbLodzns2guEq9zUxvSK7MjGQK3G8FIUlKNxHWG4UAkgl4Qn9C7o0WWqhoWUkT6otR7lO9PUSsJoFdWMqbJMgkXWApzfJczqxVqOoE8w3/02Z3b+kvkIR/i5refFb5JIFJG7+RPJOI0xni4Y6mHzRYVO/Fd0f0SEcns7+GO91BOvoP09EgIVhF9AnZmPuHl6zffX9NilzXVSUG28iRLR7Bxc7Lc7FKWQiQHhu2bHfddrewuZ3e9lu8ky0i++1TOU9OSv74SFCh2ngCKOHtV+k7xDW90prufdx3mB/J8008LXv65wOGjOZfPZyTTGqMDy/WAj8pjTodLrvQpflLQTXLWjzLMyTtM/35C9+rs9gT0IQ9xXNbNMsyr8MZ3qbTa/d3HTUOfg+zPLsh6NPCnHP+whfe/B/xHP+kflFL/beB/BxwD/2L8mQb+98D/APhn/0FfxK412Y2iHQVMKclCyQaCHpGuxCxi+Loju67FeF2BSzWbrxwwajvC2QVhsSJZrFCziRSBXAokPkjix8UWN85opwmm6iRsPDHo5VZ2Dc4Lo7jt6I4nYrjQOkImomk3SMRIvXeW0UII6+3jVOt2BSsMIgN6PIIoewjR4KPXv4WmkT/LCn24j7+8hkGGvVgxXtfoG5mh0LSoQUqy1pIiEyAkhs2DHNMG0kVHF6Up2osJR6gq/MMjkSStPWERCWnG0H39LcwffHQrJwKB77pOZpJ9sH2WEqymmSZ0hZCOmoOcfCvm7DsvZ7j1qo0i+pBYlI47xTS5dejqIgTtkQ1N3/3Gwy+X8pf+ZksStvcHTP7+U9STY+qDjNFLh3oBm5ME7QKmhdEXYpqRrAPZvKWdWC5+cbBj3WZTTbMn0LO+UayfBPR+jXOa1TYjBEWadZiikT1CneAPPdoE3DymEfVHkM2iy4KMFCPzd/FOii3BNAazKYQItBlKh9OK77O6d8zNt/bpBop2IuYcQRuSbSCbO7pCiqykGCmStcxLe2mOBCIoMFDtmdjJyy2dnUmCFrUEeKCU2FQaRbKoKI8Tyn2NraQrMI0keu39qCZ7ek3QisFZja0Skds5mf9KapOmPNQMrjyNFZ1vPVGkS7HmdKkEUASjMKXfsZcDwCCn/coD0o9fEfYmsFwJ7FpIEhBZit5UYLUQu8aafF/gzmZq0C07drrLFOX9IXbjhGFsDWq1EYLjeiPXpJL5p+qZ/THQRA2EZLXT2pueDBlJkuNIXoqSMNpWinVPIOq6HRN/dw87R/fspXhl310b73SAuwU7ws3gdqQuiBnO1qLW5U7OGPJUlAr98xUD2bidX92+yB2oVI9Hgri1juRyC6qQ+9uYW9JiX+zveK/vumZAP78g1yeUpwNWj1P2vr8mTEcS5FBWMCwErRgOBVa2iSQc3X5o+cOAshZfiXuUmQA+4F5EePkOWWn3PnxA9V48/Tz7btG9e8TOUw2j2Uxec/3RPrZRtCZF5x3FqOav/Maf4h/7x39Efey4/OU9lJOQkcXXHOMfTaAvvLHo3g2CSf/gM2Go35nZ9wEzKk3FbyGunX5TooeDnzxTv3P8AxdepVQK/DeB/9VP+vcQwn8C/CdKqT+LQMv/LPBvAn81hPD8x2Lk3nzufwP4NwDsdA+7VdT7AbuKLLEsYGpFl4O3mmaiGFxqmX8iM7t2oNCdYvFLp4yejtHPL2QGGYkJAGbT4HPx2nWTjGYvRXWBdpJhKrEac7MRppGbjFY0sckXjcgJtEZXnch3Gkkx8rkYF9jrcieTACkwSkULuRBEEwuys24alJNT78vq9jGdEET89VzOy7aSz1CW+H7GUwzQFw41G6OrOEfoPLYWR6BgFNm1xBSaVYXbK7DVZOew48cF2hjUck1Yb7AffvFmkoYxqCzFvXM/Zgxb1HwlO3CtJBd4qsmWHlN73HSAufGoLup89W3BlQ/hwcSs0SzFTTLs1ebH0jt6S7o3fra76SJBLbGUe5qJMbjcYkqPT0Tvmd9oukKTrByTTyr8Dwy6amn2cpaPJMS8PBIWrnupsRvpTrcPhK1sgWabYmOAtes0XWtwXY8EBPK8pZ7J39tlNE6oNOlCUR1A8UKKp08UbizFrBsoVu8MmXy8RgWP3jY0p2MWb2cEA9uTmBW8hcEqsD3RJJtAfi3s4uFZR3cC9dSIOUgRJS2VPHe2CNQz0C5Q7RvKI0Vx5mkOC7Jnc1QxwKUC7zdjOZ/VcYFLxZ3LVqLNFXlWJ5GbXiDk5HqLqTP0fEP57gHpXDgOybwmObToJpA5x+bE0BWKZCWcg/I4IVs4qpnBNNGQpRFGvXvnPuuHGePuBPOdj+N3K/nFYbVBDQe0xzPK02yXfrR6K6cdKkwl8+Sg5e8umnuouJlRnZD53ph3ehdRrDVqMt4VNrSwq+kDOLaVIFXDgcTzJTbOLw1sI1O6H4c0rWhO+y4Hbhfl4Hevrwd5vL91lKxEIh0uFmEvxWRXhGPxiyEsqotEPO+F7FkK0StsS8LZardZ/7Fglp4serMk1DXZYiDvKRIov7wWf9ljXkXyn3l2DidPmDyt0d/7FKISQWRF0afeRweruyYVd/J7MWZnO9nDzipNd6RC+fGXzuGdhmR39KS04OW8bqXbdjcykw5n5wyuH5P+jVT8/keKqkpo9jSb64ww6fivP3wHrGf90OCzQPESiucG9fICMxq+wcgGQWKqX3mf/Pef3r4+DjMZoaYT/NkFvPsInxrU7/9QNh47NOHOJuQnHP8wHe9fAL4dQjj7434phPAbSql3lFKHwJ8G/gml1L8JjIBUKbUOIfwvv/SYfxf4dwGyR4+CSwM+CTQzaS76hJnqSBJl0oXEk/UsObsVhmtXGCTybcTB9fp21uMc9lxOqA4BdzyjOspjKlFHdZjiMo0uLMlSbNtU52RX6b0EIyyWcpP08KtSmCuDjXOknpSFMTAdy85SRwZ05+NMKRbZtrslOGTZLbv17u7TuZ3lo8plhhG6TnyM6wYdi3CwhvrhDJeIjCUoIIC9WOIORnh7mxPa7g0wVYc3OabtUL2LVH/DGIMejwj7U+mqcpERkaWgtZAhjjK0g3qiSZcGq8GsLd3eEHuxFAjZR0OAOF8jzsTcNJdoPa1QrY+B6B30/jRRbhUvCvmz36mnKWGzRXdw/s89Jl0HRl9sqfcyyX0tnfy3adHzDabtcIcTqsNkF10nkW6yqcsvZX6bLKAbGPzWEMYd7TZFGY9NHQGwacdsXKJVYLnN6eYpKijUuCXdq+i+GLI99dhSUe8R4yXFTGL0PLB+qLFbRVuMKU4L8suK9f2UdiQOWqYGlEjl1g/FnMNlSkhABppJItB5EVBek6xv9bL53JNftWgnoSDlgSZdiKGIyzRuVmDLGnO9JNzbw1aexVuWZiwFe3Au8qTiVUV1lJGsWpGkjQoAfCEpN8ZqBl8s6PYK7PmS6q0DdCfnvB0ZXK5INoHiyslIxMsYyNYBs+3oDkbY1xdgLZvHBdMfrDDnN/ge+Wla0DVqPKQ7nlAfppT7kjLVZYo2V9QzGQkEFZ+7FKtXFNiluDsFK0leau7fQGBUmkqxWK2F9LjdCukKpJOyRgracCCpZGux3fSpFS6HUtIRlzVhs9mRiO4WjOA19q1HO5crdbOUYvn5c3HIUkqKsPty8VU7VvOuWMXrPiSWMIgmHlX0FuhuXfv6deLLMhxfViJHalr53HfOxRvdbn98CaYOVU2oa8z+jNEfvrydyTdxpr373IGw7t6MFdw9SYTRMXFjoXabi7tSoZ84buo3IndQgBDJqSqxUri32zdeU2UZ2U0nNQBA6XiNGrYPHMl5Imz7GroPthzM1pyPD8gvDJs//S6j3/1Czmu/Bkf0LTvfokYF+ngfzq/lO7h3xPW39tn7Hcv23pDi8znh595DP32Fe/8h3gfcMIHzH/9o/fEPU3j/FX46zPweMvsNSqlfAjLgKoTwr975nX8N+OUvF90fO3SgnXqKlxIw3IeVd4PILtXSqehOnIhMZE+a2AF0hczFkvKE0ceifVRXS8L1jbB8mwa9qUmjLR8KkrXDlJLuY9YxW9eEnf0ZzuHvkCXuBkPv4Ibew9M5kSkNMpnr9o9pWolkS2M2qg8RjpVdb2i41b4ptdOW6YN9/N4ENPg8wb6UnMgQAqw2suN8OJOUm5tKTN7nK0Ld4O9P0WW3iyNLbkqJTovFnzQR4tNAIGU1yOmOp+LIU7e3zjgATYu+3jIKAfNoTD0VyBMXCKnFbGTDgtGwiLu93hEpHj6N4RPGoHxNmAyjDtNLse53wfHm3uky+/AG5zj87UvOf/2Q4bMS++Ianx2hWke6aXahGPVXDig+X9LMMrHGbBXbY73T27pBYHtPNnXtJBASj95qVGUImcPknhCkME9HFTeLIQHQ2pPs1Wjj0TpQnhcknaKdOVwQIlQ78phakawU1Uwxeu7JbhzlocVlivXjQvyPFTvZjm7ZOWi5HLQXX3KXSREOCahOZD7ZQiIPVUSZq4OE7Lpl/SAl2Qhs3BYaYwLJIHZtN3NMnmFHCdnc0EUL1h6utYuK4bZFbaWjavcLuqGlOrCkK8/mfsL+71fU+ykwI73aEnSB3cjr6kacveqJGIC4VLrSZqSxs5RkK05s1DWTv/2pjD7a9rYTatudr3e9n0k3mynCNmCaACiStZyjZA3DM087UDEtSfKxfYzvU9tm5z6FMbfkwT6sot/ktjHFaH8K6y1uf0LIxBRDt3L96TiaUss1oSzxPS/Bh9viuVMteK5/9ZR6oli+F3j8X0zJv/0ZepDvGLJ6NBS9cU9m7INB4vP12li8JyxXwpwuayGARuMVf3Xz42TIL0OwPki4ff97uou6ef8GJL0rwHfdqIL4MAcfhJMQO1shlEXuype70S8X3X7Ni5IbvEZZ2XCHXfRofM4I0f9xxxuET+dwi+Wd7jpurt56yKs/k2DK6Dw3EavYbhjYe+uGQdJxPh/RXA44nG4w2nP47jUX4wnP3g8cT95i9KIh+a3vy7rVn59PnrH59Q8YvFgRbm5El+y8IDpv7YtscJjRjVP08Ak3XxmQbGVD+Mcd/0CFVyk1BP488D+987P/WTwp/w7w3wH+R0qpFiiBfzn8pMSAf5BDQxg6XGpI1orqyJMsFbqNJgYjj9lq8stoWRZ32KaJO+FKtJeLtwzZdUF6vqZ7dIj5rNvNb9hWJKXAsWGQYW/8jnjBarPD7bF2Z6reW6Pp6VgKQ/QdRk6CFNooYwjbUiQ5oyG6lQUhrDc7KFllGaHaivi836DlucDbnXTDKhKz3Oke7TTf+eaOz0QzG+p6R1DKXizkYtYaLm9EdvPWqegmnac+HUEQu8heJoWOaSf7s92moXmwRzsRSDmdN4SDQh4zF6N/kT11JOtOZpux8w9K0UarQb2W80zsEnY77USCv3Xrb1nOicGf7kl+8KLamdGrtZA1VK95no5l8esc4bNnHEV3mZCmpJ/EhXSQS7Zq4xk8X+OGKW5ghJi0ktdbFkbIVDWS/zl1qNxBZXAjD6mXzxUUSgXGoxKlApPxlkHSsShz1pdDdN5hrEd5BW9tMM6QvBpQHzkhW92Ib283gvVQU+1pfAL1nonnTTrjwYUU0XYoAQMgG4OdR0Eq82+7lo69G8LmVEuO8VKTzQNBa1YPZC6crgLbqWTFJptAsjYkaQKH+/iRIAPFWUc6b3ADS67AVE7CQZ5foLTGH8xQLuATmeMrL5Du/Of3SNae8jgj1wq77fCZIV1L2EYzlAVveyi2nZsTG32u5XtP9qeoTSle3HC7UfVa7ouyguMDdBeo9uwuDtE0ff4t6CCvUe5pTCMZuboNu1ENLtyOe7y4KIWW27muVjCdSDFuW7GYlZubkGjp9vMEPSrENvZCOhzfe0DfPSLZZ1cAgNl357z8c/vYLSzeSsh/Py7gWSqOWEUh3bZSMBjsZEc7C1nY6d1D3KSHqoYqzqitzJp90+683e92r192ylMhOuOp6DIXQwG+/Lg3Hu8DIUhn6aNGWoFIaZzYb94Wz598iPmIvn2PhczF9cEeYVMSVishmPa9z+65zJ3NghRlszfDXd7Osvt/Nwf7hAfH4MF/9wf4jz+n2ZsRTj3JtaWbOH79z37I3/7dr/PLJ8+YJSWvphP+bvcuF+cT8MLFMHlHUdSkayv8nHDbcPUuXcVv3WGEh0D9cMr6vuX4N87pDkfUhwO2R3LPX/7pDtVqii/ubEx+wvEPVHhDCBvg4Es/+3fu/P3fBv7tP+E5/n3g3/+TXwyS8wSfBrqReO36RBbJMPCoRuMK8Xe1JaRz0Wama08676gOJGS9mYk12TTTYirhg5AVlOLyn3rE/h/eoF6cw0ocqlBaTq5Swt6IX3x/s+yYkv0RMyuxVkgi0fWJnulYSx6oSAD8rpAQIrEiBLkJEwtJ3K3H2UcPq+gswxuNqR3p+Uag4ZuFdKjRZEKZyOpcim42AO3jQ+ZfKSiPFNmN5KWiYPRSQygIVjYtydpJsdw2qHWJz6QwZNc1uu7wIWH7cEQ2TCW71gfRQSuFqTz1vqU8yBh/IXP2YNTOSjMMMtmlKyXuW+OM6iAlU4qk6XDjnHaW4ROFrj3dcCQ8odpjixRztRLo3hpCZmEyEvcso8VQfW9G89497KJEffFKSGT7I+yiFLlO4yierVm/Mxb27lTIP3ioDxQ+jd3WxgpD2StJhAJcadBry/JQkaQdSeLYVkKYMcOWd08uebUaEx60pLbj+nKMO+0ojjds54MdQqO8IptLyIKppMOVGTDMPvK7lB83kPY1WcfGPoV6X+ENBAvtMKCdQtdQ7wfJHh4Fygce1ShMo2hX4qkcjHTCMj9OQO2RLBt66CU/39IciI5cNx6faMzK4Z6cSFe2laKcrlrsVlPvWWwtnfT2yNANFOV+TroJDF/VjD5Z4pLp7rYQ+01FUnppPNtAdl2jlmv80QxtRfu4I9gZBYnoWXEe3XiJ3SskxrIbGIGXHXhko2JayOei71ch4IapBCBs21tlQfRX7uP4hMDYwmK5k+WEKFFTeS6Pr1ps1aGWAieHbfkGyeZuZybwqt9ZIhIC/o9+yOHRL7F+kLL34VpeJwghS1lLqCp0lt3mbVcVKmjUcCrvJdqiquB3GwY1m+CHA5lBN7HoarUjc92VEe3OZ/8eex19196SnfgpcPPdzwUyj37jH6Jxx93H/Zilo7nt4p340JNlcl3tTZn/qRMmH63gB6s7j7md3fZkM7nRoq55tb4DO8uhjOH8L36VdiR+4Q9mv0BytWHw0vDuv/CUP/r+Y5JZxXG24he++SkX1YizckIXNOaLnHf+asnivQGLv7Dhz771Cf/l976GeseSHBmOvm1viyyA16JF3ttDDXK2v/IuZ7+SMPksUD+aif/0Q0t5pGj2AnhFGDhGz//4lvdnz7nKKbqxJwyc7EowhCQQio4k72hvMrTTNJPA4FzIF9rFPN1WUnd8onF5wMVFwNxscE9O0GVLczwUucViIzs6uCUFRegiOIfC4MsNZjJGFYWYbIDMWLtuV0R1lgqrr27x0xE6TWEyhj4g/m4gd5LEIHLJ9A1NKzfQJporqEgyKcWaLoSAuV6japEN7ObLdS2WcV6cr3yWSij9IKM7PGT9eEA9VVSHQfJlgexGcTNMmHzhaMaabOmk0L24BKB99x6bU4mDK75YUp+OsJuW/LKiOsqlQDYSCB8MrB5Yiksh4ZTHKbb0pLWwmf3BhPqowLQes2nxmWV7T2wHdWMJpqAbGOpZnMMkCpdqTC0yGbPVMmcHmcs9O5MNzv5UFpiH99h85ZB2ZOA0ZZQn2PMFeikGHvXhIIbFV9itZ33Poluo9qXb9QaShUbNNV0hUV5h1oorlQ1gAn7akljHuKhZbTPGRY3zircPV9xUA4wKrDY5my7HXCf4o4a2NaSvEroiEAZSbO1WkIH8KojF41Tg0vzKUe0n1Psi9lcu4K2w90GiB3tZTrIWIlSw4gjloj4RICQBpwEvUHXvmDM861jfF7cgUxnJ8e1tRY3aZcnKvN3h9gvRDt+PoRnBsD02KCedJwhhxTSBYKEZKvRhih1abCVezMLwF5ONZqTIluJ93VuV8tkLQp7fOgQ5hyoG3PyTbzP5eAWtsJN9ahiedSQ3FdtjuYCTtfjfmjowuOxktrt16MYLaXKQgI1ddJZCWd7CpMbE7reVznM8ihvxRsxsnCN5cS3s+57QGDkXPTzbhxi8oS9VGr23J9yNSDrKfu9jsudHhOevCGkqHu7ei7SrbeFoJkX8Knb+SbrzTOZwX9af+VJg3TQRRvPFNX61xpc9s9ncamZ7q0vz4wu9Ugrvw48Vrn5t+UnHrqBHO0VlDLooRKM6GsLeVFjbT1/cSVySUdAOWu4Rra5DpQnLf+I9IWYmUN4bMnw9lVHYdnvLCt/JhMLtedbi1iVysyYywjUqy9CtBJmYEp7/uYL8uqCdBFLd8a/92m/iUXxz8Izzesy3Xz+krBKUgvf+T5/g5wsOfzCiPPwqf8++xTuPz/l8cZ/979x573H+rowGbQkPjlDbmmrfYDdQ7SlcllIdKLb3PMxq0fU3BpyiPNJfPrVvHD97hdcE9F6DsY62sqilIT83lA+gLQ261gyfa5JVINl4igu5AJO5sBNNbZl84eALICCQqVa43NLsS8zV/t9/FQOd+4vMo5JELuKm3c10d2Lq4UBmlcu1QFORbr6jjM+X0lRmCf5oJrvnQYZ6XovGr+2EYJGlchMkVjpdrXeOTbuIrD75KEnQs6m8bt3KAtG2MJpJN7kR5iPOoTeyM68fzgBIl471fY2pFO3YY+6VlE8LRs9j3JdJGP/Bawllr0XLK3OLGBWYGPLPrsQA4WhCNTO4VLooKbaBdB1YPTAMzzymCditY/2VKcna7ZywlvdSbC0F1+VxlpkomghBdZki8YFmKAEQvdN/fZCTtx4/HZBoLWS0spTZeVnunJ7yy1Y2BNsWf3WD3p+h2o50kdBMU6rjgmAUs08r1g8ypp950cWmitnHjuUTQzsUCVCTG5JpTVsmFJMKrQPbdcbNYsigqNlUKSEoPm/28V7R1hZjPZO9inXq0CrQLjP0MMBhTSgtlFYyTjvp0LKVoio1xblj+P3XXH7rEe3Ik6zFnUzCD0QrnKxkttsOArpRmFIKeX4j7OzqIGDXmq7wBC3SnfJQY7dSGOuJkS47FdKhn1nyMyCzFJ/PY4KVkJvKX3wiIwAvkiHlYHssAQwuk02bzFoFCs/nnu2RjpC5inNzTTrv2JxYybdexudLFHjkmjeasNmg92Y7klH9lVM2p5pmNGH2aY1qPcmqIVl4CYWII41gINmKXEkMOfRtQlBZozvR7IZBBpfzONNNdh3rbp5sjNh19pvtqgajCVdbdhnQbYt68hB1vSDc3HCX9KTSREhS/dFG85uuE1cppfDPX0kBbRpUMpUx1HJDONyXYpIY1PEBvDyT95kmkifez3cjLAvgP3smpv6wg2939pE7yc7tIt+nMqk8gyxDXV3v5Dy9fOquUc6Xo0wlWUnt9Lfm4X2aRwckf/Qp7M+onuzRjQzjyxtclFOpOLPdkSAj69lMJ9Qf3Kcea7pCYbeBm68maPeI7HyLObvGXVzuPtvdQ4qxxezNIElwr4WpZI/3CM4zftaQLS3nv6hpZ576vZb7x3MK27Dscn5++Jz/8PU/zh89f4C7zmDSMvgwp33/Ps3sLYpnK5SHuk64WA/xs5bxC7W7Tu5Kl/RkTDPOYJxRT7WkmiWwegzNw5ps2DAblSy3Oa0JqC8G/+ilExHA1UY2aOuEwZkmvwjozmCjTcf0aUs9NRRnYv+Yf3aNOxixfKfYwaqmlhDv9eMByUGGqaQg2NKJiH9YwP5M4FvnRShf1aI3jOlCMiuK0oKLK4GHkJtvZyDuIkSyN4HE0k0HlCcpo883aGMETo7xYiBFHBAG8XCIOzvfeZ7iI/SVpiIwj+SrUOTClLxeyAxrvZV/SxJ5TFPLRsIH7LrBlIZ0YdGtQnca83ZLpcGUgfRsTXoGflRI9vC9I9kYuMDwkxvpTralOE8ZS7CawXXH6oHAKe3YULyWdKDi3LO+p0FrBueabqCoJxpTh53nbz0TCzeC2F6a2u9smZNS0YwFbjUNdAONS0WLa6uMZmqpD47Jz0vsi8iSTlLSD59jnpygnEevKtz+EA34y2uZq69TbGpwHjb3EsrDfEf66TOIbz4w0u1mHjcM5K8tdatIj0vytKV1hrxoqOuEcptxtC+a4m2dUmQNbqjJbcezzw9JZzXNMhO4+iQa6beSZuQKSC5jp/bpFaNIaFv8Y/cpTzw+9yinyK8U9UxkPXghWdmNFDZvIrGojQYXL8T3uJkGVKfQjYrEsYBPpVB1uXAf0pXH5YIm6KYTs5dMSDKqFi/i/PVG0rqsvFazJ5K9biiwdjNV+EwIYelSUc8kGKItNN4KvO2tosvFPSu/dhG9ALuJSNF8ufNH7vOYlZLvfvKFoy0UXW4wSpE+v5YNaJGTjhPcoUE3YGuZwXdDS3pVCpFwU8rYp5+1Xlzfzkt7iZpSUgSjVj3c1awbvZu/usvL3XxSL9eE2ZhwdQ1eOre7YSw7B6OqRp9GqD1q01ViZa3YlrJ29AQoo6PGPRbyTNjOaI2fiDGQKiWwJazWIlm6K7VRGl0Uom5o2lut692M734ZbVq6b7xNqjXtWyfYDz/HzRfy+e+en0g2C9FPvR+xmfF4tzaUJynJhxbVduR/8Dkc7OE32zfYyRiDfvyAMEgxiw3u5Rn1V8WV7egv/1DO78mMz/6lMelNLZ734yHh7OKNz4dS2CePCNfz2/MUz59SCnfvUByv9izXHxiCCZy8d8mj8ZzXmwkn2Yq38ktc0KzanNlky1VjCK3m3t+vWL2Vs3qkOe5GZPPA+jJjlaakV4bsbE74EjKg0pT2nVMufnHA8LVn+nkLCjbHFp8qGqc4nGzYNgm/dP85f++jd/jg/3qBWqz4zpdr253jZ67wKqfIP08ZXASKc4+tWrqBJmjN+EWHbgVKHr2oUY0npBq13qKmBdncUR5YyUUMIpAeXHvKA0M7tNgycPg7K3xdo5oGff9U7NeOR5FoJWECymhCDF5whxPMyyuBpZN0p51TiRUm8HBAe28P3XlcYan3ErxRlPcKhh/f6vP6iCw/HaI2FWgjBbXP4YV4M0c4Oc5HVdsR8lQ6wlEhM6yqItQ1aig3ib+Zi9xnUaNfXqAnIw7+yHP2q2Pw0Hx3Sr5QHP3ONVzNxa1qOoyvGVBNi15sd6zP7vEx5mZDdzgWWUom2tLySFEeBdqxJruG4WsPWiwL1w+1BBF4dpFwXcGO3Sf+2wqfKIrnG+rDAd6o3UYp2cYknJmOIREpQUuhKe8PGK2GVI+mpBcl+tlr7IurnYmAXa7xPTErSeBmickSCAlBpwyuJFSguGgJCpZPUoGLjjwh86CguteCDXStYVNmeKeZTbbUVcredEPnDEZ7suR2K/vifMboeEPXGZLx7VzImEBlpLOwa7VzoMrGOVffmkhww0yKcUgUbuhpOh0NNJAM4bXAq12hhIdkBXEIGrK5Q3mN3Sj5uQ2oWqOdbC58Cnp5m2TUZQqXGoIeUny2xE1zbB27qOMD3ECsTTfHGS5Tu2hOXYtxRjcAn4muvh2JnK8bxE7Uyuy5K2D0QkIcxDnLkZyvBKVYreWe6+eDdS3M27oh+/yS7KMOd7pHfVSQLGv81Y10bdkxdt1ih3JNZFcN3SjBlL2XN7d6+eUqhlB4/JNT9CfP5Xe68EZB6r3SQ1lKoYmFVI0K1FxMIMzBVOwBr29uC+xdCDRyNJS1soHXWjTIRS7PvzcTl7oHJwKlWo2CXZavXcq8tg8RCVkiPueJJVxeixtVWd4Wwy8dfi0dSHCyZryxsTe3RTj57mcwnXD18wWTyfukf/3333ieHZlqN7uW19KDnFDX+EmOTwxdpm4lTNbSno5JFytcP6ozhu1f+BYQPb3fmTAaFSTXW9KLgF+uUZsterXi7b/8GH2zJrw6l819PPRsKiO2b77P/N0xw2d7wtc4uxQf6DivR4P+4VPWv/oN3vlnP+Pj80Pen13w+fKA52d7vLya8o0Hr/jF2TMeD2/ovGY9zKi3CdVhwuqRltzoRDH5vKG4MGyODd1Qoa+WdF8y6lDDgtWTAS6HbN6RP50Tnr2kGI9gPOT1nz+Fh3Aw3PJ3v/s+9/6G4dWfP+bk33v2Y9/b3eNnrvAGJTd9UApb+SjCD4xeddiyI/3kHHc0Q3/xCg72RBw/GWGuVgyv16SnU6pjkSSoYBg+L2k+GNKNRIqhetaj1mK/NhsTsgTz6pr2yRFucEB1kqGbE0wleshiWaLaNpqai+WjHo6E3j8SbYYrLIu3xD1qN6tTWiQEjUgcwnRMuzcQS9i6xU0G6OEA37vSKGFB0rTRRSeaZlQNqpZ5deh30+1a2JlpstMBqh99Lufj5QYTjpk8HbC+b8hvAtUM8BFaUgr18kKY3FpYyWwrYWUrhb1cQQjY+RbdZththx0nmMawfngrR1m8Ew3JrUi93CDs8m6Vlz9NLbaf6VziwJqRJs+EQVhcdKI/PbK4RLTB3aDv8hTpKmAr6XK2b89IVoJEqNFQWOLzhXwneYa2VoLelys5J16cx0YvLC7TjJ81bE8SIeGtpFDs/5Hm+hvSLbqBBxMInaZxCaHVXJTSyVy+nKIHHcFphtMS5zT7oy3v3L+kdYZn53s8OJrz+mZM8JqqNOit6HcBxs8dxcuSq29OhL0cRC6UzhXeaEISxF+2E5mQT0JEK2BwIbPTdgi2FOOMak8cnLpCYHKfSTFUHex9VrM9TXaITzOS78jU8l2Iw5pDlTXVO0dCUHKB7WmKyxTbE3nP+bXsiLpcoO+goRvfFl/lZTZt40zaltKVVzPD3utKwuJXm53XtnSa0SSiZwlHk393eYVarhisjuF6LvdnlhFSkd0NLmWWaGonedQh4AcJ5iYWgzbqW6sKNZvgBolcD2XFLi+614MnVq4ZkA40JkfRdpgDgTGv/7l3GX9Ro3/zD3b35Y5ItOs8c3G4GgzEKH8i2dfV+zPSRQOzEd00Q4VAcrEhJFYQprHcPH5cYKpGIOqylg7WmqgUiBCy9rezUxPj/vpUnbtr5t0gkf7QWhCG5orj3x5T3hsKE7iq3kgiC3dsa4Jz6CQjPLmPqlrs6zmbr59QnMmoy90s0MOC9OmVPM8dGdLqgSVdBTbHBp8orr5+wOO/Oif86NMdES2UAfW9T6JapMNfiwmGMob2g0coH/joX08wV4rRyZDj3wV7xu181zn4/R/gf/ED0lXgex8/YHa05g/OHrDd5KjLFH/Q8L0X9/jv3/st/t7lOzwa3fDqZsLxf5Ey+Tuf8uq/9YCj/RXVD484+PiGrHMMPzZ0s0J4NP256F3G9ibsffuSbnBEel3hJwPZRF3P0Yi0bZqXvDW85pPqPud/SpGsfjJr/O7xM1d4CTLLAoGyVBC4DMBlhjAdiaVc1MEGpVBXN7gnp1QnYi2X3bS0hRVihwtMntYMrizJqpOdFkixShO62YDV45xZHW9AJbu2at9S7QvLNzmdknYOPx5IqsV0QhjJ/DCkVjJyZwnZyuONdHbBcmsNCRIVmFlcbrBaS9pPYlCzKcTA7H5mrKwlbKvIihQILazXMue1FhJ7G/8V/+wdbNRsir+8YvlLJ2TXLcobtscauwmgwd07FEOFOKfqc0/7zEw60feKtWPUSKayE06XjtFzKZDliczd7AaambB4u2lkRDqJ1ZO/g/LSRWWLgGkD7SQlWTSEVOONJtl61vcMzUy+/94wxeVQWtELmyaQLFsJlJ8voqRBoyZj/HiAXmzkfZcVejiFlxeoJCEDmtMx7dDSDhXNxFDtSyFyqRIzlnGAJDA53GCNY5w11M6wqWWu65wmsY5RXnMxHzEqaqz2zMsBi3XOaFQxL3O81wSvwCl87nFe5uzJsqOdpGxPlRRYLwzw3tQjOIXPxBjDVJJwpBx0xa1kDgRZCFpDEB/kdiiSCN2Ift3UCp/p3XypzyDOFrKBKV6UdJMcU7aEIsdlmvyyotnLaIcCL6sQSVouMrDjbF+Kr+hrh8/FyENsK+W1BlciK7JV7Lw6D9ai92f4swspusHjfvUb2N//aEdc8lfXct2micxoozEMWQqd8AlU2YnlZitz2aAUqnZCPKoiwSfLZHa7WrN5cI/Z2VQ2ZneUAoo4620a4UfALmrPX17R/fIHKB8ojzX7//Ucp/Qb3U8PrZrRUJCmJ6fyWffHlCdDXCrjltWjFFsH8qsO3ckmQVkt12j06sYowrgQN6rOxTjI5nYT3i+H/WsWmSQfGYMMvqUoB6+FgRy9Be4W4d3a89FTivUx7VcfkH5+gb+8utX03mFIQyziH3/B6p//BsOna4Y/uJAufEcuLQnX6k13MGOwZeDmA+juN4RWY68s6tlrfD9b7zddd7yt+0OPx7Bp+dG/PuKdx694Nthj4wue7Q95qzwlfPgJ5t4pIUtQnaM8EPvX9HWCO1SsbgrSoiV5a8XReM26zvi9zdskRl6ja60gQQ+PGPzRgLN3Le+8bGiPR3ijyT98QVK3BB8w00kkfXXo2VS+uw8/4+jvePy04OZrI6b2fewPvqD8hcdcf2B4+e0nfPHOjIN3bgj/6QGL98It/P9Tjp+9wqsEVtv/QU07MTRjzeDTa9EAHk7xuYXUogandOMMUzt0kmAulwxax/KDGaaJ7NjK43JL+mJBmlh8kUqBsRYO9/CDFJ9oBhct3XQghA0fKI8SdCdBDFIoLImNPs6nR4TmVrDfjRJUF0jWjmZisVVAd57hZyvU3pRwcSU77cFAMhDWLT63uCJH106g5wtJKlJpym2GqBdD9vEQrubRj3QYd6uJwEF3ggZ6bV2fTbw50WxOMoEvrcg8bn5+xvhphTm/3RAAoqsdDsQkHtgZgdQttB06tYRpSjM1YtOnhK1bHQbaIVHeFUSW02oh+6TSwbkCdKtoZmKoP7j2JDE7Fg9YqKaa6kgMI0wtLN6goS0UtpJOOb/x2HWD6hzeeXxZyU0yEZclnIfZBPf+Q9g2qMUSJmPUfIWeFVitGFxF7V6td7IbUyrqex35rKKqE9JUce0MedJRpC33Rwu2XUrrDT4ofuHhC4a2YdVmTDLLQbEhNY7vvzjFGI9Do2qDrhTZlSa7CVz9nHRY3VDYyCHxdMN4rWuB5k0t80jloTgLMvv20uHWE003kvPlOkQWFaRoeyudrgp9ZnWHi9dxugk0Q0GO7NazeSiZu7pNsRtHMzG04yHeioTJpZAsZc7cTMUpqitk4deNopt4aGRj7KNHs23kM9nSx9dx2PMlYbXBbzbSFT5+IE5Omw3NLMXCbeh8XMD7OWtfEHv5X+/6plclKIXbG6JjNu6uazYaFazMLkNg8qMV4eVZ7FTjRiDOdVVRiOlMCFLsnN/ByOmzK87/3EMe/LUL/NMXuwKrigF+vpD7re98nRMEyXtCamkmYukZlGwYQby1zboW1vgkR68rVNWJ9ex8E8dGvT5UrumdoUZvMhEDA3YjrjzDDAvc1c3tvR/1xOpLkHpfSMKTe3RFwtmvFDy8KggXl2+aZigt8+J+LOYc6byjneb4PCHZlvjLqx3sfTfzF0AVBdnCC1ybOlynGL5UAv0vo0aOH4fMd4+fTdBVg9loPv34lOzc8PZfumHxjRn6ZoXzEsWKUlz9mfusHmvcQOSmD0cbqirhrcNruqDZNCmDpGXeDshNy7dfPYJXGc1EcfNzE2YfO4rXls2p2LOaGrJ7bzF62aBPpujWYc7muNfnqCTBvLjEOUf44gX1P/XzLN9SrB4N2X/wFao9zewjh/ohbD+asT5RhMeyXunTY/jkp37kn73Cq1uYfB7zH11K8XQjBuHW4EYZ9V5KO9I7E/nhsy1hf4ovUvS2oXhZ0U4SUAFTeXQfA9Y5zPkcIulBtR3tyQRTdaRXa/ERnua0I4tLYoc270iWLfZiKcYTEeIitbeRgIlGI5B0dtNKMc0Mqunwe2N00wqJwHtCYkjOV7QnE9qxwSrA5CT3T9DbSnZJRss8ZTaRwucD4fQQPV8JCeNgIhuARtJe2JY7KGdnRgCMXjmqmYZS/ICr92tMlTF8JTNh/c5jtu/MGH7nFWG9YfNzJxSfL2+/CO+hFjMQ0zkG3qPbgnZica0EV5hS0R14QhoZkhsr8GogFnwh3rhCSD/eKHyiSdaaME5QTtKl1o/FQ9muJGXIW5EJ6FY2P33H51ODykQDqaoaNRpSHxQEDWlqaSdi/Zk5j1GakKdU7xzQzCzNUHyPywNDM5bZZTuSjo7Yne9PNhRJy8C2pLrj1WbCd1/c52B2G76lVeDVdsK8GtB0hqpJMMaTJI48bZmfjUlvtBRSDeVpLFBb2QC5QRDJkkeCOZzCbuT1s6UU2y4XolQ+D1QzRXXcfydyfzRTJTPqQ7FOTNbik2xL2XCqELAbR35RkxUW03quvp7TDaK147l4XGfzjvX9BJ9Cfu1xmViueivfn0sFrUjnUoDNRty5mikQBI5uxjKrdplm+Hwr98X1TdwoFmz+9Htcf83y+C81hO2W4W99IizdO/FqADQN/uoa9eg+XC8EeVlvoLgPVkm8X+x0fSEWmUopzLq8NbJxDo6O0OsSRkNBRr5klRjiZiBU1a2Pe98h3ixox4/g9SXm9Bh/cbmbn6o828kCd8zXH30u//7kHsMvtpT3BqTLjm4uDl6AOMW1HfZ1JS518TmU84IqJRYuruV+vsM27j9P8AGdW9T9E7Tz+PGAULWYJKHrgwbicfexYgUr3sh2PkY93xB+7au8+nNHnPYGNHeZzMpGdysHzpH97kfw8JTt21PM6QH08if4sfcZIvxtS8Xw7xboLjB5KqiKyJ00oRPpJD2BK0Yeynmfgw+8/+85mK9gOqJ+vM/e3/psZ57hn75Az6Ys3jtF/fyStkq4d7jgIN/w6eaYX/3aZ/zN11+B//sh519RvBifULzQbB87SGDzyLN6B0ypeff/ueTsV6e4XH6uHCzezxm+CBz+/krW31/4KtfvD9n7z76/2wgVP7qg/fP3MI+2nE2G5BeKdmRo/8yS5vMR6Y0ivxH0ye2P/tEqvKaRgudzS1tYkosN7t4+IB1KN5DsVZdLB7V9MIAwwG4cNjUSg+cGuEJMFFTt8LOhkId23qUC56R1IwtENEC3Nx6zseQvPGGQoMoWvdrIF5EkMXQ7YOZrkQjULTbRmGWNHmeYTS1dnMrweYobpTC9h13UAmflFtVK2ovqwLRyA/vJAJ1Y6QqygRA2eku7IJaMjMU0vZvkpDfiJKWSBIYaNpvbxBOvCX/qA4EKrTgilW+1KB1wA1g/TNn3HrXccPW1I/D3GP7wguKHl7IIOE93MJLNw/EIs+0kZWZVk11ssZsUV1i6PEV3ge5csT2xVPccOo6O7Fb0siBa4qBkPugt6E6xvm/IliJH8VGOYiohBfWdXLCgKyLRJwiMOcvEJGE2xoyH0WlLFrnV20O8geIsLo4PTlAvzvBPplx/ILvtyVPH4AryG0c9NXQD2eFPP7Qsv1LQ5DWJ9mzbBKMCWgWm45KrxRClYDoq+f3nD0kSx/5wi1JByBsvJgTrqZuCdCGz3T6EwWWyeUBJgXV5QG8iGziRv5taMXweMK3HJRFeDtINtyOFNwFXBPIL0a/brTDG07mKGxp2GxS7bjGblmY/xw0s3cig51KgQaDibiBwdrLumDwVyNgNDPm1sNU39yQZCAW6Fi1xdi3xge040I4D489EKuQTGJ4F8gsJUFCb6pZVnOekq5bBuYnzxvYNc4IvJ9LQNOiY7SrwszBk/Sjf+X7rmyVeTyCJSTt5Ck0T/Z6FjOgOxrJR5cflMsE5lHPCk4gdb8+R8GXFg7/8HF/X0mEOBrQ/94T6IGX8B69gsdx16Tu7w8enMjbILINXJcp50vOO+mREM0kIegRByGZmVYkm3xrcbERINPZ8IR3knW61J0jddqKK8PKMzT/zDaqZIb9xDF5sMFX0jm67N0MHQnjDR7o3LBm+9qwf6J0kqj83ejwSpvIoQ33vE3l8XcMnTyleFRK0cccL+ssa4BAC2gW6QeD+f/pUNMvzpaxjeYYG1GiIu57fMrGVptcs+U1J6Fp01+HLEnO8j8u1dPV9DJ+BUFW8/f+64ml7wC/+hR/xvdf3ePH5IXZueF7usaoyDl407P+Vz4QHMhrwo//JAaOn4oG+eeQ5+CPJfG7HU7aPO3SpGZzJ6MRuA3qxxW+3tOOULlNc/sWf4+D/8fsykz674N7fPWX1cITLYO+jjlf/csNffPe7/KXFL2POo21roli+N4Lf+el17meu8BIkngzAVrK79akhGImkk1QWTT3RIn14YGkLcIVh8jEcfFdyd3Un812sxluN3kFTMXi6rndZlqquUU0kT5WlFDSQnXSe3c5DrUVvKtr7ewSrcInQ2vPckqwk29KNU3yqMetausNMY0aWZCHpQM3+OOanyhw6WXcyr+q1wdG3NWhFKASirE6HJOtMuhnncSczTO/znGdi1KEVd81m8ssGl8pjTJOg24TsJrD/7RvU4weEqxvu/8YKvW2pn+yT/PYPo9g/YI2mejTFpZrmQYZyMP4soKsW3Xn0smH4SuFTTbqCdmTpFgLfuix2uY0UU91KlxcSj/eaej+Sp6yKRLQoJRpKB6gbtYM8s0WvHY2LpgJfJLT3R6zvJzRjWfjzq+jYZKDqLAMfJHO56xj+4Bz79QcQIHt6RXtf9JHtSAhKPg1UBwpdK26uxjTTkoPhltZrFtsBVZmS5Q3lKudinZIMG/aHWyZZxflmRFUl2P2Kdp6hWkU787hckc7F1jAYFc07gmwqLzQhdpMhVditIrsRpypTSXc8uPI0E8X2SBYMIgJYnviIIugd+7k/dCe+y3ohUrN821I9GJGf17LAV3JfmTqQLj3pokHVcsHUeykulfmuS9WOPd2NghTeTghy3UAyh+1WZFk+FYlYsnFi4BAki5mikEK7WpP8oOPwB5GMMh3vRiEAZjICawXG7bNNL66kMMQirW8WEm8Z14ZdAa4kXEGtNoTxUBZ6mxJWa9zDfUyRow9nhNjd9VaIb1i9WisXai9xAtyL1zsd7Plf/ID1E0gXinL/IUf/71gknYM0RY9HLN+ZkKw6sdgsDLqLwRCFRDkGm2A34pinmyQSJRtJQCty8UO+M5d9Q2ObZ+iDPfxsBJ2gFNWBwuUGn4wYWo3+7CVhtSa0MUovqjKkCEeW8tEB/vySvf/Pd9gvhMwZnBNtdQwvKN+a4RNN8b07a7EP+PUGVZboR/fjvehxz1/tSGZ9GMLwr3+PJ+XXhHexWBGmY0kke3wPdXYNh3tCnIvdo9JKrFltAsFjjo/EqQ4oH024+FbCW985ootZwSrP4MkD1HrL479yw+89fEc2huMW5obfevGE7vsTDojBL4slYX/M6AvN/oc1g++9oHt0hPlINlbjLzzZjSGbB9ph4OjvX7J5b4/2ZEICXH4zoxvA/d+UGmFOT+geHlC8Kpn8/TNBTfemlPsP+UvlL1N8nNKMZVO8eeSpD/4RI1dpB8m2EwJIqqmOB6TzRjJzDxLpCOJnUh50A352a7O3flyQzbtoxq9QmxZTI7KcKGrHOXGLybJozyawjJ8vYlh7FN8bif8Stp84yaim5ewfk7liNxALv3SRkV+mTD/vaMaa/LqT2RRAkID2emIkS9gKIWX5OKc4Fx1ye1iQPr+Bwz1C3UjBVQpXpJhNLRuQRGM3LSrGEepBJhf5fCVztKbdEUXU9z5DvfeY8Wcdk0/h6udH6A4OfveKYDVXv3pMtjjApYriVU326YUkxaw3qHvHoBTNWILHx89b7KZDb1v0Yi0s6CwlVaBaT3OQM3yl0bVm80hmuy4TNyg3kJSpkAbMykQbUI9dG7H6S29hSwI7WDpdKGwllpYqGku0Q021b1k9SuR3rczSJMFHDB6aiaI8NBTnDdXDCep0TPa9ZxRnnmpPU757SP5qTfVgTLJ2tCONbpQEYgRgY1n7gs3LsXx1ucPkAiHracBqz3RQcVys+PDihPVVASaQDcWSMX+yoipTzOe5zNVzcHmgOnHYlcFlUrxQAd0p0mshDzZj2XwoH+KmRKBf0NT7UXIF+KEjfynOWIIKRPazE2Sj3jO49Ih0JR7G7Uh0kcmyIdl4XGJISk92VaPXDZt3J2wPTZz7ivyuKwR+d7kU3XYmOmNTKbrCk841toRs6ckW0TVuLfdbX8hByH6h61C905sRx6Fd5Fs0zNfDochyEAi3N5wheJQRy8Ww3shmeJDLYp6YmPVbi5tZWUOe79J77Ld/hHcOff/0NqTEaFnoo8UqMft6R17syT4qFi5r8QkkK8XD/+xc9LinR/D0udgH5hkY8cVWwZDdtKKfLgzJdcfgzFMd5kIOvdzgxrloV9NENg9tR3j6YudAhbkD3/YzXu9Fo1w2dPtDhl9sMOUAN5DXbaYp6WotOvw7s+EQbWlVKpyWUFa71/FX1zIrjr8fNLBaMfhiweqD/TeMNXov5RACzeN9dOO4/FbB6X9wLTrefqcf59P5b34I4xHu0bHwJ67XYDNUnuGVuo1AxAhr2Cbodx7jRxlUHf5cNL3Lx5ZmFnaSrz6KUL84Y/Vn36faM3z9f/spz/7Vd1m9B37qePjvDkhWW5JnV/gIo+uzaw6+W6BbL8lm3/1E/PCBvb/+CWpU8PIvPKA6guO/2eATxeK9AfqtnPI44LPA9l7GRCnc0Yyrnx+iG9jvjnZNULBw9BsJw9cNwSjqqUG30lj8ccfPXOFVnZcd4zSjPEx3TkPJykGIov3klvmqfIiSFXH3aUYabxPSpSZZdzRHQzHPyBL0doAuBnLRVxVqMhZmZNOiyjrKdFrCqKA7mmCv1ujO4Z69xK/WqL0Jm/f2hMWbB5KNwqeBdiLdXbUv7D5vFfW9MdlVTX2QoZ2iyxW2EnJPua8ZXDvsNvrNxplRe1iQvHa0+xLukLy8xh1N2Z5kwtDuPMbLHK/bKzDLGoocFR2wVDFAZRl+vsC8vqJ595Tk9YLx8wy7FtZ2czQkWzqakWbxrub6awWuGPDuvyWmBW5/hN4KXDt6HVmRPuCmueg/L0Rq1E5SbOnYnkioQn7jpaPfGOp9mfsGC6pVUEez/61CN7Jwu1xhyhAzfoOQs2IBLs4iPD3Q2K3Hp4p6Kk5KPoPsRggMtpQCZZrA4h2DNyKrWbyVi3nExpMdzJj9cMPNByOamWXwww1pbnFFSn5paSeKegZu6qBVJOcJ3dijK7FpRAU2ZUa9STGpZ/5qwsube7QnLaODLXnScXU5Rg07tlcF6YVFNxIR2Mw8Ya+FraGbOJK5wQ08yUoCCJJlZDY7aKZh122qTm5cFzcvQYEbR1jOBoIJMitGGOQgzlc+CXS5JpuLnM1b4kY1RTeefC73x/Z+jmkylo+luAQTLRknt17QwQRhWK+1vM8UdG0YPQu0YyHEzT6tUV3ArBt004k8r6ygT+CJaVvEYufO3sxJU6MhoWnR905Y/uIpo7/+/Vu2rI/eyI3w8IIxkpZlhRXsMwvTIRiFiUxgH8MP+hmse/HqDlEpFpPYXYbN9s330jN7gxc/5MWK499bi5Li2Ut2rlbOwf5UCrrRpCsn52Db0Y0SBi82orn3nmTVklxtJOmrFfQOrVALkQKGrtsRtYJj9z7v+h/75Qqdpeiqw1zMKT57CXtTiSFNLGFnEqJvP2MIoDRqOKT5uUckNyXaB/xSOBy9BeRdAwz/8VOGn37xZvHuz41S5J9dCtR6/RC32e5m9LsjeBkltC2qbDn/9T3ymyGz3xN3rvk3Z+x9UexydAHM6THt4YjqKGX8W093M19TQ/EqwuDTMS5uFtDivOdShV+tmX7qKM40119X5Gdr+OTZTs+P9/jVmvyzS8LNfNeU7N7uZkM4OaA6gvrQsfyFU5K1Y33P4FOFLaHJAtl1iz495qP/7gTdCRkz2Q6pp4I6bU8Vh991ZFcVzX4ucsW1KD/+uONnrvAGq2knKeVREjsdhWk09Vg8gnUri3U3EE2iN9L1mgb5/0RIi+3YRMmGIsxs1NYOGLyQj6w3Fe3BCFdYkQUpQCmqPSN+xectZiVmDEBkQwaasbB23b2arjEkF5Z231FqTTCa8TNPsoqwWWIkycdD2Dd0ubxv0wSGn63wmcWnRnJuE4vqAmpTkj1tcbMRummpD3JM42mHmuwq4POEdmyjA1QQFNIaVNcRJiOaoxHJ1ZBwcS03vfNCakoN7eFIuiqtJA92GOgmjifvnqMP9/EXV5j5FlU3jD41tHs5ygdJoXl2IzGEgNKa7DylfDQmXYtBifJgN/LcPtEEG3C5MJu7icMhs0zdEb2JIa0hXUJ5HMlYqceuDNW+IrsR5rN2Ab0NDK4U6ToGB2jpCrPSY0s513YLg0vR/JZHGuUk1WZwVmB/9ILR+DEuE7vOYDTtxGIaKAsxh8AjObsdqEaR3mgan6BCggugRp6wUNjjitZaTk7nGO05u5oSao0Zdbgu0I49OpcNWRh10GjIPXSKdr9DVUY2jkZCE1wediiIy2+ldELu83SFpt4POMAsrEDPXqHayP5WSBRhKRaTpoF6TzrXXjtdz8yOoOYyRVvIvdOOpQMPFrqhSKuClp2+wP6G/ErtmNPD89hpa9k4NRNLdtUQEg1bJ9apW2EfK2N2hSr01oKRtR82W4IP8rvxGLyuRKa32QoHw4h9X/Ax0ausoBgQ8gSfGNzA4gaW7PVanvNmsXudnaE/fad7S7ACbv2X72ot7wbKB09woL7zI0yvP+6ZzMbAfAmzCc3JiMGLDdVJweZhQX7ZEKymG6dkH51hrBG9eQiwP0NXHWq1xS+WPybHgduiqWwkOnWd/Oz6Bq0V7t4+5moljUNiBYEbj9FVFROY1Bsyoepbj7n4pYz9Dy2j6xXMpSD32brKmF1aUXBO5Fs2+THylG9auLwWr+gPP/rpa7dzAk1/+gXZz89EWvXNYybffsXeH97AySHq2Uv5jFrhzi9ItML+cEt3db17nr3/229jnzwUf4H9GVxdx01Yi/2dHzKNUYvjv/Ujuq89Zv/3tqibpRTdN96QRBveTZbqSXbKWs5+bU9GUFcGW7boxlPvCZFQBXj4Xzmyiy1+UpBdK9bvdeSvLK/+SWDUoFPH+O8VFC9LLn5pTDBiKmQqT7r+0nv50vGzV3i1BJO7RAgkXQHb5Hb3UJwH8oWnDpp6Kh2DPJBbJmGPeEUyVhVtC9OlAjXElI7Uanxm6AaG5WNLvS+Pm37qSbaeZmLwyYTReot6cMT2wZCb9xOB4t7foJxGFx3dSIP16M4INX0uzj1BSQECQIOtJV5tcOWwG4crUimKmUGVNc39GSGRcIDuaIxZVLjDMV1hMJXHivsFPtF0hRY3LwVp7QQCtpbuYEhINN1egR7lwjBNLcm2oxtIHqzupCNXHmHl1YYv3Alfqz+XXf0XL2R+laXki41ol1sHi7WI/ScjupMZ9ZHoQKup2ASW0bvXJ1I8dKvoRop6X76MHtLtCoE1s2t5D8layAgug+A06Y2k7Jho8eiNoh3pGP0YIBHD+mAUzUjt5E3DVw4VYPVQ/Jfza6Ie1hOqimRZk20bKCvsiwZdTdDtiG6QohtNW0ftdYDiZSx2Yxc7yrgp2G9QOpBNai7nI7T2BA/5frULnVK5Q6mADgrXaFTusIkTPXBjIHe4tVy07SSgG006FyewPlWoHSnSlRe7zUyu4+TKClGrEeTEZbL71g6qFCm6kVE+OAt0Q0U7ls8kjmGQLgLNNN5XQ9HldmNPSAJ+ZUR7rSAUTjYMUafrCzmXbSEFPdkQYwed2BwGUNsK36f5xGi7u0YNKpFwEL/d7vKVQ1mKNr2uST59LWSnnncRww1C00oXm0hB0MstKIXZ1DL7b7sdaRK4w/CXaM27GbS792Le7EZ628Q3fyiwd99p3SVphW0JR/t0A4OuRXqYbBxdYUhf3KA/W0pnvb+3Q6D0eiubCrh9rbvpPtHFCpANytE+6nouMrngb7vmkciS2gczkpcL1HCAMlpcpHaBAxadZQSrOfqDhmZsRC8dP5ebz6UA3/FHlo6fH+t2gZgX3vAnHv3YDtj7L4XSK2zwRhqLbXWLGkTHPvfyTDTccWbuLq/AO7qnzyF4dHTMug2FMLfGKGWJ+YOPbrv+n3T8tKxfrRieO5qZJb8Q0mGydNgSqq/UTH87x24d5cMRybrj8X/0OZd/7gnTTzZ8/t8oUEctWov5TL2XsXgfjn5flDQSf/rHn6qfucILkbnce68i8Fd2I9CkNwq7dZJ006od8UR3ITKFhRGqO+lOq31NGzWTIDv+LpePbUvH9sjgeyObGulKCxV9bgPtg31e/VrB5udq/oe/+Lf5vZvHlF2C85qL1ZBtmqCXluEXksbiMk1+tsWNUunMjMxLdSfFRHeBdF6zenvI8EVFsmzoDsf41OAGmmSQEqxi+/ZkZ41Xz4zYYR5nNCNNUnpUgGTdgpHMXr2QBUn5gMuthBI4L85IsUPxVgmTN8SCZyFbAM8kuQUtecUqTWFbEdZrdFnh7h8ImWssoQ26alFdxuax3hlASBQeO2i0N80YvDJ0Q+le8fKdJZs4n3eBphAGdDpXhMjodZliPYnPmQnpp5moaJcoEhyXS0GRzyuzNXmsEI26IrLfBxajxDIRUsgO0M9eo1qBCNNlINnELjGXDpwA9QHoYYsvLXrQiQ1vHW+XtRVNbe5JpzVHkzUXyxE2dbt4Vu80OvHyuMaIsYZXkl6SOeiiEcZaLBeHrz3LJ7JBHJwFkjKweQDtSJaUZKuiJ3LAjwL5pRakp4I8SEEMNrKWCynA7QiamQRl2E3MtM6ENBU0dEMpuqqTAh60dP+qNKTXGmL+rY5rruivIyO/DtQzy/hsIxIZa8QSta7l3oXbTs451HCIGhWY2YSw3grJKnj8RqIxVc+/6A/vhUQ1yEXfGhpCl6NCjY7Z2WGzkZnxna52d/RQ6JeL7pclO7tfD5jxGB8jQCWpzMtu6I2QhBQ9nbB5NKYbaPILD4hBit10+PEAev/hO9nDfrHcfa5doe8LX0wQ2kmeentN58UUZr2RTN5Pn8Oje7jpUHytRwNCZjCfvJLztN3uNh2h68j+5ndEGmTt7ey2z8q9G6zQeyHrn1IOjHkDlr7bQd4No9+dMwTKxXv8comeTFBlTfvkiCRLcc9e0scBul/7OdqhpfjRpRhxTMZQVnTxHPbhDnpYvLGRwxgxuIgxrP04g7uoxpeCIO5+Xj0cMvrRHF1PufiFhPVji93I6GX/72QEFbj6Rk55BIPzhNOrCfvfmaOevuS9iwO++IunO3OnembY/x40I4VuNc1Ys7mv4K/85NMJP6OF16WKLlNU+yJfsFtFshTm6uCyw1QOW2lsGejoFyRZhNtU5lg97NwNBM4jKDYPbrvQZKuxr9YUlynrxxbdCPTWTkS3OHnquP7AULw2ZDeB9GDFnt1wlK+ZJiV/eP0AADNuUcs8BgAEKQRFKgvzwIgEo1Aop8RpCEM1M2gH9UFGlyvGn65xucyky/sj0nlDPdUkiUCrpg1sjy3BQLaQbi9ZdbiBxS5rGfR3Tpi8WuMOcmHTOiSZJha0eqx3G5B0JeSYyccbzI++uHWT2USNcC9pGA/RZUv79ql0GZ1HtQ7dBqafCjnMpwqXGdqRul3ErSzYyktRRQtc2fsAeyMdlO6gKaCdBlzuQUPlIVmJZnQ9EAhUBXbxdOWRzBxNKQUepMh0RSBZK5qJ/N7gQqBvNSyo9zNG331Ne3+P8lffRflAfl6yt6zxiaE6ySj3ohwjQr/2i5zmwHF0sMJqz6rKWL4akx1vSRKH90p8+ZcjutZIdq+NpgbAejnAOyWLd6NBB5K50K97R69kA80kcP01TbqA7DrItTGRDVOyks/X7HkG55rqUCQ+yrMLi09X4v0s8G/YmW34TKDjXdHNIyFNEdnJGufCrU46kQ1S/sqQLqVDdtEeVDkEWXjtSTZe5pq1x49S7NO5QIwRYpab2KEnY8lTNUbsEKOXMTdzMbKJObaASPq8v+1QdIREH99HfRqvz+32tmO6G9nXL6x3I/vie1B3ik5PJvpJ4fFKK/xXn4jc5zs/2BXF4APa3kLAtGI56wbi0mUul7A/IlnJPRC0RveqiapGnxyhYJeuA6AnE9l49ISoyBC+G1qgXp3LJqZUqPFYCErbrUgKj4akN8LMDlrBbIyqMlTTCGrQSYEyh/u4i8sdghB8JHJ98330+YIwyATh6g8fhIx1x1wH4mblp/SUejQS7+heNaJlA6aePBDTo+s51DXltx7jU015esLo5esdAUzXjvpBRvjgCJcLl6cbGvKLe9hVjXp1ib9/JKTSYYr+8HM5P6Mh8197RHHekHz36U55spvjBr+D0XfXk/e7797fzGG5YvFPH1J9vYSrDLvVzD52eCuxfspDdiM8EnURU57ajjAbki5jVxui5C+aFG0eGOr7Ldh/xKDmnlTSjuQEpQtFuoizJS9dql3UtCMrw+46iNg/l8LWw539At8VgWbfSWfswVsjOtMf+RjeLl1DsoLNQyGUjF44NqeyEG5PEqafNrh/Z8r/+Z/+F3j4zdes6pTDYktqHa32ZOdKYLuBxrQudl+K8tCyvafILwLbe1HbGqA8FDbr4EKgxeq4oNozu/gzU7aYOhdLw6Vjc2IJFkYvO4IWiLUdGey5Q68qQprg9ke0kwy7bbGlLGjbe7l0ganC1tJFEaSQByUdjt62+LK6TT1xHpWws67Try9QkzHJppQYuahfzs40zfEQs2mpj3J0IzmzfXygqgWeNNEEQ7eBeiqFv/f6bdJomJGyW/yDDpAEmkE0KWg0uhUY3yfS2fVrQDuRAqJbKSbpXAkbUguUffkLgeXbGaNHb+NSaMb32fvdcwlqv94Snr0C7zEhMJ6MCb/2Ftv43eTnitVXHHbScLMqKPIGHxTJrEYp2CtKVlXGtkrpXhb4SYd3isqnoEDpQGg11ML49iMhB7pBQLUKZSJK42RTZuqeLCg/32ltV4H1Y0W6kA43u5a5rsh7ogdzQ0wlIjKRpOj6JGBK2Qx1hWxCgpbZu25VtLNUkTRClCiZyCgPZCuPq+Q+7AaKwaWQAbPLCjdMsMsaXbaEzglEDLus3eAcYVuiD/cJ2wq/WKI2Wzg5hJMj1PmVwJAbkcKFbWSwxufo55uEgDo5gqrG9yQZeKMD2xXWvuj2TGUfhOncbwb0LVz8Y166StNMU3SXkN07xV1eo4cDgbqNkbzc2Fk1Tw4Z/WhBfX+Enw6Fq5GIW5iu2537lt9uCYslam8mr9GHw+9NYLm8/QxxhnyXUbwjPyUx4cxoePsRhEAyr6gPB2TnG+yik5HVdAR35qR6MpLPHSFdNRriv/EA3The/vqUZDshXQamX7zYvQ/95AGqavDXt65YX0YIpID3GxmHOjnETieEPMV98nmEpVt49gqKgXBHzi/JXm9Qry/ovvrojXNe72cMXzZsT1Jx13vfMP3M8/yfHtAVOQ/+zpDXv5KQx/TA+5/lQoxarZn+rU9pvvFI3n9fcHurxrsxg/3PYlAN8T0qpTj8Tsn8Fyz6sKa7GZCuPO1Is7kfsKXwYO795hp/Pd+ZgJiXVxx+x1AdpSyeWIoLQau6YcC9XfHgYMH90YIv+OnHz1zh7U0D+mQbU0u304dgN1OBpVymdgtVf/Txc0ETF2rx4VXDDp143DKlGwWyeSSl7BcMP1sR9ISLbxm6kWdwdstMdjnoS+iGhuy64f7fUbwq79E+ari5GsPa7iQhPmXncasCdLmmK6Ce3eqSV295bKlikZL81GBhc1+jW8lsDUrRTTOasbB4h88r9KHFWdge2VhIZYZqtxaYkJxJ4owKAdU6uiJBO8/wRUk7SdGtx5QicdLbhm42kPl2YdCbkpBlb8xC+shDkMVDNRIMYQ734fJafr+NTGnAbhxZpknK3nlKNge6k+9JkIAIT+7fxs0pr6Q4NAqXBsLAoxKPMl46r0HD9mZA+QDsUkf9qHTLOxcopBjZMhaiUpFvEDnAIFBljvKhx95YDr8D9eM9si9uUGuZt+3ciEJAN4F0Faj2Ndt7gfRoy2xUMl8P2JQp7SbFDDoy63j+ah/WluRGE2YeGo3XQQpubQjWo1OHRwqgKiUMwWdiem83GrNV1Htht7MW+F/muy4xJCux0UzW0gl3Q4VZiO5Y5uNy/bs0ogkq+jUnQeDhoHYdc7AxZGGr2DyQIo8KpEuBn/vfya8CyVZ8oJUPZHMXi4rCVI52LOQ0XYtzm7peE7zbmcrfdURS45GEehgtdo5pAtdz/Fv30FdayEHZjFDk6LIWXa5zwoxNE5HSXM0hz/DHe7BYynw/hNtuMR699aEMnOPP7pCWgDfmvXeLr1IK7zrSRcPlL4xw33iHo98/Rf/wmRC+qpqwknD4HkbXizV5NLnZ3h+TLh268aJI2JSSXGatwOSb6DDVz75fvP4SdCsSm7vvs59Vq8QK+zsEVAi0hwWq8ZhWfArKh2PSm5RulJJ9YeUiUBJ12MPbwTn8co2Zb1n93CGbxx43cTz8qzpufkrQis0HR2RXNeb65g12cy8t6jW3Ok1Qjx/A9Ry1KXGnB9x8Y8LscIz63mdyDVTik8C1sNP10xf4qv7/U/dfwZbl+30f9vn//yvuvE8OnWemJ92AGxAvQBIkCEGUCIKSbEtilUyX/egX+8l+slx+8oOrXCWXq2SXJVqWXCpSEkFSBEgAJAJxkW6cPNPd0/n0yWfnvfZK/78ffmuHc7rnSm8erqqp7umzz9or/n/pG/A+fbroWqgolE7fMMdLLdaT5+z458BGBfVHHic/5bPxs0cMkoju32sIcnZetQ6HBB8/vyTK8pJLU3X+l4RUskp3OhMKkJoawic+tSPHZNsjGFu2fmAZvGYoY5htx4T5cgxi+wPMqIUfGXThMd3WzDYttlGiHSS5x7NRh5+0fekC77wiAllU5O+y0JRKkdc0OvOkfaoEcKNsRXeYL8o+FFSI0VqJ8S3lTOZyZiaBT7SYLfpsQGs45eA31qk3Z3gftvGmJVFPywJUEweZMgxl3KPBJQaMQ7Vy3CAkr8t+nXJkDU0AQhMqREYt6zrRMzbSCjetnCzXuJkInuvE0LqnOX/Xp3uvIO345HVF7cQyeC1mulspFQ0keEUXMi+W9q3FNiORrkwr0JZzlL5mthaIdm4/FWOJU7Ec8yq/36BW9RHDEBX44h+cpktuYbXNjbhtry8BCuBohsm75HtdQYwPC5ynsZ4ir2uiQsBRZUjFX1ULYI/TVCpWskjmTXloTa1AKYdzSgxjcgOlEsRxFWj8kQTvLHKoXDoic7WYeSCevpGj/RKXGsg0KrREF1LtjfcCguMAAp/8zT3C+0fijqMU4XnKeL8mLdmGpZz5HPcj/FaK75d47Rlp4pM8aONX3QtdKsxUi7tRrVr0PYsJqgXAt7hp5Y08kfZVdCaiGt7EkXZlQTAzh5c6zMASDPKFKf1kR2NmVTVcOAHwXQj+wHoyw9W5ILpna5LsqUJhCjm++FS+Q03mCmEOf1S16meIbGdNoYK5w5A4IanqEVClIz6fUsa+IKEVOE8THMj80p6cySK64qozX7Rtf4CmLUFobsKx3hUbwmvbWE9jfYMZpbh6jK6cw9xMRCr0xrr8TmnR50Oc5y2Ry4uHcwlQUkaM4t27r4mV50oFuAjWK9ucdjTnq+r7T/Huvo3OxJDFW+9SPn4m7epq8dbtlrAQigJOzlGNOs0HhsnNBtGkwAxm0l6t2uGy4xU601wVarUim7e1Vyv3uQvS1gYuDFBpRtEMKUND2EuwLqhGTjmDN+q0HknwXPBe8wIVx9LuH45wSUL54DFN55jsbJN2fOKT6eL6KaWo3zun7NSq+frL7fi5frTe28EZzemv32V8XbH1wwJn4PkvN7h12BGa05OVFrazCytDOxhKK7q6lmlLM96r4Y8dyZZi+nbKL755n91oyN8PvwWpmJUo5Wh8dCot5XkQzQvcfHZ+ddMavbMl8qUTQcnLs1TNg6t5cf/1kLUPZF3VxXLsktekGNr6vqX+w2eUfoAr8krCM6SMfKZbPs3nBcc/Y3CBwz/3sAOP4YtI1oOfsH35Aq+tqEFIJg8sxPPnfqX+tMAGirAvQKVkJ6KIjcDPfal8bU0WJkolwJZM4w0N/khQs2VkGO8HBBvXCC9yWt+LyNoRjRcF0cNTrL9F/PCC8bsbpC3R9y0j6eN5I0PRLdCmAiidI+3Fct4+dGQNgzcTMQisomg58C06LNHaQuBwxso7NzLkLak2RvseWz8YY/1Y5gd1aTHauR+rUSTriuZBAQ6Kpo9TIkPpV24uec0jWfcq03dD/DTDHRyB1kuXlvEEGrFo4G6KHRrTRGY8ZYmuNYW03u3gkgQ7HC8dSipDc3V2gV+U+J6hXGtQtELKyMNLbeVuowT5vK4oYhaCJwRSmICcU9ko0atB14KdeVhlUDOzEG3wpo64ZwlHggGwHsw2KmBU3UH1rJuooJx6AmYCvBcBtSNH80lKGWqUtZSNkPDpxRLAM5liphm104h+y2AmmtL5KKsospi8MoEwFz7+SBEMWSC0a4cwuqnJY0Nzc8x0ElHODBQKnYi7ks4UQV8wC9abOw1J0hCMZJRS+gpvIiOQ6FgW0jKoMbquKg1myCqUM8i7EJ0JUhyknR+fCOp4tiaz9jJUVTLrKstBtaAshT1JDqMzqbSdFsAbCLdYlK4sKivwsgJVOnRScU+zXFxuKjU43ahTDseL4Def17rRGNVuwVqHfLslSGSjKGs+Oiko2x56VggPOAyk6o3FV9dFgvx3UQBnfbEKTNNltfuq4FCWzDYjIttFZzl2OJTZ80rFs2if6uUCrgOf4a+8JWIsM7CBJr3WJuwPIU1FYjHwcY0aKitwRSnmCadn0B/QPG0ugT5VwH0ViGtRmS8OvJrvVuCgSyAoY8QXfFfEus0gQY8z1CxFa40eTim6sRizJAWq3ULNhEMt9JtMrv/eNq5qA9tHT9n+L09RtVh8kudGC87B0wP08yt84PlxBwGz77xF1hRGRdoRffDZXs7ROynqszrdnz7mibvOjX9yXv2SXgqTrEh2YqrqPvBJtgTHMvh2hrOKm3vnfLP1lNT6vH7jhGfnHWaZT/GoAcH58ngq1Pvq/X+JHpbll54TV1oUiJBL4OMmU7b+4WckP/0a5+/4zDah/kyRbIP31QG+KRn9/hrBV68RHnVQjw5If/5Ners+Ub/En1oxNTlQzDJD3rJCI6yX6OAL0NTV9qULvCZ3xKcCVBpf0+RN8CqkqVSqYI3G+pLB63FG0PcwXYNJHXlDhA8KXz7v9Q1uZNCeo3akiM8sJoPRvkdRV2RNRRFpNj6YoXMrL3o9pnbvFDccEfbaogJUN2QNmSUXEejUw5v6ROcOLxGtUlXKPDUYQTC2TLaE2hIMwb3wmO0VWMAZTVjPUIEjOakRDaUSSjZEsWnwWg1dQNpWIrHoCaBmUflYSFumasW7ZaALDFnbI2vKvCnslTLvnctkJsnSerDdlJZPIKAD53voek0MxZWCnQ0UUDQj8ecdjpeznfmcrSxFIN0YjHPCU6yigPU16ZpXIWCrZMgXgJyXqMUcXmYDCq0dZaFh5OPCEpVo/JHY6pmZoJmdRmawVlTKVCGI93ytIFqbkecGrRzuOMaUULYLTLugcIr+m5pZN2b3jweVlWP1wFmLqtdxvT7q6RFRK6LWiAgGMFsXEFyyZdHXEsrD2gJklHYhOhM/zumGxh+B8zzGQYyzCtPzqvastMJN6ijipcyjDaDMIeyLA5FJLSaRFrs3SiWrt1JB+2OH8yR5qR1X+6m8ouf+x1lLUOvdexn+uCC+8Ble93CeqrScFWXNkWuZK8cnUtXmDQG+lYHcJ6n2qJLGAv94KMpQuVj2mRNRdnJzhGmFzs2/egf/3oHMNAN/IcvoClFVKtcbpBsBOIhOUgm0gM4seBqXK1SaSWCdg6YKaSs636CNFqDWfCGtqrR5W1ZphYpjBn/jXfKaYrLdoht6mA9ml5/7lcX5kjzjzWucfl3TeA6TPUX/TY/mY9h50YbDk2XbeirWg8J7rebZWVbRYNylFuel/SslanlGL4FAVYDUoSeVaX8gn6sAYaqq/tXBscAafE+AW51KWc33KENDfJxKC348EUWttBoVVfrTPH62QCbrRl26WoPhKzWXWZntLjbrUDub+MOM3t06WRO2/8oBj59v8Kvvfsxf63zM/z7/dzh60UXtWspmiOLypptNwQGU5QLkVq412PnThEe/HvHOrRc87Xcw2vLe6DqDLOJrnQM+f7bF3RtHnP3zBmqWLSBer+xgrJyPjiJcu4GrulmLz1diQ4tuhFL4g4zxHc3WnXOu/WKfD17ssd8ecP/ZNlED+nd8om4H9VanGp+J7/TgDVmP688ksS3XcuJmSrcx5Xbrgsd88falC7zS2hLRCevLguZNnbQT58jlyoKrDBRxaNBpSdS30hbOpNUW9tUCeKMLR9bWROeO9r0JzjewF9I8sBWgpCT46JloxG52KDox3pk4rATPenjNGK8bE/Y1Tvu4dYXJROSh/TgXYQYH002RBfRSjT8S5LXOpVKpHzjAE6ceA7NMo2YaXcrP84ZbVLTFDdH5VWU1N84qYGxLEo9w6pjuCOjMpDBriyhD3hDk83wBDfsCIlLDMbaiaihjcHeuUdR8sSxLMmwjpmiHBNZCmqFrsWSHSYo3nMhiuIIWddZVtARZ+JR1uIkIxPuVuXmx3sB6/kLyUZXgZdLi9BKwhSz21gOUoxgG6KmIbNhAtJOjU0UwlCRMl5KIjG/KtXCeo+gUUCpUaNluj3ijfcrxrMkHk2tgFSqwrHXG9E1MXtRo34OsG5G1PRpPp7jhaOECpeII8oLg6RkbT6Hc6jDdi5l1DNM9KDKP+MaIstTkhcEdR4Bmcl3hDyDrCO+XxEMnmtqhWAIWkSIc2EqwBLK2FZW1TJIs64k0ppkWmElO2QqkCq9s46KLCH+sGV0zmFRROxZpwuhoir7VIGvKs6JzGT8UNSOzvzVJLkojiV/eBFiCCbMWRDkLOp4oi0nl7SeO+mGKGWbiDKYULs2Wz0CthfJ9sbocjkArnn8nxv/q6+z+tw8EKHVjn7JTQ79/HzcYYm9sSI5lFOl6iJl5hCcT/PMJZSPE9EeCNAXmXGCsQ9Vr6MGEste/RMFZBIYVlyOV5zgN59+00Mopoxo751LtzSvzl6rk+Sw1zVj72HH8cwCO+jPNxvsT3POjZRLhHHY4kiCeZZVv60obdmUmutj/6rHmOa7Uy/npXJ86y1EzMZeYg8qUUgskrstEB17ESHLc/gZFM8Ctx0KJe3QiIv7jCbqS5ZxrKM9NCXSrRf7ONQ5+OubaP7tAHRxDxZl+1fZSUD44whwcMfu1r5Neyzkb1/mPvvlntE3C/+mjfwv/YUQZQOce6PcfXMJAe9tbnP/KbbyZIz5KMd/7RK7LZ0/w8pw3n23x8f/mJl6ieOY6PNze4t07B3w+3mR9Y8T5tE7joMAenSxBX8YITakWYef0rZXNDodyTVe2Jfq9ohoZQWDPtkJcVNKJErpBwru7hzzqrWNOgkrYRkZkszVFdCGjm+n1EjPRROeKxlGJcpqRDchPAw63QqZp8MrrurgmP/Gn///YHISnM1GBemKIT3PhrPZnYnSfVrOzQgKqDT1saDCZRTlVzUCkrVbEUmnUzmT1DyaSSeu0oPXJTPiFswzXH2KnU3QYoq1FR6EIrw+GuMEQ7RxBYSlaEbVTDU5oQjqXdlwZSJvOeeDNpCrz6pq8sp/r3M/I2h68gLwS9ufEF6P3/YLZZqW5myryllsgdBdpY/WnSaRFm3YE8apzUWnSWeWh2pKgZlLHbE3hJYboxKe4u0vwucGlGfbGFhdfbZHXFPFFjDWiuyu6yR30zTbBMMc/uJAFx5a43S309gb2s8+XbiFRuLxlzonm9SyF0EflBf7xALMbiepRKRQtnTuyTuVZGsBst0S1MkgNZApbs+jcgJXApKvEyWSOcFCiSoMqNdNdRXIzo76W0KklTNKAF+dtnp10AehujfCMpR3NGGcBReoR9jTD1xzDO6EYxasa6trr6MJR/4vHAuSpxdKC1wY9njG63mTwhsU1CoxnmU0DWq2EsJFwkhnSpoJSUWxaTFjCMEAnkjzMgxgKxtc0yY7F1gpwCnNq8KbVsz606NxSRmZhBpGuR/i+CLxYX0Bq/hRMz+JNCrxRiu6PaViLjf2KTmYpaz5lqLGBBCdpKTvqRyXDm96C1J+1WKDE4xOLnwg2Ya5qZjKHN0jFuH0+EzMa1WgyeXsbgPhghD7pief0ZMr0WokZL6k+w69JoG1+qHF5QXD/Bby5R173UGXlxNQIMdMcZ3RV4Qt3d16VuKJAFcWyCptTg6wTeotWVdtSqCk2y1n7/UfUTq7x9K+H1E4snJyzoOrMk4zVwFgBslwY0HtL46Kc9b/w2PoHH4pL0fwVnHOFy3KRxAIvVV1fuKzNK9gsq4BoniCAS5jLLa62qPVrNym6orpmh0OZeccRrrTowRQdehR1D2+UC0ahat+6ssSsr1GenaHrNRkBnF0s3te85Ri826FzdCVYrVTriyRlRQFsPuOuH4BJAq7/d31+9xu/xHhfs/unE2AubJJJcFwIg4CbzZjs6Eq/PGL9xS6uN8CORQmvPDzmrf/EoCaJJBkbazz+27cJfuGc9fqU41GD9B2f/d+3yzn5XO878L84eajukw5D6dLNJUxXn4HSkrYNr98+5Ne2P+I3D36K56dd1EFE47ESGdUuROeCN5ruClvDG2viI8XWjxJJhE8d/ljWu/PIoz9r/cTn4UsYeB3ewTmEAd3+VHh1kWQP/jDHJDllLSBMCsw0p4x9ykBaz9arQCszWfTSijeax4pw6IjOM8wgkUU2F21ZO5kuABs2TcUUfjCU2aZeWRCKEjNJMWmAySvAUKQY3fAIhlLZzKX1pnugUwH71I4UKFk868eWqa0eZAXJliJ64ZG3bIU6Vcy2SvRMk65bvKmAypyqwFselD60HlmSdS3txQDqPUHiosCbiFF6XpfAPbpTJ+wVpN/eF45czVSIYkftOOP8HRFyL321QGbbQOGd+pQ7HbwnJ/Qq+beNpy/QSsH2hlgtPnj+EucPpSDNQCmCQUHWCPCm0lpyRtF8ahnc1mRdAZu5sY8qFM53sgB6os6kUxbUMGYCLJpuGtKutHdM32OaNpiEsQCYrILUoKKSwmpqQc7DFxtSYUw8yshR7s+wIx+/b8jqGl04ZmuG2rMN9PkQe9ETadA8g6LEmzrCc02qDTYRc/t+ZhacXBVaglZKOogoAZUpXODQQwE5ZS3xzC0bJfjSRiZXZBvi2ez7Cn+iyeMQP7H44xw9ySlDQ9YNUIUjbRmaT2e0kgKdFJhBghqMIAzEHL50lK0QnRYUjUBa1rMCLylJuz6pEkK/SaU7UtQkaZP/pJOgM0fzWSqJwOcnYLToLmcZaCOG8WlWmYpI681kddRaDf97n6G3N6k/MYQXSxnI1u98gmo2ZOzuHHYyxX8xwLRlFKGyAlsLyNZj/GG2pP24FWoIyGKZF5fVpqqAsFg8NQu9/vK8R/jDjDuT64xv1ITaM55IZ2Z1H1pm/U6DwmA/f8ytfxIxuV6n8Xnvkoyj3loXq7vnh4vn/YuEOOR0X9HCZSXQUy6TiarKtRWTYE7XyTfrDG9EdL8/XFbIVeWtkhQzTkm7AdH5WLAtc8GRjTVc4KP6AxbqThtr2LUmec1j7SNH89Fk2e5eXI/LJg3LALU8F+ccW9/toQ5PcJMp3UmC+ZlrMgbMS/jg/jJRmd8boByOiU8dp7+UM903NJ90CaaJ+C3Pb/OzF8uKNJlx/bd9XiTrHAXrrH+YE52NXrq2bjRG65V7+kWb78kz7JYjN1d1VFx/wPpvfsRJ8C7/yV/eYH+rTzn1iAcSdGcbsgBPtxVFQ96h+oEAEqMLy2Q3ZHRNk7ccG+9b/LHFeR7TrZ+ckH3pAq8qKxJ9MhP/S99f+NKaRFCP/tlY5kCANoroMCXZb6JKKMIKKKIc3kxQalFPoP7+6UQyYCt0cFcUl6gzWL1AHC4QkVmOUzPsVgcQsIrJnATfQC7urCtiHrqamamykgMshOIy3vMIBxaTWuJzAdUMbxjhvYZgMpF/zFuiIlQ2RVDfm6rFv1tf9hdeSHIRDN1CpNtLHbMNqXCKBpzvqkou0QkAqy6qTufvhiKKEELtTIzP249zXJUYqMKStSvt6qgyqr++KXPwukJd38UFHudfb1M7K4g/rjJ/rcE5lKdFvq0SGfAvZvhdjzKQuWweQtpSmEwyRlUhlnUpyUXRtpJkJCIsEQzlWNOWJhwoRq9Zym5B1EwpR6FAbK3CJR4qKgnWErLEpx5mHF20CO/FmBlM9y15qySOczLjKMoQGwgCu35s6b/dQrkWnX82ElnMeh3XG7D2cQOT1hhag5lBuuEoU024kVAWhmLsk85ivL6h2Mqhk+MmHk5L4pOu28rpygo62zh0Ixc1q8ACPuUp1I9LzEzcbMpQOij+1BJMSuJTKVP9s6lc29CD2Uz+Mwble5gx6IsR4WQmiwygEw+dluhcKh0vUXhTKz6ngapkTSG6KPCHmYx1np1THh5JhVhVSLruI/B5jWvUiJ/0MWlTnKk6AcGNPYZvrXH9N4+wrXhZtRUFbgVVDEBvgPY9bOiLEEta4qclejITsFKlIXypXXs1sQMJXtYtHH0Wc9G58MvWOmaQYNJIOlb1mHI4rp7Vqo27GtwrFSV97ymNzxzkOXZlgc/ubGOSXCrOyrrukpPQyn5eAiWtiGIAcs8wi4qt+hCm26a86C18tYMHx2x8rigq56GlprKlPDpGD0c0+m1BUK9stl1neqNF3asS/MCDaUqy36D2ZEgU+wxfb9B91qScK2utyirOAVFz27/59ak299lDnLOY3R2St3cYXjf07tbZ/ePpir7Xy2CnvKlQqYFmwaPfCHnz/+p/4YxWWYs6Omf/Pz8QxkUtEgGSqwpUZbkcT6zei6v7rQwxFl2B+fMz3+KIrX/4GesfXuPe/3KDuJtQnnikNYdbz2h9LxLtgUJAkhdfK8X2M1WMboO6PSafeUyOIvy6SBmvffavGbhqjrylCsALDpbnYTebkl1VxPqyW18MzHVuKUJT6RFLe3IhxKGMzAhiH22dZPRXgy4s/+4srpAHb+62onsNis2WyBhGst8ykErU+hXfeP69sfx7fCytxLymSNa1GB0MysrsAcpYaCHJpszeiprDBRaVibhB3nQL8Iw3U4TnMistQ/Gyna1p8XJtatFBntOajAgozNYl4GVNaUH7YwHmpF1FumYIe5pw4Gg9nJKuhYTnM6wvNlrZZp3B7YCobynqgmCc3OlQhopoUFL77Gw5x6nsy/B9AchUszjTHxMf+VgjtCV/4ph15Zj8CcjMUUT6zVThvGp+5+RYTSpAID8RzqI/0pStin4TFTi/WpwHAfV2Qjue0dlK+PRgB4DZVok31gQ9TbrhmL2oi3BEqUg7is33Mi7eCuh+lgm1aS6NV5bQbWOGM9b/6IJwsIeyjhd/ySPoGdIgxMQlemwWClJYRDBDCXDK+k6CLsi8ObSgHW4Q4KyAnYKe2CLmTQ+nYPPHKWlb5uJ5XeOMT9jLme6E1EuLdzJcdH9cXkjn5vAEFUciPOEcbjQR2c9ZJmjk88nChk4lKa4RY6t9oBHrtqJEtRvgVXZt2kpbtyjElcsY0dqdJOAZxvvrguY+ycjX6+Q1hTs6RR8r7JUFdxGE8gLXH4gX7VpHJP8OT1FhgJvNBCQ1t+yEpTHBqlvO6ox2TtEJAmkDZ7lUjHduMPjKGpNtcYBqxBHZO9cIPzkQ39/SLtSr5sdmuh16f+U2eU2x9duPVmbNEtz9T54KinvOF726wL8KXb36/2UpjkBzZx6tUAtvUw2uWAbBag0qDo9XAvNqpa6kut/eIN9oYo5PpSVfgcfytRp5XXPxrXXW/8VjyuNTdL2Gd60DWY6ZJHRGsyU4bnX/r3AcEhPsy1Wl2VinPDohPD1j/9Ge2Jjef/JKbStlDOb6HmbmaF8bMJmGFIEnI52r2/xel3aRtOkwxA2vJDvzz8JSUevqvVhFMzuH2dwAoylfHC+fnXmy5nkkX71O9MEz3vmPPR79L25hWxJ01UWweKd1Jsl0tDchaUSUrxfUainWKfbWBjy7s4szEPQUs+5PrsS/dIHXKeTlK+3yRhQltBqUkUdwIa1iAl/8LX2NyixZx2NuK6dsJbChKzcbBaWv8QdTVLsJpa18KcWjcwHaWM3yqk35Qkp3L47xi5J0Y0eAVNsO5zuiE00wcNTOS/yhyJ3N1kRpyp9IC1pZQZ3mTXBadJujnmUSaaY7Cn8Esy1RSvHOvAVaVxdVEBpIMlHG0krOWgIcsx7EPcf4usgqlqFUvaLw5Aj6Yk+XrlmCgSgkZR0B+HhTxeQaOK2JW4I2tZFHsuFhPRjeAe+dIefnNfAL/KOA8XWP9Q9L6p+P4eQc3WkvEJ4LUfzqvjlXwGiMf6SJIiM0FQfKBeSxWnQGgj5kbUX9yDLe1wIMyx3xRUl0IhKVF+82mHUDuU4Wttsjzic1JoMYlKN7UxatJPfQKqLdmmC046xoEuxXi+UoRPsWDmKsL12R4U0fnTt07mQuutaB03MRcMhy8s0ms7sdhtc9/Im84vmmzGnLoY/eSvE+jykaFnKNmWhw1SxRObyhJu+WqIrT6zKZJ5qZ1AZztSldSPu8/0aAP5H5d+NFLl2I3NJ4MkFlhbRhD0+X80BdVSfjiXQd5sGkUj1yt/ZQj18stIedc9A3AhmwVVtz7lQzGkGjsUDvukwM4qFa8GYpLpmhW01mXV1xsAPCXkHUk7muTdNLM8HFNl8ErZZq8vR86QY0n2+u/p7SKG3l86smAnPA1ao2s7U4uxTnVxcD2u9ZOlNppdrRGJ1erj4WiUEpwh/Tr19nsiNdK7RGdzsitThff6oq99K5zP+++ucVx6NLbdG55ORinavWmytqW4u/Iw5JgBQBOlheA8A+fk5546sYrSVZqvYb3j9CldvS0en1wZbS5v+Lz2Q2+voN1PHF0hlqfuxzMJZeCb5zfvHKvVTGcPi377DzB2dwdIY7OhUKWaspALiVzTkxqhh8Y5vhX5vyK3uP+b0Hb/L2//k55Yo94Oq9UJjFsQCL+fYiKb4inLJYs6/elyvc6fL0bDEDn2tSz5M12+sTfVBAMsM6R/uhZbqpKS8iojPHZE/WzOD6hE6U0u/X8WsZQVAyGsZ85eYLPj7YoXW3x412nw+e7QExP2n70gVeVS4H+pcusrXorERNZqjRBDwPb+5JGcrMLm8okSbs6oXNWth3C7oGvgdpXmW+JToMhdM1B3CEIapRE//GquIuvnkX5cD74CHlehOdWYKxYvPHit5dCbrxuVBB/FGGP4IN4oXBweC1QOT9REUOc+jIGqpCU0uCkDdA5dIODIaQ10Wj1xnEpi2QCjYYiABC3lLgKfyxkL69iTxkYV+CW7ou7dpkW66dN1EV6ll0gZ1X8TpLVVnDaczMkuwIMnG6o/DeGfAfvPEDfrh5neNpk807E/ppzNP1bXpvdbj+ux7mwcGle0de4Fy+uF8uzVDnfaLAx9YCyrqPP7aYTNE4tOIDOxCjhyIy5LGPLiuK1LikaAhYqIxgdBOKrYyNrSGvtc4YJNcIahllYbg4baHGBn87Ybc5IvZyQq9gozahFczYCCb8+HwfrRxnQUHSj3AXAclGpRXdFkWwsBGjT6sXcjhm8rP7zDqK1tMCZxTxiWFc1+hUbP/s2McZB1ah5/SnSkdZrCvBGxgKT/jbflyS9SLK5nKOD1L9RqfV81uNMXpvBjQOSqJzWZCdkarVZdlygZ6DkaBauKoAX90CfTHCzqkTK59b3B/nFtQwV2Ee9M19ODlf+Okutrnr0DSh/bjg9OsezWfiQ2ouxpSr+/G9K/zJarHTy7arqvanokgoM3ORivm7v8LRnJsIzNeE1ZmpWmg7V12w8x7u5AycRddqqDBE/+BTrFKVJGoJOrgUIE1qqR1biljhJhNpS68m4asL/mob82oA5uWKd34uLsvkO41BXdtFnfewA5lbqjBcykRe/f05xxcWKGXledgsJ/izTxcJ1PwelWfn+NOE/Cu3cF95HfXePQFYDYYCRvpQbP3mrkuXNmdxVi9BX9V3Xq6EDa0nBWU7RtX3MacDKEpstwW9/ktJiPI8XvwVME7R9GYUuaH3neu0fvPs8jMyr2Dn1LAVjjWAmg/xLzW0v2BbCbrzP22WS1fIGHQcgTGXlL2YJtKZaLdo3xvT/VFKcrNDsm6ILhSzHUueG3721lN+++xdnFXsrw8o61Pun2xiMyNFHPCNm8941F77iYf4pQu82Ar9B9UC48CWEPh440xk52oxthah+yNUWVLc3CLqlyTbnlQjEZXSjwhc+xOLDbQgmAdDlNHoqvVAIft29Zj+NzcZ3dB07u/Q/FcPoLT034hJthUbrTdJNjxaT2fEz0c4pWh/CHo0wTVqOCWOSrPdBv6owL+Yoscz/HFLNHK9GtNtxXRbCy8TaTd7CWQ+6EJRRo4kEoN0Lb71YpCuHP5QLOLyHZmR1g8FiTxbE64zSmDv0Zmj9UCQeOk61J8rJtckICd7JSjQiaiyLMTxPYVRQtUCUYjygpwf9q8TmJKf23zM/3z9T/ivej/Hk4dblKFjthlRP2vhDk+W7cEVAfv5Qu+KAt0bYpKQMuoSnc3IG/5CT1rnAu1XhaN2JiC5vKZJtnxmXS1m7hFi0edZPFNyt37MHwzf4I39E6Z5wOmwgelYAq/gxbBF73kbv5uy3hkT6BIbKO60z/jzp7fI+iH+hUfnvuX8XUXrIUy2Nc2DkrIVoKuKSjXqBIOC2nGJTgrGt+o0n5UEA403c0z2DFlH0OjWc+hCibRjzy04sUVd5BmxAnSzpca0skrcYx6oVXUPIBo4ylgxvkFlMSkBf7YVicF6Kh6ql2aGq0G1op8sXqWz8+XPVj93iaM5Vx0x2GtbHP6VNuHFDpt/9AJ7eHz5M8giVf+LxwS9PUxaou89pUxmlyvcxbFJVaeuLvCwFHJxTqwBq0BZjifVTPNKe3m1ury6P9/HvXsb/dGjhUISgLq2C0ZjJgn29HzJQ59b8CkNLsf74/fptluoZoNyklwaOV1yEfqi7/8fsc3PR0ehtP7XuzAYoXwPvS6LtD04BFcKoI1qJmk0KgiWbe75/rRaSCXOK+mFEteNHU6/ETNbj3ntaBM3HmNaDcq5ytO82r4SxObORZevd3n5eXGW2p9/zugvvcHxz2g2f9Sg/fufw6NnL53z3JwBB8Uw4F8e3MV7HtJ6sKI2ZV9OVHStJuf7tbvwg4/lXOdsiqtxd3UO/QX3ZgGIMwb3rbfIQ0Pv9Yitf3RPEptGTShJ1lLub2Cen2InU6LnR0x/4ysMfzah0UjRyvF00uXO9VNmhcfTj3YrARpNGMGw5/Nx0qW4lvKLbzzgxy8dyXL70gVeF/nyAFUAj/ncR00SyaQrw/nkepMoNIJOLCz+uCTsiY+vKEiJJF98lkvQ2QoIjyLoKblZRQFeiGvUyHZbDO6Ei9nrxVuGxsMt1Cyn83DG4I2I8Z4nGJPCwVkP7XnSZvU9seyqBNC9Tiwt7lqAOjzHS2a4LKMd38Z6AV4COMjWJYD6Y7f8t5Za8HDLkEpPVypWVYI1IoMJivG+VILKSoLhDKRdMXnQBcLPdBX3N1OkmwX+wBD21MIgIexJyztrit502pI/1z/JONcbfLi5ztY3j9kIJpyWdTb8EW/ePcC9oRh8eo164C8z9LK8LGBf2gUX0U2mkCQESlFsNDG5ZbobEh+lZO0AtGKy4xOfF8w6hqwtCPWsU6mPafA3EupxSuQV/HnvFvXmDK0c1xp9TgYNJid1poUiOjaYliMPfaZxwL3JJo+8NV5bO6NVn3HWiyhjR7IuJhjJNjSeW7xJSdrx8bVCNRrgHLX7Iof44t+6zuS6wySajQ9KvER4ueEFhCOL9YRjnLXk+RnekSq2fiCGBCrX2JmBqMTmGgqNbZbYwhP9Zs8RH4vCV9axBD1NfOqYbvlYTxGfFagkkwViNpNrPZ+lrqI6VwNkFbTUPAGaV5pz5PDVrSy5+HqLtOuY7kLz2QbB4fElpSdVtfzcYIj/aQmbaxBHl+d1lYk8SqN8BVQtwnmLeNUf1zlp46rKCi8IhMo3H13AK6uyeQt6EcxqsUhP7m1jTjzxmwWyvRaHPxcRnzi2/lWAevQMV9iFetIqBxhtcIOROPustojn7Vd7JSCtbv9DgbgSjABwkynqxcnCe5c7N3j6a2usf5RTa9Wx9x5h9ncEmTwcQxiQ3tmUVvGcix/HqL0t1MWA4vh0KVZRHZ8eTtn8YSgyiU68bOea5HJfvMU9WWxXR2wrwe7S9ShL7GBI84/uEwxu07sb0LyxhR6nuIdPL53z/H6F5wZvAtHvdFl/Nob37798jZyVeW5RCLskCEi7IfHeDm44EiGQV21fAAJbbFUrfv7zvBUw3vPFMKYoOP6fvoPJYP1HNdynD1GfPRE1rypRrZ0WuIuQd+884XrcI7Ue/+SDr6HGHtG5Zu2TkjIQUGjvbUVxa4Yb+9zrbb36eKvtSxd4radgrS18uSgUEf8okJZD4FPWA2zskbUMRb1BMCwxScls3cebOvKtSlgiE/WoBfpyWF3MrQ35oklC2W0yvVmn94bH5HqJzhQ2tpiJ5ugXu2y8N8X/+Dk39HWSDZ/OX7wApcTwu5JWVFBVeQ6bZngnQ2wjxvRGMnKeTCEM8SY58blPHotgBkpAT6oxN01wi4CbtcEGUjn5I81cCnFudeh8R9CT3/NmYgjglLSqp3tCYTIJ0BXv1aCvqB0anCcQ+LnPbf24IDwTHpqyDm7UyWPxEG49KRndUhy8WONiXKPupfzw4jqb0ZhvtJ/y/9m6wVo1l3oV6GH5/xanBVBFMsP0NDYQkNpkP0JZR7KhydqK6bZfWTzKcRcNi04V9eea4CszWtGM42GTQRLx+toZnrYUThMEBWlYYvoB6ZrFdXNqzRlFqck/b9L+2gkNP+Xfvv4hv+O9xXgWMs46rH0IOFj7oQA5/FEoi+RshgpDGS1MM7K23C9nBFjXeDjGH4lurj+s2oMWzn+qJZXr2XIB8KaKrFYuEiEyjUo13kQtQGXURH7SSyR7bjy3eDMnaO6hvaSyBVWFs1rBvkqicFEp2mVCZK6UC5W13lziceO3P6f5letYXxM9PpfHbpUzO3/WtcaNJ7jBSCoyYxZWdIttXi2utjSvBn1rhd6RZQK2Wl+Tc1GK8lTsaBZBf84xvWJ8AFCenGLOLyh+9it4ZxegNLpeY7gbkLcdwUiRbzXxT+uLoOzyQgwIquOyw+FLGuWL81itDK8u7ldQzS8Br65UzK4Uhak5JUqf9Vj/uMnJt32uDSLMm3cYvdai96bH9vfahPeOLs2oXV7A1jo28BZHZbNczqXiKpcvjgiU4vznd8jfvMnmj8bwo0q0whh0o44dLjsDl88V4d6+KsEACeTWYccT/O9+yO79TZHNrByZLu1Laewk4c5/+jnEEfZM3rNX7lkJf1t32nJ98pz4/Wcc/u07bLw3xXzwsNIVqJ7F+XW9AsJ7abN2kUS4vCD87ifwnbeJPzli9s3XufjpguDYo3bSIP5MXfL8dWVJdDQhvOjwve/d5XvrKZ3OBO80YPOHDn9c4E1LxvsBs3WFe22CnQnD4mJYe/X1q7YvXeB1GmwtxPmavBUQHTrKeiDarrmliA3Jlo+XSNWic0fWMiTrAqbyhzI3VZXcXlH3qD2TWUq23cRp0Q8GGNz2Gd90FO0CXc8pxz66kaM3StJhA68/QzVqBB8+I3CWcjSWuUWzKQvBxhq2FqKfHoItRCrv6FQy8Ll8WxxBu0m6Hgq6eUtVDkxu0Q4PCiVw+0IAWc6IgIRrOnQqIBxVsqjIxfJNWsJ5E3H4mQmgypsqonNH2lF0PptfVEf78Yze3Qidy8w7OivxpuJYZIZTmCY0pxmzvSbxp0fM3txBrVve2j8mKXz+6Og12uGMcRHyn33yC8TTlbbdF72kV1qfLklw22t4wxlBYCgjTdYylTi/IMLjc0uypuFEJBtBKvnhaZNJU9C4kySkaBveaRzx/mCfX7/1IX8Uv86zfAOVy73dao251bygt1Hj2bDNrPT5fLqBdYrRs5a8uyFs/+6B6OEqjanFUIvB9yl3uujemHy/Ix0JRKmsfiSgozIynHwrxJuGtB/mon42cVU17JF1oHu/4OKrldGDU7iJIRgK/mAulmIDhz9cdjQARtel4sUJYr3+VIAobjJdznLn1/ZSxbsSoOYVVrVQqvniNJ8vrNybOU/WjSeE37svYJSq07Rsz7I0Opj/3hwctdpmnm9KL7xs9famAKquvuvOXXKWsecXqNvXOfv2Ght/GmGfPL/MgYWlTCTVuVbzX2cd/pNTsrdv4H3/U/R6l3BQ4o19RrcsnQc+ekVQf97+1s0m7vo26ukhZbbSAl09zhUFqFeCeFZa2Is5dUklPGKWn726WUfZ61N71CJ4fZPTb9TxpjUuvupwYUnyOEDlW2AU6sYe6v4j+bXHz1DGUMzSS/taXBPf5/H/bI/41BH87RMO69vsfRqjPQ97aw+mKWoyXbSmq5O8hG5Wxsh6luXVvL+89FnBGuiFz7Cr5tUrF3jxXBQnVRLle6ggwKx3Kc97l75TGUP/b30NP7E03z9h8tbmApSa7ESorbdp/OF9AUNVlqWL5CUMX2rFA8uu0FxkBVCNOmZa4EYjJnvXCA8VnXuO2p/ck6RulUduHXz6kJve6wxfa3D+1Yj+eUgwViQbCn8ioF6TCX3wP3r3z/l7H/w8zkI+DF86ntXtSxd4deEo2uFCzSfbqiNmwx42UKhSAsesoylDxWRb1H3miGYAfypUlCJSlL5HMPCxnmZ0PSSYWEHV1oXKUXQLVFRiZx6mLdqM2SigZkEdn0M9FrrDnHrkefLgdTtk200Gt0MaWzHxsyFqlgn3OJnJQxZFuFqEbUb44wK35RH2qvZphX71xxJUQYKuyZyYozcUoPAmkGwhpva+2L6hJGhPdxxlU+hH3lSMAqwvQdf61UKuJEgPbkdgIeyJuIIqxSIQi4gldFuoSUJ0qCh31/D7Mzhp8km2B5km6M44K5so5TBeVYWd9ZkbWi/nRsttAShB5r8KhT46x251KWONSSyqLoAkWtX1GJVEZzlFzTC841HWLTgIXgQkXYPpZLQaCf1ZzD2zxXo44SKvk5WGt984YC2c8hdPb/D0aI3Sav7Xt/8lP2jd5iRt8uPjfWY/XIOtEhtbspaRcy8tSjmSd/eI33+GG40wRgv63dOEfUf9yDHd0vTuhrQea/FDHkuyEB1PKRsByjomO0acgjYV/Ts+8RHYQDSVg4EIatgA4hNwRvjWYU8Ac1lLUOn1Q3mQ8xo0DkvMxViEZFgGyeXisAykqvpz1fD7speqvhyoYREoXFGIMQH5MnhXAXsBfFltO1+tnhc7XJTnsng3m3JszYaYv8MrUacAenuT/rtdup9NZO4//64r/E20EoCMH8BotNhX8s4uF28FmHe/QeOgJLxI2f/DgtlmQO3eKWUFGtJhuLhOZ7/+FrMNxbX/4vzK8QPaiH75LF22yX/Cdgkg5Pkvf+ALqmCKElXA4O0Sb2NGq5bSP2oyvOlz+o2YxhPoeppouivexsOhBJw4Qm9vUjx+dok6M5fOvPjFjE7uYWZOVNmmCWUj4Nmvtbn1X84kaK68syrwl3Nj36P49l1U4dB//uHlV3uOwJ7Tjb6AETL/JbWafJSlFCNzlPv8u32PMlA0n6SM39nCeTC46ZHszlXdQJVv0PjwGCbJJeDbwrv4ynW+pMsd+KTfeZvxrk84tPjGsPZPP6Px/LZYXJb2UtBdTfhs6NH+qE8wbnLyDX9h2DO45ZFsO2pf7THr17gWXKCUo8y9JZXwC7YvXeB1WjHbEBm8+CSTeWmoKSNFsqYpatJibRyVTCK9aE0GQydyjNUDEuRLKs/wdk0CkAez9pxH6ui9K1WFUg7Ckm5rynASUTpBudobWyR7dep/IYFXd7uVALlD9Yaw3axs7kTIndITC7RWU1oygY9txZSxj1PCvS20zGBrR45gYgn6BUXdVK5GkLYNXmLBaWpnouucNzVl9R47b46aFW6vzjVoKGKxe5u3ra1P9Z+0tp1yRANL0E/FXSUQmpRKUwgDnDFiqB14jG/WSJua2qEinfm070MZ1ul9veTr7zzhwfkGva9Zdn4rhCELzudLWzXbUqUAqajk3dQ0pXY/J7ndxR9bem/50kJXiqJuOH83ILpwxCeK8R0wE018LMjexjXJds/HNbRy5FYzmMb4puR/99Zv8Ufjt/jmV55ymLX5ce8a/7dHf5W/uf8+AFlhqD935G+mOKtI1wTdqIxGrXUJLma4dpPZV65hZiXBkzPCF0OmW+uCxq44xGnHw59YameW2osZWElsspYia0J74ggv1IKvbM7FtjBdEwGUeVIUn0qSNLmu8IeShLWelGQNWVSaByVBP0flBW48EYm9aoZ6SYUJLgXiebDSmxuUJ5U04KsCpRYE65K+US4RrXNkaVUtLKzmAv+yAMWCFvTyQiNGAgX2+HTxe68St5//+/gr2yIn+fkhbjS67J87N04wRhSnSosiW/w+xpC1DGUAg3dKitjDHxmmO4rr/2KMfXEk1e2NHfER/uQR6AonUYCbvIpXKgpTyvcWbj6L2egr0M3KKUEFvwoxDJeFKlZ/ryiFKjjWFE0P/5/XiK9J52r/90eoDx/gSos1GnX7Omo6xb57G1VYOB+hg2WQd6WFwBO3rpFHr2zSqCue/t3X6d4vqT+dUDuOcM0aqh+KZy6g2y3QpvLnnaJu7lP6GlvT1DfWKXv9y7638++rZuCL52f+nDm7DNAgI4W8kP/m13EezavqWNgbhvq9czg6Jfjm64SDkMFrjpu/M8V/cfFKXeZXXdPF8VXPpX33Di++E1DUHGHPEJ3eIHh0QvjpgZzbClVLqcpe0RZgHcPbEWmnRtizeIl4rGd7OUEjI+tF/PW9RzztdPlm9JT/8N3vcZS2eO9sn6cvHdxy+9IF3tKH6aamdmplrqbBH2TkjYiiJouWzkCVIsEIMnfDUWnOqkoTVMzYi5r8f9B3C2lEtCzy/thRrIm9XxjJSxwEBZkKcB7MtmpEpzPc9hru5jYuLXBa40IjAK9Nn9qpVH9FM0SHHl5eUK43UUm+MKafXa+TNTRlIEhXZ2ThVU5ThD5eWhmgDwp0IZW8cg5/XDK67mF9KEOh/5SRJAtFp0DPNDaweCMjiUUm1VMwdoT9gummhzezeFNL7ekQG/uoWQFzoYpZDp6hbNcwx335t7wUOk/Vvo5PFP03xTBdZZr37l9HJQZXKyHPZSFcWZRUFGLnSjEVKMVRIVgro3PSFHdrHxto4hcTds80J99u0H6YM7rhU9RgHCu69y3eVJNsKRoHJdMdzSQJCcMcYyxPj9ZYXxsTBzmtSMAXpdMcZm3+/e6fc5HVOU/r/OHZXe4dbVLmBrYU6nks4LuxwnaaqNkMe3SCmSYQhZhZyWwzRJXreA9e0P2BxQU+9Xs5p7+4xeCOpv5CEYwtg9djrBdTBqLPHJ+JK5QqRVR9ugfx8dwLV0B//ljQy2WVGIYXEJ0LYMsfldQOU5ynUIUT0QzfkwVylWupvZfBVCyzfL2+hmvV4eRUZrjzz8wFaeaV76IaKV6qYlUYyuLpKUiX3Mr57yrfezmYKCWtvzlHclRRZup1ASGuVuLzxKz6t/j5BP34xXKBX6ni5BiXrXI7mS4Cjmo2Sb51i8mOIes6vIHB/uU+FwdNXK1k8LhG932Nu7nLwV/roHPYeyQBJhw4wsEXVyd2lmLarcsAoyJfIoCr41JGSzdsFTx2NUDPuahXOkP2+JTrf78Eo3ny719DF5Zb/+kDcJbyoi80GK1wTuEePkUphXlwgL29hxsv+bCrSc3N30qYbYXkNQ/rOS7++oznbxhu/GaNzX/0Ge5VSPRuG3d8Vgnh5PjjHDMUsQ31xm3UkwNBjTt3ueplNdiuJiRVIAtDGTccn+LSVDofV6wRlRdiZhAcj8m3WwRpRvj0go0Phmw2G9iTM8pXzODnrXU3e3WrGUB32hz8QpP8TiKSsU/FQMRutOHB05coS24Ovq3mx9F5SeezCbo3plsLefwbazTXJ6zXpzyZebxZO+LN2hHWKV4Lj7k/3uLv3Pwe33vpiJbbly7wOk9MANoPS4rYiPWZUZXQgVSq9UO5QLoQOzyTUi10Al3XmRgklKHoD4t+sig/lREkO6JeY1KFTTzijSlFoekldWr1GfW1hPTMJ9n0SDY9iqhOOHQ0H04E/dsNSTvS4vYSi5cU6EJ4xsVWi7Qb4rwYf1ygckkgZhtiJxgMWFj7ZQ2FM4rNHyeUoQRyFHiVaP14z2N8A/KGBc/htMNMRWrRGxjKhuy7aAp4R1qaunKaEVOIItJEZzNs7GNDD68/odhqkXUC4rykrAXkLZ/QtSlrAd4gofH+IS4MKL6zxeAu/PW/9iP+8Olr6NRnozPm/INN4seG6U/doPbhC+kAjCfgSxDWZblAYM5bUM65irspL5w+7dMYTsXIWhu27Bbj2w0BfxWaIlbUDlNM6tM4gsm2IRgo8gd1Eq86ZwVr+1NuNc95Nunyf3z462jl+NXtj/k/PPlb/BubH/PfDr/Bk2cbRK2UPBHUduOJuB61H05Rpxfi22mMJAyTKd55j+betnibarVQbFJJytqHY9JOk/i8pPZ4iK35vPjLTYo6bLwv6Ojxnk/cKxnfMJWhPax/llHUDFlT03ieiXRjqEXJq5SuSfezlPCzFwJeGo3lmKZT4aNGIWRavJDtSgCdb/P2panQvtNE5C9XJAsXlIyVCklVDi22LGURM0YSJCWzWecZVJZTPn9RmaxbQawbvUL70yjPLFrZKo4wUSkV+lwTdzR6uW1czUedrtqRD57iKvvB+bEtgsNq5TtHI1f7s7d2OP0pH38EwTsDxid1xv0Yf31G+KM6teMUrKVohoxeL1CFovNzr1H/wVPa//QjVBTJ+Xs+Ll8xQJg/v0jFptQUW1Z85XmFtwg0X4CsXQVbrQqJrH5FWQpACbjxn8+we5tyvYpi8f1mYwu70UUdHKPqNezZOerTx1CLUY26WAKuCIMEBz0Of3Gf6NSRtRX7/7VP1tAMb2pqf1gJsMz50dXc1HQtRJGoiQ2G5HfW8Y762CxH90ew3kUFPuVVKVBYdEoWeALAtBryw71tptdbRD+hWlW+x9qPevD8CDZfw7br6IsRLpkt+LZXW9pme1N+lucvI86vzOLDniP7PGbjvZLWn35eiXv4lNkVUODqyKxC0NffP6A8OcNW33HnfMjo/Ws8/ls1uutj3giPWDNjarrgomzwRuOEpkm+8FzhSxh4RR4R/FHOdDcSTue6Jupb8UIMxDbOGjAZhOOc2XpA6UuFq3OpKstAgjiILGO6JgLxWdctZsHeWFFGhskgQhmHPg4ZRwEuskSJ8DOlXe0IhiU29NB5KdWIlWM1ucMphQ0N072YsJdjUot3njG5XiO6yInOM6wXMt0QlGp0URI/HZFt1VHOodOCyX4d64tG73RTk3aFj6xzQcnmdUfRKkWKMBBN5/DYCF2lBOcLYCc6l+OabBvinnCYy8hbJjBZg8m1mCJUZM02unALneYyNng9hNs87tF+1Kb3Tshfan2Gd7Pk6WSN/8nO9/l/er/E8Xf3mG561IpCZjbGiMFAqwHba+hnx4vWKM4utWar7NKenVeLmYLYwxz1aGiNObwAz5BdX6f3ZoSXSDegDJSgvlMliUhcohQ8Plsj9nLutk74s+Nb/MreZ9S0LJ6/f36X01Gdm9fPePJ8A3Lxx/Wmju6HwwUFbKHLuzIv5exChOsB5h6n9ZooSb2wDG946LyBP8ppPLeMr2uGNw15zVDUHdmpR+czafnjZA6crcXUDjLMfTGXcHdv0Hgk3z252SA4Hi3QvBgjAVcp8ZOt0L+rnNhLKOa5yMKc+5ok0lmYz6quVqZzUf31NZGhfHpQoWOdzPqKAtuqkXcizKxAPX+x2M+qwIK06sHsbgsaeb2JmqSCd5jTjJzFZtUseaXClcB9eQZts+Vs1715Gz5+cGkOPEdPr1bn+vERjed1Wp8nPLrRRvuOvX+uGe+ExBeW6MePsaXFJDnd9yOytiKvsZCpvJwkqsttc6Xl+jfq8lysLsqwFJxYkW18aVsNupcUvfTLrdHRGPXJ8KV7ZidTdBTS+9U3aX/Uxx0do2/sk+21CU4nsLcJ9x5X36cZfFMU9npfdXgjaHz/Ka7VoGzHCzra/Dzm4DF7fIq6titzzdMz4vsnogX92nWSrRrBaQLdJlz0ltdo/ufc/GH+d2exyYz8O18henRG/INH0gV5BRZEzi+BT8VO0PvhAxlfabW8N/MKeRUhvmJws9zRFfAb4EYj1v+b99m4tivvddWRc1Xnxtvbkare9ymvJgdORElwFpdLUlGenNH4bs52/TX6d9f5f3T+EuvhlMJpRnnIybTJn3h3gD956Tzn25cu8CorrbhkO2K2JgIKOhMjApNCOLBkdbEw0wWkHZ9kTVeVhaoM14XD64woM5WhSCrmTQEfiYWfVNAqV+i+jz9S+EMJxNY3FVVHTO6VE+1c8JithWKO4Kqfj6UyTzuG+LygqBmiF1PMaR+zHZM3PLxJSTAoUKW0hGv3ziDwCS4S0o0Y2wkpIjEqmLU1WUeRrolTT3ChKZqC0PZGVZWLHH/esngTqeK8EWDBH1UVhAUzsxSxZrIfEoyk/ZmuhXiJRZXClQUIBgXON0RP+tAfCrK3FhE879F8vMvfP/423+w84+F4g4kN+bs3/oT/y+/+ezReZLhWA9uKMc5hGzVm+w3ix32mP/c69Y+PKA8O5cauCGqoFU1ktb2Jq0WQpJhnwm90yQxVWtY+STh/N6aoKVpPS6yBXsOgM0VQGU4f3tvkw6d3+OTGNnni819//B1qrw+oBTnNMOXXbn3CZ6Nt6p2E6fOGdANmjtlODX9aEJz05CVP0+Wia8XicLGY5uKc43oDTFHSHUzw393Cm5akayHt+2OiXkze0AxuG/yxJGZpVwRN4rOCoh0SHo/hhQBaXJah7j1FhQH2+g71z4dwcCxc1u1NTv/SHkUMu7/5UIL0eILZ2ca16th7D+WarqCYYQX8NP8nu7RRW13wLlWezsn9293GhQHu2Qt0tyPiG0D4+AznmcplyK5UoYJo1nGMywupUM6HZGsR5W6NxvuH6PW1RVtRGV5uHcPKImlfAi/pZ0diDPGK+bHZ38WeXUhVOBrR/e9kjn/3aFN0lXt9mrUYnKPsDaSy//gh9etfZfu7A3jwVPia5TJYuEUFKP+m/EBm01XSY1/RzlyoPc2FTa7Sia6e5+IEzBcgnZezcx2GkhzMjzEv0IVjeqtF7YGMGi7eDim+FVE7snQ+qzoFwMXbhtlOyfafKMJBQbm3jh4mmP5UWtcrSc8llainB4vzKI9O0I06J99u03/b4Y3b6Bx2176J/4fvLXAdAibT6EZj2fJVGn3rOi9+KWRXbxD84eHier107leCsZulONLLP7/6u1qJ9vVcanJ+fa8CvGDRpXGfP15aS4IoVbUa2LUmfP5Mxoir5hXz7WrS6ix2OGT9uy8Ihzt8Yt9gtpdz8/YpRlt605ii+MkKW1++wFtKa26yPZ91ivpUfJqTtT1mHVEOAmkn57EGJ9QQtMyEdSbVbRkK9SavO4q6wwUSzLDIvDQUtLBF4U2komo+s5VDjOyr8TyjqBsm2x6zrl54/DqtiAYW62vyhiYYW3RmKQMPG3uo9RbepMQGGpOWoAzOKPxJiW0Kx8tGHnnLIzpJCYdyo2ZdjTeFwBNd5XTT4rQDA2akcdqhk/mDqBY6vzqV6jjZqkA9I8fgjo8/cmIfaASB680c0XGCjSWjzFqVi81gihpPl/O7mVi1bf/5kMEnN/gHX3uD0RtiuffZvX3e+O4E/+GRBOnSgdYU6zHRwZjpa12KWF/JRO3Sys3aKoMsxDQ9kTmSy3JZ6NotvJMhKs3ZGjUYvtnGm1omOx71Fw6TKopxi+NmA9cuIVeUz2u4ZondyphOQ7LM4+SsxTgLyKqXIDyTUYT1FWnXUH//ADdNLgPD5qIfWbaU6iuKauajRFpumlC/JxKIZhowvt1gdM2IjWDPka4pWo8twxsyn7a+R+d+IX6jRmP71dxTKexghAlDAZ7tbMqi+S2hUrQf5SRfu443zvHuv6D3net4M0v9WSwL3FWQkjGXEM3LU1KLKna+8Cxa/54RPeyf38MZWHNOJBcBPZgIDcg5zMY61EQcplwRSnBZZReYZOQ3N8kb4iuc3djAG6Uwd895BdL0VUbxq8d8SZjDuoWOM0Cx3cGMJzBZUfCCpdoWXGqJukKeueYfP4Q8o5wHiHkr2ZvPa0U5SvkeZn9XEpPDY2zF/726Kc+/7D9b7dPlX4D8nvNOv+CaLD62v0O5Vsc77OHCQNr9G8J/r//5I2xp4cUxO78nyeJ8TQHQWxu0Hlm692QUFv/Bx6i9bdRogq201Rfff7XtvaIWpqokOF1TOO1Ir2XogcfTvx7wxrObuMMTVC3Gnl+g202Gf/l1Wh+eY6vnI9ttUX/hiD86WAg+XvJGXv3uVwTMS8dX/V2AdGo5cqgq7UvBdzVQruhNzzsTi62SYbUf3se7dZ3y2YvL1+KlgF6iggAq+VHbrmOSkrDnkW5pjvpNbq73GPdjoRD+hO3LF3irGe2cBlM7sfhTS7omgcJLhadLhbOYKz2JI4wEn7TDApDkjOgemxRsKb6vtl6CU1jfEZ0q0o5UtY3DEn9UohwkGx5ZU3H21YjOw1xMDuqiHFU7VsSnlmBQYJKC6LRkfLOOZxRBPyNdC0nu1uh8NsUfFJSxz/BGQDC2+OOCbD0SyUTrqD+dMNuKCS9yso5HMHJM9hT1Fw4bKNJIAAtOW8qaxYwNKIey0jatHToB5YzFArGMZZZsUrXw/LUelKGmcWAJhhl6lmNDD+srMSIoLfQG2DST2Z3nySIYR+j+hPDRC3Z7u2x8EDHuXuPtH5+Q73awG13KZggK0q0NvEmBrcn8sP1nzyiPTxb3daELfCXLt/2BPMzzLS9wvQEYLSCHRwM6wym2UUPZBliHP/WZbmpUqZnFbqFF7SYGaxX1nRGTSYTSjqNH69SeyWPulSJUUTupPEkrjuKCorPC41u0DVerLecW5gGqPxTXKs+jmW/iTZqkXYPJHKrURGc5XmIwqRhtB0/PxPw7XVYE8xmem0xQ1Cn2uviHfTofDwR1Xlhs7OH1pky/fYuLdxX7f1C1x8vpQuz9EkXoiqjGgq9795bwzf0AN1zyVe3JGWo0JrjR5OwrHt0PQ6nwtcaenC2SENduysz7xelywasWNd1pk9zoSGI5LBhfCygiTTjwiO55l6rZ1VYzcKmNfOlZedXPnEV5PmZ/h+G1Gq2TxsLy7X/M5soSOxyuVPuXK2zle+haCzueYLY2Kdt1Zns1oueHlz8XBOhb1ynvfS4AM7dUacOruiZZJiCsq7SiFeWtS85LVzZ1dMrFd7bo+CJ8k7U9ppuGxnN5ZpQv2tb2wSNQGtOoY0GsC/sD1v7cQG9A/s5N+dpnL1bcxJZVuatQ26+8XlWi1ngmIjizwsebKsIeTF9bI2rXBPn89jX8731G48mE5FaHuNKh9v/sYzZ/4AsnvPo+eFVn5uUuwdLPt0oCVj+/+JBejLIWHQsuV6dz/vUlvADLKt+mqfzs7AKzsyWV9PGptMXnn61Ahvr1m5x8Z4O8qdj//z7AapG2LQPwRprUxNzrRUQvfGzwxYA9+BIGXqfBS6XFm5bSap5uSIsWJLDOHV3KUPSJrc/CPq+oyZ+68k5EA7byeM3FUxUHeqYEmBSBLhXRqVSxRV0MF7KWmAx4U+i97jO+afHGCl3I90W9giKW7B7An1i8SY53MsSkTYKBh5mkON+Qt33ii5Ii0lA6orMxzjfYyJP/PxQeqDe11DJH3vCxnoDC4kNDGTusV1nQleIyZDIwiTjZhD23kJgMhg6ojvHcUaRyjUwq7eq84ZF2WiLGn4mql84txhjIcxHYD0PY6FJ0YmYbAd5kjfjBKUVbSOHJa+vEz0eSaYfyZE+3fJQThyhnFN4bOwT1GPvk+csiG85KG/KiL5XMLF26QMGSnrKohApcaPBGOWaSEj+Y0i1Kpl/Z4+hnfNBQfwb+FPKax+xFFx1JZVw/cHTvJ+i05OHfrqMcnGwohreb3PhvxosgNNcOpqoaL8/5VuZ+zknbeTSuqDsz1IOE2kGE+fpt/FFGcbdOcD4l+POnqCAg7rRwgyEuy9BxJPOsatGDqrWW5XhxCGmGmkwZ/JU76NLR/rPnlMen1IqSWycxfPiAMsuWC/pVLWZ7OZhgLbrTZnKtSX2USKCdi1Boea2U79P44IjwrIs+7YtjUVHA7eso5+DzJxRrdbxzt2wHz4PgtV0mb21JotpS1E4tWVMWyaCimsniplHNprSezcqM90rQ+SI/28W1KnLIC5qfXIhj0tWq+eqmNKt6w1/0uUXitbuJVluc/vQa022h9Hjf+QrmD38k914byp97h8laQP3hU0E9r69J8lSLYXuDoh1hfnxf2qDzzsmrWsvzIDz/Oyw+Z9OUzX/8GapWw8Uho2tbOAXBMMfe3MGcDRfiFYBIKmq1SCZVlSz4730uRhmr2+oMtOo8LYLvVSR2WVI/yjj+BZ/OzT7pn66DAucpzr7ewKSw/sMLSSg/uE9889qiUyEt3le057k87lgoo81lRauOzKVjXbl3l56Z1dnypVHI/GeXN6VVNfrQS1nVwGfwa+8w6yr8iSO62CH63fdkf3FM+bXXUHnJwS83mdwswHPsXhdJyGBkaT2FodZ4Ew+dVcnlv24VLwqcUiTrCusrZuvSbtY56Ezml9aH6bbQcmRgIX86D5xxi5MOhvKzvCmVdNaVChir8EeCJs3WLFhFsq3IJwpv5sia4hjkDEz3SpFtBLKNEn9gcCNVIZpLipqB2BAMc5LtiEgrzDjF708o1xtk7YC8ponPcoIB0n5LM1SucfUAM5mg8gLl6ujco6j7NF6UZHVN7Ui4ycFAEQ4tWUMRDsTfVxcQX5RMdgSwUjurqFWh0Fp0sbygOndLs/lIVltlwc5XXmSBpF5b+A+r4QQ/SSnqG2Qdj9Ev7xMNLJNtQxiJJjKAmeaUdV9a/chxySzZx5vURPD8ipYvFQVJTRNptyYzWRgrOcLlZyX4ummCOTNo3xPnHEDVYuIfPObWi3UOfmWNzucZ8Q+foGqV243vYzfaqAMBS6jAp2zEdG/0MNrR+2gDtMZsyYzZhR48Olh+72rFuLiUK+CYeYWTZdi8gFlK8L17YC3rz5s4a0XwIk2lndtswsYaqiiFl1vJ/DkQUJMxuGcvZO7UbNL+pI86OJF9lCXu4Ah9ES2qh8Vsd4Xwr74g+Lp2E2cUrhbJd87pINXvi13gANNpCJAEZPFvhnjnY9Ca/ps12o805tHKfsuS5DWRYM1awiBI1hTByNF4ngnd7toO3HuIuiOtSQkwlxfELzSPn28rFBzT6ZDe3SF8fE5xcragFF0S9ZhLay5cfVYfqVcIclSoe4qCyRsdem94JN9IWOuMufh0naIWsfNdQTybVgNXOJI1Tf0rb0jicnSO2tnCHp1QdGN5Nu7cQM9Sys8fV8pP7jIFqfrelw5wJfDZ8QT71g0Auh8PwYIeJzAcL7Wer2zLBGUl2F5R2Jo/O7YsFsd0KQjOfwcJIv737xP/3FcZlF3cWzNUL0CnHv2vFHQ+9FBToSZpzyO91sF/8nz53T9Jx3ou9jIPgq+o/i8B6+YUtOocF/d7Fb9wJblZdbzytjelezOZXgrsqlYjbSq8BJJ1jUkdtdvXsQ+f4O7eYPBaTNZUTN+dEYQFnlfy6G+1aD6FjR+NSHZrNJ9IvCh9KXqK2r9ugdcJ/9F5Us0BBCMWYhBOS1tZRCGgjJcOMaqqbK0vwgXRhWO6K61WVUrw9iYa0PhjkSJUucKkYjpvUhGgsAHkLSuoaKfINgswDkpF3ilRueH8bZ9rv3NBcq2JLh06KwmGBV4/QV0McN0WWTtgtu4Rn+ToTOD7+mKEa8SoWYZ3PKBca8is8GyEMjX8fknaaRBMLLrvmCgBehWheNh272VMt0U8X2eW9fcSzDjFxr4gUEONKh1lrClCjckcZV2h8ioYK7Hd80eFODZZ8KaFcD7rMRyeSNZcIRcj3yMMPZKf7zK8IUHenzh0v9J6bdVQDurHHpNtETCILyyTLY0qY+rJNmaSUL44WgatslyIKgBLvd95wLui6euKAnfRvxRQ3HAkL3u3xf6/6KGeH2OHY9RU5tTOTmAwZG6VR2rwBprAKzk66kC74Mm/u82N3+6jkgw9SrBXq8XFl61U3/Nj01ra8ZV3rLNuIUZQXhQLwJbZ2YbxFLvewdZ8zDgVNHG7CVm+QG3OuaHzFrc+7VP0BstDyAtcLqb0Ko6lOzFfXKuFx1XiEi8ZJ/SH4Nbg5EIANBWVZLEA9wey0H704FI7Tn/vI1w1E974J59RvHXjJW/W6PEF+X6H+MyQbGq8GXTuJ5jRjKDvYUMf3ajjDk8WaFKuVKmvCobzeTVw6Tuzn7rN4FZIN+uiHj9dCmtU2IHVhVs3m/KzRp3sxgb6j38s52nUMtjNZ4B5gQ58sqZm/G7K33zzQwD++7Mm+n4IX3kD/cnnYB3jaxFxz1I2AsbXQsydBo3HY3QvxHvvcyZ/7W2mu6G49ixuYCV8UomSvHK7ojusjOH42zWcB53PC2oH1fN1cxs9y1H9QTX6mPNnzTJQzWlcrxAsWaVrLefNejmrXg1uWrjaN/+zBxz+u68zvhXyxk8/4ZPoGkF3Rv9rEe3HW9R6fWwyI/jePQndVyrVVwbUq5S4V2wvjSHKZXUrQjJLswt5rlazrCX1CK1w9ZjZu/vED05xF3157moxo+/c5uIvpTDwad031E4ybD2q3rMSZR2zDYXxLEVuyHoRas1yvl+y9SeiEhb2C4Ke4C7yhs90+xXKZSvbly7wOgN5i0UlG5+IeUDWEjCUScWTVhcisQcskMo6k5voTyRTG1+veLyWhRauC+WzRSz715l8XhXinxqyDNBl5Gg8FWUhM5XWdBmL6Doa9Cih/sMe2Rt7qLwkfNCDeUWRF4QXKd6sxD+bogZjXBziRqOlIlBp8Y77lJttbLuG6U1wcUjYLxjeDAT8lcu5e1NBYY/3A0zuqB/nUnWfjXCewZwlmIsxyWsb0uodlxShFnERJYIinnMEI4s/zFGlo6gLT1oVjux2B3+YEyQp9qK3oBzMHUe2n8bgeaRfv4U/rPSKN9sUzaCac88o4hrJmiiM5S3FSHuEFzH+VTSoEq6nmweeeZZeASYULOa+lxGwevHCurwg+bWf4uQbHsEA9v/pTOgrFWdVHoxly1gWFTj/0RbxVIRIGgcONZlhWzHYEHV8WgEuqvnOVVH/1QA8D9JzcM6KtCK2WLYYlcLlOfqsJ23bisLk0gwVBqgiEFW0Wk0oK8kM1ahTnpxWtJ3LakC6Uae8ewNz//mS31i12hTl5UpoHogGQ+p//NmipbjQWHZL4/b5v63eI/FilWO2g6FIB64scsr3YDQheJDSe/0mkz3H2seOtBvQeH6OG47J372J3ttGJ/IM2Ml0RcFKiwrVamtxhXZzqW3oxEg+vHdEuHYd/+ERRXXcSnsvL+xVu9y9eZP+mw2KSLHxZ8vq+NK2gvYevKbpro/5qL9L009xmSE+t0xv1qnfk+NpPJ9hRjPULCd7e4vOgxxzMcYmCTbLafyrB+B5lOcXL80WXwkimv/7KujKOpwt2PvDPqPXm/Re92i+P8LFIUffaRJeONY+e3TpXinKhYnE6n4u/f/qptXSGOKqjOWKwbyjxPUH7Py/30M16tz/374G6znZIATlePLvOPbqb9H+/QfYSs/+f3AEMP+aVcGR/6Ftfi4r79zi2r2CorR6Lkp5DL65TR4rnLeNsltEjy5QSUrz/RP49TU2XrugN91g/SONAdKff5NkXbBFOCh7ocjzZrJ+qInB+Yb4MCHdjMg7IX4/xQYa/Qr58tXtyxd4lcgfeolUn7UTS15XRBdSsVkDyYamjAXo5EwFxqqCaxnJfDdvSNUaDDSqqFrKgLPSUrAV79UfQfdBQdoyzLqK0U1F45moNo1uwfimE4WjoAJqDRXNJxZvZjn/hV0aBxnBjz+XuZ/nwWiE6nZgPEUrhb5/DpvrEPiopBI/MAZ7dCIybYA5vMC1G5TtulQsCG1qsmuwuEoe0uFPHfF5Qd4w6MzilCa5s47JLWZSAaZCTXie4owmPhWT9yISHqz1Fcm6x+iaJ1QqJ3Ny6/n4k5K86ePXIrS/SXlwiG61sL0eIG0v5XmEhyPKVoRr1CjrPrM1H6d94tOc+vMEnUdkTY2dyjGrUiows7GO7fWrgKRRcSxWZXM6gDELtRhXFOBX1fCKAATzRax6qZ/+DVBxSmYsxffbmOOzpR/watCsqqfX/usB+ugc12qQ3FmjDBXFZhMbGMJPD7CXxB30MtDOW+Dzn1f/tmiBvWJ2pzwfXY/lnOYzvtlMqCnGigZwmi0CtG42SN/exySF4AQ21rHDkcwxy1JAIsag6nVGt+t0xpuo0ejSd88DpVppiS8Ca0WPwq3Maf/HbKvCG0aAfXPBfJskCyP6YHyD7qeqsuV0FBVC1P/kqSzenicdjvHL372qyXwJfGXtMonShsnf/BYms0TnOfmtbXznRIB/XiGuVNAuL1Cv3+DZr7ZEYvbAwtfvoj57suSGzr8/CDDdDuV5j5v/eMBTu86zusi1rn8K/rhAl9W1DUPyps/4ekTYL9n+7gVqLEIwC7WuwZC5gbyz+jIISHvL5OJqYIRLwcVZh3v/M9rHm6St26Q31hhfCzCJE1u7leftCwP6yuz40rt0JchK9Ti/ILrq5Mw7Awaz1pVnuCh44++d8exvbpKuOZqPwJtCsg7mF1+j/jsfLpD1lxKqK/f66gz3VVXxTzwfWKi4SdK7pIEBi4RHV9ayrrQ0748Yvd4gPJ1izkfY896CIhY83WEQxzSfgD9MUQ+eMrv7LqOb4ha2+2c5adtw8m1F0a7erUxx/PNtdv7FCVFpyduR0Oki/TIQ7Mr25Qu8Wt5tk0J05oTCU1OYxOHhKhnICsVctaLn6lTz/0/XxeNUWsgWnSvKukUV4gCUGwh7MuNtPrOkTWmh6rICbUWVMUEOZc2Rtxw6U9ReCFVn1lUEI+HPDm+FNPXrRJ8cLGyrsmtrWF8THgykMnt9HZNaJrs+jRcZwfEYvbUBaSbiDDMRHNBAvl4na3uY1BEM3KI13HyeilGEr5huaJwWJRqTzgUmIsKRQ5UO3QowqbRI4uMZRc1juuMzW9NkLUk6gqGAr0yKcKJTi8mtUF5qEbrVgnZDFveqEi1+9m1m6wF5TVE/9IU+FSryWOHNPOqfDWiMU5L9Jl6icVqRroey/8BHjcZi/VYUpK9vE3ySo+s1yvOeVL9zOURVtXGNuWwhttIKVkZz459C1vTpva0ow0yE61Zns9U+Ftv9J9KI6g+IByOO/vZrTHZq7PzuIXY0Xn7HatBeqZhXkc7za3I16M4XAX3nBvlOk7wu96z2fIJ+fipa3p4R0YrZDGcduh5S7m+QbPiMrkfUjmus/+mRqEftbFEenaCMFiWpRo3hLU39oCaAOFssvnf5El1ZwKrWs7lxjWyvg38xXXCBv3CxWxGImO9fBT5kLCUMK/CQd/M6nX/5OfbWDiorhCNb0XLK3qAKOpLE6EZDqllrF3aAi6TqFS3nebWoazV6bxpMYug8VNQuptiNLpycLSvEedC2DlfkJDdbzN5JiD6OSTY1s24L842vsPFf/BCUxrt5DZwjvbXBYDeg849G6NM++38QYMYZs90aZmaJPjvEtRu4OzdQ0xlBP+Xsqw2GNzXbWYPw6HTpd4sEBB1H8Np11LNjsSJc4Y7OK0k5sRXKzGpFN3fUcZbyosfGP5igdjbJ724L1ezHp8um6lVxiVWAVFVJLwLblcC+cB1S6jJ95sq+XZahmo3qvX2OP9ygiIRm1P14KDaFo1Roa6/iO1fHNQ9IVwPtT5rxX+rKXHo47OL5BMGpqDiWy7qxJuptrQbu0VPpFn3+jE6/i+v1KYbj5bkaw86fFYS/BfqD9yU5vr3PZEeTdh3+SLP+J2eU726x98clh98x5N0CWiX9t3x2/shDj1OCvBQd8G5EdPqTk9svXeBVSCXqjaU9Wkby795U5pxOCzWoqDl0KpQgVSLAKi1VaRlbdKYoYocLLaVxqJkmuDA4z1XDb6GhTLc0eUOCbvezgvGeYXIN8mZJfGioH0i7OrwQ8Y3Nv+gx220wuOOz9f0x9/5ujfOv+7z5vC5ztyzDPxsz22/hIl9UXypq0mwDZusRzY5PfJLiH/axzRid5UKLGI5QnbiaYytqJ7lUpYEma/mUgaKIBNFsjaJ2UjC6LmjSsCcPdV4T/rM/0YT9HJ1XXOO60KHmal5OQV6X+XcRi2Z01CsJPCMSifVYXFM6bXkJspw09kibks3ptMSkJdZEmEo729VC9PmQWGvKO00KT+byRc0nmBVwbYfhm12aHwuAx17bxPkGPZlKkJwT5OFlkNX8z5WFOf7d92jsblM/3KCoG7i9L4CkWXo5gL4kTq+h3cSfwNp7PcqDw2VQrarbRQuumrUxF1uYz8KutLZ04GPTVIJuFKKmMygbJOse/tRy8ZUWa0pRxj44h99LoLSYRh221snaEcmGXNvZmuboV3ZZ/6CNmaSo/gAVRaS3N8kbHmufFfj3X0CrteSqrgi8X7p+K+YJR7+ySzh0pO/GbHz6OUqt2AjCy23R+Ts5R4LubsGLY/j6XcxRb6Gy5SaJtFV7PWl1ru5jJeiaZrMCGq1cuxVx+uXtdkt6TlV55T/9Jq1HlrBfMFvz8NdrhJ8cYJ1d0nLyAuboXKVpfHCE/Y0tdAFb35tw/DN1STSDAL7yOkffamEDMbZoPbEy/kgzvB8/wCUJteddSFPKZEbxxg69uyHWU3iJo3u/wB+WDO4ErKU30N//ZGXWaHF3bzHbrcH1JvEffSrzbVt1d/xXVLrzqvUqt1YtOeX5Xpudf/KIcn8DF/joTht70b8091zoJq8E9mUHwS2/51WtWWfRtSaqFlOenaPCUBIK60TUptUk7fr4ozHJlmK2V+BPPJ79aptr/2IkdLMVpPmlZ+gVdKBLnY4rFLI58n5VIEaeT5bHvmIp6L71FmknJGsZWr/9EZO3thhf82i8KIgePcVVSHFeHK2cbvWdlES/+57QswC++hovfrFR6UCIENPs1jqD2x77//g5G7U90rbHxU+VmM2ZdEKyHFUlHFGSiwztT9i+fIG3XOoZZ23h4gqFRy2sREVwXlDNLkLawFWlbH2H8x1l4JZzdiczXBs6zFT4r8FARCaCiWNqBd3rjHxH0FNEZ4at700p6h5p12N4U+zh1LNj4mfH1D6MSd7eJX5uCAYs5oliKu4IzmdMbzSp35OFcborAT86E4UqpxCj9bGI+yvPq3RvRaPY+hobiF+tZJaK+LQQgf1IM+sYZl1PUN8WpruKYiCJSnQG4cAx3QqwfigI5ur6uWquXdSlsjeZ8FpBZuEoASGoCjnp2hVAJc3xBxk1DVnLMN0NMbkjHJYUsUZnFpWKBqzzdOWHLIkCHY/gAtRwQv2xj21G5E2PvCn0o0bVcnezmRisl1bWjyuBFngJtevCAL+XUNQazHYb1AaTysLxCyo5pZj+8rs0Pj5h/bc+W7TQl5VtFSgWC9PlYDRHqMKyslHGoNa7cHYh89pWk6O/cZ3prkKnsPGhfP78a01qJ9KJUA78sfBQbbOGP8rwpgHWlzFJsgW6qBEOIrz9JvXPTrGeYrJr8CcOFQSUh7KIzJG9emNd5vPzbT7jrZIGpyGrixWhXlFkgmVwvcqDnC/mrixxUSiUmVzoOeXPvCNX6OkZeuTjSsv43/4p8rpm/U+PsU8PlgIbb92hDD2cp/EPLpbJThWoX1XhzE3M9Z2bZG1JYHTuGO9rsmYId++w+ff6VaCvAs48kBeW4ukB+7+1S+3FBPPeffY/8mBnE5RCjVNm6wLEXPukpPlgLMYB84RLaQGdfeUNTG/Exa2Qi58uUL5F9Xx2/kQxfDfESxxnX43ZPdimfP5iWaF//gx23mR402P26++y9nsPZX/z52dVhelqEFxtQc87D2WJyiyu1QDnmF1rEj99Ie/m3Jrv6j7mt3C1k7BSHSsDzpZ4O9sUFefeTqeoqhOhW01pm89dhfpDmvcinLWsf1xyUXqEF47JvuLhv9Og/aDB5n95+IUV61Wbx6tBV45bL8Zti6Rwrg1u9CLBMpvrMsaprvfZm3VqpwWtzwboTpuirkk7itqpkgRlbkn5im2V/6u0YnQ9ZrY5v/6QbDmOfjbEZLLedP/oMa7TZOefTjj/5RvM9gwmreO/9zmqXpNEwPvXTLkKpCqzujKL9x2u8j/0JmoBlPIn1Uw3rhDPNbtAHi/+VGDGGn+k8UfC8c0bYp+X1wX1nLbn1CNHHivic8vapxneeYKLPEY3I5JNTeuJJbooUHXh1bnjM5ynufFbPYpmSL7TJkhSCHx6P7WBLp1oM180qB/njK8FpOuWrKMYKo+ga9j440NBtrbqC0Sq8xQqsxQ1Q7LuUQZUBuslNlTUnieMb9YpauJ24yWSoFjfkdfl+ulc4bS3mH9bX/jKWVuCfzhThGcyR24+SxldD2k+S4UM366jDs+w00RaN4GPi0OyvQ42NBQ1jTWgUbgCvJnFpCXepJAZ9my2uI/KIrNl49CDCS4KKNoho+shWVvAbP7IoeweQS/Df3YmmTXI4uh7MqvzvOVs19oFDYeiwL04Rrea+J0I/6CPa9TQaSbz0VdRgpBuwuStTeI/OEG9cRvdH0nAmr/wSi0rt5V5mHPlpWpBzSvq/W2S623ioqTc7tB7vUHarRYXA+FFRhFHTLckIckbpno2G5R7a+Qtn9E1f+G+la5LhpR2FGnHgDLEhzXMrBRwYeZ48h/e4Pr/fYDe2eT857eJLkrq9y9gTgeCRdCdZ/ZbPxhTNGRE4Ep7ua04DwKLeWS18Ky2ID3N9GfukHYMwbBJ1tL4U8v4+j7R+Tbh+Yyzr2t0qlDlFt1nL3BKc/EffJP+XRkjdT+BjfMlvcxVRg5yY15uRSrPwwU+eV1z/LOgShmv6FKx9nGG2dqkODgEWywrc6VEfAVo/OMfgbPkv/Q1gg+eUN6XFruJI6y/Rfuh6JmrskTV67hqgVZGo7sdpts1+r/QJj63UCpUZPGHmtF1WTP8qaN2lIu+eRXMdKOOTWbUvv+YonaH0TXD8W+8Rnxuaf7WB5cBTZcWPsslpSYAqxezV++jRwurxTgMKUcjwQd0u7jJpNItvtxuvjRTvaJhjFboZpPD37jDxvs7qD99X56VokB32pz9ym02fu+RYDOKQpLUR88AaH/3CVn9Nv23wV5PsBcBUZ8lRegVCmWLd+ZV7IF5wrRKj1ulElUIfuV5qHfe4OzbXcoAtv/R57hpQufeFFVaMX3pbuFNLPt/MJWxULJcky4lNK+aiyuN9RTFeg6FJjiTi28rkPLFtzdY+70hth5ipjNOfs7haopr/yQgaLckMYgC6Xj9hO1LGXhVuaQSOSUVrZnNMzYJoEXNgYayAj2pUuGUA+0gV6iiCqg9TbZmydryGRtZdKGJThXD2wK8is4dRQTJpsZkoAuf2VqAl4gYgD+R2ak1Ug2O3l2n+Oktxvua4EaH5rMCZR1mp8tsq4YzMNozFBGMr0XUjjO8GdihJugLHScYWcpuHZWXUvV6lny3hXeeUHRkQO+lIvHYfDAGT5O1K7kyLUlD1CtktnoEOEjbwnnO2rLgByNH88mMi3diqXBjhz/U6Y2tHQABAABJREFU2BBqJyW1owyT5KSdmKjnVW20AC/L0WsdKEpsM8Z5mrzl408Kwl6BannkdVHLckoMLbzzsSgeAXqa4XRdvFUzaePne13OvhqTt0S/eG76nrcU4z2PVmYxnSZqPMYWBWre7i3Lip5Qtdyql1F3O7g0RTUbuKriK7Za6LRAl/bVLzeAc8SHM/Ss0pmNfYrGOmpuTqCXLS47b0XpJUdQGRbBSRmN3lzHBh5FTZPd2uTk27HwzHfFOSu80Jx9LabxoqR+6DAzizctUaVYRupZweTNGumaYnKrhFKcpeZJZrLtsB4M32jS+f4RtbrH2dcC8oYj++m7nHwrxBm4eNfQuLHF3j8cS5UyR4qvtBfdDz7GOIuu1SDwhT8Nl1qQgga+RHwFBfruHcY3GyRrhtmmQpUapyDrqApv4fHa3xed6umu5bytWPv+NdTnj7Ee5OsFKteka0akSY2RRXq12r1Spbm8kOBwcEyzFXL8szHRzRHTQcytf5zj3X9OORovF9GqVeuqzpPZ2sR2G6i04OAvR7T336D7Dz/ATqe4zTW2f5BT//EBriiY/MwtuNGi/r3H2P4AvbHO7O4OZlbSOBSK3q3fdLz4TsS1P5gRHI2Eelc9o+UcsGYM9o0b6KfH0KzTeu+E9p9nnPz1G4z2DU1jYBXcdZXLuxoQ5kGimgnbZCZz9urvgjUosTe20LMC+/E9kb6cV8wricxiuyTj6kh+6S3671jWPjV4c/lLgO0NaqfFZc6rswsKkO312fjHnxL13+AgCLn93+eEHz0T/voVRLNSK1KNV1TLFtuKycdVZTOMwmZyXGZ3m7Nvdhnege3vlSJM4xz+szPO/uqNSlxJEiL94Dmq2xZNblgm0c5i1tco53KmK5sKfKbbeiH5mG0XqKBEaYcrNdM3FMnm63Tv5Rz/jRYuyog/D2i994Jyo03/nSZloNj8i4uX9r26fSkD71wuUtq/EjCVFfBUGTpRcmoWcnE0EmidqqI0KKcI+nqh5mQDmQd7CeihWbRa87oEhsGbjvhI4yVSpQ1vePgjR61w1E4lI07bIv+HczS/+4iTv/kaZQgX3yyxvs/mjyYM7jYFyWsFGDZvf2cdT7x/K2rPZF9Rhpr+6238kcOfyow06pU4VcNMc8zMQqRJmxpVtQmDngSMYBguKmLrKZEptA5/qih9iI8d0aBE544yNPhj8dNtPFOVjKb8Ds6RdUKic0vtYZ+iW+m9bq3jnKPYb4CDsuaJQpcFnFQuwdiiSkd8OEEdnOJmMgNSQUAZ+/J5o/BmlummYboRM91V+BWGad6B0DlMdxROB9QbBvdGm+ZnPTg+W2aqc34vVdsJwDNQaXZP73TxZiUmt+iHlZ/rvCW90pp2pVTL/mGP5PVNojBEPXgOu5tYJJuWzFvJHLCa0yxQ15TotQ72/GIFiS1tV39YMrwdMduQZ00XUHYK1M2ExGp6pzGNh4atfkHwYiBiEmFA+fYNkg0JVt5I478xJPu8hZlVz64vyVL9+Qx7dgF3N2VEMFMkWz47f5Hg9RKmN1s0PjjCdZowGL5SbnEenOx0Whl9uyUNytkFclreQbVo9auvv0W6FlH/fEj/tTUmN0tUqrA1i55p9NYMOwiY7kVc/399ytP/1VuiIIeAorzEYcaG2oFm71/2Fl2RVR7nK9uOgApDev/mm3Tf6xEMaqR5k2vfdXhnF6KQdGUMMOedis5wQnltHR366Az6dxWdu7fQ9x6Dp3HVd5/+jdfovw21Q0Xt9ypJSc+I4cnZDJyPM4roD97n9Q/XKY+OsVcs6uatY92oo56fQhRSdhvwo0/klfo9xdkvX0dvrlM+fX652voiKswKp3eVA7/8uZExR16Sr9UwczWzlfa1y93LkpDzJMv3CM9mXP+dmODFgPxn38F//6FgFT5/QvQ5ogm9OlNdDeZJQuMPP+OtH7ewp+eXgu7l89DLBBCWmu3wUpBe6IhfmfvO+bqu16dzr81kt8F419DY3sSeXdD/+WukHcX4uqPcyKl/FjLefZvm84JGb4CrfKHnm4pjzLq+pOet4wgVR+gMwiOf9EYqrnXGEcUZm80xz07WmG04av/9GdHtXYqGj/Pg4ud2GNzRpBuWxmNFvlbjJ21fzsBbtZN1DjiFLoXGkzdl0XcalCcaKyox+ANNtlaCcaigxGWGdEuq32IN1ExjIwfVfDddE06sNxXXImWl7RmfOuJzaTkHY0vQy8hbPk5Jew8Fthlhspzt335CubfO6FaNYJgxuhUz62haz8RBREWKcFCStg2jfZllgszvirpj2BE+spcohrchGCrSjmb94xKdlejCkVWCIbNdsZ8zQxHK0LlUTv7IMtvwRWmrrqX9nEo1PNky+FNH4Mt8vPG8JG3J3MOkYhs4uF2jez+n/ekIlEInBbPdGt7ZGJWkpGvrRGcz8qaROXnpyJtiIh2dZpjBDHV6IfOTudrOVpd0I8bMLGaGLNwFzLYV6X5G8HFA60lGERuGtzzMzBH2xK847XqkXcd0c52df55I4J23iRd/Vi/oYAj7Ozgg6Gdk3QD/+/exC2Unc6nFvHBSqaryvOmR/dW71A5nmPceVNlwNQ+aTFGtJmZ/G/vwKcrz0K0m5enZ5VmRcwuKTnCRMP1miJmCySEYakYblmkvluRQy0zdH2YU6w3YbOJ9/ASvl9A4CJltKYqGxftRmziB9sOS0XVxYmo/tHhnI2yWcfgLAWXosNdmHL6u8Y8ibv4zCM9S7Om5oDm/4LVaLMBlKfqzlbzg6qbjCLXWle5CFOGKgrzuc/aVkL3jiSy6JbjQYVoZrq4oTyNMpsjqQjvb++Mpk/1IMA+1mMaLjKhvsJ5FnwiFYw6ewagFTWV1vgfIAh0EDG9qppvr3PkvDlHjqQCV5uCrVTBXBbRSnoeq15j+9B3iF2OmN5rEp46LX0p58Hea3P3P9knXYk6+7WH963QezOi/FaFKec6U51EeHhNvtDDnI1rPziRJKi3l8emC3nVpNlglLPlXbuINUpwnFpdl9e/jn9qj9TAh325jTs9FbEVpGeVUNKSfuC3GHcu7a95+HfvgMePX2iLe8+7r2Pc+eTVIbrXSXRENQSvC85SDf3ObYOTYvB9Jop+mrwZhrQK4QMBUs9OfiEqem6IAl3npK5+9CqS69JVuLiWpUGtdBq/XyJsO9zNDjtQ1tv9VTPvjPt6szWTPcH3vgnxHM00Dnh01uTO+gyod4acHlOeCgXBJwuTnXqN+v015/xEAutmAOKL9OCft+ui+j1vLCEJJwA97LcqxR+cxlQ6DQ6dSRIyvaWa7JX5fs//bJwKs/Qnbly7wuqqVDBIY/bEE4bBvmWiNPxLXHt0LUSVCIwrBHxpBMc+Ts7gAp1A9X2aeSirm6Z5o1GIc3lDT/MiSzDQ6k+o0Ps2opyXOSHspOknAOYavNxnvB7hrAe3Pfbz+jKLh0/6RVC5FvUPjqCQ8T9G5JdmOSdtifB4OpGUdncu5eFNR5pqtOcY3xGcX5+FPoIgMxX4df1igW4ao7/BmJTq3soA7h/UVZaSxgSI+zVHWx2kBSomZg6CVnZb95U1F/YUi6ltq547eXY+sIyCbItZVG7uBN8kJ+hkMRrhmnTJSlLFH1hCFK6crYFh1HFBloxVQZ44o1bnDpCVlJHNrcXwKSIYeO38us5hkU/Sod77XJ92sMdkPxUHKQOtJjhsMpWop5kpLK4AqJ9Xm5E6b4XWPtU9Tag8uxOHnCkdzUfWuaOW6OKT1o0P6P7OHzu2CyoRzYgaQZuAZxne7NM76Mj9LEsz1fcpnB9Vin10ylC8aAf5YKsQyhGTb4h2ElJHDdgp0Iyfrah79eoPakSBjN4876P6IrNUl6CvqH2ls4Aj7lvrzKa0f9nn2710n7ShsI0aHIcXrCWGU8ebmCYUzPFvr8ER1ee0//hF6cwM3vTzPmqOt54hivbFGvrdGUfcITya4D+/LPYtj1M19hu+uCY7COga3PDoPChrvvSD/KzdIbjQFwW5FUCaPPZSxeBNF2FOAQzcblJ4iOs/lejZq6MwSpCVZJ8Cud3A765jT/hIVneWvXnS1WL9d/2cDTH+MPTmTe7+/Q7neYHw9Jj7LRT7y8dPq4RBOqq7VGNzxQTeoPR1hvRbR/YjozEEuAjXRKWRNjc5F/B9A1evY4VCelQ/uYz1PQGjzymie+F0JbK4EHUQ8/+WYMohoPobW05j4T0a4LCN+McFGPv5RX2Q/q4pT+VKhL9r7q5XwVd3kq9vxGWaty3jPUDdgEh9/b5fy+ORy8L2KoF49bqVwRtF6VjLaN5z92mtsfP8C9+Dxq2fQX8AXvlqxvvyBZRCfo88vtZpX+bxVQnYJjGUMSmvOfnGX869CcHvE9KxGfhs2fhSiP3pI/eiU8N23ePH+DhvvnhJ4JW+/+ZzP/+pNolPFzmwbVQVe1rsCAPUMptum7A2wwxHF67vUHvVpbG2QXLOokU+SeBCW6IFPMJLua7bbIu0qal+7IPQLxn+4RXRk2PvjGWo8RWX/mgVekEDqTaVlajJHGShm65q84fCmivpzaXWmbU1Rr57PDKKJcH4lyBpsZMF3FKFFZxqVKpRR2FYBVqrJyY7YuQVji3Kgcov/Qqy4bCNEDxNUXpB+q4WXQLquOFmr4Y9idAGdWQv/6SmtHyYCugo88rWYrKXJmuJ5az0JiP4INj5LGF0PRQKyJnKUXt9gMgFrDG96bP9xD4yiMc1QhVQJaA1hgAt9UDXCXk5RNxSxwR+XAjrJHJMdgyplhtt/3SOvqFCTXY0/cqx9MqVe1wxva3QulW/thRYz7aLEDMcQhTglxgp5Q6hQ8ZkgSr2kQuUWFucbqMXCWZyl2JZkTCaRTNrMJPgGg4z1TyybPy4xnz4BYwjWXsOkDvXkBfGgTe3WPsHI0XowEgH4ZLaszK4gmZUx2Nt75HWNLh2TXZ/gIoSnK04184A7tzmsZkXOOdzzI1CK1m/3JGNf1X69GKDqNex5j+aPHc6WYhafZWT7XYJkJlQLY3BZjq7XSXbqBINMeN8BzDYtLirRuYfzHF5U4JyC3Rn2aUzehPqRJd9po0rH5g/HqCTHxT7WE4S9eXaC7Q+4/l9l9H/pFnqayvzwLCTfsmTW42xap3/a4PXfnsnPzi/Q7dai5afbTeEyUoGYbl3j+a9uMFt3NJ7BZj9dnLde6/L4NzZJN6zgItoOG5XEp5paf0D9QGRGw76He6QJB44LXzo5/khR1EUwpferb4CD+Lxg+sY6acdQP8w4+WbE2sc5ylrS9Tq6vU0wmYrJ/BXdaVi2nm2Woz5+gJ0vwsaQ3FlDF47hbcP5VzXb39umdniMiuOlR+tgiMkcRaSZ3mgy3dSkXUsZKB79nR3u/L3nDL61S7KuGd7wiE+ElijHsQwcriiq5K9KNINA9v8qTmmWs/WDgrOveFhPuhuuElBR955iypJyhaa28H1+1Uhg/pn5dlVsw1lx9opjNt5P/n/U/Vesb1l+34l91lo7/vPJ4aa6oXJ1Vwd2N9lMokQFSiNKGmlmNGNjLPhhPIAB2zDgh4EBvxiGoQfHFwtjw7A1oywNJUoU2RQzm+xms7u6q6sr33zvyemf//+d1vLDb+9/OPdWkfJTaQPdde45/7Dj+qVvwD/skW23JUmswHDlqOC5Lknl5j88Inl5l8KXgqb1uMAGkmzY0XiWGCztx8I1qrZn5rKXtwVaGc7KZy544z7D661m5lo6G6pWgzxn/d89YO17bR79tTVqDuJTh7m/D0FA9up1rv5Gn/PXmxxHa/zi17/H7z69w5XfTon2B6jecIbZV6MJw50N6u9Pceur6GmCCgKCuwegFFF3Bb9rZloQDDXxsWCCrO/o3wgFyzENaEYJ137tApVbMXQprUM/bfvsBV4lB+YNFcHIkodiYJBfapkLxQbSpiAcKxtAbyIUjiIGNzEiE+k7zERJReU5vK5H0FMiIxmA6Tn80rIveHKGG41RzqEiH7oD7HjM2o9W6N+MSUsU9PCao/OhYrIdkdd3iN5+LHJ/6ysUgSarKfJY9rEIS7WsUNyBgoHFKUPQh/zCYCayL7WTQpR/khQ1GMkFNEbcXTwP15eWS9gQcnPW8CQIWmjcH6KKgt7NVRr7BeF5QuuxYrhtRMmrLgjo7ks1aic544lGJ7DyUYLXmwp3t7Aym1ptUNQCoXTVhUYVXuRYX4uy0sUYWw9RzuGMlgeq08RGPs5odFagR4nwVCMffXyBTmQRcgCFpfZH92B7QwAj04TNP4zg+Azb7VFUKjsLlAaMke8rFwHz9IR65NF8aMlrPvronOKyAMOCbvGSeECWYRcQvzoKy7amLy2t6RQ3TUivr3PxylU6dxPCj4/wz4TqVM139cYaWOlITLYj8pqaia0UEeQ7Etj892vgYHIlR9Us4xpYY1glxBtb4icD1MExrj/Ev7oze3hVEODynPZvfYy9dQX1NOX6NwoGV2vc276JDRwv/uoE84OPUXFFePfmVUKaCfWi08EOBpx8fY3xrsPvKc6/mJPHLa48aGP7Q+xFl6B/A6c16WsTisSw+m2fsF9gX32B1uMU/6BL06zgj3z8YUHWCEjaAp7zz8F6IkATn2acvhEyXXfkTcfu7/lEp47wbIqapkTvPBFhg8oi8dI2A1ZVc700xZUVItYSf/c+F3/hJfIapB3L+cseje+vkV9dY3Q1pvmN93DOkawoitCw82sHJK0tnIGdrx0wSAJOHl4hqymSVZGl3fz2BfqkS9Hvf3JlV0lZVij7S8AoVxTU/t0PufGtOiqOGX1+h+jlm5iLAa7bw2XZErJYPGnLqnbRN3aRibIg3GKLHFW1ecsK0o7GmG+9Q1EUBNk1iuGonDcHz/KpF7Wgy+OxF138Px5Q++rLoAJqT0eoDx/IqOETxDSWtudU5c9tGysNLARflgP3Ms1oMakpK/fRCPvGbZHVffiU+v6qmBkcZeIZ/JOvEh6PxQ2uqWhf7/Htoxdo/T9bRN/5AMJQkqCKJ12CBrtf2aHwIXxplfhgLJ2r8zFBNyc+9Jj8xBB7VKP+RLp+OhMcUB5DdAa9xGP/h9tc2xbNheg7H89R65+yfSYDb3SqaD/KGK97eImT+WKOVCxKbO4mJYUmrzvMlJk3b9qS1ld0rkrLP4TD65fIZ+3wR4raQelURCn6XzicVzq4FBY3HKHzAmeFUuLfP2RluELtpMFoy6f3oqJzNyVte8QfH8/s7NQkQWcNoq7FepqsIYCq3JdWdv+aR+duSve2Rx5D/alivOvIlQTJ2okl220TPMphPJFZ0Ey0weGyDHPSI726KoCqUU4eGYq6jxlB/aDAGsVkKypn1Q5/ZKkdaoKRY3BVPCRrB474PCc8GTO90iQ499GTjHSjTrLiS9U1tdCQ/Z5s+IQ9mT/nKzV0ZlFpTr7exIxTJlcaqMIR9FIoHKo7wFkLeyMJctVWoRenCdx7JAjNIkc/OZBFpNUQd6EoxA1Hcz3ixQe2KLDdHv7H8rCaLJMAXs39YEk4otJ4xhe6wvNUp9yd6/DhA/m+coHK6x6TdUX9wCP0PWwtQJezYrO9iV1popKMs1cjsoZifMUSdDXT7RzT9ygCC4khPnaMroBuZhhj8YOcCQ3GZ5rVDzLylRi/tHzNdldEjGFRSlMrzEmPIs2IfvOH1OIIO5mK92ph4c51Dn+iw8439rFHJ/NFPRef4eRLt4g+OGD4F4b8Fy+/xd//ztfZvnrOxckm7uoW6uMpLs1Y+TAhbXscroZQs4y3FUXkYf0azQ+7cHpOOBwTZBm9P/cS9YOCrT8a44wIwwsPXPTEbQlsbLzQ4+Jwhev//AB3dCrU+qIQA4sFEE117VxF4XJ2GV0N8+Majem838fpFuMtgzdxYDTj3Rin1cyc/fo/eEixuyYJnb+NSeDRow3wLGs+bP/BhdDcJlNYX6GoONCXUcXVViLsdRzhra8JenyazPfTWUkuuz302gonb/qE11r44xbrv1VIS33Bm3j2+VWALMVCXFGgMJIEwowWVkk4LipMVa8HyB/vLSUNFYBu9h7DUtCtzqdu1Dn+kiRuOm/QehSjrmyj0oz88VOpli8H4Uvn5jIa+ZlKdjYDlEpcgHV6ztVdXCMWdasXaEa9l+o09nz8vUM2vvGA0Reukax4hMaQNg3xO+fY/oCd0RVOh2uEpwW1335Xvmtnk3y9Ic+WFpT1ZEPW5v5tqD/2sH4db1SgmxHOKFbuZnjTOvGpJas78d2duJkOc+0owSSik/D4FzzMWHHn2xUC/JPb+/BZDLwWaofS1nRGoOFeSfurOLx5DM4IzaIKyjZk9uAXsWO6CvGJBGoAVcrMhueK2pGl+XCC8zVpU1Bp0xWP6CJnfKuDmbQIjkcSPEpkrctzdH9MtHdMtL5K+34D7+4+URzhLnolGCXEHp0QAf6gCa6GOoLzV4yIfXgAirPPSZuiiB2jUk0q3cjQqY830ZjEJ0hSuWHiGIyW6rdsIdrjU8xGm7zw8C4m5LtN0pWA6a0Yk4qsZhForC9a1yC0nbBvhcfbdfgTSxFqBndEvMJMfLJWyGTDxx+JFCRO5sZZWbmjDMGFIW/4+N1ElK2cm9GfrKfwRjnBQQlgqEwLYE4jWGwBu9ID11nyL93BPx3Tf6VD69+9jx1Ky8xNE6lIF1vNVQAeDLFFIa3uakFbbFFVry9VrNKvvULw7ffFtcYWImeIzJxUJu3DSrbSfvl1TFLQemSIjya4/gDWW1AuFMVmm95LzZKbK63j5hOht/lDQbGnxyFmCsPrjnQrw9MOpR3jXow30dRO5BrEj3u4yRSzvgpJjnr1NtOtGrUPjnDTBNvt4XqDmaNR0R+Kr++dazhPs/dnGmR1twyWsiJur4zh7PWQwV+9Tivscm+0QfN9n/BfrnJlmopJRHkOo/0BwZlPa6PFdMMTulejBDQ+3hdltsLiJhPav/YebK1Df4g9OydQmtO/82WKQCw1x9cKdKL46s5jfufzIXdb29z5/xrco6eX2v9G0ONGLaDPl9u41bzSFaAQeVf1wX1W7vms3LrKw7+xwsP/4hrtB5b2v34HrmyjhiOK0zNMxcl2kLcKdJQTfhQzWYfTL3dY/4cP5L55DrXk8qZrNZxzpF+8zdmrEZ17KdHv/ghXzAPmjMb16Ck3fkmRrTfwehNRpmMhwCwihatAs9TCNnMeczF/rcsrpL1Qv/KfegP/fII+64PvYdt13Lt3Z6YbbjAAz8P2llG91TOilNhu1vctK398RLHelP3pDykqIOEiuvrytsA9dp8I66teO0+eoaruF+6F6vxc/p6yLb32u08l0UFAfLVvfYRLM2xR0P7+EdkLW3gfZ7B/xPqvXGD7/VlyrbNchFvK48heuULWdIyvF3g9EaXJI4VTApoymSW83yc6CpluxQyuGtCQNQSfoQpwKmDzlz5k/LXbdF/2uPYb6ZKW/Kdtn7nAK4FVkbSNVKlWhB5sWF5cI+hQVZodMFWkLVva20kP3hupGVDHH4inrfXAK12LovOCvCaHXoRiIOAlThbB/RF6nKL6I6HIlOo6KopwnqAsyXL8ewfyoJWSbZUjkctzSFJ0f0LtQDPZkkwyr8vFSjoSaPNWgRkYgr4EOJw305p2HhBHQgtp1IWQnZceruV50v0JrIbkraj02ZXPSdqiFpWuIP9e1ZipzEKmK/N2SR5KK793y6N+aBnthphUuMHWF1nKrKEZ7sos2HqQZ4pgLcRMC2xgKK60RY+5I7QmAP9sJJXLtKT0ZNkSMnmpFVy2fxTgXUzov9Kh8XAorcUlvuGzQXeJJpTlJTJyYcEuf9Qz60GDLkQWcPiTN4kPp/Cd3oymYN/7uDz5gto0/QTv5Bz/bBW1dwyehznpQRRh1lYZXqsz3takTajvO6m0nGAFvEQxuCqAPedBulrg1XLCKMN9t02+YakdKsYbmtgovLU65m6Oa9bR9/bo/9mXGO4ajn7sGjf+Lz+QIJqmqCvbuKcHsuB+8UVsaDj9XMjoVkbrXV8AK8aAmldV53/rTQa3LJ/74gPe/uA633l/hRf/6SPs6ZkkiqVak1MKfdFHTxO290/o//RN4qOUvZ+NKQIlohBDAZlhjLzv3qMZHUkZOPtqTm11zPikzuqVrsy1gS9ef8L3uUa20SAYrWFLkQ/VqM/Uh6r5rSp9jKvNvHgLe//R7Nq4ApQTgQxFBncfc+NfafZ/rs3gqqZzfRdOzoXj7XmMX9/h4uUAf+DY/U3F8Y/J8zi+nRIMAhHE6Q/nX1gFmefMWo//09dlvNVRRCeO2rsHsLGOGgywowkoNw/AeY798D76QyTwlwFGx5GsJeNJSevSc5GIS9Qobfx5tXi5zessyvjsfz3CH0ds/nHIdCOke9twbXhFgI5JRu/PvyJ4hl/+wXNBTyIHm9L5N+9KN+34TLoprYYkpAvOWIto5vnvFv671Ho3ZfLnFv5m0WEo0o3V9fwEJatnZr55LprlgV8m2cJCUM0m7uICu3+IN5DuhYwwRkuArhmFq0wUpqsBrXtw/nlhvOiCGZ4IIHhyga1F6HGK9WvYkFmhl9UV4QV07ia4NKP2rbu89G4De95dMPV4Pgit2j57gbfqvgSKIqzASQpvJH9IVgWNK1xGCaThucYZAWQ5o4jOHPYCogtL7ThlcC0UnWKjiM4s1ld0XxVUdHRm8RJH424PNUmhO4AkgdUOSsUQObAW22mCURSrDdLViNoPHgvwx/Nw/cHs5tGl3Z0ajvGnCV43pn99HV1Ie7v7EuS7Kd5xQN4qmAYaM1HUn4qBuJiJG5olsMiNxzAeo9ot3NGJtGCnCao3wO/XZ/KM8WlGHhs4g5M3fZIVi2vkqKlBTxVZU4lZRCxBwh8K+tlMofAVQWIZ7hraDy1maqWlH0jlZlLk3yFM1g3+SJHVAtKWIPz8kQhp1I9Kys5wTCUw4SrJ0sUbsbJFjCKYTmVRGifUn4hriLt5De+iD0qRH50svV9Vs5pSN1kq5k9BbS7Mm7zvildo40cnuP0jLGB2t3BjESbID47m7/vwPrYoRCe5057RjWRBS4mOEpxSnL1mmK4p4mPHtKOwgZ4j6HcEZOW3UpR2FD9ok65bdKJo7FmZ7+6NSDdi/Jdu4pQi/dIt6k/GQI1uzcCLN+C9e3KMZxfkX3mZ8VbIaEs0xtsPLOGFR+vRFNtpQInaVMhCNllX2HZKYIT3fuf/dBdbGl/YvohPqCAQEFNeoKKQ4vyCxr0hpz/WYnI9Izz3JZkqKTBYh+60KU5PRZs6jii+8CL1ez4jHeN3plw8XmHtxgXf2nuBNDXoezG927A6XUGVKmFVFwfKhGqRSlRWR+Pbq0QPngDFcvApbQ3Jc9RHD3E//6YYmFxr0//6Olu/9oji+BSnFaOrjvpTRXOv4Po3crKWYXjqUz8qZpXo7L6cLUTPoou9iSRWwUAzXdEQ+PS+tMW0o9n49gXq7kNxKEJAWJU/86x6VQq2Npjc6BB9/xFMps9HAC/ev+W8UPkL++YcaPnM7T9K2P/pEOdragcTDr5eZ3prjfCb70G9Tu+WITp1kmAMR0vHs/Q9ZUJVzd2re8NVylkLWuCzqvQSvmyJerTYPjcS8PTNmxRrDVRSoD56KOOhBbWqy9KSz9WzXkhOVBBw+pfvsPY//EgoZguc3HInWLLrLP8NEF5kJK2Q+FAwLE6BPyzwNOR1Q3ptRdbJiymFL94Bo2sOvy9Mm/jMEhz0Ja1wVjj2MyGYZTDo87bPXOCl5Mw6Ldxap8BLhEJjPQmuZurwpjBZlxaofyGiEEKpkZmvUYgUnC1Vp3xNdGYJ+wWjLQ+/7wiGUuGpvJxHDMe4lZY49MQhajCW/1qHrflknRCQGXP+whZ6mKJPZRFR13ZxhyeolQ7OaNxFDxUEKGNY+SjDH+YcfznGTCEdG9GEPjHkTUd4oWgcFDgF0xVRrLLNOrqw2PMLyX6pstNMqrvpFO/jp9hr2/jHCSpJCeox6Wad8EI0cadGgm7Q0wLsKRQuKihCj+BjTR4rGvsFaUMz2pIWy3jDK6UeASfHCtI9yOoK1XMkLUHe+kPpJmQN8Qv2+xlqmspcvKLvLM5cK6BTIdfFFSPJqqMQfA8zStn/j67iNGx+r45//3CZ81evlwE9kEW7EnmgbEc+D9RQKhlVFZBe6ZDffyzVle9R7B8x/fk3OX/N59ovBdijE1kQ9Lyatt0eZqUjylxGQ6eJf9hl8MIOJpN71GmYbCim2wVmokVsRDtUqjHv1/Em0q3xJortbxflzwXm8AzT2uHka6sMryrymiM6DdGFOGc5T7ie1bm79x+HmKmiaBSQq1K2tIf++AlqpS30kAUhg6u/esL7r3TwlEUnmtO/fIf1X3p3SUZPBQHqxZvY0HD2Zov1f9jFGcVoV1F74LP7y49EghNm1Zeqx6gLaQEXX3gR77jP+ts+/jBgcNPDtQqG310nPIPxywVrD0pP7bovi84nVARV5Vvxo+MnA1EeKsEwOIvywnlVVMhirArh4XujnNHVgPTWFn6SUP/BE9RP32T1g5TgZIL68AGBtdTLfbBptnSPVffM8+z6Vv7lOzM+eOPHX2P6whonX9TEh4pkt4FZexXzB+/gCgRdXR1TUYjATxDAeY9IK9yoDILF/FmZUYCcA+xcJnGx1VtWjtXvwm++y+2PNwQPcXOX5gNFXtNEzQbK80Q0qIDxV28T/957c4DR5e15Pr6VNeAnbQsUvct835nBQnlN9coKxz+7xfA66FSxuf0a9R8dYE9OZZ+qanRBXGPpM8u/L1XIhTxH6vou+t4j7HS61MqWj1g4BqVLkRVL8NZd1o+3qb3QJt4fMd2uY6YFk80AnTtG2yGNJxNxG3Iy221/JADexmFBvC9sF6IIVZPu5KJD1X94FW8BTin8iSU6FUpOEShsCFg5Ad4U6ocZ8Ymi+6JPfCYzSZM4vIkja2i8iVRwUVcoRnkM/ZuayVDjDx3RhSU+SvCPBLyjpimuWS8h/lOoRbhWnfGNNs5TjDeMBP6pVH6FH9P+0QQ7GKI7bRhPUasd+awkA9+XLLJRwySWs9cjJpsSwOJ9j7zhsCGYiagcZTUt8+wJBKNSWMAzcgMPR9gyW52ZmU8TVAT66bHcoFGEGk/RaYwNJAnRU6ly85qT2fnOkKLQTHNFHost4mhbbqysDihFogEnD2teehv7ShH2HCBaz1lTEZ67mZhJVl8Av5XteFd6qarAn2ftag4EETCaBMzkzZt07wRYX5GswMoHBclqgNdto7MMl6SQCdfTra7gPA13H88zzKVK6VJbbtGlJY5w9RjTaoAfQKeJynKGux7DGwVP/9outcNtVn79I8n4ywzZrK9JpZuJyEO+0WR0NWa8qYlOHGHfMlnXJBtiPYmFfCUnOBVaSXgh93X9qCCPxK82bRrqD4cQ+HgXE3ovRQQv9bi5csEHP7pG5z2Nzhw29PAiWcTs9R28sXQtVCvFdQPy2FE0AkF8n8x1mqvzzd4RN/95m2+HN2ccRAIfqsCgNPb1mzz+iw3qTx1FqFCNOmkrFF58y2FXm7iy86CCQK5pGMzQvf7TM7COwTWv9M/WqEPNykc5OnOsvWuZrnls/vYhrj8QxagFNbKlbUnoQaHHU7EYBCitBmddjMozGVj9MOP8ZZ8iiFEFXLwSsfHWFDsYcucftFH9kSzyZSU1c5h63r2yuC0EvUVakf/Dh7C+ws1fqnHwky2e/Fkfbxxw1X4O/c0fLCWFVYucooDBAFfxhCuEbYWUzu1S92aGnF4AGwnYzlvaX3t0QvJTr3PwUyFZwzLd8Jis3mbzt/dZ/SBlcMUXMGSpLT6jzz1HKWzp/llAW1fftyhBueQ4ZOdt3Vl1XHXnlMKNx6y+N6Z/q0Z2a8LFMKb+QQm0XBQioZDW/IIRiexLCRCr/o60nzf/3RNZH6ugdxlTUjku1UUmlUL8kvE93P3HRPcc+soOei3GPx8z3gpI69JBtaHBP+wRtAOs8Qm7OSa16GmBGSbYZgytGmQyclwCdP4J22cu8AKYTKqqvDa3BQzPHSZjJuDQv+ETXVg6H2dkTVFp0qljumpQ1pG0DEWkSNrStlYFhCOZ+Ubdgvq9Pmgka1FKZmi+J9qfkynUQtL1Gso60pqZiWQHQ4udQO0wFXBRoy5Zd5aJ1KIxqCxH9TLcC1fQ/TE6s/gjqO8p0hZkbUfWKfD6Bp1J4DJThT+Sit3vF7jAE4eLSqRhcf5TVXbTBNJMVJU2OqAhjw15DDjwh5qsYSlqIr4xPmjI+5Qg9EQUQ4KrzgVIUymG5TXAMtOWrh3nWE9x9rqHKmCyWWWRUsk5o7CeplipY7QWi6w0E3UxpeeavIsLru9z/ldf4+QrYOs5KtGoTNG9IyYC56+usf7DFtHvv1ciXq2Ij/uezIfTdPagLZm7V1WZXsicrcYOhqgkpXjjFjYyHH05ov2w4PxLFtVOSboR1tPEX7xJ+Ifvo6JQJP5W6tjAI1kPSdqawi9R8uUzblKHP3I072m8sWOyqfDGvsg9DoUDnbZEqKCxnwolayxdCTcaw+k5+U4NN/U56LdoX+/RTzuMtw3nr9dZuf4SnbdOyNohm9+1XLxsmJQmDEXsOPxazNXvzkVGlmZjaUr4B++zvfo5WncH6EdHuPEE/eJN2DuCrXUGuzHJRkFe1xT1gl3PQxdWDL8Vwh0HUJrsq69w9JUIFFz/R0IFK/YOUG+8xPav7/HB/2IXW8sJjzxGW4ZkRXH9l0+I3h9I1XxZeOLSXK9SKKKseN35BcoPSleoslU4o+TMxfij/THF59s09nMah1C730WtdLAXXexHD56p8uTeKKu851W4i9vlqk8r3GSCzluoDx+xO73C4c+sMr7iOHs9YuOblAETSRbK1vAzn7lkwOHmFWT1norzujBbVUajtzfFTKQEc/LKLdK2R33PMbghY4+8prDHp4Sn50S1WNrapRjN8zi3z8xVF+0JnwesWgzCixKVVXAEURCraEVao3LL7jdzurdjdO64+OoOnV/vzy30FmbD1WdV2xLmY0FzOd87mL93Fmzd7PzpRkOC7DQRymMtEOOzKECttNFZjj08Jjg5Q4UB5k4bf2RxBsabAV63jjfOCY3CH2SiBV/a/rl6iPU03jiZAV//pGSm2j57gddBdJ7jtFfCtykRwArnOYI+jHY0Ope2nTeG4Y4WOb6hBOa0pUsrPAFPhedi+O5NJOhGRxPh6Z4NsOttnG8wgG3VcO06+skh1hPlqrzl4SUWc6LwhwXBicxtTG+E8z1YbaOSjHyzJfShtk8ea8x0laCX4VYinFakTUXYtRSRxg0VKjOYVJE1nJgplRZ93qQUoECSgmqGsCTfVs7lMEYy5VYDZS1FLZydxiJy5C0LjRztWezQF6m/WoF3LkhuCtClPrVOwRtLyz6P5DoIZ83hJY60ZUjrAr/XhVT9Ji2Bbjk093KKSAMBOslxvoceTUpdZaFBXfaoVIGY2KuNKXGYMelGmLFP+rkxtVrCtU6Xd29d49U/LFuPJVXDZbkAcxZ4oNUcaUYBnCkYhXO+qHWoMMA/6rH/l3fJWo6TL2p+6kvvcq+3ziHg1xP6F202366jjCQSeVN8WJ2GpKXLe0wRdgWU4YwA9oKBxWkl/sdNhbkQI4mwV1A/KEhWfIKnXVRhMaGI3Svfx02mtL8TMd51TF8q+PKVJzwMU5Lc43SvzWDos/LNKcEPTgmMYf/nXiRuJHS2uhx+sDlD7j/zKFVtuaKg840PBbRWLQpZzvgnX+bkCxJU649hdKMgfmqYvHGV/Z8JULll5UdaBE20QnkeR1+JGL85YXOtz4PgOu37lpV/+z7jnTq10ZSVdxWjvzQhnda5WHe4sGDvL21w5R/2PnEWPwMXVQtXJftZInrzn3wDlVu8734greGFhX12PO98yI2HTQHrhYHYS5bGGtVceinALj5Plyg2n7rpeaByZxeSsN9/zO5Fn+zGBt7FmOKy8UH180KwmjkoVc92uX/KGFS9ht5YI3/4RP5eBiRVgokuvrZL48kEr3R5Uk+PmHy1Tdh3rLwvSfDKu+X5zjLcoFiucgs7QzQ/9/xXSVC7QWWPqIzBLQ51F5WmNPP9g1n735bdOQC9s8nZ5xpsfvOE6DhicKuBN7Zl8nwJ4f0p22IFfNnG0ruyS767irm/LyCrPEdd3UZ1B1LAXPTReV06idNUlO5qEcrzxDgjTWn+8JhivclkK6IIFIMXm+UXC900OrbYWgChj0oyvMfn8gxX+/enCLrwGQy8OpNBd9IWTeHKiSdtSRCdrpauOEaRh4q0ZShiea+4pEhwKILSjWegKGJF0HO0Hk7xLsZQWKl0K33enmi/FjUfneTYm7uk7QAzLYhOU4rYSKvGlo4ypSyfGk8hzym218Q5CBivewyvSUUU9DziU0d0XtB+mJE2Da1HBeN14fcWsVSazjiUleNSDpRzomC03sIcdWeLROUq4ypVpzgScFctRI0TirUayaqPcoKiDrfGrDVH5FbTDeQk2UKTjw3KavKGJRtpwnNJYMILh84cSUehrJrJRCZtZvxpZWXGbkuwh/Ug6kEeapRfArc8ja6UW2Zm9BZlCmlBl5uq1ajvwVBHTHY0WMXOm4dcb17w/YMr7Pdb6EaGWlvBHZ8uBFCLGwyX58ZlxSAP/hzYIfPahRb3eEJx5wpm6khLANpXWo9Ircf5oM7kbpvG2EmbLA7J2pHwpYcZ03W/1AtX6AyG1wTdON706NwvMFPLZF0ESxp7luhcVL5MUmCGKX53Cp54daqhAIuK03NU4LP9B10++F/G1LTlo4sNxknAdOpjBkaSz9Oz8lgzXv57PU5+fAX/oMatfoL/wdP58V1CiVZAj8VzB+CeHhCuN5luiYDL1ncsq+85JmuOwbWAje9b+i8Ytn7rkOLJHrrdYvjTd1h7NyPtRJx5BTd+7gl3r2+T1V5j67cOcBc9mk9XOeuHEFnC1QlrrREHyYaAeypONsy41IuzxRm4pjQbcDd2UU+PyJoeQT9Dr61i9w9myZUrJTEBiGOmX77F6ZshjaeW+n6C99ZHy3ScRaH+ajNmjg/4pKC7NIfVs3Nqk2RG27IXXbw8h3JmrHxhQ9hFcf7n0XIWgq9SCl6/zeiFBuFFhn74RF7yyh3U430R0tlYYbSjcSZm9cmZECKGI7Z+5xisZfrCKoc/EbL6g+KZ1ueyuExp4jKj+bmlYKqu7dL98iZhtyD6vXelUr5k23f5us3+bbS4CTk7Q0bbR09Z2Wmx95c3sT5M1xydDw313S24+6A8FQufoxXkdmn+vui0Vf4CZQxmbQXb7ZG8uEWy4mPWblG7eyae4lmO7Q/keR6JXC3NOq4eCF4jL1CtJm44Ev3t/SNUW9SagpFlvCEjubDniI4mOK1wvsG7GKMu+sLl9ufMiZlf96fNxvkMBl7lHGnbI+y5UjMWCl+APDgBaOhcEfTl3/FxxuBqKC2xcj5J2bHw+7JAVuCX6XqAHxnCJ11sI4JahCpNvV3ZErGRmCJ441wkwEohBW+QSmswFr6rXABRclKFwySW4ZWA0RVF8soEHOSHEd5EOJ7WUwSDgqRTLqSBVORmLCYQ8bElPpNK1/oGb5Cg0hwXh5jNdQETBf5coSjNpLXSamAjj3w1JmsanBKB/emqJhn7pDW5cddaI95c2+e9i20epwY3DVG5IjqVc9nYL8hqWqTuRjJrji4KcIJkFqclR1FIQpTXpEK2nsxldaoIhlA7SObnNPCl4rXid+qctxwYge1/fhe3u87FG22Ugyc/v8ae3wEF425M7V6Au+g+/2bRWmwBh6Py8908Cy6VjlyWLwkOZF99hcOvRax8VBBcaBo/CPjvNr/K6VmT8G6E98aA4kcNMBpbjwTgZjTWN+i8nHE3pNLVmRKThwkMd4yYbmcOnUvL3pvkjDcDonOHP5hKB2M4xk2n2FKqUpWzw8FLLaIHGrKQ7udH8LCGlyqaXz5l2F+X460W0vuP2bQW9+RgTq2owBxF8UxFc9mhieoafOddbvmfZ7oe0Hz3lLMf32Tt7R4qzeHpIY2bVyjWGnjFVYq9AxF4ObX4fcWoHxLvZLx0+4BHnRW8yTadf35A/K2PuNJ8laSp6b7aYPy4ibfrxL1mUVShqsCYKzPNNmPgyjbd19vU1mskbU33dsxWvomX57jBUK5rRUNSChVFnL4ZMv7ShMGrBgqPV8+vwtEpDEczEYqltcbzcK/fRn385Flg3uICv1gxL25VoC6Dr1sw0NCb66AUdjhcfn3FnX1eZeT7HP5Uh/pBAbYMRCagaEfoKsg/fMru73gy2qm0rgsLj/fA94kuemzrW+jzAUV1zNWMuBIoeZ7s46XfqfMu3lTuu/wrL2O+/d7MwKKasV+ulOVz5F6TZLc8j+VMOrh3TGPrGia1ZDXN6u8+noH2TLMpgLQyOVGqBKOV560KnNW1cWUb3Kw0SF/exT/toHKHN7Z4o1zcy1oN4ZlPpqiSCaGcxTZk3XeeRuVFKTQzd+WykU90knDxSg1T5qtVEWIGUwnWaQa1GKrxyUIRsMht/qTtMxd4nVGM1zX140IMiSOFso7JRkkJmTj8ETSepthAk6yKW44T8K1Y1g3EO7dCSAcDEZVIm1os8SbVrFMusr9/TrHRRmeWIjSkHbngqhBFK7+fkjcCkhWfIiht+JyjCDRB38zmCU4LfxjAWTVTOEnaBn9s8XuZmBKA8JCnMrsOB5agl2MmOWac4XyD7g5lxqsUriE6payvUMS+zCh8D3yPdKtBHhusrwj6Of5QMdoW0Xd3GnBiW5BpdCx82b2DFVRfbNL8ngYnpHCdOZqPxpy9Xqd+JO5IQTfBXIypf+RIrnUEFNT2SJsafwjJinix6kyuW+0wJa97oGKMb4Q2kKQyXynkBgfA90W28excbtiPR6zcl1ZV8+FNjr9cp3ZsiU8yIJFFtgS2PCNFV6FzS2ebyyT+iqc7a0squPrrPdAwXWkR9i3d39+g8/UzNv/MER893aJzd4LzPVxocEr4ucOrYTm2AH8kHY34WGbfgoL0mXZEzSyviTlGERqxiSwcthnBj+7OFngdhaWGrshVxscp3gsRRQhrvxxThHDy0ynJYYvNh26+aIKcy/uPn/8AVZVv5oTXe7krUM0W5SYluHvA8NoLHP/spggD7J1guz2Gf+2LAPReMHiTBrv/pmD7n3xA/toNBldqRCtTcqu5e7BBqznh6CctK/9STC1av3MX0ozo51+l8Y0fobc2sFk2BynNkMuZLKCVnnG5eJvVFfb+7BrTDUf3xZDGY8fomuXBdkx0dofO3QJ/VBD89g/nxzUaceU3Ljgad+jfEXGd/T+3RmOvQ/NX31mqWqug6j73IuMrMY17C1iAy3Z/1bbQYn7GPABmQVj5HiqWFmay08TdXid6+7EYLxSFYA2KBbTyYnvVWoKeIxgUeBcTiq++jvfxPmb/Yib8gBWku9k7xc6sL8tzmomASvjN97CLAJ9q3y+bJiwkATOXoDKY2uGI5nf3ePo3b2BDn6t/pJZxFOW95kBoSOU1rWadQiO69PKTU9rv1Bi/0IGYsns3kfdtrWOGY4gj7NGJgPi0wvb66LVVyHN0EZZrwXxkZXt90qaPngSytk8LitigVoUV4SZTlO/N+cNKo3sjWfsLX9an8riUMehOm1wJfiPsW8zUkdU1JinPf5ZDty88cm9+vMrzSt2CKtH/D4xOVPji3DNZ09SObekpK/M0k0grVucOnYpqUveWX3KwpM1ppo6spdClSU0RKJwSFLNyEPRyslaATi1+T/xtbbMOwGQrRhWupNAIT3jaNuimEdu9WOhMSVvNJCqnK55ITublTDlyuELhxl4JWJJy22QO52uis4y07ckAXyuikwRVSOvc605Qk2QWyFVhsfVYWttBIMlE4XB1Mae3oYf1NU4rvFGBGZVBu/AxKeS5gsTgtxOyQcDZt7epJYhmdNOCAuUUKx8VDHc91k7GRF0rDkVKYQaJtNOtxT+PMN0h3noLe702A6xVXGqTOsZbPnmsqJ1qfF8T7vXEr7aiSFiHTRJ0rYadJrOZnyrdhxxg3rnP7vve3DgbylZ1GVDyknJQqlHNAFsAWqNvXC1/VmKGkGWARpdAG/+PPkC3Wwy+ep3pqmLt+0Nqex73NldITteoWfBOj+Gih2rFaK3Iax7e1JE2Feh5pZ/VFINrHllD0XpUEJ1LCz4+GOGPQvyzMXowESBGkogrDaA8f+n49UqHi5dCsJCsWIZXtCRtiebWvyjo35DXFJXwxELFNFN/qkBrah6gK9u3pVmonS+KroD8xibDK5pkxRGdaVaubODOzslD4dH7I8fwGqTX1wkew/lrMVd/eY+Pf6LN014bjkN6vYDa09KGMctkvlpYGv/2beEL7x/Og34VQKqgU3FFF9Gq04TWk5zRFUPeycF5FHWpAps/0HjjAr+fPiM+oT58wPbTGmtv3GC8GTC4hgiyVO2/8r7ASgU4ulojbWrqSxKixUym8//fzWU5+Vqd4y+GjK9YXrzYROXr2B9+IMFoIbC7oliya1z71iGT22s8+E9W8cawHVzD//Z7S59vnp7gxpNnHZLK5+QZg/k/YYb93ArcOlx/QPNpQfPDeSW/tO+zij+fvQdA37yGffR0dp4XuwXu0R61LKfmewIMowRhpZmMzXwPnJPqt0Kfl8m1CsN5Z6JKnqyj9nQIuWV0vYYpE12nFcSRtKJdA4oCs9qBXAw0VKMx74RkIq2KUrh6jNedopyjdSY4nmyjhteVTp4ajgXYORqBiVBRSTctOxLVKEN5HixDWpa2z1zgRYFOpY2c1UqBhrFFp6JLbD1NEWq8Ycpkt04RSxugMoTPmhJ8QSox60ugjo9TnKdQuSM4GqFKwQCA6a01vIn8rAsn87+WBLRpR6ELoYgUgWg9OyPWbxXyd7qqCAaQNsFuJIRxxnTk4YzIW3ojxbRjZG6TFHieQheOPDaSQFgHuZIFutuXCq3TlhuiFgmqNA5RWYGtBeSRhwvEyNsahQ0URRmEs6ZhtC0iDjoHPdZkoYdKxRQhWXWgZb5jPQFVZbG0mM/faNHYS0nWA0l44iZeO8LrTTHdIShF1gzwphZnRAd6vCnvrVoy4qEM3lCs9VwUSBvYWskWq8rA6Hnbk4X5Upm1s6i7zMJDDvKgl8FGeZ48MHmOvn6FB397kyJyeCMFaoPrvzZAPz7C1WN0FGIPjrDDEfV7fWqPDer9e3jXr/Dy3z2QBzyOZv/VgykQ4Vvpeli/ThEI4t4kQg1TFjr3So/fhia8EHRl8LQ7M9hweS6UM2D8179KVpNuSPMff1vmdu2GiD9sOHSuSL8yJN+vsf1NzfEXPTr3iiWO4DPi8lWbHWazMTmZevn1iwCjcoEY3BADBxs6klWY7NaJeZlO6dGsPnzE9tVtzr+8RsuuATB6ZZONf6E5/Mka9T3N7m/1yFajZUtGZ7FpMW85Vvu2sBDLTIzlQGeFc10EmnwlJ9r3aT52bH5fnr/wIiN89wmk2bIGeHWckyn+QZ/2oaLzvZyiQr1enh8Czd/7WCwhFxyq5qCrS+XaQpt49l3PCWQuy+GNF3n8FyLSjRyVK45+vM3Orx/OAoV8zcL+lO1gh8M9fIK/0aIIfcxUkTU9wt1t7OHxbFxQeUJfTsDcQgKKMejAx43G8+drcV8XK/jFe6M6jjzDji2Nf/U9bMkxXgR3LoIYQZLJWVA+uyg1DDSq2aQ4Plne17zAHZ/NgqgrrIwiXr4pXas0RTfqFKWiWIXGdnm+vA5U3/fBfdSNq2ITa6Wrldc91HYbM0rRR+e4tQ7ZSowZZRjP4HrybCrPEx9eXVb0vYGoBE4T9OoKxCHBfkk5rbygS2lPlWaoZgOltQA9ncVc3cVNptjdDXiLT9w+e4EXQc16Y0HTOq3whgXBxRSV25kucP/FptA4hlIR68yhcmaVrplKRaozCHsFadvHGxcEZ0NZsNNMbPxCHzMtMKOUoJQ9nKx7ojlbkxaqNxQ/XeeJbrH1BLxUhOVNoMAGWhZ8v2A6CMF3ZCsFRaxRTlNEitqxh29lflxEHqooW2+AHpcLa5mRu3oM1pK3IxGqDzTeKCft+KUoiICdikCTlApSWV2TlqYMFf2p8iJee+GC6RUP24txEwPaYWtge74kG4l47Q6uBSQromjV3MuxfkCyGhIfeNjQY7wljjVBLy+BcD5ZTRH2RcQg6GfoEpVtAw9tLYSBPGzWyazFaFQciyrXwpwMyjl9UVYdmfChgUsKNMxECRzlwl0UnH59i+m2LHZ5C5x2PPqFJuFFk91/eldQjqXjD/cfoz1PwCkHx8ITjmNR9ym/XyUpJsshLyi2V/DGltpRRlQTVyi/n6GzgmQtwhvl1JIClebo4wuctdJeRI7Hnp0z/htf5enPS+IT73m0Sh5sstXg7Gs5n3vpCSfjOlo59s8jzl81ZC1L84kiff0a3rfeXa5eqnNxGeiy6MVaOT25S+fZOszaKmlLMXwpo7Y2Zvqoyf5PeXQ+bLP63lCuexThHu0RvdDB++AxWw8j9v7mC7Qe5+z8PrS+eRcmU8KnIbPm2kIrW2ZxJQ2oqoAWg6/2lvbdabm27V97D529SnQ6QWcFKikT44f7cv1uX0Pde1J2NOQ49eY6xf4h6vBEENyLi8plYA6UXO2FrRKuKDm3qpoxLnzGIo91dh0uBd/BnQbpZo7KNdGRoX/bstUQ+0xbab9XwLCinNEz5xV77z5g5aXXGe/A2ese/eu77PyGB8dnuMlkKdg+A2wq5+eCgJaR2kyxanGfL79Hs9x2XuicyIeohaSkfN9CUlW1f5WR86rrMf2ff4XRpmH7/3MuQbbsKrhub0lgBK1QYYi69wSbSBJkK5cl5p2bCqvhlgt98H1UluOPCvF+PhqQdwQgVTRC9CAWGtEkQ4+m4NxcnKRRx622hdMZBiI3OhqjgoD8yioA3qNjGfWMJ7N57qyt3utDFM6VypSC9RXydsinbZ+5wKvK65pHop9cbXqcYhsRactn2jEUkfjX1k4sZmIZbwm/tIjBIRVl0LNM25rBVV+ENeoaZRt4vQQzTSnaMdY3EtDbIWnTJ6/psj0ts+I8R0Q8QhHhyGsCsCnqZas2FZGKZK3kPPYDVGjByN9d4ZPHjugUikijc4NJQBcWWKARlK1T1ldxoYfzDUUtIO34pA0xIGDDIxwUpA0j4J5Scauabdvyaqpc9rNoWmhmNFsTOvGExPe41uly0G/RPWpi6jnW99E5mMSSNjWDF6RN39izjDcl64/PZE5YxB7ReY5JLHlscB7UDxMKXxZUVTh0IqAF52s0OS4zUItKtGepwlQU4IFK0+WW8vO2cmFVnresDFP+DpgJDbQeJwxeiCgiR3ykyOrgl/rcbnsN9fRI2kSL6OjCQl7K5VUIVCUZrNIt6UK06qgkIz506HGKCX2hox2cyiwz30GNpnDRg8JSlJ6w1easQ8cRSVOz+zsOnTvCiynTv/BFon/3NtM1D5ylO425GNS4sXaBSjX1PVj7xhSdFpgHhxLYPqUFOluEjRHudLVwuUtVQrmNfvwm3VckEZgMQ7xEEXYVw2tw/kaD8FyxYV5A5476B8fYVCzYtv+wjx6nghitAEVVq21ph/TzfwZ0Pca+eF1clw6OlpKDynWp9d09Bl/eJY9CnIbOuz3sYID92htMNkPUjVdp/O6HUp1srJFvtVH7h/O233OO+blqSEuvlTHPM9tCRf7cnxded/6qIToweEPpMJlEcfy1FuErn6Pzr36ILaUkF6UXJbHUM55yOLC0HmdYX6NTS77ewE9SUWBbUCaT71wYL1S/LwqpIqsAo9RSZ2mx+1ElEzNxEaqulBEv6p117NvvowIzZ+9cOo/K93BJMptvumlC49GY4W4TdeMK7uMHs/fZxURAieQo6ytwslgFVxHd4bJyROOXiZBaSDTLuWyx1sRMCrKGh14Vk3adiuCNrZV69u0I34J2QivU7RbFzirj3RgztYy3fNa+50SFKs/xHh7N3dTGE+noLOjDK7/sti2Yk9iDI3jpBc5ei+C3n72Nqu1PDLxKqZeBf7Lwq1vA/845939deM1fA/73CJ44B/5XzrlvKqW+APw/gBZyyf4PzrnFz3r+To0FNZo2xNy9iA3pVpM8llmrP7ZEF47wLGGyE+E8hT+yeBMnAhYF1E5y0qa83/qKYGDxJgU6KcDT2Hos4B+tsKEh7XhkNU0eiYsPDtKm0H6yxpyvqnOF9R06Uei0bNeo8v+Uw+t55M0SsZkrzERjplKRp3UJoP5Q4U0KrC/QdFWUpvKBzDecp0nWY9KWBNikrWYiF5NVU85UBTlrPTWrbm0gvsVOlyg84zCepRamnA7rWKeIvYxJ4uM3U7JBgKo7ejfFyShdsXhDRXzqZlrZTsFw24Cr4Y8Kpmte+Tcxs2jsFUTnOYWnwFOowhPNaMBTsoio3ELsgwU9msrcGKSi0HqOCmSx9bWAEqzoEAtZL8ZcQvIWBN+/x43BNR7/Qotk1ZE1HfUDaYkf/MwKWWOF3T+cYP7wXVk4PG+28GHdkqYrzs41p8dl1VgTRLk5PBP1m2ZD2lUf3F/i8bksn7USq890SUIRSRLjPDh5MyLtQKf9JfJIsfV7irNrO3gWProRY9YTaqcB/o8eyIP9p1DDWdoqKziKZTnAhYB88nmP4EYf5xTFxw28sXRzJldztm+cMU199lsr1A4Uu48kYXJZDu98jFusquG5s0PgWTnGqtUaRez9XJP6fp3Vb0zm4COk9ejSVIRSHBz+tCN+agh7DWr5bVRviteQ0Ypqt7CTY+zhMfrw+LmUk+fv2EIicMmybunvix2ZxaD1ScdtHTf/2Qn5So10JeD8FZ/BizkXq47GPZ/2gmhGZf1YfV8FyLGjCa3vPGXwY1fm46mjnqCmL1GDFue6z/jglp2bmYnL5Xb7pX1XSmHzdNY2dras8qrRRfX6ssME8gxLIrscSlyeo969x87kuuBWLlXLs2OOQlSzyeTGCnFeoIYj6ZI855q4PJMWtlOiLz5N0PW4pAVZzDDFu5gwvdLAJJYi9sjrhiKs4Q8K0pYha9WJDw2mnO3mdZ/JqqEIDcHQMd1pEHwowb84uxCwXGmUM1NKs3ZeRChNsUiTSzP0vSe4n13l07Y/MfA65z4EvlBeGAPsAb906WW/Cfyyc84ppT4P/FPgFWAM/JfOuY+VUrvA95RS33DOdT/tO5WVOOZNHUG/IOimwg8dC23HaQhPJ4LuSyzTjigd6VyUpYSGJLNYZSHqFujM4o0y9DClaIYYT27QZC1E5Y5pW/STayeCps7qIiRhfflfslI5IAlFyQw1JgFrhC/sTcQZyaSQjz2wEHYlCJqptMO9iSWrKZw2FKFGOYdJNWZisaGgs7EWZzQmtfhjcWkyCfgTRxYLytuGYKfC9S1KWUeszJxtCGlbEgcV58Rxysl5i2JiINP0jxuYRoa9CKGWk7cK8gYQWSik5TR2GjMR/rTKRSKy/4LBqVIVCxC/XgHBOeOXpgri31qEiujcEp3J63RS8qXTQhbTquqlzMSfV2EsbpVBQhyjr+3gHu2h11exJ2eyEJWLrR2OyJsB8ZEjrytq+7D+Vg9yS20/YrwTUoQGU1U5n1AJyj+dVHFhOPMHVuOptMmmibjPVBKNJThmyY/0UsWlvJBkRZE2PZIfG9KsT8m+s87RTzmiQ41OFRtvZ9Q+OsU2axz8bJvmR+cz2sy/z6aMkYXiMkWmWnjLj2s9slx8XrOz0ufRekR7t8dFv8b2ygDnFKNxiD8QtTWOz6R1WfroPoOQfY7NnTLlwjxNntmH4qJL7VDem71yFe97H4rgghYBDX3rOg/+4w1QEG31cfstzl7z6b2wRnxqWfndB7jShxkWEraqpT07Gc9Z8Beuy8zzmPKaOQECKrMQmKog9WniGgtB2d5/jMpyao068DLTdY9spaB2WCF/HbrVwA5HaE/NqtJF/2Xb6xN0t/BPRqId3x8uncfL44XKxUhm5uXxL+oFX6rOZ8IXzzmm6trqOBKFrsf76DAsK2LhG1eyjrrZwHlSMOB5y+OgLIcP7lIYU/KfvSUcgI4j1GoHV4vEXCSq7NmqWbIDbdBxWN7PmfzXGAl600SMVrIcc3CKazXIN5qi7RB65OEcBJu0NN7EkUcaVUSESqGnufiL1xVFIDgVMxUrVjsaUz0oLk2X+ebGoOp1lGdEGOjS/WUnU678Dw9555Pvln/vVvOfA+455x4tXSjnFocldSgFl5z7aOE1+0qpY2AD6H7iN1QJpiet5qCXYYaC/LWBB41AHoxJSnqlXQ7UIewW5DWNN7J404LJuo/OHXk4X9j1UC668zTTrZpYuVlH2jZ4iaO+l1CEmumOCGXrDJRzZDWFmZafkYjYRKXelNdFpENnJZgpc+AU0bkAxIoIQdg5MXtIPVGxqg+l8klbHp4RH1ucQzmFDT2cUpiJJc6EtjTaluTCGchqZSt+CqNrBUFXz1rNNhRwgY0tTDyGkwZmpFGBkwp8qsgzLb9byyDOyFMPl2q8C48itiTrBX5PqFfRqaOIys/2mYl9FEFlhaeoJgLWl+5A5XiU1zQ2VERHBaYvzhU28jCjCRRW6ATDdC4nubhdEhlXzQbZK1c4+XxM526bItY0P4hRvSHF8enMkCI4HrGWWnSSY54KNQZjMHlOZ3WF4vR8vjgsauE+x+LMJgkahOJwcrbsdbsYcCpwTCVIcLkaRCqA6/+vD7n7v36Jr15/TMuf8rtf8IneatN46mgcZITf+hA8D318xtWLgVhOfooSzvPANcrzKN68Aw66L9VY+2dvP8tRNQZlYOWdHudvdDj8oIFaL7AOfu72xyTWMMxC+t/a5IV/8AQ3Lq3WqkXzkwLQQhWpWy2Sz11HFxbvjz98bnW8+ks/onjjluhMp+msOlMGnvzVDSa3Uja2e9SDFP1zfcaZz+HjVbL7Pp3fzJdblou7UaGdF6/vc7aZSXwF8KquvTbL7/m0gPvsh8p67SzFYCBOX+VHjTcVq0qhO22Of/EOnXsJ4cNT7PHprEuiG3XhrLYa8rfDY2xFv3rOvTCrfMsZqsjRlXTIyy3pxd1cPD9L506OXRkf+/otzAePcLeuovZORGNaL4wE2k3yF6/iPI1/OkRpjf3w3rPJTlFAHM/HLwt2i24yxa415d/ZAniquq+1Ek40QJIKl3dzDTWaQH8omvjlfVms1plshox2DEWIrJdKFA1xsnbKZ0NR8xhdFXUqf+Ao1qTTqaxb5pUvdo4qpyWlJPD7HlSOXYuzb2NE7/9Ttn/fwPu3gX/0vD8opf4G8H8ENoG/8py/fxUIgHt/0peE3QJvWpC2PZHgqwWY0wFmPCXvrOGUJttokHakFdXYF4s2k1jJYBo+3tThjQu8QAKIzh3Zeg2dWdAy05xs+OgCgkEhVaevyVoyR7WeQvel4jZTn2RVZryijgV5GYRAgq+ZKOITN5NSnK4L3cYbOUzu0Ol8fm0SaWPropw/GoUNNUUgVIki0gT9HK+bMLzdkPlumazmdShqrhTxViJt+uIYpR1GOQJjSaYBTKXC9XqGfD2jvjIhywzpIMB0PfJGgZr6dFaHDIG8H4uPcUsShqxlyVqQtaT61RnkscObKvnvWI4P5BiKQM0Q5t5kbqAQ7SeYcVqqcYkDEiBtMK0hCoVrVy0SFVd3sdUMDL5+k8OvafJOTu91xe5vQrZRJxhNwFl0oyVzrY8eYKIQXa8J/7nbm1UUxen5kjj+Et/OGJRygPBLcdLuLNIUytnvIthG+Z4E4HwhYFsJvmglhu2Lc96Sx2xDx96oTdeP6dQnHLdbZF1F/NGxfFfpX+yOT2cgmedu1oFZBteoEgmeN3xOvhBQhLB+bRee7M8AKliH++LLqMJx+rkG2XoGxrH52wHNf9bgt/7657CNHBMXdPadVFoLgJ4l9afnBbQK+ZvnnH4+JDp3rHZvoO4+Xp7nayWz2bc+mI0KKj9bpRTX/vUJww9XOHttg4sVR/Rij6LQoGC6aclev46/38M+fDpvLV9G6pbG8VUwmV2npTazm1+f2TFeas//SdsiInvx/CDPtnJAWDDdMKirO2A0Razo3whZf3+K2t3CPdlH9MQFVas6Tezh8XzuaufXbwlYV4ql4CyX59OusDJ7fZ4pwlKnQlrH1jpprZb3kQ09zLUd+i+1aCcZ2pagp9n4JMW7f0DyxjWe/Ecb5DW4+c8c9uOHC59dXofJZGEMIImEHU1gNEG3m8SFQ5VYiCXgFZDtrsxc5szTE6EoRiFmpS084GYDW4+xoSFpa+n8eQj4VYvccNAt5XhT+Z7gaIQ38BncqlM/SGk+hfAHD8RzulQzW7qO1ey6MrIIpQDEDzAba9gzSeh1FOJeu8X+11vwf/vkW+ZPHXiVUgHwi8B/87y/O+d+CfglpdTPIPPen1947w7w3wH/E+ee7fsopf4r4L8CCKMO4UWCOR+h8hZZwwPtESUFLjTCW1XgtCE6SWV+qKrWidzkfl9+7zyNN7DkpXtLXjP4IweFw6Q5YU+T1Q1mYvH7CWqa418YilYAVpDKzghQCydVbREyq8rFHAC8vnxv2pSsySRCI1pU0wr7wknOawLaqvjIab06Ho01CmV1OUM1TO40GO4awq60fJMVRVZ35LFDFQrbtOiVhFtbpzT8hONxk2ESkGWGQmtUnJP7FuVZfFPQqU04dg0yDcqzhHHGaBKiFHh9TdaymGaGLRRu5FF77JG2JWnI2q5ETpf7ngrGQc6HIL5NArUjOwvItYOkTCo8iOX6eN2JBBYrohYqiqTCSJI53xck8C7Md1rfecLB12+gMoULLbXDDP/te9gSqXzxF1+id0vzwj89wu0dimtUHJUmDc+S/yuE6WxmXC4KKgzF9H0wWAJ4zBa0xYXvcgBaWMSemTEqDbtb1B9rHq5s8J9/8Tu8Za+xv5LT3bC0Hm8TP92XuXN1/PPno3rGFg5gjkCd/05jR2Oib38Eb76BmcDg9TXq9x4yU18CzPmIwRvrZHVF44OA4Z2cxl5K8KNH3Cquc/CTMdM1R9pRsL2Oq8Q6FhDRwLJAwgINR+9s4QZD1t9JMOOcohHKTO15s9HFOWdFUzEGd/8x9cf7RMd3KGKP/VGH5ldPcPst4iOH//17qFZz6ZpeBlRV4wRXFKhytLQYdEXZjHnQWtwW5Sz/NBXvpYBbfV7w2z9kJ/gCo+2A6brCRT5nX+iw8dZIHG66PVGloqzUcytc6Ed786D6vNls9bvqv5VdYBU0rFTai7zXigM/O76ZMbwrf86EXlOOcWygefSLa2z8MGN8s4O+0iL4/R/NE5xUulVHPxYKyyOA6dUW4UNvoQIvv24JIV12Gark9eBY9LXTbGYHCaA8D7O+hhomTK408SYFaq2Dizz0OJVkfSwoZWUto+2QrCZrpEkVQV8x2XTkdSsjOk9on057FGFb+OAjKyY2P3oInjdDJ6swLI8xmyXnlfyoUgrGE/m5UcPVInSpjDX8My9TBHpWZH3S9u9T8f4C8JZz7ujTXuSc+z2l1C2l1Lpz7lQp1QJ+BfjfOue+/Qnv+W+B/xagHe84pxWuFPwvYjF6T7bEKUjlDu3cTCxChCekYrK1QGg6DpGAVLLo68KiJzk6lYpYZfI/ZzR+N5HfDUW8wqUZ6soGOLFkm27GYkU4lhauKlRZ9bqy/epQNYhOJUAnLS0V9URM7XUKKAEiESuiC3lf0CvwBxmhr8GB350y3a6XogVirTbcFVekrC4uTcmqI2tZnOcgsJhazsbKgMAUWKc4HdSZjgJcrlHGoX2LdQplHMNRRK9bQ10E0Myh6zMtFEo7tOcgdLjNBM8rUEqT+5bxtRwzlnaxVOzCY1ZWZskql0oYBUFXRCWg7CBM5c7Lmj7RSak6BdJitlaExSvEstGSy1RKPJXK0MLDai+6vPx/1zz+29dpPQTvrY8WKhvF8Ip4Dvc/v07z6YHMRrsl6EFrFKDqNWyvj9neJd8/nH22vnkdt3coLaQr2+QbTQHs7fdwe4fSvl3U3K2Q6BXoogIFWSdVc1V9VbuvNGa1Q7rZoHZiWb12QqhzAlNg+ob6U5+0aYkrBSClpN1YGqUvGoSXz8vs30uAmornOR6z8wcjslZA7Z29Jb9yFfjYB09oHBzj/uJrTFc0wVuG6IOn2OEI/537XP8gkO9v1lAX/WdBOJ8mLmGdVCRA9O5TiouuLGbPmzeXC74y4LKqDTlPcHSnzXA7ovXdPW70Oxz0N7j2nTHdF2PRQS4FRWbn+3KAXJwVPkeNahYcyqBl2i1UFGEHpcxghZ59Hqjq8jEvXu/qPJXgvdpv/BD9Zz5H4wCGt1t4iaN/M8YfRzTueTJeaDawg6EkHRUSeaHluaTB/ZxGgyiBldSk6lxXQbtMbtTiOZqdMz1LMpQx6I01siureL0+fi9B2ZCz1302fpBiEjmfupRpdSXQqHOvIGkKQDM4X2ix/gmGB7NEbjIpZ6rLm67VyG5tSweuUa6rY590NcKb+ATTFBWFZDsroBXRWcZ0NZjhcJwn3UdShTcU4Glek+Cbxxqd65KSqmBzDc578ix5IuCjWy1UkAtNyPfR9Zpco6IQ/edmQ9QFgcmP3cIbF/Ruejhdajx8yvbvE3j/cz65zXwHmf06pdSXgBA4K6vkXwL+vnPun/9pvyhdCVCtoBQokItjfYVOHUXNEF6IbrJOSxDAYCSLduhjEqmabIkW1qlDTTLQoIaSWboSneb1pzijcIEn2e9ghKrHkErWpYHwPCGveaA88kgu6GRThvE2tBKMjLSfC1tq9SaU81hFsirBqXKz6XwkXC9vkJC3Q0kgjOyP309Jr0SMNw1ZXealzsg8Oa9B1nQ434FXzliUI8k8nnQ7jCYB2SgQIQ4NTjuKRNrNzgGexU08XGDxTgQGbW0JigotWoHxi9liozwHE4VJFHnksJFDZZJwqEL2q3Yg58N6MNmSRSFrSgUf9pUITwxEU1qPEmwoEm0kC7PCJMEFvgSwas63oFQ1C2zWYs/Ouf6PnIgCXEI/r7+TUd831PYm8xupErRXCnV1h+EbG8T7E3hygre7TXF0IrKF+0e4okBfv4Jt1/AfnTD84hX0pI7xZYalH+xJe7xVx/b7M6cY3azLHG6azCs2QFUCDM6h4xBVr6GcOBUNk5CHkzV+9GgXbRVr76aEh7LoipRdMeegPoc7uijvV7XOK3WqKiiqb/+I2u72THSgcnNxpXKYWu0w2jbkEYRdJ6YTxghYaTKFiwKOFyQWYXkhfd6iWlZQ9uRUkpz+QKT6Frx/nwtUmlVtal6Za4XtD2j+/l3scIQ6O+fqQQd70WXj6Rp20WlpMaBU1VjmlqrYxXOw8Esq7i7OwdYGyU4LnRbo730wv0c/gTb0DPhqIYnQzSZH/+M35Jn/pR9Qe/8Qe95Fba0zub1G/wWfrK6ov3YLkgx9fIGu1WSWXlalenUF1x9IkmfdkrvUEud2oZujPF+6IdWzVAK2lL5UwS9VzPPWRb7dwYxS3PUd9KMjrv66Q09TYV8cnWNBTFqqU+gc7T94JPt2ZVO6WUsJTblfFe6h6h5VVe8lfn51r+lmEwIfM0zovdYpu20GnYhrVh57ZC9vUHvYxRnF8FpE590uq4V0NofbXqkaKCMw68v4DEUppKRoHOQE3QyvN4HznkiXeh6qbkTdKgqBEBUGEoyjANVq4J4eyLlMEtAtnFEMrvk449N/I4Vc0XnH59O2P1XgVUrVgT8P/M8Wfvdflyf+7wF/E/gvlVIZMAH+szII/6fAzwBrSqm/U7717zjnfvBJ32UDg04sJrOC2g08BEErrUdvXFasDvnvRLSAVS1Gl76IaOGVUbaX9HiK8z1Ukor1X+hTBEZuMKXKB14g6s73sPVQeIrOoSc5RkvbIg/FqtAaBNSVqzmlzEF0bmf2ccqC6UuLGIRPGowsRWTwRjl5W7wciT2K0GAjQ14zjDcMSYlEN6mY0WcNZhrQKtU4r0CNDbbn0ScWwFTLQr1ARQUuMXJvF+VseGqwyoBxEDhsogkuNMGRILfzmiLdyQiMw/MKbKFlDpNLppi2HTayUJOq32WK+p5HY69gvGFmiktmIsCqtKUwmaYIffxhRUXw0eNUHtryBpcT481v+NnCUOqfVlKIC1txcjqbQQHonS3s8Sm1D4/xrq/y5M/XuXm2gzo8ESOJih+tFPX7fdQ0w6Up2Rs3MFsdeOs9dKctutHnXR79j7bpfFhn5a1TxndW8AND3vDRGy8RnI5Fu7kETqh6TLHaQPf64o1cbt4L18g3W+hhin3vY4ovvIi+f4j+/R8S+R6q+Dzf+dI60Zf6TJoe01WP85dX2VEKfdaXY6woIpfjWznbnQXESqTiEg1GRx7JnS2CvS7qvDsXaQCK4QhvtUPrUc543TDdUAx+/lVabx1QHBzNW492+TNn2ydVMhVvOM9xl8UpFve/2haCsFlblQTryjbu3iNJKqaJIHlLnrs9Owcgf7I/p5RV7f3FQFhWd0tDrUqa0n92TlopoNlaSPd2SPthinnxJkUrlAC8iNStEp3L4hqz75DPOv8bbzDahYsv5/Rvfokb/+JYKrt7D4kOjql9tM705jp6nJJu1AmHU2jUUFqj+kNcnpNdXyft7Ap2JbcE909mxgjzXZ8Hf29rE7u9hnq4R5GmC+1d8/yge3lTGv3OPUHw+z5Fv496fzDrRtmZbOty98JedKVi3jsWgFT5WbNrDCXS/Fl0/nOVqFwhDkc3d7G+FjplCsmqAueJX3uzpCxOmqCg+XCCenKE/yAnuLbDZHUNc+GYrkngzdriS65STe0A6ocF/iAneHCMm05xSSqAKUA16mjrxGihGncFvigdZkmJ6LYQCb1QPT6gudPg+EsByjhcpll/Z/LMsS5uf6rA65wbAWuXfvf3Fn7+u8Dffc77/nvgv//TfEe1VTQgMjDjnCi15DVxhvEGKelKKAHTKPT5AJekUjUVAgMHcHEotn8ZogGaZlL9lGhoNUlRtRDnaYR5bKUFajS2U5e5ZOBBee+YUhQi7FsJ2AmgpP3rDMLnVXOJy7wmjj86FzBSEQq6edTQhKEPm35pdyi8Yp1apus+kzXNdIPSB7cM8E70n4vASeAEcBL0/YEm6EnrSWeGbKpxnsO15cEwcY5NDS43qKhAeRZnFTa25KlUsyaRDFBHBb6fUw9TrFXkiYfKZXbrTYQ+UDQFAOP3hCs9vGqEQlV+jjeklNyUfQ8HVjoQSol5dJZLi3kR2KHUPAgHftkWdAsI2rnBdGXi7cqZDlrj+gN0p83jv3UFnYpwSLbTwj88kQVCa1QcSVX7ygsk2w2CeoTXS8gbAcHVK5Jg7W6TXF/FTOD4azC4scnoek79UQ2Tysigc0/j91L8tRWKgyOSF9YZbwesHMYinlFuo5c36N/waBxE1M1L9K/G5Hdu0f54G/3Du4S/+Ta7o9d58gWFnmisgcFNKzzj3w/xqhbq87aFqvoZc/CSimI21hl+4Ypcu2/tLcyqFyrXLCfoZ5jE0twDlTtcHMrse3Rp0ViYgS8tqJdlFi8bDDixhVsK1IuLfhUErKNyVRq+1KF13qM4PZ8HMgzOLQOeltr6l/ez2qel8yZJ41LgqRZ5z0O/cA2mKUWsOH0jRL8c0n6UEV9KfmbKSdUc/3KL21l0s0P74zEnX4uI2gmTly3HP7XB5tkFxemZtLGHY0Y7PtAg/OFDaDbEjaew4q+d5eQ1j/51T3xgzyytyQpmmswV0RaO22ysM31pm9GOz+reyUIiJtWlUt6zXN6FrfLfVa2mzHdLxLhNs1mi8VysQbUVBW40Rq+vzY1LFj7b4Wbne55ML2RGS90UWRMmWzE2EL3w7kvCDBnuGkzixLt86hheCVj7g33ccCTANM9DTRLi8xynFN5UMx0pnFGkbQ+dUr7f4g0SCa5Va78cf7nRWAQ9pum8SCgKEdMZjecgtXYDNZpgb+wyuOrjDyH6VsDwOpy86cHvPPdUA59F5arcEh2NxRIvEFoNrsxEHMRPB5AX6In03l2azYXiq+BayvzN5OTCYN5yHI7nP1uLbdbKNrT8Xl8McfVIKuk4wMZiWK7TAm+siM9BF4akrSgSaTNXlCbRiYb6QUF9b8p4N2K8oXEe4g8cCUBKp+LviAPna7K6Jx69TSWBbCrHOtkQ9LBU2AprLAQWtBguqJLSJPwz+XwKJZKQjQw7azM7GHnYuMCLcpq7PfqtmNGKj+kbbOyo1xMiP+diUJMx27CalZfXpQCVKUDQzFkT4VpPBK5fP7BksSQZ8gZAUyYWEnwxRkyonU9lirAEqAKpVjxvZk6tggCmyZKB+Py1Vuag17bJmo70hYSoluJ0wPinXib+fUHMKt/HjSeoDx5y8L95k6zpER9qdA5rtW3SlqH5b98hMJobf3/M2Z97gf5f78NJrZQGVfhD6N30WHsnw4UBOgwZbwfSqj85XZgnWoJeSv+Oof8zKey3UVaRt3NOvxDz8tk2PD0g+Hgf/zu30RGcfsGx89oRe3ureP96uY33jERkJXo/Q04zr+aUw2xv0v3xK/RvGDbfSkr0eLlgWj1r+RVHx3hn53i+j6rFZC9dkdeUFeYzbdQF5LAOQ9jZhPMe9uKC5dKS585TP3Ervyd78xY6KWi9tV8+rzIznbcorahxsfC7T6rcFlvXzwNNYUr0vMGVCOZivYm5GOONBJthEoh/5735NaiOqbSdrGhPz1TbAEbjvf+QW//8Ngc/0WTl1LH1608oFmwD3WDAyjtdinooc+WDo7lIg7WkX32ZZMXD+orW45zpiui6u9GcQrWIUnbTKf0bAcHQyjWZfdGl5KS6d6r3VnNWDexuQF6Kl1SvK2fHVadl1tauRhrGiHlBiXy3F11UFGJH47n5Q/l65RTOqfl+fcKmPJ/k8y/gPBhcNSQrok3gDyh9wAVPkzYkKKdXVzGjpjAYnMMenVBPM1y7gfM07SQnXxcXt+m6Dw4mqx7BhScc4Uko+syJKOkpzxPOfgmYYjJBNZuzZERFkfy+N8QBH/zXTVRh2f1tiI8SBjdjxruffHzwGQy85Dlq70QecK1FrD4NyxZfIvytxYtWFBCGqFqMM1qC7jTBVdq7tUgW+/PeEgFdlRWCKYX7XZJI1TtW6EmZCXkGFXjYwJCsBuVA3mFSR9ilrHIlSFpPKEuqkJtjcCNmujoPunnN4Y8U0ZlUhLpw5HV5INKWpgglo/PHUl0VoXyuKqC+LyIGkybSynDgfEE3+7kibcq+6EThjENPFYXyUE5JoFYOVwbdKE4x2rHSGjONPbKOITmPZ7PdnZU+j49Wcb4V5SrtsIHDBQ4zlP11HqgR1E4keQhGDmugfpTjtCLpaOoHKcHRUOQjjZEZUVXNVkE4v9R6WqqEtcy8qsq3anMtVj1l5auGE1r32/RfkUTr7LWIrT/szcFGZSvM5Tmb3815/JdhfEVm9O37olbW/yufo/3DM+xFl9GOJpn6bL9wxlG9Tf2dCGUhPnMUkcG0YvKdO0zWNdG5IEkXHzPzg4/hb34eexLhT6QzUnvoM76ZcfHlDbKf2aR+VDB8VeZB0YHP3sN1/HODOjhe1hh+TnCZ8VSr4JvbeSXsGYJ+web3c8LH51ilhRtar0kL2xhpJXpembimuDTFe2sk1c3l735OBanWViiaEVorWFrky1azdc9Yws0+r6rMF661CgIOvxJjfbj+Kyn6XIBsFcVo6fPL66+cerYCW6hmF/nUulbDlgHLFQXa8ySIVPfi515ETzJUf8jGv76QQHh+MRPRXxQF+dStnPGe/OJL1E7E/KR24AiGlnxnBc85isMjnHUSwN6/jwn8UgWsnDOX97l/NkanEfU9h793Tm29hXp0MGv3Lo0cADsYsvLBGJ3mnyjDKuekxAdUnrqL+dG9J9CozyvUheOqTARm6lHVbDkwS99nJ1N0FC5dj9n1MVJd6lrtGcrQbLYbheiNNS6uBpjUMXjBYhsFpueRNWW98UeKvCYg16CniLo+/skQGvWZlGNxeobq9maYEX80wd3eJDrPmax7WA/SdoB/0J2jqUGKNaUkHqy04eQM1WxSKVYBgsAej5cSTr2SYr0QVTiu/laGNepTebOfvcBrnRwUzBZnlaQzbiAwEwogz6Uv73lS0VSSXkjbAC0VrhuNsCWadsbbKzMbys+hKFWViqLUQ/VRSqGVIl1pChzdgNMCoDKpfI7OFGlLdIol6ELaUOSxmqlK6RxqR/IapwQopXJF2lCEnippRGJArwpAiQGCP5DfFwFkLYdKFaphcWNv1nZO1q2oVVqpir2xSFkKz1eCLk6hvII8MQwnNaZxTlxLWKlNsE6xNwoYnNUZJJrR1ghnFSrT6Ay8kSbzLGqssJHDjDRBVxEfO5qPpeXvTQus0TPTeH+Yi5ZxfwRxCLWwbPOXGrrVTV6NCC7Py5SeLdAqCOSaLMrWLfIYnYP9I9Z/ZcjZm7cJTzUrH6ckWzXi/bqAhkAqP8+j/u17NF59mckXJviPIk7eVCS3p5ijkM4fp9hXb5OsOtx5wLlfp/5OxJXfkUCgHx7iBgNUvUb+tdu0HuZkDY26uoN68ATdalCcnWMnE27824yLFwOCXzxh8uubjK44yBWD65rwwvHk5zXognhtyjTXrLxt2P5nH83Nvi89E7AQcJlX/ksLpLPYgyOi03OR/0vK+WgtFr3p8wsZkXz+Nuevxmz96iOK49PZ8yAHuTADvUyRKee+9ugEdXDEZXcg2YVPyfRLnqtSy59rpwnr76Q8/XM+050G0YO9+TFX1XoxD5quqKrvS0L+C/dH5QnLV15lshER/94HJZdUzys9rdC1GoMbdeLjFD9v43yDfffuslvRpc9+pqW+UEXq7W2aTzNO3gzIGmBfGuEe1Tj46RpXfruGP9oh+t79mUGDSzOcS2YtdSpzgvfvo7XgToo0hcNjacwuzpsvtY7N2x/jshxve4viort0/eaes3om1jGrPqvPy3ORpYQl8JXCyHsuJb1oNeedl57K1fWU7yzQxp/jNZSc7+cKn1Tn9NZ18kaAN7EiGoTF9DyKZkGwMqVYN6QDH69r8MaK8Y4D5VP7/WNx+lIKggDdqOOmyUzZzNouwROffLMl/uiFIKWz3RU830MdnsgIIArluFbapFc7hIWlaNcxJ13BAKXpTBzDJSkqirjyG4re7ZjmgwG9l+rEpwW1tx49e4wL22cv8FZVUdmKVElSXtQyqGpp7bgkmfffnYXciYrJWFoeem0F5xnc6fm8Qr6k/+vyXGaJzqHiqMwiBYjgrBUNZU8WG28qNCCdS9ZVqUh5U6lw05Yi98tK1TLj+BZGWrLWk6Dtj8TcIRiIKUEeia+rKqRtGwytWP15UgHnNUjWLLZTViNWzVDN2WohFe1UoPZ6orEZ6FzJ+CS0Mg/2C5R2uFyDVRSpYap9bJRQOEW9PWW838CFliz1oOdT2zOkbUfesNjAogqZR+oMwgtH7aQg6KWoNIfC4SKPvBkQnI7E8elM5u92qyNJSW5lRlIa2rvpVNCCk0J4c1G4vMgtSrTFsVzrLHvWjJuyMhoMaD6YZ/DRwVCqugpcVS6k0y/dRBWw0h5xum3Y3D1nMA1R3xV1KtWuc+fvn/L4r22w+080/qNHFEcnAvaoEMJ5H29cEH64T/rSDi7y0e0mqtlApxkUBf43f8T2o10+eG0TvjglqqekjxroDDb+uM/G90BlBaNbLfrXDZt/3Bdd3MvbZSrPJYEEAPVjb+C++6Py8ZH5uKveq5UkH/UY3WqCUly8EBFdWFyniTo7fz46+HkBtKKmLNr/XdqeQak+Zwb6DJrVWeI/+pjGi69T+/AYF/gzVO4sEJXPfrXg62YDFYbiUfw8hDSgG3X2fqLJdMOxXnuN5sMx+t17CxxTw/SnXxOLy6fnpFdX8XoT8p96A6+bwDsfli3lTxDTuDSvFvEUTfTgnHZrg8JXHL1giO4MWK9P2LcbgMeLJzvwo49nM+xnEMBlAQBm3vb9pO8tv1vOs8VsbXD0l65TPyyIjieYUQpHp9jBcN6iv/y+P8U2o5ApvSzEAULdqxKqS5sr3ZcqQKTwdK2s465KBso1N8tRR2d4vZDJF69RROAPNOlqAb4l7YcocTkgX81RToC3OoX8c7fwH51IcjURD3EVBDidl4m7SLzqVo3226eoLMe269jIQ/WHWOcwu1u4WoSaJNg4QE8LkuureMOUYmcVlbbQR+fYwXCWqHb/6uucfBma92B0vYY3dcR3T591hLq0ffYCbwmiqTZXzaiq+8VTs0H3LPssL6YtaSZmYx0X+DL4znPRGU3TpaA744xWWykAr3xvdlO4NEX3RoRAUQ9wvoCxitiQNQxFoJiuiDAEMJ+Jagm0NhBglE7UHDDlCadXZ5r6YQ4KkpboRMcnGco5BtdC8rqArJwGG1tMYLGZxgtycueBU7iwIKynFJGhOAsJepoicGQNiwscKIfyxKowm4hJgQoLPL/A9wsuRjFKwXpjxJNOgNGOdnNC72FJQlOIC1NgYWQwKdT3oHZsBZjz5BiUIr+2gXfUxexlEIVwfCHzkjRFPz4uuxLLi5cKBUiifG+mdeySZEZcf+a2WOxOZNkzf3eFZfdXD8k3W/h757jzLra85rrTlnazc0QPLzAvbnF63MKvpZz266QTH14u2HEOdXiG215j93dHdF+qEW1cofZvjqSNWwnZG0Pw1l2K8RjfWpI3rhEenMFkitrZRGW5GCxoTfsjw7X/RLLfDz5qcvXfHAngLxcwSv3BHvWqE7MAJJv9l3lQvCyYoTttWO9w/GaDrcMr5E/3ykeofK3RYqtojOj9rnXov9Kh96Km86FFdQeoThs3nc4qgyXO6mWzgQpQ9FzhkOpHt7RIL20LwiOL82aAotdn5x9/SFF1KD7h87GirsTWOpx1F26AZ+fKqtXAH7qZV3TWCggDf4lTHP/RXcLBgNw6/MBn7xc2cQbqBwGtH5TjjXLWXH2/+9ob6GkuwfNS4LInZ6idTeKTVLo/j0OiN0fs1Pv0rsZkqcfR19vsnm9R7B8J/aic0+PUs4pZnxZ0q8BZdQWc4/ynr3H29YyLvkd40iQYQPtBm/rvfiAjuTzHVpz0St7yUhtdlWCi2T2oYSYMc2mrNKJFjCRfujcuV8jKStfRbG+B0UILHI5Q13ahPxSLPcANR9ROLCNlSDvSZTNbY7R2rDTGTDOPaeozCUPc2KMIPXq3Ytps4D89k8/N86XRiTJIMH64J+v81gZqOME7TWUsGUW4eizPSS1ieLtNfJwQ3jsuz7HGtutli96gfA87mrDy9gXReQtnCo6/4LP5ffF5z37spf+wwFXAPEAuVr7GiEl5VZXGBqW1lP7J3MhaebKQqyyXqqr0PF1Ews48XqtqueLg+d58YSnnUG4yRScpqlnH1iPydkjWMEzbmrxeykh6Uvlipa1caTgDZft5bprujBJA0sRipqINGp4l8iAD060ao11paxe+yEOqVIFyNDpjsswjdwoTFNhC4fsV/QfyyAkS25WJSmJwgSVLBB69sjkg9HOMcnjasn/Wpsg1oyDDD+T7T5920JFjXLfoVKESjZpqdKIwY0V8WtB870zOb5aB52FGKfa8KxVpFRxKQr4bDGQuq7WAEpJkJjqufK8UKlAzRPqftM0CsLNzbmOp8GMf72H2Svu8KqmyVvSaq3lvM2K849Bdj8IviJtT0oM6178hXOGzv3Cb8ZZi5WNRc4p/9JRisbVYtdMmU1Aa2+0Rvl1QnHcBMCstnBfiTs9RTpSV3nnvOgA7bzs4u2D4E3c4e8Oj9dCy8vuPJSm45D70jFTkIggGZBEcjzn6M3eYbCmK9Tbq8Lh8bNyMZ5x8/rpobj+8wHmaxsMhTjeIznKy6xvSniyK5+r2zrZFoYXq52q7rE60cI6eV4kqz595t7o8m83ycW65SqhawWGInYDZ3aLYO5iJhUilMhc1cdYJVWjh/ZOXt0jWFMNbORcO7vxjO1eDqkalwxF6ZQXb7zN8dRVnwB84ovMCc+cmeAb78YOlwJ6shwQXCq/kiTs7D+R6Y43Bq2s03j2B4zOuZ7c5PVxj/68UXFnpcdBrkazC9PYmwdHJUgdnNhuvBC8qZ6nLALtL5xTm98t4W6MGHq6TkU0DasdgJuXBJomMH563fUL1u1TZLlzPpar3kvvVLPEqOySzf/s+k596hbyuqR0k6HELc9Il3W1jWjFc35Ju5TglaWlGV2XdLCKHrx3TUcDQKwi8Ams1buwRHXgEPUd8Wo4ho3DeISuVtVxJWdOtJi4v4PoODKeoJBNublFIh/OiL+vSeErtYIIZJGLccHohx9HtS3cujmcVr/3wHtE9EdK5+b0Gxc46bjDE69aff57L7bMXeJ1jZt5dzZ2cGBerVBb6maKL72HP5+AOHYYivB+IMbKbTOdV7MKmwlJEPIqkhZ1mM6Szm5TgrTyXvwe+tKwjn6IRkLZFSKOIys8qJNbl5TxXWcAhQStHENPl7Nd6TlrADjFTAGnBWkdR80nWQvJYYz35nLTlyDsFGEcx9LFRhtYWL8yxTtFoTjHaMkpivIG4Izm/bIFPFG5qsKEWoY9aQVYYVmoTCqu5GMc4p6g3pdKpRSkXp01UoQiujph2I8jMTP4xPhLEduPRGE7PcZtrsNIWMNskmc11cLa0ZlwwPigTJLJsNs+tpOGW9I9Lr9xKDGLmYBSG8nPV4YBygUcUlkaTEqW60NFgYdHI89nCZI57bH6vQePjHg//1ip2GPPiN4foH97F5Tlr3z0l/bkNxpuGzW8K/UMWv2XqiIrCWRvQJSnelZ3y8B3u0RO5X30Pb+zwBgYzUYx2oKMN9W9+SO3xDlgE/LeAT1p+FJarHQmQzIQR3GTK1h92KRoh4+t1otprmO99IO09DQwGhG8/hNUOqj+EkxTlLM0fTWdo1GIymQst+Gp5kS8D7GwmWAWGxaq4TEpmMpJawEq88/HywTyvgi6roqp6oJxpSndKELVqfRWT5ez/1Wvs/lIhSVRRoD9+Is5R4/FsDjkDbpX7P1nzGL2WcOvqCY/fuoLXG6K2N0S7uuI7v3STZLuBN8p48pcAL2V1q8/Dgzar39ti8496y1U+0Hj3mP1f2GV3b4tiQQENwBnNxcsetf0GPNnHf/8xO4dt9rxtLjbEqjJUEL79YDad14E/D4h2wflJ+cvHVG5L44ZLXZDOxzn9l8H4JW811wS9Bd/rxar1Mte2+uxPmJtXLfBFtbQZyEqr5Xa076Hq9TnCuihwd66z97Oe+H+/UiM+cWx8ByYbAW4rROeOoJfjVqPZyC7oK0Y3CqaHdWpPDNZGXGyKMU2rJ9232rEkcjqVkUTx8jXMIEFPEhFF8ozMlT2P/IUtbGQIsgJ6fVQezEeRlUWp7+E9ORV6o7XL/snWSfFQVveuwqw4B2GAnqYi+HL/KZ+2ffYCb3UTlQi4CkChjMw7lFa4vLw5RqNZ62m2ODuHi3zo9mfBoLpJqiH/TOovz6FYph7MpAyr/XAOFwZStblSLtGIQ5ENRMc4r0tQUhYo57kg/84jV6KTBfikLDiP0rLQ4V9MyDsxg+vilJHH4A8EaOW0oog1eNJuGRV1/I4ck1YOoy3d8wbxh6F46IaidoWTQO88UH1FEcnnDHNNknhk4wAT5bQaExphykm/QZp4qKHBBY7pWSwt9UaByjW1x4bOvZzG+2cCs19pk+y0yJqG5tuHMBahc7tAl6g2V1gU2ZwfWoIwdNlmdAt83WrWYydT1GJLsJzX2NFkhshdpHeoKJwj1p/jW7vYurUnpzR/bwzWcfU3IoJHpyJwXs6pig/vs9sfkd7ZKrndl1p/ZfCtZpCqVae4vcNwN57xuFfOLlBphpqmItZet+SrBShfZsWDBPf+/fI+15+4r/OTaJf+O2tNKo177x4mCun9Tz9H97bH1bstXFl9u8LiBkN0nlNU3FwnMzcH4qzCQqV6ueqtFtK8pOBU2/NED5i/V3dH2EuiE3OQVJlMBULJUrUYu7WK+viRXPOqArQOdWOH7pvrtL/xPvGpxW50oJxJ61ZzKemWD10GO638ynucfOl1HvR3iC8UeTvEA/TOFsXTAwCe/sU1Bq+leGd18DM2tnuMk4D6+piLzzfYeMvMK+Tq2vcH4Jj5My+dl/Mu4cWWCAGBzFaTlN3fCRnebpGHivrBVIqCMmDNZvVazboBuAUA2idVvGWCOzvPztF475g73Q5nn4sJe46V37wnlW5lklF1oqp/V+e6BO5dBu8pY1C1sqAZDOXeKUTgYlb1Xhot6FYDNxoz/PpNar/WnwVyvX9CdN5meDNHFYqwaxjeamCN4FxMBmkjoH6YsfH9Ec40MFOHUx6de5bwPCFZ9WnfF3Br0M1kNn9lhfFOSF4z1EfSPRy/0KJ2v4trbcAkxV3dwA2n5E0fb5Rjo0CAeist2BfRGBfL9XSn53Nw5wKgcaaoNk2WMArVfNued8lfuIO5z6fiIOCzGHirBzTPZzMvaS8jGUlJ/5EZbCagnMoTcRHIkS+YkS+6dGSZgFgCfw72UWq5Ki6Ds0szlGek0tagcyOI5qwEWo2ZyUjqTLSK/YGYyAMzKz1dahorK0HVm4pDRh4bfN+QNTzyWM3a0c29gsFVgzMQnepZIC1qivw4xhsrspWCbmbwDgKCnvgIZ7HGG4t5vfXFlQNXnlMFdmzIVIAJC7S2FFZz1G3irMLlGhdaMA41MTjf4bdS3JMatSNHdJLARR9qkcxkFRSBYvi5bekABIq133oonFZYqlgl+CILa4kgd2VXQ4chNhGNbKeFaqBitURRcIWV6+l7cq29Sx0Mz8ORLAWsywvI4u9cf4gyGu/te9iyPb5Y0eT7B/iDodwjr91B3X08wwCgRUdZRRFuIHJ+vds1Tr8EtX0RRzc/eweTOpK2Juw7Ote6vNA55wfJLWy39yxATM8ry8V5XfU8uPRSBeIWFuqigGlC0Hf0bzPvBi20DmeCGItYiflJkfu/6iZUi+hCpaW8cjTjX1r4F/Znsdpx+wty7nbB77Yo0IGPatQlIDUbuPGEbDUm/fNvEB9NUd//cLavti1gFVcUdL5/SvcL63QexSKWcH4xvx6LIhdlxaicoLpf/j8/4O7//CbjWxnJez7B43MReCj3t3M/Z/xjOeHqBDf16b69TrZaoGo58faQ7ktNOj9kAVRUYHsDdn7zWLoIl2awdjhi61cfY1ebAhhKU9xkQtEMCc8z4rTA+9EDCYQLqlvK85+1kpwlQsUz81JA7BRnrXN5b/7gEfrhE7a+LyYghS2kKFmaDdvlf+t51QoLQbfC26yvcPbjW6z96kdCwdxYo3iyP3sv1okh/cYanJwx+ok7BINMuoGdNrbbE73zkzOu/7OYh3/7inClJ460IYDIrKHIlCK8kILD+gYzdXgTR3wKnT8+4PAv7BJdOGr7IvXrf7wvGJOGTxGU4kWdGJQibRi42aGINHmoiM5zfF/jDcvqeDCW++DoVI49y0ROtdMWulDJpKlMERYTDOV7mN1t7MERqtnEDQYyT05T/B8+fAZ9/rztMxh4F0BPVelfLYpFIYIaVWVbFNJeVqos/WUR0ac9nHUCKc/ymdYv1glYJS0VSRZbkhWnD9D1uvT0y5Z0VZW46gF3zABVAP6wND6YiHWVPxL1KluqPkVnZRWsBKUcXTi8scWMc2xgcJ7CmziyukIXMF3RpC1mrerwvLQDjDTxcdkyTTzAo7YvIKqspil8CbTagj9xFFMJwHmsMCj0qSGxisJCYTT51BfqkLEw9EA7mQ8rILDYpzWu/VZO/KQv+sp5LslKs16KZzhsoKgdp6jMCrDqMsClrEbtaIKOS+J52XFweS43exjOzcArAjtI4lUGKZfl8nDPPvg5IJ8KWcpCwC2D2pI3aXXtKpDWYnsP0K+/LELojYiDn2xSf/l1gkFB/JvvoDfWGb+2Te2jE/n+dpPei5rVV044U2vYdk7/RU1wYfBGYm5/1K/xdq/GjV8u5g/w4kyt4gcuVL9LbeZLrc7Z74xYGbqiYP2f/pD+f/P5uQ+os/NZ7DN83AXRksuz5PJ8VOf0GdnKy63Ky63jqgV/+XvL4KyCAHdlE3U/lWQrSSgCzdFXDO27ddZ+sCDs8IMPqZUJc3KjA2peSSwCpFQUCne/SqAqTrN1FKfn3Pl/R5z+1A7+IMUeHC0lZY1v3mPb3OHi5RobDy2HP5tz6/YRB90W5g/atD8ezGkkbn4s9v5jdOM5czzrKI5OoEpAy+M3f/Te7BoWiwC0atOlwETB/NqACPMPh6AvLdVl5TnrBi5Qh5RWgkGwC5zf5wTVJXEQ2UvZ58sjjsd7rE9T8dTdXGN0s01UBd7qs/0AVwvRqyukTc3xl2Ku/9oANxyh77xA3onR33mPYv+QsLsrdMlJSa+MZZ/8oaN+lBEeDum91iG6sHTvGLwJ2FaNje8N0N2RAKBWWmSvXBH3OgeNPbkvzl+rsfLBhMbjCUc/LutU0Hd4U4NJ5TjDR+e4Xh+bJJh6DVY7cN4VjEFZBKg4Emqf1s+cD7PSEfpquwWdFtkb1/C+KayCZ/jJn7B99gJvFXSrh6O6qUo4ujIa1Wljj09nc2BV6ixXVAfbHwiSdnMTPRhje/3Z3AjrZtXYZRUkfH8+44hCnGfmJg2RLzKVqcVkeuY3q4zCpIKclJayIzi0TNYMOlHkDfHkzRoiI5nVZSGzRuHqHn4h4Cpv7JHVPfo3PLIGBD2plNOWKFLFx2JArwr5fXQq3r/+WNrfSVv+ZtJqnixB2Cn5XVJ34MAfKtzIx4YCXDCJIm8VmJVU1urMQM2i+j6r70L84EJUvZSCRl3avmlGtD/ABR7ZSkThawgN3niy5P9ZnVcVhfPuBcyQgVXArYLtUovVGFQcy6y4uLSAXEawVt2OcgYqQanM4p+Tyc/2Y8b59mYtWIDeGx36NzTbfzQVHrWvqH18zujnP8/Z62KVePsgRo0nHP2ZTbKm5eSwDSsZyjh2r5xzcNrGvB/j9zIa36ux9Z0x5vvvLYxSypZyo74MKlpMPKvZWqUetPRciGm67Q9nILWrv5ViS2To85+thTmrK0Cb+fkr53JL8pJWS6K6cL6XADaXTAeqQORKw4hZ4K/a4kWBWu1w8uUO0a0Wjd94DxVHhOcJ3jig89GzFIxZa7pwtN/ryvmprnXJK3YlelXGEQsLnxMrvGLvgLVf6Yv2c8U3tU6uwXBE671zlFsl6OVc/YbHyc2r2LZj8GpG/aDO6pM6tm9n31N99hIf9XlqXfY55+5SkKvavKpeg6KgKK+ffvNV+PjRc117LieKz3CZS/T9bEJR8mlhYSZsDDoIJFDYeeK6NL+vjgtEI9oYWGlQ+85D7IKSWfU69WAPd2WLxn7C8FrM4Fad9g8LimaIdzEuaWIZW79/QbpZxxumjK/UaD5OyBqegAD3BqhJQuedC8Y3WtSORFLVBRKqlHXYjQ691zo4BZN1XeoqeERdizd1TDdCMavJSg2EhiLqyiy59UFXgm5/iMszmce2GqCN3L+eJ6DNyoilKJ45L8XZBa4oMK0G9uET/PAmqt0U56LFc/cp22cw8LqljG+2VTeMH0j1VbWDc9HkVJQ3YAXkQdoJrlVHNWuovaOZoMCsVb0ALqhQzw4gKTmEvlg8kYuFYNb2KULxy60M7FUJlKoQy9ZTxKeZVMQKkqZYT1WBeuVuSto0ZA1N0taY1Cc+zcWbt6XLYIi0ckOIzhxFpMiaanYjxafieeu0YrqqSZtQlOb0OgdrJDgXATNfyCJ22LBCSIPOFEW9wEagajnFyJvxg+n6RMdGQAvWQijmES7ysbGPHqbkKzHdFyOKqimQgvVuEB2MUR8+mKHJ5ZpaVKMOaSYUn3JMgC/86SXlmLJVWiVUGFO2VO0MDQ08I7pR+etW99BSlrqACFbGCLqdxay/AvrI4hh2C/w1zennIqJzS3xa4J4e0P2FLUY3ctBw/oUVWvcjTApuM8Ech9Rv99DKUTiF6wZMbqccJjWu/etj3NODOZ+x3MxKB9dqwHgyS/zIsllwWFKoMrIwFP0hOItZX2P4YzeoPezLwvbuA9TvvU3lRnOZgrO4Ka1w5cIvsyqNbjeXE4DFgNppS3v3GUTsQuA2RoKHUjAcLQehsmJXxojcZgb+qJDPrUUUNY+N72eYt+8ut+EXqsLgW+9LZ6sKfguL/iw4V8eTX6rmi2UD99n9UFZ8au8I/1qbwbUAfywJbfNLZyQnTY5+3LDya8ncNWgxmVjsuFwW1WCe0M2OJZ8fW9VGVgY5d1GEa9RQw5FY0p32pGV5OaAvBe/nby7PZDxQSWZW2IAqkAQBemtDKrrBwly/SpYqitJScLcCfDQGZRfeU809B0OZ23cHBP0R1/YFmEq7xXgnpvngcN52frxPWGxh6yHxcYLTCpNagqMRqjvAdZpgLbUHXYJuDa83FQBs4ONCn8m1JqMtWVezpqyDRegI34ako5msl904j5lhzWhLvNgHL7ZpTVJ0idOwwyHq/gIWqGrpVxigxftwIQBrP5R1K8tRdx+LXsDCvfUn8aM/e4G3WgirrXIaKjcVlii0smVZIWGBWeaPlc+wvT7aOex6GxWGUj09TxYP5pVuKbbgplNRwjJaFovconKHrUn2HY4ceSQc3mAgKNIi1CUa2SM6Scjr0gZRzqGcoJWtJ7OIyZpoLQsP2KN+mOPU3OEoj8H6EsjTlsyGbQCtR6JUNV1VOKXI6pCuWKlyfWacxVxEXyTIpoqgq8nqDuc5ohNdGjcoMVUYeqhM440U/lD2Lz524ggV+DhkdpI1xXYxWQvp3vYpIshjKEJH6wF0b/u0dZ36YAvOurIQNhu4OMRFodg3ljJ8rhABfRWzALCadznIshnqcxFBXFWwl5HqKD2voKtB5mXOIyzdW9XCO6vqkIU7+oMP2Pm2pnjlBua9h/K2oiA6d7h7HjqD9d9+TP8rV/BHFnUUUr/TY70xQitHbxrhrctcdbzryajiUtBVUSj0uNI5SKnSyq2S02S+UKowlDndziZGaexwxPDHbnDyRQ/1+VVaDy2dt/NlN5rnbc7KDH19lWy7jfe+zK7VakeeM8+jOLuYvXa2r4363ApuoUW9aLWnvJJh8DyxCSe2hapRh6MT1v8gp/vlLcJ2Ax48wds/wqtm6EsJg54Bs5aUpGajJ5aNE9L02aoT5mjs6v0LC6krCorhiPiHT4ietHCBx2StQ//tNUyAYCZKENpSArMYrKpkfjHoVqYeFUL/E66HK0BfucbkegcbaGpaUbz/MfnePrpeR8fx/N6vOgd/iopKEoP5eGFxhuvSdG5lWZ7Iy61vpdS8MKmSDOfgvbsUWY4uE+bZedEKsmwuz3p6Jp/xuRdFKhYodtcwYQBZznS3RfTeHiaOSK+tiNd6mgl+5PBEEmut8Qdjiq0O4zttgn5OcDTE7+cEA4+0VboWrTus5xivCx7GTGVtzmuQrFr8gcYfQnwq+zF6eZ24FaPHKfrxvqwZWY5uNVC+L5Xr5Wt2iW6lglLDP1ZkX3mZ4K27szg0e/2nbJ+9wPv/o+7PnmVZsvNO7OfuMeWcuefhzOfec8e6twBUFaoaIFAwgAOaFNmyVktt3bSW6R/Qk/4DvctMDzSTjCYZm6JIdqtJogESY4FEoapQA+pW3Xk498z77HnMOTMi3F0PHhEZmXufW3i89Jd9zt6ZMXh4+FrrW9/6VgYpA4UnSH5DvofeXEKeDxDDDDrJogNrLbLRRGhTKkMJwJisi9EUUa2C7mcbbpbDKm8U5SbsSZq1G4xcyYwxqNjgjwSTthO8UIktZCDV1Lh/ewLjO8ayN9IkDYX2HFwSDAyTJeVY0WP3fatco/vhhkfYM3hDjQkkg02FDbN0axfU1CKGgHXn0KEzzpM1g6lqsAItBVZKpAY1cVCz0C5HHPZMZuglcdv19lUTSVrXrv3fSGACizd0pVJqavEGMUmnQv9WRFLN8jAj5boordkib+2N3LWkVZgsKSqNKmL/qDA2wljG1xp44wp+t+fKQM4u3MYzmRZsZqdu4xwgEYWz/G6cFC96LjFZSNiVXgabGam8fGguL1cm2mWR5JWatNa4NScFchBD4GO6jkS18p3HLo89mWIGQ5o/cYIFlSNJr9Zg0IhYXeozSTxa9Qmhl7J/UCVZruE9KUctxpEyBqO5KFNWnXBJLpla5DHv3UIMxph6hHn1Bv5hl6QmWf5IU7/fZXSrOYtu4GrYM7s/sdQm2Wxzfq+CfeNVhHb9pa//0TlkdcCL39G7BzP1qCv+7ghgmaDNQsP7wmBq41ikq0vYkwtaH55BkokclHPeL4ooF3+XP2+YN75l2LUEy3/hsIb08AiOTpBRyObROXge05fWCA4zDeCL7vy8FsZbztZRKaddFkK5NF9Gz6Jxa7DPdpFbLfZ/zefWMwXSEZjsaFyQ5WzW5k94skAprop8c1GSIj2XR7zSy5TcrOtBnacDyvObz7FmThO97OzYOHZEsOl0Pj1R5leUUjnyyQFVNmC5jQ4VMvTh7Bw1WXEqU4Mh9saS489EPqLvkAmbJO56l9sIbansj52KoBB47z6g6d9DR5LRmpc9C4Gwluqh5vAbEh1phBGosdvXjC8YbkpqB4a4LhG6SnTk9tdCJS1raVg0R7gk4FJeZ4b0qy9hfMner4fUb7/B6r/7GDMYzlCnLxhfOsNbCJfDzOhmrDxRqyLGCXb/KNPUVMhIOij0vOvkvpo1zP3HbuMeT5y37nsIUy+afReqVznpavH8OdM5ibETgZASqST+VKOqPt7QJ61kUJ1x7f+sIDO0HkJDWncekTCQhgLj4zxP6djL/sgQdjVYj9G6IG4IvInAG0Jlf4RMKqQVCQKSioushXGlSVa66DZuOW1n1VfomsEqi65p7FQiEgcnB12ILgwyBawlOjekNYnfF6RVV2PqDwRpxVJ/KmnupEwbiuphwnizgg7cgvUHFm8MuVyml0XG3gi8kUUlLiqv78bIqfNcrdbYgWN+qhtLLgIPQ1e+k5WB2TjJvEfj2qIBZjws4FUR+FiTRceBjyBzuBaZmZl6Tm7MUbJYA8XIN8WS978YrchGA7u9SrxcIXzvycwwGos+O5+DtM3JKc2HSyTVOtr38AceY1lh8NUJjfULdvc7qBQOv15h+2czPoK1Fn1wdLm+vFnHHJ+6fwvhploK5LN9Tv/LV5CpZbgp0WGN69/pIz74HGst1Udqrnzhyqbv2dC7B3gXXdKvvkH3FY2tGKqPfMTBqUsDlOuky2VM1sw2ciEohBLK8ORCCdGckUyNgyObdUQYoB88LdVdl4xTzsPINq+ibrj0u6J+8or7KzoOlUZuGArmNsyEFcrGK8vz6yyf6V90M0fPn81Jfp+lCMg1ODAzxnhWsjOXqy8jCH7gyoayubRpiv+TT7k+fRlxfIb91TcZLocEFzH+8cA1AukN0EfHs+so09NzY579W6j8Mwq1toI5v8jQADH/TF8kmJLlzovPLQxZrzno3hqHOJYJRcZizYydb3o9xKcT2Fh1fJmsWY336TN3qsDHv5iQdCKS5SqBzt7RJ88dInToGnt4nucCstQJ94Q/f4QZDKneukay3mR4LSLoayYdRdpOEZHGDDyCM4+4bYrmNdOx49qMVzyiA5BLHec0WuPe62n2TLN3KFdiW2z8EX/9HknDtSgM+q6klNVlGI4Rijmi5FXjS2d4gUwsQbqIVUlXa3V85nISewcz2a5ODRsGzkg2G1hPYSIP2Wq4xZPEMJkipplcZF7va4dFn9ByMThSFrJmkHutzrCLwchpN4cKb5ggY01a9TCBhMSCABO47kVy7NjXcdsjDV0Lq7QiSGqC6MxkjQUs3jAl8ETBPPbGBn+QIscJlYcjTLNC0o7QgY/BklZdX0mjcJDKVJAEFjKmNZ4jUFllMaHA+pYkcfAxIVjP1RtXDy0XL7tbVlMwviU8z65NOs9xuBUQNzOHwbqcceVEEzec1yhTi5raTOlHoyYuIpLTFNEdFDCVzZrR+z/5tEgLFFBZtnkVJUZpOmOKGovVcSGAIjyPQrWsDKOBI81k/5dZLR6+fzk3BnMbZ+GhK7cOZKuBvbaOiTyix6fobn9+gzJ2lkfOzqGGMVHXsPzRGDHV7P9Gi/BxRO+jDbYea4wH7Y/OshSKLTrKzLW1MxZ8hTk8niOgFfc3njjYrC3RX+szHQZM3ouoSIlqNR1BJIOjc9hs9uXLG6edTEnqsPEDQdgFK5IZqrT4vRyCL8pdDN6tG6RPn88b50XjmZYNmjMwZjxB7h8hVpdR2xuQascAXnxGlJCosmEvamnlCx2LK4e1OK9vHiGZG0KiOi1nUArSVsagHl+h6pWXMeV9gst2MIOZ59Zk4DuJ1Gad429fY/XPn5Hu7jkEy2QphR9/iLixze63a6RVS/vzCt5WxMVdyeq7CdGfnc3O4XsFtC58DzudXYAIQ3jpBsPbDYJuihouI37+mbuejFhWdkLmUIKrZDqLe86CjWoFFYXokzM3X3lO+EXDGIavrFB73HW1wNa64CdJkKsrGE8SHPSxoQ9JyujuEt7qKwTvPpwJq5SqFKx2aUSsS4V5g5ju7SrRmSuljHZ9pqvS9QmPwRsKwrMsmDOuDFKmlslGFb/mIzc7iPfuz/aFvAzyC+Bi4wsOflXh9wVxx1LbEXB4Mu+MfcH4UhrevEWW7fWhEpF2qngnF06W0JpZw/vhCGoVTDUg3Wwy3Aqo706Rq0uI0QRSHzuZZJBxdbZwcvhmkQ0IhciG+6DIvODMOI/GSCmw9QrSGPzUYEKPtKrw+wlymmKVRNd8TCDxRgaQJBXXKD4YGEe0Ujit4/4EX7jFIFLXx1Udd2eRhZQIY6kcJyQNRdxQ2IpbOGTfk6lr3SekwAbGYSeTzNv0HTFrtOFIV85IAhbqO5bpkiBpWIKuqz8er0iGoYuodaYzDRmUHLt2f9GZxhtrF7kLQAqSRsb+tiATg62EMJnMmhNI1xGlIMFkHmRebzknMZgV5xcL1+b9Qc0skoCZpnNmsPMNCLKNTma5uTwyWahbLKIWwGKRzbr7tyeZrEZUEg07C5/PRk7qQ2vYPaA1mqB3dhGeR/vaW1y85NF7JcUbeWz+q08L0fY8CixeaK2zGmRLUTolxbzhzNbpxh/u8PS/u4H9uAFtg9+bOEQha+0nXr1DslTBPx7BZ4/mo82y154R1a79aReRaHjwxMHek0Xi1OKLMTPAeqWJPIoytCKY5VYX5il72MhqhGw2SA8O3XMcjTn839yhvpdS/V5/3pnJiFqXjrMA311S0fobjKK7UaGOZx1bPDO6olpFaj1/Pfm44jxXbq65McuJW0oiVpawShJfazNZ8pl2BHv/1U3W/+mJS4HlPBOlMAdHWHkNfWeC+aUhp++ssPSJobLbn+Vcs8+Ket2VGsEcdK3feonRVsTZqwrwuPEn8XxnqzxFk7+DZSQgO8bi//OyJbm85AhSLyiluvR/KZDNBtWdPuweICpZ6k4pF+33+6hcxS5LM1Z2+2DAvOzkTgHE+1nHqHytZc63ffIcXrqB1NC/DWnFgjRgnMHFOvneYdWixq6Zja5Ymg8EozWPoCrxh4bKS7cwD54Uc1MgSOWcegnlqLz7jOaNuyRVp661+b88KL5zKYV1xfhSGl6gKA0iTfGfnTj4aKGeV/pVx2hOZoZAjlPXji7wnWXyPGw8AEbIlSWYxljfc9HZgjQhQhTtq4pRwERZXjDNWtTlbQdTg5oK993UPXAZG7BkkXGAMAo7Fngjg4wNxheoYYIYTYsH4J+NHHEozXJpWiMSTfB8iKlXMF6F6rHAH2iGmz5TKfAsrsl6FbACYoH1QE5clJtWwXoWXQFtnfG3Cif+MQA1drlgNc088wR0BaZti4lyqAlU7HK4cUPgDx1criaapOmo99OmAgvhaezq7LRx9dayhCTAzKAoBZm+rdNRzQ2NnkUceYSTP4Y4QUj3uTKjeW6TLNdlazungnQl0apkKESlgm1U6d2t448MavcEoyTWikvfL2qOtcYOYsS1TWSrSfLmTZKqxBtaRCpoP0hc+7fyd8twbE4Ws8adpwxX5iMzNvromBv/L5fzs60GotsnTVIME/ee+IrwwRG223NMcWtdM/IS81eGYeEE8eHniKU2RhtsJutXQNQvGEIpzNdeQ6YG/dWX3Xs5GmVKPoa5spRS5CSUwvT6TqkqCDBrHZY+GrmmI4u5sDLMmf9/4Vnl13LlswUQAtVuo8/P52DxvA9uYWyUco5BJXLPP5MVlNWqayRQ8A5kAVcvXktOFCw9VBwE5WBUGydMbi8TfriD/5NDev/NW8QtuPVvzlwqIVfcy44r11eJO4aoErNe73NRWab98xM4OXPoX65yVYkwNzZR/REnv7bByg+PsM92EbUqo/WQ/nXlKhk8OH+twcrxqktvlOuyrQGjsajL/ZPLxjcX8fA8ur9xm9rzCd5Hjy8/l/K/Sz/N+QX27BxrMgc3M24iqjp+Tq3i2rdOp4halclWg7TqeC6jDUv1ULB1tOacEijyr2plCeEpbKLxs1JNtqYO9TOCJPWZbqQOCZxIhwJ6lmjfY7QBjWeWuCERFkY3m9RO2+SywXqR6Lc4Pd0ea7//EJZajquwqNr3nxurWciZp5VHMnY4mqkgGQtxjAhDJ3AuJSLwifpjhF1CXWQlRIOxM9BZLsKMJ0gpoRJlXo2jiwslQZtCKSsvU8ojXTKyjrWJ6/ELDrpWWQmTJ52CjBSY0EPGGjWYQtURu9Q4RSYGE0iMLzGBRE006sx5qqI/xpMSKyUiTpxiSq2CbTewniTZbrvje4LqwRSspaoEQnuOXOU7AoGnAZwAR17rixAY3xYylN4Ygq51/YCNqwH2xk5pyx9Z4hqYiYNnVCyKXLKMKcqnpk2JP7ZM29IVvlsXgXtjgZqkpCsNvO4Yev2iNyY2a3SR12Kvr2D3j+Zh5/yZGwvohRRWjjy4gL704fkNIns+djJ1YhslElWhxb3YdzY7jl5tc/5mk/4NwdJn1qmb5QIuMJ/zyvPBlcjB46cX6DvbPP4HEbqmufkHlvZDQ/ToBJuV6Vwi2eRklcLns8VcyCh0xsz3kDe24ewC0+0VCkBcdF1/aWsykotA9sbojQ5KOifQ7M/Uo1yUmzkk5Wi6UYOL7sxgXrL6pSEk099+m6Nf9ln5ICU8nRLfWsV757MS61gXrfwKg29ceZ+oVDCjrBvNg2eOpmKMu4+rIuXyPC2kDHLkIFfUWizhUCsr2K0VvDAA30dnpLFCeUuTMcklaqnN9K1bWAmVhyfovQPn2BUwrHGN3WOwJp114ckvLze6ZQJSni7I1tp4xSds1BBaM9gWbPw4QTzbw/zSK0xWIqrf/SQjLXkc/L1rtD+Fbtrkvm1S2xdMt1sEz/cRlQqy3XT60J7H3m+1iNtNV9UQrNH5pEH/ZkR9N2b9x1P2fqOGjqB/CzofNhELsP4sktNXO0CLxvfeLYSF41+pUb3+Oq0PTjEPnr54zZTn6ArEyRqDXetgfYUaZT1uhyOCiymj1RqDG+76kjquhFTM+vmqTp3df/wyK+9Pkalx7VlDizwKMGsx0jeozTFRkDLqRYh66poqHHgkTYM3FEyWnMTuaEMhUoXxb9L46fNZOqs8HXl5X5kdPhg6JvYCcipXV1zwtMMLx5fO8OYF8jaxxYZr+v25kF9knjvGuLIfgDBwiiRR4Bqug8sN9/rO0wp8bK/vIGfPkXZI9YzJrHXWBUkWtaRC6VmeWRvIlaw8BdqCJxGpQSQaE/mY0ENog0hcL18AYS3alxhP4I1TVC8jH40njrnXqDsnQQhEqovyJRN5mEAxWfaLWtyk4WMlrpGC78qBpIbKsdNpFtoitathSysCjCBuC8IzEBb8ni2aO4xXnWGVWhAdW/yhYbzsjLlMHHogJHhDx6pOs06BVsI0y/16Yxdohz1D9ShGjmLnOOUoQl6alc2vqNdguYNuVfCmiZP9K8pUXsCwzJ57ATGXol0bJwubsiGvp8vlREW2gdg4yYQo0vlNIIN+1bN9/Dt1qoeuzMtkZU9FhJAhH7ljIHwHN4taDdtpcvirDVRsiU49uncgvDDIdAn/41GhqSuisBBcvzRyKDdz/FQnAqkY310mWK7DTz7KPpfngOfzcpNbHZKaIgoVwc5pQc5yh87mr2AOZ8c4PLl8GXqh/2zO9A58ejc9hIGTNz06nwsaf/Jxwbad3UapxCiTZS1SDvl5F6D0S/nh8u/L9aJzF5o1xShHo5lRtqMR0/Ua3W+28QeWsLdF5U/fu3raxxOkNpy8XmG8tknnJ9I1ASnPU7m9XKNeaGG/cOSM2OyZtv7gfUwcI4KAjR9PCb73IbRbXNyrEXY1o998jep33gdgsixcd7NWyrU/FdSeDRjcqhNI6VS+VpuIvQOYTln6LOHoqz7eUDJeEfBaxdWqXg9pPRpz81/vEN9Y4flvVxjeqlP/hBLcLF29b6FxPyMSZQ9y7paEFFhfUTmY0r9e5fiXBdPWCqtPd+fRgC8aOaF1ZQm6A4TvI0572EbVEWOtazgiRzHLPx4S9pbRgaD18YUjZGYpSBH4iIZr+Xj2WkjzSeqqKioWW9Uw8DI9BkkaWNTINYohMujIIrTbv3pvxWAEqqsIuq4U1NmGIL9pVKsJKx3HD+qPHMEt44eIPNWzqPRVCedR0yvGl8/wWnPJgwCYSapp7HSKWll2m2inhc2iZNOIiNsh0TPtPJEkda2gptNMnCDr5aoUtuYMKlIixlNElVleMtvwRRS5PELBWjSuTZSU4EmsrxDTBIwzbICLqnzlot9EuybwxuL3U1cIDoje0MErYzkzuOC8Ot/HVEOSdkTc9JgsSTAQ9i2i72T3/IHGKgcRe1OLmjjpRpNpPRtPuFtLnHylqzEWJHVnqPPrNT4kkev0MV5WTvayB0JbdMXVyMnE0thN6d703ecbmULW1BJ2XWtDf5TiHw3cfBvrBCGiqGh6LVTgnKntNWzg4e04z1vkgu2Lz3uBaep+SBd5lJWAFnOhcYKsVYrCdldyNIPnbJ5TLetAlzab+r9/l/qbL4HJfr+w/lwfgBkhSjQq0G7w8L9bJt6M8asJ1eaI3jBi/Gmd6NzDG41mJR5XrWtmOe986H4f7/ZNGE+ovvsMMxy5kuxyHWEWxQLIr9wjOJ8yWqsxXK+wYpcRO3vZXPmOZZlHamWoezKdM3RFZHzFBmzjhPV/9RH21hZ7v7VEdX/qVJVeAMcJJeHlm+ArxHDqEJ3HO5fr6MsjJ1K9YMhaxUGXoxGowAkyrHRcTjv7vpCC0W+9wfP/NqFeH9J92MLvetx+cAP7eGfG4bACtb3hNvzYMFmBoCuc095qzvScc5JVvuZ+QYPzuXspGV9HDjRE7zyCeo3D/+ouF69arC8ITxS3vutj45jt747Y/7UqUwGNz87h+QHNZ6Hbq6oVvGdHaGMxgyHBeYyueCTLKTJ2da1GAQKG2xHt5+B/8ozV5buEJxnBNK9XDQI4v8hq5BOXgz88miEwZXJbJhAiP9+B6ZTtj6rs/ePXWHm3f8VDegF6kTl9IopceqVedTKftYr7vxAQ+Jz/xnVk4lTK6j94iB2NXWScIwuZ/rXeP2T9D6YktzeYrIfoSKDGYKzCSos3lI6j0kjQkQSTRak3xqQXgesxbkEEGhNJln6oqf3kidsbsn3F297k8O9eJ2kIanuG5sMAcmZ5iZx56dE/32exWmZxfPkMr5S4HIme24xEDoNl0nPFOLtwsPFqB8jqabPwX6Qa26yjPM8RbYR06jBT133IRqGDjXO2H7hjGe3k5DKaufuby/0KY7GpdhJmeX9fYxDjBGWti34rPkIb5CDGRp6raxMCMRwXkKeYJi4KE8IVjeeEA09hKh5JXRF0U8YrAd7UEp4lCAteL3vZKoJgaIhOE9JI4Q0NSV1hvExVKyNf6dBpRpuMNCUHrvMRwuVtvZGDW9KKwB9YKmfWORtS4A8NcUMSXCS0NUxbiqCnCS5ikqZPdDhyc1m6pyIis1m0EoYIIdDX1xhtV6jfv3BRSpwUSmLCZnWJzBuU7EDZP2YlRYuqOpeWUCUq+vSW8285EaiQjpRAahBBxdXfxTHyo4dZPlnMnm1ej5lHbvlIU+zOHsZfp7E85NvXHvCTo5vEY59oKkirksmvv0b0/U/c+Up64vm9CZXnILOuQdqtcdd7VhUbTU4cK65FyMzbM070YaOCFYLJqiBu+0QyU3DKUQOtizIQEfjY1+/A+/fnI/mCLZ7B+uXI1xpn8D55xLVTB3ubFxhdqzXqxjX2/os23VcM3qiONxA0djosvXs+68y0uEm/gOAjaxWXy/cDp0VdItKJ3cO56BSlCC5iQCCFpfnyORcXNbpfWaYlBDx57spdhHO6h3fbDNcUW385JXp4hDk9c7XFWW56keVbdtrmb/oFG63I1lAUwtY6uhnRvVul+7LF2xqhU8UkmpUeqcGU6KSCUR7sHxd65kIIp/xWIil6n+/RfPQSlZ8KJm2w0hJkuvG152PscER67xppJKkNYpf7TwaO95IrpYUh6VfuEDw6nLvXOecre1aiWkE16iAl2//2CfroBLvA+n9hbrPEXzD7h1meV8JgiAiDokXrcEMSty2DrWUaz9vUnw4RHz6gKC8MgxkpMU1Jax6DTeVkJT1LdChJWpZkOcU789A9H9WJkUqTjAJ0IhG1FKxw/NWjkMqhoHI0dp3pjMXqqWPx1ytEFwY1lZnAR1oojn3R/S4q1F01vnyGVwgHf5QguZwBO/uMnPVJBWSzieiPUJPYRSFSOgg6CsFTLvd1AGapQdKp4F9M3CRGHvK8l5W86FnSX2Vya54sdJuZZiy3JHVKVKGH9fzLBkA7UQ2h85ygRQ0TrCexlRAxcQxdOxw6o5CUWHqeh/DrYCE6mmJCRedTFyXLRJPWfERqGK/4+GNLdJrg9aaMV+pOMashC483bjnIynhOzlFnhtcosFLgDS3+UGTQsisrSqsC07OEF4bgPEZoQ3QE6myA/zylKqVrkjCd4mcttZKVOkIb/IOucyBGYwfVT2No1UEIktUGIjVER1nkYwyiVkFmOs12MkUGssjpU2ox5xLpM+ORC2e8iK5ftA4MgqI4PldlytcSuaBCzrKuRNhMI1fUa47hmqSYkqBEYayz9QegewNkFGI9y/BJi3ei6xzut4maU8bbHt7PLRd3AzZ/qObrWsulUFoXxJY8ZylrFfAD9O0NrK+QP/1kXvVKCOcYZrWgYpxQ++5Tqre3Of7VJidf8dn+wxknQtbCmTKbdc6iPB8g1lYddKaZXVvueF6xceQwuz48csYvi+S9jXX0yRk2iYskvD05IzrfID6UqIlbX82nE9JOZSZD8EV53fLwAxhP0CcnxXkB9PnFvNBBBqePtiKW2me83DnmcNxgMIw4/mWB0B3q1cD1CjYWs3dAfRoTbS+j7j9DD4YlrWo7ezblfGf5fC+6XrLvFMxhg4wiput1go+fE//SXXRd841rO/z40S3846xrl7HIwzOEabvD5n1fZeZsleusrUGfnLDy/5sgbmwRtSK88xEcnzkVsYuuqzA8H9H+bCd7rq52nukU/epN0poPFmTBccmee+58GVnkNpGS7q/dIqlKmo/HeO89vPr+FxGLzEnOgyid1RQX+Xkp3H44niDbLQDiGzHJbUPvdY/N/1in9bEjZ4owdPB0J8Ssthlv1zC+64w2vK2xvmG8FlNrTPC0ZOxFqHMP/37F1fIGFv/MIXcmsuBZgp5gumQ5/mqF7UfWzYGUDP7hL2GVoPZ8jP/40DWG2T2Y3e+i8V0kYL5IrSwbX0rDK+s1rOc578b3sd0eejBEBr7bNFpN9PGJ8+C7Pcy1NUSiGd9sEO2VirlTDdMY064gQ5/JRg3jS5J6HX+YktQ86rsnM3g7z+lkuT0CHyYG6ykIXbmJyKIWMU1nxtUYZ5CNcf1qTeRUViCDdR2UohsR3jSZvVDgPE+Zqd9kSjX+3pnrARz5mRqWRCQadT7Chh4qcb0oAXQ9yPr+ZoZBuShXjZ1BBSfrmNZc7+C4DdYXCC3QPk50Q2blTl3HDPRHAjWKEcOJu984wabaOQm5E+R7iHFIWm2hI5/J6hrV50PUeOK0cW+uu9Zeo9hB7LsHrgwsr+msVxGeQk4TR35Rysm1ZaLwMgqRG2vY4QidiUpgdFHCIpScdYhaJGiNx67toOc55wsHqxaQc7kZA6DPu8haFWEMw2/eBaD2o4dF84a5kW3uRVeYJKXxUNK/bTm+qCNGCn1UZ+0TSOqW6kkeyc5vzmp1leSVbeQP3iu8aNWqkb56A/XkEH12jhouubZluRhDnjO3M6cOwHz0mTNGnuTV//sx9uAYGwRuI69VSF+/hRpMsZ89dg5MHCMueky/chM/EzPJwxFZyxi9MAeVZou1gB1nm4/G9PrO6EJmjMFMp7R//wOW2i3nZGaqY8Vx8uMvHvuKYXo98o5kLg8gCicMKEhTeRlH68/v8+SVV/nh9RZyoOh8IhAptH7wBLvcdrD963fhwTPM6Rmq3cBe20Sd90j39meOUc4vkGb23PMcf16Ck9UVz83TYmlVRtQMfv4Q/IDNf/eI6Pw2H95/jWufp0THMx1pfXrO6p/v0LqzOu/8GOuahnieQ2eyMiiMwdx/jL/cgSgkPbuYE2axj565S8remXzIUUwwcYRS3YicznKtdqm7Tvk7xhdu79k5RWea67PHl+WOF+ur9TxyacvlQOBaXmZGy5yece2P6xyMltGhIG5D66OzeWWyJMFc3wBPMlzzqJxr4hb455J41UDfZ+prkkEAiRMr0hWXTgtPJd7YIlOYLEtGm4akYZFTnPb9KKsZXl9h929bwiNJ45Fbd8NXlqnlQVoxiaX9ZyHy/c8v4gXM+hKyOyygXNGooyoRQkpszUFq0iwhMiMsTrpM7q07qG2zitcK8asRoj9EL9UxgWRya4nxqiOHTJsCNVWoxFIPA5f3FRJ84eCGJIFKBasygoiU4ClnTLOSIhEnMJq4lzSHnzKRe3wPYZWLboXA1CPkIMFUgyxijOeinqLdYUYWI0lcI/Wx545lXH4Z3wNPUTmY4O2ekVxfRkceQV9nkLFExYJwNyWNJFK7Uh+/D35fkDTcAvNGLr+rYgj6oiBjydQxnWVsSdsRHiB6I2fItJnLW9gkhf6A6KCGroezTSYMMO06o+0q9fvnTvQ8dYbFdHvOGNaqjsFdi+DkzAlkKOWUajLDayZTpLWw0kH2BzNSUsbkFYHvymNKoxCPyEtSMkg2h53L8523JkS7HrEkCcm3Xmf3NxW1XcF45R5L/+Kv549vLWptNSN6zHK2m//yI+T//nX0Th0rYPtPj7HPD9ymladGct6AEqiNdQh8RlsRrZUV7GhUpDVG2xGtZ5L0W28QvPfYGf+b28TrDcKnp9jTc4hjTJyg7t1ler3NaN2ndX/gCH8n5yS/8rITaRkm0J/i3X8OS23kxho665Vr+gP8n3w2q63O2fyLCE5OTis21ll5Uh4N2ukU4XnITgc7HBZ9l22coI9KBK5LJSpX/H7xbzDPwM3eG5VF63MM44xwZYcjbv1PhyRrDYLnhw65kNKViJxfIISg+1qLdnoN8+AJKMHwTpP6Zxr2yg98xjx3wIudh6BzEQ3sZSdlITI2WckWymnJt36/TyuTDmVtadYQAdAHR3jHJy41QjJLB2T17G5+nQHI2/+lB4ezaNUsCIUYW6i52TRL1zzeLSBbb33FzWU8vy/NQc3G0PoPHyHWVzCHx4VBLfgJxb2ruedZ/C0v6crQFWuydEFJSMZaC093Wf8rSbJcdfDu7qFTH5xM3TlvbpJ0IsKdc2pHEd3bPtNlgzcSqL5CGEHwrIYX4Hw0BWndUt0DqZ1yn5WCNBKYdoodKISRWA/YXAVg5x+sEB5CvKI5/UqDlQ8f0LvpUX/X7TdFKmtBjnZuvl9MVQC+jIY39/zaddTxRUZuSNzi9CTdV1uo2FLdreGd9LHrSzBN0IFk2pZMmxKkz/JH4IUK77hH0lxhvOo7XdoVSWNX4/dSV+KTdQRxJ9Wu/EUIZ0xlBKlGEGMCB/OKVLt8bB65dZ037tiBBtFwheWiN3QbUhQh+xbre6ijbibqsABN5bnivMZSGzcPKkHYyJUYhQGmHiF2DlG4qFyOU3TFw/izZg3COJhbTg3Gd4IXrvelIOy50p9gYF27rJqgvutUp4zvVkrQjZGxRsRp8SLbkv41QrgXoT9wkpzPD/F93zkdxmCrEdOVCghI21X8856D/UuiJUIpxHiKblfxOm3s4bHrbFOJkN0eZjIBq9E7u8h6DVGtzFIPQhYesMlzXzCDkwsGrZlp+ZY1jMsdZsA1DajXEJWI7q0QUzX0vqKp3Q9YYgYZCZFtso0qYjLFW+qQ7h04yK83YO3/+z6y2cCsL2Gf7WWnK5WXKIX4yksc/LpbvwC1A03/b93JmmMkBM8vaH3/CXY0pnczZPVB1ZVlTROSukdQjbAntiAIHf/6Ghe/M8ZoQ/9Gk+jU0upExC2P/jWFTAM2/qyP6Q9Q9Ro2CudgMTOezCI3Id08hOEs6snnK7fF5QiQWZQjq1Um37zH2SsBW398AL2B0zZeHC8ytkIWfZvdAS9HEjLKIvEc8m/WkKMRdjyZS0PJ1RVQktNvrIIFb2OT5nfH2DyKNxZ8ReUoca3pHoD97DGN/gb6+f7la84v9yp1p/zZLuSYs3/Mflc2yplBLhyG9WVsqJBLbczp2cxgaTNz6PNjGJtVCbwAHSjKmLLuRNnzKxpNpGaWrqlWsX2nW59utPBPztFl9bIcTcmqAZDCkaGeuBqZ+faQ4jInYOFvZOWAeX5ehqEr8QxDeOkW4uAY0+278rydQ45/6zWqR4bO+7jqlMxhTDoRCBi9tEztZzsc/sodrG9Ia8JpMw+cFoHxLMZ3hLnac8HwmiW9NZmpnu5HyAsPNRHIRDC4bhneaTvo+hs9rJbcXOpyca2C+N4mG//vdzGZTG2+71ypxZ2PX8Dy/vIZXp0ijy/QW8vYagTGMHllnbSuSCNJUhUEPY3qOgM23q4RNxzpJ64LxuvQemAxvmS8WSNSEh2pjP1rmLYFw3WJ3QhZfW/kIlchwWbRkpdk0GoK9apL4N9cZXC9QuU4IXyeOkIWOFWsTGDbxrGjl2e3YadT97JmJSfCWsdMzEdufDODW/wugxVtmiKsnOXlALF7NFNH0Ro5miJrPjpy7QRT36llxU1FUpGZJrTTksa6Ehfruai3uhdjfYl/PkGMXC2oyGrlbCVzIgYj7DBDHgrBdes0r3OjMhxhlUI2XD5XpNopcE2UKw/oNBGTCQR+VsKVusjdWoQ2pKtNlJJOCCWLSmXkoC+bps44eB6q0UBUK66WNe/gY+xMISbrdpTL89nShiECfyESNkCWv7q2yd7fWWPlgwlnb1moJ1Q/i2g8M6iNdafbC4WxE5MY225gahHsuZyPevk25skO6cEh4vjE6T1Pp5i3XkK+e9+9oNogH+4w+L8ESKUJf1ZnvOKBcF750scwXl2j9d6Jg9x9SG6s4H3YR+/uUzs7h5Wlmbi9kPgji7UCL9AkvzRA/ahO/3rA4IZAB5Z4MyG8WKe1s4feP5xtjCWlJPfT1Tubbh+5pJC1WiGCn8t0CmYRfrGBKmcwhJQcfi3A70N8rU34+XSmaAXzm9BiPjTPg5aVs0wWuZbtdBy7dRG5DZusJrmA/PNr6/awt7bwh5bRmuT8dUHz3TrkhhdnRKPHJ5ijk0KQQe9kZTG5o5WV2RRkqjJ0mM/f4sa7UG+cf9b1DV+4b+t0juVFn+nL65i3bxD8p4v5j2RyqUW5jhTIVRedqlrdtYiEWV6++GJJkao43SwqFdWqCxAyfon/6fP53sKFw52nBsR87lZIZCAdCS2/b2ELdGcOFbmCfKS/+TqTukf4Rz9zDleoiN+6hf+9D1zufTBk+18/cIzmJEGOp9BpgzGkkaL6k4dunwKufXfMeCXg4FsCNqckHcHKSp+zizpBmBCFMWc7barrQ/SjJlZZNl8/4tadx/zgvXuu21wssJFx+s3nGvthE/lGn0BqpDTs/51NNv7Ho3mFvF/AWv5F40tneK1x4gXqpOc25f4EE0iGawqT5XK6d3zOXl9DTV25SxoJpi1BWnNaxM0nE3QomXQUg+26g1ETsEoRnlu6L0PtucXfv3AkoGqE7aWZYEKmsRqniPMuZjDk6FdecnnUSoCuLOF3E4LHRzOPtNwZBpxoeLFJacfsDTLCVvmzcsFrlRlhpaiDlQ72tllj5nwjs9YZ5tNz1zJANUiqHklDEjckaSRJq47QogMX5aqpBQHBRepKkcYJ8mDkmN9ZK0Vr3AsuJiE2SZxn7XnIWq3ILdrR2LXsK0WCaI0ZjpzOcpwgpgneNCFtudy6EBLbHyDXV921e8pBzUpiQo/xG6uuBSEQVSPi9Rpqol3z7FoIY6f3rEPfRfsTl0eei5Lyuc/EGhxykAncL8KAIhPWMAbTiKjva8JPd1m6fQcVB1hlqT+fYk5O58kTwjgSVpIiqxWIQsTNbfZ/a5WtP4yx/QGmN3DMYSVRZ8OZcFymlNRqDvmHNz7kf5x8i2pzQny/SXVP0P7+U45+9zaDV5dce0kNWIpnbsYT2CnhoFLQ/rP7JJVXuHgF0vWY5LbGKIWMYXw9RfgGf2xc2c3ZhWPz5teS/czFRVSrCZ7H+JV1Rus+7ftD5OfPsj62OaHHzhkgEYXom+scfrORCbRYgg930DfWUJ5C7x++2Ojmz8TIK/9eGKpySU6n4655MsU+ejYTMxAlQxjH8HiX+v0nNIKA9fWVrBeymR3fSBfdviCvLDzPpRTOzi+xmMv10IXRLd9jzrjNqfkmcyDKa7DEkNbHJ4SZM1uGm19YMhf6qI01zMnZpeue/2BOjlqYWyFd9J/ERdld/nfVbjl2MZAenYDRRUcjGTikyaZZS8AkRWblrrl2/kwStXTegn0/G/5HzwhqVVIyh+rZEfKV7dl1CunkgXH7pxxPQAjS66tUn1w4QaVMLMd//wmn/+2rsDmh1RyyXh/QDsZ8ZgS1wDkGtbvHJEZyftMp0Z0PK5z2r+O1YtJegA0sItScveFR3/FY+khzKuscvJUSJx7rTxKO/vu3WHl34FT5APHJ4xcb31+gWgVfQsMLYG9uIs77qKeH0KgRHU+QccB4zef4V8DvumguXtb4F5KgC8MlV3daPbScvF1h9ecjln5+zvhmA7+XMlkNSENB7SBmshLhjwzx9Q7+zx/OandNpgSUQb92PEEoRVpzRJngQqADD2/ZY2XXh9xJLKQRRWF05xSTxhO3UFR2zDwCK6Ti5AxuhpLRNgjS4t+Fwc6jzWmMOD0niBO8ZpUoI3SZ0COt+/gXU5Jm4BjVCsLTKSLRjpA11YjheGbMM6/aWovtZbkeYxx0l5fWTKYuh83M2y/uU2vXi1NKRLOGDZyGtdcHlER22s7onl24zkXG4klJut5CTV35FADbdYabPt7YUgfUMMZUfXTVJ2551PsjJ4TieS6Humh88znMN/VfAPnE7ZD60xE2TVn93gGmVeXsK00n/6kUIhdqyQ87zmq9Ww303U32v1Vl6bOU4evrxI0t2t+5j+n2nOF4vl/k/YVSmFtb9Po+52mVV2/us99rkiSw/e/3MOcXrP3hI/T2CrI7cmVrwxEmb65Q3J+LPoQQ2MmUlZ93qZzVmbYCTt+yxC2LCUCOFNX7PkKnDqHI5ySXQczXVMbwtvUqB7+9Tv82hOeCtFpn7cE8tIxUyDdfxn7sdHPNcIS3c4z/Zp3W4ylqnEISoys+0vdm6MKL8rc5CWmRKXwVjCok5qLrNv1sTmQlQjQbM1Qib/mYrQc7nsCT57N7z41fvjEWXK9SjlLOJDqv0p2+0mHIR1GWZWdSktZQ5D0XR3bfOUv80mcWHBXheU7cA+Z7v75oWFPcw0x/fmbQc8a0Wl0hvrVKfyvi7HWJnEL7wS1af/ZpKarO+C0iK7PMy4EyVM8degYrgyqi3XKduqxEiDAkffYcGYbIThvbrOP99NNL6sZ5xG36A8fF6PXdvVuLSBLwfeKv3mZwA0wqWK0N8aThh/fvIKRFLg9oRhP60xApLNNeiAgM4rMacioQNQvrCUJZ7NhDLyUMrU/7oaH2XDJ+XTEZBOz9ukfaNPReqlPdFVz7gz3HF4C/kZG9anzpDK9QEhMo+l/foro3wYSK3s3QQW81gd8DJFjpFEmSpgEriddTRKjR1ZDwFOK2T+3ZCdGBIm2GhOcJ6UbA+cshRoH2Bd75OIviRkUbr6LAXggHa93aRKSQVi3RiaCxmzJc99DLDWSv73KQvotmTa9P0dwAZnWbxrgcpdZFHrfsSYuS0Z2DrkrQdTHKXlaSOGPeHyBGY7dZTyYowKtWEFGI6oaYeuhk2fpTiBPUSS+DZjO5Mz/IXlA9g7mzF9XVkPrYwWC2oZVZwXl5Tum6xGAMjaojta1XqZ5XsYHvoOs8CsVCqlG9CdObVYznHOPxis94zSnLTFsVhK4wWREIC/XnBk4v3DVm5AbZqDsDXM6xWdeAfA5RKNfgll6W3s2ApB6yVr1B93bk9L5TeP7bNZY336T+Zx/PnhEUDbDxMqjbg4u7HkndQcb15zfwPniEHgzdZlGJnEJZrcbpW030meGD8y32zlvoz+tc/08xF1/boPVRiA48Dr/ZYv0nEvngedF6bW5Tzjv1SIlcWeLkrRYAtYOEo29Jqi/1GfQqNH4Wsf3vXc7SlPOTGTzvSkRmkCBh4BjYSjG46bSmC/gxM5DeStvlCZVC5HnZ8ZiVdy6cmEzmrHg//3y+fOqLxi8yurmjoSRyeQlbr6IGI/TJKWY6xdy4jTcYOESgHIV+kcEv514hK5nxnVMSBNjx2MGoGXwrPG/2/ZzFXPy7zFzWxfHnRPILfsQVxvVFv7+KJW2z7lglprCMQveOBhGi0UAfl2Qhy3BxFqkXqZjBEFmJ0K/e5NHvNtChRU0FtR1L73dG7N31mbZeZ/1Pdkif7zoJ0zzXm6SutKnUtKR8rUW7yCsIVgC2EuKtr6FPTtHXVrm4V6P98MnMsVkYea9nkQU0amPN6U5rzcXdrGph5LHXa9I/aCBiAQLOT5Y4E4AEkQjqL3UZXFSYbifIrgdrU4InEToE3U6RocZKj+Gax9JnE9JnFUZrHpOOQBwovJFl7fc+w5R4BeKLOl59wfjSGV58n8GtGucvSwZbNRrPNf1bgumKxlY09U8CvBFcvKmpbbiNQW9KAiPQO1U2/ypFJtY1SP7KJtHhiGnHxx9oZGoxgaTzecqko5BnfUeLh8Lo5v9GSkSlwmSjSu3AMN4EK13P3cYzUzRlzuUrbb9fRKR5AXWummQlLlrMRx7FlNl8+QuSL+g8WtalmsoroI08KrZF3jk7T5LAOIBKhBp4rjTKGJe/zhWLhAA/K82x7uUuPOk8qu4PXDlLDi8vwmwsGGJcnk1IQe0hjsmtDZycz/JwGVnMTqbQqBJ2NcMNL9OGdspY0gjiFkyXLWlV0/lI4o8cImHipCiZsKOxewbl9z8zCu4D7oWXlWjWgIFZxL780ZDjr9aYtn3CruHsNUVas8QrCWfap/G9yOW5s/uUSx1st8foVhOZWGp7lqNvJ6AFb997xnvrN7n5718h/KOfuu8MXTTNcMjKDw5Iqxs8SbdQY8H178SoSYoOfHb+/jLX/vQCb+QK9XVeV5xvYsXkGhepBQH9r25y9gbo9ZjkRwGolDj2aLwT0dzRTg87F4HJ5mVu3ZQ4B/bzxzSeBoTfuAc2pPMgnp3PCkA5dGFnHxvHqFaT+Kt38f/6M0zFp3u3SnShqTxMZvnhhXPOlyHNnk0h/VjqKTw3pMC++RLTesDxL0V0Pk2ofeJhL7qIDx7NO6eL0La4wkheNXwfcX0Tu7Pv6sC1ceWKmXRowYrP17CxbtMt1ZgjpCOxpemc2tXcvS+OLyijmvuMkVjtjplLgMp6DZbb2FaV81cbjDYkmz/YdC0A49nzU6+9jBhN0J0G9v4ThIqKPefo6w2ShmH5PYE/0ngTw2kvQI4U0YUjS+bHsRqE9Gb3Yyx4Ys6pvZTTzdTEchazqFbhooddW0bWq/Bol5bYnp+DPFLOdWvzQy2iPxkSFZ4L/J7HaNiClsZfn2C0JB34qJ7CSvBvDRDCUmtNGPVDbGjxfU10Img+0/Ru+PS+YqFu6N1RDLcr3PqnD6iMJy4QCUNEu0maE+DmHGI1Q3dy3sR/duVEcUx0kpB+NXAyiL4rh5msW7xjn/G6RS8n1Npj6tEUTxrOhxUmpzX8WNC96bP+4y46qDHY9BgvN5HaMmn5hH1D82lK7VGXauQV0AkwM3L5yOp4J23FcEuy9ZcpQS8mOBpilUBMkiLStXGc6QaLK+BjMW9EmUEol0ZGZJn931y+rvLIo+Ss563LEc9Yv66bUuo2pjzCzjeFTPMUP3BqXoORy99m11EQW7SenT9fXHnUVRpFzheXu7InZ4hBiJRqRjTLGZnSOSWiUsF4kuhgiEwqYMHvx5y/VncNIJYE1T236Y9XIehLilaNGZHK1fX6lzavHMq32jgvPy8BsQYhZsteTDUb3zsjbUacvVklfXuAlJabrT7PJhukL20hf/bp7JHsHWRRNex/M2C6rgn2fMS9ASfjGtt3ThivrBPm3n0GO2IMdv+I5rMVencVnY8hPOjD6QXjb7yESEEenNLYrSKGC23prmAD28mU6CSmclSl35H0b4EINf5fN1j72Rjvnc8wORELigbyRfSUpRWKU2TQdfizRyzr26QVVURZ+Tqww3Ex16JWI9jvOcfuwS7LzyP0ertIRVy67tK1X8pjZkSpS5tvaZOVT/ZJvnnXRSeRdB3G1lYQZxeYbv9Kw1rWjZ6R6krXUr5GrbE7+3B7G3YOkbeuMb6zRLQ/yEpv5qHdAhEqQ/HWNWPJS31EUGLQZ5Kj8wf5GxjmxevNDJmsREy+fpfT1wPGa5b2fajvGna/XWdLvYb88YczVE0brO85jfhqdZZWSlO2/u0j9v/Rbc7eBBMK1n+kEFNX91p/3EfECd72lmPwl0emJOXKk4KC9Cfyjm/l2t1MuEPWa5hra1hfIrQh2WgQHp0ifvbJ3HzkTrFsNV13r3xkz1DvHRacieqJwR8K+jckwblkKkG2LUZDe73PuO0TBCn9/QZJM+He1iHV1ZjPT1eJ3+1QPTIIbanvGcbfjLmzdsqD5ipxL8gIgm5/seMJZmc3u8yFsqiSymKe2/7PT0AjCBDWsvyhZdIRTJdgumTwegq96Rb/azcOkMLy9LyDMYLJKMA/V4TngskaHH+tSXRmGG4L/CFUjnEdAseG6GCEiTzkOHEGpz8oOhPN9eHVGjscUTnVqATGywo1MU7XOfsbUVREmsC8uAFZVJHVNOY5CZLkSs97rl0Xl6PI8jELY56zjaEwwrLdgihELzdcv9WdQydUb80MUs6JUmONFNIRrHLCludlhnwhr1hcqJwxNcudZeRCVJ7lyIv5lFkNYYkRaFONPDqHMCD49BGi0UCEAbVOyKTjEfQscUMwuOFq8eJjwfB33qD6x+9h43i+HKY8R2k6c1jsrJdofv3lZyR3DrDTGH+pzZIUTJbrDF+Z8vR4Daqai3tVln628Fy0pn/NI14y1B8qrv/b58Q3l3n4X6+iRpKXf+8jTBYFFBsRIKRETg3tzzxWfrCP3t0Hrbn2b565MrMwpPLZIWlOospf7LIoQSla9D56zPVHFWytwtG3N+jZEDUB768/KWQPLy+gzEPPR17eksWNdjwmePchgZAFGuTSA4FrgWYMXqWCWW4ixrEr54kT6Pbh+OTFTmX52hf/vfg+lNm4mVKZ6fapf3RIZbeOOuk6Zm+nPRNFycU0So7rVTDoi4ybLcGn42++xGjdo3Kima7VqPQ6jgGdOQci8AsY18md5nCzzdS7sjWZw+i/KNouyHu/wPiWrzdN2f9mwGQjRWhB/5ZCh45sevzVKpvHNzGPnjrj9egZstWA9RX6f+sO4XmC91cfgbHos3Oi81tcvGFZuXPGftRBVFP0OGTv2y1qew28iaX+J+fOkSuRDWWngT49v8yxWGipJ5RCXt9CjKfIx8/R924wvFknOo1d7f5oVBC4bK6iBQ6hWoTzjevDLJRCv/0S04ZkvO7aoRrfweX2kzrpmqabSmwi0ad1lLTYOvSmEXV/Sqsy4SSB7l2JjCXhuYVHNc4aY17fPuDxu3cwxydFNG+mjqmvbl2Hi55TTsyDALOwlv9zJFcZXzLcDJzesAQdWaxnkSNBUJ8SBQlSWHYu2gx7EeIsQMaCxhMI+gbtC/o3BdOOovXIEHYNOhCZoIDrIiQnTsxCDqeZd5ZFluWSmSxarDw6o+J7pM1MjSpvA5XV2QklsdN4Lr8DkLcUypVOLBZBMqv7K274MnRbKGjJUv53AWYuDHMZHvd9dv+bu65c6MSgYkP92X6xOQkWhCQy6r7MyybKcPvcQ5mVRhTXVq5fzOFP4Riceb584YLd5p0T15IU4Wc101n5ljCOqBGcTQjO4OTtBme/5Oa1/ZHHcAtG6x7Xzl5H/uD9+UVffkG1di+MUvO1kFcM0+07XsHhMer4lBsfeEy+8TKVBweYVg1xcOrETcpzDmz8h6c0n24RnoxJn+0in+1yV38Frz91dbBZvXEZnidJCH/4KWtP17EZK9UaC6nr53n6P3ydtT995p6VzODd8sY991M6x2MyxZ6csfqvjlirVqHdwFjLoua1axCR1XaWn5m7CAoxBCtcG8NSaU2+BibXWyRNj+AiJXzmrl+2W44cBMUa+MLxNzEsCzWi+dB7B4gjr6g3NRfdgsB0ZQ1pMJNiLB1w/md+TXm0pTXWEzSfTpET7VpcCoFc6qAPj52c59a6q+8/yEQntIPj8z1AhmFJ/vRvcN9XXd+LPp8Z59zR6LyvGNyCpGEIb/UZ9yO8Ucjw3jL14djxTgDWltGN0DVOOR3NnAVjaf7ez2m/e52D31qlGQp6bxnS1YR+S9J+CI2f7s436ci+ay66szRBksJXX8UC6vkxdhpj+v3MaVMQ+OhWFbVnnP7C9Sr+8dART5UCk872noLAZlHLneI5z7UQVQo5TZ0OvYK4aTGBRcZOpUxoQeXTiMqxZbIkSGugqjEnvRrT1KMWxMRt181NSeG6uQnL8PurfLS2jL2hmf76G3hjjXd/F+n7yNVldMNxDJBXE+ZcCdUvNqtfOsOLAKNEoS2c1lwbJ4DRcQ25PuDzw1WSqUf4OCI6hsqJm4BJx/WSre26B1TbS1wtacsjCQXTJZ/xsqTxzEOmFlnx8Q8817ILZl5sXhwdJ4huH1GtMHq1Tf3RwHn6T/dmNHwpLuWmbK7GshAN/o2KrcvfKx8PFxXPRYy21EEni3iFARNC9XCKiM2c4pQtE6ByxZ3s+udKIxZzY+VrvEombY78Y7HoGbz+omEttt93rF3ICCzCkcPOBsTbHZK6KJ79ZAmmN6bIrs/hNyps/iA7tVLY8dgJcOT35nlz4hqLYv/zCeHSc8nUqILvfYgRAg4oWJT5nOVDHx4RHp1k+XF37/KvPnAQ6KIRKD1/oTU2j2iNdR2XAifOvvLOhWNs54o+Wf7TalM8d8sCPyCP+KZTl1u96LpnWorCsosvqVTlU2ELCLpADoyd3+DyZ6Wd0MrgWsDJV0JaD9cJBobGj57OP/8r8smXxi8yzld9NofH8/yxNbN+3VkUtPi9wuhe6biUfmbnkNUq4uicqhCkzYi4E3D8yzXCC0P70z5KSeJbK+hQEb3zaF4RTUiE57gFsl5Dn52732uNEN5lkuTf5L7Lc7kgOII13Ppfz5GnPbCW0Ve22fntJgSWoOs6oh393ZusvHMBnz5ygca796mvLGPya8uPaSzm0TPWnuwQ/+ZXSBoBMnF778UdgRpvUn0vnTk6+bwpVYjpIAWTtQppVdJ84ngAOaELrTn/6hLRaUr44TkyDGn9YIwdjR1ZDPeOqu1N1+xe64JQZ5t1t6azuVCtpuvrHMeIjx6yrF5mcKuG/57m4q7PaMsitaD21KWDxisC+Y0LkmFI8rSB2Jhw8qzNRU85vzYF41nSqiA6EUy+PqBVneIpw8X/WRL+6w5Lz0J2//HLJDWoHFmWP/LxJhMXPEQh+rx7+fn9gmqKL53h1YHAmxiEdfrBOpLoECZbKaoZMxkH6NMQoQVp1aKyJu2D6xK/lxncI01akYzWfWRq8QcGEcHFS8rV80pXx5rnccVUzYrUoYDdBAl2YJh85Tqnbyi8SZXq/dOZ0dXaaY2W2Yz5v3OYkZJBWzRaV8G5CwbuEolpwXguRpab//PniMDHnF848X9j5iMXmBnp7JhzNY5w9cb4RfBJOXeXb9445CDP18yRrzLiiaxE7hq062+LtYh2C1OPSJpOXCI4VSQtw+Raggo1OlJUjmYGVdYqrjFC+Xoy+cNiky4LRZSFDF4A+cPVTlL5PhxTM8GmLsIR17fQD58656jVdFH8Vb06s8jfNW8QDgrMahbNB/dRd24g+0NHGsvrUqUoxBRYbCpelLBkRCVZcizyutsy0xcuRcKzZ3jFZlF6bt4gZtqqEncMk45k6UeHs78vEKbmb3phfSyudbj8PiweJ383tXbXWazXmYDGpbRDKarLc/uF43LF+a3WmO0Vxps1erc80qorI5wsS4RpYF9tMNyWVA4t4XjiumuBQxKkQL50i/O3OvgjQ/2TGvbZLjbLg37hWJyfxd9d9XvAfvzQgRbWEJ2e8fL+bXZ+t8N4FdTUo3cHhG6zerEGz48xUmJOTi+/7/lxjST4j+9y++N111BmuUpS97i4GzDt3EamlsYffjDTmU9TJ8QxGCKUonr/BJGkhaNo07R4JuG5Jjocwat3MJ8+gvEEWYnmCWyZQyCCoOAK2P2joluY2yNM8f5Ya5EfPqRh7qBO+wTnbc7eqGY8ABjcMNhaine/ReO5W3PjUYVwJPAHELecIZ0sCZY+1dQf9fj0zSpha8h6dcDeoIk3tpAk9O9oKlsDznfrTJarNG69Rth1c1j9zvuz1E7OJ/gFcPOXz/BWLYMtxfJHU1RisCri7A0g1NSqUwaDiPAkEwnY1vRvSsDpDDef2EIyMak6UQ0dgYoVfs8SXFiShqB716dz3xIcj90GmRvdcl4iCNzLrDVpXRGdQXAeYw+OZxuZFGBnnvVifutKWBkKpaC5DWjRCFzlMcnLRiw/T2EQhkPsEOTaCmTiGF/YpuoqmOuqjfFF3/0ig21sISRglUIYM7cJ5fA2ANc2Ed0+43trrvmEBRmDPwBvLEkaArnn0ziB5R/uYwN/XjrvBddaCMbnJKMryB/5i1JE6eVWgAuj+K7NHBqpHCNWG7ytDWytwuhOh+rPnrpznZ/PGxuY5fmlcLXP2XXKuzc5+cYyampZ+osnTvXr+Bz6fZd6yeouy9drM5iOvIwjv2+lnMv3BUzaQmGolEPLvwuqKCsrDPv9J1w7bjN6c4vq/WP0IuHminPM/bwCDn7huKqsqHzs4jrLvy4Rnb4ot1pyAAquAg41kM+OiF+5y2jdEq9qvK5C+JbhlkSkgIGlD3vzrGUpEEHA87+3zLRjUVOPweYaG//yGOIY+yL4OL+Oq2Dvhej20rws/N5qgxw7+DRZSUgaPlvf15zf80g3O8j3H7jURx40LM5viZlsk4R4tUb3dsD5m5aX/mWf41+uA4Km583WIWB29rJypsA19NAa/fbL+M9PYTxxfdOtpbLTRyQpo7sdqumtWW/k3Bl8/Q589HC2RnLils601MFVKoThrOtYjq59+AAjJerohLVPPESryeHvXMO+liIj7UR6NpzuQ7Tn9gN/4PTp1//Nfei03PEHIxofdJgs+eykLSaxTwiYXp+VdyS9dUmwMeJXvv6Uv/7jNwm6ko2/6rvmL3k1SM7+5ovX+pfO8GKcmP+z3/VpPHR9EPVyQqUxZTL1salEJlDbs4QXGZtTgxqTGVxJf1uR1GGyrmnc6NE7reEd+0SnJagwkCBx+bgrCCFyYw296/Kj9f/4KfWM2VaIYyjlSnHM1G1wOWuxeBmugBuNnRndRej2F41yfhU7BzkXkGrVdS+xzTqHv7HG+p/vXTIiLzTAOSwEV0fnLxrl773IMzfWMf+UQmX1e2U2udUaORhBJSKtOtUmV1oE4bnrJtL+7gjvuAfdQaajLR2rPK+VXegkJJRyxj6T/gO3OYkodCSaK+4ph+7tYlS5OA/ljdBo1/moP4RWnXSpRlqT6NsbyHfvX4ZBczQgP2cuk1mrIM66VA9b9K97xHc38M/HxXXNjYVrKxjL5WstlXFg9Sz6zZndeU3mHJNfImtVSJIimgMH7+luz22qJ6eEf3GKzvPoi89+MYda/vmLHLnFe7wKkfD8ywQuUSKgzUHeav69WWwlaTL2vnQiEjZJYDrFHxqq+x7hhcdk2VLfcfwRKwXNpxP48MFccwm1sgxhgA5ATQRJw7L8kXElfNaCjb+gMqF0n+UI96o5vGpeyt85OObW/1rn8/8hxG5OOHu1wmjLYFVW7pS8OPJWnXYB3ad3Nulfc0a3si+R09QpQqbMUmHZ/OVzIITADAYOrreW0RubRKdnbo2MxvB4B3yPKjjhHiGQyx1MvYrqD+HgHNuou1LEKJyl/Go1RL3qlLqExFxbxYQe8p3u/DPM3/E0RSQpqz+t401bjFcCdAhx2xLtedz5p48YvX2d6ns76I1l7GCIObsoUJPr/zbgk1ubWN8SHXo0PjvBCsFoQxAfVLGB5VFzBf3qkF43pPmsSuOsDRcX8xP6C7gMXzrDKzSMbyZ01nucL9UJdgOIJWkqWWsPoAW7kxXCc4U3hvozgZpYwr6Dv3Qk6L2ZELUnrNdHvN45ZLgawKvw8HyF08cdGo+cjrDsjjD5Ii4LLIBjnOYkgtEIRsx5uFZrF4mUDVqx0WURxSJs+aJI8qpNHuYNmXHGtoB5SjnmwvB6HnYak67UWX5/4GTxyn+f05vNCFu5QyCE6/F6ldEpX9NVf8t/N+d4MINBccZXVcNMB1q73sOZGIXNapVtJcQbGZKaIm5IqseG1ueuhlY+O3Tswv6gKA+SS20n/H9yhliYU6s1sjrL+zqv3J/VMJeG09JNZzrZWs8K40sQ51yxvJAFZmuTGNvvI2sVvLMhNZv1ZK5UHBkP5oUiZOl5BK51oX75GsaTVB+cglh2jSoGI5c/vsr5yTcccgRFzEhlpXXsItYcTrawcBgRhhAnyEoNwhA7GiFXVzC7+yBAbW5go8A1EimlSKyxCLFgAErPff4kC9HnVWmWxee3YCRywopa7jglI2vnP1M6f0EUK/19rr50EY7OHBB9ewMx1dQe9mj85ALbaXL6K8tUj1OqH+45xbVeqfYfty5Mr4/YWkemoBWsvWNpfPfzDMkyRT70SuObr4tFx2Wx9KlU9pSnaay1yOUOOusTa6ZT1Hufs/79tzh9K8IfwsrPBXIy63C0MKnzUfPGKvKij3/YZfxrNUwtZXhHc/yNNsYX1E60qzzIUcJSjtza7GecoB7sEt7eQoShY/9m55ZrK65Jw3CEvXcLm/VEt8dTGE9mXJOclyKl69y1uYzw19zzP+0jwwCyJgvlZ5iTOuXKEnbvhOXeCNOoYJVislGl+vDMsbh/MERPpnByljlHU2zink36dIebf7jO/rd8Kgd2Jk1qoXWzyyT22TtqY7VAjiXaB/pDFsclnsTC+NIZXhsafuXVxwRS02v2+Gh6Ha8Zs9p29Vyj2Ke2NmS41aS+A5VTgz80yMQy3PDpvu5etslxhaOJx29sPETGNcba5+SoiZDgjSzdmz4yWSZ4slMIVsxNVeklyV/kRUNYRC7lzRiNt7VJ0bkIECVt40vdTL7ICC+WyVzlsebXIUXRGFy+86lTx2K2YRXnhvnccDkauMKbfSFcd5UBvgIWE3KWg7TWwvP9gsmL9mcbkxCI7oAo1XirDWrPNbrqoU776E4N2k3s3mERXdhGhbjpivtlp4r69OncBlbuSVoYOt+b76eZvbB596B8jkR5HkoRlNWAprQWhOuukn/3outQkEZE9+U6ne4SImN2ulEqa9IOARB3ryMGE7yjHsNXV/GPBLWfPcMMR5i8BO1FjtkiMnEVlJtdZx7xepvrrlVfltOTnbar7U6cOpAZjSCbAxEE2GpE961lWmcXLm2RwYze2rozVucXl3OzuZFZIEYVyyIvnXtBrtUZrFztaT5VYy66VyMAVzhec0P486L9C8bXnF+g8vagK23noB2fs/L9Kfr5PrqcS587kWvwYJ/scP33DOlqA//xITrLexYKXkbOEIKrIOer/v9FUZPvIVtNF03myIWRWJPS+bCLN2kSdFOC0wnq+II0nTU0EItrG9Cn58jJBKMNstmgemgZr3tUjgSTJYhbFn8gKdSwFhGg3LfTGn12AWcXzinOh1LYix4iDBh+8yVGax6NnZjo/gHWWIew5HtRBiNjrVMGHEzQnRqD23VaPzuE/aO552u1RirfiVyEAUxj7NYK05UqapziPdwnkqsM7y1Ty8rCiueSp4xKz7P63g639zuIZwfoLL987Ttd7m+1WXnpFPFeg1v/et81ezk6dUQ6a5FRRPxrb+D9p3df/Nyy8aUzvIGv+Upzj88G69yqnbG/3WA0CVHCcjGO6B80QFh8havNnRiMJ5i2JJNlINQ0OyN6R3XM2OPPdl5ho9Hn4dEKYqDw+5KL1yy2HdN91eO2fpvo/iF6/8X5qjlvuVyGkeeJsg1PBgHpG7d5/Ns1Nv9qSvjTvosijJmVtZQX7FVG7apN6Io88dwoRVBWOGq/d/Ma5vB4jhE9+7y8pK4FXNosi/zXVYSZ/HwlY+4208V83iwHaYajubm0kymyXnPG0FMwSRH9IemtDr42BE9OsMMR4vgUttYR6ytYKZlea4MAGRtkop0UZvYsTG/sFH0WnZZMpKHopalLjkcpDQC41pD5UMrVL5aPlXn5QinXkGF7nf6rLap7E/xHB8idI+SdOulyHfHgavTCGgsmRT7bd+SRrXXOX/GpfTB1xiyf03wTugotyY3nxqor7fA8WFvGPHrmyD6VqJjnPL2hT05d2zilkO0WtudQGxFFsNxGZL2G5e0bTG52GGwHJHVBK3PW5tSucrGMhTzuYmeigkFfHi9yOBd/nzusWT3vHKs2/94lnkI5wp8Rri6JiCyczw6G8Mptjr/RJqmusvlPfoI9PibXb77K6CJV0azD7uwhnxh0njtfMA6LSkyXxhdFveX7k8I5QcPRfAlOfk8PntHqr2IOjzHDISkg/MA99wUnrtzA3gyGbj23Gyz/6JDG8zbBhzsOkVlvk7TChQ5rpXMDBdEtTZCVSvYrRzLF94vSxcpuH2g43sJ4zCWOS74PGYvpDZBaIyshMrXY0C8IikXEC+4d0gaR9Ru2gcdgO8DKgKXpKlZJxiuKeqcNp+ezuc1KDmUUIeo1WFvGHp5gPrhffMYaiXjvMzoff52L8QqVAeB7mM8fI6tV1N1bmCc7iGubYF23Mn3/4YufM19Cwxsnip9fXCe1knYw5mbrnA8HWzzfX4Keh7BOt9cbCoSxTBuKUVZAXTmEtBrQmyq8ZkwQJqRG8rzbwvM0ejnGTCJX5xVogsOQZ39bcnuyglw0vF8EnZVHluAHSL/+Co//QYSKLXHLI0idVvMvZDUujoX86pyBK+eIy5Als2ha1eokm238OHHknXID+7zZQilSLs5prjBWLzC6xd9L/3aEHk0uoZZfay6SnkdR4t4tkk6E9733Xb7xtTuYvFQKCPcGrgzM96DTQpycO3jLU9jAd92qNjw6Hw8QxmIePClg5UWpyOLZZaVColqdXfdC2VRBUiuXQpWVmOZu3uUQkzdvkdY8vLFhcKOCuHab9g+f0/rgFPaPstLW+ZraWf7V1VELz4PzLlv/MXJF+6VcfnGNZado8VK6Pey9G4juCA6PC6M7+dpLTFZ8qocxXm+KHEzh8BhjrDMW26tw/wlyeclpfu8fu6ghCkm2WkhtqZxqageuhV0uVg+unMopcpU2zNzZSpLZmpWzn8V92SuMZr6eX8QnsAascBFQo5FFecZFHanGZI3jka7PsBO7cF8t8tnuIuePm0PnWf7/4Nc6XLydoAYK2enA2hLsHRUSnleOJJm178vvJT82ZE5a6T7Kc7UYAS/sNQXaVr5emKvCKO8XImt2n+dzZbWKKfeyvmrk+fD8Xs66WGMI3jlxPXPrNcRFl0BriqsrnVO2W+i7m6RVn+jJKemTHcfWP78o6ulFmGlgj0bI/VOq2pK2ohmKUh6ZBrTNjLYZT5A7+9QPjrPyrByZWSCdycxR1Rr57BDvVpXzVxVhr050HONNLObkDDseO95Cb+By260G6XKN3p0KSVXQftDA78foUKF+/DE2TbBGsvEfniH/9g3iJojBGPu119n/lTrGg9rhOtOWoL6nSe8tUbvowRdwD790hlcpy/G4xv5Rm48vbhCcK1Y+NsQNQfVYc/q6ImlYqgeWyYpA+9B6ZAgGTrezcipJI8XgepXRtRRRSbFG4FcSgk8rVI4sVgiG4wqtx4a4LvAf7mfpydz7E8haxbXNytV7Sn+7RILIDJZ3OkbXfSel29MuX1heVOWNJTeo+btQ3sAWYbMFYlSejwWcPKNwNW+FAb62Sf9WhU63gUjTolzl0vFzw515scVGn99Tfq9/EwKYsa4uLr+G8jteIr/I5SV2/1ab1ffHzvDcvsbF6w2WfnoCvoeuBQgLRoCI3PJMrncI93vY5weIaoXqRZ9ov4k8PHNNsht11/UpCskbKOSlBwWZqKQgNTdK91ZI1Snlev/2+nMKUPPRgkLeuoZJDRcv+QxuWLyBIK1ZWj8PMJ8/zhS01DxrWHozoQmbZJwA66KtTx9djmhLc3jlsI4pLp8fOwOcRYR2MmW07jNZkuz/pkdwFiITQXS8RufzmOivH2KUQHpe0SReRBGiWmH8xhbB+ZSTt+vIBNqfT4umEO6Ujm8g6jVst3/FnMq5VEaBqpTXVg6/ltGRL8qL5RCn52GWmwzuNKg/6iP2Twqp04IQVjZWhfNVlmK9wvBnn/eHlvoDn/pzgx0OOfjNl4FlNv7Zu4UBE55fyEJiNCZeNO6L85G/Z7OyRZEzjBcdxF80SgjNnFOeOxC5A9ysIcZjWO4gnuwU2s6m3Jc4N/rWzvLi2qBPzgpkCJh1bIM5o5jfmx0OOfrlOoMblrv/U81dZreHTVPU6orLo05jZ4y7Peg00bXAQfKl4+RIiQyzxg+e4z8w1C66nYqZ0lp6hUNcrDUNozGtv3xMXL9L49NzODyh8yhCj92+UwgbTWPGtzv0tz1Ov5XQWBly+MMOQod4Y2jX3yb4058BoA+PWfmfLxC+h9GGw//tDQY3DcG55OgbU3Tfp/VQE/7w03nU7IrxpTO8Assk8Xjz5h6f7dzm+p+NGG1FDK4LBjcUfg+u/UVC3FT0b0tqz3GMO2MZbnjU9jUqEXgPBP7AQ4ceSdOCCWg+MggLamoJe4LwXNN5t4s+PZ/LR+Ze1lxeKotQrLHIyJuDH4XCLeCnu2x+t835q5Lw6TFmcaMvH+8qyGZxLMBheYRavGwF5JkZTm2QrQZpKyKpCMbXGkRPnl8NaS9CTiUhgEusxXINbhlaziNEpch1oh15SRadmMhqdOXaCvbsAnN8wto7y/j7F9h6DfojqscVTD0EIbBKktQ8dEVRf9cRWi5eaxCceogowmQi5UprbKuByYg/TpzC1QIXNa8wM5qRK0Mw48kM+lysucu6SolaFTJBj5wZLAM/02h2BkCGIbYaMl12nbNECvHLY+RuhBhN3DqpVh2ZpKxDrHXBdC5KdcoEmzJT+G+yIQu30diL7ux3Wf64/Wmf/t0Gg5vStUF7q0f8TpNp20N+9TbB+0+c0V7qkF5b5uhrdapHhqQqiCqSsGuQGg6+VaP9MKTe7RUdk2wcO2dhYc3Mbcpl/sDiKKci8s/OlSCJ+dxbdmzTH6AOfZoHp1CJnHBIHCMb9Vn7wxeei+x6svSLLDlnxmLjmJV/9xFiuVP0uxXGcv5VzfprtxHvfQaAvHMD/fljyOK/FxrdsnHUZmb7S7nRK8U/8uv8AkdE5EItuqQjkJ9TAbtOU7z79grB7Q7R9z6e1cum6ZzRLa5Fg/CyZ6lcmRx6OhPDAKfWt1jOqDVb/+4RZ791C3Vwis5IoKJSyfpjR+5dbUTwwRAxmuANxy4FV0I8cp6NySUkIzlrw7moanV5stz15/tqkmBHsPqjE+xTp7FcdNuCQsfc3N2me9tj8JtDZKLwleb8tSnefoC3K+je9tjc3sScnhXkTJvtbToEuTVmvOQhEknnPYX1LOLaJrYSwNkLH9+Xz/CmWjKJfR4cr7iuEgdd7LWI6UaC10iIY0VaDWk8taiJIG67XO/5qz7REaiJRkcecd01f592BI1HONhJgNCQ1CTTtqvznSwtsQSY+49msI5Sri6rFGUUGsZwKeeXv0B2OKL1++/TfmcDu3f4hQa1zB6+Cj6+MvIpYNHcsC3Ad9ZgR2POXq0w7Qi8iUclE6aw6PljlnNbpfzbpXInmC38BbEOIQT4vsvTjscuT+h5jsmbMQxz6Hb4+jq1n7lFqz54BO0WolHHdgdUHljXZnE4RfWGiK0lTBg5lbA4pflwDNpCuwHn54jAZ/L6Nn53ito/I42TokF5UVOYz9fCS5p70/lzmHuMOiM/KYWtzGT/vM0Vhl/dpvpXD9z9jUagFGdvtxltOJU1vy9gN0JOBZNXNtFvb9O74bH06RT/Rx8vGB9dzKuYNYX94vzflUzghc+XDbaxiI8e0prc5PAfVUlEiBkGeG8PuKBO4/NpIUCfXlvm5O0aF2+kdL+e0vhZRPv+lMNv1BAaph1LeJpgBkPyfrNINdclahaJmSvXvYtEmH8eiwSdUvmMULwwRVO03yw7G2la8AVcXryESpkFZzLP3SWz9pfFsccTlBCIaxvE6w2aOyngIbsjtLGoV+8ihuOsnM9B9ty9jv3kBTk9rWd1vGJmhC16hgS9IOotR+0FapAb8vzajSmM6Qzadqp7slND+3D4dZ/KzbdYfaeP1RY++Gze6MIsH24NQgWzxi+5cyAWUl2Lt3l2Tvv3eljPc2mfzVXEJMb2h5jjU4SSqKSDrddmyll5E5ncWcuj3gxZyPfZvI63cGQ8x74vTRSqXpupYOWOgdbO6JbKLkWj4eQrj09RjQa7v96kf1djzyIQ0JU1GHqoiUAmlvqexlYjxLji9rSspavA2R2pDHeuH5NoRc/b5OCbPuHLawQ9Cz+/eknAl9DwEkvsz1qoKax9nDC6t8LJ24Ktm6fcax8jsfzH0evc/KMxwaDK/t8SjDaB9hSRRgy3AvrXBfqtAfEwQAwV3VBSfybQkUAHbsL6dzUyFjQ/F9gg65wxHBelKiIK3cYkZn1HXzTKnqmNY+zjZ+4/i9FjOSer5gUaFpskXMVuLry5MiPZmpkak3Ct1db/8LGLBnp9dG+ADPxZ/vWL4Lx8LGzwBRtYSieCUeToHKRoJ1PX5Wg0diUX1s42A2uRzYZTrfF9d4xqpYiWzGiEGI0QeweIzXXsNEYNY1iJGG/XCC4SBtci6jvgP74oPG9vmCBSU+gE57V/eQQoRMiV4wVwYB7BW63RWZ4U4/qXTu9tMOko4r/zCt7EUP/RE0StSlKF0aahcrPP+EmDypHEH8BgO+D8NUhWUoQNWf2hnV1jHIN2ZTFWG/Tp2ZU6w8BlI5X/rhwVv4h1jos0xe4B1//5y/RuCcQnIae/4pG+OuGw22L9w+zetSWNBMGJov7VC3rbIf6/PSV4tcr5G5ZX/smBW0tpSs4yVqvLDn1YmNe5crTye6EXnMfyyJCbuXsW0pU6AfLGNiZ/p2DW5QpmvZiNRUQ+olHHHJ/OoOkvQnqyvHExnxlUqZcbfPZ/quANFNGxYP2nedlKVg+tDbLZxA6HiOubkGgoE8rKz6TMIcih8HLO/kVEqjKKkHEOBPP5cRvHV0uzZloDdjJhsizRkeX8DUPcbHL9D0/RxbUtoAoik9/My+tKI2eEW1sicubfzfY2udTBLDcZX6szbSnU1NL442yRZTX2olp1/b0nE/cM47hYU/m152mY4ppKTqtQyqEbecczMgfl+iZCCXjwjKKvuhAzNCAj/YkopP+rN6j/wGK3VggvLL2aBguVJwFpV2EDS+25pbGb4ndjxGgC9Rr6+Z47Rva+dj5L2V+t82TqYfo+4msT1lZ7jGKfk6ct+Ge8cHz5DK+E8Nz9jBuK+s6Y9mce+9U19r1VvL7k9ndi5KNdWnsRFy/d4tv/u3cwCD7bXqM/DXmrfcrN6hm/VH3Kvz99mx98/BK9wCM6lo4mvyYITxTGs/hDEOMYc/sa6mLgPJqK08+VeQS1uebKYCbTLA/iHqasVJgT/S/lskQYzrr8lHK7v6hP49VzMqvFLUejRf1m2Ys3lvRw1gy72NRzIY2rcsqlcaVaUynCz8+fF63n9cuQvZylexRCQK2GWW0jUuOi4sB3BjqTspTNJiIM0BsdTGoQozGk2omTDxK6L9cYrUuqhwqzvoSKQphMEf0p9tlecY9CyZlS00K3EJsxHYs5icJZ5ySY1RWX89PZBmCmU8KnZ3RvbzJaE2z95QDGE+KXt6ieGOKWYtioULkxYKTqtD8VSG1RsSSNJcvvO89cLXeYvHGN6JHLSaY31piuRlR/KjDlyM3Mb4SziTfFHM+ef/ZsFw1dKXo0wzHRdz+k8nib8Z0lkprP8Lqkvq9RK0uOAPPB51w7WqX79S3Oxyvc+ssRdjxm9ftHqKljxxbnytW62k3kdOqg+1K+0hpbsHcLBOEqFKdMqsrvIYPhsQZva42LX7tBeJZgAkltErvm5wuKYjlsasYTpFKOBR8EWdMNM+/gliPscoRZhrmB3W83+Dtf+zmhTPngfAv7zgqcXiBrNVfKsrXO6OYW4fmUg2/Wqe9qWrsHRe7bLqBRZWOfq2sVEHMZtSrnprO8tFDKGSY963yWGxUXOVuw8dx92Ly8bThi648P2f0v19n8K0N0MEB0Bwtrax5uJqvFLV/vbO3N1tzcnIK7vmaN8Vad3o2sV7aU1NOsPed0iohj1483HxkJT3ba6OMTh1bkpT6zCyiIiUUP7rxhgpB425vYRpXpRh2/FxdtSV0eOOtYlTsYgY/p9dG+IL23DUDn4wGVkwrP/qFlvJ0SLo0xz2pUzgx+N8a7GLl933NpoaJpDbD/awrvpT5L1QlxS7FaG3I2rhL5KQP5xQHOl87w+lECf/eM/oM2F7+U0ny/xvZ3Tul8HODtn2fkGQd70e1x45+l/Id7X+G//5Uf89XOc16uHNLVVaoy5lejHa5vnHIyqfHZgy1q7wlajybo0JVZ6EAgUwOekzOc3F5BTTXeyYBkqYqsXcM76jJ4ZdmJIjzbnYny5y+ElDPFJKVATx0bUgrsIqmJ0ktTWriLudtLZTr5C5d7ftnLmmuYOo89IxGVdGv1N9/E60+xnz5yx8pyQi80wHMM59ILld9b/vly3R7MOozkn1MS0WxglXTarQZ0K0RtrCJHE+xhxk5sNIpzyP7ERSndHrJaITgcQKqZtuqE5xYdKWhHhKeOXWof7ziyi5AI30Frec/dspE140n28uqivObSMyl7xRkcaLINEiM5/8YGF/fg9u8PEZMUskjs8GsSe32M2g+Z+AFieUr3XoiaCHTFUH/k5kR//TWMsQy2AqKPJtjRGPnJE2q7DbeBlA1C+Zqy55lHRnO6ymQbYblEJSfYLOQNrTbwfB+11aLzAKpHiouXFVbdpPmnI8x4gjk+pfmfhrR+6PLoxlro9lk6PiP5pZfxP9+DnISllBMtWerAzh4WPauLzK7rku7zQhplLlpxk18gFgCEAf1rkv2/5SG0YLVzjfb9jpMVXKixBxzZRusiChSB73TYs16xdjp18oJBUPq+moO33XFSkjocT+oAPHm2yuuPjjDb64xvNvAHKcGjY/rXl7l42UemEJ2mRaQvV5cxx6eX64hLToWD3C3WGmSlkiFRuc72bMzly8u/X3Q+krSYx/Kzt9bCs122/8UFdjR2aM6ic7aATmEzEZYMWZF+iAh8dN4Xd3Gt5sdRCk4v8FdrVE4krQ/PMLX5Ol6kdJ24BkPnoORRaX4NsaslF1ZgUzuLhEtOUc5nEEohXrvD+WttantTpm2P4NihaDmRskCxrONRCEA2G7TeP2V0p8Nw02O45eSGq09gdDMh3alRfyqZNi3RiUT0R+Apl94wGqszZ8haGk/AvJ7SCKecplWOBnV6vQp+mELrBdUQ2fjSGV5jBVIaOq+cEXopR4frJEtVgsdHLjeQRTd5eYg+PuXu/+caf7T2GhU/5fr1M3638QGJlRybkAtT5Y3WPg8vbjBZFiAiqscGNbFOntBYpht1guMh0yWP0WqAP6gQDA3hmUDWq/S3FVauoO4sEZ6M8XYzJmVmZMggE+fhSxfBSPHCvN0l4+tu3LXUWzC+Vpu5vEpZQUlIzwlKQCbD6CGXl9BHJ8hahUd/v4KaVLnzzzfQewdF7S6UIu+FiKA4V3mxGyf5SBa92KQEkctMISjr1CGaddereJp1fPIUph7gnY/ci5Q4Mg+Z5KVp1WA0hbMuptdz6lSHx24Da9fpfBYjE8PFyxHtz1NstzevOZuTp/IG7RVRbBw2TrK2Zd4MBswjnasiyzySz5+Tsahmhd4tybW/SPDuP3fkkkoF/8PHdO6+Dp9GHH8rxQ9TdKpofSZY/nDM0deqYEENp+h6yNkbVSbLgs7mCmr/xK0RrUlev4b318M5luiLol63Ec/uefHv5ZKjovFEfl9aI7Slv+0hLGz9RR9v57hosWe1xvYGkBNQSkiNGidZPabv5lMpxyLPxT1KUVFp8mZw6VVwb1oy0jAT1MqOE1/vOOnQegrScvz1gPFag62P5x2UmcGRhQiDtdahUUqSXFvGCjChIvjBR46HkBPeytdTijrv/IsD3q++ROdjeO17B+jne4x/95cZrSgqnkBtdFBT8EdOQ8A/nyAixwLWB0czRzw/bu5oLKJJJSKgRc+1VXQQ+tXEuktKeGlOjPKd0S0bR6UKo1vM74JAh7q+DeMJ6cGh+3XGGM6jW9FpI4Zj9/kXMbeNxfYH+J/u0npv6oxoGeo3tpgXEbiUk6y4cqJcrxyYL5srCFVi7p21WiO/co+H/4c2yZJGJAHBmWKy1GFtmmKe7MzPUz5v3R5icx08hTfW9G57xCspwali8wcp3a6PVU5gSaaW8XqA9dbxz8aIyRSRwdtCS5CS9X/1ERcXr5Ne1PE2fBAg3rRM6z7tD7/YtH7pDK+1gleWjpHCcjyu440Ep29EtKqbRPsN7McPMFmuKaf1B58852zvJq/d20Vh2UtbPIlX+Ef1z/i9i1/h9z97C78rSCsupdP6/hMHV6wvM7jXImkopp0WOhDETeHaP31kXC1pqNChII0k06bCKkG1X3eL0lNuswp8J5AxmWJzjzHPWy0u1Hzx5Eb2ioZhRd4mg6yKtnBiFvEKpRC1GsnNVbyTAeLUdcVJbq3hTafY7TWw4A1xCzd7GQuCRi6PuOAE5N7h3PVkjG5xRfcaF3FkikBaY8+7iFbTGUjfA8/D2z1zuV8psKGPaVTRNR9d9Ugrkug4wI8TR5bJWbrnXaRShJOE4/9iFSxOM7ZWRZ+cgTWOxGGtywXmzwAX1ZeVcNAZAaXMdi6XEeVRYwnSJ0spmOGY63907jrBZMZM3NgE0cFK6N6Dl15yBXsHf3IdNbV4g5jh9Qhv6O7X3z1jJTF0X66BBKoVJGCGI9QgLmoe5xswLBguKeafS1mBqPS74nnlbNfMWZLVKvLT5zTqt6h8/1NnJMoQaxn6Lf9OKtJGiD8aI165g/UV6uDUbeiDQbZ2SqxsShB4mTW+aHyFdDnTHN5f+Hvw5IT1eAk1rTLtCKYrhpX3p3OwaBmaLeYiI3jZasT0WhvjC+KWR+15pns9mSC21kk3Wvif7hRcg6Ijme9h9w659389wd7Ycgai1SQ6niB0yGDbI6nW6Hw2REee0yW+WaM+aiGGQweVZqSkue5kV5WygZMbLTtJpbX5wjaiLxoLIi3AHNxqs7Kh+byuizh7/8Utar9/Oot88/dACOzpedFF6NIoOX5W6yy/Xmanyxk8PZ26EqGMmIaxrpNaVmkwJ306d192Znzz004STGDZunXC/kEHf0ehJsDp+XzFxcIwJ2fIWpWwN8T71g3Uc4/qgSVuKaIzQ1oRTJYEUymYdiwiDYnOIjb/Qjqxm94gS125Jjqdv3qOOT0jzFKNy/duORR095j3v+BRfekMb8VPuIgr3N9bRz2KqB9bhIbhpo9MagRB4KjmlQj91kv4z46JX1oHZflq+zlPJsv83frHHKUNvju+zl+f3USnknQ7JTrykClOcUcI5HCMME1Gy8p1GhMQnVh0ReCNNSI26IpPdO4ioepx6rznWoT0lIMhyjnLfJQjx9Lv5tjJOcScj/Kmn43CAAeuzR1KItLU5VyFgFYd9cEj8j67djBEvfs55tVbjK7XqO/Axp8fYg6OZteVC7fDjCxVVqcy5X6siy/Ai0tbrLEu6o9j13M2ThCpK8mhohGqBsMJwvOQvocNFdOqRMYW1ZtiwyAjccWOtZimcHaOaLfwx5ba/tQ10B6PS0bJEbVEreqM/shi44mbn9wIeJ67P993Yhill/4qg+CipQg7zuApJR1UX7r38bUGcUPhjyxpzfLwoy1kInj5j89cZ6WDY9qftBjcgMf/sE7rYZ3V7+7RebTrmME3rznFqCSFDx9gyuhHBosXG5decOQKNuwVaQE73yzcIRwZI3Z7HfFsj+qPHsyz8ssRc37MPKpWCtvvEz47o/f3vkIaCpZ+tI9ZX2J4q07lYIJ8937Bzi5EQhYdhgViYYGouAl3TrRSFPU21qB391GHx2w8aGCurbHz91qEBwNMFkXlEZw1cpZHzp3LNEWOJvj9mPFGhTQS7j2xbo1Si9j521UaL9+jsRMTfv+jeWcjQ9PSdsSj/7pN0F0nOoK0CtYDNQFv5wRVr2Ij3zHuS+/IXC/kHBG6ojyqGEZjk8x5yHK7l3KoZSdrcT4zJyZvmVhoDZRz675j5F5F4rL9Ac2f7WOXlxxZMXeGcvJWter6DGcoUlkNb44QSu70MR9VS/fO5SiDqESAdmIaYYgMw7mmHCIMLzPa81pjpRAKTDXEKjj4dI3rf27whlOnhJXVdF9ldK21iCRBb64grCW8sFROLSo2xDVJWhUkNUHcssQbKV4todEY0R9UeLDVZOv7NRrv7DryZbbnmuOTuePzySOX0npBWisfXzrDW1dTptpzRve5W+TGA5lYTCDhpRuoqUvYpzWP0beuE9clwQFoJNvhBZ/Gqyhh+b89+B2qfsK9a4fcf7aB3/cIey7PY9aXIE4JuilpKEG4nK/2obavsUpgPclkJSDoG8ZLkuqhIXp0jGlWnSfYqCKGosiRSM9zuQCYtX7LR3nBX6G4AjBrXFBazbknmKYIFRQGx6Yp4uRsBqGCK6m4c4PpcoXKwYTGj49mDbnzF7VMLMqNbl6asniNJa/VbSiXyT5lVmbeIMKOJ7OoKyc3Zc6JlRIxneKNqtQGNWzFR8QJYhpji5yO24xtksLZBe3/NCG5t41pVBC+h6rX0YfHTnJydZlkvYW/c+JKwMr9ij3PGWel3GdzCcVyd6Jio3QQvvA9RK2WtTRbgXYD+2w3u1W3uVf+4iNqzQZ2GtP6bBOxc+BgV6Ww0ylmMKTz6ZjRRhUdWVRsIXG5LYzF5lqzZSZwPvLazBJZrow0eJvr2EqI2dm7TEzKI4UsJyxKx5f7R5jpdLb55ZtzeSwycY11qYjhiN51RXhhsVEAxnBxx2ParLH0kZ8xU10j+NnaUJeMhfA9RKMO3d4XN4bP15s2rn7yosuti01Mxg2wC9dZRGP5eY1FHx4jx2NqzzzqUjpR/GzIsz4y7lDfSxhuBoRSXpoLqw3B8zOs3GK6qpkuQXSsECk0dnJBEcN0tUp4kkXTmcMkfPHid/9FoyzysegUXgXvlpx7h0iRGXZT5NgFOenQOSpX5YsBRBCQrrXw9g2q2QSl0Fm3HZumyGrkNLu/uU3j0QA+fOD+VkJochjZFuu3BBMbW4jb5DKrpClSyCIKlo06ptufZ39nQ7Vb6JyAmM2lfLjD9ndfRY0NQlu6dwNaD+Pi/bdfeRnx0cO59Fp+zXLnAFaXqB0a1NjQve2TNJwetQkMuqERY0lqfM5GTXcbkeHkLQ+ZbhH+0UHxXIroOnLNX0SzhrnozkqgXjC+dIb3eFKn8cfXWN4xSG3RgSCpS5Awkh7d2x38AbQ/H9K/HjDaEKR1S9Iy3IsOeCPc5Xuje3w62ERJw8FFgyT28HcCKseW+qdnpNdX6d+uUX82JtjrERwp0pbblEebEeF5ivEFOvLwRpqkrqgdZR52JURMEvRSDdVzBkxvLTNer6Big38xRT3cdQ0KVNZ/trzgrxBKv6ogvXig1hasYidkn+eAXL2pWlmekRKkZP/bK6y8P0Y9PnBi5TDPqoyTy8a9zFxchATdL2c/y2SUcr5o4XMuEpmdu8x6ZTJFXHSRrSYizwM16lm5TYmUICVsrjG52aa/7WNlRO1I099WbPwvE9fSq1FBTlIHZacz8XNRqbh50wYRZLnJRQgvj+4zkourQTXY/gDZbsFKB/t4h6K3bSnScGQLg/3owSyK3lyFY+dw6UhhAtdSrvF4jOn2CgJJ0SHpqrkuG8+cXJU9Q7WxxvDNDbo3fVqPVwh6Cer9h66EbXGjtxaLIlcMM73BjHcAIErNF3JRj8VICZw61WjM6nsThLb03lgCoP9aQvBj73Ja4pU7yP7QpWBWOtjdA6zJ+wiboqXjpRrS/Pu+h+y0scPhTKbRiqL377zwg0HW64hmvSB+FWtZKUfiEQKzIOBhTs+4+Qd15PEFlTguEKNFA5dsdqjtSgZ3UmqbQ0atkGv/ziP48KlzJisVvGEDqwTirDvLpUvvcj38L4KNv+jvOQJSRjnmJl06prnRpV+V1voL1ppaXkI06hz+zjZxS7D2M5/ejeu0H4yRP+67uVYK065z/LU2wcC6piXFRObHlpeh3bITbTON7zz3LQR2qeWEZo5jN5elyo9cxEhd28L2B4y+eZfwD38655zYOKbxzh7m7Jzk66+w9NEI78PH5KJF6vlxoYq1eG12MER6HmrSZrDt0b9jsBtTlKepRgmjz9s0H0F936LGlmnbo3tHomKoPB9g7Kznbp4ylCtLJFsdvLMh9HqO9/MF40tneEVXsf3dPjpUDLcjhHYybnFDkFQhrUHchOpRwMlvxLx95zme1PTjiJEJ+e7wVf7D3pvcbZ3wSyu7/HnvHuIwxBsLOp/0MeY262sAAMdnSURBVM0K05WI+vMJahSTLtXwzoZ4JwNsJcCbBMhYE5zF6FqAjhTeyBCeTxmvRwjTwOtOGW1ViEKFzDrkIGC87CG0RWWLPGe/zWAxCyad5UxzslKewwXKtbK5KpQIw6JuTUChfSryuthGjVzgIjrPcji5AVuA+Oxk6l6CMmMwv7bF8QWe+qzX69/Amy8dO793wIm85/1oAdFqwmBYOB5CKU6/sYpMLd7U0r8uiVse/sAy/todwuMRJvTwnx7PIr58k0qyPFsYunn2r1jqGYNS3rnjOpf84HNsmrqc051rDG43aA5G2N4AWauicx1lRSEQkkOJ5s27eLun6J4zFuGP73P30TK9t9fxPn/uNvdSlLtYwlLeHAtSS1CZU4GygyG1n+3g9zbZ+1sVOvclrf1lzN5Bto6uen5XSCWW/r/IRnbknFm+W3ge8Zs3OXs1RBiwChrPNcs/8lj5WW+m4hXHyPVV0qrP8O4mQkP93d1Zr+r8kkrPfPFZyHaL/q/dZtqUrPzwGHLDu1jnLCSQORT9vlMpyuFPTxbOrc0Y+ZfqpI1BPNnDxDFmOp0xx/M/Z9UCXndM42mFuKVIjptEE0HjnWcuXWAtIknxPndsetPrFetpTjTjC0bBJl4ciyVxZQQiz/ULibi1DQfHszLHRX5b5gTk8yuse2fVchsRRZz9xnWOvgGsTDADn/4riuAQVr97BivLmLUO3H8Cnz9lvTdypZY5olceiw7tQm1yLtEowtCt024v44QYF90qhR3E80GJ8Ek32qgwoPbuLqk7AeDIYNObrnWmNx7j/+hjRKUy3zSh2yvm6xILXBv0+QW19xRCb3HxmodNJUE1RmtJeCZo7Dit77ipiM5TOv98Dxsn6OOsVLNIgbs92nqKw69VWfrMJ3p+8IW6D/AlNLz+IEUdXTD+yiZJTeAPLcYHXQEZg993L//5KwHhM6jei7lVPeU4bvDj7m3Wwx5L0Yjvff8NvJEgaVnCrqS6b5GDCSQp1d6YZLVO2gixnmR8q43fS7i4V3UqRB1FbV9hBaR1hYwtIjXEDUncCPBWfNJQoGoePqBGKZO2Iq1C592eg08qEUhVwCZzubcypT9X1Sm8bunykZlMm2w1sw4eGUyTe41xAlGU9UodFXnNzo8ldjBywhS+63lrtdv0hTGznIy17lx5ZFUyiHMwM6XP58o2eRF5ks7EO8qjtFHkUFdBopCiOJfNNj3ZaGC312HXsSpzyUPSFGEt41VJUoPR7QT/1MMfQu+mR//bTV7+f+4VJLEyNGczQpVYMLhztdW5R9+qEh2NXaOAUewi4IsBlQOfdLOD6g0w3R5qdcW90ElSyOgJIRCtOiYx6LWO6+4jnUeud/epH5+6nOpilHIViiAFQsyud/ybbxB9573ib6Y3QC61CZ6fcfP3QuyT5xiVdezJ1Z4KAzSTBpwT6F9EKq7I+c0euYVKxPPfikgaBn/gmrxPVjxu/T8+x/b7WNy9ynYL02kgtCG8SBhuhC66LSlZFcRDAKlQzbqLakWmM96sU9sZMfjVBvFmE+9RSRM5v7yS1GR+ryZTmVOdVqHGVZ5nmxqEN4P+bFGFYIrcYZ5qKJ9jdLvF8S8L0uWE2oOAre8OSW6soLK8nk3TeZnKIg+/MKVKXTKwwvNc2eF06py1TNP7hWIqV5zD7uzN7jHXFqhWEdsb6M8fuT/lpUZCIoIAtdSh/7Vt4rqkepCgxgFJ30dUU37zlc/5/l+8ycHf2WbtxxcknQp+dgy9d3C5EuMKCDwv5bJp6kqCAIzGTKaIrK7bjMeI0cjll43N+AGzoCInWKoHu7C+go0TvO0t0ue7zpmKAnQoCZ+cYEZjF1AsEL/yemBhsxx4iZyY15rrwyOiiy71e28zngSMpMUmko0nht4tj6QOOoSgq4g2brLyZ4+Rjca83rU2iJduMdmqM1m1XKQ+Wx9mmtRfYHu/dIbXKsnFr24zbQp0IEgjwXjDktQNjceS8MKSViBpCIIe/Ow7r/HjlsFEBkLNymqfZjTBRJb2zyFuui5GtYMUqxRyPMXUItQ4wQQeQmuSusfgZgUEeGMwnsB4AqsEaSjRTcH5vSbGg+qhxXhg8yYFQjBZjZDaEvTBVANkow5xgo1nHticYWM+xzYHg2QGMidW2V7fkRyi0PV6DXzM+QVyeQkbuvyozSOv4RS7fzhT9QmzfGV/UMBpc3CQMaUcJ5dh48LYlq47j8YqETBxhKgkLQxZOY8kspIhB3Fm4u1pMrvvEow6fKlJfTJ10m/ZxiY31vCHlt5NGN9KEBOJ8SCpOVKH8Qz9t9YJLxKCR8fISuRyfRmJbNHoYpwgylyUCfD+fdcsIIO9RRA4XelbK/jn4+KFnb60jjfoID5+NEMvAh87jZH9EXqlkSEPs2i2EB9ZzNuVHZssMi1KvYLAMcNVtomV4Pei7rE/ckSjUsQKOANjDeZX38T7bAd9egao4jnnJUkv0gGe9azNIL3Tc65/Z4kH/0fFtAlvvLTLxx/eYPS1W1T+8mPXy9c6ByZpRyR1j9rnZ7Q/fIqZTOeJe1DMpVpqw+oS8tqmq+32PURvgKgEbP7ZETbyEa2G64jEbN2WG3kIKRycrlwDgPTVG6if35/LY8+hAC+C95lBs+VRedrHGy5hlUf7gcb76DHmlZuX2cYLufa5Z5vn20u1/rLdKp6bqFWR2XMsZB8X0ZAXjDJyIMPQGaDpFHFwXHpns7SPdA1b9MEhjR+lmPUl5MWAG3qV47cjJt+a8JPdG1jlApuLN1q0P+65Wvt+31WB/OIg3tVJb64hTs6ytZdfhsbGM9W7whERoiDI5U6iWl3Gjsbs/uNXMAFc+xPpeuveXEX++EPEeY/K8dkc0esSSTKb3yLfLb2rg5/plK3vHLPz91eJNyXBvs+07f6kQ6h//YSTwybpw4DGq1sMNwNa/+bnGbcmqxg4vaBy3mObLaLHZ6486hekFr50htf4gu5tSeXI1VKlNYHxwRsJ0hokdUH9uSVuwnTFokOLiQyqGWPOQ87Oa5zaOn5XYiU0n6QIY6k8PnfSX1ojLyy2GqHrAePVAOMJRquS6NxgpcAfWXRF4vc1puMiX39giw0/bgjCC0NalUyWFGnkIvPqYYLsjaHVgNPzghVoF6NHuLz5k+UicmEOa11kJaVb/NlLWagc+Z6LdKezDiKLGss2jmE4nCdgFRP9BRDxXP2cncHSZISlzGDKZZfvMxfdWQ5HGxdtC5Gpd8WzyCf3vHMnRLhaPpbaVPbG5IQ1e2CQlYh4u4NVMFl3bE2/K4k3E8xJAALanwmCXorxpOuwE/gIO1MTKyKDOHaedu4Vl3OYQrjccpIWG5mNY0QYktQ9gr0YKhFCa9QkRT7cRXTa2KMT531bp2aTrjU5+FaNax9nDM0chn9RLevCxlougTB3r2MqHrXHXUbffp3oT98rvm/6A8RoPNeJJz+OWlnK8tqa8zsVOtNN5LV1zPufzc5pZ9q4MwZq6doE87DrdIr3zmdcX3qTnb9vefYHt6mEMF6RVJUq+AXm9IxgMiFYX4GjU0y/fzmCK0GQ5qLL4DdfYripwMDSp1PCo1PsZ4+xOEOCFAXKkK9hRzScGTUhjTNknSZymjoVpMOjjKTGXIQvvEUOgZgXvylKcBLnwDx4wu1/cgSdFpx3HWLz0cO5fP+sD3X23Sx6Vv9/6v4s1rIlT+/DfhGxpj3vMw85572Zd763xq7u6olNdotsNkWxRZGiDViCAUP2gx/04gfDhg1YBgzBfrABy5ZlS7ZI2iYlihRbbLGbza4mq6qra57unDenk5lnnva89xoiwg+x1tprnzx5qwj44SqARGbuaa0VK1b8p+/7/h0HyrFTF5GprW1mt9ewnqB/0ydrCJq7htpRgtePkaMp4vjUiX1gf6bRLc6/cDL0l17FhIrwhw8diK/qYFfAbjbOyA6P4OAQ0W4T3rdcOWrw4Wttwo0ReiXlvCVZ+YFi+HKLVmZgPHaKUFU50MoQQVBmWMx0hnjqslBlKr3YR6xdrEUv1IQdYl/WIvSNDSZX6gzeiWktTdhLlpAJeDPL8p9ZsqOTuaN0MUPwotLXC4Bl1ljskz2is1XsxwHeBIa3LME5JF3DaysH7EYzHo22OXs1RMVw/m9/gdWv76Kf7YGRJQ85/NN+uSf8rPGZM7zCQve+pndHMdnW0M6wsaS+42MUTK+nTDcVYnnGW9f3+OnOFYQR6EGA0CAOIpTGqQcFFm/qNkyKuqZS2DAg69aZLQckTYnMLDK1zJYl/sgtEKEhbSkQ7pz8iSVtCtKmIBhaskiSdARWQDC0NJ/F+EdDhDaub+wsJ/NXGxBcls6tXnuBDKxKnRnjUnrWIqYVcY3zvkvnVBqOV3+z7FiUayxXKQDV/5ejSu9wH5xv0J4/jyZ9H7my5Iykpxwi+fq2U5m62kFmhuDBkeOl5r0xi2YKzGJUu4loNl36XAhIUsRkhmjWEEmKqQXu3H0P40vSuoR2gh9mJCsSoSxpyyIMLP3ZjODJGfb03EkGtptzB6AK9IpjKBpzXxwFynK7jX2w49CVvT4iDFyNcjxBdNuYRg05dYppYjpdSIHaLEP95D7bya0LDRjUosGt/nshvby4mamDU/RLm8SbTYZXPaKK4bZJipVZBciTOzO+x+z1K/RvBjT3MjoPJohUY+Xc2D03ciSyTQtxkQubanFMNI0/eo/Xf7jsRGxy9L3JjW4xB3YwQlRquAt83gUnxJ1T4+mE07dahKcQPTjCVNayk6KULsvjec4JtdZlAiqRlNXaaSZnGfLIkOWpZnGRCgcLjUXKcyzoZuUPmhJ7ITpttxamM5cqvaAk9VzqtXhdKcRSB3ty5iLcep0nf+Mq7ceak7clxodsNWH4eYP/JCRrBrTvd9j+B+MFedafa+TnO9mOOPhFaHzuNa78cQ91cIqdzTDj+Vp1QYDjdAulGP3Gq65T2x//hCt/9HlO/qbH0uqQ/oMl1r5zzvEvLJF8cYnVJ3vPO+9VSlMYlEwJq50U6ey1K6hYk3R9spqk/SefYEZjJn/pHUfJOThE3rqOvv/I/Z4UDqyUpMj3HzL+4tsIZXl19YgffyUgnfi8/P/MUEudnKmxWJefYycuCXKqWIdLAiAznbH2jz8m/twtTt4MwcLkdso7d59QUymvdQ6JX/E42mjS+WcNjn5Jo/0rrP7ne25/saLUhb7YwvVF4zNneK0UeDND0paIJbfhmlBiPJ+0bVCtlJde3ufPr3/MWdbgYLXFaa+J9yjEm4COHAVJzUBqSJvuEuVIkd5cc8dQApkagr7rPJLWBY0jw2TVPRRWus5F2hdkNQESZ9S1UzWZbLhal9Dgj6D9OEbGjniuO64fpZByLoqf1xKF55W1CGty2gHMvbZq2uRCJHzx74WaRjV9WYW4C7GQKi4XQwH0eZFXLVWlLpRLpG2tIw+PXWQ4GqNfvkLaDoh2ekyvtqg9HeAPcjh/IdHWaWOHI+eV63jeysz3ENa1dBONutPGBsfljTOo1bDjCf4gpvkMZj8JmS0HiCWDF2bo2xqrBSdv1dj6YJKT/k25YctaNN/sS4OVLMx12Xu33cKsL7l61kPhEI/1OkQh5uAIcW0bs3vgHI3MkeRN7IQcRK7vLFdX0McniPfuP78RXxIVVY1tKWmX30crwS53CJ6dgRCsDtsLnbHKTSSvyxevWa3xBwmrP5w5pPi9x85AJkkZ2QrPd7XYwWDO1RWyktmQl9cYjetupY+O5+ut2MAKEFCpmHUhtVzdECtrVfgez/58C6PyjIqxc6WjinEU3Ram20B+vOOyOnlNuNz0g6CUCNW9vqOe9Ad5irGIdvM67kVQlxQu1dtqYg6OykhTNmqIZtMh0XPnt6DHCS7Mz4VntRjZo50KSC6g9dQde/kDy+k7gvrDAOPB7GbCG7d3eXx9mdHjG9T+8MfPz//FUQXo4Yxd548+Rui7HH7FcvDLXYJhh5XvncAnjxZS3UIp5Poq8Y0Vzl7zSBuW2/9CkkUCnSni1GP76xbuPWZ998jVni/LmFWuuSgHkDuC5rzHbPUmZ6+HWIFL9eo7tL75kKQpGX3+Cs0fWpgleFe20ccnLmvRbsJ5f27EM8mP/vQu3lTQ/fIxz/78GteTK1BQJPOx4ADljp1r1foCXMUlr+mzc7w/6dNuf4nphgRheXi+zDvdZ3wyWqcbTdm8MuD9a3cR9YzzNyTrS0uY8/OF41/atOKS8ZkzvEbBeN0jGAjGqULWUja7fXau+wSthK2lAW9299BWsjvtoo1Ep5L2gSUYWMbbEhXjhBliR44GmF1pYqWjJhlP0Hw6QyYafyxIWj7jdYH1XPeipC3wxpC2wOSCUf7YtYkaX3H0JQA1BStxXMCewg8UKIF/MnGiDlGI7Q8dCjLN5jJ1VQEEk/NcCy1T4OJjvNAgAeaiCvl71drLwiLIO6Y8J65e9OOsRgVCIqMQM50iG/U5qCvNXAo3SaHbcepS6yvoyCM8HKOXHKc52WgiE2cUZLOOmExz5R5KjptNnEqTo2TFZfcZwsCl2jINmcauLsFegrz/lHBjjY24SdL2kdry9Dfr6E6GamZM1/N0X5j38o1jyt6npqJSVXALK6OYEzMYOoWs4ZTisRSdNse/foXVP1WIyQyTg0IA5NoqYpRTXfLXTH9Q0rtEmi7eq+L4eangMk94Qb5TG8y9Ry5tPJ7gWQury+hCBEXzfJ24EH746T1kswHLXU7/5udJ67D+//jePMsiBaJRQ64twfG5M8BFqtrqOaXDLJYs3EW6uZbNRtm16zlMQHFOL0ivlw0EjEVurmN88EeCoG+dClxW6VsMyOUuozdWUVNDWOV2yly57cYV4u020aNTyIUTip6rZa/jijBJ4bBUjzH90m0A6tpg+wPHdZ7FiFYrv9bhQiecKj+5pOpU5khI4RS+3v+4kmY1dP/oHiKKePq3biITy/RuTNhI8B41Od2qk73bYbRtqX1KHXphLivt8wDMcEjrn76LN32D0RUPFVs46blszix2GSdwQMZ6hI4U/gjG1zXpL77O0o979F9aJjy0NP/5e84hrPSvLe5f4YCWc3xJjdVqw3RZkNVdcFI7FMjMMvnSTVrPYo4+XyNuXy97o7f/eOSc5nbNpamB5p5mdOTTeCqYrcDxzhL1DHqvNul+PwdlSQMabA5yvCilKcM68ZfvoGYa792H6AooamGUa0TT/uEececqJx3FZBLyLw/vABBrRX9cY3YjofFhRO3Ikt29gvxufz4/RZkQfqbx/ewZXh8mWwKrgEQS+hmhymivjgk8zXp9yJ3aIRMTcjhtcdZr4O279EDaFITnltmKwDNO+tHmcPosEtTODFlNkkXQf7nm5P1iiw4cWEtHDjktM0i6kNUcotqbCTLr6sxp04LMP5f/SVoCL5ZExxkm9DCBh1xqu5oyVcAKjiKSc1oXmxX8bFpOaYArUclzeqSV/y+owRQGt/LdaqclRNFhyZHu02ureGfOsMpZRtoJUeMUVtvI3phgf4CtBRhPMtryCEaS8DzDH+Xpx/UVp8u81EVvr6COeujdfawx6HZEerVNuDdCDscu3Zxp9N4B5guv4n30xKWHtUbsH6Ge7VMPApf+vfsS/dck8klE4xlOHnIyQdbrmNEY2ahhcl1Z4Xtuky42qWqEX9bzspx6UNSFBebsnNVvR66byf5RucnbKMA+2XdRUrHpSUddkt2OQ0if90rj4t4X83T7C+5ptY1iAQrJDg6dgH63iRhNL9+Mi7RtsVlrDVKx8zc2mbycIJShefAF6v/kh9jMAW+Yxez/zlU2vhMg3huCEqiVJbcxW4tNU2x/MMcLXDAEIoqcnnP1fKSY+3BVR6CY59ygi1bTpW3jmHSzAwbCnmXpwxH62f78/hT10ygkaUiW3zsunSJrrZvrToujX15FxTC8usXaHz5EdTu5qptEbW9gjk9dIw1bMcAXInFhYbTlU/uxq+WTYyXM6ZmLEi8KT1ygaJUbfn6frdbIZ/tOzjZNwFpXnghDZl+8TdqA7KUZv3L7Ae+fbHLWidB/b53b3z+F3QPMxft8mSHOea5U1rXV2jkM2hIMLV5sMDc3OXujydrX97HnfcxwiH77JXb+cg2rwO9D87HHdN0hhK//YYA6GTq9gMqxilp40R60dG4D5Wq/6SJiG2DpXsJsNcQElum6Zbqp0KElPPOZ3Zkx0IL6vZDmMwvbG3B87oxW3umt9Z0dmp90OPzVFZCC7T8RBMOUk7d8lnJAZ+FQCvQcuVy5L6M//ypY0JHEb7fmXO+LWalKVtCcnLHyX5xi/Hc4/WLAuB1wcthmaW1IsxbTrMX0Dle58f9+ip1MMHL+/JYCSHnG79PGZ87wCgvTDYNYjmm3ZmgreHS0Qjr2kaHmRueMJ/EKh3Gb/izCjHwULiqV+f1XsUs5J12HTlYJeBOIM1mi9nQIaV2iUifSkTXASouKXdSrI4sJwfiWTLrPZzUBAmQMMhPomnX6w55gaiTe2HF6a71pznkbYaeux6/MgS8iCl26zFgXSWYZeJ4DSaXpc/PxXLci5TopVd8r/v1po0CePqdcJGxppGSz4bi0cUKyHDBbD0laEmEgPNcYJZHaIAcSG/mYyEMY55zMliT+RKJ2RmRrLQC8j5+66GYcYwoxD2MxoXLZh9U6gTEOkHV44DxoT6LzCLJEaQrhIpnhkK2/O2P91RtkDd+12Mt/c2ENBb6LUnJtZqHkHOBW5UcWkUtRi64AbezOM4fQlE5y0TRCBi816T54ihmfIqKQ9K3bBJ/sYXp9hl+5weC6x8oHMf7X313YMF8ISqmUBGyWLaZw3QcQO/vzyOai4ln5WhGFqfIzq9/w6b0C53cEtTJCFmRHJ7Se3SBerVFfWUZvLfPsV9qMr1i8Kdz++2eu0cXjZ89v+saij04Wo9ti/i+itC9JWZu8q4xst1F759z4xzHT6y3UowPMJb9pDo9Z+ZfG1ZUrToCIQmbXuiRt92zXjg0IwelffZ36UUbwh98ne7qHUAq1vgZaLyJsKyPcGxHtWnduosL5NKbU+y6jZ5PzZyvP43OcZGudypJUyCjCzGalQyUyy2w747XtQwZJDSUtIpMsfzDC3JvXOss5rf59cS5H4/KzqtNGLHVgMsVMNPu/7AOK+C/WiA4E/pc26bzrI6ZTphsh+taUV7cPibXHox9epfPQMr27TrTTw+4flXRGp0cvyoyciCK3VxX61vl+RiWTBw5f4n/jXW493ubkV7aYrQiGNw31PdevetbzaewpJlsGFUts4CHiGHUywOQ0RX16DienbE5m7P/2FSZrism6Ijq1DP+Nz9P8B98r15tT1NOl8+dtbWB6fZqf9OHwhPTVa2Tby7C795zRFX5QYhy82zfBWrKdZ6z9vfdY/+Yme7+1Rq0FekUyHNUIo5Ss5bTAadbmTUXg5wqeivHZM7zG1VLDWoqnNP17y/h9iekYzKohMR7PZl2eDJfpDeogLGrm0hH+GNTUGYJ4yRlRb5ob2QYEA2ecZebSyVkdMjtvngCQtFxEawranwATWOTMoaxkCrpuSWoamUhqB+6LTlzbo36Yuk49WU7eb9RhqUO23MT6CjlJkb6HiHMjmwOkSn3hPG1Sek8sGtWLoKjqe5eBPUrv9CKYq6gH2xzZaix4HulGB2EttadDdCvCqhBvYpCJcZKdKdjAJ+tG9G9F6MDds/FVQdL2gRXijqJ+kOJHEfrkFLnvtE3V2iq220JNMlfLH8aYegB63rTa//AJRgqnl5yntKo9Om2SIn70MYFS2FwCspCCdKlMU3rmz3u2zyPJq++VgJv8JTOdOSSosYj37rN0uuF4q9YiWy2GN0KW33MPrQ4lactxuhdoJRcjv+LfAKriNFWlEAvvezqD6czJz10GGCnqmJXft6MxN/7BIYO3V7nzd3pwdIauKBrJwKe2P0Vo45qWb9UZvJWAtJiJh+iP0JtLZTrXmuzytXNxFNF3Wfut1tysy0SMxpgkcX1zc8Bg9JF2m+0lw1on/Vj9HazB+p4DNQ4s423B6o9nJHe3UInrvrQCYDSy3SR+4xq9OwFLH8d4f/reYkQuBfaTRw6MVwFCVlWnbJY6o5NTl8r7tXDdiw6TbDScI3f9CsraEkAUnE0RcZt7++vc2jjlvN/gxu9pxEeP5xDMoox0mZN1ySjQ+rNfepmgn3LyTg2ZOkSunEl0aNn/dYtRKywdn9F8OGS5kxKplLY/Y+/2gN1Wg+bDgOsfztyeVWBDKgp3bo0at19VnY0LwYIDxPmgY/STZyy92+De/9C1WLQSmvuajW+NkHHK099ZdfN10oelDiZnCiyst1lM3BVMrjtBi5UfKFRskI06ZnSBs12sm8nU7QGPnmKThOC+B/UauupAgZPHrEXoI9dv+vSXNhlvS678SQvzg/fh44dsG8vRr67B73dZ/TePGEwirv2BdSWovNYsPM89s0XKu2BxfMr4zBle7UN0LJnU60ypIwUkd6dgwfM1+8M205qPrxzFJDzwERlutzTgxRZ17ABSCEi6bkn7A0GSp5OjE8fF1T7omkPIytTxdnXNoiMLnsWq/EHUAi2dV289i64b8B2aLatb1FSUraR0TaK7dbzDnmuu3qihuw0mV12buOhEuA1XW+QsQUxj7IW2WFYpxystKBTVyOgyFOXF4n4+SuBONSVZTQnmyEBZywEqyx1MqMjqitokof9SjWBkSNqKpOGR1QS1U0PabGN8wfC6oLVj8SeGrKbwZpbebdceq7WTE/prEaJeA89zKbdWA/nkkGB1CeIE24jIWiFefr4CkLdvYAMfsXvoFnEOEKKooRjrDIKZuBpWCWKZiyTIxiKKWdai0pAuGIXyA5UINZ9roebGGCmxOUXMRX6uEYJNnORd5w8+IPilu3gfPcHAXLjiMj5mtUZYGOScTjH/jELdvo5++MR9rhpRVpDB8/uvXbvGfMPpxK5FXRUYIzwf0WmTtQLCHz5Ev3KNxrfucyW4g/EFJ+8IbKeJfHrkrqEqX/nzjOr6KoapOBFCgs0ww6HbrIp6cHEMe8FBvCztqoGjU6KTM6Lv5xFnnt6r/dJrBEOJarXQgwG6PyD6cBdx+xb7vxRx/bte3iBiXrN33O4qcA3AiU2Y8WTh2qvfWTin6vkLgdhaxz7b5+Sr66jE0n6wg4xCzt9sE51IOK5zf+ax8qc+0bfec8arWH/5MRbnvnK+F4dSmC+9RtpUTNY9em+ntNdHJA86tB5KhrcMciYIe/nvffSQk4fvcCJcQOMPBGrVsnQvc4DNgvFQ/F2USbR27190/C/U5Z2Tn8zn8r1PWP/uFzh7QxCvGA6/LFlTTTo/PeX6331I/Oq2qxuPJ4vXnGdwbLvpyn2dBKMFw9+ckX6rSf3udfjhB4v3LT8P3R+4DF4tcpTG2bz1oAx8RKODPj1zwM5ZjHr1ZeLtNv7UMlu1PP2tNld/kP/u0SkqXuPsDQi+vkHrqaHxvYfY6cyVPHwPO55iZwUg7GcbXfgMGl4Cy+z1KaSKWnvGcnPCdrPPdq3Pk/ESX+g+5aeDKxyM22SJhxdY/JGr7XozF5Fa5VLAOoSsYVET13FC1wQyhtENRzUyocVEFissciZLSTxb04hQI6XFWoHNJKSCzLOgLCKRkCpkLNERFO6qDgQqFYjUlKAK02kw3ayT1gUqtmQNDxNI1wnpyQw7nrqoeDxZ6OqxQCm6ZFxsffWpoB0oo6vSmy7UggIP0WxAt41pRsxWfMYbCpk0mK0ItC/RoWC26iJ/HUka+zDZlOiaizi8iSJZArWfZyv6BjWKsfVofn71yC1OYxBSQm+I7TSZbTZIm4rWrWuo0QTTbTK52kRmlvpkBrUQnuS8wK11RJqh9w4RyqHG3cTrUvHGTV5l4VdrjEUkU0SkF0XpL5s3cJFRfgzHtc5Tag+eoaczsAY9GhP+8Y+xXuWRukyd6jKjn/9f4MQtZLOOffk6BpBROG+ocJkkZBGp5xt0yevcOyzf925cId1aQg1mWCGIHhxjPQ914oB/ne88Q28u4U3rcHSWt1e8MF4E+vk0MNBFp0MKkBWA04u+ezHaq34up38USG6sZfQ3vkL7v32P8Fmf4RsrsLnm6nnWYhs12k9SonOFuLIJD3YW57+ahRCydLaEMpXTKSLh5699AbFecIH7I4a/8w5pXTg2xOdfhY8eg3WRaHgieelvG4J3P16gUBViKU7trToFlbVS3nOXWlV3bnHwxTrLH8R0v3uMlVc4/UKb2omkdmLov5Oheh717z92HHAheOX/1uej/2kbo1xJ7s7f7SF29hYFKYpjF079ZTXLy9TPhHzus92PRoyutonfnuKHKadJh+4PHLYieDeFMCy7Ci1M70s3OPv8MsmdKVdW+pyO6kxO6jRii3xQqLZdrL/nQ2uSz72ElY7B4v34vkuNd9oQx5hf/zz2aIRprHL05RaDX3W4kOCDmqs7A1iLqNdY/tE54bBN6/u74HtMPned2cocO7T2nTO3R6XpfN8ugKMvGJ85wxv4GZ3OhMDT9Mc1VmtjdkcdjBXMtM9J2iQzkuEsxCYSoefI47gryerud9KmRVgIehLjuQg3q1s8BPGSwYbGGdGpBB9MUyMiDRaktAhVpAgBabE+OEFhi61p0ALtWdRUomugI0GqwYsFo9tNmg+BpRbWl+hIEHfdBpTW3d/B2BDt5bW5qp6qChC16FP5fCJwHWLKx/FnFPLLdNFrt1C7J9g0dYAiJHJthfjmKjLRmECRtCTTDTB+6EBnW446JRMwgUvhx8tODSw8c1kFf2KZbOOago8sjX0XQaQbbYK9HubgCLmy7DaWZg3TcTdJNwPGmz7hwPU+jm+t4p9OiLuS1k7M5O4aaqYJngr0dIZ8tg+5sRU5L9dOp2V6WQT+c0Z0Yd6qnZk+JYp7rq4u5jrXSAG+716r3qNCJacKfCsEJEqJxiqXsKJLW6SMpUD6IemX7iBjjTB5i8KCQrNwTwXPOQ7abdJqc8NJiY6nEPg8+ZtXSdoWb9wg6MPm39l1jdv3j1z9/OQUc22V2v60TAFfGtVVrvWFUWl1PgrkaSW1W6piSYFaX3MAlULmsXqNVeN84bVq31bhB3S/u4e+exP73ieI15ZJN9p49dcQ+yekW11myznK96KcZHWtVLMQgFzqYiZ7i+d1iaNQRdLKtuP9jn75Fsefk8gUmgeGZCki/p23WPnWPpPNKzno00V5C6Oq5Z0PcSHtvJBJAUw9ZPmDGBW7//fvgOgmsJVwcK1BcOBz/Q9nZUQGIA5PUa0ambCImzEPal1e/g8PFhHKF+ZjYVSj84u4hAtGWHZa8GCXK57kUafBdFtSm+Ekb5Uq68WiohxXODSjO13OXxfUmzG7R12sFYSHHhvfOgc/QG000CenJVh14b4YS/jJAfge2XoH+/J1VG/E5JV1kraif1sS9COwcP75jFY9djrNpxHRuRNA0b0+2f4h4uiE5uwKenOJ/V9pM3xZo5ZntJpTRu8t03rWInyky32WXKP/08Znz/DKjH//7h/zDw+/yDTx+WB/g/Q8Yo9VkJZHyyvMziP8Mw/fOINrPRepiswiE0G8nNdpJW4CBCAga2p0wy0ov6fImgbrF/W2PCUdZRRt2LLUc9GscIZY+K4Ohud+X2QibyGl0IFApoLxunLR2p6HVQL/cIDaqJE4vBFWCMK+pfl4jDjru5phFUUqTKUGmN/AQu9WiVIezwyGCwb3Yq23HAVFyfOYrdZIXrpFfd+pEZWft5bpRkTaEMRLApk6IztbM+iGcc5IIqk/k8zWLORTmjYhOsWhU89EiRKXiQYh8EYJ5LQivbmEHNWYbdTxRxnT9ZDa4QyVWoJBxtnnllx9fyNwv9Ofgo1QsZ6n3JsN106sFpUPf1G/riIrHcLwQkRTvBcEiwbzYg02p9JYcp1pyVw7u/yOcfftRR1IjJ03+66KmpTRUbXWPDfUMveSdag4fT2i9SyjteP6T7tWcz875au2Nl1bMtFh9voVzu8EjN+c4YcZWlh6pzU2b1zB7uzOAV1S4N3fQzTr6J9DdedTU895yrWIRq0ViKAiJFIx2HY0dkpytRxB3q/QPSpKUguvwYJjIG9dw571kL6HsYbm1z7i9K+9Qf+lGq3HHZbuTUlrguFVSetfXAAvFsjmC+WZokxRyG+WH282HOjrAs2mHFmGXO6y++ckppHht2KeXQuJdkPUFPzxOtv/csDgpSbhsx5FJ50qCG+hvFFNw5cnaEB6JZVHPnhK7bxLtt7BtF0byn/7jR8wyGr8/vlbNHYV3o/vz/cKKRn/4i30EIKlGV+8+pTv2+uOhfD4eWW3F46fRXvK653TL97CeoL6tx/w8t9ZJdloEuwdlRxpm89btexS0CBb333C8Mpt+s020ZEk7EFWg+m1FvVUw2R2qdEthj48cprYRyfI5SXSG2skbUXcFix/mDG85tF7MwPPMjxq4p15hAKStkR96WWiJz30vQdYaxDacPDVNuNfmPDrtx8A8I0HL7P6gSX67idlS1PheXmN+79jqOaaTNn0+hyMW0ynAUJa2h95hH2nHGWFDysgUvAnoGZOdCCtC3QOkrLKRcEmcEbCNFyEigSiDEYeWc1i89QxXg6qkTZHgiuscSlma0T5nomlO4A0LgpW84WXNSxpC2QiqB9AvBpS258QX1sibrsNPDyHpfsJRglkb+yoG7N4oU5itYHplIs8sFL3GPJo9fJRbiIFOCsHSIh6DaEtrUdjhjfrdFdyFaI4QaSGybokXnKcysa+q3tPrjjnQk2c917QqHQEOjL4ep6Gbu5Y6icaf6jxRgli/8TpVWuNvb7NZLuG8etYKZhs+DR3E85fqTPZEsyWQ9KmQ563nmmshKxTQ00S5CxDrCwjAb29ghWg7j25cNEuMip0mEs0c6Xmu4BwBp5DOF8yngOuUQBuMmckAyBhoUQAzFXDJFQ1mMv7o+b3aKGpeJYhWk3C0xmjP+cx3VDU/+Ccog/wz9oQhRSurpuliK11srpidN29p580CG8PEI0M0wyQOTfZ6gSMxI7Hi79/8VgXwFILn7vA+y2Mbj6JC2ItanXZ8dpnrm+x7HbcuTdqiNF4bnQu29QvoteVQgzH9H7jZfyJoT4cY856DssRWkbXBNarUTs1NA4NotlADIfzLlawmKGoghhz4E6hbKVWljCbK/DgafksVtHqQgiXfbm5jQkMYqJYuzZiP/Ywnsfmj1OyukId9+nef1oq2z03z74P2bREUtuCQ16dd1M0dgA9GqM2Vl0r0umMu/8p/JNbb9AIE4IDn9YzPd8HgOlvvMHT3xJ8+c37HE1a/NnHL9H9foCIz53ec6EZ/fOM4pxe4IhZa6k96dN/awVWl7GBR/joBP1sz81rrl1Q7SokhHCdwKZTzHmP7f/mCRvf7SJ3DmG1i2mEyEd72GubDqBaAQ5elMm0RkKWoTbWMSeneOMJnZMVZje6WClo7Gtmyx7xmqa+q2jsWnQEaU0Q3wmYfnWDW/+XHvr0jOzxE7b/OOIgXeZfnrxObV9x5d2Mxjc/nGMEiuP/rAwkn0HD6wvN/+vwVzj76RqtR2B/54zMa7L6+/dJX7mCTDT9Ow1qJxlZQzFZlXhTS9J28o0mxNGBmhphhDOOngUjEGmum+xZiPLJySRoBcJiABMrZKCd4dUCoWxuhAUYAaHOvyOcwc4ZOWnbNVH2+65H43hdMd5sES8JGnuG2rGl+8BFTaYusY0IOZ4ueM9lDbI6Kk0JFlJT1daBxfcr1CJRLfAbp40bfmuIXOrS8KXrutOqw2TGdCNyTSGEU+KqH7rz3Pqmz3RZEvUs/lhz/rKPWc75zEqAcUA1fwRr3+8hZikizcqIUCx1MM2IeLOJMDDL0+3TNUEWBcTL7nzjJTC+JeiDTC31J0OGd9q0Pplhn+whlrvYwIfMzNu+FdfsewjPW3h4sWbePUi9AIF7Uc7x00bRB7kS4Zbt5KTAW1l1+rdQZibKNHWBeCwQokUnJZg3wyhOa30V02lw8k4TAay8Z5E3r2F3ns3rbNX06wWqD1DKA5qdZzSURHxlFTtT1I4FK++MoTVmurlO/QcZstkoswlWa2yhA/5p4xJO6c8aVmsX9QJmrYtoNRD9Ieas59L/wyF6t3+5Y1H9/TJ9LXIluBCbpkRnGWqSMf38DWqP2qz9cExWbxAvOU6/URLrKcYb11j5u0fI0HNyl4Wyme8t3IdyLeVcYiEkdqnN5GqTxmQdTs/nz62xC8+tHE1B1aGR4EvD+tqAfr3G4azF2o8z7Hjifv8y4BjMgTm5DjXkwMCCk1/Ud20RLAjMo4oj+vFDzLe/xOGWYf0jS/1ffLhgSBsfHCH+whbH0yY7uyts/4FH572T8j5x0dl8AZgTLqShX+AUmodP6BydIup1zOOnsNR19xBcPbuaGcI5sWY4co5FlmFOz5BJAkttRG+IPHJ61mI8wxSiMgUPt3o+OcYG1Lxr2HSKnMXUPjlm/Oo6xhe0H1lmA0Xt2JC0BLMVQe3EMr4K3gjS164jv3kG1qI/vM/6x4KNWi1XWTMua1Gcf8FIMeZSOl11fOYMr0aSWcn2NzIaP3zKB5+7zvqRhTgm7fjI1KO5lyDyllOyK1GxA1NJDSQg6jgjG7iIVg7zlLHFdRWKjKvdprkRlhYVaUwmsEZgxj6E2hnd1FlW4bk0sPQNRllsIl0EbcBKC1YgjEAYmG4IJ+o9AW/sBOWdc+AxWXPKWv5KnehsiKzXHTI2jp34+4UbJht1p54zniwaVClLbdAF/uGFUWzYwsu99MkU/8kJwy9dwag67XdP8CYaYSRSu5qtTAz9l2rI1NLazVyfYeOuV2rHca4dueto7iXMlj3ENEEMRkzfvgbGkjUV43WFN4P2wynhwQx/VKf3cog3c9GgywK45hOdB07lpvGwT9aOkJlFzFLMdIqtbzJ+eYnZkiKtw3LjJsFPHrmNMacSEV8CPkpTUHlNuNKpqEhlXTouRBZAJUKdGzyhZJnm0qfnZYq1nPOCrpJl7v406u4eFtkNa7B5vbL4jh1PEYFP2hIIbWl/3AfvQpOBaq34YvSZ87Jl4KO/+CrqwT4v/W3DwZ9fJ23BzsN1/J7izrcfOgGs0fjFG0Q19Z6D0xbm5OJ8XQApLbQFqqSGxTTh4C9ssPbDOrI/mCtyXfbbF66xpJRpV+qQy0sc/8VbTFcFKg7Z/i/uM/nSDcbrHssfZuz+hmTyesz0NKC+J1h5P0a+fAPTjFCPD9AnjpN8KYCxON9mE4TABB5WQbrVJhiM5hkQACnnLISTc8RsnfrahL2ztvspIwkNJC1JvTC6RYakqO9X1ktRxzZvvwJSoI1FfbTjnD2Zi3oYiWzUS453tSHF9f/0E0SzDmmGSdMFQ6n3Drjz/2lx9KVt7rw7Rf30HqLdctKu1Ug3Z1dcHBf1ql+YGam+lGt4Y1yDA2yu8/2CYXOnyBrX3UsKgYxCCAPsYOie+cHIIdQv3LuSl2ute09I5KNn7k75DgMyeW0dXZPMusLp8I8tw+uStGNJ1xLs52I8aZjuN+m9HLF2cAv7dM89o2nmlMAKQ6sUFg1GloIrkONwPmX8TMMrhHgF+PuVl24D/ytr7f+x8pl/A/gPcOYsA/59a+038/f+XeB/mX/0f2ut/c8/7Xg1kZAZiUwtNtOsfk+x/KNzrLV4E0285CMTyWRd0XqWEvUMxnN0HtVz0W5WwyGOa9alm/NaMAKCU4UJFNly5qJeKxDKoGOFmCqQeYScSfANwjcV0RvnqXm+Rss8Eh57bh80FpEKspqFuuMQWynwR45HbJUgjh1yurmf4o0S96B63rw5Qq7WZKFUQjF5lFvyCiUL1IKLEe9FsYZSMANcajOOy4e+84N9bBgQd109urVjEMZy9mqNtC3wB6ASSTjQhKcptWM4fzlidN3RsoSGrKFoPZkRX+ti/GVGW55LH68aZOqaVURngWuecDjC3wqwAuonBplKZAbRmaF2kpLVFFYI0raPTC2iP0S2Wpx+eZWTL1iCc0F4DsG7j50z0XZpSjsYORBSks4NqpDlg/Y8YGURNQo8n2b9lFRnGXEohU0dgMiBYOYGqtT1lcI5SZtr2I8fzL8PCOkoaeW9Gg5hOGT7awGTay3sRw9derTZwBb1zwu83XmtO+cmriyjb23Su1Mj/vJLtJ9oNr9xxuRmm3jJY/sbGTZOFmuJxdq5CKr6NMTxp4CrqpxXcq3kEo27e8DK+x3Ug915jfPinFeNeW6kbGnQc+fGuBaPMrMY33X6Se9so2aG0TWBzBTdj+B0ScJywso/U4T3j4hfXierKer350bGZtliFqViVM15D9ntIIdT/FHddcKKk4UMiC0Uq1pNUIrb/3XCZL1F744Dfzb2LKt/dug6ll1G0ao6LQUmQCkOv9Ji5YOYcOespMLJZsMZ1Dhm9Fuv0/7eLvrgaAFxbXp9GHxKOeqDh2zed326bZI4x/6iI/oih+yik3LR6SrEUy6C0PL6NYBNde49CZ7TU174Ul5am0ywu/E82zOZIuo1VLPhZCBz5SjheYgbV11DnP1jdK/nfmd9FfvoKbx5A/v0iLQpGV5Tju/cgGTJsvLOIf1xjbXmhKaf0Apm/DRVjP6yZeW9BpJtxGDk8DiFg2IscrXr1PN6/fJ1GYZlH/YXjZ9peK21HwOfAxBCKGAX+EcXPvbHwO9Za60Q4m3gvwBeFUIsA/9r4Eu4mPMHQojfs9aev+h4QxPx4dfucGv3FKRg7ffuwdoybG8gMosVDkHsUMweScNFaY1DTXSS0L9dIzoRzFYt3liitUXXjANfJY6nK1PhKEGhBvKoNpXO+5SAFsipxNTy+k2kUYF7YMIoxRiBziQ2kwgjkBOJShyS2kYakUpsLDABuR6tq4tmketkJFNDvBrByg2EcZ5Z7dE5PN0rU8plarHodavnqjlVnlg1BSlUhXqhFhe0tdYJewQ+Ns1oPBy41KJStO+FBKM6amaQsUZmIc1947o2JQZvnDK+Vkemlu7DGGSIyFybrtrBjPNX6tSPtQMlpLaM/K2EtGNIm5Lm+32Gb28gtDO64XkK+AS9DOsJ/N6McD/FehKrBLVnI+xyB+u7toymnRF3LTINccLtE+xZDxEG5WZVXFuZhlNy3jQB5lFFkiLDcDE9Xa35FfSkwtAWc1xJ75UlgKKDk2KeaiIH4uS/Za2Fp/ssdKYCrJElkM9RlhxQTA0mNL59hDEWMxg5sM8LIs4CsCWkh7x+heRKF2Fdz+qs5ugO5v5j6rsRd37acjXgPDVaNb4lJaaCJi4dOVg0gNaU1/vcxusmqEyTwmKEZLVGffeD56UR8zm4lG5VcJwvoGfteEJaF65EoWF0LaJ2mtF8amk/noG1jK7WyeqW+gPHaU7aHrXD2eLGWFWjyp3b8jB5ZGYOjwnHE8y19bLncznyf5v+EKQgeFfjT2e0795ETmI4OZs/09Vo95LaqNVOn0BoSXNPz9v8FceRCrHSQhweYxTs/5VrbPzt88V2h+VnL4/kLRo7rdyTF2V/LhnP1X8v3PsSdX3ZdwvwWHGqtlLDLj90OVDKdUlzTTxkp+14uVK6hiYvXUPEGdb3MJHHbKPG5MsrLP2d77roeueZe652T7ArXeKWZLrmMmzmpSnyYY124NbDF1ef0lQxUlhOlpvs7Kyx/1WfK/88geUOYjpbUJsr1NjABTmq2cDcuebaw9578Tz+q6aa/wLwwFq7szAp1lZx+g0oA4q/CPyRtfYMQAjxR8BfAv6/LzrA6bBFJ4HRyx3qgYd8so9VinSzjkgN3tQw3vBcSjS1qARUigP1HA2IlgK8WOJNBcNbjgYT9BVJ12J8C8KJZsiZQAsPahqMQI0ccMpIg/UsJjSITGClSytnWuA33AJNYh+TKIglIhWYusFEOKOdP0u6aRDWGRFv6sBK0bnFmxmGV0MQTk0L62rESWuFVjNEHvYc8KKoQcGC6EXRi7TUkS03gAsbk/QWDHRhWGySup6X9QDledjpDGFtaXSDvR7+sedSnHlEkmw0SZoSHUJ0JtChIFuC8AxO36wTDC3jTUVWc3QimUDtSDJbtiXQDWMIz1K8UDJd8/GVIDpOUKMEU/MQsasviVSjYoOp+diGS9esfuuQzoM2040QYTV2Y8U1557FZX1X1nMeWUGrKYBVF5DfoiBhFRtGJYIqa37WLG4GVZR5pUFFwb2UUZPpl24TfevjuZJPGJLdvYL68Sduk6/ye0tpPbW4OeZoYHN4XBorudyFVgMeP3XHfUEtrUhzqpUm8sf3WBav441T1LNjTE59srO45AQvIt/nUXppVE2O6C7eK9ogXtS7tsZF/RciJLW2CoEPmS7FC2yaLRrzynWXAi8/a5TpJ/c7vVctppnR/YfgjTOCJyfUPjCM39ombSnWfqzRgUAkKXalCwLU+cShUBcU4cxCBqG8jo01su1l1GyGHY0RHz6qPHOXj7Jbz3ufYC5zmC46LMUogFrSOQHtnx673tA5vxdANOvYKAAh6H7jMelfuu0yIoUk64XfKo99Gcr/YjmB3JHMnf2yn+7F37j43eqoMAwW1nfhnFwSCZZ1+yKiXeDm2oUo2znXqaMTri4xeGeNg69Iuh9D52GCfz6j/vEJ0V69vAYTu2hZn50jm3WSriBraaxv+fL1p+wud/irWz/h9w/f4t5gna36gJ8eb3G216GxNiFtd4g3m2BBrjRc+9dMkz1+6rS9LzjhyUoNL/D+/2p4/xYvMJpCiN8F/nfAOvA7+ctXgKeVjz3LX3vhCM8NnYeGLJKo/rhc5LNlH2/m0spJRxCdudRzMHCiDmlL4XfqTvxBuzRo7Ui4DjYWGs9cL8qk42qUKnFgKV3QguqmrNmKRGAb2mVBclCViFxdJYkFRgvnWiiLqWnwc+s5VcihwkQGYYWLCieAhdqp6/mb1ZwBk6mLfmdLLq2etCTJSo1QW9fvNbmw0RXRBvmDmWXPbQDV94F5zTevl8jAL5Gzqj/FXt1A7B7DaEpgjPMaB0OE72O7LdL1JiI1qHFKe8eStH0GNzyM75yGpOWUuNpPMpK2R+dRxnTVLUJvDKrh6u6zZcHZV6+4HrrfO6D23hRqEXbg0qeqVsN2mpBphDZEHx9gVtqIZ4dOG3Y4wts9oF1w/aydb5TWLNRTCj6gyIXUgQVEM8bVaUrDXBoSvWBUioYRZYOLwrBcSPUmX3mV2YrH8Joi2nyT1X/8gXMEAp/BrYju5Ca890kZzQovP+6nGBmbJK4B/HnPUW5y9K/pDxci0uIeF9Ga7vUQ3x9iAf97HyOubmEv0fUuSxaV/xdzCfOoCz3fPMvaXsVREWrusNis4NgqxBsvM95ucPR5H2Hgxj84gMOTPCVr5teQr81yPi7b3D9lWK258nXD/lc9Jmuw8qMdt77bLScrqC3RDx6SvXrd8bf7Q1oTJ1pTzXbYLHXnXuk8VDonSuLtnVF2Ovo0VaLLzr16TaWc5oudjKoDY3cPXGOJKHSCKIA972HuXEfcuYFNMpZ/MnA874vp3uoxfh6HpjyBSunjRUb3Rb95QVDDapDKr6jn5brXxe9KhUMlz3ELZfcrFoFeC8dcXwEhOP7KMpMNQf3OOdPbEv21Do1Dj+YDUL2RwzGU/GXnVOuVJlmEY7QAgyRCG8n/4eu/TXCs8MeCB10nriQkTHabbNw3DK4HqNTizZzJ9D/Zm59Xpa5rk5Tou59cms2ojp/b8AohAuCvAv/zy9631v4j4B8JIX4NV+/9zX+F3/73gH8PIFItuj86IV1roldayPM+tuYjLBjfGbPWU403M1glUIMU4weYSNC/2yQY5Z6VDzoVqJnb/J2ABhjf1X113dGJRJob0ZpxBramkZ7FpBKkxatpjJEoT2MtSGmRVrj1rQTSN452lAlE5ri8MlEIA97URbsqdQIecUuCcLrO0czgT1zaWQcCf2rQgWS22aA26riG4rayUVY2odJD/LRhKg+BcG0IRRRiRxnmvEf82hZJ16P9eBdhrNNx6NRQh8fg+1ilXFMEQBiL15sRd328scUEIFOBUQ6wEvQTlsceMs4YbzkEswlcin22BnEXhJG0nuY9i6+tIwe5c5Gmrtl8PYLDE0whuXZyCkGAubmFiJfh4ZM51aHYCLSep5LLDVyWqjE2jl0dNo7n4Cop5kjnyhwKO/e4bZJL3lkxNzxV8FplUw2fnBGcRpy9scR0E1Z+vA0fPcScnrH8T8au7gzzdGuV16sUJcq5co+t1piNZRfdHBy7yL7ZmNeGq8GlzjuzFAAaY5Fv3cX6CtEbu1SY5yHytF4JzjK5NnEFjWlhHmFcIpJRbpqisqFnxTqzFBuo9d36V7EDz8XXlwiFgJ1nz6/Ti7XiakahGlFdTEHmx6v/059w58NrTr95MnWKRW/dJPp4H310gtYa9aN76ByEJHMgo5Bi8Sfz+10agLw/rA1812VMSWS7ha7Ku1bHZZFtUe+87Pyro5per/KcTYaUiyh+M50hH+3B+gqiP0JOphhrF0FP1Rpr5Vl5rm57EUh4MdqsXkeFb144pQugO8gBRouo6+ekbpVCCNfzmCub6Pc/zg+RO3K5KpnwfPcsViJk2e04RzTwGNxtM94WTK+nqHFEozFjsmnpvw6tax3UrM3qj7t49/cciA7nYMkf3+PmwTq2HmE9Se/Na0gNt49TDr7ioabQHAkmG5BsZIhQY7yQpCPwx1A70XjDGPLzKvZia5zATuHwV8Gcl41/lYj3t4EfWmsPP+1D1tqvCyFuCyFWcfXgP1d5+yrwLy75zn8C/CcA7ca2FUmK/9FTzK1tB6JJMpoPh/Rea9N+NEH1p5iG68E6ul4nPM8IU0PvpYCoZxltS4KBxR9Zskjk/FpnjK0H/sAt7rRl0Q0NoXE13sAgPYuUBus5IwugPE0ae9hMIv0CHJGfuxauRqwditrGEJ6LsslCVnepWROAyNzxjcqN77lGpoJg5KJ3bxCjTofY/nAxHWdNeXPnL704Gijg+miNCAKnEDSdOgCAsZAk1D7cp2YculDkMnWmG6HWVxm/tIz1XO3QGzvhf5FqZOK4ulkk8GbWdX5KDSJO8fsTxHiK/1IDoWG2IlAzUDNoPrOEfUPtcMbozQ3Ckxi91iSYxZiTM/dw7R9xsQWbXOqQdiJGVwNWT3sQBpjj03ndNEeD2iR1mqx5RyLZqM3TXblBqYI7SqnJ6ig2vKJeXt0EFyd3/roUcHSKCHy2vllHaus6rQgXIdsknbeAVIpCsanaAWehRi+F4x4C4umB86BTx4XWR8fzz2jtHIWc6yl8UV6Dajd58De6BD3B9b/fQ7bb2K0V5NE5+uR0XlerrCdBjmAVecqncq02m0fpNscjFJHtHME8N742SxE/vUetXqe59Aqjq5KTVsjVB+l8zopbfGmUK59/rXp/LqClbZJgHjxGra6gcx1tKwX68KhcS2YyKZ0FM53lDkS68DvFdRVGxdFYUkS3jc1Tx6bXX3QELspZXqxPmwtOhXje4VsYxs573ualJnPeg/5iet/0h5DLP5Y1epPloEH7/PlUj33JmIP9vHl0WrxXgjPdGi2MqtXu8wujiGrzdXxZcGCTBPXSTUyrjhxW6JG5cbdpVh5HtTvooksSeUSpB8jeCJm2SJsW/9TDNDIG53UCAd7yjKTVYPZ6RvJbGen7L/PS/1m45wcXxRc8Ynyf7r3HICUnf+sdZm9Msb0AOZVsvnXIl9ae8J2jG/RubzDbyghOFHHXZy2rE7w/rpy6c2BlGDrQnZQ/M+L99HcXx3+PF6eZXxZ53koI8QUgBE6BPwT+NSHEkhBiCfjX8tdeOEyoOPmVbZcOfXYMgY88GyKeHWJ8wdGXmojhBHU2gszQ3BnjD2IGNwLaOylCW2onBh1C3HUG0Js479uELsWma5bozGXTRCrxj33kxBlPIZzajvI0Qli0lqRTHzvxXLZi7Dv1KoBMYrV0Ihy+AelkKmUGWJfuxrpoW+dAq6TljK/IwBs7WUChITgYIp8cofcPMcM8pZj/mWvFXoJaqHxu4eX8gZz89jvc//eukd256upuuIXijLBBNBou5Xt8SvDsDN2tM1n3OHvVY7Km8KYa40nStQbheUzcKTZACHsp/sEQG3iuFaCnMJ4gbQiHVj43GA9mq4K4LZls1TC+YHytRvD4GLTBTGfufMaTeZRu3Oahl9tEj09Z+f4pZjDEHJ3MjW5lAyxVq4QoU8hlZ6MsK6lU8wUri3U7f63w3nOKQHWTLPWmlUJ2O/OI2eRGzPOIfvSI8PEp/PQeRc9Y0WqWv1keoziFogNV5XzKzIQU6PM++vjE1acqKbxy4zN2Hp3kABUZ+Bz+zdexyvW5Hb+9RfLmNbJOrUTHX5yD4rfKObzIhyzOO5+XchPMgXyXrkmt0f0B3d97l6v/9IzmXo5srhqgop5+CeL8suEM/QWxhEqUr8975e8H33qfgl6jOm23Ljx/YTMsMQH5b5URXDHHgO71yHaeYfpDxy0tVNJyB3HBeL8ILOZOcP7/i+noi2C5G1eQeXrZGifWMr83lSyWqZRb8tcuVVL7OdLNpYF8kTNfueYFgOGnXHPZf/zCMyY8HzGNEfefYBsRKhdQuYjyloHvgGT5fRN5O0JrLXr/kLCX0thzv63HHhsbfaI3e3TbE4IvnHPz5hHTJy22vrLP8Jdvlb9fZpWsRa6tINdWkWsrjK4Jtlb7vPTaHttvH3C11eOj/gaZVmSvTJDNlOzGjHjFEi958z2kmDshkdubTg8cngehXRg/V8QrhGgAvwX8jyuv/U/yC/iPgb8O/DtCiBSYAv+2dbmFMyHEfwB8L//a/6YAWr1oWAGTDQGz2CnBpK4mKWo1lt4fEK/VnUc4GCKVE6LIOiFRz5A1XIorq1WkD0MwnmukoCbC9eVdsUzXwO8LRBMQYGoGMoFOFEIZbOYiXHIaktOnxBnUxClaiVSAzOsFxhlxd3zwh66OG/YsOk/NJh2X6laJa+CQtjzUVDvO6mAMUYiYBSU5u1rHLXRvF1JKl6SvLtbitC9o7UCyHCDsOrI/QG6sOdBL0YN0qYM+OEIKib65ivGg9cQQd12v4eDxKaO3tqifT6kdB2QNRTBMkdMMkWaIWQaBwnSbhANN2lR4AzdXnU+cQIawcPQFSdgTdB9k6OOTRTSlkAscV1mvI86H2OkM8+TZQl3zRTSXhfRONTuQZYjcC3W8WhcpLfCeq795EamZp/LkUhc8hajVSv6pzTLsZOoM5GBU1pfN6ZlLexdtwi56wL7vIpQKuhRA1GrIdsvRWFaW3TMwmbrzvZAGLAFhwketLjP+3LUSTT5bEajEQ7YV3Q8HJZdb1HIjXHXWPi0NWsyDzKksytFoRL2GOT2bc1nLk5pTm2wcw0f3ad/3MPJCXfMSOpJr66gX578SFQvPwxqLajfRVfW23PkqshTWWtRSB312jh6MUC/dZHZ7xdXejEW0mgy/dJXmvXP3HDzZnRvBi1zpyhyUz9WLao8X5mvh+i7e/xcZubM+8WtXCd5/CuOLESHP36sX/X4xLoquXBwyT6+bbE6Be9GoHLtAGVdHmcm55FxKLrEEMxhy9rtvcv4aqNkSt/5P72PG08U5UwJRj5DdFmIao9e66JqH/+gQfXKGjDXdT1L6rwnEVHFy3kKPPGorU/5Hr36Lr5/eAQMH397ixrMK9je/t/LaNuNXVgnOEw5/oUHy8pRuNOV645xPBmuczhp0gik9WUOnEptKRKwQKWQ1iWw3nYKgUo6ZYA327JzJL9+lLgQcf6qZ+/kMr7V2DK7NZeW1/7jy7/8Q+A9f8N3/DPjPfp7jgIsGw3OL2VhG9scwHDnCcuCjzsf4kY+tha77SG+IzDTKk0RAWveYLStU7FKkUoMwedegmLJ3rEwccXq2qVFTSdbNnGGdKtRRgK45oJVMBRhcx6JIu/yAtAgjEVMBAieeAciZdA0ZQouaOaMrDCQtgT+2IBzfEJHXnyPBdFnhxRJ/bPC2lplu1pHZFkEvRp2NsQ93FuZG1GoucovNc5twOaRANZqOozed0v3WU45/8wYl139jjckr60Tf+GBer8vBOyIKyerKZQIsdB6leL0Z1vdovrsPUlLbPYKlDmI8xS61scMxUmtkb4hZbpHWJf4YojPN8Gpe655YpquO07zyXkL9J0/JkgrJHSgAYODSoKLVxJyez5vAS/FC4YsySiqEKZLURQx56rHw2IU1rqbs+/Noodgkqw99NWVYbmwGfXTi1J7ieOE9m2WL6eI0c1zsKqrTGgdWylNcQohFpLMUDkB1dY3h1QbN+y2yVkhW9wl3+5iP78/nqvi9/Jqt1hD4jLY9Ggea5fdjDn+xwWxJ0H2oyzqsuLbN9KUVom98sEilWpjM6jHc/bFao27dJL7aJXxy5tDKQ9dCroiQRYW7WILScrnFgsq2MN8Xa6HFdVTnvlpzNK7WKV+/xfClDo2nY+SDXVdCKRkAqvxbRBFqddXd+2YNb5yhX72BnGUMXm4xvKaYLa3ijw21K128P3t/nibVRc1x0Qg5UOOiwbRJUtYjS+NSPGwXr7Ha1KJasqjMgTnrEX4k0IPBvKygKungC/rRbr7n/YOLDEahCFVVDfu0UaTfi0y+qK7bi+MC0nj+8vPOxGXqeuLaFidfsJh2RjZSmFtXncjFLC5T3SIIQEqHD3hyzvBOi7gt2Nh1GS3vwydkX7xNcBKQXktoNGZc2e7z4cdX2Y27BCojuDZm+b9skLUCovVVrDbokxOHdO44euR0M8IEYM8DHtWXube/TnYcYSOXwQRAgnfmo2sGmQlWvn+Cnc5QV7awkxnm/Ny1Z5y67l9PfneDje934Z+/eL4/c8pVtDPOfi0mbXe5+vfOnGxYnLgNr+kzuhrRPZ+49EueglFJivIUcqOL9WqMthT+xOKPLXHHpT4zkRvCri3rrzIWzugC/mGAUXkt2BPIzLX0UlPXR1KkjjokCnsn3PeJHThLZDlaOnbp7awO3hRUbFGJJV52escyc2lYhEvB1o7AB8bXGiBguqJI2orOiVO1Knmny0sAmLPz0vPHGtTyEqwuI2Y5kGg8QdRr2KMTUIrZq65BeHQ8I20FiNU2WV0iN9YwewcUClgYC75PtD8BW0dYCPdGiFnsjGySOB7wUgfbG2DixKGvtUE0am6DDjwmGw5ANln3mGwbOp+Ist1i2LPUng6w7SbivPdcxFsMa6yr0VU2Lhm4zXShwUHhrV/8fpo5OcZchMROp642ltf3XDtEv6yjlQjQi1FINWrO04xmciFly3xTrNYvSxH7qJ7X2vOUWbuJOT51PZdrNUSczOchjpmt18kiyeC1bq47Lgi+s4/wg4U0aGWy3N9K0XvNkrY8Nk9mbH29DwbU+RBzeo4IfGY3lpy3Xu28c3EIh34H51Co1RWXxj09J1SS5NoSZ6+GdB+0qX0Iev8AtbLs0stxnKf7A9d1KI6doSiirmKOLjG6F+d7/nZhpCzSD0lWGwyvKvq32mx5EnU+QTx8gs3M3Fgai+22OPjVZVQCnYex0w9PMp78lWWufm3E4EaT3l1HNTx/VXHrkxWHIk8zXFMU5zS5mu/ivV08QVfXlmE4B8lp7eqfZZR5iTzpp9QA9en5YnS5sA71c7XTBY3poiwlBEZnL+7je9m48Ax+6rhQCy4BeL6XKznZ0tlYML6+z9nnlwnOJPGyITgPOPlimzWzjXi0WzpvNsuwnQb+2QzTrmEFrH/juER3m8mEaH9E2FshvW4ZDSO+fOundN+a8gePXwOg+d828UcZB78QstK8Qev7z5BhiFxbxU4SomfHeLe3aH084/SLy5zolmOkSFCNDB0rVKjRQx8rLd5IUt+3mHqA2lxHr7SYbtaof22CCAJEp0Xj2w8Iz67ifVwl8zw/PnOGN1CaVmfK8GbA7PUrBMdjxOM97HSKiEJaOxPX1adYbHGMmUxcei5wOskydaAmo1xtNxg4WbC0KZhFLuKVmTOO4tzDGwusAvIasLAgYxeZziNkp/vsD6Xr8TsVeFPXatBKJ5AhtUsl4+E8wqk7Fytdvdcfu980Hqip6w+sI5h1VXmsrAar3zpyAuCry2Trbdc3tR464E5/gKhFCDtGBAFnv30XYaB3VxL0ofMoIzqKkU93kUtLDK8GdO9PefpbLQBkGhL2LC1PzeUkRegMwlILkWqiownqfIyVAs77WKkQ7ZbjFiepU+4xxqluCYvtD9GvXGO6EdE4MGDh/FVJ0JdMtlz7wOmGIekK6sdLxC2J+uIaSz85w3zy2AFyqmCfC7J0ruYqnJD/zxgl2CTL5trKOTfRIZdFnra9kGqtGt8FAFQlQiuk/Qq0ahFdCYFV87+LtB1GO6OvFGJjm9Fry6iZpS4lerVNEnn4hyF25xlqeQkzGBL0E7JGxGhLoRLL+rd7YC3mS6/hHQ+w+0fu/0UmII8+9EoLvZQxWAITNLn6H/0EAJPXxOXmOmqmXS/oThP2CmOny+hFNpv0/sobxB3B+vcGZQtJjHUO3b6GjRZWCoJzF/VbY10GRBtkmmEmk7zZfHE/ciBXlv5MGb3SqFQNcX6PZBQitjfw+zOsFzrkvCdRhWgM5HVBidjeQPSG1I+79G8rxlsRG9+XzFY8p2BnXFYqeHVAlknsvTz1/GHNgfxm84zGQv3zRcbS2vl+JF1f5cs4sgvX9LOAexXQWhWsdFHBC0DWW67xRMUou/KKWDjOi2Rly/fzCPtTR/X7FxHogKhFyGYDvXeYl3VypkAhbbu9gUqsyx4OfNSbfaZvwrPlJa79x7vleWIMsjdi+LlNkoZksilJ62usPH5K0Uvb3H/M1jcCTvtNxF875ZvHL7FztIx6WGP7GynDa3D8jnMih1c9gsEmOtim9nQAzw4QnTZqHJMu1wlGhuYTxWxZkDUtGyt9jntN0qmPSARmPcGcB6x/d4Cu+WQ3lsnqivrOAFGvw1Ibez7A9Ieodx/+zHn8zBneVCvCf9Rl8jo8/FsSMeny2v9+iOkPsCdneEma1xFycIoUkOQ1JV+S1SThwNB6mjFd91GJxQqJP7WIzNVe466TcfSHueqPAW/oIl0dgcmcATShwSqJ1K727A8lWGjfh9mKM6bRsWCy5QQyrABTs4jMFYPThgAEaVM4Go4PxndGP207alQWCZK2+y1vamk/ycBT2HaDrBNhfYlda2NCxfBaSGP5FYLzGHk+4ug3NunddfVpNbGOnyY9wiXF2r0O6etXnThHx2d6ReOfSWojQXM3gwOH8hNCINpN7GiMTFKX4n+452g94KLM8djJGRbgmqKGl2/+olYjq/sYXzBdlWx8Z4hK6qjEMNr2kIlLz3sTS/N+n1ac0X9nldMvrbD8dB87SiuRjdtUyk0g/38RrQLPbWTWBdnunGZx3nd3Wv5eKQpQfCVJF6OGfHOS17YR0xhbj0g3O3g/+BiLLtWh5pQLFoU5CgBXfj4lalYIRBgiN9bov7niNMUVpJtdd1hjsc/2XbR4dg6A/+iQzlOPdj1CDEbos/NS0CDd7BAYizk4QrVa6EIW0FqSpZDtP1AMbii2/nT8XB3Sjid4P+nhR1F+yRWUfB7lCiE4/GXL6q1THl1b5fbf19iPH82vMWwTvLfD5vk6fLKDrdcQUjB8e53T1xXX/2kT7+CcbG+/PC8qHM2FUXVmytswT62WGsbF+ScJchpDp87Gt8ckSwHTjZBg97z8Hf2FV/D6M4Z3uzSeTZgtSxr7huE1yf4v+yRLhitf06idQ7YPezzqXiNbMgS5vGt8tYv/cMdFzjm9zM2Rfq4v7nOjqIPnPXkvvV54sdG9bAhZ1lELJbDSsFYizCITIqMQM5s37yiMvBAOrfwcpuEy5HihpFa91opoSXVYrZ1hrdCm7HQGK0vIWoS4sok5OHLPm3JBkdg/oqMkJ59bITiTJMs+OlGsnCw6vEII4lurnL7mMb3qyiWzVcFKWXrIS3w//YT1Ry12G3d4/KUpcjei8wmoxDDZdEqFadswfTUla0R0HmiCZohaX8H2R3DvBL/Z4PzuXdcVreXArvufrGFrGjnyENqVFNVYML3SoLY7Rtc90oaiBrDaxfoO3Cjv3ERMKg0cXjA+c4bXDD06j2eYICL5nRGzD7qg5Lx+Mhy5G3RlE7t/5ES0ux3wPNQ0IzyXCG0xviQ6zRAWaocJwrjX0paH0IqsLgh7hnhJomYWHeX1XOkMsMhvrG5qjBb4fae7agVkDVcj9vKgIzwXJF0HohI636Slq1cXzQCyhku5FrVfHbo/CCclWTu2+BPrFHWkRIwmKF8h+2NsLcTUA2arEaNrAd40YPNPXStEsz5jZWXE6VkTO/EYtiE6VUx+4Tb92z5qatn7Nfdw1vcFG9/pow57sLKEODpxkWGm3QMjBOLx7hzoUNQwi/qS1otQmqL1IBAcjckabepHhvHVOtFJglWCpXsZ/l7fRWXLDYZ3OvhjQ+fdU0wzYvbLrxL+8x8tAMZKxoiQ7gGuRejTMzf5RdR5GY2j+NoFLWZnFOcprAKQVEYI+QaUbnWZbgSM1xUmgK3ZS8iPd1wdL2/nZ61dVB7KnYOSr1iJOoTnI1tNRq+vE/Qz4mWf1sMR8tEeot1C7x1gCrpRfr2FARael29YEnVtmxSYbob4Hzpja165gfjRvPNM8LUfE3Xa1F+/gf/oACNEGZEIrcuG42ysYroNVBiUZQuubKA/fojIMjofKXordVAQrzeIX/kcjb0Y8WfvOjCVsahuG5t3vLLGcvKmYraV8fCvt/GHHa7/fhv74UN3XUEwNwbFvbosrX8BuAM8X5sMAwZ3WhgFVgrSJs5ByaNedTpm8NYKQoP85An2869z8nkwoSbcmHBrqc/+0VXgFu1v71A/tNSOBdN1kKklOBlDGCKvbrmOUFm2WPv8NMNbpFWHw/lrRfbk05pylIu04mRURFvktW3M0z2ea2FZ1MWTxMlvWuOexYLqUzwrYt45aSHirWR5Sm3qnxdsd8l5FNdqtYbIJ3vnJU7eqtE42qLxD79fpt/1aIx6dsCNf1Kjd7cOD2rMVgTde5OFMpK1lsENp/BnpaX9SLmWoUUWonAalJvzK3/7Q7LvXSfpZNSfDGDvCPXl1xBGkCxb5HlA0nKsE+/JEdZazPm5c2DOeqx9v8ezv7hEbd/J/xrldOh16DQflr8WYRXMlhT1j6eEzw7xb2wy227hDxKmmxHjry4RjCzLf/jgZ07bZ87wCgPxks/KT0bMDlpgNeasV27wSIlQHqYRIW5cgfuP3SRudBHa4o8yRJ5inG5ExB1Fe0ejfYWw1gGtUgtTCMaGuOt6ykanTs95tiwJ+pbpZu7xphaMM6ZZzaVIkoJekgtzWOlulDDutcIxFJl73x+7iBgLMnP1TqxwPYN9CPvQepbhTR2XV/RHLrU3mblOG2qZbL3peuJGLhofvNyguaeZrYaM70eohsWbuCYCWc1S3xkAbbCw9oMx/VfaBMMU6yuOfus6S/emeIGPffjEbaBphs25geXIDUvxwFprEVXv1ymKOMN0eEpDa6bXO/iDlKzlEx5NkIdnWGMY/OotascJ4XnG6EqA368jv/c+8V//Ev5X3kT96B5mMilrmSIM5572JZ1MFrrDVF8v9Johj3bz87sQKRRUEGtkHmFp/IM+aXOFpXsZQT9B7Z3Oj5BTf4ruUEUEXGrTFkIW+XFlPYSXr2Mf7VJ/NoIHT4k8DzMaO6D8dLag/1xNr4rAd7Uu4TiBybUVDn6xTnRq5+9nBnnrOvbgGCEEejjEJin+h0/QuQY3AHl3pGKc/8IGOhCsThI4O+f0r71B0hZsKsXoboft/+ohj7q30TXLo39LgafZ/sOQlu+VxsPs7FJSmoDN7ySMN31mv9sD4JPVLle/9g7RwQQ+erwIMrv4dyXqLnV7hXTGrkpxEpLkyhIqtmQdSf9lnNPareE1G25dHp3S+eawpODUjw3nb0P3eo+vbj3m9997k6vvaeK2m+uN33/E5O2rdO9bwh/eR+fNNnqfX2VpFjvOuFLYsa5kYz4lhWhyUZLKtYnCAfpXGNXoWmRuTkToHCRxPnA19yLSzGvMWOtUmioUq7I2TTGNF7IgBYpZCeSNKyAl+pOHiydTptAv0Lny90p0c2HIAfFkn+RXXnH67Q1J4+I0xTHyhx+x2r8Bpz0niXraw1w4v7U/eEjtSzdo/KNzxGDskP4ba64WX3y2kn1TP7lPrbhOY/AmMFsFQkP4zKP92ND+4X6ZkajWscXOHq2dDtFpSnA6Qx2dk11b5clfarL5XY32nR5DczfB1kNsZxMTeGQ1SdypYRXES4Lo3F6e8bgwPnOG1yrXyzbo+TT+7EFenyvI924jFbUaeJKsGeDndSM5jom32qQthZUCNXOKUEJbercjgrFF+y6aNYGr/YIzfLVj1xBAJNDY1yQtSe3Q1YTj5XyTtZRgKytyXrDvzleH1gGnUpdGLmq61gMjwM6E67YkHdgKCqMtyBrOaPvDDP9sAkmKWWmjb6whZynyyRGEAcHRiGDgQuQiih5ec/KY02spjQc+8YqlfujS2ZPrbUbbHu0nKZOrTeqHCfGyz9nrDUZXBb1Xatz6PYt8yII0XKHPu2iApWNS6YpXUR1aQ5pgnx1QS53jI5Mm8nyIGbgewMHAdZYSGdROMrz+lORX3yY6dV2J5Cu34EfvY7MUtbqKaNScNm675UBduaLNpdJ1Fykp6ZyWhB8uRhvPKSDNecDm0ROiJ7slKrlIThdgo2IuwBlghwcovO95Cl6tLGFXumTNEDmdYX/yYR4VaIQfzLV3hUNxl+dVNFVIUiedN3ZdWIKdE64Omoi9Y4d1aDbc8cMAubKErUeIB7kW83TqNl1R6ROb/64IApa/9gizsYxphIg7NxhvO8Bgst5guiwJX93m+j/tc/L5NpOJR9q2jLcEndvX0R+7KHaBvwpE3/yQyb/5Ntn3l9BvjTArKc9+w6f9oM3GR88vl+eEJqr3wsi5IMiF99Q0pf39Y45+8xpB32WQHv/rNbY7t0FA/fEAe3SWqx9ZWn/8Ibd7L7Pzl5b5FhDsBSQtaBxmpX507c9c8wJdNL5Xis6HfWwUEn/1NYwvafx0l2z/MDe+YiGNLy52oqnwV61kLpBSve5Lru259HPx/1zeVLRaHH51lc6jNsG3L3QTumCwvI019JVVZG/souXqMM8bXwBxcoZYXkI2m5jRiMvGgnbzc5fgUvIAZjqj8fWPEPUa+D5ZoWJVSLgWDtw9Z+Slsa4RxIX1oM971P6o5xzVIABjmLxzjdqjJvbx0/zS58Ate8HJ3PqTU2ZXWqg/0QQPn2BOz1z7vC+/BtYSPD3FHB5j4hgznRF3BWFPoI7OsbMZ6oPH3JxdRTx8xvjXX3UlwqaHlQ2ymiJtSpJmfr8NdB4Z2veGP1fG4DNneNUMVt6d4N3fc0ZoOpwbgkIRKE5QT48wtzZdbaMWkaw2SboeKjY52EmSNCVR3zi94CVHKbIC0obAeBajFMHAUjvVqJkmayiHBE0scVuR1SHoC3RuqI1HDqhy52o8sJ4lGDhkM9alj8NzSJvg93MjnFMQgpHrriSzuaCGVQ6UpWsKs9nEG6cYX5F0fITxUd3rro3Z4wH1owx/LMlqgiwUTK4YdMOBmRDgjQT9ly3eBIa3FNGRIOkEpC3ofCKZLUuSjjt+/VDgPz11j0qRkvQ8p9oznTkeXaPujECjXnJJSwpMFUlprWu2oBR279Cdzv4hOleL0htdjHI17WCY4p9MwFp0IDl/JWDr6z3E/ok7F2sR9Yh0ewnvxGf88jL1P7uf0yMMF9seXjZsks6NYY5uLlK6n/o9rRejk0Kh6QVjAVRVGrgcuJWkyO8+wqaJ6xH6+VeQiUYenLq0+4nj+RVAsjJCycEoolZDpBkUEpqPdiHwndO5sUqyUsebpAhjXNTXajpBksnEgRSsgbJjRy46kiQOiDibIZtN4jsbtJ4Yzl+RpG3F0kdTRtciln5wn/VPYPaLd8FYau/vYrMXR23i+jan71hu/n7M6FGd4XXponNw9fbKhvhp4B7ARVVaLER0xb2RHzxEv3KL7idTDlbqbHxnQrIUMFnzUKlF3+3SOjxBrq+6RhNZRtLxsMoy/eEK1//5BDVzvPPCIC4YRkAPh6iDU0hSIq0xnTrpjTXE/mG5JqpRr2y30cfHz60LfH8O0oKFyP75CXxBzddYzGDo1u/ZORtfU+45rBgX2WphxpN5lCwk6c0NDn6pwdpPQoK9w5KmNVeoEnNMBe5y9GCEGI2RS0t4y12IE0yv76JoqZzWeRBgRyOwFhlFiCBwbfkuQXybOMYOh893HrqYUlcKMxgs0rGq0qxFSj2fy/Bw4rj0P8d6sg92CO659Hv2hddQ0ylogw4l4ckU02kgkxR7fIJQitUfjUiWQmw9gnoEvaFTkGs1iY5nTDciJmsK4yv8kQvMClXfrC7wJxZ1PoTrV9EXHZ4L4zNneIW19O/UWf7JuASVlITqQiAhTbBGoSYJcnW5pBXJxBKexniHfUyngX25VU5M7dSQ1iW6lqez8ybItSPLdEXRfpRgW56rBXvO2NaOrNMpji2zjqR27vrVTpcdUECHgqwmCPuuI89sVdDctejQIamtEK7MYiDsm5JTnEXue8JCdGKJzixxRzFdkXjTgOZ+ippprCeJlzxmHUnadFFjeJ7hzSSTNY/6rmS2KkiXNZPXZjDwXSq8Dt7KlNmmovVnNbr3M5KmpPM44+iLHmoEV//RM8zxST7psgQFidVl2HWcXREEiGYjzzQomEwWDW5FOQmc/S//nT80sr3EbLWGP8rQNYVIDLoVknRcpqJ7P2X3L3TpPGrRerfpUl3aIKcZermBVQLWltFrLbyPn5bp8IV2dcVxC8WpIuoIAkerKLR5cweoSseCeWqv3E9z8F5ZS6rUshc87Mq/5xxOXFeiH91zSF4/QC53SQPFbL1GczDBDsfzyLwCVkNrJ6CxuuwaRhRp10YNu70CcYpuRQxuRWShoPvAooYOGCR83/WRnkzKyJGiDVsu4GElTvxjMEJe3yJpe2jfadBOlxTDK3Wa+44TbOOEaKfnWtoJ4RDiL3Bc+m8uo9uatOExXZNsficmayga989Ba0cFvLLuZCvPe/Nn+iKtqGJknxs5kls92Uf5Pv5bt0EImu8f0YwTEILTX7/mlsShM4RyqUvzg1PWwzU6H/fgwVN3H6u/f9HRksLhSJSC/SPEM40XhRg5l/NU7Tai02b0zjbCWmp/MsZMpyUQymoD+tP7sf68w06nOVLeop/tz3EFOBS62FxD9YZOFrQ/xhwe493f49pB3Sm9GePqxDu7lam+xFhZgwhqzD5/A4DaJ8dOwGM2c8/BW3eQx30HXlQS0WohGjWk1gtR8KKhtYsRcqEBXh0/D9CsQK3X69h7j7F51umi0RUXsnG2IubiHfWxSx1sIyLpetTeP8N2W2UZoxBu8Qep46lbi2g1mN528hW6ppisOvaJN3VZO4Tn9nENMrP4Y+OMdqYvX8OV8ZkzvFbA8o8dwGQBjn/3JsQZnJzloAGB7I+ZvLoBQhD0YprvnhDfXiN+dZ2glxD0MqS2pE2PtC7xZpYkr+9kDVd3na0KZCyIeoFLsyqB8QRebKkfZahYg7Y0nhmyuo9MNOEJWF+iA4k308Rdn6CfUT9ReGNN/1aI1CBTQxYJnGhGnnrKF4c/sdRPLGEvY7rqoUOJ9QQ6tAyv+nkbQc10WVI7M0yXJdr3XJp2oqkfwXTVJ13WEBisEQ7oPRXohiE7rRHtK5q7mvqTMa3jHrYWUru6gZqBXm3D7gFAmZI0cYwcDMu0jhkMEbWI2eduomKDOjl19yiv+y6MKtq5eLCtRZ+dU3twiq2HeH14/LvLgJPxtNI5N5MvTBGmhpqt0BiOsdMpchiQdJdczT7TTDdCWmfLSHBi+FWqD7kRzE+loK0UYCdg3rUol30EXG1bv+AhqVJaxOJmsQBWySPw0gB7Purjp+hZXG6Ms1vL+L3YOZVf2KDzw8M5NcrYUhTBao197abDAT/YRSx33eYFZA2fbD3i+G23NrI6+BOnIuaPMtJbG3hHA2TeI9RdF4vZAa1L6Uixd0zUipCZz3TDZ7Lp+tqOthWtLMPOYswnj/DWV7ErXeyDnefnKL/Hna99Qtx+heE1GL6kaT31sBIGbyzj3e7iTTRYCCYxFE0GqiWCIs2ezWvzVZpTdZjRGOF5tJ5qnv2FGrXDiJX3Zng/+Jj2o9U5iCxfj6YV0Xm/B/cf51q/FTR6KZiRG7LAx3zuLvKjHUSziR0M3ZppNpFhiD46RtZqmDvXMKHHwS8qdGRp3focW394gHn87HK0cHG9xXr6OYa6to3e3Qcz148uvy8kIlCYN26h7u+ib28zvN2guROS3Vknevcpeu+gdHpMqz43eBXmwPOTa4h+8BA7i8nG43L+5coyoyt1xFadxiym/2u3XGr1B/tuTgsGRLWWD8+l5cupCMPScS7LIcU9qUa7sAjcmk5BSsxrN1E7h66fOHMHuPpcln+XFCzB7l/ZJOhbBregubPGbD0C0yU6WUe8+wnqaEC22iJZa+D1Y2iE+CMnQzxu12nuZfjDFG8YI3sj/NEKk82QtC6RmSU8ieHodL4GP2V85gxv2nRCDDIMId8AhBCIVMNZv+wAgRXYsx7eZIXTNyP8kUdtKcQqQdKWxN0aUjtYeRZJkkYu7J+vX5UrT4XnFu0L0oZCxYa0IYlOXarSG6Wogdswra/wsxzMoCQi1vipRoxnqFGNZCkiOpoxvlonbQmau66DkjCuT21ad56RyFPZXmyJjhNkqknaillXOlqRcWlrmUL90CIzSBoS4wtqz1KCfoJ3PsFutVExTmN6mtNhUoGMYfk9Ref+lMl2RHQcI0dT7HRKcmcj37QF56+1WHp3/pAIz3PzmmW5UMXMqTzFCUEvRmQGcW3b0V+MxV4EmWj9Ak/aIqYxk7urTFc96vuWsy9mIEHVMya9ALUbgYG4qwhvbiAyg9o/I/xoD/KGBtMlSbTaxHv0lIXeqVB2+aleC4X0YB7lyrVVRH+AmUxcuq5IrzOv0znkqi09c6vBkbor81SNtlWuDV3ZzGW76UohSx3Gv/QyZ696mF/qw/c7eDPwh5Z2lS+5AK7SmNBDptqBWcDVuY1lshEwW3Zr1irXCzltCsbbPsbzWXk/w7s3cOuzatDy+bDWOqBg/rrp9fEO2xx9cYvZikXXDcFA0X6c5Ru9iwKyoxMndlK0STR20SgKgekP2Pj9h3z4v7hJ69qAoy91aTwVyMyiYpdp8Y9GZb2x3CRLYyTn9JB63QFo9g+dI9hoIJe6xHc2CHfO0Lv72Cyj/rX3uHVvy6UdZwnGGPydY0zhAGrXglCdDp2TmWWUAvbGlMcTYQhxjAgC0q+8yngzYPRrb6BDWHlf0/q6Uwwb/Motmv+kj2g0OHm7TTAy1A8E5jd7jK8EHE03WHu6V0G3m0Xnogoqu/icXGKU7XC8QF9b4DhLgWw1YTDDXllneLvBaFvSu9NwjsDNl1j/0xPszi5WG+STffSLDH4FEGi1QaQZpnAKCyPYahD0M9KWR3pnm8maYnzVYuUWnT/qLzpQFQ6z8Hzs519B/PDDBYcn+/Jr+IcD4mtdZKzxfvTJPO1/2bzkc2OlM9rAAujTneqi0XXfzzWekxRzdMKVf6I4/pUNWjtw8rkm52846lD3oybr4+vYwxM8Y4hf22C22sR4gubTGepsiFqPqN8/deWfNMNmGf6DfdpnbSa3u0R7E9TBKbo/XJDsfdH4zBlefONaxmUZ4uomPNlzN+VJnjO3ThxcAAQ+wf197Fu3SRsW8FCJZdaVqNQBnpJcv7lQiwr7lqTtQFAqceliNbWo2DhAlHIaylkkUC1FXQjUKMb6iqzpk9UUxhckTccXxjbd757GJEshWU1QO3EtC+O2YrYiUVNL0fBeJZZgaAjPE7KaImu4WyCMdapWiZNYFNapP4V9w6wrae5rrBLM1kKax0OkNvhjJ+hhQsdRFtqhmlf+y59gs4zm518pG36bW9voQNLeyUgbksbudEGoQiinQewaps/yjddtUuLjHeTKEoii08+8VlSM54xuDkQRno9tNxhvuj6+RgnkNO9ZvBvR2XHGJKvD8LpkutrEG1vWB1PMzjPU5jo2Ctn4k33sed8hHy8+kCZzrQGro1QemiJvXkV36ugbq8jMIB8dIHOKh+07ArzwPVfnUqKMjBYALJVIpswQJCkyqBwvH+LaFuJ8QO8lj9EbMXISoN4ZYT5q0t4x2MM8xV/UxvLN1LuyDZ/sYVe6iMB3qUJczTptXHM4g8DhIBzQQzC6rbHKomseV8Y3nLNSGNwgKJG2BeWmEGCwxiK0YbJtsVdn2KFP53FK48e7i+hS64xUtb9xGckIgbexjhmOML0+r/ynQz75H3QQCoa33IK//gdO05v9o/yrl4g4lEZJEX/1NaeaNpqgOm2E53H2a9c4+HXN2re2WP57ueOHdr+ZpiXy3AyG83S1tdjBADEeu8xOkU7Mz0GoOT9cRqHTb74aMrglSO5MsWchcVvS0gZzekbQ30C224h6RO8VyDoWRAYnDV65vc+TzRvz0kPu0C06F3bR+F42Khm+ou4JlHNfcpyNRJ+eoZY6ZCsNJmuS0W0N7RT6Pv5EkGy0CKerrhNPFRxYFeaoZFoAbGbQg8TVdPPyi9pYd/MroHYwpf9yA5VaohNBY3fmqIdciHYr17f36y2ujW4Tb7YIn5yhHzwmbXuMt9eIu4LWswy/iJpz2t6l81ZktqZT1INdbJG5KQxt7lAt9p025fyhnSZ3e2eJw18I2fjNZ6SjBsYKpiddhq8u0QI46zNddXYkCwUy0djAx++n2FqADQN0O0SNE9g9goMT6md9zFkPXYi9BL7Tbv+U8ZkzvHIqMWt1xD6YRoj0Pbep1aJyUWPy1JSnYBZTPzFM1iRZ3RksHeGk9vLIsuDl6sDVVguQVAFwqh1bdChLLWfj5/XX0xTjS7K1OtaTeV1XYjxAQNKSeFMnihCvhAhtaew59HBad7Vcf2SRmc1lKC31I4cIVaMYr2cwkYeVdaJzQXNfM95UROeGxu6MpBOgc0EQmViGVxW1U8Pxr2zQ3Esxvut5y9A1fwBY/jhGbqyhd/eR7z9CbKySbXTQkXJ6tXWP5sMR8tmRq0ErVcoZ2rFDeMp2yyE1CxqPMS59kmXPdUD5NKSjDEPk9ib915dpPUvRgXQo8JrH8I4ha2p6b4KMJeGxZPW9jPGmor3jIPvizi1HlzHWcUjzmv9zm3eV11d9zeQG5/AE0bjKdDOk8WSC8H2Sm2t4/anja1vjjK7MGwFsrbuN88keBWWi5GlWUmFCKXj5JnLiULR2MASpePKvr+JNVxn/wpQv33jCX159l987eocfnd2i/d1ddJWvmIOqhBDo4xO3xocjt9kpBWkKxtB5GDO4ERIdweCuYXLVOXM0U4QVZDXF2Ssh5s3bbP4n52AsanPdgYxyKlih4avWVtGHx5BmtB7C0ETYuqX+rY/Rk8m8A1FR18zrirLmADUiCskOj5GNOtM3rxKeTBEPn2HvPebu/3WDh//OJsn1BHni449S1M7hi7WhYW6shCA8nnD6uS7T1ZcAWPr2LklLEO35dB4synWW/GpwG2/OflgUipi3g6y+Z63NMyPGOVhry0zXBdEZyA9qtHcMy994iplOsdZS+/gQfWOD3qtN9FZMsz1DCstwt01vVnMdx6rnUgD1Pq1BwWXjRZ8tgVAFfcdin+4RZBrx9hVopdhUcuVfQPuPHYreJAnW2Lyx/Pw3ykM1G+hezzkrUiFyzrFcWylV7PqvdQl6Dp9x+lqEzCxJx8ni9l+us/SD5yP4qmb1+g9jdv7aKjqEq3+yRHDeZ7LqcfaWJTwVLH+QOQW8onZtzPN841yApeRDT2fPlXgKQSVhno80y/VlLcHRmHg5wFiBkobBfpugaRmvS/xRm9pwghdbhLaEA8voRh1vakhaChU7XjFA41EGk2m5Jy0o7fl+2a/3ReMzZ3iDvkakGv32S+hQoV67idCGtB0QHoyRPQelF1GE9T0EUN+boYOILHIUg/YTx9XzZhYvNhiVG9wAV/P1XXeg2onTco67Lr3rZOggGDoxi6TjVJf8SeYwGZF0kbERTvM2deArf6iZrfoEA9ckWaYGuRQQ4ox4Fgm8zOLNDDIxyFQjJjHpRhv/bII/SNGhdMcaW2onTvUoPI8Zteqo2Dji9rFBJRaVauIlj2BgaT92m42uSbyJIfzBfdLXbuKdnMHmGtlKk+lGmFOgFP44w/oy94Lr8we9UATTGjscPR+VCIm5cx3xwUOIK2ndTtsZikIkoeJBmyRl9M4GVsL5nYDZGsRLhvZ9aN3ziFec6IhuaKyS9G95qJnFBJKsFTJbC2g+fOLS356HaDRcJMCFdOVFOb/8taIDkZ1MkKnrAhWvRYxuXCWLJMs/nSFaDZg4lSu5tIrdWCHZaOD3Zi6KTlL3sFdrbFDWysTBsUNxe17uncP4dgrK8tr2ITPt8+PxdQ4nLZZ/otDHJ/PvKglv3kH1RtjhCHN6Vkl763laDfB/8Akd+zIis0w3a6RtiA4l5lSx+lPN+R2nurb0Scr0t94hOppidxwSVyg1l3HUGrPacWn38x7r32kT9TrMui69LsMK/Uop14e12FRuXeP0C0tkEaz+dB152Kf20QGTN7bwWi/h/fAedv+I239HsPfbm6y+O8N7fIjOeeIvag5urYUsQ7aaHH+hy2TTaZhbD+xkhkyhdmg5fbPGxk/mYhTzuucFZ/CSKKh4vVr/E0GAXOqQPd1D7Oxy5Y/ARD7eyRBzeIyuOJT66Bix3GL5h2cc/8UGr6wesdNfJlyfMJqFpZhOFWvgngNnfIXvPecwLiBzL0sFX2KEyyYJUmFmM8RwxNbf/5jug9tYBfV7x46aU0T4FwRpqsbXtR+dH7dslRgnpN2I87shSVuQNRRJ1yBTS9bNEIGBsYcOFSvtNmYwcA58vYadTN0ank4RSjLZ8JnciZHnPvu/FOG98yrdBxlXv2bxJgn+6RhRj5xWQ+WeldoBxro1CIgoKh3RgutesAousiyqKWe51CW9vYlINWk7IFtL6E1q9J908Icu4NKRIO56+FeWqe/NMKFrcTq87iMbkrRRNLuB1tMEU/OcO5A3P6kOMxq5Z3f6/C0txmfO8KINYhLz4N9tYyX4g4D6gWDtxxPEwTEmTkr0J4Bt1FDjlPqBIl72EdoSnaa0Pxxjaj665uevOzqLLVQHU+ZQ8JrAH1r8qasjNPZTkq6H8QT+ULv2d0qiwwCpLTqSaN+lqU0uU5nWBPVDDVIiZynC+sy6rtOPN3MelJoZkLh6tafwjx00X80yojPheK4avEGMnCSYZkTj6ZRkOcCfuvpz0gQv5wJH5xqZWqfYdWZQT4+gVsN/dkry9m0nqTfUqKlxqaJnQ0ScIfpDlwYu+KRp3sWnEjEUNb6i9pK9etXVXgvqS57+Mr2+ux95OqcKrBKeIuhnJbhMh5KsLhj90gQpDddWe2gj+eraQ/7LD79A1JgRZ4r9D9usvKvwxwb9+btuPmONjTzEe8PyHMu6YJ5mtkmyqAdsLbIWuXRYkjLc9kjb7r57U5heaRLtS9RkiqzVsNurpEs1kraHN1aYm1tO5auI1qqbY27ozXBE0XIPQHY7qIFHcGvIgyPX/zhZUxgr2Pxne+hy/tzim9xokLzeYuknPUR/mPffdWncBQT1LEZ9633ML7zOrf+qhxxOMc2I4Z0Otf0Z9WcG72SIPe8j2k36X96mfS/vFlSLUIGP7g+wGrKlCC/HSoidPTpPDuiAKzUstZHTGHN47KKHWs2VGaRkutkgaQsmG5Z4qcnmdz3Ch8d4M43xJeatl1AfPMYeHLP9t0/BD9zmXgWvvSAqKeZy9XvnTK+3SFrKZZLevk5WF7SeZtR3XQOQcp0WIL8K6rx6HLm5jtk7mGMAqgBAa5FLHUyngRq0mf7CS9R+uIOcTNBFpueC4bNSws4TXv6PXuK9376LeH3IrB8iZoqggaPfjcbl+c2/mHPFLzgeP5NaBYspauuyM8XzJ1td0levMVsPab1/it15hs7lGYso32bzebmYAl0AFRqHTrZJgh0MCCZTVuJb7P16g9mNBBlo7H5EfWXCtaUeHz/Ypn4gmX7xJtGffoRcW8H6HvbmFmkzwP/2B4irWwyvS2qtmOWtc456TdLHDfyxYu37DhiFNi6ACgMHmqzcT0fL8srnrlCakoFftkwVVbbfZVGvlOira7mKliE6ign2avSlxTY0qW8RicsYTVcE05UGYc9lKJO2C9Z06LrdDW8KggHUThV+bzYX67mknjv+i2/Df/3i2/qZM7zWV4zvrmC6KUJaguszptahUEUBuEpT7GDopPCWO8gkwx84iUKZWsKdU5jOUL6PrEeYoIMOZQlMUTNXUzS+QCXQODClSEbY0w65fG4RmauD6bqfR7Ie8ZJTK3FGF4yC1jMNSLxh4jheh0MiwMoG/jBz/M1phkg1wlqnSOV70B+6lGUtIGnX0b4gOsuQwxliPEWmGWqWILNlJleco4FwUpHRuTtnmWhm6w5Zt3zgg6cYfG6TuCPJIuccyAy8aZ6qqgWY+qo7lwKoFqsSMWi1RlYBRLgUT9r2HMK4UUdkLuqUtcjxRoVEBgqCAJK8245UiFduI1PDbDXIIfcgrk3477/+fW6Fx/yz0zf4he4jfrH2APm6JTYev9h8wP9s/G9xpiP8kcSbeGz94T5ilmDbjee1qnJpPWAeUeXRLsaUkdbsxhKdxylnr/r4Y5s7Wxm6GSBbDcRSm/7dNjp02Y/e3QZCW1qRh3d2ntOVFpGTc5DVvAOL6fW5+38/YnJnmdqzEU9/e4l7r3vYiYf8kqB9crZQy6o/m5C80pzLceY80ef4w3kacHArIotqROdtOn/6mM5oxuBzG7S/9ThHMxvsK9c4eUsx2nqDK//QvS67Hej13X0pwS8e9uoW8rSH2ViGacL+n1+lez8lOjx2rc5eu4kYxZh6QO9O4PTA81LLdNVHmFXGmyHdH5+4Gpi1jgIDwHheTy4ikwsRaNW5UMtLnL3dpX1/TNJuIDQcvxNiAojbivDUQ1QRo/mclTrZ5VzlRufkzP377k338sEpJkcqozU2DLChz+g37nL8OUnz2sus/d0fzbMoVWEWJeHeY/Tn7qB+dI/NlTd42mlAO2Pzm4LTNy3m5hbiw0elQ3Cxd/ZC1H8R/XwBt/AcGEtIwJT65Wqpy/7v3ibsWUZXJSpeInrwGBmFzuE4PkVI7XjUsxisQVzdggeP8wtyFEG1uozNNPrkBLmyjN4/cBzd5S5pJ8CbQO1RwPR6ilhLmAwizqI6taUpoxst0obPVv82/OhjxNUtRKodTx/g5IykvQn3WpzO2rQOXGvUeAmyTohRkvFWm5Vv7s5LEVUnqjCiUeCwJxUKIBVpVmut+5xcLCkI4db4yVtN0pZgJBX9m3WstNhUcuP6CcYKnu4to88VwdDm2B/LcE2SNiFpW/yxYLbqdP69icUfZuVzfxmHGcAf/neMTmQCyfldD3Wi4MqU9daIR9ddW6j05jr+s1MwfYd4lALoYJVADWf4SuIf9LCn505UfWUZTs7wOjWy7SA3QpZgmAMYPMfv9YcaJATnCTI16NBtTkIbsrpHcD4jWamhYo0/cXxcb+oMN7i/w55GN3yymocaRghtqT8ZYn2FSDXypO9AS/U6tllDDCdOjEJrV2vNLI3dPEKJE8clHI6wvoccTGlMU9TVFnFHObWnhiI8mSFSg+z4xB3B5I0t/H7CaMvxzaSGtO5AZFZKsqUaVrjI02nTAtMEEbtUqmgEMJm4mm0eJVhrYRYT7U3Ak4hWE7m6TLreIm15RP/sR2X3H7W85OqUSiFefRkbeez9So07f+kB/SRi/+E6THz+m503eXNtn5pK+X7/JvtJl62gx6vhPgMT8Tfe+iE/vnKVe/e3aH+Ut6iLE+zj88U0Um6MylGkmwv1p0bN/b3UdVzqsxhhfLKa+/50PaB+ENP74jphTxN3nEM1vmLxxoLmMwienWHyGqlQynHGrXHcyqo0YLWO+GSXaOcZ1liu73UY/upthLaAqyvaWexatkmB3Dlk+ekRLHcQr91GPHjq+npq7VKWOSJZ5BkKt/acR97/lZuMNxXr3x85MGIUYsdTjr7QxHqWtCXoffUard87RR8egRDIwEft9eH6FWwYMLvSpKY1sjfCjsZs/FmIrgfOyV3pknZDxtfqJC1J48Bw+qZC1yxZIkjrkv7NiOmGQKUr1PemyFJnOSijASEFC4IelVFNCVpjaO3MUA92qbVusf/VEONB1jDM1mCyUefa+VXsg50Fx3AB0VpsvsXaNQZ5PuTsq1dY2j2epzEBjs+YvbTMeF1iAse1L1HJuSRosc4KudSk6xO8c4fa0yHX/2mT488FGM9w4/cnqLMR1vPmx65ytBc2uQpQ79PAZpX/C+v6BAvPL6/5/B1NY33MuB/ReeS46WpthfGrazS0xpycYd645XQNDo9dx7Mi7e15yHaL9PamywBNJpheH7W1yfSVDawnSZvSZQkleOce2UqKf+hzMlzG70tQOSjyVo2lD0NEnCLGU9cgXkpsknL9j2L6N0MGL1lGNyBZyRD1jENTc725D1PMyVmZxXRa6nZ+H30fudwlezoHDdqce1udw+KeXxxWa6cS6EP/DU3nap/scZfgwOfJeJPa1SEkDh8UnWoaHx5i6xFZtAxIvKlwYFcDzd3MKRxqi5xV1P4u8tEB/+s/ef6+V8Znz/B6MHwrxq+l6EzxaG+VjY0e4ytrLH3ziash1GvI9RXs/hEiTtxCmsZ42mDPe07ovNPG9gfYLMPbOyP+SgsdQnQKwdh5NmndRWHhuTN4xWSaVi5DqR0wCimd+pQBf5QLMOeKVElboQNB3PGQmcIoQdLuohKDN3KUlminNwcgZRmc9BwwDKBeI1l20awaxCAdhaR8aNMMTs/Rd6/ijR0iWZi8z29/CkoSHUxI602StiJpRU70Y+acA6FddGeUYHQldBmBvkZNc+5dkkIYuPRYp4nIsnnz+cpQJ330Rhdbj0g2msjEUH9w/v9r702DJcmu+77fvbnWvrx96X26p6dnH8wAGBAEsdAgBJqLRJmiQgpSVijskCMclsJhByk5HPYXR0iyP1iWbZISRdsS6eAiriIFiBCAwTaYBYPZen+9vn2tvSqrMvNef7iZVfVedw8kCBrMwHUiKl69rKyszJs379n+53/g9AlotEx+x3UQDRfV6WK1OtQvLBE82qPez1DrZrAKIXHHof12la8Vyjz2xB3eur4MoaS82OQnT77FVr/IQNlk7BARWGgB7UdnyP3Z9n3nyz3eDpiFKvUskpaCTmvA5kcKKNc0pUBAN5D0ixl6swK3bIgkpt9o0TydI8zC1Ot11NbOIUPEhOCPnIN1WKEcqksMAnJ/8rrZTwiDGE6VEZjmD4CoN5DHlxCFvMldKXno2nRsAG7lP3yL1mcew+koRKSoP2Sx9ok8M9XTZF64hLAkcy83aZ3Os/e4Mb6GpTOui44V6sYdrNPHiQse3TkHp5lFrtwxi1Sjhe3YhkRASsK8IXbJ7RgD0e6CtiT+DnQWzTVUr8aEWWEQ9CphGkpKkoTrE184iYgUvL1y/5rNZGx0q83qp7K4z51n8ct1Cndcdj/V59yxbe4eVOjKPMFSAXdFHwazpC7HsENUgmb1DDpd7R1QecWGfv/w7w8GZK/v0V6aJ38HMruGH1q4zqjL0Fj5jyYmu1Jj65MzLPzxHv7KXU5cmaLx7CIyiIg3tsZKt6LDHbCOSlqbOs7E9iAqTcA6vmxKjLRCtYyR5NQtyid7BIGDv6eRvke8sU2204VcFlku0TiZRS5lKH09IDg3hztVNMZIO4D+ALSmdiFL0T9PZmWX7R9donUKrK4Jqw6Ko7Sc6FkoTyP70nRxyyjCKUV810ZUyuh216xvwjx/ehDivHyV6JEniU72yOUDnp7Z5uWVk8QutJccZr65byoItIYk6jZ+D1GKeGtn5OkmOJRDjUreSeKY6d+/iP6ZR8mvSZrbVabWTC3vw7/eJJjLsvZJG6ct8PfMmERLVaovbhKcmjb0u3MOaIiykvydLkQK9momTTcuY+f4/iPQkIAW2LZiptzmoJVj684Uixp0v0//6dN4Wy3ivIdc2zR1Z1mPqFzBbgYmAW/bdB9dIPNK14Q+M6YHbewapRv5gtgBv64NYCAhxuidyAMGZGX1YnO83gCd87HbA5OYz1nI0Chh5ZiWgZEDKWWkHWicdkxmvY0IQuO9HtRHaMqgj8j4gGWswoyH0AbAJRIGHsaRcglr1KDs0i9b+AdGaYZFA7yJKlmsdh8r4YIe5CR2YKx3f890ZQqmXQYJr6jXAKsbISOFIUEV6E4PoghVyGKlHl08FtKxJGp3j9onjuG2FIWvXDcADs9LKDz7UC4SlzKI7HHEpRW05yJijbuSYW3LQ8SC5ac3ceZiVtQ87p7N22+fwNuzsAIItqq8UjxBL3IIIpvWl+dYvhLRmRdk15PQ1VH2qLQtZLowRmaxR0hktYJqNE0eptdDDCIWvtFi86MFhGt6IwdTgsq1mMY5SZSDymVNWHSxQk2kBKI3gFwWErT3UI54Kw/K1VlTFfDcYfNunawpww4r5h/zoA4UotVBT5WxPFMGpNIQd5oXTtCdxX9zxXjNT51j/pvaUIq+cjMBm0nE1Ttw+lHK1yF3qz2sAZWFPMLzjEKxLDrLvun0Y4lR04hkvZClIoOFIkHZnHRmo8f+E3kTJdrWlG6G1M+42IHGOwjJ3R1gbR4QJ3n1FNgmAHt1j71PnWCqe9wQcRxZMIf3Ugjya2YehxWTt5e2JogcLEuhChEobUghGk0z9waDIaMUSchx6LWmBqxO2i8m83mYn+8FiDvrzP72Pjg2olQklsLQPUbRfctj1O1V5r8I4YkZ5O4e0eoGpcgAElUcD5X/iJZxfG6oe8kwxntBD3e71wOOq3kspQjOzOC+fA3imMol6F5wyGb71M+UqUTnCAsOUU5SvFxHHDToVSXBLGS3FkwbSsdi9+kShfWIoGzRWZIoC6qXYvZ+eInGOWC5RxQL1C2f2AcRg3cg6J5SxFkNkUB2LLSnEEFS5TEITcSlnfAxJ+uHnK4iI42Umo8vr3C3UwUtyOwYhj82d4fGxzgwzdxOffiejdWPC8sCN0H9H1XWR0RHETP/4iI6jpnyPcLHTlC8LRGbe/hMc+zPMlhBjLXbAK0ZlBxkYHRB86RD6wRkNwV2AIOKh7fTNbiPd6rX/Q75+/ee4rXAXXeI1x12vALWyTbZOzaZHaNUvfUG1JvIO8lDJSWi26d/vIhd7xrPoNMk82qAcBwDiNir4fRmaB+zCPOmf27+riCKwU9zn7Y0IefkztudEHnQMi0JuwEi46HtIsqRjM8OGWosacJ/YdaEr2NPEhV93EYHnRDd0x/VhIpMBt3tIgp5lG/j7nTQtjnP4QOY8gQ7NpSLWH2F1wBv3+RCIl/SenSKflHiNTxiN/lt14Cv/IMBdtPs62uNiD28Jtid2IRK2gFEsTkvZcgGZCdAuw54nmlKYNuIbMYAiIDKxSay0TW9kZVGxTGyUkEAtQ9M01mQ5NcUmcpjuDsdQ6PWNNzYz330Cn9t7mv851/+Baymjd0W+HsWzSf6yIaxKJeyDb5y+wxaCbJJKH/uy7uwuTPK7Y6H6cZQv2hljJp8zuR30zZpgCgWEPU2qpxn6q0+MjLlY515h/pDFk7TMJnFruDgvMfMax3AN6hz20LWmoZb2TVWfMqApTls2UrfG/LimhItYegLx3KGw5aFhxbfJKeb8dn6WBW3VTHj/fu14VyAGGt2GoQg3t5FWBL5+jWklDiYMC3SpAJ0q03+bpetD+UJ5rP4l+zhOAyWKtjNEqLRIb/ao7OUoXEmw/SV6iHGq7ROMr8eGg6RfkTp1oDZrzfRjkV/Pk92NzYELyUb7/rWsPGAjiLTyAFQjRZ0u+Q2Fth/dopKyoCVei2HHn5N9e02e0/l6c4ZJjn3coY7fQu/0AdLUzvvMf/ivaUaaYRjCLqzEm/yKLHCMERpgTK1sTqK0P0+YnkuQaerw1GfdM6lXuqdNaxVcx+FZRFtbg8VrUjng5AIqe5dl8dQxikl6ANlvOXeW9dhdoYoY+FPVdD1Bv2SoLlaRrsKnosp35RsPW/Tn41NaUx/wOKfrlH70CK9WY+tD0mKNz2Ehs2P2Ka5S6TxDgQbH83Sm1f4x1tM5btsHRRZeH6DO+vT6MAirGr8dYewqIgrEfZil0HHxT2wULY2lRBxbMY7jdYpBf0BM99qEkyX+JP4MbQWTH/ZpZqCJFOwV2qEjKcL0nvreUnVxYhsRmR8uh88Q+7Sluki9SBkezqUybkJx6F5wqd+FhbdEzjNAXHGQlsCsVjBvr5B7soug6UK7jcvU+YRBiXPVJMMEq797QNUyniXIP8PRWBs24B/mw++te85xVsqdYjP9KgUu+ytlhE38uisxru+ZR6QtTpiYdYohoxvQs+2TWazQ3+xiF3wsTdr6G4XPBeRzTB4/AS5tR61s3lap02ONiwICusx+ZUG9AeIWKEKGaNsk5s0pNfLZkD4WM0+fqggUmjPIso5hHkLu2vKfdJyJmuQqIkoNp7kwhyy1jbAsHwWWglARAisWgfd6RpChzg2iXopjPU4GCCKBVTGRfZjZD9G9ELC6Sz+QUTzmDNEVruttOWh8bqDqkvx9p7pV7w8Q2Y9KSOKFbLdN951GBny+zAh4t/ahWML5vpdB90LkE525JFcuU2cdgkCEI4px8F4c25d0zwl2fyUJHO3Sn7N1FWff+42Pzv7Cr946S+ApSk+fEDeG7DzzQV+4vE3udmepj3weOHWGdxv5xk83aZ9XDF1MTJsZUn5yHhY7qh1rHrBKLystbnuStl4vY5D//ySyd9nLKzagObDhuzEGkBuU1F/SFJ7RJPZhfbxDHagCPM2zlvbqFiZ+l7bRnUTUoujkaS0jCpdnC+cRr11fWS1j3t4SU5cWJZBZCcLTefCLN15QfO06fFcfuQU4u0VkALpZ+k8uURQtai8VYSrt4blX0MPKm3YIATyrRvMcwarGYDnGcauVge7YVjCug/PmjSKgPxmiF6cwfJ9dLtN3DQ5Y/vVa9gPHScq+8i9Bt6dDRNesyyiU4/QWbAIc1C8rYxBkhJs2MJwfAO02oBFnLGovtkYAWTG+yqPidDQPANyINAWHPtCn1tzNn3p4q675DfiIaKVeIBVKhKndaqpHPFUD5XtjG2zji+hOz3UyXli38ZqD5L+u9Gw9OhQyVo692KVhFSNEhfS5ExTpTvKER9RqkMvKFUSKTgnvndfOJTHJI6pfWSZ3oykM7fE3JckM6/36Cz5xDmYes3kKSuXNeKixO70EbFC1xsMiksUb4UUb7ooW4CE4oqmsyzJ7GiUDfUnQhZP7FPvZOgMHBanGhTcPplCQJSxGDQ8BpXEkG1bxL4kW+rRr9nkdrRp4BFbxuOPolFJYb2B6HQ5uVUwUYJeBHaIci3sG5tDBWaiJOEIKJUOgTC910WjNUwdgokchgWLeLaMOKgforE9Wk40HHulIOPjthWDpZi7n7FxGjkyuzAowNILIbrTMbnu1Q2Txru2xZyeQyf31F9tGKMsNehSNre05Ml2TIplfub9pXgLVsAPnb7BreYUB4UQ6haZXTHqjpOG04oFEILg7Bzufpf6+QJOT+PudgjOzoEA7827qJMLNI97ZoJ6kN00nVOyu5FRumEErY7hgN230Aly2uRXQxN26gUmPOw60A/RloUWYkiKEeaSmuHAWJCZzR6yGxrC7GIO7dqoUh6hlAFVgbHsgqR0JKnbHPd2ddA3IcZ6ExlG2LqICEK0YxP7FlEmadjsaHKbBi3ttsDqKdwD08HEIKebWPstCCNUpWhy4intWdrzFZJw5wCxc2BKunwP3QsSFKhhChs2kU9E+B7acyBW9KYk7ROK8tl9jufbrBycoLMg6Fc1YWzxh/tPU9spYGUjTpYP+PGZt/iV6IfxZMTPzr/Cb258iFI+oP98SLidh0rE/gWPhe0pZNY3eZ4x8gyjsEaLEjCsHzSXo4dN5dVshTBvk1nvEJzJ0FrOGGCcBu9As/UxRWG+gXqrTORDvyRonLaZeT1E5PPE6xtYszOoJB87JNMfR1nCUPEILMSlm4fINsYNBlnMG1KDxMCKzh9HC3DrIW7DIfZN8wzl2cg0vxyGuPUByvWQB60kSzC2uKRehm0jslkIB1jX14YtBkkMJrlbJzw1R2/aJqhKlAPVq4r+fJ7OkxUyexGZr1wy81Jr5EELWxuPBtdBFgrogiEViD0ICwmGoNkccWFXKxw8v0hmN8Tv9BC+R/6tLVRyD++rZACUonE2R/HCPgcbJWZetHFqAYWbJZoXDIo/f6N5iG2t96GzZG7V0HfXD423lqlHKQ4TvCgz/roXEFcK1D62xMEFKF2HzIFLsT6N2jyCJ0gjFak3nRoORxXyIdYks906dwbR6hDvHQz75qZzaPx5B94xX6mVRjlQf2qAbNvMvuhiv76C/cnHiRdDwrxP1JLktgZ417aMB+rYMF3F6oMVKqZfb7P66QK5DRPmzWxrgilBMKtwigP2X56jtGI6ud15qo/lGo9dhRaiL5M5KlGuRnczdCsOdiiwgjjpJGcibML3DqeFwhBVq2N3OuhBiMjlsGzL9I1O50y5RLy9Y2hNk5rn4bWvbyGOLyKmK8im4XLX7Q7lb6yigwCVGuYPquUdU+S63iR/LYN/p4ocQFg0DW7clsC+toYe4jhMykId1HBeTbgDrLRLkhzOP5QargEyk0FOVdGegyof7UJ8WN5zine1U+WFVy/gb1rkAugcU8iBAUIQxwYqv7YJp46hLUHzpEv90y7+vmDu1QCxsYssZdh9OsPC/gzKsfAbMbsfBtmXuE1pmKFuNhEdUzcWp8XbLohKEQ7qQ9IE00g9hIO68bCyvlE20vT6Va7EGmi8eojVCYlzDkIDtkQ5vgFyao0II8QgNPnGTMYoOqUQ0uQkidWYElSH8pa020jbMry9lkVGKYgV0VSOKGtjd0zO1tptoBPQlhAmLyTXNtE7ewjPM4hTP2kwn7KApcQZieggSFDBZrxxUlo5hou7PT8Hvofer0EUE80Y0JL2jJLtxzYiMv0p1Spcn53lbraC6FsoR7HTLZCTfX7h1DfJyT5FK+DH597mdjDFhwo3+MeFj3Hj0iKNCxFaVpl5M4uThJNGocRRmDJVxDqK7sm3CiFg5S4Z9zSy3SO/7lN/yEXZ0K9q2ic1/qZNr1Fm5qKmddxELbLbGmuQhL60RiVWNZj8XcoBe49oBdos9sK2TR4/6B9CPneef4jciyvoThfV7mC1+6z/aIXC3ZjKtQgR28y81sTaaxKnXmyssN++Rd6y0JY0+c203Z4a5eR1s2WiFQlhhtYaVTPc4yKXpXt+DqcZImOTHqm+2gWBoSJdH+BfXje5yiTnqlstxGBg0g+FHMGpKZyDgEHRYukLDWQwQNRbKCFIGcR0r2e4yacd/OmyCckGA4aMTkeHbNzL0SD+YIpiXpDdDbG29pl9xSG77ZNfDRC31lFKY8/NEJ6aI5iyyV5PSrGO5kYTkoyj90n3AgPayTmUVro4HZ+gLAnKEvHkHPlmy2AYUpFHkMeppzuOftYamUQWDoXQhSB4ZAnvbga9tmna7B2Vo17/uIc+JpXffZ3ezDP4e5rO6TKZG3dAgw4s2sc1zXNw9jeiEQFLqUj7/Ay1CxBMZVj81TdYzD1Me8mlN2NSZt0zAxhIil/LkduOyWz1GTyRJXvNo3vCIJAtPyLWgNTo+ZCo56ADCxHJYf8QPRgY5bl/YEBSJCHXtGRMmVSQGoQQ9EfNKYREWBDv7I3QwanhlIyDLOSJ8z7dpQyxU6Y7a7Hw29cNGc24jN//NGd8xAtW3S5cWeHUPyqaXsdTFdCaeLpoKidilXASJMq0WjFYCxj1hT9078z6LWw5jMx1zs/gdO7P5pfKe07xWm1B6YpFYTXCChRO22H+T1fNYgDoXAZZKtKfzeFdXqewlmfvgxL2bYIpB8/3ca9vsNCoECzkydzYJ6MLeDt5cuua4t0Qb69HVMogCj7WmzewluZRWzvI6apBZg4L6JMFLjblHbLdgaxPlHOQoUJog2x2giQMHMZYHVCejfZt0BqrExpmItssmCKTMd5vGCGSBRnbhKSHlnQiw16hljRha8synnenh8762I0AZ6tvCtA7PaMw9zsGYBZFyPWtYUs4Q7Fpm9+0bTOJBqH5PMnHpNbpIUnGXeZzJpwkJYOHFnBX9+k/d5bOvClvKN2MAYteq8zNqTwsDdiq2Mx9TeCseTiP9rAW2mTckPXVKeJT5jov9xZRWuDJiMdza8xaLSQaUR5gr/n0p+61YvWRat5ho4IwfCCFpbx2FwA/iikzTTDl4O8L/IYiu9oiKnq4a3VkNGM6WfUUUdai/9AsntZE6wlXeFKXmj6Yh9iA0nKHtLA/pQ1MmbSSNn25GzXDvNbpImybsJKhcDemvWTRr2qqFxXNM3kq+y2sStmE6yw5BCzBfRbn5LdVv3+Iri5d+KxqhXi6iB3EbP5Qjvy6YvbLWyAlquBTeHmbaGubSGuE5xlFaFnGQwHDUBZGuPs9ZL1N6ZUm8cY2KuXzjdVQ4eh2h9k/vAblIt2Hp4kyEhFD8cXAtAUclzQ0n1xH+V9eNF7QyWVEo42q1bFeqVF6JbnM5Lr75xepnfWY++LWED8hq+URA5LSJnSZgqTGGxCEETKfw7m+gdo/oGDbOB9/nEFBoiwxAvCMl/qMM5aNKVarWiFenKK7kMMKYtwX3jqUvx4sFA3fbz6DKBWxTiwTX7thjLejxx9TwEc77qAVahBSvTQwFJ2Xb6GBU7+zy9X/bAq7K/A2LDY/kqdaOU32tTvsffwYzdOC2FMUb5solvPqdXz/PIO8oF8RMJA4DYtgCnpzEp7IEOYVKquQgUQWFUIqrPyAhUqT1Z0KumuRXbMJZhRxRtMvW2TzORqfOEP+dw8OgwePjuNwozR5BTCRACGRvjdiWBsbByyL9nETZdl+1mIwG7Lw+TzUjEJMkeTjEbGjoeZDHnQcE9ca5hyTFJVIqxeS+SEsU//dXSyQ+Ubr/rS4KWOWFFgLc+hGi/ZTi9RP28jYhi/e+5VU3nOKN/agN6vJ7Em8g5DZf37ZsLEkRN/9+TzdJypEvmD2tk/m6jYz31ymeCcgylqEx6exL91G7tbJ9CNEGGHd2GTmjdPUzlnoVdj+UJHugsatCxbUaTafzbHwQhYlBGJr39zEMURd6nEI30dJaUojANlPjIEkr2b214gwRnu2ATcpTMhZa/rzBax+jIgVInYQGRe510DYFlol+d3UwDjEKpPk8qQkrhQg4WpFa1TJp7vgk9nu497aMcq30zEhEDnmQcdGuWslhu3XxpUucC8FX0KoITwPtHlwO4/O01q2yU4vsPeEaUAhIlMnl1/VDEogehJRjdDA3lOC4g2olYtoqRk0LKSv+fuXP00110VrQdYZMJdpsewe8H9sfoJbu1XEjsfyl0IaJx3kIDm/8ZzbuChtcrzJg3BUKQ1b/8Ux9ALcvQM8IRCVkjFoHNvk2m0LrxbhtASrP+qA1CjHIbtxguX/ZfcwGULMsFvMODvQuBwqFRkLR3JrFVEpm/vz0HFaxzyCqqB9XJFflVihwquFBpg1RjiRduwShTy6MUadOZZvPDROY9J/eJFgyqG1bNGf1ihHUn0xhjhEKoUu5JCNzCg0K+XwGdCDEL27j8jlEGvbqIQWUH3wAlHOJnNpM0FOGw9H5LLoXoCIFVsfXKC/NIBIUjp2hoVfe+NwiuOohEkEZnUTDcZDIhnrlKjEsujOulSu91GVPJ0nZilcyRuvOlW8Y3Pj3htjngdVT8hfpqfw11pk+gNEknZ6oBwxjHUxT+d4nl7V9M5efmmMchMQWrP7TBanlSFzMo/TinFuOu94r9Kojj46RFqRvbgJliRO5+L6Nqf/RQ5nu8nBh2ZpPCRpHbfJvqpxemY+hQeS4os3iI8vYO01yF3ZQehZDnyH7KpN9UrM7tMSzrcJ+zauHxHsZ9C2htUMytaomQEb+yVUKEGafuOZbYG2oTsnyD12An8/HKZgUkT30c5h49dyqPGGNpzZ4ojxARDv7RO7xxkUbOyOIAwkemP7EEveUCxrBHC7D9pZCIE8e9pUEAwGxLXGEPWfGgzCkoZwptUjey1Az01DUplwFPiVHjNcqmJnfXLXDti/MEvo3LPbIXnPKV4wLft6VYHTcXASggQ5O0333Aw7H3AZlDVuzeQwtesw/aJBjrafmQLlYgtpgFWDkOChWfyrW7j1iOplU7YTzDjEvqbzeJ+bCxnifEhuu0xurYcjhPEIwdww2zYkDQngSCiF3R6ghTDsK45EhgkcPrkpVmeAHMSIIATHJs65RAUXOVCI0LR+0xmBu91HZ32Tc42SspGUfjF56lLaNMPEpJH9kNjxCCs+sSvplyWxK2gdz7LQn0IGgVk4Eq8snZwizUWEelQ/OKZ0TeP7pFnCYGDCmGP3RGQyhMtT9KZtY6gKOPaFLp1Fj43PxNj7Do2zEFZiigstPn38CptBibV2me3eIvZUD7WeJVrso0NJu+UTRhYfP7HColfnlLfL5w8e5dLOPLat6GXNeZVvDLDevHFIAZkQrmXKC8ZkGCFgzMJNwulmY0KD2euhlEb0ApOPguH3vFqTvc8+hHY0ujogX+wRtMtYUxXivf3kGIxYiXSY/rixgJP876EFP2WKSpSaTqIPWBay3qazVKFwR1Fc1RSu7sPOAWp5dnhN6fxLF/To9ALOLUFcqx8makhyp+mCPeQltiy8O/vsX1gimNVJKRx0Hp0z3YhWNxj8yOPo01W0BZkvX0o89cMLl261RvMhn+P2T2RAwUPf6o2apR+0DWtSNmswAJYecvs6bT0qjUqdxjGi++H9dV3CZ8/ivn4rGVtl6poZeZLFFUN7evfPFZEDKHy1ZnKGyTHvWxObbrOsIXWiNTttWguGEaLXHyL4h2Ofnts4oQYjhanvrFHY2cd76hTuesMYLuml5XPIN25SqJ5HS/BqIe7KNlEUmq5dJPPCsky3pUPHNhGk4X20HXQUosoFOmeK5K94aN9BC4FzZRUsi8KdEiL2KN7ooFstCp+/RNF1DNK/2yMuuvSWFsld3aM7Y9Nd1FQugdVXnP5nu6x/dp7BmZjCmTZBzTf9wyW4BxJ7w0fZEJ7vI3uS0q2Q3MVttv+jJbSEg0cMX/WU5xlga1rLPTYHxxXcIQ7mIUDJjNmhhhrJc1n+/deRczO0/+oxjn9ODT1jmcsaYy3FQjwolZGeR6nInZ+ZQ3lQvRiT/xevJlNstLbI+Vnaj82T2eqibYlsD+45ZnJg8x3fw1nbJ54pITt9lr/Q4O5nSvf/TiLvOcUrknHrzZkuNnJwBn+7C1v7OO0ILV3E8Q4zL3jUnp1BCyhfabH7gaJp9xdDVit0o4Uo5k1/3pMz+Ne38bI+vVMV/D0QkSTwHdRUCD2L3acEQvmU7lgJ5aE0C978NL3jJZxmiDgwZT+iY3g6ra5ExKZRghwY9isA+gNk0yjdqJwlKrjYrQFWK0BbluEejrXpvtTpo5MHX4eDYXhbZjKjZhBBYEJ+ljS/r6E7Y1oXRlmD/nTrGtELh/nElNP1kKT/2za61x6FZVLKRT9prafVSBEHptuR9l3snSa1H88QZzXOS2Yi59YDZDNDNB3y3Llb7Ac5Thf2WXAb7A3yXKhssVaYJ255SAG5t30Wvtbhxs9mCGc1tohpxT6/cvtjdAYOYWhRLXawXiri1FvIy7dH3LepUs3nDDlCWvJxH1DKoRrA8aYEY1y3wLDDzXD/VouZr26S255h/1GfQclDWNB+9gT5VzELc/IcmjwVI4tba4QlDgNv1Og8NKMw9ODkDM7bHeKNbZa+WDaoet9B37iDKBTonMpT3CwMuaCxrGEY3d5vo5qtwwprvDzpaJ1sLod2HeyeifIAhHmon3HI3swxeGSBnWdcOiciMms2J6/Node3HvyQYpoGuLXj5vc7XUQmw+6TBcJikeXfi9G+R3+hyOy3FAcdH7cBM7938d6Wg1iHFZw2JTnenQPibvfQvuPK19pp0H9olt6JgXnuqiVDiZmOwRGPMlVmWmmsctX8dhSB6xCX88iEkpTEmLlveDQVpcGxhjzm9Ho4L11Bj9UQC99DnV7CWtul+NoG9Q8t0VnwcLay2MtL6HbH5GLDyCjdo6hpMcqH6/TeCknzkRKNMxZaThHmBFZfk6n4uGt1nMt3cabOYK/uouQo50itAY6Ne3UDZ6rM1qfm6BwDeaJDfzPPzJe3Ubv7LP6Tbe7+V0+yX83jFPu4bkx4sYh2YOlP6gymMmz4Hl4Nstd3CRcqNM5CdgN6M4JBVTH129oYFd+BQCJtGiFLRdRBHauSJz67DAcdxDhQLknlqEGI3tjm5K8G6JYBF6KVyStv7QwV+bBpgpSHzyE1Iot5hIbBmR61KENpZiphfEuMhVYLfVAns15AaI213zLtORNQbzKpRs+8Moh+Gk1k1qd7qozVV8y+FnL1Ha7/Pad4ta/ongohFoQliXfgYHc9nJs97n46S/RQD9+NyV4/IOM6xAWPzY+VCLMmZaAlMF2l9cQshYv7yFDhbBkIuAhDtKggw6R4OxbYXkRcd6hchux6YJCrUiKEIDp/nEHVpb1o4x9YFOujhUD0+khbmvyNbW6IbHQRvX5S8C1QJVOEbXUjrFaA6PWHXqTKZxEDw/JCGJl64XweOl0TZgpDU4ecz5qSjDhG5HOERR/tGC8XybCH8MxL++jVzftT1MGohzEYDzBZPMQYy4zOZ4cLPMUcotY05UyFDKLbh3qL6TdniV1B9ZsbhAtlrHYf7yBHz5fcqk/xsYUVzma22Q5LnMzs85Xdh5ChwL3tEOU1wZRGhoqlLyvWf8Q3tX1NF7slUcd7uG5E+4tzFFYVVr2bhInH6vccE4HQvd7wAdDp9dwnfJfSyx1CjY+B11K06vjCH99dw9/Y4tjbU9z++RN0j0esfkaw5J6k8MUrxghKw2RCA2rUNWaY8x2VitxjAMUxg7KD9dAyfPsy1pU7ND5zgaAsqNqPYL+2QuErKybq4NjG+CrmEd3AkHmsbd4TPhveZzRpxxSdGBu622X/sw9RuwBqpo9/w0N5Gq8Gtaen6MxLuo8EzM00qVWzXJ2Z5eFftdG31w6fd0pen8kggBO/tWbAiVqjO13CvKB0KzKK2LJw9rp4N9oUvmGMG5VGWVKFqzRC3Js60HFMvL55b5g4Ub7WVInWM4u0jtmIjiK3bkKP5hyPHEsbmk7hukOPXSeN3oVtQxRjHTTZ/+gSXlOR29mHJNQ8Pq5HaSTHO1ZprU0ufv9gFCIehFg7dXQ+y2C5jN01TU62PjFDvyKoXonJ7PSxvnVlNL/HKSqPEm1IgXzkLOWv3qZ4tYJs9QgXytjX1mBu2rTPtCTe3iCJeCVzXClEuWTY6foDVMah84kOxVzA/q0K1a0xxG8UcfL/uQOOzeqfX6J1NoLpGG/HRu7W8bf2ObVRhPVttNY43YCZ146x/5iJoBRXpMnN79cNeUlimAyjQ6lXm8vS+rELFC8esPmpGdOTt2VwMnYYIeZmhu0sx7mQdWw4pQ/d32531E84Vb4iSZOkxBtSDJ8XdXcdEc2TLwS0z8P+j52h9gjYHcHSV3s4e13TDvTSCqJYRKVOz/06a433/xWScDaPWxsQllzDh/4O8p5TvI4dk53q0ut4ELh0FgVhIcNsfAoZQTYXMBjY7H50ltkvrrP641V6C8pA3RuC7R/StJcWCGY0g9wM01+6i262TFio20PbgtYpEKFZM8VKltlLmtKVJnJ1y4SLlULksvSnPZMTqwiyuyZ0K3YPDCgppSXUCVpVaUQ/NKjgNM/lWIbWUQrTGKHdgUrJ5HgH4dCKEv2BoVvs9dHH5xFr2wZhNz9jBiXxeLRSWP2YWAiyuzFBxaK8EuDUAtivD8nQj+bPUq7c1JMf9ZdlFEZPFpm4kkVP5bDa/SEJhBhE9E5XyV4JKX/uMuqhY+x8fJHS7T69uRJeDZwPtKhfmmKzssvuIE/R7tOMPG6uzlDYNd2fekIQe5rWqRxhVnDyjwe0l32KtwJWft5GxoJ+4CCf7jJ4VjHIzzL7DQt97WZ6IQCGLCJlCVL6cMP6OAbXHaJkD3ktY7yqaekL3CfPJkyORxdzpoOVo/CnAw7OFyl8QSOrZeNh3Vo1oUopiecrWDt1w1KV1qjeL+qAWSDyr9xBF3IoDCCqOy0JpkFbPnOvxAZ5O16U77lo3x3mdodk8kc786TlOuNlX5aFX49RGWHWI0/jNATVNw64/dNVgmMhmdyA7TtVjv8p3P2piO7JEpmjijcVS6KOzWPVWsRrm0NwzNKfbBrPvWu6QQnXMbzTUYTMZs19ShCgSIF0fZObl/a9IKOhYWRh+AolOjI5RHVsltayTWdZk78rmfl2P5nb9+b+gRHIiuRZSMZNxzGdpxYBcDumZadqtQ8h0MdlCOy7zzOGbZlqhV7PRIhqDRNyz/jUPz5Hv2ToNr2Gwu6Z8K7sJvnrpHxleP/SeRKPGgHIQgmxWwfPNcDSW+vI1XW068KNO+Z6lMK5un4IeqijyBhwSqGVonEuD9cFe0sO5asW1S/fNCxgiaLWvR6N588C4G/ZuHWYe7WLqtVNdGgYzpfodpvKC7ex+ieIfEH1pU26Z6fJ7OwjC3mz3na7Zm0ZYwzb/dnHCGYExUvGY3eaMcqV+BfXiGt1rMX5Ya5W3xMhOSzxQe1w3j2pqRVypNoORYbimOXPHXDnwzb5fED9rE/5iT2C0GZDVSiveBQdCy6uJNib1Cgax8yMGfVKm/k9XcXZaXPwzBSFOwE7H8jC5+453dF0efBH3x+JlSQME0vS1cy8GbH3uE2UtSneUhxkymgLhALdC+hXNSobM73YwLUjNm/M0DkRg4LirT4646GniqYMIYzIbHbJrRapP9tH2grd9RkUBHvPFMkvZMm9tYkeDFCzFaxeTJizkRG05y0K3+qjo8jkIKRA7uwjPNeU1jj2iKc0lzX52EGCXI5iAyhRGnb20VKA4w5LPJDS5Hkd20zSuWlkoz20ElOydyElohdiDyKs9oDctcA0jO8ExhhIH9SxBf8QWCFh8hGWdSh0mYbGaHUQpSzas1FZF7FuiPWxLJxyFt0NwHHZe7JA8yHozfoMKhp1rIfsudin2mSskP9u4XO80l/i77zyF3CzIYOSaVBhd+H4nxgDRxQL6E4X/7rhiZatU/jVLrPFNkFk0w9t6o9kmf2D/ZEXmSJK+/2ht6HGw5Fp7mhsYSWOTfP2xEMVloVwPOMFFUxEQrfaRtGlZAaWZVqUlQpmDDsWg1oeT0P02ClaJzNEnmAmVtSenqE3JVEezL5qY+8d3J/DdbxUTEiinT3Y2UO6DnKqSjADwck+uQ3X8Iz3ekNmHD0IodM1IDfLLLCk4eXxhSnt5mIJtBbDuaP7fXJ/9jbHw0dx65Hxdm/v0zszbbp1NS16wufY56Bxyia3AtkXL49wDsmxh5fT7hik/kE9AaJMM3jsGOIbF034cGbaYBcaLfNstEeE8ujEYx5XNuNyND8OBmVtWcTtBGG/uoN4roC/KyjfiPCvbhqn6Dt4GcNwfJLOMTWYUD9jk9lTVF+8PSQb4T4NHUYnJO9R8vHWjvnItomrRWTQR+8foAcD3KamfQw6pxR2UxJnNPJVi8zd8VDofa47Ae+hFbrbQ11YYPOHi3SWFdPzj1L93HVUq22UXC8g5QQgDEeN4tO8Zy6LiGPTZKMjqP6ZQ+FWZ1giMwQynV1m9xlJODvg9Ikdbr+5iFfPMPXtI2OgFKoXIGemaC9aLP7pOrrVxq0VUCcXkKs76NPL8Pa10SVm/KSECI7/8T6sbVG6UaC97BpayUeXkdEiYr93mMQkKTkaktYcVcDj/481Sjnco1uayKKQiLVNwhsX6JUjZF5Ta+SIQ0k+gMLNNo3zRUrRabNejJFl3DMNEkNM5nPD1EqUFdQezuDV32cer4olYdfFy/fp9y32L5gete1ll96sQNuak38c0F42oJj8HUFH2dTyWVTNgDkeeXiN65uz7DyXZeqijf/GXVS3i8xmqZ3LE+bBu+sRnunhPdKg4ZTI7AgqV0MzaeenAPBvH1AuzpK71Wbnw0XDq2xJ6PSQxxbR26apufA9U6MbmZut2x2jsLpdtLSM1TeWEzAggKSZsxTE00Wsg45pnKA1cd7DDgyYSgR9swBqjY6StoLNHtp3Ea2OaVAgBORziEQJDZGCMMpnpl6ukmhSpHY8zD3KtIn15VvYuZzJq7Q7w1pU643r4Dr0PnwO+2d2cQMPzwl5fnadq/VZ1rYqfPbcRc5nNqlaFo+7m2RzAXOFNtteSOsgx8wLDlxaMfmZI57F2d9o0f2fujw/fYs/ufMowcUy5359y4ylFAg3k+RuhAn9ZCxj6KQeUrJwibR+L/GKtdJYpaIZv3wWnfORrR7RdIE45+Bd2RjWawNDb0HHMWRcZt4wjSnKr++h8h6tMwU6C4ZMYOPH5ohyEGVAW5q9xzMsbM0he31TY5ggn/URD3Ts5gyJA07+QYnbP10xLcvyWdPsA4a1r7rdGbK0vZMc8hxTHuDEEPP/7A10HOPNTqPmp+hXbOKMocHD0mx81ELNBfjX/CGy936eH4Da2UMWC+jji2x9tILX0FQX54k3tsC26J6pkLs0QDgOUlrDEqfUMNJxjEpz9PdhsBqKFIiFWcKlMu7VDaKdPVS9wfSbPZQj8e4eGNDb2P5Hvebx3zBhwWRBB5QjCAswdTkyxpZKMAAcAVel4/oOJBeAMfRW7hqFlqQ4Kl+5TelimWt/o4w80yYe2DRPZZj6Qo04zQkni3haQSFdx+Qe44S+Uin2ni7QfDjCn+rRrBWoLM8hrhujW2SzqGbz0LmmbfFEIW+M/UaH4vUWbiOLWx9g7zaHFQ5pKH1Q9ph7WXFw3mV1dwnrRJfoWtbgBMbWleF3VjeYf8ElrbLoT/koV1DYtOH2ugn7AghpOsrlc8x+fc8A2U4usvuUR/fZLnHTRfQdMluSE3/YGXY8E5YcpYMwz6kahKb06ImHkG/dOGx8j8uwm5EYpdm0QnV6nP3HWwSnp/DXa2x/tErztPm4dqFA5a0mccGjfbxM+V/v3xtZSt6n5YHYNuzXsCtZpt4K2fxIfljf/CB5zyleaSkeObXB5cvL2G1joXo1TXde4LRgek0jIoVfM0ojt2PQf90og9cTyOfqrDVKRC2H7JaiedzBe7FnasE+ed70st3TNB4G1bPp1F3wFFHGIpj1UN4y3lYbNnbQgwH5zR04e4LOIgQnK9jtENuxEe0kt5DNoEo543WqeOTt3K/YOpU0/xAab1K2B6hS1oSqbYkMwuRmJ8okmzGK2nOJfRu51YK2KUFKlaPwPRM2Dsc4TWEYTh16wNbh8xg1bzAhQZQyAIMoGpEPDIFCit2nHE7n2vzIwgrLbo2C1aMR+uzns3Qijy/sP0KgHb6yfxbfidhr5zhdOeDNZobySm9UVzozbRRKIYcYhKgrt/H/x4f4nZ/8IWZe1yy/uIbaOxjL0Rl8vmp3ho3vVUpfOc6ElIajxxDd0fauKROoN2j+5FN05ioMSrD01d6QX9gMx2ErVVuCfklSvtJCNNtYgxB3JotXE7SPCYIZjdM2xmDsaTrHoH1hGqcd4+zujVnc8RDtfIjtSsjhecqtfU79Zp/BctmUtKSLZxwnZB0pbeaYl3QEPGIaQsT3WvvDMTH7d586TmZljzBbIk7Q4wQWcSlCKMHsaylSWwHyviUUslig++Qx9i84tM4ZUFZuawp3v0a8sUXWddCdnsmrOgmhR5KvU4doR8dy4vfxWIUQ3PlPFijeVpQ6M1j9gTGiX76EZUni8RDtfbzG0XVg5onvjoxOKSl8dYXMzjGcm1vESeVAGiUSKckMGMPhiKf7wFKgNPWRXG+8u4dlWZSuVGjPSXQsqFxVqKbpx63RhxWMZcZcZDIIrVGJETn3uVVqPzLDcrXOzrMRt+0Kp34rRN28i0jrTNPcblJ+heuY9abeNBSwrYDcfsvc016AitWof7AQplwpDOnMn8ZtCBo5n8r1AapWO9R3Op1zOoyw9mqo6QqUDFtT7El0LgNBUjUQx2atCSP0sXnCio/V8bF3GmS3y7SaLs89doNv3z2GfzFjooLhWLOFNNIlTTRFAvF0ibufyZN/5AlyOxHev3rt/sZtKipxdPomHafurJMJBsTzFfIbMYU1TXvBxhpotn64hFfXFG/2DqH71SAcRSHSyGKMwQTEMf0pD6unsHuafvmdDbT3nOLVXYvb/+YkTk5j9QXZLUPDKEPDgex0FZ1jGYrXjHVXuNagX6hg9wTWB2tYQtMPbaZetnFbMZXXa2ig9ZNPsfVTA3L5FsHlMlEhxtmzKT+xh9aC2qBKbrVLv5qUl1iS6JlzONfW2X+ihNsQtJYdZr+0a8qYIsMMows5VMbB6g2GxPJw2Oq8R8aBMe2uCYX3w2GeVYSxqf3dr6PLRUMtiQLXwap1DIe04wzZpVQYYSUdYazZGUhCXMLzDPPK7t4o75OGn8zJDcPNerxwPQlhilwOPV6igaGZG8QWncjjleAEn6xcYatTJOuFSKHoRi6/t/Y0f/X4S/xv+x+n37fZdvNMfcnDuXMX5mZQB3V6FxZoLTkoxwDi5n6jhvXGCmcvGaBXOkKGcNzUQeteYIyLtC9ucq5DFGOaQxyWY2C8ynw+Cd0qvHrEwXkXpwM6Kas65NUlSkosL9A8U6Bfkuw8V2T6LaP43Xoft2jh1QRaCgYlhfI1IhKIPtQfsgGbpZfdobIROlG4SbODw/O9OyzkVwd1vCQfKZJezcLzxojk1b3hZUyeXmsNjouVzxNv7x5ehMZKdqzFOVQnQmc9tAVnHtngxtoMouFQftOisBqTvdPgniXsUB5ZomYrBBWL1qMDnGxIvGex+WGfY63jyF6IunbL1EKCaWKe1vkOQWnykPI9BF5KFahWJmSOqQfXMo849zDVr6wSb++OQtUJmOyeEPA4oUlSn6keOYnVGcDtNbOoVkrmf9tGZkzOeWjISXnI0zE9ki0e6PXex3MXUmAtL9J5dM7wgn8tR24rxj8YIDI+etAcM4oPGzj984t4dw6QYBpYNJrkv3WclUfmqS40aE3HBEtFvFtiRPowVn9tTto8N6TlNjt7Bvnr+0OjIu3Ni9Z0L8xjDZThdBaQu2vh1NvIbBZRKSVNPw6fp2q22P7zp4kywpR61gX7j82SW59l9qUGXLs9MhJvrOImczvudin/9hb59cd485PnkAJmXmuZa1VJSkwKdGhAU/LhM4RFn70ns9g9KNzW1B6B/Wck57+eJ07xD/e7L9ZYeWFSthnv7hGdncPb6yO0JvIlQVUSe5DbGGC9dAklhWEkS0qchjlknSLQY3TPpPgya21qj5fQUhAW32ehZjsAr2bKHURkOtsoT+DVNF5DEXuCwo2WadkG7D9TYe/5CPvA5qPza9xtV7h1eYHgKYW6ZJH72g5CCHJrAbn8gJ859QbhSYvb3SmmvTZKC75w+2HcukQ2e2R36qhCDro9rO6A6PQCVl9TWNU4neRBrzVRzSayWES0Oti9JK8yBmE/pHCPAGCGJTyOUXpyP5kwqXUqpWHjcRx0vWkmX78PDWO16igakWAkD218UMeamSI8NoVVLWA1OkSzJXozPt5+FfHqJbOv0gjPRh9fRGzvm4Wi1R4LgRvrFKWHoSvATF7fZealfW6eOs7NcyYc3w49lBb8lVMvY6G5Wp/j4fIOP5xZ4TdzH+RuY4q9O7OcvN4jPDGDfXUV3evhr7fozFfJ1GJkX6cDYxaQ1MOTcqh0hwjNjJ8gsm1I6gWHDxUYq7hcIq7VTemJMAaKNTeLbrXJXNsh+Itz9PuSmW8bq5UEiCEAHQ+Mg9poUXpb0v8hc52dJR/vIMTdD8nsDugXPZbf6nNw3iOzp+mXBG5b014UzL3cNQtbmmtLFO4Q1CYkMpdFdbojftupCmJzm3hrZ2QYpcbEuNK7X51iFBkjqdNhWNts3etBCksSnJnFaQQ0Hy4R+QKJxr/mox2wu5r8W5voZtvwSbc7o7D9+DxWCnFrneZnK3jrDvk7jsn5L8Tc+qkCUUFz/n8NRshUjAIS508TFTyc3TbBsRLuV9/GWpgj3tweeY6pEh2bd/Mv9dl70qM3LcjsKfRYp6+hco1jENosiGledBznMM6H3B8Mc/mD5TL9skPvuRLTr7dNM5P9OqrbNeHJNAc6jFRY9zem02OPj3cSzg4XKogYytcD1j+WAW0hY407VUFWy8Q37hxC3acgILsdQi8g3ts3URFg6Z9dxf2Jcxw8XsUOBP5m26DFk++l90qmz8mQkEeN5kW1jJYSMQiRUxV01jQoEJ0e9TMujUdidG6QlIkINgcllloBzcemKVz00KsJi1tKvGPbZHcVW3+hTyYzIAgc8rmAg9kStccKPPyLo2qCtPHMyOjSuBsNpt+YRkvoT2fILswTrW8eimZppWEQ0lku068I6o/FlC9KolKMt22Q/zxI8ULyLIWj7mDJ3HJevY6crrL7I4tYfY3b1OTXI/y7dSiXDGo6iuDJc4jXr9wDlhyvS5Zb+7gnC8gQ017xHeQ9p3hjD8o3QvIbkoNHLAYlqFyP0QJy1w9MztP3UMUMVn9A8Xaf5mmPQUnzlW88ir8rmb+p2HnWlDaAWZisN64z9cuP8n/9ped5/txNZv0WHylc55+ufZQoktgaNn5sFrurcdua4vVb8OZ17IxP7+nHUB7MfbNHcHoab7WODJN2epEBmwzzKfYYQvMB4eZhCCtFXXYTMIHnGirChAJRJwtE2v4u7QBzv5sPIJwEhRzGhAsVkILmcZuihlwymWW5hMhljHcRRaOFPbGUhwAs30uaRFjD7iE4NvrOOqf+3jq9j11g51mHYM5hMd/g1659BKUEva084pzmnzo/RNXvsF/KUvqXprFD5soWan7GKPq9Gpn94oisIRUnYfVJlS4MQ6cil4XpKiLtRjNWzpEupDLjHwr/CUsi52aof2iJws021nadma/bdOcFdrs7zMNJzxsxQGlDnKJv3mVWCIKlAmHewr9bJ5rOg4bKlR7uyibz2yUGs3nqD/l05wVLX+7i3tox4f5kTIcLdVqLOjRwzOJjFQr0T07haY1utFCt1qjT0NEa17Hw5qjVnTEghGfqEYXrjFIeaWmRZWHNz+Jtt9n45BSNRyPQEfWVBeySJipFROdCSjencXY82BnLm8KoUUZ6DlHE/Et9GqdcZl/Yoj+1gFu3qFyLaZ60qH1ogdKVHFxcGR3DsbD6MQfPTtM4Izm1fpzm+Sq5tCnBGOp8JLFpz5Z9zHhilhgZhOOocTFaoE07vlFIXyuJcMw522v7BsWLiRSEeZvii7fp/PRp4qxNWKwil8o4b98xnvqY4TDK1Y88vgfxKg8/9zzsi7eQ3S7RR58gmIsJZgULLzQQCWnO6FJHZTH2yWMEBRfZ6Y4h8RW61WbqN19j5swJtC1Nf+MxGsvheXgm9TSMuiToW5RG5TP0ZzP4m220axMWPZxmH7lfpz8FojJAhxIGkumXbPx6jOgGOM2I4EQZL1G8aVhcnTnG/mMWnhdSyfZYnt3k7d15AJzGWKpiPMoxPrfWtygqRffhafy1Fu0nF8lsmjrytE80AHs1ZDxDbkPTnxL0ywLZlZz59TXi/dp9x3/4G+nYpp2t0pK2Xo94Y4uZLyl0s23aQ2YzdD58hoMLcxz7/S3Y3Ud0+sRjc3NIizls/6iJd/fJfxO6z5xg4esWd97hfMQDi8S/TyKEaME71h5P5J1lGtj7jntN5H4yGbvvXiZj993LZOz+/eS9On4ntNYz9/vgPefxAle11s9+v0/i/SpCiFcn4/fdyWTsvnuZjN13L5Ox+/eT9+P4vUOx2kQmMpGJTGQiE/ley0TxTmQiE5nIRCbyLsp7UfH+6vf7BN7nMhm/714mY/fdy2TsvnuZjN2/n7zvxu89B66ayEQmMpGJTOQHWd6LHu9EJjKRiUxkIj+w8j1VvEKIshDid4UQV4QQl4UQzwshqkKIPxNCXE/+VpJ9hRDiHwohVoQQbwohnhk7zi8k+18XQvzC2PYPCCHeSr7zD0VSRPeg33i/yQPG7x8k/78phPh9IUR5bP9fSsbiqhDix8a2fybZtiKE+MWx7aeEEC8l239LCOEm273k/5Xk85Pv5nV/L+R+Yzf22X8thNBCiOnk/8ncG5MHjZ0Q4r9Mtl0UQvz9sf0n8y6RBzyzTwkhvimEeF0I8aoQ4oPJvpN5NyZCiIeTMUpfTSHE33rQtf1AjZ9O+Hq/Fy/g/wb+RvLeBcrA3wd+Mdn2i8DfS95/FvhXGMKgDwMvJdurwM3kbyV5X0k+eznZVyTf/XPJ9vv+xvvt9YDx+zRgJ9v+3tj4XQDeADzgFHADsJLXDeB0cow3gAvJd34b+Lnk/S8DfzN5/18Av5y8/zngt77fY/G9GLvk/THg88AdYHoy9/6t590ngC8AXrJ9djLv/q3H7l+PzY/PAl+ezLvvOI4WsAWceNC1/SCN3/dy4ErALZK88dj2q8BC8n4BU6cL8CvAXz66H/CXgV8Z2/4rybYF4MrY9uF+D/qN99PrQeN3ZJ8/D/xG8v6XgF8a++zzwPPJ6/Nj238peQlMkXmqxIf7pd9N3tvJfg88j/fa653GDvhd4EngNiPFO5l732HsMMryR++z/2Tefeex+zzwl8bmym9O5t13HMtPA19/p2v7QRq/72Wo+RSwC/y6EOLbQoh/IoTIAXNa681kny1gLnm/BKyOfX8t2fZO29fus513+I33kzxo/Mblr2OsNvh3H78poK61jo5sP3Ss5PNGsv/7Re47dkKInwLWtdZvHNl/MvdG8qB5dw744SQE/IIQ4rlk/8m8G8mDxu5vAf9ACLEK/M8YAwQm8+6d5OeA/zd5/wOvM76XitcGngH+T63100AH48IPRRvz4j8ojPrd+I3/QPKO4yeE+LtABPzG9+f03tNyv7H7H4C/A/z379ZJvE/n3oPmnY0J3X0Y+G+A307zYxMZyoPG7m8Cf1trfQz428Cv/Yc8iffpvBtKkvP/SeB3jn72g6ozvpeKdw1Y01q/lPz/u5hJuS2EWABI/u4kn69j8m+pLCfb3mn78n228w6/8X6SB40fQoi/BvzHwF9JJgn8u4/fPlAWQthHth86VvJ5Kdn//SIPGrtTwBtCiNuY631NCDHPZO6Ny4PGbg34PW3kZUBhOHEn824kDxq7XwB+L9n2O8AHk/eTeXd/+XPAa1rrpFvGD77O+J4pXq31FrAqhHg42fQp4BLwR5iJSPL3D5P3fwT8fIJU+zDQSFz/zwOfFkJUEqTZpzE5oU2gKYT4cGJ5//yRY93vN9438qDxE0J8BvhvgZ/UWnfHvvJHwM8Jgww9BZzFAAleAc4KgyR1MSGcP0oU9peAv5h8/+i9SMfvLwJfHFPw73l5wNi9prWe1Vqf1FqfxCySzyT7TuZeIu/w3P4BBmCFEOIcBji0x2TeDeUdxm4D+JFk2yeB68n7yby7v/xlRmFm+P+DzvgeJ8ifAl4F3sQ8uBVMzubfYCbfF4Bqsq8A/ncMEvIt4Nmx4/x1YCV5/adj258F3k6+848YEYDc9zfeb68HjN8KJn/xevL65bH9/24yFldJ0HrJ9s8C15LP/u7Y9tOYRXIFY4mniFU/+X8l+fz093ssvhdjd+Tz24zAVZO5953nnQv88+SaXwM+OZl3/9Zj91HgWxhk90vABybz7oHjl8NEOUpj237gdcaEuWoiE5nIRCYykXdRJsxVE5nIRCYykYm8izJRvBOZyEQmMpGJvIsyUbwTmchEJjKRibyLMlG8E5nIRCYykYm8izJRvBOZyEQmMpGJvIsyUbwTmchEJjKRibyLMlG8E5nIRCYykYm8izJRvBOZyEQmMpGJvIvy/wHA8kIjHSjW4wAAAABJRU5ErkJggg==\n" + }, + "metadata": { + "application/vnd.databricks.v1+output": { + "addedWidgets": {}, + "arguments": {}, + "data": 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\n", + "datasetInfos": [], + "metadata": {}, + "removedWidgets": [], + "type": "image" + } + }, + "output_type": "display_data" + }, + { + "output_type": "display_data", + "data": { + "image/png": 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\n" 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\n", + "datasetInfos": [], + "metadata": {}, + "removedWidgets": [], + "type": "image" + } + }, + "output_type": "display_data" + } + ], + "source": [ + "for b in ex_bands:\n", + " library.plot_file(b)" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "0e4eb200-9838-4138-8d11-0f42e6968ee0", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "output_type": "stream", + "text": [ + "b02 total count? 10,415\nb02 valid count? 10,415\nb02 false count? 0\nb02 null count? 0\n" + ] + } + ], + "source": [ + "print(f\"\"\"b02 total count? {sql(\"select format_number(count(1),0) from band_b02\").first()[0]}\"\"\")\n", + "print(f\"\"\"b02 valid count? {sql(\"select format_number(count(1),0) from band_b02 where is_out_file_valid\").first()[0]}\"\"\")\n", + "print(f\"\"\"b02 false count? {sql(\"select format_number(count(1),0) from band_b02 where is_out_file_valid = False\").first()[0]}\"\"\")\n", + "print(f\"\"\"b02 null count? {sql(\"select format_number(count(1),0) from band_b02 where is_out_file_valid is null\").first()[0]}\"\"\")" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": {}, + "inputWidgets": {}, + "nuid": "9312daff-9680-4bd7-bc97-63af1214a6cf", + "showTitle": false, + "title": "" + } + }, + "source": [ + "#### Optional: Fix Missing Data\n", + "\n", + "> As a result of being gated in the free tier to Planetary Computure, a number of attempts to download band data might have resulted in an message versus the actual data (no failure condition provided). Here is what that might look like:\n", + "\n", + "```\n", + "AuthenticationFailedServer failed to authenticate the request. Make sure the value of Authorization header is formed correctly including the signature.\n", + "RequestId:bf21b919-d01e-002f-4e00-2ae765000000\n", + "Time:2023-12-08T18:04:30.9365583ZSignature not valid in the specified time frame: Start [Thu, 07 Dec 2023 17:18:15 GMT] - Expiry [Fri, 08 Dec 2023 18:03:15 GMT] - Current [Fri, 08 Dec 2023 18:04:30 GMT]\n", + "```\n", + "\n", + "The size is around 550 bytes, so we can test for this and smartly retry.\n", + "\n", + "__Note:__ We are using Delta Lake MERGE support to udate a given band table [[1](https://docs.databricks.com/en/delta/merge.html#language-python)]." + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": {}, + "inputWidgets": {}, + "nuid": "8992e6c0-7ee9-4e35-abb9-cffb3f87eba4", + "showTitle": false, + "title": "" + } + }, + "source": [ + "__Since 'B02' (blue) now has all data, let's turn to 'B03' (green).__\n", + "\n", + "> Initially, we set `do_download=False` and `do_table_write` to demonstrate how this table can be filled in with a subsequent call to `download_missing_assets(...)` or `update_assets(...)`. __Note; 'out_file_sz' and 'is_out_file_valid' are both set to `Null` because we have not yet calculated this information (e.g. there may be some pre-existing files).__" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "1373fc8d-2ec1-48db-9282-cf840531ed05", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/html": [ + "
item_idtimestamph3_setassetitem_propertiesitem_collectiondateitem_bboxstac_versionlast_updateband_nameout_dir_fuseout_filenameout_file_pathout_file_szis_out_file_valid
S2B_MSIL2A_20210629T223539_R058_T04WFV_20210630T2128252021-06-29T22:35:39.024+0000List(585681806569766911)Map(name -> B03, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B03\",\"common_name\":\"green\",\"description\":\"Band 3 - Green\",\"center_wavelength\":0.56,\"full_width_half_max\":0.045}], roles -> [\"data\"], proj:bbox -> [600000.0,7390200.0,709800.0,7500000.0], gsd -> 10.0, title -> Band 3 - Green - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/04/W/FV/2021/06/29/S2B_MSIL2A_20210629T223539_N0300_R058_T04WFV_20210630T212825.SAFE/GRANULE/L2A_T04WFV_A022535_20210629T223533/IMG_DATA/R10m/T04WFV_20210629T223539_B03_10m.tif?st=2023-12-14T19%3A40%3A23Z&se=2023-12-15T20%3A25%3A23Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A27%3A54Z&ske=2023-12-22T19%3A27%3A54Z&sks=b&skv=2021-06-08&sig=r37cZATGfnw8v0%2B9%2ByVxJXS6HS0AlHWUIAaVqnVwn88%3D, proj:transform -> [10.0,0.0,600000.0,0.0,-10.0,7500000.0])Map(s2:mgrs_tile -> 04WFV, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 99.760705, s2:snow_ice_percentage -> 19.826965, sat:orbit_state -> descending, s2:product_uri -> S2B_MSIL2A_20210629T223539_N0300_R058_T04WFV_20210630T212825.SAFE, s2:generation_time -> 2021-06-30T21:28:25.464330Z, datetime -> 2021-06-29T22:35:39.024000Z, s2:datatake_id -> GS2B_20210629T223539_022535_N03.00, s2:vegetation_percentage -> 0.0, sat:relative_orbit -> 58, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 13.250791, s2:cloud_shadow_percentage -> 0.0, s2:datastrip_id -> S2B_OPER_MSI_L2A_DS_ESRI_20210630T212825_S20210629T223533_N03.00, s2:mean_solar_azimuth -> 183.818578655585, eo:cloud_cover -> 80.173033, proj:epsg -> 32604, s2:granule_id -> S2B_OPER_MSI_L2A_TL_ESRI_20210630T212825_A022535_T04WFV_N03.00, s2:water_percentage -> 0.0, s2:mean_solar_zenith -> 43.9505249121889, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 0.013865, s2:processing_baseline -> 03.00, s2:not_vegetated_percentage -> 0.0, s2:unclassified_percentage -> 0.0, platform -> Sentinel-2B, s2:reflectance_conversion_factor -> 0.967710188176288, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.0, s2:medium_proba_clouds_percentage -> 66.908377)sentinel-2-l2a2021-06-29[-156.65755,67.49976223265858,-156.52615,67.59850386488829]1.0.020231215-215729B03/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B03B03_S2B_MSIL2A_20210629T223539_R058_T04WFV_20210630T212825_20210629-223539.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B03/B03_S2B_MSIL2A_20210629T223539_R058_T04WFV_20210630T212825_20210629-223539.tifnullnull
S2B_MSIL2A_20210624T214529_R129_T05WPN_20210626T0551332021-06-24T21:45:29.024+0000List(585682356325580799, 585702697290694655, 585703247046508543)Map(name -> B03, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B03\",\"common_name\":\"green\",\"description\":\"Band 3 - Green\",\"center_wavelength\":0.56,\"full_width_half_max\":0.045}], roles -> [\"data\"], proj:bbox -> [600000.0,7190220.0,709800.0,7300020.0], gsd -> 10.0, title -> Band 3 - Green - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/05/W/PN/2021/06/24/S2B_MSIL2A_20210624T214529_N0300_R129_T05WPN_20210626T055133.SAFE/GRANULE/L2A_T05WPN_A022463_20210624T214530/IMG_DATA/R10m/T05WPN_20210624T214529_B03_10m.tif?st=2023-12-14T19%3A40%3A21Z&se=2023-12-15T20%3A25%3A21Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A37%3A25Z&ske=2023-12-22T19%3A37%3A25Z&sks=b&skv=2021-06-08&sig=ntTk%2BrU1/Ckbqu7wNb/lQ3rDZ4Va08ji8rk3Iy0%2B/X4%3D, proj:transform -> [10.0,0.0,600000.0,0.0,-10.0,7300020.0])Map(s2:mgrs_tile -> 05WPN, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 3.3E-5, s2:snow_ice_percentage -> 0.014608, sat:orbit_state -> descending, s2:product_uri -> S2B_MSIL2A_20210624T214529_N0300_R129_T05WPN_20210626T055133.SAFE, s2:generation_time -> 2021-06-26T05:51:33.94772Z, datetime -> 2021-06-24T21:45:29.024000Z, s2:datatake_id -> GS2B_20210624T214529_022463_N03.00, s2:vegetation_percentage -> 68.539286, sat:relative_orbit -> 129, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 10.799875, s2:cloud_shadow_percentage -> 4.790228, s2:datastrip_id -> S2B_OPER_MSI_L2A_DS_ESRI_20210626T055133_S20210624T214530_N03.00, s2:mean_solar_azimuth -> 175.186165240628, eo:cloud_cover -> 16.154411, proj:epsg -> 32605, s2:granule_id -> S2B_OPER_MSI_L2A_TL_ESRI_20210626T055133_A022463_T05WPN_N03.00, s2:water_percentage -> 2.296831, s2:mean_solar_zenith -> 41.966928275875, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 1.621458, s2:processing_baseline -> 03.00, s2:not_vegetated_percentage -> 3.288872, s2:unclassified_percentage -> 3.673732, platform -> Sentinel-2B, s2:reflectance_conversion_factor -> 0.968235131728527, instruments -> [\"msi\"], s2:dark_features_percentage -> 1.242033, s2:medium_proba_clouds_percentage -> 3.733078)sentinel-2-l2a2021-06-24[-150.89315632774026,64.77074135158136,-148.41850676127294,65.80593069527565]1.0.020231215-215729B03/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B03B03_S2B_MSIL2A_20210624T214529_R129_T05WPN_20210626T055133_20210624-214529.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B03/B03_S2B_MSIL2A_20210624T214529_R129_T05WPN_20210626T055133_20210624-214529.tifnullnull
S2B_MSIL2A_20210607T215529_R029_T04VEH_20210610T0952112021-06-07T21:55:29.024+0000List(585692801686044671, 585693351441858559, 585695550465114111)Map(name -> B03, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B03\",\"common_name\":\"green\",\"description\":\"Band 3 - Green\",\"center_wavelength\":0.56,\"full_width_half_max\":0.045}], roles -> [\"data\"], proj:bbox -> [499980.0,6190200.0,609780.0,6300000.0], gsd -> 10.0, title -> Band 3 - Green - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/04/V/EH/2021/06/07/S2B_MSIL2A_20210607T215529_N0212_R029_T04VEH_20210610T095211.SAFE/GRANULE/L2A_T04VEH_A022220_20210607T215808/IMG_DATA/R10m/T04VEH_20210607T215529_B03_10m.tif?st=2023-12-14T19%3A40%3A12Z&se=2023-12-15T20%3A25%3A12Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A27%3A54Z&ske=2023-12-22T19%3A27%3A54Z&sks=b&skv=2021-06-08&sig=RnrsEQlLVpJHHTwRh79Yq08OICkWE7x4lAXRzbkvovs%3D, proj:transform -> [10.0,0.0,499980.0,0.0,-10.0,6300000.0])Map(s2:mgrs_tile -> 04VEH, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 0.022346, s2:snow_ice_percentage -> 1.375363, sat:orbit_state -> descending, s2:product_uri -> S2B_MSIL2A_20210607T215529_N0212_R029_T04VEH_20210610T095211.SAFE, s2:generation_time -> 2021-06-10T09:52:11.740Z, datetime -> 2021-06-07T21:55:29.024000Z, s2:datatake_id -> GS2B_20210607T215529_022220_N02.12, s2:vegetation_percentage -> 6.949735, sat:relative_orbit -> 29, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 3.8016, s2:cloud_shadow_percentage -> 0.252096, s2:datastrip_id -> S2B_OPER_MSI_L2A_DS_ESRI_20210610T095212_S20210607T215808_N02.12, s2:mean_solar_azimuth -> 166.956306981226, eo:cloud_cover -> 72.029359, proj:epsg -> 32604, s2:granule_id -> S2B_OPER_MSI_L2A_TL_ESRI_20210610T095212_A022220_T04VEH_N02.12, s2:water_percentage -> 16.846523, s2:mean_solar_zenith -> 34.0081753962572, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 40.750575, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 1.464536, s2:unclassified_percentage -> 0.820552, platform -> Sentinel-2B, s2:reflectance_conversion_factor -> 0.971695853932404, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.261839, s2:medium_proba_clouds_percentage -> 27.477184)sentinel-2-l2a2021-06-07[-159.00032,55.844982541520935,-157.2009,56.84381181769674]1.0.020231215-215729B03/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B03B03_S2B_MSIL2A_20210607T215529_R029_T04VEH_20210610T095211_20210607-215529.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B03/B03_S2B_MSIL2A_20210607T215529_R029_T04VEH_20210610T095211_20210607-215529.tifnullnull
S2A_MSIL2A_20210619T214531_R129_T05VLG_20210620T0729572021-06-19T21:45:31.024+0000List(585685105104650239, 585695000709300223)Map(name -> B03, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B03\",\"common_name\":\"green\",\"description\":\"Band 3 - Green\",\"center_wavelength\":0.56,\"full_width_half_max\":0.045}], roles -> [\"data\"], proj:bbox -> [300000.0,6590220.0,409800.0,6700020.0], gsd -> 10.0, title -> Band 3 - Green - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/05/V/LG/2021/06/19/S2A_MSIL2A_20210619T214531_N0212_R129_T05VLG_20210620T072957.SAFE/GRANULE/L2A_T05VLG_A031300_20210619T214530/IMG_DATA/R10m/T05VLG_20210619T214531_B03_10m.tif?st=2023-12-14T19%3A40%3A12Z&se=2023-12-15T20%3A25%3A12Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A37%3A25Z&ske=2023-12-22T19%3A37%3A25Z&sks=b&skv=2021-06-08&sig=mC%2BFISFioYia2ZOz7ayZ767PLBjtH9%2BT8EvnRgjv1tQ%3D, proj:transform -> [10.0,0.0,300000.0,0.0,-10.0,6700020.0])Map(s2:mgrs_tile -> 05VLG, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 0.0, s2:snow_ice_percentage -> 0.126532, sat:orbit_state -> descending, s2:product_uri -> S2A_MSIL2A_20210619T214531_N0212_R129_T05VLG_20210620T072957.SAFE, s2:generation_time -> 2021-06-20T07:29:57.854Z, datetime -> 2021-06-19T21:45:31.024000Z, s2:datatake_id -> GS2A_20210619T214531_031300_N02.12, s2:vegetation_percentage -> 9.471866, sat:relative_orbit -> 129, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 63.726264, s2:cloud_shadow_percentage -> 0.31264, s2:datastrip_id -> S2A_OPER_MSI_L2A_DS_ESRI_20210620T072958_S20210619T214530_N02.12, s2:mean_solar_azimuth -> 166.601442626769, eo:cloud_cover -> 77.112441, proj:epsg -> 32605, s2:granule_id -> S2A_OPER_MSI_L2A_TL_ESRI_20210620T072958_A031300_T05VLG_N02.12, s2:water_percentage -> 5.433754, s2:mean_solar_zenith -> 36.9989905811412, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 2.931254, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 2.987094, s2:unclassified_percentage -> 4.337331, platform -> Sentinel-2A, s2:reflectance_conversion_factor -> 0.968987061819151, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.218344, s2:medium_proba_clouds_percentage -> 10.454922)sentinel-2-l2a2021-06-19[-156.62936,59.402967480991144,-154.59047,60.42638503415989]1.0.020231215-215729B03/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B03B03_S2A_MSIL2A_20210619T214531_R129_T05VLG_20210620T072957_20210619-214531.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B03/B03_S2A_MSIL2A_20210619T214531_R129_T05VLG_20210620T072957_20210619-214531.tifnullnull
S2B_MSIL2A_20210604T214529_R129_T05VNH_20210605T1138482021-06-04T21:45:29.024+0000List(585685105104650239, 585687304127905791)Map(name -> B03, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B03\",\"common_name\":\"green\",\"description\":\"Band 3 - Green\",\"center_wavelength\":0.56,\"full_width_half_max\":0.045}], roles -> [\"data\"], proj:bbox -> [499980.0,6690240.0,609780.0,6800040.0], gsd -> 10.0, title -> Band 3 - Green - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/05/V/NH/2021/06/04/S2B_MSIL2A_20210604T214529_N0212_R129_T05VNH_20210605T113848.SAFE/GRANULE/L2A_T05VNH_A022177_20210604T214531/IMG_DATA/R10m/T05VNH_20210604T214529_B03_10m.tif?st=2023-12-14T19%3A40%3A12Z&se=2023-12-15T20%3A25%3A12Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A37%3A22Z&ske=2023-12-22T19%3A37%3A22Z&sks=b&skv=2021-06-08&sig=ee5UgQFqySJgyNOu5Phr7b2NPQQFwatGusOpTO3e3NY%3D, proj:transform -> [10.0,0.0,499980.0,0.0,-10.0,6800040.0])Map(s2:mgrs_tile -> 05VNH, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 9.90582, s2:snow_ice_percentage -> 32.644174, sat:orbit_state -> descending, s2:product_uri -> S2B_MSIL2A_20210604T214529_N0212_R129_T05VNH_20210605T113848.SAFE, s2:generation_time -> 2021-06-05T11:38:48.961Z, datetime -> 2021-06-04T21:45:29.024000Z, s2:datatake_id -> GS2B_20210604T214529_022177_N02.12, s2:vegetation_percentage -> 22.517867, sat:relative_orbit -> 129, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 3.11711, s2:cloud_shadow_percentage -> 0.580262, s2:datastrip_id -> S2B_OPER_MSI_L2A_DS_ESRI_20210605T113849_S20210604T214531_N02.12, s2:mean_solar_azimuth -> 173.357109577726, eo:cloud_cover -> 3.958069, proj:epsg -> 32605, s2:granule_id -> S2B_OPER_MSI_L2A_TL_ESRI_20210605T113849_A022177_T05VNH_N02.12, s2:water_percentage -> 29.361331, s2:mean_solar_zenith -> 38.4302477557746, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 0.130089, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 6.65167, s2:unclassified_percentage -> 2.069084, platform -> Sentinel-2B, s2:reflectance_conversion_factor -> 0.972566828961143, instruments -> [\"msi\"], s2:dark_features_percentage -> 2.217542, s2:medium_proba_clouds_percentage -> 0.71087)sentinel-2-l2a2021-06-04[-153.00037,60.33784222487742,-150.94943,61.33444248352088]1.0.020231215-215729B03/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B03B03_S2B_MSIL2A_20210604T214529_R129_T05VNH_20210605T113848_20210604-214529.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B03/B03_S2B_MSIL2A_20210604T214529_R129_T05VNH_20210605T113848_20210604-214529.tifnullnull
S2A_MSIL2A_20210615T220531_R072_T04VCP_20210616T0643182021-06-15T22:05:31.024+0000List(585681256813953023)Map(name -> B03, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B03\",\"common_name\":\"green\",\"description\":\"Band 3 - Green\",\"center_wavelength\":0.56,\"full_width_half_max\":0.045}], roles -> [\"data\"], proj:bbox -> [300000.0,6790200.0,409800.0,6900000.0], gsd -> 10.0, title -> Band 3 - Green - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/04/V/CP/2021/06/15/S2A_MSIL2A_20210615T220531_N0212_R072_T04VCP_20210616T064318.SAFE/GRANULE/L2A_T04VCP_A031243_20210615T220530/IMG_DATA/R10m/T04VCP_20210615T220531_B03_10m.tif?st=2023-12-14T19%3A40%3A12Z&se=2023-12-15T20%3A25%3A12Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A37%3A25Z&ske=2023-12-22T19%3A37%3A25Z&sks=b&skv=2021-06-08&sig=mC%2BFISFioYia2ZOz7ayZ767PLBjtH9%2BT8EvnRgjv1tQ%3D, proj:transform -> [10.0,0.0,300000.0,0.0,-10.0,6900000.0])Map(s2:mgrs_tile -> 04VCP, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 67.58433, s2:snow_ice_percentage -> 0.008884, sat:orbit_state -> descending, s2:product_uri -> S2A_MSIL2A_20210615T220531_N0212_R072_T04VCP_20210616T064318.SAFE, s2:generation_time -> 2021-06-16T06:43:18.127Z, datetime -> 2021-06-15T22:05:31.024000Z, s2:datatake_id -> GS2A_20210615T220531_031243_N02.12, s2:vegetation_percentage -> 23.973961, sat:relative_orbit -> 72, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 31.906578, s2:cloud_shadow_percentage -> 4.849615, s2:datastrip_id -> S2A_OPER_MSI_L2A_DS_ESRI_20210616T064318_S20210615T220530_N02.12, s2:mean_solar_azimuth -> 165.676583334255, eo:cloud_cover -> 46.26267, proj:epsg -> 32604, s2:granule_id -> S2A_OPER_MSI_L2A_TL_ESRI_20210616T064318_A031243_T04VCP_N02.12, s2:water_percentage -> 8.975153, s2:mean_solar_zenith -> 38.9459369370682, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 3.241722, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 3.931703, s2:unclassified_percentage -> 9.406254, platform -> Sentinel-2A, s2:reflectance_conversion_factor -> 0.969748021581632, instruments -> [\"msi\"], s2:dark_features_percentage -> 2.59176, s2:medium_proba_clouds_percentage -> 11.114371)sentinel-2-l2a2021-06-15[-161.70816,61.21519431065146,-160.68031,62.220923807248376]1.0.020231215-215729B03/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B03B03_S2A_MSIL2A_20210615T220531_R072_T04VCP_20210616T064318_20210615-220531.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B03/B03_S2A_MSIL2A_20210615T220531_R072_T04VCP_20210616T064318_20210615-220531.tifnullnull
S2A_MSIL2A_20210620T211511_R143_T06WXU_20210621T1103262021-06-20T21:15:11.024+0000List(585701597779066879, 585703247046508543)Map(name -> B03, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B03\",\"common_name\":\"green\",\"description\":\"Band 3 - Green\",\"center_wavelength\":0.56,\"full_width_half_max\":0.045}], roles -> [\"data\"], proj:bbox -> [600000.0,7290240.0,709800.0,7400040.0], gsd -> 10.0, title -> Band 3 - Green - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/06/W/XU/2021/06/20/S2A_MSIL2A_20210620T211511_N0212_R143_T06WXU_20210621T110326.SAFE/GRANULE/L2A_T06WXU_A031314_20210620T211514/IMG_DATA/R10m/T06WXU_20210620T211511_B03_10m.tif?st=2023-12-14T19%3A40%3A24Z&se=2023-12-15T20%3A25%3A24Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A39%3A06Z&ske=2023-12-22T19%3A39%3A06Z&sks=b&skv=2021-06-08&sig=IsCFngksTor6w9pQiPUaAHW9/Lx7fYm5vtQ2HWSPTX8%3D, proj:transform -> [10.0,0.0,600000.0,0.0,-10.0,7400040.0])Map(s2:mgrs_tile -> 06WXU, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 1.3E-5, s2:snow_ice_percentage -> 3.665569, sat:orbit_state -> descending, s2:product_uri -> S2A_MSIL2A_20210620T211511_N0212_R143_T06WXU_20210621T110326.SAFE, s2:generation_time -> 2021-06-21T11:03:26.862Z, datetime -> 2021-06-20T21:15:11.024000Z, s2:datatake_id -> GS2A_20210620T211511_031314_N02.12, s2:vegetation_percentage -> 29.272836, sat:relative_orbit -> 143, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 38.423136, s2:cloud_shadow_percentage -> 10.13383, s2:datastrip_id -> S2A_OPER_MSI_L2A_DS_ESRI_20210621T110327_S20210620T211514_N02.12, s2:mean_solar_azimuth -> 173.561771881413, eo:cloud_cover -> 46.07486, proj:epsg -> 32606, s2:granule_id -> S2A_OPER_MSI_L2A_TL_ESRI_20210621T110327_A031314_T06WXU_N02.12, s2:water_percentage -> 1.168457, s2:mean_solar_zenith -> 42.8605815090251, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 0.22421, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 1.864022, s2:unclassified_percentage -> 6.844252, platform -> Sentinel-2A, s2:reflectance_conversion_factor -> 0.968821955503267, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.976175, s2:medium_proba_clouds_percentage -> 7.427514)sentinel-2-l2a2021-06-20[-144.82037,65.66542003411917,-142.25325,66.70256312388814]1.0.020231215-215729B03/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B03B03_S2A_MSIL2A_20210620T211511_R143_T06WXU_20210621T110326_20210620-211511.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B03/B03_S2A_MSIL2A_20210620T211511_R143_T06WXU_20210621T110326_20210620-211511.tifnullnull
S2A_MSIL2A_20210626T231551_R087_T03WVQ_20210627T0554422021-06-26T23:15:51.024+0000List(585708744604647423)Map(name -> B03, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B03\",\"common_name\":\"green\",\"description\":\"Band 3 - Green\",\"center_wavelength\":0.56,\"full_width_half_max\":0.045}], roles -> [\"data\"], proj:bbox -> [399960.0,7390200.0,509760.0,7500000.0], gsd -> 10.0, title -> Band 3 - Green - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/03/W/VQ/2021/06/26/S2A_MSIL2A_20210626T231551_N0300_R087_T03WVQ_20210627T055442.SAFE/GRANULE/L2A_T03WVQ_A031401_20210626T231554/IMG_DATA/R10m/T03WVQ_20210626T231551_B03_10m.tif?st=2023-12-14T19%3A40%3A12Z&se=2023-12-15T20%3A25%3A12Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A37%3A22Z&ske=2023-12-22T19%3A37%3A22Z&sks=b&skv=2021-06-08&sig=ee5UgQFqySJgyNOu5Phr7b2NPQQFwatGusOpTO3e3NY%3D, proj:transform -> [10.0,0.0,399960.0,0.0,-10.0,7500000.0])Map(s2:mgrs_tile -> 03WVQ, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 91.767663, s2:snow_ice_percentage -> 0.0, sat:orbit_state -> descending, s2:product_uri -> S2A_MSIL2A_20210626T231551_N0300_R087_T03WVQ_20210627T055442.SAFE, s2:generation_time -> 2021-06-27T05:54:42.796601Z, datetime -> 2021-06-26T23:15:51.024000Z, s2:datatake_id -> GS2A_20210626T231551_031401_N03.00, s2:vegetation_percentage -> 0.0, sat:relative_orbit -> 87, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 0.0, s2:cloud_shadow_percentage -> 0.0, s2:datastrip_id -> S2A_OPER_MSI_L2A_DS_ESRI_20210627T055443_S20210626T231554_N03.00, s2:mean_solar_azimuth -> 183.317585706451, eo:cloud_cover -> 0.0, proj:epsg -> 32603, s2:granule_id -> S2A_OPER_MSI_L2A_TL_ESRI_20210627T055443_A031401_T03WVQ_N03.00, s2:water_percentage -> 100.0, s2:mean_solar_zenith -> 43.8288771750826, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 0.0, s2:processing_baseline -> 03.00, s2:not_vegetated_percentage -> 0.0, s2:unclassified_percentage -> 0.0, platform -> Sentinel-2A, s2:reflectance_conversion_factor -> 0.967991660884963, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.0, s2:medium_proba_clouds_percentage -> 0.0)sentinel-2-l2a2021-06-26[-167.3528,67.06415696014825,-166.5752,67.60357129499107]1.0.020231215-215729B03/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B03B03_S2A_MSIL2A_20210626T231551_R087_T03WVQ_20210627T055442_20210626-231551.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B03/B03_S2A_MSIL2A_20210626T231551_R087_T03WVQ_20210627T055442_20210626-231551.tifnullnull
S2A_MSIL2A_20210606T231551_R087_T02WNT_20210609T2316512021-06-06T23:15:51.024+0000List(585706545581391871)Map(name -> B03, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B03\",\"common_name\":\"green\",\"description\":\"Band 3 - Green\",\"center_wavelength\":0.56,\"full_width_half_max\":0.045}], roles -> [\"data\"], proj:bbox -> [499980.0,7190220.0,609780.0,7300020.0], gsd -> 10.0, title -> Band 3 - Green - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/02/W/NT/2021/06/06/S2A_MSIL2A_20210606T231551_N0212_R087_T02WNT_20210609T231651.SAFE/GRANULE/L2A_T02WNT_A031115_20210606T231553/IMG_DATA/R10m/T02WNT_20210606T231551_B03_10m.tif?st=2023-12-14T19%3A40%3A11Z&se=2023-12-15T20%3A25%3A11Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A38%3A55Z&ske=2023-12-22T19%3A38%3A55Z&sks=b&skv=2021-06-08&sig=dM5CyRJN%2BOdNCt9X4l3S9AYtxSsGpQtwBnEfW1non0o%3D, proj:transform -> [10.0,0.0,499980.0,0.0,-10.0,7300020.0])Map(s2:mgrs_tile -> 02WNT, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 33.732772, s2:snow_ice_percentage -> 4.588803, sat:orbit_state -> descending, s2:product_uri -> S2A_MSIL2A_20210606T231551_N0212_R087_T02WNT_20210609T231651.SAFE, s2:generation_time -> 2021-06-09T23:16:51.868Z, datetime -> 2021-06-06T23:15:51.024000Z, s2:datatake_id -> GS2A_20210606T231551_031115_N02.12, s2:vegetation_percentage -> 0.00402, sat:relative_orbit -> 87, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 80.223775, s2:cloud_shadow_percentage -> 4.71E-4, s2:datastrip_id -> S2A_OPER_MSI_L2A_DS_ESRI_20210609T231652_S20210606T231553_N02.12, s2:mean_solar_azimuth -> 179.894656491544, eo:cloud_cover -> 86.946948, proj:epsg -> 32602, s2:granule_id -> S2A_OPER_MSI_L2A_TL_ESRI_20210609T231652_A031115_T02WNT_N02.12, s2:water_percentage -> 8.348738, s2:mean_solar_zenith -> 42.5773381320995, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 0.865884, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 0.066455, s2:unclassified_percentage -> 0.036364, platform -> Sentinel-2A, s2:reflectance_conversion_factor -> 0.971961340823932, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.008206, s2:medium_proba_clouds_percentage -> 5.85729)sentinel-2-l2a2021-06-06[-171.00044,64.82851553285384,-168.87492,65.82155238632524]1.0.020231215-215729B03/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B03B03_S2A_MSIL2A_20210606T231551_R087_T02WNT_20210609T231651_20210606-231551.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B03/B03_S2A_MSIL2A_20210606T231551_R087_T02WNT_20210609T231651_20210606-231551.tifnullnull
S2B_MSIL2A_20210601T231559_R087_T04WDD_20210602T0633352021-06-01T23:15:59.024+0000List(585698848999997439)Map(name -> B03, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B03\",\"common_name\":\"green\",\"description\":\"Band 3 - Green\",\"center_wavelength\":0.56,\"full_width_half_max\":0.045}], roles -> [\"data\"], proj:bbox -> [399960.0,7790220.0,509760.0,7900020.0], gsd -> 10.0, title -> Band 3 - Green - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/04/W/DD/2021/06/01/S2B_MSIL2A_20210601T231559_N0212_R087_T04WDD_20210602T063335.SAFE/GRANULE/L2A_T04WDD_A022135_20210601T231553/IMG_DATA/R10m/T04WDD_20210601T231559_B03_10m.tif?st=2023-12-14T19%3A40%3A12Z&se=2023-12-15T20%3A25%3A12Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A37%3A22Z&ske=2023-12-22T19%3A37%3A22Z&sks=b&skv=2021-06-08&sig=ee5UgQFqySJgyNOu5Phr7b2NPQQFwatGusOpTO3e3NY%3D, proj:transform -> [10.0,0.0,399960.0,0.0,-10.0,7900020.0])Map(s2:mgrs_tile -> 04WDD, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 94.410294, s2:snow_ice_percentage -> 41.599664, sat:orbit_state -> descending, s2:product_uri -> S2B_MSIL2A_20210601T231559_N0212_R087_T04WDD_20210602T063335.SAFE, s2:generation_time -> 2021-06-02T06:33:35.525Z, datetime -> 2021-06-01T23:15:59.024000Z, s2:datatake_id -> GS2B_20210601T231559_022135_N02.12, s2:vegetation_percentage -> 0.0, sat:relative_orbit -> 87, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 56.909841, s2:cloud_shadow_percentage -> 0.0, s2:datastrip_id -> S2B_OPER_MSI_L2A_DS_ESRI_20210602T063336_S20210601T231553_N02.12, s2:mean_solar_azimuth -> 191.460003469124, eo:cloud_cover -> 57.157476, proj:epsg -> 32604, s2:granule_id -> S2B_OPER_MSI_L2A_TL_ESRI_20210602T063336_A022135_T04WDD_N02.12, s2:water_percentage -> 1.221611, s2:mean_solar_zenith -> 48.831853654179, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 0.247634, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 0.02125, s2:unclassified_percentage -> 0.0, platform -> Sentinel-2B, s2:reflectance_conversion_factor -> 0.973488199140697, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.0, s2:medium_proba_clouds_percentage -> 0.0)sentinel-2-l2a2021-06-01[-161.7713,70.63008978671331,-161.07181,71.12022434344624]1.0.020231215-215729B03/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B03B03_S2B_MSIL2A_20210601T231559_R087_T04WDD_20210602T063335_20210601-231559.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B03/B03_S2B_MSIL2A_20210601T231559_R087_T04WDD_20210602T063335_20210601-231559.tifnullnull
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application=geotiff; profile=cloud-optimized" + }, + { + "constellation": "Sentinel 2", + "datetime": "2021-06-06T23:15:51.024000Z", + "eo:cloud_cover": "86.946948", + "instruments": "[\"msi\"]", + "platform": "Sentinel-2A", + "proj:epsg": "32602", + "s2:cloud_shadow_percentage": "4.71E-4", + "s2:dark_features_percentage": "0.008206", + "s2:datastrip_id": "S2A_OPER_MSI_L2A_DS_ESRI_20210609T231652_S20210606T231553_N02.12", + "s2:datatake_id": "GS2A_20210606T231551_031115_N02.12", + "s2:datatake_type": "INS-NOBS", + "s2:degraded_msi_data_percentage": "0.0", + "s2:generation_time": "2021-06-09T23:16:51.868Z", + "s2:granule_id": "S2A_OPER_MSI_L2A_TL_ESRI_20210609T231652_A031115_T02WNT_N02.12", + "s2:high_proba_clouds_percentage": "80.223775", + "s2:mean_solar_azimuth": "179.894656491544", + "s2:mean_solar_zenith": "42.5773381320995", + "s2:medium_proba_clouds_percentage": "5.85729", + "s2:mgrs_tile": "02WNT", + "s2:nodata_pixel_percentage": "33.732772", + "s2:not_vegetated_percentage": "0.066455", + "s2:processing_baseline": "02.12", + "s2:product_type": "S2MSI2A", + "s2:product_uri": "S2A_MSIL2A_20210606T231551_N0212_R087_T02WNT_20210609T231651.SAFE", + "s2:reflectance_conversion_factor": "0.971961340823932", + "s2:saturated_defective_pixel_percentage": "0.0", + "s2:snow_ice_percentage": "4.588803", + "s2:thin_cirrus_percentage": "0.865884", + "s2:unclassified_percentage": "0.036364", + "s2:vegetation_percentage": "0.00402", + "s2:water_percentage": "8.348738", + "sat:orbit_state": "descending", + "sat:relative_orbit": "87" + }, + "sentinel-2-l2a", + "2021-06-06", + "[-171.00044,64.82851553285384,-168.87492,65.82155238632524]", + "1.0.0", + "20231215-215729", + "B03", + "/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B03", + "B03_S2A_MSIL2A_20210606T231551_R087_T02WNT_20210609T231651_20210606-231551.tif", + "/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B03/B03_S2A_MSIL2A_20210606T231551_R087_T02WNT_20210609T231651_20210606-231551.tif", + null, + null + ], + [ + "S2B_MSIL2A_20210601T231559_R087_T04WDD_20210602T063335", + "2021-06-01T23:15:59.024+0000", + [ + 585698848999997439 + ], + { + "eo:bands": "[{\"name\":\"B03\",\"common_name\":\"green\",\"description\":\"Band 3 - Green\",\"center_wavelength\":0.56,\"full_width_half_max\":0.045}]", + "gsd": "10.0", + "href": "https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/04/W/DD/2021/06/01/S2B_MSIL2A_20210601T231559_N0212_R087_T04WDD_20210602T063335.SAFE/GRANULE/L2A_T04WDD_A022135_20210601T231553/IMG_DATA/R10m/T04WDD_20210601T231559_B03_10m.tif?st=2023-12-14T19%3A40%3A12Z&se=2023-12-15T20%3A25%3A12Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A37%3A22Z&ske=2023-12-22T19%3A37%3A22Z&sks=b&skv=2021-06-08&sig=ee5UgQFqySJgyNOu5Phr7b2NPQQFwatGusOpTO3e3NY%3D", + "name": "B03", + "proj:bbox": "[399960.0,7790220.0,509760.0,7900020.0]", + "proj:shape": "[10980,10980]", + "proj:transform": "[10.0,0.0,399960.0,0.0,-10.0,7900020.0]", + "roles": "[\"data\"]", + "title": "Band 3 - Green - 10m", + "type": "image/tiff; application=geotiff; profile=cloud-optimized" + }, + { + "constellation": "Sentinel 2", + "datetime": "2021-06-01T23:15:59.024000Z", + "eo:cloud_cover": "57.157476", + "instruments": "[\"msi\"]", + "platform": "Sentinel-2B", + "proj:epsg": "32604", + "s2:cloud_shadow_percentage": "0.0", + "s2:dark_features_percentage": "0.0", + "s2:datastrip_id": "S2B_OPER_MSI_L2A_DS_ESRI_20210602T063336_S20210601T231553_N02.12", + "s2:datatake_id": "GS2B_20210601T231559_022135_N02.12", + "s2:datatake_type": "INS-NOBS", + "s2:degraded_msi_data_percentage": "0.0", + "s2:generation_time": "2021-06-02T06:33:35.525Z", + "s2:granule_id": "S2B_OPER_MSI_L2A_TL_ESRI_20210602T063336_A022135_T04WDD_N02.12", + "s2:high_proba_clouds_percentage": "56.909841", + "s2:mean_solar_azimuth": "191.460003469124", + "s2:mean_solar_zenith": "48.831853654179", + "s2:medium_proba_clouds_percentage": "0.0", + "s2:mgrs_tile": "04WDD", + "s2:nodata_pixel_percentage": "94.410294", + "s2:not_vegetated_percentage": "0.02125", + "s2:processing_baseline": "02.12", + "s2:product_type": "S2MSI2A", + "s2:product_uri": "S2B_MSIL2A_20210601T231559_N0212_R087_T04WDD_20210602T063335.SAFE", + "s2:reflectance_conversion_factor": "0.973488199140697", + "s2:saturated_defective_pixel_percentage": "0.0", + "s2:snow_ice_percentage": "41.599664", + "s2:thin_cirrus_percentage": "0.247634", + "s2:unclassified_percentage": "0.0", + "s2:vegetation_percentage": "0.0", + "s2:water_percentage": "1.221611", + "sat:orbit_state": "descending", + "sat:relative_orbit": "87" + }, + "sentinel-2-l2a", + "2021-06-01", + "[-161.7713,70.63008978671331,-161.07181,71.12022434344624]", + "1.0.0", + "20231215-215729", + "B03", + "/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B03", + "B03_S2B_MSIL2A_20210601T231559_R087_T04WDD_20210602T063335_20210601-231559.tif", + "/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B03/B03_S2B_MSIL2A_20210601T231559_R087_T04WDD_20210602T063335_20210601-231559.tif", + null, + null + ] + ], + "datasetInfos": [], + "dbfsResultPath": null, + "isJsonSchema": true, + "metadata": {}, + "overflow": false, + "plotOptions": { + "customPlotOptions": {}, + "displayType": "table", + "pivotAggregation": null, + "pivotColumns": null, + "xColumns": null, + "yColumns": null + }, + "removedWidgets": [], + "schema": [ + { + "metadata": "{}", + "name": "item_id", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "timestamp", + "type": "\"timestamp\"" + }, + { + "metadata": "{}", + "name": "h3_set", + "type": "{\"type\":\"array\",\"elementType\":\"long\",\"containsNull\":true}" + }, + { + "metadata": "{}", + "name": "asset", + "type": "{\"type\":\"map\",\"keyType\":\"string\",\"valueType\":\"string\",\"valueContainsNull\":true}" + }, + { + "metadata": "{}", + "name": "item_properties", + "type": "{\"type\":\"map\",\"keyType\":\"string\",\"valueType\":\"string\",\"valueContainsNull\":true}" + }, + { + "metadata": "{}", + "name": "item_collection", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "date", + "type": "\"date\"" + }, + { + "metadata": "{}", + "name": "item_bbox", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "stac_version", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "last_update", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "band_name", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "out_dir_fuse", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "out_filename", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "out_file_path", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "out_file_sz", + "type": "\"integer\"" + }, + { + "metadata": "{}", + "name": "is_out_file_valid", + "type": "\"boolean\"" + } + ], + "type": "table" + } + }, + "output_type": "display_data" + } + ], + "source": [ + "# - example of a table write without file download\n", + "display(\n", + " download_band(eod_item_df, 'B03', False, do_clean_files=False, do_download=False, do_table_write=True)\n", + " .limit(10)\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "implicitDf": true, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "084acec9-490b-4c79-bba1-f2e2edb08edd", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/html": [ + "
item_idtimestamph3_setassetitem_propertiesitem_collectiondateitem_bboxstac_versionlast_updateband_nameout_dir_fuseout_filenameout_file_pathout_file_szis_out_file_valid
S2B_MSIL2A_20210629T223539_R058_T04WFV_20210630T2128252021-06-29T22:35:39.024+0000List(585681806569766911)Map(name -> B03, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B03\",\"common_name\":\"green\",\"description\":\"Band 3 - Green\",\"center_wavelength\":0.56,\"full_width_half_max\":0.045}], roles -> [\"data\"], proj:bbox -> [600000.0,7390200.0,709800.0,7500000.0], gsd -> 10.0, title -> Band 3 - Green - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/04/W/FV/2021/06/29/S2B_MSIL2A_20210629T223539_N0300_R058_T04WFV_20210630T212825.SAFE/GRANULE/L2A_T04WFV_A022535_20210629T223533/IMG_DATA/R10m/T04WFV_20210629T223539_B03_10m.tif?st=2023-12-14T19%3A40%3A23Z&se=2023-12-15T20%3A25%3A23Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A27%3A54Z&ske=2023-12-22T19%3A27%3A54Z&sks=b&skv=2021-06-08&sig=r37cZATGfnw8v0%2B9%2ByVxJXS6HS0AlHWUIAaVqnVwn88%3D, proj:transform -> [10.0,0.0,600000.0,0.0,-10.0,7500000.0])Map(s2:mgrs_tile -> 04WFV, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 99.760705, s2:snow_ice_percentage -> 19.826965, sat:orbit_state -> descending, s2:product_uri -> S2B_MSIL2A_20210629T223539_N0300_R058_T04WFV_20210630T212825.SAFE, s2:generation_time -> 2021-06-30T21:28:25.464330Z, datetime -> 2021-06-29T22:35:39.024000Z, s2:datatake_id -> GS2B_20210629T223539_022535_N03.00, s2:vegetation_percentage -> 0.0, sat:relative_orbit -> 58, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 13.250791, s2:cloud_shadow_percentage -> 0.0, s2:datastrip_id -> S2B_OPER_MSI_L2A_DS_ESRI_20210630T212825_S20210629T223533_N03.00, s2:mean_solar_azimuth -> 183.818578655585, eo:cloud_cover -> 80.173033, proj:epsg -> 32604, s2:granule_id -> S2B_OPER_MSI_L2A_TL_ESRI_20210630T212825_A022535_T04WFV_N03.00, s2:water_percentage -> 0.0, s2:mean_solar_zenith -> 43.9505249121889, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 0.013865, s2:processing_baseline -> 03.00, s2:not_vegetated_percentage -> 0.0, s2:unclassified_percentage -> 0.0, platform -> Sentinel-2B, s2:reflectance_conversion_factor -> 0.967710188176288, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.0, s2:medium_proba_clouds_percentage -> 66.908377)sentinel-2-l2a2021-06-29[-156.65755,67.49976223265858,-156.52615,67.59850386488829]1.0.020231215-215729B03/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B03B03_S2B_MSIL2A_20210629T223539_R058_T04WFV_20210630T212825_20210629-223539.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B03/B03_S2B_MSIL2A_20210629T223539_R058_T04WFV_20210630T212825_20210629-223539.tifnullnull
" + ] + }, + "metadata": { + "application/vnd.databricks.v1+output": { + "addedWidgets": {}, + "aggData": [], + "aggError": "", + "aggOverflow": false, + "aggSchema": [], + "aggSeriesLimitReached": false, + "aggType": "", + "arguments": {}, + "columnCustomDisplayInfos": {}, + "data": [ + [ + "S2B_MSIL2A_20210629T223539_R058_T04WFV_20210630T212825", + "2021-06-29T22:35:39.024+0000", + [ + 585681806569766911 + ], + { + "eo:bands": "[{\"name\":\"B03\",\"common_name\":\"green\",\"description\":\"Band 3 - Green\",\"center_wavelength\":0.56,\"full_width_half_max\":0.045}]", + "gsd": "10.0", + "href": "https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/04/W/FV/2021/06/29/S2B_MSIL2A_20210629T223539_N0300_R058_T04WFV_20210630T212825.SAFE/GRANULE/L2A_T04WFV_A022535_20210629T223533/IMG_DATA/R10m/T04WFV_20210629T223539_B03_10m.tif?st=2023-12-14T19%3A40%3A23Z&se=2023-12-15T20%3A25%3A23Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A27%3A54Z&ske=2023-12-22T19%3A27%3A54Z&sks=b&skv=2021-06-08&sig=r37cZATGfnw8v0%2B9%2ByVxJXS6HS0AlHWUIAaVqnVwn88%3D", + "name": "B03", + "proj:bbox": "[600000.0,7390200.0,709800.0,7500000.0]", + "proj:shape": "[10980,10980]", + "proj:transform": "[10.0,0.0,600000.0,0.0,-10.0,7500000.0]", + "roles": "[\"data\"]", + "title": "Band 3 - Green - 10m", + "type": "image/tiff; application=geotiff; profile=cloud-optimized" + }, + { + "constellation": "Sentinel 2", + "datetime": "2021-06-29T22:35:39.024000Z", + "eo:cloud_cover": "80.173033", + "instruments": "[\"msi\"]", + "platform": "Sentinel-2B", + "proj:epsg": "32604", + "s2:cloud_shadow_percentage": "0.0", + "s2:dark_features_percentage": "0.0", + "s2:datastrip_id": "S2B_OPER_MSI_L2A_DS_ESRI_20210630T212825_S20210629T223533_N03.00", + "s2:datatake_id": "GS2B_20210629T223539_022535_N03.00", + "s2:datatake_type": "INS-NOBS", + "s2:degraded_msi_data_percentage": "0.0", + "s2:generation_time": "2021-06-30T21:28:25.464330Z", + "s2:granule_id": "S2B_OPER_MSI_L2A_TL_ESRI_20210630T212825_A022535_T04WFV_N03.00", + "s2:high_proba_clouds_percentage": "13.250791", + "s2:mean_solar_azimuth": "183.818578655585", + "s2:mean_solar_zenith": "43.9505249121889", + "s2:medium_proba_clouds_percentage": "66.908377", + "s2:mgrs_tile": "04WFV", + "s2:nodata_pixel_percentage": "99.760705", + "s2:not_vegetated_percentage": "0.0", + "s2:processing_baseline": "03.00", + "s2:product_type": "S2MSI2A", + "s2:product_uri": "S2B_MSIL2A_20210629T223539_N0300_R058_T04WFV_20210630T212825.SAFE", + "s2:reflectance_conversion_factor": "0.967710188176288", + "s2:saturated_defective_pixel_percentage": "0.0", + "s2:snow_ice_percentage": "19.826965", + "s2:thin_cirrus_percentage": "0.013865", + "s2:unclassified_percentage": "0.0", + "s2:vegetation_percentage": "0.0", + "s2:water_percentage": "0.0", + "sat:orbit_state": "descending", + "sat:relative_orbit": "58" + }, + "sentinel-2-l2a", + "2021-06-29", + "[-156.65755,67.49976223265858,-156.52615,67.59850386488829]", + "1.0.0", + "20231215-215729", + "B03", + "/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B03", + "B03_S2B_MSIL2A_20210629T223539_R058_T04WFV_20210630T212825_20210629-223539.tif", + "/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B03/B03_S2B_MSIL2A_20210629T223539_R058_T04WFV_20210630T212825_20210629-223539.tif", + null, + null + ] + ], + "datasetInfos": [], + "dbfsResultPath": null, + "isJsonSchema": true, + "metadata": {}, + "overflow": false, + "plotOptions": { + "customPlotOptions": {}, + "displayType": "table", + "pivotAggregation": null, + "pivotColumns": null, + "xColumns": null, + "yColumns": null + }, + "removedWidgets": [], + "schema": [ + { + "metadata": "{}", + "name": "item_id", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "timestamp", + "type": "\"timestamp\"" + }, + { + "metadata": "{}", + "name": "h3_set", + "type": "{\"type\":\"array\",\"elementType\":\"long\",\"containsNull\":true}" + }, + { + "metadata": "{}", + "name": "asset", + "type": "{\"type\":\"map\",\"keyType\":\"string\",\"valueType\":\"string\",\"valueContainsNull\":true}" + }, + { + "metadata": "{}", + "name": "item_properties", + "type": "{\"type\":\"map\",\"keyType\":\"string\",\"valueType\":\"string\",\"valueContainsNull\":true}" + }, + { + "metadata": "{}", + "name": "item_collection", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "date", + "type": "\"date\"" + }, + { + "metadata": "{}", + "name": "item_bbox", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "stac_version", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "last_update", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "band_name", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "out_dir_fuse", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "out_filename", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "out_file_path", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "out_file_sz", + "type": "\"integer\"" + }, + { + "metadata": "{}", + "name": "is_out_file_valid", + "type": "\"boolean\"" + } + ], + "type": "table" + } + }, + "output_type": "display_data" + } + ], + "source": [ + "%sql \n", + "-- notice the table was written\n", + "-- but no files downloaded\n", + "select * from band_b03 limit 1" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": {}, + "inputWidgets": {}, + "nuid": "ed8a0940-ed57-45d5-b525-6f685f5efbc9", + "showTitle": false, + "title": "" + } + }, + "source": [ + "_See all for field 'is_out_file_valid' are `null`._" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "75af9fbf-606d-410e-a9f7-0de8c8c6baf1", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "output_type": "stream", + "text": [ + "b03 total count? 10,415\nb03 valid count? 0\nb03 false count? 0\nb03 null count? 10,415\n" + ] + } + ], + "source": [ + "print(f\"\"\"b03 total count? {sql(\"select format_number(count(1),0) from band_b03\").first()[0]}\"\"\")\n", + "print(f\"\"\"b03 valid count? {sql(\"select format_number(count(1),0) from band_b03 where is_out_file_valid = True\").first()[0]}\"\"\")\n", + "print(f\"\"\"b03 false count? {sql(\"select format_number(count(1),0) from band_b03 where is_out_file_valid = False\").first()[0]}\"\"\")\n", + "print(f\"\"\"b03 null count? {sql(\"select format_number(count(1),0) from band_b03 where is_out_file_valid is null\").first()[0]}\"\"\")" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "b5424cf8-3413-4ddc-a5de-5c67a8e33240", + "showTitle": false, + "title": "" + } + }, + "outputs": [], + "source": [ + "def update_assets(update_df, band_tbl_name):\n", + " \"\"\"\n", + " Test the out\n", + " - This expects an existing band tbl_name generated from `download_band(...)`\n", + " - This expects an update_df conforming to what is generated by `download_band(...)`\n", + " to include from `download_missing_assets(...)`\n", + " Returns a dataframe filtered to the merged data (from the band table).\n", + " \"\"\"\n", + " from datetime import datetime\n", + " \n", + " last_updated = get_now_formatted()\n", + " \n", + " # [1] udf for download_asset\n", + " # [2] re-calc size\n", + " # [3] re-calc valid\n", + " df = (\n", + " update_df\n", + " .drop(\n", + " \"last_update\",\n", + " \"out_file_path\", \n", + " \"out_file_sz\",\n", + " \"is_out_file_valid\"\n", + " )\n", + " .withColumn(\n", + " \"last_update\",\n", + " F.lit(last_updated)\n", + " )\n", + " .withColumn(\n", + " \"out_file_path\", \n", + " library.download_asset(\n", + " \"item_id\",\n", + " \"band_name\",\n", + " \"out_dir_fuse\",\n", + " \"out_filename\"\n", + " )\n", + " )\n", + " .withColumn(\n", + " \"out_file_sz\",\n", + " file_size(\"out_file_path\")\n", + " )\n", + " .withColumn(\n", + " \"is_out_file_valid\",\n", + " F\n", + " .when(F.isnull(\"out_file_sz\"), F.lit(False)) # <- null to False\n", + " .when(col(\"out_file_sz\") > F.lit(library.FILE_SIZE_THRESHOLD), F.lit(True))\n", + " .otherwise(F.lit(False))\n", + " )\n", + " )\n", + "\n", + " # [4] merge changes back to original table\n", + " delta_tbl_eod = DeltaTable.forName(spark, band_tbl_name)\n", + "\n", + " (\n", + " delta_tbl_eod.alias(\"eod\")\n", + " .merge(\n", + " df.alias(\"updates\"),\n", + " \"eod.item_id = updates.item_id\"\n", + " ) \n", + " .whenMatchedUpdate(\n", + " set = {\n", + " \"last_update\": \"updates.last_update\",\n", + " \"out_file_path\": \"updates.out_file_path\", \n", + " \"out_file_sz\": \"updates.out_file_sz\",\n", + " \"is_out_file_valid\": \"updates.is_out_file_valid\"\n", + " }\n", + " )\n", + " .execute()\n", + " ) \n", + " \n", + " # [5] return the changes\n", + " # - from the 'band_tbl_name'\n", + " return (\n", + " spark.table(band_tbl_name)\n", + " .filter(f\"last_update == '{last_updated}'\")\n", + " )\n", + "\n", + "def download_missing_assets(\n", + " band_tbl_name, where_clause=None, do_dry_run=False\n", + " ):\n", + " \"\"\"\n", + " Download missing assets for band (from pre-existing table) and update the table.\n", + " - Columns updated are 'out_file_sz', 'is_out_file_valid',\n", + " and 'last_update'\n", + " - Optional: 'where_clause' can be used to filter the table\n", + " - Missing is based on 'is_out_file_valid' being False or Null\n", + " - Assumes databricks catalog and schema already set\n", + " - default is to update vs dry-run\n", + " Returns the updated or dry run dataframe.\n", + " \"\"\"\n", + " # - df from table name\n", + " # filter?\n", + " df = spark.table(band_tbl_name)\n", + " if where_clause is not None:\n", + " df = df.filter(where_clause)\n", + " \n", + " # - filter 'is_out_file_valid' is False or Null\n", + " df = df.filter(\n", + " (col(\"is_out_file_valid\") == False) |\n", + " (F.isnull(\"is_out_file_valid\"))\n", + " )\n", + " \n", + " if not do_dry_run:\n", + " # - handle missing\n", + " return update_assets(df, band_tbl_name)\n", + " else:\n", + " # - just df for dry-run\n", + " # useful to test 'where_clase'\n", + " return df" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": {}, + "inputWidgets": {}, + "nuid": "0d9520e4-2736-4d4c-8b41-66db6fd42257", + "showTitle": false, + "title": "" + } + }, + "source": [ + "_A dry-run of a single item..._" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "535305aa-d8c8-4539-a355-6b1371e37e3d", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/html": [ + "
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application=geotiff; profile=cloud-optimized" + }, + { + "constellation": "Sentinel 2", + "datetime": "2021-06-28T22:15:31.024000Z", + "eo:cloud_cover": "99.110384", + "instruments": "[\"msi\"]", + "platform": "Sentinel-2A", + "proj:epsg": "32603", + "s2:cloud_shadow_percentage": "0.0", + "s2:dark_features_percentage": "0.0", + "s2:datastrip_id": "S2A_OPER_MSI_L2A_DS_ESRI_20210630T063438_S20210628T221533_N03.00", + "s2:datatake_id": "GS2A_20210628T221531_031429_N03.00", + "s2:datatake_type": "INS-NOBS", + "s2:degraded_msi_data_percentage": "0.0", + "s2:generation_time": "2021-06-30T06:34:38.179234Z", + "s2:granule_id": "S2A_OPER_MSI_L2A_TL_ESRI_20210630T063438_A031429_T03VXC_N03.00", + "s2:high_proba_clouds_percentage": "93.42075", + "s2:mean_solar_azimuth": "166.103988618555", + "s2:mean_solar_zenith": "33.6573683217571", + "s2:medium_proba_clouds_percentage": "5.514634", + "s2:mgrs_tile": "03VXC", + "s2:nodata_pixel_percentage": "21.812698", + "s2:not_vegetated_percentage": "0.003794", + "s2:processing_baseline": "03.00", + "s2:product_type": "S2MSI2A", + "s2:product_uri": "S2A_MSIL2A_20210628T221531_N0300_R115_T03VXC_20210630T063438.SAFE", + "s2:reflectance_conversion_factor": "0.967796984858421", + "s2:saturated_defective_pixel_percentage": "0.0", + "s2:snow_ice_percentage": "0.0", + "s2:thin_cirrus_percentage": "0.175", + "s2:unclassified_percentage": "0.0", + "s2:vegetation_percentage": "1.7E-5", + "s2:water_percentage": "0.885803", + "sat:orbit_state": "descending", + "sat:relative_orbit": "115" + }, + "sentinel-2-l2a", + "2021-06-28", + "[-163.40283,55.82492381961828,-161.6782,56.833055285023114]", + "1.0.0", + "20231215-215729", + "B03", + "/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B03", + "B03_S2A_MSIL2A_20210628T221531_R115_T03VXC_20210630T063438_20210628-221531.tif", + "/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B03/B03_S2A_MSIL2A_20210628T221531_R115_T03VXC_20210630T063438_20210628-221531.tif", + null, + null + ] + ], + "datasetInfos": [], + "dbfsResultPath": null, + "isJsonSchema": true, + "metadata": {}, + "overflow": false, + "plotOptions": { + "customPlotOptions": {}, + "displayType": "table", + "pivotAggregation": null, + "pivotColumns": null, + "xColumns": null, + "yColumns": null + }, + "removedWidgets": [], + "schema": [ + { + "metadata": "{}", + "name": "item_id", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "timestamp", + "type": "\"timestamp\"" + }, + { + "metadata": "{}", + "name": "h3_set", + "type": "{\"type\":\"array\",\"elementType\":\"long\",\"containsNull\":true}" + }, + { + "metadata": "{}", + "name": "asset", + "type": "{\"type\":\"map\",\"keyType\":\"string\",\"valueType\":\"string\",\"valueContainsNull\":true}" + }, + { + "metadata": "{}", + "name": "item_properties", + "type": "{\"type\":\"map\",\"keyType\":\"string\",\"valueType\":\"string\",\"valueContainsNull\":true}" + }, + { + "metadata": "{}", + "name": "item_collection", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "date", + "type": "\"date\"" + }, + { + "metadata": "{}", + "name": "item_bbox", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "stac_version", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "last_update", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "band_name", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "out_dir_fuse", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "out_filename", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "out_file_path", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "out_file_sz", + "type": "\"integer\"" + }, + { + "metadata": "{}", + "name": "is_out_file_valid", + "type": "\"boolean\"" + } + ], + "type": "table" + } + }, + "output_type": "display_data" + } + ], + "source": [ + "display(\n", + " download_missing_assets(\n", + " \"band_b03\", \n", + " where_clause=\"item_id = 'S2A_MSIL2A_20210628T221531_R115_T03VXC_20210630T063438'\", \n", + " do_dry_run=True\n", + " )\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": {}, + "inputWidgets": {}, + "nuid": "c28f04c7-8933-4321-81bb-a70f3771a8f6", + "showTitle": false, + "title": "" + } + }, + "source": [ + "_Actual run of a single item..._" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "a209b38e-63dd-4386-90da-7f27ea37d7b8", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/html": [ + "
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S2A_MSIL2A_20210628T221531_R115_T03VXC_20210630T0634382021-06-28T22:15:31.024+0000List(585692801686044671, 585694450953486335)Map(name -> B03, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B03\",\"common_name\":\"green\",\"description\":\"Band 3 - Green\",\"center_wavelength\":0.56,\"full_width_half_max\":0.045}], roles -> [\"data\"], proj:bbox -> [600000.0,6190200.0,709800.0,6300000.0], gsd -> 10.0, title -> Band 3 - Green - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/03/V/XC/2021/06/28/S2A_MSIL2A_20210628T221531_N0300_R115_T03VXC_20210630T063438.SAFE/GRANULE/L2A_T03VXC_A031429_20210628T221533/IMG_DATA/R10m/T03VXC_20210628T221531_B03_10m.tif?st=2023-12-14T19%3A40%3A23Z&se=2023-12-15T20%3A25%3A23Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A39%3A11Z&ske=2023-12-22T19%3A39%3A11Z&sks=b&skv=2021-06-08&sig=tfDFtP2GpqukU73%2BPiJkp/v8rY3xunrYqu5i2KCDa0I%3D, proj:transform -> [10.0,0.0,600000.0,0.0,-10.0,6300000.0])Map(s2:mgrs_tile -> 03VXC, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 21.812698, s2:snow_ice_percentage -> 0.0, sat:orbit_state -> descending, s2:product_uri -> S2A_MSIL2A_20210628T221531_N0300_R115_T03VXC_20210630T063438.SAFE, s2:generation_time -> 2021-06-30T06:34:38.179234Z, datetime -> 2021-06-28T22:15:31.024000Z, s2:datatake_id -> GS2A_20210628T221531_031429_N03.00, s2:vegetation_percentage -> 1.7E-5, sat:relative_orbit -> 115, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 93.42075, s2:cloud_shadow_percentage -> 0.0, s2:datastrip_id -> S2A_OPER_MSI_L2A_DS_ESRI_20210630T063438_S20210628T221533_N03.00, s2:mean_solar_azimuth -> 166.103988618555, eo:cloud_cover -> 99.110384, proj:epsg -> 32603, s2:granule_id -> S2A_OPER_MSI_L2A_TL_ESRI_20210630T063438_A031429_T03VXC_N03.00, s2:water_percentage -> 0.885803, s2:mean_solar_zenith -> 33.6573683217571, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 0.175, s2:processing_baseline -> 03.00, s2:not_vegetated_percentage -> 0.003794, s2:unclassified_percentage -> 0.0, platform -> Sentinel-2A, s2:reflectance_conversion_factor -> 0.967796984858421, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.0, s2:medium_proba_clouds_percentage -> 5.514634)sentinel-2-l2a2021-06-28[-163.40283,55.82492381961828,-161.6782,56.833055285023114]1.0.020231216-121048B03/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B03B03_S2A_MSIL2A_20210628T221531_R115_T03VXC_20210630T063438_20210628-221531.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B03/B03_S2A_MSIL2A_20210628T221531_R115_T03VXC_20210630T063438_20210628-221531.tif138210752true
" + ] + }, + "metadata": { + "application/vnd.databricks.v1+output": { + "addedWidgets": {}, + "aggData": [], + "aggError": "", + "aggOverflow": false, + "aggSchema": [], + "aggSeriesLimitReached": false, + "aggType": "", + "arguments": {}, + "columnCustomDisplayInfos": {}, + "data": [ + [ + "S2A_MSIL2A_20210628T221531_R115_T03VXC_20210630T063438", + "2021-06-28T22:15:31.024+0000", + [ + 585692801686044671, + 585694450953486335 + ], + { + "eo:bands": "[{\"name\":\"B03\",\"common_name\":\"green\",\"description\":\"Band 3 - Green\",\"center_wavelength\":0.56,\"full_width_half_max\":0.045}]", + "gsd": "10.0", + "href": "https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/03/V/XC/2021/06/28/S2A_MSIL2A_20210628T221531_N0300_R115_T03VXC_20210630T063438.SAFE/GRANULE/L2A_T03VXC_A031429_20210628T221533/IMG_DATA/R10m/T03VXC_20210628T221531_B03_10m.tif?st=2023-12-14T19%3A40%3A23Z&se=2023-12-15T20%3A25%3A23Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A39%3A11Z&ske=2023-12-22T19%3A39%3A11Z&sks=b&skv=2021-06-08&sig=tfDFtP2GpqukU73%2BPiJkp/v8rY3xunrYqu5i2KCDa0I%3D", + "name": "B03", + "proj:bbox": "[600000.0,6190200.0,709800.0,6300000.0]", + "proj:shape": "[10980,10980]", + "proj:transform": "[10.0,0.0,600000.0,0.0,-10.0,6300000.0]", + "roles": "[\"data\"]", + "title": "Band 3 - Green - 10m", + "type": "image/tiff; application=geotiff; profile=cloud-optimized" + }, + { + "constellation": "Sentinel 2", + "datetime": "2021-06-28T22:15:31.024000Z", + "eo:cloud_cover": "99.110384", + "instruments": "[\"msi\"]", + "platform": "Sentinel-2A", + "proj:epsg": "32603", + "s2:cloud_shadow_percentage": "0.0", + "s2:dark_features_percentage": "0.0", + "s2:datastrip_id": "S2A_OPER_MSI_L2A_DS_ESRI_20210630T063438_S20210628T221533_N03.00", + "s2:datatake_id": "GS2A_20210628T221531_031429_N03.00", + "s2:datatake_type": "INS-NOBS", + "s2:degraded_msi_data_percentage": "0.0", + "s2:generation_time": "2021-06-30T06:34:38.179234Z", + "s2:granule_id": "S2A_OPER_MSI_L2A_TL_ESRI_20210630T063438_A031429_T03VXC_N03.00", + "s2:high_proba_clouds_percentage": "93.42075", + "s2:mean_solar_azimuth": "166.103988618555", + "s2:mean_solar_zenith": "33.6573683217571", + "s2:medium_proba_clouds_percentage": "5.514634", + "s2:mgrs_tile": "03VXC", + "s2:nodata_pixel_percentage": "21.812698", + "s2:not_vegetated_percentage": "0.003794", + "s2:processing_baseline": "03.00", + "s2:product_type": "S2MSI2A", + "s2:product_uri": "S2A_MSIL2A_20210628T221531_N0300_R115_T03VXC_20210630T063438.SAFE", + "s2:reflectance_conversion_factor": "0.967796984858421", + "s2:saturated_defective_pixel_percentage": "0.0", + "s2:snow_ice_percentage": "0.0", + "s2:thin_cirrus_percentage": "0.175", + "s2:unclassified_percentage": "0.0", + "s2:vegetation_percentage": "1.7E-5", + "s2:water_percentage": "0.885803", + "sat:orbit_state": "descending", + "sat:relative_orbit": "115" + }, + "sentinel-2-l2a", + "2021-06-28", + "[-163.40283,55.82492381961828,-161.6782,56.833055285023114]", + "1.0.0", + "20231216-121048", + "B03", + "/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B03", + "B03_S2A_MSIL2A_20210628T221531_R115_T03VXC_20210630T063438_20210628-221531.tif", + "/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B03/B03_S2A_MSIL2A_20210628T221531_R115_T03VXC_20210630T063438_20210628-221531.tif", + 138210752, + true + ] + ], + "datasetInfos": [], + "dbfsResultPath": null, + "isJsonSchema": true, + "metadata": {}, + "overflow": false, + "plotOptions": { + "customPlotOptions": {}, + "displayType": "table", + "pivotAggregation": null, + "pivotColumns": null, + "xColumns": null, + "yColumns": null + }, + "removedWidgets": [], + "schema": [ + { + "metadata": "{}", + "name": "item_id", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "timestamp", + "type": "\"timestamp\"" + }, + { + "metadata": "{}", + "name": "h3_set", + "type": "{\"type\":\"array\",\"elementType\":\"long\",\"containsNull\":true}" + }, + { + "metadata": "{}", + "name": "asset", + "type": "{\"type\":\"map\",\"keyType\":\"string\",\"valueType\":\"string\",\"valueContainsNull\":true}" + }, + { + "metadata": "{}", + "name": "item_properties", + "type": "{\"type\":\"map\",\"keyType\":\"string\",\"valueType\":\"string\",\"valueContainsNull\":true}" + }, + { + "metadata": "{}", + "name": "item_collection", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "date", + "type": "\"date\"" + }, + { + "metadata": "{}", + "name": "item_bbox", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "stac_version", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "last_update", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "band_name", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "out_dir_fuse", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "out_filename", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "out_file_path", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "out_file_sz", + "type": "\"integer\"" + }, + { + "metadata": "{}", + "name": "is_out_file_valid", + "type": "\"boolean\"" + } + ], + "type": "table" + } + }, + "output_type": "display_data" + } + ], + "source": [ + "display(\n", + " download_missing_assets(\n", + " \"band_b03\", \n", + " where_clause=\"item_id = 'S2A_MSIL2A_20210628T221531_R115_T03VXC_20210630T063438'\", \n", + " do_dry_run=False \n", + " )\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": {}, + "inputWidgets": {}, + "nuid": "6a605a70-e83e-4ff8-bf61-b0cee03cac45", + "showTitle": false, + "title": "" + } + }, + "source": [ + "_The `where_clause` param is optional in `download_missing_assets(...)`, when not specified, all data where 'is_out_file_valid' is not True will be tested and (re)downloaded as needed._ __Note: merges can be a more expensive, so do testing to see which option (including the one below), meets your needs.__" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": {}, + "inputWidgets": {}, + "nuid": "bf2cdfa7-0e56-494b-8e22-6e7f9f148931", + "showTitle": false, + "title": "" + } + }, + "source": [ + "### Download Any / All Other Bands\n", + "\n", + "> This call will get all the bands; it can be rerun to download any missing files also. __Note: `append_mode` is `False`, meaning it will overwrite the current band table, but we set `do_clean_files=False` so it will just download new / missing files.__ \n", + "\n", + "_This downloads ~10K GeoTIFFs per band for the state of Alaska. The operation can take some time, especially depending on (1) the size of your cluster, (2) whether starting fresh, and (3) how impacted you are by the free tier limits / throttling._ Also, sometimes an executor on the cluster might hang due to the nature of these longer running jobs (and the phased up delays from throttling). In the even that a task is hung up for say 15+ minutes, e.g. 511/512 tasks having completed, it is ok to interrupt and restart execution as files are first checked to see if they have already been downloaded, so the operation can recover without to much duplicated time / processing." + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "066b6f2b-9f2d-4560-9657-c7ce7b6f99d0", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "output_type": "stream", + "text": [ + "working on band 'B02'...\nworking on band 'B03'...\nworking on band 'B04'...\nworking on band 'B08'...\n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/html": [ + "
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Download STACs", + "widgets": {} + } + }, + "nbformat": 4, + "nbformat_minor": 0 +} From adc5cc1b5aa90504f99f6ce1eb4feef897b0f7f8 Mon Sep 17 00:00:00 2001 From: Michael Johns Date: Thu, 18 Jan 2024 14:54:37 -0500 Subject: [PATCH 07/14] Add files via upload update eo series. --- .../EOGriddedSTAC/03. Gridded EO Data.ipynb | 13276 ++++++++++++++++ 1 file changed, 13276 insertions(+) create mode 100644 notebooks/examples/python/EarthObservation/EOGriddedSTAC/03. Gridded EO Data.ipynb diff --git a/notebooks/examples/python/EarthObservation/EOGriddedSTAC/03. Gridded EO Data.ipynb b/notebooks/examples/python/EarthObservation/EOGriddedSTAC/03. Gridded EO Data.ipynb new file mode 100644 index 000000000..e79670b0f --- /dev/null +++ b/notebooks/examples/python/EarthObservation/EOGriddedSTAC/03. Gridded EO Data.ipynb @@ -0,0 +1,13276 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "02ec69b8-fc81-4b5b-b937-37d99644c524", + "showTitle": false, + "title": "" + } + }, + "source": [ + "# Gridded EO Data\n", + "\n", + "> Standardizing to H3 global grid indexing when working with rasters. For this example series, we focus on B04 (red), B03 (green), B02 (blue), and B08 (nir).\n", + "\n", + "---\n", + "__Last Update:__ 16 JAN 2024 [Mosaic 0.3.14]" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "09f05e85-a28b-4fbe-a1d3-7a731edcc8d8", + "showTitle": false, + "title": "" + } + }, + "source": [ + "## Setup Notes\n", + "\n", + "> Raster processing is memory intensize. Here are some config tips.\n", + "\n", + "* This notebook was run on AWS [r5d.4xlarge](https://www.databricks.com/product/pricing/product-pricing/instance-types) instances (1-10 workers auto-scaling for up to 160 concurrent tasks).\n", + "* __Optional:__ Prior to launching, the following can be added to the cluster spark configs, adapted from this databricks [blog](https://www.databricks.com/blog/2015/05/28/tuning-java-garbage-collection-for-spark-applications.html) and these JVM tuning [docs](https://docs.oracle.com/cd/E40972_01/doc.70/e40973/cnf_jvmgc.htm#autoId2): `spark.executor.extraJavaOptions -XX:+UseG1GC -XX:+PrintFlagsFinal -XX:InitiatingHeapOccupancyPercent=35 -XX:G1HeapRegionSize=32M -XX:ParallelGCThreads=16 -XX:ConcGCThreads=4`. _This optimization is not required for this example._" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "fa65b00f-183d-4437-8cb5-ce1e134dccdd", + "showTitle": false, + "title": "" + } + }, + "source": [ + "## Imports + Config" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "6c7e4e0c-5a13-434e-a8ef-babd7649ef5d", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "output_type": "stream", + "text": [ + "Python interpreter will be restarted.\nPython interpreter will be restarted.\nPython interpreter will be restarted.\nPython interpreter will be restarted.\n" + ] + } + ], + "source": [ + "%pip install --quiet 'databricks-mosaic<0.4,>=0.3'\n", + "%pip install --quiet rasterio==1.3.5 gdal==3.4.3 pystac pystac_client planetary_computer tenacity rich pandas==1.5.3" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "a50a6301-1368-491e-9993-309a32fd4818", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "output_type": "stream", + "text": [ + "GDAL enabled.\n\nGDAL 3.4.3, released 2022/04/22\n\n\n" + ] + } + ], + "source": [ + "# -- configure AQE for more compute heavy operations\n", + "spark.conf.set(\"spark.sql.adaptive.coalescePartitions.enabled\", False) # <- option-2: just tweak partition management\n", + "spark.conf.set(\"spark.sql.shuffle.partitions\", 512)\n", + "\n", + "# -- import databricks + delta + spark functions\n", + "from delta.tables import *\n", + "from pyspark.databricks.sql import functions as dbf\n", + "from pyspark.sql import functions as F\n", + "from pyspark.sql.functions import col, udf\n", + "from pyspark.sql.types import *\n", + "\n", + "# -- setup mosaic\n", + "import mosaic as mos\n", + "\n", + "mos.enable_mosaic(spark, dbutils)\n", + "mos.enable_gdal(spark)\n", + "\n", + "# -- other imports\n", + "from datetime import datetime\n", + "from io import BytesIO\n", + "from matplotlib import pyplot\n", + "from rasterio.io import MemoryFile\n", + "\n", + "import library\n", + "import os\n", + "import pathlib\n", + "import planetary_computer\n", + "import pystac_client\n", + "import rasterio\n", + "import requests\n", + "import warnings\n", + "\n", + "warnings.simplefilter(\"ignore\")" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "acf34cd8-7558-4424-9581-131adda40fbf", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "output_type": "stream", + "text": [ + "Out[2]: '0.3.14'" + ] + } + ], + "source": [ + "mos.__version__" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "7036d970-9771-46d5-bd1d-80b806cb7922", + "showTitle": false, + "title": "" + } + }, + "outputs": [], + "source": [ + "%reload_ext autoreload\n", + "%autoreload 2\n", + "%reload_ext library" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "8934a67f-5683-4a1c-90ec-025fe2550119", + "showTitle": false, + "title": "" + } + }, + "source": [ + "### Databricks Catalog + Schema\n", + "\n", + "> This is for reading and writing out table(s). __Note: these should already exists after running notebook 01.__" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "9b2e1c07-e9fd-4146-87d5-25e877d10a32", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "output_type": "stream", + "text": [ + "Out[4]: DataFrame[]" + ] + } + ], + "source": [ + "# adjust to match your catalog + schema\n", + "catalog_name = \"geospatial_docs\"\n", + "db_name = \"eo_alaska\"\n", + "\n", + "sql(f\"\"\"USE CATALOG {catalog_name}\"\"\")\n", + "sql(f\"\"\"USE DATABASE {db_name}\"\"\")" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "bd2e29da-af32-4198-a328-4b6d5c0e4493", + "showTitle": false, + "title": "" + } + }, + "source": [ + "## Data load" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "6c0c7615-cf86-4ee8-b789-b4143a72d4c1", + "showTitle": false, + "title": "" + } + }, + "source": [ + "We can easily browse the data we have downloaded previously (notebook 01). 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{tile_df.count():,}\")\n", + " tile_df.limit(10).display()\n", + " return tile_df" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "aa4fac01-32ea-4876-a912-284454456cd9", + "showTitle": false, + "title": "" + } + }, + "outputs": [], + "source": [ + "# set date as variable for consistency across bands.\n", + "# - you don't have to filter\n", + "filter_date = \"2021-06-01\"" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "5441ceb0-0d6c-4462-ad45-0ff03a83693b", + "showTitle": false, + "title": "" + } + }, + "source": [ + "__Filter `band_b02` (blue - 10m) to a single date (2021-06-01) from all available dates.__" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "27cbfee2-e2dd-4c8d-95b2-45bcb33c634e", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "output_type": "stream", + "text": [ + "count? 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item_idtimestamph3_setassetitem_propertiesitem_collectiondateitem_bboxstac_versionlast_updateband_nameout_dir_fuseout_filenameout_file_pathout_file_szis_out_file_valid
S2B_MSIL2A_20210601T231559_R087_T02WNA_20210602T0730182021-06-01T23:15:59.024+0000List(585708744604647423)Map(name -> B02, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B02\",\"common_name\":\"blue\",\"description\":\"Band 2 - Blue\",\"center_wavelength\":0.49,\"full_width_half_max\":0.098}], roles -> [\"data\"], proj:bbox -> [499980.0,7490220.0,609780.0,7600020.0], gsd -> 10.0, title -> Band 2 - Blue - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/02/W/NA/2021/06/01/S2B_MSIL2A_20210601T231559_N0212_R087_T02WNA_20210602T073018.SAFE/GRANULE/L2A_T02WNA_A022135_20210601T231553/IMG_DATA/R10m/T02WNA_20210601T231559_B02_10m.tif?st=2023-12-14T19%3A40%3A12Z&se=2023-12-15T20%3A25%3A12Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A37%3A22Z&ske=2023-12-22T19%3A37%3A22Z&sks=b&skv=2021-06-08&sig=ee5UgQFqySJgyNOu5Phr7b2NPQQFwatGusOpTO3e3NY%3D, proj:transform -> [10.0,0.0,499980.0,0.0,-10.0,7600020.0])Map(s2:mgrs_tile -> 02WNA, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 3.0E-6, s2:snow_ice_percentage -> 0.0, sat:orbit_state -> descending, s2:product_uri -> S2B_MSIL2A_20210601T231559_N0212_R087_T02WNA_20210602T073018.SAFE, s2:generation_time -> 2021-06-02T07:30:18.715Z, datetime -> 2021-06-01T23:15:59.024000Z, s2:datatake_id -> GS2B_20210601T231559_022135_N02.12, s2:vegetation_percentage -> 7.0E-6, sat:relative_orbit -> 87, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 93.012577, s2:cloud_shadow_percentage -> 0.0, s2:datastrip_id -> S2B_OPER_MSI_L2A_DS_ESRI_20210602T073019_S20210601T231553_N02.12, s2:mean_solar_azimuth -> 180.132026122207, eo:cloud_cover -> 95.838119, proj:epsg -> 32602, s2:granule_id -> S2B_OPER_MSI_L2A_TL_ESRI_20210602T073019_A022135_T02WNA_N02.12, s2:water_percentage -> 4.161841, s2:mean_solar_zenith -> 45.8337449200447, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 0.988746, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 3.0E-5, s2:unclassified_percentage -> 0.0, platform -> Sentinel-2B, s2:reflectance_conversion_factor -> 0.973488199140697, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.0, s2:medium_proba_clouds_percentage -> 1.836796)sentinel-2-l2a2021-06-01[-171.00049,67.50737709315482,-168.3163,68.51263213037203]1.0.020231216-162052B02/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B02B02_S2B_MSIL2A_20210601T231559_R087_T02WNA_20210602T073018_20210601-231559.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B02/B02_S2B_MSIL2A_20210601T231559_R087_T02WNA_20210602T073018_20210601-231559.tif203566153true
S2A_MSIL2A_20210601T222531_R015_T03UUA_20210602T0649532021-06-01T22:25:31.024+0000List(586080929290649599, 586081479046463487)Map(name -> B02, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B02\",\"common_name\":\"blue\",\"description\":\"Band 2 - Blue\",\"center_wavelength\":0.49,\"full_width_half_max\":0.098}], roles -> [\"data\"], proj:bbox -> [300000.0,5990220.0,409800.0,6100020.0], gsd -> 10.0, title -> Band 2 - Blue - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/03/U/UA/2021/06/01/S2A_MSIL2A_20210601T222531_N0212_R015_T03UUA_20210602T064953.SAFE/GRANULE/L2A_T03UUA_A031043_20210601T222534/IMG_DATA/R10m/T03UUA_20210601T222531_B02_10m.tif?st=2023-12-14T19%3A40%3A12Z&se=2023-12-15T20%3A25%3A12Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A37%3A20Z&ske=2023-12-22T19%3A37%3A20Z&sks=b&skv=2021-06-08&sig=IbQTpGPQV9he%2B2%2BCfSqTou1u59h%2BR7jr4W1hYJYSTo8%3D, proj:transform -> [10.0,0.0,300000.0,0.0,-10.0,6100020.0])Map(s2:mgrs_tile -> 03UUA, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 0.0, s2:snow_ice_percentage -> 0.0, sat:orbit_state -> descending, s2:product_uri -> S2A_MSIL2A_20210601T222531_N0212_R015_T03UUA_20210602T064953.SAFE, s2:generation_time -> 2021-06-02T06:49:53.490Z, datetime -> 2021-06-01T22:25:31.024000Z, s2:datatake_id -> GS2A_20210601T222531_031043_N02.12, s2:vegetation_percentage -> 0.0, sat:relative_orbit -> 15, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 79.580218, s2:cloud_shadow_percentage -> 0.0, s2:datastrip_id -> S2A_OPER_MSI_L2A_DS_ESRI_20210602T064954_S20210601T222534_N02.12, s2:mean_solar_azimuth -> 164.514708247852, eo:cloud_cover -> 86.197163, proj:epsg -> 32603, s2:granule_id -> S2A_OPER_MSI_L2A_TL_ESRI_20210602T064954_A031043_T03UUA_N02.12, s2:water_percentage -> 13.802052, s2:mean_solar_zenith -> 33.0650169873384, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 1.389727, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 7.83E-4, s2:unclassified_percentage -> 0.0, platform -> Sentinel-2A, s2:reflectance_conversion_factor -> 0.973499605999698, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.0, s2:medium_proba_clouds_percentage -> 5.227219)sentinel-2-l2a2021-06-01[-168.1276,54.021430711029694,-166.37782,55.038802909805916]1.0.020231216-162052B02/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B02B02_S2A_MSIL2A_20210601T222531_R015_T03UUA_20210602T064953_20210601-222531.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B02/B02_S2A_MSIL2A_20210601T222531_R015_T03UUA_20210602T064953_20210601-222531.tif209122282true
S2A_MSIL2A_20210601T222531_R015_T05WPT_20210602T0642562021-06-01T22:25:31.024+0000List(585697749488369663)Map(name -> B02, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B02\",\"common_name\":\"blue\",\"description\":\"Band 2 - Blue\",\"center_wavelength\":0.49,\"full_width_half_max\":0.098}], roles -> [\"data\"], proj:bbox -> [600000.0,7690200.0,709800.0,7800000.0], gsd -> 10.0, title -> Band 2 - Blue - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/05/W/PT/2021/06/01/S2A_MSIL2A_20210601T222531_N0212_R015_T05WPT_20210602T064256.SAFE/GRANULE/L2A_T05WPT_A031043_20210601T222534/IMG_DATA/R10m/T05WPT_20210601T222531_B02_10m.tif?st=2023-12-14T19%3A40%3A25Z&se=2023-12-15T20%3A25%3A25Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A38%3A59Z&ske=2023-12-22T19%3A38%3A59Z&sks=b&skv=2021-06-08&sig=QqWWZjTSeAX%2BrJF3ppAB3aY0HCuTVkjz3YyXRNOPO6I%3D, proj:transform -> [10.0,0.0,600000.0,0.0,-10.0,7800000.0])Map(s2:mgrs_tile -> 05WPT, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 96.315157, s2:snow_ice_percentage -> 1.8406, sat:orbit_state -> descending, s2:product_uri -> S2A_MSIL2A_20210601T222531_N0212_R015_T05WPT_20210602T064256.SAFE, s2:generation_time -> 2021-06-02T06:42:56.637Z, datetime -> 2021-06-01T22:25:31.024000Z, s2:datatake_id -> GS2A_20210601T222531_031043_N02.12, s2:vegetation_percentage -> 0.0, sat:relative_orbit -> 15, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 98.091602, s2:cloud_shadow_percentage -> 0.0, s2:datastrip_id -> S2A_OPER_MSI_L2A_DS_ESRI_20210602T064257_S20210601T222534_N02.12, s2:mean_solar_azimuth -> 190.039668522664, eo:cloud_cover -> 98.114653, proj:epsg -> 32605, s2:granule_id -> S2A_OPER_MSI_L2A_TL_ESRI_20210602T064257_A031043_T05WPT_N02.12, s2:water_percentage -> 0.012065, s2:mean_solar_zenith -> 47.833971586402, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 0.020529, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 0.032685, s2:unclassified_percentage -> 0.0, platform -> Sentinel-2A, s2:reflectance_conversion_factor -> 0.973499605999698, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.0, s2:medium_proba_clouds_percentage -> 0.002521)sentinel-2-l2a2021-06-01[-150.3875,69.92502957205815,-149.76733,70.28644046073472]1.0.020231216-162052B02/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B02B02_S2A_MSIL2A_20210601T222531_R015_T05WPT_20210602T064256_20210601-222531.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B02/B02_S2A_MSIL2A_20210601T222531_R015_T05WPT_20210602T064256_20210601-222531.tif7188371true
S2A_MSIL2A_20210601T222531_R015_T04WFU_20210602T0720292021-06-01T22:25:31.024+0000List(585681806569766911)Map(name -> B02, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B02\",\"common_name\":\"blue\",\"description\":\"Band 2 - Blue\",\"center_wavelength\":0.49,\"full_width_half_max\":0.098}], roles -> [\"data\"], proj:bbox -> [600000.0,7290240.0,709800.0,7400040.0], gsd -> 10.0, title -> Band 2 - Blue - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/04/W/FU/2021/06/01/S2A_MSIL2A_20210601T222531_N0212_R015_T04WFU_20210602T072029.SAFE/GRANULE/L2A_T04WFU_A031043_20210601T222534/IMG_DATA/R10m/T04WFU_20210601T222531_B02_10m.tif?st=2023-12-14T19%3A40%3A23Z&se=2023-12-15T20%3A25%3A23Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A27%3A54Z&ske=2023-12-22T19%3A27%3A54Z&sks=b&skv=2021-06-08&sig=r37cZATGfnw8v0%2B9%2ByVxJXS6HS0AlHWUIAaVqnVwn88%3D, proj:transform -> [10.0,0.0,600000.0,0.0,-10.0,7400040.0])Map(s2:mgrs_tile -> 04WFU, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 60.876852, s2:snow_ice_percentage -> 0.011593, sat:orbit_state -> descending, s2:product_uri -> S2A_MSIL2A_20210601T222531_N0212_R015_T04WFU_20210602T072029.SAFE, s2:generation_time -> 2021-06-02T07:20:29.953Z, datetime -> 2021-06-01T22:25:31.024000Z, s2:datatake_id -> GS2A_20210601T222531_031043_N02.12, s2:vegetation_percentage -> 0.871244, sat:relative_orbit -> 15, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 32.854655, s2:cloud_shadow_percentage -> 0.019073, s2:datastrip_id -> S2A_OPER_MSI_L2A_DS_ESRI_20210602T072030_S20210601T222534_N02.12, s2:mean_solar_azimuth -> 182.321511357919, eo:cloud_cover -> 97.900485, proj:epsg -> 32604, s2:granule_id -> S2A_OPER_MSI_L2A_TL_ESRI_20210602T072030_A031043_T04WFU_N02.12, s2:water_percentage -> 0.115733, s2:mean_solar_zenith -> 44.0256077000688, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 17.799892, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 0.403299, s2:unclassified_percentage -> 0.446185, platform -> Sentinel-2A, s2:reflectance_conversion_factor -> 0.973499605999698, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.232391, s2:medium_proba_clouds_percentage -> 47.245938)sentinel-2-l2a2021-06-01[-156.82037,65.70904173119787,-155.23386,66.70256312388814]1.0.020231216-162052B02/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B02B02_S2A_MSIL2A_20210601T222531_R015_T04WFU_20210602T072029_20210601-222531.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B02/B02_S2A_MSIL2A_20210601T222531_R015_T04WFU_20210602T072029_20210601-222531.tif81242361true
S2A_MSIL2A_20210601T222531_R015_T04WDB_20210602T0747592021-06-01T22:25:31.024+0000List(585698848999997439)Map(name -> B02, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B02\",\"common_name\":\"blue\",\"description\":\"Band 2 - Blue\",\"center_wavelength\":0.49,\"full_width_half_max\":0.098}], roles -> [\"data\"], proj:bbox -> [399960.0,7590240.0,509760.0,7700040.0], gsd -> 10.0, title -> Band 2 - Blue - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/04/W/DB/2021/06/01/S2A_MSIL2A_20210601T222531_N0212_R015_T04WDB_20210602T074759.SAFE/GRANULE/L2A_T04WDB_A031043_20210601T222534/IMG_DATA/R10m/T04WDB_20210601T222531_B02_10m.tif?st=2023-12-14T19%3A40%3A12Z&se=2023-12-15T20%3A25%3A12Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A37%3A22Z&ske=2023-12-22T19%3A37%3A22Z&sks=b&skv=2021-06-08&sig=ee5UgQFqySJgyNOu5Phr7b2NPQQFwatGusOpTO3e3NY%3D, proj:transform -> [10.0,0.0,399960.0,0.0,-10.0,7700040.0])Map(s2:mgrs_tile -> 04WDB, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 45.012876, s2:snow_ice_percentage -> 4.524281, sat:orbit_state -> descending, s2:product_uri -> S2A_MSIL2A_20210601T222531_N0212_R015_T04WDB_20210602T074759.SAFE, s2:generation_time -> 2021-06-02T07:47:59.814Z, datetime -> 2021-06-01T22:25:31.024000Z, s2:datatake_id -> GS2A_20210601T222531_031043_N02.12, s2:vegetation_percentage -> 0.011675, sat:relative_orbit -> 15, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 92.168158, s2:cloud_shadow_percentage -> 0.040547, s2:datastrip_id -> S2A_OPER_MSI_L2A_DS_ESRI_20210602T074800_S20210601T222534_N02.12, s2:mean_solar_azimuth -> 176.247188013658, eo:cloud_cover -> 93.568765, proj:epsg -> 32604, s2:granule_id -> S2A_OPER_MSI_L2A_TL_ESRI_20210602T074800_A031043_T04WDB_N02.12, s2:water_percentage -> 0.009841, s2:mean_solar_zenith -> 46.771673000974, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 0.058975, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 0.704144, s2:unclassified_percentage -> 1.026695, platform -> Sentinel-2A, s2:reflectance_conversion_factor -> 0.973499605999698, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.114052, s2:medium_proba_clouds_percentage -> 1.341632)sentinel-2-l2a2021-06-01[-160.80467,68.41132671510154,-158.75133,69.40946270895385]1.0.020231216-162052B02/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B02B02_S2A_MSIL2A_20210601T222531_R015_T04WDB_20210602T074759_20210601-222531.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B02/B02_S2A_MSIL2A_20210601T222531_R015_T04WDB_20210602T074759_20210601-222531.tif101364683true
S2A_MSIL2A_20210601T222531_R015_T03VXH_20210602T0632522021-06-01T22:25:31.024+0000List(585681256813953023, 585696100220927999)Map(name -> B02, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B02\",\"common_name\":\"blue\",\"description\":\"Band 2 - Blue\",\"center_wavelength\":0.49,\"full_width_half_max\":0.098}], roles -> [\"data\"], proj:bbox -> [600000.0,6690240.0,709800.0,6800040.0], gsd -> 10.0, title -> Band 2 - Blue - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/03/V/XH/2021/06/01/S2A_MSIL2A_20210601T222531_N0212_R015_T03VXH_20210602T063252.SAFE/GRANULE/L2A_T03VXH_A031043_20210601T222534/IMG_DATA/R10m/T03VXH_20210601T222531_B02_10m.tif?st=2023-12-14T19%3A40%3A12Z&se=2023-12-15T20%3A25%3A12Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A37%3A25Z&ske=2023-12-22T19%3A37%3A25Z&sks=b&skv=2021-06-08&sig=mC%2BFISFioYia2ZOz7ayZ767PLBjtH9%2BT8EvnRgjv1tQ%3D, proj:transform -> [10.0,0.0,600000.0,0.0,-10.0,6800040.0])Map(s2:mgrs_tile -> 03VXH, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 7.182717, s2:snow_ice_percentage -> 0.023431, sat:orbit_state -> descending, s2:product_uri -> S2A_MSIL2A_20210601T222531_N0212_R015_T03VXH_20210602T063252.SAFE, s2:generation_time -> 2021-06-02T06:32:52.871Z, datetime -> 2021-06-01T22:25:31.024000Z, s2:datatake_id -> GS2A_20210601T222531_031043_N02.12, s2:vegetation_percentage -> 28.513396, sat:relative_orbit -> 15, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 16.357519, s2:cloud_shadow_percentage -> 1.030859, s2:datastrip_id -> S2A_OPER_MSI_L2A_DS_ESRI_20210602T063253_S20210601T222534_N02.12, s2:mean_solar_azimuth -> 173.439305880362, eo:cloud_cover -> 28.324437, proj:epsg -> 32603, s2:granule_id -> S2A_OPER_MSI_L2A_TL_ESRI_20210602T063253_A031043_T03VXH_N02.12, s2:water_percentage -> 14.739732, s2:mean_solar_zenith -> 38.7580638251198, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 3.916115, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 15.585245, s2:unclassified_percentage -> 6.889586, platform -> Sentinel-2A, s2:reflectance_conversion_factor -> 0.973499605999698, instruments -> [\"msi\"], s2:dark_features_percentage -> 4.893312, s2:medium_proba_clouds_percentage -> 8.050803)sentinel-2-l2a2021-06-01[-163.1886,60.30371330143644,-161.0851,61.32160153399891]1.0.020231216-162052B02/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B02B02_S2A_MSIL2A_20210601T222531_R015_T03VXH_20210602T063252_20210601-222531.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B02/B02_S2A_MSIL2A_20210601T222531_R015_T03VXH_20210602T063252_20210601-222531.tif215413087true
S2A_MSIL2A_20210601T222531_R015_T04VDR_20210602T0630152021-06-01T22:25:31.024+0000List(585679607546511359, 585681256813953023)Map(name -> B02, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B02\",\"common_name\":\"blue\",\"description\":\"Band 2 - Blue\",\"center_wavelength\":0.49,\"full_width_half_max\":0.098}], roles -> [\"data\"], proj:bbox -> [399960.0,6990240.0,509760.0,7100040.0], gsd -> 10.0, title -> Band 2 - Blue - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/04/V/DR/2021/06/01/S2A_MSIL2A_20210601T222531_N0212_R015_T04VDR_20210602T063015.SAFE/GRANULE/L2A_T04VDR_A031043_20210601T222534/IMG_DATA/R10m/T04VDR_20210601T222531_B02_10m.tif?st=2023-12-14T19%3A40%3A23Z&se=2023-12-15T20%3A25%3A23Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A38%3A59Z&ske=2023-12-22T19%3A38%3A59Z&sks=b&skv=2021-06-08&sig=Hxw4kyyeCfBnEFrawcEC76oWsYKw43ddIdd1IJ27oNs%3D, proj:transform -> [10.0,0.0,399960.0,0.0,-10.0,7100040.0])Map(s2:mgrs_tile -> 04VDR, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 4.506488, s2:snow_ice_percentage -> 0.662268, sat:orbit_state -> descending, s2:product_uri -> S2A_MSIL2A_20210601T222531_N0212_R015_T04VDR_20210602T063015.SAFE, s2:generation_time -> 2021-06-02T06:30:15.845Z, datetime -> 2021-06-01T22:25:31.024000Z, s2:datatake_id -> GS2A_20210601T222531_031043_N02.12, s2:vegetation_percentage -> 22.338895, sat:relative_orbit -> 15, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 37.105039, s2:cloud_shadow_percentage -> 2.048903, s2:datastrip_id -> S2A_OPER_MSI_L2A_DS_ESRI_20210602T063016_S20210601T222534_N02.12, s2:mean_solar_azimuth -> 176.655774402032, eo:cloud_cover -> 51.862626, proj:epsg -> 32604, s2:granule_id -> S2A_OPER_MSI_L2A_TL_ESRI_20210602T063016_A031043_T04VDR_N02.12, s2:water_percentage -> 3.691578, s2:mean_solar_zenith -> 41.385796942579, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 4.553736, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 7.415308, s2:unclassified_percentage -> 9.995355, platform -> Sentinel-2A, s2:reflectance_conversion_factor -> 0.973499605999698, instruments -> [\"msi\"], s2:dark_features_percentage -> 1.985068, s2:medium_proba_clouds_percentage -> 10.203851)sentinel-2-l2a2021-06-01[-161.0465,63.02793322568484,-158.80026,64.02701663648664]1.0.020231216-162052B02/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B02B02_S2A_MSIL2A_20210601T222531_R015_T04VDR_20210602T063015_20210601-222531.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B02/B02_S2A_MSIL2A_20210601T222531_R015_T04VDR_20210602T063015_20210601-222531.tif230717396true
S2B_MSIL2A_20210601T213529_R086_T06VVN_20210602T0556312021-06-01T21:35:29.024+0000List(585684005593022463, 585687304127905791)Map(name -> B02, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B02\",\"common_name\":\"blue\",\"description\":\"Band 2 - Blue\",\"center_wavelength\":0.49,\"full_width_half_max\":0.098}], roles -> [\"data\"], proj:bbox -> [399960.0,6690240.0,509760.0,6800040.0], gsd -> 10.0, title -> Band 2 - Blue - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/06/V/VN/2021/06/01/S2B_MSIL2A_20210601T213529_N0212_R086_T06VVN_20210602T055631.SAFE/GRANULE/L2A_T06VVN_A022134_20210601T213530/IMG_DATA/R10m/T06VVN_20210601T213529_B02_10m.tif?st=2023-12-14T19%3A40%3A12Z&se=2023-12-15T20%3A25%3A12Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A37%3A25Z&ske=2023-12-22T19%3A37%3A25Z&sks=b&skv=2021-06-08&sig=mC%2BFISFioYia2ZOz7ayZ767PLBjtH9%2BT8EvnRgjv1tQ%3D, proj:transform -> [10.0,0.0,399960.0,0.0,-10.0,6800040.0])Map(s2:mgrs_tile -> 06VVN, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 88.433307, s2:snow_ice_percentage -> 27.434126, sat:orbit_state -> descending, s2:product_uri -> S2B_MSIL2A_20210601T213529_N0212_R086_T06VVN_20210602T055631.SAFE, s2:generation_time -> 2021-06-02T05:56:31.573Z, datetime -> 2021-06-01T21:35:29.024000Z, s2:datatake_id -> GS2B_20210601T213529_022134_N02.12, s2:vegetation_percentage -> 2.01E-4, sat:relative_orbit -> 86, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 69.352877, s2:cloud_shadow_percentage -> 0.002782, s2:datastrip_id -> S2B_OPER_MSI_L2A_DS_ESRI_20210602T055632_S20210601T213530_N02.12, s2:mean_solar_azimuth -> 175.977709245219, eo:cloud_cover -> 71.909606, proj:epsg -> 32606, s2:granule_id -> S2B_OPER_MSI_L2A_TL_ESRI_20210602T055632_A022134_T06VVN_N02.12, s2:water_percentage -> 0.323532, s2:mean_solar_zenith -> 38.7130885827498, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 0.479087, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 0.041363, s2:unclassified_percentage -> 0.15329, platform -> Sentinel-2B, s2:reflectance_conversion_factor -> 0.973510924427259, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.135104, s2:medium_proba_clouds_percentage -> 2.077641)sentinel-2-l2a2021-06-01[-148.86876,60.60281552517582,-148.22331,61.32559674447873]1.0.020231216-162052B02/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B02B02_S2B_MSIL2A_20210601T213529_R086_T06VVN_20210602T055631_20210601-213529.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B02/B02_S2B_MSIL2A_20210601T213529_R086_T06VVN_20210602T055631_20210601-213529.tif25799053true
S2B_MSIL2A_20210601T194859_R085_T09VWC_20210602T0648402021-06-01T19:48:59.024+0000List(585796155779055615)Map(name -> B02, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B02\",\"common_name\":\"blue\",\"description\":\"Band 2 - Blue\",\"center_wavelength\":0.49,\"full_width_half_max\":0.098}], roles -> [\"data\"], proj:bbox -> [499980.0,6190200.0,609780.0,6300000.0], gsd -> 10.0, title -> Band 2 - Blue - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/09/V/WC/2021/06/01/S2B_MSIL2A_20210601T194859_N0212_R085_T09VWC_20210602T064840.SAFE/GRANULE/L2A_T09VWC_A022133_20210601T195346/IMG_DATA/R10m/T09VWC_20210601T194859_B02_10m.tif?st=2023-12-14T19%3A40%3A24Z&se=2023-12-15T20%3A25%3A24Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A39%3A09Z&ske=2023-12-22T19%3A39%3A09Z&sks=b&skv=2021-06-08&sig=75eBVc6S7IAp4gdaB3D6eJhs0TV/G7zCo6xACC8CRgU%3D, proj:transform -> [10.0,0.0,499980.0,0.0,-10.0,6300000.0])Map(s2:mgrs_tile -> 09VWC, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 0.0, s2:snow_ice_percentage -> 28.468069, sat:orbit_state -> descending, s2:product_uri -> S2B_MSIL2A_20210601T194859_N0212_R085_T09VWC_20210602T064840.SAFE, s2:generation_time -> 2021-06-02T06:48:40.986Z, datetime -> 2021-06-01T19:48:59.024000Z, s2:datatake_id -> GS2B_20210601T194859_022133_N02.12, s2:vegetation_percentage -> 0.0, sat:relative_orbit -> 85, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 67.404711, s2:cloud_shadow_percentage -> 0.0, s2:datastrip_id -> S2B_OPER_MSI_L2A_DS_ESRI_20210602T064841_S20210601T195346_N02.12, s2:mean_solar_azimuth -> 167.212348495061, eo:cloud_cover -> 71.477236, proj:epsg -> 32609, s2:granule_id -> S2B_OPER_MSI_L2A_TL_ESRI_20210602T064841_A022133_T09VWC_N02.12, s2:water_percentage -> 0.006742, s2:mean_solar_zenith -> 34.6669104998845, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 0.195179, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 0.007409, s2:unclassified_percentage -> 0.012505, platform -> Sentinel-2B, s2:reflectance_conversion_factor -> 0.973535048142604, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.028032, s2:medium_proba_clouds_percentage -> 3.877346)sentinel-2-l2a2021-06-01[-129.00032,55.84483052669612,-127.2009,56.84381181769674]1.0.020231216-162052B02/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B02B02_S2B_MSIL2A_20210601T194859_R085_T09VWC_20210602T064840_20210601-194859.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B02/B02_S2B_MSIL2A_20210601T194859_R085_T09VWC_20210602T064840_20210601-194859.tif207603462true
S2B_MSIL2A_20210601T231559_R087_T01VFK_20210602T0725412021-06-01T23:15:59.024+0000List(585690602662789119)Map(name -> B02, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B02\",\"common_name\":\"blue\",\"description\":\"Band 2 - Blue\",\"center_wavelength\":0.49,\"full_width_half_max\":0.098}], roles -> [\"data\"], proj:bbox -> [600000.0,6890220.0,709800.0,7000020.0], gsd -> 10.0, title -> Band 2 - Blue - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/01/V/FK/2021/06/01/S2B_MSIL2A_20210601T231559_N0212_R087_T01VFK_20210602T072541.SAFE/GRANULE/L2A_T01VFK_A022135_20210601T231553/IMG_DATA/R10m/T01VFK_20210601T231559_B02_10m.tif?st=2023-12-14T19%3A40%3A12Z&se=2023-12-15T20%3A25%3A12Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A37%3A25Z&ske=2023-12-22T19%3A37%3A25Z&sks=b&skv=2021-06-08&sig=mC%2BFISFioYia2ZOz7ayZ767PLBjtH9%2BT8EvnRgjv1tQ%3D, proj:transform -> [10.0,0.0,600000.0,0.0,-10.0,7000020.0])Map(s2:mgrs_tile -> 01VFK, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 0.0, s2:snow_ice_percentage -> 0.0, sat:orbit_state -> descending, s2:product_uri -> S2B_MSIL2A_20210601T231559_N0212_R087_T01VFK_20210602T072541.SAFE, s2:generation_time -> 2021-06-02T07:25:41.725Z, datetime -> 2021-06-01T23:15:59.024000Z, s2:datatake_id -> GS2B_20210601T231559_022135_N02.12, s2:vegetation_percentage -> 6.0E-5, sat:relative_orbit -> 87, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 47.691634, s2:cloud_shadow_percentage -> 0.0, s2:datastrip_id -> S2B_OPER_MSI_L2A_DS_ESRI_20210602T072541_S20210601T231553_N02.12, s2:mean_solar_azimuth -> 174.579596499286, eo:cloud_cover -> 64.487182, proj:epsg -> 32601, s2:granule_id -> S2B_OPER_MSI_L2A_TL_ESRI_20210602T072541_A022135_T01VFK_N02.12, s2:water_percentage -> 35.512707, s2:mean_solar_zenith -> 40.5054302548724, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 7.511398, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 5.3E-5, s2:unclassified_percentage -> 0.0, platform -> Sentinel-2B, s2:reflectance_conversion_factor -> 0.973488199140697, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.0, s2:medium_proba_clouds_percentage -> 9.28415)sentinel-2-l2a2021-06-01[-175.08235,62.085586546155874,-172.84616,63.115669265729814]1.0.020231216-162052B02/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B02B02_S2B_MSIL2A_20210601T231559_R087_T01VFK_20210602T072541_20210601-231559.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B02/B02_S2B_MSIL2A_20210601T231559_R087_T01VFK_20210602T072541_20210601-231559.tif241015539true
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While we can start by loading the underlying files directly, since we have the band tables, we use `rst_fromfile` to load 'out_file_path' and new columns from the following:\n", + "\n", + "* `rst_fromfile` also subdivides the images (32 MB threshold) to make sure the imagery is balanced and more parallelised\n", + "* `rst_memsize` for 'size' \n", + "* `rst_initnodata` to standardize the tile no data (avoids issues later in calcs)\n", + "* `rst_boundingbox` to generate tile bounding boxes\n", + "* 'srid' from the raster metadata\n", + "\n", + "__Notes:__\n", + "\n", + "1. Since this involves a bit of computation, we persist out as Delta Table to then use multiple times below.\n", + "1. Operation takes ~6 minutes using the configuration described at top of notebook.\n", + "1. We also OPTIMIZE (table layout) based on item_id which will help future ops." + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "35e3b8ab-18ce-4e04-a2c4-6e6604b56cb7", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "output_type": "stream", + "text": [ + "\n-- band_b02_tile\ncount? 3,682\n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/html": [ + "
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"name": "bbox_wkt", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "srid", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "count", + "type": "\"long\"" + } + ], + "type": "table" + } + }, + "output_type": "display_data" + } + ], + "source": [ + "display (\n", + " tile_df\n", + " .select(mos.st_astext(\"bbox\").alias(\"bbox_wkt\"), \"srid\")\n", + " .groupBy(\"bbox_wkt\", \"srid\")\n", + " .count()\n", + " .limit(10)\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "e7a7619b-764d-493f-9ad0-326bf9924656", + "showTitle": false, + "title": "" + } + }, + "source": [ + "## Initial Tile Plots\n", + "\n", + "> These are samples from the full data." + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "4967ab76-18d8-4a78-9e90-24da1462b5c5", + "showTitle": false, + "title": "" + } + }, + "source": [ + "_[1] Tile raster plot._" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "10b2f4dc-c995-4a7a-a97e-0b386972f044", + "showTitle": false, + "title": "" + } + }, + "outputs": [], + "source": [ + "to_plot = tile_df.limit(10).collect()" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "e957f09f-00a8-4f48-915a-04ecba685c47", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "display_data", + "data": { + "image/png": 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\n" 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233+3F85iBGuQLpJPLAPorKIT5np1HOzat7zliM9+AKASDhSkX2dWn9n1LbD+sq/eek8WQxbuzOguYEY7yyzDUz8FnRnnkWQ/98FpmQM+h06kMiL4RDzGDcIGwhVh3j8zzOww5q0BtLg/Fn4YIj44e5IX+sxsdmv1dwQesXICGAgKaa8m1OYtujPE/N895pb08hr6ssIKK2cBV2sdYRZSwGpWQkI0TYZHApIBMqKavDalAZ95NKoviZV+DTZ9DthvnzB+B8Ak4zOCXwaRbLdUpIn1bw05OQqaYvBYYGMH0uIAbKOWF6LMiPC6gy1i9PKHcTqDAqAfWUMX1dkG5F4O27Gem6ArYWEkSp2kKlCr4/gS5Le/fKbhXzNIFmVcpFyFsOj85TWzi6uPjuJGN7C5C4XmMLm0uRmHNQwBEG3IOpX4KrdzdoB8MN3tJeOxJ4B4bCYTuIQ0ZYTPDIjC6GrF4XcSCNWd9t/kppirtajCoonVHZHvVnD0EYY7s4EIqxmYI5gPi7v42fIyjV2IcXn9kbTkeNcnZI2Axuvly3Bki476vneUTEgIYu6Xs0Y8OEewJSHeacAIjD0JRe3cxJjG+OfXRjY0+Bj8rGZBgAItn/4BT2CDVkwOTjusJinIS18RcW6ufb3r0UiRJpLJZTWPvmeZ8mcU5ut0NClzU3bkLIYzNLtYoTNU3bdRYNvIiIdNB3AmCeba+URzLbpun1rKxxD/VZnJh25IohFDZvGkYAU/OeY+bK+svFQ2ZIrA1oFt6ywGKGdDTYFg8h2iwWhyiUeczmLdpklqKToN6AsZNvN4FtP30G3d8B3/su6oc7sUSZQTdZ+Aap8e2G9P2vcff1R+nS974En8TjrVPC8tWEqgoaa0W+LqCHE/gscZp0WyUuzQo9AaCVUecESox6ykgsEDqmDPpGCWFTFi9NIXc3LIAGs8wTeMogQ/OdMa4f6Fjw9QqU6oQN0lgKB2gQ6L2db60Ah3nrrOC/Erj1pfvvtRjDtDYYf/31FUDzRIRMM4E01tTBz0YmWYsTrwD0QnGPALPX9jz74fpnUYId5boVhAO0PMolRQn8OXt9fw30fhQXtp8TgKWNz+47jcp4VNqviWPb/S3mX7nFiAGVBSc1VMM+ASAuFICCFiIL949hlM3+eI2xGeWTKQCVfQyRX4dGr4bkiASipmgUUIIFu22NM6AGerufw86VxQiw/X9bOvZ4JLF17QDO9mZzquPa7Y94jTpXlFPLgrMQZfR+4/juoSHjNaGP4vwxWtgpGGFGkM3Dvl5W8G0R2bssDRmbco8a7bS3pZC1iRXOnZdGQEspUwjF2wGcSlHpXq/A/Z18d1maVQME2MQ2CjWSBjP48Ql0W5B+5U9h/fEPAAPT5yv44yfQw4PT7vnzozz3NCP9gMAPd6hf3mH5aka5S5g/FaRLEa/qNKGestgBJs80tgxSlqbBzgh9yQJP0TyJJTYJi5wh8A8vC5CyENmYhbymsDTn1FIo1iL/VDlzrcKyZgaWRcbXY2ODZ4UmIJ1VytwphWfndlSSKhhZLugV5d7GjkI3xKeoQjaw9XuISW7uN0CmPVw2vEeitj66GFkCCrUURhOgQPNCiGTzVlPGO4ZltL7Hd4333mkvGkQvpAdaIyOkqEDuld6B0D0yJKKSHhERa4ZoWQupjoeGXuhXZxjs9cNkxIHAdmVvcU33nlNTRjX03/aCGSfL2gngxttQAtEwlzFkxs8pi9hXNVRHh4RHo9H6QeQpUkZAJHc6wlrxMFevHL0VDfPNk+7L1CnjF0mbzxlFgyHM9vORMqMEyjpPzNu+SoeeNwLidUMfOSWRHaTOkOkDDvvRZIXtj9yexWsBUpX07ZQ8C2evvTmFbHCPx4hN4Btjcp5hTD22wHpqpBy32oYFy6WArlfg7g40zy1gn7MoLSOOAQByb1kqXEN/6RcwlR8XAtk3n4GTQNkwrz5npLszLG5LtwXpKWN6nJGvFdOnG9LjDeWrO88x5lNCpQnpaQUVdiJGWivKOYNJcpvBDJ4z0kU984c70NM1QPoJgFp8U270e/M8iTz2wYDCp/qOpQLLrS301GJPXXtGMb+6mYDeeH3NAPPNuRNDCg/2tQFg44V26W/dc55RJBafA3roKsKZEZKrLGOas+eye9/sXZOiPNMkgpJIWPG66V0ZxHff69fY9No9I+hZ1CIq1pFVPcRc94RuZ3jFudmDYKPC2YFj2Yxle2aB5tE36Fru3Ty+3f6+FL/1+RsgZfTjLz+kJpALAAQ4srb+etgswPYbL16V8ovKa+/vQcF29zOUxsZtCiI+vmdEtcZMAXv/pNyH8F7dezALYmmhg2+BXo3rb5NWZwpuzwAdDeUxn/8AcXGD0mTX3vN2mhtKFhMOiAhNUxvjLCFLutx87gkAphAyXdNR+SAAb1Ahu6czelC2+S3FpIYJijFIa3vwYanA9SZJ70CLRXRCSqsdJQIWHXRNI+BSQN//Wij7tYDu7vqJPs3yDwCuBfzpEUSE+ZcgcDSAej/bi2L56oS0VKQKlK9OwCeI8l0reFaLNhGSFRxImg4FserSbQE9XhozPSqCnMVSy6kxrEsQkD5MBK6rWPvRK9qDOZ9p0UseP+9+PlCIHIVJVMrAsxCYP68YIqKQU0bncW1i1DYOo8cV214akPzSfl6LbNQpt/e7iQIWpEXvf7koYa4qgZC62HynnGIbDE03BnbGerfFeRyJaSO8Z+3IGKoHeaOxX7HlAcKLBm5EXiAeGjlbGBoOMGWnIRkzvkcUZex/2PsxnrsZh73PYsjLoCuNG3tMeG9tfstQS+ct74VO4njpO1kIyT83ZMiuURSIDW62dtLiO+sKyqboU/MATRHZPjBDL8qDsFbHNTDun1elP44yaPybGsctpLAN03iLRrQZTnGORmNwXB+xYIg5eZZCej6B786gy1Xm4HJr6VDdOhBiHNHaz9vQ3pZCpjaBHYlrhO2CkALQ0+zbl+Rv5nnYdyO70GKuIc3Im3nOpYiXanloliYFFSK1wcT48oMshtviljfnhPpwwvLVSTgAhUEro5wT2IzyyvBtZf1m+ZdKBRjiTU9axo4BKsGb1ZQEeYW1Z4WqZ0yPF4faOsWcs8fpnWF+1EzZ7f2pm6MgaANTtxGlnhFeo1cV525vjnc/r21TAlth/ZpmzNYo/OM6SRSgcKno1iEStQJZ2e4kqWzM3OJ16p1wCQQ9u/eOgO4QH+YteeU18egdtnj33Y1BEj6PSjr+3b4TKlz1zwxQZNy3ezF1/Rstqxi20VsBWj5tDD88p4i1X75f3bPv0S95rwERS6kZebXPy++MOrvHOB5mODxHnLNuG9q3d+8A8zoRCpD1E+8Tw0uBC+PVpqoZqs1jZ24yh2KVMTO81BGycTlKbxx/3l0H49oJaBQzN/a5ySEfi62x2hmnMS85yObuPuPz49zY90qBZ/OoMU3TBD7NqF+ckR0FTQC3YlP2mStn2+MH7W0pZFAblFiuDtiFHLrYpQ62J6xrPI4HYc2lCJw8z1qIIlrqDKCKMKgs8ZNl3WxYz3ut7AKVJoGXpRjHAiw3WSyXG+rpKyxfyOTlSwVlRj0lpJUFpk6Eck6gMiEvQiJgAniSWHJiLeFZGXXOkteeT8iFGzM6J/A8gcqkilUUiifD5ywdD0ntu16ZFRYB+nmw3/cEemyj8OEKi71uiEIIgnPPk9oT7kdKGWixIOwYcdZGxRXCHX3HekHvnkhKTRkDal23fvCsZQdts6pxRPZzShJzGggtbPeKceQRkt3hSvwVtSNDZXy+NSfClH7e9G8xburC1Vr06J8z+mrVIgyxbwnAUA70KF5oY2SsbUDIVzY/45ja53v3Yd7yGqwFpGJzP39l3l2PXd58CmMd5neXj2Ghs5yBE/X7qjJQC5ByK7Np9/UQS/W/sclL805dOfE+2nHQotc8esa74Y2oFG2e2bzhQDSL3ratpdDn3vhRI6sUL4yyy8fYa3EtVhZUpBYgTf4MuhaBqh8v7T0CjB1zlJlZSMAH7Y0pZCiWr5Yx7wjKHXiIogCJXtWRB7WuEot2qHd4TmX/jPIAKwHwGPfFmM4TcCc1rb0CWGVglthiuiyYP7Y61pyTcMpKRc0J5S5LNsOF5OCJtcqhFRWgJGQsKmJ9UalCBiMSGDynRuACwOdZ4hjLKn9TRcf3Z4HrgTZ+pWxgXcm9zt0YyEumZnWP4zE286Q7ckQ69tDGORqF/UstwGqWy3gUk+0EyB4sawo3vDd5SkSwqonAEdJedb1YEX7zlK+3HjrTUq5O8LIx4R3vc8cL65itR0opvOemjTyAEc5rN9iOTTR+VFB2ey/0r5sDNxBDG2LZ/R4O8CEA8CtTnMxrMchVEZ/O8BwN0D1jzRRt9HzHePleJcGd6zdw9PAZYbjPjhIe55lLAa0k8ivyPPKwdk0Zq9LwlMh1FfJRDfUc5pPKrbUxm8c67Ng3AmPGxfh5VMqdIQc0b7QWfRd1lnS/cdw3NrfRcPfx6Mc9pst24zh686V59B2SoeEBfrgDckL6wTfSH6+ISE1uBvEphN7TZnxie2MK2QSU/rqTx7crmIBeCXe35I0w4GUF8s1hQ4lbtUpMrqQjjBOez+FnuaBuiQ85S33hKYMKIy0VSECdFDaqjOXDhLQy0q2CJ0JVEpd4AASe5DqeCIUykgl9hoQg72dkZuBJynJaSU8XhGsBeN0IXTaDobR3jEJToC6CTcTGWlcm82ZsxnaklK0dedsHc775Obaj+R+u2bxLgDj9bxEJMBKN3dvzONFb6bHovBlIQRnzsmitcerIcsJqL80LAEJBnNStd+tn974vtefipXuKpXVM32uneMIzLY7tmJrk8Gd6gehUVEAHyNoNjD2vffydWTIFFuwrytC/aGDSwXX+Wfx5J6xw6A3KH/v+6T7vkITRCxyfG5SMpOvUjrxFad6ubQtRmceYE5BPggAui6JWRmhKvUKpPet9d8x29lJsNufjWpAb1CZnh8OE4rMdfo4G0TPIxGa84lyE/nawtX+oBqEhCp8eG2GLBc0kBIPU1mkpYvAMHvPY3pZCZjQsf7SKB8V6uKGPvC2gTQyz5pFxL3hjTGG8Z9hEm81KSQSu1TlOGUBRIZzA9yfMv/QIQA6kWO8ncALSTU+GYgYtElv2180JtIoy5kQgYglRqKJmIqRFYUJNTehSIaYMrJASejYcRAK9EIE/P2k8pPa5lKE0pVu1thns/ccNFofC2N6+YZ5RHGMhgjje1h/7/8iTiX8b4NPuuwcKrAk+AlHu14He02Jc/oxINFHPmU+zbEolx4G5FZt/usQHCqJRtEB/UeMpegOx/YiKeBScnQcQkYo9aH8vLBD6tiW/vdCnAO1uFOuRgRVj+BoWIENtaoBCc6jTbHs7pue8xpjbe6e9dwsFh+x+4z7Y5bU8Z0Tu7aOxvK/dw643R2QsHZoC58H+txLE0XC0Nk2CoMWMClsn5mX6vZO/18YZGvoec7uZGYlom6rUOQm15Z4DQF09xLBZn+b129+OalPswe72+ygPbD0ZwsAVfLkIkrUGxFOvda5NqWBqfSQAWAv48+N+n/DWFLK1Ysnr4cjFPYH0zAY7/E78rsYcLPawSyDas3JHOEvJBEwKH+tmsUXBOYOensDG7mYGp4S8VNkwmUT5ElC+cycELgI4E2pWK44hi4AAMCGtVeDRBCmpGRVf9FJisroqUxtbnO+A6w28fJJNPou1J8c5qlI7GrvNUA8etI1RDjW1vVMVu+SwMe4Y26BY3TLl2lj3O330QvtjH+PvRtiTB+kfgxXfvtC85Nx+p7WIAVVZYshVLWkjls2zV3eiaRJj0ISWpWiZwlcv20ku8f1jP4BjoY19IerCNhocz8UtIyw+KuuIVNlzS/H36IwB66fOYUsxGgwq9+KCYRmRK/PmUPq0NhPOO+tyj2i0B+d3ii2+6wh7hp93Y+Kh1GgH6WNnfOuwtmILRkx3fQgNeH+BlrYzOjFxrE35Wiw51MXuB0PfzebH/t8jVo39My9c4/4xt93RlpRa/X0rc2zzF5VtlMNRmdq7HbXn5i2OCdDPndUIUGSP7foYvltXOR3KnBiuYthYtcRlkQJLB+1tKmRrG3biMDlROIyW8HPQlsFF4+KN8Ny4uaPAjBY+WYnPBJpUSFn1Fu1j+vgopTf1KLP5oxDB0lKxfjFjvctIS8X0VMBTg4qpsNSU59rlJ1dAIOUC1NOEvEp9WWIGJ4lHWxlPf19THpXFirM0E0A87GK5fmHBKyTT5QbrO0X25WE80z4brdhBGXdw4UsIh33m88H9tebZG1TMjXDybDrGDmFNvhc8ARM2reOtz3Y0pqWY5UnY64Y2zLNb93Sa26ZVBUkQqNyPtduLK2sfOrZx7EtEBWJLybkD3HX/QKjtzGfHpRhg9G7+9Psb8tTYbxPK1UIoEQFpho+dviOGuV6TRSljKYeKuH+dXgGPink39DWMgd9DQzuvimljO8a7kO+oeKLS2HhzzfjxfaCsakOcAHhZTFe6iZyw5TXuI/LhhW/EWCZPPYN7kBs4/aVmfSMCPdzLaWQW5wWA5bEhT6PHO8qDEaWzdmQw7oUd7F31+jgztjbl9DhFYa43UbQhPCcHHoqxTPPkcXy2Aykux8oYeOsKGcHSjh7SDgy1sRjt2tHijd+1Rb0HF0YLcb9jsritQHrOIlAvF4GOTlI7mqdIwNJNMyUgiXihypguMuH1lHrvShWoHP8IgIBqHm8FeE4gha1xnlsur/avnf85eCH2vgZ55VAIxfPwgtCwKlqD59DdH2gHUwzWtMS0w9i9Jsc5evTRC4je2IFQ3DCsx6pue7Hk0FdvVmlrb2PXCuI2Tl0Z0rUoekGiNCw33U4XsspJyw0eQ04JNIXqTrFQCtDG2M6+rWFPxPEa+jjGPsf32R1DFb6HZ06rMN9LiSEb79EAtjE3UozlvpIe+RnXUqwKpddTTuBVkRXSeyrpaHwHGp+PrVLuiEjBCxwJPt37DSEzN/a2HO3uGeM4jz+/SsGZIovGj3nLpYIoweOuOTXERQlc8R573mPbowaXR4O3bBXiniz2Z+h3rPZ3znJG+OPcoHCHn3Ws9wyrYe3qgEE7fOwl29wGlMlODPSCIfG7tjYUFaTnSnsopE05N8+fK2LxPU9N22lvTiG7txkZgySpOy+KcU3O9rzXqJSBfWjrFTHGDTQGtAnRFKk+TauIpcRVvM95Al0WqW0NSArTtYKWCtxkYS3fEap8uhV4nVCNF1tbHyaFuaHWpF43ybnL7m2tFZzljOhYPcoYwGxpX7XqUZdhNalA9SMvK28sZo85RzjRS/GpNxNhLlUEzxV+7wRThDJNKefcGQabtWCK+6Uwhr1jVBCx7UGHUaFHI68qomAHdyixzk/VWktLjzDBflvgp8yEXOk9odwEftjkXimquMd9ZDB0/8f+R8/vGW+veXC9corQ8qa+fLz/CKFb83XTagJQkhRDgTgTsNZWA8DPm1X2f1UhO01ar3nnHWLMf1CkG0/L4p4dSjLk5B/A4kehgFcp2fgdGyvrU4T5rQ2GKNXqe4oD+W3oIFhzlikqM2ATgzbmNVL2MXa5NiIckXho/df/3YgsrIYCA7cF6asvUb/5CNSK9N3vtNr5JZwg1Y1PL6edoxONUBuruA9s3VoJZLbUWPTKOI75TvongdCFrAA4AdhCVoYoWkEZ0wkH7c0pZAAucDsWnEF4sR0tel3oXXwr3PvZdmR1xU1tRQtGdqDmMPvCrgn8dAHRPeqXJ3DWTVHE85Ua1CSw87UgXVfJM84JaSmyFioBk3rSt9qEhHoJ6bJq3nLSwmPqWRuZY9J+zhNQNWfa4ke1usJFBnC7KZSo8A1l4KxpCQX+7C6+GTekFyeRRevXjAIxRyPHBM8OGrGjbNxA2jOiBqvX7hFh6+28suYRVxBN/p3uHgPywFMGqh7OEb34WoGbrAEj1XkuLJHEmma916J1wzm8vyEt4XjRjgAVClzstiMB9ULryV+9ATvm8XcCLRpOsYVY4RZyZTDrnolpJzEEYekwsXax7bdEELJF7YxBJx7Gfll/LTRjYxNgYTesu7g6t7U+rptw384Dtr33Up5+fMbms4qNMXOw/t2wsL2gRiszA5ar7EoTzVkBpLSueY6GhjG3Cl/c/vfSopozTBxkM9BSjAYvvJEgq9xnUUNfEcX641+B/uJfDo7MM2tV5dUmxCgvsL0+fmaohxmBe3MZmxmbwRn09Qo8O79k1fmeCWe8TYUc4YMKYK8Yf7QgHcIJXuIOLNO+GgTB3nPDgu8q6MR7LWunlOjuTqzs+zu55vHSzsNldu+YVSFRLXJQRGEkljrWdFuRSBQ0JlWSq2zMmhNSleIgVKrHK6kU1HkGCFLty06KitAzifDhnECswue2qDJqVjk9PHjKl8M2iUB5Fit7ucGOKqPb4DGp4BSyhsRdCO1sauSMFIXEVYljo687QmLRwxrT4I428QjzDhvUvVtT1ppm4/O+t8nNkw5eFUoV7NiKx0yTHMWZEjBTs7yz5IvjemvvZHA4xGtmOwquhNKNscpUNPxGb21UfPb3PWV5hAYZnG3vGFGlOKYyoP1YjHCqISORBBTvHe8BeI3mTojbmJvRYlX1CpoBaaGdUnr4PjXof8N/CO9AOQPns/zuddx7mLkjecV+D2NOdT8+H6Hxzgh9rmLa3mejUWttb36Z26lIVpHQZOM0SWEa+5vG6Z14ydHgkjAKAHjFr3WFHcxjhz1s1qE9PyJLMQzhaE9t99h7X9snhl4chalMZkRjEvB382ZKeQzlbRyBcI/gVHhpVwzoQc5Sc4J31tnQ3p5CjhMyWugBkvDfg9B1+Gi830HMbONB70FfOwPsR0TGfq0rcH5oMGaiZkWXivT1Z+B8Qn04oZ6yHKd4FSGQHm+g6yJFPZYVlDWeQwkEBlcRQJKXTL4ehNU7FhYAOCfwDHAWD1oEnixYniDHMKYEcQjlCDHZfBlsebc5lKQjkhhQIlGkBb2XmgJBRyuKeaoK4IeaC1Q+9ZvmyOLcEU4e47a/163HGIXVUaGCbt4AtfgDDLfpS9vwnNsmFmZ16GeAr0R56OafuB3soTCdkV28XxqScYKRCg82ReTPKL3gGYyPZ+NwRzC2fXYQtun+Hp8zeiKDV+cKbS9UEbzZlvttnhm3oj1A8Ca5oQjWuO4azRtSmbUYKwY2Rw9K38QL94paz8ReO0UZipJ49yIk7EZC7M7r1/+u4XV0rSpFcIIRkTBNLXMlxD15nB4iIA2/qzzopKEZtvF3ayFmS1SBxO4A0P096PvfSP/Ge8Tv26tEQl/sU3z3qBv2xjSW1ByNiHC/WD1sc0CF90fRBYuzq3GIVQ/jeMbbf3sK2TwKoPeUjl5yx3I0Ru1e7iYNQjySJHZZw0Mcwz7rYCOL7VwuwqY9zSA6te8zy8lMpYIm8XQF4oScFHLSoxSrwmhFrbAK8FmIA6lUoMK9YxBQ54z8tADErfydpkbVKYEKRGGvwtI2DwyAxr6DUKnslrPHavRkLVxvwLLIhoysSB8rgWPB3E6O0dQmF5YW67pcN5buRiiF1JldUs3oPY/zFObqEA0ZWylASU2RxjijeTQB3jMo1HKIqdTm9TI7GYlvN+DpCXQ+y9ze3wtcfWm5yb7BYx9jHv7g/bl3Z5eO6M3ohYaxOxz3PQ/4NW2Ehs1wGVJkNs+Mc2hGGhOMmOTCP0Kodq9S27obWfahTxEK7/pgxqOhIwV9/XeDzVPt72/zEIvihJBLyxRgX/8bjgIO1uKoVG2dxba3xvcUon03Io0GHRdgGxcdMjLiOFgpY6BV7qq1IUbDXHszbkrOPYs+pUbGGyHko/aSsTg2M0agStOQpnEu7X2HkApSHd41NzRtb+5CiKO79057ewoZ6BeZeUWjRTMqyj2FfTAwR6kIe1BQJ9D3YKPgZXlcJiWpmnWaPc7IjxfQlKXEYmEgoXm3heVIx8eLTLzWPKZSgEWMVa4BSiUg3QrotsLPT04Kha/oFgdPKsBLgRcJsHEFWizutohCebgXg+LpolafKk8lgtlmb3W+qQlioG2+lTVeNKQblQLMs1QJivCvjfNAHOnim7HZJh0Flyms0RsObUwbit4SRyFq1nat8JNAcnIrmxYpgwrmlpdoylxrjDshKSqs80mMns+PHtKQvpNb50740u9SVBgOnQHg2ufk7sXZaiiR6ONE+2s7eNzmuXdjbteMKNXBHhyVVnu+GRY6h/HktVLAoYKczxVzj9zoWDg0W7k3bgI7PBariNcx1LM15nsgZ3bpUdqXXrH0iqh7VyOI7SAUnTEfx3UcZzNMc94W1ti7fgPZNmeGAVBtx8S2XGEACKheZ8z1hhR7JcWAypTSGSAbyD8oXTP0vfLVgCY8azSPOmEMqcR1H8MhUemPMiPMga0XLhW4DVXDIuoTUSJr5oDofejhHvhm/zXepkJ+yTLca4NA2E1af4WVtU2fUkWzMWB34KuUwNcbcFtAX34h3uy9ekZA8/wzgU+TkLzWqsqyh6JI9w4tN/BpQj1PIvwBgbqTpDaksoJuK/icUeYJSLDaIRBVXtWDNO9Z+20bMLJLJy2ovmgRizgeX3wQJWMM7WkSQXFbxGOx+9Qq5femyQ/YSIEdKdWpQkqUMboNoo2e8DDem9rU45zaZkupv09ESCJMHGOfPt/FCwLQuF6I9NQtS3cIwss2ePRqAdmss5K8TGnfFmWzUndvVgQljk30UOS+vRd9SA4KrSnrOHYmVA/2yRgu2oH6d1sYg+eMoqGDsmjVYOHLtb17bAab2v0Dz8EfP5J/7GCKeO70bsxSUSnvUjBm1ABhVT6kYYsu5akOY0zpUMF0yrjrQzBugrdvqYkxFk73d+BYAc6+fxR2Mca6eYsFArXmLGshcVOuZmRLZxs6pPnOcjpV7Q0Uf/e8L3ttPm/rzp5rMtbDHtEYlgnp7xfHrQ3s/rtDx9yMWoXtR0TVTvfarNhRr0SPO5C/ZJz4eA7w1hQyYevBAVs4TWGxVynq8R4pFEmIcCT2PWdvO9V4dvugCx8fPwHnsxC7pixeb3gvtjQlEuVMj9cm6MugaEo77Uk8M00ZCdekxxs8x5mhJ0SxL2yeEigR6Lq285GTMLppykC+A6+rJ7Z7mk1l+bu+mxe4UMXsBettXkqRE2misrCiBOi9MSKSk1HsWdfq18U5OBJsHQcgKGPpd6+440lE1ifP5R1bJAXuwL9WHpNPs0DVBuERAateN2UAGbhB8o8jIhBhfI030zwFiHBqyEVl4JT6vlhYIAWrHui9NvPGj/aIe4KpFZPoIPPBoIne4LBPGn8jdXPrfxuHeBP3ZkjAVj1/H3OFje0EIuzsyRS8/8EjVOpzNwZmbHkb0yltDcXv3G67Xv6WbxJRuwNYOnppY1/2uAFoY8n2joDs0yF81CEX8R42lwovE7KMq57J3UHSQCPS6ucU5+l8Fjj61rxtAgQKT+T12sMgyT1y3py53kIy1JCLBIwVzsbx8HEcFXPcq6NsduNWEb6YsjnInC6PPoxd917KvibKjfAGbMiMY3tjCpm8alT3UtEDAfoBAzoo6DXPAAAjoRgMMwqNDn7aaZsEfVsgFk9OCWnqhSKVKh7llJAe1fOdM1JNwMNZGNePF+C2oH73S0mLmuXAiHqSurN0LaJoawXa2W4gJslrBoTUlRNQix9EQYDEf3MR79sKLgypJTTPYknaRrrexJv7/NiE/FrE+727a/WaSwVfrm2zmde8SKk+mz+6E1arEeP4JrHpDSoSNuBmXlPzUF5EPcK6ielP3RF41sZynkfrydaGecmmlK1yz7KIIgbk2ZYOZiiB5dJSzK20XEmGQ4UmqOy866SWeTaUYwdRCHFTH6vl4OQ0AH48pqUJmsEUvRS775jqZreIKUdR6ej/h7nOBqVmoOXWl6CsQixvZ43IQSzBABuF4RDH/jYFOPRLMH6F/C2csuV7PyJlqR/nvbj8qCTtszBnXZjGjIu9ZiGNUf4cvZc9F2iIQM4Qo6UZi0zUlHZuObVeNQ1oIa7Ivs5ZUkItj9lr5JMbkV3N7K5//e9bpLJHEJ9twQgAMJTGRa9HzMs3g13zj1nHwg0IZY07DJ/aGoVVVpwm8JgJMrS3pZCTMPDw9NQJ8c01BjcCvrAPB2FcpHZPW8gmXPfiXLt9HOKTDkO3OCiSxCG5Vk8loVJlEd+fxUtNBKlSRyj3sujTWkHLqor3Br4/uWVGRQ6iQILmMxP8bGNbUJOwqXlirW/NErOe1WrNCueeZ/e247hYzNcLXAAtNzHnlr88ZYClkAlr7W6yo8ke7t1r5stFNoXFmucTLEaICCE+XXbRhlcZWP0XemFq82xzEL02bryBHuIMLOcAEdrcgxm4XAV6Dxa5FaEXg2YWpWyxupTkNDAtGkCTVnG7XGBsXo8R0hDbjfBhbMYEhoQdvFiLvbs1G4/xbOtu3HaUsvbF72EoRBBg3TjvKYOISsU9Gue5FHDVWGmIkxuE2Cno0au0+KAaCy+tlzFeOV5P43tYn1NbN53nGjxUv5dxECwUMzx3u6aa5+XzTWGcjwxVe+/OODhQxoPH6sZ3hUKs1OSaedLMsrYqg1H7k4yMJ5JSQzHCHHkBHzubMGd0pzeNbSdV9TVzeWhgufGje8f3M7c9YGhe2DfxnY/72tJx2z5JbnB4CtlBe1sKGTpwJsT3Woxt2f8kBTcsxgNAFtkhXLcjGPz+LyiBGk4oyk2QOEU+pRZPvS1yTjKzHOJQK+iagKmifriXV3hcwFOSU5xyAp8n0G3xRVVPCiuXKoq4qqdbIcrbCkhkAi0FnGU80rL4Gb1gyYPmOYMer3IYwpRlvKGC5XrzsZQKYVmMgJRkQ6YEnE9yQMaUhYBmMKUJh3mWEp7Qvk2TpFR56chbx6DuKn2NMM9z1v4Yg/oR2m56VDxqEejWVzvxhd1b4+tNPP55kpG00pisVvL1Cqy5wfzMEj9elQSisXoALhj8zFjbB5SaZ8y9IusOwBg9084Ds/BINEwrNrFpi+VhiJ/Hn03ARa847idT3KOXOYx5d28jWMWwQpz/nVQ3b0FJOgLxgjDfzQ1G8MrGZ4wxTiP62Dpwjyy5t0tBKVise0Osaw9ugl6rQzkZKfZlhE0jovASUtS9jyhQZ1/HrRefYZ7vadb6BH0ebyTKUc6yD6wCINfAnh+M2jiuz4UAjvq+91ncq6kZRWKUmxOHDonxHOiRKAhs4+PDc1z+mKFreynvVK8L7Y0pZMjkLwuQluONaJ/bQgwQ5iZetddehDzGTT/c1KreGASaQk3ryuIJ2j2uN1n8i5Cf3Bq+LRKDZEa6FXAipFtB+vjUmLuAxIQBTSeqmhKFlldsfYrlQouMDc+51beuFahwmJWsmIVuejqf1JJUlvek8ExK7W9EjZxkcFmt7UAF+/lyFcj6fGqb0WJO0UqNlW3iBjgiRURSy5EQijGfwYtoY9UOoNikz1AQSPbOJnRvWmz+fBJDRVOXOGkM2BjTUwblczNyrNKU9o+mLKz5XPWEmCEXNqWe1LSE0oJRiIV+dyk+4T62JmKcWEqbpnYPu69/L3iK5jXG8Y1rKrZREY8txtns+hhOMP6FfT8KNrs2IlF2naMA5N643TO2XcZ+JGNFlrCNHQDQoOQH6NSFuSJD8TlyWMELhuMY+x4NqvjMaAjZtYEUeWjI7iGDlnoUoGeLrXIpLZx0A3gw4OxkOCxyVCJpSMXlnI8n2ppNyt+xPRXLk+5xdLzr+8b3Lpqz996oLdeaEsClOVDPyRrsGAkDH4EAWG48+/OO29tSyASp+5w0VhEXvHmhQIsXAW0Ahs0ofxoq7QzEkGjFvugZ+02jYSDeqhCLCNCj4TwH73xu8NA0SfWmk3hLdL2JciOtPX2nlbzuz755OGeAVSlrNS+wVPTyZoSrCKUVOcqR5xTijRb7SG1D2j+DVnOW4iS6YUhTHHgKi9YUcc7CJo8xqSl42kAbh1KlKIGiArhc21nRtWzy/Z71jq2Nf98zsmxNWIhj55rdeHJcUwrTeTlU+7spiHXtuQTRuzifBBlhluuCQCTdwKR971Jhat0WBLHn1toEf1TOyvwcjys19KYr2mFhGiAIy2eUxihkdjyADaciNntuXH/jWKoS6GoHxLGM943hrGBc+d86ZUqb/hPQ0LS4nw26z8NzgTZ+A9Pb+2VKbZAjDr1b38YWDZ/4bi/tAXuvOCbxHsEA3Cj32O/43Zka+qGf29oVKLox2GMu9xi/71KN4rjEubD7jTXDgY3n/G2gbL9uWVv2h9+oGVwWUrT7R+U+ks52WeM6fk6Sy8B4yMRee1sK2dpp9hQb36h4Jic1trDZX0p9iiSfzlMYz8I1a+/IczZr3o6Jq+J9UihZxwlNySk1ni436dPDHRLLGcn8cAJdVMhrbCddJd9YmNntJCizeHmKi44ao5mlVrYILgY0l9kgcL/HlJvSNVi2FPf8aFWlmpMotjiupmTWBWBqEKTGbyhn8OfPoC8eUL96kCkqFbhcxBuKkJtDTWkf3nuNsh6hq9jXYe7771GbTzPiogDRmDLflgZJmUdqJ+oYwa1WQQQMFrPcWrt/VaMlklwQlFp8zwjJ2lodxyBWFhr6JtWZmrfJdh/7uvEnhhjeBh4dle0YZ0XbT7uenb2jKl06nboc5/wTPy5r85uPThLz2sBDrG9EzLrY8Jj2hH2BTgC4rlv0y+LoRwZeeM94Ap331WKlqVX66oh3m3UX5viZcQOwNVrbS22vjR7xqLh37u+EwkmRmXXroRu5qRmqLc7d6o03FMu9zPHdo1J2KNlQzwaDd5yGgz3vf9f3bamC5DLI7xeQRwCNs6A1un0v2Joe+7DfATVobdwstLXf3p5CTiRQrrJLjdzVDYrFBsy721kEsXWWzktwNbBRvFwZlPaVshsJWiLOocNEIiQvq+TlWmoVIMJoygIbEykUXUHMKN99AO5n0OerFPvgcBBFyp5o70UpptwrDmZR5CoEOGUheK2QmLIpDECU8LjQDXquLH+/XJqCMihznsB3p5Y/bWM6ZT9dqttE53NT+FoEpVMY9uyQVkH6u3uKUREEC75roxLB1srdVWjdPUYjjl05U0oAsStZmvU4uXUFvvgg63YtTRAqEc6Lf7ClOM2NxFWtnq/OCSV5zmB82LoihRgj/NsVvx8hOBMQ8b3mWRROhA0rO+nPx3DP+4xj3v38gvAalWgpnktLv/KnUL7zIDn592ekT4+S1jNNmpKXgW8+7sLGh+SsmB86lkG0NW6nl+0oNGfW+n5uMC8UsSMKHIiIVDwTQ0RQHhvPOF7TOtJ+jkQx+2xcy/HniPTY7yPcHb8TjblcO2Nrc155KK7iLYadRiTEPhsRC0U12WRryONur3FgICHImc541PU+TX4fmuUaP+HOSF6AyrUET6ELyni3RePGeB6GrhA1hGWnvT2F7IF28TjI4hzqgQK6Cf36BpN0SqBuyR2jsNhs5hHCGlv8W4w3RUswyQH0dDqJUElhskJ/QYT65QchWpUCerKDB8TDrQ+ixNOTeMs8iyKl6+ILmkqVZxYToApXTzIOcu6yKqKcUO9n0FLcG4elZRFJqsPl2ryAKYtysZSbGA82Q8IWX63AaRbPe1kFUs1JFNRtkTrY89Rgc2bQ/b3A1pb2Y151ZTVgrO5zILdE7xfoN/ygSDZTF+d5b12MZ6B266IXMpSDAaIGDl+uQsYbz0KdssZwrUg+daECe6rXR0/UQ7eA5DADokhjIReDpaNSiEX847vfQvlCUzCucGg7tkA7exnUK4D4PwaPexzXQZD6HmUGP0pJUf5w56l69csz8ncekL55knsAsg7PZzEOx2b55IOX7oUfUoAloyA9CGFs+jnm+spDRFbMBKSQUmNrxshMt5B7PsLDo3ExepF2z24+VBmHPbGrrOJesLUW7zdC2NonTlodkKmN1yhXbQgiLB335nOebIx3Ax06RkkzBSIqGYrXNKPwGUUZxzSinNTKXlrlPEGmgjHKVZ+/NTQOvWM31AyqNjnxy0khq3cGiECotqCgStcLbPSeUjdotfaQZ0xbCP/36SVJvIUd45bGAVaBuBfvEi/cBG4ClUFIWtF8nqVONRFQCXx/As8Z6dMNVKsoz7UiXW7tfvIAVZSlPcPhmLAJDc5W9jZVha8B8Fo99sspAVkLh9QZdLm5Z45lbSQaMzZiX8xbPc2tTKiWDOXzyZUva14zXa7gD3eoH85IHy+gb4oIr1v2d7P+NwWV1JvJ6IpgPAfTHQk3nz/CxjvQIhNYzaAIOYw5SdpSShprT54FwJOWG7Wi8jk19GOtEkMuFah6UMSkx1kGWMsMEGdpz3Pz8mKcztaeEQhZDUiD5jzDIMB2lEC4gZelefadJxRY7xj2RCTxKHt/I4h1DPdyjXeh4h3hlr55BL68x/WnPoAzoTxMyPcz8tMiiplZCuwMCrnjgITCMx1Zz8lrQ4lRm/vBsIj9pXA/Rwscsg3pNECLoWouv4cqlp3c7bgu9z4ffw7XscnDI8h+b60f7YPwXWeop9Ri3gYpm8Ec7x/SzDpi1Z6Stmv2vObYr0T7MdiX6kGE524QmlIlvlsF3fJH+tnqLSzapc5t8qSHfm/mbuvZ77U3p5BpVD7mDZsXCrTNYXD13JLXvSKSEbUGZbx5XhhYv+dzkFNsA1QU4eouT1lzRmN9W7ouSD98BH9xLwVCNA6cUgKeFjmlKUt/aLmCLuzwNFuajcLZqCuYs3u8hFZ9SRQyQatoivKfEmjR8ZiSxHLNQmYjOXEvFJKebqQpWTxlZ35bfIYnSX0QuEi9oC8eOo/QfuZ5Ar77pZT/JIkdAhDFZcXurUyhb/iE3XzGI6Emk9p7J0fCUJ8HFCkLagiAfccO2jClr/nX3qYsm34tLT5v4YTlKRiPpgzV07UCCoF5TNHLThVeDcjWkylFi62mBD9wAdA5EJKX5EVOwFwBvrVKSmN83YbLnrOTWSApPLlXysEzMqV8BFt3npYbXxX86RFpLchf3WH9IO9e5wQqGXR/kvCMs/Rr6/uACNhnBP081iQvaIZNaUdcxv/3GLVeG9ti0xYyMK/IvGVFeGie1WBa2hiasg7vvns4iI3LnrFZ9wuEbMZ5hG9jiOe5NirJAKu7sfVMJS1DdTZzH/eYErwY2GWEE1GDrrubD8purBkxolk2P2sNRqo4ItB6AS6LWQiUPUchoBK2ZiOnY2ixLKsgMgfMbbw1hcyAlws0IX6ae4vQfjbmMtBPGJELLMZBCbY98kS08J8jcMUWoS9TxkYcqCyb8y678OxiUbXKCVA5g/MZQEJ+WjSXmFDzhPR4BaaM+p0HKY15W0TYzlrX2gS/jcmtquJsMFu6iR5mPV+ZQkoUQmlNuq2ibCFK3PKb3dP2QwDID79gqlKZpxTx2hOD707CvgZQvrwDVfaynnRbRGhdFj90w73ruzvw45MLNWd3IgMTOUnKBYxtlDi/e4LM5mlse7C13ctTYQLcF+NCapB08PNaWn8ivHZSmPl62/IddKxRudUNL1p61OPsYXM76SwBRYVItOx1DVLwjuWegdtg72UCPsaoTcHtpUKZkLPvmOAbxvJZw3fnei5VPPjrFfPPz8jf/SC59xbzS4o45P7ksFalq/qYss6NoCmqMJ+BD58lh1q9gR1h353bXOAoBtGA9OhYOV+gFCV/DcUj4po46tOISoT7dy2idvGzCFujRyyiMbKXQ7tHsNwzZDbs5PB8H7OcW/rnjiyWfUD92ovyOGbERPg6KHc7dtI+J3OIvFpY6YyUziuOyFXkY9h4xnGMCJEZIxX7ToO2t6WQwU4KAiAxZCIhdxWdPN0UlrfYCRGzkBOBtTAFgB5eiRBVIId1C/SoWN0BFT/CSaQpPn0CfAXu7xw6BrOk/tQK+vSIlBOcRb1KGpS9izGoy3fukS6r1LHWmDIFY8IXp5JzOPRP4Oo2xCisRQjkOcRS0cuJYta0oAentnl4nkSJGsQJgC5X0NNVGMg3KQRSz1LnuZ4n8HSH/M1Fznpe1hZfNqXsqVsNNu14AgHxaFWAIPMbYSYbi2jAHVi1fm0QXJaiQtCUNIOB51acJVzcPGFZEHI/K7hyvYkgvjViFwFNKQPtoPhJSm4SV4k7mlE6URNGpQI8bHQOBDNHZ8wrq4JSRAEbc1Xj2Bo6QgHqPlIMFrONwtSujwbJGBKIczAQz4wdTr/4S0gA6MMd1q/usHw54+7TFfR4AT8+dbE9MsM77gF9nqeioDRkarimIRZaU+C5tC+F9jdXROFtBg0goYenS3fylCk1tvS3aJzsrc84juM7dn0YnIs9xb0HtwJ+frO/S0T2YjtICx2Vut/Hv1P78AsApAzKWk53NKrNOAS26VAHRWwOCYQ2BoZgkCrjta+nHe9pfApmbgfe7K2ZgB54H3J2pvZzht7bUsiMfnMDTejoAHApXUUemiZxImyR+0SJIGuQXmlW706cpVucxro7IHjt5koC0icTvEmJUikJIWotSs6axIpSD5ArA8sqsO3U8qhpVaV7WUBTxnqeUB5mUJ2QnhZRqpkg5TfVU0gJbLmECW3BrFXun0jLcwbr8CzGgCsXI45Eq9o8fPt5WYX9qvNERctAlgI83KH8+Jeoc5IjIrVaGCdJA+N1BX14aON+uYnyOJ+c+QuilioBdBuzg4cC9Oh/j/CSGXAHRJNOcVhLAiV72dPcvB4OEKjxHOzQEALEmLS1Os9SGMVrMadWNAFoShZo0Kop1zSF3xskurfRKVZDMig3wrX2LFOkURnEdwZU4GR4sTITfM8RHeP3w/x1inhENWIb5zln0FJw++6M25cJTF/gbkrItYJut11Y2V+TuZHk4roYPfuohOKz/X2CAkEvL5z1zwOyoO/Ky6InoAVIVkMK9hxOaOdmx/9ji4aUGXAHgr4hO7WTm914xzkIStvTe/bG4RVtXyFS1yc39kqB1XCPKMsmndU4IxTee6+AyNgMtRk4JMwMUmh6s95Cn/2dzFEbiW+x8d56USNwPKwitLelkAWvkIV9lhQSvtRmgY3kLbNipskLnwMQ4VUrcJVj3PozXYNSppDsrot597BtAMb68/J41kIszokBVc+vtfiWKa+bWsdG9LEi7F9/FAW3FtD5hPrjX8kJULdVmM+VMd0W1K/uUc+Ts6VRAUKBcIRlgRMSmFgUAEGhZhnXdDUhAamnnROwQO5l3kYi9a5yUB79AiM7I9kMgEnLQ55OLlD5YcJ6ypg+L8BaxXO+v5OuWLpVFQjePfAP96BPj+FBKjw0bYWokUw6opMZETufPetVRI9iFCxFTgEiF+JN6Ipy7mFAq24mZC4dZ8tLJvL61ahVTg8yL9ggvLipHVq79WvNSEP2zCh8rACDXScv2sYuy9wScjuGLgqkvaMcX1LGsW+jtxyVgSqCMW4amc8e/70tKN/7AmAgXxnEQD1PSBoSoPF54V6e1mhoTkrHRV+OBPu4z0elbu8T3z/MI99uvaE3emPGHh7vsfNOu23sd/BqX0zrzNk5NpvwzHBPvx/QCGojIrDXt9ScG1GE3OQxIEhIWLc9Aat047brMQ8Vw6IRFj7s0RTAUbVOue95/qnfQy+m8aXUPPCj41BDe1sK2Tzk8XQOg9EU/uhyBC1XEZA0GiVV0LIIQUBjSRsoOqVeGQ8KX8JTWy9DmLZD7VNluRpUDkCFIOR8ZOsX6UEKFk+uLH21e9rGWitABfT54pWeqEopSlLYm7z6T4Dh1wKckpTMNLJWItST/JxKRf4UK2kJAcmgas6ijGlRkpgpaINnwaI8IR61CAKBsHF3BlYpJsIkJ0+lVdK0aClATqine4/F0k0q6biH+XT1VDcAXmWJlYBBxpCcJ1F6gIcuDoXX6KmNHvGeYu6+Tr3X57nULaQg9wnfNaWzQmPBc/uesbPdi9XvjBV+DPYaoF9PEQPQyEtbuNBjZCY0rP/zJDB4LJag95I+r+3zIY939CY6xvIRPBpjoyl1ws1hPtvbNyVB1Yp0WXH+pSvqOSN/XjD94kfUx8d+Pk2o7wlOva7zvJ4jNo11ve094j6PKE1QNJimRuQ04hmwXZOD8I8FY7YeIu+vrb1+BxklMqufUxrXAbB9XuxbVMbR2z5IN+rG3TxjG/89r7L25DQnCEbU8Qhep1ACc1OLfVh31qpyiTZIWC+/O/JWaJuxQpAL0fB7JRH4bSlkLdzvRSQ0D1aUWxbBH04bkQpJBOS7VuzA7sTsqUBmIZF5wJWFdWebaseqbAvALP/k3wPQmKxW+tHiRapg2NjHGsdyqLAIrEnTBNydOmiR788unNLjpRkhGpukWpEeF4ejmUgOtL/VFntfC2hJOo4kIbQq8HadEvBwwvTxKgty1U3KLF5vHoRSII65F2tVtHQT0dKgSL6fXPmkpaJOCeWLM9J1FSPDSGQArPKX1dT2kp2a70wfP7dxt0pkDntSU9whNhcF9CY290xcB0C3weyQCfcsB4KbXB886wQAtjkBpAmUsxiKpbbTs1apD8zXW69oaYjdPUPy6RSEetV+Ko95I4EZHOFOsvG0+0wDQmBkuo5FTSr0B4EzKuV0IBwH7yKiUaIspubRMAPffAI+fcb86YOs4Y+fegZsGAdWQ+qwZKf1X48r3U29eg15E2ge1wAPcykig2rLsnAS115fopFvxoRxYHY8wKP4rfc1Xr8DPcea+/4uR16f3daUkxqxMtbDeAxj6d+JCE5UUtG4jEZCVPpAv14NgpYHdAgJc+/Fdy3Gey11cOQFBQOERjTN3j2sp43CHdf1L0+FDFkARvbRmCNKkcIAQGfZiCcgQo/OBOQWezNPmTVNh0J6BG+ES4iBxWaVllQgtNNNVPCnLAVA7Hxg2wTc/08VqoBy7xlpXzEwdqlUYZY+6rGEp1mMlGVFWosceWgkoymLhTaTKmMdu8KgBzmblAsjVTktiidCvZuQlwITsnayk3RWWdTGFreNYgxyQPp7W9pc6T34LCkq6brIkXrTyfOgjWlt5zBjntoWyclrgnPSOt/aSOFttrlXpranLgC9URXjhGOs1NbNqOSiZW3IBbN481EJj0rePovkLt3MTC3XG6W2k52qpofY12+3tvkjpBshtwABds8v6NfuGNYJMUJKBaiTLMaqRs44PiYEVdF5BTFjmO/A15aW1oULxpZSCymV6sQmZm6HjsTxSAn49LkpqJCfuuexdAL0FYJxtyzrWPTHFENkxhM1VrteR/PUDHVTxhZaMS8YaHHJMpRLrVoF8Lluv9Zbfi4H9mAvNLLVgYLbGdeOQ2PXAKFspRgKlLSU8LJsFPjozUYjoYf4w5o3p8aMyz2PuPOUzag9MLpSCHMMfXADIiIy9qwhzLJnMB61t6eQAWWoFi/IzxYntuIAFn8wayxR80Lsd1LruRSBORJD3eLAsNxO6IaNbblz0ZNI6j2RFMKghzugnsFPT3rYQLuXl+dbV2HhzSdVyhrPMZLS+SSe/FUKc/gBG3cn+ftaPF+VrEgFIAr5Ox8kjlxVmZaC9HgR6Don0fWZBOZOECU5K0Su8U6OsXGLeev7ksI+LvCvKkRXJcydT4oYAFbvujycUB4m8dAZqnBXYWOrQYHofWYCa5yV1HiR84IZXieWdQNYGcSj+G/0lAaoeg/e9o2Y2kbd3Ct+jwitPClvr9VrpEAI+/y7h39/h2RKT/MiWQuLkBlD1uw7tmYtl3uAbD1mF5CYDWHHsxLQBJ0ZXkQNijcBi0X2Ti1w2Nr2FiDhIFLvOSqtNrCunBzatRSs2arwKQqhqW9ISfbF9dZ7OQZ3BijaxwNNOJpx4L9XdhlCB8Q4QBQjAPF2QyqNIWoWU3Zju7IXS5GQVRIFrePcQg7s/TKCl4xrbc97rUe897eYCrd3jSmdaDAu68bj7ZTsaNBS424ceaReQU7LX7qSGtbhHqk2OjCb7JW959na36sZ4YbpM6jCGCOPxoLVtLAiPebNR/lgsiSlnsA1xJ/32ttSyAylppcWz5ol9Ymy5vN5oneIcVrbi+357wJBU+rj0B3TMCxmgzhIn0VhQftEritwgfxtnqUc5O3mVj9xW9RyqESDmPi2wJm2nrtc23s+3DdlAkg6jObp+hhoHWi6LFoUPonwJGFsp9sKYka9m8DJvDUd6kzAlJqFaN4rIL+TldITb92NoGWVMpH2vHmSv7PEtXnO/j3S/Np0XUVZT62ohNTXruC7UGBDU69Qq9TKXlc5c3hWo4ZlDCmjZ2HH9gwU92qWqqUcxWvWAs5Zxs3i4IUBVKAijB03ZCEoPVpb0RnjDIBIzlPWus3m9fPtZh3ui97EDT+SqBC8MKB5t17LWQlhGkZhNk86GACJgDisRjiz9wKaQLPfo/KJXtgG4rNTt0hg6pRbn6uWSzXSm+39k1RM40+f232CUnZB2pUTDemQ9k6AFDSBQo+ZeiURY7uVhSjpSIkK3yKygHJ2ZdydJLSuYmyfZqAkUbQ3tFoIJm9MbsUjMH1++z7L9A7K6xkneHMfDGu7vaSgJEExeapPbNZfZuzGhGOYhwiyrtgNxd1UKKBL1etDNdwdE9ohU/Jh/y7ar+4zQyDGA4F20INNzP65sIsb66l/b/2sm6exfG5ob0shE4kytrisesZQwWxWuueIab4vDYODpILEGIVjPnLKIuyjMgZ6q2rYiDYBcoyiwFSk1/GyuGfiif+LnX6ki/x+6g0By1fO8O/IWdCSP22esVm0khebmgK3bq7qdWrFLxA10lOtALLkGKvSl7KYCPHiAlAGZrh3RE861if1YteiFcGU6frhXu6lnrHlJNP1Broy8HAGpoTp62tLZYp7Wa+vH85Yv5CDRNLTivzx4vel2yIpJOZZYrBkY4sbNsaijkIRQxvva/FWN1ZiOKFWMJIgDXpoR1cKMwgYPyVL+0ZAn1sdQwKURKDX0vEQHGEZ3+FoTGLBA1W+ZApUa2IbfMy1tvnZG89am5I2T869PfQwa4D+du/FFXzV089CDrDnul+uPbSYc9v3O4zkCJHLE2o/f3arqORM2ivTl8utKeMO1uyVsbeUQPd3oFPw7M1Lm4VwaXXcpezsBbhcxdgwr9Fi/M95wj6kwWsF+nDE2PZQIftZBsXvMZ6oNDy0VzZ7qYWjJ8uB1WxIRnRyYhvIcZvP3eHa2csjAjN6/oEnIA8YjJBY9Ca2mKYVDcnBA/drLKtjhwRmJ5UdtTemkPV/Uyha+MEOwQbgk0OJxEvz2tDc4Laqi6JEJU0CLxPJ/fTQd2dfjzEka1zBWmzdahyTeS0W26sVvKrnM0+tBnQp4b4Ku/NAyY/WlEGQWeLFcmADgVZSYXAvUIrFqmzxLguwniTeTdQgZ2bxOgHgxACrV0eqTCoLlJeCYgBkgV51TDWdh61/dpwjM+qHO9S7STzxa3inwiLsWQqOcNbiI998FiH7heQhe+lthcXdc6hVoHT39konYNjmNI4bsFUsLyhiuSYIiNSWIDiUgFThQrdF3itnTXPSwi1Zi7mUQblFYZhCxaaoTGIflYcQmf+s0JlnFgSmdSR4+RF2O3CZKWZwVaNgBlFtgpRSUy66nv3+VQWrnpzjBoKhUaVKjifQ4PXx/c3TjqxgU3gmtOOJTMxAvTYhG9LvnKgWQwn63Ahn+9xFXkfw3Dpvb9j7HtfV3z2ObUjS+dyTfCgB16sYOx8UdajCY/FSmgDw+VHCWq9VxNZG0toYMx0V99534/WDsnTIuJSN4o0/76c6PbPHdjz+7ff3x8Ln6BnlBmBrcNjzrI7ETuW5Xag6vssOqWs3XAJsUYV4n532xhQySZz4epUJ0f+9RUERB+Y0i4WtTFuvYJU0/9M8tHmS/GanqV9U0A0DOFrGCkN6EN/iPxbbtr7ZRJxm0JRbnwC1omc4eUfrGLNDKzcxDuwdtJoV5wx+yEi1ikHhDPS1g31oLR05i+8C1LlWpKtW4dK0JCh8SFAUoAr0Sgqjc04t3zimodl3708ChWfzoOCweb2fFZoE6OmG9LS28dH5SB+f5D6abkVr7Yli8ezSoIy7VDWfr51NvaOwWz47b4XFXg6uNYWdY7lMKkWUIMn78yR1wCX5W9YLa5ycVNGQxiS5VJ9HJ/9ojeuuyL0ze3Xeqhy64XHHHLysCK/uCDk7IMUL15BCx8wAa/3wQEISw0Cfb3n+QUgREdhys9fqcdo43h2MnQiYzu20netN3tn2h+XxmqGp4R6KyrxA4eIDIa1CE4CMYczTtv7Yj6XujlNHjhr/z1n7oYZRqcBy64vVAA2ZOym3olZPd+SN4nheOR81V5BRDu4pMCNkvUa5Adv9sdOeY2g/28b7ju++By/HfrtxvIWMfW1aFo2FKeNzgif8LJck3n8Ys036U0cy3kGbhva2FDLgcUmq3MGVAEQgW43fISbgeb6lgiHQMtlERQuoshKdwsKIFtXQOvKGxYOdMaoewZRF0V9u4tlprWdKSYhKtwUAC0nJTory00YKsIq3zudzSxu43uQ+Z1Ws6i1zBWiRutN2KLhb6wZn23sriQswz1gi425AwBRJASqBapE61JXB51ljbtVLPNJaBKaesipvBt2UTZwSOKPFV5fqpz0BECKXetvi0YnCTasiENfFD64AIAjBoBRNGXt6SUxFiRs1vJ/P4xjPGoVDZFwSBe8N6oWJoScxZBlfP+pS07I469gWIaaxkYymLKd+nTW8Mnj8TlibJF2Kb4vElQeIzRm9RpxRklunuAFZr9wUjp9WNhZUUO/YW12dnOQwvJHATODZWKfUIPhS0RG77L3i2Bpha8rghzsJs3z8DCxXvWYC3d3JvlgC4mX99XfRXNTosSlZyo0+WwujZzk0N1KGve/jtcNcltrbq4e+xCBva5Wf5NhInM8SdlLEjK5JDOAxnXJHKb+UluTpPyoP/V47JNVuX1hoyVBB+3lPiUROzXMe7nMtxo737hNTvWJTJMUIYKwhht6gCnqhhGIjY+qXyloZih2IHGgpURExKCH2fzAXTuoaDYRfNh4y0AbVIaLAHp3ntkHWtSkX3eiY7xpzGGiD6QKJmhL1FCStURuTzgFfJL45U2rCSmO8jflce7g61CgmqDCxU0YqKxFK49+51YU2uNot7uuClC7APKF8OEk+b23WrsSmFE6sWtBjOqOeJoFReYUVDuEVrjjSRc/9nBIYeorTatapillLZ4qnLQVlQsyCfuXs9bZd0RctZLJWUeKuiOVADf5wj3o/y3U39diWVdOtjCB2gR1faVvHPGODrGmeGsfASqS+tsW4UVTiEdKrRXHspvAJAM+TVoGSd8VE7gE7zD4NAiQpy93WnoUmAFkvxj/Q9dnFq0qowWux21FRhHgxRyHnEGwPRZKm7th5CF2KiBGaSoHFFbhS22vtRr0AtPUxwn2AGCaXK+jLD3LW992EXKsgRAZ/VxmHdH8PXgv4clGF0eLLXJOnCXn+bildtSavNWDzHGRIl/Lk6TnUKeVuvKJSTnLWucP4xVL5MoDihxpI7rocuMKkB7UoMkYTN9Kek4mo3VP7vPXE+hixpxiN43/UBqU8wtVdG++r/XzRUAjNc5ftvQZlfGgIWOMKwNAw9lTVV3vnrowb0XG3eEc0BtQIGHO4/bljnD4iQWPmzkF7ewrZ4q42dib4dLMzAlRQiwgKXWhsB8YTSQ5vJECNkz9ZTLfFzLqFOJ4wAgjMBkhqk577S0TizawS8/WSkyacS1FveJIYIdC8v0TA/f320AEjqCQ5+7g+nEV5cqtixYC8pxX0sHdWr7rOWQr1rxV4Wv00ISe7aHy3i8EY1KqeXadMmXvDYZ7EQzyRVwVLRKBrRbqtGkdXZb8IgY5K9bHhKQGJQY+axqUwuJPnPn4WWDDkqXpKTyQYWXzXiDM29nue8g50tRFi+l0ZK9b0ttJOHWMWFMEKmNiaVAOHlrJda6bQTTgMYRiP39rl8wzc3cFLDtZJPKHb4s+z8TDmuW2YXRjWmq3nmsB1FUVVx1zkhI3IMwJZykAaBE70LCNsjUHoag42Hp9AD3dYv3sH+uoB6XoDQ0IVWNZWZczSAnfeqVOYLjx3TnbTv5sHtCkOMTJxj56hyoFyAj08iDF+ubW0xVrEw/dQQhL4/fFJWPRm3KQMpNKMvr02MKTZuAwDfCpeHPfr29jn5q2ZAWtKxe4RGNOHSvEATucjBbUX594LnYxhhOfawfOJeoa2IVudERORQhuPMU1qzzPviIqpra+Efl+8AE0ftbenkEkWgqdSBKjYLBEmaqe5GIvZoKQksTWeJxGk9r0RvrZ4tcXOopUDNBgbsojGuBU/XUTJmVJ+GgwAIq8y5pvM4tlAsLILcH+nn1VhNAMiiB8voJyQbgvo/oz6xb14nU8C8/HdSYwQKxByfxYY+HJzBVEeZinMr9WyPMZG7VQpHo4WlFSnEDMlJS9Z/HRRwWuFM6oUHpG/FdDHR/DnR9BXX4hyuz/LcY9aQhMpyQEZKmhoWcEPd+DThHI/Iy0FaZpaLqA1q8GsHqMd/ejzVYLSVrTCvRG7Bs3K3pB7RtipaH8tFmXvX1k8uFlIejbWPq8a0xcYP/n6YxL2tkOX11tT1ICTvsj6P0/Ap0d4doGm1KCEHOQAS7tnTKl5dcGztOt8Deu63zBmDYGhADU6MWxQeraebWwrtoKxargGoujSD77BBPjJYLhc+8L/JIqPTidZR2VAr/aaEduiEI8xyaOa3AEJ24xRQCHMuyblVAhcqSeW3RYJ65ixZUhYSS5bxNPT+YoKZY+7ELzXbm4igrPn7Rl6JF/ulZQZJsM9Y37xRjn/KFB1NBx03XSyMyrIvXZU3GQgX8b+e2qWjsmGY9DJdYsNE4CdPObYj2gcRfLWjlEd23Oe/9tSyKaEgeZhAvtQTArekn3diipYXBcQwTjEtbrPrI0LZIBZDBIlPSoPVaHx0wy+P4tgDxWmpB8zwJq2YfA4CXGLzrPEu9fSBJNB3UZmsbKhNLBXdZzo6epnE3vFI1XQtBTUuwn1lIEPZ0x6yhORnCLFs8bDlwbLsuap+oJiVi+XAmwLiS8TAQleOpPP2etc50cRvlgL+Ku7vu8pidFhcdnboopL0rPSUgTaNVKcjkUrrNFijHwLAkUNHK+UZGtk1vOaY+gjtG7z2IbWfjKzzCnpvGutbzH+2viYcWO1w+E5r7UZg3ZP+57NVRCyXVocT41ktepaJNIjSZX8xKrgnYU8/B/Xi+edDR6xKTIMcKB54iSGDlLaCrooPCMbWYslNEQmGE0snmOqsvbZvtP1t4pS0/rouF5B0RA4OrN5gOq7+73USKvdGdQZ49cWQlJCGnT9UWWdI0UobF4Vwsa6Nla1F8ioW9kzthh73fztld4lwtqO4QiD+nfu/yKMHK57tk/h982asTGw5yUg5kT753vV1Pz+oY956EsKCn80tsPPpP3kIwNgMN437+B9ef18AG9NIVdJ8+ComIHjuJRDQQrDaN4nJ/Lj8brvBVgWa+lrziqME89Gjeclu8Xp59om94TYiCoWQ7veIAyfCAcXAOpV5izpLA63ocVfLUUiUVPoRoC6Lu1wAoN2L+Jl8fUGOp/AH+7lnlnqTE8mHA1OJWFZN49XPFXOWc5HXtDgai3L6cgCEQDznjXurKk0lbToQxXDiB7ugfNJYsx3dnLVrXmMpcjfa1Wyl3jznAgJ6rlNqohzAnHyMqhddSqd2y59iJtijrBVV/PYPeGwzsZ8REsDulzkb3fn5i0WMSo4n5qBVMO6NeUb110kH7EanBaTtNixrVn1niklgYpDHwGAMA2hlgRQeJcDJeQkxe66Ebbmtu5DfilH7wcAEW+VRjgIxOHWDuWSd+enp6ZYSygnysIkN2PMUYADJXLIkldSG+0otQ3ZDUD6cO/PoPMJFvNGToJ+Mcv8M8ueA/T4VB3n67WRjwDPRxWS3m1XiEdy1VHbVJGLEHRAerq2Q1hsse6+OSxuxp+NzQ6TfVNRa1RGEVJ/plpVvF7qVQ9zlLVkceQCHDSrGeBjans2ojRRqUbvVvlDu3UIojMY5fgL7SWD5m0pZK7tLFHAB5bigLgyUggNkKIWzFrnWKvk2OBOuZ2MZFCiKhcXAkDznkdGXkzz8PhWApC8Ji8xC+R6nkEX7qBpf8aygnnxQgi+aUqR1AlL8wgwrXiFCh8aNPZwh/LVPegqnjV9fmpx1lJA15u/M12VwTrp6U+x4hiAcs6gU5ZKWjZGUwaq9lkVpRyMIZ6PpVpwFtYo300Oe6dFz1pOCfxw18ppmjKqVZVYg78NhuZMbkilJ5lH5KyVj4qMqa0N+9vobQTru4P2QrxsY/EGgT4KPm/LAn7UDTtrLLmIR06PFz+xyo0WPxUqbH4ni9XuWk7kB2w0hneA59bSDAVb0wCsTCNfr82zN9h6bB6mCTB2hHFHAW7Xx/0XCSzdOAVEJULdqR0+YXnkzv2I/VhC3vVQ7MRK5z6bKnPQbBzieIzKuVPMlNTgSmpIJvCPfxd0vUn4BIDzWC5yOAudNPc/QO57hSH8CNjhb2MRi7E/3bzsxHyfi/9ulHX0+HaUe/yufW/POzwyAvYU9C5pclTiVrlshyBFKnc2FbVCaMaY0LG/YyiAE7oa7d6XEE8/VOCDEdq18C5HDO6xvTGFDBegewvPB9UC9FmrVxm8u6gHZYxVKDxt3o6Ve2RuB1fUQYhTs9gBtL/Nk8ys5pFiuQjRBurdapoSW/GRUhp7VKEuui2t6Il539VIGwuApQl384oSaTnOm7C7v/NBiFK5ttQnQPJaPefTYOapVWKyFKiiMHOCKNuJUEgIWmmx9JkMnCagCJGLZ/VkJkicLRHSraDOyetjmxdYvjojf4p90Fh1PFmKCJKDzVIHGxC4eq1iSDzdfMxp1RSTwcp1Q2fcMBGuOopVBQ/FWcx7ey4SvBYtXXrPHRtaIHVWFrXWBB/hNqKWVx3Xm82V8RA05NETZ6jzMB26H618CAJDei4rx8IIsStRIe6k9DTFGeo2R2G1EyOMyhSAMNAR9o8KWSYCJV3fGhcfYdwuHWh49qtbILl17/eMoOTbDfTFB/BXH8BzxvrlWft0h+nDnRyF+vVHiQNnCRFxZeFJ1AqY8WvvbG0JCmWe+78FKHk3/m99s3DGczDuaGxwIz/116V+L1k/9khcwXMdveNRMXdx6B1W9WhQRPZz17cRZlaHB0A7Ezm+80DU2vWqNSyzKf0JdOjZj1L85NuuzzemkPnZlwfQlLGlCzA3+LcyoMQFq0DklhSgnmL2soxWcMBhprhYLG6pz+SLbjg7k9nYtVCP5e7kECRfb3KoQFBAQoKqTaB2bL9ApLHPMsPPBy4Sj0IpSD/4BDrP7lnS6RTGJTVWtCpEetQCIszglMGkfVIFyFW8NJ4SypSQJlWya/W6vy4cibzGM5MoZVIlXh5OCmUT0rWhEp4Stcq8ScybWv8CepEeb6CnWzuxKiURYtcbeFUUQK3arnqXfm6Ksl6vW+scOCRweWpFwpbkEb22dQU9XUSBWulJ9ZqohGcZRD16zAr5I+UtUJl0rm0tq7BppUd1fVhGQakA1S4tLBZEENg4uxe8UUYj1Bv+j+keu808eRPAMYVLx7ULIcS5qAykkIdrc9AVdGie3JjCpC+j992PE7/2KDy5BTkpiD99Br64x+17X+DyEzM4AWlhnE8Zp7UinWbwRWPDrCS726I1yGmrUDTE5UJfD9Gwk79sr/Ma4NbhXYxYugttx+tiKtyel2ueaOib1TDYkOHs9gOUu0l/GrzLXWV8hAjIB60vzLL2Y1hnMKq7VCpKnpu86+XHuLmiDV04coSxo+yNY2TreWc/2D2OPPO99qYUsr3Ki1YHs9aF1Ykyoenn1+p1Tv6o4t0ua/OY7RnhOEQCmkDWdCXosY0GvdGyAKdTY/bZtVetExyhkpiyc5pFUNxqDwUGwk8Hed1ukmdrysIqcH39Q7n8qy8bE7cU8G2VCmRWnIRI8o6nLJ6Jv2+DRNPjDTxn1PPkVafqlJBQQUiuWGJMnqoeImEQ9m1tUHipcuJUlkpotBSB1lmgXYmRS/53vZuQnhZnxYPFM6anqyszfrgTROGHCmHd34lhZBtF58U3krMsB+vbYvt70JkJ/FjW0b83eB2K3hAAptSqppmXOEHWWVy/ObVa3/HzeOa3jbEaU2Tkvj3j1AyAnFyQy7QOZ9Z63yWn2IqF2N/cmxnh4INj/CLhh1mZ5eb57sxB+KL8Z4iWFVzxPqfNd3xf7HlyY31ixF/3Y8abd4nX5Ix0fyfHu5YCLCvy04pymnH9KiGtjDrPoPqA0/XWPOEq5DSf0SNnolYx4k9yFKqcDMfA05NkapgSLgfvFcML48EeYwvKZ6OUg1EHoDceS+nvO6wJX1eR5Krf65T1XgtzGBnduzIQ6OPwAb6O/elCOCofLdTYEdP2SI5m4ATj+zAFEujRtNCMH+H9fG4MQntTCvml1qCb0mDhSJ6xvE1AB7cd9WYejitjIoFabZNH6CPmE2ohEDrN4lnbJM6TGAVuiXGL8zphqDRmcJXNHmObXak1W2iBpCaWYJjkAA3Wbz5KZaMvHmDxT75J+U1TwgBaactagVWPXSRqEHaFlLbMhDpLqSlOpOQqgbfz4yJs7YlAi8KaWgKsPpzaQRWs42AC97KIIrYiGaVKzPWrD6Br6Zje9PnJx86qrmEtCgPnRnaKY4FovdeWfxnqHbv1at8fLOo+5Sd4XgPr09afe8oAuE7SV7ekg9ETYr7umZsFHeHrIBjZ0Aglh9l6csgbgJ+rbe8590KrY2qPx/qN5K3h3Y5a9AS6eHEk0tj76d86YWtjHHOWTYAijFXsQ3xm3KdD28tR9mcNqV/2e/xOmgj04QPqj3/lz6VSMT0xlgcGZ+D2gZC/N2P69ID0S19rDDmM7ZFHHg3AZRXUaxUyI81fwk+ympW8Obyjx5S303bcDpRyV3lK37P3mLn/2da/rccDQ2ej/Lo1tw0lbRTbTuqdyffnUrHMKNw86yWENeTivxQv33z1aI+8ktcA/HJSyEbScPllHpstBAobvwkpJs35NEXsVqDe1xiqXRyiAnUNZToV1joBFDKbPL5Y9MQnLdzhG8uUbg2kHeurtSg4LdZhBwpEEoLBgsFTF9i2gj48yCa3FCIljnkqjj6T3ONNIFT3TumyAgVIhcFzcga2eMsynsSi1Oope4oRDezIpHHi9M2T98WVz/XW3nstoAmtiARpFSciLcafWyzdjqm0MbVwBKLXFRSbs5jZlVaXxjXE8I4OFonxsM0ZrqZwFLmIjFRSFjyfT02J2rMBWPoSzxlW0UwMxOSMcdKjMnkSUptD+LoOLV7tBEXzUg1aG+NsoTmr1qz76JmZ0h6V3DMCy547Xtcp40AAa2Ogn1m2ggr+CJM6WrSj8DYQ/B6rfK/wwxifVS5J+XDG9cfPSIschsKZcP9LFeUkBsH8qSB9/Rk0S315MDtPpYPINXTiIRVLdbTfL8o9mSc5OSol1B9+g8i43iWiWcndAbbtQg+jRzggPuYV+twED7ErH2nhvx0lvDHg9uah2vnI1LPOMaylnXW2ed7Amt4+vwqMbp61wejghizglehJ1B+2x01GHSn6b6GMgTemkAnBC37JGolkl9Sfj+oCeVh4AHoLMp42E4WFVlvi2wLSEC1fb308ZppAZB633keVJk0ALyHusQe9WF98wk2Jw1m0kvOqm0bLY3ZWZq2tCIH2i++k1rQpX0cCOHznPIPtEASSHGJaBFquQ7pD1UMTHHY1q53RWNGPi5aRlDg2ahXWubLD6dOj9ON88rOVeZoFKtfDF/LyJTzdTQ0Rui1y0IgS4Sh6eFXK6XluaK3Ckl3WDkZ09uugLLr1FRnHPCjxlzaxMfqJ2s/uqacGycuDgTAvPEt4xQq0uGJLSeaMEjBnr/zkSp1ZuBD6/E7AsZZmDEVtYhU4ABI3tDSX5yBQuz4o1ZGRKmNg3i7ael6WHiLFIIwdijWPLaEjYoX8cwKE0FNeqYhfaKNgpiRrvM6Ex5+ckRfGwy+suPu3P2ou/4Tp+59Anx69wAkgytzXn61bGx8LLShC509cVvCnz6DzWfgm3/0SdLmiPj7Citvshg3GPF1Tyia/zLHA8P2DEERHZO3Yx0GxqxdJOe0bZbuMfkUhzIM142uEh8f32mE775IywzrcKOognz1tyniqXRbBznhIp/tXUbli77Np31IZA29MIdvrvYpCXlkJR8mrAXnKEiACWgWrw4ynGUBudZrNY1qbtSsFArRkY60tDmzxLkBOREokeb/Xm28I9xZM6FoLXkzXRkhxjGGGUm4MtBNmTAgnLZJxuUo8M+kJTVA3/jSLYE9SJco8MyFTiUJlTeFKKbXjEBMJUk6igOV0qDbuxIBB03QtmrYjQomeruGsZX0vSyN5UOZqBcqHM+qdQOv5srYi/FYfHGiEmWCxynASmHWzqVFGsx56n1l+DryCDcNzz9vrDlngjQAcv+cMaBNoNmXGdrfULmWaO+Ncc8EBOCGOo5CBKkxkmfWsOeOqNDzsAYA1Zu2pd3oUIuXUlRA1w7WrhmVraJ57Y7HWPtUEwQtOScY6Gr72f4Sm43gXLcpifc5ZYeoduDSHg1LCOHO8JrYfQRnbcwA4CZCXBfmbCx4A3L74gHIi1ImwfO8B08crpm8ubnSxEbLMGbDyu7dggGxSFy0Upu/8KOEZ+upL4O4EujuDbreW3te9Ikvt7qF4htxvMKbs76bU4zgdMLd9jVhq1h70jAPPuIs17yg5oubZm5Eb10YkWNk+jijWoIy7uhD+XN6Uno1r3subHozDYTPk7TWe8bdIy3tTCvlbtTTEQIwtWRnQqkTdodkAUJIcAj9DrovnKPs91Uodk+h1cgzGJhVOER73RVsqPG3JyiUieCaxjbE+6weA7kzPys04MKi1aH+uVzDOQKp+nB1Nk7KiTwrBCTPdqmlZVSkmgAqjnnKripgJVYU8XYun85BB1wSACOmyKhM7+VmhnmNsY3GaNpW9qBTkp0U3HyPddJ6mLM+xOuTMyjxeRXHY5lKrmzW1zLxAygmcwrGTAMiuMyWv79fm9RWbdCc+5ZD1WkCnZA9r1zFLQZMVqowzkBh8srSfZlA6o73A+0lWDjVnVWJat12P85P3mCQmmRi4vxPDCGjrel1bfWjt164HomPn3s266loNYRxTrpEwl1IfMgrhgii4N0X6iSScHeOU/iByL40DQtS1H1URa6OcxTj/ie8JdwEALyvyxyse/vIZyxcJy4eEcj7hvjLmv/gDZUaXrfHicufawff9Nbo+4jysK/D5UchdKYMeHjwVk4KnnaYgU+I7GMqzh+CMsXPvC7vjYK0ztmIL+2KXbR36IYYatilHAaHysRibhYQU3t/kokcS19D8/Y1BPqxXy24hv99xMH4zDj+KMt77fWi/vBTySDAY0i/Ij59L7cD0OMgGTdawUHxBBWhwvAfQ4iFODNEjHudZlIXVfV5WL6vIiZzBaErZ49hR6coN/TV5CfGOyKwcGZdoRgclAuaTeMomPJe1HdiQJCbsEHY0oCeSf6aEPV6vcWRNkQIgyiOhpSuheXhuvZaq6Vcajy4KX11ri4eutdWzDqlPjbTEnmJmc8LL0o+FrQlT3ETtVC1ga8XruO2d+NP9Hr7bkU2iYIppb0nP3Y5HNALKdq9ADkaCQ7StEIo3W4c2d/oZQYlttci9J8kRByA50BwK3iQCaBaOQYyJATKetp41tmk/izGqnmNOMoaXEJM2Qy4q5SgkdxmqNq8HHt543eZnhSVtvkhOenqxrvULje7vQN/5CvWLe6w/9VX7vDLmjwtolfGwQjecE/CDT4rKNYSA7s6gDw9Sb/t06pW1xb9j+o69k/7PT0/wdL2cpbqdedTrKvIsJyF+xRYIUrux3NGgP2iRR+Az84xn3NXlt7+lFiumaZKYvJJdGUZkPSBo1dZ3PxxkDCsFNNCN/JAi52tYDcgOZh7e81VtSLU67DPwcjhrp/3yUsh7RIOQkoRlEaGTk8J2ISXDhA4l8SgA944NfhxjCL6ZZsk7bRa9CjM9jzgeXi/C2iBIbtYw0KWGbGKUw+bZkBBifAnh/5oAkjxpUQ5n995Zzy0Ww0P6VOfUK11VxNY5hvzsceNM4pktmnNc0RL1iYSgZWdAey1uI1ZINS9MCenjVSBoI2yZULk2C9o8cT7Pcg/zknMCX299LD5rrm1lMXxLkXS0WiWMEAypdm7ygSc8xpDDtfGZXXqEGXNG3jMBYSiKzeOUfdxGQ4j0dyfbTQmYZqBouttqinmSsqZTiPXZq1SDxJOnnnlK1bI0r8OUSCzNOlsOe2nvEveAFtx5rjGHcM9r2p6AMwPT9utBnFGEdIBpX3N4xNB8T90W0NMN/OUZl5+UcUiLsKqnTwX5qWD65gK6KMtdK8XRw4OmnOnef3wSpfzVF0i3BfyDH25K8nZpdj4MhtoFgqLFmg2mvy3g222LqgUFvxvTt7WY09Z4qYPc0Z+fZTNHBFEhYlfQSmpkCx1mDQnGNEI1XjcybQxbhNTEDZIjH3YhF28RCt+QFMM7j5+HNqZkbfrw3D028P2xAfDmFPLGkope8cD+GwcQgE++30+t+Ub+Ka44OZBVDA72RUUkFqrl6JUCJIlTelUsU+SAs2tbv1XammeZMjCbR5VC7nTx5/IY+4H+XtAW7whHBeieS21pU6TeVynA2q5xZWqK2MbJvFjzvBjgWb1mG6ekC9/KOdp7s1UbC4o6AS3OLGdE88MZ9Ty1jb0QcKfKXmtymyICIErG5zE1QWXMVRuSaYIThMxKVqY535buWuwp5yPBPrJAE7q4G1jy4d3gqyp0QkyV7D659ILF/o9ebDoBYPCdVoC7EOh6A121nrmRxKJdQeTxakv7IiXX0ekk7H/z3rx4hygYsncwRZyywOi2z2ILHI02ID10GSHujrm7qQgmBoLH+QIMHmsKQMc1preQMec3+c6vUMpmlH76jLRIHHj++QqqX+H6YycpP19kfPJFTkejz0/gT5/0kJdemdA8o373SzlKsjDm/+8P298P0nD2yUFViHhf/7CD6TcQsMG7YzgNOPTWnE/gHWghsN3vxLjuXp9TU1xGLBMPewGjDxcdFqUZ/i4PTH0aqDXzno1tPXjpMbtCuApoY7YX7rB3H943Gh7PetTjmAUvfzcEM7Q3p5CtbRTzwaR2MGJYqK5wAY37NjhwU9owEfxsUT8+0Tzp3KevmAK08zYBJzHZgQwG3XqBh9jmqZ1pW2sTdMZ0tAPYsWNRBpiRx2PwbAPdllZLW88kNpYtlSSaNgE1J43dAGBR1HRTYZ5k7NJSwRbDygRATmSSfqN5YlVSv8xTE+GvucRFvb/z5PFTqbMtnoen/zxdJAxwOskxkkQN3rZYveUjhzkGIHG3nD3XO7IrZc40vh09l5fSZA5g7C4FyrwTZmHjK1OYV4GSHcKvVQiAhgzY5ynAuKrIeUqShmbdeDjrIR5BeYf55okAtvKkpXnLyyqpcNPUvNwI7Wv/bRzZ2Psm+CDKkVeFHKcQ+46GXCziEJEDY8qPQq7W9oyUhCBZEwB22NGfY+9p4zW2EfF4TilTanupSDW39OkzcLli/vSI6XvfQfny7GhGuq2gH35C/eE3boBJuuENXLOfi8znDGIgP956noJ950jQD46Fl/KNbQcJGNPv/PVs7nS9bZTKAVlrd6hCfy0fuLtVkLmulFnKy7pMtGyMCHEfKaroZJjzYTB33G8ptZPYIjwdwiVkqJ7K0l0H52AcupTB1xLAIrHuFazrN6uQn7VS9qw7ZbtGxUypr/8qSloVLZO4PKqEjc3Jy6rxkAxM5wY5e0pTEKqmgKBw62l25U3X4SxfrmhELwLVpcE8QBcX8ZSVNCiImrryb/ZOQIO8PJ6+KhEKgDGtvZ9DvI+YQasoVSoVWACaJBbKlJzEhQxQ1pOgcvIqUzInVVmyoZ7zKrEpqhX1PAuBrOrhEWuR+LZ9/3wCPj8ByyKnPOUA9VX13gboKiIkfL02gyW+X60hnvfyhnm2jeSSlNQAuIFLQTqfBUXxOWNn5PLTBVROXr5VjJF2eIeHCMwe9Lri5HF4ZFIl1tLQWkpV0UpzBvOrony4a/C3nc2bU38EqRk6Bs8b8nOamzNuMLyiLh1ZZy9XMyh4O0rU/x765yGHscVCPTactkdUqMZSk2a88g4no1PG1koBPz2JAXiFrLu7fxfWr85IV2GG0yRxXX580lQyJVYmAn1+BOYZ6ZdmZCtkY+819vtIlj0Tj3SEYaxGFlGg4d5uHK3rUCa2yZTN83eeOz5vfNYm28DIibXqMbXUskNGp+KVzfZxS5NjDx9iWVo6n6XXAW3fGzIVjZO9vb8HM49o2W7K2A7sf3Tfob1ZhfyjtAaB2aZUIlay+DHpICtkh7XVirYWhTmzFGaYcjvrmEgPKNfiDJcbvIZ0yBcVoo9VolpaEQwlhuCkytEURiApOLwaLTxKDX4KQknIPlJyk06zkMwAgfWs5rUqLYPjsFSkCj9hyfpFpYKuCpcBoKrIsyoMMm83J4XDQw60Hn0pni3kuX7UYgWdJtCtiJJ+vIAf7qT6VxLImucJ9OG+xeJvqrTXkIoR4/Exnqt/cyjTiDKloFphEU1ni/cAXiEwxjiXCR9dC+mLD5IrfbtJpTTzeoDmARnMtkgaF2k+Ni0rOE3AnLtzWdlQGGNfB6Hk8G3Iba5TQjJUJoQd5F5JqrMtSrDR+/GUW5lOjdNHAU16eIKtn1YEo7a1x+zFGGwuHNkyfobVWg/xwS6DIe7XRK1AyOgpq2EWK+U1GBMwDdCU9KBYbJ4DSZKLGHLGuqbCSLeKes7gfIecEjKRkKo6wpbO77oKdyMn4Znc3cncqgHvysnWjq2Jl7wwY6bvNc3KGA9D8dTObxPPf2XrlP4AZXc1EYAWjkrb8QcGL9mU3lHxDmP/27xbPr05RGM648iSBhzK3pwaFVv8/SWveCQg/nJmWdurPBtH3vtehFjkB431BsjILC5lAsoXUyNY1ZY+A0tnmbRwBRHwcA+PcdYqJSQTidLztIbarklKdND+0Lr2sRxL1UkkVjfrST8hz1g2Xd7GJ2xRxKLp9gxAlLLB4EQN8qwQYpBtDsvjBZCUtEVBiPBZIGo70YmKKGWqCocbsQV6n5hv6WxSEfZ0W0UxjPEoha2pzGLU2BgVO4c4SxGFWoXkYh5n9OZs7gNkBkDPoW1j7h7WwFB/to1CM2cvQILTDPzYd5AeL+CPn+DpWOo9Wf1iL/iikDFp/JIBUDgkSPLF5cANnpOSvoKivWqK2ZRAN4VElQUPQMeRG8udWRT6lMDnDEwyDz5fzK3caGhUGTgTCDcpcGP7ArJHeZUwCBk8DfNo5P0JaKESfX8nug1lSRHPejYGeWXQ9dr2aShs4kclmoHAPAj0fo81sk4zeJFSOznICHlPF9C/+ZcwnWbwr/wJyQL4xR+gfvy0hZLHJcLKG6gFzIIM1JeE/x45M+5toPM0/dqYBWDX+L01Fr3HeN90+nlI9jmEcoSyN1C8vZOiBTGG3BlGQ4vK2GW53sd+Hg216P12xyxGr3kkwHUkwYP3PEIVDq/t73vU3pRCHls3YM9YHr4hsgo/aozosXADpsnjapwZuKEVjNdEfwCyuT59Bi0nKWxxmgXyAxrpyA53AMJG0/xUUqWcE2glX1S2gByqnqaW+qLem1vWETYZreYIz+pCkxq7ixwRmBIorcqUTmJAVDiUyJWb51X12MPF8iwzKKmnVYuQsjz+pjCyHXVprUgdcRtvnrJ4xlcha/HDncSLSaDQelLBi5D2NFSjcgJdreIp23xHLy0YObE0oLNTbeOHTeNCeozDH7UgvChn0BcfVPAwcLmB78+ifJdVjQg19G4ATdzQGSNSWXy1SGlTWiV2DBfsaMzrWYwirrVB0gEVcEGlcHd3kEgW71ieJX/j+9mRDhQGTQAW7Uui5jHb+8X0KEcldmDO6OnKRcETzt08jDFK93BC6hoHIQzAy1WioJHLzCO3Kl8sx05SFIzzrFXk1EO393ECkO5DywF+IqSUgLuzzNf9naBjFhbZWxsFLUTwdGmI1961Ry2ykq29JsQS1jSdxDt3FCEYSw1147ae01apviZFaM9L3oWFK79M6FIZNypqjw9nM+Cy58F7gZGxr7U/se05xbinjLsU0oPjSw9bXHPPGERvTyHHgD2wb4XtNPOQGDNoQucVO3nGcjWNmDISTU6z5JHWqpCXxgDnubGoVcF5RaagiN1qS9R+JxLykzkmRY87MyZ3KaLsjcltnh/gCxXGMgS2cUzz/PXndnpMAVgNE1WiUk4OoFrUIg9wr73bPIkQrxAFfb21d48IgI2fQUkpSeGOqsbAah5I2zi0Vo+NisLR18wErNTSJwx2vjvL2F2u4MfHblzaxPdegwvrUjrBDUCOjrTNDDSD56UWvLq2NrXzftRlBn/nA1C/RPr+N6g/+FoLmZQ+ZS6sP55yG++o9BKaRxi8X/GAS5urWpvHOyW41HVvVPuszGwqLJyADKASiIus8yQ5966MlenboUsRHnTvbEfwxPWHuA/R9luA4Ls8ZyNLGqfDT70qsj94B8g1MmTMRED7WZRR2jJu42fBcwYghu2HexDNbgTx09P2XeOzFCHa9aafywWOUO4ekXBco6OSiF7/K5Rpd2/03u5L39+k/dlnLn8qxrSjaPRGSPrZgzNSWB+lggal6BkX41gP4YGjM5B7Yhxv5sdl7reMfW8M15329hQysFvQu7OkDxaPe8ohfgCD0ux+kSSgEGj3u6bLgJIIuahcTeGeT+C72RemexydsFKPjAg8i6KjZQXW1OpMax87ko7G6+Ji881qlP0cjJRQmSsMVnsnE2omuOaMOk3C5K01kIkEvuSzKuNaPA/W76Hei8OdY8yqVAgzfW6M01KEsEUkysMKryzF85wBSMw45PAaGYlPM9Ll2oSnbTYn8bBs6gj3Jc0TNe/BxieH8pER9pcbhvEbFE3cmMxC0PrwIL9OGfXLO9TThOWrGWllnDT2Xn/wtRZJqA0hMQ/N/iEo3Rw+D393r1dDIZ1RpHNBS5Gxj+vUTtMqRaBvS22DKGnhNRSpEV5DHqbNm641dmKdrava9qZBgBGG1LCAeagtZXHYf+G+UmBHQkSGMrVn6L2NL2EQvnInNulpCl0za0y6cCOX2TsY5J7b796nUhopMyghL127w9xlkyVRwL/Wu9prxnsYjtn0v1mryRXPeHZ0nM8NVD/Aw8+1jafZEcZS9zMBYFbnQuPd1uddxrUR9MaYc0A9JYsihc9bn7v0ujE2bx7zc+9ykJr1oxDRALT9edDelkI2S3zH8t6Ue9uBTfQXsVRNUBnJKUIJOQE0i3LQmAuXAjw9ifDSA+gNZkQiUdQxraOqAM0ZIIt7MrpUvAo4a7bIsiHzkKKSq7UJHKBV9CqDlWaVpux9OyHZICfKWWB2S7MB5DqrFX03g8/ZD3awflZNS7KylpvjJM2DJxWQ6uF4/Vktv2iCiU7tGEUsq3iTGgMFRCnT4yqw9vUG/nDvY8Jn8TxpMdKRKlNHDcImGipBWS4517XlpecsdZ6JBI68XPucxufiRdHI0opKfJ7B5xm3791j/ZBVKMJjtjjNsCIJbKUszfsHFGFJHepAiqbwnH2MpOAHBLIu6DY7pwQ+JR9/WqsWZZA5IotJL6uX1eQpCyKDwCsIxiGTFdKpHgrxeTfFqNd2uc06Ps66tb1jBMiokJkFeZmCJz9PjdCn7+Cparel9SO2mPdskHHcM+aF2XNyE5ZUuc82MAXPLDLh8RH43nfB9yfZwqWgPl2Ovd1Qd14esBMT3nwleMfh9/ZO4V7PPVeV8visZxXpM5ycH6mZ3LZ8YPvcn5G33ujIZI7evhvgsk7ZOD5AKPRDTQGOsfmjFlHBMF5xDvZk7vF7D/n5Ox55bK9SyET0XQC/F8CvheiD/xoz//Hw9+8A+F8D+PfqPf8nzPz79G//IwD/Sb30H2fmf04//2cA/EcA/FD/9g8z8598sTNmqX6LtqHqlwoiHUiD+ExIyheApArjmptlO+dmrVtf9Kg09zw8faj0p/Nkzak1i7uw9MH+ThWEyZWtK+boPdW2gYm0/rRtnB0Cki8Eg4zHDZcz+P4kUOfT4kIxffMInifww1m9KHmmEbtQ1GC4LQ02tDxJ2xizxIBh5BsrzlELkCYlNCWPi9Pl1ljfZqgkCNP485OkmKxFxzIJ6mDCeLXjK5+JSQGifHNuxDCLBdXgTel4RXLHRmg+l+6wLOBPj8A3H5FOJ5yfvkD+3gc9sEOqbaWvP6H+wi+qMAnGTIBIkcVDpcStfvWyiuBhBkpYSyp4aobkjTthDsoebWvA6oOjyBnTpPF8vtMUM4vrWxjH3ivAyaynhZEbt0kY9WBJUfISY2ZMknxeWfaZFfqwLIOqWQdauY0sDl6rrBvzig1NWEu77x4EXFmMLRvLQfE1RafjdJqbUWHrZC+lKv5+uYK+/oj0OKN+81Fg7G/TzEh8RUgkKuZufbMyyC2GugOvds8Cdo2A3Spce2Sz6ME+EyrsvFML4YxOVChT3A794e2+sli2GXZj2ti4Z1sn2i3UKWILXey9l73vRDr/bRzj+Hcli/dCBR2Jjjsk4jC9KrTXesi/C8AfYeZ/iIhOAB6Gv/83AfwMM/+niOgnAfwZIvoDAP5+AH8XgL8TwBnA/4OI/s/M/I1+7x9l5j/8yj5s2xCreM5L9mYbuRQlBMz95xRyh5nF2/n82Kx9U27h3nRbNGc0N6W8FlEqRF4mEgntpCSIcDYPB4v8TiwKwz34KG/slBhjfgNuNTJpbD0FixjNM+jHgFu/zxM4T8BZ449M7oXQxyqe3pwBTqCnq8ecaVmlBOWi7G87zcaMlSUIRBOcSVm1MmE2Uehqilf2vFO6isI15W1HM9LjpX1/WfoTc3ag5Q271p4X4bt4TGWX8/3tjD9mBn8jy5tOC+h730G9y6iqPE9fX8E//Chs1/g9Y6abZ6gedD1Nktv9eHWo1vOSC0DEWlVNvGUO7E/JH5eQiZ3hi5PUufbQje0DW0/qldNtafugcjsUROeOp+xH3EHLgzrr1+HIJrQ9tm0L056p825hHWJFTGI6F+A8B75e5edTMIoz/LALQYAUhaHh2NUdZcXLinR3J0bFTY1HC7nsGbkBsuePH93Ts3KRmyMOXyJqPdNGz/jQ2HSeBmGv9r23mImBrYx8liTbhXyakrHUsq7fQ/iwa5HJbIQ568fwjHg/R0525P0mtSoYj3IvRRcNDdtr9mzmbr0cpmMdsayj4RIIoq8hHwOvUMjq/f46AP8wADDzDcBtuIwBfEkyMl8A+CUITelvA/BHmXkFsBLRvwrgNwL4Qy8997DFfMVIXbdCA3hGGdu13mtup6e4BZZEaKgCoHkGnU8eOwKdGjkja5qO5tR6TM5iOl7eL5AkVGhSPFEoxkvVq4g1nOWmGjvmpTFDg4cJoE8XcIVSW0qKEdOsqMbCSD/4hPQxtyMRzShRMpIpXwBybnFMY1ILl6NgjeOeFJYskm5B8wScz7JIwxF0TnrRTZk+PzUFcAoYf5bcXC8duBag7pyQZfcMsTqHmizP1jaz5YhmOaqSb0uLbR3F+/ZiyM6ED0bh7Yb06RH8K75AucsodyQx5PhOfksdz2WRcpafHtW4O4una4gDs6ACd2c/nKPOGRIIF8WMSfLA6VZdiFFtcyvHg6aWGRAFmMLZm+IgZlgB/fUx5KFkFw4epp/THWE792r0s2Xwcs3gNHjYxtUqrZmCt/VuJ35ZHFiJcqyhDCoFzI0hu6vYoqCMBq/Nz4FHGIlMBDRPzIT1yEH4NkRB/3Ebxzyq+eyGwegxD2GbvbYbK44KckzBsjagb1uPO3U/N+RQ769cBA9n7H0vKONNSG68bscjJwuRmIc93kv740aYKlxKO2hYCL0csceBhlA+x+Ye22s85F8F4C8D+H1E9HcA+JcB/LeZOR4x8j8H8H8C8BcBfAngP8/MlYj+FID/HhH9TyFe9X8MwM+E7/1OIvrvAvi/AfgdzPw87mMT/QIO/+IAqPXrRQaUPS33bs+wNCbxWE6+INlODCoKt04flHnK4hVHSE0XDlEFOCFpvm3L9ZXr+Jy0HGURQWowDgkc5X3JYiTwskjf11WKKywLgHHhJF+cMQ+US/UiAcI+D5AQKVz6cCeQ8eO1qyrmnuRya2fqquBz61ItdgudQ2shx1NjXCmXArq701zkUFXnNGthDO1/pxw01FCLFl7I4Ag52zP31oZtSi0IwmuVudNjM+WrvM/u3GujgIueUU3gH36D6dN3cfvOA/KFMX99AT8OjNyQ2oFV4rk8TaBPj+KdnrXuthYL8bKiUDLcxKjRgzVlFmG7VSuw2aldVsK0FBAnYL2KkrY4uxIOGycgeCmbQU3qNWglJvs4ft+GRw8bcJ7EkJ7iwjyQ7jwfOMDK7N62rik7eAEAX4JxaGslKEJPe5omOdvchGo0OoDeuErbz56re2AlHf3e34bAtQfbArImbZ3kDDqdRAEPcLm/d8ametmGsLVnzI4txr9feI9nCWCjA5Wzk8i8vkIk7Np7qDPUKU/1srvjPgdlHL3ozkmz73DIZQ4OXby/w3VGLozK3r6TCcBQE3xvbezk9I/tNQp5gsDOv42Zf5qIfheA3wHgHwvX/CcA/EkAvx7A3wzg/0pEf4yZ/wUi+g8B+H9BlPofR5va/w6AnwdwAvB7APx2AP+D8eFE9FsA/BYAuKMP+z184SVjizENvi1qwU8dAaWD6NTLcwUSN5gp9MtVvewEVPkOz6fu1CMjITm5xlpKKGeJB9IiuZ44TQDWtliYW6Uvy1G93sCPl0YCOoqtW5zPFORya16twnps76ceJ6YJ9HAHhnjU9eEMerpJf243TzFqUFNqm8GsT9tYRrixeOK6+vMcvrYwgHlnpzkIavKf6ba09/FDxXWMXyNYrNmYuXDVo9mUwU2OKAQGK4d3Cl6D5yzPkwq/3gPiUpEeF9z94g3z9z+DfvCNvJ9B7YOA46J1lGc1AvVwCi+naWQvKEyrxl1aa5djbLnb9r/lG3t1L1PsgMZ/ITs9hfKmoFbcwzyUcIyoG3tT9spUowJ2I8d4G6hgTpu12hnRBnlXBq/BCI8GeUxLUqPVuRQm+DrPLECMrEej3p1bcZCERrLrYpG1R0ti3rrfe0Dsxvc5anvKzYyFqIysK+p500xIDw+a715buMj6EmB1wDy1tNkjHQP5R+rrK9/7SD57n/U7lSHHkeaO9c76Lp5CZUz6qIyBNpe6Vsc327zpiPigGRQb5Wz9m3tLvSFtyvMpdfs3kxEG1z/TXqOQfw7AzzHzT+vvfxiikGP7TQD+CZan/Tki+vMA/lYA/xIz/04Av1M79s8C+LPa2b+k370S0e8D8I/sPZyZfw9EYeM7+Sc4fH4Yq3hVvp1BFkULwuPUFOCyCsEqEZAmOQiAFXozSHOeXFFjnkVQAuJtZY0XI1pTkEpRgBgDWWDBBnNzWzEah+bZLF1qxLApIX26gdaiebm2qFIHxbjyGD2U4MEYO5qgj45e5VrES0pKRjqfxEv9eO3SN5iCcI2Q2ojKjnA2IIL8VsCXiwj+UDLS+uyQqsctWSBmLODlJlW6omccIUJ7d09dUCPswLPhZe3+xmPu6vCO/kiiLdkEcAVBP/eXcPr+vRBPvvcd+dPXH1G//0tdVTjK+kyPYac+vpsImGYniAHQohYACvTkKLTcSiuoktA8ggixJWpsfjN6VKDTdWkKNmf5POmBLM7Ob4QaYgbzUOlugA09tGIKWUvWeowQYS0iCsIGvft9g8Jl83RIECAiboezGLPX4sKLGkHzDAuVdOGTOMemxJ/L80Uw8l/bYknIIWf4NS2dz8CPf1fe8etveiY70BRZXI+KrI2IhKMKe9Dr5sFBcQIbRXsYNwa23qFlRezdX9ecoG29snRlfDDejtDtGQFxPe58fxdq97j0DnQdv6troIUMtvflHTk5thcVMjP/PBH9BSL6Ncz8ZwD8BvSwMwD8W/r5HyOiXwHg1wD4WSLKAL7LzN8nor8dwN8O4F8AACL6lcz8lzTu/A8C+Ndf6kv3Us/8vGkDUSBeSywF4UUQnPy0ELDms1kaDik5a13BKzelMc9y7aIQtjFCmbv0FIGzh7gGi5dGQIOkWZ5ZT+qBsyhqSaESLxqAxKHvzu6xE26iYM1TDlBjTAewk49ccBpRRmsogwi4XkEfCfxjX8nvqvylcIrEWtsCLULEGWK27pVTOE86VDqTjVP9gHKuEqsmO6/X3sFgcVVOfC/FQKQ/qjCQxbsNJIywMOJCkI8iGWOosmXjJK8xeEQ7G8mFwwgNGqHI4u9ffon6vS9RPpyQbgWpfhDi1Nc/bGS8nL1QgpQ4JFCZpSyrxfbVS6g55B5XCGxmCteUG9eWvx7HISncmxIwi7fLtQK3m3jP53Coh31fzxLv7mXzWtHW3SwCsfNeBm/VQxfm2UYY0L1eVazds1RAOos8QNNWijNn4KaKvZRWJCLGteeplS0FgDVQYgyqfAWZb4REx8+68Qb6ez6Ty+6w7Gjg1fYs+vi51dB2j1K84K5GQTTMd0hqDu/W2qpY7cW9g+du8P2RAt5AywhGIuDztzdWpnRHL98dsBLizyODe+/9Yovr0J47kNK6d4n9tIyWwN0Z38G8dsn53oGvX7GmXsuy/m0A/oAyrH8WwG8iot+qnfjdAP5xAP8MEf1rkL3w25n5F4noDqKkAeAbAP8VJXhB7/eTev2fBPBbX9ORzSQevWSAE0fL0yEEg1GTKBmiJIe9T3HjkAsePkmB+Ch4vWQhAKC0HNecRFDpM6QwA5rwrCQx2lLF62OBycs5g+cUCoEAdZYTlebHFelpdWOAJ1Wsl0sT/IPlSerJS8w7eHNzODTDFqSe+SzC6xHJku7HzZWzQLnB86Sk5e2Ctd4IL9Q2uXnXqlB5XcXLtX4YHFqKKCXtL6UEnGeBZedG4kEpoqBLUQ83xJLHmGf0mGlQyoAf1r4h/ozszyGexDFlyQwTY6IagU4rbqVbceOMHu5Anz/LeFcGIcQ61dBiNfaIWUmGE5gJmBJqUob+KmEQVgTF48BZz5K2+HGc65xk3ipLvN6U1vXWapDbe7LG+PgmCt8Mpii8qJ0hTjm3eG9Unnap3TsKRcu5tvWp80JVPeYdGJo1tZBLAZXcG4WJQElT7VIFOHXKxK8hicV76k3MDniu1VCq9jWe7bh+vk0b4763m8SNbR1bXP78AYR16/HvtWiomXLJ2eFh5wVYn+3ZO47PHtHtyEvsZO8L3xkV7UaWVz3uNH5ngIUj6W63DYjB+D72/W7tHLDKu2dZDYONg/BXHkMGS37w3zN8/LvD3/8igP/4zvcuEKb13j1//WuePXxna32NL32gfMfWxWhMKa9rx8RFTqAVmm5j909eDKSfgMb+dvgaEGVssEuFMGPtRCDWikNJmbJJvOA6mwcETWch5FuVIxBNIFZq6SGh6hWX4qxhZzBqzWbbcHK+ssRoqsGIVQvPq5Lj24ISUnOOxtHnxljMO8KpCbmmFPyUHxPGlcHQuVByEwDQeXbviC5SppPnSbx2s5gT933rvPUDpdwthgGCDGkmlkY2GnjtoJHaFFBsKtRMaPMv/hJykdxtLzzy+VG+P46Zsc41nYhvNyHenU+i8EhCGKIAtfvXCmJqIRBzLAtL6lgcCzf2qNXINrjt02fpYw6xMD8zm8HXG2hNTXG6kaNzQMkJVpGEFefBT9yqLBwOY/TnDNQMulwbbB0VexSqkYTDaiCbIWMhJfeAV/G2Nc5n3rtB5WZEgwjpyy/kOEVDj8bI47chNQ2KdEw76uRWuPbQw47rblmaUWyfrZIl0HE7zAOM8H8cx0Bwsn3Jt9thCPBQDkQj9eC6+Lejz7mop77jCADo95qP4xhnD8ipviqN733Qxjh7NOA6eR/fIYZMfK2Guf4WBtibqtRFCIoU6E/nGBZ/HDwaJmxjzVgzNl+tDv1xoi6mCfN6rB9WQIH0rGFL5dB8WgoxEKvXSwWifKSj8l+pqNOEot6ws1xNdq7tsAE+TUjXRZSTxlsohQ1gnmbOTVB5HwTWoqk24kRIAegKLUQkAHBFxwNrlAarFYAUZhhTsxwaNgMmzJcJxVJgFbSQsxzGoIxS5CzKmEgErkHatnl3ywgebIYX4oL+Xlqe0JVPRBXMG1yDVzUqcxuWx0dAKznR6YT0vR+T6/S7ji6YgLWcbLu3ogi0SopcYkbFDMy2FuVdaW1wnx2p6IeTcA0IQVirQWnS6aTxV537MfXLmMhmhLqSrZprHgRRQa8AKLBozXgzKN68+sJi8Ma1OMCEnecdx8rKVuasBqcayJWcHOblMZllbelhMlaT3uB6ui0t59ne/agdoSn2NxuTQBz1a4fvP2f4GrqVPjyIYWTzMp+Ej/H50ZVVB/1GdMTHq7Y+RVlJpGTCrZfdsdb33l3Tl47eZYS49+D+UZZHBrwjmoPy79qB8vPxGJWy9S8NMmm4jyOLZoCOeqNd6DqnMw5c1un8H4AYb0ohe4tkjaiUte3FAfrvs6cleFP8vyt+nwMRyWOapVH0La5pJSAj+SQLc1qOy1O4OtyHoJ4ys0CY54x6kthxWrkd10qQAg8+sUC6rFKkw47pmyZhT0eBBzRFY4t8lrrNfLnKhs77QsbZlzs1eYGmgLsTWHYKIQhBqTYlrifuABJ3h50elfXwAktJulzcM6JpAj08eCoWnyapc30V+JSmDK4FvAYPbVOOZ2h7XvL4np7KQ0qImZqyNYb5M4UGdoljOg58uQI//MaFHof70jy54OGUhBlvhoCFT9QC9zAIIN6frr1kRqCminFOeoBJ8e87WW5ED9xj0vN6LYUNUIGk9cGD5LA0wC5sEgWdCSkTuDJA4sGaYaCIEZ9m99i5tLxjjxcCvQcY78sWu6ttLUFt2srtNCbLXTbYnKh5OJZW6N+TmtebNnq/TnTaQe2iURNjtMAuonQE69r3+Xrz/HwiEiMCAC5quA6kJr9P3qlmFeWjhV8QL+H+XWNI4jlOxfAum3vGZuvfZLLm9268VZ/3/b3b1RGP9RgAeL7yHinMsypyD3mPzzEUNChjQ6vkWYPxyYyW+/m69jYVsrUDcsBzLDwADfoZrSWLba0rOKmAM0jNhCEglrsecI+UNG90uF9O4q3kYP2a90Ykxy8qC5tnQrmbBJq+StCMZ7PUgHytmD7d5Pu1NsFq/9wrico3TG3KIrirklr0GDbUIIBTkiIMdVtwvWs7xeCFWajPPSBBdXFZLYDRpcRMcMjHiSmVgVMFLSfww5ey8FnLTz7WVt94LUC9NkPiNc2U8mBEyDtlUZylgNLU4vAhj7rzMID2rnsxop0DKg5PBypFvOGoaDRPk2wtMQtknxKwVvCcUe8kXYkKiRAo3AiKifpDK5g1xa162UpXxhreMGXMpcKOdCRbL7yCq3ihMd5tfYvnFHd704y3ROLBnk+yTg31IKkmRmt1AmEXM+48qQYbGhs3EggdxbJrDVYExCu+O/eeoPIq+CxnhRPUQLKzrYOi2uOl7KF07QtDxaexzOJOjPY5+cXXq6ZrFtTbAnp8cnSpEZCa0xLvC6CtXRubqJRNpp1OqPE4SXNiDuD0aCy9KH/1fjY2OjDH18aiJsFDNxLVGDc+vE3Yqw5lj2Gcg/eKitbaCMFveBqbew5jvdPenEKOZKxnY5pjrFnbLivPFEMkQ53QUk5MAbolL/AcYwJh8c3OplSAFtQPEJEdc9dgajkX2SYyPxU/+5aYAFbveGneDBVunrh5HsziJZdbW+ilNCUyi0fA15so5ZxAmLyikby8wph4pWIZCR/RWrZCAmbgjPcwJMI2r82BeYL2T+PeuL9D/eLccm6vq9ReBiQ9J0vckgFlXg8Q0nObdVTGVjsXlsOZN1+RU30G0tJLTVNoIoy9VzGKq1WhGgRUauvWvFsmknkEkNQTbvnz4d6WNldtbTJo1j20FgmFaJ47QdYcXwKc7WxWauNVGai9otq0Gshk9h1ZGLIm4/46SToXKtAO1KghBWyAKKM3EuFrO/jF5s1ytudZuR9NsPLd7PW4kRL4PKM+nJCeFuDTo+yduzvgzB6fhRHJjtbUuA+eayOceaTQzfgIISlWMiAMpRm8bje+sOORyod+r9afsDbtpLZSutOSGLoWxjkZwohjWupue03FsrEZZ8POhK9hPT5XLhTquJVwfRzrgOgYMhLfS2/QDOV4bzXqCeH+kc0diI0v1Ut4cwoZCAtsL14QLNUjUoH+0hcR6O6hMSlb1BZXnudQ81itNGiecq2ghRuhKyUAmi9qwpsZ4ASemjdgcb9JlS5PSQWSkLqoCEPb/nVHHq5rVyCjO+pQT1YCa6nBk5zdytebwLy5AnVyD4dvg5B5rsTfkAZhi3iz2Hbmh5KUAI3kDI/1fX6Uha1C1T0RIqTLCtaazCjc4EZAUQwlEt0WaD7Zft+9I4N3zHZ4vVrjJuBy7g0RiysDXo/a2NTiqaFB+fp9Z2NDC4dYFxwF6WFOi3dxSiCQKxUnixB5XW8xzkghsvB+Cf1hJsxSTx2A5+mueuKTnQCVEuqX96CcQOvaVRSrTxek+ztNJcoAWrxtzHd1eH1PGBu0HD1W7R+qhHd8fds53WYIH+WgjnuYaItq7YRnKArPnEDXBSnE3MWDnxtSRuSHmXRKeU8ODevPECJfG9EztPnfeN3BKxtgUYOMY3Ebew5q0uJC2EDSe6xi77J555ZOljNwOkkhoPiOVgRjd357zo70ISi/kZMwjNPmnjt/t/tvHK6jA1+AXX2wy9IO8L6P017IJT4vGKmC0tnX5OeRaPZce3MK+ZBhHSvqANtFEGHdMShv1p0NOCXEqlhsyg9ogX8nvRQAs5M/DCZkO+3GHmOxhgT3br2gfmGvZU1rgEWZgQo9r7YbhB6urizwYYxXRM9uXYGni7wHV/DSlLhD78ETac8ZPOIBlnO2qjIzEYhbHSTnSqi058ZWWfrHDDqfxJtRJiluC/ibj6CnC+g0gw3mTOpNMbc0j/kEOq3ASt3G76Byfb6U2+RjwyOQSOSIP53f00k9u9orAo3heklW87SD8eGpEybwNWZpVrR5Ig6j1apHciqMfJNiHXQ6KXdAY1+FBbqeEuopyxpa2A+gABRqXCvG6qpMBJpyO9jipnM7z0C+gs5nSbNZVzleMJHnsruxEVsJcxw913G+b4sev9jWMtUqiMf1Jql86yoK0TwtI/TosaYdQcwMUECM50AwYuOCmFG8Km8hJ8lHNm/7tsia0wpejorpOqAyuSHRKeURJfo2nt9QH9retSMhmRcf1oW13drco+dnc6Sk1W7dBkNn0zU9etZLXMZ7RsVr99thMe+lmm2OoTTiqaFq8doa/j7U0D70Nsf5sBDlHmvexuWI7KXv9ywEH1ndL0HnLxQYeXMK+bAdvWRU0DkoEgDthBTzxPoJ9yLzWm4SVxWMVqxiZclZng3S1nhmZiDpOcmqlMlO2KkQz2ddW/Uth7n1GquJ7RtQrVbzCt0zGiGvA+WyrPIMK5VpxyRa6pEZE1r+0WKxo2ciY5faponQP+8Io2j5R/bxMD98u7VULahA1dxjrzPOIsTJcrzN2Hm6aJqOlHDEwwNwubjwEe9V+6KEJMFlk9cGRj5JP4KnRxHeDGQ9gfLuGvRO1CDmWlt9cCOKaI1sZ8GXEsZoB5auAca3cY1eXk0af08IFRpUaCucn5Ok1ylnwdYULWsvrOKBIqdZlHKtAh8nPZuZGbi/Az5+2h6lZ168hXyYt+xcW6s5y3r3kp5qBAZCpCvj61W8DUN8IkmJhWRlHpoLSjve0wwpVRqsYSPnZKyli4PyPLWSrNHjtbxoCz0525paKMrG1t7d1vmBkbfxkmOz2udhSURvsK2RHpqW1HXqCJYdEXWA9mWOQibFIfReu/83pzodODVj61CEAeLtyJM+BgFt8mf1YQ8fo9FRGFunvF8geto77f1uJF00I0D2QfX92sljM+THuYocm4P2thRyICFsLJ69WGb8WQVihFrIYEszyvxIOAbAYKwOC3tlq6Uv5M6rehZW3ciIFBZnsRoHWrGLrJawCfICseYN6jbFOzaLIRuU7kMSGJmZxCOydJUamJC28FlhQPMy/XQjHVszQsYxD8LYU0cgC9SrIEW2dZwTu5UJJH0ea7yXC6TUpi5YOp38fF47aUqOs1QBqzF9sjrZOTUFmhTitHN0r7fm5arwiv2j6ew1rL0msHlfJy2vuEghBmdWP8pJTDQpIckMG5ZNmFRodxZ85f255eGYvxSEgP7fwbtBGfh9p6QkLjnmkwxOUaOOp0m8YwuRLMWhb/MWO6jOPMgf+0quf9I1HyDsGB8cYeTNQQH6ntHLYyLZN1nOuUatjgC06lOKUN1KI5i58A773mLGlTsYkhN1hDEAwKT9tcNKzGM27zGOqylf9Z6dxT9NUoAjTKN7s/G0p2c85eeU8nNhtw2J0J4fxtrWqf189J3Dz45OXLJwhL3rCIcD+952JHc6SvS8Yno2/jz2+ej3GD+2VDqq232Zw/owA/jAI+6Y/hVbWdn1Y4DWn39lAG9NIVuzyX82lrG1miLRweHCeL0pY9tIt1Zuz87c3d0g16sohdyUKt2CZTplCfOZJRXqM2tn/HuWquKf78XiOsg66fFyrbiDeV6srGon4yQCPym7OeRfOgQJSMzIYqPxdKbRQjZShx7uziOZKn4PAKii3kpfeAVoFq6S0Oh8An9xD56zsspZC2gw6MO9GCS1tKIoeg/PoVbvCufJjSS+XHuWrKUX6Wk5nh9tdbGTlLwkntybxjy7kHMlmjNomtu6qdzWVUjTsfEZrX7PzQ5r1VPRQs6jeHwVoEnQAkMMzCtjESo86bnCa3iOoS2Ap0axVsC0kIm9UyeMlrU9h0hzdEvL9QVAtjrMyIrvZ8ZohFntfkBbd1Z8JhAsyQ5Ssc+5P0+2K+hhXnSMw3eGeKt652VFT1rxzeLUXoIVgeTIDd6NGGuAXDtGc0CNCADXoU7za5spZYNwrR2lSh18vklX2hiCB9BpCgZ+RIgiKqaoR+f9GiqUkqydHfa0G/S1dqGbo9ZlTewSSUeYeXhmjB+PdbNjxgPTlkgZwphHzPFXEdc8jZBDGt3x9W9PIdsGJ82HSwm0LJvaoXRqZxhvcu+K1lk2T3KMa1R2WFcIH5q+ceC9MgpoXTVdRQVa0XhdrcDCTdDGlCWgi1X7+1k/WYuBxI2WCACBOORLa5/d0rNNY5aZn7QDWOUevt4cjvOqXjbEObulz0Ns3D02g65TVpgpN48h5lrWqoX8CZSbMG9kNBVAp9wJD1cWthEezjquRbz6lGQ+NAWNUpJYpxGUSmnelno27RD5UJpTY+j0xQeNly5+mhWWFThF4dcUrPzajCW+3aSvVgYUaKlnWljGBUwgjEWDpWNojhCgGiJcyUMfciqZpbTBY8lWEMJPfyrQCl8NduUpgc8JdCX5rq2/aCxZLDasR+dQONoSlLHHFE0x1j6tzsYwGkde/KM9h2IBBgqCMdnaJEc1OsNWnz3WF3CPr0Bh6NLnYccYqBK8fD+OgnwwPMwA64ryAP1JYaEdnsc8EAw3rQsFpV4pm3EcvLcuVHd0n7HZPSLPxhSV/R8M843ndxBHdjTNlFJUyqH/rmA7AtszUO9obOxwXhr/YOs1b1pYA5HARXV4ViK0g1tI2NUGWQ+GjOcp699fIni9PYUcLXodmE7hqjKO6Tz8dGlfN2EKtDKSBndZYYEYs7IYkVk2B3lzvIh3RnSnSnbwbK1O747XK+krCIKQNb1CrXaLHQNexpBTkhKFt0Vjq6lZsdEIsTFShWGGjHvNBV0chNR7rk8XvSd1qVs+Jja+VuLyNIOme6DIYRV8u8kGyxRgrmD4jPEjS9+4XEBTRj0/uCLH3UlSUG6LwqlZnntbPM2FrWxgPEfXoE+F6A226uDWUKLPlLh9ZqjI3vqz9cVa/9shbDPygFZ8AqF0aPBc/LnmOQCdkjZFFw+IIItBKsxMt0Xi7FSFeBYMVlkvQUAwu8dMhQPxUL3qyMLVNcJrUU+ytHVSGMBQutLeD7a3FLWJXjczNsrMhjXpGlikhh2tq6AvOiayD2pbv9YCN8TvSdRgeBOQ3d4djCyr+mb3G4qmdAUnzCiJvBOuW/gyhRDRQesK6+x9vtfcEAreYggfhZu06+26GN+O8XY0b69TqIMMNCOfTqcOEekqIb4Qq40nY7WCJcP/tlbcEKBDJRYLibR+pxYycaUYvhTlkBEB7V32oOq43jIEDaXqobL6+XGrjAFV7tTqsaM5O0ftTSlk5hZvI6J2MHeEmWtyK79jZg7xGC6lKWX7UK16jhsO2JZB85s0GIXXVbxk5kYACRYhgFaRSL3cJjAApqQHBGRgBlAn8QgKS6ytcPu+WahF3y2mO0WhlRJwdwd8fmwevyo+Ot21uHiA7cz77aBTqMWv72QQrCugnIFktalFOduJUMzUBJgWSBjjuJF1TNPUKp8BAYYt7dCJZXFlSyeN3ZsSDXNphQzodHLhSaU0IpIqH9LqUBZv23hYQQl4HWYtJEGKptBpbvOga4WUVc923nb0ION8mUdic2Z9Veh8s+a4QrQqNQUB9J5drXJ26x4DlkhjyoowGZqSSO5r+yZLURyGoQG1vUMpYCPixUIUwXviUsF1bTH6IUbbeUiheIbXZB/HxlPIeo+4a0QtpjxlLZqiudr2HhCPltRI5kTN6C1re/+UWrx4rc2YMt6JoWESj/K11c3zIPjlx+FUskF5xlz1TYtedMwq2bsmXteN0fB7ZExH5vTu83WvhrRFY8ID0GyUgsgaH+PLmwIv4/rcg3QHOTG20RO2DAm53bFH6i0iQRGiH7NLtCQrZ5YwDkmNeTs0p4OxaziT2YyLF/rzphRybA3eM6sqhb+V/ozSCF1Yqww/DLuyf8+F2wgBWYsMwXgviJdMGgvtvAIzInThsRWymJtAFI9XcpPreUI9ZaRrQX5aQDyLJ2aLNsYQx2bCS1NGTAnL0WzaD2X+8rK4h0cqyNg81aTXm6JLSpxSz7Ev0iBjSfMMcHLkgQvCQldBbcp4hJtUwVnslG5a49k2BrOQrC5qcNzfgz/cS7+uGoecJ2Gvo/RpOfYszX/lRVJWMM/i2Tspi5XVvfVa/B04CNxpkndeFnkPq+DGyh4+aTrcNIFyKwHp68W260CCYo3feszNPYlApmNl4GapoMWD1W01vzkThE6OBkuzHA0aFaicc5yb8cPczkrWd7VCM47AXK6NNOX7pglYWyF+VmwUmtHLO/AiWT3VRiZMuwIStah92/Y7zxP4NKHeTSj3crZ5mjPSUqT0bJ2EtAmo8ddQhe5dEgnAQUnmNTJ7DVInQOMCnadMRHJe+LiGul8Hb/g5SDl63Eds3SO4eyCLbVoMKQCdbOnkn8mQsx39GuSwFvIh45SMrGzEOUq98h+Qna4Pg9ExKnSO2QPWl71r7bOxPnmUUaaMjTzpc9zek1mMbX64k7+fZ9mDnx9BAY318YpIGLBbbMjam1XIHYyxs8DiBDwbeC9l98zYjTIOXnh3EEBovK5SeKNbdAjWnyhRMsspJeCkZSeZUc4zyr1a82v1wyQwZ/kXCDp0UfjWBYPUBPaYny5wyeWcWkzPoLSni8RcNWbHOXtlHktd2ZSNU2KYp/aYYDYCS4CQ8eFBTjQyCHmE70wwRAvevM2na4utK5zorNi7M/DVFy0uuyh0TdSQCX1/MjjSnjdNcqiGeXGnWepk23GOZrj5PSRP1Wo1o0BPJ5KyhTTPYgQQaS1nrYSmnr6tL4eojUh3u/UwKAAvKBI8TVYBxaaMAgFN3qn2RpkJtCn7OoE605azbfNJzMBtbWlIahRKlTgzkpLUS1fWtQlhfioNKgwGBhnXwvoGuALuIMPRy6NtDeUOUh3JlzHnnmtDU3Qtm7fPKaFOcnJaPSWUu4R0TZhyQjb0qohRw0BbY7p+XK54rjja+JugtmuSGiaKHBmS0s2PGWKqhDsvOebvD/nzFAzK7tqxRaJS5IREtnFIKXqVhzqmXUEdl9ut8UZUnlHWvtl4xXuMvIjoOQcyrPSxpdHtEsDciG8GmL9PDNEMfT/UAWFcW5glhHkQ9pnJLc0OcH6Pyn3O/fG3Gxg7cHv22ttVyNY6RuUOseEoFmOWzgFEs/GmozIeFUm4zg6Wd6E8Ls7CriToepMFN2fwSTZ0ukrsmFQhU7WCDxNSrNhlAiP02wWKwW8GnySprESnk3iI6ypK19KcSvG4suUi25jE6l+8NDa2C8o1QHzz1GC3uztRXI9PGk8OizxsIFaylaedXCUGDUpSJGSdm8IsRQrpx5h0NDKKGhJajMONFc1p9rQNK3JxS6B5gcf7PaVF18NpljzVp6sIuFJavjMngUSzKrAVQupz768Ct6pEwNK9t4z7IFy5KTB7PhGJl22KzgSpCbeUxBN2Eo56DCqULAceUO/Y5JOhKykBEwl8DWiBGr0mD8JTr6e7u5aCVKvCtKqMbQ0he3hDjE/GxsuJ+2ivKb+BKcn7miAjxiYG51BvCl5u9UNZqOq7TXK0aWEAfEI6Tf7u6ba65+PoVs4CZycLdcg+smd6vWx9V9b1I3tC+wQ04yoRgAzSSnK7aU/da+3Irm/jGfufWGHwsHfHtkfIeo4RbPwMwPc/A/JuZtjaftvtVPOGnVTqTG79vCpCZqeIdcTTQekGo48GYxDAVqnbmtGslH0WtqGnwfFL5FA19Oxwd2SANv9BrxhKx1YT/peTQt7AXv6HAFnvWKWjYt5C2N8i3uAP2rFY3SNCSxuKnqZB1nYowm3x8pjpUY2JTA2q1e/mp0Vg3AAj8jw1tqh0vlPGHm81ATO8p49IZVHQRqKJgi02jz+fmsC+Batcyw5yIk1hOotSMyNFW0wPc8PIDAWDmbOO34zeqvTYcgZ/uAOWIuckay1r0mePpBWcZvDdWZTINCHlDL4tqB8/IU3fbYUg1lWITHcT6od78P0MupuRPk3gzwML1YQ2kcyhvZMxKvV9fI1YjDer8VED8zsKS1Lm+3zqyHp+f8uxjv2YsitgOxNZPDo9FapwOytZT4niSb8/aR9Skr9dS0NUoseYUyPxucJqeddiFAW41xm6Q3hpqOkNmzeI8uC4t7UeqBG8eF1BHKBrIjF47OzjnKSCGYmhkW4GGWZUEnJPOSUAEzgVJPWyyjmDThPSrMajKhy+PwE3CdHQsrbCJxaW0r3Wpf2RQRJtvbrnztxirGOsF/HXwTuO1+0p5dcQyFDEaIix3dEDjhyEsQVZysxyGE0kDMbrjMwU9norLjRAtqaMOyImA0lCRF5zIrV7d69O1Iy+ENIJL3+cQqY8CH6S77tDVypoPolBy7oPkqKInjHT5ti5ODwwq60vhkQdnLBn7c0p5Gdhh9oOhHf2YbSqIox9OgkbeOd+G2UdFvrRsXomIDwpP02tv8wYrSK6Lr6IGWiCTKFWmrQKEjPoWrfpUpHFPaIBZrHqIkItLe5n3qzFfS09jLlV8Bk8MifHGenISEVh83YQNiAwssLV3bvvbUagxX3jmJqnWasYMPkkwjbLucicEnBq+bcEANe8gYjsAAXkBL4/gR/OoC/ukT49gT9+1NjvGWC5FoBa5UCdEihLjDmV0gyieQLfnSRfujCs7rILaDOUavAO1StwWFc9Wkuf4mUNjNPcCx6DP/X0se50MV0LBIBBogsmQx10fO8mLampzG27n6Vv5KZcYOMVG1ETMKFakc9tZQAtb78/kWcwltVT7IzlaulTo4KQwjFYg2LzuRXDdxP3VAOBagUua6teW9XwIwIIjkTVWRnlD2KQGIOWJ/2XZyTSTAhmDQkkH6v23OTrtqUEBag2Ei5JCY8Dx8KH+wjZs2tfqPi0l17lnrJWBNvWnO7Rwi5c110XvM5SGiKVc8gfr+i1oPbL1lEeSp9ai0VeuHYFWLpUqb22xzb3B6fNdQCAZQHX1g9HTTX8EEOC8l6NZ2QFcGQf6c8ljJvJTQDOgQC2MjC0N6aQt9AXgG4jbBmEDR6NrTtazG6jViMF2MGrA3H4Pz5zbBYHjbFLrq4M6XQSZRz6R64ouS0Aq6CksBsgXqFPckG/UJilnvFeqk7lxtaNljqzeDeaR9mRvmrPFuxmwfKaDTI3yNs8BrvOcoL32vi5keyAxla2Qv53d+4Z0rK2muAJ4ErASbzjBDR404Slxm2RSGLTJArc49PzCXy5ODxMD3fuKdN1RTrPYFJLPxIAlTQEsspDs0DbSvCiKUvNcFaPVtnoxj7eFFrRtYBZY/Ap1ImOgtKUr/ELyIQ6y3qpelLVUlpeOgeSnHrJTAS6iqcMk50VIEVsYqGOca68xKmfnKPjnQdjKK5DS4nqiDw7qNSBomE9+9sP+3AyJ/UCrlRZI2b8sCrtOSPd5DS1esqopyziZM4o98KWT0sVQ+ZxAT/I6WKctea898/GXN9D90dXxIKSeHeAFE+JxEWgFZUppaXsvEBwe2l8ur8FAuWhUtZwQIdc0RDGA/bl7S4pLMihlAXwsXSwcP8NLB6VsjKYYaEWtgNb6hYleq5PgyPWEQFDc4NgT0Yp6iF70T5TsppVBuQKSnOQuQH5C/d0RNEIkbfL5nHW3phCxssLFjhUwl28dYiPRCjSNvNurC/+PCbzVxNUemLNSWE8E+TGxI2MxgpAyV7yLwjRuOlNgOr3/FQpu499x7yvABP6gvHFn1ragpHTluIVuzaCNqYB2HdsgZt3bNfkvKln3AlcY22PqIHGWMiuXwLj3azmy1UUpr4zreIBMtpY8Hl2yFE277DZ1iJK56KHYRisfD61MZvFC0UperxjBi1FvVKDqpMYBpMaTYtApS3VKayb4BEy2D3/GC+2HHAjb23IN9ETzaoQavjc5r8UYDHPpq0zjuUBERSjgh3GrvZSpZUbxB49wZQ8Vk65+Fgzs6R/2FnWoe9dOpkR1gKJzozWpAS6jvSkhjBZDM7qnpsizrRFhzR+7HNPJPrBIHsW5ZyfFs1qkM/TrQjaMk8q9AX9oOvSkBqIYUyLQZTtGV4MJFGDpAMJqHl92UMEqNUPsu8UM7CVdS94xa9t8YQoYurQPRnCA8/4iDyriJDExgfFl7OfLX3QmUDqKo4cNUJplqNwAWChRpYz4z/Iym6/jLnJCIZkZwBSZzg2yFrlR05oilbXI7e1Zqm3HGWJ3TeSMe1kvj1jIrQ3ppBpYwV2P49xw8Pb6GCNpAUjNiy9B7tHBtje8+BzU9RG2lkBK0oOJYy0ZwUBaIrZNoFBIvqzv6N5oWq1cxQSXKVKGFGrt+yxutryiAGHYhho5xPHsbCNYK00YQzoIo8lOPfaQLDYnLxiHrfFYE1p3xZgVstblSE93RweIytacZ7ApxPSbRWBqRtTLpL7UKhX3aBEEeJ8u8mB9NpoLcBlaYrHPFOLUWYhCVGV+CzxLONXtQZ3rY1lbmGD0pSx9avlg6tgYA6x/9Qs9KGR1fc242w8AMHWwjyplxeKjACKMqiQqlW8en2+x6hrlecE9IMmUVhcqRHdvARqUFwsrGfScWBKfanbUlpakJYSNSXMtX0u/RPPzsocsgrSRt5TbgZzv6cA0GP1Aip8PiElM6IKsBLSXUWdhZGdbivKh5OmkukN1CDzePDl1hS0IQMxJGQe3hKUMRHAasxmaN6zQKPdoSbxYIUYZ36NMt5xVmJsfv8rDcbu2p4XfESSNSVj9QcCRE8nOZ3NDarwHTHkASgRzMIeWBsPRWSCkqYUEnbDckCZuloBCB7/IJP8DcY1HUNu1kfnAaW2P+sqBL+UwZfHJm+tL9avWveV8TP66Y0pZG3RAgVebznGOIAK5I6RZ397ro2w+BHEpsJbftEDKtyqtzgLWtGFsZ+dR5Qa/GiTPL6TWdwoXarNxkoEudVq92eLeer7e59i3rM9i7nFXVISb8VKlybq8r9Noe7mgI/Co+hYBgatV8NSa5UeZj0HmEHffAJ/+cHzYPmU2glF15sfKrF5B1WKntozTXLU3y/9QJTxlRphB3BBLt6ijD8VQj23MakTgR9mpExIrMd1zgKz0+UmpLZFlXFMKVOkAjmBMIHVc/TUtXnqDYopWN8lKGP7PHqFoV46PV2FBOekvTYeDslOWvhlCsqq1HaYiTHdRyNDjQbSPvA0gbg2iNknM7nB1VJZvqVxC/ShjZQCEVCNw5lVWDaUzLwX0jFyFIAZ/OEOdZbnpbUKCqU2WbpV5SeUhhCYsbJWP87UPSMzqkx4R884AZhPveIxUcO82afSAXqdovRxOQijYR++7too146uDXH/bp/X8P3SDDiHfXMWIycU1vEiIVbXwBRu5TY2Fr7S9DjJAtmDrAP6Sa3+NCqDq6IxdsAEMBhBpshD2NPGeVnAmCWly7gO6wpKBPrwAVimVqAqax326DTWFgr0sM0zxK63qZAdihoWoFHV99oYu9iJjb6qHQmL0ZN2wRWsaFPGEf4tWlfbYBgjjNQmUP3cW2MjRksrp0Y06iy0ta/yZJa75pZ6qlPOwNNTZ9wQaS3wSZREF0+0f5Z6pO9G9lnIa4yxKC9f95xQiMN8OvWehwnYUj02bPAk358kJroULxLP16t61pO+Swafz+K9Pl1kExmkWIqweC2+Cy2q4nFonbcpg1nTsBKagNZUo3oWT9Q9tBVyraV9GZnFCqD4HEqc1oWNMZYtjpxzS7EyFnvSdKd4hCIRUNbNujaP3mtcqznGmeD5ycxwYnC0+PVoSz7NIJhSDpCmwvhcA2pjJB9dZ13oB2hrw+OnYT/vEIH8PSqDcjP0PAfaFECy8qPc7TNKWve8KvyMxY2YdFuRbhPSIsc/WsEUuq1KgNPzpb1YyuqVUC39zeHKZW1rthSQEjs7Azp4xrHQSuQU7NZNGGK9wAC9mvx5gW2tA/k8oieDtr330Jeu8iGzHrKjciA6OEQAsuzFcA8CNcQopWaL2/oHmldei+/XGPJ6UZrEvqvMHyF5Yb03J4FOWogpB5JuHPNaRX7YHrZ1Nv//uPu7UNu6bk0Melrv42fOtdbe7/vV+U5V+UM0ESwRiSLqpaDiD4h3AUEUjUIQJHgZb0QhBgwoEhAsghIFIyV6ozdKvFAMGCKoiUowGkowVbE8dc753nfvtdacc4zRe/Oi/fTWxxxz7f2diuA+Hd53r7XmnGOO0UcfvbX2tKc9begdCGVnk52DXdcH9+fHM8hxgvcepErJRSZen6dMd7DBURT38IH4FsHByzpYlbVaeQEZ1BrKJdhKfObJN1Q2GLaibbJErbwp5Iv9P6DV0cW8VUGDSc1D1IjYvFeYSEWsEfaSFQKdT6IFzg2e3pc60ElyiqwPpEe2e7WeOKIXuf/u6LxwlaieEnhdQeMoeWKLWomkvIW5scRrbQYgGg+SB5svF3+gKGc1xsF7jfNbdaPOGXweRaDF0QuI3GkiIQlN0h4yX1akq6YSlrXdD9b7rz2e3dnZDF7PriXuhjgaXcDXxx3sZdds96Rye2/ItdncS6lWgFgLt25kQIuOtXTO0B7W2kvkcF4RjbESkS7NQ+1Z8NygwuHRUfsgumsTIPBq59x5bp4bTBrzhWowGWj16MakXTfk91XTERJ90/vWuAZvek631gENbKp0DL4t3TontGfRyXs6537+cXDtnNi9M3uX1rGPHUXUwD16eDyhx4b3URlW3GP3EXqAsbmU0IaSmgEs2uWtpuDMh70WaEY5h3myaDnWe+s5WKcxQu6i3Tvugo1SUE1Hwa4h7NfdvOje1wx3bY4lIM66fc5tkV1bdQ6I55pOp4YqGXz9YPx4BjkO957uvbfDfEfMTYY8wzfHkTHeQTY2ug2mtt6sxg71nIYSgFxdS8+NYlRrx7R+rUfXG7835o93c0Ix2owwfSDOdNek8JtrYu/KWWAEJACdctK6SgvHvTca5zKen31vYGmTRQ/2uj0kwyyRjWldGyNYm0+gVs3dMjBPYkhOp6bWZbXfwwBkfTinsRmYUkWCkiUK7xp2wODdFlkSy3Yp9byw/EODpjY1ttqXmqIR02jO5Vpto8qBXa2ICe83JEM6DC2Qm+l6zKwazs0Akzs7XStC/ZxE+QhwYWlEJr3nDndapFIQtLsriIa2/iynr+uHmZt4wh6pApp4CO6h1YdlhsXf0P5uzrhyGdwxBHomNuDz5k5ISmKA7TXmzlFGzuJwastMJrm31qrU0Sz7PRoXm7eUe3Ssi3BDsKDnc0SEcgdf39ftPUpGe2TEH8HWD5tZHFWvfGuvjc6FfwHv5GAfBDfVFL/Ccxf3CWOvR0jZVAL3db/x+FwbN6GIET88hyDO41MQnjuXbmXJLXcIaCnA2hCizvG0++h76p8TyPrQdO4Nz1F0C/QeqI490/dD47y7gYdM4UhUiu8nUk9YVV5iHWlOgNUkm+H179xtxIAUo9smYd8RIJXufFnzgRYNRBb5R0Q1m6tSuk3Br9c2MZWRpHmSyEkjj6NSqYfzeUDCY2Zt1FE9oif7nsAup1JF2rEK0UrIVYNHc3ZUy51yzuBPZyn1AiR6hUY9y6Xl1rlKvs9yS/MIngcxwmsB0+A5V84Jaa2okOjYRF5M9IWv144/ILKKVfNQqRG63BHTHP44qhOyMyQOBdYWle1bCUaDvvssVTVmCrPLvUh6XL0fS21tB1MCPT/Je9YNfL22DXFdYIInHh07ikIC2RqRyxuvFIfuu3M8iOyO5GkfIis2qgpvLEuDrSlJLn7belOlSAQV6YTG16ukCbTHN4CWLhqHRgI1pGVZ+vaRsbpDqxXIzjnRvTMKtDVXtTY83OMP0zy2nuKzZs848zHyT02QhXe56UMn6APhEkMjfRhKYhwSu6/maAKyn1gk6ZdB984IEfwCKHXsZWdza2rS2ep+HvUebbFUiLL1Y0VMI8qG7zPnuZug5lR0e1uMoo3PsC5gHu4+7/PxwfihDPLDER7IrulEZXj7wAC37tnVe8N6bND7v3kO40FE2v1rBtCgSVJ2dS1OlMGy9vlaoEWPJi5AYfGkAIk4calKG72Ya7HIM7Kh47ntHqoGH/bXSxTa3tUqsI1HyxoRWvOJR3AaeqeHff/RqMxqhiPJYl1Bz0/STOIkjE15qBUGlYM6ykDKTufzrDk+bu31BjFCfJ7bRqbtK8vlAhpG0LNuGEnnzK5pzKiT5I5pq/K8pySsa0iE7ASoTWAraAeo9OkML5cqFQQjwQGYJ7lPpvtdJNJly8NuRWtpw/3nKshKbOkZ3xPn352r4BzmFinfGW37TEAsvHWozicvS+hHXOF0ZOs+FntC6zwSpFYcRgDkft11ayRGco8g1T1z1g1AQyj4tvRiDHGjNt5GKfLcWc17Li5Xyl/fnFtg0D0bS9/WzwESZypWjvrYqcZNnwxVsblmIcPZ/H/wDEGfxU6wZ4/SHeWIQ4rvruPU7zs+MtC5X4N76DjWovPB+pNywN3frUzOUhFGBLNjGULBu3VjQi12jz6K+kO9stuEvQE+ujf7NOiqDrYhAvG6voHI/lAG2afBjK0vinzsRQaDeFfwbsdUY8npGxHywXHvcgG7BzMKO7iSFTRys/cuEh0LuaE0lmbIBbPlFc0w28Zrm3wiL4Vie+istCosII+Mdf6kpeIBwrCToQsX1BbjurYGGSp+QfMEfr/ApeMCfPmwhtG/O3isLk0HEVIZNV+s103MwGVtkeEaoi/LMZN0/EGtLvBgES62Iq8BClkXkPd/zsqavAFPT6AsaQQqDJ4SttOM4XUVo2t7XtJ5Z7FN9WUSctc0SG/npxk8JKT3RUpmmEGkTpWWLmEYvEsOm4NBYS5saAThr8uNdcPsLTrtvbZWtHzJS4MGAExgNxbcjG+MuIf+2aJpcsdC5nvwtcl2/+7WTQK0f3L1CD+s8yjcoH/rdK4fEGGOnGiPzmLURDoH09DWokLGHrlbbbg5aYA4Ptdr+4zpqVs5zN29CfMUcthUiiwMd3L2+4amfApAxE12MTLSD4bnX6OB0O+gMCePxrcg7A/7Mh+NO6Z2daMUjZHfq2CY9/esm19q+1mXcrM3Gyy8v96jPPo+d24oXZ5auVRIK/m/R4hfXGO6L/vep9ff3R997SM780MZ5IfDHu44jEGX5MYfQszhfd8cO4j1m7lRQAybQbLrCi4JoJbcb/lR8dgc2gw6v2zkGo2akKrD3nfREJE83GXxc+pID5HgBIN7wnVZ3i0u7vjQAA6x+uIFZEM+n5vUHNAUesKxWXPYUYSlUzRLhmZU3yBxmh2ea4a6eITC1ytonhuJzohhQ2455rWgnmYxqgBoYGw/n5GuQr7if+1vkWqRYxCBnp5EgMQ3ZmXnFilbqWMSEhmzSC2XinRDZxQ5AxgTaNKevFPCwIwUxTeIAjSshszQByNH5dzETmpt8o0OnRrEh3bPSmmkLs2bO4xfwsaWkuhC22dtXofcjI/de2Obn2Zhob5f5XwN1bAUBtdGWIPBt6Q1y9AOQQWHJU/+DKX7jTPA00dEzU75TPO3vG5N99uY0FURk1Ia0WYPW9YCMiKORc6krG5bixxKlSw/aQYsIknQ58CcKGfmhnlnO64+Y+q4m5GKiB5zX2fdRcqA8xQMdeqGPf/fI64EPDbGe4LajpHtwc+uFGl/Lh4E7dN08XwtZ0wJzDuBo6gXYUGPry+dr0dOxY60xvg2p6hz+vbGGGgVMxoksf7Nz82QFiOFHYwfzyCHRdUJsB9R+ePDuyvD6Y6lP9sCeQhff2CMG6nq6DxSU35hZSMbBKx5so7+v4NrmAXOMvKMXHSAKpWgwjV8f2Rbc7p/OHd5FI8sDN4NpSStyD37ptQgwizGOCcRQtBSDt5u7diTNkm4HpBQLGrwPyYYUYOmSRwMZmlvVqtEtsxKdGNxTlJok3hbgHkSePk0SM43q+LSIimD7eczyknUmlArtk9njL/9C6A/+R349Q3002eNqEbw81mux47ByqoeM9JWRb+lMPK2oU4Z5TQABOT3TZSgxoxKQM3kBpLPM+gWnAxr3aZkM73pLYrLGRghYij2WjTG0THr1mtqcxXuJ++QFTdIRC58QrbGjHRmx7YSKpMGrbuNX9nw/nNC/3rOhy317lIZZpTvjMcuB3fADTHngKYJRgBz/e1AuPGcoMH59pyuG3CCMPq1M5qjQXGuI9kNaMb4CHEzlM4JfAfXZnuBpR8C94P0utzQmmiG7YF7NrfO6fdEyX6KMZgwQ3aETtzlZ8P5A+36H/BIPDeOBuM2JKEhP2LQ4vdy20eBZgjVcXWibs5g20PSbm95RAL2rwj3c8c36kZ0OHaOoLOvd9cfjfKj8YMZZO4Wg8Eqey8oqt04q/koHxAN7BF0Ez3gD97rfw85mv3oziF8PyaJfghLE+TwaKB2Dc/9ekrp6ix947Tz8vNQoxUh5B370L7LjxtLh+LYsSY9wn06g59OoOvNCUyeJ7Q5tnNVYhDGDDqfxNh2m0oKdbjaotIEJ7YNeL9IyZAZIcs3qxypbMAMWlakcUB9moCk64AgnZsKS2efyihPA+iSMf7uAnq/ipLUNHlNKX9+Rj2P8GYNCk1TZaStqrFjmB50WuRBq1NGWlREgzLKKWsLwOoa5ewSoJPkkZcVuIjWeVhYoi5lko9GrFICW+/IKGwe13gpoJW7+9WVQik0TdoRyUvuLGdsDoEagW4jtKh4WcHWfUl7RPOmqE9imfiojW1j//vd5haepS6a4TsIl/YRlqZR6HTSfO7ajs1VRD2WxiKncRDjHB3NWFUQc7SRoGRpM8tf1iQ64lZ+af3PLaqGPsuhY1YXdWUAlESEooZkUqjxJ3WOY51zCzpCisP2mg82//3YQ9itbePdG+0N7Xt31xPv0xFp8+h31nTJXuJyT5z1io5x9JScoR0EtDTaflgQso+Y93uiXmM8/7vIOXI6dG/rIPldrpl2z+qj8YMZ5O8YR4sDuIscDkUrdsOgCUbpjXGEatKuftk8/x3L2rWj4+ah3hQNGcinA685KQkIDdqmBGtJF3MTd4Nrv6B1Ufl1RschwPu2WXSeohn+4L0CkPrjT8/OBKbTSfofp+TXQtO5CSCQGGePUiwyNxWynKW7ixJdfBHbpjZPwlDmIsebarsfkQCneeX8Jzd5WMcB229fcP2LM4b3irRU1Ckh3wrq04j860VRgAJ6kvOVetuC9PUqRLJCyGsR41iraj9X98p5zGBkpNuG/HoDvd8cJh7GENWZB62lSazKWOldo6BxlHKtYPTsO5BUJGaexIDENRxqya38iSo0wk4tGrcIz8rEzPja9xA1proJHqjxcadN0RKyaNuML3RTNSepIBDkwtLccy8sPWFpEdvYjtaqrVd7ziO5a8fUZVYERfty+xy+vYfv5rsmKIa0mMoUjarGlJLvAV3u1aNmkfwkO6W48UfUyQx4zJmyljzujcUB9Ox8FIvIlOnefWYH5XfpqUc10dhFlGhR810tuJch7VDDPfMagKvNHYzusykYtHCMLvUHtPyyPXsBxWGmFlTs660fQfB3nKT+/A9tQ/f5Xc9jT330sL2PD1CLH8wgH8Mr8lIKG3zWDSlCK9HLOliIB3kpe+9HUfT+s0Qk4hGRjBHqf/fiIwSIMSZjEIaHtFTxml2CU4wGAxJRGWxl5wzLrR54lrtzPSynqOy5lJj79WgpjnGUCISoRSDDAPr0Ioo9l2uTzds5Gl7WpF6o37OcAM4t12ddmWxRbwHOdWioeBRD08khd/ryKizbnz8DOaGcB4luVSeXNkb+sgjz+jQC9QR8fZV1ta5STnWZBLYmycWLiEcwgrel6TxvRTZuM77zhDLJ4zX8chF29ySv06p5pXESiDsBnBNyZRDfQEWdCo32aSut3EsVsGhTNGOU64q1ymxQo23+xjew34Mj1z4X8p5JJTlHXV/rBnq7NNg1RM9dDTrr/bCGBVw15VDbplfDBukLojUocQgzitnsnh1fx/uywPDccpK6Yn/d6s1t7RJ5Hak/k5aPLaWxpLmiXrQ7j6FQSjq7M8qxrCaQhhjcRX4+rFoiImeR32HHtfcejZhjD7lw16mv3GqjgV2g8CCSDAb7YR55n8s/Or7Ow11Fil5nX6fdnKzDiNUactifo6MSryf87MiHnZddXtzP95D20Xzs90njeuxyxyjcyvqsvGtfkrUr+9qPH8wgo0UBXk/Hrr7iOVnAvXiXsfuo/usjFp2XjZSwYPo8Tc/oDDkmHQbFdOVZtqBWAoatefJahkF00D3Gjy/C/lQrvOSkq0VEH5HsIe8PIJOeKRpEDHbHsUjJmM48qzrSptBmZK9S8lIXZgauNxe2oJwkdxqNthXfrwopzrMvZDIDkzP4NElUYTXQ49Dg3JxBp1lKpUrF8HVBvmzSYm+r0oDicgPPI+j9KnliAHy5SE5cyWbCWlZDNyTXeIblGmN0WSqwkJzHPLoudHmepEyJGSi5KWQBsJ7L/DRKe8Bl7UuO9F9jSJNG7l0nJkrteBYd+Wu2SQejGZCH7neVyDQInqjBsTjNSpIrvt69BteObxvkFEgrocwIKMASFqbN68ogaKMJrl6y49GpoSt7UqBdA9AZZjfupi09ajvLUcqZ6OlJ0ipv791z7x2octMkdijUYdRyHwyE4fsRcJ9bP0iBdd//iIG7R/fsZ+cFqBMQq01ykj0gVUcEPyx57C/Cz9l+73LK3anx/c/7SNzg61j2ZSId2ZjJOD6nfWmSO3bh96NUIUuzmOioHObUo1GO/JtHefIQxXcs8VAK15HaImqTkuxlf66EQfblEdEY771li0yBQ/jg28apn1T33PU8YlmTf6e8sY+o7eYWtJtrUI/CY2RsULtO32iS/ME2R/2bP8yWX3JISnfTOFd2vEAO6Sdi93tYxF7ov2d7al2mqV3ZRk4pqf5xBg3alu1p1pJLvV9Zj7uusN5q7nwYKhBPT0U0PHep1+PRqc0Fs5QV2YM/DNIDed0wvF0E6j1NDhPzqK8bg9h0p6fRe2LTBWLUiUA3djESe/jA3CC0cRSje12AcpJ5OQ3yfQAYJMt2zIIs1ApaNdrKhO1lQiZC/uVVnBY1rGyKUcrcJFtrMSe8M+Cdoarhd29sUg/fL2tvF7nY66F8z4+bNLpmVgNALRI1UQf7+S7yCYzUygAbGUzLbna9vY/1AXbPXkxHadmJrORNkJHTSRS4IAafgdYcxa7XIv6cQEVy8y6H+YExtuvigvuyIVMX2xmpO4deh/M+ArFLX+i/rhRBb4DeAbD9oNx/5uPT13Wwi4zdGH9k3OJIO1StpjtjLudf+88ckK66iHYXfR86FZHw6zQbuvvXoHD/7keSoztG9iH07c6IBW/BYbQUzzRJmu/PD2SN5k1ZFBShq1DzFo0ogGMs30akpe9/NyNk0FM4jzs44ihnEBYHoJF9IFIBEMUfIw4MQ3MChgE0sOqfAvK/3TBhg73xN3QgzMXvNSo7UxFB0cmWIpcCfr/Ixn762SZFu0aSCHkMK8iM6WluD2lVKcWxGVfWvCYvC5ytGK8DaBKk9tr1piSypdVpj2JIJSe3gq+1GQlrv3ieJSoGwLebeK0291aSYNeXCLSd5O8G7xJJjlklMZuhXP2+0k3v8ZyRLmEeK/rexCz/UWXUOaM8DZgSkP7GxZEEAoRdnoYgcNEiW9eZNvZ0NMauN603btfkAczt86jNAOz7bQdZzK6xfUgbCIGqlXRFyNA5FEBwUBXq2w+uTpCyMpLOwc276wQaVG3PLYf9wf6uzQzo/SIa1MvSO+3xFEoFUYDQH8GZu/OO5y8/7gzcURVGQOFsPoxIxLbB23viuca5Uw1lj/BsfVFqn+sM5A7FU+ehg+I/uN59tH/4827QOLSotX3xfRQM3Bnme37O7n58kBc/IgL6d/y+IzhWXdlWYOAflXJ54wkryXwwfiyDrLlGYm5RlG1KtjgTSTD5gGF4mM9AMNzYeeJ2nAjbyAvtPRF22n9nkKvrRiSmOOykf0u5h2AoLngAEC+8wTctIuwao1MCUXAjHhnmR6o+h+/dzTdL8wWoMWQSZrDIQmaBk2Odaozk4mar9Z7RGLNJY+YMpE26NdnCV/IQAeAtOWnM/32/SGRjtd0AMKkhvams4jyB5k+NXcxzg+e3rXWKMobskAU6vsiG7vdNGe3sMKRcDwFIlutWY8kpgWdBc+qQxAjPCTxIG0cASJ9mTH/wM/BHfyLzsvwq8pWnWXWqh4YIrFvbjLPWp28ArZtcV6x5jobaN2wlilmEXJT7YKSvqhu5OjldxGsOQClieN0B5LaedTQ4U4xGq2N/kBuNRrlbf6lF6fHtwaF2yHD/nBMBtxuqIUqW47POXxQcQU11dYSorgTnO42z/5oO87F3KF2sXY7OfSRW2rUYQkPU0EPSyH9d3aCJQ3FgKHcVK/qDRJWPINsIFce/RUP8YG667nOPFNjstaPI1/52xwTfzatKZdL+HON5743//rz2ZbV3F1Mh9cusNifYgJ2NIfs+Fnb/R27Aj2WQgbtC+LtFmwjIaMX1wKEh+ghyiVG1tXizm2M5oqPi97uxzznHhWeQnXlNMf9NBJ4HJ+7wVsToRg+4lhb1VG4kJ0A3y71H3Oc7XLAh5uR2pDM/VfWuO7RBP8OlCvQ8jwL/2iYdaf+W19w2WZDz1Oo1uXTee1ffXBnVBNmnqeXMtOUfmAQmzhm8rB61NnnD5GkBLkV8mSSOAFfN+f78SRp9vF6aoZ1GzzPa/XA4PGseiFmMnZNqqBmkUsAsghl0XcQwVj2GOpQ8ZrGLRZjKZU7YToS0AXUg1OcZ+fMn8Jev4PcL+MtXJGYpMwMaUcujRv3dxD0AWT+paWwDaEpeR5uVfa4yvI1jhLsrt4jXFLs0hy2CDNCGG41l2q2nA7SmJ0bdR6FHG+4j5znqAHDSczFEJqeOS0KTcTYqOC1AFWNM0yTrZVUtdUMk/lUYbYMPcGtIDXXXFvkrUfRkn5KQSWjXZtsREbBrMuGiGYA77B3ZsnKP4MXzvRstAHIo+SD3vJuA47/v73s8ToT27TWvJw7BToy0Ixntjjn9AHK2awEeogd3v9uxa4uWY7mtj7i376H83fjhDDKgFx5/N2PEFXDhjARgl3/BbsEfTUws/o9lJZHQYDcnsugOWKAPSQ5+fmifXaS1oOU5sSvFaLrRYYPoFiED3CDU3gPcOQ2hrjKWFvnv+5pQ2Ftsw64deY7fL02qr7LkScahsa8VVndDaVGWdUwJcybHZKBuvafJHMgsel+t49E0gkpB/frajpWzy1Casazv77AGDzQOMt+v7w6LO6PXIMJxbOQ0y5nPs5CWlhXI3CKpWIJSpS2fdRsiuTi9NtW53QZQnqUZRWWR3MyEmoH8nDFcMtJpAt1mRw/q27u8X+eXLQrV65PGEQr7a5tHua/hfXH4swB37qzOGqTlT5WDc6WOUSInSLniVdrJ2XgeVzcoY87bV+9Zyu0FPZHar2+YM9zW2cPhYiAh/1zghswafLiinZ0jc2tHaogYceCLyHoTcZwDCDue+xHqtD9H44I4LB1KfIBDB0a+J8x0eA9vmzyHSTkQQ3BSdvOxN8Tx5yMDfCeAEqPiIyPziL1tn300dw9GY50rmpWF3c+s373fW/WcDiPoB2un27M1ym6X88F6C0SvnhSb2j7ppVnrcZpGxw9nkCP05eUyiQCS4nCqayvX0PcBaPDODuO/K6WQP/befU5y48OwtoSUdzKB+/P09x/BwsEpYN3ET3N7zbx5yMMmJBeT19wtsvhArE3WLzogrY7P2I799XbjYH664zELU5V13rdNjJUrCNUWGacEvL83OHhZQ3cjNPh7GpuRXlcxiPs5KhWUuck7AsCyor69N8F5RzbCNUVHJiXp5qTELRCBX54AItCXV2CaPALlaxEVsHWVh9TgYkA2bZsfNdhx8PXaNlZz8oxFP44ezAyJQAwMVzluWtVATKIPTtBSsmWVfLlKQfoKSEmdnVaWw8sq7xlH0KbrxXKJtUKscIiMI4SddG0QgYklRUSk9fJ61vPU0gZEjcdgKIYylalyKy8KOUDKU1+2sjcQBwav69QTIyU7hrzJ783d7wUdaub3LpAuGS0CohREbczx6E+oPzc///u/740eAIGGo7O8d6T97zvRCT3/u+FkO+lGJvemSEon8mt25xHP9VHryzujFu/DfnwYAZsYUPjb/l7F4zyAr2kYUG83R2Y6BneYx/vI9sBZMocskrxClH00T/vPe+tLW+P+pXzHldinW+L44QxyR9ryRLncAAqkIaBFzh+yAcNx99Gufdddfko3K88X7hndR8fdRaKxmN2OB64i3ajyj95iL5RcHRpjoPdYw4iNte8UZA7O+Y6QEP9uI8LbvpiLyHvaOWylCfOHblDxuqWnsqUZAqyz2AZZGrzuF2QPMQuqMI1ifOyYsSTHUZMEOs1tPWyb/MwsZDPLxRI5SYyUPEZDFidoHMHnWVm5m0hHpllIYvZ9Ot/mKPL15nluP311qrhKHjTfFqSnE/JlRJ2H1vyhVHAm1E9n4OUkpVK3peWMPeJWB4Yr+HL1yJ4yJEXgWtnSVpDM0TDIu93g9nNUpgKk3IpGYEEjzN0W+TepQ7qs/UZsn7c8f9GuVcZg7ngRhFiy452IrDzG8q+7jdSNpR7X1+Me/qTUuoh5bvjACQDcEOsv8m8pIkhzZKwOcqH3NcoJXXelUF7j60W/R+YkyTyF58O5EI/KM7v8eYHJ5XKtHuFziMT35/QQsfhoPMoV76PSjqWs9/uRIfcIOCmqcWCsE/nzzVXFVGK5kjlExv0Izv+dUd47dH+W9ARXvy+xhOuw/CmlD+3Rj2WQw6YhkIV5Wbk91NYcwZSLUhV2Za13i/m+WP14ge29Uxf0MCNZm+d9Z7itfjY6EkfDNopRDKZFVmyi+Dq6MgcA3tXp4JwN6u1qqXfQ+h7+jnJxdwvnCMqOHuj1pu0k2Y0BmaOhpUFkBf6kpWrGtE4G7dTm9cZN3Z0f/X7t2cvrohvMTsQkGuPQNYYVpozEH2xFSpQSgZ7P4NcKlyZNpfVjNXbkVVndgDsDvCxts7FINKkDsK5iEA3SRm3GsooSWyoVdCvg04A6aVlU6NxUhgTghLRV0LKBlk3Kp6ZBfr+uSM9P4Ne3uAg0r26bgkhbYhTSHcBNGMSiZHP4Ktx5o62Ig3WTuTNpWm9yYL2rKQGjMnVLbc06YmrH8qG7NSjG1Z6Rg769+6iGAhyIeyTH38NtI/Tvj8Q0e+ueyBSGo017IxycZDtvPenvMnCsqZmG8u2uMYqF2HO7c+zl9dqMchFtA7b15o4q9U6X7peEj+uqv2fcSRfvAoO78i8rgfqIGDeOoBScp/13hiizE2OKegbeavLgXsT3pIMgp0M5PjhPPx91fHJ+qOENQLgLH8z3j2WQAX+gnGnJtYPciDRqHvRBCrWMx3WMunFrvs8M6SP4uTN0QJOFDPWPd4a77tpwhePckTgs16oqTLJJpi4C7Ay75caIcMftt/o3onv2dzTEfqHVF+h+rrpC+Adz6fP99WtDGHIWB8JY1lNqzsw4tU1N87WsZC1Kgzfc8FSDn2ZwQgwBiY4H4GmGSFjzeu045yzwNyscyzmLLvfbO+jTizSCuNwkGv+ixk7VwNgETthaX+r5aT6aTsraNhY2ILCysuBZ2cuoYvRoGsFlBK1N8Ytts0jSZaqeMmgbkK+bNM4YEniYQLOojWUikX3U6/W0js3VtrXOSHclejan7WcheNWukxeGIYjoV4eo3amqLAfpYGH29WhzdLe+uog9aWTHLfLZ1cFGB7E1V6jgrXq+uZNg1feneZbz0pSLz1GEpaOx1g5nXjcdGM/WweyIu9FF9XTgZNh7LKiwkai7N4daCvHnI32FKrX1NAzNATaCHoV9yljVCIbHS+tqbzgPSGB2DR8yknfDew0YbJ3bvHrke7ncOyg6N+54x2de/xU0Bm3NHIw7kZMjdLEjPR5A6UfXtUuFOmHXCXfKvfhg/HgGGQZnKFRHBCLxrlEqmIUc1XLNoW4T6Nu0+QFT2MgbrBUN8x17zowCJXmWwnGPyhhsdLBarGWz1wxqzUlqZLMxsaWcC4ma9u5+U/Xcpl6riWikvg1jV9O3f+CA3oP7jgdsPzqHJLLdw7kJjJg9n+qymdG5wiZaEbUqSUXlAC0qtYWuBpCXBbxuAk8r0au7nnFo8HEVyJv/4DOWP3xGmRKmLytoLUjjgPT6jvrpDM4ZuVTgdlMRlxvo55/k/KapbeqnWQzXuiq3ILdyICN8aY7VHCqH1Yuw6KmI+pdIcMp/GDOQSSDrypAdB37/868XL3uqp0mIWNebO0MY2SFXc2CZErx8TJ0ZqtzqmP3eJ+3NXIGaG/xmHcGCbKmnVZzrUBoqYz+bA0RBEjMYBxeJsE1a33Mkf9jnXlP/nKnxM7EWc8ZoGhskyhVcM1IOkoxqoNpxG5Tc+CqpNUHZr6849vntkDe9M1oGTVNzYFhJehzRhb0DtX/+bU+wki/L5Ye14E6t36MAl8dztvM9ui7A9wwzbB81odi/FsWVgNz0trWFqo89nGzG2I8f0jaaq+1LEfvzPCSvfWSUH51HnKeAQNyVO+UMnEMbV8i8s0mxHowfyyATAtQCJ1Pxtomijk0I4BChB40Gne1LMVK7qT52ecu7aNDYkMsCa7lm3/tRKdUdO9Rq2ZJcGlkOk8XLB9DISaq/C6DzCDsRkyPGN1GLou2zOpWmmOXe+YGX35VmxHn73qHGic0YLLo5JjEGAqEaM17n3dCKZW3X5EQ9yekCUCKFbNgcHgwvW7LcdCkSNdr3KQO5fjrjy7/5M24/Jzz9UUG6rqinEXwGyvgJSJAeyjmJk1f1ATaFMECixXEEL0tzPizSUgjRf3ZnT+AtY4HKxdz83pH+h1KQ3sVQ8tOMhNENKFLSRhdwSDldlw6aJUVm+HqTe6d5eqINvBCIR1Bt+UdCEtGSSEAs3IywiYNspW38uh7YUByDV6Oxis01YinPI+TKiDzmnNmaNEKYRSIxFbTncXT5Xz2XUkEUmtwb2hTyypHE1cHAupYd7So7ONXztIBH0jbyQfrHztGux9aHGUpq+0JX8iQT1h/HriXkoyOiZHwX35/UYHd70t4wHRGPjkh29rNG4r6H2T1LhEel5nJq4RimP5DQ4GZzVFxJLaTfDkZX2QLgiHj2OL8d7sf+eHrMOL/p6Qn161efu/TyDL7emrysRcTTJCmtbQOdz101yH78WAbZ5mZvmNbVO6ew1q9iIH/Y/OHSaMZHhBMMTttHwnHsPGEuFbje+pZ5D6LLuxIog4XiAthDLlYPyKI6VTno5Hbw1X3/Udf1Nqg2jpDX7qAfVeQ6VLWx4x7llh/8fc/q5jWQjKKGd2To2nzZAxg94ljeYMbN7te6CSFnnhvk9ZufUF/OQJJrTm830Y3OGeVlwte/a0YqwMvf3DC+bVj+4Iy0VAx/9EWO+TRrfnYReFojCr4tcn9Klbrgk/Z7Nr3uN42aQ8mDGCx1tvQ6XBmpFGkosTZ5RqoVtOr6hEDHZcziHKwMkBqrTJLbLlXqwIHm0FgDCkun+IZemxCLGeNhEIJbrGe3SD6HjWoLDP1YTqiMdd6uAfpWJKjjHKQ+agM6xr1HNKFvsaytRnjiJK9b1EpuHFvkFR1Uj8bjuhxDSsQcC61D7ngNCtVbyZ7Vw7MdJz/YvL93qHNPXm/MLXpD7s577xxwsftL92VTtToLnrfSO9q6F3YjEs3WAD9/K9ern7UAwqVt9e+WQrzr8BWu/c7B8Mvd7YuGouwCg4f7zoPjHpZC6fnGmuKH55Ol01lHQnPuUtjDrprqmmdx2E8zsK4fBjQ/lkHW4Rq0FATk40M/7C4rkRC7whp0gYBh8JrV6LEfTtqujZh55rEUq5MmPIJB9vCWPZD2eVt8W9tc5LtNoWxXw2bfGR9GO/fdvDS4XL6PzRh/57iL8ncOx6FnGdiF3TF49yA6VFcbSSjA9J6fjASMPIKWFcy7Dd9Qi8sNed3ATyeUzydwSkhfL9qAouIv/B9fcfvXfEZairdmnP7otQmA/Onidch8uzXIP3YRUpgWVq7WORXHP7cJ1TkZDQ61SHBT3zNE/ZcrUk6on88CYa+tFEw22K2JggxZYDKrD1YiCYc5pgwvjyMiZ3/T8xkmJhLvm98vY6eDsO9zbDnJaPhZUwOOJOkccTSYBgHbfVQYmRAcS3OWd2mZdg8CTGiG3EiDkScSy0/smd9F6+TkPGr9t4uiIuYwTGPftjHyGoA7oQiJUHdtG01NSpXLyOdC62dJWMSxZNKPpyge4wB1C+VdXYlNXAv7PTOUBf6ZGNf29XH/o9T97lKq3DPWpYV0QxrlfBTx3PFyAPi++mif7nhAmXq29qMRHY+6k9qsmpKy4Eb/4xUddO0oVEBgvOuWoj1e2no5Po0fzCArvJSUYZ3YPenuhnHtmMkthzje14Axt0hBI+5HpUrteI1A0HnxAQI/hKi7Y3DvlRY0NiqRR1POArRzWPtuQAYFy2UziJVI9WghAw0q3cEzNh5FwUfQ/SOjvN+MOpEVi8xLafXG0UCX2NWHAolGNhu7dhpHf+ApPhgL2j3MCfT1HXnVSPdyAXJG+voG3jacvr4DRBheP4NuK+h3X1o9cYQkc0Y6n1Bf38DrhnQ+NQO6beBXlY683to1wrz6sOYcUkXnYbc8oc6N5WdVDpVRQe9XqV22CK5UcQ6YwZerOKnTJNKlAHC5SJ5cocwud2drKDJ51wV8IRHBV4a3wIcqoWk54E1rrretpYbMcVEj50pXcnPad4TyJPsOOyePzEhea8Y4gTgYVl9IOyjHcrE5t7lVPgaNsx/LIHcepAsUqhhGIVOu8CYoes4mrdqJ2FgnKo2c7/afIKvY/X33Mzuj3BzO5AaRNbXD3NJtj2pm7+Yk8BUoOiJqpLwEcWta4xj6hh5iNEt7fU/u2kfPEYJPCTEn7m+ZRvDthv3gyq3jF+DPlgv/drnt4Pjs99h9es3K7jgQBI9GfBZt/uIxdU8wJTd5T0vZdIdS1JWezqLp//4OkLDpP8ofAz+cQaZ+MQTIiIJ3Ix6g1KgiaemKbQDW4rCECMMP/wBKiJFkNNb7on4zqvo+09x28lHW2tQHKjXOgCWS1oEqfo+a4PV2FuGqI2JoAQe400opvLXZHi4PD230BDuIaL/JxBEfil20vGekxxENtM/HbRHDMikRz0hBRrYp3GqVa4KLXwBiFJQAZJA1r5vnTk1+E+sq90JOQkqDchZ9aEBe/5t/2w0LjaM6aQkYyUucjJxBms9m72o1+FzQNDWI3khbXiO5m0/7e5FzYKjCEiVgUxF+Zln26sDQdRFGuDGcLSpWxwDj2LpgjVMjwHlNrzptCGs1no85FYmAT8+y1ozwBQize12By1WufWytNc3Bsrpo2HcEIpAxoG3N+Oat96+tsdRFqNKCUecqUWsmouuAoNGZtX5kdWwo6T6QWm5co106n+S8b4tu+6vWcKd+LuL6tbVnTo45jnEDj3tUNKB+oN4wcxXNeSOHCkFx7Z3M6PwGIRPZB5Mb7zZ/OmfWutJaUBrDeQy6DQH5a5URGqXbswe0fGwigaKB1u/mCALe7SMx534UhZsDQJZ33hvIaJSPxsHfO2d4T1Tb78N7oxyO6ftaMMa2HgR2r52xljRUBb+/yz4ByL6yJyDuxg9mkM0oGtMRHczgnj9XhTqN2NWaBsjGEQ65g1TlLa2g2z3JOKKh6Uptcm/o94vRXgueZEfICmQYmqYW/Qf5O4eWDGpLJr9HXW7kECI1GO6IvGXXfRDNHkbG3xgf5UnM8IqecHzgOTBXa+fc+PnbqQVRCM8les9a1gbzqT0MlnM2A8UMXC6glxfgNIsYi0bdmCdQOstGfbsJw9oicStnAsDl2l+nboImL4m3grotdtG7SagAx846mrYoFUjBiBsiYLpem0LTKalWNQG31Y/Jb+8de5aXxXOSPUyoTqlFlKSCGEwANPcXcsBUSb7X6uKnUR2X0jlJ/hyRRLiuYMSMQ5axQnkd+cfXcBVYeZqUkU/N8BvKEgYpwU6mQqJJE0JxBCYlkacdh+a4ZM3Bn09yIHOw1MFBrZKyCPNHyMCYe8c1lmbtNn7eR/d+oOCsKGzdPnZQnrM/RiBgdREtUzsXvd9i2LMahuxQrFcCkIiHkEHmO3/NR4xcge6568ilwL1zb3OT6GENdKdktidd7a99d16/1/ie/Ph+j0RzxPZOmFcDGPqxax+KUkB/+Q9F3OcBr+sHM8g6qrJZDZqm1HJFiQBkYA6kD0AMm0UsiQBOzZgGYocNy2F1MpMhV+yQpH3eNhU+Pp6cd28IaZpcFhNAO1fWaF4F8Ol2Q3276ObILX9iZDUd8eGlVO+9ZlvQD+AfuR673PuI93sXfFf7uz+GfY8yn+l0ko1wl0P0Yddkm1ESaC0ab5om6WOsBpqvt9bYHpr3Uf1pRx1Iz2+cgPMn4CxlS/T1rdWA19qi4iwPnOcoDR4tRcrTzHEziNpLZELd7S5n7prIQIsua23scYO+rOTLrve6iCOjEbLk5KvAY8sCXkQ8xlrd+cYWYFIAHiH1hsbuj0RXzjqOm6yhTOvaDGTOADJoTl6CZpUBrfyt9M5wiQ1gdsgNSn9/bY78s1Li2E48ddwRJ4JJMhc8j4oamG6AOjIGO04jeGvGjSg4S05EaymiLjKMhtLSTIZGfEc+lqJDSg1ZeMg7iJHcg2NzZdDYyoRcpIVU1MXq7tdVUCSNhL3XNRrq1qNgvZWOz3osDbsTfzkaGonb+R5cRE/A+qg883tGR2y73/u677CxL4PbOSMffdaQJiICvTyj/voF+PVL67x1MH4wg0yNVFJ3i1VZl5bLssGhBswJV2QQUe6kJe+MqBnsyK6L0RogZDHA4VX5Uo2K9wSoHeRiWqyWT/XIahcZ0umEREmaIwBd+RZ5R6LUbbp+/XFB+3UdwD8H+eC7z9h4tJijsxCQh4fw97rKpnBR6JJ7DW7xuAOZC7nBlLU5Sl0dab2v8+R1A17fejZ8so2kgN6v4J9ehHn7+QX0dgG/XWSNGQRKCaRCJr7OAFkT0yR5ys0Uqha55vCeR2UanZEsFZRCjattjKWCqLFrAbTSI1s3NgfDAMqasnh5Bm1bO96y9JwDm8Is1+fPDoWNfEOAeoPRsetKu7U6a9OJ6xXOhbhc4BUPOpd+HGOceyMMtLVNjePAxhoGZJ2N1DvJgDjqq0HFRc6tK6sL799K20tMgU2d+0Y8rL2BZiNhjf6s8RpQKXvWAmnpm+QoEwWx+WaBickgezX2Dh93n7Mf+e5vPk/2kVguVAc4Sz9lIOvnI2eCqMHbsD/ZnuFeu35v2+/IHM8OOUpdBYhrIHB10RVzXO46ex04NHd1zfFzR7oKcdicfuO+3HV0AkA0ODx99N7D3tfI4FKRTifp2laCVOrB+LEMskKdsWQI4+SQGUO8bBp2eQLziIG+xpJri2gfeXNdeVFtkXiMdjvYWrV9zRDtmM97qIPr1j5XCrAUiSyGAYBcL88z6OUZaRqBy1VuqrUjNIeiPHhAKfWLa7dIIwGjTfM3NpFHxjj865H2B/kSZpZetOvWvtPyXZbzNyejhkYevmmkltOxzSqSlAz2jgxJe2gUmrcuW3S5SZcte59Jf4Z+xvTTZ9lorjcnZ5gxhuVK13ffZFr9a3m8vmQi0GGVxoC12tJt65ua1yq/DyNAcs7mQNA4Ap9emkE/nyV/zgx+v6C+v0v0Gr9eIe3YEcjPVtNDpqJkZKYOxVAug8O/VrddKlBWN8ZmVJxVbcefRuVMKO8D0B7FzUmklMTxvSg9NZRsuQEwZ07rzGka3ejSVsGDnqux5G3dW+9nkjpiZ/pXU1uyNE9o4agO1yPJyM6wuANCh9C1Maqd5BbJQpl6TYLd8f14R8Zn/xlzcrcNyJOjPGzzCQSIG62ywwiYNmy/M5h7a89vTPftUUX/7H7sVdl2c3N3TQ/+tjegd/MSP/cBVN212o1BytEee/B7Z5jV4ay/+0Xmo/JdtU4cP5ZBtgfeyFyWI2G9EbZJDAOsNZ8QQm4tlxgvmRKA6pFV+5pIhIoGfOdZ1dC4wmA7fXDl9doeMmMGA+jYh7UtZGc8RijPNoBxFGhX852iGqUbrUKTwM5bC4vxrherX1J4gPSc70Z0Pj6CdOSLGsQMPK5p3kPvNlLMxaSmrlRLKMUheFMD9bJtrhwGTmrYxwmkhorXFbQk1EUMJBGBTidtsyiRMuy4gPRtVmIeKoO/vPq6MkfIezsDalAU5biiwcFc76O5/bCcciAL+b0vBazSmkjJRUhwPkldsqY44pqx0rJYf0xPZ6RSUHYGuYNg7yIMVURLmhpi67iVtQa2iFMcWO2e361ll45puW3/m+XkiYSVeppbOsLW0FZcl9lz+fp5QBGQfWRlKQflBmAcxbhcF4ewKaJXWdeQMoBdh92ja/Y1E88fMMOZu/Pr8sntA6CMrtmBO5ysbGr7cwwi0EeKh9HkgYGRhh4tjeXrj1VbfhTUjuYJ7BwVdXL3+0EkI0UBoh1J6a5CJY6uHp2A2hwzyhn0ckL53a/3n/vOcWSou2j6iBXu59KQiIfH76olDo5zcD6OmCxry7Uf1WTr+MEMMmDMSQAaGaM9vHNoJBDIMvK7ToITWfqoshs7iCWOfV7HPcz92H/+wOgD6MkRhwSq2qKxTy/gJzXKywqaVyEdGXvbNtDaw2j3F1ERCRIuKhJqheWUw4blJ/nIwn7j9aPcTTTKDs8GSMfZ7ASkwGQeskRAmxq8auScBFoAxtpKPRKBhgk4n0B1Bl+uPjf002eJzMYBpMQoPk3S2N7Ozy49wQlNngYhanlUQAzm8xneHWqahAwUay/3qRY9juWUiZIoWzkJRyHkWoAkfZDJSne2IsQkQIhodqyteJmGE0u2TQUaCmgYwVs77/48Hqx7JfkY8Yivmuu217cCGgAe53ZOKbfcekQmNDKzOmFreMHzCJ4l4idmbYxRpBzrps6voU3j2IT6zQHxtVZbjttJkDdff2Qli8b1mMQh80YuNehb2zrg2gy05ffDOrV9gIycae1ad6ke0rQXb1vnNHvvZdLnkIMMY0h57NsJ6h8PHeUOOjUmdnCWvIRyyKDTSbqzURInlpQpHzvmWelVRCQOI97HEeBDsY51A3B9nHP/iHy1z6t3Hwv76667lR/zURvJg2M8eEM7j4PPulH+iJGu48cyyAwxooaWDbvcEFcAqcHSUVzDiFhWTxf7G4cF1OU/gXuvcAeP7ck6XWRt6mAH+cNIOPPWavq711ImajJ9l6t4WU9nzS+lps2cpbVefX2TkpbKuPOg7+YyXmMSxOERvPxoQe6jkmDIH6rl7HPRdjq7OSTNYTlJzYhEmwiBWC6Zhix5To+eVVlp20BF18c0oX46g96uDQ6cJolmiYT1mEi0o83QaV62/vYn0FpEBUvzmGRR4FakrOH9IlHGp2fZ3K2ERyFegTdri5S7STNsHy1a0rlkoKl4EckGammTcZAIVTdFjyLnSZyVSLpSJ5Zv2lZyDGs3OgjhvfsRiUdclCw2DsDcKhh4raCbXq+R5xwWFUIXs6hSueOsaBDlLIa8KlS9bbBabHeANF/v68KIbsGB7pTb1EmXP1haKktNt9VNMwvDHmJM2Xpk22doAFi1wA2+Jm4RozqNdz3GD0bnaFppUST2sRhyLwuEOMofQaWdAYt7E6F3KALbWu6B6CaQMsxBpIpSOtfD0BxdVrEUXb+d6I/xPgIidqf14E5KQBgPiKWWSjH1Ov3lY2Os8+b/fhAwPISVncfxATz+rXMIYx8MteMqB+FII1zHj2WQwa3BgMG7wwCcThpNKBlE60OjESXdHFwCD2g1f/Zw7qDTTvd6T/Cy74qqYDEXHR/MHWFKTokFQtP8r21ULuGpuTTS63I41uBsNcJR0o+GAbH04fdR2zmSn3skEPLwGHHjCMIFrii0HwfzYn+XqJ1bNO8boBoX67WsGwdlYdEy0N8TAHy9If36Bv71a9tYgT4fCXjnLs4J+Pkz6qcnafTODJy0pneQqK6ehCCW3mbQr1+lYfrTjPIyY/j1KkZ5HFFVQxuUAFInKdSachf55E7EgayTmAqnGFTshDMr89G14HNqUVasyy19HpJOs2z21jTjW/c2rCsA8E5K6hxKhKzMXRUkQa2gpye5NhXdcGnKXe6Tb7cmwm/Pd2XPxafzCZjn1i2H22bnjUV2a1Wc6xatu2aBObTuSGhOWXkA7iDb3MWRMoDS9g03erWHdWFO9+4ZMn4Jqf43SpsHJZQdOvh2TDPAkZhn9ephXsC1VQUYqqBVCL43RShbAwsasq+17prJgpgCA9YZcCnIfWrqSBSoe99+bzIG9zdy4t8c+88+ONZRsPJnis4PT+ED2Nv4Gg/Gj2WQ40LyzbPlIFtekRvpI6Xm+YbheTCLSGyTNvjLjHP0/GKu1bxyvoev4sO5zxV3UaF9R2pGHsyNLGJeXM5SHxjeQzk11RfdWJ0QlajPU8Xr3jMBYwlBMKBAjPY/iLTjOGJzA4/LBB4Y465Gu1Rgym2jM7hN83VkpWBqmDDPImRhRtDY928X7Z6VerZ8iKhwvQHjiPTyE1AZ6bZiO59BNIDGjLRuEk1XRnJUhkXPesiizcxAPY9IarzTMKD+yZ9CJBCzK3wZgYlKussX+rU6YhKg+670R4wy5klyorcVqBo1jwPo6azlUboJWzRqRr8UOWdvORggTsBhz8NesqzCKMay5gqkUWq3L6pnbQSuWiTXbhBzypICUBRBNuGQHw7pCzPG9KIs+FH5IZt2xqoVvIVIEBDDa8jVSt6YpLvnMWIzok2E1ePzYaVjvmaVmazPoXynIR3qFPpc3cs/tgoE6hqvwHqFG3cAwYgVm+YAU8f7sR/MAFQB0NT7jADK0pCFSCRSva810Du+oZaZSNs4pqyoVAHR5gjeoTLgR+MR21kjyK5u/nui5EfjG/ndb5amfe/3fqcD8a32lD+WQWbARQjM87ndxNPMqYuMXHwiGmIlanipk7F7jZwQo8KPoksjLvivB5sp0Lzwjzy+CKOYUlcR+UdnCScC1uL9dd3YKuTkDoRBhEPLc/1e41HE+uA9sdHFN8VDOoPzwdwa3GMbmeXunCySwJd3fa9Cl5MYWZe8HAdhQi+LGh89X4uklhU4JTH2oYjfGMDISfKZKSHdFIlZVXnH8vkqMIJJ61tVHzu/K2GKSI6fyKNXM4TeNtSYxamVOJnerwvJkEa6Ra6FDSEyZnOtwPulkbeiEAYg3zcSaNAad0MWSglKYuF+RkWv/UZ1V1ZTnQQFQCJ+dVLsmKLEpjCpQc3bpgZMy6bq1qJSWwPU8qgYJyeL8TSC5wzaKrCJsAypEwteWr4TwShaJGxCQftuRFb+xKV9vjAo698s2hyHZuiVDNWx/A3etfeZQ2oBQ4CUjYgmLTy3u7mNTv5ePQvQjV3zwh8OzV2K8YUgNy6qU5v4SQ5Or2sr9GkFOR4DrK1Tk4rJrKbx0Izyo9KeQ9Qt8koSdUbZegqbwM13GciPyp66t+0h5aMTDimP32fYnr8jf30LtfzBDLIK1ftNtdyrvna9Sk4LaA+DPTClNkNmRg9oi9AeFjXUAELkuo8QuBFC0MMz3WI0g/n7QMfROzZja40EYj4NgMkLUh6AklAvV3c63HP/BnPwzlmwaCH+fgTv2AZkjkyMOoD+Idsf5yD3fIckAK0uVqUrDaZ2Bqwdy8hBtcIVmizyuN0kqnI0Qg3CurZmA0RI55MYhfO5rQF9jYckbRjTDsZXwhAvN+DtImVp89RKjogcVidKYrxLAVnJiac/hmYUksp9WvRqhhkAV9mgvKwqQKakYiasvYqpsJyLTLD8+3QGXp6Ar2/A5aqkqAou2nnKu0SFnFqo95Z/U/+v3gPvnBTLXSzdYvyNcZI0y/tFo+8EJMi8As3BARrhMmc5h62An07gWVJRPCWgrEiblgk+nXUuw/OcrUkFqQOTm6Ni67FyI37ZnJojbOdke4nlpW3N2ci5SXkGVjy05NLK+HRSmxOke46IkpiqU+gPHJGTnWPUNLDR7s/e0HH/GctdWrrMUyDMXXMbub2CbHTHUYMY+yxDVb9MC9xRvKNhx36kS7C/TsDXOOkeUJf1+43jd0LfRwz2gze1Y37Pd/0Zo/ofyyADslCBBjXmrDrWubERB2Gi8k3LIVIGuOWJjzSWyXK3Btd8lAeIcHaEeYMIhsNSeeeVozfcdzmV2lSK7Aw6CM8WsikyokU2npeMwvNRqeloxIWm8NSHsFOE12Xy4Pk39A+bCwt8I/Lm/SZpP9tc3BZgWVE1GutanWmu1jWdLfrKCVRErYrMYMhkykatcDeNJ/kdANXVo2paVyFyDVmY7WZoxhH49Uv7mVmixMqygV2voph1nuHyloDA5TZ/ROIoKEnJiTHLCiuJi+uFVYVMoqkFjKk98NrU3Vs2uhykQpNmhDSXZzrWsp50rY5Da1FYD2Qejehl6Z1QyoEJ8EXMUoIX1ckcdZhnMVjz1LgSRMJqV4Yzb5qiUGfSFMpityMQgTMhXdaO10GYDqB3XXvT2OeNLTJUZK3rFw70JYwWMbvDTi0aDupgnqPNSaL2QR0UO5Y9uzq3hLFpKiQRUrnTzbZSpIBa7Dd+4x7YfN8ZZZuzUlwApnM21hY82Brx9biHlQ3pgO6lkQCYM2gIZaAHEHaX8osjOkfAPVqwbn3S63vzy0aSPGBhHwmQHP18V7HyrVSB/V1THXfv+YaR/vEMsj0Y1PJpDHR1iQDapgQ0COxoBHJHt5gP8qH7nsP29yNj45HyPmLc5Wm77wtGORom5lBba5uBwe6l724UjWCn7fwNav9+uKD/gxHrr70TTXBK7q5tP47mIvaWjbdrXb3/rItM2Oa2LE0O0VjMqpbV1krSkh3Lv2dw1Q3Z1hIl0POTEJLepQMU3i8iBrIVgUnHQepYp7GVmgGg52ffaLwReVGpztc3gdtKEX3t0IdXmjZIDpdVzSopa9nvY9g8pd5cokk6n4E8CUx/u7k0os03nTTif9b8diIxijft0jQO0iAC8BIktjrau01E0CgnYEXWaAmEIiMfRmeWFO4FROBmWWX+IqRO0sjdO1ZBpUKTNnhnlqh4zKjzAB503SQRAXIWfFIY1pyXO5SmuiSoQOQ7Q1DKLuVEQBpcF4Bot48kAg2t7Savq8yHabSrbCdUBpdie0wiWR+3m6MQsjZKM+Q+1+rYpFA682gcRcp2j4ehM5juOCcCW39pe79VB3iUHHT5DSnIGTBxedb0TEVrrVnr/T53V4v8MXr4PbKje6PZft5FrOH9fTnUfV33o9LR3yvf/HsaY+BHNMhADy+bIcjJCSbWqccWoORgEuh8cuau5axcmShEtXERHTE3fRw98He51B3dH+hgvTv45miRmsCARoxd3hhoZB3NSwq8e4MpCx0yF48gFsANZc8M/cBRQUMMjvJGR3/bR8SPInIzwLFtYJcWGLMz52lCM8aXi0eY6Uk6OvG69fWqiZwQhdvitc1YV2UnD6CnAeUv/YztRaBf2iqmy026RGmHKsyTRMO1SvvGROD3K/Dlq8KmWh6kURadTk3VB1joAwABAABJREFUal3B12sv7h+MsJe8mENZCmplaTOhEB4Ng0Tq6+qdnYQ/EAzrPIFNvS4l4PRbjf4H0OUq0emy9LWxnoc73uD9XgaehhPpQg6PtW6bloykGyGFCJ6uN/BpFjW1r69Nzxtowiy2vraKtBRwIc3pF+kLreVfpCkBz6UzA4YWVdbor7rhdUfeni1FCzip3rNFtzk3A+T55uh0BN5JknXNk0DrhEXQGz0nVpY+J1kXRAS+XBpxL2evIZdJlee0KwPylx6UNkainZ4rKyQvTqimEew4i+hZ8zS2tWl71HoAEdt+Y3MX9o5+L0uP4etH488A80aCqsP4u5/jsR8xrI9+v3svBcLZXkQnnvufkYT24xnkmJ+ySBCQhexkEahHRy2yHVsJgzEEo6RhJwQQvMij0oWOhRxISPKZ9j5rUt6fPsVfuojSo8IIbaf2OWtGbnKb0UCJsWbfOGiaJKI6MsZAZ+TvxkdeaYSXdp/fN6bwEWGq2iQKv/Xdd/1ksXOIcnalLCIR6fCckzs91SNj34RISSi3G/B0asSsdWvNJAaBnXlIKLOwUadfioiILKrBPY3g5xM4k+RsSxXY+Okk0c/1BmcPkzLgh0EgcGZgHpWwZbXNUjLkDH3bQIHWIN3ynO8X4AlOFPNKArsnds9X7Q41JCEuDpAN+vkMyprHvVw6YZm7zcQh4J6g4v/axmv3zuBerq3OllXjG4poneZ2b0sBDxn09AS+agctrhJxEnl3Jk4J2CpogzdB4NFabIaqAoPft9Ly2PG8E0m3JpgjjpaPr+3ZN1EMi/4wDNp1qrrYivdSb4vSFqr8Y1oBJHXuPI1AJiGl5SSQfQn9pU0P3+57DhGaGRTTKeiiaNwbBbt3+2c/pfaazb+ldqBrynXNd9CrpeRs/83ZkQYjyFrq4/A7YwlU2D/vcsePnI3vGQ94DnfNdbDby3VPuyOe7fe6R0b59z2/g/HjGWRl3DkkO2bfvFr7OB0eQeoNHrQ2OekDVtCRa0y2z7V+v8PDeyiAATRnQI26HzNC6/FYQPd9XS0f4DCmOw8KWbtmNiANK4ZB6pJPs2xUEeIF7qPcowX1UZ4mQusPrrk71MHDSbUey2oekcHiz3burvdtUCL1G2OtQjgxdqxFT3ZtFgVV1trZayMVGRMaM9J1w1wYTEBaijtRPI+NpFJYDIUJdRjp5TSLUcncDJRG4+xrkZrgRFEmvUHDr28AV1Ce5BpPMyg9CUS9bWLMT4NfOwHgpcgx57mxudcNPA9ilK2NI2s0F1n5R83T7Xr8Zh7k4ZR/QdC0gG1seeoMpREsKWkEa/dPS8kwTyKwct2dh+WJawUt3ARRplEif59LdkOJ1djS5f4aAI92yZjhR05k53Toc77FSLV2jj6Adk2lCilvyGKEdS5p3YCFm5qZISKqmiVzKFG49fjeC2VwZZEhdRi2zy971zc+btjgxNGINMJQJHNetZ96TmCWPDtlNOg+GtjoyOyG71eWP97vqTuymvzD3b/9Afvg4q6M84PR7Z9AQwEsKLI0IFFzOKKRjkHE3ij/qzR+PINsDEiqrdBd/265KliTdxVPiDliMdwJnDKY10Dg0BsyaktEa+dn37mLRL2u0UklEMNnNy0ukHjj3ZhSMBAHUWCtbVEADca0Y9h7o6dpBAwlrjiLEhpR5J1MZQe79bBOt/CPIqPDe3MfNTsDN86HEuuOlL3kWr9DkMTul+U9DQIlJS0ZN8Dyw+ezRDTXqxo5Idrx61u7xlFUoPg3n6XF4XURwtE0ovz8hPI0Ig0J6bJKydyYUZ5ksx1+vUod86Tyj4OUSeH5DHp97yHk600j2yRws93D2D5wHEHbhvr2LpvFPLeNYVJd81IkojY9aGvJCMiaNEY5gPRrQf35BTwk1GnQhhMZtBapYf78CWkcUL+8wvuMH+Ui9xvfnnFsc1kFGvV5trW+bcDSGzrrQW2OkkPFFrWyGjCDfg0yXrc+H62EOY9gOye0uwh5rz43VCEQcuyDHPK4ANR5j+hMcqfYHQ37vJHS1q3Vp1tUzDtjHH8OjG4vf6zWkKM3UC4w8RH717kTpRnpR4Yr7k8GvQMtDZFYjXISh2Gf1tsb3GB47+uvk//eaRRotPk9LSsPx6O969GeFXg3IBJehaIrfL3JM5LD+2p4JixI6ngXoaLmDqn44D6F8eMZ5GCgvLQlsgYt50MEk1h0r87ydknVa6YRqFbqYbWQoT4QaPBmhOQCTH3IHDyARPzGa0Tm7MpaAOiDmLPLHmLbZJOo9xtjfAAoOiVUdfOTelkiAo9jd35dedJHUFccfyce4D6a9lx477Ts0YAPj2XzH3LopqvsNeaGmqjzw7dFGMqar+1UmlICabkcryvod1/aa8OgJVUsdsA28lpB1xXJNttfXwFm1E/PqE8j0rvmdJXjQEMGXzfQ0ywQbCI55jiAiuZyzaGwfPPTGWT5cIsa50kMmMKKRuqC1mvSqEjAoHXZlUEk64nerNQJ4FFKuXxYnlY7bN2Rh3ZMVdvku2jDHMFqute1v09Qo7JujmAQkRsdaBmWiVe48bV/jbF+mgTZ0NJDMljengnm9jybkdxvlDW1/GdWR0MJdhINtbytlwZFA+0Rs+pfp9wcQKBFjoBHxV3Hrnicos7YuvXNOIZBldR6o9ITk3YpBqs4CffKtQwQoOIwz13liUHhihTJtRGQFIlxaD9GuQd74MG4i5bt+i26///FiPltNf6c4CiicwLM8Kpzv+9HbfoEXaqPRb+Ccm1oJQAjD7rgy/c4Bzp+LINMaAveHphAggHQHhyNkg1ick/MjGDFwUNqsMXg0UonK6g3IkZ2DosFY+GRsy28WHNqD6nlpqHnkVpuBaeTLPzbotFG8Iz9+2qrVdVz3ytrMbNEY/k7DOr35EK+gxV5hw7s338URdsp7CP3PZksHjfCjCn17w9sWS5FRELsPgYIyr/L2MvGSl9X8LIiPT+B/+BncBaDQKWCGKjzCDyJUU23DenXixjyp7OkJpLAxPT1Tc7tNEsv1G0Dnk7gZ8khMzPS10sTqNk2F6+ACnmYo0A5CZO6VOCUWzRsEYyhBcwdlM8KS2NqfYHTV+2rXaqWTaU2bzlrDXBAb2xtMEtTiggZltr010+zRL/L4u8zyBVAFz0wKyxI5OdOT2eNlGXjZ1Y52c3ytcUdaR6y5JKvizhb+4hekSJz2Lu6dRuW37aUAaDkUGq14DanFNZfEMxoUXgBr4ugLJsiHxm94VrVIKhhFu1ubuVa8+wGz8hVCZDaW+B+Ho+GGlhQAo1NE9v2B2dK2z7iH7Pa5NJQil1KiPX4VLmhUHvD3J3K7n4A39WW9cPxwKA5NB8N5tE+lHZ7hjZd8TWe1Cgrz6C7BtUAABH4elMEMsmaNUcmZ3GQ1w3YguH+Tmj7BzPI5EpGiA9aNo+QmtdLBJNY7Lz7SCKwBzbC3kb8saJ+ogYL600+VKL5IIfhyjh6DQA6wk4c1hCAiLQLzYbWZJybh6rn6/9GQZOd0et1aT+IQA/q9boRF/ku4j08/qON4yhq9s+nOwfn6POsqAJNY0Me9POx32/bkNQLV2RF/lYd4vbWieoF09MA/ukTts9C2kqLQtCWb0uE8jyCxwwURlpWEa4Ys0DapciDajDr7aYpkUGERq6bkMPs9RChMrOL/tMoteWYZ5CtXyub0Q5PLhICSB44Z2GCD4NurFkEQ5LA1TiPSF9Ux1ubYchnniUSLwXg3Dc+AJoD5Lk+zaMxwQRP6OksjU7epBm75/jGoclP+n2szhCv24YEtHpoCsbEIWq9r8MAqgotGgvYtK8DsShGfhyNMtCMUaqyTzA5umYGFrwjf+0vwPYErReWkqqrw+iUk7Q/1LnjTM0QONKXgNRqsb2DlZURTRMSjtGGw2EpmpylhM46cq2bOEqhYuEuiDDClsH+yyrr1eY8iaMh+eq9ox33mOTPls1d950ppKR+H2j6g0qRaIyF9NbOyWu6AVhf9c5ZywxY+ZYR2qoiJ6W0tAwld5yttND39lKUs7Jqii61hjjcej3/OVPqQmPM2mRnUYlx3Xs1WraIHCImnejI+uSwsPZEg6IbXFx4EWKN8ntxmMH2Y0WR9wAl1eLfcReZLmvo/aubwCbyelE7tyvlMXjEhs3H3rja9T/MJYVIef9Zyw3az5Tw0Bgf/R7HgcG9QxvsfdEJ2DsEpQj71uDClJDmuTUbsJSDP5BaOqadnnhZHfoTfsEILDePyPNlRZ0yqFSky9oM8G1FnQeUOcuWXQpwW5CYgVJRPz2BSkH606/gr28uh5l+9wX5TfLOPE8CvxqZRh9qO5ahK7xeQLeb1BarVjQplI5pFLheo0hMk1zvssj6X1bhHSiilAAhQqUkOvCVxYCYAlzKjaVuUfejTYRVMQpaBjMOAJOud11j9vmqJMwYVSn06bXlyyIlaE8nWWeGGpQq6YbrzYlPYJY5snaY1m5yt9GLDrQSH8fRWcx9xEu+lu5GfMYdQSgAckNtin7fHroN3AYPFgIEz2Ys1XhRNSKYRmkWsRmLvpQGXHR7kf4t5vJtHzJo1qDnVecrooM1OfnUywrt2o1XY2kDoCnnWWT/Afm1S4195Ih/NKLQxqPX9sfzQI3bvMZ1rNdDrmYXUI/KrYnR7riWArX9mLeqXdjY+yvY2orloFGP/CMk8gczyAGuBTw/h32DcoVbiKTg3Y2f5Q15C3BfWGj62c4LteQ9HXh1Mfexq+PtHk5Wyc85wH9EcKKJfV2iBosYWSBevm3adl6Wa4vsYcvh2XwcGVczrI+i4bsyCd2UYgT9HfDLoW7t/pi79wNAJxBy54kr5GzddoDApi9NEGLbGhsXaHlK+17LHefmgDjPwBCXUlEnEaOgrYLWIj8zQL++Y/z/fIH31R4Gqe3dCupPz3JvOUmNcmANS3lJEkNqYh5KLrL2hNi2puKVlK2txsgjFc3zcU5iVFF8o/R5AsRxe79IblThX7Lc4ZCbU2hIEVchjFknKmOT+may39T0tcqouLb7EqE6oOXTgtHYt+mTci6F00+zRntqyOa5lTcmcQR5XUVMZC91G1Ex40xRAnhpURvQOk9FJ9QMrq2D4PC6KuA0djC+RE6GTlVZd8pXwWbRlbLgB8j5KzOciYTpPWQQJr+3nNkV4JwEReTM64j08PUGGgekTy9Aqa023CJfZiX+ncDlvX/24r51QKZ05nWE9XWunQyl8+mGeV2/HQHbvYlM9h3Lui2UB3vNviabQrMPTWW6g2H7cXDc6emMTgApkeyLKezr/l16vcyt3j86QFyl+sHz5Ozf4/ceUD3yx3vnj2WQbajnI4vTylfkoXfd2G0DQ42xifUbi9CMeqjl87H3cmPO5RGDzt/bokaGRN+eTy7S0zjCosjUWMG6UExMHUDzksND0hMNQj46JYDEY+s6Oe2Zh76R7P7+0ejg6YP37gkjPnXfgKN2HrJDtWF0XWTC9wBojotuyDQOXmrUxPtHlxm1zwhDOTg3WroiOWDdhNcV+KM/xvD+gvKHP4NqRXmekdaC9OUC+vKquSeSEqghg395A6YRiUjgaxPj2LYGYQ1Dk9VclK1tMLHKS9ZSQZernFci6Sb1DnHqcgFvukGfZt0EdZNR0QnKWRSgnCCka7IWYLvIMVMCnlW325i+Bhffbg3uzdSTightTcY8PteWSurqQHtCV1THcgU6oM37sgLlqzgQz0/iuJiTa7X1ViNrcLhJ0wIekd81owf8uXQVNM2HwkiVALBP7xhT2dadrc+IyiUri0ltHRtKR0IykxeGRuzSVJi/FvWuszQqwfksPc5Di1jf3yJywb0iFg2KnJzmlhLJCfx+LzgSR5eKi/OrjlfnxAdCnKQMFCGIiN0+CPA1gW///XtH/Lw6h+64xWuydMQ0OnJkAidRy9zXs0fUbT04KmoVEvuouxqpi5vDHdKiTWWxxseiG99lkInoZwD/XQD/Nsja/M8y8z8TXv8JwP8QwN+lx/xvMPM/oa/9owD+o/rWf5iZ/8f6978bwF8D8AcA/g8A/lPMHLbOb56U4/fuFW1tEfG2iTdL6V5NaJ/vAA41rndzoEZ2t4CiYduPvWH29+kmWuHGwM9b64g972Gsv1kXUsiPmQqX5FAfCLZ/ZJTjdTwaHxAjjInYMcl359Epa+E7jPT+3uzgsG7DMIfKzscai8QyK0oN5swZ6fOn1nShFIkuVA/aIzJnMG/gX78gvb4ClDCeZvDLk0DM2nLRNztrHThNKH/wCeU0YHhdJPqZZ+D1DQbBelSsn+08/U3ITdKoIIGGE/j5jPTLoC02GxSMUkE3gXKj+pUzf10gY2uEoSSkE9b7Z60Jvf82y+ZPlSV/qBGSGTipifWbcXf7XOqxI+BVWF5T7nHvYFrT9o41bLrlL8/NiGmnt/r+Bi9/NKcUsrasHrdnifdlhv6a9kHmLW6q4biGgFXujXFEpSyllNn3mz0SYGUxZBUPRIJUZPZoWURbKqjo5xYJDNLLs5S2xajT5pmbgeVtk4YhWrpD55NE3cotkR7a3HK709T6qet1S/lghMJL7yDHfSQ65ll1rDXlQuvaIOL9vrj7vTlNj2Hch5+/M/hqhJVo6MGU8QcMgTTkdJOyOSISEqK8u9/z9mI7tpb0+jt54iTOEo0meytrgRDm0JjrDyzd90bI/xiA/yUz/31ENAF42r3+XwDwLzDzf4yI/hDAv0hE/ySA/yCAfyeAfweAGcD/hoj+F8z8BcA/CuC/xcx/jYj+KoD/HID/zjfPJJCimoh99YjXF+26gqvAfTAKu0XIBgHu4RnzYmyjf0Tn74guHxi3GDFrjkZKqxoEZF1e2HJiciLy7w5WoiGDPr1IbSogDxF6acmuBGzvBe/P7wiajt+7/92GETM0Cu1KlmzB2RQEhOHDkqbwfn9fLM8KzPFuc7RLyVkMY60wMgxNoyiWvQpCQhCHB8vaoqTbzWVUcVIFrSG33KQZahXxwC9K1soMnGfUpwl1SEjXDfnlGXyeUU4DkkLcrCVTmJR8VArwy1fJkwIu28lbkqhwnsRJM7nN603kJe0ebxvo84tv6vz6Dn57FzLiVQhdvGiTjGlqc2llVZo2YWXxkx7TonE3NPMs57sq0SglIQU96LMtNydGE3ZjmsMRddZjSUjXItWfGe3xXQro8yctdaoOk/KOO2DH7RyG/djnGj0va4ZaHbmUWp9ttDVMZog8ck4tGrTjJwJS0NFWNIKrQNhUqyvDSe25nAeF9ApSamxz6zoWRyJpErKfYyMpqSNGt9UlRKVTmuxngiSdhBV/uUp6QrXf/fmKz6pFw/H+xNdsjmx/PZ+Fw1BKq2n/xvimMtfRMXbnYuV2nj83VTBFDNyRsuZDnBpSAzQdACMJptw6ccXv94oN9A02bC5MtKcU4KzPeSTQfVD18k2DrNHvvxfAfwYANIrd23cG8Ink6X8B8KcANgD/VgD/W5YEy0ZE/2cA/xEi+p8A+PcD+E/o5/8HAP6r+B6DHDf/PeU+ELS4SA0yAIcNDB6m0ywLyDYbBLjVoOy4IPfSe3eT9ACGiT8bccJyGECLYIYBRLXPiZoRUgIY1yIeNikMa11amHvtW4Qo1FiHNHik2XI73w8RdV5gHHvI2XKH9pptSDq334yO9+cPdMew17y0LbBCAcBkKAFdH0kgKsoafZHei3VB/Xpr0YoZW8vtqRAHWfcdzdfROEpkfJpkE8u2BhWWTATaCobXRV5bN9CbsJlN4tOjYmPFj1p7awYgZ4mIXnXjvlyB80mNNiQIuC0tyjcd7Ofn1p+3coPzrYbeWZ9V9M7nT3IutQJZ2OC8SGRN1h+3FMBy8gbvAWoAgH06RSfebqKs1dTUoiInQurnw/rJGWma5P5qmRopQY1//YKEzw3BMNU1ZbQay77Te95v4DHdVNATysJniUkjZ53fRL5shMOhJUhPZwjSpdC9O+VhSw3r1nOVRpgasjetwABYlyi21MNWXEDECIh4v7RINlwnJZVlzdLdDGPjoTh/JeR76fnZa76JROe/21ft/hkCBmUtW96Uwx5pjpA945ZOUHSLcu04BQ/vjxIEf68RGdYw1KDKfmf6DFXqgWmBzMs4yrWrEyT9uhWFNKRLo3tDHmWOGrpj6mxdntwdr9KvB5vTHNMdf2c55L8bwN8G8E8Q0b8dAi//F5n5Lbznvw3gfw7gXwHwCcB/nJkrEf3zAP4rRPTfhETV/z4A/wIEpv6FnQmBvwHgX3f05UT0DwD4BwDgRM++uZg365Fi8IiiZrHnZSOlfw0LxKBPwOvwYutEX1waed1Fi3sI5aP8sqoX8aIM2m1zDWPPd+5ZxpFNaUIVgXgkvV4nZxU7U9IWK1Hb9COkfHQtB9+5h6OBEDEcwdD7qLreS2nuy7Iefv+j14H78g+LqGyTyBl0u2mJUIhm3i+u/8zLquU4SYUZlKl7USNqOUuLpLbNc35UKmrO2D4JTJ62KtHwVkRGkwn0dpFjUWqCL6dZcsjrJoYwZzH8Rgwy79qIa/MsuVRA1bU4GFLpUEWAHDcnAJMaZmWN327CtXh5bhv0uornb5vyVsRApNSU7Sy6eBJNb6qM9OsX1F+/yLlGcmFH9IopEt2gU26N5m19RwLPtnlKgbQzkh/T1vPbe2vFqPPgvXHTtFscO1i0FIB2HYFQ5BmxdEdIcXhpCxHAYaNWIZImqFHh/aINojWjrfAoU1OCoiGgbzfljFQWbfMhuRFmuyd2r8ZRHJhldQTK16iW40C5May15TRNchwWJjH//Eme4XfpmY7L1eu3TcTCEC9QazxhaERHErXqCnuuuYqxK6obbnuNBUD0nSzjo79/lFKzlGRMgdh6MtEZQyD1HvNWZD5yAtUkjq592IhypbQ9ywImwEvseC3i7DvSopyMlEADBA0JAZ2vE1ZjblHzwfgegzxAYOd/kJn/WSL6xwD8lwD8l8N7/sMA/jlI1PtvAvC/IqJ/mpn/KSL6dwP430GM+j+Dh+ns48HM/ziAfxwAfkp/wF1OsbbewbbJ+kKwyElZh+4Jc2nEDUpNbnNPkIqsPKDBMQYv7/Mj30lKcFjMSjFqbtGCweXqjVqrOCMDSaP2wCh1j1Khqv25UdJ8ytrKaQ7yvN81bD4CWvAhDP09Bndn+I9yzfvoPBLHYt9dAHdiA0wkcpbhO1x3OeeGSAyDaD9fr7IJ3paWxzcjMWtU/PUV+PoKBpDGAfRZIGsmgE+zNJq4rqDXpTNqPoe3RTzzp1MThtD8FoXyIzqdxJnQ3/k0NeeQWTbWlMCftV1jZHWWCl6uXrebfv7Jj2VSm3y9iUc/DsCqaIGVKllunMgbbNDXC6wkqnNm9+NgUzVWMIC+7zKrJrPd31JA4yz31YiYzK0fdBL1PaQsndu0VCrWnX/0HH5YAxogWV65kZLMsFrJpDF3lxWAODadU2KoRM7SNzhL60sn9MQ8P6uTYGidwdZ5AM8T6LZILljTF7SdZW0aO3jbGoejlCYgsq5CBstJ0jCTRIWsTgG/v0u9up53hO1lwVCHHpHBsqM5LRRqdVOL/Ci1PTM+Zym1vHIgo7lO90f35Yj3cvT67meXPrbgZUfUpcritFqKy15X9rvvJer4+j6cUqh9Z3U2cwvebP+1tVNZnkNKwosg6ud6N77HIP8NAH+Dmf9Z/f1/CjHIcfz9AP7rLDvlv0RE/08A/xYA/3tm/kcA/CMAQET/IwD/dwB/AuBnIho0Sv7XA/ib3zyTyCQMNXxshlhzyP4gW0RnIhx7cpNBcfbAx1yWGZ8jktF+Qr+XIWjf35ViaO6lAqhbi+LNyGhu1KTbDKITwx5OAWgLPwFGcHBDp6QQymHB5ZZ7e1QTuM/pdpcd4Dh77934KC9kn7Wyjohw6Pnt39tF57ZhmFRdChG9nZP2IHaHJETSpOgJzXNbW4t0GPJoG2hOW1IH73aT/PTXN4w5oXw6iYLX04h0Mx3kqtGCpkGMVLiswKYkLO1JzG/vsv6UIe718lCo+7YA84h6moAhIb0vXqdMtWr5UpHuUSmJ4bXyIfPGTdSkqsOhxp8sZ24pDSOIWZ3zukmP35CP69Tr9sMi+PgnQxeGoT23gESHBqnbphn4AQR4Gom3Dbjqcz9OXh7ofa99fEf0FZ/XiNbEHLgytVHgEVRr6mBQrdxjL7XjkHaqob2jssfpNLdTsDnaCoik7Akstcn8NEtbSXUgaZNuWNDWqgDA2kqWtk3kNZfFz7/qfaV5lv3itjQ0MSIs9kz4tIT7Fq/LhqEbkaeyn197hi0qVYeWi+ybNE1eGdH3zf4GuhhLLR/dy8Dut/2hI55GI1nlGetKHUsRMt00AtC92Rwuz/tqTXjULx/MSe2DCACyF2uqCKOmHobHZvebBpmZ/xYR/ctE9FeY+V8E8B+AwM5x/L/07/80Ef0lAH8FwF8nkbb5mZn/hIj+XgB/L4B/ipmZiP7XAP4+CNP6Pw3gf/atc5H5yC0S0N+tU4cr3RChKlQH7BZaGJQzqtX1medmeZ+4OWi0eniUR0Sp7yAy+CgqIQjIQxlgYiNqiS5vbh2ruohRc0kV8tDawtMog3SztbyrfM0xLH409pHw95CzDolg4bvujhHOyyL4D7/TYHjAo8IO3bBhxn4YwIYMKDSXnkTNyiHSlAFTaJpnj2b0BJqhyEngvssFeHmSHr3aBpCWTeuRVRN5bpswbxv47U3u5x//SauD1bpWNsPkGtWLQM0A6LqI/2VRzctT7xyWKt/LDH57985lMleDOhIaNdxu4DfVuX5+0rIoMcaeK15X4BZgOSLQPEmEdbmgVhapyG8N2wgrt2fWjKkqkT1cK7Yu7DoNAVqMHf2BY/A9Y+8gh+/tSgf1nDyas73AoOtl6XX1jc8S59J5Ci0Ha5GtPJsqU7ndHK6WY7TcNE+jpNXe3mV91gpmidx43QDidl22l4VGFxLZFnfOYnvWTnrSpocZZLueHtMje0V17J64s2w8nHAMFHbj2FKI7Xv/TCPmj3ckM4o2IqnamgY2qCwokd4fzLNqw+cW+ReB4L3Gv+MQCWpEZZS5ZG466iH9KWumtnMZ5LPefObB+F6W9T8I4J9UhvVfB/D3E9F/HgCY+a8C+IcB/PeJ6P8CcQr/IWb+YyI6QYw0AHwB8J8MeeN/CMBfI6L/GoD/E4D/3jfPguB5iTtlHkiE5UbY8hcx9xEH1z43Yu+pySOzWC61/67DwfU+V3b03UBbUJFEYZt+R1Dr81mARVmbLLB5bg+uMgw9QhmHbsHytvm8tZq40s9hiEJ/n3FHxAL6XPBHRn8HoX/EzD40uvG7gDuH5c6jVxa2b1gGJRuxZl1lwzP4UTcaazjC1q2pFDGCAHCewGMGTwNwnkHvugmN5F452QNppSYKzYrBbPKXTlJaFuBXZRkPWe6xXfcksp10hUpwNpaup2+UUep/f3lS7WrJydb3dySuKstJnmOWKChJimSVY3DOwEkkHnHRWuZx0nW+Q4xsLWupU6fQZWmkrPXAR58tmsvUmmq/b/p8d6L9lACE5+UgQu8X0DGa9dAYay7foF3SsixhD7Mz2bsUiyFczE48azXh6tTNk9fAetQ7j/78+7oqpUVnQwZXJWzppm58gTSNope+LE6OchJZdPavV4mozcExaD6UDbVyzaU1LYnIkzkahhTEZyzOvUHhFtzY/bF5SoOK9xwY5ugI231R3swd+cuMMHCPaprjoOgWzPzo2iGraND5RVKnRZGyVnLX9nLpPZ4FXTK1RK+Dry2os/OJKQ17th6M7zLIzPzPAfh37f78V8Pr/wqA/9DB564QpvXRMf86gH/P93x/+xDCQopRkMIQO4Wnj2j0bLAF7iNoL2VQj5DCQwPYQq/3D3fO0uYvJ4EijV24h2MCTd5zZ3FRa0Tgf9Nrayxs/f6tOnmrk+gzIkLS5hqmvZoTGKGjjp2OwfxHBCzcR6dHBju+p+sb+sAYO3wOwJmMu+N+TyQuBDbqNgzvzhO8eIvQyHJb6qUzSzs8LrWR6lTUwaHdyu3vqg6Vfv4J/HRCtVzfbQNtVQyy6UNbNGdwcJEoo6szD86C5UKlnro0x+7tXSLT57M4Dm8X2TTO0pKRc9LOQNLRik4CUwuqAt2UIEZ9lDpMEb/fJCo2I6dEGGfpGrymOUUGlKV9QhqF0c23G+r11oxy2HxIYfjY79nXgzmCem5368Q2riRTYfPnxhjYPVPBOHxrzXg9cft8ZIN3ozbDYOmNSKA0xTTTuXYIHugJbFbKFas9rN59npWlnzrjK/f4JM/HsjY1LEt/jAP4PIEuSyO7AVJyZCV2pgZXhNDE75feqYlzYvlx21tt/xsGFz1xx8r2SB3Gt3BnOCJegL83RtMEiFZ7Kb4XP7xnZlSrCLX4uUdDHM4lptEsHSjnHwI0y/s6mY0kXz+N4niuW1Ndi5H/AkEqdT5amqJ4nTPmqTki0WG273swflilLn9sUmN8ejkM4BD0Q7g6UuX3YxfhdSL17rnde2m+cQdY1g1c9OoOWMQMdmKB98qNEfaicNgwCCNzXRRGVxgyZXFIKsPzaFm8OF7V+6XkuROPxkIemMH38GH6joi5cp+/3c9LGJ3hjZAz0OezdtDPfnQt5dC4AxTWg6sfmdg/dI1odMGXqyIILVJ2WHeHjmCUfCW/vbdzHrJoW+cZdFnAQ9JSKJXKe32THKyRumw9GeJhqkFKAkovz95IAgBoXcCloH79CrpcxNkDZDM3R+LppOsiA6tupuuqHZiSQ2p8uXg5E99uHvmx5jeRCLSuwPncyp6GLExsItCXV9A4ClynSAK+vrXIz6BpuSFhA7V0UkixXIVERtbirzKA0rpe6bnzbWsR5qMoahd5fWuQoSLRSdLNvdsr4vNtZK6cpQQtEijdyRCja/wPf82EaWzdm9O7NBlPc9po3VrkmRKQdQOPfBbNZ3rHqNeLzz89PbXo3KLf203mLkRye2MMwJ1UGpVRrK1D/Tqisw/4a74vKkn1oZAPdmimPd8RITBDxfXQsRJnUcvVSvhbGN1eZWmDmOIs7AgUSBADKydFSl5xgJScQ+H3ICVZj9drQ6FIy51QQUMzwqzd1aTPdlbVrqpSrY+dxh/TIIfcWQcNG4taR1fmYNCtPXyRZBNHXKhmRPdGPUISgD9oAFAvV+BGvcf/jXxqO/8QMQWo0Xnpwdj7BgHAcx8aKeF0thMDCskGr4iA1StCGZrx3Dtyy59Byu7uWGF4nWKEkvs3yPVEduPeK4/DmLu6ibvTZOSj88nrBZGSMKiB1p1FSRj89i61tuPgzFM6n5Q8h7YGDJXRc+L3d1AiJMsjZYWr9eHl8yylRK/vnXCLX7/pVKckTFi7PnOQTrNszovA56LEdAEzS+4bkHNftcTl9U3gtHnyCNzLPlT4ob6+yfdqhOMkqwgPGomlVlk7pJHDp2fweXJHBNagoFpD+YC4GMxrm1giWFMHY0vLfFi3NpJmKqUAizgrrOd45wzuo2KgP/+PyEGRGPTRiOQfW2eWK1bGMjZt0WhNXji152schd1PKsJh96MUqQoBHMVBrY3otpWO2Oh8Ad3QiUgMcVVnbB4BTi2aUweAcnY5Xg4kLF97dr+6vY59b5C65+SlVQ596/O5Ty+R8XiALjKWW6JraByd69O+sxleJzmWAoPOO+lTY3Cb4bRjfOAAxBI1E5AhdwABS1EaP8fPjbkZ5X0Pax5a6ukkeXxSCWcpZ1uCwAgLMjVJjtrTEH+Hdcj//zOo5QrYSD1ayxsJHjEydnF7Y00CLc+rZIxOoSh8xiwhIXfdUOLoPPpHXvqjEqBotFk7h9hDaprXgHpiuqhMuWcaG1WfGawlFpgnj2rA3JiY2+Kevnjz1CLAAFnfGeMjKPHo+uJru3Kmo599Ue4foG5+jsuz2sOYgYm8SYNterah+LVpL2IzVshZDLRuFMwsAhy1ehSKWlEtirE8pkYRXgJTKqgoy3nQ8hYm1AzUlwlUGAMR8Me/UyEGlmi5FPmeuC5s47jegMRd5ElmEEppimQcJDJLEQMeyI3Qsi6BG0lIXle9B9Mkv7MwrgF4tGrrjhW2o69vkkP+9ASeBiGtqdiJSz6Swoh67ylnJVemRoiM8qLPz+3+M7uYCVS1i+0aqkYzmcBM34Q15XiPyZQetWMHJ2O3+QN9ysXyoAD4/SLMdXvda1Q1kqIEOk1yvSraIsQigamTXp8FFbxuEtkaWqBRIo9JNvAqa0z+Jsz3TpAiGBvMk7y3SpqDbT5KUUb6ahMB7KpPvQ55WZ31v6/AuGviYWNPFN0jf/G9xuyOxCurW66agtM9KE0RVWzG+G5ENG2/X9hn1tWf9aj9AJ0jrs0Bo1pF1grFUSK/B6fsrHee1elclOh2g6QYSASCUKqkHaZRdO1P08MUno0fyyAjTLaVQkAWwh7OMqN8BE07DAOFWtLQvMiA71teiUsRqbo9m8+8u5xB8+wwltQpLocL9C6X7Dmq1N6r+UT3nB2qHlqubtu0rnBo0bJBJbVKSUkiNeoqeuGM8R2RxiA1qy08MspxdIbk3hi74Y1kDidU7R6oD6DGLuKO39X9noGRW3enbGVeCxgTUMNc5uzsZSElDfAOWtEJiiVCXFrTeIv2IkkmdrwZEuqYvC45FQY/zUgGWXve1KJGNaDPZ3mIl1Ue3veLwOnG0FZYz4yc53enEfT0BD5NAsvl1OpZS/XIn1hyyvTTZ2/ryUYeAkCfX0TU5HJzdikGzcNraRG9J9CkjuxpFqNsm9s4tGgkojwsBBesQkwSCU6F12PurxSp1dSc/j436RFYzo+lGL8VHUP3BDLC0vH7ouMux93D2+zSq/L6IKQ4K22xNMrpBMzcSthqMwSkz4+gADU4JNW5IJ6OsJIag42tWQSR1KKrHjdOs8OrdD67gltnLFNTzfNOS6wGPGXXSncuhT5jHhm7D03ds9mlqyrf7XGumrgnfhlZTPc500xgptY2EuiY3H6f4h6D9v38aJ8xoRA/7yJzYNG3tcosugYG9KV4NizCJgLdzHkaZN+JSMFW5DmUyZd5mEfQsrVWpwfjBzPIFLya+7yjLwRjFR/lkIPmqzwcsV9xL/UXh+mkRqEKhyIHPa9hRooMOoWF784vnOPRxsClz7Eg5SZ9xyHSsL8ZGaTU4HVu4qXFBWUR8e68unIEZvX2D2Drjsl8ZBwfQEZxHOSZ/Lq/F2FQti2NWoazdzCgD/dQG2xtuZ6UW6RlDF3z1oHGkhwG0LPMtZUDCQQYIMaiD11KwOs7MhHWP3xCHRSCRUU9j0hqgDgR8MsXaRn49ibndJpbxx8gsDuHgJAkl97k2w316yvo6Una6T2dwCfVRs4E0Ay6bqr+RbKhW+5KjTU/nRyJ8WvXdcNv7w1mTEnqZ7VUg9aCOg0y51r64SQgc05tE42wr98PI3dVh/FQ2Q06v2vkbZCvMX8f5dz2+cJHNch+r80Bv3fS29sopDRa//GWa1bjZFFdLoAaEMzB4BiZyYiVtyZQ44hXDgI115vcYzNQy9pKcWoRJGZP3EzUyvZ0nRi8Tk/nRiSKPBFmIX3JBLRzqkVQCGJQmiWaNnEhQwoj/yMOY2U7mzneowBlH6FhuTlnvg/Z341QmTQ90JHwhvs9VImbnrYy1Iyo30NiYMJJnDRmUAkICiZHEE3C1NIqnKiHwZdVnkHAyW80wCsj6jwK70dryunPE6nLGwHY7/FGRQPiN09v9p6wYUa5Wr/X4gsplgqZt2yRMrg20f6YD3RiWYXrKWvrP67bveH9KM9lAgMhV+JqP0ArBTHja+y9WoFfv7ZNMalhIJFYxG1BlHVrHmN4OEjZ2EeRiAnr26kebZTRAB/kldzR2Bnlj4yx5xn94bKopYCvW5ejtfpk/55haBvdpg0m1gW81C4F4flta/CQCdjacdP8JHBUKQ7zenMGmQzQbcH4pwT6NDvBi0mYm1S0n/JNUgf06ZN+j6plmRGsFXRbNSfMHpHVy7UJS8Sc+FXkQetZYDEmQvLoQd5Lt7XJMp4mrUUtCm9WMdTUNhkX0gHk/M6znGOCwnmy9nhQxaxaxYBY/avdi7p7PgIk3vLLAG7a4er5STgBF5EcFV5Ag73vtKrDM9iN+LeDNfqo9tWf+7hxAx0JymV3fV0mh3fJiEAWyYZSNO+hHJT2/DkFYNKKruR1suiwNm3rYiJIiq7sodqi8q0VAl/b+T+fxQgs0tyClxF8vQnfJc4jM8AF9fXV59nEUfwa43xGgaUa0KyDfbgrwYrpKkOczAk6D80hNBZ0MenSnePtSJWttVaZEnPYbniHQRqEJBInKnRh6iL8JE6Q1I8rmnGa2jNqzw4paZcZqOgcax6F8OnP5FpAN0GKOAjE7McPZ5CBBkt4TbK/UO9gqztigL0PaCxIex0IUJph/UqiCFT7qg3BHSY2bWoTujet341xFwl+JBwSlGa8DjVngDbQpN5fzL0AAi2aVq5Cz9g2jeRGYISL1lPOoIvCXcxe+hLVdYAGbx2KnMac0v4BBQ4jX4eVDg53d+yDESExEw6ReV+785ZynjVAprrJOEpQpDOSSQ6+PDtqkOxh04iCjd1bCpLpSVtBv7Vm1LIfyz3TPIF+3TC+XYFpRHmZkd5XN3x8FYUvLkWizNMkxlIRDh4zqDD4d7+KU7ZUzwULi3VSoydROr08yb2/LUjMqE8TeMoSKY/qvK2a677cwOcZ1bomXQX2s+YqrG3ocLmgWkMM7ZZFt1WZ6rpR5QSeBtlo3rSXs4ldPJ88bwrA5Tq5FNHVBjx/7d3NUhKxBCM+XcTZ8OcoClfYmoikJCLQMB6zh3/f0X0+5FERDDmLkWIAfNFaZCA0Cmn5ZeGpqIOrc+d71JD7CFyvxY3RYAZJEQVA8paQqE1SUqMYW1Nuu+qcbluT6c1J5uvlyYmGSBkpoGHu7NgzQ+SIgBEBudQWCYdnlXIGBmplnkfomhGozKkzUZVSRWIUaBLBEfljBqrmbTe63yPMCdzdd2dSp97wdk7MUS7XztvY2dyaSfh5AXJPrEJj3ZTER40MRoQ6DyinjHyxGnQCD2OD2w/Gj2WQY35Jb5jrQEcpzB3j8+HY55xieQJwf/P1/Y34UT3P1qLM1PI9e1LStxiee13WmiS6tmtPpEY2KMvY8S1iAYCSgPer0POJtEWY1quq2g8AOc66tnKTXdeohzm5nVF+NDoxgX3kvGNqAriHpsP3dXkqe1APulx5LjyKGRhcZrngaQSpAL1Hg0PIFW4SBbORuqbR6wqFIHUCL187cRriKj1njUBVGdnrOTVyAYBNOs7w9SYlaRpl80lQF/rdF6nr1XOR3HeSkiarU9Z0C4Ams7isoCHJf7cirR9PAxgqYPB+BT/N4DmDa0IqWiKoGzjPQ3NstOWcEyUv2s3KyGKfn/U+QMs4lMC0bi60wNqgnS33avf/chXjvDXCjDmM6f0K/iLRGQ2Dk9kAuIBEfAa99GUYkV6exfDcFtS3dzF+H2x8R+NIrcrKAe9eMycB0lPb328kQbsGa9ahWgBOELT9yjZ928gt8hoH8Fk70a3CcUCFXxOfhTQIJRhROrXIXEtz+HqTevl1E0PNLOvYau43rak+eubic237mNdTBwOoEXbXlMHQtUdyl+G4IGHUU2WvzTbEyBXLUgJG6lDJ5vhnMBnPo7uZLT+8jyyMaEjhfgANcgeAlZtjeNJSP1Xk4mmUiNlIdUSg69JQDRbFvpRJHPIq6BiYsf3m6cN1+eMZ5EgaAWDF4p7fyRlEYTF1xe8t/9q9ZlGyHTd4/ACakdiVCeAknjFrxCyRVajL3J/j0dgbvaOfLVLQB7+rj62189zMKNOTMkG3DXThnr5vta+AkGxSaV2jLAItBbxvLBshqjgPdo270YmehFzWw3FE4NqR8WJp015h7C5/bZ9TfWYutTW837SE7LaAb5cGKZrHvWpZz6S5qtsixBlK4JcnMVBKgrE+wRQU0bxDj127rY+fPzkhCucT8PkF9TSC1gL6+i4qYadZc7eTw9S8fnWoG4Dcv60gfXkXo2bKXbeC8jyCyiBNIbaK9C6wNi0baAjr0CKolOT7tQ42ff4kOVK9Pm9Rp0aS3mWjcvjb75mwv2kLcLgyfFu5HsJzPLmhTu/Sl1daQ07iEJn8aCkd0YgL5HlTZjCXAr7dkD5/Ap1OoGlEfX3rm07shstgRiNvjo45hqW0rmmRnR2GHGMFvxXQMrRSMmO5e0334GiEI102D/Y8R7SrFOAGcBbYE4WASaIuVEZaNiCxOHXzAFzE4FLYH+l8Fuj6KvXzfLu1ck8l5NE0SU45a23+ThvclbyAXcBiyKE6sqYKuKwh2g572aNgxBCpUkAlpLOME7OVtr9FbQZDYXJ2UhgtaxO8cfRFUc4DZ7/jEzCD8tAcd/0O0gCLX99gjSSoVOFhjENb/6MSHhXlwlZEcx6QY66b78H59YZH48cyyHuPBs2DBdBB0AB2xhqunRu9wkcRtDe7fjS4ems9ylpCZbWXdq4hSmtqLiHPYovkIy/S/l61tGtJsjDsO6DwVYBcOREwKAT4Xhs8yNwgoWK1nrohGQPYctO+YQRnJDLB9+MDNnRkzt5B3Jonl1KQ3UNzUCLwCL2IEbRHye8XmKoZA6Dn55YLygrvTSNcy1ybqnvXnDHcT0AiwOutsS+1fIe2WWDZZWlyqxo1eFlRKR0TFrcbcD6hfjqBc0LWOl369CL52FJAP33ySDN9/tSvLSNFaT63Pk2oYwZPCWWWzTIVRrpVIZzYPBKBbivS63ubx0yN92Da2RBI1jYnvlwEth/PMAY6lQJ6v4oR//Qi16qKUtZ3luwczfCwaglb3eYojgM/nUBnFUS53HQzVqj+fGrlZqY1DDTjo8IX9ZdfJTd/OiEl6WrkedKwfu+e+a70acclOUh/3aXGjFBWSquG0L+zRr9kBDbbkxJ5tyEaBqlbN7a6EQUBRSbUcFdNRRBQziPydQM2MQJIJ9CilReAOG7j4DXMvs6NvXy5NPGbGOBUBm/3LGA3vJru8lQCU0v31Jaiu68hvk9tufMPKOpVe4a9VckYjF7C6+eTP8t1Un7DOgiKMCRxPt+vwPXW8s+6j4KUyAV0VTXuPBvb3+bDShwnACzdnugdzoLnITc9fFsugbzoKbZ5RH69ga5/XljWhOa97fOERuMHemglGmXNlbhk3Z6AYszJSDKIr3fnEo6p5B/eL/BgfO4Yio+OeTSioV5XgeZYWauqMuMdYSLJaxyE0KEkHtl8m7cboWM3mqEcRSIGhRyPnIZH53uU57Efdw/nvmXivqSqI4HgPkLpviaSRoxFebk0A/p+0dztLPXaKelDrJ64wnyUa4seRo3uTKiFtUetdUMCAM4CYxcxcrysshaMNZwzcDqJupZJGc4z+HJF/lMpVSPz6Fkbyj8/C4M6JYF+f/MZPCSk16tE9caUzgl0W5S/RainCfzTjDolVAD8MiGPGcMvVSItZoHPbE2cZtSnkxhlO7+taMSjvWbtuZgm8PMZ9dTUhspvf0K6rXLOebf+VO2pa+CxFe+5zMuqjNokRrmSN0ChnECfPzVHMecWpddVS6CKP/tuIH75teW+TzNSKajGcDbW8EHOMb7+qCXg4d8D8uO9eFX5zElh15tGymrUMjWG7mn2/LBHg1l5AEmV34gAkuc1rUXWwVqBwpKCyAk8kqQrrqlz1AC4apRVBLB1j7MKgq9f5f4OA+j5jHqhVmlhz6QTrIqzw6F7Gi9Lq9w4CnQMvcSBQ27PrVZOYFgd9SOVmu3IoQq7cyJ3XJLKW/IsKoacxfglRc1oWcELBA3080FDKOxfK0PU1IxJnfpYt9YzOslzx/mE8ptn1POAdCvIv1oQEBBBS2EsmtbZHu9hP5ZBZjRxBEA3pNwKym0RWH1ZZP7ZUC+WtKAfKbVJ3ucTYoT2HSxpyTMlh9rcEOyNiB0zGp89ESK+tjN8vKyy2RkRR99LARYR0oE+nOZxE7cOJWSSb2iwcmhKwIBH+SgHm9fR+F5CTYShU4ObO4cl1jjaudi9t/uvLSW7oXAgAZ7ecPEXruAvr/Kg2yZoxtjqkCsrico6+mj9sT1gY4v6XIBlrMAXqU2l86kRvpbF0Qcvxfj0LN/1/AT++gZ+FZ1qnETZy38HQO9X8UHnCeVlRp0yxk10jZ0xDYj3/nYBiJBvK9KyYft8Qj1JB6r8tgip6+mE9P4upB6N3vB0Ap8GpPdFoLh5kusBQFsWotos7Q4FzitIX7fG7J4zaibQNEgecB5bPWapEqXUCqzcoMREUn62bWC9RocdrXRFBVS83MzysLshHAllA2tqhy+lGcX9+NYaZWle0BPIdEPNWZqFFFXA0rK5Lqe/bpLqzRk0hLVJ5LCw50WhxlqfZZDqCDCDbpszpnnMqPMApoy0yF5S5gwaEtImaQfSjko8Z2AF0k2isPp0En4EANxW0OUm+6UhLJZ2e3trbWhz1u5RrWYa3EimVEoLBMyAPRoxDaSGzJ5lAE488xrv24L0dpFuZrV2qSefR8C7V7FCyH7MlIDz1Jxn3SP9GS4FXNX5JJI9MsD8rGvNUTuD5e13QDalrTgiKo4DNM0hyl3l5xcgAenrVVJBStBzAt6D8YMZ5Mbq9fq9NcCLNswzif1+42FicwiDvyJhyDbPUHP83aeom3AnKGHwdW09e52AlPBtCHj/HWGTIq3v9NIenSdj/3EaWw5D4R++3e4QACM5dA9XvO7viYy/a4L6vL0RtoADFEFfF8GEYIijgTPHx07N1kXOrYWi5b7MIFwuQNCj5fdLKze5XLwuXfKhG7iqYZhnMbhDBl2ukqp4PgNVIx3TB69tw/V1pdCqdXfiJO0M+dMT6iz53/S+qAziKueUCPTyjPpJet/mywpOCfyz5JF5zkhfLuLJXy5iNN/fgeE3fh60VinfWjek331pohwKbXKtSJdVrv00tTrKKiU2tG4ePfAnKUuiZQUWEpbumMUIj7rh3FYgF/2eBH45dyIJ/PauEpSTkMesfOvlSTctXR8GJapzxcps91IeUyFTQ92lmAy1ilUL+3W3h513CFAkcVFGh9YwIDwVDp2H1IATU3MgVHjF1LWoMkDsZXCgoJZXGQA7G16MbBFHBkBKCXWSC6xqYHlIqAbp6jE8yDjPquEMuSc2p7ofeppryNIFDGaU11beaY5GZGFXVvWtvtveR30DOkgcaNKem0bhCuFbsw5eFtC15dW7KNkPQo4I8jzJXMziFAKQNa0lY3UepPnLVdqTkub0edC1bOkycy4sIDEnIrLnjcOyLt5NML8npK+BiLYVpOsiyna3pd0XC6Q+GD+UQWYEaBVoeYiwKTuBRCMdMkWvSKo6ikaBzgDday1/nOeNEp1AafBW3TSnFlrJGSxuUE0COt3sB8b47pxKaRsxoEpewVAV1cY1CBHqGIyj50tdIIW4QYA6t938hPPzjSlAVD5HH0UgXd4tvE8fyDu2dXzAzfsNpC7PaVkTCctX2SaxbaDhBFMJIoM9reWhTJR897saNtskkmmdLwpda3ejyxV4Vdj1eoP1msZtkWjnNAtyYQIjU+j6ojWIdFuAL2/iGJ4m8JN49Dwk8E8vQnBiFkayEvnqmCUaGlgaCqQkkY/qSluHJ4wj8PUN47KKswBIXneWnG49i/HMv3sH/foV9E4CjQcd7jpJ1EE3dXyUQEUXLe1YVl9zdF39MzwO3nCDtcaYCgPzCFwW0PouRioYIUd47H7WVY8zq+EXyUOwlBcZ6chSBuaA0Z5Jy4zQgaCtv93ao5wPIWyJhocuenIny55jM7hATxaNp6HRFgBPe5gmNRnZT+edc2rMYiKHUOkm15BqRTUBikGgo0rSs7cOhLQx0s1yrCPSqsQiJajRVppxe790ZYikrVxjTtWdnJyR5hnWiKTje3Dt9r67/gF2fIO39/wfy+tH3orWokufYiMEJk+dYFkFURoHKb9LUgWQblvbH5jBSpZMrzdhrT+dGpzMLGWE6apledXTdKLUtTONVvVgZYgqTITKwHITY29jag6qnE8BlgaHexnVwfihDHJnjuzmaI6JzLiUAmfVAc0jymjQNPro0POOdkwzNoiR8wNDuSuFOlqcALzbipQC1JYXDZHzIcRuX2P5J+AeAocaH/v7OAgkmAh4u0j0bDk9M07jqKpV+hmLREr73XMrNk8d+aMeR/gPHJc7ScL933eiI3fKX3btlk+MDzdzk5kE2sNksJiRimzjnUYxYGYMNIVRbzdhppqzYnwDLRfjjYSMFR/WS3igLfqwsiA1XDyP7YFWD9nKqlIpyNelKW4lgRnT5erKQPlPviINGfXlLK32KgOXi3vfyAn1N5+BJPCmoCO6fje93l++ApcbaPwJ2+cZdJP8qqVVWA08Z5LP2K0yg1EgOs62ca4rsCpseVlANKP8/NTgO819MiQCJ1U7o9PsfAYv49pCbk1bRLrIha25ZXGEx9ES5YLQNKmIQ+j0ZQQdWzOyaO/W6T4n7G0IDWEB2nl6moPbGvCoqrZ0WhTDKBUYtdNYeQNGgYgJaAY4Z2+NybQKzK/MZU5iYOiyAE+zpBXGjDLL+aeNAZIthQqjzll/Z/9+Po3gNCNdlz6HacxlQOb6JEqDfLl2kTIg50aTVA7U260ZY5/v4/l0QqrJlZryl0PYum8yd0RVlArmRa7dRWTCf8va0C/th81Zu9tlafRC161xJWzfBwQdyGG/z5LasXagTubUKoFubdhIop7HpigXSbrPZ/n+tfQ2ShERPtJq0PFDGWQflYVtaHCwPaReLxfKYzqVqGDUjKwUR4CrgQMIdcfafjQeSfPJ4i3gormZPZy919ilAOVEWNY8y7iYzZNP5OQFN5jmqRlhyIhdvkiLQ9rkYgi1gzb1i7r5+bB+eGeY9zk5+93/HqCrfs400gTadxshDcFgW57KouVsuSsz2nr9JkRgc7IVcU4AMbZW20ypGWxKraGEvsZavw3A2ynS07lpGmtfVYHcdeMbMngr0sqQRNRG2PkZ9bPqWV9WpK9v4kSMosVd//hPkV6ekYYMPo1Y//In5PcN6Zc32VxGIbOUs8mEQhi4mcRA1wp8fga9XpB+fcO0bMLK/vkZ6U2ETdiY2e+LiJMMyt5d4fk6/PY3gOaqUXU9eu63omaJZtJ1A9baohXL8c2CMkhKpzGJATQEpAoLnJ3cBM+547YEKDs5B4JyAqYnfc0IXAeOLbM8G7VI9BwRp4iYVdbHosg9tH1BS6ycx5BIkBSN6qQ2uviz7TwI+5xFvVxBOIE4extF1CpIx7oJR2RdJEXy/CTRsBllha3TxgADaSkeLZe5PT9pqZo6kTyp5Ppn0JKbAp2S7GLzCnp5FqOhhETv70wkDsowII2DCux8Ix/v8177n49KQBUmdmfa+UDhPpmAzpCbBKUGH5yzrHcQUBQRHBI4T1KzvWizEq0E8HJCI1nm1oVMaurXhsaaPTnNYoCzNpm5XkVHwD4/T8DTjPqkwUHZQe05d6VnR+PHMshEzvyVn5PfrNbWrvVYJV2MTg4Jwwvdo3rMRyNCqI+gV/SG5z6novmvyj2crYzRfYvIbkTI1ggK8XpUpk/0qMWYupyfbSgGz94CXB1Z1/a9BnMbo9IcE/MogzE8bI8XN7eD63mYa3r0sFZ2PV0AXROPrjwrZ1fvIgy+Dva9n3lZgXyVKMc8bbueyL7fyLkJrtk8DJI7rrEfbpX6WS31cXGHeQLdFimvshIUZb/Spxck2wC0UxTnhGHR5hcq+O/nPUjNowgSqH8xT6BFjDJ9eQe9ksBl09DY3EBz3F7ODvHxmKUJxpCQf/fueWRUoJ4G0FbVySNwHoXRO2bQ8Ax6v4GuKsVpa4i1JpZIDITdqw3aFUfX7dMJdNVcuaqMWTQIlXfEBBWvaQiIXEdqLfpINaINdQIEWjVRE0ND7LN08GzFtet+XfheIlARNS0GWhXFNGr5FTSaFsEYXrlB3YA87uGZka5il7bJn04wmUhpq6j72tMJKJM4fUZOU4faSF1UZC+wZiGpVFQkcYay/K2OGTSrEJAiJjwN4AlAYSF+qdMkXIPNy7Do04uc57o6iZRJevta6VSN+dAjda5HY19C6fuOPE+ckueCXTLX9j/rsKZlYmxNHZjFx1pLK030BiDyHn62GnECXVdVLCPQ6akFPO8XqZaw1IKeF4NVX527yLlDUMdRnJqtIpn8qHGU3A5VMP85KnsyIof1texY13fvF+UirkH/OjD83IsNxKI4DglG3zk+IjncMTj3Bngv/xnIbHdwdWQse7tIAFm9XgA0t01J8lcB0o0PA8xR4TZPkYmoizGWF5FtNP3Ft+v44LoOx6PX7bIpBSH71CCh/TrICTTPqF++NoEIu+6ctWHEu7KmT4Aa2DvIzViWprqUBS5zdSZzkEjWGcZBIvBSZCPMGUiSD3blqdMMZ6iuK/D1DVnTLXSTnCnlLBHlsoLXr+D3d+D9HflyQ1pePILlcQB+fZWo69ML8LsvLa99ml24gF/OAp1vFRggpLLCoK1i/cufwETI100Mc9Iymq264c4XYW+bJra0s9NWkusGnGek10U2u01KrKopTV1rg/AA1Oez1DDfVo2aS5tHQEuj4IbKmKmiwKYGQcuI+E3Xi218p1lq9dcNYNMxNg6FGYKdUU4hOgoG3h25aYI1JBGVMXXOTKZVS8L8vU7qYhcM8meFUoPAxxFYyUuSWKM/kPze7R5GbtqqRMlE4pRlkhIoZuSlehMKniT9UE9KIKxyr/3nUhp8TSSEPSXl1aeT5P8vws43VIHf32GtI9kQgQ8Qw/gsfeiEw/bLCiC1qNgcm9tNeoaHtqBQ54+26nsUj/JfGlJTN7MuTlmFcWptkes4AC9PMievyiFZtbnLPLvjhKHxVLx1pp37rEI2p0n22nUDbs3g8rJ4RUybjAdzgR/NIAMelXR4PyWRLqwKQ4fuTfc1sfr7LofxkbBF//nvg2n2sPVHEp6+cPeRJaIH1l47ZH17rqb0uRHSiJirQKA2tMm65/MsxxH1WnM+/K4oSfkhbL2Xz/vO8eGcWa1odFDserlpiQMQNrk5MIE56b2rK4NSaUxfMtnLKt6/5Tlz1qYTYuCEKdygf+ugQ4A2jp8aXKvn6UZsGFoJBFGTWqxSLmHEMP7pBZ4uGFXMwdIxv74Cn57AzzPqT0/IlaWE6ne/tHVtsL4x6p9EOALMwryHbObMCemi6QqF+jgTqEikzERiiO3vi65/ZZuL47aC3i7gn1/kO7YC0Ih03bz2EoBAo8G59LItY25bG75Erc90Slqfm5sMpZfOVL833Vqj1iCFMnqjbFC1OZ02TA0vrDNeua3pwFlgq2umFHo/N8Y0Ww1/hhvjKK8JQORR9Zro6ew66aQayTyN0j/XrhOAMa+JR9Qk3b0sYuYxqYEiEEO164EyaBRJQL5VDL9e3IjVl7PL6NbTIOxtEoOdbps4cD8/q5DMFRjeUf/0l8ZqV16JC/p9ECU/DFB03p0Ea1wMK68CWmOKUlv+19I0k4je0CZRPo/JGzrQWsQ51TJBu4/evek8y1q6La1a59OLznWSHumXi/BKmEWS1SJnZmniwVX2V60eYGZZD+Mkz6GnutQgG4L5YPxYBplxDz2XKg+dUfodirVoSd9vhA/L5Xw09gxf/7IQtX5E8w/je94DoHcgLL/aXQd6goFtakaq8nq/pHqywrDmcRRnRXvkkrdoUxgsaw65GMt690AF8RAEiDqWn3WG+ZEU6PdEx3Zt9nAeDSt70bw52zUBrSE8qjQYD+VR3SUta3OYLFoZBtD53OlFe/mH/itQd25CE0bUsvz8tgGvb2K4R9XkVaPM5xm0Bk/ZI2sCfnrREhVxNPg8o86jRpGSXuB1lY3BjPn7FUm9fx4y6PkMvpD31qXTyYXuuUo9MM8j6qcn1CmjTglgIH25gqcB5SwbctoG0FJBXJGuRXPQQD2PuulJuQyf1YCsRWG6IkpRk3a2qhVQxq+0bpS6WtscBaZPghIY6RAQ5+O2CoN9EgjQGclbEZgajRwmPIldWc00KfNaeuveoUqR7EUEL5Py16sYGSv5Ca0IDS3x0knmJo9p9ymsUatmOFrPfL2BcUNSWU3aqnQQO5/AKOB5FicJCLwIcSxEpauK0zQl1CxMYx4SykCgCpQpo44k93lj4FpkDTyR3O8xYfgqyIc0qtBn+lY056rzydL3m8ZRZV0XSbdFeB+4N8bfWSrZIYalSDMIFQcB1FE2kpvl3Ek0+onRcsYJng9Pt7Xbt2jdhIBp91yRGSoazVrjGOWVYFPlvlHbnp4m4O1dnm2D8nMGf70hGbyfFP0oGURKIA4lVYKwNQ32o/GDGWRuG5lttOzCmU7Zv4uO48Zpo3udjiO8/QhG5VHf5O++lCM4x4xxZ5RTY2jb+8N1dGpa++/Q3Iuz+hSSAdDKgKzsKUNe2+eq47BziBD/3WYXvORH+eRHql+xHCUY5QhF37VL9Lw+OXztsLoqmZFB2kZy2yqA3H0nb5vAwvsoaWOU1zcpWzMxGUB+n8YGXdow6ciUQFRQn88O42IcZeMbBxHySFKnW58m0EXZ1wpNCkMTraZ6HJt8pZHRaNWSJYHxTKiALcc1DiKwQOS9kNPrBciEdAPS2w305Q31D39GzaoKtUDUoBKhPo2ocwatQhBKyhqtpwk8yj3MV1FW4rMgC5wJ/DTL5rgWvw7PtW+l6fpmAgrEeE+jGGvbSC3qtIgpJdmtllUFRYo4HVUNo5e9kXy3C5ls+MZTfTwU4pY6Y00FjeTryhqECGFLO6sNikjVxi3YK1dF9MeQGv76Vb4zkURlyyISpqpu6qQrjejouoGYRTISQLoVJEjkWCf5j5RnIAeA1kATypxRTqKPPbyuknMGkG4b6J2FP1C5S1tgKU6oskY6sWf6w/7SO67NXnDlw/32Lg0mc0qARMhbQQLArM5PJslIrKHU05pq2H75dBYH1oIKIwiqs+fSpZpL9yqNEEF7uWgoXeLLtet01Zz61NDHKup9HUp5MH4sg2xQU4jICPCcAwWPSrzVY5GLb4pyHA0zlJZ3DqVO3zxtE6CIwutAT+KKhirms67Vz7lzICDn7megDHBnktsc7XK+8t7UIrooXmKLTEtIOsk6+1wwynfzc3fhH3jM9vo3yCA+x5FRTrtGEkGFxyUV7fOkmt1m1A1N8Lr12UtXfL1EMhAg+bNVP3tKSOdTY6CPTe3MmaKAqlUNIp5xnoX8pEYLAOrPL6C3KzhniVTemhE1WT7fhF6eJbr8ZW0qP6dZou7LrYluXIWoRk/nFp2zqgMZo/a2IOl80dc3LbmR6Cp/3ZAvK+iygE8jtvmEfNlkU1ZneP2NOBhMhHTT6NiM+SB5Ys4qsF9lzui2qYqXELfql6/o2l1CDYZuol4CZvO4FtfepnmSaMaMdNKe4XNSZnB4RgLvwMM9zRn7Pd5D123h+Fogg8t1/QEQQlZOjRGtZCfM0qoQlyLiJzkLlBn6OdM4tPTIssrrX74gPT01FM9aOtq8DFmaRMyjIzJI4jzRKvtfnTISZFOvWXSgK8mCrJnAz8IIzzctRVsL6nnoIHwBzgiYW+4ZdUJaNtA8yH37+iqCOXF/xT2yRVrFEZ9HD2KCMMud423lVEXTAQM11FPXM48D6vkkxDXbG0cChoRK4sSkd4ih1cYwHPZG0g5knFMzzLelBS/L2valbZPSQeN0AMC6Iv38k6wqzTvHngrCxg5pRtNMONL1DuOHMshWWC4lTdzynWoo6DTLwmduMIaNrvwptxzFg+jycETjcBcYfpD31GLyOyN+pCTk56veVnyfv6dFjN7zFHBjTNa56HZzconB2AA62L7TsCbNCaVGaonvo0e1x9j9fmR4j67TysiOPnMwunOGoQMNkvTuUmaUNY+OUXRtAUgu2GB7M6JFZDNNREaIKuEGJ2XvmoNTK2icvK8vDbrpLkoIMahqHD3/Vz7N4OmM9XnA5bcD8sL4/P9ISO+L5OtSAv/mxVWYhj9egT/5RTYBZZ3yz58dTkOpoNcL+OvXVoqRM+hJ1bQAgejeL7KGDDVSpicA1Pd36ZB03TAqZEuXReubK/KYnYhVnidXigLBm67znMFkJEFhWhNLhE+XmzfKgJWZGLJwucjzN43Szi5TY16zEJDqPCrLe0BNT1L2A8hxbf0Acj+AwKrVdWY1vEY+kqu+X2vRKB85kdEYAM5XwDi1Fot2HFYBk0AO845Kes5kTTaiQSulNd0gAr+9A1dhCtNJdctvixgfZpWMHGVPWTbpc73qdY3SXlNtNupA4IEkNXutAAHllFE/jSgnQrqJihhnwvh1A8AaZbPwCwAnAPIguu2piuKfEyYNzg8Md66aY/c8vhG4dF5SQxu7+QZgjGvUQTuuKaN8miQtclmkRG/MzuqnRYleSc6XjTtBgjx07RaZpRNWrV6r7AGKDjqdlEiof8gZzBIh00+fsf0b/xLyv/Q39V5bsJiaQ8HaOCSum0ROADwaP5RBJsAT6kZcabArNejVRMINpgx5zzu2slLpD8c+Io1/38nuUWqeng1RusktB7UfMToMZQBSZvGBgbOxh7rt7ZpX7zz/CIdzdYUc/wwM0o3RdS9rCTRjeHcej5CGI6a1XVOsOz7Iq+yVfuS7Ul+T7KSy0DXKSjfUWFNkbFqUMk0yD9dbc+zGUREX2cwfNbIQ+Dq3jXwWGUiqLBvSuoJmiWAxZKy/fUEdE26/GfDr35OxPQFPfwtYfzphfr2BCovBzoRyyhjeN++ixJ+e27lbpDtkeGMAQ20M8bhoa8d1aCU6xjQFQM8qWjIOLplIRfrYUmHQr18l0hsHySOaCpfmKKGayUnZqlSrs7GZqNW4al2ttZO0e8TnDPrNT8Af/ynq6xvSb/+CN56wEkXapPQlXRfJYUOhSHNGssglyt9VGMTgVDPKlkqw+bESHY5R3APHMa6/PImzRtqPWvP8KBV0GoEU6pQtOMgEqrPX8vpeFVNAu6ic47pMoe7dSn1UT5zfL3Kc6Rmw0jSgaVcPM9JS5J4RhCCWCJzFiaKaUBKhzPL9qbAaa+niVM4ZNQ9CAHtfBR0BJJWwCtKBcZD6aDNelj/fal81ss/Nf2totEyWQtT8vqEEVKr077a6eF0z9TSCBwKtFemyyTo2prOyzuksXdU8BQIoJ6E3wjDt+ayIx/tFApN5lnNZpS1q+Tf8JQz/8h+jvr41Z41Iy7RI+mTbeatMLJJG/POfE4PszOEIP1u5i3r/zoSMDD1771He0xbQEWxqhmZP8rK/R7gZAYIGOiMa+27ejaMSITcu/XH8fZEpHK7Do2CDTvdQ3J7NHY+tajrplMAlNQEG9fRje8M7RrozUQ/m8aPI11SADs7pDnHYb2ZabuIPTzwsq2FUJrTVCLPCVD5y1s089yUu5i3bOWh/WwKaoMDlIiUP0+QN1RGcPTbS2/sVw5dBtKqXAk4zlpeEvMj9Wv/iJ9RJmgTQWjG+rsi/exe04ufPqEqIoutNIsmXJzEub19l7qcRhNGdCOQM/vWLROfajB6DqDDJM6KGY93An5/FkOYMngVmTsuzKEUpS5Un2RypCFGOtStUel9FunORCIOfBKolhZ2Rk5TSKGJFRQy0O0c5C3y3aQtHY2ynJPO5bgCnjh3rQj+DwtnaxcjLd6x/buBB0NMZuF7bJmx55R3cemiMAY/UjHRn68b3A7v3q52froMhC2K3rgBSg2PXrT23ZsQpAaQld6uiUkQSgWrpVLJ7tykBi1V/WolxJmtKKYHyBBCEba1sYFpkDjmLMeYEpE2MNDIDLO9hAtIqxhjMgook7ZqUsztuWDckZtR17euRbS6/Ucr5aHT7pJYT2lzx67s/z9Yhi0oBrQngJNKZCWAQ+DSJkzJk8DjJddYqW9R59jUjjVzm5rRuRaszKvj1Fd5pDJA1M46gz58w/NGv4K9Sa+zaB64cBk1dlWZriJyNz/nA1uj4sQwyuHmju/yPE5908tI8N5ZjjA6BnjhlsGnIaZjROxwP/v5nJnjtjDoAj+xNS/dhg4xvnJtH2Xuj/yhaB4SoUvrzcfb20fHq7m9xHj/6zigM0JWfyWd9Lq2EySLdlLwm0NjOTd0ned9cL5GJrGzrW2qElKLG25qyV2moEOsMSfPrNE1ai5ydzENjKFXRNohWtmENPPh2A72+gVJG+ukFT/Qzxs8D8rVi+WnACuD8t64KD2pEUkqLaG+LGxuydMw0Aj+9SE7xctUSEGkwwpeLSzl6Byu9ry5baV1qrgvoIs0OeFWvfRrFCbgtYiyTik1sVaA7z18mqbdMCfVJonvkDFxW8NPcmk2sRa7pcvOSHml6kiU3WCuwVC97ahutdiSyiMbqcK1e2zbBdXPBBr/uYQBlWZeRG2A695QzeJp0rYuz7IQ45Z40yLn4mjYi3/2zEwxsTR3EaSQhHzn3xt6eiy0gXLebOMH2bFUGX66t5acJxhhKtBWJxosYGNoGpKVK1FjImdplTqgpIS8AbYJncyLQxiCGCFpsjPy+It026TBlrR4BccCs1ezTDD6Nwkf45VcpCYrjI8dc5/OQ2GrqhDZ3xlJOI2iW59ekaL0WXxEuQXGgeXD2tUpr8XvkKnBJarXtvvnarELaY5L7RtSCMZomF4Xh61Wc4ZwBlc7tom0rwdOo2qPiIbeUy8H4sQwyw+FFl3Tz/Kyy2XYkDU+2W87ZRg4QbDQmR2NvaPdGB2FB7f+m+WaDr+/zV8cRsKuHmaBACnD9h+zE2h/L/v2A0dx9/TTJJn903D28/tE57JnWR5/ZR9RmnCMZJ0LxloupQX3LDGiQSaVgVEXMXQk5W9HNbOuZ6yHy8RRIra19opUzLAugULfdS7b640IBFtUN1Oq4rW+rNnugjbGdM2oGsnbzGf7fv/Po0Akno0Kwl5swPW+Lw7WUkrcy7ERLtLzCIn/Lc/Mq5CE6KytbhSgM0k5vF9nYX87g06RRh9UeW5egZow5oTWkINn0WXJKYCLUUfPeiZB4BX/Sa18LcF1Az1Lb6SQ1ayCxrIIEqEC/EdKcna1RjNVtxy48IoG6CgmPq5cjOYKm6SPTFKazSl1OkzvpBHhutNMHMAhVoUxKqbWktHu+rg29M+cxSU1sJB06qSxBiJjT5HoKKKXVs6ahI5TBOAJaMibH1NpczYs6ga8yaO31oVMRNStU1k5gjFRYjDOg9efy2vZpVma9oRJKXhwzeJNSQCoKX59OSLtIeR+c8JECn77vsMQxcn6M+2B9kAEXnrHaaSSASVGe6ya187dF14iiF0bomieBvgEhyV2ln7M33YmIaCiPlPukDiOgFRBJncSG7HW2gFIjyxoiMj42uz+WQQZgNPIIDxpEZVBPFJnvtahTyz3G1x6V4wRxji4i/YiMFUtpKoMoGOLvqcMNETontLaJlfu88v4z8byO/r6PWh8YZSExBKN4dG5H3/Hovd9iUlsu2cYdOSx3+WM/x1jGFuuNU7hnkKioXq5SG6teqjFZ78+FWzs/7QcLrqGcLmn0IgxZ0npU60zDtbY8YTwP3Sz57YLxj74ifz5j+WnC+CYGa3saMFYGv36VWmOgkZteL+JVs7QqpKtsMvx2ES/dCE0pST5zVvhN87JurF6ewfMk0SxRi65KYOoDondtRDkiEYQAtE5VoxYSI2DOrzGik4qApK2I0MSYkV9b71dOCXwWI+W9u5/PDW4HmtFNqrY0jWK0L1etQUZzrI04V6u3laSzdr26LRI1DoOkFjyPfQOqknByApEoLWHbmpP3/CxM9dc32YSfzp4GcfU6qNGJJYWXq0DI1id772zGdW17T1EZWHOOMILOJ5eObL14q6Az2rWL1VEX5TjNVZ6l1WX69R349CRGKktbQjmIRsFVYGlzmKpGiklRECfvAahDkpaSaqRMUlUcMOkUlmoFagFtX5pBCnvpkcH19yRCGkI6QOfSSy9tykwauLKnXSglKX0iSamk66pqZEn1vWew3ncy4pU6jM6sDsRO8BJQi9z6zQNAlhw63xYtRV0dqkawI3cNdLS8TZAbbujSg/HDGWRX3YkbcPyZgzcEaDutJnt3OMwARYO1L0V6ND6AgZ3e/z3jkIHcIKvuO+I57aEg4D7/ejS0JOHu2AdCGt057r/3W7mh/ffsj3dw/nfD8m+xRhoI0adCSkQOS3r+93xqeU2DlQCHt/04wah3qIleg0cqLuyhDSaGATSeJKq0fKOqMnnTCTOyXEHXGxIzpk0aOtQhicgDM5CyPPDPZ5eM5Nc3yZk9nwHrccusnWau6kQoLPbpGfjpE9JpBn95bd8fG17UqipMg0a26riquAe/vwNWF0sJPAyg57OoEplTGqLC+nyW/Pgvb/Kn5xPK8yTwYWVpWrFCot3CIl+oUXB9UQeJCPmyChw6awRiil+aZmAA+PrWYNui6MQqUqNG8uJpFINhXbWuVzGQLP2eMQs6gCXIdqpRtMgSUwaNwmymnz6LESxyTP7l1wZL3pa2NnNG+vxJuAW2JmOpnZGT6gaY02A61YU9V02DpB+gOXUjIjkDfRpFNIYZDIWQB426te6VXt8FSh4H1GlAgqAh6VYxVHWiMklnKAD5KntqWvTf6yb15GNGPY3O/PdIekhyLy+rrx8aR6SnJ9SIrnEgeX20j0YOiPGEzOkyDk8MrIxUxyzENmX38zSAM0uNvO0JhXWODFFgpK9vvo+4GlxdQMMkTYt0PxDten3OdT/h67XxcyI6o01IjMld39/FplTW9NYglQa2Fz0YP5ZBJtwZ3I6taPW0XserntSeAAXcE7U+gHU9On4QiZpMX/fz9xri7kDtO7u6tvjdcRzkaQ+N8RFMfuSbKDybhkEW1LcM5kcP2VGO+KPSqA9GJFi5ZrFuPuAKomZYCZANTZn2YNbolRtzNRh0ygkEE5GPc69DDTHl7OxSpOQ9W3G7OSTF49Agy8gCtxKZScQkaCtIzMAyImVC+vIOfn11khnPk8LPVZi15ig8n/yY/CSt8nBbZMPIasBPE/hF2iDy734R4/HyLBvPVoQQxYz0evWcmeV1kRPo6UlKqUoFDUk+b9HsbZHzud5ATye53nUThvhvP2mpCYHHhO08IF8L+JSRNhEXYSKZB1X9QhUFqLTpa+dRuk8tq58XOEmZC6BiHFdvLoKL1HGTXfs0NqIZs8Lbuga3DfSmkPE0SrSidac0joJsBIQNQxblttMkzsQmPAFcZhHvUMER0jUCQNj2WlssazU0ICkAF+UqvL519clk5DRtPGDENzMW3sCDCHUeRbyjSIRLgLdGlLyo5KhJu3IlbcLgespbkc5iIAy/XEPJlOblDX006dPYlCJp4xBz5BLkupR4GEvr7jT6d0Y5tl3lkGP3lFGE9rV0jk6nDu5153Qt4NOA8jyKYlllMdJFjbVWAoDZZVh5HgPJlTzFA6LW1AOKDNn9zFmV8GpDY/YpRBZ0irapVXQorA9F0z4aP5ZBBrUSJxuaO7b6U1hf3G2DCcI7MztGQKmVQHXQtR/3wKvbR84cmq1bfZnVeT6ChEOO4TDfEEoI/Dsj8SyeX/c6H0Mm3zn8ASGSOXx//7bR/BaDOp4b0H7+njy6jWjQlWjTsRmVmGUlbVwKqDTWNEpxaUUahmZoLeesDpzlYLkoFK4KXybqItcj9aECDarudA7lT0P2c/GNo2rLx1zAC2TjNClLlm5cPA7AX/pD6T5Tq+hCf3oSA/PzJxeFwHWVyBYScfLLk1y3XZPBvdqMPW0vMg/Xm0TUANLXza+fKmDiGmw9YIcMfHoSZve6tTIjK7EyR4NUkatKxFQzocwJw7Wo/nXF9iylUGlL4GcIZKqb5XApyopV4teyYTudgXlEKhVsGhHTgDoPoDGDxoz0JxKlYNtknSYSI007sZghA1eFgnOSaDgQQnkeheT39bU1jR8G1X1fVWxkcjIdchJCkDl2tQJjbSSyITvUboYPQNNA15prVAbWxdMgXApwq13NP4xvMmS53xXSonMaUJ9U7Y0Aum0SrV6CEzjOYshDqRsAJzNSqa2z11a8BzcxS5tCFRkxiFf0obNE8YMIaYgqFiNtgQBZCnC7gYhQj57x/fOupC7vhc5tXdn+LjKlWu4VnmeLjpPe5zoNUuZlUTGb7nWVKP6mal2WY7foWDkKJkQj0bRKDts+fru1lIKdo+kbeE1zAf3mZ/CXr+ClIo0j6KcR/HRynoPp27sq3d8+npofzCDreFQfqrk9944TtZ61BncCfR3ro/E9JKTws3SEqfflFB9+xYH85iPClkG/0Aiu2N8OzvvPEJ17TqcUUR76vg+1nx9F8Lsex99EEHZELgD391uNiLxdNlmvNbf8sMNJSXKGieBdfUgbbtjnCkvdtp4f5lngSS1/8v62i/RIdWKHdYBRaJiHBOQR9D5ohDmAPj+5AIbJ8/E4tM0BAD+dWscjQEs1xIuvo5Rz5Nvqgh1WkuTvP80SvRIJpPk0IV1W8KdnMSaXq+aVSaDtbRMIfBwkUgCkbrOy5nlHgCekr1dgUmfDouKnkxhwFgUuJIGbt5cJdUpYM2H63YK0VaQlY/00YjsncAbSyqAqxKEtEXKSDlMAtO5480YWLcfKInihECo/nVr7TYssAbm+yxV0Sy7D6Rv7ODZUZBQ1rToNSNcFtMxC4lrXhmaUKiUt20mico2YqiIsbL3DXbazIGrAC1xfwddVy2ogRtty7rXIWirV9wDUEGFeLor8NO4Eex5Yy5i09ltel/vO57kZzzmwwVlEPWgrwkhPigKYEwZ4HTnxJtF1FYifz5OvwzplcQQ2LWMbEnirSEqQMgET4rcmrRmea8oZvB20HtS97a5McxgkFVQGaalYK1Ak98+6vwu7X5pspLWimqTr+yptQpUMyHNbA9A+yhjEAa1naS9Km5ZJfX6We29M/sqiXb2u4gwQtch9kjKo+umMtG6CzuWE8tvPWH8+Ib9vGH55l+/UssX1L38C/vr9NAA/mkEmtCg3QJemfGMeM0yQPRK79pC1RaLfYi3biOxpjaQ8T8TcGlrbe4+IVHJS/SV9y6gqvEyTdX4pXYTfVKtaB6M/k1GOhvCDBtrdtXxkVO31nVFu+tO7/Nr+EBG9iI6PRcdZNZsNYrSyKKBxBUjEHJxlq38z9i2/St7Ty4wUJhO2LoRVrd6w5YXpNDdh+k+fxKjfbsCvX5G+yHrg90sj6cT62vPgGyFnAtdZyprer2KQUwJ/fkH56Yw6ZVBlLD9PSMuAubCoaKlsoG/GTyfQ777IXNiGTIQ6SVTJgGwUiaTcYsjg05NHCOU8StQkk416HrE9yWY+as9c+vou1/j8hPo8+8aWvggzm64bhsIwicY6Z6TrhuG2AplQp9EFKuooxjffNKeaBqCoo8nqUA2tcYVUGGQhiF1aM3lYWds4oP70LAb9Jl2njNVO8+xylt7ZBxLRGwEN89QQhirKeNZ0Xkhhwk6XvP0sELc9a8wwnXF/Zgx5AJxEaHCzQ6aAt5FFQbc+u57dyyIdnwaVIkUBVakFNoNERaH/sCZ4zPASNYVsYSx1QLgC56F1RLpJe0xkkn+rBjWD1KiLBjncmQVLb2ysknqxlAK0v3KahetQu6Yc+syWkJaLjrrdVyNZLas8i0MWXoAyyq2ZipTIDZ5OoEXU7vJCDk9XS/FknYdSUH96ckSGLgt4FueV3pW8eBIHBGNuNfBJ7iHNkzjq6rzROIJ/81nkOxdxcumdNJVTUKYEYEBaJtAtY/mLz8i3gvFv/rLf7nz8WAbZhsGVZgANNtk2L4mw4XCDGq+4absB+x7ylh+wdtFpl9/U1/3fA0byIVztvx/nqAE0YoCzK3MzQhE2+n1IZPtzBloeNr7vWxDz/v1H+eISvjNuPmP22k8nwVnHKqCHu+0rlMFKUdDDCTT1rpzJO8hYlJFS0+u2xhCVgXlw0pCoVyVvUmDRsBO0tq1FyxY9A5qHPbvzBGYxGi8nO3mNVoQNKnm/0WE1njUXNiakpSJfq5Btqm1Gs8CURnoCJC81Tg0V2CSiLOMgzFkrFQpzYsaZShW4b5DcW50zfAEktJy95lOrbvrpuvVcjiEhXzYMN2Ff09sV9ScRr0irGGsqQNHSmrRpZ6JEqANJNyIA66dPoMrIt4L8plGr1UKzlkXdFonWNUIWNrY4GJhGrwuXuTbouMhuZ+xtU51i9kYWokEtJDCaJkcTTNVN6k6l3IziutFIzljoVtOKEWIwozE2J1Jz3ww4R8HzzYBzF3jIEgVa+VQV9M8V9KBRf3s49LzgaQcnsY1CSjQhm/T1TWBrJeb54zq3yJmYpYfzrmSUi57HwFo7r2WCm0SfNA5IePfAxdpUUqlNlTYGASbSY6kpQJCH662Vbg3ZSW5MRSQ11TGqTyLtmpaC8iTCKI6KEDB8vQmiA4iTMYrD63C2KsvR5eoImDdzCc+N5JGLzIEStJL1Un55klTITTqaPa0F2ArKH7zg69/zgrwyTv/8H/85InUxGtMWzZsE0CIVQDegzRe153udcBMWvh87GNDvMdBHUfUHhisSv8wwH4qJPMo9q7GlaWqlHoE+76U83xsdH12j1wE/hua/yeSOEXHIDXUOhzbBaISXPSS9M+j2HVYKtgR2a2TYWyRqZAqr41ZClhlI1jZsRCTauKrwRosaaZN8VLEN5CxSo6sSqKx2NpZ0GIyarOSFpGewGYYiUQWPGXSVB5gMut4C2QiQhg41g5YqzQO2ivS7V4Ho5gnEIi7AalDZBC+2Atw2EK8i2lBY5SdNCnOVSOrUIncpi8lCrCqMMkqOMN+qXxcSof7hz0AF8tcbrJMTz5NC69lLT6gUoMKNEG2M8euGMieteVWDT0AdCOtzRh2AtEmEbJDsMFBj9RKQa5VezEQSNblxya1ns+XqWIy9wLrCLKfrouiMqn9Fp13ngsKa8Npu6/xzU11uru1ex/0nJU+LsP+cWltYEqiV1k14A9ZP+7Y4f0F4LkHQJhhXHoPCEzMous0aARo6gq0ivd9Ar+/isJ411aBOIr2KEhxfr969ia6bzGVKrpeNwn7sRBUcyp+sZ7WkFKRpCe/2CtfwVrSCTrNEz+8XcSKtrNGeZSs3GieB+hX5wm2RZ8NEfkwC87KAxkFK7Ca59nIeXYcbDFDRVpVFUIT065s4D89nd474aZb8uUrF4rZIeeEoqQ/RLwgBQUhD4HKTaH7bhLT55as8C6cTUBlvf+W3GC4FP/1f/1Sc4OvtQwTyBzPI3CK4WO4UIEq5qUkimXmS/IGx5MxT5bZRW0nUN8cehv3eiNpO3UTXgXtjHMlYD4xp17/XxA7sgS2lQdV2rkfH+eic7f0Fj5mAkcy2Z6jvzz2KKgB99J+awElXihaZ2TaMfGdwlhle2+TMKQl5ZD9dZidoEMyp4ebMTGPLF5tQ/jDIJBgrVT1z7/6ipByp95XzMxamNPfIjcDDLIbz05NLTtYhof6FZ8k36zXk6wa6rVJiojWgtFYMX64i1rAqpL5uwElz4CYgYmv7ZqpTSTbL64q0SZ0yn7U2eVkB3Zg5i3NQZ9E83s4D0lrFaK4V6dYcXx4H6Ur1IttFfpN6zfKzROvWWzlfNiy/Fa3s+W99BSqQrgJjUh2wnQVKTatEwJffTlifCOOFXSBFBHEAMHzTNwi4Ttol6Ty7iAWqnLNMGmnvXp2jbBArgd7VIdeDOYmtVmc4Y2t5eF+HSghl0hr02krnmtgPdwRB6IbNej4yabpua4OtkTOSaUIHYqAZds+Pa5mReCyyNrwi4FaclIVlc1Uuer+2Omyi1tnr6eTnZ41XkERljq6SG+bTJC1BoTW9WkZkqms8CSph5VF2LEpSJgers44pPa5yLqcJKSVUC6CszMzmBrKXMVc/prOfzakmbXBjEao+7+VpcmPMiZC2inzdpJaeyFMZcu8JfJb2nbKW4Hle4VZM7T7ZvVWExiRMZX8SjgpvG2DzrYIhfJ7w/H/720LSXFdUrWH+qAXjj2WQCU1S7e41ckUmALL4bNOyBaI3vRP5iCIYfxa49+jvHxjVD2uEvxXdhnpcDtDWHaz7rZz4/n17ZMA3mR3svDf4R/C0vTceN9YicwWvH5zf0fH8tdScEADOCzgwxgA6Q26dmu6GSfPZcVXyUnSqw8acqEXLq/ZEVak8Z2ZXJRqpvKb/blrLQ5b60CGBLiuuf+kJ1z8YMFwnDG8FPBDqSKANmH5dhXi0bKDffZHzOEmzCmylXfs0umoQv0tjCen4tAob+bd/QVtBCrRKr5e28VTC8Lpg+zShZFHaShtLnXJOqKeMZK0OAZTToOenOedkToYaxyTnnzZG+XxCHZJ0FZoS0ibR8vBekJaKcspIhTG+C3wt5SlwQYx8sx7M7dnlWYyDQc20rbKRBoe7Pp+8ooLW0qFhbNKpRKrhbFG81i0PuW2+RMCiTpo7+uLkWUmPdTGioo0vrFZ1EIY0mbHX7yPtWewdiPS6PO1kOgoayXu7QECi3mVrZUeXxhw2Zy0ZaStn1F9+FfEac+RSUmh6cKITjaNA7cZzqBX1ZXQjy9Og9zwhLSoxmhWChihlwZyc8yxRvqnKla2hAznLz+/vTpCk8wmmGU/mBBkBEwh7kt57hdWt45csEnMYs8p8hii2sCBMr9dGqDprykXTRpxJiIa3m8+5VxUMUm4nc95q400Tm9bUSg5LQXp+ckIX6iRRtqEUN+0QZfuJIbkH48cyyDri5uvqXECDXFVr1HIPNI4COyjc1DWUB46h6iPjpjBsVM85HN8iPWEH+ca887dGiCiNnWn5mZZ/IgAPaq/3+dzD8z4wxPH9Bkfbx2w+eDdn+9rDog/1Pro2IxyMcTtmg4Tlu8N5WKRrBfl27tFAG6pikY3Vqof38yLNwx06y8kNq9UcY5OH0fLXdl0uAmLOwu0GLMm9ZN/cXcELoMuK9H5F/vmEtAHjlw1UgfWUUKaElCTKc9jxegUr8YoAjXjl+q322XPbKiaCaZS8r8OBMh/1l19lbv/ib4EhIf36jumXNzdU/1/u/i7Utm3bGoNKba31n/Ez51xr73POzcUkKEI+BVFQEUQ0oBgf1DdBQQQTMAYk+KgvPiko4oOBPIQofCJGX+KLPhj9BAOfEAMKgUAkECLxu9/9Offsvdb8GWP0n9Za9aHU1noffY4x1zr64rodNnvNOcfoo/c+em+11lJLLSUdWqRDs3jh2nyvdp7VxiTUC265dIgCzVu03p0tilER94QOU89gpF7RTKyoxp9azHuH5pzRviSk3iE3gmTB3E8K7BgEACYCAIO1K7aqGYSlRyNwGZO2ClWMxhYuZL2CKM0RujNLS+vDS2G4F2a2JTxaiFDOlPoKP2Hdtplm5NMZUkanyn2jpeIn50NGQrdrlyqSo8LSyy7fUwnGpbepjv389fKgJSlJUGn4/1+/LiNZAJHBrGQG29w4giNzGUQg1gleftwh7ZrrZ8Ozys/FfMTeV6YS3GjnERxEi9GHg+YF0asCPNWdzLgZ5mzFnrOJtxQVNazW9pJwXEYecxnPE0425H6RMFVPT2c/pEUspG+Rjm0N2G7KQAeEL+f6HfD+ytXopLhaYY6QEi4KgdaSr+IqWCVUy9x4Y2vcl5dqu1v05nEZrsVTNtuPF5DXesWrBbk69BSVF788FFRlAnRYnFYqS3otEFJi3Yp0dCXOUWdibXG9F5DLPj7w+r0SU7/qs96onIGlOi7vwQIDl1lGKTPYZVuL2t+rYjf7rPvbVs/rBCVfX5Ois10z/dWhFoivntu6or+12XdyNVtcHoQNZ2A5dlngx3VvMOXaaavJU1YSOlbiAxLsnli3A8prXdm/Zw+57HwupvMlmbKeYlwkN7kyuOrEA4AVMgBMM9rfv6H9ay4q8VMPP9h9l4FwmmlROIz13DgmY+8vJLO1UH3TLiNrMRp8aOdg56fDCPQd3Dgt0FxwSPsGaReQOofUObQvEeHrSPZpEWExGDAbSzn8OpCRquwjpj7AX+gUFA8NpgeH1AokA92LPbdJoR7wsyI3gvacIFkxfgpQD2QI/Kw8jt92EFWEt0QSmIAV8pwXjWXrt+ZjTyKTSTpW6Fg5c1x0t+XCymUtLFSVuFJaxs8ck7IqJmPry03d5ZSo/65a+9Dsr4flM/oO2nOm2r8OJPLFVXK9CuI1QK8TORHkXUPYeJiJ/J0vfE7KAl+eUUe7wTKSJ5oB9CQieXum+nZJQlSpsLZrkPqF4CfJ+rBq2tcWmFUEzvrHGhyQzDc7puW8qqqbzfaXal8zpN9zfK3vgNPFIN+0tHw013PRfC3Tytl5XYRuGq4nGixhmzJyEMRDYJW8J0M77j05ECYa4y5x6ZcX04xprgxu6n3bPXumkUT9jkpylskGFwDo++W9yRLl4JFN3hZzhBRe598ctycsjf4tqWctWADAtRx1qDe9VcaS2D+rCzWWxf7KIzgrK801hFpuko8IYev334Bfb5KgVn97F5TX+11/7goWrl7M47iYX+dVAPpjR6BuQdW3FqI1S7wEpHXQXC1iNRhv328Bvt6kzt3u65fA/9H8uFXD786hfpZb+lres/rZmUuSQWfFJaoQBGW3uz5uy4rXlUg9PujV/CtSJoQIGBubkKRaRS+/PldORDM8wj/0hIO/viH/9S/LfWb3e71G5TrrauEuY1zzDNntIEf2clWWXmvpM+NygT47m4vckZRlgg+5Efgps8KYE/LPjzQaUPaOtfEQ0JkKQJ1fRs4IXy6AI4TookdzzhB1hAUTMD/Qhah54XlVDWUzOQAEYbQFtS/JiQAKNG+EuiVmQIDcODS/XOy55v2S910NulBFPu5rMlICBkSWnrExmEvfVYt2sdr36D1ZtsXFp/Q9r/gksljAmouVxAQRQpnoWuQ+GGGq3O8gLGoVmIpVY6Uyd6jtGfWyVNnpeh1Cb+ubcSsKSlI5M4EKXlKkRY3Elx66es96gIGosOfTAvGnlt+dGxO0cST8GfdBg+fcL4DwZiYOa26HmgFLY/de03BsqBplOPaz2wbyejK1OWu/zJYAlR5yjID65b4vn7Naf0hKFMrRGqdBFJiPrt4/4ZXJqhtmSDJmtoC2qJ2H9gcG6yHW+yY/7iC7FjKUa2riP8XuspDNYgSc8TP6ZQacI2eRRNJC5Nuug6vtxwvI2fp1Jv5wNSoALBlq3/JizlxYMHGhUnHAMCy9i3XwuxF8rqrkdTW9XvDfwbkWBLfqWh9tW/LTB8dU2L1bUhghtAUielfh3xPyuNcTX5G4bh1r+Yx3YumqVRjgqqIoLPB725qot/64QuLAdbui7LMuoreC9Q04u27lgYdlrX7xDC59YZrSrx4gXelhA9f3g+ZFNKIIxZwv3E9WWuMB1UJOGs5v6h9+BWKEP+/5nnJ/rh7c4skMoNrOOfScUzVP4VJFYxyBLxbEJ+ptY6bKlDNTDACQywhvI0K+beAeOoQ36xGbt+z8eYfUrWztFByVKoIiBTodKFxSRo7c8xnh0GP87R5p5zH85OFmRTsLKzbl95E6B8mAHxXOKcIlY3yy4KUooqZIvXlGl/0P5gvsLdg4sN/XGAPbEgMSgEw4Ypj4niSV2FTUmaDKxdYEXMTY9oRGmyXZu3f/FvKgoSjied9xXNFDvS6waueBAmzsWvYzRSCy4rqUXmVcEYpiXnqczbVmOwDIyxsgDu7psSqTaZFgzZzVleAoL5koLBIfe4RfE9zrAHfxZCz3HLsLQzKlLlfZ9/UxECB7QRiswsz8HJkjW4IWMMu8dZ12qfKTC3JTeBAAFkQiK9Cirl41ES+z3UVxK2cUfopYT8ePTF6mTwE5CPyoyI3D9LmzpIRoSvMWycCOJLKlPsCNqV5zmSLFcbxb+AWqnGtvG2BaZvJxoRYBSYer6Ypdz0TZRKM+wAYB/GgBeR2TVkIQ18GRD4Z7O8O1TRVJr+LsBY72foFmC+t3G1iBhWhRPuOjSnEN536L8bzevgVbfwR5l4dSHKThAoDiB+yc3eirfuwtItd3HNe7hchmC6+2LTy9Ps7tuayTjII8FFH+8nOpuoEKXa8h7Eqicbg9OmXHdDVDWKrgVUVOtyCDd02T19n8YfU49e76uy9wVqmoy0ybLUKU/QuLe5YT9iQjIdqre6aj41BRzcKuY6/uMlR7QPn0RGKLlwoTq7fRoNKH2/ULvF1ETQq7tcwT73esmC42enI68//eI/zuN8iPe8K7QpGIuPckas0K7LnAuSkDx8YWPjOr2HcchTJWuAZHsY6omFr7Pp3AzfSBdpPW30FYFaoTLvIXljd+YqBq3hJyYC96/tQBmeYcRWmsOEu5OcG/mOEG2POkJzADUoGmoVoD2xUxyp519loteSoMYWME13WjVID1frP3ZwWy9RgbqaiIzNn67A2y+Qi78wSYUpmUe9b5JfFXIdRZeqFBFr1pgNKZ5bhLlfx4tOdMbdba1fsDc4QMHD8rdorqBfmhh/t6Ys+9/VR7reoEeccQ4ZLCv5m+82r8qs6jl8KoVMoh1ETWFUnaaswi5EYcdktAs1EwmEIenI02ledWdRkX0uWer/1mBbITuDHBnybEh47ITOTFHT9xmqAw9sNAUlfqA3zO8K8j/MuwzGPHbCYauV5vbTxe/5EnNK8J/V+81Z659l0d+dOJNqnVWS7SIYo/3FlLV9sPFpC/0XtcvU6nCfj9ryQRlcw05aXHVudXr/uU72DYnD/uecKCxbafvM5ebwTldzrWZV8lq9wEtvcf+v5L5UyhVWql37jqQV31lK8P5v5+b908q2sKoFZmdf7XyXLO9yrsj9jU60Pb9I+vkopvwOlLwrb02qWQRMRVOz01Jmi1bCxC88ZJALAwecv+msYEZzgOU0ZgpG1rML4ahymZP7jQiXPLfGvXEb4DaqIgxwMDgI1/QBW5XR5XMZcbqIkbZF18rFNa+udiFZITSLdbnIRszlpLH7IkJnbN0q5B2gfk1oQ7Zq0ayhocchCk3iNcmGC4t4mSm5kLWXzsCHlGxe4PE1QE8eDZywOQW1aurLpZDfsxw1sPsHljP9CPGfHA8w6nGVNLFCMHB2kDELmYShs4nlO2QO1pGbEk1SskR4apOlKx+vWAxoXMsyZZGfFPmlAFbKq/r91/irTwEgAmxZbEqee4V2UvO1mIauNcv8f150GsKivrSlHc0kVyledplX62yrrMzRY1rCJsUYx25gjtQx3Dg9jsbvOI8OsJ7u1CAqTpQ8P6x+sRJ0laeQTV1rAKxLCPWpS1OEJZnve8fBey+rnA7jFSE2Cal+AN8PkObkmgABRCl5oTVTadbTcnXisF/CUj9Q7z0SNZUhgGRThTK334jdmGzg05Ey8jOKpXGOyGxCrFeyCC/peZ0LclrJJNrCZ4QvJlRKuIpAAcbZvn2r5iSwQ3tx8rIK/JO+vtVoC4DPX1BUKC99Wqri7sblV5bQCFd9qqwBIE1r9a9zPuVdKbwPRhoHWOVmbn8933l/Ou/0+psvfEmQdvqWILxA9Cn1ekrVvnt/7MG+e8noFWy2gre7pA794BLvDGvPUZG8PyK9LV+vzWVXD5+/oY1+NXwFIpJ1QnIL7PgrLaLKH3hP7GiftoWqBnj4v6ubag2eJRZwgzF/YrT96y7zgDE72HYcxtnSPURfb3Q2CwN8b2eqtiFZaR6zBYlWHXYJzg/vyvucCuA73w71UGFLgKQGpjXO6nT/SGLQnO8XBlXanTBD2d4bxH/M0D0s4Wmwj4qGi/TEj7gBg80p6MaAjgzMUpPfWIO8/RpUKiAZW5Uutqr3Y+OgqBlK+pJbO6OWW0XyaWirsATewrS8oIpwgNgtR5SFS4lOHPE8dQGo/sqUuNUWqFJpNVnuNctcMr9DvN0MtQUSSY1WVNXNbXVoTtg2IQUZ6ldavMnrOqcTyTWEaDCMCdLnW2t3gSUxjFwSmTCpgXMbBKPhtfA5vYuVTnrfL7EpzLJECZaS56zSlfrZnaG2xbECy1XrED0uc9wl89Q14vTBqPOxNeAfvgYnPeq6o29yTZibKq1dZVeVdJJq7hXGW/1+o5JfZhzWyF3t6WYHq3yImqcoQKVnCUUTVjqUsTagtHU4Y/Tch9QDwQzUmdQ2phI3RAOGcy+rtVG8wJ5kNA9gKXFOHNGPiqwHHH59GS4fA2V+lN9Z6mFMWtzOBsOAHmhkmSyZZKWbsKCrJ6XNfbjxWQAQuq6bqqXW0V5tyIhmj2i1/tuppdwYfbUZt3VXO+0UPaaDW/2271nIH7kHHpQ747sRu95bXZRN3t6jgSbdDKfHbpa7JKvFHV113bon3LbLsSllaErY0Wb1FEqkG77q9kt+76utwhwJXPfKestr126+9gzZBOyZIxv4Lv1zC0X6qYwZKZ4x566BH3LcLLiiF5plhKqaZroqDKqrigMrAkZaIe8tWIXFElK+NhXUdFH4M1r3rcpUKPapaHJIXo+cIeodkh1rGrotld9hsj5PEIPQ+LpGwgQ1YbD9cEyIXuPJIydBgZ1L2H/PwAlzKyd2hfZ8ic4U8j3JyQQw8IK+Rw5rG6mQEqANAgmPcBUHAeueNrcyNonyO6rxHj54DYy6L5nID2mff8+HNHFvYlQ0b2UMPzwKr7oUNuHWLDwBz+MBO2fWyQDx1kiLWyksu4uF+ltECPA40kqKRkLkuwWdxgRL9y/9b+q9YZU5mwiNSIECkxopg0TU30Sfa5rsj9OHP8qA9VSUxirlB/FWJxWCwDC8pVRrDW90iB3i0hhwgTtlJoDCOD9DwvM8ew20/BhGqMdbwMAPLjvs7oqpHKslWifoic43Xg34zg5QBoMq7GNBtUzuQGRiaDwbsAeDwFoi5cnhAWIp0J9lTrz7K+FGjcroGAxwERSIqQUvVnGDLB5I8tEJ738NkzQCvgZlT2fm7FlO+A+RB43088BzdGekKLJVPNUpCgHIOXBVlZTT+oJeJrJb4izXlr+/ECMpYMch2U133FlfHKdQABFubqJiCU0Z2iFV3HorbbNsCu1aVK/3PbI7wXrNfvB64CzFVlea8Pve5/A1gLj9RdriU3yw1diEwA6uxw2aza3W5FCP8q8HsP15LssP0e1lX4reOqxw9cV/q3/r7ePkhkrmbEy5GugzKwHKuNNSiapcq1ykF2HdwUycJsHBWs2gbycgLe3hgYgQ372hK/eQVNF7SgCRUS1pQgDU0PKnzuSWISAGjW96A5C10uqJKgc4TKK7/3aeZYFAC36yGHPfThQIeeNmB6ahFOEeHXExe7aa6kGBUBugYyzUaas2Tm6aEuxhDAnyP8X/xqaJOgdYLx5x7drzP1pwU0mWgCchswHxqk3pkGt1Vl3sHNQNo5tF8j/KRwMwVF1AHta2Kg3XnMBwc/ceQm7VgJuoGLrh8Tx1kiajUFWOVYbgf7Xd73iwQkQNLNHIH9DuifTObRFvnX86IvvG5z5EzCUXHjAiqJVGA61IXFXEhf2/s3p6rahpjgXk9Q3S+zszFbVd9UWJsQvtTkaZljFmhnTPIyPVJaKVbpFzY1ilhJEY4ppiw5ww0z8r6FQji61Ahy0XnvA/xlpi+1c8Cc4JNCJ0PcjCUusBaGl2qEIq8DbUJVF+/sww5FS7308vm45qWiL+pVpiFfjUPKd+Is0JcJkvX3BCzfcwa/p66BZCY2flb4C12g5qNDtlhYlj314P2WFc1LQm5kSUY6bx7QxtXIimTGK8VdSqbI4sY5aOfgXs/sxZdj6/uKzNQtrNaNzfbDBWQuHt/oi66C4NVDsjWC2O7XesZXEHTZH3BdBbrV778lpfkdvVLu+E7gvUe8Wot8rCQta+9ZHIBU2dcQzlZWYkqzsBsx0w7uw7711UcrxHNBypfhSkHtpmrWrep4k7SsWwS39rEOxutzXHrX1Nut7Pm1AErtI+d6PVUFYucNgNdIlYSbeQ/dtXDRQxuHfCDRCuPEKqvAgk64UNgonWZdUINyrOX4CmRtvX6FwectILPy/mwbfoazRco+y3VdNTZgiyBQH7gEbQAIgQSdISJ3QPMyIR0apM97alCrQk3gofq0Ditdb0e5v8pKHiP8r2/sA6YE+fQE/+sbdubDm9tA6LjoGDtT6prM79iITACFRsLbDD8mTJ8C/MhgLpmwd+oc4o5jNuFslcnM7yUdOaaT+mAWjvx9PvQUTymqVWalp425QxmDtjoFNYEOQA4MKimxSl/bNRZoG7iS0KwjK8GIPAW2dp7JVammY6y2fih93TWhNBKqlcYvylLBMxDNkQYoKxEZOJg8pvUxlTB+rYx3PXAZWIklapbD+4UQVSB2g7mzkeAkZQgU8alDDsvz6CbzSy4wq/fsL7QBqVsEWpAV/jzbMZphh1kXUrYzmh61LNe1aLcDC9kRJYktLau8MKjtZ3HCZ8HRgau2GuJKEtfOVSKnatyU0D7bLLUDhr1pps8MwiVfD4MlcEEwPZk07JDtfp2Q9g1UBOFtIXxRzlWBpMhdsDGqxHn3fVfbYdVdy9CZb6+qP2BA1vLAlEXuDnR9d0Rp+/cVVPqOwbsOTKtgXF+7Dcpr6PpbQfh7xo7Wf7/Bwq7//kC3ugToYu6g0wx4u4EN+lkHqXv7AW5UzikhG8x5e+RIgLXN4nZbJTo3+/Xb49iOUQFXx12ShKv3lGtVBTyWYL61ryy9YZ3Njk0E4hN0tl7eNJMNPTQmmm/HXVooRZPcPrcysAvaUhi7lWeQkF/ObCkI7d0wzRRDKNejWalP7Xbcd061KvP9Z+jpbNXzDP/7Z8A7+Jggw4j5b/0JJHr+fB7gYCxqxypM+t5GU6x/+le/Ar/5zGD19RV6OjPhMtlOPdDz1n85we0YKIuhg38dcLBZ5eG3PfRAcs+85z2UrDpPjQDKhS8MCf4c0c4J6bCoKSEDRZQlHgP8mJA6wobhkgjvhJKgEfXJXVMrZUkmnamKYiyA4JAOTTUe8Kd1G8S+n1JllvvZ2Naiivz8giJGUkWIitSjWQNCzCmoOLPNaxayoTDeerqJrOkKb+46WgLuO+p250wWcwlQqxEm7VbCIqUKniaylwvT2hKNaid54Mz54ubFpCe37J+KomqB874moVA9ExyoLjB1yvX7Qc6U0cyUXZWcIftdnbMu2tL1Oq8KKenaKj9bLU69g7StBW3jbcwT9ESOhcZYGdeibA/opuoMr2PlEcSfDhBV+BGAVfY5ALkRzDuDorPCRaI17CNP8G9jVSIrSZq/zItGukOdadbGk+PQesjekprGRFZGM67ZOpDd2H64gAyg2pa9G3XZbncIQvXnsq8cr4P6dtHfBqI1scwJvjlvXIP0BxXw9xg/1B91IVF9x3YFGWuGxk1w/4Y2900DiLKtgunNxGj1um8mSeuPXic8N/rL66Rk/XMVdAGuPaLXcoe2rTkC1bQkW6W623ExPZnJvFVY2reQoa3EQFVDH9bXpyIXrDqx4jXoHBf2cyHdleMxQk4ReBBJQE/2dXGYka6tpgNl/lpMHSn/5mmZuR8n6L5HeJ25iOwM7ktGwvpk1oiPO8gQ4Z7fFlboL1+hMVFlaCa72D09IvedORkB6ekAN1JoP/58hHpWFCqC+aFF6hzUsyIJg2J6cJgeHAPhrEidAEeH5uzRJ4UzyUMABt8rsndAQBXE8BNh8PA6UpN7tbipCXA4Mz2QmZWoNqHaCabdMnaTOwdIB3+a2Iowtr3U0ciFGJf3PVzOcMcDx8WMBV2sOevI1GqUiseVlgBkgUW7plbebrRgPFsrYaXW5YzApV0LPe6YIA20UCwktTozDQA7snz1dAG+vACHHb/rOnKjZhVI0lreNcieJhHhBKSO1oXVc1oEMoyU5Ow55512NkZa5vJ9qIxmXlc1ol1g4pao7oXzALyeud50LRnH5bkuCXHb8JmKkcjVah3glEGuPeZiGCTF/CW61YiakkTnHUVZ9iRoNq8JrnOYD+wrlzn3AmGHgbPwfshoXoiUjX/6UEcLi8a6JCYdPF2BtqZTPkXe/6Y1XloAogBcWoLwmqh7Y/shAzKKoALABWnVF/zurZBykOqCXxdw4Gbfdz1G82HwufVZa8gWuN0D/WjbQNJXgejWPlcByO36ZcRndY2uZ5lt/+XmX7Oq19diO0tn0OsWQbjZT1tvq31+VB1f9YRXAij3Zp1Lz3zd390qq5VrdjWLDrsXamXEqlVfX8lI9h4oym87Mi9xOl+TvLaJU8oVilt62qywZLcj3IkikpCho1m4mayhmCwfZ4qt8tp1Vzq+lVEcE7TxOP/DD9SWHpP1uRLSrkF8aCBpBz/YjKxl+VkACQ4Ij3B/+Qt0nlmp2PyzmsISWvY4ZaaZgrahMsLDy0BZxykiHzv27oaMuKcMpyRyNFwEA/KoSC3h7fkAQDpAYYpenB2GAnHHkStRkm/6X2YSi1oP7z20C1Sxmvm9+dfRlJEIn+ZjT6nMkUHCzQnJB6Te0w7SroH76isbHYBJMoZaNYvpeWNHC0GcL4AJvtBn2JzBCjmvICKFpV3sAp0woIqpg00zf1cCuymJybRqrRlsHQ89XN9QVcrYzsUFTAESzt4uS/JqJhNMDo3p6yJ70d6bOYgjYUtAx7GYUa0zbdxTzyfgdIZvW7jjjr3nxiPtaDrB0Tweqh8MWj/urAfLZ9d5gYuc0dWVj4BOM5MR7yHizA/Z1pUiV+o9n9fQMUlfjw+W/vnaatc5KmWZ8hwDPq+3mzKCfS/Z855Mnol/ajn/7qaM1HlMn6m37qIyUE8Z2WxJJS7IjCRUDoNME61BqymFnf8vL3UOXLc+CpvtxwzIZXZ0NRD/XdXyutKyoLOwgt/D0+vtVn/zCuL+Fuy87kP/MYlD+XybgbxdLVsAXQXt+j7vTeZxCWjXO3aratQg2/g+sL8jn61/XypC778diFf94neesri+tleHWf2TNwnC6jpsP6cQ9WoCf3Vd3PI5/rrtoaqAjRGp9eyk6xaSSRMgfQ8dRsLJzlkw37YWFsZ0VTTLeWGNztSTpp62J3lrjsAffuVsskF1KCM3Zg1XFn1W3cn6iTyf3AimxwD1DfpfJsiUOa60d5BIxStkzvxSjxic6fVCN6lxYpUyTUQkjweeuyq9ZIstZS6qZkqy0gW1v+nNxjF3gqkXEtVA8owKK+bmlDE9ei6GNkI1HR3aE69Z7M1sInH0Kpwzml8v7F3vGrjOREHapar0pwlFP1wbb7rPViF21DTmiAxJZwCW8baH4wJN2n/VbSsmVu2lWmwCJJoAhveVNVxdkwqUa4GtqoEZi1sMxq3JX0E8CpMaYEJx2CH3TZ23TcEU07zNy69ELGROwMMechLOtL+eCQVbz5VscgYx6akRLsFBpLFEyZLSxgFz5v0YLKDDL8c4M/GDoiZ2CtRZ6vjYA44jasX5qy0VZUlQ1raGhVkeqfAlbUvkqQTZUgUDi7Vhue+WB3bZnwhknJA+P0BN6jO3pvzmBM0bvcbHT77OVbsI7H5J8JeE+ZGOZrEjAUxUoEGR4MiLSLlC/ioCd5mrzzkyEyY5DdfX6+lIopcl4h8F5R8vIOfMBbZ8mda/JIx9PV+7FfG+ChbiFsFzq5LW7Ox3DODNPu6JidTtXuDd/u57lLzAKulWdavr47yXlFwlA6tquhpHGKtXE4PxOvjeOr47FeG2734FO69nsGUFud473/V3tc6aN8e1rZIrcmABvPSO35HK1oYNq/ukJglNY2xaIJ/NzWe/Y2/MOzKn93uOS5UeslXxTDiWa17Z+zb+UE0e7HfVqWs16qE2ZlUlGIuZfIFEi79xqciCB1KHcEpXnrCE8oB57zDvBN1LRvdsrxkI01PrGuzDldEscVy4j4fV9c+VXKR9w+o0pWroIClDxgQvPK7wNsP/3CP1Ajcqss0ct79ONKe4dIg9yU3D5wXRaL9GOFMIK+MqzcuMvGswPbVws2L83QF+JHsWANyUMP+0gxtSDbIuUa5UgyfRCGQ0yGhmBUb4yp+OlJV8ORGBEFnsDN1S4VYZyiYAn58YoPc9g2gJ/KuAXhWtnN1z5b1mx1eYyHVEMCVzRDIEpczXOvNVzuBaF0HN5sZaAFNcSHptw/nYTw9wpwvEdJRxvtQEAtHEO+ZEcRUlMpFbksHYRyYxqQRzXAaDyz1kTAgxM9DZObrZqlbvyErOrB79JUJONCGRsFqr3QJLl7VL8zLGmWfTli+jZCYBK4He3K4kGX1nfW5XERuown99g+57QvOtrxrtEjNcLEx+oDkpmrcEP2XMh4DUmRBOUoSR/Ad1Dn5U6CTAqItnecy0fWz4Xfgz+8vSNmZwwrYNzStathFUyU+5s/14AdmISLUvB1zLeWyDoykqacrGos0LvAEs1eN2u1WF3QrG6+17K98b0PLtl+n7wLv5e/1/ju/7wWXfa9JUmT/e2iJKgXFXfdeyrchR9dzXM8DlNdgE2XvIxdqJay1tec84Yv37tfvURlzkFjoAjyU5MheZd1X5Zh5bHeCsB3VlFjGaoHzXLpW+kcBuJmfrHnGdecVyDyeDHO01EoIlm7pIKWZFPp0Z9EtVv5Lzq84zs8J/eUUH9h81OGjXYH5sq9KW9wKXYCpbDNrhbSIBJdNVR73nfdBIlRpV70hKwQoyV2WvPrN5JNa3xpcXyOdH5EMPbQThEqFitowCSFSkHedw/Wlmz7n18KMijDSe8CO9of2gSD1JSPHYIO6dzeiCCYe5F6XeQRL3UW0jFabDzCRGDzsKgvgEV5IYT/Z86jz84OHfLiRFPT3QaEJ1GXeqLkBm0dcEqJ2HSHOl5KalUi5sf5Hq2SuzeUkXclKRWQyBlXbbANJCHw+swM4z8i5AlU5bblhEZVxF5wTaBVpRqgmf7DvkpwNk30N+/yuRFOfN09stwiBTJKw/zcCnI8lZSHVkDX0HKfEjUfNaxonCH8ddDU4ArEpUuAuraEnURc+fj0DOlArNdq+osl1U1pYQII2N5J1O5EXs90DX8nywrNWy0onOxz3ynkFXlCQrBkIxT+SI9i9eAFXovkPaNZxhP+XKSQCA+TGYVSif/xgE6JZZ+dywxaJHCoHk1sGPwirc8X2uKIdlVFU1eLF7xODzrIsq343txwvIwAKvrBf7FTN1PRPLsZDVgimOIyT7HWUDp48xfWAJMrf6ozVAVeq9e7coL8f4fQH73SzxB8H4plZ0CVobq8MrglORiiyJzdpoIedrBvmt7Zbu9/ow1tdkEzy3xgnbcaktnL1NfqpjSmld5OW7XX++2DVYek+rfVsiIMAVAxsA561ThusZIGWCqR6lxfu2MKjneH2uawQibb67sgitfzeMDCBdt/THSrYPcKHiRalwse7axUxiGFklOAGGEf4LeF7jBP30gOkfJHmrOWeEgT0y9kYBPyZCfzlT0ertZAIjJenxteJAViP3sGpD0WIGCMMagxgxQl5PkF2L+dBTFKSjRjUEyEcGWD8omhMRFDcpvGcQjQdvyYLdN3ZrkRHL6sVPSijR7rvUCLwCqQPlPM9GzAkO6acD3GWGezkT5p9m9oOdQC4jnAiQA5MSVSZhKQFdoHPTiuGswUHO5nIVE9nwAIN21ishEDRhkcrsGhLWHGdbc3DwLwb/7/qFMVyCeIE7rYfqLhHaOJKJ4jLtoJ2vFTRHkAzKVQYiCAlHrm0AZyptRUAkZSDPtarUvoMMs7lugVDv4wPceUL+3RMZ2JP1mc8DxJMVIYoF6k+E59M+IPbekldeEzLjeXzSBZLLSl91sImGEOoUzdX60NpUQyJhUbuOhEebW/YnheTGuBIdxVayWUUeGjRfAPd8MlWzg5G82KpJps9OrXRUx7PUgvfpyBaLJNqFpoODZFbMkhWpM3lRBXLrq8iKmqxrCcj1/pnT8mzf2H6sgFwqCxNJeOc0ZDBjhRBTvoaxS0VjcFGRl6zbDRb29cffDlAiwsqijrMYdLvd9wds6nvzv9tgvJ29Xf2hvKEG3PV5XFVwCVc91tWJ8OFcB7nNMb+rnjcsay3B6g7kv4whpavA+90kuQI3r1oN70bISjAElmBWCG1rb1YAV+YhW5Wv8uCUaqLvub+iU208hnfWnavxrKue/Q2wQBMYxJoACW2tkHWy2W5v91Lo+FmTJZfDSHizHEu08bWTEXumGZIz/PRI6UoR+EtCOEfrh3oSv4wpjUwIXI1o5B6OwKeHWo3pnuNOlJlMQI71GuTjjgFjmOn3fL7APZ/QNB7zY4e0wxU5S6JWec3UudoqEqvefVzaR27KSDv+4GeYL69VyUnr7HKBGnd/HeHPEe48IT30rLD3DdynHv40k1FuJvRlrrdYSebfPFk/NkLO42IpKEJSmIleqDedbJM6Ve+qMUiBy4uCFHW/l4oNwCKT2nUkMjXBYPGG0HJBUnZdlWz0JyY/6fPeWgQwYwmpvdxahZV7OmW4meIbst8tiW9Hy0CZI5no+x75oWfANY/jtG+Re5K3AKINzgvh/t882XOS4c4JcrpA9z3JXntWubTUTPVaxEOAdB7hPMO9FqcuSzYH8LquNCWKHG+degCMWEkFO82EvOXlBI0RftdDPh0RH6zlIKhoSd410PAA9zZCTgP8CcjHHdJDi7jjM1/kNLPnSJSup6hUAQGmA79HNwPhlDEfQyUrugtn7t2UaMghArSMCZKo765tYPX8fhmo248VkMu2ntPc/P7m38oXWxjBmy//5mtt+3A2+cNjvPPaOxD1RyNMa9h6O2t70z951be8ywgvc9NGaJJt1b81Ctuez51xJ80lUK2g43UvebW/dwkBgG11/G7LCs0L07Ke88rIoo6FWWuijqk0q+O9QleW4xURwPpqOgyEEIt1XOnBFYnFigBsKu0bbPCbSmUAv8uiEpYzRR6K13IT+NnjCNWZBK/Sh7aenhR9apuX1Wnm64cRGiO6vx4w/qaHJIUfEvtcja/w57oFpJYYEA7cIXftAtuqjdkYYUlihpwu9BwOS19eG/OXNthWstId569X4ze2QI+fArIHK5FJIRloXiPcnKmFLYIwJKSeoiHF/jFcMsIpwc8Z3S+EtcefGjRnRfs8VYWrMtqiDpi7QPLaQwt/auC/nqtNo5zHas5Q3I8kZuA01CRIXk+1ghZjDPMebVhV1+BMwh41n13Voybsn+B/feOoU87W/3S8VsFDG4M6x2lJdrrAuVkbo1FnNo2OClIqFHGpRiM21lbmsdU7uoDV74/kMzkPC4EMgMwJ6YFQqpvYY5dI20JnQhjU5xbMDx2VqwA0v3+F7jrkruHc9JyqupeoclSqN8Wrhs9abgNh+4I+WHUNLRD2itfzduKc9ePDwlIWW6OHERoTe9OqTJL2jc15s4LN3gEdUTU3RMh5RvrpWGVYRdUSVtR7Rb0lfNHutUExHxzqvHIiOVI9qoNUqYxzF1Z+zOY2lcBAHDPRx79RfsjbfuO6v1ggzPW2rla3Feyt1wE12LyTw9uM9pTt3Wu+EbjVqjqxft3V+zZ90O2ID7Bkj+/miNeJh0NVNHpXgW4r3noNVtey7Gtd+a17Ppv31kC6npG119zrr673cbPdsGoV3GVv3zjOGgCL3rBz9bgKqeoqOdAM8ebwZAzIEsh1GM1oPTArL1aGhcdQnZ1yDdI8Vg8X5L3oyqaaryjNONXPVtXFP1YtoZpn6gVnpU9sIbrkE/uCWtj0qbZh8umM8Pf+GvH476IwwmWm8ISYNd15XODqYYR7fGAvc5yglwucY2VYhR3qGIndK3OETDPyvjGJQcf70Z5R9/WE9txwIW2poKWdR9xTiCL2DJgFJvWm7qVB0LzyHMLXC5APkKeGs8sCNK8JzctIeNZxZMcPDEplbCodW6TGIR64+KkXksompTZ3aVvYZ+d9j/TQAcLFVT0h1XzoIGMw1SkHGUYql4mj8QCwGD6UkSb7brQNC8kpKqvc5zdoTuYotgrGpm2tLeeUxZjzMifoLiB7VwOviySzqXM02ygSjnOkZGhpw+Vs41bW57QEK7cBaI/VqanOzraOoz2C6j0d5sSqOJPJnY4dzRg+BV7veOCxZ7WROGN8l2c3ZbhJzIACvAc8naIqygRUqeBi0qEAK2PNNv7kgHYHeVOOqInjdTqYVOhMON+/jMgmb4konGMv136cyFxvAzXST9RaBwAXl34xQDSne8mU3TQyImDVs3BMqgRudYr5sanoD3cIBuIAuInnDS+mhX4/Nvx4AfkG8eebcOdHQfkbbOqy3QrCNVBs93GvMrYFuNq3rW0Ib/RBuRns81E/9yMo/KNq887r67aF3Le63dv3VaLTSt/6xvXdBt8q21gg6A8C/i1hkSsi2lrVbDYSiJFxSuZNFx5Z9b5Wqm/eL2pmDSHNfBmACzh6JkKyCXA1R1n1wftukdZ0Nus8zRCP922GEpyzLou8JYNlHlwv08JzKNVsStUOsHgu1562kdAK8S79+gXdXzzw7Vb5u3G1YI8z9HwmY/y4QzYRCPd8JuQfE/TtBHk4QovkphPOPQ9DddtJPSs5dQJfoN7SRw2cXY0PLaan8jpYXxVwgyJcMiQD80OAHzOgQHi+QJ1DeB0pWAFU3WR3niqRKn8+GpRt0K0S38nd8kz4IS8EndYj/XxkxTJEiHN0qzoEJGOo+zEjNNbvBaoak8yR+sRFHaokelYhS0rVSECyeUXPxjp+Oy8a2uXeaxsqjHmBNgoZbeIB4DjZGNmnjdy3FO1raxNUYttjjxz2RD5Me0KGGdq3phYVAQfktlmqbWk4f2zORVD2esPXC+KnHVLPtkawaz//fEA8cIQue6B9VcSHprLg3UhBFsyREqzek2Q12D1pxDY4/pvQ8gzpujpVsJaZRTAEKBqL3bSvxXQA6MLVkmD3wBExJgaZ99WU4E8WDGORu0wIf/1Sn9emCZg/75D2AQDHysKg1j+mfSNn5g2dMCGU1BCqDmO2e4qyo6kvrP8MZ+OjxZWsPoMfbD9cQP4m03m1XS3UtwLatj97h0R0c9/bYPzNN9hiq1IhzXeBezvza6/fjjttodAqn7lmHWetmdi9wFhf5+RmonM1e70S/7i5lZ7pSkbzCvouwXqbHFg1/6058ndKajWYEXavsLj9rkDGABa+AbDoPpfA13dA3y2yfWWBTYmqTGvyXNlHYYGKUMfaCUeWLgM1d+fICgmshKTvCHGqJWKbGe61Fjeyg8K8jde96AJzFTJbSjxWZ4t7kSIsrO/qPDUh/1v/DqRt2BcWAXb9wgQGlj60/RwfO8x/eoAfEs0pfmmAywj3dr6y9asaxEooTxvHnOHzkWIJAOIj+7jqBXHvWRULKpu16FkjA3Hvqe41oQaZtDPnqDkTHixVsKMue7EHrPB062o12f/lGXAO8yP7mnHv6VJlz0NuTXTC4N/srefYCCQv7/NG+JLLhPywgzbH2m/NPastJIEgQaZMNbOcIUMiItE2vHaTqb5hSeDUWdvICcezGs9Wwoob496GhQhk/Ac3zpBnrTPKHI0i9Jz7hkE8WzByvG4QqYzgujY4qww7VujuPNMk5Ejhj6CofdncmIjImOFsLcgNq/+0D4SEJSP9fKQe+mXVFrTPljlVOUptPH2rY2KPmw96fb3se1b1F563PuzZPrH/JGfex3ZNNPC7r9dtTnAXs0tUqqTJyCQFqsAfvgJO0IwTGlN6S8cWqfNIrSOr2pH3UDgAflZAAQ9BuGTzCbdlpzWuw5gpkqLKa1DIbGrWlbdrJz6K9//0/3+bAnVh/6ivezewfkui8kaVVva3rdaW96wqtntQ9fr3dbToxuu2M7/fCPY1UN+aFdZ8/Rk3Ksv17678hu1vV9X1Cq6/KTNaEACroN4F3pVdZN1vCawJ97+XLRnuznmKmTtwTr1U8xa4lJVvgfArKuHt/12A7H3dt2B179Tg2TAjb9vKSkewdkGxkNvvUPrMqiOJZaXXmDf7W/+7iolcC7dctTbK78xjGbDkwnNUpsDMeRzfX8MC+50vlbFaXGh0nhcJSNva35+A3x4Qdx7Dn3RoO4/2z74Az2+8d/c9ZB5qUkAzCy5iADjiZK5BYr7G887X4JtaQn+inAPtvkayXG00SoPD/MDqL3Xml/ya4C+RVUfM0F0DjDPUuUqm0eCAOWH+7Y5zpyPJUyqwpIA9QXWC8Tc9F9aJfw+XVA0x/ImmAtMnC+QPHYKxyjU4GgqosudryQECIJfCYFcGjMlMGsYJeh4q7A37v66CR4GNebwCdNaDj6y8eV+V12t1TxLVCpWX4AsnrPyN2EfGr8HOwQHeUAoRWid21GF2JjASP++QmyUgxWNjI3Iz/Mj+f25g3xmgHVEFN7VI2iD1Hs3bTFOWnnrm7jLzeItsr6dpCxQmtvKZ12WaqyuUNmaWMc3QrkX86YDcOrR/9cbzsZG06jBlWuhuTHUcCQCvZ3DQEICegVe9oMkKeX4lEfIywjsHd9nDmwFHqf7j3iMMRE2QccUsl5gRzBM87ukHTklOJjjp0FgyBBR2ew73Y9APFZABXAeGe36+6wV/vX1DTevdSMpqf7e2qwpyS1q6ccxbUtP9A7lPiwdWPdLV66/IXk7eV8u3tltV8wZC180l+1429FZDunxeNQW/09N+d3zbeWfg3Xy2IFWBmPV5iK5eI/ruXKpgQ4HBvKNRQzG57zoSpIocJ/xC8ioVvQW70quuLjaV7Z0WBrZJBC77u7OtEyxxqKpfxV7SJD81JbpVAUbimq8qjPW11ZShl8EEJjL0dCYkD1Av++lYVaxS16H59YzQNablmwnBFgET50hu2u9ZBUwR4eQgSuJU3HmrahN9lGPD4DdExH2D8XOosoT7vyChKj80iL2gfc1wc8b4iQzWMpIiiWNaMkXrzRr5KmVgJpTrTiNy36J9mZF6j+lzB39JpkpmrO6eM9nJCD2583CjIjqy0N0wQ04D8ud+ZYgAIJqBgt2X2njzDQbSziQtG4/cHeDOI+8ltZngs1XGNtdd7DbpCmTjW++IqIv0o2Qb4+l37HmXWdeSmBUJ1dITFwu24wSczTd4GOiVbCxoKKjPPUYSkTpfWw/Tp7CgHl7smoFuWylXWF/DAuP6IWP61FTZ1LW0potKQp3y2mUjebkxEUbeE1YnQY0JHmVFHVsjbYP80EODIHwdCcEbUQ6l32zBLrwl3gc7Eti0DTR9SAq1aQOJ7Genz3vIsSPLPmVqd58HI7Hx+Zsf+Z37MVPQJuaq1e6nbLPOGQjFcpTnJFkruqMBS4WdMhPFO9sPFZC388AfbTcDx63AaL+/p7z1rtrOt7Wbt++7uVmwu8t6/pb8JoAtfF1+d8W0/igx2FS07859+/r1dgsBqNf0xrFvDB1Y/W0YhmtC2q3tRvV/czxsjtda5NZPvp5V12tof/3dNYFiEOOEbKM/YspAV73z0kMM7EsXGbxaaaZkIgeL1OnVmJVkS6BIgFqs49z17OX2/CzhUjUzCZjHrs0iVzvAzbWr16pcw9mEE1RZKYvweLMCY4R0DWcr0cL/8sZ9tg3i0w7u0ME9n+vnSFcWdzJcvSrQ20KsSgGFfYtsTOMyQtP/OqP7amIKc1rESxIQLhFICj95jE+uzh1XK8ZDC/UOaec5U9046KFBOM3QI0U+RJVVUnAYftOaFOIyWxoGc/zxQHNRNDEjmYmAPnTIP++YCDRCiU0F0oESluE012CQG7+MYZVLXyrU1zOK13VVWFNdVKVElnYDDMIPjpV3YPXsxlj7zLUCboDceDjTFEfVcdRlX8ExAe07ktBOZ5IUDzuDu1NVVkNSq26zBV+PbH3p5pSQG8c57wvndZL5g89Hql9JUjQXNUlPQBIh3tjzXvbJiFO9X5JxC+L8blk1k9DmayKinw5EJEpCaFs6NPAX1IREigzlOMGrUmu7XXTIc8d/587ZjDHniN2Uzfmqgf68Q/ZChr4T9tWHCG+f7+bl/gOYGPoxwb8O9R7XlOHfcp1W4WigLkpriZrvV5KfN7YfKiADd3rH20DxrYrwxvbNYLz6jPXC/6Fi170gc+84blRN98dl/Pv33Arq9z6rBDrrwV5t30osbm3bZGdDsPrmtiFpASvU4QZcfcvx6mZVvrzh+t/CBVJThthIk/YNZGhXwVQX68T1roYB0nDcRfquVpw6DAbZuyvd8WIyUe8b7+G6ANn10MtA0tidY63nV9S8vLf5ZL9AmJcBGK1Fcet+LH3nTF9f13dL8mD71ROZQE4VMne2+Ifq7uQiCWBSlMtEqNqllqREgXu9wHkH99ORAUoE2Xx/c+NqXw5g9eVmxfzYIu5InIEIpscG4Uw2cXMiozicWXWUHp3EInACTE/FIzlUGc5wSginmXBpDhifGFTKlm3Vc4miIrIT82VmJT49ePt7QYkETlE1o1U8tGEvsFR6dfEHoGadqNPE+yT4qmVdq25VQtGFid2Uexy1Dw6EOo5V3iNzMiLWTMJdscBsjbiYrc8+p+p0JfueCImz+WkYZNx55D37zRLZj619fZNDTT0r+Hgg6pED0H2JCGeyj8UgXI6lSR0jEmXgyo0xuBupvsvlu3ezfY9OIFOZOyb5MrceMgqQAUwz8tOuBjN3oUuWWpJTSF2FKJZ6zsr71wHuQsnVdGjghvfrQtyZ5vasGH/ukDqBpA5+ymjeIvyJAT/1HvkYKmM+DAnSN1SDC65e86KXDtU6O05muVQ70L850pmFuQpcVT5XldGtbV0Z3vr9B33o+u9iQPAtYtOWzf2922aW9t22Dbarn68r5c3rtoGyHFuBtTVTnGJT8d+tmDfJxs3Xb/qlV0Q0g5evSFjr92z35WQZt1ptNxXKNlX6leVkvr5WhUwlPAnoyyvkyzN7sEVAodgqlv1WCJP9Yu2tQpzm6ilcg7kT6KzvEwaAlXffQXY7yOMDP/eNRDGd5ppsOLPpK2NQsutNi5i9bB6TgzQN8guPQ+NcLlAdiavCJTov90zfMYOfJprbA+wvP7/CnQfk3zwhPfaEHMcIucwkJsWE/BNZ2xLLIm/Si2Yt6U/t8rUGogPZoM9kC7NkRXNWABmpFcwHZxWz1J5u8xrrOA2cEFYV9pr9hX1riQyg896heaMUoksZbpggquh+pePUdADNAjKqQT1VmDKrcxtXUc9/u1kXERM7Bn+mPKifm6ptXfxu3TARSm881DkaCjy/GXKySp74hS6JUGmbKGzeuCQDprs8kB2NDEqiWoLE91rPOSzBGGZjKQAJU7PJoVqwKixfmROSGS/4gdB3ttEwP9DdiIIjSxKRWv4/Hj3cpGifKfCROrYfCiqRgwCJgTn1DhDAzYpwzvW4a9WZiTaol+otjJzhC0N5psmEhiLKkZncTPOyRq+ubTYxDn+aSED0HjJIJaF5VcQ9OQCSlPdb4DHGXUExwHOaPeFoC/K5MZetzGvl7Pqlnr3jINj0ya2NVRLYNnA8zV2vU+vtxwrIQM2g1gv6u1lW6PsAdqPyra/d/O7dBVv1JrdCIe+SgW2f+C7Eu4GO10F4a95wo/JlsCnsXLn6//Z8323lb064iw3h6u6xLx+Od9DzR5tcs5752W4hYd1CPDbvr/9/B4OvmOZAdat6hywU0tka3s8KSEYeR8g0LWIx68/bHJemBPntn+DyDz0hB0H7ZUJ4BjXTYcGzvM+qUvGoeupSjCmapt5X0rVV1SingcF4v+dCZMGSSl72uD49vjNkd6YPnn/5tVbEsGpaE+X6pDUNbu8X0f7LZXHW0Wzfu4P78lohad1xFAqqFJW4TNBDj/iJ7Nvw1VjPInQX+uVrTSJ845E1wBe1qsJRUvYay9iOJCBMiv4PE/xlJjQugvlPHxEPHfWtndQAEHeeATPRyjG1Njv6JULmjPl3R1bSY8ThzzK6Y4PpkSzrecfvvzllBmIRSoueYl1cSXpSggFqsLS1BeT5Df7k6cF87JgwAOYuNS9+xbsOkttVL5oLtMyRCoJFmCRlSBCY2GsV+XBzoo2fF8ho1omHHTRbz7mhIp6MiaQloXWjrFi9vDmAdOCMdZF3FOtpapCqR507I1kFIKsgnDOkKMKa0hpUK9qQkquBlcGHa3LqaWWYWofYO7t2dAEr1pq5NcGRlAGVheCWk0HRNjWQ1Ua3BHHnsfv7F8jLW5UbLcFYhrlWpi5moiPeKmybk4Yq3DDDn2ekQ4vUezKip2xQtlZiYp0ECM6qfGNbG68B6qCj4+x2w35y3tEfutqRFrEW5fPB+zzfRrFs+/ECMoD1WA2wQJW1t1uqvy3bdyMqUireqmpVZlI/mHXeyinelX78Rh96+eMmGJdKbxOMb6k93VT3qvu7ETBvBdkKXX8A8996z/Zjb12DzbldBcKwaTHcsnm8s929DqXav//G2/sv9055WVolOutz8L4GtbhzuPzsMXz2OP65R5syZGDlV7W6i4iIZhD3Xc5fZ84wU+zfU4lIBK6odO16iHMMyFUtTGiRWK5zIbUEh/Rpz56Wsaz1fCG8vTeHmcvA0awiq9q1NI53DtIZhK2WnMQIeTiSxVps+ADL8pvK6i1EGgDQzkanpnlBGdoWsu/h0KOZE/wlEBa03mO42HVOHuFiUGzpsRlcnhpW185J9aqVDKSOVbUozNbRYOeRmqnTQwMI0LxFQIFwivBjwnwICBdWwUUWtH2OaF65UM+PB7hZqwFHTqzakRS5PVigzHBf2F+XMZEMdBk5A/7pwao680COid7EPz1dG0AkhbpsRgUmqShLAEW2ym2OkDHXAJUNDscMIy1R5rL4W0tBNJTa7aXnnjuTKfUCFwTNG9nM4RShQvJS3DkGYKH9Zfm3m61iVtg+7DBXIz+iYEXc2fvU3msynzkI5gdvBC+x9ztgZ4YbiYkgmeuB3s7zzPsdQHib2dtuPPW/AV7bItrTeCCDSnQGnReryDIDTJ9pAEZmS52vYihMOMG+uTe3J2OKU2+dRDAanAgwa9UqF7UgDQdvM92s+gE4gTtPcOcJMkzQ1zf6qd/ZfqiArMASOI3QAuA9/AlcE2nKdsPEAMCiYfwtT+Wrfd2BWNc60utjXwfuFaHqZiBcV4GFJfs9wXj13qtA+lFPewVdXx33imn9LRGVcn53t83cLQAGrcKUX53vO8h9uw9szv3WdfSei5veqJRX77uy57w1TpUd1gLUrqXgQ3raQRLQvmb4mQQW+e0Rze+1Qrfr8SPNyjlhYb9eY6RYftMApzP09Y1Bt1Tg3lMysO/I9C7JnxHHau/W7PzUID1khRz2FPIoEpslgdz1hLxjMk9Zm+MdzKvZO0ACF34bkZJPT3yGitNTE6D7blGjskUPMUHsAZQDRVPy+cyEYDXm4WZKXrqJVUnzK+eE27+YSD7a9/Xaxk87QpuJsHbx3y0ShdNDqMQsAGhPGf0vE8LLgPTQI+5YefuRC2gOAj9n7P+dFx73ywnpt58wf+4pBGKSos3JUJKkiAcuj+2XkaNQDx2mp5ZJQOcRvg5wpwsDbt/xOn15RjFq0Xm2ZMdTia2sP36p2CRmVsHqkZ1ftMODQJNA9+QoYA4mywlWlH0DlJGreoMa7A1KU6bGE+Z3BcO2+9FIY/C8puV5yl7glFB96h3i3qH9Gk1O0uaczXiGyAIqmS0LK+vUCsJAq83Y0eZQG0EOCslSuQLUH2d16XwGhKNrsKAr3kEnhQwjGf5TRDjbzHXb1ASFxiZEG5wJAZWqWVvT7C6qYBnQPlRSnL9ExIeG99hMFCSc5kqoqzaLGdbLtyREgLWysNp3UpLTvG+IBCTer1UXPWUiU/3S0tluP1RABlbVy4ZpvRakeLdZAC9B8f2MrL577023oQ/6wrXPHDO2VeXNyvHO/v5P0/8GAPCfDf+V1cvtOFYw7a2fq3fpve0eDF2C8vrvtxjpd/rsV6S3Ehw/IlYZCvBOLxuroLyc/PULNiNBNfHaKmHZOUkjVUjj3WeV79ig+6vgfbOSzsA0w58mNG8N2mdq/RayUalSa8vBybtkQxNYZXUdVKnVqylBL8v8Oy342BtG01DQYJhIGhtG4LhD3lMyMDce06e2EnO8jdrkaSaLukhzdia67x10iKyyAu349DIAo1akSHp7bbRqTlciIgaJ1vGRpFdMXgD1HtTIz3GvA/K+w/xTt5hMTJkLlQmI6HGHfGBfOzcO0ydCvc0pIrcO8SAAAgOBVcXjo0NqSc6i53NA8we192XkRjA92ghWFDgT0oD5JEvO8BdCwmnfIPWhBq7cW89xJBQZjyYSMmVqPLce2gfgBKBod2te3JOKGf0j/aTlPJjJgF8QDluXJFobLioQQEKXMLimHfvVYj1gGWIlL4mSRORiRgafX3eJdZQq96ue+5gYOQzmn23G1o8Z4czeLSVSsYiMJIVLGZgo/FFEWaqUKuw1UwL6gPlogV+Aae9qEM8BxH/Bv3EkDlXKVB0TEEyWLIS2ynCieCifR/hUxEQ8V46+NaetvCK/KZMfM8+o17r07Yu8qwj8ebKWgLtSf9N9Z981R+ycjYPRS9kSTEVtnxRVLwiQ9qZOlxU+ZyqViUCt0pdpXqRNb2w/XECu87FY4Oa1nR5fk6//b9s7d6jN67aB86Yq2K1AtX7vtsr8FmP5O1jI37JjfDeXWwJBdu8/P19ft3fHsn3PLeKb/fumhnfZ1iS19Xne8mu+c77vKuF727oPva3mrWe6JobV/nuCyV7K1efdq6o1ZRKq/vAFbUzQviEk6IwN6wRyHgj7NqFqYxfpyxKUxbfM+s0Tt5C8YFaO8umJgXqeCTl7D33YWxW9mAfETy0kK+LBWb/PgsFhBxlG5PMZGiPcfg9xjpKeOTNxswUCxq4u15DksZ2ZHZgwQ5HCBBarxa6BP1kiO04MRD11sCtytXLFkpQQXim44cYENyfkTwe+LmaaELSuzjFTLUsxPQbE3iH21A5u3yjQ4GZF+5YRe7HXglDrY09FLvtdqaJdpPezzIlQ+G+fEI/LfHRu6ESU+oC4owWkm22tCYJ5b/C4WfERrrQZ1jlC+wYuPXBBNwMEzRm5b+mEFRy1w03GVQFes7gQC9E4ku8M4uV4zlw1oGUsEH8yWNQquHGGn4ywFUiOy12owdiZcAUA+IFe02oQrR9YVfopIwyEWVNjiUIGEy8hupE6b2YKvC6l79rYs+eionlLmB+8jbEpYsf/q2cFDgBhpBqai+ColAW3Iqah3iHvWyYDwKJ0FgwhiIlJdhOgh8Y0omOtgMXY8HK6sF9/ulAt77FlIuUdFICfBe51xXjOGXroqdcdhIQuJ0tQB+BPM0KxtgwOkL7OHZdRLyYt4NgaQLKkab9r8JDXvyks60LWqpvfEKpKf3cTdAvMDSwXd/3aW4EbS5C9KZH5PUzqTTB8J2SyMRqA5qvKmL++LZ25/rnuLsbrIHaDefzhsZbXbqvidSBeB9ltwnHrmhQofKvGtQnG9zyf185W6/ddV5zXMLeIVFYpnCNb+g4MrvE9RF6v8Q1ioIQAcQ7ZJDbD1wvCswkxfH1Ffn5h4DRrPX19rVBWuRZyOECCh0oys3XjO/Q9YeS+BX79yl7ZNEMuAxf5vidRaJjgUoZvHN7+3QeMT4LWCyTt0JmilHx+gtOMbO5Rou1y/x13tBM8DwwMVj2Id5T+BDizirIgC+R0QfEFZvWcIJcz9HRGniaKhMTIc48tq2TNSxU4J/i4rmRsEW49/GWuwZjGCQFxJ5AsNtNqEoYzqkxmbqxaVYG8ocLgaWcqVGZeQXUuRfeV1ov50FVmbG5sHtVJRTncmBAESLsiPsFgnDoe8/jo4GaguWT4SZB7g0oBpJ+OHMk5D4SvrQpPbYO8CwgiVBnbt3Q8MjETqK568rpoJheIPuda3eXGLTPPAAU3iulItsTGFLAgYBvEgl2pRNWqWMkU+yi+viXREAXCmdeFcqY2slSK3KyQVAwWXGVZSwLmI+VRXVTzCAbcQOJdbvkdQsFWgwL+QsRDrf8NgDPWZlChpT8MAHOkDnsx88iZvXbz6C7kurRrIK2H9OZzHfzyGkWFnNOugT517GFbKyQeSfZSAXCg+1h4HuAKKjFF8gdi5PNZRvtaI7gZ7A4Aad9wfCsp/Nlm/nW5/29t3xWQReQTgP85gP8ATwX/hKr+K6u/PwH4XwH4h22f/xNV/dv2t/8xgP88mNv8HQD/bVVVEfmXAfwpgIvt5h9T1d9/z/HUbVXt1cC6rpLX/76qXFfBeP1e226ypteVYtk+6qveqo7vVZFA/X9hxa4D6y2I+p3TU1Hr+lZFvtpujiyt+9s333QjGG+h7nKOZcRGDDJdu3F9b7v+LsN89ff14ZkYQ2Hiw4mJeChHgj7qT2/79dtAvbqHZJxIerJFQ0z7mvrY/UK+8r6aW2gCpTdtnAkuQxwFPjRG4LCn+cUwQf/kN3z/ZSQBqwggKFmnuaPN3P7PB3S/MrhoEFz+gR3al4Dwi8DND4Q7i7TmOFLI/+WVQSRaX2vXA84v898DZR61CQafC4pFJIaR1/f1Dfl84SLVd/yMox2/c3DeEQq/DMD+E+LTDrDAV1WakjlQzaYB3TjEHWFpFwtkrGgko3jb+smUnxrTRo5YAklUqI3mlMAvCQjnhPB1gO4IS7s5QSz5LJ7MkhXz0ZTJssJNiuYt1qqHhCYmAq7Y854j9ZuLvvdkUL13wK6jRnPknGpuHfJPOy7YQqhTFGhnUx9rlnuNFn8Kf6bxA1KGBEXc70xwgt8Fq2AsalSRrGlkWm2KCrIFTPWCcEl2ngHqKdrhzK4xdWUW24oQR1nMLA45sGIPo1bVtDBltK9U7ZoPnCMvms9+IjqeWoq6pJb7L4YixeJQ1UiQBqm7IZpgiQVk76pLkgbP9kZjHArvqmJbCYrrp1Vmjr7BOeQnekgjZrYZFLwXS7up80AO9fgB1Bn0QsCTooIXk/WoA5Nau381BvpFR/tuGgc0jkzuOSNJay2eDH/5/72H/M8A+JdU9b8kIi2A/ebv/y0A/4aq/hdF5LcA/k0R+RcA/EcB/CcA/Aftdf9XAP8ogH/Zfv6vqur//TuPwQrk90GnQtbAEnz9qlfDF9W/X2k0r17zTbb0WntWbwTqW9XitxS4tpDuugL0/l3AKX+rr3Er/991oL63lf7tvUNaC4Zszv9mkL4XmFevV6P+o+hNl3P4DonQq+TgHlS/JnYVq8XisgTri3oHjbgOvneu/Xq+u5p4pIQ8cDwKbye40xnZZCTd0yMD3sBqR0RYYf7+V0K8lowIQDZ1CcCXAVmVf2ubCncWoX2xSkCDh44Tq/MToTq+gIt3+4UQWHzoMB9pDIC8QzNHMoCD57F5v5Dp8nn1PRVJUGoJw3sG3tc3/m3fQx+PTH6LU9TpxEr/sOP4z84E+zUQERD2oslrsOrDRpWaF2oP5wLD2jhIbh3GJw9vxJkyGywsoqicNbOazF6oH51ZJfopVyu96dEv1ZaJOKR9SwOEKcNdZsw2BpUa9qOLSEhuAKig/5ow73mdm3OGnwUxOswHmgqUmVoA0DdT5eo7066eUawVywKfvcBlRTw2VdFKbFxI93TDykXaUe2E1SQ6gUra08bX1oSYxnVqCRGjEVDyks5RACyJ4Xy2v8wce+o83CkbhJ8BaxMs/spakx0/M3Eafm6u5rXj3pkgC+BnrW0BmZTBVwTdS0LsHXJbkitWxvOBUpzNOVdWvdTRKSuOsqJE2Nx66E9H+OcLW0/mMMY3Sq04K+oQqcKVmp6M85gtORYG/caTsCVLMgcndOYqIh+qVdI075qFoe29jQE6c5DKJG+dxmqhCQDSBqRDCw8mPGpGJv6U340srrdvBmSrfv9TAP7rAKCqE4Bp8zIF8CCMckcAvwKI9vsegInWoQHwV9/6zG9tH0oxOncVZG/ZD9afSxV9p4f87vWrz5B787OlYgdWJgffsd0xiLh+yfuAWK9FIdRsCQPrhGALS9+r4NfHvA24t7ZbcP7m74q0KEzlfJNItYbj67lu+92rmeYrhKAefzb7xMx/Z5ozpFvX5d5WFbaw7H9dPeuM9LagGMmcohYHJkcT+uABv4OeL7wPvWNVauIeqivbxZzrnLICi+GDau3z5q/PcJ+eCN0BFVKFCNxlRjMnuKlDGUfSJsAddkwKjgfor1+4n9K3NvtGsQVCh5EVvBMGZiPCad9xEcqZBLPTAHl6hPYd0uOOQUUIabo5Ay9nnutxTwRh11Jxy7Si3WVmj3CKZpUoiMcW85EGEAligTSbPrBYkAVi5xCQ4UfF9OBqrzl7juzMB4fpQeAmQfvG18mcEQ9WTcHh/A89IO4t6coARDDvUc8he4qNhAvvAz8qxAH9LzPaV0cmdqYSlZwHfs/DVAOkvp3ICWj2FkDVxnqkjgw1r7MlIWGpoI3wppmxKLeeAhZWZYuNWSED2aB5ANSXVke7QNtPuLDCVsESxAG4KaH7qzP1tgEgeEQbI+J4j6J9nuhZ3brKuPazVlEXP7FhX9oCjc0rFxSjBOpkCYKLWvv5MB5AGMgD4Ny3cqbXZC5FQGGQ2URRSr/26hldOV15G0VyHL2SOSP1PP7mdYY7z4uClgmPSBK6illS62Yq0eWeyJO2y+cRlcByLM5RT7zx0JjhziNnoy8XSN9DHw5VlMVNoHtU7+GT0Af6g+17KuR/D4C/BvC3ReQ/BOD/AcLOp9Vr/lkA/zsAfw7gAcB/WVUzgH9FRP4vAP4CDMj/rKr+P1fv+9sikgD8bwH8D/RGRBSRfxLAPwkA/bvCHBu4dNUrXt6//qFWztWS7w4z+55etlpFc7VtSETqsMCl3xGs7m1ri0VgA1VjA2Hb+NDN6riOQq0Ds9bzvOmB/D2EtPV+1laXdwK9Zpqo19+ZI1M5h/U52g9X13Nt4PEhCrBCSzRlwP8R42zbrcw2r3vU27G2Ml6ltCTMX59pdVjIZIAJdbildSKyCIc0QmER6+FKQ5N6XAZWlynzfuo7VuKnM9xhT+nNvl3MFswPdjGmB2Hnctylz2t+zsipwvtICRhHwvuBc89yOCwEJFXERy7crl+gOgAm1k/je6pqOfo0h2X+M+8aQtNzItzuBGVRl0imr5sD+5KOsLCbFeF1gpsSwrnD5XctcgOMDx6pZeWcG0CioH8mq5oqX+xnulTUtjKalwm59Rh+22F8JAxLP9u12AN7nijBBIVNq1WlKpxThZLlNBBJKCNrr+wt6jTzWWwbSOyq3WA8BEhUdH+4VGSgzBBfGbMlJhHMzKQaWSCjKoL5lxEIjn1QLwhDqtZ+fsqQOVNdLSVoGwhvl6AWgNiTUOcGsoxdUmDie7Vhr1q9YHoKiB2h59K7lgREg6CJUPDf7SsnBeZHGoP4SekKJby2fsxoTjy/1DrMO1bX4cxqOAdjxBckoLg5JVMss/ta5whBgDYFWhcSuhzbGGrOY4UBLokBlWx2sIq3sa8q8Roc/AVw5xnpsTMyoCCYnWY29rQf6PmsmYmOu1hS5hzwp7/jTHmR+Bwje9eHhqNTkSjAR5r13xOQA4D/MIB/WlX/VRH5ZwD8dwH891av+c8B+NcA/KcB/HsB/B0R+bsAfgfg3w/gH7TX/R0R+U+q6t8F4eq/LyIPYED+rwH4X24/XFX/eQD/PAA8yk9X0WvtgqMkJ+JqhOmWRNmmIn4nkfkd2ze9kPPKWegj8tf29zeq5HUFeQ1VLwEMwDIO1ixORO9nl1eBuRzXVsf6o+1Wz3xbwX7vtg2sq1nwW4pjdY7bYUksNC8IQEkELCnTGOt1yEbYuLIxLOfxLZb7loSxCtA39cTtPWojQ5gWb+JyfsVlSVOCaxtWUwDHZKwvzWCdGTSdAL5h/3ea2a8ehsVyUgR539ZxFA38ft15omCFweBSxkWMnKZDugog9TvI2YQ5lgTWPZ/QnEfE3z6QCFQ8ia2qgHMcI3lZPJN139Uqf2EIK+JTW4lC3tSNJJu9nbDSU7vXcksWfOmDzvuirwxCqqNi9yWj/RoxfQoIw6JQ5SbTSgbgXwfoT4fFbN4DMpeAYn1N63HC8++pEI1E0H2JFAppHFLn0Xx5g7ydLenKFALZ7RYEJCswTkQTwh7wprmtNl4DQB0tD9ULHBxHkmxets73Nh5iUKjMDK5Vt7rcbq54OTNYEtp2iJ93CK8cLXMiNXgXkRAXFXhoCKfPGb7OH1PTOjeC2chthbWeWlQmeOkbSwZcIjoiWSHPtMkcP9HBqyQ7qWMrILU2rmbfH6UoS7EAujLNDmjImM49IeMyywvvzH7Sk/1t93wyfoKaQ1gwlymXPdzzmTP03kNbqRrUhVjoZsLcMppzmCw6+QWNKHrVpa8MMKnKT8eakKIo0hXDjI7JlDcXKD6r3d3l5nsC8p8B+DNV/Vft538RDMjr7R8H8D+yCvffEpH/F4B/H9gv/r+p6hvXDfk/APiPA/i7qvr3AUBVX0Xkfw3gP4YbAfm7tqJMta12bxC2kPM7SPv6LXL1e9ns47uDzwq+vvIavkWA2rKE75C4rk/ZgrL31R+3BjIL7Fc90KzvR6KA98zvbQJxrze+ulZX1+WjfvI9MlYJqMAqKOj1/4FvJzlZ2cGwZOldQmKwvrRt9RXWuDmO9VZYwvcY2mlb2TNISwgMdOdLtfTURP1dN5l/8Uw1L+k6BmQbDyqwOzLMmCAwCAdjeXpH5uk0A+cLYNKabpppvt41dPmZTWoxJYoReGfHlaojVT3tIpFpY1iIkcfU9ahCC6ba5UZWVLn10D2DqTacoWXAaCAiyPve5AlDdV9yY0T8tKPghrK3G3s7r8xqFkOuhgMF4p5+3hHOdvRP9hOQOsAPQPeS0P9+NDKWX/rLAPKuQLoBoj1kTuieEyBk0fpJFwaxMkCosOpOLRAGMJA0bAvs/uJCNbSvr9QAL8/Bni5Kum+XteLXZyZClxFy3FFBrEM1KyiJo0wRPptaF1CTiao2VUwLZupEp31bbQTdTMnH4s7k54QMwrgJMPvGFrJrFsi2fOfZtJvBIK5qPVFjeftC4LIkD6qV3FVGoly03nsr7HQ9sopsnyPClwtyWDyVkzGsJQIehIwhlhjZGFTqnX229WWdWHU8V3EaNOQoKAC5TEAM8NZ6dBPvy3jw1X0q7czOseU8fy7J6jDbOBisko5wb1SYE+sxF9UzXiQBYlkP7JlfeWGnLlCSM7ilt79vlpnuTM4Epz/eLydl+2ZAVtW/FJG/JyJ/S1X/TQD/GQD/xuZl/2/7/d8VkT8B8LcA/Nsg3P3fEJH/IXgY/yiA/6mIBACfVPUPItIA+C8A+D9/61huHl8JMqXaWzOrjXSjqkv1XP72Hdu7ueXV72vwWS/6dwLFVU8ZeF9l3lrwZTGrvxeYNSuQNz2JAp2uiF7LLu8EyHVwLPDs+rVZFwbuKujeEk95F5hX1+DKM3qllHXl0rQe09q6O6ncRBHuiZ2Ibq5XHT/SSjC7JRgCWDXtFv1oLb7Iq79LCLwGbVvdk2o1fIc7oCkBA6tRaRuSf3LmnLCndeDVPReo+oR5ZvXVNLYgKtQkKvUy8HdPj8C+h3s92dhNqD10iXZsTiChM4lYhXx+Imt1jsDzK99nLHAZJvrR7nugCchP++polFva+LkpIVP8uB5y3veIn/rat3Vm0JA11LGbtPNVSpESjGZ12FDI30VCvAGgu845Q8UZizdj90uGG80ysMCJF8objp8CkhlJhDPYc229+eVyIWa1K0glyI8kP00PHtMDZ3mbs/Wqjw5x59CYlKUedmSmjxMTo+DZOigyjSJw7jPw+18twcnGxk6sjrMCORGStWdI+rwoaF09e8aF8EsfVaJCoHW8C2CVXKwRmdAAGEEiV98gGezNWerEeWRpqJ52plFHNqa3qJp2OO9jwvuKjGWcSR2rYsmANgKFyWoK+L2OPVzMaF6TaWbzesedLOIwUeFGNXa8rQWOicT82MBNnm2HIcF1LbTJRAicYw/cyLzZ04/aZc4wh7MhY3Y9JKXqZU31NkLY2hRrx1yvu0wJ7u1iFS/RodqGUaVBxJyWhEkViAqXSQjLvUfzZV6+K2XfvqBW7Onf5xV9L8v6nwbwLxjD+t8G8I+LyD8FAKr6zwH47wP4X4jIvw4G3v+OBdt/EYSx/3WwI/Ivqer/XkQOAP6PFow9GIz/Z995LFfbzV7iinB1xb6+VeluKrn3RK387nVF7etdUM7vf679ZOBdkPvmHPNm+0g+89rZ6D0UfqV+VT5/9fer47txbPdQgVtiKrdQhHesdCc3CXdrlvm7z8oGE9XDvlGNF/MR720UMy1Qf4HDV7Ppru/MfGGB+cXJwqi3e0balg+/ZeplfEkAE9IIFa6s0pgiVT2tJBNVyCYlHl9WwNOxR9zqe1jNLGrXQOLiEiNNQ8Tj7cTrVVymTmfT/6UrlBrZDLEgKM5GqOJKZ7vMnnpWxYGkNDrsMJDLODEIzcnsAq1yahzc8wD/hxfus2uhuw7aecwPDVLvKls1B0GTo6lcCeYDv6/21eDQiAo1FjN3Z4pSrnjmKpNrdcC8d8Bh8dj1I9m9fjI40SozWgQSfSizruE0A2jQvLAn6S4Red8gNw7dF4UfV62NAHTPiYu8AvFPnmxsK7LK+vWVwihNAIzAVb2Nuxb69kZlJg2QSUmws+OpBYIt9hI8A4c6Blzh36jvbOuZkeBK1QowKPpxeb6LV3R4G+kQ5R3QcMa7jmEFh/aFozxutt8fWwZXRyMHANj91YT5MWA+eEL7Iog7fqaMNl8crF9s0H9Sh/mpAeyQ/JSRkW0ue6mseT6gtSOA5o3XuFgcEjYvhK0dwtcLTST2HeLPB/i3ETLM8G8WnIFawcoUa/JYfpeDcYwyExY3RBs5s4mcmagWPcI9fBkxcw6KDPW+jp2VVUuSfadGXgwvY/1uC5+jSHAic8zso3LwuwKyqv5r4AjTevvnVn//cwD/2I33JQD/zRu/PwH4j3zPZ19tH7U71fxgNxXPWtzj5ttXQXYdRN4zq98Hkpvw9TaQpMSeyw2i09Y5ans+t7Z1lfwtBa9b+7oai/oWaWu9bZGAe3/DCglYV+ebSnrZl6v6uGtTjXukrS1CUCF4+9pVzEVqHZRXSgriHdzDcenxZq0jR/ntxMSlWOOp0g0pcwRN2gbiqEmtxdqtJQFLG0Kz0ncU4SgSpvY59biNQFWDsnN0WQL48Bco2blFnjArZ3xLchBTnUuW3W6ZFZ5mBtmU2IvOhKZJ+JupVnTYEX6GLe7BE+ZutSojyTBCm0Ano7aBe34rXyLC8wV51yB3FJTIfYB/TqwUj3tkGy/SQEZxdg5erZLdsbc6780wIpIpXc6zfZVlJEjBAJIWnen5ISB1YupPDMIcXWF/MvZ0cgqDViGL1ArmY0A4p1pNhucR7XmqVn/50GH4bYvYUQCEDG9duf9k6LBIUXJ21rEf2bfA68zFdzTikS3OuuuA05lqUcGTeV/8pFOqSARyhsyU9nWGkKgIwSAzTeCIjd0XoquxLkp5umFG7gJy65Ed51/d3CAdWxMTYT8VZmEZd4Rkw5CAOVufFFQos77wfHBQ3xh5iwhVbFFnsVNLTWpv31f2vObzHsjBk+k9ZMS9p1+ysyTJA5hJ2suN1GsuiZ7XYr301Pk695wbg4Lt2kME8bFHAOBeL1VC058HrkfzDBcCtG8hKSP95hFwJGVp4xH3RAf8mVWyezlDn9mKQN/R3MI4KeqNL1JavyLGe8jsZc+R32vOTHgdrNVAAh7Kc2VEPhfvh+QfS6mrop135m3XFeqNv+kW3gVuBqX7wWOpyO7O8dZjtb7waq53bdV4V3t7KzkJYF0V3pSVxBKc7v19/d53Cljbyv7eudzbbpG9trtYJzHrXb3r+6/O/0ZSsu2vv1MtWydmBQZf79s55NN5SdysSsanR3qmzpH9wWIGYeevMa9coFZBe5q56JZKuOtQPIr594kLeDkeYCGDlYW5MPLLyN4UAcysaC1bx8pTV73B5M1SAUjTVEheZ1Y+stvVSpuSlmSv5kPLUZBSTVjWr11YUKRAiUF0QP58ZB/zwufHvS2MX7mMPK7Pj8jHDtmIMvSaZR+vQJR0xCl9XV4Lkn6AcEFlOzvQaUeSwk8RMibkPWpQiXsLrJ6786P9zYMsaaEsY/ZA7GlwEIZUJTLTsaVyUpwJyx86+EGhjlVesXMMg1YfX8la1bwQDXa8AOhaCxRLiywfjI0+R6jmeo/r2TSQyn0E8HqbvrVEsEXgXf1uYLZ9lXwZM0eiGsdjyEAhGYUvZwaAzzukjkG59MjDOSH1JMgVqFuDYC5JX6T2cu4c3MjgLzsmKEW1C8qRpSKD6WcFFLVHigY09XD2nWRrVQQHPyjiDrVfDzCJSi2lNXn9eSy5dVUNDIEohWYgHpo6N+wHQuHp0PFefH6rvV3Yc6HDSOnah4PJi5L1nDs+m7lxSJ97CqacOWEg9jyW1pOIUO/dmaynVdNSyJ5C0RJ4x0S5WSrpOpJogicA2LY4LcYz2+3HCsiCOnv6DoIt2xbWXfVvr3qANbi6WvVevf4j4tZ3BKCrAFZmWL93n5ufb5G6rj6qNRhyReT6SCDkm2peWw3qG77AN0eb7h2fIQHvFNDcBmEo57z1I/4Omc13x3dr08wHbT2OJG6Bep2HfD4A5wH65cv7/vJ6Pjnroo89z8hahFyUSl0d53Zl1/N4Td9a2uaaSFcSkrIQzPOSTDihlOXugYc6TItvrHccS3IM6vV9TYA8HKH7nuMmDuyT/dWFSmLjjl64c2T1MEdgYoKQ9yR31blk7xCPLdxMZya5jAahBrjTwHGPJiA/HSDDvEDabhGQyAIGfS2zqKZl7Pl7lxZ/3fGR59Y/Ew5vvpx4Pc8D4A8IbwlN6xB7IPWCuC9WfwrJYmQvQew5+uTHIu4AIJkQScqERb0lP5FKWe3XEeo6pIazMKlltd2A1U42BaxyXipCKUsEOO2WyrcJnDWNiXrk00x05TKy1++EC39T1NrKvS4VuUATyC2wpF0iGJDtOmJODMqAuUXxHEry5YcISED2NrpzIXNYvEd2UolW6gQOtKp0M/vLzUsk+e7YsrefwZ60AvPeI+5I+GpMGKX7GpEbt8x1J/7noqJ5TYvxSldaETAiGGzsjPuJewfsHZq3hHBha2P4TVuRDrKhKVriIpOj8DYTOSijlN6R72DfA447IzrSiKUKgnhZyHNYjZxlM6EZFe6wr3wNJq2xoqxamNRzqmgSxxRH3qsF+Qgt2eFT5Mxy4+kqNWxlPJbtxwrIwN3K6Wrb+AFXy8O6i6XKuikucmvbBss/JqittitRktXPV/3o9RgPwOq62BJaj/gq4K5HILakr9X5bv+9jAptEowrla4b12bbY/7oWmzRhDvBsloxrloIS8/fXdk0vjPSsH/Xn93a0euaOMZZ34YiGAWx8J62hU1APlBPGi8vQI5X7GkAi7tU6SfrDE3mINO2TI5K5TpOVvVmuP1+ObesfGhLYDbBkApzZ2Vl3XdkQCeSTrS426iyb2zexBhGvrf4Hc90MNLibjNwFEn2O2hWuJeLCfUHKCLk5VQXMne2Y440gEg7CizMv9nDHegq5d4GwNHwolo/7mzxUboPaaYaU1SPZN662WDscEr0KTb4cX4MGJ98NRzIHmaM4JZAI/TwZU/RY7ZRaln1IstM8XzgaFNzNlheONpCowWxAGP3fCTZKu0WApqLQDD95TBkEywx6c5BK3GKIzWcUxVnFdLZjANmGyczb1yJttgnVKJgRUSSVVuFJ1ASBecIjmVrydg1Ue+BmIkeDPPy/DnKSVKSNHJcqjxuYmM7Yr3cZBVssp5+ZwSqOUMjZViL3nXuXL3O9XnNsOtRxtn43RWLwuac6yhZbpgEZEM0YsPr3JyIPJT+dHPKCK8z/GmEzAlN55GMCR53pnU+L4St3Hq4nBmIH+lVXYh16UBGtZvyYnWZTWSlcVUEplorGqqlw4hqP/rgl+Ba1pNphhuUCVipkhswWS3OUzNZ3SWQsw9tjXcvf3PsFwVC8soWjrwVpAukuWb24k5w+iax6xuQ7r2/beFSLNDt1ctuVYmrc7i3LUQu9i71cvmwmn5nPLEN/N/RW15sJlfw/w1XqcVr+oOZ7c11v/Indtf/FoBQ9NVnlPPPi8yo99fsePu3pAQEG8ovsF1hSHctq+aSSXct3K5HxlA/p8pATpR9XCcIPE+rKnOmhytgyltqNopgX7cQrEIgHFd62cUZCYCmmYtr8XpVg+Ccg8B6VpHELG0CYbVILW2AkHWZ33RjhLyemMXvd/TRBeB+eeFxFzi8CXDniYG88XADqy+ybRdZwdw4IHJByTtz1jE4t35jqehNOzOAABd6m3cNr7yG6diag5Cgfcnwo1VRhQzfBqR9C9Edpk8d5oMDnZC4ts1HM5kY1AK5oP+aEYbiuws0LwlhoOl86lZ9+RnA0w6uo3kBGbllvhRQL+j/MCO3Dpefef1dEsAYuYSBgYxA1m7wwOuJ3/+uZ6B/OJInsCJwSROqVzUAojNtw/cgMJk02LqK6BTLxmmGRAfspFbDvN55eU5KAhPYIivnU84pd3R0qiiGwipwgLPCZtm4fi4teIeR17l6IScg9Z6ym2ZK4Wb7Liz5WbRymTQlk98sFfa8d1VgpH7vjaf4yUhnKs5Jl4Bq7HJhUPavFM7RvqEAiiVe0eD6uPfmDkaxFBcz/MuEMKcFdbiYQ5k3YmOJHTHWkcB87CFj5Ox52YoE5uuJz2/Xknk/jnwmpxk6MHmV8nrnkB93uLf9UAG5CBpU4YSyQK8X+21luu0jlu2Gsf1dYZCbTO5vwKbbz8I1dHtzhvdb2y0GNcBZU5GFwLNxbrjLzv6gN3yPcFZZ4/dg7DUUva66t5V5+T221TBQFdcK+akwp7cmIYAFx1SRhavvMOcqwoEyH+wdF7ZSkcMevPOFhhGBxKM1m9o9PkBPJ77OHthcGMyqAIxIdbmw6g5cdGVF2ikjTVryGPu+1sdbWNEiJkWpCo2p9qukELpEoMc9jSMu47I4m8iHdB3k9Qwf0+K9+vkJue+42AUH/e0n2x97nPJ2hnYtdLcDVJF3TXUJggCYpcKjAIPxetaSikgZ/pc3+PJdqiJ/OiA+kFjkR5o8iPnMaqnarFJjz9kW7C8DnX0O3WL7p0BsFwGMcLaeb2d96IEksf7XhN0fEsUvZvMvNpMIN9FGUKzCkgOFMXJg5eyNUCQmKDI90SOZs74KwCEH9pb9aHAywIpp1wO9uWrZKJmYtrWejbfQtly8vePMdiHgzVYdp7wkk2XBL6SgOTIBs6qYCIivlRnZ8631SUMd+3EDmdZx39XKUD0gk6I5R8DY7H5aSHQkiLnqgZw6h/YrvanVC+LO1SDp5ky/6SnbvgVx70zBS2owRgJ2r7x/4s6xYgbVuspG32Wy3yk96YDAfj4Ak+e00a6sSA89XDNbEhnhVBFbIjmpZTBX5xAyiXrqhIzz0wApgTR4XrtioOINrYixMujlbM9Zaec0FoAj20TaNkbwIm9IC0+lrIkpUxegbSDz35AKufrZF6k/YFnct2SociFuQNX176v/f1fvuGzfE4y3AcvdD8Aick3y8jeC4UrsA1jg2hJs82VgAFB9N397fVib5OKGReNNhnk5ljUEfSugr+Di9cjXLXlOVtuLQlcJyppM99oq43db2VephjOhoHeGIgCDjfeLr3CMwI5C77UCibEGZ+kW0RD3eITs99DjjsnA6Xzd1zcYEeKqQEsJiCiJYzU7cYAQptZpst5gZEXVNMbGXiWO6/MoFVYyco0PKONQ8I695dMZ+TLA7XrqVvc0e8iPewBkPzMA5sq2dWOiMpHqor2dFHAgW9eqJVYXCWlXvGdzTQIksWfpztPi9wsAGZA3JgW5+8mUt2AC/CTIhNNs7Flfg7o/zdS4Pg88h8zFvn2eoGeHeR8wPXrARm3CxdZOg8VVSCzyE3un7e9PmH/awyVlz9Wua+ocdEemtpsyul8tGYq5Mmjjp76ObKWGQiHsfYr5T1ulOFvltN8h7xp67JqzT/XurQlcplHIgZ7T2PW01zTTj4KUSNaa1GoTuJgbSUqRgCwLKcyuLVTJFt51tfpTFvXQ3tfZX0Qg5Ax/SQivZv9o3sbFipDV6IImubjMiudG0CRF8xrR/HpeNKIBxM875MaxfxzY9/VTRvuSMT/4SuQqVTF0IXo5x4o97RsaX6SM8DoyifREZ1yREJ1SfS7SsUX2Dk0R7gDMoQnwUauL0/xIUpiLCm0e4NsGztAjKV7hfU8+xjRDE73M3WEPPBASh+dUQllb4ATadEtfugl8rkdrI4mwjRVjTa7d81p1+nr7sQIycE3MWjN2K3xri9pqhObdtoVqv2e7B0l/j3nEVU/zfdBf62OXarHMT1cdZ1WsJSPXTlDV9Wkc6/ndJL3dIUltz2PNiK7HtyWxlV7z+r1GclqPPd1UQlvZXoq3/nBaZv4EqKIbyPmqtwozYKiB3AnZxOVa1Mq2qSiItOZElHOtcKubljOYyol5rwbI65nV8m4HfbBmZd8B07RUsSFck75S4mI7RypodWkhj5VrUBS8YiScVbyQvYOabGSBxGvPqpz7Kgnhtci8Filb71Hg9nv2wh8PZHhmwr5l7hReEDtblMzuDkAlvmjj4abI4O0p/FEM46efd4snbiYE7WcGL/c2wb2ekD8dER86W/QyfMp17MRF9mDp1+sXM4oxwp+m6nkrKUF++crvvPkEN0Rk55AbT3lFx2orXLLNHDNAqlCUwmUjC73NCM8DMDNo+H1LmLNldSwZtFh8meGGCP984vhX1zDAqMBdIvwQIHuBlJ5q4meHC3vs7m0CvEP+B34m9B0c9KcD/C9vNeHTebbAad93jFbVKoNnGYlaWWzCRmoAQKa5Ih1a/Kjt++cz4LiSJ3MSUroPVYnO4IAcEE5sj7gL7R6LE5KKoPn1Uk0T0p7Kbn7g63PjKcISHAPnxCrSv03UL7eAnneheji7KSEdmqq+RW1pAB51pKwgEwCsd69IOwd/YWB1p7HKsMI5jtT1ptve+orelCo8lyrZ2ixeUIVF4iFgfqDtZDG8CDuPzkwg6jNcJiREqE1uEwpF3rZKdwZf5/j5nF+35XT1DGuMwGDrYam672w/VkBeBa6rzSrh6xGYJVjx59Wo1J1AeosFXP99a9sGuFvBeROMbwXmdcVcINoaFAvT0vuFX1VME1bndX0i73ubhZRUZDY/2r6p6b3+vG9YGL57vY1vVOcn7yCIgNjs7hqWLkF6mww0DeFnY6yW1+o4LdB0eW2Bc0v14biiS9sgvwwAZgb43nSXDSqvYyfleokFfueBnAyOLH9bkj9NieYP80y4PCX2gs0Sssyp5jNHpWTXE0L3DuoMwjShEjVuACIRA20d+8hzXEZtABQzh7qNE1/fWV8624LpuTCGc0Lz5QKME/LDHnowLW0T8FdPqLo5T6yMj10l5qiwWsr2/XqY1V33eG1rdzK5w85MJYyQVMg4pTfYPgNhMCJUme0sVeI0V4OK8Doi9wFuctX3t/w/DOA8LYD2Za6weP3u5gh3hrkqmWjGKwNqWYx1x+vsXs7QrsH884HVfFa0p4w0279fio+zmQw0Huo84mN3ZZ3oDj2DqPfAMCzjbeVeHYho1Sej3K/B81gsABF5GOrf6rYif8EtPWru/zrhFlCxq8zvwqHOUsMIb8WGUQWEmLNW72j/OpIbWT6ztFAsmMOB3AQFiYCd3QelIlfUPn4O1gKwqpimFTbyVVrinYObA9ybfWa2tpB9diXyJaq5FccvN/OeDF/JpQjNgvikfbAZaCZWrNIF4dJSDnXX053s1arXroXMXU3w9e1Un3UBKNaTzabSiIMIvqruuU9PTN4L8pUSNFqrsrkfdn+sgLzZbjovlb99BCvfcNv4aOb4zgfw/+vAc+N3twhctQoG6qK6Dcp1WzsXrQI4K0tcwdjLYawZ2NbTnePS07y3rYhw76rj0gJY/3ub2KwEUO61ADQtKjdV0KPAc2U3JXiV77YmGL6ee5nJrdctZQa4viOsNE68NuZFXKE94KpHDaAaNZSst0hMIkbIZfP9Px05wiIjJLYVXq+SmXaseRyr5R2cMMjOEW7Xs49Y0IyUoZLqg6sxMqib1jXmCLQFLVmhGN5BzpfaAyP8b4uXCOLPB5OLVMLUJsxBGUoTMWgCxfFbQoJhTtDAe8SPiVZ0+xapcwinVMUaAECsmsmto82fF8Q9RST8bMdrQc7/+gb8dMS8682ooEgaCtIuALKDO89w00T4fd9D90+c/W483GmEnC7Qnx5pTGGKXnnnCFVnoH3NCKeE8DwyGMdrhCI+9sgdTQRQrBAtIKkAuieD150nYJrR/NUL8tMe/izAF1S/4vA211lrF41hnUg2SgcGe5cz0qEF9EglL7O7BFCTTpkAXAZIath/BKh01gRqLrfs9UtjSWumnWYNvOX/G+5FbT3w4WBFnTKviZIsVWUgGw9twDlhhaEqRDdKZVy8geVtXBAkVcLsYWEhixlLlOuCrMCUFiTGRoXa5wnx2FTSVdUwB4Nlbk1C1VnQsxn53Lesei+GgBUfYzULR0V1Ysr7lu5WgsXfOHOePO3Y23a21s3HAKCvs8NSvK2zAiHArWb5KxN+nmvrA/uewdgLEJkw6OOB34UT6Mvbsq5ZMK4jbze2Hy8gN00ljNwLxrckJa8C9C24+lZFfKvfup6RLW5D65/X2wqyva3qZQvXBiKGc+9mYNc95SslrDU0v+kz12NO5W+b4LgO3B/B77fY1+uRqE0boQa88h1tevuqSmlJYLEdNNUkYBW0jc18Nd5Ugq+U1zLwomkh+34xViiwX9tAfVcXLjFYT0xpi8dgM8MXakOntxPcrqdAiBHA4ATy+RP30zas5LoMXC58b1lw199bQUeMMV2vWwjVG1mjMaktaar988INGEfasHp649ZFufSz+rbC/3nfscL27P8mI+BIBsIpVhZr6gNyONDkAcviJrlj/zBmyJiQjoT6w6X064yMa5WgzsZ2Deb01HmaGzg6CuHnI9zbBBne4M4TgiccKpEVhT/TFSi3HFMRS/7yvkPeN5SmHKzSzax0/JSR4MxgAfAT6pxw8Yd2w1RtKSV65H2L+NDQXWrk5wKEOEVIRCLbmAEW+666K+UjjT/ceUb4ahB/45F7M6B/GSHTDG+oQjbbRvbOA/D5CGf9Q2RaAaq1YfT5xZi9Pe/TpyPv7TlRsWu0Z6Dvqu71VWJZULKS+E2mdx48CWPjtAhdFBtOVWjXIO0aJmodk7TqaR2Ey4Qx6+t+AaqPNR4w56VaUHgP3XtABP40EZJtG5trN36HKlLf2Dw6yWTF4akkeqlfTUYkU4EbZ37/x57PrvWTocp7zKpw9ULRlPOAHPbQA6Uy1VCh4qLlhwwxslcOwHw02U5VBBMHYU95gZVLNcy4Y8n+fIE0Db8X76DguJX2exTRHADkrqRERDPT6AUF/r6x/XgBuegQA5RGm6b3IygfbGvLRu7kRrC5t20D1rd+XgX5bWCuGtvrbVUBfdRzrse7Jnx9a1spBvHHG7Dz6rjVodr7VYWqG+pimvIGsjWjBN3s34LyOulYn6eIsUYBFOvBEqDK8YrY9ZxnaEnKjDQhNlIgp8vy2SFwMXk61t/VowreLAnDApMb3FyEOUjqmCi/2bZkzBr5Y3GfsdnF0qu26raIkOgaLWlowqDn86LWNc+ssgqcnhn13PHAamqeWW0/K493/TBbEqE7/s6NM7WQnckPNjCnIsBNrsLEkhXpKVQ1KigoHlFM7M/U4cYboB1lBkUpI5l6Z/tTqwaBor0dnm3cy7MyqzDo44H+tsk0qb0gdexXp13DoJAV4292cLGvCYIb7dk59NXKsYhUhFOsetm5dC06Dzza9RFhkDeSUhEIIaM7W4+zpfTknDj6Emzkx3ursnxVWFInDBCXIkaRoF1AeujgTwAy0HwZED91lNsUD28EHp1nQ4+YaIn3S+KWkt0PR7YuUub9Few8MkjybIwkuIKttZiRjBNFR7LN2Zcg0QTC5uUcgjMpTrYlyFWxxC+4xQRBwOrS8Xt0TSCKkzPUB2gXIMfdgqg1Abm3NlEOcCPvn9wwMfRDrF7AsWc/OpwivFvUudAx2aq+xV6gyplrAY8n7xrbr41KFWjd2OAIDho83MsZQRXxoSN03sFaLdn8j8kFoJynIu49uj9ceM36tvbryS1x0L7jszZMgC9ruoce90i/eaCCWNZKgPSX2dZ+B7SOZjLlPSlXn+db2w8VkBVY2Ii+eLu6hfiyff0duHkRBAFuCl98C67+Y7ZNNX7VK97C1NtKc7ufD37mYp8rjA1cn78UQgE2lTFwuzoubM71saySoXUfGwCwquqWn/NCvFvfg8V6rvSRnbCvCzCIFZj8BuJQr1mMy7V1jqSJUtG2tC2UXY/CTqaXqkHXMXGBe2RFUpWxyrFglYSs+36vr6zEbbRJh6EGYwZwy4q9B1SWRbcSDRW5QtWpnqc4tzAyTc2LycSK/DHPENnzOOd56YkbvJ/3ZHrmYu/m7Dt0xaFH4U+c60ydt0oO1W4PAHuFhUAkApc7xH7Pnltj31n5HgXwYyaxZ99g/tQjnGbIZYZ/vtQKlTCfzXwa85zQIyHxIueYWofcLexlFzPSocH0Ey0g2+eJ5LPeZp/NfCIrLfCoryxQ8ZgeDxS0aGjlRylILpixX8iAZbZ6ftzBjW2FWkVBQZSGCz0rN0/lKl/EOaSykuOjiarMhGgLfBt+OUGfX3hPHg7sGRdUzdioZRRPU2Yy2RGVkCkuBKJsfAZPQQttfGVRp+AQojlHtQ0DymByretHuiJsALzQDtKtoFjVaqvph0hoHwzK8WlHe8LzBP98QT50iJ9JdizJjrZGHASAvKf4Rq1M6ZyUTLXLFy/isFzDcInL8QF2fRmY865fWP9mPCIKXuu0mIaogPC/cLa4iWwdaCAHAkJxknnvqiEHlcUI3+N1qLr0xW4Uq+KJ7OoG+nRgO6fxiIdwZfzhL3OF2QGQrV3IemWa44Pi8YcKyABs4VxVWUW+8Fvyivcg2VXAfNfvtUXtj9o2s83rrVbHckNKshyL7eMdwazse/1zPVAbFSoOPqvr8W7MSSw6buewb8ll3ugpr2Hld9fUrYJs2by/Spiu0IFVACx/e5eYrMl45XM316yMEQGrHl0PKlipAl9NaGNd3TdH3j+zyRxO89X10BhZ8RoTHOIgTw984KcZOF2Wvq1V13mcqwkFVBd0wYhaOk8QC+jl2Mu/KQyB5X62sQkJgX3naa7JqJ4vgPkoa2M9ZFXk4G2Ol5AzAOiZkGVqWbH6twkSm9pXyyYWIVkZjAdzLrIkxV/mqmJV524toPq3CfBSNZNT9HAmLML7AdXAQS4TFzEvmA9k4zaniNy5attXgqgIaBKSrUprBPNDi7AKhjnQP3c6OMxHk2ScKSCRWllUv4KH7IzhK6j2frnoIWcG3NRzrrbA2TRfAFGBzlCGRhF3bR2VKo5XnI1VaDSYV0xWcZqRp3nhNhhsrKoLQlJcvjwhXw0m7zmcKfDiHA1BCnrS2f0yRVaPQig5HzvkvuF31gbIaPe8M77FTFUvCTTTcFM0lS4+g7nzTLoAoKe3bxl5goAJl3f1/HisAtj8uRt5P8iYzBKxBZKacEiP5mVCc45Ince85/dfKmISxEwO88ykThvPdUK19tO5FvG79Rd73lsHf4kIf/3CeWDvaYoysj3gT5O1SVgYpEPpr6POkvshwb+QOJf7UL8/aFH28jVxUecWpGQ0Yp83V7PyLJeRt6LWNs0Ld6gge3e2Hywgr4gMqsuYgG1rHefrt60YwLdM6HP5sm0/637vR73mW9uNYHx3xvlesP/o906uP79UdlkrI5Af6mgg8Q0ov8pHrmeRP4DA6zmU/W7IY/x3aVYuVWaFbtc98BgXIZ8yHpT1GgKvlbK/Sh6uqvwEY2wbk7z0vC7DAke37RJwvaMoQGFWl/OIpldrRhGVqNW2cMcdtG3IJrX5Q3RddY7S55f1ReJ5tw0EDSuknGt1XGwOxdS2rram5fk6WZSvvAdakAAW6UIjXcvkIPjKbi6mDuod3DDDm6tM9gy43saY/GmCf+ZCM3/uKfBghBQYqQg5cKHvA2c+hcHVqY1MvU3GyuVsaAbNDrIIEBzniYeI3AZgV/rcXNxTR6g8dTzmomtdYHEJypGkc4Q7ZYw/NcgP3nyMPZWmRDDvSepSAXxkMJ+Pvvov07hCEEYgd7AATRjf9wIXCUnT7xfGL3D1XO1hQBgypqOvDlVlpCYGkrja56n2K2UuPVuypeXhCGlbVq5xGaupiXnKNK23qkxiYiJ55vesluDpcc8qtqwlnpA/Rnr0FiGPbPOwzoJJHc8RUwADgJiR9w38aaKfdR/4/TdWmY5UtYLjmlr5CJ86+Euw68R5dBnYT4YlgwAI97feZpsBV+Q1o0J3vAc0COYmoDlFyJCrcAt75qUHwb6vm6iJnY3MB2E1Kknh3ya4r2/QtxOnILoG2h+Qjy3v19OI9i9eoB3va9EWrneAAu1Xnr87T0aebJg0BoHEADfMC4ReRtBg/eGUOY6264gEwe7hwu5XpUqXrSk8NV0MYe5sP1hAxlIN3hnNeTcG9D295fKagjDeskv8Y7ZNJbtV5rrlDfyhPOeatJU3773x2jrDm9J7eBpYRr+yzQzfO9fVTPc7PepVgH3/PlZFV4YdN473isQEsJJaJQgV8l33Yb1Dnmzmd6UxvbDR7ZpPM+Hf3kYXUoLsj9fjJzy45X3ZvqfdjhXqyohCrS8ns/Va+6VXicdDrTABgyGrBq6DNBQGcLBg3Nl7zS6x+hDnXEdeythPhbwsywZAosia3JUzJLsl8TYGrRsi/GmGdAyqMhth62wMWd+ZEYHADTMX7MPO5k1NAzq4Sp7x55k92WEiMehg8GpUiLNg6o0E5sDKwgEK+79daz+yb80xrMXsIJsiU/OaWM00RQyCQTB1JE1ND672OHMDuMRket4JoXpINTnIAZidLLOvwSG3wJxZQbukaE6KcGHlMllvvaqyCqFwKj8BogKXMuKBlXGTVlrZDvADK6xibu8+PS4qXGoyqd6blGuAiCk9BW++yUZkLC0ME8jJZdG3mXJJGZqEleCcoI7qT83LxLluI1LR3lMhNpMsOcNZRVeqQGcKVe7sqgJbHYEyODhckrks8Rxi64HWVTREe867qz3rKmBSZsSw+NDZfcQmbmodERfr6QPeJgGM5T+wotddyzaBk0VfO/H+cZHIC9aEySZwfC6xTZK7Bv75ZGpcCeF1QvuHWBEG7cyDetcshiMJnHHOAWFgWwMF+SnVc+KzJ28XwLSpZZhqO0kzBWDWrnJwzvTN/8ZA1rIszqteJpxs1SK/e3vXZ12Tvm5Vx+uj+c7K94q4VKrANZls+3PZxw0t7HefYTDx2lpyLeRR3LHsZJd9lV7WOsivt8LgvvF5N5OBgjRIfv8ev7qOBdYu5gw29lQFQmxfN20kzQbx6jPVyFTlMhmEfDXnLM7mlMdrYX/rK/N6WU+t7Y2UZolfaz3jYYD84Svwu58Qf/tYA1zpUWMc7Xo23E8ZuTFPYgCQhwfrD3sGWCd8jan/SMrQngxjOKmCG/p2uppnrvKxwS8JhWplofLak8TnCkM6Y6mwvHnLXiZ4AGnfAhmERoE6XuXG2QJrYcMC7u0C3XdIh7ZWZEXuUhTG1uX1lWGCzAzMCjGnJc/FXRgMK7MWMJEIzhYXqUzh2sv+bXBVSGI+0KgiNwJ3piVg7LlgQxmg2xeFn1HVuyTx794Ut9gbFzgLtCokiM17I4oJg7qfqOMs2arpebknJQPzU1vdk+Kxtd6mITylpWBuT5W85xwJfZETAWLTIyQr8rsTMyvRxmwBre3iZgYDbU1Gc5rhhwZJOC4FtNDg4C7G4B9IDiwMYswR7mJjTJ2x0ecE/3yCO/mqdy5iiONs41MCwJ6/QryaP/eEf6dsyZ0iew8/JrhnjhDlo/XYpwzJ1Jd2s6LAY/40MeHZh1ply8weroZFWIQGFQJRk09VrTKUYlwFGSYyswHkx32VoJW3M0QErqgBBg89dEgGUTOJLfd9ImPbvJPLta4kQVXqDJT1bJqhhx3yrmVb4DxwDelaqKmwcW0yUuydYhL4wQKyGOmlLDZXBgS2fdOab/W6W/O777YP9vdRD3jb933nB/yNPjN/WPXGP+iB3/V5LiNRzjTAU7r2+b21vzVasOkPf7OfrhlYuysV2DnasRdSlvUna4thRX4q38uVjWRhpW7RDnFLgLVqorKy1bJkzQusXyQud53BS5zHFVj1JnTtAQDpe7hi+CACySSLZU+JRxUh1AhAxhmy38EDyOfzMkNcxh3K6NTaPMPGXWoW3TbIzaZXtm8gQ6iqYFWhLOdKxCra1IR8ATnPlPGLfD5S75G7wIrjNNdrpQ7A8yvki6J5OFChqg11AXJWOUvMVbHL//LKyvjYcb9B6gKqSc0Bif1FGKu2flVjgkuc7yYrFUbmyfQotpyquP/4McMNGXln/W+799ysEJNeXDyLgfmBAZqiD4Sg56OYkQKq/nXzpggzA3VqOI8qCkTro7sE+Nkq8h7QTujtIYCzy+dHXv/2lVXn9Gje146v85e5euGmh449VhG2SVaKdKhTDBkYXut9gRAgxwPv10Lcy4DMdh+pGhO8QX7oER+7hYDWOUAbG1UDTUK8B/qOo1CGyuhxh2wByY+JgV3VWjKAKyiKdMZehlV5qHKpufFAmeuNYBBTpQLYaSAJ77iDTBFhivW4w5ujnnimali2qjh8HZb7ZU51hrj0Zou6W/aGkvgANyaEL6+LW9owMLnZM7l0p6H2eOGYHJSkNbecX67Pk1qQjxnhjZKi888HpD2tLMOQOGOfYRKwUjWtsynBlSdcxgmInvGqJv15ScbubD9UQAbAxaT2X9L7SvKP2LZ60FfbtoK9eSgb8lV57RaaXUHW3+t8dLcKrR9+I1jeuw5ZF5es9X4+Uhgrf99C03lzvqvfqfWx19f0XdJTSFtiRCl3fSwVggYoB5rSdVW8HqEqDGurJipSYv1oBVawn6AIb0hmBaFdu4hvFEUddZx19w54i8sIlCo9jc8j9Lgj1OW46LrGQ7qGgfnP/hL5dOYcKYDCRpdPT5CHAxcXM7CQtzOPaeaspZqspLvM0FzgPRgLNy0JnVm8adtU1i8AZvRl5nPXkOU6c9QoBwd97EleaUIVUqnC+l1DMQVvesFADfRuzgbxuTqaRkEHADPZvNQz5iI6myyjOw38HvYdtA9ITYei0uSnbMIaqHaLFZpuyBaPe/b6UkuvYz9qJWJBPOYdv67p0arlAOQGNQizamYgDWcgdVbBe8CPrNAlo45NQQTJYdFaNgZualixN2fF7g+JM90xQ1QxP5pvsMDmbVHRg8L+lchnwP3pz5CXMyUZCxmxVGxWRRUtcnjPKs47VlzWMkHK/P525AmkY0fmuAOyXS91JOBxh3xOtTPv6zlCdx3FRxpvsK8F431PpGac631alMxcEQgp7O8uwJX5dXXwLxP81zcG7TnampSBP3yF2/ccjXrYV7QsfB1Q1L+yzVbrroEzcY8qgqNETAAGy+xoSuEiGBidkEtxHpZ5aTEjlreLXQMH3QXrbS9VuJsSk4czxVSKIIsYwzz+dMD0uTWFOl5LN2UGXeNbVGGn4h5lz3w1sLllwev/JgXkNRliq8G8Zgz/Edu7ALJV8tqymy143g2udw9dbwe0spVRhe/d5/f2uTUjny7X1+sbetYf/n77ud9iuK+r4w1ZTiTcZWwjLQG6kruKjnf5rGkCxC063oW5vB5XMqaz7DhCgzNnlSu7tfT1TMMWqiSEFTTBA+6w5yjPgco8EjOcSSeSURshb5eFyW1OU9LRtlEOu6p0tGYfFzKaRJJLyv4AcJ+nCyHb44EjVuXcxwniHD1vS8Ji51Gq5tQ4OJE6KuKHWMkoWszcg6c6VtfU7yR1HvFwgD9zhEkmt0DiXuDOMw0hTPB/3XMObzaS5QRqEB5UER9aRFNUIuHKRB2mDD+5xV93zMjemf8toUkXlX1nsLenFvjak2J8kAp95gbILathDUDsgOxptpJ2YLBSksqaU0YYKShSGN4uKaajq4GdRC9YAsBEIu4d/CAIX0ZoH+DPkeezD/BvuR5jNqEQUbCSMhlOOEcYc5qWNccsNNX6x1K0jp8eeC2L8YHdr2rBTkyExY8ZuXVAw2sVztFkRR2ya+AuM6RMInQt8sMeecfkK9uoXHhZQcUZ7GuvKjlnwa26hzmBtoHJ20S4G8VeNASKmYzT0q7LCjdSvlPOIxEhM2lIB8puAhw3C2/z8gy5JbFxM6ztAfghIZwj3IVa12LuWTWJjUWu1djr9lluTjbfbEhY4U4AdVow7RukR96vqRPMO8L1uSE3of01QVsK9ch5BjRCciBiZvcx1lM0xhmoxch9KesfLCAX2rj37/Ra3wld3LNc/O6PuqGstWU3f2vbBqGP9rNlT9cDuXHM34KPtxW69cUJ/672u7pGtXd+69ptg2Xp+d6A1muw3Fbfm2SDMnLWq8IMTTcyx2In6QSCxBnrcqyrkak6TuY9ZN/V61MrEIAVyPlC+NeMObRpCRmWICrCIJVSVbxCSmQ+i5CopTa2pVJJUlWg43yG7Ho46wvX7LltUBWWSjBWBfqObOnThZXLA8dbtLWqN/mqriT7Pav9xvYVvLkARVZOYkpLq6/ORTOcV86duvPEBdUs46AKGWfkh50pXBkB56mro0ySMvzvn7lAN6H2G53No+amJalLTG7T4OVssKATqX1ANXUkKMeT5mOAnwhbq+coFZwRqhS1jwsVpE7gR0XcO6SW1XQYjEimhKfDBcjRAnPDYFx6ytRZNsh6APovRFFS7+C8IHaWACYgFy/5ETYTDYQho32OTGqy8nucIoKxjP2ZjHQASCFY9Z2ROiI5YkxnDdRaz8N4rShYnqV5Rj5R5xxfX0jgKzPp3lfje8yRYineCHE2V14Y80WIo1h0UuaScG060LXLXSJyxxGk3IXKQZCkwDhXUhXAQKivJwYu75hAihCqDY6uYpFe4HIh3JsfqVpVFNS08XUcLxsiQzOKjHgInBKI2UwjBG5U2jEqEzKNslhKmuNYcSorCn7V8rCQHSOTs6JRnvsW2ki1eGR/uEE+dtX0JHfebBvtmiZdkBwPJrMmpFLOFW/nxd41WvA11I3mNrmKt+gHhKcfLCBjqRAKPPmRo9MfUSlf9yy/8eJvBWO3SCYCqGYRV+//Hmb1tmIs791U6nff6wSA5/mUgLuBvaXvoMMI1zYMWncSGfFucV2S1b/rR1pPvpDMrAKokHQhVlUkwl310rYJ1mIwkVdMRbuejnrW0rYMLAZLF0OIGmBN6apcK0Vaes4NIe5qf1gyZlP60tnUdsp1LH8fl/OuYhyth+8ayK4j0zLGBZEAII+mFJbyEqhjYi9bFXg7kTR2brnIOsfAGhw9dg87LoTzvMyrGgGLVYkxwMtc/gz4UoGLIKtpEo8RuAxQOx5JSy9a5gQZIxcmQwD4oQJ92JPUsm8IRX99Y+Jir5MiuwhwnrRxyD1lKvm5M5pnQKVDPDLQl+SqWu/NrOzi3jSIPQOonxhUU8uAXKph9YLhs4MfFc2J3IW4tz6g9YudKxU24CagOSmaM72MxxplSdIAAQAASURBVCdPglYCmreMbsyYDx6t7UtU0X9JlUTWvkS0f/7MNkHnkR6ItpR2QancCtNYskKgi2BFEWT5+YgAwP8SkN9OV60sse+2EFWlwL8ixvqfIXKAwObEz4D3Hq5xyE3P6u3LWDWc/Zjgf3kFLgPw8yfkXUPZ1NbXnjwA6pGnjOwDlbXOvM8kZCAp3PlCBbvIFk4ufBgALu05Htfy+XNvaSEuiQAenCm/THBvA4Pi057QsVvxMbJSMESE5KqkQFKE5xHz554EQjM3Uc/ZdTdluJHVrjgHVTPlqWyxRVpW1b4rB85gz2mZkc8K95z47AEQbSHBwc8ZLnnMB94rokx8ht911E3/kqvGghaDlMZUA8u6mDLEg+p9VV/hfoD5sQIysEASuAGNbrd78Oy3tlLNbX53c9vA2eI3TfutROa2T7z9XdnusarLtmZI34OuC8xbgkohaq16yDqQHXxVfW6Z2U5uVsPXh7uCiPP1d1THrOx1hSVcpCSv3E9KdbkWzd8cVzWfWLcWsjKArRnm+x30dZGyRGYiIYAFWH9FCiNUfbnqG0vXLlD2bDOXAPLTgcflpMoqitjs8J/8FvL3/hx5GOHaliSa8wAJnhVxR8GR3HFx9/kz5PkViMmUtmyeMQN5T8EQGcwg3czQtTXCmdnHUcWq5RhMzNQRzoDkBD9Zz3OcKtlF1mSzrqX84oEVlKjSND4DUMX8E6vz1DkEBXuCzpSZrDJ3c673omR65fICGQGpMbg6AYyaMOWrAknzBvRjRhgUOWglabkIBl2x6+2BZIE8B1Rrv/aZ+/WTYt6RlFVI/34AmkuZTbZbxvSv50MZrQKmg0P3mtC8JLiUMe9DZerE3z4AmRrK06dQSUYcd2J/GyBkDcfjcrMuqlfBAciYf/eARoTfqXOVqCUiRHWK/V+5V0NY5tULOShloHO0y0RA92XksZU5ajOIUM+ku1gXlnNRV0xFBOF1gkwRuaeABi0qfTVQ0ODZ7mkaPh+XATmZt29KgB4h0rOHrEp2cRfqvZF3Adg3rMjLeFQwtTBZkMFq2CEUh4ED5DwjvAjSvoUkV1n54cIRJney58J7iuXYuJgedkuPt4ydGUmMmvbKto89NwDg3mjX6V4oO6r7DkEETeuRdwHTQ1Pv23CihSqapuoV0EZ2sDxWqFPwSMRNp9eloPibwrKuW14W9yti1g0W7tX/b2xb8tHWJenOm66g2AI3F0nPmjSsAsoVdL0Nrh99znbbuktZ5flHvXfL3gZIGioPRkEJShC/lYzcsq+0fVyRx8S9Gy2jOILdeit7SK2uTI4jIcbUlhAqG1WM4ITyHwwS9h6a7TtcsZGx37EqLJKrRqARANjZa8rCczHoWCkOgjIm5V31mYWz/pPZusExo597Dx8c0pFuRN15gP7FXyKfz8D5DHc8AP2eD7pVFAUdyccO/myLwduIvO8W6DBnuNdL7SMieJNTzBSNKIszwP7wSD/l+u2kDO3p8SvOLebq0a6f+SBru0c6NFUEwiVFeJuRji1ms7hzUZE0IO0e4BKrp2wmD+o9FbccCVtkqxKaz7uA1IelRxw4AkN3IbKo2UtOgEaEhjOqWvJVq7rHJ4/5wEDsJ/Z/54NUuNZPinBR+EkrjKu+JAHA8EkQD/zM4qWcOoGbwEXcXpsagesdomefW5KaK1CBhCm5mExcTZ1Ad0Dq7DVFzlGZIBSDA/Z77RnrjEltVScSE0D3+RMKF6C2ObICn5/48zASXSmzr5cRLiZo5lw4PyPV8SQ0AenTAePPPa//JcHBhD8UgKcSljgxNjLqdS/+ztLbWNSXE1s5F6sG57k6pcmuRfrpyIocYDLnYPO7RHxkTjZi74FRK1QOVTQvE+KxpViMgKQ/MxaRSDhdMp2geB6scjFHWiY2De9voU2qNsECe1nPs/XHbRa8PPP7nqiQaa+7YYK8nPgc/foVEEHY7ZB/foRMGf583QDWYeTI43oNLzPmfWcjjjAUzy0jmhfc3H6sgKxYSDA5WyP+/8sBZOAqsH6z2l5DyzeZc4vSDID3lXHZvrP3/O51288s2tH3mNfrHu62Er8RwN8lJMUlqvzbewD+vVTpysVJ4O+jEeVaiwXUCSagYVXtmsClygcM1q/qeyO7mJxkgae9J5krK1GgUl2Xh7DoaRcRjVVmqjESKt6iGc6xKi7uTeYtXHp32lkPukKVJqPoFllHAIh/+hkhZ+jpxOMr6j27loIaWcmCnjK1n1eOMoX8AoB9vPOlQmNyGU3DvYWA4ypllEVUF4hzjpwx3TW1Z11Y0toHOGNZqzFp84FJQtxZhXxOVc+5oACxF8wHJgrtq2kYOzBoKZDNRQdCspAfrUpraNNYXlsIPIUJrKat7J7PyMcdlcESlaC05YhM6oqICHu7BcqeGwp9AIS4y2gSlBB17NmTng82vmSEr7kRCooIIEb4KiNUkoHU83j9qFbtGvO6Y1BVx9cDZG+nVqrWdamiChHIW0KhHsidRzhn5L6Bf3oAvrzwe21asvCD3bPDdOXahCYgdw2JROOiVa3FilSkSnimzowtvp4gKSP9fCDaACH5S4HmbUJuA2QiApaKQYI9/9ngZIBEK+cd5NjTOKLM+ZcJguCvrUGbAN01Vb2s/r4PNWDnww7Zkld3SXDnGY2CmtUmhylvZ77R5uX92ZComI1dHSBnWaYFUiLTercj4gDY6JSrPA+oMqHZ94sqnWMw1s4jh57WjCnVFlD+9Qvk7YSma1kRPx547ZpAxKuMXJX2WNMswj02oisNxZqq2NCd7ccKyGKLuObFtWdlOahrK8J7u7g35rTePhLM2G6lMr4zFw3gagaZLiZ6XYFve8q239pruDcmdSsY16C7eW35W+mLlnNc/7/sZ/s7gDdo216rZ63+Xs8tofaNdSPHue4x1/E1pSiCOr/YERaIzpnoh3eQcYK63hiMeamsy/FkRcHdFUAxtqgJRAnO5WEwYheyVtlOKZ/ZmbpXGTMpdpJFVOE8kFDlSazyNjOZu4AsDnHn4QcP3VNkRIeRlUSR35sTK+RsM6tN4KI2GePz5Y0CBgDh5P2ualmTcJatsl+OCfO8ZP3zDPQcc5E6gqKEygMJKflpD1dkFWOi6MeU4B0D5GwiDUWiUDuSslIDiLfAnNV0oWGzvIIwWhDMDEySPcdLQsb0GKxXTDhYbMzJTYnawKbJXdSg0rFF9iaZ2AiJUskMLoQ9ZT8ptabBhGA6An4WtK8Z3dcZcedx+TnABeX62AgUJH3BARJJ9JoPJI5Befzq+HnZSFNU6mLQLb8DUJna2du4VgsgM9iXfnYLwE3F4pKvj0dyGMJlhA4jF3ZTiqpGKCnVoKxt4PO1767dgtrGLAkF/kQhl9wGtj4e9pBM96Fi5EDilCLtWyNPweaIiwWinfuskNTYDLqNox06uLcW7vFh0VU31EhSgpQErGuXYGz8Apd4z7t9z2TRECA38t6DF4OSiVi4t6lKw8qwaNX7Nz67ed+ZS5f11ss6YCI7Vc4ShkZE6y+nDN03JKtlayPEDEkJ7jWaBaWhYabqVxX/jnvkxx01w5WJmhtbYBiAKV8JFGGOQBOBpgfKeOXlYmY09xHbHywgk1yjoxkIrPoqOkcLBP4avr43zvOt7R78vd6cXPcDttaEm/njK8Wugh6v/v2uMv4WlP1Rj3wjNwngvTHDvWu0Dcb285WnLwCkFUytFmhVgXuJkfeLUhGwuBaZJ7LmFaGlsElLUCxjStY7rfBy0cAu17eqfWkV+4BT7m/miAScwcVWUbMyTfXa6/lS2ZqaMnC5kFBl4gq67ymiYX0pGGGkVJIQEmW0I+lMnHD/3sgtqgs0uHKFkctIoRC1JKDvkB92ZIhO8zU/IaZasaM1L+Fh5PE+HRfXoJcTX7frDFVaEs3cNYQgu8bED0hkkVPmz8E8fnfUEHZJUURFSIhiEAL4lUNMLUtBhSxfrgUX31IRu5RZmQHwYwSSzU0/FRvJVBnfZaM+NSvW4tQDoI4t5YYBZz4K8qjof+VolWSgOZO5m63fW4RCVACsRpxSB0jDKryMSOVAYloK7D0X96wSlFMraM4ZaARxhyXoFjBNgRwcwkgyGWxMjcmMQ/rdE6tGpVSqdi3vr4dDdbaiHKVB432AzB3kPCz3jhJ+Vy8kS9kMNCt1PjtuNBMEKNKueGWjakNTOhTLNXWAmxz8EHnNhElWftzDPduzGCMD1b5nz3qOTC7nyGq2Y7/Y5WJNSIhZxgmuCYCNslX0SgTqFQLzPd4dCF+LLNXtOEFzhn8zt7WCigW/CK2sZpgB1Nl5tDvgPDIYiwBg26X0yuU8sK/fd6jETuchT4/IDwdW0F24Ol40AdL3Rgzl+qejPcfzzN77HInkGUp2Fz3FjxaQFcvCW4g9IjYvKsvJxrhUZ5tAenM8asXe/S529mbcZr2tA/RNqUzg/RjUdt+bini9EFMMxY5xBQPfe1/JYJfrs4Ldb5Gz1hKWV3+w67iBW2of32O1QOR3f1+d/ALhgCL7+vq2jDEZTKQxoqhmlaBdr6EJuOdxvGaz73cVxiZZTbEWBtGUarZbVbNUTVCAPTuNRSREas8aKXOhMOecEoy1WbR8OQ5F20AMJPakJzJxQwmW9qDLMJPxXB5sy8S1Xxia2plkYsy1Z0cBkdm8n7kgyLhib1qfisfmOe8JID8dDWFwJq3I70oyyV9iTj0eqBZ81HBWALm+h7PCILx7UUwPrLBKj7YEAV4HQqrj54aWipmVcW45H+2NMKZJKgejug0l9sDdJQK7gKQkbYnZSDL4oGpgi/V5s8HQLqIex/g5VJEP7XjsxfkJQNW8JuuYv0wdzzMWEYuLIBV7YguMkmB9aiYmEDK2ERVQIO6XnrQ6ilu4yca1AAuQJCtBHuF/fauPSD50yKY/zn6y0AABQD729HEOjsS/EnQaj3gg6Sh7S57KY6da1051zka5FLFZbCTjrnAByExPjSB4aplXz+KSeLYNk7uZ7mYYp4X7kTPbOkbicyfedy4lyHms1X3R5q6a2ubRrMEcpRwTGTcnEhS7Bv7La61cq+5ACEu/3XrvcrrwuVoZXqineApHthaJWckUzsE4Qc8X6PnCoGwFiOz3RABUGbzLSJ8DMAl5HI2NO5VrAVv7h3FZv1QXt6/p/iDyjxWQoVVm8CrQGumnzp7+MdsqKH84i7t+y62gW45wO960Pvo1A7hUrbeC803WtVwRmeqxb1jbNUDZuivrLFpkcVrabuUa3PLrLKNMc1zOqbCmu25RpVkHfCwJzrsxMrOSq3KehbxSelMihGi9A6bp/8Pdv4Tatq3/YtDva4/e+3jNudbe+5zzf11DsBAFUdAUFNGAggoiWBCsiRGSiBJSjBVLFhSxYDBgCEKCmlpKCt7ALShESC4oBAIJgXivuf/XOWfv9Zhzjkd/tNY+C7+vtd7HXHOtfZJU3P8Om7XXXGOO0Ufvrbfv9XuwFVS9jZe1cmoguhrEr0RK6DyvvsMA3H4PqCGs5X52RAEP2xxuUwOAQaTxB1truyUMCpcSwSmjGUoYqjWfBsCcd2q1nB93kH1nm6qwBWdVq4rJhNa59JKbX7PMC+UWu44b1tWCb8pc77UjkIgi1Xmm401NNrwjtapec89ZYfGC+Dw3Zxu/cH6rQ4/0Kyo/1epW6zrStbIMYyE62pZi6qWJZ1S+b23NUt+awVoHuiNR4Yqgm3AlWlctKK/ra6VllU5M3Uvhb+Sg5t4hdwF+AeSijSpF3WqeR3xZUDqH6dG1drergmwZDXFcEwpx1VsXBCV5BvcSrdKtFSUMVT0BFfnNhIPvU4LZQDqTMy1ospphUoqWnCLCJdFG8hABPaB6FZe4in+0tVV5x5bElV1EeRhIQ5sSZFoQAILnRAjaEgY1OH+nJAble8YXCoosh0opsnP1673Og28gtdKRElX2PXx9DlUZAKskbVdnstmYApzlymXFQSAEuCvBi3kfISWsYjhFWbgaVzp3jpaYHnz/4JuRi95urExt1NQOAzdqMW9xKXyeb7xOVCNbwZAyL6YFQBlbNUCp63ue8ziZ13Ro3QpZNmDQ4CFjBpy2OXa1gW0jsxq3uvg2CNeOX1ZAFuHFV5sXOs9qQatDkG1M25b1pvr96uz4LUvGr/27+7Iq/kN4yXevqzSjNwLvtuJrSjVV2nF7Pm+gwVuAAtpiae+zPZdvne/rVrXb6E+/laTURfmVqrppjwNr8Kz/b+cjftNGbvNutfmtMBOvpPutoUL9/KpfndLaVq8za+NMSwh8wMSCcD3f2m2ps2KbDdcKtHHdk4FMEpHJyBnubBSLPf2Ky2nfqslwWZoVXzp1wBAQU2mqWho88qGzzQWAVa9OFe46ropIhiDHkjhnrOdt4BqUss7bjwfo0DNrn+vmR0cbbSL6tunapu+vpEShiyj72JII3QafmRWW1EoLMAcetq5r+5rXE+bUxADqZl0BUjMNGpBJCSoBWA4RYSqtcmWAhlXzK6jMZbZ8SxDkbkVsAw7LziHt0HyL44Vz5eufDAiXgu6lWJtbqADm6/fbLCNPapR6A0tZEG4JiVXVpf7d2tphVPte/PxiiYyfgHqx/Mj38pMinkur7vOwItrV9WhyUWrX1/ds9d8Wcn6fLgRMDT27L473sQDwn6+QKUGWrimzqRcsj0OTNq2iG2qUsWbOkSxhMCxAjoJ4o09w7h2yGYj4sVgAta6SsPOmC8VmWkdOeiY7IlQImxeUz09ogEnj/df1VFWzAFCtrs7Lhe5ScqM+OwD6PFeecwVeVsT5ku4ZB0hM9u08xJgFcq2ZpO0btcVsAKxaWGhKFGTJGZhn+OcO8v07BuQqyGOGFigFaqMlLMv6nM7LindBXTtfD7u/rIAMgQxWKW2qKgCQOUDdDHECZ9SWO0qT6Sb/HKDrLdOJu+M1QIq/9Ob7tM9ufPDaLqwBd1NN1rZ0XRQWjL5ZEd/9/qtAZW2Sr1bgb12Ht2bTGW/X1Ju5snT0/F2ThLXDUFGFbb5cZz71qDiAxTob0R6uGFfxkRp4tq0zk6KTivS0EUZNaGR73SxTVQBSMvmHItDQs73brxQjWSzjtpaTDJHWi8tM8v84klZRTPls6Fm9DBThrzrQMmX6wSrbk1ALgl2ARE8giaLdM1ky/M02hUoraSOZtSXdOJtVi9pmxZgXmztGWtLZ/L3sWLE0CtGcSW0afBOtQGAbvnQe/mbSRkpubq2o4lTYCnWsZpedtBY2hTi0BXCAP3OzovRGS1Lyiosn6thPNJVQD0wnD78Que1yoRWkKsLnK1waoNKzvTtYW1sE3XNGfEmQ7FvrvFKZJAPz0TXesx/ZDo2XYjNdVrAuK9LAAN0sF2vgDVSKqqhttyhy5vfIOzHwE4Nam1MHAYIlFouiO69PTvdsm79jMCxRkB8Cv4OiJR6AJQc3m5FHB2dUKUxz81RG6QEYstpJQ1oDXGco5KOH64LlyCBa3bPqvL+eC+/X6ozlJ0X3lNr9dElRxBDaEhCfZ9NAF+g0k4kwDE2uslT5VxOt0ZfzWiCkBB065GMPNyWEpxvR49PSmAEAyD6YU/OllsvI5yEGBjlVFinDsMp8GkgUySrTYmI5FWG98SZG0UY5q3RL8USLSynQeVn5xVVC1wnc7bbuX42JMa1V8CYY3ykPVlvGv1kzZG29eGoCu2bRJXO0gb5AxDXtUJ3nu7mpeKzB4o2gdBeMX4OmXslH3v3bm+drnr1butFrNHQFEtVgtT2nDccZr9VdtpXx66p4w71783hN33qDwnSHxn792u08uSKUTVZSq3TdFmG9FQupbfXqwlQ1XpeFD4UtfNW1JdQ8jKs9nT2QDSRnvFx4zzZzzqtaV9X/rQ/xCAbUXU+3m54C+yi5iWTocW9rakcJQVXgtlYD5fmF5xQjxT5e6q7Na1KlAqsdoZvSOreqFfIQTLDe0MMfn0yXe9OBsXk2k56OoxkDu5F7vQF4tc4R/5PryGvWP0Ij5QDpH1zBZwxUcAKFg7su0ENEGjzCLcFdC2e9i6Ghg9DNKjikPQMoLRJZ0tUWp8tmVWgVWuXt1nmqn0tD+xZrjTqbabpFaXpfTQtygbvOCAMR34sP0MGCjhA455Ji9yEhXhyWvWvzX2cb+XIQAA5+LHBLQbAqVM2LmcIdDObz0dVcBPFMVS8pivlApHd3Ucxi39eAT3WePR9dq6DDxO8TLoVt895bl8CCccc/WdEHiCUGlUpVedw1eWpuR1XxTSigUUcLbkoN+KimxuWcwF9m+A9nyLRDGQLlKYUALnLGYdU5Z++SKQgTL4mo6ujJB56oapV2a+K67iXZxkVXYPKQ0xFuNtBtytDbjYlzT5lY7HfIDzsyEnZhNaVYEvSw47NjgbV05B+7Uoguzxy4ibWFZRgoAJIyxPO6tGAtYspmptuV0qq+V5P12u2s4iyOSWZ9/u7jQ4aoUIGv7oPbAiAEFoFV6rfr+IzmTJZFHS3VPfMrxy8rIIMINjGVGO0iAN+Mo5F6BmUD5QhYQSteBTo7tsIi9gNexPoewJeBCbj7/29W3LWKtOC0NUUAcH9jtgGsHq9b3Zuff1URrIIbXsl1vjXjfX2e7bvlzc/rn7V1rXL/fsYrrhX6OhfefK8tAM2+d80UW2vHugGkRvn1QTcPYLUqmw+staxqd6TOeoF1nqS6AtTqLK4+DDa3VmHFKEXZErP2c7H2rkYP7DsifisfdJwIDDsdWR0sZmf3coY7HYnQTBn6cGia0ZyfkoriNCH3q4kFhNxKtyz0y63rr/KWzeUJIUD2AysIpX5v23xiZEt9BCuXLvLZKNzYiyeXt0RpVY9ktqBL7+EvC2Sc4CabN2cG1DAXbq7OQTOFIzSi+doC4MYu1vYUBjAa2jPhkpqHGVrYjwlpH5F2BDi5CWY8oM0QoSLW0/dHQw67FRRmFKi8c4CDeQOvAK94JQK6fse6Dv1UiO5WYDl5zEeHZW9o4gxqHtd8dOHcGKBy1/xggTsxYKoIsrW9097oUg4Il/X7Fi+YH3077/khYNmvga97KUg7j/HR9oY6u/XA8DFBzA2r9J6o6cPQ1kqVKa364BocjTzmBHdb4MzPuCKB3csVbgxwS4907DZrwDoKYvP+zHtb39sZiKkyAuI1MThPxDigO3Ed1n2s+n5faXm4PncGhjwdUN4dkA4RuXcM9gbQRBdXjn/1406lic64cV7bwwC2sphyNVexZUG53oh67jvuFZcrz6vkhj9pFTE2+5Vy7FDBn9z27DrfgVI3cSBnujlt9zItEN+tlEvAPgvf5B/X4xcWkMHNT1ZhcABtXtY2q5SgIRj6OrWLXg+tc0FxcLsI2e+bcbwOPYf8n5+psrQ9NpX1l+jhTcD51mGBR5f7wNg0n/mXBqSiV6f9eEOhomYr1o39jeP16796vFbtqkmKrsFyC157C12+pUQ1zjXQQGRaFG4Iaya5Bd9tOd9LAqJ9rzrHUYVUQRHVtUVdr3ejv5lIQQKk48/FWk9VvUtCQLUvdLND3kWUnmhO3XVNkANZ6UecC3C1GVEMkMfTajqeM987UiSgok7V5C5117VWcOkolhGMd0tUqXnw3mxGXsGKdSZuHRPZ9ZDDDuW45+WyLoFerpyPDwPXr82mShfYhvbrxi1JKXhgiyncchPqlzEBPRMPN5Mj6kba0mkXkd5X5Q3Aj5kmEtGh9N5anmaJZ+1rfyuIzzPUO/gLlcO0C9yId6G1l9UJwq0g3Eh9gqc8Z+l6uCm36wZV84pGQ1lX8I9krtX+U0LnBKUXTA8eqRP0z5wf+ykz6VgKXE9FsWRt5zpLlcD3ZWLBSnd6ZBVfOnYC5geg2htWf+TaKYgXtnx5vRnQcxRAN9zrxEo77QTzg0cwKc+0q7N9hUuCNHh4ESwPTNz8RFex0vkm1lJBc+oErvOA9EDp2r7YLDN3XWvDypgguwjxppTWZsmWHKX1ma6+1uoEblzgZq4nd1vgPr+gfP/AeyYC7HoDH8Y1SV4Sg2G2Tpj3KO/oLQzYiMMTnOamDnrcEVORC5+HCiK7zKs5hiq7QltZXdUGXJSL/XvJlijn9oyiqgACqOp8CqyA01JQkoFW/1Cp5U2hAqDhZVathrV6LtPUtOi/tRf/sgKyoy4rnGtoPtI3+M8aPTPJGEzkP99VIq0SvI2sxg576J/+GsvjDuFl4uzNkLx1w/3WcReUXwXj9m9/iCY10LSkaxXdkNz2MDVKQa1yX81TW5CsFVV9+9c3//X8WKsLlG9Jxbatf/c+tb1ev1Jtwb9qsyt0/Rxd5/YMMMwk7zoTm7Z4E78wg4rW7t5U/ASZuRbExLumjlMf3OZqZNWljiMlOIeebek6a3JC4X8fmjYzZ1F2akJHG1n4QCsAOexoi3i5QbQQ2ezW+1VpZhqo91yia9KJS3DoP1CGEAArjdqSt/l5Q9ObGIs8PpD/HA2JPSfo4wEOgH78zCTk4cB/d6wcKTyiFjiYyJTOo3sy71vv4LQgPE1stU8Zrqp8KdWg4D3KyTimTqAwkM2S4WcA2sGLINyyIZ89NAi6H29wV5MTTBn5+yPSPhJ5bmCxCjyqgbVJdpqkYzqY3nmx9rdTamnfCrqbqZYthWIYQJP9LJ1n23dipdn9eEE+9AzG1wkl7LAcHMU/BID9p164v1pQKp0gBTSTixKAfJR1Fp8Bf6Pil9Q2+I1BNW/oWCUA82PA8OOEJUTMR8/XypoAVBCdm2AtbYflREWv+JIQPlmbtPOkS9n5LgeHeGGl7SoAb6K8o7vOVGUzYFxTRzvPCKUg7zvkXcD8LljbXg2lXhHpyqr/ZaaC2uMeAiZHeti1BKoMXB+SrAL14DPoHXABE9auA949MMHyzmbvgnBJcJcJehiQHnsU7+AWgf9ACpiDdat2lH5157kF0wbI6iK53bPZMB5MY76Oe+Z5HQdWHQTbi1wX+cwtM6BuUy3L/ZgNa7W8Pba00u37Sh3hWUFRzTM44ni7W1uPX1ZA9p4glnEypN0qMsE2l2tKRM45zhkK24lE+CrBB+8eTNElYPzjI6XarjPk4xOdeqZpzXLs2IK03mxlvHHc2au9yrwakndz46sX8xdI6+2frw/7+euAeSdCchfIytst92+Jg7yel+c3XrPlQm/b3ptDl8SAVq/hG/P0mlyULarc8bzbPfGeYA1HVS2IUJ1nsEy5VNcXXh8xoAgm85U1jqKowr+McGZMDhjYxjSJ/ZgBYXDwS0H86Wpi+REYAtyuZ8tuSeDuZaOT4Ftb0Y2JJvAakHbV1aC0Npdkgsx0qlm8NMBaM9BYFqACX0ZuAGUINJ0fhrVtPnRE3npD0haKMagTwAvCeV6vtSjC89hs+uDJXS59MCnPDuUwWHJhv1JpSIeOgKHnEZI7c8u5InRx9bsFUKNXib61lHPnTI+4wC3UJHZLhvoO4Wazyr1HOnj4sSDcsilHFbNOzIg/Xfn9PbEiZYjwU0Y4zwiXsBFoEcy/OnD+q4rc75F3oVWEBJuhUbraKTs0ZS0FK2RXWXQWPHMgvaraNPIzFX606jnxfV0mYOz6J+yaZPNrRk1KiiKeWZHHm2L4yOQpnm12W01BlB2m0gdyiHu3JgJOoOpoeJDLCoSqnbTEbgyc2DimtqQL+o+Lta4NRNZ561xk+KcRztrBZAywMCgPO4ISt1VqDFzLtxF4ODKZMlaDnA7Ix55qYbXDsRTEDxcLVA7ulohXKAXl3WHly6u29at+YLV+nrgWPZNPflkhP7oWaQbirPsKsBY7W5EmAOykCYHAcI7Od1WjGm/s81Vuue65tSJ0AnGBM+PaMbybt1ux8o0K/BcVkKlfGpu3KMBMKx/7JmDO6oYbo6to7L7nDAFgpTX00F0EEjeF4bcvcL//hHK5oJoP3B2vENpfDcRvgb/eOrYzWU97xLsF8g1ptbujfCVgbgBg24r6m23r18dXZuZ3xxa89RVk+ra9/wVgzgL466ShGXrnWrF7fqUKpAhGTXqLRsUvjWbpaOhuCR7lmukGUwqTNy/80yT7Su+RBlYwpWNg9pNaF0KQTz39XO1elT0l8dyHz+088uOBM+E5sWV7m4BLRglHhEIze3eeoDGgnAbOp8fJkJpCYYk6ezMgW7lc4USsAvHN1QkAq+OlAE8vrJh3HdLJEhNH9x8NtKsLBQgvE8oQ4J9MbEQEMi4tqYET5Mcd/HlC2YXmCORSgZsoEqKRQEV/sdaxdaDkOjIIBM9ndJwaEKlqOYdrRjybMYAT+Kcblh+OPN9ctaCN16yg2lZWBuslE8Bk7X71jg5FhbPnEs3oXoSGH8fQ0NNh9JClIO19C6LQla4khfNoDaQphaxYlD7L6gEYaE0F62y6PnYOdyYWuYPRhCpNCy34uoWgrxwN1NZx/h5vit3vl1bh+k8X5O+OyLsIt+sYZK3SqmIsdX7uUoGfKZHpnmkfuoJd09pGHgsLFgEQvQGkeP8kFfiXsSV7AOAqzc8EasqOXRp2TMBWeCqslgGOUZaFCYTNUMU7lL25iC3stPjbQm9u8+KWJXOWPC8tqXWAUesMHGlJA2VciRNR7zm2qIp/dQ3bs9PUsy5XdiC33cem5mWa7ko6lZhHgHhv8+Hy5b7VChXDCGVQL2EwWmWMTde6ySZvBZe+ER9+cQG5PO4pdF75aAWbDBAoNQsS8KE/7YEqID4v0MMOy6/2zY0lPo1wPz0h//SRH7Kpfu9uhPcQqbrHr+a9r/7/i8p4e3zNgsu5FcDzChDQDqvuthXwF0F2m729OppMZ11IP5dYvHXU86/Iz6a3Z23qbZDeLOY3g3JrZX8J+qqfobms9onYPEy1Gre5jDy9sBJ2rmngqtFBZJxJXaqKZQAqhxOwRM++j1sKOyxmP+gWVpAlOgAB3kBLy0MPPyb4VFC+f4eyj9Rsvoxws1nMeYdyoOauS4XSjd41JSONnhvN6cC1aYjU9j3rJa8I6lwoq2g2cmKcaAFYJT+9AMN3nB+a0EKtNKhV7OAmbqhS6Rc2DoBzcOcbMK0Uki06vM32bMP215nzduV1YoveQ1LmeU12zZXtTz8TrZ13DtN7Bpj+w0jOqav3gDNkAHCT6WT3An8jZkSWQunCPsBNCfnYYzn1Zr9otJ6iVo2bGYVpOC+HgOH3N8TnZIAiQLI0VDaTAZshe2DpZZXlDJsKOgCVM91Uy65oaO26nsDxMVSB7qxYDtyTaICxAs80oCUDolhHZ7cR7iUAWU2r2pbtTG1yWQrCmcG4qnhVjnsT3hmpx172Hef9PYgON3CdOuukAAjPdBvL3x3JNU6FHaDzDRo8rUK9SXI6m40a6Eoc0ND9p6MJZcwcFZlvt7vOXCdg5Q7nUI4Dyi5SRMSAk2UXUXoiwoslMRXpDfCZlRvXq0ZPb+Nxtv3fAa6qc3WrgE5R4HZr67xqO9TnSq+3JgZU9y1VNVxIwleLkw32RjOoFeA990bpVoc5oD2/X8gtvzp+UQEZAJZTB2cbgruxJe1mivsrXFPb0eDooakKyT1txDKJ7blzCOMm4AV/xwPWrbrUJhB8VeVqc7w5a9iguOvxpbhIuc/ctsCFO2EPt0Epv6qM6/u/hcquAIMKEst4O/PbuF+9ycfeBs6G6H4rKH85P78Drr3RNhdXoCpfJhu6zpw1F4gzTnFwbPUGuq5Uzq6ME7Ab+JAKgzK03Hkby5JtvuabcTkMlOTGbF6taIL/FL8H3LgQ9ZkLqzUA+XEwwQVa1akItHPUhh4Twpm6wy6ZS1n1PE7FNqMZqiZOnxJbfZtrJPsd9LhvUoDaBa7EjopHYnxPEWHXZzbzCtUGUmsi/nZvKoAGANxtMaEHvrfMCUgZ7vmG9KsT8uCh4uF7T3DYbDKIS0J52Nt3YNWv5nIjAMQl5IcdlododES2rNOO+s95HzG/71tlXDrXOMLdy0Jaj7JCKr2HX3KjkkEorDE98kH1C9bq2K2B2GU14FhNDgqlPDODf3dhS3Q+EFzlJ0V3LpgPDrcjWiAEGIR9QaNr+QnonxR+hNGHqOVdPZ5L5JpZ9hyFSFKkHbgXKcyJSi3Ay4pYv46k7TXjlM05pILw8cKgItKcoDS4O79ubWh7syFMtMpMxj9P+94qbX5+Pg1wNkZzS4E/r9rLMs7A476h3wHX1k4NrvV5FV3b37ofaP0ZPfIQ4Cfz7Xa+2Y+qd5x3i5Cytedop4q8SCbGA4PneY0ZYU4o0YRuxrKeozkqSeUk58KEvXbbqrYD7DnYDayOxWR266jLm3HMzSic1eXuW4duOquzJf+1a1e5yRWo+43jFxeQ1QFp71G6gQjpQkShm9L6MHa+PbjFZoUogHZsY6Uds/Fwy0jHCFlOcNZuwbysln6bDKjM+T6wvnJLeit4taD2lhJYo0K5NQjXzKkGXGCd09SjVjX1fV69b/tMa73wd7Qp3dSAfne8oj29rpxfC6wAaO1iAUgrq5+z/fP1d7bPqtSeqll9d9jsR9/4jgS+WfUMcB489KbWZhmod7y2NwZBSut5857NrZJTb60306UtwTUjgXBN8J+ure1XUcI1iLrzaC1XbpBVczjtA5ZTMOqPVT2FrXM99AQcPfF3S09pwNIF+C5CTieU90eapFu10eT8AM54hecHq1rVjB30VrV7iRLPQ2g+xS4r3JgRnmjGUR73NHII0vyKUQCXi/kwO5RTTQi0WUoSFesghnbzRj+RrKsBvNHT6PrVUXFsWdfacvTmqMRrs5yCqX1xpltFPMItNzCcqMJPNUGSNmZKjz3RzeeCPDgimkWMnlPMraiea2GSZWCntKedoJsz8s4hDdxX4kXhJ202j6yc0UaE9e9OLCDfWPHGK7soyYJIuOlaVQuQrC1dRVRyz0DsEtvPAFZEfO9RHo8tyfPXhd2JpysDrLOOz/lKt66hZ0X6Vz/yfhUl0HE3sFOk1FfPg6GzFU2O1M1qaGs6lMlAvnS4ZGplA2Y/6uAuEyA8J14AAZZiUqOFVCeA+J79jq3jYp2arAjLZtQzBKR9hDqg/+kGmYgGz71Hjq6B7Rj81dgACn+tHPbarmD3ADk2gwjUCj4V7uWjiewYXofCL9yDJMa2l1VxI53nNjZ7ay/7JtCrzq1tjFOxLNsZNtvjXy/sflkBWWALAkidA/aelIJbgj/PqDOhtuiiW23ehO1syYp4sZlUzRpPPUJ6B/fTpzuVlUqPerNa3HJ08UZrenu8RjbzF+5noO3na8vyrRu3rRpfC3vcBePt54hrIKdKpbn73a98x69VyTWJEO+a2h9KYQfhrWBfs8xWQTtrn1v1mSsFyrfPBbDO/e/ebzWJgCoFP4qySvYOeiMNCCFwXizkFqtzcE9nVqAxrFQyoz/Q9L6YyQBo2TYucE8jg2FF9Ru/UuYF5UCEqbvOKA9WJTturn6y1ql4hMNACsoQkB4H+MtMXiWAchww/633zY0nH3v454met8c99IWZt1xuzPhNyF76jt6w02ybcACCh3u5IaaC0kfOspPRX5wjujw4E7UQlJ0j79QB5WFHrnLnW5CoYhZuLogvM5Z3PTsr1ww97pC+O7A63tNuz82paXrrEJDjgYpbl4TlIZoOtragm3trp8+KeE5EcJvW8O03FIkg99hhOQQqYj3NnLE+z9B3Pd2ixOwGAVSf4O4pIbwYEqtqK396Rvnh/UptAxOK4VMhmM/kPFMvWI5sZ1fnJ5f4J20qLdFZVk9kdZwN+wWYj+RKq+fvUDt6fR0VwswIw+bA3sRE5scO5YcBGnhd6AzliCFIGW4eoU8vZCB0HSvAFzDpm6YV3Rv8anySCk0aNvrqbmEruFhVLsJ10RTXCiC3CWUc+Sw9X3gOJqajgc+/mxJkpOiGxOqEVgMdufzpRFBl+DwBvaHhLYHKu4iwZOQdE9Qm6kLgM4r5UFOO1cHXeXXtokVPGcv6s406llZ/4orXebWV6Pm87k+msoWipCi9qmRf7+9vjuCAlbK46D2upmJegBVk+sbxiwrI6gWLSeJVA/Bksz0UrELrwUEdK2OZC4Eznnw+N9umY/MmyUqE9ThReSlGuCqnttFnfuuGfO3f7qrmtwb4d4pf5U0QVwUDvJ4p3s2Bt+9X57XbtvWWX1zcmupvz/Pur28nFXf0LrW2cv0MnpRV3pvW+evPdrJKyS1LezhqNqr1mt8pgm0WdEtEFMBmriwO6EpT4pGu48ihciJNp1pyIWAE1s4raKARZIXL5NcCVi0PEeE8kkvpzGii7+jC1HeQaYZfEspph3waqBplilMlClWjzJpv/KM9IFapVTTrcUA6RgZxAXQfjD6UkU89HaIq1z5n6NMzNBe4hxNw3EPOV/irdVkOe1SUqe46lF1E2kfkgQHX5biKZejapuQPgHykN2xNKMgxplAEQUkeJe44ExV2l+bvBqKXn5Y2hwSAMI6kOh17GttPuSXIfiwIIylSkmkSET7f+J7Rcw6vinSka5GKsBvWKD0KV00LutAkSeMlwc0F6eCbOpi/GsAJ4P3KGXrcUwNaWxqJeM6kpNXqLVgw7tCAWm5ZA3E8azPViJeC7mWlIcWXhOUhIPUBQQjcqjxlalejKXtBWWSqAD4z8J//JLJLYBoFEhVu9vALnwV5PvM+p7Qihk0Gtj2HRZvjF7LSE1sVGJ0ZTxTKxPek4uVG/6riK5Q1lQrU8649i7UylUJBGVUA6uFuDjgdSLPqyXypnRo1ZTgpirILyEPgukzaQF5YyERY9uwuIdsEyboUUDFaVg3Cro2LtntE63ypApGiHzrRL/muuNFyJ5lZMTu1GNPFZr8xrsXGK7GQCvTl260V8Fp8vSomKt5lt1ttg984flkBWUghqOR9ZwIBJQqWh4D4vL7WLRlaHJ87QxZWI2x6fZIYnwcPoEd3nYFxpm+snqBP65t9NRt69e88yTcAUW/NH76GtNvMevnXzWdWRPBX5tnNrapZPd1/xh2HeRN8X7dh9NW/baleABoyGuZ9qlV6rpTGp747NjPs9r4bsMTXuNybE//yRwauk+DWuXqVp8uZMn7vHxl8swGNGj3KOL0G2gIApGJUGmk0kEoVEdPLba3kapz+8QkSA8p3e87mlFXN1pRBHTA/+BYI4ws3knSIjZvssiK8LPA3znHzISI9DAgLq319ObcNQcdx5aWb53J537cZeD7SeD7vXKNw+Zngx6psFZ9ncwES+05g92lv89i5IO8CRSt6aXNUP1eZSWm/M/7QwSVWuFUyVLseaR9QeqK740vC7rdXQKxrdUvwP35mguQcyvcnLKcOlWKW9muArChbP1KG0t0WKjNhgM+UiixOIAEYfj+Rcw3Oxesss0rS6mFA2llVvgFWkaZEQ4ocATWP5CqNGS/83lWpq3hei+4lE3ikQPe0EKWsA7qBc/I6+/UZDTzmJ+P7utUhq7bti2nd1O9cO3m591h+84BumlE+fkaVidV5XsFItdtWcRbTzHmyBVZVj/jphnTqUUy7vSq31QoUKvCmm50PHVTewQdPI5PquT0nIJDqJgvlSMsQgC6Y3KUnxmBOKA9960SFW9rQ39iKloq+3/dw5xE+EggpTkFvdHaYXCaKXDJHKHJbqG29BUw5x++7NZ8RoWhQdaPbFAp3QNL6ZwWgKgshqYF4G4zr69+SX67Fxxsdy7b/aVkr9zeOX1RArp6j6gkOoWYsgzRRpx6uczQ4T8zCVQTZYPwVoi8BbabqjesHoG3cetpDzmdulscHACC37A0ll6+iqLc379Xr7qpru/Fbycsvjq3phL4K/JvW+RY01UjrwBegqxbQX0mC3gXdrymPVa3peW7VW23HVB3pRq5vnOSNxNzm/b9IYl5/5h9C07L3r+YTLZPdztBFqOYjwqpTBGWIyD2zaTdliDnawAu5w7cFMs4o48SWXb1Hx0DnpDEBpwPgHeLnEf7qsbyjCUIYS/MGTjvHzV0EcvSQ3EE9Z7QEggGaBd5E4fIQCAYzyziUQvDJNFHEIJkCUt8D+8GCGsgftnmj9jZzG0vTy85dtdhTLA8dK+clN9rL8tCbAUNie7hZ7gFVzQowW8HONapQo/wk0lp8VsBZ0qcwSUgD0QXHwHadmODYPD8dI+ZHm71bQlfnr36yii1TPxoLAWcoCj1GLKcOaU/AjwyezkhLhjzR0ED3g13HaraQmsKYEwL4VAKm9wHzwWbHqXKLYQIoREpDibiWwjmxmwt8KrZmFiZ4qWD4uGB+NIOObNevAr4s4LYAaNVw2jH4Q8F8ujDol85xrHbwkPQdwjixW6IbWVXnIDvynMWMUZCL+XyDIkowOtHMjoWYFzIGOz9hYliC4PpHHeK5IDqBe/GQHPj8TDPc8wIZ7bOWxAS3jw1Iq9FDi8I9jeh+AtIjUdYolfpmTlTCPTw+Lw0TQTAigASiwHvPStokRHkNlJ2hGoBLMdEcw3iMc5OUbehp68DdB8rNnlO3ttqRrGJHjWdse+vGHOi1TsUX79ve1K3tbzOtQJm++N16/LICMkyOzlo9NbMrnuhHZuBfVrGNSuEJyqnWeDTGBtz5Cr3coFrYeoke7v07+PcgivQyUhrufGnG2G9WxFsU9aub80V1Xf9eqjD/5oZvj83Pvgiwd8Frcx4G4npzDl2UQKYtOnp7NM61++Ln2/dQB4ihB6WaPlQltaIQLSi3Ecj1WlGc/X72/jPIRcDaZvWBep3U2M+XZAYT2gK9ek9uoHHXK4cX1qKufM7cUSEqXHNrg1VRiWp4gdvIVthA72eXMufKA+khSAUSPZM7z6oQAVj2bGN3ZxM3AOgvm7TNx4oHyk4gKRoYkbSqvAsof/KALtBwXQHIfmcOOomUkmj0KRsFVOS0NwZBQy/3ld6FppTV/5Yc03LssTwOWB483Kzt+6uzdusNKF6gmVzZEhlg/axYdq5ZDzpTblIvQKJ0ZtpHVmGdw/J+10BWeTit/GUAaeex7HnNh48ZYnFEEnnLeecobHJZqMAWPFvzwQwSbD6bOwe8HxA/3oD9sL42WhszUbfcjaaFbwAgP2a4FJrQBlHe3GPmB+4py46t5DAqhp8WiqyIkH4JsBoOhpKeMvzNoVMgDUxeGMhZQKRYFzG/Y6NSFZtZ29aw7B3cQvBhPgRc/3TAQf8I/u+DohWLMBCrcn5b95Bq7yeWOD+fm8KhQwfMGdL55nVcIA0lPh/rNQW6pwJ0Efn9kdS9pxl6Pq+8X+eg+4HVtIEENQhK8XAxQG4zggXq0gWCb5eCvGNgzf0q71pHHPXvXSrwP73Ai7CzIT27mqbdXQ4D3PkGGTPv87YDV6v6WnxsVBe3WhLbbqB4rADT6kGwCbrVLEJzoQvcq05iPb7oKLYWt3V8/iYpdTGrwh0YQjLgrX1bW4Uq641GUQIXnFDtbcyQq82ikqEDg0f5h37DWeLETHf5o3fQ4ODPM5+POov4SkX85vl+rc39mg70qp17/yZ69zpKtTEY1e93Vy3XLFA3ajSb4M92dfn6ovhaxfzWS63toyoMEnVxd5Hgn67j4n2dZ3yV18f58Bq013mNqQPczYzunFM2M+x23ikBpaOaVheb4IH2BC65ubQ1UzoHuND46W6kvrQ77M0X1RCYL9YCPOwgavMyc9iRpPBLgstcb+EiiC8zqRyDbxrE6myGF60iy0DpuQZyZyBBC5yUXdwh/P4Z+YEiCjKRi6rRt6DS1IyMh1kCA6GbaUJfaSR+Ugx/fea6N6CaWwrc7Bq6Oe3WgNydC5IltN1LxvTOt1Z2dy6UkBwLW+6XCTIS7FaDpZ/JHxbl/Z0fO6S90Zuywo9MjKTAzo+mCtO72AKTmM6yO8+83n20WXFGuAnSgVWXm+k3rVXMv/Jx540xvY0mSjA+diFSV4oaQEvQ5ruOlbCfWa36WRGuheCzkSC9MkTqdQNYjl0DxVUAlTq+V0VoA3a/O36UKCCzBQRvf6+t8QCkvWvVOgCMvxrQyx/zWk8mM2sORBIjtnxXODNPqKYPVjFvNdv9qHCeSVXaOeRO0b0oumc6PqV3O1TxEd319AnIZdVO94KqtpV3XEP+tmD5/oASHcJ55ignFaDaKbqeoMJesEg0dTAmqxUtPX3XI0YHf54gS0b86Qw4h/QwtGdYF+oOwJJWTDNxHvvBHJ4ydfErNuUNzMwX8r3A2mVDvhci2uxZb+KG2v+6+9dv+M8svL6+r/6iAnIl26cIBHAGQ1Nw/lsaxAj/2oBf1dEE25mrgUjUe2BPQ4o6+wDQZmHOqmjJBWVe0IBTAO4G+fzBt5HW3zha2xq4q2jrXPbuErwild+1nrczkeK+rJLruW+r5o0K2c96QW9nz9vvum3f5AxIx/cVJVVj65z1tev0CrTVTq8iE52gOk1BTDvWOSBE+77FQGOuyWxKNX9wDsgUhkEMwJLpSSxEANPiTlDgmh9sVf6B9wzsMZA2NC/8nHmGHA8oJ9PODdR6rvaG/e+ukJyRTwNypHCFQ2nOOevcziqvqznb7NZ5YgmCZechqYN/qaInq/l83hOt6VKBT5zRqXF56ZDEahbKYErBkMI24vsdaUyqzcYPgAlhSAOkSVF4x/Y3wVhs95aO9J34MSNeTFs6K8rJ2pnWooRTaOdIp7mxwqH/b/1+DAxhLPCzGtKZlBy6AWVoYDtbhwCdHEFAL/a8vNsjXMCWMcBnu/fAHIDryLZmDAbe4++4ObNKLIpszkPxJSNcMpYTXZnm0zrHrYG0ukqV3gMlGmaAnZvSx4Zgr7PZ2qIGVmBYjrzf7Cqwuk+7akUpnPMrK2m3EI0NEHiUekEJijQMCLce3csCf57hABow7Hp+35TBaM/Esa5dSdnazIFBdinEBNSOykNEdED3eUGJDstjpFHIy8xuoiqw3wGDdSeiJ4UuuoaYl2VuAi8cyfQ097hyDFQMkV+is3XmsBwc+qeMcMtYTp6+20nhlsDrmwqQyLkOP9lYJgYK7OzMUMj8DdRAnPf71qti52vjuLrnbIFbNpvXnCEurLPoP6S7V7Ezti4b6CsE4Pb2r/yiArJ6WPYOpD0VcsKNc52qaZoj4FIdzmub99zNp4IgnXpyRg1o48fUZOckZcR5QfrVCfNvDuh+EuD3m3arE1Z95T6wvb5Jb9GIAHz5u+WVIYN9xrbK/UJ/1X72llnEmxU40BbWF1X1q/nzVwPz9nNa1e1akJVafauSfhAC2ze3EWWafj4Yvzoqbw8Aypzba8VLk6mTLrI1bkR8EQFMUF6zadoapUGmGdgNwGBmEYXn6cfcqEAwsI1Gz4pqnO0agdn2vFDntl4GALh6yLJH3hPNrJ7ALDc7U/jiZuwvpOKUXYRbIuZ3ARXtn/aGRs0ADM0shR87nxzCrw7o//wzFb12fVM+0uibubvrIvKJtBQ/sXVN32BvgcIB0bXWXzZkeEW2klrESjDeStswRQFYezFMBLslEeQoPG8fW5LgxwT3+QI87ld0t81N0841gwg/8XtVKhGEghRpz+vVfybyNu+DJTD2TL9cgBhRHo8MXtcFGgvlPBWrJvm+g0s7IpNjIABxWmiUcGSnodKCyBdX5IH+vyWayltRpF4QRno8+9m4zZnPnVytYncO2huvvTMjEV9HBGY+oTDTBkuSIhqVyo8AegK/yF8W3Dqx+bkJiwQbbwSBqGA5ABAgeIduqjgOR2BqbdeGQKpj8OyGmFBOPg3Ex5jPMQRYTrEBp1ZsBUWE0iEiGo+47HtypbtgrWjXRFjEVMVE2enwCz2bc3QIhsnQLT3QEc1ehVL2fzWS3vxgnSwHFkTJEu7zlUA25+lD3ncEbcZAHXcznKg2qY2DvCxf7j2VDlr3rTcqaL7ZG3vuG/oP6+vvR3vw0iin8DxnVP7zG8cvKyA7YDms7a3cC9KewIvV99Sq42S+pQPnzi6RI5h26wMiBQiLwt8W+A8vBANUkNL5CnfccZP8q59MwcX4vH5F8r0F9AK+HoztL2iovleBeRtQmxnENtPCqwp3U3WuaPCyoi5fUYdYMWd8kSFuFuRrStedFWN9bW1/v/6+tY1sAhEiAt0NcE5QbiME+e2gfHexdK1OzUnFAexSYEVJiufnub5fUciqpCtYEK6IRulMyg7g5pwVkhLKLiJHvzoPBSZsmNCqZDFbT+6I9F2Fcxxh/PSRbd+cAT22RkwZPKaHiNIxyHpr5cl1glNFNPlKCtU4pN5ANZ6o5mIyjn4mKnd+COg9Z3ZlF+Gs2nHnq3V8aP3mXyYqH9l30uDaDLnO+LKpNTH4kPoSrqXRTPrPCWnnkXf2XJUVzORHOi9R6EINdKPoPs8IP72wC1EUMmWEl4Xt+r03BSsyJHIvbR5bglg7uKAit12i6YSkQi/nvUe4zHDPN177xxPR1ZHiHpIK5oeOqO6OPrt+9AheEJ5e1mW165m4XNiul1IgcwF2rvksN1/lC2+kyzzPcGOHID7Pd+seqtCetogNGW5Ns7gRCPGTjSo6AaBwwmtAn2XF5B2WE1atbLE14NDet5pgVIOK3An6Dwnp+x0kKcLnW31ogRsV5WCt5fL9sQW+5cTWdnxemvmInwuKF+QdkzcC9WAtZIqH6HEHd2GQ80um+Id6elpnZRv9OiH/cEIyxD4FX5R8+aFrANu0c1isuCoRmE4O3T6YvSeFnipaG9WFzDyOYS5vuutJlxv4PLvLxPHUOK1mLRUIa9LHqDKXXwGs3oO1MjBzBCddtybrd3tVwetgLjG0vZv7lGte7DWOfO34RQVkAMh7bcFUPbCcSMPwo7WFkiDYQ9TaQMLFW+kGlc7ABw2YvxsQg4N/ukHON7YotRA08Fq7GpwxVHOD6u9bpShfV5dvzxpsg3yLvvSq5Xxn62ef/TWlrjvAgigUeeW8WRBfF2cFGZQv3ufN93uNwAbuGwIVCGFzKhHHByJGBrShh380xPrTM8rl9iZS8e5S1Lax8YAlbx6mnA09at+p0hMM7b29qppzHUeSNmQ+0+gifKJG82o2IdRNnvJa6W/MTGA0hspjdH0P9D2Rnkb9cNcZol3z9AVgFaRjtVZAH+ZaKQg3vtqqruAr1M6jJaDLr49wNzr65PcHaHAIT540oBiQD5xhVvBU6VnpVb61XzJy8KaMBSYXFgDcUqwVR0GQ5UCRDICBYPiQkHcOy9EhXAobINeM+GmE3IzHL4JyOsBdbnDnK0QVeXekbKS1aOszueylBaowUc6yBKsKzeFp/hUrOT/R0xjF5EXHCTj2cDPR4fV808BORhgFbqI6VRABrjeC8HpK5Mr5BkmZxga5IFwXLA/d2mYWJvDxxgoZwCrtWbnVqTTp1bwnGKlSK6tGgpsVXmDa0bnxpLUwUIWR1rG37z3mB9uX7F7Xz1RRIrFtlGDSeO0ovaf94lwQPhbuXbZOxdzP1NzHREFRDwEE0gCOy7ve0NzsiCQDoYVJ0b0UuKzkFAeHbpzhXi7Qww5lz/d0E9vRmGZILliO0eRNgSKC/tlMK/porWxe5xJg+uPWzt/5pixXRwEAzKIzswLe7xiIzTRFo0eJHuIVQA83L8bfvx8BigjQBe5P8mrPBb66BwIMsM1zPQJuv0e5Xr/OsNnuFUWZvFsgloqA/8rxiwrI6oC005YpSgFk4Zd3C9B91tZeasbjVthUTYxcRVIiUa5pRz/QePDodwHd7wTydIacjkjvaQMWx3fN6L4FQw9UH1vxhPqLd6Sl/AxgqlaxX+PsNsWqbZtaZG3t/gGCHm3mUX2Ft+9X596vko1vVa5v/ds90rBy9TbnZhm6Vp3p4Jntxg7SJUh2Npv/RmC21jMAbjIqa1BcKEgvA6ktlYrVRN1DsPGCKXc5B10W/vsNZpsIcpTr/Mk+s87idNcDvVEslkTgTP3OE8FiEjzFR26LtaYqtUMs0NZ2NIX+a9AvPqygMpvhhhv5oZK1eeVScpHvg86DvD1uhMv7HaIqMC8o73fIe0OzmiB/GTyQ0aofbxaHUljZEl1r/GCrZpZIiz8pm3l2nU0HQR4cho8zwueRfFDnUB4pDAFHFLW70CJVCmlL/oZWeVGiVBBuiuGnGVW6NFYHq6Vgfuyw7FnRhYtCbgsTsOq7C2B57JF7R0nObq1MJbP9rEmhpwPw9AIZZ6OEWbvweoNThb5j63tlOwBwapxrRagdjyDwhfKhPlF0pDzsmhY1xTXEZr6AmxhEaR25dpNIG2Prv/+8YNmb1ae1p6kYZo9PZoeEv4fWXq663cvBYTlQC7x/NpeulCEvlxW3YQyD8HRDem8CNdaNUCdIjz3mx1XCtM69nf26r17X5rpVO1cyznDR0wEqOORTDxc9xh92reUMMClBKUTFD8EYBtocrryZiPipoPs0I7xMSKce4x8dmkKcA9jurtrYXWg2kRUQJsXm+Z7tbE1Whbb92vZPJ1+Mf39WZbFW0/Waeo8vRpTNdMcWYQUWdmvxg9ihus997fhFBWTAKuPAdoqbhdXxDdj/rjTghGRrDakt4up/am0pVswM6pS/gyntCEof4R4OXHAjAQTyckGp+tKW9bQqGeAiAO5h8q9h8W9lYK8I6dv29ReUpY2+9VfnHZvPrRVtmTact7rpvDan+EOPV9znry1knRfOf6VbaRjJuMKlbPSZPdwhGsd7+WKhakqQqmwTArsR5ojUEgvl/eVmnaiyU++L/Yw+wwwWzaS8itMviVnz1pnFXKNQjSW251VndbVqnqk6Jt6vXQTTHEbH+VmVJ9RA5HW9F/GaABfuZo5+UfTPeV2rMJAZACjQ/eUnlMcDMRDv+sYjRgx0CqrV8WCzVJsZhzET7VyUwQJWtQfqF5O2Q3337jOR4VVOkvScgm6ichQEkJmSnFWucLtJ1sPdFoTL0trK6chI0xyGXharotmqdBOFLEofqBRm1RMR8ICcx43nba3kPSutDHhTSvOTonRWoZ0G+GluvFzJRlmbFThf4VOGDh1CF1jBWgD1y+qXXAF4UgTl5CHaIWSFuy0MREtB2hMV3qQwLejl3q3JT1IsexOCuRagcNbaPxVMDw6l4z2JZ36feDO+bs+yWLRqLsDkNwmu8yMTpfldj2FkBwXTDL3deK2GHuqo4w8AYSTIqmILXFbMRs9SWSvjeM7wt9QsOP0tUdMdaFxf/0JjhvS4Q+mIXVhsrVY6WukD/POE8HSDWzr4zsNP5sssoELdyDFQ3ndYThGlpw9BiT16ADgOrLoL1wc9tNlhEgVHHHNqIFhNaeUei/tSM/9rwK6vCTtVdzvbJ6qCWaWHiqP/s3Rdex81QRKqBWagZOgMJvBfOX5xAbkGY8nWShKAAgyCmBWpE+zP5LwWTweX+u9VNF49GhWBaEZmonTDQZMsdB+eofPSfJIBoErTtaPqMte/bwBSLSh/rR3yNXcmYJVxe71mvlKptt/bghTeOiqA7FVl/AepkP2Mz/PdeeRMGoKpBrW5cnPT8q3VLDHYw7PJOKvwAbC6OXX068U4MSg7YaCdJs5q+p7vf7vxM0wajxzlDK3AsGBIzGWBTvPKU+wiZFeFDArPvSxrwlRn0htuo4JjEqQEKbX6GunnGh28GdFr5HrUIPBX+gHr4qydWeAnh7Qj4EkK4KBU/eoE/pZpeHFdjIdcCGiaScFByiiPe1b2FuDq3NEtpSmP+cvMuexGVan4bTVTkHuP7paAa0J5iPATdafdlBtyWhLfr+yZuDROf7dqYWt0wKlrv+fGBf1nm3eb/WSxlm94oekDjLPq84Luya+ymap8f3Mz0ocD4Ei3kgwDxDGIierqbzybuYFza0JYW5j7HVvfAGlAVXLTVyESzjYBG3fZqCvc7Lnsfet8ANbB6Bhh2F3g5/jZdA9SQYnDStksFLzIZrBRrRwpPiIIVX8/1jmrtCJCFIhnoLso8iwYPufWeeBa44wVRfmnd8gPfZMwlaQU4xgIKvSjwnf8vlQ/REOK58eO2AbTnpbFWsdVr7oUyLTAB4d86BGeR+xSwfIQOUcWA9qdehY3tpWE69Kunb/MkDlh+f4AiCCMGUsI1LH2Dnkf2prjQl3HMXXdiirBdm8l0AC2ClrrHvP11jFvqluT9IoVypnPVozWeqbpkITAYGxdueqpzPfhfqzjxNd0f0NAXZWjB5Wm5KPFgDDCxTp8JigAcEAHuIVyeABs0dp7FaIb++cCPwPdc0Z4mVuF0SogZ3PM14czveSafcmXClhvtnlru+M1oAv4slLeBslXc+O3lL+++Lwt8Oobc+e3SO71Z38olasmAdV4QpNVnlqsIo38s6I9YZV6BaxUWlMFdNXzu934nkMPHbp7DW1nrf3qNuRdA29pWlYTiq5ryl01U9Z5YYCtnQInQGbCICbBqSm1c6+o9/qZ/HxnwDl+30qxQS6Q5wukj9C9IFwzNFgb2YAq7uUGjQHRFKx8HxCfzYw9bL8/1ZXiX35k1fN4Qj7RTlQFCKk0Wk860lKvGGKcwZjv528rQMYtCbrvIQtBShoI/lMn1EvJxCCEW0YaOKP0Not2C81aRGEWljQIqFaVokrHnqp73LOliO96k7+c16CYS+Odln1HCo0JgISzcWYd568yLSjP5nktR7gxIT5xbt19puDP8tBj/D40tbT4ssC93Dh6mBdWJltLU+cINDoNrSUbLmzphxuxGssDFd3CRAcpUrKEZhZtX6EBR82ewy2x+r0tlHqcMrt0C4M9UcmwoOXWQsGCbfdk7lFWTDAwo6G2UUzXuVXdRMv3L8bzLdYN2O+gQ0cLRu+MtmaBzcEqd0L5+48FfvZIg7ktgd0V1ElZATnB5ys1wQ+dzXYBmDmYvy0NR8ExyLqO857BP77MzS7XXxdKbO47pFNPDXP73XClxniT6Jz43UpHRTgAELB+qgjvKqqj2fYcS8Ba5/KtzuLXxJUAgrMMzIWiLAIqbqWZEBmVyVXsT+Y1cd7+Y7JeZ/rVfe5rxy8qICvYNlKvkCxtLlyRm6c/T+g/TW3xlc6ZQL5DMrPx+vpwVfTPiu45Iz4vJPvPyWD2uQEeZDdwcx6nNkNoMHbgC9DVa7m1L6rLbYv6LZR1+7IG7Nq+FmiZ3jaIflOs5Ofa5m8cX1TLP1fhowb2ArjAtnApUDVEdUpMcOJa8cIpAM9KeZqYYVaAXEU7mlpOudzgerNZjAH4/l3zAEZtTdXzqUC72pnImS3xcbqvdLeBGBwRYFmg5wKY2hgAIMrda2p3gW5ghuTeSJ/KbuV9+s9naHRIxw5uzvBPI7sFJhlZZ9buRo3mfLQqxro/JXrEpyuDyrywle7pRVsN22mLJxTu7+nzXak1zsQy2mFKVYoC93yFxkAwlvcoxwHqPaIFbT/NpMr82TsCgYwmpQJ0N3JNRQTu+QbZ900SMe8po5h7WvyVaHrYjufT7Rn4umeisfPOaG0dDe/DLXMWvyR013nlRwcPdzywQ5EyzT0+zCg/vEd5HAg6cmaFKDS9CD+d1zHJNEGdcaSjOXcFMJHOBeGymhcAVrVdJ8CdeL+sExevqengw2b7UIUTUnv82e5H57mfJNLF8i7See7KlrakYoIfFHOpzlGUAqaUZq361VkhAqzYAmulMwEj06T76Qr38YXPhFqiZuIxbkpQ78xIZwHKCmZ0iYlQ98TrffvN0EZ8NdkYfrxxzRz3pvnuICVTncyQ+ECBLECJsfHt2XlUyGSFhPCa0/HJQ0pHadAd+e1wtm46Tx9rE5ypFD9+HyB+urEbZnsN5oX34ja2AAjg3oTmK3vXV49Kmdz6G3sLtPOFr2n7shneZPO197oKsnQc3dXu2t8Ypa4WBUudD3N+4kdWvNM7Dz9FuDlznjYnxH2HEg9mBm4UKQ/L3kzwIJW2sSFlUz2KpHDYBrq2pivKo7QWhHhWSci5oYzf4qa1QPeKMvTVgPc6KG/f743faa3qN2bS/2GO/6gCJwCaGPvXHgQ61Tgu6pLarKcKfUiMZuid795Tr6ZGNPQmyi8tQZKuIz/xeoXs93Q/mp/a74u3in2xbgCwuYZ+HUFU6U8Rts8twANAozu9ujaqup6HCNBxJinFAfMC//GM0r9bq37nSAHpO8DEPVwiIMyNfGAFALLCq0KeLyjfnaDfnyhiEVkN+VuCTJkOO0NoAU+KwhsdyV/N8ECElcuSaEax7+Hm1Na21q5G76GlQNQDiwOCh78srf0qWVmtVk/mLiAfexv/KNzMOXClWTU0rSFuVYH5wcFPingVSEKT1qRpjMAvhVQu0ymWoW++vmq64ggeis74p7XlBVYhSeEXU9O6TfSKzmY8b5KjRP/bens+IywMVmqoZADEJQSP8LsnxL9WlP3Q5Ddry51fku1rmB7+VqwFBZBKtQM4KrBrJZMFs9BxbnyzanfnMB/X5712BbszWSO5JxI9jOxSpF7QvxT0H2e4p4u5guVGzazSqmKiMPxutgZFoKeIEpzR5Uborkc3BNLeeqOQGfc8f3eERg//PHLt9R6rChUoI7pMcJG+186q1hwdEIFwoRtfehgAwwZUdPrqf8yWvlrgklyYQAQPmdVKYu7TcrHuWXVF4wPZsCNis9tqo1v3kuaU9TPFiuYMvY1rS3q/455Qi4BKR61eA3U8ZkFbetP2rzrjFbfyNwnUBXZYTCXHArNdy+UoyE8O3YdrQ3/SC9Zmz4WtnxIBZ6Lxeefgb3QBQioEQdTDewBG4wmBFbpj1tTsEQ3NDGANIt8KlsB9wHxrIWxnutugvHn9m3aQ8ip4v255v9Ge+Tl5THvR6xNc/zSbyab0JXon5H73NhvbMekiVAv0OrdW8prcbChOpkBWLldyfVOC7PcE5tSFvaNUnqZEWpMJkmi266TWsaiiajm37oWIUtu7PljO330/XRYugXkxznm5k8VrD6SBzNRmaqgUJxG6ONVRiHco745tAw9PDBgyL02Tupz2KEal8XuKmKgTM3twSJ0ADwHdE7m6ahrK/lYDYqCE59Xm3c5BrtNalQcHLQ7uWngu1Vksq8lOZpQHtiXVCQFcucBnq6q6wDa1rauyCxQe8R26p9kqHYCmDKVVzFUqlApUFJDIA4OxFAKg5lOE+/Uj/Mtork5gYjzbCGLogXEmGG9vftS6wF8U6bFnQL7McD9+prHErgd++yMpJ10HPeyYkHkPMcMYGSd2wqomcp01W/WMeSGdBmAXZPRE/HpPA4QxsQo+dijePNivM9yHz0wkTgfokVQdSYVo+Z6Av/iSEJxgOflG0XQLmpIZoIgXjtT4+QA1GAgEHD5l7P78mXrn51q1GQCpgtZ2ltT4TTBwjtSvzhzOppkSwntyfd1SEG5McNKBs/xwSQgfL5RdfX9EFdRzz1cKcxTlM+AF/cfFEi2HdPQE4WYFwIq4CuZA6RS2HNdkpXghAt5oTfCOa8E5uMJRohho7e5wfq2OnW/nQzlR2wtMDORuH2sP88Yyt44cK3BLrdUf3Gp/WQs174igLnkNxDUwa6DUa1WGBJgMf+X4RQVkcvwACKgTfGFrJ/dU7Bo+EjoPYJ3lTQn9x4TLb3qUaFrYC5rAf7hmuDGtYAUnKIMR0EuB9J21VedGa0L2LRgD1hYB7iUk8SpovmUc8ep4bXsIvKqqvzY/3lqHvRIQ+QKtvW19883a+3zLhPvNqvk12lo3QbQubvvulbeN2k0o9poapOtMPgS2nSrFCX79nHnm7xndqW2ahz30dIC7TSifPltryNGaEev9qZkuAGhaICGa7rYlWCGsVX1PIwk9X9Z/twew8Z7rPFKE2W/lGVolVUFWUEXZR5RovFCrCvxExyX/zCpWxrkBPmh+QE/ZMC3w52SVaodkmYU6QdkHm2sW+OsM93SF7yLpVbvI4FMqgEfb51eENdcCaBSypdhZ5cyxj0KSwBtgv4qNSCqNQqWQFoTdnOHbOkNT2KvcVr8o5gfb5CddHaEyA4GbTAwil7uOhOx3XB9LoiQqYImPGUgkgr/cbz8wedoPvEcxQHY2Tx2oNNWkIGMALpuNvSpC3W5cB2bKgHrPRQAXeb+UnYIqr6ve0bsYYAJ03LOa7yMkF8TfsmujfYflhz25yBdyoJmQrGM1UVMYzMDxL2b0f/nE+9h3SN/vWlu4/9216TjLwCRBbuSly3EPjBPkqmuXIXrk0wBZeitqmNS1kcuS4S8KnxXTr3dIByKn09FjfhcQ3nUcNwBs1U8w45a1ywQwYai8a6p/CUoX4W8eeUc3sviSCHi7LfAvQLUITQ+c6fuFmAuCqUoD9VXv82q52kZdWO6pqFWb4NVeuu5pa6FRZ8FVt1rn2SisFpyXhHKlJZuEsGo5eE/Q6X7gOVYUf+RrWgJs/0lWlG+E3V9UQAYACOBv3BwqQMtPwOF3GfvfTpjfdSi/6XH4e89w4wz1rJj3P0Zcf+VQUYXxQnqJvyXOIJLdPHVwcyLQJZrZQG0jAgzINguQJHfB+LWz0p0m6qZledeO/UPaw2+YR7T33yK164Kr51F0Vcv6mZHJ1wLu3Rz89bl861yrAIohqtdgFzgLVgVKbuIFfE8hn3aa1uTGlLgahanaKm6dWQC2G7sI5xz05YWtpq5rsnn1tVsfVM0ZSK86BJYFt4p4c0/vNMe3DzoA7Pf8LhuZwmYFV7+eVbNpZ+jT6BDPQPluD2CP8DxCxgXuOqH44R7NnzL8hxe42wB/7UgNMt3sPBChnXcHdPsO4RMlYGtFBnAe7Sx4AFT5asIqQ4DmtdqrG5/rPHJPJx+fTRL02AOuyi7W68q5Hgowv7MqGXQ6qheoukJVXm3ubM5s1CJRRRjR2qwuF3NqCvwcq4y4Jhw55bcb55MxoJx2rUWKoYdox3sYA+R4WK9j9c8WcmMBtDECjB+uKa/PtXeQE7sIOi/s7Fiyr31YqzhVCx6ltbNlScimbiUikPMV5XyB9B265X3j5tKWEHcYF2emG/1TYcfP2uoyL+j+vxdEm+W66jYVWImJrU05HpB/eOCs+JlCLbpjclHvWx4C1eNqxSbswuRdRHiZqCdt92vZcVaco8f84Im9eVngXsa1o+A9yrFvQiilc8hOmjZ6mBTTe2+CMED3THWtcuiRDvaZLyNiKuwMjbY3Z9MDUMoa6zxDb2MDjcICZG0dE3xp93mzj7TOVjWPqJBvJ3C7gXvCNPH939B80CW1kZd4D/S9VcO+AQe3bWztw0oTA1CFeBC/vhn/8gIyqNal0SQJR1P7uRakQ8D4vcfuxwS5MRiTR3zD8R9ExJeeHMBLItctCsYfBrilIzfveW4LXEZmW2L6qM3SrM4Mc2nBhj/mZk2Ag82MbTbXKqkqBQm0tu5Xq89Xx9bO8U3VrLeAXNsKdSstWf+ttrG/5vD0B4C56u98VZzEY50RFwZhLdtKzLXAo+NIBa+0MfAuilIUMs8MsP0qS8d2NmeLEgN030PfHyFDB/9yWc/DfFHrXPvuXOvD2cwqjLZgOsDwDOJiQLCtKljLtFUIcHEG1uprpuiAyxX+9wJv0pbl8QBgh+VIru2tzRwVeR/Q/XiD//QC//QCH+OaeOwoflI6nl9FwLqZqlktKHcd4iEgWlAUEcic6FMMQG4z268po7w/tmBSdoF8YCcI09I2bj/WqpDgSIKKCt/DwEvAisjNvUB9b69jUKFhhM0GHVA8W9Txapv9XuAWqlLlXjB9PyCaZaJ/mYDzlUlOF1fzhN0AHPcrmntKEJcZKA87VPqLRg8soYmJNLqP/V7ZBeipR/z9C9uiaqC9ZmHoSI+qrckuonKva8u29IHzUKko9AJn6ljuMpo6W4E+HOGGHvrhE/C7HyF//GuUU29qbaYHXQRVWXD4XDD87ga5TigP+4Ywdt5BbhP882VNGG0mro9HYD/w/SodDYBebhRI+eE90B0AJ/BnE2U59PA/PrGjaGtXg7NiRTG9i6RDGcocAjo1IcJfBvgbWyf5cUcA41Lgb4sBt6pmuiVhJmMM8DvnY4/5PddL6QNkiexyXA2NvySKgjweufYBuF0P5xzyx0/QRa2dnNcAXTtwVd9+4yePGNfiqvOrxWpRUG5x7ShK3xul0vaIanRTu3q1c2YgTqS0YlBEWoua/792Ohv+4I3jFxeQG9+wJrAjAQ+370k095Oi/2gG6KpQVzD/ySNbLwbgCh8v8GfO9/IuQjtHRLVl4RqcgWDM6LxWZn6TcQFvz0lF1plkfVg26i0AsLU//JaN1zbwbavtNz/bZs1fSHHWz9wkBk020+GLds6XX+iNKnnz+q9So2p71CrJ0oBBETLY51rw03FcwXD1M71fH67aCjcHJ8TIhV85h9bhkPPI6iUG6HePfKvbRPCSqZWxUtc1aakt+65rSZc4xzYTgDv92pEGGe1+2nxJRNd5UtXdraIiAPTpmRvD0EO7R5OzBHI09HFSE9p3WL4b4F6u0MvVwG20unO7ARoD3HXCcjhys1S12TFQevrbpl0VS7DvWFgVa29ts9MAGQPcdWQ7WWDoVQtstmHIlOBeUpuPwlnLzVq9daMXEchSmjRklX6k0UThz7LC22NTlcFqa3cxM4kSgYQK13VQ35EmdlvR5UgUgxDAvpc5ORl4p+z3nJNaEqJhDZo10ea8NDMQe0dv3qwoDzv4Jdk9trVRxxu32+aec3RR4gD6PxsPO5BjTsqaQ3q/b2A4FF39n0sPLwJMMz2Cp4ToAD9ZUirgzDayxT/+Zoc+ULO7dJ6a8GEA9h38hxeUD59Ma/kBOkSUIaJ0O0CEHZfPLzyHjuMLmRfIUigBuqy+0HolOtnFADfEZrChIhupSxZB/UuhscjgIGWH8NDBP8+NsrcMAXD8Lt7kQaUoloNHdynwY1WKK1geOixHrhu/FJQhAvuudXZk9CyqbhMnIjaGQghwDw/Q6xWN2lQ1/T1WIZDX8rx19GR7gUYbWaXE8VXicyNxHfG0o7a0Y1gLmdpOt39v46pA9HeJXGdNDjX6O1rj6+OXFZALUdXhBsQXM5GwkfH+x4QShfONqjM7BOQhYDkGer1Govrc4w7+44WL8xJWe7JczBllQD5ESAkUoLdMtLn8tIdTsJXQbBWwZ8bV5pKVx2agIDhrueX8bbOFuuH/IejpbdW6nSdv54LVj3Nbtb/1Hlv3pm3g/5bM5t3r9NX/G5rZ/Heb3rXNZtrfvWsKOGslaxu/s2p4qpnzsma/Q8+NMWVWOcG37oh++oxyubXzqxaO4h3kdDLjdrnTl6VbTsGWU0j0pLtX+bTvpqlArzeiuwHgwyc0jrQppYnj+pBpge881aeE79E9Jbg6e1wydOjhvn/P+fX1RhOL5xfg/SPkfEU3Lyin3XofC+CvQlpsBSUBBOhYyzEdKV8qRVFOHWQZmkcxxy8KcdrOgWuI16oMEe66sPVqIKFiYDOp8phLgbwYatoMK5qutqvVHyxI0Zy+eFbLNYesPFwAFNkA/W+9o8iLLPQ1bsl2BSu161ufDybWxWwG/ZVevrUiq9V8PUowd65rT93rurYrKjt2HLNUfv3TM9xkTk+/eYc8BKRdMCcmbUHMJUX3aYafMtWlRlMm++7Ia1NMDhXcSubHYBxyUKd/L4gXhfoeUKB7Tki9t2upkHTg/NgZKNWSI4kM6DInshO6uO5DM+8j/K6tYVkYjPTxiOXXD0zOMk13ur/8hO7DHuMfHzE/8LNzxxZ0dy4tmVzeD/C3hO7ThOVEMGB8nik+k4yqpGhrwN8yXCpY+mjsF4L/Kpe99BxV6LEjsvvJxJkyQYqoOJ/a6RtH4graAlpHeO1xLQqU1PZvrVgVq4r1to6hWkFVwaB1dLbBwci2W7IsxCk8HvneNTFUrFQvW3dp+BtSIfsZOP45If+5oy2anxX7v77B/3/+mptm36G8PzXY/PRdNAu6gOmB1cPDf6Dwz57ctSWh9B30YQeZ7KFXtuXUsyrAfuDCT4mbc/DrDLEGv1YFW/CMYu5BgZt+KWxpGO2iOg+pWYWtgK2vzInrbAJ425DCPruhfuuxFdqQzYZVDydfALy+miBsfZe3f98eX4H0i3UXpEppyn0QlBjYIgKA2+1e8pMvaOeu8wIZBqtkOT/Mhx5upJOP1DbX7YZyG9eWkz28MvRNyg7eoRz3gEOzEHTnEfrpiQ/40APLzKC4nc2Lu+uClNsN8ukJ8v4R0nUozy8MGgtRn244Wcs1w10XdCYIUjprzT6NcBfOfvP3J+R4YrVyOrLlfr2x2gkeuI2Q5xdSxHYDwVldZMV1vrFyVKWBffBI7/bQ4EzjmjKFtfVdkcQq0ipS7SMddKYMN7Giyg89/NUBc6L3b/Qr2EnZfgxnMxd4HCDqWkXlp7JWPHWDUkD3joIXgsaUCLeCqrOsToi+zQVuFn4fLG1mqbuOm7MDVKj6VVuDbrYkWWDGIbxPbkpA8SYN6trzUYJDetwhjjN0fuJIpBRI7FZsgHeQFDi/fDkbsPCRnQcCapnwWWUYbrm9N1RZvUZDWltA9leKh+SHaHKpvJbVD3t+AErwNoMPSIPAZWD4MCMfOoTvHjlftmfemZaCD+woyH7HtWs+3mqKZdURLO97+MtMc5IfTvc2jLsIFzzktx8wZIX+rRPSnolUtayc3gWeW1L4SeAuE7rbwrGACK+zCdWUKmesyiQlknvsbwX9pwn+ZWIRtavJRXVgc/R6vhAz0DTnu9iEZbDMNttdcSKV5thopzY+uxuJ2d76GihbjO5Ugaetg2ZiH7IbONc2rIM4h7IfUPaxJQmyTfLtGqxdlLePX1hAVrz7eyPnKHNGOnaIP10hf/HXvIAhQNJAdGH0yB1v+PidQ9rRqjG+AGnn0XUBMjpubjEAvidAZEmQaYazC1xBPCil6SlXWUUKT+DtirW1q3ITpZDDvnnsyhaZWIELr4BKr///Tn/6DyC2v5593L3P6/P8SjD+D81J/grPrswLgRMVHQ3wmlQ+aN81LWpaLkZLemwGlhajF8QVINd30J5KS8sxwA8ebggITwb26TpIt+EOO7GkwAHDwBZy3/FeVDTumKDmtcqWeZ2103GqiQUAdg9Ka53nlxfIbYTbDRDvUWz+JPBMwHIGEgMI21vMpHP0wLsBPnq4ywg3JpQhIP3qRIGKoYPb76DnawOr6PMLyvkCfFC444GJgCdSW+fZEMmcD/uXCW72jfsKoIF56kZOTimDV9lTdlGCA0aFmxZodJZA9MhVt3nKcLcEJ1SWoliEIn4aEa6eM0Tv1pli3MhqAoiZVXM2ecjuXODMR7cibot3bU7tnJDjbRaPyEp6WOdQTNcYAErPwEkUe2HA9gzYlBCdoJ0znWmhkxTYDs3fHWnt8umJz/txz2QIlDzULjJBv03Qz8/wH8+GQu+QB44NNGD9bABlMI3sDSq9qktVcF71xXYLJTJdBvyiyFGQByaKufeU3ZzpWRzmgnIaVk1xU+kSEahtJfp4ZGC2+biI0DPZOdJxPGff2PW8P2BCgOCo5XAdodMEd76i/9RBAzm1BHjxOcydoLvRoakmSJIK3cd8FXBSeg0UmnbIUqBO0H2em2IXckHpB3pbm1RmVTkDwFawCLs0hl7HRtzm3mXJQaKsRdNmNPe66GljOSsY7oKz0eWoMGgdOeeoI1C0ia/ArhmlY60T1fkmV1qPOq762vGLCsiyZD6EnUf46Yz+t5+g5zN0nNhO+M0PzBbnha20Q7fKtwlRfd2zIu0E42/26IaA8FvOouSnkQGxVpfek/Om2pCyFRygVckLvs0oVg7y2uIgF85+njPbYQb8qYpLbH10dwH5Dp1dPZgrkAn4ohWzBn9tM7S7Oam8qmJf/95/lGDcquW1xdOC6LavWx+SCsC6ch7nHk788TRBYG2kKlcpwu+Yyvre3lvmO6+VtCq056w/Ptu8Njikdzt4Rz6o+/49Z4/GWZTdjvxUqWpZDFpa0bdgkAxGW2r3Pga6SgEoL2eeT211zascpC4zclruuwcq0POFLWjv4V+O0PcPKPuO9CGvSMfIroz2LbhBBOndwAT01sHPC03XF14vtxvYdtPCbs/I79Lm67/9kZztPkJmqwazp5RiF5obFb+zdXUMPV2CQ4EDDj0VpxQtMNYqNA8BpfdNkhHCZ1TGBfKUmvqXm1mxu4rPCA7BNKbLELA8dPDXhPjhgnLoWRk/dEgHT4GTkW3xOpvT4FEOffv8PNDSr9omQoF0dNAgiGdt55oHUnjcdWEyEd0qdOJMp1moBV0TGt31zelNvG3EwaMcdpDrDfr5GW6c4OV7rhN25OEW6oKrUdIorcnErlpiAmhB2y0FUTmXvaM/FW2ewW5moHYZ8FNurV0dAjsfV3ogs3sBIAz8TsFDDzvI+drWqbxc4FQharPwECFFCW49cw7onm989oaBKP+PF/hjRNpF8+umali4FXRPM8cJDk2MpBqo5N4DoARsuFIcBGDX0qXC51yVCG3b2/xI/ILcppWet3VjGyls0tDUwahtNfEN9m8GxmySvjmzbQ3cWeiK9yithb3ZF1tHz7WOXDuPnFvSS41+U53bjEQoVWrXXNUknv+GVMhYFsR/9x9AHk7kIo4mHHDYQ05HaBdRdl2brfnLjOGDh+SA8mLtK7FW0KMR4pcT3NOV2VhFz9WquCKsa9tXdaXCVAEJcZw3qmvZKVF+iqYq44SG4TXY7IZ1ljz00FmA7CCpgwvB2iqrTGc7tjPk1y3srSpWBTrV2fW21bp9L6sY27FpRb8F8vpybrwJxt5vHFDefk2x1rzrewbivjdVLZOfBFZxkMWqZZSVw5xpEKFCZxXkArlOcA3VKECiGL3uInDxnNeZ2wxBFuSgVu3kSlfJh0hVKuVDVE47uMKsufEMTQCkAqYEWBHXrWq2ZEhzS0Z0C/xICXleIC9nuD/+NbpnJgrzn71DOkTgwMDsn2f484SyI1BHCltjcB46X3md4ipSr5crW/3jtGrm2n2WG1HCiIGbmyo3z8LKuHShtXC7jyPFQIpSwD84VqbeWcuttqIVpbfKrvcUkniZGztBA3nK5CELRz3TAqmo2MkEOa4jgs1nETwkesx/dMR88g0AlnuH7keb2UaPMkTkA9u/JTAQSwbg1OhDBCFJcein3OwYs4mRwAv80w3utlAes4sNuFY6j/KwI5L5OjIg7Ic2BgBAqlIX4PpfMYH59Az/8RmSD8gnejhnU7pSD0jvEK508PJzoUhGs5rMiCNFYZaHjq8diVAfHx0QYLoJBKzGS6HetoGPtBfkyDUfoqfaG7C6gAE2Z67FRGosEak0IuPQ+1RaR1DGmQWECEF1ua4/aVaNfib+IT6N9AA/35jAZEU+WWIpq2CNFDpkVTlPyTUQd21cBIDP4W1pVNTK5YcIuxUVlHXOPDch2Io0xvUZJO7DlP06M4NolErfquqKqJeKhq9g141VolhSg2jJrCM9FvMCmTf7nY1JSnQmHVqa4As9tb8ejIFfWkAuBqyqwXFemN0M3CzlzMCqhx3yI0ELbsroPwEuFyyHgPlEuzZkAlDm96RY+OexQexrC5noPdMtrj+riOsWjJXtEQ+eVzWzTmmtjqepAbo0FzhVMyxw62y56yDfDW0egdk2toXiFFujbW1x9ysV7MaZ6oujRsv85T9tJeXuhEk22tJfvA9fxB9VL+hWFW/+f/M7mhL085O1lGMDdTV6lDfusvfQtPkuFWDhHPRyWS0T62fse5Sdp7LUZLScPmD6roe869B9nltbtXJ4qzKQJKKL1QI0lGIK0pPGQEEJQ95n07r2joFQDI10d002XY7X4Di7NjLOnGE/HgwIRDCUZI8OwGLtQT9m47uuj6vmTCDLklYDdXFwpyOqq5bsDPgFynm29poqA6eYtGJwzTii7AKWPdu9JVoAORe4cVXoCiPdn/IuYH4ItvHyPUTBivo2Q26TufCUhoaWceTsb5wJhDnsvqiA6N7DTTtMGeGSLHkIUO+xvKNcp0sKWJDL1oKGKpHmAqjX5vlbOpuxWjUmn54ZlOyzpYvIv3pkZZcL8sMA2UW489R4sGXPzX95IFWpfNcBBRh6D/cyIj0MNEgAKHzi2ZwKUyH3HFwmDhWKDmg2ydHzjW3csDfPaUG8KeKVVXK4VZEZUtw0CNxCJay8s+fPRbjeI1wXfrAI5HaFPp95fZ2s9K++5x5UqBLHJWtjh8nm9IbsR/CQ68jvDyCMnCcse4fcRcQHD3/bYfgtnw+N1Aqo66oe7jq3Dklt1ddALIljjXCzddmz0nfOxjDBE7S5YUPgeiP+poq3mHwxAO4jdXZs560wJLXtw03YoxoEmfqWbNW3gJXuVp8fM19Rz2RFcmaQNs33El1z6eIeb50OmyPLNzqPv6yALKzo9HxhFdB3VKcZOAes0H2JARqJdiOijxSI7mmBZMVy9HSDeU7cBHcB7ubbLLG1pCs1qc6Lq3wfsM4Pa6UJzzZJM5GQdc5csy0AWBaUy9UUwA7MAPem6DN0kInZsv7wyI0jmfvQa5m4L66NPZRvVcNvvO7bHOM1+GrGl8Fmez+Mt9nmMuLWdq28nQ02Sbpxgszz3exmVe6q17WOA/J67vPM//ees6/DwHnjEI1qQWcYHboWgEkH6tsMrypQVZnHeE7UNpiLzeLsXM0bWyq6W4Rz58sNuizN/QW320b55w1QXv3u9bs4gT6/QH74DvMPB6SDb+hVIjE7a8MC8RoQXzwTR3tPPV/YYqsWk9ERrwBA+g4ae66l85XJYUXbPp6gQ0QVWXCjrDM6B+ToWEUKfXPDpxvBVDk3YJa6Fc2be0dTe6Ea13L0iOeMcO5o7vDjx4Zkl6qwNS8UsjgdoPueJveVmdBx5hwuGcvRI+0d3OLgN2pHxUAx2QweShCzVwWlP7PCKcxL2ZsLkAXjem97m0V7z07bOMEddsjfH7ip9h7QCD9EhN8/s1J+3GE5RuSh8mstAdE9hlQaYI1evut6T71DfhDEKwNZMQ2FcDFmR/SQ2cFNC/qfblgeekhxDQSljl0ZPxai06PQFvNlhus81FG8hbaT7F4gGx7mNjUIqFqSj1IM4L921aSLBCl5Dx0Euu+RDzRFQVb40XTPbanES4HsyC/PnUO4llY5wgFlR9cnd1vn82XftS5L/U41OXYKAwlWMJ5Ae4fiOrii3Pf7jmIutZJ30oCFosvdnqNVZtdmv2TCuHUvzhaUK+2p0iK9hzvsiU+po5/bBI2hgR1RLGl3lnA4WIJRqWJY3QhFII5o+srhrpTdt45fVkC2Q6uMWoWgVwJ4IHhGz1f4px3KsTOyfsb02MFPGd2nCfHsCZY536CHwTLJGXg+GzTe6C41oFRv4ruqGetMt5iQQNUzhYfECPUWjEtuiGud5+YQxDZLgWDhjPNK9LYc9swCDREp+939ohH5RnVcA+SKMFz1lktzU7oDhZmr0utgvP33u2OjX72CmuxBqrKZFRzxrcBf1bzqtQWaTuyblmmvzSpsxp8fOix7q66qZnRNZlJBvCRI9liOnG3lSAARDBEbrpkBJhU+TEOA80IcQt2I9gPaTLldT+MlPpygn5/pw5z5vu27b3AA2yRJl4RSlO3gmiN5C8j1NQ4oXjC+F6SBbdXhNsAV5fqaaKhB6pNdr2UGMLQqR8dxHY9Ye91VZaNSgI+f4GIHf9xz1n7cIb3b87o88XfTd4e1srRrCi8GimL1po5BKPWs3PxVUA4D/PJARHKhTnwVTqiVF1RRom8VrHoBIoE/8WLt06UgnXqOgIAWmPJAINeyc8gDUEyv3o/0CI7nzBmtKrxkBrPeIz/0VLC7McmqynG5j0iHgNxbi9EJ3OzhnzrI+Qr/dLOAzPukwlx1OTj0zpHWdAw0U1AmCtoB1ZmpeIHuAPUOYSzwYwUrcT+DCNxtQQQg2mEaYquy56NHiAI3Kb/XzODjrwtipfh5h3Sw58D0vqv8L2JkNZkS1ag2KnRNp18Imivvj5i+69mZUBM82vWtq1Q9leM5o0RBPGd0P15objH0KMe+gfLcwhmxRod06lCi4/x7MUCs2jzc2tfaBSYTaZ25tzmtPdfs8nDfl0KOch0v0lu9rFRUMZplHQG+NobApogxsR8dR4rO9MGefQZmJoNutXjMSpCkUf+w2ZoAcIwCdmKLua+9Jsi8Pn5ZAdkJZLcj8q22fAFUTiJbMguwzHCfnqHDd0iPPXCzloEIwk8vjdKiAFt8vcnsVaWXisyrm3/OTXqtaRqX1Vyi8tXW3+WvVUS2FuFG7sRmxkurlPlCC7C11axKIEkiylirr+ZGWOSLxWTXB5t2c4P01yC8/U6b+fEXYutfcZOq51Z9qNshm/d9fXzrvSwxqHQEYA1UXwRfcXCdCYJUtHuMyMdd8/51SSm/N9pmkzLCklF2Ef4MxHPE9L6D6+hNWxWDqkiB/3QhYMdakwBWP1mToRSgtVsBNHMCdJFcWdh3mRcG/O0s/q1E5+mMcHmg0pNDM6tXRy1jiCL1DADp4FF2kRuWd5DgV9BfCOQ8C43QMU1ci8tiQdDufy4otzMaEEWVTIOq03u9Ir5coac98uOOAaz3iJ85Ksqn3majVh1mkO7jGZz8YpaPntzesn8Pf943W8C2XioYB4CrYiPGfa2Bn+A2j7KPfP+5AMKkK5sASvFMaHJv1aQA/Ugf6NzbvNuWqjcLQILTOriKjq3yokOgbWswYQ577PJDDxl3kGnhXHtzS6tKoEaH5V3fRD0odKHIECxHSkXOJwEg8DMgWTB9F4H3Ef2nBd3IZHt5vzOkNulFtQoHWGl3C32CoYCGCDfyXvhbRjrSZWn8YUA0tgFPkt0/WRair2tnqwatbTIMXsNwzeb0ZcWICPx5Ql8UkxBU6eYCKQ7+yhEFilXlCwVPqpCMzAk59o1/7K8zJTdFmnOWTJluU31kULauRhOkSfYsqTbVQam69uDrpO/NjlGZhNS1VgrKOK46Ek4IAjYXJkwTir2PGwzAtSQgRZQ+NtaBv87keBtqvqLlERxkTAhjQj71gAQqrgFsU4NgQ5obfVvG+JcVkL0Hfv09EDxyR9GOphs7J2Do4Xa7pjVds6r5sUOxTRgAq1HnuPl/fuLN3Ap4tMWw2UBrVoX74CMAf8/zPVTYSlFrCwGgCEi1CTO1lwb24gs4h6hvuiQiCHNppH5dZn7/Ggi2M2XoXYv97tg6UN3xjQlqaDaJ9VxDRFPGen1Yxro1nagVLsStoAh72Om4lDct7Hs3ldZm3563UmhjC6Srn7kF77V5qhf4y4JQlA/5h08mAciqQPsI/3yBjiP8MCB8OvC61vsRVgF82XRe8kPPFrei0VIcQNqSZew6cRNtxiPGr5YZoDTVFtm5fsc7qdGS4V8mxK62Mq1dZy2v+JLRf1KkfUU4W6UbPHC+oryceY+7jq5Xhz106CHjhPL+BPfMCloPO8jzhWtftZ1Ts4sD23XVZlLON+j7PdIuINwSyi4gDR5+ZuIzH9iuDtdi18jayJ1AHwPSwSNcMtyiKHEHOfUIL1TBci83Jpyq0GEgf7wi3QGitKeZs0sACEdkF9pMsgRp3FYIExg3k1YTb8qZ7d4h9QK/KHY/LgiXhapjxlV2IwNGiY5a3rUNbohtCIFUlPsU5B9OcGNC+DyhM3vJcF7aOecDecTZxgzdpTQv6Joo5E4M6Mk5SbwUhKkgXBak93tM3/VQkxhNdh403uB37F74UKa9w3IyKlgisCoPAdN3EctO2mviIWD359bV2WpzGw+/BigFmCyJAF2EvxBQCGATHAuwFDgAnRPS4By54eHDmRX6ac/1PyVqyisg14nB7dhDloLwNBLtnTLnsqVARkGVthST4WxdSeOab0GmknU1mqjHFrBoAk9t7zAZXXcgrkh2Oyr5mTNbY7fEQNcvsQJqPzQnMxTiUarwC6JDEWk4i/jxBpkT3JKhyTVMRd3U3cLqWDzayOWt4w8KyCLyDsD/AcB/xu7f/0hV/43Nvz8C+D8D+E/Ye/5vVPVfsn/7XwP4b4NL8e8A+GdUVUXkvwDgXwawA/B/qz//mRNBfr9H3pGyQcs3VkfxmXMt7SNb14FZV/w8InhHJZ7JWsDGK5Nc2GY0Gknl8UHVMi3YJmsVmw35G93HFjBvZuQGUukyG2BT4xeHwNZiDWQ1KG1QutV1pM5mm/em9xBZwWWVBvWFSAiwLt4q+nFn+ICmWPMaSS1dt1Zadu71urOaXd+jeY22wAwDTCipOACaEYQSKe32+4Z2LGYV9yVYTO//f4NU1nkBzhe2iC2gOvP0ldvEAGlzfii9dBtSsgI2LreGNUAXIZHrBbmwGn7YU07VCcohAgo60limj3lpD/HWWavJLE5zaxE3/dzacWm5Ea+Z7Hbm/5wQPtzgbhYwjBbDFjbbkcPvWO34TxdyZMWhXK/QlMh7Ph6hQ4f8uEfedyjdI9LeQ8oB8ZyArHCHDpIf4V5GyKdn+kd3tqZrYK5zRgD+PFGb+bagHDtg8JgfA8LVFJq8tg0pjIplxwBSuw8aBFgUaecRbtzcxSpgmOxlA00N1pK2ZKyCqEofGlCqdkJE2bauPwtjgcuudReWvVtneI4bePjzn+i+pJGSkZ+ekf/ke6vETYc6k56kXtqfeRCoixT5AOA/XrD7968oJ8p0Vu5uOtCTmuYZaxCmnC+Q9oK0Q+OllsA+dveSgVSQTx3yIPCjGgiIugsuWQAQtGREvVjXBHBJUEJE9+x4TZQexiUIloMD/tYDdn9OAJseTZ2rKOTpxUZ/S3tWq6a83CaUo1EDPb9E5auT001/ZX9LFI650ZABFfwUPJBK63ygFISfXvj7G7nTctqzq2QBVtvYgomY3EzGtO+oC+0FzcYUPA+OK12b52r0jWaEYuOVvoPbmNjofqA39ZKBQSDzDu5yhRwPK6Uy0C5RHVHsVT++0tDSENgZkurnfUC4pDuMQ71+biEArGqWf6tt/YdWyP8cgH9NVf97ItIB2L/69/8pgH9HVf87IvIrAP+eiPwrAP5RAP9lAP9Ze93/E8A/BuD/AeB/D+CfAPB3wYD83wLwt791Ehocpu965OoiA6B4wM8CuB5uLuimhUP4nUn7XTOQC/yLQxm6xjHUlFbxh5nztkqvqRWe1gqtmU+vcwnAAAFdbFZ7WiUaN4YJqCovlXKA2gfLNkMp67y0VlMZLUNsiLxNFaOABWxdN/vNvLYFybfmsO1iWhW8mSevs2ZrI9dgGuJaSVVK1nYeWmh8UTNucv5Ce882a+8i8O6ByktqQfmOrvV1IFgFgQGA3EbrjoTmV8tEix7Lkj0D5DiZi49Jlc4zz2ckGEoqp3Be7sYBAKgdDG7m7jJxczCd42r9dteVMK5qvVcVnFamqc2ruNGsKFAJgeAiy/T954VAo8m6IQa0qXxheb6gfPzEc7dA6v/o18jfPUBUkU498o561rl35tZDqb5wzcj7iHCe+WzoiWukBuA6Dthz09brDfJXP7K113dAcPC70EwseI3YsnNzAQqQO2+cWUG4FfQ/sg0e70ZLEcUfuLFWdPd5IgUqE0Wd3+2RTh3UEyTGZ5xz5dwR7KSewKbcVTUwqvclm//6WVE8ebJuztCHAwUyKjCtcERRjgP1lB8C5+HXgnDNiB9HpHc9pp7t8tw5lNhZa9XMFAa7x51v1x0A4rWgdILxu7WtXgLgMlqwhcJAaLy3tcPgFiYCFNBA8ybOnUPaO+QObTbpElA6YHYCdVXNSy1x4Z/To4dbjug+kO5HutECxAj3cKIugCX8rctnaOKq5iZLti2Pz6dbcqMv1U6fHPZUPLRrIkuGvJBCp+O0cnidyXwWosa1C8Cc4K5MdmFOaahqc7ms+tW1fR4cmnKfeYE3Te7ooREGvAKQE7njqkwURIAlUWOitsODZzA+Hij8Ym1uIr1dQ05LrMkSr3M2jersmJg1BS41BoDSPpPJlO1jlqR97fjZgGzV738VwP+Qz5TOAOZXL1MAJ2HJcATwEWSEKYABQGenEQH8TkT+GMCDqv6b9hn/RwD/XfxcQPZii9KyjQohF2aO4Srwxx4+Zcof1sotZSBlOGtzaEpm87cxHNhqlJZMXVOgVcyNClV1bWurtuiKzNbSNtnWFnWuATZEhCAApdctOophECSQ72bIbfEBqA5R0GIkd5tlF6uQ7fcl0gmptsZft7DfNoHYtJINcViDt6sIYuBerWaa2FXYOKxocWsS4anzqksiQG2cKGF5vkDEMQidTnCxo1Vi3iQl37r/Zi6ho9FpzOpQ6hzMULPS92uFCvBBnHn/VhS6AaFShh73KCeCtmTKCD+9kJ9p8+MmFgG05GudXa1jDsTYdMzrtXLeN8qb5Mz7Dhs5zDNwuTKxuxRgmpDNNtId9vxOP31s3YhiojduN0AeTtRF/vU7pGPEcgjtwa/KV/5WEK+JsoZPI9zT2TyldW3pA3yaUwJm3hvd0cpSztd2DeU2wx06BmG1dm10yL1vWsQusTpwiyKcac0nKaPsB3oQT7x/5TgYLYn8WXfsCPKxBDgdIwF4go22s8BFbRxov3ADHj7OrGBAFbBlzypdQp3BA8sD0cJqm3f48Rky9Cj7AdOvD5jfWRAxKqRPiuk3++aXzsqXfNLluwHuSHASA6m7Q5oD/J3x+8jNG4D2YGs98z+XFH5a3a7Sqcdy8k1akSdj80Yv0D1M0c0Cu2PCofaaEoFFBMtO4NKaxIsSDc1OyQB/WQg8S9auVtsnusH2JqM4Pb3ATzPcYWeoYvC+GUraLcWUtayyPezoHdAZb/2WSKurnGFLfLXvjPMs7V7LnOBebs3ulCCtkYDFEMhGOZtASX0mQySjpY45VGkKYbxngDl+GQJg51R6OmWFz6NV8Y5o7XFhIfX+EeUwGEeaQT/tQ0sKASCM2gw0oHYPnI0iCrCYkUq4rkI5tctVwZpVuOZrxx9SIf/DAH4E8C+JyH8OwP8bbC9fNq/55wH8XwD8FYATgP++qhYA/4aI/N8B/DWXGP55Vf13ReQfBfAXm9//CwB/+nMnUoJgOlH/FoCBSvjAxitbZPP7HqEnoMG9GKghZbYSp/kO6t9ai1VbuSJiwSC9KmRZsAjm5Wtt0ArO4mckcvv2O5Q9wQIyL6t945bWNM+rWH1RwOtd0nQH8LLzbMYU1k6/Cy61jVx5dXW+XDW0s80zK0/4LXCR77hJ15YvsAa1mgBs2sk1KeBfvhQS0XEyP+K0Bu1cgNHUcGJsID3M85oAtQ+wqn1DfaoGDah/Cmf36jtWsLUydfbA2+iiUnwgDkhzu7blfOFIL3i4q7N2VybvcZyA6w3usGeAkvU9ZRFo3/N6zvMqihKr3GblMUbOdq9XXgcAd5KrYvSl2umohho5I9dqPqXWRqvtacQAHUfI6UizCmEVXEc4NF2xNWAShPmhh+4i3OcLW4xDBz3u2LabFwZfLj5+f+8oiGGezjIv8EPEMLPF6sYZ6f3euNPkw1K5SeEmblxi44RGSTt28JcF2ZypSmS1u+wj/KwIt3LvhOXZ/o5XbmINuOXZZwhJsRwCRUosEYhXbpIuc+aqjnO+2x/vEa7kT6u1L+dfHwiEMiMIBjcxGpUjYOtW4LIiDRQq8RMTMj8m5F1ovwMAJVrL/OgRXzKkOIzvnXUSYNQr7lXxnBFuGW4kn1syK+b56BsASFShkLWwUHpGh4nBuLbm8yDICsSLIu0IZlPb2fe/Bfa/Wwh+O3VwuwC37xCWdNeuZtK6sPszL9DLFfJyhu9MaKmLbO93gQj+lNdnMNEDwBUaQbixOv7sTFXOOPTWDYDpjJfeBG+sMycixkJJTXFL675Wj+qNXbAGdhFolFa9AzWgxhVA5QRhzK1jhuK4ri83rrnDwITCRkb1d9xCvwQo4KbSkjpRRbhkPnOBnSHSr2Bt/fWcS0Abp1TA5teOPyQgBwD/eQD/tKr+XRH55wD8zwD8zzev+W8C+LcA/NcA/CcB/B0R+dcB/BrAfxrAn9nr/o6I/FcA/Aypdj1E5J8E8E8CQDy9x/g9H1Q/gwo2zWPVwQ8UOKeA9x7ddeJGHDwkbVquqgzCVpW24BHYVhHJKNe8Bj9gbRHXgFeDVi7rptxZBuiwBotSgP3QHKUq/aPNlrc8ZoBVdgFnNrU6txZKA+PUz6486Vr5GnJVqjCEORSh0oiUs+P7C2yBr80Sbdb7ShK0AdFypjG3c2wJG4e4BcMQsM6+LfC7NdmREFo23CwXX1fHG/CXdPEODS6LtbUqSvf1zLmOCjb/JilzLl4/d3MNy/kCZ3Mt2Tg0VXMLZ621urEgF2C/g0wmZl/FFkJY3V/qUe+5GYogg6/ZzuYr4KsmVTXZANr1q8bnjfpWW+OqfL99Bz8XpEB+fYkbwNOSOXd2nINx3XOuRrERD/HSNL1lsTk5QhPs0NuNZh6poPSgwbrBBOgSJdjaolYXKT3uiQq3SjLtPQVYNoIRblb4aJrWfQUysQIuBYjngnhOGH/oKCnpACjQ3ayVOzjoYEFPV+S8y8Dte1KY0gD0z2wzLieP+X2H/T94MaWqWvmsLk25F7MXtO/FcS8BVB9H+A8vyN+fqNVt1RLnwnRACjfet3AriNbN87Pdr8L2up8KwjOR6+kQ7tG3mZ/nr0xuKr0rnm2m7IHxncdy5Gy6VuZ0mAJn1ZUFdxTgd7ZcBKBeORPLJitZldJszxGzu9TrDXobucYugJQHyAUUGvn+ne0XjkEthjYOqGhrTGsjVWTVua6a1E4qVsJBrgsBivUcushuZGdmDc4xiaxewo57ZAluBceqVZ8273W5QMbSuiOVfVG1r/XlAl1mk9wsTFjN5hIgHStHR+nT6uGs2vALbim0mhSuNynUHtedg4vrvlSR/lKTym8cf0hA/gsAf6Gqf9f+/q+CAXl7/OMA/lcGyvr3ReTvA/hPgfPif1NVz7wp8rcB/JcA/J+wBmnY///lWx+uqv8igH8RAIY//VuaDvx57rnI/cR2gcuATgBF2ilODpu3SiWDO9c2YolUiGrZV3UxUm3AKVVt3quAbYzC6k4r6Mo7yG4g5P60t/mG6eIm8usoRG6KOLUqFzEHpNqu1TVZqO3rbdu1gYQ2Fe7r2XDNNuvr+74FbSkZuNlnbIBezXfYDmmqN/Y+00xua+0OAAZOY7vLHQ+oDli15YXb2NxlEALEO5RyM474ZUWav04wtgIaRSkOX4n/IbSWOJy3uZSwZW0ZPQNUlU5lcJZcVglULsLWRlOlG1PJmTKehtzWlJqQgL68cIPqYrN0bBS5krkWbEyg08QWfc3adz30OFCeEYDEjt/dePNIlH/V24g75bT82pIzQyq3OW0SqnGCe3qBdwJ3nhH2dGFqfNFAEQYYaA0VnNNHGikMgRuFF+pCB0E8E8DWeKQiFKURtgPTqaP4yhNBaFCg/+0N/S7S7lAsGVAgPQ7Uup7q/QXmB9rthVtq1W24FAqygMYvNSjHSdE9L5i+YzAufjVeyJ3g9p2ZXCTg9A8m0oVqZZIV43fkJwOsWGpLN94UeU+/5a4sSINH2nsD3Vjbv4cJtThrZduG2h3xsGT4334C9B1yR9UsCDsE4VYI7nECSQ67qbRqt3KTS+8IiLqyWosmljE9+hb4JQGu6iALKBIisKDn4BcgXri3LQdzifL8z9mwUD0TpOk9g4afaJPpn035CliTehvJSOsC+VZsoCj3EpOyhOmsN/vqoga8WitLAEycbc8rhyPpQTOT39KzzVl1zlV19Rnu4vqM2GdpZ3QooO2x/BOrk9ImGXa5EHh25XouA+firmJOOpAa6LgXVIc/AKuWexWj8fyalf0gWeEyxYWotc6ErtIBswekk1YNqwOTcaz35WvHzwZkVf2tiPy5iPwjqvrvAfivA/h3Xr3sH9jP/3UR+Q2AfwTA3wPb3f+EiPwv+TjiHwPwv1XVvxaRZxH5L4Kgrv8BgP/dz56LB8Y/SpBFEC725TtWymEE3IymMlSiQ36/Z1Z0nYDdiRf7+UJVparIMvScIWyJ8mIbV62gK13JXJ4UNA9o9nd9RD4OzMomyvwhKIEKS1qJ7XkTXOuiLrq2MYGGzG2B2c6n/QxoFdQXM+LaVhZpMphV9KC1vAFUx5PaatVsLeYQoL6C29aZcG3FajFw0jhBx5HXrwpM1HM3gXWY7KROkyniUBRFq/FCPba86fZF2PZVm9NWsJnU774Y3eicGZynivL0q7eygZMqqIxCLZ7zKVO3qvNyLc70ffN9ElQ/T1YgSgVBSfBAN6DZOdpMrIJCymnA8kgAoh8P6P+KCj9SKSjeAYFt7yqi8q05+t01qvSklNhiTETd+ydSmmSaoYcdZ37BNaGPtGfbsHijajxN0OCwHCPmd4FV6s4jnhPcyHNxG7ZAPvXwY4Z/GlGOPTW2bY24pytw2lOhydrkpePcrnQMlOGSLWiiVR7pYC1Cm9e6ZGu4rG2/Sh9SD9N5Zru2RJv5TgQwhUtqM+bLHwdWioUoZ8ACllW76gXxAzsH7tAB6JH2HmkQlA5NaWt+kBb03QKkHph/2KO/jHAvI6J5LqdDMC45EyF3S8h9R/MKRativVIgQoo2eV8KkBQMn2hjKErwWjgvcLeE6ID5+x3xMwN5tvGcEa4CDRRGmU+C+UGQe2uNKjD8pOhfinUfeA2lBLhbuLuv6hx0oJOVu46sRJ2j9WIFWlWK4K5Hedy3uTJEUL47Ie87+NvSuOPOOWCaGVg346ym5DUEtpeXZKIaDloT1v2uiSIBWKVVRZAPpkpmyOeqvNeYCWJz2sLXp1OP+TGye7Ao+uDofvZ0vuuSArAZOO0yCeSSdn+0M+xC5bKbVnUequwsbHYsWPa2vykBfeoBB13X3n/MljUA/NMA/hVDWP89AP+4iPyPeT/1XwDwvwDwL4vIvw0G3n9WVX8SkX8VbGP/2zw9/Guq+n+19/yfYKU9/W38DKALAOAV/nGGZsESIvzVwc0CQKAzs89kqHU/KdKe2q44GiL1ssDXVmhc24tSkX0iBGTdxjWoNaS1ZXA1ewMa1QW1dWIoP3dbKDdogVTmxWTfemaeNThXxC6wBtdaEW4CcFN5qrOk+jB5AXxcJT3r+drMp1VatRruujW5EL5f8w4tinK9wvkj554Az60qQBXybmtYaOC1mh2HdQ6FbDrKAP+/VqSt1VoI+Kp83Dc9ldf2F7y04FyTi9fCKFUkvr1umpg4mF4vOvraqn3nWuHyl2Goeqr63HEe93vonkmXmENRBamU49A4s1Vrt87cZUxwA/V6c+cw/fED/JioEDcnJgc1eQib837r+EKhzO5CztDLFW6343Xwdg65QK4jnAjpHV6wPPaY3wVuygp0z4LwwnZh6R3pNsKqUAaPoKAE6bw0IFr48Znne7lB351QumBa0TuEJ8A/XeBmm3dbK7FE39qAkgrtBT35v/GcUI3c1QPTe878/KQQsDpUJzj8/TPCb/ZEDCfFfHJIu9omZnA9/1mH4WNGPCerRgPClXNVP2sD1VDqkT694ZkgHI3kV6c9gWFNnCWiVZ4lADEBu58SE5l9D/d0gX+eOOoSYAkdbV4Xj1CAcMvk81qCUVWd4ByWdwOTE0ETtfEXWhjmfUB8WcjZfSZUp3MOJQzsHihHBeGWeR2fM8LE6nKGmP0jZ9WS1/MXAx7Fs+1bw9HGEGQryJJRQBla7QJyfID/9MJOTxdodBIc0jFSpjNTcrbqdPeq8J8Mi+DdhgLqIOMEPQxNo5qymss6090NDUejA0GxMi9EfG/ApSgExG7pRfX6STbsgqq1xhV5Z77TE1vNGqjuxfvgDahr1fOcoQuAjn7ZbRQRa6Bn95X+3doEW5owDTh2qXtKiet1r68DrIPxleMPCsiq+m+BFKbt8S9s/v2vAPw33vi9DOCf+sp7/r9AXvMffiiQrzajjYrSKyTXBcoWjwZAl/pQGal/oI9o/ETrPzGCeGtlNlCXbfIpr/KNzq20pWxiHxUIVoPnbUIAjCYAog8dZeikBvT63l3k4qwoR3FNfQpOWvu1Ba/XRwM5GUIyrcIeOs/rLLiqc23aIzrP/Azv+fNSoLppj1YOcS4U4XAGYIiR18S42K11bdmzersOl5shnU0taplbCwq5BpUa4DN0K3n0xb2ulb7NtmqrNjOxqCIpru8b+A7btrY4JgVaUOaZftkvskqj3n2WVclY5+bNaON6hdsPvG5VdF/VKmasSd2NcoTEItCndjnF1d1FHIBArrGJ3UvOnF9VdPq2knitnla7BkXXawgbo3z6TNpG16GK1GjftRaeBoe0o1a2eiFI/OBQ/mxP8Y6prDPdRRq6OWSr+N+dOPpZEjBOFA55viA46hPLnAicfHqGXCPvw9CxCrPv4RRIp4jl4NnWvVFEofvE+zq/7yGB7S313Aj7DzPCM4fV/YcRKgNuPwSUCrfwABwgM5/13AvyECEFGD4XuJ9IlfJTxvXXHaZHVrsp0Pwh7R+4bySFHzPiJRuDg5Umrwcvt5uA/jPn1qUPCE8MPO7lwmt0YAvcW5CQogifrs2HuCbgcAaWO/V3gCM/LvAfL1zzc7wTR0HK8B9e0AuvU9p7OKfkG3uB9g7hkvFwLdZuX2fquXNNnKTScfzzDCkF028OTcdB1NMzu+O+os7cmMIjEeWp2MzcWWtcAFGMP0SkXhBGRbgFeO8gLxaUE/ET2nfQIZIfbxW+fzbNgMOOyVtr6286QW38BjTdaAAmxG0t4bpvr+19lcq+YTAMN9K90t7DzwLfR26LKUGGAenXj8j7uBpdZN5nFDHxGFln/MJK2F9ZcOXOQTvr4gxsm7MDw+tNBoK2RM/Pa7fkreOXpdSlArlUoQ4xSzJ7aITtgThpk81LB4/u80Lax3XmwwFYRk7aQm2HNATxbVw3/4r82wCXMC+GwvZ37juYZriUUfb9qh6mytnMZJ9thPjK3UMGA07lyYkYr7lfW6ivjnvE4QbstAVBVa3V4BpaXG8jyryswbiCsKoYBMAOQK3Kx5Fc2cPeXHpmmp0719pJerk1sFflz2p10NmInjTxlKEHRljb+tvgBgj9lSuITna7Vcv7dFwVdUoBzhcGpqt5Hh8OBgZxBCQFtot1+UqSw4vI3/WeLfyc6SyVM8rHz5CzIabrvOv5woq8JifOAe8ekI0+lXfUnm5qVoUgETcnVj1Kzdw7cNub12GDE6jX9JXTlk6Tzd9sczLHLI0eCI62jnUvK8qqcSpt5lVnY9XHtztT1ariBLQ3e7y6PrG2Ed1lahSwqq+N6w2SzG1t6FGOHcU4UqBdn4GZiGqlVaE6aSjr5cBINX1vna0pIx0i8s6eWduYJfG/eFEMnzKmB9/Q0i6xKm4SkMr3KsHEN5TAKMlAvJXGNY6XApdNq9op3J5Sl7ufMvyY2+ww/eqE+FefoE8vkPeP7dp2n2ei3CeOqzT41tav4wzdmWtSpVSNiW5zQOOkyzST916ZE9MM//mKPhfghx3PYcfv6zbuW9m7ZpozvSeC3C9WIc6K4ccRbpyJlk6K6fsAKR5hop9vuOa10jTVuBYkM+0ewyVj+P2I+bHD7VdMgOKlwI+mF33a09e6KuAtuVGPiifa2T9dSHs79gRcTal139zLyP3EQJrahcb5boWNk7YOiiGd/UyMDUU4OGf3Y0Lah4amL52HW3q46cg9vO+wvOub8YMaQNGPpSltSVFilITypbpplQM14NbrRJW1JiU7aUPFl0A51v9YPOT//zoYbN1syODCRVP5fX5aUYjZUzDEXRcCB2r7xP4UgOCFXLjwK2k95daKrpqpDV1tPOU29y2FFaIIsKO/buXFSQ7wt4UbSKXNVNHzxYQ1KhK5VnjAOh+ulZe1oNXQ0bUarLNfaFnlKNufBZiZwal5n1YpS7HWfKVI1SCsS1pdl1IiixwATgdUuk8DexlloiKGK8+bRgYKTX4VG3BC8IQ4uOMB2ncoL+dNC/pVuxpo1mnueKBzUS53Va04M4o3hCdEiAL2Dnrc0zDkOjU3nwrWaiIs2yy83t9Ke6uKWzXZUSWqeVma3Wd9H8mZIjP7gdiCISLvIgFCwWaeNwpN5B3BP2XfwZs8oNT7XzYYgtcB9+eMPqy6L7eR6FHzQZbrFX4YgC4i779D/zFj99uMdIwN9BVupfFYqxiFnwD/PLLKsZGKC9YNCjTn0KGnAIQq3POtJZtt7daqpeIYjH/c/ZQIcDNPWQSHdIpIeyoguSsrpKpqJIVBOVwMS5EVfuZmSAoUn/fdB5pIRDNfqA5CaceqaHq3p+mFVcPxwt+nMxMghcIaUhThKaP/YK1047VKonmAeofSOSxHeqy75RHekm53XeCr2cmxb4FXsgLPF+4d0dyQ1DS7ReDOI3m2tTtSk9s6zgrBRG34vPkPL9h/uiD9cMLy0JmONQFi6h2uv4nIMfCeWkUHCHY/JepIfzhD+w7pYYCfMuLN4/Jrj1sI8JNi8KwAw42Bubaj43lpHUcI4D5f0N8WAAeTLqXoSjn0mL4fsBxdM1TY/TgjfLihe7oaWjoivyc6t/SrbGnpmZj5PiB8vgFLQnnYEYvRcY3QT9o6FY7joAqSKpHdF7dYAuQEfs7olgKX7blYzAjCfKCXP37AfPLNZY2gPgEefVOc8wstWksEKjAvd1Tx2/20wE18rqrTl/oaoO36W5XctKz/xgRksVaAAOEiCLcVbMGMBYCSpxduxUzLAXk6MyhWe0VDK1ftZQbqdC/uEfpVRKFSkypFqKlwUexfnbSF5WbC7EullJgvbwtqqmiiFLFrAbJRssZxVampGxxwB4zg3wly0lRaMG48vorWFuoqb/nC9Xexqe6rhaDOM6vtrQVZRegmGoWX0wF4OKyuRwb+knlpyQAdm5zRJ/xa+RudwcfI+e7ttsqKmuey6yLk8aFJkdKzVnm+9X6NM51YCjj7Miu/fNzxfmc1tPfEqjxGSEqcSm951lUCFeCfmlFmGNgNqIYiDdiXJ8jB8b5VjrdRpgDYjDTDz4IMB5/WOVP/49jATeW0o18wwAq5JnwAqu8ztq5bW+3vt4w6lGhYFQdJqbn36LxA9jvEv37mdzgMcLMnZ9mziqxt0/7jgvjxyoD54TOK3UPKs8KSqUidbFXI5wsZBNebcUbNfWqeWxdFRiZFuh/496sJ/L87oZwGVkZLQbE5drb5aPGsWldlLof+IxGxfmLCPZtYg19IRaIDENG1JTiIGsDmRKAWlICwuknOR+Nrm3UwVc2U6Nxc4G8Zy7sByylYgF8rs4rWDqcO7rNJ5i4mWtOTOiNzIuZgSZQojbGhmDV4gqeuNz4DJigj7x7tfovRJy2xtY5awylMM01y/CPyntWjpAJ/njF88JgfPKZ3zqp/Rf8pY/gPPjNhm2ZaXppBRbgWDJ8dlh1f231O8EuBm6ixLg8D+dbWrs69IO0i4o8d3KdnDPOC8rBjImpuTpV2lwbaQfpTRPhgiVsXkR93lDKezWEteOQhsAOSFLoPULdndXvsVmVGa1FrtOuxrZYF8EVNRnlmUK0Mk9uC7jqv+2rK7IQOdKVySZm8DdKodeoBN7MVv/uYDYfg1lFGZlegmqy4eQWg1Rlz6gWauPa8g/HY1w7PW8cvLiDD84mqg3JyH5UOKpaBlGSzBSiWxwH+Axdym/GNE5WkYmCLKAS22qqBQwVGVcCRzU01ZWCZocmCkHf06qx0GKBhkfycSFEoCh0IiJBU4KpNWNexVV1RvXWevZHKFOOv6pbqAqx0LHsd1cIM/GSyllJn3MCK0Da5TAEz79p+RJu5SDsfVQW6iDJ0JPrb/KsiK9HFlX+4JG7G9TxL4XcDGNQjW6gysp2pKZnOtFu5iou5YR0PpA7VYNd3KCfOmUoXrPW5o/bwNLWAKuMMt+1kmHi9Dp3pT0tTvBLvUGqbeNuSAyzgGa+6zuN50dsowB1ZnXMYu0DOhdVPKfAA3G1BMDSpmD66jAvcQKS3Rg9JAc21qvHK39Ymvz+3bxxWLYv3azL07gFQRXl3aBKELitKHc8ZIrX73Qvw02eo6WOjmp1Ux7A5QnYMolSJC8AykuKWEhOs1+t0HEmL2/VMkCJny7rvLcCsYJmaHMxHx/PzgjQwSLtBoH5ojm00WzDVLntewscL3HFAOkSEl9nAagzaORKsVVWyAKB/IujGT8pADUvqFwbkyz90xPTgkfYchdUZYFXZoqtVRvrVCf488Vl3jqIpl7El4TJxxNWe9esNmGaUmjhXdkdnEqo1mQHWlSDmElfHZMFzvY9pvY7BAU7RfZrQfwT2vbfWs8I/3SDPZ85rHw+s4GG8746J2e4jdbzDjcAy/+GFCOhTD/pzc1+sPtDXf/gB++AglxHumV2qEhySeUUDhoi3eaz2HuVX75B3EXlnqnJB4G08UkzEo8pUuqxYejqL0aKxNJBfpTmxYlbiHjzbzMXEoeLzbKYnHn7JfMRjT3Wu5drwJvGnM4Aj0tBDjVJbu60AVtlUT+GWPFgSsGjT9159jrVx6JMF6rQjXiNeaVPanfPbxj12/LICsgKSqjxcDcZofC+30GWl9uu7p4z4ZA9HykRHGwhKU2ouIKrKtioAncf14zam1TqTg6fVhzkEUoVSphRk9CuCz9DW6hz00K3Vba2O68w4ZSDPqyC7CBAsYNeTsPafbIIlgHsaFNCC7WtE7hd+HfV108TPqG5S4qgoVTWeb5whuwrIqlXgOK+azqrAOa+SkSIW+K31mBLw6alVzFpR6YnzItntGHynuZnEN21l5zZo6h2vZ3DINvN0k1GH7HWYeV4SPPR0YHvVuSaCUfY9nHfAy5kz2xaQHVA9nevfndmzrcvOqHBg6/pyXVvpWphMvLDSlWHg53i/OtCAAUSe5gbqUS9NcKEK+zd7uHrUivjnAvHr+ztN5MYf9singXzXTNs6P94QPoLVbgPJCDECy7xakNbDQIAE+2U48Hfl+UIdZE/amYSw4iyqOpxIo2XBc+2KGY+Ic8AuNBqPnxhgQ9A2f6uVhstMtN1MF6M0SKMlhYlzQTkO5urGilrM3MItBfHqGtq1e8nwU8ZyCPBjQTjPdLLahfZ506/29Fs2LrIGtNlfyYLupWD4sMDNmZaL+4DhL5/NIYjeuXKbDPhJNbrGl194fSWG9dms8rvjyDl8Te4NFIUmymPPYfBUWVNKosLxnmRLQNxMqlUZPOlrIsh/8r1x1D0pWhZEqr2jZKWS1ZJpAHKlt7e7LXDRw4+K+TFiMdvLZe8wf7dDf5tXqc2+Q969a+vKT6XN8AG0DlFzTMocA8ADsmRE627UAqFEh3hJlOIs9M3O+9CAaM6AYG4uTcJ0fiToL+0cesMPlV2ETBllH+HGBbgItc03oDG/KOIZpvpojmZH11rMJQjyjiIzAOA6gST7ZcA6O1UEZlWXU1lTq2ouUROWt45fWEDmRWCmS+WarRydn4qJtQP9pwV+TLzhhZumLgtbR8PAik6zuf2YoEH1A60gp9pGtEAMZxaDW6SxcfO0uodkhShtIcs+mPZrhrvO/HcRlOOe2XBtnwCsBlNiK1uLoYiZAUvXrW3oeoiwRaaK5uoEtDbrnT43wM3A5qelmjRUalSVftwNrTLXlKCXCxOM3WDVoOmA30ZU+UqtNKe+Y6vZuLHtmmKBuNiqwVZF1Y07FdOytpZPStCfPkL2+7YhyZzgl0xkpPEhkTLkfF3Nx6vIigUH3Q+8xpla1fXaA7hDuLvdYMAqIsLbtdui2a1CwTjxet8485MYoYvpeVcxGQAYBrbc62zaTNNrsiaXGzsqBpqqDlvb9v0Xx7d8pV8/JqXOYomOVetsiOkYk6u8sLq9XAHvUeo1qPemfmwINtqhVKz+7kcA4OsrAMkJZL/nPH1eWGVncqOREuT5bAnsyKCVMlwMcFNAhCUrS0EeAiudSZH2jmYMGURKj6bLrQG5Y3T0sz3zweH6fddsGWuVEs7Gay6sZqRocwLqP05swR4iN1IBA1JWVrumEiJKPIoo2N60FrcURek8loNdqz99gBQgmZ7x8OMIqbSeqtgGsA0t0qw7sdlj2vqpc+NifHczWxADoxLhX+A+n5tOfnl3Qjl1jboFWNt176Gdg5s4RpNcCJLbxQZ+q3Kk0/uIHqBr3vsH3qfPZ3RPF2gMyMN7hEk5UrgSxNUsEE2dy98S5UXBhMrNuTk95e9P8FOGnOeNDeZCSlX0cKnAp4TSeSZZqghPUwOF+VSgHefGAOBvyUB+roF4K8837RwkR/SfZmIYSiGe6DKiHHYoxw7zI33P+YzUmbOi/8Tv4EfSFpeDM70LhXfUvgDQrl1NHtXzTz9TVlOyh0sOYSrmYc1ugeS/MQEZfEiywE28ABRgJ/1JxRmYQaAuwuXAh3I+Qc43AoCMQ0rAlm8yjPpwYFabMivFepi2MP+fIK7a1tSU2RosBe5ss1/nILcJ/jZBHvZrFVLAduXQGbq7a6b3KsI218dbA29IjBT/33CQpeohV6eSTYAWA9VIrVIbOKzOjQUSreqzgET7tZHZet9TM9ncq8SI+loKN5V6ZFpF6rSKdmgVHLEg1JKBsLoeaR+5KVoAbypV47QBgLlN1iqr4Ead0y4bIw7rGMh+IFDsMMD//pMBy8oaUJ+eOa54OPDazwNwvqzXZYugr57OdVxRr23Xcd0s6f/H3Z8tyZEsWYLgYRHRzRZ3ALFkZuV0UdfrEM3/f0zPTNd0ZnXmvREBwN1t0UVEeB4Os6g5ApHV8zZII7o3IgBfzNTUhJkPn2VvgmxibAxpvwZ9B3x82nfvMfB1272h0QxOTAvtr79NRe/u92/2xt/+O/BnLbc1Fb4vg6plOwtiNJ/hLVuEZGnchfY6yzd/1tmElrM1YGtDD8TJXs0vHXtjd7f7qlToKw/k9nOVBilSR6Q33lv51CNsFePvhVOuWVICaDKpeKPpjgqZ2KEo1nPE7ZfUDkIAkMqVVrpmhDWTTW7sWQYtBIhlO/uO2tm0yLaDTAwEqB0QsjREjilSgvUpIWyK7SCIG3D7h65NnVBgeT5ieC3oP69UeHjzkiJ03lc7j6oJfvbBxvdbzojfcwbVymYs7mXhUDEv6D8HaJja6wEMYu4CPLYwXlek31d0XwbkM3fJHqYwnyJq6qG/Ggv8rjj+b5+BWlFPE9J1wyAGH+dKyHzdiJT0GdJ1SJ+v0LFDnbo2iOjbFXg+MVoTYEayk0l723/nCrktRBJSsEJ+gawbysczPPaxdAF1oLNcnAsNWMZkqwQ2UsHIbBoBpj6R1CsxQA8Dtg8jah+oNBgjtqfUyFse6hFWFtzao3mUd28KvZrFauIQ6KsW7p6l8RQ0yZ4H3ksjiDka8VePH64gM06N//QPQE6CfACikbzSrFieA6QCgwjStUOslezQgcYdLbsYfKM9D1eWjRDTtrEo+W4TYCEyS0hV3SfpXFhgnBxW1bJ2EzC5R7SwE0yBjjZidm89ITukCBlHtGCCoWdz4BCiiHlIyz6RffMQI38IjIQWjOXsh6w3F95QmAe3bkQGYCYaOi88gIPRDl1KY/Z6uqzv/KudSFa/vjSoUsaBOmDPpq4KlMydsxQiFuaaJf71hwMPnkKmu4492dS2q9ITGZcATV7wfLDou2SkvmdAnwCXnLxd+VqqBawD7TW/e9S6FxfgHWpAoiBJeNLTsUyq7u+//1zfZdv9UKeekwzABBt7LwUgmcfcxd7pjdtk7IYl35mU/yePxqT3+3LNkCGZRzbvQT30CHPm/Xm78/30ib9U04/bPeQZ4F2P8GGCvl2Ym636nv1eFfXVbEbtPWyNoRVyfw8gArxdEfsO1TTZ6brR7cu4CvF5wvpxsLAK/o7l0wBNQhhzIzzJA5FTC4lqLJz9pTbHr7ApurfMQIue93QIzua2Ame/px7IlnWda1zQbC/j4k5h9jsHQSggGcjoGMH21JRdBdz/cUR37TD+990AA/PCRtZNa0LYgx684czejTDxiKZCmc1ll0hSdffAEBrqMlRmws+/jFjPAWmmTKt2wRDEAIwdZM3o/+WC/Osz8qkHckXcgqEM/NX9a6FES5UxhOaGFmYS1sLbFXq5tJWRfPxgzVZGKIqmH/7nX6jzzZVGKQDqmFAHJkSF1RvCiPg2I/2Pz6bOoGVvMWMnybU1G92F2cNl6kg2Fapt0q00uVUyt7k6dQgv/KzqxDfKp2wPMgGkFUpHOWCmIKw1aK5b3U0hd92bJmHDVnpgmwQA5XnxvsPWLqt1l7y/evxQBVkqkG52gcwF5fEREvcS1SQnKvZhmVLL1dTOiC2v1oWG0JxgZFnbVOGTHcDJT0PcJ+dHmMn8rIEEXG8MMQCAZaExQniiJs9SQoJNxAhozydeHibQnGlRmXYCUtsN18Li0neo97lNznyS8l52EuLO4Pap+dtJyKZd6XvCjzNNQdSYunD9bqmAmoRr3QhP2zSsy0pNsCoLjhPFQmys8gbP5mK7KZMexchi1ffAx2ceNO5g1aU9BxWADj3WTxO2J2pHw8jYv3zYI//KcERcKrrfb2SxNl7A2qw13010Ekii8rUAsBfYdSViMAwsxuPYGPm6bUQrfI//ME2rJSOFV9sbXW5GitrMRrQ0suCfrDIfozCBpi9/9B7/NgWLX18bUUQNWpacuf/vEsK8oY5dm0gAFi/Z8jt2d/Nn73rIYeT0My9sLg8TG9ZHf2O/7wAgCsJ4hM4Lc67tXn6XdZ0SyUnrBr1cEUJA0DPqaSTC9PlrM2tItxnhdmJs41aw/XQg21Y45QKw99wiCW1tVU2+pRHIRzr1xcWmbpPtSEGDKKUCKED3ap7HXcTyE6WMaTbSkGmauxslNw53b08dQg6coK0471M6gyFc21o+HRHfFjYBH480n/jbZ9QvX/fGHtilh843AfhZsc9GC095aHb8zMK8IOQCPU1Ixw7bMWCbBNsUG3FNf5moxV4qpJ7Mq5vT5fQ3TvPl0OP2T4yEFD20fTwA03EnwtWlALe5ITJ6v7O57Tr+3TigPh2QTz3PXRs+xBCCOjBsBCIIa7F74IV8hWb9ywhEyWywpCiiMaPZUMUmkQu+cqh8vrLxzN8OCWHqkN4If6fr1pCBmqjTbq5fBl5sTwnBIi63SZpNqxRFHgXdzQp4b1a0m6K/GAqxOkSNHXmxaycBkP/AO/OHKsghA8MXFuPtaG/CtkMKNQGogpqsu93YsWqABW6zKEZjCbcDvygQjTSV151MZHZuhBZnIydFIIxth+rsW3QJ8nQCXmr7gNXXNwQRiJn5kyHMD1kZ6cnqNyRs3+npTAD2lCDfERdCt/uO27q8h2LbPrD2UP+APPy8eDpCX15ZqHzPqYr6dtnh22imKLZnd7iR0ztNOdQJOimR2NXnveAZq5T5pVZELD9VrvzgIiXoDZwaDCrWIaI8j5QzOcS1FeSfWIwBGNPzYcpV3uzByB5ItmfrOxa0LVOnG41MYyiGPPwIRxdge+4WZRkEcjw1BzAPGFEnrQE7qgE06ZroAH272HtiftsP9pjfzabmXwAPyV9aH97Pbydmg7C1SaWwF/W+Z+B6CJDbgrhZrOTtvqsHPDc6BiIxS20JO54zLT2lTh5jSQZ73gmOfb9LnQC09DJreNrzA8g1EIaxAODK5+2GeJvJPF7WHcLNGeH3L8A0onw6QbKieyvYzhGlD9SjVm3wNECCUne1tDShcYTceR9JcBi7mrMfiUDVLCC1D5C3gogVY1Vsp2S+xmYRebPVkvKQDnPGaEgXzE4yTxFlNNJZDOhStTNKsT31NLewAp2u1He/4yYAaGRJcF3QLH7dSzqF95CnG8IYP6E+H+mHEDi4lN4GmXtF/7oRlTumlr9cI6HpdC90FptXzP9w4MQvgpoSukt9J5Fj+EdEPQ6Id3M9tNfQ5Iopop4nrD8f+FoKWelQqk4AIF22Jg+Tlwvql6+cNg1RIaIw2N61Ir4tiFNCHiPKwOug1oy7RtqTlQDQHtWm5HxMyMeEdM1N/VAsyCQuiu41ky9gUaI1AuUY2k7ajXOaeYgoYuZ/lw7YjkI0pdDakwxwmPd1QD7a4PAf2GYCP1hBjoviw/+2okwBL/9rQhnQGJlSgdrDzNUFcbYCoOasA8DD5CFmcdYnyiQu9Bduj2XhtR8HkyXUd9MmaoGk3rS11p0CJu+JAAiPyDhQ62ZFu3aRyYwG+UAZ5h2WjRq9EDiJ+e9yuz1Y8U2D+Us/7J48JCH4FBXQTEJi3M3di8PeBgOvI8JhakYjanu9Fq/Yd9zHlgIcD/vBLUJd6ZaBOyCno3XvAZCBMOlGMxKdhhZwoDHQx9khulJoz9n30Kcjytn2kvYhq93OwHVLO7es284dqqX/tHvDCT5CNqd8OCJEhq3rdmmpVurJTqr7tFqVE/E0QZ5OD2xY+2Sb6QkJgBEYD5CRKVF1XiChQno2aWrkPF23NpU3j3FgL1CPGmhg/3s8FGv5czF+nIwfH+LkMGsSZBjgnta6rsxdbuuPsCMZ3oD1INlxNJla1RbJ6IQ+uc3UzT46u/k9aKRJAGha6iDQTd89b82ZGdPnIxuwwixdne15wnir1hzJuiHcN/otPxy+cSlYn1MrOG5V6AdsXCrS29aaYI3BJmczHQEnGeYWK8JiHthLQahASoL1icQnHTwXl6TR+R8muKtZmgv6f/mC8Jog/3hGGXt0t4p0KcinaM5OME/vwHCOpUIWNt9yPPLzBpBk5yoHb7DDw/rhvtAtT/X9vQNAD+ODOxYJV3EKbFgK0L9sSL9fDIU6AIjYTga1DoLt3CG+BSaBuRNaIbu8dsLnnRXrc2Lc5aZk7xtJUOeZDV7foT4d9gjDubxz1ZLC8BNZvvl8LYvFlwYODjNjH6VUpL+98OuG/kGCZpr1jryh7pIbEtIgYgHWZ8+aplyrswZsd67jfZMsj31v9rgGqZ3xAgQ2oaNlJPv9JBWoQomTCpGS6Q9FvFeEUrE+JfIREmM9Y/pPskOWrJj+9y8sAPIB90/8ZG0nXrTSA57MElc68nSXivHfbwi3hXvaG+U1ejpAp64VbdcPo+3GKnc2IkQeikGrzfXJJkso7RlLz2l6Y6C8GlynlxtvLGNhh5cbD5mL3RFGzND4QIBygpY5L8kDacYP4tZR+w62saofiF2eZGIuSwAau1kOUyOptY68qulKS4O0HbZ+DAN/p9011qf2iUiD601V2w4VVRG2DXJfgRhQP5543S13t5o1HlNvCo0iOpc+CNT2Pd2VpK50L9BFkI80gwC8MwV3XQqEN5OvdR2Lfs4AIsLTE5p72ApoMb/tECjBcuc0Z0n7Nfb/dmKeTY9izOTmI+6kN/ve0PfcqwZeM13XHX5+fLT76f/KB+EvIK9gVqmlEja+3Xant0YqSu016e1OedQ4MrXsMJJks2aDrhPq1HOC+fzC+0LMFc2d28watjHXG09B23v/bj++fdPsuHvVMDSiXL3ddh24KiQEpGyaXzvcfX+XZm1a4u4tYzsl5IkGPfFtQT3RazveVno724RF33hDYLIVSMDQFaZUdZcMKF2vAB7WrpV1564yBsj2jPT7BaigNagxg4EDwqZtsopzRZyZeCVjgnw4cUJ0S1/LCvd/Fw9scQQt7C5ebRVk8klRpVVuBWTLKM8TfzdYJLZTgpQD4tuC7ssd9ZcDwmZko7UiLhX5eYJkSpUAFur1GLCeBECitantZ2snyB8mJFXI17e9+QdQjrbaiAFlMFnbbSc/ytc31MuVDP7DxHuqMw90WyvJYbfGlZtZrR4GBmpkY8IbOz6utIH1sA4INdZhYz5xPfBeySNZ6j65Nq1xArZzx/PGfL+lEF11MMJJgWrpgt1VG8IQN89MMJJxJswd5wC5+3vA/4Wif1q1Pj5+qIJc+4D6NEHWjOHrBsAyNbeAfADCRp9at8ajhpDdklxuJNN4EMItIK4bglkw0llobVOhuExjyw3alcOBu1GAfwfwIAGg20YpQ637FKOmLfyjIjpT2f1pfbIFGkTdMnZFgM4O/37P4IUqJGpjsboJCOF2adMezKVGwcOQsJf5VC8rcBhJErGDQJaNpBL/UGRj/cbI7wX2gmE7UgDvDnHtojkkqR1GhJplroA5Celoa4IQIG4mcKZrj0/DFbF1olIJJeYDc0dzjcAhgkb0BoMZeaaMtKbMgQefhglxzghKE5XgE5cnWZn9qUwTC+vhwObiPtO/e+w5FZpMx0M09GBM9aqQ0wkhpabR1WaFWi1Zi52/3u+tQdpdwv66S/Z7hxdxL77NIhVosPC+Z9Y9I/qhCPpvEYffLYCi2YCK8B4F7T/dXWo/DDODMzaLHJ24S1YjX+nUQ/LENYRD8i59evDobrGbQaCX647GCA1bZJr252PuaxIt2GXbINuGFAP0p6MR+bijGz5nDP/+RoVEreg+nFCHRDTmziQmKQr5/BUhBMTDiPDrE/LR7XGVpjOnnhnPf3tB/V9+wfppMGa1IhpCQ/MJsmabCVESrB97bE+f9sSfccLw24z+Cz0QOCHa+8YeHuuHHvjQY/iyIG4mH+rSe9b16GSm0j7fTWbkKy7A0LHAhDnbO8e3GVIqyoFSKPeUdg/2votIN2to7bwqQ0RQRbxlxLlgfe7aZLkd6A8dMnN/s1nBhiUjXtKu/Hi7onNG+DggHSeeoWaKE16uVnCnvTk0W9EmS2zXyu5BS5WTeUMMATImlCnZJEyiVJl2Zv7yRDtNxvJq85BmIeQbkEf6gLsxjQonakZUckfdzCAEzb3Li+l24Ndp4t+5H0a6K0nHxc6npSAuVHCo6L5a/YvHj1WQI/Dl/37G+KUgT8EunnmNboJ4Zafs4uyQgXgvkAtZrU3zqcrpwMLkxXZY7gMMgMXwerNDtjDoACDpZOihah9og4GblGfbWLzTw987xORsZf7Frul1aUkQINvBatOruP/1g36XfsoKXAt3G022IyZPsakM2BnWIiwsblRh7lstIq2zCMpgBv7bBoTUggqQy26UYoxrPe6GHbIVuvGkiLQZucKnYNtvAeAkXSvqYeABcVsQzMWs9oEDeAETirypCnzvw0PaS1h9P0ebw3xMRvwgjLX81CHeI3oBYopmfxr26T7Iu0LcJv9PzyiHnuxca0r4vN0jemndv+/7Gwnn4d5xwhpq3aHi7xXh/6tTsT8M8hZlcZZgU54X5W/g7ncFuprLFoSQtvlyS9eRtRsDDT8uV4Pwx1bUPWQE89rWF/U4UD6VAvT5aM501cIzbE+8bu/35U5wud5a0xBKxwn+Qf6l2SSEQ8+GxxqodFmhIuhejehzW/b856lD7RO6f/1jv5dXg9zHAfVoZhrXlZNbrkivM+rU0X5y7BGOE+JlQTz1nLLMHSrMDJfo/vYKnXqsPx9RpoCw7fm3UtG+fvllbPwQZ3FrEuQpcFJeK0Km8QbcNfDKcJR9BSS7AyCwI04AxDO8h741+GJhFm5MIn1Cep0RL6ZDvy1sOlOku9ZxxPZxbIQtANjsd8SFzl39m7SirGGHsaUC/ZcV4b41kl/j2swzC+6WOQgdRp4HM8laDNihnarGwNfvz38wn3NVsrlv835uGamS+2hKlmonKIPlWBtyEQqQe2CdSPgbXivyGDjJik/AJGfVjtNuMFjbCaKiZF97bGfIimL7aRrV2DRshjF8g4D+VdHdKror1xna8f0Oa0Uo1gikv/7M/1AFGQLcf6YG0OO60k3Q3RXj19pMu6XwIndvmZKJLpHgkmJj8eq6ob68IuQMHCZzipqZFNR1bXdTX14BgJNNKZwKPS7PzPs1mr42JSBs7wwWxA/6XHbii7GTacNpkqNmmWke0O7bbJIo9ZAHIWwleU8feueH7YSw/MCgfSzo0u1hEEO3G5Oo7iQteWAd2wfhkVmrOXPK9g42g3miuZJBKWS2BxE6O4nQ13jLCACqxbCFGyA1me2gtHQVjYL+ZUP/tTKpCPwz/8BRzK9mvSiQoEiXjZPTYDCiMnoPQejU00WE15tdi8L9PoZ20Dff8jrBZ1JZ1mZpKq8XEuQmmyQf3jPfSyMliDG7xe+pqnzN64b/0DOv3eMPjOpvHl7YWrJXDLQDhEHmovuO+jvfK9EaxKqNN9bYrPcF+nJBvV7NBEfeaYlRC7Ohtw2yRJrbrKatTgHVM27nDJwObHaGgUSdRztSkb1BAfaYywePcbHds4g0iRBSAF4vLFpDDx17lKcR5eOIMkSsZ/os95eKOvxqBCIgbIXrkHTmWSBAvG174tTUUfYDID8PiF1A+vsLutceYeqohjAWcLwskLcrZMvougipA/IUke5AnliwShBIAtZjJLF0VdRu99HOkyBMAePvG2MQ18zdbxAE0+nr2LHRmFdOyZHFyt2/1LXyMVrcaQQthdEmaGYK232QALk+JKx9eaXtryrCqcf83DemMlPzQIa1IVAhmwXmQmOLoSh3tldLsRNphC8ZejipEEGgpwO2jxObj5sAm3n8b6W52OXnCcEb+oGTcvSVE8CfbxGOkH1l4czoGmFaYOx5xOD0WgY2THx+ZEMD2KVMo2A7wCZXt3L1dCa+fwWCWIB0U+QJqL2gHHYHNyeRhdWmcpM7lS4005C4VchakRRN5vW9x49VkGEXLgKx0FPWXXOkAEHpzuMLeu5NFHXsUT9yGg7zhvDqDN+bWbhRe6uqCMLuX6YJMg4I9273PQb2nRjQ4CiZV07OJhXaLTeNYGWMXDE4DtvKQ8+IRX4AhsNhhyRtIpW+3wO6Xc/qJBiTLH37cD30O9nJsvBA9K9xXahPJVp3Iwu3cvRACGNq67LurlivF173FKFPJ5TDkQL9UltCjnYBpesJn13vPMxLhciZvtPGftcg6L8sNJi3qSSsBWWIJmHjTlCCcIquyv0xQAh/BbobtbM0flCuNIoiHzqSae4b6vORoQ4Wil4+HiEL9ZQiAl1m1OvDbsv3xh76AbAJck/hjrAq9+1WYH76SI7CulLDW0trdN7t3vc3az8o/ye643dSJ5vOw/MT1w+/f+Hutexf2yZmh68ffdEtrQrDwL1pZghCfXAxc+MTiYHmLyHaPSXQj2doFyCbTy22Mzx0kD4izAnhlRI93ut1X6M8vvwH6ZcT0xBjayB14c7dNd9yPlP2N3VYPg5Yn2JL4ZEK5DFg/WemIKVZ0V2LueWZr/N1Y7Hza98lJJHW+PnrcX9mt9Pk5w9cF4nQUnJISMJzRqPYhMXpSQXmZWyGJOaB7BItDZ3dywfkA6eo7jUivQmRoy03KFf7BNxXQ8sqN3WGvqi5EEICc97jfo/Rpz+ySa51T7bLGaos8t3f35CPH5En2ouy0Nm0D4GsypSoxe7vwjSl8HqH524jMURHT1O7x2uMqIcOy88jodzLhhACyrnjWTczUatMHXkf/cNqJnMdgpnRnjoNqE8TfamvC2QpiMaSblSFtIdCOLNdowCBDGiA6EV/RXsfNOyNkhrz2rkytePE7E1VMmtXz0ggQQucjgsLcf/Gr5NqjlzeVwtfU7wuiPfwTs757eOHKsjUIWtLaUmz7l3couhfVnoch4D5l9HIBwH51wllDOguBeHGTlHcRapLQCWsK6WgvLwyccgSiQBYRi7JJuFxj7dRm/s4jarLPQDuwkShzb6P5Iy2W7T9Hx/xQf9LMw1MgzFeKye1LkGTsaGrBUiYqQnhy4fuMEQ07bJbXhpJSyQDy4L6dnlHAnsXAWkfZu/IZV4hBocDaNMfhrOZB9jvFTFLvUIUw+Q2Ddo9H9gJd5HZwPcV6Xf6XUeLMqwjzQA22/NpkCZRyWOwQxJIc0Va9nQtKRX9y8avTQHbB8uLLRXl1LN5Og9IL3dojCiHHiFmai0t+xrzwvfGDTCMie6GDZIz6scT92Frhr68cWI+HkxKF+nXXJW+6NuGP+mNgT9D1e9Y1PFP3/M4FUvfU5JnUX54vey68od7qsHVQGsiq+2ZH/WrWqk998LZjFPMTEZVER7SwVQV8esF9fnIlKVqEqSS2/5PXfPd9QiTolyuwLcJVv7zbL/cntfD78H9vq9cjCmP+wzUE+JakRZBUYtvzIrNvK550GpLBAJAn2SbiMNamGf8ekG8DohOZBT6bwuA8KU2EqTLJGnKYchUrsDAmL7ha8F6DsgjC1uxQkyJFVAm2x0qEFeAJNREB6hbBRSMH1wSZKb+u0meat33rPcZ+HyjL/wjec7WOeokMADuH45c9qaio5wNfcfP+NsFh3VDfTrg/s8nrE+R0hzbm9ZO0F1Y3LYzPbC7a0EPkHvSRcgWWg789jwSoaqwZtOufR+Rz2SB1z5ADpaKVZVruods45RplRnMA10HSsYI/VvIRA1Il4AypmZt6ROugHtlsT1umvcCDADdpSAfGFyiEVTnjJQthY0DXx6lyZ3iyr30epb9uvQ7ogAAcSEq60z8fIoIiyEJ1nxonyBzRnx9cIL85vFDFeSwKU7/Vhq84jdZWGqbqurYYf1g3a5JaDxq7p1+bxwQAsPdYfpiDcHi+SqJODb1hONkk+3WPK2bVaL9uOapbPtJLZbY4izXnNsO5BGaawexCDvdGICNGtoGW5cKnXqLcyzNnlActvKGwKVJwUIulhWaC7S4d7UVUyNtuX+zAmgZtp1pdwHIte5BDV0i8ccNAFIiTBu5p4u1ItqUCgBynSEXu/GGHno+IH86kjiycsdc+4Ty6xlST5yIx4R88lQsNWu70AIFXAvoh1i6kl1KQphBQfYhEiW5SxRYzx0JN0LpnE/Z8U63n+3nA4ADUBTpbUH4/QX19Q31diOL2p2UQiCysNn6IRsB7/mMljltgQstNANoEHhdlveF+DFW0e8H4L2u+OHPoRWqssPlYwd9vXAyfoSz/ycPrcpGse564iaHipEJTe5TvvHz4HnL8vzE+22zbOOph8zmZndfgBBQn5jWpVbEVY149qBN/hMs75rrhwleK+dpCbk5qemN9178+xfEf6/of/mA9Zcj1ueEbeI1S4siGnTokrma6INfu7Dn5fYd98/XWzPEaZ/Fzpz6rOmRy43XPUbgvrbgiDAXhLnQfKiGVsT2BhUoRx7yCEC68h7mTpYoX+kE+VNEKNQxDwKkxT5L68ZrfOe0iBibkyCAHbUAyAMAGllTXV2R0NQDrnDg15iKwgxFxhAQ1pGTp8nI4sJM5PlTROkEaVGELeD+jxOkjug/c3J334CwVeRDNAMkIN4tf1hotlEGfvagQPcGpNuGcF85JXcR6WVDc/gaOsgCILLJDzfzwDZzmzrEncwlhKg1ASXa4PYAwXvmAe018c4IRAWoFhyRlAOfBnuP3DcnsQj7fzPmF5RQqRXjhYOhKFBB85Xu843o4GFEeRohAaiH8S8/mz9WQV4LDv/HG9afD3TrUTT5g1SlI0w0eCrz4O2/0joxrCR3OUlCx77ZW+rbBbrRXzVM4256ECM/V10P6cDItJwRhqGZwHtSVCOluFEIwAMvyD55enh8rUxX8odWaHayjlI/2zHTtuXJhsBibB/U5iHtjcHDfrrBoA45j3tykUt+WrKQF4RKMlzwgipCmcvLm4UoGDkn53fNBQJ38jIOvKYhsBAvKzXYAMpPZ8z/eDCnGyCY442m0MLpATSPWCBQVzxXTtlFwU/c+0asTBFF0awNPR4vFN0ZmEmQJ2nubU7USHcSLQivmZ8xfB/0jCCC+vlLg6y9CauXK81ePj7zUHNSDcBmbtv4fo8D2cPR06gI12t+WH94Ufomocsff9Ica93RjGV5H0gRhHD1A2/g3S65ZXk/mI48FshvJlQ5n1qxchZ5rYpwIUuXzGywUKjyXvPcbJMYNie7B8mexMgMb5/s5KEpdcg6BGOM22e17iiUo1X69YXfc71h2P4BIZ9w+4cBeZTWzMWZ7GStPAvKGJuTk1RBPY/0BTBSmBgZSl8oy8HLK8Knj3wtD2EQcivA0Lc1fP4wIR8jlR3DzqLVRCmmOo+zGKS6okmHNFAREtyFVSPi3EPKmZ93/ywbYVNVqd+3gBUUQvIiZoBzPjAS9oEERZZz335OfhoQo0Dm1DyxEQPCsqF/CdiUucYqgOSK6z/3WD5KC9a4/2z78UXRvfAznc9DywMf/rAQiJaNHFAmm0gDmr0xAGgMCGWl33StRK6eBqQXugbWJ9rphrfZJF89LTenBCgMkbDrl3grefgQdemglMl2w3kMCB3lUHHTZiIjRuwKWZuBR+34Hm1Hhk6EFvHL46gm9g5xVgT7WOdDQJorIED3tkJeaA6kgbkFkmuzi/3e44cqyAAg9xXd5wCVEdXzPDdBNTwiXTfmf86rsfmERdFM9fXCCyTnM5qrlVhaTd/xpjfrv3q78R1+CJtoB2JHnWC9XNuB02DfKK0wvzPwqLVN4gI0x6j2sx/lTy9vnLJcklVqy0LFtvtmt98NMK/WNMDimlELq29f6/C1u3+5XOpxf+cGEyaramSiGLh7Upuqtwz0wmjKdQW+0GhDYwR++tAYlfOvB2wH1xYDsaMMwdmpTGexg3TlB2o7AKHQi5fewgACUEYAamxI8/vVwM493Sl7cqjKrRZdnlKTdbQAQhGUkZ18Pkazw9sLhR4nhMycZ79Guq4NlZA7p121cBHxw6/Y7t8OUp9k9KEo8Q/eQ7fvpmP/70dNuTctSl9udTOOb9jdzu6vD0lM7vYlQfBd0teDXac/nNn8mCYmEWwCLFELq03G42jeyh1hzFohbyb38gay74F1fQ/FWzFuEPs0vft87WlSdq2cjPbwMzQEhC+viIceYwrIU2wTWT6ZOcWd2tqwVpPpLKiHHuXQo/bJ3K/MZznwOeB2p0zS4OsdMjdCZqmtCU6gE1SYqHHVSKtNyWhucJpg2bpWMISDAwT7/a2wvXNEyD2ibJDbivB64yrE0TBVQtMeiWokTbncEIaeUrQ1t4hNsWxuT1XSKMhPI+Q8MuLw6wxZNpSnEfnQMYzDBpv55w7LB0GeABn4WUp3RZyB6Xe7tzuSKTEEC/QoKCmhDgHrKTbEKs217fMBI2AJEG4RCArtemzn/h3pSZaNoTwDVwWUTXKXmye7uAYjS1WEleuKdFfu76NY4BDPie1oQ5wAWHZGtWRg/FogWbF8jLZfJok0H+hbHhdFdyV5bD2bPGrl/+KqWM/BmgQW9KGPdIVUC1Mphdfq+KDm+ebxQxVkhjHQJ7V/WbGde6RbQY37AR3uG+TLK2UVgAWkm8jcnZkAmnmcTyQuWRFDtWnXiSylADC/547xgeHjB3j8H2IwR6v9IJeR/sdynwlRmtSmWVIGgQdENOg6xvcTUimcfs1YXsyukc+xYjeAKG3PR/lUt+v5fPcUdnKO/2w6VdV9Sn5wvEIpwApDD+zGcUeyFFs4gng0YqL8yfeIWFbzUi6NoUyIkEL92tFswFmRDh0xzm43tufUK7uG0GQGdMnh1+SDNGZ9GQXrKSJsaKkq/LkOV9k+0b4+j9z3tUShxYwgAKw/H2ht2HGCkHWDfn1lAMb59A3sLDvZRoSBGgCbkW3bGyBvDE2upK0+/wXELKGZekitUP8Gd4azQt8Ktv1d06Y/QuGPYRqPU3n7VdKKuXSJ96+hIuF4QH0wplGV9hmCr1x8x+uHz5Z3HfK27fyKqmhhFF6MvagkrmfU1gIA/kT4an/28Ptl21CvN8R//wKEn9C90sN6+dg1cxnpAkTrDnv2qWXzqj+3GLH+85nEnz8SYi4m+7LPUUd9fkOIloUhHL/8BBXB+K+v6D/3WH4asXxMWJ7RnOTUh1UB7Xw3WPoP2v3nboNOTFKxnOc1tMKrDnWaHK8ezHEuPzSEZhJSTgPdzUqFHvrdT9mcrABwnRcE+mkCZEIZ9qa5e+Pec5sSfcKvRlaL/MyO94qaBNupb5+pGsn16F82uLkGwNdUg2D8zOjH9dyh9oJusaCWIaI85DT3G+NrIUJ/gyk1Z67tlCyDgM8jFJe6mi5Y9GElALjLFp220Exe+DX72eDQM8NHsDfwlRNwGQX5INjOaGeOM7UjqEtumuS7oEIx/9ID+hPSb28MBUmRe/bjX5fdH6ogIwjK8wiP1GKuZ8T6nGhlVgpNKrw4euj7ceIFWVfI8xP1fCI0Rq+VFoGu931Ic3LtcZhGyMdnoCrKz8/QwT/EAd3/e9vJXyJk1n54onTI5U+PPr+lkNH9nbi95k1txC8xeFzOJx7MjxIlI4C16SmlvZv3wv1oRu+/o+8IL9fa4iIb7G2WiWxcEtm309B8ppsEyKMEtw3oe15bMz+QYE3KYAEWJm1Id5sGzD0nT4EQmDJfVY2Qob1BT2ofDJ8osqK3wAaHlVwX6VA2HXoodXCnHSfT0VtW30XkNcmCdcjbISEf2LXnQ0Q/RJLUbhuSSeUcitfIqcqtKZmOFYmyeMO2LAwBMQa9jAPf+5whiK0ovif37Y/dbe1hotW6v7duq+iTstZmVQkJCOOwQ9CRa4m6LIC7k+GbYuwxk5kxn16UH/2qxe9z8zYHSoOv/Z7Ql7v9voeGMPue2oq47ZGbph7YQ0+My/DYWITTkS9/obTiHQlx21Bf3xBDQP3pCemi6P9+QT0OKIfE2EYjYdVDj3zq3jVnZWDmbXfjjr72CfJ8Qrgxv1kvl8YhaW9DIeQffv+C8OGp3fvDHzPCNiDNEcs5os548IBmMfb/dsKQ2zc6hOo8h9qb5WzPJlu2ArmvJFAl7lyrSJvwITTqoBxN9lVQFJSJQQ4agDJGlFEaE1wKn1DYKBXsv6xIrzPmfz5jeK0YXoH1FFBGIM7A8Mb84PUpEgLO2nbO6V6t0KN9VjXSY5xhP26HawNWENQuIh8ilufYvj4/D0BhypR/DwCUKSAPwT639KAIWZHuaJJIJ2UBYIqXGlS+mRGIHaOl5z0QZyAZ2iZ1b45KL4xftN208wCaRAxAN8M8sPn1cdkjGbdDgHwyWWIX+FzWwlXcXzx+rIIshBkfCRNkXpPU1X9d6BMtZndpU2G43rkPNdetZhIx9FywRwFcCjEMtBMshUlGvov1aW9egRm0prttu82kP7YV4mbxMTadsYoQsnNY85v9nstY2sEFK8wxMoUpRE4X/k9g1yH3bkBfWCSNfUm7RzuQhUYkCqDpm51Z7Dvm8H6S0sUMSiwooqXPmJi/7a1LYWGMkQVcOU3Xp4nSpZ66YBSSagDTZx7M2L8jocKhJRos8PBysT1lB7D4Mu570mxpXgMn5JrATriCSS0FkGLetYF761DUOuCHe6hw96MGfdEkAJyyomCIgvjhzN2470lzIWTsRD5gn54AurvZaiCcjvT8tmusr69t5+v3wZ+Kshl5NCMQ24VKMEj3kWEL/InUJcPA3+n3Qt9DrzdIjLR29ZWKT6hejD2VySVfVRtRsD01/92lGEK0kBgF7K8f7x9a+RzCNLawj7Zf9ubCAi/adRjpqd4aHbv3fKX07lEr+R3//gd/37IixIB4ZLiBHieUp7HFnmYLFnCSTrorUMGCel2QnycgAOGz+QvM19YEy/lsDYhNmm8X4MMTz5nSo88Vce6QLskKLO0y7z93u9GNG+AZUbEV47W2CZnvS4BUJnZpFORfzy2pyLkS3GdSPhjXCJWB5KUAyLozmN32s1pCkXMu4JOkkZ4oYePnZfiSqT3+EhDvmYlVU4f55xH3nxOhbCU8/xic4KoIJ1JK3VdIYSM/JC4WkRnQOBzj542N0xBRHwlbSsfFmggfs6iLNRSu995jMOOmWIfd2yC064u9yEZQY2ze586QBoDSscBTWivsgW2qromsapLE2Ojz8ODX08hIEKDkyJQeCEB20uHtP0tBVqX5hKV/IETEOaN7I1wTbiv3Wg7JFEaZ1ZfXfb9mE6qkZIUG7DR/OlHftuU9xxYAvrxwIvVYxX+n61c0GPfRtxgAp84bpyIPutea29T9rhgbyUX8wPNpSLiv48STAcwPcZC5TQdqeceaM6HyLnHit8Nxlz9EIGQeak6QKVZQHrTJCIUTfrbG5cDDrNl9+uRrE6Com3YEcxuKLfM5HxNZlQ9ON+la90PBC2IA6vDAYLTuVKwgpytveDobMWUlWYe5nqhBrT0LuiZOunTSYfsfAMvI1QZDOXkjLju0XYy8IYXcKB5u2qz3tDNzlihkkNsO2Vnu3LnWXdPtEqXTkTC26yrdVtO16g/SpG+NP/zxp+m5lL3gPcLRtnOW8xlysveuVq5ltkyTDUNB5PG+9cnP3/do3IiHnF5Vfdjp7s2Bw9StEH8r8fqWsPWucTCHM4/tTIkwsL2mME3Q04GIzLLu5jRdh2BQvV/H0CU2x7W8v+8t5ERDoLf11KFo4v2BfRIqTzyYy5gQLvPug33rm7QxjM+AuZqJuUxJqdC3K/B2ZSNTK+TLK3e5//VnQBXpyw3dvKL/bcT20wHLBwutkG8QnI2BBBBB90ar3DqY81bRZnwDcMrVvJ87Ds+r+Tu7NlqtiXWCo38OvBg7o9hT8WoyqLxUxDu942Up6G60Js2/nLF+7LGeIkpP7geA5ifuUlOym2XXB2feJzUJcODXaxCke7E8AaC/FPMYsOceaeoRTNqae/5OX3V1F592+f3OjG6olxGwWLB3iLkmNjxhYwH1iE1UpYFH8Q6FhTfdeJ23E/fRvjIjVwUNLo+LQfpV2qS/HgGViO5WaUF6FMTpzwROf/xYBRmEIOJtaw435ZCAe+bkapOLbls7DN+ZLmwrEE2HlyILSQioQ7L9TmkTngfKqxOo3If4wRhE+g66WFvoh+q6AeUNeNyFfaMFbd+fulaMm7vXQ5Qf2ahWlGsljOdayRAgtUBix8l3XtrOq+1+bS8nYrsy1y4+GKG0NCjXnM4sLAwfuBEu92kpF6C3f9baZBYA6L41MLKuDOzWSydNrhQy/z2u1kwGMiPzgTd1/wqDru2AWPlBYFGsRuAyqMugtrgp+jeuvMvAidM16uLTA/Rh6ub+ubvy5+1RmNGkEfvEpMIPd1rYDOQT93Dxtr2bFnnNzHSl7+iFLQnhl5/bwQ1lEIFDzdJ3LHQt6OE72ciATWBxh2Ydwv72M2FEQgZpdNZ4ES7WoUc9jpBaacZSuX/W2/0dGRELD9zmUb1+Rz/d9s5xbyTMcGaHsP/8aF+7bkC0rzHGtP04NgqNaBjJIgZIxgR2JKrrESyQoDUL84J6vUPiskP049ACVGQmsax8OLSpdicE8s12iHU7JyCc0P12RbistH40tKtpt00B0YxzAMCvZwhsyr68oHd0wa57+HJBXxTxzs/N+tyjjCbDUnIt0i0j3DN13ucJ2k002Dky5INwqKkUnFDfB0OHaDcbikPCLFyPoTucKg3+jSQfOZQL2wEXyxqXrRAC3/h5p/yR3Iv5o6BMhIfDtje5ZQwMbVB+3nyKrx09BPJhh3vjQiOfdC8IW7UzI1gEovFHOuEHHETD1pNPxzw7Si/o7vvqKi1q0Dgna66utOVUu9EQ33y0HTLsn7UP9lpgTl9o6pAygF9XeDaFlV+TezYfajrz3uHvogjgueepW+4w+VePH6ogq0jzXSVjMCBeN1LmQwBQ6MN7udLU4dlgwnUzYtLQtL3utOQQVpMKmdGGJjsIbzYBuXWmPxfb836739Oqu5H+43MvZT+YnFlqU3Q7+Nxq0z/439oo+iTzyMb2kHkJu5nH0NvhXXeoWQTNJnKxHXYwwortF5t5SLSknRjewdXaJU7IUZrhhw4ddOhQjl1z6PIu3B/+oaeGkQdJ+MpkldLHxkRN9qHJkzTSS3+pCBZ1BsAKPp2N+q8U3a8fe6xvsekGvbCLKrWn0fbKmaQagNKEEElwKaO5LLkhmn2wwmb7vI7QvqhF/9m0oNmaFidCidAe9HxC+fkZYV7pXmUpOsH9xZcVYRzJ4s0Z0BWiDyYe/rDmz5PABDAnuK3dTwBYiEfGP7psiIQY3uPhtrSf13yHizVV30y2HuqAceAU/e6+j+/9soH9Pn9AfR4Z5DtbXCkpHIZ9v1kfCrgb2SSuZHS19YxdY4CwuvTdblfbiJp2T2crjp7w5WYmIth+OdHvvDwcluaHHDdOd8PXDbJVlDFh/YcT0ttKQujY757KpZjvfeLawBOX3Av+IUoyvLxytWOxhO7zHX//AjyfMb1S2gMj+2gKiH+8Abmg/PyM9aeRxUM82MK5K4JqSUyhEN2piXtMsqN57zKK1g8gNBWDn3Wl458NXzLhXoOUNdm+uFpQTC7QqUc5j03KROiZBa/0wPLMz3L/qugvhH+d1CVQ/tzpPbRNAhWbC1Eg3ktjQDdrTEVr5F1CJhsawdOduIYXRbpX5JGFv5hPtRSg4sFVy2uxANoJthMg1fbgq2A7xpaFQF4MzwMnc7l5CIcJQT5iHxKq/73JqSLaemINVIzE1dYjf/H4sQpyJCkg3iLCbUX6Qni6TtyhShTIZyVMeDqi/PzEnfK88AOxboR1DuMeipAr4p3wUDAfZi9QbiWJpbx/HlUBGLaJHVJ8dOn6k/GBhPeQpP8sP/B8YjBm7Z+SoJz44tOST7EAD6DmygM0UT2McetwvR1cqJW7PHd3MvjSf7/EAHk6MaISMN/rxOIrQIt9swg+FUG452aD6Yfd+EVR36RBcu1SFKC7ZdQlYOgDFu9dlO8xRfbA9Edm1KLQSxhRsB32Q7V7Xfj+TQnRdlDKAQulSnPUqaZ/lGR7IaDF4i2fgumUWezF2Ngxs4HgtVaky0ov49sMvdv/nBMAmJwtkrh1Prbv07EzY30rfL6zF+F+/mqIhwdFOMQ7Dvt+tdZ9xxsE4r/b7Tr7jh7CHgIydORHjIlM22rqg3WDpIlJYX6Pfe9+lQAZkpnk2Ne4PM7dth6/z+Rzupkc0Jnfzuifxt1W9jDymsyWAd481rnAZ6qUWHKaa+WVP8dkgB6goObitcdr8t6XlFhIzWGrnQ9FzW3KTEMqIz1xBVN5XhfbpzILWXKH8s8fARHEW4/weqeXdVWTDzFARA8D36P7Sv/v0V6vKxVyBmbjYuStNRHIoGnENCDclZ/PKwlxYV4Rlx7rc9dgZxWfjPnvaaEzmUPHzcTC4HCSJu2yrLzfnXfgzOJkmb2aIsJqlo9q1+NqZiR9h+3TgUiSFcnhKzkdt3+wwmefXdh0mm3KLp2tfpaK7q4onaFj1iiTFxT4ZwNTmvJAI6AyojXRNbFxVivAIbMAqsJ+D8jQD2j2pWWw4gmL6PVjxvu0bDD3CGzZcpSrmuzLpm0rqFJt4jZonFIoa/6tkW87anvNnPCNPGZQe3cDtuN/EshaIyEOjSP6l4j05caCPFDGMPy/vgLThPLLB2yfRiM+9AjriHhdCWvbtOjSh3hdWbTdFGAaDA6zKMWug8Z13/022Nkmai+0fxEIsD/597pTAHhkkX7v0aDrbyEO18p6MXA3LymQQ7cHy3tHbwUAGujwZZGRUsvO+hXZfYerQ5s0DNCpb4HjslFioZ39dyHjXWuA2t/BJBvrpxEuyA9bbXCRm8On24bD/1nQvXV03IloO+fxc0H3tvHnz5m7/hggY4RUIVNRFfl5wHaKzRrPWZLZ9tJl4EElhfKF7q7o3wogwHpmSHsZZP9ecaLGbhIft4r45brHEK6bsZW9I3MCTgcMR5TTRFvQhQQ/lwRpDAhV93i5kbIV9B1wuQIInLTMXESen9jwLAvvkczDUY4HyPGA+voGzZlmJQCnZMvxLs+HlhhUk0BPZK3KstKjHaB1aiNuPaIzlXXXOBiQfTfemPiP93ugrE/6vhXjEAOfj6MC1fKxfU10HoHjaPvZivB2JfTvqJM1ipISC7pnTR9G6NQzKMRVBn0HudvvfTozLCZFXoepQ34aWNAi75sYeD8ky+iVrXAyBVCfj4AqultG2ArqEBGWwrxkD3npEupocZxRkI8JaS5IAMJsbnjjmY2ry95ibOoEOR1ZzP3vXjZLjCv0uQedubrPAVJG5EOiptomvHQviF+4Crn8L5MZiyiw2WQ5oBEkQ7b1zwwrloGNprJIStE29YbNSI8A4n1rjnR1TChjZORiIAQsK5An4PB3egaUSVrmr6+pPFiB3I3wTu0QsqkrxBjc5hvd3Sp5IYZSaWRqU1i1hUgAaM2HG3JsR2lowCMXBbCmxP7dfcbBy9GCJJrDGvjcS2dFX6nuCL5RNDVHtozluO7Pias3besQXxVI0VbMgf3rv/f4sQqyvXk4BaxPESdVpL+/Il4EobOu+emIOlqoxMCw+jJEyGZ7r8MBOu5SC3VPZTcSAacYAdquFY25XNv38QvtQsdIXal6FvI3XsT+Pe/0q+HdP9t07JIl3+c9aj7b98r75+F74FranleTxf+ZGQgAwmyurfSMVbH0qMNEUgrAInwYm7EAgCYzqGNiUtNMg3dkXjukSO9Zl459fELqYzNSdwjbYaA8xUY2IROz0iyhsJsXpdlCd9mLMckm7sKUW1MQF2OSChoTOxTYAcV/pptifKnMSo7c6zDjFYTzVoepeIj11x0qD3d7jaUYgetOYpQXhGBjucXohdvC3eNiLlYpUQ4WSH5raVvzAr1eG1IRnp94v3Ud5Om8k+fGkQzp0xH1+YT8PCJ9vSM4YRHY7xNjPcf/8TuTyaYB5TS0awVV0/KbZ7Xy5GohJY8a+ar7fedsb7F0MYR9HdJ1Ld9WV5PefXxCeaaFphQWXSQe7vnYNVOHuDI+k34PAhjhTZaF07xaDvmDl7a401dKuwFL15E0lxLKxyOfmyoLsv2usFrsoRmEyJrbQQ2gTd7p6x116Kh/FU6jt//2xFXLwmItmXCuxoh0zdAuYPvpgC4EaxZIWBO75tJ1zesctXIyXlbC8SZZg/mJixDpkJcL0rohPE1I9475w/eMsGSUY4/t3DW2cYAXJ0XdABx8V2673Q4IRZrUL2TKvSTtu9UozBaXokhv5J3U5x41cc8dOu5041xRBkKwNfJ7cNfm0a3JkpEOxhtZ6Cct1Uw4KqMP88DPfzaoPd3U4GZfMbmTFv/bp84ysNhJFpOSaWvk02yxisNeeFtzEIEyoaEHTZq1oQWDhEJZJtUa2qDrkNngryfheSRo8HuebIoOwPxRMLzsTb3v0tsKT3eXsu89fqiCTNclNHH6/OuA42WwLq4D/ukTGhNbFWWgBVy6Z0ipqOcD6pigfYCs1MWppaNoDFCL/oIqdOTex60Pm7HGt8UQBjt/B6LmX9b9+3ynZsStVnAbqaruRfsRttYKkX03CAAuXRKPa5TA3dti8i03mbdwbwDwRKKWIhPMyMIcuuqnMzv4jY4ydeSBFOZsmkgrzhv3z5oCZFHU08hwdA+dt4m8+3KnV/THiTKIXhoLNKiFhJjnbZuijVTiYfAMWmfB5eGj7N5vC7TvoGFAQgZA5mztGKemZrWZboSe00wGq1v4NQMSI3OkO9DduIdKt4LuZUF4m3mYvl2bt7mu6w7FjgObDyNn6e1Oydu6ojpz2IhPtdR93RCteF+vLV1JjBQl00jDmmlonADZMvDLJ2y/UPIiWVGOPaIeIecDnYyioIZAvWOpzJJ9uUDWDTEXFuEt00nLiUbGsFfVB7QF7/fG7uaG96sWmabdMCbs96T0HSP3fjlBu9AsGB+b0c2MYdLdkoRmTo71w4nT8pV+1Y4s1OcTdKILmCwWQ2hOdLTsNAjYuCBlYhBETe6mVBG3ykm36E5SCswJxrKiPh2gfaJSw2Rl8VohOeH6Xw+YP4aGovRvEf1bQe0YWOK60rhUWkgee4R5g2xxv8ZPDOKQ6558pve5oVMNujfmuIxD+xxpF9lAXAmLO2Llxh5xUThpqyZOw92F0sC4MHVoPe0RhG5IElc+b2ecawLSpaD/MiO8zdC+Qz50bSoOG4sden6GAP55uvPzOX4p9nvEYGtpUyH3wJxGJbAY+447bED3WlGjtHhDDQCSwCMkywjoJq0GxBXWEEhrxj1VqzqUvJOlEed9cobD0ApoEdSO188HBBWx1+uErD0fuQ78ufG+F39Nfo7YMTsAUJNn+ttqw4Jgn9y/9/ihCrK7LpFeT+H19b892YQE9J+VAQfK3V2ai8VerZyuKg8qbCQf1dGyeM2aEltph4DrjgEQPgzCKVgCgIdJ2SHnx/Sab1nV8nCgSXg4wPb947uHT8ntCYT3f4cHGDuEhz1c2D1sEXcbzcWN6GUvyva9OvZsDnwfbNZ6AHbh/kR437tGRlZShiG5Q+0jgzpMdgWw0QmvN167D3QYCqui9jASTUH6Sp1zmDoaxbtpQK4IK9C9sBjD9eAA4poRLmSCy8IoRR16JKDlqYafBswfI2Ll1Otd9nZiZi5sKk+LQu5o5vPpVjH925WHMsBCqLpDy7c7J7h5ITw7TZyMN046EiOqu7o5D8Ef24b6jSSq7T39kRKDA3zv6YH0AchPA6cXBeP3VCEHI+8Fpt60g0kEsc9IQJNnSa2tWXBL1FZ0W1BB4HNwePgR5XH2ckq8Xz2iUnVHYB6dtYoCkZ7yMD/xYg2Tm1/0X1fE+7YH0QMtIxddIkJ1PnCy7iOQAlJRygr9+q6bRTRqc43TFFrj4vKe9Me9WRfyvS1Aoc2nHkemC10X4PML9J9+Rj4PyMdEhyYzmqnRpqxeMH+MD9BsQFhpmBE2pXtgHwib5oqQD7we1SD/oef5oru5iW7Z0tti2z+rZY5rDIhfbhBrHPJ5aMlLpRekuaK7VHO7CyRHRZ8YmYRWza62u6uRjphEJJkyo+0YMXzZ0P1+Y2OtSvKmKomXc22T5noKbTAiZwQYXmqzoQQ40ZaJUyRZ1iz4ToDSCKS7/QwrpqHQY9xdvqSaRCs9EMHiXsTZcCmq7GxxqcAmApiZhxrMX/v9370wN9JVz2vDG4P3ZxVBTdo8D9Qaz+CRv2oFvBJdcwtUCTva4OZDzSmsYtd+/8XjxyrIRTG8VlLt8/7BYIg20H81OZAqZKtIt/s+6QVB/MwMXx17aJ8Q/7jw515u0FoharaHPiUbZKiP00Rjkz5MC753a+SX3dxj/yLHR8wI3gvjw3TxznzDE5vcF/ud1Gb/XteG8sCstMQMA+8BnyJSNA2sNga3C+B16htz2mFF2WySyPs+mPIs2HQWoUKNcB05VXhYBJYMyWX3/wXQ/X5DNGIN4a/Coic+MQsoO6j8e5e25QrPcdXbnfu5FHlgDD13pKoIt5kHw2YFeaW7UOkdLgcQLanm+sDYNr/edCvWCFBz2YiCY49wuQNf3yijOQpwvzfSIGplMTaXt2ZlCnBnmklKeiTP8T4oDQJ+xy14SAsLRgLzxrArik4V2idsZ05IYS0sZvMM2XZY2nWk5dgjJEssioLgU/q8h1I0xr3WJu2hLGu/v9suN0ZzbTNZkgWqICUWzpU2mfUwIOQK5ErbylyhMqDGiMcQkEY2M6IcWdMVWgvk6cyYy2E3KAnZDCucYBYEOq/vssElF/6+IZAPMBcGy8wLGywLA5EttzCQYKZB9ctX2uN+vSB2Eds50V4VTgLjNSGZh83PXjyA9RgarOo2sTUB/RuDLsJC7XI7ox19u88sxhIQThP0w5lojBfVv78CX99IUDv0lOasFctTamjhdjK5jjm1kXzkz5fNAbWwYV/7vK57Ax0E4ZG8aklXNMegJjkugtr1qGcnTXGiJTQbsJ5Ds5t0yDhuaJIjT4+qSSArG+LSOWmLZ3p30zbFco+r0CLt7Oky2tTrKFfYjBFtRW/8zJ9bJjYC5KbsBdjlUM4Cdza2P8dmp1l5bQmp2+/y329NfWtAbOPjsk0on09aODyKKGe98p/IGEQq0L3mZp24/WNnFysg3RT3XwfUbsTwNaP7agxN22HGi2kU8wq53ikeC8GIFRZAvyyQo2mXY4BcSOJp+7H7nQdGfs8ybRIUrZRr/OmJ71A1YNNtY63iz8X4Abb+s9GC7HC2FxY/GGGH57wA956s1GncNbCA6T1DY+Fywq4IV6ap6NYTuq8V4euNBLE4WrcaoJ1YgDjaTldmY6nfa9M5NwZ2EMjlhngl8hB95zcNqBajFtYMeSski6VAWHJZ3zch7jF+POwxc6Vyz71lm9y5G+wUCDkBJzQCWXetaNKPmc5JGvjhT28r4lfb+6UATYkErMzJrc7z+warZ5HQebboQt3fq4f1Bv3Q6158H5EOL8z272p+46KMxtPrjQXaWMpItPEMXy4Y/+CKRbY9CCW8pmZaEVLkz+g76GjmLcFkUFZc3QREi3EJCuBmMRhHoLNz51Hq565fgwCxp5Pd0LckIT1xOoXDwjBy0LKi6xiVJwuavrRMCWHpEO9LY3SrwfaaIsqJCUKa2GDInde1fjw3IhijU7nKERFgWdH9dkH3h6CcDZlZMvD1FXVZ+VmeRjYls03lAOWSm+1w//3vCG8XTOs/QOqpTVGigbwDwQNBiYidy+a2kyBkaWYSjP8MSEnQAYg3EiJdiyopQT5+aPnEOg3Mzb0t/Fy5N/2HMzCvrTEJKxAKd+hx06b9rZ2gnomNxntF6ViA+5eMdGFQShnT/vvnDVGEOfGRayjEnryDIJbAJpAxcvfu/I6JxdjjDctgrOiyI5hx2SU+pRfEqo0oxdS13WSjwc1WmLezIB8A1B1iFxH0bxWhAHlwxzOelTXuUPfwlelLks3ZrrdVZ3LEhJOtOFPbeCRO2NpJXmiF1z31PSQEgP0OPl+N/Ppq+2XXZrsO2ifvuNQW//m9xw9VkAEyXiUr8tShdIb5G/wwfwy2Xwio3YjuNSPeVsTrxkmjS9A48oNe7IOxFch5YmRcl1CmjlFfrxfud4aBXXVazUJvBlZBGOgTXC9XaN6M1PUX5C3LenW9bdu7WVHWAB6UXmwfyF3y7me93x+/ezxMWw0KfdR89kwl4nWQ5oUrRRGWjdAmCNPW00DZlCXh1IGab+9C040FsEyESet55L7Vi7HDcO5WZgQbL1ye8eyRa66l1rFjV54U2B5WACmSsevhGfbzNOBdEpbkQmmKQ5BroPT86prTgCoCIFIvHQTpsnGCWjd6m1sgerxL202G05H7vHVrKViu2ZZoblMuQ/sLKdGf3LaCmPb4PeVSb3dr8qplL+cWnynLCrxcoBvvRcV+zzlsi2nYIUe7n6ofwMGamPu9OYv9ST/cWNZlzwd2SZ4Tqx79sXOGlK6lCIlPxsq862BmGVIq+pfMrNxNGmwKzyB/8H2XYYCmiHjbqM29zrwPTyQYIQr9qa+hMcsb3H8Y2TTMG6JJdlAq5OnM9cY8U0c89DuRUgTyC79PL2R718sV4d//wKiK7acD1p5E0bCJkXLMGz3SrKKM0hynSicoH3YnKO4mK0LmfRduG1EpC7bJz2xkwpL3/b9JCxWgAQkMzYqhEdF8Iuzeyu7EZTvQdKtIV17v7m0j4nQjSiZPE1cgT30rwo4MaQoohx7zzwyNyMNu7uOSRHpeC1cilftqTrVkQ7tvdLSZKB9c4y9YzyzYoRhZaqstjc1/x3Y0D+lIHxk34HAk1CfdMsg7oxFnZheDoP3rNIJELN8h2/985w7w75yNLYFnV+nZPDDKVSEqbdp2//ugaDacbljk8PmeLsdzE/ZzHz0avn38UAVZoyBPCelKfer0Rd4RCPJBmr60JkqkJLPD9F3odiL5p3srhDQd85+PhHJmHiBBhJNmjITNpoEHzlYQvr61A0/ud2gJf4Ko37lwuYmIyUkAQGQPwWiHYvz20A7+xXYBdGdft6952Ec/TmDmDSwLu2wdjN0bQtvTNYLLltt+mcxqFmExdCGslrmagbhwPxU/XyHHkfvlIQEYEWoFDul99KVB/y2HOhqsH1koUAGMPdSCHEKugMW0iUmvZFVKWXyn6nD/I8HOfo+One3d5B0k7XZ+rsUMRREvjOpssqRtg2iCYDUDlbUdmnoYWZDWjZNrDCwAtTKbuNbd3jRGTs6+Ky51Dyxxc4uUaGBjBcu/r2mPy8ZgkaczCYZbhrxdGQkaAjXVxtx9l8N8p84cPSVGantA2QrClwvqH585GX/T0Elk8L30Dx7WTnyaxt1GtVbq04Pw3rozgEGuzIaWphJQhJXaZ8SI+OWGcEtIb+QjhI0Tb7jN0LcL40/Hgdc28TNXpo4wdRcbUcsPNdjkjBhI9goWhBID6oHxg7LQV6A8T1boBmAZeH8cCPGH27rzRdwQRZXTtypwW5C62Nzn+gt3pfXBk9onqRbrJ75v5sTX3bTtTQFAakV9mpoCYXu2NCa7DcqhR9iG/fOZK2TdUI+jfb9CSsXpXxeUiZOrBkEsZFynWyGXBoCmAWVMiJcFehhQjiSiOdnOvbAlGcpQleY7PVUIZbTiZKZ8NQn6N8X0R8V2kH2yBCdSAM2mEko3LYDrrVYgg5gOmhGJJJgZg9qn04R3ftGwPW0ZpOmMNZCs9RhCk+6UHuUDml/3O2N17z/tezzxyXfKYpC0F2sPueGZgndEMb4Wfk+0o9i9tVl4jW9jU7NLpKrzJL7z+LEKsr0hceEVGX5fUQ4JpXv/MtZTYCflXrswyKEXbBMlMZIJu7iIO6yC/mVFuG8opwE4j8BpaISZ2geEhfuoGALk1QzuYwTwEDr/uFs+Hkj6ufJr38UtfhurB0BV9rQmn5b94VKo76REvXvYjpoXYiPiUmnSr868BhqsKKt14+a7LfOKWCqCeVOXY4cqsTUL63OPdLfXYTB4mZKxe61h6LiLl1yhPeFvzGZMsW671lsExaLIXFaFbFObFVXZANfwwhoKdIkF6rH4hNAOY34/G4641nZYBrPB9P14M4LxKcnRidVCQ7YVOIztz/ieTmxgrOGgjtiyft8u74qydIkFzpjYYuxq9xOXGKkL7/j8dZ6pe9cHn+gYdgeoQlKQfHgm8WvsCO8DfO4Omc+EgEUoh8Fl4XT48tpY3ftNan7q48Cm4T7v97Hff57IFAP0cED++YTt3GH42w3RlAEyrztSsaw0uLC1BZxToLzuskVCsusGfTUex9BDTxPq2L+bShiG0Lf7SZQHebgtrckDgPr6RqlU1yF+ASNBh96QEha1OiaUnw9NsiQPaI7kArxeUH/+iHroELvE++vrK+L1jq5PqGmgveU1Y3vqmAwGQpMouhOITDbT1ASFe+Thb3QcW389wUMPuKMt1PcrvyefyJhKc4GsASFXlGdmF4e1UDd9XRGXFV2XaCE8Es1Ka0W8rExqEyBeN2wfBuSPE2oMNL1ILC5h3dULANETyRX5qUNN5lNtxdFZyZ7stI4PdpIA1HziffJMd8LoNYZWqEMG+bAGATP/2dZGC2Hs2tv1bBa7PPOH12pWvDaNemhEAeJdmylJnLkrFyUXpU33AUAEQhHC/RtaoI175++ESTSHru893Ja0DAACWghOyO/35WK7cH8deaLCwPf833v8UAVZjBTgb7AokC4bBgHWs+/KzJVFQQOJNTTZTFwVcbPsyhBa9zV8zej/uGP7MGL5aTDmYGdTFp1j+leSMrg3TZB4QrgYGeMO0yLvO0GoQ7G6f+ibjeC+IwbwPunH98nhwdPaC+Y7bfPDHvt7j7pLdJzNKVk4fdihh42aYYfwdOx5sIIHlE4DC21l5ioNWAJyEITb2ExAAHBXdegQr8Z4va97JnKKhN1igFzubaqVXLlOgBV3VYTLzOKbIuF8T49yQloQXldvUG5kz8Jka2LP89EdLE/RPK5ZnElqKfvOft1YSLa0BxgYE1lfL3sR1QocD9ATHaPcI9lzcttbo+ZYNQwWOKDcfa8rn687blmspkdkSmHcIUIkcWocdqZ8qcBhRD3/hPWXA+I9kxDl1qkequJM6RTZgG0Z+PpGmNuahBYS4fncfW8a4rU1fY7uiGUje5OoQ0L6+yvSb1xV1CdjEOdCeP1yQ0uBetj107BEyZgHiEC4vj/ujaJn32oXbGdZEG5za+60izb9rtDPX+ERo42tvK5kwV9vjEzt0u4sdwHCPCF/mMwUqBqfxD5XFjZDtnJCqJUa8GVF97cXxPuBqMtthdQDtuNIu1aDjh+nZsALEzD9nslbOHbYnjus52jWsPa/pZL8kyvU0AO1My3OZec8uLnJPe+ckGWDdBH1aWAT6npvS1XTIJyg25njxh2CpJXRgxfLBhh4fWvPs3J4oRVlfbJJ014jRFuIg2uFqxVuhH2qdQlSugH9xfbHlVD1NnH4KB1XANsUbP+uKAOLF6Vx9pxNs9z2xl6MF8X4lQS4bRLbRYf2fB8ZzukuLX7RIxWdde0MchiDuji8jYe/8+na+0BroGrc98U1PkzSsOZCH34f8G5o+/bxQxVkgNKV2nVI10JZzEZj8jLR9Hy1/UML4Y62lVfq89K9Yv4YW4pIugvWc4/uEzOVw6boXzdsh2RxXk7WCKhDjzgrGbtfTaM6TYgSTKda3kmYWjSfR8sBuxuSF9gYIeDe8XFfLGL75W8lUEHe6ZMfdaItDs4KsKoVlrvaIS+QOJrkIrfDvGUeA3vohvlhx5c7J8+hgx5ITEhXY+j2LNA1ibE2F5PXGFwWA6cg1V3q4axOg5vDxoYBhbAcD3aYq1PcIWk3P7HD1bNPkRLzicehkcjU5BDDHyb5OXbYIWz+vpoC4mafWt/Djj1wu73bz+v9vnsp+3tre8rd3tQma9OSe/Yx9+I9ZOEuH9cbC9PTCXoYSWqziU/uixVSm0bNzB/Ag348QseEeM9I/4PQM/p+bwZS4nPdMlSpO9YuAR+fyIlQRdARFfO+PwX4u0wLrSFAHhEfh7C7xKbFfbE7szCt4HO/GxFtGCCOKrjRTrDEqUQCocwLZCFprS4LbVznBbJtSFWx/XreWbNbaUYgspV9sn552z9v6wbXIEvXQc1JTT5/pXOX51MbmhLW0mRUep9Rv76QE9J3CLmgfnyCjgn10EOfJ54xr3fIv/3O5u/DEwvaXaFB294TQJPXOAxK2JbrkjJ2WM7BAgvY6IaNkPbwYha0LZeX/ywjP7elDyQULYo4U5ssgBG9rFAZ+3o3xDCuSDCG/aYoEw09eC5asblvkFIQRLA8cXccCiCzor9WzDkCH6W53eXJoWwOPe7t3L9p83tOM1GqskorZGHjn7XoQ5tG1xP3qk7W9RVAXLk/RgU2awrChua8J1kRZ1tPmtVmPgjizAHMva99nwzAXsNehGHFtrlt+W457qhAY9KXB3g77aQuZ2iHoi1eM2yAZyc/QuxONvurxw9VkN2arfQCKQFxTghmZDH+tvKG/KljMHStbTHvEWHbgTeQVKCbFbUDrv/EjiZdI7qrYvpcIZVTjbus5Il+x3EG+lDZtRXdd3fmsRv7Hi5FUgukoCVlzx2cE0w8qB5AGIZ9kn0oQOq7xboXjHfX4nGqBt7vkr8hENHHurBj3HJLIEIp0KcTdOqbrWKzW5w6wrqvNygSiTQzwxzi24J66LkuMGlRdJnOuu0Trk8exmaHE+WM5V2GDhhAMos/J9dEmw6VL0D2SVSVP8v+XA6j7Y6NgNYxiD1dFz73GNAtPc0zhn137te1Dh1hXU8Kc31ulwBEulC5fjRx6n23krrNYBgCE8a0Rshhgj7RLUq9UP/xpSEoOi/AOLSJJMwb9+9BoMexMZQfSYIqdFQLX698nreHiE2fjFXhiV5ijGvtU/tZcrlBY2Q+s+mp94hPmItYhqLbm8WDQfS57MXZoOAmOXu7Nsay33nqFpsAdOxQjiRSxvvKAj70/Cwkyn1QjUT29RXxNEBKoj+6vTbZMrPGLzfu9u2+auQz8/umRp4KBL3fUdaVumoL0gjrinibER19ultzEiPkfEJ9PqIcOt6TRnRCBZubh2k+vc4IuaK7JMw/dY01DPju08xm7mQl+1RXE8yule+d5+cCscGczXlKOHEBsU2WYWIzKlsH6SJw6FFOPTW8S+X+N3XQIFifd9/3kFmYHY7l54BFvDzznnMErKaHwJ1icPINOPxWAQGu/xBQizTYNmSSvZJBx2Ejq7t/Abpb4kQuDgPbbtp2tyHvxdBlVKJA/4aGbNae8HLTH0eu28ONN9z6xNeVR9MTWw7zvrPeP69p3psK3/dKRTMSCRufk/gRYwU5bIThvSGo0ffgaIVXBbtxVY9m6wnssHhc0chu33v8UAUZgO17LcczBuCe3xkBHP/1zrSWDwnr0Samxy5IefMsT5byM+xvwnZkYkmaA2+wuWL+EFHIpUB5FkCsEVh6yDLaxGuHoR9YJkOSvkf4+RPNCnoyuNMLHZ/EDD0kJX6/+d2qu13Zo0HhurspwYMI/NEMRkLTLT+GUbgO1tm6Ld1pGiiNSQHScBq0SRNdfCBSKYIdfIS1ImSt6NaKsJXmB96IVnbIu6ewXm+M6hsG6sAfCGNyndtUDTdHWMgU1hQ5OS8r97o5cy9+oqdwI6jZFBUqp3q5zW3CDG93PpcuUQYkXFlox8NVt2AohbAA2Xuq88KEJpvEdeSBL/fFftYA/fzVjEK6lqDkLHKIINzpz9ze1xBI5lo3pNvRgk4SC2eMbPS8OXlAURCsIXnjpMvJ/8DJU4RFOgiTiUwaVkfuucN1aRM4am1/Ly8XNpRWFJ1sJgCqZ2obFK4jNb643YF5ZYMCsJEZ+pZjLIcRj45y9cB7Lt4Ji8q6kSAXAlnjjiY4GlAr4ucLQpf4ZyYrk1KhX77S8SwlTvS2r5cgzZMdHrrxYPWpqxnLlILy5YVks8PEazsMCB+fGVM5EkmJ15WTeC7QJTYipAwDd9MPpMj1OWE70u7xnflEEKgo8kA2cjfTuGN4E+TjTpIqPYAT+S2odr5lwfokZkJi0O287z41JORj3CfPrOi/klWeD4YAjPYcbXouA3fK6V6JQIm0Yr1+6BA2XsvaS5vyoLuz3vlfMvqXFctPA7rrXnxC5r/naT9Hu0u1FWHF+MdKr+w+tJ9dBucCKdKb7Xl9ZytAvHOKZPHz3GTC0+nOlaNPozUpQycMYk73fffriUsOMYeNxbiYuxbPjXakIt53GVbYFHG1Ah/4fcOLortVcywL8Gx3AFiPlFc1MxI4Kcym4gXw2Eg3Ofne44cqyKJAnCu6C60c08sd4e2O+nRAvG5mlxdal0fCFpqDiwu+p99XaBiwJJIWysgQFpqGA/lIxnZ3EcvEdHgK2I5A6ZJlaB6RSgXuMwPdzcqyrhtcOoJSd0nR6BPRugev37hTpblE3eFpd/GxHWKTRcEaC6/ZJlVpkqlHeBsGXz/u6dxRq9j3qQJLob83ut0cREGvX9tz+76YTl5sQOKVWkmd+v05uy631D3qcl6MPZsgXYc6kAUb7yvw8gZ9eYV2HcLTuRVwL2pyn3lt3MhiZTHQ+x2CCe7HHb68wQMMpCoPTX8+vjOdF0APlJwk2NRd2cQcBuC2AJHhBaiAHKeHJkga03kvYizUcmJTpbc7r+9G7S1WQuw6Ly1Rq0ml7pQ3ybYBH59QO9tfqgItZcrWHH5N7X/SdUQ2nKSnpks2RzaNAdVYyXSkqvBYUTlM9HoGEPIElL6FHjREo0sMn7jeoNcr0BnRalmoPfbGxZOMVAlV9zSZoVd2eWAvC9GQqUMYOtQxIX1lOISMsUH06klRQdg4zIWNmGnQdV35O3/5hGZ4s2XI6wX1PgPrimbO8/j5KIYeGw9A56U1UeHjB7LGo5gFqRmZDD2QCupo70tRks76iDol5vZOEespYD0xhs91uFKBaPvLkGmsUfv9s9tdvNh4cbLLZNMyE4LQYOFgxhnN6lfeQ6vR4FGA7nbOSI93+73CczNPoZGh4mxoTQooiZA4Ax9sD+4kLbBI5UOAaE9L20URJu5kAT7X2lGClG5kaVf7XKoAmh5sNB+mUlfDxE0RvsI8qu1Mtn2wvy5vPshy588LJn30xsUlUc6S1vJ+0k1X2uguz4Lof+e75s1gdttweqZ6tF11f6kYvmTaMm9MmCs9Pb41BfSvwP3nxAYr7JB3XPh+P+6d/6PvWQXtAADNH0lEQVTHj1WQq6J/WenmNBcSgN4uCOuG0HcNbqJWtiJdK+og8EjAPAb0LwwA79865FHQvxAm8ZtfIxCu7IhUgOHFIJ8NgCqWT4LhC/+uHDrEINDXNx4WZvDwjnCVc2MFx9/fONWNlggTe4gFm8s4EvJ0swmgFVERHhZ/Zaf5GMn4zh/78fEgD3IykqiyaPQdD1y3FVzNeB/gJDnRHnP/GZxsSZoQThNbbg2FLgsLVpd4KC/L/pzNuETmFfr6RhmPBITniXtJ3/WFwOIbOLlpEBY8gJNeY5B/08Q42asaCgFAPWRDjIjVJSBbl+yTgEgj0UEE9WCxhbcV7v7mxDKJkRN/KY0lrZcLr0XfN51ua7C8aIHrg4ZUeEGfCaM2dOEx3rLa7/XEoOcnFmIvRqWyAJ8mSBchC/fGdUhQAbo36uvr1EPmDfU0oJx6knEcut9Sez4yrw2Wlpx3OPmNEkDpO/IRrKnQZWX84/mEejq01QE8SGDZoCGaa1OBmvxMYwTOBzYRN0ONRhL43OjDyXsyjlwBqVKOuGXU40So8HBAqBXhdufe2GB2GQabmK05Bli0XelgJin1y1ciP5+eTYYzcu1QMuRyR6iK8vGAOnhBZTTjdmQhdqZwXMxe02L/CLtWTL9tKGPE/ee4m0vYDpTvj0ImacW7vzwQpiqLoRtYeBGTvGttQ1HEeXeZc8MPnlkV6a6WkMdVXR45XKS7oW5dgIaE5QMx17g6O9p2v4G7Xj2FFmMKcBKVojbpwkIiDBIP0XTG3Blnh5ADod64sKhHl6h60lTekUqAiAPAZsSh3u0QmC41SMsrb7C0Tepe/NKNE6kX6eG1Iq67icu++/Xz/WGatpCJuCm6a8X424J4M6vVnqqS0tN3n7nOhm5stgN/iGR0dzpvvJor2HceP1ZBLoQjo39Y7zMTU5aVlnfzAnk6IV47sgYPPdaPY4NHpdIlRbuI8bcFIfe45YQ4o8X0aSQrcPxSsR0Dbr8GrGf+/rCheZeWKWD8twt3Wg5PHw7s5rfMQ+p0bFFwDYLMhRNz2yfObbLWYpKfYASvR+9pn7D+pB/dC3P7+we9M+KeOqN3y5/1hKmhp+GFQa0CQlnINMrQFIHDsJNEIg0epNQWQIFgkLBPYdvWDnSsG9QPWxFaSWoF7ncUy/QFgDD1PIy9IEXLVXZTkVKod922plWtywLbQBiZSlk4rrfWoNQHlEG6bi+UD/eTT53BfMy1iygHcgFkyU22lY8jpPQtJagFApj+VUSAtzcyfo8H7lCDkFVuz/GxRZLziV+zZfu9aXfeemjI2nvkZiTHaZ9AxRzPJhpzhBVACCjHHmWIZJIDtH/tEyMYATTpycg9b8x1d/YKQqJYW6vw3tByhTOyYbroFiay8T4NtxlaOpTzuNuTeiLXlXF+oVbI262tG3xXqddr03fbzUxkpRnJlPZe6tdXyOsb/+yXn/ZrmhJtTR0t+vnj/lmLEfHGBsKJkWoGKuXLV8SUUH75wJ+zFYQvryQ4Tj1RhsgVx/qhx/LMvN7tyEKTbkoN8IPcqf+qGP/gGmf5ELGeGfPpvuo+mdWeO1IoUFfBZu69YUWLFPW83bjwdyEA28AdZv/GaVfKHn0qbjaUAsJ9Q7oB64e0Q9HQ3RcAIJs9R5TO9rAmL/Ida1zxrtBvByuGK5sIly25nEkjsBn73B/uqAVwF9uZfWRNggz+3jJgV0eotP20JkC3/ftUIiCunDGSll1PkYc9sJIwJ7YK6K4FeQptbx1sr/toVAKghd0QXlZ0bwXpZW5SS306WjaCIh9DS4fypsBNTfz3bOf95wL/iSBrKNrBLw/JOwD4gbnfgfsdYRyBw4T64QBPcxo+L2QT1krJ021GuB8JYUay/Jan0DrA+VMAKrCe7QJ3plV+Y0dVo2D59Yi+TwinA8LlBhwIoYZlg54mm/JMjtLR1UoK3XcgQlhzo9FEfSgkjYltBB2Xo/zpEeS9ScijW5eTvvxg9Ar9YEShOXPiEEuV8YQioBGr1F2Zip0ksudPpzfzap6GJntRVbonibAoLwuQCTVrzqjzwp3fg0NUi4Rct30/l0sroLptrenhNbHXqMqJyGL/dN2AbYPaDtNlPa2JefC/piVj2Kd+I0dpn5o2U4OgnAebEgjj108j4lyQDj11zM4aP02t4Naz6bA9VSgleoz7+7Rl6NcXvpaUOGVvbCZaJrBPo/b1GOlPjlz2/bgI8HZFHAfqo6M0Ele6rEzlskxrRL4+WTPiZWWMZgos2laYnCyn9hnTvmu8CLFrpwB3+iKEqQGal5wPvO4BkK1yErb7SHJFfLlwGt42NmgA1xHrumuf+46N27bx8PNm0XfG48hm4JHUZcYi9T6judIlNoby9a2hGCiFxbgU6Fp2jXhVTtML89JFFbJm6POJyoLB5Hcdw080oTktxcX9qrnTHD/XFg+YZv7d+twb4cfgXc8qFrQdpyYgLLDQFRYaXbQNCSHbJG3TnucfM6GMaU5l4vse7ptB0hWhVGOUh2YA4ufb8mlozYFGI1o5ZGwPKWDEKswO08hPABnNcQG6ayV03kkjN3kx345i1pF29PQkVYVC8lecfbo1ZUzcmdaeLZwnL/7a/o7FPCAfKJHqrnQFa9MwWIjHL0Tx6kDnstrtZkFxQbPpjBun4VC0XQ+NgrRUJs7d8/75SJFeBwrEtaLkYIlQaDpkDUK/8gJ4OpUTw1xj/1ePH6ogaxJo3yHcZk7HHokIoFlUmjMQhicSG0Qw/usbwu9fSFSJAeF02jtxAfIUsE2C7US4wQ3Tow03UoBuEaQrbxKPO6tDwPY8IHYR4eMJqBVl6rjrvq4IL1dLURI65ESD68KEeN2Y/2pGE6HU5gLVGKsOVT8SfDwtyPez32Fgv79oD/A5bIp+SOepF1vTpASErrGP0Xd7JmwXdhKIskMP90KvXTewsD1gg899J/6wF/ci/K1LFCchCyxA3J+fml/0fX4gNplBhu/N677b9NQi6Tug69H26zZpa5dQDwOkmJSmOCsG3LdmTv4h0ogkn/vGIpeqqCapggbEOQJzbnIt7RK9nHszDNkK5NXYxyEa9MsPtsKmuWni+qLvIHfC/OpmHN40WfFqO9N1Y+OZLNs6BGBeiJQMPTRUBFXEP9726ysdtbMzWfRhy4ilkgkOtBAS7RL3575b9wzlQvi8Dh3Casznavvvw0RyoBvdeFE2a9qwZMTPF6517DmLI1yumR4cpVGgJ5qxy7cUQDXjkAOvrV0PR2zQdxC33lwW1Ft5WJsw+xmLkb5ccmjrE8CQosEIe8vWmjNRGlssP/dMqVJFHvx+QGPOhqwsAJ8zIxiPdJ2rPb2vV/dlBg/nfOD5gQqEYtNTJFvYFSFhVYyfedaw4PkUaZ7Is02lUZCPsalCpCidxjYSq1yPHOfaFCYage0UUROa/fB2kp3J7BC5aoOL073y+UbGFdZoKVO3Sqg+C5bngPVZTPrEXbKOLLzJCFNSWFjpke0TuCL9wc9iNqb1o180xPTIIpg/7sXPJ9D+Qlg53gvmn7um784jAy8AYAiC8Y8VkiPibCS6BYj3ajJJ4f7cdtpx3kNotqcOCIJuXlEPIz39DXX1RDw3gUl3bXtrwGBqRyY2Ih8uOfve48cqyEFQDx1j91RJAsqErpt8I0Z+oHNB9/mODkC43Ci3GUc7rHlo5mfG9KkYXOI0+QQU2YkC8WpwyVVbpifAfUYZAmIf2pvnUoPDvymAY4MPIWAeq4KHyRBRugn5xEVJ/8cN4Y/N5FIVQN0NHmJkxy8C9eL6bZf1zXTs//yTh7J/nR1Ier+jAgjHA2FzL67qu3OyVTWGBunIRsaoDmkv0jbhNhLZA4nJfZ//9PDQDVUemBh2JMCyYt+91odDFM4et+YF1YpvlyDPT+9JSimiHidqS7uIeFcgbxCphCWr8DkDkPuKuBXkZ6PW+3TjT6EwOhIWQxnursu1L3+9cdf9bsVgjZQq1xkuuXl5BV5Az/HzEfp0IjToDYg3mSr7DtugaizGmnY0wGLoeO3BYjbPkOOhTbTkUlATLPeFubxGwnLNcB3S7m4FAEWhU7SGrEKL0MoUNkmbX3k5D3aAW0LQZUF4ZVJWvV4hxyML5LI25Ic6/pFmK87qLiymOhsR0ln3g8HkFlyi04A6dA0GhxVmrrEWu/dt9bOtVB64+sFNUOzna6mQXFAn2nXG+4Y6JMy/DJQ8WpBBs0wU/rvvQhloUDH8focsBd1X2sLOP4+Efe38rZY41CQ5EeY8Jo0w6lB2uglwVYOLdyg4ZEW6ccqEKrpLMUZyRe0D1ueeBctQJE8x473Lqc53wduB93Xp7WdvaMSruPC888JL3W+FVsHwVVuMZls5BDYM2SB3L761lzbRO4xc7HvzJA2iTreKsFakIUBfSdpankk0664kVWXbG+cDsJ6lGYMwkpFpc1KBbQo0dLKPcLrzNeWJxkG0Vw7WiNtzyGTC5ynY8yl2nQTlQM//ZAQ/ugBy+HKtOeuHNPTD15see4kA1AGWbPWfZEKGshjUpwmhI2NZ+4Tw5UI44XKlPOXEQ0jmFTp0yL8+I5wOLeQcFaiHDvnANmw7EkrhvofyAu9k4yx7yHTYzdbdNQwbID07LF/ex0WRTx3yIaEOod3MAMlQ+dhhOQ0kiii74fw0orstNI8A2g5ZM3dn3lP5ZNxkUD5teqJQu1bvJ+N3u+dvs5vnhQcuDJo2iU0wpnQdzeBB3LqvNomTJpsGXapTFapld7qytcKfnhvAKXcYSJJayaZ9l8Vru/XHPSJfywN8785mAP2QH+xBffpU72iLIqjBzAaNq5GEUExnm3iY1iG2D44UbYdxWDkpkIW+vWteZF4Zc2nFht/AfaVME3fj5crisCxkK5+OZHO7L3OiUxU8hSk8MOjd0jPGlipFqVLk71g3uLczABYxYw7DGjuNwiQfObOQ59qeZ7wsPPyD7OiBx2Pa66+HHhg7fu1hBKrSyzwIbzlFc9WiD7O7gln+c+UEp2r5xdOAOvYIEwuu1soADdd126pCU7b1R2YiG8BwkmWlTejIEBg1KaGAKISqQu/L3ohWWyPp3sBhWaDbinA5oA4J5dRj+djh/pGNtO9ItwMn2HTjJOS2u+PngvHfr5BlQ3meUIeI7Zha9rbvYd3BS7KjTdJIPy4fKoPaAc7wkZrEAh04FUcvbHZPklhFO8xqUKsURUEguzsF5GNCtaJYhmA+DUaSOu2wuGtp+zdO/HFViFY4K1vUfu5aoTN3zbUL2E4k7T2+zjxxv9u9WmNv8K1HGnqyEoAHL2kmyYkAw0IC1nYIGF4KEckUsZmOOx84bfbw81qgdjanOwtr/2ZZxgKuIyPQXcBEJvMdZ8IUz/PusudZx3tGKAHrucPwZUO8bsgfJq5iKlpWNhEL23n3+2sC9uarBSAFh8n/k0zIUpUSiqmjtd2a6ft6+oh02RAtJzf/TKefcM8oTz2WDx3COrJ4lBH3n5O5zLjOT7Ad2HlpBMY/WJjLAJRJkTfaTnLZj0YSSAv3BZ6Z2l8Kpt82uvBYOHp7mB1gEeEHyHYZDOAWbKeE8PGImCLC5U5yjx0czjD1fSmsgLXHt8X4e4/H3N3Haxqk/Q7c7kCfm7eylMrCXBk6ISmY97XdYa4RtWKspVKPCpjU5zt77wcfZa3KIhPyzix/tB/1HbkT4HLeixNgjGcyeuF71AbtK4DIKVnEYNQCuW57ETcGO4rtv/sO5dgzMMOgvsZGDt7Ng6/5vidkoe6wtfQdz/D8wLYPEXqcyMb9+aeG6sjzE8rPz40woykg5NJsRNs6wsloDr8/XgOHtudl92ZuUqQe9TS2lYLGiHroULvQDsWgjPMrfUT9OCEsBfG+IVgykI4dgjDH2q8B06P4ve0+KpV7TANLpCrCG6+bnE/AYeLr8qhTUxBon/icxoQwZ4SLeWAD7xAWcfMP1yw7kvN2hS4WrXq/817ouHpxwxAAu498qC2RS1CMSFkh/Qi5zUgp4vZfn9pn2h2WfHIKm5qzlmWGF0W6ZoQ/XhnMEgT3n3uUnsXBtcllIPLWZD+NKQnUnusQt2KMCz3cHdLNkyCGfU/q7GbGFEbLDUbjPegoLZBh/dgjT+RKFNuh7jpjkymZBjioGXzMnuhk+9DVGvCiiLU2xzuptOgs5mg1vFakRXD/OTRLyRh2OZfabfuYNxyyMcTt2oaV9x8q0HUBw5RQrDnWQElq7ViM6eRFWH3+EJuOubsBp39doUlMimS+250gDL7LDyZNMojd8qvTve6fxyBsRDKn7zKmNsSFzOvJm4rP5VFL7f/eUqCK+XtbU/VXjx+rID/sMLUPyIMltyR2auHDGXJfEF93Cck6TJg/Rtv58Aa7/yLYjkD/ipYSkid2p3HhbmP6jQL90vPCUmPID5hkRVqss4OacT7Qf14R5myyEpKG4sYutf/tClky6mFAejUHrBSx/vOHRirbnsjixUT4T69m4+gEJX94AbV//48v2vsC/Kevd91mtVznlQehdN1OKHvJCLbvbPImPyyLkZVqaf/9brf9V82Cw9XAOzj7L2F2/1kAXHfdghy6RNbycSLpyQ/fyw2aC4Izk/NOYOK+VfYpN0bug7eKqJTG1T5yQgxiHS676njdSOLbtt2AxcIcECMwhlZ8nNSlItDzEfXDEeHK8Id6GBpb3Q+8/MsZ4TRZ+IERuAAysmFTuO9CXRa18M/UiE2QwL2oudi5lpYZyrSc1akjE9sOv5QJwdVhT+ZC5X1aPp7ZA8wbEALlH9kJYxF17LA9cfWSrrkx0QGQ8BUDyvnQJlrxhilnyHVGFGEClBmHoO8Qnk7vEBbUykI7kIAo1zsn6nXb+QLDwHWBs/EBxqM+WqF+ey/6e3i50rBlXjAeemy2r/bJrSZwB1sIhaY5IJnOd4sdwj9+BGrF8tOA9RwadJkn2SVLFUYK090tywo0YChqtkl4YTPQYG6QzKQRWKcAKAmnYePZ1l25I24yI5AIBlghrLAJWayRIHxKX3eFZ/5y/6xwH2juzs1RrOPvBYDax33gEKIqxRzI3CoybPaaxclgO9zP105TkFBIugpbMZMnNmeiQI0B61M0JzQOMdPfd0Shdv480ZjNpRdsZ9ojb0faH6f7TpiLS4UG7pirWWDSf7siLpyONbLZSNfMhsp0x8458oCIPBpJLBMtzaM0LbI7o9FHm8Yi9dtEv28eP1RBZnfeIV43lKlDforNA/X2TyOmGND/P99oAGEaT1TTLNmNROIE4ehqe+PaUT8GAEUU80+C4TOlC2VgV9Y0yvZGbJMxAS/FukmDpG8LZCso54FSGrCAQ4S2gC/U01aD4voQcP9vH5GngDhXXP/XMwMv/pgR/0+SmjyUojFObVL0CfSvpmMJhL0BEKfhFz9+wZ8gYX3cVVbdLUDvM/XA3hjY31EzGvZpxCdUn2r/o2Lc9uF0Hvve17LIvX+tgsLnUQokGvPaSGWeNtScvbSyCJj7mHSJEK5PmEYu0hjo4gUwFlAVYY2NjSxGaotzRrhawyfSiGQYx539fTSW9dUcwsxNSztO3hIsYWmjHElU7SCK2M4d6ic2ZHGuiLcD2dyBULBY8IXmTLg1by2kQUsBVoPHzWFMjSksW9ld0XIBbjPdsMzfWTsWZ9mMrNcm7EjWMsACv5rcqU3ognLomp95WCz04nqHHifUISG83vbPRAot7MGNTQiz2rU72OJv6Pk+3uY2MTfWvV1XBHMr80ZxWak/HwcWZ0/fsnvY77XHjPL2ngW7p798QagFT/dfcf+vZ5KfojamcEvqEWB9im2/XEYe0ssTi4Db7jbtsBVlVYf1CV2TrMSvCRsYUCFAPmKXyZhX9HbgmbOd+TU+TPQvxm2JBlubS1gZo5Ge9jNq+cgpntae1cheLBT1nDhFiyDOu9sWFNiOhn74y88V+RTbPpgvatcpx4VkLsCaimCvL/numYQ2KZyOHf6GAOunHvGeaMcrQDUWeMjA4e98XnkQbE/WIJtnBIsqmecQYPmwQ/ieECVb5XScWEi7q1ryFJ9DRmwwPCd2M5kajNha+XyXp9DIYxoEsinGPzbkQ8TyFFB6QVSF3gnXd9eKUBii8chk//bxYxXkCGynhGEtSC93IEzIk2H5vWB97tB9fOJUYVOD30Cl580+/wRsJ95Z2YXnx4ISAGRB9yWi9or5V6GJu3DvkGa3eOPeqAyCnIH+ghafppETl2wZ9WDxhYMxIA894i+fOLW9Xdr0Kb9/xnAekf/rEWWipo0C8hGDfkL8t8+NTS59z8PXC9ejI9G7C2VQ6UPxbA95KMytWD9MtIWQqdb4jpikNb8jJO2/Ku5F2L5fc35XXH3i1arvi/FfTPdaFRK/+cMg1lSUZonYZE2Fk6/ECAyg1AY9ZJRWPEjcKM1q03WlqFbkHMI2eYNsGVgD4prISB4oARNVfq90e+yhCPQwsoCYlhnZtNfOQLb7Imwd6qkHQBQFBgdrCrj9I6FOqXaoDAFSY9vvQtVCN8zgpFQ2HVUf5HW0v/QGTq4z4sYVjyyWT2xmIy7j0BSBTLkeEQZrzmKACnfBUhnNx99r7/WyQj89s0nZKi0nF+NupMjroErXKyt4kiuLrpu/eGOj5FFIqQg35htjy5AT6cn1zHWE3BYW6FzIbzhOuwwLoPY/Z9PbC+R8Zr27XncYmzfArlu2XbPzHpASwvWO/suA7lWQLivRA7OjzFNsZKSwsRGBAutzbCxp7osf1lJhJ03pJhZij2YHmScW2tKBBKBOuWuudv7cbSI72GfJT27hwHCvEf3VClPZyadhVXRvG6QqypjadLzbbhLBWz+kNlmXgWgA3Qj583w/7cVEJVgDwPVdjQJZK2qkdJSTNlrQj1RCyyI8Sz18ou2UA9oqj8WZLHWPX9QIhEXRv1FLvB653+8ufK2beVM7HOyNwnbkCoBsdf4d3y9O+95AtDCKIGRB298tHzuDnu166L66ItrwzdkVyDdI1oyU3uJ+FSjuIPkfVN0fqiAD4AHWR8StIL6uWJ86LE/cH6RZsP10hDxPiNcF5TRgO/Pvlk9idnSKcipAUMhIr1pZAsIqCIuz/wDtKsLKQIm4CnBDs+B04hZNAATxRlijHrrG9kWQluiSLivC29zgUTkdCa1Vwn7hX/6OY/kF938+GhHDO+CIGALhYIdny36oSIxW+L65Kx7hYOCh8D4UZt9HO8z8+LUWVPBOUuUM7lzbZN0kOfYzJAaSaL5TjB//fd+Db98tyo+TfYsCtOcmiIDWnS1v+0AVy9z1YurNiJHjxLKUxew1y3kkOa1LTF1yKc9t2Z3Mbjb9pgRZExOaRit2Q0A9DVbUFbJVEg2jkO2pSp9qs690BzJZEsrzBLdGDVuBRsHyqWv+uB7WHozNHBYWlzok4MBCLua8JW4YYk5uPhFiWSkHshUDjUxMg27rBYwDi3GxpiQGTssG+8t9IbHPCmCD/FNkMS5WoE8DwrIZiavsTnT2+mRZgRTZVFhzA8vY1i42CQmCQBFo4zpnYOw54UdpkZoJaM0EJYVgU6FqjOW6oxeJVpxNrbC5K1jZ+RgA/QMcNTFpWXk+IB8TtqeE8s+jwbCcfGEQbLI0JKmcGOMaEBcW4Tzx64NZ97YCvALDazHoW9pUuTwHhIVf40ZEAJod5PKBDOPthJ2pHWwwNW/qUNjI5U6wngOjCf+g3WMdIortxTt7zo7qzT912CYWirhR4hRWmmUAhvCZFTH9owHPGHc5VprJqeluinyQd8oV+yDadLkXPy+eUk1+FAXb0Qp6pQyL7Gg0Iu38KZH1rTB2uUHuuiOYKvSU8ObId7qlYxJU/3XD+tQBU2gNjOuhIZyA46q4f0qNQ0DEQ1p8I2D8goEoxfCmWJ9S0yQ3Vr5yVbod9kSrxh/4zuOHKshS0LJCy4H7Ln/DywDcfg24/TKadOmI2tG/tCbBdlKszwpY92O2VEAVhJWkrbAJWY49J+h02V1dtidexHRVHH6zkHsjJTjhJb0sdIo6HhhwsPRN8yq3ec/a9alOhH+mivjvf+BQCpZfj0wsqsodJsB97mHanZEcGo4Pmt0/XSwjJbmHtWozB3kXAalqO2HfGwag1TIrihxM95/rZKtvSVcF7ef8aQ/8zfNyuFtV/iyJ+k7OcyNzReymGf46YL/3dt910NGg2NF2qcvK7vfIIukBGXWyvOKikNW0h6o8mLuJ19omX2wZ6BN0ollGHRLyFNvBFRYapkDAAp0rUBVxswJYKmSh3eXy09A0pb4f2472FiQxOz/m2LpBSe0CTQqCUK97X5stqMRA2NwfzkS39z547q+5i3kB54fFEALLrgbAnbUIWrSky6b872tlYV837paBHcq2yVe2Anm5mI95tPejo1a5AxC4pwsrgzE0ATpEaB8QVVH6obH+XWerKdA9bmDR9ybAX4PeZt5X5yOfu6NlImSdA/xv93d3AlyXsH3iNJ4ukQSeY8RyDmzQvUm2naUHEdw/RupWF8Yaxk0NjjXCqABpg2mVK7q3Qj7JvEHHDttPB1z/qafxRuEEHFcAi/3TCpL/3jLaZJmBkK3BtbfaJ9ts91V3ZdximQbaPA7SYGovFqULzaRk/FrRvzC7uRHEOr5HXoyZpeyTLSfAuLGA5SFgPUvL/vWvCyuLkrtYFSu4YSVSkOYKPYRWxJiORag6bqbrFbKrCV0Hew/4e0NRyMzf4V7fbUdfvW6w0e3fNhbewCYgzUQ3y0jjl+0YsE0RtRPcfxZbFaFNwk7ojTMdHT1UY/5A3oBkNjVl4L+7g1npjH9UeQ3/6vFjFeSq6F5X5FOHzQK7CQOwuykjCRfurAUAvbHooPsuIcwB2iswFMgho5YOKhUaImn7FQhbQFzIvN7lCkC68nnEmUW5doQbpVRCfq7JNaMEKUqrQMB0v/M7Uw9n+SIlrD8fW4qLBjMm+Hhq0Ka06TvsXtG1Akv901T66MuMx0nXH06s+dYBTGuLjQSwT8kPZiTtSx9lVwAPzthzUq2VIRuP7194/zOdOb4zYL9zo377Z0bmaqYwHsDQ91Dkdv3dx7rtHU3Pyp9pzOwUWvcrueyxhynSl3nqjNh0J7oB0BhDrZj3fO+zrUOgqbFGk8FjYbWpsUvAsUM9DigjmZ+Lk38CzB3IOnnzQgY6Ogz1I9I9o/98Jxmw6cFtNTCNFrFZdyQlEvL1/XLjIEiADISSkQt369a0YFkZ6NDec9khZWcrp4cm0e6R8HbfTTpgU/TYvyegdQl16IBIqVWNhLSlVNoQZhJq1LKKa5+aTWuNCWViPnn3CsRcUQ+JjcCcedjXSsnZtkKVNqTIAjWHM50XuK94Uyg40jQv0KdDyw6e//HY4F4WEU6CzqCVwoKzHdHgS0n2vhUWJn9f+4uif6sY/lgQtgpZM99DI+mVgXveZEeEBkV3QdsRl4fDuwzazrUAQcU+cdYBWKPJsq6K4a3SSaoP3xRRwf1XmmfEmau37SjoL+Zh3RG+duZx91pQehpsuCe1P5hmpA/FippqBDYjrmnWCCDz/IQCamEUNRFy1iBYT3yO0ZoXgP8Mm2LYyLHIB7FrYtfLPuLpUto5USNNP/qLNu22+0ivGhDXDsPvC9KtICzkVWgKkDuQ7gX5MGJ5Do1fFKwZKOP+36Lc0ftuv/a8rmXkf5fM6xILmie4KEwGt0Pn33v8UAXZC8h2SjTl6L0IS7voalIBHQASL4wtPWjTg9VDBYIidhV9n3HfArAGlFNBzQKdCvSa7AZQbB8K0FWk3zt0F6GOrwDpWtC/rHQj+ttXHngmGeI+OdOtycIVGkzd99x1Xa58XbWifv6C4W9HXP/LxyZjWNeI7qlDXCrS24bQJ4S+Q1hWHjDL7on9rphJ4PNwgw6HpIPsE6T9XpK43pPDRBQe48iv070whr3QSynQb+JLZBgI179e/uI9rJzC7bnofzAdt+f6+DtjJETrZCqf9txgxBEDjxp0jXEIwLK1whI0Ap5mVSvCdd5TlQC+NmVIA04TwuJabELS5UCWchkF6yns2lAAMSvjQEtte1s9jNwl3zf0W0HYBqQ54f4pYT3bgVn2Trx2DG6XKsAMoAJynXfmfTAott8LozOvPdNa3G862C4dgIxmh3m78x7Z8t7oVZdNcT+rwSZkK4wA+LMBNoN9t/839qla1m2fWi22so49JYvHjnyLIIYAWdbvlBppzt2mNNr0bA5K3O9JK+TaRZRfnkhGu5nsy7zU9fWN18liMevbhdK6Bw08to0mMgDkvkLOA/ITIXJ/kNjDAtLkO1ZwSs8/Y/SiILwAw9fMlYPB2+lWMXxZkP720kiHOg3YfjIt9VbR3QI0MPQg3Q0SjjZkGMuaGl//PBDkc5MKl9aESmb19KWYlDM0BUdNnNo1koXd3fkzyyBmi6m4/kMk3Gz77vFLbczsR3awW1SGQtmU70jhgIt/qRUiZzH3F2qslym03TOEz8FzhAHspDPbMwPYYxUN3Ux3pV76UpFuVESUMVoKFpuguGrTGUOZTR3WSlnfnJu8MJ8O3F8HeRcF2dKp7GPhPuW149nkq0s6p2m7bzQBCiesAcXeR7HrFB4Uq98+fqiCrCng8//jad9hRHaQ67PdIIvDI4Rz8kQJQcgAVJAFwOh3iUKLYF3JHoTZmakA0lXoMWOFvStjgQhQThXzLwHbKSDNAePvEWnuEFfFEUD8441klsPAN+M2o/z9d7pHWVyfjAN3yE9HhJRQvnxthUduM+IKlA67LV1WxFvmTvw8QoeIcKM2VJfva33bdFzrn//+24jGb+ws5aHwyuP3VyVc7NO/F9Nvd8Baoff3k/H+V9p0z6i2KxLagz6yxiWyodgDN2p73q2AP8jAvt2F+y5bHE53C8+eNoreQlBatLOGy6cTEALCy41FaM088x6vl7OhTwnbiSS82gF54I4p5GryPJsY5pXFyQNHLjfoYTSpT0B/oVylDKaHXIHuzrWMKDD+sdH8f+FuXB36PposZ9saoxpgwZRsr7lWNn61ktQUI6Fcv2aeN7xuACg3as2P2snnO2dHftr/vnnfH5AYyqtMHud76Y5MdgYqRE4npSJYnnk+pLbrlLVi/TAgHwLi3De/6HSrgB16bj7i7PR4sddrpDa9XNi03hmJyVWPU6UjIGF3lUsJcr0jXQZoCrj+lx7bJEiLGumK+K5GDgCuJ/Z4QCmCtKklzGXEG1BGI+MtBfF1hto6RQDUw4B85HkQNsLE808dlidpkGtYFd2F70EZCI2ioqVKEb63j8IMjL9zh1uTYD0aeag3uFXRVm/rU9i/byWMXjrB7ZeA5YO03Hi+vaGZn0TTJKvB0TXCspnJMAYo8XJFSrDnGGcajaSZxTgfrFGxqENHHz0xSZMiLLr7QBshzklSgCGlN8XweUO6rI2zEbbaCja/L+D82woYkzt9ue33a0ejHGaGcyWxniLlWbI3Xh5AAVhBrXwf9qnZrw+bEydsuRtaGdCKely0RWn+1eOHKsh5Elz+b4J80FZkNTi8Zv9nb4gUuxleeOHiDJM4sdNGUtSZHpmyCfBMU3ZdIzQHpENGHQvqGoGNexZExXZWlEmxVsHyCei/Bjz994L51wP6PiG9zu0A0NMB4elEeDUIsBZOSZtNaocJ8uauRLFNG92NN3AZAqYvM7r/43d4IEJ+pl9y+fkJ8nSA/O//gwfPo/GHF6/vQdXfQs7fe7gu2afnx6m17+krPM/vCFweZFE9KOCBgPU9HaiECiCyQQFa8o4IpSwyjoYo2NT6sDt/1B/zd0Uakjy4dqFyN65jD8GDdlqVGdqnsU20kguAAtnMHQFoJB93+ZIUuPKwAgBhKHlxOFABXZWG+hox/L4i/nFpe1uZCf+6BCosG+LcISVBXHjfVmNY09qPFp3py53P02Q9kEAZkltdfjzRtGXZIItfK3qic2c7vJuU5b6QJX6cmkRM5pV/lmJDG3wilvtCK0+AIQ1uBGPMZqnGMu/S/n4UOsuJ76ZVEeaNDPFcsT0xXzlc+Z7XITEOEECJATGomSkothNtC6MR3GTl+1hOQzNv0Y77aZgPtU4DC7HB9OpOcd742kpHLNUKpTBfuvM9IqFftR2p20puI1psX8hocXoA/6x25lxnGcjNeertxt9/GKDjgHrozcIyYH1iQdgsgtGtGEVJNuqutv9cHti5wsNdTRXg0YrVyFLzp/DueXZXW6EooW2A+9i48fqVAZh/kt1Zyr6vDsDmUCvQDC5CRst7dr/rPAZmxRsy2Yq6T5V+9oqZkYT9d327DqhRDCGwP6vA9PeV64Bj4iBm0Ydh5bpDRVBGNhDdW0H3uiEukcPMv/7Gz8U48DM9dCT8PvUoo03/Noc42uAy14q9AXMEK65sJsogyMbMDpta+pUhCEHhOc14fK2GrPzV44cqyJqA5VOFDgrtKqUaa0CceaCV5IHVtLzsXwRl4l65TEpYpFeEJaD7LbabViOwHQNj5AIgUaEqCEGhqUKLy0IC+i+B7l3T3r3OH2lFJ9ojvi3Uer5deYCdTzQduM+QaYJ8eGLh3TL07YoWGFFIpEh3TsWh0Jmn+//8hvrHZxKZckZSbXvI7rb+h3nXtNy0r3CI+LEIP/hft8nYSVff7ocBFmnfv3lhjfFPU7Kk1IxMWKDfw9ISHkw9hBOUpNTsOBv5JiXC8l5o3aXKAgrcfhFofVhzgBK3otwyd7iZUXjudxy8yAx90yIziauifDg0Qh3zYgVSEtOtlKx5AIgfI7YTeM+sewctGUhvC+Rya79De8qVNJIZrBYxGdf6zv0nLCQxqYDe5xvNQfQwUps7hVYMAbA5GyIkBeBI7Xt0Pe5KuYuuK7W5XdqTnS6WLha5Pmiwt8HW3LkHMq7dVcslY8CedW32qtzPvrv54Prudq/cNyAA6Sp7uIe5PtUumsGPoLgevID55VmRp0i5igDzL1OzggxLhRRjtvuv3jKDLKIjCrbWSfZzPRr1fNz33F1iMlPkzaRiLOgJxpCmZrW7ouXpphtJnt2NkyafJ0mC8UZyVLisDMqwz4ysG8JlRXxbUI49hr8XlEOH7jVhOyesp9DYyGlRzM8slCwCxlRWWFhD5dR7ZoEVNZ/nZ551UoGwSNvXtukO/Pflma9jO/HDUztFuj1IeRS7h7ZlF4dCX2lRNhGlNzOQjg2MFx5//wAORGWUhvr4NfZHTfJwFgu2E8y2c5criSrSyx1x7rB8GlCPgqWPyNOI7i1zly6CbFbF6W1FeqHzmzqZsVCdUT8ecf/HEasxupnyZFC1Qef03AZgzyvdd09sgM/TLZYBtJxpn5aDOX9tB3k3df+nkj2pAPXEfW7sK5HPS4ewRIMdyJDWqECNWJ8ep2fr2jZBulDilK78uzwB8UtC2AT5TBeXsnF69pM+zAHD54DxN8IO919Dc9WpPWUG/Zvdgb9/Qblcd6i6S2aSb7u9yomvXq+orp+1Hd70r1eUIyE+2SrzhFV5kF6ukKcTUNSYqQHh0wfU3z+/lxA9TooPu+XvFtm/enixdomTyaBEzRBk4JRDpyNpe00Rmm+4WYes4d2U7MVY+p6HZRCGgQAsvuC0rI+kMy/Ej/eCk4WcFBcE6Pr3O1WgFQypBn27EYbnDm9bWyfUkf7oZUrIpjl1shVNOvieSMmQ0tE28c4PmbND40IvXAAs/gCLsZtgDJHs7EMyeNK0qnHfOcV7hiZpCU30o46oP53NwYj3gz4dacLhBjS3hVrrl1eiJuPwXv6VM/R8ZJNSNxZtTTQy8eusuodROMTvZh2W662Vo4/YvaaPBd2h6y7xPe3SuzxyVECWAqTAdUEBgIR69NhP/7DaZ/MQUQbZZYYdvZRrH1F6a5aUjYlOA5//Q5EVu+9DHxlwcRh5PQf+vvJ8gCwm86osLP1lZzzXZJNhBqbPLIDbga8nborjvy07E34MlreriHdrOsLDNbH3LRihLv5tBiQg/foJ8y/PnO7uhF2d0NRHQG+8JjVp0z/XZPtOQYNBmSfMIqzRPLEHRVlpGSnV4GaHia2AejF2QqEmW7kU7shDBsJKT+3+rdKhrKPDVhNf8Fso83LyVtgbGzdGqTYtMr6QiJInYUnYizV38HugT00BxRrO/mVFuhm3IEhLthq+rJDSIa6MnZQbm2KthZ/5f/wJ23nA8lNP9vzBmparNT8fpFmSQsDwu85kSsJr07/ZCxWGfOxFnGmBMNKvJ2/FBUh+LQJXW/H7Gz1+xP76r/7/8GHa4dRnhKDYFu5/89kOpCy8mQSoYyU8YwbukgUIalpjMV0a2o6l/8r9VrxHLD9xkhaXFZiXdemZXhKy4vwvD9mnd74Jy3NEvI3olo+Q+52BCVsG7kAzs19WQr63e8sGbn7V9xkhRYhOKIcO6bc3Ru353tSm2zpZ+EEf0akiLCvKl6+NLLVfr9D2n98txt8z5tDKQ1IeCrpB8C6XkqE3a81qh7oCHsTgmcVagUBIGuvDPjoIv2YY6E8MkIBjJCW9z/s+2NnETjry6d7sFWUa92JhMYjIBR6tqSlC6kZLRIvia9/rDYH7hJvVZJlSk0W0rFtzWts+DOheV4Tfb0gA+msHDWynpXCHl24V8Z4h93WXEaUIWUxuMXUtKxgAwkoNcDSWsWyFEZ7ZpuhpYLExkxnm3aoFShiy8j8+Q22/XB3eFyNjDcMeP3k6IP98QnyjNEhK3UlZtuaQuyESZj2JdeOeNcY9PcvvRdsnu/ZXu9RkTVIKwi1bUR5sIuZ7GpYNuJgUKgTIbUUHYPlpRFgq6sDC5hMFvYiV1oUO+KzaqkCcy27V6Xrvdh8qwp0GIHoYmXEcBeFC6F6KmonPiO5tRbxzH7l+GLB8iGT/RuxGEBUYvxYmE80+CoJwae+FUzD/3CPOCcMfM9LxwCYgReDlDbhewRAW5bT+esXhXxPfd1ujaKLcaPz7HeG+oZwH5ENnxTNQnnMkGzjOQFLFdpIGo0vh/rNJjQqahrbZVwqMh6Ntci6jQpNyjZe0wbXpxuK8HQPWU2ikJ0qcpO2Ua9z3pn5tmsOXsAj7GmDzfXPGrve1Rw1cUdaLoLsUK3DG67gWRKBxCNRQnnDfMNrapmWRq0KmCfXnZ9z+lxOu/xBb+pQUhgr1l0q50iFa3CSvJS1M5WEqxp5ctfH7HEHwxi3NiuG1mBGRQmpokH/IQFcfPLC/8/ixCjIALYKSI3IV4GvH9sOIFdSM7eQA1+sxdJr/nRZp7l1htQsZFKjS4In+i2EWKqiD2uHI76FoX9p+o3YCuVb0b+wa1w89av8Rgyr0v/8LNFs75Hm4FnnIPxK4Y5WkBDydoAcSS9Jvb8Bvf7wjZWkpCLkgbJXw2pHM1O4+Icxzi6xr07F/3/8vkzHQzEbEWdkPe+cmh1pXPu/DoQVKIEaGyJcCmCZBN+wwsmufnRXt6UaGGOjl+qfn2qBpb0pCYME9H1GeDyQQKfgBNJKSTg8aVWNd67ax6PoEbeYkMo60eDwMKAczj1c0P9+wKtKdEgmpahNpBraE/mtujkDNBWg1/bGYe9fblcYYE3fW4bJAloLkQR1fXvn8nk50A+vZbEmubLzGBA918GmL+9/I1ciyoc5Lk5iJxzYaDwBVoecJ9XxAfh7QfZ3NeYsTm9wX5gwH4fME2GRtedcgrxugq7mAPcDW9n60NCkzWAkr1wS1pa65X3hgstNtYeHvEpumXBBU0dskvXRDYyo7fEtjFMLmZAFrQ75ao2YGJnoY3+3F9cMZtYt+S3JCLwU6dlh/mrCdI9cNWXdIFUD/WhA27iWHr3SIEqWsrblYLRnrx4ET1eKVh37HZeS9WT+caCG68vOrAMNFhMiSrivi5wtCDE3/K1veozGV911X1M6ygO5NsJ075AMZy6EAcRNc/0vA+mSRhADPwqjNAc65eoBBqJ3t6wMYaHGweNkIQBh6IZVFfflAAq1DrnFFg2Ol8LPerEIN9tcAK2zcsXpWMj2v3f2KbmObhfvQHAcoE5UG/asg3Oj5jnl3KpQ1AyUCA3h+F0WYTS3hQSaG5qmwQPZvisXug7gAw0tBuvJsmf4ADr/xvrspGdtu0lMG4xOI7YBVW5pXNJ11yFyxxLUiTxHdLSOUCLFOo3stJI+dv/kMPTx+qIIsRRA/dyiHahMvgE4hc2g2c5INrgmAdhXaoX1Iwi2if2U3l49KU61FIKugjIrtme5c078HDF94Iy8fBNuZxIW0CtYPnJKHr3wzag8MX+luU/MOXZH5GvBuf2r+uQ22HYcGz4qRb+S18PD57Y9WYBspqmboH18QDiPSvWvReTr2LCxekN1Ew60v//KCPhTub6RP7Y8fvt99rsWNRGxaxkBLz7bPVQunUN1fnzsjGZzt062uG5r7WNdBto17728kWk2zbTrkOg7UqqoCuSK8XHndTpyYZc2QizU+bo1oe1DZMtORug76dGxwa7FoNQAIW0W6VnpAL5lTXyWzt3x64tRuHb8nd8W5Il1WyJpJmDIGr97vRApsd4uc9yQvex8kJeh4Rj4zPzsuALLyd0tAWAqjAY89p4GZQQy6EtKWYJrkx+um9EIPfQecDzTzfx4QXwXBbSsBwsfbQ8Nj0Y643x9iP82FTm3adiSmYxMBgM5hJh3TFM0Ux5qinIFpRHD49tH9ywiBshTUQ0ezhsz7bP3QowwB7opX7SCPkahEcDMXgN7huQDHic8rBuhhaO/vZhnX/e9X6GnC9mHE+pTaBJPminivlOmsFXHOSIaY1I5e82wKBDIrOQW1onsj0c99k+NtQzeY4cya7b4LTHTKI9GJw0TSIkAEw3TStI01iH9Z+V6OA4AB4euFxahLqE8HyFbMxISa+JoiVSUjYdfqypEO0GKsaCuS1CTbdTPugwdiiA80CluhCLq3h/2q6bDzAWxerR9/DMroroRry8DC5zBu6Xn+uv6fhiOUMUkWLB93GLi78OfwuQWEUtu9hgqzuF0gagXXiZ8AneRMAodlRXy5YoyCuA7o34JJ6ChdjRstP9O1oPYB3VxwzLsGfD3uKgjAyG4nMsr7r+w+VMTIbZ35hNMsJt4y0oWf4/j3F+g0oD8/GPh88/ihCrIGoDwVoAJ6KkhDQckBWIKxUwXpSmmCVEE+KSfoIpA1MPRb+UYjWBE+200buHt2xl9c9k65uuf1wItfB8ItcaVRSH+pSBcSaLZTh/U5Yf31iP7vz6hfX/aC1A3ND1rOZ4Y1lDebHAlB6v3OvfFmjkzf6HRVFeG+oP83HmQaI6ccd2Cq1Qw8SOdqE6ZLiL57Yd8XYwkCrdo8o99Zb262e+wNtgYIyTao1CBpALqsLdcYiTIpsZ2x5/vKzBxk1IrwdCa0d72ZpMtWEa6R5QVg17tlpJdK05WcST46TmQaf31lMwIWkkf7Tb9Wchih49AmQNkyeov2jEuxokK9MXW9aAlQ+eMAyXRBymOwiSOgf9kQr2R7a59IUU2Rr9eTiUx604I5/L0HIPcVYe6bV3Jw0xNrvBxiTq8zmruW5wXnvCMwMTZegkQ2h1Ir4mVFOfXYPo7s6NdiB2q2WErdd/qlkowUAlGPobe/D03nrFPfGhWfgFUjp+L7rpFXg7rFNM8eKsH7u0K7DuXjAdupa8zpdC+2cgG6N0qjOB0KpAONFxZGH8a3hf71VqzEfp8eR5qMDMkKlqC75LZr728LwnLaSXTmrFYO3f+Xuz+JtS3r1sSgb8xiFbs4594bEX/1XlqZaZSmAQJZ0AVhJNxComGBkWjYNCxLyKIDsmlAA4SEEAJZomFZSOkG2bMEokMlhMANlAgkg8FK4yTTWbz3FxFx7z3n7GKtNYtB4xtzrn3j/yPfk2jF21Io4p6455xdrDXHGN/4CiIiuXa4sgbB8JZQClnf8eMdKAqdrPBmksvcmu3MMGWGWvKbE+RDQPAO/uqA2wqcj9DDiOr9noRlaBGq7qYqwveJBi2FjnTBw9XIiTo63J89tqfGYubZFZTEI8ZH2u0TYJm8gF8e98ra2cAtNUmKWX9unHLHT0QQtrP0n9PIYs0kAyYTchsnYZjypZGZ1KDoYg5XYkTAxjwOdyviGzB+VIyfC/xa4JaC8PFqOnsxU58AyXbmtUEieF6TylWNLkv3JHCvdwxbRj0M9PVuZjReoFPzqFbyFoZmE0r5rGTOL9uZBVky7OtCI5DGPl/5nNGu1coGDbWiPp/grneuS37k8ZMqyHAsiDIqtArK9yN0rECsqGAAdbgI/E3gPKGdZtLuF0F84x6kjtyV5KPtS2xX7BaHcBWEG4x9KN36za+2S2potueF6xe1fZbp5W4spOkY4P/xX8J/d4L++nckeJ3PnGjWtRdbEeE+dYjUlLZkGtvl/t7Eum3Q7z7aDnXuzGFp0XMNEhbd2aWPBQ3AD6VMj0EP0na8j98LdAKWqu7+1Y25WAyKHocvWbeVxaLtctAgupSAF0KsGgLk6UxW9Lrxe3/2FdzLG6qFcPy+m5hCXt7QXMv0OKO+O5oedYVr+8/GNjZds0bT3mIElo0/I0a+rnHgxGHsXx1ZFNUJysHykc+R6IftxQAm6Qyf0z5JRzLyNXA681vaSXlp+9KbGzAo38hU64bwcqeUJHq4raAG100MtDK1qeUw6xCZdmQGM9IiGm3NoK1Bui9wAPfR3lm4BQxatGLSdu+WHy3HmYzU1zc+70sxjS93+T22sllY2u8CQKhw3fZVhtiaoe30nONzN79tDNFYroZ6KU39G7t3WBThZUE5cFqN397g3q5sqBq8vqz8LIHupV0nwv95Zv55uBeE376wKVtX6LohvLxBjgfUpwMT5N4N8PeCMgfcf8FJxm+VzlyngHjJ8K+GggzBGPgKVy1G01YB1E3zHqpzQDoxgjNejITnHcq7A2MrjZgULgPcZQGyuZ416Z13vdltFqRtdSBLhhsDhrdK1y8xoqFFFVLLDCxfGYkpoRdpZxCzfyOBTappa22K7gYfgl6ssxHHGlTtihHK7P9LRpeop4M5nA3mS2176zLsjUEbfLpE66IYXvj98a7MYq5sjnW067uoBU94c8KrkCaPBBs9HSLPxlX6SoNojTNkpVijYC6LW6ED5NH3yMYmfWppVqXxZCwkhIEirA3jR0pVmzyvqSXygWuc9cPApu71iOG7Bz30Dx4/rYJcBbJ6YEUnafk3DymC/GQFxBb1JBm4Lo53GT1EWu1AVU/5lDqBvzvEN4dwA4ZXLvXXdyAsuQjitcExvMjKwN8TVu4clq+H/fffCpxT5EOEO4xwX3/YdaDTCNgECSeEfKtyGhEhE7TUL7XFD+Qr3TbUqj1EG8Z0xpZIEJkmyq221GVDnZFcfrwo98IvnH7c/OiLbCiCTfoAdpJVv2l3Vi6nwc2+bJBb3aMckTMh++MBej6iHCfCpiaL0ejh1w243nYNd/s19rsA0OLyfEQ9RJRjJEFqMVcs0+ZSv2s/wwhIaqH2unEvKkMkbNgkOqVA4wEaHRmcgZ1uGZwRUjiJxHtFfGmOYYJyHLgnXBPkYkYer29o1qjaoh6b2UmDbz0lWvAesmzwqqhfHWk6cGvGBrXDyuqEO9Ix9s+0oRIdCbFUMHUgZ2FZIeUEv27wV0J8PdLxemfzsm6c3EOwof8hRETs515uRHbWFbgCzvKJYbtOLOueYdyuEytSatdoYxyrsdCRsqW3WcKPFWdVroIAHpz+luFebpSBpdQZ4Bp8J+U1tzCmBrEY59ntxfHdEb7y/ezRi4EEyWJ/198yyuSwvLMm/07zB2dsXzlEuNvaURRZMyM1byTApQ+HzinQ6JBOAWUk5A1wcqrnGWXeC0xzIatHez9rZezmg3ucekq7WlqWLGTDuzXDbwHjC88pWp7y3mwRgWHVbtXayVgidLu6V9y+ocmN2O65eVHXAcjKhXCD9vlc7GdEoosk1PKsjReG+eTHI2TgeStFUIPt6gdQTWB9W3EAlPIht/Fsy7Pvcrt0Cph/fYV8eoXDEXVmIycOvH9UO2dEzIeAv9w4HcGjHgauFwTdKtWvBTU65AMJa2WANSdm1WkBEo9mMGqEOSkNkrcmprnJBT6fcvS4fxP3piN5uPODgP0Hj59UQaa+06EGRTFmNZbADzoL/I3+0/FNH6j9u+BdhZq7MivyoUKj9q5NkmD6Dg8+sE1oTljateCfu6IOgPeCeOMiP0+uL/jDymIZL5kmBgDq85E37W3p/rlMluHUJrmwkDq3axbxg+n4B4EL7njgAWpSoT5FVu0uTAJATePcZVF/ILjh93TE3jP0vcHLAOG0x4mnJejkYhB27Jm0/RBuzlKNxZz5uhsqoMcZOhNCLaODS0OfYvTj570pqe73Yh97OIaz3ZW9V+lnZ7v5BCpEEMLbZolLlc8PIMnqEYo3EoiY5aNr++dKi8YaPXAMyIfI1JhEL+A6eELc7b3bMidYER4OVflPe997Lq/0f7f8ZFSbVKsifF52IhtA/XJwyKcB/pq4Fy51jxk0Bjw/Fyv22wY4h9ryg+3aEhG4d8/8ucuCmiwxyuDvnnwkwuuyvWf2+XcrWIu9RNuX2zrhCwJhz9VWSJPtwBqrVsBtao4Lg1Z0GuDfHQilmyMXDV2MsANYYpjr0L3GwOccA+S+8nccR8ZCCgwy9gYhHyDTwN/V/c05pbrkkJ4jZT2ZRcJlYP422VqGfs/rHz0DAgZFJE7H6j3Wnx1RTDOtXrj/xk5CUxHoGFnYU6WD1dR2Y2rkPdOBV8A9BGe066AZgQDocjp/4/ve+AzUc/N7qhEP50+FBNUA6nVVMbyWLqMqU7MoBSSxeKrtoRsL2pX9v2vUvs6jnzgQL/z9aZRe1Jt7Igu4TauWP69BUVrh1kaWFQybYjs5bGeeucffbPDXtLPpLze4PEKniDpF+LdlT3pr95YTyPnEe2waUJ4mlCmY45rdj4r+GakIk6SqEA0w8m4NAAJXAX4l2Qz7t3dHLlGS1MrwwB43lYB6mJxOkU8RP/b4aRVkBTV2Akh2cDcHmCOKv3FH3PRu4WbQstOeSZrOggSwGB+J8yMJ3N1h+sgLqe2Np0/UJW5ndpFihASXFe4K2+eRoJBOnJq7Bq9iT/sRYSdbK/Q087BebI9ZLTPXCXA6QF4v3J/2zFb8wSKqxSBB++9uO+lkj95r/22EMahyQgP2n2dkmt/72aXAmWuTTgNaupK+2lThHfWcIiQT5dxTdhoELEOEpg3iwr4Pg03MMRirl4e5XzLKaNDdLQFvV9uJCzQpxFVqnQG+HiOAceJVIBXIxgOmTtwXloHQsl8r/agt5s9Cc6jjNTaynE+U7BxGIBWT+lQWZREAA5wI/EI2S5O/SCacViaP+FrIwF4tFrBBZu19BhsdtSIJ54hkPFsDEQNv8sQdsFWRPk0CMJ2042ucaDXp+ntS9okb4Od0vwPi2EiZi5qW0qFoGSLUrkWSiTy63eo8Qo+TMVkr5PWyO1+l1N3l4MRCLB5dQew19+uMawBo5fteStecAzD/c8cpfVmAW0Boucxb2pELS7bCtE+RsiVO2i06sWnXlxXhO4dgX8/PE7b3JIi5Q4SeBrhckQ/RdpQJ3qIwt3cBZXAIq/ZIw1aMpSjKgbDn+Os3yMcX6PO5fz5lImwdP6/cJ3+YkQOZ++Fa4K9s1sTsHutIORvZxbIT1LLuJKXABrez8AdPK9VsK4At8+1W7q6l2soj0ekMSiiVjmd0CINST+zvZP4Ob8WSmloxEfg7z9J8EEu8AtJsz892z2VUwLF4SxLkWRFmQbwwQyCdjYNjsHdtBOM29ZsWmrd3Q9wEcpIeWzl+Lhh+dyUy0hzhEgecehipOW7N3A98CCRllOejpVZRvSAq0ESHrma00hj9PlFn3tK18mHfk9fBIHYzAermKxmGmpHdXj29wtX66bDytUZjc2/nPzAU2eMnVZABdLNyebXuL9A+zq18k8oEuO+B4Vr7xTV+Zpe5rgHbk4NfHHIg4UtWh+HFkZ24UezfDcwX3pB+ZX5ovIA3Ztf3CcrR9QDrGkmFL5MDXmD7rWIymbzLMtpOcRx4+APQlGiAb4fjF4/HCbY5aT3AgtpYz9VBa6bOsRl0RIMyG2TaHs25y4jgX4RTmDRLjsfdyWrd0Ig73WyiEU0AoBao1m7EwIPUQw6HfW9eqxGtjGHeoOVcMbwmwr1bhjQnrtu9kZ5/bw+u27bDn7Xubk9mpi9K5qPbLMhg8iijg9QZsUVhagUCnwdKpdRojMBhgLuufZ8KsQzue8L8nWPzYKQNf7FduDFsOwt92QxutOdsemcA9r7MlLkNEVIKyvPExuwHrHh/TdTtAv31QMDo0STAeeKEVmyvawQXHSLwdOT19XblPt7JTvpv+/xiBL1WiI0IJsuG+u5oSWa2/28N3OdXFo5WjO0z+DK5i00XnP28njYl/T1oWmodLfBiS3vjdl/39+ILpEh2nsKjV7ZQKkSmNVOu5O3akRRn8CYcsD0PfcLxS4W/rIyyHCLcWBBuhG+7IYkCKIr0HFFGh/iaEV/t850n1MOIOtMTIdwKwi3ZjlLh1gLMLNJStNuHukbUS5Xe+d4hnXz37B5eU5/4+w40FX6/iAVsGHelrWK8s4nPG0K0X09+KQh3QrN1tobSdrHtec/fOYyf0dcyzT9aPyte/qrDdq7c61tuvDpQq2yRtk75/qYTgNrMXAT3b7QrYMRT/6vNdKPsDl52kfNoGXdUEoKuge+EvZZQFhy0VtSnA9Q5lNNglqU2DOVK+NiBg5ICyApfMjB5aywEqLyHt6PD9ky3MNqAtnUB77/GEK8WrRmvQPOtJ1pA5LTxM6K5mgEwBY580TD88PGTKshSgXBhIVQPpDO7G9LyyeILV3Y06cDJUwXws8PwknH8kxXbcUK8CPIckE67DV247Uv5x3gsl7VfvP15KP8sRTFtirCSURnu7PBq4DJ/SI0ZWbv2GACN5mfuevXTZx6EpfSC2VjO/6iHPkwYPbSh/TllSAw8bAM1zq0Q9sdD/KP+cAJvu5gtEWZvxDGzS1TTPMvMKRnXGw9f77mTzZmHgxXRHiBRlRP4lrjTBIBS4TdG8Wn0qHME5siu/1OEe3ndXbsaTA1wJxtD/558iLv14ujsxhG45BGu2YgclQbzW+rFyMWIOgQgV+gUsH2Y4G8ZsmTocUSNnrrgfihWHH7HnxdfVvhvXzjZnQ47rBgD3zd+mPy3TTtyPEDmmc3IxMM1Px+RTsGytWW/7goZtNWR6a1Dg9YcyugRLDUJQ4C7UXcLWyMAQDkO8O2a8h7u3TP07YK6rl+gJ12Co1tv4ribdSgTLUPFUp8aEVGBzgvoNp4dEXAdPu8GGCJENdrqoUmjmkQvZZqn2HulpUBmg/Kd9AZPjzORlZYNbsUYXoDN0IRx4M9tUK93QFHEa8b2FDqEy/dSIO9nuMPQG51wzQjXzBB7B/g77+Pt5C3hyTKCvznT5MVkOe36q8OIcPdIh0CZlHD6SmeSu8rEKXZ44XXEpsc2QUulftUMLjqLvaUtVVvh5Lo3gd5c3XKF+hHiBYh8Ls09DgDK5LmTbdIlv0+JEO64g3J3evvG9zVcGY3Qmjl01MkyilXgbo6BEBuTqvbsYkAXscJKO04WJpo31cblafn0lktAIp/g+OuK4Wr50d/fIcvK1UQgix/TsNvGVgc98DMpk7P1l+4adiVK6lNGy3j212T/n7yA+hyRDmKZ0rDgDPQc7K5PNz5ScUCdFXWzFDARCNRQA6EdpxPoYEOBrRnCpUB+XPX00yrILgHzt4rla8H6vsVeUSMXrgYL3LivIUygfUrengO/vqh50xLzJ5S0T8OP3Uz3H43SGmrk2SFeys6uzPSfzlObJADfcpK93YxtD2RFV0uBm2da/d1G6MfPaPaSXaNsh1p3+/oBwavpmQHsftJO+pSipXDqASCnIw/edeNhnRjf2A7Dx37th7plDZ4GBaPnTuvK3abmlu1Mpm8//IInoajU3a/aNNe0Da39cCUDmI5JMNtDHSl9cSKozyfIGOESIfFHmBNVgZcLXC5I779GempWiuiB6y7zBt/eRTMoqD3ZSY4HTv1dRmEOXdYIrb+w6bCaQUVWoA7QwH1d/HTnNGYogVxIykNLUWqa6cMMXVf+vmWhY9RxRh0CytMAMZ/mMjvUbI2eAkALiPeoMw+e/rpdm5T5/5GY6YoiYPAEoTnXdMHjADnMqE8HuHGAbwzpWjsBUOt11y87rhVq9N1fXIP5gr9cSIhrRRboevdeXEshrGfTsar2XTelYGYnW7XnAvcpsDVv89RJX9KK8TTwPVftxi4AJxFVUHt8nGkf+jTuTHDnGOZxdRhA1KGZraQnysxktJ15VbiFSE10YkXW4fbVwLVUZuhL0x3zudtzgHSY+P7VSGvLdgu0+EBYMXSGsNx3xy+XuBZxa+6ObHWM0EANeA9DUbWAE07GbmHz7N5uiMb+zk8T9DlCKzB8JlkyHfZ1CwNReP7V6DqcbRcA/MJ1XT4A+QizJG5nAtGnBmmrWsFNwPhCDk8yh7P2essE5FltutS+m1YBybpVLcmKu/vpc8HwcaPUqRTyLNrOP3D9JFtGuMACXwCdvcUo8j0qozPjEWqU6+CZNw821v5qI/joe0Sj30gkDFfB+l6QjxzQxdzEykjfCSm8T2gUQkvNpvOugRGXzSAl2yQ+fUxwSyG68iOPP1dBFpF3AP5nAP4jvPzwX1XV/8vD/38G8D8H8I/Zz/wfqepfF5H/DID/ycOP+g8D+GdV9X8pIv8GgP80CO4CwD+nqv/2n/Vcelal+azGN+D572bi/ZNDWCrcqqjGCBxeK9KRpKv7186+pggLIei2B+iG6vaoscWYsVjrTK/SeFX4QfawbZAU4IoinejqI4UOMOoddGIebNPpyjl2R6k6R/jjAfj4mRNxNw5xnD4B6n5/7L1ok7ET0CQWPaheC313BSCs+HQ0D+StQ5P98RhlCOySJ9P01dOAMgdI4g3rAEpWHr5Pm3THSBUyDsbOFWAad8nRlthsNNJTSkDirgenAwuSF5TjCDyN8F64113WfVIG9oKvamQcRQ0Mh29pODQ1oIMaYAV6GrtZhUwjdKbBiA6OfrmTt3/ETOU5hTrVvpseFn5/Mxnpkq55Qo8etD0XzPZT55Hv5xBR54g6Bmznndwh2SYR16YaNgF1cF8cbDw0tR84cILwxkkKUfpB7TbCk9vXRxoqNCu/OVJGVajnl2XlTr4V0lJp3nG5IbTPQRXu+1ebvvM+FTeNLLDr3R8lautqn3voEjkALM6JRVc27nsxTzY9R2CMqEfjKKyJRfZ65383bXbLuLb3WqrspDwRWniOoe9ZAcC/3OGWtmLwwOgRXzds7wdrsMFQiNtGBq811MuHgGSyoJBpANMO9jybB4LtaNPJ4f6V5RAbrDm8KNIBvRi2GD5te9XozP2LTZRr8aUGsdfgWDyddvY4rxlbiW15J7tZ3Gew9Uk6s8H194wgpo91YslL0qH0cOf+vHEvwsoCXNtZFx9gZez/LRUIb2LSUL7W+fsMfAukk0cZgNXY6nkGCbgVkGrksWKHjgItxOH0pxXTb9l46URb0xo9ZW8CDC8bYJA0MtdVsmW4e4a/RaxfD0hHjzwJ4rVieCtwlrEtWQlRe/rKq3fdtz4s2nOuiyV7dThd9ueZJ+w8paajHrlD9tsDgc/vDX5L53KpwL0t+LHHn3dC/lcB/G9U9Z8RkQHA4Qf//78G4N9V1f+8iHwD4N8Tkb+hqv9HAP9xXlvyAcDfBvC/e/i+/6aq/pt/zufQHWbCjbBBfFMMF+Zi+htNDzYLGG/QSTMTqKYbblBVW9o3rRnUIC9wGt6ODssH7lG2QbA9WxdYgBI94W0LBQAAn1jE8yiWHWq7HCdQd4JbRsivvweeWBB0GuBe77TQ8yRZaAH/vW17QW7+yw+P5npVt0ScqxXQYd4j8pB2CPXKoIs+tXlnkGPtULAYcUZtohDvoOcj8ocj1KQoCA7lSBgPx4mkNNu9ITi7wesupbneucsDeFBfC6H2adotGEV2K1GAU87zkXmxTmgT+P31S4OUdugHQujh853s8qfICeXoeqNVZkJx8fOCOgY2SHXq7OBynpDPEaiKMnvkmY2FK5yo3VZ5gK5ssNzGA+CLh5HmUOvu5ugdJMFIXOzqt189o3o2bfnYunJrHMzxK09iN73uTFrYYbVU015WuLIjAPkcEYwQx0LssT0PSE+BjPBNO/OWk8iA8fuFe3IRYByo3W7FbFmB1wvktiBOozl3bbsT3MM+X7yHqnYDGHXgZwEQpbHPuCFEfY9d6heSNvG+5zozMtKu6TVxNWG6ZXnMa7avN4MRuS2c7I8zynHg52U/xy30Fxcz7kAEEYpU4ZeKMlDi5nKFXBdgDIAA27vQQ+tbMWXQgElkIjC+8XWnmeYcZUIPbvB3c3U6oGcNl5GNfVmJBkCJ3I3f5+75rTFAR49yMJMdVYitYQDA39Muh1tI2mvrALktkPuKmDKkHntymUsV48dMiHYwToWCaAt2tjGUBKThFYg3j+WddJ/sfOSd2q7NcBU8/b1qRZ3BKqI8F12iTNAviig8jMskuwlJbfAwC/r4SXH8bcH828UaU0E5MoglH32Pb6zRUQ9+2eA2NiAiAhz4umoQ5hQYupVnh8HcuFogRYkO7p5RDtzFkwW+Y4XhxmusGFu8DERVXSbTHAZrNzWPNJmbsaulqGm0DaF9IuIaLvIFF+aHjz+zINv0+58C8M/ZhbEB+OHMrQDOQgzrBOAjvgxjA4B/BsD/WlV/XBX9Zz0UmL8rOPzOoBuDXsLrAve7T3AfniF5Rhk9yuSwnT07o8rEDjLlBJc/kk7dF2WXE+5AbZbMqyAdYQQQ3kzDC01Alq8E17+aIFPB6f8xYXhlIsljt1cGQT64DplM3xa4TxfgfES1GL7Wzev1xiLY9Zq1ezsjBPR4xse3ofkQN7ivOsg00ulqpKmHNkYqP0SGNjRtnjiIBwtjg4HFAd4mj8g0Jqwbwucb6mEA5tj3WHUgw1fhUMfdqQheUCayV91G72hNiS5aAJ9TYw23KTmbBQ7A5/18QvowG1vUdnNDgAuBEoZozOBl4Xu1LMA6QspgIeMOeRZrnOxmfKtwK9m0shGZgOkR0zn2fW0Bb2J15CN4AP6eSTRrHAJL8NGZxaN8OO2woaEGOgayrWfLep4GqPfIE6/Lng5lOb9ltBCLpHCBvWEZ931W00BCHIbMyddlyrjybH7GQTCWCnfbEF7v8NcIqUeUye2WjsoAlPVZkA8HxNehw2cku/A687/+DvW60jrzeu1ELTeOD7vh0iVNXzzany05SlU5gRujncYoD39PpbO3oYSwZUt9zfOFvaRzbApC6KTE9rvU0xObWefO9pJmevL4+TVGemBWbh08wjXB3wX+luA+X6BvF3gR1PkZeRRLUuKOczs7qOzhCuoJT6qjiqO5UTXnKnVAemKBdhvPB/oYCJb3bJDilUlFbs20Rj0MlnPsOkmR0Kude1n3Ypwr6mHaJXIWsqLrRslfa1w8i7+7rfC1In99hroAnyod6Mx0I9xLt1StA5O1hovrfs5+FaByAPELMH9XMX2X4MpOZFrfRWMq72EXflO4z/aRG5tcRSzzuUIKpWXxQoRAtoz1V09YPpiu3HHyZMSkg4bI6/3KaVOHSPnk7Gwvzvc6HQRp3m1N2yOdQ4ec1bERrpH3mctkW4cVSAc6i8W3BrfvhDiVPRmqqXuax4VP2s1F2qMMuz75xx5/ngn5rwD4FsBfF5H/GID/O4D/uqpeH/7O/xTA/wrAnwI4A/gvqf5elNA/C+B//IOv/fdF5L8D4P8A4F9R1R/3FMN+A0gFhk8bwndvPe8WACPNrhvCJ9qj+XWEVMXtZwPWZ+rBGpW9zCQi+JU3yDbQAEAKUMMeC+Y3wK0kKTAiD4gfA9J7wf3nalpDitmb1q5GQbxSsH7/4JDnA86W4uPXArkpoGRey/FAc6LtIdtYK+rlSvetH8pJ7P834hYtEkGdr5n1N/JNh5TbbtSMSHTduNcdB/5Okxi1vwOAMOM4oJ4mahtzhdw5QdXovxDXA7yo49vGwgQrWK1pUDYC0gT6ywK8Xfq+WqapP/96tOD5dn5ODssvjhiDg/944c+cRhaElCFT5PO0zpjTJvqNIJUFL50jyUlrRp0IGbewcy0Kp0YoeTz4qhLKltAPR4BQoUbXc4yb4YPbKurg4HJF+P4OeEE9TySsOUuY0UpUxe1Si+FzgV8rwusCjR73Xx6wvPecSGbjOSwWBD87M+d3UJuyRTndpFPEeNvILv6YML3eoIcJ289OnXW6nTzqBCzvHKoPSE8BbiPhya2lWz+i1l1+ZxGcjBGNu41mtSk3Z7hx3P++IS7a1gwN2jYUQYvrUrpemBsB0KZcbJRWdbevo3mOa+XXItn/Apg5hPR9tKSC8KAH1zGiTgMwkfymQ4QGB3ddIUYo9LeNv9s8zuth5BSVFcMFSHbYPqY/tcdmdrsu0Xu55SXnI3eO+cDD3I2AtyjFMgFy4yAQbxU+VZQ59sm1TZB0quJ0CwBS9l2yOgfJyUJqDLI38xk4u8/WlZyUGKloMM6Dv238WYkNJnSPDS2TQx3FLDAVwTGUwTWEcNrzlasX+LVyrz6S4JYnh+3M72/JUpKpfvNJMVwKXLJrWIB4rYhvCf6y2tqLjd76LnRr2rDovrMHrPGRztfQSGmZChGhcOeq8v6V8UqcQ1jILWpFWB0L9fgxYXwx4puhBIx/fEBl74qwVKxPngiIB+D2Bp6Z1dhXn4q+zgE4NYd7pbXuP+Lx5ynIAcA/CeBfUtW/KSL/KoB/BcB/++Hv/NMA/m0A/xSAfxzA/15E/i1VfQUAEfklgP8ogP/tw/f8twD8BsAA4F8H8C8D+O/+8JeLyL8A4F8AgHF6R3ja4BoA+1Ty7ow6DcjvRuSDt3gtRRk95m8ThovDy1+OyAfD/us+gfiEniVaPSCFhdslYPjMC+H6lxT5uHe57saiweAJdkptAvfL3gG5zJ/78teoVQyLYv6dh7sFuDbhng6QTy+QlzdoC4wwraY+QrXtPemyI5ORNMtA09K657MZNOwxdGIWh5oM/m4QYpt0CvYCGSxbNhr7ODDEQYqy6TGGJyqg0fyejfzi19SJWdJCBzaDC2+LuUjlL56fHCYW1afZNOaK/OQ7fMtw9gkjQFZzSva6uZuU6x1+ChheHdRFZIGxKs30PQriLdPFKzJ1R4NjbJ/JIiQrxu82dJcnm0rcWpAPEet7s19c1ELZrQtXwFkGLuARbhVYGelXx4AyExKr0XVimWsGDtXsHF9WSptygfu84ZAKoGfU0PSp6IdIM+nvjF47pMJaySa/rYaOVMZOpgz/NBFOjt5MVHid58myewVw2fZoLwun2vMZWJYuZ8I8WZRm6ik6LMqFu+BmkWpfA8C/35rDRwZ2tf2/85B56Ax0rGV3Get52GwSm4MYiY4JImTMine74U4I+79b9vU8oU4DyjGazGfPZ44fb/S1bhwAgM2Gc5AlYfoHLxg+jahTxPphwP0rTxTFNKh0OtuRtuGN19ztZ4LtHQtxHRoSAGi1z+q2T1TN53k7R0KjZjpTvU1XNyC+stGpg4O/G2MXJDU1Bzr6N2fgvuwyyCaLBNgQJ0ot6/nIv19sB10r8tOIPNOmy62VA4btXOVjxRRomALwummGS35TrB8itrPrvI3tZE3ivBe1YMYhxa5ZMsx5DsVXrhwl8zNT75G/mgyVYMPiMnD/isZPYak0XgkO5Wky61cGuwQjapVDwOWXU1fMpLOgzIJ8116Y05GuXOmwW8k2BMMlmJ0nM6ABninz95kRlOd90qVWmQhKWNhwTL+5ocwR27vhiyFSUkF9/uHGd3/8eQryPwTwD1X1b9qf/02wID8+/nkA/wPlif63ReTvggSu/6v9//8igP+FqvZlqKr+2v5zFZG/DuC/8Yd+uar+62DBxvnpjxXOpjKn7I68R/1wxvqLE8rATNLq2XXBC5avPGqg1+vwpshH2SGGsk9SftkN2JM3PfPGD1IdEF+Y9LR9qExCcQrdHIoCY/W9oyI5w8hiBmG36dxlRbkJgBHhHhFfApuL6CHuPeRyBXTXcv6hYtwfNrXI6QgIHb4InR65g54s9cgyZ2HMaFSDwJPu00uDDAEeYqVC3q7Q0wFuS3BX6RId+gYXFnhVaHH8PAR0wTH2uagCqTI+MHqSTO7mvGXTkYRAwtdhQn43I52jOSo57u0ejBLywcNvA/z3jg1IqUA2BnrO8MsKSe9R44luRm7f548fE/zr1vfWkgr8a4WbI2UThQe/XwhPa0MAIvOHg/1+wDpi7/phKgZxuW1Pe3JrJsvVC/ydCTIuVTYXS+43fpkDYdLbSpJcy4u+rfDLAfHG39NsWtUx7H20QxkPv3t4TTSdALo9q5pUpDF2tVTEa0QZPKSamU0biKMgXFmwvLHm5TChPh+RniaEywZYKAONLXZOQrMmFIBw/vaD61bI/u/2mqZdlmqwdK2mU9ddo93MPyyUoyV9Adgb0eIsNUtRr7c9p9vWNXo6QCdqhNs1WY3XEd62XdbX2OZu52PQWIcEnDZ9xZv2QAVA4FZOxG2POH/MdOL6OZt1am9BS8lHPoDtov1q+0jQLIKSH/TpM74SOZFCWNm/FdTDYOQgczHzHjrS4xxDBLqa4uH9LxVyGEnKO5r/fa2EvS2u1G2UPNXBiI3CUA+/ZRKmADPQICdDPddB6gXLO29hO2omGe3wbjtVW+kJvpBbDR8Xg41twgUgiYEd6cmGDEejjkYiKxPgithaSeA8uSvODFJQAZ0C8hzomlhpatJ2+o002XhFLvPcb2Tchj5UDyv+O/KZrfF2RuilO5cNDPaZikH35TTAv26YV7K7oYrw/WW3i/2Rx59ZkFX1NyLyD0Tkn1DVfw/AfxbAv/uDv/b37ev/loj8HMA/AeDvPPz//zI4EfeHiPxSVX9te+f/AoD/15/1XCBAOgbgEBDuhKc1cSJLR0o0hhdjG1ZFOga4DGyndiGROLC+l14wG209XoAgwPbEzpZaY0FxQLGMUCmgtGQqcGOBHFlfVjdAxSNeQScxI4mJkQLqwA84XsSCAwSZps02nVWE1GwLvRkbmNSpde8PXTw9pQGZj/SDjgFuGi0p6saf42DmF24/yByn2v7f/CAIWcGsNvMusZLNCDXzQA/Y4OCDo+a1eTHDINw59J/XX783ApSZdEgMwAK04AxMYYcZLREnnZl3G+4KQJEODmVkV+yWYjDp1qewrnmdJ5TjCHWC4XNGHcghyKMwe7iRkIyYJOOAEh3yicYkMRXTsia4yw0yjaiH0WDBivHTxp/5RAjeb+ikLDYhlWzm4FARIKV272WdRtQD4UL3eu9FzJ9mGuO3tUSDXYNHvCTkI33aoXtObiMpxisP/57Pu5nD12lGFWYSN7tR93aHjtH2rGT45hnWOLJRHF4T4scb0vsZ9fBun0yddDYvAB7oXTbFprgeT9z7Xu+0bHWO5L0QIFL79dS+R5sEcEPfQ7dEsn4NDZFOYeachlKJhjWo3HbTPT+7udepMqPbrDQlZfhX8Bp31FVL4ufQ33djwaNWIEkPzMDgGN33umACsHw92T6ShdRvClcU46sSVr0W6snL3vDDzl91hGw1KPLMVZkzZK6dFQB2/arj+8DP1dFX/bbCFyIdjWSpjeTW7uvW4LT7oyoQBeVn71Ge+LrCi20Gi3YJEYDOCm56+Hxg8xJfuYt3W0Hzas6zw/rsWagOfL45cHWXZ2OYG69GKiMWvVPM31XEa0U68wxnulaA+0y1Qn6mx3fzf8izdPJi13PP1DwPb/SZz3OEXz38NUG9QzW3tOG1ckALjiYjDmwSPI/x4aJs/OUB7SocxFwxlMILYHaYAOjy5fi5bc/SycXjpRF5BVIdIBxO3Mb3zd0YnKPRw738/x8u8S8B+BvGsP47AP55EfkX+fnrvwbgvwfg3xCRfweAAPiXVfU73lvylwH8JQD/px/8zL9hjGwB4e5/8c96EjUItidONOoFbp0QXwf4798wnIcuS4k3O6yKYngp8KvD+uw6kYuTbHPeIo09G4pQRiZAVQH0zC5JCpCfFHWq8FeHsjn4Y8I4JYgolliwhhH1+2Awh8kANtsX2U1JuYNd8NG8dUU6sabnDbdc4W3bi3F7GAGq5Sk3G0Z9OgJj3H2U+/7PJgvPhqUbjjzoOB93yC00vRFs6vmAOnOHKqUyg7hwz1Pn2G9mgDc0hfSOTkXAXoD4And2rUgn5qhz8NcNg3eADEgnC6G3Q483V0L87Qv1yMb6hXP2PkxkW39/gdsmwm8mdSI0qAx+SJVkqDah5Uqv43uG/3RjA/J2MeKRBzAyHOBpYOZs2/m+cuqlOQz6FM9ix+KlqXLyNX9d2QZOLtdbL0zuvlJf2YIOrEnSkWYXw0s26Dx0hmnbVwGgZWBlo1YOwdJ+CK2FW4IMgVC46bvLaeAha8YQflOML/wZ/pqQ3s9Yfjb2nXibGsKtoI5H+Jvt+d6uaFpgfX3j/r3lYlsAArLfr0GARTetXbMMu/EVINIjvpO10FCdavBsa3pM5y3z3CVaYsEccjzuv89bmlSTt3nXGx1/a3ruyvvm+cSQgWar6Oy/H5n0W0L49R1zekIZTyiJBcZlEjrjW4ZfCsohYPngOV3dAZi0p0ZFc6DqmbpRkA/a3aj8SlenVgiywaI10I9bZo9yIA+ivTdNXysG00ouREUqPxt+USHnE8pxT9Qqhwj/ukK2xDWR47ppewodfqexjoMf2Qy6tRjngufW8s6ZNMh2xR4Gv6PrdRnMwV26ZKKQ8UblQp4dtneRK5y1NR0e24cB2YhZ6WADTJAOIzevCFHFdqY9bTpyrxNnj3AvDIGZyPDeTo4SRgX8TTG+aP8MyC2RvufWyDNsSLyv40YZFFT6RN2UO2XcCXx+EGxng7l1n6ZrEEzfrkzwAlAPA9Eqt5+ZP3z8uQqy6YP/Ez/48r/28P//FMB/7ke+9z8A8Ed/4Ov/1J/nd3/xEDIapQp8Ktg+DID7Gm5JiC8Ls14PAXnydNIZWiEghC1q32+s1XhX+tQWYH1yuH/jdqYcgHKqKCdArLC6Y0IJHqgCiKJWMUti3hCpCNzCbszFtvPjRek3C+1unrJVEV9psxd++8JCsDGQXOb5Sz/rB3LAbgLiOpO17T0JV9E+EeNAc4UG0zbWas78HQY5Nl1nfzQW7TRy32T+yY+TtZrEqRlHlImXUSOeuGapabpkQrxKvWmDG9tFGcPOOlc2K82YH7B90ULyiY4Rkkbom9l4Vk5fervzoHYCJ4JYFCozCSlL4fd6x2YkeL7mlOE/5W5Kj+8/08Gq7d0r/YvzkU1HuLFwucQ96fo16aNkpe5wXvh0MxnKvisXERb75mFuLmZ6u+9MYQBqOdFtBRCuyVKIPNZn1zkPqThICRheEmAGIgDg71aglUlj9XmAS1N3G2J+c9s5K6bvEuLrChRFOQ24/mrkhPYQUCAeKNVgyuDYUGX6YVPGRDgO3qGONtFebqY1zn3y7VNxS6fy1NrL07lfKzpTesUABkNOirLxsiZOphG6CWB2tgB2L+zsdze3wClSbLoWTcCywZsnNAY6tJUjmy2+ZjZn3QUrV0j2XCdUhbttmL/bkGcabLisCNeC+OkO93ZH+uU7hCVgfMEe36pCZm4iVwWg2+DwxrPAbzZd3yri64Y6evhVkQ8DyiRIBweIR7xWhIVwskuV/IdUAHg4Z/tky6CWENgc3RQyEKYObyvKacR6ohHK4AThFZAtozxNWN/TqaqvMLodMOBSgJg8qMwO9w8O6UmsyCoLnn0fURvsbmDCnzVeWby2k8doEj60s1YE2/sRdXCGiFG21HavtNkk9F8mTuF3Iz02K2VAaM5Ufd/Pu6KI5sDYC+Vo/KCsyBOfUxnQ1zeuUqIkhffJ8GYa8gk9p6BGm6RzWyNxcFPjopaTwGXB+Gq2vYeBk/GSO/rzY4+flFMXIQU1SQG77NsvuY+VrCgTLdPSeScE7fAPuln5cFGD6Qr8vSB+f8V8GJDnM7YngRtAN5lYIVPhgHqJ8F4Rn1bUKhiGAucqvCiqCkKoKOeE6iJwo5C/juzGyiQYXndjAO6QKuLLAlkL9HLrsiR1gF5MavKQU8zXz72vtPCGLdFsYrR9nof5Mhce7AM1w7KkHkvmns57UeykGSvysFQmi2qU2wLvBUVG7t4CIU+IwN0WuDVBh9AZvJRWMNKsp6HMI6f2LXGiOcycoFqWcbNFFIF/XUxyEX/vcyPU5Bk5eDeXpw6B5j7lSy6QLWG8b4TbJzpO1cmhqoPMkVaTm/keXzix1tYAtXzkyxUyDoiq8GPY2ceq0CFY8QNiaw7aLtWmMuTcd/ZNxvZDWBZQMmG932U9U+SOu0l1NMKvAfFqFqdt02ATPhmsFf62keRyoInL+uztgNp1zmKQXLhVQt5OcP8lzViW9yR8waadbea0HRJ/B2PyjKw1RD7vJtO7VuA4w10W6NsVdVnsJcoXDccXjxiBrz+gHIhCdD1yM/KoYMFpOc0iu3+7OMg0QW933gPRMpXnkX+3NYTe8WuN+1DMqKUC9TiiWPNeZjaYfpG+BgBAjXJwcLVChPCqWwtCBcZvN8hKQhTMV8BfN8y/cxhGh/HjijJ6LD8bsT4ZeW7lZzC8FtTIYrs+ua6BVTcQnhVyBaQCsIkzz44M/SAkrVclCn9jla9jhMsjE77s+pLTAfU8d7kTTiNthx1JT1KpQlm/GszukT83LFwVbRM/9zx5hLti+lywPvkuBaUUSeA3Tr9QAFbgWsIT7SfRfZ7Zs7PB0NHg7NH1nbB6TtfVkzeRJ/5TRv5sv/K9qmcr9tHcta7akRRAjbPDvX+4VxpDffD9+UAFeaZmnCzsfc9crDhTcWPOZgHQjQ2IVM5kfuPvb5G94+ds0kuPPO9rh2xxi+qJBMoPfQweHj+tgoxdVrCdPaPDCrA+NckLC27TcDYJkjog3FjIw0onr3jLvOFu7KDddcX88YjbzxukBS4aFJiOG+7FQURRskdePbQ6DGPCVhyc4w3sQ0X17HhrIHOHelg1chgLs3ruItLzBL9keHwFdz1Av/+Eert1WJnWmH6HmdUOeBXU6x0yZMj5SEJEBXdKtpOGSNcTSlROorWivjtxcjVbRWmewOKhYuzZnCmT2DY4ix90qe4aXM+w8AZdt0POWYAGJ7wvze2bIQli5C7FCfRABqt6HsjMPrWd+spJiWb7Cf7jlc81F7JGnRDmbCSclKA3cLrfEpnbMaBMAemZBT7cCmFemwJxnLnzTBmyLIRPG9RXKuTlDfhMNAMAf+bpgBoc4usGdzNryuYa5W2SeyjGrWjBCQSyE+gaE3Yr1Bkc5m7soM7xfU0Z4umwRZ/10lceAKADs3sBkNF9jMgHQutNegMVjG8V8cL3KdwKwssd5TwhnSPKKMij6wVbnZjSQNGkWbQUZbevMXA6tusEMGj61992H+oeBdniERuL2j43Xg5WJMNs2kzQcSlXyJp2lKFNz8tK4pf3PToRA33Tm61mPY6ogwU5pMKiHj3kbkXKzHGkVuCeyGFwO1M9HxzK7Oi6VRXOC6Vy95XfGzz8yx2hrYXaQwTl+YB8ipRGqhW8rJh+t2L+tbJhckzq2j4MuH8VKKEK/fKlDOfhxzqDTimPohsdE8bA3eQt7QYqQCctaqlcj5xsD+dAnsmSEG6RU+YlIZ0j8tGbdp+Tpl+tGCmLaA1GdqrA/atg14YZZwg6cS3P/LNfH2DbkxHeKkz2tw9IZSC6Ftr7ZWEeLL78nXlWrO+MgxMVLhlsPPN30tFuL/pZBOOLnX0OZt/J//abYnqpSDPVCeu7L4sxjYCwK282qx8j4Fa+hjIBdRCEm/b3hIY9irBWjN8vJMD94oQts+koo0M+chfvl4po1rs/9vhpFWTZSSg1cp+sjjBEjYQMAXTRuTa2dDMY2szQPVXUkaYhZY7AIcJtBee/9Qn3r77CyxM44dnNkZNHnBOmeUPOHrUIVMX+2yFVgThFWQJgGaJuo2G8S4L4yp/ViABlEIrGRSBnj/qrCcPnI8anA9yffgdKSWbUl1ceSpZlrNrIXfY6D7zh3GWlxRw4ZZVDg5ALYOb1LXO3GQD4QvKH1NqLpADA7U5yTAQlFOsK3yDm2x04zKiHicUfFbLSsg4AD0XbK6sRizR6yIJ9l53NVtKziWDWMDvkMhtbHQ5JYa5SPFzlvtLRq/lgt8cQaVjRJlBHh7HyNJuuszFedf83+HshFZLcDtMXO7idEG693W2S515drzdgHOBfbGWwUsupwXfYHZYP/UUxbs9XBN1ZrblWuYZU8GdKUciykP1bCiRPCGYU0Z47LT4d8hwRTb61k8sABFgut+2KF8XwsjGA4L5RYhYd5RsWyF4GwXDVDsP2vNhWIITXjtsKi3IIbBRbRnKD4h/hOEMdKMOxpqbpj8UBKcN9JhLRptI6BBb0Le1TuL1Xcj4z9MLRUlOG2NEIOIcyR2YR3zJ8rpCSe+MJVaJHAGTZIABirYAeIJXNZT55FmfbKbrCAqjrBsmZzzEzfrLLvADouzMVBiKoI3ksNRihpyhcziycEXC5dkcovynWkyF5XnD7hoe9yzzk463C30kKCp+ZBd1iOuW+cQ3SXOLaxxQjc9ItW7tGjzJHuIe9uBQgPQ1EUWZBOto0pxwiWn5vm1hbBCNfLPqqgE5UPNfWrziIiJGn+P2MYPQ3ofFSbL7Y5NiEGx4yiLXzb/LRwim8oEzaXfdgjPUKcLo22DhcgekTr90SxWwyYb7YfF7qKB/zq8PlFwHVZK5+3V9PM3vxC3Y//JblHNH9rLezICwc8qjeMcmhoVpiaAhjFl3nfZTRIx8d/PIXBbIGEN+Y39n2yT4RcYUYfX0Ewo3OKunIDz7adBwv3BGVOVAnWxW3X0bcfubhN8Xz/3fDh//3DeE24+U/5LB+zWKWbUl4qxOcI4RXi0CrR00eyHYTG1NPjNQVr7tfazMgaaknZaSuziV+4CVGuDxjfJnJMBXhJPBygfjV9psKoPY9cnOrkuMB8I52gVbcJBsxze9NSjf+6CQkm+zMvKMdtN0qsRRIHLsns6YEvGZOzZaHDO9Q5wMnzubOJHw/yhwh5icsb7fdGtHx++DAAITiyay03OoabEeTlBd6gzHFPRQ3TtUSGChAz1uPOjIvtnXi3UGoUnJEUw9vKTGKkCvf6+MB3WsZQIsU7LakMQASgE+vhPVbc+E93z9+Eycw53rUH+oDy112aLYTuEqFiBX3FqCQGX+JShjOv0SgTh1JKEdjkE+E++KFTYdaGLrfFH5R01Erxk8rwm8+83McB+TziPV9xPrkuvFB0yZLQXdJa3aAcEC8ZruGKpujnFkQjzNDRppuWByaaUvTmu8GNc4m3Kmbi4jZworZRYo3Ta01Ld0PPdATvh5Gvq+HoSM08nol+hNJBvIAyTPN8au9/62Za45xZrLhN1pnSgF8VrpmbYXGIS8XaNqg1dY408h7pBnebAnyekVURXmaAERDYsgApoyPawjJFWWiEYvLzfXLikyXRjFLuO1bD7dCKd313tGCnvtsk3DnY+hD8yLS09DKIUC3CgmuWzk2hvQXHv5WuJrxB2w/S7Mcfp2pT/ZcrVBtT7ZSEkBb9nEF/CIIV8HpTxTTp4K3P/bUA488D8c3wrxlNG6DtPuUTO10NitWYUxjI8G15+DNyMkvhPmdWcSmA++/4UK4ujVYZSYa0CZwGETdmNdSObw1mZNLNDJJJyECaK5czbMi3hSH32xdQy1rRv76BLX4V6l2DhpS2/hJ4fYD3s7D4ydVkJvxxvrkmeYk1Pg2lhzA7sbflZD1uEPVrVNavp7QEnXK6LG8d9iegMNvWbSWb0ZAgPl3Cpc80pPdqItZ6E0KnVpBAzDzzQ1vvl88LtGp6/AbPo8WX9aeS9vpnf/hCrcSQpWV8JO+XfhCgk0KbSJo+b8AJ9pk2sxm0KCUvmAryKcBZfZwRkZTJ3ClQhL/XiNmwSYGToucOhADMD0BANxiE6PF3In57urVPLiP3FEx+YYOVdqmPgAt3kzNG5tfFLM4dNA5dgmH26wwTiTCtHhL/n7dmeAPDQU9og2GLAoddn0irwW+t95xCoHY686VP2Yka9TdM/ftQ+RU3A5skR0S70WXE1NrBlAK5PWyfy6OxUMAm5SVBaqxygPlOC11C4AFL9BetNketl2ptl2+CNKHA7Z3A128JnSiXY1t/yYd8gxLxfDJDPc/XkioC3RyS080cpAKjG/06i6D7dTMjMEbXMr3sUKah3fFDq0vC2Q4A+cj5Hrnjtdkc2owtaqyuBpnQIQOUhJjd1niNRis2Nvk17OZ+RnLMHSvdA0B+RRJwBIBfv6uX+O1Csrk4Q8DU8KCRwtzkZQpE+oksoHs9IHN+fhxM5mRUI52X6kI8B5wns5254MVObOIbbnZ2JGL8bsFbs19jSBKqZJ7vVvow4R8tISlVbr/wWOIQVMHpGMAMGGw96WZgKCFb9xXwOvOKneuy87E4gbj60bEcHAY3hKKpRvR3hJ7xGyDqrPCVTFLWTbHZbD/XwD6VrOI5RNJtnDW+GbAr5R1zb9VHL5NkKLYnoPB4fx7w0URr0SRmJLnSLi1wl8mJkKp58/jRYKeRxDfuLtuZ3+NMB5EkyuRRNdsalVItkoHm1Yt+CMdbcq2dFwNoOlzQ4ZsyDr9umL8nBHeEm6/mrCduOYJr4SpYaE6/fW03bNpnRsjmxP4X5CCXAPw8ldodzj/DiYat0mkndEr923bmUYH7cJRJ1g++I79N7F6nu1A8IxovPzSIz1x3zG8AtN3ML0g9cvxQgZds06jmbzlKl8FbiU8M7zSbH248AJcn+lk05iV86/v8H/nT9lhn0/daF/OJyYbpQQ8nVE+nOAuK5wjHKiRDFG5r9AL9Wxq2cIuF+g4wEVPraEXwlWJBaaxnd2aaaDvPephtGnECFLBmwUnJ2f59NqLXifMaAWqM9N/SlXEJFsafGcdt98rtT7ojW3iTCwUOsQH0xEP0YjcoWvsdnnzxIO66aQb27yYXeCywq0Bcprh79ILvRSiIk3DW+ZoGuFEaH3g5IVSWSS82S22CU0fYgZtp4+qnYTVkQMLVOjvVYNhs0UResep8AHS1lL33ar3Bu1a4EIcWLCtmNc5Ij1HLO890pHvS7hZw9OyVpdCuGyjZju8WDyk96g//4D0foZfMiUhsSFHRCUaCabFAhYRQCt3l2uBWzLc2w1yue0NAwB9fSNMuiy7nK2hCwALcHkI3QCoQd82YDx2Vnjfxa/0FpAYgdMBzfpSqzH2wf0sVxwBMnqkY7AdnRlp2LXIz8zt+cmqQKyopqWWNcEvLKz+mnqDJkUpFwMgx5n3o7HA+zUTHM/qE/fWjABkQV6/mhDuphowSU8+RAAn1NFykj1hT0qn0OWY5LmoefADPZ3pPEG2YIe9cUVEoGfmcMvlRkmgVqIUthII318NxYoow4DmcNimNAZnCOKtItwqtrO34qS9MYAqwp1Sr0a0HK7cZS8fPIeMZV9+hzswfeRUzHOWTZ7a5NwmxTw7yEAibpMUlbiznqVK9wRvv9sVYHgVhJsFXdh0u53IZi+jwC87DC2FkDyvCdCtyxqgtr9vcq1WGwBriJR2oc9/N+P4d18hK5u6p+/eUE8z4Gnig9cLY1aHSHMeAfJhfDjDqOhxSXsS1I89flIFGUpMv47A8vUORzcCS7jTc7UJvEsUpBP/XKOxAW2fTGNz/iz1wP1rQZ5CT2SpARg/7prhdBKsX1cruNKhPn+3bk5YtN0qGF4Uw9UORps06D9MbenwssF9vgLvn3nIvLwRBg1Mr9GnAz2XIxcm9WmGzIMVGT5/NwTqP98uZJp6B5xmMhFbWHlw8Kp0G5oi0ocD47/uZuIwDmSQmp1l22MiZU7PubDAGDzW950WhCFbgmxkLTf5gksF2BRuyXv6k03a2jx3rTloE6h7445Pgoe/Rvjj0EMrGrtZh2gh5X4/9Nuhe19Y5GKAXO7QZ4tx1NoJZv0SCtYuA/A3yorqbK5A7w/w39maIGdOGeDrIhTL56io/H2N0dpY1MsCxIHuaGqT2TgA80iGuBNC9/YzmwabxXpkkR8i6vORZh43AT48I304YnsXsT77btZPA3zuzFqDKZl+xOHTHe628D0e6FylQ0CZPNYPEevZdUel9clzb9w8fm3K5vRm1olWoNrn2BoTzbRqrJdHW3srwp3B/3D6tM+rUqomVQkHl7r7uLdd+tMZ5d0J1Qxn3JqBStctdzfnqMpcYL9WW0EB4W2lvKT5Yrff2ySCICJUD9EycTk9wgvK6LkzFAWOI5yFUJDBbd7sRZFHj3wMFghiJCLbufq1dulYiR71bEEzAyA1WiHm3/EruluXCnq2epugysSABvW8b+rE67TaGsgFjzoy9MVtNiG3JjKErrjQGCjxGm2/fi/QAz/38ZXviV9rT31qhaT5Oo8vBX4tXe7lV8XwcUF6N+L0J4LtzOxgWsuir0vS0eH6M98nxGKSIymKsNp5noxAly0PufI9CTdBOtrZbT4trnACVwG2d/a1DVjfEwET5doynZlTUGzizjMAZcNZBvQByt+lu24Bdp6vbFAp1xL4reL0tz7a2WPrv5ThLmaCkwtwmLlqWjbGhOaKfAjYzjb1V76/fq18nctfEJa1GNRRDOePd8X0MSOdvDmu8E1c3pNB13I3JaPr61TsBmhFeLYiH4Htmd1Y67pYmNlhrV8rmX4ri3yN1mneBfHVoUwK2AXZJo2W4CO5IpgOWYytrIeRO6XTDN8IU0LmcX4eET7d2Q0bizm/m3D/eoAoMH1rB+PpABkiD46H5J1m1tGTbu40bQ8vngXybn7Hn18gpxNvXCc8cJ10yVPTl/bHuu366FKhn185lU8DDyznCDm2mL6h6Wpth2jQXZexBMdJvRVoAHIli1W942Foh6JGM0J5u9gEgC9+B2z674Xe2OGNLwCT/7hCAkmdbLddWABqdChzgMoTYqmc/MaRE0cIbEhy5nPvkLnsRaeA7mrF/v4Qqb+dhv3zSMVu4szmy/t995oztO0mAUYI/uJdz+rds3Ttn8SUHPX0FgZs5/62dvJPPYzs4rfMBLRRsD65Pg1UMaQHAjXXKTGGcbxk+NcNLRBErneS2trDO4i6HrvY5XnioI8J3k2+B+wkqFIB3Qhxt3v7UZsOEDmqdSeyjYEGGbn2Jk2WBOcEbrWoxTXDfb7wOtXdGlbmqWs/9UDXtDxbg2SrkTyT5FnhqaPPtV/79TghP4+dnZ/OwSBfNmpSLCDCmm5UQAdnhCnXSVN14GfHgBAAgu5LEO88rFG1G77Et4p8okKgHNict0AUf68AZrTEIuAAOYyQ68L7YB6Rvj6woUqlW4bmUzTCEhuuZjKjjpGgeXbd7MavdXebWgtk9IiXinBNaM5xAK+l8bN2xrHLQJq5AtHQii5I9hL+/cZ1aOuWMpCMFRaFSyaHrIJ85JkbbnamjkCZFZKlr1RUgPSkplU26LzsjYUG5Q64CIlmG783XrEPTBu6LWYNNHwZXjLXIhbY0fLP69PB7HYrZXWFqykdIjANlEWula+vpbgZH8Nttb9vf+jxkyrIAC+U8Q19D9wcjAAyAdPBohU93/AW9NB8pfNx19C1FBbuNdsv2OGjbD9r+VpRBkW4OoSrQdTVHGpsUp6+Y7c1vNLdJZ14M44vDuPnStPxV7uQowPNRYR742ng4WBTqqSK/DwjnQKGV0Jnt58NWN47CtXPJtR/N1J/PToMLxv8LSGfBruZ9uCsxi51W4Zcbjzs5onH5uOk2XZ6Je/TxGgmGQsnGZT6JZM22cG5ERbU+516Wds503qy7DfvRns7PZlDVZt2RVh4ARbJNpU/pLmUdyc478yiMVisnOs/FwDqV2d7DwuaR7WMZKY2uI5aaYWzIt0dsIRwqPtwgr8vO/wcA/TTC1+v95wA2374BzrxL3yWq7LJaQSg9npjtGnLNMp560VLcgHuG/Q4oU6eCTzCiYF+4WTxhjsTcr54NEey4JBPdK5r026ZPZ2fmmzFggB4T9k1n62o3zMDLz5f+HxzYfG02EWJkY1ZCF3fvr8He2FuUaLS+zHd37PqOvlof/4ViNbIrCvc641GMIZyyNYsRoniyMosXJcydBrhrnfKo5qsrD0PM2PQORqJas+jzvNumxgaEW4Tep+3134aH1KAXC/GDZnjdOzhE9dR+cDPan12JDEZ0UmyOQLOeyGLVyAETp1uK3xOxwC/VTRv/Do7rOe4H+5by7amHLEVRwHMuztiex7opb5V6OQ7mas1d64o4ltBcQ7bkyez2pBBFkWxtVOzbKVcpzUwGkiOSieuTuJN+3PmCsVRrzyTOd3IrCS2sjBux9090WUOLOrt/QL/fnwTzN8R0l6+IirqNuZJ50NDJsBiHxV1rJAqUCiSF/iN+vI8K5BZyMPCISxcFfFuhDRnEzwU40vF8JmBF+629eHg0WmLqx2eP/5tYW73PHJXH9jghyubNF786I1NnR5UIj94/KQKMkXzAhVFOjnUAZDsML7WnVGtZOiNn6lhu/3cSAYb2GEegDrYBVdpED++kHDF9KY9w7MGYH3Pfw+vDvHVFvR36Yby7WIaXpihmSfg/o2gHFjE01lw/9rj9A9ZkNUJ1LSSrii1kAD8skEPE9afHVFmj+WdWV2avnp9dshH3iTpGHiQKDrxyS8B3sxShkuFfBgJX16MMfrpjYfL7U54PDE9p5uLtElz3acWncYdchQBEsMcul2lwaFImcW4TVDjLl3pE1YzeaiV+t9skiubftGKPQAd7c01okQ9DIC3wj0O0HHoLkySi0lB9kObu0Aa0kuq8DWhRt/D6otB1N0f2nZycGIaZ0enMjOlUO92ZrU1I20/jJwpM3l0IHMGcSe6c4l3e3FvxLTSoP+6rwDaXloEcl0QLfkLwRj0QaArTFZRyRS3PWU+RRTLr8UxYHvyHYpjlq1d18rr1WVYcME+SYRrgV94zUgqfUcOgDKfnKHHE4vq9UZin/dQl7kXbo82EfcLqUILerFuRbpPxW2NUQokJWhxEHHQyw2yrHTn8s4gWZtc3Y5UyH3lgbjtu+32ewHwOoyBBdk7epjPjnvHiK619UkpZbkCOlrIS3DG3Cd8nOaml7ViMMDkjWre5vQ6qF76uZAPD/vX2vaT6JKadg9v78wyVwTp5OFXogLc+bNxiJeC+HFhmthAGN7dM9yyQdaE8v6I5etGGrPBpcKY8/w9ZRBgA9KJUY/pIGZ1+bAHVq4xwq1QnVAq/N3un+OA7TkiTxwQGh9HHcNU4Kj1DXfeX3lGJze5h/RBtb1xvKlxIOiQ5iPXfv5b/v88c0WZj4S1w43cn+1Z7XnbeV4AyYLmpMhfwok33PbGSwymTidqnJsDFwxhZXF2cIn3pY4DypOFnQgdCnVoZjKZ66hJ9sYxVwy/u0JN514ObKbCnVyMR7vhHz5+UgVZCjMp09GZZy/3xjUSJhou1Toswf1ngu1JUUdFejLPWDU3GoOlwx0Yv1fMH2t3VimJ+rjGjPYLuzQ+AXyZHBIAVP6c1l3lWZDPLMbeoBG/cnexvo/UAB4cfKJpgBSFy3shUmMIphM7wRFAOpI44TZ0d5n1wx540Z6fOnZ/TbBeB3pLh0uC+60VzDbdDpGTc7X9nQjUVYPxKqHWMdq0ac5TFqUnDRZuj1q7LSTZ2it3vkA3zWiGI3CeU6P3+/QbHGUCa+4hCAiOrlxq0pbNDpPjYIW2ABugwaM+Ue8mqdA5zIhCqMYUd8y+RTINdCFkDRHKrtaMep6Qns1RRwwZGJTOX7lAz0f+u7F2M1nRDDSo+37Jim+3i6wFqpWNjhPuwB2lUXzbpUukmlZccumTPwDCp6pIh4hu+2fwYrhVOE/5E9nljs2qx26Ib2xPyUYYMrg73CyJKvMQCbfM+MU2GTqBmLZdnbCoTZTByWASthb48MOHE6A6iKtmbPP7ezM1wt8f+prmTA5AAt9r7/i77GdLjHshT+nhsy37GqFN6VuCOAcXPDBHuNFjeCvwG/2O00wpS4kCF0EdcfSQIWB7R0vHvleMLMZl3pmzft33o3y/pfsltMmTxRH977jEISDetYcn5NHtXtaTQI6Ayw7xSq1rfEuIv/7MAJR5hB54vcqNvtSoTOtKZ0qa/MrYT5dqh9ubvAjC6yMdpCOCXXubjHl8q+S73I3d7YXxlcJpb3xB56qsz+Y/n9i4XH/u+pnaoyax/7sT2C77Djm+FcTXFQdHRCwfA27fMBM5H82Mw0xI6kCEs5wq4JXgV6V1sb8J/ObgWoDHxPeejG0GDIVVu43mI9LZivHwSjRAJzuDKt/LfB4YMCMGd6tCcgCapDKYjel3n+GOM8rXT3CpIryRba7RAz9ej39aBRkilkfLzssniud5MdP6rwpQZr6xw2ubDBTlYBDQKghGHpAMDGa5Fu6ko48ve6GpYd+5pSdBOrAIl1nhF8H4vUE6XrB8Yx98Vna+BvkML4SAyiR4/ceCSadslzRNdGBaKg43WjCGpVh3DMzfkzWbJ7otDVfg+nOPzfR56pWT+EGgQSGbwP+aWkxY9wkzOwjvzuY/TA1x/urUd6Bie9WW6lNFoKPfiVUgjOxCICSdEq2FTPajd2PYNoan3/ei/LP7Es6NgU5f5ijGN3uHzqVWVM/4wyYJg1l20rSDecaYaUSSniw4YquWGZsha+lMWWyJUP1gwfPHSKauAH6LCJ9XuOuKKDTZV++4fwXg3m58DTEY+cd1Qpternz9ZjzRJt3+OpzjXrgU9ISrRPmWdrJc0xb5fQeu1djoG/QwopxGpHPE+s5bQUbXrebZQQxO7R7gjdT40DPR+F47NOtXwmferBclVTYvKfO8Lub/3RokL9BiRL51oyVqg+K/uEfbvvgPFOnHR2Pq4wfEr37zcRJWY9Cr7YK701nXdsv+331fbfrlwRsZUekT/wa4NGC4bRhEUE4j8nnAMDjko+s2icNLRvx4QzmP+161GiFotEZcvyw0La6VjF9nblfaD3q4/e/y89DOvAXQz7MSDX0TsNlfFPFC5MK/LGwIJzZDct/2+8l4GvnMAlKiAxSIl313CQBlCFzHjbtMrmV8A0wx4zqjwSvKBvZAZjk9BDjtQbPtngXxSjvWMjhcfx6wfOBqzxWhe6FrRdHCUUQQ7w+GIPY+oOzXQzoy1rFGopxiRMR8UhqGzAUYKpAcUATu7iCFv5frHfTJN9z2a6xJ+hrXpyGLndxV9tev0aNM9DYoo8PygfD++Mp6ko60Xw3XTCRyYaRnc7Vz9wT/m088M79+j/R+Qhn/gkDWCiBeMtQHNIae2yqjGJeI5YPH7WcOmSvTXcbhALk5QsMbU54I2XFS4CGVEW68wIph/M6zy80zSUQ1CtbjThrIB0Yq+s0Ygs0gBCzEAJuDxVxuhhcgJKXONhtVPxCimeYI/90rhs8X+Ns7TEfCHBool5q+tZzd8YjtyaEm7mPKsULeUZBXb4Gyi/dm/L6BUM7RwZVnDJ8muCtN5vPR2KuFDLZWHN1KA4hyZFYwqsIHB2/ZwNKKiGrfhdaXty/3hZZp2yQvAKDrwiLuKD9xInT8Arr2tMOXAKG9tXDPGj2LAgBvVoZq05BEb0SY2p3aGFwvXxzaej5S/jHFPVvV8lyrn+AXJum47FjIzahCJ5tClKQNjZ5Fukl/WgH2vuuSd3jako+c2/f1ldGa/Ya33bI8mGeotybEkIg8e8uetV23a3r2ZnfZvI9pzxds2mqB8V1nWoF4LXDJiCXt7UkV7rpwJ9ueQ/DQ49RhuBoc/HXtIRmSCyfS7WGP3YxP2m78DzzEyYMVbP19eLvf7AqI41TuHPOzR0MwcuYBB15rNGdRog+m7e5rgkZCXM3MJJk0KwS44IAzF5a04bVksd9eIPcV9cOBTY/54jdDCClA2BRhMTLokxgPgRpal9SY09Tjxlu1fG90zkLnLjTbzhmdZ6ECjC+UnIVLYsITDEZvQS5Xuw9mOnWp98hfzbxOnPSc7p7/236XoE/JnGh5TkDNVcvOxEbqYrNO5Mwl3mON5+GW3J9/Sx1b30cW0ESErilQ1NPcQ4VnZRmBdOT7Gu16LJODfjXxTMK+SvGrDUIT7TTzcwFChcS6XyqVKJNkwtZlVNQ2hCWqGcKdktQ8CcoTuUSu8A33q2L8rBguZEOrCJZvJtrQjs4ysNG14mXY7x+nJNuNS4Z7uUJfXnmP58zVngjw7gn53Yw8+f59f+jxkyrIfMMV4/epj/2yWYD35lFDYFcknGK3d0pTcLsBuH/gbiNeqZMLN0JzbmXX/Wh03y625R3JHy7t0Ec6Kup7BlrEN9pjNoKHenadAK0yl28qdKxY7g5uFczfNl0akA7A8sFh+jRh/v6NN8bf/y2GUqB//HOUIw+M9UOElEiD9/cOywdAIyCrQ7XQ1ZZKlY5WjAsRA3XA9uQRrh7ILCp+pZNQOgbCLoWmHy465vo29mZwZCnaTph74+aWxd/n5okTCEAno2li4Ds47eqydomPpgzUG4uoFSNtphWnQ9d4AmCGaKnschv57rYQwrSpVJYR8eKMaCLII124oIo6HOC2ivia4O80XpFKB7NwzaghssuzPXI5GJukwU5AT/5BAerJwuG3gck64hhsYXtyXdcdsg9hT9SypC2kzL2kWjAGgC41C4FuXabZ1nns+anAXgigJA7FS0UdhcSYQJJODdLlLK7ozjI1nTh1kDyk/C3DbXl3tOr7+wHlw5F7siDMoIa9R9ECRkLgCsKKXIOnv3CB+5HC+0WhfnAu61IpYG/MvINMB0rQct5RGGCfzB+IdRI8MBz5nMxTvMPqQGfDYojGmwidcQxwMgovDEIpXz8hPQXk2WH6XFAiIXAWUh7c4VaxfOVpg2sFoziaCJGprpi/z/C3jPvPx+5CB8AiBGFwKDB9bK+L/2oEKX+3xsO8xRGE/Is1kbG/MkRl+9UT1nehF+KwVISr7XMtzvGxGWhOVMO1kjl9oQTQbeb3nio0uh2GLWrZ4Y3JX4imqMK93lGfD+RmKDC+GGGwCjYHIPJs8hs5O8yCJlFrOzO8gqE/lo5Utbt3lVE64onKws73SfiPU2CoveGop7p/PXFiliIoh4pw89jOQP45pU9+AcbPu3qhNSvqHPTEGM0W2+syvjB16t7vNvGL2lmx8FyQeQK+eo8aeb7mpwn5GEzu9hdE9lS9ID0FxNfMQ1pt/5or8sEjT0B84+S7fhCs70D/U+tI/E0wfat4/7eX/ZCvgDg1JirzQPvvszxNUXZo2WK4IIo6ESLOM1umLjb33EG3PVPb8ZbNoxwLpHK30uK9ehpKIBMUqsBhQp0GrD8/IM9kM1ZPKKn5rIY7JVdz5t6Qmc62Vwb2nZC9Fh4aJFe5G7vt7TgiHV3voEV5EKjsuaj+zv1TZxeimnQr0y93GKihHSILkBVibZm2QI+CxMtbL+J6v++ayXGgli8Gi4+0gt9IVbFNj8Dj3lAiGxH/cgdyQR2e+Fon3uTURQriK4txHRg24RcWc4s67c+pzKEbbfhudGKHkkHZqIo6R7h1BJYFj25UHQ3IJL5hGPaLqZRejHlxPeCXte7FbaPXsx4mHjChkcRAaYw51LlUqYVtuc/GYo1Xi4PMgnjhPVImIjzNxcinCn9PcN+/ErUQAaaRv3O0sA9VhEs2VrKDBuEK42DpSS2hrFmLGtFKUfq6WFpjW90Xf7Y/fAlVO2eTmEO31wRsR90kfQ0fLmbruu+MW7yjTBNZ4M1nu/7++91sJWXJGF6oP5aicFuG/3zpn5FbK8aVCJwat8Klijp4bE8R6USyVUs44m7VoOlK/e742yvKcUC8Vu6fZ3tv72qcmNLhZDErz3wkYStcLbo0VzaJtUJeeM31QJNSgeUKtz7Db5YV74TRnEqdNrwgXirv6UgsXJ0grBXxrSBcE/zbuofCWAa1GL9C58GY07wnZMsdGWlfc3cSJ+ffrVjfD6jBQ821sBpJNr4q8rGRZsnObsqXMgDp6Ditw3b6g3TP6SZbdZugbgI9F4iv0OKAKpChNWUVWgS6skqqBzQo3J3IU3razzqp/L1h2X9fQyTjtaFL/L00kdplh01PXe29Gr+7k8Pyy6+N35K6dr2MkauESg2yv/5AHfHw+EkVZHU0MvCLidi9IB8jtncBaeaHOX2u7Gze0VWrBvQPWQp1zP7GqaYO7F44Dfw+dMbdBgm+g3LPEq/0WIUAOii0ov+5HCpkc6ij0C3KphqXSfMPF48yV6xfVeSDYHjd/U3vXwdIeUfHr5bEMpMg4VeFzoLxU0b8vCBeRixf02RguJQePfn2RwHpCeysN9NEW+Tk4Xcb4nc3yG1B+XAiE/PguqH6njKz61Sd/VwgADrbBHEHLOhBUwZOQHewsvzl5salMVAH29J2vEGQJpWpdxo36Lax1lpD0rKbeTjY/tKRgNWDGdpntKUuy/IvCyRFpDIY+cOMGtqU2w4VgI2J7R9lI/NRpkjjEADlGOEvG9zrHc1n2bXi3ODoYdifj/ckeTW5zeN+GOiEN4h0eFrb/3cOzXgEKEBxRAJE4KKH23xniTbGdLMDpY6VsCiAriOlyQRXMG3aIrmnwr/cKWObBmCMZCgPkWx256zwGIQLoDrh+sBsXvsqwHbIAnwB0esP5WB/4NEyobv/t/d7w1IKk52aXWkrqtYoaLZmqUmuGtJiUrMeBlKKxTOGPtXrupIUdr0zfMHMcwBOOACITlReMzU6pCfqjsfPGeGSUCaPfHBY3rsuvXEZcBZB6BfF+FoxfGYkZnqiFHE3iOCUJNYY1SEw7AaAFO713eooU7T3W4MlgGnjVLAhRiHTf/iTT5D6Dts78/guTUNMUw8VcOK9Kqp3pot21rjLXmiBjpbQmc/uZRHupSOVLH2l4hwRlpQR701q+Q4aBrjEQaFGNslMITMORCRk7VdOyiSyCrLyzM02FfvVjh/HQadGQXrXlr0AHK8/8RXOKzMGsgNiBbIDPP9dp4p1BlCB+OpJYRgVZabVA1d8dPnq6CB2NEGNQV8G3eHqRhK+smlN72ciDKqQ6vfGZT5TvjY4lMPDKu0PPH5SBbnR0rengPjGiycfPZZnhkNMnwqF+DPZxrVYx1poTwewa4XdeG7LZA2aCXz/EBr8Z+YgUu37Fbj/nLo2t0r/sOqg0FGBWNmFBUqUmgCdgnYzQF8F5VRRJ8CvAVKAo5mvS6HGuEXeNRafSzRAib95M60yEI1IEL+7QL3H7a88setWXvDTx8oUlWxQ5WK72CfaEQYLs9cnjzTbhVXUOn2Br9o9oWm2QYZveoqYRYDrFd2bOCUefNMIwFuRS50Y1LTOcjxw6r1e951qsYmqEa/M5KNZauoQdiG96UkRA40q1o3GGo2xvKzw5jzWghgkV073ysW/a7rniv51eeXFoX/8FdxKMxX1ftdtjyy87rqSaAawWJjsS8zrGOv6RcPQIVh77rzoHmBa+B9MiYLuRGYBAu6eEHOFW+m7nE7B4FMYI5aOXZIJabZkGa0wKJANqFsynJmwyJYMFh9QjiNfZ4/s5OcvIqiT2Y+qdrlGnSNExFYTI3C5WSpT3RuQBmG3l+4fXl8rmDEayZDNDID9+2vdJ+BH2DvXnUD3ME0jmfd15kpAvP/i0NOH36GlUK4V7bO7LmwS26786UDDnplRls1eVyqwvA+QdwGlWcpfOUkB6H4IYkQsV4Dt/QApA99bJ2DgQjXJE1Oc6hhs+lYjC5JU1wYE8ifsfQtsaKn9DkAjFaoCtzskP8FtFX6hEQgAFoJArkpzc3OlQKNDVdj5UvbgDYPy+b0ViAHp3YTtHUmN1MULP6NtI3Exl/5ZqjVpblOMW8H4Amxnj8VY/8EQPvVAOXA6Vm+Dz2JfH/nfznTxVLDYSmBUICjEKbQIXKyoyaFmh5oB8Qo3FGhxUGP5ymT3YxbIlTLTcqrQY+ZOLznIJiibAE/SJ2N/E8QbTBpnUPsmxiuwP69ETdQ7lMnD5UrWe0PLnEk+EakO8gJ/+HGa9U+qIBOzJ66fp8g4xbeC0XZkTScIhx5jRhY0J8bpu4T4uqJn+nqHOnnkmQy67l6jinxgMkj7MIY3it/lN9hTUgSmVXZYfmZFwJspeqyokwChEmrdHMKLR3wVrB6oc0U+KMaPgnhnQsn67HD8dcLw/Z1FIXqkDzP8PXOqudygT0eo3WzhdYEsG9IffyD0XGlMssu/HHytppnmoeMStXDcITpOycbsdEn4GhvN37JEixPoyQ53VKT3M4bbOzpyDRFymIHXN+j1BikTd59G2OIHZ8YMzkFaERXKkXRZAa2cltcVMgxwz08M1RgjITdjgncLxFr5e5uX9LpC5tm8vnkYuyXxQGla5ZHTXw30zmUs5ENO7pbgX+6oU5sS2cDg3RnNoESWDfVgrlBLIhRfKrOMWxG933/fBlIE8H73xW5Eph+SLRuLHAAKmdYqAkTPJkOAcK0IDj1MgsWYHfzjjhLgcFADONmnsruvxYDy4UQTGSW6g4ENKpnqQB0D8uzhU4W77eQdDY7a+UKrQI4atU+6fBlEIx4bkl1zXPf3BkAz7kDOnJIbQU5kNx1pEqZHyL8VY1jj88OJvLHeG8lsY5pW/yxKpcYZYJPXkJIhWJNO85X0sHvN5rjV/KaH10Jm8ciJOc2uO/uVLHROfSkI90LbSiONNXZ7W4f4FmgB7OH1JodTD0770fedsw6RjTnQGxARgbslhEhHLsnanejq0CSG/Fl+y8AdCBdnTn7UMOskQG7DH39//uqI5atoEiY7Z+cI/wLCsq0hqCQzigjC5zvRmMSgm9vPQpeFuZVNQM8jDgp/40qunmz1YszoGvesgTIzVaoeKovoSwQ8UJxCNgeMlbvkAkhgsYYAMlQMhw21CvIaoHNBngCZCuJoSF11KKtH2Xh+I1uBnsgpEpOBNVnUHpFZu8omnTjYlRLgB0ZgdgTIXg9g0Pf4F6Qgt7SPhuu3iVmMBLCdCOfBofup+qTQzGLuyj795OcB6eypcZsoEJ8+VkCA7ehtAjF51YquJyTcxN+tIj1Jym8O25PD9lWBxgoZC1xQiNBIUF8m08RRpJ4if970kQdMWCrG3yTE311IlrjcICFgfL1B5xH1NME5R3LAmfsr+eaAYaA1ZFi4FPcrZVQNYvErD6r4uhJCaQVNYBOAkdWUmu75u8RD5ex3ezxBZ6vXYIetkY4QTFqi7PBb3nE1gpQUgxetUOoc4YKnnef1/qWEpQU6JEoHJDjqkZs1ZfQ0eG+Reu0gnUboPGL7+Qll4L5TsmL4tCL8+kY3sVJtzwneIF5Y9FLuB389TZRQGSzttgKZQrfJE5ui3FYgC0k1jeXaYfYQdgZ1KSwAkeQuaX7g7dFkOt71It2iBu0PgAjKYUB6ijt79l4hgwNA1KWOJO6EezVNrGWwisJVsAm73PY1QKSMoxlLqBPm9Ap9otU7pHMkn8JcmsI17cUC4Ge9JZMVub358K43JNKgZCOxCdAJWxID0YBqdqPYIXwZBtBMpHIX327/NhkDndXe7TdNc8yxr+4a50f5jthzLYX75WCNVMqQ1Z7/lqEnJsK5VMkINj3/zozmWQSht0Aynkc7o1xCJ9mV0QGVtpxu5fNxC/ORJVnTVyvcdetNhMbARLJSgJVkOtg+tzvrqSENzvTuxiZvSgNObQJR2YlaChbgXPd0Isdpt68HLNfbpdyT3PrZshFx60RDi9eUadxRoesdAsDfFt6Tf3zintb2xa1hyQftA1Y+NcdEwN8F40eDrS0XuYzk7GhkcfM3j/l30n2payR/RpzyrakCCRU+VogoRIDn04JrGFCtwNfi4JziMG0o1WENAZuLXHuMTKOr3mETXgPTd4zFdOkhlCWS7JsO5OGEpZJF/c0R6k9dqgZbfQD4wgjmDz1+UgVZ7J7ixCddh5knE7wbvCyZbxoU2I4ktBx/Q6g3v59x+9mAyx/5rgeuHpi+pxn6dmbnFt/YBdEghHuDdGLGMUMl9jSWGnjB+VXgF3bL2zcCPSWo4eD1VJBhEY1OzV0GHdKevtsQ/tbf52E0RLKOZ2ND2GFfp4D7Lydcf+YQFmA7DcAfD5BC6YXfFD4KtrMj07Y5d33a4H/7mYX9TC1nHT22JxoIjG/VsocLzecFgNAUH7IX9ZYqVKJDbIQr2xvK8xOLd2Xik7s9Smh4MdbGnm4Q8xABNTOMEJgYlDIjEEuBBA9nRCwdA5rvtCQjS+UKKQV1GlCOEeu7SPmPwl7/AD9GYFkhQphPbivlPA1uN39anUek80AN+CKIb6lDjTU6yilS4YGWym7K0PZpRoySBTvBqEHSFt3XoVab8rTLsh4ITsYu1hZI4Xlots+g5bdKNgmKF/hFEWrte8mmmdQg8LcCdzE04vmEehyRT+blrDbxCgu7r9wzNms/2kgyGQu1mr8zi0A9jPDrZgc4ejFG1S94AnxJ+7TcC2wjXbXX36IW2/c9srGtOCOl/ee0wmpNT/fP1sp7rur+tcbwbk0BwDQt73fGfgw0QzEyHVT7vp7fzLNntIQtqdTJZssObuxbvm/8lhYo4FNFs22VwjSqOgUW5uvC6+96J0pwmIEDk806MlMMHm4ywkrkhLC7oQOqkGWFW0e7JguaEsUtec+GtmuM2dKDrUUe0IyW2LUluFfFIIL16xky0kQlpvazHdzxsBv8OCM92mRN9jetPQ/fsalZ3gvWD5QuUY1i/tMD7S5RAJdYmdVzj8yCq1DX3j9yb8bPivs3gvSuAucMcQoXKpxpGuOQoSpQFUxDwrv5juALcvEoVZCKR3As2IdxwxgzXlSQk7eCnlGFy2tNHG6ay9p2FGuwCaOHGxuwNDtEVGR41MEiUd2M8pBexwYYP/r4SRVkANSNFSu85vDiN5hLFSn8fqvIs8f1577rAq+/CGQPB2Yorx94UQyfaauZZ0E+0QFLEidiqXyzAevWzop8AsJF4Gb7kNgAW6EFhs/A8CKYPgbkORjsoqjvCupcAVHIWIFCwlKeaLG3fhjg/9IvDH4z1vdxQJ0DZKP0IB8ZD7k9kxzrLWQjT/a+iGA7g9N9IYuRRDR6R+cPR3boqSCddoZuuDFhxi+ZGa+frwifA9JXtPFEVZTJo4UOSFWUD8fu4FNjRH03cyK/bWRn3lfoce7OWtwr5T4x19OBJKsldQ9vqNIEImdOtapwzkHy7mdcpgA97l7abqW0Ix/pngNbX3ZjhtPMw3tL0PtCpm+u0MGhPM8GbVNT21YW029vkAvTsOrBbDrN7ajOsTuqkQRklqN9Qrbpv0N5anIcspel70AJX++ZyTxYtSpkbC8OTGkaKUF6TE+ih3HtBboZSZBUlGnQL1xrAEA987PgTh/dREUDCPNZ41FGhmGEa6bdoqEb5RAhB7vnNurD2+MLP2qAr63rqu15d6hZuuObfTP/rcoGzcxr4AQC6VOvGMGvcwZqhTbY2tzjuj3nH9JAmzGLApbrXTt8r9PQA1gANjvaQknAQSDeyMlApX6dubzGxE08e7z5TKsTxEs2sxrC0S3pzK0GEXcHvAK9Xrm6aaYnjXHfGgmbRLU1IW1/fjwSTWkFOWWEj9f+Pstt4Xv5CPUbAiOq8Kbnly2xEQlmT9qQH7AJZZRkex9hGc9PbIiXtTe06ohAyX2Dng7IzzOvqUGwPknXazejlBpYjDFWaKL/tTp0dQoECFem60F4zvoVmL9VJDuPdahwvsIHNmI+VHhfEX3BmgJCKBBRpOIxWkEGgHngsFQVyMUj+ILjvOLuBpTMJrVmZ+QvwfbM5ixeQMXNbPfaBqiYt0QBykBPc8Ys7j7hjw3bo0HMDx8/qYLcIsrirfbpggbtLMQuMTFFVLG8H5BOTR8oyJVTbCucfiVknE+KJLzp8kFR3yWIV6RPA8KNN1LJTHgqk6KeC7afAbI5SBK4xchdIyn+fjFoYxUEAEmA6aMg3wOWX2RIdsDmaGQgwPKzvaPOzyPlOkHMom8XpDOTWbC+J4QTlJ6uw6siXFmQl/cUu7f3BcJpcfkwAOVIwsFaTMIDtAFie/Lwk0O8CIZPK+rTDGa42qSkMHmD/eyt0nR9CMinoZOu4qcF7uXKmz8XTh9WjLvcKVLGxLg8hQQHd3fmEDUB9wXYLK3ncoWrCvd8pn91DMDoufsPZnjwA804dz3c74U3slz1+QD/u888mLbUiUr0qY0oAyFcTpvFfLYVuK80GAkj9cGe0p8yee7nV06lbs2QTUjmqCzK/AwKtGZolR0SbPCu1i8DKtpe2Ul3XVJ7XjyMBDo6I8Ao1PmuKW6rhTo4+KpAqnDNEEME9RSRj5Gf/2YoQ7VDYuE9Ub3AVTJB/VJphjByOpCgKAMPW5cU3gnCSmKYHA9Qve5F0O27YTkeUN+d4YzRrLcbJ+Bm6hFjJ2RJDOg5vk7R0rPE3rc+wXnPr3lv/AMlqtSKtRU13bad8W7PpxVrRYG+XeC2RKJhIx72g8Ym3VQR7nztdRSsz77D1gBlaOOL9ghBddIbluYHXsdAG85KC1gUrjf05dW8sgPjJ5XnFkln5ct7xmR02lLUnLAZSwz8kGnqBbEeeK3KkqDHmY1GM1Jptq0P0H/TMfMe8sDBMp+NY8MQib0x4RBUd3IjgPp85IQsfF71+dDfi3jJKCNXSy4bIrhRJlo9IFGgC/XCbmXBbpG5LVzCrxx4fAVOf1oQrhV5Dgg3ofeECvSQ4UNFKYJSPLRlDdiU/LYSVcuFATYsxnsjmYtDVYFzFQUO6Tbw8G7//0hlTHpGJ/QCfF6Nde0s0Q83QR53n3TAkv70Hw1XAz+xgsydKLtQvxTUyALibqmbNmzvBqSTw/1n1Ls1iLtNuuoE8VUxfg/6XT+DKSGTAqeE43lFrYJ7dsjOQyqzTMvXG+KcoFvA4bRCFbhfRuR7gCSBvzoMnxhwkc7SiV/qgeyBGhX+6ui9qkB48Rg/7h/47RvfY8juXzsmUlnRbJT/sLCIh5sgXoH5e7r51CC4f+Wwvec0zjgxQVFAsuD+waGME8ZPGdNvbw9FjO9H9dQpc9Kf0CL91LGraxaMbjXdXXA9AEJUzWS9wN1W6OcXfn2amBt6Y1Esp5G/t00hRXeZiTkx1XEgyvb5ZXeAKoWQc8rA09H0onXnEQDGHK2ABPi7HRoWcyaJY6OOAydlYapWHUeUKeySqrUgvm70vG47TYPgXGbsX50jkYXB7b+zUqsM9XBV8UXSUDMHicECLzzcas1Hc/Fqr1EVEJOODRH5eaYm0vaNOA3UVwr3hKKmD9/YYInJAJuZi7syE7txDqgc4L463BIcCrJ8GbJRg00iA/2P4yun+TpyB4oCe702rTailvPo4uP6sBP3bj/wh8imBgykINSdGSTRjEA6oc003Q8BEl9wDQBDC2xijIHaY1XCuA+a7z6pA/tkaV7ZdV15vTXf7hDIXRgC3GoJZcoJqUVcNt9nv/Ec4rWo/b0L10zUpex7XvewexdVNp0pG4RuUiNjhvcGxK5/zXl/Pe1nSIDMM+Htcejwc23kPzjoYUAdPSQfGDDz7WcWzWnY98cdjavAssGZ8Q8Le2BTFrm2ao/h0wb/tqJJDVErsDhO1ccRJTIQw19W1DmiTBMthF9pT+wS/f7v33C/La8eZWj7ZfuYBvRAiHZOsXEULO8c5IleDm1Clc8e+safo1MBoqIpff2UkTr5z75oRbpW2clfooSqnaIuAXLzJHgBqIdCIlkFahXIaCobgKus2sxgYAQvex2WeQBw2yNV7Ef+BdkhA/sN4UqFS7DJxpE5vGy4/3LC5Y98L2gt2SPcFMffFOTJGQmMU6gGyzbOArxFXKtgOm3wU6Ya51jgx4LTYSUMEgucq1jXCL0H+DeP4VUQ38AuqRACzGe6hLmmbWsfjnmv+UXM2hI0IHnmpEpzc5vWRz7/+CYd7ogXfk98I6ydZ6a13H4l2J6rmdibf6ztv6QKSgIn7ykgPQ3WwQKAGlwJJEdyikv4YoLu5hMj4JNDXSvK7MnktMk5HwPCdwDiQOgxBtTThHKedujPCojbCLv1EAkUFqnmUHX5khiFdeMOtlTC3ldKxJqOnHBdgX+N3IHOhHklezYP3qGchl1ba4lQfqFTldwWQuWbeQN7Tyjw3bknR2EK5mlrk6xQVuSdwN8z3OudB20IfULmC9CeRqWjpxpojJw2l7ybnlTCoRo96hRQJ3qQw9kBHSiN8YZwSNbd5tQ7fq3uk51sJEv5K3W3fB72Odh+MbwZHD15pNMe0ecKMLzUL1yapCr8NfGza6SiagxrJ4AKrS1b0WuEu1L3POyBkqnWgJBRbZNaK7aVRDcZA39eKWSsloep0fTaIgKMY58yAbDI532yFs8mpzdKNj031nZdV+5cPbOdJXgSqlZquOHpKYCGxrQdfmss2+C+VoTXBe7jG5/nEMmleNC6A4C8XqG59Ilfjaksxshtsq4vyGqA2dJ6iHeQ5yca7VhRze8PKBNRJ7cR3WjRtADPyPG+UeHQMrsfjWkGK9QbQzocYEYkHqXurzV+WuB++5FN4xjJ9VjpTIUhwt8muOPcK181wmn1dk1dCvy9IB89/Op6E7M9sYhxolSUWfv6SSoYk3hTlEjnw8bABkgCGxZDEGfpqCj3zkBZHcpgzGwASAygaO5a8MrcgSLwRrqVgfwhLUIiGWC6Zmt4BSgtYcqIvTTQMenzCrOrld3URNATtR6HiR8+floFWZiUlCeHcnWYfrciPdFAg/vjoUMEZWwFkQWtRrLh8kw/0+1MKEReCAv7BdjeMSptvQ6AUwzHDd5XPB0WzDHBieLbyxG36wT86YTpYpGPF5teK0MoygC4IkgTdX91FO6ZrjbdZDFCg3TWZkvkyTNQZu3PH4GOXC1Eu/kTS1FsJ+at5gNfr2Tp+5k2WZOByJ8frw4jmm0kddLb2UEH/u4a2QE6j05UcQ/+3HUEdOVEqwfwoGnm8FmRPxwRzaawng6oE/2wG5s3XLOZkIi5JZHMpIdIKbEIJKnJVewAA6epx926FAXWjTm4JgGRLcE3PfFxRpgogarD7vJFc5EMWRJCKpwqpgDxM1zK+0RbCqVUnwGfD2hZqOUQ0GLmYOx+CAuyNBZzg5z9Xmh1sp1zN9VgIcxD2EljqkBRuogB1kRmNhieRbFNLGLkKimOCEB7TtaoypaNVcyu3t0S060qdgtRk6/UvpPmlOc37Z2+etnZ+tcE/0azkr7jva/dzlIimzCszH+u57mz0xtbXG3PCcB2n/bnJmty7T3L6NGUX9z/D6Na27cCfYqW5g5nCVSEslsD5QC1a6pFSVqUqHt+4lu+LNBXQtmaC+Urzyf4OSKfx54v3a/7bAYfpcJdNrjPbz0VjdLBgJ6W5j1wX1AvV+q4h8j3rsHSzRcdILTegkrstbp5sNjTEXo+Ukdudq/3n422swTyIXS3LpoCEdHYfvlEy8u10LNcWzOte6MzRELcW+LAEzy8J8vbXVZe497z/b3eTPZUAVQmcwGE4w8T6tMMly2h6g3d6cxfN0x/WlDtPb1/E1G9s6ImXA28Y9EavweOvyUSWiIlma6wsNVgW79qU7KhkcsHFvdQec6rc1YI0clU6tXWkTw32xknmdkEeebZS8KtoBRBndgww5sbohIFdUoXML+x1rgC4OGypYf8AwE4cj30Y4+fVEFuBYtDpoPbBgY+PJFpvZ3pKzu80Mjj+kcsgtP3iu1JsD5z74g737z5WxbgPJEtpw5wr6Fbq20Hj9M3Vwy+IBWPrXhcXmeEPx0RX0zyVNgZbU92IJrEqoyKOlfUA0hcKAJJwsMTCikO6WRmIelhKpU2nbLYq+MEuj3zAotv7PzSQfjcj+gxcBrUbgrh3tcsuJqTkN+UcJMqynTG9hR6Tm5rDgDAtdxc03C7hC5LUEGPolMP+yIQVnD3FAPw+Q1yX+A/PHd5TStGNbouZWrFxRtrs8lqWrQetXz8rCWEXfZizkBo0YgN6oyWg7wlaqS9hxvjQ4ykaXG9hwZC1hoc3GoyJkyoQ+Rh+vGFB+bnV2O+NwMH7JKSwibDf7qRBTtNfP0xmKGJTTej3xnV5p5E+Fjg7hnxshK2t90fDpZDreDNHcAdrpBH4JXFMoWBv/+W4YGej6zOEcY1b2y5bJA0UHJ2J2Nax4hiEHz3461N3md/zi2BSmxyH3oIRc+gdgKRQBvVZSWEepwZ4mFNQQ2OjUCT13jTnz8EU8g4cKdsKU8tuEQf8rk7Ua6Uvjfm+2Qrho07WTiBrpms5RY3anacXQueEiS0ZkCgo8WF5kzv8Vqg143Z3TXCrYX6YfOWzifK4/zLnasIM0iREPg7Gyrw+RV13TpMjqr8bJw1pc7BHQ77tC4CmY98Pfe7pVYNcKcj9HRAPU6QNaEeBqTzgDJTjhRuZKzVIMgnfm60weXTSOfQVxHQA/zNGqzGvN7MPMcyy+V65+cSfHff0+cTTUNqhfv+1RCFCTIONIexnbjkAndPLOS10u1usfjRUlHfnVFONExZnxzSiSl+LlNSGq6w0Av6TKSjNzvLgvE3F15Tc8T61UjEs+1mBYg3IobxWmnOcuLARcMRFuHtWXoGcpmAOtgwA1sN3gXpaFO4GMPbEqusEhERKpzQ/Z3nqyuE1iFcATbNumuXuaAztX/s8dMqyGKFw8F8UnlI5VmQzrtV5fCmOP2DjPPfZ4cZloL7NwNuXzvar9kUXQOJBfHCLtIvgOYdgtgGwfVlhqpgWSLK5wHxs0e48gON110OtX0gLNL3HsJi6p8Tnp+u2HLA/TaiLB5y9ygzYxpdll3ONRKyqR7mvyqYPjnmIB+BLaBDzXnirkWFF5R6ZQiE8j0AuOdwmdN/886tc+zOQOFWsJ0tyFxAIoTtcpx1nX4DfGIEpGReeNoQWYPxmkdyegqQfEZopCSLFHRb7az47lpUqA/sB/aaeAiYprlDkG3CqWao74yAU604lwL4SIKR7cY0eHqFlwL5vEDmycwSHnS0qt1TtsmYuj1hVsKcb0ZWygxiCJe0794AErpezbDF2UTnWbjqge9zjW6Hm28Z7pagFhVavINET1v1NUNuJO1IYZdXDsH8rI2AdS3dzrEhIAA6Qa7tut2a2KxcjDjhHKfZxTKMjUldZhII8yQ9Y5yHmiLcyOBuu363ZjjL3W1NB5YNTV4kgTC/TiPyM+FUrQ16FAYX5PolI9sJbTBTgRw9i2IyrXx71PKwR23XhE3btofuWu5SWOhLAWKEOx3t7/s+BUrLshYBhsGIdYTZ9TibcU3dr637Cp8LpJo877oAziHeN8iyon77PZ8mwKm3WEOxgpB7zvRtb5fdg7e2qu5BHQ/6ar6WSjczV9iszBMQPMocIVNAOkXkk4dfjE9jxdYVhu802NqvxXSw1Kqj8rzJpwHlEGmteUu8t+y568YVgcRIBrpJGZEydI6AeLrXHab9XjxMgGeOtHoPjY5s7KyoU9ybUCe4/dKCNjwRxTyh67xRgeNvK+ZvU39d4ydei+FtI2nUOQAHxBeHcHMk3Q1ct6kA83fFbH+J+LjMuMmQFXVoRDGe3eFm5KvIHbJLrAeSBfdfcPgZPnnoG6/J9NRIi/xHI3r4RbCDXywIxCVY1KnCJ+zX4B9SAdjjJ1WQgR16KJNgxc5QrgGdxOU3YDs7dlivGf51wySCPA59IswH/jtcYUQv2AFqe4wJwESj8uXvnOFXoZtR4q4h3Ajrhbs5tSRBOVesZ36Y/uYgNmoPoWCOGaU43G8BKMK9NfhvqQBmey1WnFU5ebfJRQoL8PoBJBdEg1Xy3nG1wApYvCM7Nv7cPJMlCp37xZQOdK0KyrgyPh/YDobvYzNdp/DdUoTEbh7lgUu9KiH7fI5Qz4OwsaBdS2wCDEZuxhX8O84BuGKHJNvhpI3SWqGp8iA1M4S2F+XXjBSUMmByDRXCspoL5HYHToed0GNmJu66sPMPHorYd2VqZh4yjTycTNbUpiO3ZO61bR+nlizUSWsWxsCoRPQGiI4JYoeWsfxnD9f2vxZ3yO8z5y0j1Uipne0KoN/UjdXbCWxeTBu+y4N6iIfamx08FKEH19cQEBYlCcWQkWKohtsq4erPl50MNJj/9WJWnAOn4vb5+eu2Wz96FgZYQEKT2VCHvBOadEsdctbRoN7LDbqsneDUPaqb6ceWrDDzmmc+t7HIp6lPy31nalGanOZYfFoiV3N/q6cDpBBJ0YUWm/XpwNWHI6HRf7xAX9+IRpk5iaoCG4ztLXSwui8stgBalKQbxz7RY1l3Ypr9LADWlNIURY4HBn9YkXZLho7ePNrbrpaOe1CH4SUjfLrDR985A3CCIIJmZvR4/ZSZv9PnCkQ2A2IKB00JkiJ0Gndf+qLU8ltOttRqjmJCXXNlpnc+BqzvQ78HRDk1uqxIJ6I/6WjF2APFrAVEma7ntwA3e55/BRjeLCDm+dgRr0bIbA2qFGC8FPPFth21ctJuLnbVCxnPhb+zSUcblNAiTYc3Ps86Am7lCpJGJII6KlAar4BoKCrpec5zwvZLMxGphk6aq9ejMdAfePzkCnJj4rXUjXhXAIr71w4tOWk781CaPimk0P93NWbe+kGwfEUYwm/Ypw8LF6+DMjXpw4Zhyti+nzC8OGxPnELrCCTwIhte+MHmA+hV7RXxeUVeA3IgSy/GAieKooIYCu4AdOS+RQfuklGBcPEPLECy9iih4p8BfvD50HbI+97DJWPf2t9zmZN3iwtTTySAZuxkUDd/Xr8pA8qTYDuyU4XB2x2uFhgiUPepzItpn9Uu+rojGMdgmaKc3mAXOYAfMHqF8Zkb94z1PBNWvq9AtqnigV2KOOyeu8D+7xZSkRJwPqAex92I/0AYudtnAjRHUYW7kC2KMNAzuJPPKuohQg4j3GpmFJnhCvBCyPy+9skNDYrM1H66uK89AJJqanQ81JWNXD56ymXMdH79eoZfTLPa+irLr1WHrmV1yRjfI5ENvr+cPgEr/q1uB0/TjlL2wpMz8PEF/rODDwE6RsR3R5Q5Yv2w77qlKMbvF/i3pUdeNp/xTuZ6YFo3/3AxApY+H1DHJlmyWm271f5wAhmnPUc6F+iJxDBO9Mse7wiY65nlTvevmaa4KqClW2P217+lXhTF4FhsifBwI+9ZMEg9jGwIHAhVjwObNYPsARY0d5ggd9unTxNTv5okKSWuDBpEDe6s5TBzYm7PqZq0bhyBSgj+CxmcN9OPEDr6o4cJUitK5HXsF7qqqROEGwN34ieDmmuFLAV1ivBvK9ySkZ9Hrsyk6aLBkB4R5HdkQ7tbgm+WssImQDZzpYPZi05UAbT7uUwe4W2DrIU56pNHegooA1UjrgAlGmTspXNOeoSu7X+l8JxKZ8HFeYwvFfHOtZC7Z+SnCds7rkLCldNzGUwKmBXxjTLL24e42/6OVJxAOWSIGXMQWbQjZkJP0OM9ZGdeW0nyFkOZeO26RXi+rjxjmw9Ag63DTTG+8X4Md3o8tPvT3ffr+Q89floFWW2BX/mip88sEOnovvg7FOuzeL/9se87MmB3f4EoNFIrrAJs75VF1SncU8IwZKwfZwwfPbbninIgbAI44C9fcfvdDLd53vtqumYvSC8jZM4IT7yoc/L4fJ2xrRHZpmMAtGdT0ux1dSRxecDfhAqQDAwvfG7pDOQjddBSpDcP0grvBrhNjLxgZgUbn1cjtol1kGXkxBXuiul7k1Y4wfo+wBWbrKv2vz9cbBJ71M+pddi2U4ajYxonOaDO7FpbB6+eeb2StVtbQoFwL2QoWxwiAOgQHjySfwDtaDVpgtsnnsbqbTu5ZuNp0LJOIycusymUQka2eyUpBbUC84g6B/OtNdav8lArp3HPiV0zmEvr0CU5qiwArfrmDLkt8EZmqmOEHugLDQCukQ4HhxpMw2rZxTSKobc4+Qg2VdsNDwAVjm5EFX3CJe9ArPGo9k/ZJ8MWtpAzdN2YemTRmZJHMoFxwOFP6E4mqXSUoqVONWMTwD57S7vSbWORz5kWirYjdUZO6xOyMihD1q3bPMq7ZxpSbImfefDcQ69bd23rEHfczWAA2P64Efakry4IES8GZ5Oc1yZpvvE7w7kHJAyE8mVhgpG29LfoKQEaSUDzl5Url/aZN8nVcOZ++u2CmncrVsCKcYskbSjAOEAWmnKgMjIStUIO1P/3Zq8W6J1WlNzPEkEIb2v/+SrCXTAA93bn52bEKjhH/+zbQrmbKnXRg+8rpBotPxwgg96BK5/2fttrbD9fpwHb10eUmbrjXRI1wN9ybz65stvtRsOixq3hEFTRJlL7ODeeZ4SPOeT4TTB9LpAK3P74gOWZxXd448TbCru7135PldkhHVsx3tOlgjk3Nj9qqO2qC9nSbYpPJ0E62+UR9qING2xYhE1TnY1RbfbJzVZz+j6bCoRnoL/nHdFqhj4/8vhJFWRRUuCHK/eseWqjhBl+W7fSoF8VQR2kp4dIg3pPmYfc0tJssO9FRx7666cJ4TNNGcr7jKevrli3gPUyQr+b8au/9i1+9U++YCkR/86//8fwLwHxjQzq9OQw/eVXPM8LruuAy3VCfhkgRSAbL+IaKyTaoZcM3nMsvH4xGdKpPWcY61l63qq/86Jou15R9P146zY1AO7e9oD8O9UTRhk+J7glmUkHDQ/8qh2GcQUY3iqmjxv9WUUwfF5RR8/EodFZbJoYQ1v6jVejoBz5M1wmWQMrrNFQIBtTMXP/1FjXAFjwaiUUbK5MfeopFT1kYJ4o1WgF2JKX4Nye7uQ96pkwcA+oQLF848AjoVbkD0dsz/tuPV4ypw/n9il3DmZ7WGjjmQIk0/SjNQIyDt3bGs4hfTgwui/u8LVU15EEqYTsgNbgMKmsSSUaO1O9cEep3FfFi2L6brHYRGqcy8xrOb6ZJ3JjN3vPImVkqO5drJzEdNuAjxvc68W8qe3vxAFynPed/ePu9zGhCegIgQLUV5dg0x5ILLTPlQ5m1iC8f0I+T4AT+FcAKyU3uu46cPE0ceipYi3CshXD9pzyw/MTMUmQI+zaUIz2PfnBmMT7vq/WyxV4ewPiAGekMj3N1PMOnlre333i+/h85uds+3ipthvfRkjed0iqskvoSiFUnjOv1cdHa/C2RJcuJZzftcdV+5qAE7zBxalQO1wr8HKB1of3ZEsGsZN8R6LiG2Qe4eYB6hwnZkGPZxTlSkmPLObN570lOPE+sH3wwES71jzWIMBz6DJIUWC4VmxHspzJFWlIjw1N6z44NMdDV9ARyzKYT3QB0kzfaDhg44WGeCHKUAaHfGQ2dTpS+iT5Yco1r37YP8F2u2Uwl8cXcmS2J0GdjUNjtYRxjPxauEq3Om5DX7grwo1IrRTF+Ckj3FKP9PV3k3kCXUZXpgE/9vhpFeQCDFelGUYUrGdLOLpWwPgrYanw94p89EhHh3BlF9MOQf4g8KJ53pBiQPgUMH7HZKd8YoEJC/e729cZ8/MCJ4q0BbiXgPCrG/4r/9jfxP/501/Dt7cjhvOGLVHv2i6wlDzXtaKoVQCnCJ9ICNMIbAjA1yudZIbKopz2i9WvtqtQaqWbE4xfpXdl4aoYX/fdHwCTd3H3UcI+uIlyN+i3iviSerevKwMU4tUj3HmDbWeHeKs4/IMr1Dt4M86QXBFuGySN1DL7/T1VR3iqMb4JSZPs5bzAOxKFXC79Z9XBk4m5NVaZksFrCVC9GDv7xyQyCphMyAg0zS9bDQY3tnb+cEQ5hN5k+KUgFGWBmiLqcUJ+N+L+dcR2cmaRyD05wyge9koWT9jZ4FZ0d0MHcNqLAQgO6f2E9X3sUYmdhCXoel/gYZWg0lGJNjXEawusp0a42rUhCjTWOIlK3B+6VCwr1w5y77oBxQ8lQow4rH2KFp87i11AvSuAriGWFsRhMYft4G8Hvm4bcF946Gwb5HSEe/Axl81QkFK4q51oqapVuWKI3tYVkT8nJaBmi7YU7pFtqm9hHd2AxX6muJ2dDQBajRBlE3LTM2sL+TBSVSdRAYYiFGBWIA+2Ttrgv3vlTnmaiC5YoZLNpmonO9vYmhXnHXXF9n5xErb1ge1emYNdCUfnQl1vynvz0T27ncUd2vvuCfH3v6O1O5d1yZjpwSUaMQREPGRLKF8/kTlu96EoWOCXRL5HoL8D5p2k5xZLUzOiIT2/7VJbqyFyRlpK2r3wpWDni1g62eM57DI610K17XVN4jRIz1Km/zW6LJPDFlP5ysR7YztzAHOZEDQNWvjzw92g55H3W7wzm7qpRjjs7Ks+KfZctD0/9EkaYEPhFxZ3BrvUzueAKsIlURZne39ASBx9XNv84PGTKsh+JfuuaWjVCbYT2YPjS6FDzC0jvNyBX57pfjXQJcYnYD0D8+8Efh1w/2WmHAm8LtKZbDwxCZJkUJoQK3J28N7hP/lX/h7+n9OvsK0R/8P/2z8NHyrGKeHn797wiz/6E/z91/f49uMZdfEYhoyqgs+fjsAl0snFDluttvf1Cu8KsoKOMQGQTeBXwfjJ9rSZBLTWRbq1XWyKw7eUOjzCyensCSNbZxcW7Rd9tPCI+Om+yxvA4jZ85PfTxzgSZkmcUKsX5PeDdYxshmqgO1d8rUjn0PfUbWetHqhCEgeLYUV83eDNQYqHptlu5sp9kpAJ3ZiovRhXa7m7tpdmIWhyDE8Tg/aoJ46d+Ry/yIGFCPJ5hOQIt/HAywffo+G4AuCOu0yBsZfmNMbJxAp+g5ya4YcT6GFEPQzIh4h89DRssWQZ2rmi6w/LAGPC7w+X2WXHayH6EBgo4W8ZYSlIh9CnAPXg67BELZdK1yYDLJ6w8I+ez5wzd/CokMOBk1gz27D3VbzbWe0hsBh368rEHfrjTv/BBEXA4srJVS2Ks1IClDLJWW2tcJz5eZvESYXXsEYPdTMkeLK5b4s9z9oLTIPIGwGqJ0Rp2J/Po6UmYN7oZGu3LOfHCVtiBKa202rGIpH74usCeb1Ab3fKfGbZp/Q+oVN+B+960e1s/GQQ+jhCjmQiw3vmF88zi/E8diMR2UbUdduTwkrp2eEyRCAHiMtAQs+0RlGSxUwD/cWjKpub9ppsmnfXFThQeuQteYo8AUE9Td1LqnMfhHBtc3xjhkDtihUqKYDsidRoBKfRRbvlcdMTl4H9QTWFBr2etUcZiirGF0W8V+TR4f6e53jPlo+UJeWJxbqYTLM1q8MrC/r4mVG029n1e4wmNyS5tvAUl7h3K6OgXvdpuv1dcjXYbKg1GLCztcm1AN7fHjCpoOOKy842WQv04HrAzo89flIFGQDixwVwQJmjkQI84rVg+LzCf7wyuP44I88e23mHON79nYR4Ebz8VcJF/uZQJgc4IH2VqTPbHMOsrwEo3Mvq4pGuAeUp4f/z/Td4Pt7x7d87AV8lTPOGp3nBkgP+/e+/QVHBMGZkpziOG745XPF2nnADUDw1VuoVdeC++qunG6oCF5lom/oWEd8cykBJ1Pl3BdvJIdxI32+FmRN8Myao8PfM4uMFw0uGX/e0p3xw2I6ceGkzuvXwAwC753SbUD6/wb87ow6hHzg+MVkIDvS37miD7YuablXJbm9wjrMLengrGF4S5RWpUKPrhVrOVKEjpz33dqf7T/d2LuiBCo0IURXNe7hrkY01rY67zuao1ViWUhTxbePNIGxAulev7bnY5TK6EsrDQ9TDLY5klTOfszf/a5TaCUzw1E3X0SOd2bE/sil9IumteuEkXhppjhOBS3QiGl4Z7iHFSGHWmPjXDSqMxIQA28ljO9uaYatwK0l0rtRuR4pAA4ceUtC8nG2S1LaGFE52yDRG6X8vZ8gq+x66TWJ9tWB75gwW7bYyKPuBo+sGLEvXEssQgacztawAERr7HDo7XBSoAT2Nq1oaUyuu22Y+1eULCZVMU8+11m1j0xEJFYtzwO1ORKMzrx01s0czf18fvK+9J8P4lcljVRUyDnDTGXo+sMg5tzOP8wPScJyJ5BSTa7Vks3HYi3HKnLYbZC5GGqvCpKfrlehqY2gDVtwTdFn52p5P1CTXCvdyYRPx/2vvbGKrKqI4/vu3pR/RSAsoVCBSDDHBBYqEUFckJqhsiJEFxASicaMhbnRBJTFNjAtN3KAGUKMxhgWKiaKRVPzYihKkxQ8qRTGUAAKJEIhS2o6LOa8dmvdK3qOv7z56fsnNm3tm7nTuv+e+8+7M3LlNTfF6vjoQe5Fy+uQWJmmoGZl/oX+vUHvl6siCHUiE2hqGb22Kj9tJ9j7l+P5m5RacIXbdDjXGpWCH7Q1w8XvoKrVX6hhonsZQbY35eBiZvKihuMzsYJO9g702LqM51BBG7rRr7DElDcOgvVJ3uJ7RfLubzk1KzT3qmptUVX8x95hRGB0rtvXa0+VhNWS9eI322GeI1/+0y8PxB7r9vcHGOHyoYai7FOI55cbH7cdELiDnHj2E2DUPUPPfQNTf3p1eM8BIr1E+FMa5fc4aks4Cf1W6HeMwCzhX6UZUMa5f6bh2pePalY5rVxp3hRBuH2usqoCcdSQdCCEsq3Q7qhXXr3Rcu9Jx7UrHtZtYxu/QdhzHcRxnUvCA7DiO4zgZwAPyxPJ2pRtQ5bh+pePalY5rVzqu3QTiY8iO4ziOkwH8DtlxHMdxMoAHZENSs6Tdko5I+k1Su6SXJfVIOiTpK0l3WllJ2iqpz/KXJvVslHTUto2J/QFJh+2YrbKHBCXNkLTPyu+T1DL5Z39jFKndSkkXzH5I0ktJPY9I6jWNNif2Nkn7zb5LUr3ZG2y/z/IXTPrJTwD59EvynpcUJM2yffe9hCK1c99LKHDddko6mWi0OinfYefbK+nhxD7ltCsbIQTfYrf9B8DTlq4HmoHbkvzngO2WXg3sJS5QtALYb/YZwB/22WLpFsv7wcrKjn3U7K8Bmy29GXi10lqUWbuVwBd56qgFjgELrY5uYLHlfQSss/R24BlLP5vUuw7YVWktJko/S88HuojP3s9y37th7dz3rqMd0Am8kKfsYtOlAWgzvWqnqnZl+59UugFZ2IDpwJ/YmHqBMh3ANkvvANYneb1AK7Ae2JHYd5itFTiS2EfK5Y61dCvQW2k9yqxdoS/FdqBrzDEdFkTOAXVjy9kXbrul66xcwXZkcRtPP2A3sAQ4ngQV973StXPfu452FA7IHUBHst9lekw57cq5eZd1pA04C7wv6SdJ70q6BUDSK5JOAE8AuS6uucCJ5Ph+s41n789jB5gdQjhl6dPA7Ak7q8mhWO0A2iV1S9or6V6zFdJuJvBPCGFwjP2aYyz/gpWvJvLqJ2kNcDKE0D2mvPveKMVqB+57OQpet8AmGw55LxnGKNbvbmbtyoYH5EgdsJR4F3c/cJnYhUcIYUsIYT6wE9hUzkaE+JOx2qa9F6vdQeKycUuAN4BPJ73F2SKffp3Ai1z7I6as3ES+10lh7dz3Ril03W4D7gbuA04Br1eqgVMRD8iRfqA/hLDf9ncTnTVlJ/C4pU8Sx6hyzDPbePZ5eewAZyS1Atjn3zd0JpNPUdqFEC6GEC5Z+ktgmk26KaTdeaBZUt0YO+kxlj/dylcThfRrA7olHSee80FJc3DfSylKO/e9a8irXQjhTAhhKIQwDLwDLLf8Yv3uZtaubHhABkIIp4ETku4x00PAr5IWJcXWAEcsvQfYoMgK4IJ1/XUBqyS1WFfPKuK4ySngoqQVNsN1A/BZUlduRuzGxF4VFKudpDmmAZKWE33wPPAjsMhmZtYTJ3vssTu374C1VleqUardWuBbK181FNDvYAjhjhDCghDCAuKX51Ir675nFKud+94o41y3rUmxx4CfLb0HWGczpNuARcTJglNOu7JS6UHsrGzELpoDQA+xK6sF+ITokD3A58BcKyvgLeLswsPAsqSep4A+255M7MusrmPAm4wuyjIT+AY4CnwNzKi0FmXWbhPwC3E25vfAg0k9q4HfTaMtiX0h8eLvAz4GGszeaPt9lr+w0lpMlH5j8o8zOjHJfa907dz3rqMd8KH5VQ8xcLYm5beYPr3YTP2pql25Nl+py3Ecx3EygHdZO47jOE4G8IDsOI7jOBnAA7LjOI7jZAAPyI7jOI6TATwgO47jOE4G8IDsOI7jOBnAA7LjOI7jZAAPyI7jOI6TAf4HDWxlU/F6ArsAAAAASUVORK5CYII=\n", + "datasetInfos": [], + "metadata": {}, + "removedWidgets": [], + "type": "image" + } + }, + "output_type": "display_data" + } + ], + "source": [ + "library.plot_raster(to_plot[4][\"tile\"][\"raster\"])" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "0f6dc1b6-4767-48a6-bc1b-a0b1c10a3ee8", + "showTitle": false, + "title": "" + } + }, + "source": [ + "_[2] Bounding box plot._\n", + "\n", + "> Just for a subset of 'item_ids'. __Note: we specify the SRID for rendering in Mosaic__ since it is not 4326. We got this information earlier." + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "f614c20f-e354-47d8-8aae-00b8b0454c80", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "output_type": "stream", + "text": [ + "count? 425\n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/html": [ + "
bbox_wktsridcount
POLYGON ((454850 6845110, 454850 6817650, 482310 6817650, 482310 6845110, 454850 6845110, 454850 6845110))326081
POLYGON ((382340 6972580, 382340 6945120, 409800 6945120, 409800 6972580, 382340 6972580, 382340 6972580))326081
POLYGON ((627440 6645130, 627440 6617670, 654900 6617670, 654900 6645130, 627440 6645130, 627440 6645130))326071
POLYGON ((399960 7072600, 399960 7045140, 427420 7045140, 427420 7072600, 399960 7072600, 399960 7072600))326081
POLYGON ((399960 7300020, 399960 7272560, 427420 7272560, 427420 7300020, 399960 7300020, 399960 7300020))326081
" + ] + }, + "metadata": { + "application/vnd.databricks.v1+output": { + "addedWidgets": {}, + "aggData": [], + "aggError": "", + "aggOverflow": false, + "aggSchema": [], + "aggSeriesLimitReached": false, + "aggType": "", + "arguments": {}, + "columnCustomDisplayInfos": {}, + "data": [ + [ + "POLYGON ((454850 6845110, 454850 6817650, 482310 6817650, 482310 6845110, 454850 6845110, 454850 6845110))", + "32608", + 1 + ], + [ + "POLYGON ((382340 6972580, 382340 6945120, 409800 6945120, 409800 6972580, 382340 6972580, 382340 6972580))", + "32608", + 1 + ], + [ + "POLYGON ((627440 6645130, 627440 6617670, 654900 6617670, 654900 6645130, 627440 6645130, 627440 6645130))", + "32607", + 1 + ], + [ + "POLYGON ((399960 7072600, 399960 7045140, 427420 7045140, 427420 7072600, 399960 7072600, 399960 7072600))", + "32608", + 1 + ], + [ + "POLYGON ((399960 7300020, 399960 7272560, 427420 7272560, 427420 7300020, 399960 7300020, 399960 7300020))", + "32608", + 1 + ] + ], + "datasetInfos": [], + "dbfsResultPath": null, + "isJsonSchema": true, + "metadata": {}, + "overflow": false, + "plotOptions": { + "customPlotOptions": {}, + "displayType": "table", + "pivotAggregation": null, + "pivotColumns": null, + "xColumns": null, + "yColumns": null + }, + "removedWidgets": [], + "schema": [ + { + "metadata": "{}", + "name": "bbox_wkt", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "srid", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "count", + "type": "\"long\"" + } + ], + "type": "table" + } + }, + "output_type": "display_data" + } + ], + "source": [ + "to_plot = (\n", + " tile_df\n", + " .filter(col(\"item_id\").contains(F.lit(\"_R014_\")))\n", + " .select(mos.st_astext(\"bbox\").alias(\"bbox_wkt\"), \"srid\")\n", + " .groupBy(\"bbox_wkt\", \"srid\")\n", + " .count()\n", + " .orderBy(F.desc(\"count\"))\n", + ")\n", + "print(f\"count? {to_plot.count():,}\")\n", + "to_plot.limit(5).display()" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "8e1d7121-185c-4353-8b44-f1b922453cb7", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/html": [ + "
sridcount
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noDataValuecount
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" + ] + }, + "metadata": { + "application/vnd.databricks.v1+output": { + "addedWidgets": {}, + "aggData": [], + "aggError": "", + "aggOverflow": false, + "aggSchema": [], + "aggSeriesLimitReached": false, + "aggType": "", + "arguments": {}, + "columnCustomDisplayInfos": {}, + "data": [ + [ + 65535.0, + 3682 + ] + ], + "datasetInfos": [], + "dbfsResultPath": null, + "isJsonSchema": true, + "metadata": {}, + "overflow": false, + "plotOptions": { + "customPlotOptions": {}, + "displayType": "table", + "pivotAggregation": null, + "pivotColumns": null, + "xColumns": null, + "yColumns": null + }, + "removedWidgets": [], + "schema": [ + { + "metadata": "{}", + "name": "noDataValue", + "type": "\"double\"" + }, + { + "metadata": "{}", + "name": "count", + "type": "\"long\"" + } + ], + "type": "table" + } + }, + "output_type": "display_data" + } + ], + "source": [ + "# we use an exemplar to further parse structured metadata from the summary, in this case for bands. \n", + "# - then we group by the numeric value for `band.noDataValue` and see if all is consistent\n", + "# - it is because we previously standardized it\n", + "example_band_obj = \"\"\"[{\"band\":1,\"block\":[512,512],\"type\":\"UInt16\",\"colorInterpretation\":\"Gray\",\"noDataValue\":0.0,\"overviews\":[{\"size\":[5490,5490]},{\"size\":[2745,2745]},{\"size\":[1373,1373]},{\"size\":[687,687]},{\"size\":[344,344]}],\"metadata\":{}}]\"\"\"\n", + "\n", + "(\n", + " summary_df \n", + " .selectExpr(\"summary_tile:['bands'] as band_obj\")\n", + " .select(F.from_json(\"band_obj\", F.schema_of_json(example_band_obj)).alias(\"bands\"))\n", + " .select(F.explode(\"bands\").alias(\"band\")) \n", + " .groupBy(\"band.noDataValue\")\n", + " .count()\n", + ").display()" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "182c8792-1d7b-40da-a9e7-89d762380f55", + "showTitle": false, + "title": "" + } + }, + "source": [ + "## Tessellate @ H3 resolution=7\n", + "\n", + "> To avoid re-computation per run, persisting the initial h3 tessellation as delta table. __Note: H3 Resolution 7 has an average area of 5km^2.__ This produces -700K tessellated tiles for Alaska and takes ~10 minutes (using notebook cluster config) if you want to run. We also OPTIMIZE by the H3 cell id ('index_id')." + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "f2900da8-4a51-4c76-8316-ed17d8b1d589", + "showTitle": false, + "title": "" + } + }, + "outputs": [], + "source": [ + "# Setting as variable for consistency across bands.\n", + "h3_resolution = 7" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": {}, + "inputWidgets": {}, + "nuid": "119050db-b32a-4075-a4ae-f9b953be6487", + "showTitle": false, + "title": "" + } + }, + "source": [ + "__Function to perform H3 tessellation for any/all bands.__" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "e230acc2-be13-4a8a-9a7e-d1458482967f", + "showTitle": false, + "title": "" + } + }, + "outputs": [], + "source": [ + "def gen_tessellate_tiled_band(\n", + " tile_df, h3_res, tbl_name, h3_col=\"index_id\", repartition_factor=3,\n", + " do_try_open=False, do_display=True, do_overwrite=False, do_append=False\n", + "):\n", + " \"\"\"\n", + " Generate H3 tessellation table from a tiled band dataframe.\n", + " - Expects 'tile' column to be present.\n", + " - If you have bad tiffs, set do_try_open=True\n", + " Returns the resulting dataframe (from the spark table generated).\n", + " \"\"\"\n", + " spark.conf.set(\"spark.sql.adaptive.coalescePartitions.enabled\", False)\n", + " spark.conf.set(\"spark.sql.shuffle.partitions\", 512)\n", + "\n", + " if do_overwrite:\n", + " sql(f\"\"\"drop table if exists {tbl_name}\"\"\")\n", + " if not spark.catalog.tableExists(tbl_name) or do_append:\n", + " _tile_df = (\n", + " tile_df\n", + " .repartition(round(tile_df.count() / repartition_factor))\n", + " )\n", + " if do_try_open:\n", + " _tile_df = _tile_df.filter(mos.rst_tryopen(\"tile\"))\n", + " (\n", + " _tile_df\n", + " .withColumn(\"tile\", mos.rst_tessellate(\"tile\", F.lit(h3_res)))\n", + " .selectExpr(f\"tile.index_id as {h3_col}\", \"*\")\n", + " .write\n", + " .mode(\"append\")\n", + " .saveAsTable(tbl_name)\n", + " )\n", + " sql(f\"\"\"OPTIMIZE {tbl_name} ZORDER BY ({h3_col})\"\"\")\n", + " h3_df = spark.table(tbl_name)\n", + " if do_display:\n", + " print(f\"\\n-- {tbl_name}\")\n", + " print(f\"count? {h3_df.count():,}\")\n", + " h3_df.limit(10).display()\n", + " return h3_df" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "743bedef-fe7f-492b-8c48-f8813c32a9cf", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "output_type": "stream", + "text": [ + "\n-- band_b02_h3\ncount? 702,845\n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/html": [ + "
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"type": "{\"type\":\"struct\",\"fields\":[{\"name\":\"index_id\",\"type\":\"long\",\"nullable\":true,\"metadata\":{}},{\"name\":\"raster\",\"type\":\"binary\",\"nullable\":true,\"metadata\":{}},{\"name\":\"parentPath\",\"type\":\"string\",\"nullable\":true,\"metadata\":{}},{\"name\":\"driver\",\"type\":\"string\",\"nullable\":true,\"metadata\":{}}]}" + }, + { + "metadata": "{}", + "name": "size", + "type": "\"long\"" + }, + { + "metadata": "{}", + "name": "bbox", + "type": "\"binary\"" + }, + { + "metadata": "{}", + "name": "srid", + "type": "\"string\"" + } + ], + "type": "table" + } + }, + "output_type": "display_data" + } + ], + "source": [ + "h3_df = gen_tessellate_tiled_band(tile_df, h3_resolution, \"band_b02_h3\")" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": {}, + "inputWidgets": {}, + "nuid": "364d7296-d59f-4805-8b87-3a8845ce1b4e", + "showTitle": false, + "title": "" + } + }, + "source": [ + "_We see there 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Sidenote: since Alaska has some land on each side of the antimeridian, pull your mouse east to see the bulk of the results when rendering close to the boundary (not relevant for this output)._" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "751f296c-61df-440a-ae35-7cd986530116", + "showTitle": false, + "title": "" + }, + "jupyter": { + "source_hidden": true + } + }, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/html": [ + "" + ] + }, + "metadata": { + "application/vnd.databricks.v1+output": { + "addedWidgets": {}, + "arguments": {}, + "data": "", + "datasetInfos": [], + "metadata": {}, + "removedWidgets": [], + "textData": null, + "type": "htmlSandbox" + } + }, + "output_type": "display_data" + } + ], + "source": [ + "displayHTML(\"\"\"\"\"\")" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": {}, + "inputWidgets": {}, + "nuid": "aea7228c-3541-4612-9cf6-b801141fb2e4", + "showTitle": false, + "title": "" + } + }, + "source": [ + "_Uncomment the following within databricks for actual results._" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "b9e0af67-044f-452e-8ae2-2523bec538d0", + "showTitle": false, + "title": "" + } + }, + "outputs": [], + "source": [ + "# %%mosaic_kepler\n", + "# plot_h3_df index_id h3 100_000" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": {}, + "inputWidgets": {}, + "nuid": "9b8dd2d9-d332-40bd-9e59-68d7434d3920", + "showTitle": false, + "title": "" + } + }, + "source": [ + "### Repeat for the other bands of interest\n", + "\n", + "> Note: we are not doing an overwrite here, so if the table exists, it will just be returned." + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": {}, + "inputWidgets": {}, + "nuid": "18ee353c-f85b-4922-aea8-b8c954835082", + "showTitle": false, + "title": "" + } + }, + "source": [ + "__Band 03 (Green) tile and h3 tables.__" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "3bc76b12-e108-4a44-8064-cbee56b2c346", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "output_type": "stream", + "text": [ + "count? 347\n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/html": [ + "
item_idtimestamph3_setassetitem_propertiesitem_collectiondateitem_bboxstac_versionlast_updateband_nameout_dir_fuseout_filenameout_file_pathout_file_szis_out_file_valid
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S2A_MSIL2A_20210601T222531_R015_T05WMP_20210602T0632132021-06-01T22:25:31.024+0000List(585681806569766911)Map(name -> B03, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B03\",\"common_name\":\"green\",\"description\":\"Band 3 - Green\",\"center_wavelength\":0.56,\"full_width_half_max\":0.045}], roles -> [\"data\"], proj:bbox -> [399960.0,7290240.0,509760.0,7400040.0], gsd -> 10.0, title -> Band 3 - Green - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/05/W/MP/2021/06/01/S2A_MSIL2A_20210601T222531_N0212_R015_T05WMP_20210602T063213.SAFE/GRANULE/L2A_T05WMP_A031043_20210601T222534/IMG_DATA/R10m/T05WMP_20210601T222531_B03_10m.tif?st=2023-12-14T19%3A40%3A23Z&se=2023-12-15T20%3A25%3A23Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A27%3A54Z&ske=2023-12-22T19%3A27%3A54Z&sks=b&skv=2021-06-08&sig=r37cZATGfnw8v0%2B9%2ByVxJXS6HS0AlHWUIAaVqnVwn88%3D, proj:transform -> [10.0,0.0,399960.0,0.0,-10.0,7400040.0])Map(s2:mgrs_tile -> 05WMP, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 99.909133, s2:snow_ice_percentage -> 0.0, sat:orbit_state -> descending, s2:product_uri -> S2A_MSIL2A_20210601T222531_N0212_R015_T05WMP_20210602T063213.SAFE, s2:generation_time -> 2021-06-02T06:32:13.239Z, datetime -> 2021-06-01T22:25:31.024000Z, s2:datatake_id -> GS2A_20210601T222531_031043_N02.12, s2:vegetation_percentage -> 0.0, sat:relative_orbit -> 15, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 86.845082, s2:cloud_shadow_percentage -> 0.0, s2:datastrip_id -> S2A_OPER_MSI_L2A_DS_ESRI_20210602T063214_S20210601T222534_N02.12, s2:mean_solar_azimuth -> 184.365157820513, eo:cloud_cover -> 99.999998, proj:epsg -> 32605, s2:granule_id -> S2A_OPER_MSI_L2A_TL_ESRI_20210602T063214_A031043_T05WMP_N02.12, s2:water_percentage -> 0.0, s2:mean_solar_zenith -> 44.0967080116026, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 0.335901, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 0.0, s2:unclassified_percentage -> 0.0, platform -> Sentinel-2A, s2:reflectance_conversion_factor -> 0.973499605999698, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.0, s2:medium_proba_clouds_percentage -> 12.819014)sentinel-2-l2a2021-06-01[-155.2671,66.64691507524405,-155.18944,66.70305433212764]1.0.020240113-003300B03/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B03B03_S2A_MSIL2A_20210601T222531_R015_T05WMP_20210602T063213_20210601-222531.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B03/B03_S2A_MSIL2A_20210601T222531_R015_T05WMP_20210602T063213_20210601-222531.tif578068true
S2A_MSIL2A_20210601T222531_R015_T04VDN_20210602T0642052021-06-01T22:25:31.024+0000List(585681256813953023)Map(name -> B03, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B03\",\"common_name\":\"green\",\"description\":\"Band 3 - Green\",\"center_wavelength\":0.56,\"full_width_half_max\":0.045}], roles -> [\"data\"], proj:bbox -> [399960.0,6690240.0,509760.0,6800040.0], gsd -> 10.0, title -> Band 3 - Green - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/04/V/DN/2021/06/01/S2A_MSIL2A_20210601T222531_N0212_R015_T04VDN_20210602T064205.SAFE/GRANULE/L2A_T04VDN_A031043_20210601T222534/IMG_DATA/R10m/T04VDN_20210601T222531_B03_10m.tif?st=2023-12-14T19%3A40%3A12Z&se=2023-12-15T20%3A25%3A12Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A37%3A25Z&ske=2023-12-22T19%3A37%3A25Z&sks=b&skv=2021-06-08&sig=mC%2BFISFioYia2ZOz7ayZ767PLBjtH9%2BT8EvnRgjv1tQ%3D, proj:transform -> [10.0,0.0,399960.0,0.0,-10.0,6800040.0])Map(s2:mgrs_tile -> 04VDN, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 99.871707, s2:snow_ice_percentage -> 0.0, sat:orbit_state -> descending, s2:product_uri -> S2A_MSIL2A_20210601T222531_N0212_R015_T04VDN_20210602T064205.SAFE, s2:generation_time -> 2021-06-02T06:42:05.506Z, datetime -> 2021-06-01T22:25:31.024000Z, s2:datatake_id -> GS2A_20210601T222531_031043_N02.12, s2:vegetation_percentage -> 71.848249, sat:relative_orbit -> 15, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 0.0, s2:cloud_shadow_percentage -> 0.0, s2:datastrip_id -> S2A_OPER_MSI_L2A_DS_ESRI_20210602T064206_S20210601T222534_N02.12, s2:mean_solar_azimuth -> 176.834528852562, eo:cloud_cover -> 0.041377, proj:epsg -> 32604, s2:granule_id -> S2A_OPER_MSI_L2A_TL_ESRI_20210602T064206_A031043_T04VDN_N02.12, s2:water_percentage -> 3.77822, s2:mean_solar_zenith -> 38.6908432624189, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 0.041377, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 3.253252, s2:unclassified_percentage -> 3.685122, platform -> Sentinel-2A, s2:reflectance_conversion_factor -> 0.973499605999698, instruments -> [\"msi\"], s2:dark_features_percentage -> 17.393778, s2:medium_proba_clouds_percentage -> 0.0)sentinel-2-l2a2021-06-01[-160.86876,61.246661131206636,-160.80019,61.32201672360622]1.0.020240113-003300B03/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B03B03_S2A_MSIL2A_20210601T222531_R015_T04VDN_20210602T064205_20210601-222531.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B03/B03_S2A_MSIL2A_20210601T222531_R015_T04VDN_20210602T064205_20210601-222531.tif672404true
S2B_MSIL2A_20210601T213529_R086_T06VUK_20210602T0408132021-06-01T21:35:29.024+0000List(585685654860464127)Map(name -> B03, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B03\",\"common_name\":\"green\",\"description\":\"Band 3 - Green\",\"center_wavelength\":0.56,\"full_width_half_max\":0.045}], roles -> [\"data\"], proj:bbox -> [300000.0,6390240.0,409800.0,6500040.0], gsd -> 10.0, title -> Band 3 - Green - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/06/V/UK/2021/06/01/S2B_MSIL2A_20210601T213529_N0212_R086_T06VUK_20210602T040813.SAFE/GRANULE/L2A_T06VUK_A022134_20210601T213530/IMG_DATA/R10m/T06VUK_20210601T213529_B03_10m.tif?st=2023-12-14T19%3A40%3A12Z&se=2023-12-15T20%3A25%3A12Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A35%3A29Z&ske=2023-12-22T19%3A35%3A29Z&sks=b&skv=2021-06-08&sig=eJEfiCFOmeUV2Z/3zB9tpxz7RuoR40JWkQrfJFUdpsQ%3D, proj:transform -> [10.0,0.0,300000.0,0.0,-10.0,6500040.0])Map(s2:mgrs_tile -> 06VUK, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 99.847138, s2:snow_ice_percentage -> 0.0, sat:orbit_state -> descending, s2:product_uri -> S2B_MSIL2A_20210601T213529_N0212_R086_T06VUK_20210602T040813.SAFE, s2:generation_time -> 2021-06-02T04:08:13.790Z, datetime -> 2021-06-01T21:35:29.024000Z, s2:datatake_id -> GS2B_20210601T213529_022134_N02.12, s2:vegetation_percentage -> 0.0, sat:relative_orbit -> 86, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 96.841967, s2:cloud_shadow_percentage -> 0.0, s2:datastrip_id -> S2B_OPER_MSI_L2A_DS_ESRI_20210602T040813_S20210601T213530_N02.12, s2:mean_solar_azimuth -> 173.460950258383, eo:cloud_cover -> 99.63319, proj:epsg -> 32606, s2:granule_id -> S2B_OPER_MSI_L2A_TL_ESRI_20210602T040813_A022134_T06VUK_N02.12, s2:water_percentage -> 0.006511, s2:mean_solar_zenith -> 36.0764928507417, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 0.00217, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 0.360298, s2:unclassified_percentage -> 0.0, platform -> Sentinel-2B, s2:reflectance_conversion_factor -> 0.973510924427259, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.0, s2:medium_proba_clouds_percentage -> 2.789052)sentinel-2-l2a2021-06-01[-150.44174,58.512520647689016,-150.37323,58.595919903133456]1.0.020240113-003300B03/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B03B03_S2B_MSIL2A_20210601T213529_R086_T06VUK_20210602T040813_20210601-213529.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B03/B03_S2B_MSIL2A_20210601T213529_R086_T06VUK_20210602T040813_20210601-213529.tif701005true
S2B_MSIL2A_20210601T213529_R086_T06WXS_20210602T0455102021-06-01T21:35:29.024+0000List(585703247046508543)Map(name -> B03, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B03\",\"common_name\":\"green\",\"description\":\"Band 3 - Green\",\"center_wavelength\":0.56,\"full_width_half_max\":0.045}], roles -> [\"data\"], proj:bbox -> [600000.0,7090200.0,709800.0,7200000.0], gsd -> 10.0, title -> Band 3 - Green - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/06/W/XS/2021/06/01/S2B_MSIL2A_20210601T213529_N0212_R086_T06WXS_20210602T045510.SAFE/GRANULE/L2A_T06WXS_A022134_20210601T213530/IMG_DATA/R10m/T06WXS_20210601T213529_B03_10m.tif?st=2023-12-14T19%3A40%3A24Z&se=2023-12-15T20%3A25%3A24Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A39%3A06Z&ske=2023-12-22T19%3A39%3A06Z&sks=b&skv=2021-06-08&sig=IsCFngksTor6w9pQiPUaAHW9/Lx7fYm5vtQ2HWSPTX8%3D, proj:transform -> [10.0,0.0,600000.0,0.0,-10.0,7200000.0])Map(s2:mgrs_tile -> 06WXS, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 99.562663, s2:snow_ice_percentage -> 20.24747, sat:orbit_state -> descending, s2:product_uri -> S2B_MSIL2A_20210601T213529_N0212_R086_T06WXS_20210602T045510.SAFE, s2:generation_time -> 2021-06-02T04:55:10.457Z, datetime -> 2021-06-01T21:35:29.024000Z, s2:datatake_id -> GS2B_20210601T213529_022134_N02.12, s2:vegetation_percentage -> 0.0, sat:relative_orbit -> 86, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 57.775348, s2:cloud_shadow_percentage -> 0.005311, s2:datastrip_id -> S2B_OPER_MSI_L2A_DS_ESRI_20210602T045511_S20210601T213530_N02.12, s2:mean_solar_azimuth -> 181.450714669469, eo:cloud_cover -> 70.060842, proj:epsg -> 32606, s2:granule_id -> S2B_OPER_MSI_L2A_TL_ESRI_20210602T045511_A022134_T06WXS_N02.12, s2:water_percentage -> 0.041725, s2:mean_solar_zenith -> 42.2298115725062, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 0.446842, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 0.150212, s2:unclassified_percentage -> 7.780661, platform -> Sentinel-2B, s2:reflectance_conversion_factor -> 0.973510924427259, instruments -> [\"msi\"], s2:dark_features_percentage -> 1.713778, s2:medium_proba_clouds_percentage -> 11.838651)sentinel-2-l2a2021-06-01[-144.89699,64.76759325810539,-144.74712,64.90914676464594]1.0.020240113-003300B03/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B03B03_S2B_MSIL2A_20210601T213529_R086_T06WXS_20210602T045510_20210601-213529.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B03/B03_S2B_MSIL2A_20210601T213529_R086_T06WXS_20210602T045510_20210601-213529.tif1430682true
S2B_MSIL2A_20210601T231559_R087_T02VNR_20210602T0710432021-06-01T23:15:59.024+0000List(585690602662789119)Map(name -> B03, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B03\",\"common_name\":\"green\",\"description\":\"Band 3 - Green\",\"center_wavelength\":0.56,\"full_width_half_max\":0.045}], roles -> [\"data\"], proj:bbox -> [499980.0,6990240.0,609780.0,7100040.0], gsd -> 10.0, title -> Band 3 - Green - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/02/V/NR/2021/06/01/S2B_MSIL2A_20210601T231559_N0212_R087_T02VNR_20210602T071043.SAFE/GRANULE/L2A_T02VNR_A022135_20210601T231553/IMG_DATA/R10m/T02VNR_20210601T231559_B03_10m.tif?st=2023-12-14T19%3A40%3A12Z&se=2023-12-15T20%3A25%3A12Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A37%3A25Z&ske=2023-12-22T19%3A37%3A25Z&sks=b&skv=2021-06-08&sig=mC%2BFISFioYia2ZOz7ayZ767PLBjtH9%2BT8EvnRgjv1tQ%3D, proj:transform -> [10.0,0.0,499980.0,0.0,-10.0,7100040.0])Map(s2:mgrs_tile -> 02VNR, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 99.51967, s2:snow_ice_percentage -> 0.0, sat:orbit_state -> descending, s2:product_uri -> S2B_MSIL2A_20210601T231559_N0212_R087_T02VNR_20210602T071043.SAFE, s2:generation_time -> 2021-06-02T07:10:43.106Z, datetime -> 2021-06-01T23:15:59.024000Z, s2:datatake_id -> GS2B_20210601T231559_022135_N02.12, s2:vegetation_percentage -> 0.0, sat:relative_orbit -> 87, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 96.821898, s2:cloud_shadow_percentage -> 0.0, s2:datastrip_id -> S2B_OPER_MSI_L2A_DS_ESRI_20210602T071044_S20210601T231553_N02.12, s2:mean_solar_azimuth -> 180.253468112271, eo:cloud_cover -> 99.0972, proj:epsg -> 32602, s2:granule_id -> S2B_OPER_MSI_L2A_TL_ESRI_20210602T071044_A022135_T02VNR_N02.12, s2:water_percentage -> 0.821291, s2:mean_solar_zenith -> 41.3489827436438, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 0.330174, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 0.081507, s2:unclassified_percentage -> 0.0, platform -> Sentinel-2B, s2:reflectance_conversion_factor -> 0.973488199140697, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.0, s2:medium_proba_clouds_percentage -> 1.945128)sentinel-2-l2a2021-06-01[-171.00041,63.88356553473924,-170.85393,64.02715388084466]1.0.020240113-003300B03/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B03B03_S2B_MSIL2A_20210601T231559_R087_T02VNR_20210602T071043_20210601-231559.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B03/B03_S2B_MSIL2A_20210601T231559_R087_T02VNR_20210602T071043_20210601-231559.tif1444520true
S2A_MSIL2A_20210601T222531_R015_T05WPV_20210602T0722462021-06-01T22:25:31.024+0000List(585699948511625215)Map(name -> B03, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B03\",\"common_name\":\"green\",\"description\":\"Band 3 - Green\",\"center_wavelength\":0.56,\"full_width_half_max\":0.045}], roles -> [\"data\"], proj:bbox -> [600000.0,7890240.0,709800.0,8000040.0], gsd -> 10.0, title -> Band 3 - Green - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/05/W/PV/2021/06/01/S2A_MSIL2A_20210601T222531_N0212_R015_T05WPV_20210602T072246.SAFE/GRANULE/L2A_T05WPV_A031043_20210601T222534/IMG_DATA/R10m/T05WPV_20210601T222531_B03_10m.tif?st=2023-12-14T19%3A40%3A12Z&se=2023-12-15T20%3A25%3A12Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A37%3A22Z&ske=2023-12-22T19%3A37%3A22Z&sks=b&skv=2021-06-08&sig=ee5UgQFqySJgyNOu5Phr7b2NPQQFwatGusOpTO3e3NY%3D, proj:transform -> [10.0,0.0,600000.0,0.0,-10.0,8000040.0])Map(s2:mgrs_tile -> 05WPV, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 99.03512, s2:snow_ice_percentage -> 0.0, sat:orbit_state -> descending, s2:product_uri -> S2A_MSIL2A_20210601T222531_N0212_R015_T05WPV_20210602T072246.SAFE, s2:generation_time -> 2021-06-02T07:22:46.620Z, datetime -> 2021-06-01T22:25:31.024000Z, s2:datatake_id -> GS2A_20210601T222531_031043_N02.12, s2:vegetation_percentage -> 0.002063, sat:relative_orbit -> 15, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 99.951518, s2:cloud_shadow_percentage -> 0.0, s2:datastrip_id -> S2A_OPER_MSI_L2A_DS_ESRI_20210602T072247_S20210601T222534_N02.12, s2:mean_solar_azimuth -> 190.088392930126, eo:cloud_cover -> 99.997939, proj:epsg -> 32605, s2:granule_id -> S2A_OPER_MSI_L2A_TL_ESRI_20210602T072247_A031043_T05WPV_N02.12, s2:water_percentage -> 0.0, s2:mean_solar_zenith -> 49.6105516336532, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 0.0, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 0.0, s2:unclassified_percentage -> 0.0, platform -> Sentinel-2A, s2:reflectance_conversion_factor -> 0.973499605999698, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.0, s2:medium_proba_clouds_percentage -> 0.046421)sentinel-2-l2a2021-06-01[-150.23383,71.08139994367843,-149.65633,71.19725718768525]1.0.020240113-003300B03/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B03B03_S2A_MSIL2A_20210601T222531_R015_T05WPV_20210602T072246_20210601-222531.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B03/B03_S2A_MSIL2A_20210601T222531_R015_T05WPV_20210602T072246_20210601-222531.tif1772377true
S2A_MSIL2A_20210601T222531_R015_T03UVU_20210602T0655352021-06-01T22:25:31.024+0000List(586080929290649599)Map(name -> B03, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B03\",\"common_name\":\"green\",\"description\":\"Band 3 - Green\",\"center_wavelength\":0.56,\"full_width_half_max\":0.045}], roles -> [\"data\"], proj:bbox -> [399960.0,5790240.0,509760.0,5900040.0], gsd -> 10.0, title -> Band 3 - Green - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/03/U/VU/2021/06/01/S2A_MSIL2A_20210601T222531_N0212_R015_T03UVU_20210602T065535.SAFE/GRANULE/L2A_T03UVU_A031043_20210601T222534/IMG_DATA/R10m/T03UVU_20210601T222531_B03_10m.tif?st=2023-12-14T19%3A40%3A12Z&se=2023-12-15T20%3A25%3A12Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A37%3A20Z&ske=2023-12-22T19%3A37%3A20Z&sks=b&skv=2021-06-08&sig=IbQTpGPQV9he%2B2%2BCfSqTou1u59h%2BR7jr4W1hYJYSTo8%3D, proj:transform -> [10.0,0.0,399960.0,0.0,-10.0,5900040.0])Map(s2:mgrs_tile -> 03UVU, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 98.931777, s2:snow_ice_percentage -> 0.0, sat:orbit_state -> descending, s2:product_uri -> S2A_MSIL2A_20210601T222531_N0212_R015_T03UVU_20210602T065535.SAFE, s2:generation_time -> 2021-06-02T06:55:35.514Z, datetime -> 2021-06-01T22:25:31.024000Z, s2:datatake_id -> GS2A_20210601T222531_031043_N02.12, s2:vegetation_percentage -> 0.0, sat:relative_orbit -> 15, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 0.0, s2:cloud_shadow_percentage -> 0.0, s2:datastrip_id -> S2A_OPER_MSI_L2A_DS_ESRI_20210602T065535_S20210601T222534_N02.12, s2:mean_solar_azimuth -> 166.691372670832, eo:cloud_cover -> 0.0, proj:epsg -> 32603, s2:granule_id -> S2A_OPER_MSI_L2A_TL_ESRI_20210602T065535_A031043_T03UVU_N02.12, s2:water_percentage -> 100.0, s2:mean_solar_zenith -> 31.0955707981127, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 0.0, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 0.0, s2:unclassified_percentage -> 0.0, platform -> Sentinel-2A, s2:reflectance_conversion_factor -> 0.973499605999698, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.0, s2:medium_proba_clouds_percentage -> 0.0)sentinel-2-l2a2021-06-01[-166.49905,52.99888639433017,-166.35611,53.24101193592204]1.0.020240113-003300B03/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B03B03_S2A_MSIL2A_20210601T222531_R015_T03UVU_20210602T065535_20210601-222531.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B03/B03_S2A_MSIL2A_20210601T222531_R015_T03UVU_20210602T065535_20210601-222531.tif2499715true
S2A_MSIL2A_20210601T222531_R015_T05WNR_20210602T0727332021-06-01T22:25:31.024+0000List(585697749488369663)Map(name -> B03, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B03\",\"common_name\":\"green\",\"description\":\"Band 3 - Green\",\"center_wavelength\":0.56,\"full_width_half_max\":0.045}], roles -> [\"data\"], proj:bbox -> [499980.0,7490220.0,609780.0,7600020.0], gsd -> 10.0, title -> Band 3 - Green - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/05/W/NR/2021/06/01/S2A_MSIL2A_20210601T222531_N0212_R015_T05WNR_20210602T072733.SAFE/GRANULE/L2A_T05WNR_A031043_20210601T222534/IMG_DATA/R10m/T05WNR_20210601T222531_B03_10m.tif?st=2023-12-14T19%3A40%3A25Z&se=2023-12-15T20%3A25%3A25Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A38%3A59Z&ske=2023-12-22T19%3A38%3A59Z&sks=b&skv=2021-06-08&sig=QqWWZjTSeAX%2BrJF3ppAB3aY0HCuTVkjz3YyXRNOPO6I%3D, proj:transform -> [10.0,0.0,499980.0,0.0,-10.0,7600020.0])Map(s2:mgrs_tile -> 05WNR, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 98.704582, s2:snow_ice_percentage -> 36.065722, sat:orbit_state -> descending, s2:product_uri -> S2A_MSIL2A_20210601T222531_N0212_R015_T05WNR_20210602T072733.SAFE, s2:generation_time -> 2021-06-02T07:27:33.530Z, datetime -> 2021-06-01T22:25:31.024000Z, s2:datatake_id -> GS2A_20210601T222531_031043_N02.12, s2:vegetation_percentage -> 0.0, sat:relative_orbit -> 15, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 25.611362, s2:cloud_shadow_percentage -> 0.0, s2:datastrip_id -> S2A_OPER_MSI_L2A_DS_ESRI_20210602T072734_S20210601T222534_N02.12, s2:mean_solar_azimuth -> 187.036734241863, eo:cloud_cover -> 63.547793, proj:epsg -> 32605, s2:granule_id -> S2A_OPER_MSI_L2A_TL_ESRI_20210602T072734_A031043_T05WNR_N02.12, s2:water_percentage -> 0.0, s2:mean_solar_zenith -> 45.9636516598741, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 0.021002, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 0.323481, s2:unclassified_percentage -> 0.0, platform -> Sentinel-2A, s2:reflectance_conversion_factor -> 0.973499605999698, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.063006, s2:medium_proba_clouds_percentage -> 37.915429)sentinel-2-l2a2021-06-01[-153.00049,68.29839117628592,-152.68292,68.51263213037203]1.0.020240113-003300B03/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B03B03_S2A_MSIL2A_20210601T222531_R015_T05WNR_20210602T072733_20210601-222531.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B03/B03_S2A_MSIL2A_20210601T222531_R015_T05WNR_20210602T072733_20210601-222531.tif2711842true
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application=geotiff; profile=cloud-optimized" + }, + { + "constellation": "Sentinel 2", + "datetime": "2021-06-01T22:25:31.024000Z", + "eo:cloud_cover": "99.995002", + "instruments": "[\"msi\"]", + "platform": "Sentinel-2A", + "proj:epsg": "32604", + "s2:cloud_shadow_percentage": "0.0", + "s2:dark_features_percentage": "0.0", + "s2:datastrip_id": "S2A_OPER_MSI_L2A_DS_ESRI_20210602T063800_S20210601T222534_N02.12", + "s2:datatake_id": "GS2A_20210601T222531_031043_N02.12", + "s2:datatake_type": "INS-NOBS", + "s2:degraded_msi_data_percentage": "0.0", + "s2:generation_time": "2021-06-02T06:38:00.243Z", + "s2:granule_id": "S2A_OPER_MSI_L2A_TL_ESRI_20210602T063800_A031043_T04XEF_N02.12", + "s2:high_proba_clouds_percentage": "99.980849", + "s2:mean_solar_azimuth": "179.460340404958", + "s2:mean_solar_zenith": "50.3208640749583", + "s2:medium_proba_clouds_percentage": "0.014153", + "s2:mgrs_tile": "04XEF", + "s2:nodata_pixel_percentage": "98.405939", + "s2:not_vegetated_percentage": "0.004995", + "s2:processing_baseline": "02.12", + "s2:product_type": "S2MSI2A", + "s2:product_uri": "S2A_MSIL2A_20210601T222531_N0212_R015_T04XEF_20210602T063800.SAFE", + "s2:reflectance_conversion_factor": "0.973499605999698", + "s2:saturated_defective_pixel_percentage": "0.0", + "s2:snow_ice_percentage": "0.0", + "s2:thin_cirrus_percentage": "0.0", + "s2:unclassified_percentage": "0.0", + "s2:vegetation_percentage": "0.0", + "s2:water_percentage": "0.0", + "sat:orbit_state": "descending", + "sat:relative_orbit": "15" + }, + "sentinel-2-l2a", + "2021-06-01", + "[-156.25385,71.98536775703346,-155.79343,72.15082249405357]", + "1.0.0", + "20240113-003300", + "B03", + "/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B03", + "B03_S2A_MSIL2A_20210601T222531_R015_T04XEF_20210602T063800_20210601-222531.tif", + "/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B03/B03_S2A_MSIL2A_20210601T222531_R015_T04XEF_20210602T063800_20210601-222531.tif", + 2928251, + true + ] + ], + "datasetInfos": [], + "dbfsResultPath": null, + "isJsonSchema": true, + "metadata": {}, + "overflow": false, + "plotOptions": { + "customPlotOptions": {}, + "displayType": "table", + "pivotAggregation": null, + "pivotColumns": null, + "xColumns": null, + "yColumns": null + }, + "removedWidgets": [], + "schema": [ + { + "metadata": "{}", + "name": "item_id", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "timestamp", + "type": "\"timestamp\"" + }, + { + "metadata": "{}", + "name": "h3_set", + "type": "{\"type\":\"array\",\"elementType\":\"long\",\"containsNull\":true}" + }, + { + "metadata": "{}", + "name": "asset", + "type": "{\"type\":\"map\",\"keyType\":\"string\",\"valueType\":\"string\",\"valueContainsNull\":true}" + }, + { + "metadata": "{}", + "name": "item_properties", + "type": "{\"type\":\"map\",\"keyType\":\"string\",\"valueType\":\"string\",\"valueContainsNull\":true}" + }, + { + "metadata": "{}", + "name": "item_collection", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "date", + "type": "\"date\"" + }, + { + "metadata": "{}", + "name": "item_bbox", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "stac_version", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "last_update", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "band_name", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "out_dir_fuse", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "out_filename", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "out_file_path", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "out_file_sz", + "type": "\"integer\"" + }, + { + "metadata": "{}", + "name": "is_out_file_valid", + "type": "\"boolean\"" + } + ], + "type": "table" + } + }, + "output_type": "display_data" + } + ], + "source": [ + "b03_df = (\n", + " spark.read.table(\"band_b03\")\n", + " .filter(col('date') == F.lit(filter_date))\n", + ")\n", + "print(f\"count? {b03_df.count():,}\")\n", + "b03_df.orderBy(\"out_file_sz\").limit(10).display()" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "10107fff-73fd-4262-98f3-99dce2e38efa", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "output_type": "stream", + "text": [ + "\n-- band_b03_tile\ncount? 3,682\n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/html": [ + "
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S2A_MSIL2A_20210601T222531_R015_T05WNR_20210602T0727332021-06-01T22:25:31.024+0000List(585697749488369663)Map(name -> B04, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B04\",\"common_name\":\"red\",\"description\":\"Band 4 - Red\",\"center_wavelength\":0.665,\"full_width_half_max\":0.038}], roles -> [\"data\"], proj:bbox -> [499980.0,7490220.0,609780.0,7600020.0], gsd -> 10.0, title -> Band 4 - Red - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/05/W/NR/2021/06/01/S2A_MSIL2A_20210601T222531_N0212_R015_T05WNR_20210602T072733.SAFE/GRANULE/L2A_T05WNR_A031043_20210601T222534/IMG_DATA/R10m/T05WNR_20210601T222531_B04_10m.tif?st=2023-12-14T19%3A40%3A25Z&se=2023-12-15T20%3A25%3A25Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A38%3A59Z&ske=2023-12-22T19%3A38%3A59Z&sks=b&skv=2021-06-08&sig=QqWWZjTSeAX%2BrJF3ppAB3aY0HCuTVkjz3YyXRNOPO6I%3D, proj:transform -> [10.0,0.0,499980.0,0.0,-10.0,7600020.0])Map(s2:mgrs_tile -> 05WNR, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 98.704582, s2:snow_ice_percentage -> 36.065722, sat:orbit_state -> descending, s2:product_uri -> S2A_MSIL2A_20210601T222531_N0212_R015_T05WNR_20210602T072733.SAFE, s2:generation_time -> 2021-06-02T07:27:33.530Z, datetime -> 2021-06-01T22:25:31.024000Z, s2:datatake_id -> GS2A_20210601T222531_031043_N02.12, s2:vegetation_percentage -> 0.0, sat:relative_orbit -> 15, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 25.611362, s2:cloud_shadow_percentage -> 0.0, s2:datastrip_id -> S2A_OPER_MSI_L2A_DS_ESRI_20210602T072734_S20210601T222534_N02.12, s2:mean_solar_azimuth -> 187.036734241863, eo:cloud_cover -> 63.547793, proj:epsg -> 32605, s2:granule_id -> S2A_OPER_MSI_L2A_TL_ESRI_20210602T072734_A031043_T05WNR_N02.12, s2:water_percentage -> 0.0, s2:mean_solar_zenith -> 45.9636516598741, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 0.021002, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 0.323481, s2:unclassified_percentage -> 0.0, platform -> Sentinel-2A, s2:reflectance_conversion_factor -> 0.973499605999698, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.063006, s2:medium_proba_clouds_percentage -> 37.915429)sentinel-2-l2a2021-06-01[-153.00049,68.29839117628592,-152.68292,68.51263213037203]1.0.020231216-162257B04/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B04B04_S2A_MSIL2A_20210601T222531_R015_T05WNR_20210602T072733_20210601-222531.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B04/B04_S2A_MSIL2A_20210601T222531_R015_T05WNR_20210602T072733_20210601-222531.tif2694887true
S2B_MSIL2A_20210601T231559_R087_T03WXU_20210602T0747232021-06-01T23:15:59.024+0000List(585698848999997439)Map(name -> B04, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B04\",\"common_name\":\"red\",\"description\":\"Band 4 - Red\",\"center_wavelength\":0.665,\"full_width_half_max\":0.038}], roles -> [\"data\"], proj:bbox -> [600000.0,7790220.0,709800.0,7900020.0], gsd -> 10.0, title -> Band 4 - Red - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/03/W/XU/2021/06/01/S2B_MSIL2A_20210601T231559_N0212_R087_T03WXU_20210602T074723.SAFE/GRANULE/L2A_T03WXU_A022135_20210601T231553/IMG_DATA/R10m/T03WXU_20210601T231559_B04_10m.tif?st=2023-12-14T19%3A40%3A12Z&se=2023-12-15T20%3A25%3A12Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A37%3A22Z&ske=2023-12-22T19%3A37%3A22Z&sks=b&skv=2021-06-08&sig=ee5UgQFqySJgyNOu5Phr7b2NPQQFwatGusOpTO3e3NY%3D, proj:transform -> [10.0,0.0,600000.0,0.0,-10.0,7900020.0])Map(s2:mgrs_tile -> 03WXU, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 81.519103, s2:snow_ice_percentage -> 31.432962, sat:orbit_state -> descending, s2:product_uri -> S2B_MSIL2A_20210601T231559_N0212_R087_T03WXU_20210602T074723.SAFE, s2:generation_time -> 2021-06-02T07:47:23.127Z, datetime -> 2021-06-01T23:15:59.024000Z, s2:datatake_id -> GS2B_20210601T231559_022135_N02.12, s2:vegetation_percentage -> 5.03E-4, sat:relative_orbit -> 87, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 67.604679, s2:cloud_shadow_percentage -> 0.0, s2:datastrip_id -> S2B_OPER_MSI_L2A_DS_ESRI_20210602T074723_S20210601T231553_N02.12, s2:mean_solar_azimuth -> 190.76457834475, eo:cloud_cover -> 67.742467, proj:epsg -> 32603, s2:granule_id -> S2B_OPER_MSI_L2A_TL_ESRI_20210602T074723_A022135_T03WXU_N02.12, s2:water_percentage -> 0.811305, s2:mean_solar_zenith -> 48.7521925289555, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 0.137788, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 0.012764, s2:unclassified_percentage -> 0.0, platform -> Sentinel-2B, s2:reflectance_conversion_factor -> 0.973488199140697, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.0, s2:medium_proba_clouds_percentage -> 0.0)sentinel-2-l2a2021-06-01[-162.34262,70.28515522488726,-161.07181,71.18225922301176]1.0.020231216-162257B04/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B04B04_S2B_MSIL2A_20210601T231559_R087_T03WXU_20210602T074723_20210601-231559.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B04/B04_S2B_MSIL2A_20210601T231559_R087_T03WXU_20210602T074723_20210601-231559.tif33884528true
S2B_MSIL2A_20210601T213529_R086_T05WNN_20210602T0506032021-06-01T21:35:29.024+0000List(585682356325580799)Map(name -> B04, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B04\",\"common_name\":\"red\",\"description\":\"Band 4 - Red\",\"center_wavelength\":0.665,\"full_width_half_max\":0.038}], roles -> [\"data\"], proj:bbox -> [499980.0,7190220.0,609780.0,7300020.0], gsd -> 10.0, title -> Band 4 - Red - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/05/W/NN/2021/06/01/S2B_MSIL2A_20210601T213529_N0212_R086_T05WNN_20210602T050603.SAFE/GRANULE/L2A_T05WNN_A022134_20210601T213530/IMG_DATA/R10m/T05WNN_20210601T213529_B04_10m.tif?st=2023-12-14T19%3A40%3A21Z&se=2023-12-15T20%3A25%3A21Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A37%3A25Z&ske=2023-12-22T19%3A37%3A25Z&sks=b&skv=2021-06-08&sig=ntTk%2BrU1/Ckbqu7wNb/lQ3rDZ4Va08ji8rk3Iy0%2B/X4%3D, proj:transform -> [10.0,0.0,499980.0,0.0,-10.0,7300020.0])Map(s2:mgrs_tile -> 05WNN, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 77.879912, s2:snow_ice_percentage -> 10.830391, sat:orbit_state -> descending, s2:product_uri -> S2B_MSIL2A_20210601T213529_N0212_R086_T05WNN_20210602T050603.SAFE, s2:generation_time -> 2021-06-02T05:06:03.995Z, datetime -> 2021-06-01T21:35:29.024000Z, s2:datatake_id -> GS2B_20210601T213529_022134_N02.12, s2:vegetation_percentage -> 4.382515, sat:relative_orbit -> 86, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 48.7454, s2:cloud_shadow_percentage -> 0.902188, s2:datastrip_id -> S2B_OPER_MSI_L2A_DS_ESRI_20210602T050604_S20210601T213530_N02.12, s2:mean_solar_azimuth -> 170.595266370206, eo:cloud_cover -> 77.059622, proj:epsg -> 32605, s2:granule_id -> S2B_OPER_MSI_L2A_TL_ESRI_20210602T050604_A022134_T05WNN_N02.12, s2:water_percentage -> 0.552136, s2:mean_solar_zenith -> 43.3904182516212, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 3.355024, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 1.015657, s2:unclassified_percentage -> 4.46333, platform -> Sentinel-2B, s2:reflectance_conversion_factor -> 0.973510924427259, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.794163, s2:medium_proba_clouds_percentage -> 24.959199)sentinel-2-l2a2021-06-01[-151.57166,64.8183885903648,-150.59929,65.80389567025314]1.0.020231216-162257B04/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B04B04_S2B_MSIL2A_20210601T213529_R086_T05WNN_20210602T050603_20210601-213529.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B04/B04_S2B_MSIL2A_20210601T213529_R086_T05WNN_20210602T050603_20210601-213529.tif48529673true
S2B_MSIL2A_20210601T231559_R087_T02WPD_20210602T0730072021-06-01T23:15:59.024+0000List(585708744604647423)Map(name -> B04, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B04\",\"common_name\":\"red\",\"description\":\"Band 4 - Red\",\"center_wavelength\":0.665,\"full_width_half_max\":0.038}], roles -> [\"data\"], proj:bbox -> [600000.0,7790220.0,709800.0,7900020.0], gsd -> 10.0, title -> Band 4 - Red - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/02/W/PD/2021/06/01/S2B_MSIL2A_20210601T231559_N0212_R087_T02WPD_20210602T073007.SAFE/GRANULE/L2A_T02WPD_A022135_20210601T231553/IMG_DATA/R10m/T02WPD_20210601T231559_B04_10m.tif?st=2023-12-14T19%3A40%3A12Z&se=2023-12-15T20%3A25%3A12Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A37%3A22Z&ske=2023-12-22T19%3A37%3A22Z&sks=b&skv=2021-06-08&sig=ee5UgQFqySJgyNOu5Phr7b2NPQQFwatGusOpTO3e3NY%3D, proj:transform -> [10.0,0.0,600000.0,0.0,-10.0,7900020.0])Map(s2:mgrs_tile -> 02WPD, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 0.0, s2:snow_ice_percentage -> 0.0, sat:orbit_state -> descending, s2:product_uri -> S2B_MSIL2A_20210601T231559_N0212_R087_T02WPD_20210602T073007.SAFE, s2:generation_time -> 2021-06-02T07:30:07.425Z, datetime -> 2021-06-01T23:15:59.024000Z, s2:datatake_id -> GS2B_20210601T231559_022135_N02.12, s2:vegetation_percentage -> 0.0, sat:relative_orbit -> 87, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 42.191052, s2:cloud_shadow_percentage -> 0.0, s2:datastrip_id -> S2B_OPER_MSI_L2A_DS_ESRI_20210602T073008_S20210601T231553_N02.12, s2:mean_solar_azimuth -> 183.445259298438, eo:cloud_cover -> 79.233142, proj:epsg -> 32602, s2:granule_id -> S2B_OPER_MSI_L2A_TL_ESRI_20210602T073008_A022135_T02WPD_N02.12, s2:water_percentage -> 20.766859, s2:mean_solar_zenith -> 48.5090796998399, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 4.081108, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 0.0, s2:unclassified_percentage -> 0.0, platform -> Sentinel-2B, s2:reflectance_conversion_factor -> 0.973488199140697, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.0, s2:medium_proba_clouds_percentage -> 32.960981)sentinel-2-l2a2021-06-01[-168.3543,70.1327293123605,-165.18521,71.18225922301176]1.0.020231216-162257B04/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B04B04_S2B_MSIL2A_20210601T231559_R087_T02WPD_20210602T073007_20210601-231559.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B04/B04_S2B_MSIL2A_20210601T231559_R087_T02WPD_20210602T073007_20210601-231559.tif182272110true
S2A_MSIL2A_20210601T204021_R014_T07VFE_20210602T0633332021-06-01T20:40:21.024+0000List(585812648453472255)Map(name -> B04, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B04\",\"common_name\":\"red\",\"description\":\"Band 4 - Red\",\"center_wavelength\":0.665,\"full_width_half_max\":0.038}], roles -> [\"data\"], proj:bbox -> [600000.0,6390240.0,709800.0,6500040.0], gsd -> 10.0, title -> Band 4 - Red - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/07/V/FE/2021/06/01/S2A_MSIL2A_20210601T204021_N0212_R014_T07VFE_20210602T063333.SAFE/GRANULE/L2A_T07VFE_A031042_20210601T204059/IMG_DATA/R10m/T07VFE_20210601T204021_B04_10m.tif?st=2023-12-14T19%3A40%3A12Z&se=2023-12-15T20%3A25%3A12Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A35%3A29Z&ske=2023-12-22T19%3A35%3A29Z&sks=b&skv=2021-06-08&sig=eJEfiCFOmeUV2Z/3zB9tpxz7RuoR40JWkQrfJFUdpsQ%3D, proj:transform -> [10.0,0.0,600000.0,0.0,-10.0,6500040.0])Map(s2:mgrs_tile -> 07VFE, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 70.505267, s2:snow_ice_percentage -> 0.018707, sat:orbit_state -> ascending, s2:product_uri -> S2A_MSIL2A_20210601T204021_N0212_R014_T07VFE_20210602T063333.SAFE, s2:generation_time -> 2021-06-02T06:33:33.520Z, datetime -> 2021-06-01T20:40:21.024000Z, s2:datatake_id -> GS2A_20210601T204021_031042_N02.12, s2:vegetation_percentage -> 3.15E-4, sat:relative_orbit -> 14, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 95.296681, s2:cloud_shadow_percentage -> 0.0, s2:datastrip_id -> S2A_OPER_MSI_L2A_DS_ESRI_20210602T063334_S20210601T204059_N02.12, s2:mean_solar_azimuth -> 171.150664262686, eo:cloud_cover -> 99.042099, proj:epsg -> 32607, s2:granule_id -> S2A_OPER_MSI_L2A_TL_ESRI_20210602T063334_A031042_T07VFE_N02.12, s2:water_percentage -> 0.932367, s2:mean_solar_zenith -> 36.1819896296098, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 0.194741, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 0.006513, s2:unclassified_percentage -> 0.0, platform -> Sentinel-2A, s2:reflectance_conversion_factor -> 0.973523407531653, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.0, s2:medium_proba_clouds_percentage -> 3.550677)sentinel-2-l2a2021-06-01[-139.29117,58.09781878593847,-137.77643,58.62913013340978]1.0.020231216-162257B04/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B04B04_S2A_MSIL2A_20210601T204021_R014_T07VFE_20210602T063333_20210601-204021.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B04/B04_S2A_MSIL2A_20210601T204021_R014_T07VFE_20210602T063333_20210601-204021.tif61522568true
S2A_MSIL2A_20210601T222531_R015_T03VVH_20210602T0752302021-06-01T22:25:31.024+0000List(585691152418603007, 585696100220927999)Map(name -> B04, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B04\",\"common_name\":\"red\",\"description\":\"Band 4 - Red\",\"center_wavelength\":0.665,\"full_width_half_max\":0.038}], roles -> [\"data\"], proj:bbox -> [399960.0,6690240.0,509760.0,6800040.0], gsd -> 10.0, title -> Band 4 - Red - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/03/V/VH/2021/06/01/S2A_MSIL2A_20210601T222531_N0212_R015_T03VVH_20210602T075230.SAFE/GRANULE/L2A_T03VVH_A031043_20210601T222534/IMG_DATA/R10m/T03VVH_20210601T222531_B04_10m.tif?st=2023-12-14T19%3A40%3A22Z&se=2023-12-15T20%3A25%3A22Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A35%3A26Z&ske=2023-12-22T19%3A35%3A26Z&sks=b&skv=2021-06-08&sig=xcuXMDbVG4JXevyPmrWpDzHml%2BDj2TH2nxj1Btl%2BZtM%3D, proj:transform -> [10.0,0.0,399960.0,0.0,-10.0,6800040.0])Map(s2:mgrs_tile -> 03VVH, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 1.271512, s2:snow_ice_percentage -> 0.008354, sat:orbit_state -> descending, s2:product_uri -> S2A_MSIL2A_20210601T222531_N0212_R015_T03VVH_20210602T075230.SAFE, s2:generation_time -> 2021-06-02T07:52:30.528Z, datetime -> 2021-06-01T22:25:31.024000Z, s2:datatake_id -> GS2A_20210601T222531_031043_N02.12, s2:vegetation_percentage -> 1.324222, sat:relative_orbit -> 15, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 40.355742, s2:cloud_shadow_percentage -> 0.067289, s2:datastrip_id -> S2A_OPER_MSI_L2A_DS_ESRI_20210602T075231_S20210601T222534_N02.12, s2:mean_solar_azimuth -> 168.092158239064, eo:cloud_cover -> 60.874442, proj:epsg -> 32603, s2:granule_id -> S2A_OPER_MSI_L2A_TL_ESRI_20210602T075231_A031043_T03VVH_N02.12, s2:water_percentage -> 29.981858, s2:mean_solar_zenith -> 39.0703778858991, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 5.200958, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 4.790454, s2:unclassified_percentage -> 1.734823, platform -> Sentinel-2A, s2:reflectance_conversion_factor -> 0.973499605999698, instruments -> [\"msi\"], s2:dark_features_percentage -> 1.218559, s2:medium_proba_clouds_percentage -> 15.317743)sentinel-2-l2a2021-06-01[-166.85326,60.336300316820406,-164.81763,61.33432012718688]1.0.020231216-162257B04/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B04B04_S2A_MSIL2A_20210601T222531_R015_T03VVH_20210602T075230_20210601-222531.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B04/B04_S2A_MSIL2A_20210601T222531_R015_T03VVH_20210602T075230_20210601-222531.tif227611296true
S2A_MSIL2A_20210601T222531_R015_T04WDA_20210602T0759112021-06-01T22:25:31.024+0000List(585681806569766911, 585682906081394687, 585698848999997439)Map(name -> B04, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B04\",\"common_name\":\"red\",\"description\":\"Band 4 - Red\",\"center_wavelength\":0.665,\"full_width_half_max\":0.038}], roles -> [\"data\"], proj:bbox -> [399960.0,7490220.0,509760.0,7600020.0], gsd -> 10.0, title -> Band 4 - Red - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/04/W/DA/2021/06/01/S2A_MSIL2A_20210601T222531_N0212_R015_T04WDA_20210602T075911.SAFE/GRANULE/L2A_T04WDA_A031043_20210601T222534/IMG_DATA/R10m/T04WDA_20210601T222531_B04_10m.tif?st=2023-12-14T19%3A40%3A12Z&se=2023-12-15T20%3A25%3A12Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A35%3A29Z&ske=2023-12-22T19%3A35%3A29Z&sks=b&skv=2021-06-08&sig=eJEfiCFOmeUV2Z/3zB9tpxz7RuoR40JWkQrfJFUdpsQ%3D, proj:transform -> [10.0,0.0,399960.0,0.0,-10.0,7600020.0])Map(s2:mgrs_tile -> 04WDA, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 8.810014, s2:snow_ice_percentage -> 6.20169, sat:orbit_state -> descending, s2:product_uri -> S2A_MSIL2A_20210601T222531_N0212_R015_T04WDA_20210602T075911.SAFE, s2:generation_time -> 2021-06-02T07:59:11.496Z, datetime -> 2021-06-01T22:25:31.024000Z, s2:datatake_id -> GS2A_20210601T222531_031043_N02.12, s2:vegetation_percentage -> 2.744056, sat:relative_orbit -> 15, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 57.630384, s2:cloud_shadow_percentage -> 0.768775, s2:datastrip_id -> S2A_OPER_MSI_L2A_DS_ESRI_20210602T075912_S20210601T222534_N02.12, s2:mean_solar_azimuth -> 176.322285091869, eo:cloud_cover -> 66.267755, proj:epsg -> 32604, s2:granule_id -> S2A_OPER_MSI_L2A_TL_ESRI_20210602T075912_A031043_T04WDA_N02.12, s2:water_percentage -> 0.155901, s2:mean_solar_zenith -> 45.8742100115752, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 1.450553, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 14.078119, s2:unclassified_percentage -> 7.739717, platform -> Sentinel-2A, s2:reflectance_conversion_factor -> 0.973499605999698, instruments -> [\"msi\"], s2:dark_features_percentage -> 2.043992, s2:medium_proba_clouds_percentage -> 7.186817)sentinel-2-l2a2021-06-01[-161.38065,67.51083911140967,-158.76125,68.51246242346805]1.0.020231216-162257B04/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B04B04_S2A_MSIL2A_20210601T222531_R015_T04WDA_20210602T075911_20210601-222531.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B04/B04_S2A_MSIL2A_20210601T222531_R015_T04WDA_20210602T075911_20210601-222531.tif219218460true
S2B_MSIL2A_20210601T213529_R086_T06WXD_20210602T0450392021-06-01T21:35:29.024+0000List(585699948511625215, 585704896313950207)Map(name -> B04, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B04\",\"common_name\":\"red\",\"description\":\"Band 4 - Red\",\"center_wavelength\":0.665,\"full_width_half_max\":0.038}], roles -> [\"data\"], proj:bbox -> [600000.0,7790220.0,709800.0,7900020.0], gsd -> 10.0, title -> Band 4 - Red - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/06/W/XD/2021/06/01/S2B_MSIL2A_20210601T213529_N0212_R086_T06WXD_20210602T045039.SAFE/GRANULE/L2A_T06WXD_A022134_20210601T213530/IMG_DATA/R10m/T06WXD_20210601T213529_B04_10m.tif?st=2023-12-14T19%3A40%3A12Z&se=2023-12-15T20%3A25%3A12Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A37%3A22Z&ske=2023-12-22T19%3A37%3A22Z&sks=b&skv=2021-06-08&sig=ee5UgQFqySJgyNOu5Phr7b2NPQQFwatGusOpTO3e3NY%3D, proj:transform -> [10.0,0.0,600000.0,0.0,-10.0,7900020.0])Map(s2:mgrs_tile -> 06WXD, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 21.046168, s2:snow_ice_percentage -> 0.0, sat:orbit_state -> descending, s2:product_uri -> S2B_MSIL2A_20210601T213529_N0212_R086_T06WXD_20210602T045039.SAFE, s2:generation_time -> 2021-06-02T04:50:39.434Z, datetime -> 2021-06-01T21:35:29.024000Z, s2:datatake_id -> GS2B_20210601T213529_022134_N02.12, s2:vegetation_percentage -> 6.7E-5, sat:relative_orbit -> 86, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 87.969387, s2:cloud_shadow_percentage -> 0.0, s2:datastrip_id -> S2B_OPER_MSI_L2A_DS_ESRI_20210602T045040_S20210601T213530_N02.12, s2:mean_solar_azimuth -> 182.01026867805, eo:cloud_cover -> 97.238315, proj:epsg -> 32606, s2:granule_id -> S2B_OPER_MSI_L2A_TL_ESRI_20210602T045040_A022134_T06WXD_N02.12, s2:water_percentage -> 2.761544, s2:mean_solar_zenith -> 48.4999075307629, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 0.344803, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 6.7E-5, s2:unclassified_percentage -> 0.0, platform -> Sentinel-2B, s2:reflectance_conversion_factor -> 0.973510924427259, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.0, s2:medium_proba_clouds_percentage -> 8.924125)sentinel-2-l2a2021-06-01[-144.3543,70.1327293123605,-141.2979,71.15940899151997]1.0.020231216-162257B04/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B04B04_S2B_MSIL2A_20210601T213529_R086_T06WXD_20210602T045039_20210601-213529.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B04/B04_S2B_MSIL2A_20210601T213529_R086_T06WXD_20210602T045039_20210601-213529.tif134924021true
S2B_MSIL2A_20210601T231559_R087_T02VLN_20210602T0656062021-06-01T23:15:59.024+0000List(585688403639533567)Map(name -> B04, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B04\",\"common_name\":\"red\",\"description\":\"Band 4 - Red\",\"center_wavelength\":0.665,\"full_width_half_max\":0.038}], roles -> [\"data\"], proj:bbox -> [300000.0,6690240.0,409800.0,6800040.0], gsd -> 10.0, title -> Band 4 - Red - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/02/V/LN/2021/06/01/S2B_MSIL2A_20210601T231559_N0212_R087_T02VLN_20210602T065606.SAFE/GRANULE/L2A_T02VLN_A022135_20210601T231553/IMG_DATA/R10m/T02VLN_20210601T231559_B04_10m.tif?st=2023-12-14T19%3A40%3A12Z&se=2023-12-15T20%3A25%3A12Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A37%3A22Z&ske=2023-12-22T19%3A37%3A22Z&sks=b&skv=2021-06-08&sig=ee5UgQFqySJgyNOu5Phr7b2NPQQFwatGusOpTO3e3NY%3D, proj:transform -> [10.0,0.0,300000.0,0.0,-10.0,6800040.0])Map(s2:mgrs_tile -> 02VLN, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 57.762152, s2:snow_ice_percentage -> 0.0, sat:orbit_state -> descending, s2:product_uri -> S2B_MSIL2A_20210601T231559_N0212_R087_T02VLN_20210602T065606.SAFE, s2:generation_time -> 2021-06-02T06:56:06.770Z, datetime -> 2021-06-01T23:15:59.024000Z, s2:datatake_id -> GS2B_20210601T231559_022135_N02.12, s2:vegetation_percentage -> 0.0, sat:relative_orbit -> 87, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 99.987298, s2:cloud_shadow_percentage -> 0.0, s2:datastrip_id -> S2B_OPER_MSI_L2A_DS_ESRI_20210602T065607_S20210601T231553_N02.12, s2:mean_solar_azimuth -> 175.003612116611, eo:cloud_cover -> 99.997125, proj:epsg -> 32602, s2:granule_id -> S2B_OPER_MSI_L2A_TL_ESRI_20210602T065607_A022135_T02VLN_N02.12, s2:water_percentage -> 3.9E-5, s2:mean_solar_zenith -> 38.705304111599, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 0.007172, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 0.002836, s2:unclassified_percentage -> 0.0, platform -> Sentinel-2B, s2:reflectance_conversion_factor -> 0.973488199140697, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.0, s2:medium_proba_clouds_percentage -> 0.002655)sentinel-2-l2a2021-06-01[-174.7325,60.29934910487688,-173.40373,61.30964892422637]1.0.020231216-162257B04/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B04B04_S2B_MSIL2A_20210601T231559_R087_T02VLN_20210602T065606_20210601-231559.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B04/B04_S2B_MSIL2A_20210601T231559_R087_T02VLN_20210602T065606_20210601-231559.tif78064605true
S2B_MSIL2A_20210601T231559_R087_T02WMT_20210602T0711212021-06-01T23:15:59.024+0000List(585706545581391871)Map(name -> B04, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B04\",\"common_name\":\"red\",\"description\":\"Band 4 - Red\",\"center_wavelength\":0.665,\"full_width_half_max\":0.038}], roles -> [\"data\"], proj:bbox -> [399960.0,7190220.0,509760.0,7300020.0], gsd -> 10.0, title -> Band 4 - Red - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/02/W/MT/2021/06/01/S2B_MSIL2A_20210601T231559_N0212_R087_T02WMT_20210602T071121.SAFE/GRANULE/L2A_T02WMT_A022135_20210601T231553/IMG_DATA/R10m/T02WMT_20210601T231559_B04_10m.tif?st=2023-12-14T19%3A40%3A11Z&se=2023-12-15T20%3A25%3A11Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A38%3A55Z&ske=2023-12-22T19%3A38%3A55Z&sks=b&skv=2021-06-08&sig=dM5CyRJN%2BOdNCt9X4l3S9AYtxSsGpQtwBnEfW1non0o%3D, proj:transform -> [10.0,0.0,399960.0,0.0,-10.0,7300020.0])Map(s2:mgrs_tile -> 02WMT, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 1.89E-4, s2:snow_ice_percentage -> 31.640223, sat:orbit_state -> descending, s2:product_uri -> S2B_MSIL2A_20210601T231559_N0212_R087_T02WMT_20210602T071121.SAFE, s2:generation_time -> 2021-06-02T07:11:21.777Z, datetime -> 2021-06-01T23:15:59.024000Z, s2:datatake_id -> GS2B_20210601T231559_022135_N02.12, s2:vegetation_percentage -> 0.231718, sat:relative_orbit -> 87, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 24.438541, s2:cloud_shadow_percentage -> 0.847437, s2:datastrip_id -> S2B_OPER_MSI_L2A_DS_ESRI_20210602T071122_S20210601T231553_N02.12, s2:mean_solar_azimuth -> 177.313756660888, eo:cloud_cover -> 29.968911, proj:epsg -> 32602, s2:granule_id -> S2B_OPER_MSI_L2A_TL_ESRI_20210602T071122_A022135_T02WMT_N02.12, s2:water_percentage -> 24.83286, s2:mean_solar_zenith -> 43.163939704392, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 3.137474, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 8.558849, s2:unclassified_percentage -> 3.185363, platform -> Sentinel-2B, s2:reflectance_conversion_factor -> 0.973488199140697, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.734634, s2:medium_proba_clouds_percentage -> 2.392896)sentinel-2-l2a2021-06-01[-173.18791,64.8214388312971,-170.78645,65.8214035188828]1.0.020231216-162257B04/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B04B04_S2B_MSIL2A_20210601T231559_R087_T02WMT_20210602T071121_20210601-231559.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B04/B04_S2B_MSIL2A_20210601T231559_R087_T02WMT_20210602T071121_20210601-231559.tif242502964true
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application=geotiff; profile=cloud-optimized" + }, + { + "constellation": "Sentinel 2", + "datetime": "2021-06-01T23:15:59.024000Z", + "eo:cloud_cover": "29.968911", + "instruments": "[\"msi\"]", + "platform": "Sentinel-2B", + "proj:epsg": "32602", + "s2:cloud_shadow_percentage": "0.847437", + "s2:dark_features_percentage": "0.734634", + "s2:datastrip_id": "S2B_OPER_MSI_L2A_DS_ESRI_20210602T071122_S20210601T231553_N02.12", + "s2:datatake_id": "GS2B_20210601T231559_022135_N02.12", + "s2:datatake_type": "INS-NOBS", + "s2:degraded_msi_data_percentage": "0.0", + "s2:generation_time": "2021-06-02T07:11:21.777Z", + "s2:granule_id": "S2B_OPER_MSI_L2A_TL_ESRI_20210602T071122_A022135_T02WMT_N02.12", + "s2:high_proba_clouds_percentage": "24.438541", + "s2:mean_solar_azimuth": "177.313756660888", + "s2:mean_solar_zenith": "43.163939704392", + "s2:medium_proba_clouds_percentage": "2.392896", + "s2:mgrs_tile": "02WMT", + "s2:nodata_pixel_percentage": "1.89E-4", + "s2:not_vegetated_percentage": "8.558849", + "s2:processing_baseline": "02.12", + "s2:product_type": "S2MSI2A", + "s2:product_uri": "S2B_MSIL2A_20210601T231559_N0212_R087_T02WMT_20210602T071121.SAFE", + "s2:reflectance_conversion_factor": "0.973488199140697", + "s2:saturated_defective_pixel_percentage": "0.0", + "s2:snow_ice_percentage": "31.640223", + "s2:thin_cirrus_percentage": "3.137474", + "s2:unclassified_percentage": "3.185363", + "s2:vegetation_percentage": "0.231718", + "s2:water_percentage": "24.83286", + "sat:orbit_state": "descending", + "sat:relative_orbit": "87" + }, + "sentinel-2-l2a", + "2021-06-01", + "[-173.18791,64.8214388312971,-170.78645,65.8214035188828]", + "1.0.0", + "20231216-162257", + "B04", + "/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B04", + "B04_S2B_MSIL2A_20210601T231559_R087_T02WMT_20210602T071121_20210601-231559.tif", + "/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B04/B04_S2B_MSIL2A_20210601T231559_R087_T02WMT_20210602T071121_20210601-231559.tif", + 242502964, + true + ] + ], + "datasetInfos": [], + "dbfsResultPath": null, + "isJsonSchema": true, + "metadata": {}, + "overflow": false, + "plotOptions": { + "customPlotOptions": {}, + "displayType": "table", + "pivotAggregation": null, + "pivotColumns": null, + "xColumns": null, + "yColumns": null + }, + "removedWidgets": [], + "schema": [ + { + "metadata": "{}", + "name": "item_id", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "timestamp", + "type": "\"timestamp\"" + }, + { + "metadata": "{}", + "name": "h3_set", + "type": "{\"type\":\"array\",\"elementType\":\"long\",\"containsNull\":true}" + }, + { + "metadata": "{}", + "name": "asset", + "type": "{\"type\":\"map\",\"keyType\":\"string\",\"valueType\":\"string\",\"valueContainsNull\":true}" + }, + { + "metadata": "{}", + "name": "item_properties", + "type": "{\"type\":\"map\",\"keyType\":\"string\",\"valueType\":\"string\",\"valueContainsNull\":true}" + }, + { + "metadata": "{}", + "name": "item_collection", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "date", + "type": "\"date\"" + }, + { + "metadata": "{}", + "name": "item_bbox", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "stac_version", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "last_update", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "band_name", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "out_dir_fuse", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "out_filename", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "out_file_path", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "out_file_sz", + "type": "\"integer\"" + }, + { + "metadata": "{}", + "name": "is_out_file_valid", + "type": "\"boolean\"" + } + ], + "type": "table" + } + }, + "output_type": "display_data" + } + ], + "source": [ + "b04_df = (\n", + " spark.read.table(\"band_b04\")\n", + " .filter(col('date') == F.lit(filter_date))\n", + ")\n", + "print(f\"count? {b04_df.count():,}\")\n", + "b04_df.limit(10).display()" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "99423ab1-d6c5-40bd-9eb6-679c8a0b054f", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "output_type": "stream", + "text": [ + "\n-- band_b04_tile\ncount? 3,682\n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/html": [ + "
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S2B_MSIL2A_20210601T231559_R087_T02VLM_20210602T0748162021-06-01T23:15:59.024+0000List(585688403639533567)Map(name -> B08, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B08\",\"common_name\":\"nir\",\"description\":\"Band 8 - NIR\",\"center_wavelength\":0.842,\"full_width_half_max\":0.145}], roles -> [\"data\"], proj:bbox -> [300000.0,6590220.0,409800.0,6700020.0], gsd -> 10.0, title -> Band 8 - NIR - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/02/V/LM/2021/06/01/S2B_MSIL2A_20210601T231559_N0212_R087_T02VLM_20210602T074816.SAFE/GRANULE/L2A_T02VLM_A022135_20210601T231553/IMG_DATA/R10m/T02VLM_20210601T231559_B08_10m.tif?st=2023-12-14T19%3A40%3A12Z&se=2023-12-15T20%3A25%3A12Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A37%3A22Z&ske=2023-12-22T19%3A37%3A22Z&sks=b&skv=2021-06-08&sig=ee5UgQFqySJgyNOu5Phr7b2NPQQFwatGusOpTO3e3NY%3D, proj:transform -> [10.0,0.0,300000.0,0.0,-10.0,6700020.0])Map(s2:mgrs_tile -> 02VLM, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 93.990958, s2:snow_ice_percentage -> 14.037527, sat:orbit_state -> descending, s2:product_uri -> S2B_MSIL2A_20210601T231559_N0212_R087_T02VLM_20210602T074816.SAFE, s2:generation_time -> 2021-06-02T07:48:16.141Z, datetime -> 2021-06-01T23:15:59.024000Z, s2:datatake_id -> GS2B_20210601T231559_022135_N02.12, s2:vegetation_percentage -> 0.0, sat:relative_orbit -> 87, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 58.788294, s2:cloud_shadow_percentage -> 0.0, s2:datastrip_id -> S2B_OPER_MSI_L2A_DS_ESRI_20210602T074816_S20210601T231553_N02.12, s2:mean_solar_azimuth -> 175.099466356742, eo:cloud_cover -> 85.554663, proj:epsg -> 32602, s2:granule_id -> S2B_OPER_MSI_L2A_TL_ESRI_20210602T074816_A022135_T02VLM_N02.12, s2:water_percentage -> 0.403505, s2:mean_solar_zenith -> 37.8059796469988, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 0.730151, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 0.004307, s2:unclassified_percentage -> 0.0, platform -> Sentinel-2B, s2:reflectance_conversion_factor -> 0.973488199140697, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.0, s2:medium_proba_clouds_percentage -> 26.036218)sentinel-2-l2a2021-06-01[-174.62936,59.881969021296236,-174.16553,60.3961645617705]1.0.020231216-162348B08/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B08B08_S2B_MSIL2A_20210601T231559_R087_T02VLM_20210602T074816_20210601-231559.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B08/B08_S2B_MSIL2A_20210601T231559_R087_T02VLM_20210602T074816_20210601-231559.tif10880861true
S2B_MSIL2A_20210601T213529_R086_T04VFJ_20210602T0614332021-06-01T21:35:29.024+0000List(585695550465114111)Map(name -> B08, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B08\",\"common_name\":\"nir\",\"description\":\"Band 8 - NIR\",\"center_wavelength\":0.842,\"full_width_half_max\":0.145}], roles -> [\"data\"], proj:bbox -> [600000.0,6290220.0,709800.0,6400020.0], gsd -> 10.0, title -> Band 8 - NIR - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/04/V/FJ/2021/06/01/S2B_MSIL2A_20210601T213529_N0212_R086_T04VFJ_20210602T061433.SAFE/GRANULE/L2A_T04VFJ_A022134_20210601T213530/IMG_DATA/R10m/T04VFJ_20210601T213529_B08_10m.tif?st=2023-12-14T19%3A40%3A12Z&se=2023-12-15T20%3A25%3A12Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A27%3A54Z&ske=2023-12-22T19%3A27%3A54Z&sks=b&skv=2021-06-08&sig=RnrsEQlLVpJHHTwRh79Yq08OICkWE7x4lAXRzbkvovs%3D, proj:transform -> [10.0,0.0,600000.0,0.0,-10.0,6400020.0])Map(s2:mgrs_tile -> 04VFJ, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 47.017252, s2:snow_ice_percentage -> 0.524189, sat:orbit_state -> descending, s2:product_uri -> S2B_MSIL2A_20210601T213529_N0212_R086_T04VFJ_20210602T061433.SAFE, s2:generation_time -> 2021-06-02T06:14:33.473Z, datetime -> 2021-06-01T21:35:29.024000Z, s2:datatake_id -> GS2B_20210601T213529_022134_N02.12, s2:vegetation_percentage -> 0.441754, sat:relative_orbit -> 86, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 71.165824, s2:cloud_shadow_percentage -> 0.018448, s2:datastrip_id -> S2B_OPER_MSI_L2A_DS_ESRI_20210602T061434_S20210601T213530_N02.12, s2:mean_solar_azimuth -> 162.500328715184, eo:cloud_cover -> 87.875006, proj:epsg -> 32604, s2:granule_id -> S2B_OPER_MSI_L2A_TL_ESRI_20210602T061434_A022134_T04VFJ_N02.12, s2:water_percentage -> 10.374185, s2:mean_solar_zenith -> 35.9577893050509, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 2.470823, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 0.176523, s2:unclassified_percentage -> 0.573603, platform -> Sentinel-2B, s2:reflectance_conversion_factor -> 0.973510924427259, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.016294, s2:medium_proba_clouds_percentage -> 14.238359)sentinel-2-l2a2021-06-01[-156.74344,56.708800777329145,-155.47972,57.70878615899955]1.0.020231216-162348B08/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B08B08_S2B_MSIL2A_20210601T213529_R086_T04VFJ_20210602T061433_20210601-213529.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B08/B08_S2B_MSIL2A_20210601T213529_R086_T04VFJ_20210602T061433_20210601-213529.tif116033309true
S2A_MSIL2A_20210601T222531_R015_T02VNH_20210602T0729072021-06-01T22:25:31.024+0000List(586081479046463487)Map(name -> B08, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B08\",\"common_name\":\"nir\",\"description\":\"Band 8 - NIR\",\"center_wavelength\":0.842,\"full_width_half_max\":0.145}], roles -> [\"data\"], proj:bbox -> [499980.0,6190200.0,609780.0,6300000.0], gsd -> 10.0, title -> Band 8 - NIR - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/02/V/NH/2021/06/01/S2A_MSIL2A_20210601T222531_N0212_R015_T02VNH_20210602T072907.SAFE/GRANULE/L2A_T02VNH_A031043_20210601T222534/IMG_DATA/R10m/T02VNH_20210601T222531_B08_10m.tif?st=2023-12-14T19%3A40%3A21Z&se=2023-12-15T20%3A25%3A21Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A28%3A10Z&ske=2023-12-22T19%3A28%3A10Z&sks=b&skv=2021-06-08&sig=XcLHXYZ%2BPXCb6juzlqcurBQ8JxA3%2BRWVoayJSIePvtI%3D, proj:transform -> [10.0,0.0,499980.0,0.0,-10.0,6300000.0])Map(s2:mgrs_tile -> 02VNH, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 83.54851, s2:snow_ice_percentage -> 0.0, sat:orbit_state -> descending, s2:product_uri -> S2A_MSIL2A_20210601T222531_N0212_R015_T02VNH_20210602T072907.SAFE, s2:generation_time -> 2021-06-02T07:29:07.563Z, datetime -> 2021-06-01T22:25:31.024000Z, s2:datatake_id -> GS2A_20210601T222531_031043_N02.12, s2:vegetation_percentage -> 0.0, sat:relative_orbit -> 15, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 86.911416, s2:cloud_shadow_percentage -> 0.0, s2:datastrip_id -> S2A_OPER_MSI_L2A_DS_ESRI_20210602T072908_S20210601T222534_N02.12, s2:mean_solar_azimuth -> 160.513575242557, eo:cloud_cover -> 96.085972, proj:epsg -> 32602, s2:granule_id -> S2A_OPER_MSI_L2A_TL_ESRI_20210602T072908_A031043_T02VNH_N02.12, s2:water_percentage -> 3.913263, s2:mean_solar_zenith -> 35.3007420211474, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 0.461894, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 7.66E-4, s2:unclassified_percentage -> 0.0, platform -> Sentinel-2A, s2:reflectance_conversion_factor -> 0.973499605999698, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.0, s2:medium_proba_clouds_percentage -> 8.712662)sentinel-2-l2a2021-06-01[-169.76173,55.84483052669612,-169.2009,56.831325201546754]1.0.020231216-162348B08/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B08B08_S2A_MSIL2A_20210601T222531_R015_T02VNH_20210602T072907_20210601-222531.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B08/B08_S2A_MSIL2A_20210601T222531_R015_T02VNH_20210602T072907_20210601-222531.tif35633453true
S2B_MSIL2A_20210601T213529_R086_T06WXA_20210602T0415362021-06-01T21:35:29.024+0000List(585701597779066879, 585702697290694655, 585704896313950207)Map(name -> B08, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B08\",\"common_name\":\"nir\",\"description\":\"Band 8 - NIR\",\"center_wavelength\":0.842,\"full_width_half_max\":0.145}], roles -> [\"data\"], proj:bbox -> [600000.0,7490220.0,709800.0,7600020.0], gsd -> 10.0, title -> Band 8 - NIR - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/06/W/XA/2021/06/01/S2B_MSIL2A_20210601T213529_N0212_R086_T06WXA_20210602T041536.SAFE/GRANULE/L2A_T06WXA_A022134_20210601T213530/IMG_DATA/R10m/T06WXA_20210601T213529_B08_10m.tif?st=2023-12-14T19%3A40%3A11Z&se=2023-12-15T20%3A25%3A11Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A38%3A55Z&ske=2023-12-22T19%3A38%3A55Z&sks=b&skv=2021-06-08&sig=dM5CyRJN%2BOdNCt9X4l3S9AYtxSsGpQtwBnEfW1non0o%3D, proj:transform -> [10.0,0.0,600000.0,0.0,-10.0,7600020.0])Map(s2:mgrs_tile -> 06WXA, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 0.0, s2:snow_ice_percentage -> 0.208891, sat:orbit_state -> descending, s2:product_uri -> S2B_MSIL2A_20210601T213529_N0212_R086_T06WXA_20210602T041536.SAFE, s2:generation_time -> 2021-06-02T04:15:36.404Z, datetime -> 2021-06-01T21:35:29.024000Z, s2:datatake_id -> GS2B_20210601T213529_022134_N02.12, s2:vegetation_percentage -> 1.240391, sat:relative_orbit -> 86, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 64.638066, s2:cloud_shadow_percentage -> 0.248871, s2:datastrip_id -> S2B_OPER_MSI_L2A_DS_ESRI_20210602T041537_S20210601T213530_N02.12, s2:mean_solar_azimuth -> 181.692416844305, eo:cloud_cover -> 76.066379, proj:epsg -> 32606, s2:granule_id -> S2B_OPER_MSI_L2A_TL_ESRI_20210602T041537_A022134_T06WXA_N02.12, s2:water_percentage -> 0.051417, s2:mean_solar_zenith -> 45.8136366908405, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 1.628458, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 10.83596, s2:unclassified_percentage -> 10.267425, platform -> Sentinel-2B, s2:reflectance_conversion_factor -> 0.973510924427259, instruments -> [\"msi\"], s2:dark_features_percentage -> 1.080667, s2:medium_proba_clouds_percentage -> 9.799854)sentinel-2-l2a2021-06-01[-144.65683,67.45331220472977,-141.88043,68.494825215211]1.0.020231216-162348B08/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B08B08_S2B_MSIL2A_20210601T213529_R086_T06WXA_20210602T041536_20210601-213529.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B08/B08_S2B_MSIL2A_20210601T213529_R086_T06WXA_20210602T041536_20210601-213529.tif214385524true
S2B_MSIL2A_20210601T231559_R087_T02WND_20210602T0650002021-06-01T23:15:59.024+0000List(585708744604647423)Map(name -> B08, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B08\",\"common_name\":\"nir\",\"description\":\"Band 8 - NIR\",\"center_wavelength\":0.842,\"full_width_half_max\":0.145}], roles -> [\"data\"], proj:bbox -> [499980.0,7790220.0,609780.0,7900020.0], gsd -> 10.0, title -> Band 8 - NIR - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/02/W/ND/2021/06/01/S2B_MSIL2A_20210601T231559_N0212_R087_T02WND_20210602T065000.SAFE/GRANULE/L2A_T02WND_A022135_20210601T231553/IMG_DATA/R10m/T02WND_20210601T231559_B08_10m.tif?st=2023-12-14T19%3A40%3A12Z&se=2023-12-15T20%3A25%3A12Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A37%3A22Z&ske=2023-12-22T19%3A37%3A22Z&sks=b&skv=2021-06-08&sig=ee5UgQFqySJgyNOu5Phr7b2NPQQFwatGusOpTO3e3NY%3D, proj:transform -> [10.0,0.0,499980.0,0.0,-10.0,7900020.0])Map(s2:mgrs_tile -> 02WND, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 12.27839, s2:snow_ice_percentage -> 0.0, sat:orbit_state -> descending, s2:product_uri -> S2B_MSIL2A_20210601T231559_N0212_R087_T02WND_20210602T065000.SAFE, s2:generation_time -> 2021-06-02T06:50:00.500Z, datetime -> 2021-06-01T23:15:59.024000Z, s2:datatake_id -> GS2B_20210601T231559_022135_N02.12, s2:vegetation_percentage -> 0.0, sat:relative_orbit -> 87, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 86.891091, s2:cloud_shadow_percentage -> 0.0, s2:datastrip_id -> S2B_OPER_MSI_L2A_DS_ESRI_20210602T065000_S20210601T231553_N02.12, s2:mean_solar_azimuth -> 180.126809250132, eo:cloud_cover -> 92.026385, proj:epsg -> 32602, s2:granule_id -> S2B_OPER_MSI_L2A_TL_ESRI_20210602T065000_A022135_T02WND_N02.12, s2:water_percentage -> 7.973617, s2:mean_solar_zenith -> 48.5233751451803, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 1.687437, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 0.0, s2:unclassified_percentage -> 0.0, platform -> Sentinel-2B, s2:reflectance_conversion_factor -> 0.973488199140697, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.0, s2:medium_proba_clouds_percentage -> 3.447857)sentinel-2-l2a2021-06-01[-171.00053,70.19484288998889,-167.95015,71.19481410381165]1.0.020231216-162348B08/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B08B08_S2B_MSIL2A_20210601T231559_R087_T02WND_20210602T065000_20210601-231559.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B08/B08_S2B_MSIL2A_20210601T231559_R087_T02WND_20210602T065000_20210601-231559.tif149909424true
S2A_MSIL2A_20210601T222531_R015_T03VXE_20210602T0714472021-06-01T22:25:31.024+0000List(585696100220927999)Map(name -> B08, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B08\",\"common_name\":\"nir\",\"description\":\"Band 8 - NIR\",\"center_wavelength\":0.842,\"full_width_half_max\":0.145}], roles -> [\"data\"], proj:bbox -> [600000.0,6390240.0,709800.0,6500040.0], gsd -> 10.0, title -> Band 8 - NIR - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/03/V/XE/2021/06/01/S2A_MSIL2A_20210601T222531_N0212_R015_T03VXE_20210602T071447.SAFE/GRANULE/L2A_T03VXE_A031043_20210601T222534/IMG_DATA/R10m/T03VXE_20210601T222531_B08_10m.tif?st=2023-12-14T19%3A40%3A22Z&se=2023-12-15T20%3A25%3A22Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A39%3A11Z&ske=2023-12-22T19%3A39%3A11Z&sks=b&skv=2021-06-08&sig=fY39cganFmErIRF3yV1tN8r2QD4KsYTjGQD6CoeGTt4%3D, proj:transform -> [10.0,0.0,600000.0,0.0,-10.0,6500040.0])Map(s2:mgrs_tile -> 03VXE, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 95.109969, s2:snow_ice_percentage -> 0.0, sat:orbit_state -> descending, s2:product_uri -> S2A_MSIL2A_20210601T222531_N0212_R015_T03VXE_20210602T071447.SAFE, s2:generation_time -> 2021-06-02T07:14:47.883Z, datetime -> 2021-06-01T22:25:31.024000Z, s2:datatake_id -> GS2A_20210601T222531_031043_N02.12, s2:vegetation_percentage -> 0.0, sat:relative_orbit -> 15, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 0.046205, s2:cloud_shadow_percentage -> 0.0, s2:datastrip_id -> S2A_OPER_MSI_L2A_DS_ESRI_20210602T071448_S20210601T222534_N02.12, s2:mean_solar_azimuth -> 172.962888166883, eo:cloud_cover -> 79.845592, proj:epsg -> 32603, s2:granule_id -> S2A_OPER_MSI_L2A_TL_ESRI_20210602T071448_A031043_T03VXE_N02.12, s2:water_percentage -> 20.154275, s2:mean_solar_zenith -> 36.0883457764471, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 75.084424, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 1.36E-4, s2:unclassified_percentage -> 0.0, platform -> Sentinel-2A, s2:reflectance_conversion_factor -> 0.973499605999698, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.0, s2:medium_proba_clouds_percentage -> 4.714963)sentinel-2-l2a2021-06-01[-163.30267,58.10668008794662,-162.9318,58.62913013340978]1.0.020231216-162348B08/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B08B08_S2A_MSIL2A_20210601T222531_R015_T03VXE_20210602T071447_20210601-222531.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B08/B08_S2A_MSIL2A_20210601T222531_R015_T03VXE_20210602T071447_20210601-222531.tif11534903true
S2B_MSIL2A_20210601T231559_R087_T01WFR_20210602T0640522021-06-01T23:15:59.024+0000List(585708744604647423)Map(name -> B08, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B08\",\"common_name\":\"nir\",\"description\":\"Band 8 - NIR\",\"center_wavelength\":0.842,\"full_width_half_max\":0.145}], roles -> [\"data\"], proj:bbox -> [600000.0,7490220.0,709800.0,7600020.0], gsd -> 10.0, title -> Band 8 - NIR - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/01/W/FR/2021/06/01/S2B_MSIL2A_20210601T231559_N0212_R087_T01WFR_20210602T064052.SAFE/GRANULE/L2A_T01WFR_A022135_20210601T231553/IMG_DATA/R10m/T01WFR_20210601T231559_B08_10m.tif?st=2023-12-14T19%3A40%3A12Z&se=2023-12-15T20%3A25%3A12Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A37%3A22Z&ske=2023-12-22T19%3A37%3A22Z&sks=b&skv=2021-06-08&sig=ee5UgQFqySJgyNOu5Phr7b2NPQQFwatGusOpTO3e3NY%3D, proj:transform -> [10.0,0.0,600000.0,0.0,-10.0,7600020.0])Map(s2:mgrs_tile -> 01WFR, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 28.631043, s2:snow_ice_percentage -> 0.0, sat:orbit_state -> descending, s2:product_uri -> S2B_MSIL2A_20210601T231559_N0212_R087_T01WFR_20210602T064052.SAFE, s2:generation_time -> 2021-06-02T06:40:52.931Z, datetime -> 2021-06-01T23:15:59.024000Z, s2:datatake_id -> GS2B_20210601T231559_022135_N02.12, s2:vegetation_percentage -> 0.0, sat:relative_orbit -> 87, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 99.988025, s2:cloud_shadow_percentage -> 0.0, s2:datastrip_id -> S2B_OPER_MSI_L2A_DS_ESRI_20210602T064053_S20210601T231553_N02.12, s2:mean_solar_azimuth -> 175.517265322782, eo:cloud_cover -> 99.998853, proj:epsg -> 32601, s2:granule_id -> S2B_OPER_MSI_L2A_TL_ESRI_20210602T064053_A022135_T01WFR_N02.12, s2:water_percentage -> 0.001144, s2:mean_solar_zenith -> 45.848151888954, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 2.0E-4, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 0.0, s2:unclassified_percentage -> 0.0, platform -> Sentinel-2B, s2:reflectance_conversion_factor -> 0.973488199140697, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.0, s2:medium_proba_clouds_percentage -> 0.010627)sentinel-2-l2a2021-06-01[-174.34673,67.45331220472977,-171.88043,68.46766765572757]1.0.020231216-162348B08/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B08B08_S2B_MSIL2A_20210601T231559_R087_T01WFR_20210602T064052_20210601-231559.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B08/B08_S2B_MSIL2A_20210601T231559_R087_T01WFR_20210602T064052_20210601-231559.tif121678568true
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{ + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": {}, + "inputWidgets": {}, + "nuid": "7152266d-03a1-4e9a-9cba-b225251b50e5", + "showTitle": false, + "title": "" + } + }, + "source": [ + "## K-Rings\n", + "\n", + "> Once your rasters have been gridded, you can take advantage of calls such as K-Rings." + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": {}, + "inputWidgets": {}, + "nuid": "78ff0408-e7ca-4c15-b3bb-86578f462542", + "showTitle": false, + "title": "" + } + }, + "source": [ + "_We are just doing a kring around a H3 resolution 5 area in this example. Since our data is @ resolution 7, we can use the `h3_toparent` function available in product._" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "89e4fe5e-cde9-4975-8f7d-f0111c46f652", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "output_type": "stream", + "text": [ + "Out[35]: 599591579996389375" + ] + } + ], + "source": [ + "kring_cellid = h3_df.groupBy(\"index_id\").count().orderBy(F.desc(\"count\")).selectExpr(\"h3_toparent(index_id, 5)\").first()[0]\n", + "kring_cellid" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": {}, + "inputWidgets": {}, + "nuid": "3749cad0-ab0a-4bf3-a6af-f6200c5df409", + "showTitle": false, + "title": "" + } + }, + "source": [ + "_Also, we are choosing to go out 3 rings from our center cell of interest in this example, using Mosaic's [grid_cellkringexplode](https://databrickslabs.github.io/mosaic/api/spatial-indexing.html#grid-cellkringexplode)._ __Note: We could also have used built-in product [h3_kring](https://docs.databricks.com/en/sql/language-manual/functions/h3_kring.html) for just the h3 cells around the provide one(s).__" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "77e34691-d534-4a8b-95aa-869ae8500c66", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "output_type": "stream", + "text": [ + "count? 157\n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/html": [ + "
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"displayType": "table", + "pivotAggregation": null, + "pivotColumns": null, + "xColumns": null, + "yColumns": null + }, + "removedWidgets": [], + "schema": [ + { + "metadata": "{}", + "name": "kring", + "type": "\"long\"" + }, + { + "metadata": "{}", + "name": "date", + "type": "\"date\"" + }, + { + "metadata": "{}", + "name": "tile", + "type": "{\"type\":\"struct\",\"fields\":[{\"name\":\"index_id\",\"type\":\"long\",\"nullable\":true,\"metadata\":{}},{\"name\":\"raster\",\"type\":\"binary\",\"nullable\":true,\"metadata\":{}},{\"name\":\"parentPath\",\"type\":\"string\",\"nullable\":true,\"metadata\":{}},{\"name\":\"driver\",\"type\":\"string\",\"nullable\":true,\"metadata\":{}}]}" + } + ], + "type": "table" + } + }, + "output_type": "display_data" + } + ], + "source": [ + "kring_df = (\n", + " h3_df\n", + " .filter(dbf.h3_toparent(\"index_id\", 5) == kring_cellid)\n", + " .withColumn(\"kring\", mos.grid_cellkringexplode(\"index_id\", F.lit(3)))\n", + " .groupBy(\"kring\", \"date\")\n", + " .agg(mos.rst_merge_agg(\"tile\").alias(\"tile\"))\n", + ")\n", + "print(f\"count? {kring_df.count():,}\")\n", + "kring_df.display()" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": {}, + "inputWidgets": {}, + "nuid": "185759a2-9f6d-49b3-946e-85ddd63de81c", + "showTitle": false, + "title": "" + } + }, + "source": [ + "_Here is a plot of 3 k-rings around our selected center cellid._\n", + "\n", + "> Hint: zoom out to see all." + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "efb6fcb5-4bc4-4eeb-bf0e-a546b08a53e7", + "showTitle": false, + "title": "" + } + }, + "outputs": [], + "source": [ + "to_plot = (\n", + " kring_df\n", + " .select(\"kring\")\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "8763a48e-ad77-4466-a4a9-b3106fa94eb4", + "showTitle": false, + "title": "" + }, + "jupyter": { + "source_hidden": true + } + }, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/html": [ + "" + ] + }, + "metadata": { + "application/vnd.databricks.v1+output": { + "addedWidgets": {}, + "arguments": {}, + "data": "", + "datasetInfos": [], + "metadata": {}, + "removedWidgets": [], + "textData": null, + "type": "htmlSandbox" + } + }, + "output_type": "display_data" + } + ], + "source": [ + "displayHTML(\"\"\"\"\"\")" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": {}, + "inputWidgets": {}, + "nuid": "21e39e86-d5fd-47dd-9536-38908ca2e72f", + "showTitle": false, + "title": "" + } + }, + "source": [ + "_Uncomment the following within databricks for actual results._" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "0df7e319-bc06-4b3e-ab19-32e71bd32b44", + "showTitle": false, + "title": "" + } + }, + "outputs": [], + "source": [ + "# %%mosaic_kepler\n", + "# to_plot kring h3" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": {}, + "inputWidgets": {}, + "nuid": "5ee55d00-75d4-4021-9d7e-7379b591097e", + "showTitle": false, + "title": "" + } + }, + "source": [ + "_Here is one of the rasters included in the kring data._" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "d917eab6-9132-4a69-96a8-da79dbedee0c", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "display_data", + "data": { + "image/png": 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\n" 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+ "datasetInfos": [], + "metadata": {}, + "removedWidgets": [], + "type": "image" + } + }, + "output_type": "display_data" + } + ], + "source": [ + "library.plot_raster(kring_df.select(\"tile.raster\").first()[0])" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": {}, + "inputWidgets": {}, + "nuid": "91c9aa18-5aed-443e-a895-923d401b4253", + "showTitle": false, + "title": "" + } + }, + "source": [ + "## Raster to Timeseries projection\n", + "\n", + "> __With the power of expression that rasterio provides + the power of distribution that mosaic provides__, we can easily convert rasters to numerical values with arbitrary mathematical complexity. Since all of our imagery is timestamped, our raster to number projection in effect is creating time series bound to H3 cells." + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "93266ab6-f173-4077-9ee2-56411f0bc87a", + "showTitle": false, + "title": "" + } + }, + "outputs": [], + "source": [ + "def rio_mean_band(dataset):\n", + " try:\n", + " return dataset.statistics(bidx = 1).mean\n", + " except:\n", + " return 0.0\n", + "\n", + "measure_df = kring_df.withColumn(\n", + " \"rio_mean\", library.rasterio_lambda(\"tile.raster\", lambda dataset: rio_mean_band(dataset) )\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "c79ad177-22fd-44c7-8e47-5a5447251b67", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/html": [ + "
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6085987789491404792021-06-01194.21293432367898SUkqAAgAAAASAAABAwABAAAAxwQAAAEBAwABAAAAuQMAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAC5AwAAWAgAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwC5AwAA5gAAABwBAwABAAAAAQA= (truncated)
6085987747380592632021-06-01203.60086928104576SUkqAAgAAAASAAABAwABAAAAWAIAAAEBAwABAAAA/wAAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABVAAAAOgIAABUBAwABAAAAAgAAABYBAwABAAAAAwAAABcBBABVAAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987629436764152021-06-01264.83430859254696SUkqAAgAAAASAAABAwABAAAAQwEAAAEBAwABAAAAvwAAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAAgAAAAZgEAABUBAwABAAAAAgAAABYBAwABAAAABgAAABcBBAAgAAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987624068055032021-06-01182.88778282370305SUkqAAgAAAASAAABAwABAAAADgUAAAEBAwABAAAASgMAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABKAwAAegcAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwBKAwAA5gAAABwBAwABAAAAAQA= (truncated)
6085987782444974072021-06-01226.3099663422123SUkqAAgAAAASAAABAwABAAAAvwcAAAEBAwABAAAAlQQAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBACVBAAAOhMAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBBACVBAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987790665809912021-06-01221.8666547653998SUkqAAgAAAASAAABAwABAAAATQUAAAEBAwABAAAAZwMAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABnAwAAtAcAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwBnAwAA5gAAABwBAwABAAAAAQA= (truncated)
6085987772546416632021-06-01219.33875935999575SUkqAAgAAAASAAABAwABAAAAJQMAAAEBAwABAAAApgMAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBADTAQAAjAQAABUBAwABAAAAAgAAABYBAwABAAAAAgAAABcBAwDTAQAA5gAAABwBAwABAAAAAQA= (truncated)
6085987775398543352021-06-01224.54849593921014SUkqAAgAAAASAAABAwABAAAAiQEAAAEBAwABAAAAbQEAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABJAAAACgIAABUBAwABAAAAAgAAABYBAwABAAAABQAAABcBBABJAAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987744696238072021-06-01176.58066249755717SUkqAAgAAAASAAABAwABAAAACgUAAAEBAwABAAAA3AEAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBADcAQAAngQAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwDcAQAA5gAAABwBAwABAAAAAQA= (truncated)
6085987747212820472021-06-01211.62308286103155SUkqAAgAAAASAAABAwABAAAAJwMAAAEBAwABAAAAbgEAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAC3AAAAVAIAABUBAwABAAAAAgAAABYBAwABAAAAAgAAABcBAwC3AAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987778418442232021-06-01208.84821158901505SUkqAAgAAAASAAABAwABAAAArQMAAAEBAwABAAAA+AIAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAB8AQAA1gYAABUBAwABAAAAAgAAABYBAwABAAAAAgAAABcBBAB8AQAA5gAAABwBAwABAAAAAQA= (truncated)
6085987785297100792021-06-01246.30981917300994SUkqAAgAAAASAAABAwABAAAATwUAAAEBAwABAAAAJgQAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAAmBAAAMgkAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwAmBAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987735636541432021-06-01189.12965943055335SUkqAAgAAAASAAABAwABAAAADQUAAAEBAwABAAAASgMAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABKAwAAegcAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwBKAwAA5gAAABwBAwABAAAAAQA= (truncated)
6085987745031782392021-06-01203.1738478475757SUkqAAgAAAASAAABAwABAAAAHgYAAAEBAwABAAAA+QIAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAD5AgAA2AYAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwD5AgAA5gAAABwBAwABAAAAAQA= (truncated)
6085987782948290552021-06-01248.3569009022025SUkqAAgAAAASAAABAwABAAAAMQcAAAEBAwABAAAAlQQAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBACVBAAAOhMAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBBACVBAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987778921758712021-06-01210.21950191281587SUkqAAgAAAASAAABAwABAAAAEAIAAAEBAwABAAAALQEAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABlAAAAsAEAABUBAwABAAAAAgAAABYBAwABAAAAAwAAABcBAwBlAAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987784961556472021-06-01206.45077222152005SUkqAAgAAAASAAABAwABAAAAxwQAAAEBAwABAAAAtwMAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAC3AwAAVAgAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwC3AwAA5gAAABwBAwABAAAAAQA= (truncated)
6085987789994721272021-06-01228.99157074870456SUkqAAgAAAASAAABAwABAAAA1gUAAAEBAwABAAAAFQQAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAAVBAAAEAkAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwAVBAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987586990407672021-06-01219.16599517338207SUkqAAgAAAASAAABAwABAAAAOwQAAAEBAwABAAAA5wMAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBADnAwAAtAgAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwDnAwAA5gAAABwBAwABAAAAAQA= (truncated)
6085987781941657592021-06-01235.3749538082027SUkqAAgAAAASAAABAwABAAAAvgcAAAEBAwABAAAA1QQAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBADVBAAAOhQAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBBADVBAAA5gAAABwBAwABAAAAAQA= (truncated)
6086008119115120632021-06-01203.80939796637472SUkqAAgAAAASAAABAwABAAAAEAIAAAEBAwABAAAALQEAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABlAAAAsAEAABUBAwABAAAAAgAAABYBAwABAAAAAwAAABcBAwBlAAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987745367326712021-06-01195.51222418705177SUkqAAgAAAASAAABAwABAAAAHgYAAAEBAwABAAAAigIAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBACKAgAA+gUAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwCKAgAA5gAAABwBAwABAAAAAQA= (truncated)
6085987585983774712021-06-01197.16467969926407SUkqAAgAAAASAAABAwABAAAAJgMAAAEBAwABAAAAqAMAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBADUAQAAjgQAABUBAwABAAAAAgAAABYBAwABAAAAAgAAABcBAwDUAQAA5gAAABwBAwABAAAAAQA= (truncated)
6086008120625070072021-06-01213.13643654456774SUkqAAgAAAASAAABAwABAAAAVwIAAAEBAwABAAAA/wAAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABVAAAAOgIAABUBAwABAAAAAgAAABYBAwABAAAAAwAAABcBBABVAAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987773553049592021-06-01192.7998196888178SUkqAAgAAAASAAABAwABAAAAEQIAAAEBAwABAAAAigIAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBADZAAAAmAIAABUBAwABAAAAAgAAABYBAwABAAAAAwAAABcBAwDZAAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987787813683192021-06-01215.26453101095623SUkqAAgAAAASAAABAwABAAAAvAcAAAEBAwABAAAAJwQAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAAnBAAAghEAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBBAAnBAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987580615065592021-06-01198.81105058204028SUkqAAgAAAASAAABAwABAAAAJwMAAAEBAwABAAAA3QEAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBADvAAAAxAIAABUBAwABAAAAAgAAABYBAwABAAAAAgAAABcBAwDvAAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987787645911032021-06-01225.2965882112479SUkqAAgAAAASAAABAwABAAAAdgcAAAEBAwABAAAA5wMAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBADnAwAAghAAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBBADnAwAA5gAAABwBAwABAAAAAQA= (truncated)
6085987790162493432021-06-01236.08768167993765SUkqAAgAAAASAAABAwABAAAA6gYAAAEBAwABAAAAVQQAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABVBAAAOhIAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBBABVBAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987584306053112021-06-01207.32383983800727SUkqAAgAAAASAAABAwABAAAAigEAAAEBAwABAAAAbgEAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABKAAAADgIAABUBAwABAAAAAgAAABYBAwABAAAABQAAABcBBABKAAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987748051681272021-06-01164.1079142248175SUkqAAgAAAASAAABAwABAAAAgQQAAAEBAwABAAAA7gEAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBADuAQAAwgQAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwDuAQAA5gAAABwBAwABAAAAAQA= (truncated)
6085987745199554552021-06-01186.08619888114066SUkqAAgAAAASAAABAwABAAAACgUAAAEBAwABAAAAuQIAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAC5AgAAWAYAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwC5AgAA5gAAABwBAwABAAAAAQA= (truncated)
6085987729093427192021-06-01207.38590849673201SUkqAAgAAAASAAABAwABAAAAWAIAAAEBAwABAAAA/wAAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABVAAAAOgIAABUBAwABAAAAAgAAABYBAwABAAAAAwAAABcBBABVAAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987744528465912021-06-01146.41060518840476SUkqAAgAAAASAAABAwABAAAAwwQAAAEBAwABAAAACwIAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAALAgAA/AQAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwALAgAA5gAAABwBAwABAAAAAQA= (truncated)
6085987783954923512021-06-01236.5398526321849SUkqAAgAAAASAAABAwABAAAAHQYAAAEBAwABAAAAVgQAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABWBAAAkgkAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwBWBAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987786135961592021-06-01201.2620233808514SUkqAAgAAAASAAABAwABAAAAMwcAAAEBAwABAAAAOQMAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAA5AwAAyg0AABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBBAA5AwAA5gAAABwBAwABAAAAAQA= (truncated)
6085987739663073272021-06-01201.12084218418093SUkqAAgAAAASAAABAwABAAAAEgIAAAEBAwABAAAALgEAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABlAAAAsAEAABUBAwABAAAAAgAAABYBAwABAAAAAwAAABcBAwBlAAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987772881960952021-06-01198.6897174903156SUkqAAgAAAASAAABAwABAAAAVwIAAAEBAwABAAAAOAMAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAATAQAAMgUAABUBAwABAAAAAgAAABYBAwABAAAAAwAAABcBBAATAQAA5gAAABwBAwABAAAAAQA= (truncated)
6086008122638335992021-06-01186.95089883124535SUkqAAgAAAASAAABAwABAAAA1AUAAAEBAwABAAAASwIAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABLAgAAfAUAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwBLAgAA5gAAABwBAwABAAAAAQA= (truncated)
6085987735468769272021-06-01136.34712367789413SUkqAAgAAAASAAABAwABAAAAxwQAAAEBAwABAAAALgIAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAAuAgAAQgUAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwAuAgAA5gAAABwBAwABAAAAAQA= (truncated)
6085987624403599352021-06-01133.7483094902018SUkqAAgAAAASAAABAwABAAAAswMAAAEBAwABAAAA7QEAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAD3AAAAwgQAABUBAwABAAAAAgAAABYBAwABAAAAAgAAABcBBAD3AAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987624235827192021-06-01139.1354881233568SUkqAAgAAAASAAABAwABAAAAxwQAAAEBAwABAAAALQIAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAAtAgAAQAUAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwAtAgAA5gAAABwBAwABAAAAAQA= (truncated)
6085987735804313592021-06-01200.16841726049088SUkqAAgAAAASAAABAwABAAAA3AUAAAEBAwABAAAASgMAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABKAwAAegcAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwBKAwAA5gAAABwBAwABAAAAAQA= (truncated)
6085987788988088312021-06-01219.78161923762482SUkqAAgAAAASAAABAwABAAAAYwYAAAEBAwABAAAA1QQAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBADVBAAAkAoAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwDVBAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987735300997112021-06-01133.22857920067855SUkqAAgAAAASAAABAwABAAAAswMAAAEBAwABAAAA7QEAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAD3AAAAwgQAABUBAwABAAAAAgAAABYBAwABAAAAAgAAABcBBAD3AAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987734126591992021-06-01223.04718366210903SUkqAAgAAAASAAABAwABAAAAngIAAAEBAwABAAAArQEAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBACPAAAAIgMAABUBAwABAAAAAgAAABYBAwABAAAAAwAAABcBBACPAAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987790498037752021-06-01249.10068363116758SUkqAAgAAAASAAABAwABAAAAHQYAAAEBAwABAAAAVQQAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABVBAAAkAkAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwBVBAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987733791047672021-06-01181.89502705742862SUkqAAgAAAASAAABAwABAAAA+AMAAAEBAwABAAAACQMAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBACFAQAA+gYAABUBAwABAAAAAgAAABYBAwABAAAAAgAAABcBBACFAQAA5gAAABwBAwABAAAAAQA= (truncated)
6085987747716136952021-06-01189.46303929684456SUkqAAgAAAASAAABAwABAAAAUAUAAAEBAwABAAAAXAIAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABcAgAAngUAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwBcAgAA5gAAABwBAwABAAAAAQA= (truncated)
6085987586151546872021-06-01178.4524621047445SUkqAAgAAAASAAABAwABAAAAEgIAAAEBAwABAAAAiwIAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBADZAAAAmAIAABUBAwABAAAAAgAAABYBAwABAAAAAwAAABcBAwDZAAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987623900282872021-06-01195.63205399007097SUkqAAgAAAASAAABAwABAAAA2wUAAAEBAwABAAAASgMAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABKAwAAegcAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwBKAwAA5gAAABwBAwABAAAAAQA= (truncated)
6085987788820316152021-06-01217.33192665877328SUkqAAgAAAASAAABAwABAAAAgQQAAAEBAwABAAAAuQMAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAC5AwAAWAgAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwC5AwAA5gAAABwBAwABAAAAAQA= (truncated)
6085987580782837752021-06-01195.42932650256154SUkqAAgAAAASAAABAwABAAAAEgIAAAEBAwABAAAALgEAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABlAAAAsAEAABUBAwABAAAAAgAAABYBAwABAAAAAwAAABcBAwBlAAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987625074687992021-06-01207.32383983800727SUkqAAgAAAASAAABAwABAAAAigEAAAEBAwABAAAAbgEAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABKAAAADgIAABUBAwABAAAAAgAAABYBAwABAAAABQAAABcBBABKAAAA5gAAABwBAwABAAAAAQA= (truncated)
6086008122806108152021-06-01208.2095124593716SUkqAAgAAAASAAABAwABAAAAGgYAAAEBAwABAAAAigIAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBACKAgAA+gUAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwCKAgAA5gAAABwBAwABAAAAAQA= (truncated)
6085987785968189432021-06-01199.86160009983845SUkqAAgAAAASAAABAwABAAAAeQcAAAEBAwABAAAAeAMAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAB4AwAAxg4AABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBBAB4AwAA5gAAABwBAwABAAAAAQA= (truncated)
6085987787310366712021-06-01204.5673535446441SUkqAAgAAAASAAABAwABAAAAdgcAAAEBAwABAAAAeAMAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAB4AwAAxg4AABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBBAB4AwAA5gAAABwBAwABAAAAAQA= (truncated)
6085987786471505912021-06-01197.39697283922732SUkqAAgAAAASAAABAwABAAAAZQYAAAEBAwABAAAAygIAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBADKAgAAegYAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwDKAgAA5gAAABwBAwABAAAAAQA= (truncated)
6085987625578004472021-06-01207.95502659288053SUkqAAgAAAASAAABAwABAAAAnwIAAAEBAwABAAAArQEAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBACPAAAAIgMAABUBAwABAAAAAgAAABYBAwABAAAAAwAAABcBBACPAAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987786303733752021-06-01196.43971596658727SUkqAAgAAAASAAABAwABAAAAZAYAAAEBAwABAAAACgMAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAAKAwAA+gYAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwAKAwAA5gAAABwBAwABAAAAAQA= (truncated)
6085987784626012152021-06-01218.92402057357927SUkqAAgAAAASAAABAwABAAAAlQUAAAEBAwABAAAAZgQAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABmBAAAsgkAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwBmBAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987730435604472021-06-01203.60086928104576SUkqAAgAAAASAAABAwABAAAAWAIAAAEBAwABAAAA/wAAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABVAAAAOgIAABUBAwABAAAAAgAAABYBAwABAAAAAwAAABcBBABVAAAA5gAAABwBAwABAAAAAQA= (truncated)
6086008123141652472021-06-01219.86585562833457SUkqAAgAAAASAAABAwABAAAAGgYAAAEBAwABAAAA+QIAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAD5AgAA2AYAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwD5AgAA5gAAABwBAwABAAAAAQA= (truncated)
6085987784793784312021-06-01221.73624329185265SUkqAAgAAAASAAABAwABAAAAqgYAAAEBAwABAAAAZwQAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABnBAAAghIAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBBABnBAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987788149227512021-06-01196.84566159974577SUkqAAgAAAASAAABAwABAAAAYgYAAAEBAwABAAAACgMAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAAKAwAA+gYAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwAKAwAA5gAAABwBAwABAAAAAQA= (truncated)
6085987784122695672021-06-01222.9451462153407SUkqAAgAAAASAAABAwABAAAACAUAAAEBAwABAAAAFQQAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAAVBAAAEAkAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwAVBAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987747883909112021-06-01188.992848583878SUkqAAgAAAASAAABAwABAAAAUAUAAAEBAwABAAAAHAIAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAAcAgAAHgUAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwAcAgAA5gAAABwBAwABAAAAAQA= (truncated)
6085987733623275512021-06-01222.78908236594805SUkqAAgAAAASAAABAwABAAAAngIAAAEBAwABAAAAHAIAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAC0AAAAtgMAABUBAwABAAAAAgAAABYBAwABAAAAAwAAABcBBAC0AAAA5gAAABwBAwABAAAAAQA= (truncated)
6086008120121753592021-06-01168.99636263025536SUkqAAgAAAASAAABAwABAAAAfwQAAAEBAwABAAAA7QEAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBADtAQAAwAQAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwDtAQAA5gAAABwBAwABAAAAAQA= (truncated)
6085987785464872952021-06-01227.62679849173125SUkqAAgAAAASAAABAwABAAAAYwYAAAEBAwABAAAA1AQAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBADUBAAAjgoAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwDUBAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987789323632632021-06-01200.96494053778633SUkqAAgAAAASAAABAwABAAAA2wUAAAEBAwABAAAA+AMAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAD4AwAA1ggAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwD4AwAA5gAAABwBAwABAAAAAQA= (truncated)
6085987624906915832021-06-01205.55044985372854SUkqAAgAAAASAAABAwABAAAAnwIAAAEBAwABAAAAHAIAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAC0AAAAtgMAABUBAwABAAAAAgAAABYBAwABAAAAAwAAABcBBAC0AAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987623564738552021-06-01164.18270159866543SUkqAAgAAAASAAABAwABAAAADgUAAAEBAwABAAAA2wIAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBADbAgAAnAYAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwDbAgAA5gAAABwBAwABAAAAAQA= (truncated)
6086008121799475192021-06-01210.21950191281587SUkqAAgAAAASAAABAwABAAAAEAIAAAEBAwABAAAALQEAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABlAAAAsAEAABUBAwABAAAAAgAAABYBAwABAAAAAwAAABcBAwBlAAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987786807050232021-06-01217.07539112557407SUkqAAgAAAASAAABAwABAAAAeQcAAAEBAwABAAAA5wMAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBADnAwAAghAAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBBADnAwAA5gAAABwBAwABAAAAAQA= (truncated)
6085987581118382072021-06-01195.42932650256154SUkqAAgAAAASAAABAwABAAAAEgIAAAEBAwABAAAALgEAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABlAAAAsAEAABUBAwABAAAAAgAAABYBAwABAAAAAwAAABcBAwBlAAAA5gAAABwBAwABAAAAAQA= (truncated)
6086008119953981432021-06-01215.68834178788413SUkqAAgAAAASAAABAwABAAAAagMAAAEBAwABAAAArQEAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBADXAAAAQgQAABUBAwABAAAAAgAAABYBAwABAAAAAgAAABcBBADXAAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987735972085752021-06-01162.9210665336623SUkqAAgAAAASAAABAwABAAAA+AMAAAEBAwABAAAAmwIAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABOAQAAHgYAABUBAwABAAAAAgAAABYBAwABAAAAAgAAABcBBABOAQAA5gAAABwBAwABAAAAAQA= (truncated)
6085987747548364792021-06-01203.60086928104576SUkqAAgAAAASAAABAwABAAAAWAIAAAEBAwABAAAA/wAAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABVAAAAOgIAABUBAwABAAAAAgAAABYBAwABAAAAAwAAABcBBABVAAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987581453926392021-06-01212.3233464840221SUkqAAgAAAASAAABAwABAAAAWQIAAAEBAwABAAAA3QEAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBACfAAAAYgMAABUBAwABAAAAAgAAABYBAwABAAAAAwAAABcBBACfAAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987783451607032021-06-01212.0134520651762SUkqAAgAAAASAAABAwABAAAAwgQAAAEBAwABAAAAZwMAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABnAwAAtAcAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwBnAwAA5gAAABwBAwABAAAAAQA= (truncated)
6085987783619379192021-06-01218.3327026417831SUkqAAgAAAASAAABAwABAAAAZQYAAAEBAwABAAAApwMAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBACnAwAANAgAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwCnAwAA5gAAABwBAwABAAAAAQA= (truncated)
6085987789155860472021-06-01229.698845349741SUkqAAgAAAASAAABAwABAAAATgUAAAEBAwABAAAAJwQAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAAnBAAANAkAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwAnBAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987786974822392021-06-01213.0336042095619SUkqAAgAAAASAAABAwABAAAAqgYAAAEBAwABAAAAuAMAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAC4AwAAxg8AABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBBAC4AwAA5gAAABwBAwABAAAAAQA= (truncated)
6085987621215928312021-06-01195.82425490196078SUkqAAgAAAASAAABAwABAAAAWAIAAAEBAwABAAAA/wAAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABVAAAAOgIAABUBAwABAAAAAgAAABYBAwABAAAAAwAAABcBBABVAAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987776069631992021-06-01266.19875836804823SUkqAAgAAAASAAABAwABAAAAQwEAAAEBAwABAAAAvwAAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAAgAAAAZgEAABUBAwABAAAAAgAAABYBAwABAAAABgAAABcBBAAgAAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987785129328632021-06-01209.14553280839894SUkqAAgAAAASAAABAwABAAAA3AUAAAEBAwABAAAA+AMAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAD4AwAA1ggAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwD4AwAA5gAAABwBAwABAAAAAQA= (truncated)
6085987782109429752021-06-01242.6715210468383SUkqAAgAAAASAAABAwABAAAAMQcAAAEBAwABAAAAlQQAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBACVBAAAOhMAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBBACVBAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987583634964472021-06-01244.27255869453043SUkqAAgAAAASAAABAwABAAAAQwEAAAEBAwABAAAAwAAAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAAgAAAAZgEAABUBAwABAAAAAgAAABYBAwABAAAABgAAABcBBAAgAAAA5gAAABwBAwABAAAAAQA= (truncated)
6086008123644968952021-06-01155.65927322796935SUkqAAgAAAASAAABAwABAAAAwAQAAAEBAwABAAAACgIAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAAKAgAA+gQAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwAKAgAA5gAAABwBAwABAAAAAQA= (truncated)
6085987735133224952021-06-01179.88997948159624SUkqAAgAAAASAAABAwABAAAAlgUAAAEBAwABAAAAnAIAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBACcAgAAHgYAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwCcAgAA5gAAABwBAwABAAAAAQA= (truncated)
6085987777915125752021-06-01217.45896831631316SUkqAAgAAAASAAABAwABAAAAJAMAAAEBAwABAAAA2wEAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBADuAAAAwgIAABUBAwABAAAAAgAAABYBAwABAAAAAgAAABcBAwDuAAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987783787151352021-06-01203.3955156344972SUkqAAgAAAASAAABAwABAAAAUAUAAAEBAwABAAAAZwMAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABnAwAAtAcAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwBnAwAA5gAAABwBAwABAAAAAQA= (truncated)
6085987744360693752021-06-01174.51346350062403SUkqAAgAAAASAAABAwABAAAA2AUAAAEBAwABAAAASwIAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABLAgAAfAUAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwBLAgAA5gAAABwBAwABAAAAAQA= (truncated)
6085987787981455352021-06-01205.31963391602812SUkqAAgAAAASAAABAwABAAAAYQYAAAEBAwABAAAAygIAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBADKAgAAegYAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwDKAgAA5gAAABwBAwABAAAAAQA= (truncated)
6085987747045048312021-06-01205.85502373312826SUkqAAgAAAASAAABAwABAAAAbQMAAAEBAwABAAAArgEAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBADXAAAAQgQAABUBAwABAAAAAgAAABYBAwABAAAAAgAAABcBBADXAAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987778586214392021-06-01210.21950191281587SUkqAAgAAAASAAABAwABAAAAEAIAAAEBAwABAAAALQEAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABlAAAAsAEAABUBAwABAAAAAgAAABYBAwABAAAAAwAAABcBAwBlAAAA5gAAABwBAwABAAAAAQA= (truncated)
6086008123477196792021-06-01185.78322464288982SUkqAAgAAAASAAABAwABAAAABgUAAAEBAwABAAAA3AEAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBADcAQAAngQAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwDcAQAA5gAAABwBAwABAAAAAQA= (truncated)
6085987788316999672021-06-01212.37456643279114SUkqAAgAAAASAAABAwABAAAALwcAAAEBAwABAAAAOAMAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAA4AwAAxg0AABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBBAA4AwAA5gAAABwBAwABAAAAAQA= (truncated)
6085987621383700472021-06-01240.39156024251807SUkqAAgAAAASAAABAwABAAAAQwEAAAEBAwABAAAAwAAAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAAgAAAAZgEAABUBAwABAAAAAgAAABYBAwABAAAABgAAABcBBAAgAAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987746709503992021-06-01240.62935635288065SUkqAAgAAAASAAABAwABAAAARAEAAAEBAwABAAAAwAAAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAAgAAAAZgEAABUBAwABAAAAAgAAABYBAwABAAAABgAAABcBBAAgAAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987581621698552021-06-01200.03815244034794SUkqAAgAAAASAAABAwABAAAAPAQAAAEBAwABAAAAuQIAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAC5AgAAWAYAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwC5AgAA5gAAABwBAwABAAAAAQA= (truncated)
6085987578937343992021-06-01220.0925779899011SUkqAAgAAAASAAABAwABAAAAiwEAAAEBAwABAAAAbgEAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABKAAAADgIAABUBAwABAAAAAgAAABYBAwABAAAABQAAABcBBABKAAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987746373959672021-06-01195.42932650256154SUkqAAgAAAASAAABAwABAAAAEgIAAAEBAwABAAAALgEAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABlAAAAsAEAABUBAwABAAAAAgAAABYBAwABAAAAAwAAABcBAwBlAAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987778082897912021-06-01219.27688639141294SUkqAAgAAAASAAABAwABAAAAOAQAAAEBAwABAAAAuQIAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAC5AgAAWAYAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwC5AgAA5gAAABwBAwABAAAAAQA= (truncated)
6085987778753986552021-06-01188.04312431243125SUkqAAgAAAASAAABAwABAAAA8gMAAAEBAwABAAAACgIAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAAFAQAA+gQAABUBAwABAAAAAgAAABYBAwABAAAAAgAAABcBBAAFAQAA5gAAABwBAwABAAAAAQA= (truncated)
6085987730267832312021-06-01248.06166375799884SUkqAAgAAAASAAABAwABAAAARAEAAAEBAwABAAAAvwAAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAAgAAAAZgEAABUBAwABAAAAAgAAABYBAwABAAAABgAAABcBBAAgAAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987733958819832021-06-01224.54849593921014SUkqAAgAAAASAAABAwABAAAAiQEAAAEBAwABAAAAbQEAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABJAAAACgIAABUBAwABAAAAAgAAABYBAwABAAAABQAAABcBBABJAAAA5gAAABwBAwABAAAAAQA= (truncated)
6086008120289525752021-06-01199.13178739211187SUkqAAgAAAASAAABAwABAAAATAUAAAEBAwABAAAAHAIAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAAcAgAAHgUAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwAcAgAA5gAAABwBAwABAAAAAQA= (truncated)
6085987586822635512021-06-01184.32401616161616SUkqAAgAAAASAAABAwABAAAAWAIAAAEBAwABAAAAOQMAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAATAQAAMgUAABUBAwABAAAAAgAAABYBAwABAAAAAwAAABcBBAATAQAA5gAAABwBAwABAAAAAQA= (truncated)
6085987772714188792021-06-01242.80636596668384SUkqAAgAAAASAAABAwABAAAAOgQAAAEBAwABAAAA5gMAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBADmAwAAsggAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwDmAwAA5gAAABwBAwABAAAAAQA= (truncated)
6085987773385277432021-06-01226.72794453707544SUkqAAgAAAASAAABAwABAAAA9AMAAAEBAwABAAAApgMAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBADTAQAAMggAABUBAwABAAAAAgAAABYBAwABAAAAAgAAABcBBADTAQAA5gAAABwBAwABAAAAAQA= (truncated)
6085987790833582072021-06-01233.28369164066004SUkqAAgAAAASAAABAwABAAAAYQYAAAEBAwABAAAApwMAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBACnAwAANAgAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwCnAwAA5gAAABwBAwABAAAAAQA= (truncated)
6085987625913548792021-06-01171.90268862278472SUkqAAgAAAASAAABAwABAAAA+gMAAAEBAwABAAAACgMAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBACFAQAA+gYAABUBAwABAAAAAgAAABYBAwABAAAAAgAAABcBBACFAQAA5gAAABwBAwABAAAAAQA= (truncated)
6085987728925655032021-06-01257.40743682427507SUkqAAgAAAASAAABAwABAAAAQwEAAAEBAwABAAAAvwAAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAAgAAAAZgEAABUBAwABAAAAAgAAABYBAwABAAAABgAAABcBBAAgAAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987734629908472021-06-01224.54849593921014SUkqAAgAAAASAAABAwABAAAAiQEAAAEBAwABAAAAbQEAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABJAAAACgIAABUBAwABAAAAAgAAABYBAwABAAAABQAAABcBBABJAAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987624571371512021-06-01180.8085562069139SUkqAAgAAAASAAABAwABAAAAlAUAAAEBAwABAAAAnAIAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBACcAgAAHgYAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwCcAgAA5gAAABwBAwABAAAAAQA= (truncated)
6085987739998617592021-06-01255.76174758544437SUkqAAgAAAASAAABAwABAAAAQgEAAAEBAwABAAAAvwAAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAAgAAAAZgEAABUBAwABAAAAAgAAABYBAwABAAAABgAAABcBBAAgAAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987782277201912021-06-01224.92230198245858SUkqAAgAAAASAAABAwABAAAAeAcAAAEBAwABAAAA1QQAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBADVBAAAOhQAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBBADVBAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987778250670072021-06-01234.85363492342898SUkqAAgAAAASAAABAwABAAAAVgIAAAEBAwABAAAA2wEAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBACfAAAAYgMAABUBAwABAAAAAgAAABYBAwABAAAAAwAAABcBBACfAAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987734965452792021-06-01165.39611463999088SUkqAAgAAAASAAABAwABAAAADQUAAAEBAwABAAAA3AIAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBADcAgAAngYAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwDcAgAA5gAAABwBAwABAAAAAQA= (truncated)
6085987773049733112021-06-01231.44113419926776SUkqAAgAAAASAAABAwABAAAAbAMAAAEBAwABAAAAeAMAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAC8AQAA1gcAABUBAwABAAAAAgAAABYBAwABAAAAAgAAABcBBAC8AQAA5gAAABwBAwABAAAAAQA= (truncated)
6086008122973880312021-06-01201.8175752112475SUkqAAgAAAASAAABAwABAAAABgUAAAEBAwABAAAAuQIAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAC5AgAAWAYAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwC5AgAA5gAAABwBAwABAAAAAQA= (truncated)
6086008121463930872021-06-01272.2933075347143SUkqAAgAAAASAAABAwABAAAAQgEAAAEBAwABAAAAvwAAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAAgAAAAZgEAABUBAwABAAAAAgAAABYBAwABAAAABgAAABcBBAAgAAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987623732510712021-06-01157.68173182563925SUkqAAgAAAASAAABAwABAAAA+gMAAAEBAwABAAAAmwIAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABOAQAAHgYAABUBAwABAAAAAgAAABYBAwABAAAAAgAAABcBBABOAQAA5gAAABwBAwABAAAAAQA= (truncated)
6085987586654863352021-06-01210.36552048623966SUkqAAgAAAASAAABAwABAAAAbAMAAAEBAwABAAAAeAMAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAC8AQAA1gcAABUBAwABAAAAAgAAABYBAwABAAAAAgAAABcBBAC8AQAA5gAAABwBAwABAAAAAQA= (truncated)
6085987629268991992021-06-01213.13643654456774SUkqAAgAAAASAAABAwABAAAAVwIAAAEBAwABAAAA/wAAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABVAAAAOgIAABUBAwABAAAAAgAAABYBAwABAAAAAwAAABcBBABVAAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987790330265592021-06-01242.09125085440874SUkqAAgAAAASAAABAwABAAAACAUAAAEBAwABAAAAFQQAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAAVBAAAEAkAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwAVBAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987581286154232021-06-01187.4538509119481SUkqAAgAAAASAAABAwABAAAArgMAAAEBAwABAAAA+gIAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAB9AQAA2gYAABUBAwABAAAAAgAAABYBAwABAAAAAgAAABcBBAB9AQAA5gAAABwBAwABAAAAAQA= (truncated)
6085987771372011512021-06-01232.9033128319821SUkqAAgAAAASAAABAwABAAAAiAEAAAEBAwABAAAAbQEAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABJAAAACgIAABUBAwABAAAAAgAAABYBAwABAAAABQAAABcBBABJAAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987772043100152021-06-01271.89758056648566SUkqAAgAAAASAAABAwABAAAAQgEAAAEBAwABAAAAvwAAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAAgAAAAZgEAABUBAwABAAAAAgAAABYBAwABAAAABgAAABcBBAAgAAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987734462136312021-06-01219.86155209052322SUkqAAgAAAASAAABAwABAAAAsgMAAAEBAwABAAAACgMAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBACFAQAA+gYAABUBAwABAAAAAgAAABYBAwABAAAAAgAAABcBBACFAQAA5gAAABwBAwABAAAAAQA= (truncated)
6086008123309424632021-06-01157.2773671056426SUkqAAgAAAASAAABAwABAAAA8gMAAAEBAwABAAAAnAEAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBADOAAAAHgQAABUBAwABAAAAAgAAABYBAwABAAAAAgAAABcBBADOAAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987580950609912021-06-01175.22257875156427SUkqAAgAAAASAAABAwABAAAA9QMAAAEBAwABAAAACwIAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAAGAQAA/gQAABUBAwABAAAAAgAAABYBAwABAAAAAgAAABcBBAAGAQAA5gAAABwBAwABAAAAAQA= (truncated)
6086008120960614392021-06-01220.07190482016148SUkqAAgAAAASAAABAwABAAAAJAMAAAEBAwABAAAAbgEAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAC3AAAAVAIAABUBAwABAAAAAgAAABYBAwABAAAAAgAAABcBAwC3AAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987782612746232021-06-01230.41474355912283SUkqAAgAAAASAAABAwABAAAAvQcAAAEBAwABAAAAlQQAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBACVBAAAOhMAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBBACVBAAA5gAAABwBAwABAAAAAQA= (truncated)
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+ " \"rio_mean\",\n", + " \"tile.raster\"\n", + " )\n", + " .where(\"rio_mean > 0\")\n", + " .groupBy(\"index_id\", \"date\")\n", + " .agg(\n", + " F.avg(\"rio_mean\").alias(\"measure\"),\n", + " F.first(\"raster\").alias(\"raster\")\n", + " )\n", + ")\n", + "daily_measure_df.display()" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": {}, + "inputWidgets": {}, + "nuid": "ad81c555-02bc-47a1-aecb-01075cba061f", + "showTitle": false, + "title": "" + } + }, + "source": [ + "_At this point our data is effectively became timeseries data and can be modeled as virtual IOT devices that are fixed in spatial context. We can easily visualise data for individual dates in a spatial contex by leveraging our H3 locations._" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "f3368a49-14e8-4a3d-ae76-7bf266738b23", + "showTitle": false, + "title": "" + } + }, + "outputs": [], + "source": [ + "df_06_01 = daily_measure_df.where(\"date == '2021-06-01'\")" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "2e44745b-074c-4d7d-9fbb-35155afa1458", + "showTitle": false, + "title": "" + }, + "jupyter": { + "source_hidden": true + } + }, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/html": [ + "" + ] + }, + "metadata": { + "application/vnd.databricks.v1+output": { + "addedWidgets": {}, + "arguments": {}, + "data": "", + "datasetInfos": [], + "metadata": {}, + "removedWidgets": [], + "textData": null, + "type": "htmlSandbox" + } + }, + "output_type": "display_data" + } + ], + "source": [ + "displayHTML(\"\"\"\"\"\")" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": {}, + "inputWidgets": {}, + "nuid": "82b07f3a-db81-446b-aea7-86aa1968314f", + "showTitle": false, + "title": "" + } + }, + "source": [ + "_Uncomment the following within databricks for actual results._" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "b72ac293-5892-4fbe-aae5-649d9c7144f3", + "showTitle": false, + "title": "" + } + }, + "outputs": [], + "source": [ + "# %%mosaic_kepler\n", + "# df_06_01 index_id h3 5000" + ] + } + ], + "metadata": { + "application/vnd.databricks.v1+notebook": { + "dashboards": [], + "language": "python", + "notebookMetadata": { + "mostRecentlyExecutedCommandWithImplicitDF": { + "commandId": 1974893261113506, + "dataframes": [ + "_sqldf" + ] + }, + "pythonIndentUnit": 2 + }, + "notebookName": "03. Gridded EO Data", + "widgets": {} + } + }, + "nbformat": 4, + "nbformat_minor": 0 +} From 2af3640a579fa2d3eba62c07d46e414c978fdd5d Mon Sep 17 00:00:00 2001 From: Michael Johns Date: Thu, 18 Jan 2024 15:28:17 -0500 Subject: [PATCH 08/14] Add files via upload fix ipynb rendering. --- .../EOGriddedSTAC/03. Gridded EO Data.ipynb | 9032 ++++------------- 1 file changed, 1731 insertions(+), 7301 deletions(-) diff --git a/notebooks/examples/python/EarthObservation/EOGriddedSTAC/03. Gridded EO Data.ipynb b/notebooks/examples/python/EarthObservation/EOGriddedSTAC/03. Gridded EO Data.ipynb index e79670b0f..fb263f869 100644 --- a/notebooks/examples/python/EarthObservation/EOGriddedSTAC/03. Gridded EO Data.ipynb +++ b/notebooks/examples/python/EarthObservation/EOGriddedSTAC/03. Gridded EO Data.ipynb @@ -614,798 +614,8 @@ "name": "stdout", "output_type": "stream", "text": [ - "count? 347\n" + "count? 347\n-RECORD 0---------------------------------\n item_id | S2B_MSIL2A_202106... \n timestamp | 2021-06-01 23:15:... \n h3_set | [585708744604647423] \n asset | {name -> B02, hre... \n item_properties | {datetime -> 2021... \n item_collection | sentinel-2-l2a \n date | 2021-06-01 \n item_bbox | [-171.00049,67.50... \n stac_version | 1.0.0 \n last_update | 20231216-162052 \n band_name | B02 \n out_dir_fuse | /dbfs/home/mjohns... \n out_filename | B02_S2B_MSIL2A_20... \n out_file_path | /dbfs/home/mjohns... \n out_file_sz | 203566153 \n is_out_file_valid | true \n\n" ] - }, - { - "output_type": "display_data", - "data": { - "text/html": [ - "
item_idtimestamph3_setassetitem_propertiesitem_collectiondateitem_bboxstac_versionlast_updateband_nameout_dir_fuseout_filenameout_file_pathout_file_szis_out_file_valid
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S2A_MSIL2A_20210601T222531_R015_T05WPT_20210602T0642562021-06-01T22:25:31.024+0000List(585697749488369663)Map(name -> B02, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B02\",\"common_name\":\"blue\",\"description\":\"Band 2 - Blue\",\"center_wavelength\":0.49,\"full_width_half_max\":0.098}], roles -> [\"data\"], proj:bbox -> [600000.0,7690200.0,709800.0,7800000.0], gsd -> 10.0, title -> Band 2 - Blue - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/05/W/PT/2021/06/01/S2A_MSIL2A_20210601T222531_N0212_R015_T05WPT_20210602T064256.SAFE/GRANULE/L2A_T05WPT_A031043_20210601T222534/IMG_DATA/R10m/T05WPT_20210601T222531_B02_10m.tif?st=2023-12-14T19%3A40%3A25Z&se=2023-12-15T20%3A25%3A25Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A38%3A59Z&ske=2023-12-22T19%3A38%3A59Z&sks=b&skv=2021-06-08&sig=QqWWZjTSeAX%2BrJF3ppAB3aY0HCuTVkjz3YyXRNOPO6I%3D, proj:transform -> [10.0,0.0,600000.0,0.0,-10.0,7800000.0])Map(s2:mgrs_tile -> 05WPT, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 96.315157, s2:snow_ice_percentage -> 1.8406, sat:orbit_state -> descending, s2:product_uri -> S2A_MSIL2A_20210601T222531_N0212_R015_T05WPT_20210602T064256.SAFE, s2:generation_time -> 2021-06-02T06:42:56.637Z, datetime -> 2021-06-01T22:25:31.024000Z, s2:datatake_id -> GS2A_20210601T222531_031043_N02.12, s2:vegetation_percentage -> 0.0, sat:relative_orbit -> 15, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 98.091602, s2:cloud_shadow_percentage -> 0.0, s2:datastrip_id -> S2A_OPER_MSI_L2A_DS_ESRI_20210602T064257_S20210601T222534_N02.12, s2:mean_solar_azimuth -> 190.039668522664, eo:cloud_cover -> 98.114653, proj:epsg -> 32605, s2:granule_id -> S2A_OPER_MSI_L2A_TL_ESRI_20210602T064257_A031043_T05WPT_N02.12, s2:water_percentage -> 0.012065, s2:mean_solar_zenith -> 47.833971586402, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 0.020529, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 0.032685, s2:unclassified_percentage -> 0.0, platform -> Sentinel-2A, s2:reflectance_conversion_factor -> 0.973499605999698, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.0, s2:medium_proba_clouds_percentage -> 0.002521)sentinel-2-l2a2021-06-01[-150.3875,69.92502957205815,-149.76733,70.28644046073472]1.0.020231216-162052B02/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B02B02_S2A_MSIL2A_20210601T222531_R015_T05WPT_20210602T064256_20210601-222531.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B02/B02_S2A_MSIL2A_20210601T222531_R015_T05WPT_20210602T064256_20210601-222531.tif7188371true
S2A_MSIL2A_20210601T222531_R015_T04WFU_20210602T0720292021-06-01T22:25:31.024+0000List(585681806569766911)Map(name -> B02, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B02\",\"common_name\":\"blue\",\"description\":\"Band 2 - Blue\",\"center_wavelength\":0.49,\"full_width_half_max\":0.098}], roles -> [\"data\"], proj:bbox -> [600000.0,7290240.0,709800.0,7400040.0], gsd -> 10.0, title -> Band 2 - Blue - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/04/W/FU/2021/06/01/S2A_MSIL2A_20210601T222531_N0212_R015_T04WFU_20210602T072029.SAFE/GRANULE/L2A_T04WFU_A031043_20210601T222534/IMG_DATA/R10m/T04WFU_20210601T222531_B02_10m.tif?st=2023-12-14T19%3A40%3A23Z&se=2023-12-15T20%3A25%3A23Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A27%3A54Z&ske=2023-12-22T19%3A27%3A54Z&sks=b&skv=2021-06-08&sig=r37cZATGfnw8v0%2B9%2ByVxJXS6HS0AlHWUIAaVqnVwn88%3D, proj:transform -> [10.0,0.0,600000.0,0.0,-10.0,7400040.0])Map(s2:mgrs_tile -> 04WFU, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 60.876852, s2:snow_ice_percentage -> 0.011593, sat:orbit_state -> descending, s2:product_uri -> S2A_MSIL2A_20210601T222531_N0212_R015_T04WFU_20210602T072029.SAFE, s2:generation_time -> 2021-06-02T07:20:29.953Z, datetime -> 2021-06-01T22:25:31.024000Z, s2:datatake_id -> GS2A_20210601T222531_031043_N02.12, s2:vegetation_percentage -> 0.871244, sat:relative_orbit -> 15, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 32.854655, s2:cloud_shadow_percentage -> 0.019073, s2:datastrip_id -> S2A_OPER_MSI_L2A_DS_ESRI_20210602T072030_S20210601T222534_N02.12, s2:mean_solar_azimuth -> 182.321511357919, eo:cloud_cover -> 97.900485, proj:epsg -> 32604, s2:granule_id -> S2A_OPER_MSI_L2A_TL_ESRI_20210602T072030_A031043_T04WFU_N02.12, s2:water_percentage -> 0.115733, s2:mean_solar_zenith -> 44.0256077000688, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 17.799892, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 0.403299, s2:unclassified_percentage -> 0.446185, platform -> Sentinel-2A, s2:reflectance_conversion_factor -> 0.973499605999698, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.232391, s2:medium_proba_clouds_percentage -> 47.245938)sentinel-2-l2a2021-06-01[-156.82037,65.70904173119787,-155.23386,66.70256312388814]1.0.020231216-162052B02/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B02B02_S2A_MSIL2A_20210601T222531_R015_T04WFU_20210602T072029_20210601-222531.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B02/B02_S2A_MSIL2A_20210601T222531_R015_T04WFU_20210602T072029_20210601-222531.tif81242361true
S2A_MSIL2A_20210601T222531_R015_T04WDB_20210602T0747592021-06-01T22:25:31.024+0000List(585698848999997439)Map(name -> B02, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B02\",\"common_name\":\"blue\",\"description\":\"Band 2 - Blue\",\"center_wavelength\":0.49,\"full_width_half_max\":0.098}], roles -> [\"data\"], proj:bbox -> [399960.0,7590240.0,509760.0,7700040.0], gsd -> 10.0, title -> Band 2 - Blue - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/04/W/DB/2021/06/01/S2A_MSIL2A_20210601T222531_N0212_R015_T04WDB_20210602T074759.SAFE/GRANULE/L2A_T04WDB_A031043_20210601T222534/IMG_DATA/R10m/T04WDB_20210601T222531_B02_10m.tif?st=2023-12-14T19%3A40%3A12Z&se=2023-12-15T20%3A25%3A12Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A37%3A22Z&ske=2023-12-22T19%3A37%3A22Z&sks=b&skv=2021-06-08&sig=ee5UgQFqySJgyNOu5Phr7b2NPQQFwatGusOpTO3e3NY%3D, proj:transform -> [10.0,0.0,399960.0,0.0,-10.0,7700040.0])Map(s2:mgrs_tile -> 04WDB, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 45.012876, s2:snow_ice_percentage -> 4.524281, sat:orbit_state -> descending, s2:product_uri -> S2A_MSIL2A_20210601T222531_N0212_R015_T04WDB_20210602T074759.SAFE, s2:generation_time -> 2021-06-02T07:47:59.814Z, datetime -> 2021-06-01T22:25:31.024000Z, s2:datatake_id -> GS2A_20210601T222531_031043_N02.12, s2:vegetation_percentage -> 0.011675, sat:relative_orbit -> 15, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 92.168158, s2:cloud_shadow_percentage -> 0.040547, s2:datastrip_id -> S2A_OPER_MSI_L2A_DS_ESRI_20210602T074800_S20210601T222534_N02.12, s2:mean_solar_azimuth -> 176.247188013658, eo:cloud_cover -> 93.568765, proj:epsg -> 32604, s2:granule_id -> S2A_OPER_MSI_L2A_TL_ESRI_20210602T074800_A031043_T04WDB_N02.12, s2:water_percentage -> 0.009841, s2:mean_solar_zenith -> 46.771673000974, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 0.058975, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 0.704144, s2:unclassified_percentage -> 1.026695, platform -> Sentinel-2A, s2:reflectance_conversion_factor -> 0.973499605999698, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.114052, s2:medium_proba_clouds_percentage -> 1.341632)sentinel-2-l2a2021-06-01[-160.80467,68.41132671510154,-158.75133,69.40946270895385]1.0.020231216-162052B02/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B02B02_S2A_MSIL2A_20210601T222531_R015_T04WDB_20210602T074759_20210601-222531.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B02/B02_S2A_MSIL2A_20210601T222531_R015_T04WDB_20210602T074759_20210601-222531.tif101364683true
S2A_MSIL2A_20210601T222531_R015_T03VXH_20210602T0632522021-06-01T22:25:31.024+0000List(585681256813953023, 585696100220927999)Map(name -> B02, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B02\",\"common_name\":\"blue\",\"description\":\"Band 2 - Blue\",\"center_wavelength\":0.49,\"full_width_half_max\":0.098}], roles -> [\"data\"], proj:bbox -> [600000.0,6690240.0,709800.0,6800040.0], gsd -> 10.0, title -> Band 2 - Blue - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/03/V/XH/2021/06/01/S2A_MSIL2A_20210601T222531_N0212_R015_T03VXH_20210602T063252.SAFE/GRANULE/L2A_T03VXH_A031043_20210601T222534/IMG_DATA/R10m/T03VXH_20210601T222531_B02_10m.tif?st=2023-12-14T19%3A40%3A12Z&se=2023-12-15T20%3A25%3A12Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A37%3A25Z&ske=2023-12-22T19%3A37%3A25Z&sks=b&skv=2021-06-08&sig=mC%2BFISFioYia2ZOz7ayZ767PLBjtH9%2BT8EvnRgjv1tQ%3D, proj:transform -> [10.0,0.0,600000.0,0.0,-10.0,6800040.0])Map(s2:mgrs_tile -> 03VXH, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 7.182717, s2:snow_ice_percentage -> 0.023431, sat:orbit_state -> descending, s2:product_uri -> S2A_MSIL2A_20210601T222531_N0212_R015_T03VXH_20210602T063252.SAFE, s2:generation_time -> 2021-06-02T06:32:52.871Z, datetime -> 2021-06-01T22:25:31.024000Z, s2:datatake_id -> GS2A_20210601T222531_031043_N02.12, s2:vegetation_percentage -> 28.513396, sat:relative_orbit -> 15, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 16.357519, s2:cloud_shadow_percentage -> 1.030859, s2:datastrip_id -> S2A_OPER_MSI_L2A_DS_ESRI_20210602T063253_S20210601T222534_N02.12, s2:mean_solar_azimuth -> 173.439305880362, eo:cloud_cover -> 28.324437, proj:epsg -> 32603, s2:granule_id -> S2A_OPER_MSI_L2A_TL_ESRI_20210602T063253_A031043_T03VXH_N02.12, s2:water_percentage -> 14.739732, s2:mean_solar_zenith -> 38.7580638251198, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 3.916115, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 15.585245, s2:unclassified_percentage -> 6.889586, platform -> Sentinel-2A, s2:reflectance_conversion_factor -> 0.973499605999698, instruments -> [\"msi\"], s2:dark_features_percentage -> 4.893312, s2:medium_proba_clouds_percentage -> 8.050803)sentinel-2-l2a2021-06-01[-163.1886,60.30371330143644,-161.0851,61.32160153399891]1.0.020231216-162052B02/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B02B02_S2A_MSIL2A_20210601T222531_R015_T03VXH_20210602T063252_20210601-222531.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B02/B02_S2A_MSIL2A_20210601T222531_R015_T03VXH_20210602T063252_20210601-222531.tif215413087true
S2A_MSIL2A_20210601T222531_R015_T04VDR_20210602T0630152021-06-01T22:25:31.024+0000List(585679607546511359, 585681256813953023)Map(name -> B02, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B02\",\"common_name\":\"blue\",\"description\":\"Band 2 - Blue\",\"center_wavelength\":0.49,\"full_width_half_max\":0.098}], roles -> [\"data\"], proj:bbox -> [399960.0,6990240.0,509760.0,7100040.0], gsd -> 10.0, title -> Band 2 - Blue - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/04/V/DR/2021/06/01/S2A_MSIL2A_20210601T222531_N0212_R015_T04VDR_20210602T063015.SAFE/GRANULE/L2A_T04VDR_A031043_20210601T222534/IMG_DATA/R10m/T04VDR_20210601T222531_B02_10m.tif?st=2023-12-14T19%3A40%3A23Z&se=2023-12-15T20%3A25%3A23Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A38%3A59Z&ske=2023-12-22T19%3A38%3A59Z&sks=b&skv=2021-06-08&sig=Hxw4kyyeCfBnEFrawcEC76oWsYKw43ddIdd1IJ27oNs%3D, proj:transform -> [10.0,0.0,399960.0,0.0,-10.0,7100040.0])Map(s2:mgrs_tile -> 04VDR, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 4.506488, s2:snow_ice_percentage -> 0.662268, sat:orbit_state -> descending, s2:product_uri -> S2A_MSIL2A_20210601T222531_N0212_R015_T04VDR_20210602T063015.SAFE, s2:generation_time -> 2021-06-02T06:30:15.845Z, datetime -> 2021-06-01T22:25:31.024000Z, s2:datatake_id -> GS2A_20210601T222531_031043_N02.12, s2:vegetation_percentage -> 22.338895, sat:relative_orbit -> 15, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 37.105039, s2:cloud_shadow_percentage -> 2.048903, s2:datastrip_id -> S2A_OPER_MSI_L2A_DS_ESRI_20210602T063016_S20210601T222534_N02.12, s2:mean_solar_azimuth -> 176.655774402032, eo:cloud_cover -> 51.862626, proj:epsg -> 32604, s2:granule_id -> S2A_OPER_MSI_L2A_TL_ESRI_20210602T063016_A031043_T04VDR_N02.12, s2:water_percentage -> 3.691578, s2:mean_solar_zenith -> 41.385796942579, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 4.553736, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 7.415308, s2:unclassified_percentage -> 9.995355, platform -> Sentinel-2A, s2:reflectance_conversion_factor -> 0.973499605999698, instruments -> [\"msi\"], s2:dark_features_percentage -> 1.985068, s2:medium_proba_clouds_percentage -> 10.203851)sentinel-2-l2a2021-06-01[-161.0465,63.02793322568484,-158.80026,64.02701663648664]1.0.020231216-162052B02/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B02B02_S2A_MSIL2A_20210601T222531_R015_T04VDR_20210602T063015_20210601-222531.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B02/B02_S2A_MSIL2A_20210601T222531_R015_T04VDR_20210602T063015_20210601-222531.tif230717396true
S2B_MSIL2A_20210601T213529_R086_T06VVN_20210602T0556312021-06-01T21:35:29.024+0000List(585684005593022463, 585687304127905791)Map(name -> B02, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B02\",\"common_name\":\"blue\",\"description\":\"Band 2 - Blue\",\"center_wavelength\":0.49,\"full_width_half_max\":0.098}], roles -> [\"data\"], proj:bbox -> [399960.0,6690240.0,509760.0,6800040.0], gsd -> 10.0, title -> Band 2 - Blue - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/06/V/VN/2021/06/01/S2B_MSIL2A_20210601T213529_N0212_R086_T06VVN_20210602T055631.SAFE/GRANULE/L2A_T06VVN_A022134_20210601T213530/IMG_DATA/R10m/T06VVN_20210601T213529_B02_10m.tif?st=2023-12-14T19%3A40%3A12Z&se=2023-12-15T20%3A25%3A12Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A37%3A25Z&ske=2023-12-22T19%3A37%3A25Z&sks=b&skv=2021-06-08&sig=mC%2BFISFioYia2ZOz7ayZ767PLBjtH9%2BT8EvnRgjv1tQ%3D, proj:transform -> [10.0,0.0,399960.0,0.0,-10.0,6800040.0])Map(s2:mgrs_tile -> 06VVN, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 88.433307, s2:snow_ice_percentage -> 27.434126, sat:orbit_state -> descending, s2:product_uri -> S2B_MSIL2A_20210601T213529_N0212_R086_T06VVN_20210602T055631.SAFE, s2:generation_time -> 2021-06-02T05:56:31.573Z, datetime -> 2021-06-01T21:35:29.024000Z, s2:datatake_id -> GS2B_20210601T213529_022134_N02.12, s2:vegetation_percentage -> 2.01E-4, sat:relative_orbit -> 86, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 69.352877, s2:cloud_shadow_percentage -> 0.002782, s2:datastrip_id -> S2B_OPER_MSI_L2A_DS_ESRI_20210602T055632_S20210601T213530_N02.12, s2:mean_solar_azimuth -> 175.977709245219, eo:cloud_cover -> 71.909606, proj:epsg -> 32606, s2:granule_id -> S2B_OPER_MSI_L2A_TL_ESRI_20210602T055632_A022134_T06VVN_N02.12, s2:water_percentage -> 0.323532, s2:mean_solar_zenith -> 38.7130885827498, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 0.479087, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 0.041363, s2:unclassified_percentage -> 0.15329, platform -> Sentinel-2B, s2:reflectance_conversion_factor -> 0.973510924427259, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.135104, s2:medium_proba_clouds_percentage -> 2.077641)sentinel-2-l2a2021-06-01[-148.86876,60.60281552517582,-148.22331,61.32559674447873]1.0.020231216-162052B02/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B02B02_S2B_MSIL2A_20210601T213529_R086_T06VVN_20210602T055631_20210601-213529.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B02/B02_S2B_MSIL2A_20210601T213529_R086_T06VVN_20210602T055631_20210601-213529.tif25799053true
S2B_MSIL2A_20210601T194859_R085_T09VWC_20210602T0648402021-06-01T19:48:59.024+0000List(585796155779055615)Map(name -> B02, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B02\",\"common_name\":\"blue\",\"description\":\"Band 2 - Blue\",\"center_wavelength\":0.49,\"full_width_half_max\":0.098}], roles -> [\"data\"], proj:bbox -> [499980.0,6190200.0,609780.0,6300000.0], gsd -> 10.0, title -> Band 2 - Blue - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/09/V/WC/2021/06/01/S2B_MSIL2A_20210601T194859_N0212_R085_T09VWC_20210602T064840.SAFE/GRANULE/L2A_T09VWC_A022133_20210601T195346/IMG_DATA/R10m/T09VWC_20210601T194859_B02_10m.tif?st=2023-12-14T19%3A40%3A24Z&se=2023-12-15T20%3A25%3A24Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A39%3A09Z&ske=2023-12-22T19%3A39%3A09Z&sks=b&skv=2021-06-08&sig=75eBVc6S7IAp4gdaB3D6eJhs0TV/G7zCo6xACC8CRgU%3D, proj:transform -> [10.0,0.0,499980.0,0.0,-10.0,6300000.0])Map(s2:mgrs_tile -> 09VWC, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 0.0, s2:snow_ice_percentage -> 28.468069, sat:orbit_state -> descending, s2:product_uri -> S2B_MSIL2A_20210601T194859_N0212_R085_T09VWC_20210602T064840.SAFE, s2:generation_time -> 2021-06-02T06:48:40.986Z, datetime -> 2021-06-01T19:48:59.024000Z, s2:datatake_id -> GS2B_20210601T194859_022133_N02.12, s2:vegetation_percentage -> 0.0, sat:relative_orbit -> 85, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 67.404711, s2:cloud_shadow_percentage -> 0.0, s2:datastrip_id -> S2B_OPER_MSI_L2A_DS_ESRI_20210602T064841_S20210601T195346_N02.12, s2:mean_solar_azimuth -> 167.212348495061, eo:cloud_cover -> 71.477236, proj:epsg -> 32609, s2:granule_id -> S2B_OPER_MSI_L2A_TL_ESRI_20210602T064841_A022133_T09VWC_N02.12, s2:water_percentage -> 0.006742, s2:mean_solar_zenith -> 34.6669104998845, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 0.195179, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 0.007409, s2:unclassified_percentage -> 0.012505, platform -> Sentinel-2B, s2:reflectance_conversion_factor -> 0.973535048142604, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.028032, s2:medium_proba_clouds_percentage -> 3.877346)sentinel-2-l2a2021-06-01[-129.00032,55.84483052669612,-127.2009,56.84381181769674]1.0.020231216-162052B02/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B02B02_S2B_MSIL2A_20210601T194859_R085_T09VWC_20210602T064840_20210601-194859.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B02/B02_S2B_MSIL2A_20210601T194859_R085_T09VWC_20210602T064840_20210601-194859.tif207603462true
S2B_MSIL2A_20210601T231559_R087_T01VFK_20210602T0725412021-06-01T23:15:59.024+0000List(585690602662789119)Map(name -> B02, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B02\",\"common_name\":\"blue\",\"description\":\"Band 2 - Blue\",\"center_wavelength\":0.49,\"full_width_half_max\":0.098}], roles -> [\"data\"], proj:bbox -> [600000.0,6890220.0,709800.0,7000020.0], gsd -> 10.0, title -> Band 2 - Blue - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/01/V/FK/2021/06/01/S2B_MSIL2A_20210601T231559_N0212_R087_T01VFK_20210602T072541.SAFE/GRANULE/L2A_T01VFK_A022135_20210601T231553/IMG_DATA/R10m/T01VFK_20210601T231559_B02_10m.tif?st=2023-12-14T19%3A40%3A12Z&se=2023-12-15T20%3A25%3A12Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A37%3A25Z&ske=2023-12-22T19%3A37%3A25Z&sks=b&skv=2021-06-08&sig=mC%2BFISFioYia2ZOz7ayZ767PLBjtH9%2BT8EvnRgjv1tQ%3D, proj:transform -> [10.0,0.0,600000.0,0.0,-10.0,7000020.0])Map(s2:mgrs_tile -> 01VFK, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 0.0, s2:snow_ice_percentage -> 0.0, sat:orbit_state -> descending, s2:product_uri -> S2B_MSIL2A_20210601T231559_N0212_R087_T01VFK_20210602T072541.SAFE, s2:generation_time -> 2021-06-02T07:25:41.725Z, datetime -> 2021-06-01T23:15:59.024000Z, s2:datatake_id -> GS2B_20210601T231559_022135_N02.12, s2:vegetation_percentage -> 6.0E-5, sat:relative_orbit -> 87, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 47.691634, s2:cloud_shadow_percentage -> 0.0, s2:datastrip_id -> S2B_OPER_MSI_L2A_DS_ESRI_20210602T072541_S20210601T231553_N02.12, s2:mean_solar_azimuth -> 174.579596499286, eo:cloud_cover -> 64.487182, proj:epsg -> 32601, s2:granule_id -> S2B_OPER_MSI_L2A_TL_ESRI_20210602T072541_A022135_T01VFK_N02.12, s2:water_percentage -> 35.512707, s2:mean_solar_zenith -> 40.5054302548724, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 7.511398, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 5.3E-5, s2:unclassified_percentage -> 0.0, platform -> Sentinel-2B, s2:reflectance_conversion_factor -> 0.973488199140697, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.0, s2:medium_proba_clouds_percentage -> 9.28415)sentinel-2-l2a2021-06-01[-175.08235,62.085586546155874,-172.84616,63.115669265729814]1.0.020231216-162052B02/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B02B02_S2B_MSIL2A_20210601T231559_R087_T01VFK_20210602T072541_20210601-231559.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B02/B02_S2B_MSIL2A_20210601T231559_R087_T01VFK_20210602T072541_20210601-231559.tif241015539true
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"platform": "Sentinel-2B", - "proj:epsg": "32601", - "s2:cloud_shadow_percentage": "0.0", - "s2:dark_features_percentage": "0.0", - "s2:datastrip_id": "S2B_OPER_MSI_L2A_DS_ESRI_20210602T072541_S20210601T231553_N02.12", - "s2:datatake_id": "GS2B_20210601T231559_022135_N02.12", - "s2:datatake_type": "INS-NOBS", - "s2:degraded_msi_data_percentage": "0.0", - "s2:generation_time": "2021-06-02T07:25:41.725Z", - "s2:granule_id": "S2B_OPER_MSI_L2A_TL_ESRI_20210602T072541_A022135_T01VFK_N02.12", - "s2:high_proba_clouds_percentage": "47.691634", - "s2:mean_solar_azimuth": "174.579596499286", - "s2:mean_solar_zenith": "40.5054302548724", - "s2:medium_proba_clouds_percentage": "9.28415", - "s2:mgrs_tile": "01VFK", - "s2:nodata_pixel_percentage": "0.0", - "s2:not_vegetated_percentage": "5.3E-5", - "s2:processing_baseline": "02.12", - "s2:product_type": "S2MSI2A", - "s2:product_uri": "S2B_MSIL2A_20210601T231559_N0212_R087_T01VFK_20210602T072541.SAFE", - "s2:reflectance_conversion_factor": "0.973488199140697", - "s2:saturated_defective_pixel_percentage": "0.0", - "s2:snow_ice_percentage": "0.0", - "s2:thin_cirrus_percentage": "7.511398", - "s2:unclassified_percentage": "0.0", - "s2:vegetation_percentage": "6.0E-5", - "s2:water_percentage": "35.512707", - "sat:orbit_state": "descending", - "sat:relative_orbit": "87" - }, - "sentinel-2-l2a", - "2021-06-01", - "[-175.08235,62.085586546155874,-172.84616,63.115669265729814]", - "1.0.0", - "20231216-162052", - "B02", - "/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B02", - "B02_S2B_MSIL2A_20210601T231559_R087_T01VFK_20210602T072541_20210601-231559.tif", - "/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B02/B02_S2B_MSIL2A_20210601T231559_R087_T01VFK_20210602T072541_20210601-231559.tif", - 241015539, - true - ] - ], - "datasetInfos": [], - "dbfsResultPath": null, - "isJsonSchema": true, - "metadata": {}, - "overflow": false, - "plotOptions": { - "customPlotOptions": {}, - "displayType": "table", - "pivotAggregation": null, - "pivotColumns": null, - "xColumns": null, - "yColumns": null - }, - "removedWidgets": [], - "schema": [ - { - "metadata": "{}", - "name": "item_id", - "type": "\"string\"" - }, - { - "metadata": "{}", - "name": "timestamp", - "type": "\"timestamp\"" - }, - { - "metadata": "{}", - "name": "h3_set", - "type": "{\"type\":\"array\",\"elementType\":\"long\",\"containsNull\":true}" - }, - { - "metadata": "{}", - "name": "asset", - "type": "{\"type\":\"map\",\"keyType\":\"string\",\"valueType\":\"string\",\"valueContainsNull\":true}" - }, - { - "metadata": "{}", - "name": "item_properties", - "type": "{\"type\":\"map\",\"keyType\":\"string\",\"valueType\":\"string\",\"valueContainsNull\":true}" - }, - { - "metadata": "{}", - "name": "item_collection", - "type": "\"string\"" - }, - { - "metadata": "{}", - "name": "date", - "type": "\"date\"" - }, - { - "metadata": "{}", - "name": "item_bbox", - "type": "\"string\"" - }, - { - "metadata": "{}", - "name": "stac_version", - "type": "\"string\"" - }, - { - "metadata": "{}", - "name": "last_update", - "type": "\"string\"" - }, - { - "metadata": "{}", - "name": "band_name", - "type": "\"string\"" - }, - { - "metadata": "{}", - "name": "out_dir_fuse", - "type": "\"string\"" - }, - { - "metadata": "{}", - "name": "out_filename", - "type": "\"string\"" - }, - { - "metadata": "{}", - "name": "out_file_path", - "type": "\"string\"" - }, - { - "metadata": "{}", - "name": "out_file_sz", - "type": "\"integer\"" - }, - { - "metadata": "{}", - "name": "is_out_file_valid", - "type": "\"boolean\"" - } - ], - "type": "table" - } - }, - "output_type": "display_data" } ], "source": [ @@ -1414,7 +624,7 @@ " .filter(col('date') == F.lit(filter_date))\n", ")\n", "print(f\"count? {b02_df.count():,}\")\n", - "b02_df.limit(10).display()" + "b02_df.limit(1).show(vertical=True) # <- show + limiting for ipynb only" ] }, { @@ -1932,13 +1142,13 @@ { "output_type": "display_data", "data": { - "image/png": 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\n" 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5UFbpufN4vfA655z7QPmNf9/vZ9MGZKrUPhHu30FjoLmebIWbArVvGV5eU1uhuQFCoG57ULuCFF+9Id8/Jb1+BXNm/sg98rah3x3RJF54nXPOuafSwxsbhADUvkGu98Q5293bR08IKaF3TpG6Jh4r6WZifGlLcz2x/uIBGTKyP9Lkgu6P6Mt3bSZvguGjd+h/6YnP43XOOeduqRLfuKK8dMeuCB2P0LfUkx5p7iP7I3Xbs/rMY2Sc0Lax+7q7A7ru4eElbNdoDNTLK3jlBWor1CTUM6E9XcHnvfA655xzfP8/+AdJmx59/SFhu0JjtLjH3YEQI3XdUc63yDijX3gVPvYKddUQn+ypDx8j2w3cO6dse2SciS/eh8sdzXVPbQIIlN5SrZ7FC69zzrkPjOFuS1wnVp+xz7WJ6LpHrjNyGIjjBKXa0IM5I9NMuVgjcw/rb6OsG2obyZsE0pO/44yT/+4XWf3CA3Tdo62NDBSfx+ucc84BCnGqhPt30cdXxJTQcYSuQ6cJPRwJmzXh/Aw93VA2LZoCw8tbams3cCUrmoThPLJ+Y0ZfvgdffAC7PXL/Am3Sc+/xeuF1zjn3gfAP/UP/JqvJrgENH7tL/3NLRORmjT65giZRfs23M540SFZqI8SxEubKcNfiINNQWb26Jzy8Qv6OD6FBOL68oU+B8Pk3KGcr6tIV/SxeeJ1zzn0gpJuR8IUHTH/7K4S5Mn3HS9Q2EqZCW6oNve8t+GI6S2iA/vUD1Eq431KTULpgq2A5R6MgRYlT5fjSmj68CEAc8nPfxztKrhKRcxH5CRH5tIj8nIj8ui/7/m8QkSsR+enlv3/tLd/7F0XkZ0Tkb4jIfygi/Vf5b+Wcc869a2Vlq9bm8RHJlbxJ5HWkdpHy4jmkSNzPUJUwK3FUamtzedOh0l4Xml2BqowvrEjHQnPIpJsJKUrZNMSHN4TjTMjvfqv5R4G/qKq/RURaYP02j/lLqvqb3/oFEfkw8C8Af7uqHkXkPwF+K/B/f4ev65xzzr1rP/B3/l5iE+HuOdpEwpDppsx0dwUKiDC+tEWKkg6ZOFvhjPuJ2iakKGGqxONM7RLN9Uy8GdE+IXOh2WVQRY4jHEeo76LwisgZ8OuB3wagqhMwfRV/3wSsRGTGCvaXvornOuecc++aPHgMhyP1Ex8BVcLuiOwOtNwFrLsZBcmV9ORA3fbUFKyY1kpzOSC5giraJ7SPpAcj4TCAKgl7rh6OSNdCeXddzR8HHgB/WkS+B/grwO9W1f2XPe7Xichfxwrrv6SqP6OqXxSRPwp8DjgC/4Wq/hdf7T+Yc845927UV+4juTLd7RGFpkJoEmXV0Dw+wGFCxkKYMnIckSYSJ0FuDrBdEW5mqJV6tiHkiuxnu+u7XcEbjwi5UB88tHu+TfPcIQnv5Iw3Ad8L/ElV/buBPfB7vuwxfxX4qKp+D/BvA38eQETuAP8EVrw/BGxE5J98uxcRkR8UkZ8SkZ968ODBO3hbzjnn3Ff2G//+30/tG24+cUrpIzUJ80XP+PKJ5TJ3DXIYCLsjPHyCpkh4cIkcRium4wzTTLl7wnh/zXTW2tjAWpHLG+T0xFbG2w1EuxfMs4Or3lHh/QLwBVX9yeXzn8AK8S1VvVbV3fLxXwAaEbkH/EbgF1X1garOwJ8D/t63exFV/XFV/aSqfvL+/fvv4G0555xzX1neNpQuIhVCVlafvwZAxTqQpVYQsfNZQPZHaBtkmu0HHAd01aFNJB0L3eMRGQt6foIOI9o21PMTZLWifPRFjh87R9O7WPGq6mvA50Xku5YvfT/ws299jIi8JCKyfPxrl5/7CNti/p+LyHr5/vcDP/fO/7mcc865d+d4N7F7pUVU6b9wQ9101CT0X7ohvfoEOYwwjBaY8fGX0M0Kvd6h+wPh5RfRYUR2B2QuS87zJfHJja1yz0/RvkGGkXpnS3yyJ8z6dRmS8EPAn1k6mj8D/HYR+V0AqvpjwG8B/jkRydhZ7m9VVQV+UkR+AtuKzsBfA378a/3Hc845574af9f/7odJraABpID2CWql2WXqpiPuj8gwQd+hrc3R1XUHr2eYKrx4j3r3hPD5N4ivXxLWPXoYkO2afGcN5yviboQ3HsHHP0zdruh/8eG762oGUNWfBj75ZV/+sbd8/48Df/wZz/3XgX/9nbyOc8459/UUMrT7SpiVdChoENLrV+SP3yeMGXJBNys7473cQV5T1w3yiY8QhsnOcYcMp1sYJvK9LeFsTfibn0Pun5K3LaVPdOMLoErZtohufDqRc865D6b1g0J3OTOeN+xfbujWkc1+Ih5mNAXLad6uKffPCV96gBwH+OiL5LMOzjvCUEAgTIkAzCcNcarE7/4o8eqIKAwv9IyvnJH2M/M2oVHQ9tnl1Quvc865b0n/i3/8j9AcCzJXQlaavVI6YXxxS/f6DuYMEpBpJtQK0wx3z2360DoybwIhN4SsxGNh9cWHNLtTVGC825H6RBgtPEOyUvpEnCrzNiHVV7zOOec+YPqHA7WJNsT+pGF4IdDuFamKpoCQ4N45WirlfI2crgg3A6KAQv/IMpdLF2ifDBCjneeqUtZWdOPNyPDKCTUJ02lgXgvNQeHr0FzlnHPOva+kV5+gXcv88im1DawfFtK+EOaKNpHxxQ1pN9O8esl8auP/wnlP/5mHyHxKfLxD5gzVCun08RcggMwVKcrwYgcvdKxePXJ8ecV0IkynQndVqd27C9Bwzjnn3lf+ke/7Nxi//T7UyrxJjGeBaRs43m+Yzhqm847aCFKV8WN3CUWtIAuUuydMFz3jRy7Q7Rrd7cmv3GW820CF5jOvEY+ZaRvYvxjZf2RNe53prpT+oXK89/zS6ite55xz33Lmi57hbkNe3yPMSsgQJ70d7RemaleHYmDeJkorhKx0lzPoMot3UFSEcHZiP1Th+EJL8+lKmApSsW1poH3tBpk3zGcNpQvPTa7ywuucc+5bTmltwEHpAnkFYVY2n9vbmL8msH+pI/cCtMxrW6HWRkj7QBRhXgdK26BxQ78/Eh/tCBcdCNSPvEA4TJz84pHjSz2r1wcIgcPLHd2TzPqXrp/bXOVbzc45577lNIdMs6vUJIRZaXaF6aJHY6DGQJyVOCsa4Hg3cHgxcLwIjBcNGoS8Ekor5HXk8KvuQwg0N5kwK/mk4/DRM2ofCbPayrmJlE7Yf6hlemFjk4yewVe8zjnnvqV8/z/4B5lO7BqQVGXz2R1l1YBghbcN1Ghbz2Gyx9QoAIwnwvSrt0hlKcqRdAykF06sCN9PyEWiOVTGO9ZAlVcd61ehOShSKmF89khA8BWvc865bzHNazfEoZB2Myg2+u8XX7udpxuHAiLLariyfa3QXirttYLAcE+YT4TaCLmHs5+5ZDpvOLzQMJ0Iw13heC9QWmE8FYaLwHTecrwTmE4C492O2npXs3POuQ8ImTPda3u0CbRXmbxJqCphKmgKHF9oqQlqgjhX1p/d0+4qpQUEuidK/7iy/cJEu1PKWY9kpTna9vF8ggVx3BFEIR0gHQpltRThE+9qds459wHxD/7GP4R89ILSBuJYqU1Ao1A+/hI1hdsz3zgqpRXi9UTZttQkaATJ0OyV9qZyfKEhHZXL71xRGzj5fGbzuiA1IFUZToTxDnSPhLxuyStodsp4JiDPfo++4nXOOfcto7mZlvjGQPPkSG3trm5NgeaNG0Rh/cUDcVTSUdEuUla2LRwm6J/YqlaKFeZmVxjPhOlEuP5IYjwVzv/WTHujpAHaK4EA81aII7Q3SphsRfwsvuJ1zjn3LSVdD8Qhc/zQltoI7VVGFOYXT8mriEqLCuR14PDyimZfKJ0QJxhPAv1lJQ2FOEXaq4lm39DsleEiIEWXs18hHiFvobQQCqQr5fQXB/IqIs9uavbC65xz7lvDP/CP/mHitqH7m4+Zv+0e43kk98K06dAI2y9l0rEgRUn7CakNZRVIu5n+SQCB8SQSh8rxXkPuhZqsEE+bQDrY3dzxLDCf2Izf9avKcCFIhbwWbj7S0z/O6HO2mr3wOuec+5bQ3MzkTaKen4BAGqxLWSoMd4TSC/M2kTth+6XJ5vOmNytkTcLm1cm6nkNDc6g8+LvX1BbCbCvbdIT9hSB5eU5jPx+B8Rwr1E/EV7zOOee+9V1+YkXISl6d0j+ciGNFVBhPIukIx4tIXi35zMeG9jITh8qT71rT3VTSvjLca0jHyHgaWT3MNDtlOhfGc6z5qkJ7CdMpxBmmUyGOdhUpzELI0FxPXnidc859a/u+f/qHyRshHeHwQiSvemqCeS20N8pwFqgNhBHySsidEDbRMpln+35cB1YPMsPdSF5BbZcRf2JxkmGyBqzuqlL6YFnNFdZvVOKo5D4ynwiHD/Xop5/9Xr2r2Tnn3PteaSFkJRQrtvNKGO7Y9aHhIpB7S6KazgCB3SuBvAqUxopwGpTSwM23JWq0Aj6dBKZTIa+FdIA4WhEundDslNLaynf/UuR4NzJeCPMJXH17RJ+dn+GF1znn3Pvf6eezFdm7Qm1Ak93HXT8opONy9edabQtYoX+kDHfsvm1tYbwTWD2u5LU9H4FpKzR7pblRmp1y8oViXz+1q0P3//pMHOz17/13r9M9UUqrTCf63OYqL7zOOefe177vd/4wqGUvN9dKHCEdFCkwbQOltSao0lpIhgZobyo1iq2Ot0JN9tiauD0HHu4Jx7uB2sLxnlXS01/KNDcKCmGqNDu1QQmbHgRWbwirB7aCfhYvvM45597X8krYv5gIM2zeKPSPKxpt5RoKrB8uBTIraQ9xgmZfKSsYLmRpjIL9h6w5qvSw+7CVx7KylXMa4Ml3JjTCfGIr5eksoUEIM4wvrBnPhLKCtH/OMF688DrnnHuf06dtwgLzJpDXAmpZzFKV40VACpx+NrN5rdJeKfM20j9aBiOorYI12HZ0d2lb0hefLtQI+5cDGqxg71+MdE+U6UxIQ2X1qLJ6Uuwq0msVyTCfyjLr9+154XXOOfe+9cnf8cO2TXxmGcw1gQrMG9AklEaorYVdjOeR7qqweT0zr61jed4KabCoyDDD8QVhPBc2r1YuvyPS7Ox1mp3lO+eVsHtFKB3sXkrWsLUNXH80sXqQkQK5B56z6PXC65xz7n3r6dxcKZYopcHObKczWa4EWdHUCP3DmenEimRpLY+52SntrjKeB/rHevsz0SUcQ+28+OZjcHjRphGVtZLXynhhBX33SiDMkIZC/1iR5+80+z1e55xz71/He1YM42ir1/HplKFqKVPTmZD2S/H8tpZ5++bkIA12/gsQJiWvhZPPVo73baJRew0orB5WNEamE1g9qOw/JGinxEHIK6H0MG+EcMz0l4XVY+Vz87Pfs694nXPOvS/96n/lR6yBarYGqzjZvdp0xLqOZyX3tuoFK8Lz1j6uyc6DURhP7Qw3zLYyPv1sJk42k7e7qhzuR9JBOf2lugxdELrHgXSwO701KvMWjh9aMdyJNFczUr2r2Tnn3LeY/qHS7CzKMWSo0T4e79g28fGe0F5ZYa6tnfvKW7aQ8wpuXomko7J+YNeLUAvi6B/OxFHZfnEiztb1vH5jpjRw/guF1RvWhBVmJR0sm/lwNzKdWnJVaX0soHPOuW8xorY6vXklosGKX5igdtA9gby2jueSIPe2JZ32trKdT4W6bEtPp0JpA2HW223mNNhA+9x31qFcrRN683qh2WeGi474dFSgQvdYGe8Kq9etGD+Pr3idc86973zPP/8jdNe2Ddxdv1no2iuIA8SjUjpuwzM0LlvQ2LWg0sK8tQ7o6USYzqyQT+dw820WI9leK+MdO8PNa2E6sXm8hxdbTr6QaY6VZq+0V0rIVnxDVkonSHn2e/cVr3POufefALuXIrWBOlhzVd7Y9m6YYd4K/QMbWo+wdDHb4+KkNDdC3liDVemtOE+nQhjt+cOFsHlNkQzSWJBGPgjjnUhphO1nJ+azls1rBY3W3VyjELJdO3oeL7zOOefed1RAAhCW7uXTpXFKIY4WH7l+WAmzMp5GxnMryu2Nsn59Ztq2gG0/j+csE4ggDdisXYGbjywRkluLnwyTFfH5RBhe7AiTsn8x0j+pNIeKFGxYwml47pUi32p2zjn3vvI9P/QjSOG2o1nFupTba9suDtlymW++LbJ/MRKK0uxtG3jeCscXGtYPKiHbtaM42bjAZgdU25Z+eo83b23ggWRh3tjr1AS5C5TO7u+GAvFo15JOf2kgZAjzswfy+orXOefc+8q8tW1jTZYSVVrLWFax812xIULktV0hms7szDUOoEGZV8LmqpAOgdLZYPuyEhusUO1ObrOzres42Bxelp+NQHOjpKEynka6Gyuwxxcatp87kh7t6S9aJHvhdc459y1C1Fa6zFZcwTKWa7Kz3by2VW97bRGPKIwX0ArUKjRZObyQble8oShltBUuwMkXMof7EcnQDPaYebucB7fC6lFl/2K08IxdoN0ppRGGFzriSUM8FjT4dSLnnHPfAr7nX/gR6gkEseLbXdqQg9JC6W1lqz1UtZVrXi/3fJdO5mZvn1fBhiNE0GzFWaoV3+FOtHu4YpOJcm8r6pAtAUtF2H/YVsLpCIcX7Sw4ToHDvUi7U3uDz+CF1znn3PvG/kNKOtqQgtpC99gK5vEFu8dLheZ6KahpOQdemqXam6cDDOyebnujt+e5GiFdK+NZIB2tmSodrZFqOmNJqbJiH6c3t53jZF3RUmwlXjrhsBJK9+wWKm+ucs459/4RrPiF2Rqi4mjnuFKXr+Ulf1ksySrM3DZi5d4K6NPvTVthXtsVoO6yMm+C3e/dCKEooUA6KumwNGGNT8+TlfVrVpznjRAHe2z3eCZkBbFt6WfxFa9zzrn3he/+vT+C9NZVHJcwjOlkmb27FNn2SknHipSA1GXSENw2SNXOCnHIyyjBDKWP9I+rBW6sbA86zDYesLu0VfHmSxWNUBor8qvHBQ2R7rqy+1C0a0l30vJa+tyxgF54nXPOvT8INDuhJji+qLTXQm1t27fZLavatTCvA1IVKVaUSw/9Q2uwCpNd/5FiQxUkK5oEFbvja48Xhrv2kjVC90htFZyhOVokZBz1ds+42Sm6VNM4QnN4/mhA32p2zjn3viDFtnDz1lahpbWu5tJZ0W1vrLP58GIgr99siIqDPS5My5bxYIMQphPrgg6zxTx2T/LtVCPUfu50ZsU9HZV0VLrLwvFu4PojVmlLKzQHZfVoCdGocLwrSPHpRM45597Hvvef/WHrRm6hdEqYQJNNDSq9FcnxjnUxl2U7Wqqdz7bXVrA12hmvxiXecYbuid6eA2sS+stqgRmV21Vr6axDOQ2V4SJaulWB7kpvZ/uGWZk3cQnzEDR6V7Nzzrn3sf3LwnxaCbPQXgdKq8SDbRGXXtEAcRDiaJGPzdEG29elys2nSjwK84mtgp92LZeVQLUVcE02sejp2XD3xK4Sxcm6nacTobu2BCyQZaav2DjBpaGqOVRqE27Plt+Or3idc86959XGGp5qwpqpOiVvFG2s4Emxlaws93HnjdxGStoQhOVMVm01HCa9/TMdbev66mOJ430ri/3jyupRJU5qZ8jLuW06WoFud1ZZZemiVsFCM0ToripSn73V7Cte55xz72kf/7f+GCnY1rBUqEmRLJRel2tEQlmppWaIfZ72FpKRN1aUm1247TROe9AonP1SRiqMp4FQbMhCvLGJRsOdN+/6Pl31gixF3s6A46Ss3piZzhL5NFBae16ztySrZ/HC65xz7j3taXdybWxCUOmU5lrIW5ZtYsgC2lliVG0UqjVXsVwdildvBmDIsrXc3BRuvq21wQc2rMi2p1tbyWqy4vk0uQq1eMnmANM20F+W2ytEeSW3Iwafjgl8Ft9qds45956m0ZaqtVX7ONiWcnMjxFHIK9sG1kapra2C69LxbIMRlk5lsTSrOCl3/8aR4/2GNChpVEpv58WalrGAWD7zeG5b1k+nEpXGAjSaowVu1CSWdjUoZcVtotbzqqsXXuecc+9Z3/GHf5gwixXEIkixjOSnZ70auY2KpFqnM7oU3GTpUvJ0GMJkPzNMUFvbGg7FGqdKBwiknRXO2nDbRY3YdnWcYDwP3Hw4kntrwsorYd5Y2EYcl65psf+exQuvc86596z2Sm6v+1ABUdJebu/0opAOQjoKcQjIbNvSeWOdzsN9WyHnldBe6+1Vof3LLaLK/qXIfGKFtkaYzpZmrfpmOlYc1Qowb25BH+8FxlN7LU12lvz0Z6/e0Od2NfsZr3POufes6Vxvc5ibwbqaQ7YtXanQXNmWcF4pGqzzOW+sSzlkOxOeN9CNT8MyrON5FrH7v639bG2h9kqcxJ57hPXrleFOuO2Enu/ZdnRt7BeB4Z7QPV66o0d7HyHDrOKF1znn3PvPx/7kH4U1NFdhaayys10NFqIhVegfWbdxPoHSWGhGXVn6RZ0DkuX2zDcdYV6/GaYBkNdKHIVmD6UIzcG+n/a2ZS324ym97R2XbnlzAvPGOqCfbmWnA7fv83m88DrnnHtPCkehrCt5+zTC0ZqsYivLCD6ltEI6Ks2VEI/CeLfYdnOQ245nyW8W2vnUCq3MdhcYAcR+Tv9Qbwtss7dM57yyYA4qjHeV1RvCcM9COyRb8W32AsUGNMQR+5me1eycc+79pqyrXSUCJAvaKpqUfFpvC19tlxXqwO3jAGQS0iFYulVjW8rH+ywJUxa+8fSxKvb16cwiJ+ct7F5ZwjrEPp9PbXU83IPc620HdMi8JR1LCAWmU7kt9G/HV7zOOefecz72J/8oNHrbQEWDNVepEAb7M+3FRvm1QhqgfwBhCrfnws21rYzHEyVO1nAVB7Fz3WKFFAWCFd95a41YNYL0cPWJQHsJ2gHZivp0VukfLK+xjBq0lbgV2/3Ldo7sK17nnHPvKzILFEEmIcxCGOwqkVRbabaXFnQRZkBgvGMNVWmwrWHrdIb+kdqqdOlKfnpNKK+UsqkgEI9id4TTkvscuS2c8/Zp4IYV6+bGir2d69r7SYPQ3NgVpjjY+3nObSJf8TrnnHvvaR8H8tKFrBHSTpjFzmXDZFu6JT0dhKCUHqZzfnmOcwzUZulkXlXbEm7fbDfWZjk7XtnjWXKeCYqoRVKCbTOzFFiqdTRLsdV0HO1KUXdlMZG1tZ/xvHu8Xnidc86958ynViAt5tGKW3spzGeQbqyTOMwWD6nJ0q2mU+tCro2ijTI2FWpYEq9AW1vhEhSKQKqUtaCTULtl9bsL1H5JwCpvngE/LbBghXX9hnK8JzTX9kXJUDfcplw9b8nrhdc559x7ykd//I8gS3cxZQnLaCBdQ3pNlqs8drZaGyt82ilaFFTQvtwWvvnM7ueGQSAtBbcKcR8oW1u51nuzPTwoRaKtiougU4CuIocI1TKin652uytlOhXGCyEdLJJSltWwdjz3jNcLr3POufcWsVWszeETdIqUVtFzSHvbzn2anSxVyNtiHUtLtCONwizQWLiFjGJXhwDpC1qEsgWaSk3VJiwEYAyQFBGQrqBJ0SWmUuNyS0ggzrD7cLBM53YZjBDsvLfZ2d3e5/HC65xz7r2lCjIFiHblR5Miw5I01T3dBsZWt0GROaDbjERFqxDaQpVgn68Kso+W4SyKPl2JNtXOcqOih3S7/RyvE+XOjJaIpApTRKNdXZJsq+3cgzTLHeFq2+EqdhatUYgeoOGcc+794uM/+seINbw5BCHZ3d15WUWGQQijkO/P9oR5yWcGtAqyi9ROCJuMiDVgabsU8AbIYdluBlkXa6jqi/3sbaGkBhkiMi0/s1+asXSJkpztDFnisgouLBORbHRg7q372ccCOuece1+QLMTBiljcW+QjXUE3GW3r7ZYxWZCmQrKmqHCVbGXb2vdDUEQUCYrKcl+32BUlno4WXJ6rChIrKRUrwgLaKiELYQiEya4mgV09ItgvBPNpZbqotwU4zNAceO75LviK1znn3HtIbS3G0VaVyx3bPkJXbgta2VZkiOhyZyeMQpiEnJYHNEqtQp0iEiv0FW6s3MkkaKe3q1ydg50NR2U6NlZ0u4KMkThAqsGuKy3jAW1Ag8VOhqfJV5HbhKswQXu9ZDw/gxde55xz7wkf+3f+KLqulArN6UQeE/V+hZvm9jHaV0uwCsts3qNQTgoFkHnZxK1Qx2hb1cvGrvbFVrsBqIKOAR0DMgYI2PODomMgHCIa1MI2RK3Ha7CrS6W3rmYN0D5ZznzXSl7pbSHOq+f/Pb3wOuece0/QthI3M6jQdhlVITWFdJFJqXLct2gJ1iC1XPcpG0VWthpWATlGdGmcYg6ELlOHtHzTVrxBrXDeTi7qFLlKNtWoqdRtRsZIbS2soy7RlSFDafU21ONpHnM8WphGTZacZVeOnv339MLrnHPuvWG5hRNTQRVSU4ixIsu+bWoL0yEQmooGQXOApqJPz26bCke79xOSnf/KWzqZZFzOawdZZuwq9Wn8YxGkBsoaaCsqSl1WtyHbNCOpNj5Ql4jK6Ww5OxZodkJZQjeaPc+dx+vNVc45577pvvMP/DAyB+psK9p5SvTtTNfMbPsRsIap1Yl9nLpM2Mw0mwmqEG4Ssk/o6UzqMxKw/0Tt2tBk+c1xFNLeMpXTwQYtNLtAyCyRkUvQcqOQLTRDxbKea6vUaB3LzV4om2pfa9TuGaen2854gIZzzrn3ttpBOAR0bpnPhNgVRJTTfiSIEkUpKuQSrXGqCiFa2AVZqBvbbg5NJTWFeUqIKGUOhOtEHGwQQjqIDaoPVkA1WUNU91g4fAgqukxBsgapuJztPu1c1rCEcahda3p6z7g29jOl2vN8LKBzzrn3tDjYWL4wCVWFMkbyOpBC5U534LX9qd0IqkJKlVIC/WpgnBPpZCYPVs60CMOT3rqWayA8agiTbS2HSZhOlXlrq90w26hAVlBWdrc33gS4sXzn9iqgUVGW740wndu0I1DaJwHUYik12TZzHOz8+Hn3eL3wOuec+6b62J/4o3CHZeVY7X5tFW4ebRjHhuYF61S63Fu7cCmBWgJTiMxToswBiRWdA9KoFctsla9sKtRIe20FsW6tS7ksU44UCNXGBKajTSTKW8tqns7rcq8YmC0vWqpNSgL7+Ok0IqlWnGujlO75f18vvM45576ptLes5WY1c7I9MuWEqjDPkXlI/MJr91mtJsaxuZ23pwp539nVoDmAKHFVCKEi0Q5Ym2XLuWYhl2Bj/hRKY53Ipbdz26fTj0qrzOfll438K71a39Z1oIqSBhtJmA6Q15COS9FdxgtawpU+dzrRO2quEpFzEfkJEfm0iPyciPy6L/v+bxCRKxH56eW/f+2dPtc559wHXBFSn+n6GVWhiYUmWkdzSEp+3HM4dNQ5UG4ayk1DHZZ7ulXsLm4RmjaDKCkV2jZbcpUonMzMd7IVxCWGMm8q091C3RTydtk+DnbOjAIV5vNi573Y+W482iSieLTxf2DF9/a60SxL8f36nPH+KPAXVfW3iEgLrN/mMX9JVX/z1/hc55xzH0Cf+I9/P6SG7Wbg3nbPXCI3Y0uKVvGGXUe4M6IqSLBOY8k2oUjLm3dztbNO6BALtQREKuOhQadoEZFtRRtFl0EHMgZbaWPnsaW3PGdrulKIgkxC7SthDMynyskv2RCE0tpghNra81RAlo5nKUtRfk5X81dc8YrIGfDrgX8XQFUnVb18J/+g7+a5zjnnvvVVFeIqk2Kli5lcA6sm08ZCVbEgDBXKFKg5oE21wvh0eEEWtLEW5DIFSo5UFaYh2ZnvIdpM36X7WVprO9Z1ARW7grQu1E6pvVL7StxbCIcsSVe1q2hSSi+k/TL/d4m1BCjrSk1K99juCHeP5V3f4/048AD40yLy10TkT4nI5m0e9+tE5K+LyP9HRH71V/lcROQHReSnROSnHjx48A7elnPOufe7MkbKGLna9Tw6rsk1kGvg8rDiODRvbhdXgdH2b7W1Kz/SF1gV20IGS7PKgTpF9LqFp6MFjwEdItJWG4hwiLZ6jop2SyFuFA1KOARqb01VdV2QWQhTgCpMp09n71ralQpv2YoW8lZvYyXf7XSiBHwv8CdV9e8G9sDv+bLH/FXgo6r6PcC/Dfz5r+K59g+p+uOq+klV/eT9+/ffwdtyzjn3fvbRH/sjkAPhsmG+7Lk+9Ew5MuWIKtQSianaru3SNRyOcblgu3QuqyzFNdpjrhq4SZaxXIV0E0j7YGe3uwRzsCKrEPtswxfym6VQkxL3gXgMNI8SYQikG7t6FGYY7gp5w+29XX3L+MIw27CG2wlKz/BOzni/AHxBVX9y+fwn+LLiqarXb/n4L4jInxCRe+/kuc455z6YpAqabSuXoBwerzk29fYcliLUvqBTsPF/GtAZ4jYTU2Hat7Z9PAabuTsGxB5GGION8AOaGyGsQGogrwNlvcRMPlWxqURJkTmgSS3NarSvo5bBnHto9nC8r+TTp3N67b+yqXbWq5YB/a6Sq1T1NRH5vIh8l6r+PPD9wM/+sn88kZeA11VVReTXYivpR8vnz32uc865DyY5m9Ap2lzdm8bOVVNFNSBii1mdbGxf7Ao1KNpUahHq3FhxS8t2sQrNVbCrQQLTWSWOdrUnTnY1SIoNMkADch3IJ9HqamPhF1QL1pBqTVLtNUhV5s1ytqtigxD2AgTmi2L50MuWdt1aepYMz2lp5p13Nf8Q8GeWruTPAL9dRH4XgKr+GPBbgH9ORDJwBH6rquqznvtV/Z9xzjn3Lefjf+YPIlFp1jOIkrWxrWIgthWtoBogYlvBS1ezREWroHUZjBAUmYKdyTZWKJ8mR2nU24QqFOK03NnFIiD1aYNWxRqqgtJeWXFF7L/jfSEd7ePzv5V58p3JhiLcCHkraGs/O+wjta/WQS363IPcd1R4VfWngU9+2Zd/7C3f/+PAH/8qnuucc+4DLKZ6Oy0+pUouNqwgTwJ3Jpouk4PlLWtbCcGKmtZgTU0pUw42GCEdlm1jWSIg1QpjcyOEDIeXlNUDYeothSrMgkaolzYKMO3sHFcbYTxXmhthPrHrRbVTahZKK0zbYNGWp/Y6kgWdBalCbd/Sxhyfu9PsyVXOOee+8WKqzFMiNZl5SuiqUDQSh0BRy2OuxYpzEIuJ1BIIQa3gNhXmcDv3tvRKXMb9abKwi7xZ5uIKDBdKWdlKN462rdw9Fkof0aiEAuFoQ+xlOfNFYD6ppF2krGC4CExnds+3dGpF+zLZHWCFuAvUZKtd8elEzjnn3iu+7y/8X9iuYGwyOUfmKkhXrHF5qzRNIQabMlSrkGeLfdQxUoPSvZqYT5Q4CxrsCk8Y31z1yrKiDeObWcoa7XvaKLlR26ZeiuvT+7jttU0ams+W5wjEQ2A+UfpHQl6/mctcVxYtWRsr+FKXLe3e3tO7CtBwzjnnvp7alNm0E6f9yKafaNqMlgDB8pZTU9jve6axYTo2lGO0MIwpkB42VmTfUjCfzscFoArN3obRh2ITheJgc3hvr/2MAmlZAS/nwXEUhnv2vbyu1GjZy/1DQZMV7vbK7uhKsXu7GpbVbbmNkKZsKmVb0ebZf39f8TrnnPuGGuZEbGeaWAiiHGJjw+tFURXGoaHuGmir3c+NSryJxNGiGvPJspxcVqxhEpobKC30V8s0IbXrP+lo928lw3T2lizmTaYeInWjMAt5JZQXJuRJQ3MTmC4KopH5xIrqcGHjBMNsk4zax4HpvFqqVRDiMVBa0Ns95mcveb3wOuec+4b5rj/7+wihYcqJFCoiyjxHS6cSpcwRPSRkFuJlA8Gu+FCt6IHalZ6dMC9j+5q9cHzBxvo9DbqYt7ZKnU+f5icr7aXd0c1rRedA+ygy3SvEs5m5rTT9zLyK1DFCUykbIQ6BMNvqNx0CNVl4xnynEMYAy3CFsq6EUQhjsNSq50wn8sLrnHPuG2YaEloCeozEs4kyJGKfibFSshVgXfKZNamlTo323Npa0VNLcESyna1KXs5wq53B5tWbsY5hEuaNIkAaYT6BurLkq7xRi4QMlRIibVuYu4JUu1usOTBv9XbSkFRr4qqtPT9MdvVIlxnAtbHCr+3zz3i98DrnnPuGqfsGGQPtjZCPPXIxE57mMYtiaRmWnVwFdFREbSLQ0xSpuqrEfaB9YqvLvLUGp3SEeFSSwv7DT8MylLJ+el/Xcpg5mRGF9OEDpQTyFCELh+ueZjUzn0fCkxaCop3SvR6Zzishw/bzsPuoIDfJzogby5GWarFVtQUKPG/J64XXOefcN8R3/Rs/Qk+y2bbL9i2pUlWYrztQIV5F2NoovjBZwU0C3aWtZMMkTCEQJt6sbWpRju31MkFop+SVFWjZLXGSS4ZyujegKqgKZ9sjMVQeXW1oT0bGoWE+NjR3RvSza7SBijVhtVeBvFY2XwSZl2au5ReBkIWalqL7tMvKV7zOOee+2cJsd2znU2VKNoZPeDrMPtK/GpnuLOP4gLoMHqgtZIXmBhBYvwaHF4XxXqVsLFijtokwCd0TZfeKQKi2Ok5LBTybuXN3x6qZ+d57n+evPvw21s1ECpVcIvuhJTWFvLfiG1pFKqRdIE5COkDpheZQOPnc00Yqud3ijkfrfq59fbOB6xm88DrnnPuGGO/aVRvpC6Gp6BhtUH0RukeB2kDtFe0K5ITI0zNbW03GQRgvlOba4iHDLMjphIRK+lzD6kEllOUct1GboRuV5mxkuxn46NljXtufMtXE/+zeZ/nicM6D45armxUlB7YnA8MsdF9qmM4r2qqtZqOCCNvP2znueEdux/7FwTKgNUKYQOZIeykeoOGcc+6b66P//h+CO5avHNqCFste1iESjnZWWxu181EVtKvIMVA6ta3im8DxBSVOlkiVV0qzE4YHPc2NEEcIGXYfDtQPH9FdA31Blp3fX3X3ASdpJIXK37q+R9ZAFzNJKiFW5l3L9WELfWU+s8Ss5mqJpwx2NWneCrtXhNK9mYKVDoLaLjlpJzS7paP6OV3NHqDhnHPuV5xERVIlrPNtVdLZ5uTGo9gVn7Q0Ky3qWb6NYiwrZX5pZjqzRqny0sTxO0a0qxaAcYTxTDi8rGxOBprzEVTYnB0pJXA5rvjE+g3+vvO/xd9554vMJfLpz71ERbh7umd150i8TsiNrUe1VeZT+9mlU8paGS7g+OHMfGGxVrWrTBflNshjfKGw+3hhOrcxh8/iK17nnHO/8p60cD4hQak52Ir3EJHK7eD4clqI60wZImGVAWgvW6hQv33HPCaQxHi/cOfuDTe7FSVVyiEw3BPOfgHiBDlH+tV0G8bRdpnd1PHfPv4OPrJ+wqyB7zh7yJATv/j6Xcp1y71XLhleHNEhwrCsSZcrSbWzUYSlt4Yq7Qo6Wfc1dYmnzJbhTKNoes5yF1/xOuec+xX2sf/nv4luMnpMlDGiuwRjhKQ0N9a9LArS2BSitMrUMVL3iXSA40dnujaz2kw2bP5s4smTLfOQqFMEsYSqeQv9G0LOgf1NjwIlB0SUJhbGnHg4bcg18mRc06dM38/QVG4OnV1pCk+vCAHFZu9KFrvetCm2kp0CdWWr3nC0QQ2lVegq0hXoqgdoOOec++ZJbYG2kOcINw3NZWC6l9FgDUmoUFtFi1BVKGOEORD3gcPLlbSdORw6+tVE96E9AMOjFXEfKOtqha+Huhf6J8r14x7aaikbQRkfdAx/25FJIptm5HI84zNv3KXvZ46HFjlGxtxbIR2CBXEUuZ1s1L8eKb2d65a1TSsSa5q2qUazDUuYToQQlVrVC69zzrlvnjwm2vVE3xSGKkwSrTCOkfFCiaOlUDXrmZIDHCMyB/TFkX412dZxN5Ni4c76yM3QMfYtdbLCWldKmZS8EfJGaB9FSh8pJ4W4yZQA14eeV86v+OzVHca5QQTGsaHONpwhHCPaKFKgexhuByOg0BwgHYURkBopG7syJBWmO4UwBdtmnoVy3RCOAbIHaDjnnPsm+O4/939FohW6aWzQYpOByAFSpdwrhNdam+hzaGi3E1No0G3mhYsbNu0EQBDlODesm4khJ0JTKauliWm0KMfD6ZJodWn3bocYKDGRNjOHR2s+WwKrbmZ/1SOHhDa2Naxi93Dr/GbWM8U6mcNsMZXjHSWfVOvAXhWKqGU1d9W20Q8JBNoHkfZabucEvx0vvM45537FjMeGmgPDk55wiLDNNjO3LcSm0nYzx5vE6qUdXZPZHTqasxFV4ZWTSz66fsyxtnxuf4c3brZs25FNOzFuBvbS2bZ0hNoVaJR6NnHctjSPA2kvzDGSsyCzMH9pw7gqyBxIN4GyEuQ6IlWIg9BMMN2x0X+arFkqL1GV83mxUYLJznhlXagBa66aIpKFMNrPKR2+1eycc+6bQ17v6A5WhfJmOfsURauwWo+c9iP5xcjpeqAJlVwDArSp8KtPXyWgrHTmC3JODJWyJFds+5FxSgRRbGiRwBgIbzSEbFvDzQ7aG2E8XwItKsQHDaK2Qo5LY1TIluuc15ZW9fR9pr1QlgQrqQJtRnOAMVj3c6rI3iIwtVkGMpzpL5vP+3a88DrnnPsVUzaVsoHmKlI7pXmjQT96JDWFYWjoUkFEudytOd8eeOXsivP2SBcz6zBxqC2P5w0B5YXtjrEkSg00odI0heNsHdLhGOyceGdXfjZfsglB8YESZgvCGF5Qpl5pbpbkK5T2yqIeSw9xFOI17F+pt8lTeV3RRon7QN0IcZWRFeQhQQXtKowBKUI+q8hsq2tf8TrnnPuG+/h/8AeRjVWgcjKjcyBLQqqQUmGeW24OHSEo47HhSlZMObI+n7iee+b6YS7aPddzz9XUk0IliDKpcDN0y7ADG24fJ6G9FFSsiJYOahTyyobYp4NtBZezSl5D/9jGCeaNrXTDLOSNRVM+PZ9VAV1VpC2UXgipUnOg7We0t4zpevjlFfb2KpIXXuecc99oIpZYBbDZDBwOHd3ZQK3C8dARQmXct4hAaK3axaDs5o51mjjkhsvpHkGULmauxh5VYcqR/aEjzxE9RiQptQjHFythtoq3+wikHUx3LNbx+FIl7YX1lwKls8apvH0zXSqvK3VTCMdo+csZ5nOLjpSohKRoBaow7jq7SzQHwmamCjAtgxEE6trv8TrnnPsG+64/+/uoc8v6dOBkNRBFWXcTj642nGwGjo9XhNOR2FoqVEqFJhViqMw1kjUylcijw4YpRy42B9bNzGFuuN6t0Dd6iEp7HZhfGZcmK6UqXLx4ze7Qc3ywQqMiJdpkpABpj90N/tCB+sU12tkQ+7gPyBhsoH0U6qYS7kzULNRDgqZaJ3YFitgEpbDMF86CttUeU5eK65GRzjnnvpFO1gNNk+lSoYuFXAO5RNq28OTxFukK81VHOplp+2zntUMD2NWhMSdyDeyOHcOTnulOomkyx4N1MjcHQaMwb21FKqtMHRKhzzSxsu4n9neF+apjvlOQIjSXwnAX4ssHNquRy2aFpgpFKHcsopIpUJeRgmWfCLtInIV8ViBVUDvPXX8xWj/XhYIopVckKKGttjL2Fa9zzrlvpHvrPa/dnJBiYT+1xFC5vF7T9bNNJbpqISj5mNAVTEODHhLxrvJ4ttJUijAfWsI+MmjPkJTmQUOM1pWsEQvQGCIyRFgV6hi5OXaUElAVZJ3RIaJ16TQWiFGZcoKTDEuAhgRFFSuuU7SRgIdI9yTY0IOoSFI0Q5isY5oK89lbuqDbQlVBa+B5A3m98DrnnPu6+md+6p/iw+tAXe7UDLlhLJGunxmOLRKgNkvW8VWizAHaioyB4aazLuF1vp3Vq60VNhkiNSlShLK1VakUIewSkqGsLO95Gm3lXKaIZrGQjBCYLyAXQZ9GSh7tDq+uCvKksUaqdUajwjFSu8pwz7qdyQKTXR0KozCeQVkpMi9XibpCrQFEiU29HUf4drzwOuec+7r6+csX+dDmiu+983leHc/4wv6c1y5PyDlSbhpkEiSARusmbr+UGF7OaFeJjxq6J8LwQiCOYvdq10o8RouG3FQr0snGA+o+WbfyaUF2Ce0qRQvsk53bZsjbCu1bVqBRoQi01dal9c3rP5qDrX4D0FQ0KCUssZL7QPc4MNyvzOfFri/d2DWmumuIJzN1Dkvh9RWvc865b5A3rrcc5oaK0IbM1dAzTwkJdhYbLztOPwPziTDctwIVBmtsSkeYT5R0I/QPLfiitELIcHxJmc8KoS22al6KZ2kroS/IJtv0oylYgtTGVsXa2DkuUVGB0Be0ClRBUqWO1slcO5CdJWFJFlTUntOoDXJYKeOdpaD2FWJlahIkRaZAOUYAchVqffaS1wuvc865r5vv/r0/wvDihuNJx/W+p5bAfGisE3gMEKB7InZ/tof5/sxchXiZrKGpA01KQCzUYoLNq5XhItBcCaUN6EZomplMQvtCCIqIndMC1GNL2Rakq5ycHyg1UEpgPDTEplIed2hSmrPRhjIstbR9aCMGp4uCJEAFOQQ7HBZF+0o5sa1usqC6bJEfIxoUGaMV67Y+N7rKC69zzrmvG1FoLwN11zKdpGXij6U5NVeB+awy3lXyabFCnG3VWlulexyII4wXUFtlvGN/zttAbZR4FNvqbRpmUWoONH22u7YCqtiqs61s7+358NkVp+3AIbcEUX7+tReIsZJTC6LMVx3SFyuYAZqjUBM2+ACsII/JVsPtMugerLgqdCcjJUfyGBC1v2OcArV5/nSi8I34H+Gcc+6D4fjhQt7Y7Nq4t3uv2hfCIEwXhXqareguU4rSVSI8aZaB8zBvbebtU9op40W1VKkOusfQvxGph8TqZASg5LgUwIQ0ldBntv3IC6sbklQuuj1JCh+594TT9UA8me1MV0FSRcXylfPKCmt8kiz4oy5ThtTSrOQY7Tw4LVvQalvKkuX2PFmDnVs/54jXV7zOOee+Pj767/8hpCbKqhJObbZu/5mO4WMT+W5GxmBnqAJpZ/Nswyz0D4TDh5SyVstQHmxlO15UC6xQiAchDjCfQrOD5mcbbn5VgE1Gs1i4RVuJXaHtZg5jy2eu7tGlzJATx6lhLpEUKl0/cZgCcbuc9TZ6mzo13i9oUmRnZ7faqDWDZUEj6MbOmOsUmW5aqEKzC9aMJWIBHF21zuhn8BWvc865r4uQlqjEgM3dDcp0UUkPG+JlWgpqpLkOxKPQXAsyw7yF9ReXLOVOqa0VwrS3EhUnYfNFS55SgTgoIcPFXw3owe7wputIuErUOSCityEc+6llygldzlxv9j0AqSuUq9ZSqYB8VpnPKvHw5oxdWeIn040QD0LaCyiEYKMB45OG5mFCqk1DErX3+rSIP4uveJ1zzn1d1J0NvJdZUBLxJtqhb4X+iaDBrge1T4TDy8p8Av1DYT61c+B0gOFDyzWhCHd+vhInmDbQHJX9h+118hbiwUb1ySbDrgGFuim0q5lSAqRCqYKIkGIhxcL1oUeLMBxatFgClUaFVAlr64jObUV2EV3V263m5mCNYGBNYLkIMsntwPs4WFNYk8Xyn1XejI58G154nXPOfV1IFguTWMbkxQniMVA65eRzlXZX2b8QGS/scRqh9HZtaLxj28zxJlJbO3M93rXt6NLBkxet27msKqKCis3S1Skim0ydG2QObNcDMSgxVMY5sTt29O3MXCI5R2oOcLRcZ5IibbU7urHAMtFIkyJ7+6VBWxjuKu2l/dJQRiEeE+lgK9u8sclHeav0D4XpHOLRuqCfxQuvc865d+07/sgPQy+ky3B7iJnXNhy+eyJLWIaSRuWY5Pa2jVRoL5XjixZ0Idm2qMtKGS/eHFKvjd52FYfziXkV2X66pawjGiJ1WwirzJPHW1JbaNpsSVLAcWyZ50idIgwRumrTkAT72iHCRaZpM5MmdLJfDJonNkNYk70PCqxef3q32HKaa6dMZ0I8CvsPWW5zeE5HM3jhdc4593XQPRaGF5R0FKbzujQb6W3xHc8C/ZOCVGuOimOgNtDsbX5ubRRNSjwE0i6wfk15/L2FuspvpkpNAVlyl2OfObxsEY7aKNLZWEE9JrJAni3MQkSpo50Dx30gLwEcAG2XmYBaoZYIPB3EC+EYqN3S2bzMT8i9vddmD+kAh5VFWc6nti1d19WmFGnyM17nnHO/sg4fqpCUMVW7PrSPdI+tgzkUa6C6/I6GOKgFYyznonllWchxWLKWK9ROGS+EeDrRthkRtbjJGKljRC9b5GKins80r7fIQQhPOmoHurEzYhG1xqkhWrPVuCzDm0q3msk5cLIe2IcW7YUQlMNNZyEc2YqoLI1SYRbyCuYzJa8ronbvV6OS9oH5/gw5ILMQVhnW2ccCOuec+5Xz8R/9Y9AouipQIewsdCJvlOZG6B8oNx+3q0BSbCbu7mPVQjVu7JpOTdYslU8qmiqlTdZ1fLfQtYU2FQ5DS+kKcoiUyTKVS6+EQQhFuPhrlatPRAagitqWd1BkFrvi01dCV25n/zaxsO5mrm5Wlq4lEFK5PfvVaDN654tKWQfb7m4reRWoEbSvzKuK7BPh3rh0VMPZ6Z7XnnOdyAuvc865dyWOQr6YLD1qiLRPLGlqPq2kQySvhNLauW1zIxxeKXY3t4idka7Vpg0BYTvT9zNHVoRDtHGBaivSrrOO5TIHGKJlMEdl+/nAcBeO9wPzyXInN0J7ZyDPFrZBsU7jmAqqwpwjVzUQQ6WUQHzcUF8YCbGgK5DXO8pFtjNnQM9nuyKVhXwnL6+hdCcj9URIqdJtM3OJ9E1GfCygc865Xyl5W+16TqzIYF3MZaXoqnJ8WZnOgoVPnGSmLixZxpDXhZwDYTsTgDoHVuuJaYrIbNOJ5l1iKoIcEvOd0QIvohKvElIj6y8J0ymUtXJzrtS1dSnH7Yw+LbStTRfSKZBSZZqSbS3vOnQOhOtEfXFkczIgokxBGS8iTIG6zXY1aIjE04k622Xi1ckAwLqbEVGOU8NJP9LEws3YPfffywuvc865r9m3/0d/gHBHKDcNTJEwiY3hWyIZ6St1XezMMwdOX7rheGzp+pmcI+OxoWkz85RgChy+uEX7iiyJVc1lZI7W0VyuWivaRaitcvoLwZqbzuyucD21wfbt2cg8JupNgzYVaSurzcjcJKaxoWYBFfQYaa4i83khpso4JpqmMI8Jnp4JBwi9dTzHWKlNoORA12SmbNeVzjZHVu3M1bFn1c60sdzOIn47Xnidc859zYIoeQ7QVMjxthNYu0LcZFZry1PedBNzCTSx0jWZh49O0ClAVKahgcsGUSFMQmUJx6iQdoJoYj6xq0aaLb6xbgq7j2KPT0q5sNZjycL8cAWbTDifqEVIbSbnSGoKwyHazN0hEmYhTPb3qDlQjg3zUthRiGczZQpstgMCjFMiJZu1m2IlxYnHl1sOTcOmmwiiXO1XrLrpuf9mXnidc859zfIU4bpBzubbmMjQF9bribP1karClCMPHp+w2Q5c36xtSHwVmoeNNVO11hEd94H2StCbCGEZTLB0FaeDNTSBxTLqnQovZ+ZjJD1uSH2mVrEZvUUIsZKaTA2BMkfqviFslvdYLXlKozLdVSQLISpyMr+Z9ri2zmjplMO+p19Zh/UwNJxsBoLYKMKT7RERZT+2dKnQtzPD1Dz338wLr3POua/JR//dP0zYt7a93EbkaTCFCvMcGeZEELi63qBF2F2u4apBu4r0hdIpGhU5RHRVKCeF9vOJeQPTmRJmLGYyL+fIyeId5TKR+pmuy4wxUfpid3XD0liV7My5VivA864FoN40llgF1LP85nSiEthsBlIszCUyTYmuzVw/WROaSh0izbZw0o/sY6FvMk2o5Gq50KpCCpWbQ2djB3N4TmuVF17nnHNfo+ZBQoPdu02XiXx3phxbZGXJUTEobSx0/cQ4NgRR6v1CuWkIDxvKmXU3h8zStATHF9RGAK6WKMddpL0MlqncVJgDtVXq0LDqZ042A8exJadAyRHGQDwG8r2Z+LNbxvsFOut+lpX9UqBDJDSZEJUQK7UEqgp9Y9vVQ2k5DsuqdelePo4NXZM56SZbsQNjTtaMld8spTlH2rY8Lz/DC69zzrmvTZiF0tsYvO5xIr+ghH4GhZP1wKad2DTTsjKEcWhYr0fGWJnaBrm21W9N0FwG8lqZ7palQNpraBss0WoXKSeWKBVmQe5nVu1MCnYNaZCGEJRyV8nXLfFxshXzqhB6S6SqcyCkijZiXdgp03UzUZSzlXU03wwd/Wqi1oDWpwP8KvOYeJi3pFSI0V5zHBuappDnSJkioamEWJjGdBtX+Xa88DrnnPuqfeIP/TCSbLUbzyeG5b7rejPSpkwQ5aQdqSrEsGy/qjDPCVXotxODCuE62QzbKLb9Owa4TsRJKHcyGpR5u+Qfi6IXE3mMhBx+WedwjHYfV0JF1plw2TGdKXK0+7462gFxXM0A6OOO+KGJFCrbbmLbjuymjpN+5DC2SKi3q2GJal3bAeqxQ1uFriACw5AgC82pNZGVvGRCl2f/23nhdc4591UrK7WO4/sjm/VI+OhAkwqHseW0H9mNHQ8OG+70R6Io635ir3KboRzbmdhnyhCgUXJjV4IIitRAswtIbqi9ZT3nu5m4zqQmc3rvhiDKzbEjNxZaUUpg3LekrqBzIK+WJfPpjO4TUm3qUAhKtx3ZZVuR3t/saWIhiE00ujr2VBWOx5bUFOYh0a1ndCNoEWQf0Whb3s3ZUmxLsNV2jmgVQlNuz5Lfjhde55xzX7V6kpnbyMlmYH/oSKnw8TuPyNvIfm7pUubxbs2UI22ypqWUCmO27ORpTIRQ0dOZEBQJlTwlwoOW2irj/ULcB+qmUDthdefIqptut3BXzUxV4fJ6TZ4iqcuEplpXclR0m5GopC5Da/dqy3WLCDSxcHHvhloDFbGGqqVlOsXK7tjZgIcc0CEyHBPtnQEamNaRuM6EJfFKiyABpmODHhOSBbkYed6UBC+8zjnnvirf9Wd/H5sL2z6+frSBIpSQ+HR4kY9cPOGkWe7u9hPHqbnt+h1yQ4iF+djQbydirIR+RoD9vkdzgJdGa8KaA3I3I1Nie/+IABfrI1Eqjw4b9lPLnCNVhaa3s9p5VmKsxPXIMDa0bbY4yGhpVc3dIykVuiZzGFvW3cRcItt2pCIc54YYKut+ZJwbDjcdcZvRCtOhQaKyvnuwaEyFeY7MNx39xQAtDMcEFduW9shI55xzXy9PB8vHWG8zkEnKeGy4mTpKEzjMDaUKh13H1EZiVGoVSo7Ezu67AhQVSg0gSrOeaJeRfbJStv3IzbGnS4VShUf7Ne3y8VwS+6sVqcuoQhSlxqfhFoWzbWbOkc3ShTylTC62+r7ar+y91MANcJ06Sg1W8FXIJTBPidRlmsbez/GmR/eJcDLYLxFTQx4a4tY6oec50pyNtpW+xEo+ixde55xzX5W+nWmqnYtuPjzx6MmW1Xoi58BrD8/o+pkmFaY5oWMkK5Rod2xjU+j7maLCMDQWbnFIrO4e2a5spdxEu47z9Nx1ypEUC8ex5epqbRnMjV036vrZHi8KJTKOiRQqMZTb7OQmFEob2E0tpQZSKpQSmOdIyZHS2n3ceUqUOaAlENrCam0JVCFUus3EUDr2VytUgTkQ1pl+ZYU9hEqbCuNssZTUZ//7eeF1zjn3jv09//nvoQmV03YkhspcI9yBy+u1DZYfhON1z9xnVAVmQTUSt/NSoJQUKuOcLNgiW9xkrcIwJ077kcPU3N6VLTWQcyBH64rWKkhQ+tXEpptsulANtmINlb6vHAYLzFjfuebl9TVVhdePJ9xdHdhNHetmZj+11Hbm8mqDiDIODVps21qrkBorzoD9gnDZ2n1gURgjsipoDpQlqKNtM+OcGI92/1eSbzU755z7Ori7OnDMDRVhN/ZEUUoVVIVSApuTgeOxJcRqRfJ8omkzfTuTa+Dm0eb26g8C6XSiX02s2pkgynFO5Bput3PnKVkCVT8zz5HUFvrVRBMLbSysm4khNww5kYLcFufUFB4fVlz0e6oGmlAYS6JZBhic9gOHuUGCbYH3K1vdqgoa7O+iVZhvWttKDxBXmTpF2vORGCvDrmO46ZCg5DkSghJTJS55zs/ihdc559w7FkRZJesoXjfwhcfnNEvi03Y1UhXmFKklcHZiOca5BFK0iEWAw3VP02ea9UxMldOVjdizO7/K9U3HyfZIjBXpbIpRrWLbz7HaSnc5j72ZOvqU2bQTKSTrahZl1c7sho5Pv/EiH7v7mKKB42yr0S5lxpzIS6c1gAh0zcy0pFGNY2P3hBWa84G2LXaWvB5tPrAo8eyIqjCNifnQ0JyMy9jBiDwnusoLr3POuXfk7/0v/hW2bSQsq7mroadpMgKs1yMiShOUts3srlbkYtu/qsLu2DFPybKRh0hJgdVmYp4jU07c3+zo48zVtGLexKWJKjCMLapCzYLOAdks2cixcJgbxjlxDA131keCKEGUu2dXTCVyf7XnmBtSqLcJV48PK8ZlnF8Ibx7Eiii1BlbtzGFsUYWmKYRT2x5vU0ZEaVNhmBquLte8+MKVTSRiRZ4jq2U2b87PTq0CL7zOOee+CldjT7c0M805sm5t9atqZ7SHfU9MhdRldvueMgfa1Wx5yNXOUMN6JsbKth+ZUuRq17NqZrabkSS2TXu1XxFCJabC+HAFYnGRcxGOq4lxThyGljxHun7mjRI5Ww23vxSs08RUEzFUjtlWujdjx5QTpViDVc6RdT/x5OEJq7s7bnYrNpvhtvtapNB2mXU3cac/8mRYMeXIMDVoCVwfetISH6ljZC6Rk9VArsEasJ7BC69zzrl35Djb9ux1WZqKSmDuIiFUDvveJvw0Nvt2tZoYxwS7jkltjm53OnK6GZhzpKgwl6dNUcrDmw0PrreAxT/mOaK6lKgAMgm1r4RNZrfrqZNNI9Is5FjtTrAoXcwElKxWCJ8W3apyuwX9tFv6waW9Xn8ycrPvCaFyc7lGs9Cf2TnuupvoU2Y3W8PWzb5n1c/Iqc3ktV86AFHbQo+FTTdZY9kzeOF1zjn3FX38z/xBJGwAaLv5tplKlWXIvOUzt20mz4lpSqz6mZttAgFJdo7axkKfMlfHnt2hp+tm1r01NuUarGi3tmU7z5E8J8J2JjWFrrOrQ6rCMNlQhFU7U6rQNZm5Bsrc8mRY0cRyew4cRMk1sGknxmzXjXIN9P3y98iBrpupNTBfWYJV22TurI9cDx1zCEw5sj92NE25vZLUNZlhTvRtZly11Cy384efxwuvc865r+jpNZ6mzZyuB26OHdv1QLs0J41zYtVac9JuDpQx0raZbj0zPO4Jm8x4bLhuOu5uDnRNZpoT49hwerajS5nD3HA5r287gqehIabKvTs7Sg2c9gOlBvo0M5bE4/2a89WRuUTGEhnnZOfBSwjGelndAhwnS6VqY7k97910E0H0NiayaTLTZia1hcPBBiacrQaujm9uKZ+u39zOfrr9XKrN8z0O9hrVt5qdc869Wydn1ry07ibaaEERfZMpNVjMYjtznBPj3BDbQr5uLVmqn2/H/J2f7zkMLW+U7W3sYilvJkapCm2Tud735DnBdQMXdl/4pBs5zA0n7TKYYLm7e1g6la8PPV1j57FPf9Yve//9SFGLhXxaePtkd42v50TJgaaBs7PDbff19dCx6SZ2+57VamKzGjnrLLkqSWWfW9pYmN7yOiLK/tjZFaRn8MLrnHPuuT7xH/9+Ls5mzrqBGCqH2XKOT9qRsST2U0upQhDsDDVUbo7J7tOmymZ1sMCMYp2/NjghIxKZx8RrT05omsI8R2qJ1EctnM/IJCiwGzp2Q0cugePU0KbCfmwJofL4ZnMbYNEmu9v7dEU65MS8REH2KfN4v2bdTSjcRkQWFWoVthtrilovUZYKzCVytV8xHxtKCbx074rz7sgq2mOyBlZJuRxW9gtJKrQp82RIEPwer3POua/R+ekBsCjHp81KTwvXSTvSxcxu6gBut4xvwprU2ZD4F0539CczQ264Hrrb55cSqJNFRuau2qSfqBAgpEo5zZxvBs5WA0NOlGrRjilY0pWqjQIEePH8hi5ZY5WIWqjGnAgCbcq8ennKne2BKMpUIvOSSlVq4M7meHvuq9g59OVhtXQnCxIrKBzGlroVNnEiSOXYNCSp1kFdIofcMuSG8zt7XvXmKuecc1+re+s9c10mAYXCmBPn/ZGxJGAJz2hHDnPLmBP7sWV1MtIsDUi5BuYaiaFaE1SJ5PK0qCnS2Tlx6gu1BkoXqHNgc3HkpB/p03wbDVmX7eLj3rZzU5cp2X4JaEK5/YUAIAjUpWCmVHiyW7PpJ6pCLpFNOxNSpk/WZNVFW8UmsW7lO+sjcw3sm5bDvmd/6Pi0vsDVyYr7qx1tyJw3RxopvD6eMtXE1dG6o8VXvM45574W//B/+S8y1Yb91NKnTJcyp501OT1NsLqZOppQmZYGp003EXqljYVVmnl42HBYtojnYnGQ+9FWqquTgRCUaUrUEijHRNzMrJYIx2ZphioaGGrgyW7NsG+JTaUWYbMEd9RlytHTj2W5MtSFShMLu7GjiYUu2S8CfZOZSrw9oz7MDWfdwJ32wCG33Nvu7f0la9Da73pSU9jveh4n+3vd6Q48HLd0Md/+ez0dzBDDs6ckPD9ewznn3AfeVGy1OuQ3c5THkhhLWrqMl1VtCbdj/rbNxJ3uwDrZPdgYlMMym7eokEdb9+UcGYeGkiP5kNheHDjZDGz7kTZlLo89+7m1juf9ilICTZ85Pz2QWltRb7uJIScqwtXYM+Q3ZwBv25E2WMFtltjKPmXismV9nBo+/+AO+7FlnazLuQ12Tvx4v+Zq7GlC5e6dHTFW+tXE9b5nn1sCynl75MGw5XruyTWwbcfbBK1n8RWvc865Z7qeOrbL/VdVYSqRy2HFXAOP9mteOr3h4W7DnONtV3IMlayBqVqJCWKRiwBjjoxjYwMILntol5m+2Wb61ipsVlYAJyJ9k7keOq5v1mw3Ayer0VbV7cRxWs6bly7mLzw+Z7t8//5mTxOt+J42A2fdkSfjmsvjyq4rLb8AtClTqzBN9l77ODOVxJgTRYWzbuCkHbiJPfuhvX393dQyrhJBlLnE27vD91d7gqgPSXDOOffV+9R//btpQkdVYduOXI8W7Xh5XHEY7Zz1F48tZddYSEZT0TV0TeZubwVoyA1dtA7mqsLl9RqA9enANDa03cy8FL3U2Bnv492aJtmqU4BxbuhXE+frI9MSDXnaDbfXflKoTMA0JuLmyLabqQhRKnOJ1MYanbpowxR2Y0dVOI4t/RLWcefkSNXA//jkBfqUKSrc3+750OaKNmR2c8emt9m7L2x3PBlWfO7mDlOJ7MeWw74jxsqL6xu2afYVr3POua/eMTcUFZrl86LC6zdbBOjbmXFsKPuGsIvUE8tnznO6LTr32j1jSrx6PCVrIIqiWCRk385slsSq0s6EpQk4xUIT6u3d3tNuuJ2INNXIMCfunNxYLGQNPL5ec35ypC51LgUrtnOJbFs7b72ees7bI0ns3LVLmSf7lQ2+L4GL0z3rZuZzV+dc36wJsfBrPvQqd9ojKRSeTGsulm3z/dwxlsSHttdMNTLXuAxYEHKOvLo/ZdvaXeJneUeFV0TOgT8F/BrsetPvUNW//Jbv/wbgPwN+cfnSn1PV3/eW70fgp4Avqupvfiev6Zxz7pvraWKTAGNOTDmyu17RdJm+w0bqrYUCENXymScbq9dHW3XeZLs+1IRCaJS45CqvlojJbTtax7NUhtwsZ7KZoTS3V3y6lMlq3coX66O9t6kHoNand3szpydHDlND12T2Y8tx2XLuY+aQW/a5pYnF4iP7ib6dubzasG0njnPDK2dXvBqUYU7c73es4syXjmd2baoZGMp22U7ecd4c2ZeWsSTO2sj99Z6bqaPUwG5q333hBX4U+Iuq+ltEpAXWb/OYv/Scovq7gZ8DTt/h6znnnPsm+s7/9P9GSok2WVLU492aeUroIZGDspsiZ2cHtJsZ2oaUrJP3o3ef0MTCw2HLIU2s00QbIrtpY53D2yNx6TR+Gu8YUE7bgRdWNxxyy1TfzFO+Hvvb+blFhburg+Uhl8ijyy2r1cTZaqBLmarCkJOdSS8pWu1b7h5v0kSfZl6vJ7bqPazoV5M1SfVW0F/c3rCfW67mFVNNDKWhDZmbuaeNhbN2oKhwnTuiKKs4c9IMXM0ri6p8GsxRn927/BULr4icAb8e+G0AqjrBL0vI+krPfwX4x4A/APwf3+nznHPOffOcbY+Uah3K45wYjw111yCbTGoKMdqcXRHlbAmguFhZ0MZUbEjAVBNtLWSNPD6s6JvMSbd0/aI00e7vrtNkK+RlVfu0czqFyvfe+zy/cHOfLmauxp7rsWfdTDaCb3skBls1A4xlWZXTsm5nUqz0cea0GWhCYRMnHk+2blylmc3ZdFuUT5uB67mnjzMfXl9yLA2Pxg1JCrlG2lA4a+wceJ97klQGDdbJ3IycLL+gvLY/JYZ6m+38dt7JivfjwAPgT4vI9wB/Bfjdqrr/ssf9OhH568CXgH9JVX9m+fq/BfyfgJN38FrOOefeA1TlNoDiONqwghoUFPputlzkZubhboOI8srJJSlUDkt+cR9ncg2s4szltCItectPz2sDylQjfbRGpMtpzc2SfpVCvS3Erw2n1mlcE02wWb3bZmTIDTTWMBVEOcwtF/2eNhSuxp60REceckuNM/e6HQCHbPeHt41tab/YF4JUppr421avEUR5Yzzhlf5y+UWg3nZng22Z32kPPBo3DKWxe8xzzyZNZLVV7u2owGd4J4U3Ad8L/JCq/qSI/Cjwe4Df+5bH/FXgo6q6E5F/FPjzwHeKyG8G3lDVv7KcAz+TiPwg8IMAH/nIR97B23LOOfcr5fJ6TUyFWgJNm+laGyiQh8Tx2NKmwqtPTslzZHVuQRptyAw0TDUykZhq5MlkhXTbTZw0420hqwhztXm5T+foTktT1Ek32nazVK6nHlVhLIkhJ1bNzG7ubuMd+6Rcjz2vnFwCEGRgqpEUKvf7Hd9z+gXemE4oBPa5YyiJTTPxZFhzt9/zcn/NWBMvddccSss6TLQhc5nX9vcoHUEqWSOPhg1dynz79iFDabgee4acOIwtqnBnc2TVzHae/S67mr8AfEFVf3L5/CewwntLVa/f8vFfEJE/ISL3gL8P+MeXYtwDpyLy/1LVf/LLX0RVfxz4cYBPfvKTz/ldwTnn3K+kj/3bfwxdN2Qamu3EPEdb4a5HhliZh2Rj9/qJAy2n/cA6zTweN7cJUpdzy1gipW64WB1ut4Oz2jZ0rmEJ3bDPb8YOVblNkRpyYt3M7KaWh09OaLuZ0/VggwuOPdtu4rw/ElC+/e4jztOBJhR2uSPXSNbAx9aP2Ea7g3s5r6kq9DHzyvqSVZxuz2S/e/UqLzVX/Ozxw8wa6ULm8bThhW7HWBNPphWXR7u7nI9rvnh9yjA15PxmR/PF6YEmFppg2+fvqvCq6msi8nkR+S5V/Xng+4GffetjROQl4HVVVRH5tVgi1iNV/VeBf3V5zG/AtqD/J0XXOefce4f2BWmtgFQV2qbYFm8/su1H6qmwba0paVwlqgq/dH3BqpkZc+I4N+yHlhCUcWg46cblTFRui2sbi6Vf5URViEEZc2Q4rkhNoUmF49Qwl4iEyjxHDmNLqYHjoWWXOlb3Z07agcfTmotmzzYOPJnX3OkO3MwdD6YTPne8YBVnsgY+t7vDi6sbPnnyi6zDyKyJz473ABhqw1VZcRIHPtxdsoozx9LcBoF0KbOWytXYM86JGCuyDGCIwQIzroeOIVlz11zjM/9932lX8w8Bf2bpaP4M8NtF5HcBqOqPAb8F+OdEJANH4LeqPm+H2znn3HvRt/9HfwCidS8356PNyw1KLpG6hFo8vTJzu0IdW4apYdVZwMSUE3073xbNMSdOVnuOueGYG1Zp5jC3DDkxzIlxTKRUmUYLyiglcDy2SFBCULouU0rgcOioRahDQpvA4+OaLmX+1uNzrqf+9rz4brcHOva55cGwBbjteO5i5kE+4aPtSC8zs0aCKJ+fL6gqfKJ7nUEbZo28OpzaOS/KWWsNZOs0ccgtX7o+5f7JjhQqUSo3U8f+2NFsj1weV5R3O49XVX8a+OSXffnH3vL9Pw788a/wM/4r4L96J6/nnHPum0OLgABRl65lGI4tF+c7ulg4LFd0nl73GXPipB/Jy4CCxw9PWJ8OpLayamcOoSXXwNXUs59aDmPL2fqIYMPrh2WsX56gX1vhTqkw7ltiW2iamZwjpdjc3LpvSKcTqsLu2PHZfIc2FXZTR22El9fXPJnWvLo/pQl1ec2GdTez7UaKCv+/mw/z+cZWwpHK3zy+yOW8pguZR2XLx9oHBCpfGs9vJxAdi51FH8X+/uFMWaeJXCNXU2+Tk6rw+HpNnhLPLrueXOWcc+6tBCRV0ibT9zPdcj9XRBlL5GJ1oF1CKHaTRS/ulsjEsLWNzhQrm3aii5ltM/FkWNk1oWLFeS6WQHV8vLJIJkByQDaWNDXlROoy/WqyJCqJNI0izByC8sLFNa89OON8a9eXvu/eF3g4bfjCzTmvcmo5zzkhKXO+OpKijQvsYubzuzsEUV6VM6JUXl5fU1T4gYuf4W7cMWjDUFsOteOjvZ0R//zhJY6l4fG4ZtvYWfWLqxtO0sAb4wmX48omMfUzJ70V90fPmU7khdc55xwA3/Vnfx8xBuZDS3tiBWbVzLcTfqYa+dj2Mddzz/+/vXuP1uyu6zv+/u7rcz3PuU4ymUlCEJQERMEpml4slqUipVrXoi10LRcFrVXrvV0VqkVtrUutSwW1AgrYC96KN0oFpF3Y0iUFQgi3YCAJITOZyWRmzjnPeW77/usfe8/JmWFmMiSTPTnJ57XWs9jPb+/nOfv5rR0+89v7d9lM685K3bCe3KJKfaq+EcR1yE3TGGJY5CGnzwwJD5T1mNu4XuN2PutgcUmnn7HY7OItjDgs6tbrPCYIy7rh3Xzm7HJ+64MZlTP8oGIUJzx/5SjzKiKweprJs0ORbhxtUlQ+ntW9m08lA6ZZzHjR4dBoTOSXbC56dIc5N3bO0LGcxIWEVnA0u4bEBZzIRozza5nkMSdmSyR5QGep4PSiz1YzYUfgVWzNu1w7nBAO6ufi13Qn3KXgFRGRRzLsJc3QGGPQSXfXtB2EKSvRHN8cy8Gc0hnTPCZoWsJF5eFFJfNpTH+YMN3usQgiimGziEFUMElihp2UrPTJCh/Pq1haSdjoz7jfGWkUsUgj8rJkebggyQMGnZRJEnPjaJOVaMGZtMc46zKMUm48sMk8j/jE+BAbnSlJGRA244cjr2Re1Mv8DcOEWRGTFgE7ST1O2GumtOyGOXnlE1rJmXJA5YzQSjaLPgD3z1Y4MVvCN8coTnjWcj30aDPp0Q3qZ9jjtJ66chglRF7JTt4huALDiURE5CkgzQN6cYbnVXSCgl6YsRwtONCZ4FMxLWNOpCNmzSQUoV+SFgHzLGQ0mjNb1GEc9+vJDYvKY9BJCfyKM5sD4qDuHe2aFmsc1nMwXzOa8KAbkqUBN62fYTWe89mtDQZhRuSXrEQLun7GKPLq58tWcbi3Td9P+dzkAKUzttIeG90pgVUshwu+YnCS1WDGsWyFU8mAbpAzGNWt+LOh2A8yFmXIXfNrWAoSYq9uxYZeSV75jLMua905Tx+c5tpoh9ArmJdx09ItdyfWuG4w5rruePe758WVmatZRESe5OKwqMfnRvnuVIiBVzLOuyyaOYuTMuTUYrDbm/fsWrhnp2gE6jVxi3oSC88cgV/iMo+s8EnSkHwRsrI24dBgzDSPGUULkkHAanfOly89ROwVxF7BVw+Pcl+yxko4p+dlzKuISdnZXQ7wmd2TVM7YKbrcPDqJZxUHoglHkxVGwZynxye5a34tlasXWgispOMXJGXATtapnzs7j0ne4VQy4Mjy/QDkzqfEY61TT9B4S+84Qz9hVtUt5tVozrH5MrMi4nB/m76fsSgjNqIJS70EgA8043kvRMErIiK86P0/Si/0qYK6pTZedDjOiAO9CR2/YCfrsBrPCazanaZxOVrUt22D+n03zJnnIWXlMewUu62+ovTxuyU7Wz1IfAgc450+H5/06lmxwoJrhhOev3KUG+Iz+FR8TX+Bj2Mj2MGziqQK6Xg522WfyAqOZyucyJY5EE0IvIqRv2BaxvS8urU9LTsczdZYlCEbnSmxV3BdvM2D2RL3zdaY5/VKRUlRz7S1k3a4J9oAoOvnPJQOGAYph7tbTKoOk6pDWoWMiy6zMiIpA4ZhwiSPySuf9XjKdtFjI5ow8h9egvBCFLwiIkI3yPGt2u2xfHrS58TpEQ/5Q65bG3PDcJPQKtIqoBdkZFU9JeTZBQ6gnpWqqDwWlVcPr3EGXsVSJ6FysHVmiDOgNMppQDhKybJ6zO/mosepbEBoJavBjNPFkKQKGQVzOpYzr2JGfrMyEQGrwZRx2WMlmDEpO3S8nHkVcSIb4ZtjK+/xqcl1RF7Bkp/ynP4xPHN1OAcZReTx4GTIFl1mi5jDa9vcO1kjalqqhfO4fmWLkb9gXkVs5T0WVUTZ/GMi8kvW4rpX9clkyFKYsBzMuX+xCkDpHsPqRCIi8uT2yg+/Go/e7uLz0yzGzNEfJDhnzPOQ7azHUpiQlHVsRF7BSrSgcB6LMqxbjqWPc0ZW+MyTCDMoSyPtNR21opKiMLy4xA/rgNtYmXDLyknSKqByHqeyIcfTOjzTMmAY9uh52e5zWc8qtvI+odWfH5ddfKu4L1kjrQIGfv0cN/bqVvo47XDT0iYlHvMy5Fnd46RVQOQNdlvs909W6IfZ7u31cdplFNUt6HkVkVT1hBrTImKax2x0pty89CAHo202gglfSNeZVxFpFTAMErbzroJXREQublHWt1vLyiPHmKYRw25KP8oIvXK3hbuT189XV+O65bkcztnM+hSVR1IGzPOIrXmX2U4H8xxV5kNhbM0iwl5OWXiEg4yq9BkNEq4ZTNhKutyzs85SXHduApql9+rl+tJ0wFKYEDUdn0q8plUd0fWyeuILv2BRhqRlwKyI6QcpoVfuBmtW+XxiepgbO5ucLEashHO6fs4omPOFxTrFwCMrfaKgqG+lBwWjqH5WezqvW+FdP2c7r1dZ2oimPK/3Bdb8KdcFE5b9GXcl19HzUo5lqywFCYHpGa+IiFxEUtQr7Tiow7f0GXUTNrpToiYMfUsYZx2ioCD0Skpn5M5nOZzzwHzEA+MRZo7FIsIlPt4wx4IKfIOdgLyZQtHr5Fy3ukUnyLmmM6lngypCTkyWWItnbGY9kjKgF9Sr/KRlwLSICC2AEHwefna6nfdIq4C0CiicxzBISSufovKZFjGr0ZzlaEHfT9lubj3HfsEoXDDwU3wcS8GiXgih6jLJOhTOI7CKk9WQyCtZi2fc1DvNVt7DN8dKVHf02i57DL0FpTMmZZfYq6erDK2k56fYJaauUvCKiDzFfX5rlSgoKcp60ftBN91d+P3sdImn0wEdvw7hWVFPA7mZ9lkKEyZZzHxa9/jFoLc+x/crisInCEomyRByAw+iqMD36sUGBmHKDb0tYi9nu99jnHfYSutFDgDyyqfCqJxH6jy8ol6ir+vnRF5B18vInc923mUUpIRW1Uv4VT6LKiLyCkIrWQnmza1s48RiqR672yk5mS9ROSP26s5hwyjhxGyJjWZe6QdmAwrn7fZ+BlgKEkKvIHc+x4sVfKtY9udcF25xb3aAw9Emx7JVAtTiFRGRC7j5j3+KNI3Jo4KqMsKwJC98hlHCWjjbPa7r51QYizLk/p0VAPpRvbTePI3qcbmdnNCvAyfJQg4sTUlLn2Q5wfMceVZPctEPM1biOSvRAs8qloKE3J27mk/sFVQY20mXpTBpelJX+OYY5136flavgwcMgnqlpO28S+wVzMqI1WhWt4ZdwLisy+OoDth+kOKZo+dl+FaxEszp+hlpMy63csYwSpjlEXnpc/90hQrjYG/MZtYndz5P69Rr8oZWklQhm2WfcdEjtJKOl3OpyZoVvCIiT2Gf+fafAuCr3/UT5GU99jbNAz53ZoNhmNL3M/Km1beVdknKsFmBqA7KcdphnkQM+gmjbh2Q0ywmDgsGUUpc+sSrDy8xOMtCbuhtcX1nk3kVMS66nMnrmaJivyAqSwKvpMLqyTCaDlx55TdDdOoWb+48Fnn9HLjC6PsZhfOYpn0iv2BWxtw3XaXj5/VwozBhKViwGtVTTg79BA/HvIoIreRAVC8r3/Vz0irgdDpgtTvnodkA36sDP6sCHlgMWInnFJVPP0iZlh08HF9IVjmxGNELMp63dFSdq0RE5NLueOnPAPCN7/8RKoy1zowzaZ+T1ZCOn7MSLRhnXZIiIPQqCCCwiklS94COgpJD/Xr2ptV4ToWxHs3IncdGNGVRhpxIRhybLrNT1L2F14MpZdMrusQjsoKunxP7BWVzCzhspmFMyqDpfOURexkeHuOyy05W37JOy4DAKk4v+qx3Zzy4GLIoQqZZTK/psRx7BV1/DlYP9wm9ehjUvIoYBfXt7dVgxrjocqi7TegN2Uk77CQx1w4nzIuIsJkOcjPrsVPEnLbBbm/wQZDSDzI+O7vmiqzHKyIiTwHv+4ZfPuf9N/3FDzPLYzp+wVpnRlKGzPKIpTjh5HRIHJQsdxN6YcYtgxOMgjmhlUzLDrnzGRdd0iqg6+esRnOCpXK389O46O7Oj3xW4JVEXsGsiFmU9dSUnlUMw5TceXSbsPSsYjWa786m1Q8yJkXM4eE2Ho4zSZ+1zozIKymcx7yI8Kyi4+WEVjLwk7ojVPOcOHc+07JDaOXube6un3Ntf4fQ7+OZYyOe1i36ZsrMrp+zFCScTIdsRFMOd+uhTOOie8k6VvCKiMhF/fkLf+Wc96/88KtZi2fklc/xaomV3oKN7pTru1tMy5iOlzMMFuSez7yIKPFYlPXcxcfmy7stUs8cpYO0Cli4uiUJEDYzPlXOqDDyymdehIyihKRsbi07j8J5dP28biF7JZ5VbKddDvZ26PsZq9GcRRlSYQy9glGYPLyovT/nadFpMuezXda9lSdlh2nZIalCfKtnwvKielGIQ51tTqZLLMqQ5XBOagEVtjuhyHK4oOvnHAy38cwx8he7vcEvRMErIiKX7T+94K272//wg/+MUbioA80cZ/I+0zJmM+jvhlfs1YvNl3hEfsF1gzEdPyf2ChZ5ROU8trIuo6YDVe48HloMCKwiq/zdaSfTMiDySqZ5TOHXLdLIKyians+rwYL1zoxx1qHfzVgO51T0WZQhvjlCK+gHKddFW/S8umW65CXkLqDEdlvB07LDDdEZAEb+nHHZw7OKQZCylfeYljGBV7fa75utEljFLUsn6DTDifrNd4caxysiIlfaH9z6pt3tf/upv8eiDCma3sml8ygx5mW822P5Gf1TdQu3irh7tkHXz5uhSXV4dr2MEo/PLgaMoqTuZOU8Aq8kKQNGUULHt93OVHETvGWzUMLZiTNOZ31mZcSsqNfpDawirXyCPQsXzKqY66NtMudzqlxi6C/Inc/Qe7iHdUn9G0IcAz8hqcLmHxn1kKVrOhO6fk7PzzgcbZJUdYt82Z9haFlAERF5HL3uOf/9i8p+8GOvYJLXqwBd19lmXka7Uy/eN17F9yrKyqMfZfSCjKPFCs/on2KtU/c87gUZsVeSVn4zRtdReiW+OQKvfha7WfXrIHQenjM8HEkRUlQek6xDN6ifCQdeyayIuWN2AyvBnPVwwvPj4/hW7bZSl/05mfOp8Ngue6RVSM/LKDHyKmDoJwz9hEnZoXIe18bjZpzwjKeFp7kvX2fNnwJoAg0REWnfG573u0DdQeuu7QMc6E040JnW0zXGCYsixJrw3c7qDkklHtd1x/Xi9VXAovQIm+FFaXl2nG09iceZtE/gVVRVvTjDSrQA6n0e9YQYWRWwmfY40J0AkJ0NUG/BXyY3slkMABj5M5b9OT1gUnUJrSS3utOVZxVhMxkHwIFwh9z5rPlTdqouy/6M7arHqj9lVsVslz1Kd/9F60XBKyIij6vzO2j9m0/+fWKv2F0YYVZEu72QK2eshTNWwjlbeY9ZEZM7r54ruhk6NG2W4pvnIaM4YSft0A1zCucTWMkwTJjlMYFXkVVwsLdDYFU917MzxmWXB9JlvjBfZZJ1eObSKa7vbHJ/ts56MGGzGDD0E/xmnO/IX+BbQYkx9BI2gh1OFUus+lO2yx6niiVy51M575LPds9S8IqISKv+3Vf+yTnvf/Bjr+BgZ0zufA5EO/i4+pa01QsezIqY0M8gggPxhNM2YDPtMQjrtXdDv2ScdBjToRfmrHZmxEFBUXn0mlmtKmd45pgVMZ9OD1JUPpM8JikC7p6sE3glAz/lc4trmJYxN/dPEDdLDQKEVhACHS+n76X44TaRlZzMR9wzX+fLeqfpeDm584mbIU8Xo+AVEZGr6uwtaYCfv/PFjPw5p4shnjmW/HrVop2iw6o/xzPHcrRgWsRMspg8j1juLBhG9XPa7aRbfy6oP5c7j0kRM83j3TG9nz+zSuBX+F7FIM44NevTC1Z4/vLRei3gfMC9iw08c3xZ59RukEZWMKtibps/nc2iz3N7R1kPJ6yPJnSsXs84a6aoLDRzlYiI7Ac/dst7drd/8c5vJvZyHkhXCK1iVtYL0W9lPdIiIC99luJ6ycDAq+gHGdtJl6LyicOknl+6mYQjr3xOz/v4XoVzxiIJieN6rO1qb8HpxYCjnRVuXbqHpArZKboUznaHQ/lWsV32ds8trQLeu/lsDne2eVb3OBX1bebSeeRVcKmpmhW8IiLyxPQvb3nvOe9f/L9/iMCr2E7qGa8OD7eBelnDpPQ5EE+59cDnCa3Et4qkCjk2X64n2why8tBnkkYcXN5h3szzvNqZ0wlyKmf45iidx3o4IXc+6+GEp4WnOF6skLkAH8dm0WfoJ9zSO8447rKV99ksB3Qs51Q1ZF7GTMtYczWLiMj+956//fpz3r/8g99N7BecnA8BOG5LrMVzZkXEZtrjUG/MyfmApShlGCX1s1+/oB+mDMMUzyoCr2I9mhF4JQfCCceyVQ5G26wGMzqWs1kO+EK6vvusd1bEXNMf07GMuUX0/Ixx0eNEFbEow90OY7rVLCIiTzq/d+ubd7e/9QPfz7HJMqcX9fCgE2dGHO8tsdxN2MliZnnEzSsnqVw97Gg5nFPicTodUGH41EOGvjBfpeendKxgUnU4mY84mS2xmfXwcBzqbnN/usZO0cVrpoxclCE7WZdBWE/gcXaqyotR8IqIyL73zr/1a+e8f/af/iTJImIwGpNXPvedXCPwKs7MerAKBztj/GaI0UPpkGs79fPepSCh52V0LOee5ADbRf1c9+zyiAAn0yUemI9wzgj9kms6EwKvZDurb4Ef6o1xTsErIiJPIZ/+tp8+5/2tf/5jbM3rSTpOzgd0go3dMO37GSvBnHHRI/YKHkhX2GlWGNrMehyIJ9w8PMGxbIXKGWfSPmkZ1AsiBAtOpQOKqp6v+vS8zyBM8ZvFHi5EwSsiIk96H/ymnwfgVR9+Ff0gZS2c4VvFpOywGszqgyo4mS3tLvtXOY9rOzsUlc+47LIoQz4zvpZ+kLHIQ64b1OsPF5VH4FUsipD13ox+kF3yXBS8IiLylPG2F7ztnPe/eOc3M/LnzZq8w3qhBt9YChJOZwNu6R1nXkV8fHI9tz94mGEnpXLGV66d4IH5CK9ynJoNWOvN2F50uX5p6xHPQcErIiJPWecPWfqZT72UA9GkCWKfT0yvp+tn3D9dYdRNuGG4RT9IWQoSTnkDJnnMWq9en/jQcMxGZ0pR+erVLCIicjl+4jnv2t3+yU9+G7nz+ez0QL3C0mDMDd1Ndoou23mPCuOGwRazIiIrAzpBziTvcHw22l1H+EIUvCIiIhfw01/5p19U9p0f+ScsypBpXg9RKiqPsvLwvYrIFRTOI/RLPNN6vCIiIo/ZW/7ab+9uf+P7f4T1zpTDnW3mVUTljHun6+RlvUzhxVx8j4iIiFzU+77hl/mvX/sWPHOEVvJgssRGZ8pNS2cIPA0nEhEReVz87HP/6Jz3//j//VM6fnHR49XiFRERuYJ+5+t+k5N3bn30YvsVvCIiIi1S8IqIiLRIwSsiItIiBa+IiEiLFLwiIiItUvCKiIi0SMErIiLSIgWviIhIixS8IiIiLVLwioiItEjBKyIi0iIFr4iISIsUvCIiIi1S8IqIiLRIwSsiItIiBa+IiEiLFLwiIiItUvCKiIi0SMErIiLSIgWviIhIixS8IiIiLVLwioiItEjBKyIi0iIFr4iISIsUvCIiIi1S8IqIiLRIwSsiItIiBa+IiEiLFLwiIiItUvCKiIi0SMErIiLSIgWviIhIiy4reM1s2czeYWZ/ZWafMbNbz9v/QjMbm9kdzet1Tfn1ZvZ+M7vTzD5tZj/0ePwIERGR/SK4zONeD7zHOfcyM4uA3gWO+YBz7qXnlRXAv3DO3W5mQ+CjZvY+59ydj+GcRURE9q1HbPGa2Qj4euAtAM65zDm3fTlf7pw74Zy7vdmeAJ8BDj3qsxUREdnnLudW803AKeBtZvYxM/stM+tf4LhbzezjZvZuM3v2+TvN7GnA84APPaYzFhER2ccuJ3gD4PnAbzjnngfMgNecd8ztwI3Oua8CfhX4k707zWwA/CHww865nQv9ETP7bjO7zcxuO3Xq1Jf2K0RERPaJywneY8Ax59zZluo7qIN4l3Nuxzk3bbb/DAjNbB3AzELq0H27c+6PLvZHnHNvds4dcc4d2djYeBQ/RURE5InvEYPXOfcgcNTMvqIpehFwTucoM7vWzKzZfkHzvWeasrcAn3HO/dIVPXMREZF96HJ7Nf8A8PamR/O9wKvM7HsAnHNvBF4GfK+ZFcACeLlzzpnZ3wS+A/ikmd3RfNe/blrFIiIiTznmnLva5/BFjhw54m677barfRoiIiKPipl91Dl35EL7NHOViIhIixS8IiIiLVLwioiItEjBKyIi0iIFr4iISIsUvCIiIi1S8IqIiLRIwSsiItIiBa+IiEiLFLwiIiItUvCKiIi0SMErIiLSIgWviIhIixS8IiIiLVLwioiItEjBKyIi0iIFr4iISIsUvCIiIi1S8IqIiLRIwSsiItIiBa+IiEiLFLwiIiItUvCKiIi0SMErIiLSIgWviIhIixS8IiIiLVLwioiItEjBKyIi0iIFr4iISIsUvCIiIi1S8IqIiLRIwSsiItIiBa+IiEiLFLwiIiItUvCKiIi0SMErIiLSIgWviIhIixS8IiIiLVLwioiItEjBKyIi0iIFr4iISIsUvCIiIi1S8IqIiLRIwSsiItIiBa+IiEiLFLwiIiItUvCKiIi0SMErIiLSIgWviIhIixS8IiIiLVLwioiItEjBKyIi0iIFr4iISIsUvCIiIi1S8IqIiLRIwSsiItIiBa+IiEiLFLwiIiItUvCKiIi0SMErIiLSIgWviIhIixS8IiIiLVLwioiItEjBKyIi0iIFr4iISIsUvCIiIi1S8IqIiLRIwSsiItIiBa+IiEiLFLwiIiItuqzgNbNlM3uHmf2VmX3GzG49b/8LzWxsZnc0r9ft2fdiM7vLzO42s9dc6R8gIiKynwSXedzrgfc4515mZhHQu8AxH3DOvXRvgZn5wK8D3wgcAz5iZu90zt35WE5aRERkv3rEFq+ZjYCvB94C4JzLnHPbl/n9LwDuds7d65zLgN8Dvu1RnquIiMi+dzm3mm8CTgFvM7OPmdlvmVn/AsfdamYfN7N3m9mzm7JDwNE9xxxrykRERJ6SLid4A+D5wG84554HzIDzn9XeDtzonPsq4FeBP/lST8TMvtvMbjOz206dOvWlflxERGRfuJzgPQYcc859qHn/Duog3uWc23HOTZvtPwNCM1sHHgCu33Po4absizjn3uycO+KcO7KxsfEl/gwREZH94RGD1zn3IHDUzL6iKXoRcE7nKDO71sys2X5B871ngI8AzzSzm5pOWS8H3nkFz19ERGRfudxezT8AvL0Jz3uBV5nZ9wA4594IvAz4XjMrgAXwcuecAwoz+37gvYAPvNU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\n", 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\n", "datasetInfos": [], "metadata": {}, "removedWidgets": [], @@ -2015,7 +1225,7 @@ " th {\n", " text-align: left;\n", " }\n", - "
bbox_wktsridcount
POLYGON ((454850 6845110, 454850 6817650, 482310 6817650, 482310 6845110, 454850 6845110, 454850 6845110))326081
POLYGON ((382340 6972580, 382340 6945120, 409800 6945120, 409800 6972580, 382340 6972580, 382340 6972580))326081
POLYGON ((627440 6645130, 627440 6617670, 654900 6617670, 654900 6645130, 627440 6645130, 627440 6645130))326071
POLYGON ((399960 7072600, 399960 7045140, 427420 7045140, 427420 7072600, 399960 7072600, 399960 7072600))326081
POLYGON ((399960 7300020, 399960 7272560, 427420 7272560, 427420 7300020, 399960 7300020, 399960 7300020))326081
" + "
bbox_wktsridcount
POLYGON ((399960 7100040, 399960 7072580, 427420 7072580, 427420 7100040, 399960 7100040, 399960 7100040))326081
POLYGON ((627440 6772600, 627440 6745140, 654900 6745140, 654900 6772600, 627440 6772600, 627440 6772600))326071
POLYGON ((600000 6772600, 600000 6745140, 627460 6745140, 627460 6772600, 600000 6772600, 600000 6772600))326071
POLYGON ((627440 6645130, 627440 6617670, 654900 6617670, 654900 6645130, 627440 6645130, 627440 6645130))326071
POLYGON ((382340 7100040, 382340 7072580, 409800 7072580, 409800 7100040, 382340 7100040, 382340 7100040))326081
" ] }, "metadata": { @@ -2031,27 +1241,27 @@ "columnCustomDisplayInfos": {}, "data": [ [ - "POLYGON ((454850 6845110, 454850 6817650, 482310 6817650, 482310 6845110, 454850 6845110, 454850 6845110))", + "POLYGON ((399960 7100040, 399960 7072580, 427420 7072580, 427420 7100040, 399960 7100040, 399960 7100040))", "32608", 1 ], [ - "POLYGON ((382340 6972580, 382340 6945120, 409800 6945120, 409800 6972580, 382340 6972580, 382340 6972580))", - "32608", + "POLYGON ((627440 6772600, 627440 6745140, 654900 6745140, 654900 6772600, 627440 6772600, 627440 6772600))", + "32607", 1 ], [ - "POLYGON ((627440 6645130, 627440 6617670, 654900 6617670, 654900 6645130, 627440 6645130, 627440 6645130))", + "POLYGON ((600000 6772600, 600000 6745140, 627460 6745140, 627460 6772600, 600000 6772600, 600000 6772600))", "32607", 1 ], [ - "POLYGON ((399960 7072600, 399960 7045140, 427420 7045140, 427420 7072600, 399960 7072600, 399960 7072600))", - "32608", + "POLYGON ((627440 6645130, 627440 6617670, 654900 6617670, 654900 6645130, 627440 6645130, 627440 6645130))", + "32607", 1 ], [ - "POLYGON ((399960 7300020, 399960 7272560, 427420 7272560, 427420 7300020, 399960 7300020, 399960 7300020))", + "POLYGON ((382340 7100040, 382340 7072580, 409800 7072580, 409800 7100040, 382340 7100040, 382340 7100040))", "32608", 1 ] @@ -2270,7 +1480,10 @@ "cell_type": "markdown", "metadata": { "application/vnd.databricks.v1+cell": { - "cellMetadata": {}, + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, "inputWidgets": {}, "nuid": "c12dae53-ea89-4485-a360-40e9a7299837", "showTitle": false, @@ -2306,7 +1519,10 @@ "cell_type": "markdown", "metadata": { "application/vnd.databricks.v1+cell": { - "cellMetadata": {}, + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, "inputWidgets": {}, "nuid": "8529c9c1-fd7f-4dd2-aa13-5d564fe0ecb3", "showTitle": false, @@ -2321,7 +1537,10 @@ "cell_type": "markdown", "metadata": { "application/vnd.databricks.v1+cell": { - "cellMetadata": {}, + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, "inputWidgets": {}, "nuid": "55761b17-170c-4b8d-a8ea-f526cf094d44", "showTitle": false, @@ -2368,11 +1587,11 @@ " text-align: left;\n", " }\n", "
rst_summary(tile)
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" ] }, "metadata": { @@ -3863,11 +3094,11 @@ 8 ], [ - 608202932281671679, + 608222632508129279, 8 ], [ - 608222632508129279, + 608202932281671679, 8 ], [ @@ -4009,7 +3240,10 @@ "cell_type": "markdown", "metadata": { "application/vnd.databricks.v1+cell": { - "cellMetadata": {}, + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, "inputWidgets": {}, "nuid": "25626ac9-9d9b-4c1b-9859-47695934c531", "showTitle": false, @@ -4069,7 +3303,10 @@ "cell_type": "markdown", "metadata": { "application/vnd.databricks.v1+cell": { - "cellMetadata": {}, + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, "inputWidgets": {}, "nuid": "aea7228c-3541-4612-9cf6-b801141fb2e4", "showTitle": false, @@ -4105,7 +3342,10 @@ "cell_type": "markdown", "metadata": { "application/vnd.databricks.v1+cell": { - "cellMetadata": {}, + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, "inputWidgets": {}, "nuid": "9b8dd2d9-d332-40bd-9e59-68d7434d3920", "showTitle": false, @@ -4122,7 +3362,10 @@ "cell_type": "markdown", "metadata": { "application/vnd.databricks.v1+cell": { - "cellMetadata": {}, + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, "inputWidgets": {}, "nuid": "18ee353c-f85b-4922-aea8-b8c954835082", "showTitle": false, @@ -4154,7 +3397,41 @@ "name": "stdout", "output_type": "stream", "text": [ - "count? 347\n" + "count? 347\n-RECORD 0---------------------------------\n item_id | S2B_MSIL2A_202106... \n timestamp | 2021-06-01 23:15:... \n h3_set | [585698848999997439] \n asset | {name -> B03, hre... \n item_properties | {datetime -> 2021... \n item_collection | sentinel-2-l2a \n date | 2021-06-01 \n item_bbox | [-162.3432,70.284... \n stac_version | 1.0.0 \n last_update | 20240113-003300 \n band_name | B03 \n out_dir_fuse | /dbfs/home/mjohns... \n out_filename | B03_S2B_MSIL2A_20... \n out_file_path | /dbfs/home/mjohns... \n out_file_sz | 359975 \n is_out_file_valid | true \n\n" + ] + } + ], + "source": [ + "b03_df = (\n", + " spark.read.table(\"band_b03\")\n", + " .filter(col('date') == F.lit(filter_date))\n", + ")\n", + "print(f\"count? {b03_df.count():,}\")\n", + "b03_df.orderBy(\"out_file_sz\").limit(1).show(vertical=True) # <- show + limiting for ipynb only" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "10107fff-73fd-4262-98f3-99dce2e38efa", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "output_type": "stream", + "text": [ + "\n-- band_b03_tile\ncount? 3,682\n" ] }, { @@ -4176,7 +3453,7 @@ " th {\n", " text-align: left;\n", " }\n", - "
item_idtimestamph3_setassetitem_propertiesitem_collectiondateitem_bboxstac_versionlast_updateband_nameout_dir_fuseout_filenameout_file_pathout_file_szis_out_file_valid
S2B_MSIL2A_20210601T231559_R087_T03WXT_20210602T0627372021-06-01T23:15:59.024+0000List(585698848999997439)Map(name -> B03, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B03\",\"common_name\":\"green\",\"description\":\"Band 3 - Green\",\"center_wavelength\":0.56,\"full_width_half_max\":0.045}], roles -> [\"data\"], proj:bbox -> [600000.0,7690200.0,709800.0,7800000.0], gsd -> 10.0, title -> Band 3 - Green - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/03/W/XT/2021/06/01/S2B_MSIL2A_20210601T231559_N0212_R087_T03WXT_20210602T062737.SAFE/GRANULE/L2A_T03WXT_A022135_20210601T231553/IMG_DATA/R10m/T03WXT_20210601T231559_B03_10m.tif?st=2023-12-14T19%3A40%3A12Z&se=2023-12-15T20%3A25%3A12Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A37%3A22Z&ske=2023-12-22T19%3A37%3A22Z&sks=b&skv=2021-06-08&sig=ee5UgQFqySJgyNOu5Phr7b2NPQQFwatGusOpTO3e3NY%3D, proj:transform -> [10.0,0.0,600000.0,0.0,-10.0,7800000.0])Map(s2:mgrs_tile -> 03WXT, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 99.999946, s2:snow_ice_percentage -> 0.0, sat:orbit_state -> descending, s2:product_uri -> S2B_MSIL2A_20210601T231559_N0212_R087_T03WXT_20210602T062737.SAFE, s2:generation_time -> 2021-06-02T06:27:37.429Z, datetime -> 2021-06-01T23:15:59.024000Z, s2:datatake_id -> GS2B_20210601T231559_022135_N02.12, s2:vegetation_percentage -> 0.0, sat:relative_orbit -> 87, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 81.25, s2:cloud_shadow_percentage -> 0.0, s2:datastrip_id -> S2B_OPER_MSI_L2A_DS_ESRI_20210602T062737_S20210601T231553_N02.12, s2:mean_solar_azimuth -> 190.761388608249, eo:cloud_cover -> 81.25, proj:epsg -> 32603, s2:granule_id -> S2B_OPER_MSI_L2A_TL_ESRI_20210602T062737_A022135_T03WXT_N02.12, s2:water_percentage -> 0.0, s2:mean_solar_zenith -> 47.8655624958249, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 0.0, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 18.75, s2:unclassified_percentage -> 0.0, platform -> Sentinel-2B, s2:reflectance_conversion_factor -> 0.973488199140697, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.0, s2:medium_proba_clouds_percentage -> 0.0)sentinel-2-l2a2021-06-01[-162.3432,70.28483679330363,-162.34042,70.28644046073472]1.0.020240113-003300B03/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B03B03_S2B_MSIL2A_20210601T231559_R087_T03WXT_20210602T062737_20210601-231559.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B03/B03_S2B_MSIL2A_20210601T231559_R087_T03WXT_20210602T062737_20210601-231559.tif359975true
S2A_MSIL2A_20210601T222531_R015_T05WMP_20210602T0632132021-06-01T22:25:31.024+0000List(585681806569766911)Map(name -> B03, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B03\",\"common_name\":\"green\",\"description\":\"Band 3 - Green\",\"center_wavelength\":0.56,\"full_width_half_max\":0.045}], roles -> [\"data\"], proj:bbox -> [399960.0,7290240.0,509760.0,7400040.0], gsd -> 10.0, title -> Band 3 - Green - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/05/W/MP/2021/06/01/S2A_MSIL2A_20210601T222531_N0212_R015_T05WMP_20210602T063213.SAFE/GRANULE/L2A_T05WMP_A031043_20210601T222534/IMG_DATA/R10m/T05WMP_20210601T222531_B03_10m.tif?st=2023-12-14T19%3A40%3A23Z&se=2023-12-15T20%3A25%3A23Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A27%3A54Z&ske=2023-12-22T19%3A27%3A54Z&sks=b&skv=2021-06-08&sig=r37cZATGfnw8v0%2B9%2ByVxJXS6HS0AlHWUIAaVqnVwn88%3D, proj:transform -> [10.0,0.0,399960.0,0.0,-10.0,7400040.0])Map(s2:mgrs_tile -> 05WMP, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 99.909133, s2:snow_ice_percentage -> 0.0, sat:orbit_state -> descending, s2:product_uri -> S2A_MSIL2A_20210601T222531_N0212_R015_T05WMP_20210602T063213.SAFE, s2:generation_time -> 2021-06-02T06:32:13.239Z, datetime -> 2021-06-01T22:25:31.024000Z, s2:datatake_id -> GS2A_20210601T222531_031043_N02.12, s2:vegetation_percentage -> 0.0, sat:relative_orbit -> 15, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 86.845082, s2:cloud_shadow_percentage -> 0.0, s2:datastrip_id -> S2A_OPER_MSI_L2A_DS_ESRI_20210602T063214_S20210601T222534_N02.12, s2:mean_solar_azimuth -> 184.365157820513, eo:cloud_cover -> 99.999998, proj:epsg -> 32605, s2:granule_id -> S2A_OPER_MSI_L2A_TL_ESRI_20210602T063214_A031043_T05WMP_N02.12, s2:water_percentage -> 0.0, s2:mean_solar_zenith -> 44.0967080116026, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 0.335901, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 0.0, s2:unclassified_percentage -> 0.0, platform -> Sentinel-2A, s2:reflectance_conversion_factor -> 0.973499605999698, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.0, s2:medium_proba_clouds_percentage -> 12.819014)sentinel-2-l2a2021-06-01[-155.2671,66.64691507524405,-155.18944,66.70305433212764]1.0.020240113-003300B03/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B03B03_S2A_MSIL2A_20210601T222531_R015_T05WMP_20210602T063213_20210601-222531.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B03/B03_S2A_MSIL2A_20210601T222531_R015_T05WMP_20210602T063213_20210601-222531.tif578068true
S2A_MSIL2A_20210601T222531_R015_T04VDN_20210602T0642052021-06-01T22:25:31.024+0000List(585681256813953023)Map(name -> B03, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B03\",\"common_name\":\"green\",\"description\":\"Band 3 - Green\",\"center_wavelength\":0.56,\"full_width_half_max\":0.045}], roles -> [\"data\"], proj:bbox -> [399960.0,6690240.0,509760.0,6800040.0], gsd -> 10.0, title -> Band 3 - Green - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/04/V/DN/2021/06/01/S2A_MSIL2A_20210601T222531_N0212_R015_T04VDN_20210602T064205.SAFE/GRANULE/L2A_T04VDN_A031043_20210601T222534/IMG_DATA/R10m/T04VDN_20210601T222531_B03_10m.tif?st=2023-12-14T19%3A40%3A12Z&se=2023-12-15T20%3A25%3A12Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A37%3A25Z&ske=2023-12-22T19%3A37%3A25Z&sks=b&skv=2021-06-08&sig=mC%2BFISFioYia2ZOz7ayZ767PLBjtH9%2BT8EvnRgjv1tQ%3D, proj:transform -> [10.0,0.0,399960.0,0.0,-10.0,6800040.0])Map(s2:mgrs_tile -> 04VDN, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 99.871707, s2:snow_ice_percentage -> 0.0, sat:orbit_state -> descending, s2:product_uri -> S2A_MSIL2A_20210601T222531_N0212_R015_T04VDN_20210602T064205.SAFE, s2:generation_time -> 2021-06-02T06:42:05.506Z, datetime -> 2021-06-01T22:25:31.024000Z, s2:datatake_id -> GS2A_20210601T222531_031043_N02.12, s2:vegetation_percentage -> 71.848249, sat:relative_orbit -> 15, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 0.0, s2:cloud_shadow_percentage -> 0.0, s2:datastrip_id -> S2A_OPER_MSI_L2A_DS_ESRI_20210602T064206_S20210601T222534_N02.12, s2:mean_solar_azimuth -> 176.834528852562, eo:cloud_cover -> 0.041377, proj:epsg -> 32604, s2:granule_id -> S2A_OPER_MSI_L2A_TL_ESRI_20210602T064206_A031043_T04VDN_N02.12, s2:water_percentage -> 3.77822, s2:mean_solar_zenith -> 38.6908432624189, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 0.041377, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 3.253252, s2:unclassified_percentage -> 3.685122, platform -> Sentinel-2A, s2:reflectance_conversion_factor -> 0.973499605999698, instruments -> [\"msi\"], s2:dark_features_percentage -> 17.393778, s2:medium_proba_clouds_percentage -> 0.0)sentinel-2-l2a2021-06-01[-160.86876,61.246661131206636,-160.80019,61.32201672360622]1.0.020240113-003300B03/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B03B03_S2A_MSIL2A_20210601T222531_R015_T04VDN_20210602T064205_20210601-222531.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B03/B03_S2A_MSIL2A_20210601T222531_R015_T04VDN_20210602T064205_20210601-222531.tif672404true
S2B_MSIL2A_20210601T213529_R086_T06VUK_20210602T0408132021-06-01T21:35:29.024+0000List(585685654860464127)Map(name -> B03, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B03\",\"common_name\":\"green\",\"description\":\"Band 3 - Green\",\"center_wavelength\":0.56,\"full_width_half_max\":0.045}], roles -> [\"data\"], proj:bbox -> [300000.0,6390240.0,409800.0,6500040.0], gsd -> 10.0, title -> Band 3 - Green - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/06/V/UK/2021/06/01/S2B_MSIL2A_20210601T213529_N0212_R086_T06VUK_20210602T040813.SAFE/GRANULE/L2A_T06VUK_A022134_20210601T213530/IMG_DATA/R10m/T06VUK_20210601T213529_B03_10m.tif?st=2023-12-14T19%3A40%3A12Z&se=2023-12-15T20%3A25%3A12Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A35%3A29Z&ske=2023-12-22T19%3A35%3A29Z&sks=b&skv=2021-06-08&sig=eJEfiCFOmeUV2Z/3zB9tpxz7RuoR40JWkQrfJFUdpsQ%3D, proj:transform -> [10.0,0.0,300000.0,0.0,-10.0,6500040.0])Map(s2:mgrs_tile -> 06VUK, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 99.847138, s2:snow_ice_percentage -> 0.0, sat:orbit_state -> descending, s2:product_uri -> S2B_MSIL2A_20210601T213529_N0212_R086_T06VUK_20210602T040813.SAFE, s2:generation_time -> 2021-06-02T04:08:13.790Z, datetime -> 2021-06-01T21:35:29.024000Z, s2:datatake_id -> GS2B_20210601T213529_022134_N02.12, s2:vegetation_percentage -> 0.0, sat:relative_orbit -> 86, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 96.841967, s2:cloud_shadow_percentage -> 0.0, s2:datastrip_id -> S2B_OPER_MSI_L2A_DS_ESRI_20210602T040813_S20210601T213530_N02.12, s2:mean_solar_azimuth -> 173.460950258383, eo:cloud_cover -> 99.63319, proj:epsg -> 32606, s2:granule_id -> S2B_OPER_MSI_L2A_TL_ESRI_20210602T040813_A022134_T06VUK_N02.12, s2:water_percentage -> 0.006511, s2:mean_solar_zenith -> 36.0764928507417, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 0.00217, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 0.360298, s2:unclassified_percentage -> 0.0, platform -> Sentinel-2B, s2:reflectance_conversion_factor -> 0.973510924427259, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.0, s2:medium_proba_clouds_percentage -> 2.789052)sentinel-2-l2a2021-06-01[-150.44174,58.512520647689016,-150.37323,58.595919903133456]1.0.020240113-003300B03/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B03B03_S2B_MSIL2A_20210601T213529_R086_T06VUK_20210602T040813_20210601-213529.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B03/B03_S2B_MSIL2A_20210601T213529_R086_T06VUK_20210602T040813_20210601-213529.tif701005true
S2B_MSIL2A_20210601T213529_R086_T06WXS_20210602T0455102021-06-01T21:35:29.024+0000List(585703247046508543)Map(name -> B03, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B03\",\"common_name\":\"green\",\"description\":\"Band 3 - Green\",\"center_wavelength\":0.56,\"full_width_half_max\":0.045}], roles -> [\"data\"], proj:bbox -> [600000.0,7090200.0,709800.0,7200000.0], gsd -> 10.0, title -> Band 3 - Green - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/06/W/XS/2021/06/01/S2B_MSIL2A_20210601T213529_N0212_R086_T06WXS_20210602T045510.SAFE/GRANULE/L2A_T06WXS_A022134_20210601T213530/IMG_DATA/R10m/T06WXS_20210601T213529_B03_10m.tif?st=2023-12-14T19%3A40%3A24Z&se=2023-12-15T20%3A25%3A24Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A39%3A06Z&ske=2023-12-22T19%3A39%3A06Z&sks=b&skv=2021-06-08&sig=IsCFngksTor6w9pQiPUaAHW9/Lx7fYm5vtQ2HWSPTX8%3D, proj:transform -> [10.0,0.0,600000.0,0.0,-10.0,7200000.0])Map(s2:mgrs_tile -> 06WXS, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 99.562663, s2:snow_ice_percentage -> 20.24747, sat:orbit_state -> descending, s2:product_uri -> S2B_MSIL2A_20210601T213529_N0212_R086_T06WXS_20210602T045510.SAFE, s2:generation_time -> 2021-06-02T04:55:10.457Z, datetime -> 2021-06-01T21:35:29.024000Z, s2:datatake_id -> GS2B_20210601T213529_022134_N02.12, s2:vegetation_percentage -> 0.0, sat:relative_orbit -> 86, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 57.775348, s2:cloud_shadow_percentage -> 0.005311, s2:datastrip_id -> S2B_OPER_MSI_L2A_DS_ESRI_20210602T045511_S20210601T213530_N02.12, s2:mean_solar_azimuth -> 181.450714669469, eo:cloud_cover -> 70.060842, proj:epsg -> 32606, s2:granule_id -> S2B_OPER_MSI_L2A_TL_ESRI_20210602T045511_A022134_T06WXS_N02.12, s2:water_percentage -> 0.041725, s2:mean_solar_zenith -> 42.2298115725062, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 0.446842, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 0.150212, s2:unclassified_percentage -> 7.780661, platform -> Sentinel-2B, s2:reflectance_conversion_factor -> 0.973510924427259, instruments -> [\"msi\"], s2:dark_features_percentage -> 1.713778, s2:medium_proba_clouds_percentage -> 11.838651)sentinel-2-l2a2021-06-01[-144.89699,64.76759325810539,-144.74712,64.90914676464594]1.0.020240113-003300B03/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B03B03_S2B_MSIL2A_20210601T213529_R086_T06WXS_20210602T045510_20210601-213529.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B03/B03_S2B_MSIL2A_20210601T213529_R086_T06WXS_20210602T045510_20210601-213529.tif1430682true
S2B_MSIL2A_20210601T231559_R087_T02VNR_20210602T0710432021-06-01T23:15:59.024+0000List(585690602662789119)Map(name -> B03, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B03\",\"common_name\":\"green\",\"description\":\"Band 3 - Green\",\"center_wavelength\":0.56,\"full_width_half_max\":0.045}], roles -> [\"data\"], proj:bbox -> [499980.0,6990240.0,609780.0,7100040.0], gsd -> 10.0, title -> Band 3 - Green - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/02/V/NR/2021/06/01/S2B_MSIL2A_20210601T231559_N0212_R087_T02VNR_20210602T071043.SAFE/GRANULE/L2A_T02VNR_A022135_20210601T231553/IMG_DATA/R10m/T02VNR_20210601T231559_B03_10m.tif?st=2023-12-14T19%3A40%3A12Z&se=2023-12-15T20%3A25%3A12Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A37%3A25Z&ske=2023-12-22T19%3A37%3A25Z&sks=b&skv=2021-06-08&sig=mC%2BFISFioYia2ZOz7ayZ767PLBjtH9%2BT8EvnRgjv1tQ%3D, proj:transform -> [10.0,0.0,499980.0,0.0,-10.0,7100040.0])Map(s2:mgrs_tile -> 02VNR, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 99.51967, s2:snow_ice_percentage -> 0.0, sat:orbit_state -> descending, s2:product_uri -> S2B_MSIL2A_20210601T231559_N0212_R087_T02VNR_20210602T071043.SAFE, s2:generation_time -> 2021-06-02T07:10:43.106Z, datetime -> 2021-06-01T23:15:59.024000Z, s2:datatake_id -> GS2B_20210601T231559_022135_N02.12, s2:vegetation_percentage -> 0.0, sat:relative_orbit -> 87, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 96.821898, s2:cloud_shadow_percentage -> 0.0, s2:datastrip_id -> S2B_OPER_MSI_L2A_DS_ESRI_20210602T071044_S20210601T231553_N02.12, s2:mean_solar_azimuth -> 180.253468112271, eo:cloud_cover -> 99.0972, proj:epsg -> 32602, s2:granule_id -> S2B_OPER_MSI_L2A_TL_ESRI_20210602T071044_A022135_T02VNR_N02.12, s2:water_percentage -> 0.821291, s2:mean_solar_zenith -> 41.3489827436438, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 0.330174, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 0.081507, s2:unclassified_percentage -> 0.0, platform -> Sentinel-2B, s2:reflectance_conversion_factor -> 0.973488199140697, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.0, s2:medium_proba_clouds_percentage -> 1.945128)sentinel-2-l2a2021-06-01[-171.00041,63.88356553473924,-170.85393,64.02715388084466]1.0.020240113-003300B03/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B03B03_S2B_MSIL2A_20210601T231559_R087_T02VNR_20210602T071043_20210601-231559.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B03/B03_S2B_MSIL2A_20210601T231559_R087_T02VNR_20210602T071043_20210601-231559.tif1444520true
S2A_MSIL2A_20210601T222531_R015_T05WPV_20210602T0722462021-06-01T22:25:31.024+0000List(585699948511625215)Map(name -> B03, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B03\",\"common_name\":\"green\",\"description\":\"Band 3 - Green\",\"center_wavelength\":0.56,\"full_width_half_max\":0.045}], roles -> [\"data\"], proj:bbox -> [600000.0,7890240.0,709800.0,8000040.0], gsd -> 10.0, title -> Band 3 - Green - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/05/W/PV/2021/06/01/S2A_MSIL2A_20210601T222531_N0212_R015_T05WPV_20210602T072246.SAFE/GRANULE/L2A_T05WPV_A031043_20210601T222534/IMG_DATA/R10m/T05WPV_20210601T222531_B03_10m.tif?st=2023-12-14T19%3A40%3A12Z&se=2023-12-15T20%3A25%3A12Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A37%3A22Z&ske=2023-12-22T19%3A37%3A22Z&sks=b&skv=2021-06-08&sig=ee5UgQFqySJgyNOu5Phr7b2NPQQFwatGusOpTO3e3NY%3D, proj:transform -> [10.0,0.0,600000.0,0.0,-10.0,8000040.0])Map(s2:mgrs_tile -> 05WPV, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 99.03512, s2:snow_ice_percentage -> 0.0, sat:orbit_state -> descending, s2:product_uri -> S2A_MSIL2A_20210601T222531_N0212_R015_T05WPV_20210602T072246.SAFE, s2:generation_time -> 2021-06-02T07:22:46.620Z, datetime -> 2021-06-01T22:25:31.024000Z, s2:datatake_id -> GS2A_20210601T222531_031043_N02.12, s2:vegetation_percentage -> 0.002063, sat:relative_orbit -> 15, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 99.951518, s2:cloud_shadow_percentage -> 0.0, s2:datastrip_id -> S2A_OPER_MSI_L2A_DS_ESRI_20210602T072247_S20210601T222534_N02.12, s2:mean_solar_azimuth -> 190.088392930126, eo:cloud_cover -> 99.997939, proj:epsg -> 32605, s2:granule_id -> S2A_OPER_MSI_L2A_TL_ESRI_20210602T072247_A031043_T05WPV_N02.12, s2:water_percentage -> 0.0, s2:mean_solar_zenith -> 49.6105516336532, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 0.0, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 0.0, s2:unclassified_percentage -> 0.0, platform -> Sentinel-2A, s2:reflectance_conversion_factor -> 0.973499605999698, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.0, s2:medium_proba_clouds_percentage -> 0.046421)sentinel-2-l2a2021-06-01[-150.23383,71.08139994367843,-149.65633,71.19725718768525]1.0.020240113-003300B03/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B03B03_S2A_MSIL2A_20210601T222531_R015_T05WPV_20210602T072246_20210601-222531.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B03/B03_S2A_MSIL2A_20210601T222531_R015_T05WPV_20210602T072246_20210601-222531.tif1772377true
S2A_MSIL2A_20210601T222531_R015_T03UVU_20210602T0655352021-06-01T22:25:31.024+0000List(586080929290649599)Map(name -> B03, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B03\",\"common_name\":\"green\",\"description\":\"Band 3 - Green\",\"center_wavelength\":0.56,\"full_width_half_max\":0.045}], roles -> [\"data\"], proj:bbox -> [399960.0,5790240.0,509760.0,5900040.0], gsd -> 10.0, title -> Band 3 - Green - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/03/U/VU/2021/06/01/S2A_MSIL2A_20210601T222531_N0212_R015_T03UVU_20210602T065535.SAFE/GRANULE/L2A_T03UVU_A031043_20210601T222534/IMG_DATA/R10m/T03UVU_20210601T222531_B03_10m.tif?st=2023-12-14T19%3A40%3A12Z&se=2023-12-15T20%3A25%3A12Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A37%3A20Z&ske=2023-12-22T19%3A37%3A20Z&sks=b&skv=2021-06-08&sig=IbQTpGPQV9he%2B2%2BCfSqTou1u59h%2BR7jr4W1hYJYSTo8%3D, proj:transform -> [10.0,0.0,399960.0,0.0,-10.0,5900040.0])Map(s2:mgrs_tile -> 03UVU, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 98.931777, s2:snow_ice_percentage -> 0.0, sat:orbit_state -> descending, s2:product_uri -> S2A_MSIL2A_20210601T222531_N0212_R015_T03UVU_20210602T065535.SAFE, s2:generation_time -> 2021-06-02T06:55:35.514Z, datetime -> 2021-06-01T22:25:31.024000Z, s2:datatake_id -> GS2A_20210601T222531_031043_N02.12, s2:vegetation_percentage -> 0.0, sat:relative_orbit -> 15, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 0.0, s2:cloud_shadow_percentage -> 0.0, s2:datastrip_id -> S2A_OPER_MSI_L2A_DS_ESRI_20210602T065535_S20210601T222534_N02.12, s2:mean_solar_azimuth -> 166.691372670832, eo:cloud_cover -> 0.0, proj:epsg -> 32603, s2:granule_id -> S2A_OPER_MSI_L2A_TL_ESRI_20210602T065535_A031043_T03UVU_N02.12, s2:water_percentage -> 100.0, s2:mean_solar_zenith -> 31.0955707981127, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 0.0, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 0.0, s2:unclassified_percentage -> 0.0, platform -> Sentinel-2A, s2:reflectance_conversion_factor -> 0.973499605999698, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.0, s2:medium_proba_clouds_percentage -> 0.0)sentinel-2-l2a2021-06-01[-166.49905,52.99888639433017,-166.35611,53.24101193592204]1.0.020240113-003300B03/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B03B03_S2A_MSIL2A_20210601T222531_R015_T03UVU_20210602T065535_20210601-222531.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B03/B03_S2A_MSIL2A_20210601T222531_R015_T03UVU_20210602T065535_20210601-222531.tif2499715true
S2A_MSIL2A_20210601T222531_R015_T05WNR_20210602T0727332021-06-01T22:25:31.024+0000List(585697749488369663)Map(name -> B03, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B03\",\"common_name\":\"green\",\"description\":\"Band 3 - Green\",\"center_wavelength\":0.56,\"full_width_half_max\":0.045}], roles -> [\"data\"], proj:bbox -> [499980.0,7490220.0,609780.0,7600020.0], gsd -> 10.0, title -> Band 3 - Green - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/05/W/NR/2021/06/01/S2A_MSIL2A_20210601T222531_N0212_R015_T05WNR_20210602T072733.SAFE/GRANULE/L2A_T05WNR_A031043_20210601T222534/IMG_DATA/R10m/T05WNR_20210601T222531_B03_10m.tif?st=2023-12-14T19%3A40%3A25Z&se=2023-12-15T20%3A25%3A25Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A38%3A59Z&ske=2023-12-22T19%3A38%3A59Z&sks=b&skv=2021-06-08&sig=QqWWZjTSeAX%2BrJF3ppAB3aY0HCuTVkjz3YyXRNOPO6I%3D, proj:transform -> [10.0,0.0,499980.0,0.0,-10.0,7600020.0])Map(s2:mgrs_tile -> 05WNR, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 98.704582, s2:snow_ice_percentage -> 36.065722, sat:orbit_state -> descending, s2:product_uri -> S2A_MSIL2A_20210601T222531_N0212_R015_T05WNR_20210602T072733.SAFE, s2:generation_time -> 2021-06-02T07:27:33.530Z, datetime -> 2021-06-01T22:25:31.024000Z, s2:datatake_id -> GS2A_20210601T222531_031043_N02.12, s2:vegetation_percentage -> 0.0, sat:relative_orbit -> 15, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 25.611362, s2:cloud_shadow_percentage -> 0.0, s2:datastrip_id -> S2A_OPER_MSI_L2A_DS_ESRI_20210602T072734_S20210601T222534_N02.12, s2:mean_solar_azimuth -> 187.036734241863, eo:cloud_cover -> 63.547793, proj:epsg -> 32605, s2:granule_id -> S2A_OPER_MSI_L2A_TL_ESRI_20210602T072734_A031043_T05WNR_N02.12, s2:water_percentage -> 0.0, s2:mean_solar_zenith -> 45.9636516598741, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 0.021002, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 0.323481, s2:unclassified_percentage -> 0.0, platform -> Sentinel-2A, s2:reflectance_conversion_factor -> 0.973499605999698, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.063006, s2:medium_proba_clouds_percentage -> 37.915429)sentinel-2-l2a2021-06-01[-153.00049,68.29839117628592,-152.68292,68.51263213037203]1.0.020240113-003300B03/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B03B03_S2A_MSIL2A_20210601T222531_R015_T05WNR_20210602T072733_20210601-222531.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B03/B03_S2A_MSIL2A_20210601T222531_R015_T05WNR_20210602T072733_20210601-222531.tif2711842true
S2A_MSIL2A_20210601T222531_R015_T04XEF_20210602T0638002021-06-01T22:25:31.024+0000List(585697199732555775)Map(name -> B03, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B03\",\"common_name\":\"green\",\"description\":\"Band 3 - Green\",\"center_wavelength\":0.56,\"full_width_half_max\":0.045}], roles -> [\"data\"], proj:bbox -> [499980.0,7990200.0,609780.0,8100000.0], gsd -> 10.0, title -> Band 3 - Green - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/04/X/EF/2021/06/01/S2A_MSIL2A_20210601T222531_N0212_R015_T04XEF_20210602T063800.SAFE/GRANULE/L2A_T04XEF_A031043_20210601T222534/IMG_DATA/R10m/T04XEF_20210601T222531_B03_10m.tif?st=2023-12-14T19%3A40%3A12Z&se=2023-12-15T20%3A25%3A12Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A30%3A07Z&ske=2023-12-22T19%3A30%3A07Z&sks=b&skv=2021-06-08&sig=Ed/U7D40tp4IBHmbQnBesS/uRTJQtzyOp0FBVWTM/mc%3D, proj:transform -> [10.0,0.0,499980.0,0.0,-10.0,8100000.0])Map(s2:mgrs_tile -> 04XEF, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 98.405939, s2:snow_ice_percentage -> 0.0, sat:orbit_state -> descending, s2:product_uri -> S2A_MSIL2A_20210601T222531_N0212_R015_T04XEF_20210602T063800.SAFE, s2:generation_time -> 2021-06-02T06:38:00.243Z, datetime -> 2021-06-01T22:25:31.024000Z, s2:datatake_id -> GS2A_20210601T222531_031043_N02.12, s2:vegetation_percentage -> 0.0, sat:relative_orbit -> 15, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 99.980849, s2:cloud_shadow_percentage -> 0.0, s2:datastrip_id -> S2A_OPER_MSI_L2A_DS_ESRI_20210602T063800_S20210601T222534_N02.12, s2:mean_solar_azimuth -> 179.460340404958, eo:cloud_cover -> 99.995002, proj:epsg -> 32604, s2:granule_id -> S2A_OPER_MSI_L2A_TL_ESRI_20210602T063800_A031043_T04XEF_N02.12, s2:water_percentage -> 0.0, s2:mean_solar_zenith -> 50.3208640749583, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 0.0, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 0.004995, s2:unclassified_percentage -> 0.0, platform -> Sentinel-2A, s2:reflectance_conversion_factor -> 0.973499605999698, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.0, s2:medium_proba_clouds_percentage -> 0.014153)sentinel-2-l2a2021-06-01[-156.25385,71.98536775703346,-155.79343,72.15082249405357]1.0.020240113-003300B03/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B03B03_S2A_MSIL2A_20210601T222531_R015_T04XEF_20210602T063800_20210601-222531.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B03/B03_S2A_MSIL2A_20210601T222531_R015_T04XEF_20210602T063800_20210601-222531.tif2928251true
" + "
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item_idtimestamph3_setassetitem_propertiesitem_collectiondateitem_bboxstac_versionlast_updateband_nameout_dir_fuseout_filenameout_file_pathout_file_szis_out_file_valid
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S2B_MSIL2A_20210601T231559_R087_T03WXU_20210602T0747232021-06-01T23:15:59.024+0000List(585698848999997439)Map(name -> B04, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B04\",\"common_name\":\"red\",\"description\":\"Band 4 - Red\",\"center_wavelength\":0.665,\"full_width_half_max\":0.038}], roles -> [\"data\"], proj:bbox -> [600000.0,7790220.0,709800.0,7900020.0], gsd -> 10.0, title -> Band 4 - Red - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/03/W/XU/2021/06/01/S2B_MSIL2A_20210601T231559_N0212_R087_T03WXU_20210602T074723.SAFE/GRANULE/L2A_T03WXU_A022135_20210601T231553/IMG_DATA/R10m/T03WXU_20210601T231559_B04_10m.tif?st=2023-12-14T19%3A40%3A12Z&se=2023-12-15T20%3A25%3A12Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A37%3A22Z&ske=2023-12-22T19%3A37%3A22Z&sks=b&skv=2021-06-08&sig=ee5UgQFqySJgyNOu5Phr7b2NPQQFwatGusOpTO3e3NY%3D, proj:transform -> [10.0,0.0,600000.0,0.0,-10.0,7900020.0])Map(s2:mgrs_tile -> 03WXU, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 81.519103, s2:snow_ice_percentage -> 31.432962, sat:orbit_state -> descending, s2:product_uri -> S2B_MSIL2A_20210601T231559_N0212_R087_T03WXU_20210602T074723.SAFE, s2:generation_time -> 2021-06-02T07:47:23.127Z, datetime -> 2021-06-01T23:15:59.024000Z, s2:datatake_id -> GS2B_20210601T231559_022135_N02.12, s2:vegetation_percentage -> 5.03E-4, sat:relative_orbit -> 87, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 67.604679, s2:cloud_shadow_percentage -> 0.0, s2:datastrip_id -> S2B_OPER_MSI_L2A_DS_ESRI_20210602T074723_S20210601T231553_N02.12, s2:mean_solar_azimuth -> 190.76457834475, eo:cloud_cover -> 67.742467, proj:epsg -> 32603, s2:granule_id -> S2B_OPER_MSI_L2A_TL_ESRI_20210602T074723_A022135_T03WXU_N02.12, s2:water_percentage -> 0.811305, s2:mean_solar_zenith -> 48.7521925289555, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 0.137788, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 0.012764, s2:unclassified_percentage -> 0.0, platform -> Sentinel-2B, s2:reflectance_conversion_factor -> 0.973488199140697, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.0, s2:medium_proba_clouds_percentage -> 0.0)sentinel-2-l2a2021-06-01[-162.34262,70.28515522488726,-161.07181,71.18225922301176]1.0.020231216-162257B04/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B04B04_S2B_MSIL2A_20210601T231559_R087_T03WXU_20210602T074723_20210601-231559.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B04/B04_S2B_MSIL2A_20210601T231559_R087_T03WXU_20210602T074723_20210601-231559.tif33884528true
S2B_MSIL2A_20210601T213529_R086_T05WNN_20210602T0506032021-06-01T21:35:29.024+0000List(585682356325580799)Map(name -> B04, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B04\",\"common_name\":\"red\",\"description\":\"Band 4 - Red\",\"center_wavelength\":0.665,\"full_width_half_max\":0.038}], roles -> [\"data\"], proj:bbox -> [499980.0,7190220.0,609780.0,7300020.0], gsd -> 10.0, title -> Band 4 - Red - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/05/W/NN/2021/06/01/S2B_MSIL2A_20210601T213529_N0212_R086_T05WNN_20210602T050603.SAFE/GRANULE/L2A_T05WNN_A022134_20210601T213530/IMG_DATA/R10m/T05WNN_20210601T213529_B04_10m.tif?st=2023-12-14T19%3A40%3A21Z&se=2023-12-15T20%3A25%3A21Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A37%3A25Z&ske=2023-12-22T19%3A37%3A25Z&sks=b&skv=2021-06-08&sig=ntTk%2BrU1/Ckbqu7wNb/lQ3rDZ4Va08ji8rk3Iy0%2B/X4%3D, proj:transform -> [10.0,0.0,499980.0,0.0,-10.0,7300020.0])Map(s2:mgrs_tile -> 05WNN, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 77.879912, s2:snow_ice_percentage -> 10.830391, sat:orbit_state -> descending, s2:product_uri -> S2B_MSIL2A_20210601T213529_N0212_R086_T05WNN_20210602T050603.SAFE, s2:generation_time -> 2021-06-02T05:06:03.995Z, datetime -> 2021-06-01T21:35:29.024000Z, s2:datatake_id -> GS2B_20210601T213529_022134_N02.12, s2:vegetation_percentage -> 4.382515, sat:relative_orbit -> 86, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 48.7454, s2:cloud_shadow_percentage -> 0.902188, s2:datastrip_id -> S2B_OPER_MSI_L2A_DS_ESRI_20210602T050604_S20210601T213530_N02.12, s2:mean_solar_azimuth -> 170.595266370206, eo:cloud_cover -> 77.059622, proj:epsg -> 32605, s2:granule_id -> S2B_OPER_MSI_L2A_TL_ESRI_20210602T050604_A022134_T05WNN_N02.12, s2:water_percentage -> 0.552136, s2:mean_solar_zenith -> 43.3904182516212, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 3.355024, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 1.015657, s2:unclassified_percentage -> 4.46333, platform -> Sentinel-2B, s2:reflectance_conversion_factor -> 0.973510924427259, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.794163, s2:medium_proba_clouds_percentage -> 24.959199)sentinel-2-l2a2021-06-01[-151.57166,64.8183885903648,-150.59929,65.80389567025314]1.0.020231216-162257B04/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B04B04_S2B_MSIL2A_20210601T213529_R086_T05WNN_20210602T050603_20210601-213529.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B04/B04_S2B_MSIL2A_20210601T213529_R086_T05WNN_20210602T050603_20210601-213529.tif48529673true
S2B_MSIL2A_20210601T231559_R087_T02WPD_20210602T0730072021-06-01T23:15:59.024+0000List(585708744604647423)Map(name -> B04, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B04\",\"common_name\":\"red\",\"description\":\"Band 4 - Red\",\"center_wavelength\":0.665,\"full_width_half_max\":0.038}], roles -> [\"data\"], proj:bbox -> [600000.0,7790220.0,709800.0,7900020.0], gsd -> 10.0, title -> Band 4 - Red - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/02/W/PD/2021/06/01/S2B_MSIL2A_20210601T231559_N0212_R087_T02WPD_20210602T073007.SAFE/GRANULE/L2A_T02WPD_A022135_20210601T231553/IMG_DATA/R10m/T02WPD_20210601T231559_B04_10m.tif?st=2023-12-14T19%3A40%3A12Z&se=2023-12-15T20%3A25%3A12Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A37%3A22Z&ske=2023-12-22T19%3A37%3A22Z&sks=b&skv=2021-06-08&sig=ee5UgQFqySJgyNOu5Phr7b2NPQQFwatGusOpTO3e3NY%3D, proj:transform -> [10.0,0.0,600000.0,0.0,-10.0,7900020.0])Map(s2:mgrs_tile -> 02WPD, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 0.0, s2:snow_ice_percentage -> 0.0, sat:orbit_state -> descending, s2:product_uri -> S2B_MSIL2A_20210601T231559_N0212_R087_T02WPD_20210602T073007.SAFE, s2:generation_time -> 2021-06-02T07:30:07.425Z, datetime -> 2021-06-01T23:15:59.024000Z, s2:datatake_id -> GS2B_20210601T231559_022135_N02.12, s2:vegetation_percentage -> 0.0, sat:relative_orbit -> 87, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 42.191052, s2:cloud_shadow_percentage -> 0.0, s2:datastrip_id -> S2B_OPER_MSI_L2A_DS_ESRI_20210602T073008_S20210601T231553_N02.12, s2:mean_solar_azimuth -> 183.445259298438, eo:cloud_cover -> 79.233142, proj:epsg -> 32602, s2:granule_id -> S2B_OPER_MSI_L2A_TL_ESRI_20210602T073008_A022135_T02WPD_N02.12, s2:water_percentage -> 20.766859, s2:mean_solar_zenith -> 48.5090796998399, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 4.081108, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 0.0, s2:unclassified_percentage -> 0.0, platform -> Sentinel-2B, s2:reflectance_conversion_factor -> 0.973488199140697, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.0, s2:medium_proba_clouds_percentage -> 32.960981)sentinel-2-l2a2021-06-01[-168.3543,70.1327293123605,-165.18521,71.18225922301176]1.0.020231216-162257B04/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B04B04_S2B_MSIL2A_20210601T231559_R087_T02WPD_20210602T073007_20210601-231559.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B04/B04_S2B_MSIL2A_20210601T231559_R087_T02WPD_20210602T073007_20210601-231559.tif182272110true
S2A_MSIL2A_20210601T204021_R014_T07VFE_20210602T0633332021-06-01T20:40:21.024+0000List(585812648453472255)Map(name -> B04, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B04\",\"common_name\":\"red\",\"description\":\"Band 4 - Red\",\"center_wavelength\":0.665,\"full_width_half_max\":0.038}], roles -> [\"data\"], proj:bbox -> [600000.0,6390240.0,709800.0,6500040.0], gsd -> 10.0, title -> Band 4 - Red - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/07/V/FE/2021/06/01/S2A_MSIL2A_20210601T204021_N0212_R014_T07VFE_20210602T063333.SAFE/GRANULE/L2A_T07VFE_A031042_20210601T204059/IMG_DATA/R10m/T07VFE_20210601T204021_B04_10m.tif?st=2023-12-14T19%3A40%3A12Z&se=2023-12-15T20%3A25%3A12Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A35%3A29Z&ske=2023-12-22T19%3A35%3A29Z&sks=b&skv=2021-06-08&sig=eJEfiCFOmeUV2Z/3zB9tpxz7RuoR40JWkQrfJFUdpsQ%3D, proj:transform -> [10.0,0.0,600000.0,0.0,-10.0,6500040.0])Map(s2:mgrs_tile -> 07VFE, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 70.505267, s2:snow_ice_percentage -> 0.018707, sat:orbit_state -> ascending, s2:product_uri -> S2A_MSIL2A_20210601T204021_N0212_R014_T07VFE_20210602T063333.SAFE, s2:generation_time -> 2021-06-02T06:33:33.520Z, datetime -> 2021-06-01T20:40:21.024000Z, s2:datatake_id -> GS2A_20210601T204021_031042_N02.12, s2:vegetation_percentage -> 3.15E-4, sat:relative_orbit -> 14, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 95.296681, s2:cloud_shadow_percentage -> 0.0, s2:datastrip_id -> S2A_OPER_MSI_L2A_DS_ESRI_20210602T063334_S20210601T204059_N02.12, s2:mean_solar_azimuth -> 171.150664262686, eo:cloud_cover -> 99.042099, proj:epsg -> 32607, s2:granule_id -> S2A_OPER_MSI_L2A_TL_ESRI_20210602T063334_A031042_T07VFE_N02.12, s2:water_percentage -> 0.932367, s2:mean_solar_zenith -> 36.1819896296098, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 0.194741, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 0.006513, s2:unclassified_percentage -> 0.0, platform -> Sentinel-2A, s2:reflectance_conversion_factor -> 0.973523407531653, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.0, s2:medium_proba_clouds_percentage -> 3.550677)sentinel-2-l2a2021-06-01[-139.29117,58.09781878593847,-137.77643,58.62913013340978]1.0.020231216-162257B04/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B04B04_S2A_MSIL2A_20210601T204021_R014_T07VFE_20210602T063333_20210601-204021.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B04/B04_S2A_MSIL2A_20210601T204021_R014_T07VFE_20210602T063333_20210601-204021.tif61522568true
S2A_MSIL2A_20210601T222531_R015_T03VVH_20210602T0752302021-06-01T22:25:31.024+0000List(585691152418603007, 585696100220927999)Map(name -> B04, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B04\",\"common_name\":\"red\",\"description\":\"Band 4 - Red\",\"center_wavelength\":0.665,\"full_width_half_max\":0.038}], roles -> [\"data\"], proj:bbox -> [399960.0,6690240.0,509760.0,6800040.0], gsd -> 10.0, title -> Band 4 - Red - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/03/V/VH/2021/06/01/S2A_MSIL2A_20210601T222531_N0212_R015_T03VVH_20210602T075230.SAFE/GRANULE/L2A_T03VVH_A031043_20210601T222534/IMG_DATA/R10m/T03VVH_20210601T222531_B04_10m.tif?st=2023-12-14T19%3A40%3A22Z&se=2023-12-15T20%3A25%3A22Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A35%3A26Z&ske=2023-12-22T19%3A35%3A26Z&sks=b&skv=2021-06-08&sig=xcuXMDbVG4JXevyPmrWpDzHml%2BDj2TH2nxj1Btl%2BZtM%3D, proj:transform -> [10.0,0.0,399960.0,0.0,-10.0,6800040.0])Map(s2:mgrs_tile -> 03VVH, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 1.271512, s2:snow_ice_percentage -> 0.008354, sat:orbit_state -> descending, s2:product_uri -> S2A_MSIL2A_20210601T222531_N0212_R015_T03VVH_20210602T075230.SAFE, s2:generation_time -> 2021-06-02T07:52:30.528Z, datetime -> 2021-06-01T22:25:31.024000Z, s2:datatake_id -> GS2A_20210601T222531_031043_N02.12, s2:vegetation_percentage -> 1.324222, sat:relative_orbit -> 15, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 40.355742, s2:cloud_shadow_percentage -> 0.067289, s2:datastrip_id -> S2A_OPER_MSI_L2A_DS_ESRI_20210602T075231_S20210601T222534_N02.12, s2:mean_solar_azimuth -> 168.092158239064, eo:cloud_cover -> 60.874442, proj:epsg -> 32603, s2:granule_id -> S2A_OPER_MSI_L2A_TL_ESRI_20210602T075231_A031043_T03VVH_N02.12, s2:water_percentage -> 29.981858, s2:mean_solar_zenith -> 39.0703778858991, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 5.200958, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 4.790454, s2:unclassified_percentage -> 1.734823, platform -> Sentinel-2A, s2:reflectance_conversion_factor -> 0.973499605999698, instruments -> [\"msi\"], s2:dark_features_percentage -> 1.218559, s2:medium_proba_clouds_percentage -> 15.317743)sentinel-2-l2a2021-06-01[-166.85326,60.336300316820406,-164.81763,61.33432012718688]1.0.020231216-162257B04/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B04B04_S2A_MSIL2A_20210601T222531_R015_T03VVH_20210602T075230_20210601-222531.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B04/B04_S2A_MSIL2A_20210601T222531_R015_T03VVH_20210602T075230_20210601-222531.tif227611296true
S2A_MSIL2A_20210601T222531_R015_T04WDA_20210602T0759112021-06-01T22:25:31.024+0000List(585681806569766911, 585682906081394687, 585698848999997439)Map(name -> B04, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B04\",\"common_name\":\"red\",\"description\":\"Band 4 - Red\",\"center_wavelength\":0.665,\"full_width_half_max\":0.038}], roles -> [\"data\"], proj:bbox -> [399960.0,7490220.0,509760.0,7600020.0], gsd -> 10.0, title -> Band 4 - Red - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/04/W/DA/2021/06/01/S2A_MSIL2A_20210601T222531_N0212_R015_T04WDA_20210602T075911.SAFE/GRANULE/L2A_T04WDA_A031043_20210601T222534/IMG_DATA/R10m/T04WDA_20210601T222531_B04_10m.tif?st=2023-12-14T19%3A40%3A12Z&se=2023-12-15T20%3A25%3A12Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A35%3A29Z&ske=2023-12-22T19%3A35%3A29Z&sks=b&skv=2021-06-08&sig=eJEfiCFOmeUV2Z/3zB9tpxz7RuoR40JWkQrfJFUdpsQ%3D, proj:transform -> [10.0,0.0,399960.0,0.0,-10.0,7600020.0])Map(s2:mgrs_tile -> 04WDA, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 8.810014, s2:snow_ice_percentage -> 6.20169, sat:orbit_state -> descending, s2:product_uri -> S2A_MSIL2A_20210601T222531_N0212_R015_T04WDA_20210602T075911.SAFE, s2:generation_time -> 2021-06-02T07:59:11.496Z, datetime -> 2021-06-01T22:25:31.024000Z, s2:datatake_id -> GS2A_20210601T222531_031043_N02.12, s2:vegetation_percentage -> 2.744056, sat:relative_orbit -> 15, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 57.630384, s2:cloud_shadow_percentage -> 0.768775, s2:datastrip_id -> S2A_OPER_MSI_L2A_DS_ESRI_20210602T075912_S20210601T222534_N02.12, s2:mean_solar_azimuth -> 176.322285091869, eo:cloud_cover -> 66.267755, proj:epsg -> 32604, s2:granule_id -> S2A_OPER_MSI_L2A_TL_ESRI_20210602T075912_A031043_T04WDA_N02.12, s2:water_percentage -> 0.155901, s2:mean_solar_zenith -> 45.8742100115752, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 1.450553, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 14.078119, s2:unclassified_percentage -> 7.739717, platform -> Sentinel-2A, s2:reflectance_conversion_factor -> 0.973499605999698, instruments -> [\"msi\"], s2:dark_features_percentage -> 2.043992, s2:medium_proba_clouds_percentage -> 7.186817)sentinel-2-l2a2021-06-01[-161.38065,67.51083911140967,-158.76125,68.51246242346805]1.0.020231216-162257B04/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B04B04_S2A_MSIL2A_20210601T222531_R015_T04WDA_20210602T075911_20210601-222531.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B04/B04_S2A_MSIL2A_20210601T222531_R015_T04WDA_20210602T075911_20210601-222531.tif219218460true
S2B_MSIL2A_20210601T213529_R086_T06WXD_20210602T0450392021-06-01T21:35:29.024+0000List(585699948511625215, 585704896313950207)Map(name -> B04, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B04\",\"common_name\":\"red\",\"description\":\"Band 4 - Red\",\"center_wavelength\":0.665,\"full_width_half_max\":0.038}], roles -> [\"data\"], proj:bbox -> [600000.0,7790220.0,709800.0,7900020.0], gsd -> 10.0, title -> Band 4 - Red - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/06/W/XD/2021/06/01/S2B_MSIL2A_20210601T213529_N0212_R086_T06WXD_20210602T045039.SAFE/GRANULE/L2A_T06WXD_A022134_20210601T213530/IMG_DATA/R10m/T06WXD_20210601T213529_B04_10m.tif?st=2023-12-14T19%3A40%3A12Z&se=2023-12-15T20%3A25%3A12Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A37%3A22Z&ske=2023-12-22T19%3A37%3A22Z&sks=b&skv=2021-06-08&sig=ee5UgQFqySJgyNOu5Phr7b2NPQQFwatGusOpTO3e3NY%3D, proj:transform -> [10.0,0.0,600000.0,0.0,-10.0,7900020.0])Map(s2:mgrs_tile -> 06WXD, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 21.046168, s2:snow_ice_percentage -> 0.0, sat:orbit_state -> descending, s2:product_uri -> S2B_MSIL2A_20210601T213529_N0212_R086_T06WXD_20210602T045039.SAFE, s2:generation_time -> 2021-06-02T04:50:39.434Z, datetime -> 2021-06-01T21:35:29.024000Z, s2:datatake_id -> GS2B_20210601T213529_022134_N02.12, s2:vegetation_percentage -> 6.7E-5, sat:relative_orbit -> 86, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 87.969387, s2:cloud_shadow_percentage -> 0.0, s2:datastrip_id -> S2B_OPER_MSI_L2A_DS_ESRI_20210602T045040_S20210601T213530_N02.12, s2:mean_solar_azimuth -> 182.01026867805, eo:cloud_cover -> 97.238315, proj:epsg -> 32606, s2:granule_id -> S2B_OPER_MSI_L2A_TL_ESRI_20210602T045040_A022134_T06WXD_N02.12, s2:water_percentage -> 2.761544, s2:mean_solar_zenith -> 48.4999075307629, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 0.344803, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 6.7E-5, s2:unclassified_percentage -> 0.0, platform -> Sentinel-2B, s2:reflectance_conversion_factor -> 0.973510924427259, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.0, s2:medium_proba_clouds_percentage -> 8.924125)sentinel-2-l2a2021-06-01[-144.3543,70.1327293123605,-141.2979,71.15940899151997]1.0.020231216-162257B04/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B04B04_S2B_MSIL2A_20210601T213529_R086_T06WXD_20210602T045039_20210601-213529.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B04/B04_S2B_MSIL2A_20210601T213529_R086_T06WXD_20210602T045039_20210601-213529.tif134924021true
S2B_MSIL2A_20210601T231559_R087_T02VLN_20210602T0656062021-06-01T23:15:59.024+0000List(585688403639533567)Map(name -> B04, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B04\",\"common_name\":\"red\",\"description\":\"Band 4 - Red\",\"center_wavelength\":0.665,\"full_width_half_max\":0.038}], roles -> [\"data\"], proj:bbox -> [300000.0,6690240.0,409800.0,6800040.0], gsd -> 10.0, title -> Band 4 - Red - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/02/V/LN/2021/06/01/S2B_MSIL2A_20210601T231559_N0212_R087_T02VLN_20210602T065606.SAFE/GRANULE/L2A_T02VLN_A022135_20210601T231553/IMG_DATA/R10m/T02VLN_20210601T231559_B04_10m.tif?st=2023-12-14T19%3A40%3A12Z&se=2023-12-15T20%3A25%3A12Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A37%3A22Z&ske=2023-12-22T19%3A37%3A22Z&sks=b&skv=2021-06-08&sig=ee5UgQFqySJgyNOu5Phr7b2NPQQFwatGusOpTO3e3NY%3D, proj:transform -> [10.0,0.0,300000.0,0.0,-10.0,6800040.0])Map(s2:mgrs_tile -> 02VLN, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 57.762152, s2:snow_ice_percentage -> 0.0, sat:orbit_state -> descending, s2:product_uri -> S2B_MSIL2A_20210601T231559_N0212_R087_T02VLN_20210602T065606.SAFE, s2:generation_time -> 2021-06-02T06:56:06.770Z, datetime -> 2021-06-01T23:15:59.024000Z, s2:datatake_id -> GS2B_20210601T231559_022135_N02.12, s2:vegetation_percentage -> 0.0, sat:relative_orbit -> 87, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 99.987298, s2:cloud_shadow_percentage -> 0.0, s2:datastrip_id -> S2B_OPER_MSI_L2A_DS_ESRI_20210602T065607_S20210601T231553_N02.12, s2:mean_solar_azimuth -> 175.003612116611, eo:cloud_cover -> 99.997125, proj:epsg -> 32602, s2:granule_id -> S2B_OPER_MSI_L2A_TL_ESRI_20210602T065607_A022135_T02VLN_N02.12, s2:water_percentage -> 3.9E-5, s2:mean_solar_zenith -> 38.705304111599, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 0.007172, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 0.002836, s2:unclassified_percentage -> 0.0, platform -> Sentinel-2B, s2:reflectance_conversion_factor -> 0.973488199140697, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.0, s2:medium_proba_clouds_percentage -> 0.002655)sentinel-2-l2a2021-06-01[-174.7325,60.29934910487688,-173.40373,61.30964892422637]1.0.020231216-162257B04/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B04B04_S2B_MSIL2A_20210601T231559_R087_T02VLN_20210602T065606_20210601-231559.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B04/B04_S2B_MSIL2A_20210601T231559_R087_T02VLN_20210602T065606_20210601-231559.tif78064605true
S2B_MSIL2A_20210601T231559_R087_T02WMT_20210602T0711212021-06-01T23:15:59.024+0000List(585706545581391871)Map(name -> B04, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B04\",\"common_name\":\"red\",\"description\":\"Band 4 - Red\",\"center_wavelength\":0.665,\"full_width_half_max\":0.038}], roles -> [\"data\"], proj:bbox -> [399960.0,7190220.0,509760.0,7300020.0], gsd -> 10.0, title -> Band 4 - Red - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/02/W/MT/2021/06/01/S2B_MSIL2A_20210601T231559_N0212_R087_T02WMT_20210602T071121.SAFE/GRANULE/L2A_T02WMT_A022135_20210601T231553/IMG_DATA/R10m/T02WMT_20210601T231559_B04_10m.tif?st=2023-12-14T19%3A40%3A11Z&se=2023-12-15T20%3A25%3A11Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A38%3A55Z&ske=2023-12-22T19%3A38%3A55Z&sks=b&skv=2021-06-08&sig=dM5CyRJN%2BOdNCt9X4l3S9AYtxSsGpQtwBnEfW1non0o%3D, proj:transform -> [10.0,0.0,399960.0,0.0,-10.0,7300020.0])Map(s2:mgrs_tile -> 02WMT, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 1.89E-4, s2:snow_ice_percentage -> 31.640223, sat:orbit_state -> descending, s2:product_uri -> S2B_MSIL2A_20210601T231559_N0212_R087_T02WMT_20210602T071121.SAFE, s2:generation_time -> 2021-06-02T07:11:21.777Z, datetime -> 2021-06-01T23:15:59.024000Z, s2:datatake_id -> GS2B_20210601T231559_022135_N02.12, s2:vegetation_percentage -> 0.231718, sat:relative_orbit -> 87, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 24.438541, s2:cloud_shadow_percentage -> 0.847437, s2:datastrip_id -> S2B_OPER_MSI_L2A_DS_ESRI_20210602T071122_S20210601T231553_N02.12, s2:mean_solar_azimuth -> 177.313756660888, eo:cloud_cover -> 29.968911, proj:epsg -> 32602, s2:granule_id -> S2B_OPER_MSI_L2A_TL_ESRI_20210602T071122_A022135_T02WMT_N02.12, s2:water_percentage -> 24.83286, s2:mean_solar_zenith -> 43.163939704392, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 3.137474, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 8.558849, s2:unclassified_percentage -> 3.185363, platform -> Sentinel-2B, s2:reflectance_conversion_factor -> 0.973488199140697, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.734634, s2:medium_proba_clouds_percentage -> 2.392896)sentinel-2-l2a2021-06-01[-173.18791,64.8214388312971,-170.78645,65.8214035188828]1.0.020231216-162257B04/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B04B04_S2B_MSIL2A_20210601T231559_R087_T02WMT_20210602T071121_20210601-231559.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B04/B04_S2B_MSIL2A_20210601T231559_R087_T02WMT_20210602T071121_20210601-231559.tif242502964true
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item_idtimestamph3_setassetitem_propertiesitem_collectiondateitem_bboxstac_versionlast_updateband_nameout_dir_fuseout_filenameout_file_pathout_file_szis_out_file_valid
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S2B_MSIL2A_20210601T231559_R087_T02VLM_20210602T0748162021-06-01T23:15:59.024+0000List(585688403639533567)Map(name -> B08, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B08\",\"common_name\":\"nir\",\"description\":\"Band 8 - NIR\",\"center_wavelength\":0.842,\"full_width_half_max\":0.145}], roles -> [\"data\"], proj:bbox -> [300000.0,6590220.0,409800.0,6700020.0], gsd -> 10.0, title -> Band 8 - NIR - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/02/V/LM/2021/06/01/S2B_MSIL2A_20210601T231559_N0212_R087_T02VLM_20210602T074816.SAFE/GRANULE/L2A_T02VLM_A022135_20210601T231553/IMG_DATA/R10m/T02VLM_20210601T231559_B08_10m.tif?st=2023-12-14T19%3A40%3A12Z&se=2023-12-15T20%3A25%3A12Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A37%3A22Z&ske=2023-12-22T19%3A37%3A22Z&sks=b&skv=2021-06-08&sig=ee5UgQFqySJgyNOu5Phr7b2NPQQFwatGusOpTO3e3NY%3D, proj:transform -> [10.0,0.0,300000.0,0.0,-10.0,6700020.0])Map(s2:mgrs_tile -> 02VLM, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 93.990958, s2:snow_ice_percentage -> 14.037527, sat:orbit_state -> descending, s2:product_uri -> S2B_MSIL2A_20210601T231559_N0212_R087_T02VLM_20210602T074816.SAFE, s2:generation_time -> 2021-06-02T07:48:16.141Z, datetime -> 2021-06-01T23:15:59.024000Z, s2:datatake_id -> GS2B_20210601T231559_022135_N02.12, s2:vegetation_percentage -> 0.0, sat:relative_orbit -> 87, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 58.788294, s2:cloud_shadow_percentage -> 0.0, s2:datastrip_id -> S2B_OPER_MSI_L2A_DS_ESRI_20210602T074816_S20210601T231553_N02.12, s2:mean_solar_azimuth -> 175.099466356742, eo:cloud_cover -> 85.554663, proj:epsg -> 32602, s2:granule_id -> S2B_OPER_MSI_L2A_TL_ESRI_20210602T074816_A022135_T02VLM_N02.12, s2:water_percentage -> 0.403505, s2:mean_solar_zenith -> 37.8059796469988, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 0.730151, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 0.004307, s2:unclassified_percentage -> 0.0, platform -> Sentinel-2B, s2:reflectance_conversion_factor -> 0.973488199140697, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.0, s2:medium_proba_clouds_percentage -> 26.036218)sentinel-2-l2a2021-06-01[-174.62936,59.881969021296236,-174.16553,60.3961645617705]1.0.020231216-162348B08/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B08B08_S2B_MSIL2A_20210601T231559_R087_T02VLM_20210602T074816_20210601-231559.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B08/B08_S2B_MSIL2A_20210601T231559_R087_T02VLM_20210602T074816_20210601-231559.tif10880861true
S2B_MSIL2A_20210601T213529_R086_T04VFJ_20210602T0614332021-06-01T21:35:29.024+0000List(585695550465114111)Map(name -> B08, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B08\",\"common_name\":\"nir\",\"description\":\"Band 8 - NIR\",\"center_wavelength\":0.842,\"full_width_half_max\":0.145}], roles -> [\"data\"], proj:bbox -> [600000.0,6290220.0,709800.0,6400020.0], gsd -> 10.0, title -> Band 8 - NIR - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/04/V/FJ/2021/06/01/S2B_MSIL2A_20210601T213529_N0212_R086_T04VFJ_20210602T061433.SAFE/GRANULE/L2A_T04VFJ_A022134_20210601T213530/IMG_DATA/R10m/T04VFJ_20210601T213529_B08_10m.tif?st=2023-12-14T19%3A40%3A12Z&se=2023-12-15T20%3A25%3A12Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A27%3A54Z&ske=2023-12-22T19%3A27%3A54Z&sks=b&skv=2021-06-08&sig=RnrsEQlLVpJHHTwRh79Yq08OICkWE7x4lAXRzbkvovs%3D, proj:transform -> [10.0,0.0,600000.0,0.0,-10.0,6400020.0])Map(s2:mgrs_tile -> 04VFJ, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 47.017252, s2:snow_ice_percentage -> 0.524189, sat:orbit_state -> descending, s2:product_uri -> S2B_MSIL2A_20210601T213529_N0212_R086_T04VFJ_20210602T061433.SAFE, s2:generation_time -> 2021-06-02T06:14:33.473Z, datetime -> 2021-06-01T21:35:29.024000Z, s2:datatake_id -> GS2B_20210601T213529_022134_N02.12, s2:vegetation_percentage -> 0.441754, sat:relative_orbit -> 86, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 71.165824, s2:cloud_shadow_percentage -> 0.018448, s2:datastrip_id -> S2B_OPER_MSI_L2A_DS_ESRI_20210602T061434_S20210601T213530_N02.12, s2:mean_solar_azimuth -> 162.500328715184, eo:cloud_cover -> 87.875006, proj:epsg -> 32604, s2:granule_id -> S2B_OPER_MSI_L2A_TL_ESRI_20210602T061434_A022134_T04VFJ_N02.12, s2:water_percentage -> 10.374185, s2:mean_solar_zenith -> 35.9577893050509, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 2.470823, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 0.176523, s2:unclassified_percentage -> 0.573603, platform -> Sentinel-2B, s2:reflectance_conversion_factor -> 0.973510924427259, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.016294, s2:medium_proba_clouds_percentage -> 14.238359)sentinel-2-l2a2021-06-01[-156.74344,56.708800777329145,-155.47972,57.70878615899955]1.0.020231216-162348B08/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B08B08_S2B_MSIL2A_20210601T213529_R086_T04VFJ_20210602T061433_20210601-213529.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B08/B08_S2B_MSIL2A_20210601T213529_R086_T04VFJ_20210602T061433_20210601-213529.tif116033309true
S2A_MSIL2A_20210601T222531_R015_T02VNH_20210602T0729072021-06-01T22:25:31.024+0000List(586081479046463487)Map(name -> B08, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B08\",\"common_name\":\"nir\",\"description\":\"Band 8 - NIR\",\"center_wavelength\":0.842,\"full_width_half_max\":0.145}], roles -> [\"data\"], proj:bbox -> [499980.0,6190200.0,609780.0,6300000.0], gsd -> 10.0, title -> Band 8 - NIR - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/02/V/NH/2021/06/01/S2A_MSIL2A_20210601T222531_N0212_R015_T02VNH_20210602T072907.SAFE/GRANULE/L2A_T02VNH_A031043_20210601T222534/IMG_DATA/R10m/T02VNH_20210601T222531_B08_10m.tif?st=2023-12-14T19%3A40%3A21Z&se=2023-12-15T20%3A25%3A21Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A28%3A10Z&ske=2023-12-22T19%3A28%3A10Z&sks=b&skv=2021-06-08&sig=XcLHXYZ%2BPXCb6juzlqcurBQ8JxA3%2BRWVoayJSIePvtI%3D, proj:transform -> [10.0,0.0,499980.0,0.0,-10.0,6300000.0])Map(s2:mgrs_tile -> 02VNH, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 83.54851, s2:snow_ice_percentage -> 0.0, sat:orbit_state -> descending, s2:product_uri -> S2A_MSIL2A_20210601T222531_N0212_R015_T02VNH_20210602T072907.SAFE, s2:generation_time -> 2021-06-02T07:29:07.563Z, datetime -> 2021-06-01T22:25:31.024000Z, s2:datatake_id -> GS2A_20210601T222531_031043_N02.12, s2:vegetation_percentage -> 0.0, sat:relative_orbit -> 15, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 86.911416, s2:cloud_shadow_percentage -> 0.0, s2:datastrip_id -> S2A_OPER_MSI_L2A_DS_ESRI_20210602T072908_S20210601T222534_N02.12, s2:mean_solar_azimuth -> 160.513575242557, eo:cloud_cover -> 96.085972, proj:epsg -> 32602, s2:granule_id -> S2A_OPER_MSI_L2A_TL_ESRI_20210602T072908_A031043_T02VNH_N02.12, s2:water_percentage -> 3.913263, s2:mean_solar_zenith -> 35.3007420211474, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 0.461894, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 7.66E-4, s2:unclassified_percentage -> 0.0, platform -> Sentinel-2A, s2:reflectance_conversion_factor -> 0.973499605999698, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.0, s2:medium_proba_clouds_percentage -> 8.712662)sentinel-2-l2a2021-06-01[-169.76173,55.84483052669612,-169.2009,56.831325201546754]1.0.020231216-162348B08/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B08B08_S2A_MSIL2A_20210601T222531_R015_T02VNH_20210602T072907_20210601-222531.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B08/B08_S2A_MSIL2A_20210601T222531_R015_T02VNH_20210602T072907_20210601-222531.tif35633453true
S2B_MSIL2A_20210601T213529_R086_T06WXA_20210602T0415362021-06-01T21:35:29.024+0000List(585701597779066879, 585702697290694655, 585704896313950207)Map(name -> B08, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B08\",\"common_name\":\"nir\",\"description\":\"Band 8 - NIR\",\"center_wavelength\":0.842,\"full_width_half_max\":0.145}], roles -> [\"data\"], proj:bbox -> [600000.0,7490220.0,709800.0,7600020.0], gsd -> 10.0, title -> Band 8 - NIR - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/06/W/XA/2021/06/01/S2B_MSIL2A_20210601T213529_N0212_R086_T06WXA_20210602T041536.SAFE/GRANULE/L2A_T06WXA_A022134_20210601T213530/IMG_DATA/R10m/T06WXA_20210601T213529_B08_10m.tif?st=2023-12-14T19%3A40%3A11Z&se=2023-12-15T20%3A25%3A11Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A38%3A55Z&ske=2023-12-22T19%3A38%3A55Z&sks=b&skv=2021-06-08&sig=dM5CyRJN%2BOdNCt9X4l3S9AYtxSsGpQtwBnEfW1non0o%3D, proj:transform -> [10.0,0.0,600000.0,0.0,-10.0,7600020.0])Map(s2:mgrs_tile -> 06WXA, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 0.0, s2:snow_ice_percentage -> 0.208891, sat:orbit_state -> descending, s2:product_uri -> S2B_MSIL2A_20210601T213529_N0212_R086_T06WXA_20210602T041536.SAFE, s2:generation_time -> 2021-06-02T04:15:36.404Z, datetime -> 2021-06-01T21:35:29.024000Z, s2:datatake_id -> GS2B_20210601T213529_022134_N02.12, s2:vegetation_percentage -> 1.240391, sat:relative_orbit -> 86, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 64.638066, s2:cloud_shadow_percentage -> 0.248871, s2:datastrip_id -> S2B_OPER_MSI_L2A_DS_ESRI_20210602T041537_S20210601T213530_N02.12, s2:mean_solar_azimuth -> 181.692416844305, eo:cloud_cover -> 76.066379, proj:epsg -> 32606, s2:granule_id -> S2B_OPER_MSI_L2A_TL_ESRI_20210602T041537_A022134_T06WXA_N02.12, s2:water_percentage -> 0.051417, s2:mean_solar_zenith -> 45.8136366908405, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 1.628458, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 10.83596, s2:unclassified_percentage -> 10.267425, platform -> Sentinel-2B, s2:reflectance_conversion_factor -> 0.973510924427259, instruments -> [\"msi\"], s2:dark_features_percentage -> 1.080667, s2:medium_proba_clouds_percentage -> 9.799854)sentinel-2-l2a2021-06-01[-144.65683,67.45331220472977,-141.88043,68.494825215211]1.0.020231216-162348B08/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B08B08_S2B_MSIL2A_20210601T213529_R086_T06WXA_20210602T041536_20210601-213529.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B08/B08_S2B_MSIL2A_20210601T213529_R086_T06WXA_20210602T041536_20210601-213529.tif214385524true
S2B_MSIL2A_20210601T231559_R087_T02WND_20210602T0650002021-06-01T23:15:59.024+0000List(585708744604647423)Map(name -> B08, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B08\",\"common_name\":\"nir\",\"description\":\"Band 8 - NIR\",\"center_wavelength\":0.842,\"full_width_half_max\":0.145}], roles -> [\"data\"], proj:bbox -> [499980.0,7790220.0,609780.0,7900020.0], gsd -> 10.0, title -> Band 8 - NIR - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/02/W/ND/2021/06/01/S2B_MSIL2A_20210601T231559_N0212_R087_T02WND_20210602T065000.SAFE/GRANULE/L2A_T02WND_A022135_20210601T231553/IMG_DATA/R10m/T02WND_20210601T231559_B08_10m.tif?st=2023-12-14T19%3A40%3A12Z&se=2023-12-15T20%3A25%3A12Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A37%3A22Z&ske=2023-12-22T19%3A37%3A22Z&sks=b&skv=2021-06-08&sig=ee5UgQFqySJgyNOu5Phr7b2NPQQFwatGusOpTO3e3NY%3D, proj:transform -> [10.0,0.0,499980.0,0.0,-10.0,7900020.0])Map(s2:mgrs_tile -> 02WND, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 12.27839, s2:snow_ice_percentage -> 0.0, sat:orbit_state -> descending, s2:product_uri -> S2B_MSIL2A_20210601T231559_N0212_R087_T02WND_20210602T065000.SAFE, s2:generation_time -> 2021-06-02T06:50:00.500Z, datetime -> 2021-06-01T23:15:59.024000Z, s2:datatake_id -> GS2B_20210601T231559_022135_N02.12, s2:vegetation_percentage -> 0.0, sat:relative_orbit -> 87, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 86.891091, s2:cloud_shadow_percentage -> 0.0, s2:datastrip_id -> S2B_OPER_MSI_L2A_DS_ESRI_20210602T065000_S20210601T231553_N02.12, s2:mean_solar_azimuth -> 180.126809250132, eo:cloud_cover -> 92.026385, proj:epsg -> 32602, s2:granule_id -> S2B_OPER_MSI_L2A_TL_ESRI_20210602T065000_A022135_T02WND_N02.12, s2:water_percentage -> 7.973617, s2:mean_solar_zenith -> 48.5233751451803, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 1.687437, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 0.0, s2:unclassified_percentage -> 0.0, platform -> Sentinel-2B, s2:reflectance_conversion_factor -> 0.973488199140697, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.0, s2:medium_proba_clouds_percentage -> 3.447857)sentinel-2-l2a2021-06-01[-171.00053,70.19484288998889,-167.95015,71.19481410381165]1.0.020231216-162348B08/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B08B08_S2B_MSIL2A_20210601T231559_R087_T02WND_20210602T065000_20210601-231559.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B08/B08_S2B_MSIL2A_20210601T231559_R087_T02WND_20210602T065000_20210601-231559.tif149909424true
S2A_MSIL2A_20210601T222531_R015_T03VXE_20210602T0714472021-06-01T22:25:31.024+0000List(585696100220927999)Map(name -> B08, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B08\",\"common_name\":\"nir\",\"description\":\"Band 8 - NIR\",\"center_wavelength\":0.842,\"full_width_half_max\":0.145}], roles -> [\"data\"], proj:bbox -> [600000.0,6390240.0,709800.0,6500040.0], gsd -> 10.0, title -> Band 8 - NIR - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/03/V/XE/2021/06/01/S2A_MSIL2A_20210601T222531_N0212_R015_T03VXE_20210602T071447.SAFE/GRANULE/L2A_T03VXE_A031043_20210601T222534/IMG_DATA/R10m/T03VXE_20210601T222531_B08_10m.tif?st=2023-12-14T19%3A40%3A22Z&se=2023-12-15T20%3A25%3A22Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A39%3A11Z&ske=2023-12-22T19%3A39%3A11Z&sks=b&skv=2021-06-08&sig=fY39cganFmErIRF3yV1tN8r2QD4KsYTjGQD6CoeGTt4%3D, proj:transform -> [10.0,0.0,600000.0,0.0,-10.0,6500040.0])Map(s2:mgrs_tile -> 03VXE, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 95.109969, s2:snow_ice_percentage -> 0.0, sat:orbit_state -> descending, s2:product_uri -> S2A_MSIL2A_20210601T222531_N0212_R015_T03VXE_20210602T071447.SAFE, s2:generation_time -> 2021-06-02T07:14:47.883Z, datetime -> 2021-06-01T22:25:31.024000Z, s2:datatake_id -> GS2A_20210601T222531_031043_N02.12, s2:vegetation_percentage -> 0.0, sat:relative_orbit -> 15, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 0.046205, s2:cloud_shadow_percentage -> 0.0, s2:datastrip_id -> S2A_OPER_MSI_L2A_DS_ESRI_20210602T071448_S20210601T222534_N02.12, s2:mean_solar_azimuth -> 172.962888166883, eo:cloud_cover -> 79.845592, proj:epsg -> 32603, s2:granule_id -> S2A_OPER_MSI_L2A_TL_ESRI_20210602T071448_A031043_T03VXE_N02.12, s2:water_percentage -> 20.154275, s2:mean_solar_zenith -> 36.0883457764471, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 75.084424, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 1.36E-4, s2:unclassified_percentage -> 0.0, platform -> Sentinel-2A, s2:reflectance_conversion_factor -> 0.973499605999698, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.0, s2:medium_proba_clouds_percentage -> 4.714963)sentinel-2-l2a2021-06-01[-163.30267,58.10668008794662,-162.9318,58.62913013340978]1.0.020231216-162348B08/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B08B08_S2A_MSIL2A_20210601T222531_R015_T03VXE_20210602T071447_20210601-222531.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B08/B08_S2A_MSIL2A_20210601T222531_R015_T03VXE_20210602T071447_20210601-222531.tif11534903true
S2B_MSIL2A_20210601T231559_R087_T01WFR_20210602T0640522021-06-01T23:15:59.024+0000List(585708744604647423)Map(name -> B08, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B08\",\"common_name\":\"nir\",\"description\":\"Band 8 - NIR\",\"center_wavelength\":0.842,\"full_width_half_max\":0.145}], roles -> [\"data\"], proj:bbox -> [600000.0,7490220.0,709800.0,7600020.0], gsd -> 10.0, title -> Band 8 - NIR - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/01/W/FR/2021/06/01/S2B_MSIL2A_20210601T231559_N0212_R087_T01WFR_20210602T064052.SAFE/GRANULE/L2A_T01WFR_A022135_20210601T231553/IMG_DATA/R10m/T01WFR_20210601T231559_B08_10m.tif?st=2023-12-14T19%3A40%3A12Z&se=2023-12-15T20%3A25%3A12Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A37%3A22Z&ske=2023-12-22T19%3A37%3A22Z&sks=b&skv=2021-06-08&sig=ee5UgQFqySJgyNOu5Phr7b2NPQQFwatGusOpTO3e3NY%3D, proj:transform -> [10.0,0.0,600000.0,0.0,-10.0,7600020.0])Map(s2:mgrs_tile -> 01WFR, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 28.631043, s2:snow_ice_percentage -> 0.0, sat:orbit_state -> descending, s2:product_uri -> S2B_MSIL2A_20210601T231559_N0212_R087_T01WFR_20210602T064052.SAFE, s2:generation_time -> 2021-06-02T06:40:52.931Z, datetime -> 2021-06-01T23:15:59.024000Z, s2:datatake_id -> GS2B_20210601T231559_022135_N02.12, s2:vegetation_percentage -> 0.0, sat:relative_orbit -> 87, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 99.988025, s2:cloud_shadow_percentage -> 0.0, s2:datastrip_id -> S2B_OPER_MSI_L2A_DS_ESRI_20210602T064053_S20210601T231553_N02.12, s2:mean_solar_azimuth -> 175.517265322782, eo:cloud_cover -> 99.998853, proj:epsg -> 32601, s2:granule_id -> S2B_OPER_MSI_L2A_TL_ESRI_20210602T064053_A022135_T01WFR_N02.12, s2:water_percentage -> 0.001144, s2:mean_solar_zenith -> 45.848151888954, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 2.0E-4, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 0.0, s2:unclassified_percentage -> 0.0, platform -> Sentinel-2B, s2:reflectance_conversion_factor -> 0.973488199140697, instruments -> [\"msi\"], s2:dark_features_percentage -> 0.0, s2:medium_proba_clouds_percentage -> 0.010627)sentinel-2-l2a2021-06-01[-174.34673,67.45331220472977,-171.88043,68.46766765572757]1.0.020231216-162348B08/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B08B08_S2B_MSIL2A_20210601T231559_R087_T01WFR_20210602T064052_20210601-231559.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B08/B08_S2B_MSIL2A_20210601T231559_R087_T01WFR_20210602T064052_20210601-231559.tif121678568true
S2A_MSIL2A_20210601T204021_R014_T07VEF_20210602T0713292021-06-01T20:40:21.024+0000List(585686754372091903, 585812648453472255)Map(name -> B08, proj:shape -> [10980,10980], eo:bands -> [{\"name\":\"B08\",\"common_name\":\"nir\",\"description\":\"Band 8 - NIR\",\"center_wavelength\":0.842,\"full_width_half_max\":0.145}], roles -> [\"data\"], proj:bbox -> [499980.0,6490200.0,609780.0,6600000.0], gsd -> 10.0, title -> Band 8 - NIR - 10m, type -> image/tiff; application=geotiff; profile=cloud-optimized, href -> https://sentinel2l2a01.blob.core.windows.net/sentinel2-l2/07/V/EF/2021/06/01/S2A_MSIL2A_20210601T204021_N0212_R014_T07VEF_20210602T071329.SAFE/GRANULE/L2A_T07VEF_A031042_20210601T204059/IMG_DATA/R10m/T07VEF_20210601T204021_B08_10m.tif?st=2023-12-14T19%3A40%3A12Z&se=2023-12-15T20%3A25%3A12Z&sp=rl&sv=2021-06-08&sr=c&skoid=c85c15d6-d1ae-42d4-af60-e2ca0f81359b&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2023-12-15T19%3A35%3A29Z&ske=2023-12-22T19%3A35%3A29Z&sks=b&skv=2021-06-08&sig=eJEfiCFOmeUV2Z/3zB9tpxz7RuoR40JWkQrfJFUdpsQ%3D, proj:transform -> [10.0,0.0,499980.0,0.0,-10.0,6600000.0])Map(s2:mgrs_tile -> 07VEF, s2:datatake_type -> INS-NOBS, s2:nodata_pixel_percentage -> 1.866331, s2:snow_ice_percentage -> 0.0, sat:orbit_state -> ascending, s2:product_uri -> S2A_MSIL2A_20210601T204021_N0212_R014_T07VEF_20210602T071329.SAFE, s2:generation_time -> 2021-06-02T07:13:29.315Z, datetime -> 2021-06-01T20:40:21.024000Z, s2:datatake_id -> GS2A_20210601T204021_031042_N02.12, s2:vegetation_percentage -> 0.001106, sat:relative_orbit -> 14, s2:product_type -> S2MSI2A, s2:degraded_msi_data_percentage -> 0.0, s2:high_proba_clouds_percentage -> 97.193187, s2:cloud_shadow_percentage -> 0.0, s2:datastrip_id -> S2A_OPER_MSI_L2A_DS_ESRI_20210602T071330_S20210601T204059_N02.12, s2:mean_solar_azimuth -> 168.72018054137, eo:cloud_cover -> 99.291249, proj:epsg -> 32607, s2:granule_id -> S2A_OPER_MSI_L2A_TL_ESRI_20210602T071330_A031042_T07VEF_N02.12, s2:water_percentage -> 0.695943, s2:mean_solar_zenith -> 37.2455305944951, constellation -> Sentinel 2, s2:saturated_defective_pixel_percentage -> 0.0, s2:thin_cirrus_percentage -> 0.148393, s2:processing_baseline -> 02.12, s2:not_vegetated_percentage -> 0.003567, s2:unclassified_percentage -> 0.007962, platform -> Sentinel-2A, s2:reflectance_conversion_factor -> 0.973523407531653, instruments -> [\"msi\"], s2:dark_features_percentage -> 1.76E-4, s2:medium_proba_clouds_percentage -> 1.949669)sentinel-2-l2a2021-06-01[-141.00035,58.53843884615826,-139.05946,59.538349128457064]1.0.020231216-162348B08/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B08B08_S2A_MSIL2A_20210601T204021_R014_T07VEF_20210602T071329_20210601-204021.tif/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B08/B08_S2A_MSIL2A_20210601T204021_R014_T07VEF_20210602T071329_20210601-204021.tif202838652true
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"displayType": "table", - "pivotAggregation": null, - "pivotColumns": null, - "xColumns": null, - "yColumns": null - }, - "removedWidgets": [], - "schema": [ - { - "metadata": "{}", - "name": "kring", - "type": "\"long\"" - }, - { - "metadata": "{}", - "name": "date", - "type": "\"date\"" - }, - { - "metadata": "{}", - "name": "tile", - "type": "{\"type\":\"struct\",\"fields\":[{\"name\":\"index_id\",\"type\":\"long\",\"nullable\":true,\"metadata\":{}},{\"name\":\"raster\",\"type\":\"binary\",\"nullable\":true,\"metadata\":{}},{\"name\":\"parentPath\",\"type\":\"string\",\"nullable\":true,\"metadata\":{}},{\"name\":\"driver\",\"type\":\"string\",\"nullable\":true,\"metadata\":{}}]}" - } - ], - "type": "table" - } - }, - "output_type": "display_data" - } - ], - "source": [ - "kring_df = (\n", - " h3_df\n", - " .filter(dbf.h3_toparent(\"index_id\", 5) == kring_cellid)\n", - " .withColumn(\"kring\", mos.grid_cellkringexplode(\"index_id\", F.lit(3)))\n", - " .groupBy(\"kring\", \"date\")\n", - " .agg(mos.rst_merge_agg(\"tile\").alias(\"tile\"))\n", - ")\n", - "print(f\"count? {kring_df.count():,}\")\n", - "kring_df.display()" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "application/vnd.databricks.v1+cell": { - "cellMetadata": {}, - "inputWidgets": {}, - "nuid": "185759a2-9f6d-49b3-946e-85ddd63de81c", - "showTitle": false, - "title": "" - } - }, - "source": [ - "_Here is a plot of 3 k-rings around our selected center cellid._\n", - "\n", - "> Hint: zoom out to see all." - ] - }, - { - "cell_type": "code", - "execution_count": 0, - "metadata": { - "application/vnd.databricks.v1+cell": { - "cellMetadata": { - "byteLimit": 2048000, - "rowLimit": 10000 - }, - "inputWidgets": {}, - "nuid": "efb6fcb5-4bc4-4eeb-bf0e-a546b08a53e7", - "showTitle": false, - "title": "" - } - }, - "outputs": [], - "source": [ - "to_plot = (\n", - " kring_df\n", - " .select(\"kring\")\n", - ")" - ] - }, - { - "cell_type": "code", - "execution_count": 0, - "metadata": { - "application/vnd.databricks.v1+cell": { - "cellMetadata": { - "byteLimit": 2048000, - "rowLimit": 10000 - }, - "inputWidgets": {}, - "nuid": "8763a48e-ad77-4466-a4a9-b3106fa94eb4", - "showTitle": false, - "title": "" - }, - "jupyter": { - "source_hidden": true - } - }, - "outputs": [ - { - "output_type": "display_data", - "data": { - "text/html": [ - "" - ] - }, - "metadata": { - "application/vnd.databricks.v1+output": { - "addedWidgets": {}, - "arguments": {}, - "data": "", - "datasetInfos": [], - "metadata": {}, - "removedWidgets": [], - "textData": null, - "type": "htmlSandbox" - } - }, - "output_type": "display_data" - } - ], - "source": [ - "displayHTML(\"\"\"\"\"\")" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "application/vnd.databricks.v1+cell": { - "cellMetadata": {}, - "inputWidgets": {}, - "nuid": "21e39e86-d5fd-47dd-9536-38908ca2e72f", - "showTitle": false, - "title": "" - } - }, - "source": [ - "_Uncomment the following within databricks for actual results._" - ] - }, - { - "cell_type": "code", - "execution_count": 0, - "metadata": { - "application/vnd.databricks.v1+cell": { - "cellMetadata": { - "byteLimit": 2048000, - "rowLimit": 10000 - }, - "inputWidgets": {}, - "nuid": "0df7e319-bc06-4b3e-ab19-32e71bd32b44", - "showTitle": false, - "title": "" - } - }, - "outputs": [], - "source": [ - "# %%mosaic_kepler\n", - "# to_plot kring h3" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "application/vnd.databricks.v1+cell": { - "cellMetadata": {}, - "inputWidgets": {}, - "nuid": "5ee55d00-75d4-4021-9d7e-7379b591097e", - "showTitle": false, - "title": "" - } - }, - "source": [ - "_Here is one of the rasters included in the kring data._" - ] - }, - { - "cell_type": "code", - "execution_count": 0, - "metadata": { - "application/vnd.databricks.v1+cell": { - "cellMetadata": { - "byteLimit": 2048000, - "rowLimit": 10000 - }, - "inputWidgets": {}, - "nuid": "d917eab6-9132-4a69-96a8-da79dbedee0c", - "showTitle": false, - "title": "" - } - }, - "outputs": [ - { - "output_type": "display_data", - "data": { - "image/png": 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\n" 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- "datasetInfos": [], - "metadata": {}, - "removedWidgets": [], - "type": "image" - } - }, - "output_type": "display_data" - } - ], - "source": [ - "library.plot_raster(kring_df.select(\"tile.raster\").first()[0])" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "application/vnd.databricks.v1+cell": { - "cellMetadata": {}, - "inputWidgets": {}, - "nuid": "91c9aa18-5aed-443e-a895-923d401b4253", - "showTitle": false, - "title": "" - } - }, - "source": [ - "## Raster to Timeseries projection\n", - "\n", - "> __With the power of expression that rasterio provides + the power of distribution that mosaic provides__, we can easily convert rasters to numerical values with arbitrary mathematical complexity. Since all of our imagery is timestamped, our raster to number projection in effect is creating time series bound to H3 cells." - ] - }, - { - "cell_type": "code", - "execution_count": 0, - "metadata": { - "application/vnd.databricks.v1+cell": { - "cellMetadata": { - "byteLimit": 2048000, - "rowLimit": 10000 - }, - "inputWidgets": {}, - "nuid": "93266ab6-f173-4077-9ee2-56411f0bc87a", - "showTitle": false, - "title": "" - } - }, - "outputs": [], - "source": [ - "def rio_mean_band(dataset):\n", - " try:\n", - " return dataset.statistics(bidx = 1).mean\n", - " except:\n", - " return 0.0\n", - "\n", - "measure_df = kring_df.withColumn(\n", - " \"rio_mean\", library.rasterio_lambda(\"tile.raster\", lambda dataset: rio_mean_band(dataset) )\n", - ")" - ] - }, - { - "cell_type": "code", - "execution_count": 0, - "metadata": { - "application/vnd.databricks.v1+cell": { - "cellMetadata": { - "byteLimit": 2048000, - "rowLimit": 10000 - }, - "inputWidgets": {}, - "nuid": "c79ad177-22fd-44c7-8e47-5a5447251b67", - "showTitle": false, - "title": "" - } - }, - "outputs": [ - { - "output_type": "display_data", - "data": { - "text/html": [ - "
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"metadata": "{}", + "name": "kring", + "type": "\"long\"" + }, + { + "metadata": "{}", + "name": "date", + "type": "\"date\"" + }, + { + "metadata": "{}", + "name": "tile", + "type": "{\"type\":\"struct\",\"fields\":[{\"name\":\"index_id\",\"type\":\"long\",\"nullable\":true,\"metadata\":{}},{\"name\":\"raster\",\"type\":\"binary\",\"nullable\":true,\"metadata\":{}},{\"name\":\"parentPath\",\"type\":\"string\",\"nullable\":true,\"metadata\":{}},{\"name\":\"driver\",\"type\":\"string\",\"nullable\":true,\"metadata\":{}}]}" + } + ], + "type": "table" + } + }, + "output_type": "display_data" + } + ], + "source": [ + "kring_df = (\n", + " h3_df\n", + " .filter(dbf.h3_toparent(\"index_id\", 5) == kring_cellid)\n", + " .withColumn(\"kring\", mos.grid_cellkringexplode(\"index_id\", F.lit(3)))\n", + " .groupBy(\"kring\", \"date\")\n", + " .agg(mos.rst_merge_agg(\"tile\").alias(\"tile\"))\n", + ")\n", + "print(f\"count? {kring_df.count():,}\")\n", + "kring_df.limit(10).display()" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "185759a2-9f6d-49b3-946e-85ddd63de81c", + "showTitle": false, + "title": "" + } + }, + "source": [ + "_Here is a plot of k-rings around our selected center cellid._\n", + "\n", + "> Hint: zoom out to see all." + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "efb6fcb5-4bc4-4eeb-bf0e-a546b08a53e7", + "showTitle": false, + "title": "" + } + }, + "outputs": [], + "source": [ + "to_plot = (\n", + " kring_df\n", + " .select(\"kring\")\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "8763a48e-ad77-4466-a4a9-b3106fa94eb4", + "showTitle": false, + "title": "" + }, + "jupyter": { + "source_hidden": true + } + }, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/html": [ + "" + ] + }, + "metadata": { + "application/vnd.databricks.v1+output": { + "addedWidgets": {}, + "arguments": {}, + "data": "", + "datasetInfos": [], + "metadata": {}, + "removedWidgets": [], + "textData": null, + "type": "htmlSandbox" + } + }, + "output_type": "display_data" + } + ], + "source": [ + "displayHTML(\"\"\"\"\"\")" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "21e39e86-d5fd-47dd-9536-38908ca2e72f", + "showTitle": false, + "title": "" + } + }, + "source": [ + "_Uncomment the following within databricks for actual results._" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "0df7e319-bc06-4b3e-ab19-32e71bd32b44", + "showTitle": false, + "title": "" + } + }, + "outputs": [], + "source": [ + "# %%mosaic_kepler\n", + "# to_plot kring h3" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "5ee55d00-75d4-4021-9d7e-7379b591097e", + "showTitle": false, + "title": "" + } + }, + "source": [ + "_Here is one of the rasters included in the kring data._" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "d917eab6-9132-4a69-96a8-da79dbedee0c", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "display_data", + "data": { + "image/png": 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\n" 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\n", + "datasetInfos": [], "metadata": {}, - "overflow": false, - "plotOptions": { - "customPlotOptions": {}, - "displayType": "table", - "pivotAggregation": null, - "pivotColumns": null, - "xColumns": null, - "yColumns": null - }, "removedWidgets": [], - "schema": [ - { - "metadata": "{}", - "name": "kring", - "type": "\"long\"" - }, - { - "metadata": "{}", - "name": "date", - "type": "\"date\"" - }, - { - "metadata": "{}", - "name": "tile", - "type": "{\"type\":\"struct\",\"fields\":[{\"name\":\"index_id\",\"type\":\"long\",\"nullable\":true,\"metadata\":{}},{\"name\":\"raster\",\"type\":\"binary\",\"nullable\":true,\"metadata\":{}},{\"name\":\"parentPath\",\"type\":\"string\",\"nullable\":true,\"metadata\":{}},{\"name\":\"driver\",\"type\":\"string\",\"nullable\":true,\"metadata\":{}}]}" - }, - { - "metadata": "{}", - "name": "rio_mean", - "type": "\"double\"" - } - ], - "type": "table" + "type": "image" } }, "output_type": "display_data" } ], "source": [ - "measure_df.where(\"rio_mean > 0\").display()" + "library.plot_raster(kring_df.select(\"tile.raster\").first()[0])" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "91c9aa18-5aed-443e-a895-923d401b4253", + "showTitle": false, + "title": "" + } + }, + "source": [ + "## Raster to Timeseries projection\n", + "\n", + "> __With the power of expression that rasterio provides + the power of distribution that mosaic provides__, we can easily convert rasters to numerical values with arbitrary mathematical complexity. Since all of our imagery is timestamped, our raster to number projection in effect is creating time series bound to H3 cells." ] }, { @@ -12093,7 +5675,35 @@ "rowLimit": 10000 }, "inputWidgets": {}, - "nuid": "1d4dc40e-aaa9-4492-9573-ad0c7c83fe47", + "nuid": "93266ab6-f173-4077-9ee2-56411f0bc87a", + "showTitle": false, + "title": "" + } + }, + "outputs": [], + "source": [ + "def rio_mean_band(dataset):\n", + " try:\n", + " return dataset.statistics(bidx = 1).mean\n", + " except:\n", + " return 0.0\n", + "\n", + "measure_df = kring_df.withColumn(\n", + " \"rio_mean\", library.rasterio_lambda(\"tile.raster\", lambda dataset: rio_mean_band(dataset) )\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "c79ad177-22fd-44c7-8e47-5a5447251b67", "showTitle": false, "title": "" } @@ -12118,7 +5728,7 @@ " th {\n", " text-align: left;\n", " }\n", - "
index_iddatemeasureraster
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6085987625242460152021-06-01202.39179057438326SUkqAAgAAAASAAABAwABAAAAswMAAAEBAwABAAAACwMAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBACGAQAA/gYAABUBAwABAAAAAgAAABYBAwABAAAAAgAAABcBBACGAQAA5gAAABwBAwABAAAAAQA= (truncated)
6085987783283834872021-06-01212.7801537310474SUkqAAgAAAASAAABAwABAAAA1wUAAAEBAwABAAAAFgQAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAAWBAAAEgkAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwAWBAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987586319319032021-06-01203.26636135603528SUkqAAgAAAASAAABAwABAAAA9AMAAAEBAwABAAAAqAMAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBADUAQAANggAABUBAwABAAAAAgAAABYBAwABAAAAAgAAABcBBADUAQAA5gAAABwBAwABAAAAAQA= (truncated)
6086008120457297912021-06-01194.10689312397267SUkqAAgAAAASAAABAwABAAAATgUAAAEBAwABAAAAWwIAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABbAgAAnAUAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwBbAgAA5gAAABwBAwABAAAAAQA= (truncated)
6085987625410232312021-06-01187.63938809502937SUkqAAgAAAASAAABAwABAAAAnwIAAAEBAwABAAAAygIAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBADuAAAAngQAABUBAwABAAAAAgAAABYBAwABAAAAAwAAABcBBADuAAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987787478138872021-06-01209.5839793982109SUkqAAgAAAASAAABAwABAAAAqQYAAAEBAwABAAAAuAMAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAC4AwAAxg8AABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBBAC4AwAA5gAAABwBAwABAAAAAQA= (truncated)
6085987788652543992021-06-01207.4901591634311SUkqAAgAAAASAAABAwABAAAAlQUAAAEBAwABAAAAZwQAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABnBAAAtAkAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwBnBAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987791001354232021-06-01232.3494363716466SUkqAAgAAAASAAABAwABAAAAwQQAAAEBAwABAAAAZwMAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABnAwAAtAcAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwBnAwAA5gAAABwBAwABAAAAAQA= (truncated)
6085987789491404792021-06-01194.21293432367898SUkqAAgAAAASAAABAwABAAAAxwQAAAEBAwABAAAAuQMAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAC5AwAAWAgAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwC5AwAA5gAAABwBAwABAAAAAQA= (truncated)
6085987747380592632021-06-01203.60086928104576SUkqAAgAAAASAAABAwABAAAAWAIAAAEBAwABAAAA/wAAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABVAAAAOgIAABUBAwABAAAAAgAAABYBAwABAAAAAwAAABcBBABVAAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987629436764152021-06-01264.83430859254696SUkqAAgAAAASAAABAwABAAAAQwEAAAEBAwABAAAAvwAAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAAgAAAAZgEAABUBAwABAAAAAgAAABYBAwABAAAABgAAABcBBAAgAAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987624068055032021-06-01182.88778282370305SUkqAAgAAAASAAABAwABAAAADgUAAAEBAwABAAAASgMAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABKAwAAegcAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwBKAwAA5gAAABwBAwABAAAAAQA= (truncated)
6085987782444974072021-06-01226.3099663422123SUkqAAgAAAASAAABAwABAAAAvwcAAAEBAwABAAAAlQQAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBACVBAAAOhMAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBBACVBAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987790665809912021-06-01221.8666547653998SUkqAAgAAAASAAABAwABAAAATQUAAAEBAwABAAAAZwMAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABnAwAAtAcAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwBnAwAA5gAAABwBAwABAAAAAQA= (truncated)
6085987772546416632021-06-01219.33875935999575SUkqAAgAAAASAAABAwABAAAAJQMAAAEBAwABAAAApgMAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBADTAQAAjAQAABUBAwABAAAAAgAAABYBAwABAAAAAgAAABcBAwDTAQAA5gAAABwBAwABAAAAAQA= (truncated)
6085987775398543352021-06-01224.54849593921014SUkqAAgAAAASAAABAwABAAAAiQEAAAEBAwABAAAAbQEAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABJAAAACgIAABUBAwABAAAAAgAAABYBAwABAAAABQAAABcBBABJAAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987744696238072021-06-01176.58066249755717SUkqAAgAAAASAAABAwABAAAACgUAAAEBAwABAAAA3AEAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBADcAQAAngQAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwDcAQAA5gAAABwBAwABAAAAAQA= (truncated)
6085987747212820472021-06-01211.62308286103155SUkqAAgAAAASAAABAwABAAAAJwMAAAEBAwABAAAAbgEAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAC3AAAAVAIAABUBAwABAAAAAgAAABYBAwABAAAAAgAAABcBAwC3AAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987778418442232021-06-01208.84821158901505SUkqAAgAAAASAAABAwABAAAArQMAAAEBAwABAAAA+AIAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAB8AQAA1gYAABUBAwABAAAAAgAAABYBAwABAAAAAgAAABcBBAB8AQAA5gAAABwBAwABAAAAAQA= (truncated)
6085987785297100792021-06-01246.30981917300994SUkqAAgAAAASAAABAwABAAAATwUAAAEBAwABAAAAJgQAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAAmBAAAMgkAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwAmBAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987735636541432021-06-01189.12965943055335SUkqAAgAAAASAAABAwABAAAADQUAAAEBAwABAAAASgMAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABKAwAAegcAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwBKAwAA5gAAABwBAwABAAAAAQA= (truncated)
6085987745031782392021-06-01203.1738478475757SUkqAAgAAAASAAABAwABAAAAHgYAAAEBAwABAAAA+QIAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAD5AgAA2AYAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwD5AgAA5gAAABwBAwABAAAAAQA= (truncated)
6085987782948290552021-06-01248.3569009022025SUkqAAgAAAASAAABAwABAAAAMQcAAAEBAwABAAAAlQQAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBACVBAAAOhMAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBBACVBAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987778921758712021-06-01210.21950191281587SUkqAAgAAAASAAABAwABAAAAEAIAAAEBAwABAAAALQEAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABlAAAAsAEAABUBAwABAAAAAgAAABYBAwABAAAAAwAAABcBAwBlAAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987784961556472021-06-01206.45077222152005SUkqAAgAAAASAAABAwABAAAAxwQAAAEBAwABAAAAtwMAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAC3AwAAVAgAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwC3AwAA5gAAABwBAwABAAAAAQA= (truncated)
6085987789994721272021-06-01228.99157074870456SUkqAAgAAAASAAABAwABAAAA1gUAAAEBAwABAAAAFQQAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAAVBAAAEAkAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwAVBAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987586990407672021-06-01219.16599517338207SUkqAAgAAAASAAABAwABAAAAOwQAAAEBAwABAAAA5wMAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBADnAwAAtAgAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwDnAwAA5gAAABwBAwABAAAAAQA= (truncated)
6085987781941657592021-06-01235.3749538082027SUkqAAgAAAASAAABAwABAAAAvgcAAAEBAwABAAAA1QQAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBADVBAAAOhQAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBBADVBAAA5gAAABwBAwABAAAAAQA= (truncated)
6086008119115120632021-06-01203.80939796637472SUkqAAgAAAASAAABAwABAAAAEAIAAAEBAwABAAAALQEAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABlAAAAsAEAABUBAwABAAAAAgAAABYBAwABAAAAAwAAABcBAwBlAAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987745367326712021-06-01195.51222418705177SUkqAAgAAAASAAABAwABAAAAHgYAAAEBAwABAAAAigIAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBACKAgAA+gUAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwCKAgAA5gAAABwBAwABAAAAAQA= (truncated)
6085987585983774712021-06-01197.16467969926407SUkqAAgAAAASAAABAwABAAAAJgMAAAEBAwABAAAAqAMAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBADUAQAAjgQAABUBAwABAAAAAgAAABYBAwABAAAAAgAAABcBAwDUAQAA5gAAABwBAwABAAAAAQA= (truncated)
6086008120625070072021-06-01213.13643654456774SUkqAAgAAAASAAABAwABAAAAVwIAAAEBAwABAAAA/wAAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABVAAAAOgIAABUBAwABAAAAAgAAABYBAwABAAAAAwAAABcBBABVAAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987773553049592021-06-01192.7998196888178SUkqAAgAAAASAAABAwABAAAAEQIAAAEBAwABAAAAigIAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBADZAAAAmAIAABUBAwABAAAAAgAAABYBAwABAAAAAwAAABcBAwDZAAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987787813683192021-06-01215.26453101095623SUkqAAgAAAASAAABAwABAAAAvAcAAAEBAwABAAAAJwQAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAAnBAAAghEAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBBAAnBAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987580615065592021-06-01198.81105058204028SUkqAAgAAAASAAABAwABAAAAJwMAAAEBAwABAAAA3QEAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBADvAAAAxAIAABUBAwABAAAAAgAAABYBAwABAAAAAgAAABcBAwDvAAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987787645911032021-06-01225.2965882112479SUkqAAgAAAASAAABAwABAAAAdgcAAAEBAwABAAAA5wMAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBADnAwAAghAAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBBADnAwAA5gAAABwBAwABAAAAAQA= (truncated)
6085987790162493432021-06-01236.08768167993765SUkqAAgAAAASAAABAwABAAAA6gYAAAEBAwABAAAAVQQAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABVBAAAOhIAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBBABVBAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987584306053112021-06-01207.32383983800727SUkqAAgAAAASAAABAwABAAAAigEAAAEBAwABAAAAbgEAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABKAAAADgIAABUBAwABAAAAAgAAABYBAwABAAAABQAAABcBBABKAAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987748051681272021-06-01164.1079142248175SUkqAAgAAAASAAABAwABAAAAgQQAAAEBAwABAAAA7gEAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBADuAQAAwgQAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwDuAQAA5gAAABwBAwABAAAAAQA= (truncated)
6085987745199554552021-06-01186.08619888114066SUkqAAgAAAASAAABAwABAAAACgUAAAEBAwABAAAAuQIAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAC5AgAAWAYAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwC5AgAA5gAAABwBAwABAAAAAQA= (truncated)
6085987729093427192021-06-01207.38590849673201SUkqAAgAAAASAAABAwABAAAAWAIAAAEBAwABAAAA/wAAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABVAAAAOgIAABUBAwABAAAAAgAAABYBAwABAAAAAwAAABcBBABVAAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987744528465912021-06-01146.41060518840476SUkqAAgAAAASAAABAwABAAAAwwQAAAEBAwABAAAACwIAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAALAgAA/AQAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwALAgAA5gAAABwBAwABAAAAAQA= (truncated)
6085987783954923512021-06-01236.5398526321849SUkqAAgAAAASAAABAwABAAAAHQYAAAEBAwABAAAAVgQAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABWBAAAkgkAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwBWBAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987786135961592021-06-01201.2620233808514SUkqAAgAAAASAAABAwABAAAAMwcAAAEBAwABAAAAOQMAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAA5AwAAyg0AABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBBAA5AwAA5gAAABwBAwABAAAAAQA= (truncated)
6085987739663073272021-06-01201.12084218418093SUkqAAgAAAASAAABAwABAAAAEgIAAAEBAwABAAAALgEAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABlAAAAsAEAABUBAwABAAAAAgAAABYBAwABAAAAAwAAABcBAwBlAAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987772881960952021-06-01198.6897174903156SUkqAAgAAAASAAABAwABAAAAVwIAAAEBAwABAAAAOAMAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAATAQAAMgUAABUBAwABAAAAAgAAABYBAwABAAAAAwAAABcBBAATAQAA5gAAABwBAwABAAAAAQA= (truncated)
6086008122638335992021-06-01186.95089883124535SUkqAAgAAAASAAABAwABAAAA1AUAAAEBAwABAAAASwIAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABLAgAAfAUAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwBLAgAA5gAAABwBAwABAAAAAQA= (truncated)
6085987735468769272021-06-01136.34712367789413SUkqAAgAAAASAAABAwABAAAAxwQAAAEBAwABAAAALgIAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAAuAgAAQgUAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwAuAgAA5gAAABwBAwABAAAAAQA= (truncated)
6085987624403599352021-06-01133.7483094902018SUkqAAgAAAASAAABAwABAAAAswMAAAEBAwABAAAA7QEAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAD3AAAAwgQAABUBAwABAAAAAgAAABYBAwABAAAAAgAAABcBBAD3AAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987624235827192021-06-01139.1354881233568SUkqAAgAAAASAAABAwABAAAAxwQAAAEBAwABAAAALQIAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAAtAgAAQAUAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwAtAgAA5gAAABwBAwABAAAAAQA= (truncated)
6085987735804313592021-06-01200.16841726049088SUkqAAgAAAASAAABAwABAAAA3AUAAAEBAwABAAAASgMAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABKAwAAegcAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwBKAwAA5gAAABwBAwABAAAAAQA= (truncated)
6085987788988088312021-06-01219.78161923762482SUkqAAgAAAASAAABAwABAAAAYwYAAAEBAwABAAAA1QQAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBADVBAAAkAoAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwDVBAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987735300997112021-06-01133.22857920067855SUkqAAgAAAASAAABAwABAAAAswMAAAEBAwABAAAA7QEAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAD3AAAAwgQAABUBAwABAAAAAgAAABYBAwABAAAAAgAAABcBBAD3AAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987734126591992021-06-01223.04718366210903SUkqAAgAAAASAAABAwABAAAAngIAAAEBAwABAAAArQEAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBACPAAAAIgMAABUBAwABAAAAAgAAABYBAwABAAAAAwAAABcBBACPAAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987790498037752021-06-01249.10068363116758SUkqAAgAAAASAAABAwABAAAAHQYAAAEBAwABAAAAVQQAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABVBAAAkAkAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwBVBAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987733791047672021-06-01181.89502705742862SUkqAAgAAAASAAABAwABAAAA+AMAAAEBAwABAAAACQMAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBACFAQAA+gYAABUBAwABAAAAAgAAABYBAwABAAAAAgAAABcBBACFAQAA5gAAABwBAwABAAAAAQA= (truncated)
6085987747716136952021-06-01189.46303929684456SUkqAAgAAAASAAABAwABAAAAUAUAAAEBAwABAAAAXAIAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABcAgAAngUAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwBcAgAA5gAAABwBAwABAAAAAQA= (truncated)
6085987586151546872021-06-01178.4524621047445SUkqAAgAAAASAAABAwABAAAAEgIAAAEBAwABAAAAiwIAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBADZAAAAmAIAABUBAwABAAAAAgAAABYBAwABAAAAAwAAABcBAwDZAAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987623900282872021-06-01195.63205399007097SUkqAAgAAAASAAABAwABAAAA2wUAAAEBAwABAAAASgMAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABKAwAAegcAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwBKAwAA5gAAABwBAwABAAAAAQA= (truncated)
6085987788820316152021-06-01217.33192665877328SUkqAAgAAAASAAABAwABAAAAgQQAAAEBAwABAAAAuQMAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAC5AwAAWAgAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwC5AwAA5gAAABwBAwABAAAAAQA= (truncated)
6085987580782837752021-06-01195.42932650256154SUkqAAgAAAASAAABAwABAAAAEgIAAAEBAwABAAAALgEAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABlAAAAsAEAABUBAwABAAAAAgAAABYBAwABAAAAAwAAABcBAwBlAAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987625074687992021-06-01207.32383983800727SUkqAAgAAAASAAABAwABAAAAigEAAAEBAwABAAAAbgEAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABKAAAADgIAABUBAwABAAAAAgAAABYBAwABAAAABQAAABcBBABKAAAA5gAAABwBAwABAAAAAQA= (truncated)
6086008122806108152021-06-01208.2095124593716SUkqAAgAAAASAAABAwABAAAAGgYAAAEBAwABAAAAigIAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBACKAgAA+gUAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwCKAgAA5gAAABwBAwABAAAAAQA= (truncated)
6085987785968189432021-06-01199.86160009983845SUkqAAgAAAASAAABAwABAAAAeQcAAAEBAwABAAAAeAMAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAB4AwAAxg4AABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBBAB4AwAA5gAAABwBAwABAAAAAQA= (truncated)
6085987787310366712021-06-01204.5673535446441SUkqAAgAAAASAAABAwABAAAAdgcAAAEBAwABAAAAeAMAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAB4AwAAxg4AABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBBAB4AwAA5gAAABwBAwABAAAAAQA= (truncated)
6085987786471505912021-06-01197.39697283922732SUkqAAgAAAASAAABAwABAAAAZQYAAAEBAwABAAAAygIAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBADKAgAAegYAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwDKAgAA5gAAABwBAwABAAAAAQA= (truncated)
6085987625578004472021-06-01207.95502659288053SUkqAAgAAAASAAABAwABAAAAnwIAAAEBAwABAAAArQEAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBACPAAAAIgMAABUBAwABAAAAAgAAABYBAwABAAAAAwAAABcBBACPAAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987786303733752021-06-01196.43971596658727SUkqAAgAAAASAAABAwABAAAAZAYAAAEBAwABAAAACgMAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAAKAwAA+gYAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwAKAwAA5gAAABwBAwABAAAAAQA= (truncated)
6085987784626012152021-06-01218.92402057357927SUkqAAgAAAASAAABAwABAAAAlQUAAAEBAwABAAAAZgQAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABmBAAAsgkAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwBmBAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987730435604472021-06-01203.60086928104576SUkqAAgAAAASAAABAwABAAAAWAIAAAEBAwABAAAA/wAAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABVAAAAOgIAABUBAwABAAAAAgAAABYBAwABAAAAAwAAABcBBABVAAAA5gAAABwBAwABAAAAAQA= (truncated)
6086008123141652472021-06-01219.86585562833457SUkqAAgAAAASAAABAwABAAAAGgYAAAEBAwABAAAA+QIAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAD5AgAA2AYAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwD5AgAA5gAAABwBAwABAAAAAQA= (truncated)
6085987784793784312021-06-01221.73624329185265SUkqAAgAAAASAAABAwABAAAAqgYAAAEBAwABAAAAZwQAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABnBAAAghIAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBBABnBAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987788149227512021-06-01196.84566159974577SUkqAAgAAAASAAABAwABAAAAYgYAAAEBAwABAAAACgMAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAAKAwAA+gYAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwAKAwAA5gAAABwBAwABAAAAAQA= (truncated)
6085987784122695672021-06-01222.9451462153407SUkqAAgAAAASAAABAwABAAAACAUAAAEBAwABAAAAFQQAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAAVBAAAEAkAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwAVBAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987747883909112021-06-01188.992848583878SUkqAAgAAAASAAABAwABAAAAUAUAAAEBAwABAAAAHAIAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAAcAgAAHgUAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwAcAgAA5gAAABwBAwABAAAAAQA= (truncated)
6085987733623275512021-06-01222.78908236594805SUkqAAgAAAASAAABAwABAAAAngIAAAEBAwABAAAAHAIAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAC0AAAAtgMAABUBAwABAAAAAgAAABYBAwABAAAAAwAAABcBBAC0AAAA5gAAABwBAwABAAAAAQA= (truncated)
6086008120121753592021-06-01168.99636263025536SUkqAAgAAAASAAABAwABAAAAfwQAAAEBAwABAAAA7QEAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBADtAQAAwAQAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwDtAQAA5gAAABwBAwABAAAAAQA= (truncated)
6085987785464872952021-06-01227.62679849173125SUkqAAgAAAASAAABAwABAAAAYwYAAAEBAwABAAAA1AQAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBADUBAAAjgoAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwDUBAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987789323632632021-06-01200.96494053778633SUkqAAgAAAASAAABAwABAAAA2wUAAAEBAwABAAAA+AMAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAD4AwAA1ggAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwD4AwAA5gAAABwBAwABAAAAAQA= (truncated)
6085987624906915832021-06-01205.55044985372854SUkqAAgAAAASAAABAwABAAAAnwIAAAEBAwABAAAAHAIAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAC0AAAAtgMAABUBAwABAAAAAgAAABYBAwABAAAAAwAAABcBBAC0AAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987623564738552021-06-01164.18270159866543SUkqAAgAAAASAAABAwABAAAADgUAAAEBAwABAAAA2wIAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBADbAgAAnAYAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwDbAgAA5gAAABwBAwABAAAAAQA= (truncated)
6086008121799475192021-06-01210.21950191281587SUkqAAgAAAASAAABAwABAAAAEAIAAAEBAwABAAAALQEAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABlAAAAsAEAABUBAwABAAAAAgAAABYBAwABAAAAAwAAABcBAwBlAAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987786807050232021-06-01217.07539112557407SUkqAAgAAAASAAABAwABAAAAeQcAAAEBAwABAAAA5wMAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBADnAwAAghAAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBBADnAwAA5gAAABwBAwABAAAAAQA= (truncated)
6085987581118382072021-06-01195.42932650256154SUkqAAgAAAASAAABAwABAAAAEgIAAAEBAwABAAAALgEAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABlAAAAsAEAABUBAwABAAAAAgAAABYBAwABAAAAAwAAABcBAwBlAAAA5gAAABwBAwABAAAAAQA= (truncated)
6086008119953981432021-06-01215.68834178788413SUkqAAgAAAASAAABAwABAAAAagMAAAEBAwABAAAArQEAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBADXAAAAQgQAABUBAwABAAAAAgAAABYBAwABAAAAAgAAABcBBADXAAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987735972085752021-06-01162.9210665336623SUkqAAgAAAASAAABAwABAAAA+AMAAAEBAwABAAAAmwIAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABOAQAAHgYAABUBAwABAAAAAgAAABYBAwABAAAAAgAAABcBBABOAQAA5gAAABwBAwABAAAAAQA= (truncated)
6085987747548364792021-06-01203.60086928104576SUkqAAgAAAASAAABAwABAAAAWAIAAAEBAwABAAAA/wAAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABVAAAAOgIAABUBAwABAAAAAgAAABYBAwABAAAAAwAAABcBBABVAAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987581453926392021-06-01212.3233464840221SUkqAAgAAAASAAABAwABAAAAWQIAAAEBAwABAAAA3QEAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBACfAAAAYgMAABUBAwABAAAAAgAAABYBAwABAAAAAwAAABcBBACfAAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987783451607032021-06-01212.0134520651762SUkqAAgAAAASAAABAwABAAAAwgQAAAEBAwABAAAAZwMAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABnAwAAtAcAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwBnAwAA5gAAABwBAwABAAAAAQA= (truncated)
6085987783619379192021-06-01218.3327026417831SUkqAAgAAAASAAABAwABAAAAZQYAAAEBAwABAAAApwMAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBACnAwAANAgAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwCnAwAA5gAAABwBAwABAAAAAQA= (truncated)
6085987789155860472021-06-01229.698845349741SUkqAAgAAAASAAABAwABAAAATgUAAAEBAwABAAAAJwQAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAAnBAAANAkAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwAnBAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987786974822392021-06-01213.0336042095619SUkqAAgAAAASAAABAwABAAAAqgYAAAEBAwABAAAAuAMAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAC4AwAAxg8AABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBBAC4AwAA5gAAABwBAwABAAAAAQA= (truncated)
6085987621215928312021-06-01195.82425490196078SUkqAAgAAAASAAABAwABAAAAWAIAAAEBAwABAAAA/wAAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABVAAAAOgIAABUBAwABAAAAAgAAABYBAwABAAAAAwAAABcBBABVAAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987776069631992021-06-01266.19875836804823SUkqAAgAAAASAAABAwABAAAAQwEAAAEBAwABAAAAvwAAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAAgAAAAZgEAABUBAwABAAAAAgAAABYBAwABAAAABgAAABcBBAAgAAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987785129328632021-06-01209.14553280839894SUkqAAgAAAASAAABAwABAAAA3AUAAAEBAwABAAAA+AMAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAD4AwAA1ggAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwD4AwAA5gAAABwBAwABAAAAAQA= (truncated)
6085987782109429752021-06-01242.6715210468383SUkqAAgAAAASAAABAwABAAAAMQcAAAEBAwABAAAAlQQAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBACVBAAAOhMAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBBACVBAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987583634964472021-06-01244.27255869453043SUkqAAgAAAASAAABAwABAAAAQwEAAAEBAwABAAAAwAAAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAAgAAAAZgEAABUBAwABAAAAAgAAABYBAwABAAAABgAAABcBBAAgAAAA5gAAABwBAwABAAAAAQA= (truncated)
6086008123644968952021-06-01155.65927322796935SUkqAAgAAAASAAABAwABAAAAwAQAAAEBAwABAAAACgIAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAAKAgAA+gQAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwAKAgAA5gAAABwBAwABAAAAAQA= (truncated)
6085987735133224952021-06-01179.88997948159624SUkqAAgAAAASAAABAwABAAAAlgUAAAEBAwABAAAAnAIAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBACcAgAAHgYAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwCcAgAA5gAAABwBAwABAAAAAQA= (truncated)
6085987777915125752021-06-01217.45896831631316SUkqAAgAAAASAAABAwABAAAAJAMAAAEBAwABAAAA2wEAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBADuAAAAwgIAABUBAwABAAAAAgAAABYBAwABAAAAAgAAABcBAwDuAAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987783787151352021-06-01203.3955156344972SUkqAAgAAAASAAABAwABAAAAUAUAAAEBAwABAAAAZwMAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABnAwAAtAcAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwBnAwAA5gAAABwBAwABAAAAAQA= (truncated)
6085987744360693752021-06-01174.51346350062403SUkqAAgAAAASAAABAwABAAAA2AUAAAEBAwABAAAASwIAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABLAgAAfAUAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwBLAgAA5gAAABwBAwABAAAAAQA= (truncated)
6085987787981455352021-06-01205.31963391602812SUkqAAgAAAASAAABAwABAAAAYQYAAAEBAwABAAAAygIAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBADKAgAAegYAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwDKAgAA5gAAABwBAwABAAAAAQA= (truncated)
6085987747045048312021-06-01205.85502373312826SUkqAAgAAAASAAABAwABAAAAbQMAAAEBAwABAAAArgEAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBADXAAAAQgQAABUBAwABAAAAAgAAABYBAwABAAAAAgAAABcBBADXAAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987778586214392021-06-01210.21950191281587SUkqAAgAAAASAAABAwABAAAAEAIAAAEBAwABAAAALQEAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABlAAAAsAEAABUBAwABAAAAAgAAABYBAwABAAAAAwAAABcBAwBlAAAA5gAAABwBAwABAAAAAQA= (truncated)
6086008123477196792021-06-01185.78322464288982SUkqAAgAAAASAAABAwABAAAABgUAAAEBAwABAAAA3AEAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBADcAQAAngQAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwDcAQAA5gAAABwBAwABAAAAAQA= (truncated)
6085987788316999672021-06-01212.37456643279114SUkqAAgAAAASAAABAwABAAAALwcAAAEBAwABAAAAOAMAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAA4AwAAxg0AABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBBAA4AwAA5gAAABwBAwABAAAAAQA= (truncated)
6085987621383700472021-06-01240.39156024251807SUkqAAgAAAASAAABAwABAAAAQwEAAAEBAwABAAAAwAAAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAAgAAAAZgEAABUBAwABAAAAAgAAABYBAwABAAAABgAAABcBBAAgAAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987746709503992021-06-01240.62935635288065SUkqAAgAAAASAAABAwABAAAARAEAAAEBAwABAAAAwAAAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAAgAAAAZgEAABUBAwABAAAAAgAAABYBAwABAAAABgAAABcBBAAgAAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987581621698552021-06-01200.03815244034794SUkqAAgAAAASAAABAwABAAAAPAQAAAEBAwABAAAAuQIAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAC5AgAAWAYAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwC5AgAA5gAAABwBAwABAAAAAQA= (truncated)
6085987578937343992021-06-01220.0925779899011SUkqAAgAAAASAAABAwABAAAAiwEAAAEBAwABAAAAbgEAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABKAAAADgIAABUBAwABAAAAAgAAABYBAwABAAAABQAAABcBBABKAAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987746373959672021-06-01195.42932650256154SUkqAAgAAAASAAABAwABAAAAEgIAAAEBAwABAAAALgEAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABlAAAAsAEAABUBAwABAAAAAgAAABYBAwABAAAAAwAAABcBAwBlAAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987778082897912021-06-01219.27688639141294SUkqAAgAAAASAAABAwABAAAAOAQAAAEBAwABAAAAuQIAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAC5AgAAWAYAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwC5AgAA5gAAABwBAwABAAAAAQA= (truncated)
6085987778753986552021-06-01188.04312431243125SUkqAAgAAAASAAABAwABAAAA8gMAAAEBAwABAAAACgIAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAAFAQAA+gQAABUBAwABAAAAAgAAABYBAwABAAAAAgAAABcBBAAFAQAA5gAAABwBAwABAAAAAQA= (truncated)
6085987730267832312021-06-01248.06166375799884SUkqAAgAAAASAAABAwABAAAARAEAAAEBAwABAAAAvwAAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAAgAAAAZgEAABUBAwABAAAAAgAAABYBAwABAAAABgAAABcBBAAgAAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987733958819832021-06-01224.54849593921014SUkqAAgAAAASAAABAwABAAAAiQEAAAEBAwABAAAAbQEAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABJAAAACgIAABUBAwABAAAAAgAAABYBAwABAAAABQAAABcBBABJAAAA5gAAABwBAwABAAAAAQA= (truncated)
6086008120289525752021-06-01199.13178739211187SUkqAAgAAAASAAABAwABAAAATAUAAAEBAwABAAAAHAIAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAAcAgAAHgUAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwAcAgAA5gAAABwBAwABAAAAAQA= (truncated)
6085987586822635512021-06-01184.32401616161616SUkqAAgAAAASAAABAwABAAAAWAIAAAEBAwABAAAAOQMAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAATAQAAMgUAABUBAwABAAAAAgAAABYBAwABAAAAAwAAABcBBAATAQAA5gAAABwBAwABAAAAAQA= (truncated)
6085987772714188792021-06-01242.80636596668384SUkqAAgAAAASAAABAwABAAAAOgQAAAEBAwABAAAA5gMAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBADmAwAAsggAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwDmAwAA5gAAABwBAwABAAAAAQA= (truncated)
6085987773385277432021-06-01226.72794453707544SUkqAAgAAAASAAABAwABAAAA9AMAAAEBAwABAAAApgMAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBADTAQAAMggAABUBAwABAAAAAgAAABYBAwABAAAAAgAAABcBBADTAQAA5gAAABwBAwABAAAAAQA= (truncated)
6085987790833582072021-06-01233.28369164066004SUkqAAgAAAASAAABAwABAAAAYQYAAAEBAwABAAAApwMAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBACnAwAANAgAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwCnAwAA5gAAABwBAwABAAAAAQA= (truncated)
6085987625913548792021-06-01171.90268862278472SUkqAAgAAAASAAABAwABAAAA+gMAAAEBAwABAAAACgMAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBACFAQAA+gYAABUBAwABAAAAAgAAABYBAwABAAAAAgAAABcBBACFAQAA5gAAABwBAwABAAAAAQA= (truncated)
6085987728925655032021-06-01257.40743682427507SUkqAAgAAAASAAABAwABAAAAQwEAAAEBAwABAAAAvwAAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAAgAAAAZgEAABUBAwABAAAAAgAAABYBAwABAAAABgAAABcBBAAgAAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987734629908472021-06-01224.54849593921014SUkqAAgAAAASAAABAwABAAAAiQEAAAEBAwABAAAAbQEAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABJAAAACgIAABUBAwABAAAAAgAAABYBAwABAAAABQAAABcBBABJAAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987624571371512021-06-01180.8085562069139SUkqAAgAAAASAAABAwABAAAAlAUAAAEBAwABAAAAnAIAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBACcAgAAHgYAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwCcAgAA5gAAABwBAwABAAAAAQA= (truncated)
6085987739998617592021-06-01255.76174758544437SUkqAAgAAAASAAABAwABAAAAQgEAAAEBAwABAAAAvwAAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAAgAAAAZgEAABUBAwABAAAAAgAAABYBAwABAAAABgAAABcBBAAgAAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987782277201912021-06-01224.92230198245858SUkqAAgAAAASAAABAwABAAAAeAcAAAEBAwABAAAA1QQAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBADVBAAAOhQAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBBADVBAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987778250670072021-06-01234.85363492342898SUkqAAgAAAASAAABAwABAAAAVgIAAAEBAwABAAAA2wEAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBACfAAAAYgMAABUBAwABAAAAAgAAABYBAwABAAAAAwAAABcBBACfAAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987734965452792021-06-01165.39611463999088SUkqAAgAAAASAAABAwABAAAADQUAAAEBAwABAAAA3AIAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBADcAgAAngYAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwDcAgAA5gAAABwBAwABAAAAAQA= (truncated)
6085987773049733112021-06-01231.44113419926776SUkqAAgAAAASAAABAwABAAAAbAMAAAEBAwABAAAAeAMAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAC8AQAA1gcAABUBAwABAAAAAgAAABYBAwABAAAAAgAAABcBBAC8AQAA5gAAABwBAwABAAAAAQA= (truncated)
6086008122973880312021-06-01201.8175752112475SUkqAAgAAAASAAABAwABAAAABgUAAAEBAwABAAAAuQIAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAC5AgAAWAYAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwC5AgAA5gAAABwBAwABAAAAAQA= (truncated)
6086008121463930872021-06-01272.2933075347143SUkqAAgAAAASAAABAwABAAAAQgEAAAEBAwABAAAAvwAAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAAgAAAAZgEAABUBAwABAAAAAgAAABYBAwABAAAABgAAABcBBAAgAAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987623732510712021-06-01157.68173182563925SUkqAAgAAAASAAABAwABAAAA+gMAAAEBAwABAAAAmwIAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABOAQAAHgYAABUBAwABAAAAAgAAABYBAwABAAAAAgAAABcBBABOAQAA5gAAABwBAwABAAAAAQA= (truncated)
6085987586654863352021-06-01210.36552048623966SUkqAAgAAAASAAABAwABAAAAbAMAAAEBAwABAAAAeAMAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAC8AQAA1gcAABUBAwABAAAAAgAAABYBAwABAAAAAgAAABcBBAC8AQAA5gAAABwBAwABAAAAAQA= (truncated)
6085987629268991992021-06-01213.13643654456774SUkqAAgAAAASAAABAwABAAAAVwIAAAEBAwABAAAA/wAAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABVAAAAOgIAABUBAwABAAAAAgAAABYBAwABAAAAAwAAABcBBABVAAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987790330265592021-06-01242.09125085440874SUkqAAgAAAASAAABAwABAAAACAUAAAEBAwABAAAAFQQAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAAVBAAAEAkAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwAVBAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987581286154232021-06-01187.4538509119481SUkqAAgAAAASAAABAwABAAAArgMAAAEBAwABAAAA+gIAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAB9AQAA2gYAABUBAwABAAAAAgAAABYBAwABAAAAAgAAABcBBAB9AQAA5gAAABwBAwABAAAAAQA= (truncated)
6085987771372011512021-06-01232.9033128319821SUkqAAgAAAASAAABAwABAAAAiAEAAAEBAwABAAAAbQEAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABJAAAACgIAABUBAwABAAAAAgAAABYBAwABAAAABQAAABcBBABJAAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987772043100152021-06-01271.89758056648566SUkqAAgAAAASAAABAwABAAAAQgEAAAEBAwABAAAAvwAAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAAgAAAAZgEAABUBAwABAAAAAgAAABYBAwABAAAABgAAABcBBAAgAAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987734462136312021-06-01219.86155209052322SUkqAAgAAAASAAABAwABAAAAsgMAAAEBAwABAAAACgMAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBACFAQAA+gYAABUBAwABAAAAAgAAABYBAwABAAAAAgAAABcBBACFAQAA5gAAABwBAwABAAAAAQA= (truncated)
6086008123309424632021-06-01157.2773671056426SUkqAAgAAAASAAABAwABAAAA8gMAAAEBAwABAAAAnAEAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBADOAAAAHgQAABUBAwABAAAAAgAAABYBAwABAAAAAgAAABcBBADOAAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987580950609912021-06-01175.22257875156427SUkqAAgAAAASAAABAwABAAAA9QMAAAEBAwABAAAACwIAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAAGAQAA/gQAABUBAwABAAAAAgAAABYBAwABAAAAAgAAABcBBAAGAQAA5gAAABwBAwABAAAAAQA= (truncated)
6086008120960614392021-06-01220.07190482016148SUkqAAgAAAASAAABAwABAAAAJAMAAAEBAwABAAAAbgEAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAC3AAAAVAIAABUBAwABAAAAAgAAABYBAwABAAAAAgAAABcBAwC3AAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987782612746232021-06-01230.41474355912283SUkqAAgAAAASAAABAwABAAAAvQcAAAEBAwABAAAAlQQAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBACVBAAAOhMAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBBACVBAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987785632645112021-06-01236.87343804709383SUkqAAgAAAASAAABAwABAAAAgAQAAAEBAwABAAAAuAMAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAC4AwAAVggAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBAwC4AwAA5gAAABwBAwABAAAAAQA= (truncated)
6085987578266255352021-06-01265.13405726843774SUkqAAgAAAASAAABAwABAAAARAEAAAEBAwABAAAAvwAAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAAgAAAAZgEAABUBAwABAAAAAgAAABYBAwABAAAABgAAABcBBAAgAAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987773217505272021-06-01208.5472305764411SUkqAAgAAAASAAABAwABAAAA3wIAAAEBAwABAAAA+AIAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAB8AQAA3gMAABUBAwABAAAAAgAAABYBAwABAAAAAgAAABcBAwB8AQAA5gAAABwBAwABAAAAAQA= (truncated)
6085987789659176952021-06-01216.51245683211533SUkqAAgAAAASAAABAwABAAAAqQYAAAEBAwABAAAAZgQAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABmBAAAfhIAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBBABmBAAA5gAAABwBAwABAAAAAQA= (truncated)
6086008118779576312021-06-01263.8791597101778SUkqAAgAAAASAAABAwABAAAAQwEAAAEBAwABAAAAvwAAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAAgAAAAZgEAABUBAwABAAAAAgAAABYBAwABAAAABgAAABcBBAAgAAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987734294364152021-06-01203.14080438145407SUkqAAgAAAASAAABAwABAAAAngIAAAEBAwABAAAAygIAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBADuAAAAngQAABUBAwABAAAAAgAAABYBAwABAAAAAwAAABcBBADuAAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987782780518392021-06-01223.38572583439196SUkqAAgAAAASAAABAwABAAAAdwcAAAEBAwABAAAA1QQAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBADVBAAAOhQAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBBADVBAAA5gAAABwBAwABAAAAAQA= (truncated)
6085987786639278072021-06-01213.78321803058833SUkqAAgAAAASAAABAwABAAAAvwcAAAEBAwABAAAAJwQAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAAnBAAAghEAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBBAAnBAAA5gAAABwBAwABAAAAAQA= (truncated)
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kringdatetilerio_mean
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225.97142113776763, - "SUkqAAgAAAASAAABAwABAAAA6wYAAAEBAwABAAAAVQQAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABVBAAAOhIAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBBABVBAAA5gAAABwBAwABAAAAAQA= (truncated)" + [ + null, + "SUkqAAgAAAASAAABAwABAAAA6wYAAAEBAwABAAAAVQQAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBABVBAAAOhIAABUBAwABAAAAAgAAABYBAwABAAAAAQAAABcBBABVBAAA5gAAABwBAwABAAAAAQA= (truncated)", + "/dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B02/B02_S2A_MSIL2A_20210601T222531_R015_T02UQD_20210602T061853_20210601-222531.tif", + "GTiff" + ], + 225.97142113776763 ] ], "datasetInfos": [], @@ -13093,7 +7488,7 @@ "schema": [ { "metadata": "{}", - "name": "index_id", + "name": "kring", "type": "\"long\"" }, { @@ -13103,13 +7498,13 @@ }, { "metadata": "{}", - "name": "measure", - "type": "\"double\"" + "name": "tile", + "type": "{\"type\":\"struct\",\"fields\":[{\"name\":\"index_id\",\"type\":\"long\",\"nullable\":true,\"metadata\":{}},{\"name\":\"raster\",\"type\":\"binary\",\"nullable\":true,\"metadata\":{}},{\"name\":\"parentPath\",\"type\":\"string\",\"nullable\":true,\"metadata\":{}},{\"name\":\"driver\",\"type\":\"string\",\"nullable\":true,\"metadata\":{}}]}" }, { "metadata": "{}", - "name": "raster", - "type": "\"binary\"" + "name": "rio_mean", + "type": "\"double\"" } ], "type": "table" @@ -13118,6 +7513,35 @@ "output_type": "display_data" } ], + "source": [ + "measure_df.where(\"rio_mean > 0\").display()" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "1d4dc40e-aaa9-4492-9573-ad0c7c83fe47", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "output_type": "stream", + "text": [ + "-RECORD 0------------------------\n index_id | 608598758648709119 \n date | 2021-06-01 \n measure | 186.48107454638821 \n raster | [49 49 2A 00 08 0... \n\n" + ] + } + ], "source": [ "daily_measure_df = (\n", " measure_df\n", @@ -13134,14 +7558,17 @@ " F.first(\"raster\").alias(\"raster\")\n", " )\n", ")\n", - "daily_measure_df.display()" + "daily_measure_df.limit(1).show(vertical=True) # <- show + limiting for ipynb only" ] }, { "cell_type": "markdown", "metadata": { "application/vnd.databricks.v1+cell": { - "cellMetadata": {}, + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, "inputWidgets": {}, "nuid": "ad81c555-02bc-47a1-aecb-01075cba061f", "showTitle": false, @@ -13221,7 +7648,10 @@ "cell_type": "markdown", "metadata": { "application/vnd.databricks.v1+cell": { - "cellMetadata": {}, + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, "inputWidgets": {}, "nuid": "82b07f3a-db81-446b-aea7-86aa1968314f", "showTitle": false, @@ -13260,7 +7690,7 @@ "language": "python", "notebookMetadata": { "mostRecentlyExecutedCommandWithImplicitDF": { - "commandId": 1974893261113506, + "commandId": 69050624926571, "dataframes": [ "_sqldf" ] From 747c033adae173b4e63ecf1e5e3d7274b8e8b380 Mon Sep 17 00:00:00 2001 From: Michael Johns Date: Thu, 18 Jan 2024 15:33:09 -0500 Subject: [PATCH 09/14] Add files via upload tweak ipynb rendering --- .../EOGriddedSTAC/03. Gridded EO Data.ipynb | 1830 +---------------- 1 file changed, 3 insertions(+), 1827 deletions(-) diff --git a/notebooks/examples/python/EarthObservation/EOGriddedSTAC/03. Gridded EO Data.ipynb b/notebooks/examples/python/EarthObservation/EOGriddedSTAC/03. Gridded EO Data.ipynb index fb263f869..09ac68553 100644 --- a/notebooks/examples/python/EarthObservation/EOGriddedSTAC/03. Gridded EO Data.ipynb +++ b/notebooks/examples/python/EarthObservation/EOGriddedSTAC/03. Gridded EO Data.ipynb @@ -1142,13 +1142,13 @@ { "output_type": "display_data", "data": { - "image/png": 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\n" 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\n" 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I9mwlxsRu9ojw3HiXJxSrg5UFbpufN4vfA655z7QPmNf9/vZ9MGZKrUPhHu30FjoLmebIWbArVvGV5eU1uhuQFCoG57ULuCFF+9Id8/Jb1+BXNm/sg98rah3x3RJF54nXPOuafSwxsbhADUvkGu98Q5293bR08IKaF3TpG6Jh4r6WZifGlLcz2x/uIBGTKyP9Lkgu6P6Mt3bSZvguGjd+h/6YnP43XOOeduqRLfuKK8dMeuCB2P0LfUkx5p7iP7I3Xbs/rMY2Sc0Lax+7q7A7ru4eElbNdoDNTLK3jlBWor1CTUM6E9XcHnvfA655xzfP8/+AdJmx59/SFhu0JjtLjH3YEQI3XdUc63yDijX3gVPvYKddUQn+ypDx8j2w3cO6dse2SciS/eh8sdzXVPbQIIlN5SrZ7FC69zzrkPjOFuS1wnVp+xz7WJ6LpHrjNyGIjjBKXa0IM5I9NMuVgjcw/rb6OsG2obyZsE0pO/44yT/+4XWf3CA3Tdo62NDBSfx+ucc84BCnGqhPt30cdXxJTQcYSuQ6cJPRwJmzXh/Aw93VA2LZoCw8tbams3cCUrmoThPLJ+Y0ZfvgdffAC7PXL/Am3Sc+/xeuF1zjn3gfAP/UP/JqvJrgENH7tL/3NLRORmjT65giZRfs23M540SFZqI8SxEubKcNfiINNQWb26Jzy8Qv6OD6FBOL68oU+B8Pk3KGcr6tIV/SxeeJ1zzn0gpJuR8IUHTH/7K4S5Mn3HS9Q2EqZCW6oNve8t+GI6S2iA/vUD1Eq431KTULpgq2A5R6MgRYlT5fjSmj68CEAc8nPfxztKrhKRcxH5CRH5tIj8nIj8ui/7/m8QkSsR+enlv3/tLd/7F0XkZ0Tkb4jIfygi/Vf5b+Wcc869a2Vlq9bm8RHJlbxJ5HWkdpHy4jmkSNzPUJUwK3FUamtzedOh0l4Xml2BqowvrEjHQnPIpJsJKUrZNMSHN4TjTMjvfqv5R4G/qKq/RURaYP02j/lLqvqb3/oFEfkw8C8Af7uqHkXkPwF+K/B/f4ev65xzzr1rP/B3/l5iE+HuOdpEwpDppsx0dwUKiDC+tEWKkg6ZOFvhjPuJ2iakKGGqxONM7RLN9Uy8GdE+IXOh2WVQRY4jHEeo76LwisgZ8OuB3wagqhMwfRV/3wSsRGTGCvaXvornOuecc++aPHgMhyP1Ex8BVcLuiOwOtNwFrLsZBcmV9ORA3fbUFKyY1kpzOSC5giraJ7SPpAcj4TCAKgl7rh6OSNdCeXddzR8HHgB/WkS+B/grwO9W1f2XPe7Xichfxwrrv6SqP6OqXxSRPwp8DjgC/4Wq/hdf7T+Yc845927UV+4juTLd7RGFpkJoEmXV0Dw+wGFCxkKYMnIckSYSJ0FuDrBdEW5mqJV6tiHkiuxnu+u7XcEbjwi5UB88tHu+TfPcIQnv5Iw3Ad8L/ElV/buBPfB7vuwxfxX4qKp+D/BvA38eQETuAP8EVrw/BGxE5J98uxcRkR8UkZ8SkZ968ODBO3hbzjnn3Ff2G//+30/tG24+cUrpIzUJ80XP+PKJ5TJ3DXIYCLsjPHyCpkh4cIkcRium4wzTTLl7wnh/zXTW2tjAWpHLG+T0xFbG2w1EuxfMs4Or3lHh/QLwBVX9yeXzn8AK8S1VvVbV3fLxXwAaEbkH/EbgF1X1garOwJ8D/t63exFV/XFV/aSqfvL+/fvv4G0555xzX1neNpQuIhVCVlafvwZAxTqQpVYQsfNZQPZHaBtkmu0HHAd01aFNJB0L3eMRGQt6foIOI9o21PMTZLWifPRFjh87R9O7WPGq6mvA50Xku5YvfT/ws299jIi8JCKyfPxrl5/7CNti/p+LyHr5/vcDP/fO/7mcc865d+d4N7F7pUVU6b9wQ9101CT0X7ohvfoEOYwwjBaY8fGX0M0Kvd6h+wPh5RfRYUR2B2QuS87zJfHJja1yz0/RvkGGkXpnS3yyJ8z6dRmS8EPAn1k6mj8D/HYR+V0AqvpjwG8B/jkRydhZ7m9VVQV+UkR+AtuKzsBfA378a/3Hc845574af9f/7odJraABpID2CWql2WXqpiPuj8gwQd+hrc3R1XUHr2eYKrx4j3r3hPD5N4ivXxLWPXoYkO2afGcN5yviboQ3HsHHP0zdruh/8eG762oGUNWfBj75ZV/+sbd8/48Df/wZz/3XgX/9nbyOc8459/UUMrT7SpiVdChoENLrV+SP3yeMGXJBNys7473cQV5T1w3yiY8QhsnOcYcMp1sYJvK9LeFsTfibn0Pun5K3LaVPdOMLoErZtohufDqRc865D6b1g0J3OTOeN+xfbujWkc1+Ih5mNAXLad6uKffPCV96gBwH+OiL5LMOzjvCUEAgTIkAzCcNcarE7/4o8eqIKAwv9IyvnJH2M/M2oVHQ9tnl1Quvc865b0n/i3/8j9AcCzJXQlaavVI6YXxxS/f6DuYMEpBpJtQK0wx3z2360DoybwIhN4SsxGNh9cWHNLtTVGC825H6RBgtPEOyUvpEnCrzNiHVV7zOOec+YPqHA7WJNsT+pGF4IdDuFamKpoCQ4N45WirlfI2crgg3A6KAQv/IMpdLF2ifDBCjneeqUtZWdOPNyPDKCTUJ02lgXgvNQeHr0FzlnHPOva+kV5+gXcv88im1DawfFtK+EOaKNpHxxQ1pN9O8esl8auP/wnlP/5mHyHxKfLxD5gzVCun08RcggMwVKcrwYgcvdKxePXJ8ecV0IkynQndVqd27C9Bwzjnn3lf+ke/7Nxi//T7UyrxJjGeBaRs43m+Yzhqm847aCFKV8WN3CUWtIAuUuydMFz3jRy7Q7Rrd7cmv3GW820CF5jOvEY+ZaRvYvxjZf2RNe53prpT+oXK89/zS6ite55xz33Lmi57hbkNe3yPMSsgQJ70d7RemaleHYmDeJkorhKx0lzPoMot3UFSEcHZiP1Th+EJL8+lKmApSsW1poH3tBpk3zGcNpQvPTa7ywuucc+5bTmltwEHpAnkFYVY2n9vbmL8msH+pI/cCtMxrW6HWRkj7QBRhXgdK26BxQ78/Eh/tCBcdCNSPvEA4TJz84pHjSz2r1wcIgcPLHd2TzPqXrp/bXOVbzc45577lNIdMs6vUJIRZaXaF6aJHY6DGQJyVOCsa4Hg3cHgxcLwIjBcNGoS8Ekor5HXk8KvuQwg0N5kwK/mk4/DRM2ofCbPayrmJlE7Yf6hlemFjk4yewVe8zjnnvqV8/z/4B5lO7BqQVGXz2R1l1YBghbcN1Ghbz2Gyx9QoAIwnwvSrt0hlKcqRdAykF06sCN9PyEWiOVTGO9ZAlVcd61ehOShSKmF89khA8BWvc865bzHNazfEoZB2Myg2+u8XX7udpxuHAiLLariyfa3QXirttYLAcE+YT4TaCLmHs5+5ZDpvOLzQMJ0Iw13heC9QWmE8FYaLwHTecrwTmE4C492O2npXs3POuQ8ImTPda3u0CbRXmbxJqCphKmgKHF9oqQlqgjhX1p/d0+4qpQUEuidK/7iy/cJEu1PKWY9kpTna9vF8ggVx3BFEIR0gHQpltRThE+9qds459wHxD/7GP4R89ILSBuJYqU1Ao1A+/hI1hdsz3zgqpRXi9UTZttQkaATJ0OyV9qZyfKEhHZXL71xRGzj5fGbzuiA1IFUZToTxDnSPhLxuyStodsp4JiDPfo++4nXOOfcto7mZlvjGQPPkSG3trm5NgeaNG0Rh/cUDcVTSUdEuUla2LRwm6J/YqlaKFeZmVxjPhOlEuP5IYjwVzv/WTHujpAHaK4EA81aII7Q3SphsRfwsvuJ1zjn3LSVdD8Qhc/zQltoI7VVGFOYXT8mriEqLCuR14PDyimZfKJ0QJxhPAv1lJQ2FOEXaq4lm39DsleEiIEWXs18hHiFvobQQCqQr5fQXB/IqIs9uavbC65xz7lvDP/CP/mHitqH7m4+Zv+0e43kk98K06dAI2y9l0rEgRUn7CakNZRVIu5n+SQCB8SQSh8rxXkPuhZqsEE+bQDrY3dzxLDCf2Izf9avKcCFIhbwWbj7S0z/O6HO2mr3wOuec+5bQ3MzkTaKen4BAGqxLWSoMd4TSC/M2kTth+6XJ5vOmNytkTcLm1cm6nkNDc6g8+LvX1BbCbCvbdIT9hSB5eU5jPx+B8Rwr1E/EV7zOOee+9V1+YkXISl6d0j+ciGNFVBhPIukIx4tIXi35zMeG9jITh8qT71rT3VTSvjLca0jHyHgaWT3MNDtlOhfGc6z5qkJ7CdMpxBmmUyGOdhUpzELI0FxPXnidc859a/u+f/qHyRshHeHwQiSvemqCeS20N8pwFqgNhBHySsidEDbRMpln+35cB1YPMsPdSF5BbZcRf2JxkmGyBqzuqlL6YFnNFdZvVOKo5D4ynwiHD/Xop5/9Xr2r2Tnn3PteaSFkJRQrtvNKGO7Y9aHhIpB7S6KazgCB3SuBvAqUxopwGpTSwM23JWq0Aj6dBKZTIa+FdIA4WhEundDslNLaynf/UuR4NzJeCPMJXH17RJ+dn+GF1znn3Pvf6eezFdm7Qm1Ak93HXT8opONy9edabQtYoX+kDHfsvm1tYbwTWD2u5LU9H4FpKzR7pblRmp1y8oViXz+1q0P3//pMHOz17/13r9M9UUqrTCf63OYqL7zOOefe177vd/4wqGUvN9dKHCEdFCkwbQOltSao0lpIhgZobyo1iq2Ot0JN9tiauD0HHu4Jx7uB2sLxnlXS01/KNDcKCmGqNDu1QQmbHgRWbwirB7aCfhYvvM45597X8krYv5gIM2zeKPSPKxpt5RoKrB8uBTIraQ9xgmZfKSsYLmRpjIL9h6w5qvSw+7CVx7KylXMa4Ml3JjTCfGIr5eksoUEIM4wvrBnPhLKCtH/OMF688DrnnHuf06dtwgLzJpDXAmpZzFKV40VACpx+NrN5rdJeKfM20j9aBiOorYI12HZ0d2lb0hefLtQI+5cDGqxg71+MdE+U6UxIQ2X1qLJ6Uuwq0msVyTCfyjLr9+154XXOOfe+9cnf8cO2TXxmGcw1gQrMG9AklEaorYVdjOeR7qqweT0zr61jed4KabCoyDDD8QVhPBc2r1YuvyPS7Ox1mp3lO+eVsHtFKB3sXkrWsLUNXH80sXqQkQK5B56z6PXC65xz7n3r6dxcKZYopcHObKczWa4EWdHUCP3DmenEimRpLY+52SntrjKeB/rHevsz0SUcQ+28+OZjcHjRphGVtZLXynhhBX33SiDMkIZC/1iR5+80+z1e55xz71/He1YM42ir1/HplKFqKVPTmZD2S/H8tpZ5++bkIA12/gsQJiWvhZPPVo73baJRew0orB5WNEamE1g9qOw/JGinxEHIK6H0MG+EcMz0l4XVY+Vz87Pfs694nXPOvS/96n/lR6yBarYGqzjZvdp0xLqOZyX3tuoFK8Lz1j6uyc6DURhP7Qw3zLYyPv1sJk42k7e7qhzuR9JBOf2lugxdELrHgXSwO701KvMWjh9aMdyJNFczUr2r2Tnn3LeY/qHS7CzKMWSo0T4e79g28fGe0F5ZYa6tnfvKW7aQ8wpuXomko7J+YNeLUAvi6B/OxFHZfnEiztb1vH5jpjRw/guF1RvWhBVmJR0sm/lwNzKdWnJVaX0soHPOuW8xorY6vXklosGKX5igdtA9gby2jueSIPe2JZ32trKdT4W6bEtPp0JpA2HW223mNNhA+9x31qFcrRN683qh2WeGi474dFSgQvdYGe8Kq9etGD+Pr3idc86973zPP/8jdNe2Ddxdv1no2iuIA8SjUjpuwzM0LlvQ2LWg0sK8tQ7o6USYzqyQT+dw820WI9leK+MdO8PNa2E6sXm8hxdbTr6QaY6VZq+0V0rIVnxDVkonSHn2e/cVr3POufefALuXIrWBOlhzVd7Y9m6YYd4K/QMbWo+wdDHb4+KkNDdC3liDVemtOE+nQhjt+cOFsHlNkQzSWJBGPgjjnUhphO1nJ+azls1rBY3W3VyjELJdO3oeL7zOOefed1RAAhCW7uXTpXFKIY4WH7l+WAmzMp5GxnMryu2Nsn59Ztq2gG0/j+csE4ggDdisXYGbjywRkluLnwyTFfH5RBhe7AiTsn8x0j+pNIeKFGxYwml47pUi32p2zjn3vvI9P/QjSOG2o1nFupTba9suDtlymW++LbJ/MRKK0uxtG3jeCscXGtYPKiHbtaM42bjAZgdU25Z+eo83b23ggWRh3tjr1AS5C5TO7u+GAvFo15JOf2kgZAjzswfy+orXOefc+8q8tW1jTZYSVVrLWFax812xIULktV0hms7szDUOoEGZV8LmqpAOgdLZYPuyEhusUO1ObrOzres42Bxelp+NQHOjpKEynka6Gyuwxxcatp87kh7t6S9aJHvhdc459y1C1Fa6zFZcwTKWa7Kz3by2VW97bRGPKIwX0ArUKjRZObyQble8oShltBUuwMkXMof7EcnQDPaYebucB7fC6lFl/2K08IxdoN0ppRGGFzriSUM8FjT4dSLnnHPfAr7nX/gR6gkEseLbXdqQg9JC6W1lqz1UtZVrXi/3fJdO5mZvn1fBhiNE0GzFWaoV3+FOtHu4YpOJcm8r6pAtAUtF2H/YVsLpCIcX7Sw4ToHDvUi7U3uDz+CF1znn3PvG/kNKOtqQgtpC99gK5vEFu8dLheZ6KahpOQdemqXam6cDDOyebnujt+e5GiFdK+NZIB2tmSodrZFqOmNJqbJiH6c3t53jZF3RUmwlXjrhsBJK9+wWKm+ucs459/4RrPiF2Rqi4mjnuFKXr+Ulf1ksySrM3DZi5d4K6NPvTVthXtsVoO6yMm+C3e/dCKEooUA6KumwNGGNT8+TlfVrVpznjRAHe2z3eCZkBbFt6WfxFa9zzrn3he/+vT+C9NZVHJcwjOlkmb27FNn2SknHipSA1GXSENw2SNXOCnHIyyjBDKWP9I+rBW6sbA86zDYesLu0VfHmSxWNUBor8qvHBQ2R7rqy+1C0a0l30vJa+tyxgF54nXPOvT8INDuhJji+qLTXQm1t27fZLavatTCvA1IVKVaUSw/9Q2uwCpNd/5FiQxUkK5oEFbvja48Xhrv2kjVC90htFZyhOVokZBz1ds+42Sm6VNM4QnN4/mhA32p2zjn3viDFtnDz1lahpbWu5tJZ0W1vrLP58GIgr99siIqDPS5My5bxYIMQphPrgg6zxTx2T/LtVCPUfu50ZsU9HZV0VLrLwvFu4PojVmlLKzQHZfVoCdGocLwrSPHpRM45597Hvvef/WHrRm6hdEqYQJNNDSq9FcnxjnUxl2U7Wqqdz7bXVrA12hmvxiXecYbuid6eA2sS+stqgRmV21Vr6axDOQ2V4SJaulWB7kpvZ/uGWZk3cQnzEDR6V7Nzzrn3sf3LwnxaCbPQXgdKq8SDbRGXXtEAcRDiaJGPzdEG29elys2nSjwK84mtgp92LZeVQLUVcE02sejp2XD3xK4Sxcm6nacTobu2BCyQZaav2DjBpaGqOVRqE27Plt+Or3idc86959XGGp5qwpqpOiVvFG2s4Emxlaws93HnjdxGStoQhOVMVm01HCa9/TMdbev66mOJ430ri/3jyupRJU5qZ8jLuW06WoFud1ZZZemiVsFCM0ToripSn73V7Cte55xz72kf/7f+GCnY1rBUqEmRLJRel2tEQlmppWaIfZ72FpKRN1aUm1247TROe9AonP1SRiqMp4FQbMhCvLGJRsOdN+/6Pl31gixF3s6A46Ss3piZzhL5NFBae16ztySrZ/HC65xz7j3taXdybWxCUOmU5lrIW5ZtYsgC2lliVG0UqjVXsVwdildvBmDIsrXc3BRuvq21wQc2rMi2p1tbyWqy4vk0uQq1eMnmANM20F+W2ytEeSW3Iwafjgl8Ft9qds45956m0ZaqtVX7ONiWcnMjxFHIK9sG1kapra2C69LxbIMRlk5lsTSrOCl3/8aR4/2GNChpVEpv58WalrGAWD7zeG5b1k+nEpXGAjSaowVu1CSWdjUoZcVtotbzqqsXXuecc+9Z3/GHf5gwixXEIkixjOSnZ70auY2KpFqnM7oU3GTpUvJ0GMJkPzNMUFvbGg7FGqdKBwiknRXO2nDbRY3YdnWcYDwP3Hw4kntrwsorYd5Y2EYcl65psf+exQuvc86596z2Sm6v+1ABUdJebu/0opAOQjoKcQjIbNvSeWOdzsN9WyHnldBe6+1Vof3LLaLK/qXIfGKFtkaYzpZmrfpmOlYc1Qowb25BH+8FxlN7LU12lvz0Z6/e0Od2NfsZr3POufes6Vxvc5ibwbqaQ7YtXanQXNmWcF4pGqzzOW+sSzlkOxOeN9CNT8MyrON5FrH7v639bG2h9kqcxJ57hPXrleFOuO2Enu/ZdnRt7BeB4Z7QPV66o0d7HyHDrOKF1znn3PvPx/7kH4U1NFdhaayys10NFqIhVegfWbdxPoHSWGhGXVn6RZ0DkuX2zDcdYV6/GaYBkNdKHIVmD6UIzcG+n/a2ZS324ym97R2XbnlzAvPGOqCfbmWnA7fv83m88DrnnHtPCkehrCt5+zTC0ZqsYivLCD6ltEI6Ks2VEI/CeLfYdnOQ245nyW8W2vnUCq3MdhcYAcR+Tv9Qbwtss7dM57yyYA4qjHeV1RvCcM9COyRb8W32AsUGNMQR+5me1eycc+79pqyrXSUCJAvaKpqUfFpvC19tlxXqwO3jAGQS0iFYulVjW8rH+ywJUxa+8fSxKvb16cwiJ+ct7F5ZwjrEPp9PbXU83IPc620HdMi8JR1LCAWmU7kt9G/HV7zOOefecz72J/8oNHrbQEWDNVepEAb7M+3FRvm1QhqgfwBhCrfnws21rYzHEyVO1nAVB7Fz3WKFFAWCFd95a41YNYL0cPWJQHsJ2gHZivp0VukfLK+xjBq0lbgV2/3Ldo7sK17nnHPvKzILFEEmIcxCGOwqkVRbabaXFnQRZkBgvGMNVWmwrWHrdIb+kdqqdOlKfnpNKK+UsqkgEI9id4TTkvscuS2c8/Zp4IYV6+bGir2d69r7SYPQ3NgVpjjY+3nObSJf8TrnnHvvaR8H8tKFrBHSTpjFzmXDZFu6JT0dhKCUHqZzfnmOcwzUZulkXlXbEm7fbDfWZjk7XtnjWXKeCYqoRVKCbTOzFFiqdTRLsdV0HO1KUXdlMZG1tZ/xvHu8Xnidc86958ynViAt5tGKW3spzGeQbqyTOMwWD6nJ0q2mU+tCro2ijTI2FWpYEq9AW1vhEhSKQKqUtaCTULtl9bsL1H5JwCpvngE/LbBghXX9hnK8JzTX9kXJUDfcplw9b8nrhdc559x7ykd//I8gS3cxZQnLaCBdQ3pNlqs8drZaGyt82ilaFFTQvtwWvvnM7ueGQSAtBbcKcR8oW1u51nuzPTwoRaKtiougU4CuIocI1TKin652uytlOhXGCyEdLJJSltWwdjz3jNcLr3POufcWsVWszeETdIqUVtFzSHvbzn2anSxVyNtiHUtLtCONwizQWLiFjGJXhwDpC1qEsgWaSk3VJiwEYAyQFBGQrqBJ0SWmUuNyS0ggzrD7cLBM53YZjBDsvLfZ2d3e5/HC65xz7r2lCjIFiHblR5Miw5I01T3dBsZWt0GROaDbjERFqxDaQpVgn68Kso+W4SyKPl2JNtXOcqOih3S7/RyvE+XOjJaIpApTRKNdXZJsq+3cgzTLHeFq2+EqdhatUYgeoOGcc+794uM/+seINbw5BCHZ3d15WUWGQQijkO/P9oR5yWcGtAqyi9ROCJuMiDVgabsU8AbIYdluBlkXa6jqi/3sbaGkBhkiMi0/s1+asXSJkpztDFnisgouLBORbHRg7q372ccCOuece1+QLMTBiljcW+QjXUE3GW3r7ZYxWZCmQrKmqHCVbGXb2vdDUEQUCYrKcl+32BUlno4WXJ6rChIrKRUrwgLaKiELYQiEya4mgV09ItgvBPNpZbqotwU4zNAceO75LviK1znn3HtIbS3G0VaVyx3bPkJXbgta2VZkiOhyZyeMQpiEnJYHNEqtQp0iEiv0FW6s3MkkaKe3q1ydg50NR2U6NlZ0u4KMkThAqsGuKy3jAW1Ag8VOhqfJV5HbhKswQXu9ZDw/gxde55xz7wkf+3f+KLqulArN6UQeE/V+hZvm9jHaV0uwCsts3qNQTgoFkHnZxK1Qx2hb1cvGrvbFVrsBqIKOAR0DMgYI2PODomMgHCIa1MI2RK3Ha7CrS6W3rmYN0D5ZznzXSl7pbSHOq+f/Pb3wOuece0/QthI3M6jQdhlVITWFdJFJqXLct2gJ1iC1XPcpG0VWthpWATlGdGmcYg6ELlOHtHzTVrxBrXDeTi7qFLlKNtWoqdRtRsZIbS2soy7RlSFDafU21ONpHnM8WphGTZacZVeOnv339MLrnHPuvWG5hRNTQRVSU4ixIsu+bWoL0yEQmooGQXOApqJPz26bCke79xOSnf/KWzqZZFzOawdZZuwq9Wn8YxGkBsoaaCsqSl1WtyHbNCOpNj5Ql4jK6Ww5OxZodkJZQjeaPc+dx+vNVc45577pvvMP/DAyB+psK9p5SvTtTNfMbPsRsIap1Yl9nLpM2Mw0mwmqEG4Ssk/o6UzqMxKw/0Tt2tBk+c1xFNLeMpXTwQYtNLtAyCyRkUvQcqOQLTRDxbKea6vUaB3LzV4om2pfa9TuGaen2854gIZzzrn3ttpBOAR0bpnPhNgVRJTTfiSIEkUpKuQSrXGqCiFa2AVZqBvbbg5NJTWFeUqIKGUOhOtEHGwQQjqIDaoPVkA1WUNU91g4fAgqukxBsgapuJztPu1c1rCEcahda3p6z7g29jOl2vN8LKBzzrn3tDjYWL4wCVWFMkbyOpBC5U534LX9qd0IqkJKlVIC/WpgnBPpZCYPVs60CMOT3rqWayA8agiTbS2HSZhOlXlrq90w26hAVlBWdrc33gS4sXzn9iqgUVGW740wndu0I1DaJwHUYik12TZzHOz8+Hn3eL3wOuec+6b62J/4o3CHZeVY7X5tFW4ebRjHhuYF61S63Fu7cCmBWgJTiMxToswBiRWdA9KoFctsla9sKtRIe20FsW6tS7ksU44UCNXGBKajTSTKW8tqns7rcq8YmC0vWqpNSgL7+Ok0IqlWnGujlO75f18vvM45576ptLes5WY1c7I9MuWEqjDPkXlI/MJr91mtJsaxuZ23pwp539nVoDmAKHFVCKEi0Q5Ym2XLuWYhl2Bj/hRKY53Ipbdz26fTj0qrzOfll438K71a39Z1oIqSBhtJmA6Q15COS9FdxgtawpU+dzrRO2quEpFzEfkJEfm0iPyciPy6L/v+bxCRKxH56eW/f+2dPtc559wHXBFSn+n6GVWhiYUmWkdzSEp+3HM4dNQ5UG4ayk1DHZZ7ulXsLm4RmjaDKCkV2jZbcpUonMzMd7IVxCWGMm8q091C3RTydtk+DnbOjAIV5vNi573Y+W482iSieLTxf2DF9/a60SxL8f36nPH+KPAXVfW3iEgLrN/mMX9JVX/z1/hc55xzH0Cf+I9/P6SG7Wbg3nbPXCI3Y0uKVvGGXUe4M6IqSLBOY8k2oUjLm3dztbNO6BALtQREKuOhQadoEZFtRRtFl0EHMgZbaWPnsaW3PGdrulKIgkxC7SthDMynyskv2RCE0tpghNra81RAlo5nKUtRfk5X81dc8YrIGfDrgX8XQFUnVb18J/+g7+a5zjnnvvVVFeIqk2Kli5lcA6sm08ZCVbEgDBXKFKg5oE21wvh0eEEWtLEW5DIFSo5UFaYh2ZnvIdpM36X7WVprO9Z1ARW7grQu1E6pvVL7StxbCIcsSVe1q2hSSi+k/TL/d4m1BCjrSk1K99juCHeP5V3f4/048AD40yLy10TkT4nI5m0e9+tE5K+LyP9HRH71V/lcROQHReSnROSnHjx48A7elnPOufe7MkbKGLna9Tw6rsk1kGvg8rDiODRvbhdXgdH2b7W1Kz/SF1gV20IGS7PKgTpF9LqFp6MFjwEdItJWG4hwiLZ6jop2SyFuFA1KOARqb01VdV2QWQhTgCpMp09n71ralQpv2YoW8lZvYyXf7XSiBHwv8CdV9e8G9sDv+bLH/FXgo6r6PcC/Dfz5r+K59g+p+uOq+klV/eT9+/ffwdtyzjn3fvbRH/sjkAPhsmG+7Lk+9Ew5MuWIKtQSianaru3SNRyOcblgu3QuqyzFNdpjrhq4SZaxXIV0E0j7YGe3uwRzsCKrEPtswxfym6VQkxL3gXgMNI8SYQikG7t6FGYY7gp5w+29XX3L+MIw27CG2wlKz/BOzni/AHxBVX9y+fwn+LLiqarXb/n4L4jInxCRe+/kuc455z6YpAqabSuXoBwerzk29fYcliLUvqBTsPF/GtAZ4jYTU2Hat7Z9PAabuTsGxB5GGION8AOaGyGsQGogrwNlvcRMPlWxqURJkTmgSS3NarSvo5bBnHto9nC8r+TTp3N67b+yqXbWq5YB/a6Sq1T1NRH5vIh8l6r+PPD9wM/+sn88kZeA11VVReTXYivpR8vnz32uc865DyY5m9Ap2lzdm8bOVVNFNSBii1mdbGxf7Ao1KNpUahHq3FhxS8t2sQrNVbCrQQLTWSWOdrUnTnY1SIoNMkADch3IJ9HqamPhF1QL1pBqTVLtNUhV5s1ytqtigxD2AgTmi2L50MuWdt1aepYMz2lp5p13Nf8Q8GeWruTPAL9dRH4XgKr+GPBbgH9ORDJwBH6rquqznvtV/Z9xzjn3Lefjf+YPIlFp1jOIkrWxrWIgthWtoBogYlvBS1ezREWroHUZjBAUmYKdyTZWKJ8mR2nU24QqFOK03NnFIiD1aYNWxRqqgtJeWXFF7L/jfSEd7ePzv5V58p3JhiLcCHkraGs/O+wjta/WQS363IPcd1R4VfWngU9+2Zd/7C3f/+PAH/8qnuucc+4DLKZ6Oy0+pUouNqwgTwJ3Jpouk4PlLWtbCcGKmtZgTU0pUw42GCEdlm1jWSIg1QpjcyOEDIeXlNUDYeothSrMgkaolzYKMO3sHFcbYTxXmhthPrHrRbVTahZKK0zbYNGWp/Y6kgWdBalCbd/Sxhyfu9PsyVXOOee+8WKqzFMiNZl5SuiqUDQSh0BRy2OuxYpzEIuJ1BIIQa3gNhXmcDv3tvRKXMb9abKwi7xZ5uIKDBdKWdlKN462rdw9Fkof0aiEAuFoQ+xlOfNFYD6ppF2krGC4CExnds+3dGpF+zLZHWCFuAvUZKtd8elEzjnn3iu+7y/8X9iuYGwyOUfmKkhXrHF5qzRNIQabMlSrkGeLfdQxUoPSvZqYT5Q4CxrsCk8Y31z1yrKiDeObWcoa7XvaKLlR26ZeiuvT+7jttU0ams+W5wjEQ2A+UfpHQl6/mctcVxYtWRsr+FKXLe3e3tO7CtBwzjnnvp7alNm0E6f9yKafaNqMlgDB8pZTU9jve6axYTo2lGO0MIwpkB42VmTfUjCfzscFoArN3obRh2ITheJgc3hvr/2MAmlZAS/nwXEUhnv2vbyu1GjZy/1DQZMV7vbK7uhKsXu7GpbVbbmNkKZsKmVb0ebZf39f8TrnnPuGGuZEbGeaWAiiHGJjw+tFURXGoaHuGmir3c+NSryJxNGiGvPJspxcVqxhEpobKC30V8s0IbXrP+lo928lw3T2lizmTaYeInWjMAt5JZQXJuRJQ3MTmC4KopH5xIrqcGHjBMNsk4zax4HpvFqqVRDiMVBa0Ns95mcveb3wOuec+4b5rj/7+wihYcqJFCoiyjxHS6cSpcwRPSRkFuJlA8Gu+FCt6IHalZ6dMC9j+5q9cHzBxvo9DbqYt7ZKnU+f5icr7aXd0c1rRedA+ygy3SvEs5m5rTT9zLyK1DFCUykbIQ6BMNvqNx0CNVl4xnynEMYAy3CFsq6EUQhjsNSq50wn8sLrnHPuG2YaEloCeozEs4kyJGKfibFSshVgXfKZNamlTo323Npa0VNLcESyna1KXs5wq53B5tWbsY5hEuaNIkAaYT6BurLkq7xRi4QMlRIibVuYu4JUu1usOTBv9XbSkFRr4qqtPT9MdvVIlxnAtbHCr+3zz3i98DrnnPuGqfsGGQPtjZCPPXIxE57mMYtiaRmWnVwFdFREbSLQ0xSpuqrEfaB9YqvLvLUGp3SEeFSSwv7DT8MylLJ+el/Xcpg5mRGF9OEDpQTyFCELh+ueZjUzn0fCkxaCop3SvR6Zzishw/bzsPuoIDfJzogby5GWarFVtQUKPG/J64XXOefcN8R3/Rs/Qk+y2bbL9i2pUlWYrztQIV5F2NoovjBZwU0C3aWtZMMkTCEQJt6sbWpRju31MkFop+SVFWjZLXGSS4ZyujegKqgKZ9sjMVQeXW1oT0bGoWE+NjR3RvSza7SBijVhtVeBvFY2XwSZl2au5ReBkIWalqL7tMvKV7zOOee+2cJsd2znU2VKNoZPeDrMPtK/GpnuLOP4gLoMHqgtZIXmBhBYvwaHF4XxXqVsLFijtokwCd0TZfeKQKi2Ok5LBTybuXN3x6qZ+d57n+evPvw21s1ECpVcIvuhJTWFvLfiG1pFKqRdIE5COkDpheZQOPnc00Yqud3ijkfrfq59fbOB6xm88DrnnPuGGO/aVRvpC6Gp6BhtUH0RukeB2kDtFe0K5ITI0zNbW03GQRgvlOba4iHDLMjphIRK+lzD6kEllOUct1GboRuV5mxkuxn46NljXtufMtXE/+zeZ/nicM6D45armxUlB7YnA8MsdF9qmM4r2qqtZqOCCNvP2znueEdux/7FwTKgNUKYQOZIeykeoOGcc+6b66P//h+CO5avHNqCFste1iESjnZWWxu181EVtKvIMVA6ta3im8DxBSVOlkiVV0qzE4YHPc2NEEcIGXYfDtQPH9FdA31Blp3fX3X3ASdpJIXK37q+R9ZAFzNJKiFW5l3L9WELfWU+s8Ss5mqJpwx2NWneCrtXhNK9mYKVDoLaLjlpJzS7paP6OV3NHqDhnHPuV5xERVIlrPNtVdLZ5uTGo9gVn7Q0Ky3qWb6NYiwrZX5pZjqzRqny0sTxO0a0qxaAcYTxTDi8rGxOBprzEVTYnB0pJXA5rvjE+g3+vvO/xd9554vMJfLpz71ERbh7umd150i8TsiNrUe1VeZT+9mlU8paGS7g+OHMfGGxVrWrTBflNshjfKGw+3hhOrcxh8/iK17nnHO/8p60cD4hQak52Ir3EJHK7eD4clqI60wZImGVAWgvW6hQv33HPCaQxHi/cOfuDTe7FSVVyiEw3BPOfgHiBDlH+tV0G8bRdpnd1PHfPv4OPrJ+wqyB7zh7yJATv/j6Xcp1y71XLhleHNEhwrCsSZcrSbWzUYSlt4Yq7Qo6Wfc1dYmnzJbhTKNoes5yF1/xOuec+xX2sf/nv4luMnpMlDGiuwRjhKQ0N9a9LArS2BSitMrUMVL3iXSA40dnujaz2kw2bP5s4smTLfOQqFMEsYSqeQv9G0LOgf1NjwIlB0SUJhbGnHg4bcg18mRc06dM38/QVG4OnV1pCk+vCAHFZu9KFrvetCm2kp0CdWWr3nC0QQ2lVegq0hXoqgdoOOec++ZJbYG2kOcINw3NZWC6l9FgDUmoUFtFi1BVKGOEORD3gcPLlbSdORw6+tVE96E9AMOjFXEfKOtqha+Huhf6J8r14x7aaikbQRkfdAx/25FJIptm5HI84zNv3KXvZ46HFjlGxtxbIR2CBXEUuZ1s1L8eKb2d65a1TSsSa5q2qUazDUuYToQQlVrVC69zzrlvnjwm2vVE3xSGKkwSrTCOkfFCiaOlUDXrmZIDHCMyB/TFkX412dZxN5Ni4c76yM3QMfYtdbLCWldKmZS8EfJGaB9FSh8pJ4W4yZQA14eeV86v+OzVHca5QQTGsaHONpwhHCPaKFKgexhuByOg0BwgHYURkBopG7syJBWmO4UwBdtmnoVy3RCOAbIHaDjnnPsm+O4/939FohW6aWzQYpOByAFSpdwrhNdam+hzaGi3E1No0G3mhYsbNu0EQBDlODesm4khJ0JTKauliWm0KMfD6ZJodWn3bocYKDGRNjOHR2s+WwKrbmZ/1SOHhDa2Naxi93Dr/GbWM8U6mcNsMZXjHSWfVOvAXhWKqGU1d9W20Q8JBNoHkfZabucEvx0vvM45537FjMeGmgPDk55wiLDNNjO3LcSm0nYzx5vE6qUdXZPZHTqasxFV4ZWTSz66fsyxtnxuf4c3brZs25FNOzFuBvbS2bZ0hNoVaJR6NnHctjSPA2kvzDGSsyCzMH9pw7gqyBxIN4GyEuQ6IlWIg9BMMN2x0X+arFkqL1GV83mxUYLJznhlXagBa66aIpKFMNrPKR2+1eycc+6bQ17v6A5WhfJmOfsURauwWo+c9iP5xcjpeqAJlVwDArSp8KtPXyWgrHTmC3JODJWyJFds+5FxSgRRbGiRwBgIbzSEbFvDzQ7aG2E8XwItKsQHDaK2Qo5LY1TIluuc15ZW9fR9pr1QlgQrqQJtRnOAMVj3c6rI3iIwtVkGMpzpL5vP+3a88DrnnPsVUzaVsoHmKlI7pXmjQT96JDWFYWjoUkFEudytOd8eeOXsivP2SBcz6zBxqC2P5w0B5YXtjrEkSg00odI0heNsHdLhGOyceGdXfjZfsglB8YESZgvCGF5Qpl5pbpbkK5T2yqIeSw9xFOI17F+pt8lTeV3RRon7QN0IcZWRFeQhQQXtKowBKUI+q8hsq2tf8TrnnPuG+/h/8AeRjVWgcjKjcyBLQqqQUmGeW24OHSEo47HhSlZMObI+n7iee+b6YS7aPddzz9XUk0IliDKpcDN0y7ADG24fJ6G9FFSsiJYOahTyyobYp4NtBZezSl5D/9jGCeaNrXTDLOSNRVM+PZ9VAV1VpC2UXgipUnOg7We0t4zpevjlFfb2KpIXXuecc99oIpZYBbDZDBwOHd3ZQK3C8dARQmXct4hAaK3axaDs5o51mjjkhsvpHkGULmauxh5VYcqR/aEjzxE9RiQptQjHFythtoq3+wikHUx3LNbx+FIl7YX1lwKls8apvH0zXSqvK3VTCMdo+csZ5nOLjpSohKRoBaow7jq7SzQHwmamCjAtgxEE6trv8TrnnPsG+64/+/uoc8v6dOBkNRBFWXcTj642nGwGjo9XhNOR2FoqVEqFJhViqMw1kjUylcijw4YpRy42B9bNzGFuuN6t0Dd6iEp7HZhfGZcmK6UqXLx4ze7Qc3ywQqMiJdpkpABpj90N/tCB+sU12tkQ+7gPyBhsoH0U6qYS7kzULNRDgqZaJ3YFitgEpbDMF86CttUeU5eK65GRzjnnvpFO1gNNk+lSoYuFXAO5RNq28OTxFukK81VHOplp+2zntUMD2NWhMSdyDeyOHcOTnulOomkyx4N1MjcHQaMwb21FKqtMHRKhzzSxsu4n9neF+apjvlOQIjSXwnAX4ssHNquRy2aFpgpFKHcsopIpUJeRgmWfCLtInIV8ViBVUDvPXX8xWj/XhYIopVckKKGttjL2Fa9zzrlvpHvrPa/dnJBiYT+1xFC5vF7T9bNNJbpqISj5mNAVTEODHhLxrvJ4ttJUijAfWsI+MmjPkJTmQUOM1pWsEQvQGCIyRFgV6hi5OXaUElAVZJ3RIaJ16TQWiFGZcoKTDEuAhgRFFSuuU7SRgIdI9yTY0IOoSFI0Q5isY5oK89lbuqDbQlVBa+B5A3m98DrnnPu6+md+6p/iw+tAXe7UDLlhLJGunxmOLRKgNkvW8VWizAHaioyB4aazLuF1vp3Vq60VNhkiNSlShLK1VakUIewSkqGsLO95Gm3lXKaIZrGQjBCYLyAXQZ9GSh7tDq+uCvKksUaqdUajwjFSu8pwz7qdyQKTXR0KozCeQVkpMi9XibpCrQFEiU29HUf4drzwOuec+7r6+csX+dDmiu+983leHc/4wv6c1y5PyDlSbhpkEiSARusmbr+UGF7OaFeJjxq6J8LwQiCOYvdq10o8RouG3FQr0snGA+o+WbfyaUF2Ce0qRQvsk53bZsjbCu1bVqBRoQi01dal9c3rP5qDrX4D0FQ0KCUssZL7QPc4MNyvzOfFri/d2DWmumuIJzN1Dkvh9RWvc865b5A3rrcc5oaK0IbM1dAzTwkJdhYbLztOPwPziTDctwIVBmtsSkeYT5R0I/QPLfiitELIcHxJmc8KoS22al6KZ2kroS/IJtv0oylYgtTGVsXa2DkuUVGB0Be0ClRBUqWO1slcO5CdJWFJFlTUntOoDXJYKeOdpaD2FWJlahIkRaZAOUYAchVqffaS1wuvc865r5vv/r0/wvDihuNJx/W+p5bAfGisE3gMEKB7InZ/tof5/sxchXiZrKGpA01KQCzUYoLNq5XhItBcCaUN6EZomplMQvtCCIqIndMC1GNL2Rakq5ycHyg1UEpgPDTEplIed2hSmrPRhjIstbR9aCMGp4uCJEAFOQQ7HBZF+0o5sa1usqC6bJEfIxoUGaMV67Y+N7rKC69zzrmvG1FoLwN11zKdpGXij6U5NVeB+awy3lXyabFCnG3VWlulexyII4wXUFtlvGN/zttAbZR4FNvqbRpmUWoONH22u7YCqtiqs61s7+358NkVp+3AIbcEUX7+tReIsZJTC6LMVx3SFyuYAZqjUBM2+ACsII/JVsPtMugerLgqdCcjJUfyGBC1v2OcArV5/nSi8I34H+Gcc+6D4fjhQt7Y7Nq4t3uv2hfCIEwXhXqareguU4rSVSI8aZaB8zBvbebtU9op40W1VKkOusfQvxGph8TqZASg5LgUwIQ0ldBntv3IC6sbklQuuj1JCh+594TT9UA8me1MV0FSRcXylfPKCmt8kiz4oy5ThtTSrOQY7Tw4LVvQalvKkuX2PFmDnVs/54jXV7zOOee+Pj767/8hpCbKqhJObbZu/5mO4WMT+W5GxmBnqAJpZ/Nswyz0D4TDh5SyVstQHmxlO15UC6xQiAchDjCfQrOD5mcbbn5VgE1Gs1i4RVuJXaHtZg5jy2eu7tGlzJATx6lhLpEUKl0/cZgCcbuc9TZ6mzo13i9oUmRnZ7faqDWDZUEj6MbOmOsUmW5aqEKzC9aMJWIBHF21zuhn8BWvc865r4uQlqjEgM3dDcp0UUkPG+JlWgpqpLkOxKPQXAsyw7yF9ReXLOVOqa0VwrS3EhUnYfNFS55SgTgoIcPFXw3owe7wputIuErUOSCityEc+6llygldzlxv9j0AqSuUq9ZSqYB8VpnPKvHw5oxdWeIn040QD0LaCyiEYKMB45OG5mFCqk1DErX3+rSIP4uveJ1zzn1d1J0NvJdZUBLxJtqhb4X+iaDBrge1T4TDy8p8Av1DYT61c+B0gOFDyzWhCHd+vhInmDbQHJX9h+118hbiwUb1ySbDrgGFuim0q5lSAqRCqYKIkGIhxcL1oUeLMBxatFgClUaFVAlr64jObUV2EV3V263m5mCNYGBNYLkIMsntwPs4WFNYk8Xyn1XejI58G154nXPOfV1IFguTWMbkxQniMVA65eRzlXZX2b8QGS/scRqh9HZtaLxj28zxJlJbO3M93rXt6NLBkxet27msKqKCis3S1Skim0ydG2QObNcDMSgxVMY5sTt29O3MXCI5R2oOcLRcZ5IibbU7urHAMtFIkyJ7+6VBWxjuKu2l/dJQRiEeE+lgK9u8sclHeav0D4XpHOLRuqCfxQuvc865d+07/sgPQy+ky3B7iJnXNhy+eyJLWIaSRuWY5Pa2jVRoL5XjixZ0Idm2qMtKGS/eHFKvjd52FYfziXkV2X66pawjGiJ1WwirzJPHW1JbaNpsSVLAcWyZ50idIgwRumrTkAT72iHCRaZpM5MmdLJfDJonNkNYk70PCqxef3q32HKaa6dMZ0I8CvsPWW5zeE5HM3jhdc4593XQPRaGF5R0FKbzujQb6W3xHc8C/ZOCVGuOimOgNtDsbX5ubRRNSjwE0i6wfk15/L2FuspvpkpNAVlyl2OfObxsEY7aKNLZWEE9JrJAni3MQkSpo50Dx30gLwEcAG2XmYBaoZYIPB3EC+EYqN3S2bzMT8i9vddmD+kAh5VFWc6nti1d19WmFGnyM17nnHO/sg4fqpCUMVW7PrSPdI+tgzkUa6C6/I6GOKgFYyznonllWchxWLKWK9ROGS+EeDrRthkRtbjJGKljRC9b5GKins80r7fIQQhPOmoHurEzYhG1xqkhWrPVuCzDm0q3msk5cLIe2IcW7YUQlMNNZyEc2YqoLI1SYRbyCuYzJa8ronbvV6OS9oH5/gw5ILMQVhnW2ccCOuec+5Xz8R/9Y9AouipQIewsdCJvlOZG6B8oNx+3q0BSbCbu7mPVQjVu7JpOTdYslU8qmiqlTdZ1fLfQtYU2FQ5DS+kKcoiUyTKVS6+EQQhFuPhrlatPRAagitqWd1BkFrvi01dCV25n/zaxsO5mrm5Wlq4lEFK5PfvVaDN654tKWQfb7m4reRWoEbSvzKuK7BPh3rh0VMPZ6Z7XnnOdyAuvc865dyWOQr6YLD1qiLRPLGlqPq2kQySvhNLauW1zIxxeKXY3t4idka7Vpg0BYTvT9zNHVoRDtHGBaivSrrOO5TIHGKJlMEdl+/nAcBeO9wPzyXInN0J7ZyDPFrZBsU7jmAqqwpwjVzUQQ6WUQHzcUF8YCbGgK5DXO8pFtjNnQM9nuyKVhXwnL6+hdCcj9URIqdJtM3OJ9E1GfCygc865Xyl5W+16TqzIYF3MZaXoqnJ8WZnOgoVPnGSmLixZxpDXhZwDYTsTgDoHVuuJaYrIbNOJ5l1iKoIcEvOd0QIvohKvElIj6y8J0ymUtXJzrtS1dSnH7Yw+LbStTRfSKZBSZZqSbS3vOnQOhOtEfXFkczIgokxBGS8iTIG6zXY1aIjE04k622Xi1ckAwLqbEVGOU8NJP9LEws3YPfffywuvc865r9m3/0d/gHBHKDcNTJEwiY3hWyIZ6St1XezMMwdOX7rheGzp+pmcI+OxoWkz85RgChy+uEX7iiyJVc1lZI7W0VyuWivaRaitcvoLwZqbzuyucD21wfbt2cg8JupNgzYVaSurzcjcJKaxoWYBFfQYaa4i83khpso4JpqmMI8Jnp4JBwi9dTzHWKlNoORA12SmbNeVzjZHVu3M1bFn1c60sdzOIn47Xnidc859zYIoeQ7QVMjxthNYu0LcZFZry1PedBNzCTSx0jWZh49O0ClAVKahgcsGUSFMQmUJx6iQdoJoYj6xq0aaLb6xbgq7j2KPT0q5sNZjycL8cAWbTDifqEVIbSbnSGoKwyHazN0hEmYhTPb3qDlQjg3zUthRiGczZQpstgMCjFMiJZu1m2IlxYnHl1sOTcOmmwiiXO1XrLrpuf9mXnidc859zfIU4bpBzubbmMjQF9bribP1karClCMPHp+w2Q5c36xtSHwVmoeNNVO11hEd94H2StCbCGEZTLB0FaeDNTSBxTLqnQovZ+ZjJD1uSH2mVrEZvUUIsZKaTA2BMkfqviFslvdYLXlKozLdVSQLISpyMr+Z9ri2zmjplMO+p19Zh/UwNJxsBoLYKMKT7RERZT+2dKnQtzPD1Dz338wLr3POua/JR//dP0zYt7a93EbkaTCFCvMcGeZEELi63qBF2F2u4apBu4r0hdIpGhU5RHRVKCeF9vOJeQPTmRJmLGYyL+fIyeId5TKR+pmuy4wxUfpid3XD0liV7My5VivA864FoN40llgF1LP85nSiEthsBlIszCUyTYmuzVw/WROaSh0izbZw0o/sY6FvMk2o5Gq50KpCCpWbQ2djB3N4TmuVF17nnHNfo+ZBQoPdu02XiXx3phxbZGXJUTEobSx0/cQ4NgRR6v1CuWkIDxvKmXU3h8zStATHF9RGAK6WKMddpL0MlqncVJgDtVXq0LDqZ042A8exJadAyRHGQDwG8r2Z+LNbxvsFOut+lpX9UqBDJDSZEJUQK7UEqgp9Y9vVQ2k5DsuqdelePo4NXZM56SZbsQNjTtaMld8spTlH2rY8Lz/DC69zzrmvTZiF0tsYvO5xIr+ghH4GhZP1wKad2DTTsjKEcWhYr0fGWJnaBrm21W9N0FwG8lqZ7palQNpraBss0WoXKSeWKBVmQe5nVu1MCnYNaZCGEJRyV8nXLfFxshXzqhB6S6SqcyCkijZiXdgp03UzUZSzlXU03wwd/Wqi1oDWpwP8KvOYeJi3pFSI0V5zHBuappDnSJkioamEWJjGdBtX+Xa88DrnnPuqfeIP/TCSbLUbzyeG5b7rejPSpkwQ5aQdqSrEsGy/qjDPCVXotxODCuE62QzbKLb9Owa4TsRJKHcyGpR5u+Qfi6IXE3mMhBx+WedwjHYfV0JF1plw2TGdKXK0+7462gFxXM0A6OOO+KGJFCrbbmLbjuymjpN+5DC2SKi3q2GJal3bAeqxQ1uFriACw5AgC82pNZGVvGRCl2f/23nhdc4591UrK7WO4/sjm/VI+OhAkwqHseW0H9mNHQ8OG+70R6Io635ir3KboRzbmdhnyhCgUXJjV4IIitRAswtIbqi9ZT3nu5m4zqQmc3rvhiDKzbEjNxZaUUpg3LekrqBzIK+WJfPpjO4TUm3qUAhKtx3ZZVuR3t/saWIhiE00ujr2VBWOx5bUFOYh0a1ndCNoEWQf0Whb3s3ZUmxLsNV2jmgVQlNuz5Lfjhde55xzX7V6kpnbyMlmYH/oSKnw8TuPyNvIfm7pUubxbs2UI22ypqWUCmO27ORpTIRQ0dOZEBQJlTwlwoOW2irj/ULcB+qmUDthdefIqptut3BXzUxV4fJ6TZ4iqcuEplpXclR0m5GopC5Da/dqy3WLCDSxcHHvhloDFbGGqqVlOsXK7tjZgIcc0CEyHBPtnQEamNaRuM6EJfFKiyABpmODHhOSBbkYed6UBC+8zjnnvirf9Wd/H5sL2z6+frSBIpSQ+HR4kY9cPOGkWe7u9hPHqbnt+h1yQ4iF+djQbydirIR+RoD9vkdzgJdGa8KaA3I3I1Nie/+IABfrI1Eqjw4b9lPLnCNVhaa3s9p5VmKsxPXIMDa0bbY4yGhpVc3dIykVuiZzGFvW3cRcItt2pCIc54YYKut+ZJwbDjcdcZvRCtOhQaKyvnuwaEyFeY7MNx39xQAtDMcEFduW9shI55xzXy9PB8vHWG8zkEnKeGy4mTpKEzjMDaUKh13H1EZiVGoVSo7Ezu67AhQVSg0gSrOeaJeRfbJStv3IzbGnS4VShUf7Ne3y8VwS+6sVqcuoQhSlxqfhFoWzbWbOkc3ShTylTC62+r7ar+y91MANcJ06Sg1W8FXIJTBPidRlmsbez/GmR/eJcDLYLxFTQx4a4tY6oec50pyNtpW+xEo+ixde55xzX5W+nWmqnYtuPjzx6MmW1Xoi58BrD8/o+pkmFaY5oWMkK5Rod2xjU+j7maLCMDQWbnFIrO4e2a5spdxEu47z9Nx1ypEUC8ex5epqbRnMjV036vrZHi8KJTKOiRQqMZTb7OQmFEob2E0tpQZSKpQSmOdIyZHS2n3ceUqUOaAlENrCam0JVCFUus3EUDr2VytUgTkQ1pl+ZYU9hEqbCuNssZTUZ//7eeF1zjn3jv09//nvoQmV03YkhspcI9yBy+u1DZYfhON1z9xnVAVmQTUSt/NSoJQUKuOcLNgiW9xkrcIwJ077kcPU3N6VLTWQcyBH64rWKkhQ+tXEpptsulANtmINlb6vHAYLzFjfuebl9TVVhdePJ9xdHdhNHetmZj+11Hbm8mqDiDIODVps21qrkBorzoD9gnDZ2n1gURgjsipoDpQlqKNtM+OcGI92/1eSbzU755z7Ori7OnDMDRVhN/ZEUUoVVIVSApuTgeOxJcRqRfJ8omkzfTuTa+Dm0eb26g8C6XSiX02s2pkgynFO5Bput3PnKVkCVT8zz5HUFvrVRBMLbSysm4khNww5kYLcFufUFB4fVlz0e6oGmlAYS6JZBhic9gOHuUGCbYH3K1vdqgoa7O+iVZhvWttKDxBXmTpF2vORGCvDrmO46ZCg5DkSghJTJS55zs/ihdc559w7FkRZJesoXjfwhcfnNEvi03Y1UhXmFKklcHZiOca5BFK0iEWAw3VP02ea9UxMldOVjdizO7/K9U3HyfZIjBXpbIpRrWLbz7HaSnc5j72ZOvqU2bQTKSTrahZl1c7sho5Pv/EiH7v7mKKB42yr0S5lxpzIS6c1gAh0zcy0pFGNY2P3hBWa84G2LXaWvB5tPrAo8eyIqjCNifnQ0JyMy9jBiDwnusoLr3POuXfk7/0v/hW2bSQsq7mroadpMgKs1yMiShOUts3srlbkYtu/qsLu2DFPybKRh0hJgdVmYp4jU07c3+zo48zVtGLexKWJKjCMLapCzYLOAdks2cixcJgbxjlxDA131keCKEGUu2dXTCVyf7XnmBtSqLcJV48PK8ZlnF8Ibx7Eiii1BlbtzGFsUYWmKYRT2x5vU0ZEaVNhmBquLte8+MKVTSRiRZ4jq2U2b87PTq0CL7zOOee+CldjT7c0M805sm5t9atqZ7SHfU9MhdRldvueMgfa1Wx5yNXOUMN6JsbKth+ZUuRq17NqZrabkSS2TXu1XxFCJabC+HAFYnGRcxGOq4lxThyGljxHun7mjRI5Ww23vxSs08RUEzFUjtlWujdjx5QTpViDVc6RdT/x5OEJq7s7bnYrNpvhtvtapNB2mXU3cac/8mRYMeXIMDVoCVwfetISH6ljZC6Rk9VArsEasJ7BC69zzrl35Djb9ux1WZqKSmDuIiFUDvveJvw0Nvt2tZoYxwS7jkltjm53OnK6GZhzpKgwl6dNUcrDmw0PrreAxT/mOaK6lKgAMgm1r4RNZrfrqZNNI9Is5FjtTrAoXcwElKxWCJ8W3apyuwX9tFv6waW9Xn8ycrPvCaFyc7lGs9Cf2TnuupvoU2Y3W8PWzb5n1c/Iqc3ktV86AFHbQo+FTTdZY9kzeOF1zjn3FX38z/xBJGwAaLv5tplKlWXIvOUzt20mz4lpSqz6mZttAgFJdo7axkKfMlfHnt2hp+tm1r01NuUarGi3tmU7z5E8J8J2JjWFrrOrQ6rCMNlQhFU7U6rQNZm5Bsrc8mRY0cRyew4cRMk1sGknxmzXjXIN9P3y98iBrpupNTBfWYJV22TurI9cDx1zCEw5sj92NE25vZLUNZlhTvRtZly11Cy384efxwuvc865r+jpNZ6mzZyuB26OHdv1QLs0J41zYtVac9JuDpQx0raZbj0zPO4Jm8x4bLhuOu5uDnRNZpoT49hwerajS5nD3HA5r287gqehIabKvTs7Sg2c9gOlBvo0M5bE4/2a89WRuUTGEhnnZOfBSwjGelndAhwnS6VqY7k97910E0H0NiayaTLTZia1hcPBBiacrQaujm9uKZ+u39zOfrr9XKrN8z0O9hrVt5qdc869Wydn1ry07ibaaEERfZMpNVjMYjtznBPj3BDbQr5uLVmqn2/H/J2f7zkMLW+U7W3sYilvJkapCm2Tud735DnBdQMXdl/4pBs5zA0n7TKYYLm7e1g6la8PPV1j57FPf9Yve//9SFGLhXxaePtkd42v50TJgaaBs7PDbff19dCx6SZ2+57VamKzGjnrLLkqSWWfW9pYmN7yOiLK/tjZFaRn8MLrnHPuuT7xH/9+Ls5mzrqBGCqH2XKOT9qRsST2U0upQhDsDDVUbo7J7tOmymZ1sMCMYp2/NjghIxKZx8RrT05omsI8R2qJ1EctnM/IJCiwGzp2Q0cugePU0KbCfmwJofL4ZnMbYNEmu9v7dEU65MS8REH2KfN4v2bdTSjcRkQWFWoVthtrilovUZYKzCVytV8xHxtKCbx074rz7sgq2mOyBlZJuRxW9gtJKrQp82RIEPwer3POua/R+ekBsCjHp81KTwvXSTvSxcxu6gBut4xvwprU2ZD4F0539CczQ264Hrrb55cSqJNFRuau2qSfqBAgpEo5zZxvBs5WA0NOlGrRjilY0pWqjQIEePH8hi5ZY5WIWqjGnAgCbcq8ennKne2BKMpUIvOSSlVq4M7meHvuq9g59OVhtXQnCxIrKBzGlroVNnEiSOXYNCSp1kFdIofcMuSG8zt7XvXmKuecc1+re+s9c10mAYXCmBPn/ZGxJGAJz2hHDnPLmBP7sWV1MtIsDUi5BuYaiaFaE1SJ5PK0qCnS2Tlx6gu1BkoXqHNgc3HkpB/p03wbDVmX7eLj3rZzU5cp2X4JaEK5/YUAIAjUpWCmVHiyW7PpJ6pCLpFNOxNSpk/WZNVFW8UmsW7lO+sjcw3sm5bDvmd/6Pi0vsDVyYr7qx1tyJw3RxopvD6eMtXE1dG6o8VXvM45574W//B/+S8y1Yb91NKnTJcyp501OT1NsLqZOppQmZYGp003EXqljYVVmnl42HBYtojnYnGQ+9FWqquTgRCUaUrUEijHRNzMrJYIx2ZphioaGGrgyW7NsG+JTaUWYbMEd9RlytHTj2W5MtSFShMLu7GjiYUu2S8CfZOZSrw9oz7MDWfdwJ32wCG33Nvu7f0la9Da73pSU9jveh4n+3vd6Q48HLd0Md/+ez0dzBDDs6ckPD9ewznn3AfeVGy1OuQ3c5THkhhLWrqMl1VtCbdj/rbNxJ3uwDrZPdgYlMMym7eokEdb9+UcGYeGkiP5kNheHDjZDGz7kTZlLo89+7m1juf9ilICTZ85Pz2QWltRb7uJIScqwtXYM+Q3ZwBv25E2WMFtltjKPmXismV9nBo+/+AO+7FlnazLuQ12Tvx4v+Zq7GlC5e6dHTFW+tXE9b5nn1sCynl75MGw5XruyTWwbcfbBK1n8RWvc865Z7qeOrbL/VdVYSqRy2HFXAOP9mteOr3h4W7DnONtV3IMlayBqVqJCWKRiwBjjoxjYwMILntol5m+2Wb61ipsVlYAJyJ9k7keOq5v1mw3Ayer0VbV7cRxWs6bly7mLzw+Z7t8//5mTxOt+J42A2fdkSfjmsvjyq4rLb8AtClTqzBN9l77ODOVxJgTRYWzbuCkHbiJPfuhvX393dQyrhJBlLnE27vD91d7gqgPSXDOOffV+9R//btpQkdVYduOXI8W7Xh5XHEY7Zz1F48tZddYSEZT0TV0TeZubwVoyA1dtA7mqsLl9RqA9enANDa03cy8FL3U2Bnv492aJtmqU4BxbuhXE+frI9MSDXnaDbfXflKoTMA0JuLmyLabqQhRKnOJ1MYanbpowxR2Y0dVOI4t/RLWcefkSNXA//jkBfqUKSrc3+750OaKNmR2c8emt9m7L2x3PBlWfO7mDlOJ7MeWw74jxsqL6xu2afYVr3POua/eMTcUFZrl86LC6zdbBOjbmXFsKPuGsIvUE8tnznO6LTr32j1jSrx6PCVrIIqiWCRk385slsSq0s6EpQk4xUIT6u3d3tNuuJ2INNXIMCfunNxYLGQNPL5ec35ypC51LgUrtnOJbFs7b72ees7bI0ns3LVLmSf7lQ2+L4GL0z3rZuZzV+dc36wJsfBrPvQqd9ojKRSeTGsulm3z/dwxlsSHttdMNTLXuAxYEHKOvLo/ZdvaXeJneUeFV0TOgT8F/BrsetPvUNW//Jbv/wbgPwN+cfnSn1PV3/eW70fgp4Avqupvfiev6Zxz7pvraWKTAGNOTDmyu17RdJm+w0bqrYUCENXymScbq9dHW3XeZLs+1IRCaJS45CqvlojJbTtax7NUhtwsZ7KZoTS3V3y6lMlq3coX66O9t6kHoNand3szpydHDlND12T2Y8tx2XLuY+aQW/a5pYnF4iP7ib6dubzasG0njnPDK2dXvBqUYU7c73es4syXjmd2baoZGMp22U7ecd4c2ZeWsSTO2sj99Z6bqaPUwG5q333hBX4U+Iuq+ltEpAXWb/OYv/Scovq7gZ8DTt/h6znnnPsm+s7/9P9GSok2WVLU492aeUroIZGDspsiZ2cHtJsZ2oaUrJP3o3ef0MTCw2HLIU2s00QbIrtpY53D2yNx6TR+Gu8YUE7bgRdWNxxyy1TfzFO+Hvvb+blFhburg+Uhl8ijyy2r1cTZaqBLmarCkJOdSS8pWu1b7h5v0kSfZl6vJ7bqPazoV5M1SfVW0F/c3rCfW67mFVNNDKWhDZmbuaeNhbN2oKhwnTuiKKs4c9IMXM0ri6p8GsxRn927/BULr4icAb8e+G0AqjrBL0vI+krPfwX4x4A/APwf3+nznHPOffOcbY+Uah3K45wYjw111yCbTGoKMdqcXRHlbAmguFhZ0MZUbEjAVBNtLWSNPD6s6JvMSbd0/aI00e7vrtNkK+RlVfu0czqFyvfe+zy/cHOfLmauxp7rsWfdTDaCb3skBls1A4xlWZXTsm5nUqz0cea0GWhCYRMnHk+2blylmc3ZdFuUT5uB67mnjzMfXl9yLA2Pxg1JCrlG2lA4a+wceJ97klQGDdbJ3IycLL+gvLY/JYZ6m+38dt7JivfjwAPgT4vI9wB/Bfjdqrr/ssf9OhH568CXgH9JVX9m+fq/BfyfgJN38FrOOefeA1TlNoDiONqwghoUFPputlzkZubhboOI8srJJSlUDkt+cR9ncg2s4szltCItectPz2sDylQjfbRGpMtpzc2SfpVCvS3Erw2n1mlcE02wWb3bZmTIDTTWMBVEOcwtF/2eNhSuxp60REceckuNM/e6HQCHbPeHt41tab/YF4JUppr421avEUR5Yzzhlf5y+UWg3nZng22Z32kPPBo3DKWxe8xzzyZNZLVV7u2owGd4J4U3Ad8L/JCq/qSI/Cjwe4Df+5bH/FXgo6q6E5F/FPjzwHeKyG8G3lDVv7KcAz+TiPwg8IMAH/nIR97B23LOOfcr5fJ6TUyFWgJNm+laGyiQh8Tx2NKmwqtPTslzZHVuQRptyAw0TDUykZhq5MlkhXTbTZw0420hqwhztXm5T+foTktT1Ek32nazVK6nHlVhLIkhJ1bNzG7ubuMd+6Rcjz2vnFwCEGRgqpEUKvf7Hd9z+gXemE4oBPa5YyiJTTPxZFhzt9/zcn/NWBMvddccSss6TLQhc5nX9vcoHUEqWSOPhg1dynz79iFDabgee4acOIwtqnBnc2TVzHae/S67mr8AfEFVf3L5/CewwntLVa/f8vFfEJE/ISL3gL8P+MeXYtwDpyLy/1LVf/LLX0RVfxz4cYBPfvKTz/ldwTnn3K+kj/3bfwxdN2Qamu3EPEdb4a5HhliZh2Rj9/qJAy2n/cA6zTweN7cJUpdzy1gipW64WB1ut4Oz2jZ0rmEJ3bDPb8YOVblNkRpyYt3M7KaWh09OaLuZ0/VggwuOPdtu4rw/ElC+/e4jztOBJhR2uSPXSNbAx9aP2Ea7g3s5r6kq9DHzyvqSVZxuz2S/e/UqLzVX/Ozxw8wa6ULm8bThhW7HWBNPphWXR7u7nI9rvnh9yjA15PxmR/PF6YEmFppg2+fvqvCq6msi8nkR+S5V/Xng+4GffetjROQl4HVVVRH5tVgi1iNV/VeBf3V5zG/AtqD/J0XXOefce4f2BWmtgFQV2qbYFm8/su1H6qmwba0paVwlqgq/dH3BqpkZc+I4N+yHlhCUcWg46cblTFRui2sbi6Vf5URViEEZc2Q4rkhNoUmF49Qwl4iEyjxHDmNLqYHjoWWXOlb3Z07agcfTmotmzzYOPJnX3OkO3MwdD6YTPne8YBVnsgY+t7vDi6sbPnnyi6zDyKyJz473ABhqw1VZcRIHPtxdsoozx9LcBoF0KbOWytXYM86JGCuyDGCIwQIzroeOIVlz11zjM/9932lX8w8Bf2bpaP4M8NtF5HcBqOqPAb8F+OdEJANH4LeqPm+H2znn3HvRt/9HfwCidS8356PNyw1KLpG6hFo8vTJzu0IdW4apYdVZwMSUE3073xbNMSdOVnuOueGYG1Zp5jC3DDkxzIlxTKRUmUYLyiglcDy2SFBCULouU0rgcOioRahDQpvA4+OaLmX+1uNzrqf+9rz4brcHOva55cGwBbjteO5i5kE+4aPtSC8zs0aCKJ+fL6gqfKJ7nUEbZo28OpzaOS/KWWsNZOs0ccgtX7o+5f7JjhQqUSo3U8f+2NFsj1weV5R3O49XVX8a+OSXffnH3vL9Pw788a/wM/4r4L96J6/nnHPum0OLgABRl65lGI4tF+c7ulg4LFd0nl73GXPipB/Jy4CCxw9PWJ8OpLayamcOoSXXwNXUs59aDmPL2fqIYMPrh2WsX56gX1vhTqkw7ltiW2iamZwjpdjc3LpvSKcTqsLu2PHZfIc2FXZTR22El9fXPJnWvLo/pQl1ec2GdTez7UaKCv+/mw/z+cZWwpHK3zy+yOW8pguZR2XLx9oHBCpfGs9vJxAdi51FH8X+/uFMWaeJXCNXU2+Tk6rw+HpNnhLPLrueXOWcc+6tBCRV0ibT9zPdcj9XRBlL5GJ1oF1CKHaTRS/ulsjEsLWNzhQrm3aii5ltM/FkWNk1oWLFeS6WQHV8vLJIJkByQDaWNDXlROoy/WqyJCqJNI0izByC8sLFNa89OON8a9eXvu/eF3g4bfjCzTmvcmo5zzkhKXO+OpKijQvsYubzuzsEUV6VM6JUXl5fU1T4gYuf4W7cMWjDUFsOteOjvZ0R//zhJY6l4fG4ZtvYWfWLqxtO0sAb4wmX48omMfUzJ70V90fPmU7khdc55xwA3/Vnfx8xBuZDS3tiBWbVzLcTfqYa+dj2Mddzz/+/vXuP1uyu6zv+/u7rcz3PuU4ymUlCEJQERMEpml4slqUipVrXoi10LRcFrVXrvV0VqkVtrUutSwW1AgrYC96KN0oFpF3Y0iUFQgi3YCAJITOZyWRmzjnPeW77/usfe8/JmWFmMiSTPTnJ57XWs9jPb+/nOfv5rR0+89v7d9lM685K3bCe3KJKfaq+EcR1yE3TGGJY5CGnzwwJD5T1mNu4XuN2PutgcUmnn7HY7OItjDgs6tbrPCYIy7rh3Xzm7HJ+64MZlTP8oGIUJzx/5SjzKiKweprJs0ORbhxtUlQ+ntW9m08lA6ZZzHjR4dBoTOSXbC56dIc5N3bO0LGcxIWEVnA0u4bEBZzIRozza5nkMSdmSyR5QGep4PSiz1YzYUfgVWzNu1w7nBAO6ufi13Qn3KXgFRGRRzLsJc3QGGPQSXfXtB2EKSvRHN8cy8Gc0hnTPCZoWsJF5eFFJfNpTH+YMN3usQgiimGziEFUMElihp2UrPTJCh/Pq1haSdjoz7jfGWkUsUgj8rJkebggyQMGnZRJEnPjaJOVaMGZtMc46zKMUm48sMk8j/jE+BAbnSlJGRA244cjr2Re1Mv8DcOEWRGTFgE7ST1O2GumtOyGOXnlE1rJmXJA5YzQSjaLPgD3z1Y4MVvCN8coTnjWcj30aDPp0Q3qZ9jjtJ66chglRF7JTt4huALDiURE5CkgzQN6cYbnVXSCgl6YsRwtONCZ4FMxLWNOpCNmzSQUoV+SFgHzLGQ0mjNb1GEc9+vJDYvKY9BJCfyKM5sD4qDuHe2aFmsc1nMwXzOa8KAbkqUBN62fYTWe89mtDQZhRuSXrEQLun7GKPLq58tWcbi3Td9P+dzkAKUzttIeG90pgVUshwu+YnCS1WDGsWyFU8mAbpAzGNWt+LOh2A8yFmXIXfNrWAoSYq9uxYZeSV75jLMua905Tx+c5tpoh9ArmJdx09ItdyfWuG4w5rruePe758WVmatZRESe5OKwqMfnRvnuVIiBVzLOuyyaOYuTMuTUYrDbm/fsWrhnp2gE6jVxi3oSC88cgV/iMo+s8EnSkHwRsrI24dBgzDSPGUULkkHAanfOly89ROwVxF7BVw+Pcl+yxko4p+dlzKuISdnZXQ7wmd2TVM7YKbrcPDqJZxUHoglHkxVGwZynxye5a34tlasXWgispOMXJGXATtapnzs7j0ne4VQy4Mjy/QDkzqfEY61TT9B4S+84Qz9hVtUt5tVozrH5MrMi4nB/m76fsSgjNqIJS70EgA8043kvRMErIiK86P0/Si/0qYK6pTZedDjOiAO9CR2/YCfrsBrPCazanaZxOVrUt22D+n03zJnnIWXlMewUu62+ovTxuyU7Wz1IfAgc450+H5/06lmxwoJrhhOev3KUG+Iz+FR8TX+Bj2Mj2MGziqQK6Xg522WfyAqOZyucyJY5EE0IvIqRv2BaxvS8urU9LTsczdZYlCEbnSmxV3BdvM2D2RL3zdaY5/VKRUlRz7S1k3a4J9oAoOvnPJQOGAYph7tbTKoOk6pDWoWMiy6zMiIpA4ZhwiSPySuf9XjKdtFjI5ow8h9egvBCFLwiIkI3yPGt2u2xfHrS58TpEQ/5Q65bG3PDcJPQKtIqoBdkZFU9JeTZBQ6gnpWqqDwWlVcPr3EGXsVSJ6FysHVmiDOgNMppQDhKybJ6zO/mosepbEBoJavBjNPFkKQKGQVzOpYzr2JGfrMyEQGrwZRx2WMlmDEpO3S8nHkVcSIb4ZtjK+/xqcl1RF7Bkp/ynP4xPHN1OAcZReTx4GTIFl1mi5jDa9vcO1kjalqqhfO4fmWLkb9gXkVs5T0WVUTZ/GMi8kvW4rpX9clkyFKYsBzMuX+xCkDpHsPqRCIi8uT2yg+/Go/e7uLz0yzGzNEfJDhnzPOQ7azHUpiQlHVsRF7BSrSgcB6LMqxbjqWPc0ZW+MyTCDMoSyPtNR21opKiMLy4xA/rgNtYmXDLyknSKqByHqeyIcfTOjzTMmAY9uh52e5zWc8qtvI+odWfH5ddfKu4L1kjrQIGfv0cN/bqVvo47XDT0iYlHvMy5Fnd46RVQOQNdlvs909W6IfZ7u31cdplFNUt6HkVkVT1hBrTImKax2x0pty89CAHo202gglfSNeZVxFpFTAMErbzroJXREQublHWt1vLyiPHmKYRw25KP8oIvXK3hbuT189XV+O65bkcztnM+hSVR1IGzPOIrXmX2U4H8xxV5kNhbM0iwl5OWXiEg4yq9BkNEq4ZTNhKutyzs85SXHduApql9+rl+tJ0wFKYEDUdn0q8plUd0fWyeuILv2BRhqRlwKyI6QcpoVfuBmtW+XxiepgbO5ucLEashHO6fs4omPOFxTrFwCMrfaKgqG+lBwWjqH5WezqvW+FdP2c7r1dZ2oimPK/3Bdb8KdcFE5b9GXcl19HzUo5lqywFCYHpGa+IiFxEUtQr7Tiow7f0GXUTNrpToiYMfUsYZx2ioCD0Skpn5M5nOZzzwHzEA+MRZo7FIsIlPt4wx4IKfIOdgLyZQtHr5Fy3ukUnyLmmM6lngypCTkyWWItnbGY9kjKgF9Sr/KRlwLSICC2AEHwefna6nfdIq4C0CiicxzBISSufovKZFjGr0ZzlaEHfT9lubj3HfsEoXDDwU3wcS8GiXgih6jLJOhTOI7CKk9WQyCtZi2fc1DvNVt7DN8dKVHf02i57DL0FpTMmZZfYq6erDK2k56fYJaauUvCKiDzFfX5rlSgoKcp60ftBN91d+P3sdImn0wEdvw7hWVFPA7mZ9lkKEyZZzHxa9/jFoLc+x/crisInCEomyRByAw+iqMD36sUGBmHKDb0tYi9nu99jnHfYSutFDgDyyqfCqJxH6jy8ol6ir+vnRF5B18vInc923mUUpIRW1Uv4VT6LKiLyCkIrWQnmza1s48RiqR672yk5mS9ROSP26s5hwyjhxGyJjWZe6QdmAwrn7fZ+BlgKEkKvIHc+x4sVfKtY9udcF25xb3aAw9Emx7JVAtTiFRGRC7j5j3+KNI3Jo4KqMsKwJC98hlHCWjjbPa7r51QYizLk/p0VAPpRvbTePI3qcbmdnNCvAyfJQg4sTUlLn2Q5wfMceVZPctEPM1biOSvRAs8qloKE3J27mk/sFVQY20mXpTBpelJX+OYY5136flavgwcMgnqlpO28S+wVzMqI1WhWt4ZdwLisy+OoDth+kOKZo+dl+FaxEszp+hlpMy63csYwSpjlEXnpc/90hQrjYG/MZtYndz5P69Rr8oZWklQhm2WfcdEjtJKOl3OpyZoVvCIiT2Gf+fafAuCr3/UT5GU99jbNAz53ZoNhmNL3M/Km1beVdknKsFmBqA7KcdphnkQM+gmjbh2Q0ywmDgsGUUpc+sSrDy8xOMtCbuhtcX1nk3kVMS66nMnrmaJivyAqSwKvpMLqyTCaDlx55TdDdOoWb+48Fnn9HLjC6PsZhfOYpn0iv2BWxtw3XaXj5/VwozBhKViwGtVTTg79BA/HvIoIreRAVC8r3/Vz0irgdDpgtTvnodkA36sDP6sCHlgMWInnFJVPP0iZlh08HF9IVjmxGNELMp63dFSdq0RE5NLueOnPAPCN7/8RKoy1zowzaZ+T1ZCOn7MSLRhnXZIiIPQqCCCwiklS94COgpJD/Xr2ptV4ToWxHs3IncdGNGVRhpxIRhybLrNT1L2F14MpZdMrusQjsoKunxP7BWVzCzhspmFMyqDpfOURexkeHuOyy05W37JOy4DAKk4v+qx3Zzy4GLIoQqZZTK/psRx7BV1/DlYP9wm9ehjUvIoYBfXt7dVgxrjocqi7TegN2Uk77CQx1w4nzIuIsJkOcjPrsVPEnLbBbm/wQZDSDzI+O7vmiqzHKyIiTwHv+4ZfPuf9N/3FDzPLYzp+wVpnRlKGzPKIpTjh5HRIHJQsdxN6YcYtgxOMgjmhlUzLDrnzGRdd0iqg6+esRnOCpXK389O46O7Oj3xW4JVEXsGsiFmU9dSUnlUMw5TceXSbsPSsYjWa786m1Q8yJkXM4eE2Ho4zSZ+1zozIKymcx7yI8Kyi4+WEVjLwk7ojVPOcOHc+07JDaOXube6un3Ntf4fQ7+OZYyOe1i36ZsrMrp+zFCScTIdsRFMOd+uhTOOie8k6VvCKiMhF/fkLf+Wc96/88KtZi2fklc/xaomV3oKN7pTru1tMy5iOlzMMFuSez7yIKPFYlPXcxcfmy7stUs8cpYO0Cli4uiUJEDYzPlXOqDDyymdehIyihKRsbi07j8J5dP28biF7JZ5VbKddDvZ26PsZq9GcRRlSYQy9glGYPLyovT/nadFpMuezXda9lSdlh2nZIalCfKtnwvKielGIQ51tTqZLLMqQ5XBOagEVtjuhyHK4oOvnHAy38cwx8he7vcEvRMErIiKX7T+94K272//wg/+MUbioA80cZ/I+0zJmM+jvhlfs1YvNl3hEfsF1gzEdPyf2ChZ5ROU8trIuo6YDVe48HloMCKwiq/zdaSfTMiDySqZ5TOHXLdLIKyians+rwYL1zoxx1qHfzVgO51T0WZQhvjlCK+gHKddFW/S8umW65CXkLqDEdlvB07LDDdEZAEb+nHHZw7OKQZCylfeYljGBV7fa75utEljFLUsn6DTDifrNd4caxysiIlfaH9z6pt3tf/upv8eiDCma3sml8ygx5mW822P5Gf1TdQu3irh7tkHXz5uhSXV4dr2MEo/PLgaMoqTuZOU8Aq8kKQNGUULHt93OVHETvGWzUMLZiTNOZ31mZcSsqNfpDawirXyCPQsXzKqY66NtMudzqlxi6C/Inc/Qe7iHdUn9G0IcAz8hqcLmHxn1kKVrOhO6fk7PzzgcbZJUdYt82Z9haFlAERF5HL3uOf/9i8p+8GOvYJLXqwBd19lmXka7Uy/eN17F9yrKyqMfZfSCjKPFCs/on2KtU/c87gUZsVeSVn4zRtdReiW+OQKvfha7WfXrIHQenjM8HEkRUlQek6xDN6ifCQdeyayIuWN2AyvBnPVwwvPj4/hW7bZSl/05mfOp8Ngue6RVSM/LKDHyKmDoJwz9hEnZoXIe18bjZpzwjKeFp7kvX2fNnwJoAg0REWnfG573u0DdQeuu7QMc6E040JnW0zXGCYsixJrw3c7qDkklHtd1x/Xi9VXAovQIm+FFaXl2nG09iceZtE/gVVRVvTjDSrQA6n0e9YQYWRWwmfY40J0AkJ0NUG/BXyY3slkMABj5M5b9OT1gUnUJrSS3utOVZxVhMxkHwIFwh9z5rPlTdqouy/6M7arHqj9lVsVslz1Kd/9F60XBKyIij6vzO2j9m0/+fWKv2F0YYVZEu72QK2eshTNWwjlbeY9ZEZM7r54ruhk6NG2W4pvnIaM4YSft0A1zCucTWMkwTJjlMYFXkVVwsLdDYFU917MzxmWXB9JlvjBfZZJ1eObSKa7vbHJ/ts56MGGzGDD0E/xmnO/IX+BbQYkx9BI2gh1OFUus+lO2yx6niiVy51M575LPds9S8IqISKv+3Vf+yTnvf/Bjr+BgZ0zufA5EO/i4+pa01QsezIqY0M8gggPxhNM2YDPtMQjrtXdDv2ScdBjToRfmrHZmxEFBUXn0mlmtKmd45pgVMZ9OD1JUPpM8JikC7p6sE3glAz/lc4trmJYxN/dPEDdLDQKEVhACHS+n76X44TaRlZzMR9wzX+fLeqfpeDm584mbIU8Xo+AVEZGr6uwtaYCfv/PFjPw5p4shnjmW/HrVop2iw6o/xzPHcrRgWsRMspg8j1juLBhG9XPa7aRbfy6oP5c7j0kRM83j3TG9nz+zSuBX+F7FIM44NevTC1Z4/vLRei3gfMC9iw08c3xZ59RukEZWMKtibps/nc2iz3N7R1kPJ6yPJnSsXs84a6aoLDRzlYiI7Ac/dst7drd/8c5vJvZyHkhXCK1iVtYL0W9lPdIiIC99luJ6ycDAq+gHGdtJl6LyicOknl+6mYQjr3xOz/v4XoVzxiIJieN6rO1qb8HpxYCjnRVuXbqHpArZKboUznaHQ/lWsV32ds8trQLeu/lsDne2eVb3OBX1bebSeeRVcKmpmhW8IiLyxPQvb3nvOe9f/L9/iMCr2E7qGa8OD7eBelnDpPQ5EE+59cDnCa3Et4qkCjk2X64n2why8tBnkkYcXN5h3szzvNqZ0wlyKmf45iidx3o4IXc+6+GEp4WnOF6skLkAH8dm0WfoJ9zSO8447rKV99ksB3Qs51Q1ZF7GTMtYczWLiMj+956//fpz3r/8g99N7BecnA8BOG5LrMVzZkXEZtrjUG/MyfmApShlGCX1s1+/oB+mDMMUzyoCr2I9mhF4JQfCCceyVQ5G26wGMzqWs1kO+EK6vvusd1bEXNMf07GMuUX0/Ixx0eNEFbEow90OY7rVLCIiTzq/d+ubd7e/9QPfz7HJMqcX9fCgE2dGHO8tsdxN2MliZnnEzSsnqVw97Gg5nFPicTodUGH41EOGvjBfpeendKxgUnU4mY84mS2xmfXwcBzqbnN/usZO0cVrpoxclCE7WZdBWE/gcXaqyotR8IqIyL73zr/1a+e8f/af/iTJImIwGpNXPvedXCPwKs7MerAKBztj/GaI0UPpkGs79fPepSCh52V0LOee5ADbRf1c9+zyiAAn0yUemI9wzgj9kms6EwKvZDurb4Ef6o1xTsErIiJPIZ/+tp8+5/2tf/5jbM3rSTpOzgd0go3dMO37GSvBnHHRI/YKHkhX2GlWGNrMehyIJ9w8PMGxbIXKGWfSPmkZ1AsiBAtOpQOKqp6v+vS8zyBM8ZvFHi5EwSsiIk96H/ymnwfgVR9+Ff0gZS2c4VvFpOywGszqgyo4mS3tLvtXOY9rOzsUlc+47LIoQz4zvpZ+kLHIQ64b1OsPF5VH4FUsipD13ox+kF3yXBS8IiLylPG2F7ztnPe/eOc3M/LnzZq8w3qhBt9YChJOZwNu6R1nXkV8fHI9tz94mGEnpXLGV66d4IH5CK9ynJoNWOvN2F50uX5p6xHPQcErIiJPWecPWfqZT72UA9GkCWKfT0yvp+tn3D9dYdRNuGG4RT9IWQoSTnkDJnnMWq9en/jQcMxGZ0pR+erVLCIicjl+4jnv2t3+yU9+G7nz+ez0QL3C0mDMDd1Ndoou23mPCuOGwRazIiIrAzpBziTvcHw22l1H+EIUvCIiIhfw01/5p19U9p0f+ScsypBpXg9RKiqPsvLwvYrIFRTOI/RLPNN6vCIiIo/ZW/7ab+9uf+P7f4T1zpTDnW3mVUTljHun6+RlvUzhxVx8j4iIiFzU+77hl/mvX/sWPHOEVvJgssRGZ8pNS2cIPA0nEhEReVz87HP/6Jz3//j//VM6fnHR49XiFRERuYJ+5+t+k5N3bn30YvsVvCIiIi1S8IqIiLRIwSsiItIiBa+IiEiLFLwiIiItUvCKiIi0SMErIiLSIgWviIhIixS8IiIiLVLwioiItEjBKyIi0iIFr4iISIsUvCIiIi1S8IqIiLRIwSsiItIiBa+IiEiLFLwiIiItUvCKiIi0SMErIiLSIgWviIhIixS8IiIiLVLwioiItEjBKyIi0iIFr4iISIsUvCIiIi1S8IqIiLRIwSsiItIiBa+IiEiLFLwiIiItUvCKiIi0SMErIiLSIgWviIhIiy4reM1s2czeYWZ/ZWafMbNbz9v/QjMbm9kdzet1Tfn1ZvZ+M7vTzD5tZj/0ePwIERGR/SK4zONeD7zHOfcyM4uA3gWO+YBz7qXnlRXAv3DO3W5mQ+CjZvY+59ydj+GcRURE9q1HbPGa2Qj4euAtAM65zDm3fTlf7pw74Zy7vdmeAJ8BDj3qsxUREdnnLudW803AKeBtZvYxM/stM+tf4LhbzezjZvZuM3v2+TvN7GnA84APPaYzFhER2ccuJ3gD4PnAbzjnngfMgNecd8ztwI3Oua8CfhX4k707zWwA/CHww865nQv9ETP7bjO7zcxuO3Xq1Jf2K0RERPaJywneY8Ax59zZluo7qIN4l3Nuxzk3bbb/DAjNbB3AzELq0H27c+6PLvZHnHNvds4dcc4d2djYeBQ/RURE5InvEYPXOfcgcNTMvqIpehFwTucoM7vWzKzZfkHzvWeasrcAn3HO/dIVPXMREZF96HJ7Nf8A8PamR/O9wKvM7HsAnHNvBF4GfK+ZFcACeLlzzpnZ3wS+A/ikmd3RfNe/blrFIiIiTznmnLva5/BFjhw54m677barfRoiIiKPipl91Dl35EL7NHOViIhIixS8IiIiLVLwioiItEjBKyIi0iIFr4iISIsUvCIiIi1S8IqIiLRIwSsiItIiBa+IiEiLFLwiIiItUvCKiIi0SMErIiLSIgWviIhIixS8IiIiLVLwioiItEjBKyIi0iIFr4iISIsUvCIiIi1S8IqIiLRIwSsiItIiBa+IiEiLFLwiIiItUvCKiIi0SMErIiLSIgWviIhIixS8IiIiLVLwioiItEjBKyIi0iIFr4iISIsUvCIiIi1S8IqIiLRIwSsiItIiBa+IiEiLFLwiIiItUvCKiIi0SMErIiLSIgWviIhIixS8IiIiLVLwioiItEjBKyIi0iIFr4iISIsUvCIiIi1S8IqIiLRIwSsiItIiBa+IiEiLFLwiIiItUvCKiIi0SMErIiLSIgWviIhIixS8IiIiLVLwioiItEjBKyIi0iIFr4iISIsUvCIiIi1S8IqIiLRIwSsiItIiBa+IiEiLFLwiIiItUvCKiIi0SMErIiLSIgWviIhIixS8IiIiLVLwioiItEjBKyIi0iIFr4iISIsUvCIiIi1S8IqIiLRIwSsiItIiBa+IiEiLFLwiIiItuqzgNbNlM3uHmf2VmX3GzG49b/8LzWxsZnc0r9ft2fdiM7vLzO42s9dc6R8gIiKynwSXedzrgfc4515mZhHQu8AxH3DOvXRvgZn5wK8D3wgcAz5iZu90zt35WE5aRERkv3rEFq+ZjYCvB94C4JzLnHPbl/n9LwDuds7d65zLgN8Dvu1RnquIiMi+dzm3mm8CTgFvM7OPmdlvmVn/AsfdamYfN7N3m9mzm7JDwNE9xxxrykRERJ6SLid4A+D5wG84554HzIDzn9XeDtzonPsq4FeBP/lST8TMvtvMbjOz206dOvWlflxERGRfuJzgPQYcc859qHn/Duog3uWc23HOTZvtPwNCM1sHHgCu33Po4absizjn3uycO+KcO7KxsfEl/gwREZH94RGD1zn3IHDUzL6iKXoRcE7nKDO71sys2X5B871ngI8AzzSzm5pOWS8H3nkFz19ERGRfudxezT8AvL0Jz3uBV5nZ9wA4594IvAz4XjMrgAXwcuecAwoz+37gvYAPvNU59+kr/SNERET2C6vz8YnlyJEj7rbbbrvapyEiIvKomNlHnXNHLrRPM1eJiIi0SMErIiLSIgWviIhIixS8IiIiLVLwioiItEjBKyIi0iIFr4iISIsUvCIiIi1S8IqIiLRIwSsiItIiBa+IiEiLFLwiIiItUvCKiIi0SMErIiLSIgWviIhIixS8IiIiLVLwioiItEjBKyIi0iIFr4iISIsUvCIiIi1S8IqIiLRIwSsiItIiBa+IiEiLFLwiIiItUvCKiIi0SMErIiLSIgWviIhIixS8IiIiLVLwioiItEjBKyIi0iIFr4iISIsUvCIiIi1S8IqIiLRIwSsiItIic85d7XP4ImY2Ae662uexT60Dp6/2SexTqrtHT3X36KnuHpsnav3d6JzbuNCOoO0zuUx3OeeOXO2T2I/M7DbV3aOjunv0VHePnurusdmP9adbzSIiIi1S8IqIiLToiRq8b77aJ7CPqe4ePdXdo6e6e/RUd4/Nvqu/J2TnKhERkSerJ2qLV0RE5EnpigavmXXM7MNm9nEz+7SZ/XRTfpOZfcjM7jaz3zezqCmPm/d3N/uftue7XtuU32Vm37yn/MVN2d1m9po95Rf8G/vFJeru7c3v/ZSZvdXMwqbczOwNze/9hJk9f893vdLMPte8Xrmn/GvM7JPNZ95gZtaUr5rZ+5rj32dmK23//sfiYnW3Z/8bzGy6572uu8Ylrjszs39vZp81s8+Y2Q/uKdd1xyXr7kVmdruZ3WFm/9fMntGU67o7j5n5ZvYxM3tX8/6Cv+tJV3fOuSv2AgwYNNsh8CHg64A/AF7elL8R+N5m+/uANzbbLwd+v9m+Bfg4EAM3AfcAfvO6B3g6EDXH3NJ85oJ/Y7+8LlF3L2n2GfC7e+ruJcC7m/KvAz7UlK8C9zb/u9JsrzT7Ptwca81nv6Up/wXgNc32a4Cfv9r1cSXqrnl/BPgvwHTP8bruHvm6exXwnwGv2XdA191l191ngZv3XGu/revuonX4o8DvAO+61O96stXd41mhPeB24GupBzcHTfmtwHub7fcCtzbbQXOcAa8FXrvnu97bfG73s035a5uXXexv7MfX3ro7r/xHgH/fbL8JeMWefXcBB4FXAG/aU/6mpuwg8Fd7ynePO/vZZvsg9Tjqq14PV+C684H3N79pb/Dqunvkuvsw8IwLHKPr7pHr7q6z/+0218nP6rq7YJ0dBv4X8HeAd13qdz3Z6u6KP+Ntbh3cATwEvI/6Xx3bzrmiOeQYcKjZPgQcBWj2j4G1veXnfeZi5WuX+Bv7xvl155z70J59IfAdwHuaoi+1jg412+eXA1zjnDvRbD8IXHMlfk+bLlJ33w+8c89vO0vX3R4XqbsvA/6Rmd1mZu82s2c2h+u62+MidfddwJ+Z2THq/2Z/rjlc1925fgX4V0DVvL/U73pS1d0VD17nXOmc+2rqf828AHjWlf4bT1bn152ZPWfP7v8I/B/n3Ace53NwwL7r6n6Buvt64B8Av3pVT2wfuMh1FwOJq2cE+k3grY/zOTxZrrvnUN+Zeolz7jDwNuCXruIpPiGZ2UuBh5xzH73a53I1PG69mp1z29S3+W4Fls3s7PSUh4EHmu0HgOsBmv0j4Mze8vM+c7HyM5f4G/vOnrp7MYCZ/SSwQf085KwvtY4eaLbPLwc4aWYHm791kPpf7/vSnrr7BuAZwN1mdh/QM7O7m8N03V3AedfdMeCPml1/DDy32dZ1dwF76u5bgK/ac7fq94G/3mzrunvY3wC+tflv8/eobze/nqdKVlzhe/YbwHKz3QU+ALwU+G+c+zD7+5rtf865D8z/oNl+Nuc+ML+X+nld0GzfxMMPzJ/dfOaCf2O/vC5Rd98F/CXQPe/4v8u5nVw+3JSvAp+n7uCy0myvNvvO7+Tykqb8P3BuJ5dfuNr1cSXq7rxj9j7j1XX3yNfdzwGvbspfCHxE191l191p4Mub8u8E/lDX3SXr8YU83LnqKZEVV7oCnwt8DPgE8CngdU3505v/+O5ufnTclHea93c3+5++57t+nPr58F00vSCb8pdQ9xq8B/jxPeUX/Bv75XWJuiua33pH8zpbbsCvN/s+CRzZ812vburhbuBVe8qPNN99D/BrPDyByhp1J4fPAf+T5v8w98vrYnV33jF7g1fX3SNfd8vA/2iurQ9St+J03V1e3X17UzcfB/7i7PWl6+6i9fhCHg7ep0RWaOYqERGRFmnmKhERkRYpeEVERFqk4BUREWmRgldERKRFCl4REZEWKXhFRERapOAVERFpkYJXRESkRf8fEbyDs8/x1bMAAAAASUVORK5CYII=\n", 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}, - "output_type": "display_data" - } - ], - "source": [ - "measure_df.where(\"rio_mean > 0\").display()" - ] - }, { "cell_type": "code", "execution_count": 0, From 913b5f8721cc64792fee0182b139b66f6846f815 Mon Sep 17 00:00:00 2001 From: Michael Johns Date: Thu, 18 Jan 2024 15:40:21 -0500 Subject: [PATCH 10/14] Add files via upload update eo series. --- .../04. Band Stacking + NDVI.ipynb | 1568 +++++++++++++++++ 1 file changed, 1568 insertions(+) create mode 100644 notebooks/examples/python/EarthObservation/EOGriddedSTAC/04. Band Stacking + NDVI.ipynb diff --git a/notebooks/examples/python/EarthObservation/EOGriddedSTAC/04. Band Stacking + NDVI.ipynb b/notebooks/examples/python/EarthObservation/EOGriddedSTAC/04. Band Stacking + NDVI.ipynb new file mode 100644 index 000000000..573779484 --- /dev/null +++ b/notebooks/examples/python/EarthObservation/EOGriddedSTAC/04. Band Stacking + NDVI.ipynb @@ -0,0 +1,1568 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "efdde798-21d5-4d43-9925-b78e59dd09eb", + "showTitle": false, + "title": "" + } + }, + "source": [ + "# Band Stacking + NDVI\n", + "\n", + "> Making use of H3 global grid indexing when working with rasters. For this example series, we focus on B04 (red), B03 (green), B02 (blue), and B08 (nir).\n", + "\n", + "---\n", + "__Last Update:__ 16 JAN 2024 [Mosaic 0.3.14]" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "3a5cec22-2274-4d1c-8a07-37705ef61354", + "showTitle": false, + "title": "" + } + }, + "source": [ + "## Setup Notes\n", + "\n", + "> Raster processing is memory intensize. Here are some config tips.\n", + "\n", + "* This notebook was run on AWS [r5d.4xlarge](https://www.databricks.com/product/pricing/product-pricing/instance-types) instances (1-10 workers auto-scaling for up to 160 concurrent tasks).\n", + "* __Optional:__ Prior to launching, the following can be added to the cluster spark configs, adapted from this databricks [blog](https://www.databricks.com/blog/2015/05/28/tuning-java-garbage-collection-for-spark-applications.html) and these JVM tuning [docs](https://docs.oracle.com/cd/E40972_01/doc.70/e40973/cnf_jvmgc.htm#autoId2): `spark.executor.extraJavaOptions -XX:+UseG1GC -XX:+PrintFlagsFinal -XX:InitiatingHeapOccupancyPercent=35 -XX:G1HeapRegionSize=32M -XX:ParallelGCThreads=16 -XX:ConcGCThreads=4`. _This optimization is not required for this example._" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "dd38fdab-6f32-434b-b64e-c899e8f0eefd", + "showTitle": false, + "title": "" + } + }, + "source": [ + "## Imports + Config" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "590cc0ab-2293-4d2d-80b8-8a3e000090b2", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "output_type": "stream", + "text": [ + "Python interpreter will be restarted.\nPython interpreter will be restarted.\nPython interpreter will be restarted.\nPython interpreter will be restarted.\n" + ] + } + ], + "source": [ + "%pip install --quiet 'databricks-mosaic<0.4,>=0.3'\n", + "%pip install --quiet databricks-mosaic rasterio==1.3.5 gdal==3.4.3 pystac pystac_client planetary_computer tenacity rich" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "d91f0cb5-0176-49d2-943c-baa04236e6de", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "output_type": "stream", + "text": [ + "GDAL enabled.\n\nGDAL 3.4.3, released 2022/04/22\n\n\n" + ] + } + ], + "source": [ + "# -- configure AQE for more compute heavy operations\n", + "spark.conf.set(\"spark.sql.adaptive.coalescePartitions.enabled\", False)\n", + "spark.conf.set(\"spark.sql.shuffle.partitions\", 512)\n", + "\n", + "# -- import databricks + delta + spark functions\n", + "from delta.tables import *\n", + "from pyspark.databricks.sql import functions as dbf\n", + "from pyspark.sql import functions as F\n", + "from pyspark.sql.functions import col, udf\n", + "from pyspark.sql.types import *\n", + "from pyspark.sql.window import Window\n", + "\n", + "# -- setup mosaic\n", + "import mosaic as mos\n", + "\n", + "mos.enable_mosaic(spark, dbutils)\n", + "mos.enable_gdal(spark)\n", + "\n", + "# -- other imports\n", + "from datetime import datetime\n", + "from io import BytesIO\n", + "from matplotlib import pyplot\n", + "from rasterio.io import MemoryFile\n", + "\n", + "import library\n", + "import os\n", + "import pathlib\n", + "import planetary_computer\n", + "import pystac_client\n", + "import rasterio\n", + "import requests\n", + "import warnings\n", + "\n", + "warnings.simplefilter(\"ignore\")" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "6cf3a1ff-1eb2-470f-9518-c9d62693e484", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "output_type": "stream", + "text": [ + "Out[2]: '0.3.14'" + ] + } + ], + "source": [ + "mos.__version__" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "30ca4f28-a7e0-4300-ac3d-be769197b152", + "showTitle": false, + "title": "" + } + }, + "outputs": [], + "source": [ + "%reload_ext autoreload\n", + "%autoreload 2\n", + "%reload_ext library" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "3fc5d315-2472-494f-ad51-ab356dc2dd06", + "showTitle": false, + "title": "" + } + }, + "source": [ + "### Databricks Catalog + Schema\n", + "\n", + "> This is for reading and writing out table(s). __Note: these should already exists after running notebook 01.__" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "e2a350af-21e1-46a7-aca4-4c546147e4b2", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "output_type": "stream", + "text": [ + "Out[4]: DataFrame[]" + ] + } + ], + "source": [ + "# adjust to match your catalog + schema\n", + "catalog_name = \"geospatial_docs\"\n", + "db_name = \"eo_alaska\"\n", + "\n", + "sql(f\"\"\"USE CATALOG {catalog_name}\"\"\")\n", + "sql(f\"\"\"USE DATABASE {db_name}\"\"\")" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "85faa036-3622-492b-9479-d2a4ebb07d33", + "showTitle": false, + "title": "" + } + }, + "source": [ + "## Data load" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "71056ad9-7490-48e3-9998-0966423c5114", + "showTitle": false, + "title": "" + } + }, + "source": [ + "_We are focusing on the gridded tables for band stacking and NDVI._" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "implicitDf": true, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "5014751c-7bd4-41e2-86cb-4a0a25a37722", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/html": [ + "
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"{\"type\":\"struct\",\"fields\":[{\"name\":\"index_id\",\"type\":\"long\",\"nullable\":true,\"metadata\":{}},{\"name\":\"raster\",\"type\":\"binary\",\"nullable\":true,\"metadata\":{}},{\"name\":\"parentPath\",\"type\":\"string\",\"nullable\":true,\"metadata\":{}},{\"name\":\"driver\",\"type\":\"string\",\"nullable\":true,\"metadata\":{}}]}" + } + ], + "type": "table" + } + }, + "output_type": "display_data" + } + ], + "source": [ + "print(f\"band 02 resolved count? {df_b02_resolved.count():,}\")\n", + "df_b02_resolved.limit(10).display()" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "b1c99ab8-08ee-49ae-bd51-62392f507ebe", + "showTitle": false, + "title": "" + } + }, + "source": [ + "_[2] Band stack per H3 tile; in this case, red, green, blue, and nir._" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "c4729475-4a95-4c46-a084-1002bccf3045", + "showTitle": false, + "title": "" + } + }, + "source": [ + "_[a] Here is a brief example of using union and window to stack by (ordered) band_name._" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "614df173-c5c5-4949-bd89-4661e9f3cde9", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/html": [ + "
datetilestilememsizenum_bands
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"{\"type\":\"array\",\"elementType\":{\"type\":\"struct\",\"fields\":[{\"name\":\"index_id\",\"type\":\"long\",\"nullable\":true,\"metadata\":{}},{\"name\":\"raster\",\"type\":\"binary\",\"nullable\":true,\"metadata\":{}},{\"name\":\"parentPath\",\"type\":\"string\",\"nullable\":true,\"metadata\":{}},{\"name\":\"driver\",\"type\":\"string\",\"nullable\":true,\"metadata\":{}}]},\"containsNull\":false}" + }, + { + "metadata": "{}", + "name": "tile", + "type": "{\"type\":\"struct\",\"fields\":[{\"name\":\"index_id\",\"type\":\"long\",\"nullable\":true,\"metadata\":{}},{\"name\":\"raster\",\"type\":\"binary\",\"nullable\":true,\"metadata\":{}},{\"name\":\"parentPath\",\"type\":\"string\",\"nullable\":true,\"metadata\":{}},{\"name\":\"driver\",\"type\":\"string\",\"nullable\":true,\"metadata\":{}}]}" + }, + { + "metadata": "{}", + "name": "memsize", + "type": "\"long\"" + }, + { + "metadata": "{}", + "name": "num_bands", + "type": "\"integer\"" + } + ], + "type": "table" + } + }, + "output_type": "display_data" + } + ], + "source": [ + "stack_win = Window.partitionBy(\"index_id\",\"date\").orderBy('band_name')\n", + "\n", + "display (\n", + " df_b02_resolved\n", + " .filter(\"index_id = 608197214103142399\")\n", + " .union(\n", + " df_b03_resolved\n", + " .filter(\"index_id = 608197214103142399\")\n", + " )\n", + " .union(\n", + " df_b04_resolved\n", + " .filter(\"index_id = 608197214103142399\")\n", + " )\n", + " .union(\n", + " df_b08_resolved\n", + " .filter(\"index_id = 608197214103142399\")\n", + " )\n", + " .select(\n", + " \"date\",\n", + " F\n", + " .collect_list(\"tile\")\n", + " .over(stack_win)\n", + " .alias(\"tiles\")\n", + " )\n", + " .filter(\"array_size(tiles) = 4\")\n", + " .withColumn(\"tile\", mos.rst_frombands(\"tiles\"))\n", + " .withColumn(\"tile\", mos.rst_initnodata(\"tile\"))\n", + " .withColumn(\"memsize\", mos.rst_memsize(\"tile\"))\n", + " .withColumn(\"num_bands\", mos.rst_numbands(\"tile\"))\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "b4eb5c2a-1b22-4388-9a94-accea0a77b44", + "showTitle": false, + "title": "" + } + }, + "source": [ + "_[b] Here is the main example, where we join new columns for each band to generate a stacked raster (in the order we choose)._\n", + "\n", + "> Hint: joins default to inner, if you want something different add arg 'how'." + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "35f5d9c5-2532-45b7-946b-c303c882f53a", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "output_type": "stream", + "text": [ + "count? 432,864\n-RECORD 0-------------------------\n index_id | 608031185615978495 \n date | 2021-06-01 \n b02 | {6080311856159784... \n b03 | {6080311856159784... \n b04 | {6080311856159784... \n b08 | {6080311856159784... \n tile | {6080311856159784... \n memsize | 346540 \n num_bands | 4 \n\n" + ] + } + ], + "source": [ + "stack_tbl_name = \"band_stack\"\n", + "# sql(f\"\"\"drop table if exists {stack_tbl_name}\"\"\") # <- uncomment to drop\n", + "if not spark.catalog.tableExists(stack_tbl_name):\n", + " try:\n", + " repartition_factor = 100 # <- num tiles per task\n", + " orig_repart_num = spark.conf.get(\"spark.sql.shuffle.partitions\")\n", + " spark.conf.set(\"spark.sql.adaptive.coalescePartitions.enabled\", False)\n", + " repart_num = round(df_b02_resolved.count() / repartition_factor)\n", + " spark.conf.set(\"spark.sql.shuffle.partitions\", repart_num)\n", + " print(f\"\\t...shuffle partitions to {repart_num} for this operation.\")\n", + " (\n", + " df_b02_resolved\n", + " .drop(\"band_name\")\n", + " .repartition(repart_num, \"tile\")\n", + " .withColumnRenamed(\"tile\", \"b02\")\n", + " .join(\n", + " df_b03_resolved\n", + " .drop(\"band_name\")\n", + " .repartition(repart_num, \"tile\")\n", + " .withColumnRenamed(\"tile\", \"b03\"),\n", + " on = [\"index_id\", \"date\"]\n", + " )\n", + " .join(\n", + " df_b04_resolved\n", + " .drop(\"band_name\")\n", + " .repartition(repart_num, \"tile\")\n", + " .withColumnRenamed(\"tile\", \"b04\"),\n", + " on = [\"index_id\", \"date\"]\n", + " )\n", + " .join(\n", + " df_b08_resolved\n", + " .drop(\"band_name\")\n", + " .repartition(repart_num, \"tile\")\n", + " .withColumnRenamed(\"tile\", \"b08\"),\n", + " on = [\"index_id\", \"date\"]\n", + " )\n", + " .withColumn(\"tile\", mos.rst_frombands(F.array(\"b04\",\"b03\",\"b02\",\"b08\"))) \n", + " .withColumn(\"tile\", mos.rst_initnodata(\"tile\"))\n", + " .withColumn(\"memsize\", mos.rst_memsize(\"tile\"))\n", + " .withColumn(\"num_bands\", mos.rst_numbands(\"tile\"))\n", + " #.drop(\"b04\", \"b03\", \"b02\", \"b08\") <- keep for now\n", + " .write\n", + " .saveAsTable(stack_tbl_name)\n", + " )\n", + " finally:\n", + " # print(f\"...setting shuffle partitions back to {orig_repart_num}\")\n", + " spark.conf.set(\"spark.sql.shuffle.partitions\", orig_repart_num)\n", + " \n", + "sql(f\"\"\"OPTIMIZE {stack_tbl_name} ZORDER BY (index_id)\"\"\")\n", + "stacked_df = spark.table(stack_tbl_name)\n", + "print(f\"count? {stacked_df.count():,}\")\n", + "stacked_df.limit(1).show(vertical=True) # <- show + limiting for ipynb only" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "5acb605e-63e8-4651-86af-09196da5b928", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "output_type": "stream", + "text": [ + "Out[12]: {'description': '/local_disk0/tmp/mosaic7830623134705399542/raster_f881ca6f_194a_4dcf_becf_738c5d61e9a3.tif',\n 'driverShortName': 'GTiff',\n 'driverLongName': 'GeoTIFF',\n 'files': ['/local_disk0/tmp/mosaic7830623134705399542/raster_f881ca6f_194a_4dcf_becf_738c5d61e9a3.tif'],\n 'size': [380, 146],\n 'coordinateSystem': {'wkt': 'GEOGCRS[\"WGS 84\",\\n DATUM[\"World Geodetic System 1984\",\\n ELLIPSOID[\"WGS 84\",6378137,298.257223563,\\n LENGTHUNIT[\"metre\",1]]],\\n PRIMEM[\"Greenwich\",0,\\n ANGLEUNIT[\"degree\",0.0174532925199433]],\\n CS[ellipsoidal,2],\\n AXIS[\"geodetic latitude (Lat)\",north,\\n ORDER[1],\\n ANGLEUNIT[\"degree\",0.0174532925199433]],\\n AXIS[\"geodetic longitude (Lon)\",east,\\n ORDER[2],\\n ANGLEUNIT[\"degree\",0.0174532925199433]],\\n ID[\"EPSG\",4326]]',\n 'dataAxisToSRSAxisMapping': [2, 1]},\n 'geoTransform': [-162.25046779664547,\n 0.0001513953444553,\n 0.0,\n 63.6490673109844,\n 0.0,\n -0.0001513953444553],\n 'metadata': {'': {'AREA_OR_POINT': 'Area'},\n 'IMAGE_STRUCTURE': {'INTERLEAVE': 'PIXEL'}},\n 'cornerCoordinates': {'upperLeft': [-162.2504678, 63.6490673],\n 'lowerLeft': [-162.2504678, 63.6269636],\n 'lowerRight': [-162.1929376, 63.6269636],\n 'upperRight': [-162.1929376, 63.6490673],\n 'center': [-162.2217027, 63.6380155]},\n 'wgs84Extent': {'type': 'Polygon',\n 'coordinates': [[[-162.2504678, 63.6490673],\n [-162.2504678, 63.6269636],\n [-162.1929376, 63.6269636],\n [-162.1929376, 63.6490673],\n [-162.2504678, 63.6490673]]]},\n 'bands': [{'band': 1,\n 'block': [380, 2],\n 'type': 'UInt16',\n 'colorInterpretation': 'Gray',\n 'noDataValue': 65535.0,\n 'metadata': {}},\n {'band': 2,\n 'block': [380, 2],\n 'type': 'UInt16',\n 'colorInterpretation': 'Undefined',\n 'noDataValue': 65535.0,\n 'metadata': {}},\n {'band': 3,\n 'block': [380, 2],\n 'type': 'UInt16',\n 'colorInterpretation': 'Undefined',\n 'noDataValue': 65535.0,\n 'metadata': {}},\n {'band': 4,\n 'block': [380, 2],\n 'type': 'UInt16',\n 'colorInterpretation': 'Undefined',\n 'noDataValue': 65535.0,\n 'metadata': {}}]}" + ] + } + ], + "source": [ + "import json\n", + "json.loads(stacked_df.filter(\"index_id = 608197214103142399\").select(mos.rst_summary(\"tile\")).first()[0])" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "807daf57-d115-4e21-90cc-e4d0576f43ee", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "display_data", + "data": { + "image/png": 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\n" + }, + "metadata": { + "application/vnd.databricks.v1+output": { + "addedWidgets": {}, + "arguments": {}, + "data": 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\n", + "datasetInfos": [], + "metadata": {}, + "removedWidgets": [], + "type": "image" + } + }, + "output_type": "display_data" + } + ], + "source": [ + "library.plot_raster(stacked_df.select(\"tile\", \"memsize\").filter(\"memsize > 400000\").first()[\"tile\"][\"raster\"])" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "182c7b75-d38e-4d6e-9b9a-e4a57f015525", + "showTitle": false, + "title": "" + } + }, + "source": [ + "## NDVI Calculation\n", + "\n", + "> Now that we have our band-stacked tiles, using mosaic's `rst_ndvi` we can calculate [NDVI](https://gisgeography.com/ndvi-normalized-difference-vegetation-index/) from the red and nir bands. _Note: we could also use mosaic's more flexible `rst_mapalgebra` which wraps [gdal_calc](https://gdal.org/programs/gdal_calc.html)._\n", + "\n", + "__NDVI over full data can take multiple hours, recommend filtering as shown below (`filter(col(\"item_id\").contains(\"_R014_\"))`) will shorten the processing time.__" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "20da6688-474d-4722-aaf9-ab92643899a3", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "output_type": "stream", + "text": [ + "count? 432,864\n-RECORD 0-------------------------\n index_id | 608031187847348223 \n date | 2021-06-01 \n b02 | {6080311878473482... \n b03 | {6080311878473482... \n b04 | {6080311878473482... \n b08 | {6080311878473482... \n tile | {6080311878473482... \n memsize | 355106 \n num_bands | 4 \n ndvi | {6080311878473482... \n\n" + ] + } + ], + "source": [ + "ndvi_tbl_name = \"ndvi_calc\"\n", + "# sql(f\"\"\"drop table if exists {ndvi_tbl_name}\"\"\") # <- uncomment to drop\n", + "if not spark.catalog.tableExists(ndvi_tbl_name):\n", + " repartition_factor = 100\n", + " (\n", + " stacked_df\n", + " #.filter(col(\"item_id\").contains(\"_R014_\")) # <- uncomment to filter \n", + " .repartition(round(stacked_df.count() / repartition_factor), \"tile\")\n", + " .withColumn(\"ndvi\", mos.rst_ndvi(\"tile\", F.lit(1), F.lit(4))) # 01 = red, 04 = nir\n", + " .write\n", + " .saveAsTable(ndvi_tbl_name)\n", + " )\n", + "sql(f\"\"\"OPTIMIZE {ndvi_tbl_name} ZORDER BY (index_id)\"\"\")\n", + "ndvi_df = spark.table(ndvi_tbl_name)\n", + "print(f\"count? {ndvi_df.count():,}\")\n", + "ndvi_df.limit(1).show(vertical=True) # <- show + limiting for ipynb only" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "42bedaff-7269-48e4-b76f-9531e6fdf1e1", + "showTitle": false, + "title": "" + } + }, + "outputs": [], + "source": [ + "to_plot = ndvi_df.limit(50).collect()" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "8d6f5c89-fc28-423a-930c-7b2b26f4fa89", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "display_data", + "data": { + "image/png": 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\n" 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\n", + "datasetInfos": [], + "metadata": {}, + "removedWidgets": [], + "type": "image" + } + }, + "output_type": "display_data" + } + ], + "source": [ + "library.plot_raster(to_plot[4][\"ndvi\"][\"raster\"])" + ] + } + ], + "metadata": { + "application/vnd.databricks.v1+notebook": { + "dashboards": [], + "language": "python", + "notebookMetadata": { + "mostRecentlyExecutedCommandWithImplicitDF": { + "commandId": 69050624926671, + "dataframes": [ + "_sqldf" + ] + }, + "pythonIndentUnit": 2 + }, + "notebookName": "04. Band Stacking + NDVI", + "widgets": {} + } + }, + "nbformat": 4, + "nbformat_minor": 0 +} From dbaeaaf1c3f65b71a757fe51cb80dd487d4309d8 Mon Sep 17 00:00:00 2001 From: Michael Johns Date: Thu, 18 Jan 2024 16:34:36 -0500 Subject: [PATCH 11/14] Add files via upload update eo series. --- .../05. Merging and Clipping.ipynb | 5490 +++++++++++++++++ 1 file changed, 5490 insertions(+) create mode 100644 notebooks/examples/python/EarthObservation/EOGriddedSTAC/05. Merging and Clipping.ipynb diff --git a/notebooks/examples/python/EarthObservation/EOGriddedSTAC/05. Merging and Clipping.ipynb b/notebooks/examples/python/EarthObservation/EOGriddedSTAC/05. Merging and Clipping.ipynb new file mode 100644 index 000000000..7e9b70779 --- /dev/null +++ b/notebooks/examples/python/EarthObservation/EOGriddedSTAC/05. Merging and Clipping.ipynb @@ -0,0 +1,5490 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "02ec69b8-fc81-4b5b-b937-37d99644c524", + "showTitle": false, + "title": "" + } + }, + "source": [ + "# Merging and Clipping\n", + "\n", + "> Making use of H3 global grid indexing when working with rasters. For this example series, we focus on B04 (red), B03 (green), B02 (blue), and B08 (nir).\n", + "\n", + "---\n", + "__Last Update:__ 18 JAN 2024 [Mosaic 0.3.14]" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "09f05e85-a28b-4fbe-a1d3-7a731edcc8d8", + "showTitle": false, + "title": "" + } + }, + "source": [ + "## Setup Notes\n", + "\n", + "> Raster processing is memory intensize. Here are some config tips.\n", + "\n", + "* This notebook was run on AWS [r5d.4xlarge](https://www.databricks.com/product/pricing/product-pricing/instance-types) instances (1-10 workers auto-scaling for up to 160 concurrent tasks).\n", + "* __Optional:__ Prior to launching, the following can be added to the cluster spark configs, adapted from this databricks [blog](https://www.databricks.com/blog/2015/05/28/tuning-java-garbage-collection-for-spark-applications.html) and these JVM tuning [docs](https://docs.oracle.com/cd/E40972_01/doc.70/e40973/cnf_jvmgc.htm#autoId2): `spark.executor.extraJavaOptions -XX:+UseG1GC -XX:+PrintFlagsFinal -XX:InitiatingHeapOccupancyPercent=35 -XX:G1HeapRegionSize=32M -XX:ParallelGCThreads=16 -XX:ConcGCThreads=4`. _This optimization is not required for this example._" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "fa65b00f-183d-4437-8cb5-ce1e134dccdd", + "showTitle": false, + "title": "" + } + }, + "source": [ + "## Imports + Config" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "6c7e4e0c-5a13-434e-a8ef-babd7649ef5d", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "output_type": "stream", + "text": [ + "Python interpreter will be restarted.\nPython interpreter will be restarted.\nPython interpreter will be restarted.\nPython interpreter will be restarted.\n" + ] + } + ], + "source": [ + "%pip install --quiet 'databricks-mosaic<0.4,>=0.3'\n", + "%pip install --quiet rasterio==1.3.5 gdal==3.4.3 pystac pystac_client planetary_computer tenacity rich pandas==1.5.3" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "a50a6301-1368-491e-9993-309a32fd4818", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "output_type": "stream", + "text": [ + "GDAL enabled.\n\nGDAL 3.4.3, released 2022/04/22\n\n\n" + ] + } + ], + "source": [ + "# -- configure AQE for more compute heavy operations\n", + "spark.conf.set(\"spark.sql.adaptive.coalescePartitions.enabled\", False)\n", + "spark.conf.set(\"spark.sql.shuffle.partitions\", 512)\n", + "\n", + "# -- import databricks + delta + spark functions\n", + "from delta.tables import *\n", + "from pyspark.databricks.sql import functions as dbf\n", + "from pyspark.sql import functions as F\n", + "from pyspark.sql.functions import col, udf\n", + "from pyspark.sql.types import *\n", + "\n", + "# -- setup mosaic\n", + "import mosaic as mos\n", + "\n", + "mos.enable_mosaic(spark, dbutils)\n", + "mos.enable_gdal(spark)\n", + "\n", + "# -- other imports\n", + "from datetime import datetime\n", + "from io import BytesIO\n", + "from matplotlib import pyplot\n", + "from rasterio.io import MemoryFile\n", + "\n", + "import library\n", + "import os\n", + "import pathlib\n", + "import planetary_computer\n", + "import pystac_client\n", + "import rasterio\n", + "import requests\n", + "import warnings\n", + "\n", + "warnings.simplefilter(\"ignore\")" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "acf34cd8-7558-4424-9581-131adda40fbf", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "output_type": "stream", + "text": [ + "Out[2]: '0.3.14'" + ] + } + ], + "source": [ + "mos.__version__" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "7036d970-9771-46d5-bd1d-80b806cb7922", + "showTitle": false, + "title": "" + } + }, + "outputs": [], + "source": [ + "%reload_ext autoreload\n", + "%autoreload 2\n", + "%reload_ext library" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "8934a67f-5683-4a1c-90ec-025fe2550119", + "showTitle": false, + "title": "" + } + }, + "source": [ + "### Databricks Catalog + Schema\n", + "\n", + "> This is for reading and writing out table(s). __Note: these should already exists after running notebook 01.__" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "9b2e1c07-e9fd-4146-87d5-25e877d10a32", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "output_type": "stream", + "text": [ + "Out[4]: DataFrame[]" + ] + } + ], + "source": [ + "# adjust to match your catalog + schema\n", + "catalog_name = \"geospatial_docs\"\n", + "db_name = \"eo_alaska\"\n", + "\n", + "sql(f\"\"\"USE CATALOG {catalog_name}\"\"\")\n", + "sql(f\"\"\"USE DATABASE {db_name}\"\"\")" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "bd2e29da-af32-4198-a328-4b6d5c0e4493", + "showTitle": false, + "title": "" + } + }, + "source": [ + "## Data load" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "6c0c7615-cf86-4ee8-b789-b4143a72d4c1", + "showTitle": false, + "title": "" + } + }, + "source": [ + "We can easily browse the data we have downloaded previously (notebook 01). The download metadata is stored as a delta table." + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "implicitDf": true, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "834a1038-a4a4-4d03-b92e-63a4ad5dbbb6", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/html": [ + "
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"S2A_MSIL2A_20210601T204021_R014_T07VDG_20210602T073614", + 15 + ], + [ + "S2A_MSIL2A_20210601T204021_R014_T07VDF_20210602T065758", + 15 + ], + [ + "S2A_MSIL2A_20210601T204021_R014_T08VMP_20210602T070131", + 15 + ] + ], + "datasetInfos": [], + "dbfsResultPath": null, + "isJsonSchema": true, + "metadata": {}, + "overflow": false, + "plotOptions": { + "customPlotOptions": {}, + "displayType": "table", + "pivotAggregation": null, + "pivotColumns": null, + "xColumns": null, + "yColumns": null + }, + "removedWidgets": [], + "schema": [ + { + "metadata": "{}", + "name": "item_id", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "count", + "type": "\"long\"" + } + ], + "type": "table" + } + }, + "output_type": "display_data" + } + ], + "source": [ + "display(\n", + " tile_df\n", + " .filter(col(\"item_id\").contains(\"_R014_\"))\n", + " .groupBy(\"item_id\")\n", + " .count()\n", + " .orderBy(F.desc(\"count\"))\n", + " .limit(25)\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "9d9c7eb3-8796-404d-a700-48dabf2a9e19", + "showTitle": false, + "title": "" + } + }, + "outputs": [], + "source": [ + "to_plot = (\n", + " tile_df\n", + " .filter(\"item_id = 'S2A_MSIL2A_20210601T204021_R014_T08WMS_20210602T071855'\")\n", + " .groupBy(\"item_id\")\n", + " .agg(mos.rst_merge_agg(\"tile\").alias(\"tile\"))\n", + " .collect()\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "b703a196-6eb7-45e1-964a-2a95d023821a", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "display_data", + "data": { + "image/png": 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\n" + }, + "metadata": { + "application/vnd.databricks.v1+output": { + "addedWidgets": {}, + "arguments": {}, + "data": 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We can project both vector and raster data into a unified grid and from there it is very easy to combine and join raster to raster, vector to vector and raster to vector data. _Below we look at a given H3 cellid with multiple tiles within._" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "b3a8d813-8073-4a7d-aac3-bc0a2dc756aa", + "showTitle": false, + "title": "" + } + }, + "source": [ + "_[1] Find index_id(s) with 2+ tiles._" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "37c40633-0d6e-4c95-a1ca-215d2d3d7326", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/html": [ + "
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"5f734150-0241-46c0-a8cb-f3f53576f968", + "showTitle": false, + "title": "" + } + }, + "source": [ + "_[4] Collect to render._" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "5c7abfb4-8a18-4612-b1b1-e4a779533dd5", + "showTitle": false, + "title": "" + } + }, + "outputs": [], + "source": [ + "to_plot = for_plot1.collect()" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "bea3e46a-4b9a-4ef5-9239-0603d79a2158", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "display_data", + "data": { + "image/png": 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\n" 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+ "datasetInfos": [], + "metadata": {}, + "removedWidgets": [], + "type": "image" + } + }, + "output_type": "display_data" + } + ], + "source": [ + "library.plot_raster(to_plot[0][\"tile\"][\"raster\"])" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "009fb046-de69-4a00-9781-f8bf44714da0", + "showTitle": false, + "title": "" + } + }, + "source": [ + "## Raster for Arbitrary Corridors\n", + "\n", + "> To illustrate how easy it is to combine vector and raster data we will use a traditionally hard problem. Extraction of raster data for an arbitrary corridors.\n", + "\n", + "__Notes:__\n", + "\n", + "1. Though we specify a WKT for the corridor below, you can pull any any vector data including popular formats such as shapefiles, geodatabases, and geoparquet as well as supported columnar interchange formats (WKT, WKB, GeoJSON). This is covered in other material, but rest assured that you have the entire arsenal of product, DBLabs Mosaic, and external library supplied functions at your disposal. \n", + "1. We use the same H3 resolution of `7` to match our earlier preparation in `h3_df` as the 'index_id' will be the basis of the join." + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "e5026dd9-1ba8-49df-b7f5-b6817210f6d0", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "output_type": "stream", + "text": [ + "count? 1,391\n-RECORD 0------------------------\n is_core | false \n index_id | 608199724226314239 \n wkb | [00 00 00 00 02 0... \n\n" + ] + } + ], + "source": [ + "line_example = \"LINESTRING(-158.34445841325555 68.0176784075422,-155.55393106950555 68.0423396963395,-154.82883341325555 67.84431100260183,-159.33322794450555 67.81114172848677,-160.01438028825555 67.47684671455214,-154.43332560075555 67.56925103744871,-154.01584513200555 67.30791374746678,-160.16818888200555 67.25700024664256,-160.58566935075555 66.94924133006975,-153.73020060075555 67.0693906319206,-154.49924356950555 66.70715520513478,-160.12424356950555 66.70715520513478,-159.02561075700555 66.37476822845568,-154.56516153825555 66.49774379983036,-155.04855997575555 66.22462528148408,-158.76193888200555 66.16254082040112,-157.94895060075555 65.94851918639993,-155.64182169450555 66.0021934684043,-158.58615763200555 66.55900493948819,-155.26828653825555 67.43472555587037,-161.64035685075555 67.86087797718164,-161.66232950700555 67.44315575603868)\"\n", + "\n", + "line_df = (\n", + " spark.createDataFrame([line_example], \"string\")\n", + " .select(F.col(\"value\").alias(\"wkt\"))\n", + " .select(\n", + " mos.grid_tessellateexplode(\"wkt\", F.lit(7)).alias(\"grid\")\n", + " )\n", + " .select(\"grid.*\")\n", + ")\n", + "print(f\"count? {line_df.count():,}\")\n", + "line_df.limit(1).show(vertical=True) # <- show + limiting for ipynb only" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "9a5aa3ce-2835-4ce9-8f94-ccb60627dc79", + "showTitle": false, + "title": "" + } + }, + "source": [ + "[1] We can visualise all the cells of interest for the provided arbitrary corridor. Since we are now operating in grid space it is very easy to get all raster images that match this specification." + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "e6ece080-e342-49ef-8ee0-c51c35722d3b", + "showTitle": false, + "title": "" + }, + "jupyter": { + "source_hidden": true + } + }, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/html": [ + "" + ] + }, + "metadata": { + "application/vnd.databricks.v1+output": { + "addedWidgets": {}, + "arguments": {}, + "data": "", + "datasetInfos": [], + "metadata": {}, + "removedWidgets": [], + "textData": null, + "type": "htmlSandbox" + } + }, + "output_type": "display_data" + } + ], + "source": [ + "displayHTML(\"\"\"\"\"\")" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": {}, + "inputWidgets": {}, + "nuid": "2fe051b6-fb33-4f6a-a0df-d5854e92bb83", + "showTitle": false, + "title": "" + } + }, + "source": [ + "_Uncomment the following within databricks for actual results._" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "7f06a715-a84c-458a-bae6-bba2a4e84deb", + "showTitle": false, + "title": "" + } + }, + "outputs": [], + "source": [ + "# %%mosaic_kepler\n", + "# line_df index_id h3 5_000" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": {}, + "inputWidgets": {}, + "nuid": "aea479c8-14cc-410f-8192-59b34d57e2cc", + "showTitle": false, + "title": "" + } + }, + "source": [ + "[2] We can quickly join on matching H3 'index_ids' to see which rasters match. This can be further enhanced by time filters and multiple bands (not shown here)." + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "6711f413-e041-4529-925f-03f21d492b57", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "output_type": "stream", + "text": [ + "count? 1,992\n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/html": [ + "
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+ "metadata": "{}", + "name": "item_id", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "date", + "type": "\"date\"" + }, + { + "metadata": "{}", + "name": "band_name", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "tile", + "type": "{\"type\":\"struct\",\"fields\":[{\"name\":\"index_id\",\"type\":\"long\",\"nullable\":true,\"metadata\":{}},{\"name\":\"raster\",\"type\":\"binary\",\"nullable\":true,\"metadata\":{}},{\"name\":\"parentPath\",\"type\":\"string\",\"nullable\":true,\"metadata\":{}},{\"name\":\"driver\",\"type\":\"string\",\"nullable\":true,\"metadata\":{}}]}" + }, + { + "metadata": "{}", + "name": "size", + "type": "\"long\"" + }, + { + "metadata": "{}", + "name": "bbox", + "type": "\"binary\"" + }, + { + "metadata": "{}", + "name": "srid", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "is_core", + "type": "\"boolean\"" + }, + { + "metadata": "{}", + "name": "wkb", + "type": "\"binary\"" + } + ], + "type": "table" + } + }, + "output_type": "display_data" + } + ], + "source": [ + "cells_of_interest = (\n", + " h3_df\n", + " .join(line_df, on=[\"index_id\"])\n", + ")\n", + "print(f\"count? {cells_of_interest.count():,}\")\n", + "cells_of_interest.limit(10).display()" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": {}, + "inputWidgets": {}, + "nuid": "c83f4563-dc39-470f-9fe9-6919fbfec3a8", + "showTitle": false, + "title": "" + } + }, + "source": [ + "[3] We can render the tile counts per H3 'index_id' to better understand areas of matching data." + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "de25a265-d564-4ee6-bcae-bc3e5e8b994a", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "output_type": "stream", + "text": [ + "count? 1,226\n" + ] + } + ], + "source": [ + "plot_cells = (\n", + " cells_of_interest\n", + " .groupBy(\"index_id\")\n", + " .count()\n", + ")\n", + "print(f\"count? {plot_cells.count():,}\")" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "ed1f8f95-391b-4f9a-857a-d878450bb76e", + "showTitle": false, + "title": "" + }, + "jupyter": { + "source_hidden": true + } + }, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/html": [ + "" + ] + }, + "metadata": { + "application/vnd.databricks.v1+output": { + "addedWidgets": {}, + "arguments": {}, + "data": "", + "datasetInfos": [], + "metadata": {}, + "removedWidgets": [], + "textData": null, + "type": "htmlSandbox" + } + }, + "output_type": "display_data" + } + ], + "source": [ + "displayHTML(\"\"\"\"\"\")" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": {}, + "inputWidgets": {}, + "nuid": "8f9de486-0245-46a3-aa76-8aea5f0a99fe", + "showTitle": false, + "title": "" + } + }, + "source": [ + "_Uncomment the following within databricks for actual results._" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "aaa4d22d-43e2-49ff-aa5a-a540658771a9", + "showTitle": false, + "title": "" + } + }, + "outputs": [], + "source": [ + "# %%mosaic_kepler\n", + "# plot_cells index_id h3 5_000" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": {}, + "inputWidgets": {}, + "nuid": "81279c14-fa0d-4e5d-bfd6-00eb35edceb5", + "showTitle": false, + "title": "" + } + }, + "source": [ + "### Clip to Vector\n", + "\n", + "What if we want rasters for all pixels in the corridor? We can apply `rst_clip`, from [docs](https://databrickslabs.github.io/mosaic/api/raster-functions.html#rst_clip):\n", + "\n", + "> Clips the raster to the geometry. The geometry is expected to be in the same coordinate reference system as the raster. The geometry is expected to be a polygon or a multipolygon. The output raster will have the same extent as the input geometry. The output raster will have the same number of bands as the input raster. The output raster will have the same pixel type as the input raster. The output raster will have the same pixel size as the input raster. The output raster will have the same coordinate reference system as the input raster.\n", + "\n", + "__Note: to get our line corridor into an accepted geometry, we will buffer it by a radius `0.001` units (degrees for 4326) which is 111m at the equator.__ This takes ~1.5 minutes using the notebook cluster." + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": {}, + "inputWidgets": {}, + "nuid": "cdfcf6ce-c4d8-476b-abd7-33583aa70a99", + "showTitle": false, + "title": "" + } + }, + "source": [ + "_[1] We start with a buffered line geometry as basis of clipping._" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "34dc45ea-5e56-4474-815f-830d12439464", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/html": [ + "
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"\"string\"" + } + ], + "type": "table" + } + }, + "output_type": "display_data" + } + ], + "source": [ + "poly_df = (\n", + " spark.createDataFrame([line_example], \"string\")\n", + " .select(mos.st_buffer(\"value\", F.lit(0.001)).alias(\"wkt\"))\n", + ")\n", + "poly_df.display()" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "a0886b8f-9a4d-4e8d-a2e5-299f7c5266e9", + "showTitle": false, + "title": "" + }, + "jupyter": { + "source_hidden": true + } + }, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/html": [ + "" + ] + }, + "metadata": { + "application/vnd.databricks.v1+output": { + "addedWidgets": {}, + "arguments": {}, + "data": "", + "datasetInfos": [], + "metadata": {}, + "removedWidgets": [], + "textData": null, + "type": "htmlSandbox" + } + }, + "output_type": "display_data" + } + ], + "source": [ + "displayHTML(\"\"\"\"\"\")" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": {}, + "inputWidgets": {}, + "nuid": "9ba3b121-f8a8-44dc-ac9e-49e94b7c256f", + "showTitle": false, + "title": "" + } + }, + "source": [ + "_Uncomment the following within databricks for actual results._" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "3ceadab0-ca1b-4af7-8fe4-ecbbdaa743b3", + "showTitle": false, + "title": "" + } + }, + "outputs": [], + "source": [ + "# %%mosaic_kepler\n", + "# poly_df wkt geometry" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": {}, + "inputWidgets": {}, + "nuid": "70b7c5af-fc49-4b75-acff-7220f66cd783", + "showTitle": false, + "title": "" + } + }, + "source": [ + "_[2] Approximate clip (at H3 cell id level) is efficient (and should be done first)._\n", + "\n", + "> You might have filtered `h3_df` in some way, here we show just a single band for a single day for brevity.\n", + "\n", + "__Notes:__\n", + "\n", + "1. Use H3 cell ids for both the rasters and the initial corridor as part of filtering to relevant data.\n", + "1. We write out a Delta table to help with performance." + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "8a7423da-60c2-49e7-8723-f83ac8250fb7", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "output_type": "stream", + "text": [ + "count? 1,486\n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/html": [ + "
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"{\"type\":\"struct\",\"fields\":[{\"name\":\"index_id\",\"type\":\"long\",\"nullable\":true,\"metadata\":{}},{\"name\":\"raster\",\"type\":\"binary\",\"nullable\":true,\"metadata\":{}},{\"name\":\"parentPath\",\"type\":\"string\",\"nullable\":true,\"metadata\":{}},{\"name\":\"driver\",\"type\":\"string\",\"nullable\":true,\"metadata\":{}}]}" + }, + { + "metadata": "{}", + "name": "size", + "type": "\"long\"" + }, + { + "metadata": "{}", + "name": "bbox", + "type": "\"binary\"" + }, + { + "metadata": "{}", + "name": "srid", + "type": "\"string\"" + }, + { + "metadata": "{}", + "name": "is_core_clip", + "type": "\"boolean\"" + }, + { + "metadata": "{}", + "name": "wkb_clip", + "type": "\"binary\"" + } + ], + "type": "table" + } + }, + "output_type": "display_data" + } + ], + "source": [ + "for_clip_df = (\n", + " h3_df\n", + " .join(\n", + " clip_h3_df.selectExpr(\"index_id\",\"is_core as is_core_clip\", \"wkb as wkb_clip\").distinct(),\n", + " [\"index_id\"]\n", + " )\n", + ")\n", + "print(f\"count? {for_clip_df.count():,}\")\n", + "for_clip_df.limit(10).display()" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": {}, + "inputWidgets": {}, + "nuid": "7d3a62e6-60ba-47e9-b2ed-3c4e75507d5f", + "showTitle": false, + "title": "" + } + }, + "source": [ + "_[3] For precise clipping we use `rst_clip` and the H3 tessellate fields._\n", + "\n", + "__Notes:__\n", + "\n", + "1. For this, we use the approximate result first to avoid unnecessary comparisons.\n", + "1. We are testing the actual wkb_buffer on the tiles.\n", + "1. The results are the intersections." + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "41ee5267-0a2d-4392-9234-3f4b46115a88", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/html": [ + "
tilesridwkb_clipgeom_clip
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mos.st_setsrid(mos.st_geomfromwkb(\"wkb_clip\"), F.lit(4326)))\n", + " .withColumn(\n", + " \"geom_clip\",\n", + " mos.st_transform(\"geom_clip\", \"srid\")\n", + " )\n", + " .limit(10)\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "74d7071f-de98-4f74-9f1e-bedcaa8b28c8", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "output_type": "stream", + "text": [ + "count? 2,130\n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/html": [ + "
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"index_id", + "type": "\"long\"" + }, + { + "metadata": "{}", + "name": "count", + "type": "\"long\"" + } + ], + "type": "table" + } + }, + "output_type": "display_data" + } + ], + "source": [ + "display(\n", + " clip_df\n", + " .groupBy(\"index_id\")\n", + " .count()\n", + " .orderBy(F.desc(\"count\"))\n", + " .limit(10)\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": {}, + "inputWidgets": {}, + "nuid": "f915d029-4992-48e1-84a3-162904ac4cba", + "showTitle": false, + "title": "" + } + }, + "source": [ + "Let's look at one of the clipped tiles." + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "be764637-8bb2-4e22-a17e-1410323ed0e7", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "display_data", + "data": { + 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\n" 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We also write this out to delta for any follow on operations." + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "37392f20-e8a4-4aed-97b3-27c5a7a7695c", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "output_type": "stream", + "text": [ + "count? 1,314\n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/html": [ + "
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mos.rst_combineavg_agg(\"tile\").alias(\"tile\")\n", + " )\n", + " .write\n", + " .saveAsTable(merge_h3_tbl_name)\n", + " )\n", + "sql(f\"\"\"OPTIMIZE {merge_h3_tbl_name} ZORDER BY (index_id)\"\"\")\n", + "merge_h3_df = spark.table(merge_h3_tbl_name)\n", + "print(f\"count? {merge_h3_df.count():,}\")\n", + "merge_h3_df.limit(10).display()" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "bdba6f1c-4c8d-4429-bd4b-4e392c147e42", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "display_data", + "data": { + "image/png": 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\n" + }, + "metadata": { + "application/vnd.databricks.v1+output": { + "addedWidgets": {}, + "arguments": {}, + "data": 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IJZEAaroWAhslaU7JjnwF9rS+hr5kcvXL/n2jC4yEC4C/nK+NUAhQM68AISmsWt2g2IPgPAv2bm1+nn/wJiCHwRgHuZmUnYKzeY+Z5m3z8I4EuZ+Rv08w8A+FkNDYCI/i6A28z8J/ecOwJ4mpmvnzfGhx9+mA8lhl88YguBLUKkOeu5ApyJFd0JpPnkIbOss2e76sGrDmkVkVZiAEyrkNEES7UjY90DQEA2AozUZp5tmBJIyW05Ju9Z+p797hn1PrbOklZIg/EJyv6sEHcuDayetzHyc6lfVZZhLHH+bAgA2SAxbl0FlfsMAzIkQhVbdb3uWvS81TkYNfxv2+SsgJIBYPNrRoChA6TjCrsppxNmpKMLcu8UjchjsjnU0tBLSog2A+h0Az49BZ9tZsz5JfFQesUP8MWEPDnQGZ9V3v40IbP6NUvAe795HxPn5Vdj6DuE4yPQvdeBKSF97OM1IdAyCzy/xB2z1Esoc5YrLe6rJ+Cu/VKkwvMMgHN4AT40cB5/4WAMPHchovcw88PPx7EuRASY+cNE9H4i+jxm/mUAXw7g3wP4XABfAuBnIR77ry7s/g4A301E9+nnNwD4DgAgou+CoApf73cgolcxs3WN+b0A/sPdXtRBXthCMcrisG/htMVlGIQMF5rHtIvgK8cY7z3GdNQVApuDsVNXPPTCeEcODxAzaCxeLCB/cycpXUWhmQHgL6CMURSi1hhQRRmGBO6CGBNTV8IOhop7DoB54FNCcJUCKzHlkJD7CVjowxR3vl7b1g7jjQU9X5hSQUCGCbQZEUypKCyf6wZo6ECMqpQVJQdCmAImC2+o157rHEyp7vFgMfxUjkFTAm93CMNO72sHWq9LzQdPrrT/1Nii3QA+OytGgD1PC0rNFNGMHLjkIbdGgP29hCI0h2NviFzE1QDAw4hpuA3cvD0zTHh++EWUQ74nUK/vyEASapgaJexREj2WwfVlQHfp9bffe15AVZxoT42DFxqv4WUsl80aeAuAH1OG/3sB/FEA/wTA2xTe30Dj9UT0MIA/zsxfz8xPE9F3AvgFPc5f0e8+E8CfA/BLAH5R02EsTfBPEtHvhaQkPg0lKR7kxS+PXP86gTd1Edorlpvdd8B6LfHUvhPl13dIJytMV3oMV7qc3mesdc9sn3qI1xqc55/kvzAxwiD/UoJ63wBGgcUFvvbxdfX6nfIFSixdiu/od10A28IbJb0sQ+8qnlhnEDgR1+l0+SQl/mo9FJLOU+Y5QOdAiYs190GuEwCQGImkEl6wc8eUJzAbARYy0H+L9ytefhgSsJsQUVCECkGZ9Dp2mmo5DKKgLFTh0JOi4Bi8GwRFsSqRrZhBMIzyHB0fibHmFbiW5LUwwd7sAK8cXWGfjJI2YYXz5FKs/XNg+hy2MEkMxgRKLkvAuDOhmZdpEiMk1Ip+X/VEOZeicYFcKMGFAoDy2SFH9fEaRCCfz9V5aJ/5lIR8qUbTgTPwwpALQwMvBjmEBl748vDXfR/u/7c3Ed73IaTbd8qCa96WLVwO/qfVCnRyDD5elxDAUYfxpMd0LCEAI6WZ8k8dIUUIKhAJHIEUNZ6toQBiIAxA3InyNyMgDIwwipILo/Oap3oxzMV1Kqi+QOZAgcVz2l1HNSxfwfp6iEkZ8EpazNu4xTjn4NuuLutgOuqE+9AHIfRVGQ8FJaiPXRCCXOqXm3ND/qUxKSqQCn/CcyN0oc/8BPtuSq5h0FTfc7vX2eMvRNHKWEhlHABKGMC2B8o5hp3+O8i/1YTp5yU0AJgjApc0BpaMjRmrvy3hq/H/HAZQJbm0fd4uxlrhu94R1Vq+FI44jy+wzzu/G/KgNwosXGL3Nh9ODbUFlOVgENydfEpDAwc5yHOVRz/v28Ana3zkC+8FjoDT117BlfRKxI88jXTnVJrRYELuzGfFXFiY+9ZohdJKFKqlBKq3G0aLnQs0LoaAGAA+/m/ClvpGAJOQBsMorG9WYyElSQMMQ0DYJcSBQLsknrrz1q3tL4DCPYhSTY9XweXdU2kaBABEcrmxHpw106GooQJl34OLYUATawGalPkAvvIdjQnT1IPWUeajCyXNz8IiOTuizMnURaBXI2g3qVHglQaVazTFbgofDhEw48CUmSlyLYxEMQFTqEvnUqiNADsHs1ptVI5lz4ilFAK5ap89KxjG0hOAeRbfbxGAfAz/9x4EwcfWL1eDoNp5dhw7HwdkcizFoAZyyJ9lvGFZqRp5sL2OZtw5FMfO0ListEp/X6jAGwU8ga33Aupr3lfx8IAOfPrkYAgc5HmXL/+S70Y83SEQIdw6wwP/vzVuve4IZ/dHcLgHV7qA8JsfBp9thC/gA6rqrXKANs7RRd0tRuLBs+hJRQE4ChJgzXksHMABFSPfREoGy3lSJIQOoEkJhokQB0ZUiDwGGV903jClABrDDDqlVYcJvSh6U/asp1cDJH9PxUDIJXcTg5gyP4ESCjSclM3PPC99OyXQbswlfWkK4IkVFdG4esV70ENqcyOAwFEGahkXRiAM2wlxOwEDC/dBMxPYZWIssswTpF5DTrkUMqgYBNrJz3fq8yiCNww8R6CColkRhqS5+MUImPUE8HKBEl9SqOdC/wupe/tIcpUR4BodMbh4/bPxKvm1NQKAktIKzI2eduzPJSZfefm0fK/3CTPMgpyVIt7D5zgYA58eORgCB3ne5NHf9t+A1z3CkeSo0/EK9OxtrH7twzi+8pm48Tk9bn52xHDlGu4lQvzYDfCNm+CzBWZVYmS3FeIls2elj6JQJacdmSNgsLuk3KFCBkg97HJQlP07/T0RwoTsQYtBERF1QYwshXBgjYrMe7fFcZwQmesyxRazt9CBhhHq3HzHPTBFresosYUaUNUWqHO2jbA3IewA5ig18zsCj5QNIc9T4EBIq1DxKMIUpYleL+gKAKxuRRx9fCfhkqAoA4es7K3TISt/QBSSnaRRFsHiM1SMgGYbtvRFv4//PVCZc0AVZSjpf1a0J4cPGvSF2uOhVqB7FOqiWHpfllhCLOfxYPLJ3TYTwI2C5AmwehZ8HktfS277Co91uennmZh3mZDy0lh9aOYcYwA4hAo+lXIwBA7yCcmjD31DxaqmGNFpAyAwAztpPrJ+aoPuVT3uvIZx6/WMp3/bNTz4b67ivp8P4BvvE0IgUJG2cgW53SA9A4iALoCiKN8wMRJaL1EUeoB07yuQvP7sUIJklYsVheZYkGczLjgS0goQJrdUdot3SCrJWXc/Xwc+BNDZdl4kh6iEE0LIY8lEQ4cOAKjCAd67lUI7AW0XP2Zj9UuIoMxJkDoKgBRYsvBIJEzrgM29EeMxkFaCqEiohIsRFAjjmtDdiVhtBnCi0o9AuwYiUS50Iz0hQl3HIHNB7O+UoXsC5nF8QDxkVYByYyx8oNUTK7ifFFIPIBbjgrU64ExhtYgCMFegC2Ie/izt0H3OyjobdHtY/rZv+5tDFgqaMEkGgmfin4NoVKhBsDEsGNrnGRXtdvtP1hjWlzhePu7FhskBHfjUycEQOMhzksde+83icXWdKOoM+WkctYvg9Qr84D2YjnsM93TozhhHHw8YrxGmz9rg1jPHuPr+e9E99YzsU+VQ68KXFc4of0cCXBU8GoGIhNQRpt7CBCU0UEljFARLwyYgJBQjYoQoGyJw4AyTp15SBbtVQFxFhE0P2o6g3SDlZf2iOE4Aj6CdKEnuO1DqAOqrev1WxAeqFCuiXnJERd8nQed5Vv54GHPxGxpiztOXdLsxE/2GB67gzmuOcOdVAeMxCmpCdv2EsDMERdCSXGVwHbC7d43hasCVJ88Qn75dxmOcACuyJDdVrmOcHHdA498pgcdJYvtqTFX3HmKIYNQMAR9GcMcBIPFzqEc9jpmoNg8lqNGauMDrRDnkstgTwB6bVgFzKsoe8szNFDFQbTPbv/3clObVD/KbbW/P7UJdBLbtLwp/nKe074ZAfjfK/6JzLBzrgA58auRgCBzkOQlvd9IPYN2Dbp8CvdSuzzH0jeSGSx37gP7miP7miKNnIq5+MOL0oWOcvorx67/vBFd/++fjM/75M6APPyWNYoC8mFHfA1Z2mBm0GRC0Xn9ahQyvUwLiIDH11AHTisBd8WpbIwBAKfQDSBMbyOfUA7RSIuEgBkMYHcHOvPt1L0pv3WUonJg1tc3FUwHZzur5+zXeK/4x1Z6+hTJ8oSDnPVeFZoKDxgGpukeEqY+YTjoAK8SzEbv7Vjh7oMP2XspGQOpQUh81AyNFIO6A1bOMe94/YLgSMR6fIG4Swi7h+MMDut/8KNLNW6DjI9k5RkErciOoWAyDlYUuCssdIwAeAE511T00RqHNnx4rs+etuBSg3JKpdGC0efEZCYAYHmkCMAn/wgh3QA4pZITgblICLdaf7WGaIwT5vnLZpz3Wkqd8iTbKdYbCkI+/P3XykojAPrkMGrBELvTftcbARWTEg3zS5GAIHOSu5JH/w18AffBj8iGQ5Pffdw/o9hn49CxvR0SgQAhnHeKqA0dC9+wGq/fdwXFi3HP/Ndz4rdfxsd9OePZ/P2B773146N9dw5X33gA99ayUGe66Eh4AYLXyAYCmhLidhLSXBAkACAFCtgNYvwcQ3ILj0uhyaV9ASHw2dovPQ40IrTUQdpJaGLcleyCtIqAFj2hi8Cjtha2ioCdykVYJJLjvM+lLT74Pom7JckbmszBDJACdjIFICH99KcozrQKmIzECdvcQpiNB3Ke1GCFWMlh4AkB3m3D0FOPkYyM293eIuxJeYAbCbWmqw+MIGrVnwDiKR25Ff7quKGq7BvPq/WLvq/aZ1+7T6vbFmlnRAqsdYERBIvGaJ6nsyK2HbAz6kIoxAOQUvopfsCeOvTgeNQYQKKMbiwS/y0hTaXPWZOgywqmQ9GbHP8dAsN8vSh1sj7HPy1/6/ry5WAjnHMIEn1w5GAIHuVA+++9+D+5/5U1s//mD+Czz+Cx1rI+48VvvxZUPb7F6/zPAdlcW0e0ONE7ohhHDZ1zPHf/47AzhIwPuHRP629fx1Of3OH3NhKeHDhyv4yoz8NGnJHY8pcqZ55QQhhFh10lhnVX5z6r7cSTEDlpTwMVwXe68RwpypkH+10Huxh8IQqADB6SRyxrosxkCgzRbgKdY0vzMS51G0IAc6555nIGAgbHX0zLo3YyASpkCCMB0ZSW9Fhx5MvUB03HA7krA9jphuApMx4xpBXDPQCI1BuS84SxgdVNQkLP7O2weJNz3KwPWH9sgnEqTHzrdgAc11uw6AolCNOh6SrUCVk9eOA6hcB8ClTC2Ee2IpPGPRz3gtkkMYNJnZKog/WxATJOkW0ZLJ0GBzRtjwIS9EXAZ2VOPoCqm4zgke2UhTGBEwcXt9tVBaH+7LElw6Zm7yDO/jJF0N8bPBfKV3dccShJ/kuRgCBxkr/yfvuavY3eVQL8z4plfvw+f+csjws3TUkp1N4BOt1jdktxzjqEs8oAUdNlsgN2AvosCmScGHQmUTDfv4Oq/34L4IXyMeoxHwK3XdAjDdRx3AeHWmfSTt3oCFsslkspzXZR67au+dPPrY67+l1PnvBgpz0hzObOgGAUcWAl1xTjwBsWkbHxfEIiYxRmdWEoUTwkYrSsiA0hSZ98T4/YR2XjBGMgZB5pKxkG7HRpJERiun2C41mFaEcLIiJsEGhjTEeHOKwLOXkFIPYN7gf65Y7GuIiN1DBoI/S1C3ABpBZw9FEqI4Jkduo/ekNa+41iegRBKbL8VMwoqRv5Ye+iJta5AMSayERDDInyelepurIvw2CZB+AeGJglSEOpKhd4YiHDxd65TD89TdOcp41b2efN6/MUyyN6oWqqFsDgkqrffV5bYfsuGRfueuP4JC0WVynkuiZg8V2nGdWhn/MmRgyFwkJl8wTf9DRw/ldBtE8I64spvRlz5YMLVf/FeLROri9c4ArsdrvzbrcKx6oH1fSn4ovnd+MBHBElYr4CjtXSdA0C7ASe/cROvmO7Bzc/ukCJhc18E+Br6m0fonzkDPX1D6sonLrHhlECpyzF+SglsxWo8K1+Fo6bydSHXHYChzh4NiNBMBNVN9pt+T0k8bIqsBgAEDdDiKRRIKgSyxoiV4EgIQAdl90+5KE+ldLwX6Rn2Po/cQ+uGEADAqsfu3g7ba9L3vtsI6W+KhN3VgM1DhM1nDsLwTwAlKuEPNQjiaUB/mzCtgdPXTuCTEeHZHg/8G0L3zCn49h2B4k0C1dD6OcJ2LUvOtsv7J+0CKGGhYiyIh5xKJkJbhc9LCrUxkL9nUfrGIajCBarQ7H5cBMOfZwRYeWDjCOwpoLMk58L/bbVB/72NSUMxRFx9L+hC+UwxZmOIGwTEDICqCZgiLmTzl7fVboey0XNHANpQ2QWphwd04PmVgyFwEADAf/ZH/jpuvF7S0o4TY3VzwvEHbuGaeeUbhYL7rmZcTwl857RUi7MFxHt0FiaOoqhpuwOFgOn6Fak1sBtx/OvPYP3xI4H51xHD1Q63P+sI/QMrXP2lCdjtROuuelESTfdBa8ZjIk1vXCXAPkqJYgaICSkFpN5QASEWpkil+mBErlAo+fwSDmCCkBDZlCAEWp6a3HcvIUiO/QhdWBXKVra8BN2F9Y4YSxGl7OmWfPhMfPNcA22XmzrStEq5hs29Ebt7tEsgAZgIdDyJjTGGHE7or20xfvwYq2fFODj7nB3+qy/4RXzW0dP4n3/jd4H/3YO5ZkIFrVvK6D4I2cJHTtHbfCyVxrVrkxLTZkim0jvAdda7UHzFPs9TsH2Tuw793pCJCw2byyABViSo8fiXD3cBBO/Hve879eBL10K32TSBmLLCpr5DWK+FyzCMwA7FyPA9AtqsjFQe+Gzg+OZFFJDJLs+1zkBLsl3aTsd6MAaeP7kLbOsgL2Wh7N2Wz7icE3P30jZNAWrvzI1jr7SEs4MAqO/h7Hs063Mua1jQAc1hXDjAYb5flnJehcZPRA7P0gtKDojAQQAA13/lNq79RpSGO7c3oFun4O1O9IM1igmhInNlz8lyuFvYN7Ek6GtzGVpr86C+y6GB6WQFvvcISEC8vUP31B1gmrAiwsnJGtuHTsB9h3ByIrB0jOUYfZe5AXNWuHnKGl/vo2sXHEqxoJ6a9MJShwDQmH9C7lhILEiBfFeK/lgzIA5AogDzjQIzMGiznmEs9QZSgTlBUKKdekKWZ+892SWPGpDtpwn0zE1c/4UzmddeEZIYpQDTbgSvOmwfOML23h7b64TN/YTddcZ0NYE+eoKTW4Q7rxvxf/6d/xb/14d+Fg/FhP/l1n+Cs12P8bWE3b2vxH2/dD9O/uNTwNPPlrH7+LonDXo0wMa8RypEwYh1Q6ktcDfQ+sxb33deF3/P8DjPYfLZcZeaEikKRqtVzqSY797E7quhXBAOOO+z+54nORb1nTTs0neUDGUaRvA4gHc7TMNYkAit8leFAqzXRzu2ixCOXE9Et70UMtDwDM4zEpbqLBzkE5aDIfAyl9/yPd8HDkD/2D14xXsGnPzHp4Ebt+rFTBfHWSqUV059DxLdXjO9czqZU14xgI86TFd6pBikyQ4Y6agDAhA2oxAR72xwNEwC/V89Bp1uBKJWiJKYS955oMwDAFC69OX0QMqkv7QKUklPSYUVl0D5dzSpEjekxH4nVEZAHkCgck5DVZJ27BsmuZ5hLF37VIHnIjd6DbD6+9ZlzngAWSEWI6cSq8i4G4DNTrgTdnyVk/cDJzGCrxxjfOAqzl51hNuvitjeC/DvuoHf97pfxu+6+uu4wx1+6ewB/D9+5YsRf+Ze3P/eER/6wghwD9ADOPlVAB97yuXwm5JsSHtLSiA10LEzavL2g3v2zqvKd14p4KywUz4HhyBhnIYE58dZGbjtufzvnmwISGvd7XYx4+AyaX/7ehPMxnEJYTOibD/tQEgxIhwf63gn2Q6QuL+mPKIJv8wMoyWC675Ohpc1AuCM3obc2M6J79oIAI+c/BEAwDtOf/Ticx1krxwMgZexfPYPfy/oasDRRyPueW/C0UdOQbfugLUsMADMqrCZtA1i4AyFpXKonMAjQGcb0DAibgeEO30pFNMFTMc9ppMVpuMe8U6HeOMOcOsUfP81pCtr4GiFsB1Amx1oGKWrmaXrkVT9S71TnCYuUyB1lP/zPQpaMYg91/lP+jlxMQSsDjwjowI0Jv07SSe/3SjFlXZDif2bUrf4t4+RRwajK3wD34FPr2WWTudheyMgalOfSpFqQSIiQtdFHEUCsMb6BmFz8zreee9/hp948GGsXnUHMSbgPdfx6n97hv5DN/HQ8YMAEeI2ybkSA53Ocx5PdKhAAqFW1PkZei6Esn3V8vYZA9m4giAm+kwwEQixMlqIqEoblM/N6fOzHcq9iZhB5wzkUsSXzfvPym2JSdlWFbTvLnfgKjUzt/fOzwovz6ldS7rgfrnnchHxuKjOQOvd+7bM2YLn2Vj9vZDfEt5w/LV459n/tPdaDnK+HAyBl6G87m+/Fd2dgJMbPY6eZlx7csDxb95CuHEbvNvNvLCZ9+9lyQhoJTHAopjYtlX2P/W9pBz2HTCeYLz3SCrhESHsRtAwgu5sQOuVwN19BIcj8a5TAm2lih91QYoLTZD0wVggf58i2DYoIrf2VvUE9LO/GmkPjLpFsIYLzPsPuwk0SSiAdtIW12DuaiHUxX3Ra+YkZMRpKpkEfTdvtuPmP7cCZgfJt960GRHTBLpzhn6c0N3eIR11WD94hM19EatnA3YfvQaagAf+txH9B54F3TnDPb8i8x/OtIaAD1vYsb1RsIASUIIoXCOdmfhQRyvOoNxbnOc8ZMAX+FHiIOt9XDSodCwzZKDdrhl7u+3dFP8Rw+GCNMXKoNuTPbAk3hCbEiiU6o0+nTIbp3Z8KEpxUUkFzUCwY5Eda5owazdcGbTnVD0ESngMkGcjNnPuj6WhyUeuvhEA8I7bP3LBoA/SysEQeJnIw1/3fejOGOMx4QEKWN9KOPr4gP7jpwhPPSvMf80IqOC5pQWtKfNKXQcehgIp+kXKp34NQzYGMju5G2RBjhFhnLTmkNQZSEcdAq6Anr0FbHbA0Qp8tJawwvUjhM2AcHsr7Xf1XLSK4J4xrUKpBeCzCVT505ByCEB+gOtTIAiCpQYCZiQQEBhgyo18CmLAGQmgYZIwwTiVugFW/jcXFypzm+cyEBDiXEHFAD5aiRJVo4ISV9e1V/y9yOgMS+GnzRbh5m2E4yP0xx2GqwFxC/S3Cf0pY/3UNpeKDs/eBsYJvBvAaZoXCrJ/XT2A6lkCcvEebjkOF4lnw+8zGM4zBrwsnU/TIM1IAHD3JLm74TEsDWtPLL7k80sWjqE8vPSuNcfzxkX22A0d8UWdFOVgTOWeVVyI/feKAlWhLLI0YkBTGBuk4Lw54oQq3cHkHH7J7LeU8MjVNx6MgbuUgyHwEpdHf+t3ACnhoSkBp2clDuhgYwaqaoGtZOgUzvOPUbz0qydIJ2uEp25qjPScwfhywZprDUDSATGB75yChgGrG2vw0Rrp2hGG+46xOpWiRLSVkAX3EZsHVwhDj6MQEG6egc52iMOE0EekdQcaO0xrFoJgRHbtxXNnxF0CjaWFMAcpyzutQi5IJAWFamUrytcqFJK23gVoZGnTa8RB34QohgzLCxFuV3Lic23+rjTVaRc3Zpn/LkDqAk+lwY+FFTz3wO6Zh4Hly3w8AILEdEK67G7tcEwEDj229xOGa4SrT67QHa9LwyeoAdB2c5qFjfZ50iEbA1npOnRg3r2vDitQyyVopTUGzvU4HRwNZNIjpfk9z+dvc90X5K7LAM8PUH2kIKWa6WgNOj4WMuLZBrzZ6v2e5hC87JhDFJkIaLwToBg6+vxRDMAUS3hE6zik6U6pE2CnaasbqlFRUAE1en11aa374OsZzJomVQ5EOt8A8AZbg1gyM96w/sN45/bH9u9/kEoOhsBLVB79vG8T71S70uWcdZMYZEG/qJyqQc5p/h1PCXS2BamnKC//QmyPAiiKwZGXLDugwdWmDE+OwcdrOc3pDuFUPFJ0UZTrjdsIt+7g6maH8b4TTEcdmI5Foet5KbHUEEgM3iYJEzgSYRgEws/d/VISpycSuj4KV2EdtEEQy6A1tJDrCujpqkw7W5DGSUh7g1RErGDXcSxlcYFcT4A4SW6/j+Oaop8mhN0gyvN4jXTtBAgAbSeE040c52xTKfqZsuy6cm9MYgSve6Qra0xHHfobG1w7G9GfrjGcBPS3R4yvuAfjlQ7xdJTiTnfOipGTElj5CNX93vMMyYSVJYc8R8JCTP7Z8c6hW+irbIrWcDoPadBtyQhuviATs55QqhDCGR5yDQvnsHGYgXveq3QBnL/IKVBlDi21bR0mM4GPGmNmIXwgJEFIg7CuE2N0lPWgKsU8OF6Qu1ZarXJ9CzOErEGUzYEVgSr7p2Jc2Ngm7TLJvgBRufa8XXKNm1pUxsIwrmZJdb02Hu1R8ugDbwZiwBMf/TsLM34QLwdD4KUsrRHgF8e2BGkrLYS3lDa13QoK0G7niYIuZkzEEltui7xQAIK+wIAsVusux6GDX6xNyd46RX/7TDoArldIR11pssOiZLgnMQg2XDgDQFHiagTQqAvtjkEbadkbVx2mow7TkaQdFm8IuQeBEQPDbhJuwGbUzADX/CYXSEm5c6B566WKnSpUICsqtlCBKciuc4svSfhhsxWIH8hNmlqCINu+lk6pKWK86sHHvTRNApDW0rYYBHSnCXEj6ELYjlhtBlgKJl890R4KxROjcRLjwIycmce4xzO3tNI8WC4Qu09FdNtm79bCKZ48aQaWJ2TO0u/Oifsz53gzclXAxrDwqIQn1dph7LluyX1cFL0n1nklKFD+HBrnaQLOzgQF8OdpYfdWMeYKoAnTzamqJghO5dnwZcHdtRMIdOWKhE5cKIGYdU1J+VySapjy85sRiK4rSEp+RqfCAfBhMUAMATuWiaENRiZMXAxIazbljTBmYBiQNtv96aAHqeRgCLyE5LHP/TP5bzIPwndRQ1FGAGrl7heuJXjVCEt+UW/h1ZxhoN7G1GyHOszgj0MrUejcd9rOGAjTmCF1ABIrX/Xg45UdrMC4STxkAoAAUXjMSF0AuhLvF6KfhgNIFjgOqtwHJfoNIzgQApH0SAiKDig8n5FxTRmk3Qg624mBwtwsrB1oHHWxTnVaZgvT6t8cghAFmYoCBERJjRPCjVPQbgBvtuV4icHWftbfTwryPTMorMH3nGD7yivY3NdhWsuiGneQ3gNROBP9WUJ/a8phExoTWLM6iLlwIICsdGlUJGQYs1EgeflpGXUyQ8l7mq3ybloIV4rfjJrK2OLMySBLM/Xz64yANmXQnicJw0QgTXIPvEHgiZj5QHti3rnUr3nRKBX47Lwuo8bu1RIznvQaCn+hVvzUL73HWqp5tRJuwTAKaufuBScWQ954CObdG2qSGFJDxNAw9567GgOVwWRGfr8CrVfyLuu8Eq+AK7oGuO/zPYxBeD7+XirChnGUuiabbZURMyMkqpHg5/gNqz+Id+7evnyfDgLgYAi86OXRV/2J/HfVdz05r4ob5W8vzz5juYJyz4nTnfNbtVhOXC/2/hA25pSEB6CLLznvFVEUsSz+ogRSF0oHPosxM4BksXrxaqejTpoRAaBRrpvAothXgh6EzQhKSRSfwt5WXCWn9m1Rtw8GkPP8p1T3D4CL22r/BV+Od5GQZguii7V6xcBTAimzkZiFm3H/PWUepwl0tgOeuQFMY4lphyQM/t0gc3CnQ3drhe4kYHdPxNmDAcM1Rn9bCJLTCWM8kUJMYdtj9UzAtfcxrn5gh931DsOxEOtWtxKOP3KGcHtT5sz3AlByJBGBE82fRRf24CWIl0JtBPg50r9pSqKoW+Kihaha6N8yLgz2N0OM6u0IYynOSAziVAwCvad7yYG5eZFcQ650wcUI2McjoN6RIqsf9LkwJWskP1V4lVK0XTxfwinw5boAGrtXI5nUGJV3cgcrSuTbSlutgmoOgcI5WPXgK8di2Ed/DyCf9Z0n3+QpG57an2QYJGShqKYPSczIhz4VsUpDFDmkF54vB0PgRSqPPvQN9RdEpYAIsB8SvSyZaamS2nltR5e+d4vtufXbpwTGAFic0iq1xSg9BVY9CJ1UCQTlmD9rW+NcPncq7YFpYi3+w6CdEekAaSwk3QHDpIohIPcroDFlpnz2OPM12sKqC1kXxRjpIzBJDJ52g4NMucTQ25z+Nv65RPjKvwVQF8H3X8d47zF213ucPtRhPEEOc3CQjoMP/rur6J58CripRaGcYiFFbPphRHfzBOuPH+PolWucPRDQnybELWM8Djh9RcDpqxPCq8/QvX6Hjz9wHcAKccsYrhK29wqqc/yqq7jnN9c4evIm6MZt5YmkAt/vuRY3CTr4di4aJQ6UlLFWubM2fPLz6O+T/z6a8ZFKFsfSvFulTADKHswGAVtqIS54H5rr2suab3PpW8VajT9meJ/t+gF5fxrDhCfIi7HZgsOupPPlDRbmiB2ZzxUiAkTxUxyzgs1IlFe6PqsjJXkXADCkUNjs3Km+BpgxvmAEVLwM5T3MsgzaVFOHuBER3nD8tUDiA4lwQS5lCBDRvQB+CMDnQ96PrwNwBuDvQHK9RgDfyMw/v7DvGwH8ef34Xcz8I0R0AuAfAXg9xHb+SWb+dt1+DeB/BPA7ATwF4A8w8288x+t7SclM+QPzBWOJlLRkBJy3iC3Fdn06GO9ZwP3xG0W3Ly+bmQUFMEvfL1C66FEvYQP0nXgaYwKtOqSJYSs2sbH1k3jHYwK6gDCE/B33EeO1NdIqIOwS4maU9EEipAggyOsQ+ijVAG0cfg5JDJAKoQDEgFBPR9ABjZtnL9TCJjw3AvIcF8JUCbuQGAFXT7B51VVs7+swnARsHpAugcE4hxEACGevPMKV02tSFfH0TBTATg2bKcjCutmAnrmB/sMdVk9exbV7rwJjQjjdgPsO9zx0FTc/9xjPbE+w+RwGvWKLG68/xtX3udu7Bk5fSRiPVrgvXMfx+wC6eSeTI3M6qVfcVdvbEvNdkqpojBleGhKYGWf+mbG/W0XXGgV+u3NTEjWkFiB/W+Gh89IVLzIQFoQTC4cGU63ElhCCtHC9swMywJOkeuZx0fLf9UC0dsBChURr4OWNF0UWmZRgqeWMeRjknRwnUN+VUMBsjOX+SdhuYd40JER+vzwX58xzk0lg83bIKJjLZRGBtwF4gpm/iohWAE4A/EMAf5mZHyei3wPgewF8qd+JiO4H8BcBPAwxIN5DRD8BYAvgrcz8M3q8nyKix5j5cQB/DMAzzPxbiOhrAHwPgD/wCV/pi1gefeU3yh/Vi3wOZO/FGwHt4nXRMbxCuiSSsFiB0EHsrZRWrTVMzkBuect3TnO8E6seYbUCr3uEvnMQvHoUDp4mIvCVYwk5jBPSlWPwvYTdtQhKEd2pXH/cptylEJGQuoDu9g4Ykx+ocg+kt0EhJirvwFL7TM9l8h9h1rzporr7nnCpnAM+XmE6jogDo//oiKMbhBQFBQCAMAjiESZGOupB169KjHa7Az/1dO6sl/O8QxClvdkCTz0jJC59Pvqnb+DBD5zg+q/dh6f/0yt45rcxtq/dgtIaRx8Hjj/KCCMwrYE7ryHc+swOTNexfuZIMhl2I+jZW+DTs5nHmT1IPwdeufvnxCvxlhfgxSsS2/5cBVlCMzmElvtpEBCaboWmRDxb3nngLQkQQE2GdR5sy5ivhmakNx+vz1NRjt1yFnz1QLfD3vMsn3wBIcjHCu5Pmn0n+2sIipQHwyzv7ziChk7DCmH/vdFngLsoz0ZGbjQ0o/yBsn1Zl5bWj1mRp2bfQ6iglgsNASK6DuCLAbwJAJh5B2BHRAzAgpTXAXxwYfdHALyLmZ/WY70LwKPM/HYAP2PHI6JfBPCZus/vA/CX9O9/DOD7iYj4Mk3PX2Ji8f8Cs14iJr8E/wHlxWmNgaXSpd5r85BmbiiyJ/yAsmDNCIHnSGYO+2uZpvIyawoV76T4UBWvNI/ToMzJMZhd3B1dBzo9w9GdM/T3X8X2oRNs7+2QOiDuGN0ZI4xaHTBIlkGVMknCmgeRhCKmBCQSYlMyEiLkFmUPVost5YNMcH7N3Ljyi6xTKrzZgD404MpHni77tAbasBPlcfWKpAV2EXy0krLMfQe+cwY+PS2Qru8fYSEM4yekCXzzFrqbt/CKXwKufvj1+PD/cYXtAxOGa4Tjjwbc9ysjrr77GSn9PIkhNF7tcfZZxxhOAo6evY6jj+8Qb2wQ7pyV6oohAKse6Z4T0GYAbXcllLJkdDpkpJ6refhgtkCYcWjEwdE10jHF7xom8aTM+qgGwTBWSte3QV6C+jmVanmVV59LEYdSea89jjsWpwCCQvkGxbchg4qgZyWN97+Xi2GQpSXVb+dJhH5fz1MwpashBUMNMsk1aqOwvgNCLBkfdm5rKe4aHjGxhgaDhBXMGIuon3+XglsZd877byVnMwB45PrXAQDecePvLm77cpLLIAKfA+BjAP4eEX0BgPcA+FMAvhnAO4jorZDl7wsX9n0NgPe7z0/qd1k07PBfQlCHah9mHonoBoAHAHz8Ulf0EhJqlWmbyzzzvrm8NP67808i/7b1zO27pe3OEzU09paD9ePHwuLtF7wYRdGaRnbXz+pt5G3LyfLxq/MOg6Rg3bgJ+tBHcLxa4Xi9zsxmPjnCeP0Y6Sgi7BJYwwM0SEiBV50YB5ZymIAwJiFCeohTsw5yrj1paEPT/7KRw4zFdr95ftrfphpZaG9D1wEUxMP3z0GIwNUT4KH7EE6Pwbdul2I0C7AzT6l41pB7d+UX34/PefI+bF51FWcPRjAxVjdG4KNPATdv670h9F2H9bWrwmW47wSpDwjrCDxb6imI4WTNihJ4vQIfr2S+d1pOWgtHVYaBPRZJU0GPpSdF2I1Sa2JK4FWPdHUFJkL31G3QnbNCMmvrN+wRngTKpr6XZ1OZ9j4tsq6n38T4zYhz7PtcJ8GTDfPu3sOOtRGu187g2lhaNELOeZZ8GOSi8EDr/bs6ARXhN6ftTYvnppAk1OYNtlwvRI7HgWZrGk2pNBYjSUNkq3diITagQkDIV4QkNc7V+GqNgvwM3i1i8hKXyxgCHYDfAeAtzPxzRPQ2AN8OQQG+hZl/nIi+GsAPA/iKuzk5EXUA3g7gv2Pm997lvm8G8GYAeO1rX3s3u76gJaMAjZcMoJDvPKTpO321ntTS4tAuNCZ3QXyqx7RgjKAo/5xT7H6fGQYelvRs7uxR1alYlxWyfS0H2eXyy/xM4DOFr8826J+5KQpVWxwjJaDvMF1ZY7inB3eEeJawevpMFJblz5sRYEhADLLYtXArd6UCoKvrkBer1kvNF7IHFm3FMkGcxwlAlNnJEfjkCBQC6HgAb3diSPl0siWeBoB04yZw4yaOnzzCSS8tJnmzQTrb6EJdQg7p2RvAszcQoTSuEJA82gMAd06llXEUpCY4NvrMwF0gDJKSMsNT6o1uxbChrkN3ay2tmJ+5gaQ1Fippz9MWDWKWtEzL2ffwe5JnaFYFr0mP9aQ+AKWsMnC+IZI5CQvSKMC9in/pPb1A4ZevfEjKISVpLJkEAKwIVkVQbA0iQLgpOeVzEHRs1YOmThC6XtCyzA2wNEEz8KOECUjrEeR1bzfMUb+l69VMC99AKodbzIjhQxVC4HKGwJMAnmTmn9PP/xhiCHwRBBkAhPj3Qwv7fgA1b+AzAfys+/yDAH6Vmf9ms89nAXhSDYXrENJgJcz8g7o/Hn744ZdE2CCnApoX4JRplXLmlUYrBuFfRGTaZxBcJM1xq855/jT5ZXQej9YhmDWfMeVvL3Wb/91mHuwhCOUKZ52QCrNCb1jmOsDipel5uYWb9bd4Km19UxfQPbtBePZWWbB8lbOuA3URQFPFz3vfdp1dzEV5yLaZQl2QpzWY2jh6dS94biAor4LvuYLhPqm+GM566eB4GsG379R1DbxibArMQPscWOva3Ocejg/RipVPhgsZtWiVeeo+xFMdwxWzMdF5y6iQeey7AXz7Ts1et5x4U3JG2vTIk133wnUs5u7vC4nlzAblxEzLz2vubpjmxzKjuW0CdOnSxUux+z3bVJyGJcfAJCy3KPbbVgZAcoWSHKLB0wTa7aT0tb2rQWuBeOPVCk1p2CAbb+zSPndU6iL4NEbgfH6Ai/f5EM1Xdl8DAHjX+Pfn8/UykAsNAWb+MBG9n4g+j5l/GcCXA/j3AD4XwJdAFPuXAfjVhd3fAeC7ieg+/fwGAN8BAET0XRAl//XNPj8B4I0A/hWArwLw0y91fsCjD33DcvzOKoe135+3KCwp9vNQgHYb//0FYQB/W6pa7CZ+odkXt/RK/wJewRL/oDqnQrroe6k42HfglRgCvn48+cfJDIHkvjeiUhKYn862CDd1/7MNeLPJMWVvWBAnMHequJp4d0V20/F3nGF4DgSseuEhTAzaDZJ+td3Bqg5mg3ApHRFYIHrrAjqM6J6V9s9W+piHoYRWbP6BWomamDL15DUlcLEvULUnJdIjQpRsAdbCSQnItQ7AQGjQgBTASFooqgmNtWJwNdQoJKqNgGpoVBkzMwKejd21iZ7JQpqajcN/NyfQ1so0Nwgy9r2XSxoBrSJ2P1THqrY3uP+yfJ6UgEgC1QMQmpiVWS7POy30DQIAa0aU37mFeZUYftBwWumNwOpAgCijAwQU4xnu/SAq9+0cJC0bZO69ebkWH7ps1sBbAPyYMvzfC+CPAvgnAN6mXvsGCtMT0cMA/jgzfz0zP01E3wngF/Q4f0W/+0wAfw7ALwH4RV3Mv5+ZfwgSYvhRIvqPAJ4G8DXPx4W+EOXRB95cPvh3MSuPhe+AYjV78Q/5ZWDDfaEB//2Sd+FCDnVFuAIdZuW8lKmQxzhXNh7Sq7arwgVUCHdVKeMo3rhC+4hRYvudKF/2ysgWjiReG02Txq5TZQBkcplTvG2fgGp69JgMCPzpJUYgcF2UyC2ElICkFQyJGEhRctZH4UlUnumSEWC/wRllxOBRWg7TnTOwQrrm2VXGm28C5GvoA0WZ2lwTwR5OIonlMrPmeNdQe67rD8zH3BoDQG3MxAggFWPAw8Bt2KX16PU6pFmRO74LTXkjIRfg8UYz61xUvRRSvvZcPKdB7CrveeG628I/dcnh/du2MuMl2PfUrBVZYrU9Zdg+LBvxS2EC88qBGpZvyYNteGo2+EuE+ZyRSYnKPdDnloOhTe7d1vEykPlFi07KOfJyDBXQS8HZfvjhh/nd7373p3sYl5LHXv1N85a9l0nR21d0JX8+BzbeU8TkOclC7YDF3PiLvIw2LADUi5IuzOy2mXl3ZgBorBmdsOWNkCTVAzspM2xTxZjXHLBugdOU4/4+hj7zFm38+8SnfrlKZ+i6QgBt0BQABQrVebXqcTkdC6gVjB3f3Yv6Hjg4fFYGmufzqb8tHtu2cTXfyzgXlN5SQaq2loJX5q3x19SXz9vZsX34RBvx5IwAPe+Soquep5zS1ipSqhVZA9NXc93MnxmK3MDoy4S6+nruyvP3ys8Y901GQeURt+iFic8IsGPHiNwO21+3m5PshXuEy+6vxd9zaW03djNCtMdBdW5/H3yGwVIYx4zjpaymNJXmTEv6rZ0bnXtq1haK8QXdzpiI3sPMDz8fxzpUFvwUyVd80XdhvNpj9VmvQPzYDfCt2wBcvW0vrWFwmcprXs61xBcU9B4mcrWY+xhptW+ax/yBZVLUEqnHKrwtiecT+GuzdrjQxUJhRO5ihhOlyZB6rcxglFQ/ALURwIpccDDsWhYTW9CXYuftuL1h4CDq2sgZCnegNaBYaycQVUSzGbmyNUAcE2qRl2H/ZkUXAWLMnhwzAmwx9ARLd4yq7C9bp7iIHHvlZiEHRGmQetLMpWmMza3Pz8/jkZRGKVDTXlOqjYpW8VbxbRdztznqJcMCq77wD7KRIe9jRohYoeegc4SgnqplgEghIBizPkZgCrCWvjauDJfvNZTCDA1YFHcvq6JLLasfqIhyOeXW7q9n/ef76SpCeoTEvdO5fbahAUSCtjTrwl4HU+sNWPdDbo1muwc508C9P0bETfoc1ScUBT9Oe9+Z81AKag0RlUfv/WN44tkfXr6Wl5AcDIFPsjz2mreA77+O9Ior2F6POH3FFdBvuYJuy4hnCeunNojPnko+NZEwnm/cqjub2QPqrWQAVT+B1iuzRd32B2YPeZZ9Bsd5++zbPh8z1QvsZcQWdRKlbB4rzdWWXFPjAdEgnj3HoGzjSRYaAFV+v44vGwFG2rO0JV8MiMMiapGv0c4fmu32zAnDeZz+uvXYeVH0i1lbLMWL9mbwoZNFlMl7sEutovMYWRZ2JgAFsSIj/jm0BqxVIYkBhMaLTmCW/WjVFy/OlGoMoCm6pkkLzxJz7lQndoTdbxeiSanmKejvVtwGRKC+y15uziMPauyEkHsV0JRKvQMftolWECvq/HAJYeg9BXNRtK5EMQHFSFriX8ApzSZLqIWzF4m5lknRIh76W97SOBH2Td9J2p0v32vPZ3IGs0fE9DpnFftiFEOHAtDXoQ4hPqgi1v4LpJwQDsik28xBMSSIGdx1JfOHKDcw4p6KwZaRMzNQClLBek1y7gUHJ8/hnjCJvkuPPvQNeOJjP4CXshwMgU+ypNt3gNt3sHo/Yf3AfXj24c/Ah76IEB7cof/VYzzwvwZcnZKUhO0i0pU14nZXvCWqF3ZWS3gRuryo5eYSdOz/XUpdWoKKvVV9Ufzf51I7ObdSmjMIyJORqhg4F9jcG0qdNDxBtBi7KxWsHoVkB+h5VPmXbo3qVUxTZsjn/fV6/LVZvvPsN7/PeXPRGBWLbVNnZLN6fvPi3FSzW5TEgGuEU8YaAO+RJpba/J617z21LpTncxxlzmYwunTyo8gle0B5BJxU+foMi5bYtgS/29jUYMtzuWjEBqkJcHRUo0a9tKy2MebQkBo3PAx12MKjIasOSBFYrQp3w5M3s4FQK0w/ptn7AUj43j1HS+8HOSWcQzuOC1Ep6yYMUPE8bHz6Pft9zBhozu0OlHkTdu2UkpSvjjGHCiQrwCFj+T5N4Ny7wV0jIHNoz1eMoH4qxsCqL/dr2LPOuSwVMIFIkIdsbDboVpmXeuzouorg+lIIn18kB0PgkyCPvupP5Piy7yTHt27j3p//IK79+nWMV1cgPsNwpcOd115FGK9g9eyA1QeekZK6FEB9Yc1WrTftRG2cqyVBXVYsPHERYrAnTjoveVojATMvxbyyzMx2cVV/bfALXu0hl7xsBtJYzhsDMEjOcrby/aIe3SJrOf0eVsxpgQs12vcpcru2Nszj/7ZF9jzE4LwFp/XCgKIIgHnNiYt4JzM+gIN3/XPg78sSoVRDKLOiLUSCKiQWpW+LvBcKVmygfpYdUz/fKzdeM5KrOG+T7kYxgtZrUSDGBVDUJ6MyRHJqssI1EcQaLvC8DFN+9l6FPpNPcwEc33Y5TRBP2KFEjeGyqID2vH/UxOUrqBvQltXL97nigSzxSYIY2y36ZPdwqZ4J2zvj6k4YgdAyXPJ6VQ+mPo7F5YHa2DLDM3EuRIVx0tRclHtv1+eMnmy0sqSX0iTjZ0xo0zV9yme1Jjk0C0HQxcc+988ARHj81966OM8vdjkYAs+jPPqqPyEvTwjgrsvV5ABkhcM3byPcvoNV14GOj0Cvvg9nn3GE7T0BHHr0H+2A+64j3XMMAAi3t7lC2qy6mF8cvbfQQqlLUqX2LXn1zhvbR/gC5t5CdY55rLbOKKjHQ2iUWTPODGv6hbON+VFZBPJi7r26KcyNKw2rcM5Jn+r4q/5r351rDLTSeu9t+KCdv8V70cQ4dV4qNnSugdAs+HuNO0UAvJFnxkBW6s3czo7hjLUmRbA6ZgrQ3LjaG+u07FDrWQO1ApoZLc2z1IoRAVe9pKFlY1wMJ9qJ8hbmORW0iEjKMqs3X7VVzvwJKv0OSHkoXZQsEWaQNnXKiIAZmc298xX7sgfqQ355/rTE8JRAccrpcrPaDY2xPSPXtpwiaw08yS0gm2et6c/cxNnt3ppxYEWg/DX6Pgx2vLKj/msK282BQfJeGVdpqQxgAg+1sVrdf+eI5Lm2Y2jIje1iUZ6vfA+WjLHGkOcY8OjnfRue+OXvmc3Li10OhsDzII/e//WFaautTnPMTttmAuZ9JmBgKYYxjug/RAi7axivrhAGjXv2cltolFaebPXY22JBSx658zz3GgPnEQ0rBdd4EPsY9EvivdXWCzYFoTHDRbZ66516Ze6h6sYzydLm2scIMOW0oqx4LAzhYs7nihoflzIGLjrWZebRw9+NzIwVG9/dSLs9twvwnm09G5zc/QJkrV3ILhHDz913MiNNTDymIPF3xBzqmY2JFEq/CPGw52RJJo0pk8azVRFxF8GxA3oZpnWQpCkh1zdo3xsLN2mBKNKYOWIqITzSvHbF8sgUUN+VTBKHXolS5qKsDbHI4a/muWm9b1PWS0ZAGx+32L7Np7435CtOtuiMHteMh3zuNqNlj1CMErIxYyKHEwq0XxW6avcnmt8HMwKcYZ+dMH03LSwl190YAVrFMMs5yN2jn/dtAPCSMggOhsBzlEeuvrFYsl2pXle9kC3z1i+eZnk/exPh5i2sLF0HAPU94u0z6cm93SG3PQWQc5vNQzGldJ5XavsByCS7pYwAbsZu0rK8gayglirGzRSUT//zxww0NwLyb8761/HmhcLVKvdkITKlnpaU2VTQAjMgZmgClZitfdbrmOXSp4V+Cv4etJ/Pk3O2mVW2a2XRyFowBpbQhn3Fp5Zg/na/JWUPuHPH5fuaA1sJzA2yY+MMQJ0+1hev3XvwMsBm/Jwh5fx5SgUVsHBQfgaQjfdqrgILtN+hPC9L59Pt2cJGKZU+BamTwkvaCIswuONTUdguTOZj8Pl8XhF3AYai5EsmAmF0z6u+39HxOJbCPomLAnS1IzgmyXzQuaR9dUuI5LUi1vCKed12fCEGWjMkY+aTthM3VKEyhGxKtZQ1/Hvnx+1CejUSMA9V2RzvjfWTvd+hfraqc87rWDz2OX8aj//69y0f80UmB0PgLuWRq2+sPlcKwuc2O0Vd/QbI952SmGKQ6nGbjaAEVKpjVcrTjmfIAyWFWkWZVWl2Fo8EIOx7F1OLQMUIN/F9y+XCynUsGAF27UsvV0VkOi8mnnPTMQ85WFqWDSsQOKnXZbsnpwyYS3xf88krboLV4PfXtgD/z6D8fWNuUr0Icq/rVMfm+l0ss6qjAAdn7vG6LxQjLcaF/TyqIidbXlz99nuP4a9nYX7aa1gIK8kQGBhR56FXxxnB0JLNLcPflZxdEhoL0pOzKgw10kybbFTacdXoELQIqJo6+XnzCtvQgBCk4p7PFoihNM/pWLgKYy9ZCSaKTJFVItTjAZQh+iqLxRkFfly5w2UbBvNjbesMTJMYQAbz+xCc25Y9EunFnJtAACIoaPjCfp5KtoClw+bmRfvuuZ9fu35n+OWQjHI9rM9HRZxOjCXia5WZkTNYJiVqBgBu/v08mdGxm983JH7JZBQcDIFLyhuOv7a2GhdIbwBmnr9857wsv6AyS310F8uq/kUDy1k8MQTwCEg+jtvOQ9s+Dm4bEZX0IKva5hf9/NKFZW/PxLORW2+2QQGqucrXbQtbiYXO2MkhlJc3JWBkgMaS8pTr+kNf6pS9AW4W2yzNWAuprRhelTHgCXohFOMkj5HqBc1qKtg5/bHOMYiq+LF/dvbVdPDijt8WUCmFmQL2drC2xdaeg8bQqVI3l7zC88IH5pG2yIsbu+ydatShnVe5GFEEXZRwWwBmZaH1XzbvTSWn2ZqxS1Iml1ICJkV3LFvXFGiLODgjkjtHHDQEw40zs9cdkkAAkFYlw8KKH41jyawwZNGelajnNYOiLXecjeapzLOFX5IYJ1Zoq3ovR0fys+PY7XFjLsRHlLXG36fOqY/EwmEYKHNsWGsb0GolfI31uh5H+254p8oU8MT5e/LnDwFYBUmDdPODnur7va9EtJ9n64wpF1WMAbu3Y2l2tFTT5dEH3gwEelEbBAdD4JJSPPNUFngiZMgZqKHjfWIL77ADD3V3NFqCr8xjhC0mLAuiWep+ITZjYR8EZso2xmLlew/OQ4hWuEWb2ZDFba0KmhGpPAGuRTFMzIvLi2ujQFSBWhOSPE9AnecM8yRHYLcTONY8B/utjbt7WLdJ1bN9ciOT89IvLWfdH2fhequ0Ty97yF2Li9SsDv0CShDcguiP6WO7pPdtgYNZHWfJcG1lnyESW4UdmsXcZRwAeSxk2S8eNbGYuXWAXPXgvsvsfoRQ9YywVrOY9B6OWhlycBUhjSvi720ggev3oSIz8qn7HGNWbIhRalaY0tBnj0yJAdWzwr12TsROr13QCl8Uy6NElXdsoQQ/Xm+cLIXmHOIBQOZgN0hXwEHZ+FaV098jnaPMS3BzmI3nGJHDdUDmP/hx5SJG67WEAgzZYUb2wMug67CPhWv2rIcz9MCO0ToUFEqNgyVycVIDKmkVxHEsoV5b2yzk2GYTWf2EzAN78crBELiEPHLtTbWCJVf9zS+Q9oIAtQfi5RxI9qJ81QwjnudJt+IXWm8FL58AFSbq4bTOXds0gch5KFbVrEkFyue074Ay9moeYoG0vRJcIu955Zl4tpjPiq2cMz8X1h9fUtS6yJNbKLJx0MD9rbSkqwvj/wDasqd5fyVc2SLEu12+5r1lW2Xn5dBAfdL5d+327X31Mjnj2JR4i3RQAK2chUJadtYbAeuueP9eDAlIqfxNJPvZ9ccA2qrC9c9cvxKlRFRS0/Jx9fkbfapeQ1obRvlvUzPNZ3HuJUjbEDnuS+Eoe29ceKIKYXlhLm2svfRdNkY4UMVpoMQ65gE8DKVjnz7bDORnOZP3jMAYpI2vXAMDqQOZl60huGzM6fjy7fQoQPauvVFOZalpMzd0Ppau3/7L3CCgPl42VOQZyKENj7o1a1F+BvQdmr2NZrR78jFpi+MUZSyBXtRVCA+GwB7xZMBWeVapTUvetJdF9vR8Eb5U0QpTOuMeK3lJnKeex74Uwy0Dafan8r0t8EYWM7Kebde+uG2BGDtO5Qk4S52SxPJ9+dN982KLtre1KIhnYvDuPo6CN4yWvneQJTWGR74cjyTYuXTfyxh09XlrFGTxObLfdZGk1Qp033VMD1xD6gO6Z89kETzdgDfbZRhTTl4f7zKyZDTYfTwPPcifdWFuyxT7xV6Vdy74s+rAXVAUQMbA5MpEJwYmAlGSoUwocDOzePymOLTinbSnXsn1jFMNfdsYnLFWihXV6M2sEp4pL69Eu054A9lBsDmJWVHT0vz77zkVxWhKsjfvvXmHg5TVzpcypmIAnJ6KATAMdRhKDTIOyBkOxDInPAI+zi7XKOMXomzjhPhwoRplVf2BBuaXdVV/8j0FvFFQzX8xAgCUDIrktkEStNGFLCiyy3Zy182c1458r/19XkKH7FISI1dMnBIQS6jlxdqw6GAINJINAA/7zryhsKz4TDFRQFXyF6gh2MYYWFQcS8rdvXgXKZsZn8F7KnYNdyvMQLT0vb6M08djG68XQPGu2jFfYgz7yqwuj8+UsS5uLTogB6y+m8WmdZu8yLXGAFBCEQHFGNgnLZR/0XbncTPIGSpGhBsTsIqYrq4x3LtGPL2CuJXwBA0Two074Nt36hoUz5d4o67N785hoAaNssVen02OS8ZAyEZAlsQgsFQzHjWPnrUqoGWNWKzYYvBGFOx8aWESI0HTd2chA08s21cHACjQtabqYiq177nr9LkQQ5nPe8xNATmiXfueGGFSGmo5dMGHTHTOzFii7STVSh2KxPYstwiNXSs5DlGYKoSD/bhYrw1UiIZL6FrSNOngsiP0PnAVh6dZ2GfWEtyQgLZIkZ+zyuBy1xijXDeS4x6U9Tm/6/4+X6IJVFtC2b77yq40zH3X+PfPPcYLRQ6GgMoj196ETPJRmXVnayHW1uPND+9CPu3C58WyoJdABu6q5OWSEZB/az5f5CG21x8DcpqYvaj2WxmsLpjGObD9F17YfA5hIaPvai98msoCofHhYmRcgIrYuFrPpbqmEsfOMeyLyjYD5yMyF+57CQOg3T6SQLM3byNOCeF4DT5ZA1iD+4DdUcR4VdIr108fo//4CcKzt8BnZ/WxlvgBdyPeCPCL/QwZornyt3ixV2h5XEEfFZmTfLQkhheNqVIQhSxW4rkASsjK3/fdIGS9YVeTSoGSWdJyUoA6bHWRAWsGSL6e4uHmsQK1kmtrYTgDkqZJOAn2rGYPGtkISH0URCASeGKtoN1rTYAE7gbQdltCA/46EguSxiw8JSKArfSxIz0uzUGguhZCvi6HuHDJqFi8/7F5XgBBPX1BJ6Dx/p+jcMpGwCKnaI8RQIH2GgazDovlAx65+sYXdAdDk5e1IfDItTeVDx46z9/tMQJMjHDHzQLUPDCVh7EQS17yNqt0Hu9dt95CG29ur8FfS07HaeLGds6l0q5eWRhsbw1cjI1si6238suA5VjThPNdI6DSBrZ4+xfVx/t0vNgNahDUR5qRO7Hvd67v83xDUSjMsN7mF8liWqVT+KTQZYGe9TlQYuDiwuLGZ2EJ3m7Bux1oc4RwdoTjjz4DhIB03z3g11zF2UMdNveu0b1qhatPHmP1Gx8TLoHPLriILNgSSmcX28D9/v5nVn0ocd+crqderb13Lv6LMc0bRWWPsDEazSiw66ECDZNTwNJaeqtZOtPisz57DxfmRu6RPm/2bANaIc+e/1Cl0hEgz65nt/vzLYYIbI1QRbPbSW69cSg64YhYAx4yqNvND/cROJEYPd2BGAFL5/NIGqbCX4hRzunXHxv/OJZWxICQHb1hHQKoc953hRKV+8VElX8A6LOgRgB5NJHKscuA3L1vQwhtjQElPVYdFFOph8KGoExF8dO+535BcrVEWzO0aNSjr/jjAAU88ZH//tLH+lTLy9IQyPC/yT4jwEuroLMyGjHLjwbmBBpT+rnbmnsZlzwNt/heWFkOC8pniWyTx97E1hfQiXyk1rsHUNL4Yknj0/7ibMaBLaIpibcwhQZaXSKZpfql9h5moJw1IQv7KDAoaUvT4FrRAgUpCFSnONoi7AqoSAXGNDMGBE4O1b0lb5hcQAqc/6ALp8WppyRx2+yg7YEjbVFx0GX24IzgterBYQW6fQr6yFM4eeYmjq+eYLz/Cm5/9jGe+U+PsHr1Z+KeX7mF+PEbwiPIJDqbV1MIC4p/htoAOS67lJbg8/69oRhq6D+XwvBzNtXzzE6JcLTxQtpI63wLUuSUABEAymEC3u7Au11+//YZ14VxX/71JLGKvKmwP01TCTu0BmVKwM4MvVTPs82hoYstV8Qb6KMqOS2cRYA2zwoaKoH+Vz+TuTrpZlMycHy4wNC6BpHyJY/zWsKcSYQMAMOmFPCyioT5/S8eP7r6+aBJ0bbBjtcYCUYEtPsf9F76tcgZ+r5hmDcASk2SOuvB1xHI7zbcM68EXIqoSmdX1V2B2lAMQnYlzXxZQqMefdWfwBMf+tt4IcrL0hAAUFuYWPCA88LXuJpcv6y1F+GU/x6S2V4I2DwrVaie2VttNlPuDur2xJ1moavKDbdxUNvHk+W8Qm6vDyitV/Vv8+gIEC8lxAL55RhcY0xVMeBUp395o8R7brogZXKPfm+VzbLX7siEM9WqNRyqNCugNsjakrmAEKksXUpL1FZzpGMO6zUQVIEMQ802BpBOT92xC/tfvPVd7f1ralPFxLc5TNof4fYd+e7B+7D7jOsY7ukxHQXQxFg/O+CeX76F8foamwd7DPcfIR11iGcD6M4GeOZGSSWz6dmHKM3mcQ+S4hd2Wwh9GAAQ+6Hd1cbQBbD+yH7tZzhkYJIudFYC2IxD64JoSN04SgjAp7411+mvPW/j3ysAzCX0QS58mJV/W9eiNWiDQu3astk/O8vkUUUY0qTV+6hcTxLjhnZDUaSpvA9VrHwYwXfugDfb8l7YtZrys/PpusdplDDcSuoezDKj8udQCnhNE7DZinFCUjuAjtYlzdIjnDqG3LDJi92TUP+bt7fvmIsBMGoWgxqws54grnQ1WV0VWy8sBTXPvaKQUfb1zwP1pZ123qfXIknW2KqtlOjDQkvv1QtEXlaGQK4KuAQxAbVFqJIZwva56QC2V1G2RsAlYsC5uA2Q4ePqoTMr1m/fPsT++hZPEpCbjNi4zBvxtd2t06G9bEBJofTH13RGHgMwDMBQ8sBJPUJKXOKCPsvCQ/5m2buFE+6FzqILPkZJ40rb7bIHe9F8mzfHVmHMZYHsiwW7z5Kb7EiF/jlQUhRhlPask/Mi2vhjGuexaqCCJNk/Q85ztPxzOjqSRfd0g64TA2A67jBci7j52iMQr7M1RNc7hJMISivQeIL+5jV0//GDwGYjv+fFq/HULkgpzAVZfHgshhJSmUyJhkJaGwFaig+Xg4ISCyfAUAL17GgYc7yfDUYfxgz7+3EtijN6F0MDMhnyr4WGbMFf9cUotWN5I9ods3onrZWul+SK+mQUTPeZUka+qnDYoNcKzFGItiGXZUXka/DndqHJ9hnTc7HB+jktM8L6LlAM0o7ZO1F6TfKcJy1ehsoz5uDemQzj14gTDc6Q8u8YUUWqrMZuxrFNh12/Gbr+PV1AhP39BlBSVC210jI2EteG5VLPiJzJEQq3gQiPvfab8fj7/iZeaPKyMARyVUAAObccqOLH2WsGBCY2eGgJQqwKVjQPVAsX55ej9uYWPfs2NNE29hjqGF8G8E0x+Hh4SxK00sRL524UL4ASR27zcBvyHDMD1h88BLG4xxHYleJADIg13XeS/hQXrjVBjIUYpOmLHLwUZ8kLgo6XSve9RRb0c5El4uCSJ7zvXFZXYLerUaGgddinCTzMeQCV6Hl9fHIpTpmLtbgiTNx34D6CpoTu9g5xE9Cd9dje2+H0wYDhGhBG4OqTCScf3QEM7O5fIb76QYSPPlOHC3wGTJxDxzIP9ff5iuw5bbgotlBSDhFI3wjWdtuGFtA4zhW/GaRJPf9hKHHq5GFfnhlM58qCQbAYVrNxx5DhcRkslYU/mSJ3NQLarIhW+eXQAJXiPyQpg1JtMIJ4VcHeOcSQr6FBOTyikaIoZN+/wNaPpljXbN6y19svt0q2Z3ApLbTig/gwAwEK81fluM3Dz83CuJ43P6e6PSxUF5p7xoqUmRFg111liLj7Zymg3uly15jFULlAQOgKMdpQADumrVNJEU53jQDw2Gvegsc/8LfwQpKXrCHwyLU3VR2sqngRzPOpvZwMQSfAQgKL0P95YnyD2QPVLDJLRsNljr3EYl9KZ9O0JjIoj1zPbaBe6JYQhE7bqsZiScuL0lWGAU1TaXhki9SUQDTWHuM0gXitoQTlE1itc6bssXgGOY1JoF5PGgqQbYGipIZxwQtsqn1xmv+dgtxsreiYwycXscIDwdr45h4PFamxyVsGtB+63qdLGi1LzOXqd4XIsVNjK0bQZgQBWYnGmx36myuE8Ri3YsTuHmBaE2hI6J85Q/9MAJ3tGmTLoxvtoPycNuTYCzoXskOeKJZmXdR3pUJf0jTAli+S47rqJSvpcW/ON6difDfIBQAtijX/fqZIvfhr8gZA9iQX3qkq9u0MahfaqgwGKimVHN3xs1Fe5mRWVKdVnradhrHY2qKbws1hGq4NwCT3iZm1U6LzdP15XGXBygDoYkEAbfv8n5+32uDilIAx1CEAm07/Lvk5b+ciGxNNHZIlZMgjHa34kM4+hNUjNZYa6edoqfiTHvOx17wFPE4vGALhS84QeOTkjwDAbCFuGcCMhVS3/BswY7gvhQLOkz255ZTzbgtUjMSz0rQSgnBhiNZaXah5neHulJpiHglgfbHNUKgWdId0tNCZvdzmMQUArH0AzKjy5WL1X5vD/BJpFTJKQnZiAIQO3GvTlh51+VhAFK0qBw4KuSbWEIXUGOcghMGKBd7MmYzVpqJ45BSSxH5tuxDq2voVQlAvPNXUE1U8hMozNZkubwBcKk3NDC81DonlvgZb4M1QAxBuAFeG62C6ijspIgwKuZ9tQWcbIRo211TF0+25bJ99r4AXCKdugmDNryQupfNuNd6HobTstbSzaVoOUUypkP7aOUaNpOTfljJAtZBO9VWrtD3cDzH4aErSRMhfW/u3nytPYnOVDGcGhxkBdq3mTfeOa5NQZVdwQiFV5nvR3qPSNY8AMcaQylzPFJULf3lP3B87MaynQc7WMTKvzyKyfTyyp9dqfSOqeQtBuj16cmGyd9MZAw5tMIXLmECDonEaNryUE2fvkElorl+vrZ0bPx9WydKKPVXX6o2+BuEgCIEQ4/hp71NAd5WT/gKV6+EB/t1Hv2e/dwAsL6rBCGbuoc3bL3jtCy/Z/JgL53EPupVRzUVCXLw7GwNLaYWteAi0vaYW6vfxvbbzV6WsUl7U7VjZE/Dwn+3qen8XRnLzItlibuex6mt9Lwpo3UsVub4hFDHKIqJFY2hyL9iUcpw4Q8R54S/XkVPF3O9Vep6DqqtSyUtlkvOFN4reK8EWos7T3KAT+5T8UqMhODSgLdxj8+09N2vhazXTmcHHa0z3XcHu/iOEIaG7MyDe0gqERKBbd0pqoXEuWnKinwt/jd6QXSK4Wtc5T6jyBu/Y9AZoeS8tfKsETF5Cxy4xl3k+/TO9x3DPYs+2XUfXufluIHNb/I1Rb/Okz2l+Fztrx1vScLMhoM2VeC3eNavnTVPKiia/D1npOEPBeDejpNjydlvzfqw5lzc6XTaBjaciRrbTWynCJoOoDf/leTAPOhQSYWtMZaNvKuhQSuV7TZ+0Z9sIxrzZlLbtdiwT+64lKNt3dq05+6PRCS3R2Y5vKZY2Jr1Hi7piyVhzxu/dogNE9B5mfviudtp3rJeCIfDwww/zu9/9bgDAG1Z/EMDc+6oW0jZNp42xAbOY00z2GQGt52iLmCngrgOtV0IwIcq58DwMSn4a5y/o7Dw1uuGvoVrU/Fj8GPbFvY0c1F6vKRlT6I0hUREK/fm88eGNNM+u1e5o3Ft+dGnrmq/BL3YAcurYdhRjwKcHWSqTtSL2hoCON0tbCMfGvBQe8HPuPeA8JodANFkCXi5EBfaU7M3Pryqi3Osiz+nCQmxkTYNafetdDzdPE2g7FENAId/FWghGJPXjVUMwp2M1KVZ5vM4Qzc1qfNdI/xx5j3ppmswQWHgebc4uQlbavO9yjHPed/duVdfU9hjx75M/rr6TeV9vUJgS9BwK5X1w5+6ZHUsRARpTUTQWRmv7Cwyuy2k7T+c5D8CyR9ymmnrkpnUamjUxGxDnGV+szoWtGxZS6qIWVypoAIahaj9eicsIausHtEKrVWmQ5IyRHJLyfQbsnplBYtfZrlXBGXE+fAHUxpLev8d/82/sn5N2vM+jIfCSCw2YtKzrDBm2OfRA+exr1ZsHYC9nixYYg94+74sltUQ9U3xRYcbEOa7OWRE3L+xC2tjsHF6WSIM+zWkhh9/i/+QyBnyK5GJr3wa5aNn9rP8SNLe2awwwty2Nk6YhKis5KVQaCTn3PJa8c6QOYd2DdmOpNKcLA2ljGB4GgZ93AyhYOmZj9DUe58wIsHsx1GNu0ZsyhzUSUA6zYJg6dvfsvpcNq9x1z3DP5FZjLfuiLqZwnBcm5W518fQQNLNkeZgCOlohdQG0GYC+w3RtDQ6EeHMLREJad6DECL/xIYB0vylJ5TpvELj7W/+tkHLQsbJcHxHXMO0+Vvt8css98/fOG1DNfaDZfXbQrZ17kSeQshKyZ4A4iBICqnemVTaZ3NkY5MwsyEwrQcp5526MmWyr7waVfykxaDfk596cimyMtO+cPU+9y3lfevYtFGddIUOzFpm4Cols6xo3Ka92TCCvn0KC1iqPGS1wxlkMoHVfOwxe+Q6j8E2GCKzX8ltr1DFrmmld88D3NAHknaZxFOPZ0DQdp4xnldGblr9QFczKz4peT1f6S3iD0tY2Wf/UePs0yaUMASK6F8APAfh8AAzg6wCcAfg7AI4AjAC+kZl/fmHfNwL48/rxu5j5R/T7vwrgvwZwHzNfddu/CcBfA/AB/er7mfmHLntB79y9HW9Y/+FFGPhc8lXzwBpMOUsDMmnih/Jdo/RDqNqVAnB51GKd8m4HnG3qBfSCVC37PEMvQq0sKkvePLFc/IeyByGbuIe4YfqSwW8e3nMvPQ27ir3dzgsDEj9c9XKefp5i42PAAm8amTACQeaNCaKISOL6KZDYaX3xkmhiYCfxNzJegmu1Sg4atXuQyZUANAWhLIwLkmsYLMDg1XYzg6d4FMZRMEKb8BacF2v3TY9DmsnilQbbMzCOulgP2XOqWNyALqrsusmF8txofJP7WBr7jCnHcGlMSMc9EAm7B05w+zUrjMfA/Ucd+qfugAEJ74SAsB0Qbt4B374tuesav5V7O9VdOz0RrpVUFIalIALQin4LhZd87QAqczoPCbRoRpjzalKJoQNzg7F813jKgTK5koDaKLR1wcQheIsd8myIgSQLYxMKwVINgmzQ6zspqWoBNGnaGgfJGCCqiYzAHA7PpD875iTPZkQxMr0SdEYTTeUdkvBnvT5khKQN19k4bL7t2rVAE+k85ewgMwAyRwEZOckGsiIGhYjMbpzOW9c1IIxTKTplCIStxS1iqKHMfNw87/YOLYeZOQSgC+LbsP42cam9ovUwkBIee/234vFfeys+1XJZROBtAJ5g5q8iohWAEwD/EMBfZubHiej3APheAF/qdyKi+wH8RQAPQ/TBe4joJ5j5GQA/CeD7Afzqwvn+ATN/03O5IAB45/bH8Ibjr11k2C+WjDwnVaxkEjiEoJWZkUAlbrTq5SEJoeSljpoHvd0VAlG2FJeVTzVcv4h7CL4ZQwXTGelPe7xX1b68502EqtCLxS0hL3z2vr2+YgYNUuAE213xSHzceBQ2O3ddzskGy0ttyqmKD9o8rnowdwjMYA7gpC8mK+FNXywadWw2t0MpgVqnAC1MaEsMuyherPOCEKrskFyiNCt395sz8IysmBW8HdKMgfZUgUDHxwjX7wHfvIV0tpkrMUC8nRBgGRvslG2eVVVgBJSKfXb/1SvmPiJdWSGtAuLZiHhzg3DjFDRO6NYd+rMOmwcinvyyE4BO0N0B1jcY6xuM7iwhbu9Bd3tA98wpwu0z8Olp8XaWCIAmgSQLw8Pfek98OWY+Dx3wCMpS/H+Bf5O3ab9rxaN+uTKlGQNzo6OqmG2ZAGZMmxdqxsuCESDjVaXHWi9hSqBxBO2a9915nJzj6sXDniEeej35GmY1M3QdCI7boWsBZaWeCkvfH5OoWc+EICrvuyjbNouruvYkRY0MxqfE5RnuolYvNaXL5RkOVMKLTedKQA0Ba1gVxCniVUESMxnZrmt0KIVzVEr4ROYtn2uJ1AmUmhkBOZxTVc+0kI5e52Ov/1aAGY+/96/Pn4dPklxoCBDRdQBfDOBNAMDMOwA7EgrwPbrZdQAfXNj9EQDvYuan9VjvAvAogLcz87/W7z7BS1iWd579T/lv4w3MZIkMZdJkHGTGPYCcxue9+5YkZwSfpQVPb35dDKMolSUvsy5/HEr2gV1HS2Ix79+sfYs5rnrx/PpYtXctrdNQGvtAlUVwDz4gRkCP6kWjsQeNa9B2AG12wGYrnoyP2xlhikOGp7PX2lbigjqBSV/SvgNFqrvSjQk0THW+uRGHRuVZkJujPD26qGU4N11sACyFZPReVKjQHg5AW7t8n0G6t8zwNIHvnGqNgvp8i10QPQrk45nm0Vmal/IxKkh+TAjMoCkgnAncbPnQ8dYGV94HdHeOcOczOtx6HeH01QmnrwbihnD08Q5XP5hwlBigK8D9V9A9cwq6dVo4CCYtEWtJvLe4lAJq12pzuhTz9tdmxWLaGLF/53Jc2SkBe+f2kW0XuDdVjNyQBEC74JkBsGDMAMsOgYVVxlRCEX6Mfj7ZrVVLY6rWjpgNlfw8a2ZQfj+TnNu/a5Lup++35/2oEtyHBiyGKtyY8r1zBZwqEp/VnnDGOIeUvXIjHrOD6SsCHxEQNG+MdLxRqw4OYwm5mQHl0VLvtCQAnTcy67XTcwZo0gqRhko0vKqqJbXeo8c++1vuijPwichlEIHPAfAxAH+PiL4AwHsA/CkA3wzgHUT0Vojt+IUL+74GwPvd5yf1u4vk9xPRFwP4FQDfwszvbzcgojcDeDMAvPa1rz33YO/cvV2MgYvyw72cgw4shgzsATFDPYkla/GyDAM5Io9V5SvnlJfQ2NGLbGb7zntW/jegLP5NXI07S0fSmLv3ZuQCte47UOXDJUZQpVtSBBXnigTt+SsW8UoheNI42ziWuJwt6FMCAgNcvFZLcVpKPyL9FzEAUyzpWynJCza6gjNWbtTO1y5ykzSEkdg01waAR1j8vPrwku2zxJNoMwPyn+coOi/nVEPk4RIkUr/IB2cM2nPQOWMgSke4Em9GqeKXEminD8JYp7XSZodus0N85g6OPn4FYbqK268JGK4xQMC0BnZXCUCPuO2wfnYArzrgaCWKOjPWh6IgPLHPpDWwZte6JwywxwiYKUCv0H2mjJ9zjxDo+1QRyZqYb6WM1Rko76R7ntsiSICGBPdcr5+f8/gSLfk5UEmH3Yd6GgHPG+Jag4PMQLbzmhKz579R6LO6DJ4ECpTQYWvUNRB8RaRcOUa+KmRe9zmtkibhWNGo7+GCMW+ZFoVU6X8ta7Ot2Tn0mdck55xYTQYzppkBkK6dc2XujQEkm0d9x5bIsf5ejiMefeU3SnrhUz84u67nUy5jCHQAfgeAtzDzzxHR2wB8OwQF+BZm/nEi+moAPwzgK56HMf0kBDHYEtE3APgRAF/WbsTMPwjgBwHJGrjooO/cvV3CBV7ci7NEHKsW/SYebMrEowRW4EWa4diDYw++vDi5FnoLqTWGRRWKmKENCyk91CyE/kE0xe9SJeWBt329ArOvFNZSOC3sxlIX3EG3hn5YWMEUegk/rJHTmLY77KuKZiVqq6YwfiFnBnPMvQ0QdGw+JWdyC40p+0CFRa/zSzSChyTM+PwspHzf94lPEcyf8/6XMwI8Wa0irjmxz7OUw7JB+XsR/ma5p1LtSFAfz0DPKABlRIi8gkkonfL0GjO5VeeKzkbEzQ7370ZcffIEwz0R0ypgPALGI+D0oYDujHH0NGcjmV2JXbp9Cp6sPHSt0HK81917qz0wC/epMZDDLBOk5a3jftixiofukLrWu/fGvg1LuT+kc7gYHnQhtGzI7unG6dGrqrteY1xWcWblRuwjo+Zx+uvLY1kwGvUYGS1qxxogxr4PVdl4jF9ABI56HE8kzIS8Bc8/SLXUfD2eBBu170a/ytkBrBlWOZsoAGnVKTKox5xEgYchCbdlkrWEOBVycXbE9HlsFb7OlWTZ2H2y9S6KFnSGHiVDFVAaQNm8mZC+W/k+cHkOfQnlpjV1diocmvLI9a/DO2783fl9fJ7kwvRBIvoMAP+amV+nn/8LiCHwRQDuZWYmecNuMPM9zb5/EMCXMvM36OcfAPCzzPx2t81tTxZs9o8Anmbm6+eN0acPXiS53wBQJt9Sxyw/2HJ7La2vaVzSjFH+8F6lfs5eefaEl/OeF9PQvHfa5rYCBRr0i5pPYQIqVCCHBnLZT8ovvv87E1myAaSnYS4lYM0LH8aicKOrJqacCO5jhs5okBQ1DGNdcEMmoFbk7NJ1Wmg7xkIasn1TqmrPw8ICnu2s15bRgrwv1x5hSwDbVytg2rMYXyJt8NzWpkvesf9+nxHQGpLmydj1dx34aAWsVyWGWs2hnsbmc3JoQL4IMw6LcYxxyuQurFdI95xgd/8xtvd12F0LSB1w9YMjjj56BtqM4HXEdLJCd2uL8NRN8K1b++cCWJ534wnsqRVSpQXuywpxzP3KcAbq3H///Jln2hriNkcKWee5VaTFpysTQ0Ja01TXAfDvhEcP7b1okbXqut3ztJT26uZSL7Ccp6054SscNsz4fM8Tz9cjG5Mhcj4Lwl3/jDDokU9LU+5XoJMj8MkReN0jrQrcjwCkWBeDEpuXQaN4/WGoHSxLFJLMirE0q/IEaF8QaDdIue3dUJ7ttoeDXpcRwrnvSgjBOWFMVGd55PlMoJ1wmWg7lPtrBoBfY5TYzFPCO7c/5i7tU5g+yMwfJqL3E9HnMfMvA/hyAP8ewOcC+BIAPwvx2JdIf+8A8N1EdJ9+fgOA7zjvfET0Kmb+kH78vQD+w2Uu5LLyjts/gkfv/WNVfmlOq3MwqrwUCdi51JaGHLYYg/Swcb+SmgFWG91SpoBK0dSeh35v3rvF3XzccppkYV8y4nIxjVC2V6IWnaXsHZOx9UPQ9DOnHDrK3d9MGCh8ACPdDFM2CgDkIijQWD73EckgPO6AaZWRCPNA88Kox8rGAobCEB9TXgyJlOnsXzpbLNkpBwoZXqtaP9v9zuECILOjW/HHiigVFK3q3Z6sgKU+5ueSVM+F+8Py30vHc0gWTxMwshhHtvt6DTpag46PSrjIL+bGFegjOALUhcJuBgo60LGS1qz4kDxDvO5B2wHrJ7dYfbzHcP8Jzh7qsb0eMa2voDud0G0mYGLs7j9GPO7RPXss/AElzrZz2V6f3Gs3H/tSbVvuRNLKkQmCQDABvoWyM6YIkOciaL56V7J+8ru+lIKbvVYNvYRGmariJ+jvzgBDQFEgZoh78msgme8lHos3BP399MZTWnZCMOzASRn669WiEZCdBbnw6nuwEIUxTlqvYJcVWKmi6lGGAIQkTb5cZoC9k9R1wNEavF5lI0AMAQllZqXOZT3Ka1Mk0CogTRFhNwmBmIsRI2gAZN1xoUS5edY0K0m2y2Yj9QnMULF73IYAQ8m8KA5LabwGx9Nq06sr5yOHRIIgZ6se6CPo9hlw6w749AyEIWfEvXP3djyfctmsgbcA+DHNGHgvgD8K4J8AeBsRdQA20Hg9ET0M4I8z89cz89NE9J0AfkGP81cccfB7AfwhACdE9CSAH2LmvwTgTxLR74WkJD4NJSk+n0IP3o9ZYYc2LYYZ1HcgHAMhzkgvWVrGrf/dWoYCzopuFnPqlr0858ln8UrXwg8eSqr4BoYkhPr6HAxoSIDl6Kd1h9Q31rbpqCQvkkGZlCCKA2qoKPwrEL4uemlCSFx7n0AdSwNkgej0vGaYpJUsfGa164LGPOV0udaTk4M7pe7jr9W92ZOz749hYtvDhQYyQQlzYwAXePzt8S0m6893TjU3APWC0nq89rulGnp434iGKeWsFvjYKwKIJ2BAIYVZLFMlZ5Ck+tgYRjEKLZ1rM2D1wRtYfSQgHa2we+gYu2sRu+sd+tsTjp+8BY4RwyuuAg9eRf/x28DTN4CzTTnXUmiunW9PAm3fLzMG3OacES99H6ckmSwycQWNMyVmBrOhch5NkwO68wFhGoGtg5rNOOhCVmJMei6Q3PrGayfdSFprB3DohRvTO1a7Pze5cdpc+Jr7qeTKz0TJgpUX21YFzOdw1z1O1T7iWbvy0ER6/oVzKru/4idYpcGjVSb8JUVXuHOZS0nWDyPXsRktBDGu8vxGUB9yXN44AoEZmEhTLeX55t1OnKUwbx3O9pwAyygUANZMFdb5pChhWFIUKadfNumeRrjMjgpp8S2gPDNXj8X5AcCnAKbt5TlHdyEvucqCdyNf8UXfla3fMEwIm1HgGu/hdvIwkRWhAIoV7MMFe7xDLP1m4iD9ec53KIt8hkZTzTNooe28WDm4r+/yy+VjXACK9a+pg0lRgdSX1ZOMQDNxoRKoRZ3TCSeFjJtnKaci+sVTvaCcSplQUJYlwszkWs4uQaMWA23hxzZ+v6T42/i922eJK9AqpmqfNp6/j1lusmAszBT8ReLDULZQ+/M0Rmv2btoKf75Mro+d+mfbQ+g+FuxFF3ILP+QiKVGMgfHeNTYP9NheC4g7xrX3bcUASAy6c+ayIrhWtGm5XsOsjoafN8flqLYJ7prbe2zntbKxRrDsO0G6utIhsQLM3PNs15xhfUUSMwJjabour9+Ibn4cVc67n4sK/SqG+RwJ0HDCOFVeej1vJKjl0Vry4+06fc0B/762YzAj0Zf3tc6TfS8h1uA8ZRunPaselcxrXygGlLH/ldhMDEEOByUJOyfGMrQ8YlBdA0MIz9tBQgPt+C3DaSrGTFVsaImvM6tRQeWdWnombe59qNejWgsZPsYh4O2uoBRafO7npnfiJj99gddxOXnJVha8jPzTfy51jr7o//LX0N0J6AIhRAINcuMyzB0IQC8Pmt3AxIhnJQ5mSo8mRrhxRzz1K8eyIJ5uQacbuZELCgaJS0thVrgqFMLhYizOHlavvKYJ4mKUHu2k/2FwD1ajSEljmyFFMGvKjF8MzIOydYm5ftHcHPgFQ9i4BIaGP7whYIuVjWfpGm2h8/F4S8bl5sX0nkdrBDwHWYQE8xgopxaRKSlviMxysvcbAHsLVi09J620cW8/BkMaIgpnJBunNl+S37y4KC0YsBUZzispKsqXdOHKpDr9HO5ssNqNiHdWWN27xub+DtNxRBcjaNiCr50AJ0cId87At26LQeDIfrOa95ZapoZvNbdm+Pk2xXYM89AW4V4x4MjCAQ6RI0XeMsN8cMpRn2UyToVXmkpcJTWIbIHP5zd+i4mH5hfeiXlb7vZ8qaCEWmq7qtoHfY2JBJ63cGQIc2NHrxskKB+SQ1eIalQoxjqjwuY5hHnWSsVpoNm6IY7WJApblT38fJmBae+ohSQb4yx/bh0Q+y4acVYV8C6AxwkUJ2AKwKBevhFRgVk9kHIdFjqivUZA+b19Zl0lRdd3wsK6rP1U7HjvPP1RvQR6D54neVkbAib//P/5Z/G7/9BfR3cW0d3pEAe96USY1mK9UxLLXRSa7qgWaFpFpF6+7DYTekUV0kpi78VLENb0jG1ui29Toz5v1RZgYdlnL5qTGGCxenk3lBzfJeVii+PUa/wMAudHp1gMirOYvl9UgnaVM/gZC+fIL6FT/N6rSVzHJIG6sIctgkQKxzd4L7Ds8VcHDPNtWkjWlOo5SMEsXdTxRkpBoT33xeDNu/X8F4+1YATY4jFLEbPPcXlsiSFPW+uZNp6PVVurey2WyMakC+U4goauoAw2rt2AuBsQdhPCcAQaWYznpETUvpM49bYHdrschsniQyAGLfvU0Hw9CZx0rjEWD9Q8/Rir7X3xF1EQoZAC3TuQ+RJe8Wu4LlcG3WfU6rEzcTVPsYOGgXxNuRmazZ03Ouxda401j4TpusKe2OmlndfqmUT+LAaAzmVQA4M1wydpkbQOReH3apF7lCk6ZMVCJdVY3KPmSMr2N43JZbakbPxk1GU31MvBLHRLJTTqr9WtP/mzhVHMeCbKTtpeSL5NzfQZX3qMiqTqEWDbzj93+rmQGWVMn8ysgYMhoPKv/+c/g9/1pu/DtCLEHWfobndFmM/9GWN1C+juWIwe+kIQuCNMR/IwxF1CWveCiO9GYAexXolkkUsMchWrsmJr2emAWwjVo/Hwb/NQVr8ZM5d1gdmpomoZ5UaS1MuRl6IDT+Yh1B4gaQggQ/5E4J5mWYiunH8JK0DJa21hD50Dal8y7yEAxTNLCVjSnUpsqPgSS576ealX9kLHMoeV+Jxx563mayVaNs48Yaz1FPYpjRaBaGHi/Fuojr8Id7djaTMkgGUD4SJkw+/jfzNY1Ve17DrwkaSDMRH6p8+Qjq24VVcqDzKDOoWo2zkAHLQacwfPvaLPt/2dw2UG3VbbNgS50MyrRwMml6Wy3Za6/m0IY4FUxi2y4Z8pAERj4fJ4tAUoz/TdhLrOq8Xgri2jWwlCZuzcux91fmxbCwVSL2uKnqfiL5jibc9D5FBWJ8aFRtBeIgmc5Eubd55s7QIQOjBNhajoC5e5Z9OHvsgbAq1DorUteDdUxtZdifEWwAWtYBa+AKiE47wx4kMlirJwQOZ4PP6Bv3X343gOcjAEnPzC//Cn8Z///rcCBKSOkDpgPBHF1m0BmoCw1dzfQAJfjZKryqEH28O8juK0jkkat7DWAQcAJFmMlKhCUB1mGQVMmaDnLefWCFhs9JM3DpnlPiOftS9gmsCbSerz++pgPo3IM6ZtETUST2zIUzbkZEZAAiGBYQVLmsyL7LEYKdAWEj1eDA7qBgDnKbWxU7Pu7cX2XApbHFpjYCndyrZTOLC6H1ZkZUEBZSWwR9ku3qt2wdm3cPvztZyA82QRBXLzlo95FwaC/V4pyiXFNEFCQwBOjjBdP8Z4dQUOQH97wO76ChwI/XGP/ulT0GYn78nRGrTdldbWC+efxfkbaBlQJUDRZeCEZQXVPk+mCDwhzs+Fkcy0413uMNiiQ35eDC2xYmQ5+6DpfugJrRSA0BgWbaqrPs9V50Z9PirSaPsceE7Idifep0H3fQeMsaS9uZoTOTzAAWwFxdR753ECjWV+cjaUnt/6HoiDoYbdHi+bYwCvBPkzorLUCNBbNrG8mLamhCBrj8Hreo3sjT4uGQ5Vup4zsJZqi8hvAZRJyBcgZ3qvqvLfAIgSEBjcpG9WSKEiH49/8PsX5+WTJQdDoJF/8ePfikc/79uAVY90ssLmwSOMJ+ptBiCtIzh04AB0dwiBJoQxobs9SPrKqE0kEoT5uu4klWVQxQQUC1prgudGMFbH2h5KYHmBDedUDHMPVsWW956jt55NyVqa3jjOjpktWMtk6KKwmMeIOKacl84x1OgyC+TLfQR6lJRBQwmmqTS48fBnvs66hediwRb3ktvinWO1aKBaq6e/DyL3cxYIuZiKGQTQhVGt/WwY6L8VIuA5Hi0Ma+Nd+nyuh2upkzS/70vHrPa1efJGUHvuBaW3ZGwsoRJL9fJNaYURePYmujtn6MyACQHh7ERQASKk4x7UBakURwPo5Bg4PXPolrwzPE1qPEdQhxJz9h6ewcgW6+9dQakl2LgVT5r0Mk1VyIqIwP1K4H6dR2v5W47jjPkYhETXGnEGGQPidZjC8ffHowAtKRTIz2OpCVDuN7XGtR3bQoyqvGmahB+1HUonSm0PTjHlgj4gQlqptz5pxdHdJL1GLFziwxf5MgMwJQRey5qQr01/t30iAeteHSw1QjqAVhHgTtj/OzXSujjnGnknxhAEu+a+yymZmQBuXBLth0CAKnLZMdj91eeiam3eEv1apM+hMrwQnqFYkDMG8MTHfgCfDjkYAgtCZwL3xdMNTm6cIl05QjqR+H7YllSPnDI3MUKa8ovGscTNaSgPNyEWTwMo8aGkVm1M5QHLbqhT6r7mQWweOJP2BVwqQ6qeSYUq+A5kzfYMsZSzATOw5vqjIAZ2LZ71a8iBeqC5/oAvprI37kYlbcus9Cr+qft61mL+PqEq39xCzI4vwQ0vo5rHCh2gbGQRIEphSsVrNWgX2O/V+/N62LZVOM6AqBjeC/Xsq+0vI7Pc+z0GSSveMJgpyKZ9qlfegEDJp2cAbZDTWrsO9OxNdEdr8JXjzFjnKI2mME6yj57TjDAAxXu2NDXfS0N7YOQx5mY5oSbAtkrCK6MxgYIzBPKzRpqOGIBelBB5aHmcpPOeoX+tt84srO9WWYQAmhZQFjMQghLh2mwYOwZpIZwlQ85Ilb6wmE8PNCRtX4EsIzNOC+TllGQd0AZqsy6K3nA3zsAwSjEdPw5/D3Pzs+YaA5AsPNRLqnM7F8SoGqOVKoK2RbmnxoEikmeIMIgj1An3BJwcMTIULgrkGeEpgRyfwGcUZYTIr21WeA0odQeICvoz1UbTp1oOhsCCPP6+v5n/fuz134qw2cnNVxgMABBRvFXVR7M2x75yGFAIL3lxst+Dq9wVSw4wuxoBUgmlvNRA/SLYQ2j8g5mCTXMIEag90BZCrCB5uBcc1UJC41RgOnWGxGujXNa24hn4WOs4lSpk/vy6ODGQU3gqUo/3Am1cBtka5LdPEkvFw6hepXuJy6U6o6Pd10pEs3qF7fHb9Dr717w2jxQY6dDtu5gKuMQD8Iqq/c3PE7Df2Fk6Xnu9S58bZT/zckPdSdAIfpKWp8+vEucMrq1CJymBjtazMVWLpTemoM+cGax+PJOlicEZ61ETUBbmNZLEo/M5ynOW39NM5ErlPQX03e5qREgNBewG8G5XFIW/rjyEBkXyhWqW3k1XHTFnCnjjtuuA42NJ61Sy3pLzkDtRNt8bH6DqpOiM+PxO2nynACDJ9t550WuUuHkUD1/3M4OA+4h01Ekasy8gNAtn6jPFKAXKfLolZAi5QuYMaSRxsIgk/MAM6qJDEt3154uu3xG5jgC2GjO7oRgB7f1t0nRn93NKn/ReAhfJwRC4QB7/tbfi0d/6HeIloDTrsRdqiRBjDHvLffULdkWAsQc1pZymAgA5v1W9TjEKQon1tUaCl3NK386MgMuIEWACND0R+SVaNBLcIkwchNADFMWduLq+XBY4NB4Hi/FDO3bFhNLMWMgLYhU33aPYzKJvK0hmpnLZvuIxOM+9Ki3svd7LCLt73cplDAB3DbO//TlaY0DHuihLHr4/79J+rce/TwKBqBSLyfXoY8jpr6JUUUh8du+nVFAmNy/kDL5sCDTXOyuAZEaoMyR9o5m9hpTNQ/tcWozZK9zWqNIYcZ5D+91zZJzBaHO51NhMFGjIMXuD9DEhP/95/fDx6q4DrVfg4zVYu462cX/xjFF3INWTkhoCGXTTOfTIHjpFOY/WyN0/bX7GEaWKkr7HdhxA+A+WnaTGSOpCzsLKRYTY7pkofEqstQSkGRrGVJq6aTVGez6qcua2XpP7z77vVLn73jCNIZehfe8MGLKqVQir9OHgqg5a+XpX3+XxX3srXihyMAQuIU/8h/8Wj/z2/3sVC/d1r6sWvhr/5qBpcfp9Jfb8Jc4FeWrDQF7sKuc1parwTrb+8zHNgwjls1OuPI4gcg+uwtmXIp2FQjzK4r2FrGzcAqcLAI0ANy/VUmpgJe7acnnUwaVn2Zzk8bnrSAEAL3vQGeJ3ELuNjQiz4gjZyyvxzOwJQMu+OgIXL82D/7wPiWmVz74QgB/T3n2b6263b4mSraJvz7s4jggQl7oEbfZAoJKr76tb+mtgrpAbEmug3q6CjAtXxCNK1RhNEbjvyTpjZsNGFAX7FtnnNHSS52KP1900n6rCOF4sruwRjDaFMaVZ/4pMNsvGf5nvc99hy6pYueqRnYTpUi/edopBlG0sBkCVzw/IusXF85bKolqhT6uK5jblOvdhO5Ya+mYUtI5LEi4FdRGwRmJqINHECFOSpj4oil/uuc6VnovMCNB7mlEbzxnwhkAMclx931ujgANpMyEgdwo04933MDHnyK9HZuDF+j5Q3wHrNWi1yrUUnvjl78ELTQ6GwCXlHf/fv4Kv+M+/S6zvjrIFLWVxnfek31NSS57hXjRka5zMWAiUFy9iQnnatQwm6cH0O68kF0vRplArbotdd50ufpSrcl1K2mPNiIiN8jOxhTpxWcza38kUxlR/b3+ax+WqfNVQ9ALMmeeBF5UaWeqfH3Mb+7QFYEnpGpwfYwnZKMGL7Lztgh1jHXrYl3lwmSyA51MMtm37M/jY7pLhRaGOWZsBpQsrdVoPwBpR2WKbjV19Lkhj7t5Ds3tqcf6G+c0RjljnjAGvANrLDLbQQ96xjESNtTIFkDshJq6KVDFzzSY3BbEPTfBFYZrtZtkjFaLh7kU5eekdYeevri8oh0IMLs8J4L6TBmDRedsrMQJST0ixfeao1PG3bxIQBlYlzWJv6zqWVgEpatW/MSFuOwQtBlQhB2YYKDlvjqAI6TCe7sC7kJFSi/f7ec0Gi6IzOd/e4vDe2w8oDktSywZQI57mnIl8L9z4QoDE8ada+fv7165Fud7FSnp7HK/xxP/23XihysEQuAv5p//iz+PLv+S7ixFwSWWaXyoSazPXyk51qd7cLxvIVcjYHnaymKQo0ALTq3Waww8CGVatWM2b0ge2SqsD5l6hyzKoFmnPivU2iHknLWzrJb9QKMfyhEfbzyvjQGhrlc/KyraFdbzkcIGdgzGrQdB+p/Nd5SUDNbpixpgPJxiZsKPq2GTzadt6RMauoxoLzf8+T8ygWlJIS/e3naN9dRVmC6PbN8+FKmdDStoOkVpzvYa0uTTT6WJpW+3r+fvxu0XdyH1WAU+uLSGnr2kmyoxFXhkiLQLi6wu0Of6MXGBmmOrCP2rwcfOM5PfG3j0iyRRIBY2zduXQ3gzwaIBDg3z1wX1hmOoJ0VCAEC9lPrnvJJ151YFXQdOi5T9h5Jf7ze3jZo9AEocnjJAwDoQMzQH5OPKsBZmyPkiTMUAQBWX5W2ngFrXJwgw62yEYimBZVIbimdcOlKZBnk81pZyZweu+vFtmJHoUMkH7m5Rng9LC86LPDGkzIBqpfufzXIUaoVWS8xMf+e8X79sLTQ6GwF3KT/2//xsAwJd9+X9b3sJkFfcUQrMHjajUFnALqiewSPEMiNVqi6Kl6egCJy9BKjBXVvrOCLBFywqzhFGaqTADrN7BugeOVnXnLR/rzFb6AqrgHvrKy7NxWDrkkgeZoVxjeas3bQrCGwTeg2piqzMYtH0h2zTJVpbCBZZSmON+mubpm0VZV0GbmyalLY8PQ22UaAGRNkuBrIGVjckT8Py/vhf8eUbBDP53n1vo+yKZcRJay0kVlG9b23cSg3Y943OJVzt1kGNVcV/zFv02xhz3z5e/Juamtnwsx1P4OEPHWucj7zu5exWDKDWN/ZKdQ0MBQugq8LFvw1sqSIZcenY2VyHURD9ADf8G3cqFlOaojC9z3aIInksAoMSfbW5WPXjVVd37Ui/eew6TMEqlVGZxboI5OUDLGeBIcqvUdqaJEbep1BmAGgGJwaBM9iOOoNTpuqeHCxCelc57GBhxO0loYTOWCoNuPaRhKlkKPu3PV2MdhcBLfSfPkXbYZOha6jrJVmsPc0ZP8u00J8y6t1p3Rv882XrhjUQlxX6qawF8InIwBJ6j5GY8C8JEQIdl1msSaI2jeENTpxkDSZR21eJ3uytwJ5GWAnYEu6bSWNX5iwMoaRct69Znizd7z7TxJNtGNG7cWWnaePx+IQjhxhspC8TEvOhWRY60Y53jDuTOYBrTI3tSfXlO9QKqzpA2Vg9v+9a0k+Q61wu0yzTwhMQWArdjzy6Kc+54ssXbFIEaBuzJf0SupoF/PmJGDUQmZ/Rc4Mn74/sxNnH8vc17zjM0PJHTxFphdxG8XpU0UUv9stsbZX+OoYTUgEJEmzpBxJrnkEkMzlx7AuV+yrFKV7qq0YwZ4xOD1npse6dSyuS03Nq7RX6A7FXmVNHEwNGRZA7thmLILRX3CVRSgO25GsZS/yFIGrHFxKu+89X9CtkYyDwKl6ZLQAn7rXqJQa9Xkve/6gUBWMfcSCzPE6mhNKAm0tUPBDgiE/YyUmCbEurvDU0wneoNJw3JSAbRwjPGgEUGORCmow640hf4XwmBYTMC0yBtypllLVz1c+OeXQbEUjq0lTnu3frGXBHAy9hK18KqMZSFLIYRtBvkuUhqPSn/gTfb+blfwHIwBJ6j/NTPCDLw5V/8V2GQv1/kGPIymLEtC5sogKSLNbE17gCQbAFPUp0LyPGwigSj3yMkYKd57NM0V7rG0HVpSBlmu6AsLTPPmc3AHGo1pWPjS1y2d7FbH9fPC7BDAawZSbKFzYUaSDs8+vbL/iW3eu8zRe7HzE18gSdwmuriSUC9LytUQ+rV5ylyOb97YsV+/piohDd86hCwbFQA8ntr1PiOhkskPTMaUnM91WU3BZbasMo5aMBShgoxl4yQSSpSMpGAJnaNAdA62gAr4Y5QP3OBCp9GTiaK350zK52wx2gx5rxediAAA+e6DqJ0a8VnhrEp4qpjp6v5niUlIX+52gEzY3SapMlP0xBMyLpl3u14Hl2oUAEfivL6TL1dC2XkYza9CWiagK2GyDt7r1Di5QDCWAiAWenZfAdyKXyqzCPN1orM4p+hUijHafSxkQ/DdpKQwW4syA1R3SmVSyYAjWYYU1k3XOhgKTWyCt9ykLAUoIitGSqui6E3Vs2gDCT/KepEoxyKNHRLpLwYfSaeeBEhASYHQ+ATlJ/6Z38OX/ZlLkwA9/Dpy1B6n8u/mX1rL5F5LdlLmqoMgQrKd0ryUuIMBDakICJ7HLN4MmtVxBCBkOqFJsRC3MrhAS7jApChf63qhnEqfIamznuOz6mHZ7AwA8idwrqoHtUCSYc5j6Okg6U5tL8kpkyq2D+hQhaA8vcS8nJRKmabJaCpg6I8L4D9TTH43xqWupe9paZ9GMOIjjqec40AoFy7t6PcfWZ2826nZAZGBm3H6lzW0rstMpXDanZsC6tBDOVZeED5NBwIPKqB5p7hnN5mXtvErpGNG6ulrYUA6lGUiS9i5SrpZcU09mWcWgdD6iBYK1sN5Xljur1n3nBsw0J5G85ESm9A0EraBkur51hfk5+HieXGbQWUSZ2GOuxdSchITFXbQ0M6BAA7j8LU6YYApGmUKW+7D+YQEQAGgtVvYIZPpZYUQCUVbseSekgE7ArykdcoZ5zlQlB+ygIEZeH6WvxTnTtj6hpszyNFAg1Jub8ubVF5XMEZKe09yvMeAx7/9e/Di1UOhsDzID/909+Br/zC78yfZzm5pmgIzqpMpdSueivZEx6nmtySYXLnCbKLjRkUfZ5iMq6BEfJCAqzSIZVFGUDxQKeCBoIZFDT+56uuAbKoMsO2ZrXaKTEQ65elYunminChVH7Lix600lcAQclPVoCoTT30KAUAilqOeJqQC5tkxR8LNNxUeJNsChaDIM8bA0sVxPK0OCVIpcTwLKXMzT8DIM+0n9eX+cSkDQ/4sRnqcqER0Ciq/H2qtyECjbFGnywzwJRENI9TasLzQCB3r9uFPSvuAVnpzCBb+9uH6D2ac14ox7xJ99kjTf5Z9A22QARelePTxBKTNlb80IM3W9B2K++qvW8hVMsB/HvczqlHAxaY6FDUgtcr8PFKWP8JuVona9ipep8SS0lelPVnlrLcGpdLnrUdNxsCUnaYezXuAgTZjGUN9M5O5j4oylCcDHMMgiICXWmHHNVb1+NV5L7JKWkbpxWCAoDAxaGw58LmnXQNRkHuYhQ0ws5nYanWCDDUC4HwxH/4XrwU5GAIPE/yrn/5F/Do5/+5sngoHFfFRL2laoudKvoqt94x76tueib23QID+jLGgNRrj0BubIILEYaqSprPbMhhgqCQOOe+AFJQKRRviqhCFASOi4WU5UiAcpxUQZmALASldGhaXiztJVbPLJOuDK3wJZH9ImHGhmdzK6Qtx6acFrp3fhrxhK/WGJCSq40V4MlKVM672ASpNTZMZs9FbRjsG+tMWkWVSphHxmF1MrjwT/yxuzgnliZFmRIylJvJtXasyb0LZdDl76yIU3mn7Hd7xry43/K/RoBtfpspUjsmobTmNig8cPaCc4OtEAofpBXv2aeU29tWElwRGiObekPNnt8oce5pbTX/O1GKNkWO6FhlJ03u/TUl2SKMC3F3eRdr/0Y8dZSwJpGUIy8+gSpwNcS1/opkFbAa5KRGgl0fIfUxh1E5SIojm6Fht2QCwi6Bh1Q4JnpfuPRTlTHYdTIDFnYAagSWCIwABBYjPRaFz35dAgGB8Y73FMfvpSAHQ+B5lCf+178KQMoSG4xFQA3vm5gRoPFt9vHtpfQULwZRt1Z8m1/slFD+2xkDYOuJoIpmSVyBmFyJz8afWEk3kMUtUOl/DsjCYDDplGQh7aJY3ZoCVi1YzAIn2gvqq4RV86jHr3gPzeLlL8GPx4c28lyW/yik0r3MzkcarpiShEsQZf6M8HU34usH+HQj+97VeKjKEdu9AFA1QaqIkQv30NUJmLVJTizHasNEJkZo1Ap2M16EXUMYyn2wPgJ9Xx+LGbB+AdnT9p5XqhWTU/JVESG5kKK8PNTvIHzj01SdM23fQCWtMY8N5Xn1CECkGuEzpZrs+UxCGNsNwGYL3u7Au11tMPtnxJeWdQYaJwa5ToRVJTpP3NUQhh2XOGqMmzBFI+nJVGcYP+n4gyixHLRnFiVp41tAQPJ52gwMQ/IyEbE2qDLXgIRrkEjGmDqpX0AJoJERhojgsgkAZF5BCUdI5T+reWB1DcAk4SMmgAGCGiMWwiDUxj4coqDXn1EFRUrZpRTKoctchTHhnf/yL+ClKAdD4JMgVjrysde8RV42K4/bSqvITc4zAABUbGW3MLcyW/jzcRqYGlECibmxkDPpkYoHbfnJBqFGUero1POeYrG8vYcF5KJCs+qM9YgBZqQQQZqqFAy+9J0bzaCwfvTOYq/mL8+XmwOvCExvOvgwkw51XinI9VOMhZg5KlvIw7/AfK4z8arcj70VBWOs0QlVdsIuB6oMgrx/KOz82TW75+E8NKAyBtyYyE1O12WkhM1YqTJK1Chga7ajhtMwlPMZGqNFbqjvJAQTNaOCBSWQedfQjd4LplQMMlvIqeab5HlTA9sMDeMmZOPBlH1TSCezxv19adAPiWdPmcBqlfN4kOJEvNnW9Sfae9IcU5yABVQvb5sAhJyeiS7msRuMTsNU5cNn7oW7fQAkhdCIexYDd5UCLVLVxvoF1WPpqppYM0K0OFFflGSZKKdk3THNWLH27gVpkOdbEEAglzYGqvWBJlkLaEIubOTTEc3QSZZWGqjMASgfT2oeGEJA4B6YqKuuEVyuk4nw0z/9HXipy8EQ+GQLkZTS1Hj83sIgznPP0qaBnQfhm2LfZ1w0x64KnpjHby9e27hklOMSs6ZBhdy3nJjBbLnKsbzEWQHYyVE+24Iug8pxy7KYARyidFOLBNqFXIRmxgvwVeayklAvQJGK/Lvft3GesycUY4655n70qlSo62ThJiuo4hSHwqfV/NuC6yDhChHwkHYb1nEKIbc9Nna7KdV9BqM3FJtj+M9ZJp4jQ8GNLV9LlLLCC6EFVvIkt5B+rqUQZD4HAm0lzo2jlRgEnuQ1OpQkP5u9dJ7zHBJvNPlQW2LHRXGeP8n4OS6M3XmJYTeVVEMLUxh6541SX6bYyl/nOvWmfduHLNXVCr2Bprwc1u58rMgQA6BhAB0fg0+OgGNpbc59zO+QlQk2dn9rgHAUOJ4jKmhdUA0Gdep1+xoDEGVZK07ZP3WEaSVKPdcccBIm8dqFH1CUvD+/jYsj9Pj2Dun+IzK6IQhAQhiTjHehn4r1KUCkXPZ9ViDJxueyI1KQKosAIQQ1jPS6U6T979hLTA6GwCdRHv/A38Jjr/3m6jtqF9fGayUPF6tJLYu2MoQx6QIzFTQAyEpkKf67aBxkIyDIcYddzgyAxigropz3XgIBIZb+6l0EHa+R1n3NCHdGgO+JLg2MOP+WITzzRBQOxEpKooahE2/MQ8EmHtosk5y3qwqEGCkzJWEq27XYPi5OXRUusfTEnKq5YNCZseDQgbn3nSoFX90L/++C+I51ojgTgKYjnRlvqTw3+wrSZLTIxmvIQ/BKjJtn9IIwSIb1p/x8MSBZKkwAT+KFQe5Fnt+lxdaY+y7nu6oXkFw1Tm8gKgk0rboq9MRqVBpb3p47UiJdhr7bkIO/Ni4KRAx8TT8MMVeQpHGUPHIzCgAY+a8loS4WI8pK3MX7zzZSCGezQbhy4qoHyjM3nfSYjjtR9qLT8hhZDWtj8XsFG/QdTKuA6UirDkZoKWb1wifz1EsfApqAuGOEUZR7ima8y7s7dmoImFKfymdKjFCVUreLVINhKoiA9TooaxxyFVYA4C7kOgmpczwCO7QeEyhGga07Lfcgfx9JiiFFws8+8W14ucjBEPgky+Pv+5t47LO/Zf6DxsFnsL4nvzGXOLL3NJb4Aa0Sab3T1kOEdjezegP+3JbvrvtlhWILl8WMEwlkrC08w64H1itZhHvXKGZKuX65pDDKYTJ6AEIuuJBIYn0BSAoncoygVShZFm5xkO/kPFa8qSJoJgf3WWnUhFJJrr0nQMlOsFLDHiFJjKU2su19IGDRc17afm8Ix8RxJECObe1DOI0BkBW8O4ecj2bPQo75Z2OgVlhZTFn17vx23hbtsOPmY+wnphq51CNU3BuXJMzivXLYgBAUneiKISVeZlD2t4td27kM0chfF6Uv5LAAQAzGbFybYWBoxziiqqtgWShxlQstkbXWjhFY9YIm7QZg2JUuoEvvfiuk5MG+E8PD3S9CACdt9DOmPE8yZ1SQAJtufVwMsk+GAsRyH4Lx6EmVPAhEagwkktoDIyvVQO5biEYORjEI1CDJEHtQRa/xfIH2Ua8F/rGw+6PGxaTOQVqFbMRZbZbCJUAxeBI0rEQ5jJBJjNkIBGhIAoQl5CZM/+z/9X+b34eXuBwMgU+BPP6bf0P4Ak1cFUCljAx+Lwse1wYAkBcfslhnS0CUH+sBeE8+cwtcm1QTVXACQzcx4CbVLiu8OElr5ZTsHURgBnMH7jhDjambk3fMAPC5yYBCnBYqiW4x1zBCTkkaZVVj4nxsD22yQbtIquCUUUxK5HRkxIqBzizVG12HuiptcMY52O/J2/x5gle7fWsEzJCEGPM2i30V9nU/bM4hZNFzDA6gHHvJSyd3XgtVeZtoYR72Zih4QiCRKLWAQia1uHcgpyTcu2LPRxcABJfjTjkeXUrcInucRgLLzWi8YSUTVSECbTYP7wbkGhU2JymAkYptESNwrIS/VQ8+WiHFCLJKdFZ3YBxLmdx2rlripeXRd7EJdwBIQBgGWA0A4e4ImkaJMa1CuW4U7xgBQsJz/TGyMWAKvQMAyt49AMRcAwXy7g0oxyf1tnvhArAaAYB8b6gAczEOwAAmdQD03ppx4oUncgWMzNigBk1odzJnwO4/Sp0Afa4IwE//1EufB3CeXMoQIKJ7AfwQgM+H3LavA3AG4O8AOIJU7f5GZv75hX3fCODP68fvYuYf0e//KoD/GsB9zHzVbb8G8D8C+J0AngLwB5j5N57Dtb2g5PEP/C08+spvXF5g3eLM8J4/l5e97RIXknYcqyHevN9lZCnNDKqYKka7WxhtPAr/8jQBMeVUMrLtpyRlQJVMyLJzfnlJF3ar5uXFVzIz0o8s/PoCJ2X7EiMMqRgBCzFORJYFhGVcNCWZyhHi+yRhfVu71FwlzpWJrebUPjdpi0s9ENoiMufJ3sZJ+VoWYGQAM7i+Ha+R5PYoaXaePJmiX8ogsPO2iII9izYMn8Hgwy5tEys7rxUNMgMxE/4sz53c3Ns5dL7MoLQQgsL/VV8PG6oqAK8ELB6cM1SsQ569Tz5bwfgPbZ8IZuQiXHqdVYXC4zXSsZT8JV4VwqFlGmx3GtpIJQXTalxEKb1tfRxsnizFsUIOk7nCOgcx5G0zghaKUs4KuysdCDNqZ3C/efgkRgCPrMejHLcvwApXJL9pCqA1SXRROQyZL2D8hISixJMcQ+7h/NGzMXuOQa7JAiAXpuIGXbDtdXGyfguUJLTxM+/69j0ne3nJZRGBtwF4gpm/iohWAE4A/EMAf5mZHyei3wPgewF8qd+JiO4H8BcBPAy5Fe8hop9g5mcA/CSA7wfwq825/hiAZ5j5txDR1wD4HgB/4Dld3QtMrBPVo6/8xvJlmzLoG+f4hRmQuG3guQJvZYm0li6x3z7xaU5en5ixoEQxQwSkr7gsdtx34KMeAb2wjPNiphubt5ANnmIAWMxxRjJikiHJ4ITc4/e39RGSp4wOecEJA4F2UyYD0jAW79+3pgVmyt7mtVJmWPZ6K++8RRD88W1/yw/f1x3QVz1citWrt7WIEpn3vMBbIN+CNdCe584bNC0aAnkutafATOkDJf2tSd1q2fQ0JTDGunSx/lsr9+I5Zva/EU0nlt1yOKsYAGZcEgO0U0NgOyFsB9BmB+yGxUY21VwCNUF14T5Uz4yNVePYtI6gVULYRdC2lz4BSpDkvstpkFbON1diNGQjZz5QVS+BtAgOR8oNhqp+AIDj36gRYP0E9NgMeb+NK4AApCi/SSl9eWknDppCSUUBA5USDoPAEzQBIarnnZAzFWbljc0Icc2R6qIFKKiOSav8dZswJOSaAjpPqQ/SMrmTVMR//r+8/OD/8+RCQ4CIrgP4YgBvAgBm3gHYkZRGu0c3uw7ggwu7PwLgXcz8tB7rXQAeBfB2Zv7X+l27z+8D8Jf0738M4PuJiPjcIOqLS7JB8NA35MW9ZoRjvhi7treVsmql/f65Kn809yZeEMeeJJ5OrPCpLojUdaDxWFHLXhcou76ssdVDgcb4kWFG+6+K+8OUALRkuIMMJy6eY3s9lgK2G0FnO9CZ5H3nuK11hgMkp9tnUhhXIqXSQKat/a/bLUxk/bmN2ftOhUset8W1Tek2BX5m75A3BrxB4lEBP36fgtgo8lwLP1+K3bfGbfMIhA8jEc0rSnriXRvOUqJmO3eV55kESZIUw6BFYaSmRVaYtrkrjcuR1PtnxM0IOhsqz9xCQRUStGSs+W6SHimzGgF+zsdCRExK8AsdkKA1Ak76Es7owyzbpi3XS2PxuksNDvPk6+9kO/k+RVHwHGtFL+NUJe0fuyTfx6l8tpg+kxgQ4NoIz6WLLXzJkHLTU33cuEvobksDoUzSM6NNuSGpj3mtyD0OvMGgl5j7I5iBMeg6GdQY6gMmMy5WMjf/4se/FQep5TKIwOcA+BiAv0dEXwDgPQD+FIBvBvAOInor5JH6woV9XwPg/e7zk/rdeZL3YeaRiG4AeADAxy8x1heVPPGxH8Cj9389ABRyXkYDnFJo+tkvEY325bDLj3tg5XNkqcSpX4zLedyxjV0PFBLcJEhBYCnHCpdZwEGY1ETIHbysEGHqZHHIqUfkFhqDEyfzNATaDb717MQl39uXa7aa8NOE5HoGtKWCc3qeKwBD7v7M0j39faJSSKoi1HlpIXQHMesglm+M5wPY2HW+lzzRGaJh98bupofvvXgOSRu6suv3RaZSMU4qiN/Pa3Ud7phtPQBL0WsIedmwIFL0AJlDwClJR73mHPmzh9RZc+ftPGaEd50QU6fyHQCpI9H3wNFavHYiOd/oeoLY++LmnbVFMwCEnRg3VqvA6mmYl27EvazwXOpdvpxAYN/BT41nqdSXb5C8F4Qcqx+OA6YjYOoLuuazC0zJ53MysnFQUgYhVQRtp0R5W6/o5Xg29vnfYWSkSEiriDhM2cEhoPSoCIRgZFFNkyzFkeyZKWRImd+EuB0Qzgb5/kg4EtNaQo//7CcPCMB5chlDoAPwOwC8hZl/jojeBuDbISjAtzDzjxPRVwP4YQBf8ckbai1E9GYAbwaA1772tZ+q0z7/shRLBeoudRavnnalg5xXXsl5bfsMgCVZ4CtQozgqBWOebOMlL6ITpnTGEbzdgk7PgOMjxKO1xDzXK2mTuu7APRXPh4oHINXHdJE2hT84ha8NS2g3iBdpc6NzaSl/bHneQOWtzavsleusxG/nUuB8ypcYcsHt4u4NUIwESyvLCi6hquyXlZ/bz42x6mXv77VLw6vqFiwhAlZIytyrGGcGTiXRGT06dkm5cnPahkBkIFVIoKrq1v7r55pI2lKPjlaeuEwvs2R2bFMxDFpI3hAIV3CqoBl6DDM29D8j78k1K1FPjR1e9bmFrYwHQKc9BnwVQzufZjDYPQ2bEWEzIh11SEc9pnVEWkluP01QQ5ZzsR3uxAlgVaJBUx6Tcmokx129+4Zjk40A8/47b0grT0CNiJwqmFM8UZcIbl4Fr9QBLBL7SOMRYWCEHaHbMuKucAI4EqajCO7WMIIjAGDSVE57rknmgHTCGXrtfQmVSHVCzZzYKVJKUccu207rPUb1QbJcxhB4EsCTzPxz+vkfQwyBL4IgAwDwjyBkwlY+gJo38JkAfvaC830AwGcBeJKIOojB8VS7ETP/IIAfBICHH374RRs2eOKpH5QQAaALacqLkC0isgBP9cJv9co9dNt6nfu8/1ZhLG7jCWl63GkSLx0xx5ONsCibNQqh9bS3W120gyyiIyGkEdi5mKcndGUlyvkzTQ7e17gub3clx1/HUaXkLbH9vSSvbKjEYYHaM7TrMDKYpY21KZ/JdW3sivIVMlTUyoQ+jq/GwGIXgzLGRSOgMhTU2zRwySv/qsSuu7fuGWmfBw97L4aFzLAJYV46d0HBk6EMVuK5UZa5Dr4VcvKFl6bkWsi6DpN2z0KcvQcV/8GP2V0bt/NIbp70XJgINIxiPE0+XLfM1cgkvcmhRAB4VRcCElTCshyC8P3MGDajRQ3glELOdkhaAChF9YxNKXpYPjFigpD8dhYigO6jf3co1QYdSmAZAzlcZ0JQxAEIE2V0rsyt/kMFTcjVBYNVFARoIqQVQCkgp/PZKVLnkAkux4yk8X05b9wlxM0kBoCvAQE4siTw//mJPzu/RweZyYWGADN/mIjeT0Sfx8y/DODLAfx7AJ8L4Esgiv3LMCf9AcA7AHw3Ed2nn98A4KI8jZ8A8EYA/wrAVwH46ZcSP2BJnvjYD+CxV3+TfIjOvGYuCs4UgI//xlLJT1L8LjhRcrDuRdLESAEUha99CuSrC4wA8xwgVeUQB1nrxikv1KxVCnMr4gVimM1H7k0+jBLX3W7FGPDIhCcPun1NuZhio2EohlRrRNnxWhTEhW5maWcmTcXBSgJpKWcqYQMAJR9/4d4sGQGLZLYk46sQooX7WFU3VCOEEnhCrUz1HOxRq6XxtdfnIPxqePuyERakCucABQWzgkW+lO8E0Xj27ujY08YpBztGPkF5FqoqjfavzbPjs9BUxuN7GLBvWzy7EMpFkSz2zVqRL/NhAjTdzpSy/JuU1Ge1+AsxTofoptKIeG1+PkfOKXw8ESiynEer9wFcsgP0fJYpYGTBUqDIHTfox9SMKwFhYoRdKTqUwwOsCEJnxzQEoih8SvPvimEkxwoTI56NiKeDoACGIlnhqT7in/4LS1Q7yGXkslkDbwHwY5ox8F4AfxTAPwHwNvXaN1CYnogeBvDHmfnrmflpIvpOAL+gx/krjjj4vQD+EIATInoSwA8x81+ChBh+lIj+I4CnAXzN83CdL3h5/IPfDwB47HP+dImz2sLvPcClVDBTWBeUGKZ4kaUgskhAMw/NlL15340nbPvLuNxYlN/Am63A+HFXiFd9L16gNWqiZlH2kPnUMP1zcZeFefHzY3F+VepS8jTmJjezfgCmKHyJ3Lb6mz++MzSyLBQeIiKtrX9OUaLq2JyfgUvZw84YqOL5Nj82Tuh9TpDwBBMANQqW0lfd+OvzcWmUFJ3WMC84c1/snrpQQWMwSCZhYyz4jBUzAhpPnJmli+OUCnqh2/KS1w6ANHa/WDxJEQbqpBgQ910VViErOGVGbC5gVCNDrNdtvTVS7yrgOaWbopbs7Uv+PhS2l0p5lOP4YYQw7p03Tkm+C5YJ4W3npLZeJ+9QUOTAOw2ZQNhBigRNyGm7wsa1DfV89q9PA9TfBa5HDgeEUY0Yb4+FBokAFeMmluPUN1nPNzLCLiGcjaA7m9zMjI9XeMe/+c7Fe32Qi4VeCs72ww8/zO9+97s/3cN4XuWxV3/T/pz2Jm2t7QrnZdaq1iEKS4VsZqQ5a25iRW2MrGjiC+UsHLOVfEzfYU0bqlRepF2bT5Eycl9T7KeMhTAjWTY5/Yvw98L1VJ6i/j1TUuUg+VhLPSPa3PkK1vaQ9KwmAM+V2gISYPA2LXnrbex/oTDU7Frb/YH6GG6b3KQJEMXZdITMjaEM/Qkh58DnsIAZetYS1pUNzsjAMJYqj97QtEwPNZrrd2IBjQFKRkjfSUhBLqRUj4wRdHQkRoA1+yEtbKT1JnITrBAkRXbdgVcdUl/QhVkDn0iYVsJet9h+6pwStuI+hAzTV7D/yAgDEIdiDICBODC60yRpc6z7RUMbKHfvm6XY6u8Vl8DzB9RY8R66Jwiat18KiOjhJxlTGNQQcEaLIQ1GZMxVCG1fMxqy0cH5mDQx4lZCAt3Td0C3z4BAePzXvw8vRyGi9zDzw8/HsQ6VBV+g8vgHvx+PXHtTHQpw4ksA20LO5sF5JaQoQdWGGMsKu/KeGqViJEVfXrfKE1dYlhqlOquWZt51jMoVKLnTeeym/GzxzYiALda2SgTJYjMvOJ+DlOAW8rZkSrcpxkOgkhfeVtSjYlgspujZdz61s/X0KWQYdZFQ12xbZQU4484bAecq/lYU+pdsDLe9D+HA1nGtWOfS46q5aI0I1lxt1mdjV5AB8hkFGvYpnfMcH8R0k2Z+SHyXQX2UsrmmeAHXkVBDBBYSMuQMzXO9xIUxPoPnNNjcRwCkhqkaAZLbr4YLIE2wBuMAyP2h3ZDRE+qk5a4ZADLHAHECTVbV0LgR0LK5CsHrPDBRsYcZCoebB16UbxgZccPo74yId4bMr6lLDDuDwANmjByWMOVvtQRy2i4L4a8QBJH7D4SBEYc6DGFliS3bJ271nuq4LH3R0hstiyEbO+rx5z4k5I4N2W9aBcQzafT0+G/+DRzk+ZGDIfAClnfc+h/wyPWvq+BmWlq8LGffFImD0XmaZLFegkmXYNHZ96l4sg3kLyVCzaNVReGVf2Zex1JpzcqkagGUDBHbJZlH6BV+Ks1l2JECswLHXJGTMyzYuBYO9vYIS64LEEjG60hqM4PJw+Xut7qbn59nPd8sK8Au2MXqdW6r1MAFToAZAHdlEOThNCEUj2a027ahjvOqI1ZNdiRLg1IvKFOnSeuxwORWAlhOLuOQlrfyd0kPlf98gyHa7oCzTZkTNSqr507HxLtdjQ5MkjZo3f3yvdeGW8XATtkAEUMqOKhc5oWBYgyME7AZEIiAo06uLdWGl6RExpyjL/FwKbqTiXiM6rkCivIvpZI1F/90Qndrh3BnK6foS/nhZGWao2h1DpDwQ2wMAhuiHjsOdg4xPsLAc5ge0GJA+jcXr59HO5hcR+rlXlu3wsw/aIwTSgCRvFvGlbBsCKsCGEbGv/xHB/LfJ0MOhsALXKqYp8UdfVqfxbFjBOCMgAZCJqIcM7bPJm3RGP+91AJovFwft2UpsoMYC5vee9HaMMXyr0Eki7ERfEIAWYlTX+a1qk9QPOPM0peTzxW1FWjSUq9Fqdahgtl1JshKlmw1ruFltsXNx9xtDOatt3PvY842hb4IkCEkAKrQgK/FkFI5dyPZANhXjbCZl4wKOOOuHIz0Gihvax5/DtNYGKCttc8MKzXs6yLwMMg9G0ZpN2xe9to1FHKeLxxBTLza8p00GJqUoNaBeA0crUtRIkOs7O9xFCNgUqXv5sT6aFAg4YkYitF3YKy0kJS+U12sMhvKQTg3psI4Sl0BItBpD1r3gtD1pQOiPbNxMyJuJ8RNQFpHxHUs6XcthF7dbGjBHEbcTrljIka5l5lvEZANAKsumJn+g4vn6znyubMRghKK0AqArdIG1LDtbJ/SmdA/qinXCynn8GmEIMZkPQkUMZhWcq12/cGhIHF7Dpp2kE9IDobAC1yeePaH8cjJH5kT8DRvnGKc94BvxQwGoDIg8s/7mOWALHj6uYVdSeFV6442g9JbI4C1yI9DEbJBwtzA/g6yB+TvzmVUmCfmY/ysCszS6CwnHBADBUCOBfvf9Hrsd54AihY7X+BN+LlKSQyOCRDKNAryYAZTY3xQDOW7NlyxJIHyMTnx+QjAvmwCyLiyMdgYd6RdKCmxrr46h3Z+rwir63HXkRjABExwxs5YKk2GiNBFYL2SZ8JCBjEWGJ0U3qaQ/yaGFM0hgCIVnokax1Y4iodByKiOT5HTA5s5JkUBaLUq99SMnGkCXzkGH6+QVmKwkKESwwQM2kLZmgfZuSiAMIDGUd63EBT9inUNghAQRiG8dRCP2hsLuYumpdJq/4SqaJalzDErEgdFLUrWjVT9Qy4iRAawmO3JAI2N0aFKOEWZa7YCTBoWsG1SV9IW5XeaHaOkAcs2YXLGBbvfmYSkmMmRjVEyMf7VPzhUA/xkysEQeBHIO05/FADwhvUfLl+26WG2SJuHY0rIpyP6/QAH8ZfY64x533pCwJzw51OufAOWyVVvM+VnHAA7dlaslGPKHkbPXQHHVLZvFaF5guaN+7/b/Hbt1yAoShNSMM/Q58WbsdHOSZ7PUIwBSwnEVBsDfr7ts92XJve9kiYFU4a6YARcVDiq3S7NDY//f3vnHmxbVpX335hr7X0e99G3G2jkIRgtNVVJSqJdhliUD9QGkxg1JhZWBCJBk1haKqYiRiMSyEOCFVFTKNEoKqKisTAKdDdGxDIBoX0gKAhSpqBBbKG77+ucs/daa+SPOcacc629z7237z3nnr73zK9q991n7fWca/UaY47xjW+4QJCW96YkTpbRi/32W0SKRsY1DEXr6jiL9uiRuKM4a1Pr4BHZLh2DQiJ6GdMDRW4esP2ZQxNiQ6womrRmfPxa+j5HBcxZYXMjRwIAL1/TWRND/36tTUCWwdQJC+2DVN0QowXSttExUneI+1G3S5dMThUVo+oFm1VbaVxcHtAZ2XFoivUmzkPutUCWHpZ4vyOXgdFYJ+Eu4wT4sxBz+xbFM+ci8zuyyqA/S6PogULoJXYqDMIw8/VWeQuuIup42899x+q9qzhwVEfgBsLde68ZOQNrCV2DtQzux6I6mfE9zkmv1P/7C22633If7gSUL/t99Pa1y/rsaR9lRMJedvFlU5AGYTUnnWakxd/W42CFhFfOtEvt/ACwhihWRjGc6Z6Ii2uMdOnQTOFEsanB3UfTP6Yj/A3YIzQxnB3Cysxd15zLJSME02qE/Yy5pwP6fhyl8fTNQDTol9qHX9t+fJMknNSjFpmRvrf0B+nei2ginEVS3AA+E14sY4+InZ1cNTKLrXqlbWPEpGkiiXZSUTBWeTQSJXb8pkGaOeLRCjCRGkwIKV9HnNm3KeJF12dJZI/MTSt8+gGVPjvWWvRaSNyRgVGfDHVn2v7/mJmRD4K2bW6q4xUaTkA0A+8iPF6WWM7U3Vg7UTBxBYZotH3WzlCulxVAy/bO3k64TGtMu4AOUjynyYPwdSn+Ft7x6hfs/3xVHAqqI3CD4e691wBw59bXrf5YGnMYZZb9RStQpBly7h1YjQYU4jvrlsdc8JAJbvvt0/kDTYN6fbaH/ptmVWveYc6BaDNOG7gRTiFgzYa12Hal9S3xfefOwIojlbrkRUJb6kXfTKIiBWdhFI1IxzZWmW83dcKmhEbRnFpILaajMyBNE8WY1jkjBl0XMRiNRfG9fEGvu7cUYf1iPdbtN0UzJs7G5Dgr2xT3SofYBlo8+jK06NAQujDuC7A0Od9lB64fYc2JxKMrIpHxP1i6bGiRLpYdxtTHZBzLigpIhFbvDxBbIZt4VjN+VnTWwAy0b2JqbdlnoatBSM5mCDnC5WWUcZCzzsB++he+2ERyhpnLJpsxN8fWUw5SpqFC7l9QdhnM98Q+gXHfAdwXEYKJDUW1wVz3H8+f/IKxMP9afoPAiIZahP1H5wK846eqA3BUqI7ADYq7d352nCrYb3Y6gXZdesmv6AgY6W9k6CVE47KivJcJcWtZ7hCNsJcrDkN8Uc2wKYanJVZfkPmE4lRERZBgqYukOOdKi4I0sxzKL2ezKxevqyI/U2fAZ2s+s0tG3Iy6h4GnJEFfJ1UujFMyUy2B0qlZbRkdZ80eEUiRjCHEcUi3wKI904jAtAxyeh6QZ6qwwv+YiiqN0gJlKmM/JcR1TkAo7s26kkzX7F92cYbfRkJhPBbZ+XPHamakPgm5KqV4hsQbTGlANKQSSTUOw7hPRCQKxmO2SRjIQ+vpuSrus+fxY1vwNYbetkn7CJk0mLYlz97TPlM6yi4lSOotEEswsdJAkiMQiYTQ7A4Em5krULS+GBMDS7hhLr9rXN9Z+8lRsMCVr+fiR5If5VVnQIrtbR9Jj2DIx6tRgKNFdQRuYNy995q1kYH9DP2o7E+KNrP+Ql+XE0658+JFOOR/U2phUus+UrezGWYMMed2vnQ2K3WDUGrDu5hSmUNtArTG1g5h3Ggm8QI8nL+aVpgK8nhlwcgZUF3bBjftY7Fkpe8DrBjEfcWHYOQMlKJRadwulfMvUjuXEhBK57AfJuOzVnCoLMkr5YsdOsByjTOQ2huHfZ2SlIbxcZqmhSC2FrZnT9sZujlP5FBZZoVB9e0hhtIXS+jNuemHcYvpvjfCZbweaRpkPosCQlubsarBJYE9imTPliAjZ8TPTXSIzmojKE12HmwcS2dgaIOF9ot8Pm6oPczv4wtliN9VCHPfAEmGuFkoGgLNIqdUgCjq470FRMaSweTjZAlgkrLhMMn1J96Ar2uOgJKXl/0G4kaMRYpEsjiRwu+/sjoAjwRUR+AGx6Ve9mtLBCdKeyOjjoWi+94aCw2kma2Hu50h7UztfdTukuEIQtjYgI2NGLYtX/ZNmBDFihSBveyljyHU9AIZhtUIQZmvL8L1I0enVI5LAxRQLfgOZS7ZjfM65UK/vmI/iWi4zgHQPOaiau17LQ/dDGhXzLKLY3lDJ9WY70aGImwfit2vjwatlYouUZYQluWo023Sea3KImvfQ2e/p1I8Rk7AKBqSHD0rEXWdflclHJErY7moYup4TWCwZjIptGylii5IJMt4juKM/sViJDgUjT9RYtjIrrIxzy2GvVRwUII7Hd7Wuu9z5EImnJYmtxUeRQOIt0qTDHGOBLjaYAzzk4h6rgY4zCWV15W5f0fZAnhoBN2MWgFl+1+PIMSDkuWFbYbu/QzyPjWdX26AlI+XZ/QFobD0DYt103fTSYjnGrcLpo5Y8chAdQRucNx18Wd4xvazL7teFlspogUrJL+ADrEfOL01cfHZcWFoy22vWNQm5YZl/N3C7R4xiM1P4pREPE8P0PtLGQiaytpSXbzn88cXbUZII6N/KrgEkXDWdfldNuU7QI6UuF/kpYijevoyDqtjZ6AkShoRUYMkDoIbyiiWNHEwGhAdskOwRp1Q7FpX0iH7CQCVOWnnRaQhK857ek9LEqhHXUppX4/66JA7BTZNJLaVCpKwEkKPUsIW+WlNGMdm5mkWHQrDWc5UzTiFfkCWDaENBLXMdGhguUhtqjMxTeI5zWfF/RxyExtLS6Rulzt7sLsXuQemiCm0uddAyE6BRwqcwBcb7QSr62etQA82s86tgM2SSmHI8etUk/h1/QtSDf4wK6biftvcl1cIPbG8U+KMPihoo7GtsTlYMoCgKUqRZvO+5yHuX4znkI7kX8w5COYohC6fb7NQfvv1VRTokYbqCNwESOWF6wiEhnW5YfUyNyAxqSG+KGC11h5fdfVNttYh0Gg5te9jbbWHgzXPmp2XoMTJlA4htWoVBc+dikjcnYdjTXVOTXwosbYpnJzijSvp5eza8gW3wf6OK2o0ZEMMtY4aIJU96oc4tdqvh4GTDnO73UnoWxVlMOciAK2lSXpWeQdtTAX0Q3QW9pMqLhwOLZ2Rcl9TTIhql4wiXKrU0Y/j8r+2b3dSFJBuEhnwe1LCftdZdARWnAD/2Aw6nYvEma1a3b/OGsL2BrKziGTExRLd3Y0lh8tldAr29uIz3i7jfd2YR8cAojELJCdAL+xEx8+cB+9BkOr2AykylZzagtGPh8fbYCH3PLsflfaZE5AMvSrNYhwxKGfgPsOXAKEThlaNJDgOyfu6THLz7khEVT87Hx/bSfShXO6phujM+nnnfYbO+g10UQio2Rt4y5u+c/1zU3HkqI7ATYS7d34WKPQGinx9KSTjL/pMQtsntHwJpvpo/w4Jqw7BoCb1uozfTXcg1+q7+pnCYoksBdmV1OiFRuLszA2EvZG0MScihMgIlxyCFtdEgGyQU012YYT8xd31SWRITSkuMvctimAv8zirbfJ+WeMAxIW2js+Sc/g4Hdf11IvacNoGafrcURFGSoq6WMZ8NIydgeJ++nGjgbDQvxvfNbhk6qC4rwmmjSCD2SNTP8TPqYRqJomGjtTOOOQqEhpnwtvYmPw0jZPn8r6kj0ZSXbxG44zdm/qAz6Q1zcLZmsd6f4ih/b5HlxhvwMiJzRJmszQeAtBYiqGL6YDEC+k62Cuqb2ZRklpLQZ1Jmai2wuARAQvFp3+LCXx2bqKjK2ZEI1fCVrNbHqsBfLYuOWTfQ4guZu4l4Os05mS44fZ/O8sC+vqBHCHwcyodA8nrgqQ0QejIM/9lPPewVH7rDf/m8s9YxZGiOgI3Ie7eew13zr82/a19Hw2zT37X1YFPX/Yl9lO/Wydtm8rCiryyz3BdYKUJqQ6atrHwv7/h1JwCM5yzFnqNM0QPtwaJUX4VaBX6qOKWnIFitqxucFwgJjV8sbdar4RFbGssu1je2thSnuMOhaEq91+GukuD6ukKT3uoxnSG6tggW+g4n2wutEoiRoXIjDQB7QIimo28r1NixDXIDsu+0QtYS+hbwUqJoJ2D/bu2CgWK/Hwcf2l6VNukdCnu4BVOkmDpIsvHj3dc/D3ENrTDvEFnkUMgFtUZNlp0S5B+RjNrCMMAu7tZdri4rmj8PYJTSubaM7q1ldULl5GMKBvzGDnyksPGSgFdWtd6KoycgLWOo/3j/xvYzD829xmQbuzsUDxy2sp4e38kNFruwQ22G3kkrRd6jU6ApQs8hVBKApcNhVI0oDiHlEowByB2R1R+55eqEuCNhOoI3KS4e/Fa7px/bTLI49l9Pw7h7yMQI0HidiVBbp1UK/7z+v3ooDBYsyCLAEjbRq14TxeUWgJmEFyExXkCSgOmPDeUM8BgM3va3La4UGRTJ3L57NxPs1fCokeHgCwlcQ50WpK2X503jIhW6dz9vCwvzRIjpjXJoVjZDnLJ4lSF0cvngFHfgmmVB4zJoOuUImHVIShJkJdDWRpakBmB1OlyX/g5ieSoRz/AYjFScywrObR0tsr9FA6Zbm6gbaDbaFieiGTC0MUQuZfAzc/P2eoVeeCh1d4DQ7DzWGbC43yGtxhOXRT7Abm4G2WMNUaQkvR1I9HxMELg0ARj32cyIErMvSOZOAeZCGtwAmBs1RvQOSlXPxqGMGnks3bMybN3GS0ak/3M0CskWd/SCUjpC180YHLBJGdCBnjba6sS4I2I6gjcxLh78Vq+tH3WZddbaSq0H/YzFj5zpr88eVAHCxJo1DRo9yKDOxHKCtW/tokvey+HGwa0A1EzfF4FoTFikOrOzVCUHdg8rwzxRRdMtz0semTR5f7ybYs0NnN3+VszRikXDJZrnRAPnWXeD0lvIKkedh10RYObMn9veXVv9RwjD2F1Bu5lcNPyyImM9MgYmzOQ9l2u5zN0txCXigqsSxOVZMYmoCYpvZa/ANm4e3iaXDa5r/swlch2gmtxPmF7C9EzdNsti1Mt558g1qEv7lgbaHYD6ClOXLgVuXiRabfoVAnDbkzBeNVDa22JrapBN2bxObQWyFJ0sdRZQ7fV0G/mRkIyuYVTFb1snLMDmYxuG9M7Q2skQA+slLe3KfYFuaSvySF+TeukQ4+HdGa/hWId5xM4N0AwieGcwghLLF1TxYBudFRH4Jjisvn/1Q3WOgJeky3SwnweZxptC1ubyPYWOp8hD51DL+6M5V57a05jxlKaZqz57m1hbWYu1sLYZ4upWY3XXgcZhV3FX9KQ3nLiszJv3lI0bdGNGfRNNmJl5UCwkO+oC53m0L8bA5/hlp3wTO42jZfnpvfrVphm58N4ORMDX2oROBFzwltI6QOvoXfYcbLstMQkcakQWGpIJGesifnv8pyDgFgpnu+71EVYpzppDY4uxV1IWK6Rjy4jBKrogw/B2XNsfmyLjftvR/oz7J3JIXACMV+9iJwA7bpYTQDpOtR7RJT9KUIwTsBeJopub5qkcXx1qjVRGjZa+s2G7kST2ug60XU0GxeS4R71sPCcvYfu1YxwgKGFfpaXl0iaAi1ZaKjJxwEz1n0M2Schnz5HHoYWtCXV+cfbr/m8ivOhjwE4jySEMnJQccOiOgI3Oe7pfh5g38jAfjP3FUfBFQbX/QaJbe6dCGU2Q7c32fukk+iTz9CeX9I+cBF54Gx2CoBUt+415D4b9vNK4fFYOuh5diEa9HhuYxW41DveVdwKw6FBYBYYmhiCljbEMKjpvMswxBx1qWK47Ah7y0z6K2eCZQh/rab9xNhDMo5ZVMeut8m/j9b3agAfE9M3mPIE1ub+J9GDVD1RkhTt/qZ/vYJkosA3itQ4PM0DFvY3Xf7QZG6DaziU0YzkDBYOSqkzMDn/fVMORRmoLhZw7jyPuu8kPOpWaBuGzZbu9Ab9PDB/aAFtQzh1KrYoXnYj51bcCbO+C+JpDHs2pQnWRnkeWylbdcIwDzESsBFSS92VGTnjWbcT7dKx3diWDHxg3NxnEs4nRxyaoZixTyIBvr6KIMRUk1gov0wJpNSFTCJoA6bTEL+nLoJ9bQp0s6A6AscE93Q/PyIQrsXopbhaEZC+rpMqhVxT7lUAqoRuYLE9o9veoD05Y749p/nEebhoTWPMYCTRmTQbkxheT/serEmNpNmatmtIgGb8Yz97Qa0ne66J9jSDEsKAdFGcSIypHVMPPeuSrqPGMuWsfzIGQJ7FutEuc8CeB0/KegUHAxg1LHKjPFX1a5qir4AgsxlszKOS3u6e1c4XzlY+eFrm57Ii5DORRy6ds3EUIeSIQekEJSfG92vOjrXzLcP7K1EiPydYdaq4RCQrlb729J94EDl3HhEhbG6wcesZhtPbeSyakAm0MB5/18awElppBpgT0wObG7F0cKMpuCdFJMqcztzQp5ihOxM/5HB+KYyUjHyXWf3e9CeUDkC6J37dUVUw9EQH1UL52pgY0Swf39dP5X8t0THxj0UpvDJDimN4qiD0NQ1wM6I6AscIdy9eC3B5h8Bf3jAihznW1sxP0cf669n9ACdYnJ7RbwS60xtxNiESyVklvHzMCXob5Jx7mRN3sp0LuYRgOuym9uYErXZMypM+x1az+ppNh3xm7/sXmyGqMApN+8w2RQPK81ozDhJYUeTz1EfpBEzHoZGik52O9zEietqMvG3RrY2YXtneRC7uwsWLMRReOiGl7K+nIqzEc5SamJb5uaPmxy85Dt06J4DVvydOgC+bblua+hXDfyUtl3WIM35A+oEggbCMxD7d3UOXnbXPLsZ+GGIVSkkkTA5CkS5y8iYknYBRy90Uqi+lgNeE7SHX6k+Db0MsxQudkfFs9u3blWkHsPWKEL06yTfuLQ51yROQcfogERnNkUiiRcP4nN75k9UBuFlRHYFjCK8oGMFDwj7zDMVL3zFtMrMulGvrqXWIk51d6zN0km67odts4Mwm7awhXFzA3iLX8Rcz3Fhf7s6I59U1/ZZK72TMDUjCMk2e+edcZm7mEkPWecaZlgdQAuL9V5ME87C/E5BY7EMxjoUD4XX3ng64EoZ+yqsX/RxszFNL4CGmQLQfkDZGKnR7znByjmxvEM7Po0OwWOZzbcZdF9WJjEubnWuwiE+THZZZu3KfU3dGq9qIUsATnoHX3k8bVBWEwlL//6pgY7lSBVOWXC4WNna2bBb5LOMLivdXF4sxmc7HIA+YtU2Oy7Ss2HBDPOIw+Ew+TtWl92VqAkF5OyDl8psFNIuBsFBT5huPT+pNMO1PkE4ktxIOfRGhKAmB9p9pV8EkCLSIx/2/v1BLAW92VEfgmCI5A+u0ACBPQKdh654kDOOCPgke0jW9AA/1S9Mwm7eobNFvBroTMZ/abra0ZwNy9iJJZMcMtFpNfSzHascv15K5ry67K2OVOnvbxVKoIfEAXJEwCfpYV7eRTkAplK4mONQVQj/TmW6YhtILZ8DD/CFyD2K/gYGV8HupJgjpGFPDyWCCQj2ZFzDDnK49ZGtOvz1Ht1rC9ozm3By5uGftcSfRnUFjm97QQKNjWzJFqQUgkjTxQRLBU5KjJDnCULapTo2W8m+jKhPXoCh4AzKa3TJJX01SFnYPvS3xSpmkSCT7tU28n9MKB9UYKSjOWRqrHJjNVh3fIgWQiHlDnKGrshItcEfUZ/hegld27Eu/LzQ6At2ALAbCss/cFXM8NQSGzZZ+u6Wfh/T/hTseGoTQaIqKqejK+ZZ8gpITUMP/xwvVETjGGKUKJKwafVhbWihhjSEDEjFtKlu7t0d46AJzVfoTc/qtNqYJTrSgG8x2FsjOLrq3iMduW2Rjw0LWQ8wtj6RcnQ8AdJrY/wJjomDJ8i+JgBbORjVGF9TKvfxF6uTBrs/RioIFb4OQDOo0VRKNXmDapVCSvr5HXSCemI/9xDCtQ2mQIc1y1XomhAeFVpX+1Cb9RoO2W4TtOeHignB+d7yv4EY4jAmA02M4V6Oc/YrEMs6kzWBll31AOqsKUB1nRaZlj5Y2CfMZsrkBsznowHDufJrF68QhLY1/PA0fh2BlflaC2nVRSRBiy+L5LJaDWuMrWSxXnJvo3GbDGby5kFekmPF1fsDgPBRLBZjcYOSbaDa8WTp48q8r8i1NOMicgJSy6uOMPOxGsqqn0vwcRYSwmBGWM8JmG0WVrGVxfpaJvANVEj/A9Ac8LRCC5lRGkNoS+BiiOgIVK6mC/cK0I3LVMG4xnIy/RQBGIjVdh549h1zcYTaf025vMpzeojsxY9hoWD7uNO3mjHD/gwxnz6E7u4TFEhYbsXzQw9PeqZAhGiGIL+dSP0AtjNr3MEhMLwTizL+xLivLPk6IivI/kW5cLjdonEW7MUk6/kVqoEyV+BiMWPAmgEQ0WGsrClSjtfOUgUc1+pgUHqWQ3YgWlRQKiBQz7+4scv4Cs81N2u1N9MQmy1s3WZ6eMzs7J5xfjI1gO3boyuhHMtxlHh/G5E5scunh81KvwKsJxAikzOK4Wsmo9j2iph64WJoUsYxJkf68+fNnraNlPh/zHJomztpFcq+DxHXwSI+Mez8U/SlSOsodyIFxxMD4GtL30AWCxG3DMuQ2wW3Au/2N2gabo5Da+nr4vY8h+Bg1CDSLwaSFBxPrGZC9ZYzo7C3zfRfJz+/FXcJiE/otRGEYYnVP6i+g2XFI/NcgNHv2u3ELNMBb7n4hFccTV+QIiMgZ4MeBv0l8Lz0P2AF+FNgEOuCbVPV312z7XOB77M+XquqrbfnnAD8FbAFvAL5VVVVEvg/4BuB+2+bfquobruLaKh4GLmv8xyvn74MZryKH7XXtXkoYZ8dmnJdLZFcIw8D8IYFZy7DZohsz9PRJgmpsDjMo7O2hnTkVuxKjBDazc7U3bcO4fbEqarN+FcmNa3xWFoY4O+olzrjKyoQkyhLSTDC2Y9bxS7gwxCMi2cgJmDDsMWdg6FciBd5Kl3XVChJylYaJ9ozK71Rz74G0v0iKkwsXkLMbzC+cpH/USboTM2SrpT2/JJzdifwB1ehclT0Ygjk1KZS/nqCn5djZ8VekjE3DP22jCp2Mx8vJfZ7Lt+seEw2HqAAZBiDEEtX5fCxA5Zta2d+ooqM3Z2vZwcYcnbexh0W5Thk98nvs4zmLOhc6i3LGWFdBMRngsGfXbA6TtiGuW8gLD+0kn685GtDsDTS7HWG3ix0QvZlW4mFEJ0hdnRJSHwRZdoQLu0jfEzZmKTKQNAF6jfLKHhWw8xyVzV4uElVxU+NKIwKvAN6kqv9YRObANvCLwItV9Y0i8veAlwFfWG4kIrcBLwLuID6C94rIr6rqA8AriQb/7URH4JnAG23T/6qqL7+mK6t4WNhPb+ByJC5psNlYO0otaB/z27KMM2210j810p8MFpbvesJeNACy7GA2Q7Y2IwPeX3jLLs5i7WUmzoRvLbE5YFMfe9G2YdRWODVmgfgybwKhEcJuQEOXX7hA0gjwkLBHNtI5k52CvpjVF8YovVTdkC6XKcqwrlHTeMAn453K7ySWT3qfAVfkm6Ys/BrcEC4jYbN58BzNmVN0t59meWqOnJjRXtgiPHghjm/X4+2RaaKzldokl0RNdxJExloLBTkyjYSPSVlq2WcnyOWcx9car0VCNPyjrpjp8uxeeEqjrGBQjc+EpQdKLkIqjQOEeYwkpfJHRYY+V2o4WdVbIc+jXsBgGhQQZ9phGWWqG8vhE0BnsX+G7PXIYqDx52hyj1MKIFWv6Mr9j/ejTeOubUDnbXRugbCMyphYeZ/sLQndkHUOWqueSZyZ6OjgvBkR7r73RVQcb1zWERCRW4DPB/4ZgKougIWIKHDaVrsF+MiazZ8B3KOqn7B93QM8U0TeApxW1bfZ8p8GvpLsCFQcEe7pfp4vbb4m/nGJvgKJpNU0cWbWtpGhbSx0geQMsCxmrp7LhxjKbWJXOfohGkxjegugp7fpzmzSz+KxXDe+3elpzy1i1YEp/rm6IDCSbs0EQK8yAG1JL1ZZNjHE7tFkXfNCdmU/8QiA7Tw1TMrQIMmA0vWpQU1S97M69rJEL288LVsrUgHYOatkomN5fqWxdEKnOwRmiOWs0LYNcssW/WZLd2JGIydozu0iu4to9FVyRKQR42cUjkB5jR5qX9NieeQsTVMmmBPQNJGfACmiMJrFT6+fAWQWCX3zTN7z/hJp3JsQDZ1XMvRxX6qCdF1sLtUPsLWRo0luLGdNahwUZ/L2b1uU6y0Hy+1Hdcqw6KLR7/tc6WJ6FmLVAiuRHi1m5XlQ0HkboxXFdY+UM4XUXAlA54EQhLDXJU4B9LAH0irDEK8lRQg0ntObf+t7qKhwXElE4K8Rw/Q/KSKfBdwLfCvwbcBdIvJyYhb289Zs+wTgQ8XfH7ZlT7Dv0+WObxaR5wDvBL7DIggjiMg3At8I8KQnPekKLqPiSnFP/4vJGUjG33P/I9a0GbVmTN5SM24CJAU8g3iZnVcVkEvT4iy2R81xkPkMlS2GWQztL0829HMIXcN8u2H+gLHDZyFLtvZZVMV2auzu3PxFFAZjU0kjuZLAZ4u9QjeMZ7weKaDYryHN9koFFp/9Wl36yMCZuE4q5fO8tosIee67DI+XOfrJ8UtkFv4wrvDoe9jbQx44S9MPyKlN+u053ak5w7yhPdtEMmHv3RLD2KmBHP5fFo6SXUfSfkgnYtEEdyLaJo5f25pTNMQZeMmZGPKYaR+jTfF6JlEU61jox/EIjv9W5v1TmqC8d6WjUqSXXDkyNQ2aEO9QUs1+WMRIiXQxtE4jsaTQOJ+RsJqNd6r7n5ZuTt7A6TxKSBE9ID9v6XkfjDDb9ZZCaJDgFSrxmVaJvIHfvPu71j43FccbV+IItMBnA9+iqm8XkVcALyRGAb5dVX9ZRL4G+AngSw7gnF4JvIQ4aXwJ8ANETsIIqvoq4FUAd9xxR01wHTDu6X8RgGdsP3tcljVhbQPJ6K3chKYBsbK0RNgKxWaROJa6D8os9hzoOgBkd4/2wpKwdGMInIrOwN4tDf18k3ZnyMxsm6WFzg0BmSRVkqV67/qGzWqxqoL4G/YC9fxrcgYmefhUSjcV2Omjo6Ndl0lmVkqJCSEhIRPuXPlPSulhJxe6ZSGVIkpDjq4Mdv1l/T5lSif2dMh6CPH8mr0FcuYki0dts/foOcNGwzwEwtmLxk43h8AaIqVtJ9LHom2ODEzHoQnorDi2GV/pCydryrHoh6iKaFGU2GiqK8Z9EnWwqhIg8xzUnzlgsHvU2HHaJjaSms9iiH3epE8y/FI8OyXr3+vxPQVF4TyYg1kSKlec0ZRuYrzOyKlkDCWK+/Qa2xGrlyCaI7LskZ1FfE5FYj8OEZQssKWN8JtvrkTAiv1xJY7Ah4EPq+rb7e9fIjoCTyNGBgBeRyQTTnEfY97AE4G32PInTpbfB6CqH/OFIvLfgV+7gnOsOCTcdfFneOZtz8893Mv6dcOoqYyj7CHQtrF3e9lStjSuHjZOhjXEbny7e4SzO3B6i3475qxn53tmEMsPt6JjkdQBIXIAuuySjJqvDD6zYqXxUIoC9EbA8ra0NntdqfPfD74+ZvzXCTP1AzTEULWPR1NEUTxCUqYoSuKeDoj4TNdC0pEJmaShp9yO1Hp3MCfl4kXkwkU2dm+lO3EbFx43o9tu2Pqw0Nz/IHr+/ApJcKVtsRihsI8zfx2vHD9tg87GDoIOREegXNf3s+xgMYtjv7cXr8/Xs1bFnoISczbKtETiM6TKAUmCSNo26FZsEBQNf8n4F4ZZdASSuJT6PSDp8kfCX4jdAIvzLyP/MmjWB/B9YBUEbbDjMYpQ5VSBpzjMAeg0kgh3umj0/flcdrBYJuEubVtkczM5RQD3vO17qai4ElzWEVDVvxCRD4nIZ6rq+4AvBv4Y+FTgC4iG/enA+9dsfhfwH0XkVvv7TuC7VPUTInJWRJ5KJAs+B/hhABF5nKp+1Nb/KuDdV311FQeCN30i+njP2H52XOCz/3XSwkWJm6aOdFaO1swj61kEZoy1+332afXwSRr3/AXCfE5z8gTtrSfpbt1i79YZi1OBbhP6udDuaOys1ivaQF/0bi9frG7wS5JWPGdyFCD9Fo3mSi+BfURyRiijJ+uUARtSfb0OGmerXn4YimjLlEjY9Var30e+AkQj4I4KeZ8r0CEWJZS/7ewSzl/g5MVdZp92O7uPnnH2M06x8dhtNj9yDvnoxxkefChxQVJ3SLBr69FFb3oLJtub+AVhRZFv1LrZxsl1HwSrLEkOQ+EozGbZqUpdKW1W7yx6zffMOwyO+le0DQwSS/NmbqTN4FqlpPQQzAtwI+zh+KGVmKLyjETZY6C89app5u/H8FLXYRadDv94M6JROSGmLWDph2a3iyWfezbrN96JupPqxEOJHBsR4Y1/+rLV+19RcQlcadXAtwCvsYqBDwJfD7weeIWItMAulq8XkTuAf6mqzzeD/xLgHbaff+/EQeCbyOWDbyQTBV8mIk8hzvH+HPgXV311FQcK2doav6DTD0VuG1brwF1C1kO8ZSqhqD/XsuXsKOc7xBnszg7z+2fMTp1g/vhbOPfJG+w8RpBeaHeVZi+WY5XtWv2l2uxGpbZmt0eWfSKYxXUsMrDssmEvme0eemeIpZI2jRMdUph/JfVREP9S9z2XIPZtDGryyuLh8QkPI814y7HRgoB4mYY8UZ1vWp0Qtxn29hju+yjtX/wltzz2MfSPPUN3aoPFY04QbtmiPfcYwsfPog+djbX/IqAh1/ybKJAOrjQp2UHs+1iR4Ea6aNbk11GSBdUdQXcC070YUJdWFsW7TKJe/tnn/XtKpusYll3BY4kOBEFotjYJWxuZlCdm1BtJvIE8TjqKOJS1+PG84zg4Qz9tVqQBtLVGWIkvED9q6YdUZdKDdLmkMPIPFNoAak5PP8AwT/03sppjdgwrKh4uZN/2njcQ7rjjDn3nO9951KdRcQW4c+vrxrnmkoS4xglY21o3SFSLO7lN/+jT7N22wc5jWnYeFViehn6uhF5gAG2Vbis6BO0FYfPjcOq+ju0PXyTsLGOYtSsMiUcCyn4Ca2b8U57EaPZZpkDA8t7LaKDcsEw0/1f2vy7a4r+pKQnuxQY6kYswZuVfsuxzWp3gu24aZHMjhpjPnGLxhDPs3D5HBU5/8ALN/Q+hF3ZiDt+3d+fGKyDKFIg7f2taMKeUUGqDXOT+L4cy4uLHgVXnwVMbXt3iqoMlUbPYZ3K6nEdg0YZERC15DeWz2lo3wtSRMGsI9POsPgikRj5R0jc6BqkMcc8c1d55FJqiFmuHwQmZRhR803v/8+XHruKmgYjcq6p3HMS+qrJgxXXF3Ts/e9SncE145m3PN8OnFhmIRtB7I6RoQtHyeESi899gbHx8W1++riSvINeJSMwLDzm6csWNey5VFrpcxpLBrk/lbdoKu7dvMttuaR/cJTx4PkUIVgiUMDbGxflO13FdgbJPQFZwlPWpFRuLJEGcOBSTa/dy0r5Hl5qiJzKfI7TGtzA+R9+PUzfzWXSGNjfQWRvVLcvUjTuJdhy1tMkwb9G5iQi1UjQFsnEecpqq2bM0lQsSLWKkygV+UtTDohUeNUgy2xI1GO5++4uv7J5XVFwC1RGoqHgYcL7EjYypaBRQzOotV7+7x+z+CzQXlikKMWy0DFsz6E8Q+gF94EFzBtZzEkZ/rmlUNSJKevRnnZIljLcpIzHFsVcchrjBKNXjqRftsnOQUywKoYkqfBYx8AZYNBYlaIRYtqHGhbC0wKyJYkPuAHiJn5FTnQcQSapRhMiNf0pLjUpMJckhl+RRIToDd73rJevHqaLiKlAdgYqKYwZXkbxR8WWP/+YsLVxETMRz5Um62MifpaEfTM7YeSrT9I9pPsR+CLFiQQZFN4jVCk1jDa8aBtcfaGVUphr7BOioYsCbCIXOSv7s470uVlIiydEYaya86X3ff+jjW3H8UB2BioqKGwpv/MiPHPUpHAie+ZnfCZDbOSdOwJD1J5YkTsMbP/Bfju5kK25qVEegoqKi4ggg1lY4pS+s6iEts6ZdMSWxD3m0ouIAcFNUDYjI/cD/O+rzOGA8Gviroz6JI0YdgzoGUMcA6hhAHQMYj8GTVfUxB7HTm8IRuBkhIu88qNKQGxV1DOoYQB0DqGMAdQzg8MagxpsqKioqKiqOMaojUFFRUVFRcYxRHYFHLl511CfwCEAdgzoGUMcA6hhAHQM4pDGoHIGKioqKiopjjBoRqKioqKioOMaojsARQkRuE5F7ROT99u+t+6z3XFvn/SLyXFt2SkT+oPj8lYj84HW9gAPAtYyBLZ+LyKtE5E9F5L0i8tXX7+wPBgcwBm8RkfcVz8Lt1+/sDwbXOgbF778qIjdk6/IDeA7eJCJ/KCLvEZEfFZFm3faPZFzjO3FbRH7d3gPvEZEbsgvTATwH/0FEPiQi56/4oGpa2vVz/T/Ay4AX2vcXAt+/Zp3biK2fbwNute+3rlnvXuDzj/qarvcYAC8GXmrfA/Doo76mIxiDtwB3HPV1HOUY2O//CPg54N1HfT1H9Byctn8F+GXgWUd9TddzDIBt4ItsnTnw28CXHfU1HcFz8FTgccD5Kz1mjQgcLb4CeLV9fzXwlWvWeQZwj6p+QlUfAO4BnlmuICKfAdxOfPBvNFzrGDwP+E8Aqjqo6o0oOHIgz8ENjmsaAxE5CbwAeOnhn+qh4ZrGQFXP2jot0RDeiASwqx4DVb2oqr8JoKoL4PeAJx7+KR84rvU5eJuqfvThHLA6AkeLxxY37C+Ax65Z5wnAh4q/P2zLSjwL+AU1d/AGw1WPgYicsb9fIiK/JyKvE5F12z/ScRDPwU9aWuDfSWrrd0PhWsfgJcAPABcP7QwPH9f8HIjIXcBfAueAXzqk8zxMHMg70d4NXw78xiGc42HjoOzCFaP2GjhkiMibgU9a89N3l3+oqorI1RryZwHPvsptDx2HOAYt0eP/P6r6AhF5AfByHoFjccjPwT9V1ftE5BQxJPxs4Kev7kwPD4c1BiLyFODTVPXbReRTrukkDxmH/T5Q1WeIyCbwGuDpxJniIwqHPQYi0gKvBX5IVT94dWd5uLhOduGKUR2BQ4aqfsl+v4nIx0Tkcar6URF5HNGTn+I+4AuLv59IzAn7Pj4LaFX13oM544PHIY7Bx4kzwP9py18H/PODOOeDxmE+B6p6n/17TkR+DvhcHoGOwCGOwd8F7hCRPye+024Xkbeo6hfyCMNhvw/sGLsi8npiiPkR5whchzF4FfB+Vf3Baz/bw8H1eA4eDmpq4Gjxq4CzPZ8LvH7NOncBd4rIrcYevdOWOb6W6P3eqLjqMbBUyP8i/w/xxcAfH+7pHgquegxEpBWRRwOIyAz4B8CNyJq/lufglar6eFX9FOBpwJ8+Ep2AK8C1PAcnzWj4jPjvA++9Dud80Limd6KIvBS4Bfi2wz/VQ8NB2IWHh6NmSB7nD/AoYg7r/cCbgdts+R3AjxfrPQ/4gH2+frKPDwJ//aiv5ajGAHgy8FbgXbafJx31NV3PMQBOECtG3gW8B3gF0Bz1NV3v56D4/VO4casGruU5eCzwDnsO3g38MDFSeOTXdR3H4IlEguSfAH9gn+cf9TVdzzGw5S8jcgYG+/f7LnfMqixYUVFRUVFxjFFTAxUVFRUVFccY1RGoqKioqKg4xqiOQEVFRUVFxTFGdQQqKioqKiqOMaojUFFRUVFxqBCRf2KNgAYRueMS6/25iPyRqWS+s1j+FBF5my8Xkc+15SIiPyQiHxCRd4nIZxfb7NeU53PsGB+wbcWWr232cz2OcYnx+FIRudf2da+IPP3hjPuVojoCFRUVFRWHjXcTm0K99QrW/SJVfYqqlg7Dy4AXq+pTgO+1vwG+DPh0+3wj8EqIBhd4EfB3iAJbLyqM7iuBbyi2854dLwR+Q1U/nVi+98LreIz98FfAl6vq3yJqCvzMZda/KlRHoKKioqLiUKGqf6Kq77uWXQCn7fstwEfs+1cAP60RbwPOmLDS2qY89ttpjY15lKjA+ZXFvtY1+zn0Y4jICRH5HyLyuyLy+yLyFTZuv6+qfq3vAbZEZOOqR3EfVInhioqKiopHChS4W6K+/o+p6qts+bcRFRRfTpzAfp4t36/5zqWWf3jNcti/2c/1OMZ3A/9bVZ8nsWHS74rIm1X1QrGfrwZ+T1X3OGBUR6CioqKi4pohl2iko6rrZHLX4WkaG2jdDtwjIu9V1bcC/wr4dlX9ZRH5GuAngH31+q8Vqoff7GdyjDuBfygi/9r+3gSeRFRJRET+BvD9tt6BozoCFRUVFRXXDL1EI52HsQ9voPWXIvIrxNz7W4n58W+11V4H/Lh9vw/45GIXT7Rl+zXluc++T9cH2K/Zz/U4hgBfvS59IiJPBH4FeI6q/tn094NA5QhUVFRUVBw5LE9+yr8TZ7/eQOsjwBfY96cTdfghNuh5jjH7nwo8ZKH3/RpUfRQ4KyJPNSb/c8hNffZr9nM9jnEX8C1FdcHftn/PAL8OvFBVf+dhD+qV4qgbLNRP/dRP/dTPzf0BvoqYK98DPmYGE+DxwBvs+6cCf2if9xBTCr7904jNtf4QeDvwObZcgP8G/BnwR8AdxTb7NeW5g+hg/BnwI5B67uzX7Od6HGML+DHb/3uAX7Pl3wNcIDdR+gPg9oO+P7XpUEVFRUVFxTFGTQ1UVFRUVFQcY1RHoKKioqKi4hijOgIVFRUVFRXHGNURqKioqKioOMaojkBFRUVFRcUxRnUEKioqKioqjjGqI1BRUVFRUXGMUR2BioqKioqKY4z/D1b37RTQLHOWAAAAAElFTkSuQmCC\n", + "datasetInfos": [], + "metadata": {}, + "removedWidgets": [], + "type": "image" + } + }, + "output_type": "display_data" + } + ], + "source": [ + "library.plot_raster(merge_h3_df.first()[\"tile\"][\"raster\"])" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": {}, + "inputWidgets": {}, + "nuid": "956a85c4-69eb-452b-ad43-0e4acaca1f93", + "showTitle": false, + "title": "" + } + }, + "source": [ + "## Merge the Entire Corridor?\n", + "\n", + "> A quick test of the combined size of per H3 rasters in `merge_h3_df` shows the __resulting size would be on the order of 90MB if we attempted to merge further__ - again, this can get unwieldly, so be careful. " + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "bb1b38f6-94bd-4831-a4bc-9a12202fe9d9", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/html": [ + "
memsum_mb_display
89
" + ] + }, + "metadata": { + "application/vnd.databricks.v1+output": { + "addedWidgets": {}, + "aggData": [], + "aggError": "", + "aggOverflow": false, + "aggSchema": [], + "aggSeriesLimitReached": false, + "aggType": "", + "arguments": {}, + "columnCustomDisplayInfos": {}, + "data": [ + [ + "89" + ] + ], + "datasetInfos": [], + "dbfsResultPath": null, + "isJsonSchema": true, + "metadata": {}, + "overflow": false, + "plotOptions": { + "customPlotOptions": {}, + "displayType": "table", + "pivotAggregation": null, + "pivotColumns": null, + "xColumns": null, + "yColumns": null + }, + "removedWidgets": [], + "schema": [ + { + "metadata": "{}", + "name": "memsum_mb_display", + "type": "\"string\"" + } + ], + "type": "table" + } + }, + "output_type": "display_data" + } + ], + "source": [ + "display(\n", + " merge_h3_df\n", + " .select(mos.rst_memsize(\"tile\").alias(\"memsize\"))\n", + " .groupBy()\n", + " .agg(\n", + " F.sum(\"memsize\").alias(\"memsum\")\n", + " )\n", + " .withColumn(\"memsum_kb\", (col(\"memsum\") / F.lit(1024)))\n", + " .withColumn(\"memsum_mb\", (col(\"memsum_kb\") / F.lit(1024)))\n", + " .selectExpr(\"format_number(memsum_mb,0) as memsum_mb_display\")\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "4328c863-b9f8-4237-84b5-ebf956309063", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "output_type": "stream", + "text": [ + "CORRIDOR_DIR: '/home/mjohns@databricks.com/stac/eo-series/corridor', CORRIDOR_DIR_FUSE: '/dbfs/home/mjohns@databricks.com/stac/eo-series/corridor'\n" + ] + } + ], + "source": [ + "CORRIDOR_DIR = \"/home/mjohns@databricks.com/stac/eo-series/corridor\"\n", + "CORRIDOR_DIR_FUSE = f\"/dbfs{CORRIDOR_DIR}\"\n", + "os.environ['CORRIDOR_DIR'] = CORRIDOR_DIR\n", + "os.environ['CORRIDOR_DIR_FUSE'] = CORRIDOR_DIR_FUSE\n", + "\n", + "dbutils.fs.mkdirs(CORRIDOR_DIR)\n", + "print(f\"CORRIDOR_DIR: '{CORRIDOR_DIR}', CORRIDOR_DIR_FUSE: '{CORRIDOR_DIR_FUSE}'\")" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": {}, + "inputWidgets": {}, + "nuid": "62b03b38-ae2c-443a-8674-13af4092a815", + "showTitle": false, + "title": "" + } + }, + "source": [ + "### [1] Write In-Memory Rasters\n", + "\n", + "> Following from the UDF examples for Rasterio in Mosaic [docs](https://databrickslabs.github.io/mosaic/api/rasterio-udfs.html#udf-example-for-writing-raster-files-to-disk), we wil show how to write out the rasters in `merge_h3_df`. Again, this is __1,300 files totalling around 90MBs__ as-is which is not too large, and we perform the writes using a Spark UDF. Also, we add the [recommended Spark configs](https://databrickslabs.github.io/mosaic/api/rasterio-udfs.html#intro) (beyond ones already applied at top of notebook)." + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "8ee6e106-a544-4323-928a-f2952172e319", + "showTitle": false, + "title": "" + } + }, + "outputs": [], + "source": [ + "spark.conf.set(\"spark.sql.execution.arrow.enabled\", \"true\")\n", + "spark.conf.set(\"spark.sql.execution.arrow.maxRecordsPerBatch\", \"1024\")\n", + "spark.conf.set(\"spark.sql.execution.arrow.fallback.enabled\", \"true\")" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "67981ce7-d654-485f-9862-f0b51c27865a", + "showTitle": false, + "title": "" + } + }, + "outputs": [], + "source": [ + "@udf(\"string\")\n", + "def write_tif(raster, file_id, parent_dir):\n", + " from pathlib import Path\n", + " import os\n", + " import shutil\n", + " import tempfile\n", + " \n", + " Path(parent_dir).mkdir(parents=True, exist_ok=True)\n", + " fuse_path = f\"{parent_dir}/h3_{file_id}.tif\"\n", + " if not os.path.exists(fuse_path):\n", + " with tempfile.NamedTemporaryFile() as tmpfile:\n", + " tmpfile.write(raster)\n", + " shutil.copyfile(tmpfile.name, fuse_path)\n", + " return fuse_path" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "9ad51cd1-87d5-4776-aa50-77109973d9bc", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "output_type": "stream", + "text": [ + "count? 1,314\n" + ] + } + ], + "source": [ + "corridor_df = (\n", + " merge_h3_df\n", + " .select(\n", + " \"tile.raster\", \n", + " col(\"index_id\").alias(\"file_id\"),\n", + " F.lit(f\"{CORRIDOR_DIR_FUSE}/band_b02\").alias(\"parent_dir\")\n", + " )\n", + " .repartition(128, \"file_id\")\n", + " .withColumn(\n", + " \"tiff_out\",\n", + " write_tif(\"raster\", \"file_id\", \"parent_dir\")\n", + " )\n", + ")\n", + "\n", + "out_cnt = corridor_df.groupBy(\"tiff_out\").count().count() # <- force full execution\n", + "print(f\"count? {out_cnt:,}\")\n", + "# corridor_df.limit(1).display()" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "717b4944-b8c7-403b-8697-2496a701ded0", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "output_type": "stream", + "text": [ + "num files? 1314\ntotal 89M\n-rwxrwxrwx 1 root root 54K Dec 29 00:23 h3_608197369476939775.tif\n-rwxrwxrwx 1 root root 54K Dec 29 00:24 h3_608197369493716991.tif\n-rwxrwxrwx 1 root root 53K Dec 29 00:24 h3_608197369577603071.tif\n-rwxrwxrwx 1 root root 55K Dec 29 00:24 h3_608197369678266367.tif\n...\n-rwxrwxrwx 1 root root 74K Dec 29 00:24 h3_608216532094287871.tif\n-rwxrwxrwx 1 root root 76K Dec 29 00:24 h3_608216532111065087.tif\n-rwxrwxrwx 1 root root 74K Dec 29 00:24 h3_608216536187928575.tif\n-rwxrwxrwx 1 root root 76K Dec 29 00:23 h3_608216536204705791.tif\n-rwxrwxrwx 1 root root 72K Dec 29 00:24 h3_608216536221483007.tif\n" + ] + } + ], + "source": [ + "%sh\n", + "echo \"num files? $(ls -1 $CORRIDOR_DIR_FUSE/band_b02 | wc -l)\"\n", + "ls -lh $CORRIDOR_DIR_FUSE/band_b02 | head -5\n", + "echo \"...\"\n", + "ls -lh $CORRIDOR_DIR_FUSE/band_b02 | tail -5" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "3fc430dc-7ff6-471c-994a-f517fa2ce471", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "display_data", + "data": { + "image/png": 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\n" 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\n", + "datasetInfos": [], + "metadata": {}, + "removedWidgets": [], + "type": "image" + } + }, + "output_type": "display_data" + } + ], + "source": [ + "library.plot_file(\"/dbfs/home/mjohns@databricks.com/stac/eo-series/corridor/band_b02/h3_608199668408516607.tif\")" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": {}, + "inputWidgets": {}, + "nuid": "f43053e8-3dc7-491e-8a3f-a75e8bfca148", + "showTitle": false, + "title": "" + } + }, + "source": [ + "### [2] Perform Corridor Merge\n", + "\n", + "> We will iterate over the persisted rasters for the corridor per each each H3 cell (from [1]) and generate a single raster. For this example, we follow steps from this [medium](https://medium.com/spatial-data-science/how-to-mosaic-merge-raster-data-in-python-fb18e44f3c8) post." + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": {}, + "inputWidgets": {}, + "nuid": "623b3af2-649d-4c19-a437-2782e3b5ac41", + "showTitle": false, + "title": "" + } + }, + "source": [ + "> [a] Let us first import the libraries and create the output folder with Python path lib." + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "47a3fa43-9af6-4c0b-944c-7fe645de8d8d", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "output_type": "stream", + "text": [ + "raster_path: '/dbfs/home/mjohns@databricks.com/stac/eo-series/corridor/band_b02', out_path_local: 'out/mosaic_corridor_b02.tif, out_dir_fuse? '/dbfs/home/mjohns@databricks.com/stac/eo-series/corridor/out'\n" + ] + } + ], + "source": [ + "from rasterio.plot import show\n", + "from rasterio.merge import merge\n", + "import rasterio as rio\n", + "from pathlib import Path\n", + "\n", + "raster_path = Path(f'{CORRIDOR_DIR_FUSE}/band_b02')\n", + "out_dir_fuse = f'{CORRIDOR_DIR_FUSE}/out'\n", + "out_dir_local = 'out'\n", + "out_path_local = f'{out_dir_local}/mosaic_corridor_b02.tif'\n", + "\n", + "Path(out_dir_fuse).mkdir(parents=True, exist_ok=True)\n", + "Path(out_dir_local).mkdir(parents=True, exist_ok=True)\n", + "\n", + "print(f\"raster_path: '{raster_path}', out_path_local: '{out_path_local}, out_dir_fuse? '{out_dir_fuse}'\")" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": {}, + "inputWidgets": {}, + "nuid": "43d62a7c-b46f-4665-9301-e41ba2f1e1a2", + "showTitle": false, + "title": "" + } + }, + "source": [ + "> [b] Now we iterate over the available .tif files in the data folder. We will merge all files in this data folder and create a mosaic from them. We also create an empty list to hold the files in the data folder." + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "368d6417-44a6-43b2-a2a5-833049336299", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "output_type": "stream", + "text": [ + "num rasters to merge? 1,314\n" + ] + } + ], + "source": [ + "raster_to_mosiac = []\n", + "raster_files = list(raster_path.iterdir())\n", + "num_files = len(raster_files)\n", + "print(f\"num rasters to merge? {num_files:,}\")" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": {}, + "inputWidgets": {}, + "nuid": "91f85d5f-4bba-4818-8648-f382635d9c7a", + "showTitle": false, + "title": "" + } + }, + "source": [ + "> [c] We then loop through the raster files, open them with rasterio and append them to the raster_to_mosiac list we created above. __Note: This took ~6 minutes running on the driver.__" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "20c53092-1a80-4e6b-8ce0-0fd805533edb", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "output_type": "stream", + "text": [ + "...0.76%\n...1.52%\n...2.28%\n...3.04%\n...3.81%\n...4.57%\n...5.33%\n...6.09%\n...6.85%\n...7.61%\n...8.37%\n...9.13%\n...9.89%\n...10.65%\n...11.42%\n...12.18%\n...12.94%\n...13.7%\n...14.46%\n...15.22%\n...15.98%\n...16.74%\n...17.5%\n...18.26%\n...19.03%\n...19.79%\n...20.55%\n...21.31%\n...22.07%\n...22.83%\n...23.59%\n...24.35%\n...25.11%\n...25.88%\n...26.64%\n...27.4%\n...28.16%\n...28.92%\n...29.68%\n...30.44%\n...31.2%\n...31.96%\n...32.72%\n...33.49%\n...34.25%\n...35.01%\n...35.77%\n...36.53%\n...37.29%\n...38.05%\n...38.81%\n...39.57%\n...40.33%\n...41.1%\n...41.86%\n...42.62%\n...43.38%\n...44.14%\n...44.9%\n...45.66%\n...46.42%\n...47.18%\n...47.95%\n...48.71%\n...49.47%\n...50.23%\n...50.99%\n...51.75%\n...52.51%\n...53.27%\n...54.03%\n...54.79%\n...55.56%\n...56.32%\n...57.08%\n...57.84%\n...58.6%\n...59.36%\n...60.12%\n...60.88%\n...61.64%\n...62.4%\n...63.17%\n...63.93%\nissue with 'h3_608199615828721663.tif' '/dbfs/home/mjohns@databricks.com/stac/eo-series/corridor/band_b02/h3_608199615828721663.tif' not recognized as a supported file format.\n...64.69%\n...65.45%\n...66.21%\n...66.97%\n...67.73%\n...68.49%\n...69.25%\n...70.02%\n...70.78%\n...71.54%\n...72.3%\n...73.06%\n...73.82%\n...74.58%\n...75.34%\n...76.1%\n...76.86%\n...77.63%\n...78.39%\n...79.15%\n...79.91%\n...80.67%\n...81.43%\n...82.19%\n...82.95%\n...83.71%\n...84.47%\n...85.24%\n...86.0%\n...86.76%\nissue with 'h3_608200673833517055.tif' '/dbfs/home/mjohns@databricks.com/stac/eo-series/corridor/band_b02/h3_608200673833517055.tif' not recognized as a supported file format.\n...87.52%\n...88.28%\n...89.04%\n...89.8%\n...90.56%\n...91.32%\n...92.09%\n...92.85%\n...93.61%\n...94.37%\n...95.13%\n...95.89%\n...96.65%\n...97.41%\n...98.17%\n...98.93%\n...99.7%\n" + ] + } + ], + "source": [ + "for i,p in enumerate(raster_files):\n", + " try:\n", + " if (i > 0) and (i % 10 == 0):\n", + " print(f\"...{round((i/num_files) * 100, 2)}%\")\n", + " raster_to_mosiac.append(rio.open(p))\n", + " except Exception as e:\n", + " print(f\"issue with '{p.name}'\", e)\n", + " pass" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": {}, + "inputWidgets": {}, + "nuid": "c96e6898-b15d-4278-a1cc-d4ae0462f9d4", + "showTitle": false, + "title": "" + } + }, + "source": [ + "> [d] From this stage on, it is easy. We use the merge() method from rasterio to create the mosaic. We also create the output transformation parameters to use later. __Note: This took ~3 minutes running on the driver.__" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "369a116a-88e4-4ad2-be7b-4fe1c1a2aaee", + "showTitle": false, + "title": "" + } + }, + "outputs": [], + "source": [ + "mosaic, output = merge(raster_to_mosiac)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": {}, + "inputWidgets": {}, + "nuid": "8d601377-d392-4833-b49c-835ed47c981b", + "showTitle": false, + "title": "" + } + }, + "source": [ + "> [e] Now, we copy the raster's metadata and update it to match the height and width of the mosaic." + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "48b26a9f-b65f-48e8-89b6-33772a95ab60", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "output_type": "stream", + "text": [ + "Out[52]: {'driver': 'GTiff',\n 'dtype': 'uint16',\n 'nodata': None,\n 'width': 45051,\n 'height': 12803,\n 'count': 2,\n 'crs': CRS.from_epsg(4326),\n 'transform': Affine(0.00016701855933559542, 0.0, -161.72663715958407,\n 0.0, -0.00016701855933549538, 68.06447716390227)}" + ] + } + ], + "source": [ + "output_meta = raster.meta.copy()\n", + "output_meta.update(\n", + " {\"driver\": \"GTiff\",\n", + " \"height\": mosaic.shape[1],\n", + " \"width\": mosaic.shape[2],\n", + " \"transform\": output,\n", + " }\n", + ")\n", + "output_meta" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": {}, + "inputWidgets": {}, + "nuid": "076ddbda-d195-45e0-bff8-542f1dcedf39", + "showTitle": false, + "title": "" + } + }, + "source": [ + "> [f] Next, we write the mosaiced file in a local folder. __Note: The total size is 2.2G__" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "be863930-ce4b-4ff9-86f4-dc37daa7921e", + "showTitle": false, + "title": "" + } + }, + "outputs": [], + "source": [ + "with rio.open(out_path_local, 'w', **output_meta) as m:\n", + " m.write(mosaic)" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "0fb6a2de-92a0-4b98-9f28-0ac7d736a407", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "output_type": "stream", + "text": [ + "total 2.2G\n-rw-r--r-- 1 root root 2.2G Dec 29 04:50 mosaic_corridor_b02.tif\n" + ] + } + ], + "source": [ + "%sh ls -lh out" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": {}, + "inputWidgets": {}, + "nuid": "4e5e55f8-7b10-410a-a29a-1c92a406e7be", + "showTitle": false, + "title": "" + } + }, + "source": [ + "> [g] let's render the mosaic for the corridor. __Hint: you can right click and 'open in new tab' to be able to zoom in more.__" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "c49c4256-1ad0-45e0-8d6d-34c35a16104e", + "showTitle": false, + "title": "" + } + }, + "outputs": [], + "source": [ + "# - uncomment to render from local file (note: 2.2 GBs)\n", + "# library.plot_file(out_path_local, fig_w=20, fig_h=12)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": {}, + "inputWidgets": {}, + "nuid": "79c17ee1-d3fc-44f6-a834-4923a7d8551c", + "showTitle": false, + "title": "" + } + }, + "source": [ + "_This is a 2.2GB file. Here are screenshots of what it looks like when viewed in QGIS, showing 2 levels of zoom._" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "305f72ef-54e7-4e99-b2e6-fb042c2ca62a", + "showTitle": false, + "title": "" + }, + "jupyter": { + "source_hidden": true + } + }, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/html": [ + "" + ] + }, + "metadata": { + "application/vnd.databricks.v1+output": { + "addedWidgets": {}, + "arguments": {}, + "data": "", + "datasetInfos": [], + "metadata": {}, + "removedWidgets": [], + "textData": null, + "type": "htmlSandbox" + } + }, + "output_type": "display_data" + } + ], + "source": [ + "displayHTML(\"\"\"\"\"\")" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "69df1a3f-d71e-4d82-9a6e-b4ae505668cb", + "showTitle": false, + "title": "" + }, + "jupyter": { + "source_hidden": true + } + }, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/html": [ + "" + ] + }, + "metadata": { + "application/vnd.databricks.v1+output": { + "addedWidgets": {}, + "arguments": {}, + "data": "", + "datasetInfos": [], + "metadata": {}, + "removedWidgets": [], + "textData": null, + "type": "htmlSandbox" + } + }, + "output_type": "display_data" + } + ], + "source": [ + "displayHTML(\"\"\"\"\"\")" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": {}, + "inputWidgets": {}, + "nuid": "dd80cf5f-d19c-40f2-8dd3-e96cf33c27a4", + "showTitle": false, + "title": "" + } + }, + "source": [ + "> [h] once satisfied, we can copy up to out_dir_fuse." + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "d8ee09b9-0715-473a-9fb5-ba2277a33dca", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "output_type": "stream", + "text": [ + "total 2.2G\n-rwxrwxrwx 1 root root 2.2G Dec 29 04:53 mosaic_corridor_b02.tif\n" + ] + } + ], + "source": [ + "%sh\n", + "cp out/mosaic_corridor_b02.tif $CORRIDOR_DIR_FUSE/out\n", + "ls -lh $CORRIDOR_DIR_FUSE/out" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "7eebe0ec-99e0-440b-a1ae-3f45a088390e", + "showTitle": false, + "title": "" + } + }, + "outputs": [], + "source": [ + "# - this is faster from the local file\n", + "#library.plot_file(f\"{CORRIDOR_DIR_FUSE}/out/mosaic_corridor_b02.tif\", fig_w=16, fig_h=16)" + ] + } + ], + "metadata": { + "application/vnd.databricks.v1+notebook": { + "dashboards": [], + "language": "python", + "notebookMetadata": { + "mostRecentlyExecutedCommandWithImplicitDF": { + "commandId": 69050624968264, + "dataframes": [ + "_sqldf" + ] + }, + "pythonIndentUnit": 2 + }, + "notebookName": "05. Merging and Clipping", + "widgets": {} + } + }, + "nbformat": 4, + "nbformat_minor": 0 +} From 25851dafd417d9ea078c8ee3480d868bd9965fb9 Mon Sep 17 00:00:00 2001 From: Michael Johns Date: Thu, 18 Jan 2024 16:38:05 -0500 Subject: [PATCH 12/14] Add files via upload update eo series. --- .../EOGriddedSTAC/06. SAM Integration.ipynb | 4603 +++++++++++++++++ 1 file changed, 4603 insertions(+) create mode 100644 notebooks/examples/python/EarthObservation/EOGriddedSTAC/06. SAM Integration.ipynb diff --git a/notebooks/examples/python/EarthObservation/EOGriddedSTAC/06. SAM Integration.ipynb b/notebooks/examples/python/EarthObservation/EOGriddedSTAC/06. SAM Integration.ipynb new file mode 100644 index 000000000..0e32d488f --- /dev/null +++ b/notebooks/examples/python/EarthObservation/EOGriddedSTAC/06. SAM Integration.ipynb @@ -0,0 +1,4603 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "6e84f666-a037-464f-894b-09bfc729e5e5", + "showTitle": false, + "title": "" + } + }, + "source": [ + "# Segment Anything Model (SAM) Integration\n", + "\n", + "> Making use of H3 global grid indexing when working with rasters. For this example series, we focus on B04 (red), B03 (green), B02 (blue), and B08 (nir).\n", + "\n", + "---\n", + "__Last Update:__ 17 JAN 2024 [Mosaic 0.3.14]" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "12c764ed-3013-43f5-b309-acff5613ce90", + "showTitle": false, + "title": "" + } + }, + "source": [ + "## Setup Notes\n", + "\n", + "> Raster processing is memory intensize. Here are some config tips.\n", + "\n", + "* This notebook was run on AWS [r5d.4xlarge](https://www.databricks.com/product/pricing/product-pricing/instance-types) instances (1-10 workers auto-scaling for up to 160 concurrent tasks).\n", + "* __Optional:__ Prior to launching, the following can be added to the cluster spark configs, adapted from this databricks [blog](https://www.databricks.com/blog/2015/05/28/tuning-java-garbage-collection-for-spark-applications.html) and these JVM tuning [docs](https://docs.oracle.com/cd/E40972_01/doc.70/e40973/cnf_jvmgc.htm#autoId2): `spark.executor.extraJavaOptions -XX:+UseG1GC -XX:+PrintFlagsFinal -XX:InitiatingHeapOccupancyPercent=35 -XX:G1HeapRegionSize=32M -XX:ParallelGCThreads=16 -XX:ConcGCThreads=4`. _This optimization is not required for this example._" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "f98e3311-7ba9-48e3-9edb-0771bd17723f", + "showTitle": false, + "title": "" + } + }, + "source": [ + "## Imports + Config" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "34de873b-82dd-42be-8865-2fd58edf813e", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "output_type": "stream", + "text": [ + "Python interpreter will be restarted.\nPython interpreter will be restarted.\nPython interpreter will be restarted.\nPython interpreter will be restarted.\nPython interpreter will be restarted.\nPython interpreter will be restarted.\n" + ] + } + ], + "source": [ + "%pip install --quiet 'databricks-mosaic<0.4,>=0.3' \n", + "%pip install --quiet databricks-mosaic rasterio==1.3.5 gdal==3.4.3 pystac pystac_client planetary_computer tenacity rich\n", + "%pip install --quiet torch transformers" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "ee690941-1ee0-436c-9a3d-7f62fe37e32a", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "output_type": "stream", + "text": [ + "GDAL enabled.\n\nGDAL 3.4.3, released 2022/04/22\n\n\n" + ] + } + ], + "source": [ + "# -- configure AQE for more compute heavy operations\n", + "spark.conf.set(\"spark.sql.adaptive.coalescePartitions.enabled\", False)\n", + "spark.conf.set(\"spark.sql.shuffle.partitions\", 512)\n", + "\n", + "# -- import databricks + delta + spark functions\n", + "from delta.tables import *\n", + "from pyspark.databricks.sql import functions as dbf\n", + "from pyspark.sql import functions as F\n", + "from pyspark.sql.functions import col, pandas_udf, udf\n", + "from pyspark.sql.types import *\n", + "from pyspark.sql.window import Window\n", + "\n", + "# -- setup mosaic\n", + "import mosaic as mos\n", + "\n", + "mos.enable_mosaic(spark, dbutils)\n", + "mos.enable_gdal(spark)\n", + "\n", + "# -- SAM imports\n", + "from PIL import Image\n", + "from rasterio.plot import reshape_as_raster, reshape_as_image\n", + "from transformers import SamModel, SamProcessor\n", + "\n", + "import numpy as np\n", + "import pandas as pd\n", + "import requests\n", + "import sam_lib\n", + "import torch\n", + "\n", + "# -- other imports\n", + "from datetime import datetime\n", + "from io import BytesIO\n", + "from matplotlib import pyplot\n", + "from rasterio.io import MemoryFile\n", + "\n", + "import library\n", + "import os\n", + "import pathlib\n", + "import planetary_computer\n", + "import pystac_client\n", + "import rasterio\n", + "import requests\n", + "import warnings\n", + "\n", + "warnings.simplefilter(\"ignore\")" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "29521f9e-3c43-48aa-943c-03cd0d965259", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "output_type": "stream", + "text": [ + "Out[2]: '0.3.14'" + ] + } + ], + "source": [ + "mos.__version__" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "9959be65-6ade-4f65-a519-62f4b3123091", + "showTitle": false, + "title": "" + } + }, + "outputs": [], + "source": [ + "%reload_ext autoreload\n", + "%autoreload 2\n", + "%reload_ext library\n", + "%reload_ext sam_lib" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "098da9bd-ffd6-4004-84e0-4bff5815bf8d", + "showTitle": false, + "title": "" + } + }, + "source": [ + "### Databricks Catalog + Schema\n", + "\n", + "> This is for reading and writing out table(s). __Note: these should already exists after running notebook 01.__" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "c60191ea-1404-48a4-ba41-670fa18286ac", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "output_type": "stream", + "text": [ + "Out[4]: DataFrame[]" + ] + } + ], + "source": [ + "# adjust to match your catalog + schema\n", + "catalog_name = \"geospatial_docs\"\n", + "db_name = \"eo_alaska\"\n", + "\n", + "sql(f\"\"\"USE CATALOG {catalog_name}\"\"\")\n", + "sql(f\"\"\"USE DATABASE {db_name}\"\"\")" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "e6b6c266-7506-4cf0-8e59-b6b2c8a11dac", + "showTitle": false, + "title": "" + } + }, + "source": [ + "## Data + Model Load" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "implicitDf": true, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "4264c055-6683-43ad-8b77-947a96713d6d", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/html": [ + "
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"showTitle": false, + "title": "" + } + }, + "outputs": [], + "source": [ + "b02_h3_df = spark.read.table(\"band_b02_h3\")" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "a5fb8144-ac97-4344-8257-b48a983ef177", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "display_data", + "data": { + "image/png": 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\n" 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\n", + "datasetInfos": [], + "metadata": {}, + "removedWidgets": [], + "type": "image" + } + }, + "output_type": "display_data" + } + ], + "source": [ + "library.plot_raster(b02_h3_df.limit(50).collect()[0][\"tile\"][\"raster\"])" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "6ab38c7e-18c1-47ac-8ac0-961dbe91fd08", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "output_type": "stream", + "text": [ + "root\n |-- index_id: long (nullable = true)\n |-- item_id: string (nullable = true)\n |-- date: date (nullable = true)\n |-- band_name: string (nullable = true)\n |-- tile: struct (nullable = true)\n | |-- index_id: long (nullable = true)\n | |-- raster: binary (nullable = true)\n | |-- parentPath: string (nullable = true)\n | |-- driver: string (nullable = true)\n |-- size: long (nullable = true)\n |-- bbox: binary (nullable = true)\n |-- srid: string (nullable = true)\n\n" + ] + } + ], + "source": [ + "b02_h3_df.printSchema()" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "9cf352d1-52d0-480e-af6c-4b533b01edb5", + "showTitle": false, + "title": "" + } + }, + "outputs": [], + "source": [ + "# https://huggingface.co/facebook/sam-vit-huge\n", + "\n", + "def get_device():\n", + " return torch.device(\"cuda\" if torch.cuda.is_available() else \"cpu\")\n", + "\n", + "def load_sam_processor():\n", + " return SamProcessor.from_pretrained(\"facebook/sam-vit-huge\")\n", + "\n", + "def load_sam_model(device=get_device()):\n", + " return SamModel.from_pretrained(\"facebook/sam-vit-huge\").to(device)\n", + "\n", + "sam_model = load_sam_model()\n", + "sam_processor = load_sam_processor()" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "bc223966-a247-4a77-ab7f-8fb4b482c2b2", + "showTitle": false, + "title": "" + } + }, + "source": [ + "## Apply SAM on one of the tiles" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "11b864c9-d783-4d27-8452-5ce65a44e276", + "showTitle": false, + "title": "" + } + }, + "outputs": [], + "source": [ + "tiles = (\n", + " b02_h3_df\n", + " .select(\"tile.*\")\n", + " .limit(50)\n", + " .collect()\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "c5fcbd5e-aa33-4c94-aec7-b7cd69930ec0", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "display_data", + "data": { + "image/png": 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\n" 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\n", + "datasetInfos": [], + "metadata": {}, + "removedWidgets": [], + "type": "image" + } + }, + "output_type": "display_data" + } + ], + "source": [ + "raster = tiles[1][\"raster\"]\n", + "library.plot_raster(raster)" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "85383f09-0c60-4df4-88b0-fe16867bbe2d", + "showTitle": false, + "title": "" + } + }, + "outputs": [], + "source": [ + "def raster_to_image(raster, band_num=1):\n", + " \"\"\"\n", + " Reshape the provided raster for PIL.\n", + " Adapted from https://rasterio.readthedocs.io/en/stable/topics/image_processing.html\n", + " \"\"\"\n", + " try:\n", + " np_raster = library.to_numpy_arr(raster).astype(np.uint8)\n", + " np_img = reshape_as_image(np_raster)\n", + " np_img1 = np_img[:,:, band_num - 1]\n", + " return Image.fromarray(np_img1)\n", + " except:\n", + " return None" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "93e70de2-84b2-4da4-9cc8-55ce1c825190", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "display_data", + "data": { + "image/png": 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\n" + }, + "metadata": { + "application/vnd.databricks.v1+output": { + "addedWidgets": {}, + "arguments": {}, + "data": 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\n", + "datasetInfos": [], + "metadata": {}, + "removedWidgets": [], + "type": "image" + } + }, + "output_type": "display_data" + } + ], + "source": [ + "raw_image = raster_to_image(raster, band_num=1)\n", + "raw_image" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "d51c5c78-49df-483d-ad84-6272affeaff0", + "showTitle": false, + "title": "" + } + }, + "outputs": [], + "source": [ + "def get_masks(raw_image, model=sam_model, processor=sam_processor, device=get_device()):\n", + " inputs = processor(raw_image, return_tensors=\"pt\").to(device)\n", + " image_embeddings = model.get_image_embeddings(inputs[\"pixel_values\"])\n", + " inputs.pop(\"pixel_values\", None)\n", + " inputs.update({\"image_embeddings\": image_embeddings})\n", + "\n", + " with torch.no_grad():\n", + " outputs = sam_model(**inputs)\n", + "\n", + " masks = processor.image_processor.post_process_masks(\n", + " outputs.pred_masks.cpu(),\n", + " inputs[\"original_sizes\"].cpu(),\n", + " inputs[\"reshaped_input_sizes\"].cpu()\n", + " )\n", + " return masks\n", + " \n", + "def get_scores(raw_image, model=sam_model, processor=sam_processor, device=get_device()):\n", + " inputs = processor(raw_image, return_tensors=\"pt\").to(device)\n", + " image_embeddings = model.get_image_embeddings(inputs[\"pixel_values\"])\n", + " inputs.pop(\"pixel_values\", None)\n", + " inputs.update({\"image_embeddings\": image_embeddings})\n", + "\n", + " with torch.no_grad():\n", + " outputs = model(**inputs)\n", + "\n", + " scores = outputs.iou_scores\n", + " return scores" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "256ccf3c-2232-43be-96ad-c3e1ec7f5f38", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "output_type": "stream", + "text": [ + "scores -> tensor([[[0.4749, 0.4699, 0.5877]]])\nmasks -> tensor([[False, False, False, ..., False, False, False],\n [False, False, False, ..., False, False, False],\n [False, False, False, ..., False, False, False],\n ...,\n [False, False, False, ..., False, False, False],\n [False, False, False, ..., False, False, False],\n [False, False, False, ..., False, False, False]])\n" + ] + } + ], + "source": [ + "scores = get_scores(raw_image)\n", + "masks = get_masks(raw_image)\n", + "print(\"scores ->\", scores)\n", + "print(\"masks ->\", masks[0][0][0])" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "fc415928-7b47-47dd-99c1-bef676e615e8", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "display_data", + "data": { + "image/png": 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\n" 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\n", + "datasetInfos": [], + "metadata": {}, + "removedWidgets": [], + "type": "image" + } + }, + "output_type": "display_data" + } + ], + "source": [ + "sam_lib.show_masks_on_image(raw_image, masks[0], scores)\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": {}, + "inputWidgets": {}, + "nuid": "cf63b981-9e2a-4580-b516-4e736bb5807a", + "showTitle": false, + "title": "" + } + }, + "source": [ + "## Scaling model scoring with pandas UDFs\n", + "\n", + "> This is just showing a subset to give an example of the pattern. You can limit further, e.g. `limit(10)`, or can open up to the entire dataset if you like. Running SAM on the specified notebook config took about 10 minutes for 256." + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "861dcd53-cfcd-4750-b4ad-16cc32ee1598", + "showTitle": false, + "title": "" + } + }, + "outputs": [], + "source": [ + "@pandas_udf(\"array\")\n", + "def apply_sam(rasters: pd.Series) -> pd.Series:\n", + " return rasters\\\n", + " .apply(lambda raster: raster_to_image(raster))\\\n", + " .apply(lambda image: get_scores(image).flatten().tolist())" + ] + }, + { + "cell_type": "code", + "execution_count": 0, + "metadata": { + "application/vnd.databricks.v1+cell": { + "cellMetadata": { + "byteLimit": 2048000, + "rowLimit": 10000 + }, + "inputWidgets": {}, + "nuid": "4ef0450f-2915-47ff-8a58-2bcc180e76c7", + "showTitle": false, + "title": "" + } + }, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/html": [ + "
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S2B_MSIL2A_20210601T213529_R086_T07WET_20210602T045011List(608031186639388671, SUkqAAgAAAASAAABAwABAAAAWwEAAAEBAwABAAAAgAAAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAAaAAAATgEAABUBAwABAAAAAgAAABYBAwABAAAABQAAABcBBAAaAAAA5gAAABwBAwABAAAAAQA= (truncated), /dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B02/B02_S2B_MSIL2A_20210601T213529_R086_T07WET_20210602T045011_20210601-213529.tif, GTiff)List(0.48452693223953247, 0.5886961221694946, 0.7317943572998047)
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S2B_MSIL2A_20210601T213529_R086_T07WET_20210602T045011List(608031186622611455, SUkqAAgAAAASAAABAwABAAAAWAEAAAEBAwABAAAAfwAAAAIBAwACAAAAEAAQAAMBAwABAAAACAAAAAYBAwABAAAAAQAAABEBBAAaAAAATgEAABUBAwABAAAAAgAAABYBAwABAAAABQAAABcBBAAaAAAA5gAAABwBAwABAAAAAQA= (truncated), /dbfs/home/mjohns@databricks.com/stac/eo-series/data/alaska/B02/B02_S2B_MSIL2A_20210601T213529_R086_T07WET_20210602T045011_20210601-213529.tif, GTiff)List(0.4379895329475403, 0.4405891001224518, 0.7291674613952637)
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SAM Integration", + "widgets": {} + } + }, + "nbformat": 4, + "nbformat_minor": 0 +} From b0ced436d164625f3927f12aaa995f37ba1ac9ad Mon Sep 17 00:00:00 2001 From: Michael Johns Date: Thu, 18 Jan 2024 16:49:34 -0500 Subject: [PATCH 13/14] Update README.md added EO Gridded STAC series to examples list. --- README.md | 3 ++- 1 file changed, 2 insertions(+), 1 deletion(-) diff --git a/README.md b/README.md index 7551bb864..7277889bd 100644 --- a/README.md +++ b/README.md @@ -57,7 +57,7 @@ __Language Bindings__ As of Mosaic 0.4.0 (subject to change in follow-on releases)... -* _No Mosaic SQL expressions cannot yet be registered with [Unity Catalog](https://www.databricks.com/product/unity-catalog) due to API changes affecting DBRs >= 13._ +* _Mosaic SQL expressions cannot yet be registered with [Unity Catalog](https://www.databricks.com/product/unity-catalog) due to API changes affecting DBRs >= 13._ * [Assigned Clusters](https://docs.databricks.com/en/compute/configure.html#access-modes): Mosaic Python, R, and Scala APIs. * [Shared Access Clusters](https://docs.databricks.com/en/compute/configure.html#access-modes): Mosaic Scala API (JVM) with Admin [allowlisting](https://docs.databricks.com/en/data-governance/unity-catalog/manage-privileges/allowlist.html); _Python bindings to Mosaic Scala APIs are blocked by Py4J Security on Shared Access Clusters._ @@ -154,6 +154,7 @@ Here are some example notebooks, check the language links for latest [[Python](/ | Spatial KNN | Runnable notebook-based example using Mosaic [SpatialKNN](https://databrickslabs.github.io/mosaic/models/spatial-knn.html) model | [python](notebooks/examples/python/SpatialKNN) | | NetCDF | Read multiple NetCDFs, process through various data engineering steps before analyzing and rendering | [python](notebooks/examples/python/NetCDF/) | | STS Transfers | Detecting Ship-to-Ship transfers at scale by leveraging Mosaic to process AIS data. | [python](notebooks/examples/python/Ship2ShipTransfers), [blog](https://medium.com/@timo.roest/ship-to-ship-transfer-detection-b370dd9d43e8) | +| EO Gridded STAC | End-to-end Earth Observation series showing downloading Sentinel-2 STAC assets for Alaska from [MSFT Planetary Computer](https://planetarycomputer.microsoft.com/), tiling them to H3 global grid, band stacking, NDVI, merging (mosaicing), clipping, and applying a [Segment Anything Model](https://huggingface.co/facebook/sam-vit-huge) | [python](notebooks/examples/python/EarthObservation/EOGriddedSTAC) | You can import those examples in Databricks workspace using [these instructions](https://docs.databricks.com/en/notebooks/index.html). From 274dac3502389cf7688acfb097e82831fd1caafe Mon Sep 17 00:00:00 2001 From: Michael Johns Date: Thu, 18 Jan 2024 16:51:28 -0500 Subject: [PATCH 14/14] Update README.md added description. --- .../examples/python/EarthObservation/EOGriddedSTAC/README.md | 2 ++ 1 file changed, 2 insertions(+) diff --git a/notebooks/examples/python/EarthObservation/EOGriddedSTAC/README.md b/notebooks/examples/python/EarthObservation/EOGriddedSTAC/README.md index 5c72f25d6..6e6afebbe 100644 --- a/notebooks/examples/python/EarthObservation/EOGriddedSTAC/README.md +++ b/notebooks/examples/python/EarthObservation/EOGriddedSTAC/README.md @@ -1,5 +1,7 @@ # Earth Observation Gridded STAC Series +> End-to-end Earth Observation series showing downloading Sentinel-2 STAC assets for Alaska from [MSFT Planetary Computer](https://planetarycomputer.microsoft.com/), tiling them to H3 global grid, band stacking, NDVI, merging (mosaicing), clipping, and applying a [Segment Anything Model](https://huggingface.co/facebook/sam-vit-huge) + __Notes:__ * `ipynb` files can be previewed in GitHub and can also be imported into Databricks, more [here](https://docs.databricks.com/en/notebooks/notebook-export-import.html).