From 75b9c0c00d7c6cb56b403996dfbdd1e5a126eeaa Mon Sep 17 00:00:00 2001 From: Blampey Quentin Date: Fri, 20 Sep 2024 16:53:53 +0200 Subject: [PATCH 01/17] bins aggr + auto_save_on_disk settings --- CHANGELOG.md | 6 +++ sopa/__init__.py | 2 + sopa/_sdata.py | 48 +++++++++++++++++++++-- sopa/_settings.py | 5 +++ sopa/io/explorer/images.py | 7 +--- sopa/patches/__init__.py | 2 +- sopa/patches/patches.py | 6 +-- sopa/segmentation/aggregation.py | 67 +++++++++++++++++--------------- sopa/segmentation/stainings.py | 7 +--- sopa/segmentation/tissue.py | 37 +++++++----------- sopa/segmentation/transcripts.py | 10 ++--- sopa/utils/polygon_crop.py | 6 +-- 12 files changed, 118 insertions(+), 85 deletions(-) create mode 100644 sopa/_settings.py diff --git a/CHANGELOG.md b/CHANGELOG.md index 763a41d7..c1f08db0 100644 --- a/CHANGELOG.md +++ b/CHANGELOG.md @@ -1,3 +1,9 @@ +## [x.x.x] - 2024-xx-xx + +### Added +- command `sopa.settings.auto_save_on_disk = False` to not save on disk by default (API only) +- Visium HD bins aggregation (via the `bins_key` argument) + ## [1.1.5] - 2024-09-17 ### Fix diff --git a/sopa/__init__.py b/sopa/__init__.py index 2046c06f..3c868ffb 100644 --- a/sopa/__init__.py +++ b/sopa/__init__.py @@ -9,9 +9,11 @@ configure_logger(log) if "--help" not in sys.argv: + from ._settings import settings from . import utils from . import io from . import segmentation from .segmentation import tissue_segmentation + from .patches import make_transcript_patches, make_image_patches from ._sdata import get_spatial_image, get_spatial_element, to_intrinsic diff --git a/sopa/_sdata.py b/sopa/_sdata.py index 8ec923d5..76e99067 100644 --- a/sopa/_sdata.py +++ b/sopa/_sdata.py @@ -6,13 +6,21 @@ import geopandas as gpd import pandas as pd +import spatialdata from anndata import AnnData from datatree import DataTree from spatialdata import SpatialData from spatialdata.models import SpatialElement -from spatialdata.transformations import Identity, get_transformation, set_transformation +from spatialdata.transformations import ( + BaseTransformation, + Identity, + get_transformation, + get_transformation_between_coordinate_systems, + set_transformation, +) from xarray import DataArray +from . import settings from ._constants import SopaAttrs, SopaFiles, SopaKeys log = logging.getLogger(__name__) @@ -94,8 +102,13 @@ def to_intrinsic(sdata: SpatialData, element: SpatialElement | str, element_cs: """ if isinstance(element, str): element = sdata[element] - cs = get_intrinsic_cs(sdata, element_cs) - return sdata.transform_element_to_coordinate_system(element, cs) + if isinstance(element_cs, str): + element_cs = sdata[element_cs] + + transformation = get_transformation_between_coordinate_systems( + sdata, element, element_cs, intermediate_coordinate_systems=element_cs + ) + return spatialdata.transform(element, transformation=transformation, maintain_positioning=True) def get_intensities(sdata: SpatialData) -> pd.DataFrame | None: @@ -232,3 +245,32 @@ def get_cache_dir(sdata: SpatialData) -> Path: assert sdata.is_backed(), "SpatialData not saved on-disk. Save the object, or provide a cache directory." return sdata.path / SopaFiles.SOPA_CACHE_DIR + + +def get_minimal_transformations(element: SpatialElement) -> dict[str, BaseTransformation]: + transformations = get_transformation(element, get_all=True).copy() + if "global" in transformations: + return {"global": transformations["global"]} + for cs, transform in transformations.items(): + if isinstance(transform, Identity): + return {cs: Identity()} + return transformations + + +def add_spatial_element( + sdata: SpatialData, + element_name: str, + element: SpatialElement, + overwrite: bool = True, +): + sdata[element_name] = element + + if sdata.is_backed() and settings.auto_save_on_disk: + try: + sdata.write_element(element_name, overwrite=overwrite) + except Exception as e: + if overwrite: # force writing the element + sdata.delete_element_from_disk(element_name) + sdata.write_element(element_name, overwrite=overwrite) + else: + log.error(f"Error while saving {element_name} on disk: {e}") diff --git a/sopa/_settings.py b/sopa/_settings.py new file mode 100644 index 00000000..a8b219c5 --- /dev/null +++ b/sopa/_settings.py @@ -0,0 +1,5 @@ +class Settings: + auto_save_on_disk: bool = True + + +settings = Settings() diff --git a/sopa/io/explorer/images.py b/sopa/io/explorer/images.py index 7de0676b..f2b5a3d2 100644 --- a/sopa/io/explorer/images.py +++ b/sopa/io/explorer/images.py @@ -13,7 +13,7 @@ from tqdm import tqdm from xarray import DataArray -from ..._sdata import get_intrinsic_cs, get_spatial_image +from ..._sdata import add_spatial_element, get_intrinsic_cs, get_spatial_image from ...utils.image import resize_numpy, scale_dtype from ._constants import ExplorerConstants, FileNames, image_metadata from .utils import explorer_file_path @@ -230,7 +230,4 @@ def align( set_transformation(image, {pixel_cs: to_pixel}, set_all=True) log.info(f"Adding image {image_name}:\n{image}") - sdata.images[image_name] = image - - if sdata.is_backed(): - sdata.write_element(image_name, overwrite=overwrite) + add_spatial_element(sdata, image_name, image, overwrite=overwrite) diff --git a/sopa/patches/__init__.py b/sopa/patches/__init__.py index 1c69ca64..daf2c8a4 100644 --- a/sopa/patches/__init__.py +++ b/sopa/patches/__init__.py @@ -1 +1 @@ -from .patches import Patches2D, _get_cell_id +from .patches import Patches2D, _get_cell_id, make_image_patches, make_transcript_patches diff --git a/sopa/patches/patches.py b/sopa/patches/patches.py index 3e285014..5d4fb51e 100644 --- a/sopa/patches/patches.py +++ b/sopa/patches/patches.py @@ -19,6 +19,7 @@ from .._constants import EPS, ROI, SopaFiles, SopaKeys from .._sdata import ( + add_spatial_element, get_boundaries, get_cache_dir, get_spatial_element, @@ -210,10 +211,7 @@ def write(self, overwrite: bool = True, shapes_key: str | None = None) -> gpd.Ge } ) geo_df = ShapesModel.parse(geo_df, transformations=get_transformation(self.element, get_all=True).copy()) - - self.sdata.shapes[shapes_key] = geo_df - if self.sdata.is_backed(): - self.sdata.write_element(shapes_key, overwrite=overwrite) + add_spatial_element(self.sdata, shapes_key, geo_df, overwrite=overwrite) log.info(f"{len(geo_df)} patches were saved in sdata['{shapes_key}']") diff --git a/sopa/segmentation/aggregation.py b/sopa/segmentation/aggregation.py index 94c1fa12..bf802db6 100644 --- a/sopa/segmentation/aggregation.py +++ b/sopa/segmentation/aggregation.py @@ -21,6 +21,7 @@ from .._constants import SopaKeys from .._sdata import ( + add_spatial_element, get_boundaries, get_spatial_element, get_spatial_image, @@ -41,7 +42,6 @@ def overlay_segmentation( gene_column: str | None = None, area_ratio_threshold: float = 0.25, image_key: str | None = None, - save_table: bool = False, ): """Overlay a segmentation on top of an existing segmentation @@ -51,7 +51,6 @@ def overlay_segmentation( gene_column: Key of the points dataframe containing the genes names area_ratio_threshold: Threshold between 0 and 1. For each original cell overlapping with a new cell, we compute the overlap-area/cell-area, if above the threshold the cell is removed. image_key: Optional key of the original image - save_table: Whether to save the new table on-disk or not """ average_intensities = False @@ -69,7 +68,6 @@ def overlay_segmentation( gene_column=gene_column, average_intensities=average_intensities, area_ratio_threshold=area_ratio_threshold, - save_table=save_table, ) @@ -100,18 +98,21 @@ def __init__( overwrite: bool = True, image_key: str | None = None, shapes_key: str | None = None, + bins_key: str | None = None, ): """ Args: sdata: A `SpatialData` object overwrite: If `True`, will overwrite `sdata.table` if already existing - image_key: Key of `sdata` with the image to be averaged. If only one image, this does not have to be provided. + image_key: Key of `sdata` with the image to be averaged. If only one image, this does not have to be provided shapes_key: Key of `sdata` with the shapes corresponding to the cells boundaries + bins_key: Key of `sdata` with the table corresponding to the bins table of gene counts (e.g., for Visium HD data) """ self.sdata = sdata self.overwrite = overwrite self.image_key, self.image = get_spatial_image(sdata, image_key, return_key=True) + self.bins_key = bins_key if shapes_key is None: self.shapes_key, self.geo_df = get_boundaries(sdata, return_key=True) @@ -133,7 +134,6 @@ def overlay_segmentation( gene_column: str | None = None, average_intensities: bool = True, area_ratio_threshold: float = 0.25, - save_table: bool = True, ): old_table: AnnData = self.sdata.tables[SopaKeys.TABLE] self.sdata.tables[SopaKeys.OLD_TABLE] = old_table @@ -158,7 +158,7 @@ def overlay_segmentation( table_crop = old_table[~np.isin(old_table.obs[instance_key], gdf_join.index)].copy() table_crop.obs[SopaKeys.CELL_OVERLAY_KEY] = False - self.compute_table(gene_column=gene_column, average_intensities=average_intensities, save_table=False) + self.compute_table(gene_column=gene_column, average_intensities=average_intensities) self.table.obs[SopaKeys.CELL_OVERLAY_KEY] = True self.table = anndata.concat([table_crop, self.table], uns_merge="first", join="outer", fill_value=0) @@ -169,16 +169,13 @@ def overlay_segmentation( self.geo_df = pd.concat([geo_df_cropped, geo_df], join="outer", axis=0) self.geo_df.attrs = old_geo_df.attrs - self.add_standardized_table(save_table=save_table) + self.add_standardized_table() - def add_standardized_table(self, save_table: bool = True): + def add_standardized_table(self): self.table.obs_names = list(map(str_cell_id, range(self.table.n_obs))) self.geo_df.index = list(self.table.obs_names) - self.sdata.shapes[self.shapes_key] = self.geo_df - if self.sdata.is_backed(): - self.sdata.delete_element_from_disk(self.shapes_key) - self.sdata.write_element(self.shapes_key) + add_spatial_element(self.sdata, self.shapes_key, self.geo_df) self.table.obsm["spatial"] = np.array([[centroid.x, centroid.y] for centroid in self.geo_df.centroid]) self.table.obs[SopaKeys.REGION_KEY] = pd.Series(self.shapes_key, index=self.table.obs_names, dtype="category") @@ -197,12 +194,7 @@ def add_standardized_table(self, save_table: bool = True): instance_key=SopaKeys.INSTANCE_KEY, ) - self.sdata.tables[SopaKeys.TABLE] = self.table - - if save_table and self.sdata.is_backed(): - if self._had_table: - self.sdata.delete_element_from_disk(SopaKeys.TABLE) - self.sdata.write_element(SopaKeys.TABLE) + add_spatial_element(self.sdata, SopaKeys.TABLE, self.table) def filter_cells(self, where_filter: np.ndarray): log.info(f"Filtering {where_filter.sum()} cells") @@ -215,17 +207,16 @@ def filter_cells(self, where_filter: np.ndarray): self.table = self.table[~where_filter] def update_table(self, *args, **kwargs): - log.warn("'update_table' is deprecated, use 'compute_table' instead") + log.warning("'update_table' is deprecated, use 'compute_table' instead") self.compute_table(*args, **kwargs) def compute_table( self, gene_column: str | None = None, average_intensities: bool = True, - expand_radius_ratio: float = 0, + expand_radius_ratio: float | None = None, min_transcripts: int = 0, min_intensity_ratio: float = 0, - save_table: bool = True, ): """Perform aggregation and update the spatialdata table @@ -235,19 +226,29 @@ def compute_table( expand_radius_ratio: Cells polygons will be expanded by `expand_radius_ratio * mean_radius` for channels averaging **only**. This help better aggregate boundary stainings min_transcripts: Minimum amount of transcript to keep a cell min_intensity_ratio: Cells whose mean channel intensity is less than `min_intensity_ratio * quantile_90` will be filtered - save_table: Whether the table should be saved on disk or not """ - does_count = (self.table is not None and isinstance(self.table.X, csr_matrix)) or gene_column is not None + does_count = ( + (self.table is not None and isinstance(self.table.X, csr_matrix)) + or gene_column is not None + or self.bins_key is not None + ) assert ( average_intensities or does_count ), "You must choose at least one aggregation: transcripts or fluorescence intensities" + assert ( + gene_column is None or self.bins_key is None + ), "Can't count transcripts and aggregate bins at the same time" if gene_column is not None: if self.table is not None: - log.warn("sdata.table is already existing. Transcripts are not count again.") + log.warning("sdata.table is already existing. Transcripts are not count again.") else: self.table = count_transcripts(self.sdata, gene_column, shapes_key=self.shapes_key) + elif self.bins_key is not None: + self.table = aggregate_bins( + self.sdata, self.shapes_key, self.bins_key, expand_radius_ratio=expand_radius_ratio or 0.2 + ) if does_count and min_transcripts > 0: self.filter_cells(self.table.X.sum(axis=1) < min_transcripts) @@ -257,7 +258,7 @@ def compute_table( self.sdata, image_key=self.image_key, shapes_key=self.shapes_key, - expand_radius_ratio=expand_radius_ratio, + expand_radius_ratio=expand_radius_ratio or 0, ) if min_intensity_ratio > 0: @@ -287,7 +288,7 @@ def compute_table( SopaKeys.UNS_HAS_INTENSITIES: average_intensities, } - self.add_standardized_table(save_table=save_table) + self.add_standardized_table() def _overlap_area_ratio(row) -> float: @@ -484,7 +485,6 @@ def _add_coo( def aggregate_bins( sdata: SpatialData, - table_key: str, shapes_key: str, bins_key: str, expand_radius_ratio: float = 0, @@ -493,17 +493,20 @@ def aggregate_bins( Args: sdata: The `SpatialData` object - table_key: Key of the table containing the bin-by-gene counts shapes_key: Key of the shapes containing the cell boundaries - bins_key: Key of the shapes containing the bins boundaries + bins_key: Key of the table containing the bin-by-gene counts expand_radius_ratio: Cells polygons will be expanded by `expand_radius_ratio * mean_radius`. This help better aggregate bins from the cytoplasm. Returns: An `AnnData` object of shape with the cell-by-gene count matrix """ - bins = sdata.shapes[bins_key].centroid.reset_index(drop=True) # bins as points + bins_table: AnnData = sdata.tables[bins_key] + + bins_shapes_key = sdata.get_annotated_regions(bins_table)[0] + bins = sdata.shapes[bins_shapes_key].loc[sdata.get_instance_key_column(bins_table).values] + bins = gpd.GeoDataFrame(geometry=bins.centroid.values) # bins as points - cells = to_intrinsic(sdata, shapes_key, bins_key).reset_index(drop=True) + cells = to_intrinsic(sdata, shapes_key, bins_shapes_key).reset_index(drop=True) cells = expand_radius(cells, expand_radius_ratio) bin_within_cell = gpd.sjoin(bins, cells) @@ -513,6 +516,6 @@ def aggregate_bins( shape=(len(cells), len(bins)), ) - adata = AnnData(indices_matrix @ sdata[table_key].X, obs=cells[[]], var=sdata[table_key].var) + adata = AnnData(indices_matrix @ bins_table.X, obs=cells[[]], var=bins_table.var) adata.obsm["spatial"] = np.stack([cells.centroid.x, cells.centroid.y], axis=1) return adata diff --git a/sopa/segmentation/stainings.py b/sopa/segmentation/stainings.py index bc9989c7..099af8f0 100644 --- a/sopa/segmentation/stainings.py +++ b/sopa/segmentation/stainings.py @@ -16,7 +16,7 @@ from tqdm import tqdm from .._constants import SopaKeys -from .._sdata import get_spatial_image +from .._sdata import add_spatial_element, get_spatial_image from . import shapes log = logging.getLogger(__name__) @@ -196,9 +196,6 @@ def add_shapes(cls, sdata: SpatialData, cells: list[Polygon], image_key: str, sh geo_df.index = image_key + geo_df.index.astype(str) geo_df = ShapesModel.parse(geo_df, transformations=get_transformation(image, get_all=True).copy()) - sdata.shapes[shapes_key] = geo_df - - if sdata.is_backed(): - sdata.write_element(shapes_key, overwrite=True) + add_spatial_element(sdata, shapes_key, geo_df) log.info(f"Added {len(geo_df)} cell boundaries in sdata['{shapes_key}']") diff --git a/sopa/segmentation/tissue.py b/sopa/segmentation/tissue.py index 6043c970..2d52323c 100644 --- a/sopa/segmentation/tissue.py +++ b/sopa/segmentation/tissue.py @@ -5,7 +5,6 @@ import geopandas as gpd import numpy as np -import spatialdata from datatree import DataTree from shapely.geometry import Polygon from spatialdata import SpatialData @@ -13,7 +12,11 @@ from xarray import DataArray from .._constants import ROI, SopaAttrs -from .._sdata import get_intrinsic_cs, get_spatial_element +from .._sdata import ( + add_spatial_element, + get_minimal_transformations, + get_spatial_element, +) log = logging.getLogger(__name__) @@ -59,9 +62,8 @@ def tissue_segmentation( Returns: `True` if tissue segmentation was successful, else `False` if no polygon was output. """ - assert ( - ROI.KEY not in sdata.shapes - ), f"sdata['{ROI.KEY}'] was already existing, but tissue segmentation is run on top. Delete the shape(s) first." + if ROI.KEY in sdata.shapes: + log.warning(f"sdata['{ROI.KEY}'] was already existing, but tissue segmentation is run on top") image_key, image = get_spatial_element( sdata.images, @@ -77,12 +79,16 @@ def tissue_segmentation( polygons = _get_polygons(image, blur_k, open_k, close_k, drop_threshold) if not len(polygons): - log.warn( + log.warning( "No polygon has been found after tissue segmentation. Check that there is some tissue in the image, or consider updating the segmentation parameters." ) return False - _save_tissue_segmentation(sdata, polygons, image_key, image) + geo_df = gpd.GeoDataFrame(geometry=polygons) + geo_df = ShapesModel.parse(geo_df, transformations=get_minimal_transformations(image)) + + add_spatial_element(sdata, ROI.KEY, geo_df) + return True @@ -121,20 +127,3 @@ def _get_polygons(image: DataArray, blur_k: int, open_k: int, close_k: int, drop contours.extend([c_closed.squeeze()]) return [Polygon(contour) for contour in contours] - - -def _save_tissue_segmentation(sdata: SpatialData, polygons: list[Polygon], image_key: str, image_scale: DataArray): - geo_df = gpd.GeoDataFrame(geometry=polygons) - geo_df = ShapesModel.parse( - geo_df, - transformations=image_scale.attrs["transform"], - ) - - image_cs = get_intrinsic_cs(sdata, sdata[image_key]) - geo_df = spatialdata.transform(geo_df, image_scale.attrs["transform"][image_cs], maintain_positioning=True) - - sdata.shapes[ROI.KEY] = geo_df - if sdata.is_backed(): - sdata.write_element(ROI.KEY, overwrite=True) - - log.info(f"Tissue segmentation added in sdata['{ROI.KEY}']") diff --git a/sopa/segmentation/transcripts.py b/sopa/segmentation/transcripts.py index 31cf85e7..5feffd27 100644 --- a/sopa/segmentation/transcripts.py +++ b/sopa/segmentation/transcripts.py @@ -16,7 +16,7 @@ from tqdm import tqdm from .._constants import SopaKeys -from .._sdata import get_spatial_element, get_spatial_image +from .._sdata import add_spatial_element, get_spatial_element, get_spatial_image from . import aggregation, shapes log = logging.getLogger(__name__) @@ -83,12 +83,8 @@ def resolve( instance_key=SopaKeys.INSTANCE_KEY, ) - sdata.shapes[shapes_key] = geo_df - sdata.tables[SopaKeys.TABLE] = table - - if sdata.is_backed(): - sdata.write_element(shapes_key, overwrite=True) - sdata.write_element(SopaKeys.TABLE, overwrite=True) + add_spatial_element(sdata, shapes_key, geo_df) + add_spatial_element(sdata, SopaKeys.TABLE, table) log.info(f"Added sdata.tables['{SopaKeys.TABLE}'], and {len(geo_df)} cell boundaries to sdata['{shapes_key}']") diff --git a/sopa/utils/polygon_crop.py b/sopa/utils/polygon_crop.py index d11ff45e..4da45f0b 100644 --- a/sopa/utils/polygon_crop.py +++ b/sopa/utils/polygon_crop.py @@ -13,7 +13,7 @@ from spatialdata.transformations import get_transformation from .._constants import ROI -from .._sdata import get_spatial_image +from .._sdata import add_spatial_element, get_spatial_image from .image import resize log = logging.getLogger(__name__) @@ -130,8 +130,6 @@ def polygon_selection( geo_df = gpd.GeoDataFrame(geometry=[polygon]) geo_df = ShapesModel.parse(geo_df, transformations=get_transformation(sdata[image_key], get_all=True).copy()) - sdata.shapes[ROI.KEY] = geo_df - if sdata.is_backed(): - sdata.write_element(ROI.KEY, overwrite=True) + add_spatial_element(sdata, ROI.KEY, geo_df) log.info(f"Polygon saved in sdata['{ROI.KEY}']") From 341eb2c197888b3f115ce8370265142ccd84ac5d Mon Sep 17 00:00:00 2001 From: Blampey Quentin Date: Mon, 23 Sep 2024 10:46:06 +0200 Subject: [PATCH 02/17] added experiment parallelization backend with dask --- CHANGELOG.md | 1 + sopa/_sdata.py | 2 +- sopa/_settings.py | 51 ++++++++++++++++++++++++++++++++ sopa/annotation/tangram/run.py | 4 +-- sopa/cli/check.py | 18 +++++------ sopa/cli/segmentation.py | 2 +- sopa/io/explorer/converter.py | 2 +- sopa/io/explorer/points.py | 7 ++--- sopa/io/explorer/table.py | 2 +- sopa/io/reader/cosmx.py | 4 +-- sopa/io/reader/phenocycler.py | 4 +-- sopa/io/reader/utils.py | 2 +- sopa/io/report/generate.py | 2 +- sopa/io/standardize.py | 2 +- sopa/patches/infer.py | 4 +-- sopa/patches/patches.py | 5 +--- sopa/segmentation/aggregation.py | 8 ++--- sopa/segmentation/shapes.py | 6 ++-- sopa/segmentation/stainings.py | 15 +++++----- sopa/segmentation/tissue.py | 6 ++-- sopa/segmentation/transcripts.py | 2 +- sopa/utils/data.py | 11 +++---- tests/test_aggregation.py | 5 +--- 23 files changed, 104 insertions(+), 61 deletions(-) diff --git a/CHANGELOG.md b/CHANGELOG.md index c1f08db0..be2cab20 100644 --- a/CHANGELOG.md +++ b/CHANGELOG.md @@ -3,6 +3,7 @@ ### Added - command `sopa.settings.auto_save_on_disk = False` to not save on disk by default (API only) - Visium HD bins aggregation (via the `bins_key` argument) +- Experimental parallelization backend for the API: `sopa.settings.parallelization_backend = 'dask'` ## [1.1.5] - 2024-09-17 diff --git a/sopa/_sdata.py b/sopa/_sdata.py index 76e99067..a26dfe70 100644 --- a/sopa/_sdata.py +++ b/sopa/_sdata.py @@ -54,7 +54,7 @@ def get_boundaries( if not warn: raise ValueError(error_message) - log.warn(error_message) + log.warning(error_message) return (None, None) if return_key else None diff --git a/sopa/_settings.py b/sopa/_settings.py index a8b219c5..59a3f888 100644 --- a/sopa/_settings.py +++ b/sopa/_settings.py @@ -1,5 +1,56 @@ +import logging +from typing import Callable + +import dask +import dask.delayed +from dask.distributed import Client +from tqdm import tqdm + +dask.config.set({"dataframe.query-planning": False}) # SpatialData issue with dask-expr + +log = logging.getLogger(__name__) + + class Settings: auto_save_on_disk: bool = True + AVAILABLE_PARALLELIZATION_BACKENDS = [None, "dask"] + + def __init__(self) -> None: + self._parallelization_backend = None + + @property + def parallelization_backend(self): + return self._parallelization_backend + + @parallelization_backend.setter + def parallelization_backend(self, value): + assert ( + value in self.AVAILABLE_PARALLELIZATION_BACKENDS + ), f"Invalid parallelization backend. Available options are: {self.AVAILABLE_PARALLELIZATION_BACKENDS}" + self._parallelization_backend = value + + def _run_with_backend(self, functions: list[Callable]): + if self.parallelization_backend is None: + log.warning( + "Running without parallelization backend can be slow. Consider using a backend, e.g. `sopa.settings.parallelization_backend = 'dask'`." + ) + return [f() for f in tqdm(functions)] + else: + log.info(f"Using {self.parallelization_backend} backend") + return getattr(self, f"_run_{self.parallelization_backend}_backend")(functions) + + ### Dask backend + def _run_dask_backend(self, functions: list[Callable]): + client = Client() + + @dask.delayed + def run(f): + return f() + + res = dask.compute(*[run(f) for f in functions]) + client.close() + + return res settings = Settings() diff --git a/sopa/annotation/tangram/run.py b/sopa/annotation/tangram/run.py index 76ebddbb..8959ebe2 100644 --- a/sopa/annotation/tangram/run.py +++ b/sopa/annotation/tangram/run.py @@ -64,7 +64,7 @@ def __init__( self.ad_sc = ad_sc if not self.ad_sp.uns.get(SopaKeys.UNS_KEY, {}).get(SopaKeys.UNS_HAS_TRANSCRIPTS, False): - log.warn( + log.warning( "The values in adata.X doesn't seem to be transcript count, which may create unexpected behaviors when running Tangram." ) @@ -212,7 +212,7 @@ def run_group(self, level: int = 0, indices_sp=None, indices_sc=None): ) if indices_sp is not None and len(indices_sp) == 0: - log.warn("No cell annotated in the upper level...") + log.warning("No cell annotated in the upper level...") return indices_sp = self.ad_sp.obs_names if indices_sp is None else indices_sp diff --git a/sopa/cli/check.py b/sopa/cli/check.py index 0ab7c6f5..84f306cb 100644 --- a/sopa/cli/check.py +++ b/sopa/cli/check.py @@ -16,7 +16,7 @@ def _open_config(path: str) -> dict: with open(path, "r") as f: return yaml.safe_load(f) except: - log.warn(f"Config file '{path}' could't be read. Make sure that the file exist and that it is a YAML file") + log.warning(f"Config file '{path}' could't be read. Make sure that the file exist and that it is a YAML file") return @@ -35,7 +35,7 @@ def reference( try: adata = anndata.read_h5ad(reference_path) except: - log.warn( + log.warning( f"scRNAseq reference at '{reference_path}' could't be read. Make sure that the file exist and that it can be open by `anndata.read_h5ad`" ) return @@ -44,13 +44,13 @@ def reference( MIN_CELLS = 1_000 if adata.n_vars >= MIN_GENES: - log.warn(f"The reference must have at least {MIN_GENES} genes. Found {adata.n_vars}.") + log.warning(f"The reference must have at least {MIN_GENES} genes. Found {adata.n_vars}.") if adata.n_obs >= MIN_CELLS: - log.warn(f"The reference must have at least {MIN_CELLS} cells. Found {adata.n_obs}.") + log.warning(f"The reference must have at least {MIN_CELLS} cells. Found {adata.n_obs}.") if not (cell_type_key in adata.obs): - log.warn( + log.warning( f"Column adata.obs['{cell_type_key}'] not found. Update your anndata object, or provide another --cell-type-key argument" ) @@ -61,7 +61,7 @@ def reference( counts = adata.obs.groupby(next_key, observed=True)[current_key].value_counts().unstack() n_parents = (counts > 0).sum(1) if (n_parents == 1).all(): - log.warn( + log.warning( f"All populations on {next_key} must have one and only one parent in {current_key}. The number of parents is the following:\n{n_parents}" ) @@ -86,7 +86,7 @@ def _get(config, *args): def _check_dict(config: dict, d: dict, log, prefix: str = "config"): for key, values in d.items(): if key not in config: - log.warn(f"Required config key {prefix}['{key}'] not found") + log.warning(f"Required config key {prefix}['{key}'] not found") elif isinstance(values, dict): _check_dict(config[key], values, log, f"{prefix}['{key}']") elif isinstance(values, list): @@ -99,7 +99,7 @@ def _check_dict(config: dict, d: dict, log, prefix: str = "config"): display = "\n - ".join( element if isinstance(element, str) else " AND ".join(element) for element in values ) - log.warn(f"One of these element must be in {prefix}['{key}']:\n - {display}") + log.warning(f"One of these element must be in {prefix}['{key}']:\n - {display}") CONFIG_REQUIREMENTS = { @@ -126,7 +126,7 @@ def config(path: str = typer.Argument(help="Path to the YAML config")): if _get(config, "annotation", "method") == "tangram": sc_reference_path = _get(config, "annotation", "args", "sc_reference_path") if not sc_reference_path: - log.warn("Tangram used but no config['annotation']['args']['sc_reference_path'] found") + log.warning("Tangram used but no config['annotation']['args']['sc_reference_path'] found") else: cell_type_key = _get(config, "annotation", "args", "cell_type_key") or "cell_type" reference(sc_reference_path, cell_type_key=cell_type_key) diff --git a/sopa/cli/segmentation.py b/sopa/cli/segmentation.py index 04aa1587..227aed84 100644 --- a/sopa/cli/segmentation.py +++ b/sopa/cli/segmentation.py @@ -224,7 +224,7 @@ def comseg( config = json.load(f) comseg_patch(temp_dir=patch_dir, patch_index=patch_index, config=config) else: - log.warn( + log.warning( "Running segmentation in a sequential manner. This is not recommended on large images because it can be extremely slow (see https://github.com/gustaveroussy/sopa/discussions/36 for more details)" ) for path_index_folder in tqdm(list(Path(patch_dir).glob("*")), desc="Run all patches"): diff --git a/sopa/io/explorer/converter.py b/sopa/io/explorer/converter.py index c4b385d7..816d51e6 100644 --- a/sopa/io/explorer/converter.py +++ b/sopa/io/explorer/converter.py @@ -141,7 +141,7 @@ def write( df = to_intrinsic(sdata, df, image_key) write_transcripts(path, df, gene_column, pixel_size=pixel_size) else: - log.warn("The argument 'gene_column' has to be provided to save the transcripts") + log.warning("The argument 'gene_column' has to be provided to save the transcripts") ### Saving image if _should_save(mode, "i"): diff --git a/sopa/io/explorer/points.py b/sopa/io/explorer/points.py index 574d384b..b319175a 100644 --- a/sopa/io/explorer/points.py +++ b/sopa/io/explorer/points.py @@ -4,16 +4,13 @@ from math import ceil from pathlib import Path -import dask +import dask.dataframe as dd import numpy as np import zarr from ._constants import ExplorerConstants, FileNames from .utils import explorer_file_path -dask.config.set({"dataframe.query-planning": False}) -import dask.dataframe as dd # noqa - log = logging.getLogger(__name__) @@ -54,7 +51,7 @@ def write_transcripts( location = np.concatenate([location, np.zeros((num_transcripts, 1))], axis=1) if location.min() < 0: - log.warn("Some transcripts are located outside of the image (pixels < 0)") + log.warning("Some transcripts are located outside of the image (pixels < 0)") log.info(f"Writing {len(df)} transcripts") xmax, ymax = location[:, :2].max(axis=0) diff --git a/sopa/io/explorer/table.py b/sopa/io/explorer/table.py index 121986ec..46405f72 100644 --- a/sopa/io/explorer/table.py +++ b/sopa/io/explorer/table.py @@ -102,7 +102,7 @@ def write_cell_categories(path: str, adata: AnnData, is_dir: bool = True) -> Non for i, name in enumerate(cat_columns): if adata.obs[name].isna().any(): NA = "NA" - log.warn(f"Column {name} has nan values. They will be displayed as '{NA}'") + log.warning(f"Column {name} has nan values. They will be displayed as '{NA}'") adata.obs[name] = adata.obs[name].cat.add_categories(NA).fillna(NA) categories = list(adata.obs[name].cat.categories) diff --git a/sopa/io/reader/cosmx.py b/sopa/io/reader/cosmx.py index 42266030..bb02f056 100644 --- a/sopa/io/reader/cosmx.py +++ b/sopa/io/reader/cosmx.py @@ -176,7 +176,7 @@ def _read_stitched_image( morphology_coords: list[str], **imread_kwargs, ) -> tuple[da.Array, list[str] | None]: - log.warn("Image stitching is currently experimental") + log.warning("Image stitching is currently experimental") fov_images = {} c_coords_dict = {} @@ -210,7 +210,7 @@ def _read_stitched_image( stitched_image.loc[{"c": c_coords_dict[fov], "y": slice(ymin, ymax), "x": slice(xmin, xmax)}] = im if len(c_coords_dict[fov]) < len(c_coords): - log.warn(f"Missing channels ({len(c_coords) - len(c_coords_dict[fov])}) for FOV {fov}") + log.warning(f"Missing channels ({len(c_coords) - len(c_coords_dict[fov])}) for FOV {fov}") return stitched_image.data, c_coords diff --git a/sopa/io/reader/phenocycler.py b/sopa/io/reader/phenocycler.py index 4fe15748..8e9af2a4 100644 --- a/sopa/io/reader/phenocycler.py +++ b/sopa/io/reader/phenocycler.py @@ -85,10 +85,10 @@ def _get_IJ_channel_names(path: str) -> list[str]: if ij_metadata_tag and "Labels" in ij_metadata_tag.value: return ij_metadata_tag.value["Labels"] - log.warn("Could not find channel names in IJMetadata.") + log.warning("Could not find channel names in IJMetadata.") return default_names - log.warn("The TIF file does not have multiple channels.") + log.warning("The TIF file does not have multiple channels.") return default_names diff --git a/sopa/io/reader/utils.py b/sopa/io/reader/utils.py index 8c3a06a8..11d23b5a 100644 --- a/sopa/io/reader/utils.py +++ b/sopa/io/reader/utils.py @@ -142,7 +142,7 @@ def ome_tif(path: Path, as_image: bool = False) -> DataArray | SpatialData: channel_names = _ome_channels_names(path) if len(channel_names) != len(image): channel_names = [str(i) for i in range(len(image))] - log.warn(f"Channel names couldn't be read. Using {channel_names} instead.") + log.warning(f"Channel names couldn't be read. Using {channel_names} instead.") image = DataArray(image, dims=["c", "y", "x"], name=image_name, coords={"c": channel_names}) image = _image_int_dtype(image) diff --git a/sopa/io/report/generate.py b/sopa/io/report/generate.py index ecca7d18..18303ea9 100644 --- a/sopa/io/report/generate.py +++ b/sopa/io/report/generate.py @@ -211,6 +211,6 @@ def compute_sections(self) -> list[Section]: section = getattr(self, name)() sections.append(section) except Exception as e: - log.warn(f"Section {name} failed with error {e}") + log.warning(f"Section {name} failed with error {e}") return [section for section in sections if section is not None] diff --git a/sopa/io/standardize.py b/sopa/io/standardize.py index 97598e06..d9488b9a 100644 --- a/sopa/io/standardize.py +++ b/sopa/io/standardize.py @@ -23,7 +23,7 @@ def sanity_check(sdata: SpatialData, delete_table: bool = False, warn: bool = Fa _check_integer_dtype(image.dtype) if len(sdata.points) > 1: - log.warn( + log.warning( f"The spatialdata object has {len(sdata.points)} points objects. It's easier to have only one (corresponding to transcripts), since sopa will use it directly without providing a key argument" ) diff --git a/sopa/patches/infer.py b/sopa/patches/infer.py index e2e46b8d..91e09324 100644 --- a/sopa/patches/infer.py +++ b/sopa/patches/infer.py @@ -50,11 +50,11 @@ def _get_extraction_parameters( scale0 and extraction level. """ if level is None and magnification is None: - log.warn("Both level and magnification arguments are None. Using level=0 by default.") + log.warning("Both level and magnification arguments are None. Using level=0 by default.") level = 0 if backend is None: - log.warn("No backend found, using downsample=1") + log.warning("No backend found, using downsample=1") if magnification is None or backend is None: return level, 1, patch_width * 2**level, 1.0, True # TODO: what if scaling != 2? diff --git a/sopa/patches/patches.py b/sopa/patches/patches.py index 5d4fb51e..efba79ad 100644 --- a/sopa/patches/patches.py +++ b/sopa/patches/patches.py @@ -5,7 +5,7 @@ from math import ceil from pathlib import Path -import dask +import dask.dataframe as dd import geopandas as gpd import numpy as np import pandas as pd @@ -27,9 +27,6 @@ to_intrinsic, ) -dask.config.set({"dataframe.query-planning": False}) -import dask.dataframe as dd # noqa - log = logging.getLogger(__name__) diff --git a/sopa/segmentation/aggregation.py b/sopa/segmentation/aggregation.py index bf802db6..02d71a1b 100644 --- a/sopa/segmentation/aggregation.py +++ b/sopa/segmentation/aggregation.py @@ -5,6 +5,7 @@ import anndata import dask +import dask.dataframe as dd import geopandas as gpd import numpy as np import pandas as pd @@ -30,9 +31,6 @@ from ..io.explorer.utils import str_cell_id from . import shapes -dask.config.set({"dataframe.query-planning": False}) -import dask.dataframe as dd # noqa - log = logging.getLogger(__name__) @@ -207,7 +205,7 @@ def filter_cells(self, where_filter: np.ndarray): self.table = self.table[~where_filter] def update_table(self, *args, **kwargs): - log.warning("'update_table' is deprecated, use 'compute_table' instead") + log.warninging("'update_table' is deprecated, use 'compute_table' instead") self.compute_table(*args, **kwargs) def compute_table( @@ -242,7 +240,7 @@ def compute_table( if gene_column is not None: if self.table is not None: - log.warning("sdata.table is already existing. Transcripts are not count again.") + log.warninging("sdata.table is already existing. Transcripts are not count again.") else: self.table = count_transcripts(self.sdata, gene_column, shapes_key=self.shapes_key) elif self.bins_key is not None: diff --git a/sopa/segmentation/shapes.py b/sopa/segmentation/shapes.py index 75b48617..3c2ecae0 100644 --- a/sopa/segmentation/shapes.py +++ b/sopa/segmentation/shapes.py @@ -102,12 +102,12 @@ def _ensure_polygon(cell: Polygon | MultiPolygon | GeometryCollection) -> Polygo geoms = [geom for geom in cell.geoms if isinstance(geom, Polygon)] if not geoms: - log.warn(f"Removing cell of type {type(cell)} as it contains no Polygon geometry") + log.warning(f"Removing cell of type {type(cell)} as it contains no Polygon geometry") return None return max(geoms, key=lambda polygon: polygon.area) - log.warn(f"Removing cell of unknown type {type(cell)}") + log.warning(f"Removing cell of unknown type {type(cell)}") return None @@ -149,7 +149,7 @@ def geometrize(mask: np.ndarray, tolerance: float | None = None, smooth_radius_r max_cells = mask.max() if max_cells == 0: - log.warn("No cell was returned by the segmentation") + log.warning("No cell was returned by the segmentation") return [] cells = [_contours((mask == cell_id).astype("uint8")) for cell_id in range(1, max_cells + 1)] diff --git a/sopa/segmentation/stainings.py b/sopa/segmentation/stainings.py index 099af8f0..ab1bb687 100644 --- a/sopa/segmentation/stainings.py +++ b/sopa/segmentation/stainings.py @@ -1,6 +1,7 @@ from __future__ import annotations import logging +from functools import partial from pathlib import Path from typing import Callable, Iterable @@ -13,8 +14,8 @@ from spatialdata import SpatialData from spatialdata.models import ShapesModel from spatialdata.transformations import get_transformation -from tqdm import tqdm +from .. import settings from .._constants import SopaKeys from .._sdata import add_spatial_element, get_spatial_image from . import shapes @@ -155,11 +156,11 @@ def write_patch_cells(self, patch_dir: str, patch_index: int): gdf.to_parquet(patch_file) def write_patches_cells(self, patch_dir: str): - log.warn( - "Running segmentation in a sequential manner. This is not recommended on large images because it can be extremely slow (see https://github.com/gustaveroussy/sopa/discussions/36 for more details)" - ) - for patch_index in tqdm(range(len(self.sdata[SopaKeys.PATCHES])), desc="Run all patches"): - self.write_patch_cells(patch_dir, patch_index) + functions = [ + partial(self.write_patch_cells, patch_dir, patch_index) + for patch_index in range(len(self.sdata[SopaKeys.PATCHES])) + ] + settings._run_with_backend(functions) @classmethod def read_patches_cells(cls, patch_dir: str | list[str]) -> list[Polygon]: @@ -174,7 +175,7 @@ def read_patches_cells(cls, patch_dir: str | list[str]) -> list[Polygon]: cells = [] files = [f for f in Path(patch_dir).iterdir() if f.suffix == ".parquet"] - for file in tqdm(files, desc="Reading patches"): + for file in files: cells += list(gpd.read_parquet(file).geometry) log.info(f"Found {len(cells)} total cells") diff --git a/sopa/segmentation/tissue.py b/sopa/segmentation/tissue.py index 2d52323c..336eb7a8 100644 --- a/sopa/segmentation/tissue.py +++ b/sopa/segmentation/tissue.py @@ -63,7 +63,7 @@ def tissue_segmentation( `True` if tissue segmentation was successful, else `False` if no polygon was output. """ if ROI.KEY in sdata.shapes: - log.warning(f"sdata['{ROI.KEY}'] was already existing, but tissue segmentation is run on top") + log.warninging(f"sdata['{ROI.KEY}'] was already existing, but tissue segmentation is run on top") image_key, image = get_spatial_element( sdata.images, @@ -79,7 +79,7 @@ def tissue_segmentation( polygons = _get_polygons(image, blur_k, open_k, close_k, drop_threshold) if not len(polygons): - log.warning( + log.warninging( "No polygon has been found after tissue segmentation. Check that there is some tissue in the image, or consider updating the segmentation parameters." ) return False @@ -100,7 +100,7 @@ def _get_polygons(image: DataArray, blur_k: int, open_k: int, close_k: int, drop assert thumbnail.shape[2] == 3, "The image should be in RGB color space" if thumbnail.shape[0] * thumbnail.shape[1] > 1e8: - log.warning( + log.warninging( "Tissue segmentation is computationally expensive for large images. Consider using a smaller image, or set the `level` parameter." ) diff --git a/sopa/segmentation/transcripts.py b/sopa/segmentation/transcripts.py index 5feffd27..2cb397c0 100644 --- a/sopa/segmentation/transcripts.py +++ b/sopa/segmentation/transcripts.py @@ -118,7 +118,7 @@ def _read_one_segmented_patch( ratio_filtered = (gdf.area <= min_area).mean() if ratio_filtered > 0.2: - log.warn(f"{ratio_filtered:.2%} of cells will be filtered due to {min_area=}") + log.warning(f"{ratio_filtered:.2%} of cells will be filtered due to {min_area=}") gdf = gdf[gdf.area > min_area] diff --git a/sopa/utils/data.py b/sopa/utils/data.py index a2807b8b..6737b3a8 100644 --- a/sopa/utils/data.py +++ b/sopa/utils/data.py @@ -2,8 +2,8 @@ import logging -import dask import dask.array as da +import dask.dataframe as dd import geopandas as gpd import numpy as np import pandas as pd @@ -17,9 +17,6 @@ from .._constants import SopaKeys from ..patches.patches import _map_transcript_to_cell -dask.config.set({"dataframe.query-planning": False}) -import dask.dataframe as dd # noqa - log = logging.getLogger(__name__) @@ -143,7 +140,11 @@ def uniform( df = dd.from_pandas(df, chunksize=2_000_000) - points = {"transcripts": PointsModel.parse(df, transformations={"global": affine, "microns": Identity()})} + points = { + "transcripts": PointsModel.parse( + df, transformations={"global": affine, "microns": Identity()}, feature_key="genes" + ) + } if include_vertices: points["vertices"] = PointsModel.parse(vertices) diff --git a/tests/test_aggregation.py b/tests/test_aggregation.py index 9bac58b3..77bbf777 100644 --- a/tests/test_aggregation.py +++ b/tests/test_aggregation.py @@ -1,5 +1,5 @@ -import dask import dask.array as da +import dask.dataframe as dd import geopandas as gpd import numpy as np import pandas as pd @@ -8,9 +8,6 @@ from sopa.segmentation import aggregation -dask.config.set({"dataframe.query-planning": False}) -import dask.dataframe as dd # noqa - def test_average_channels_aligned(): image = np.random.randint(1, 10, size=(3, 8, 16)) From 064f7a2f2d0223ba1d0ebed24fcda87a20fbcd6b Mon Sep 17 00:00:00 2001 From: Blampey Quentin Date: Mon, 23 Sep 2024 18:20:02 +0200 Subject: [PATCH 03/17] added Visium HD tutorial --- CHANGELOG.md | 5 +- docs/tutorials/visium_hd.ipynb | 356 +++++++++++++++++++++++++++++++ mkdocs.yml | 1 + sopa/segmentation/aggregation.py | 3 +- 4 files changed, 362 insertions(+), 3 deletions(-) create mode 100644 docs/tutorials/visium_hd.ipynb diff --git a/CHANGELOG.md b/CHANGELOG.md index be2cab20..9ecf4469 100644 --- a/CHANGELOG.md +++ b/CHANGELOG.md @@ -1,9 +1,10 @@ ## [x.x.x] - 2024-xx-xx ### Added -- command `sopa.settings.auto_save_on_disk = False` to not save on disk by default (API only) +- Visium HD tutorial - Visium HD bins aggregation (via the `bins_key` argument) -- Experimental parallelization backend for the API: `sopa.settings.parallelization_backend = 'dask'` +- New API settings (`sopa.settings.auto_save_on_disk = False`) to not save on disk by default +- Experimental API parallelization backend: `sopa.settings.parallelization_backend = 'dask'` ## [1.1.5] - 2024-09-17 diff --git a/docs/tutorials/visium_hd.ipynb b/docs/tutorials/visium_hd.ipynb new file mode 100644 index 00000000..da32c54f --- /dev/null +++ b/docs/tutorials/visium_hd.ipynb @@ -0,0 +1,356 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Visium HD tutorial\n", + "\n", + "For this tutorial, we use the [mouse small intestine public dataset](https://www.10xgenomics.com/datasets/visium-hd-cytassist-gene-expression-libraries-of-mouse-intestine) from 10X Genomics." + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "import sopa" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/quentinblampey/Library/Caches/pypoetry/virtualenvs/sopa-hDHgkEug-py3.9/lib/python3.9/site-packages/anndata/_core/anndata.py:1820: UserWarning: Variable names are not unique. To make them unique, call `.var_names_make_unique`.\n", + " utils.warn_names_duplicates(\"var\")\n" + ] + }, + { + "data": { + "text/plain": [ + "SpatialData object\n", + "├── Images\n", + "│ ├── 'Visium_HD_Mouse_Small_Intestine_full_image': DataTree[cyx] (3, 21943, 23618), (3, 10971, 11809), (3, 5485, 5904), (3, 2742, 2952), (3, 1371, 1476)\n", + "│ ├── 'Visium_HD_Mouse_Small_Intestine_hires_image': DataArray[cyx] (3, 5575, 6000)\n", + "│ └── 'Visium_HD_Mouse_Small_Intestine_lowres_image': DataArray[cyx] (3, 558, 600)\n", + "├── Shapes\n", + "│ └── 'Visium_HD_Mouse_Small_Intestine_square_002um': GeoDataFrame shape: (5479660, 2) (2D shapes)\n", + "└── Tables\n", + " └── 'square_002um': AnnData (5479660, 19059)\n", + "with coordinate systems:\n", + " ▸ 'downscaled_hires', with elements:\n", + " Visium_HD_Mouse_Small_Intestine_hires_image (Images), Visium_HD_Mouse_Small_Intestine_square_002um (Shapes)\n", + " ▸ 'downscaled_lowres', with elements:\n", + " Visium_HD_Mouse_Small_Intestine_lowres_image (Images), Visium_HD_Mouse_Small_Intestine_square_002um (Shapes)\n", + " ▸ 'global', with elements:\n", + " Visium_HD_Mouse_Small_Intestine_full_image (Images), Visium_HD_Mouse_Small_Intestine_square_002um (Shapes)" + ] + }, + "execution_count": 2, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "sdata = sopa.io.visium_hd(\"/Users/quentinblampey/data/visium_hd/Visium_HD_Mouse_Small_Intestine\")\n", + "sdata" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "First, we can segment the tissue (i.e., create the contour of the tissue) based on the H&E image.\n", + "It will prevent from segmenting cells on empty regions.\n", + "\n", + "Here, `image_key` is the name of the \"hires\" image. The \"full resolution\" image is not necessary for tissue segmentation." + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "True" + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "sopa.tissue_segmentation(sdata, image_key=\"Visium_HD_Mouse_Small_Intestine_hires_image\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "We can see the contour of the tissue in red:" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\u001b[34mINFO \u001b[0m Using matplotlib \n" + ] + }, + { + "data": { + "image/png": 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TePrpp//qM9lstmSXviAIGBgYoKGh4b90ZkWZylSmMpWpTP9/Iiklo6OjtLe3v+o06L8H/UMCjr6+PorFIi0tLSXXW1pa/t2jrm+44Qauu+6616J6ZSpTmcpUpjK9bmj37t3/5cMa/1/oHxJw/E/o2muv5WMf+5j9Pjw8zJQpU1j94lqqq6rcjTqAFHZ6SKH+CEAiEQACJAIhpL5BXwSEkEghdVml3hOhv0ukui98j1SfpCg9d0K9Uz+pX+cJdV1KoV4jdTH6ORF6r6m31HUVCBDg4SG9wD4rhEAWASFtPVwH6DZL/VuoZVKa38DTdRLegW83/SqQUur6h9suQh0gEZ7up3A/SDUutmtVI2yb3e8eAQFC10mqJuEqbips+kmar0gpkUU9Lp4AGeg6CD1meoylQHgS8PCEqoeQIDyh+1q9XOixkOa9UoAnkUGYxxxPhAZdjTW6TaFbw0FOw4tCemp8Qw8LPFtvU76n+18g7FXTMarrhS7QnYti7ghCdRaaQUzfmD4Mc51ibWlmBVJIRCBsv9q6Cd2fUt+DmQN6VYkMQHrgydCAqhskpXNKyvCcDPGOrpuQID3hOlePpRRSFa/HT5iHTA8IzccSPE/Y8t1rpO0npGuXG0PDjMLNeytI9LNC19/2ub4XFJ8X3LwIixUhvRBf6LH3RGju6PqKwHKF5QnTx+GRlgIIDAuCDNRTbto48kJT0FTcjI+9JK3MsbLIzD3Ds1ouSRHop0rHT/Wjmn8SI8e0/JNSsYMuTti+CJXimVe53jUy2iPEdxxIRqbrMvX8FYF6WYCSZYHmI9uN+oN6h4dAhu6RIVnqgwhs/0ip+8YzckP3ne2rEsmr+0MXKcLz0cxfTw1FgNtVSzVEj4qHpBiucmjUYGx0lIMPXkJVWEf+HekfEnA0Njbi+z7d3d0l17u7u2ltbf2rz8TjceLx+KuuV1VWUVVZrTnVXNVcWxRqsIxgcGpTM6hiI4HnFLyUSE+WDBzSc4LDlmAmsxZaRgWUAIhAF6kVXUgZCPc6S1apIcLzWDG5fr+Quk1aKYYVhPkcGMUaKs8wsrCtUC13okGqe6TAs7IprEjNNw+h3uD6OSTJ7FQS7hnTfjNF7L/SqLWQ8jTaCgUIgqIVm9jShRF4CiAYYYYUBBSRRT0Oeo7bkQv1JQgHPoSnBITQ7SvpM0AIhDRKRhAQ4BF6b2gMLBiToToI107TPgtYbasMJJU4ceKFpLDpF+nuk9gypESDEYEnAqQWXq7PTV+ElYTrR4Sw5RGuj1H+QpclPSWzwdXTTgajzbTEJQi1TnOSBnpSOt6ygA6jUB1XqG50oEeBC42cQkaEFBIvELYK9q2m34RR0A50St14UxPwSs+HccysgYYR7E5JGjL9KDV/Gt43/O54SLVOCnPNvEiXLCynqPET4GllbiGkUVy6Dwfv3kq+rZqmw5rU+wJZwjNSSmWcFAIyO0dJzqq2fCasbAzJRyNjtJwJAzBh+Eg4aSKl1PNKD4vpE2y32/40/WsAnMWfQCCk26kyOKA8oTsZH6OMS2eDE/N27jjLJqTi0WLL0+OmeMlKQ/MyIc2kUvcEwhWCA6pCasQWhPWPKT9Q/BqSu9IL8UtIb0hpOSVUU88ZWlZChhWG6iAhJEHIalTDbsCOqU+ocn9H+ofcaTQWi7Fs2TIefvhhey0IAh5++GGOPPLI/1ZZRlgaYaSElxEQwowqkkDrsb/S8SGdZlCzMJMsxNCOvZ31F1YEJbLKCDhbS3WvtBxkxJFBHuZTSO0I4SwCW7C07RCh9kitEJwQcT1kLZRQp9kr0gh7Z8VII8+QVmK4uWYUp3R1CHelsHIQcN4Xwv1m+kWE/rdoRdhnpdNX+idVnwO9JiX9JM17zKDKkLA0/GD6zqCWACP5nNcqVD3pau2UmSnfVVAYr4y9FgKHRsAY0GD7SHeYkY0ydB2p6xa6LjQv2/YLpOtE0KLTtcF9tmBDSjvIdkRkaZ1saTL8avW8kf1mnhmecPhMzxLdfquYbH3CmhqsNWfHMTTour4WhlngQOi6ZlMvxEN2rplrpr3YssJTAqNspOf6MnSL+tfDQS2BlJ7lN9eWsDAJKV/biVLrCQVABu7YxMYvv4g3Ea6JcNa4hKAYEBjNXQy3BMZv2UT6e9vY9bnnzfTQL3T18oSg+7vP8fz1j7HnpxuAIOShOQARhApxBrnEKM8wn8rwF+HabGsosYadKwwrc9w4m/mpnzQo3T5h3qM4qcTMss0UhHvGygIrD0JNDfFDaZ3NzyEPlh4HJ4c1Fxve8KQGBUZOap4XpR5AaXg5kBA40YOeilZKO4QQaltofKwcdfNEPW/4UveAdNV/Lekf0sMB8LGPfYyLLrqI5cuXc9hhh3HjjTcyPj7Oe97znv9eQZZ5nFtNaIYodbM5QBIQOFmGev4A9VHi0Q0FFJxSxylmi14F2moyFpx6m5OvIevUlCGcrejIMLUVp1bQE7L/SngxJECEqYeulLBxDFHSxpD+A6ldgxLn2gtVyeIMFXew9S21CM27S2toXN7G1W3dsUjXN0a/Cn2vnYRG9piK6jKFsjzspHWiHRvvkBJnM4XbrttQ4kYSDjsIVNlal5pwhxBeCaeU8IW1nE2ZBwg0IaxLVopAlWkFfPhW5Tv1TFNCQkcY8CE8ZBCEvEbmHlEiuM2rSwWyaS/hO0LfhfWOOS+VAUzC3KHr6TwPpt+QAVL5f5ySlcab4xGIwNbEw9MKBjsZheETfZN5r50Hpp8Nr+vxVeWEW13qzUP/rhS96yczJ63r23WmnevWO2LGtVR42PJcn3ihAQjNXeHZTlFeB8GWP2yhua+KsfQLpL68PARMVAcIIbTHVQCBCi3ocj0EWx7YR2z/AGt6uznM8zRIN8pWjdvOT6wiWD3KxIZNDB2xAPARIrDty+/OkuhIKKloDB9hqurZcVHeXN1PYZEl3Hy3RkJILAQEtlzrKdZjLqxWDSt8HF8fwF8lHktzn7R32KsidEcoAmt5IzxvlJwN10PXwLS7pEzjuVMPK+8O4BljV2I8Fnb40XNVywHnodTjGwgXMjJyNlRXhx6kG9sw2T454PoBX18L+ocFHBdeeCG9vb187nOfY//+/Rx88MHcd999r0ok/a+RBIsozV/jeiuNCUsChPDwpP0VMEoNnFDT5WoFL8PMrK3sAwIS+rPQ7jHtqrNxQaecENLJK0FI0DmysER4eCFlYkGLDE2dsLLAhAJkSZnGi6HitUp4yZKXBaE5H7JKjJA0YEN6yn2n3dpqknh2XhiIF86NKc1N8OzfAGcFmX5BBiGFIlS9KKmajsHr9loLX4+BFArESe3OFMrCw9ZLqPqa50MK3YyfwLVbeTdMX5l2lcjTEs+FsaokAhOulw4VacAmQsrVKFU9ZMJT7tDAuHhNG1AWtdPC+pVOSFqhLyW6C0LKwwEiWSqBXSU9V4rr28AqXZUn4bmypBP9droYsOKFOskoLwM2dDnh/rT3WX4N5z0JPYaBDiP+NZXk4fJWZMk/VnmrDKWSWWtaDMJ5RA4gZbUKCAKXo1CimKVyu5uSQxPL09NHAoHU8FcAeIhCwLSF03j+Ny+w+WWPKWu3seCPF6JyNUy9QXhGyUmE8BWwEZJgtMD4YJrn+kfJFWDsn18h9an52LmEUo8PPfYysb4oZx5/MN2jGd01Rq5Jok1Rm/EhEMT8CIGUBPo/G3azY2wb4cCUnsuBlm0lKlAKwp5dEQqJWeYwfaLbJmR4bNWoORHq4UlpA3CIogYVxiAwFGgjIdx3qDCIbrvwIJDq97BXw8wlVYavxzQI8YdR/lZa6veYeqprnn6/DSVpeWfD5NIZaRZ2hTCFMHwgZQnOMGJERXIE4ZwtGzoFK4NeK/qHBRwAV155JVdeeeX/UxklNntI+LrvpSEJI3QDEboPNz2MDDfAxCFKd78wwliAdQcaQYxmoJCwt3pBiR3rciZQDKdsP2VFW2VqQwSGoQyDqrp6eoJat6Z2wdm4dODpWHeg8z48jAtaxYV9Aoqq7QY8SQleAMKzXgWrbHQXCq3MkD5W+WGilNorI0AlWpl2C9v3Kiyqc0CsF8i5xu2EF5gS9XstRtB1MQBTAwRpoGHg8gsEIWeM8ZaYGGdoPI1nTJj8ATf5VVKu8SphAYB6pxZcxmq1oOIAHjWVkCHXrlEqplGmn9WAhKx603ZjJYXqJo0VLxwP6fbIQCA8QRCEFLoRRELlLZmEuNCPLmaNwHgPVBtQlpgZAzvqthEhBWksPKntQVEiNBVvCvccajwDKfBQfOXyFWztkBp4GIs5/LwSvgZUKSEvdMKd5S3PAH0j8M1ASR0pEe6lNv5tlKUuR2iL3/KDqaTQ/a7A9+g929j+hefpHBW0xaMc8+ezyE2K2ZCt4aOtm7opFPMceshcVm3exwKTEGtzGLRckh4BBtiovu+9Zw9VezNMWdJBYscwtVvHyIUtYCnwx6E10sLmxjSFjmoaNw/jQqV6/OOajwJB/4vdPPWeB2mqqCV2SC3zPnMQyUkVto3GYHGgTzG8MH0eDmHouaHEqCidxAZGSCehBYE10NRwhPhKur43wlWJ1ADwkaKICuF6uj4HynfPec1MPYSaH54nbAqG9UxrUCClhySPJ6IWgJv6K4NE5/dJXesStpTuu5XNuu3C9qb2ngpkIJ3cVcgIh36M11eDZq17RKD42shRx8Om/rym9A+Zw/G3JGncyoahcVrGk0Z0uURA9KBZr4JBnpY5lcAybsJAohW3Y99Ay7uwtQNSJTB6+nnPlamUiADpI6RPECh0Lj1hoWogjGs3sNDHczoOg5KN50AKYYWP09LqZoEk/LDU/RDoW1WiVNG5yI3gFUY5CgIDqExthMAToXaFhYEW6sJ814LITELPCqcAgcmYN213VoOxDLSxbcfFAjfr2QjZqdpaksLENXXGvzBKTrfBDreup/ZyqCx59Xw4/8JYkQZU4EYSIQM7BmEXiUCA51abBEikAZUBWlCGBH2IXd0QeBZ4CFNXAUjfCXHTzZgAT+BEq9RtEyiwoetowmrC8FkglFIrUdomd8AoAcP3EpOs7LwA0jZdmproMJTiOQOwQnPAjIHOCXBMp8GLUONpIZSUBFJb2ca61Jacapabs0oIG0XrvHUGoNucE8JDZtpi/jkAyBihLk1YwUMWJbmxIsL3wikClOT+5AN2dQ0xUAg46YSF9MUi/OionyDG9Jwz7/AE05Ip5jdM4w8vb2GosJcYnm5poGRBUSCLOilQK1qJxBeCzhe6mP6hI5jhxyjOrmasUOqNEBJe/PgTtDVV8IG3LKXznm0UljZpZRzoWSTxhac/SaqzsLypjcmVVfDHLoKujPJqCe3vEB6eFPh37iPywoji1wP4yMwi9R7PzBqQHiZ9yHCuFIECgqbdQqpwj8mJ0DxpvLLmPUFINlpZZ8dTuv+sfA9C8tLNA8/TAANlLJmQnqfzVYSQ2sMhlS4ocTMImzekWC8AiqEBwOoXQuNiLkidhBzoPwKQgWfBRhD2VEunyq1vyiSyWs+nsDxrZP5rjDde/4DDaNEgJECMoMSTqgeE1ALNuLCd+wltEYHL8XA2ZGCRrkGZCInnq/d41jVnBC7aClSfA+tiM9okQFLAxUBDwh4DjtS9gSgihRfKsUALcrO8UFmwtq56IhsF7rw6WnwbJWL4Nwixv4lBCxSiN1Kh6OL5asK5mDmALBqh4opRPa3DQBpQmH7wpBFsgbN6jO4xSzZD2Ekpp6ITHoEeO2PBmOVoUosMPT5KUDghaJMXPeXiNn5GgxeEBUVmwqprpg9tm6Wve9QkCxpXbVhxOXewQLOW8WoJMw5G+atOlyZnVWre1Z4QKYywlgjPJPppL5K0skUDOG1hCsN3LoSCLhvLrQLhOeVleQSJDEzWvme7A5N/IrQFGfaK4MIEAt957IxHDtulpaS1tQPlApX/4ZSBAbkiMApfj4EMcV2Yjc1FA7LM18B8NpZCeH6Yuww4k5b/wm2UMrCWaCzmk9uTIbNjjIk94wS5AjLwLGAKJoo0DMdYcMJiivNrWLq8gwvffCzPH3eHAz265Kr2SrbkJ3j7CUtpFE3kkba+Qis0ob0+bq26sobn1ddQ0Rhlsx9w+i1nsW7fGBHhE0gFdAvDOdbs2s/cGw9n/7YhsrVRpqxYrEVjhInOcfI9GYKgiMAj35PlxUseYKJQQDb6eEtaGHpoP4V0HinV8nEhAyJrRkm8NEEkFtN6zni0jIyVVpaZ3A/0fDXM4GaM0CEpFeRR89Ak7rrwsLLNfKx2DzOUlO6ZA8Nins7bsUvMAz0f1FgZDCOBwFf1MT5XPGNQKp4SGnyjw6yY/A2pgJNn32N4VedpaT6Set6I0EuFAF+EfLxCCUO72s14OkOhK2fcBXaOC/OLDFyIFlHSTa8Fvf4BByBkoPVsKHwiPOVct257DSqEYSgBgc4617FoKaS2pozy8DEuKuvVkw6BmtF0AlWjc+PO9Yyr270/PJnCTKc5SLcocO9FKwV7T6DqrfeXsC5NPSEAAiPMhXYJ2hwKYQU5AiskDFpRt7l3Sy+w8U0XT9flI8mk87iIuLBvwAIbYRWwaYcqQ4MwI3xCFn4YhAXWSna9HA4NWS+VWZ2g4/zCU+5Tz7hRhbA1w1ou2JcqK8bcEVg+ctPV1DwIJXbpSW6BngmX6HtDGtFa2ZovjedF6mZZ70bIYndAUnWQCkXpcj0zfoYHlcCzfG0ARDgvx4A76ZUIt3AbLW9Q2j7r7Ak8LeRCbmX9TuNNLHG1277TY67HK/zOQAtI3TCriVzMWzhFBTbcg5Su7y2FLFoZUmqaP4KsUYZ67pv3SAN49Hia2Wy/G75V9xef2oA48d2IFecTnPRugj89jl1NhGB88wCdv3iFdU/sZMOq3QwOTJBZWMmg77sR0u0p1ERoakiy58XdzJ3VTBAUdZ95Vk9LERAUQm3XdZsYzrD7m2s55pi59O0YJW+cZkLxUjQaYUq8kmhOsLlnBD8dpXfjXgIhKezpJ3veZfgnvQn/gceQFPGTETrevBT/8MnET5hKW0OU9B9eIRjP2QR2rwjRiSJBLeQq9CwxHl4BBjZ4wmfklX76H92NzCuw4cbZTFfdlsBzTIbzsqnfDP9rsCAMr4b4uoQDbOkW4xC4LCwrM4wXwHpYRSgEIbEeXKQ1pOyERVi5ZMJLwq53Dc0Mz8h3Haa109voIg/jDRRWvpXOKyXyhfYiOT2jvjigIu1vpuzQfa8h/UPncPxNyCgOa9mauLpTlE70SMC4pkPp1Afkc5Qkm+qnDLNZl7I0q12EVThWQQhh44Tm7VbDhJ43qLk0Q8jVRZpYpSi5rMvU6lGirQqnUJ1h64SvYmCHhE18G5uMJChZh4rJx1CK1lRdZakr5ZCqirpq4yKxMvQpPEXMN5sDoftB6I4y9TQeKfSTdmSEy3YPKwUFBrXnw/O0e9KEVoyQCSmWkHdBRc88Pfl1WSKkqMPvsG3UgEo47nKM4noYacIObuCEDNxthB8UoTHW4AZcrokQ1sNk91RxHeNqJk2uh8QbLiDyEDTFXJ1MnDsECIxdYkMCSMIb0hmusREqKOkfI/gw7m8N6g3TqL7SbhwMBMcKY6doXO6K4ze0ItA8Eg4lWhRg6m54R9o+MeBGIAjyEj8myI/kGH26j+qOFJEFNa4HpbRjUDKuoEOY6v2VP72Ryn69pH8A+MDjDD50FbmbPovwwEtEqJxSR3bcY9r8NrztQzz8zadYvrBZl+X4qv4D86mYGIOBKg46YyETEia6xuh7ZA/1R7aSmlOr8nF85flg6zjDu/uofcNUUke1EvGqGFzdyb71u5GZCc06CqTJSkF7WzUp6XP8Gxexfut+6t4/B1GU+B+9htmdD6h6XPI2BtZvwEvV07iokQ33bacxW6Rv/QDN5y3Aq4ybgUAWBLKpkvxbKyi2+W58JdqIUB2Y7hxh/MPfo7LzZcTPP4k8ammY4UND5+a70J4ONw90/odQPMMBJZiQkCpIryQzfGfljoMgjsfsoGJkupk36jYZKl+HWsz8KcU3Ia+5sFPYISZ9TQMKpyYUw1rDxE1ky8fGU2T73WqRsGBC6xgdiheeTRhVXqMDKvsa0P8vPBxWsxhsadFmaMkcUgvCEMN5AbIEbISRrX6uBCRKPZDOtenuRClxDhTmbtDDGFXodY8y/LydKKWMoiwIE6cLlWatUM3AVmHoIgPwiwJ25/BWDuMPFkvKf5XDW+hrJjSBce16oSodyMgGYBhLwZVp4YsQNjks3GumDuapcE8ar0gJbDGeFxlWIxZV6CuerTee8grYpFDdDGE8QPZ3YQGayT0g1K/6i+v2ENgJV972XaglGkvpz6K0nWa8w8kA4WedBAsVp4F0CWOWvsuAMS8QRAaKkHYruBTpJZHG61DSEAf21Ni7+WJBQKh6Shg6r0PJSNo8H+dydzFCLexDdbfNxfUxOpShg/WudFOMdVOHUELJnHXzOFrpK338ym6qrr4W+Y73Mvrt2/Bypf0oSgowFry5QxIZ6gEgH6slH1OApe72b5P6/vcASM6spfGCOVQ2phjdM8DWPf3UTGtl0vwOrUSk7cyCDFj4scNY+OUjyRxdSb4/w+jl32TqJy+k4c2nIh96WvVfAHJwhNh730/7xy+h8Ov7iTQk2ba9j7Wda0nkoKJvhGIQ2A4SCHqKeYKNGXqe38eyzyxFApn7XqDhiTtdCwt5YvfeQ2EiT/fTe4gJyO8cpDg2TvVp7XipiBqbgqSYk+QbPPJtEd2vEkRAMWfyd8CXEv+fvsTiNTcyfegh6i97NxSDknG1PSxDEsiwizXKtOKXIsR0TmKGuFR9sh4KXRGdH6eAsJZBJaiZUFmhUQ/xqCxlhRAXGNnmjD1pMIbxaFhZEpqVlsFL5ZYqVgttAzRKmN3oADOPjLwJVy4MS0IeyteQ/n8AOEIK3S7rM9dLVZyx0AGLHg1Cdla2CX/IA8oPl2TVIqXxRKlBgLATvpSjjBA1bkPfKUyMp8GFHQwzl7rjhG2nlK9eTYJJsBMShgqMf28budu6yD/YS9CTxSmvUIKcEYAl4MjUVepmheMe4UlR2t/oupo4vJ0IIlS+gNLkP61ATfvtzHSwolSTmMlVCgLM2JjYt32d0O5L1FJVz/NtfoBT+G6Unfs01CxMm6Qt09xfMrOFs9T/ysg7QSFDL7Tj6wSNMOBEGL19QP6MEZwSnFu5tA+Dugj5jhjSlxRloEGKZ8NvBog5IKD7WtqdQGzNiwVphbkI11dPAfVR2DlkauzaKK0gNn1gvIAmTi8AUZCIvGuHCn+EWA+lREzsHKmeW/Whe9h32QPsvn+H44QSYCwhUACn7rqP0db9R9q6HmX6lz5A8uDDSF/yTSiE3hNKjlWtNkaMQMTU523t53Fn++fJN3YAUPXFz+Pt2YOIeyQqBT27e3nyqa0MBlmmHttB8oqZIAUTG8ZY/9776f7jFvyIjxSSot7RK3rH3cx/9kbqinuo6NtK3ZXvRQQqsTL1zW9QveleUntX03TNxcQYYMyDRLKVbTtHWPSe5Y6P9byNFWHX7TuZ6M7gVQsoFGn87AcBGPCbWestBCCy5iVEXJA8pprB3T3sHM5Q98GDSM6s1h5ANYdEhaBQaxQfVnG++JWXQEJ64yC9J19H+/0/tj3vDfS7YbD8KUr5WY9r6cQr5UG78ZjFsiHZ6wXuThH+4PjPhGgtb4VzvsKPhWpR+s1dNVjaXQklhBOCGPqayykzD7p6oMWolZdWlDjPYRj0G6Ahwm8STmZrKXyAbnpt6HUPOIQ0yipksRmL1jKAcSPrFQnWNW0G2ox9OHlHP2/XN7uRM7FEq5ikATEOY4bRplHQynVnFJZx0xnGd+VZp7DQ7jydF2IDItKVK83kNbE/oSaqRBLkCgw8tYful/ZROKIaOS2hGytt+8KMCuhYoY6X2jZpxpfa82CT1wwoCLO+c2kb67ckJot2LwbCZv+Hu9eeWWHdiOoGm+Zr2m5ycYzr0AoYT4+/Upl2t1l9v+f54IFvstPNZPZc0YEshsZROMvFVKFkHJ2Schs+hYGVE0k2Bm0BlQMw9gETUw4pWLeBXWDDfAdupazc/Z6GA2qsAqCYFMiYyWUJPStl6O2lLlvlcAlc2gcSL6JDjKb+IWWuuj4018wQSYmQOhVQj4/914hXrbBMH+e/8xDbD76UgQ/eiid83DwKK6NQyEdIYque5vTfXcriO97OrMveysTp1+Dl89iYjOYPBdIliXXPEaZk3zam/PF6qj99LbJQ1HxlJLzipMRzg3gFHbqqrQVg+q7b6R+QPHrUd0lH1LXkT39KICWVJ7Yx59hWTn3XMmbXVLJoURuFNp/89j6q33Q6x//p7Sy44kTijzym56DKTar7+mcAKMRVeZH+bhK/uwUxOkrFj26ydfYLWVLP3cNBkytppYG2TI7YZTNVH2UCGFH9NnPFDIZ39TB3Vj3FQBL5zs9I7tkKwMOtl9Ibn656t78fJgKi9/XQVpViflsVdVMrEDUxQC05FT7gCb08V42Jp2XI/PfMIZ8vUPvbnzJn7bdK+rc4dZrKq9L9KRDs+8If2XfoteSe22rDZSYMrvCvG3VM6NooWiG0rSRdeM2GNCQCExLVQUTLt1LnbADSsyxrRIfZEt55OnFhRPM8wuoSrCw01w3QDS1KMHXAZLsJW5Zd8oxrkwMKqo/VtvYmX6+ovSY6XGw9sGYXFV1/65UslRGvBb3uAQfhpPmQclc6Lwh1uLGGghIXuyd9bfxIXZxiIBF4FhHbA3sssjSbH2klopNTnarVZ3N4OgQDWv+aSKSesF7IXS1BWMVphKP+EqhnTJDCJHAZYQ4m1KOVuZBQhNQTGeLxKC0ndRA7uRER12u4PayQL0kyJAzSDOgwCN0pIffdKUPT+5ak1C5ME8dwPwVBUR+YFprtegJJpF3yFg5POECFBUkW/esJidROR726R/WNUXgC4asVPmavDdP0IAgIggCTPW5WG5g2GTjlVhhohAIawDoes31hl56YftGARxhBhRMsuLFTh0E58GM7TytMNeYCG9swwlnzojQCibAwkzbWLIQkEK6mnq6LsPX3bb2NAFW9GGA2THJtMnwk9BYJqq5mozrFOUWk2Y+bolIS4THXQlIIidjfR9tX38VhvX9g7m1X4J30drx0RgPv8FkXDugJKYj/6hfE5AQCSXV6G5Nf+Ddq5i8h1j+k5rsWC0WhVs+IvIqhrD32+2xsvoBcu7Ly4zf/mKovXk96qKDbqdofe+5Z+s89lvjCE/DXbyTznkvV/cEQZx3WS12sEnHC2wFIfv8HiLExvKoYMw6bTHusgjnvXE7u5CSyGFB13Q3UjGxQ/ZpNU/Ged0KgllL6Tz2LPzQAwLbPPMTOluMAiNx2J6lf/MLOn5HKOQD4nTtp+PwSpk9JceJnTqBYoWZF+tu/InrC6SRuu5u6t01m/j0nIa+fjQAq/vQ7APbHptJVO59oRVJ3qIcfEbTOmkRdVRUVJ7VSc+ZkNcsCkyApLR+q5GHHJxUdFcQfe4Lq738ZgIH2BWyfrvpEVlVinPySgPwX/o3F372IRZ0/oO3sFfhbO+28E3iYgwBDOhy7M4vJ59F85DyJzltn5rZZaWbWioiwsLUA2zKy3oNGy2+9gwzGOEXLswM8GTKw2WSKj42HXNjZp6S2Bfha9ocAs1kBZfVC6N9AaIAjtYEmABHoFdIeNv/QVsl4yBWgEmHs8xrQ6x9waAqfKWFRJGqQ1EAZ5eTyOlRSZIAUPgQqvKEOENKWL0opOo+7sfCF8/4ZkKA3FVJzUCPSQIEOlXepUbAQejmrZ5nPeRmcskfnmyA8AmGUnb5LGEXuAJbxcgRSqDXkPkycX0fjT48g9q4OiHjOKJYaTRtlJyR4gS0bO2n0Kh7dYS6vQuo8Cq8EQNuJb5OxBEYbC4x+FM7rELinkJ7Wk2EBopI5DXaEEIiTuCXIZpyF3m1EqgQ7pWADq5DNeClrWqp9KjCWhll9Y+7ToFKafAdjhTkxIoyQwfoVkEKENmXz7DhKa6WppkvpoTW/C4vp7aZtqEtn9kupHRpSJ7hZUKT7xMSnMUrBDjQ27CWF/d3NEs3bUqjwnFYIwoAbQsDOdKDUQBG7lhfMfhEByACKMnDPCLfYkUD1hyeFnSMC4Murya3Zh795E6KQt/xUt/ZeKuYuJvfoS3qvAv2MtST1KrT+XgBGU7NY33QaAJGRHlKHHwEjwxoYG5aTBPqAyJpX/khXxwU8O/srZGadBEDiBzdR++jdYU2H994PMTW7h6qhNVSfdhrFaVNdHZ/8Dbt2jfBsbBEAXpCn9ooPKAB1XjuFK1soviWFjPp4L6yl6r6bAVjddhYA/kSa5C9+iQyKJH93CwBjyXb27cyzf/JRAMTWvUjssUcBGEk2071A1dVb+SzFmKTqR4cycXaVAtO79jL1Gx+hrusvVF55MQQ5/OooMhUhmJgg/vILAPR2nMbculqKWXWIi0wmCSo98h/uYPInl1J1ySxEVHuFBWppMsKGPr2igLEAWRCo1VuC1L/9BIBc0yzS7/4l0aQ+bLNQ1H0ZIAaHaf3+p2z/ecUslR/5oDb0tGw2YW+pFLrhPRf+xvIoUuiVdG5uGimq5rmn8zdMro8ryXx3+3gI+37L+6H5U4KAhFCbAh4oO2z+CUpoBXrRvVUYbtmsDYEIs3rJSVPVNmnUmAUWJTLXk9oj7ZXIOGUvhL20rx297gFHoJWDVVPaarJg1oQPLJNpi8yACCOYhfOMqFVIgUW8RvmZ8ozCA5dPIbQmKVlyKj215MvMGcxEkJahAKwHznJSyDMica5sU4IBtMbAkGYa6V08pVSrNQRIz7PC1rP6X2rGFPazMSA0VFAXtEI3+U26ZqrdwnwTobwYlKI3FoRW8BYWiJB7PJSzoS5J65CSGtCYjbPs2BnF6am+9bxwWCqw/WHqJ2zp0tbJ3htIPDuWRqmGV6foDcqEKwsp7VbI0iQwGs+WUOAGGehlybjwh9kDwFgzpt89qUCZZQ4DMqUdVxt6QBDCVxgmsEujbR979jc0qMR4wqT2oBhAaPeRCSz4NAUpf5rpMze3lBD1bPuVR0oSBAGFYg6zD4C1QouqQANBSvkPYqvXUP+dM5l08hLEt79vOp/hxuUAJHPDtF78ZvwXVyvIJlziqDdRxOvLU5w6DYB4MEDt5V9m75t/BEB0pJeKj33cAeVAPZu5Qu1u3NF3P/W1PtX1KdbNupLC5EMAqLzqSijkVT9ns6R6Ntt6RfJjVL/3Uvu9cmIX80+dSbphDmvnfRqA2IP3k/vTk0zszuJnBOm9IxAE1H74AwAUGmeQOeVqdk45Rd3/y18jR4ok7r4dgGdSS3li5fOsG29X7RwaJLLqSQD6ln+IrQ2L1XOdm5B3rCW9YZDxzjHSm4cR33S5EwDxP97DcOcYE50Z/AdW2usvN5zGZM+jIigAILJZhBDkawWjh0QJPBMcDaz8kUUl93IjAcOf/DGJhYcS/fR1IH1kLk/8kXsB2FR3Clt3panL7QUg6OjAuKEjTzyN0AJvw+zPqTr+5Rm855638tBY/ybB3+1e6hSyOTjQ7I1iPRJaWihQIkK5FtKKJAhPIeU1NLlFVgwY+WgAvlTg2YguUJuDCb1k1zPOP6lNQIGS/57OqSvZ0dd4OgJnJABuZaWuozYqjWxTTwcW/5gtD6Q0p1cr8KHIc6DoNaTXPeBwYg8IMZUZICWjQ7sXalegG0AwVp0FIJprpLuAZVWjFIxqtPt/YNAOIPA8s7tp+JRaqfGCAT+eQ7AhBW0tXPuTmThaSUgAkxVuXPtBSJmpMIEiswtlaGKGcx4CL9RROrHKJCsZ5g8nu+jv0q4Ld7NYef+kU3RaebqhEdY6DSdqqnYZUCdxbCv1zqa6L4TJ2VDtCi98Vl4t46VxZ0CE3yWlCKcYWFAntatfBw5snTAeh1eRCuOEVy+o27QLVwjMeTslFITaZSSXAWfairGCz1wzuTTSqHiBMJ4ZC0cMhVcyqfKNE8nNELNSSQMCaUCKGQdXRRFAYfs42VXdyHRR84KH2alMBk4JSQQRP0KguzIIzDv1HAk8fM3nAZJiUbmFo7+7Bb+oQhy1j99nW5KLRHh56fXkYvVEJsapPe9cROcuZ+whibw0Svx7XeRPuQiA2MQAxd/+mL8UJ/Po5MsBSPzxTsSatapf9b4j6fdfpnurSHz/KhKJGLVLpzB4kQIqIjtBxb/8i2pIyOPyxMxr1XtefJb80mX2evqV/Rx59RJ2e7WOQz74GVInnkblYQdTeexx1B2yhMgOlTux5+3/SjSSoHfem1R5614kctHHEZk0AOMHX8K8ebMp6mRUAFFUwGDbmKAwdSFDkUYAmj94IlNPmEXzUQcRPekC6n7j8jwAaq58H7WnnYE44UzqP3QJAP2Vs4g0JHl4ZJyYl9cjHyVYN0px0xhCCtLbR8jtTOt9LHT+gAcyU2Ts2u8y4xefpDK9k5qffQuxr4v47bfbd65LHUPFY7dSufV+APLLlmF4Pv5vPwMgG63hiWwrfaIBgPiqlZplrcng/pUBsqDz4Gwo2BlkJsxijQsNlGTY02ZJYg9BlEbshWSFwf9CGQQqYK59lIHWIyFsgtSGhgYSCPe4JCT+hJmxUu3PoeVxaQhFaysjl7QuEFKENtIzXlOnE6wst0aDk2FCvrYQ4HUPOOzJj1rZhOxFzayhwbGMKULPS2tRWsVvn9budpcVGILGzjUWHnN0ESZxSJhBl+5HMzEcrNAPCzPJcPFGo3CM0jBncBACVcIoDU9PIufxceDGTOZwD5mVIq7nSlZu2FoKazTbGadDCcarU9J1KBejwAgHMIm8ZomjtO4M4+oMuwU1hNCz2m1Xrt8tpbZsZOlLTa4GCumbA8RsD9iJrP8cuLxZSoyV5DZFK32FDAOWsGSxAMqFykISMfS/bYiDlKFmhGPVFkwII5z0mBgvWvhBLZjNc+rVJkxigIUp74AligGlbZS2RAbu2MqG9z1I9/fWUMyoQ7KCrKS4N83Y73cycmcncm/G5hUFxUBtxV0IKOZVboxZDWA5V4dehBD4+/fz16hp/zPM2f491s99P4V4LX5mlNr3vFuBTE+1J8gWmcjmiVTNIfvmtwDQ3n8/k+JRmt76XnKVbQBUf+D9uK2fFAtlT1RhiQXrv86OHTtZ97tXeOXOXRQ9FQZI3XQjhd4C3b960Naps2U5PTULAIi++IK9vqs3y67ONOxbZ6+1Z1+mfngdiaE9NI7vJtq3z/627c4/sW8szXjHYrKxOgDqn/4VAMVoJUtOmsf849rJjmfIRatK+iXa2kY1ETbWHV5yPVUYoj2j6iSFz4uzLrG/Nfavp2N8LV5WAZrR2mkUIx41LXHmjD8FQPzOW8hddDkT7/4YIzc+RO5tVxA9+wL8Pz6KJ3yE8BAFD/nhLzHnd18oebc3PELkR78BYGDWG8hGfGb0/tH+nnnv+9S0HZ0g+Yzav6RzzlsZHh9gok6BKtHfT3hJOgRMPNXD5p9t4aUfvczgbdsAgchLvDFzlhSoeWTCy7ZG2I0W9fwvkX12rpn/wIJwW6yWh+azkSvSgSJVXemAgZYFVnSbYnXZ5q/UckLVzZhLRv6bEKQzeEwd7WoubZBKjZiUSHQGkPUu2ra9dvS6BxzWaLQK1nzVMfqQwVp6YJe5OwQIShCjY/4w/1ilEfKSGKhsYuIm1uh0uzkLwlREgk1lUtdk6BkZ4ljr1ixpYUgZhieaCW3Ya68GHbYFuq3CKC7pfgvnCBjWdiesunKtPg2VG/5msYltt8sIsF6hEBgwnw2u+Kskw/8eoLhN1+rljyIMGkydLEg5cOlzmC9M/f9KGeZ7abYvGhnpXM4QEpRWNGjOcQ0wwFKxXug8FIGzfkL1CfPlgdjRClRj5ZQ8a4SlEbi6XgYsmX7R+UmumYIgHmePSLD737aw69on8XRuTHTti9R+9cM0Xn0hlW85j4Erf4LMFPD1ihg/4kSPkAJZCM0XIYhElKgNUikAdlQdS6Z6GmGKDe1j0vAz3Dn3QwBEX3mZ+B/vxiz2ibRVMp7wGbhnN+OXqHsiAzto6HyMYDzPlqNUAmN0+2aiTz+t+y5ADhYY+MC/2PccGv8z0RkN5GI+/ZOOt9fjbzyb2V+8yn3PSrqaDuNA8nKdDD42yJZJJzKSbKU/1kJPxTT21h5M5wnvZ1fbCnuvRNB4xtFMnlxLPhbj3qNuZNf0N5KPKWDRNfkonnxmF2s2DlJTW8Wey7/LltlvY3Xbaaxd9mEmHb6cDAHPz72UPcsvZUfHaax6yy28tPBD9LQfzuD0Y3j5bT9gdcWJ7Kk9GIDhZAc5L4EUHrl4LfunnkwkCGibGCEVpG3dJu++j2k77mDGDRcwe8c9NO99mrr3nU/PP/2BzpueZ+Qdn6Dlrm8D0NvoPDy8tJHUKwq4DHYcyY6+fqKVio8yl74PkgmQkop//Yp9JDLvrSyaMZemjAq7mEReGeLZ4Qd72Hz9i9zy9WeQPUp+BjvHyfzbNsS2tA3rGmZ30sXI0tDmjp6TczaHQzjZWDrLlcIOz1UzJ10EVIaesVLN3K2b4HSI88zKUJWdQebqFvLcHEB2o0GbAG7K1mUZGXSAxnot6fW/06glI3DBhiW8sOnmsKRRUEIEmC1zPWGSBIVlAONqdhvPGEDgHPklmloo4aqWQDkU6nmeYzIbZwzXTD9sijLWu06+UPrMKRSn9MyGTho7WyQhrMIqmYTCIe1wv7loifOLGEUaSJPDIEvqaz0VYLfdVT/qltmwTegZU1ehV/boV5lVKSYpUoQmVDiSozwbRmna4dAf9XH0tn165z3bzwYU4qRaOKnVDrERXrJU4ZckhaEFkut7c76NrZPmBftOM0bCc4AEgd0Z1Fg8ISElQn1sgdABCT/WFRvOo9H5J+HxKhZROS8i3Ab3rIWQVsaqMYjEBDPnNVOUAS/8bide8lmmXL+cuo9dgtffp+7duY15O59j7KEfMvHwXRTaWsgMB0SSHhEf4iOS+NoM40clkbFwn4KsrACgptJnzaTzOeIvXwNg/IMfouK7N9G86zGmTLmQgabDqe99lsrrPk//GWchfMHYvlH27xjAH88z6YOHkD3jTOL3/JnqV37LtknHM0EbTTWLaB5+meSN3yZ3xJHk9oxRvPwbFAb2kK5qITXaTcPjv6WpDToXXcTGhvdQu/9JYvlx6nc8YziP4Ugdy47qYPfet5Gp3E3yJWWp5/wkrTNmMaWtltXJal648A46h8aYM7WWzK5haqZVMdaR4YdPbGDevGaWzW2lUFFJ9/ZRioUcQ34dD8z7IG3HfIpIdw/t4yN0VKRIDxZJTKvjgT3QuPC9NDVVMntvLxkZZ3p2AH95C38Zu5Rg8x4qo/U0nvBObtt2FqKQ5dDGVuYsy/D0km9SlSsy49DJ3HnbOiY1VNHUXElTKs7wxm4KVc3cO/ejLNpzP1XZbkZTLVSn91FTGCQdqSJVGAVg/o/fw4H02IxPcH7fWwGo+rjKiSkkqynMOpWWl9ZQPbgTgIkzz8TIqPijyls0Gm1ivDrCpPoqohnFQzLmGMNMO98XTF3YRmGnR9NFcwgGCvBoP7nRItmX+6iZOUVPK+lWUIlS5a/msU6HlsYrqg2twPG++l1LQCOKA2MzuD2L3NSVTiSAmqchAGNFh1AFGdnkDBVdb6tGRCiPysggNb+NbjIGiyvXSB8PYTercYDrwKT+14Je94DDokatwIp6+ZxVLMIMkxoch3mNsg4ttxMHWt2BZaIwBLbTQpj3SqusDKhRS5c8hAgIAmnrpGR8CAQ4qG1jg6runk4qcksc1T2SQBR1Ipy06R4qdCNCYMjiZs2gwioRQvVXm4d5uiqBxSXW0Wjc+SH1BUIlc3pGqTolaatqvzq8bYEEKgfCjJTbQl7a+HzYBargiRlBiVmH7urjlrDaYbdJOfZsRQxIs6MW8oCZYXAQxiO8Pb6d7PoeNdxO0Yd0qBJirvr6tepe53WztQ0JRF1vzZ1KIAk9NjrHxZN2dU9JiogQNjwYjiWbnvX8EBAM8b3zbqmTM7MfX0vVJxcx0ajGrf78GURGBOtWdjHt8BlE4nXEpOfABpCL1xLLDlE5vIPIcacxtOYpPD9GNAZeLkfx/dfDy09RWRHDP+pshr7xPohEAElh3jwA4gNr6D30I+TFd4nKNH5fH8XJHfh7djN54+/ZMuVcDu99Fn/3LuJ/vJvs2W9GpvO0VsfZO5qDADKXXkb8nj9Tn95O9+b1zF66nMGl76D50WuJP/ogO97+I2au+QWNfRs5kA7fdwvPx05idGoTrVc9QfHP32HK9rupyPWzs/kYNh7/KaaIAps7xxhffDV/KZzBhUsmUzt9EvOpQm7u5q2Hd1AxM8W8PRUUx9LEFzYSr/bZNVTk/IUz2DS4h2lTlpDvGSWISUR9nOVHt1PsniCZjPPTF1Zz5NHLmV6TJDeaJV0RZ1pjgtol9ex6oYtsewMN3aNEvDjNAwHjnsfgcfPxixOs3z7Osb4gMr2NpkX1jFQEVL00QCQDTWR5w9HTeHr1Pvo2d7OvvpK8DNi+b5CG1hOoPfJ8eoIi9A6TS+eIRoZ5uivgyPh2Tn/5G8SLmZK+emDOV0kOufGPFJSXpP+8z7K9J8eKhANqhcOPwJeCoggoTppMZOMGctFGCs/sovHM+YjHYpCdoHjQIVb2bHpkD0FRMu8Dc2gUe0nUROj9ytM0XLmcrXdtZddomoPmL9GyRsnxwORv4aaAh8AXEfqvfpG6rx9sZb6eWlqhC4RXdCevhiQUVg6GZKcwieqh4IGZ7Bp0KKPArO7T0saUHZL31jANtJSxotR4V0OGBhLPs/YR5kwvZQwG9lUOqtjeeBWv/z3pdR9SUbwgUccCF+0ppYE5JtiCCLPwyA2AcUVBKVo1RqC0ysUtfzLPGeVsmEg9ZzKlJUFgjnQ2TFPUyUCeLlGfgChQqxVK/gtZsSHFqteh2KW5gVY65qwJk5Fs8ybA1TtsKXuBOunWbmBj2iFCb9JxxNAacIHQa/KV18aALHfOhbR1c1jfbFrmQixKWfq2aja/VLcvnNOKCBzY0EmVSjZIN/Y2huoSZN3qGJVDYHNgdB3UUmDTuaovXO6D+mNBa4BW5sICQQfQZIiXAj1kWqnb8Iaw/9rG6p42/SzD0Eyoqnl4doWrMMAq8G3yq9AWko0t23/DQFy/R3Ut7hWC0TV9DD26C1FQfFM48XMkf3U+8UMX4h1xLom1uxA1EWJjo7T2jrJpZx99T+1k1Zt+T/odF6lnaiex9eRfsuvwT1IUURLje0md/DbilTGE8El9/3s0PPFDkgPrSOx+geitn6XuyNMhOwGeIHeaWsZakR3gkEl5th2skz1v/S3pS94LQMv481QddRwDbUcAkPzsF5EFSbI2QUVTFbOXthONRigecTRBYxMAx+fXMDjWzRrZYmYChz/8aQs2cskmwrR7ytn4TQmOP7yDKVNqqHzrJ+j+9ON0XvMcD868mlm1DQx2DnFmMsHcvgiXTpnHVG8SiU5BfO84XiZPEPXpXtnNqpVbqMkUqdqfZeXdO6nxfRa0VHHq9NnkV/dSHMgzKxJhVlrQ0JWhcgyq9oxy4UGL8NN54r3jVAOJvj6yO4eJ7JygmQqeXvsyyWKRHT1DbBsYo1nC3N4M+fWjHJ+IMHNmPU39Gfb/bgtNf97H3KygYTyP3ytp6Urzxqpqzj2kg3OWtnPBsVO46OQZLJ5Wx66hLPPqKtjStY2OhhoqGmZw8IwOqqe9gdsO+y39tz/JjuM+zTfm/oirZ/ycB2kmFu8v6b89yWm8kF1G0SuwZN+vARg+7R1EOnvZvPidVNz8a4ImdZZMP7VMNEbZvPJRhF6Wm1u8WBkeeZi1tI15x3fgNcYR13TQMKmKzQ/vQgL5iM/IQI5MHmUoBaHdlq0NJ/ERjJz/PfwlZ1Lzm4sYW3IBIp1RYKDEyNM5GJ45M9qZDs5XEejz1lQYPNBJ/OEVsIBaqWKMUGM4IdURGkgrK1W+hYU1aj6GwY4U9qRYo3+kSZg3He5JfeJzENKBIfmH0UevLQn5qlT51weNjIxQU1PD1i3bqa6qVkPnmY4Pu9KxKFjprNAgeEVnmQMmIxi7YVfp2mgDXhxYNUzprE2XG+Ji6WYZbmlik77fKDlMFcOo1FjzTnFYZSiEjcFLjcBL8x60X0BIvSeF65FQJMEqMvO73ZZbCH0IlDEF9HO4YFHYYlblGrAUSpIVYdStnpFCJziFPFCqDzVwMQratNOeEKoBllk3b9w7lNYBAYGUdgMqZ1joU3xtT2DHTlk7ErsG/4CYqPMcmYRYZy05P4LuUSlAFjW/qDZa8CJKRiLUh9pjhIc92hsDZPRbzHgg8fAJRDHUB/pZEeiTW8G9SYTu0zwlJTtuXcfGTz/Gkd95Ew3zC9Qf+er8hNHzP0nuG59g9yWPIPs9/JYkNa1xqi5OUX+c2ifixaqT2X/Sh6nsWsuxz6mloeMf/QRj13yCqs9+htRP1OqPfc2H0tbzPADZU9/I6M0/QwqoO/ZoIps3sXPRe9gy+W2cfJ9aLjryT9dR/eXPA3Bb7cVEpxzC2Ws/DMD+eW+m+OV/ISJjMKWC3g/dwvCG+zl65F5b92/Mv5mFp8/n0Duuon7nsxREhL7K6ciFx3J38o20dcRpq0zSX0ggBiY4fHkL/s5hRp/fQ/3xswhGc4h8gYIv8AczrBkaoGbxdNg+RCoVo3JSFTIqqMwVCbIF9qTidGQKeMUCXjJGJpslPyGpTEQRPkzEIuRWtBC9cxspPNJjWdYP7WVGSztVyThR32d4KI/vBSSrYniJCCN9aXaN5JldGcH3JTIRJypBRAVF34egyJrOXg46fQEDG/vJjecpZAXTljQje0YIukfIV8UR40Ui2QLZ+iSZuE9tOstQ7wjd/QWmtFdR2VhBeiJHdF4dY6NpqpOV7BvJs+qFTip9iCfiHHzyHLIjGbKNEYL0CC1f/zANe1ZSSNVx60HXU7foEBqe/gOHv/y1V/FRmHZMOZfHK97CIb13c1DfrRSmz2DgmeexftRAhzysN9KHdJF1x93DtuoYzfmAOVfOpenC6SXTPxx1jv/yFqo+/sGS9+ZOO52hX/wChMAveqS7RvEykvjsKpv3JnOS4nhR7UZcGUH4aj4Kgd0mwOY74SMpqITaQLikd6HnukTNdxGexA7vGHKbjOllsNpTqeSg8pIr74lupFBLcu0iYOPdkUqWC4QKUwvJ6Ogos2ZOZ3h4mOrq6v9wXP4W9LoPqSjRr8+f1O5qNRS+viOwsXR0voZbAGJ2kHNKPRB6Z8JQQo4NqWAAgfoEmDcjQmDCBgykR2Dj4w4sSH2H2k9CKxsoWUHj6XcGGhkbBWQUdIAJPziFY4EN4A6ww06m0nfomKHEggPbAuN2NzDe6HdpWoaqe+AjRdHWzXhgnAHhZpddeiwF9jx6vcLSVlS4XnV9onrDQiNz6qjQEzG0hFa1PUDq8k2oAmF8DuaYa2mK0PVys98EYOzgS2H7ywgDz7TTgjwDWozbVeUGCSk0OAqNi2mkTVzBbhpnxsoCIDsWevw8A27NBmcGZOmTZKXajEzKCM71q/sEd5IkBODBpIOnkjlyMdEeiV87YPtg75SLaNh/D/FcL1W3fYXM/pdp/9FP2PXxF0hNraM/7pOcM4uJc88n8fvbWJR+ipHtFyPrF7JjxnlM3347Fd/8Gpmz30zmbW+3gOOZ7BL8qlm8afS3xO//I7lbfs3oSeeSWb6Cqs2bKHa+TOa0Jvo2nkjjzodJfP3r5CqbiY31cP7Qzdw07SSeaH83x+79Ba0b74Jz77J1dn4MR28e/g13rbyENVUf4LD3f41I9yj9jXG27djCmw+bSuNB1eR3jxHvytKfLRBZ28tEQVA3vR4yeWiIMVQUrNk4wKHzG1i3boRz3tqGrG6HmI9MCGTEYyRQSqUOj9HQCiBPW6hjCKSnrVrpUThyAcNaFszhIEAyISUTQvFoAGQ8JWk8GTBNCvIScpoVsr72fhXV6E57eTKjW8eJ5dJUxTwSLSmye3uJpOIEbSm2708zqTJOojnGyFiG5LhHf0OKIBBMb4vinz2F0ZSgYjxL9pc7qcgHZKITRBI+xyZjDEUjNE5JEe8d5Id3rmTZgoOpLwa8MOca4sd/ltHtwxw+v5W7HttBtdfA4X9lLMIkUxPMeHM7Nb8rQB8UFh9kRCNCQH40R7ZrnGRrBaImAl5AZvso6VyRmlzAiCwg4lE912Ro/iqFLIOAims+AsBY5QyC1gVUb/0TsfvuRYyNQ6KK/c9tJXvxB5mdHKf4va+RP/pwEIKBh3ex+upnyEciHHnz8dQtbdByQG/AYPK0hFBgw8gaLSslQjkdhMRs2mvNk5DBYaSFNmH0PC4NJUshsYc0ChNC1yEkjFQFEegNK7VBaJyx6Dn/WtLrHnCAs0aNZYp0iloIK5dDdjA6uTOwcfiwyrWudyQKuIQSK0uQqVFCOOAgtBKzlq3Js3DLSFVWhvFluDwNjZ+V+y7Qsf1QTN7AY7VKSwEsu+oiVC9nNBslrsMAQgEFg4StOaCVmG1TqKBwIqY5MMzlvITzAMKgDOU29DyMK9EVq+uL0LsIhpJzka5uUlnrIc2LgV0CY86YpcmloMvkPth6h8GABZzC9qVpk+kVbD2EvSEMfgIC5T2RxqpwfOFpgCJEYPvW8o8FXFgQZASR4TwH0Fy9LWBFam+PbrfUVqAGNwbKqpYGIbCk2i3x1T26TbF5VUx+xwwquyCYs4gglcJLp6nuupfnD/oWjTu+y7zBVSRX/pncP3+BeV/4Aje/+W4OPm0OQsDoZz5H4ve3ESuOU5fvZHVmHsHMi2nqfobK8T1U/PjHjH7tX5k49XQS99/LaeIBbll+I7t3DdOx7R4SX/oyXXftpv0xtUNlvexlxaEN3L/1Us7ufJJEdhSyo5Ybj2xO83jyjXQ0ZJm+7lYOpKHkJGozXfZ7Tb6fQ6c3MW1xAyuf3kE+GzApGuOQxhnsGRmhapPEXzfCJArkFlQSTK9h98v9TKlJ4i+pobC4imhNjOXRGQRIzglmWP4xZzJBWOFpXtYo2gQSPcM7EqBgmUXxhGFCM1aK5wOzgYoZ6NC/MhAUKdipEVmSgCVxOKeJrJRkwXoqEYJJuuQJKYkOFhj4Yzct3QX8+XV4u9PEb91BtBggMgUS8Qj56ihVtXEis6pZ/ed+lsxqJT6Qobh7iPOaZ5CaSJOrTFFsqGJP3yhHnzifbN8YbzprPs9vauQn0W8ys6IXmUkTL3q0Voww87mf2HFJ7N/Hsf9ygv0+tmkvE7e9QPL8pRQHc2Q/+GVqH7+T2IwZZL7zr8gFM9l85bP0VEYZHu3niOMWUjOtCiNLlI72rPWfuOMOvKLaX+SBOf/EcStmw7f+pObn8Ah7Vm6k9vL3sDC9D4Yg9/UbGD7qLopjeXKd40xe0EIQRIlGTSKr2TQPtRBBGnBghkjLTmO4mlBtoABEEOKPsJw1SedCFDHhUCeTTbleie4RZrMvJZDV5oWovX/MShj3Olma5/Ua0OsfcAiHHI2gVjMxsMpTZSQT+s1Z/Da3EMcIEjPmJifDgQt1q4MnJsnRGK42SzmcUGhCApasOat1j0O2RgEGFiyYvAKT0RwCDCFg71x4oXeEXHA2+VCCBRshbrRgSkjtOixiY4CamR3ny5J32X40Hey5tpn+J/TZTS5XiC1WuORXZwWEEm61kkULZ3dqq0maFG78dXJpOGU4NPwYflG/uJCJUdqmBvYMAyPg9PtcpbDXXeGe2Y88lNhrGqBdp0inSwSEV6pI22+67qGVLUbYlXShBqZSSrxAEumDfIt6zOxYChI/LwhiAd6ExB8qUnNmB5FxKMRh9Ktfp+bKK6gs9tA4tJF9yz9FZNNPmLXrLqp/93OGPnUtR16+mJolTSADCo0tZI86mvhTq5jbeSN73/BLRopZNkxawaGbf0viN7+i+6SPMLricmbefy/Jod1c9PiFrF78YTq4h2h/D/Me+7rljaEz3klyxzgrzjich16+nLO23gjARFMHq5NHkpi1kKPjUfqn/DOB+DTbn9yFKA4RSyZoLAbsXj/OEvEQbevUnhDxuM+0hkoa8HjzIdOJJCMMP76H0aoiVTMrGc4HxI+sItlawfSjG8hWeEw6u4mikDo/ShsNUhiUf4BScIBA6hwiNW5mvMwRgs6DZYfMGBOaZ0zorZRZNK8gcGHhUAI0Auci1N5a4d5hQ7ra2yonAjL37GPKpgkiBUkwlCfwPPYMZpjUUoFXkKSLRfqzAW0ySWLNMMfM6WCsGDC+tJ7YmgHqEpDZN0ibiNMQjzK9sYGK7hFkIoYnJYW2GnbXH0RfTZTc/gwVFUl69o0yw/sZIlBbnMuqehiyw07jpmdpvPIUep+5Gm/dJqav0Xt4bN5L9BNXsOPSH7I36iO8Ar17BhCtPrGDawkM2LZzWDU8dvddAOxPzmFey2Sqjp4O31JFDj/2HFM/80lq0y4HRWTSSAHZ3RkGfrmLdL5A6qB64rUR3OoQM9Qh4yDsPpCCwDNeBjVuMmzRmKEVoZC0EdFWJhhxLcIvdGonpEecLSPUvA/zo66f1XevIb3+AYdEI7yQwiNQbi27dXRo4FH3OGtQF2JHu/RWGc7+Vxc0ijRsY7lGAw10DoTeaMhamVpNGYYNJ1aGOMMqLc2YIVQTQrrStlUI1AqIkpY4O7cElWhtazwtSq7pOy0qNh8820fOFW/Kc4oX87sITcwSJSxc95srIUGuXIAGKAiEi7Go0kPgznWTAQaeHTrTXrXaI5xlbmCE1ENsdnc1ninTqhKxFYI4uhzDAwK8QITqYPY8Re3/YXM93Hi4DgjxQaB4y4asDBAUofeaN0hgvEjs4T66N++h/hPLS8CiCfUIBBRg9ON3QNdWgrmTSV5+DpFJKQu5hAyI3N2NfEMzYlztsJhPKZ7MnXchxa99Fb9zJzP6fsBAx2y2zn4HM/bcg5edIP7lzzH1mzdidnD0fI+Rb3yLpiOWkxjvYdEzX+Dxgz5L6rhLkJtvQQRFJr3vGAZaltuqekGBKXvcZloAOzpO5p6KI5kx7WQOq/eJjQUkT72QHzc048dStM0+mEQ0SmtrigI+qZo4ZIpUTGpigirGi4IZ2/o5pKWG0eJxgAIcFb1b6HxuD31z65n8psn4SYGYMolUUwJ/aQO1oXlUlEVEoORIgMELoTllEv5CszmUfaWAqdMtljfCe+hI426VlCxiEAjtkQtsqU4tBS5h27jszdibeWlM7dCqOpdLpmdqAMVVwxTu3ceWSIQF7TV4+QIUA2QxIJgIyHmCdCyKXwgY6c9QV5UgHYtQ0RwnUp9ALGsm1SqoFdNhT5bctgzxdIG4LBIZz1MMBDOTPi2JKnZ2j7MnC40pqGmqZu0xN+BtuI/R5afzxEbB1eIxIrJQwgdNv3LgMydixGSO2JoX8IsewwIqqyo45PCDmHRkG0Eg1cZ+po3W2wSRl9YAMNS0lBHPo+e3a5msy2388peoHu+niEe/30pzcS/FKVMhEzBxfw9dQhLLF5l6YjvRNjdvjNVqOSIkf63vNST3wkBBrVLRcsWG92Xps4bRcHxn5765FgqZl8ILc5/ztlnDuQw4/sYUxhIhKxDPTGAjVJxVEBYU2Ks63SY8oMZqNBfAGtAIc3omTknrpElpV3gc+BZTtnGmaU0jnXgpubukMgb0CJc7EKqY4WNhJ4FFENjkTKmUtBTF0K+6n0JdZyaCVdoSVz+p+iW8OVkJQrPN1u2SoWogQS+H9c1qFCmw56AIbHApvP18GMmY6ST16hchfXs/SO2dEbYuSO1hwAEB5zUJTVshS5W4FQQuV92CL12u7S8zAKFxDqS0i0KMUpEi9EAoN8Za0ZYzhT74z5W4/Uur6Jg2heChfrq7n6P5a4fprtf36lwl7/lnmHrL+1VJKyFz678wcNPNRE8/BPCIdnUS+9o/IX+aYuK7X0LSpPlc9crQzb+k/pQ3EBvpYfHqr/LsvC/y7LQPcOT2m0j95hcUTjuN3CmnKB73JHLaVIqtrfj799PR+zTF0b10ZuYwfsQnOOyZrxLNj9Oy53Hbq3sr5rLnkCt4uftplixoZ3DSyWzojnL81CTJyQkS4zkmOnNU7s0yu3oJk6oi+GMBDakibBul6AnifTlkY5Lp/XmiySiFTJ5ESzNy9wCpNx3J+AnfJf6r75E56RwqzlhIsSqOnF1FMQLIenyh102FxtCOusBOJscBjic8YSxX6axrPV+U10mn8oUsWZvMiAIdAtz6/ANAiuUnHBgqkQwyfFMopIk5ssFT3jrHeLaJkfoYLQubGO+doCAEW3eP0NJaxcbBNBQ92mfUkBhIk/KAIECOjCPzceRIhvh2CYkIQY+PyBSIpRLEj25kYjygZ6xAfnsfPS8PckRLNdF8keqaODWJCC31leRikDroTPYvXUEqGadR7OXX8+/gkH0P0FaV5u59k3ln543EcyMADNbP5bf153PF1i8BMPLAWk750gpGfraVRH2C1NFNFLX8Def8CykoFiVieBiAfMUkxiqi9KzZaAFHdd9OAL6deBuXi3shA4WDDqaYybP1lo0MjmU55KRJNJzYrqLpITCvxK0GhRrYBZqHvFAOh5FVzssdAkYhGW/DXhbCqpGyYNeEcYz8srxi6mJ2QpX2fUbWlQKS145e94DDKLdAD3QoXKa3Qym1Fu0gGCRojQXjJTHlmAEv9YUQsnJA77XhKdQjrUIHu6GTFRBSnbgoAnvgm12KWcIZWtlaBWlWfZg6B5jTBaWQOt3Bs2pRWkEqNCI2n3ExYyl0omHISjPYRitoc36ha4fEzQOhVkx4rvdNvW0fCxP31O4+vaeFapU780NNHOd2dkCJ0nmogaU9YdQhLNtuAxs9TO6ImfBamUv1nCc9pG8ERxAq39Oeh3AYDePYcOVpYV6SvwI2n8aJEN0u3Q5BgJQ++iW27l6gMuGlkHjSVzxr7tEldrRNYujpXqKLOwg29dL54SeY+u1jsOEpXVZs1ZNuTIHkaBctV13IyP0PUJw+ldQl7yKyeT0A8WMeYuSRVeSmtdr7i/MWMPrlf6H6mo9TNbIOURewXh7H9JG/0Nr3NKl/vp7sqafgCcg+2cP+W3fRv/RDzL/nnwA4qP9x7hqMMW/qG9i5qIHFXfcQ8QPS0Uo6PnQNv396iNHd25lxyEWMLZpM+3COxspxRndN0DCQZUNXlqpIwJauMY6oT5EcC6ivkGT3pRlPxYjHPAYKY0w0+1S+dzqRxgiegKIHQa6AXxNjPPVWxj9wAQKPSok7DVQCoqhDHqFNkaThQYWuTR6WJ+Dp327FW7WPI790FLI6osfGIQShk4etJ1MUQzzpufkiihD4TgEJw2GajyTY3W/DygbI/Ho33tP7SHznMDshpBZ2QssctUIv5LM19ZOSiBeBfRMEu8foaYqyPTvOUYfV03xUE0NpySFLmun91v14p51OSqRgd4bivgyCgFjPOC9nsixsSSKycfK7RolHI+SiBaK9ORIxnyYk/jg0LGhDRn38qgjR0SyzesboGxnnTxtf4e0L5pPYN0RlYxULmjwGcykGZ7yTgYmA6SdUcuttVRyz898oJGpYe+gnWL7/acuTS++5mFcemQ9z3kvzLe8iiKju87wQp+tp6KdH8DJjipfbGhjZPcCszFOE6ZHY8RQjk0mMqUTp3KmnIJC0NVay7APL4c2N+LUR3PYERv4aD5O6GlgZroGkMXAswny1kWPG3QIPLcOxusK0x7M8ZECO0W3C1kvpjiBQe3SoK658s5T2taTXPeBQSs4p3LCCCrxSFOpWEYhXKQzl0tTKRh917rDCAZaQVlyBlHiesUxNuqFQugIfu3+HUfZIzIoC8FGbgoFZxmvArnOzokIAtgzVVtd4XT+T/Ap2KagK7UmbpKjKC0L19HEniZqekZjkqwCpgJR0St6CIyPELUI3G4cZ0KN3vjPTzYJ8l0vgxsG4kd14eHo8MBZjKIfEJV86POIJA1z0BDWrV0ziZ0hJCM+FeUo8Yui62FCXBquBa6PNtQnpL+dgNyUZgOXebQ66Uy4Lo5wcUAlEUa06yEPX6b9n+mcWwoLZZBuFPitNEnnvVB678xVquit5edcGDk60MKPoEdmXJ/77dYydPoVgZgOyRe11kEm1MnrVzdR95yKiI91UXXk5g3f9EX+rO/nUSw9Ts2IZg489QX7GDLWxEEWy73o3wZe/iDc8TPsLN/PSzLezY8Y7ae17msjGDYhtnYx15ol+9OMs27+qZD5OXbaItpF6DjlnBrseijKc6uCxkRFOP/tQUg31vPvcHGP7p/D0nZ3UxxL0FAWJ0Rw14+Ns2ZWj9qIF1L2hnlO0txAko0XBlkufZsaNSwhSEeJCEvMEIuKRA5eoKaN6fJ0QMGfQSLP0W0i9B41bKo/QicTCg6K2aM082JWDdIJnr3mZxs07mfrQmzEI0lNTl6Co9z8wU9OG1txyc6SSBy7A5zynHpJwcrg9M0fz+DNP7ea4bJyxn+4kdclUg2d0Oeo5T5/SHARFhJ3bShEG20fxW6t59OHVVA3naWyqZnCkSK5W8Nt/ewbPh7e9fT7PPbadKW+dyxM7upjckGN52xS8xiSzH+xiw54+CsUMc+tbmRgaI1kZIzsu8ESETQIe2fknPnrIhYyPZckGksoZNXgdtdTuHeHtHXMQE7AmF2GJH+GQYi0TURDVUZ7sHsXP9LPOa2fBlbfwxF920lL0IF66hHPBxAZYezXrj/wz4296JzO+djaFK79PtbeV9Kc/TtCiQHP0pdUAFEWErpajeP65bSxLu0Tigp9g5IgPcGZND/wRZCRCceZcxEiO5qPaiL+7jUJo2b2SN1qeBFoyeEbXaD4QGlIUvdChsMKNfyg0F8o0xew67Blj1YyZ5plw3qBALcd3nljzWSC8sI7T3KXLKR/e9jcmlyyjrJZweMMJD6WU1OYtTgHb5aLao6BArE7oMy6yEIYx8VcDBOxKBRuSUIpEqfQi1tsg9UbTQqKOEga1fBOwVok6Vt6s3NAaGkSxFPmiEa5VyDrEomsZBO6YKrchF7hzBQR2yzopkaJou0yd6ul27HMnfhr9bKZCgLMElUJ0Sa96YZ9B/q7S+l8ndBXoC600EXosBEgZEMhArR41ISSEWpOvh9GkQAQEJvVCT1pf91GAcjtrsIGn9FKgN+IRytsipEDoVUE2P8dsIiZ03+qDlMzZdublZoKb4VJywGoe/ax63g6kDl+ELahAQtepn2bRy5dTdeFRVBw8ldjx5xB7/GmEBL8yRia3n6XHtVFZO4kltTPZ+8XV+I/8lviXT6LhmDlUXXY5wZQpACTT+9m6YT99J/0rANEXnieydRu5FccDMCJqVH/ls1Sf9UYFqqUCVoGA9PvVUepz+//MzOwYyfkHMR5TJ3sGJ53PlLcdxaQQ2OiJTeKB+R9ipOMEin0Ztv9hA71iAJbO4NxDFzO5P80jv3iRrid7Sawb47DzZrPp0Do2xzw218bpq0nR+osjqD6zgYneNHs/vZbRzRmyOcmWr2wg/pbFyBEg5kPUx4vqRN4CFMZyBOmAYCwPGUkwkkcOF5BZST5ThEyAyPt40sOTPsbeDIROFpYRkB4y0InYngvzReMRduUFGd8j+pbD+NOFjzH+4gCZPaMUMnkIJN/53FdIZ8bAyAHLF2GvifHMSTvnPX0tfM5GoPMw9GxCAkd95Uj+sGkPqRe6IW1yAWzXO89fDqKdBSpuHSX5UJb6FwtU7iiQ6ZLks1nGukd5fsc6dvlZZHOSaMpj2fKpdNRGmJg9hSlvms+Pvvok09IV+I3T6PKjjOaK+KdOpnHFFHYG4xADLxWjUFfBWHUcWekxP5enoVhF/55+uuM5dnk56BqGrlHiFXHyfpTEG6ayuKGCyREffJioh+2vdLJY5kkWo3zkLUtIFvMsqq2ivbWGR5jLqvrT2N+4nKc73sJwXJ2Ou3D4UQ775XupWHoELbf+E8nf/ozEj35qwxBe1x4AxuunMbujnnccM59Ezu2K2j/jRLZ2jrPuoccAKM6dh/AEfk2Uqs8s0mDDCiv90dfyQ0v4QNoDDz3pkevPEwwJxGCBwmheA8dAKx1j4Lm/aLlPYMYfLaPMe9W7bXgv/LwE441Tni2BCIQNzYRhh4e0Ou61ote9h8OsJAnHSY2jkhAStVanSa4Di1Adi4VjpZ7djlr94v4Km5EeCllY7Sqsda/ggK+XUll2VUjZrOQQBaQwe4YYMsxWxKylNmenCaAoPTxr4juAANZBYb0kFhApjKxuCgzyFlbQuSR8ZRGq+hlLUDGuEHojMamQs5RSdb/baUq915dWgSu9rOtqJoQItDPBbHKFPXDNs0BQ1de2TQqd5xDoDbC0V8fsrqoFu0pKLTr/ijBWYLgfUPd6drQJDaBOivRsAquqs/a/6E2zTD+gAYr0hH1WLVc297vkLSM/1PeQ8NE9s2jP7/B0Ip1XTFO96Qm44AnSF3+YsRv+iRXnLeXFWzbSUl1BIpdlBB9vrTuhNHH375AxJ7Tyu/exadnxpJKTqMl0Ef/dLUy85S3EH3mQajnMY0u+yvFrryEy2EP1+y5l5Kc/hYJEpIsMnPouKr/2FTwZcJT/FPsScxlJtlCR66c5vR2AbLSSjUs/xvhBp9IzXiAmBan2Cha2Cua3NjDm5/DJUlnjE/V8Dvn8oRRTHptfHicRzTN41x5q6uN4EZ/BmdVUDUuCZECkNUnFhdPp3TpOfFuaLcN53nB8kuJ4Hm9PgcxEAelLPOEz+kqWoSf3UdtWSd/LA8w5vIPhv+zFL2SpeMNUXulP0zQRpe3oSQy3T1ARjxKJKlDsNcZcUrkxQqSZtx5BIJk5pxl/j2Dtzl4GRnoYFj63f/RxKpuLdFzQxtwTFnDlddforeNNVpBExzi0p0P7/oSSDWbTO/MuzDwVLulP4vgzXik4d+U5THz0Wfj+NuJXz3bpGXaFgof/5Aip3+9gHEGiNkU26TFxXB3F2ig/+eRdnP6eN7DhazvYOLSNmr4autaM4vUV2DnYT+evn+L4Ew4m6UXZk0kT7BpmZ1YyVJPg7KZGfv34Bs77wslkN+VJj2SIInjixb3Mn11L3dgY5847gdT0GioPqcb/zkt0NaWYVhclPZwhFYH8o11Mnt8EMQFd49QWIdbWQXfXdg6tasXLSoLRAjuRrF67k0OPmEFn24dpmtHCri0DPFN4F5fv/AqJjWrb9OTeLZbPY3feQefZl1FZW0ls8y4Aqvu3cv/qHezavocrx3bZe7sS06lJJFg0Og4ZKM6YQRCo/JdsoA6Qs/LKk9YRJs2R9tpA8hCMbR0i9eC9ZL70bRrEEAnyDE5fAvf/HFlRaY0X69U1RlFYZmE0RhBmBW24aMCiPaIuLOPC22AC/MqYNTJf5fG8tmAD/n8AOMykU2QUhv5sYq0CTExMZQyH3a5O4IBJVjTwwnhOpNVTIdWOsAID7KFsOldDvc4kNuIYRGsea+fb4+Bx9VWZQDZHw8T5hLbIPXQ2urX8sQjcHaseWu1RklmFBQIy/E5TNwzaxjK4y4fAKX4hXRnWtFcVkWbFrn6tSc7HlkuoPw0IEQe8U3skQnW008eAR894E/RkFEqoq88agFiFjkvpsC4dN3xhVaG+B9ZqsN4gjMUicGLE8IntxFD/G0CiwaV5qV3eJixrKZZVYzZ66HvZtnU/Bw/+GYDUzd+i0N7A9I9eSe8De5lRX0XfQJriknZIlwqV5O23IpMpRCbNnN138cr05XTVH0VN123E/3g345/8FPLjH0VkJ2iLbGRL6xnM3n8PiT/fTf+dzxMUosSfXc34yldsmTm/kvWvbCF1yNsYe+rrTBQke9uOp/+Ey5nR2sjM1momCBh9aj/Pr+xkanUT6dYKgvltjIgAuTBFsjmBV5TsvXEze/ekERUxmqfW0CsFlUVJa2WKyEsTZE+tQMQ8ao+ooa5YQ4Cksj5C3/ph9v3bFmbNaWLdxm5kkCFZX0OmLkVdVZKRRJy+OTWM7B9l9iFtZIqSwRHB4J5BUnVV7Hl5F6t+NcDC9hqSlVEavIDq4xrpz+bxIz4pUUQkPZJzayxT5HIFcvkJYiLPgkPb2bK1HzE2QpAUPLrxadZ9dhUf/dTVHDPvMES0ApmHqqQgMrOaSCV6Yz8seFV753h2Lghg35oeIgN5Go5pw4v4mg+s0NI8pBRS4ssH439jG2LHBPmpCTf3JOSzRSrWDxFpqCIeBOQTPoVJMYJBSa4+S7M/mdH7dzF3+XSmNExi3cpOjlo0DVkpGE4lOKytlmc27eJNb13IeK7A0P5h6o+pIy6TrHtqL/37N3PXv1Ry5BEzeOXlvUyK+Myf1cSQlOx4pZODLltB964cNY/30Ti5nqTnk+kbpVjlI4seI0NpJg3FkRNFgsYEnu+RmpJk+twqxJY0+Z40US9gabXgsPlTIOKztgJGM2kG+rqZPqWNznN+yOr1XSzb8Ttmr7vZ8md0z04WnDiX3rYjqdmncj/6Gg8hiMboSEE8GLP3bsrMYSgzQqvcBkBh1mwnb8KuZBOiNl+13hBAsTPN6CPPM+n6D5Ac7y3ZdK5ty+OM3noLE5dcigMDynDEczLGpIIpb7TJNAzJCyvQtUwW0npOLfAIJaoLUBvN2STWsEx+7eh1DzgIwkrKJeMo0C+wbk5DBmzY0Au4hC9zi9D5H84zEWYA9z7nybCKRlsqCnyo8bd7PChEgNui1pRtSnCWkd1a2/EUykYvljBbKCToFNoBZPnWKldjxYW1seXV8At1+aFkW+n62F6yLuOQS09qJG8UbajL7XPublyixwG/iwOvaCAptJcl3AZTzgHvcTkqpgnKQ2Unc6jJLiEYpK2TszptIq8M76haOg7Wog0l/lFSkq+tEZPLojonf8yxxO/5E/HVd8HR/8YzLR9nydPXktr9LNX//DkGjjuKaW+dyVhvko2r9zM3FcXftdOWn43VEc8NWuDY1vsM6wcnkO0nQNdtRHZ34q9bR+Y9l5D6wfeY++JP+c38b9Ay+CLV2f1M+sDptqzmUL0fYx6HLVmEaD6UtUe9gScfX8fillY6kiki4xm8LkFsTor6M5uZnIoihicYSfiMbxhGRCG+WG3SJHyY9uF5pG7tY/vefnZvH2BrMWBGTSWjLwyQqJpOUlTp/lRjPbB+hJHHulm9aZDk7EqGE0X6OhpI9qapmNlAU0cNe9YPIF/pZvKxk/DWDNM7kGZgbJx8LMZYPoMcT7Cpp5e5La1Ep9ayfyhDqjJF4aEhdu0dQcSho6GCruFxZq2YoPrkZkAQjfs0ndzKxkf2U0kFiaDIwhOm8vLaXdRUNRKshfGeMXa8spP0SJx0OmBaU4qqQ1vwW30KUZ/x/gzFiTxtc6toWtqE2UkWAUMvD7Dq62tYsqSJhqPbQOjsJ5vobQWSOkYn6lGYXkHl77qQ506iMCNlgXawIY2/Y5RidYpcDqINMYLpKTLxGD2be5g8r5Hi3iwLFyxm6+q9DI/6dO7MIOqTpPcPsCOT58yz5pBtifHKzzex+OQZ5MZhuGuEvzy3m5kHz6exqYm2xgSbErC3Z4jcvih1jSmebcuzdH4tj979F86bWUtifivdu/eTz0FdLmD79l1UNNSSHs8RiUeI9KYJoh5yRoLc/Eoi4wW8fqjK5ukamaC6rgY5HrCwmKBrZIzW6jyza3wGe0bZ2z9Eru18+urm4e9YTXNklGk77gGgaZ9LNO1OTSMS8zhm/29LZEHz1A5aCtupf3wrALnjT9Tzz+5XbWUB0sx1ZwLlNgzgf+h6Zq37hS0zQNDVfiIdex9S89z3Nagw8l39bw+ptPvwhAWI2e1a32sNLK1nTF1CEsXeLYyh6eSJOSKhnDT6tyanszGOJ9XxZr8FsNnfuHvVODulHoYNGEsYXJ5f+H0yrAzDS5ewClZIiRShhE+MHhAqIS1sXuO2pbUUAiQlS2BtDopmxxDYECWPm0TYwCpG11HmOGPzrAFTpkzlWfBUc0LPg1smZi6Zv54tw8aUDZA7ADgI/bRzBuIAVqiPTfuk6QOcp0AVF7IMQnDAJIWGoYIJidicDF3f0hW9qgSTTOs2GHPVchv/mHoKTJzWJi8LCO9+6rxQAhffd8DVDE368iuI3/MnYoU+pnf+kF3tn2L9gg+wbPfzeARUXX018sFHaO4J8NqitB5STS56CrFHHwFgoHI6bQODiPS4rXPDrgfZO/c0mitn0TS2lcTttzF08RWkfvA9AN609yb6Wg6ietd++0yAz1CijXTzTLZWH0Vz+3S2DU9wsBDMj0XIzJ/OnEgckY+SWVxNalaK1S/2U8gKWvw02/J55rSlSEYkr6wbIN0zzrwrZxOpi1BEsnfvBKP7cjTVpxiPe8RyHi++0s9sL07y/HokgsK+Cbat6mOwJ0s8VUHHskr6suMkCoLKxiSxpiTbRyYobMgSq6sg4Qv27Zugv5hncl0l3T6IvMBvnkRn/zjZ5lZyFSkaahLMbIqTk0WC9gRzDq2jkISgEKNi6xCP/mojs4azLDpvKp4QjOcDph4ziRcf3ktdPEE2FWHR+bMZf7Gbe57N8tKTO6mYOY8j3j2X/L4iXpPP7hf6qcxG2bZuiPhQnv1D40xeUM/BGybIDIww9cr5gGDd091kZILJ71yIiHvW8BHGJShCM8QTCN8ndk4H8oFe+m7fS9/iajqObSCR9Knp9Xh5cIKDmquoaIyTb4mwaX0P3QPDzD54Nvs2b2KsIUl09zA7d/TQ0pYi4Qs279hIU30rR81v4/f3bKZjapz1nVtp39dG66J6nrp3K1M7Glh69Byygxm2bh0gmx4jva+HWG0No6kYb7hgOb//8aOMjeQZaZ1Kf1uEvvEEvekcR81ppNgzRHNNDRNDE/QXCjTFIvj1KZL7inQ+uoupk1JEEjEYztLg1eBFYsS8AjRV094mmbrGQ0xIkk1JjprXzr79o/QmFxJvXMbGvhEebnwjSwaeYdLIetp7/wJAd6yZRG2Rlt4nLV/vjU8lF3RzypPX2mu77hnF27GemiOnkphWaaQRQgiijw6QW78bPrAI4QtYv4+aCy6kqm+9fX5N/VWMX3Yyh//gPWru1NUxccFb9Zw2MsfIbCfzjPwwvlIrx6X7zch8s0rQeOctGA0Lr7DcMTF1rHZ6zeh1DzgEBk64kSo5rfQANGl2o5RSINSu5RhFZp8SRqGHwETY2LWhB88hS5s0Kd2yTMyqChFaDacYQmhtHkpXxSWyhupvq6c+q8x4oTPhw0s6rVZT93lO6WMUsFV2pRvYWIYWFuyrD6IUqLkd8MwOrOZ76NVC/6ZzGoRFK6FJ4IUAja3/gUhcape0es6AiBLcFEaPobFR/ahi5cK6Qg3ICSWtar4Ruk2BTr4VgdTGZRjBGeBkkIwDE8aaMRjRHDll77cdGO4n8PIgChKZ8EAIiocdzsQ555K48/fU7LyH0eRpPCPrGFn0RU58+TNE172Ev/IJCseuYPq57RD3KARH2io+OukMzh3aQDxwx4lP2f8wXcvPZXvbCpq2bCX5p7vZHDuadv175fAOdtcfZe/PrHgjK1OXEK2pZsqUWlqyeWqkoNAzTpUQ+HvHWLSojfSMGPvXDpP2Czz6u21MKcQYHCnQOy5pm1TBwHAOqgSVUxvo3j5M7VfW0f75g4hEfJq8IvtaK0jUpah7ejd+QyUdHbVUfGAaAkFxNGDTg6Ps2zOBX+0xFkB90mdnd5H6Kp/mlgRBPmCod5xETYpYXkAsTlVLNXtHAvbHIsRTKfr6xshli5DLk+sXFJMJEukCqbxgT+cwE8kINTUJhobS+GNFYgNZJppT9K+dYF9FL3XH1BJPekw6tZFMT5GevgzRxmoqp2fZ8MdX6M8PMzEcpVDwGducZvNLXTTObCBf8Ni9ZZhYVuIlo7SLSqoiSZ5bN0jH8ATTNG9MWtRCKlNF5qUhEo2NiKgze6yXFA3mtVetmJT0tEfYcHs/0/emqZnwyJ/RgBjLMqklpXbzDHxeWtvLwy/uYnwsw5yZs5nRUsdIXYSKGTVsWrePZLSCF17ZwNhIwOGH1pFqqOCpZ7bylqa5nHfkITRMeBTWj1AnIxxz1Aw2bu/DGy2yYcs+Zh7axoQfYdqyVh5ZtY0tO/rxsnHO+vRy/vCbZ6jYOp2pc1poXFDPrS9s5Zw3LSYewMbfPUNdex17IzFap06iJxJQP7OezM5xvGCC0coYrRGPbG2M9FExUlsmiO7NUD2rhYG13dSmB0j6EC1CoTbFE+v3I4HDj1xKXi7lpcExvv/oYxw7Oc/wjOOYe1g98tcJRH6CXGMHK1vfx7SGIn4xZ/n9oB9eCEA+mmL8L89RaGtn8O5Oki+8TNUvPknN+F4y295J+kOfouLNJ5MY3YdE8ELVGxiOH82yU8ap/vZb8cbHkfE4gw8/ipdKaZkUMrTCicTGeAorFuFBoMfbesGc/tLLDkoetTpPah6xG5MJC2ZeY7zx+gccZodL1dHG9RRawmgUICFlJfUOCYHEnJUi7ABq+zfsObDLGrWCkubgMJMUdoDrPARhRRiMIEPXhDsd3YACwyTGhVcSvrC2umZkt8JDHaDm7HnQK1eEIJDmyOIwKi5glrIKhNsdWSeFenY1RaDrJEuYVwQgfV2eWTqrkbsnpU6vcF4MS57Zs8DCnZB3Q11x0MDHnEaBBmwma9v4Myz+CZsMmgc8TyDNJk1S8YZNYJX6iDaBBodmrIxVqZsvhVtdIDTAFGbLdwcMTUtMzolaihwg8gJRBFLmHg+zHbsU4O/KkPjZc/hyG5l3nURu/jTGvnUT0eeewe/q4vDOz5Bv/SiJtqUMJidTl9lD9RXvZ2DtK+rgMCTBwkW2ewOvlednXsUxW75irzWMrWd03e20Lj4DtvwMr6+XQ350if1997J38UjkJGJzp9GXrSR/0hn4u0bp7dvJwm6fAJ+I8BBDE+SvXUDOg5FHB7nvl1s45syZTFlRT+14kY76Oga3pPnlY3ezbP5bGQ0CutbtYUpbLX8ZHaa2uoq2QPCrDzxNVW0l3V6B8ZEJ2uY1kQUOqvKIzawkSEvW39nP4N40NbMr6RvLUxQeG/IBmYooBa/Its4hitEYQyNZYokI2Ykc3fvGqM+kae2oQ+wfh0kpenZkqK9PINoqWba0jXUv9DDSWeDQxY0Um6P07MkzaU6MXCHHnk2DJJqqqByIUdtey4ZX0lT8ZT9Lz51MfEEdEV/w2Is7eeeyRrat3sY9f76LZZOPZPGM5fSOZ9SZIadWUZ+vYvfOLPMWtzOakUSiEUb3j7G1u4/5zY0kjqxg3d19zFtRz+SePC881ckzKwOaHq5gz0tdzJlSzdk/O5GCKGDCwerEUIGBsrUH1XDYlfN56dfbqHy0i9Y9OVhcQ9PkWgr5In4Ai2a0MJIaZyxSw+1PPMzxJ53EgzetpLI5zpGnL6J33SCtzdNo8sbZt76TyfPrueZtx/D8tl4OPqyROD7ZuMRvTBA0x3nhnk72yg2849ILeeT3W1iwpJXJU+vwHoVpdZM55vTZfOfzj3P4nCnk80Xk0DiPr9pA46xqXnhpL/3D/Vz4jmV42yfITkwgN3TRkBM8uGkTh1U0EWusIZ7Ps6ovzYq5LYitAYGQVM+pRWwfJZ6I8URuhJPamli7YzNBL7yxog2xoJnWi6ey9odbSVfEWHrWaYyOZhhNT7Dm0X6m/uwx9v/pFVYP1BNUJkieM4VHHn0zM7xupvU+Y+dBNJ+m6q0XsOeSr9Dyzx+jetAlpcbv+gPeb+8gHqQJEKw8+PO0vPeNzH3sRqp+80s19+rrGbr9ToLJkzHGlTvPSSA8Ty9ZFk62GJmqVyd6ei8VZY0Ia7YaeWfPqhQog6oICL2vj5Ban2kT3CTSvcaA43V/PP22rTuoqqrEWZDai6FPYpVmbwUp7W4dwlPHXKjcTFEyrMJcM5uthBS98RqoxC+jpX2kNJsJWYcc6FyLkiWqRpl6B3KBdPoLgdSJoUajuvwAaXNTrJEtKK2rvRhSyho5q/CIOz1XJV4LlQ0vXT3UAW/KorJ7XGDMd2G9HyZ8YJN0w6BHmqPSwyEIbfEHwg6XY04NsITbVQUNzGwCrF4hghdYz5Fax25O/dWASi9BtTu+2hEM0EfEurINiAqthVddLAiC8IY7rm1q+xDHF0KvkpJAkCsiPIEXKQUlFsqGQGb8/vupfvfbAQgqqhhY9TSyrRVvxzbqTzhBnfGAYNNbHmDjcBdnP3wxAGOf+zzZD15l+65ucgd+Ps1Db/4tLVXTmHXLqSQLI7Zn05Eqnn3H7Rz7izPwpTrPYizVxnMz3kL6uLfx3HOdnHPkbFrqPdbumWD68ma8x/ezbf8Qx8xuIPvWyQSzKhBRQW64SEVtnGwhj/AEwoOx3jyFl0Z58t4uRKbIYWfOYvVLe+nan2ZGVZyuiRyzsnnmHDWDB9Z20dSeZLi7n0I+zZym6WzJ5ZjnSRqmVLEtm6dqIkE+EWNb5wDxjgRDAxlqM5LGZS1s2jhE1/4RmmqTpCdyTJ5VR8SLsLs3TXVOsnVnD1MWNhMJYOfabmYvn4QswPjQMPVN1bTOruexh7ZSGY9RX5ektinF8EgRmc/j9+bZn+6huXaE1th0crURYtVVzGyoonV+hK99chVHzmpgcEYPn/z0uzly6lkcVH8GBx0/k4WL6inmotzz679w4umLqDu0ieHdOerX7CZoaeGV7AQbntnFEYtaoQjDUwUnXtBBsb9AOpsg/cknaP/RCoau28jwUR2se24Hdfksiy+bRdXcautgM95XGQhEDh747GqOLcbZlCtQO6mWJfEYhVyBSH2SdeNptg6PseQNbSRIsW9DHxvW7OeV/V1UVuQ5+8SjqWyqo+awKBt/sYP7nu/kgkuXsOPBTvZvH2P+RbN55vat9PdkOO+0xTz24jamJn3uXvkc8WQb05dOozDQx9HTW9jWO8JENsOc+qms2rCbBYe0k0h6bN05wqnTaumJC2bNb6MwnGdmdYTB9T3I8SIjnmBkbIJ2GdCfHSadqWLRpFrkRJH40laC7jH8mKQ4vx65aj9+UZLxQRYK9BQCgv4irYUx1nXU0L16J/XJgD3VzezoGWLZ4sls2djL2SfOZs8rvXTmcyw6bSp3/GwttbEIS7f8iqN7/kB3chptmR38V2j3BdfRKDeSvM3lhuQXLWb4N7cjGpv0Vgkqu8/u+BoRTu4pCwvrzdYrHi06MOJbezlsVkmJnA95N0olEzKUkC6QjIyOMPM1PJ7+/yeAoxrnnwC1h4KvDV7jHjd5C1oBSHVKq3GJm9ls8h6Uyi/qfAXPPicskgy5zY2iN4mcNuPH2uJW5RgQITQDWUUXKkua48p1tdBFOQWtlsUGwvpLMLkTYI5Nd54fk/2s6qY9HkHpah0LjmwOhvE0qD+BrosnzJJdg+BDoR9T33AIIwQYpMkd0Z4VQn1vYpRCBBrQFW35riHSeSltsaIk61/mgZjUeaU6ZmYAg57s7sTG0IFX4VligZ/UmeuebqdK/5X6JEChN5ZTxalM9L/M/iJTqidoue0jyBnNLoxlPTNO+FRe9lGSd7nks/TlH2T8uusQSPwXX6TutFMB2HHMF3m5uIQju39J4/bfEzQ2M7D+FTtyDbNn4I0M8/QbvkG6ahHtj3+R+UMudl2MJPjTWb+nIRmnav3v6Es18GhuFjF/gEPaZ7HstBlUvDLBN+64jY+94x3kJqUQe/oRV86jGC3S/aON1J01BWpi7L9hHbNvOJz0RBY/7pEdKeDHPaIJn4jwyd89xs613RTjHhu37qOnKqCuX1A1K8YkUc3qbSMc8+65+H8ZYudIJxOJOAPZapbOqmLtulGqD6ojV5TE+ots3NtPIHz8hgSVySg1dXF2PN9NTUcd0QqfibEcfizKYc1xVr3YTVAXp6WjiWAiy/70GLUVMZoakjy1ajfRiYBFh05heDxH1/p9tExvoLt7L3PnNtO1NUsKiDWn2L15A4cvOpgxCS3tERrrU2zfm2U8XaA25bF1/T4m+nfwx+e+y/SOo+lILmfOjHbmL6+lpTGFmJLi9hu3EItFSUR80iNpDm6rpPHkNvpeytK5u5/+bJa4DKjO5Tj+/fOpnlkFxSKBFHjCI+JJWDMGWzJwei00RhUPmaX0oRCj73kE39mG7JXEIz7xpiTp4Txbx8YRrTH6Ch4b968hVYjS0DyLOdMbePYvW2lJQpCtYnJVimdW7+X87x1K52/38eSql9m5czuHzzuc41ZMYdfYBBs29DE03EVe1rJgfgMHVe/mgc2C+mQ7k7es5qC//BPxWJHfL/sodYefw4Rf4JkHtzNRLFLZkmQgt5Zr3v1ubv3lK5z7zkNoTPoUsgEil2bT/lFyu0eZlUgy3pumajxLPB6nqyZBvfCplmp3Xi/uQ3OU4vxqsi8OkszmeWDHECkpmDU0xu5EhKUdDcQX1VAYL3D/EzuZNqORB57aTrSlikNntbFnRzeTF08iIgPoH8OvSbFy635Ge9N88uXLSUwM2TkzWtFO1fhe/iOSvs/wBz/OwJ8g17OLStGFV+zHl1l8P05GtBM96A1EfnwJsjGqDCbhvBxqCLXH3C5vDumTwCWxKnVihJ6TZQ6hSGcoh1arjI6MMXPWtDLg+H+lAwGHdV0JrPIyyiY8wNqmR8ENt1a+JCPc4AcLKoyyCC01tZa8BgIm5iqd7pI6V8NtfezKdnVxFrdxJ6id47QnAghrRCE8ZKDVvDiwPiaUYm8P7csRWkILqEPMihjFqmuASagUejWNWQIbCjQghHLx2lwPDaSU8i71dDiFbO5FR2JEaHWotP1lvChC72SKeT7kGVDTrqgmKljAgfCUt0mHY8J9V/rXjKdncz3CZHeZtZPZzl8EkO8rQLVHNObZ/pMERNeuofbkky0AG/ncV8he+V5XriwFHBWXXUXqrl/b3/MHH8LwAyrTPZCS6ve9l8TddzERa+TPR9xMsmqYM/78DgDGv/BFsldcSW4wS80Jx5Hcu5lXDvoQo8efS/26B5j9yD/bcp9bejUd51zEHb9cQ2LyKMefejIbV++hNuUxtW+UqpZ69jZGqc8WSZ7ZQWZBnPENY2Q3jlJxbAN+ysOPe7z48ReJLmll6TunMr5vHL+QIx+PISIexYmAmo4koih58ZoX2SfjZDxB50A/QaSfpfMXsjCWYLMn2TsySt1InAUnT2Lr1h5E0WPH3n0sPn4xG7d2svMvQ5AUVKRqiFYlGBgaI1mdgOECDdNq8HpH6U1nqKiP4RUTRFIxsj54+SyirgKZLTLcN059XSWZoQwT6QJT65J0RwVyIotIB6RzeWTUp9rzKFYkiKQn8Cti7NnTy5SKSjKpIn5vHlmRIFUjaYtXM5DNcOSbpjCwJ0/Prv3k6eOXv/gZl57zHmYum0sqHmc0XyQS8RnrSlMczrOzZ4y5W/ew97hZTHRmGamEobxPhCI967s47Mg5NE2uItg7zNYtg2SjsGxRC82NlRT2jODP8Kk9uI5IMcBviqjcrQDwQxaJ8PB/t5/4zizpiEeiOUkwmEOkfIY7kvQP5Hn0z08y/6B5dGb2sHj2EuK+INM9QWYoS2teMDa8i0nThhGtBxOse5rBimYq07VMqn2a/i1pfr93ITVtLRy791Zm6KPm7zz0m0wf3cDBG39kee1fF3yJ3mQV8xfNY8r0WtY+tI2oqOSQN8+kd/V+aqsjtJ7cQk28isdv20QhmuHhhzcxOLqXL5x2FruGRljeUMXgWIZMRpApZjnkuFnse2oXU+vrCZAUFleRP66eoYcGadg3wY8eWcfe0WG+uHAuo0GRiBchEvcJJteyed1W2g+aRlNLFWO+YDhd4J6n1rFnz3YOnbWEYDQgP6OBtg2vMH3Tj6gpDNN9yBUEf7mVhePP8dcoSCQZufC9FPcKIo/8mpriwF+9z1CuZhZjT/+ZoLGJsGy0uRkmcc6GvJ0sLjXnnKwVWm6qzSLVc/ZMpJC8HRkdYdbMGa8Z4Hjd53AIGbLurcUslDVQDLvDtQcDl9wnZWAXWjtPB9rVrgNmMqySQ6EMrXiN/0LdaJZDYgu1S2dFOLlV5ZgEdo01Ji1Dg1WHWix00ujYeRZsD4RY2Ch8YcsMr/xwy/uVyrarP+y+FEFIeQvrkDHeGvMxvDOiAQBmB1ET2jCHVBkgHq6vOTuA0CqQ8PJbu3QwBBQdhtIAMTAWgbkv7KYo2vyMEKfonfd0/U3PSfU+dyqtCiWZnhNALhvgewIvAnvv3Yq3VpA6LElkSTPUR61HJPr0syXiofqLn2Rk/lyybzjGjpnNUhcS0VgJQDZaRzw/SPSl1ciJDCKZxAPGr7uexN13kcj10ZDZSsc7z2DXhvOZsv02Utd9nvQJ72L0sa0093QCMJHJM/vdS7jj8q20N09nYmSCRw6+gqqDT6A+4nHBrFrS06fQmBujODFGIQUDB8eJJCpoeHMzNETIBBLyMNbnEWlKMbhljFhlhHhDktqBLK3zqhjdkyNz/z7Smwfoq6wmSPj07R3juPPaSJ3QyMLPLMa7YTOrhsYZ7u3i7PcfzsDOGDkvSiEywYbVmzn/xBWMjBVI1FTS9cI+4lOm8PLqPqLVjZDI0DS9kbG9I+RyOaISYskYESS7dw9QU5UkTYREopJoLmA8k2WwP83SQ6fxwks7SSQiVCZjxKIe+XiEVCrO3iBPdWWSzt4hGisqyefyyGyRbF2M+qY4e14ZojrhMWdWB31d/dTXVTHhZfDyHnM7aqltrST6wDYevqeLVDEgNzFKx5xG3njhqbTPmowX9Xl+TQ9HHdlMNp4nlaqgf9cEB82pYiQa0NO1n/7ROMU+yYzZzSQrY3hDefYODVOsytMxuwIxmiDZl2PT4BgTyYCxqKTnkV6mdBapG88x6axWopks/uQExYJE5CFa70NUUjyvhfyWHJnf7EQkIuwfydI04VFR5xHMrmbhsfMZGBykbepcnnl6M8tnTmbznn4YGPv/2PvvKFmu+t4b/lTo6pzD5Dxz5uSseJSzkJDIIhlEcri+xuCccbjXNg7X2AbbmGBsgw3YYBAgCaEcj07QyWHmTI7dM51zqqr3j66q7hG+7/Os9b6Xux7us9eSTk9XddXeu3bt3/f3/SVUf5BrvvVfCZbbGv0QUB0+iGPhNfqBn+oa57O2T1JYW7bOefDUr7Jw08/B5fZb9p7SE/xt+Od55rmX8R2H7sku+vQgwqBCfsXNhRMzOJtr3H7jVQSDdhqSxicevoN/OTbHYr5AoceJ+uZh/AtFAs9tML9Rozno4KUvrhG7MYzQ0JFOF2icy1OvNeBIjJ8u7uS7iYs09oUon8sQFgSKtTpqpoJWgbPHN9jvzTJXKrHrmj4+tH8S8ch+pqoapaDK7CtrLHp70O/9Y9I1EXu+hjj+QbrKQSJXvk9naw6NEN/zLvr/8Q+3fJ+yj6DGRqiKXegVFVczhbO5gic/hZKbwfWJ36L4mc8awUfm5m4ojbrQMuGaIYGC6Vumbt0zrK1Mt9IzWYy5FY3YudG/3rvwf337sQccWkcui1YzJHenR6GAZSJoixrdiuwwPYI7jAiYYWkmimk5+mlGWGRbu2j5pXagA73NfLWz0xmCzcCsLQDRzqrZ6UvQkrttAdheP3p7LJrp5GpK4q2CtwMjbAUGpuAXdGsc7WyHJhvRZkg6w7j0jmXfBhLm/BkRIQLWWDpxS+dL05lUzdL2rWfUwaLQqonSfm4dz1ffOv72FLTrGpjMlDUeQW/VGzCcsoSO+wnW4+vQGjvuWMhVcLrsuGQb4b/5I4KvvUjTFiA7sI3amx4g9NG3odlEqJQBmFd2EtOSuJsbeN7/Luo/eAJt+w6s8DdjyGooAEDe0U+0kQHA/Tu/Q/lP/gRdF9B7+1AHBpCWl+ldeJTpr21j8K6fRfvctxDVBtGbR4iaPRYkNrffwPrXXmKxrPClod9h05Hlpqt24FZltKU8cn+IUE7lfCGNfqOXkW29iIeDqPE6uCUEUaCWrCM4RM4/cxmvSyG6P0h1RqchlXHsjrH0hWmGfmcPFYdAIqgguKpsbOYRgwHiX1li5JYITUFgQ5GI9Plxu3awtgxrMykmDvYgxFWuu+lqcvUG9c0K7oCbUn+I1YUkzVqDbdt7kZwKa3MpRElAr2q4Qk50UWD8qgFyrywT6PeRLlao1ppki3Wcio1SU+XiXBKnYscfcZLPV9HKDSpNnXqpglJpUJNk6oUGq4UMis2GTRYo1xpIxSq6KFIXIVeq4oz4ydebKG6Fjbk8jpREn11j0e+iq79Oue6mdKWKjoc73ng/Z19M45reYGktz97DAdbjVXwunaajyVpeZ74poEpRVFuF3n4nzWaDVLaBI+RkZTXOYmKdxpE9+Ia9pDJpGjWJc1M5GvkKbllmswlzi2n0F9yUZ1M49/jI5yoU8yoH39pHoN+OIArURyTSu10UTmeQ3TYadgeuhQouVcbX68bukTn1gykyhRJrvQFi41HGfT28+vQSzcbWUvEAjoXX2p8TM3wg8Oe8NPQ+9q20hLDYrDP69J9v+Y2zmuSua0dZ7E9waXaWA9ffzfzxNCvHE5z8wQXGB/qor8HqlQwuu525iwtoXQqHr+1lbKNOPeahvpylIehI13Wz19tP9tUEd+wapl6tItlENis1ak2Rfq8L+wubqDq8aXIXjVEfbkFEH3LhW6ry6ulNBsb6GHfZkLIVJnud5FXQpzdRAi7CdpmxA73slRWeXN/ANp8j0PSwWa6xLPpY3fUxhpnk7it/ZY1PXpynf7ENNi67byG37d3Ymh7SIRvBO/rpunIUNufBPgzfmgJAunS5JQ8sE3qHfKKDOzc2fDMYwUrSiOmjZu5PdChlpvxrs8K01eAfafuxBxztGd1Ky7eEOSaPbYnhtkKvWw9c6Hg4lsZv2UZapoUWuDDzT5gOP1iMAgiW0DNT0ppRDm3dXOi4fwewoS28LbKkc2idn/StMECwxtaWZFvzarT5D8zpMIWyQKuvuhGc29kv2gL4h/NjiG1QZJ1ughEDbVnnd4SlmsDJnCeLYdgyOx13N1mH1zUzT4EBmFpkjBnaK75OIxBePwMd865bz9vyeNGFllOuxTaB22tDlkXYSNB37Nut3zdT+KZn4U8eo/bNT1N4/FF0jxeAkfpFvt/9CW7KfRZnJY73v/4iuScf7RhJay7UiQkAQsXLLG9/HwOX/wnXl75I5eEPUaz3Uv+XV2HoFqLL/8xQ7hU2un6FSgVODLyRqxe+aY2o5IzxzMGPkhZ8dJUVHrx7B02hSpfbSa/TQzZeRE+VWBp103OvH7ug0XtdGHSdZl1DiMktxzZAsImIkkD/NWEiQ37ERI3Mqys0JYEpZ5lYfwT/oBPH2wZI/Pss5VST3qAfp9ePbWcPuReSVHIC2VqDEY+XRJeNhfkSbknGvtdBKF5lwynj6xFYXlGZvpCkVNGo1mrIHoVSpY6EgM1lw+FzoaPhCTmgLrCylCMS8rSAUL+f1GYRNxKaruFy21HcMu6Yk6FBD6trZfweB8tXUhQyJXxRD82mRkWSiIbc1PNVGrpGI18hGPWSSq8SdY9QrpUJhTzU6iqOoAN/j4ellRLVhozbayfS7aSUUiCiU9yo8NQ3Z6hnwd3YxB/uYepsmfn5PN5uH6MTNuLpCiXBRqOpY3criF4n8ZU8xUoDp0dBxYHcVEiuFIl1OWmEXWys5PC5JGqCQkOHUjKL5lRYKdXYdNiIzNdIbJYRRZg9WWCPX+Zf/+w4979tH7F7esjUNdzTVQpSEVuXB2m3QnC5RsYmEg342L9/kDwC555bYsEjc0NPgEt3/jeij/7k6980AC7u+Qg7z30O39TL3J5c4PS1P8/+o3/5n577QugOXC/9gHe//Cs0RZm/1oM4ew/w7Hcv8fZ3eJg9JTLid9PM1zkzm6aUdeLqc7DD4eBMQ6Un2cBZFREVjYhPQgx4+dbZ13jL9bu5spQhmC6RyxfoV5zUqjWqtSa+nX0IyRrC43GUXR6a14fQDqrEtkmEol6UTQ3buSKzKylGvA6KooKuSXhTBcRvzqEPh7jB7qVxIMjT51KoikgzrbJ4LkH/ofs5NnqY8Oy/MTbzHWucG8oYr+3/ZRoNH7ve4ydw5nl2nfwB9t9+7T+dl+rDH+gUOe2tyGJ22zKl1TTDP1/Ecizt1CQ7FDXB2leNPVFoyYX/Hc4UP/aAQzBqebRDjDqOdermnQzCFqcADaFVJrP9gEyThkHxm3Ko7Quid0SlCBbAwBR8GH8KpqatGawCFlr9IUHYXj+mPDIU7a2oFvTWeHXTedPormHSECzB2Tq3nd6iFb3Tcv4U22yD4YDWSrnR6oTQeX8z34Q19vYkbwVuBs1n+MDoZpVVM5eGOW8WsLG6ZR1vx6YYc6R35PswzUBCq9qnhmbNnVX/wsqPshXotYCJeTPDMdVkcPSOz2AxHx1+V9gd9taHQAAtHEFMtYpBrdsH6aktYZ+5AO98D6VPtbW9Edcaa/0/z9iJX8d+7hi2J56iedftZm8QgMatrb8lvcGqcxtdkhNFrRC+5Qhu7wCOQpu+ttcLVAoJ5l19LHQ/SF8zjbe8xNNdP0Fo+82oPgG5VuSqrkFsmSqLWZFksoK7X8F5bw//+gdPcevP3QoTLnqMMTfSGmpDxxFrOddqTR1d1pFdMtvvHWglvtrIkvMoFHUNXa9zbi5N5DOzDPzcKKPDAc4cXaXR66NYLZPpycNlP6m8jmcwwmaqTCPoYGwgiDaXZn1JZalaYSLmZH41SU+0h5mlIjUd9lwzyNzFFOu5Ik6bhFZVUSsNVIdIraGD2jJ1je0Ic+XUOk1VpVFv0rBpVApN3C43WkOlWNCwO0J0dwtUcjVivW48AYlcospGIU+0y0fA7UCIuFhbytA34EEXwe0JIdV0ImEP4/kKzxdqNBo1HC4HlYZOMlPGsyPI6oKIN+zE26szdSbOrr1hMk6NSlPh7vt6efybcYq1CuMD3eiyxOCADb/Hw8y5BJrdwenpJPZqA9kmEV8v4A85qG9WKBUarDQabKwXESWZQkUjnyuhywLdDi8uSabhF1heKOCMeAkOBclv5lhdztE/rTDRNcixry1w1cOjuG7uY6W7QnAlRWa1ik+H4LURNh9ZJzwQRAr62ZjbYN/+Lsq5Jo/PL/L+33wj+TM34lt9gc5W2Xsjylt+gdRAN+FH/wAltcbu2j9RlAJ41CzNgSHk5UUAkrf8PLFd72XbEx8FQNaa7BLy2GUn72p8Dv/vHaO76whnbv4Ea+ezJFI53E4X+0Z9+K/38eQ3ZgjdvI3lXIFiPIvPv8qB3n1QEbB5JVy7wvQKUfyX0jT0Js/On2OgrDAxLyJKMqJoQ7lcpHk6T/22ED2DrRDVWk2nedCDP+enIcgIT22w/nyKbr8TRdXQFrNIuRqSU+L6gJv6wR70lxexqTqHdg3wmtZFyevAuzGDSIPCwdvwHBjkmtoczmMv4filrRWTAepdYxQJI20/hPpn/wVGBkFXt2pPnYqWYSNpm5+NDaijDle7ZkRrzzSd3jtNwpgKX2cOpR9hE/+vT/l/eDOEspneQRCN3BSGPcwKldRb/1lAUBDazo+GMGppyoYAFYUO84nOltokYJk1RAuRtMGCZTgxhKkVW90ZFWI4DGmmgAaLahOsCBHdEtLW4jH62s7k2frS+mTYBQWTvRFaETZmvpIWKNHQhSYmGAPdqNFmLuzWd1Z13U4ooAsIWruSXBsitDkOXZMQkFpCXNNft+6N6qyWOWYr2DDRvmA6QZnXN9CaWTtFoKPgnaBjVnNF0AwzVSeTImJm6ROs6rsd3t6mpmDM2daXphWpoqOjKzZKv/ob1pEnXe/mhbGfQUfAfuJF3L/yK9SvvwGAwOZZTmkRsuG9APh/9qegVLYig0FH9/moX9tK3DWQfIkZ24R17U6wAVB0RbiccvLyqWfpC/Tw/IFf499v+hyBG+5i/4Fuxktl7urvQVots5rYJLbdT/9HJ2ju8FI8m6Ovtwvtk+eQBQFBFRFFCVtAZP5MgsSlfGtlSAKKXcZ5voLvaB1dF1BTJQRNp5yoMJb2sG08ytR8geaxEsEbwtz4yT1o4w4ee+VFovZeZucKBPwKeYdEbVsYp67CUhbngJeGS+LwjWEuXyqzvCLw4ukN8s06oDMw6iYQcDA83kVGaxLwOgh47Xicdnr6vIRjNnp6HVyZzZLIVdDsNqJ+H9v39xLrD9CUBIbHA/QOBnGIoJRVxAZs5Or09vvwRjdRcxUcokYk6kKvqch1DUm04fIJDA10oaKTKlY4pensvn4Ib8BOI9tgYmc/DbLk54ps22dn8cpRrsxm6B6PsZBsYPO7qVJgYaaOO+hk/4FeFo+ucva5OMeeXGd5IUfJKdMUNOz5OpomUgY8AReIOtHdMXp6/RTXasiaSCVfx+NzsPfqAY7cug2H4kYWbCxtNqgXG7xyeoVTiwnWM3VyBYGnv7uOpztA15Cf6R/EKa3oxCZdhN8xSGVfiPR34zS/vMroG3vZe3sPfT0Odm/vJdLtYz29yIuvLSEOSAi3H+L1Tbt+P0cvrpLf9TZK726ZFuRiBo+abX02wEZ8+GbmDzxMqJYlcKWdYtw2up1QWMc/03LAnEy8xJ5uJzYV9ntd3H9XiMSVdV57eZmQA1559SLdXRKVXIn8WoP5L59nYLILfbuf8ISThGQjcKiL6KEubviFexn5wv38YCbHZmqN3MoaFOpI/7GEfjTZYj91EcEhonbZcI77aI65EH5igJ6/OsBGVEaz25AlGdv+HuSGTnAmSddcmkP3jWG3S6zpFXo3G2SLLv7M+3Oc3f7TjDz790T/4rcI/s2f4Djxw2ADQEnM4stcxHns38je9B6e3/FBSn9zob1TWopWe7cRrFLU5v6EsT+1isttqQhr+MAJumbtT+39TjB+I75u7/1f337sAYflFGoZ4o0HI7QKp+mmJiyYsMFEg7pRZrhFV+mGAGo7UuropvBCMMSQKZAFy2/DzNBpAgYjABu104nSpMosLbu1LDAjJAzmw9SudcPfwAStmul3AC3QomuYlVbbLiyCedVWSK+1XnXre2sti7TYAyvhl+FMKbSiLTo9pVshwMaVTFOToFmhsa9P0g4giCpmbLnewe5Y54mGp/0WTsakoHSLXWlXPzTYJBMjGCyRLggtJK8b/5kMhjUbZtPb/3WCUK3leEdTQzBK1mu1Js262uHfYYAf4/fVt70NtbsbgJ/I/DHBgYMs73oYAPvLzyHG1wGIFV7FWSuycuPvo0p2xHwW199+Bl0zbLi6QPlUjqy8A4C+5cdY3fUOOtuyfztrnklSnhF+sONXGTnoZe81h5m8uo+927t4x51DXNXr49TZFUR3EH0lg/SzA3h/by/Ce7qpLZdY/O4SP3hxGdntRPD7qM7WqX59nc0zeVa+sky/30Pui3NU54sIAjQKGrZTNeKSTO5MBc89PayN+RG3xeg/MoTdAdPJC8jbvBROZimeTrPzlj723NTDhVfW6SnrVIQq6vIm6vw6s5enODb7PGqkyWalzvdP5qn4JPyDHnRVp68vSrXU4MUfrHK42GR1LceOvb0gyeguJ4V8lcRmEcVtZ+1UmsE+Dy5FQbHbUew2EGxodhvBAR+LyxXUVI0rCwWWszXKKlQKdZq6Tig8wj0P7WDv3ihdPQ58IQdje3rx+BS0hkw8UyZdKLO2nkfp8zE1s8bSUhJnt5c8NXIpAS3iY/HLy7icO4mGPDSLDZavXCQxv4buDPPkSyvMz1wmX9UYuSlKzS+TrzURRJ1IzEOpWKV3OMLYzl5kFACcooK2UePM6VXyNHFEvYiSRv+Ej6FtIdIzWQobKwiuMrPHlpBtEj3dfiJuD3JUQBlS0Hq9LBxdYENosL5e47UnZvn+Z07w4t9fYvpyBseDvawVoPKVJLlHk3z7a5f5xndO87lHz3Dg6j18/pkP4V0SKL3hJ3h9ax46wBv2dFNZTFH/9bfQDHb90DkAgewVjp1coP5UO+lc2ddP944bCM5vFcpF0cHO8S7uO/lx9v/ebcjf+ENGxwbpG/Zy/0P7WV0ssvPgCKO37CAnKFx39SCCz4YWVTh1dom//eZxvvTsFJsXc+CQkb0NitkKguJhXm9Qipdxnikh5Zutiq+6uf8ZESEuCT0sEv3tbWgPDZIqVFEWM9QUkYasUZ/LMbpU4o7f3MfFc3OsLa5zcTbByFAUf3zhPx3/f9bkehGlkmS0cpY3bX6Dvt+9G9sffrstq6Ale6xIyc7sGoaCagYJ6IKZXKC9v5nRDyZTInSwIUjoqob4I0YAP/aAoxUlYYSumuYKg24SjOp8gKXxCoa2b3EIgopuasCY7IQpqE2N+nVMh9C6b9tXwuK5Wt+JIJnVaS2MYgpSI6yUlslAaP8Uy5SjCxbaFRANFkVAM5kZM6eIyUwY35tez+Y6NJmQNitiLGLNAAKSeWKrryIYZeWNPmkdjrSCYAAHyTjT6K4R+WMBJ6PPrdlqpxFvyXgTfGlYqr5gZFw18YZgfURAsvxwzHk1w2axTCq6BWgEnVayLl1A1yXMtO7tVSBapIZW19n43gpP7f1XFu99DPVkFkmXOH77P3F69CdR/uMJC9yYFVt0AI+L7COPW8tv97MfId99D7nYNQDIc7NoRvjZ/tWvUMppXArfAYDjc58DTUMsqzSWi0Q/ch+xF79oXWv45+7ifOgq6++XjvwWx972KR697a+I3HM35WSDtx/ZSXxug1CuxOOPvMa5uSV2fXiS0G+MIX7qMOWIhOKTKSxXiJ/Jsv0TewmO+SllVRw/PYoWEXC+uxt/TGH1XInP/uqLJNMNlLwEqo7iF5EG3IQWauh1CVXTubbLS1e3m4uLCezRANc9dD/xVwuc/doGC6fqNC7UqDS3EdkWJR9SWDiT4Prrhhkb6uLq/bt53wMPsnLuBH2lEvuu6aG4mMeuCTSdOpvpApJTpCFpfKdcRpRtXDm2ii5DPl/C47JRStfIbGooA0EWp7IUcxVcksb2wyGqtTpKuYlLbNDf7YJCFaGmEfXKbN/p4eqr+5BUG11dIWoplf4+B6sLeTbzda6spKkVm0h1CHS7CXcHmdzWw+p0ilJaJdIdQ3TopOIl7G4X9XKdSxE7xWaTTLFJSbBx9b5rGOvroifkZfeOAVS5m+VL67z2whUq8QpNm0CuDo1ihcxqlgvLSabm4qguAc0mE+oNojpE7nnLGJV6k1qxwvarh6jpAhcvxrm4kCA8OkJgoAdV0yHgIF2sIUgSydUqYRz0DUc59MFd3Pe+Cfbf1c9rJ1fxb48S2NFHLbjMxqUMyr4Y//TiZYI+gXv2hPGKMBDzEBoJcu7RBMlUlabiN/zV2q362FlKbwoQfYeOeNVVyJnEluO6KKI7nTiya/zM0Xexc/5J61hx9EYShRxZb8+W3xy7sEzq8nk85RaLd2vqB2x7914OfuUn+Npff498qkm9UsWnCpxf2qC0x4bogMKZMh6vyJFrRhmYiPCtp2a48heXuOkLb6Cnpw+HXidWLNJwSSx9e4rKpayVoK+1t5ipOo1tQxKpXeNB/61dNP126qrG2ZLK4kaRme9d4cl3f59rbtlN0aYwuXOQu27dSXnyCIXAMK9vVWc3S9vfxvxb/wenP/Itzt3yx/x76Ne5PPQxEu6r0BCw6WUCn/oAzs9/fqvDp2461Lf3UIsJNpKG6hjbpSWrTBZYMJRmEbOiraX1/m+Q/v9H5OHweb2Ww2OnQ6XZTOHbai0ayzrPkM7tX7aNBLolLlu/t9gSE5JY6LNzis0cEGb4qo4VrGL8tOUg1IFSTXZCoAVCRAzfApPnb/epsz9WOLB1zBTBevsc2tfv/GixD1s6ZoIqsZ0NVDCFrTkjrVWsCVpHRtC2r0ubaWpVvRT19hyaiW1001HWekE6kL0JvAzWyIqu6XRYMcwtlre3AewMY1EHYBHaTramk5URkqsmqqz/7EkShQqapLLzdw7j3Jwj8JNvwa61ip+VH3wXpc/+FYIgYVI0rZBcsD3xOIH3vReAta7reXbo47zzxLsRtQad7fkHv4G6mebWlz8CQPYjv0SueA3C9/+SwfSLW86d+c4MJ75wCfvqKabkEXYeHGP/cBi9WCFZaDDzyjySLtA3LrBtcoziniBSTMIWVZj74gIjbxuj4RFwBKA0m2P6D87jjgSpIDCxN4Q85ubSuSx73tmLWqpy+tNTXMwmuOH6XaSfT7H/z3Yi+2wIFR39kRLPv3qF4D43sck+XnsmyeqpZXquDxPo7eLKVJqdY13k4ll6ez2sxktsO+DnxPfW6R9y0LUzSjlVR3QKdPfq/ONnzjGXuMitd93LvttivPi9Fex+B56Al6XVItl0jny+RiDspbcuEIi4mddUwn4766kC27dFWV3I08gUEYNOREEn1BOgXGnSrFfRRIluv5tQN6wsqSzOJ/G6nEiaRhMYHXchIBMM2clmKtQEiWKhQq2koSkiKzNZdg1GwQPzl5MoESc2RaJaalDMNejrdZPMVbFroKsNBndEyMQrSE0Bh1cmNZ+mUKwwGvaymSth6w0gex3k1nJkU1VK5RKungCUVEI+BXvASSZXxqZqrcJtVZ3YqI+16RRaQ2Nwe5iNlUXqRZnD1+9m+soGDa1BJVensFmgrmrsPTyEyyGSyWdoLDe49eZhCrkG1VKe2HiQwprK9lEX5xYzeO02EjN5bnxrH2q6gf1UEcdeP8KwgoZAuaExfzSP5+v/g+2vfQ1nRxKs/28tc/db4MF7Cf6Xj/zQsfld7+Hi3e9m5ewyP/XkT1vfT9/22xwN7uNt3/4gro6MuABf3/cRuh/4EC6fh8alLM/OL9LttPHGtx6hEdB55OvHWT6zwPbJIQ7dMoFXlZl7LcnOD45y+e/OMbFRIFlrELG58NwxRPV9/WjuDi2mg5Nt76UiYr6B9omLiBkVzSmQyZXxVupkuxWqb59EeGGDp773Kr09wwxs86Id+3cOLz9ORXKyMPpWsuJhmgJs+CUkWcfldkCpRpddQNRVfMnjbH+lFd2iDgySOXnK2F9NwKC3oxHNcFmhFS6razqCWUyyI0pyi65Kp2ww/tJ1CsXCjzTT6I+90yjQBg6Y4UTQDkHV2/S4ILSXmW76MoiWoDRzdLQuYIALEYvSb4c06tAhSNssgNYBIMyMgO3F0I7UsDqOiVQtxt8UbJpg+FuawrSziVtNFIDp/IlhamiDGfO3HTlBLABjJiHpjBAx7tSRbrc9hvY5osmemDilNcFt5C5oSHorQ+eWBGW6kR3DMA1tybfRtvFsAVOtuTcFfovdMHth9Vhvg5/OMbbBjGBdWhB0ZK9C9O4RCt++jL/Hh99tR3r45y2wAeD69r+ibx+m8gu/tAVU6gI07rqHwu/8Lt7f/116Ey/TM/ggM3f+Idu+/8tbnlQ09QNmut/G7OhbGZv7BoHP/RmBjuPp0E5WDr2TtYHr4ckNGqrMznvvR1tZQU8l8I54UaoqiiQQvX8ExSMjv32IJhqNF5Ok/mmT2qEwp+NZbE8m8U4qKIe9SD4n3qt7sSdVQmEJ5wEvp5/aJBh2k3k8S/C+MJMPjdP4d51GHWZsOvslG6WzeeyDLjaSJdIVEOZ0FqauUMzrXHs4RmokyPLLCwwGoyQW05RyRXp6nPS57cxcqHHwhgGm5zYJbFZoSE0ciSqOrjDhmIeSMsypVy/RUCAUE6nnoZYoo5cqDPWGmG8kaQp1Nn1u8o0GpVoVVa3hkGUSmSpis0mk108mUUb329A1FZsMvRE/uVyJuakk+ayDdLmOpkOtWgdBYM9QiJmlHNtGA6TSNVYWinhCHtLJOl0DLhLxIhPbYszFc9RXG1DVoKgyOBlkPb9GulQhmYDBIR+rs1lUu0A2VcXps7OymKPHaafqkOmNRDko1bky7idVVMhnKwT7AujkcHkkAqN+CmsVfF4H5bqK12PHF7KzNp8j4HbgdtmI9AYIuUQCvT7CgV1sbOSIL2WoqgIHDkY5+9omoi1ArVCk2SyyPF9HcjjZOx7iiRNL3H1TjIWTBRa/k2dgWxB6vXhyAleObpBY2KBr1Eku2SDgFBlcLtJ1qknJbqO5W8FVqhL88K/zb6ffg7hymWsvfJfxqUe2rOfE7e+l66kvW3+XnztJLaNSfc/HiD31VbSeXvRgEOXpp4guPU84+htcrBXQRJsFxn0n/g3X/TejeaOQ2Qo43nHmc9SX/oPn9n2QrP1abEqZlY0sU6vbkNYE1NMX+IPpT6AtuPh65ne58T1vZFuvg+KX53Df3k/9VBzXVIqVao2+YwmUt/eAW6G955mJ/kRDSW2xAU23SOOnRvF8Y43GfA5H0Inid5I/OsNGscnud0/iOKdw83UTXDi/wmbP/aR63kjRJtF19gxdtxdRinGuq51E6vIhbyaQLp9FTMQRqtUtYyx1D6A3dESlzZJb26C1zYgW292ZusA0BVtiTMdSmM0UhK+HHj/K9mMPONqPwrSzix3faFvOswSXIcF13RRsgqV1d5xIOyGW+b1gLY62k2brBMHk382fboUDbOUdBItwaF+kzZ0ArXovaJaTpG51y3QaMgSwcaF2grO2EcEqkW4SGZ3rdsvAzM7oVjTO64KFLb8W0/lyC/vTAZis8C7rX/MSOuhGOSJBsPxoOoFRJ5vTCRC2ti2civXZwjmdWoLxXHTrjcbEMgiKgG2nB9szTiqpIs1ynmCmlcHo4o1/iz95jL5L/4D7k39E/Z430Ny507y45cxa/amfwfXP/4Q0P8eBqc+TfOs/sDpyP33z37X6Nn7sy+Qffh/F0DaY2zqSpKuf52/5JK7eGLJsYz4xQ6NmJ1CCW/p6WFlOkl2r4Z70Uhu1sz6VJ88mw884kbf5SMRVPDu8nD5zifhcGX13H8e+EefuQ7txRBUG74tSPlfAe3WIyvcznLi0yWRXBXtDIxSSiKo1ArKPUlnG67TTWKtx/PPzjL93nGK9TrDfSaw/RmE9y9ikk/VCjUaqRE5WmXQoOPUmddWGhEh42I2/ouGfUFCzMvaYzgv/cYWB9Qpe5y78fQG6nC68O3Pk4mlcg24qqSp4FGJDIQqpEqDjlDR6en2Iap3sTA4cTuqNKi7shEY8XDkaJ9DtweFXaGgqIgKlcpV6uUIw6qFcKlPLZfAofnwxDy5JpOZ10KUVmJ0vEOtVsHvtJNezxMIeKtkW6L3w2iKBiBc0lYEeL9l6k0y2SjpfRFJk4mtZnHaJQLeXjVwZmy6xsZyjnEoSb/pQPE6KIqS9blRNYyGexykKyFmJpiTQEAS8gowc81Ov16mU62hNFa3UwOW0U9Eb+NwOVA/s2OtEQEbX7Fw+M4s7EKaaLbG6JhLr8pLMVhCVJhvpChF/gIWFOKtOG9t392DzCWQ2BCJOkb3XhUhWazz/1Aq33jxBvFokrTRYX4mTlB2s93jYFwxQfu4K3fIQ9uUsq/ENRu0hXHfdjHTPrTzxyge4+Z8ewq7Wmeq7hWNX/xfGVzSum/oXAPqqi3BskcZxhc3/+kmk334f8qlTKE8/haewzMVnZunJbW5h/kKVZbKZElnfOJ7MLAD1a69FOdoqpqZkktz57J9QPHIvSr1AlhCvvjpO7J4x/svUbwEgVQv0F86xtHwrLlUnUKmgpV343zbOxq9vspEoEFXs2HVTOJv7jakcdvLgOoIoYp/0or5vEOlflrEnapTcCuMTvUSKNULPpbjnluupduucfmyV7sk+hIbEoeJFdqz/OrQx2P+0LTh7OKFG0K99HzdpRvmNjsKgneKiM8OzoLcDEKzN3lR6zXOgQ9mlnX/oR9x+7AFHW+BvxXitgxjRJsYfVpgqW8Ie/zMYKCBYdcowwYT1AHWsnOHGvVunmaumzWl0IIWOe7W0dKwzTWaiM1+FYC06My+IbjkvYkWjGFLeulc7P0jH69SmIDBXdru/tICAZXLQjeJwRv9eP0lmBIi1zDveZ4woIHRM00fLU1y35rMVtdM6tw1bXgfGhK08jNlH84GJRnSPQCtFulmx1gI2JvBUdRaen+HKv57n8E9fT/Bgl9VnJB35sIee27tY+8xZ9FdbXvS6pJCyj3C+b5gHFp/CUV7C+befofjpT7c3JwPMqKpA6k//htjb7iGQv8KLx45T8t/GQ7QBh61exB50kBQU67uLA/ei/uwnqSxl8Lt8BAfsnHlphYOeKIVwnVCpQVYWkSZjiCEP2t0RnM8nqTy/yVxhnV2/th3BqxDZ42XjRILQepMyNcqCSNWnQFFHfzlNs1EjfHs3Ta+AmqqQzlbpOdRHviZQncpzfjVDTZdxqS78QSeXn0+TyDVoPLOBbaNCOiDjdOlky1X8opf5+XXe/xsHee6bHhqqQE/URbMscHllk90+6Ol3YQvAjjsi5PJ1rt0dJXRIwtXrwP9qgoE7h5mZ0ilupLD5I8R67dQVgUyhRqNQp66BPSuwVI0TDDvRGjoOxUZqPY2tobFrvJ8Zp0CTIuMDEVKbVdbXSkhBJ7mUjtvVoLc/SFDZIK+XcbmC+BWZ9VSRrpCHxGyCXEEiGHASCDmQPSKSJJPIFoiNelm+fBbFPoprLAI1yG2W2dk3wNpmDnufi1Q8jyRLqHVQGw3cbgWHEiabKFPXRNxROLFWp1Iqo4vQECWyjSqS24bbJuDx2Jg7vUm0x00g5KFcrjPY5aSMztkXF+iJ2rg0nWVixzi1QpVcXsDnDjI06Gd9Icn6lE7/aAi0Bl19XmQUcmtl3DaFlUQWZ8TJhVMlZI8NwalwaSpH9y4ft9w3zOVT69z1tnGiYy5cJZWgy82ZqQ0uNSX27usjL9oo+G1INpldfi/JlRJ1h0zkpl083fUk/OAJnkLBdyrO05WbOdPj43bxMopcY2D9NLZ6he6//jhriRTyR26z1npFFbimeqb15rhcCOUySqNEKDVHvWcnLH6fZncP2W99F2l+Dufn/h7XF1up0z0vPQZADBjcEWTbo1uZAu8N78bnc9GICPgmgwjFBrYShG/swf88OO0y+koDNaKgi50M7uv+NXy9NEFH73egP9CL7d/i5JbWWckUGB0Mo8+nsMkCajRA/2AXtbqOV7ZRmT67pU9aOExzYgKtp5fm4avQhsf5zBdOc+LpKZYrSfYEB3nP6BCSIrVlgbl/GUpwWxk0FRzNOtVSDnXoVPt09HYNro4Q2R815vixBxwWUjUFZgfFpGOwGEbkhfUgLXW4dYlOZGg2XRcRhCZCq24rFouB4QFiFF5rHTKAgZWJtIN3MZGNiVItB0i9VTMEq8uWwDQLyFmho1ZIa0eyrS0gAkwB3vq0NXak7WeytV+ayY6gt6fF+O0WdKyb82Ek2rKStJsMjLn4O+CT0AZSFlnRWRTRLLwGtCrPdrBG6OidqN5KimaiRN3K5Npmp4QtM4AugNqk6y//hO1Hn0Z4XCEzciu2R/4C2edAR0BzQGBXkMBP7EdytEL5GrYg01qTkbCd0+FbuLb8Tzi+/lWKn/prKzmWCcIkm4R23WGaO3YgX7rEbbkv8BfOj/Ni5AFuSLao6KItyOn1InnPAZw3/T6De3pxj92AXxaQ3zhO4Yk4nngdz0iQyEaNY0e6qB8JosjgnitRjVfwOgSOnk0xW29y273XIAt2xA0dR6JGrMuN5o1SRUQ+v47D56X2SgnbqJO1f0sTiBaJ3RjA845Bxs6muTCXYfeOHq6c2aTsUhgfCXJqLkW1rrI+vcQOr4tL00mODASxCzpuvcHgRJT4uTTbY0G+9R8reJI6S7UaJcnDSMyBvliiL6uTzyUZXvOTU1VSksLBYISMDew5CdtwkexMlvBwNxdOHMXtHyU05uLcmSyKAp6wD19/kOR0guX0NMHAVQQiASRJwubxURdkNjIaXtnG+myCK84G4Z4BHF4bqiyQKlTxihK1WoOsFkZxyszMJwmoAl0jEUpFnUjIh1RtIEkybi3L3HSS7bt30R1xISl2PHt2oRfshHJl4rpIqdFkfi1DpVJhcqyPuMOGw6nQZRdI5Qs4JCc2XUL0AKJIvqpTyJXo7Q1Si+fwOB0Uq3XKxRLQQN4VQ0yXyLhsNIs1yrkNvGIvfRPdXH/rOPGpOIeu6iVXFGnWdLr6ZVx1L1MbZXq7gwh+N9GoHUnXiPUFmDm/QV0UyFVryEWR116aZ3X9Mh9+/12cfj5O12QPlUSTfCLOjt4A3REnLr+dvdf0QFGi6XXw2qOzHLhrF1/5t5Pceeso0WE/L01lGOtyIVzeoHukG8/4AJuRd+J/7gI9I70EAx5qjSFmR8PYnRJ5t07k879Kz5Un6f36fyN37zZr6/AUMwytPwNA9c1vxXbqNeSLF7ixfor8gbfA0b9Ajq8jbCRQR0Yo/uEnqT7w09i++j2E5/4Dz/ppAPZd+ke4xJZ29kqJPVqK702t87FfuhF3tkxzrY7UFCnbNGx1FbGmGjuCyWx06pfmH1oH860jjLuovKUL+2c26Y8ECRwYZPmJyzjXM4QnupgcjVBN1ri8ksL/8Q/S/KWvIqsVanfcQf5fvmrtryCil+rsSCqMv+EQ/l4f3V1RwoORFlFs9EfT2qDC9Itrq3OG673h7I+oW7pvC390yJAOTdtUOP8TXfp/afuxBxxmvgsLTAggGKXdLcHbEY9sCsVOnbr9cGmDB1EDTbC8HjCvj9AyoRnCt9NDQNdFQz4KqLqGRNv5Z8uCEHSDSuu4t2aYLTqcIS1uwfhbEPQ2AyfQqiYo6IZHg26AZZOtMIS3FeVqMAfG9TVNQxQNcGSMp7VEt9Y3EQUTPJhoW29TQ7qIILElEkYzyuK14Z0RHmz0wfSCN60wna+FOfUmWLJwocmo6CbMMQ7otJ+cFaqL9bd08hwDrxgZOWvgvvw11J3fofalL1G+8w7QdZoHfUgDbvRTEQCUaoLieoo5zcE17/p5+JNWNVflu9+m9qY3tx6dUdZGEAWqT8WplTzIgGvlPB/q+ju+PPnr+PcdxLVyFvHG+3FVdardQaSe+zhRydFbkfAvb1Cey0K1jio4kQ72oB5QOOCWOfeLxzgdX2FPbz+h28LogsBkl5d9ZRlREHnkcxe4eiiA3tDwTdoJDLkYzXioiQLZK2lqbgn9qgFWnU6mv7dC5LvLOLIlrr59O/V6g/5dDsL+Ic7MZJnLlFBdNtY2iwwMduOOOLm1p0FjVaF/h5eN2Spuh06GJjff2YcjUefAHgVhpoK+Wae0VObS5eNc4DAHh0IodoVAsU7m+ByV8SBeSUKJ2Lk5MsmjT51h1/69nA+OQ8xJIVUBGcq5BnPrm8SGgoQGfLjKOwh7NYIjPpxeD+dfbpJey3HysZNMXruXZrJAPS5RcFQpFhts73Mhj3dRzOa5ePQioj9CM5ujoev0BtzMn1wkMOZm23gX+lKVqXyBXCmNrmgsXEoyMxfH7Xcxur2fpqtJwWdH2kyRWYsj21xodZXVjQxrGwXGd3ahV5vs3hGlmq7TbDpQMyK9EwFW1wq4g276JyLINoHNuSx940FKDR2HR+HiqVXEgANXucaefX2cnVVw+u3ogoY/5kdxyWRWy/jdkMmr5AtNypUailNnIhxjnTrx5Ry92yNcuZKj1tRwOWVCET8HDw9z4dVZ7J49TC1UCff6EGSFnh1eLv79CseCy7x31xEe/7sVomEnMbeCgMKNIQ8BCfbfOIGoCRx/ZZWdoyE20wW63jqC/dUMqxeTjD80RvSGI3z9d17hgZt2k27Waao1du2LsvHCEp+efBu/XNoksHYG5+c+a+2Y72x+GnuhZTYpv+M9OENB5IsX8M08RXzyA9Z5rMXRYzEEdNQDg7xw9EaOvdLLx71/RKTwOluk0eyVTcr1Lj74xv3MvpRg6J4oz/79CRIXFrhhvBu/24E24kaQWvtdi5RubRIWE2sKfXRj7xTApiNv99B84yS+r11Bv7RGyOlCztWpnpjDf6gLUdNJX6ryyN+dZ+Qjf03o7z6M/cknMdlrXTOM0i6Z699xLZomIsmiwVK3FCdzrxUFydoJ204A5u4oAirtKMHOY4bSZ8hA05exrej96M0qP/ZhsfoPafomF9Hy6tVpafItwa9byq/53HTjoZgJv0zB2xJmWiurp5HXw+AYEES1QzqaC0iw2AkEDVHohCKmIBW2kFwCLcfQLbk0jKgMzXCORG8TYzqtqA9j4C24ouuIBmHSYha0LU6agpmmu0X3WGFiraQwAqKgW/c22QbRSBbWwhad86q13U2MOFStI7GXDoiC1AIIBpMjmiGyOiCoCFqrhoyJvtpPT0A0Q5CNl0vUhQ6QJtKZGEdr6hSXW7ZXU1ERjPPM4mu2zXbyrJxvHACpWcb13negfOELLbZIEWj22qjeesQ69+5DEjsGeyhcSFEJt/Jk2J59idk3/RvNc6sITQE2GmSeuIznI/fgXjpu/dbnbrLH6eKC9wjO3/4Lsn2HEDSd63aF2Hk4wPWuAJNrmzw/ewU5JuH47d1sjsg4BjSkkMK/v/9ptv/SPm7dNclEKIr3kkj9eA7P23uo7Irx11/9ZzIVlaMXF3nswqucPJ3FfXs/oe1Bdo1HuP+2cfTJAdIzFUpddip2iUoV5nq6efzRSywWSqSbDabi65xfmqFvW4DtvQ6GnXZuu7qfyT1+Ts/AmXiW+SslmjaZoR0ePvKzE/in6ty8UKN6Yg13pYbNL9I3GOGNt9zO9ihkhhuUSg0embtMaUeUYrOBx+uinC2hOGy88ardBOsa3fvTjE16uHQhSfr8GuPDIYa9HoorRWx2EZfLy2pBY+FKmVcenyGxnsXucTJ2YDuussY1b5wkNtxLvgnVQoFcXiXW48bXF2JgbIyegSDd+3oYG/WR4wolKc/IeIyp19a5mE8j13WuHt3BztA2Kg2NHXsHeNfDk7zlwTDJ5U2+/ehjvPjsi4QCQfYcGeXwvTtoStDf6yW3mCW9nmVzvczcQpH1lU2yGxnEpsQdRzwUC0We+OYjnDpxlGy1yUoiDzUVn0eAukiw10uy1OD4lTjOHj+B7jCriQ2axQorq3kaHhtT0xvEvA6KJQ1Vt1PcbPDihWW6A1Cv1mlkqugIOPzuVhRNtsprz8+CzYa/209vd4BwV5DNRI34coULgTn+6z1X88RzaXpiUXZMBOna5cfeLaIf6GGFJrLapFaps3sowD987QQnjsd55UsznH3yMpHD/bieTRDMy9zznqvpf28/+oRGvLDMhTPrPLtQ4KMfup/KwfsAEFMpqgOt981+sl1xdepn/wk11sphYy+ukkjMt/eW0THjPdZAEbnuo/v46Etvxvb7H+d/1lzD23BINS5OJenfFUF7JsvQvn58Xi8vTqeIl6o4vhmHut6x3xjedcb+JYgtBrVl8tXQUQ1NS8d+d4AnuxRKiSqKQyazmaOxXqZxLMXm+VX2yQpjtgAvvGCz+uT4yr/Qoi/a+YVESUa2GeUgzJBVwdirzCJthinETCZppR8UNMR2+lFrrwQTYJipDzTLdG3thoYC/KNsP/5hsVcW8Ho9lhZtotZWJAS0598SSS33iU4opoOZMEo3kKGmm8JdNMBG64KmFm05URp/d06yIAhG+GUrakUwWYcOC4MVM62bzIYZ8oQVBioJ7XgMcxG1ojINnxWhVcYcsy8ILQFvxWIb4MvMXNrhD2LRB51In5YfiaiLCLqGaoZlWU6dtIS0+LolZVyjZT4y1H8AXWqfYA3cTIaG5djUmenVeja6GbZr9NFgsUqZJm6/hC4KCE1AEoxU7+addNBbPh72l14k8JYHAcje+GHqkQdRXvw1ApsXAEh/6zG0669uDUzTCdx4HfKVaRLhwzy67/fxBd284TtvwVlPGctGRESj4Y9Rq6h4jO8B0tvvIuMZ4YXArdx892FeeXqKhEMg4HZzYJef0VQdtaDy1WqJ9w6GqD7cD26R1UdXiH93lZjXQ++tw5ReWOfVfIlt3TKy7KHZ70A7maT/p0bIPrPBa+IcE64DOLQcL5+P4xU0rnrPPlTZzqkvztIXdTOdKyFVVAqCTtgmkanWWSnVEOxw5/XjhEIyzi6B6UcS9O+IML+eI79S5MCbIjz/1Dr33jzAiZkFbto9hrpQxpWsY7PZOT6zwXVHxlCTeRqDQebWN4moNS6uCOxxyJT3deNZyeGXRNKixkqyhOxIU4r1kNXmuX4uxvoBkdENL9NyhUfPXKavZ4J8USOxlMHRXcAh9RLti5KN59AllbIK68tZRE0lHPEz6XSTdgjkbTrF4jp7D0RIrLsQkUHR2JPWeDSXZ//BPrSiQDJbIBB0cHl6idhgH+defYE73nAXQRm0ZpXZUxlEv5PVhQxyn4edO21IuptzTy/jjnrYfWMPiqrz3S+dZXz3IKIPDh/ysHC0Sq5SRelxct2NYb79Nxfp2dtLrE9h7kIRzSGSWCow3O+jb9TDyUtZsvMp1jZW6Y4N4nRIjA/76Nse5qVXlwh5A2grWdSgnUCXg1SihN3nxq42WV7LYfe6GBi0k81Db0yhMFNAq2os5CqUtSrNTIWLCy9x4NAb8OoadV2lnq+xc0+MkydmGRvrJ9TvprJWYvv2MPVKDadDpHvIy8nTS9hOV+nZHiGykaS8t4/VxRx73zKM/HISz/3d4JTQPj1H/ZYuElfqBCYVXn1mhq6qjbmFInf/1CH42ffRP/somiTTPHQ1yrGX+b/TtECQ+bf/NfIH9uMY7TL2KmPDQSTaFfqh36z1XsvX+z+K7HRw+xsm+e4/vkJZyvDWu29COrFKoSnQK0h0TUYo/8I4jZCEbu35Hax05yZGK8V/Owqkld/C/5klKi+sk7JJzJ9dJrItwKyssZJpohWb3PqOXQT+5K0M1ufQBInshctokTDmnt3JQrxOUGDlTDATbpgKoaqjyR37IgLo2taIFWj5KJpssAFaLD82HXLFAhM/wrDYH3vAMTMzh9frs1Bq+2GY7AOWDcx0pukImKVDhTbkdlu4mjkbWvKwncSqdVwAzbBXmIDSiOJohddqmAXc6BSowtbHYdoWdb3Dz8QkMaz/YflhCAZ1ZnpRvD7JV7vKqnmHNtASOpkFrX0/06xiRdYIEoLedlRqMT7thW8CBjpvgTXM1meDmdnibW3pF0ZKeQ3DYaoT8rTATqvDYmtewGBNBGsvMF9lwSjWZkYbmfemrpE7m6X/r34J5xMtf4rHb/hXyt4QDzz9NuRaAV0QyT75FM09e0EXsD39FIF3vR2A5/f9Nkt913D90rcYPf95/mdNQ+DYPX/IBWkvTkeDickRTl+IU6DJnh4XV3UFUdcrMOTmzOk1Dv3+NSwupwn6bMg+G2e/cZonnzhNl3+Ya+49wNLMKttUL67rI2y8uE6lXCOdKzJ2xzATb+zhB79wjv6BMI6wjenlJN6gn95rfDibGkcfWSYg24l1+ag1miwU8nQF3UQGIzxzdhZfASZH+qiX8oS3B5i/FKd72EMsFOD4TJJbDvpxSjYc6zVKlQqqIOGuSWjo1OoCVbmJUBTQ7TpFFAaiCs1KE69HIlep4fbY2OyVaIacyLYqJ5+epW98gOEhL2g65XN5zp9LcOvkUCvdtKKjZ5voisj5ssprR1dINdMMylGcUpO1EPRHY7x2YYPewRIOoZ8em5NlG9SLZXLJMrpbxCMq9I5GOXs+znjAS7qaoZBNIvuijO3o5uyJi9jKbob29JPeLOKyy7i7XVSbTaq5OlqmihgS8PvCFEolBkJO7FKDmcs5ZJdCvlrD3+1HWC0Rz1WoVZps299DIV2iVs/RNx4h6g2wspTh7MVNgkE30T4fyfUKIZtAXdQJDgU5++oyAyMB6okSIZvM0L5ulsp1on0yQlmiWNRYXUzj63LjcEGtruFSZKr5GrrNzsZqhsM3dHPxQg6H0GICEwsZnG479VyNRLHIgNfL5L4ISysp8ok6dkknMu5j9ug6B2/YRr1RJj6VwOFSkBsqkb0RFk+e55333UyqVCGbb6A4BBxNhXS5TKQuYBtQKOsqUo+E/FiCoT3dVAcVTj+/SXM5R0nQuWbfNoJ/eC/B5MX/6bvyf9U0BNLPvIC2Y5LODSZ03dXIc1vNKonbP0D63l9GLuqk1QbxS0uMDITJnl5ivDfK8qU0kaEQ3Q0BYcSD9uY+Kk4B3QVij8PaW81cSa1okDYDbYbM6hpIDYHq+1+lVqwRccpUqlU23XaeX0kzGfbz6mqGiT4Pb3+llSk4d9c7SXz89/H6XTh6HahuoeWTxtY8T23RoSMgGWkCBMS8hnNJozIsoHtNs7dg7a2WbBNA09r7Xjs6jxaTognkSvkfKeD48ffh6EzWQEfECBaEaJH6xgprw5EOsLHlmBlxohuadjsLXOd1TU2ajmu3V4RhvrESW1k3aX2y5H7rOi02pu0shLnAjPEYEt+6h9gxRlHUrfTjVt4Os5dmeGqn9m+Ozcy6aWE03WI+hDaF09lZrDwfHWCmPf8dVI/Z3w70ZLI2FqgTTBBojdL4iZme13xGBqti3cUEkh1AqiNBmmBoFM2XT+N7+KPgqlu/nSh8j+Xej/DN8Q/xpukvoDQKeN/zE2RffZXqbI2cuBv7tXfiPPoDrlr4R+q7b2epuoNR2u0zu/47D/YnaVTqXGaQ0sgeyo4caqFCbGIYf1Fj31AAp9fBxtQG+Qk7Tb+Irc9G6mwB/VKRl788x3UHYvj2evA1urjq8F50QaVQTxMZ8LK+KBO+nCN6XxcXPnsZ1V7m7NMr+IIKe28I8+pKlfBSikQ+wUqqiK1PoJATmN+o0B2TKdBAdthwCQpqrcKxl+YYijSxhf2kmnUCox68YYVIt42opOPI1rgpIuGZbTB1MUHQpyP5FVScoGpIqNDvoq7q+KU6i800nsM7WBHqaLpE3+4AkiBQ1cEngF6DSlLk5ncdQK01kRUJQRRQehwcuSdGXTMZN4HadBF7DiKbDd5+zyAX0oNMrBeZl6o46zn6fHZqLjt1nBQTFfLbobzaoFCu0D3op15uUCqq1Bp1/C4bi2sz7L9mnMUrGrlCkfXZTfzBLpwRBYeosW1vkPxiGYcsUkjVyC2vM7q7l8szc/h9QWp5lctzK8hKhWxFY9DfjT0PLjXB1FyNkV4PRUlC1MHpVmhU3ORTGqm5eeSmgpCv4e/2ITTKuHwOIt1O8sU6m1Mpxrs9eO12mvYG63aRZibDRrqGzRGhksuRypXwBgQW58v4Qwob6yWioSBStYG7R6AuVEks1Sknq2ykqvjDbjTFhiJoaG4bIZeHXFFlcTmPIAlExn2Iukg2Vye83U/VCTIC4fEQQ6NBnIqKzSFy9fjNVBvQFG2omxW++fXL7NvZx6EjvRQ0jdMvxqnVasyvpZkYDZNe3ESZrROLxUhUm9x0Qx+pyyWWo1dx8/8PgENEx/ebv0r2m9+29hEBgeL/+BS+Dz6MmE5b53Y99Q/k3voBpmckruTWufDUS/QN9DM8GWGXx81EtEGuV2F9Jo1yuULgUzlkxYE26KB8JEi1UiNwMIwetqN37GOa0GZVjc0FVYDZnQ42Hlnjrp0DCDaBHr1B1KtT0VSisoTL4eLl0Lu4Pv2v+J/4Kq4nv0UlvAf77beweuQB/O/c1WKjO3ZLk7HugCAIGsh5FUHVEZqSJZNaRTHb5nHBSDNgqtStS3QoswZA+VH7VPzYAw5zkgUDMlrZ2ixNvEMQ6m2Wwcqvb4j8TvAoWDjCNBO0b2eZXQyZ3JaFbV8O3ZSexsKwNH8rmsIkUFoX7nRMtYrJCSAYcbnWT40xdKZ3MWFWx4R0ZOVs58KwpqEDKZshVFaEj3GeYDInZk8tJ5D2HJhAqBPgWP3HDFM2b8KWc1qPTTPAx5bBbwkLM19KTE3A3AgEEFWBxnIRsarR0FTkbhdS0G4lfov+0kewVRehI5Ju9PxXWR58MwMH387inpsY+/d3IcdXUN70AdQDb8L57b/BmToPgDO3ROXM46z17uOAI4a/usGZ7e8jP3KIxetH0BY20BoS7qBMKOJDS6fYH7TjUGR64w0a+4I4dUj1OgnvDyE8vs7s0iw7lw+yfWcPNbWBIit4J73wfIKesT6aTSfnjp7jul3buTi3yXXdNoYPDxFfrbKUyJOfqlOJivT3+plPJIgNDVNOlikulqlIbvp6AqxubDJqF8k4BHoDbsq5EqFqhj2jw0R3xlj4fpxeWSe+vEllKkPD76Fr3IO6UqPpkanaNASnSGx3jCJNqssqxVNJojf6ie0OU083mJgOUGlAudjANe5CK6gUTyZJFnQaAuy4rZ/NF5KkxTLhXidapoFv1E9+PkPv9hi1ZJV8usKGVqNrzEvP4QAxnIBIz2IF54rIPk+IuXMKWrrALUNBEn6BbDGLsFohCByt55DlMKoiMDhqo5hvYBeazGxk8U+tkdmM4xbDeF02pi8vIDUFxu7bSa1QoZrNMbM8j9cWITm3SW/Ux0RoCKeks3eHl/nTmxRsNnxuD06HxN4bujh/aQ5BguE+D2WPRO+Il1yyyGq1Qle/gwuZOLJkQ6008HhseCI2XKqT9akklaZGJOohn1pBcCvk6hrVSprTixl6hgfxuUSmz2UpZLP4dsZwOhRsNhsut4tCuUb/UIDcaoYuX5DUah5dkqnKoOYqaJJAd78POdsgLLuYzcepNxQ8bgWbJNKoCuzaFuO1E3NQUykVaqTjRRqFGpP7Qlw6nWFw0sn2bSG8JZGg08Honi6693hxRBWOPTlLMVdhfDCIkq6hNEUSlyto6Fx9wE4hWaJer/LksdeYdxzg2L038uaNJxg8+12URhmAs2/6BHu/9Xv832nyhfPtvc0wF9evu57k2YuI1SpCpU54TysKRv3e99l5zbu5PDeLJPnowcGgc4CaV8a7pwvnhSXmM0kcDYUZtci2kTFIqAh/l0JqqDhuq3HFrjPw3mGwdSp65m5lKJY2ge0f381404GyWkaWBcrpGv1hN0vLGeLNJIP2GFPd9zCirNETfw6bVsW2eRy+epzBr/0ls4/8NMIb30P4XRNGPS/MTc2ihnV0BElHdwpUt4mtDKlbTCh6xxYqbP3bUOgsYdNGMj/S9n8A4GgLITM/hFlDQzAL91jPQUc0KXjawrLNkWxNFW6yA506vKWKW0Ld1N5b31uJ4AxKrvVDwWI0AOsEXRcQhTbc6IQNnTfWMQVzB+vQATqsFFdtEsQaT5vUaAOs1nei1dc2mm+ZdlrvQWuerCrHHeM2TTNb0rLrJkQQQNA6JsuiV6w+v/6lscCEBRDbiEg3rm1FuhjJ2urpKus/99c4Fk5So4k/EsL/k+9Ff+hW0BrIq0u8vglqkyOPPcyXDnyWnSN9KG//U4b+9aP4Tj2B79QTP3T+aO4cSxM38+J7v4ktkyOwY5jttQbPvzDHQ7d00ScpaEmdgO7ndHaZRiOH/d0TLH1qDWXOQSKTQ1izExi1oZea+IPDHD97ksxqlW0RH3mnwP5bu3G4dpA8U0RVYDQSZWFjmWoOpi/NMnzNPtzxOk6vRK6h88qT6xTSFxnt28NmQmV0OEIhWUbM5chX6qTLDQYqDbqGI7gLdZR6jsGdQZylKvMvn0FYqZHt301PqcG2yQGaQy6kcTfSfieiy4HvbzfxBENoN/hxCgJauk5gj4OmKKHqGoIkkPzBJsWAndiwDcklgU3g6Bcus/snd2E/XabaqJMq15FtddSiyMrZEjvGAnh7vMSXwJEXKV1MUovobJRsXHl5gUN9XlIOiflLq/T99B40QcUTCUFDxyXYCFZURg96mf2rGeSrg9wYVInkm9jdCtgUMkIZW58Xe3M7w4N2SqLIRsWJW5Xp6Q3idzTIx2s0mymWFzao4CQ6JjO+z089U4JQA3dOYHh/kMVzMpNRO10NG719PpQumZB/jGLqGKHRHWRePMeUPs/BXbtJTldYulBk584BRnYGWZ/JIwdcVMsaycUktXqdir5IuTaJL+plce0CDmEI2dGgsVKkJ+DBISXpigSYGOkGWUBPF0G0s23EzfT5BKm1HMn1AkG7m1ymRveOCMFuB5m1AuWyysJshgMDYUrNOiMjMdaXs/gjPgIBhfxGlcRiDooSmc0CgqDjCLmxBRyUqjZW5zMMjDhZma2wsrLKNbtHuNU3iGPMztRLcZZeXqN7yEt2Kc8ND2xnQ6iwdibD0LVRNjJVZJ8Px0oTz3iE+/aN8N1nL/GdgXex+8jPsfTtf2ZoSGC3fdN6p6o/8T4Kv//fkU+fwvb8c8hKL45P/qJ1XMzlEKtVcDgQBYn0F2eISHaa7+tH89hQzrULwS3Zd7ByfJoHPnQTiUM7KZ1LMLOSwR3U6FY8BA8PEJ12ULmwREAXSS+tU9VVugQb/q4Y2e8vIIhO3Nti1IcVGr2KERHXZnVNbUd0irjf2Iv46SlwSBQllUhGY/DDB9jx2gZhKcCpS+t8P/STOMU3sW33Jo7LZ9m+9CiyXmfyB39F9ekvsXTuE4T/8INsSQxpaF6mL0YjIpl6Vvtfizxu7fUtqSEAKi2mXWufbOQ6+t+BOX78AYcAgthhSDHodQHdqAdi1iRpPSDNXE/G09TNJ2Pp5KYgNeqtdPpooHdc12QLdMtE0K4RooMuoetqB5gxFohuJtRqL56WqBatM82+CXor5FXQBCs3hxnS0vZXMfgEAy13JkzVzXweHVJeMMeha+imI5PZId3sacsUJAhmf0yo0hpFK4Ts9WDCuIX5O9Msolt6gtG0VmiY1kq0IwiCFfZqvVnWxTpTordGLEoSqtbA+dz3OXT8z9vHN4GPP0Lqj69B+s7nUCd3IF++SGLbfYTnn0NuFAGwNQu8YeEv+Yr9lxmN7qDZey9ja49Zl6naAzhqWQACIyN4e+zYHA0KFQ9nZ+O88+ZR9jXq9GkO9FqNpiYipApM3LSbhRc2iFWbZJwyx77zJG85dIScUMfVZYM39XL97hjJb1zi6nt3snYhy+qpNfbtCBG42otr2MGrX1og0t8Fmyk843ApXmDjuRWiHjeC3YvWlBmd7KXHE2LpTAWHXyRbbFIXJdwxJ55KjYff0sejj1/C6xhguFSmpGvEJD9ipom2fZR6Poe+lsBhd1I85KKYrzD/5XXG9sZ46eIy9//MDlJPZZFKoOt1REnDuduLVm0Vg5I8Il6vE7tLx3V7GN0roetwza/txz/iQ98VpFxqkH1lhUPjHjJlO9HlPD4fOEf95C8XSSxVWaXJ9lgQDQ29JCM7XCxePoo6FeDoV5dZfHaRW96zg+iNQTRdI2i8gz0fHUUO2hmSuhBqGrIk00CgCx+SJNH3lJ1quYnXGyLtVJGdIh49hOKUEN0uVJeTqhQhHXDSXKmQq4bp8iiE/A7ixTKxZJO78eJxudGCInabhmtFxxaCdxzcg8MvMdDXT1HQiegOkhNBRkIKstOGzytww31DlDWda+/oZuo1hZMvxkmvOPEOKdSKNmID23HY7ciCj907h2lqChdOl/DF/ExPv4xeHWD/1aPEEznWEjkcgkwtVefGW0Y4eypBU4bNpTiyqlCsNcgXatx09RBz80l0VUdWdRo6lAoNEvEsar6OXmtgEyWCAx7mTybw97rYWM0RcYhomoYvrPDaiQxvuHeY8jdmcD4wAXmV0b4gtX2DqKUaZUXkuRcv8+b/di0IKlcemUF0KRx0K1wOwj2eHrT7wkxP5RlxO9lcqjL0wMPsiv8H3V/7U+v9Sn3vJLWrlvE+dISF72XY8c8fA6AhOrFpFQDkc+doXn01xZc3URIC//jMZW5dzNL7O7uQz5+zrlVLlBjp6ULbbJC5lMAmyGwb7ebiwiov5S/Rk/dxx+17iPUHqFzM8sJcnIlYAKfThpjKodQ1whGJ+j9NIU9EqVQbKH0OpAEP2kEPakiy2F1dhMaYE/naCOrz61RqOk4dPJerOO/fx0t/dYKQ04Y/muHO4OM4pq9QuPp2Tvk+S8/Kv9CTfQaHmmfb536R/OoV1M/9d1SlY8tt7+RsaYbcarEXpt9dWya1TjGDDfS2DLLYkx8t5PjxBxyGWUAzBFbb16gTpWIJQBM/mIXX2syICRYEy98AdETdigmxoikw7GmdPghtpsNgBdBAE61soGbstWYIcBGMiBNDIBuLo3XEjFhph4Wa2r25uNpmG+PGgnEXIwOpbtAi1qh0s+6I2mYO9ZaNT9NNtymMyrS0kk2gg661vbsNFN52fm0BNrHTj8YCGhZKa91fMONtJHQjJt56GczTDJBl+mGgt174FvOkI2eh9MFPUlo+w4TazvD3mnCYASlBtLlMOPEqXL0XLdLKqxFefpWZBz7F9m982Dq/b/NVbrP9G68438vw+z/B5ecmEFbnUN5yMxvqLTTmniO/KZK2TeBfrLLv1l7qO730H7tCZKXIlzZf4TrPbbgr4LzBi3Ovj/TzaXwPjeMesHFuqcjgyAHs27upVipc+LdVtt/dR/81bhrPRvnBE/MIrhqS4GF1PoG04iC0L8TYcJhvvLzATz8wyUyphLvbzkh/hBe+t8iBG2OcPpkh2u1C1HXCdhunlnLoeoM3HhphJlskkTxO0P8mHto5jmcjz8LGCv9y7AXeetXtXLNtjNq5DJGPTtAUNAR07DaJzec0vAWBoMPO7e8ZRpyGx544z4cf7qeqaph2YskuoYsqrq8k+UZiCk82woPVXqpukEQBZzhM4Y8v4vnNUdb/YYaFeI6de8PIPhd+p4IAnPvKOv0DHsqNOqMjQZQ9YWzHN1BLGoubJZLlAKn1Iu+7Yx97J714L9QQd2gsf3GKE6uLHHrj9XTd7kWvC6ipBlKPQhNDNTCAv/sNXpzoCHqAboMVVGsaNqeEWWPIL4j4BIGpl+L4qiG0goj9zhBDNlh+tcrQx0aIvxSneTxDJeRmoVBl/529yE0F96ksomJnYTXP+ewUe67q5qnvP82DY7egF6B/zMGVSzkaSxWqJ7Ko2Tq3PridqaNJ5KEou4e9xBdKaIJKZrPB2HY/J14pgGBnz+R1rK5nmTqxTKNQp9JoMnSoD5oaXT1udimDnDy6SKEq0h2W6XHYiJY9FDU4fHs/R59YwO20s2/Qx2ymxu4DUS6cWKMZ9tA/GCS/VsPtcNLTJ5IN1ok5dR4KuimqCtfd2sW//s1FHnrHNuSkSLHbRmTSw+EhB688OseB/T3YBY1j/7zCUI+H7qEe3N1uVtJljh1fQL53ktrzKQ7eGuG1R2eprpZYLdeYcHUoDUBf+gLlX7yD+c/cwO4rz2LT6uiCiDp5G7ZL3wOgvmtHK62AR0SQ4bDfSXGhgfepEtU9e61rKbNP82LRRfH0BR6+90a+cOxRfuLIfRz/dpz77t3O4QfGsV0q0WzIpHc5SJVrlPU62+7fhi3soPL9FRyLSbREiboosqLD/ppO+bkEwpd1GHYjfnwczStZwYpyXUSUZHpcbmS9icMjkutXWJVVioUiP3n5v1r9Cy7M4T5wmuqvvpv10T8i9KF3YC8u4Xv076h+TKX4N3/cwfEam7pgVrNtyQRBNx3lTVbekC2WEghmUVFdN6uIC4bO2OEq8CNqP/ZRKrOz83jdvlaiLstooCMio5t0k2gW7MGinF4fZiGYhcZobcamg4bpg9E5i6b/gqAbyb9eH3lighi9zQq0rilaQMfkB1oLRGrLXhF0vZXoRdBMPq2t94sCWEXXrKDZjjhf6zcm8Phh1CwggqiCZnpAmzlGWsu3FdZrsDcdY2phOtHKXdKqjaKaM2K8JK3jJp6wfG+Nud+aiKZ9H5NZMv1mdK1lEjOGia6B+4ufx/1bv/ZDa6ESHuL5nt9kZ3eWrmf/AKVZ2HL8m90fZn+3yujpf9jy/dMjP0d8/33s2dbD6uUUO355nPqzOZ4/FmdyMkpmLs2NR2IQcqBcKPHYhbPc+obrsSWLxOtVQh/dhopG+jtrlKsKXW8IISsS2WMVrjy7QiOfZzPfIKOpuEsVDv3EQQau9iPWdZ75i0uEnS6GdoeYXVplOl5jwOskGW8QHnGy464uvv33J+mVw8SLFWpOhRt39DGTzHLTrQM8dyrFG67yIfYpKJKEfaHK+ivzeGQP3oqO4FOouV0IgxLaNX5El4iu6jQbGoICstjaQbWixtpfz7G03mDnwS4Eu0hFUimfWmfwF3ejhEQERFRRpVlVSfzuLMf0Ojv7wuzd52XFXiGyaWP6dK5Ve+XhLsqLdZ782xlqok56o8ybfn6S3qCLr/3ZBcSGisMpMBFyE+i1Ie/vRr1QohFVePIr04T9Anf+0QEaSyoutwgDrXU588tn8O8ZRArXWKk42LnTTnmlQMXponEsScJfYc9btqH4bOgyaDWQZON111qgulHVsDkFNF3HJssgtd5zrWYAbllAb+rIgoAu6dDQ0fRWRtmmqiEjIEiQXCpz/tPn2etz4vH5CYQ9iLU69UEf1VQBdchH1abx+IkZol1BDt88wMtPpLhwcgX/SJTGUp5ovw9ft4PZ2eO4moMcvH2YZ59bwRn0MdDnpFEEXRYIR9y88uwUg0NdTF1ZZ6A7wMxMHGfUy8bqPDtHh9hIV6mrIj6vk1rzAnp9jFjYQ7naJNITIpXIUk+XCfU6qRR0REUn7Hbh7/Uw0uvGHRR56pFp0tkKar2AIG0Sto2x74YuxvdECA76yL+U4evPzuBYrzM4HkWNuZl/Lc72YQ+SasPjkvnyvzzPez9wE36XjdRaiXXHJiOym/Cf/Qwj2Ys0Qj3IuU2kRtuxKm/vYuXq32bHlT9HiM9Tu+MuMl/6FxA0FERe+aXj6M0MlU033aLA2P2jRL7+EZSjr1AcvI5/Hv5F+jSBm//+Fo7/2jE8PjfNkI3esJ+Fk+scX02wbf8Q61Or3HrnXhJTcSRBw70nyEBRx/7yMtVSk3oVIsN+REVmIVlCL1bpHwgiCiKFj4xQC9nwaDriPyzRTFVxXNWNfmwFecDH7/zzMSZ7YsjFRd6/8Cs/tD+ZTfP7EXM5AHRJIrW0AjYFjIjJVpyByVIICIJKZ22wltgSDSVMMzwPRbR2KsSWDGtne6RYyP+/1WL//9o0DLNGS6h3JslqPbQ2e6HT4YNgtDa7YTw003BmAgTLxCJ0XK91uMVWGPk7LATRNrmYYUoG32UJbKMsW4ffg4k2dMMeZ4aTQmsxtheUFRmD1goJ1a1cpVb/dYwsoqYrRWugxnGxBWhU44pmBIrQXtS6BpJlWjEGq1sGJVqVdFsZ8HRzMoweCuaIjPwj7dG1XijNZF1MqtDMcaJbRqdWBtXO3wgCuqYjvfTCf7oEnKlF7hQ/wWL/bzF3+B/YfvRtW46/Jf55zj74GGvFOL0zbfNJSNgkrcPqWh5vr4fsIxusxssMj/roHnYS9LjQchr6bJ6MXWSwZ5TG9R6asSA+SbM82mNvHKRea6AWm3zj517kgT86wvZ0iFfONTmyPcz0WhK7rYtj/3GCketv599+4xW6FB+prjqXzqzR0JrctL2PUy8t41UE5i7XWU6VkRQF7zY3Nx2Z4MRXF1jLFbjx6gGCxRK7/AKubJXyi+vYZSc2h0TU6ePVpQWu27mLmp7D/vAQTVRjdatUC02Egs7afIXePU7sARmcIsEhD8eW4yROXGH3bTt4/N+/xT17rqOp69Qf28QWtSMf9GF3KtR6nGyezuI7OETBJeDwedF9EoXTMyj0oKsCatJOZDJA5vwG44MuvC4baxdL3PKBUdRlled/cBHPtj4Um8bCaoFkoog9J9E95GVPQMZe1xFdMlqPjrjRRHcJOP1u6moT95kcK4lz1LW97L+nD/3VHOthnWw5gP73M6SdDuz39nHib2fYsT+Gy2lDSJdYStYZ6/Vw5dI6J9QSb71tG/J1XiSHzNqfTZEtqYg39ZOfyxJJF3Df0UPtxRRX4gV2v22Y5x9Z4oauKN79XrwH3Bz+zQPYRB2tqbPW1JCaTvSlCqGQh8xqEb/byTuHhikFdNLLm2RPr7NrD8TXCji7dWIDTXwRheWLo6TX81y5VMblcKIU6zSLHopag6GonWKmABXoijpIJ93ES9NEhkfYXFpiJBhFtvnYvidGudCgXmtyYa7MfXdGWV0oEYp4OHtuCUSJgXEv1fUCwfE+du2OMntijXqtxrPPJOgZ68Ltd5NK1ugaGSXk3kE9XaJcgG9+6hy33DbC+qbI2kyed940watn1qgvZfHaBLIopBNJ/BE/EaeTF54/xzt/+2b0p8oEuwaopnW+f++fct2eQf7iT7/LTz28n/FX/gLP/AnS9i6+P/kL3BF/DiE+D0Bj+x7kW+8hN7kD8bN/zraAA8k1ymo1g+CSCG4PU/3Ah1COvoJn6RXef9txvvdUkKO/H6CMwHpqk6lzce45tJ8Jv531tEJhepOrdw2RPDdHfi1DRSgzOXEI1S1ju3kQXliiUMqTLMrIvUF6DveQeHaFzUyFnpADz99NE5gMkL2SwV3WqZRrPP2ZOfYFnRQTBfYNBFD9MjS7uRK+g4nUk2j+IPm//CLOf/0iyjPfR6jXLbABoPt8IJn7q9ZOH2AlejIZ5FaRNzPVQksWGMqsscdj7aOCwUK3cyf9qOmGH3/AYZHxrf/r0MquaYSKah0afkv+mz4PBogwGA/LKbPDkbRVz8QSg7RFZ0f+DTMNl24uENqmHF1EEFux3O3nbpS9t/wTOgOXRAuboAkGtlCtc3QjS51gUG+dTqGdTIigC2ia8ZdVk8Qk7zR0QTRMKa1zTYdSU+SLGIXrrAJultWmZQ4RTEDXovBaU9gO1W136/WRJm2w1h4PFgjUjDmwyEKzumyyDtUy9TvvxvFYi3a9GHyIycw3kWhVoRQ31xl5/GeZP/xbnNr7MQ6c/RSdLfjNP+Zrwz/HXTfvZmDhNTYCg5waexNHbh9FWqnhitnRalXCLg2vamfj5DI+u526o4je7aXWJxEc9COGRXLLVfyjdrSGRnapQjlRpdmQsU2nueEd+znxt1c4OOLn4G0xph9NELIrXFhKMdA1QvpsiUM37eLp56eZbMoE6gIXU1XOKFkWbBr37oux2+FmKdugf9cI2dkSF5/cJLQjRtRXY3C/i+wG8PQai9Eq5XoZvz1MryOCayDCQamJ+HA3sh5Fxawj0Xqy7oBC8ZFlFFXg0tE1hh7oxxWW8e7wMXJ5g2MzMzi7x7lh7y3gbaL4BGbTBQILJWKTLnRV5Ozxi4wemOT0a8tcJ4YIvL0H+fEcjx19iXcPHkF/Tx9rMwscf3mTkCgjSyo7ZBEiTr79L9/mwYduJ61kydZ1Arv9uBarVBpV3AGBDadC5L2jqN9IUOoGXywKCtR0nXSvF28M1nUHYX2IoT4/i8fjzF+qkMjrXH8kSLzuwr1ZofDlKQLDHhI+CZ9bRDkQI/hcGnHSxtRUgrvffyNnvr5I4KVlXDvCrPgUdl0bRanriAM+luoNZl9YZejBSYInkvzDp4/j6+lm2qUxOV/i8gsrMOqhq9Gknm9yOV9iW6+PbR8ZpyEK2LMKK09v4NbsNFfrhPwyD+7owRkQyU1ILGbWadrLKEqU7h47suTnzPfOcfjNu5ifTlKoNVEknUurGsmNPLsOTRAbFllcc9PMjRKVJNZLDlSvCxdV8tkmFV1i8/IqA9GdHH86RU/Mi+SWGZmIUq5oDMQUlho2GlWVyyfXKaZLjPfHABFJA5vTTkHYYGdwkMWpBJrQpBkXuO7eCb7xr+eJjgcZ29FDoyEw3B/GM2qnnqly7OQqoz1udowH2bnkIXm4H3uXRP1AkO/+w7P02LsoqhVePblANKYSvHqUjZv+huVsmctnk8SnNulZbzlsp29/AO9zP8Bz5SyRKyfI/dUwwd/9GE9/6Gm6hnsYGnJSPKjA/gfgp1rvtetLn+RNgRhnHX/HUVXB73NiF0NcSaWoyzbObBaJBVzsrDR54dg8h3YN4bB72Ty9hr07RDrsxDYWIi87ODEXZ8hvZ5fsI9Blp1iospBNEVG8OE9t4KSVcHDDLXJgPEp3Q+OM00ZvscTzC1mGh8IsSDcykXoSMZdB/40v0ESk+Jufxba9H+KXkKemoNmk/uY3tyg4g/q1anO9PrQV0E2mwwAVrUSS5j6rUV+vY+9VrH16yyU6JM+Pov0fADhapo8tZg3DlNHpvNj6ujM1mGj+2jqGqdWbrghb5Lkp0dv3aQtpw1lTN30vzG+NFOgdtJjZv5ZpwsQmnYvCQLlCO+sc6FZxWlPQY6YZ71hSgtHx9hnGdYxFbYXxGn4ZgoWm230GzYgXN3ONdM6faYpqsywdDhjWbHTOl2Es6Zgrk2kysokYDIrWYb6yrqRrCJqO/833Y5s5TflnPoYajSFtbhAuH+MPfB/jveJFxrPfs/o4cuK/8fLoxzh25A+5+qXfsL4f2HyO8dB1POW9idHxW9kIu6gVa6Qu54l6RNZncwzITi5cmWdyaJS1So5IuJ9An4eyTWDlaAb9hTTD7xjA6ZZbzFJNZ/2FFJefWOLa922n7+ERCl9KMFfYREgqXD/ixPe+Aaa/E2ducYbu7sNceHyTtVSSnQMRqn6ZRq5Cb7eLmEcmiUbucg79ag++oIziapJIpIlF7MQiLq48dpbInEoyX2akz0OmITB+xx7q+RJlrYlwoxv5jnGaqIDO+nyWcrHO6J6otZY3z6SoDPrxuV2c/qcldtwSxnlnL/aXbFwVup6pl+bxObop1IqI6CQ28oihAAE0pITOrusneeXSKqLiJZWp0TyVo3guyd4jN5B0Rumda6DGm3h6fXhVCX+fDV3WefXVc8RC28DmZP/EbmYyGxRW69Q3dYSqiqJGGQtoiC6dpFon+sYhCq8kkQQR96EATp/CmalVpqbPcd+tdyI1azRFWF8tMHmwm9XVNM60xOBD3VyZyyEHdexOB9JGiXBUZEWvcPHR80zecx3r00V8I2H6IwL2nQ7i/7GK5oF8TiRyaxBbSWOP20cmXcGryIzv8jE/V+bAXdux2x0oepRIj43840kc1zmZ2O1BV1uGXK1aJ3uxQEmyY+/1UNZr+KI25pt5dugiviLsaHYj97goUGP8hhivrVQYiNrYTObp6/WxvF7EZmuSylXR9AqrS5vUNIWVi0l2XNVHEInu7gCDO/2USylsupv+bhelWQGnK0Apl2djo4ArYiOfK7O+mKUn2oPLZ6NcqrG5mkexSawvFdDqNfZf3c+ll3LUKmniawXyVRW7Q2RmKomQa+Ab8BHpcmJHZq5YA6HG/FNJ6rLK4EQAxWcHe5PG/jES08vIrm04trl56Nfu4dJza1SL68RWvCihANmpDUpjTgrzRRwOifFABntxDYDQU4/Q2fyf/APSd93LrZ+/zdh6DV83SaLwJ3+G91d+CQBbdoNDX3oLe95wP7rkR1y7hFZocKnvfWzvmeDS+WUuue1IwRCDk91MX17DVlc5ldmku8vNqSsb3PLAbt434aOYrKKpGhk7rK5VqMpZBNFGj0Mh2+0iKomMRl0kp5fJN3WqzSrrLhdyWWctkWWHWrT6H1xrVY12f+IRGmM3s/HBj6Pdfw+Ow2FzM7cUXqsERQfrrHUobO38TMae2sEIV+cq2HttWL6EdMqgH237sa+lgtCpKZvCDOvvTnHZmYRL79DeW3JUNyxiRnjSFkfS1//+deDEONy+lUFp6UJLJuum46gpfq3OWudbnelM+GXeStA7UmG0zT8tENECEoKuW7QcHXexxmBmTDUXpG4ANcxsG8JWpseKUqHtXIsZkNXZ93bxuE4mSNd0tIo5bqPvmol4RCSkLfNvXrDTBIMA4twMyvRJBE3F/Zk/p7m75TTWVZvnnkGFxIO/xvTow3S26+c+hbJrgLIzuuV7f22N2x6eIBWQ6fPZ8dhlBFGnmSlTXqrQLDVRwmHsqsaetx1AOehmsVbj/PEkJU2jd9jPxhObVM42qD+5geSWCI67Gbmmn3xGo1ZqErw1QL/fzrkXFihnNZSoi6Gru+nZ0Y/qlFlI5tAiLsRqk82pLE6/nZtuGsChifR3+ei9u5eCXgdPmcXpJXYrTsbrDVxXNugf6sIhiowM+JC3hxh48xjqtS6Eu8I474mh21szWK9qVAoaakNn/pU4i1+4gpaqoQOhO2PUNInCWoW60w4Zkdp6mR5XiAYK/f5+ZuJ5KnmRU0/FSWQEsos11p5Ikd5UWbcrTIT96D4HJ69kefIr8zy9lKUohVnIx9FKMrWID49NRJYazE9t8Ox3ZpiejRMZidCzz4/f68RRF1l6OYOie6hFPSwVG1TtMutPJllMV0h8b5XSpkqhIaA2INDvpl5y0hWOcu7KGq5uB5nLFZx+F0G/zGahQFBSqYk6FzSRiD/AejxD3QfZ5Roeu8Brgkp2pczs4iqnzlyk0uOiWIWZfIJTZ8+zXMmyebqELVtD8dsI9PmI9ji44Z7tuF0ZTj65QfVkgkCfDSHZpJkX0RYaUGgapQtUtJpO+oUchak86ysVXvzeEoWGyui1vSQnnFxIFtB3OdG6JGwlHfFEjgl3k8PdLm68vZu9N/nYd0033RNuurrthJwu6oUqQb+XnkiAeqPEeqVJJOBhoM+G1xEgt1Fjc36TvgGBUqaG06dQLJdJZkqIdplof4S1eBldrxON+nAHXIT73C0zoCYyPbWBMhZkePR65KAT7CLusJ3RPV0Uqiqay86rL68wdXqD2XSeXKWBM+xh56Fh+sYjZGbyXHxpk4vHNvFuqGycTKJOZ9C0GpOTAe6/Yx/77oixfWScldUE/YqHIa8XJVEFm5eCK8b/rPne/hZIZdCMAmZmhYjq+z9AIr5J4ff/AC0cBkB59LvYv/oVbKdewz5zjv3P/TIPHlxgWCiznsxz6MgQi4tJ8k2dvGRjvVBDl0R2DodJZ4ssCxr5RBb99Ab+XIP9MT9CskSvW6GuNhBkEa1So7mQppmtwJ5u8rKMWxWxSQJXDcQo7DxIfWASzeFmo+c24vZWTRnb7HP0/eabCL/jbrSnpztGuFWBFToV546ow9aeq1sSRBSgsVlD13QC1/sNBa51FTOHkmne/lG2H3vA0cZ5upX0qTNzXFvatdFhOzGb+fja2TN1Q8BbCcMMwadj2sta17PsZJaS3gILpn9C2ztS6PCDaPeVzoXU/lHHotHb4Ek3ri8YJhDBjCkx+278JZh9E7dgGBBpPLaMfjHb5hr0dp/Mz63bCMZcmUXQDM3C6vvrQ5Dbz6H98hiARW6P3ZxrdB1RE5h5+B+x//rnSP/Zi8ilDkBkdaj14qj+wJbnrTz/LGpfPwDXnv/vDJ38Eq+K13O696Et5+3/+5/AVdkk7x+m4OrhzN4PcWLoAaSSzma2RpdP4UjETbhcYDUeJ1WvAzpdNw6iPdSNdn0Qz1Uxug6F6B9zoPgcOIJ26qNlMrkMM9OVVqRRpYm2VGT51XUWvx6nOWDnmof2E+13sYaN739+liIC7qFhrpxfpq/Xz/p6nhNrGcYHg+jVOlfOpyFg4/o3DDO23U86WWBMEUldmEWyCwSjIfJNN6P370J5Ry/qHSG4zktzzInaAS0tG64kINtE+sZDbOuJcurxaRa+m0Cravhu76XcVKlli2QLVVY26sx+YwFbRKJnZ4inT5zg/PQm51ZL1JdUxJCbtbrO8nSegqbicCnUu/yMHoqyqYhcKVbxjIXJlxvMrNb5zmPTJFaLRBsavXuiRIa6cS2LDJQjXLyUJbdRpZ5t4hSC7No2Qj5fYXh7gGKjwquXE8huO+crddYqNo4vN1heV0klmpyZnaZerdHnGKXudrKSrZPKaezaF0S02dFWJQJ7vcQfW6OcLjI3v4zLqRA6GKTS5abmCeBzjpGaz9MbidG7rRs1IFFOqeztDqF6gpw6tc4rTz+HrduBJsJyosjyiQ2UDYm91+xi4UIGl2ijWlLRsw3q6TrFsxma+UYLHAsi+YzOlWKTTK1MejNDsaiSPlPgzJfOowoa3kkvyqSHWrJE/uU4hWwZrSbi2uama75KRG2yp6YxOBbmupuGGd0X5aa7exgZc7H7YJjCWoPkWoFsMsnKpRypeJVwn4eVtSq7bhhC8iZxOKpUCjUaNY1GsYYfgdKGyupKkeWVOZo1lVqjhuKtEF/NcPnMJpVCE7tdZHUtSyqbYzNeIJEpsVyokl4tkkoUEQNu0tkKlbpI3ilz9OQKxWSN2HCM8EiYM1Nr9A50Y7tcJTFdJ7lRRxl10fz2Eo6Ak/DhfmSvj9nXVlH1JhuNBkX8nPZfw+tb4bZWiQE5Hcf9538MCK0qCBVr10MQBCo/9TMkL14i/5efpvKu95B74F0kwpPWdcL/42P8TP53OSIlkZeybKwX6RoIIwfsyIgkVvOEdnbhWq7z/ZfnqIyFcPW7cdpkbAj0RiMg6MiKiFysohariIUK/Xv6eHbuEsGQh4EBP/0xD/XEBW5+7EMoy1OI1RIB+yr53/1D4nt/FtPR31Wcp+ud16E814qyM331rKA+3WSeWyx47S8vUf3zi7TlSGsHfvHX/oa1B3+Gtft+i9mf/xJSo2nILG3rbtzBUP8o2o+/SaWD1TDD41rfm2yBZrH+huJu5NboFJFm2CqYeTys9OSG02f7upileKy4Z91iFgzjgZlszJL6Bkeit/kE8x9T6Jt8ihkvYoGP1/mVWIXk2jaWFgSwasUYDkTmNQUdtaHiCHjB7aCBTtvx1CTfTGbDZDDEFrBBb92no+ibRUYInSCknevEwna6gGBrZw7tZHfk557hmsd+HgAfEP+7bdS2HUH5459H2tNv9KtFKOrR6BbvbkFtIq2uoEajSJub9J//ApP7J8js/TDxp8/Rnd2aWjn5nk8xlfYj+ZwcUjTCTXjD9hjuzQzTqRI1xcE124aZ9ufQbuuh9kyR5GaRLreThkdHVEUcfjuJuSw2n47atHPh1Bw51gg956PrmhBzs0XWnl5lNV1h+sosg2KYyFAPqUKZ2ctJfE0RR76BMxTE0+XkFiXMhibjjNqxi2V23RQhs7xMcEmh+PwGrvQaAdcu7t57DenNKptjCrF7wqgBEc0G6Aqy6ZCrm8nUWs/SJio8+5mzTF+4zOhYiMnR3WTcHk4cSxIb8eO+PkChViCyL0AtvsTjr1zA4xulK6MjOovc+b6DLH4rR7rcpFAVWC/WmdgTILNUYf5Ukt5qjYWszmiiwqAu4e4L0hAkBoNu9m2f5IknZnnjG3Yw/9oq6dkcaqmJaHcidDeJppo8/tk5HG4nMV2iJukEXCJzT8dZKFZwN3TyVY14AxLHVxHqIlrWRzyRIzbZy6nz6zi9bvr8EssJHSnkILlZZm01Tcom8czxJKur5xgJ7+ZctsahQhb7pEJ4zE/jdALdIVOvaQS7gqhZFUdTpVio4/ZGsCs6Nl1noCtGwWXDP+yA+QJPnj/Ozf0HmRgcJTVVxn1PmPJ6icKTaXSbRDaewV2PoRgM3tILOQIxmfiVEpP9AnKlRKEhIeYERJ9M37iP8lqdpVeK5Goy6/U42y5KpFd1+m7x4HQoXHxpmupKmj3b9rFcqKDZgzijAhWtyKGrIrxyKkGlkWJxroogeNi/t4+b74xy7pUsC3MLXHXgKibe2sviTAUlJLF4JkFTFbjptm1srKVJFqrYBBden4toT5pyVeDCi3MM7okQDTmorkvoTYl6uorisRH2uVmei5PIZrBjo1Bq4JaahNyQLa1x/OUs1x1x89DvXcupry/zwC3DbOYqKGEFISjhfPcwL37iOPnuKvlCkLAgkrU1cCgK7pidG9e/s+WdPbbzw6x1v5MDO0WGLn4N27FjUNPI/+kF8vkCvX96XWsvMPchoPLOhyjd/Gamf/M0U5MP0p94mVvCZ3EdexaxVuH6s7/M+nW/x+ZcF2srThZSBRLLWbqu66c0n8Kzs4fQRpL19QzzokDU4WWkXGE0GEbvCjA1lcJfKOIeDiAE7RzLpPEoIdY3SujobDQ1DsafRjayqwIoC1Ns+/V30NhzkML7fwahVMT77/8IgPfDbyJz6iy6z9Nmro1/TVnj+sLnCP3x76DqMqvfvBvvi59HR8f26Hd50xd/uz1hr8Hmia9R/Oev4B4N0U7K+KNv/0cwHO08FLQBgrkRm4DAhBYGgwG05H5nnKZgomfj2rrpz9EKlRUsrKAbzpZGng0rwsNEEa3cBa3SxyqCoLWSk4mmEDf72pGoBR2TL2xbc9px1AamN+S5hKAZSNa0Uugd0t4Yl2AyCpJE8yofjQGbcVwzFkarlL253tFBEKQWlhEEIymHiVxU47PZQdFigVpjpd1/dOunrTG2vKvNuZfPn9nyDLsL0wyd/Aei91+P8t3vYwEYY9zVN73lh557/eZb/j/s/Xe4XVd194t/Vtm997P36f2oHBVLsmRLlmzLvWAbMM2hBAglkISQACEEXkJIgEDoLRDAFBM6xoBxL5JtWVbv0um97t7LKveP3Y5S7vPm9+THc2/eu/QcSWevteaaa625x/zO7xjjOxr/75//CcEWB/HQNZcdM+XeREFrIaWJtHoMDDptmOIlOu1WbG4HO7Z2c1VfEMMOD951A9z/7l/iusHFD58aJf+rZc5+dYrMmSS+q1vo6fNiXNbozRrpqhjQ4hbOP7zA0s+mGRwO0LIlws71QUoWHy3XdvPSxBKjZ5dptdkYWSkwMbnClYMBKKrEFAGzz0Gw1U57sIj+wgQblpwY0goTyRX2D2wGp5W8UsH37h4cO1wY/RKiQQBF5Pk/OcLU50c58aVpst8eR31xnkqhgq4LPPznh6tb7AABAABJREFUL7FxRWHQ0IE3YcfhVNl/bQ+p5QK/+uYF5v5lmm139zJxPkMo0kfn1q10DIahksVpEHnpx4uMm2DL/m5MIQd71ocxLOVxL+e5aksL3W4D61rMuD0ydkpsaXESkHQ29DuQkHjza9ajjqVZf02E4V1B1u/rwNlqZcuublqHw7QNBIn0GnlpIcbZqRRZRWDT9gB9Jhmn0YAz4sQbcdLT6qctYGIpk0aqSIydT7JlMEymonD4+QmOvLjIuZOLPP3sLAN+E7ZEnt1dAZRCG+awk5hg4Fk1w6lDCX72mfPMyw56OtyUDUZOPjdLJS9y6WSO0J4QC5UKS+dG0TWd+ZLMgQunsXfbaQ842XvNDQQ3dJHIVbjhT9ejFTXmPjPCxGqJk3NZpmQzpXEFQdVBV7GZbEgeBz23dOFuC2MM5Tl6ZIrY2CruoAktpXDqq+OcWCpg2GqjdWMP3qCd8xdWcbc6mPvmGOW4gfXtg0i6yg2Sg01mCbVcZmTiNDPxAg5NQ502YgsEsIvwwqMjXDo8ib/VxD333orBpjN9Lks+kWN1PInRZCZePM2P/uWnTI2n6Qo6OfviGU6evEgyqeEOu7EEzBQyeS4enaV7KIxoLxDPJSkWFXSzAV/YB7IZX38IbEaSaZV0xUh7bys33r4RxBCxaJzZQplzRxaJHZhl7CdLFOMa5aCBTTs7ucbTyd2vGuDa+wbZfG07Hdd00FIoobiars9LG9/N7N1vYeM7BzBo1WrM+uwSj7/6W4iXClTSas1VoKPpWk2jQkAo6Kx+dQq72YLPZGfKtYexl32exI+rcRSCqhD56oe4PfUJysUK166LcMtVbubyRaaiJV545jzhHR3M5ODkcpSlfAzzzlZM13XxzKlFIi4TLa5qXE48aMNp9xAMh4hFC5QSGbqRsFXmAci9/R3EH3ucypatABjOHMf53a80wAaAmE5jePaZmv2vxrOpikalWK7azWwW2wc/gKSWMGo5ukd/gbrnNaALmI4ebbSjmqqproHxl/A99JPGNCDU/ohrprffx/Y/HnCItclWQKwuxkUBURSrE7yggwiiKFTzlxsOC2orQqoTMkItTqHWhlBPkdVqmaESjWRagWrJdqkKECSxDgrERiZHVRNEr5ERctONQbUf9XiRBmBogJRaZrVYAww1Aa8qWKlnXUtVlkOsIg1BqA6q6vEiYq1Ue9WDUXWtiIIAcq0NoaqaR+1ZCbpYPZ86SKHRrgCNZyogNek5SaiBKGjedPU51SigGugBSaiWuK+CJBAR0dtaG+/v3NBfMtr+MlTJiFzK437rfVi+/DWKeaXxjopvf3vj+JyxWqra8rOfkv7kZwDwrB5n5oVnOdN1AwBRycv3rv8GDw5/jCPlEt1XeHFaTDgtBmyKxIvj07hbnZjDBtTdTuZ/Oc3oV07z+i+/Ekkx8OrNvSxkCli63IxOlVg4l6DrRj+6y8BCqYzj6hZ69+8g0GVHDLbz2G/PMjY6z9loin33bMC23oQtmiWVrNDqtHBFl5u779uKJAocPzYDtnn8soLrpUW2uHtpDbbx9d/+klgux6aeDSgDNvIv82B6dRuKqqIqKqWMgl4SOPy+E7Q5vagGB1MTSZ4bL1EsupB1CVmS8btsHFThIhVmvQGO/GYW/4CN617ZT9Qt80S0ROzJOHqLiWv2BdiyK8DUXJTyjI6hUGYpWsRmM3N+ehlVUSlkFNb1B9lwVxdSpoBnVwtDGz1oJisDN68n7xKZOrXEsePLeEIWHGWdlBk6n5ymbyyFM1+m2y0iTOSIr+a50q3Qc3qV627u5fp9XhztFs7Mlhm+tYONAz7O/mqElvEUhdEU2YKOv6RgWs7jtjoxjCeZHlvB43EwbJLY3+dnsNPL78bjDO7r4ktPXMBtEOnbJRPpsOIQREp2GU2SIWTkyNgq7UKFiNfBhcUYJy7EePAbUxg8Xja52/C2uHB2uBHUCM9+boanf7tIuSxy4ldznHh2kgsPr/LiZya44HRwoFDk/GqCSVkjeTRBYbmEphg5N7UCWRU1XqYilZAt3dz6ts3c+J3rML9QAAQ0qxmlVGHpXIEXH5vh+aVDHJlcRDOKtL65F1dBJ1ssIdzhp3hnFycmMtifXODt5k1s9em0tObYsDvM0JCZ/a9vY9vVIX709TOIBQNKWmD5okopX6KSymLVwE+JLssmhtq20tcbAqtI26CXpdEoBa2E+vQliqkKJt2MSTZw8cgMTtFPW2cXFgGWzy+RzedJ5KYpz6ewGCvYRRmTw8Q/f/MRHn/0PKmMghq38bKXbWJ+dJWKUSRoM3H6L06hx1TUO0N897FJrBfSLJxc5sKZBNLoEpPRAp8W7yW14Wa+2f9uTu2+G5NS4cH3HkBSqnbYmFrhD178a1pNDzD43l0IFQHbBRXrt1dxfHMVMhpqsszZ04toDpUWk4yrpGDeaqeyayep7/0rSls7ANb5cdqnH2IxnqWUcXGTzccdn7mC6HyK1ZlV7nvjDl596y4cwSC/OzjGX/3TQ1x5aw/KxiBT6RJH7TJ6yMxzx07z5K+P4vfYePzSIicunKA9WXWTKNt3oG7ZSuqxJ0n85mEKf/hmKsOb0Dyehh3THA6ULVsa7K8OiLKIwVIVjxGzTS2hGWvVRRQafQzpgV+h/OoZAIpmH2M7f9g4zvLog0j1RbTQdKv/Prf/8cJfE6OT2ByOxgTXlPmuv0ix5pWogwixOiGKlxdvayzx9Xo7dRdFPZ6gJitbZxMaJeDrIEZotNFQMa2dU3W7aI3+1f9u/N4QIqvFgdS8JbXWGteAWvptTUVOR28WZ6vRJnXmpN4Ga8+vPZPq6BZBqwobNY+q9Wtt1k/dK7Q2hqMGyJpOmfq+qttEU0GUdEBCKGuk5xMkVpNoJRVH0IU3bMW3bVPDTXJ08/tx7rgZ74/egj87BUDqhz+hfMP+WhqugP0D78dy/7cpyTYqyNiV1GXjYcXZz7/s+AwLU0k2DIXoD9rIZktsvrILJxWkTIncUomClsfWFsb6lhZy0zmMIyovHJogvNlL98vaiP4mSmw0x1Q8wdTMLCZPClvKw43v30Pid/OsLuSw9XtpCbk5NrKEKBkxKiInonHa3ALJnMRtrx7gh98+w807IvhbrBhdIjajhB4vs1jJ4tN1hEmdo+MLbF0XRDRJFGQHoXtDCFad2Fiex97/DD6XRkFVMPrt7H7XXqydBoxGmflDORYem2MhWYJ8nqBBZvA9A7g77Bz6q5ewDbQiaBIaKrHVAq4OD4aCwC8f/S2br95DxiYhlisUV/OECirIBlyigZ7bA5w6nsbjN+IeyZB0ycQpsGWzl5PPjdA22MdgwEEpkUU3GVERWJRkWjQJ3ZHFFYXFBQ2nuYTD6cVuFFEFGU1SMTqNjJxdZbE8zkZ3L2VNYrocxYUBWbJhb7MhdsmUYzrPvjTHajLGlh07SMXjGFJFbN12fJqRx86ucOOgF0PAgFKQGJ3KMJPJUlFEfGYjC6kMt+0J8sLjC2SLChs2hZidSdPVF0bwmSicjzETzxFVk+zodWEuu7AJELzaxdM/niS8sxtDrgS5Ek6TjJ6rMK+orAJd5Qyryzmu3NNDXJaJXogzu5xhz3VdFFYrPPf4ecItHvoGnVh6jTz3qwU6NoXwJsvkJqbZuqkT4c4II79LMj++SjGZYU5TedNfbuPRn87yqvf0MvOJEQoBC+3rrFj2eNDyAhhELE4jF//6CLa7PIRSXmILyyTaDbT0+HG12fjb93yLHbtuIbuUxxax4/aLLC+VKMc0IuucHPz+CSxeBx07LPiDIc4cjmIzmsBRIZeWCIQdjJ1ZgkqFzqEAgYib0ZOLaGWVvivauXh2mnyqTDGRx+qx0tHpo5QvYXMZSMeLmCWR1m4PE6ei7PDbcG10Y0bk6FNTWE0mXjx8lte9fhemSwt097Sh9LqotMikFQ3THJQWMnzqKz9iz61Xs6s7wqHnx+iZPsfecx9qfMfV9nbiR08gjJYQX8qxeiHK8mqOgU43uZkEC2URb5uLTDJH4ewCtjvbyS9rrP/QOr75ut/wl75fYvrdr1nouZbHN/w1LRqcXkqxIVvCck07mdksjpCNiMPG4aUUGzo8/OaxE3R4HWxdH+H0dArsJgImA5VKmUq8hLqaQQta2VM5TNsznwAg/tuX0Pu70OwSgqFuP2uWX1ERV1bQfH5Es6k2t0C9BEd1StERo1F866pA4+Odf8FbY0/Qkr2cGb708s+RNGzD+vM3MKxMoVlsJKZnUdfE+6XTKfr6f3/CX/9lhuPAgQPceeedRCIRBEHgwQcfvGy/rut85CMfIRwOY7FYuOGGGxgdHb3smHg8zn333YfT6cTtdvOWt7yFbDZ72TGnT5/mmmuuwWw2097ezj/+4z/+1+8O6kvzRiXRuutDWDMdrhXuqgV7oOv18Jo10bwNGn+tclsdD6wR/QJ0TeCy8vRCzSVSjwepIZdG5EL1AtX9tUm8qlnWFA+rXrTeRnXA1JmVOuPRRFN6tYXmZZvnifVH0wxCrbtY6qEtula/rzWZJLVHUAUbYsM9VWU8qN1/Q4+0hqS1NZ/VsIxUVzAV0GbTrL7pfVTuuIvwK27Gv+8qhD/5K1LfuL/xLLed+Swzp0a5tPVz5ALbAHC++Y1Io6PUM2pyH6imuJqUHBl3778bBp7iEruHPOwaCrJ1e5jBnQE2bY8QzuWQxtNInQ4SQ078G0NoLUZSyRwnvjnGZDqDs8tJ+OoQgkHAf3eQCxeWGRJ12jxmHK3tOPrbmT2bIHTfAIsGifx8BdVuZttVnXi8LiSnAacqkp1SSczMcPyxObSkwszZFNNTeXIqFJcLyPNpEr+6yKEHj+EKWtn3smEy7TbE/WGCrwkgWEDQJZ771hTd+3qYLpfxdg9gytgojMZRSyqqAud/PcrUyjw9PgNaq5FJi0B0PAM6rBgdJONlPF1GPL0WpJCFfLHCmdlVQv2bCLV6yJxa4Jb9EW7c34Zol8FjJOEvc+7APBGjTrujwIBUZNOwnStbXThXJLpb2ogkVCZGCkzMLVOZjKMu5AiMxDAW0px56TyPjR/G1Wsi2B/AEpJJe2WSNo1Zo87qYga33czho9NcXJzEoitsiERo02zYWi3EMzorL+YpTxa4dWOEuwYHiag5tvW5uOqOMNu3efCFBa7e6EX3GjhzMklCEWjtcHL9tjYGwk527XGxeaiVTELk6qva2LIhQC5TJqBojI2v0NuhsKJX6NoQoscbID0vkStp2Fwy6bSKYZMH72Ke+eUM3j4neVkgLxvZvN3PYLud3W9YT7DFh9Qic/LkEiuJAogiSr7IxfkVure207LOjmQxUsSIxe0g4DIwY1I5VzEy1+/lkW/PsFDUMKganevauGVXH8u/XGb/uiCIkHZC5zo74pCDqcdiHPnsJcZ+sUxluYDh2jDO1hD6sBk9I+IZV8k8FSVzMIY14+XumyLc9Np2PPY8MyeWKMxmiLSYEbMl3EEviysLpM+qTJ2axyln8dlkxs+OEJ9aJJeJoaYLrNvTRVGpcPLoBEVdpVzRiE7Hae0J0hKys35rB4IAqVSe+clVkgmN+ek0G7Z6ic7n0JN54gJkkllmp5N0RJxUjAJ33rsdz1Ue2u7YwMLyMokjM7BQxDBdJB7Lkl9Ns6WnncGeFp569gKhiJXCHftI33x34zsuzc6izWbQAjLazT4qTpFCRcG5r5WyTcVjEji9NMOliUmsXS5CN0TY+HfDCLrI2x+8m3JkMwCRiWcYCFpQC2W2d/gZq6i039jCkqixGM9iCohY3ZAulOj0+GjdFsZ9RzvrOnxsd9hYWMjy4rE5kvEsFz0KN/711UxEm24h7+1X4nrZvViev9TwRNfnH8EgobdGwGREqzvwBa0RB9iw+4VCo70b2/eyMNwszQCgGC38dMrOyJMn0a+vMsBiIYeeSq5hTbTGXPD72v7Ll8vlcmzevJmvfOUr/+H+f/zHf+SLX/wiX//61zl8+DA2m42bb76ZYrEpV3vfffdx7tw5Hn/8cX7zm99w4MAB3va2tzX2p9NpbrrpJjo7Ozl27Bif/vSn+ehHP8o3vvGN//IN1lfma4IdqK/59caKvM78C2t0L9akqdYZjXpAZr2d+uRfz8WqsQjVc9e4RuphDY2Wa2hVF5osQ23Q1ZmNy/Q+gHrAJ7WJGoTavn93YzRjP8Rml+o7L6PRarEW1VOqMSkNEFKPZq73qYZc9DXtifUGm/1vPt2myl0jXqT+eQPAaJgeeoArLzzIThZoJYVPS+L/3b8ivv9DJB95qnqOpnDtyfey6hI51/0XlOwRhGIB5z33NJirVFQmva2ajx9MnmO29fJ4jTMv+zz5UoGh9QFOn1rEmNApTCeJLibJiTpnn5jF1mUit9VJcbMDoyQSKcDZJya48OIcp386S+yRBdBVtl8XYqUk09c3SK+tG0MGTv5qhMM/mmJJk/C2u8is5BBaRHRFo6PTw7bBFq67uYdd+zcS8Dlp2xDGu8FFu8eIbT5DcTaGkNToi7Rw86tvIJbLsWIoU0Jn+l8nUJaKaGiomoaxqLGa0NCNPhSniu+KDi78egGhVB2LkV4fYrCTuFEkny3S1+2lcjbP+cMpdEnAVNI4cWiVEy8tUyqUMNh1+nvsVNIZJi6OYOx2UZzLI0UV1l0dZmDAQ7u9SLtXwbaSJToexbqpFctUEfOKTjqdpv+aCKUNbtb1Swy/Zhhnnwu8AtGwQL7TyL4/3ced778Lz+0BlOudKNc7MF5nw7jTSnCXFaFNwOCv8NY338rGLX1IXRbEgIzpCjdmk0SLD9ZtsWHqEqhIAqVikf6yQDim4TqrYj5dxD+vsVs201IUua7DymbKbKRCeyzHcLGCPZljp1NmyG5AzpbwDliJrHMzdGMnGzY4cPkMrNvhoNsr4WlzsCjpKIpKrCQSKBrZ0OYmL+l0uZzMjKeJlcqYvQZKCmhTGdKLWQyiTKGiY/IYKSgKW4e9RAZs5Aoaut3E9EicQ2cWWJkv4HRbiZ/PEM2o6F1+jj47y8xSDlmCTMDOkgE0q4FZVUUIiGgTZbpe04m0zc6lp1dZXixiMCukowXO/3qBjutDxMdS0CJR2OagtMVF5A870VR4yxuvQXk+hnwkgXMuzTX9bvZvCTNoM7DBLbDNY2bPzQF87TKCqhJsj9A67KfF203Ppla27uzA7rViVHVKyRIOowWzIGGwVMXC8tEkgVYPKhDpcGF1mnAErPi9ZsIdbs4cixNdTmINWPF22shpKY6cGCfYbmHzthZUTWbucJasR6TokNHdoK0Ucfab6I1YiYkiHQOd6IUcHWE7S0WFTAZ+s+4vWJleRa/NnK47b6P4vz4PPh2lV6L3ugjFdUb8H97GVL6A3QJWnx/by7uxD7kRjCC4RHRZp/KGWxr2wjf9EIV0lrYBH+s7/Jz55PNc3xdj6tIcRw/PMHl+gWylSFuLg3PLKxz60nmWskVGxlbxFitc3RNmww4z7+14DttX/5KW9izz136g0b588Vls992AfPhY1cYJUE2zqdvR2k/NbSTV55D6YjQQarQ1M3qWmKuPh0LvbHyWEP10uwLMB8w43FejiSYADIcONda2wuWTwe9l+y9nqdx6663ceuut/+E+Xdf5/Oc/z9/8zd9w1113AfC9732PUCjEgw8+yGte8xouXLjAI488wpEjR9i+fTsAX/rSl7jtttv4zGc+QyQS4YEHHqBcLvPtb38bo9HIhg0bOHnyJJ/97GcvAyb/+1vdZVB/a3XxLKr/r7MO9aySBgtBcxJvztzUVLFouCPWeD0aY0LUGsfWMz0a2ST1LBed6iDThMsk0/WaoJfQ9Kus6cgaBqOR5VIr6NYAKk1w0IAAl4ETaGSV6JdxO7UrrB2I+prjm3urpI1w2WF1jY7Gp2IdoDSfp4iAtkYPRM5EG02cuuKPGT1zjpdXDuCaPo/yp39C6kc/xfWae5EreQbyZzlo3Ejw9n+g68dvQl5ZxPqVr5D/43eT/+6TOI9VAYqklEi0DNA+X5U6f/b276H1bqTbbcRllcgt5JATRWSjTNmp490VJnM2ifhSAmemjP+vBkEF2y43tqM5jFqRZLLA4m/jiJqR9j/oRA0tkTuaxtRtZ7CzjYlfrJCYz2IpaUzEMuzxe6ACLUEj0VgeLDIBv4mEIhNKKvgk6DKZiC8m0GUjeUVhaqbA4DvXM3N4FtNgkFM/miTc7UWMC1QOZ5GDJnSjhiWVp+Cw09PjJZ7MUspXSKMRO16hUE7R4jMhua2k5gtctcHFRDRJweVg9slVLAaZyZUsHet9GJ0SaqKCWxZJlsps39KKaCwjT5XxKDqUFOJTeSqZNFvaOiiNrlCpiKjmMJV2O6Z+G3K5gjFfQu4y0rrBjK7rSAiItwXx6wL+NWBf1Wt1iNYEaUvOKjC27vFSZ8LqIwU0KoCp9g0qoWNKmjDNl7B5XVTMEoLRUC3QJgqgykwv66gTSYozOdo6nKiKhlzW8ZpE7HEToqwQqygM+ixMZ1XKRYE2u0igy4o1rdBbBEnSsVpNdLa5kEwCsglMEZ2QTcXucjM9reDTKhQyRdqdGgVZJbDFSSlbwtFpxpjR6Q45WClBVlHJrlQw+50YdZ2ezR3Ecll6w2bokpk/V8AQ1cjHS1Q8NixqhXMjK7icZoY7nVDU8Uc8XHh2ha17w5RiCguLSZYXc5Qwkisq5KMJhPMVht/WTcd1YbSVMiGThaWKSj6pYrnGh8kiUFksY5vNsa6tF8FuRLaIiBWNSkllzz0OUlNhpFCJMxMxRuNRLG4dd0BGy2ucOZyge3OQXCyPy2NHyVYQFFDMAivRDOaCQDEXxRuw4fA7mDwdxWq2srqUorPDS2alwPTKEv3XdzE6HsVntWI2GNH7zeQv5rAZNRZiBRKPJ/GLVhwGE7kzcawGMIQdrMwn2LqzlccfOYTbECTQ7sFskliciGI+XSFlasVdnMW8eIGOH11gwaHR8YkPUpNUhqyOuaCimJxMLEbpEHUEY7XOSJ09UIfWUb72OozPPM3AE59m/s4fMjEZY6RS4o/GP4L5xBy3h17GqPBObNEVOtRzhNdZ2batkyNfK6IvpDg4toLdbmS7sMKV3/4zxFpdmAFAl2UW3vRppOkUvhe/hlyI4Xjrm4mfOQmS2PSc0zC1aLrOS3/2PfoEsFy/H8fLOqq6RiYzancP0uQEWzK/5mh0HWy8hdGQFcP0AU44b2Xh0hx33ruL0i9PULG1YspMQLGwJqPy9w84/lsJlcnJSZaWlrjhhhsan7lcLnbu3MmhQ4cAOHToEG63uwE2AG644QZEUeTw4cONY/bu3YvRaGwcc/PNN3Pp0iUSicR/eO1SqUQ6nb7sp7GtcVes/UjQtVqsRtM1QI3laES2rGUu1hIM+ppptJbaWR0wa3QP9PpVm2a0qVVRjcUQENYwJGtEv6DhBmryNHqdimlM9nqdeRCERusN0mEtqbGmU5ddQ6gDoLXnNvc1G2h+rteCRtdujUDT+qOsAaoms1MDKkId4lXvuXz77Y02hkf/FW/nOr5seBMA8sg5TL97BKW/H4B1z3yYYfUMx6Ru5nvuBsD6d3/L0rvuZ/hf3nJZf4TOK3nhlf/Kb9/wCCM5Dy6zhBgtYUqXucJvAREUiwFzn5uZE6s4FRk3MrFUhfPfHcdgNeJ5eYTw7gjJtIF22cyoprPy+DKiIOJVZE5NLHFhLMaF8WV6ukLsGArQ3e5iNprnsRdnuHAuCzYJq1XC7nOiG2AwL+LWC9jsGYyKjstixuc0EdrbhucNXVT6LeiinzPPR5HbHCykS4xGi8RPpNCLVQ2NK/90iDa7nWxOJpk0UiqDN+Lm4uPzvPjIPE/+egK7xUKmUOHF48tMjaTJxUqMnjmEKhRYzJSxOmzYZAuRAScOs4w5mmK7yUhr0kxfxMvSWJR4QSSQgfJKheJGC9Kr2rDeF8Z0gwdlnYnyejPKFhuG3V50q4Cu/Xtl2bqbrUoHVxm0ZvxP8/vYVMits206+bky6dE8WqXKO+s6mB0yeZfAuTNLVIaslHuMaD0yarcBpc+IcbMZy14XjrsCpG0Kq7MJtO12pOtdaNc5qOxxknNLjJxJoE6V8GcULFEVZ1KgMgMRwUzQbaLVKmNpK+N2F+jxmrAtVqjMFOmeybBOybFVkFlvBpdexmuRabdLOFDoCRlx6hmG0djZbqTXKON1i1y7x87WbRaWylk2bXaQzWvkVio43E40Ucej6LQ5zWCGHcMtbN8UBk1kOplnMVng9GIMJWjgqRejHLtYIF7SaO21Y7NoBNxmNskClUKFU1+4wJGfTVB6MY09X6Fc0IhOarz42Ys8/NAFil1GhO0OtAEjlU6ZUp8RbYOVyrAN41YTpg4b4bKFPeEAxcUSG9a5UObTJBfiJMaTCMUKxXQBRVcoyQIWh4HWkBODwUR0OsnCTIrYYg6DUaacrSCVVOYvLbK6HCOXKiJhIZkospItYpKMnDt8mvmJKNOTKYJhCysvLFJJCBRzOu71IQyjRdIvzbCp3YbLZ2HndRvwtls4e/4kv3vkN8hqmfJyhYXdf0je5GmMp8g3P0Xu5j8i+eoPY/nsZxFzcYbeMYChomMymBFVbU18W3M85v/0Txtt7Hv4TaycPMMVbgvm9BwAm5cfIhWL8+ap97H5/j8h+HdvwXP3DWxLfh/XzgCykMPjcdASPdIAG0pfVdxLUBQi97+PwEtfIPWJrwMgrs5h/eiHabLETQ0l0LF+/37u+OF7GXrgvXS+ZTOOz38dSa0uWEu3VW1nf/5FVgs5xucXecY8wNzrv8BKWzd4NdxjcRaikxgzk9WbslhoTGRrv6q/p+2/FXAsLS0BEAqFLvs8FAo19i0tLREMXq4cJ8syXq/3smP+ozbWXuPfbp/4xCdwuVyNn/b29ubO6nKcOv++Nq1U14Q1q/yaG0WoV2xtVkitu1OanwoNe9lU3KwPYBC0tTEO9aDT5gyu1dJmaZxRbUio+XcawEWvVnSt+++at1TrV0Mwqxp0oTWARNPYV/9u+nXEmqtFqLMv9bTUujiZUHd91EBN3fXTyPapB97W+1X9fK37Rrjs3sTGqrZabKjePihXbCP/3qoEsZhJcP3Y1+lzKHyNKotm/u63yH7yM6itrQiaxtWH/ob+Uw/xi4G3UIgMI+gawz//i8ZzOdf/Wu4f/lteMvaR83azVDCwa7Mf80qBQEXg2GQe0W4i223h+KE5YmMVdE1m7MRZfn3kDPrcIgbdwKHPj1J4ZIXuWyLsuCrE6QvLjMaKJDwC+fNFvv3gCJW8wqWXllGyFa7Y2EJgMs7ZcyuoiTyiKNC9ww5UCPkd9Otljv7gKUzZEqcEmZ7WNsqyTGq9B+GVLVi2evFs84EE/ts8LJ+PssEp0bfOicGoIjuq6cjoOpbNLoZe18bGTUE8bQHmEmlW5xPEljKkDRKCxczzj08SR6Q14mLLxlYCfpG3OALcPJllx7YwiXKeVnOZnmiFnmSF7oAPi2yiuyJwcSZB6OXtBF8VwPDmdnr/YiOGQRvSoBOGXJj6bGCtxhaJglT71ug8871ZHvv2DEJJJHcmgyTVx0SVOdR0HVGUGqA9v1qiuFpsgFdRFDCIBgQBcmM55h9cZOT5JMcfSrD0ybNoZRVZlJAKJtpcQQoX8ggVrZaJXdVlsdkF7J1W3Bud2G8J4HljNwULnPnGKS58c4S0VsC7z074D8NE7gtif4UX4UYn4tUOSt0WynsdRCMCF5JZvIsysuYhuqxgSSh0liwIfSasNoV0QcXrNGNwyojLZUznkxiNDn770io+0Y63otNiMdHmtuLNSFgWsnhXS9woGsicX6LTZKQzaEb3mLlycyuFkJm+yXFuva+Prm1VrYRCrMjkVAyH20DZYebI2TxStIRdNJHGyInnzmD1uBne2ssVH91C/mSOi9MKpyfKPHtxGV3UKf92mue++jtevLTM4NZWnvjiGOe/Ms3406uNGk6CBOWKhtRuQltvxXZnEDsmrjc4eOGhCbbfGsQf8DA1fQHZb6dcVBFKUInnMWZKeHx2untCBFtcoBWJTScwaNDR5kJ2GggN+SlLBtoifsZPLUG8zOLhOYweJ9ZsmHOLeYJWO4P7gtz8D7sYuqsN064AymY7yXKZg4/OEAl6UKbyDAbCbNnSy/befl528w0M3bWe8bkV1L2vYPJjz/Dk9T8nG6oGU7Yf+yk9T38Fyyc/juWfv4xlX5DNH9nEDbe34bXodZmiWnXrqg2rXLOX+FNPV8ejWubuzqfxFFRSzq0NG9Mz+yLmypoFLeA7/GN2fWo398qn2LY1jOCszj+6JJF84UVWLl6icvXuaru5DL733Ns41/jss7UXITSEvar90jDf/+3LrmP4+w9i3v8q5LhK7gPNytgvm/wkfo+b3KLC4d+eodPfwn33XEPi1Dj9/oXqN1QQKO+7jibE0vh9b/9j0mI/+MEPkkqlGj+zs7PVHXp1td3M/tCa036tbpnYWJVTE8USa8qWVVPaiO+A5qQMNQzRrLxXt6S6oKOLNWVToQZWhPoav5lisha8VKunVufwWhURBLE6SNZod14GSevshF53vUBjFVnvDno9Lbb+e419oPlvg3epXatZKKYKJkRBrAWl1nqr67Xqg9Wg2KaCqb6GFam7qTR4Ls7Ka59nYtfX0J49V1/C1ronkP+rDxG9OIayaTMAt8W/T4tsI2GtpsfaP/ZRJl7/9cZ9bzr3Twyc/T7f9/7RZWNgZNcf4f/Fl9n2jjcy0Oqgu9vFPQM+/AEf/hvbMXeY2fbn/RTf3MrIgQX2f2sHoXsjtF0VYejGTdzo9DHv9TMRK+M4OcujR6KYMdN+Zxd6u529PX6MLiff/dxpAhgQ29y89WNXs2m4nUtRBe2eQYa3t9DVYmf7zjDa89MEPCr62RFKy1F2b92GNWhnh9lEbE8Qw2u8+Pc60RyA1IgeQ7Jo2Ls85AWYGE9QkFRESUT4VQqDYuDSp0b40UdO8PzTY2SSq7hzViKagXWvbsfrMJEPWpieWqVcKBFu86IXNaKXUoi37Sa0q4e9XgM3OCz4NBMGyYCY18mu5Cne6qT4p61s/ZtBLB0WJJeO7pFIR8soBaUarFb7rohLCtK3llGPJhHQEQURx9PzhEeLLB/JcubhKJNPJBF0CUEXMQoyMx8+zYm3Pg8lKDyZ5vBnz/OL9z7F4j9PQFYn+rsCT731WUrjJdJ5jRdPLXPw6QNEZ2KcmlBAlyg+n+DoZy8wdjHFykPzpI/HG8DeIMpYLinUA5XzJzJEf7KE8cUU3oyR1ld285O/O43BLmP1m4kdz7D8fBKtqKHZwNkrolp1XG0m1r88hP01LbhusxN4tY9LywUefHwSXTVgHvIjVkpkz8RRLxSxLuWwGQy4lyrc5g9QrMgsekw8ezHHykqWbLpERHDwL799EG1QxusSkNU8psUow1KFLUGJd35wEwOfug4VgVQqg6/Tgi9sYs/OdlZSZbrCIc4+OoJ/kwfRImDOF+ka7MNSMPCrnx/ixINzVEIWDB4TAx0+/HvDhPeGORArsk608Y6bNzFyLE9Gq9C6PURbnw9JrH63lz9ziW/d/WOe+eAY81+5hKPfjOsVHswdRt40FGHrvMhdN3j4g9ddzYWnRsjNJsjFc5gMIh3DftraXVAoYTCJKNESrZ0BFDXB2RNjzJ+NsjyTRxZU7vrjYXbd0o3RKdO3vxdKKmpBxhBV2HFvD7/6wnkO/fwS0/OTeLbZ0bM64ju7KBglzGkNx0IWDBUqpTLO9QGMBQHRZsUTcPPjXx9D3u1g1K5QeeOfo4kGFNnaNA466Aag24D7bZ04rwtXbdm/VY1GRxveRPZjHwfA8fgvGTz9h7jSJxpN7Qk8z+rQ9Y3flZ6exv8Hs48jRks8u1SVUxdUFSGbBa+f5IMPkfnyV9HFy6fd0stfTiPIv6ZBUJ0pDKAoAFzc/hGipqo9tJx/HH37bji9QPbzXwWgK3+OTWIKq83D8M5+tuzspvj0PH6fm9DCrwAovv6NYDZTz4jQtd//9P/fqjTa0tICwPLyMuFwuPH58vIyW7ZsaRyzsrJy2XmKohCPxxvnt7S0sLy8fNkx9d/rx/zbzWQyYTKZ/v2OGpPRFMYWqOtp6A0GWKt+BujVnNI1bpCab63OaojCmhRaAU1rrvJrH1avU5tUq2imerFGyZwawtHR0GqKkM1aJmvdGVX4oK9tus4UNNCD2EhDpRYbUo2TqNHTgtZQJ226TJoMiqbVQEGtPV3QEdZ8Vo1pqS+FaoyJIKJrNSAmig3AVa8uW82+qauLCmSfeYz1T70bAQ3uhbLZh7rvHgof+TPU9hC6SUawe0j+9Fe477kd+fw57lF+RmzgLjg/j3zqBP2n7rzstd4091O+tOGVPBz8Ap5iAcvm63huPsmWr11ibirD9j0tuFaLiAawxHLkH14l/bZOxCBoGTh9Zo7ie/MkNY1On4e8wUSx08yQ1csPn3ucweFtmKQsj3/6HH2SjiWt8Luxp7nnL17P4vECvXYTQ31+nv7ZJFd2+ykvJlk8qjPssWK51YOWqGCttCCeL7OUN1Gx2YiYdQrrrQg7nJgVnWIMiok8jl4zGMXG864oKvnlLFJXGKOtgmCTmJNF7Nc6GfnUKKmSgNMoMKUb2DnsJxouUjlXYOTH0wR2tzHYDnOefpJlFSoqQ11GnL4gYjyD6HdgQmFsPorn5W2YI2YEwU1L3djqOrIgV9mnrMDc8QzRJ2Y4M3ueV3/qLiwuE6IRyqUylZCGdbsTXdcpnMtwIFbEbMuw99cztIZs5H83Q6ycxnldhJG/Pcojyyp+2cT6eImRX8+yKlpYd80WkkURV7LMgZ+comvfMBM/GaPjnh4Gu7y0ltwMLCscM+ZQVIXpX05i2xQiV1AQseO0W6rfGwG0nMLITy7S/uH1FC9kmHsuTtEsEy8baPc7eervT3Oj20AxV6FwMkP80CrHV6fYEhtg4PYIslumktI49eVJtt4UYfHpGJ4bvTg22+j98zban/Ewd/8IJZdA+xsHkFvCVCoKZU0EmwyijgsJQdEwigJd5iLSlIJDlNAN8Md3vZYTowpha4TZXIksZfplFetMCWV5kZ/c/zC333wD2SEHmqGIP2hhZDTBlhYHOaPE0hGNyZPLRHpacIQF5qYzGFw2CpKZuYJAIFpicSmFUlTwqAYO33+e5FKRzIYh5q0C3Z1WrM5e8hURd0RCK6mM/mCK8xmF+75wN8JSgRMnknQUBYrzZWaFPOHNXk6cGmX36W58TjOF13dy4vglOnsGGD8d5fHHRkmvFrlyXx/eTi8XRleQo2m0mMjK3BKdvRE27ghy7OlZxs8kmDq5RP9mHwd+N4ndKxCLG1ieP8PojyMsjy1y69u3U1gssXpwBedWF+m4xv5fXE/+78eo5AqkF4vMr2QprObJJCrsnM3x41+eYFA3Mnc4gZRTKHfu5dzfvcip52LsPfgBOrInyBd9VXMpCGCQq7azjjNq84Nei3tDgOLb3oE0N4vlG/+MFF29zPYYTh3HLzanzvx73ovx4EHMP/0xcnwe0bXEfvO5qv2VZTSrjXo9q+KrXkPxZXdjfuiXGJ57jsqVV1K67w/qE1HTVY4IqNUy9UCoMMaT3Z9k99zfE85exJMdRbtjJ9Gvfx97rR+W1SdpveWPGTs8RVAGZ6mIMP8MRiXR6Keu1ecqtXqN37NP5b8V4nR3d9PS0sKTTz7Z+CydTnP48GGuuqoqN3vVVVeRTCY5duxY45innnoKTdPYuXNn45gDBw5QqVQaxzz++OMMDg7iWSOO8r+31eMsqr9VXQN6taq7rtXX9gCNdf9loQsN8qLpEqi7RzStyX7U8kVrRdJq7EVN7KLqpqnRxg0KoOaKqF2k0S9qmELTG249oXFeHWw0M2hAQ9cuZ0E0ALGuuFeTDBNYwz6sva26b726iY2AWGrAob4KqPakIf5VAze6VgcZa91S1FwqVUAUmXsKYQ19ZyzGsDz6L3h3D2PZew/a2XGsn/g27te8g/xr3oFW+5L5zv/qP32rKUeEK7o7EK+4hvjwPp6bXEVnlamFBM6QlXAGKnqJE9EZpKvdGP+qHy1YzWsf+fY0e+4bwrDZRckq0PH6LroHBVo725gZjRPuD/G7i2m8qg1DrsCsoqGJAsNd1zJ7Yg6TUcTTGuL8kWW8Bo1cNkdvq5mOfR6sfgXpJzPkX1oifjDKS/NxuvudmB0qpXv9aNsdVGIVFp9c4dcfP86hfx5h8WA1PgNdQ1VUdF3H56tQFgzkSgL5PExNRvndP50nYzJxKpFk0ayyf7MXh91BJQbOqwOs3xGm12FhvjTDth0Obt7mYiMqo+PnWJVzJJUC+XtcRHdacL+uE6PXSGWpSGWlTHmxiK5WRfFEtaqES7yM/fASk9EcUngjz319loMfPEd+pYyx04b1jhA6UIxXsA666NnRzh2bW/n5zBLPL2YxbAxi29rB+e/MIfV1suOKVuLlEtGUhnVXG1ZBY2o+yrmFOMe+MEHPlb1EY0la+ts5c/8YZ8cT+IYcpPs8XHnPlRiNBiphL+pyDl1VEK+woUUslFbK6BUoPZTGWBIQKiKpNBS9NqazRS5OxpgMOBi6ZQDXrT3kJvJcfC5NvsPFuqs2MTtZ5tifHgYFjJJEyGFm9fElHBsMLF5MkztbQFNUlD6d1s9spOfDGxC9sPqzaZ5930l+9IaDJEazCDrkRhKMfGuUcqZM594gpjv8JPaYKd/iJLvdQD66jE8tMOy3sdXbhitn4/hUklJO4Zb3vwKTQ8dt0NCnk2jZFfbcGSI0KFEu5em8owd3V4hAxMi6QQvhfg+lQh6r38GNN7Tx+C9ncNhMRPps7Lihg6VliU37ImiCyoUzCRjJMreQIDBoQhN1Jn44xaWpEgOqxHf//ufkS0auvqYDzQrGHhP+DV6yBY0N92wi2Wrh8OkL2F5McP2GLTC7Sl/EhhGB9ZtamR1dJT+b4q5XDNPb5QGjTPtAG66Ih7HzaTZujnD+xCLBjgAT59IEPA76WltJl8vYnR04Bt3c+0c7yOTLTCwmeOzr53j4w8fQYnnS81n0D/VTMQnI52O4HDIlt5GsXWDmwAx39rRiNss8/t1nuf6NV1Ha4sPsceIUdSLKFAD+b30U44O/ph5Q39AjFKQaA14v31BzH4sC+Y9/gvixk2Q+9wXyf/JnZL7yNfLveW/VNGpKwxZp4TCZz30JZXAIgC3ffi0Dc/cDUHrZXSBINZMqVG2r2UjpVa8h+8WvUn79G0EUa2w41Auy1WUbyrV4SNelB7F1+vjF9k/ySM+fVG01GoF3/EGjH67EIuJCBZtFQNhiZy4Wp5J4ptqPG25CjUQAHU1QL3fX/x63/7LwVzabZWxsDICtW7fy2c9+luuuuw6v10tHRwef+tSn+OQnP8l3v/tduru7+fCHP8zp06c5f/48ZrMZqGa6LC8v8/Wvf51KpcIf/uEfsn37dn74w6oqWiqVYnBwkJtuuokPfOADnD17lje/+c187nOf+9/OUqkLf42PT+KwO6nHMjSyQRpZHDVGQ7/McVF/PNSzQRrsAPWywPWgUZ2Gm2TNptfOrQagis20UoQasFgTANIoflZ35TVBydoCaHVmQxS4TAussVfQG3EZVZam5vKosRNCPbW2Fg+iNbJcan+tcYfwb/c1II6KiNy4sE4NtNWYk9TJGC6nBdVrRPbI6OjYPvUprP/0aQASrfsoFo20xJ9C0NX/8N1pTg9iuobKZSdWpekvPdbxCgxqBuGtHySas6O1iUSP5vG1yqwPO5EnMphlGU2WyCslkhvtBG6vsm3JiyW8AxaO/dM4x46M4gmmGTB1kE2Wad/VgeSA0eUKCyNJekMuDEKZktOGwSizsJShx+3k4vJJdGs3hoqGKwR9g07k1SLBnI3ZxSK5wjzbW3s44zKxqd1MyQtzWhFrmxW734ymCZz+7AxOm8ToWAyHVcJe0Oh8WQf2K53IJpH0hQJHvjPBSqGML2AlqqbxDwTITassp7LcdkUX85kceqKAp92BwyrgDxlxZiXIVzg3XmSdTSfjNiDIIugKpuv8CB4DaBrPvucs9u0erA4F7UwOURVx+WT8b+zC6JTIHMpjvcJG7FySiz9ZYFXIUsoIWFqcXGUVOLhQ4K73DZNayWD22hj53SLWHgvZZ+Kcz2RJRDP0bm3H1mKne72HuaMrpEqwOhYjY6wgaUY2BO3MZ0qkclEC7SESF1NY3BY27PRjSIsUXSrnXlikvctPMlth/eYQbZvNnPunC8wXSmy6rYeOHV4mnlxEipcJ7vHz/P0jbA7acVzlYebRFehwka9opAsaXq+R/r0+bG0SZz8zwipgsFrI5EqEN3pou5gi+Ne9aKpGZVXn9LdnWElPEOkI4EvaiLyrh8VPnqf948MIRkgfj7L6aJyy3878bBKXxcrO93Zy5j0nWXIb6FjnILTJw8UDKxQqGu1Xuohs9ZOaTtCywY8oSlSSZQwXc0h5ncxMCadBRnLL5IwCC7MJrA4Jq9uNTRCIWtOYjRbGRxR8HgFTvsScIiGVdJIzefp2t7K8XMKkVnjx6Aw7r+wgL8qcPz+Lx+lg9+ZWnnlxCs1jYVOvHbNJIxrNk54v4XCIGL0uFk/OcN0HNpAaSVEqQkHXcAZMCM9Ecb2+nYcfuMT1ne3YkzpGu8zZRIH5RJnR4/NInU6WRldp6w1itsnYXRZWJ1LEYtMUi2ZMZgtWuwlDGUpKCUEo0+51Uzau0u3s4ty5JW5++RAnHp8isZAhoaroJY3BsIeTl+a58a+GCeRNLN9/ng27+hA2erEB3/nXp7l6uJ+FhQW6u3o4Ob6KUQZfn4Mt6VkCX3zNZbZl9sETmK/qWGM8m0pLDR2luk2tmUGR+vqvanTl0TG8u6uLYzUYIn76DAgi8skTeG6+sXEtpaeH1G8eRvUFmvF9NRd8fd5pXE+oWfe1mSMCUCjg76gWo3zsqo8S/JN7OfqDEQIa3PHoq5D05qL8B9bXEu+/gS17evCM55GPzzG08g4EdNJf/irFe++tXaq+eBbIpDP0D/z+hL/+yy6Vo0ePct111zV+f+97q4jvjW98I/fffz/vf//7yeVyvO1tbyOZTLJnzx4eeeSRBtgAeOCBB3j3u9/N/v37EUWRV7ziFXzxi19s7He5XDz22GO8613vYtu2bfj9fj7ykY/8/5YSuwZZ1h+0QB0fCDRSQ+sy4Q1sWWMtBB1EvQoaqE/5tRV9PSh0jQ5HvQBbI5u1PpBrbprmgGqiheY5As3hUD+s1uf6/K83VSwagKfejUYPL28f6oyD0BjkjcJxa4BG8+w6m6Kx5kYaLEcz/WVtcGj1jNjfP05IOU/eIrDaN4B53zVI730f+uMHsJ0+jGf+WVaD+zn2uocJz7xA68G//XevrA42ABSTg4sb7mbo1PdYMYcZverddA60kMmXiKayqLEcPrebCAaM82kOX7rE1QPrMd0QIhmPY+q3knx0GWvIhnPQjGQQOX9ikVZHAUfvIMmkxkIqSu7pGba9azNbAmV6RDMn59LI5RVQnWhFK2KlghDU6fIPI7fZiI6toM2M4/FsRI5KxHNLuKwuWkI9qDt8RJQSmY02Fk/GOfTDi+zc343j9jCiDHK+xMXpDBaPhqoJnFiao/ychYF2C6XZDKNPZJjSdPo2BnF5TLTmnBw7sUqr30kiW0GVRCSrjJ6R0BezOM0azqIHyQCpfpnBsAsUhXwyj7bJRrDNRvFoDBk3gkvCsDlIOjvPqWdX6XIF8LltVDqDaBhZfX6VU0+n2WWNYA2Y0cMm0nMZTDYJgyQx7zITwMTBH0xAtIizx49cELnw8BIej8yw28eY00rXoIfDTy8wMZWmxVlmyOxC63fjEwwYKhX8bhtLpRh7Ngwxv5Bn4OoQ5y8VSKVKhEQr8fEVVDGDKgdoHfCROhvFHQiTDxhRcgIz8ymKKpCXyDqtFI+mMbT6mdNLpH52EXd7iHQ2R3d3kOTRWabGC6zf7SI9UeRitkJ3t4l8HhySRKSo03JbK1pFp3AsDm1OpmaWyWkqXT4jxiEPmiDQ2+WnUNSRDODeHmA1JnD055NkRY3tbTrqaomKGTbubGfx3DLLqRVcNjMXTy5THE/iavWwfDZKeqqIaDNis1nQXaAX85g3OtFjOZwOIyYEnJqIwWLFoYO0lMdvM3E0Nku3N4igCVQsBoQ8ZIsqnmEvsyMpNJ9McTlPd8iB3SlQWC1RKKhoQp4lsUBW14loEsfPJ/GWyhh8JuyCSHw5Tjmqs2OLh/xChflfr7Kq5ckZdDbu66Tz9d1U5opcc+cAVpdE9OkVxLkyQ3YrmdUct2xuQ1ln4zeLCwi5EmVRZTGVJx3N4nC00NpnQcxqGLwWKsUyy5fy2H0gyCVMxQClaIp+j5Ppg0u0tjgxSDqBiA1LFjJnV4nkSvzqbw5w72euY/3NHThSKqJBRJQEere6cLe7MFrMLCbKGMsCQrnCajSFMvXsv58OnjkGV7evsXdN5nitBWwsMqGaOluPbwPUvj5S3/kuxsMvUnjTm6qqzAgom7eS/cv3Y/7Nr6ls2kT2ox8Dv3/NYnRtvJ/e9FLXV7OXpanW9luslPfuw3jgWbYsPcHk9F0MtHuJnohyrv+dbBppzpuCkiW+HEUvRTAXSzicUwgr1esV77yb+kRx2fywJlPs97H9lwHHtdde+39LwwiCwMc+9jE+9rGP/afHeL3eBpvxn22bNm3i4MGD/9Xu/SedWtvfhjI9ayXN12Zn1F0blyFe/fLxUGckmki5urMZbFo/kTWAANYObKE+AGvsAGvOWasL0rxeMxalASfqYKGhbSGsud6awf1vwMFlbTSgy1q6RGtG09Z7XaeIBB20+hd1zQMplNj+wvuQlDwOIPQk6P8skLvtdZT+9QcY3v5mjM8dJLDyJOW5DhYD97K096OsO/QFrJUmyFi7OXPznOq5jRHvXmYrXoqrefzBEkPdVirtdszJAhQ0DBpIFhMVHUo7POjb7VhKFpIjGfKXsuijKr4uO4pJYWePm9+dXeLKiplLk0sY7RaMfSHGLpZYOTDGtW/fgjOaR/S3kcxlcSkqgW1uihmRS9EMfuYIFkV6PP0cf3EMq9OBqZxj/T3daGaR0jYLFt1MdCzD+Z9NE3G4SZxMY47n8f1BL+te1srcAyOUiypZKU/StMRCNEzbeITjB+MoJUjEcsg9AeZmM7SYZDqDPrrCRoau8bO4WMYXXSBdzGJXzdjNIUo2E4YBA8Y+M8gCiq7hw9kYc4lTaex5O669Jjbu8XD4K6P0retjcbWAIMgUj0dxbLFy6fEYGbeVkSPLtO7xYXRYaPEEKJcLlCQVu91GoZQnFy+TknRKyQwuycS2K1s4cm6FLptAq8/B1IlVIi47jm4zp89MIKll+vcOUplLYu12cenENDbdynKsRG+nl469FizyKkaTGdlnQFK8bGgNkChrLI7HCSoasckk02MxvNvaCLcYmbqYYmDQz+i5FSqiguJwIeXLLLU5CYYNWNIFsuUsC8kiu70WMrMFjO1GNIPIxYUcvX4HwQ4Htg4RfdhUrXs0r2NpEdiyPsyFJQszKyrtIQWrVUS/xoXBLqDV2NHVZJ6UqiNajaQroMsiwc1OkjMzXFhYZXekj/Jqjt6QC03TmH5+la2vGuD8L2a5+OQ8ZrORgWtbsEsi9iEZo9VPcrGC1WXEZNewW0yMn0zSXgQTGnpGx9RmwV4ukDML9BhFUl4Fk6pQ6JdwBg0c06z0WFwIDgk9CRvCXlzddjK5NGZdopwqYHDKODoCzC7EuTQSxW21oaVjTPSHkU+liHlTrI4V2NQbxiIZyT26SmW+wnlK9F3nwzRkpRQxgN3C9mE7thM58qUyewZaOT6yQqlow++zI/lUzLKJ+EwSBBjq9jE+HSUUdOA0iEycnaetN0C/LDOaLVPq8jI9sUS+XMKbUwj1BfBe1UVfrkR3ZwSjx4Tx7iCF3ywTPbmMt9XK1Z0biRUrlMwwNrlKpaTjk0sUT+WYMPfiNXvJlHT8etW+2N5wZcO5W190ChWtFkPVtIBrg+zrLHOdedZ1KN1+O+Xb76jaWK3JVuTf934K7/vAmmVffS5oLmAv13hqzgyX/79u06H4uvswHniWwMyLHDwywfzJDLIsEpe34/PvpTV6AIC2DRuQrd0EFDvC/ALO8ggA5Z1XgdnYWFs2rLz+b2z472H7H5Ol8n+7CQ3MAKx5rWtGly40s5+bg6KaygfNWItmm7WJvZ5ju+YCgl4NpBS0y2kzrSYXrtejhNd2qgE99cbY1NdIh68Z/c0QC63GmNTqpmgXc+hpBVGvp+yuQTqNm28O7saXQmge2kQwawKK1urfNtwya/pac9sYDh5AUqrll7OW+ipCx/7wA7iH1xP7449SuuU2AFqf/Q7bf3Ebc+J2nhj+GjH3+v/s7ZFaKWEN92H02HG6jSyk4yxMpJGX8qQms8SWc8QVlWRGZedf7kPY40bRFSQEjJpENqlTliWe+cEE5aJO15u72eDvwF6RMNstWIMtKLqBlfkEhnYXiYJET3cQt2QhULRishmxGu3MTKXYvjtMT87M3NxFrEYbm0OtrL+mm/Y3D6NtdSBvc6NpGuWKgp4tY85W6NkcINjt5cjxGPkLORg009riIl2SWVqVsJn9aFaBJ544y3g0y0Q6jS4LTK5kmB9LshAt4Bi04+50MGCU2aQJ+AxeOu0h7AMhDHdG0HdZKfcaQNBZ/Mp5TnxtklOfusTCkyvoukBeg3Onllj68hiarYK5JDO7WmBsYYRUYgHVYeSJn0wxHivhryQwJjVWjyYoJfLEomliSYVwyMHYVIqAw0afx4Wg5TFZS8gGiUuXEshIGLocdARtmEplhncG6XI52LO9H/f2dmxWicCQDZMRcrrIwBVuQkEzyUSRp345z/JqkWShjKfTRGvAjsdsw5TUWVjO4+pwsLCqY7NZ2ZgvklgBv8tGuaDiCZlw+1wIsymcXifZDBw5vIwuSiwv5VEkmUNFldOnMxi9JsSiRjJVRi8WaNtgQo1luPijJcafTuG4yY/gNBIcbOGKLT1YPQ4Sk2myyRLKsAVdqi1EdB2hoiCkS5QLZZZXSwhemeR8nuk5lfmSgUOnkxiH3WzY24lokECWqByI073Dy4DVhK/VycyZJAeOxRElI1oZll5KceaBaebms6j9Zpz7XKi3utFv8tBitlOOKiBZycQgNpshqEiYqOB3SpjyRQY9IifOXWJ6MocsaETCFmJTaUxxnXSuiMNnpr3fSjFRIVCUwGMFATbe2kU2LbIyk2O1UMYaaWE6LTJ2Jompz8WFhML8VI7oI0s425wE1nvRuqyog2aOm0vIm7yE8jKv3dLFXUMhNq33YjObmJ1exeEwE5tLM3Nynuhskhavi/5hP1uu62XnQAtxCTbf2Iki6gjLObZoMmGni5ZtbsKlApdEnc33bKRnOIgeMKC1yjhGohjKKkpZZ2JigjOnztK3rYVwiwmbz8cV+7ZS9Pex9N4nOLf+fU3z1dqOoSBiTGoImo7xXJln3/Bj4t88jyxIa0BA/acasydAI4147TxQV4rWa1pIDce8sGYtWp9m63NM3aVen1uakKR2Ve2yBso33YhutSGoCneMfJyb/1c/N31iF50+E7M3fohnHVfyc/MNPFyQGS2McXxyAtVkpBI9D0B51666IV/bc+phBb/P7f8MwNEgzqoTpNhwC+iI9RLvjdV/HWDU9gu14Me1GhsICDXE0HCQ1ESvqu4PrXpew81C49wqsKmJzjQGHjWdAqiXvKdWzK1awr5Zj6TBRNQQd724mqiLqEcWyb3jAPL7j2L72gzlT4825M+FWrZN43tUH8/U/JOaUKvNUgM19cwUXW8wWtXvlrqmEcgfjXHp3seI/WIcvWew8cRfank5z9/8ENGr3lXtn1Yh/Lr9FN79JxRf+7rGcYMTPyHvsvLo1f9A3tKsN5C0trIy/EoObP5L5E0DWEMWxHyJ63eG2ef20CsIFOMZ5B4DXX0+Apu8WF/fjrTeBhbQShpTj61w4uElfFf6WdYLWM7Oc/pvzyG1WnDrOkcvrhKxmvBpGplMnoAgQREefugccwtJSjaYULO0b/CzWNLYt8+P73yMAZOHl+3ah6PDjmeTB/v1AVzr/UhWCV3XSS+UkQwS7nUuht88yORMkpV0iY6Il0e/MwpplY7bQ6hZFVmXWVgsMFdM4QqFaKvo7A64GAg7Wd9jY+ceD71hIxtUDcdcEnmuQsBnxntLBN8f9LEoSRz9lxGKmQK6rvP0l0Yw2ZwcfPwlSimB+bM5svMlKiWV5NIC8+kiZrOMVNGRylkG2tvYdO0AjjYn/Q4HV9/RhtsdYDWnMLOoYDSZkCqw6zo/rQNeClNJHr0wy5nVBCaXl3hCJ16skC4LdHQLPHVgmliuxO6XtxPpgXAbeLxWetssWM0ScwWNs6Nx2tp89AYkcnPncDkTbG43sX23m+5tRsYOrdI7bMVsEkjnVLLpaQrxLBOHp9h4U4TArjZkQSQgayytpvH2WklcWCQnKFQMJTwhF5WAg1RFYv26MFftH2DbnQNcLFZ4+F/niFhlTKqIebuXbL7EkwdjREfynHp6Cd0jkNdVDp6Y58iZWfLJPFKuiMFY1RupizfogGySuWIwwI17e9nSGwAJet7YS7gnTKfPT9Bnp3Amj60H4skMyWSZqaUClk4bbXe2YaqIiFmdhdMLlEfyiJKIq9VLWTcx9nycqaMJPEEzYsRAOSjjf20Ex10OCkMGREGlvcOHzWzCYnEweXCcEwfO0FaEfZ0hQqUCAa/AiqKwrsfO6RMrXHOtj8XJBFLFjKJoXJhNoOZhY08ALQo9rTbW7/OTmbcSz2pMLKYIyGbyhxJkVYU2jwt7MoeoaSSejnLiU2N89W3PsZIoUnSJhN7ajm9/CGkpg3Uyx8s3tbCtK4gxu8L22wZYmUtiMUgYLCJHn50hMZ3A4LHg7/azUpLY2efg1q/uYsOnrqDsKVJcLVLoCnFqPop5k7Nabl4C6Vo/ljs6KRyLYhAEusw+ZkZVNoX87N3ajVWFsl1jGZl4vMB0opoVqYsiwvEj2HZegbz9Gorv/CSqCbZct5MvfOqH/PJ1P0RU6vCi7uIQaP6qoWs126uvKT0h1JMPmqKKzdqW9RmmanRFoSb4KNSSChoLtuocIzTkBOpgRweHk9QPHkA3mTCdPcHgG3fT80dXsTf/OYZbDqDd9kEOitdjSjloMfrpaW+nYhaxq9X7Voc3N3WTmjNWbRz/frU4/lvTYv+fuOlQC0Vopp3qUEtvbaqFViWXq0NDqwMMoTmI6oxBQ5uDGlLVpaoREusuEmrvVLuMGWiABF2s9UGr2a46eNGqglp1pFzP8qhJPDcq0FJrX9eoVrqt7lcUlfnnLuB5yxYqV0VQTBIGRa2luOprmBu9GQ9aT8GtDfBquEbdz1gPLIX6JbU1kAddpJKvoH3sQ1z90i/heYmc5Gnc7/WTX+BJi5PD199Hq11my+NfAMB53+uIv3gEIbqK6fHHGZr5HllZQ7runYzt/Hs2PVON08mpBp7Z/1fYBZGLh6bxBmxs3t7C1OEVtgat6BUNU9CCkC5RSK1S7g9gijjQlOo9almN5I8nSQgiKy4rgqAzmYepqQOcf8VLvPobryP/gVOkLRb8RpGNXSZOHl0l2O3hxqKIdZOfs89PY/fZWc5UCCzmcU/CpJojqNow+m2MFhO0v6IbTWpYHk5+Z5zNf9gNAkhGGed2J9vabTz3nSna3DZOPPwsm3/oQtvqYakwzfVX76Jz0kpU0IldSHLnOh+K10ELOh6LgilnQcllmV0Ypc/qIf2OENgllseSHPirC7QOBDC1OJHtZgRE1odbOH56hg2b1pFGp3ulhDCbwlyusLQoc/X/GiL68CrxLh9XXtnB8tgS2UyFyBUhDv1ggWjUiCNdxLvRjwsJMVXG0eIgMaNRkXWueHkX5qfniafTDLiDbLjWhy4ZmZ2Btj4DC8UDXLV7CHGqzNJMmZKoY42uYNKsOPwehESSdT6wWYwY5hS2GSLMa06U06v88thR7nzVVQRzZWwFG/0RmaDTxbWW7QgrJgYGgtArYZAMWC/prCTKRPMVfCWBvdf2c+ClBUpGN1eHdArtAbJUiGck9HyJZ5+ZQklkEW/qx+6TMJ1VcI2V0LY4cW31UkkZiOSLqAWdsUeWiOVUdoSdrM6kkHcEEMygp0usfHqE0N9tREeje32QM3PTlAs5uuTq5CE5zSjlODde3wUinByJETaANa+QX83iN3vRRAHdDhVBQXMaee1VQ6SfW8HU0070h2exDbWheEwkzhd4/uej3PrH63CGrchuEyIaBruItytIca6McayCKa8zHOhE8xq4MF1gncOIeVhCNou0KUbUkEDHPgdnR4psvbuNs0em6eyIUE7aOXUxRiVT5KGJZe6K9DFzJMF1t3Vy7uASHUOtHDi3zE07uuke9nDu2DTXvXsrC6fSTJ4uMhdVuHP3AJXj03zoc0/xicf/kIlHlphxV1i/oxXD+QJ3BFxkvWYyRQltwMOVW/2sJjPc/YoBVJsJi7GC0u4m+bNJbPf0kC+oPPf1c2STOpW5FWLLeTq6WsGj16pAaOgWiWglg01TMTslIptbeKtsgXSBuZkUxVSOzeZ22jsj/Oy5cVrVquKnoGlYfvgAhqUpDIDtwYuUxp9G/P6P+Ns7PoQmV9OXUWsGX1zjztbri9B67INWs/dCzV1NQ4FaEAQ0tJoNr0/oIvV0g7VchqiL6IKGKAhrbG/tEgiABIKGcs1eUj/9OY53vh1pfh4xHsMUj2E69iJtts3s3/8J5BYru/tCCBqkx2aRSjEA1PXrG/NgswRGvU+/X87hf3x5+vGxSRwO+xqnXH1bE7dQyxSp4ouqe6KheSFotSyT+jlrXTPVabg6aJqDqK7bUQ+41BvUmVbTtagGIkEdUjRRpyAItXHerI9SLTVfRaNCbVBXQZBUk+etgpdKSUWUBGRZRhQENEGrqdY1GYlqdHRVtKsexNpwC/0bqekqrhHWfKatoQkFxNUV/MP/uSsE4Olt/0hg805cVp3QP9+JsZKhdO31pL91P/6NQwiFPDl7hB9u+hLX/M1WRj/1C9rPPcQLnlvId2ygw22jxW+jZciJbzGHVNZ5sQS77AIqBlIdJtyvaqFQUpBUAfeiTqZVQBUgNZHl7ANzeFwW5mfTCIAtFidqsBMa9mKfz+Pp9YHbzIXzK1g0jaxRYiUzye5tO8kupPGY0hz88dNkhQKv2nsTFyxFbm7tIf9HbShqufbYBHKZMuWEjrvNBGioORWtLFMpKsQeHufFhxeJ9PqYtkqIMyW2bQny7HSMbS0eum4IMPrcCtt2BPjx76a5Z38I13SF+XiagmLBKYP3FQHoNKEDaq7CpX8aZTxaxmQzMr+YZv/GEK1vbecX7z+Ka6sNn8FF9EyUoNmA/6p22q/18cQvF1l4YRGHoCNvD9KiSxRiaYwGEb/ZTsedAU78ap6YUkYYy2MJWtiyyU9OFjlxYZldV4WRRmM8MXOG19x4Ndm5DPl8jjxmHBnIC3m6PC0kVmIkM3lGjUn2BHuxmAzMeQXCiwKSDN+bXOKKwRb08grjI2nCXetYTL7Ebet3IVZAXM7iCDlQCwqpZInRiYt037SOzESK9pYQmdUU2ZLOqkPF2WXDmjdxcU7hyMgE9kCIfpeZfEnBpMjIEvjXmRANRi6MFViejdM5GEKPFmm1GSkqFWYKKWaPxrmhP0D/e7uY/E6ME5ksWzf4mRyLs+3VEbzdZsbfc5wLiQR3fGc/oiDwwo+nePJnR7j+xl205TVa39VKKaNw8Wtz4BaYWI4TS8rc9WdDvPilcWxCjq1/tp7ffPEM9/3NdlRVYOzRJWbGsrSqCuveP0Axp3PpVwlazALZuTjHL8YQjVY22UQ2fvEKFF2BhnhhdRUu6NV05vxCEcszaVKCgMduxmDTiZLHYJAwL+jIosCML8vBFy6x84a95AsKNoeGPWPgN09MMLoU5Z4d64nGchy9uMjmLh8tYTczqwks6QrHlmP0B6txPS6xhGw08MtHfs1dd9zCwDURnDMVjDd6KOc07G0mpn4wR2i5SMBtQykoaAYjcqxApayi6AoFi4hpowvNbUdIlnn6zAozz4wzvLUbl0nG3Ori0qlpLo3GecN3rqGcVHBbJeg0ACLyNydJPrWCuN2Hs9vP+GqWaGYRed6M1WXh3NgSVw238cKB87zp+B9h0ktVlkO7fFWf+7tPknrVm3j6Y8e49dNXsXT/FIJNJHBvO7qh7nnQqdesEoSa7Wy4KFQabpcGM9LUakLXqxpF4ppkgrWZKv8mgL/uUhFYa3trM4SmI87N4b75DsRoVW49bQ7zHuef8Jevup1TzxzB1uNm/YlD9M3+EwCrC9Hq/FTXVqJ5T5lM9v/ZWSr/79xqssqX5ZGu9ZzR8C/ogFiv5EpN8rY+KIR6WXUVkBDq+cw1MNIg1ISqK0bTqlkedQ2wqlujxhOsVR5bA2E0XQBJRKhN7nW2YW1XEYRq0KaoV+tX1GqyGE1SYxDXmL9GnxrpwDWWop4ZA9TQdW1/PVunEShV61k9uLbx1AR0m6PxhOP2AYreK4jM/OiyJ3/dsffzhPBlJiL9tGz/IFce+mtMzzyF6dFHWPj492n9i1dgyy5w4/RX0UzfIdW6FaVlJ0NuM76AjYujy5QkhbZkhemFKIdXLnJLaBvSUISnj46QVDVu14MIigBGEeHAKmWnAcPVFqwWEVOiwHxGocVg4GIsQa7bz+b+EAefnWDrhg4Oj0dRNYEeXaN9MEDGIWGa6yUfLXKFViGvy1yzfxsWjw9bUWLvn28laxHQ1WoevqCDruk88OnnuOVVm/FgYvnwCmf/6QJ7334V5o0yms1DPJBhMVPAuiwwvLWdsaU0VpPEfDqD4aBOWVMxuCSuVGMEpoPkfWZaTZCLiJj3hYgtZnEpIEo6sslI2519WM4v8+DjZ9kWbMfc7UWVRPJWE30WP86ImencLMenRXzPzTEyGuXURJL13X7Sq1lCgoZdVkkKGuvWBcgXdRbOpNGsEvtu6OHkE/ME8hXOnF1BLkcJ2FWMF0X8IQ9vcuyhdDqL2W7G4XSiRExMJbK0Ki4MFhM2o5eQu5V2RaGSrZAul+iSHWg+hfRKhle2uzAICpm8nRa/FWMyyqbAMFarGdEgIESsVHIqmkumYhUY7L4CSTQwLQt4V8qIQSseXcSQyOGZN5BWs3QZHZi6W4hc6SV+toDPaySpWUmt5MjPF8nlynR3SHhsLUiqzqVUhlLegLfDjitrZuCaLkSTSPrFDKuTi3ja/eSiFVocVqxWGTWq4H1TL+6fTlXBfEVDNBm59uoduCQTsel5WoUIqJCOFUhVdIJWK2aHlX/54GEGtndgKypMPLJMf3uAmYOrmMxGuvYHKSxXqBQkLnxxhpbbQxidIqpLZDmjM7Q5TEi2cHEizVBcRfDUSiI07FV18aDqKqaIjP46P8aowtKLSYIJkYDHTno+xxPjca60SEglF9vbehh/dpTD56YIePzsu2GIm1/VzspXDlMWemkL2HF39DNyYQW/Vmbb9hAzMxqDusjp+QX6gwFaO70YXGZ27byFUMXKS989x91f201uukDqbBZ7a4CO+1oBnSwifHcGq89ALlei5LegT0UxawLCM0s4tgS46HTQbtOZ0FSsKCzFimzZ5cU6IuO1GHjmI4cJWgR6dvVgsfmxBIxk7mzFNp7HcFc79jRsMBuJlrzEDAmeeOYSWze0IVqMmCsKE8Z+1pXOUrj1buTVeYwvHW7YKPOXvsDShldw/Tt3UjoYRX9imeXFVYy9RlxXhtaAAr3pWmmY7DULyxrDLdSZ6IbtrWtBCQ0w0TAetYWepumoZQ3ZtIZ1uGx9XLu+KGD6yY8bYAPgon8HO+ydHD1whvOJabakVRxiCQA11IIu1ha7axpsLnd/v3zD/zGA4z/Kz1hbHaX+4EX0WjjHGn2JRlgzVblxvandUf24TrUJVXoMoRoTUReRodqeXmMwahGh1AdbIy+7fhFNr6qR1vpXBShrxl+jfopYSxpZEwzUYGYaoRo10FNz3dAEErpeZVzEOrNzmS9SQ9AlmkCq7kpZcx2rleKrX4v5x/+KNzvCE+G3cWboeq5e/gKOxLnG095//M94MvggUc8Ay+03EZp9DMe73k7ZublxTOf8Uxw7naejxY3fZ+eZhy+x8apWentdZJbj5JZFvA4v99h2s9hpRr/Fzu5X70Qp6RRnShg0DbHVQmmdncTjs5hHdeQ7gwze28Hib2Msec3IQo7oTIqsxUikW+LMmSVaWsyYLQYEq0xWV0imNISJM5S9Laj9bZgMDgZDfrRtbkrdMoqhPiBqSq5lnUpU4a0fuJZSuTrSLjwyznxZJXk+Sf6cyszsEkMRK7NJFZUE8ZFlwgMeWoMOErNxVqJ5du0K4jiTY+sNW4kuF7Dc5qGsqZBUWL6U5tC/TrD39h5cV1hQcipTv5tFEVJ4rBqiqHDwkUvsW7+BsFvkxESSK41B1rf1UwgpnHpukaUFhbaAg3DESrDDSilbIZNR2bq5hWRJoyUg43KBWxHJP7fMoKogOOxsDOroTj9KuoTot7GaUGjZ7ERIWqkkS+iVIhmrgZ6rwggGnYIKgu4gVxsjEjoWHQqCQDmrIQp+KjmFVKZIeUll5dlVSmWdrTv8qK1Wyl4RRA2lrKIqOmaTo+r+BAZ1J8KTMfC40AtFDGadrMOIdUVCNFYwyxZW5iTc6SzpQp7BDe1krGZKksrSXImxZ2I4hn2URQsbAnZMgo5NkpkSBKwBE88fnaOr7GVC1ekUqqm3Hf0OZLNA6vEoL72UoFDRKc8WkVuNaGaBpXSZWLyCxyAjIiEZdHz9bhx2M+SKzC4XsPnM+I3wwvExLEtFrujYzvGTMzgNbsIxjbJaIddhwhAVGfn+BOF2C4ayyN7BTs7FVinkKpgcAi99a4aumz04nBK2sAXdWGcs6zR8lco3+kT8t3vRBYECoP02xW03dZJJlTh9JElHyIizEGOXV8Te68Jl0ylNFrjzxrtImAQWF3J0+e3YJQ2LpmLzybQvKozkClhtKeIFJ64eG20dNlS5zMLJOFv3dKPrAha7hG29E321ghAwkLuYRsmXcbyhjWwRZpazzFyMIa+usM5vw+dyMPHMLJGbOsm+qh37TIzxRAbVYubikSVGLyxi9Ds5fmqajlYJa1srhh9O0/+GHmw+I4kuI+W/O0H4w1swShLy8wly8Qx6IU0snSe2lKB7KEx4NAWA9be/YOGvP0tkDeCQVhbpfXk/2ff8DRczt5P1WNBTFqT69Niobiw0fq9bfkGosx/SGjuv1w1vjc2AuvaRLtRrdwkNM44IuqqTWy3ibLM27LyuVb8LTR94dRFsOHoEgAVzL0fXvZEN+29l4RvP0ra+jbtvuZnAQgFh+ni1N4FgA9gI9QWtXsdQa8bO72n7PyRodA1lpeu1aiN16qsey7EW79UHyhqfWs0j0xToqn9eYwxqb7E6+dd9f9XPG+lXa9FkPUJYbx63ln2oD8a1QKMJXsQ1jAWsGd/NwdXEK42+rX3dNQmxBsVXr5y4ti7MZXyQ0AQqQj1YVoD0Zz6H2tkFwLXjHyJb1ji39VPkrF3NW9VUBscfwC17yL3y79AkE4Ku40+dbBzzfP+beP7gPCaDSpdPplMvYUFjUBXpNdvJ2y3ImoAyaCb05g5khwlBFFCzKhM/nyP2RJLUb5ZYjsiE3tZDNJNn4RsTxC6kyZQVVmJZ0lkI9XkwWMy02vykygUm5lNYO1x093jpDdq5VhbZt+EKJK0IZQPZcoXKbgflASPIAqhVdqqevYQCchYuPbFI6vAyQqzCjrdto31jmNPTMS5kMqx6C/TdGKInYCW+tIih1Ya3w4U2sUqnocQ1LVbUnEYmIlG6zknlBj9IOon5PJcenOfCD+fxlVUmH14h+3QCwSTi3eQhmRNo74ggGAwYbEbOPxFlSRXo8diZG0uSWs1TySh0+VwMeB1s7Paw8RovRiNI8Txet0CwAtapONaRPMZTRaSlMp0mI60eN26jUK0FgoJp0A1WhbRPobRORt1lxniLA/FOP64tdlRBQVU1NF2lLoGvaTrlgoZWAUETUEo6ekmglNbJx0uEeqx0rLMQ2egkdShF4rdLIKiomoqq1s4t6wiaiqapKJpC5VoXuT4ddZcN0+0tGK9xoa43sphIIhZUumwSFZuFTpufuSNLOGN5BkIWfJpO75APr1nE6yiyqqqY+53MJ/N0DzsZO7NMpD9MW7cHzWZEUxQMukbiXJTSkoLa7kAvFBha18apBxdIjhUx2iz4fXYMskhGhVxSJXE8jhSxkTepON0Gtgz72L27jUvjCVq7B/EaI5ScVpyBCEWrmUw0j8MsoKUrxObjiMQo23QmxxbQiiWWJ5YZX4mTKpe5NJ/m8OfO8eTnXiD2bAJ1qVx91o1Jo6bnUzNWmlYtb264LURphxlpt52BK6z07gzTOtzDxg1bubq/HeNIgdaCRDBoZHPEgMVaQo6VafM6kSpw9mCK5fkEnRE3t958A1cMteK1yUyeiaLIKqlYiqOPzJA7niV7LEvhFytIz2cR0yrlmQKl8TyiqiNYBDpe28rOV7WzbU83vs4weYuZhCBgPBmldC7LHe/YRMRro81nY24iRs/WDorZMl3dYfb19VGYXWbxhXnmn19BlwTMV/iRzRLCjxcodhnJFirMLCboancjFwqE2t2kDAaW/cMNWxP5h6p2lCZIRLuvbHxu//zHWbkwhb1YRk6XqmN5jQ3UxabgQcO4CgKCIDVBxuUpf81tjbxBfS6pAxkBEA0irjZb493VZ5lqk01laQEBta2aAegzpjGu382jz50jHAiyb/8Q63d3spjJk0tWGQ7d6WjMLFrTtK/5Z+39/P9/+x/PcNTBQUO9U6hxDWuEvOoukQajgV5Dk9AQ/1oDWpoF1dZoWwjNKVpvXrjBZuiC2kDG9aN0xCZubqTfNo0HdYqusb/usqHWVtMP+O9w6n8YmlNrs7FArxN/euO2m0+NRjBUvR8IApRUMudTVHJlfLtawGgk+b0f4Nu3B1krcWfuEyzv/yeOx9/P1qkvYk9eBKD90o+YadnJpcQ25M1/QMfxbwFw0XMlp1/9efR0AZciIJQ0tGSZAT/4ihUqooioCIgDTipBEDe7UAUVtaxRjJU58u1xTCMFrD06yyNlpp+f4ta/vxJyMJcDbaqMIMuE/SaSqkKbIOMe9nP84QmuvqEHMVshZFOJvjCGOeTH4TbjcljYcO025E4jVqeA0m5GUzQqeQGTTUPXqrVkRFlAN0ksLKY49JNx2gIucmkz0/E44ava+P4XHuKGq6+gs7+L9EiBoKjj8ffR7zFjG1+l1+Uh55EQNtrRPUbosKGIGnZ/dfwJFYnVuTJWVSevVhBkheRLOex7fKRTRVazErYi6E6Rvq0hUnMltjgdGP1WSm1G0ospNBGC6134vCZ8fiPORYU+p860uEpYbGMuEaPFY8YpyyzGM9hv6UC16KiaBvkyelJH77ZTClnRBDPtuoCmqTTB6xoUTg2MaTqqoiEbRERRRM9pJI5FkVwGrNtdGD0ytrITXZTw3h3Bj0BurIiWLqFqKspqhexzMQSvk3KsQEqqEN4fwGiX0XWd/FKJpTPLlLM5TBYDLfsCBK5pw1DSGbuUZ8PtEcqxIoZDJTSbzMS5JYxKhm3t3YyKGQpmK/6ghihnELwSiiBQsRoZuRTFp/iIOM1YWk0UMyIdAwEyC0VOXkgTt5pILS/T7vXwzKPLOHw2CqkCY6spfF4Lj/xgDO1iCndbECUokEjkCAbc6Dp09LjxhjycPFYhUyrS22JhZbmAUjYyKQi0BqzY15mYOhaFiwWMES+rZp3FhAFVk3GIUMgUkM1FAmYHy2dzSCJ4XUY0c+2rW3cZryk1UFcZ1tEQLOC/0U9JEAm0uJGiZbSLeVySiMVqYurcBP0tbXQbJZwlEXefG0XIUVqVGHthGWPETkumjBhf4cyxBFbNisVjRgs4iGXLHHhgkp52J0q6TFvKhqck4b05jA6Mfn0EqdtF3/4gwpV2hHYD809FSZ3JsL7DgcEo4ziZR3Qaab02iDql4Cz4UU0Sk6UKHWoZg24hm1KolBXyI0lmJpIYFSvh1/Wx8sQiLadyWDa6GSiraJkCszOrzF6Ksn5zG/k7PsqhxDvY+Jt34cjOookSie59+MefusxCmop5ckUXzpd3Y+lxNV3N6DWmu77QFBqLRepu9zXL1uqCVmwAQl2rfjeExgKUWoJA0zTraIiNOaHpqqkvJMvLCqM/GUFLDnOtIGFKr7L38XfyRPGP6PL7WY2lKD2xTCkTp1Cqulx0h7OhTN1gt5tDhLVxIr+P7X884GjM000yoAkWhHrZHgH0Zg4Ggo4oNikvXRdrcQ56gx6rz791eqyeU4LQBAHVgEyt8YabEco1dkXQENZ0Tq8FJKGrtcbFalpsnSGpdhPEJlCoV7YFGhkrNG+XxoSA3gh+bdil5h3TPKkW39EY7Hrj+QlUV6rWnzxI8sdfw7RjK5Uv/QPK4BDxf7kf71vfhHF5mvYPvZJ24ETgbjZIMxjVqjbH7mf/nIfEr7O054+QEgvYYhc4telegkaFosHAhm47NqfE+MkxWjvbkDQDqqAi73QyE00T2tyCzSig6QKiLFBOFRGnErgCPpaiRSoOC1LJxsgnTyOliyh2mYnpGTau7ydsUgkO+UhPZXn8R6dxtjvYdHOQ/HNR4rNpPGEXDpNMbjmN9JZuBLuA6pIRCjpqTkeyChjMcOnFDIO7HA1wWbyQ4dxDM5isViKyzEvPz9HmsXJxYo7+DV0kdciOJ6kUVPbvDnE7MqYK+GQThU4rpms8iFmVQz8d52qzkVi6TOiv11Xfb6FCMVbgbHSCHbuG6XP7OLKYZPXpOAtjGTrbXMSXs1SQeeniKbb5BzCbzEwu5zCZIbcax+pRCDk9eFZLnDt4Cp9oozMcIexsw2VxUKKItslNwWfElLcgdMqUhCrTJSLj0q2g6Y0g5+o4WmNca2NEqwhIgoAuA6qOKElIokh+LEfu19Msr6Q4PV/ktd/fC1J1QEly7Vxdx9JvRNCN6LpEMaoxeiJPXi7QU9aw3ehBMlUD9eLPZRl/fpFOh5V0yYBBUjAoAuWAjGST8XkkpnIJHvz8YV7R3oV1yI1h0UAlZUWqwLFTK9y8sQ1TyMLo5ByOkBmn28K2oSDF52Yxt4h029ycnI2hKyITVgOdIQkppWCSDBg0DYvBRDGRJ9xlQA1aUPNFMujY4mZKnV6sJhl3xIml30FpOs9yXGFuKo7JZsPRZcEd9pAvlmjfFGB1bJVLTy0gXb8eczbPttu2sDCdw+wWGV8t0betla5hD/nfzLPU7SZ6cRFEC5oNFo4lURbLeF7mR3IY0FEbq+Y6/d5kZtcwseiIHgk8ZhSXgKAaWD0Uw2/yYXCaCZsMGBYUZKPEgsVFd5eG09zKWAXOn1nkyvUh4oqGtFrh7MlljH4LQx0+HH4LS0tpHP0ujp5aZtfVdrIPTnJ6MsP8yTiGFjPtwy4yp6O4rw3j2O9BLSq8dDjKno0BPMDYwWk8OzpYKOYxOYwIJZUb/3IzzqLImUemKVQqrB8Kk4nmMQ9bCdi8TDwzRadoxHBwAesbujBc0MktKmy+ZwgxaCRcsZFt04k94yTT/VvGx8aoOJxsefjfK1fbghG6r+tE3OdGCFiQNI3Db/gtkbCd8D/uazLbjX800MSaq73GaJc1Tn3hALMvzLOpPUzXZ69DkCXqgabNiLl6Pa7q75ULaeb//jDO+3rw3drfvAg6ylIa6z33cO3Yqcv6a10ZoTPiQlMEjj05zpXr/QQlN6Yao6J5vDSCXRtzwdpF7//nUvlv3erAoG4cq+9Wa0zSKjo6a4M/q/hU12qDR6gDizW6GzWQ0XxXelPMpVaBr0GFiXVEW0WuGhq6rqHpdYajGgBWP6bazSrY0IVaoE+D9RCqAaI1VdQqo6fV77LKpOigi9oaEbnLtULqEuuNgNgGCKo/I73hNgHqsgNU10igFTIEv/c3DOUmcTzzC+zX7EPQNJTbbyf+m99RWb+h8ew3qEf45RUfv+x9bD76BR45tsBzr/0HHrv9BwjrryGb1JEMMfRUDudShXAogC3gYc4jIbyjkzPxFM/98Cy5xSyiJCAKVXbB1eVk4xs3YrJbMFtNLETjnDh6gKPjKV6cyyO5PURaW8AA56bSLI6muMLrZN/uHvrbnCiqjjEu0FORaTOZMd4VRPuTLpSwAdEukjpf4uI/j7J4fAVJlJDGdHrXO0AEUao+s1yygppScTvNZMJWdm5pQ9ITVLIK9ryZoWyWK2ywP+wiOFvmUnIUvwG0t7ch3uRC94nMPb+Io2IjPV/k0qJG7GPn0dGRBFA08HlbGbohjM0GrbrG+d/O4i5rnBxbxt/rZvOOMNu716NbLIwuryCgsmOTg1vbO7jGFMY/lWP6XIINkS7S/naEikCw1UZ5nwPvHSGkfhNqQMbYYUPXVarFrNSmDEHDSmgN92M9g6qwqlLJCtXnIWloxUoVUKTLZB5NsPRimoMjUcbG8+wSjCiqCqKAwSDWYpyaKwGlqKOVdJ745iUiG0Ksa3ciOg3YIhZEg4BBEFETZbyIvHBuFQxGlksihVUFo6lacM4XNBBqd/LK91yNZThEcayModuD8w+6iV5tYeeOdjKxHGdOjuFZEhmYNTJ2pshTh6fYeYeXoycTKJJEx4YIG64KEl8qMHIuj0k20htwktaNzM+usLKQwJVRSMzEMSdLGFbTuCNWzIKRkeUkUqWMEQlvuxetDIOtAcyZMnbBytT0AhcuHMdeEPCWJK66pofccobN6yIkY2XK8RJM54ieS+KdymFfKKD4rGgzCZKxBBcmo8RyJQKbPOSMUi1q4N/XJWrkOehrAxHrWg8iOgJa0IIakbDc7MNxTwunziaYGSuR1AUUI/jSOu3zAnZJYcc6IwuJEheX0/i9FsLrPCg2aPfbyUvjnBtfwTpk4+KpBQSDTiaa59BIltPHogy2+nCmK1x6eoGUqHPg/S9RXC4Qek2ETZ/czMULKcRUic6SGfuFKGa3xBNHJjDv8fKNjz3ApdN5Wnd1YjcInF6KMv7Q79jywVsIva2H8jMvYOy5yPJCAnGihHKFi3TQhCFiY3Jigm985QW+/GcP8/SzI0heO3jCjD3yCwxLE//umXXf7UQ3KQidFuRkHnXP67jpsTey7oH7sP3iwdqzozp2GwSEXjedCLpAMVbkpeMT/OqF00wsVwP41y549RqzsXaBKgBqVie/KCNnjU2bLegwvcT/xd5/BkaSVmff+K9C5xylVs4azYwm59kwG4FNwLKw4AXDmmhsgxPY2ICNbZIDYBNtvCbntAu7y7I5zexOzknSKEvdanXOocL7oZMGnuf58v+/fOB568OMVNVVXaq673Nf5zrnXMe5fTueXwMbAMXO7ZgtMrJRxicZSS+VUGIFAsa6g2C31VxqgVqRQb3DRe0LGrIKv73t/46yWKdjzZFWdYpeX1x1UQddqtMHAGtCMFBPuKwzEo2qk8bi3AzDrFm0EaghShFV02vVKk1QUAcyooCs1kpXG2p20KC6dCRRalafrM3naH5Gq99DXZiskbzU/Dx1FdIG4FnTuK0RuqllVTdoPL0Z1qkVvLeiQg1HVtcFpFwW/3DfVc9a2byF5MOPgmwAAcw//DGO9/0hAEn3GNMb7mD7wVrzthPO3Zy85dPY2iUWTiZxOWS6RzxssBjxFFRks0w+p2DtslB4eze6qJF9LkF4Jk/H7cFa5bhJxuSo179rIpUzCod+Oo+5XKbiFkgKEt2KhGKTSUfz5BIFunu9LKZL3N5pxbTdylOfPcxNG9YheY0oBQXuCCBucqChkV6QKJ9L49hvp5TScBYEnv32BPPHlpBWk7ztgzdQvd7J6Q8epdThpawJ9G0KcOZCDGNO4eJigj/6xB7M/SYMy2UML6YozaUR3XZSw2asN7jAQA0gClB4IU74VAlLuMijk1EOrAuw7kAX+gEb+TmN4z9ZYml+lVfd2MtjJ05y4bKBd9y9jcXJFZw+GyZRJKuXGdzsQI5LyHNJoitpTp86xZ6N6+js60IXJAyolN7ei0qlttBLNMu5awBabfzU8n2a4LZ2RFFqBre4qCJkNawbjDTK7dKXiziHa624k+cyXH5gjo1DAUSHTHoqTttfDCJ65DpTV6OZ1aqOZBTIJxRcPguHPnCCQjXDsm5DKyisNxkZ+8N+rBschD8/TwE4eiqCaNDwdYhU0mY6NRj78AjGgAVBh1JS58xPw4jpCh0+F7PyJS4+VeXernaMfzWCpIJyvghzKfRMGdlsxNzuREtX+NVqge17TWRnJVaXiqTSZez9DtZtclDO6UxPZykcXmamrLL5mg5yi1m6bC7mK0U2BD1MZlSmwjGuPdCFxwGVIogFlcnZPOWZFPbdQcxGiYsX4xgNEqWCwtiolcLlPA67mcCuNizdKrMXi0grCtb5JF974jF23XArJpeNyZMLbNkYZPdrepCHDaiqjihKiELdyWgsgY05L2hNw6HXK/V0vcGM6msAZM0KqFUNZbIIz2UQ3WaUioY/aKK6mKegFJkdtvLL58Ns7glgTVQoxkosZfOYzSI+XSIqSXSHTJy8HMaHleVSmUx8moDBjNHTTX+biQOf2MZjnz+OJQx7PrABY9CIXBTh83NMqVWG82WqQQeVkkraYUDMF3nowXOM7xkhWiyyK3CG9V/+QNMpatqhriEi276AdmcvriE7555ZJXYxSe9Nnfzicy/x5nft5+TLC+w2m5k79gj7LnziqvN1k4nYhUsIFgdSsYzj9juQL51sHZck4sdPoYc6mra+6RDqtepGAYEz3z/KT/7xUfp1B/c++U5MnbYm8NMFvR6qFlpLBjpassrSh45TWCrQ9fYxnK/pRkVFRMD27ndg/tlP+fVtNngnCwP3MvrAK/jF25/G4RMIBdsZWM7hfumT2DIvUHj/n1H48IfrwL7BjDd/JJfLMDj42yuL/Z1nOIDGarnm17WUsACaRKO2XaDVseTqWFtjgW7E6NbE32gZ6Nqk11ir51GL3dXVNurGWdA1NEFvMRFXxTXqCnT6mvLVRunq2s/VwUmL5q79JoprEbjQumw9zlgr22r8HY1QUWupaeh+aNQk2sWkijSZQ1/No9qsqL39AFQlGwDy6VPY3//nRL4/Q+nhI5TvvIfUp78EgCd1keGT3+FLt3yXL2/8HMuv+1de9boRomdX8Fplto+3s6PTi72gUyrrVHWNeJtO4V2dFJMFUot5CnYThpkM4pEssi5gslEDWpqAoOmYhiXaN1qZC2eZPBnjhm4v3ducRC9F8btMbBzvoMNvY32nGfrNFJ5cZWywlxeLJVSLROGAG8YdKIqOroo4bCpVpYjZBO4OkXgki0GB0P5eRl69nW/99DzTjyZItbmZXk2jtptw9Vl4xU3DDAw5ecMfbiExU4afrzDzmePMTy9h6/HA7wex3uJGMIBe0Sinqwi6gP1aP1rQgF/UuO6OUSarGsWpDImXYkx98QJqpYzF7+KxpxfYuWkLPSEPS7MrdA45iBuqLMVzdPdZCMxX4OwMZovOS/Nn2Lj/OmwjvWRMEpP5FKk3BVDkSi2hXqYemtPQxMackJpA9KoEYw20Sm1mPPTtRdSChuwGuVtCyanoSi006Rq1IEi13JpL35zA22HmV5eu8OxL05QW0wjGWpWWEldY+NYikirUEkILGk6XhfxKmcOzSYY3dKBnT9PnMBIvV6kWVfSyjm1HCFNK5+YD/axWYMjXR8jlhHQZrVob5KXlAhc+dIzoqRUcCCyHk9gSvQQGO/ifeI5fffAkK1+fwThug/UOVqsV5iw2sMlYvSZM0TT2Kyr+LolN17oY2hxg4uQKhozK/3z5MOs2Oxl67QC7buslEY8SW42BV8arSaQdBiaSKfxOE/PLedLJmuNQCVgQ/DLDu71IJoGCWkG1GqlUyxhN8NRLl6gM2jH02RGzZY4+kiE8kaHNYyNut9O/+Vr6e2ykL66wf0Mb7R1Gzh2fQEkrtQTuuh2ptVRoWLHGlBca0x5RF+qywuIahrQWLhbrNk40SBjW2zC+px3nqBm3z0pVlfnSc89yURMYnVF4x3CQbTs8bL69k/U3D2Jy2dm4e5jx3x9Bk0XIVbluZz8do0EG21zsH15HcOMow5v93PjpbZQOxbh+NMRYh42JhyNkVyuoRh3xPV2MuWUKbjvV+RzmLhuPH53jxTOr7PjD/VyKJrlxk8KGL/3lb4ANAHlxiuDSx7HmSuiCyIaxAH6fgf/+xye595M38/Kzy5j8Vn50boGVwb2/cX7m/R+gqBsRDBLiK9/QBBsXh+ot6VUVaXam5dDVnT1dg2qsgpJTUYtVzG4LW7sGef0/vA5z0Fa357UKRoBKSqFaUOvvpfY+FFXgXLhK2e2iqkuIx4oIqRqI1AqV37jX6Jbfp/jmv8O3a4zCv05j2etjaTJFOpuhXCqyqlbqc3dNNaXeyAnUW2PjN678/+72O5/D0dquZiCaVG5dOEtAqCWDNtRH6/XVtbG1Vh+uwQ60YqJC4/ONreFZ1BmNlrqn0Ay31M5Wa/r89VsRhbqZF2ufbST76PUckCY4oL6vAYBaSRk0vRtBoCZI08wuoQGwmsBFr4dsmvdUB1WoNbU8TaNa0HD957ex/ftfI+pViht3U92yBWluBoOaZ9k4SEflCpaffp/xn9Y0OHRRoiC1WCVnYRnT0iz5we14PFYmHp/ilXsGKK+u0llUkBbShLNVqk6Jzj/sw+uA9KUsR//zPLPLUTaOr8OmVnnihyfZfKwH731d2Put5OMq2pUsV742yUyhStxupKczwNcfvIDDIXLrrcMUFkso2RK2HU76RCelOZWfnX+R+9/4ekJqCeENHRiKKtWsTny+iDmjMfvQEsOv7yL2cBT3Li9KSkU3yqQTOSwBDxWziDjmJHsqzOg2H8M7+zj48AQhr5mV6RR+WeP6gJ3CdIGBvYOsKlWi11vQVrNYbHa0qsj8r5a58NAUe/92O64OK/ZonoU2F8sXoywWyhxNiGSe1tBUnQ1jAaZPx5hYyCC+OI2S0jgxv4jFto5rr2+n9OIKJ56ew+B0krNa8LZ5eP3b7oL9dnS5Bky7hcBVYHUtoyVqeoNhrdPvdRYMEa2kUq1qpOICZlMJ45NzPHkwilZVMAsGPC4j6982hHWTtTneFFVjSdXRhRwjPe0szaZR3FJtSGoC6dksK89HcdgsLMxFqcR0Ajt6OXlmmdEBH2aXE1P3EJMrKne+eYTYkTjLx/OcObrCtl3t2HY5GUk7qFpEIuk8HT5DrZS2VOXCP57lgqrQ321g4L5OYkeTxGbzrHcZuaOrG90rElkpsvKFC1jXO/G9fgCLQSYVL+GMi+y9I4RtTkeLCwjZKt2SyKt39mARBf7qw7vQigJzk0W0apVbNo1wSIhgWm9ADHoIn42ye4OXUqyE2SJyaSpK14CJynKB84ezHHWLeA0WCmWVUIcVb5eXy8fCbN7VzYWXFzDsG+WFY3PY3UbcPhtZVSGiFClXY5SlIB6bhbJRQsHAqccTxH78DNvfMY5zzI3YZgKzVndUWv0/au+6bt+ae+t6EGuSIBtVaw24qQsChe1WZi7PMNreziv3H6DLKfLE84fYtW4Mz3kjWsiI4BW5eZubI+E08ctF3JpGWjaRWCoQC2fo29RLPlug3WNk5fwsyRMhLv94BUspg1tUEHQzP30+zO//23aqXiPqHe1UvrOIYtbJPD/FPZu6+MyDZxic9tLV7eCJRy9zvyAh1StIMp/9Dwyf/wrm6YsI6BiPv4DV/imKjg8j9Lk4vJRg01Ab4R9NUI5nyRkMrB8NUaq02ro3tuoDP2bmmVW2X+PDPnkQgCNbP0xJ8TFW/4wW6kRNlqlEipj77AgWGeXwFYT73otNiKPtfyVDD/wDQwfWgVFAl2r2VWusEwiYXIa6wW1UE+rIkoTZKDM5vYyz4MOzox1d13F+8AOoTzzzG/fqvfATHvNcSyUssfuunRh/dp5kIYLLMYhNNBKr1t++JDbD5C3VsUahgY7621U2/78AcFxVZ9zCczUvf43ASrOPCDT5inqCZjOBEprTthEh1euy4w0mQWgmgzYW9kZORKv8dq2QWB17tkCD0EKdzcxirQ4HhObO2ufWAow6tddMgtVqHovQYD7WpibXL94AXY2/r6VhUwNKogBGi4zpmR8i6rUJajl3GM61nqjNJTPvuo2eqUdbz1ZTsWmp5u/zXQdw7diDlFYJpwrs6XRQThTo8/pJGWSUQgmhw4Dn9Z1oDgFd1bny0DL73rkD20NXMCUVzGaBSLHAJpPM4U+f57p/20ZmNkvicIJnJ6cxeOxsXb8Jc76Av9NNpVLlpRfnGRz1sdEqE3tqkVK3H6XTwmvvfhXpvS7kNg+aplOIalSO57h4NkqnJiMG7Ky8kOTU6Rn26mOodplsokBel1GrJURF4vITi4z02lnISMyfS+AM2VFUgaEhF4O5MoIiYdroROk2onlF0qkqk/98gt1f3I8m6px4bIlqReeZz11g/33DWAftzEwUiMYK2K0iyXQFrEbMMkSPhalq0NflxulQMBZLWLpzbLdYUF5KYZZMdPWKqBmd4Z0h8te60DS1GW/+NQqtNSfWeMO1IaGDJrD8XBhZEvH1e9CKInJAINAtcPb5BNY2J/FsEVu/g5ABTAWZ5WN52o0gdxnIXE6DBZRKjpG+LUyGMwR7nZh7nVQiOkq6yKEvT1MxySyeToLNRkdA4uhLs8RyCjft6OT0Uh6X2I7DrZA4nSeS1JD1Ett2dxMpKvQGbPQEuriSzWK1wcDvjaIbDBQm8kyXC1RNJRTNy8xPl+i42U/ojiCZ/1mi0CGgairu3U6i0wLZM1lWziVZ1xkkOxVD/qMBTA43i2cjePwWtEyRC6cWaG+3o1W8hFYMyJrEYLWM2SyRi5fZNN7O0okUiq6xY3sQTa1yqVhlZMSCxWVDT1eYezGMoBnx46av38XRE0tIkpOVxTyqWuTUy2XEgs7R5ybx+R0sTMTxbTESzmVwGHL0uUO8fGQFkwAbNA+J6STIJZKdJi4/tsTgyRKB3+tF76nZEk3Va9VBcLXjtMa6tQhanUbqfI2R1Zv0uw70/V4vumCk3aliEk3cYbkJPV8mnc+gXC6TLYpYd4UYMWrIHiOlooJSqfDM5VWUssLCpWnaBttIJnKk8iLnn1rAbQPd6+JYosigqNFjsKEdKZL3ZViqluna6UF4aRGnx0p2JsrunZ1IqXm279pMSpA55vksux99HwAlsx3H7CXW/oXW536AYu6k8rEPMjbsI7BcQbeYkW1F9mztwywbubiUpmx0Yaqkm+f545e4Pn4JajIXLA+/GrXjesaWvwCAEghRnNVw/uWrCC2cRgm0s/K+TxD4+F9hLK3WTnrsy2R+sI7S7923hlEWmiEUXWi4dXXGo7GcGHSGN3soVCsY1JqtFbJpTF97gP/VJlfyvOXwn/Lv3vcQXujAu97J7a69uNrccC7CkE2ESiNk2vAt9Bab3VxvfrsZFb/7gEO/2tg2EfyaASCs1cNvTsD64qxx9UtphsLqeQ/NuutfYxGaOSD1EVVnJMTmPlr7hQbNVcvo0amrfzaUSNcAojVnNv+aJohhTey96cmsua3G7daPC41qG4Q1CaSg1qV661lQKDs2YTzdEspZu7lWL1MIDXG6+9VsXniouX/F2s/J9lupHngTgkFCK6vs3uonv5LDkalQNBuooJGpFnHsD+Lf6UQ115+/KDB49xCVosDQLR1MfmuGfEmjt2uQs9EI64c6efbbVyhfKaKlKmzYMobJJlMxZfEVBVSngYrFhpTNYJ7LUjKJ5CpV2jc6sO1zosjeWshIAUnScYRESu0KjtMq4Qp4yyJL1SoFQ5WpMxE8Pgcd3R6CVonJyxfZfc0oj700S1u3iKt7kEIkhTFXk012y0VM/nbUG72Uhk0UwkVe+to5SpUCoZEOEmfLBLfa2PGaAU5+4yxOs41kWGX4ljaCljSRxTx2XcBuM2LodTLglEjNpunwOzGVdGazCm5hni5hlGg6i70qoBoMDGwfoFLKk99nR9fVukKu0Bw+Vw+7qzVWdICiSkUHk0EifjaFzW3A63UgtxsRPCJqRWPTDSGe+NYCG/tdrAasxHJFvBYDq3NJyrkM3mvaeOozF9iwzUu1kGdmNo5rgwdXu5npRxaJLpXxiQayksDWvSHC5RJuo5XcUp64pjEy5GZlIUukVKXDJjGyLcB8pEgkXcVhgHiuiK2icfZQjPRSnmypysBYO/PH0kyn0thiVYoOG5nFJI4+Ce82D/ZhBzoa1jvbyEYKzE5kUL4eQTCD0e9iYXKOLrMFk81MNVFFchuI9QkE99sQIkZ621QyWonks2GMPg8ujwFBKjExE2Gktw+75MLd5UCgSjWepWSV2N7topRUmLyYQMtqpCwGBkY7qNoUYrEKAY+VS4fmkWxmLE4Nr9uK2W8iupiinK8QaHczHymhzpW4ocfJcrtIf4eRaiSFaNFJzGTZNjpK974A556dJzPgxhSu4mqzIFhBqDf90nUBXWw4Fa2XffW7rzkbolCj35HWhGDrn1K0KvIOB1VFQLWoGBMS+tk0GV2hEHRROjrJ8HA/R8p5Ngw5uXguQ5vXSvuQg4NHLjI/n0LzWtiom9BkAWXASyyao8MvU8rm8DnN6KNWSseXyBQrWPf7kLuHUB9fpTqXY0+bCEqAmYUM0YUUmnGILWYnplIG8wNf/w2pcgDnrz7DpcEt7HrFfhZeiHNk4ixtA+uIagVMWY3IfIrnNv8tO8ULzBdc9F/5Ec7C8lXXSO5/C5HzV9h7smbX5NUwXffubB6XVyN0fuQPACjKDmR0DEoOw8uHKN33e7Wwdn390Ju9qn59MtYetmiT8L2tF0OfCe8mT82yFwvNT2RsXTjzi6zdhEKeeyvf5NtnN9He50QLL+FaXmar5EAvxmofMptorhZN6YXG1/+2Ayr/VwAO1izT9R3NRbwBNmi+gNpuvQ5G1voAtBiBNZe5avrqa3I4GqAFaCQV1T5ZzxCRtJoaafMSrYnemuvC2tObu1raXC2SdG2gRhQhPqvi6Vn7Z7dI1SZbI9TOlhGp/M8z5H51iHJFI/DRu9C3bGj81RTe8x6sD3wVgEjPbfhXX0YuJpqXDp15BKNtiNM9r2dk6Zdc7ruLF9a/leJqno2KiGQ20GaUyK3mGbBZuLyQpHvAD6Ui3ruCGIfd6BXQnk2xOpvCvr8d16iF+HQFFA0FkVixRL5SZrmcZnNnL4tHl2m360gOG1vuHCK/kOLEqQU27OjGIxrIR/PIHg/pIrh0cG/uQNjrQNMVwl+YoljVyFSqbL1pEMO4HXGPD/dzCabn02x5QxfapIHJw1HMZieFeJWOdUEKus5cOM89b2tnS17BMwCuAriqRs6tzOJwtuO4bRjBa6Q4aAB0BEXCa3Lg7LAjy26yLycwZ3V69vspxYaZP5tnYSKDvcvGoUemERUBi2zALkO5pGL2Gek2G0AoYU+XsMgm4sUyvi2DRCMptB4LDNspj9gQna4WtqUBNhq0VWMUN4ZJi4UTBQGtBJJFQtOh645R3L0SuqrWIiwKSIZaPo/HpZG3mrHkRXTBQkFTsFgEdJ+V+dMZDAEbh85H8ApOKlqJjR4bydUC/pATdBlc0BM10esxYDVY0FURg6pywzoLYtVALl5kX07G5bdgMUjMF0qM9zswCgJnoznMPgsXnpxj29ZurHGYiRSYOB/BIlUZ3tFJl9nIzsFuJE3jwqEYlTMxNtzQTvugnfg3Y6STRQqGBMPBdpyDTlw9G3EkFYzjFqROI5JFYOyGdhB01E6Z6aMlOnPgvKEDyWNCfSaJyWFmZSmPyZTFXErQ5g5gEYxUU0W0XJlnrVE62oax2k0Y/GZOPXeSTXIHM8sFonEQhCoqIp3dToSiSv+whyurOTxDPor5MqLJQGwxjctmQO20kjgZppCWMdtk5FKJXCpKMe/lzIlVjIJMZrlAGTh1apFgh51soYR/yErfDj+1fI1aP6h6F0uuGhLUAIpWHzhCvQ+IvoburxG9OqqsoY0Z0dIqsimAdDqHVJQwdrp44eUwnQELWjqPz2fH7LGgVFQ8WBH7TayUKvS0+wgnVTYEDWA0ohWqmB1uXON2DN0GbGE3G66kMNgMaG0mkNuQvl4gn8jh7w5icQu4Vq0kyyUuj97OptPfw3nsef53W9eP/olV81dp29mDP21n9nKYxdksgUAvk+E4duMovhtuQxyRePJbO7j7ibc0zz17638QKwa4NfXx/+31G1vZEuCZwb/ngPYghgtPgNkMCCiRKulvn6an103unkEago1HfnEQf5uPwR2jrVC7oGPpsmJ580DDYCMtLjW/48imz7C8Msdrw/+Oo9gCHiFlldE+FaNs4dljxxnqdGFq91Ct5DFTVxptTfrmj808xt8uwfG7DzgqRQXRJdXZgsaCK9RX2zor0KhNri/Aer2yQ2gt883jtR90fv0F1o43OAixCRqumtgN2VC9deyqHWuYkCa9snZMNGuoG9+7lianFnoRdERBwuYV0DIKomstrF7r2dZa2+cuxlH+5F8YOftVGkOTV/wb2X/5PMW3vAkEHa2rj9Krbsf8y0don3+Us3d9nXXP/DWGbKT59b78FBff+C/8z+IfkEuk6DUbKXpgsMeO5HPgKqtUplIISpU2qwVHVWNik4XHPvJz9ty9D7vdycyhFVz5CiuXM9y1rQP/dT6yspkN14W48sw8cVWlb3gIIWRlNBcAtcRSosry2RhOQaDb7eepx5/ijTfeSnx6kelKjvGN46x0QHCviyuPLTG0qY3kRB67JNF+jY+DD16ivzpIzz4/ffd1k/l0hok5jaVolsHufmxeJ+VchUgiT/+mAD2b1xOdLSDnNIyXNezWNLmyiCK5sF3XxaFjS4z7XJx7NMsN7xup5Y/kRQyyjdlYmCNnI7xG3Ugpo3B6rkwxV0FdzaKXChQjeUZ7/AxsDZK6GKWayCKbSxhXi9hVO4loHv/1bThsw0T7jbhu6qFqAdFloqGYX6tMajTta1RVNZguvZ5kKNTfv05xucLMo/PYdROXVjMELDYEo4lla4XhOzuQvTKiKCIJErqos/EvtqDpRlaPF6mmKwhOCacskkmXqBpFluIFbrplPZgVliYyXDgRo1LWyCsqDpsRr2Bm16iPxcsJutpcWB0WxE4H2dUsYiHPQVlEsOnYnVksjnZ2dflQDCpSqYpNNuBxWRm2Clh7LCzmq+hVBaPDRH+nm/xslplEGWXQwvJiAi1bolhVMSUFLikLrHM6mQ/HcPZ6WRLN5C9nGLmxE0unjBAQUPUaX2gQZXJTaVI/mcNyJUtJF9A3gvkaO9zTjpyocm1uPTFRQ9xgYulUCkfIR7vDSFLJ0a04EFwyHW1uPH0uzi2N8uLJ46SjPjYfGKKqF6moAhargfBSDmHVgCYUyCd1Cvkqfp+Av81GtaAQLhmpOF1Mz0YYCHmZipcJbNvAYqKCuaBSSZTp3+GhrGmcPBZh394OHvze89z8e3voHw+AqZE/UKfvm85RrdVBK0FYp9FRW/81+9IItzR+0twSwhYbzl4LPkUi9404/WYDMacb30qKSiKHtd2LtdtCR8hJzmrg+te3MfezOU6tZghajFSKKgvJPH26yvB7eynNVXjiaxMMeWWktEJwmxPPPj+h9w6S/K9pnBmdcaOByCY/F+bCHLbcw9D0c1izLVYi7BwllLnc/N2+OkHxsS8yU/oz1nf0M9JtIpcvEl0ukMmluP4Vmzh5ZoE7Rjdw6uQLzfMSoc1MWscYPf9jbJMnm/tXem7DkT6DNd1a8BXZwvld/0YluYr13BMAVLbtQMrmUO94E+vmX6p9LvcvlO9/G7ou0L9lEIvZgt7sBF4Pf0PzOQMoGzagW60IhQLXpj/FpXv+nfkLWwnOfpPAuW827yE0c5B08G7u3LgNus1QkTAJNaVRra39Nx3uurNdyyH57bIcv/OAw2iWW3LdTSnZtSGSenVK/cFf1fTsN2Rq9aZH2FQgbdBU9aNrRbVqYKMGHBoxsxqeEBCoCcHUSmzrx5r0t45GFQFpDWKph4B0vZ5MWitx0xpGpO7ACpqAoqoYbQIiMqqu1lmUhsGAl+59mIHdI7T92Sju4gLes1/9jefm+MCfYD56jtR/fAINjdzH/gnzLx8BwD/xEMdu+z5dZ/+b7gvfbp106mX8wzcTNPu4Zk+IuVSF7GCRJ7/8BK8Z2UIkvUTJ4sKvm1i0SViPKdyxezfeW/oIf28Kn0HicqVMJbnMTxNlbmi3kL8YxrK7jdBNHZSPLzE9scq5S2HeuK+HMxGBgMOEK2AlYNMZMMiUlgdJX1hkeKQPv17G9ZYQiqyDRWby+DwBtx3JasO3uxvnBiNLLy1z8eeXKV8oUc6m6bh1hFMHl+na5GEmVqKaKpMpq4x0+ShMZkjNXaZzVwedHTYykRWc5iCOXVaqWjuLB1c4/eQJpGt3sjIV4blPhLnmD/axbFBwH59jzzvX0eYLkogkkSQBR6xKVoTxvR1curRCu8dJV7uL7NFLLBhXeX1oL9V2G1PlNCHdQHCdBfVaJ0h2LBKoJrHGgDcBrN4Ew/qazpB63agJglTDpTmd8tks8hYbBodIsaQhngyTsxjoNalYe/0Uozrzz8YYeX03zzwwgVtzkEzlyCSLzKYzHNgyjKPNyNS5KO0WA/0bXKSTEq+26bS3mxCDLgb6nNgLYIooVEsVKn4DtpKM0S8jbbZQ/nmUpWqMoFNG3eyGHS7GDTrhuQJOl4R4MIbdYwOjzMmUygabFdktU42VsS8VGRlykDULrN9ph6qR80fD6PkUcaFKOpGiZ6wdlyxyPpzBlCtyLr2Kt8NGUDFitpnJJXJMLyQY2xBEliD/dxdYNZs5li+gZEqEjBJC0M5ImxdLRee5Xyxw25+Okc6U8Ly9l65TaTLn8nglB3pOZboawV+24TaaOTdRoG+rG1+HhCkClAIY7SUi80m27+smGPCyPJkmns0w90KMgZCFmGZg2/ZecvkKqwspVFFlKV4gE8uz71XDmCwmrjw9h2IsE+g2YMaOudODDzh1eRmppLOwVOCN9x3AbLJx4VOX6Lu7E+tGO4g14CEK9QaSulBTSV5j3jRdazpdzYgqOrUW6WrdH5JqvZ5kMAUkQMD+h4N4BQOB70VYzEKn2UoxmcakwjW3hFAqcORYEs3v5jU3DVE5u8roZj/FUyr5nMKpL0wQVRSKoo7S18bKYhqxKuIBqkEDxTv6qTy3wvTpBIPrPew9MMbsTIZn+Ta3PXBj0/wkD/wpnqc+ijm/2twXuPBDNGMbvPm9WD1mjh6NcXFhlje+fhcOWWLyQoJnfjCJ3eOHehSi/IYP41vMs+Hc55vXyfVuIb37etp+2MpVK0tWLl7/OV4Iw9sT/9Oyg6HdmPZcjy8219xl+c63Kb3tfgR0/J1ttHScxBbb2JRlqAMRk5nMV76K861vwXThBJuu3Ezu/f/AI/63MpyKsX2xdi+B7By22wN85Yu/ZI80wqDbjaBma+806K+vDWvy+dYo0Qq/5RyO3/myWF3Q0XS16eHV9rGm/rxBIbYUFJslploTPdReUr2sSNM1Gqk/V+ER1mRQ6E3gClpdu6OBexohkgbrotdAjFA/WIM5Ipqu1TvO0ko2EurtgYSW11q7BxFdF2uJ54IOoo6GCo2v0Gt/uIyMECnx4gOnOPKW7yGFW7Tdc6G/4Eehj5NyDwNg+OF/4nrd3QjFElpPF7l/rrU7Dl36GaPar/ix/TWcfeXfUbG4iZlClHr30uGwopTBUC5SXM5gOq1w3/pR/F6JDesGkQVo+8t1rJ6JkC9VkG5pY/5klJ4/Gmbr341hqiYJhrq4MjnBY986T6aik1gp88yj8wyMdeJzqvgG2jCu96O6bAyuD9HpNZGPVlBXSoxfN06otw35D/uwvb0PHCKSpTbMt42PsHS+yPC+Tr7yxeeRojoet4kzUxHOvbyMy+4hfCpBwCjTphQxeY0MD/kZ2uXi5clL+DpM/Pkr92GaSvK1px9HDAaIDEB1jxvfDhs9/W727N9GeDGBc6idlYsyucs5ujpEZi0yl15cZMM72hnY7Gd2eZbFlQwb25yYChJ3v3OcjTsd9G4ws37DAKmXF0jF4igljd6KguVWJ6W3tlF2qGAVkYz1RDS9EQJslLzVRk+zhLvBrokC3/zXs3zmhp9z6h8u8MwnThB7YArZLtEhqJyuqJSyOWZsBeZ1jafOLTF5eJWVp2Ns292HXiwyOuAEs8QNm/todwmcfWGRxGoRNwrlpQqjZRXnpmFykQqPffURSqfj2EoShkqZnBesrwqgvMFD9jYn0jYnlr8dIPj3Iwh/MYDlVi/GYRPeXgsbrvdg3uxCfU8XuXu95F/tYvAdfrQ3h5g3V5F1DV3TWV1VsCzk8J3N0pYsM+DI8d67N/PanV289tZNWJGJLOWJZcp43C623jPCNRt7uRgvk59Ko2cqdPU4oKgx8cUZfhbJ07Y5wLZuMzZXgsHeIFdmTzAXjxIRNQKreWL/egKTqULhYAJln4sLpMlF0lhViS5DNyoKKWOWV7TZ0S7niUwVeOUbRlHddu56724CfW6WozFW4wWyehGL10pnj4f2HSMM9wY5c2KOUrWMP+jAIBiIziZoq8qklsusLCYJ9Lvo7fTjtHo4F4txeSHJsUSJhWye3fdtwOG08Mzjh3j64YOU3Fa+9YWzLH30LGq+7nhoOroioFVrPW8aILVWkyTWiut0vWWrYM2C2JD/a5qtmt/lNqC4BAy/F2LYZ8Mc8hNs85ONRhCupLEqZvY9f5r93SYql5PMJHIcixa4kMjT/tpeLiylGFtIUs2q2ApVMqkkh754hpUTSXTAP25GD1qYWLhAuayTXtU58sIc1bxK9E3/TkkwU7K30518/iqwUe4ZAiB45otYvvdlTNd42XHXGO96340MXxPg9Nw0AZvIjlE/sc79fGvkb4j91S84FG/DO//wVevI8tYPMvDTv7tq36HrPkOmfwP3yi9ij7SaVbru3YW9DjYy7s01W3rmNMW3fx9drYk7ag2noKmFUisK0OvMezNAHo4g1IGIUC7j+Oe/4g3feiVPia8i0bEJAPuGbXzx69/kI/feyLVxHXUpjYE6w+F0U6uipBWrr4tYanXg+dvcfueFvyYnZ3A4bIiC1AyhNEMdQC35syExvqY/BA2NivoJ9f8bFR3aVYxEnZdYKxtb/0eo/18nNmi6o7pYn9RrW9E2eBK9yYA02K8Wi9LoYqs3oy7Nu6gDj7V6/fVaxEZ0BvOizqO3/ZicbGSFAvf/5ytof/MuxHSKqtnFSd/vsX5vBfuPW9nRlU27SHz3h4iyBevHP4L9W//VPHb6uk9z1Lie4M42lJSKSZZIRtJsFQUMDjNBk4HVXBmzy4RskJgwCExeSdKj66z/9FaUrI45UMsRUKoqagEWP3aW52Ildjis5I0Skbk4S6KKYpIpJiqMdDoZHOsgEk9w864ujOdSJHNlrEEniq5g/eMelqfynH70Cq/4y3Ea3XSVp/MsnIvhCph5/OHLvO2zByg8E+eZl+dYyVUZHPBx+OIS7T4HRsmI3WuhzwAd64IIS0ncuQrZfAX3tg7i8Rym13SAQQVNR7IamPlphKceu0LIYsLXU6ZUdcOqzniXncvhNKeKBQY1kbG3jrF0IsWlExH27fbjDDqwCwJ2lwHH+Ry/uBTn2iE7jg4HhT4r5TEzZkftPWtaI7beKH2seUjNcdtgw9foqug6iFWJY1+Z45ePX+C6vb1UihrF+TT77u3F96oO8rM6V/7rIppVZOMfjXL+q7M8e2aZ3Tf1sXoxRv/6NshrRHIVbJkMgtnIxj2dlA7N8NzcOXZev4/1bjfRlQLCHjfWjVZEk4iiac3pIyDUKESxTtzrYj1PqtVWoOUGtDQD9PonxHoQQNRBEEUkQYRnVmG2iNTlRtdFLBcSpFwmlvNJzmby+AZ6mD+ywv4xN5miSMYC8cg8iRWZPb1OXDtCJI7EOTIVY1rNErIv0W7bhC9UhvksK4sam7f2MfjefnSHgK7VnqtWlajkVSSrXmNRn0pTXq3ichtRMjkqhTKa28iK24Vns4HpR8M8c2qFTpsDzW1CEiq4Om28/Ng8o+PdxGZiODqdZJZzmBxWfEMuYkspkvESmgqJWIbNB/podzkol0pElvNkkwVSyRxDfV76t/m5+HKMUMiOLihIBhGDJpI+Fcba7WZdj4XgTR4MXlOTVUcQ0ATQNK0eahObYogtZr8+ijQdQRTrJqVR7dBQLAIEEV1QqCxXyP4iStDs4MilFdy2PKWyxqZ3bSL1zh/g6OmnuGOUaKFCOJ3n4JkIr7l1mNPHFtm/uZtTV6Jcf6CPhUiW6PMzbPmnrVi7HIiaivaZaSxFBXSRRVlEGXDz/MFLnH3pAv+4cZngE19g7RZ99DmcD3we809+DMDKDR8hd+cbufzUJXyRNFMjVVaWTNzW2csLq1EOtLmZ6CtgLfjxv/hjxo/+OwAz93+OxeeOcu30d5rXVgWJb23/KjfJl+l++dP8r7bkrrejJFIEpn7S3FeydlL4yJdQ7t+PltUR7QKi1HSFqVFR9UmczBMY6/5fXjvdu4uPpV7HBz56E/GDWR45eA6bw86ow8I24yq+w39S+5uXVhANhtqSIwB6Q5FWQNNEcvkUw0MDvzXhr995wDE1NY3D6aDR7URvip3UJ1IThDSyiBtHtWbwRWhSUGv7qcCat1jzMOvooJGoJ2i/xoA0AUKN1mxUidRvoHlPQL2NcU0FtAF3GwCkiZbW9DnRm+GiWmKS1pBhp0Gp1+7FlFD5yTufILBcZdllwtFm4+YtYYKfes//8XmW+jejZKvYYxeu2p8KbGT6vq+zmCpQVjVcbRYuHTvFjvFRxnQzl2Zj6G6R9fdsItNr45FPHGV/h4vUBhu9m71IJg1ju6V5PVVTMcoyy7/K8LN/folxj5WE1YzgNGHvNeHIVKnIJpSSwo3b/EQvpPFZjZTdEvl0EvPrBlEksHWaWs+8HqsUImVKzyRJxXSSF2YI/tkGtLSRK0dSUCwgaCqr8TJWScBc0EhZK3TbzWxq93LmRJj1PR6EkAHpTV0IMuQXyyx/Y4FSqYLvliDte3x8+w+epb8rQFYrUlJT2F0DLOaK5JYivOat21k8vsJSpsyNr+rjxe9dZnBDiJDbiMMhwEoWg8GJ3WuhKJQQ7FC9ydccZoIuoKgKskFqaSisSWxuAN01kT4a5XdKVOXB9x/GaTSwqEa47403c+loGG3UwPCODla+N8fzi0mu3dzF1FKCil7GKBhwua2UEwVy2SJur5NkUeGV14RwxBXKNg0CdvLzCax3hcBrWAOIG6FiobVwNcrCRYE1g5rWLGjMJR20ln6MXp84zfnXBF1C3UPUkCSJ6oNLmBM6C2KVTGyRDe5B1G4zlxazFHSRoQ4fyWSBhUQFNVvCkK9SVhQKCrQP2SkKVZyKkeVilQ2bXaRPzNN7TR/WHW5EU6PZI+iaRjWm8PIDk7SvczNyezeqpPKjP3mKt/zrraQemkcRdJyyDdGgk/RrrBjM/PxLx+kUQesNkAjHyJdSWJ0+BMFOWdC5+dZ1IOU5+UwMq13GNeIkPJshn1TRiyrrN4fIFQv4QjYunFhCMIDVY6MQLmByivQ7XCQqWdKLObr7Q1jtMmUhR/hsnKGBdtSXLrDlizdjcoh1iNcwYTqiJhC/EMO33l/vsNACsQ12QxSEJkCs067Nt6M3xppeK8nlXA5O5vn5S0eIFz28bsCB6Y1jmKsKJx9aIJOpUtQ0JpeLjI4H2b/OzeHTcUa0KufTJdqtIiNvGUAespE6l8e90YaYVcl9cxZ1OoF7rI2kw4CqCWSmYlS+9SGuzb50lW1STVYiL5/F/4H3YHryCXSDkeQ93yLv68N4rReL1cSD/32SnevaePl0lNuuGaUatPLQkwcpzMZ449gqL5+FWc84f3z4j7DkVprXfnDvv7HVVaH3sQ/9b23mT3Z9k72xx+iY/u5V+zWjmfgLB9F7e2vPtyF1Xi9L1wGhUsG1+0ZMkUv/2+tPO9bzq/6/ZyUS5VW3DbFx0xD6bILqz7+JZ/YLqD29JI4dX2MU6m50g1XRIZfPMjT42wMcv/M5HA19+6YhbDAMjT4OTZ2Kxgm1f/T6Qi80MrvrBxs/quiIV9eZ1j2HujHVG1O6EQwV6kmdGugawpqTGtLpTYPasLvozeNNYNHwaqlXudQvJAqNNUhvUum1wVW/h/r9qU4De27s4eEvnWX/eIiMBnPqRoz/8wvcf3Dn//Y5mmdO/y/3n+l7LWeOzrPr+m6w6FgKedpC3XgKIoqm0LXeg+vWLlZ0HYtUYfN6HyvxMiwqPPvgKXq7zIy9exQhZELVdURJYPlwGM3gILDLz0pSIehzU6oohGwO5uYu0h/qpcMvI06nke0GFuzQf5sfyd9O6lwV67DYnGCNZ6rPFgl/Y5ZSospKNIy5t4sn//44mseFtc+Flq/gDshoMZVQd4B2jwG9HGf54iI5s4Hh9T5Er4z0uhCqqJN4cRVBN6C7RM6tZNA/G2bsvja22IycEnT29vkh1MdSuEiPw8hyrsLls2l2jYToXcoye3iVndeG0CtgKqUprEi0bWxnqlig36ehXedHqXuetcW6NigkWaq9yoauSmMU1TXeWqC5JZePLmAIGtm9q5NfPTbJ0HA/s2dWSFWyrD6agstlVqN5uqwGDE5wVcysGw0SnSxAVaF3zM9qNsqQYibVZ2XRIDC40UalS8bYacai2ZqS/GIztCPWaeI6K9hoKNEwrA3wfJXE8xos/+u/1ROyBV1AVTREo9Ccygigahriq0MoukhHRqHvtItstIhhpoA1FUdI5iheKdL2inYuT8dYiJdYNxDAr2mcPxNh+/Y+OJrlTDTN5m1eul8VQrklSGWpSGYyT6mokorlGNvSSdmosPTLJcgJyJNlhIkiFYvOG754I4VihVRApl0xkF4qUchWSL4wT6QtwC2vGsN2dIZfTC3jHzZxw5ZrOX5omorZRCUa4+ypMOlIBkHVqRqsZCayRFdy+AIu7H6Zk8fmMTk15rN2CtkKfo8DQRfwem2kqykm0nmS80n2b+liaSVLKqwQW5qgb/sYqWyB8xY71keTeIYk/AEDxm5rE5BKmsC5fzrD+g/twD9ig3oYsuF+NZWUm0nHLdt1FcKlRtUL622kqxW6M2Nssjtx5qrMfXOWvm0BrBvdTB+Jk1vI02OW6LAYySg6QlXjdL6Ec8zOxrcPoelw/tgy5ouQr1bo2uJGvCZAKZanOJ/hUrRI1J7AWbUyeMPb4edXAw6pXCB0YDuxM2fxXbMPaWEB50sfpXjNv8NzGsot7bT12pF7vfRkNV48Nsv4rj68Vg8Gu8jj8z2su7GXrf4clqdaYOOJsb/E7nfS+4t3NvfF7MPM3vkF1r/wN1gXj/Pi1j/A6HZS3X836a8eRh4YJzH0e3T99F7ESgnLf32P4oc+CPZGWwmBarxC9koa19YArn/51P8RbAAMZC8gZ1cYHwrxnZcO8c93jqOENaTkBADKyEgz9CXoLbG/GtveULH+7W6/84CjQfoJDVBRD0/UtjoTQWNfHSIILXkvvV7e2qS89NpxsXFN4OourY0B1JAnpzlBm1TkmmqVq+Q66mCjEUZZm0F8FXCoNzoRGveqr2Fq6h8WNGo9YupniWI9dihDyaGzwWdjZjqMt99HTo2T+ujnMO67BfXOW6mOj2N69GGsX/ufq2rBAaqikWjvtWTTBZ5a/4eY3H42+214vWbkCtgLEheiq3T1WcgJAu47+lHGbNjSZURNwOG3ceSZGRxuCy5JIxGukvplDPsr/chBA7EnV3nxoRnGhrt59Rs3cfTHF8nrCrJdRpBUNgc9iGKJyZOTbN8xjmWDHbFTomA3oE5XcA0bEcz1omSx1olUEgRO/OwMC+E80ahAjAWGiw7iwipBl5lsNEaXz4OUBpNFwJKvYjGpWM0OOnZuQgjYyLh09FELmgGqR4usPhSjEDDTc42XbXaZ86UVnvvuJOs3DOKyWTh0cZX+oorXLbCagEqpxMTReTpllaDfwsoLCbrMdlyalaJJJqXquILQvTlAWdJA1ZrjqskHCI2BoF81RmnYewQyP53HflcvQl1Pobm4CwJtr+3m5nYjv/zBWRIZF23r3Fj6/IRnUwyN+FkOF1k35KJTq/WPaeuyU40VqE4l6NwXQncase1x0y/VGDRD3VOqdVZueGq1WXEVE9eaTGtnGWv/QxfqnZHrVH0TXAutOdsgRbTaPGsmyNbnXaMXkuYUKV3nQQub0JdVFh5cYGNnL89Oz3JLzsbede0ISwWcHgPVcJa+kJOTP5rDaDMxmyxhObTCUrUEokh5toIaLxFeSNO20cW6XoXkqShnnpgnXFHouHkd+YspDh6PcP2fbkKz6qwuZ8mWdQySAbvLhK/kw6cUieYiLKzrYP9+SC6UmLySQbQYsIsClg4H+XwRg6TSv7OdibMRShWN9g4fpWKVcKxY07PBhFYEQZYoFMqIJgm7w4xUtePushHwGzg/n0GTNGxOI2q+l/nJAsVcnrxQ4eWDpxmb7UJ3ynS+vhvBb6gtRqKAM+Rl/rEF9EyItuu8NGSA9Ea4pdlxlNqzF5rWrjUQEZsetWuLBz2fw1+UseUtjFQUquEMnnYToS4LNrsZR0lBsclYdQPRRIp0psjwJi+mhM65czFmn4hw4MA6Hv/WBTzeDRiDMkLIgTpfZltPAKW7h8mFGY5fEJm//Ru89pG3XmWvdElm+VcxpO//EO8tNyPPXsZr/xRT7X+Or1pl20395LMKW6/vZPrlMN52K+1JE102P/mkQvceL4tzAh1mN9ZSCkU2M+PYzP3P/WnzO7LmIBe2/gMOr43F//guk/99FM/GHionEhjfsp8jZ/8DU5eLdKZAyGBGrhaxP/CvmJ95nPSPv48SCiLOh7G96T1YSxn0j34C+eWTAEx23EJb4gLOUivXThckhHpoJFFcoM86SHdyiPhLyxivJHHoV2q2eutWWppSjTnZnID1d/nbhRy/84Cjqci5RtWzNi3E5iLdlL9qVKUI1BJ1hEYmt75G26AxwXRAQqAVE2sxKFo9HqohClL9exqeqtiSI28CEZov/qpB0TheR8CNHJAWLhVa161XszSMfjPHQxfInIyx+uUnMKVncZjNdH/qfgK9HhIVkPJlLH/5Nvqy52ERKokIlWeepfRUhum/fR3rP/VapFyq+ThVRH6w9a8Q4kVMsojJIDK0tYNEskRhIUOpqLIhFEQtq0j3tVPqN0GhisEhI1ZBysKIy0LGYcJpMtC+KcjZwxE6HRK5isLMCyvospEXD86Qq5QYaPcSKVaRdB2v3Y5BlTCkUrT7vBhe3YXWYUQWBLQcRI7lmPzBEt4+FwaXCX/IjMcmUc6WmZ+uEsvrJA0xPLZ+zi/OY3bZ8WCkVFJw+xxUUkUGZQv9dhPlfAlDmw192EG1TcTgFFl+KsrZwxHEtIScXCIkd7J0UMUiKLjabQwF12P1GEks5JgKZ+gK+hBkEx6nQFSF9WNOzEIF5UqScnYKW3knjl4ncqGCYVRCWW9GkuogsimC2xi1AGJ9XNaOiAJIgsjMI0tMnV1is8FGZV7FOaQjjYuo9XG48MsFps6k6R1uZzFVot2hEuxzMTuVpLvbiewzY7KbMQgFlONh5GgRod2FMuLAsMmPmrcjDTup2uQm1V6bKo2cJ7013uoHW/0m1s4LoSFo07J7OuhVEOTGGG+xeWtdAZrjGgxmec28rc8dYU3IpT5vzB1WhE6RHnEQg8VBz3/NYp4uU3JrrHcbMXslCjYDE5c1FldKFGZydHsdzFVVzIczgILbZsCMiFMXuP7dG0k+vkRxscr6awZwTsYQUiVKi2WcPhcvfukCN3x0nI2v62f1QgJrwIJDl9AVL6YXY7z84gskVDPtBwbo7vYRW1Ix+zxEljK4PE6S0Sw2o4FkvEy1qmNzmXF6zGTzadxWK7FcGpNkIhHN4glaCXa70XWBS+djmB0GmM5QNOjoYo0F8tlt2MdczF0IE9rSRfbsLCWHjHPAwdSxGMtfm2Xj/jZsO+2oBgjd2UHk2Vm+99lHeJV2MyMH2hsBk1plniDWcsHqHU5b5FMdaLC2KVntXW69pptysoKSE5ESFor5MrkzSbxuGWPAyfRCmo5ElWw1RyReZHwgRCUNj/77eSRdRcgKTJ2awq2LfPfvX+St792G+cYA8gsZLKsVEqsFPO1+5pIaju1dHNtziNF/ugNHuaYTJCViDP/JzUwfeCPyVx/Add8bsZx7lo629awm7sFzZIWODV7KASNd6zyshLMMmLzknBLZ6ipyj4HYkSLnbv8X+icfZ7nnBvZdfgpDJt60iUu3fJKsNcjAXi+Z5+MYHQGWLiZZ95oeVn84T1uXg/lKFW8uilwtNs+Tp8/geNObyDzzDI4/ehem6TpD854W09wpL/LMvv9k27kPE4qeqj1vXeX43rexlDczNr6T0y+vsFCZg7lu9MklzJk64Lj+QGt9aDBU6E1w3ui39dvcfucBR0PEq/4brXTdNclRCC1vTGgls9XW61poRBRaTEnzM81kt/qLFKh5ZzS8AokmddxgSYQavaU1S6BoXqEVsmmpwbXAUGvoNP8cQaTWv0JvolaoV9c0FiwBDL96mj0P/XHr6x77J/L/9jnMb34r8gPfxpNtZVgbL53F2xtCqFTw/dqzzNs6SG+4jZWFFCMhF0aDhMcpMXFmnnLZQKmaYbPNRSpRwfm3Y0huA9GfhLG4DXh2eCEg47gugDYbZ7DNgmyRsfgsRFfzJB7Ls5wpsW6knXKpSkIWae+wsTKXx+s20aeJrJycQw+40VfzBP98O4U2E1eejaBpCqM3d2K4Ms/0S6tMn1/GHPIxKptZ3OBgwGWguqzQsbEbZUEmnY4zaAzRPtjJ4uwyve1uFifj7HOY8JnBqIlMh9P0vKUH3SmhirV35d3sYqssc/rBRcqKir/Tw5nlNNWSAm120ok8Q6E2lIyGYgzisBjo63RhsWms6xvFkihSWE6jpKqMjazDKRgoaEXEO4KY7AKiuZ4A2hhDaChqzc+XmvWvjfEisHwqxeJ/X6THYkXKCxxPpvCFbDiOxLDbfBRWM2RyFaqXNYSsxAuPTtO1qZ1tm9dh7nJDroy9qDPe6SI9vciQ1cixJ5fY+oUdFGURzWmgapUQNBO6IDaohfoCs1b3ds1IFtbcZz0JUedqGl4UxXqoU0MXRERD42+iDmiEWqOx+ryiUe5bJ0AEUUDT1RZiocHy1cFQ89zav51bg4iIjL1/B7LFgDlRJvRsHENMZ6ai4nHb6a4KxAo6c9EU27f2IGoCUrnCaiyF02pi7wfHmP3KJRaSJfriUebbTPS1d9K2x4O508Qer52Ff7lAeFJDdpXwjruRZRlRlhAQUDxteMVtXJuocvzsPBc6ZvDY1zNzOkMkOUG7sgGvUabUZiTQYULL+kGGbKKMUlZYSabpGGmjGEvSNeonlyowfzlGd3+AqqjhtRsIjTqJrlQoJavEl2MMybA0H0cOWsgpFVKFKD51lDJg8Fk4t5BGfVxl7+ZRBKOOd7uXE9+/iKFgIfp4jL5eD8Z+U8viNIDdGsesUQa3tpVDyyLWfjJ5DFQ8IN3sRfh5jO6gE/QqKVng/OIUG+/ZwyNfu0Sv20pn0Mz8RAyPLOJst7OiVfE7TcRN81x/zzgXno0xdm8PcptEMazgrQr4VJHe28dJJxVOXMjz9b5PcH/hIbYv/BIAWznO+K++yITuQf6LD2D7t3/B99SXqHxoE3p4GOWwgmqTubhcZtAKxld6iJ/LoV4ROfTtKUwplbR7Iy/esInFkxHeOf2jlk3ceSeFro3YEmmK3VaOfmOGzeuC2KNZPNsCPPy9w7R3OrDYHXQmWiGfkmjBrBUxXj6N6ZknMR27OhzU2KzzFxk2Psb8no8R+vmrm/srU4tMdP4eYyUPGzbo7Dplxd1uJfX0c7VXZbWh7tpdJ570ZidhoeEI0Gh38b/82v/Xtt95wAH8msFbs2DXj15FGNDoj0LdYKp1dE8ze7hexFTrsKhLdQq5PskEvRnDbiXrNMBJjfGolEoYLGZ0Xal9X72iQFjDxiDSqoNv9rxocmH1yazVE+j0JlsjNL5TaCXpeY7+8jeeie0v/hRx4jIoNYamYAkw130dYxM/Qaj8ZnfCE913cKT3HeCRuWGok+hcjPFhDx1uidxUjmq5gtnvIx7PEPr7jQhuM9JzJRJRhcp0mcQTy3S8vRfLmAdnOMNT0zF6XRLGy26CPQ6UnELSZmAinuaanf0kBYVBj52SUUKMFnnu+FHWtXUTensvBbkDwWKgckmhf38QQRQQJJHlPLzuT7cxO5nmp995mI7QGOcXLnAhYGZk+2bms2l2Xr+RF584jS+k8fyh0zj8AkFbD5vcVX759KO8+d43cmUxjePdQzzz/UsMD7ejaFV6XxnC3GbG4bez8IN5LjrayBTLuDWNOUkmOZVgyG2jz2wm76lSTonkSwrHJqP0KgrjfjPz5yP4dw1RdXmxxhOo7+5BlDSwirUEY6iF4hrAVxCRxNrYSB2N4xr3IlprY0FVNJwhK117e5k6uMJIv5clR5qz02n6owWen4xS1jRKmTLlRAL/aAhNUTjxzBXmjDJbqyKeoAMpU2HhfIyuu/oRr3HjFTR0r7k+juv5RqKAUMtaas2Xel6RKFwNO3S9UUIp0MwjqTdIrDVFpKZ6KdQSmRuMnqbX5lNjMWuGMBtTUxBrGjmCXoso1rsx16S5G7XfazodNdbD5mKoYuqzoQsCot9ASZZYfCqD2+LCN+gln7mCYXsnY3qeakHALQu47CZWYgKuvQEWvnWFnGRhMOhi1aoR6vTTs8+DeZ0DZPjxGx7BMjBA5jMvcvMnrkHQZJbn8vjbNSxWCd0ns/veQcx5jesfdFHyioh7A7gtq+Ds4skHr9A/1o1lzMfcuTBqtkJF0uju9WOzGMmninicRqqqnchcCpfZiD3gYDqSxeKyYvQ4uHgkjlisIEgyWlmnNBHDZDUiSCKjAT+zdh/JWIGlhI7NZmb7JgfWssaRT11kx0fXIdskRu8eZOrzaZLRLOlEmWC/pRkKriW61xu8rQmVCWvsXKNiqslq1UPDKjp0y1Rf4Sb5cAy3XcOXy3L7tX1U5svs7Pfj2OzmpZ+eY0mAbqcd9XiEm941hqlioK8g0FW08sjZGUxOjY1vX4eWKDJzYo71fQNMHo9hDNm5eDrMyFAPV7r+mjnxz3GtRLj2p/djRGHk8X9iyflxTINDyFemCH3yPWi+AKXX/BtXXpLZdWMPskln6akwttkiycU0Vb8RzWLg1KGL3H33VozRScxqvjku/yI1SO+FMG/95HbOfPwMHV1uygaJUryIGi6gGSWCAqRKKs7UmeZ5R/b8Gdcd+gQA1i/V9D6K7i4sqavlywFGpr7A/H17+fHz93FPqlYpM5a/QNLroa2kcT4t0CM7yZt1HIbad1RuvbW5VjTeQwOfN8HGb6yF/+9vv/M6HM14st5YuGHtU9bXPvQGAUKNPGgkvOn10xv6Fo1KkIZccCuhqnYtsY7+1/Y3qcmoi2i5KhNHJtCURoy+7stqjWBMzctTG8KoTe+iwdborWQfHXSx4dWJNeYErX6bLZNt6LIDMOfZz1PX/wilrnlu+c8vY3mgVuJqLa5i7N1GeN2B33iGL7lv4jH5VgpVlRteN0bAbGC0w4l/zILeY2I1XiRj0HBs9dD98S088PtPEf/RCsZkmdSlJPJ0Ao/NjpIxIigi6/5jG6960wjhdJZBu5ktPW7SRgGnwUjqyjS5uSTtFjOT0wlsqSKuNht3vv4AXX+5naJPR3YZKaZKPPWRZznz35MoFRVd1Qj1uIn8Yo5DT0/Tv1mmc7yXPv8oJlsPDz7/S6pW8NqspDM6SUeINkOB1w1toHN6laAE993wKgxvaCPwpwNk//oo/csSK4+FufiLCNEfJZALItlsmU17e/GYZFKlCiu6DrqKRYS+AyEiS3FmLmW5ZdzFkN3GQDJPeynLQ6dPk5GNmPMVTO/toPNv16PaBbDI6LrYik4I9fr8ujDTzHem+OGND/Oz9x/k2AfOkjtZroXqRAFLXsdalvFtaKMiCvR2Buh3WznjdbJ+Ncc1bxzEOGqliJHl8yncRZHXvn0D77hvPbtiZXZUNTbc5GfwqzuQ7wwgeGUMjUqTVgSjBsHrMR6xDiaaJat6YwzXb78xxcRWd8xa7SVNoSlhzXSs4RahWQGh63qzr5GgN5g9Aa1ejooAGipaQ7ugnqPSYANrBEt9TurCmtlZ19DRAFnHNGyl590dBLtF3CurbGt30a5kSGoy2wftdEzOs3hyGnNRQXkxyo6/2U3uyAzh+Rgb/2Ajw2/upLBc4vBHz/HZG3/OK//jJm7b6MEV03n+C6cpKRUsDg2DUay3gdYxmgR0rwHzK9twJ3TMkwWy0TzeDgf3vW8rqqaTXUjj9lrIVpMEO41cvhRmdSrO5FKcl5+9iDlfxWKAkiSwGE5jUFScLjtz55fIJXOUzDqde4JY/WbO5MrENIFUQeXohQh79mxm/d5BMoUyObPOyxdX+OnTx8jZZSJ/eRxRBm+3FXeuQjiVJX4liVCthWhqUeAGY7smZNt4oU1mq8HOtXI7dIHm+zUOWei+PYDH5KSISuVMAptbQFrn5vzLEW7849288fb17H99P6/+9z24zHbOL2RwDXj48s+O86oPbWL9O9ehijqme/p4aPYi5XKViZPLKHmd1715C5LNzKmzUY4fjmIRKxhRmuOz88d/i7ppvPm7GF/F8sM/pnPqHF/+6yf40ZfPUMkLKDs7eO2945STM5x/6km0QoXEVIqdtHIpSp0jvPPOt1BM5imtajx0+gRGk8jR80uY7u9n5ZFlKjmValThe8+d5kzH9agWO+G9byHdewCtvvxKB2sqp5cHf590zw0AzG9/A1fsm5rf1fOx+yjbQs3fV53r+d7x48TKFRYvLjP46VtZ+e4RnJHTtXu7943UqiHr7rBAfd1qrE21tALxt4wAfucZjlrose4xNSpSqNHWtVyLurponSVs0E61ZqvNYHLT2dLrXpau67U8kIbHV69AaSVr109q7G9cwCqx+cYtKIpSK/0T6jS1qKFrtYVHQEQSNbSGJye01FGbPp9eA0SiLtbVRut/qy6AIFLKF1EqKiarkeqmzZi//116kwehchen9/4d3U//I8HS7FXPqv/FT/LL7X/L7o4C/uUjADzf8xaSI29guKKyKkucfOhFbtq+DUu3l4f/+yBbOn3k3QU2tQ+TDdkwGmXe/fXbKKTKJHWF6jdXmep10rfBz7lfzpH5eoGesk7PJ7ayaWYLpy+GGTbbGXFbUDSBrbfuJJWFYKeDyDMvE9ywAUdJxPjqNsrtImpJQyxr2E1mXvXJPVz+5xO8dDDKlnePoFWqHM5q3HX7en7xiBFlowVruYDX4qbzmpuxiDLd15n4YNu1/PI7p7j37lsoT0bp3OCiVAbxvm6wauhlgbBVhNUVZst51vcPcfb5BYx+EVGByhYr0ecrGGUzS3NpimKZPdt7sa2UMAxb2dfTz+nvPMR6/yCTchHPjp3cVulHjaeovquLiqjQzAuqiy6h6VTLKgaLoW7HBTRBo/euYdolN1cOLfOrM3MkP6fwis9vRTepiKrCSiTKkZkkG0f6uTS/Sqcg4e6Q+cGRIv0PXMTpNTM8ECQo6XQPeLEcTyNKOvJWB5W39KJqCs3EVEEAXaw376tttd5TdXZNoAY8rqqyapRct4DzmuAjDRSv62KdnRDRhVbeU4svrIVRat9Xm5A6tXkl0sgcUdH11ucaKrsN/kRCqNHHNNg9vV6aXhPKE0VqYESvV/qgU7zRTfHZKMJ0lVEEXnzhF7zmvrdge/1mFudiSFGNrts6+N5HXmbHR3bRtcdD7nyaE399Ga3XyebhAAGjAaMgou/20DvXRf/eDsrzCpKooxgVKInIdqlZaKp1yKS2Wqg+EWVcNDF5Is6Zc2Hu/uttnH8pii6U2X1dgMSSHUGqUKyo9HaJmF19JFdzUNSQKlWCTgtVTUcrVbB6TZDXEO0mLp6KoGaqyJIBk9uCXtFYvrKAbBAI9bqIzmXRfGZEq0jV7cM54OVCpYI/VsE74uaaD+/l+H9fxp81IZZ1VINAaaWMIOqY28xc5S5T1xOSdBDruQJr9YgQQdPRRB0RDV2A8rAJvaLifrHCseJ52s/4CO3ysCoKnP35DOeuRKmqKusG2zC4RdQS/OjgJK/Y3IZlzAKCTuJXK5g7Hbz31bdhWtG4ZbyLycko5rEAPhTGt3SxnC3x3EvPse/X1gRxcZGVl05gmp7A9s+fxHD6NMGDf8W7X/918n+ylfALYczmMnK3BVW3MdS/lelMjrnwFcoD1yClL9JjLxLZcz9lUeCmvf3MHc4xODzOVKGCf8DD0HiAifMF1JkUQsjOWzo2EEsOcui1N7JcqiImyxT6d2KfqTXFrIpmiutuZea6u/A5wmRtgxx66CKDh+5t3vcNygmOvfYx4ulpLpc93P+mcTI/nuR2U4n8S3FKq0/WxrXZTOWmW5rOQlOGoelzN8piNVSV3+r2f4EOxwxOh2MNUVBPZKvHybU1Za+NDGwdHVEEXRNB1NYoOLImjL5WrOhqcqoZra6X4+oN76vh8TXwvy60jG/d3RPqDIou1AjsBk3cGC0NOuw3qbDmjSEgcPahw6S++X0su8YxjK7nuo++AzlS6ztw+Q9f4qWTy/TnjrFn6j8xlRJXXenZdX/JiHWS8sQkDw79EbKtk8FeF20eC/ZIiq59XVTPZCg7JLQ2Geuoj/SwEdkhUSio2H1GJANUIyWmPztB2u+g3eOkkiyyGk6xokE6nGH3rWMkL4aJZiuM3NhBfjbP5PkIb75pAC6lWCmrWP0mTNe4Eff5UIoQeWyV9MtR3H0+wvFVIosZOv1uPLu89N0S4tS/XWYhUkJ3l3F1eLh4MIK5BG3rfHRajUglja37vJz8xQVMLg/GoIXOrV4qW+xYPMYaAFUF9FyFs/94nLwGWYcXA5DJlpDLKtWVImqvky19Xo6fmGekz83g9SFcuohNqRI/OE+kVCIbr2Ib7adNLGK/I0Tab8PhrSfXsSYHQqiPI01HkAT0Ro8tVUPOCES+Nc2JQ1GipTKbOn0QlOnZ5Uc/kWE5lydhMLAcz6Gtlti5vYt0WSNokyiXFbotBpzpCoaQlaLfyOVIhvXvG0VRVbQm6Fk7hIQ6w1IHuHrDgRVqn9cabERr3LXiwVeleQINUKCtqcYSEcRGqXddvExoAHmaz6RV69Ia1+igaSoCtT4wrZuul5aLjVLxRgJ4Y07rINX7G63JP1k7ZwsXiuin00QmC/SEJIoljUVZoW17iOWJHOakyounw2zaYWfl+CqurnYki0T7ejfG40vYegOsHo3ieW0/U49MsevdG8g7Zc59d4IuwYDplQF8Y456iEFHEAXmz2bwz1SxZuGFlQxDd7bztU8+xK47r6fXZyc8WyS9UmJ6Mc2wR6PUGSK+XKRaVqhaRKrVClabFaPdQCW5Si4lo1sk3H4bwXYLC5NpNF1DtJiwoqOVy2iageRSAotdwmySsZrAZDQRi2bYsppj3zevIT2fJ/GLCAPr/Ij7XagmkWc/fhrn2Qjej2xiYDz0a6CiwXisoa3qYxpBR9NqCc61kHNtUImIcCRD9qUoBowcPHaQfXcd4OnDcXr8FhSTxIXJFabmE+wY7eba23ox77Ig20TUXBUBkeSsiqtPxvLALJmUStUq49vi5oqqcOyHU+x96wZ+9Y3z3H7+q6yf+3nzXWf+878o3H43kiwgZtK4b7gWaWmJXGgbuXu+hLLeiS1kQfbYKZxJYh1084MvHubly0c4sGM7pZzE1nsHOHkwwYmD87zxrg2cPbtMUDKgGSXMw2aG9rdBTOfY4/MsTyTwe0zc8uGtnP3MOYJeC5cm59g8/wu2zNTyQfKuUV6++6uEVzJc/0ebSB+PcfbpBYYufoWdK7WQeEW08KXxL7LjFX30XTOMejiO/p1TWMdDKOEEwbPvQi5nKbzzXRQ+/imu1oyiWQrbmDUCkM1kGRzq+/+Ev/5/3ZqAY3Km9iAbhqZZR94QrBGaNq0V910TxhAaegZraQ6hCVxq5+lXgZKG0dSbsZgG4dG4eksJtEGfN76vEbunTnk1Y9/16zbm9FpjeXVibI13qb7/A7R/r6bvX0FCl42YlFqGdH7sOs6u+3uuRDNY1Ti3nv5bbMVWI7Zs+yZWP/EQj37hOHjMeO0m5GoGl8nCzvEOlLkUimhED9iwb3ZxfilFpVKi59ZObG0WtNUKsekU3Zv9lI0i+TM5Zs+kmTwWpb/NQleHl1MzUcwjLgKCTDFcIV+KYzFYUGM59rocmJ1GlB0+Uk4Qh2yUFoqQEZCOTvMyBtLPTCMOO7AUrHT7nBRLVUIHOjn/y1lks5lytxHTbAFXt5NSPEfQZaQvYEGPFihUBc5FcmxpdzDlKrP1fRsAgdzlJLmCTj4pMLjLyeoPw1w4tUoZEOwWUpkC6ze5OH8oib/TSNdAgKkTC5iosqGvDUc+j9/qIlxJYFMM5I0W2l7TQXm9DV1XqVZ1ZKPQEpeFNTE8QAU1Dia3RPp0Emu/E8krUj6cJDORJR6vsHIsyRWTgseosa6nm8uLMTbs66AzaOHkk0s4umzo01msDiMWUSPUZsHaZ0PZ7aZskZCs4toR2hhBzTFe655cB8maDhWIXF7BHK5gGvNjDpmJvBzD2+3E2mepqYYKV1+Dety+EfLQdRDFOoioj/EGC1FDGULrOTSehbYmUVpfc8daY261su6bRxthIKE1nxo5IbWQld6klGnOV6E5fwRdR388ySOPXWBjXz9WIySrAqfmUyAKjAbs/PLlF9kxsgNf0Ey+rGGNFdjwvgEK314gsVrGs85LYMxEpc+K3GujHKmQe3SeGUHH0Wdi5PoOVFVDluWaYJkoIZzOkD9X4bHlBPlcGYffRPegn3JKZW4mQuemNo6dPIxQGkAvqxQVDU0W6eh1IwkSVVnHpYssJgqY7CayqyUquSJmlxF/l5tMqoiWVcmmUlgdFqS8gtFppJCLY7LZ2DgSQr+SpmBUufbubhwjFlBrzHANKdQAQvkXKzx0/iL3fOi65lhpVu2tAdGtbLM1dpZWBKaRsyYKApUjebIncti1EqlIhRWrwPxyjrY+BzmTysJEHktZxO8ysP3tA8gemHtwAcFgoH2bB/uwjdJzK8wcr7BeLHN5NszIK8c4eDIKBjuVTAFHtcrwqS8xfL6m+Fm56WZWv/o9JKOAZBQxPv88rnteU7ONr3kPc4XbMO1px//7/QhhjXS0xOVzYVKXlhkcHyIZjuPpdhBOGYnNx5iZStLZZsMoQTJVQBAldIOEoihc/8r1xC4mWIin2fqKDiLHEly3tZv4mTjRX3ya3cs1FdTE4J2cvPNvOH1whl33b8A6W+Dc03ME3Gle9eS7m1PjyDueIF2WKWUqDAUcBIsVVsJhfAvfo23y5+iSRPzseXR/oOa4NooTGktYQ5m6vmblchkGB/v/P+Gv/39tTa+pIdnbNGz1ybCGZmoQUE1536YxbFytLhsu0mQerlr41yKXumdXA5ktsNKclELDw72aq6h5Z/VLrKlkaS4NQg3g1Pq6tL69CUjqVtdFtXmuERWUVjmW7eLzjCsfYN79fjKym4c2f4q7Tn0QeykKwKxrkKVH5hgd9XNhPsG6jSEMugfNY6a0lMGlGNBcMtWbAqQtGpUzWZJmhUChgtNgZfbBCFdORfHeY6NiKeLZGCQykcduNZErS5yeSTAzk8Y6n0YfcJDOFFFzBfY6YEaRKRsljLd1oI7bkDIl1IKGXtFwtVuQ79/MgWNJDh+bpGukn+lLqyTLCgazmczlLDZBwNXtomDWGew1ULLLWE1OTEKBK/Nz9BiDFDwWdm6yce6lGBmTmdwzScxDJihqVBM6px5cphz3oKsFkoUC7V1+8hUFr0FGz4kYhQpGdwUhamNsWz/tShnLfJqleB7vBj/tvg70nS6qxTzZNhPZ02ns/SaMTmPNS2+8J6BSrIXUjGYRQRTRyxoTD0wSmcjRsz2I0aRiHXVS7bERiZdY0gugmTCrZpZWUrhcZuSURqWcpy1XopQSGbPIWG9spygoKEED5fUOSisqBmNzpa0v4o0VvcUygE7uShFbp4X0hSyLp6JEV9JYoio9djft7Tr5RBmXR6Ga0VAUMMgCakkn8vIsfXf0c+XbU0T1Ag6bHdlhpmdXAIvfRCO8AqCrOpWUgmyUkO1ySxlVgIbGhkarAV0DhOiCWu9xtBYutaq7Wotc/TN6c82E+nVrqVBi634aeh6CiHrAxUh5gOr5KnaPnaDFRHglTVE2UqiqbBrdhsVhQnSZ6Om1YS2Vke0Sps1OLFUFU9BMJpqjkq8w+8ISPqeVntf34bMKnPqfCWRvkUKvmYKm43AJqJqKsMmB1VhCvRCjM+hkfjaJVowR7HVQ0As4XSJ79+3n8Z8eZXzTZqbOhRE1lWq+Sr5UxNHpZHo+SyqfxZowgCSiKioiArl0hUg4gawIeL1O8skiFqtEWRSoVjTiS6uMjQZYimbZtqOX6NEEJpuf6koJ+2YPokGoq1+qGO4M8IYb22rvpQkC9aue+9rfGhZprQid3nyZoOo68k4b5meWqJisFEwCbUKFOTscOTbHrp29IAiktSpd7R5OfXcWT4fIueci+H02Clfy6F0y428dxL8YwZTQcdtsyFGNbdcPMnc+gYCVSLxAZM97m4BDfPko1UKV7LKKu9dK5bprKb71fizf+Bq2B79C6Lo4qdj7kR+JEhbKVDZ62HSgi4IkkbWbcKlWWNQJuMEz4mXmwizlJIR2d+E0+Mku5bH5HYhmjWdfmGBnVxCXIFN8OYEhVyU6k6JUrNDpr0K92e2sawNen42Qx072VBLfqJvz2TSv2zpKaXgv5smXyHq6OTmdZWTIz9z5FQaH3JgyFYRLJ2lbrjE4uU9+Gj0QaDm3jaXoKtSntwD3b5lu+J0HHPxa+KE1GdZMkKtY2/qbWaOVsba/QPP96PWurQ22oqmTsYYWrtPQrW+meZGWpPrac4T6dXQade3NzwgNsFL77jXzFrksoCkquq25klC95/VYvvctAGKhDawmVMbKLeU62+Rx7mj/Oy4O/zkXDN1cfu1n6Xnko0h9/cTv/2uOfXWWe28ZZD6SoTqziiVoo5SNUGnzoawKyPd2ovYZif18ntJqBqVgYOnsWTwf207lfJy8prM4mSObTDOwImDJg5IrMqWXMGsK14y2I1glfG4RsWrB5R8itZDBejGKcHc7xQ021JJCbCZLeiHPulf0IIqgiQIVs8j4e/az8INlDLKRvCbgRSW02cXJi2HuuM7P/GPzXEznuW5nB6WzeaSQhQ6bh0s2C5tvCZDL5Jm6MoWh6OH4QokOt8TAHw2RPLlKMVkifqrI+YklbG12HBUoZKp0Wox4dQlRNIFkweyWCZmqVGM58pKEv93PE4enufEfd6EOmLHpVuafihJ/PEzfgJNMmwlCDmInF5ASGt4Nfizb3BjapOaYsHbJ5Fd15rIVLvz0Mp1OK93niyytFklKEoEOD4lICV2qMrK+nQAy5rKCURTxWY0Y3zZMLpkn6zSQOB4nMNSDFlORrQKF+TImr4DRY0YXtLqHWgsNnn10mZ51ASpnUpi3OTj6iwWiD08zuK2djYNdVEpJTM8sYLh2I4N3dVNM6lRVgeisQuRkmNEDfuw9dhYeCWPvclCuGLC7zGCUqeQqWOqVL2pJR5RBSegY7DKluSpCSCKf1XB1yqiKxvKzUSwDTnRdJbqUoX3IgdlqwOQU0TWdmeejuH1mPOOuJtvXzLfSWwBlrXBeg1lpKLYKjVLBOvAShdrzl00Sw7e0U7UkMSxquGSBkXEPK3Edhy5is8HSXI6sTWH9tnbMHheCCPkrKcQy5GMqcxNhCqSh4uX07CXu3ngAd4eZ3gqc/f4kfX+9lcRqGZPZgMlSa9LImIk993SgzVRoM0lMpEtELqUoJmXKCY0rl6IImMlGcmRSeYJdHmwuI+lUAUe6gtcjk11ScPW5wShg8kAsW6IYzaPoAiYESoUKbeu8ZKbS5HMF9LwBu1FgOZzBM2hjaTGFIKWwHzYTL1TobrNz5flFTCmVsXcNIGg6hok86mY7itTokbPW4VrL8tIEtg0xsEbZctOI1tkR4ZV+4g9FGNzegxgUufFskuckEaEqYixrqIpG0WAgnSqznKigGw0U1Cohs5vUuSJaFdwHXEz/JIHc0UY5peAoqzhFDWmri4lvL9CXPdK8TzmfxvWJj6O+/2/Q1Vo+X/5f/hWhXML8/e/hef5HODJzVPgYhfNJjEuDyPuCuG7vwnAxhzjmQKxqhMN5jp1eps9vY3plBdukjeCQn1K5iiGWpX3YR7Dbw5WpBKvFKv2bejj91DRzuQIjDjv+8HTLHsfnmD69it9lp3AhxXJRY9DtwlSS+VH/BzD6zxO19xG+EieejLHZ68QzGSNxdoLhbK3bd+XAAcr3398M2zXnQnPZqa1ujQqvZojrt7j97gMOXYRmaKI+JQShyR4IjYW8mXnfEg9qvqCmxo22RtBIqleECE0vqeYsCtSy5KU6Zay3iMbmS2/INLfKZeuOZy0gUs+yF1tIo7YJ9XBMw2BSM6SxMylK6QrtN/tBl9B1qF6zj/yH/hbbJz+OP3we2/h+Utb7cR7+JmI9KdAamWF75E8Qu9/ASfOb4F0/YGIlw/XDHWib8qh+E2UxhWlgDFcxj1OzY65KCHeHiGoChnCZckJjOaKyY7ydmbMKlCUGPjiK4zPTRItlZvMw++wCfrsRXRRwuxNYEx6q1QoBj5e+dpHJ0zHSxSqeLZ143xBE6LXy/J8dYt/f78bpsmBWRQRZJ/bFC2Qmi3gGfbjfM0C/wYTvmTgvzSUwSGaWD62ye3cnS4dWuHx2iRtu7iV+MUvQbETWDNjuGkTwijBbInsJQj4nkxEVg6WESbAQCOtkJvPIgkJRFfAFXQy0WchlqnhdVpLVKroiMrCrjeEuK6mVMoaVAgaTBYPXDAdcbNACVPtMoNXKQ43lMoHNdtw72qhaJOaey3H85/NIqSU6zo3iP2gh+JoOfHsCSJpAZUZmziTitxsJmBUqFQnJJrMwWyDgsJLMquy5th3TRAxnTsOllkl7TZw5vMC6dw8ze3KVnld1IqgKtjE/ugi5JJg7RKwdRvIXi7z0+ROsu7uXs8+cwbpop+umdnq2eLG6ZSxWF3LQwLrrgnTqUDgW5fD8NNk5CUNR4rr3x2n73LVYXQKCKNC2TsLd4ccWMGFWzFz5yklC79uGb1RHlAV0RSL/1WPMKi6OnzmD7mljaE+IzXcNIBrB3GckMVslHsmhH6xS7bHg3eYgG61y+ckoXXvc2NxmDEaBXKSKrUPCGbBw4jNn6b2tB7vHhrnHijkkc+a/TtP/2gECXQ4Ek9CU+K95AmuUW4U11L/Q4FAaLqCOYBEwXeMh+6tVpieXsPo9DG80Y8qoHLmQZ+tbhinENFYfXaGUKdP+qm4em8iw3ufDa1TwGSz4JAsFl53Q9SGsVwSqU1lmLxZZrWroD87gusZHpVwr5zYYJXRdIzRmIX8uTX/IybKSIInK7W4DubSKnIZ2R5ALZ2bpHW0nn86zeK6IbBcRc0UMXhtmrw3BAsVIiVgpj8/vpKypUKiA04bBbSS7mEORRSplDaPbiCTAwnSasCiwx2Zn0WwgbxFILFTIPxoheT5OV7uP6Q+epPfvx1l+IUzv5qGmea09tTUy+rSAR7OCqM5yCLoAYmOpa7l95nE3QY8Z08NpqrqValZhT5+b8/M5MqkKI/0eluM5HG4z/Ts6mX14GqPZjCIKtPX70Moqpk4LPq1CUZFZXi0w2GNkNV2i7YpIPKdg6gxctSx4vvtFDB1Bih/442aIL/e5/0Btb8f2uc8inzqCGHk79tGPoh9awSjKKOc0zG/sr42XuQpKvMqmnW1MHl5i3y3bkXMa1oJKAYFSLMzR2VXWjXiYKmhsvaYfx34nuRcl7IrGRL7AeLJVAjsy931+FLid7Zt7KMQEpk5H6PNakGWNw4fnec31O+kzyeTGq5R1lc2igHJ+hpD038jZJJrPR/bLX2k+a5rtPNa8j8bLWfvyfsvb73xZbA0MNKTAhWb9uCCIiEg08jFquRM6Qj3BrR7dBahRuLqATqMEsP76Gl7T2slWjxs3srVbaXQ6jVz7Rsxz7dRrCY/qze+ufVpsgpm6LEK9823t1emCjnOLi+C1fkBAlCT0UyV0XaTwZ39O/sMfAcBy9iDuw19rgo2129aFHyJcOsOZqQztNisXH18hZTNxKpLhTTdvwbicI5VScfqdZCN5iiMGhLKEuc2Mp99Ntwvs2SJGk8TMAwtYu+wEPzxEaS5OOppiKZYjuVpipazR7xxkVixzfimO2W4knoaq6KTjlh6MN7uRBmzET5Xw5kXSyzls3RY84x5A4GJO5PnpNEeemGH+r05y8XtTpB2w+5YQPVYDfquBwwcXCQY93DDYiWk2wenlyyzlKiS2mykNGbH5ZKSNNgqnohjNQdaH/KQlgaos8vS3ZzhVUVnf7kEtVdj7ul5i8Sy6KNEXsLLfaWHdZhPrlgp4F8oMVVQcQReK20j+ehvlQRO+da76eKu938CNHVgDduKPrZD55HHMFrjp93di9vWSNQpMZstEJzPko2We/NgFnvnuJbZ2BQh47SgmF+lUgfByhv17BrhuS4gxl42hmILVI+F1qVTe2YX5dUEmhDy5iEb7rX4qSpn0xSKWHhumkAFHt4jBoqHoCoXJKte+bzPGeQHbSQOrxRRnfjnNxEdPoZcUTG0mBF3AZDaympGZT+n0SkHWZ8EecnBxWcAgGZCrOsYjRWzLCu4OK7JRYPWhFJOaxMyJFKWXKgiCgNEkEDN6OXkkzPZ7NhGdPEHxcpFqTquJLpvB3SnTezjB8vEosW9NkPnWLIExG7vf0U1XTif6zxM8/AeHWPzGNLIk4R11svlPtuAe9hC8xo13yMriZJ7xt6/HYTehIZC4WODxPznKk39/nOxiCUmUmxVptTyQhrjf1enejbZFmlnE+sogXSETpcuTmCaKYDETtJqZ+8YlUqejHD+zwolTUSZ+MMNQj5cfHr6IodNDti1IRjZhXCcxcnsIab8F+XoXG/5pI9d+dAz/agHthRhKRamXC9chj0FGv8HHY+dmCKVVOnQn5tt6uRDJkEzmEKwCNpeOUlTZeH0XPRucaJVFcqUS6XAWpVxmIOBABnxOJ+lkCbEKt1w7hskiUUiWyJWrSJKMxWAmm6rgN7pQdYE3vGMDHTeGEASRp381Sz5ToLRSZlU0oLoNVO1uZr+6SC6ukDhd+DUqXkCgJnDWDJnRYJOozQexZisbkiktK6gBIqYuM4XX+EmcSmCsqARWy/QG3QQ9RqySzPo2Jx5dQI5UmE9WkCoag9e3UUyluPxHL4BRwPmOIUIeCwMOmZmlPL0b2/H6Ldy0zom481YmX/efnLjx4827tv/r3yH/y39AXeZAkAwU/uZvST32OJrXixhZZuC59xDafYT8xSiFiTLhD57A+FgEodtI37v7CJlFSh4npGOcurBI3/522trtnLh8AtFYQENkz452eowqSrqCEs/jC1rxW42Er/njNU9Qx51cIrOYYfzAIK9/1z4qqoLnHYO8Yn0nWkolna8y1htkJybSF8METV/HMHUezeUi/ZOfofsCzfVjbRJ2AxQ2Ugp0QUdrpBr8lrfffcDR0Amoi2fRSB7T64O9mbRZy4rXa60SG0GRZqikmQAq1HgIaIGEX49cao3QcC3m0upn0RQ6EuqJob8W22zQvfXjAjXjWAM8jYvS0uFQQKiCqNZoanQdraohbbFg/0UGESj8yZ+R+sGPUPr6/o+PaasxiqOq4PXaiK6mWN9hY9uWQU6emGd2+gKKIJIOZ3B/YBRdFtCMAuVUgdT3JyhQ5NzqEgO9bpwiHP7DQ4gmI8Pr/QgmCbPDQNktsWnURzxR5TVbu3jbxk6C4SKlaIkN17WhbnehajpqReDpjx1hQlbxrneCBMg6ycUq4yYbb/qb69HHe3kyWuXFiRWOHprh8AsxqpKIY2+QO145SOjCAhcuHMfS28XeV+6k/R9HMe/0oAsg6QK6UaTtLf0IDiuKAjvG2xCsBoY7HPQMO5gMF5hMpZBjIh6Pm7MLcaKJIq51LtxnM0yll1gVIQ9MqWmkt3YgD9loaD/oep1PE3QEM3huDvLSaoJnU0uc/dUU7hKoThmr28JCPEtsHh7+q3PML+Swxwqkj86TtZnpCgg4utxcc103uxwi7myVgAzqh0ZwfnAzZ9pEnvvJRWSDxF0f2Y91nR2pLJOLyVjcCisfPEHiv5YofHYafbqAwWLEvc9O+nSVlWeW0X0eBn09WMxezpUl1KJaG2aSiGwTMLSJyA4L0wWVC11m2uwW9v/zzZiOVCkslzj/nUkW/usKpWNphLLA1z//LSaXU/zoO4cwDptBE1DKKocuLlN0L5KT81w7ug+9YOTpr82TuaRDuMrRz1+i8IpOJixGvjMT4eR0EePZImaTiSszWY5HsvjXdWGIVzj1pydA0/GMWvGvt5N5KMLC31xE+uYs1RfTmDxG8qeK5OcVdr1liF23jSBLEtlwkUpe4OF/PscvP3MMQdFB01s5BU000rIVglnAfF8/4wfGOIWEyaexgobS7ebKYooNPV723TxEaGc3Pfu6efc/HOAb334IayVP1+4Ao6/tA4OILkLy+1dIHirhm1IQBStTjy8w+2ycxYUy5Uq9zFjUsHWYufGvxgnc2MeQx4o/qtPe52TrNYMszqzQ2xNibGsXuahKwOnG5RlFdFkoqqApGifmVglt9ZGtFgn1u+nZ1MHxy2HK8SImkw3QmJsNYzDp9A36MQccDG/tYvlyhWNPhkkLKoLJhGc0SE6Mk8llmZxJYd0f4KmXFriCysq5cC0kLLaWLJ2G+JqIULePev33Voi6ZSZr59XsXyNXR2uXcd3fQ1kRWMwrtLebkYMuKiELUocDClXOHlsiYC6Qi4d59CdTFLJFRv/9GsppjWKlRKFaoeq0oC/GsczGsPqN/PR4jK995RDPFrvRN7+CS+/9ArrBCIDnXz+G6ccPUU1XmPjTl9FmVSrjW0g99jhqb81mWv/1nwg8fS8ez+O0IXDpp0tMv/8U8kQO1+8P8pqPb8G7WmFwk4Hs+RjldIG//ss/4Lqt6zEpEvJKHsNynsh3Z9jY6Wbx9ApKssSU7Rr+H/b+M1qStDrThq8nTGak93m8r3NOee/bW5qmgQZhBQKEvDQjjdDIzsgg6QNpkEZIAxKSAIFAeOEaaJr2Xe27qrq8Od67POl9RkbE9yMzMk/BvPPnncW7FjOxVld1pY2M2M9+7n3vve9desNvAJCVAowfPUzZMFG2aTzyzCVypTqObJ1X5jdYT2Y4eHKYQiLDdx49R6/rszgvncZyOsl96auYO/Y09q8tKcWGHbf3qi1PNGq9TYktWccfy/ET36UyMz2Hx+tryzG3aiSamvJb4EKDNbDaNRvYtNQP47Ifrsv44cclREv2XMK0jHYXS1OB0WomTRqogSYYES3LsFptffafzc8Wjepw07DIfm6SzvkJUjPLOB/Yi+SwqO3fhbPXh7JqYfTKjV9nwsyXz9P7jS8RTZ9HuXYRudoeyjbh3sl3t/8We3aMoaowtZLn7fd0MXm5SHdVZ7GUQnVK9PzGAYwRD+ZGrTHZVYJ6zuTK308iWzKBqSWelzbZfeAEK7Ob3PkzByh7IT+fpZwusXIlQ9DnZWBHFGeqRGA5T/1oEPMNndRWdRa+OE3nO/pw+2QURYVAQ2jIrJqYloWer1Ivylz+/DKqbiD0Os75JS6EgnTFQwyP+Ilf2UCpS1R9Kv4+J/X39jciWgGSKSGezpIetHB43eRnCpz/6GWKIRc13ULUTG596zjRrEm+avC9F2a4/aZ+LL2KfGaNkFsjtKeD+WSV7phM/R19VNJVnDFno1vDtJAUCcPWgLDZNEvm0T99ldimSc/+bjaTRb7y7c9z881vIIVESFVIrqTRQn46Q17CboWh4xGuXkqywymRTyShKnC/dSfOMZlyooJSllj+5hquYxG0V9dR9oTxnghhSRb581A3cpz53BI9cRfrK2mGgk76f2c7eCSu//5VzixkGR0LUywZTOYz7I7FCVWqDP+nQUyXgiRJSA6ZU5+f4dIPlhgcjRF2SQzt68U5laQwqLD42DqGA7p2+ClNVYi/Y4z5r06zuFHmwC291EKC+RfXMeom1xdeYezIEZSkSlenD78K3Xf2Urya49zFDXYMhXj0iTk2i3mo1Lh57wBqZ5CZ+QTVXBVXwIVSXyPg7sC1XCTW6UHpcrMwm+PcagZfR5BBj5M7fncHuXKV85+ZQ1vK0tcX5pHHzzOzmWboXTfz1ncOkrqSZPprc+z7j4dxRCTcnSpCabcpN1VBsFtqhSzwfDtLbTPHy7kUK1kvx6QyTheck6qsrUrsGOpBVRX6D4WYv7TAzvcMold0BDLX/vRVVooSfds1um+JkPhBmuRsCufJHrSdYboGnHi8Epa0pcYEwbnnVrl+usD9Hi9PryYZu62Hb3/+Mtv29+IKusgkdRZXMoScLmS3g8WlBLGBMJlCjb5OF+vLS2QLDlwuP7lklhIwPhSlmK7gi3oxJdic3wRh0RcPkVmeJ+jvoEuyqFoGm6vTZMsOhMNPRDXZf2yUmtNAymfZ+3PbkTQJPVHCEdOwZLElJmrmoO0OFtv3YTaF4mzHZgMRGVusLTuVZ/VLy/SFXLirOvXuCB/7ynnu2N9LVofpC9M44mH0UoY3/OpBItsDSCEVvawz9Wfn6H3fLgpfnidcq6PtDfP1R+bY0RcjmSoynSxwyFfjxPffj6NSuMFzpx5/BnPXLgrPJahfSxN87yjIJu6/+BDuv/1o63XFnYe4cuAduH1dBOtDeAt1Pn7qKj/z0OvRdChfzCErGm5FkLiwwUKxypVTi5x8zXbOvTRHV1cYUdPZM97B5fOLqGGJgT4/T35vCjHoZmhHJ/VKnWLZIjW3yn0HdiGExcc/+TQnfX52dgq6Nv4W1/Q5LEki/4UvU7vrrhtqNBq4wkJYctOijWYZQTPd0mLpBbl85sfapfITDzimp2bx+n1Ac9u2xA3pC2yxIbaCjvZMBltv3s73QiNlYs9CaVX6Nj/PXmANcmNrkafVXl822yLMJtXVljRv55eb0s32QDb7XJpLV1rP4T14BKfeHiIEUBUeVn/ut1Df9i6ce6KU8zWcmoL+7v9MzzOf/ZHrdGXgrXzN9yZivQG6Oz04ZYVdIQ/ScpKNmqCvw4/c4cE67EEf1kglStT/eZLVRJGwz038N3ZhmYLMtQJPfvk0vfE4haKFU1NYLhd482/uI3GpxOTZaxw/MoKz6sB3MYWswvqAh8D7+ll/MY2iyATGPSgSzH34OiM7Y5SOOXGO+7AAqQiP/sHjZDedOCSZjFoioHoZv6Ofer6OmqkQkypsztXYf/8I09Ui0XviJK5lURRBcMCHpKlo387ylSefJ5UK4NYEDmeNfdsH0PMG1WyVkqSzN+phXVMISDUmZ/Js2xZl/eXrDI7303W8l9rtAWpKW8zNnNfBLyNCMlLVQk/XKGWL+McCjdTW5RyP/f1lxoY6IeqisLBOv9C4XIOVTJGegQBRj0rPWgX9SJT+ZA014iSVyCONuJFvjmGaJoolUSsZPPe7r3DnrxwlXylB0EJRZaxCFW1HAOEU1DZ1Fv/kCpeKBv64m8krl/H747z5gydxDMtsXqvxg7+9RE/IheU1qbtl9AWd/v4I2vIaK5bA1+2l980dLJ3LsnG9jGzJ+EISsY4AqtvgiX+boSxZhGXY+foBci+ts+b14EhUWdd1iqbFjpEOZGqEhERyOY817sdMZHH4vJjpCnGvG0uRqMkWS3MZFvQ6e0NOprM1FJeLgYgDpVJjdTZH0jQZH4uQLNTJb+QJdgUZ7g9QTOVJVHR8RYvrCxvce/9OlF4Hml5j9hsLICSCpon/7h682zykr2QpL1UohixCO8OY18oED4YIbfNhuU0kRbTXtL2iBSiygvS5FUoVg9MbNVLASJ+HjclNppYzOISToANe+8GDSCGLWrZG7uUsqtvLc9+dRPGYREWQkd1eHv3CCxx57zFG7u9m4VyOoiQzMObCNHTcXkdjTkzz2zenCninyjz9/QR73tSBcLtYTya4+EIay3KT2Cyw+9YRhnvdnDm7xOpymdmFJLHuMO6gC6lYw+FRWJzPIGsyu24eYvrSOlahjMvpYGxfJ8uX15GcBr54FE+6TI8Fyxs51IiLjGWxOZMiFoaujk5cVYPFpRTH7xwkts/PxJ8/x8CvHyR4PNxYC3aKyiaD7a4gm5m1tmq42NVsTaDXnErrWKpiPZ1ldTnHWsFgeq3IkV2dvLC2gWtykZQnxs6be9h3fz+lr87i/8VBDFdjzENtpYZ4OoFvushyMkNxdw8iWaaUKfPNU3O8x3OB/ef/5kf8YPXue8h/4UtgWZQvZLFUBdeOZqCaSuH+m7/G/Y+fuOE9et8ohbd9hG9NG3hnanREBbMVweH37yEqy5SnC3T0xbhycYUN1eTMC+fYs22MTgOSq0VCIY0lSeBVZS4vrFOpr+HP+tm+L8aO3SPIZZP6ahp5nxf9ixPoO5IMP/RHSKkUlqKQ+6dPoj/wxmZwazcZNAPr1hWmIfolWQ2wZ9n3pAFNCoX8/wUc/zuOrYDD17qQTfDQzN1aLWOXWjLkrXbXVpXvjTUaQItwsOz6jRbgaBeF2n1+goZiJJZ9k7EbSZr8iYWd+rQ1Ahq6BU2Z5y0Rz9bEqefDH8b90b/+f/z9huRk822/xvz21zPypj4iWwq9th5TH3ie69fKeMcCRPeE6FwpMfviMkMRF7Jbo+JTUfb5SMo68oLJI0/O0r8tgJKvkyvoFDfXGds3xMDPDPHSF65TSsl0am7ypklyPU21kuHk4d0YuTKqVCVQlejQnFRGXRSHPNSyFSqGSmCHhux1wmqdi5+fpGs0wvqpWcZ/ay9CEeQWKnzrixcJWiqFQo2J6cvcfvI4I/tjBNExFgp0hX1sdrsIv7mDpVeSkKrz7MdfJRBy03dbF+NvH6H8tSXmUXjhiXn8ooqkGMhODb8nwNhAgGSpzKGIm8xCjgI5HFUXhsOBvCOCFRB0vLYDS7awTLMh0gXoSzVkn4IckEn/+xJ6zs3pU+e58y9PosU0Vj47wTOPLxLvCuF3KdTKNUJdQTIVE0UV9AU0omEn6dkitXQJK1en/4P7qfsMjKqJJRrS3k5DoqKbZE6tETvZQeWFDOVCtaEqmS4T/fUx8MmUVqokPjlHMmeiRV28MrfJeGeQaNDL2K/3UFyocvq7q8ycW8HlUBg+0klpocjcQpZjbx/h4vfm8UcD1EQBp9OJcyZLTnNQypQZHozi9EikVsqkBTg8OqpQ6Y4EOXtpib7OMIYXHBUVT8hJtMvF4kSWkDCRtoUJO+CFl5fJpUvsDgVQNYgdiBEJ+FhcLTB9ZYnRsW7OXU4gY9Lp01idTMCglwM7Opi+tk4mUaX7UBwzUWfy8iL7bh9h5koS8hX6R/1UDQt9Ls/UapFyqU6w24+zVqdfyBz/h5tZu5oluNOJJEnoMwWe/LdL9MUj7PzZbWy+skFGrzFwrAenv8EQ2oXlxUsFpMsFqMCMoVCsFllZzKMX65SrJqpe4fB9uxl4rcbCd9aYfTGJJ+TCrZjouk5eV8mV0vT43Rz7wAGqmTKzX5wneKQfvd+J5LBwaTKybOCLNSfiWg0F1YufXkFeq9C/w808Ga6vJNic0lAcbmIDAeK9bh77/hSGJCFLCv6wm3KuhjviomcgyIXTSxSqFQbH+8guplhbSxPu9NMRd1OtwGC4QrbmQCpA0Ftnc2Odjr4ehnd38eQ3pvEpFn6nC4/DQlcMwkLFU6izMZchqAn2/vMxUOwat62bn+0y7fiblr+8MThrPyiEwHw2w9UnE2ipBKM7hqj0abxyepMOr8aFawkkSbD9li56AjL+O+JYrkZiRhICXi2gvpynupLB+eAAj37uEp3dMdKZPPHlBQ4//HPIZls2wD4SqxsgNYruzYqF5JAQCthDC5WXXsT7R3+I+uqrN/ragUHKwR089/r30RsYQZss4dgoU8LEf7CXgGlSDsvk50rUe5ykJpIYKYt8wEH/QJDKZomB3V3UEyUunZlnM5Hhtr4IVllQm1gjfazO8PP/gvfqUwCYkQjZf/kc9eNHsacrb1U/sVp7l821m1u6LO170LjehUKWkZHh/6vD8b/taJfp0pJLBm4smbG2rg22APAWMGmzI1b7uS1Ao4XosWtDRLv1jnYaB0RDb8GsQ7NOo62Hbp9sc3aFXavR+hJbDMlCWm1r+r/41v/O3NUs/bpgd/EJ/EvPIJtVOr7034nzN2QefaD12oIWb+ltXN39s2RzFiUZumtQOZukZtUY7vagqU7qDoniDg+heyNUvjRNeVOnr1bn6vUst9zZx5Of+wHpZIpE0SBfNwmbGp64j3qyjM8Q1J0aRsXFUmKDbsskkzUQ4QD+vWHSiQxeT4zUc5ukHSbh4U4cfQJcCtJmjvOpKnnDpPBvkzgCbhYX83R6NRJpnZ6wl0jvAToH3YwhU90okalZ1AcceHYGmPveGqnzBYqFMjv2dlJVFJbPZqmZM1g9AeYeXqJDc4BDxSGV6OqLoNQFfUNe9jgjZM8skddz1IciBBMSVo9M8HUxvvXVc9yjh1n60iz9bx1GQiDJoPY4G7ZhWix/b5lEJECt5uDSZycZ2Buj4AuQZYXi/DrDg/2kyyrFRJFt404iVhAyFfRuiVqXl+p2jbquU63omLKJwycjiVa/Em5Dxdwfw6obmAYsTuXwFIoEtneQfSpF+HWdaB1OnHd0k/7aLBGhcbjLizescPbaBh1T3VSXqxSyFSRVpWyYpDcqaBEvASEx/XySiiYz2uUlOaVTTdcZDvuJDno4++Iq3p4AoRNBrvzjVfr6o4TCKg7ZQvW7GPPF8Zp+fD6F1HSOfLVGULgZ2d/N8vklahNJyrKKs2yycyBCj8+DqUlk5yvkOnSKV3Nk8oKFVBWXz0HAKRN1ahQDRXp2dqMKiXpZZ8CnMbwtwlMXJqlUYH0iQzykEQq5GPipER7/xFXWEjlqpSq+WAjfkJv6QoXA9i5yz63h2xNELpsY6TrXH15hcSLFhRevMhz3YvkgcTVDeanCnneNgtJIk1mWhWuXm4oDNp9KUExKbN/rR9QNPBEvm9fzTKQlpqdW6J3tY3Uij+R3oKgK6WKWns4Qnbt8bGy4GA+qpF7eIHW9jFF34JovURQy/jENvWqyOF+gK+/G2yHjdMkYwqLnnjCe0wUKyxlG+nrxDviYlvJcv5wnMV/FTSfbRztZXM8iyQoygmq1hpUVrC8X0IIa4c4oRroGEmhulexGnrHdcdaupZlbKeLpyaF5Y9S8Bjt29yKVwnin0+za2Ulio4hPU3HUy+jJEoYM2v4omkcloMkUn0jguber5b9a4oZ2ith2k834tqloZLvOlg9FNNSfq10yO3vcXE0JjHyJmuakvzeClavgkyzWqzrGeh3dZbLw7VlWciWO/sJOLMvCCAtE3IEnqWItFnB1BlicTdPR4eT5TQn9pg9x86nf/pGtQn35JfQTJ0FYyE6BkakjB+WmkIuJfuw4mUceAwvka1cIvPtdyIsLyPNzeOfneM35hzH9fozuQQoP/jqVrsNUvQo1w0L/ygzz+QR7b9qOuyRY1fOkL1eJGhLbBwNYG0WUxRzjVRjy+ynPZvDe34kr9R36PvXF1jlW77qbwsc/gRkOgzDaNTJbAmT7YtpBamsPsfcsG6A02f0f5/GTDzhaqK6Zz4Ab1EVtlcO21HQbRbRun53uQGx5nbllFlx7UVlbQIjNYtiKhi2OopnnbOf5m4OrtjAwFltZjTa6sT+//O73on35SwAc/+oH2Nu1i6XOX2LtyId4YmaGo9VH6Tj7RWSrTui5h1qXw1vZ4Fu3fIquLi9XqxHSk+v0xEN0xjQCNYNzr0yx5+AYlbUKWVcNz/FeZl5aZ/1KlvFQkIRzk6ODO5EVCIZiCEUQDXopb1hcXt+gq0unYlh4qVO0LLqdVWqVEsWSoLujF/exTj762Sf4xQ/cTu5sEn0uTb1qcTVZxmPU6P7F7Yz98ijl/zZBySsh1SxWE0XSZp39sShdcUBRiHXLWFenmaot0797J9pNIcShMA5dovKZJCupDYrCx96Tg6xrMspSiamza1SvFpi+/jSHbn4AajoOPPT2xpAW1zEvrHN6dYVtJw/huqoTdAaQ3+zGiCrUA4LB3TFkVSKwLci5v7mE6axz9DcPNlNxFvK5MlJvlAsvn2age5DltETpyTXcUR/HHxzD55HJvpIlNugimjNxJWoo+zWkEx7UHhddJQslpmJhUS2YSAkd4+ENpDE/0l4fpgyyInCEZcobVa48u47HJ7GGzMrMBPHlLny3dCG5wdmhInU5uX59k36HYC1fpa83zBNfnqGSK9Lh0cDnIL9coL5aoRyX6PdqXJtKcPyObk6/tMLGbJqbjwzQuSuOGneRyIDbqSKldCSXA6lmIddAdisUVwvsGY6xvFiibirMJ4sEe10opkFiLkFHT5DVjRIVp8L2fVGqFcHFuRTxqAdNU3n86z/g1ltvZWe/i6WCRMjtJBRzEvK4qVRrTJxeJuLRcDg9pIpVIhfydPg8RMc0UqkSuVSB/n19WCsG1eUse+8dwy3D9LlNHEYRh5B49fo6ZnCAgWGDS5+eoiQ7yG3qHOkboDbWwfRTG+z9hwOEj8TILhUwSo0NUgqarZpzbcRNoBik9o0NXOUA+7ZFSObqPLecYjDipbJZ4amHZukYDOBIGxTroC3LDN0cRbrZQ48UpjZXZurvJrmSqRAJuXGYJu7VLL7DYxSrEOpyUNMNKmVwuhpzXwK9GnXAO+xi7dF13CGZLrebi6TIprJ4QxGcbovdqkRtW5AzzyzgcajkirNYjm6y6zoD23u5PjNLpVTF7XDgV1QUw2D/bd08//UC89N5Dh1WUSQ3xYxCMFskb9WZz5S5/MoL/NQtd7Fc0lEVmU2vQqTLSWHGZNsDA1z9/ARH7uimkNLxdG7dVhqdKUISbU0O7HERWw/R/ssCbdgLsoN40UKUa3hqEjNry5TLKuuZMpv5Ei9ctIhcFqSXEqTzdfYcH8a1R0PpdSFfLKGna/DEKoPHupiYyZO4nkdWZJQ77mL92n46EuduOANjcAg7qEO2kDQJFg0YUBonZhsBFuaOnaRePoNy5QKOb3wLz8f+DgApl0PKXSD0Fz9PwOvFCoUxgyGUHScY2tWHCBkYRg/atSKdkwuEeqIsPDxJyOtkeTmDzzSouhzExicJ/+lPtyZ3m9Eohb/+KNXX3k8rDLaFZER7d7mBBxeAKYOoNwPm9pNtte0fb9XoTz7goJnRaull0KTx2nNOQLSKNG/MgYnmzbILnWx1jDbjIW19X3M+S2vOwNa7LNrd/tBsEzMFpg14moWjNgQVN1gNtBOfjU+pD4wz6zvGUL4x/Me9epmx1V+nMtXDhb1/x9nxX+CCuJ+fqXyHvkv/dsP12HHPUc7N5ene4aT8bBXTY+A0q1TTNbp7OlGcTjJ73Djv9iBCCu6SRN/BGK5tIbaduJPn/2UW99VVPMEgR3YEGXlwP2RN8l9dIpWW6KhLrJoWzh4vew5vR8zkMEJOfG/sRhr3cvP5XVS/u8h3FlZ48Lb9XHlpBXmxzNB4F6ufW2X8A6Mc/GON9YcSFAo1SpJEqZAmVivQsa2LQsHCXUxzNpPk+PH9qG+MI9wCSxFIkmDbfxhl8gNpdE+OF+fPc3L0AMuGwWBPmNmFOfRKHDeLaCsSO+7eibtQpaw7kXwORjp78aQL6Hf2Ih/0QEhFtkAWMsb31rj8ZImiJFPLqQRLdZJfniHythHMrMHkxRSPX17kxIFxtEAIh0smtV7k8nSGsVKduZUct989xFpJJ57NIL1nBNMnI1yiMcjP1UixWZZFOVsneamMfjGPvlih/s9X2P3BA5hhFTSLSqlOxjRwWDIej5tiHpbLJiMVgSwkSlWTjUSFgpEj5Qsx1B0nVayxWS1z7N4hHNUawdUi1/I1lKDM9YuL7HrTPmSPwbXlGr0xP846SA4FwzRx+HQO7POzvFZnYbaCy6dSIoM8kWdotI/LyTKuiJPBAxqlnMFt98Vx9rpwaILoisApqXT3+jAzUBx2ozolqppCJCzT61eJlw9x/lqOI0N+Bh0WpQNxsgWDclWnc2eIS9USR+4Ncfl8gd6KE0dQxZ0VnJ9IsW08ysSVTaolE2uxyE3H+8hagqWZIqG6yvTVAideu4tQvsKp08sUlQ7WZ/LE+yL0h324rTLTaY1tPzuEZZgYNYvwriBCgF6SqCyAo5dGJ5gEvp0+rHSNmRcS9A74kFSVa8sXqOdCHN69G3ePn6tXNpifn+bYeDe7fm47hUKO/FeW6f2pMSxDY8ebRukfkPG4HSgJnWv/cp2lj08y6DCQ3tqHhYXmkdvFlcJC7XNidgniXT1YszX0CynGdvo5dbqGu6vE8pUCu+tOJqfWCXa5cLidVNeiKLpEuMuPKtWp5cq4HSrFYpV4wEs6qZPOJhnaFye66mNx/hLx3l0UczpXLqwwuD9OLVnibbv2Uw47SC0U0RwW4UiIeI+fBRJceGiR8nKe0kQV75iD8qUkZq6G50R3Q++oFdBtDaDElujMav1pmS29ZESfg2Ktip6t0Hs9x/BgiPMX0zg8KiM9PWxkS6yuZnn979zM1T9/HPeQg9JCiep8maBfwbU9gphMM1SGU+Uaoz0B/LpCJVtFcbpu8ImlX/oVzK7Olq81jYYei3A1BQpam3u7Fg9ZQt+9n/qu/VTe+37kqQkwDFyf+iTOJx9HKhSgUEBeXEC9eB5v87uCQPXEbfS/4xhS8AX0ngqKYTDasYmSWEOem8bx5cuNU3E6Kf3eH1D+lV9pGKAlkJot96KVumrDDGvrXtEi46VmKL0lsLY7J/nxHj/5gKNVDdokj1p/NYs17QYUy36xRVud1GpTVjaGtMzG7BQEsgDTTnuItrCXXRCKJbWrsrFhzJbPtGiYQov2EI3hU61TsQe1tV9vZ+W07/47sSbY2Hpo+WVee/m/8C3/X3A4EOZh5S3ceqSX2Mw38dVTXD/8H6jM53j5uQkclskvveUAXstAzpp89+oUx7f1UVlIo31wF5bLpD5dwrFZI/KGbpAEUSEY/leJadXJkNPD8xc2UYPrHDjWy2vvPcrc2RSFjRyeuJ/bbu8k9eIsumUQvX8AfaeHC395mdGDHSx+eZLEZI2HxRT337ad9VQFZ9EgDXzy3afYvr+DPceGiDorbPzbBINrKQZu282Vs6scHIpRcPq58/gRjHf2oqsms399no7X9uPdHkbEJPrzRa5IbrSsh+uZMjkBA/tihB0Suzs6KBgZInt6GfQ7ycylKYXcuBxOVpYyOD6wAyVbYOUPnmTgv96N2aNSvFJkaWKGg2+5DYfk4dRjswhTUHgyzd5YguuTm7z81Aa3Hehnrlhkt3BS3CwiAgpvv3UIrWIiBz1wNU3o98YopoM4o4qtSUULhDZMCX+3SnHOIp3XiXWF0G7vxPlYEeMtIXAIFEWi7nCwUKwzdijK5Mt5dg138oUPvYhmGPT2Bujr9rNmFphaWCcUDbPr1i4e+6tTRFfzpESNjg4XvVEvoZCb0NFhqrpFJBRlaWaO4RPdiICXqtvBQhU6LpXp7hH4QjrSpkwx6iO9AqFONz7d4o01i+LLCQIrGgtzC+wY387mSxtcq5XodzjwWwoOr4xRtnCkaijlEocsgavipLBaIx6JcZdRJlGDPsMk++ICLsmBIUvEFImhlIH2Yo2bjgeQfRr6tTTWo6c5Waow8Joebn7gEK5Nnc2sjj/ioV4X9Mcg1OdnWOuk62CAK6fSdDlMLj82g8ut4o440YY8PPSZ89x10z60iAaSwFE3Wfn9V5m/usn4L+9EXy8ReGAYV1xBSCbCoRC4NU5xrUrpSpKymuYPf+X1PPL0OnnVwfknLqA5gxwZHOPQ3T08+j+e5ZFnr/AHv/hAY9R7REdze3jlM1MkE3mO7ewgOhBAuSVKWMiUvDIr1+o4DAtXv4yQJcxmZ5usWkgdDog46VUU+ueDnNzl5+OPLVCulsl5Xfi9AaqJGguXkuwajJIxoKfbyzPfvIgsybjjbro63SyvpFFqVfK5Ih6vi4jXTWndz+LmNB1d3Xh2dbBRqhOOufnuSo6BS2sM9kfxqA4yq3mWn0kwN5/lltePsrSY4dwnz3Hb35xkOWnyg784g7r5KK/7xP2EDobbE7mbU7rbbLPVGmiPaMMSmsWlT62t8hY5TG5pk8eePE/3oZu47627eOr5OeZeXqfH7WJA8tH1jTcge2QqMzU2LuYIvXsA1hKouknl3Dq7BkMsnd9AL5cZ2OeioJtEtvjN+byPKM3FaElYuoVQYfFPXqDjNbtwPBj4oU2lUdrRUFGwMPv6MPr6QFjo99wLG2uo164hCiXUMy8jX7qElM+jXL2KKBVxvvA0zhee/l9uXdW3vZ38R/4KPG6E2a4tbO9O5hbQYWOidloeZCxhIJp7Bq1A2N6rtjD9P6bj/4Ci0Rm8vkYxzA0pCtrzTNpzGJqHJRrjlO3J22x9vvE+07RaEuQNevCHOEKrjYzb86lsdCkhpAbyMc2G1QobiAgLCwPJUhozNyQLDAuraoFpUq+aKH4V1+c+je/3fvf/8fcbgQhf63gfmY47OXa4C8mtsLBSIJ0u4+v2UswZeMslXndLP+WXV6iFPZjVOkuLSbr+7giyv/H9WAJLN6ilDCq6gTem4nCovHrPt3Fti+PqiuBwKzh3hogNeCBZ5aEvXuQtf3US/a+vYbpUjJvCGCf9VBMW6YkqgTHw+Jxc+N3zvJJMMD7moG5EEIqTrogftyVxvZLHI9cpGRbHjndjzZURmoZ7NYvb5eTs1CrbP7Sfet1AlgWFLy0QDYaoJ2vobwry/F++yDPPzmMYQXYfGWTX9i46jgcJD6tc+th1ckadXQJCER9LGyW8ikzkZweodEoIIVFdKLP0e6+wVtHxvn2EA28f5vQ/TLI5V+bylWlGd/bTGZGZmdXp741wfWAUPOAAAQAASURBVDZJslJFUgXFlRy3vm6Mm+7pwvlyDiNVYTNfwvOzQ6jdMvWKQHXLrRReY0KwwLKajsGUQIbctSJzX1zFF3dxbSZNT3+Mk3tD5I7LFDd0Tv/FJIGwRdLUkXWFsSMDbC5kKKRqzGSzWHWBW3MQ8WucOBbn3749wU27OogeCZM4n2P8RAcvPbtOIlFGVQxiIT+joz4CfRa+aZPilSSGMPB4nAi3AyNbYCFlMDLoByGTzxVx6qApCulcgZVCGq1kMj62DUuTmMqXyAQVBhJVlIJBvkOj++dHqf3dFVSXg7plUBIKpbDGy6kyxkYRPSZz/KYw6oU6YUnB4ZQQVQvJMihRYyNvMhRwkpTAPBLA7ZPJXEjj2uvF9AsUxcn8NxL0vCaMI+Yi+2SCpac3UEIKS1NldKPK3vu3s35+mUiPB2HBN743SdCtUivW6bDqDP78bl7+1HlGBztwWBKzM5t0Fyvc9rX7qM1KiBEd2dOo+F/6pxliecgHHJQtiS8/dY5gPMKJe0ZIL+ioq2mmnp2lolf4+W+/EV21KE3mufSPc2TVEjv6QiRqFQ7fNso3/vUaP/3xmyinShSfSPHqi6t0DkTwlKp0/cchpKDa9Fn2OGFB/qlNArM6FRk+f/0Ct95/gomX1iioJitTRcplk33HBsjXCpx+dhG3QyXa66fvYCcbq2Xyq3mQJDYzJR64YxsvPzNN/1iUWiWPKUukJvNkcwVO3LMLTZQ59b0Z7r53hLBwoGfqnH5lnh6vi9W4IL9W5Bf/7gSrr2ZY+vYGTgnmrsxw7z/fhRZytJ3TVrLWam6gUkN52ZbabzzfqAPRPrHG0sY6IpWn47V7WV6vM3dlnR1v6mX6hU0KxTSBZZm1XIVyVefWPR187Nxpbhno5bgVIGrJ1E5G+LcvTLB3JEKmWMOYO8NN1z5GvNquhcv882fRH3ygMbW5eZ7lU1W0Y26EukWpmhZ6av27lU7Hjl1Fc5Nv3ipTaipWW6iP/gDnt76FPD0FsoLR2QmKgqUoWPEOzK5O9AOHMI8cbg4WFA2Wwh5pQXO/kZrpqmZ9hv39AjCb+43dGiEJ0Zzc3G5fBpN8Ic/Itv/bpfL/+mgDjjl8Pj+ItswrgDCl5qTLdm2EoFHcaTYZh0YFsC3QteWwtejtDAhNumqrZLKNP4QtLtQ2lRbgsRpDkWgak82UbIWdVg2ql3LkP/YKysUXcFcW8b5+G9Lb7sf1n38d9eJ5AAynB7la/JHrcDF+Lw8PvZNU0UlXX4idkQDpusERjwlRH4HlPEWXAx2TsCzg10eoR1RMTMwKmNkahUfX0Ks1/K/rRXKpqB6Zqz//LKcS69y5b5ywy43pUOiMu1C6HFSFIP/SOgvrC+x+w15qN0WZey5BV9SPq1tG6lSxTAsVhbWX8pz/6jSpVJWssKiLMnsG+lhdzuAy6wRCHvYdjePMp1ALTlS/h8ddRU7e3k3ifJalU+v03RKi++5eVj41j7+ksnw9gaFZZAMuLi+nOXi4C7fLibcms7SQ4egJH4984RGqFYnjh04S1mv43z1EbciJYUG9YvDH+7/A0T0D7N3TjSLqRN7aw+ZDy0xsWgR2dfLKo+fo6u6iJ66RmU2T2Cxw+LZh/LrB9XSV2xSLmfQa4w/uwzgewGrqPJSv6XzmA9/j3R+/F29MRXJLzYF80FA5a9KlwqJ4pcgT/7/nUYMefJ3d+HwOoqtl1osJYkdGWNF0nv/OPCd8KmIgTF/Ixae/P8GOY/2IvIGzaqDIgl274yTTRQb3BZlYqOIxLQa8Kn4MjJUS6c0KYU3Gp2pMZUv4nDpmT4DCzBr1cp2Bzm4k02SznEHrCOL4qX5K62V+8K8TDMY1jsSDpAtpAh4/qlCwjDpa3I9R1akbJkUBqmHh9qrUc1UsJBSfAqZgIW/gDToJZLKoHjeWZVF1ymiWoF43SQsFr0+QTCYIlD24qyaSrlMuV9EMhVqni2VqPPTtS8yncvzxF9+EElBJLKSJ9PoRz2d59d8nqLidHL6ln2xUkJ7T6erykV4u8MwTs5z4mTHMTZPuoIPvPrFAVyxAPF/DcEhMzm+yvyeMMbPJ0D8fITFV4LE/fZG3/+vdCNlCkiSUb28gVnTWdhpMT7uZOTdPMpmnf6iDmbkEx0IBjn94D6Zu8cqvPo+6o4OlTBVhpAh2BYnn6szOr7J3oIfYf9pN7lMzrKSr9Ac19FqV2NEBss/M4//TfaBajU25lY6QWDtVIHphk7mZJR7K1ImO9ZCcT7G4MEdPfw8+j5PFZBlFllF0BWfEgyugofplgjEP116cJxINkF/JUhUmkYEQflNnYb5AMOqGvE5swEdyNk24z08s7idqgpHWCXY5MYVAjTiJ9GoUTi0TuaWLi99YJaTJ6DMbDHx4N2pAa8fizcJ3YTV2SXsezo/U0AmwTMHiZJnBR1JcfeUio68/yuWFMlfPz3HoTcN867PnSBYXOLzzBAP5CkUqrDoLvO337qFq6Pi/vomynue5aynMgQDx4QAirqEUdUpn15g5v8j9S7+LX0+iS07Wzl1F6wxiD/sUQmLhiQ16b4+2y0xa4lq2rkhzrpZlcwsNoQUhaLHeDSFHqeHvWwKSNpHdZLG31GQ0CO3G60UTXIrWXtJ8iWQhTLnNprcEHuzr2GSTRDOtYrb3IVv2P1/MsW3b/+1S+d97tOR2Ww9gF2xatmG0brLYmllptLTSNrJGb7lJa2y8sA1lK961v8PYkk+zra/NhNiI2UbEreylZT8rUTs9TfBdb6evNNv+PZ8CPvWXN/zE/xnYANiz8QNER5wve9+IbMJ6qcK2pTWuhf1E5hO4dvWzvFGh02vA+7ZhRFVM08I0LSibzH1iDk1TmZnIIJ7LIg+HOPGuEYb/4Bae+s0nyKsakaCbbDaHL28QONLF6mM5NmazHHnbIUqHA0z+6yKrLyXwPzDMyifnGfvIfoRXwtAN/HGJrriLmiIT02ROnZ7Cc9N23DNJgsMBerpdeOt1ri9sMjLSjfNtMW6TYzz2Sy/i8znwRT2sTldw+zcJaQ7OTG3SuTOCI+wj7jIIex3UUha+iMHgmI+lzSz5i2kePHkHUlmn1OekNOyjOuxsuTpFFrz71nEu6RkyG+tcS5Y5uRwl5HEiknn8RoH77t3FwpUUMytZtu2K4lrTWJtI03c0zm6fjOSSiXTGqB3yUa/pqLKMEAKDMj39XVz/1AI7tofQDnigU0aOOFqWY+oGikNGL+nEI3FcPSEWVvL03Bkn+WiFKSvM7NlNXIrEeEcY3/Y4/SNuNhNlbt7excjhMLmrVSpGFZcqUavWUYTF2cdXuf11vXgyOpVLaeRCHc2jUlEl6n4NXVHoTVVRuqOUDIuKS6EqValHXRgxlW5fHIk6uXN5wuUyD762C+WOTkxLEJR7EAKqhg5Coi7kRp2UaeKSGkR52WrYt2lCrTnbJGpZWJZJFQ8VIVAkBcMwKIiGU9RoRGuO72VQnSYi7CGzkeX6IxMc3L4Hab2EN5flV3cNU84UWfyb68TfOsjScwk8r1dxHfdxwBzBdaiT6Q89Td4dY+DXBkivVshfL3F0Tyf6+Ryu/WEunFon6PUgsiWcmpOJpTRYFoGgxGxPALNgEggp3LKzk83zGYI7/aguE/ONXYhvrDDxhRe546472eWWyStuNrr9qJpCpCfM4uUs2rxJZrSTerFGKKzS0T1CJVthM5niyPZBQr+7m43n8sw4BXlHndGfGeby16Zw79UIvW4/0w+tMHB/vLVrW80otfMWD7VyhcHgCG+Z32DD5+D5ep39R/ZQzFSYS11hMLIDXXUgvAbZ5QqaMFldLJMJuXEJhVyhhOJUUYw61bxOybSIdbhBldm2O8Lq6SUquoHP42QgIOOqy8xnSlxeTDM00MmVp6YZioapmQb6xSS5QokOy43olpBkiRZ7b7Fl5IMASSBaftLeJGkFaQKL/m0uxKMSsuIkdXmeYDROtV5m+ZkVDnZ3Enb3UpYs6k4fhZUSoaJO/moe/50hlDE35YUsY10aqZibVy4tocmQS1YYrKtEHRq8+Z3w5Y+hmlVc7/l5rO9/tcWGm5ZF7+2xhm+w00BNR9GuPGnvLfZoC/sf1hbqwRL2HB/R8vui9br2HmUDMYTVnK3VLuWxeXo7+9MowG2yKTccdnqouTfZU5HtLxUgTHHDgMMfx/F/AOCwWjeqZRbNC25tfZotLa/2Xy2BFJpzVtpdIljCToRsyTu20XlbMr35mNiC3RtWteWd7e+1mrSJrTgY+re/xdMEG3XZRd7Th1ZJ4qrdKPj1vzpSOZPOXg/9ETfLmyUi9+/m2jevEO0JoHT72RVxY9wZRB9yNYeOSchCorJUYxWTlfOz+OIStboHx3qO5z49zdCIk1jYx1qqhKFITF29iGt4gPQnizg7A+x76zbMe+NUX9rEtVxh/+4OvANeHl2cYfTCGMRURL9KLV9jpZynXpDJm4Ku0ACzF1bp7A0Q8yt0mwbJ80lGt/fjfGM3NYdF9uFFrm3kef3QMFO1GqXJEkvPreMLasyX6gSDTl6ZWGVfNETM5yRXyOPq8WPJBjf7nOQyJWouBe1QCPmwD4/UVGSxCS8JOm7toT4VBKlMT5eXheeWSAQ9BPsCXH15HVdPCMPQOTIYJBJWCVScuG4Ok9jIE393H4nrefzdbipVE9MwcLgVhBBc/tgE+3f3ouSqZGaSbLwwTdeRbqIPdqEEFIw61Et1ZCEjClByKcxlCrglmHp8g7V8idiYl05XgLmpFFIiz/piArUcQAQVyrrJiw+tsPt4D94CDAccGMKkUBLs9rkxvzpLIaaRdqhkawYxj0IyW8brd2GZBopTZe7SMrHXjdC9fQgjX6agGDiPBSj6HEiyQDKhghcsqDeHY1hmc2KrAEwLQ9QxsbVk7CJosWUZNoBGK2fZbOvTjVpjLVrttWlgob22G11YVE1Q8xo7lb0UNBdV6mTTFTxX6jDkY6wksfTdFXZYJoWvLeDcE0QNezCvpBl47Q6Wr5UoPLpJ191dRE4IHvvuHM6ajOvpOjVTZ2efjx88u0LZ68Qv13GG3awvpynJGvmnN6n1aFxbzrI7E8Eq+TAsC9x1eCDObcG7KU7lyBzsYXY+TzVRZjNbJRBIcPmjK/SOdFCVFOZzWXZ7NZauZpHCAcaORgj+9CCSZWG9uEZtOc3iyhqnv+5gZFscLaCQfWIJx0qW5eeg56Y4ZkM/v6kgaeG8J0Lp2SSdhRC9fg/s62JZNzEqdba7D5GmilrWkdQ63aEApmSi13Uym3ncHhcDHX7mJlPE4h6K5RoF3URzKBTTBeav6dz9U3v40mefZjXhQ3XKDHb7cceddDmDJEo1YnujbL6SYGhHN7XFCtGgi1LdpP/9u5E9jpanbPnY5nrjhg1aaplIS3OgaRulY0FGN7op6SXWU1ncviCax81aushGqYJD0XHWVLSqTMUMkHdZ+J2Cyt1Rqi8mWZ9dJ+ZSOXl0gDOXlompKopR4qbJ/4DreqblK6PnniDz8HfRX/u6tliZgFaA2Qoc2+xEw7k3QEJr+xaN+4Nk1+A1OZwmLrBT8JYltYBIa/YMN2wU7X/bozFa4MQGPM3PMmldXwGt+sHG0rLFJJvv/NE2oR/L8ZMPOJo3zmYnmjEkggYVJaxGQVarb3wLJWW1bjBtpsJGiTRpqS1It0UFsgXEYOdc2TLMaCtt2F54Fm1jsT9Fluqtn5IeuQ/zF/+Q2cfWyTtS3PS9X0CptyXK/2fHqZGfZXX0Qcb7IiiyxK09XjYWUty5PcBaXWVjfoOOo12Yw65mzYYFhgmyhQwMeB3M1Eo4PW5cNYXlhTTL+QqlGRj0usjUDAqlCvt3DLG5sEqIOLGeKGdemWZ9corXPLiHnjd0YpzLU3x8jajHxcbDy/hDbsRuL68+tsjqSomw14cTkx39EbyKxM7DMcrXkpiZCsHtQZTXxTGdcgMQ1QXje7tZLusYJsS3hXAMBllYyBK3ZKZXiwRlGWdIQldM+rYFqCWqLFxfpj/qQRIO5AM+ql1ukO0IRJD4wiRuScH39iEib+tBfTnL/Eya0nSWTLLA5rkM+27uQwm7yc2kuW9fB6Jq4gs4sAY0iqM+rKsWy5drzH32God+dS9Oy0AZd7fsI+xzI1VqZA2LoM/JpYt5ks9uMF6oEr53AJdXxjAEM4+t4pGcxE/EmX98HqtkEu92Us6Y3LyrC8spk0tmSWagmNZ5buMy42Pb2LbNx0YqSTRTJC5ktJkcQpHwYVJUFHRZobReoI5ELl0i1tfDyLE+hAXlFRPjkIacdeG8K0jVAsv04hR2vFTHNLaOO7PtuWGrlmhKPgmTlutt6btjJ5bbDJ+11Tk2FqfVzHO3QsatbKDVcJqmX4bXdaMKcEggJ0OYXWmsmAsjB+aL67jK4LZk8hcquEIytZUsOECa28A73ov63CYVYbFrTyfBXjcr57LEnGEwDI7vipNazrNnKEphyI+eqvH0N88w4t6Jo1cjsXiN1IJG0OtB3hto+A7ZpHjMy9f/+Xnuv/MgimkiNBVPukR+Pk/Z5yYYcFEwBTu0CKqloFkV+m6JEj8WAdmi+HCCly5OsVisE414mT81R9eOEFLOIvV0io5buph9fhVOdrSZ0ub1tRBoJ0JUvGDkFULzNayIi5IELp8Tr89JxaixcjmDM2JRrOpYDh1vQMYdcrOtL8LSfKYhMIeg6pCp6YLYQIz8cpZTT86Qt3SClTLpdZlSokJIk1kvV1iY38RvQbiq84MnJtAcDvxuJ7t6g426hRtSzW0v1y6YFm01UtodGNYWG3Hs0Sh9sUTN0umNB1lJVcmtZBje38XEhTUk2UOhkCcS9RGICGKDbqSUiRWQqe30EUv4cKsyS8kk89NJykub3NlXxmVmfsRnilIRe4KsaAJoIdlpdGsrEdNaCVtlDFrsuXSjL2+uhDaDjmiCDdr2vgUIbE2hbP2m9tFmUBrzt+xX3sCXNK/j1vVI6/EbPu7HcPzEA47Wxd6i69/c/VtpjK0gsuHr7Gyj2US5bUDRWCPNeo3mIsG0mjVcVtvwrLYjaBuLsL9gi33Z3S9Wqzfaxi6OImTcbyIufxPJqBKb+AbGX79MRbuZp8oHOdf3D9wbm6X3ymfxFWb/p7//VOQOtqsu/MJkuW4yVpehWMEIBQnIJv5DIcxDPpDArJgU1+s4wxIOr4zVKVibzlDO68jrBsFYmeNvGMDjiXH2W9fYFpBZSBQZN012esIUwyb+N41S6PbT2W/g1yTUPjdKv5t6n4YjW+feyAHM436KP0iSnNSZW8iREwYexSLsUuns8ZFZncWb9SHVQIloiAd6MKMq1bSOy60SeG0/289Pc2k9x2rdIOsESTfZPxrh6kqGXb1+zk1l6I+7WHphhnhPEKfTjSHLiPtjyEJn9ZkEIq8T/8A4QkB9GTZfzDORLbMrbTH8rgHmXk1wbS6DKJuougPZMFi/lGTX7g56vBqesAPnST+pyQxS0cm1T1wjul4l/Lv7GfupIVZOpUkvZYi6LWJv6MY17qdzXwcXzq6RzJZwBCxCIZlK0aDm83LqM6e46xfu5vxXrnP5pQ0GR4P0749zZH8vrzwyRU1W6QtpZF7ewD3gZ3tXANHlQw45efp0FadDZYcsGPX48WTqLGZzpKs19naGcDplhIBN1SD2vjEsvUbMqCNiLuohB5YioRQEIiwRJ0DdMppFfPY6asZWTWAs2SOVrXZngS32T2ultB1di8kVEjeUjdnssbDsmmk7xMVqrQU7Udn4TtFkHi0LTMPEEZCwbooiITAsQbRHgaqBJWSUgsXcFy4SFW4Up4Y06kerWxgTOVwujR4XyH4HaVUmcJufp76/xq2H4wwMRVhM5PGEHXTsDbL0xSpXVtOMfCNPr9ZBdUMhqecImyruAx4sl4VwmOz+pZ0Ew352PVVmuloj1OdhMBinOp0m7FQolOusziRRKxXuvHeEyEgAAEmWSb+8jun2cbLfjSU0/Pf78Ea8pL62gDTsY+rbc8RH/ZhmYyRC48KKhh8TJkKRcB0IkZ8p4/M52Rb3UcjVKSlOqvIGasmDWjcY2RXm+VNTeJ0y6ZJBvpIkGw/i86j0bQ8w+8IGwilRr1RIGTXK+RobUwm6hnpwe1Q0zUG9aNKzP8bpp6fp9XoZ2RVAyteZf3ERs1oFr8rceo5IOUYQ9QYf2NZ4brK5Yss+uMXWbBArLEARqG/rx3poHYcTdu/vRvVLVFZ0worKSqpAVbIYf/M2KsU0p//yRcZv3UnkjXEc93eycmqFzoEAMalKn9tNIR4m5Q+w3nc7HYtPAVB+8M0Y+/ZRe+ObQDSFF0Vjxs1Wv2zv7FZzQbRt1twS1Lb+h1ZjgmXP2GpTC7bUu81CNEzc3gdEey1YTdH4LWujDUja39U6L/s0bWl5bNAuWiu0VXTyYzx+4gFHYyCr1UJ/NnXbABetUIutqMOOsCyU9sJu3my7uBSrUSjUHAvb+hwhRGs+TgPRiza9dsPdNQHZxp/2xzewvSSx+csvEcw+SuCVbyEZ1da75NVlBvgyv+H7Phf1N/NC+HWM3PF3DKcfI/bCP6EZ5Rt+/4FDgxQ26xSRUNcLGEWJiOaiFg3irefgzhi4Gl03z3/sAjteP4zP7UMgoYRUhn96gNL/KOGJBYhHvFy+dIG+2CCRWIBi2MGdw2F8loE7oaO+fTsbhkbxo2ewRqJs1OoMqmWKr2zg7HXiuClM/Q0RahsqU6+ewfT5Ob4zTj0s4QwGiGoOSucWMYSH4rqOcjRC0Vml9PAi4TcOoPpU6lZjdshCvYLqdtDlcJBLFthxKE4mWebYeAyXDBuracxpJ91xL868AAycb+tE3+ZEMVSUv8vj/Znt2MW+zz80iSWrDAz6ef6JZdbTOYykSkjxMHYowuTFy0hRB12dUUaqFTRVYLwhSl4CiwDugIMd210oWKidkLpo8sIjV7n/tjEml4uYkzr9QxauO/xYj89w0/5u5qfXqPgDFN0y6qgHT8LNx//sFB2Sg57+GFKtwrmvXWf/a4Z50/v2cf7RadK6RNktqGxmuPuXduCcKsFEjgfLXhS5ipLU8QbD1KQScZ8T1aiSP6KhHYpjGDpePYaIa1hoyNBi9iQhQcja4ldFy8FuzVU3bN1ogQ0bFBgVE0mTGk7TFC0feAPkFnbEarWWFLTcZ8up3rg10aKxb5DGhi0jCuwPMzGFQO7WmrNLLVTTIvLrO1FQEYpMpGaQ++trRIcjGDUTvSRwXisyVjaRN/KIxTw51cHSegG3Jdh8bp2ZVIHt4U5Oz2ToP9bPbR+9D6NukS/VECis/dsS0bd3Inlldt7SRzmhkyaPSBSRFB+vXE1z5/29XDxfZDaRYqQjRIdPIX16ldRGjcH3DlL7lzm8wx3c3h1h8dwasR0+ug7GKXhBORInUDOJ3BZFOGnMcbKsFk1u6wzZQNDb58Z5SxeT371Mb0eMK+Ur5HOdzD01iQhqbK6lCPvd4HHglMpIehbNo+L0u5g8u0l8W5TsWgatKmE4NHxBB96RONdfXaJ7eBDJA2GPycZsmv5IgGrZYPHlZcJhHyG3m/6QE5dTYX45x/Rn5tn3O2MoXpmtEgM0GSs7EGwEW1s32nZaGQRIFvKQD2dpGSVRY6DPy7WFKsWMTjqvo8oq4ZgTTIXr31kj8co64mKR3UduxTvsI+j1UF3KUrAUOseiSLUIqasJvhX9OX5x8SkAqu98J/rtd7YDQMCyjBYKbgeS3IiQWr/JnsxqNoFI8zfZgaTY8tvFFlZkSxGpvUbsFddWbG1/VQPoNNZYaw9qRdO2DMNWvQ2pNaqjFWz/f3T8xI+nt51R+xKLVtWvteVRRBt/2A9LmFuwaOOJ9uA3qUlnbb2EtvGY3Cj0ZbMoW5gSS2oWIbXjQvtszt31SYa+9TY6H//vuHLT/9PfJeez7E/+C2/RP8Lpl59g0nMf37/n0yzveh8Vhx9dcnAufgerCwXqTthU6pwYDbNZF/jvGiPgMtFvimNpjaJXIeD4r+4hMupr0IeWBRJEj0UIvqGD9FIOS3aC0Ji/UKDsUegfCNHhNTESZVJ3x3h1IoEjViP+s3upFRTWXk5w5jMXOT+1zLe/t8Dz//U8AC9/7hqir4MNTUI91MncZJXpK7Ooaynimptd/jDSOzo4/405Ln0jwexEnXN/NYW+WEZRJTKzErnNPJevXaOQyxKLu5h4aZVUsox3h4+OXomfCgnySyucnbiM/84eHL8xBDu9jdslCXqGI/jni42OpKRFh8tNpN9LJOrhnuOD9ARjnNvIUHVJFA2LsBrh/q4Qx8Ma6s+NUHxrH2e+ukQ9Z6FEHEz86xTyVAmnS0WWBJHb47z2F49iZirETJOV762gp03UkMzB3z/EtOqgFvCxXIeKJsGKxcKVGu96xx52dAXp8BtML6fp2B5jaFcXiaspHHWLkX0xdu/ycpvhwPvPMxQemae8kqZmWSiKxCYyeqHIQsxA/PYI3j/dg7glSs1vYoRURNyB3b/f2tpFy/U17V60KVqzRQa22r9b1Lht1hZITrkVbYNN8Amk1kOtMA5hSS1bb7hUO9cstbUazGYcZjtUaKwre59qrmnTsgM1o/16aK1tIck4Oj2ITgdWTMbqduD98z0U3hKnssNLslSnnC4wk1xFPJ1jaXOTrltj7HprFxOpFNfPrbL7TcOM7+rkLe85QLlqkP/MDNmnkxS/tcbaP10lfEeUzMs6GI0vlyMqjuMdxCIhbj/axU89MMjCtQJmqkBcN5A2i7w6nSa9pxtFUxFFnZV8gVNPvkQlVSOyzUvXe7rIP72MdL1AfQBquxUkr+DpD12i+G8bzH12oq3fAgjTRJhNJ6ZYuPa62HZimNGqxJvG9zPzzDXuesdB4t1xDAyicUGlVOeutw7gqrh56ntXyJgmiXSBVLpA3/Y4NQeEHQ7KOZ3pV5eYnnmB6QsLOK0C185cJ+TVEDE31YiJ5HVzdi7JrW8dRjkeJXBTEFMWzE9kGyJarcncUhtgNO1CWE3bafnXdiqApq0JBIZHJnuoE5es4vRZ+Lo1Shg4434euKmfXd0hHn50mmSmys2/eYJj37gX95CH8ufX8GwPsLKYpbOq46obFNdzWB6VlNLeA7wf+jCSJXHhW7Oc/v0z1JbLjXMyG2qvljBpjKMQ7foTaAI/G0TYNtpYPAKrAUBaLESb+WukVOzvb7KJVuO19jxxy2Y+aGg0mab9vVbTzpsg3mpDdcsGGzaXsTXItteH2QQgP2YE8BPPcCDZBkwLcVqioX1gmY1K+cbRvAFNkGiZDVS9Ja5iyz1ESI1OjpZEOaK9UOw2eatppNAUbGk41QZitVp90Xa/tG2QN0e+j9PIA1B0xnhx5+8Q8pt0XPo6Pckbxb78F17iN9VzLK9KbN7zbv5xucb7v/VBStNVzn7lOg4T4m43R2Me5KUsG1ae4UvLpFYSeH/hKJZlYegmlilQNQU7LgWwKiasGPgnJNaDbp58+jrCn6a3r49ezUnt+grfujzJvYf3Yigm4/v6+df/9hj9BKmlLG5xG6zGAwT0AvWVLFnFyXP/5Tz9R/p45pklFL/C+plFBkZ0dga7efrZFzi+9zCu9w6S+foKk2qNbH6JmwOjZEyLT/3ad7CsENFeNx3jvSSXU8grWTKJEhv5ed5++CjXvjPPI9/4On/4K+/CkFUG4qNUbg9gYWJWDFBkZFVQ/PVO1IoCmNRzOiurec6+ssDJA3FyIkjq1WV+9qf3NOpGMnXStRAspdB/Jo4z6qA2bXH45/tbdhH3uTj3+RkqChy9cwzn/T5KRVgWEmFZsFIu0z+XJaq5+cofPMvoUAf7XtPPifFBUi9kCXe6iN99kGKng/Wl69x88CDzpsW+g52sPjuP1+1i7K5e5IdX8HT7KZWrVC0HrnAAs1rHh8Hy1TmCH7+VklMiIkxqolGrZFrtVJ9kO8st0vxYMq2Jk3ZHl51rt/PvDRqkzci1BWqavtJqOz7RbNFrFdTZa8tq13c0Nxh7LYDdWmg1U5ZtJrEFVkyJzJUi/nENSW6s1VYaEulGpd6WkqXZXLZNjRMBwi1QXAriNSGqHuBiniuJCtv7nPzCcA/qF6cwtgd5ywcPUb5aYf7hZXru6eOJLzxHakkw/De3Uj2zybVH1uncHuXJPzvHHX9yCOPREsp9GkIIYgdipJdrbL6wQLHLz0wiw+Fj/XTeF2Fpsojz6Syr59J4t4WQ1kzmMoJMNki5WqH/dd08/bOPcjmT5+7OKD1/eAil203qc0scvXkUVwCGihaG0fjdtZyOoilIWmPQG0JgSSbijjAut5sL332B3/8vt6LoTko1P3K1RKFqEgv4ePrvr5Iq6xy6f5wrT84R0Bw4aiabyzkUJIbHgywUcvQ4/AhOEugOUdh0sPumvbx4bhmzqpMt14lVC5gVC3Mxy/CRCJkXk+imwdXJZW5L7cLpV9vBV/Pvhi80Gxuq1OzIoNFx0e68kEBq3EPJDdGTAQrTWRzLFYbGOwiUkySjLpaWC7x0fZ2Kx8GbfvcE6n4FwzKRqyDfGqLqFvQtFamsZfAULCJ39nD5qXn6tuyAyvmzOI+9k4Fbfh3j1i4cPW5MYSKma1jDapPIbgxTFLYNN4s1LGEhLHMLeSdogQisBjJuEjxScw9qFHUKJMlqTghuMhBNQC2a7KKEBUZz+2kC8MbQT4FsNeQdWgOGW0Fye6CGeUMHkLXlg37ck1T4P0GHYxavz4ctr2tv6m3EbbUcp2j9abX+simuFoKwcWRLv8Puj7YtTWqi1GbhkNhqmFBZKuDo8CCU9tAdy07BNFFo+ORR5NkZAGr7j5AwR5nu/GkGjg7jWllA/dx7CenrP/KbdaeXF+77c7673Em9oLN7qIOTh7qpZYrU5xNELItwTyc5uYTzD3djSE3EbkItW0NULdSoA0uyKE5XSH1+hZRX5uy1VcjoDPg1QpqHF5PLvNnhRIqGKSkyI3fGKe0MoOfruEc0JE1m4YNnSDq8eA24trJJV1eItFtn5myGd/7iQRZeTlOMqRjZEoc1wZmzSfbsjhJ5oIv1ryyxNpHCG9W4rGXIrQvuummU1EaFat1iJlVG0ySGAi6qXgd5HdZXMtwS0BClNOfTK9x+yzEuF3KM/VQvqk8FAZO/fQbnoT76Xh8Bt9yygdUvzXLq81P09IVZTBepuJ287r5hnv/3SUZ2ReiLaxiZEs7jPdR63IS3KRTTOpK7MQTLMmH9K8uUp3TOnFtgmwWjHzrEyifnyXgVOsMaF68lWbq2yr1/cjMaFmc+N8Gh2weIjbjRF3QKK0WcToXvXVriZCzEfL6IaRkcGYiyuZwnPZtld3cY3VnE977t8M01dMugnC2gPNiNeqIDq+moW+ZJExQIs+l07DlUUgsIN46G0xR2LYD5Q3Ru8wNNSSCaILu90W8RI7JZkCZ13oreRFPUqbmobuRTsBdZYy1YTfVfG9c0HWv7u9qdAqJZx2E1mQ+pYGL5mnoHwh6geON6NhEIYbavT/P7r/39BIf7YlQmE2iSRt0rqA66qA+7eeoLM6Qup+kejLMwu0ZZcaDWTHaMxrAKJUb6gqxNJBn5g+04Bjw3/K7aV+bJXl0jeucwn/3cJANBJ4asUCwb9Ho0lnMlfOkSo3t6KNYLjL5/nJlLa5z90jWMtMTxN4/Sf0cnlz41R9a/QndwDKVmsLKQYt9PD6L2uVn76wnqnWHiDwZwxd1IkoQsN1ItsiSjPJPnsUee46aBHUz1esiWdFamcqwtZUnrFr0DASqpCpvVKvpmFbdLweFy4g66sSyT5GqJ4IhCOS/h96kk14oM9vopTm3SHfIRGO/g4JvD6Lk62WdTnL+WYn0zT2W9iMfrYHl2kV/8zOsIDPob9kUTgzZVR9vCi239CrPVzWHbTCPuZ7mG8o0ElUQB15iP05NFpq8nuflEL5/68hm6hwO889duY/7718lvlIm4JD792Pd5+2+/l+TpVQ4VJKZLZa5Xyuy/bwdXn5nnjS98gGhxsnXXkvf+NOu/8ofETsZBWBSvFTCyEv5jnnZKfcs9Nq0tv8HcQglu/U3NtIbVXG7QtHOTG9eizfBZVjtTb4MEmwFs7Vs3ds3Y25tdE4XZeH1D5XWLRseWAtJcPs+2/zue/v/9YQOOqakZ/D5/y2RbrU7NaK5d3AY3UhgNJ4zUABPt6YZtvVL7aDfHbgUm0KqC2/LZ1z/8EoM/vwdHxNWq3t7KrtSv5tC+/03CH/nADb+npvo4f+CDpPUekiEXsZDM8KMfZDj38g2vS3cf5kOB36BnIABFuONAF2NumZlzU3hjfjTFhfpHO6m72ovGytVY/eoK2St5XPfFGbgpxqPvfR7nUAizWGa5ApJhsHc4SNCrEbJg/foqu3f1Uh11UjkQoZKpUn5imfhNHYi9Xuq6QXWzyvn/fh1DdSF7FdxeHxMXF+lxOwkNhxk5GEdeLWLNJLBiLrxv6yfzb3Ncmc7iCviQszlyUQ21BPGwm5V8kVrAgb5QIR5xsTqVoNoXJOxxEC/UqW5m0W7uYMgtI17fTeqZNdKLOYbfM46xoXP+IxcxS4K+k1E63t2LnqmxcXad9Fyd7KU8ZxdS7PbLdHbEcPsdjMkKlwoFsr1edr6hGy2sUJso4hsNsPKdRTpujiG5VeqKiXBIvPIH51ALUJAgHPWRq5XRJQWHQ6VWrLCRWMVS/DiLdYRDYvtoB+mwwUCPRmlCJzIQoD7mQrtSQmxWSE8k8ckClxCsGYKqz0lGv8rJ7fspWBUc7x/DaILbpiHeyBxAyxG2Csa2pBws2/BFEyTYvfrmjelG0WQzGkyHDWJsO29HTg3WsLmutiyDFnxpgmqzyWZs1V6wnapoFs7Zhdpb9yLLZieF3WLY4ocb7LCQbvjOdtCwZV23nrO9czNaFSYqDupfW0FMZZEcKnJBp74/SC2isVEyWb+S58nvX2V8W4gTNw2ytliksr7OxFweTXNyYixK6FeHkCPyls0Ayl+ax7FQ4ZrmZGRvAD1T4OLlAnPrNSyXTMiqs/1wN+MPdnH2/c9x1qoT8SjEXTD62n4SFwvMzW2giE36tu+j5oZ8qsSuN/RSnCnhmaxQ3uFi+dFF9v75QYQNOJqF7WbBZOnz8wy7HVz1ljl9OkViw6B3NEK+pLN8bQNTU+kaCZNa36QnHmZptUw45kPzCpaupPF1eBk7EGfq/Cog0dXlw6zobO/z8Mpzy/zUO7fxyneWcbolKhVBzKMyM7OJLGQOv3mAFz97idf9xTFEzInibajs2huj3TbatkrRskv7/62WnZlUn8uy9qkLxIIeXnFrVHIWvT0uzl9dZ3SwEzNTZCNbRrNMpI0FQnqEfQ/dhStfx/rQFVaNGtdrBt1eL2fWk4QSGbqWv8bJzHM49Sz6+A6Sj59qsGgSfPHOh9jp9HDga3djeeyN22ydT7vGYsu52jUo9kTwLTbYIu3sfzRBttmsAbRNVkg2J9RcG1vFvYTZZFVk7I+3x9K3OsPsoHqLubdqOprXOp/Ps+3HqDT6k59SsVXhEK2edWyKtuWIG8+3DMJ+h03P2g6x8eQWzfpm7mSLnj1bP0+0b7Z9HuO/f7zxKtMua7PPDqafnKTnT/6e4PSXfuRnOPQ8R17+AK/e/9v4Qq9hMV/j+tBv8kBogq6X/xZHKQVA5uh9BNc1Do1GmE/WcISdlC5t0BXrwOFQyO73IGST7MtZgvuCFJ9bY3EujbKgML1WIPuJDURlH+uygt+CaqWO1+0kqjnx97sI5i1CZZNpxUF5t4P64TD6RIHNZ9cJmirW9zMYmTrKHWGqRgVzqYjR4WA5VyLiqrD/ph5yqRQrCwm2xyGoO6kPBDHuiVL1mDh+pp+hR1fRTRlzysTV56SUFlxaySOvJ4js7KQy4mLyahavKhgydbpUhWDIwSs5QVipYT0whP5qmsz3N1j3VRg2LXJXyvj0EqqpcOb704x6TYz1Mue+dI011cL0BrAKOoE9A8QcGoG4m8qAwJWuExkJ4AkpGCpouzxc+foCpW8uI62ZVFyCYEBGuyXE4MEgVx7bxNsTIp0qk65U6Am6yFkSdSx6o12UVFAjULWgUK5Snskj+SKoho4ymyc3mSI/l2NbdxA3UJOg5lIQxToDO1zs7DiOfmcnVrLE8rdnqaRLxENeRKcbbV8Q4bCJ1PYhBGSfW8e3K4Lwqw1sawqkRtVoi51r+HipBTpadLBNEthAQ7TCz1a0ZNnhlWh8u73O2mC8+Vpb6h+rEcUJGsWiwmYD7Va/djV9u6Fwa91I87VbCsLbees2WLJaGwFtoNIKBe13NTaHGjrigTDWk3XIyEhrAuV6hkrYQehgjPjNMV58fAKzUGXt+iaRoIvJWgHZISGRg1AP6TN5AgcDiAA4HI1aKO3tg5QeW8J9Jo97yknNhL5QkJivTrako+olMsKkkDSZEAaRoINtx+P0j4dJXsiSLJh0xJ2ozm04KwZGWmfH/gCJx5eZPr3AgZsOkntpg2DICWZDOE52S9jFgpJPkOiA3jmd4vkFLL9EKBpEr9VJLqXRfBae3iCp2RSDB7xIloqS1ClUSmTXazgMi1q1RilRwKUq1AyTQqaMy6Fw+pV1/E6ZqzPL6CpoPg3DqpOu1bEUCbNQ48q/XIG4n8S3N0m5aoyeiOLYHWyZUMP2mn5QsrWOmgEfW+ypaVuuToXx27ZRXMpwa6ePpbTF9UvXUOUApc00tbLBQMxHqlZBC46zOZukXrKoO0AMeTFe3aCazaA7HBw+OgRTeWpD/5kfXNzL66f+AimVwqybrL6wSe+uCGPHulAfX+Hcl66y72fHGwrVQKs74IcC0VazABa2BEO7UdVqZSPtVnAhNWpb2itJ3HBN2gvL3ius9r7WXGctPZDWwm8tinbDxA/tS1hiC0D/8Rw/8YCj5ZxaqK/tRxt/bclL24+ILUWmrYet1g1v3dgtL2phc6vl0rbUiNhRZNskbSMRiFYqbfDvP0TXZHuU/P/sOPC9j2B4/hFe818I9x3gSeMwI+/8LnWRpmA42ffmce5J5DDOlrjptk7kqTTCoVCXJIw9QZz3xaknJRafTRPcF4ScSfZ8gWQV6hiEAj6e/vcZAm6FvoiPgiSzupEFp0ryygJOXSE01sPhX9hGZY+f/EwdqSzReTiE9GqREoKVL8/TOx6jljawwhrCrxI2JeJuDbNi0i8pSOYqZiWCGVUwjvmodcgNR+mTiLy5m1rOIL1RYn1RZ1MIyqtZQsM9zFzeoG9PnMm5BHft62LIL1AVBXYG8O6Q8N0UhxWD6ktpzHIV4fUgF0zqpSoJTWOXKhEKBXj6H68T9zmIjvViVHQinQFS2QLeskG3ZlI76qMYUahfMjj90ByHwqOEm3R5ZVXHH/ezsl4mV66Qnk3TeznIjveMMpRTeOqFFVyagl6t4hUuOjUH+ZKBR4InXp7mdTcNcXEmS/donAOjvUSrgmx6AWe9xlhVQu8LkTYtAn4NYdbxHPRDWCAfjVF2yViWjlWoUfniAlLERVlUKbGJ82yW2M8NIikCs8msyQjWT6XIfGYO6X4FuVLCcSyO5TLJfXuenNOB7+YYoW1+oCHe1aqRXyyRfWKVWqJI7F1jSN2uRj2IdSOguWHtNKOwFqjYYvH2SmnVewjb4YktrXtNtsReaz/U1dJYxu1PtIO6FkNp0U7JYK85+zlr64m0YurGcm5Gj5qEdW8H+pqOfMmJNZXBWs6hpA3UN3Vy6wPDLJxLcWkuy+F7g6jJOIgq8mId57CC0e8k+fwGgWMxkEGNNAId99091M05TL8P/5US9brOsmHiD2noBYXlcykcZRk57sfjlog5VXLn0qxm6gghUdYVah6d5Ead8Zs7SJo685eySE6J81fmOf6+HeQna2AJarXGNVPdbWB48E0D6KcL9D9pMT4e4uWpNVbXc+wY6WA9kSRbK9Mb89PZEeLKmTVcmkoNMGQwDAOPInP10gZawIXDISEJCdUh4w662LWjg5mFBVKZKmUpx8pqDk2EKJZ0RrsCVC2LkbCLDcNi45UkHl3QN+RH9rajefs8LXPrA437abaMrWlRwx6MBZ2pM1cpXZrCPz6OrDoIKBaJzQKVQo3BkBtJq5BYNbCqdTxhGasuY5wI079QQIQlzs+n8Ohw9to6O/oDvC71DQBMTxDXJ5+m91N/Q02G/f/wERaftKh0qi2mj/Ypt3b0hmm2g1nbPm3Gzi643iruuVXrq8GKsKWQtPUNzeuwRSbSJhrZsle1z2IrzG+92E6R2oPgbuje/DEd/4d0qTTalEyz7QAtyy7W5Idu2BZHZnullstsF5haltU0Fgu7Mtm2BLsCuzXW3qa5RfM/jDb9ZTUr/us6nS9+r3UWV/Z8hMf3fY6r+3+bTf/wDWcoF3Oc+Prvcturv4x59SkePTPH85Mlrk6l+cYnLxArKbgcCi89dAl/vo7cF0S5KY51fwxLlXj+H87R++ZucMq47+tm7xvHGevvQA576e70o5WqKPoapWQFr2VxbCDIzj4/291BOsc64Y4otQN+ZCFBtUoymUQ+FMDxti78b+lk6OZ+FIfJlYc2CA1F8EQUBnZECcd9RD3QbzrpCHcRjPopHvdSKtVZ/+h1Nj86iZlvXBuH7GA+C1cWsiTmkliSoJApUqgYlJayvGtvnFiwjtA0SjtdGEfcjNzRieqUmPqrM6xPpfDoJeIVQf1qgcx8moWZMquyg95uLwWXAzUYRKnqBLUCil5kp1cQ7HGgv6WDUocDxSeo1GvU18swbVK7WMGs19nxzl6CPV4s3UCoCppTpZKW+OKfvEhmtcjEtSW8mpPDx0eI9/nRNcFglw8r4CPu97C0mSPqc6FoMqG1ArUry2RXMujbA5xauky9YuCgxsrdEaT396HfFcF5aweWJrdMVPGodBzoJic5WTYMAvf0oCzXKL+YudEhni8QTFt0nxzEuJTDNWmS+vQslc9NUFYUXv7iJE//6auU5soIYVJJG+i6gblcZu2Li9Qm6ohXi5S/vsHzv3eO2f/4XCNCwsKoWZjVJkA3Gmxf4svTWOsGyU9Mkf7kBGaq3uxosVGBueX8hE3/YdPQDaq9zTy2f8mWIlTarKXNVrT95pb3Wfb77Bx78112iqi5Rm3ew/48SxbI3U7MmwKYUQdOl4tAXeB+Ns1ur4t9d3ZTK9VYWi/QfUsPFiaT+Q3SiyUC21wEDgRxBiQkT9MfWA0Ate3eAaz9bsqHvTiExFjEQ0+vB0u26AybuFRBPrXBQEeIubN56gWBWjZYWktyeimHv+qm7lVxDfvYPJ+j4nSCM04dCcWQSU1nyWwWeeZvL5B5cqnJFtlMqkDe7qKQymIulxkZDtMxGCXqUojFfBhLFdbTOV568RypXJJAVENxCMyajlOT6N3WiRxwYdZNHJaMG0GnplEoVjAMiwPHxukYieLqjTHY20k9p2OUa6yt5+gJaAjNQddYkJqp8Orzq6y/lNgSA1o3bJ7t1HXzXrfAY5PrEg3dnWy5hLp9kO5uD6P7t6NkK3R7XQx2B8gHHBQzEHJo3P3hYw0YK4OIaVwxUqzMLxDuCdMVdnPn+/cymj1FIHUdAHXuOqE/fyux1efpWXqe+K+8g8iHDlF6Jd2sqxAt87XhubBosTBt47PhtZ32bNq61f5nY4bKVoRs/yG2PP6jn9s29UY7eVvqwf6Y5n5lM5h2bdeWfeSHw4Yfx/ETDzho0cB2OyxtKnULtLYZCqsJJtpSs01azEaIbKG6bCfaLIhrS/TSjPK2QlmpBTBoFRA12qbKZ5Jcfsv3yTv7Wi/fcfl3Odb7XTbkozx17L8zu/v9P/LT1OUZ3j/3EVy1FFFL5uTuTnZGA6T/6SWcqRp3DXWiHesmvZIiLUqIoELmqRRDdw/ifiZH+SvrXP7zi1SmEgy+r4/DxzrZTJbw+jSO795OSddxhFT2DAborJhEQn7SywWq3UqDuq1CdNyPryqR+ZtZ8p9fxPCA+8EoZ//sZQoTaZaupzHLsLGaZ13kWHrsEo8spej2eancE6KULDH52Rkmli1mEgbJx8sYj5W4/GfnSc9kcCoKsiTTsbsDl1/lwfeMs0+22H5skIG+GOo7+3CcCGK5BZbZGIzU9Y4hEorMNdNAlwSVQpWBXUFkh8xqscSlmQ0qxRqhTo2OYR8e4eSQ4mbf+3ZiDceo92oYhTpkq+RfSDHQHcGdrHHqs1c591unUf0K2k1BFjIFOsbDRLoD+AIqTpeLjekE28J+4gGZ5WsbdPs1Bk/EmdxMURU6b3nzDu57zTD3H+th+2YF52YFTyxAbGAAZa6G2xWh/qs9yL82SOC4H2vEjfDJ2LlheyM2NEF+wI3iVkkVayw8v4pTcVJ8KoNTbgzHM6oWZQVKSyWMC2sknaDe1s3DZxb5wZkV4oe62X6kC/dyjez/mMDIGqg+GUUVyJ0a0fcNEX5nH/XDPZRXa0SnN5ldqCI9nUMgIakCoTYAc+X7m3z/3c+yeq2KR1eoXMmjHe9B8su0PDISVs0i/5UlJGG35dqbS3NmREsxsU09t/yrrWVjr9+WE298fmOpbwEPTb/d1niwH/gh4AGA0SS1zVbZleG1MO6PkRl3YvV4UbMGjrUSSs5g7EQH5ZkUky+sUt8o8YY/uo/M+Rwb//EMpYeXEA6B7GxMCDWbTI5lWVgOCXOHC+dBDx6jTrRiMnrUj1zXMJZzdBsuFjezqEEPLy+nWcjlObAtxsnuGM9eXGFUrVOXa7g1CY+3SNins3MoBBsm3tV1pKzF+LYgmVfSpF7YbP4mqVEo65bofv8wYclAvZbBl9ZRHTKuuI+b7xumw+/HlfOhaX4ckoqvImNVoXekg42JDdR0DcUhcPsdbJRr5Kw6mltjcnKDhXSBYrHA+sU0ZkkQ9mt0RLz0jcd56dVlvv/Eda49PofDIxHr9hELa42tWgiEkGkUPJuNmg7b19pCWM1iYrO5eQpLoDtNDm7bziGPn6gp8Huc9OzoZs1h0XOsi4ULK8QdDvb/1jje/UFkSWnURHQ4Cd42zkjHALeMhjl3YYEzX7tC8H+h2CwvLeKPFAg/MsXCf7vQ6NhqGomdOrEBcBtLWy133wbbLX6PG0snm02w1laRBHttSCC2zlNp23Ej/dmsJWkFyKJ9HvbogKZdN8Ca1WJV/r8o3/yJT6k0jOLGzd/CQhYNSXMsmsU59n+NLhPLshr5RLOZ+thiXELa2krb6nWiuSKwp8za7YdIW2pHWv3ZjfPJPfIq4td+n9sqV5C3GL0wTbzf/RK38SX0cBc/GPgj1m/fw6Hn/iuSUUM29dZrb3PpnBYSum6xka+y+x37cZ9LsaYJrMfm2OxR6L+/B+NSDf+xANGgg+WHL/NMKs+AJnj4O8vcKtxoIS/1Wp5Z3cJz2cThkNg24Cc/lUSLecisZPH+0iD4JDYfKuKd2mR2KcF8OET10iYrlRq959YJeSU2JA/dfV523dKBEYYn/ukSsaCLgf3bCbmc6L/cS12ug6riCriJaXXm12o89L1r1Gom/YrKciFPLm9w9z3DqJbEoT0xUi9n6BgNodfrWG/uwxT1RgxhmliSRc3QkcYDeKw1Tq/ViZ9ww3iYRz/2PFY5x2LNQ11SeM3NPUycX+auvgD7RweY1OsIWSJ6txdJFnh6HJRmDHYe7kNVVGan0/gllU3d4Es/+xyx4RgOYeJyOtiMONFNg7tOjvC1z7/C/e85gqsmMTSsU5vKMfHki4zeswep5qW0mWVgXSaZzqI4NMrhIFqpRmV6hcrRYUZ+6yYstwMkE0Vq2JBFo8hSNB2HYQiEQ6LqU6lmdSpVi9n5Ej173bjLMP2eR+n+l9uQHCBvd7Py7Dp1zcmj373Mn3/q0/z60fupKipc2mTnH+9hh960fleT9BUWxnKV/L+vEnp9L8JhIve4WVr1Mu6t8tQ3p3nN/sNU/LbjFVgZk31dIb7x8GUGTAMiDtw7fdSNOlbNQlEEsiLj+WaBhYCbK798ipP/cBtGCzMYjSLQJnDgBkfeyHG3ikybtVg3FqZKW+ho0WA1EK35VVvbztsMi0XLR1sKpmRgK6e2vLJfxn9/N9W6RP1fV3n1sVc4cvQQsaiPq+MyVCWSAY1A3MtTy3lcLpmeyQzH8wa1p5LUNRnt1jCKJjXOGwNUQf2Qn+xCnsknz9B/uJ/BO+MUXygRGQ6yGXQhDJljO3tJV2vUr64wi+A1bx4jeMjH0ucXqVRNOtQApi5RSBvUvz5B718egE2d+mQJfThC+tOX8Ab24tgVaqWJlRE/pnAw8EKezu1eLl+dZ/XVKU7ecwtz5jo9O/uYvD5BtqhSMSFhzjAW7KeYsqgqOts7O8gVapQ2i8yaJrIis3d7B6dfXENVZQbGutjR52Hu9AobiRrdbg3nySHiwQDGeoJM3WTXW/pQd2qAQMpYWB4D5OZMEVOmrdi8xWeKhn+V7BqiY2E8ayaO2TIbiSTXIyWiusFdd43w8tevIQuZpUyN8u89j9fpIjQcZ1VPc/KvbiIWceBwqiiqg9GuCNm8QSZ2H9fnzxEUVTo2XvmRbUTR84T+7naeec93cUe8RN433Gbl7PoT27bsrcYSTVLObFlxywYFjb1iC8tgyypgmfbLGtfAtBrCfLRwSwuQCWSE1CxcbaISk4ZNN1rgmyvIsp/YWve0hS35MR0/8QyHEI3+7gZYlpqI2u73Fi3wYBN4ksUWNmRLakRICEkg5HbYJSGB3AAm7VYjGgtHAiQTITVjDCEhSXahXnMpCUHvP32Y4cLpG8DGDx9qapXXvfor7OAMT77t67x433d5ft9fcHbgTk6N/goveEcY6A6SLRocGQkhLmywuSOIv2hhjrkZ+MBOZFVB75bBKyEUkx8sZenoDDEw1EW8P8C3vj3B49++ymrCZHTXAMNdAcqGTj1XxuX2UC3qyD/TBz0uclckkqbJw7NZ5p0eFpdThEZdHNkTYd2tcqUmsVopkvMIUlczrD22zl3bIhwK++kKuNHf0021WsOoCVzdLuSDQWZrErrLyc0dIfZGTXS/wt4D/dx8YJDOdIWR+RzO59fwOyV8kQCFByPUqDVBo93yLCHrAuEx2fEnO3nvh29mYH+U05+9wtRLBfyROF1DEX7ln27m8NF+3v0fDxEJeMnvcTL0OyP4hlVqD5dJ/aeLKKaJd6eG2i1x9psTrM2k8WsKoaCPTB3qqSKxWBDhgNHXDZBXZL73yAR7jwyyrcNLfiHN2UsbuF/bzf2/8xo6lgx6rm8wslwlXahRLQskv4KslyneFcT1+dtwv68bEnU+fd9DqFWl4VgsCxm5YcNCIAsFIaCSqhONO7AMg4M3DXDnPWOsXkxwcXaDU3mBZjqRJBmhSAy8fYRAzMXPvfUw7779QXb/1gGuzmySTtSQHBJaxmTlzy8hb9SRbGavWoelLMZ0hs4HuhFzaVSjxhOJKkpyg0c/cgFZbqwnY9NgfTbLpdQi4b4IJacHY7lK4qGlhr3XTZRzVcwlndJPBRhzahx83w5W//pMY00J0VgfMi2hMNFcp43/l5EESIqFkBsMiCTRACdSu2vFXu+t99NoLRT2h8qNtl/LMtvvs3sPpWZs2RSGQwakRostqmDiw2eoviHOtruP8NDVSzgLOkM+B46yzqHuEN/83edYEVVM2UnH2ACVhSKOvRFcIyGcmtr4bMtCEkrjOxQL6a099JzYhqPopuv5HIPbNWqyzMuPTHD2+hoXzi/iEybqrg6UqkXtlU1MVaEY8xDo8CIFvFxfXCF2dwe9f70XuSYx8wevsqGoyHWJyDv24hwPN0FZ4/pakkl9mwPzuBd5o8COnd10+4Z4+cUFRm7upVIokEon0WSVjh4HI95hKvN5lKpBLBKgrNfZzOboO9RF385Ogk6NSxc28HV7mN+Y5/zlVZ56eokFQ5A0TQqGQbTHx6VLVxn+tRHKqklgxIOkyLz4kcusfmKSTx/+F+rpWuN+SGbjXks0fKdkIckgi2YbaTOiF26VpVSFZFHHn7I4sT3OdLbK2vUsameATN0irCpokTDXdJWKXudQJEwtYyJMg5qksLhepCKBFJRYyJmEPvpl9M98i9p/+NMb/K8lBEYkRuhwB6/95wdxSo17KGSQJanZa2617NK2QYRF42m5lYoREkiSHUA0fp+Q7OR7Y59BatilJKTmNWm2odv/STRG09trAKkxE6rJDspCtBRIBQ2QJoSFUKzGPraF9bM7YX5cx0884MCyqVWpRUmLJq1qyyzbFfI25dRiYJvhTwO3NrU1aEaaQjRG11vWFq0CtkRoTbRpgdnMSVsmWEYD1AghGsJf6UZ3STU0yHdu+wRfGfzPJLrvwVScP/JTAk99nrsfejsDi1/CuyOEceQXSIXuINLnJdId4MDhOLmLCfSqjm8pA+/fhvoLw9QTdTKXUqgOA0mV0C3wSxZyosSllQy6AZGQl1TFwBv3smfcxaSuM2oVWJ9foajJSG/oRTdd6Ms1QuOCoXvcLK+usboxxdv2dOJ0aSgOB7vDIe68a5Sj9wxT2EyTqdcJyHX8qgOGgyzc4mHxD84z9cFrzH1nk8t/dg59eony5XnyhQprlom7S2MxnWfx6jR9HRoDRzsJDoZxR/0oYZX8A0FqWZ36XAmrbmHWmjU0KxXEv2cwc1A1axTWMkz+6wSzL62hhl3s3dNLZ8wNj24iTi1RWiyxflcnK4qMIVs4JIUfPHyJvNsg82dXMDbqOI8E2fbWAarFKgvpMrJX4U2v38lm3eLiVIJzj07x7MfPIyWr7DrcT7FusjyzjnfIw4GhGO6rBcRXl1ASRVSfSsUw0IWFvCvMxVsD1P7zKNbREBYWLrfKox94iTe/Zh+Lf3AakaljLuhUMiZ1vRGX1+sGkgruTifu3X7639TJ5nyC5166zIWaTn9qhbuPjbDwrytIhYZaUO2lFFK5yoW1dUKazPJHLtLbEwK/BkD2+0s8N5Hlyh9fxMrojfHx+SrZyTSKS2XuW4t8+ZUFlqwlDgxHMLwR+sIa5loVECQeWSc9neU1v3YP3QEPbsWkcDBM/ME+zLTO9T+5yHd/+3lm3vkkKBLGXQGcx2PEf/sA9lJpd0HaaQ8aaYBWjQdg2togZqv4rd2FZhMgcjNwsx9tuzhhNda8ntcbrxOiRds3Up5SUy+kufYtuytGMPKnhxGdMoH3DXD7nUd59uw65VdXWZ7dRPVp+FwODnZGGez3Ys2m2DiTRulUWL+ySXm5RjXdTPPY7EmT9fa8a5BiXFCUTdSZKgfv6+bmE930BFU21wvML+Z5YTLF8TfvI62oaFWVwHY3l2YWmVtKsr0zhi8mo8oCS5ao3dNHVJNwVOqEB0IUFgsUN2qYeluJ1bIkrl2Z47EvPMXZV+Y5+N4xNlczrF/OUFyp0xseIbW+zsTkKrLq5VBcQS9XyGZrpLNlovEgSxMprpyappgpIXU6WZnPokgRIt1+FjczyLrOgUOdCJdCtlAiFAhSL5koUa1Z0GzRE9HYMCX2n9jHP97zDSqJ2pZsgp16oMV82ek3mimJTUkna0FFljj75AViQyF8RyOsrBWIBVwMRv24esIMHo7T2xnC1enBERKIWzrJHo9SnM8yvDNCPqMzuq2Dhz51huu/9Ps4PvZHLZup3nU36cefwhwcoJ7UMZNVait59KLRDBybLLmQWin5Rl1QI2VoCqu5T7RTeS17tLMmNqNBW6zLZh9aZIm992wtAzAbYbLV1JVptRfbbLwlNc2/nWZpE/3Nfe7HrP31kw847AveBAINSq6ZNxbNgh3TZkAaR6tEo52QazpDWkBEYD/QMCzRpLzbzEi7KNV+rf2UregoCRDRIADO9ByRSBf+8FEm9/4nXvnjp1jc/ovUJO3Gn5PL0Hvx0+z90i+x91s/j96voSerVLJlCusVdgwG6eiI4j/SiTTqInGuQObUKjN/eYal762Qe2kTagb7R9zIssH/n73/DJfjvs59wV+lrs457JwDciJAAMyZFEmJspIly8qSbVnysWwdW8e+DsfZ1zlIsn0cRFu2dJQTKVJiDiAJgMhxY+ccOufuivOhw96Q/Mxcn7mjueM7hWcDG9XVVdX9X7XCu9Z610BfmGDQDZLFNr/KqFfh0isb7E54GY/3EhtKIO52MT+bw1rMUzyWRivriDbcPd5LRO7hO8/NETUUtneEcQg2G9eSjA2qPPKOcYZdAn5NpxhSye7x8OU/PIm6M0zM0ll+eoVCXeXk9xaoRUR2dnpZSpYo1/y4bAe33L4XSTMQNjQqgkDBY6O8vQNbgnP/OsXSE0uYRZN6WkcUBTKPz3OlnGbyq/OsvpJl9t9mqXf5SQzE8Edc6JLJjriP6skk+UGV8g4fxpqBL64i2DamZHNDV4iCx8nXTi9x/k+uUF80EOIK/Td14/UpFDIVDFVgT4+PQMxNQbMQJZGxkRCjCRfbu4NcmcmQiEvENQ17KkOmmueSViDlknAc7mDJUcH5gW62HQrRbvm0ofjcCtFum4ljM7wyX0BYq0GPguIXkByN4jCt2oT9BQEUcMoOVIeHg7tHOLirE9/2UaYXsky+skDh6Qwg4LglzLxgEvUHmc9Usd0ibr8DUdexEchVDPwOmWcXCkgnqggSKAk3sTcPogx68IYc9A/HONK/nx3jUUS3i9nzSbKvrMNijfpSBdXnZOWpZVTToJo36I0HEBDIfHURoe6gGFIxPDK2ZWNZRiNJ0k4mWw3IuMUz0MKToW3whZZybwUBjYe5nXLZ8vQ2nzaRdsFeOx0KoiigBtV2wNEuqBNanTHNNIvdQkBbhq5xjZpq4X5TjIHDMbI4uPdQP/EhH/fdP47PKdM/FuHE8Xkuv7ZO8WoBxRbRN0wcnmYBX+uP3VInAv6391LrVjANG+VKnRv2xQkEnAz1RjBsm4hbZfnsMlPpKie+OYVQhIDpI+JVGfjJYcoXclQvVihfqzJ3eQPv0Rh10yD32DLnfv0C9XMZUtMasy8sNwMwm/hNg4y94xa4tIq0mGbfLYO4uj2UyRDtVhBML5FAHFO0eHI+T/dwkMFEEFkHryqjumV8HX6qIZlSoYov7KG/P4riVgkPRUlVNDbSJcLbgux/pIvkapGpby5y+YUF1l5IUVvXcJgm9mKRoFPCFXIz+fg8W5mfW2vAFietpUttbLbd3kFfQCUXdRPLONgV93Dt8RU6gx7yus7zl1eomToxRUaJgHBfN7lrRSzZIq4IjAScyKpEuVblyZdmMAoag6XLbV1b/eCHKf7L5zF37QTdxrhSI7tUxr0t2JwNs+mQtjo+Gl1aDae4JYetOprNGr7r3QhBaCIbArRHBlwHPLQNB5tYPNd9N3YzKLatzQJstp5DpO3Mbx0t8KPe/vM7HMBm7fOW3G0719akmd3i6rXzam10Y0sucUs1cBPQ4AfzYC2ejjYHgHD92iPY6CdzTPztWYpyX3v30a8/wgOn30FXdALDEnip8wEuvOdpLt34CQznD5OySKaO063gczkaY7qTNUpFnWq1Tv1NcaSSzcqLawg+D/XuTuZeK3D6LydIPZ2h6+M7iRk2BYdGwO9g9+5OchWNvEvi1r2d+FI5DIeF+55uChEHq1ezVLc5Cb2lC9mjoOV0uu7rAcGmLtlMz2WYThe4spJH8rh45fPT5I8vESlYhAcjBB8IY3UqDPkCCC4ni0EvTq9AQIW+m3YzMtrPWrrARrbIxkaZzoSfiFdkyOdCL5rkBpwYP9YFHgl7SWfq2atcm8ggySJqh4JlWcTfvIvjz15m5dIKL/3rNFcyJc6fW8QbcHCgN4xPErBTNco3+KglXOjzGp23R0EzSH55HitdJ/HeIUxRI9YRYXY1x/S3kpz7+2lee34Jd9yNAWwsFnHHvYz1ROiM+XEpElpNw9fvpCumcP9AGMfjK6jZGi6vTM4toFRF9LBA7ZEYA/91D6ZlbSqM5k/26zPMpqaJdgYY7QhTeSWNokiNtAQgiiKqd5N+XhABTaOYLpLXdBYqGsntUeZLVbqGwyhelcyxDPnTOaYXsiTX89Rtg2WvgCkL1CsGtmXj3hvBGfdiySbJaxnKF0qkrlUQD3Sgl22C+2MInSrZSp1q2E9ElBk+0oc6HmXtG+tk50tUNROtYtB1IEwyWST54hTmahWrAOVqnc6ED193GDHLpsPQfNYmX1gm9WyS4ndWKZ4sbqIa7ZqNFjLJlhx56wR2+/j2kyhsOhAtoy6IdlvhbnnCG8bguvqu1jPbQiHszci0GajU/QLxu+J0xlzocymkYoVCsYJmW5RrZfbfNsLegQS1goHS68Fy6ZReXmf5W4tYNYvclSqbnTGNH/eP9aD1CWSmcoRn6wwk3IQGPDg8Eqmsxka5QtnWOX92jZmX1ugZ8LHr4UGuPj/Pmb85S/GaAbaD2969k2OfuchEMUfRKzD6jnEy31yiVrK48JUVKmsaAgLemEpkX4RDN+wmuiYhyAKywyabXSO1niMe9KNKMv0DPqKdDvSiTSFfxht0UM7UcHpV/D1+VEnBrco4BBN3yIXTp6AoMpYEBVNj+vgKZtVCcMl4ceB3uTj77CpTL63i3hHgQq7ItXSVN77nBrbdO8j6mXTju7lOr7YCxi1OpQ3SqI+58gZdPX4UW2JmIkN3UCWfLGHoGqJDwuVxEK7oeN/RTWG1QvlCARAw3BIF2aKjonHbkQHGBgLsGY6wGNrfloX07vcjL5kNx8chUE1YrK2XUI/GaBn6RrrO3hKksqUVu+Uk2G2HpC22rWMF2m3mP/j5WparfaomMtSWfmFLsSo0U4RN2W3A9VsuJrS7vzY7JMUtGMqPZvtPXzTamgmxtSJ960TXVqdIaxP4oQHCjZYqgebAGxtRur6NTmgpR2EzXQON1MlmuVAT0moiHSuf/Etuvvrp667d2gb+9Rfp7R+ka+8bKdjvoDD+Zp4N3Ez/0jfonX8KzbQp7rqTl607KC3UGe7zMyja+GUbZBX9Jh/lWQPWdBzrNQpyCcuSKOWKJEWIPbnK4mqB+XSJwKwIhkwiqOKQRVRZxLuUxRGJMOOoEhxyUjmVZd97R1ASCliNB0fxy0gjNv6iRrUjyHquiqdiEIq5SaeL7Ngdw1zIovtVSqqFEpfwOhoEOKdenMPhEljO14h6XQwMhVBEN6cWFrhpVwCX7CM45sFb0ajIChvbPUT2epBcEpZtsfy9NXp6OhAti6XH14js9+Eb8fP605dAjuAPxVlPLhBQVfq7fYxGHKytLGMfHqXmCCB3uCFZwBP1Y1VrTH9jhfkTKxxMWQx/aIht795J/Y/Os1wUWLu6joZIb0cAlyVw4xtHWb9SILmcxzAMyjWDeKeHeL8XX9FAXC0jlwyMDj9lSYCShn9HDN/NMg6HE/NYGumOcNsF3nRFBSJv3c6+bzo4Z5jsMyzW1jQ6XkriviW6aU6b3R6iCLW5EjOvJslgk1/OU63oCGmLG3fGWRdlfEWdc/9zFlsS8Ykeaga4e2JoikFqucLOWCdkBaqCjDsBzFhYRZGZJ1NkanUOHFSYOp1iuZolUBca3CP5KqtljdFsnTOfn8KqCFQUgdR6kaBTpXNnL6+dPMUbP7SbtXNZzry+gb/Lh7Naopy1kQURrVV3I9gIOmjfX+PKikFfZ4iyp4z/YGiToJfrXAnaFfnN4myxhWK0nu0feEd7psrWx6zV/bD1KbdpplW3UjDRZGC1GhwITSpuEDDjMtI2N5lzdcTLKdY0m66eEJGQh0K1ROHcCpZWp+snBrjw4grpp1cJBl3UsiaJ2zuaQM0WpwkB++FOguEM+ZNFIrKT8KjK1SsZdMFFyANGycSWZZIFjVi/n9efW+GZx67whm09uPeomEt1FEWie0ecimpwfi7LNsvA65ZJ7HBQ7YkiiI3J0KZpI3YpCHeESH93nvLMMt03dtMruhCdMUxZwKya6Cbouo1lmFQFGytVxB92Y4oyWtnAHXQwN5lHsDXcZeiMu7GrJgHRweBggvWVIi8/tkAmW2V6ZZHOLj+OiEIhpeF7oI/bHzL57reuEl0rUrnqJhSXIWdjOUByC2BbTbSqaTfbi9xwAgTBwkrWsKpFXFIQ06cQS/hxCBZWRePCmTXKik2nPYqrw4VvzNVAvg74ES/mIaWT0TTu2JlgeabIFc9AWyZ6fuEW8tFtTI7dzcg3fgt/n4ftHx5D6FRpDMxqGe5NR2HzaW7mK1qU/lvsutCWS1rR6RY5EGlVhgpN63QdcZewmV5pWaBGYNzyZraw89pch6Rd35LeFPofMdbxnx/hsBpCawtbIqT26jfbsLawr7SKSVtIRitisq0G/GpZYJg2bUIvADZTKtBwbtp5abH9qDRfsxHW1jh49a//XWejtUnzswx++6/Y9e03MVr8BtWaweLoezn/li/w5UOf5Xvx93Ho3Q9w48E+Ovv9TC2vc2lhEa3fiXh7nOc/exbnNiex+xJsTBYQTZOdg3Hu6XChiGCfyZO2TIJRH5IoYa3XCYW9DGgC+ZUKuET8d3Uz+bV5QgdDqAkVEDDNxrekyCL1rEYWi1S2QNEwiWVrxENOxg90M2wpOFU3Gy4N4dZQE/622TEapVwusJgss3sgwUhXGLFkkJ3LcNut/SxXbBIHgvQWKhhVi3Sngn+fB8kjATbLf3kR+cQMpqawUq1y4rHXqS5UWfvuMjMncuwcCTKwM4wpQm/Uh9uhsH5xDc+NXSwu1yk9s4RW0PDdHIY+CaMGHqeTcLePc8fWmPm9S3jDIr6dYRRNJFmtEer20jcewx11U0lVuXRtHUuy2ShpjG2L4NY0Zr95Hu3FVcjrvLZepuRWWCnUyUUFuD2CcmeC7Ml11r46zZlPnWX60bl23retEk4nCXvddCQ8eHcmSK5VMJN6s6iycYxsScz85nme+90rnPq3ZTSXF82t0hHxMdgVYOw9g7x+LcV6vsIzT0yjeJ30jIToOxDlUq5AuWYw2u2nvz/MzFyRc/9znux35qgt1XnTB/dwYSODA3CXdXKTGTwhJ4XZMlMrVbSaRa2qsf8n+hAHvcxNZbk8uUE5W0P2iXzv4jleOznPnqFuTp3IYFkORL+DuZkUl2dzXMpWmPn0eRy2uEngJQmMJEI4VYXXJlZwFuogNEaCa2kNI2MhCxItXgHbhFqyQgtWb31/m10NDflsd4VtCQBarYrXEfsJDaO1yeLYVNktJmE2HZd2FwEgBhVKqkjNcnAtVWfU6SAYcxMMOPFaYMY8nL6W4vK3lgjnBXwOE0fCSe5kBsdaZRNdbZ7fwgbRRjgaRrwviuAWCOQFZldKhD0SmUKduz6wi323byPSGaSaMrl8Jcdofxc7fnY3pddznDu2wvlXzhB1OukQgvhcdZYmUoTePYygKsTuSODpUBqF9CLIMpgDKuWKSWF5luichjPRidOrYCGgl3WmTq5y6tUTKF4VjwZ9YR/pfIViqoJZ11mbL9A/mCCzVmF9ZoOr19bJVepUBJtrU1nUgIsrl1PccLCHtZTB4mIBQ7ORqgJf/62TuHYHqZkmr55YwrWo4ZBh/muTyLLQZsNsLMKWKL614rZF7KZ+5LrJZMpmBIFOs4xneQ2raqKVdfr9MhdyZcycieKXqRclzLKNHXPi8LiQbYFSRaeu27x6eZkpepnf9ta2Hg6krnL0lc9g3/sxRLeMs9/dUvnXyVarCLOBILCJprXlahNNsGjYEbu58tcRcLVJRzYdC2xry7gBoWWh2rLeGgewidq3EPxGF8vW4EawN89gWz/61Mp/eodDbMETVuMLFxGaA3ZEBLupyFoyDSBYDb+ymeNtqbVW0aewBaloR5ytcKwJn7UKT1upFcEW20JiIyAtr7Tv78xbnmThvx3nRP9HWIwc/KH7l3IZot/8Sx556V102xfJCio1RSWZr3H8u1fZSJfpEEx27+ils6MD66gPy2lz26e2I0UhfHuEfb+wHSvhplCz6HzjMMl8jSupKqYkc/rMOuGAjBhysi3uoVeViHcFubKRx93nZ/wnBnHGVFr2QRQbn2fx54/z3F9cYiI1R2c4wMHRDi7VKwwOBnFfnkVUbAzZwveBAZROZyOysi06P9DLPX98lN2jHdRjHiLjQWSvjOxWCCR87ByP07VUYSklUKpUCd7ix9l0NhAE6is6adPBwN4uevq72RHqwtYM8jmLPSM9dEWDSJKAzxMk3BlgXBTpv7+Hjjf0M/KGLoTdCTw7nZjY4LZRh1Q84y6wFMKiTE1x8RfvfpLl5SJ73jxGqmIxvVIkXaxw/sI6jrrBkUOd7Lqxgwcf7GJ7TGGboLCrqwPBNEnWdLr6w3gUicAOL54PDCB2KdiCzdePT7E0vYq8VGLmS1eRvpPaVBwCON/ax7XVHG5J5NsnJ7lcWeDys6vkX0qy/LkZnvnwMS5/ZpFjl3Ocv5iiXBHAozA6EGB5PceFxSJpvcau8Ti5hSL9Hjf1qoZlwcxEllDNYk/Aw9MvrZBOl+gJe/DVROpulQM/vYv+A13ogszchXWcukVxo0KgK8Ab33WAW946Siqn4VvIcurRSzzxrUsoUTf9fWGO/PgYkaiXkuHh3NV1Oh/uZ6AgUbuYx98foaPLS8GWURIulpfq/NNPPs9Tv/N6u+U3tCOBM6+RL+tQrSEgUD6fZ+JXz1G+WGDid86gnyy1MWg15G7A3M28dsswCbbU3C8B0ubzSFP/t4KItiHbfP8mYC81nn0B2jNeEBrNEW2Yv3Gk/844Hb80yo2HOjl3+mVWXllAxKBoQWxXjM7DCsJGiki/n7zDRS7oQysZJJ9c4cXPX9rkHWnVKtgigiTg2ObB6hVJLhW4tzfCrl6VG492Mv3dRS4eX+DGvVGqsoXDLeMWFDx9fqYnikSqGvHIAOEHu/AbOuN1B93pOnKXA0QbaVihlLWwTBFTa6aSBYHIT43w4IGb6HL7sUMhauUKM5fnKRbLeOIu7r77dqS6hXMowPJKDmOjTj5ZZG4+TR2btdks+48O0jkSoFzWqGs6ao8fXQVfh4vRrjAVXSPmlbnjwzsp1w3mp3OIa/Ds313mhrEEPcNRvvudSyw9sY6li6hOR6MtvPmNN6YIN3Rze58lYHaEWSkY7OkNUbA1ppMaI30xAm6J5Uqdi+tFuiIBvv3JV3jh9y7w3G+dIP18stH5JYjUKzp7370DoWIiRgPcdssoVw99glff9XUuRx5o6+H4+S8hX7tGszWErUajlaZooQ1bjX9DjJqdUZuPejvd1yaPbEWoWNfxQzXsi9js3mrmVpvfQCsdaNt2075ZTURfwLYbcwsEseUQNR2TlsUX7Eax6Y82o/Kf3+FooAyNuQJ20+kQhObwmpZn2Ex7tRa+1WTXqvoVbAFJFBGasydEsdlPv3WsZdPx2Fon0gJmW3sb+WALc3wUW2oIT/8L/42pp2YpDj3C6iN/wcTfTVB47x9Rdnf80GfZ/p3/ije9gFmoMzm3huiUGRgKY0xlKE5kKRfq2GpjfoOv09W4J1HAOeBgx+4QekVj4lyBsrjEbQf7GYl5eePhHhwVk44eJ36nhOBzsjIexnnnIIVX8zj8CpbZ7PNGQJJkZj/yCt9Yq6CUJRRfN4ok4YvJWPIixalFeka7yGY0fL88hhRwYNThxc9d5vyvX8Gagtyjczzx4rOsriS5mi7x+sklNpJ5xEKJ8984gS6a9HepuH5+CNFJM1ptrEX3TSOcF0WOH5/hwrUUa6UCX/2nV5k/l8Us6KyuFnn8qRlcAZleQ2ctISC/sRvNsnnmT07iudONKTUIwgTLBtmiU4WiaeDqdOOP+HjPH9xHwOtm/plZxgIqnS4HhZUiSs3key8tklyssjqRxfdalsnnJ9hYXaa0msJyKfijQZIzq+g/24vnHV0oXrmhWCyLdx8ap3PvIMseB/d+6T7M+4ONsdMtCDUmM5+tM9AZYXdXjAMDo4g+Bb0mcX7BINrRRfHqOtGBMHfv6cHlVqlVIVMyWdIsJExiczC+M8S77h9m1729CKrAa4tpxoej3P+JgxzYFWVH2EtyaoNT52ap1XTWS1Umvr3M4hNL7N2fYOyWbrbvShD0Olm+nKK8UmHi6SVkBQyfm1ujUfocXqSizi1HusmfXGffUBRZkblxOMJX//srvDCZ5OUzKxirRfI5nR+/bYyiIbH7aA9ep0rfoQEee8eLZH7tKmZUIhF2svPgIFIqg23ZFHMaG0WN5ceXWJjIY0yWeeJ9rzXaZ2WarV4t/d50F0S7odwFqxEVtiHkH+De2NQOW57zlm4w20Zgq4GgfYaWdrCRvTJ2QEB6fx/2zsPclPBTObvBk2dWePTvj7N+2qKQkTCOb3DXXQMMpda4lC0wOV9mHwEkBOq1ekOX0OCRQbARZBH5SBgjYfHE957muZcXmT5fICrYSF6VugWJvUF6QyrJus5nfvp55tZKHM+XMMo2mZfWKOYL5MsCnZ/cgaPDg/1UkepvXmL+Ny+Sn7BwOFuIuonol/F9ciev2PBGp4okVrnhtjg9Y1E8nW4MS2Zp8RojY0F8ER9D+7rZc3iYRCTA+txFnG6Bydk0Vc0i0etHq1msrRTQbZP5YysslWtMzmc5+L596HN15i5vkCtUqLoE1lfynLy6TtDt5NBYgvqLM8x+f5bHHnqcE5+ZppzWGivUss4t50xoyICySyWccNIzEiHkUNi5o5vVnjDxuI837u5C9TswynWGIwGEksFaKs/xS0uYhsW1+RS6ZuH5yjSZgoasW1yaSFF3y9QrLvq2X2+Npaefw8gaSC0j3tRJjWx6k/WWRnDbInpr2B2xDXi0nSVoo+6NHuymbLbj39YbGilBq43g2c3zCE1ajVZaroEACk0Uo2X77ObcertJHLiZ/mm2jf9f2eH4gz/4Aw4dOoTP5yMej/PmN7+ZiYmJ646p1Wp87GMfIxKJ4PV6eetb38r6+vWj1BcWFnjooYdwu93E43F+6Zd+CcMwrjvm+eef58CBA6iqysjICI8++uj/2icEwG61NyPYTSXUdkTFzQipCdsitBao2a7UFDBJlBGl5olaI4SbkUljcYWGELYkqgWZCy2Ho3Gs5fJS/PRnAQinz3LXqXdyU+5PGbBeIfe9l1iwDnPxka9wNnYHujt63Se5uLBG/944b7l5N3fvieEv16jqBkLQSeznxrn2zAbV5SpGto5dt5BKNuqUjvOQF2/E4MTJOSLiMH0PxQh4nJSqNlbARSqpsXhtHaOUx3mrg9WLq5z5q9e5+IHTXLr7KbL/No1d0qhnKqzGPWzvDaMOeTg4nqAn4CBsGtzZu5/x4X6qFQPHLw9gagaWaSCrAuPRMCmXg3/+/Vd5NmMyPLQXv1cgPOxGVh1ITgVHusb73nyEkM+L9KFeBFncgiY14pvZ75zj+Esv89Bdw/zk4T48iQ46o70UAwolh0RHIsgHHxnn3ogPsVcl8eExkEVyx9a57V07Ub1OHJNVjOcyLP31JHpWx3l/B7vv7kJQFBZmUhRfLzKTKeMaCbF/Tw9jCR+dfhfJ5TwDIyFuuzHAYQ3cLgfjHV307x6l96ZxiPjIxwQGP32Y/FKBfz7yTZ7/9ZPYGR2rZqN8YgD/w708+I83YfnBkiUEqZmus2xwSvgibl58aZpL81dYy+mY3gCXn04RqwtseASEoItiTeNivsByqkDULVHKlbnxxh4cikBhrc7LF4s8fnKF9bNphkei7Oz3cuHCErOPz7M4n2VicZ07HQYP3r+bRFDm1gOdHB3w0Z/w0aOaZM8fJ9jvoe/ODnYcCWOrJkJtiTv2Rukd8/Onx44xt3CNcNjL4mKWTF5Hdqn87DsOsveGHt7w4BgH9sbxuCVWMznGd8V5ZinDj903jtnrZ2A8RJ/HS++2ON84v86//M6rbNQ0jv6XEXr//k7MVZ3iV5bZtTvGxNIGlarA3OfPEfR5cFQbSrMV9YKNqTe+v3qqRj3VKIoURJqBhdiM7rbA0FuRD2Az6rDaSIewxbi1Hd5mFNvqbGnFK4bDpq9WgZqOt2Jyw94Q9982QK2sIcoS3o8O8E//dho1mqB/uJPDbx0n+PZu7JqBw6E2UzzNtForpy+K+N/Wx73vv4979nRz9GiU55bSOIMqqUyBHUfj7L55gEM3jeGKBXngtiEe8HqoCxLTK3XOrFbpelsPxhmNymSNXMGg93078Sp1tLUNrvzhZcx8g47eBgxB54jDInY4xI2DQRwRB3sPJRgYCpFaTbP3yA6mr6Sp6QbZqTSzF1aoVuoEPQMY6xqhoButbhEMurEdAg5RJL1QZQOLLq8Dd8zHmRNZZtYLOEQ3HslJLOjC7VD46d+7nWq2RDqXpee9h+j+yCh6p5PHv/k8r7/jSxjFaiPdJArYYkN/Cy0iK9HimSvr1C0BqQ5By8Br6uTWM0zMb7AymyU8FOdqrkK/38mh8V66Z00mvzFFwC9TGghSVwWmzSoVXWPPjjhXXptFfPqv8L78RFvvarfcgvaWH0MOyJitERlCI9UhQrNVu0X81eR7otmy2irubCLmjZVudEc2XrBAkNpOwyZ6Ym9JybS8CKE9XEbAwmqTWm6dGr15nRaRZbt70t48TGzZqh/h9h8aT//AAw/wzne+k0OHDmEYBr/6q7/KxYsXuXz5Mh5PY7DVRz/6UR5//HEeffRRAoEAH//4xxFFkWPHjgGNQUD79u2jo6ODP/7jP2Z1dZX3vve9fOQjH+H3f//3AZidnWXXrl38zM/8DB/+8Id55pln+MQnPsHjjz/O/fff/3/oXlvj6acnZ/H5fbT4N1rjfTfbV7dUPwstp6HlRTbUUosajFYaBdrna76pcUSz6Kw1uViwhDYA2Eqn6Nka2loNzRIJv/4skV/9GQRD5we36Qd+m1d8BxmOx+j/3v9G99T3yYWG+OzQ73PbeIK1fA3PsMxAsU6lXmX0kRvRB1Se+/srOE9lcUl1Bn7mBuRxB+X5Ose+PEM1X2VgTzdLZxfpiIXoO9rLwsQ6Iw4HnYU6RqcL4T09PP2VSe64f4BjfzfFrq4gr11cwemQkctF1L4Ek9c2yOd0evrDTObK3LGvkzv6AmRWC3h7PNjv6CZ3LcPsn1yg96f24B9x4w45efy3znFxpoBQKxNX4KbdI8yuZhjYFaPL4cC5Usbs9OL6cA+aZWJjYZlgFXSMskEmWyfod7D8m+c5XtO47aZ+KnUNy5S4vJqny+fkjp0xjr04x96bQ4jvHGiskCggiRICkLui8eLvfp2bAkMUOyOkMlUSB31YlsiZl1bZf9cIx56fYmzvIDIGDq1G/1gMt1fi2uks+wbdOI4nyYogxFVMv4hSsfEEHRTvC2JHVEQBzIzJid89z7Urq+wPqgy9bzvO2+OIioQoNThYBMFqdzIJdqNgbPa/X+aFqSzbd0YZuqeP09+Ypy/qpVA3CWJxbDrD6GCEjpBKLORGqxosJosUynVuGk/grNSY1TUGoyqyaGNlLNxKYw6N15CoGQJun0ItVQFJRJZt0rqO25ZxKRLUNAo1i0BUxShrqLJMra4j2yKabFOQFNRynYtrVZwBCaXHza7+OE8+N8MNN/eyNF3CExe5OpNmeDTBtdk8N1YLOHcOsJDRePn8EoMHYsRslWsT65iiwIG3DzP5rUkW0xoHHQ62//JeXvnnCWKITKfKbBsPEzEkHn95nrfc2In/t7e1U3ytp7I4W2L2l06wvF7kwW++kWq9hrPb3XhOBbExsEqwtjzjTbi5xfHQbBcVtryOYLUh89b+dlpG2JwUKjQDFt/XV7EuFyk4INkdYn0mh5at4I2pSJaDp07Pcvu9g+z60Ai5Z5YRSiYcCuLtcSMoYrMAtqlihE09c/lvJtgT6UBIlxC2+6npNuUVnWuzGa6tl/H4XFSrFv1RJ8VshbH9CQJBC32hwNmLBcb3dOKJeDn92FUGYg4i9w6QfnWVgbd2oez1N3ScDWJVpPxX87i7ZS44DPxjAV777gJqMEA+XSe7nmdkdwczFzYQBPBE/NR1m0CHyupcGllR0NCRK+CL+ckuZ4nHPSiqwtHbe3j5+3NIRgGp5kTPVYl1BpBlGXe6TD6o0KELDL55kMDNrqYWbKyL1f7+r9O67e2LH3uaDw+OkZtLobpsSpLJrMOHO+SgsqhhehxEMwUWyhpK2E3FrjLySDe90wJrC1VCtsi/nptArch0Rv1cmJ7h/ct/zKAxD0Dm9fOYfV0Ymo2siE15aZUrN93WNlohbKbeWmal1bFot5D0NozRLILdNMGt5obWaVv4HK1gGLO5s1m3ZNsNZ6U9ubYpNQ1ov+kgN9mzm45Jo2micWyhmP+Rjqf/DzkcP7glk0ni8TgvvPACt912G/l8nlgsxhe+8AXe9ra3AXD16lW2b9/Oq6++ypEjR3jiiSd4+OGHWVlZIZFIAPC3f/u3fOpTnyKZTOJwOPjUpz7F448/zsWLF9vXeuc730kul+PJJ5/8d++lXq9Tr9fb/y8UCvT29jI1PYvf52fTUQCsllcotQWltaQtf7Jdl9ESlOu/tk2F0Hqt7Xe06txbHmnjRT1fRxYlMl98HeWfvk4w+SJeK4/l8mNtG0B2gfr0U9ddxXJ7mOp/K08G7yFVdbCzL0IyW2F3T5CL+SwfvGOc2qUUyBLW3TFymQrLGYPF6Spr02vccHSYhWeukDjQSdmtsjadY8fNQ2DZaLMZdm2L4vTZiKcymJIEj8TJ+BUCvW4W/v4al15dxV3I4hmOgsPHqUvniY0PI+ckusYiuCyBi1eWODrWxVinF8NtYD3cwfzkMrnP51lazCJHPfQOBhh+uJvvfWkKoyRy9vxpHr7jJob6wjz37CRDQ0G2KwIbOY3AB4cIjLsQacxO0NNVZr8wT33J4NJSlu6QGy1XoyLZDB3s4cL5NaJ+gbH+EPXlNdSCA989Xfje1AGIjQFzTTY9RZBYezrJxvMzmJ4gVk3H7/MyM59BVERml1I89NNHqFzNY9Vt0jYoYo2esQhS3WQgZ7B+PknEr7AuQcG06e724NgTwNjjwfa2+S4RbCheLXP+LyaIBRxINY2On9+OlFBwekUse4uSEoCFGiszBVxeL098+iyqy8WOnZ1IbgeZdAk9WcOriGRlGVnS2dsRoiPuoKqDXq+g1m1WCnVGTIXjs4vsSURxWSLEXWgRFUmxkJvRrCkKlLM1MppNHNDdNhvrFbyKE1Wrspqv0RNxITsk3DEvpiUgIyCIIqJDZmOliNfrYOPkGkGnk0jETUk3mHRDx2IJR8DBRGYRR+8gxYLBaNRPThGxKgZzC3kSqkC2biDFPWiZMuGoi1MTKULImJUyo+/eiXvVwG9ZCBWNZLLCyZkMgmHyhgMdBH5jW5NvoKHA81NFLv3FBH139SKfWCF6xyBLry0w+N/3thIlbKY+tz7F15dttwtPbWkzKm2rgHZbG+28edvENPZLiDi/sED+Wg5pPMqyBlodlmdT+Dr9GNki+396BxWjRvK7G0iTeRYrFfb/xl7cnWoj4myhqi2iKLtRkG5c0/CcK+OoWBQ7HBRzJjOLGWZXSmQNKJdrhFwuEh0ubnhnN9WpHOmXC2hhE7mm4pJN5lerHBryEHrDEHaHgClYoIgN1lMErJqB+W8r6OsV9G4H0g2dLE6XWVkoszCXx3KLFIs6dtUEHfxxN7YooQQFUski3rCP9bkMA4NRqjUNxZboHQ2RW8sTqOvsGugmo1U4O7GCp+bA6VZwuGUUUaB7NETyUpb+W2PEb/c15vQgNPksxCYTrNAM+oX2+gjYYIDy2WXYKOPqC5GTbMplk+lyneUr6+SqNvc+OMbS81Psf8swlU4Z17CP+tkCgWNZXKLEWb3CyROrHNrWQcUw6HjhD9i2vqmPN545xVTSZOyuYTbdgIbj0RCDlnzYm500Aoht1GNrwNrsRhFoGH7x3x9z37IfNhaiKNLi29gqsW0Jbf/aeHejZkRo3mfD3rWbtWzaXTI/aofj/60ajnw+D0A4HAbg1KlT6LrOPffc0z5m27Zt9PX18eqrrwLw6quvsnv37razAXD//fdTKBS4dOlS+5it52gd0zrHv7f9wR/8AYFAoP3T29schNaGkLZGD82crb2lCr15HqG5p13e0Y6ihPaxm0my5v7rEmHN361NAaoslMn92Uu43/hOtv36gwzP/gOR0jXUyjqu9CSeY09hZW0yL1+m8Od/ib7/AABipczYlX/hvvl/YSDqJ7VSYKTbR7DTw5hfRJ/JARJGSMbslvE+3I3us1BrVQ71RXjuuWlmPAqlgoljvUaH34e4WKA8l6e7y4trSEW7mKLmEGBfELvfRXmjAVkO/+w4ex8cZE1wspit4ot4OXB4Dwd397FaqbNvVxytVGPADb66AVEF3pBAzxm89DcXkUMq3s4gYVWkuFbh+187Q6VcxTQsfvyhO6hW6siKxb4uH4cjfuyYQvSOEIF+R/vhFBCoTOZZPbVOVRHYMxBHqOmUAx5SlSoep8D2sBevYJNZ3GBJLbK+14v34U6EJpV8Q8KbWJVgsfrdGWopGVUQWS3VqGlFVNMkZxpEfAqGbbMmCZw7u0xxNtWQm3IdcyqDPV8gX9URvA7qtk2iz0v1pgD60QC2V2qufrNNWrAQTQufDsGQi5rqoHo8idMpY1tgZMzGADy70SK69mKahcdTTH9+AVVygipz9tQCqgKJuBeXQ2TfjgghQeNQwk+3JKJvlBFWsrz+yiWWL6xSm1ilWq9S9ipI+4JYt3VQ3O6mutNJ/Q0xqvfHWXGZZDsV5Hf1En5vL6U3d2O/tZvOXxhHflMf8odH8W4LcjkoYL1jkOrbuqi9vYPiW+KU3hin/KYIG0cjlI4GCN4XR707Rv2wn1eSWXY4VLKCSF1U6AsNIF9OEl0ucP7YJQK1MhHJ5sBomIHuAF3jURAg1OWnlqyiGjaBgJtFxeZ7/3yewlyWiVyFlKETjriwKzpqoUrofUObyDEC+kSR1//mKgFEvvvp05iCRD1dxu13tIvvREEg+6051p5LbXlKGwp3M7gUNn8EexMFYWuqtNlp0LQfLY1gNzsNTMGifGeUXFZj40oG3apzbnKdgN9NLVkimvCRmy/j9Ku4IyrF1TKemk3x+SS2Zl3fvbtFpdiAPOqgdNiN3qfgzpjYtSo9Aw6274px9EACUzfpSXi5emaV1/5llpmpAmumzqVrszz5xLOcvLDA4QfHCX5wmLVr60weT1HdMDBXDWzDplYwQZVQ39mNY4cXtyLgTFlYeRuXAl3dfjoTXqIuFY/TgdPrwELErJvUiyZDYwlS02micR+JTj89fQF8ASfLE1m0isH5K3NMTaawSybDkQgup02XV0EImlg+ictnVrEsi+VzWa58YZbaZLmxSuIWwqzmFyRs1diCjeiQoG4hu1SMap1ssszluSzZyQw+t5vq2hI+UcGpG5w6tcC5/3ENc01HGPFj7vCRWsnSuz/Bnp1x3GEneqFOffhO7HaRJsTvvoEj774J5ZmnGm5p657ayEZLFlp49qbe2Zzj9YPubauOsOUkbAaxW4WhxUty/bt/yCq1r94Wn+v4QITW10WLSP3/C7Pb/tcdDsuy+MQnPsHNN9/Mrl27AFhbW8PhcBAMBq87NpFIsLa21j5mq7PRer312v+zYwqFAtVq9d+9n1/5lV8hn8+3fxYXF4FGWoMtYtBuXRWaUyztVuKkKQJtX2JrNLSlIKh9tuYr10EfmwvbXHEA1MkL7Pjbd+C98mz7yOrAYV4a+C8shw4D4Dr1NOFbdmDYQfTb77zus/VkzmG7RIb6Q1Qlgcm5CQ47AlSSJQg5MPcGkbb7kb0Se940zIEPjdL9433EC0X8ioxz2Isw6MWFjSrA1JUUkSEvzz77AoosIsRdVCIekk+ss/rMAlf+6HUMTDrf0s2tP38DodEeUhtZ/F6VQk3gzruGMTcq9Mb9jAaCVCSR2pgLwg5e+ZdJxsZ2M5GqYsfd1IJOltNlihNVwrrIcH+EgSMJdFkkIYls9zkoFMvYO/x4HuxCcDeLLJs94t6REN17oqRWSkwtFchlq/gVhdBAF6dfXKI76GFfOEbfjf0c+ek72f/BbUjS9e5jyw0wbZvut/cz/P5B3OMhjHyZ+fQKwd4gHT4XSm+CkCzjWC/hizsZ2R9heH+UWMZgqAZySGWwx4PocxANKwhvCOPes4meCULTl206TK4+J523RJi9lEYVJdZezWJv2I3JlVIjUjNmTWoXTCZmSlRdCrl6ja4uP7lclZG4l/J6Go9ZpmfQS6Fi0L1eIdTt5epqnvJ6mVqyTrAEgXu6yQ93YLwhwfhNoxj3dlK7LYB1JIS03YPsllj5nwtkvr6Icb5G9n8u4Jit4AqCrEgYZRvvgEL9TAmXx4n0bJLSozOUT+Yx9MbnszAxsegZciL3OxAf6kS/L0ztjhD+h6LUjrqpB2XY5oFchV6fk4GYh7GEj5AiESoZ9JoWUctiTBHY7VMJRZwkXSKx3iCiYjOUCLOtN4K7L4gYcKCITparBlUsDr1/L07LgXGsSuXbi4iCwMSL6xSnN1hMlzk40oHYHebMs0uE7u8GoDSRZfJf5zFeKDLxxaV2ZGm3xaMNhDcjyy3ti0JriFYLTbG2jCfffPDbkaRgQ8SB/54EvrqGnK4yfDSM3y9w5vI64d0+po4vsfbUKr5OJ6FDHRT1DKnvLSDrrX6467HUNokgFnKfSv1mH2x3oooSluolly1jaiYhWSK/msOh1ylnNHKzRTKpEv2eHgbG+xl2+/CNyix/bo6Tj16l/OIGGy+neOYvz6MXLSRFwDIFTLcAO4MoZRH/fInCRoFiLcXqWoHFS0ncARVPVMUZFOncEUJ02ZAzKKaqCIKMXjFYvJSikNNYXsw2puN6JJRIlGLQyeJyAdslILtVggM+HLqMPlMku5ynBihFnaWnk5z/4gITn71M/rOToOlNeoPNdHfDkDecQcuySOcKmLbJ8tQGIhamYuNTQa3Xie3u4KknLpHyudGWTBSvjBhxMPW1Ka6dXObYyiWcJ1IMRNxUamXw2BRGbuLST36XS77b2mshmgaOxx77gZTJDxBD0gZUm+jEpmRtOgGt4LfZOfJDhn8LciE2Ook2mUZbEtfQj43C0WZzQ9MY2S3oT/iB07bav7cQlQnCj9br+F8m/vrYxz7GxYsXefnll//PvJ//5U1VVVT1h+ePtKZH2s3cRyuH1qKkbXzxVrMQdOs7m10tjYqgTeSjJVdNYbKtzUrf66Aw0W4UBWHjvfzaD91XxfRR2f0Qk+IbmTr/GLcv/CUA4V983w8d+9zYR+kLu7F0m1jUTc9aGCQHqlPEQkM4EsBY0Vj+5gxXTk0QS/Sx7a272N0R5HvlOnLeJF0v467qyHEvQlBCWisxVPLhHgrAoIuFdJXq5RJqwEHVdGCnRJSVEl03R1G9Hi48t8TF6RxGrcjIQJDAjTE2zs/i8qmoO1zYgypazaK0bjHUK6E5bFamssR3hFgpZPAHw1iSh/E3J6i/vIHP72DpWpYeRcI57sLY5WsuWOuvxncnOmQUSSa9skrXaC+de4aZn89ww/Ye/Dv8eFeLFJJVnLf04uxolN5bTVKoFgTZQKZtrLzF8ok0O941RP7MBus5HUcRRh0a4e1hArpA5kyKoK1TFmV6e3xIszmkuTJnTBj1OPAHPSzOLOH/5B6kThXLMqllDVS3gpTScV0sYXa70fa6wKcQf6QXu2JT3NDI5g2mvzrD8Jv6EF0W8383TbKks5Gtky7q5A2D3Z0hQjvi7BMFdNvCsiXiHhcBWWXjyhrPT51ncCpMwmnjfOcglmExmuzFijjRXrpC+eU03z+xTui7ApHBEKM3dyIkXEj9IpG74uSfmOXYyXnCHgc33ZtAqDdmPShVA06kqF/VEGSbrg4/ypEYclTByFlIARGrbmIBFc2GqgC2hV4U8MZMgkkb8yYfca9KNV8nsn8YSRKRFJmBxzaQazZVGayihjgSxlrNE9EMwqLA1ZSG2h8guZzH4XLSE3HhMW02Vstc2qgwkyvisIqo40H+4XdeoSscYKBYpjZRIjdbwdUZZUCWCA7GCY+HKReruHYHsSyL4utF5Atlots7mHrsIne0ZawR6dlbFG4jodGs8doaPLCFDsyi9fBvibM30x+o4Ly7A8kWUY6n0S7k6RiIMhLy4+vx8/xvPs9bP3gELa2jb9TZPdSP+5YOFv/6Il2/vPsH+H223mzj+pZDojKk4Em7CWbAFfAyV7M4emQAQ1QIYRMYiqEMKEiaxVf/4XGOdIyz/9d3kX1hg9TkBmdXzrCcS3DvrtvorlS5+myevW+JYlYNqucruPe7kcaD1M4UGPc4ea3koVhNcuvtu5hdSRF01cgmFSbPLiHpIqoiQ87A5VAI9frILWeprtjUyyaxPX6unpgDt4Q/4iBTUqnoNtcWV9GNGjvvGqDnPh//8EcvYtsOaqUqskvEUCRefyXJDklhTyyI8JYmu+eWqN62N0NI+ce7yX4ti191YgMJvxPDkLiwtkGpbJJOlblrKMTunx1B1+vYMsg5jchAgNMbdRy2iNetU/32KxR7tiMJKhWfD+9b/pDFb3+C3uwJAIzde7CspoxIbTyzfVdb161BW76leHPLurbkq5EuaSImWxzgRt2QvSVN3wZCNmE5oWXD7PY1207Z9ThQ8/dmm/F1zsYP3vf/Z7f/JYTj4x//OI899hjPPfccPT097f0dHR1omkYul7vu+PX1dTo6OtrH/GDXSuv//6+O8fv9uFwu/iPbFt9yS7zb9PJagmLT4ObYgrFuLlrrj9VerJZT2ghmm4LTGgQlWo1iwFYiT7CpvfvdWM2i2tYWWXyag2f/HDlbQBy9j7MPfp2N8N4fuv9TnY8w7drH5YkkPpeDnRWTroGORkuYR6buAtGv4CwIxFIOBowE2dkc5W/OY7gcbBsI07O/H5cnSNftfczaK1g9CyyfX+L4mauInU6O53O8/MICLyfPIdk6uYUcf/ahJ5j80iz1f1jA+XqG8QoMCQ7GRwKk6ybmqTU6PQF6dnUTeVMXgrPBWXD4J0eZXcgj6hZ9fS4kzeLtD+/njluGiPd6KZzIcvlqjqN1KMzNUItJCG+II/mVduQpAPLrNap/OMtLP/8q33nsIrGoh2S2hmgZJKIBwk6BeB4qnQHCv7ob543hpjSLiLTSG63e+MaDKfkk+o+O8uyvvs65aym6OgLsunGIRdui5ITeqMqZa0m8wwm2DwfJTxfwL+kslOt4VRHL6eD8tWU8n9qD2OVGwEYURVwhFckpkH92hWf/7Dgv/dpLyE1jZYclEh/qI9Cr4LE0Lr68xuO/cZpv/tpZXp/IU8oa1DSNjrEIuiBw009vI2oYzG/k2B33ssdUUKaKTL94hfnpPHf95Vuovreb8gM9lFUQBlQKk1nO/OF5Ll1Isn6lwL07YxyO+OhdrpJ8dBJ9MYOpWDgGnXT/yg3c/LE9bP8ve6hHZXQFdMPG8iuc+vIsqxM5XKqKHvHjQcHR50KUbfSqgehqtFxrF8u4wwLOgI0asMivm7j7OxpU0oNOCsfS2DE35pAHrVel8t4uSj/RzddeuEo1V8Saz4FlUnDLfO3VSfoCCvr0EocNm2i/imPUonPAz64+L4lOFa2i0zM0yHN/e5auuI+ay0R4qJtvvjhPrW5SKNkM7+7iyWMvUL6QxFOuYVoWxWeTFE4WSHQFsQp13vn7RwHQ1uss/ulVXv/lCzz7yRMU50rYNuiWCTR4ZtpjCdqqehPJoPm7IIItbCVParTiWm4Ro1PBi4BjtoAkyZjVOi/9+XkGh7txVyVSp/NcvLTGmVSRxeeXif/kWOP8JtitwdF26zqNos5WkaDtlbFu9UK3QIfHyWg8QLmoExVtSoZB3QlD8QCpRZ37f/phxgbDKPMijz23gjsR4MbhPfhCPZz+8mVq2TqxmBujZGFJAu79fnDK2EcCLIUFnOkitaLIfW/aR6VYIxJ1YhpeHIoDu2iR6PchaCbJUpneoQClxSK1ksnGbJJSqYhWtXA6FYSqzcVzG8zPpalvVPFYMg7BgXW1ynf/6RymoFLUcugBByt1HaNqsXNHN6Ig4itLLUxgE5Ru6XKhUZDpGQ+julXwu5BcCl2SzepKnv23DBORvRSLOSam0+hPZrEfXcK8XKLzbWME3zNE34Yfqazh8Xno23sDA7pNvlLD0y8zXPsfbWcDoPb+9yNKQiNdy6ZP+oNtpw2KcasxvJPNzshWx2MrDScIIrZlbUnNbOqr9mZvaQve6kJcB7Vv2puGIt1ynabRajWJNybasmnIfoTbf8jhsG2bj3/843zjG9/g2WefZXBw8LrXb7jhBhRF4Zlnnmnvm5iYYGFhgaNHGw/70aNHuXDhAhsbG+1jnnrqKfx+Pzt27Ggfs/UcrWNa5/iPbIK4uURbpINGuxzNyvVmrq6Fs7aEB4sGg0erw7nlZTa6CqymgmkoKTYFwBaQWu6oDXY4QvrKBNmvf4fklSnq99wLQGTlSW66+tPsFP+F5flpXr35T5gceQ+1wKYTJ0a7ePcnb+Ge+8YQNRMrV2H13DIOQUJxqrh+YTsCoI8qBN7fz/637eXH3naExcU0T2cq6KbIyS+eQkmVsJay7AqH+InIAQIBlSOH72A+lWdsMMI+ReH+O26jpzOOXmlU5wd6IywtlPirz7/EhNfAPRTAWq7QF1S5Or+Ety/E4rgXnCLGeQMxbeHdo3LLH4yTGOpm41qGs5cu8OLJDc5fzXD5ShKhLHCHX6Fq5Nhz916ED/ZjKyJW2cTUbbBtahWD85++wOvzaYKxANv39jG8cwDd1OkMq0SdIivPL1Ot1jHtMkQdiGqTJKVJnCOYAmIRFEtG1oWGQ2laeOey5BSJi/NJ/KqTSt6mbgikjq1RrlZxipBTVUY7HfStVzFkge3DUUJuldJiksHf34ccczZRdRHDaLamSRA8mmBjI0cQlVfe8xLWtA7YWE6wNsqcnStibY+RKWtoRYOKx0HJKSB7PUTrJkK6zOr316ksZHn7zf2ENRNn3IUactP5sb2M/c1BfMMels9bBMZVJI+IaULwtgSH/2APP7Y7jEtycGa+Skl1kszXKdVrGOsGYgmWny8i9TqRPz+PWLIxNQvLtECxQBGIuj1k03MUszlEWSC9WELL2eimiD4n89ofX2PqtSrRQ15cr1Xgyyv4IxKmLpByO1hf0hEkieB9AxiqTT1vUS9aVB02Wkzkga/ehfY726l+fAC9x4k3WeGt+wfpDAeoO/0oXid3KC52zwk4IwIVFCpViff/zFFuPpjAzNfZv7+buWSN5x9f5p47diD6HRy8sR+3Q+LGob08eWySUqkKmsnMfJ5kuUbZqPPUM5MYZwuYRY2N//0K1rKGu2Zwg+Cl/KczVK+UGqkubGzBbLsWm4+x2Qg52uFhk8elxaFiCW1dYAPCoRj6bSEGu3yEAgZveGCEfbf08Mh7t1H2ZqkaGnJQoVbT8ZdM5JCMYEDhH5fR683J1GIzmLGhPcRWtEC0MRWoH/Iidqg8/tiL7OtTefrFKW74qb0UshUeffQClyaSrD+3SM7po77DjcclcG6lRtbnZypZwOXxs/23D1NOl1h5RUMWJGzVxsxZ1HIG/T1eatUyj0TcDB5wUV7NIRdgbaGIqArc/oYxov1hTElA8bsxPE7UsBuHKhNLeOkdirEysYYcdGEaFtEuD6Zo4xxS2XffEJIGs0tJyjmdnu4EkqnQvz/OzQeHSDhUtGqdkf+2i4373M3QcJOIrdF50dDl2CK2YOB3WDirGla2hOhV2H3fEFpRIxb08p4je9g7nGDulWWEmBP3Th+hPW4kv8hN/YOU00W05QqKIjK3mub4zBrC534f9UuPtnVx9YMfaTJJClvs/KbRbk0atmlMCBfsRtG6YEvQTP20gt1GcNWi6Re32KiWndpEbxog+3UGhjZletvJaBuwZni8+W6hiY4JttAA3q2mzLbnff3otv9QSuVjH/sYX/jCF/jWt76Fz+dr11wEAgFcLheBQIAPfehD/OIv/iLhcBi/38/P/dzPcfToUY4cOQLAfffdx44dO3jPe97DH/3RH7G2tsav/dqv8bGPfaydEvmZn/kZPv3pT/PLv/zLfPCDH+TZZ5/ly1/+Mo8//vh/+AM2+DGs9iI3uY3bKZaGy9eohBZsGnA8rZkJNNIiYgvaEprEYE2FIEiNiKPpKQqtgU82mLaNaAnNIYECtqqi33QEwYb83z+K78//HNdf/QliOkX4qS/xEF+inNvGS+rNXDnyGfYlyuiFHNekUa5+8RxHbhlkpMtm6fIC31y7xId23MdUJs+AbSPmLNCh3idS73GBLXL5y2luHevk4sIkRnCY+ckUb+zv4uqJa/RFAkTGtrGtSyJzW4DkaznMDgfzE2sUdYkFs0529iL6Qi/rYRf337MTly1hlev4B2V2IvCFtEp9OonHrlO1/Kx8bQmhDt0fGcLucjH2s32czuTZq3RQrdTpjHno7/MTzRdYyecIBMJUHohjASf/x3nkCxp7fnEnDDpRnRI9H9xD6qUl5tfWCEQV1LEwXfY6Vdtg3CHh3BvDGHEi3x9qFF624EtbpDBXwlzTOfeFCWRvFCFbZvThBNVTKSJvGqZ+3MVon0yiw4+h2yheifRGjVrFZtd+J8PdBsUvLbFQTzLYPYgYFJlTDHp+agwCSkPJWA1CHVluToe0QBh3M3hfB0+8tIZddLI3byKmbeyQQmB/J4cqDjIdToIpL+lanVCHFz8WY91h5mZTvP+uXv7H97/OL77rHdjrVfJSHb/bQf3OMEZQwvjOKvmvzFGyLOSjt1OtCWSXbDiWRHh+jvBv7sfrFwj/yTS51Tzns2V6Yx6cV0r4jup03eZDFiRWZYHknz/P+J/dgeiXmxpSIDwWw+9XOLFexVNcQ10OcnTUSzWuoudNdr1/BG9Y4NLbniHdE8ObrbDbJ9L9lh4mXqugyg4EG0LjMnpGQ6zpyAkHgtJw6M984BQ9YYnYn96A8FCCym0dFC9n8ZzO8cjOGJVcjWSmisupYL28RDAmIXttlp+fJpZwc+tNg1y5lkIv1OmJ+HhxNs34jjhd98eoPLNGTpTJ1QRi4SDZ19KsPrZCx0CQQr5Ob9iD/21RzIzJbE2k3ysiGSVmilV2fGov6pCnwa9QthC98maqxRY20xyCjS2IbXS0EYnam8hncyKoIIApmMwmHFSHQuw4lcFxV5yI7aEyl2PleIWJK6sMh7z4JQnnLw6jV01kWcT/9gSCS9zkdAAEGm2PAlKD76GxE0Oxqdzl5b3pw9gZi7v3u1k5sUiH6EDvDqDG3ewI+fjOk1e49EuXePCX7mHlxSW0QpJCwWDwJwdxD7joiTlwCArLn53Ad3+C6S8uopdtoo8k8A/IrF7JcPIPM9z7qZ18/rdPIYom1Tw889Q6DsFNvlBlNB7F7VQwBRl3yI/uFqhk69TrJl6fC7pNZk4t4fW5mDmXYccj2xl6kxvfosUVV4GUZpFaLeGumCzOJHGpMqrLgWI52PidK3j/ahd2My4Umrp2s7/QxqxCTdSQVQVfzIvS4ebaqTTHJ9appqsMJ7yMSgEGfmUXhVeXyf3OBYI/NYQ74cUxHkHBSWUhS6k3imLJvEuHnnwnzG/aEmluHiFjYLtEBNfWMLTB2GmxWfjZMvYNNlm7iVKImxnj5r9C06u1tziyWyEcwRYavoUltO0PTQROwG7O6xIRaaRG7TbC0myZtRs1IA3AbpOmoXFvQtNR/tFt/6G22M1q2+u3z33uc7z//e8HGsRfn/zkJ/niF79IvV7n/vvv57Of/Ww7XQIwPz/PRz/6UZ5//nk8Hg/ve9/7+MM//ENkedP/ef755/mFX/gFLl++TE9PD7/+67/evsb/ka3FwzE1PYvX621Ak62BOTQ8xhYZUBv4oLVIQnMKYAsqg9aoeZp1IFYrWdN2RLb4M81IyLRtxLZzI2zxXm1cX3sK38ff9e/e+6mh91E9+hFKpRpXc1X2bu9kr0tEyZV5YvoMB7YfoDseoPpzvdSrGtWFCopl4uh0IflUtMUqs38zz/kT10j6fYx1BBg8ECes27z24jkOjXbS199F4cfiFGo2pq4TDMs4XArCUxkuvLLIkKiynC6T8nkxJfDHXGhmEqcjxEjWxturUnsoxuq/zlPocrD81UmcfWHWTZk9PTGcd4bZOJ3mhWcn6XS78QRc7O0PIc6uYihV/Lv7CL+vH6Nis/DEKse/NsVI0M32j4zi3Rmk9p0Kj33zHNPJJG6PgC8e5f7dvSTSRWZsnV1DIWo/2cf1hDcCQtXkix85RUw2sbsC7Nrdxbljc7gSbly6SMeRKLnTKSYzeW7Z18/8UhkVE1PO0LG7j8GkDZfyFAWTUE8A2Smh3xykvsNDaSKDKIs4+73YTcIuARvbauRzbcFCNAQu/9QJzq1lyQJ33tXP8FsGmfzaLJdWTZY3MuyIhllczBAccnHvj23j8rdn6e1wMGqpVC2da6tlAgEfXQeDZA/4yD2/zvqxDKqVx2+42BBVRt80QviAEzMmMfmZCeQNgZxpIi8V2Pl7exBkkdQ/LpE1LeZnkmy/uZOe9/QjuyQW/niaZ5+ZZP+BKHt+8yCmaiMhsvHbk7gDLl5dzjFa1dkIKIzfHcd3RwzBtlg7XcMXNHnh185waE8Xk1fX6DgaZ/jdw+gOm4mvrLPjnV0kj6eZenSajoCTyL1x/G9I4BBkHvvQcW7fFuPMWoabfnkvVrgxjM8oWCh+icLjK2jTGt66xtn0Ne7o3Ytd1hG3ubgyWaOiW0xuZOjvCYGlgGwTHFcR5mpgOShoJpeurHDjrg40j8CFpxaJBZ2sZctsC0oc+OtbWH4lR+5766guicXZJP1DIQY/OgqdMpZlkv78PLH3DrIVnm5k2q123r0NW29xCYRmfNJOxTTmIJD78gIbJ6boKrkIvW87U+fzZGcq2EHwh9ysXSmgJXO4UhoD/+UA+X+7TN8f78PV42nIMy3dJCDSJJdq729oIVGQcHxlg3q2TtEv8dq5DEG/ymqxThURp24hqg4SXhnBq1JYTbLn7gSRPWHWnk3y3W9N0tkdpVu16cJCuS2B+WoJz/0dWAtlQms6xT1unr2QZftwkPlsneXJPJGgi1zeZO7CIpnyMt3796BKEsV0BZ/iQECnLooUDZ17Ix4WPF78XgezV9YJqwKHf6yPjqLE+qkUasxFuqKTXS8zs5ZldCBBeaNMvljD5Xfy4H/bQ03UEGNSwwFs6mahaTxnv5ciejFJuKRQV0QCO/1cvZKhUhYolU0M00DQbHSngE+VEdaKZLoUbnjbKKH9ARx/vUR1qcCCQ+e5V6eRXF4Gok5u9FxEfPKfiZWuAmC6wpQ+9RdoH32onZJv8bQ0OEOaq9XU91ttjmC3nNYmbtFOu1tbYPhW4q7hyFhssbtbBr3ZTfRcbMth8zWhyQ5iN8d42EKDwfbfM/M2FIqF/9/h4fi/8tZ2OKZm8TV5OBoy0UynsGUNtpDsQAPwsJuQeWuBhSa7YSOquT71tSki9hbYtSFoVtGgPpXF2R8ESUAIyNi2jf8jH8L52Lf+3XtfDB5k5uG/xqMIXF7IcOPNfXSU6jhVgbyo4DVtcjsdOO6LUl2qc/kvJpDnikTv60be4WftHyeYjIaZffkYHaE+9o114u1Q6S9W0aw6kVgCc9zLtekirjs7UXJFrNU6RsTJurZKZzhB6l9miB0Z5tVjs7h6w8QliEW9+As1LJdM4Ge70YoGG99dY+OVDPOrqzgHOhiIB6nqJk9fmEMUFQ71hYj3BqkX63jTZUb7w7i2eyjc6cfKWdQmKlQ3qlx7YQHb5UaoayTu7MK7JHDy/BIZS0d1wIH9/QxlNUorKRJ391O7J9IkamoaAavRikpZ55lfmSDhEZjNa0R7vAi2ycpkho5EGDFiEt7exeRXL6H2deBzSMhuA8klsNfrw7dex66aCC4nYlRBP+hD2+chfznN1V8/RY/fT+iD2xDcBuqBEJZmIy9oWE4Ru7NRh1J+PM2//O1pQokguw9GqKcqzF0rkzQNDt83ysSJJXqcNprXi1e1GZIljJUNejs6MF0KypiPqqIj3ptg+UwG7eUCcl3AqSqkri1TwSJTtrn1rgGcP9FBfaJE4fkcqakMyzUNX7XO4T87SulqleK5NKunk1CoseOX9uHrcfHcR5/jgmVw713j9N3ZheEWWF8rILxWw7JF5mfW0QQoZLMcPBKj952jSGEV07JY/5Mp5IpNaTnLnAleQ2Dff92GY68PoSaycXyDF/9ukniXlx19QeTtDkL3dlI+maL2uol5cYOztWWO3rIHYacPedSLMyJgZDWyFzOE98RwPZmiVAZZsPEYULNBTVWoV6rkh7x86+lp9u3opVSqISsisiDhiIeYnl7j1rsH+Le/PUVvvx+/30UpU2ViYp0P/c6thKMqn/uVY+wc9NI3OoBpWCjjbqJ3BMDZSJu0Csnb8P1W/4ImWtpU5A1bsvmsbw1emkcjihL6N9a4+PVptt/Tj+MGP3NfXKTqF/D0hlm8kOLa9DKhkkjI42R5LsXOB/rY/av7ARvJuVkz0qBA//d0l4CVNsn96zLBoIszG2VKJQPFp5At6SiWRTFfYyFTYX+3j7t+aSfVukb2G0ucOJHECisMHY2z9vIlxkNdVHSdQMCFMhjDMCwGujzoJ9J8bm2doe0RcmkBf8DNeqZAMV/HrOlEY0EW1zYwXCpmXscyTTwBJ4YoYJVqhNweukajLK4VUKt1BMFmZDDEkFfmtfNrDMT8JIb9fPMrF5BcCiFLxdPjoyfkQu1QkGdKJHwOXD8/0I7WYbNY0zItKify5L4wz8Zamps+cIBXp7MUz6aQ/BKXplMc7OmgKtm4bJNaRWfw7gQdb+lHVCWsD5/galHHNR5mMVWgJskYJZ29vRFWHBXe8Jk726uq7z9A7smnaNd5NiLSBrpgsYmmt8Vmq9Gw2ZzH0gxOt+RTGocIWwo6twarrYuxeeEtdR2bnZXNoLmd4rGuF+KmQ2wDpVKR4eEfncPxn348PcAmm2gb3mCTsGWT4nizcrixurZtNddaaEcbm0fbLWSqKQxWM1vTqp62kWpQ+Mzr6F/9HHKgiukLIw0Noe04gre/v317eiCCXdNw1IsAlKLDXJpbxx/04A2ruESopYpkyzr+Dj8rqSrBj+8E28bhkBm+e4jk6TUuvZpEuVShkquiihW279oLdQtvAoprq9SdPkKBMJW1AtbP9uFWdNxug8V/26BqmEyvr7C4uEwg1Mu7PnEzF56aI5OvsmMAusJO4usFKNUxPjiMaVmIHonYHXHyU0XMRReFjMb5QppQl4cDfW4m12zcQRUtXWXUrSBHfSj7glSO+rDKGtlvr1KZK5O4IYxzxM3i+SKr+TrKPxV44P03YFxzENAMut0SvUtVXBI47++jfHOoMQOxbFE9k2d5tYJLlXE7bPy3Rtj/SC/XXsvQ5XIxvZ5CoIKoOnB7JARD4ex3ZhkNBOgdCBKIqSiqiUu0Ec8VsSURSxVQYg7S3QrKNheiZVPLVFEDHlydEWY+ewVn3ElCcuDe7WnM9jhbRjS96D0Knnsj3LIwytyVHPnlGjPTOdZqBuNdAbpDLiadBRKDUSgL9MkK9bqJFIggjoSxYza1WyIIUgOe7d4fQuwJkj+XxzpfYna9ihJ2Y2BRKupor28QOpTAzhmkZnNIss26Q6VwscLEd+ZZns1ghlzsuKOH3PESQcPHWoeP/o4IptPF1PdXydRssukCniqMb+9AUASSqXUiiTCOuouFbywTOxJHy+us5OqMxQOU1wvkKhp9N8YhrDD51DJ93WFe+vtJ9u6MU9FM6paJ6lHBFMh+aRrJE6UScaJNWxQur+CqhHDvDmBjIdRg9tEFHA8JVLwG9qEEUlJHmMyhr2jkqxoOTOI5m4eGwyS6PBRsNytFnUqhTq2Sp6JpnL1who6Em1BvABmRjbUywVgA62yZetSkWNN59fQ8dV2lryuEy+0EpeU0tJ7zTWTB0q1GoADN15oplVarbDvyaESkjZ1NAi+7waws3x1l+4UMhXMpEoUqA/vinLucZuHFBbJ1nb7hDvYZIkJBJ9YRJOyVKJzPgWUTOhxqOBvCps5qBT407wkbxLBIdruK41yB/U4PKVVnzhJI+BQuzqxyaDjK8kaZKJB9OUnVElhLC0Q7nXgUhdNfn+RgPEZ4W5zubQEsw0DRROa/PU/93hjChSxvONDHRqfK+rVFypqJJEtoNR2Hz0mpWkOSVdxOBVkSWJ7OockKkiwguBViPX7yZZ1aqYrTq5BJV8jnNKZ0g6FokNqIB29WQ/W6kB0OVNVBIVWgIAjsONLF0quryD2JZi2CeF2KQAAECZQeFRWTnl43drLKtkSAyS6DomLgcsLrC0niHpVAxEmhoiN/fRal20P4xgj1Ug1Dh0xeY6AjSKgvyuJkBv/3/pQ9S1+7zpzUH3lz23Y0nMwtDoG4JRQVWihG01y0Bry17ZDQTs8J7SKdluA10/E06gV/wIOh4apsUtdtOr4No7QZXPMDArP5/s3XfnTb/z0cDptN2IvG7zZWg0ZW3NLS1F7XTcSimYRrAGdbIQ42lVSb/a29sI2CnMoHf5fhZ/+88dpS816aHbIFf3f79pR8GoBkaJRT23+WS9UO9GSBfbu6iA74CFqwsLzGqXyNO2IevG/rhybXhKAIKLKNbdgktToxr4+kohAuaazkc9SMJLftOUpXwI/b62djo4bnoThWwSJ6c5zCNzZY2SiykSuRr9foH9zGimawOp2h87YuEkdiJGcraOU6qiii3dcJAyrzr+SIK26UTpuh9/bjOxJiYaJCaqZMajlNZ8jHSI8ILonRkIBXFzB3R6gf8lIp64gFi7PfXyWk1Kh11hnr60bIe6is5NGzZYIDPhbnJzm6ezd7FBmfT0E8GKC2340oS4h1EzNTpfDtSarOELrbyexilhtvjFFIm9RVkW5Jxi87STl8UJDxOlV6x8KUKxaWS2EpVabTb+OYKSFXRKyAzHLeICaLfD+TZN+bRhAFC6MOsZu6kRY1XvvuOkfePMjpxy6QelRg+P44kfs6GiyRHhHjyTyaqFPM1PH4VXoTfmSXg9BGFUmEV08uc2dfN3bWoC/golQxkQQL4WiE+g1+7KjS6HLSQEvpuBMKdkzCd1MAIyQwFhqh/uIihkvlzGtzDKXClF7J0XFPHwu5AmGPG0OF73zheXYM7ySSrWFKAnVb4JnTcySyJQJBL/MrGQ4P+aloMpNz6/gVgUxRI2NUcfmdHBzqZnbVYh6Z5ePrdK/VGohWocJA3EVkTze9qQKaLDL15BoXjq+Q6ytiuZws5TXy+QrhUILqmom7oCMFfQQjHk7OJNG0CpWyiRh2YhQtZMtG6VIZHIpx9fsTbNvRj+HI4DiSwErYbHw3SaiuYAcCpFN5+nf1Ub2awqGahHSZaytZvPEAftXB6mqR0c4gOzp8nJvNI5hw85sHmZstsT6xQXwggp12ItZ15s4ssPPwSCP70SaIA7tsUjqZp7pSwnlDAM+YD/VCjWKvA2dQbtDS8wOsj8JmeqWlYdrqxyOgPBjD8ZU1xOkSKcFmYH8UsWrR1YTY1/Ua4x8cY+GL03Te30c6V8M2Go6NYLWo1mmnZ+1mOgWDhtMhCgzdFUcPKKhTFoOSSpfDQT0scPHqAieupZC8MgVZZG1BQwio5A2DrlsjLD23yu17uygur5FPlXEpHhaeWqZcNckINv2ajXpPnMgTKfRsgW37oxRqBhtXs1iGjpYXcKoSqmDRF/Cg+lQkWcUUJTKrOZBkSraF3++mmleIdvmJd3sJrpWZWsggOj3EtDLW9m6GIwHCfT60is75i1mGj8Y4970ZevpjuO/txADKpzeYen4DZThM/vIyN/7XfUiqhNPnILS7E321jFDTccxmsIs2kiDx8IcOkl2tIZVMCueSBIZ9DNzfQy5lUPv8HLJLpcNVIeOssXCthCFJdFz6DoMLX77OlGSefYGZchTHxQwdO0NYQnOuC400fIu0q+FL/ACDaBsSaYrMlpTdVgaWtglq+xAtjg27Hee2HM/NesPNXsz2yEJBoH0LrVO2bGFLNvnRbv/pp8VujVdatRhtp6FZZNioBN9cdEFo5s1aLbJWC7X4gfOKtPusG+9pXkUA6fgMPS1nAyjF95CL7aOqhADwF5Z/6F5j2Un2XvwMB8c6qIoCp66skVsu4FIgHgpxy54hwrf34rzJz8s/9zyiKCMGRMQhhZps0+9wcen0ZSp2FiPkJBwNc+fh3QQCLko5KOctfG/pQb410cjrOUAZcYIBU7kplIiEHCpzx93DnHxxkdSxdYIViW4EIiKUyjWM7W42/vAMi08lWX1ymTNfWmXtVIX1+SrL00WStsXK8jxyQMXMa4wKFoWZJOuahTWkUj6ZRpFE1IjK+NtHkPv8vPTCAq98a4F8qszdu7pxKU6+/vlLjHT1EjZLLBZWkG6Oou/3YysSpX9bRSoIbHw3z7lyjQu1Fa5u5JC8LlY/P8+pxxeomCI1SSAnOakWZPSqQdEWuXY5iRx0E4ur7Ov2Is2WKK5VqUadpEybXKbK0mE/vbf14YwooJsYJR2zbhF4qJtxWSEzXyAv5nEFFU784zWSn5lGUyzsqMoLX53kme8tERRUFpNVSlWL3HKaUq5E/0iU7ZKDroJMSFeYXitjagbCXi/e28LYMREEC8u0yR3L8tInX+bMX01ifC2N/vlFpGmD/jfF2PaLO7nx4SH2vWOci2c3uDRZArfMipEh5YKFTIGVBZtkrorZHUIJuyCtU7NFLs9lUYs6HlFmoWTiinjwBN14QgHGRkM4PTK+kJeZFYvVZJVzZ+dxqCA5FIa7Atx27w7yTg8rhkC6rDN5JUt1skZ/OMzIeAdDOwP4oj58MS/JdBk7IKH4FHI+J7VqlVClih3vZr6wQW2xjrReRXSImDYoholbUxAVAe10geQLK8gDHtR7OnG+r5fSoRDL00mKUxkmkhp5S6Uj7uXWiIf0q3Mc2hvnzbfsZM/OAKnFEg7Dwut1UMtanD67ggaky2VuuakPyxQIxIPECi7kahPaNmH+dy8y9TuXOPv5SaqvJql99ir2QoncYwtU/2kKW2jUZTV0wObfm22NzUm17U64pjHaH8H7wQFkv4q/qKHWdEKqRK9fRasahN1uTn7tEhNreRZOZnHH/PgHg1TXLUyjGRW3JuDaVjM/30z5CE0oX7JRbghS2ediMpmiuJHEs5DnzR/Yjt/jJOxwsFw1KBc1yqsV+sMuaosGHUEHC8kqF4oCsYc6qK5W6e7wklnPsXB2jfkrBlq/E8eIm7AiENkjMDbkJepz4lQcUK5jO8CnVllYyDExkSKXqWFXdNx+J05LREvVyM3miXUGKVZNqlmdpXKBpXQFfA6yry/j91uMjYRIKBL9nV4O7uvl+LMLXLu0xuRKEVuTkZDIpk0qZwqIpwvMnS/xrY++3DDyXgnjUBDTlqiu1hCPxJC8Ej2qhT1dJTNTYWm5TN/ebva/Y5TwrVG674rwzFcu4feIRAI+ehQ3sktm49o6ovOHeZ0cx4+Tv5CiOJVtrn2rc8Zm858mU7W9xWtoykhrIGCb8bPFtdEC2Njqrracmc3W1s1t6/TYhozZrbR/y+a1OluarKiN1zeRfhvaQfiPavtPj3DYttVck6bTIVi0BjC11sQWLFqzmFpFomA1x9rbtDpWNqvVW85Lq/lIbEN7YGPZIu6v/337HuruDr458lvUsjXKoTWO+GGk8Cz+2RdR9Px195soTPP5iWWUmJ+4T2Zq5QJ7g4d5ZmWVaNZNZGCYz7zrO7x1aBur/7iKW7EI/2Q3u39+jFf/7grbrC5eTl+gNuPi/fcOwXPTqH0hQjEn8rYQ9g4PlQ0Dd9LGjtm49vvZ+XAP8ndtzLiL+jYvpx+7zDv+91vJvpQn3O0iIplYS1Xsnxjkub+6xpVLGW7b50UNm7jqFlPPLVIxLIZjAUqaTs/dN3Pm6jpvuHkA7eoCyWqB8RtGOPsnz5PXIux7IYP3o31UvztLJuGm0+HDtCrYmsSpKxv0Bz0sVrLc3BEib2UIhBPkHQay0njwPPfGyEzUuHwtR+/2XoIrWcqGyMTSIlMzMvHeMAc6fXzl2atoosDOsQ7SyTK9QxFcQTdX56v0+i0880UUSyAVDWBqAv6Shedjo+QdNtGogqFZyE4Zydlac5mRP9vL6d84jxIAj0tFk3Suns+xR/HgeqeTiVyOsd4+OjsDeGdTFPJl3EEvnWMqA6kSqmiBLmAHBYaDYeYVAbvPieoS0esCTkcDSvX1q3RILpIzZaZyAnnLQJwvMnBsno6/PoLWXWf5m3WulA12ZOv8y++doFDwYtZLxCN+gm4/e3rCpCoGLkFmYj7Pj715G+GIm6VanX1U8AgOXDmbWG8AsUtECrupVAWcl7KMjIcpDJqIuTodQR+1QScexaKoyBgOm9zZGg5HjZliku2DO+hwqrz27CyCW+bokTCnTxaQnAprLyaJDLu5upAhMNLD0HgXiYpG9J5+Vp5PsfJ8BrXsILRPwOWQmNdEhut1KnkN6eUay7pA6O44thtCXRKhTx/BFgQGzxdxfXsFq9OHLxGgZ2yN4nOX6No2guUSGbqzg2jZJPx6motXLlAsmfToXuyqRffb+7FKFrlCnaefWmT/TJ7gT/Vg5A1W0xKqAL0eJ1EVpuoi3rqI+jMDqJLctAoiCGZbT7Qg7KaCaRuWNmGg0EiPSUNucneGsY+t463VueqzmJkqcWohiZEpcrg3QVgHJW0jpgWIgVy2wWtjq9CgVt8cBNmkq22TQ4EIko007sKfjZB5KU0hC8Ebw+wbcvLURIZH3rqTua/OsWvIT67Lz9VjswypEkiwu9uLINssfnuBsgqS10/n7jD+uIjttLBu8eH42yzGY3VWx0TGb+0mvFFm8uo6QcHJpaXTDI3cjpnMYykS89kymqER9fmpyQLOmkG1UGdlKY3TIdMRiXDkjWM4rDpp3cHyo89j/dc7eOLTlzh6dAyvz4tJibse2MnCxXnOP7VE500BVp/YwN/vJZ0r43J7UFZLCCZYMuAREEwLQ4QrxzagmGGxpvLa8Tlu2teHL+rluy+cJ/yKQAyVnX96COJeQrcMoJ3eQBJlStUC9ZrF66HD1A7+FsrCK4xvfK+x2i9dY8dn3tdoKmg6GY2GBLtBFNnahOZ6bMnkt+ot2sPoMBs2ZMvAtsZSipv2qVUO0KoNaSElW09LK7PWer2xtz2fdIuDITaPaVCzW/9/hOP/9K25EK1Umtgs9mrlPu1m3rVdXS7QXHChWSjabIVjs+Wp1Rix6WNu+dsWGiK1hfxMrazx49lf494da7x5cAA91M/faPfxm7E/5Zs3/gWvdL2ddHCcojPGidF3U3I4QLaoayZH9uyitl7mTft2cOcNwwimzfs/dDe+3WG02TyXz6f53vtfYf4XT1O8UuXKRpHbOm7gob3dKLKT3g/vxyyLeIY7EPd5eOVXj3HtNy7gHHBjWyKWCu6IhWqaLExlufTVE6RyBic+N0ek04W4lCV3Jk2qW2X9dJrlq3lu7UpweWmC584s8q1n5jARGYkHma/pnNsooDlk+kcTOC4nCe1JsPd9R5mZK5AtCgiGzr+emETyqPT+ynbs1RI5t4eVkslKfQHLY3JyYYWNV1/GLyloWpBqXEbe5m49jYgxAfcelVC+zsqlZdJ6nn339OANi9wwHmM9U2V+MUPY72Gky8+e8TBd/TEUr8qFcynu2SPjm9KoZSp88aXXOTc1S9g2ED/Sg5av89iHX0T86jqiCa2OJUEQECQb0y8Q1ixqyS5G+8PcdOsoKafBQrpGYdKmIxKk6pdJ12tEIgHygoPtu7s45AsQFKAS9aOEVKIdQfIPRrF2eIgMuhAAhxMQbSwLpH4nw/9lGyPdXrxugY6gTBiJRy+ts3a5ym+/7VtMvzbHgd3ddPVHuOveHXzgod0U/TYP3DvIg4+MEU+42fvmHrp7VR7a3cFA2cR1IcX4lRS9SxBcrKOWdF5fL7B2sUDmpTSVS3lkVcTtdoPLw7yskJRtvv0P3+CbT86jvLDMiX+eYJcIccPFz771JtwuB/JQgK7eEIFOP8zncDsk3KrEaq7I93/jNfrqoFVqZHwOzl1ZRVo2qBgaTr9BYETmn3/jNay9QXq7vfzDl59jZalEKFlDezmJuVZGlAQEweT0MwUsvwS3BKn/4Q6q9SyslLmza4h1VxlhtYB3Q8PxzBruq0XEkIzl7cShetk7EOGe7Z18/XdP8eWTk7y6mqG7x496W4yrfzbNlT87x6mJZfq7vUTH4pSrOsG6hXzBQnE7Ef0S1bUqtmHSVgRtx6KVU28EIGIrBUKD+da2BWxRQN3uR5tLs/TN8+xJBLjRnydgaqheL8Ej3VQFjZMrKaRdMnJUQegD2Sk1Zd/aEjVbm4qoqd9EsRkqSyLem8P07AwyMZ/he//7BZD9VJbTXH5qnjm3xKItEgs4SHR6ubSwShzY8xsHyC1q6B4RwTS5OrVB1rjAS39zkvRn17H8AuoHe+mWHASvrVKZ28CvKAz2xpm4tMTuG26jtJCiXDCpl22cgojDlFlfSTPoVPixkICmAaKCUANBkTnz5DlSixWeefl51AdvItbt5+AdgywtpLk6u4FRrhPr8+HoDrN2Zom//uTTBBBx6wpdnUF2jgS4568OI2mNadCiQ0T1O3HZInsHInj8HYzv6mffnj6Gticor+YolSEQiKAbIqZm8xN/fxv6Q6FmMGAhhBx4ZAghsNZzI53ZS21d7v/uPyD/6t/jEG0svWm8aa5ve/BWC/kwm6mvVq1Go3hzC4NGw3kVtzoQrRohqxEI00KxaDssdvNcQnOacaNDStjknGpcvu1mtOqNGhUCQnNwJCCKP3KE4/8eXSreAA3EormwdnM6YpND47rWpZZw2Ju1HbbQ4K9sE4I1+53bQtD2TGnIiyDg/fjHcX35i//uvRm792AMDmP39mLGO6g7Orl4OcKZJQupqLH//bvIX06yd7QLh1vB8doqomJivKWTia/O8sLLSY5nXuHtt93LLe/cTuZvrnDeoRCLOCkWDJy6SX+XH8vjZFTTIerB2B9A2+WifLbG2dc38JoV9n5qW+Oe6zbVNYtL/3ORXrcX360+co/Ps2JYmPUVdg8NIe/0ox4Jw2tlrn59hu/PZLnzDSNYy0UyFYNw3E+5ouMJKBgVi46QRNdaCdddfZS7RQrfXufVyxu4O4JcPfUy3eEe7vvzO7n0F9MEdoaoVA3OPDfFW373CL6JHI7LdRYDXvIUGP3AAGZJb6St3AqCYGMUdKb/+zkyvgC1XI2g38G2e3tITxXxawbT6RpLi3lMRWRnwocz5EbtU+hyKDguFdBzZZY1g9eTNR7c14X8UARhxMtjHzlBPXueAwM3kXEL7HxHD+KQ2ui7b62zDpO/e5m1bI6h7hg5DZaKGg7Vxd7eIMoulQtfnWFgPM7sWpr7egIgCVxYKDHY5cZZNSm9o4fk+RrOySz6iUU8bx9EPRTB6VXR6jVEWUT0SBiXKkw+vo7boXBi4gwlpZtA1eLgeIirK0nSGYmuqIuKCYM9HtJBJ8H5BfZ29lLQNSxTo+KLUlhN0R9zYzpdBAWDjGBT2RchNOoEuTHgTBBAdDYFOaWjH0vh2BtFc9uIX1rA5QohiwYLqTIRj8j6eg1dcdDpEvH0+5gpVOn2+Lk6v0zA7eOli5dJZfLcecMB4jd389Q/nGJgdyc+dwDH6hLljIBnNED/+/uRFZu1/+0iwfcPMPUXZwmEPaiygul2Ev9AH2KPgoWNqVtUCzq+sAMRCVuwkQSRzB9cIqfJjAWcCGUTTRbZmM9BJUc1brH9hl3MvLrM+AMD5It1ai6R9apAwOlg8tgCYUnitYU8OATecGSE5TPzjO5KcGG9SLhQYOC/7wfDZv7nThEfC+H7hTEMhw3OhjMqNhWFLW7Jk9ut0rwt9R2Cibyoo35ugfJGiQt+Cbcu0jcQ5cXXF9n3hhFePzXD/b97EPNiDVOyqavgG3O2eX42w2ELu8kf1Mjr25sobFMvOb+8SulqDqHDxT+9NM+RYBC910/Aq7K2VmVyZoWH/ushHDUd724XF39nguWajsclsTQ1RaS3g/t/7jBXvrGEmJAYuyeC8OVVTi/O8dJ8jm137mbiTIp7H9xGbU1ndm2D9ekcN9w1QqZeJrNaxxPxUkqV6VYUsobA0nqantEoZrWOrmlYFSjlymzfEWCwM0Cn24lcFTEGnZTKApmX5/nelRX0jRw33rKNzHqJbKZKoVClMLPGz7/+DlwBtWF8LxTI/o+LaC6FztEeBNnBPz83QW0hS0dXmPMzy4Q63GgVkY6EGzWrUUlXeN9Tj1D99ctM1TR8HoFCsoo7HGDj2lne8PrHf0iH137iJ/lb+c08/Es3Eki4aaAGLTKtJiLeMAYNl8Rq1d60agkbjoVob4JiVsuA0Bo7v5lyabxFaKIomxUYQiuzZovN626+vtko0bqnBr7RYq21bYtCscToj7At9j99SsXUzYYLaLNJyiJszlJpFdK0saXWAgtCe3+7SlwArHZHfHOEegvCao4ApoGaZPY/SHfT4cg+/Da8q3PIFy8g1OvIF84jXzjfvkcvcDsw9NAvcsxzKxP/NsH2WzpJucpoyzCmiFgPdCHHnfh7wvR35zly309w6vQ0J146z+D+QQZLNXRVoeQ22HUwQfpKikpVw3SrFB0CvoRE8VwRZxlSpSzb7uolezmLU3aQuVLk2NevkKuJ+O/dReZbs9gelaihE+3owDfmR9sRorKmowU0tv/RHvjdC5RNuJAuERYFpi+tMNbvxyk4WFEkfLNXMILDFEIixkqFU+dXWElnufNwAs04xOSVDbLrBlLYhadsk1ouMRgMIS+ZZM6v4QsG6NvmpHIwiLZeI/mVeYr1OvH7evB1eJGjDkZ/dx/JJ5ZZO1llTRRRnlujJAqEenxsaGViMQ8OScYT9YNXIVCyUJNFdNPk8swCzh4fb9zfi3hvFH3YiWhaaHWN9ZTJcVeOREzl1d87w7b7uvA/3I0cVBrFhZJAx01dXH48x5kXTjI0OI5vwMX0xRWOPNzN2b85xapTZo9mMlYTEEo6FY+TgbCTXEXD90AHlb+ZRpcsltfqlNEwvz6L/tgyt+3u4fLrSwzsCeF9WxdSt0rfGzs5++QanUcOol9MsWrkODWrcNfBfnzoyLpJTfXhsiwKVYua6EM0QKwJEPcz0CVjubyU94ZYzVTw3dOLxzCwlzSWn8tTy9QxNZ1g3EfijZ4G3XJQhDfEMQWRzPEcpZRGpp5i+HCcgCqzYVk4Kzpdwx4MWWDu+FVEwY0eBzktUXHZHO4Ncc2hED0cwFyvcu+hPuqmzvGz82wLOqk7DaJxN0bVRH2uxNlMltTvZCnmJtnm6GRodJT0yWV86TBqNIiNha3buD3/D/b+O0q2/CzvRz87V45d1TmH090n5zkzcyZnZQmUEBJBgAmyEGBsbBBgsmyDCQYJCyGCQCgwkkbSjEaT88zJqU+f7tM5VldXjrt2un9U6B6wf/f+ca27lnz3WtO9us6u2nvq+91veN7nfV4FywBHaqgeSDaBfz9BUAC9YrP4n8+xf7yb3kAIYdOFpKhImRp2zcDYrqGPuSheqxK2JKRcDV03ad8TJn91jdGBNnKpAp2awvSNFGWjxsS/2wc1WPr354mPRhAMi6sfe53gPe20PdSFElWwFalZbWX3wKUmfF63PzYIAka7QuF0hDf+/Cq9I9345TbSiRz5nM7KmTX2nexHkUWqnSr2poXPJ+4QDhvaE04jk25NzGh4paYipdCo7Zvv7WL1TysMSxL33jJAsmTxxqUFAhEXgq2he90sPr1JYX6bW39xgkShjCCKJLMFqo6fPe8Zxe4UmPj5PpYuprG9Cuq7Ozj8vEpXZJPVao3uiMKrL94k6JLp2NdFNlfl5lwSwy6SWNJpt0ScbIU5p4ZvNICUlViY2kRVRbriPtKpFPsP9zJ1Y42l+Sk+eNdd6EGR5XNpvB6VTaVEQFbwxYJ4/Aq3vHWcwhsJilUTazWEKoktjp2pgCccJqZoLFUNKBoIFZBDHoSuIG/vCCC5FaaX0kyvXGafu5sHP3oLlTUDVbEY9Wqc2Sgws13GnzUQ+0dZSt1PILOFtziPatY7Cc3pBX7wy7ej+uU30TSaKDfNVtRmib4RVLRKMQ10bIdWutNzIiA0UI8dLMBxhF0BbL3U0uyGfDMZtVE0aSTNzRZbAaG1N5zWOW8SUP+eHN/3AYckS62Hv7nqu4Vamsu9I7nx5oXeFYk0EAyxJTjTHOjUGghH/TMFYEEcwvXoGwidYA8MkxUchLyNdOvdhJPX+F8dvd/6Q0rjfSg9Q0w8OMBTn/wSgcnDiCEXpUwO8bAXvWSQI412EcIBheK8myvCJv2Tnag+iUE5gJExEUsVBF1A7fITHndTHnYjZXSkETfvue8Q5z/8CqtaAXfNh28kiBb1MSG6mJ3aoF0VODnhZX21htQmYJ9uI3e2THo+z/Yzc3R/YIzed42wOVMmFlIxN9Ps6YjTEZLwRgTuVGUqQhfaAT92VKFmiXjaNAKGzvr6CmZJ5uBtA0x9bYMu2yKrG2S2igiGjfzqJt2TgwgBBeO0H2exxNo/LZPImFy+skL4jTT3/uhBRC1DPqEz/89zxE/2scfnI1epsDW7Tc0s4nZ5yGfK9ARVaqbJgFvCs5KjisCl3CajB/YQavOS3SfhmnDj2A626HA0oPJtsZ9oUCG/miLo8rD87CYdBYG2H+pBCdXH3vtvDzK50EPY8dHZ6efGao5Y0I1+KcXwyX4Ot3tx3UwhSQIpWUCtmGx1S2TnChQ+M4ctSgh+jY5BjdfOLdDjD6FE/CSyJTZwKCyV0f70ItW4jLWgkDEM9k22I3aFmPTFuJoqIsYd7McXEdujKB4DrSyx5oLJ27oQJRsnaWBNeqgcDmPbQSRBoE/wYFpmHerPGyReXiO1kiFiQ9uhTtLtBkXHov9YjPRCCQQHe7FEbG8bRsnkqUenuH+8neeuLtN9Vy93vLsD9ZU0g8dHqSZ1pq9n6BZFzEIJTzBOVg2QOpdjezlPxbCRMej0+SmL4PG42Ti/iW9AwR8WyNcExjt8HDlxJ+fXU5x74SbDvQEERcSsOUiagFCF2lwBRRGwh/0YZh2hlFUHSRZBFej9z0fII0HZwnlhE7chY96sMBL0oS9VKW6lsB2VkuRg6A6iDZWCjl9T0as2W46JO+Ils5yhayiMx69x/a/mcUSJhbU0Fc2kIMiIVyu0nxSQ2uUdwacGtL6b0OfsZC51m6MKuLpU7rn9ILXFHAuTEsF+CXEWhvd3sjibpvuaD7IlsG2KUoClq0vse2CYHXLq7mOni6FZPm5qA5nYbHTa+C9t4m+P09YlEWwbxWdJXJ5K4ol7cNBJIFI+UyZZNhiMa4QkgbDLS6RLQ1+uovZqvPh3N7jn5ACuQ26MHodAOkQ06iYw7iVT1tDXUizObqK6RRSPgIsoi8YabZ1eUo6J25LZuLZBrVJBN2QEj0IuW8PdJXDlyiZDAx0YRS8lR8dZ11FEkdDBIPJyBr2YIRhT0RNVVhIGXT82iE8REQsWyVc2cXlEfLd1IHb5UE92opxNM5iuMS06PHRrD6+eX6dLljD1Gnq+itclcXvHfkKHPcR+pBPHMMmFoZwoQ1iir+oiXaxgVCQyH/o9Lj63hkso8+ALdbFG3/mXkd7xMKVvPYbj8jQjjV3rIzZWRmyId+1qF2n4kiYOUS+1CG9Gy5u1kmYHjPCvORdigyvUbH/d1Tnd3BWNj2yc10TdGkl1k/vxvTy+7wOO5tFqBXJ2fcnNmmeDJizsWnQEu8UwZ/cj3lIeBdu2EEWxWaWrHwLUZssE/+h3CW99B+vBh8n+1edxBJCWVv+3wQZAJdTP8K0H8OwPs/bcMif2T9Le1YZpVZGGfNRKFr5bYuwv78M8s8ZAewcXEqusZrYJxQNospe2oMzajQ0yZZuRSp6KE0FqU3FMG200wOw/zzH2zn62fCqiGKZQKiOULToDXvKLOTxeD117JC5++xxH9o5Rm4zhCA6hMQ+rF5LMVaH6hSXWBiN4qjrtukClp5N2TeG5F6Z5+337EWo64TsGqcwm0bZD+A6GOeKMIn7FTWJ9lUi4m5HJEOlLGaJ+jenlLO1xjaMRP4pLxkiVse7vxDEtHMMml3fYyptEOiFfLLO9WWbtmwukAgplzU0traNmLbw9Gvvu7mL2coaTwxHKBQ+CKBGuGCjzeVYLVYK2Qy2vo3Wq2LcGEENQXSgidrhwcPDdF2N/2sKlivjCOqblxfC5YVVHejmHdjSE3mFjlQyYSuGOutgu1PBJIiN9Ea4uLbB/cJBgTscSHFRVpBaUccb8tB/w0aV1s/30NtV0FevlNNu6QGdsALdXYzOZwxt1030gzvWXF+mNymyubzM5PELEcchtlPCFNbpGQ3gFka3Xk+wd6YW0QbHfhdofoi+Xx3m4japj4XaijZptfShZSxfRAQom6nyZUrrAUjJPrStEdSbJsCBw9vIahYdK6MkahgnZazNoBRdHP3YLQ/e1UxZcSLaPtjYvlaxNOuRG7vZSfWqF/jujVLHRExm6VitMiOCM+whUalxZyBHrCiCUTPD7KFaqzG3nqb6wwZHbe7nr3hG+/eglOtpcGLZNOV9m8B1HcI2GkBRY/doahmVRPlMgFnUh3OsQ3BvC1C3KeRNvUMHSrYbcvI0YkhHe3oMhQPHpBIoYwnl+C2W2SKpoEuh24wl78cVUXI7JW+8eIDmfp2KXubkl4EgC89kCXeeyLMxv06aIXF1d4PSdBwgkJSQB9LKOYKhYyRpKl4btWK1MtaXd01InbcDsODDmR5Jl+HKN8iubDH1oD3v3lFlczDE1vYWV0rFmU4TNMoH/cJLtZzJwv9NqvdyN1ra6F1pTrQV2J72nfnAIIZpi5vEExcUsh05P4lQdcgM+NNPhylIKFTdnz67jV2W0soNL8zJwTzvuiIqxbSOpAqffMUr62W2inQrRvhDulE5iKkNo2E9kT4BtXWdxJUV7v59CQUd1iURiHhKJbTLrRXr2dyFkBSzLRlUVBFFE8lr0DQ6ix3Q8bjeZap50QSckuSjnK6SuppG8Mnff2kW6IuISZQpbBbACzL60TvpynuRL6/R1+Th0exeO24GojOAR0PNlevcEefVyFs3rIecTcOdtpLiX/ZPd9bbq+6Kklw1CgxKhD+/B9yfT9AyEOGulEWwbz3iY80/PMTLcDuEKvLBjr91XL1CZn8Oa3E+9vCHukiiH+lwnG9FuDgPcHQzWnUhLUPJfMhscoDnvy9kp47cSYGcnwGz5t5Zjc1q/m9yi1lWb7q2JlPxvvdH/meP7PuCot6s6//qbtd/8oNYjPhtBlHlTJIrDbinj+qtCvQvecagkbNztEs0lrD6dxLf6Gt2b9bkv4uOPwR3vxrn3Q6ixXOvylsdP8qP/mfNPSxTj7UwMtDFTdnCKNuOOC69P5vxMlsHEIu2PDKJMhpBrNqFbA7j8NvZdISxJZHhJZf1vqmhAZa3E/GqVsCSQWs2y6Kww3DFJ1iuRei2Pf9hN6IAf3AKBXInzhkM4pBByqVTXSnRHvXRNhFlYSFOzTNJxD4VN2PqvN9hzsg13Mk3Mo7E8v02uVOGBkwMkp+bpCnZRKJvs7Ygz//oGXXvbqLVJJL5ZY9RbxRIM5D0etFqJ7TUZ0QVLlwtcW0hx663d7L27m/JCDiHqRVMk8sddOEr9Mcnl65Mj45qCODLJ0tZFpFyV4fdOYFxJUymXSZUMvG6DzBtpPIfbOf2WMZIXtvF7HDyGgWu7gu5SmF9Z4NSBvdzREaF4IkQ64LDyuQX8gLYnROjeNvxv7+FYd4CbfzTNjO0wGjIJ+10ktqu4X07hzBRwfWIYI+UgD4W5cXGe8b5OeiMBSoZNbChGzBEQS1XyOvhGA7gfiFELSThSHWL33h7GX7XJ+TX6+zTWv77O9lSOfLXK+mqOok/A43fROdBOv9ZLtQZ97S4qkkBUrOFZKlJcytNvi1QjAuJ9XXgGPBhBCU0IYjWmntY3axPZ24FkHUDfrjH11SVKFZO2gIferiDZrTy6btEZcJN/NUvQp1CumPQP9pJJGhSnC7QJIk8+dYWJA530jkcQRHD5RUQXyEej1II+FM1m6rN5yl6H8YgXdbOMkStwqjuEOeBFQubyjRSdIQ+xfT1kMlXOfH2FvriHvUNRkskS2YrEyFAPqiwiSpD+2jrZZ5LE3tJJqEektJgj83eL+D46iNPrRdEkREGkZlmo3iYXvv7/bjsOnrvaqUkCQtjBV43TP10mumkgGDYDfpl8rsZiJU9saZ4VsZ9cuUY6X6Z3tJOlczlKNejuDzMgd1MtKKxvZdkfcGOsFvHLCuf/9iqiX+bobx5udMYJu00GzY4Fx647GUFwMIe9rI/6SF+bR3kpwdhbennj0VVO3DmAUqyySIDCvIH/1VVOfXQv3/zky7z1t08htGiHtEY07FxHeJPeUNOS2fe0MRHSSHzNhqUC9PgQPSouUUIzI6SubRGWPXhlmfVshYOn2mm7LYrkVxG9NoJoE0XiwlqSyA0FS3UQ74rgFxxKlxbYSMdI6Xmq5RptA1ECRolcUkeWRZavp9l7rJ3cVgUl4EWp2gR9LmqmSTJZQs+sgEehp8MitbLKmmGTGwzh87qQRdhY2mYqncfr96FXYLgzhhpQcKZLFGeztA1F8cR9OGUb0QWKKmA5IqIgo4kS87MZfuA3b8HctMlvZrj+wjJWNsvBH97L1ucXWTmzxfHP34YjgWI43JxOU6iauDUNMW8yeXyE2tNf4vaVz77JhRgnb8GY2Nty6W+iQzbHWSC0Svo0z2t4C6fJ92iRNHbVZhpomNN6fffvf/FaUzRM5E37oMlF3Dm/weeo7wha0cf38Pi+DzhgV6UEdpVS6gvlCPaOGJwDUkNbY6e/uglzOa29IzSKKY4oooUaffcC4IgkvnkD1zd+503Xj918Hm4+/6bXpHKBjj/5BA+E2kg5t/GM66PcWMlz30PjXH5mkdtPdXCoBMpoCOGuMA4OkgLCDZ2XPzdFz0CczcQ2U1NXOLXvjjq7ulBltVDjwL29FG9OMXjbSdJBi5n/egY11oZ7Pkggr2MOOhz8rSO8/rHvUI0NIPgUshs2AbcLV9jDkbSNNaLyO//4NXo7juK3wGNqOC43V1ZvcvodB/FkDfw2jI10MjAURQ+AeE3Bztk47+umpoqE2v0sv7EObzj43tvJ5Mcnia2bXPn7RUSXjCq7WJ4rcDTg43pBRPeBem8A4mLLT/pH3Ix8cJDpJ9eQUiYn+g6xmRVwL5YwfQrt3iDnz57Dj8Jb33qKWqrAxtUsN+a2ePCWdpKvpemLuzF9NgeGBnD5vZyZXWXPT3VgzJcor9YIdbjYvpTFWC/T/eEhhCMhhn51L9LFNFe/PEW1JGB7XMxtZujIqMS/leErT98kWLPo7o6RyJRRaxbxdg/eDcjXtvB5vfg73DgPxqhFpJaRqSSqqFEVx3II3xNF0gR88UH6cwbltIG4ZFFNFPjOhQXKvSF693dS0G2UmENktoKzkUcYiRLpULHf30dVdbBDCjj15kyn2RFBvQxcz2rq+xnqHTCVvImkyFS9Ch1dPvpCbh57/Dy3vOsgMZcHU5PRCzXGRgPMb5cJuVRyega36fDscyscf2gPmAI1v4TL4xDwKNhVA2l/AD1jo3gVJj7ch+qSqDgShekK4naVcHuIbz51jfsODiKHFK6upjALBWzNRagmE31kkM6wizOX14m3+Rg8WFemRRQwlmrIkkKn6eXszA2SG+tM9A9C0cQs2XjbVATJQRTBsmxEsS6IJAr1+r5p2MxfMBk7GgHHRpv0o1eh8lfXCCwJuB1or5qEHpggWdXIr6/hDbrp6opw5oUFytUaez7YT/mZEIVkHtwKwgE/4TvivPB7l9n/9lGW/nGR53/jLHd+8mhLJNBxnPpCOHVZ8vocjcZUWccmdm87nWsDeBZrOAmTfbfGWTi/TjBfZCgQQTga4JXL6xz5Ny4iQgRJkOpTR1vJrNj6vLqt22nhF5p2CwEEC+uQn97AHiqPLTF1IYkw3Ik7FmTzlSXu3NfNkulQLRaQemQ63ttTH2r42ZtEHu5FbHex+No2h4ei5M4ss+Hr5ditMWpRi7PZFPdpYZZ7YvRMWJx/bJ6KmWM7pXPy9nGMbI3pG1O46cEwbLr3tOF3yZS3KqjBMKmVFL0hm2zRZKsAdjVDJVHi/h8eR9QlPKqLdQ+Mhn1UnBKTjkH+uQ22Fgp4fH56270sLqbJ//kNTvzSBKl8FaVs4/f5eOFcmsGuIN/+7CVCpsq+E13039LF/OsbXPqnRbq7vUzfzBD6ixlG3zWA4VLoCau4bAfLFDHLFjOrad4+93nESqplv6vuKFsf/iXkmo2kSTszuJoljFaSW3/2dpTFm45/t38SEVrr1kxy2fktCGDXz3GaC2/X56yIokRTOGxnHmkzGBVbpT1nl0BYwxPuco7fu+P7vy3WobERhBajt7UhmmCTINXhyMYJTotgw67zBLDroYbTMOB62UDQGlFsY3P1zj1OrDgLQCKyh0sDHyHhGfrf3p6c3aZ96uvEl55CcWye+sar9ERVAph0dvnxSSaiX8Sx64GRMKwRd7n4+t+8xtLrGfaFDrBeqfLKwjavLSTxuFW251cZ7xuhrzuC0e3CPdmJFJSY/up1PLe0If1zgsu/+zqGrfGuI130BDyMTkZol8F1OY3qCGj/doyfOXqauM+gYq9i2jXcQzHe92v3cKzNy3NTmzx9cZVZS+BqYgvXZpFSVkc8FMDqVFGDMrmVPKWOEJVeH66eMNZ30sx/eRl/zuL61RVSuSJD3WG2CyWG4jL++yJUY2KrxcwBFK9C8IDGwAk/w2/v5pkrG8TcCqvZPHKxjJTOc9ueSY7uGaGyreOzBSRL4N7T/chXisS9CiXLQlW9BCJh9BubDP/7vQiqgE8SGBIUclWL9niQoODhsX9/lqWfPYsy6GXw4S6O//ghap0B1tM654o6f3/5VV74x0uEs1UCXpnN5RSO20XnaJz+YzH6OgN4RQWtw4/xvg70gIht2y0UTWtTEUURMSgjqfVpkmpMI/dEguqcQGGtzNxihbecHsbSbb72xE0uP72A9WwaZ7lIxZY5f2Ed/ScH0eMyBNXGTtphwIuCg1h2YN5oOFwRx7F2bItu8vSPP08tp6MFNZ67uIirO0KXz896okzNdNg/4sJeyrHfEui9JcDxQ+109gTRDZOBeJhKxWTj2TWufmEes2ohuiUcR8ATVrBLAqF+L7JXJWc6iEf8aD8xjuRxuMsfRC3VmCzmee+RDt758CQn9/USkyXmvzrF1RtJ5io1SvkiZ15d59p/PIdzvcSZmyniozGK6yUyusPEwUEcUcA2TUSrPlZeX6giayK2RV1DRxCh6OA9U0OzBUb2qThOvVHR8cnUYhLiz01S/c19CF6Hrs4A1hIMaxL3nOjmvgOdlGeyPPDj4/zYW/dy6XOzvHFpFTlbo6godJ7owng5w+B6jXDURyJfZlIJkfyNS41or14CaYpAtcbZOzsIjCso4/7oOFKnn0vntwmcitCxt42rpkNCr7GUqfDAx4+ieGVG3jKEk96hCzSfk6YuQ90MiTt2byeXRrBlHBEKAYuCT2bP4X5yV7fR5SJhl8i3X5ijtFmk3xcgHutAC7h55q9u8tUvzTL9BxcovFAlkK5wYzaNKLlRRRnLdOi4pY27ju0nEpDpnfCzcCnBwfu6CPqjRLqjLFxIUC6UifuHOLQvgsMGQsHAFB1wKczf3MIbCzOXEFiZSzM62sfweDcDbUFCUTedZYe1VIkDd/RyeXqDHsdG6A+zsqwT9nmZnUkws1Zgu1jlaDyEkDXxngjjvSvK7PICQ31RtssWaBJdYZWvPHqNC8+s4NHclLJVrpxdJzQQR7E8VA2D5a0ingo4Wzpnrm7gfms7l1aT5AJdb7LbrkqK7t/8GapXasg0pguLzRJH40kTm4ECrdedZtW+RR/cNaCvsT1wGgqhiHUNOYvGDB92CYo1pRtacpU0xb1aQU2D8+E0+B9vvvib1U2/V8f/HQEHTcbum8lcNnZdplikLpctNZQB7Qb60aqV1gOR+mI3/g0bzSPvlGMa50ZzO0hGee9P0PZrn+TcfX/On/T8KRcPvp9y58T/8jbHYxJvf3gPe/e3M/zBMcyzBdbKBuL7x+rbwhKQTAnLhslfO8jPffEHKAY8DH94L6lMmUNhD2851Md9d/RilnwEoh5mC3kUr0poOMLYz45w/EunsfdruD7YzYWixcRojG9/d5bLU1tIe4MM3tXJk2+ssLqWRa9AsSoz3t+BLQd54+waubTOiE/huReW8PolTt3dSXeHB6ls8p0nlyhoIJ0Oguxgu0B+Tyfzz91AdMlsPLrO+fNZnp3N8N18GqE/SnuHn8Jamqjowjwao9JRbw27/onzzHzsIqn/ukLiv80iWALx01HEswn0DZ3LqSolQ+D0sR5ueecEscEAtseDpAnEQx6uv7aC58U1jFoZr1tBK9ooGRO5YmJ8ci9yRMaybGpBCendHYQjbq4uTnPlwjUmAi6emMlgbtoIikjX/XHu+pVx7ry/hw/98gnu/ul3cOK3buO2Bw8yvV5kpLeDw1GNoGAivbbNmcUc3qCPBaeA6W4QwprxLSBJUj3hFOs9Uo4F1VWdSzdyrJzd4NxshoMjYa5eW6O308Nb+6LcFfEScQmkRRvlP4wy9Lv7sV1Nw2I3dOka6IYNTt5G/Is1tKtFhLKDVLPRixaO5WAWTVK/coX2Q130TIS49voS975znMMT7XiBTm+NE4e9uBYL+Ks25lYJ52/nmX1xgfL1Ve58cITi1RztuJh7dAnj1RzJz66R+MQUi+97iflfvc6X3/c4c5+8iOoREBMGT/76Zf7833yHBUNk5bZecATatDBSykK9XmA4oDI4HMTVGaZ9MIi4meLizE0qNYctXeTK711iXJXRJIM3zq1QQ0DSBRZtk+1tHVeHQ61qoXa7sJd1ZElsPK820lSFlX+8Qa1QA9VpmOld0uNeBdMvUP3N/Vy5y4/fo6BNb+NKZAi2eVBrNV7561n+9HPnmPjJcVwizKfyxA96cY14qVUEzqYL5J/aQFFU2t43yBuJSqNBwW7YHZr+oO78RbuBRNQ1O2puCcey6MsVyT6Zwr2oo+RV5i8mOfPKAv/8ay8x+/HXCE1KbGxWqVypNBKoeiJkt4iC9ZFzLXVK6vdgY9dRW8FBjLsJnIwQyFa583gn2myJWyY7+PhXHiFnWXjcLipLOrN/vU5lNosWlRn4T0ewvzWL575JomOdDL17lENv6UeRQVREOj88wBevbRJaqJBZNLj61Dpuv5uxkU5uf/s4nX0RhsbCrG8YhDpGsW2TynYV0TGIBlw4FYvlxesIssSrs0nKLoHDk0E8Z/KIGZPjtw0QlxXCHpmRqIw75MfbHeDqRo79g35E3WC0I8TCeoWpz93gG58+i9vjwtffRx82vsoKwZpM7HAPP/TAJAMTHaynSwz3BtCCeUaiBnMXLuJp9zD08Ul0y2G9omMUDP7hk6/y4bLJcyM/z1bvPVQbStEAgmniPe7Ctk2a/dBOs1Ti0GiFpSG9QENsqxk00ELWm6BFvYPFbkiTNycUUx+/0QTlm6M0WnQA6rA7zs7vxgeLjT3SbLdsqmk3951Is2TzvTu+70sqdqsu1mg8alA3nOZ8AqjzORpwk9OAnptTZesll+YQt+YhNJEymjUxobHhzNEx5Onr9bOmnqbwjWFctkx3Xydl9cN8RdXZ371IbvpxJrQEHqFK2tB4qe0uJgXYN7GH6g0LUawScnmp9kpYJYsLfzvPzSc3GXW50Apl9v/jnbz74Ule+dPz+CWH8MFOIm0BZm5uMNEXxRIc2n+sm9xcic0LSdwxBaPikHopibRc5PSxEb760gwDbQEUTBaeXaXD6+GhE11clGykNYNXkhsMubq5+/AYZ68sUZ5L8mq6QMlnc/u+PSQvrHLrHZ04FQ9DgzbqB/pwIhqCLWDlK8SO+rjny3eTeWqTG19YZMu0Getw8647JvnG+RVuH+xgsFNBGXSjBG1KZYP1v1lnqehw8r4hCnPbnNsoE/6lC4zf28kr17fpHYox6dZ4dSHFMxc3UfIVugIaNcMm7QgMdLfx7i4/qXySqghBy49bU0iYBuqHexA8IqJlI9Vk3HER7tHYXFsntOCjhMiVVIEP/fIJXvvUFfpCHnyng4Tv7SD0A1089u/fQAn4WXxymZN3jtDpczPR6aVUNdAyJqZjszfmpjzqIzCkYWUNJARs0cFYM7AjCo4qoIgNp1CEma+tYegClltBMG2qmznEgz4O39LO4pkEvf0RfD0BrHe04emQsGiWBevGzKyYOAiISj1gFkWbynqFLzx1g31bHVS+eI1xRSL4C2PoHR6+9JGXePBnT+M6t8rmdpH7Tgxhb9tIRR35Dg/tj+us/P080XY32S4fHe1evv7oOY4HQqSTRXzpMo/NpwgGA+helfmCzvZMuj70TYWILLN3IM7NksU4MqEJL53U6LxthFwuR0dnL3O3hRBubDAuy6g4JC4uEOmJ0t2vYdkKyqERzk1tUtJBFSx6xuJMazYvPj2LsbWIq32IXFgiWtSx1kwqixVcQYXKcxWUgypmuoYUVpBkkfR0EsWW6y3rNRtHk+tOumqB6SB6611stijSfTpO4ZBA+jev0it7yCQq6C6VkajIbR86hed8mb2jUb7+5E0CORvjap6KIXB4ogvX3Cr3v2OSmmlxaEDbGWcPjcFrUCcB2g3+WFMwqm5nsj8zwNN3f4Z3dj6M/mA7Xakc3lCc5OUqmWwF+S2DiIJILCRB2oCajaMAglW//1bI0exaEHayZ0fAbg2bs7EPBNnYNlBeTtHmU/mH84vctlVif1eQFy4vc+uxfhbWMxgVkVtH4zjrBhfdMpVHLxKNu5g/U4D5JIPHO1FGPRgB+MCfncD641l++J3jzIkOy+c2CffIPPPUFNHOAKtzKcolEEwLszeIx68Sd8sUJJ2VzRwn7z1NtbxCXzpOYq3AG3kH98WL7H/oAKPtYabn07z14AA3ZIv0+VUkVaAtorCd09lMFCnLJm/7j3tZeSHN0BMGWX0DJeRGyNd4+OP38/RfX+fLf/IUWzWL28b7uMPvRiyaLCw4ZKMCD/7yHbz4O+e5/QdGEAoVAkGVrM9kf0eMlzfSnBzu4tOpj3DS38mD6S8AUP7ELyA4YDkWkiC18IIdDk3jp1PnEYnN1x121qiJfThCS3tDYLcadl2A0m4ly01+UH3sfD2mafqtxsUbQYbdvIkGV2Sn7dZu+a3v9fF9H3DU0aZGVNcw1E4TsRDqC7lTzmo0k+1m+zYXrJUZgYNVV2nbfZ1a/XPyv/v7yDdnka9PMZB6HL7+OGNtMfSuUSqDd9ETH6RQ9uIe/hmena5iRzSWiiXaklVy3gJmO0ysGHzhxus88pa7UEsGq99ZZ+mNJENtbtKpAkulMrGXSjz/3DS2ClrAS6FkEdWKDPtlXILNxqko3pUytiQiR2TOffoqmyUT0edieTbJ3Z5O3vK2/YTyJtaASi2XwCjaJMIqE+/vw3YE3v8/78Q4U+LSc6uUqYAvyOLUNqJPoTCbYKxbpZBJsnllGdd9XXT3utAcEX3GYuvLiwR/qBfHtHDv9dNxRxvqlRKvrGd56UyCdlWks12EpIU+KWIOaCx9fpGY28NIh87GehLHsBgfiLKZLLB0qcDY0QHs5RxzhRLruRIDng4cSeTmeo74YJgj4yHWnplC7epC9YR48sY53hbuwlEg8O4OjG4Fo2LiyCB7bOyajVGy6e2JMHumiqAIiB6Jz/zWi4QCRZSJA2TO5zgVj3Lj5XU2yzYPvaWD7etFCqkCSkikmM4g501q491oVYnLuTSdfj9rn7qMPNiGsVkg3uvjwkqCxKZOuZDl9Mgggs9FNlXBcil0jUVQdIPlzTwPvncv6ekU+womg/vaSHpFKkcV6JBaO1BwpLq+gw2J81kEJNwRN6FRNzYOSofG/v1xxrsjXEkWKD/Qx8bFAtIzN4j3xhjuEOg43slGusTSuVX8WYnePWHkP7yOrWqk+9z4B31wOIquKrx9/904X5vHubsDV07mAx+f5Nk/uEpXNIygScg1hz6fjPfhYS5+a5aXZzZ5+P37kIs2tZcyZG9ksWc2CYz14XmrgxiyuDRdIX5fL/knE4QO9CCtValcKYHLwhd0M7w3xuJKgZWCiTtdpLsrjDDogZ7DdHSGEIQarjs78fR7WfyTadw+N7MLa9h/ITAwEmH0t/bjmCbJnEU5lWMgYeL2yoCNUzUpfnMNfblE5EdHkELqzpMtmrQNeJFlL9FkiTsH3CwLEsnZDc4n84SiNSJ7gozd20Py1RRPf+0aMZeX86Uy++VF1s9YnP69o9jOjgiT4zTJgs1MtNkx10hosBADMm+//Rb0nMn243Pkv3uezcEhVFlBkE3yj86j9Y7SMR5Gz0lYMzrKPo0Wb8AR6kP/hB2z1cqKBHsnKWq0RJoeC9dQgI2VAsHeMtOWw9piApdLQpItRrq82AfC9BwIU3w8wZU3Fjk50ka0042zWiLgkrl8bZuxeAfBkIhpQn4sQCRpEAyL5EsmUqnG2OEuUispDt81yOKlNFXdYOrCIr5OL8tl8MU8hLu9FFazaJ42xgfDLK1nKVd0KiMDPHZ5kz57nVM/vZeLj6fJpbMoQNkROf5TQ4RulDETJvK72thY2ca/103lgg9HN6mUBQwbVl/P0h92M/ruk5SqOlcubLEdkplNZFCKBXoGO1n+nxc59Yu3UiwUqMo2431xSiWLgx+Y5OXPX+HCVIJ+t8C9+X8GoDpxmNIHPlqn74riTrDRKqns8KYcR2jxq96Uq0IjeLAbZf2GMqnTfL2uUis6O5/cklGnof8kODuoB7CjRtv0X80rNQf+Nc5tdmN+j6OO7/uAo6XERgNZavTFN8k9otBUYRNaKBWOgyM2Is7Gh7TeTx24rA9RagQdBjhZB8EjYoWjpJ58Fs+n/wfe//GniNkM4nYS93YS9+VXiOy6t71KlGff8mmGPT7iHSE2UxlOdntw5os83H8S7eP7MS9nkZ5LE40EWNvKcqQvRLhL4/qTS9QkjVqphBaXCbhsvPks8xurTL7lGG2H3KT/YYMNwaao11C9DsESREJuevbFyepVbnxjisneMF1qmEO+NqyggPXOONdfWEO03bhcNlFVpH3Ei+70sbWeZi1XJKoEOH91lbEP7OHGC9OEB9roPdSPI4nkp8qIL22S1m3m/+wGHT4XkVujrGWrbJdL6EKJStXN3acHyV7O4T/ZhjLqwhFg7CMDVF/KkTlXYXl2kZ6J/RSWUgiahCmr+GMeNqo6qqlzoBZjrMuHJ6pgbQXwuEW0hMmIK8JM3iDSLrK/Yw9un0zttijWgIvtM2lqVQfbNIkrAvLRKKLlIN/dxXDEwwv/5RJjvR3UhmCwawTLNHFbKpeeWmM9mUWyHPLX80jJbbSOdvwelcTWMnLZoTAv07MvTO/RXswX0yTdGgNOhRW2cAdV8oll3H4/klhmCR1JcJHa3kbz+fHYPnoDKnfs6yPYKaMtSTg+F+bpGFq/ihBTWvmIWKkHvE5ZgKhAz+1xakUbfaOGJEiItoDhEvAPeNlcTROKeXHmymxNb3Ag4ife10a14uAWHdplC++Aj8pGjcClDDlNRYiqeE+HkE+14ZcELAGKaZvyiSieby3BLT24ViTu/9Ak2zM5Fi8meOnMZdwnx4gFJpivGkQiHrriXnS3RLViYIlVplevsff4ENf/7Dpt7x7gyNvGSZYzCHdGMFQR87JI1pCIvrZMtEci2hPAbUs8d22D68tpyl6Zq4tFTvW5mZnbQpNh4p44las5CoaAy69xbWOd248eZqVUZTjrYC8VSV9PkbNNBs4VEAY1bBOMzSrFV7Jotoj5zQ2kd3UjeOW6/fXKOD/cR/Wb2+hlmeqlTUp+jY7jndz4izmG+iao2TUufnUed9TL2FgH5y6u4HLJhL0uRn57HKtRRml2GAjNjLZZBWvW3Jvj7nGwbYf0IS/haZ1Amx/X3hiuchkp5GYVk+Vshcu/dYV3/tsJ5MEQpU2bgAligyvS1GzYpWlav0RTeGrnB+AQOdVBrbiNa8Hm3YeO88xKkVOdPpJLGTZyRUL7gtx4dp3q5QKzS9uc6vXhUkBvV0hdLkBeZd87+3HFtdYo9fD97TgvFwhdzzPcGWI9XSLc4WZLM0mldGxRoFo1kWSoFgqMDPaSSlUomGWK21VG9vq5upqklqkQlkSSxTz9HheRER8v/eFlpP44ew73kVjMEnJstDJ43tFJMW0x//kbrF1OMvDhMXS/xfyNHMO+NmyXhLtYw/S6KGWqrCSLdLZprJfKBL0aEw/vodOjEfqZg5SXapgFk1rNIL+exyyYZPIFkttlusJeRvKvIZsVAFzXL1D5/T/E+LVPIGgqrU6UpsR5E09oLLq9S7m6hba3yJ0CouDsyEW1sI8GerFb4K1VFGkEI0i7WqR3rbGz8/5mR0yTt9H6fOF7Hm98/wccu0k5zadQaNRSm/QMoSnSIuzYA5FdjGGnKRkstGqvtEyFQPVmhq3Hlola63hPdyPcvp/ST/8c5Q/+BNbbfpLo6ktotcK/ujWfkaLvwudRHvkknRNRejIaoZUaesXAeKANt+2ghn3E7uwn+UaCim6RtC2cgEppo0BIFuk42kMlY2CXHDZzNsNDkwj3xTC3HcSajVYsUAkJ9JyKc+GxDYyywXqmQv9EJ6OhCN2yzpAgUVrIIby3D8Er8epnpuk7MERnVqdQq5G2LIL9YWqSi3inC79LZDDqp00H+cAw/pNRzGEPdsWh/EySxcsbhP0eUji0j0bZ2rAwDIWiIDLh86B4VGr5GmLMhe+wj6pU/z5sEbRbAkyUupj0DpKaM5lbzjDo9dIV9qBmc7R5ZAyvCyNtc+nSGp1DPvq7g7BWxtrU8YY9dG0UcSIyB4f6yUUFhC4Z/eVNpr+wSK6SZsDXRd62GCzZeO5vxwE8h0IcPzXI1asJ+rrDVDWB3GYFt6tMNudCrVr0ed3Uag6qbeEJSBxyucjWgrR1RLH2h1is1Yj+8xyrmsCePh+vXV5BUmH5eoZYtQ3fWC/j9/Uz+9gNnruwzt6+ELKiEazZpFI67pgX5ekktmPgfKgHY4+rNYgJQUBJOJSf3cbZG6K8WCU46WH6wjr5xRKFcpnTD+5BqNrYClCDkXv6cYoWLz83h2CA4HYT86ssb+YYNkRcmxUKq1na3Brue7t45dU1jn1wgM7BBhG1YcjkiEjgoThihwv7m0k0XQFPDUV2GDka52rCx9ZagS7b4sDhXs4VFylaNktnFilvphg4OIAT1JjarBDdzGFavSh+k0DRhRp2IbjAelcQ9bKBGBMwXkmizBv0OiKDIQ9iROPq1CZ9kkTJcfDEPORvZrj8TwuM9AbI6gYz1zYY7RnB43azUqmihjTMFZ2R0RgFBPRrKdw/EEUwGg+5LeLqD5A+n0fcKhL/qT0IvvpwNjMkYz8QxXhii+q2wHDVQt0sc3BfB8myiUeWmJ5OIZCl1yWhBVwciQYIvK2roSy6A3s3PYcgNLremnyL1rrWv2pRcPB/YBT9ly6h5SSM2yeJp8okbxTod3lIpUtEwn42/3aO4T85iagJ1Eo2qkdAaqhSCkJDEvtNrq1h8xrpbP0+wLYdqv0q0pTCbKrGfo/Kpa36WHZNF9A3q4QVmdX1LPPLObrGQ1QsiFzNMf7hPcy8voy0kaE9EMelyDiSg6U6lPoF0k9lGe2NIgcCnHlpBS1o0Bb2snx+E110CLQHiIRDOKpArWYyOBxH3utiazaJ5pGQXAqqSyQYDhITFHTZh9guMhYLsrSRw+UVUTSZ7fNZNqfSxDv8dByI0n0owrlrW6QeW+DIyS4EVcIT8rKxvIYRUNCz24RH+0nOJtHLBumtIqHuKMKxHpa+vUr3gTZyixX8t3bhvZjj+J4IZ765ytJWnrTXxSC1N9nv8Gc/hf741yj/4e9j3n3nLlRJaK1tfVSGvWs1dtqW646mgX4JdkOUiwZlsJkUN3gfTWG31uA2Z9cAud0aHDvBRLOctiNGtivCaO3Lf+WW/o8e3/8Bh7BTImlQehqbYOffd0EXzTc0ovbdkeMOMWvnqH+WsZJj6E9/nKixAH8MtdN3k/vSl1Fffprg/OP/j7cXSE6TU2pUMzUCugupanBxI8vyTbhzqgv/fg+KP0D/iILxhSxb83m2nTR9vj5cY0EKCZ2YR8ap6LgUBflQBFuB5/7uGidP9rH6zBbHbhlg+/w6fh+kjBxb5RoTxQq5fI09vT4UR6R6KIzVr9Wjc83NyGaRyGQnGV0ns55mdmoVtQS9e9vpSmV5fusGR7vvIjgQpjbswWnUMgP3BvH5LaYeW2byWDdUTchaTLaFyK0UyKQcTu3zUtgsogPhThkaU3clQWDtjy7TfWoY4aiX1Hdm6OgOMLeYYXkjjyvmZu9ghFjITzFqkC+YlFNVZua3ubOnHUuwkAfjhBQJAgq5iIR1ix85KlM9lyWoqAzeOsb0M5skSxtUXlG45cEuzEYHR/gdHYjreWoVnaCose9gBwm3iXm9SrZiMDweZy1V5MTeUXzYZI0aguRBOhAgl6ugn8uwXnWwFI1UyqQvFsYle1EUCHXIhN7Vi39fAH2ul/vwEAi40FwCQUmkw1vDnbOp5CpIPzWEPe5mp5e/Pssn9483uXF2m3Cxl5gt4O71EyiqZJfyhFSVM/8wx6mHh1AGXRwY6ke8oSMOqpzcM07xhU1mLxXp8UM8WUPOmtTyVVyihrQ/gn5nG6OH/Thdaiu/aokONfa8dSiI5ZLQXq5ir5RIF8p0Dod51w/dQWnTYH4py9yZDRTJIPZwJ5e+ep7iUpEH3n8A7W9sittVen5pP/7b4li6QemGzuXnNtlzfzvaisJGzqTyWoIBr4tovxfxSoY+yUEvZLnvcC9tA2HMdJXnp7eIxryUMzU2qnks1eCO7iiLm3k63CpLko3kFqBNIVeokS7UCC7nUW7oBA+4sYsi7pKJUDCQPQqrr6WIfMRG8QMW6DkTJSSjPRTDW62hJS1WXp2jc18/JZ9GsuaQei1Bb4ePrOkhV6nR/yPDSMf9jQ5kAaQ6cC4gYgvWjuXY5VR2W33HcUAB6b09WN/cwhsN85pVputYB4O9nTz9jWtIaZ3Y3g7Q6gPdnLKDJDaTpca4BqGJkwst+9QsKzcVkpuHfySA+DYZ/aUCkcUMglUg4PXj3chTkQN4FQn7QBv9skiyZnD0o2OEI+B0eBhx96GENQQJarqB7JEQBNDaXXhPRvGu22i2jOyXyWwanH9hAcmjEdIEwpJGcqvE9maenp4opkthYz4JBQNcIh19UbanVnG3eYnvbWclVcXRbW6upTBEGyGgUM2VMDYN/LbEFX2Dt/72UXwDLg51ulhf1ul7oA9/UUNYrLKZ2iI8soeF+U0MY5u1xRR7eyMEFY3UK1mC2ys8f/Uih+86wIF39xNJORgXy4gBmRe+fZbe+DCCIDKtnqIn9C1cxU0UswyAtjaD9r53k375VeyRsTo9Z8c90JocLDTQCBoCXq2o026lrq1CS/N9uwLHlvdpou0trALqMtnQGnm+yzc15Ryar9DkFjn/Mvj53hzf910q9cevGd3X66i7YcfdwUcrDmw8uE1WcVPHvv4esYVvNIlowX/6q3qw0TjUF58l8OEP4fi9rddS3lE2O+5iuf9dZA58EN0dIR3Zx7r2AN95eoozZ69z6cxNitkCA79xiGPvH6U4Xebmf5mh9t0NYvuD7P/EAfraPVhlL4GwSMoSwaqRz+ToN2u4ZRtnj5ul58ssb1TxT/g5Go0gvZ4mnxdxhQMEZBm3ICPWLNqiPqrJGmKygNKuIgQUBEHkgY8c5rnVFCurWVQBOnsjjMRD9O7vIeBT6b99iGMD/Sg2VMISeCREUUJxSzDkZuQ9nfSMhXjplVneuLBGz6EgN4o5+jt8PPzRfUzKEv19Qdo+3Ntg8tPg1jiUV2t868szZM+WWdwu4tckjjwyyP7be4gZNpobLry8hioJpIpVJtpD7PeHEIMu5L1t1DaK2ApU13Jwbxi5Q6sPJxPBXRN5+jvPsWgtc/exg7i2dTb/fgYpa4EASp+bXlOgUpM4u5Xl5maGCS3EcJuPkT1R+iYijPdEyF1bZGopg1mV8fgj5Hr9WLpN/1v7Gfyl/ez/+QkGPjbIxEdGcHlFrs/MsprJsvbaJtf+5CbnnllmvWox2BNgsM2Pk6jg1iTS61n4uRGsSf+bdm/zsAsCKVXlsX86jzTs5+Wn5kGEQKeXfKFGm8/N9GtLcLWIcb2E6oX8kzPUfvNZehWR1Mo26qUUK99dRF/KokdUvJ0+5D4v0gtJ/H99E4mmkmUThm0aswYIPOFDf1sIbTyCWEyzdWGG+JU8HZLEwIiXu+7oJZmqUno+RSgBgbzI9a8uEfhQL3t+dz/+22L1OUQuiZpoUDq7jpipoMRFrn7pAkPvG6Q2FCNZttka8jHRH2Ffe4xwNkl7BDYdCy3sYuA9o+y5swOXV2MdE6cnwGhfmLlCkTt+8gCoDppLYHAsTEQQCAQ1vP0qSAKyJmBoEvg8oKosVgym/u2rYNg4eQv3TZ3ato3pyNQe6aTqErhuaUS2K7RvVVFzOneN93Dy3nF8YQW/LPPGE+ssfvwc9qPbOEVY//tNnv7wS/zdW75Jbr4uEd+EvJs6KW9OXgQESUI4HEbodyHPpYnoFuX1Ck99+xq3/bt9KJUK19JZxIaDUVwiTsYBszlV1K7LXbf2jrDjuAShjm40gw+hPm3W6nfjXk3jxHwc6mxn6ECQLVVB8Xroi4VptxX2DkW49RMHiJ8IIA14MFd18k8Xufxn19n+7AwqAqWCCY6A6leIPNCBui9A7nqa/qEOJg8NsbaxTSlXorpWRi/UGBwOEg66MfLbXH3+BiuzSRwv5NIlfFEXPXs6CPdHuHJ9mxAWp451MzIRY327hOhX8LpV5LCXG/kaAzUdJVx32qYOr17a5OL5AmbWZmUrz0RXOyPdXm67ZS8RTaJqOciKQkd/iPEHR3n12gp7RycJbFTIvLyG5ViUywZW3uK9dxxjZSlJPlvF29PDuff+PV++/YtcD975L/zMm1S36kFkI7Jstq02O9Z2/MhOSe3N7SLNv5t+a9cclVbvbCPI3JUMt7gbrXPrAW+zFbbl71q36Oy+4+/J8X0fcOzQeRrQ0+4Aoxno7UQcu2podRKWIDQJX82FshrRZd1wyNkKsW/9OQAbHQ+wNnA/ANp3n8Dz8zsCYK6Qm/mTv4z6Z/+Z1egREp94nHOP/Fd8P/oTnL53P662CF7NQ+JmCl+Pj8hvv0H3vVH8B7189a+meOKnXiX1WzP0THTj9fjp7AyzdXmN47Uae/d14HFE2Cpg2wbpC1sceeskVhRcP95FbX8AJwszWYPERon3vO84U7kiR8bdKKpA+UAc8Xg7RtnAsSw67/bx3r8+TTpXYuH6FkuJNFerBmZQYGMxT3G1wAGti/JyhkLNoPJ6iuLjGab+bIkbP/wKdhUmf2EP7V6Z6bLDP3/lOmKiTFKSiazabAaCVG5pw9vtqsfhjoPdaCFUbo2xmaux9NwSmipxdibJ9XNbqKbMofftwSO7GBuMMJfN8a5HemjbrhKUFWpFneSNLDW9iuyWED4xjOBrBpACGAaZaoVTscMoThljo0ZHJEJyFhL/uIactLBtG59k8O2zTxH3eZkpiPz9EzMUy1Umx/xUsjoDZZ1Am4+hqBf/oEb4Y/0E93mJvr8Pz+kg7kENISTi6nSh7A0w8MujPPDnD+IejLL6SpL+D/TS63dz77EOFLmGOZ9CcskY22U8vziGMOLdMUKC2FDKhTd+5yyrN7aISTYdx7rxH/ZyeqCN3FIWdxs8cFsXgQsbRGMx/vmrVxAWU1z5vedAcxHs7UKaKfHunjDbiQr7f/4YwgN9aB8f5UrUZP7TFzFHPETuG0SzJWq/fx1JEpAb4lH1fn8RUQRjq4TVJmHd6mfi+Dhjk8N1fs5LN2i7mqHP7ebOW4ZYn88w2BGnd6SLsfePEDocgR5XM+dGQKR3LMLtj4zgkj289LVZlq5vEx71oxyMoN4WY7NL5uWtHJIg0+lvQ3pxg/hmlju6w1z92xmE6RJet8gD+wcJ5KosbRa5spQj1uVH/GyS0hNZvvHNBdYTZdrfO44ckKjmTb77uSmUd/bwysxFzs/fwOOAVqobBMsQYK8LKSewdKZMpgqlHxzkzvE4//E7r2JWDPp0B0txkUnUiPZEOXmwlzNnVqiqLpa/M091pcz8V2+ytp4j3tuG+UIRR2+MqW9MCW0mP9WKgW3VZzk5Dgh+Be3uTuSUzZ7xEIfv6OaWuweY+bsVFK+LyrLOzf98HsGBF/7qKjMvbyDYUgu+b/LVdrMAGqIOLWi/5bwEAUe08X98lGLR4fJMjqBHo70vglis8sRrC1y8uUVurYj7uQyCBGRtlr68TnE1z57TvdxICSx+5Dk0uSG7DohuAee2ELc+1E+/oDF/ZY69fe0cvm8YucdLIVVGqjqcfHiYQHccQVJwqjUG9nUwcqCXvF5jdnWT9al1hmJBPAvbmDJQqXJwLIadqVFK2ORSOv26wcE/vgUlIJFeKfDpn30CYzvN2LCCLlfp7PJzIauTT1dYKSzS3u/i/Q8MMNYXZrg7xAtPP01bSEMUIL9ZRQi6yRaKYFYob+WZXdO588gw/f1R+vZ1Y1x4gXdc/0UmdskfFD7849gjI40q2s5cmx2kUPgXjr6+CHW0o/4sOIINgl3XH/qX5ZGmi3KaQWMzmGiuJdiCg91Ct5p0Aaf1Xz1GFXfKfEL97+91r8r/BePp5/H7g9Sn9wEIDeG/HaixuaKV1QpKQEEJyg2Y026JgYHYgrrqpRkR27KR/vLvif76zwOw1PNenoj9IA9mv8XAwuf/H++v1HWAT/f9Gj1+N21ihVvvOYQ+s03tR7oxejSqjxWYf/wG68Uqc6spjo220zHSxfMLSaKISC6VsCoRHAlzQJPwpCpU39VOLuDCF1XRLIH5H3+KctSNrQpUkwZJWeLku8fJLGcZ2uOD8zmsnEE6IlOSHZxqlfxWlWqyhjbmZVYM0J+pUJZEuvrd+K9uEBqII6ym8R7sofihOI5oU3khRfkri4hxDdsd5MXLG7zr07fgVAXe+Ltlzr4wy6mDPWQzNU5HPGg+AeHfDQECNg4bX56HqkDfcAcbL25yUZYYypsUHAjHXKS2y0ha3ZhOvqWHL3zqHP/mJyd59dPPcdvEPmxZRHZrFA3wSw7Fj3fjSGBbDqIsIQCSDam/XqOwWULpCrI6tcX4WBu6I5HbLtF5XxuOR+TFP5ujFFAY0CSm5lOMj8frbWmSyES5QEBUEIMyhHzUNBlXDPQHIo390ihBNFqqSxdTvPIbZ3GPxFhazeGRNQ53BElrCreEFcS8TtUr4X+gm/I+d33UOWK9pdIUcOQ63G5vmTgWpLdsokMaC799nUN3tmP6ZPTFIlpBxIkofPvxGUYP97HvjjjWN5eQLQfLI2EMhTD6Apz/2g3Obib48d+5nbMffoY7Tg4iBBTkooWoKXzm3Dw/+o69VC9tY8gOIUmmXKjg6DVenUoy/v5B4gUJ4bYuqif8SLbAynQW3zfWCSWr+KIenK4wdjpLJSCjTsZZWS5ALMD2aoqRW3pwHdGoVWoNngNISNhNQ2sJiKpIaU6gWNGJ7pERJZGX/nyGyZRFjwnVQhnd7+Eb2wUmuiOsl3SODfhYTdbovXOQpa9dYqMmE+x1QURk9isLPHzPGNUhLx0Ph9ECCpXZIuu/cYWUALZbYNTrQpIUQp+awBElLNNEFARESSI1ayAJAvFMFddjq9Duo7pRIOl1o7tlLMPhyRdvktOqeLr8fPA9+1l6dIHadoWUaDEwGKP3pwfRfCJVwUb2So3sE1r1FaHpJBqBZrqG/GwG1xtJMn0acyWJ9HyO3qjGokvl3g/vwei2QBbILti4TBPXsIYgN/FcoZEhN7U+hB3b1bL2AvXkCUDG+b2bBDp9rCzneGqriDvmwljXObGvk5XpFfyiQu8vjJP9uzUMs4ZtVek51celr19HvZnm0OOPILsULNFqBTSbfzXHa198lZ633Yk2FmbpRhIMibmr68h+iUqhQofPw3a2wkM/d4iFl5apKl4SVxN0jHeycmOD0kYBQTB4y9snWdusMRhU2FitEI0HmEukueOnhygXHAYchXy7zZlfuIAc99L/ngHa1w0uvbjJsTaRZa+Hsxc26O/x8+KVDfq7w0iSxPhiBmc0ykvLWWRN5MEfHUbLVhAe36brRBezNYfKeolzS9vEY34e/O5H8ecX3mTLyz/4QxQ/9XsIbm9LSVZorYTYQBKaMlv1b1zc8fr10ERwdpRhmyWSXThYK3xplGOEhkK20JzW5ti75rU02IWNkqjQutYu/ZlGcFos5hke/t6Np/+/AOFoKO21Hry6vHMTIm5FoIKAp9eDElTrYIjdoAC16uiNaJHm+jpUXslx+at261r9q1/iJ9Z+jnC0ykbsXkqhwf/9jWUTnL4rwtFHRhh7cC8bS0uk0ykQbb7862dw9bs48MnDjN01ghrzslE0yVtwx0gH0Q4vg34XXVEfhdltpEKFcrlENVthc6aAZTjM/dY5ptwqTywuc7UisNrmZfhtE2xNZ3n1/AbXntzE8ijoI15qx0MkFqtculzky+efZU62mU8KOKkcU9k8RcegM+Ch/Z4hFMfh8byOXsvjSFA+t832525yuQJbihezK4iqwF+9/3nO/cUSflumYtsspKr0+AVkzUH7xT3oaYPadg07bdDzgyNYlsDzX5xhanobf7bGty+t0B51EXCpaH7weyDo8rDyrXU++tGD8PgG9xw6jGQLbJRstvM1ksUq9h5fvflQqE8PbXYjmYKDk8mTWsijvTpFW0zhQuYmK4spVhM51v96msILSTaKFUY0GXfQw6kHJ5EMk9ViifZckXZJxVZVprIWKyd8SG6D2kNtu2ZZ2IhiA+osOSSuOvhGegj4fLjaggQ6NDoOxtlbshCqDttumeoRP6VjXpxGQGU3AmBHEVqIuBSTkTtlYsMSUqbK4QNh8l+aRlnWEZZ1zMUsQrbCfV1+1FQOfS5DvsvFRlBkvctNZTGFrJU57ZX5aDCO/ftXOX2wH0pVhGwFVIdcucItQT/CzRSGW8KpVqlZBjVVRN4T54G37qV3S0bdqvLoJ79C6jeuI6/pdAz5qP7gAMJ/PU5qPAA+FSvkQ0xbVBaLdIS89Eoiq1dTZK+kKb6W4X/c92mWf/wcK+9/meWfOsuVH3uNzB8uYP7qNVKvF1h/JsGLn3qNxLNZREXgrk+M4/vFcb64leTR9Tz+gIsPRb3sV23uaFM/d5KrAAEAAElEQVTxnpkjpjm88PnXOXh0kEQyh5U22X49zeE9cUqpLMp0mspn1jFqNo4HkjEZJSLyysIrPHljiuVCBcGREUUbURYQRAHLdoiOybhcNvm9GiXJobpd5rWlLJ3FEm6zBh6Bie4gQY+XymsJ1K0aPUEvBQWiokjnnRHUkIx9Lc+37/8Gkihit8oru1VBBcRmZhvVEDtUaraI11I49ANDpMoGry1kia6WePU/vEDij6+hb+i4QhbZoo6RtRrJrdCA1J3W3w71xKn+527+QJ1A6tgW2n8cQTQFfAGNseEIk31hbj/RgRpwmC7XSJTyLPzNKvlajaINM4tl5p9PMJXQ2fPZB6iWLDae2KjbW6Fucbt+YoQH33+akwWd7lKJy1dfYOJQlJ6xCHbNpmo53FzOcvjBUZ78o4tcncoye2YVNInc6ja93UGG9rYzcKKTdrdER9Ug5HNz61v6iVQr1FJFMp9e5sx/fI31b29gpB1y2wV6Ri2kIHznsZc40KmxtJRl8eo6E8NRvIZFp18jlSuxvJriOR+YlSo/+837+MhX7qT9kS5cnT58XT5qq2XMlQIzmQKJXJVMqojU6FLZfXi+/AW0b32TncVs9JSIzZK82FjrRgnFERslmDriIDSnvjaDgV1I+7/4xFZwWi+RCLtGc+wa0rZbh6Wxp+xWqa0xh8cRGqW57y2J4/se4ZibXcAfqNfEW9wNAbAlmqhHc+Ki4+y0v7Y2S7OY4tTf6DRKM8XXtjj3lwsEann23jdK+Nqf4fnbz/9/dG/Z3tt4bOCDbBnw1jtv55WpaQ4JKgPv289K1ELxu4hEXJz/pTN03TaEvVljfmaL9VKVKjV6wiGubOV5ZF8nUb9KWDdxPdjGfDKPP96Gd8KN4oKF37yGNN7O1tUEtimQKelMjMeZWV/lHneIoiqyrRicfSPJ2EQX02vLuD0e2kSYL0n0RHyM9Qap+iSMUo5Ol000J+EEAjgf7cbGRF8osvjZeRxFRQgqXLuWQfYU6FHbWVHAZQpk7DTvPDGItZBiOVtjz28e5fLvXMNnqmheh96fm6RaqqIZLr7yqVcZ64kyv1HBEEz8qkqnX+PQQJiqZRHygVQGYSaHE5EQVA09qJHbKOGPS5jv78TxAAiNIVmAUEc7FFmm/A9rfPcvnqI25Mfv7SEY9LK8kmW8I0jk3i4ufWOJgm0xORajlCnTHZKJelTcmRpC1URSJbZPtuG/PYBgO+hLZRAkRNPEsE1cPV6UkEbhpQyXv7bC9dUsvrCHnjYfRl7n9pCCp+CQjLspdZh0/NhwAy0VGnXdJtmrme04CBUbTVCRHl1HrcjYl5OUajW0oEpSEHH5XYQPRqhKBuZ9YZylKmJEwcrVSF9IYzyToBsRf0+Eb82nKKRLvPP+AZZmExRkkc7ROHPlGj0+Dc1wcCky6xtlukY1DNuhtlzFh0Jto0JbnwoVgUqyRNoLqsuNcWsYX4cLURLxvJ7BKDkkN0u0VyycmAdHFLiY01lY2ODEiUGkQpU1x8GugFgsMrs9T7vdzkh3G5cWtzje34Y9ESGfytP3w0NIMRkHB1EUqG04uEQb80vLyJKImLWpSg4zuTKlSoWgL8hsskA2k2NpdY0Rv5+eAyMYLofUQoWH/9NeXDE3c3+/Tmkpx9X5eY4eGuL65Szv+A/7EY8EMEoWklfCKIFt25gGqB5QNQHpb1dxMhZ2rgaqhB7z8cqT04zdMswzT1zmwV85TvKpbWL7o8RPBTEiMvp0Fs/hEJufvEjn7x+ur7DdAMxbMglNZ1O3RcaGTv6JFJ4bOXKdIYqFAtfOb7J3XwfdMR/nljKkb25w7KP7sAWH+O3tCAWbGia+HvebgPL6/nLqbWD1aKRFBq7D8TaCJWD99jThnihpSazzp8Jeri4mifkkZudKiDKc6A2wsZBnOV8m0O3n1HtH8B31UKvZPPMbl3joU4d3X5Wv/bc3OLElovh8PFsT8PhVcukcXpdKpVomnzTZTOa5P+pneyzM2nwB07YQzLoa68S+dl57cY6we5MHbr8PX49GoWKzdHYbd0Tj8pllSlsF3va2vUidKi88c42hI3GOvecwS48tsD8jspnMEuqOsZ2u8OTNBIZHwuvYJBeyvO3nj9N3XxRro4ptWNi2g5kx8U9XEa5t4d3bwbwscu3cBtem1tnrtfnAuR/5Vza98qEfpvDf/nvjrwY5twmO7y6ptAAGpzHvpoE87FIObbXMthRKd32jjQR4B0Fp8qys+lWd5vUb72hW1ETnTddv5tGFwvcW4fi+71JxoKXiVp0pUJ1OE7i7CymwU8+qr9GuGhvslFEEe5cqqdNig1/95deJ90aY31ri+AcfJOd8itrP/CKuv/1HpFeeQFqYQ8zl/pf3ZPQc4tyKzA+8/Ti5qs677jlE7WoC22Vx7dEleg93ETgk4n6gi+5bo1hTBeIHQ5z94hSbmRqrtQIRRUTqsYgUBJJOjXBEpHuyl/yVLLVNldpKmvDJCK88vshcssRYLMhdR7tIGTb7HB/zholbVgie6GJgqojLtuhsV9HRee5SghNj4wRcGvOJAvaWQa64DLgIdvcjxWRMx0IUBFzDAfp/eJiFbyTQUzbjAzFemqkyEBc5NtZOvlim3XKo3dyirasb789EKM7pGDWFNb2KZcpkv7RO+4APs1rgvlN7kIMC18ob6DMZjp0epFyyWEpXGBnzkZ7ZJLgtIHsUBEnGSpcpJArkOlyob48jeVuL3ipzCACmg4GJ54e6uS1/C2ZKYCtToiQYRLu81EIuFp/fIh5zUy4aBGWoWhZtNQkjmcOlaayVDeL7vITvDVLeNKm9uEXqbJZA2M32fJ6tQgLfLb303j1A+YUMpmkzEPPS3hNmIOQlnCuhyQKVgEjnfVFKhz279lwzzKjffilfZfnGJuMn+jBn85SuV+iYKuMoIPhduCWZYr8bRRLx+DwoQYVqm4S6alG5VMBVsakUS5gWbCzmyIoih7xubhuL8vWEzPLeABnbZPNsio1MEv+hGBfOpVlZzzC5px0EyC9pbGxmyGUTnJgYwI6oFPYFyFzNMdntp7qcRXU7CE8mcEQF7a0dmHfGsToVwlN59MfX0JJVapLDyWOdFBIFXn5hjoffd4DeiMrWyxt0d3ZhKi4GPBrpfI2xDi8bqTKeMxZ5t8LKF+bo/dAgYpuCaVnIMRETEf7NELXZPOZiBftcik4FEqkcluAiHtKIeOL0hMN0uhW2Cjp79nbDXonZv7pJ9LZOrr2+SsmyGYh3o+RtzGqNxGOLtO3dS3XNROmRsGs2tmPh9kv1LFUC632dqF9eR5HcGNkKVbNGbLSNkAKBzgBrX1mhUrOR5y08kyq1GzqVv7+J58+O0f0Hx7ErBs71InbFwW7XUEfcNGXIG9kPAEqnRnzUzfbNHENuiQ1fkP5JULp9LJ/b4MBkG1fwcv7riwwCXYdj3HgygZMtsPdjk4hKfXRDE8loAh7NwZTN67WcluBQOu5DvVokVy5QqchYjsMtp/pZ18swnWYg4Mfo9VJdyxNyqUw82Iv3sBfTsVE9End97BDlhIG3XW0VDt71i7dw4dMvcLzWTvqFOda1AidvPUipVGF9swC6SqzXzbwo4y0KyG4FR5CwiyYacPX8JqpP4uDQMVSPQrqkc+NsklqmSvpGCV/cx1uPDEKHQ/+PDTD2IwPYZahVLAqihSlKXEzo7BFzWEEPw8Mxal6T9qCHWUckPZvFzJRIfGeDuE/FlkTC7+mnq8dD4VwNSbLZuLSJL+LCpco4QpmyN46ntPVmm3776RZW4DRXtMmVafqXBuHizUNBd/yN00QwmqgUje4lR6jPabGFFlJltwo0TjOqaWwfZ7f5q/MWBXaf3cRB4P8HWMP3fcCB4GAWdJa+s8TUF6/jWjU5vT+GO6i1OB2tB95pZJrNWljjgX3Tpmm8JTIa58aNde79dw/iLFcgVcaZ6ML56C9QvPujGMf9OGYZ7+f/Ft9v/9qbbsl/6YvEx+9gbnWLoZEYQtFE3yhizAU5cHiYtgeDiG4Yi3Tj+GRKFZXlJ5PkLZ39k3G2sybpmsGZ8+sc6BzAPhhB3RMif6mI83oe7aSPxPkK588s0zbSxj5k/C6VxLZOW9CiI+jmigj2XX60qEbv+/rJXCsQyEWoedw8+NAAtEtMf32V3q4A3R0+3Nk28oZNTVFRjgThO0k2MjrhDi+u/SFG3t3N1LcTLN8skKuAtM9PamkLX1+Y2JaLmOKlstfDP3/mJXzrYbyGQLZSJRL2sXR1i9Ranopewy5ZDB2PsZ3LEPWopDfzeKM+1raLxDQBc6uE4Q2iaCJimw/LFDDtLN7bQ8gxDcexkQCrIe/rWIBc5wY4Ali2Regnh5FnDeTpLKs38zgBleT1HP1hP+v5FFLCJu0ScWkKHaqMFfCg6xby8QDmO7sQRAGX6lC9XKDgltALVYpBmS1DIHmthE/cZi1dwiOr+FQbK6MTVBQMl4SsKTing5T3eXYyT2gYl50WOStvknk2Bf5u1MsGtdkygioztV1mj1/EiLhwvCo+RWZ+apquxSgBVOQj7VQtCedSEk3TiInQO9nJNb/JpaUUQ7cf4ICjkHk2xetnFujqDSICy6+s09EXxFoXEWs2K6kiHYaNUjbBAdsRCPo1XvjvF4nE/Mi9Yap+BaNoMx5yIVQs7EdXed2qcuCdfTi3hUHrJfG5RbS1Mv5buinaWfYPxXGFPDgli56uEMn1IqLuUKhU6Xmkl6qjY+tV/IKb1Jkslx6bQZuI0nlfvM77aKKMOIhjPtRxH3ZERPF5qHzaYDTop7o/RG6xSFWEdLZKEVg4kyB0eyfegTYKF/I4bomj3TH0SpVC2WTfw320vXcA03Qo6xbJxzeJD0fw9EoggWM0HLVHxnpnN3wrARsGxnyZY0c7MasOE0Nxbq6mSOV1NmbKlP+uirBRpf/BLiSPglWxqW2ZzHx6FlmScd0SYbinB6c1F6fhXBp2ydwfoP16HntmE2UwTLlm4FxNsbSeI1XREaNeKnoF3CqmafPoE2/wEz95G9U1G1dUAj8t7kadLtJwZi1yITvXFUSC93VjkkJ9JUOwbDC1sU4tXCS7rnByfzeZKmxcSlPK6XTvCRGf9OGIduuzXV0C5WQzg2vaSocj/+YOan9wk1tDHtblCoWtKq6gG0f3srp9k+FgP51741x7bgV33EvApyLJEopXobpm4sXL0QNtzC5VyW9mcUp2K6A68XAvbVEN332xuriWA44ssHVpG9WnojkKEb/CWF+QGxmdWrVGMVHBFbMZOdRNwiwz9fUFsskS9x3sJC7auMwqpuBC9XsorOm0qQq2oiKNtxNdefVfBRvlf/tx9He9e9f32XqiGzltffZWo87SKn600ou6IdjF1dgdugi0ThZ2vWfHwbFb9K3F1mj6NmHXuQ51REXY9d7v8fF9H3AIjTkDapeXyZ8+wDf/4mn2GSU8eHct287D0VynVvDnCK2hS81zBQTWZhc5/Ou3svnEKls3DQZvaUPQBGyvhOR4sVQJR/Ohn74d37+4p9cG30YlW+Bw1wCjE+3Y2yXUWzvQgz6ENzZZfm2WwVv6cAug97u5+T+vM7dWYy23Qk85Te2wh5P7DrH59AqLIYPuUzHK2zbSls1iusz2V59DjHYxcLQHSbdxQhJWXEFWZHxbVZ4rz3M6MELp1hiiIOEb8xDaF8QoC6yfqzLz8hyhkpdDx2IsLZQoY5OrGPT4PbywlOA2rYOv/88pRrsjrHcVOVBVEQYllKiCNG0zLMtsb5UZcgtUcmn8toqlCcjtChO39aPlPRhfTRAb7oSVFGXdZDaVpUdTWc5WWNdrxGSVodEwekEn5FLoHVRwZWtEursorKQh5CG3XiQg2KgTQcwhP4svrhHf04a3TWk86EJDaKn+xFbWbNztAsgC1qhCpD9GZDzM+SfWSVVr9Hokqusg+mV6OnwEq3UIUxBFnNMhQqdD0OBaIIDpSOQKWXKFMgFvkFCkkz29EWzDImnZPLQ3hlSuom5VEas627qF/MMd2HtUbBtkR0SwwZLrAe9jv/MK+8eGGHxHF96om/33jCCcTeJfrBKKeKFk4OgG+ZEwWr6Ms11j3l/gzNIUD0UPEKp5sDrKuKeySIqEWbGwBn3U/AGyNxM4mhvv/hC9RYNXXt5EUWXiPjey6HB9JcexB0ZJbJZI5or0HWhj7mKCcrHC3R85RG22yKVrmyiyRKFQYV3wMXq6k9wbOV7LVZkIqoi2Red8Bee5FKzXqPZ78J6IEXglhbJW4LaOOP5j3Zx/bp6u9jDTV9eJ2yIRxyb4wT60E35cio+QIlLasIirMl33h/D2+ihdLLN8aQ0pFqBs1Djwti5My0JSBYRjEUTA92O9lFQXZhFWvr5BShUZbfNxLOTh+moGcVNnaNJLTha5OLOFZTu4JJngaJBMocKZ/3mVAz8yib1q0F02cQ9JWJIFgoTiqaMEtmkjBCR4qB1dtwlfz6HN5yhHfKS2c/RNdmOfWcIfDLKxkGXvO3vx3NfF2t8sohuQWd+iVBRwCnn6bA+2DOA0yH/2LkcEQlCi2O3CLyj45kvcdssIi8/PIfa3kbZsbEvgrjtHEPpM7IDI237mGNGjHVQzVr2EiIglNGUAxDc5pIZxq/9s8OkdWUSa9BO/EEB2Cez3ukgkbYySwdVslgGfl/RqhuCAj/4PDaB0q1iWgyyL9WmmAqh+hR0EpV6mtgWw3x6j/bEanpsVZL9GtSdIcGEbJxxh5WaBoSNu4mNRVmcStLW14fK4yWUNXLKAmTbRqjYqNrGwn0o1hyN7sVSdzpNhPH2eupS8Aw4i5dUKsiTTeyCOeDbPuFcmIat4vQL+QpWiaZHPVFH6fNx4aY3J/jZGwiG2HIf1mS0OHwlgdbrJF8p4JYn5pRyjEy5US+CiM0x3cD89uSs7Bt2wmhV3hIyNo1sI7QpNzkZLC6PB82oxMnYFA04jcBBaynDNEgqNDibhzTwPmohVs73pza/vfOpOgN5McHZrnr45ePk/f3zfBxwOoPhkum/pQJJEPjTxbgJt/sZGsOoL3MwCWj3RUCffNAMPG4fm7JT64h396wfwunxsfnaFdC2L910DzP/x03R8/XOIegkp3ofjjlNTfVR+9Kdw//VnALjuPcIb8v289wf3cmkqQd/hNlbm0nQMB0mXdVymwGPf+BY///Ff5cpvXKKtN0ABhe4OlT1j+7l4fZ1uO04qIbHfpaDsaWd+LUVlroQXP9G7O1h7tMCeTZO+fonrGJy/vsFIPsT4rT1UNkvs7xnma88scXtqgOd+5xK9IRfRQo2Nok4i4ifgcnFjrsjx/jBtnT5ibRpRt0qo00vH2zrQwgp3xgNUazWUhRrVngy2LnPjmwtEgy66bx9ALlVpD4p4uzSUOYMVv4ZLEtl/e10y3DkcxdYk7EqM0Nk0/lczJCsOP3DnIKooM7uhs7mSZLg3glmxGPG48Us2VlHHFXRj2AJuRaTQo6DeHcebtnEuGqw8v8JmIsdkm4sriSL7ohre9/QiDgWx0zV0n4AWVAGRSqLE5b++yex6nnShRsHvJpU2edfpXtjOo+R0Cj432t0dWLcFQRUbu6bOJ2gLuNnbE6ZmVrm0kqUrVWS5bFEKeTjoAdfZZQSfh0sL23RPtBP/sT6MEVcjw3GopQ3MeZMzr8whFi32Hxqh40QURxJZvVSkZ8XCr0vI3nrbr3J3JwNOCPOfFtFdFtqhPnrcHrqGH8J/tYSkKBiChUsDOxrAfk8HvhWd1LU8Ws4gZTosndnm+e9OE/K62TvcRdtEiLX5NAGXSqffw32/OsmlT12go9fDwhsGD53oQ13XeerFZfbviXNmIU24zUt1KsHUSo6aLhDTLf5yYYP7nTRHf/UHqWUtnJe2cAsS1l1tWEUbG42wrfBXnznD/Q+NIhYN0ksZtn0QFWSODnkRXHXjKOsgXS1z6Z+uI5o1jvtVIr94kL5HOlCqChtfXwQRCqsGzzw2z7GHuugbDeDdH8EUHAQdOn5lnMh3NoitGmiDcaK6jlqqUVmEJ19YQtVtkmspCqaAtJohXaiw91Q/N/7Tq/SHArgDbgIJk8qIgiA1KuKCgyCJmDULMSxxRS4Sq5SZUIPI81mODHZQqdTYME081Sr4NORhP8yYTL+YohYQ2ZrLcvexfhzZi2CbOIKDuFvD4V8kneqdccy/vIms12DQ4fV/SLGV0+kLuCmVq4hv66X2xCov/u7rPPJfHiJvmxjbFYw3SvgfiKME5da8KAe77r1abquO7grNdknbwYzJZPf7UM/m8DlucoZNdiXNxGQ7tXQZpSPIsR/ag2dAQ52qIFoShWQZ6a4AluGweVOn96B7pxzQSM3l8QA+WWLxV5IMFW2uX7jAwIEuzr+kE/PqrN/MUi6WsCXYylYgmSc+Gmbf4BBzry6wkC7w4oXXuP+eB+n2aFxfynL01Ai+gLsBAggNvqyDEpWIt4XYmDWxZAWPy41SKON4ZaxuP5HhEDffWOPSt6bZ5yjc9vY9OC+swUCA/B4/kfcOIz2bZrsm4ekI4HGpPPbaPKooERqMsPT2f2L5mZe49amfBMD15X+i9Bu/AY6N4aojLEpj/WzHbiEOYiObrbubeuJqN4aq7VYVdZpdLq2Sf7Oc3/RNYmP4W7N4I+ySzWenfNMMKBsDAp3mKNNdYn7f63Gx3/+k0Zl5fAF/A8qi9eBJyHXRqd06G04jYsRuIZsNEUzEJizWOFdwwEybyKoAElDJEzq4H7lW/n97b1/q/jmO/dTPkMoVGYn6sV9bYUOD87bJkZ8YJTDgwh30oF+vcPl/XKP9jj4e/e/PUoq7GXEFKUgqHRE4lS4j3jKAcziEVTDwTaWYWrXYMxpDMApc1nzsfTjM+a9dIZ+oYi0JPDwUwedxU3qknVf+4iorK9e4++77mZ/dxhZsqorCnY8Mc+4LZzHCfk6e7uTSK2/QJ4QYeGgftdNBHLeMUDHq5YyihRZTcSfg5UeXkJdL6G0etHwV30vnme6Kc6gvSPj+AZzJAO6YiqhKOIKNiIh+rcjS3y4zs13BFfYQO9rJtQtLjCpuFool3nNPHwFVQ1wrY22UEMsVqm1+JNtm2zDgnhByWmf1W+uED3bjPhDGbUDqqVmupjYYFdupiSLDPUGs98WgS0MUBSpZg5t/OcvLL65TUyROTbYj6AL/8NI/8kf3/zBuVSArmZTLNvqdUeIPdCLgYFv1+RVO2mTqP13hyekNJsdiHB5pI7yZ5zPzafwivMMr0vWLxxGeSVGxTMS3d2CMatgOJG5U6Njjofx6gnOfPIt2op/u2wZoP+1F8Yq88PwWt48HcP4pST5ZxFjK44p4aI9olDBw5XTWXT460FElhXzEha9ioVUMBLeKfTLEao/KU39wFa9Lxh1wEw8ojA3FeOqfr7CcLnPv0W7cES/rUwkCooJiOPT90QGENpXaeoUbv3YFczhER8DD5asJjv30Hl74s6uk0yXeeWqEm4tpJBFGjvbhOeJDXKxw44lZrmcK/Oj791M9l8IVVEnYAtIjcWJPpjC3dAxV4EJlnZjcjRn3ceXyMid+aIzpf7jO2IEuChcS+I/E8GRq2G6R7FKO+dl51GSVg4/+AB6PyNyvnmfsvXt4rZDGxEJV/EzPzvP2nziKx+uq55SCgGA6CKaAeK6M5+lN7IMxVi6tEpElEoM+ymh0WSZbSYMLFxJE/Qo9AQ35YBuDb49TzFSR/BJSqKG93zD9ZsXGyJpImoz5tzMYWZWo7SD1uPnqd29yaiSKcribjek0mk+DVIkn35hn0uOlZ9hPcWab1B3d3P6xcQStjg6IUtNp7Jqa0UiEVF3E+uM5/FWb3Kk4yxeTrGzn8CkKzo00s1md+w73c316i4639xA4FMFMGsTuaaNWFtCCdiPOEBvPXTORauIdVquUIwDWTAX565u4qhbCmEbyG69hPXQ3n/vzV/jR9x1G7ghh1vJcurZGtORGxWIg6kb7lXEqNZviqk5wQEXy7qig1qkGIrXpMlN/Mos3JLPk1Of/rCxfJlnqRHArjB3qpbsvwPUrq6RvZlBMC7Pm8IEfOciZ80nCPj8bK5v4KybuvM7kzx9h9a+v0H9/P94PdCE4kFqqIkoCS+fz7EtYPD+1zb3tXopemUefW8BlGyg4eD0Bbv/tA3h6PTiWWUcScBA0GeOpbf70V/+cn7n3LWTdIUy/yFe/M01El7ByGT649yJdj3+mZdNT0zfBF8GSnRZXo7mQoiCAXQ/23ow+SK3AoKXoKzQZFg0SRqOj0hGcFsF0d4dKk9PRzJMFZze7oy4BgdPojNoVANZvQSBfyDEy8r0jjX7fBxzzM/P4/H6Qml9y8wyxvshiUw62WT0TW9Mdd9R43iwZ2/rZgPAEHKTZGSK3nwIg1X4rtiCjWnn8ycuILVJY/aiGB3jjxx/lxjPXeO97j1F6aZGnF1bx/cgoo30xwvsiqF4FPaez8SeLfOW5aTI5HV/cy5GhDlRFpiPq4+S4n8r7O8m8kWXpeg5/UEFZNokdCnLpb67jHY/yzJllHjnWQ7jHQ0cZbAuqyRwLIT/PPnWdu47EuLIyS3tnH44WYvZmiqAKtx7to1TS6Y27WXxpmu1cHpfs59XVCg8Pxun9tf2I3RrmdJ7lP7iEPRhhJa8zt16kuzfMB37hEGWvify1bfQDQZyjbmY/9iIuwU3PR/bgHPTi2BaiKjP7dIK5J9bp7o3x0nSCLhGOj7VT9LpANDjicbCnc4gxH7ZpsVUTiYlQ7ZcR3tvJhS8uknl2iz39EaYWk8xvXGGg/yjD7SqqS0BPO8wsZ+jwKrhLMPSnR9FvlHntmwlSyTzeskHFsLjVozD81mG8GyaV/X6Ey1nsfpXKO+OtsgxIOJhUN0pc/thLiJ09+DpDXFxLUVjO8o6fOMqrX7nEXX7oDMfR2zwIh/xYp4I4aqMrqurgrNYo/f4MSQ1c7++h/XgYUatbfNt2KM5UuPqn1znV5qVoiUQG2xCrNVLXN3HiKp13DzH/F2/gnOxiNBJluWTgPqySm6nywj9O8YEPHuHq9W0uzmyyUdaRRZtiqszRrgjKWBtex2HLqvDIzx6CJzfh3ihOn4YgCTgpg8SvXOZqqoQR8RD2uzl+eIC187PYI52UFrfRLEgVKpTjARJrOdyWwYmP7qMtL2AWqrQJAuJ8sT5Ne8BL7e1RrvyHqxwfD3BpZoHwB48w/cYWA5Mx/OtV/u6LZ3nbiQmuLG8yv7DF5IAfo1RgcmSCqc0MA7cN0/ueED5H4dJPvozreIjBX9pbz/EsC8d2KGwZRPs8dZvdnC+CA069FbFwIQ1f2iLql1BlhVq7G8stolcsLi5U6NOzvD69yeBwOxlR4Z6fmqDaJyCoAqokcv0zN+l/RzfG701T7I2T6TOY+IEBtD+bQd202M6WkAZjLDoW519b4sj+LuaTFc5cmsNdtNnbUeXk7Sc5e3mT239wEOU9PQii07Io9Ymiu+vuOyQ//x/Msrac4bWlVWr+OP3tIZYSeW4ubXNrTzuXSnlqSyneeVuc6O/dgepTcHSH2qUi2mEPorehOElT4rzu2JwG/VB0hLocuwNcyWJ8cR5JcKG0BTmXLJHYzKMXdDyyRaw9xJDPj7Y/wOJKHq4k6P3AKNrdEQrLVTztbiQ3SPIOX6A+bEygmjE497mLtCcrHDi4h61OH69c2mLu2hbjtw+SPLdB2TYRHJOe7jAZR6W6tc3x7ijzySKumoVcM/HKKvNrWZY3UohhN8fuHeXUzw4iqCLzryURgNSMTt+mhZkps689yGw+y5nFaSYPn2RxPkO2qNMfCyDMJxFFAZ9HQW4z6fzIAWS3jO9KHvtCBrtL4zuvpimXCxiazInLf8mB9W+8yaYXP/s3lO57BNHVmMhLs3TRKJeJuzpHGsM/aSiI1gf7CdiOBY7YkGmok0Sbp+5UqXb7n/ruaAWqu2KJ5rdeX3Gr0eyw6wRbwMGiUCgxMjrw/9fh+P/W4TT7z+3dJKnm7xYLhx0J2HqEKjTrbbvlXxv95Y4NlfUKVkLHrBg4BhgDo5iDQwAExCQvtL+Vq3t/j5ceeZyF079OydXWuidXZpGePRYJM4/mmNDm48DH7sK3pvLsH1zm73/oOb77M+d4/t+e59npLXyiTCzu5VBHhI3tJQ4Oejki2iwWdWoFA80tceDH+xl8byeKWGbhlVnmlRQbC9ucGAgxP7XJPz3zGjc2l9G386QPtvPM01fp7CyxuZHjcHycvBZC8mnYisCDPzBJ1RF49vIZJDdER+Lc8rN3URyPc89tA0SOxFn9/BpTnzyP2OfF/WNjLKZzEJGIBVzk81WMuSr60wk20xnsUomlz01xOaHzUqZCxVR5/sdeI/GJaySfTNH2/2Lvr4Msu89zX/yzeDND72bumR5GjWY0QossybIjO8Y4YOeEwTdxTsChk+Pr5OSEHDwhO7YDBpllELNGo2HsaZhm3L2Z96L7x4ZuJan61a26178qn7uqpqe7N6zd6/tdLzzv+z6P5kRUNL727BXGgwr7d3VSc8iEXdCv6VSWClRkm4KsUi8bdHoVqmYZ3tOJadr0xH2M94ZwSxK5msDJA3eR3riGrbh542qB5aLO0bfs5KnZc0w4ZRY+epkzf34Zp1tkaF8nBbeKHHJRPRjn+a9Nk90osvRiGsslYryto80MiCBiVA30moUz7uXA795G72436h4ndrkCgs7zX7zIoTtGSXij4JCZ1ysseurYWiNoNddruL5R4Pr/vEFmLEBtR4BwpxvRuWU4RANiE3VG/Q42dnkJ/swImmKhzOboHuvA4wuQ/cw11oJ+usajbEZs1pdS2NcrlNZ1Duzt4OZKngtzSUzZJhpw0RsLYCoSd/7ebWiLefbW4PBwAtmh4BrzoXlVBLFZ252oUtIkagGBfV0+AhWdxWevEzoWpzNoo1UqhCMqA7f3US7kuWdXjIBtsnl6kxvPzTPx+irZXJV8Ng+FCtKlTZgtc+DDOxEcKqPhLmJZ2HkwQurpJc4/MYlSqDKRzfGW20d5z2P7qEg1BroGKW+WOebUSC0lkd0yrucLdB3uYiFZRJIFJEXkypPrZFcsQj2uxi3dYlik4cZtEWzBxHPIj/+3Rtks5ql5BJRsDceGjlI26XRY+IdijHWEqAkinREPr/7pBdafXQXTQrdsut7dTTFZ5WszaUpLKRKqRj1fR/+ZMdZd4An5MEp1OhSRSNzNqek1suUK9xwf49HjA/T0jPPE0xMM7PWhvjPRJD9rZJ5tRKOdnGzTykCg9qvjbNYrdO4Y5r6PHKJs2PTH/Tx23x5emVnmJz5+F//lI7fxUqqK60IRo6CjmzbKPg+WLWCUbPIbdaySRSNoFmi5RWgolTbaIATY7cf58BCKrFKtVDm5vwPJrZLY0UnvIwPUXAalcReZqQxcXmf0Nw7iuCeCbdh4ehxszGeYem2tCZo0/gKr8WfgDKrse3QXHb19iJs6mTML7BqKkF/Nk53O4vI76eoKEXG6qKVKdIpw++2jrJsGTlliYmqTQt7A9CjceucADz6wmwN+P7WvX+LS389Rz+uEE04i3X68dYF0yaBjKI5eM9AEibB3EDVXZdAlcdvuGPlMhZsOkfjuGJmwg7LppnpxDSEuoyfrlIs637l2nWiHi8EOD1Qt6vnUf/Azng//MBx7EO0Ln6daMKiXzWbpVNpGtyLQIJS32glro3+HZjCwVbZvxAbN0orYLLvYLR/VNEdCk0ujOf4viMKbAg5BaIwWv4lKv4UviHabDuJ7eXzf93AATZhqq0u4vdrCFudBo0bWfL4tYLXgNWhL+0JjvaS8zYVfOMNgwIXyM8MExvyYdYv07/wZsR9+BGV1isdWf4V8bD/P9L4XV/gE+o/dy+hf3db+SC/82xQndu+kJkDBtMgWa/jCHg50BkkpFo6oh7gEmelNsm4Hmkch5xXxyRFOvTDLQ7cN4X5rHD1rMTeboVvWwbRx3R6hY3QU118vUdUrOFWNbrfKyYODMFdAw831C6t86NfvZeLqCh6ngBRwMpC3cS0Xie7sYvZyltpKgbfecgsrZ5cI9vvJvLqGO2tSi4tMT6UZ8nt48XqG4D8v4D4SIp8vsp6rITpcOGoVFpeX4dom7mP92J0ejLMp4t0aHfE4Ky8sYfg0ciNBbnx1iqHuMCVLx+1w8Npcmv7uMKWqQHIjycrZi9y2YwTd1Klt1tnRE8SWBK53SYzaFsg2gcN+zJLOxHQWn2gR9yjs2n+UtY0VvC6ZgNvF5vU19o730ac6WO4LMHlmjh955zC5764hRj14Ai7Cy2l2dni4aZiMiXXSMRlHi51RAMu0ECRQRZnsG0my8yZzU1VKr6bw1Ex8/U7ecWQIZaGI1OEiIxl03JtAHvNQvppCcLiZ+R9X6Luln9lSibeOdHOtkiOVK5KwtaZhsBFUkeoJN46KH+8dHQjPrKGv1Vku1unqEJk4n6P31hiOqRLXXk2ytl4gGPLwha9NcvShXQzuD5E/l2ZvV5B0sojkUamJMORxIi6WiftkUGxYzVOaymKd9Ledg62b5J9dwdrrZ2xZZ3rtJjvv3I8xuYn7wSiCT2LoByLUJ4vUPU5ujQyjLdcJR1xcurFO3Ouly5KYurHMUADsnjjTV2aw/8c60t5een5xjPyfXcfz3ArRg2FSvU4cixILLhd77+/FF/Jy6dNzCGUHk8U8u+/sQduT4OgRBXGuzOSzs0wV8+x9oLs5emix75FESzKkBSQ3x6GbEHKrfGALmG7w/f4B7IUq5qtpCvMltLqAq1DAMaLyxkYOtSizd9RHckPB/3KetFvFfyxE6WqJxf81wQO7OiGg4ZgsQZ+GsVdhzaqQKci4TJOzsxV0w+L4Xd1oTjfySo3T2Qojhs2tb+mm/zf2Nhz9toSz7Se2ailNlLVhoXTLZHhXH19/dYbdyV56AiobS1myPifHdnZRtwycH+7j3e/uonStgjVZx+rRqKRManUL2RC5/sYKBw9EcRxyIzha53wzq2WzrozphGpIwFOwkHw2cs1gfWGdlTmbPqcDK6bQ9Z4RotYQiCJ62URxNqi3O0ZDGDUTS7cRlG0Nq3bjf8+wm2qyRvHVHJ11kVy2yLvftgdXwk/uygZXljNUyjV6nSZhb4gXn5shoBlYBZGOHg9CsUZd11nP1vD7neStOuGxTvb/+BBzr6aolYp4RsIspgrcHfeTnEqiJVx03NLFwnNLfPvaDLJu88Cjt+IVdTqndRYWsiwtZ+kaizKyp4PifJkgAvN5g1t+8CQ3Xlni9VeWCfg8rO78MNPrvawVyhDu4bbpvwAgvnYGfv4MV2q70PpD9Nze0dx/IrQE/Fq+RGjtV7b2ZyvI3Dap1KY+/3frQ+vZdgu4apTmWlxetm1vUQK03ZfdbtkQEZphz/8XcPw/fjTqYc1mqfbo4VZtsbEoLYsltKlot7g3GpugZcQsUcC9XiKbqlD4eIk9v7gXebcf5b9//E3n9W1c4B0bF8juegvL8fez2n2IxNJZ8oFBBg52Y6zrlCYzFFNFfKKXlGVQdcpoxRx6UuKmJjA+FMLlrTPYF+Dm/CbHdgTYmJnBdCmsfeEmcsyNcGODxacM6jWJUr5O4B2jXH99AiRIBPxEYxLx1TxCRaAyqHFwdwd1d5mB20O4Ey6KF3JUcjq6LTC3WmTXUIBTjnV2Rz1kkm7cQ1G8o15e+dPz5F7P090dIeUVcYoi69N51F4vdk+Co74AZErgcbH63CRDPd0UQjaWraN2uli/lKGqasQNmb6wC8UjMTYSpS5YWMs6uzoCzKYLrG+WWCzo9IUsjo3sYrDTx3qugBr2oWkOqgmJsUeGmzeciO22Ed8aZ5/cSfGLc6RmKtjJOuHBPqZeWiBjVygbdRy+boJhlbnFHAcHOzj9+DxipobDr3Dz2jR6rcKsBPsPH8TY40S7PdgcIWyOqpmg5y0kTM7+3lWqETeSQ8EfdWPkTXaEQ8gzRQwBCkXIl4uYBR8xwUP+68vYCzXOr+fozVd55K4drM3kkHeKdBwMt+uu2GAVdCRdxIh60afLyMsVxLCHdLaMP6oxdEcHp59aYjDqI1WscGMhRahQYWw4zgtfuYD75BBT1zcJRRWG+oNMzmXwRB3cc3iAzVMpdjw4yhtfv0E9V2Vc62yQAtlgFA2Yq+J8Zx+1swsMDvfRdc8Qzn0hlB/owhIsNl9eJTlfIXFDJzPkx+mVyG3mmZ7N8vr1OQbCEeaUKn07etm5Z5B0VWexnCJiehhSnegOG9e9EQov5ZAub9Ix4IT7O7l7PcHsegrjeolKoU52vU53r0j8RBCl14Gt2Ij/ukoyV2bXu4cJPtJJq/9e/HejnoZhIiuNernQJrwCQbQRRAlsC71Ho/5YnM0n14gZCtJrNZZfTfEDD+/g2tVFzOenUaNhhKiLie+ssl8Smf67Gyxk1ggHNKiWqVkQMgPYts3Axw4gfX2VFz57g3vH4sxqEjdfS1KvrjLUF2FlfpNev5vhXztOtWBh2jZun7ytXNu0Oe3Re7udzbYck3lfnEcmsqx8a5bVqMZMocIul0Baslh9JUO8WEM9EUTZ6QBboG5aCJKEpoiIJYHhfUFWNgoMVF0Ijm29Aq393SoF2CAcCOBNgnKjTCovsOPWPvTpTRZrBjGXQm3FwFw20DM1RFnC1aVy7clVhgYimLJN3TSR+11byqjtsc/G+VwnQgiGQOHsMpmpNH2JEOfPLGNYBouFDG5VZE0NUJctJNvErlRxef1UdZNkskpmeoMTdw3i3OfhUKgXV9wNskXicAiXN8L6QpGBIxGYt9AEgzoWSqYCmyWinTEcVZPcG5sMdPo4/eI0A4kEWoePzqgbWxXwdXmQrtTYkfCwsl6mupBnf8TDgmmxIHgxT34YZaGAWq6Qut1J+MU/BMByu/ENBdBCDmgFvq21BLY7+HZAsP1ru9+FrUZQoTW2sO11rTJKEwVpkITZ20otrUCFNpbFthVvnFvY2m/fo+P7P+AQtta6QXZiYWMiClJjbruV2TWftFXmEtrBpM221wuAV2DwF3dRN228n76Jcq2AEssSnDr1n36EwNWnCVx9mnKoi/XAGM/s+RhLp2Z48MgOfKt1ZhwSecti5FCIzStZzi2V6B0Pc+b6MrfdPkKwS6acyxJyOpA2S8h+DeP2IPxLgZX1LLJsIka9FBdLePu9GOs1OntDrBfrpJ1ZxGAHu8JRjOV1pFE/039yjuHDPYgDDsyIxtyVFFfPp+npC9GzK0qhqpOYnsQZ76WiSaTTRUL9IUYf6yV0porg1VBXy9z2Q0O8/m/XsM+qkKuSy2fILiXZd08//bVeanEnsTvj2DZ4d/modAmEAg6cJQtBUsmrCuf//io793ay61YXxloZFJFy1SBRqXJ0qAuvUMbWJISuCA7DxqrpVE+EGmtm2WA1xY5sm1pNR320i75Vg+hKCTnmpnfUTe1qkYXpDPZwAPtQDOFLcwRkmeWNIhVZYCzsojvrJluxMCUV17Cb2j1BJMGmMlnCWjFYSa3iUPwEx2Kc+sY5EveNkVwpsLSaIdjtoT8UotuQWQI6PRLJ6QxTK1l2nYghCgLViJ/yq9OcGImR3Mih5eoU5Aqjb93VqKlvu+/tqoHnjTKl+Rw128LR4WHi+TncnQEqmzWmLqxy40YKpVAl3BVm76F+5qbWSG4U2BkPcPniEqrmROjRUCJuuhIiYa+HxVPrBMMuzJMenPkw3T4XflvAXqxidjcmCyQkqi+uIk0UqCoVjFUnN05vMhT3IRk1Xv38dXydIaLDUYyJPI6TUdbSRfImvO34TgRN4ebkNAtTGyzEA/T0hTj+4DEWvnEBh2pz6a+uM/RTI7hVicKXi4h1EHp9uKU6r/7FBfriQdazRfb2hNn79kG00QCCCs/92Rvc8cAIAxU/3jtjjSY4BJJPrzJ5eoVQzWDs1w8haFsqFY0KhYBVMrGeSZJfy6N5nETu66EcAWGyTMd4EAbdeBMyy39xncGsl2OjYW4AqzNZ/N0eQk6VzctFDI+TvmiYDVOkt8uPM+IGv4otgmmDfX8M76evgE9lQJJw7Epw7voar1yeR87W0A73oc6aWAkZy9yGvvxnsHYjWtp6SAB5wElVBFu2GXCquHoibGTKeDSNdKpM+subjBd11AdiVKeLpJ5ZIJOtMfj2MdRuBdlUUOQ6UlCibdXsVhCwxQBhCw3o36zUkU3Ily3CisSFZBFfn59c1eLi184xezWComsMet0siCXS5zfwHewnmSshjjgZumcIoVtCdLb2d4vvqNFHYh/04rqoEtdAKVtIZZO8YmDrOnsfGMYSnKzMldi3M8jZl2uU5SKLqTwly6ZDEVBiHjqOhrDvCmCZJmbNQhZF7LpNfbaAN2+zmdWRN7O4ww7yokypDFZJx9npInsjB3mZpbJMzDDJZyoEyyU8PhHeSGFPZBHqBn7DQjBtspbEejJHwKnSt/giPdIsRrcf/7Ofay9b7jP/TOx4V9OHNCKKlqZJi9hre5Cx1cBJ+zV2M8Hdgj+E5iRTSxtn65W23Zpwsbd+1/7SfLzdN7CF5jfeektt9nt1fP8HHPa2gKKNL7WCQGErILG3l04amXMjMt2S58baKq1439GLWTVJWiLCLVHs1SvtU64PPUBo7iUUs/Smj+JKL+MC9sQKHLjlJN1xN2tr83T97BhR28YTceD5uVEKn9C5NJdiyOfk8tVVBI/E3fu7CSkytdU043IPC7aF/3gH+vlFLidXCTt6CYsGEVVitlZjuWjhEiWGB7sQ61WWri0Qu7sPhlW6P7oDxemGkIBu2XgcHmKhOpeurbFHsMgUTB689Rhm1iZ0KEZxvwujYtG3P4Q2BFIGBGcYz1oNTyRIulDlyNFO8vN5QuEOdtVg1SngfjDedKYilm2ztytO5dUNxBEfxZDK5D9OkFA00qk6lmJjp6uMDUXAMDi7kqW6XMMlgejScOSqSKKNfm8UAlLbINuihSgIGEZjVBXbpuizccT9MFPDdU8Yx24v0X8qcuXSKrmaQUxSKKfLhFwitmgSyBu4dg3gT+YI6iKVW72UbpYxv7RI1eGgtFLE6Tap1vJcO5dldqHCaG8FPVtAq+nU6lA2JeroSEE3vCdBNBtB001Cgx5MyyayO0J2tsz0Qp6cXkcccnJ9pUjhS0uMP9CF4mmNroF2toQ5X0WZKbCoWNTGfcg7wsycTXHbg72c//RVEgE3qtuF6lHpqIrItoKyw0tvIkB+h4TX40KOyCiigF8Tmf3KVVZPzxN7bC+mX2Lk3QNYNZvKRgVRE5BskNwS0m43TsLsf6CHwsUMqe+uEbktwMVTa4xWbfZ9ZC+Tf3ydzGiEzvd347ZkenvjdAzE6Rz2cfbFVc6dlhjbE0bo9LFcqJAIugh1JRBE6FiykGQJY9SNc18A+1QBd7mIMurnfR84ysrNNPlzNTrjfl74wnVSL07y4EN76CREURYI3N3g36hcSJJ6YpFLUwX0pTJRQUQwQNAEJKVp0m2B2mtp6gWb8hPrlLNlDFEn/FA/YEJMA1kAy8I6EqL/Izt59Q+vcPzeHYzscOE9KGKmLQrFCqdPzaH4Awx0DuIslhHqIHdKyF2OZvc/2DLs/ZUDpL6ZRCjU6NvVwVLQTWI8zNwz0zx/apZrS2u866/uRhIs7LwBPqkBZhQtBO+2lrqWkFt7YtYGFeQPDuB6fIFYVcTd72fxzBKj/RHyS2nOrWcJLTrpNSOsnc8w8ZUlkqkiA+8aw520kAfcRAdc7ayqxQ/R8HNbCG6rV75UrZBLF4hHomRP36Cq+igtF1lMl8jmTYzLeURRxhfLMb24jKIF8cdciH4T3WVRTNXxhVVUB7QmNARbbAM3eES0R3pY+nKGuGSyw6VT9DnxRToZCviZn0rjrBtUCw7u2hul4lDYU4kzt5xEqIqkl6us/fEVdv/QLpz9Kraioxds9JJBcDBAqZYnU6tSqUkENkt8/cplCtUY0agTsW6j2hKdJ6M8en8AWRVQsUBqlDTF5TKCDi6HilGsEe7y49sd4doXN9E8sO/F3/sPwwCln/0F9BMnm/7FaqrE0nYw21k0WvFF04w112Q72tR4vNG90ei7aTuq5vWzhcb0pGVt9WO0J1Ta/oqt2Gbb+PVWTPL/IRz/rxwtkpWWmE1TrJJ2EaxNWN/4XhSa5LJNxsqWARCwcb1cx+5KYQx1E3tbN4g2RinUPtfZcj/dH/odcheepn/2q/Qkz7zps7z04mXe89jDsFzA5dCQKhLucQ1ZlLFiKqO3RzCfSVOu1hlJ+FjIlPGhkLAt1stVtPePY//LDGezNeS6iZVXcMRKLEkaz756g2LAjVmEgCwR2hHljkMdLH59jsnPXMb8nIp6oJPccJnIsRjn/sckKU2mnC5yYCRMcq1E0joPjluYr5RIpDzUMjKV9Qq1sk1ov5dTX56h+2qO2AM78ezt5MITlzE28yA7+IH7h7g5M4+WsdAVk9d+8Gm6B2PYJYOBHxuhvivEi3/8Brf+xi1sLmUZ6o4iqyq2UUeLefD5VEqmzMOPDqGezbMqmHQoFXRJREgXsDvilNYqeBKuxnoIjcBQkpqjYjaoHgVDN7FCAm5FROl1MhNysDJXRL26yf7uCD19AdZWSvT1BLBWspQ2BcKSg/r740h+hexvXmalruOPmliihF6XUE2dLz5xmdvv3M35G2scTfiIOVX8TgVPuYo77EZ5X4JaTELq8hC0G+iLiID/sAff6CjBpTJSTWBpqkrxyXV8NTelpEHArWADzskqzhWT+mQKIi70PifOHjfhW2PMfDTP6X+dIOF2EvU4WLq6yPXNVY6cGMK1K8jwjwwg+2QCnlb5cKse3PvoKEPxbswj/sYmlAREF4i9jevYUhI1MJB2B6ilLDbXq4g7A/Tf283CaxtI63kSJ3bz6lcXuPOxbuxn1ig73Fg+J1KtwnOPX2biYpIHjoyxqRpYWDz5/BXuOzLE/h/fTfkvrpAQ3dQ/OY3xs8Oo93Wi1jeonNukcqFIz95erkyuMpDw49kRRi0X0dbqLH9znr6dYb77B2dwxbx0jkR55alrjHWEGE5EyDnK9P7YDkRBbWaSFtaNEsV/mefKYp7hw7307ozAkQj5AYOa32z8zRG1YQEqOrZDQt0fZvj39lO6Usd1tkJi0IVYLZIJeXHcqHMhLtFp6czYCpZboGN/CENr2BERcE3UWfqXOYKSStWh8MIb0/g6wxwcjrF3JMS/feoKbt2mrhroU3UwLdTdjUZXXBJSXcJUDFrBgNAA8Br8HwLYoogy7KHT60LwS4Q63BzfFYN4gCtvzHEwFmL9jTl6PjxCh2byUnqGnT91Ane3E11oOcctmL3VEN8G+21AENtNrM6HuhGLa4hLRUrhBNV8mcJqlVLFYsdID3s7/czNbDBVqiLIXsZ64tiYOGMeIg/HmLlYJfmnM4x+dBTRKzXcXauE1DS3Rr9GaMRD/dIGXkFCzRqIURfZDFh5AWGlznQ+zdGHRpiXZM5MLLJ3tAdREMhkSkxfuopUNPHXCwz8yQkszcDGQnQqyEGJsR4Pm+sy3liQhw4eZn5Op7JZJ1eqsLCRp/qla3RWLNLJLJ6RACO/dxSzoiMeicDiKvVclX/42jK3vXcPSy8vs7s3SiDk/Q/BBoBd39n0KFa7R6Pxc9PHCK3goSni1uTb2AZItBEv29oKOmxAFCxazBtbmks22NaW3H07id4iA9sqp0i02E5bWAlYbB/U/V4c3/cBh42wxbXRvrYtRT3aBbHWelsNpZvGsNjWHQ82SILIwoc+y/i3fwPFLKJLHsT4YaqxXqRP/gylhx7D/cTjvHX1b3juOR+xYw/zOa2f+39AZuCLv0EwPQNAVrZgscDKmSTZXJXX/+t3cWhQlH14DZPhPg8dd4zy+Kde48GElz3DETbVZfTVKq7eXqo44OY699w/inayk4nPzXJpJknPjji9moK6q5ep0/MMHOpiR0RGyOsk3tmPUpc49Y/Xyb+6zOXPrXH/wX6qhQp9t/ZS6Qsx8fp5kpXrGJdLeH9AZXDUz+YtXq5/ZpYe3SakupBH3Bz/0BDCvEV2rkRlrcy9t+0gXSox3h/AM19CCXai/HInxdM55LE+3E6F5MoqddnC2+fB6dHIfG0BoT9K70MDvPDpCVZWspw8OcDVxSzx7jDp05egFqavz0upUMUnyeRvjyI5FbSPz7G+uI7a7yZ8dy+pf57BNxhC+fAAtZiIIIMiqAhOA+nbWdKbOk7DyaEuH89cXkLojTAxsUmgK0QwW8OOBxCqNvrbo9DpIv3RqxhxN5XNHN1uhY63JJi5uMbn/vYiJ/b24i1WCPqdrKZK+AIyx4Iaq4Uaa7kKPi9bnDuCTXWxxo2vztMbD3Px/DpWoUYyVcYlwXHNRqqUsGUHtq1Q/D9eIdDVy43ZHEM7QliKievlVQoOmfN/dJnbPnaQq7/5BqGjYYZ+ehTbsrAEG1mWwLYRVGlLuVYQaCqEATZq0IF4n3MbM2Gre8yi0XDWcGqWJVLL6pSTUPGpzP/zdeQ9Di7PrXL8N+9GcCm847/u5dJPvcyqR2F0PE5H3M2Fs6sMJsIc+2/7KF/YpJCrUFgqc3isn6nlAkPfXsG/P4B+tc65l1cYv6cHa4fMWoeIx6PiKVk4FrI8eLCLmiDx5EuLVPIlfA6JlGVRuLzO/UeHKdXBEwvQ8ZGjTPzTFK9OLKBpTjZ+91Ue+eL9qGURy7C5+G8zfOub05QFAeoC8T8+ghCVUAUFE4sWOZIkilz75Tfo2NeF/8M9uAc8iL0iZr+T9X9ewD3qw+10ohwapjNV5vJkloVUnt1jAVYnklRNkchuL+7PLHFqushm0aCzz80REe7sjGEMBCkkK3zpuVmquk1kV4TZF9a59N0Z3vobJzDrFqIMsiDz7F9PcMfPjYJoNWvrTTtlt3rOoGQaTBtVdld9bF5c43KyBos1yh0B+m/potY7jCXYOB/q4713fwgcEoJsYwlS0xqyJW3ebB0U7Kb7Elpy9U3NDreEw7Ix8lVePP08j/34DyOVyhSjEqVOJ64Jnb64k8w3Xqe/SyMsimSLNbrfO4Iu6kQjGupPjyG51cZ72xLbCagaBlfE+6AX8/Q6GY8Lr2ITLFlcubqIx6uw7y3DeJQKV29Ucc8tsnhjjfAB8HtcqAKUawE2y2U2CvDSXV/lrqM+4r95O6Jl4riYQRP89EaCiC4ZKV8nkyoyNpLgytklhuJ+1qY2eVUXqNRN/Jdz5D5xgUy3xj3v2YEW1LA2Srzn7Ts4e2aF/W/fyctfm6SUq/+nvsbztz+Judem/q4fbOjYtMthrfJVY00b6r3b+jAwAbndi7HtqbRKXS2/1W7woBGuSILQDCTEZvCxFUAITS2whjqt9aY+na01///pQv8fPb7vA46G5jdsYYcNCH77uLvV7AMQ3lRfs9qwFc2OXwuT0Rf/EMUsAqCYRZSV5/GsALd/hlr3DqxAEDGb4c7pP+Jlv5sT8VtR/WH+Zs9vE7v2CicfPkRoKcE/P36VozEvl8e9VNIW46EE37wygcNVQk3vY+47E3Tt7+FUpsyIUadb8pFc2GSvXKbmrJP43B2U1msIHRJ9Hxlk4FwMwS2RvOLj0185QyLg52ipxIWNOrcGnBBXEKpV/N1uMvUajw7tYSZfwXJI3JzepMOWGO0b5u09u5D3VJiqlAlUBFxqgF4frKwbTGeKBP7nBDtvTSDeFWDhd69xXRXpinsYCDlQljJ8/nKOR44lsOoGyoCDfT6Vel5H25Wg/nQe470ePLLEuaUcHq/Ga0/cYOCwj8jrJmGvxs2Lm4x2lhiWOyjUK9SVOobPRSlbQhtyIwgy11IZ+kYCzNycJfeEworfwpHPEf2za+iTGXr+4Ri1goGjW8bY42L2C4usL5cwyzX2D3QxtZHntgMBOgWF2mIZxamgPxxH71GZ+6XzdNzax7P/9gZBb5J1/y6KZ3PsHuvi5JFlnr6yzoDXhyOocv+xXsxUHc2wCO4JYD4YBE1qsAc2ieYc3Rq7f2SE737sND3uIKF3j7F3ocDqfIpXVjZ4xzu6UIMgni1S1eKIhRqjUZXUaoFLiykMr4L93DwxRePrP/UyD33uJHJIbhgMQUSisUkFwUYQrWbNVmwblXZDmmCDxDYH08zQLAHBtBs8Nc1sWlRN/L0q1ZKHgeEIy/84zYDlwBrSkKs23/nwK5y4vY/F6WlefnaOjZzKT/zUXYQ+FMdSoLwzysUffwmlYtDpVOgIOLg5lWNjvUzm+jIPH+1h5YmLRHceInhHjOqCjrKkY2YMrOubBFwqJwo1rvf42X2ik9KmjSzaOHt8/M0fPMMPP3qQs19fQPFodIghNmbX2PfRI3zt185ipCqoPgf5tQw7u/w4vS70ioFy1UC/Q0aQtgWEgF022KxD+ctX2XdrDGGPhi3b6HvceB+M434li+A2ce8MsHtSIfUWL8HPXqN/RxTfsSimZWKnYH61QlfcQdQpMDXk5rc+9RofPrSHAclgOWcS9ji4c2cI984Ep5+c5lgiiKqIrHziKmGvn9RqlqM/PMIXP/QC7/ir25Db+ioWjQ9tYdsizriTsQ+MUP/bSdK1Kl6PQle3j9nZGq88M01AU/GF9kKvguyVmnxTjV4RCwu7LiKpApZgNwnSGhm4aAtt2ycAttWA59e1GrGAmx975G18afISd3UNMLdcZvqbC2xsFjEyRe7d2c9auUYkauL65WEqOR0ja+PtV5HU5ha0RbbYR7eaVREA2Ub87TH6Hk+iT6epGQL3D0e4Wc7izZZYPDXD2B0DCO8/yIP/MMnccoHp9CZrmxVO3jnG1PQGLivLuqWwEYjTqQisXTZxJS30sI4gSXz5ibPc/eg+8pkaZcugqIFPVohZEtdrBXbLEv6Yi9JEhtvffxuqV0YNalREEE2d3S6Z6S9cJTWXxBPyvsnFrAfuJJ59HgDXP32K+g++q1Ems2xEUWoyvbbwiW0cKHYLeW+QUJqChUhLNZp2UGzTKPeL7RJ/s9+mcZJGuaqJHJnYTWHYVrDRvOYttjfbxhJAFGmUAr+3AMf/BgEH0EAsmjTmSFhWo77WWCKxvXBCM+y0rRYpSyMbbFHNAmhyBYALzntI+voZ0TaI5S7iyi2gLU20zyjYJifP/DYzuz7EWeExxiMdjP7wT5EXwbg6ww//wBjWZJHo3ggL612g6zz81oM4OzzUrmWpVwyiuk1WEHHFg1jLZVTBpqjXcERF5s+l6R0MYGbr5PMl9FSB9OcWeX0lQ6lUxRUIcP7mJsfHY5S9MrUuF+Ub6yQcbhKKQHmshPHNAg/eNszZ6RRmpsyN2dOc/4rMY3fuIvLIHoRBmeS/zuOJB6nrBRwuWCvXqLw8j/3GMnrcTXU5Syols5ou8M6eMO+5P4L443288qPPs/vDhwn89ABGoQ4v5Vi9nOG5j50jv1ogtiNKQZAIqE6unkkiOWVC+TLZSo2v/OXT/NQj7yZtiXQUFCzBQH9bJ0KPC1IW5kAQQZDo27Mbu6xj1jUqdon5nM6lco2Tv3aB8bcPYqteNr66yepaif4eD2Pd/Zw/v0xtJU8XYZjNNeTm63UQayhPZjg9uUCslOSxe/cirGWRd3nxdXlZ+dY8fm+YD97VSbFWw+tTca7mcOsyulyE+zogILXr+djNPM6E0/82SYeqkqrWuPkvF7CKBtdvLvHgL55ECdhYGR3nqSRjGghhDyU9j9ntpN/bgbvLz2amxPOvTiPkKnz7h77LI0883G5Ga6cozRr8m4ij2o16TbmoVoYl2GBYkDepL9XR5g2sMQeSF6SaySufeIG9+3aSKlhoEY3QW8KEb1YRRInZz00S6nKSLOrcs3sn9FVxP9hNfVBhczmHv8PD2sU0hw52IgyrvPHP19FcPtSqzrGTvTj2x5BzNXpNMBZ09F4V9QOd5BFQLIFLH32VoR4n/s44B8oGla/MEgt5cP7UMPPfWeEnT+5EOeHDcQGODvh4/dIaY0MxHF4HAdNi+P5RZl9fwRH24zIsQjuiuJJ56ntFTNtAsqWtHgbTJvWVBQKqhqfHz/XfeI3xr99NS1pcuSuMWDcQTucwKzm+fHWVO+0EFzbLpK+lOXjRi2dEI1hRiJ7oZGMhTfS/7CWYqXG07z7UFzcpXs2xksrhC3txXbzB02fnWS1aZJfdhH7iNQKqhPeOCC8+ucL6j17lR7/9GK/9/XVu+9nxdgBgYzX115rNlqqNK+JgbCDC2qtT+KUQ/baMM+Dhjbl1LvzSMxzdlyCQCGCFBAZ+pAfJ25BCF9VmZ4C91WhoY2Nus3EtiXOw8H1gkOlfe4lhT4KHdo1y5eUFAnsijNzRgfiNBXbs7sJeT3HiH++iZhhYBbCSjRJnZdXAMg18XU5wWM2t2uwbERp8Rq0uBUOyKN0fhKUytiSwsZHFHXIQilgIuQ1eeNmBOl/CzJhE+kKoKxXiHpFT37nBUMRJ/54e9hyD7p/cg4WJr0Om6JVQEPjUkzfoc4u8fDaD6lJYSKVxq1CUbIS+AL/Y2cf1SoHPfPVr7Np3Cwc0EwTQRRtTEPA7HeQjNoqkoMwnyRsGusOHUs0DtIMNAMvvb/cCFrM1vAEHLXmUltI42wKPRtDRQDwkW9oCMWggjqIgYraIKLcgk+aeaMnAtRCxZt6wTVulWcmhxe/Zakht24rv8fH9H3A0I8vWbL69rdNXaJVbWj7CskEU2hujMWZkbce30A8dRnvquwxK11nc9xG+vZZj912/hHfuMoNn/xhfcRYAY3gYeXqaoav/gD91muu7foSFlUPcnN3k4Uf3oNo6E5kqtQtpXp9bRlBt3EsL3G7vo0KF0f0jbJydQ1Aa3AidXX6kukJ2dwRNhFf++CLq3mGyuQLXZ+fxROOsVQ1qToX7d/WTXc6x78QgRmETLRhD7HSyvl6mWLF4/uw5vDN9HN7RgeVRQTAJ6FXGhvbTc2eQgC5iLhbIj4UQbZHkQg2/34eo1OmMunhleh27LrA/4uVtt4VBt4hFJeTlMrWKhWgajP3qARavVXB9JUnpVAb37i6Smox3wI+sSkQlkfl0CVdAIzYYYuNGBpfPwX/54G6kCwmur1XpjXnIyxJxzaAUkNCxsSOw64N9VL+zQsmwqCgCHk+YgcFhkmfTzM3k8XYEePn8NW45dpw1zUS14OblDeS1Cnv6fUyXgkgrBgXRQgu78d8dxBzxsPmVVULhKomRneTmN5E8Bp3vHCU5V2Y5LDN9Lcf4sJtCvczBoMzsXA4hFmDknX2YI262zbnRKuKWF6v02R5898SozNVZFyrMP7vAyd09RHQT0RKpPrGKdbOEbYAV0Cjc38n85+e4vrGEeyZEqVTi0f9+jLnPXSe5UaRltNu1cMFud6a3DVO7wayhQgsgiBJ23URar6EXLLJfXiYedJKp1Nl4osiIIuLQdR72DWJNlOnGxHAozJwvE3h3B5mCwbPfmOR9f30f7h4npt0I1O2SxczfT3LmiSke+aU7mfzaIncc7ufyC7O8/5FDLBVr9EU9LFYMdu30gVvG/NIM+hsb2D1dtET2dNFm5x8dA8ASJKzVKpkvC+Qvpen6wjRh3cJcKKL/wSa9tk1os8YDexPMZGrc+JdJpifWSF5eJb6nG7fPRbZY4txzN7j7rWNMn0sycqKzYXDFhhZFaaaEtWjhcUpcS24wHIjTkjVoppXUHohTny7hvFbhyN4EcysVRNmkMJ/k9d9PMvhwB31vHUJ5OIRshyhu1JFiMuKgj3yqgv/lTQ4c6+bGcgnl/sPUnpnBUa2xO+4mn61QVWxyLy3Q3x/F0RXAWihy7K4+9JKN6mnanS2vgQCYHRr1I1GsJ5Ywe2KspIvsDnoIhxxs5ksoHQpuW2L+6hrLXoNErRO3V26+1zbW5DYFd6P/SbAb2h5N5L1hHyWBHT19rF5bI+BUWK+YJJwu8tdyaH6Net1g+M+PYyoNTZipz87T3+XF6tOo1wXWL6zjuLcHtU9pnLs1PdFsbGyJi9lA3TbBNDCSFaRyjbxuYuwNURRkapjImyVmriwR9QqMdXYhdopE9nQSHI8Svj9KPllDrxqIKsiihKtqojol7t8Z5Xq2RleHk4uT64TrLgJOhWjCxZnVVebDcVKLZY4dv4fUUpbpL82w84PDeEs6G5UqtVMT+Af78AU09p3oQa6XUN7I/wdXY6sq+X/4dANBR8QbdDSpx+1mENFEHFq9GVuXf9ugkk1bhqOJSoktkL59y9vt/bm1fjYtWvzWPG0ruLHb6/3v+nX+/0D7+f0fcDSPVm2y/ZMttm8soEGF3B6zbLb1iAKWKVBbLJB9MYmgiqwf+DF2P/VdfMUV7jn1YW7s+TUunSvjULyk9/4ht7/xY8h6ntpj76ReruL68z8lsnaZk2u/xKVH/5ah+46DJlC7lKc26EcSdSJWgGS5iK+zi+u5OtdnFjgaCOOIODDKNkahjOwUkCUZfDZWzWR8qItUtcbExDrheIJitkpIsDGCTkbHfRQFg3CfA+tFE/OEC9MwiPb4SZHi1rffgj5TR82VqFR8yG6VSocP6lBVDMSOMMaIE2QB7cE4ldeSLJzdoDvh5tpcmpMP9ZB8JUfY72QhV8U7GqSaK6LKCsqohv6lGV56bhOfrbBcqhEKONiZqzDsVEkKCpmYhM+lMhr1Qc0knayyvz9ET68XcyqPUraoWGvoif0EVjNUdrnRR5zNjAikPgeenxjEYwuINQtEAelmhW4xwKMDu3F5FHr3jTH9xWnOP7nGzsEwS6USxbCDq0tpbj0Qx5jPYSsClUE30k4PsiiR3Kywu3OMfBD8B2OIIyFES2DpuTWq0wV6Qg5kp8pbT46x8eQNlJDI4I+MUB91tvsitvehlzcqXP38NC7Vh1sWie31cPnMCsd/ch8BUaQ6scH62RTupRKiS8YKu1iWbKznMyRTFcaHB1m7soFWqWEUKuz/3aPN2LdFEPTvd7bQ/rllaARLoHyjhNsEUVYhX8d1vUJRkVhP14grEtmFLI6SSQ0JKyijYkKnG8GyqNsGgwkX9XUdR0xj33t2Yp7KoU8nke7saTS0VWw0UyDq9PDc5y5y/62j5DBQPBI1wcKjW5TKNaxilWrOhXlqjeJsinyfREjvQpAatN6ttpKGLbVRO1R6f3pHg1ERgdpmhdJzKzizFqMxJ3WHjFExqF8qcyLqIx5zMC5IlGWV2kCQ9cU8mikz+doG1z+1yo/8wmHEsEDH23qozxcofXMFuapyZWqG2w6OU1kqtZvKt0oLJvl+ieq8QUcnrMoVnH6N2ZkFHv7gHRhei6qpo6KCaeNIqOh1E1kTELtVFkWL3sUSKiLrE0n2dgfJhOvMF+sspcuEXRKi20kWnfHxGHN/M0Uo7MH90yMobrmBvgo2WywMArZDQA9JCJqIO+BiI1vGHVSZW8+QCGqgKqykCmSyFY7uj+NQmr0TbfGvZlnjTeqjwjYUeCsosS2oFGos6hX8hRrRqJvVVBnJI1GZLFPZ6aL40gaRe3rZeG6Zxc9fwXmgB3FfgKqhMPBQF3JYxqyZCJKAKLXsr83WJ2l8Z6kC+T4FV8Ug6Fbw6DaqSyMVDhIZjGHNpzm6s4uqT2V2ucj4/jD97+mlYljYkoXLJTfKBbaIo8NGOh6GWVAVmZ5EjYvJIh63C4dTo65brN4skFov88qTN4g5JCJ3hwgfCOCwJcqpCl4TDEvjpWs3uKOnm6xpsu+uQdZemcASFURLf5OPyQ0fJjdfwz/meBN61ICTmqPIbe2ULbEEWiOzzaBBEJr080Ij2LRaF2lb+UPAbrgwW6RdIdzeq9hKSNr+bquM2t7httCgFPgeHt/3AccWlrEFU7WOxmILW402YgPmE5obwDQbN4YoCtQmiggbBpIaZXrg5xie/XNc+TX2Xv4d+IFPsHnVhV4x2fDfSufmd1FefJHcv32dzWU/vV/+XQBy8xOUOg9gbWaICyD1B+g4oZFzFDHO62Tym0gVjQNHbmH6/ALumIOgJNNZypN2KqiajKfTRWrGxDIqFGwn0cE4QVGmVi+i6BbIMvmaTt/KMi6rj0woiLzPh4BF18kwwjM14m8d4Nu/f4lkzsRfsfD6nEQ6XCRMmK7XiGSr1I9GkS0Lf9hJNOtg5dU666sC3v4ogUiYnFrh1OQaQY+T8YpOqmTjkwW026Kc//U5TFMgowrE+t24vCqbtRIxXwB9s0BfPIwsm0wuFggUKwilOpHdfrJzy3SugWWLFDWQygapgo5crSPbNunpHMF+H6IkYOo2ikPB0sAWbMwxB/aoigsfAlBP60y+tIE/2BDe2r23A49fJnclhRX2k8sVcXUFqO1zIwGWZRF8MEbtdJ5wzI2xVCUQt5nfSJO7WSLiUllYz3FgNMbGi0tUa2USwx3URxr8Fca3l6lP5cDtwPWh3qbjEvDtDhDrDuDd4eXZT57jnl88jC1Y2HkTpe5HulFAXq836vQ/0I80nSfs0Mh86zrukkVsJELfLWNogz62TPS2HbzdXrQaRi2hbaByiyVqz21ileHmco4je3pIpurYpSojiowzVWdA0pDjEjXRpjbmRBgJIS2a6KJNtVbD6Xey8HqGgXvdHNndRfpynoWvLzE2GkF1quCVSTzQSUWyyV5Mc3N5k9iuILVsnZWJDSoWHOrvITwYQtdtRL+Mqqp4HcrW6KBAu7m7kd3ZrTsW27KwBQE5ouJ7V3+To6+h/yFZJn33RRCyBgO2iJDWcX95Gc9EEpcgoEbczAoyroiXZ780SdCtsG++hFOWEAyJ5XyeiuJGDripTWfbfQZtbgNbJPzWHtaeOE143uJEIsh3l+rUg3FWr22w6939VB6fpZSukvjIAdBEJLlB92iNeJAGvYg3S4zsibGYFMmnqzh7fMQcKmOpCtenNygLsH9/PysXl+j9sREUERzhRjV/q8G3KajRnEYw+xwYPSrWqU2G3zPI6tUimyWLyWyFfXEZV8JF7JFOfEoDPWortzZVYYWmfkcL/heazfLt7HnLBWLs9LJ2WmJX3GRho0x1qUTPrig7x2N41TpySuP1v5mkcibJ4FAEp0OmkK4gd2jYExWsozKiImBWLESP9GZ0jlaqbSM5JTxHo0ycuUTMNBjyRzDeSLIpK9Q3y4zGPMwtpHG6RPS6zvTLa7hrNrpZx/HhUSSPQkvmHcFGOxzCSOYJeWQKLhfzr24Q8jlxuhSGgw6WUmU6TJNDP72Pil5l5G09pK8VKC3WyFXreHI63SEnJx87hm0IuMoW556cwye5efG2v8G1eZO+Lon4U/8NgMC1V7F+6AcxXn0CW241cNttVKIR723rlBFapZUGE2lLQNRq39YtlHKbvxK2/BPt51it9OLNtmEbAro9AGnNJgntNfjeHd/3AUdrkRo/bEXz0Gjsa0eDzSc2xGKbUHGTKEXt9NLzgREW/n6azbk8gV/7KZb/yk/Xhf+OlM9w4NM/CcDMo5/CKozB5ndRX3uV/N9doecbfwRAVfFRP/Yw0bAD50yF3EaG4M8NosRV+t4zTNf9fZz+9CRrV8uotSpj79iDf63M1fkUHdEIMZ+KensHG9eL+HrDDP/4CIYuUJkv4/HI5L9SoLJaZqg3yuTVND0nRuClDUxPk08foEuhcHEV2xchYNlkVIHJ+U3issxavUBnyEO1UKP6Qwls02oYKkEgvD/IoV8ZZ+ZzN/FrEulLBZ69tIKk2Yx0eDCKNeQKmHeGsNwig7+8H+XPLnNps0Z3OEjvwU4unVtm8vQsRtBFV9DLUy8/hSmN4Ix56It5iIeczL2+gh0Kcz5bYn/fMO5aHanXg3kigmALuCKOpt6HiCBZ2LpFLVmn8nwKfSKDd8yL69EujJkKyRfWOfiBfRQXNylezJFBJF6XCMsG1mIGUwLhB7tQEmpj/BCbxB0JMjOw/MomHarG8uwCN9Jp9I0KPk0icaAHR7bOy2c22NNjYz3YgXE6yfpzG2g5gWyySt4ssDfgRHwgxtrVEjsf6MWWbIycSUdWol7VkTwSgl9C3RcmWLWQ7TQcDfP0kzfJTaVxaS6O3NrHcq2Gf8BFxQWOoLaVDdrbtvO2zEcQrDb0DgJS1cI3UWHpeg61O0SPqiEv5vAbNnpdx+ERMSISSleIhek6rj6NtaUSXWWLC6/O0hPzsr6cJlUqM7yrj7poIyZUJM2PkelA8quUz2eQOjWcu73s6B5CTPWSMyycIRVHKoP1epGp9U2uTSzw1sOjlEybw0cb5HKlXAWH0oYYt/6gJrvrFjWz0Ha6QjOYsqzGBRAEUBwyxBUUycZIaODtR1qsUH1ljdD1PB07Q+hqlHy6QnfEwdK5HHnNYjwRYnI6yfJmhYoO5XSeLS3LbciRIBD/xd0kPzlD1GFSMQxuvWWIfK7Eta/M476wSS5XwNIFuv7bAWSxkTkGI04SIQfybAVxIcdSRicY0yiXLDIrKXyqyqBlsLxpcPP0IrFKmvCth6nXDCxzSyE0PW8S6BYRxW2fKSTj7PMhTZWRHRKnplPUN/IYqSpzxTqd9yTY/Z6hRhJlWrQDCLtx7USZNuTe+Npw/FvNnFueSLu/mz2vZ8mWLXaOhXjq9SVck2ksj4aRq7Me3MRYLbBUyDIw2k32wiqpLg/xA1Hyzy4THhtm6q8vMvpbRxGa2h7/nuystY3Feh3vRgHFKXMtkyYU8bAv7OdL51ZYC6isr2Tp2HSyezCC1yVTX6xxbnqD43u7mHn9Gkd+9SSmvSVQJ5oWFZeHkU6VW4dNVtdqOHSDK9OrJG7p5mBYwz+ZI9rp4eY3V/AO+zA1AfP0GmzKOF0au7o8rLs05r5wjdVijdsP9CEN7iJw/61885lr7Lz/3+h+7Q/ozZ8nNH+G1K//nxh/8LEtLZnW3/vv/m98wqZkPNskN7ZdEfvfsZS++bI1g0hbaAu+QVsyji38SHhzYg1NJgj7P6zD/9vH9794WzvisNtZ51aMKTQFlIStQK/Z0dtYe6sdpEjDTnr/6058zjrlJ1d5vTLKxq9/mYJvqH2uoa/9KCFhi3Nj6L/fiao3JlrOv/VPCQdi+CybhCbi/v3jaHNFln74ZdZ/5TLmRI3duwfZ29+JjkjQqBPY4+P2t40wviNOsCYguUQ8pohnSCIvuAjt8NB1VwRbEcitVJDjEaamUoxFvPjVEBu9IsEf34GQM1HOlJGTFuO/dYwb52e5vJLFJ4v4/Sp7D8U4OhzFyoNdhvqQE9Oy2hG37FUI7/Jx9Nf2cu3mJqmazvs/dJDenjCRmB9n1WJABk9CQVBE6n85wcgv7ubI+4bZ/cujxO8O0d/vIy4KjEeDbBoWvYlxEh6N3WMx+o/E8d0SZezWIa6tLNBrSjgyJlPJMusDKlJERRDAGdQa0x+mQCvnq6V01s6kWVqv8uxz67z2+zd45k9fpprWefXZaZJTBaIhBwcH/QzKNpm5Da7qAqmqidXtbGYUNjICr/32BYo3kgyGfMyvZjFSRbr9XrxOhYwt0R+xcRdqqLKJ+zcOIJk2y59fYOrSGoW6RWh1BbFQRZCcZF4psPY3E8x/dRVMG9krc+iHdlP+9Qs4FBWwEAMChWKNfI+H2kiAtYkcY+NDDAVdvHh2heWra8wt5PEMBhEFkeQ3UmiWiiDItLJVgZY/FsAWsS0BwRTRn0tx6XeukD6fZzARpCtfpk8XkMs15GINZ8zL5XyFf/7GLKvTRTzdbgoFk0TERf61JDGfk4V0gbokIJRs3nhliqVnlvnDd/0zE1+9SVRVufm5Ga6d2WB5qQA2/Msfn4U+J8FRL46wA1+/m2tzKxy7ZwfDsSD4vFw7PUuhIrCuG4h9AQRbaApRtYoGjXvUbgontv81szqryYnTSNqaWZ3QcPCW2dgTVq8D89YAygf70HYHCGctHjgcJ+BVmVmvgiYzFglwfTZJ52AExaFy8+oaqtYUotgqebezUHHUjRTUkEp1LFWikC2jigIrSwVidw9z8JP3Enx0B5YJlVIdSzexLIvNbImiplDLlTl4IkSmVuPAjw7Tu7uDCzc2eK1o4eyP0ntXJ93/81Zs20ZWJVSHhAAkXy4w8cw6pmG1EY+GTobA1FSSQqZE6kaJzWyGUMjBnXcOcut79tOfCDTEvGwbOd28jGIDLTJqNlYNbL3ZPSHQhNZbvBBbzsq2BXTVYmoxg0MQ0dwyDp+Di5OrPHXqJgsekepmkVjARX8iSPzBQeLvHSV0XyeyDNq+KJOfvEbv7aO48jSTuNZ5m4hLe2zIRup30feTB6g4/LhFEadhI6gqvb1BnJgYgoAcVOg91EUs7uDUepqiQ+HJf7rG1Jkspq23hTrLk1nyOR15NYMUV9g73kFFN3jjxhoEvZSvreN8MEFY9pF8apWZv5vCPWMQ3O2jkK4zNb1JJlvGsm0e//vTlOpVfH4NW7DpHZonWH6Gk11JxgdsYp1q2+4Hv/Kppt/YNqbaLF+JLf9jg2BvjapC65ILLeyh4bOaBJQt2vJWR2IjYmi0BYiC3Q4Vm4MoW33jLdSwhZK0eVDs5nO/twHH9z3C0WjgMZt2pHmhaSVMNq2Rs1bDndWCGAUa0LQINElXxLDM0N/dgSSI1H+2zrNPlFATH+fwHZt0n/444voqrqlX/9PPsS520jW3htUbZHG1gP2JC3x2Y5KIWmPEvY+Vb69RQ8KviQg1i8JiidXVLEFFZWIiy20/ugNmq4gVk7ps0tUngmVTny9y/X+c5+Jyjj5Jxut3M3R3H+Ira0R7XNQ8ItnrJa5/fRG/10mlUGG8v4fFooXXEon4NbKlOvPXNzn4wAh3FXSKMpgGLP3sq5jN2rTT5yRr1HGZdS5fW+TZp6vccUscb7/F2tOLqO/bhzjowrJMAr+3C1GVGPSIZP9ljqLtYmO9QlF2kFvOI0g2V8+c5ad/+l3MnFvENRZAuyFip4oMumK4vU60gINBp0Dt7nDjxhBo1DMFC0EWEGwJSzTx7HQy+n+Ok/uHOZSkTcU22XV4kHxOImbrDI5GSc8vESqBWBNxxUKMxzTKv7oLWrLN2HCzSr/eqL+rwzESywV8d3QzfW4ZI6ywsVLGOaXzemWZWz9zF/VCFf3vVlEUF4GAwORCkhN3jnP2W9fonUnhfagTjyRw5msTJLq9qLvcGMMq2eUKyrcy+GIStUtpOmsCiya88CcXGHEpnP/WFWLdfsqLGfrv7+bQr4wjyiKWbRJ9MEglV+abv/Ai+UyOH/3aO7ELOpIooXsaDdD2J27wpQvzfPCxW9gX8eCYSoPbiRxwkFlJEzraQTVjIRz0MZKIMrIwxMrEJm88cZXbfvEQymydN87N0hH2sffuQWS3RvLCKv4PJHAPevm5D3Tz3O+dZvyxXorfLBGzNDLfSVPfGed9v3or699IcfPVJY7/xn7GdnUSvLdG0KFxJqtz4fHXCXtlhGKd4f4oUtBLTZQwbXMr+2sSVLVFrmisezs5FJtNsFtVo3ZSILagawQsUUDtcKP/YA/1L6ygXctyV1Dja6Ua3fsTrF1JcvLDu9ncrJOdTHNzepOD374XodWeJ7SKO03Hi0Xnx3ZifWqFW00RRv14VYFLyxmsmoBvjwdFkZj/lTN037WDwuUVcgspoh8awaMWMa7XcU+UCbh85J/PUa9bRJxOTl+6TEwpc/C33oLsk5uZOYCIrVsED7rpv5FFsmhdgLb2Tfe7hsBYpPziPCgq1xczPDwcZen5WTzHowQMMCQwwzTZnmwESUDRGq6rXjGQEBEVCUkQm6RpAK31AAELQVY5lHCiOiXKqzpjMYVERwzV8nD+2Zvs7g5QytbZ0aUiH3XhOeJi0GygM8Wn8uz86B50zaLibjXsNxIZu61b1QiYRUHC1iwMn4Y96sOzWcUogzfhIjuTIj2fpqfDYM/Rfbz49BU2Cyb1mk6oYJH2i/zEv9yHmdYRggoCoJkSsqaQHQhQfHqe2p4Bjh/qopqt4BwI8vXPvcxodCeVD0foXg5g/+0MN78+TfqmzA5B5FKmQp/fie3TeOhwP0apSno6hfzdPyM29VkAwv+JrbfdbsqFMprTiagITZLqVjm/EWTZNo2/1zYb+6sVfDWDb9tujrU3y0PYzWHZN02gtejShTaiQ9NOtn1Y+z5qzmS2FGfZlqh8D4/ve4Rjm4xkI/trXnDbFmjwDTYWvBV3C2JzoSsCpUzLBtptAycoIrYKnf/rMHd96SRuu05e3cXar3yb7Gf/GXNo5E2nn/UeYvrnXkFWZRwdPvJzRUqP7uSv3pgkmgkgBfZydnqFhE9jSBR48dQUaDKlXJH51RK7D4To8CvUBINpVx39mI/Cr51h/rGnOfX25/nCR99gza3yU4/u4R239XH/wQRassI31y5SPx7FxiTkVBiVBbTZNM6VImefukZqM8+VWp1XzyzRo8jE1ArVm+vMraSoZ3WM7+R58to0F4Q8L5ZzzLkcqOEgd/z8UeSKwTvuHSS5ViMzb6LJYRRFxtBt5JrA5F8tc/knzvPsr7zO4y+s8dKNVVIbaYYG/BSzRcKqwi//7LuhVMHpcSNs1HnlOzMULxYJaC6enU9imwZ8ZLAtuWxVTahbkDWppepYBR07Z0INBFUg+BMDDA5r1EWJl2aLpDZK7Ii5yU9t0if7SOgK9XKVvliMSk+AcrXB5mc1wWR9QCX++7vo+7P9eB/2ci6b5/rTlxBWCyRkhcceHsXvk0leLGNUdHJ/fJMrgkUtJBOJuumNRxB0iR//4oP827Vpkt9YxdftI3QyhnrQi+0SqBp1uv7nYQIng1RnTUqlKlem1okOB8ms5njq3AL+hI89uyMc/7kjHPrEEQRpC9wXZQExKPPQ/7qT8aEe5t/3As++7zmuf3seqWbj/uck/pP9PHDHPtS1Ep7uIDVNxZJExDEX7neMshF0UJyaZy1V5au/+iKvf2OGzrt6yKGz+KVFvvLZM9zx9j0IHSouj8Iz37pINiThDfkQZAFRlHnLnxxHFG0CYScTpQx0OvjL//o0tYkaz/z5WbpXqmS+tkHpQpnAY32YPRrufjePfOweNuoZVioG56wy9pU84nS5PT0mNBl/GzLpTQSnmQFvE9hukJfRmARowdAiLaPeaoS0QLBQeh2Uf3KApNvGkTPZtarTVddRPQrnvz3PzZdX0F0SvTEXsrMhJS5sCzbaU85AVTRJX1qiQzWR1tMYRZNA0MX0QhapADd+d5JvXE3x9HM3mZhL4+gN8uKfXmHq3CprHT4Uy2ZoVOHauQXy8wVKZh1/LMGx/3EnSkDFBkpTZWqnSpgVk+xUgcrXNwjdHmLxDxcwSkb7wwiCgKPHgyvqpjPq4767xhAEgX/7xjWupnJ8569Os/SNm82yk4RlWO3rI8hbKH1hxcQ2GyjflhCY1C7/g4BlW5T9AUy9Rneng7DixbkukV8s8I73HuLEJw+z5/GT+P/0CLphYZRM5r45z9TPn8K7T2XmW6soTpGtstmWbbbtZrZuNUgXbcBpWwym61hLKQS/zM0b61SqFZSoj82Sn5tnlnEHQ/gjXsYGO9B2Vojn68iWjK1otPr28k8tUbu2RlhRuTC5yHe/dhlXSMD5YA+5VJHBni5mf/IlaptV7A6Vrt8ZJfG+BP2SSKwvwol+D+Gok4UL63zt1Zus1Op0/MxBFPcWmrH90A8fIfOFr5B56jlMuxVEsC2g2ip1NOKFFure2vs0kQehsccFtq6PTaPM30Im2Cq+2C03h/3mskw72BCxm6Owlr0l5GYj8D0GOL7/EY7t7KI0M6B2zRtojby2Qo5W2evGN5YZ+8EuLCyk5kYwVitU57MIbnD1RRE0iUMvP4QwVUa/WUS/934yGYnIz78HgOz43Tzj/TlcixW6Yxpeh0rIY1Ha7+InfvkeHv+nN8hcu4BvyIn3aJjlF5e563A/M5ky1YrO7eNh5HQFj1pj8Y0kmxWTp//yMsdjATY0N4rDZDwURtcUlksWAa9E19UJ5Hg3t3tGMfolrIJJVjARfqSXPp+Dr//XJ4kOJ7hbdGPoNZZVsOQqAW8MVyhC6J0xrn/0dey8xR2P3oJH1ljIlbh8ZZkT7xnntU9fpl/W6BoOY2brXDi3SMAj0OWWqF8skT+dp7RUIqfZuDQvnQ6BQNyPu2qyslLAdqlcXU8RX3Dij7mw3DV2d7o5rHvZ3KiAW+V+MYZVrlPDACzMnEnqywu4FAcbX59jOVNiYCiCXajjPxJFensnpmXhvCvGoJaj55UaFb+CaJmEu304igaVdIUzmwuMd3bjeE8cjypglw0sDbBBrBgIsoKhWSRX61iKwERORNTrjEbcGAtFiqrInV+5H/nbWV4+Nc/AkW5SN3J0Jvx4d7pQ3hFj8o0UtzjifOPJCfYkQvgSIaxXi8i9KrXvzpN9YYXi/3ErlUKe+KpF+FAfaaGO3eHgA/fu4Nz1DTy/Msjwtn6j1j61m9m/5JQ4+CdHsQWLBMB3M2ifWqE8k0NarTD11Qk69nVQXnKgDweo6BblrMVmVefJfz1Dd2eYu2sqB44MsZQtMPWtWd7+E8eYfWGV+9+7F/e7YhyoJ7jy+CRlt4A+meX8fzvL+Mf3ogRlLAPKZTj/+hIXNzaoC/P0D/Wz+OwiQrdN6GiCi2dXGd8ZxixUqWzWMAsW4StJfvOPP4hUr9EX0aicXcVc9iANRYAm1Z4ttu7ErR6DZqbWJuJu6040H0NqchUIWxOkzXKAAMhuEeW/7UZ6Lk3icQtPWmfAFrlRkAmHXNTFIo6A2r7e7aa9Zm3cSFax8yaCU8b9iUNMfewyY5EIL87nKCSLVBSNKx87xzevrXK4S+PgrT18/jOnWa/UwbBxf3Scji+sYjtlpieKXE/lMfI1dvQG8DpEFLFZY0fAM+DC6rMRLBEt7mU5leb6L10gPtaF9Ol1Io+FUQIqVt3G9to4wzK6YDI1kyYRDXL3o3289K1rvPXEOAGvu+mrLIozVbwjroYTREQQ4em/eYOejh72PtoN3oajs1tSDluVJSwbvF6NV944xb6e20gZFiXDwNsbYOnUTbLPlBj6xDGUITeiJSCUoHNfB7meIJW6Tee+CNs875ajbGf9sKVdZVOvm5y6fIVu3PTXIsSmlrln7xDycICcy+aFz15jVIZup4bskEhfcjD4th3UVZP8vIGnp1G4mC2X2eP0YaaK3D4+RnlfkHOX0hhzy0xcXMIOahgdXhZ/6xLjbxujcp8fbTyGtqsD84lVnp3Lc6fi4F9PzzHicHHtWoppo8aBd3wYcWWavo0X3uRrCn/yScyREURRRMgW24iR0FYEbqW2W6iCbTf6Bi27key2GmhbyF2LvM9utwTYW7cENANsAUR76/5oBzXN1zX7FVucJzRLkwLf8xaO/w0CDmjCgy2otAnXvklHoMkqus3I73h39xY8KzTY2+qfeYr4n/0cTrtEITZG8fjDWEcOIt52K8qRMNKFWfjTT7bP/dLgT1JcMTCmVyg7wsT7YuTmC4guE301z76Qk3r/GMurVZ75p6soosJkMsN9t42ieyTm0vO4S15679nJRLUCL62za3cny3qVkMtNVRSYSOawETBFgWAyi+euMdT1GpkOE1/BZunrm1x8dg5BFTl6+wjx+BDzcxv0DDro9DiwNtbIpDUUl5OaT2D5zArOB7qIOr2sB+okxsIkyuB8Zom1SykuT6X40HsOMvHSPEbAwb6Ek5lAHnpdCC8W0SUZ1aeiGDL9cTcx0yBZtilQY894mONhL2vT64iqiDOucSzooKbXqK4UkIt1NgSBkCJRNmqNQEAQqVwokJ2uM7+WIhb0IEVc1L0Och6Za2+sY55bR9ct+vojVOtVvCNR/vVzz/CjDx+nPr1JWBZYzFfo7x1GqJoYsoVQFTCqIJdNagslcmfy1CUFbURj9lsb7NoTZ2W9hEexORD1YaYqiB8axHZKTH5tluO7O/FFveRUiWo5T+dbRrGDKp3HQsx/aZa77hll8dV51Msmmj+AMZ2jmK0T+9X9WOiosokcVVnJFrn2zDy7h3q5cS3F9StL3GNtGZ5WkLzdMNPcswJgV23cDpWyWsdZrGFfKnH7yT7qisyKR+SNs4uIHoGEx4vHqTCScOGOuqljIcdcxBIa6maVpSsZNKtCIebEeaOEIVjsefcoe947ymufvc7geALFLWNbsHQpS3m1RDgW5IceG+O1Zyc5cvcgHWEvI+/uwyrbDHQ60CsCp795jUjAzSMnezElB+WNGrOr6+wUZaxUAb1UbdS1W7des1zQhp+bQUe7dk2Lv6F5M9vNa9EqVNvbfi22eB9sLFugfHuQQqZI/GoJ8lU0t8rUUpqxfR1888vn6H1tgOjJ8JbdqFtkpktsfHke/fw6VtDL/j86TF/chaIKOGyTwY4Qc0t5rpo6R473YKWzqGadu2/pZeHSJuGRAIIqkKlUsBQnrrrNrTviyC6JYtagmClTydZw9bgaAIAMxoYFJQPFqqGn8tz5ibtw+CT0UzU2nk3j2OtCMWV8O5zoD3WQfD1LhwFq3I1HEvG7FC5NrTJyQaJnvx8prOIZatDa29sc1rF37qeWtLGmaoj7HVux3DaVWgGwbQufbHHfiWO8sZ7j2lSKLq+TzaUUDgmkRICZv7/G+O8cQXRKCGaNU/94mcjtcRwXbJx5HcZHtvUqbIP7m6Oftg2VrIErIJHKVeiIDZKwQXFqmLk80xcXiftEpE4Hu/Yk2JhbpXBpgcSdAxz6wA6639+HhIA7rFDaqFJJ6/j7/ChpCc2yqGFTVgSWVnMgCiQ6Q2RTm9zy03sRECke91Fbr7P6WgExrtK1XmVX3EsxV+S9v3ycV780ha9Qw5WxWX0pQ/2u36ZWTGLMnWb8amMwwPlnf0rhL/4Sw7Lx+lxb5TGhQS3eunftbcEALZRhexLceqxJW954j21IR9MmbCEbW2hHyzY0F675/s1SpU17NLpBat+SPvjeHd/3AUfjetrbVqTV/U0b3bBbTUutG62FhDR7OxovF4ldeByH3VCA9W7cwPvVG/BVqLtC2NE42vz19nnPjP8Ya3knilAlPBAnGvJjJ0tkUiX8hk3sp4cxPmtRkx1IcwUyN4uYgkC3YiHVDQJOB1bCx8alJP2SQFfUwWKtxszSPD2xLq5nde49PoCwKFHM11EAxbLJpStEZA3vBzqhBHOvrxP1qUTCLuzNHG7RZp+qsl7NUZb8jAc16ktVnC4H+pBG6kaesNvBYqnExndSlPZWqRRrCKpCarPE2IgHNSajOWT2hhVk20/HwUHKazWquk45VWK9UCVf04nni9jhhtiU7nRhCyKV9TySDvXVNXCKpL1OhEoFsVTn1PI0cVecQDxA+e4IDkDcNLA3TVwDXubWckiVPH5fEKNu4HdpLJQ2GR+OM5fKcWVhk/mNNW7v8zCWcOA0TOKdXsx8HVtVCXd4yXVYSEWTuedS9OkCpm1RvJRjtVpjajbF7nwPhfUCsZ0eOrMiomRD3sAacWKpNqogcG09T19GwBNz4D0Zxj3YiTzko5I3yD8xx2DEi5Rw0nOgm+6qiTtTI7+wgeP9A9T7vVipGuYrG1QOxtDcEqN740xOpQhX6hw9MYi0YZGfy+K5JdBGSG1R2OpraEYf9U2dyoUCzlWTyuUNlGIdadCP3efHQkZIFhiJ+zCCEnG3i4oqErT8BCoii5PrLLrKHHrvHtYubhIbj1A/YzHx11fRdvdh6Trau3oQd3m55f07mveEBaZAer5EJVnCKNRYuZJhZF8PykKeeq8T1adgp6qERl2knl4lEQuQCLupFsq8MrXKwSP9vP7UTeSom1i3D2kgwFYLcKt3g21Z3NbAXyNv2EZutB0+bueOTVp32BoPBsTmaG3n27soD2Wp/esS0c0qk8kc2ajGrgd3kb9QoOO2OOVimcL5HGbaYubFDTw9XnJBEbcqknl8lsiIh4WrRURNxKeIOLs9dLpk3Pv8vPAvN4i9rlAu2IhxmcEfGcQRVkkfD1B+scpOr8Zq1EHeNIk6HdxcTjHx7VV2X01TqeuETvZQKxkoS0X01zYRz2+ijoYwT8QgLhFyBli6nmTkkR5sy8YUIBrRWLi4Sb3DSfLUPPliHd0hkb6UpnOzCymsIspiO6Fq+RijYOLuUjE3m7V1YSsYoXm9WzmYBFQw6d8fIVeo0+HSeGMhR8ih4dyhsOun9lL+9hLVgkHtcgF9qkr1oEilB8T1KlqzvGCWTIx1HbVLA61xAgEwDItz31zgtg8MEtodJLYhIF3KUtsscLlURQ6aUDO48vgUO/d00v/gKMbOLIkfHUKKahhVE8uyqZVMAr0aggnOnVH0pzYolKv4TZg4n6ayUaBgmQSjPoponP3bKfzlGuGFYUIjfnqO+3H3aShrJdQpibLfz/p6iZH+IIszaTazZQY6AuiFKumkiLzjQdbmn6WjeB7nlz5P+ed/EWN0BLu9gZsORWyVRVrJ7rYx1m17fctXbUM1tgF6rRe0kIrGC1sISmvlhG3BxbbyoLCFrbTKKt/jFo7/DQKONxmlbSWWNy0I7QXcYh5tQIymYSNJjfl3IewCwBAdLIRvI1yfx5+bQi2nYT7dPsdm3708J93NUMKLxxXAE/birdVJrxZY6/ax/vVlFlJZDsX8GNUiiWMhZi+m2HNbPwdHVDZeXMMo6RwZH0Jfc1FI5lm16xRWi/iGRaKCA3/dao82Vco1/E6FokfBulmGPgWwMTHx1UwqmkjOlLl6eZUDIQ9Lko2ZqeAb76VW8xFbyyPu8nLt8gYj93Wx+seTXFkrEfHD4ktFVEFAC6lENIWe/XFmZwrs2htg8jsX6b5tL64dXqaeWcKeKdN5pIvy6Sp739eHMlVmaaHMtZuraDbs6osjW3U0j4p3E+pXZlE/fAjfAogrOpriJOxyspEs4Dk+DLaFsVxm4ZlZSrJEUFLJrOc5+u5drH1zgVoxz7HuEFK2gtofgnQVZ6iHUUUlumMPV+Zz3Nvrp+KRiHudyDs9uE64MU0RaUnnxuuLeANOElEH/REfliSgaw769AKXn6zw9gd2Yq3lsUIy6n0JDJ+Mnq/T90gXzpgMgwG0wyEsG174+wvsu3UAt6HhsQpUAhF6j8VwfGsBK18jfXUZ0ehCFi3CmyaW10lJlkjVDEqmTV0w6f3RYVy7o5iCxepknuFbAk10e8vy202nKpcs9EsFtDeyiHWICBJWwkXxni7OfneBvV1+zr12k0jQxXAgisMW6R6P8Z1La0Q6XDh7HeRmMzi7VQa6OhB0kbnfvInLqZGOKHTvD2I4QW657xbMLsG+R7swVg2uTU6AbTJ+XzfmdJr0mSXcWRtXwocYcZAsVsmsFSmlS6iCRCCoEfGr3DUaR1xM437HKPqIj5aYFdCkiXgzNLxV6bRo9fm3yi1taNlu2faWWFWrTt66xZtGVxTQR704DvkJP5lCGYtwbTHHyY/cwtlvTlL9o4v0PTbA9c/eJJs1SXR4qAkWA3tGyNxMM/f8GoHfO4LrVBq/rePq9NKhiHREXZx5eYNaVmNltcLAWIR9PzSEENMQJAHvaAeel24iCCbF5SyXptKMjcY4fGSQb3zzIivfrTLod7J4pUKi20/p4jrZzRJiqc7Lf3KaO976MMKYinXNoGtPpBUhYFsWmmAx5lVYi3hJmSaj4TBnzq5Q8anIuohgCQiiTWWqgnPY1Ybrw4NuLvzrdXbdPYjculj/zgO17GJ9OUOlojMp2+g5g0wNcskywajK8Ad2kvxfUyy+toFZLLOQ3WTnyQMIpoI65MN1V3djQgYBWxQQDRBKYGtbdlYUITHmwbZtlKgDR6eD+iUDtywR2T8Gfi/hQIDOXp1SSSe+L4J3LMT6P03jdkpYtTpKpx/hzgQ2UoNDaTaHXtSxV/OcqUuUHQpjUS85SSBZqNChKpxbnqLPFcd8LY33/Cr+Pz3Wtqu2103BJXLhazdxVuv0Rtws5qu4gjoDwStozmUUp4zUrUBT1UJ57WWM0ZF20rqN17UZR2xXmW3t820lrG3+SWiuh8U2RK/tx4R2gLhFXdr43VZ7QOO+tVoNpXarxLJtcOJ7fHzfBxyNJW1XhZv3VCuybGqmtH62mjLTL5WY+fwlun9uL/aoq72wlXe9G+3xLyJbVUzfTl4a/Cj5wiLH8i8SmX8Oyaxy8dZfJuM4iLGUYWMhy65buunodKKsmMyVsuRXdfpWfSycmyN1dzepgkliOELnsRj9d3SxfHaFsM9NR0RBn0uz5tbw6FXCJxOc2BlC9UL+2TKZ7CoLN5MMDofQHCpFAfZG3EjJCtbDHciajCkZ9L8txvqXVkhKWSqKwsubVTbMOj/+wcO89vUJHri1F00QsfvcRM9U0Wo21XyNPq9C4tEBcq/nCfhlMskyC5slAjNlVjZKxN4aw+Fwofk1jLhM9M4YHNbROn2M7ndRemqFa/Pr7Di2l3WhjprWCXhV1haL9PV7yJ8/jWNkCNUH1lweWRXZ2dGHw6FivD2I3WQ9FIdc9NwSQZyuU5Gr1EcThA4EqH9pjth4B+Kwk/KgxszTK8zNFHnL/j6S8wXSpToHd3tx5E1QHDiGA5w6v8KOw/2U/nKeSE3GPxhDL9WYTFbJzhfp6QuQvZ4G2YHHozI1OcU+QtT3e6mHGkEcDoEdHxxE9irYmOg1E0WQyL2WphobwOt3c1XLsWvFYGN6FStTYbzfj+dd+zAQcZZ1ks9sIIsGQtnAVEzSpk5CkXEdDSPFZWwTOh/qxG7vYNpy1bYtYF7J4+rz48qIkK5i1G2kXX42vnKGXFRjdCREJq+zvFLARuCgKuNQFV7+wiU6z1wj8DMPwn1BbjNDtCawbMmm69f3EQbkuBtHWHpzUtW6n5pGTfJJDL63H2suQ+1TV3C8b4BAqAP5O0WsgsorX7iELAtka3VKswVcQQ3VdvHpv3+Jh/ojvLK8ymF9Jz2S2GgWbE5gWMJWUxtsZWS0AoomAdb2TK2lfbI12bJVPsXangk2Jlxkh4TjWBSlImNdzSNrEpVzqyy+scjIW/diXqnTd3sv2W9N4/ZAZipP2ufCTPjo8mhoF8uED8RwTiZZy9ZJ3kzhrgdRNAe3PTCCksnT+SND1FQnqtnIbkupGol8FVECj1llX8ji9ZUU8s0kMZ+LqM/NkJ0nO7lIYSVN1eMksTuBs1hHn80gCQKEBKxxGW9cxTJpspCCmSpTzNYQT6jkF22o6aDXmJ6t0fHJqwx8fD9SVEMKyu0ky7ZB0iQGb+tGnihDv5PtI5nWVqQGgGyDbGvMXlhHtSRS2Spel4pu6FSuVnjy27McjgXxD3kRkjJWUEY7NY9j5yii6sQsNEi/BEWELoX0qQ2UbgeeMT8IDXLFoSOxhpO2LfRyDatiQMDN/r4g02sZnJJAMlfD1e3l2henkAs6c+fW0ZwimYUsvYd6SJgCY+/vwRGWKS4XmZnP4siuEx8ewJZVZucK3Ezm2T3ayS3H++mbdCJumpiqTOydAwiSDFhsZtJ4q3V8UR+hhJuxnm6uXlimaoHn7N/Rtfr4f+5wVK0d7LbQOrt9XduSiW/ushC2idm1Hm0GyW38bhslfMOHtWjSm0HituDDEmi/+xbGb287b7PU0i5Tfu+O/w0Cjq04s4lUNX8rItAQcmoFIzYC3s9NY//+z7ErdQEet6n4upHf+w7q7/95qrffRf2WY6ivn2Jk5s/p50myhx5lSn8PS7f+F1ZWypyfXuH9P9PL3FcqOOsiUqWGvlyltFwkvLOLjdk0VSSOv+cQvh/o4TMfe5krX76JKRps/lOJwZAPUTKRTZlqrki8K0btbTFsQcA16AQEtB4fs89dZ1MLsXZtjSO3D1PPlegtG9iWRSXSqJFKikzw/g58t0boX7ZIPLXOzEQSwxb5+qfOcuSOQRybZV6YW+L53znN2+MDuA4HGfntvTgsG7kuoVzMku+SmJ4qoGoaommR2SwSPKtwRl2ms9KHLXjx9bi5/vELBL0R1jWZidPrjPZ6ETcqDEYDSFYJLIGrK2VGP7qDDvF2rLcPIWRAzjfo5ONBheJmHoYSjbURQK8JCPtiKPcLiBkdX1bGikgEfn8cyylRM0DOC4z2x1m8OodDFekci7CZztGZNVk3Der1PAP9XUiXDdiwMeby1FSNpy7PMxb1E5U1Bn5skEvfuMmuRBgj5GA44cNfqaB7VOpjgS1boEhIylaDlqjYWAbc/we3QVlAMyCSjeM/GkC7sEZWkKkoAt5RN/U9fpQn0rivrCA/2kdhpc7cs/OsbuTpGQxiYCI2xUFdIbUZdNFGOQQbAt9IUz21jrKrBueT1JJFxL1B6p1unPfvR65AtNPPWjbFgR0d+LwOnnnpJodGOri5VuKxH7mLc5cXOPxDMfyCtIXGSiBvSHhOuhDkxsQAiA1WQ8GmtlRHjSugmIiAWdARcmV8D3SSfXmDv/rRT9JXGUKNdHDv3aN0eN2Ym2UMWebggW4GdnfwB3/zDL/w1qNIVxY5YGikL8zT9fZ4w+hZjXHPBrFmY/qkpWrb6Mq3m02FEoJoN9RMhe1GmjYddEuK225CH29OOBrG2ep0UPGAO2eye0eI119d560/cQv6lRxPPT/F8ECQWq5KuqySEd3sGwxhb5aZzFTpOeJFSunIU2u89MYLZIxOUpUKS7kKD37rIeo1HdEnYdYaBFsCAnZIIefTiesCbknhuuRhxCeR12y6vBr1uslzF/N0eXU6ewN0Ony8dnkZnywz/pYBRFUCWUCO2tRyNkbOwt3bYO/K5Gt47xlCLlZwyA4cIR/9mTKRwSj2jRSmYaFndK7/1RxHfn0UXbYQJCht2Hi7Amg9Jq9+folj7+luJMWCjWCBJTR620Qkah4H1IocP5KgvFTn+mqO1Hqeum2xcCmNwyES99fZrKuMP3IQYVxDjPQg+UVsAYxMnSc++Bw/8JW3YgsSgYgXwdVyPy0UzWr335iCjSxJGNUaLy1OsrwWoXRllYPv2smrX7lBn6aSm8rQtyOOw+ng6N4Em36JkUc6MUqwdjrN9WSeUZ/KUGIUI+KgEFPIXpsnFtXojmkYqsSVmyVu6Q1R8DjI1AUClo0kiLicHiRHiUR/AOeVJFqwTl1T6ApqiEvJ/9TX5N774yy9rhJ9b9PRtCGLpoNvTgHZdqt8L9BmkW02hbcbQ2ne+HZL26sRXIo0v6eFfLR4bN4UH26VG9sIPs2EZUsbTLBpCJV+Dw/B/l4zf3yPjnw+j9/vZ2ZyFq/PS1vmt71AdltLoEVGI9oijmNvxzv30n/6nuUdx6n9ys/j+dlfQCmvt3+fCwzx+KFPsn8wwtlr61T1Ou97115WFrIMdnspvbGCJNSp1hVyB8NYdYVMpkw5X+HZG8topolbc+LtDHKsP0g5V2O8XsWywLUjQPaHurANG8UpYZkmoiwhP1PnW1+8SnIlx6HbehjtDxM45KMaUNDDJsUXUnztjy7Tv6uLa4tJRN1AiXhYm0vz9lv6qNs2J+/thLMZSiMuym8J8vgvv8aeWJChnxlG9WtIusD0q2kmvziPXrNYSue557/sZm+HjPrdTczBIKVxJ+nFdYxpixsbOrXrs6jOEIm+EJ6wn0KuzEa6iMvWeW7hRR6763b6fnYfCBaSKKNeKKJ9Zp6KIqA4ZOazBUJ/eABRFahXrMY4XZNV0jRsRKkBv9pWs/xVEck+k+T8txZwqAqRsBOlqLP3ngT1yym0hBfcMpt+CbUqsnBxmedfX+IdXi/ifV24f7AHW7C4/hfXyF4scW72Ou988DbGom6M6ymMYyHqP5jAbtJKb938jd1kTtaY/OPrLCUz6Osl3vK3b0FI29Q/PUGXR0PoclF7WzeXL6dx1QT6J/IIiymUX9jH4tcXuXo9yf4PjuE6GcJ2N3P31jmgTRwqmQKpz8yT/e4ckR87SOKpeYSQBzOhofWE2HxlAbM7yMJMio6Ym4VMmf63D6De3KT0fIobb0xw6OffgrfbSfGwiq2aWBkL4Y0i2k4Xj//lOUKJKCc/MgzSNqjWphEINDlpBLtR0hFEG8uwGjrXNigZi+985DXuumWQK9MZdgz5OPXUTTS/k7VylV6XQHy0g11DXtb+6RLfWilw23vHiP36LlpBg9AUmhOQ2K77YDfpvBsK2y21j2au1jLKosV2nFhoGni7abDbZC5iM0ixbYSKzcLf3yQyW0MZ1Fj2eXjhr19j/M4dvH52gVDMxcldXSiSRiDqQr3Fz7Mff40HfukQskdA+9YG5bDNxHKdpY06zz9zmXfviNH7ieOoPY1ilCxLDVjcMGGzhvrn85QFgedXG6jewTuGoGoRuTfI4p9NIQZVpKLOct1iYTmLp1xh4CfHSIyE0YY0ECC1VOHGExvsOB4kvMeH/nKaqSfn2C97+eqVdfrHolRrZZYmNrmlv4vYb49QUUWcWR1HVqE8JlLNGEgOCdGwkAMSa3+9QOdP9jUkP1qubFtNqvzxSSRZIxj3srZZ5Ea2iibLrN/cYKpcxl20CbtVju4MEfulcUSfyOIzGap/c57ox27Bt9+FrYPgEBuBhUUbXbZa47htBlIb4UsrCJcK2HUD4dZuPvf5CYIBDwfv6cWoldl8aRkfElMbaY4cHubG5Vk8RzrZ8wtjTD25QnlTJ2gYxNbBn9V5xiXT53KyfnWVvGyDAWFNRSrVWciWcXU6uPsvbyG1VKGaMsg/eZHEgkLPyT4uXMqiGRanF9IkugOsnb7C/eYLmMmbOIwi8dJW754tCOT+8dPoDz1IO3oSxC113gb0QYO8rtnP8SYNlBbG1MTmm3FYe4S4xZDdQvWslvaK2GiSbsYP27tEhFb7QLO/qRWQCzYUCnmGhgfJ5XL4fL7/+472/+bx/Y9wCE1gtr1YNOjLEdrqsNBgdAMb1+o5ANb73s+sdz+x1PMMrj4BgGviVVw/9h+JvWRZRrdNbiZL1Cs6d9zayeJ0kuHhMLNzJQYCKhVNZe7sCrWXSgS9TsoOmbWNAkccDlwuFXVHkI5IiJU3Vii5bK4kF7mS3OD+Pffh1kF0NTJAUZQorNd49k9e44ah0+eQ2FwqYk/lCb8g4//lYVwxN1zJc3vMx7pi8sBIhJVMFVssY4bdZIQ69aLN7OevILq80CfiUyTe+YcnsF4tImoydtXgxfe+/H+x99/hkp1XmTf8e/auXbtyPFUn59inc7da6laWrGRJjpIxGIwZDBib4cP2jPGYOJjhhYEZMIONDQ7YHmywZeMgy5KsnNVS5xxOzqFOncphp+f7o8I5gmGuF77v9VwX17t1qbvPqapdVXs/z1r3utda9yIf8dES81LSBO/aN8A3P3WMzreN4XPKhPUWGPNRmPZQOT1POlPmhtv2ksra9PcFyFYMpq5k0G3wxQMMtd5A53XDKEKBok1pI0/qh/MkKwYbBYd4a4Du3z9I2SORGRM9rCNNifNsmuoPVykXbPIuk87uAOWsYGJxk66RCAvATLnKjvYgvkitzsN+YYlyuYKxUcRzQxcXX16i67pWfBfnef+376G6XGTzb6ZRzhRwj7gpodPX52LkLe/Ck80jdbBdgs2qga8hyCMFVt7AhYoMKAgBmck0udUcO8a7OG0sYhoK0TEXbQEPMqRRaA2TKcJ43I0a9iOfmqV4bTcnH56kuGmy/7cP4NvhAepLsW55GoGOEKAYguqfXKK7JLhScFCvpAllqwTv6WJmMYdybJ74UIyH/+4kBw924ypW6dYkbmGzueaQLpfou30nl6+sMf0XF7jnw9ezcGaG5MF2Smt5EveO847/dkPNyQulFgVRB1X10EhpMAdii55FVZqp49SzWSK9rTz5/AxH3jHK0mIRd3eY/W8fZemlKRafm+dYepbOyCjJoU7uHDZYK5VJCtHIbNa/d10cansYJOscRb3K36n/ucV81KPGRmcPjVy10nSaW/octdeYpokUDkP3dcG0g+fYOn/35CVuPtzPesXkxut7MS2HuWyK6c0p3tlxGwsfe4Vr7+vFHvHgTGZQy1Wk4WFzvcjEYp4Dw51c2FzC+xsv0/OmYSoqiGti0OtGCam4Ej78Ph0UwfhYgvWNIudfmMUoWYzMZpEjEbLnVulpCTEecIjOlGj5tTF8N3fUbFZ9JkpLl5eWX+pt4kHvza0cPpEjN1ngxhu7ePgHF9jfEyeq+/D8XBeGAVgOLpdKdbeKCqh5iShbuPt0WLcJvqOdpx+a59af7N5K5TVqAwS0onFlcRmXX+XJl2coagq9bVHmNw3u2tfO6O+NY4naTCLHhkvfnGL9H+bY/5+vJdjnx7JB9dRYKtuQSBtUvRY0KPU3aQyPk8Az6QwrJ5f4iRuH+NFzy2xsFLj3wRH+52de5PYH92DsjPLS0UX6+uP439FG/OQUxrllpBghNhQn1g/hxyZwl1W+cX6a639yF09++yp3vvMgZ47NkFst0NIRpWJUGO/1Mvjpw5gpk/Rja1htCoNt7bjTFcoZSXY+S0aRGNLh8qlF2lvivFS4l7zq4GSqDMpneVPp74EaINdOnqB67311lU+VxrTm2tfcRkPU642aI1ea+7++qdhqVVZkY46OspUecZTmORA1EOFsJWHqe6Z+Hmeb9HndnjnUWp5/nMe/ecBRszcNFLmlaVADH6I+knkrW12bZgjrwQSrRpCBD/53Npb+HaWnH8O/8DSx0tQbzp8ODXGx/e20R9zMF0oEuiM88soSH3rLIMVqmczEGnYyiPtQnPCRFuyiQ7TfQ1vMw3ihSn65woVvzqEqLq4cnSPkdnHX3lbmXzf4d7cfoviz7ZglC6EIHAtQIZL0suO6ASKza/Tv60Kks6SWMiwm3ESCKo50KK9bbA74yK5kSGOyatkEDQ933TfGhZeXODAaYuOioHdHC/oDHVi2g2KDMe6mulzBq3sYePtejr8wxVSqiDQtwm5BW2uY9FwOKcusX5hG3z2KOeMQ3JWgfHaFv/nRWfyah7aDB9HbvQxlKhRNm9EDXdjPTqEOeVFcCq6PvMCCx8dQNE7Fa5H0BxCKwJQ2wnGx8O+P0fPl68k+t0L5sVXabu9mY26T80+eQ7QeQAtpzMxbZFYL5LMb6LqGx4FIdxi3rqGs5rE1D2tlyeazc8Rv7SBxY4yS9xDiXIn5P7vAhHBIfOEqXr9OT9THsaU0yy9P8r57d2IvlyiGHcI/NYBZV6pFCi5/7DUOHBigcE8YtcdL5IYE1x5MsPDQFG/+hRs493KGa760inRplCM6i0qV6lETsTNK7NtzqJqLL373NR7YO0ou5OHME1e4fscegJpDrwPf+ihIsKHyrXmCFRCW4JBXx7tc4aWkh+tmTQL4kWWTcqeCmSvwDw+f4s47djAw2s63fvc50nMZDu7vYeSmJF1DQdSQw2e++gy9I+3cuinx7YphN/aG0zBmTm2h1TsI5LaccC0Iq1lIhVpEh+ngvzvE0l+/xkhrjE//1nfZPdDFrsEkL/zVMYYf7GcoEWP/conZlxYZNEusaJLON43UpM0FdbAj6qBie52G0sgpbWXA669xnHphh1qniJHN6K8ppLQVOkI9zSKERHPX1CirgwItaTF51uFn9nQxbZgslDZ48IM3kfruJMaqxeZskv/51VMcao3Rfms3MigR+6KUVy0e/fIzVNythJEoXWFmz+mEW7xcPrlG1JT0zJRZW8yy46Nj2IMenHQRb2eQjoRGS8DNaskkl6lycWkWayFI3K3x+mtTHHxXN93/6bbax66pmm2rUXljLYAjJaIMLjecOrdOsKuF8ngLTqpI1SXwR13oXgXTqSsqC4lnwF2rB7JtREjl6rdWuPUnuoAGAKjDjrpDqmQKXDp5mthYJ66Azo6EhysbOXqCHoyFIoVLGdytYVwIHF3S1pck8CYv1qzJuVfn6LmljdCYDlKiumrpUqto1tpo65PrVUWpFzgq7Luxl2dOTVG4vMSGBS1BL1eeX+DwXWPMz6/zpp/bxfW/MIyl12L2oW/eWu/8dAgIiT1lsDBn0a4avHO4naePZ5ARLyefvUqPz0WyO0jLgBfPg8MYQmH+VBrzeJHsxCYH37EXz0trKB6bcrmCSLrxeT0cxGDWLnBo7Uv4u3s41fogrqtZOlcNmN3yCcbNt9Z2iqQOBJRmuugNGidSqadZGnWEDWaxMWWFpjR5I3Mo6j8IUeehRKMypBEobEsfbu3YLYn1Ju/R2Nj/bw3H/1+PGqO1fbPWf1s37A4SYYG2bJCeyaIP7iN09iV2nfsU/WN3sLTRiquQZL7vrdh99zN26Uu0z32/ef7ZW3+DVHiYoZ1xXKdWyW6UiAbc2BUbz+VNhtqDGKqKSypEQhqb359ida6AZ6SFzJVlZHecFdshM5ulLxEgeWEOK6Dhdak4VRNjuYiro9bTbVcdNI9GaaLI1Owapy9MsCQV+v1l+uIqve8bxki4EVKw2qFjrYPuKuN4vXS7HHKlWv3FNeMRNl6dI9ap4tFiWIZF+moB+3SJjSWD5aub+GI+Cpki1wxEqDoGeUshny6xb3cb7ZUcpzY2iSZG0Ssmm9MbKG0hdgx0ks1vcv113Sws5OBkgbPnUozuSpJaXiMRdeMsGYiSzUSpSiqQpKtkUazY+NwOGa+KKh1UW3JsNU9P0cZaNnCbgomjCzxz6iQRzUJzqcR7vOzSO4gaVV7Ppdg7GEHz1wz9La1uRMjD5mqGQMDBO+QnfF0Me6bCxBcmCPWE2OwJsCPiI1WpsjCbZsO2GAwFGL8pih3zUbqUxjXegqXVU29C4irCufksve/xIF/YgLviTHzxEr5Vk/bru8lsGIyHBH5VwTZtNktlUoUse1s6UbImjg6VHh+/+uab+NIfvcA9b96B3JuoryQBsi6zj0BRBMIAdaKISFuoGQPVkkTCHuQtrdwQ8bN4Yp3sqWV8YS+vfOo4e/f3cyTqI2BXSb12iZHOOClFJb6/hXK/F9mrMvKRUYY/MlpnEOpiYo6Eer6+ZgxrTr4Jw5sCRjWgUYuWGpXwEqvsoJlw33gb57p93DN8GDFvcWEtSzLoZvKb09z5rt3M5g2GdQ2X28/odUnUu7ux2GYaG95NbEV3Yludf5NoVuqdDeqWA65t623pLrHd5NZDDeGgSKVu8xvGWlCdLzL36izlgQ6GhWDwnbs49Z0Zjj92jsHhGJ3tMfx+m/aDLfj2qJiWBQoYisr911zHmfU81UwJ/0AIY07Qn4gzu1CgJeAibBpUIxqZz08Q/792Uw6oqBmDtGFjeTUifV6ee+Qyelpjd4vC3OQyN3xoD6G3deNIu8ZsyKb7b7JMtTEpW/S741ZZrthsKpJ4wk9Ic7O5soF5Oo3T7cXR4fKry4webq+TFwLHAXPZRPEoXHNzC2baRCRdSLY7ono07NF421veTMYF/piCmtBpS7rRJgoUCgYnPv4iB3/9FrLHU8Tf2Yt7xcA3ppO9lCM5GMWsGIBe+xZKjVl2aa569K5iZi0IKzQKILMvr9G2HsPT5mdPxE8hVWZhPot/PoteNlk9s0z3SG9z/IR0anV5CpDZrKAEa6q8V89NsDfRz2hvlEQsyOTEOjMFk8ULKa7NlEg9UoCgh6Wraa7Z001EtyimcqiKiuUoFPIm6bTJUF+AyVcW8C69SP/qE3AZbu9/lmpVx790oekPSj/385g33rhFEEnqoKIGOpoBr9wC73UMsrX/RF18TogmOGlqdQiapQCNjNcWm0H9PWoLpMYA1tnZZqpRqa+nGtv0/7bF/j91bMcb9TvYMEjWXAHlw/+d9lPfwFNda77Ef+lJhi89ielpwbf37Rhv+wWWEx8ne6GVsZOfx1B9LOd9RL0Ks68sE496CPodom6biZdnGRvpwGM6VI0yblVQuLDBppCsBTR2hnykon4yuSpdMS/ShqmpZXztXqrSIO22iQ0HkGlwghK0WlV5+vQKlx5ZxSNsDMvkppv76NUsrKOLWJtFQKdadtj7/l4mvrVA9apJWiiUzAxjezsoRjaZWUpzTX878yJNecCNuwIz311g9vkZ9r19L+GAG0sTtHVHWSmVqZRMCo6LnSNxpCnZLBpc0zuO884uZLbKQIePq+kCmIJDXX1Mv7qEO6pTdhxifo2YgPWZdXo7EqRfStMmFLx7Rhnr8uK8ts6G7eB3KejXx3D8KiA58jMDiLBG5LYk6YzDypUsB/cdIR4u89q5i9zccR29wzGWr2wyODpIOV1ienqVw7f3sHZqjWQ8QEW6SOwII36iC+V0nup3V/HsjRJuDeC7kid1eYWKrpFOl4hrJmrYg9qmk358mpZWD85NiZp+ANDQaAkrYK1Vib23l41TKazZCsZIiCvfm6K9N0J4vYohBaWYB9nfQneqhHM6hdOio+SqRH9yiPWXUnS1B4ntjNNySwKbxowJms5AFkxcr2bwXCrjXC4iclWkpmDvaaHa5cd4dg09b+DxuCnH3UTaAtiyzMSVHC3CZvDWMJ3X72BqJkVoyE/FtvBInYbaYLPArFHp3mQHGjFSQ+2wIbO85dQdxya3XGDpQoqddw1SPZ1m9VwOvSvCrp/vwZuSTD+7xPw/rOOK6ozubEFXBeFWqFwULG0UGMjomP66MfxHUVmjUK7+hvVW2YYv2rKQ2+Lw+r+3/mxeT7aAUu2ZDeveMMQSdWeEa97ZjzPvIuSYzF7NMf/yEj2RVvSsC7lTZ7w/RvItrRi2VWMVALdPQTUd7EKKrrYIr5/fpHOgl7lskY1MgaCiMTdborMtSnKwhVLGwntHG873lpmd3cDxe3BeKVKy8+Q33LS9e4SkEiD4tg4caTfz9jUmfivFIesORNRrWyQSQ4WKKkjsDpF/doO0USEZ1qk8u4l2VzvF03me+O1XGH/yXfWC4Fo9lHAU1LCDXLIRsW2a5/UL3IiuPQpUDItgZ4zxXQHO/WiJrq4I7cLH009PYvs9hL85jbeUI/KmBK4YWBGFxO0dFF8vkHr6KvH9B5upglp3xpY6rF01UaSHRrdFy44Y3fM2fk2hx6Pz1ddm6Iz48GoaLt1NfrrC8nMbBMsOHmzkTS2oXgGOoG0siqgIyi8t0T04iiIE7iuLZB2NTbPM4f3tVItVjKzJ2N19eBYcbt7XRWW+yHS2QGmpgJZXCHpdnJ9P0dUeRtiSOdsmHO6Devmea3ryDQ5044lnsXbv2kqH1le1gqiBrAY4apRyIOqj5oG6HEPjfjYBXxNssrU/xNZe2VrljT1cf31zXzVhep35axRb/585/s0DjiYKFI39ujXopmFY3adfJHb0L/7Zc2iVFK1HvwBHv0CyY5ipyPU8fPd3OH11gx6r1sIVT/iIJLzYETc9MxmKA6HaDfa70bsCTMoqZ19eZCwYJhGUpLLraLpCKnuF7pZrufr6MvGwhru7FaVqMJBsQd6URFdsrIKDsVxB8QnkZJXpM6tcs7eXt4SvJaYJLs4v0XsggT4QIvOtBbJzRbSWAGHb4kQqz1xIZTAQwl408NkOAcNDycgzOjZA8fokykSJsfYWYvts4nkbUbaYDQnsCmjShcDG57IpFMuMej0YhoZm2BSkwexDU/gyAmU+R/dbe3FdqTI1adOlu5AhD/kKBPxe4okQ6qZB6JoATsyF/qpKe9KNrap0R3UUKREDOo5e2ySt7x3GkaC06/jvSdCylsfIlpgslRFFWDu5TGg8Rq6UR1YUllMlik6azkAfZZeGuZJnIOzBEPUoOaSivTnO2GgYoQhyp1ww5yH1xArDw62Mhz0Eb4yz+vo6yaibfLWIPuzdWkQSjJDgmg/sJH5/J7Zj41fd9B7upO19/Uz87jFa5ouIksQeiFHY4+WV5ye4viuJmalSmN3EZ9pkfziNlpV0j7RhDHjQmi2cjcIxAQbIp1Lox/PYisCoVlAtcPfHMN/ZRva7Kxx7ZY5r+pMs5SpoHslNhwYplnJcvHiFvXcN4X3/MMVLWaJRN9HhSHPtg92cAbY9cm7KgsstpnXLmG3fTwI7XWbhPz6KEk2iHunHejXDlReX2bm7g7WHl0i9tobV7WPkSA8ev0KL38PybIaosKimcmgBD3YytJXqaLT0oWyZ2saerYOCWoqkRh03PkdDUVE2nGSdnWnWoFB3zNuMbuPkTd2dOksj39JN9aNncSJuImU3wx1xhGniQxK9rwvvcHAbkVJjTFVNRbgEk3mbDb9KMBHkySdeoyOs47j8rPmhI+InVHZQjwTBL3DtCiEfXyMZ8bBRMQl3hhjPezi/kaatN4ZxQy2tsXXpa9ohwqldhyYhvk0/SEoHxZDsbA0QH49z+XSV9kQQw5QUZJlXP3+V+IZFwnQz8eVLDLxvpHY18g7udg3LsbGHPZglC6120WgyR/X7YpdMLL+GrgkcVVLMVjCdLNIfIqcKRj0+5MwqnZ/YS0UDy6eQ3B1l/huzuDxhfKPxJniqgerauWt31MEV0GrMVT12N3UFTUhWsmWeODaPlbMYPhTnhWevonk1wkcrBE+sQcaiXC5x7akBRIeb7p8eYGUyjbSgRdiU8g6nVnPsTip0JqKUJotY8zlMGxbWMozftQ9vyiafl9DnZ9CfxHskzOoX5ylXLAxVZXk+TXK0HUuBvvz5f7InjGuvo/zhj+Ls3o2oFyqDrE/obVzK2g+N1m7ZYPHY9hy27bltKZQGCGlMhG08IAGxXbNmW7F5o2NLILe6v7behgaD+GNuUvm3DzhkE/HVo4NtKNF2bFSh4lKN5vMXh36Z2ei1bKaXuDP/NdxrF99wPn3pKjuWrqLPnsB+218RlmW0cJjUSobpyRQ7A9DVEqXNJcjKKiFTYFgq4b4YuqfIUlFQ9obxlqt0RP0UlHa8QLI9wJ57e1m+XODyyQvsV3eRccoIR8GRoLW4sEyb+O2dOM8vcvz0Km+7ZQBttchAxYd/IEi5ovHqc+tEDQdzGTaNKpV4iKQm2XFTB2EUjr64zIP7u3l15RR9MzoRO4lsc5O4roVgwaE4V6BjMIrXr2CvVtDavGgdLeQWi8Q8brT1PNOJTXqLKnpQo/ttPaAKYrIb/xKYQ26GbcHqpXmuTK7jD/uJ+QRWwUJXYHdPAqdPR5+H/JMz6Log2BYgr9o4PoWG+C91hyJcCr5BPwMfGsIu2pi/d5KuQJJNwyFSsPELlWzRIADoiVbEuk14X5JHv3mR23tCuG5vxZYCu8+H6PdSmTTJ6AqJG1tQrpaoPjLP/OV5/D0tDOSDdCsK31rLce9/uxazwSzXowXHtInf14Pl2AjFQZom2acXcQ/66YgF8V9N4034Kd7UimfcQ+yROTzZEoE9CfSLa0hL8sjTM+xpixI83I0rqUOj+4W6GxSQ+rNz9Jk6IlVGs01k1UImg5i9OvLxTVp8HjpDXl6eX+PwbWMsLWcpr+RotQRv+w/X4Zor8szbHiJ4cIhd7x9rBJVviCilbMQ/DYTRKDxT6vaxwT40vGw9ShISLaATPTjG69++Su8ra8Tu68J6bZmnX7zKm61+Bn0+JmYqZCxJV5uflVSWjj0drH3/Kt0+Ny3jLVTfNUi1uTfrjq1BITezJA0H1fiFrNHTDe4Z6hWkYsuaCrn1uqYaacPBNeTia3HnG9gRv4Lv5jjf/NYV3nZogBaPxtxSGW1XFG+bv34+iUSlNk1VgYKJmq3w1rfs5OKLywzd3kP2+FW6WkIEkkGiPoXA3R242l0UvBAIu5BpG6+iEvJ6WCjWpM11l0opWyD3oxU8N/Sz3TVI6grt9bWxRaNLGkJOINBME9uwcLvd6KpCwJacmFxjZG8nYqUE6yUqukrHzZ219IMjEVmHzefThG6O4bglrmBDNn8b21T/uZKtoDkqiqXiei2PcjnLmeoSJ30BdgmVXb+zB8cx8O2IUbiSxzEk2aMFAokW1FYPvqFgzTmKmmPcRjqBAMXbuB8KQjqQKrI4M4e3vZ2dnRE8UnBudpOeRBC7UmAls4E7FEPdzBMPCLQ1i8WLm8yZDoO7WwiPBPG8pJNXKgy2epFxL2VTkEqZrK5vEnC7cLeEOfufj9MbCRA40kdxTGX2hzMMxwRiPs+x0xcIJruYWyuwXDBp9+h4/eo/9TF9AxR7bkRrpE6Q28TmBA4CpU5fOKLBbWyrzZBb2LsJ/mWdcZQ2dY5kC6SIrX0hhLrV6iq2q32IOl5srHWnuX8bt7gxGPHHefybnxa7JSNUz201+p4BRbhACIrth3HU2vCmzonPce3af2Fn/iyXBv8jfxD4v3h04Df/yXkHimepzJ1laEeSgXe1sasvxs03dDA22o4rpKMoGpFkC1JIKu0hnn36AhenqwwnWkktbOLHxePn17C1KJ7xGG4Vnn/4Mh5N0H/7fjI9HuSmwCzaSK8DfgVXSKOyUORNXQke/K+HWUyVWYhmCG2UMTaLvPSNS/S43ejSYdSyuMUyuPG2AcqbJY49PkthKs89H9+LljE46B0m8uGdIMF2C555epK//v45XkhvsLCcZvnxGX74yhTPXVrl2CuLbM5nsX0lhGlw6vlJArcOIjUVz0gQz6Cf0HAQw1B55ktX2Pm+Pg79x2vRw35aFBeqcOPSFNojLkTUhQTmlvJYywUyAtZs8FwXx9Xmp2HkHNPBLjsYFZty0UZt9+AZDLD7U9cy/N8PMvbeUTZKJhdmcyT6I/SNJzjQFcVrqBRem+aG4RBzSxs4LQ0DIXEqgFsQ8tV3uaYQ6grh8Ybwe3Xyf/0UcrnILT1xrH7ftiiyFjFceX6V4z/5dO1cgGj30f6BnSy+vIDxyioeXcW8twfjcICrj6VJvGs/3l8Ywxj2Iqs2vjs6OPKRazg2ucTE7CquDo2a86o5AKTAt2LRcsnASJk8ffoq37h0idWAD+/NHVR9PgqZKo89coVgTGf8UDfrZpmCafPEazN87+kr/Ohzp1EdlY01h47RBO4ON82x45J6lXvdgMnagLNmAOZsRVCiDrK2OhW20h+l1TJPfusS+wd6SH93gaJRZRzJ/X9yPS9dXOLqXJpzF5cYH4kx2BeloKq41AqttonaFuTlV2eoRqhHYzUnJBoDzBpshQKImiBYnavAaRSSym1mq4FO6kWsolHX0LDmgjpQqBfO1UULHEVuM7a1dJnV4SVnCb71zARXlrMk93Qyv14hna7Uv76oR5Q1AKMoIExJcdnCdnl54ivHuOnD1+HxVun73TH42V7MnX7sXi8ujxvsmu1xuxSckk1iV4JJSpyYXUcP6mwsp3FMSXXNau4DpR7JKkLi2FBcMahpk0gcnNq/cSjNbyAVBatU5crCBg+9fBW7arByZpWqC0KHOnjg3Qfx9gcQQmAUJbYB0UNRlHVwvVBBaOo2gL11/YUi8LQFWchlOf3SAlMnVujriHDnvfvpDnnY+akDWLqLwFAYHlrB+MYi7sUy4uIm8T06xsMTuLyifk/lNhxYT61IiVRqE4AbnjdQduhuTdIzGGX4Lf14NUhPbVC0IFVy4VO9DHXGmVSzTJoK54tVBu4f5uC7BmjdE8cX0sCxaZGSqOZi0u0h5ndzzzv3smtfDwXDZG1tA/By+cIGdsBFMO6l51APsbxNv0vjzQ9ey7wF1w62kl5P4z/SSuc9H+Dijb/D0x3vxxY126J/8+9Ifug+lKUVGmkOZdsabHZYiRqAV5pbStTZEKVZNLo1ZeMfpUK2s3R1Ak8CjrRrl0zZ/pz6NGVZ2ytCOiiiAVgbKUelyXr8OI9/8wyH4gjU+mVtVq/XkaeQUJ7NYfziJ1HsLZbDNTtFH1Ow9g2G7/9J1uf7OfMTP8Ky8+ReepTx3DP423vwJ/v5b597iduPd5BweQnrOqpp4GwWSY130jOfJ7wngnJtmDsGd+L50EFYNfnJ4AAut8KT1/0+iYF3snEmw/5D3Tz/6CUSFQN/RaP6c+2kPn4a96/vIxSVGFUL1a2i+AJUAwW+8JEX+Zl376H7UDdVaxXllk72dm+QfSxF3wf28ugfnqfDpaCenuVAl5uiFcQOBqh86QyLszkMt49ESOAY4KyZXHdvP3t0D5sPT+J1HDarBpQlTOWgM8yalBhPruHtaOdnbriL8m1BwAQUFBQWvjHH608eY2/HCE989jI3X9/DaFeM/n0JLr8yQ7Q1SGQ4hlRrhn/k9hiZRyYJqhpVHCzHRKr1AkaFmtBRfXO4VKfml1UHLebhud88x8zlFA9e00smEeapJy/R3tXCnt1t2JqFryuMqyOG/kAM03YoXSjhaOAb9KJ2qagG2FWJtibYkQyjR/343xJHjwxw+TdO4rNK6GJXgx6rfQrFYfhwG+rN7TXna9u4km60pJv9UyGmf7BKaleYyK0xIi/nGLq+Bb9tYB9doLJaRjOhfCKLo8NtP7WHaG+M7A9X8N+bbKYCnJM50l+dIzEQxVjY5NoDIxQdk2LSxUuXUiTnKpgemzvvHcN1II5VrbD48CzhksWhvX14hkIsuRWefeQ8t/zMIeLv6qhFj6IGkaRTi76a9QD19tvGiOxG5FR7uOF5as9t7CAEhFpD3P/emzj27ZPccO9u1IEw7V+9hbX/epYrm2VuHulmYLSNpYkNAg/48WUF6SsbJG2LxVdPs+f6kbr2gtKkn6H+xo26BQe2BtjJGvvSoKpF4+PXwYiyLdrfHpjjNKO82jdQQakHHs2ugS1DLsZCvPen96KsVDl6aYHvf/YJugY7+fZTk1w/mEBbXGfse/fiOCDc4JgWQii0q5LAQIj2HS089mfP8uAn70b6FSIDNfVO07LRwxo1/ySQhkNX2I++UmWH7cOtOzyPibipDRcqekTFtGrX2rEddFVn7ldfpf3TB/AnVJoaDLLORCF47cISe2wVb2c3Q4MJfENRLp1bQmQM2i+v0/bbYwhdobBRYeb4Ojvv7sSftyheqKAeCmLEBWq9JqSpPitr7dC19JGLqNfH8XyZu+8a4LkX53ji4bMcGe0maPo4/rHncHndzJUlIVVh4pU5btzfSfZjc/gOj9Z0VGRDc6P2X6PLQkiJlDbFlIU/7kaoEp/HDYaKSyj83R+9xtvuG2Tj5Tm6oyGMsI7XEpAp8Y6RHWyqZYykj/UXZxh5MAnYNZ0Wj47Po5ILCTwRH2I2x9VKmVivlxuCAwy8tw8lWXOBlmNhfD+L4bWpygoibzJ1xcCxTTp6Etzm1Zl6bolzbQHaIjdxSpxjUdnPe+1jNZ9x5hTuZ56k8p6f3WIYqKc2nPoarSvIyAZDJxt8SENzplGMXW8LF9te0wASTXG0RjOxqE+Kra/3RnGobAAa6p9j+/tsdapsafb+eI5/84AD5R8Xydi1m1U3Vv7MPN3Lf//Pvtz7g7+nB+g5/YeUxm5lsusOXot+jkurq1yje9l5aIR4u4eekTiV1+bwlCQ5j2C4y8vpq2kGL5us9PrpujWIwMHudoMlqHxuksH+Wzm7uIxyBey5KAcPdOCu2riFiaFKBh4cYyNgYhRcuP0awpB898vnaV+ocN+1gzz6w8u8T9uNMxJFRgX+sRC+Xj8bDy+zr8PHY1MbjAVDxFpi5JYyaOkSesVLOQyj7+zHTpvkvrVA5Of6MfMG2luSJA4lcFpdBD4/ycCaxYsnphjSJf6AzsK6xVjAxmizcaRVcxgCpCIpF0ocGNxLVQoCs6s8+6MyG0s5PKUSw70RWiYXUBQH7BhIleK5DF2tPoTjoCymqBoqqozUol0poa4JoQiwDIFQa1GwsGFcUcihYkZ9dODQfkc/S6slLE3l2SfPMnxgkOiBIKZiYxVBbfPgC4Es2Dg2LL33R0R/Yi8Xjq8wvVTiuj3dtB0vEji9zES2yh3fvYeqYzcsOiARCqi+GjUpEAhNRdoWsuCwkari743y93NL3PZwjC6/hrNgcnY6w96f6cfz0CQLwwqLqTKjbS18+tNPcf/HbiRSAn89apYFE/mNBRKqwFrJk7UFoUQQuZFGSRUZ3tfHY4+/zjs+fyenvr3ISNrP2ePTFObWedP1Y6RWC8jlKlITRPrCKA92IBsDo6g7XQENVcMGs9AsMBPbQAWN4KwBuCCfLuKxFBSpINrchO8JsT+4g8DbO3EqBk5G8N0Xphhub6UkJK03JBnt7MK9WKb1cA/my4u4VBd09mL87G5U2WAatzpIhFQancBNEFQnkWvPE42C163Jm6KZKql/9i0pjrpjVpqshxQ2DUXHhsOuIxYQkkLJpHJ8Fb9QCXi9jIwNUNUEuwb9ZLIG1/732zj2nlfxxRXG/9shSlWbC9PT9FST6F0hvvad7xBp3UPphUUC+wZrncUIXEJF1DU0pONgVQ3yPpuctBkcTrJeiRO+skg8HOD5tzxBKBrC3+6j64Y2cs/Mc2ahiCyU6HndZmPIRvequDwNQF67X0d2d1FRFBZez7C+lqfVsrn5bWO4IxJtlw/pqd37kN/Njrs7kIYkH1ZxrvdTTpf59h8e432furF2QZrReG35OwAeDT0c4I4hD8Vckdaoxt6eFtY2Nvnab7zIYFuUheUcoaCbpdUVxruCdL+jm9lvOuRWUsRkrAZ+aQyRE81SEVln0AIJrXYXHYmiqvzgwhxKvkJKmpy7kkF1SWJxHW8iSilVonJ1BbfHw8G/OEw6XeWp3z/GSDNtA+VimWrexjMap7BQ4PTiKsVslZ5okJWKxcxzs9x68yDsDmNeF0LsiNARAs/VFL6QzqDfQ/fubr70jRPs29NBa6Jm5zVN43qlh/HoYfjKsaavMK6/kS1l2/oWU6jbSYe6fCsN4L5dhGt7wXOjoLaxBbfAC7UC7joIF3WV7C0g3tjvsj4igPo5FRD2G1ORoglRfqzHv3nAIRuosXFzGlmkuuFRchvN57546Fus2CZjnovsevmT/+RcvkvPsptn6fe1cbnlV0l6Bzi1mMLSwZU2yEk3njC8MDHDvRMx9g0Fqf5cP6FSAce2UBSF6nQOWTDR39qB+vQM8Y44B3riLE/l0Fp9VC7NI8NRHAmbB9wUT2RQQioy5GH5xQ0GXB5WcymqV+C2/Z3oJxdJt2sUYwaZZ1bYeCVL688N0RaLMWI72JslzqxkiIe97GzTUdZKhJJRnDtiuFCIvXeQ/JMrlI/mKa0XcCcCnJtYJ2vAyEgLt+7qoaUjQCCskdgoMZ830V027qaxU5BFSecdPTiW5B9+9yQxb4CNqsmh8Tba2gMUsnnOhqJ0tobpXAQRsMj/wwVavEEqlkl5Zwz3UEsj/V7fMwJpSzBsnNVq7d8uhdKCScv9/ZSmNnn+xCJmtcBAd4yOqsOQXcYJqdiqC2dIA9tGcwucsoF5tsrko+vIyxkmPAE6X1+n+829GH87wcpSmkRrEp/u4Y69Lgxp1nRPJNsihkZIWc+DmrXJlPLxBfQTmwTeNcrBH03SdXcrqqpS/NY8vaaBuJDFma8SHQgT7UjwjS8e5YFfu4Wu93bT+MLOmkH6z68QKDsYa0VcIQ+h4TD5jiAIm+XFLAtnljGQbDy5Sd+1QZ566DQDgSCeUJDp9Tz5XIX1p6/wpj+5jdi+DpxqfQjatowI9dbBprhWA4SIRgqlFkHZjfSDAzhQnc3zg19/jJuyASyPivu399F5qI2kTyf75xNkT2wwPZPil754F//w20fZTOX54R+9wOhwgmRHgPH3jbB4fAmrYOHVVVwHfTVDu81ANovaGpe5zk7ULn4d+Ahl2wKh/vc26lmIJt6gSTA3HtvSOGmsr6bHU2rII6AKfG6VEyisr5YZ64tR1RQuz2W5fjzJ2tfm6N6fZHGlxMQnL9J7exvG7Tuw5sq4EwH2jNyAblrMFKrsnbcRukM+JqgWFAIhBcUDQlGoKIKiYaMLQaZicHU5R0cixuf++CWKpsk9/XGcqs3xb08w2tVCmyjg701gX6ujpCrMHM0weGMModYdNwJ30MNjy6tEsi3EokFcnQGyr6ywenGZsT89iKfVD4Dprl9Xl8SSDpiCp37jGdpHu6DumBpHY0YNUuJ4FSau5lBaXcyf2SS8N8LYrjYmF4tEl8u0mFWC460cO3UBVzhGrqRy8ROvYPQm2PdnOxCuuoO1JI4pUbz1eynqK7G5NuuAQdc48qYxsobD/v4of3d0kr5EGG3QzcAHBnEEOPY4QhFUyjZ2VefGj91UC1jq6ylvC3rjPl5byOELBEhoXjq7gywspdACfo5VsiipHKm/vIr7733c/MvjhAYiKLMaUtXYtCzME8vY2SL55RwthZMMPvsEijTRL5xEmFusePHf/yp2/wD/aHFuAaq6bWss+S2djsZz5bZXiWYQ0BS02yaK1zxvc5/WrmNzSFtz9TfOUWMHG91NzZZa0Tzbj+34Nw84avulabm2FSrVwId5443N57Zufp+UcxPue+7h2+UeRjYexZZl+p1VwovHm88LlFZ4e/47XNk4RFjTWForkugP0tamY1dL3LxviLClUHSqrC3lOfUnr3HtB/eCx8vENy5TvZhF74lyeXmNmw72cOnCGmPDSdSoTiASIXt1g8nHXQR9XlIPncOqevB3JPB11ejX1vIG9kCUrr4QlgoXllLMfOA8bbt7KCfCLH5zARHVCdoWVV2jQzpEg16spQouXCiOhe1IJDbVi3nST6wS7AgQVN3YhkF7q584KqGEl3ShilYxUSgT9GjsjkaQH+rFEA5ISTVTZe7xdQrPr7NRNfE6CgeH41xezjFXKDM4PIAr40VL5Th9fo323XFcQkNx61g+Fz6vl8xcicpMhkhnonmNMSSLz68SzDoUXk6T2agQbfNzdr2ID0Ei5KaqSOy8oDibZYAM5W4Xu0f7EH6VtO00kpzkXtmE40W0fJVYi5/+gSDTOZPp782hBzQ8IRX3Uh7VEsjf3F2X/KQZBTSKuJyijebRcFwOUlFQCyaupTKyP0heEfj3dWCnHZzZCq4WN24zz+aJNeKDQfSEnytPzOMKaHTfXxvMJi2JWK6g/GCFXuGhupHG7GnB1eZh6moKtaoScqsIVUHxaPgG48wdn2Hxe3kG9rYg4wrJrjAuU5DJGKRGPaxmN9Efl/h2tiKCW+mKBj3eEBVqNuA3LU+9b7+RXrEAU6K4VAovrtOT1/COtOM9kuSv/+RVfu1rbyH3Worq1TyunjDL2TSZlTKBkJcrm0VuuqYf1Xawq4Lck4t0axrSq5LqcdPZqKfaRvdSN4y1D1TvRtlmDRsDrhoRYd3cNs17k2RuRpBb6HWrWPaNIkpbfHONS9EWyrjCHlr9gtlVlVzITURXCSxYVKXD2VNLtI8miEY9XD05izWmcHBXF5npCdSyxaGxGN9/9BzueIQdvS6EAm7p1ES3MiZCV5GWQ3WzTFmouLQC67ZgZKwbxZG07Qhw8geXsQwHd8BNrlplOZdnZbPE3W/tw7ZtZEHS3R9FFgUiWAcEOJgeN1YObjrcwkRF8MxLk/TFQgwc6UHzuhCNWNYEodfutxZSKGdM3vL5e2uCh7KezhLb4JoUKCiIfAWPVuH8co62iIYxkeexf7iENxnk8vIm+8c7GXHZ3DI2RPv+dpbmN3FlCrhu6EH1NOyuxDEkTt5B9ahsNV830twO0q5p0JSlpKhJTBssBO2Kl4gpSJsm5YtZhC5Qu/0IRaB5VSI4FCr1tV53pKGojpMzOOD389rVdSbWclw7lCDeFsXxu+kXQfRKBXVtg/4dbRz97Ene/Ld3gKYiAyrzC2kiexLEpwIoQrLz+F/jqyy+wb+U3vvvMO+5C/POO2lg9IbNEI0Pg41TthE+tQkEGt6+yYQ0wdcW6GhOhH3Dem7s23o3zDbxruZ22Xa+BmPVlP5v2LP6/hE/5irOf/OAowkxG613zTx1nU4Wgurtd6A//STDE19lSP06iwt/RVJEmdz9S5SFQyXqQ+ayxF/9HCOrPwSgEN9NtMVLS0eIudkcqUKVgb4oFx5fxN8fwPaFEC43TtVNWPg596mr6MkAV9PLdA/1UizZDI/0Mn9yhfaQh6wqia9XSCsmvnu6oGRy+uFJ9LKkrUWjpd2HlvTiFCpsDvaRNm1KeRPLo9L5rhHm5g3yZpXl9AL7O7pYCwoO3TPCiR/OotluOlv9iPQmqWWT0N2dpE5kSC8VaJU61bCGalrMLy7RGYmTCHuYXC8SirYyoCSItfjIX71EOqPili5026A27wKqS2UmHp7Doyr4gx56R1qwFIHwuOj2uVmf2aC8YaA5Ni2aG7VHBaGgtregZqpYHkHiQDuVIW/T9GiKm+I3J1h6fpNkWKfoc5PaKLG8vgaBIFOX0xzamcSfDHLFcAiupwiHwaN4MKog0sXaRnLAXKuyeTnP+moRv9fNgmXirbjZ5dFZTwYIRHzomoFyZYONhRzCthDSTcN0iEbYrUD5WA7bcXDfFsfOVsl87gzecwW8PzlCaF+Y859dxPPVHB3RAI5XxXKC5M+vseCWePybrF+Yp/vdfcjWeuZ0sYzxtXl86zZqsQrdEWRbmKPLqyhli5ZKlQ2XRiTh49yxJTZLZZSIh/PTqxy8fxj3WJDVF+fx+3zs+JVdDLkg+8oyIqgSGNZqFe51i7YV94it76ZsBVk1enYrr+tIWWOVPJLETw+SOZOlNF9GzRm85T8cqV1bE2YXcixdXqFvOMDiQ5MYdpXRkVZWUwVGemN4wxre0xlyGZtom5+u393b5MaaxrVpKd+QD2kaxtpT5FYaRGzb09vOI9n6XWPvb9fzoAFQnEa0t/VMFQXlK7NUu6NoUwv0VWwuX7IJeVSWN7M14IekNLnGpl8nnHSDR5BezLOxkScQC2MEdDydMcYGElSni9hFByNvkslWiFoQf3snjkvB0xdgoChY7/XT69Ih58Iom2i6i7f+4j6sJ9bApzL8lj5CEQ9Dt0ax39kJAnS/C2wF4W3Yshp42Cia7ExEkEtFHMuitSOMu9XD8o8mCL0thhbSmf7uFL3v6KeOLJEIvJHazBfkNg2WZs1BfdUoAqlplHNZbr12iAszWdYn0ljY+KsOgwE3sTtbsT06TqpM3m9h9bvx+3rwHgwiXFtOVvUqdXajecdobLRGbc7m+TXM11YJxTykMgZ+t4eERyHsEYgZi/mvzVJUHFoPJkjuSMCQSvloHtr99dZhkFVJIBakfHUNxSfAr+ELeZg3LFpCXlShoEcSnL+4zuidO9BN6DvUR+lUlpAQmBUbzVaJdARQFcn52U1u2iJ/mkfxSgHn925k7rE5+u7p3RKYFLXUkKh79K2p9NsBlmyu8Tfsh23PE/X5J402buqpmAaA3j5/pvm6Zsts7bHmOq9rCW3fY/LHnFP5tw84GnB36xeAQCqNfJqg8Kd/hvjlD+B+9WWEbdH1/fcTP/Qm5vb9NEbPQYy/X8R2ezk69iHOHvkIJfcslaUINxgWKakR8XvpzoKsQGs8RsQfwdkoYsVU4uN+rLvbeeIb5/CmgaIgmAgQTG9iFhROpdMEQjZtSpSlkzMkW/yst/jZnMtTyVSIxpO4okFOn1/FXQjT2h9m0HZIal78CznmixZht0XILDGzaZOqVjlLjkJGZWShlaDbzVqmRLZgEDGhpzeG63Ccc7/1OmPv6GfuR+vMzmdpawkxm5Gsb+TwhU1CrQFWr26QLzkEIirRtiDZWQvvDWGEJppXUrMk/UEP1Zgfl21h2jarZRtRMZlPlVjbLKN4PfirJrGwhzOPzTEe8NF9bRL59CJCBbUniNXmxpIWUgoK/+Myx59fJhHWWM1XUawKLQGFM0sG4zEd2RvHHQ6yslqgUMiT7FHxvXUP7rLO+WeXiEdd6NQ3+6ZN2HCRQhIZDrNmSU4+O4PojqLkKhjlKvGkD+G48Nzeia0rGF+cwveLQ1jbHHb52Q3mn0kx9NYOJBJ3ySF0oYQ+0Er6QhHTWmVsuI2Xv3KUsd+8mULWQD2zjnJPH7P/cJWlozPs+MVB+t8zikBgZkxKD6/gu5CnuFnEt7sdvcOHVCRrS2X2DCTJ6jZd93dw4bsT2DaM9CXoG0iQzRapeiTnHp5k9w3tuMcDuJIupFvS+p7e+r1xtuV/tzldUetS2aqfoBbZNpx7Iw3jEghNwbFr0VX7A124FReeoRDhmAsEhG6O0XG+hfJzK+zcOYiaK2Mfz1NIl3EyFaphg9Jagahl4ygS56f7kZFGSNUwmA1DK7coZ2e7Aoh4A6vRYCu2kiWN7yi3/a7BW28HH43nKE01UtnovJEC5/MT+CJeVsIuqikvZaeIu10lXrAIH0giLhfpDPkZua2bUy9NMfauYURQQ1206O5qY6lgsFaUhF1ell9ZQaYtksEg1cU8Wi7LSqmIXC8TeEcnq9kKQ4oXpaTjjulszq9h+bw8+fkn+NCLH8Du9aLFdNq7fFhCYtdVYK2CBarEWDHwtOg00sOqohK6uYv24ymMbJWQY9Pm15hcylDMLmH/1RXU9jBJRUE4jZbN+jVgu3z91sC8f3y4vW6G+/o5N7tJFUi0eJhfgqpp49d9tB1OogdVYppS6/4yHayLVZSACsoW9V+P+ZrrbSsqr4Mg4aCtm7hnq/h1H+nJLK6kyUhrkMdnVunN6nQIFbffw9ryEmcfXuK2/3EQEdYJjbia9SHVF1OsvTyDannIpqucurRMQnexsWHjFC0qhTJB3UV/QGNuZprRHSOcvbxBIgae4TiqVyFdrlL67gS5okWrrvBMy4PcWPwRAbuIYlsEK0skjj5E4d0Om/GfoO+enjrobRCHW+tSCbi2wISsg4btZEe9YLfZpSVoUH/bmLyGDk0jRdi4WVss5vYOoMZlRcq62vbWDpGyXiv3Y86p/IsIlc9+9rPs2bOHUChEKBTiyJEjPProo83HK5UKv/Irv0I8HicQCPDAAw+wurr6hnPMzc1x33334fP5SCaTfOxjH8OyrDc859lnn+XAgQPous7Q0BBf/vKX/9VfULKNuNu6/7WbICXCkNDaSf4b36f0m19F+oMAeF9/itE/+Hl2f2Ave6c/zK7532ffpS8SWFhDrkdZXMjz+Ol1zk+tsJSaYiNbZn46i6oKPB4VV8DD5x8/g9cFMenhxuFuxuM6wXiU7oiXWCiAHobhrhZU00ZdT9ETCOOPt/D0X7+Gd6bCeilLW1Qjt1Eg4FLYnEqTvrzJy+fWmV3J4ak4+KlQ7PUTbk+g+LyEg20ceMduIugcf3SOkKbT43MTj+i4VEnAcrAdm+Hr27F+sMrq1QwRqdF3c5J7//BGbvqja0iY4E5oKLZNe4tGaT2LWlIJaTqu8RBCrfX9CCHwDAcY+sAIIze20xryUJ3JMPi2LtaqBiemVplZz9AV0eluC9IV0RmI+fGH/axfylFRLTAFhVQRB4fimoE8WWR+okjvSJLknYOY0kVkqJvuu3eQaPchE0H2D7ZQrlosLOa4brSN9qJFsVBBFhx6vCq+nx+s2S9HInMG7rLNUMRHbrlEdDpLIiC5uFrgleV1TqxssLhZwN0XRruvD9VRMZ9P4blYxvjcVG2d2BIWTIZCXvSeIFRB/MUF4uEwl9cLTK5l8K5ahN4U55rP3Yx5XRjSZeYWMpx5YhZzKke2XCF6ayeKS8WREnupjPPcKn4hCb5niOqQH+HXObOQoUXTmV7e5MyZRc5/9hTeiTyxoIt4NEi6XOH+/3CY8P4kh+4cJPHWToK7w6ghDZen0erWcNL16LSx6IVAKFudKVLW8r6NGvgGCKlV1tcsV/VsAXuiQuC6JNrhKBK1XrwJWquH+L4YhhueOD3Nl584RuSmAS7ObXJmdhWhQbtlo2SKBCJeqvuD9Ui2DiicOnCtVR7XdusbKY/mhm38XjZo5aatrLeHSmh008htr2ucbSu3TfP7N+29ouCdqyJ1F0sLBaaFTsrl4ZrD3ez46G52f2gHQ7+7h6H/vBP9XUn2ffIAK6rFxNwm5UIVS68NP0xdWCRvmkxvlCkvlJAbZQKaxum1Ih5cPPXwNKqjsFmokt8ZQhZtAh43qwUTLVthVEmiTZlouyLYAz5MHRwNFFUBKaikoJKX2C6BknVQsjUg4sxWyc2sg65QlAqvnZ4jly8z5POxb8cI0bkSxROrnHlpCfv7SzXmyqn/j6CmfdG8XG/EqHWHJnQNt6rQ1uLm3PEZXjs5Q9WSCMtk4Nd3423RUDSB5nehuATmRAFbAcVfTyNIpXnt6zd9W8cgzfSCEIJgLEzLeDuVM5N4qwaLCTeLIS+HO1qoSoVVp1bETlXiXdhEmiaXT60jhFLjBISCFzetniCBkTCnpzfRhMqqYdMZC+LVVHKmxO/VMXU3pbSK/7YODn5klOCdbeDYVBWYXM+QvKWTuN9LzO9jIXEtl3f/Po8N/Ge+uffPmis08Pq3ufOxn8Lzla80VuhWrqQOFrY3LjQlxZtse6OQtrk4a69r6m5scYKi3l3WaHltplgk2/jArXvZBOfbSqIan0H+H5A2/xcBjq6uLv7oj/6I48ePc+zYMW6//Xbe9ra3cf58TX3tIx/5CA8//DAPPfQQzz33HEtLS7zzne9svt62be677z4Mw+Dll1/mK1/5Cl/+8pf5nd/5neZzpqenue+++7jttts4deoUH/7wh/mFX/gFHn/88X/VF5SN+Qo4NGcs1KGhFBKpy1pNjg7lX7qXyn97HeOGDyO7dzXP4Zq5gu/C8+xe/Q69E5+mtAHjA0ly6SJ+RSER72SwP0o0lcelCaTlMJ2p8OBfvZlq0WH5aoGAL0BwuJNNS4XWKPrtY9iqj7gi6W+JUU6p6BWHoFfhyPU7KNs2P/fX99cEc5bzWBYMdodYn89y6LpuErrB6XSF6G/vJ3pLgvFPjvPgFw/zM188TGfQRUvATWvUw8T0KiKio1dsQmWNclxHKpLO+7rp+E8j3PSZfRz50/2EhYN706Dwt1O0Dbajns+RyTs8cnSRM/MFnp5aYkM3EZpo9GnUFpBXxdPnJ6ip+KpVet7Uxdy3r2JkC+ztSfLgbWOIUpmnj52gGrC5Om1QKloE00UCAT+qpqBLB8eRROJeFp9a5srsOost80wfXSXUG6O/O0bmbJaorpBZStP6c92UNwv0d4epVlXUwVHUOTeFqQLWcg47WW+EViTua8ME/mM/8U8ME0+46PxoPwPRMNOLaUa9fjrSJvPH57BWc1iqhX0qy0SuzNn/cQH5ehbzrxdY/8xVSmc2WcmUYKqEqqgEwjHQVdraQwwe6kD/mW6cLhexHWGMr82z+dgVen5tL9feMoC5L8zB/3IN0e4AIFHKoP+X07QGdfQ3dyPjGpcuZfj6Q6cprhd45tQU2Y0ycZ+XStahWJKs5Q1OXV6g5//Tj+/OOIG9PkL3xKipQUvm/24KK2/V1Bob61uKuiZ4g+ir7QVFNPK3deffVD1UcAmBaij1xg+Bb0cIJytY+8RxVj50gq//7BM88vMvsHlylct/cJTgvd3c8jtHqFQr7GptZeBwnCEc3nHPLrxli2ihyvxKieIvDuME1DqbUtOOaExtblLrjc6VOvsgkW/oaKjxEzR8JE0AQmMGB28AHVt6YXWD7oj6e1PXMqgZd5cUlIsG9PqZWy9RWM4iUwWyZzexFYErouEZ8OIbDkBYQe/20uI4dNo2wbCOR3Px9NVN5ss2t71/nL27O0hJg9VMhuOrF4i26BzdKNHS3kJ5sYpVNti8tETF56JkqIz1BEkLlcDOXpZ/5zWmf/soiiMRsl5YK0DRwNeuUkGFiAsiCk4AEJK1v71CPGVRyZVZNhxC3XFy+VW69vsY/8hBfrSyyoXFApYi2HjsDKpLRVEUVKVRU1AXdnBq7eKCbdS7rEE6O1cmnTFp9bnpDQfw+3zc8taDHLx9D7F1lakPvMTlXzvJpY+dYeOvJli7kOLS165SSdUKK3NTJVSxVX2zRbqJulmu3yypIFQFwm6ueiJUIgGOPzWDb6PIMxOrTKeK2F43Tt5Czq+z6/f2Y21Iem5sR6m3hQoBmCbnNirYaQO3A3t2JHG0VeIrafJlmzt+ZTetYYknX+Utv30z3oNhMicNzLkcha9dxqso+DweUpdzHFtJ0e5xc+O+Pvw9LVQUL8XFTQrerqaPEDh4//Z/1sHVdurCpuH2G4zj9u9fY/a21TRJ2fy/AUoaewYBzva+koY/k9v92tbCfyOIadxL0dwX4sddwAEIuVVR+a86YrEYf/Inf8KDDz5IIpHg61//Og8++CAAly5dYseOHbzyyiscPnyYRx99lPvvv5+lpSVaW1sB+NznPsfHP/5x1tfXcbvdfPzjH+eRRx7h3Llzzff4yZ/8STKZDI899tj/7c+Vy+UIh8NMTk4TDNZYi8ZXbea2pFKvuZFNalXY9WpfKRDSRH/5JNpXH0f/4aea5/7CrY9y5uocH37PdTiWhSesUTo5iZaqEh7qxVBAK5Xgvxzg7O+cYt9/3I2REAgTNNWFMm0hzld54ftncOkuHKPKWE+MV88epS3axfAfXY8rqtfa6iwbKg4Xv7NEcNIAt8qjTz7Ddf27ODwQpPpbu8B2EEsSqUrUVjfH/8tZXr+SYbhT58Xnj3LfO+/Aq64gl93s+vhh7DaoFky+dP8j/PRde8mWLBbKJqaAmbU8PkVlbmmD/q4wuwYTtKxlmS07tA1EaftADzLsAhxwVMpXCyx+dwmnAC4Etm2SrkiurGW4bl8vYb/KmfNL7OyN0RL1o+/04a84WA/PovpUshho1yYQb+9k9TdexRvvwLuxQNafxOe4MCtVptIzvDidZbx3hL0H2wiXbdw3JXHPWTjZPOW1DXxZB9WvU/5ALzLiRmJjO2AZNh6va4vVcgQf2/F5Pvaum7l4dZOsx8Wu7hAjpkT+Wj/WE2W+9tXXyDgOo11+bn/PXk48P43fUvClqnT/xT7cmsbC235A/64+srvCVJc3Cd7ViWt/HPfJMsXPHsPz32+AH25w+rUlCi7J7l8dwt3vRVoQeySHPZlHLmZRd7Rwbj6NulRkLV3m2YkVNnNldkai7G0NEWnxo3k0NlXJ8AOjyDt99XbXhpqgRJYBTSJcSk3roR7tb8tX1PQPnHrxGLWpnEpdgbDZ9286FH7zMs+nszzwm9dQHlBREJz47VMcfegSP/Ubd/H4nz7BA392H+5hP3YCzn99ipln1ujTvJRLBRS/Rk9fDI/XTaxapnC5QKpUpeW/70XrDTaDZ6cRtcn6SG2p0BzU1uSK6xCjYSFlvcjNqYORbUa7JiNdM/bNdNIb2gMaZq4x0rtWNC6lwH25iufpNNWYi7WpDM8cW+bArg6CI4LoTw806wKaA7fqjItiS5xH0rhPZJkJuinkTWYmUuzY2UJmPYNnIILYtPAbEs/cOiveICPv6ib18FVGe9p5da3IerrIyGgLL5xcZswwmDk5S19vkn0f2In17k4EgkrBxOP3IKTEMR3Q6imK+qfxf2YWNWVRfn8vq6dyPPWF0xiWzYHdvbxycZEbh1qIhfys5AoEjrRy4cXL3PtnN2JbEkURtZSHVGrD4qizX810i0BTXKh/Oo+aKZHrjZDJmqxMpvG7oPOBIV774hnOT6YopDb51TvHKMRCVDttEu8cwxUEdChtVvFHPUjpIOtsR12vvcl2OBJUwPXyJjPfXeTESp4Dfg+//9jrvOPt13FtyEs1n6Lrt27AjMja53UpWHkLPeSpzZ9BQak6qE+nsZ9bYzKo0t4S4tHnZphZT9Mx0s5oV4wDP9VDwQFLNVEUmPnkcTo/foiYUcTzt4ukKlVez5uEfDpWPosmBDtPfoqWIXCSbciubuz+23F/8kPoqa0J4uuXrkIsQgNCNQFIU0dG1EW63kCCbC33LSRSA96yBmaEcNFUC60DwVqHbJ0RcZxGHoemFLpoyPxDQ26g9hayWXCaz2cZGuonm80SCoX+77rXf/Xxr67hsG2bhx56iGKxyJEjRzh+/DimaXLHHXc0nzM2NkZPT08TcLzyyivs3r27CTYA7r77bj74wQ9y/vx59u/fzyuvvPKGczSe8+EPf/h/+3mq1SrVarX5cy6Xq39QkHbNsCqKaN5E2BoNXDsarEftNUhA01Cf+9EbwIbj8fPWD+7hvo59yKrk3J8cZ3G2yI3tQSoRLzlpEVY0vvzq4/yS6wBad4iFiU2SgQibX7yKWwZ57MVJbv7Z3VQNlWirG01TaW11M7a+h/ZfG0dJ6OBIVo9XKC6u0X9jK0pZsFCsQNrgne+5gdCaiuOB0qUsF//0MlPOMovLFeLudpKDcd7z8et47O8uEgwPUb68zu6WEKtSo2CU8Ugd3eXmwT0D/OiZi4yGQ1zKVRnaGaMr4KEiHMbaQ6Q2q5xbzXOgK8JeoWB36NS2dI2ed7DZWC+zMlOiLaZxubxGoiXBdbeNcG0+T0F1QdYkFvTz+uUNbtit0dbdijqbZ6YrzGDBQKoe8qYgKKEoHOYWUnRGWnnt+ee59Z47MTaLBJMJuksaiqbw8ssLjA620L1cIlu2WF7MEEeQ2N9FaW6zxjI2trpl47ZVHEfgpA0QsPrRE+w/sIPPf+8E996+i4OtQby2RFSLoEgWLi5TKV3hLbfcRs6t8OqFGSbPLHLD7h6SeyOoLgX1Yo5kIIxpVHEpDvFdHWQUlaVff432dZvo+3ZTOZeldDiAflKglU1EyUY44PlhjhOPTjCUrmLFFDy+OLFkAMPrw4mWiS5nGe2LEW0JkZnPou3XGfq1fbT+MI19nafmCJxa5CsrDnJJImIqlrRwqUrTqDUiopqzra9yBRr1Gw1tAAlIp2b4V37xKKFklNs64sx+6hStf3EIR0K0NUhPNMjU89MYvSG+8cmXuOnNw8Tf0ko0I1goW2h9bgZifRRKJi++NsVP3DtO8fImVqnKwEd2Ue0JNEW+HCHrRdvUHT80CkEdIVFkXWa92RZYTwo1Zc23IjNRz3U389+y4cTYBjLq14F68OgIlPrcDiEE8pEF5EyJ2ahFOic4cqSb5UtraKPhN4gnbfuYIASlU3nkmWxtyGBA58LMBv6Ii+ePzRGN+Rk0XUjH5pXJNNcd6MC6vImvI0CP5qPgSIQmiIV1lJLJymKan3r8LRz8xhLuwRCFETfIGjDUA24ENk7FIfutNcI/3dYEiQIF6dORbosX/naeAQWG+hOs5w1mFzPYFYc///sf8sGfejPX/dcDbGwaZN0qdlqgRBudQE5NP91pDBZwthJQdSGqYtGgvJnl9GoWFAeP4qZScpj+y5OEPC4efNcunn3pGOtCsHF+hY2zoHmixN6eQHEL/BFPnc1Q6+2dNfa5wa/U3kWhfDFN/qEZkn0t3BitFZz+/K372f3vd+BSwZ/ox/TXboiCgl10+M6HnuddX72NxpA+caGAc7WE6nWxPHERtzHG+vomI1GVFsNGFAtUX8ig7VWp5DVUv0b/kW58fQLOSKTfwwsXpylaCnYoBGaRlvnTdC4+A29oUvnjf+KHtAsXMG64sQ5qFRpaNzX8qyCx6+xCk/egscBqS7aBQOqLW2zp5jSmNIs6aKmBBhtFii0pdbkNr9evae1+buly0KiREo06rx/f8S8GHGfPnuXIkSNUKhUCgQDf+c53GB8f59SpU7jdbiKRyBue39raysrKCgArKytvABuNxxuP/e+ek8vlKJfLeL3e/+Xn+sM//EN+7/d+758+oFCPBrYQpaxfdKWh6kZDn0PCYoW15y4irl4h2hMh+pXPv+F0yx238uznnmNqoUJ/PEq6YtLf4cdWDGI+H9J0yFQMPvi1/0DZMKlkKxz7qykOtCdxlWwM1aIjHuC5703Q5rLpuruHmUcvUM17CfgMHJ8BZR2hSkIRQay3ncJsBnM+h60qoLhpb2lHX11F/Po+KsdWmCwZ5At+hvcN4So4XJlJs+OJJUbjUbr2qhwejmMvpSBXRlEkTkWiCbhsl9kz0k7GkrgqBosrJXKFIq5kmPNza1zb084Nu1tx2TaZvEXLDTGssGg6q2ra4vw3ZjCqDivLVaTlJlgwOFpdxLaqvHZ+gX3tLcRCGnvaA8wuF2gtWaRWq/Sv5xF+Hy2GQzXspSqg/w+uZ1hRmP/dkxy5/jrk2gZq2EV7e5KuA/1ceWqGQk+IE5dWeOXVq7Qlw9yyp52wG6zZNMfOr7DD6kKREse2EQiMqom7KrAeXmf+Sg6lO879ES8vYCFTOVAreNriVN7Rg5r0kqna3HfDLXj6AqRenKGgGtx5/26uXlhiI+TjgAr6SIjoriRGSMN9bTul+RJnv32Ftr4wfp+BERRYY0HMsznid7UR7whgtWsol4usffc8u3uTpIw8hbjG3FNzhAJ+JifXcUU8aJrCqaUZ3jZ0hLlchURrALlk4YyGUXQV6TjYZRvVq+JUJMWqiUcTCM2FUBv0aoNarS9aUaPMRUNDpN5h1DB0DZvT1h3m1PQmqVKVAztiTT0Mw7Dou74bV9Wip62VnjZBfjLL5MdnSJUNrr99hPiuFr732aM8+MB+fvJd++DyOqGASqkjRiWubAGgemTVSPvUfQSNqvta0LYdbAhEPVJrGukGrmiY0FryvxmRN1zYFrXdTGjX9rqy9a2VTQttrA2ZmUNYLqbNItNHFzjw8zvoujeJ09Q+cOpFeQ0hJYmczeNNlwntCfP0P0yxXqxw06EeSJepFCu07fGhVALEKjBzfh2vR6UUlmgBH6lUEcWtsDKXZULL09EVR3hUqj+bxKjn8B1rK+0kbYVK3sboD1NO23jjat1BKSykCuipHLfft4envnaCQCJEn8fNuSvrvPln9nHjUxpjv7+TojBxGQ67D4UQ0TrL27w6AkU0tFtE0w8KJCJnUYxoLF0xKek6u1qDhGI+LsxmccIuem/vJbTbz7t/+QFyz+RoLVvMb+Qp+AXReuuJI0BpAI3Gn9twYaMF1Bv2EeptoVqxsSIuzr22iNuGV/5qmoNhB7MnROBgiFKhSmAgyPpzRd71hTtqIEbUVHQVTaO4UmKtUmUz2I23VMb0emntiKAn/UxfTjF1YgH5qSJ3f+MOtBUD/Z2dWHmT7CsZXAWTkf5uXBZcrRqsT8Pq2iJvDIP/14e5Y0dtrzWZiEZ6s+aHFBpKovXr3GQ0ZDN9tr3YQsgGCGykFWVzz1Dvgmncvy02Y/uyd5rMXC3NspXuaYL+H+PxLwYco6OjnDp1imw2y7e+9S3e97738dxzz/0/8dn+RccnPvEJPvrRjzZ/zuVydHd31yOjxmWtRUtbrXJb9e5184N4+XVGf/1duJw3FrICbGoJnuj4d5iqm6GRFkY7A6ymq3QLlYRlQlsAY6NCG+B0u1n41hQB3cXI7g7Wz2XpHI2TWd1gdaOC7vFSNCzmH12lxd/O2mqJGF4UKSium+hhBS2sYuBAVaBbIIVNp8+FazrDyVSVsXKZyuUsh3a2MjmXRmQrzORKWJUyq9NTdHf34EkGmEwXCehFFoNlIopEFBzw2+RicCAZJZo36QpoPHc1RWskyGbZ5tbxDlrcHiYXclwbVRHSqXct1lE3AndYZez+Hja/u4jmVujc18/E5U2kUaWcLeDTFXpu6kZdLBHyuFhczJB7coUpKtzocuFsFlGiPlRRo3EdHEzbpu1399ToQKfRmirYuJAmvBxh46VlNtYz7GzVOXx9D9WygVp0kELl0EcPUA65aiyALVDdCnrJIff4OrPnclyZ3yDgVjEGWzAMja6dLSS6AxhzBVwJFVuTuEQVrT2K944kuadniHckKS8V8Nsq43d34HKrWEi0bJWUZROaL+DaFeBA106cS2m0PR1ksrD58hKBFj+OprL44grJO5NoR3NcmdzA9HjwhH2UC1V8PjftYzHCYQ9f/c5r3PnmXbyp2k+4xU8souFNeBG9KhNfmqNNSRLo15n60STdN/Sy9vw8HTvjuPyeOg3uNKvPG2u8IXhXW+2N8NzZyjQ0o1iJ1aNgxkPc05pg6eg8ZspCiQnitsUzp5fpa/HiHokiFB9sFtiwHHaOtHHp1CLRiTRtAQ9LpxcZ7QshVsrYukB7UxvWWH0yrNxmUCU0JLS32l+3UimiLmYkaQg711NAdTy1tW9rgYOzPTKsf6fmueonakTUsqm2KpBPr2BeNgjsjnL06xe55cHdrJ1YpZqxWXhqldhIBJ/PhYzW2BfqjIpAoAV1RIuX1Q2D+bVN+rqivDa1yi339VAtVfElXeiDEbyaTTilUwjo4BEsb1YJtLgxTJuZfAXhd+FTVJyMSeXoGoruwrBMTCHRLJvwriRWWMeYFRhFgVNRmt81e3yN3EyODTNHZFxhV7HA2bCfxVQGb0Cg71bpeu/NIGsptcpmGZmtEGiLvsHZSNlQudwylQ0GJf/yKnlTIZiMMj7oQ86W2MhUQDoUlld44VtFbp4ZJpUsEr+9G60i6S0EsXVQ1HpaDNlkihp3pZEmO/f0HLtu7QGh4FShuFrAafNz8tgC0nIo5A127m8j/KEexEt55p5eZW09g3d3HGVFodWJ1DVmBE7apHJqHcew0VoCtJZMstkimkugtvqpFA3waqSkgIiXtTMFtB/M0/qeIVyjfjxTRUzLRJEOq9kqMqZz/b1jHJvz8/rfnWOMWYJOpnaJXC7yf/JpQh/5ZQDK7/kZiMZq66pRgyGVZgfK1rfffpGprfC6ym5tYm7j2jR2rYNA3XptYxkKmwbbt60/qy4ZL5vrvX6Da36wwZA00is/5uNfDDjcbjdDQ0MAHDx4kNdff50///M/593vfjeGYZDJZN7AcqyurtLW1gZAW1sbr7322hvO1+hi2f6cf9zZsrq6SigU+mfZDQBd19F1/Z8+IBsSsA2EWFuYalWi/GidkllBe2c3DW7Jf/ZHTbBhCR2X3ErThKw0etiDuWHhmFVmJ0sEe6P4dJ3ibJn19XWiqpeoz0de2pRyZdLrDsLrkLYkMl1EKRpcd1Mfougws5JnvWgymPBTMHXWLJMWKVk+tkb3W1tBU3BLScnlZt3vIj21SbS3DaPooFVMLGxEj4+OHUnE8yrlTQvLpbNhOOSVEHm3xuREml1xCAc83PRzezE6dKSE7OOr3Pfx65DrFp7lKqkLS1RPVGiP+Ei0+vBIh6H+KGfn80jFhdvrwnKc5sBNbFA1la5rIgQrgtJ8hcJqEc3jwtuuM3s0w4HRDqx8iWyxgsul41EEok/joKbD1RXUgA5BHWHVkbkEq2zh8tZqRJobQkL25Cb5sk17MoCsSKyAn4m1Ml1hjaW1Aj6/Rjiq1WoZEAjTJvu9FTau5tk8vYHWE+RAb4zCcpbzV1NEw17cmoJZNrEjoARqX6znre2UpQs96GJne5z19SzZlhgVfSsS0XISO+lHKVRxT+bZeO4yrmva8L2cweqT6De2UMw4xA5FKP9gHm+3C9elDOpaicOjPVzp9dF+UxvqiSwdKORmMxQrFjft7KHkU3j4pfP84ruuJ7tSZHk2i7gaJDWfI+FugYpCebWMuVBh46+v0POxgzBeNzjbWuqa+eH632IrF0CjN186UF21ULwCV1jB9YtjXGeBnK1gPFQi//fzeG6NEDgSZ/dkCU93GLPk4JUWjteNL+QmazlsViw6unVUv0rg1cu4ho+AV4UeP9ZAmGa6ElljFbcZu5rh3DKutdoq/unPW/1+21pjtxXA0ahr2DKoDaNdGwxWT81sS7M4lsRaLhAxFDbXqvTtjZBdKWMUTab+YQJVSjpv6KJYLnPw/gHyMxtE39GJZTsISzKRquB3C8ylIj6fTn45S+/uVhLv7cWRtToRB4nrrgQuIdGlRGQcOqNu/BE3iiZwv32EXKrMxkKOk383g+/ldXRFoHoFhaqFK1NGv9HgjGYS80XpeVsrakv9wgnQXk+zQ9e52NqOM1lkURV4MFH9Oq3XtBBq99bKrZYdZh6bwUqGGL0/QbMgtxF8NQKJ7Rx73V5Wj6/TFmzBH3ZT6YswvVzh8lSKoFfHr8XIzWdQO3OsH12m/e09VCuSquEgz67jPxJHbffUGf46TBTb3kBAOV+tfZ6SgfnKKm7bZFk4FLwafreC6nGjtDvYisQe89B7yxBdiybH/uYSxacmGHhfGwp6jZjZMBAXC1Sx8VfKrCwt0hVvZ193ktMnVuiIuunpi7G7I4TpBa2scHa9SMQt8VRBi+hks1V6e+OU5/O8/toMXa2C9/SeZe3O68n5biXwvU8jHBvp8eBEg83LZe3btwUWaCw/p+n0/xHU2Jb6EM392ZiN09jOCltrt/m/aJ68thfkVn1GbauI5p5ofhZF1LIzbAngNfDzj/P4/1mHw3EcqtUqBw8eRNM0nnrqKR544AEALl++zNzcHEeOHAHgyJEj/MEf/AFra2skk0kAnnjiCUKhEOPj483n/PCHP3zDezzxxBPNc/xLj0YktGWFa0fgXJWqpqM/n8Ll28C5KY7jh+qbbsfzhc8CINvbyRy4jdCTD6FUCrw4+guEfH7sXJ7+rgAur5tjl9ZI7mij3a8Sdwt80sVGOoWbQQYHO2gdlSw9tcKyalHcKOHy+lgvmwyENPo9MVIVi0BHgIDpsJAxqJqSky/M03Z3HFVVkKkKE1+9xPSmRY/fzcx0ij2tAXbGA5R1lc4bE+AIOlu7qWZMejI6qaurVKIapTMlbtoRJ7iRxbZFzQgCmWfXqEwbpF89hziUpOdQnHBHB4GTaa5cvMC+ziNUN6pIpUqrUmY1m6Fr9zAyotV3gah1P0hQYi5i9ycIrhlUj+doS3hZeiVFSSpkcyY5O89wIsjMzAbDowlU3cf6ayuEbIllmFw6Osm1AzuahdRC3Zp02CTJFYFeVpg8sUH77lacvIPhQDZvsLfdC0ENTRPYDRrYcZBfm+fii2vEgi6WikU6liW9945gd3RR/OoVwlEPa6lNggsq1l2teLv8COngvb0DHxJz3WSuUqFs2vQiWF0pYpkS4+sLuHMWXlWhI+Sl6lKpzBQJGesExrqhL0DxQp6B3S2YCEL746RfXaf64hp+Tccd9jC8s4216QqLlzbo7giTKZg8fvoC7/iVm5l/ZJbllTzBvjBOm5dEl4oZcjP+ngG8CS9SdRi5Zxw3MP6HR3CNxbCaRdBb9HgzimywHU2BIAH1GgmQCC8otUHJSCSGY/OdTz5PV0nHfHqO6rEldt/RR9/PDJJ9fA59dyfPfOU4kXAQXVcZHWqhUrFIVQyyG1UO3TOEnNhAGmBFFKxWNw3AUaOCt+WSG4fcIqG346baYw1qur4a6pHbVvus0zTy2/U5aH5d0Xw3iazlu+uPa1eLqHlByaczP7VJ98Y0yjUJUi6baH8I1RB40gZu3UXhsRVefn2OQ1fT+H9pGGWuRPJqDqUtytpSjkzVIONS2defJP9SDl9UQRn31aYA19/bMSVnH5nltk4/+apDJmewni9QthXiikblxDpGTGdQkSi2TcZbZtEG5/Q6pVSBxH4HV6KWbpZSoqoKsUgAW1SwKhZHvz3BbFUwpAhkoUq4V2d5Mke7L4rmUzHKkq5Of50NoknR05TH/kfup74Ho6aE1RxKm5/58xkyQuLxunF5VVIbJQ60RvHcHWHMjLP0B+cwRkN0Xt8FfUHUYMNmyHrHVAMMNo0zh94+VLtBFRvPxTy+qJ/McoHuvgjOXJG22wbQlpaRGw6KV8VSIX9+E9WC4Y/uRfVqNQYHBd3nwR33kl/JMpOqslR0sKpF3EA1WyKY8HHwhnaMDgXcKlZZYWdylOA1ceRLGXAcfNEQl9fKzFYspKri/Z//lWDqRwS3XxqXi8yf/gX2tddRdUXQWrwYb37zNmKtUby8rQ18WwQgaMj0b685EpimhXQc3G6teZ+lAMeUqNr2UWt15qhB+f2jIvGm5xMNRrN2f4V8AyT6sR//IsDxiU98gje/+c309PSQz+f5+te/zrPPPsvjjz9OOBzm/e9/Px/96EeJxWKEQiF+9Vd/lSNHjnD48GEA7rrrLsbHx3nve9/LH//xH7OyssJv/dZv8Su/8itNduKXf/mX+fSnP82v//qv8/M///M8/fTTfPOb3+SRRx75V33BJmJsGqJasVVx2I2z0w17BrA0BVknR6q33UbmS18l/KFfQluaIbL0N81zdW1c4hvnV8hVK1gBFSELHLy2F1E18QTdXFiYwudpYbgthOlI8t+eoPUz1yHcAvdDBtW1AqI9htdRWF+sYOo2OVtFd3koZVJEMiYAN//SDlyqipBQdhSyGfDZkmDYxdLyJiQDWNkSjcmDUlHYOLHG9LEci5sVxHyem+4bglEvnZqbqflZNpdzDGSSqPjIXc3ilyqBn+giezZH+rszWBsGSs6kpbeflVSJnb0xJqtw3WAbmys58kk3vpBKYwBRrXhRUM0b6D43ersb791J7Kwgs1xkZDnE7FIGn6FRdbtIrxSZbPUij1fYmTcJJ30UpcQf8iP8ah0MSYx8FW/MC4rAWSyz+D8uMavrqJUiLRGN/FKeimVw495WvvfKy9w4dhtrhTLtXeFaBTwCxYFzT8wRDHq4uphDzZvE70yi3BNn+i8vsZLN4QnqeISOokrMgAf3tkFiQoDigtaglwVVcObkLMuLGa785qvEWtsQ5xbZs68DJe7B7XET0TW8t7aTulhEvVpho+DQeiCM+XiGosciVFJQsjaG18R9JEJusYCWNinmTb7x3VP4PW4GAn5mTq5weSHFh3/qRjLSxPOWGHbeRvEI9IQbVdS6O7RWDeECvSeGbStgOqBtVaA3VCNrR2Pt17qyFKU+2ElSk4UOqVhFG2GDcAGORJ0tkBlOc3j8COnpHFefWMTwCDp/bYDpx7IYRYdsyGLv7m5y6QLX3dbP+tlFljwCa9lGQ5JyaeQrVVq07enM+idqRHXAVn75jZ93K4pT6qRy/bF6HUUziKjv50b7e60DTXkDZSya9HbDsNfAiXvDxOO4qHS7WSsG6e/YA14Xyi8Mc/qLVwkGfXTuayW7vsnEiTS9fWFEyY3u1dFcFjGvh2qrl5fOLXFwvJvZjSLldJlvfOIlupNh7rp7jNi9Saw2DerrcuxEnmKbwnIFgv0RinNZqsJid2uYqQurrFQsglE4v7zAWOcgmbV1WjqD7L9rBycev0AvuxDUxo1bkxUqcwWCeyL0XxflzB+cZveubpYXUuzc1YnnZBnPzTE0j4LiEgQ7vQTHfdi1OLfpvOQ2P7VVWyCbqTZTuggCj7y+SFEzsIWbuNfNWqrI4V8cZWBHGHvSIF8GKi5aC15YraLtCYGbmlOtFzw274rYbpVr/3IrGqLisFQsUC1bDN7Vy5Ozlzn7lVeRZRPPhVUOHeyh/7ZWlqoGxnqV6HWDCK1WI+SkDdJfnGRt1eT0ykWiiQ7ssoZQCxQtyZt/eT/PfeU8q39zGscPIy1hImhM2wX6DreiPLuI4lJxuV2U18u0eUEMxBiZn/wnfmVj3/sw996G2hJg6cnXCAyHkS5Xfc1uATqgrndSH+C25Zne+Hd9vbtUBaluAyP1hxS1MQdoW7cJTr2+qcltsMWE1G203MYG1sFlE4+8YVf+eI5/EeBYW1vjZ3/2Z1leXiYcDrNnzx4ef/xx7rzzTgD+7M/+DEVReOCBB6hWq9x999385V/+ZfP1qqrygx/8gA9+8IMcOXIEv9/P+973Pj75ya1Baf39/TzyyCN85CMf4c///M/p6uriC1/4Anffffe/6gvKulNujMeoDQkSKEEXZw7/TwZjC+SrBuQknkgARauy0DaEf/dv0uN/Ge+zW8JmOcMmMhokvOIju15mpDvOSFCnslLEafHiau+kJRRg+vIGHQgiv78PS7EIXxciNDTOK58+zcpcipuGkuTcHvpaXMxcWSO7IfAHo6hui82qRWQ4iEd1cf7fv87gb+wnGdZwbVZZWK+wb3crlmVjv6MXFUF5ucTm02vklyycnEVhtUQ1v0w4Ns7CRJ5Ci0Ey0U7Lm0ZxhsI40qHzp3vxZVx8/ddfZS1Xpq81RF88RLkq6AvEWC2WcOkS1ktompuIy4Ph0WqGv0kDuhCKjdvnRlEF5aeznPnBIsnWINkrixz6nWvZtWBy9nuT5PNVhgbCxFJVTogSp8+t0dIVRh9MMp4IYleqTSEbT0wHJCJrM/eRY0zqOp29IdyJEOdPLVIJSFpDOqupIjfsHEaYksGAByVrUnVsHOli48vTqLqHhFEltTNcG+rkUVB9boz1KpbuZ3F6k5yqYloGu9R2DBpph9qGdAwHZ24T3bIY7GjltkOjuN+VJCi8VH8nhQx6qLR4UFdzeCwXlDRivUGKM2uEXRr5Hy6RPjNL34f2o0yUEbqK59ZWKre34fnBKg99/yS33rmD9uG9KLbk2Ll5rvOH2Pn2JP6KRUFX8K9JZr90AWOXj953D2LXFjSqj2brG4pN03oIqDUW2tT6YxsFj/ViOqHwyEePUjy2yt7b+9h4YZYogsR/2En0np6avLfmMHTNCG1eBdMRqD43rVLw8tVVHmwL8swPXuX6PV04lJl/Zp5YIsC5M2cIJnxctzuBf7rEfKrKhrHJwDuvr7MsdVMpQShqbYic2NLYoJHyqdPttaCsYYhretK1Aje7ztY08uKyLo7ZqNPYkufeznS84fqIGnzJTuRYOJrCX4LsuRQobuyhNgoX1jj9N4ukswbRSBDNhB8+N8d7bh3l5Ctz9HYHUKSDtWFRcatMnF3h4HAb0lCoDEcgaxDuLeKqhJk8vUrw5jiK0Gs3THFIen0IzUU6nWfx+Q1a4gFevbLK4mSavXcPMZw1UMI6wTWLs5MpursjXJ3PEEmVOPSXN9FwJg4S8doKAVNgtgZ4/jMT9CeCJG5uY/Iv5pgxF+jf1UXwR+u4W7yc/NtLjP/7UaTuNLIxTWej1Kc+N7sdtiEQ1aXi7U3wP/76b/j533g/R59eoJArcWFyhm5/gKTuh5gHYhrLX59COJL0o1cZie2AHT6E3rDDssm4Ne7H1rCx2u9Uy6FiOiznqujdYS48PMX+iJel3hgiU0TZyONPGaT/agqvsAle34MW8jQVMz1uHTsUxG1kGY7uILVRJapYXCxU2BEKcvEHMwjHpmRb3Gm4WJ1YQbECEFURqoqKSjmgcXyjSDVXJh70kNkscT58hGvyc2iO2fQFLce+SOnXZih+/xsExmO17+HUFplsMEdNQkdBKo3v2rge9T8FgIOQ9WBONEbGO83rUjtPo+6o3llGrXgfuaUo3BC/qz26rf2Y+nvQAPd1xdn/AzzHvwhwfPGLX/zfPu7xePjMZz7DZz7zmX/2Ob29vf8kZfKPj1tvvZWTJ0/+Sz7aP3vUbEwNHdaKaQSqUDg1/jFuyXwZMbutOHSh9lffP3OuIW+FrOHmpJ1nIZNnbS3Hrt0tuJNBrNkNwnqFl85eojfSDcIhPakSeWWDyS9d5KLLYWohS393gqmVFCM7uyjbknK+hMeJ8Oz0KVw7Ohjb7MHcVPnk3V/nF+7agVRVpioWAa+HtpCHCcMgVxVcd2sUJ2tx5hNnOL5exOtSGEiEyVVNRnoHyRxb5dxCGrdXo6fVj9aWwAi7YNVCa9E599nT9HfpRNIao14fp6cv4Vg6F3IK10Z0XOkMVy5nyV9OcfeRHhSfpNK4EBJEvWBJKA7yYpmLD0/R1elnaS6NZ7iD537vKMtCoUdz40ElrbvoPdLG2wMa7jd1MffCHJ3rJbS4Fyfsw6jLGgshUNIWU+99nlMRL3E3mLkimmWwayRJ2rY4N58jYELJ52HXsKRsFgm6Aji2A0Il9VSKzqQXdzjBniEvpqKQOV8h2u/i2csr3HF4mOBahtbhGJ5z6xhlo2kMRD0Kttwucm8axDw3x7PHJ3j34CH8X12knDZo93o5NrXGoaEBzM4Er6wusnnuFfaa/Qzv6qSwWGApW2Dkc7egpUALb+LkDEzC8HSeH7y4wPgtg6QFlDY2mbm8Rk9rCx072pj9zEvIeID5iQ3ax/fT8YmdOJ46ISudmtYE9XhF1htcGwOQZa1luVZvWa9O3xb9VJ/KcCgep3JjiNRmmXIkQPdQEvWFCvmXJnn17CptxQJe6fCipnLtoV7yhoHqFezelWDhU9PclogzPbfCzoE2Ul0K5jUhlIuSMaHiupDlUsDDYFCS/Nh1VNrrEV+D0ZACx5EIxa5X39ejrnonRpPrkArN/FC90LTWSqnQ0B9pgo03pAHq4+wltecq9WizznLWNEhqjjWRAWeijD4ep2e4nVNfOcvx1WUOdHUx1BZjTS9RNAyqUuWe60exbZtwwoe7YKOuVQm8mMboDGFWLULtfk7+6CqqW+Pyag57xs3g3X52/qc9SK32mR1AFYK1bJWYkDjVKkurWapIDu9oxV200I8tosd8VC6uMipUIt0J2t89jHE4yPp8FW9fLXXg1CWsDVvDnS/hrjiYGxX67x3m9acXOTG7jikd7JOz3BAKcsc7W+DEPK7wOI0+kaYyq1ILyGxDoumNbopaAbciBNiSVMnk/rvezg+fmyZQlbQNt+J4dLS8yWN/ehSvLbn/m29i+D09SBPsssRC4FQcdK+KdS6PusuPojTWQu1QFIHj1CeZGpLU757GGw9Sini48Po8N7xvlOEbexjSLT71y8+wVwuxOJvDrpi098douSmA6ldBSIySxaN/cJQ72trxCoWSCVGp4RlqY6hcYHbd4M69HWRTIY5PpXk2XcajOKQqRfb/8Y1MntpkRLpYzlgYFQvTcHj57DKa38Ny9wMcf/9HmfreGUJLrzGef4mB4ml8rz5F9cUXsW64mUbWslYo0bjKSjMtJST19Si2gYL6z0qjRVzZtn7ZmnXU2BYNG1XfLYitgKLG/G01GDuS5n6qPaMegDTbwt5YXP7jOv7Nz1IRYivP21DQU5YWuHnji80bkte6EC4Ft8vCVUqh2Mb/8lzBlWNsTE5RVSMMejzsuaGb5bUiezs1Nosu0jk/B7yjeIeDCFUlNmYz8ZlznHareFrC3HKoH3OpwNkrqxjOGptzm5QCYC4VubZ7HPW+XoydHhaeL/Gzbx7n4nKZmGFQlGVs02JjsUywZNI/kkBIiTFbJaibGGwiAm70rk7cRpXYUIyzkxusr10hvv8mCoogVKgilCAE3IjTVUw9yNnJRW67ZRQ7k+fw4AGuTC4zu2nw2mqJg3aAgfEk1/s9VG0JltNMpwilsZAlqiow13KMdgY5uVymtz0MqsDpSvx/2fvLcMnS67wf/j0bahdz1WGmZpzuge5hEs9IliWZZE4cQ2KI7MQxxBhD4pjZsSwLbEuyeAQz0mh4eqaZT58+zHXqFPOG5/+h4Jyx4/fKe735670uJftDn9MFu+rs/Txr3etea92Lo30+zl5eI+NTObI3iq4q1J59Cec33kJgtUFxvUIl4CEplI5TUoQg/X0vYBwaYEqXxG2L8maJFWmTSlXYdCys+SwD33kX6XQOPeBhuZRnvpRj0OlDlZJUwyIedFNNChKP9JL56DqXX16iKByODCVYqtWYjHvRLIk5GUU/0YNJM+JShGzOD3k+T9yS3MzanDo8imezwqXVHB6fTrdLpa9iUbqRw+jx8IB/gHqjC/NHhsh9aIHLXjgxGqIxnyf3B7eJOgqhQ93kanXmrqd55OcP8iuPfJCuhJ8feNtp9oVDfPHqPBs+k8ifPcjSz5wlsVVj82fP4no0huv7xmnWYiidTIMjQVrOjvRmK03gtFVEZWvokwC7aGOWTNQ9Gut/tMDwnaOcm14l7IHlfAWt3jRgpw918ZFnszx5uJcnfnCMat5m83ObhIIuZL7G5756nX/93fcy+/ev89JMmoH9EUpfXmYkHKJ3KoSrXiZxaohqJktt0qANEDqtfMhWR8luRqYJLJymeW5ZR6cFMlozTmUrmhMSKVqgo5XC3AHXZQABAABJREFU7rSrttIvDrTk21tAqz3SvvU8QqKs1lA/m2GgJ8hm2WL2Zo5qzWTIFPQe8XLj3DLJsSjjA25uvn6bZDxE/rmzmFOjlHJVPAxhGgrXVws4Xg/r51e4eHmdQ5bJOz70Vpw+FRnRm8O7ZIfgRkfgi3qwVcHEWJJ9Jwa4enubgYcHMD84TeK/n0DGNDpD7ASUAYQkMuaiUqljeFzYdXAZEiNkgGOTydd56NEhrk2n2FxM88STR7j46hKGLbi5tMHAz30B3579OFob1rUcDjtMmepqk0qihemUVleDgyfionfLYfzEAHKzzHJdoLkNynWJrRs4YckrP/wa3lSR0JhG7y/fjVpRm1UKQqIfammwtPxrW2tCttZ0s7PKIRAKkKlZHEx4iJ8cYvWFbeY+v8btWxt8y30TaAYsn59hdTJB/O4wWo+nAyLdisb7Jsa58NJ1vprZ5v6H72Ams8b4QJCFSyV6RIPqt0ZxGkneVB+mvFxH7PNgr0pcXQry+RzXqDFYa5Ba2cQMhbj/sXEqSwUurJSpX96iJxElnT/Ip5J38eNXvg9VWugvvYp1+l6cXb5/BxLIpraJ4tBUcWwjiV0pwdbabacJZbuTq7PAbaRoK7/uzD+SrRqsZmpUQbZE29rMSYfbaNec0hK7a6cfWxvQaTOJ36Djmx5wtFNa7Y0mhcTJ52hnuas/9nPkv27iCvjJRHxUBu/Gur2NZ8jgai5HT/k6iRtfo2vjKjOJB9kIx7lnTw+1mk1qvQi9BvutKOZiiRFdI5wMkBqPUt0wsXXB4C/dwdofTjN2oIvNzQo3VjMke8KkKw36+nz0Hu2itrCNVXbQag1k3YWzVWazYbH/UJSqVaeQruMLe5noCXBAVzBcGqYlufhXM2zpVfbuH+LSxVsk9wkeu2+S5dltoj436sB+vC4Hy3aQWjMMzm7UufgPt7HqVYZ7g9y8skK/18ByFZm8o4/SjW2C2yZ23eLhYwNUL6RRAiqOYwLeXYi4dS1tyaJ0uLmUo3+ql8pGlcvzq0xnSkwth9h7qJvekSBs1lj4/E0GtnOolkM4pHD21RVOPXyIitfAaUiEIlE0QbU/wYWlPFN7/Zy7tkUFiztGR1A3K1QyVTwhAy21jeZSaXgdjKibYK2BLm0c4P53jJMqmwQejVNbzGLO5nHqJeI+D6ZbMKAVKLkTbMyXSO33cKzXBdgtXZamwy77bS69uEg4YTA0EsOjSR753gmkX+D6yzncikI5VSKznMGjCYJ9UVxXyqhTcWY/eIZuj87E8B2ER+LY62UWMxVy0ym++MIs730wzvd9x4NcfWGeawtbHPyOPbzvh8aY/50r3PzbKuN9Qc5Nr7LfE0FtQK8U2BKEKalc2sJzIgkIVFWlnrUQLokeUFu3ZUfsBwl2xiTz0RU2X10jWhcc/KN7Sf/MRR7oj7FqOKwsFOkdjOGLeQmORni3fz/PPX+b/r+osv99U3i2CrhcfnxxN2+/b5KzL80xV7NxaRbrqSyHTnQxjB9tPU/VsqlcXUH88t4W0NjRzmiq+rYN7a6psK2fOxlqWlX0Sot9b6dHdjEVsIuep73BaVLTO6CsQ1u3fjZfIpF1QTmoYnhU0kWTYCzM5N39lOfS6I0cSq+L9XSGC/NF9vTGyYk6+bumCPoN4j+xB+flLaSiYBig97hZ2YSpvhCBO0I4+zyt9uQd8ay2UBO3ClR9Oo4qIKLz7FdnKBQtMte3ufvoAGs/f4Pen51C9hsdkCIcqM1V0Ad9eNwGUkg0t0SkbDybNSyPytXzKQzdxVamREAV3HxtGZftEHG7sLuijP3RQ6AqHW0T0aLfO1oorcfaYRk7Wxy74NAo1sHrwUSjsZWiFoiwuJlnpCfEpdVtHpvqxR0Lsp4y2K5YlH7pPMM/eRjN42oWtwqlVTey07bZaUVymve4cbOAy6dQTdukcw22hI6jqCRGPdz3r97E8quLxJ4Yw30ozKG745i2g1VzkIpANRTU9TpbmSrxrhj39SXZOLdKJVehOJ1B1eoEBntZ/NAi/Q/2kPboeI4aNG6V0BM+VEVBO5dmfn2OkQNHqSsqQZeB5tLYyFTYn7/ORCDPTNdp+pNhHk4/hXq5yYx7/+h3qf7UT4CidYTt2guwjT2ak7V3aima67TNuik40mrVt7TYvE77dvu+NHeIELI1+0h0CqKFAGynCRA77d5NPl9IBey25s2u9Eyb4Wpvr2/g8U0PODpdRtLpFOrLwBCWL4RWzuP5g1+l/19471jrZ3XkIOne/SjeLkZ7o6Q3q/i7PNTdKp5KiWI9SjXphpJFwFCJnI5QzTRQQxquuJeHfvk45s0i8/+QRXFs+vfEKW8WCRsK1c1Vqjkbw/CjqQoNR6KM6yzPa9z1I5NUNmsMJ3z4Yi58XUFkqUYprqOqMDUVZa+SJO3YiHyVtFsgs3n8OqQrFQ4c72b53Dzjp/dgjwawpCQUgC67QsqlMzO7zqm9I5QqFttlm8ytAsGahssn2O9XsOZL5DMVzJODxI7GcGyLdk+4bEduqmT0kR56kiEM1UN1s4q8qlN6aY6k4eLKayss3AJFOuw3y9j1BkJpTr7s6+0DRQVbIEzRKWhc2S6hKYIbcyssbpdJxCC9UaY36SNkaCwoJdReP9VzGyzObmL5TIxyDbfZaqD57i66122yNPC5PHj2e3D5JWEjgpltEI/FmL+cwtIFByeHqV3IIcMauiVg1Eej0eC1XzvHwUf3srq4zdL1Tfa/eQh7UCX9qUW82xXCR7sxrTq5uW22ChX8STdOqo7z1i7eHb4H56UN3M+kwXG43Ghw5vw6e0bDnHpkko2vLNJ7spehVB+Nco1ctkDouTy3ZrMc7Y1z5coCS5U6d+7vp+ZoUJM41/OIFZO13ztP908dxPvmPrCgsdWAgIIeaLFEUrYKcAVkGqx+dJHMKxlG3zSMtlxHfnGbel8QK2Qz8d5hjL+do7JR5YsvzlCeiBA+PMypkyPMmzUKWZstHKQFV15ZxLcvSiigoehwYKobYTn0ll24MnlkrYGd8FJ67wDBTvHmDsBoMhCSN/oz2TGQO9yxoDMxEzriRG1iQ7QVHNsuudOa06rraBXFdQyp2B14SpS6xH+uiIwaXF7Ik1cFCxeWOPnoCJHvGKXe73B/WVJOVQkO+VszZZoRpETg5BvwuQ22ol6coJvuyRC56S36Dg8QOOalsdrA1a+30hQOGgJVCGxdIP9mEc3jJ9Uwyddr+D1eIlGdm6tZZlNZ1pczjD6do/xdCZyGRPUqKJZg5b9dY+SXTyCSbbbGwZovUZ0t4tsXJffsEl1dXqRbYz1TZXwwSr0XxsJ+ypaJ6hUoPr11EXZdmF1urWMsheywZQD2mTQhTcW0G6gBjZvRBJVsjeMn+qhWIBALYPYZ9D7RR1TtY/Xzq9TmMmSXi8RdUXQJtsdBKBJHqjvOtO3wRPP6lv58hp54hJLXYGO7SGQyyHZCY/TdI2g9BsP3TjTXRjyJmXfQojpCF9gVia4J3F8vUM2XMA0XogZbVoPDo2EWC1vUizW2a4LbV0scWy4w+MQwhbRG/eY28fe4qS5YOB4/YTWJo0HApZKdzxCO95DNlXnv3K+h3awyzm//Mx+h1GqoM7ewpvZ11llbIK65Qp3O2ty1EjsFtLK9VztrVtLB0m1Q0mKadutqtBmKHcDQ3kuylfJWdtInu+9vm0XZdZZv5PHNDzjaF7WFHAGyf/Qy8XL+f/kcnvkrDAADPE/OP0bOsxdl2yFfaaCXBWnvNg3bIep2Uc5X0B2L5a8usOfdU9z+H7PkhIKhGmS2C7CRxS41ONAdZGF5C8s06fcFkeg4dRPL9GBWTd78rXuwGnVW/naGVKGGbpnsHUjiCMH6RIQ+RaBEHGq3a2xVGmxvQ/5KmuVChcGJPlJLl+h3TTHo97Llh1C3C8e0UOI60WM+Qhs+erqDBA4HyF3OsHq+iGGb5PM2943FkV0eZl9eRdMUYl6l1QXb3CSOdDp7px1N+vb50IWGMaSSnPLgsQVul4FrPcvt6Q2icQ/GoW684T7Of3KJO69X6I16oGSiOzamrmPrCo4jOfavxpn7yibejIvekA+JQnk5S9ylYfrcjA3rNBoWe4/FMdM1CptZlPu7KKdMjD4T3adi9wo8jhsQ+L5nkAfsIZb+bJaFUoPwyQFSL8wxEHbjrkvyisLM5xaoLDRIHE9Qd2rocR+GW6GCw7FDSUKnYlh+gXxuExkN0Og20DweXAmDwJltSNcRJ/uwojruUyFe/40zxE+OUKnU2crmmRoO4U242ffYOO7FBiuYFBwLjwrVRp3IWBC3X6dca7BnIMztxQyL1RoTiSQKguKnV9EXq/hGu7n+u9cY3CjS9b178E15Wuu8fS9axsRxUFZqOFeL+Hw6AcNNza6wfCNNt8dFVvfhD/nx3Bln7q9nGHe7UP0+Fs4tc+z9U+Q+vIbPEriEoLhVJF2scd+RAdZWM3hvaQSiBvm5LK6Ai+X1HD0DIfRvGyKwz/cGrQvR8v5SiNZ02J3otpVF69DIb8gn77KJzSzLDhvCrhTNTt9Da022BcNarZ7t+i3RMuC1j6/gWzBJaYKUtNjO1llZyBJ/yWbfoweajtYD3iEvVvt92LQl2GXaRng0NjaLbKWreLyC1ZUCRa+PygfX0QdTHDwRR602KEhB3bJREIy8bZDVhkIlVyCW9HBlJosfUCWMGS567okRORzBvDvcukSCdrdIbCCKq+xgtdqZG2sVCmfWCZkOomQjpEO+aNI9GqWYKhCZCjH+42NYlkNSKDimg9IAqcsW09QaZNnyUW0mSIhdWkWtR30ZiVORyICbSy+vsLndwB03WChXaWxb9EQ8bBQq5D52jUOnhxn6jgGsxW7MYh3LtNBVvXXOdl3ODphpx92aFPiTXnAsLMWiWKoi8hrJPh/FT82zptlM/tAhbMtCkwpqukIjI9EOBHFFFOpPrbF6K8eQW6Pig1rNQlUNNvMWBatBQouTV0x6PLCWb5BcamBMGHR95wjCI6j+6Q3qtsZUzI87FqCwuEqqWMd9PkU4P4/WqP5/9A9KLt8i7XbUaDsgor2MZdv/73b2zd/bMvvt0fM7NR78k9d2IM3OSdusSPvRTht4B5J0ztA+pxA7fV+7PuQbcnzTA47dw/XadyX5j7/UecgWKqguVKuKaYTBcGP6+1AEuFfPveFUDc2HHR2kkTXZbjS4Y2+CG9c20V1uklajWcAnBIqQVJYa/O2PfBk9W2H82F42VldppBto/VFuXlzmtqGQcFmcPBqhvOagIInbDi6vSv+RGHbdwSzXufHVJQaPDhFza3gcC+EW+PpUVFUh8K4hXNNFxusqqU810NINEqg4G0Uef/O9ROoO/k1Yq5gEHBu7CqoK/rdOoGxaDGfAutON16/QuF3h1sI2e0YjYChkciYBt0a1UcbMZ1Bk5J/wb8pOtNmSFF743BLF2zXms0Xs+QqjE0mG4n5Wbul0hUPg86EdG2RwJo2mCDQJTsWmequA1ePgxN1IxUG9L8HwgAdXvkGvolCzJOmP36a6UsIa16g1BJWSxXq1yPGAD7dw476rn3LEhbA7FrRTT6hI0GqQ8mzhr+u88vkZ7tjXxVhDpZIt4HrHMAnDpjZf48u/+3X6ukcJeTyUUhWOBF0EtnNYTg8KOr0hP4rfTTlfZ+52kckhL4NTMeyGg1NyUPI2t/7hIiPHB1ixHUIuFwf2DbJdN/Hd1838jTTBbYcvffYyg70JevcnMfoCaMfiHEms8/yNDY4f7GWv381r01v4r/jRD/nIrudJBvxoK+ss2jD6Sg6+r7mo20qGTQKhOSsFIahUqxhWg7lig8bT8/QOhfAEDc7PZekNJLAl9N6TJNLvhUyd2tfzNAZBPR6mJ9WNebbE+MF+tm+sEw77uPa1RfafHODxB8cJ+t2k1ytYFRvdcCG+dQD7gIdOCkGwQ/Hutpe7zehOLLATGAAdXYEO+SGaBQZKq1i0o1jaPnGb9WCXHW8Wjba7YwCqn1nG/XqBzaEQJdOitlkhv1GgOp8heqq/SVF39D5a32kXzpG2g/eLG1heF964QaQMuc0tYkMRCit5+o4Ocu3iPNeLK0wqvWhRD7WlDNtCYeTtgxQsi/O3NtkX7SdfrrOcWkO6PLzr/n2E39SDIySWV22me/Vm3Uru72axUiUcP0jZrHMxqtCdE2hDQdbyNfYOJggeT/KZD51Hz9bILmWwzVG2X8vxpb9/kce/+34S+4I7+/cN96PZWinkrgrFllMUQuDqD9FY32K7UCBdMOl2K9y+uUWm4eD36PRFfNQvVqgrDlaXxdLSJqFeN9q2hLqDJ6l3ohIhd0AHu1Jr9odmqeaqLKkVri9WUd2QuylYvZgh5NG4Pr3G4S2bB374IJnXs8RcOp5DBoqrKd7mS4OJQ9bRyGZqLG6W6Z2MMH87TV/fOC+9cIWHHthHdmGasmYTOhJFqzYwP7OO+61d6HmHmlXE0x/htWvr5HM1Ko06vV0Jui9d/mcu5Q0+4a67MA8c7FzUHX26tm3cSY0017rspE5oiXa1B6khOqikdXnaqUTeCCpov1zuAtltdmNXukRI2rOA2kCyGQzspF6+0STHNz/gQNmJrACqFUL5mwBcHf8PZKZOs+edExSf3mR6IcV6zaFYXuAdb3qAYG+MmxeXuH35Apq7Tr5nL3eM91N+eZl94yG2CnXueWiUtcsrBHxe8GsEAy5qqkJh0o/9IvR4glTyDSxbYctskAgGKZSKBFSb5B1D9Hd52F7P4Paq2HULRzpYyxaeMYO6lKQNhcpKhkLdJurupd/rwR9xkX02Q3dXkPlnN4nfGaevppDvcZjyhwjXBeklwaBboAmFkLt5mwurNv6YjeFXcQ0bmJ46qV++gj0apTui4+saIF9qsLJR5p57eznz+i0ePDYG7gB1doxVW8muHcmKVjtdJOEj+zfTHP7XR3l1dZYl2+L2a3M0aoKVG1tcvrbGt9xzJyN9Ec4/s85BzYUrJNHjOnbMjXRJzJrE5QJjLICgOazLLwT11TGMW3XmNrbwmRorGwWG+13YMYEjVFQhcEddZF7IEX44hLZZx/zICmpQJ61C8C295M8XmZmu4zf8HL57EMevYUoQ0iGxJ4wYEzw5+The4aHx0TU2P3+R5bEexJ4wcbeKKDm4FYfzF9c5NLGXPfti2LeLFBsWHp/CxtUcL3/iMvXUJu85dQRFKigIgn1+9EwFMeEm/VqB1HyKsg2jA2Hmr6Q4co8fKSW+n5jg5I9sUMo0KKaLRFHwrFcpL5WIRv3MlxxKAS/37Yli5XO0CyXbtQ4ChcXvf5bxv3oIU0g8++OUH2owfD7L7O0txvv8nF3PElJ1zrw4T+JoDNmoI3p0ZNYiOhJhpVDihZ89hx4xuHh5meNVm3rDIRT3cmUjTeX5Km873o29USbsUjAbNq7vH0OcDLcAgYOC0srTswtftFIg7U4SOtOLWk/vcvQt5UQQO3UcLXXEtjFtduS0g8FWO6xDS9a+malrv6GZklFIni8jk14qfgU15KPXJ6hWTe769dP03tvdlC5vUqFNRqYz2bT5d7lUDa3skCnkyN0ow/5u4sEgPeEQy41mnn5wOImI9VKo1yh6LQbDPSSTBtk/ucSBZIihUz5KUTdOyGBp2UUt28AznGTlz2/T++MTtKGXEFBJ1chezDJ/Y5XT7gPNCThCoAsVl6JxezbHYrbCWtVCW9lin0sn9tAYXd/Xh6ILYmNB7iiEcLtUMHbHC23BqCZA3ZlZ0/rzO4i92fFUtWpsb9W543APX315iYHRBMc8Oi6fh3KXwcL5FC+deZprn7nOv/rv38/t2U1qZoM9e/tRtLYmyk5XhmyBmma0reItqjg+N/O6j0QghxzzEPB5Kc6XiU6ESGExd2YDPWexeHWT4bf3c99DB5ESNOFQsRVub+a4822TFIWF8Zky+VsZDFNS2q4yPtKDUrFJerrpuXOI7HSGm88vcGAwQfx2HbffT1AY5HwGC6tlegMGMX+MlxfS9EVOkazPEon58M6+8AbPIoWg/Iv/Gen3tX09O9oYu9midhF08/+iXfTMbqZBaV3yJhBrr0XBLmzQARLtHSSahcmdtNiuKbzttE7L93Uyj22QQuvz/y/D8b/5UGQnyFKQCI8HJxpDyWwT2n6V+tpJFn//CppHIWELiuUiI95BNi9usHl+E5eu0Z1XGUxfYV0P8UrOJCltLs6k6Ur6mdvI8cA792O/soEo12jkSmx82sWVTyzwvT94D9dfWUT0hNjOFdE8KgNhL/sP9JK5sYmrWCM9V8LvcyMVjaqm4BRs9G4VIRVe/vdX2E5XCYaiDB1J0BPQyM3m8RhJwneHWf3zdYKbdWJHk5irFq/+3Tl6Do7Tp+l4pMnc9CJD9wwTebKfurQJDQmsRZPGr97kr6Y3CCX85NbyhG4XiMcC5GoVqqkSowctLt0KcKIvzlajQvl2kR7Z0lNuL1xa+g+CluAWuE8E2PtX9/L8T5+jPx4h5HNTGO1mNVPi6F09hK9vkigBYZ2xoI7SF2J9LUvskA/VpyNrJrqnZfAlmCULVAWXV6NSrmCWGvg1A7chiEaC7O31UC418CZ0TM3Bcll4D7vY+tELXFjZJBmJoJYa9L21Dy2kUDFCRAI1IuEAlWoFe7tBI+TF3d7QuiQxFkGxBPpohNifPUrpH9eJj0VoOPDB93+O+JzkkbsH2Xp5lkbMx5ZtcSwRpVa0Ef/wNR7/yXfxgz/zKgP+CA8fH2Xdq3Dx8ip7h8KE3SpGtY67J8K/Gu3GXCtQSmfJ5ir0IJHdOrG/vp+IJYj/1Sr5l1cxaya6S6XUF0BZqqKWdfSqTegHT7ayB7JlpJomJ11zc/P9z/PE3zxA1SfxuRRW5gvoQuf3Pn2Jdz9wmBvbRcq25PWP3MTbMEkc6OLc6wvcMzVArG5S2G5g6C72TfWysJDj9OkBArpOciLG8aEE1z92iWOjYaQq4Ike7AfiSLUlsdxmNlDozG3ZnbvutAru9I7RFuZCtPLULfXQtopiy6QqnZSM8k9YEYlj2ghNb55PcVpRYgvSSDB+axpVaNxOrXNhwU2yJ8C16xuUrU3cn7bQX85QuLbOwc89im03HUETxOxIRm/92BkiEQ8b6SrxQobLq16eejHDd/3QcQb6Ivz1Zz+Khz18y9v2sJ0WmKkqmytLjP/CYZTLGq4xL/ZGiStz22gmhCwNb71K6pU5blYtnF+9wMB37UcbcWNLB3dMp/9XD9Fj7Ufz6QghKcxnmf6JZ7nvHXcR9auoaOx97whz/3CZL86sE59P8b5ug9qb+8h+foUri1UaV0sc3OMFteXCRNvhtViH1h3CbrVai2ZLrIqKWa7jslSGH+/n2aeWiMUDnL2xii/kw66YmM42i2sV7jt0Ny5PnvO/eYFkV4WBH7yTF//Tsxz7seME9kVQhOyMmID20nBQEKRLFq6oF3/NYv99U3zqK9dYDza4f6SbzatZFi6u03u0n9vLOY4oDsnTo806SSHh4ylUl8FUl5faZp1yocy246BImEwGWMpWSZUliizjz9W4fXGOU28ZRzoas1YD+ZEZEgENI+Cjls5w2FDZcKn0v6WXyYzD9ucdcg//Bednt6gEUrz7+o+gNorNayYl6rVrmMePt/B0qxOlBRraLemKUFvMXEs7RmnVKcl2fYfT2Q3tFS3a4FyqyNaMbjpTdtm5htAExR07LNuzoFtLX3beB20Sq/057XXwjTu+6QFHu0ipQ2gJSf0tb8Xz4Q8xkP06fbmXUeROG+wJwFa9CL+BmehBUQX6+jUA9qU/SuHBj7DnHaf44t+fJVATyDo4q2U2typoPgPv2waonN/kuANbr8wRwuHgW7p5KlRm7q83seU2E3WTWq2BLOqUKiYPjQTg7iSNowFq+Sr5Z1J86oOXefsPPMDdR5LMZAtEhwMU57JUNrfxyUkctyD8fUnsfIQbfzZNYb5EcqyXiEeh4NhMHo5hb1Qo1Q2k1iwu0twaG89M0z0U4e5SndGJOPbxAV68tMLF6RV6vQEe3dPFq8tF3vSQn5UbWQ7eO4zdC5U2zao02+baw5Kg/cOBoqT+O7cYUFzIbhfJd/ZTe3Wb5U+usP3pPMPJIMPXchx8ZxfRkRj2ep5Y0IsJbP7xNDe/tMEDP3KYxsMBhAK6xyD/aprFjy6hJLxsFyxuzKzRHfWhxXxMeG0CmxZKVwBTqiAEaszFF25v8ZbHJsnMpKiMR0i8bxjbo/LkO49w8+uLPP25y7z7vrvQuhzC3zVItSWL3HRrNpW0yWtfW2L79+f41qN9bB0JIdJVfvDAGNlxhc2Izuh3DiA/vkkw5sZyTF58YY0jj9yNJ1fjP33gW4i+tMRtafPyuXXuOzEEtTqm6eAejTBkwvyVNNcur6GEfdw1FGHlp8+xslzHW7S57yfvJNsfonq0RvRtw+gDOplnU1x5ZZ7Tb9tPVBE4R7QdcaxWGiX/wy+xkKmyty9C6remCf2HCTzv6mPSFnztIzf40Y89yczfLvLwgwdxvBYf/cPX2LcvycDhLj7+1FmuzW/zrifvoGd/F/GYF3+fl4pPx9quYJUdtp+bJ3V5m6nxMAuaRvdDPTQeiOwUwNFaB+3IbVeRW2s3tiKwdmHnTvtnZxJrWx1RiKZgErJjmC21JR7m7Mz8aA/IVDR1V6Eeb/gu+ee26LU0pqsWy4afwb0xXv/iDbbKDZyqxqupNEHdoNYXoX6mQVCxqRwzOgyNEE3HPJiIUlEs1IkefPdOcKhkodnwwt9P43a56Fa6uO/4IC986RbBgJfJYT+BXzhC1asiAh6U9RJlTSJ9bnxdHgyXC2c1y/XtGj26QmVDIfVcnpd/+EUG9sc5+D1T6KMuNL/W7HxxBB7NzdjYHqYXikQCbkJdLr7052d465smOJOp4NUdpi+lcL4wx8kf2st7f/FBlJNeLNWmLaLWrG2hpePidJyQUFtTeWWLAVHB8HtwdJ2i301dVcnmq0wcGsZnO9TqNb76/Iu8J7YPVbOwGjojv34YT0SlXrY5/TsPorrVVpJN3XGA7ZSYgNJv3sCTd/jj2WeoLicIJRKcHIjSNZzE71W45YXJfSr9QmVPvY73392N57AXkCio+AJerFfX2VquUj7lZeuz6/T3h/EEfMhCjcd+aAojJpH9BsXZEsV8HXfJ4c73jRM6FUH/6DradIGXLs9g9SWY97sIF0w2/vYyhy7+JKNUqB/+HsIHHmbb38tM+X3smdmZIG7uP9hsfW0itl3pjzars1sTo60N0+wqES35c9nS4hDSRrIDkkWr80Rpg3inVY/UKTgFpa0q3ElTtVpihQRUUCyQWusuO51uMDoaHN9YxPFNDzicTjuF6NCrpZ//z7CyiefrX34D2Ggfql2BfAUjn/1nz92nPsvV16OMBzRiEYWtbJnnXi3R5zWRLhelVIiRH57CWjfp+tYR5KTO4mtbyC8v8+QdI5xd3GZjtcj+wRgjQTeO41AslFGdOo2Mh/Qfz1Ga3+CkIVl/+iZfr2zy6MFxwrpEM2yCP3cnjt/AWq1y88fO4R+LIXo93DZNSos5tBGHnoSPS2fX2ZP04uv3YakSaTWvgzLRw61XNgn1ecm/ch777gMMRfyMxAJcmEtTMFQiAxFiio2IShqXNlBisTeIKO3o1zWjpSZLp6IEwfgPexlfs3j2k3M8/4tnkKrNyGCc3EoOr08HISh8Zpl6poAnHiWfqRKsesl6ddbsCqlP3CJ0/xGEUMh+PcP1Ty0ScRlsbVRYSufZ6/UQ7o4y1u+hoTmktyr0uJvBRU2AeaXAkKwyczONYdsMDfiQXgVpS+w9Cpd/b5W7R3ooV0GrNFAsC0oO0t+cMqug8+wHXkfaOlIxSHsVunoNGrbDllMhuW8An9fG6fHinAjininiUjTuHkniOdbDxutprHyarg8c5caLKRIRLzevrdMzGKK+WqLrXTFm/nAOR7HpHQ+TPNmNyxJcrTeI12s8j8XhuML1j8yg6Sozf3SZvlO9hEyHkyd6Eb0eZj8xzchP97eSEtCep0pD5dHjA3hdglulKlGlyUPVdIUH33GQrQ8to9brcGWddcdhz74kRYq8+PlLHJ8aQVddrG/mODgcoW6ZKC6JqBS58NlZ7ugJcl/Ehyfm4YNfuMp3ftcBnJNRPGeqyDE31Z52+WZ79kmb3m19xQ443TWifBca6eS+5a7IrPmnNUGubEZ7Qtqd2gOgpWIum+Bkl+0UTSuN2pA4Z7JIW2O1XmF2c5qB/ATHRhJEDnWzdXuLbB42tm/ilhH++sc/xzseHCc5uRf8WidYUVZNMladC6u3Kag99GVLZHM2ihQMxBwyLoFaSyK3yzxwd4LABw5iOzZCgLVtIr0GRqGEfzTCwHqdpRtblOp15ldn2Xe4j/HhYf7+uad50/RD3PvoHrRKnau//hoDPzBF4r4ukAKzZvP6n9zg/kSYZJeLVcfm7z4zQ9DnoTQV4l03Q3z1xgbnr5xlMryHek5QdJcI2wqa0JBCtH1d555IWvNl2nL3ouUYARyH+kYRM1fEuwZvOzpIMaAyN5NmbjpLV9jD/cce53M3L3L3mpfoHUnUpjQILkNFKjv5r2Y3hrrDTEmJsAVG0I2/3CAYOsnJO7qYuDvE5b+fQ5aqDBTg4e8YIx8fo76ssHBjgz0HIp1knFpoUFgpYFYk2r4g6oDG9FKGylqRgWQAn1tQcTWwFYFccxAegb5icuuDMwT6fLgMB7UiyUjASLC9VicsJO6Qh+TyAnpxAwDPH/0+ffw+3UMjVHoPwszOOrOPHd8pS2kv5NYKb88wEp1c1k477A5T3Lrmsp0kac8Jkq3x8011Z9HuQGG3mF/bBncIKzrFuQiau1/dYQrlPw8E/mlI8P/28U0POESnUGanrkZU3FTOp/iXZ8/+y8f21XXsex1G3zlCAcl4fwTjepWuXAnFb2CO+LFuVrm+vI3rywbLn2gws7CJEfaTVBVUj44sVQiMDjO7mudYXMepNnDVLbSgg3K6m+BUkKc+fI53ngwQrutcL5bwvr5MvKYw7hpBrmtc+q1b1H0Kbp/k4nOLVHAIe1QGnhjGPF9gLBagfHaJmJagIe1O5Nf7WIyBx+Os/tpVrg8NUpxeJdHTRWk1R39/FMPjJuEX5Cs2m6tLuO84iupx0WaHkDvFSrIlJtPUSZPIsxlMt86FP5nlRirLgYP9JPwGN+fSTB4cYHwgQCW1gbPtIHQ3ulSIJn003Bq9XQGueSpYvV0oAmrXq6TPZIhNBMie26LuMjl+3xDLNzMU59LEQ3GCfg/+oQA5IXDXmn9j/Xev404ICqlNZFyllIsQsSxUAdf/62XUrTKu/WHMXAW3V6F4bhUrX8V49yRCKqhCkBwOoGZswhPj6FjYEReN1zbpyWrc/o2v0v3i+xAaOPdGoMdD49PrXFkrsHcqRkGpEQ740M+WMAyDS7dm2D/Rjb8/ysc/8FWe/O8PE+/1cvHyFo1chmdXF3j/iTfTFwuRWqhyZF839XNFvPt6CFcqyGKDmefX6O8PceRH93Lr92+w4ReM2gKptqP5phEyXQqibjOXLtG7twunaOM0bCrVBsU1k2uVHD1lF5kejaRLw4rpRPUAS88uc+qdo5z58hyHDvThDnip9cALf3aZI8d7mTiUJJC3CCfdLNfh6AMTVB4cxl0ysQ67sQPs5OV3Ra90DPFuovifGridtIiQ7cTQLoPYYj8Q7dQRdD6gnRZovV+2EY6kVbflUH1xm37FzbbLJhP2Ea9Ocitb4+hQnP5encIS9DsmkZEj5Ep5jvk8ZDYb5D6xSfTdPTgBQWOtQvmDqwwqKoe1Xs7aDi/MbNLfnSRWqbP/pw7hHwvhSLtp21UwHav5vaTC+n+9gqfkIqPkeeUTKzzwxCHW1lVyTom6cLG9oWPcH+bJb38Xr39kmuK1BuOaTpfXhX2rin3cQg1ouCx4LBGnIRyIeFl9ZZaxiS4OjUZ45nfOUNxe5m1vuoftzTDW/iTqRJjomIbw70xO2enuaaUubYnlOCiqitJKtbSnicp0A6dgs5238Pi81F+fJ+83ePGVG/g8cbxehZFeL/f9t++FgIq0bGyrmY4xs3UcFfSQq9WrvqOE2f4i6nSFpbyF9Kg0bmeI9ET41K+/hu3WmaxXyXs1zA9tcKFs8uhv3cfRk0PUUtAuelRfyFF6fRl/Is4La/NMXezjvnvHuLiUo1Rq4DbcXPrzGWS5StYGchUGQh68owkmvm8C11dWqK5UCQyFWNko0KdpeEMuGo6C4VL/me1XF+cJLM53/l/47d/pFMbsMGvtHp9WWlHsFC3v4GGxcxlgp/a5Jd/fUSzZtVV2BNM6FEpHV6XNUO3c3xZbK1vpyg5VJzsZzh0BuP/LcPzvPcQOumvfQ/dH/hZ/4QIAhUNPcD74BPtWP0Mhfohp/wkqZp5wPIFcv8VmapWAIjlmX0O4Q1TGv4WAL0bjSpmzt9OM9RU5ui+O3aiDpVPL17n18hL9UR/PvbpAsjdMf9hH1a0znSqgaArRRIjUfI7RiQilhQ0S8RBKwsfKTI7YAR9eLcg9r/SxICW1ksnhd4xTfW6NYJebWtkic2uDBXeZwmad06Mxaje2MWyIx/1sPbuJH41ioYHWG8EslpFOsNnyhkJjuooRNOj6j/twn8+y/nfL1GoWwYEIaiTEZipPZdlirNfF+JFD5L06TqaMFz9ttUeUtuNoLn7HbEab+aU0lYoOqs3YUARvzAMSkkMhUstZAi7B/O153jm+H09D4qgSU9WoWLC+UaBfjRL7sX1UrpW49dR11GWVq7USDhoj4QSVTYtEv0rF8YLXC4qBtpUHaaNocWwEMurmYHgP1bU8s4Ec0UkfQhE4DaiFvQzfMYQlJOlqHc3UyF4v44ooGAAKmI5NoNsgqIIMKqQFhP0uxGSI+o0ayZEu9IIEH6h5C67lsFYKVBt1rHyFpz51iff/xVsovJJj9FCE97uPUHQk3qSf/UfHuPqxJU69tZv97xlm5itVcl/bIns2w+JmkamJOEoVXn9+hljYD4MB6qaNIi2cus3yl9aZX0gz9dZhVr6SYvDhLhwXNPPECprfzdxWCV1KLJegNlOmvFpCqZn4hcW937KHm59ZoFxvUK7bWIaFlrM5edcwNy6vMbuSZnRvN2UquCzBxESIAaFQzpZxx0I0GjWWlrLEPnAHNSHxNiRmgJ1Wv5Z+Q8eEiZ1fRMe4tcC/3HE8u/dqu0uEN1DL7NDUcmfldbCF7aCoCjtlqM2oUlmtk3s1Ta2uU3crHIwY3MqW8dgme0514dwfYsgwqa+bKJog4nipf22V2nKGrQsqwQkv6ukIylc3uXBzi969XYiYSsgTZGrbwIgZ+MIutICKQ1P1VXGaE7Qd20FVm1R7IOBDaVgEDkzQl73GerZOVzJAcaNIRRSJm4Kll1ZZX9omkAgwisFGwaacKnH4iB/h1wCB67UcmfUKZWxq1QZjoShnV/Ksrza468AQKzcMqrkSiScGEN1eSqJC2B8CWhUCnaT/jtKkqijNZgrRnsuxc4+sF9KUr27TMB16DoZ4+csqpmNjB6McPtKLnbeojgVIvbZN/HgUPKKFBSRmvoEW0JtRvpAdRdw2c6UgqL2+RX+mgfFIL5MXwpw5t0h31EdowMvUtw4RPRqnmKrxWNBA6E0Wy9PXnAmip21ydYErGaIRUAnWByBVYD1VZK1UpSvqRbEcDh3sZWF6gwG/G++6zWulCt0FH9XLaZYzNVaWl3nTwz2M33RRr8ON+SwHxwLsP/OLb3AjtXveDMuzuJdvNf//jieov/+720URTQIYOnaxvQ/aqfxO11PzBtAeJtjuIunsF6k0536190ErSu7MuWHX4m+9qSkVI3cB8xb715lCu/N5KMoujL+TFv9GHd/0gEMI0RlO1L7Sanq687z8kR9kOCvxfWSbyOIHEU+GcA8NMq+4sFwn6VEVavkUM7ePsDpvEFBDBCRcn97EjaSaLeKsQn47h79hY58KEj6WoPLCJpMxD7YKvoQL/1QM93mFTelglxpopiRkVdEMHcXnBdPGzpmYwQZO1IV7PMncYgph22yd3yCwVeaWtcxoNAhSMG5VKKKxNpMFt0lqa5ugEsLK2Tx6fzeuGzleMzeZzEhcrT2vKoLaawUK+SpGn0Y63SCbr6NpKjO3M4QSVSIhg0ylQljxoCqCgGWTqZq7HEnTcezkDRVcRjPXHu6J4slJ7GCVXMBP2K2ztJxldLKL3mCAcMxgpOcEpcUSmulgq4C08btdmFvb9D6UQHk9z4UvrhAb0thy1WHDoctlovk1GrbD+lKO/eEkPp+DH4momdiGQGttMt/jA+ReTlMPe7jzRw/g9LgQUpB/dp1DI0muLczjTEaYWZ5mWPbgN0Ge7u9w+opQ6BrrIr+6SWOxzOF3jmIbKtYr61w+e5V9XYNYAzr2pRK+qAt1zYI7k9zXFUIqCnfuG8BzyEfx1SxeVcGlK+gJBSfksJkvYtdUCr9zluhHHmMgvI+31P10Cy/X6iqb+Srj7x2l8JHbHBr1EHELvNKicfcY25kqszfS9CR9lBoS9UqVkp2hYYD7kB93j0Hk/WPc/MDznBpKsnRpA32rQMxjcOvqIr2D3RQ/ucAzz13jnuPD1CUcONnL8soWvqRBl61wYCDO+lqRar7EyQdGCA1FMa9niWkaSLCWcgz+60nc4xqaW2B29piknT9pz+LYtQPf+KvTivpadLt8g8FTOvN02la4HYl1mJP2GpTtZ3d/RotSUQTaRh3jCyk8ZUFmzKCxUmXp2jYZx6ZnPIwTbSqhuh/oxi1AtAqfi14bV7GH2gtpipsVovUwcX+IOwcszEwe/8FejNUKHgHxA2GG3t6N0NsdGM3PxmzFlBLkCynStQKH/EGWGg6FsJ/rz88x0B0g4veSdA2i2Q7bqTJeI8iJd45T+MdZAqeTGF0K4WEviiKobtbwnNsiu7YOXTFWNhooDpTyddzohMejxB4dJH7Ihz4ZZvXFDfSYQlgJg2j5+043SpP9kbuuW8c9CmjPqzFsG9V2qAmBda2AKR02Voo8cM8wW5kyuaUC/nwNEXCTW6sx+c4hXH4HauCJ+xF+0ZoH0nKEu+6VfaXA0o0Cw10B8l+5yla1yshgkFrVQev1kTwax1Zg5kvrHHrPAOYaePpas3kQyOky5etZaFicW89TsyFRrhPSdWI1h9pGnjnTYqPcgGoDv6/BlEdnoMeHourYsyX8NRiOevjC5VUmAz5yVh0ccIoWNdWHz+5Mj8L9cnOIpzm+lxvv/k3cbzlA5J/wdWJXS7HsMHLqzgyfNuvXZtoFNCXmW4zxrsfa96zTUCt2xPR2A/n2zw6zItvnbF2q9od2/uUN7/8Gj1L55gccivznj1kHDnR+D/3rtxHa9dzYn/97APr+J+dqBLpY/w9fQVUDqJbEozksbGa4slyk37LIZbN4nSTdd4bZfjnN4M8fwVYkdtmidLmIYtnk14s4ukolU2R+XvLoRDcuJ4uYcDFwLAFaMxoIL2eY3N+HatS5+eVlptwKAxEvHlUjeGeA2PUD3L55DbmSx3u0j1eeKaILhY3VHNfzXRxSNHq3FQpBiLe+vyMlK40Sl566xckDfRgWuANuVos1jn/HfuRcmRuvLRFPetFrDjOrC4zdd4jg6SAdI9+OVKTTqr52ELog89llMl/PU3I0ElEvsysZQltZ4v4ExWwNt0tBC0kCwkCpwWzZIrZeIR9x0e80GHj7EJXnt8i/msUX9fHq65cY7Rvj5IkkM9MbqH0uwuk6W+teMoUqwZyOls2R7I0htLYzkmj3RCl9dpr+nzqO7DWgJimezTD/pVWE7mKhssHBepiNVYEWc/CPerEOhnco5qLFSx++QMjSue/NE7gcQa1ms1LM4kNDP92PCWjzRcyeCKXFDGIgijumIzarHPquSYSi4g2ppGs2y5Uy/QPdqEHB0aPDfO0L1wn/zGEqmxWWP7XAnfeMce7GOteurvMtv3CcjStp1IZJzVBYWC/jhHScWpnkVISby2mOHuji8oUNevf28NrfzVCxa0y9Y5Chtw5iHAgw6fcxt1VktDtItSCpFepEPFGym3Ucp8HUniRjj42z8dIKPrcLt1/n4uVVJmMhUoUaJ6cS1Hu99AbcbF1OYzUAl0D4NKwf24P/aKhpTIVottz9UwMoWizEGwrSdr0eWoC13fq6kxZq/qvQEdmScldU106htDtgOqQlqtJKw7QDuowJ/7iMdDTE6W6Wz6xRVxTKmiBkuLn3Jw6i9OxK1UCnbMH/xACiZFM/FERNuqmdL6HfztO710/pC4voj+7DvVClUbMoXM2wfGaNnh+ZwDXo7/xNQhGoisbyx2cInS3RawuqssHVq+uc2tdHfshieSmDHPAzeV8CSxNkrueJ7A+jjPrwRocJDAfQ4noTgEmJ/je3KaYlkUPDFFRJ7XaGXL5OdyKIrglib43gSrjRoyrFiwUyX12l5139/4ThFe2At+mUZGfc3a76jTZ7qZDVXUQiASxZJOPxUbHh5KkJQn6N7HyZSG+EUjbLrdUyI1sFnpvNcvr7J9j83BrRU114DwY69QPtNE5borux0qC7oeA+FWHtjxbJOJJDySjLSxm8SzXkrRKbSwUSo14Ul0D1C17/gyuc+PF9UJfMLmwSKJQJ74njnS3QEw2yvlWhIRRGD/eRXciQcAncJ7pwvZ6mpGn43TruiIbicxPVFVzlCsaecVZm1rmULtPb5+f4u/cy+/UFng7/Ao/05hgIgbI9w9DVDwOg376B96F9GHGjxbC1wNquIvo2+IbmNW2vbNla120Wr30v2jL+Qjgd4NARfpOyU7SM2KmT2mHy2uzVLnjSTou177cjWo5w93tbe+n/Ao7/vUe777/5e/Ni1779O1BSW3g+/BGUtaX/5XO5ipvc/OiHuRw6Ra5YYTziZe9kFK1QImKF8LpARj3IPo3bB+JYfz/L3T+2h/QnVvG4vdx1fITUC7cYD/s5f32NY4e6GTyWwLqaQdoSGVNBUZC2QuIHxpn9/SvkdJXJx4dIXsoQNR0sq7mwlW/tYuAOL4sfucXUgSFCphtP0EUu7ufSja9wwDxEb1cC+/uHsVpOQEUhGvBw95OHsOwSX/nkPAfHk/TF3FRvZrlxNc1YX4STbx5k5TNzhIUXR5GIbnerc2B3RLqrw6Co0Mi5EXaJSNjFarZMd1DBW/ezUWlQu7ZBT38Ao26zbLjo7fcwMl/AinlQQjqo4NsbI+AJsv4bV4nENQxi3Dk5yJXzi+hdYbxX01R1nf33DbH4+iZXX1sn0B1gfyNH0Oei/vEc+veMIPq8dP/cEdQeA2urRukfU9y8lsGpOiQ90B3q4vL0Nke6e5jeKDHc34tiqLSbyc7+1ws8eOcQqVtFFhfyGJkKwhNkItmNa8iL564e2LaxMiZKxUHPmVz5m2vEhzfp/tG9iJgPfaOGWzMo3s4S9eh4ghqyajO8XeXxE6Pox3upXSvgVg1urRUZ2xOj2+XGWFHojkQZeF8Xn/7rsxgNG8NnMBp2k7mVZePmJvZknHzd5OzT1+nrC3HkjkmKr6So7a2hH9XplQ2uoHO7aNLl0/jsl69w/OAQ99wzxic/f4lv/c5DPPOZW9xxepxA0GD8nhHyry/ii4Z4aCpJcWGbyYMhMmfW8VRMvAGN9GoW/bt6EYdCrWm1rcr7toN3mq19UrERTisK3fFx0E6FdH6XO84P0dmXLQpkl6Hd2cEdyr81xnun8FHSHOutQKu7QhZMPKs2a3aDbNoiofnp8cPZTIOugEbu7xbpPh7BuT8GisB2TIQjmo3eQoJfxX0oTPUrG+Rey6A2bHIrWZS7pqh85QbOWoFgOIxINXjl5ib7f6nIod87BYGWUmSrVqHv0SFUkSPzuQWi94epvrbKP3zhJn39ERzLYWLcQ/hEFAeH8D4/wtPsXDDuiKKJZsWvJSQagmJGISBNXPtjmLNZcoU6mqZQ3yqjpcsY/XtRfSqVpTI3f/cSQ++ZIHQixg6AENAa7yB3sw2ynfHfRfmLZsojFNJRDIXI3YN88aPXuGsszIvnlxk80EdkIoFflZirgoXNMqUGGOtVKksN+t8yiNpn4KjN2R8dxquFfWafW2XzY5c5tq+fmct55iNRZCrFVraMr1ynXnOYfmUTf1GSfGc3qipQogoH3jfG+mKJjc9vcLgMhsvD0+dexRc7QLFQoFquUdDhxIE4fX6Fnrd14XS7Ud7ahVV1mP71S/T2RvD1CPJnN4kGQ3zxtdv0BIL0Tfq5eSONt+Fw5wNBkt4kt2fj2J4YMnYI4+ffTPevfAcAsUAGKzG2w2q1/rZdPzpsR7srR7Qnxbafl+1hhG/0Uc1grgnMJLIFFBTaw+/alERzi8jWctsBF5272CkhkLuCgNZ7Ot9R2fn+36Dj/wDAoTSluHfamEEIKj/xUyz+7RL7+Mj/8rlMzcf+9z/CR/70M4x7jnNjtcJK5hzvuudtRKSNciRGPenFVOGOb4mzdtmLFjcY+Ok9zH1xgRc+ehUhNS5mNune20ffvl6un1tlzBDQsDEaKtVCAzWhIeIu0qqBV5MUbhYYdmnIQgkhJUu/eZ3CusXMyjaK28vtj19rtkj6XNz30ABj9lvQViuoARWiOqbZQFUE7nM1GheLnHlphnd97lHevFTjRmGLg/ecYOmVVVS/ijcokLJGX4+XjYaKEFZnNocQsjn8alc0CQpbT89TulwkJS2srRp9sRDhU3184iNnSXoUdBtya0XyayUuXl9l6t5hvk0qeJJhjGgAWbRQypLUn15mLWPSqOXZHwzy4X98mUHVz7H3jhB+9wCv/cZ1MpdTZKpVJqM+eseS5Be3iZXr1Ktl7JqJooDa5UXWbDzPFLn4Wppsocyx+8dRPR70hU20QZ3KYoHD+5KwN45F09WVsjbldJVb0W0Ml5seXVBPwOCUH3E5j+7zYo64mPvQIkNzWcStPK7+EPt0FX8yijLdwLIddJ9EBASGYqA8GMUOCC58cpH9fWFEHRzLQvvCKmNTfajlOiRcTN9Os/DpWWIH+lFXCzx8zyimW6doSyIHvVx6ehnhcXN1rcSpX76Drj+/zd49XcwtZhCWRerjKyzNRJj4s/t58a4P8+Q772JrLsUjD01xYrSLSp+HsZiPT37oAqNTvTz/qbM8fP84t7ZKSKHyyrUFbFPy8N096NfLxNwKwu/HLlTw/Ns9WAeDzYL3XemMTi66XRHQAgOyJcHdLmrrVMorbYjRHp3Yjth2ajeagKa5b9tRcdMh2v+MPWnrCUiUVtTuYNQU3H8yhwx6SNkKtdEguZsZLOFlY3YB0d9PwNG48be3qHzOh8dxmHz/FGv/Y5quE91Urq0S+C9HkZZkJW8Rkzrbo13EzBp/9ZVZxtwGh450E7m8zEosgjvoI6b5SX1si/7HYrBQpX5/kxF0vbiFMldDD7gxgy4ePtHPZlcVR5NcOb9KwtOPIx0UFVK3TIZ7DLQLeTb7Vab/dJZqpc6eHxun9vlNRr0ujKkoS68ssWW46Q+46R9PolYk4e/uQvFqmOkqt3/0Rbp++CD+gTC6X+u0XiJFWxSYdiqq2ZWlILFRFLDtJsMkhUSWLBrbdfJbW3gWQ8iCxfRShe6El/J6BifsZztfoZKqMlXPYhRNsmWNlaU83j0Bals1jB79DcASwBGShOEh3j3A67eKnF+fJ6YHyKcrVA4Eeeh/3IejSArXTYyowOhztb60g6fbwCs9DJ1ScL+YxyoVcRmTjA1FmZ/Z4upcFrfHxZnPzlGp1jHmtolu5njwv9yPq6ISPDrAltuieyiKOFvg+YublGwVTbX4h69Mc+/BXlwvfYyRj/4ZI0D99P3YD7yTmzPDvPo3BZ5s+QHX5z6L/RM/2XYwnb+tk0bpKHS1mYn2fmle6w6bKtpMRgsAtsTmmv9pToPt4HCxIyjWOjnsKkxtDkpstpI3QXvz9Y7dTGu1RQJFB/C3vv43OKfyzQ84WnKxoq1w17rw2tWr7Ftvgo2ap5uVyB24gkmedh3gRFcIaXmYblQwt1OsmSEMt5+NUhX7r1McG387PX43uUaDg1NHiOpulm8sUXsqTe/+Q0jFx8xrDfY+7MM2JYqAgOYhHnaTAt6yf5yXpzeYDCnYAZ30dhqPGmLxS8ukP3STvX9yirVfvIgRDTD7+hKjI13MmRaDSAzLwrRcjN8ziPJihcToALdTeTa2a3hN+Ls/u8Ddjw4wtG+IrmvLOI5Du/5iZTGDr8fg+JOTeP0een92L4Hrfbz8W2eYkTpBFDZ9Ho5WVXSPB78jkWY7RpKtCueWcZdOa7FKup4cpvvNMLTUQAlrOIUaBhrHBsLImgCvisvjZSLkwhcJ8sAvjuH7nWUK2QqsaqSzJfQ+gbsnTNje5sLqGo8PD+Lq83Pg30xgCpvy03kqeegKw/Ryla47RiGuc3Coi/L1IuqpLtSeYFN9UBGIusraqIu1ehmv4bB8bgGj1uDiWpVGt5/HR2Js9hhYc2tEDgxjI/BE4P4/PM3ix7ZY/NCrzPb4eXLiAJUPz+KZq6OqOubntpgsw4ZfwXusBztbp+d0P/nlHEaqxmbW5MXXFnnPjx1FlF34EhpyrcG9B/vIL1fofX8cRUK2muP5p15m/+AdHDgxwfBgnKmBbtaXtrleK7Av2k96vcTcQpbyCyUOHhxg/387yMLTW7zwUy8ycecALy5s8PC/O4T7SgU5X+VTX5hmYKHBL/+nt/KlL0xz/6kxQn4XlbqNVpd87cIc4ZAbX1XB5fOzcjPPfQ8MYm5VyUf81FwKfatlKobk6maeOx7qpvafDtBOiexmKtqqkW1JZtl+jWy6MLlDb9Du+W9PUJWdUnmxK+/cfI0j262D7PrMdittU+CoOQtcaZcQNVVIbIkzV8X40AZ2T4hrbpulhRL5r2/RpRu4kxqjI4OktrJ8dWYFTXNxd8hH2GOw9XdzfP7CCzyh30cm77D8I6/y1h86yOT1Ila3h5dvLOA3dUajOqrQeOX1DUb3dlHaNhkKNsh5La59/CriH8FqlPn2T70dx6fgQsOdrqOOB5CKj4WVTT79+Yvcc3iMQ0f7EVcbXPnTrxM5Ncz05U3KXR7yVYua6TAS8OJuWIQ1F3rQC+UGm9MVNK+Xa88vUA+4mCsuEF4vcfIOH564hhYzOPyXj+B4ALfaou3bfbCyOQ2503ZM8/6IpnaEdJrFilI2uyrKL6wzc2aFAbeXmktj4lCCS9ObHDoyxPWvLzGgaowkA4hCheRbT2MlNKZfvsy939pPZcMBVcXdcWY70vNqDTxZm5xfZSoUZ2AqRm67QbxeZ0jzI/wK5pUCes3CMxhuqte23i+Fg5WtUd4s4JTLrKyWWKXB/GduIhXBYH8Ej6bgj+o07ABxoVA1XDgWmC6b9Fduc/DdU4iyjcvwEBquE6mrlPJ1Hn9wD12PJBHPz3Z8h/Hic/DicxwDju3yKfbAINJpOW2lXcgsd7J9srWoxa4CUOmA0pLkkrIDo9uBW5OVcFqgQHRqAZr7o81udF64M1EZu8NUdL5HqxBVStliAncJiold7MkbmJVvzPFNDziaAVjrAnd06iX6mVc6r3FXNxjqmsE6FOfb5RUcFKQQTM7P4J4/A406NW8P/2P0P1JxDLRaHXfYR6/morAwg+ofIhT0450MIeNuaqbNxEGor9ZRLEk5Y1O7USAZ8rC8UuTFa2sc2J/EUh0sR1KqqWRSdfrfP0awZKF7NfIbVcYSUXz7elFNE8e0Kbo1rIyNLySYO7fGjQ2JpqTRbUE1U2bs0WEmJyLsHQqw/doN9JE+GlI2wQGCrnf14dgSns1SWiyw9dOvk1FdBIwg9/dHWC9XiPl0GgGJZptcqy9w0n2gybwK0VJdbBVCtak9mjUn0iMpbGTQv+Sw8PINYseGKUW8dLl0on0BVK/N2kwWtVxCKwpsxUTr91BbKaAnDfwhF/ZjvTz3i9fxFOIsZjLs+693kHl6g+mPLaL3Bxk2XJydy3LPhJfXLq3w5p4+SjUNLajTmM/iyvvQvD5kQzL9I2cInh5hIhrh+loef91h7789xOz/uIm/ZiMVB5G36At7qBQbiIDW8Y9990cYUh6gsJynEPUQcUUQG1kK2Rp62cb0CML/7iBqQ+B6toCzXsU43UV+vswf/MXH+dXf/k6yS3lmNovsO+1F6de5+sU1wgMJdEeiuVSMeyeYKrixNXj1Q1cYj4WZKZncnl/j23/oXnJWCW/DIrIluP/xw1hFmwu/fZV1q4FtWnjujOJ/aoPKpSrb1zPM3kxxcH+SXKNBPmXztofHyDiSm4vbDO5PsrWQ5k137+GZszc4cDrOxT+axn/3FM+cXeTYgTiuS3kSOhD1oA+EGIy7aHzfBNKxdxiFXZLKoi04tJvxaLEPTrv9sSOf3XodTawg1NZrHdEM0FpRVzvH3zSmTqueowlMHOnsSr7sypVLiV1yEIs1/J/aRFEctn2CuRtFDN3FiT0BBArbtwqkqLG0cY2QCNIb6Gclk2PeUhiM+jl++k7CcR8i6ac/ppA6m4aAhwtXt0kAAyNRRqwg67kaJctiK2UxkfBQ1t1EPB4eU7ykY5JkfwQ7KGhcyyOu5BE+F8qEH73b4IV/2OS933cPRtigVGvw2tcXKYfcvPSlW7zvrQfQ8hXCnhpXU3P0P/oo9XEV1eOgahqG6nC11mBrrsjRewZZXc/hi/q5VnJY/dMb7HngFPW8RXmhxNWP3uLYzx3Gn3CDVEHaIJTmvZRqi7F8o5Vsazu0HZZP1ziu+vBNJPnMU1c5/o493LiSYvbcKrlcCV9Qx95WqZQsQp97laEjfdz7CydYfyHFrX+c5/6fPQZCbd35JnulosBmleBreYx4GNkb5B8/dZHDExGMqW4W19NMCoGnx4+p1cCUCK0NNpoA15WXWK9voVqS/r0hXn1hgf7ROKIssYRCUFOZnVthO1cjHIhxfCTM3//AlxgZiGBGFNyTAWqfWuKVzQLxpJ+StJndWmNjLU9yfovw2BMcTD/zL/qT6vd+L40nngBlVyeKkE0AQlNqXNLCeMiWCmiT6ZCtDp4OxJAtxrBTC9IG77RaxNsgflf6o62X4jT3mSKbe8QWdHjDzunFjjCYUOSONli7PZZ/3vr7//bxTQ842he4naMXCEozOVaCx9+AWvWFafSF6X/pLHjKa7wt+wk+mvwxLK9K7GCQG19dYP9APwW7SjzgIfxgF5WkgbveIPuX66w/v4HtaWBqflLZCvvvGOBw0s/Fqyk2czXWptP0e3VicS9OwosjHQLfPYyCQO8O8sq1VfrDHoaHIpQ3tlg3qySvFuj5gWEWfnsaz5AL/5Ek23MFfFmN6kqJ7c0SSa+Ech1TVXFkS11QSqxUDQIqRlxy5ZdvkHG52dwqEOsK4RRyVPJ1ckIhu13DqwoOBcdpFBq78pNtERtnJ18oBNgOGgqy7GIhv8lVu8qJ0QCjXrCvVlENQW27wdZyja6EQJ7JUrRV1itZRgw/YquBM1dAeyDJt3/3XRSydcKP95N/Jcv6U1ssKQWCNXBH4zzZ30e6kONmPcPGukNhfZ1hTSGGjtkAW0hEw2bb0Oj2OcyZVfq8OpNTIXxTfqb8OhWPl7lyDXfARebLK+huG/GufmQWHENy4y9mSLj95B0beXuNYCTC2kKGblVgfnsCXdEoPbWGfjqOkqmgVR3Epoevffkyv/Dfvh1zUmX+fAM/LtRrDewJnXq9QeraJq6hAQIDktVPzKP6FGIP9pA4EiH35XX6ljTGxg5y88wGkaCHxcU8tq6zfjXN9GyGdz4ygU9T+MrzN1h8apnTD42yfmWTTKpKyO8mv5Rl8FQv6azJpZkcslwlpTk4GzqNVIkTj08w0hNm/eY2R+8ao6c/SPeqJHQ1hyfkRkTdXF/JMZ4v0/P+PZSlTZvV6Gwm0eYoOlUALXoeEA6ObLOJrWel05mfKBCtKJuOce2AFUErCmyVZAjRASGynbqR7dkq7fNJRMXB+lIK52YN23HIK4Lpm1k8mSpev4d6r4tgSGU9XUdXvRzc3k9XtxvLp6NYJlQcwpaNvztG1WsRv7MPpWJS+mIKV6+X7mE/mu7Cvz/E5VeWGOvyEfA1iIwmsVcz9D3Wz/YrKXxBg+gPTWKLJhXudzTcVVgtVwhVotT2qewbjXHjwhpdvT48e0M8+AMHqS9Uee3SBjevLNPld+MKKIzbfaRvp/D2h9FfyePK1FlHENJVho71cOX2FlZN0BX1kjgaxTAEmJK1V3MUrqc48cNH8SRczR0rWt0oTouSp9WK2XKMiqLs1GcBoGIV6tSrEnfEiyui0jWVoF6xSWeLHD46jFa3GOwLMpzwInpc8J4e/P1+6jdKcKFIz5AXpdvYVd/QpPkd08a8XcY0FNLVOtXtbe7fm+TpZ2ZJ9oY49o5JGlWJHheoMTcdufv2La851M6X0Eo6gYDGpy9tEOwJ4ne7UA2NzWyZmgXuige/VIn6dBZW5jAMBWfIyx1jPdTrdSzbIhEPoDQsegwNY2yU7deX6I97eWDhT/9lV+JyUfovvwWK2krhyTcGsztLk3brsdi9f0Q75m0xd7TOwW4Go52eAUGzKJ/2Pewwge00jqA9aVlpMfedSc1t9lC09Th2FZy22Zk3zFX5xhzf/ICD9jVtVZAjsH/3i0w+85v/X59naOU57nn0V9naLCH9gtGBGIGEQTjuR71WoLFdwnZ0hFDJdbmIDXh4JrXMAV+UrdVlPvdMlre+9w76ut3E3Bpb+SJhR2fVBd39/uYgHgmV57ZJ2Q6xLj/dA1H6BgOsmhliD44Re9MIUkju/5mDVF9MUQOK/hDZjRJbW2UCIQ/+YR9argstU0bKSIfZsecqGKNBXv61i2zWJUMRNwEtR2R4mNLqOi5gaS3LUduP0FRyVYvYgVbhmWzBjPZ6hlZE2+x+2bqZwV4qMn9xmZ5AF2f+/ib9oxGKpiS0nqMnGWAsEaRqSTZXC6zfTCHsdcamDhDQBTWPjgm43pogWbLIvbpN7WwZvd9Pz1oX0ZAX03JYXMxxpbBFOKAQiBncWm3QZSi4jCCmqjXR/tcyuMNlMudWKW81OHFXN+H39UKXi4IFdr3B6nadYkPwYMxPKB6khoIoOFh+i6mjMWZe2QLbwqlUmL6RxqvZNIZDeDI2ys0CLr+GWgdzrxv5XB6XV+fhoyOcnV7mHn8fA36F1dUS7iWbukshcTjErYsp4ps18ukGo0/0s/bMMl1ZQfVsnvhIkhszKyQyZZ5++gYP3D9FyKfRF/BhoKMn6rj7DGxMhk51cfDtUzQ2qrCioNgWpZpFV9jF8lcXceqgrmRIJoLE7+7H53Xh6dOoF6oMHozylU9c57G3jJG9lkWvOrgUgakrqIZCZW4bfuoglZN+OmwGopWfbhs00VFH3KnDaEfJu3fdDg+sIJqJlF0GTrbWUOflTU5/1+O7DWL7dS0A4kismRLOpQLa5SwX5oscf3CAVNEmly9SqtXw9vrpe8sg7kmDx8UQahXS/ziLJlWkx41SqWHXLTTbIvjeAawAiC9u4Lluk1M1ZlarZItlpia9XF5Is/9No1jPrtH/I/shrGBZcaSA+MFRnLKkbpqoLgUl20BcymApCv13dNMIGNz+WoqxiQirjk3QhqlHuhEOGJrk/vv2kXlphc21Kv4+N5F7A+jHwyhxHWfOBDc8PbdFGIHQHbLZBl0uncA+H299ZBRTc7BzNj13hOg5HqXsOHha966drpIdqsmhpde3m6FvXdrmI/Z8kbVnbiI8bqbqbrx+L9sbVfaNd7N+dpOiaeNvVPDH/USOJUj4vTSqDvbLBeJv60dfLHVOKqGVSgClIql9foV8QOf1jSquUo2Iz0si4aP3oIfIkz0Utk0ChtpBsu16A4mAikX+0gqxrij4BJVpm9HRCOvXU6TKOSYHR3AZDgP3j1LO22h+jfxXLca/awANlVRMYeDVDIZhUMykcSkusjWL6c08LrfB7NwmT25e/xftv/T7/2cLuLXM2wB6N5CWbcy9k4ZsvbGjKrprrbeLdoVolfG294Jo78Ed4TS5mxXpfP7uq74D2HdYyOb9F0K0dXp3piN8g47/IwDHzm0WqNkcI5/9AKpd7zy/lHyAlB3C9oboTphkS3mi/l6UmolhFElc+EcALNVNV0hDSD+eZQvhEc0OibUSNauBoSoIIbC/sMbWS5tE3X60DQ9lUaUvFCBlO5x76gaDg11sbOU4cHcS53aJ8J44+qAP03bQUXnlQ7cRdYd0PovqErj9CoODQ1iJAPmPzWI5Chfni4RToEqVRreBW0p6T8TwFBXOLVa5w3JYWMwRYwBpNzeCs8eP41VIDsew1vNslqpUIgbHekO8uJijP2Fglqr4tlWqlRqBfUkae8K7rmI7r9hyJC1DpmgqwqthSIcjk4Ns3trggN9FXRHkqw0iIR89ATfpqo2j2Vy6nuP4cJh+GcEWoIXcKK6m7LEqNMQNk9qX0sQPxkhvFkhEPQR8Btu5KhVNcLRvACOqM7dcYmyil4SuUlgsootmVX/5k7NkehoEXV72jceIPdKN0+8B6eB2LPI+D16XRr/HRWLQQ/XlVcSQhugP4FY1Xj23itYVoH4mx/BwkOLaGvWuIEZPEEcFaUocR1L60G28wgHhRilUcTmCVz5yk7seHiSoWgRHomTLdXwr0BX00vX9e6mnHTbXTTKjLmKPDZJaq9EXjHD1pSWM7Tq+kRD9cR+O4lBbzhLsj9Pj0xl+xzC2R2ApGqNlP6UvzSO2G5ibNfo0nZ6BKNvreUZPDeHYkunPFQh0eTH8GjXbwuVYZHI1IpqPoxNJ6tdy2GtlFK+LrKZgFGs0VtNM/vQhqo907QIPnewvnaJ2hY4uRmesiWyyXUon7bILLLRtMoLdXSjN0+7anVJ0WDSx20b+k1+UioN+sYx+KYu1VaPicbEF3Li6TbXaQPp0eo504w67KC1U8Q17sHQbyy0Jf9soncJX2Urv4GBJwdYrGwy8lKcY0Zg2N/GGh1lfbsCVLVZWstSuFaBY446X4xSVIsGHeppZA9lK+bSiSjVt0jiXwz0eoaEbbExnWZtPcytTxltpcOqhMbS6oNavYnYFEQoER4cIZByUmNIaHSNwTZdgpQoenWGPzsBwN0+9eItunxd3yIVLN7j8sXlWZlM8/O+PQ15w5dIqJ54Y3NmvLdW0HYaoGSErastxtQNsudO54vf46PH4SW0VKS1WmUuV2RPws1arMZ4MMrNRIHUjz+ZMkWSPh2MnhtE8Du77I9hdGiHd1zqn2LlttkP97xfpGkpQr9cZ7BIYPSqFLYfJvhA9P3GQ3HIDX7eCVXFQdIFq7ExQdSyH2mdWKdQtPKU611JVggEfi5c3mVnJ4Bh19roFU+/px384jJJ3sHOSjes5XL1hSq+u4BlL0EjVcfk0VKtBrmJTrgu8psXM4gbfcbqbjPsU8asvdnyDEwyiFAoAVH/o39DRzegcbdi2k7IQQrRwR7uTTzZzLJ1W8RaaEh29z51OnmYk1yH+dtjlXdRe65ruSODtDDPc4Vl27dvWPtuBNaJDrHyDCY7/AwDHLpoKISn+3peItsDGwg9/lrULsOVYlAM6RqbBzQD0THq4sW5z6O0TvPi1aUbe9f2o554iFxpHLpcxSzV6qg69cQ/5umBMcVONKjiOjSIlszdKHPzuST77K+dIl4qopQBBXUNHpSBNZlbznHzbIKPomJSxNIFjKAgpqX9unXTRImQ7nH5kkrlrzVyjnWkgVIFxOMbtv5xjcalCubtGSO0mWrCpuXRWpwtM9AQZn+jCqG0iCq3CsVZ1uhpUkQrUbIeD+/ppVOpcWDRYuJ0C1eHacpqw34OmqzQ0i7MXzzIZPkjwse6Ow+jI4bYWvGxRdeGRAOZbdfSaRU+ti9sfeBXu6sfJb1H1KFzPV+kJ+0llSpR1hd67unHOpqgmDfTJUDM1IxRqZ7PMfWGD7bWr9D76ZpjeZnZmkz3HR+h7czcvfeQm6VSVQgqskk2fO0JZF1TUGv6P3kD/wSmcfI3Td05SS5UJf9sYYszobNipn9rPP/zcJXxug9lijbE+L8kticxJzEF45t++zHDAT7ksSMa9DNwzgD4QZWMxh+l3od4uI0+FMNbqiJt5ymdTFB/vx7tZoXw5xSPHR3D8Kl6pkm04zK5X6KnZmDcbhMd19F4XX/qzy7zrnsOEHwxTOJsjO10it5Lhzu/Zy8on13jzm6e4NrONqQiePTPDgZEkJ+4MkfniCj22gl2ooCg2WsTLiOZCUQXVuSwBW7J0bo1csUFXMky50kBfqFARDkqpSjTiQQ0oJPJ1TMfB6Q8iaw1cxTrKW/thdADnSKxVpKns7J9W6NSmiDtKle1W110pjvbgNVqyyrJD7bKLYped6njRms8jlPagtk6yrvnvbhlGIRG2QJzLoT2bRkn6sYf8pNZr7N+XJLNd5fZCnr0RD46i0FA0Lv3dDQ486yf+gSmUqN76bFBF0+C3paF1VaX7vAnDISp7PLi+WMKpOvQlQwz0+Ej6XdQLDfKmRW65TOSuKOWnUnA5jf8HxlC7DRRFReZqiI+voEY8XFrOQ7WOna7i6YpwQApG/uMonoiLOhJnzUQmVFSjFdFGdybpqrcqaFfqIDRenN9iZq1AJOBHswV7D3fhlQLlRoHVC2usXVjD2j/MpqExcCC0U6rW5BVoJsBkZw83963TuaztyFnIJujXdJWueIzYcBfPXkpz8J4BLrywwsXFFPv7E5x+6xSVbAF3j4fFj17CeXIMfcBLJazg8SloQS878z6aINKFjpZVKLltNjYKKFKQ3SqwVbEZf3Iv9aqFJ6aiuQXSAtQdMSsEuKRAW7YYUgJoKgyf6mbthXX0QgNPwo/fSODL1gkLDxYSJwRSg7VqjcDTq/Q8lqB+OYcwJOGEn4OJUV6/tk25XCZh6PwH/xcYeurpN7iO2rveTeXP/xLti09h1+rUH38z2q7URqeduwUS2q2oO2m/9jRYidJad3J3TpB2kWh7Cmxrje8GF8rO53VYvw7UaNU5tUoGmi/bAZJC7O4mbAGiVqWH6HzRb+zxTQ84dotwg0I00USrdVeS+Vsqc8ubhOJuHA/ER4J093pRr5cI1C2iZo3ukkXI46Y+9jYm9ibIL27z1O0NvIk6uUqAfMVmvNuLx6NguXRuXd2m+/0DGIpOX9LPxrqPTEOiSYWBgQjVYp2hw12c+coCXe/YR8RRyOSq9JhNGtE4leD4Uxucz9ao2m4mEhZauU7EcFHTFSorFnf84GG6nr9Ffl0jtbXN3MYGR6YO4fQG6B7xET0aYePzt0gGPFjNi4AAsl9aJXgixvg9PWx9YZlYd5CBukJ2uYSuCuK6m66QF8Wt48xajMb6iN3X3VSUFK12K+kghNqhajtiC1LiGnTjVTTSvz1PZn8S70KRO/fEublRYntxm954g7m5Lbr32GiuERyh4nVrNEwH4aiAg77fz+xvbXP60CRyuUJ/0aTnjh4C35pA63fz8OhRrv/aRfZODXDt7CwvXFojJiR7AiqecoBmkZygeDvNLDr3uhRMl4OmajiOjXtPkMT6GqMnD2EOBNkuVdFkjfAnllC6x8kXLYYmw1gjASpPl3D3+DEbDrNfnMG7mGNqPIbhdWOey+HJmOiHEqyj4ivbPHtllUd/+G6kT4OAi0qqilsRuE2YXyvAtJv4nTrv/jcn0G81ePmXXuXUL92FPORw6GSAuZe3GPmeSS7/4hlOvucgOJLjy0VqCQdeX6UnXUN3GzgqnLma477DblS3QNQk0qNhZyt0NyRdqoZLV2EoQmGrSPpaikh3kKAlaCyXkBJcwiZULCP6AvCdU5gHg2hGC0y2Bb3axqtjTHcUM5p2dlduGVpteztgQYhWx0qLvWgDlI7qb8sprk3brN8sc+xtIRSNDuBpRn47jjL/x7MsvbSFazjEVCjA7WIdd0EyN5dHcwlcUR9dg172/tRhak+nqVslvF5B7WvzFL9rlGCkOb5eaelRtI23gor4k3mKSxtE33QEz7VtEvhIWyaJqEFsbwivz8VaAhSZ4ZVPz3FkJUq20KBvMELpY1skJ0LYdwYo0OC5117nzQ/cRzTuZvFKigOHe3j+wgYBBcJ7g5iWRaMukTXQ21Fvq5Ou/btak6i3sxQqFnv2dVN2u7k9nUar2xTmM3hHYyzMbrMnYJALG2wKnYFHQ6je1vWTO05NsNNuLGgOW5QdhUuJdFqi8NKhvlUj88wGI/EAmbqJqimIssWV5TSTPREQKr0HQlR6QyiGijZxF66+AFpShds2Ity0BULsiu6lJPVrZ+mSYabXy9TWy4jeAGndxd5j3ZReWEXt9RB7NIhjCxzHQdXb10Ow+MFb9K3bqBYEAjrmSAA9p3H3gxMUCvDqn36F4f1hhg8nsYdV9BmT+rUyzkkPA8d7oGEQOBkm/lIeKVSuL+S4ksqzvpAjoJbpCeQYWnsj2LCjScq/9Cs4jk3lzofQfCpKS/ylUyfRsoFNZk5hR8FVspM/bHVf/U8cvHRaqckWGyRE+7612Q8B2E3Y0urSkXLX1mwLgbUVZDsAT3aASnMrOZ29J2imwHcgzTcWdHzTA46mAXRaN9BG3VwAwGik6Jl/AVf0APt/PoTY2kK//Bza+fNYw2PNKOO1dd4UtKi5+qg9f5b5i3tZHv923n7PFHsnYywWapz7+k1mVSgh2WdZ9I9GKHw2xaf/4Qb3vmsPU982iSfp5rm/mEYKjaRf4eWXVwgoEnspzXa5Tn9flJrTwHEkIqqw53eP8IV3P0Pk4gYPfOA4+uUclOuAQFoVPvA9f8yb738HQpFMZ9Kk01k2i0vsGwqRu6FztyZJDMRIZ8p4OwGi5NVXV/H/8S2O/fFJ9jx+CISCfquL1//4Fr1xP4VMlZvzWR4fDTOXX+bAyVPYfg1ssxkZIpsO3RG71qmETlQLl//NK7ywWMFnKDRCDmdn0tx3rAfPcIilLYvuaJDMUon6Zo2UWUdeyRBd82C8aQhQUD0w0uNH+gy25ouoByIEn0jgihuk/uAG1UCAWwWTlfUt9jy6l9T5NWKWxcTeBLZ0kLpBAyjisH/QizmktQZU2YCDY8OI18eZWyuMNBKYfjcRlwGNZhT2zt+7l6d/4nWcmxucjkeZX8lTKiwwMKSjeOP4nhihGlZxLqbICMmnX5ph/0QXhYiH+x7ei/fBMLVNi9nXtug9FsPKlLkwu8nUaITAhA8p4PZntondyiJCblSPhuN28If8HLANlAk3Mys5Xv7Tr/GWx/dz9Nv3YBfrpP77BXyWgq3aGD4/972rm62ZNMVCg8lkgEyxiveefr7wyWkeCnkp+ySzX3uNOxKDHJjqgkqdbV3nfKnGA0EfVbuO9b17kMf9CJfSkkBu5YiVnTR0p2BTtOlY2dTboNUWvWt9SdEeu90WvZEtBmy34d2luYHKxrRk/lqNnkEvjnBaZHPTOHcKTCU0PrxKeB769yWoqjrnFnJIx6Hod1HOZbGki0S6xAN/fQphgD4ySACHaNmhVnXwxPSmgVV2GVtHQVU0lv7wJjMvbvHgwTgXlrPMvjzP1F0DNKTFpbMplEyZuVKdwS54/tkzvO3QfVCRBMfjmIUKxUyNhZktDvvG4SNXuO/AMRZqNuGDUTyVGqXVIm++e4CPvzzH1Z+9yN73jKMe9YO35SuezcI9AVRDb9VJSVbXcliLaYbvGeT585v09oWpJwtENC8NR3LjxTkcIVjXFB74L3fhH/ahGpKmfskuye1WYWPLEOLsoqScloFsYq9mJO5VFDyZBlu5DbYVD5uFMue/eovTU91s+m36+qLkt0tUXigR7A8TPR1ASSrkr9aoXijSPRGn4/Q6BY0qvaEY+aUSF2a3mRiJ4QQM5Mo2tfkUl25t8N67jrScrkQzlJ01VYLBU4Ooz2ZZXb7J0NAgq2tlRK7B/AsFUhYciUYRqTzPfjVN17M+1msmRtTH+Fc0/IqNvacbC7iVqRBRBesVk709EYLBANlcnkCkC/uMjirbYv2gZlI0fv9v0H/9A7jDLhzbQajtOovdzAatrqo2j9By46LN+CntzUObpZMtYKG0EQCwM9hO6TiuZsGnbD3mNAfgtT63WTsnWuxIC8x3xqTssEtt7RsJWKaJZTu4Db2TelG+wTocQsr/P/Aq34CjUCgQCoW4PTNHIBCgTUNpF84TfuJtiMY/H0v/v3LMfdszLFbgwsw6ZUvSNVxgvzmE1+fQ9717KY2FCCUMhOJgmmAtlFn8k1ku1mvkyg3GuiPE9yTR5nP07elmYGEN80SMygNRrLqD4gYdhWrO4dUPnGE5azIQ1njkYDfmg3EufGmeelpw8sn9zH3qOt5YkKWtApdup3nkJ47A5QJh3cVARdIoZ7B+5SAA0rRZ/52b9LxnApnU0SyY+66XuOzXkX4XumPj03WOjIbokxJhCdSDEcpvj9KQVpPua00oUqREKgLZqnxveydl3ebKH9zm+myG8X3dpJYKrKcK1KVJyO+luycCxSqBiQiHIy5MRVJ/dZ7+gV4apxOYp4O4PBpzv3CNkM9AbuUJ/uYhhAmZv1vkuc8tkPTpHHrvEV59ZZmQW0dYNuGgxgGPBwom9bl1rufz1EJR7vvuA+TvdDVvXFvboWjywfd9nf3jIWY2aywtzvHYkB87NsxRn5vAz+zhykdWMPI2pcurzMQNDp8aYO9WnTNfXeHu/gB2w8QOuFisVckpHm7fWmb8YA9feuUKj/7Qoxz6zgHkX65RGPJy7cVl4l6DyLE4oftCqEGwipLPfsdznHh8jK5v6cPoVlGE4MXfmeHwowPc/p2r2F6TU/eOY2kNrPkKwQ0TKiaKYyH7IyhFk3yhRH6tRCTow5MwUMqNJlBb3OL1rQrHRsJ86dI19o8MMjrYTTDuoZ5v4JmKUHxfFyLYnk0BdEwQtFvvOtdMtIsPnY6QUQtCQAfMt2nctoFsGeeWbZa2RFHbfEcz62w1mrBDcwnmv1hg/PEojmo2P8sBYUkwbfQ/msXYcrCTBrNCJxQU5L+2zCW9QSAao6E6TPT46f23Q6A1VUnbs1rMmsTISiyXgxZ1tePPZp2IKdG+mOHpTzyH4h1hVXWRK+bZG/Qxv1GgtJnj7pMjnD+/gCfg5X3vPMKta5u4wzaTk4OsX1vFE/Jy7UaGu377SJOt+C/TpATcdkwW10ocm+rilesbKOU6p+8Y5PJSFsOWDGPTc3eC4mKdz37qMt/z1Dt55i+v8ub/fBxttkLwqW0cj8a1+S2Sw118+NMX+Z7feYyP/eJzdJVNBiRUNJ09v3QMz6EAMisR8bYiq9zxcbTvSTONIuWOM2/q+MkWKBDgCORSDc9nt1ALVfK6ykdfmmXq6AQDmuS1q+uM6yabhkEAhbV0naFilYN//yDzL+UI5WskvmcApeU0m3orKks//gIHYl1U9ka5dCFDT2+QjUsrdD8xSN+pbqb/2xWUi/O4f/0x4ge1NvmFYjfFysylKuont9BWs2QMjfNrFbYLNXK6Q5dH5/ZylkGfl6plEw2o7NnbS8DnISMdxh/vQT9gkP3Or2ElfIS6Ypy/uoZRKDF0eICvLRTRew3U564zkSijpNfZu/EZwvWmAnX2ay9gHdzX8uHtOianAyCaNUft9NSuwmmnWWitCJrialLiiJ0izjZ/0VTRbac72vUWu1R5nZZKqbO78JeOTVOExJGitTdbQ5IlnQ6fnSLspgBmo1HDY7hbbxeUCgVGx4fJ5/MEg8H/JR/4/8vxTc9w0ImZmhvLPHqU9PVpgj/wrzG+/pV/8V1OuBeqJZR64Q2Pf3qhSKZS5vSdo8xcX6OhxCgoGnu7AjiWRbBHR1o21mqFRlly/TemObuwxGhMJeFPkkrlWLiyhj8Z5Hi/j2rORNbBqTioqsBcr+BsWcz/Q4oN0+bJHz7KtVdv8vS5axy95zSJwSgiu8L0568x+kOH+MLPvsLUYJhI1M/5v53DQPKuR4dQbRvhaTlbJI0rRfR7kqimynM/cZmpwTCVO3toXFlnqCtEZbtCNORixW/jzhpkVtNM7Y0iFUFT87lNgTfz7xKJUNpoXOBUHKpzFVyFBv1BDwMHkqxuFHjo4THMbI18ucFCvc7kaIjt65uojw+gzpaYzm8THetH1ZqTKk0cRD5P7FdOUTcbNFZrNKarnHnpJv3DCVJpm5uvr9FjW5w9t8rR/UNsLhdxKzXGAwaO18v+P7wTS7HJd3Zn895buQYb/3WGvsEI46M99PWazHjdJAyV0YEIHrdB5TeuMvWTe6gaKhd/PsNQxE+3raH6JHc93ItzI4sTN3gtVeHQY4N4KgJPr5evfPYC733kGAMTLlxFG0c20PI6J6a6WVnYxi6ZKHozylc1GB+K4Zv0YnS3tAoklGIWV37/IvfcO4qpmCCh5DfwNfJUUiU8ikQGfZCukNcF6xMhuqIq2BL5UDf17Qa1qA/30Qnum6mjb5t8+6kh7FKdukvBPBXjy1+b45F/1Y9oC2x1ijabe2Unxfz/sPfXUZKl15k3+jsYzJGZkcxQjF3VWE1qUavFYMuyLNkeM3uMM7LHNEaNDGPJlmSBR5Ily7Ja2Mzd1dXVXczJnBmRwXwizjnv90dAZtnfrDV3rTu6a8n31KqqyIyIk5Ev7PfZz9772dvx4oYtbIZP2q/fGU8WzeCKDC1ho52iXggkpeHpSUIC2W5XH8hNSlnul6jZdRSpwUKZGwauc0W0F7fYqtqkS2WWU3Pccu9h8qs1ykEnb3vLHpIrBR55apqJ9/YiVUDytzQbGp/SWQOEzdwPPMHkN94E7qYtKNtoTySRb1TZdfQ2vD6F4+EAM6cWKQmTYLWMVE7T86ajDEdAWy/j+sEOon+U4ErWoji9Qdm06KnXue0j+6mpNnzkMg6nE88+L+r5DLuGoiTiBcI+B/sO9eAb9tJVrVBcSlLy61x8LUm3KeHr9HH1C4s89NvHsEoGpacTuCSVUsxFZVnhyqVl3nT3fq7+7Xne/2u3IB30gdpgg+pJi+JshVDA02ymJ3bOGiA1DqQdB5poLjiBhCw1cjwQEpVslX/5pafYs3eY/cMBtrIGscEOXj2zxKwsExwNYGkSfYrG3FwcpyLo/4UjuIJu7LNzRD8y2VwDtKua6psGI6ODVLI1khfXWVjJ8/T1BaSUyevlGGGvSdcvTuHp2IeRrsEOgUbLtFBUmfwjaULLSeyog+pggImgTmYmjR5w8Pi1BLeeGGOPA2Y3MmwUTBLrS8wj2DM1jrxYRZrQKPUF8eZqZCSZathD0qezMp8l5HAyUDA4NRzjyXyOd9x2O+td7yT4V/c21s9nP03pox9tg9QGCG/9jm0upxmSarE6LRDeYJfsdikrtBdmS4q8pT8jtUKXzTncOV92c7+1gX6Lx2iBemX7zjdFe5pnnxAg22iyiqq5sa1WaEZsh4e+R9f3P+BoTWDzsYSEuSRhJrRGS/L/zSVn1//d99ZCh+j0OglYNqJsEusJUXUI9ggnGAZIMvmZCnaiiuvlDFfOreEdC7Nb9jNnlBvN3pbXeMO+MV6bzjRiyS4F2bYp5k0qy2XqT6yi+9xg29x3fAxzvch4fxcdBR+4NII/PID4QD+9QqY8V2boQIR4ssb43g5WF7O4bAlddXDu+mv0/+BBHM0VqB8KcuHPL7HPXSa+nsIulZgu1ggEnSgRHcko4w3qTL15mOyjcaIpmUyihEMKAc2FLrYznVsh2vZ4uWXSa3mKeYOugIv5r19GqZpkhclm2aRSh3K5ypmNPA/2Brlcz7BnopcjFdhMZzG+nGCgZx/WoIOejx2jVqtTOp9j+ektKtUqeVNmUtLJObJk15ZQ3R0odpGZG3OMTw3g8DrQ3U6WEwXCr6WQbgk1vNimF2JbNsbpAtr9vex6Pkm+UqOgKQz6BBG/RWG3n9p0nrmVFXZ/0o14fQeRkokzrDE9l0U51ol/Mka9CvkjQdY/cQnj6RWqqkVHyMPUaDdqzIMccaE8G0eZDOOSFLKGSW+sn2quAoaNcKoYsyWcIZWOB6LtUK+ExJs/tJfKeIr88xlmSptMHhgi71Twd7kwTqdRFQlnh4Td60d06gw80IHZpWIKQbEV7qCZCNnppNquSJCRbJu6DQ8cOrCj1LAxs9tJamLHf61MDLuNMbbzKaAdd2kdcE2tBYHC9sEmNePNrYWy/VpBI07f8sIG9zYafdkVgfRaltIjCZwli5Rbw97lJTNrEbIHefrpFXx+N063xvSZOIrbQc2yOPWnl3jgwSmCP9aNZTcTpQHLL1N/MUlZqmOcT6PfHkGUbbRntrCvVFizKjh6O1haL9E/5iFtWOh+FZfu4K4/eoDo/T3wum4kZGqWSdfv7aJHVtosgoWFQCb/7Q0Mu0iPy8nMtSLz8SJDXRruTo2hPX088pXr+M9anOgO8prTw5TbSXKrymamyOQ9gwzt6wQd7DMFKjcMjEGd6xe3WF0rcvtP7OKrH30Vp60h/ckpRn7zINqoH8ktY+cEK08s4fmJKSR5RyjjJs9ZNBUv5XaP2G1fu6UTIXDpKh/YP4SmK1y9kubr55d5490TZIomjjCgayxf3qTi1vDICoGIk40vXcJl1uh9+wiyY7sUU7IlJFli9RMzTJgKtVEflcfX8Po8RAoWkV4H4U43pZKBbKjU6jWUUGNRthIfZaeKtlqnT5KZrxWwF6ucubhCrLebs/ECvXUTf9hF+JCfpbUCk+/dx76aRe7RdbzHOtH2eqhVVexXMiytrzAcGsRrW4zuiSAPetl8fp0Dj/wWsfjLHOseRNlYor7Ug1pMt+2a3dvb2lU7zF3jkdzStpCaehjtVnhym1XaGd0QQmrngLaTOlvQULRCmq3bt+BJa09KzRb123CjAVLkNrDY3sVNZdfWN5qiX5Zp0tLvaGzonb/T9+b6/gccTVTaCjdLQkL+kQ/jWX2m/ZK65KCmR5BtA1c9BUDR2YchOSjjRoS6MUb3cVG+A90hs1oqMhHpxS80+seiuM9sUK3UUBFc/tIMibMZXvfGKRZyFfZ0ekhdgs5AB2VRZu/IMDML64xPDiL8GkpSomJZrM6kuP7JObqGPXTdEcJ6LYFP2CxOZ0kkSwyrDmKmjd4UbaksGcS/vsrue/pYeGENxS0zHtCor2awMdlcW4dPqozdfTcCgV23ufXEMKXHNzg23MFW2WC3x03Np+JcrbEaN6glthh62Y9tVPHqDrKFCtWtMoWNCl27g83xbCY2NRXumhYCgMA93ZQB9WSS3qhO71CQ9Etb+CSF2NEYpfUK1y+voL9xF+JSnOXuAjGHiVZWqQoJc7mG1ami6QoYkPvnNeLLOVxuB0NagGStQrUs4zus0js6QuHJPKlcHrNiY4YkKqkSsaAH/tcS1X1eFJfWIimxLYFXU3j5y7NI6halsh9L1Bjr6cQKuKheL5CZS3LiziMohoXniQThEZ1LF+bpjUW5cqaO9qqEs2Kh/2OciIC+g3343hSiNF8h+do6L65c4X2fLyGf6GY1XkaOesmXTSxV4DjibaiZyvDlP3qCt/7ne9ogOH09i6fTTfJKloE7u7FO5TjRMUjJtvHu6UBcKeAPaI0GY7LMGa3K5FSEWkxpiPi0DItEI8zV0hxs9muw7KZ8dZM6lyTRjOU3Tc8O10gIGxm17WXuLAKU2yEUtg1p6ybStrnbBqPbLMjOSjGx43utigoJkIo2iX9dZXS6RLg7gO1zsLZW4MVnZlF1nf0j3YyFXcxeTRDs8FJOG+QrWZwhlXsODfPsozd4c1QgP9TV+KxNJs5xNEjKIzC+EUc9Gqb63CbuS1XW65ALyjgzRQb6A5x/eIlA1MPiuVXue/0klqxQT1TQupzNMFPjF7aE3QZiQoD6apru0zlma25qu6OElkuMlk0SW3lGpmLkziQ4fF8f+myFlYVNoj43FSGwJJOhiB/fnh48D4Sw6jX0xzeJBZ3MrmZJmzVCTuDpRW7p8eB2B7GTBTY+MUftYBB0g2h3B7t+dBeSDm1xJ6kZ7mpvzWaZZusDN58TrfyO5nwosoxzKEp5NU2g18NRfRCPJjMUciFNusg9v4bpVvEU62hele6Ak0I2ReryBvWzcbxHDtx8NOctXLpC0pRYuZEnH/TgKNfZ2+NHdGp4wjqSpODolsFsefctGXvIv5Qktq5R3ywxGIjwnbUUq7kiaTuNVTXYs2eMeKbCuc9eI6MLyotlph7so/tnJ6nOVrCKFrosMfONNY7t2sfXzy/ywO2dzL+8QeaFVcrFAg8kXgFA2VgCQEtvO5rF3/wIqR/5SVy2aFIYO6s+dizv9tcN4LGdzyG2Qxs7AN7N+675oMUa79SfaWt6NEOUO3/2Dv2aNs/Y6smyI/m47Wg3H7dTsNtVRP9/huP/y5e0jTYB5dVXiDbBxnzoraR/+79Rc5fov3YeuW7gLm0hCgVQHZDZwmvVEDUbbz3JriGL83nBStbA51TJZWssX1whXNPoPN6PNO6np2IRPhRCc6v0u71Uz6Wo6TqGYVI0oFAvEVN1Dh3sQgmqrG9miU74MZIVOveFSUwn8Z5MQzmPb7KHrkIZza2gCgVbkbElyP3ddQwtwqVzKTJFmT6XRCVbJzDhxxtQ0B0y9+85yulaedtjrUl4h92sWGYj/2AuwaHhKK57+rjwtRkGIn6MXJnpiwlC/QGiIw7kQh0ht+rhRbvjobhptzS3kRB4u2Qm3zdAbtiFqkm4RgPoQmbxlS18QwHG7ukn+KRO3S/RMxDgzIUNDh7pRZaqCF2hcCGDdcRL6uQmG5crDB/rZHNunUDJJqjruJG55/5RAh/oobJoYX7HjSY7qRcr2BmNhCGIRpy43H4uf26aqZ/e0/hspkCRZUqvbRHzu5FHoxTPmmRKUMlblHMFXpmN06GpPOPd4vagk6AhGDkYY8YySM8V6e3z8uRTM8R0B6+/bYDydILwO2P4+jSSl1Lsj/g4W3BSq9goRRlqAqdlI1wWnjEXSpeCospYwmLwXYNEjoaa4yew6xLUJZx5ePHTlzgSDXPj7Aajv7AHw7aRuj3Y3gL2Zh45JeFweBB9Oq327m2tBXbYqJbRam8DuxlLppHjIOymtyQ1E3636WLxbwzpdmBK0MrXuHn+oV0CCM229S3jtoM9ab9v26gKBGKzjvpcnLPzJQZSIDqcbPkgkamSzVfIlWu4LImaZbF6bZWjP3GAwtfXyJh1LNtiX38HXr+LsFOl9Hwa/0PdtLL3JQnwqBiLScyhUfIPL+JaqLNUkdkq1QmgkvdKuGRw1U1CkoRnshPN4caeLqOMt/pS2Miy3P5NWr915XwK9xMZjLrKDV2mx61x9sI6OgqLyQLmP2U59p8mUQ518/y3n+X4rx3FtZin8tgyvttiBPd3wagHoQty311n0OemXjepOgTr6yX6on50U8apBZATGRbEJrs8o2TO5zB7LPpv7QeNHePdOpV2jG/zy5uOFknaMR+i4Uf86xqFpEm8WmOxWMNnKcSXtohv1RCXCtz5X47hlaFaqlOSBZoiY837ef7yLPdPDNKmlZoHnHKhQCpeZSFVYrI/wpnpOA8+tBurXqPj3X04+p3Ylo1Zs1CaMtutpShLMoXzBRxVDWfBgIDK2EQn3ZO9XDi7xugtPdSMMr13RbFmE2i6IBEvE//oqzz4K0fIFQ0c4z7cV/K4a7BVr3H/rUOAA6kqcJkmhZzgrO8ER/PP8m+v6m/+LtYv/ApKpXYTmBYt8CCJ1kZrq4622KSdmibtMZa2GQzR3KhSe980/t9BbCDdtL9Ee1/TYqgalHPjealVErtdbv5vGcttLqPNjzRzbXYaif/7138AwCF2OFcS8vJ2O/rermUG/+LNKPHN/6M7leNr2N0/z8HeCK66zcnrcd7xwBD1a0VylxIEpmT6butB8drMPp/l6B8cpLJZIfE/rjFXLVOpmwSifsoofPeJed531xA+lwdTSHgjDrpifrrR6Y4GmV6v8eiLc+Tnsuzf3clgpxNTFtgZk/wyzCaX6Qs7KG5kWfQ4qdomEyGdejSIVK0xO38Nlyva/uySEySHTD5bZPd/miLy9g4Cbo1SwsKna2xmKgz3BwkvrxK4px/rlQQGEoGAjjugIZAascS2Bgft7OxtDacGSvcfi4ApkX6iyNXlEiWXytbTy6x3uZldzuA5t86tx0bZt7eXmg2qqlBTFMomuCSZ0hMpqjcKbO6tc9vxUcjXyV5PMfrBCbxHQlz5zZfo+fFjJBIlpICOJmt0dHro63Sir5SRhcx4qkUpimail4SRqxPzOzl9uUyoINgd8BD5oWGuvrJMbbaGJGlEPQ4u5Ot0rawyKg1w7+0jyG/1Iq2bPHB7AHdFQTkSpHurE2ePgpQzGVbd1HMF7pcHcO71YUkSnTEnVVMw/9IaFRFmV+8AotH/nPvedQRj2cAxoIME4V0+1p9J042DsTv6qK2Y+KMexPUi8m0huLUDziRYvVhg+FcP4fvkNVz/vIzR6eTKayt43jnE4B3d7dyJduKa2GEoWz0ZaOVp7PRFt9mHhkNmN5NGW/HlZsxaNNkTqdHxskXNt6uU2AY6bcq+CU7bz7dsb/N+2tUK1VMFHAsGY6pO1WWx6JKobxqspitYDolDwz28emmF2N0RIu8KEt0VQsqXKH9pnmgsyvp8keXMHLfdeoj8Qo6A3A4WNACyW+bOT70FNSuhXDWQNZnFzAZyMIJfUelQnLzw6DRm2iCfrzPqUcit51A63dirNoZWQw+rqK6dvmsjqdE1XcOjafzz/Dqhbg/PPfsCh44dIb0Qx4nK+IPjhN7cgyUr3Pb7B+nYF6I26qTm1PHtjZI7vYZ/XEdDx3nVZC1ZItDjpk/zUuiX8UgyS3UZr18iWdBwbyq8vLjErd0erMEYzokA6I05a/SeoRWlarNMjUN8e200PO9mw68mO6nIKtZMEQT4BzvoKtQxUhWuI9Mz1c3qgsziyRT793Xiuz9EyKEgTAHHZJjWiO2ObS8jCSQLlIUSY6MhLi1v8crlKl7DwPZpjJ3oxe5XqaRNnKEm4JXYZgMkMB5dJVRV8ToUNM3BjENFz5eZXt/C45ahprIaz3LsPX143z2O/yszFB01hn72ILKpYD6bwryURpH9DAddPLWcprPPy2vPLtEXdaPVbO54fyfphz/Ma/k7Gdr6GtH8tW1j/+hTlN/3M7j6tEZi7TayaK8tqflZG5htx35qo4PGOLfWTBust/ZAaz82/zTUWJoMcjvyIRpS6nazaqUJFXaWwEqitdd27MkdLOR2SlMbft7ELH4vL/l7/PP+f3Bt81ACQfHwcYTTBYDj+vmbwIbV2YnQtP/tnRLWEEldpVi1eOHVZV5/+wAO2+LS5TMk51ZYeTFBuVpFMiUGjwZQxl34joUY/MAAdYdEtWYTCjghGsDrcWGVKnxheR2H38HARBed40EC1Rqf/+Ipul0aQx4/Q34Z36UrOIo2iqaQfDZBIV8jWLKJOp3MrmySKC0y3B3i6oUk+rkNjMUMo6PjeNRmTFWApAhs1ebgR/biqev0HAnjGfMS0Bx0dLsR2QLrKym2QhE+84mXEMJG98nIqtZY2pKg1UdFQmpuQpqCXdv6NK3eLWa+zoUXlvEG3djFFEeHAwxqGg8e7qdaB/9YGIdPItnjZ9UEBwKvT0N5schzFzPIXoX56xni5+P0TLrZ93dH8Z0IY+QNtLzOxv+a4ejeEEZ5CdkWTF/a4MuP3qCer5Jaz+GxZUTFanymRksQXD4dl2xzpDtA9HA3w396BO8xP4NBnbt2dXP8aC9p2WJ0qIfOqWFUp0bstQKB60W0A0567+ogdF8IojKeXT5EsY64WCSQEsipIt945Crlt3SgqjplRSK+UaB3IIIZlyltlCksGshSo+OpGmzkOgBIqkTXHUEuXdpkY7bO3//VSewOLy9di2MIGzMik1WhazCK9E/TxHwuFENFnMxyoO6h4/MrlH7zLHrOQml7NOwo+29MTj3XTMhrshmtpxvNvFoGDFpJbJLcopAtBI2yYoHVjFfvMKQ08mRaVQnbu23bS2uaXxRJQrYUpJka6pc3Mb+2SsCp4r6njxlV8LXTi1SKFq+d2ySZLiPXbAzF5L1/dSeBO0N0HOwAh0z4zT1M/e2tDPzeLvbF3IzpgyzN5hn4SJPVahvzxieprlZZeClJ0Cmz2F1nTl5D8Wls2BJup467UufI64epm1VmK3UW1tIsXouz+eVpnDUTzak2PMLWQWAItPMlgkmJvCxx9P4J3D4nx0YO4vRpTLx7igM/doBBtxfPhoy6VqdrXUFWJUzdQbKskP76Mr59YRydLuTPLNNRsgkOhFjqjnJxq8Liep6qYbBZMbmxmuNypsqVipu6pFMO+Ake6kN2NkObttxOWryp4gHRPlREc++2Zqc9bxKoSFxOJpEjXtYlGW9d4A246HN76DXqZCtlTr+0wnPfnWXrU0tkniogmSr5LYOhg93g2eFRI6FfKqOtVvnGq88S7NRYTpeJFwzOfXuGrTMJJCScIQUkGVmWkOUdR58QeFxuokJCWy9ghTUef3GOXLZIaquA6tEI5AzKORvZqRB4sINdHz/GkY/dQvftXdQGAwR+YQrhErirBq5BHyGHQn6lRM00KWJx2PUcx3739bz+3I+wt/cVqoH7b7L16vWLmGv5hlSB1BrNVpJ866/Udrra0apmHXcLyLfnBGvHbqHNQjUqsqQ2CyG1y2h3HM3t/QmtPBxaqrzQCJ20QpVCtFe9LRpA0xZN7Q0hN6qUmroh2/P1vbv+AzAczas5wepQH8lTZ3H9y1eQs1lsv4/63v2Yh45AwI/zE3+D7w9+79+9/dLYD/Nc79vQdJnb7hpieTVDaGET732jHJnaT+H2DsLv6WbjuwnOfPQ1TrxrH2rAySe+epGox83RaISEt8ZGMo8wYbzDz2NPPs19g+OkszVst43qUYn+10l+6jd2sf6X82xVDOYrGrveeCuFRBlRMZAcAfqzNyiO93B9Ic/AZD8+0+Th1xbodjkR757EfyXNqeXr3PGZd2NgcuZfr5PfLHHiXUdx6S6e/8wF7vyzfax/6GVch/tYmc+RUzWiHhcZq8K+7i7Uio1q18BqNvCCZv04zfLYBkRueaytw02WIfPNLb75yYu868HdPHxynt6BDl5aztI12cHMkzM8dPc41YU08YrJ7skO7LBGYrmAV7JwJAVv8sH5quBwn4fO392HJVsITWb9186xVleYmoph3tgi0+FCtmJoATeOms3S+RTlPX0EdYlCqY76jXXMd/chyyDqEuVkhg2Hl9pWlcO/cRA7qCCw6PzgGKWlK1yYjpMLOOgN2cwup0mmTG7r8zNo2hTPxxE/O4I06GkcyEJCJCswl2dDMqmlMtx7vAf3oxmems3QE/LQ2eti61yWfL3O1bkMI+8cxepXQRbIHgWrZjYqk2bLpC/XCY100r3Xw+QX30Dhy+uI6S3K/+wh8N5hPHcNIOXXkIWMtB5nY34d/+4h1JEAYUOguiU2/ug6TgP8isDu9bFeMPDsCeMJgPWdObxdYYzfmMSU7DZ70eIiWjSwLMkIYdHKtm/pOjQuqZl82PataOR0NI8vG5Ct9mtpemJC2Ei2RHWrgvPRHI4baZJ+Fz11CznqQXZqrM2lqcaL9Dt0Bm8dJK+pLE1v4dFlEgWQc05qf3AF7Y92I6MiO1SUThUbgecPduNXVEpPZqk9t4X01mgTATd+w9KSwbAeZlhYrAZdPPXFGaKDw2wtZklLAmsri72ao/+DfQz9eD/UJaxTGfSaQNwbxtZa3q0NQmFrIculj1/n3kAnzpiLtKYSDDlJTNvMTW+x4ZJ443sPosk6VVsi/dlFbryaZGQizOrXl9g77mXoP43y5McuMpaEo1+uoCZNTiXzPPHsNwkED3LPoRh2zMVCosyD903hfl8UU1gY6TqSU7Dw3UXia0lGbvE3JqQZ57ex2iGytrdNKxCg0EajzSmSbAlNKDg/s0LMF+WlK2u8cm2NA7dMcvxoD8ETTjz7o8Tf+hwHVReThmD5kkTmXBL5Hyvc9l8PoajO1qJAEoLCpS1yX1uhozeIL7KL2+8dZrRjkXOXCwwH3ThlF6lXskSPBUFtarfYzZ5iskBGxhH2IoXq1NcLqAGF3UOdvHh5jWzF4PbBKEGnzrVkgflPrnLwI+PUIjJyRWDVLIQO5nNxuosu3DWbSiKPo8PDrrePcWDN5sIrS/CPj7Vtu/P5J+jjZuGvBW2CXL3IoBRmWzV1p3/e1AcVUqMKpUkXNIZeajOIDYbJQohWOG47216SREtFY0fog6Zj15zT1uO2fopAFmBjNzQ02q+B7XL0VtluoxJN7AjftIObwt7xvu/d9X0POBqhtsZk2XZj8hJ/PMvAlS20MNTeMI7jyxs4nvkW0kgXlm8Iq38QZWXppvvsm/1fZGKjpKRbWby+hRzwUnvHJFIxj2wLnA6ZrU9cIl7WmXzrBFfOrjLyoX0MT/qpm25qOsS8Kt01N51RH+OTAV741wxRxYNeq2FazYx+XWbzo5e5NFNDVyxunfJy9vJ1ToxPIRSN8ANePvsPdW5X4Jb93Zy6tswr6TjC9NPfG6I+W2Zjw+TOW44i2zbCsnAKHTtRwzpbwrnLy6jLgVWw+MSFJ5l0vgGv34VVLuOKOugJh+j2u1HXMshBjcIXb+B6/1jzgJIbi7eVkS0p2JaNZZuNRM+m5xt+qIsfOnSCax+7wXDQz+GREG6Pi+nFDOWwj2++PMMDBweZur8fb66Kz6cjezXqpo2UrdHzkePIf3mWyB/sxXg1QzVdg4rFTNxkpFLiX1YyxPoi7O30o8ymqMZUjnYF6NFl/vX0Ch+YjJDd2CIWHYbHk1hv7EByWHR89BiVDz7B6O/eR3UAhGiEBlAkBv/zbkZfqfO5j73CjcI8DqfOrmNR8EisrBTwTEbgK3H4YDdSl7NhwgfcSPdq9DyR4oWVJPtfN4Xc7aC6JjO0J8rstRRG1Mkth0eIX0sin06Tvaxy/WqSyP4oT3zqWY4emWJgbzdhVePiXJLZlxYZvLef668meOebD5BazJC9nMK7L4jyahqxUkJ1ewkJiep0nNxKnq4jXVw8vc5yIk+sJrOcKlJ1QmxS5h5zNzW3QDneT/zVBTz10YbQV9MY2c022q1Qiy1aXZUb6q/2jgoTud0u3qLdkYptr03IUlOqpQk0TIFsCqTzZdTvrOM2ZWZ0Bblo49UMnpxeYyhTw/e6XeRrNTbX8kR3dfKJP3mEwdEOjk/24UPCbcCLf/ESt4zGiOZsCNjtfsUSMkKTsCUL1xt8IHxQV5D0hleo1GXCJ/MsrlbovS3GP3/yZfw+J8XNKv27uxibDCMnStzxA+OYpg11GYGFcsyH7VUa3m3T3tsCLMOiX7joneikGtAomSpXziY5Oqpydm6TB++ZAslAcjS90LrN4HAUf0ow/coq7qEgq/MVfF9f4cGP3I/9tzNsZLN0OjWkkM7PPfhW1jaKXHwtjhn24NcUjMMKmt6oMFAcEvaaxcihPvS9DQlxITUae0ktBmZbbaRZWdT4JewWwyE1ZeTtRpjl4s+9wO5jU+j1HPuP92E7NEIOhScfuc6uWJC+76R40233MW7ZrNQMTL/E+FSE4oU8et4BJkg62LYNtoLPcOAORDFw8roHY7zwuTOMpw3w6VSwufrSClouzhP/JcUbP/VGgmPBm7wW8WoK48UcqinhiLiohTQ2NzMEOj0Mel34ZYPpjQoHBiKs52sUPnCSE397GxUdTGGjdyj4HBoik6XsdCJdnmfoyDhf+sgLyF6dWL8PY+gWmJ7+354bPdEKoTsG2S74lmlXgTUPFqlVDUIzx6IdtpQBq80WNpR7m+XH7blp7rpWuKt9d0C0Ssub95cbeSHyNjXSFMVrss5NoT0Ju50f0gBJSnOv7qxgaXmI22q+38vrP4Dw1wI+r49W7MtaK+J9/f340rP/H99zft/7eKTnR0ksJRkdD3P3SAeOeh1vqo5xIEqeKstnUoz8yi5QVFwhB5RtZr+4jnCCNJMkVbdYSBu8555hrKUtvnX+Im/70G2It/ZRSRkUklU6B/x86UdfpmPATzZr0CeB7rbof6ifnjf04T9v8fUvXebA0RFWr8ZRnA4K6SLlQoWpg2F2b9lcENBbKVH9iSEe/2/PE9vdix8/o2OdPPL3L/O+u6Yo9iosViWKK0WypTJOw0aJuLh9NIQ1n+aTV2f49fcfI/+e2DZtJxqLfTsPt6HH0WrNAA3sLyqw+ksvcyljI4V0pKqN5Pdy9twir3vdBHNXE7zl/nGqN5bx3DeFL1lEWymie51Uf3YYQ7Xgahn1+Ry1SSdbKyW0pRpPnJmnt8smRZRysUywy09dEtQzJe54wyTmSp71co3XuRxYdRNjzEn5bTEkFSxboGsKQhLU1uroMb3ZvAvWf/8i6QTMVsrsG/Fx+kYRLVvmyO4wnoCDqNDwlOpkV5ME//Q4RVFHyAIl6kI+V0L9xiq59RzSz04Stl3kVqqUU1XC/UFMU0K2TZwBDTtZIVesUTUl3KqEq8+J4leRhCC9UiXocbK+USAfzxH0OQl1OIk4Naq9GpJPof50MzZtl/CFQ9TrJpqsUErkcLp06ihYFYNctoIccOEbCcM7u7EDGnZMRshK8wRtzl/bSDaNYLMj7LZEF22DJTddsTb1+281PKQGk4EtkNarqKsm7hdT1ComtiqTKVlcLZSQAm4Go05urOXonOoitpXjwlyGuq4RlQR7f/sIy6fjnP/cdQ7cOkhQCJ58bZbxo4OUnrrBHU881ABGoqkA0jS6stQK84EwBVoJlKcSJE9lUfpDOCIuNnMG+UKF6fkU+984QDRX4+K3Zzl26wAZ22bhlTX6/F70TgX1wyM4HTKaIqNGNYQuMfO5DQ5uVikbdQKTIZ5fLnDtSopaqsBb/+ROnv2bc7zjDROId0cAsA2b9CNpIm+KsP7Lp5kPOBnRZc4GDd5+/xSu14qsvXaZrslJLlzb4mw8y5vfuYdvffkSQafOiE9n4o8PovU4EbaNsVbF1e1DWBY4m0dak3Bs7EaxY1raiQA35+U0veX2sfeHV1nIVulTnDyyUWRoV5itusnaa5v43BqVrTz7x7oJB1UKZo2UXyawq4fhIwHcY87mPRWEZGPMl8l9bBZv1AsaPHFqDiXgR85U6O73MXa4n9Vz68xVlhj9wB6m7h5vdpNthhdrAudMneSTCdyWjdMncelymrmKQCnkGN3VQdet3Syfy2Av5EiZIOIFOu8aZHZ2BStic+8DE4hvbnB6NkPncAceVWZmIcmhYwOcf2WVnl6bg84E7u/+KZ7MAgBWdy/KxtpN9j735x+j9iM/3ADQ7YSHfyMhLra5vm3hr1Z1yo59sUOyvDnsO16zzRS3522Hfd3WtVHa7IVNK9TTytvZnt8dcKahwUJLnGxHqFEIJFmiUCgwNjb8PRP++g+Qw9FKjBKARf3zT7TBRk3vaFJcYEj6//4WzetC+EG6whpTe6LU0yXC/T6unp2jpkLOMBCTATwP9lJeLGFcSJM+u8nGSytsPXOd86dXWBeCM0spIh6V+bkEqDrD9x6idjBG+nqRlW+scuMvXkO2JSa7A2QWMhwcCbJnPExHTFC5lsBM1ykcVbn/Lw7h67HpUwQSFiXTBknh+oUMFdNiPObFHw3gHw3wzk++lT23jKGHNPRCjbsCHjadEu739+APS6ytZ0mtFkgV6+w53EdCVhHDfm4bdWIZTYq2FVYBWoZMCLBtCdMQWJbAFjat9CfcMrE/PkL3oIt6sUIs5kTyS+zb18vyZoG1apGT8ylyvS58QXAGHGQLJUwhqLycxK5Y5L65jjjow3YKbry8RK5Q5uC+Qdy7oty3p5NdYxGGx3w4/DIDh7u5eHKFAjJdYTdxo0q2Wkepy6hZE1mT0R1KO4tb69ERxja3bLlUSlWDAwe66ZVdTEVU1oqbeA8EWbUMziTSZFVQI27yH5+Df1jE/udVtGslpIUSdlCnFnDgzQqMKQ0lIOHu9pLN1KjVTBKbBeqlOjc2imQrJoF+HxWfSiZZo1CoU+vUmF5KMruaJqBLdByI8O2nr/CNZy5SzdXILheprdcwdwXIDntwH+jBdGoN+taos5qvY1pgp/PYhkl4d4RA3QLFgrCG1a9iK6328rTjva34cGteJWm70ZewW2zWNqXcWgVC2oEwm3eUJQn9ahHtcgnlbxcQT6ew6+Dwa1w3a7xaqpI1LEKDIRK5Eka9zOLZDWY2txjoC1DYrBC5vxO6bUKTTlS1RvzCGsvpMhNdAXoOBnmpWMVhK9sAeCcf3ToKKjb26Qx8d4vi+Qy+mIfFUpWtapW1uS0oVgn6nSgeG4ZVBm6L4PqJQbrfO8xyrsL1WoHrmyle/K0zXP+rGZKfWKTwRAr9fIFDiyUqukLGL0OXj6mREAFV4NQk7ESVO946wdLlOGayWd2gyRgDMrmFEuk3hbnntw7Q93t7uHO8g9w/LiCyBr1jY6x1B+jp8tDpl8k7ZLwOlVinl+Ef3YOj09E4g7bqVM9ksBUL4dgOY7ZSB7ZnYjtro3GytRBJK1l0O7FYsiQsRWNjaYGcqIIiUdgoM6i6uPPOURLZAof29/PK7CYXN4qsFqr0n+hl6qFO3CPObVZC2GDYeOarjAwGSYkal64u4vAqFDIldL+Ov99F4sI6NWEw8tZDDB4doiWS1b7iNXKnNpGMEnKHQmk6gdPjZOxICFfUx/WZHNef28CtQT3sZC2Rp6NL4+qVJR76i7t5+y/cRnhLENCddHR5sFSZUq5I3Khx43qSIW+aB772Tjq++FNtsAGgbKyRffxJaifubn9Pe/SxBpBthotakRXR2jHS9s5pgN7WntjOowG282toTpRo3UHcFOFqP9Ve0m2voPEcdvs+cutniB1VmGKHjd5ZEtsOB20zkg3G/+Z18724vu9DKoiGCE0r7yBaO9t+6tnY76F6HFxbKuIY7GRyJECoK4A0dwltawbdraH5NFYKIO95gAG/TtK02L9/kNlX1kiVqnSHAyyXNojMS6wksgz85CSFZ1MUnlnj+lyerr4ght9JvWaQykvohsAoGoxMhRF5A49RIR83WH1kHatUZdDpIPndZdBUAn4H8UwJPezCa0cwIx5wKAi74cE9+9EL9B7rpS5XUYWEWiijdXvJuKvUDSfhzoZmvmVZpLIVXv7OHNWRTkZu76Xao1B4bJ3SbBm7WsctyXQFXOSub5G1BH37/Azlo0iK0jQIVlvMB2yalY8IC0zTRlZpJ0S2qiPUsJPdv7CLiZUypfUazjWDdVMm7NKxqybrCwk0VaV3MYKUs1G7w1QLVczHs+i3H8S718elz1+k86emGL+jl9r5EnY8S9htsLi+gNnTSc993ax8ZZHcUhEnMvMrGQKqRPSubqzTSaRrBbRuB/UuvS2aI0nNkjAPtA9Kl0IQiXOnlmC8m4szKW79wWEqlkZ1s0qXT2de2KjVEn5boVeycZhu7H9aw8ZG7fTg92iYlwvIYRXb7yAXL+GQZWpVi5BLp1ozOT+7yZvuHce0bRRdoVI08NR0tLxg30iU7/6vSwTvGsaHn7uOjzI/u4ni0ZDTBsqgSs2wiNwaAo8LruaQLA9106L31gjz35yjV5JJ5gzCyTJqxIN5WxSpR2vkUUhS++C5OVusWXMiYGdjqptapdCY10Zxw3a3DtkSZJ+PE6gIkkIm9moBLahRDDjJWhbVqoXw6FxbyDHSE0brC3Ly21cpSBa9YQ+dvW5cAzKJVIa1XJb+v0nT/fYe/LsC3PXbhzAu5pEyCvHlOle+tc6BiQgrj23SeX8Uq5nf3a7AQCBbMuI7m2TOZRno8iH3d1DVFNIX1vDrCltbRabTJY4ei9G124+j24HzljCmU0KX4fU/MMTVx1eJjLjZo4YpShZS0UR6cQvNpSNFXeTzRfIewfpSjq1sCW/YgzPi5NSnLlNXBCGPk/JnZxh5ey/6eID8RgXZJ5GYyWC/TUANXB4PuqOMYtrkPQ5EsUqiZjMUcnPj5VX6dscwsgapl9dwHRjl8qPL7D8xQPDtvdi21Vb5bcX82z5VG1DCjnOoOYktKCm1KxTE6TRq2eb2qUku2BamZLNVrlNdz9G/O8yuiAspUeD+nz5AfDVPoCtKcFeAVm7jzkUiVWysxzcR3V5GR33MXTXo8kRQIxL73zdEx70dLJ/K0t+pERx3ISnbCpsSEqJsUTubpVqv4xBVNsoattfLRiZFoRhicjTMhecXSK0rFLZK+PuCpKw1Nup9dB2NUMnXceWqpE+u4nA6GOv3cC5hkMuVoWYSGAoxUt62///28v3Uz5P65sO4/+kLqBcuUv2V/8xOcay20uh2fGL7f2gDiO2kDJrtieztr2kNfGvctoXYdkCPHft028Vr7VSgqeR6c5UgO+7UnpP2P0100QwRth2O73FQ5fsecLQxXZMCNicn288dif4rS/f8FAe7R3HOldHnJcrXkhTTIbSeezFtGV2XKZxwMP/0Dfp6B5lL5OkNulnJGAyNChRkRFNfI3RXF6WcRMXloR7ycC6/Rm9apSfqZsTj5upGAVdHgKJtsVaxGShZBGom5tk0Ma+DjXQNsyuCda1CulIh3BWke0gns7qFXNcJDUbQ/RpCgtlvJZhNFVBzNRJXlhge6cLd5QJnlVLBIp2rEv2ho5gCZCxiB/z07w5TXC+j7I6SLZS48I01wnv6OHL7CHLZ4HoqR8Cl4DYlvvGvV3mwN8QTZ89z/G0xZG8z2UkI2AEsZF1C0+Tt0W4D+YZnpfe7cXX6SZyfp3gtRzJVItblo56vEhYyfXoPS+tlMtNpBrv9DLhk/JaTWl1g3hMmqBpIPgWPLREdCPDY6auML/ZxbTPDpOqiXjJwJEwkh0Ig5iU5s0GxL4xfceLSdQxhY11IIw87sEbdbRXDRgy2ZbQF/p4QXsXLa9+5yvrWGpFwgFuPHSS5lMUyVbZqEuuLaQ7cNURloUCmS6fL60CpCkiUsJJVtuIGgYqF6+EKhakOFMnmymqWnj1eVuM21kqdDsDZ42D2ZIKOAR9uhw6yjJg30KoCX9TD4HCYuiwYqProcrmopGt0aBp1t4x/zUTVFMpXklxYzuAZCzF5bzdmogA/METNq+KsCRRdxy5byEdDzYqiZgOoHftCSNs9HW6yO03vTDRfLzVpWFo9VZCpxw2MxzfpdjkpXcgiWRY+XadiCXJujen5LB6vg4wmUVrMo/tdBGJetIATSZfZNxmhuFigLuqoRpioT6NY3MTrU9vrx3cwgn9/mMSfX0aWFJxKkaxhcfGrr3Jn9SDa22Ns09cCFRXt0SS5KyXcPhdJWZAplElmTSa6A4SSJQ51B1kJOPDlatRnc7h6Y0hyg+XJ1Gv4PzDCLXujKBE3WAJXoYr7sS2og+bVUaJeVBnsbBXDA+evppja14eo1amvZxBHInTu6WHmsSX46xtM/sJupt7ci0AQO3ELwhKoOQvHbKXR98KlIhywPr9BMWPhFCooFiP9btaqgvLJONeKJVzjXUgxB2a9hqI3K4H+LXhsIoxtDPBvDrmb5rkx85VrZUo+J4NDQULzZaozGyhOGcswqT0zz76HevB0e4jc20tPpoPctzbQXCFUvRkCaZaA2qag+vU13BE3c4ZN8nQSpyNIFhCVKh0PRBFA3+1BZG0b1LYpfknCqthkX07RF3Ihu/3MXMmRs2USyS0WL2QpTES47UOT1NcrrD27QWY5z7Ct0Xu0k7H37EINWjgqOoFQANknEy+l6Au5yRZL9Klhiqk8HU/87f/2rFDmrxF+y1vJnHqRVpptA3g3PqhoKtq1Duzt0vDW8G4ziO1XtMMwEtsobxu0iNbZ1FrHgu0kz+a9WuXM/64VQRtlNt7T1mFpgxDRSJhvn4LSDkZlR3jne3h93wMOsTNeLSQq73w3jscewfHYo0TOPknk7JPt11rBCFZ3P1YoguWOYmk6ciKF+vFXOW5JPOH4HSDGuWspdo9E6TQVii4dl+ggb9cwQw6i3Qrqhs5jmTLvfMchFpYyBKMO9JhKd71GZySCW4WnX32Bn7/tHsyCjeTXWHCZTL+QoaOss7s/zN2v281zG2ukzqfpDbvo9KkIIWPaIMmCriI88K491E7HqUWjJIBcrsJAReXg/gHCSym0qBNTGMgOCVefxtStHSw9nuCLXzjDg2/fj+LVSG9kcId8WGWLvqCfwnqRdDZPpSpwdIcYu5pDfmIN3tFLq0RBsiUkpVk/LrYJ3BYyF01Eb1dsth5JkF+p4tadFMnidTo51B9AV2yCIT+TEx2cnUsTVwT7JHB53JiKxfpfXKbzd3YTe3M/AJKp89qnbyDVg1jJOvf9wZ14AxJKp4uRe4NsnStSKJWpVi0qSylesWr4ZDhkQX5dkP/cEsH/NIw24GxvtLbCpSQxl8iz+spl7r5jH+LqOrOlKhWnhP+uIHtDDp789Hm0kolxI0NkT4yZzXXOX9lEc2pMjPhZ25invyOGYju4cGadI14n+a0SQUVh6WwaJBWjYlAs21w4vYHHW0GqOggGnFRlG8WrUVUER2/tRXhV6vEiplGns89HNV7FkkDyOCjfSBC8PYaQSqgVcG0aJF/ewuvScAgHcxsG+wfCVOp1Fp9fYtexTqreBvgTYufBRGNTSE0muFFiAhLNlNFWLkDzNUJCwkauCLR/WqVqy0TrOspKCb/PhVAsOka9XL2WZWalxPnrm0x1Bon0eNn3tn44n6FSMahXC4z4bPa+rZdzfzeNw4BLLyzQF4ZjxwYIRp03gUIhQegHhnDXZbx/cYVANMJmeYXzpzY49vYYrZBo4Z9miXX0os+WCHR5SKsWC2sV4ukKxVyFctCNW5ZYTMcJKVUC+w+zcKNA5rE1jn14kuwXbxD99QPgkFGPh5qJojKBlwxey2c51NWB7VSpRWTmrlXYiucprhZIFWpcv7bB6J4uip0WPYbK5TObrG2V8bg0Vj92gY7fPIC718Pcw4uMv2kQHt6kvm4QHggi2YJnX5zn+lKWt/7wbdQWUoS6nZx/bBbd42T/+8dQd/vwjgcaDI7SUvjd0ReltQObc0Qrx6q5J7ebt+1gI7Cxn80w/fwVZEcIV8cQV+czCKfC7ls6UBwqLk1i2O9B2uVH/foW1TcGCL2po+F8NL39Fomv2ArLL6UYubOPSyfXCOo6pk8nl86g2DXKmxXSn5qm73cP0lLF3EkRqLaC54UCGDUkxcVqVWDJCoEuPxvLLm4/1E1yq0DqSp7eERe7fmMvllNFro8QGPKRuJ4nLGuk/+E6EX+Qek3w3Ok0TreBJHuRXSpTySs4c9t5GsbgPrTCOnI61f6eungD74d/idI//lUzjCHae0Bq0X7N0bebzFILVIgdz2+HK3dyE9vj1ahi2e4M23i4PS7bsMJGotUrpQF8GmXrjdLWBgZpOgdNwY12uKwp9CdoNtlsoo3t0mibHT/oe3J93+dwtLWPml6Q7HRQ/ocvUPr1/4E9MnbTa5VsCv3aeVynnsL7na8QePh/4Tv5XVzVLUL1BP61i/SGvFy7us7M9U2+8vB1bGHiVSF2e5TYoQhOp0bq1CavG+vh6pk53vDgJD5Z58rLW8yuFvCPhChkingc/dimiRjvwRlSGfihPt72uTvYf7iHufUS2ut0pv/5AtGazWhfCNXvx3p6k/pyvuH9vTvCnvcP0bsrSLW0xXDIz+4uP30dXuRuL4tbdaw/u9hY5LbM5uUKuYqKXi9xe0Bj4K1DFEwHQ1tF4pkqScNkZi1HulJloCdCIORGsgQhWUOzVHZuHCSBsMzmpmkaMdHSbgBJavbTcMp0PhDDNehi4eIGerADt67x6NXXOPrzuyhlSpy6tIHPqnN8X4yIS8feKFAq1xnp9KMoLTwsYNzBod/ezf2fOMHYp44RPuDDOeLBuJREPb3F5maeQqJIsVKglCsTdmuUsgYljwNv0E+/04tDUVr+QFMsR7RBk2XLGKsSpy/cIDQY5t6hAI4xDSWo4z/u58G/OM7hiSBryRJnz15gKOhjxZLw9kR55UYJxTdAIBwitNfD/rFOfEJC9TvoDDl4wFS5oyxz1+v7edMfH+LUqRUKawqW7sLSVSRJImnUMasyFy9tkC1XsAwb2+di+lqCzVqVdYeMWKrymYfPUVirIL01ghmt8cjpSyhlWL+4xemvXqV/pkTi2yuYj80z+Bt7qYbalBMtfQ3aM9mkbpuCX5IQjS6XCHa2lQeBpsrM/PpFvJ9fx5ivoSwU0QMa+REPuW4fJbfGp752GafuJLOQ5eCuXga73PR6nUS8OqGIh29/9zqqqXDkL47jOxhi9zsGCaRr3Hagn6vSAoXNPLFf3NX4PBINJk0GdciLZ8xNz38/SEe5Rofazfi7R9prw/zUDMq8hHotxaZT5exmjmQVNKdKOOjEr8pcT5ToHe3k7jce5dCte6iPy1w49RyeXA5uCAqqxZO/co7Lv3IWh9KYE+XVIlsn8+yOduL3OHkyWSW/aVKRFCYO9TPRG0C3LUrZCv6tKne/7igbRYWgx02XS6Wg6xi2g8IfXSD553N0n+jmxV86hWyraJLFtesbPHxqCY/iYPhwlLph8vJygsF39nPHp2/n6J8cxvvGLrQBD7m/m25sQWWbqmgwUC3Q3zzgmvSGaHmybVTSqKpoHJoCWUi4Ldg7OECtaHHpSgIZmxMHe1i/kaVwaoPIhBfjPh+1mEr1DRGkqkRm3Wz2bKHhWDRL5T1/v0jFlnjuxQUShTx1yaZQrGILhRM/eZzlXztN98/tbiceN9ad3ARJEsX/foWTT61h16Du1XDHnOSqBh0Ohbzbhcup0zfYQakkcelf52E1R2jSS3BfEDWgE55yYS+WcJZNnj13lccvb3Db4WF8HUFu3zdE0K9zKhdhwzvRXv+OpUtUb7mT7Je/ctM54Hrki8g3GhUsLfasMcIyLbjR2j/tQ1209tCO0AWtqha5CZ5bIZltmfMGSGkAk1YX2tb9GlOlNMtsW3O4Q3NDEo1ISZMlETu0dVpiao1rO/eqgZB2gJMd7uL34vq+BxyNBSODBSoKmZeWee7wL7L5539MdTlNTfFg/x8Ow5z3IIV8hYduHyJTrPKu903gcbrJmDBbNLEu1Fj+bhr77Apbz84SNFVefmyaoftHGJjoZt/RQRYubTDy5hGWcwazFZvXrq5gWxJGVkJRJVKpDO7ra5x7/1PEZA+a28HyUo715RzlmRySYTf6YTglZv70Ki9eSuLRw5jJImvLWZ45vYJ1NMiBwSCa2Ug2kx0SsYMBhm+JcOQXjzLyQD/5R5fIrKdgIsTRt3fjNuuMj0ZY3SiQnk/itVW+9OIyqttL0miUj7bodAsb0xZYZr2xcFvKji3vSbRso8LM2XUe/5sz9LpcHI4GCDllutQ+vvZjzxF0WLxwdhZLh6G7urFCKrJbI7g3gmJoONGa1GKj9FGN6Dg6HGiRxu9lrFVYfjjJ84sF6j4XR35oN8HBMDGnwsAHR3DaCsvZCpuZIvl6Dd/nVlFz3JQIKSEhSxJb6xl8mQpyIIRVk6kni0hq0xdQwB12En3DBJawmPL1kFktc/dUJ7ao4Q1pOHQH1ZfO8Rdfvor1wAAzPpnQuJfOdBm7UiPsllGeThD6ywU+4FI58stT5KsVLizE8YRsAh06Ppfg+BsmqaoqZtiFpUiUZCgaYBUNCkmbyFQvX/vCef7lF19g4sExPvTrryNwa5TxQzGOHRtFlmDNtFgzLBwBB5IiNwS85EbpnEwz10ZuVSs05ZZbxkrQkCa3AROUb8fx/uYNtN+f53DYR/2BPpy/OE4+5uLhU3HOrBoUkHjtYhJhezBVldtvmyAoq/h6wnT0+1Br8Phzixwc6cC1ZaKFHZjComCU2aiXYClHdNHJ5QtrqD6Ndrlec721vpBDGuG/O8rej99C8IgfYUssfXKW0rJNpMtLfjhAyjRJ5QR6h5uRB7rxmRYdAZlRh82rc3FU2eabL8Z57RsbhPyHcfq7eOrbj3N6vkJvyMH+yT4SX1/DPptl5esrOHq8BFwOEjb0hdx87jtX6R8MUXYrXFhKMjgQZSDsZlNIfPbTFwjmM4T0GiMRLxuLcS6vZbBGuwm9axhvwMVdg53IC1kCnS4SDplCxWQhXWH1XArrepzEfIqNi0l0TYeKTOVGndmTKbw/PYqQG4fZtlPaOLxkuXX40+ytI3YI9TUWcAMgSC1/AfmSgXmuiFOGA8e6eeXkLOX1DK+8uo6VMtDKFnrWRPrHdSiYPHnXZ5GKdfKfPNsWwmr07FGoLNexCgaaSNLjcjHSGaZomIy9uZsBn0r3DYPY246Szzuah6DdOj8RgC45cHSHuePYAP493RiUWHzyEuMH+ggqgtcdHWZ+Ps2NlQzhSgVHZ4S5r24iLmWRZVj4nxeQVIn4Z1aQXR487igyMsvxKhvxIt84s8rKegGlanJq9A/41K7PczL6PgDcj30D9Wf+jNznv3yTrVfPnGl8QLvZ5RiQpEZSfEsSQ2oCCVmSG2WqkoRohZsBITUYCKXVf6p5bQdCmpUlkrIDITYdAyE3QUMDIEits6zFqogddqwZ9pGlbcZ2J4sp3YQ+G5UrdjMf63sdVfm+D6lgNwZcyDYmMPtnf8TbE19rPGf+n9/mSvgEmqcTp11neTpDqVTGnM8jOVSCbgUpKCP36nQOOFEfuotqoc7ukBu7apJ6fpPNk9fZcunsHYhy9VvzRD1eBqsmsd392DUDzSmjqhKTHzlI7bf3Ub1YJ/3NGS7PFxmsaRQqdXZ53Ki6ipBs7DpcuBqnY7yT/v29TF9cIFEzcYT8CJeMZdWRNL1JpctsLhpceXqDo0N+wo4wLz8zx4e/fT/VsknhWol6QCe1lOVIj58Dtwzz958/zS//2GG0a2lcPgd1ScbGRgizoVYnN71hy0aWmwatjbCbaF2yGT/ajfyjMtXzOV65vEh0MEaPCcGOAHbAxVvuCSFSOdZObtI/HiCXzqLOJPF0h9j6zDLuH4k1vbdtqlBIoJoKhctVNIfGnccGOXd+DSGbjCgqeSFz8nfOsl42eNN9E8QvrVMtlgjt6mD+F8/T86e70buc7TwTgcRIl5+hT76Nv/6tR7nWpzPU1RD4Qm5sZBmZ8myWg3tjWJKC5tY4eXmdBz58mFwiTepUGru3l3udHr74+eepymEOHR9id9THbNFga6tAR85iNKIR6AlhfO4iYwWF2o+NUnWAcCgIlxeXkCk9VqJeN0gmSlRLEnPrCfbfPsj1f73AieNDZLMF0qrg47/zz/zYO96KlE2RWc6huVU+9vXP8qtf+F30gx5MmlLkdoNybYWPGyWlLV0BmnZINIBGwUSxIHMhzfynFzgyHmVZlvB4Veq3BAnJJv/8Yy9yYixCj09n5pUVgh+YwOdV2B+I8NTzMxweDjDyoVGWP3adRWGjxcMYmkW/w4Oj29Uom1Ukht4xwth9w8S/tMwDt9zNrefWMWwTIYu2dyZJ24YYZGRNBlugFkC7UuKA5CPbbbNUN3nhX64QUqHQ42Pcr/LaVxdYno3TF3AyXrcoTHl55alF3nfbMIZpk7ASLC1sMdqzm1TWZGIwwoV4lsHuEJc+NU8s7CGUqZLI1HiiWELbLDDkVwnd7sV3sUrPPWNoe5x4DwWQkRj6uTh5obG1ZiG5FMYmepjfzKC9uRO700b/rbPgcaOMBMlVTUIlmznDZupgN/1aH8nFLQ71dhA5n0E6EcExpFJLmUQ1L6gSiEawa/vIaoW7midHyxtvNWRrtiKQaFY1SI09K9VByRs4aja1wQ4215J4XE6GurzUiybug16G9nZw9bPX6fuhPXR7dR74/ffy9d87zUOfO9EOhEgSiKqN7+txJKeLve86xGf+9jxDvWEKiRJaTXD0b26h4pQIFW1MvYZApVVYahdNqILz6RyFzRTZDDwhK2SurjO1qxefLWG6nLhG3YzVBCsrmzw/v8KevSM4B6M89isvc+LTdxG5exfOksXYYICqQzA1GmLuzAqvrac4cbCPwkYabfUM9279LfXhg7zk/UlWHO/klNC4NfUFvOkz8CM/cJO9l6tVWuJ3jVCj3dgfzTHf0S+jqfzZYCm2GQhoy523I0fNw7+VrEEr9GVvr/edjINNkzJuVadIO/ZFqxy38XyLmWwYSLH9WbAaIAjaKsPtPS8aonzfy+v7HnA0DCzteNl9WrL93IVD/5V5w0VItfBF3YileWr+CNGRvWDrLMdtesovE8xeY2n8vZw4OsG16cu4HGEODg1TTBVx5wxcx2LYb+kgcSaJbatEIwFe/G+XOfoTkxRe2sJ+coN3//rdPPrYVbbm80wMh9j39j0UX1kkfXUJ95AHVekEl4IpBA6Hyt/9zrd4x4n99PaprG6l6Qy7cUkaqiQ3iVGb4SEvWd1k+Zlp3E4JnxDokiD/yBbRrI08oCBLKpYwUZ11Bna7WX5hna7DQ3gm/BhbFrXZEqt/c4mMZRIOegiNBqkaFUIhNyLqplCIo6yWYMOALgWJBs2NrUDTS7bt7Q3TdLOQJRlrpYzU58Lhtnju5Xm6J2PUhEUlmeLAxAjnrq2ykUjRM9zNHZKTxTMpwrkSbrcPs2YTdMuYyRqio9mdqk1BShTmC1iPrxDuCmOFNQ7f0kVkxMGiLvNqMo/TrYMis7a1xS2Ho5hrVQg4Ge93ceEnX2Tq4fvaPUJs22b8Q+Ns/N00xwf6yeYq9P3jPVi22fTibCgL1i8lqEoKXd1+fJbF/Q/1Yy4v0P3AGLn5Io7YKAun1njwZx/gmb87zUvfeZlztTIed4y9o2EWq2V0Twx1OIB7LkXCtAh9egVzJc3WVISeh/qoKRbhSZnzT5V44pHL7DnSQd+Uj7XrKTbLginTZCmZZ/9bxnDkb+MLf/McJ/YO0TPs56XLG/zuz/8itYOextrfERJpGKtm2Wjz27ZtISsSmqVhJ6rIVYHymQUcdbmhDTIRotbhopAFWbM589kZ+oeclHSJ19bylCTB5GSQq99aAEmihyoPvb4f30+OUJ8rInllArqLflVlLp/CmIhQqtq4ZQXZFiiSRPbZOOpKlUrAIuyuN4DsTuJatGa+dbgKuFKk+vU1Un4PAbfNc3MpljImg7EAG5UKfTmb9ItreCXBnokIgx8axDXsp7cqcFw8SyqdxuF3YyhB3GGVkgaGyyblNNj3rhjxby0wcjyCmShwNV/hRiKPlDOouxUMFJ755A3q+RLH3tBDR4cXijbVVJGuv76DLlkwgdxgHWyJY83xz/3ZJbwuFxWvwmbR4MZykeGJHqbsdTpXE8h3TsDcFulihWLMj+OxPEa3QvHiEqG3jSKrUpvdaK/Jlpfd9JQb0RSpTaDvaNvb0FdpBga4lMV8eBFHd5DF+S1Oz2W47Y5B6qaCGSzTffcI6pDGVMhHrSpRTBtkMxne/rl7sFoS3c1QSOXJDbRcGWl3F6V4kSOjndRVlaimEJnyggPMmo0pTBySjmUKLNNCd8goPhX7dJbstS2kdBVXn5c9BZOFvT1kKzbueIHr6RKOC1DMVDC1Ep2hThRLxpGu0nmwh0rSInpAxvjjebAl1rI1Lr66SaUu2DfahWc0RGIxza3Tn0MuJXAkH+f2IxpPRH+CvOc9LKdiDFz/i393bhh3ntgRjtoud90OQ0I710I0QxqyvaNaaJt9EEJGbjJQO3ZjQ0wO0RQG22auWixKGyTsBCGi/SmaOTkmsqQ0uj+38IYkbed1CLkdFmqvBbYJkJYN/F5d3/eAo0VDtTKG7T274cXnANh//o8Y3X8b0uR+LEWhOjKE9ubXsTUtoQ8GmPiXRwkvXWdj7A6qsSFm1jKQ8bKQTuONBkjFc0x6vdRqdSo1m7nXUlQvJRnND7J7OMzFL85gr1eZmPRz7bkF7JLNxC29OGyBNbeB1+cgXsyjVV2YdYFRsFDdDXXDO9+wh9TaJg47gMch4XXXcVpNCWEhgaaw+2NHsJbKXPzlV7A6fAy4HeRkjelz84iihJ4oEpDGsbDo6HER6/Ng3xHF+Ow6u94yipmuUiubFJwy3ZJE190drL62ihV20dMdYO1ylq4xH/pyifLVNHR1NMYUCeSmt9USuxFiJ3BHNmVKT23i+vAQjrDM0C1Bdt/bT++RMHgmuPG309i2ya4uF7linZXVLDXbQppQMM5micg26xtxIkYH/Phom/qTl2vYlTquMQ/q+8eoPrOOd9KD647eRj8Gl4Pjt4xQThUwFQlFc7OUsvG6VHwzaQi6GDk4iPFKCtetHbQqMQgppPo0nI9v4OrvRdjb3SaEIRDPZslbEvuOdLHw4gL+8RiarBN87xiF0yUilkKpZLBnd5TV1BZ94QDGVpFwVyc1y6TsdHLiQIgrOQNprUAhVcER1NCFRdHnwFUVuB6OU14vku0y2HtilOR5PxnFJG3XkTyNwzbjkzDSJrNfnqfvcBh/h5PZrSyGLHjjD++neMCP3mZUt72ttjxRE3xLkkCTHdhrVaTZFK5XCuSSBoFeFzVVQRIws5ShUq2xJ+ojF1HoGglw8swix/b1UL6SQnMqnD0zR9incmjvGAFNJfSWQWrYaCNehn92kutfWmH6xgavO3oQv9PBd5+8xnvlEUwhsCUbd0QjUalR91qE/vDodrhgmxFux5nlc2nmUwWGXhMsGQalzQrhZI6BaJC4JAgFPAyORlgppOnVfNhWmeiP78Zw2Fhmg3UY+OsjCAGKIhGikXzXUFcVyK9lqX52gYxWRBZ+lECUctXCL+VZFSbvPDHJaqnGuWfm2TUZxtfrIPGNFUyHC+e1NP4fGcKx14+QBKbd4vpAuVGko6aTUSxErw+5YiNHVa7NpQCZiqoxsZAnncxxeHc3s88vUgm68d3fQceP72nT6HYLfd2U7NfyZmk7ynaTgqfNhkjtc9MuWDBbwe33kpMk5FyGe47FuLFaZDWRwylB7g9fYeTN3Yy9fQJrs051qUbXu3qxROuwbYANab6I41IJdcpHQchkrq1xdaFET3+UwIAbV6cTuyqoVpvZDyqYhkW5YKI5nMhLFTxLFabXNvAORSmpEueWcwwNhJlOlSmWJa6vbNHr0nBrGrvCHSR1i2JyC6cnyIEfnWJ9vYB2ucSCV6OvUKMUUvAlFBSnhNbh4+lHZ9m19ATB0kL7THCe+Q5vCJ/ltP8H+Rf28oEPfp7Of/yR9vP5//lx7LGxHWGI5ji3tGduatTWnOd2Ei00woCtVas0JcxbIKAFAJvvazahagDGbaDdIlEaoqA7kk+bU7Bd4tqqTxbbqqXbMbf2Z29XwLaATPMn/buX/l++vu8BB9yEDyn++m8gFQq4vvQFJCHwXjgJF04C4Af4NIT+zfvH+TaVqZ9hbuxt1CXBnh4nWqePKy9fwDfcy4DtwxNRGRsJkVsssfiNde788+MMCRuxWGHtUpKl5+aZ3yow4HVwbW2JQY/AloOogQ403UYNq1hFgVwTCF2iqFZYn0sx0u/H4/aBAM2tYO1YlBoSpecSaF0Byl6dYqpMsN+DQ87z0nSSPtXHoTUDYo3KEauFxN8R48xXptl3sIe1c3FqhklvV5iw5GSx5uDkM8vccriHrXQR2S9jJ0t0Kp3bRZUC2sp2NFCyEBbCFk0gAqZiob1vAElIdN7dw/1396Ags/HYOslUDe1AJ+61InYBAi4Zy7IY6HRTNeoQFnhzFTDrONxOas1dptiw8Y1Napc36P+725B2O/HsHcO6niPxzVVcPQFue8840w8vsZQtEh6OcnVui2jQS1/MSdjnhFKdDodG6otrUFIo7/Lh7laxLItd7xti3anh09R2EzrbshslgpeS9DschDvd/MtSlrEf2YXvdREkAcZGiXq2hGk5Ob+chWSJ+w73MnR8AsOpk7ctQoqXmRdnuLFS4eibdvPYjS2GfDpn42XCCiwvzLE71s/uoIOCVCX4fIr7J3ooj7pwBVTsIR8zryQo100e+u3DrC1k0Wpw+3v2YnihdDVPRdTxDDQk5ltGqZX6iSQ3cn+Q0FZr2AtFjFINx7qJtlZhtWYyU6wwGfSysFGkVqjjcjvRhcRqts7y1VXGprqJVWt0v6UbOlXyS3UC42HUskG1auOJOCk9vIn2Mz0IBK5JL9EhnVLSQS5ZpSrK9MS8LYsJgBxQcN0epPP1MYS+LUDWzlUQoMgy8osprMcT1CQDqbebqge8kslSRaaYs9nXG6KeylHWJFSHzOKNOC4hoX9xHt+BCOKoH7Pl8dGy1zZ28xCQn0/ieD6H3BXiuLeTDdtipVBmUJFZ9uk4Yi4WcxW8iQpd3SG6egPoQSe+oxqL/7TIas5g9KurKBd0Qj84CmqTizifR/9OHLtqIvV4mX51hb7begllJZaX4xQqFgOawlqijisWJFMusPuBIbZyVZQDwXbYSzTzANojJ91s16ARKpPbPTegVc3SeL2NqApK/7qEeq1KIp9mxpYI93chKhKOoIs9qsrMjVW6e33UdQ/ICpvT6wy8pbd5x23wKkkgvZbBXbS4KmSCCymund/k8K27qedreA/4eeXsDP64THiim+4TQQB0h4LDoWDNlag8mkRK13B0eQj2dXLjxWVkVSafKdElWeSrFlEU9j40QEmAN+LGXVfoGPFSXclTc1v0eRW0qwa7+gPk43kCtkY9bJFby5DaTBJzqfSX/r2EuZ7e4M70/2Bm4qNsjt2JcdeP0//Cpxvj2NuzI2zSDKnsRMAtMkG02KZGaLZR59wcpfZbmv2IGq2iG3/lHcd880at/jdNFLEtHNYsh21JlrdCZI1XNpolbouFy00p+2YicZPdsFuUhmgBnVbZ7b9fQ/+3r/8QgOMmA+b2UPjoX7Lkehfls48xVEuhZrIoxQWclXWUevn/9Q4dWye5MvUORiZiWKky/XUbS/eilUxyhoUbgWbbUK4RFArrl+L03NlFrQtyn8ngDfk46naRyJpkiyq3vXsK/mmWG1s3UNxDuPM2umu78fCdP76XG6sO4hsF/Adi+Kw6mkOj3lxQkg1bn5xm5nKeeMlCq5nk81W8aQdW0EWkx8eEv4Pyt5bQ/9NQUxq3uZg9cOqTlyk8VMWaLuDTHdTzFZZOxRGGjWzb+FWY3Sig1XQUTUU1JQKSjNVUpvy3KLoVU0S0GhJJKC4FBBQXi5SvFBEpm+e/fY1CVhDtC+AOudmMF+mPuIkn8lRSRbp6I0zeN4D47ip9Pb2s1mW6ZZWaZbHxrTVqpTyFnIltC8yyjSNep/hyka3pLHkriR5zI6WqBDr9SJJELOhiZjNHV8xFLaijyjp2vETI64LLBnbZRHqws1Hipkj0vasfu0VN2g2IpXhU0n4bdcBPJmfgVmU890SaiXoSrrpFHI35uQ0m93STsWWKmRLdv7Ufab6Clodyj448PEx3HpzzKgMTEYxKnVDYzdL0FolckUNTOvbuDuQLKoZDQnfKFJ9JslpKU+kN0tXnYjNuothx3PE82UwdZ4eH8YdGyN1u4O5yIZpdN2VZQTIseDWFNFtGc+nITg1VkVCSFsZ0lpxRwzUZRhr1U1wooHoFhbRJAI1Ns47TqVLNVSi5VJyFKv1v7CJ0yEHoqA97zIPynU28M2UWDUgmN6h3unFfWKefnmZ8WNBxW4T6UpVsqczUHQPEn6pg5KrI3sbakPb7Ce4PYAu7KcMM2167oHI2jWfNxLFgUJvqxJUp8dWr55HNMF1+jZBHJZnJsWplWU3YvGWsg/pyAW+vl2y8zNXTSTifpedSGG+hgv+X9mCbJpImN/sPCuTvbKBdqWLVLTRVIu1UWLmQxe4JsFqqYaoqqwspIm4H5f4anDO5cnqd7hmVvg8PMfljoxTSNYzPTPPcS0ne/f4RBJB+bhP3E0lcQkPb1cXMlQ2iQRfLpzfx9vkZVhQ63jtIx4gXybKpORWQwDkeojNVxtfTYDRbIExqn2I7aguktrPbjKC0aPOdR0ljPFVAnzEoImP2h8gtFKit5oh0+Dh3bZOHbunnTDWN0+kn4tUgUcff5WqEc1ytY6qxJ7SlGqV1E2efn4Un1xgbjNDx5v0EqzJLxTriZILHnzvFbfcco+uY0khFaNpgRVZwJGw24lU008L0uoivFah63eQ201jIKLZA6nYhLS7gSfcyFfaglQU1zcK1x0d8NYfvO0v4TAeX5xMc2jeE5NaZv7CF7JA5ctsI0yfnqetwsush9sYf/X+16x+e/lXWtj6Ko5hpf88OBNsBXKQWm7HNarRyyqDJKLRDJaLde+dmVCi24yit2RQtcAK0+uC0GKybYh4tyLkNIsWOipdt6L69HtoPJLHNnNyUV7JTq+V7e/2HABzbuvOAaBRVeD5wgOpD4+R1HdWjYdVsFBQ0u4pmrhH8oXcjZ7cX4cWBd1KJF1CiPmK7Ozj9yiJvvGWc7GoWZ8RNXdi47wnRd9CHAMqX8lz/L+dwdQfQ3trLxlcXUE0JTbW59dAUsX1DVL6bwdhYxtmxD9kGyZS49rlpxt86jKNbZ/gHxwgtFjn79Wk693exlqvirtuozQWcLyskSha+Lg+ZtQ3qRp0bqwadeg+vf/0oHRfSlAr1ZtR1m0vTnApTfWE6L6QRnU5693eQO5kkcqCX5RfmiNer2DkToUqED3ShL+Wond7A6ldg3Aso7Q20wydtbxrRlNsVEliWjTPsRNlIcPWFFHcfHSabN9FdCsWsgdOrc2x3lAvzGTIFkzoSrz69xqG7Y8QvpkjNrdP3shuOBwgeDZM/k0Y7GEMWEmK2xNKjcXwOJ6PjHZy/vMAjjzzOz//MB9ErUMzWOGWY+F0yma0K6yEIxRwELRlZBSOep7BcxxORkW+NNKhwQyBrzbinbWPWbDS3hp6vUF+vQtnLwaEOZFVqJGNK4L0vRvfqInMLELIVnp3ZYOrePpSChVqVqPdrKCGZ3o5uBIKNh6/Qe08vy3MpPLbC+IOjDF72kDRkEq8kWFhLMxZ0Y2Ix3heksGZRStgM+zSmDHBlFSJxgV9olM7nsH1xumIexKky9dUcks+F1evD2CjCeomQUBBynaxl4xkLULiwzlVLQQu7SGyV6Ay7OHVpDd0h4fd0sZbL4gsGCe0NU01nEFdzKB43uW8t0vube7GECW4F932dFOUknXMazoibb3/tAu963R7Uv5rF+sVxbMtGG/UjOdfpms/S6Rrler0B4Lab8Yh2XLpxtRpRgfNqBff5GlQtHrsWpy9Z5cXFWcKaC8fyGrmxMLF7xpns86Jci3M5vYXLFJhVk5xls2uyi5X5FIYN8pLBK1fi7K7r9Iy6sN8RQ5Zlyt+JE7xaw+1xUbNlshEnp+eTKLagvJKhUjBw6BCQXVy/lGJy0o9VLBAbC3H98gbSxQITr+/DvU+h1OvkbtNCKCDLMma2imQLqj6V+WtxOu/v5ZVPXsLv0lHUApu2jfbyFoP3xXAMOhG2jDFTJ7Fq0HfQvz0uTUZIluw2mG+Ysp1j1/CkG4dMg+loQQ8hGiEN+6vrLCmCYLFOwedl9/Eu1q/EmVlJ09cXJT8b5+6OAHkBG/kCkVA3neNRcMtNh61xIJau5Nj40gqxoU421gvIbidXF9cZGupkPpGjWrcppurct+sAiu0kMOa6mRW4UaB+PkeXAKs3xMy1DcYiMs4OD2tXljjgCCLVLEqrFfK2j2QanvnGJfpHggx1B4mfjtMzFcZjaVyfKxA8PkjqlRucrLpIZ8vofheVQg13yImVKTJbdfM3u/+JYfsyr1v4O5zGtu4GQO/f/Gr7ce34rVh7923ra7Qx8M06Nu02bu2DW9CU4W0KdUFLtr3huMg7bmU3bWTr9q0ur7Tf34qntAS8pNa/7dhIk61u/vxWA+8W4JShGcppVHlJUqMPS4PxbBnv7z3q+L4vi22h/zb/Lzcm1jkRJHa0C/eBMPqEF9feEI69fuS9UcxDB6i+89033cd0j7CeLPPoc3Ncu5KipyeAElRxyRKqaSJMidWvLXLj11/mm792mqVnU3hNjdSrCda+vYrXEjhNcBoC6dI8joqNL+xid2gPkT4fdtlCJE38OYnzf3IFuwzP/8+zLH/zGrvcArnThd+p41MctKon9H1hjPUiEUVBD4WpyOBwO9GyOULjXRQ8ArlmsLPuWgJM28Z01hn56GF2/9lhQj86yPDHj7CxukHUqzNEnVNPX2XEp6H881k25jMk0xa66gChNVF5C8BsC9qItifAdl6HLKMGVGZrBj3He0irNcbGOri+nKbgLLJrVw/LiRSKs05H2E2XW8barKFVwFuqUFxfQaoIzn9rkaJpc2apwOpMltpCifW/usbmxThbm3kuXItzbbXC7gPj1OMGNhILlzfpjTqoWbC4mWMlkePs2SSFPSGubpRY3MiiVU3qj2VQr5eoFi0kTTTXiABFRnWqIEmEfn4vHmFT3SgSkAwENg2UKMCyqSkqd011sfX0ae7Y30d+tYyty5SvZSiejjfGRmr0OK1Vanz+Tx7nqS8+zMqpizhn0wy+e4zzr80x5JKxkLmRqVBXVG6kyji9LiZv6UHr8fP5qzP848vLLIx18a1UlaVeL3LKQLwaR72WxVUAdalI6fQm6cU4cUweTRdYiXmJ27BxapNXDZOJIzFCfpW6T+OZ9TyxOwYo12t89bvnKAmNxEaGGydXmLuWZ71sEhuL8fgziyz/8AsIZGp1i6wFbp9MaTGL8eIidx8Z4MXlNIvxKq4zVSRVRtYlwvv8VDUHie8ucUvQgWhWutpiO4O/YdulBvW/WWPz519DfSyJvFlmXVFx+b0M/ugIvd4uHGqQ0kQvxbzAenmdvV4n4791gCMTfhbLjUql4fUiOHSCHV7MkIctq8LRuyfwORReemaL0ucXkZ5K0DVjcGUjSz5Xpr4/yEzZwiMrvLqcIlOukq6U6L9vmAOhBnt09lKScMjCpzlxuOtsvrDAt375Zb7ynidwT8v0JBs5WPVLOUJXangHg6wWqozcOcTGywmWkjk2t4rIVY3bj4+R3SxRnDHY+uFvY6csNlMlune5tul5yW7+lW5igNrnxI6Sx1bPj0Zn0lYpJ0iyYP5nXiWxXiOSLVF2OViaS7F6dpVyrsz6agbPVgb98BBZRWXy9w8y9oMjiJgETrlhOkRDb8I2QNuw6HI7uHE1zndOzaMKwexqibApKK0t8+qlx+nqC1CqmWQublAr1hpHpJBIX83w6h+fY/HcHKJSRB0KoOsKj5xZJ1urcc9tw/h0jUN3D7O7w8vdd4+TluaY3N/D/b98CLlqMODz4DsTJ1AU2KbF3GKWb8yn6fGpPPQDR3jdhw4weUcf0ewM94+d5VfeexB3p4dVfS8nj/9126ZbvX3/7rwo/M3f0jyh2Q5etIa6yWPYbDPmbDMQrfG3d8xR4y1yW8K91Rag/XXr3W2Byhao2f7ZDcKjSZ1IrZ0iN8ueG11iG4ec3QyaSu3P3yqV3ea8mihKNN5r71Af/l5c3/cMhywLJFnASh3JFIhBZ1NzxsKqgOyEFn3bfAPCtDB++hdwf+ZT7fuouRt41ClS1QLr61usbAouXV3j9sldDDhVZFViditLplDnvqkYLidku1ygSCzPbeFwKdRyJg6/C4ffz54LWZydXnY5FOqAu1dl9R9WENU6pUyVkmGwUK7g3Chy3lK4qzfEUMRH9nQOqSuM4pDpui1E3amzVCxxy/5uVnWVuWSBY3t6kVMlXDipu1UklMbvJze6HspC4p6/P8Hvv+tT/PG3f5bi40muPrxIVZapeRws2DodnW5c+7sxp8J0l218QTcyclN3qLV0W8p4zcdN+CpJUtNgWu2kqH0/vYsLv32GQcXD+TMXCA31UChscXLmLDG5m8gt/czGi7z62Aw/8Eu38tRjixyqm0QcfcQreQ6/aQBblXjT527nU8e+yqHAAdYjXno7HLz4yiqBoJfjh/op+LaYWcljlxIUXSq5lSodSLiHOwhiotlgmBZT7+mjPlNHpAuYRQPfN1M43tiBsd+DaHpzktIW/kby6HT83n6WfvUcI393BzW5lRgmI/eoBPrclLNl1PeP4nvFJnzrMNJihcrXl1Hf14esNP2KuoSsypw4PoE7O0Tsrb10vquP+N9cZ8Kvsl4y6FTBwmYuVWRvlxdd0XFMBlh9NsFdY8PohuDFp6e5YzBMJmewoum8upbmTTVBcTiKv8vH1cU0EjpW0cat60gadN82gqNc4dy/XOHKFy8x/OAE3s0iJ/xuPKEI/FEfxGD+A89Q3j+Ax4RMtohPUUjNJdnd19nQhxASiiwTiIDjwW4G4jWKr5gMqxZXN0uc3EzjKReJHLkNJInAQz3w/Bb16wmkr9/bjHo3tEAQUsOAWzYuWUP+z69SGIww1hmk5pJZFgq5eo14skR5ETIZg3DYyW5VZ+BnJtBu9TZUWIETH7+T1E+fJhn0cME2GZ3ewFkvsZbZILGxTPQtb6GzrjE2EaDzthgrX7hESXNxeLSTjW6dC+eS9DlkzLxJLOQivlXhvvfvxo9J4L+OsetnXmHvnn5WY16+9dWzhAMy3nSBPRN9bOVLrL6yjJQs0901geeLq1hhJ/9yao1dMTff/p+nuJwt8IbdPYz1+ilVLErJAic+dIDNJ9cY+bU3cfafVtn/c4ONPAyplQTYVJmUtr1pua0Fu12TIjWVKlsesrTD7VWFzsHjg1gzaZZDOq+un6PbPYXmdBPu0SkWq9zz8TswVIvoD9xH3RYUr9VQRmW0DrXBkDTFRbU8KNeqcGs3/RVB3ZLwF+rosQCnzm6yZbnpjU5RzsWZ9AYw9w/iDriRUZBlQafTh9rhx6tZVPb0Mv3CErt391M1wF2o8dL0EneMhqn22Ux+eC/5x7OE5zxc33yB6qthOrtCZDpteu+Y4NpXl9h1sIuf+cuP8zs/82EefXyRF2+8StCj013e4KEzPwfPgHD/Je/5xd/l2vP9aFqATOAwodxZbJOmhmfjsiMRxMhwOzdUQjQrHAXCbgl7yW0vthVgkeyWV9uYAqkp5NXKy5BbgqI0w17Nr+QmI9L4UkVqc9Ft+N1sPwC2bCPZrU7PYscPY5sBYzuBtJHP3wQXSiMEbkFTn0WCZgdc+XvMOXzft6efm17A6/NuK8YJqCdrjQPRtrBMG0VtiD+pqoakNBJ8tEcfIfgrP9a+n+GPcfLoX7NaVBkZiFDwykzYFh7DxuwPIL89hjbm4Nwvvobi83Py9ALjfWFGRl089aXnmNx9kDVZwR91ETMk7n7jAHOPXCOqQ8LrZOWAG19S4tlvzPDjv3034riTZ37rAr75DGpvCG9fiL22xflTC4x/4U4cnW7kCjherlCWLa58eZZXt7Ic7vJT7QxyvEPBs2WTHXWh/UisDdQlZIRlsXm1xKDXyfnffQ3CXoKKzHytiqw60Uo1yqrExIEuYm4H+lqW6cU8et2g6/f2Ivd6aCUvteKELYJcam4CSWpodGx7sBKSrGA9VcGxkePio7NcVmWMZJUjBweZXs/QHXDSH3GRzhRZyVSY3NfFqNvD5fPLRN8YovOhQZBlMOH8Bx/n9vfczsq1OIWtItFOP9l0jUivj2zdJHiok3qiwLXnV/EEnbhDPvJVi1PX13jbgS6Ml1eZjjjYG3Uz6fQgORSqiRL80gh2VcKcctFSANz2DASSBXazHLiV+ygJicSfXcC+miPU2cXsyfPI+yfpf30PyuMb8KYIjrf0tEco/+dzbJzdZNMy6b0ryPhP7MX1XIn6LR7MoIxdMpn+qZcodPpZ2yqjKyoOXeDYKOLs9tPXHeZMPENvyEU5V2UrVWatbOJzwNRoB4vreSqSyt6Yn1TdZCu7TNAXYndHJ4mtAh0jQayX1rBuHyK9lGDvB0fxHQkiRKMzsJkxWf/Tq7j6o1jVCtmNCkmrhrcssDWZW/7wAFagIZVtlmx0p8rzv3eG7MtxJkpVlFtHiXog9JG9CFezT0TbW5R2+G3Nq2iT/vWTDHg7kdwKZb+DS2Ef2ekNpHyFSNTD9aUcQb8Ls1Cmoql05quMvX0I/9u6kPSmF45Mfq1GqN+BhkT5qTiJMyV8XX4ef/IaobDO8aEI3jd2kfnKPKZSo8fZSW7MxePPrNITDfLay/N0ujRuPzRAolqnq9dL7KEoVkhC9TYMevVGls3/fpFcwE1nwMXiWpqyQ+PAWCfRt3Vj/OVlag6byKERFrfKSAWDmZkUqiLYzBUwZBXJoTA10cHQsB8nCsahTnz7WrS7vAPI067ClGmyHJK9YwS3u5nC9vnVMHeN9Zb7jVfx6DrBjhDrkk7GKpKrWVx8YY2qIigaNW7rDmDaNkd+4za0ERAKDQ0aucVYgtgoof3lAp7hCFlhUl5M4T08iOx28Pm/eoKf/dXXY0U1Vl9NUB2Q6TkSwwqC7G58WDlZw/WJFWqaCn0u8rkKmbzNtWSJU6eX6It4ubocZ3dviCFJY9fP7SJwMIhbc1N8eJOlaxu493XRszuEZymPOZ3hRjHNdx6/SGe0h4W8wfs+dAQjWUN7+NPcvvgPN50JttNFTukjVJr5d+eF1dtL7ulnEZFIw+EQrbEU22xGK7dCbNu4lsJyW17jpuQ20T70hd2ctx2kiSTJDXFYeSdXIt/8XgHbzQnZaWgRoslotHRYGnVMjc/WDOkIWwHJopG42qqyaQaEBOQLecbHR75n7em/7xmORihsG5VKEqz96FeYXPwSZNaxJRd1oSCrDhyRGJLTg2Sa1JLLN93Hkd+kGL+Gr/MIFWFi2hrGapy8KhjYE8Aad1JZqzB2dJCXvvUa5doqHXoHV65sETp6gLws6JB1qtk6eaegkiljO4NQKyBhI+kCNebgg5+7D3nARf61DPkLG2iDAQYOdlFa2UIoKgd6fFia0iznE8zLZda+tcS6UWGkK8zJaxuMV22Wyi5CuouOXj+2rFGzarSTRmWJv/7gV/nvX/wAK4kix2WbVYcXj6oS8etoGszWVVbObZIWAo9kE7DA8LsRitoGG40h3VawpFk2t70xmg3D7EZ4QtgWht9g9sYy3mN9vPGAl+kvL7K4kcfrUvBoUDRMcqU6ZrZGbHoVbXKQ2w/2UKor1NMWRGRQYf+nHyD58CaZWgXFIUgsJdH7/RhuE3WjROqFK3T86CTOGwp5TaGSzHNlJkVXlx9T1VjsDeP1CfqOdpO7ksMn2zi7PUhfS2O8rwuxVMbudzUMb9uab7M4djN+Ljf7j3T++n5kSSX/t/MMdhxm5dQ61ZdMho8PUe3SKVs2stKgOEM/NYz9sRrBoE3nz+1CeTaLfaWIPKJBUMdWJYZ+Zj+nP34dr5DwKTa3/upBEl+f5kpZonhLGOWFTa5fT6JgIfAy2ONnJOrFmTHw7+vhxnIeVZXpd7rx90yycHkB0WvQEQvhNjUudjjY5yox+ZeHaSX7CgF23Ub2KfT/7ARbn58nV4ahiAtjukBFrjPV30fq988R/thRbFugeRuH44k/PMzqL53kQtbLXsNiWjW5y+OgZtW2o8ZSy3g26HWrXEfJC5RvbiIdmqKSTJJYN1iWJXLXZsnWTQ5MdaJTI1uqcGTUT2C0m1w2z5pZZeaxVfb2OnDdHm4qJ9qE+hqdcaumgDtDdOzyUUvbvPvdJyitZXEVJZKfmCehSdzSHyPn0UgnM0ztCzP7wip+p4TqlHG6bDxRF9aoi/N/P0PEJ9P3nydAFjgmAwx+/gSqLFPfNIkFFBSngpUzuPyBZ9g3GcM54GfNLXP1xhY3rixj1WSiVpYH3nIL/l+bwOXVsYSNqAsUSUbXLCS7KfKE2GZ/aDCSbfXVnd5tmyZvjWuTZm8rTYGetugY76J+OYVxws3Mw0ugSqyVa/iibkaiLs5cWGU6XmEiKth6fIHo3TH0KReyo9XwT0IWkPnnFbacTgZLdZ45t0FPb5Di82usLCYZneok+zodYSoITxBPh4wdlZCVZhi3ZlN8OkUlV2UL2Mhnmf9/2PvPcMvSqtwb/820cl577ZxT7cqpq6s6B5puoBuaIKigICoeFBVQED2Gg0c8KCpGPGiLBBFbYjeh6Zy7q7q6cq6dc1w5rzXD8/8w11x7F/I/16Xve/jA9c66dvfeK8w113yeZzz3uMcY95jOU87V2b6rmxu3d1LTVNxhN2M9ATZmChz9p2la0gX2f/IQ636I3dWFtVTAn/fAconzuVX6d4xwxAgw2tPC+MVllqYqZNdyeFr2c+PstXuBXK0Q5T+CjdLH/yeV//bLoG4qfgpri2AXToIECOsHeqJssXlb8wTtcIoNBCRHTlxsMhpOxERqlq03XBshNke14aghOxVKjrbGVifI6V3VsE+O3LnUUCttaCYJTJqlM440upCb3+tHdfz4Aw7hbIw2opNNnb3n/gh3LXvtCw1g6ULzT/8PnGcjtpsJ7xj72nzMZkvMz2S4rrudSpsbXVgoAvIXc2RfWEDVw9x3yxjuoIn2XAlVNSkgQdCi6JJpb/FTKSuoPUFyl9MMHB6g5f4EsmYnGK08t87KZy9SbQ9wqphlsEfDtSBYS1aIaxoIifkTabrjAR791Bl2JaLEXH4imkx3Alrbw7SPBAmUZTZOreHvNJC3h3CSkGRJ4rZ37OHc12cxvW4y8SgrS3lqLQqW5aGSqmFSp9jtpbReodflQcaip9UPHjsE5IQTxJbF+B/Lx2wBMHuC24bLezBEdLmV9Ct5jEKJkV8dY+GvrlJKVUgu17n51mHKlxapGxb6gZ0srVfob/VRG8+hKTrm69rAqyJ5BN6f6mRE7kAIyH19Cv/hNpT2IJZkYFVMuFJi5+uHsbIWpx8Zp2LohEo15q+usFy26MsUcB0eoNJlklwuEguoiKCG/sAMRrmC6229VNsUlMEgjmvRDLE2I6Obpt8UBoEP9GNka3iCJq1396NPV7FaNVRVwdH8sAIQe88A9YiKMV8md2odc65M1JNAkRT0Uh1vQRBzK1wsVojUFaplnZaP7OF2TcKyBP2HD3L+z89y/lSB4YSXPYc6WV1YRhrUiA64KLxSYKJUxp2ucvtH9nDTx0btq/7iKvN1nRsPJqiH69SrBqomI6kSlgFmTaC4QO720Pq7O/E/ukrqiQ2ipSq6r8a5M+fo7hshdCqPvC+EY12FBF1/fQM9lkThSzOookLd0htTQzQ9Nbt0D+SsifFSCqbKSLjw9UpkOyI89MxRbu3ai+KTWMxYXF7LUsgu45ODZCppppMVCoUlVhcL9Hk6KKxV8Di21LRtKLKEZQosXVCcyOMfClA9mSL7rVlSmo/2uJe+hJ9Fj8bKWpHO3ii910VYvVIg0C3oU93oKFQ3sqSurDI5kWNvS4D28RLaWKDppBqWhdTWSKi0LGovLNLbFcfqjLBU0CnO5PEG3LSPBalfrXLDW48Q6vIiCjVyV7IE9iegbEGgQdVvCVc6a8qhv52y2Ob6aqxj0cznkDY3xcYKzM0X8T9TwDWZxZXwYuhQkiRUJFBVwiEPnb0BeiM+FrMlps6fwzMVI7E7gZEzcLVtBhx8Z4sEDQ9dbSrzmkWuXGX11CKRkBurXOfWv7yTalFHuAS5og66RbDF27gyGflckeLLOVrdMn63SiVp0Ol1U1FULkyuka9X8MoqN97Rzeg9bVj/OI57Vcc7GqPwzBrte+O474ijnFHRXshhCtjW2UpyvsC+/gTVmJtSuc7Y4V426rCSauff9n2RN03+Lv7i4g/fHBqHcHsQqh2oEkI0uitvyUVrjIm15d7bQ7SFTmqWIIsm6pC2zH27/0wzVoPTEdbZmza1ohx4TgPIWE0j4zAdTmDNuRZJbgjBIZrzqMmWCDv/ZxPMgNOd1hZu/D/emv/Xjx97wCFJDoq0R025cLEJNp5UdhCP7CER96PnlqmbEu5gCM3SKdfKqPUiBUmnKAXJ3Pqb7PV68Pb7SJyp0rN/EDVVZb1WoEfyIuuClsMJQpqKNVtFSgoG3jNANKGSvJjmxHiKahkMtxtf0MtiWWdUN9G3t6JXTYyihVqxkJfLpP5tmpILIi43A/Ewl59bZqQ3SrhVojqfxy1LFHNV9H4fMU1hfCVNOOEhX3FTrNdYS+fptyJ4qdO2VCL7goV7Rwiam6Tgnl8/yKtfnWBsrA+vS2NgwUv7bS1UvzHHyarBzu1tFDWL2VSGK9U8vXEPPkXC++gK0tu6EVojvig1nQLs5CW5ueAcPYjNGnN7LNre2E24vkFhKkMk7mPXrjaOPzdNLB5idjJLvVqiMxihmtOxinWkfB1yNdQXK4jbElgeR2WRhrYIhN5mN/MyqwaSJCg9OM/Mq1lMXaItEUDPGwz2RGn1eGg9EKJ2IU1iXSefq3BuMkXQrbKxXGAwaqJW67w8Nc5N3wBpRxgp5kVE7AZ2TZpVchb9luz1hoFQIip9v7wNQwjMQXfDm9nChUoCo0ulNlGh/vAiU+fTRPv9RHw2OPO2qBhHAkQveuh/JElgKAEhFdEwEEbdwt3mY9tbhsi+epygBtpuP0M/exBZg/GfPUqnBNVKlY7dUVy9HgxhUi1ZaKE6cTzoHong7X1ICLxrJnpMoHoVVE22q7qQEJZAGfGy8WwF4fNzeSVJKpUlUIsx++U6g/sPbAGbjc1PlvD/3ACb2/KW/0sSsgG1r84RdfvhUoWKV6UQcZGfzJGdKxONuxmfzuDSVIqLeeSNIt3DXQQ0ieHWFv7lyeOMdnRwYHsvvduiaF0R0AW47F5EtoiXjKxJSKpM7LZW3GeKcLlIW28Ll1NFkoZBXnXzyqkVOiJ+rKTCq19OUTQFPYbAskyWZzKEoi6yVcHAUJS2/lasxzaQtgfYmhxtz2kJ6dU0yotrJA51sqDLXLqcxq+CqBm88Z03sbi4TO/PDoIEtYUSVtG0AUNYxsSWz3fAe3MPcMoaGxtJM2cA8QMFBvY93gQldr8cebJKdS5PQHJRL6Y4c7SKJSS620NYK3ncJrTe1IJfkwmsGKxcmMd3pIW1uRSdN/U2SypVFKa/uUoi7GYuU0PTVDpCPmYzKUbfNEJAMqhLNuoTpkTbcAR/fDN0pj+yhO+KSRs1yj4fWkBjuz/G9FKa+bUiLgXC4QhHdrbRt9sHbQEiownMbJKapJJOeJAtgVa2yLyUor8uIUU8RHweVkslJjMFrKvr1AwonT3Hdec/Q6pjjJWWn+DJ9gfQp0/xE+O/+/93j7BaWhpXajXZvq0RP9GwWw6+aHIQP9Bs1Y64NOIZkgyigYSd3LZNKNHElTZW2aKXs9WBkzbf49idzUZuVhOgNBXCmucVSEJgSU4PrEZej+QAqM0r/hETHD/+gAOH/GrE2MwtcaqeNx+mtaijqnWqw3dSkRXkSAS5ZxQruc7prxpECwtIvWN0+iOsFcqszxZZXS1x94FOzEKVtv4W5LyOMCTqeYHrcJwdN0mInEVdM7jwyhSKO058qA1PxWJiLotWq5FoCWEtl1EqBnK/bSx0y2L50UXyWZ0ZQ3B4Z5ywZbBSg6iQ8ZbrSO0hDE1mxx0dGGWDsftGKKbyLB5bIRz3s793By+emeXxYo2fe9MQyoqHaGuIciP+6CQkiQAceu826nmT4vkirVEf7ogbI+inUMoyPZXEFXbh9SsIZKJRH+GglytPX6Dn/nZwbekg21yM1+Y7NJ01hMOn27S9JKPeHkOcWEN1KYzui1GeSCLvDDN9dA1iUczBVny741x4KElo0Ec0LuPKSVQeuIz04V2gbekF0kDukgSKW6LyrWVWz2TJ+NJkL0O5UqNdlvD0xLm6UoDVCp3+AFq7l9RyBStZYb5co2+0A3lbG9L0MtvoQfN5MMaLpL40h/f+Drx9vsYX2uL9SI3FLqwmnrDFpTaz161G7FSW5QZVK2Fl62Q/P86VC2nqCmy/fwwt4moaJCWi0fbuIcJ7I6jdUVw9XjuJVQLNZQMdz6Cf3utjBPrCePYEMRWBsCQ8qTqdnUH84RC+w+24BwIYpTqKIqPc14U1W8LVFSO3atIpBGLewNrvAc9WFsceP/dQkIFfGEZel7j0B1nuOTCIWCw04/uWuUXW3gkgs/Ve2MZbkRXO/M9XGWptYen4BoG9MqWAxuJKCX++jqkpnF/K4gnEqaXrqDGJQzckGHlTP+WHF1hdLXP84ho7WqKQtSiHTIJRF4pkNJsH1usSqmaXwMiKhCSpeF7NM/vQEkOJEKoMY10BZrwW8/NV0mtlrJLB/FyKSDSEP11gzjTQvB5G+hLk82X6OqO0jcU5/dIC+Zk1XvuhAfseCWejkFC+uYTnXAFVjVJ/Yxva1RLxCyohDdbrNTLHl+n5tT6Q7R5DWsKH5vM1E0GddjFOxWNzE2k6145Qk7RpyHDesMkqOpsLkkA6lyGyUEeWZdTrI0x9b4UFt59qukTco2LWDMxihbppoPu9JGdXueG27bTuaqXsrSJr9j2VJQn+fZkQEot1g+denqGvJYQF7PyJAXrv7sTX6kIvVUHIVEsQaNcaCat2yFG+VEJPGqghP6sejQvnVunsiJCvC3ZG3Dy7coFW3058isLaVB13cZ34aIj6SoXxc2ssXJjnLQ+/Ae3RNVpawyjJGmZQY3W5QK5kcOryCnfu6yaznuPGr7wdgMj5Z+npfoqZ0d9icecNLM0P0VWdwjh0PZV3vovghz/Y3AfMPfs2p2rTMXA28savYnM4miGVRhjLvvfOC5w3cO372bJMGiBys+7WgWab9tmeFNYmA+GwHFsAiQ2CtoR3thyi+cYt63ELmLXn24++SPXHH3DY6j449QaifwArGkXOZNj2jc83Xxb8gbd1ANucP67C8+96kVymgFxUcbVFOHZynnZTIffCBPu3jeB3S3haVdAEliQgLuFaheCcgn+3n/xang3DoCfhR61b+NMFHn70O7z9tW9ACnuQNAVTkQhqbi4tFdi+t4eB3R0ce+gcwZAHq6BRKegQldAAJFC8GsPv7AKjnUi7SuVinbpbYjV5BU9uiDVDprNSb3StlhrVF9A0UBVB8t9XufToODe+dxerzyfJzxW4601jPPLgOfZvG2R8YsOON3e5kE1BR6yd3As5wq9taQoNbQUZTWXELf0HmuPg4BABUkzB/7Zu5v/kDKHrWtj2K8Osf32WbKZETyTI+nKB2VfXCET85CoqZl8McTVPbLZC+oMvEPzM7c1GorKjtNOgE+eez/LEhRfZO3qIsd0qL12Yp/tnrmdoZxcvfeJlqqcqBMIeWjUXBiZrqQpaTUfxqpw5Nc+eWp1INMHk+UmGWtoJFku4H5hC/vVRzFbPpnfZVP0TTcpTFrItIubEgqXN7+4YM1EzUD47R+nsBiFZpdXrxu2VN1PmG/dJSXgJ3NWNLT4Eoi4QboGsylimQGn10fuRfaDKmKqE4gKrDj6/wsmpdfa0h2hzd9v3XFPQNBkjDyLmRlXBPZVi8d+mad3TjbKrE1NSwWE3HMAoIDgcQRqSuPcfbyLi16iVTSSvjGVtModOfb+ETeEKBFigKDLyV2ZRlk225zW8msVLqKRmcozt6CSrF8ElyF9e58BYK6vZElF3ncH/vgvNJ3AnPGgxF2Fg4nMTRGY8uKN+zMUCxf4UwXuGkBTb8KuKhDAFKAJZCDynikx97QIRKYBcrlHyuajFVZSswF3I0xJ00REP4jJ0Tk9ucP2eDvre0Mnyv56j7aYQ5z63xGLZz+W5JP2aB7UrujmfJXsz8DyyivrMBvWwhxkspv/qIkfuGmUg4qNSqrI2m8M3mSL2/h40IaMjUNwqQrG28hXOLNrCmmyZCDgsrdR8xVbHtIlBGmDDuFrA+M4q3pqMFvZgVGUW3WFeuz1BrRonV9MJtwZYmt5g4YuTDP/OTlruaGHy72fJff4Mo5++rmkltG+v8sqXX+Smd9/M0/9+hf3D7XbDRheM3NGNt82NvqSjtqpIIRmpbiE3UiFkJHzPpDG8PlRPibxLIp+uEvW5qZoWV5bSzLtk9vduRxguNpbSGGeSSP2tHPrVXSRQ6bmji0tfuYJaMAjkJGSpxkZA4syFVep1mehAjOjkOt97+iqv3Z7AlDUUSwfAtTjBtsX30f4//paXvt9KF1Oorx6n+Gdfp/6/O/A9+xC1178ec7C/eS+bJf4NeymJrffeanSPpSEs2ngN2MBjk5pqDmJzBBvmycEFTXC4ZUSlpn6RaAiDOetwC4t6jUmVGutVRjT66zgsiX2uRkhmC8PsvH/r5/8ojx97HY7mGm0sSFWSmbnjo//p01x67jgjb+zn8N3buKknwu0H+zkY8THcPspC3bQnhiptTjIB5aBg9IEbqbar6PkSWq1C0CMzsVFEa/EigiGOXzjD4noJj1/F06aQ+OAgP/vduzj8v7bz6rMzVH0+PB4f5ZhGbDRCxVKxGhurrAjESomVD7yKf0KwnK3y/HKWmHeQ/d1RLj23zqtXM+gVA6UxAZ1abgmwXBL0a0S7/AT9XoyJEq5iFVeuyn1v3MFTT0/QHQsTtWSkdI16UeerJ59k8a9P0mwxLTn6EqIZPtk0jEpjnjs0YBP2gQze/VFCd7ez8cwatapO/10D7L2um26/Rmm9RMywcGkmT33nIhePr6IFFXztAaJDvbhqtgGQnXhrI0FKFhbn51K8beAQ/d0dtBhe9vcMIj2xTsVb5qcfuJmdu7owagaZUg3VMNENQVEIxq+sM9jXwvyeXrw726j29SFH/QghU81YmP+0ivaRUygW0PRQnG8roU9WscxGAyc24632VmK3FrcsizM//Ti+I91o0SDmeoHw/e2oO0JNoyZJjfr5JnvSsBdaI0aL/bAlQA17QVOxG3jJyC5B8M8PUDRNMj6Vq584QeX7yxSWTCwD6rqJO6ZhzRWp/ssccjxM5VIKI13lmqRfLKSmMbWNZWTIDx0u3MNetE534xZIm9n5kg229LzO2mcnqP/hOKm/noGLJbRkjci+dl4yIeBW2Fgqcu7iEqFuP5GYj5xpX59Wh6uLJZJ/PYF0uYxlgWcwgBFx0/ULI8T+515aPr6N2Ef3EH7PKHLIhSTJVEt1hGQ2dMMktPNlkv++SNwM0RoMooyE+drFVaqxNh5+dprzq2l6In7CQqaExPbOCK1eFdeRID2fOozn9igjvzxMR0BmcTaHXKpw8E/3NxIDLUxdkHpomtpTS5iWzMNX1slsVAkZfh7/wgWKHpVqrky0NUS9Jcrf3/c9+76aYNYs0BrQXzjgVEJ2WpI7VSrNOQCmkO1NTW7MPWcSSKLRGr2xzoTArdgVKYHWEFLAw5WZHDVJ5tJshqVyFUtRWExlyG0UKSxkMYSBEnQz/CuD9L5nD04WwdUvXiH76gbGthFeuZjltX98I/EhmbLLYGM1Q2q9ApbF01+8iFDB0sHlsSttZEmh8sVJTj80g7VUIlM2IOhiJVulZBlImsmekQQ90QBmFZanVnjo8QfZFo8TDAaYPLpE8JCfZF6w63cOcOyvrvKZ5y6zUhecuJCkJRKkUqijT6Z45eplArrOmdUSp0beT9GVuMZ2h//w13hD9Wjzb8/Xn0J+/Wso/s3fYd73ps0QRmOtCiE192erkblhWU7FXWPcpMb6cPQzHOv2A2yfEDLN0uUGheX4IEiNcuamnsAmqLTzhO3woCW2JIZKTnhEaqxPB8VYXNMZxcEYWz5/k3VugJstU+lHdfzYMxxSg9qyDIu1vzmB9qVvMrL+5f/UOdbVBPWWNia+OcdqxMt4usDPvX4MlwVDPVGsDw8z9b05uyHUkTipVYWOMRWXX6OWqjH37DK5Sp2Vag1vPEzEp7GRr3BgcIDWQAzLVChN1ZHC4InLeNwuLNOkll2nviGhd0RtXYZQCS1rooqG3IsFdUtlOhHklcdfpFOoDLR3seB18cLkGj/9/mESnYL1E2sQFsTu69qkyy27wjTW7WEho3Pqm1fxeX08NrmOe3aNeCDGgZCLWFeAyVWLcsoktCPC20fvIN4WJi9LWNhtzqVrSvW2UItiS2Kbk2UtN7y5Bu1tRFTct0YJ7Q+T/9MrTJxa54brevAW65RiHtYupOjd3cbO0XZOTV7mJq2V2XSV/V9YpPT+buo4niIgBLMPjHNbd5gZYXFldokRIaMJmfBPbUMbDCELCa1WxSMpuNaLBPZ0caQliCFkwm0qnrLB7EuLKN1hAppEplgjqqkIU8JKljiWMrnji2vUb4lQ7tMakuj2oncNexq0p2UXKwpsg+C4OZINJvZ9426qdYmBwYMM97sxZQtJlmx2oGEpRJOytzdym3ZXGsyBaIJooyaQFAXZJYNkgpDQYi5e298CLRrpvMbEZ8YZ+O9u5N44vrh9rYqm4Y57qQiD+n1deLp89gllq0HTylsoZNH0w0FCshqxY0feUDT6eNQtNEtF/9BRRkbaKff7ydUqWIdCXF6A6ZcWSOuwrzdOSjIpJwvUNY10xIcc9uHvjvLClVO8bs9exhfyBBfqtKYsCorA5VHRIgKfz0PgaJniqBdDlbBqJpjg9todhSUD3Bs6/u9soAY9yLpAGYny3Rfn2RP1IE+ssaM9wuziGoWQi/aAl1efW2aoLUB9MotQJOSggiQk4re0oZ/OcKTQwtlz8wz4BKqwtwyXqoAFNQG+fTFGzhmM3DXE+EsLFNJpqvUQqRYP/o0q8+s5XtvezvxXVuh8eyuyt9GMS9CcvZKwmRknud2pUHG8F+fxpqjTFlBrR/PscI2yLvA8skGxWiLQmwBfkNlzK/gUmZZWP4G64MR0mpBPxfR78GWyuGQZRZWoVFU8e10IBIqQcOHHu9vL+sOTjLZIXPzsVcpdGstTOWIhH8sPTLD08Aq3fWwMywTN6+QLwPpECn9F5UB3C2UkktEKixdLdA/78I5Fmf3eIiuZInf9wh46wl5WLxRY/heTek+AbV0y3r4o3/2DY+x+9xjmV8a5KejlhlgvV5ey9HpVjp9bIhH2cnUpy/auUcKtbu76iX2cfjiM6zXvZv3SaV777C/9UHuu7KhRa1QFrK9kiScCyApOnMEeESFhWnbSuwM07DwaB+dtrg8hQFIEDuVqV8s2AKPTv0e27XWTuRKN7AzHdgqpER3bggCEZDfiayaxSo3QjtiMxji2tcGCNNcoNpgRVuO6nXAM9ueJRmcl5UdMOfzYAw57ggiufuMyXZ/5BMPll5vPVTp2MlGMEg1EUF0t6GYJyRshqQYQ4QC1xUu0bd9JOnCEsZIFnRFaZZVgZxBfWMKQFVgpkv30OeK7Y6x/cQ6z20f7UAhzvYQhZOrrRbR6HiXhZX80SDjmRTezFKp1Wi0fC8uT7BDt1KMSRtiZxLaXEzIszpdNAmaNzkSY3HKe6eVz3K1vR8KFJAuSpQ2Ov/ocb77lZtYKBhXVjc8wGHBptAQ8LBQlRiyFct2w74cT2pAkJGHiHwhy+4cPo5hQm8wzGFAJ3NzNK391jMItHTz5/QV6g14kYeHyS8heN4/MneeO9ABGTG7e3+bNpsFySHbW9Kb/LznoD7B1TxCC0MEwoesiIKDmErzpd44w841xIpEAzz0xSVtHEHJ1jr80zuhIC48uFnmD30vtcgrp01XMX+hGDmvNxd//33by5E+/xBp1BmMhgnUDq2bhiQuECy5/8BSrXplQ2EXJE8VtGOQyVaYLJcSETmfIR5dXZnIpi+7SaQ3F6PRKdPiC+AyL22QoL1dwPyEQpRrVHpXA3e1YfhlcTuaGkzXuSB03Lk62aQlJlhAeCQZddvjNCdEIxyjIzVAwkty8d7JoprUhCRlzXUfkBa5RzTYiQrIBUFQl8YndTP7WUTxvaEN449Tdqn0tQrIrHRdqLOVLtKgyWgzwbYbcJLHZsEqwSe8CSHaKoz2GQkKUdOS6xNLJDL2PLZPvbaVlWw/VsELGzGB980WKd1xHtLWbscE25i6ucOL8Ip0hN4os0X9bG5WiRXggQmoiyZuvO8LXX5ngLbeOElipUj61jve17VSrJmpQwdIscr0Ks399EXkmx3yhxPY/u474ngRSsob2pSWUmoxZ11HcCtJIkGdOLdDaG8bM13j82CyH9vTQPxZj1WtRmC3T3+pHxiDbGaYtWcdKuNBWTdQqSPk6hWSJt33/fmRNtkfVAPfxLP3nBOs9UV6cyaMejHDqoUtsO9iLr2qSnc2wupGn87ZhtrtAzxQJWTK4GnOjSa03LL4MWDKO6JyzFyFZDUCP84bGeGyuOXvuC+olg6O/coxDfX5KuiCdNVjX16mUy7x05RK3GQco5KtE/ZBaLtIdDuE+1Im6bmF0gNat2ifTTXg6xc7xCnlflS63i3gixPBIO488+ApSbwBkleHBVgrdMZSwhuYG2w2SUXSJ3jWV0orOilHC1+Hn1Zcy9Hs1CnMq23b4KQ9FWDlXYv3rU8Q+Mkrbz0R4w3Mhzp9coMOKsO2eHvxRF0FZptXlQ0ewUqsjLMFMpkhLyMvMUo7ezjilk8/y9h1rSM8+Qd9yByu5bjo7R6iP7MY1cf6H7wpColyoEI8HbabYkhCYbC1JbcrDO7lvW4oPHHE1IUTDWZCQ5C2ltJa06Xg18lk2Q9D2Grff68RaLJyGa00KZEtumOQYCSec4iTkW1KDzdjSUdbhOhqvF1vWs7SFvdlisn9kx499SEVqDN7o/Jkm2CiFRhn/jW/xyKGPE/zAn2K0tlPv7aEea0eOCEbv8rFjX4aDN3mJJk+TmXyRNd3i9IvTrCeLxCIKolinrhuIqJfgL+4gsCeB+1CC+myN3LfWmf+Vl5n67UusPrhC68+OUdMgl7GoZerkyyGuLgqSKOzcthv9XIrU5ybQCw0rY1lICgx+9HrkgMXIDT3MGiZWwMORtu0YL2bsEkABLaEgb3/n7Yz94V5Ep4aWL3LXUJgVpUBhIYmvI4xsGGiys5Acft7CQsLwCMpjMqUxhdJBFektrZTH0yimhD5V4fp9vbS0BvArKmbaZClf54jUi/jUJRRUHHldtlCLotmVU9oyDk4IQtos7WqICkkNGeeWX99BzBLs/NO9HN4fQlNAyhuEgm5c4Qpnp9bobolyqVJmSXNRSNVZe+AKam5z07Ysk5Y2ldpyjptG4mj5GqHXtOPbE8MtaRQk6FDdDAY1tid85LMVtJCXQBw2CkVmU2U2dAPNo5IIhJiYXufERIqsC6yQgjIYxVs2mD+zxvmL6xgXK/j/YQH/6RLeeZPc5Tz6lRxy3mp4OvYdAauRSwPX9lVoPN3waiVhq8I6m78zUkCzqZxsWy7UNgXXqNowKptVDAKQQm7ih/pgXcU6n+SlD75ENVUDJFBB6nPTNRQm/qFdeG5oaVQciYbWWUNWcgu9KyQbLymmQuVKAWWuAnM1xNfX4FOTWCcrWPsTKJkUtZjG0XPrlDM+3G+6j8m0G71aZ/rqCqlylR17O5ECMuH72lHCMP7UBNkzK9TlKm19EX7unr0UFnMIFbROmzVye2wWx5KAXo3oT3WyFKwz/Du7ie+JI2by1P/nFdS1Clc3ihguFbMvSromGBxqI6BIVGWJg7f1sZ7NIVdN5MsFsnmTmk+ltSPC0kaZjd8/jiUk9A6F6oBCfE8Lh/7iMIQbmhimwHU8h/rQAnkEy+tVxlr87EhKjOzr5uwT4zwzOY/2uj7aDnfiMU3kiJvtn7kF910tjbCVvDn4DY0Gex7Ym44QW6olLPvmi4Yiq510vLlNCCdUCoQycGhfO0auSPf17XS3u2hR7TDyUM922gYCXNfqp6MlRt9YD64WGHr3AAx7qX83yezzKSxJUD2fJvvdaXJxjRemkrjiXsq9YepUiI54uf7udirzaaankrz0/TNUc3rjYiSwJJTJMtWXV5kq1vCO9PLqUpXllTRn51LMFipcnU4RGwgwFA5Qawty9sPPUVuts+3T17G7L4RmKKyeSbHv9cOEnslQrxmgSvQOBFEki7ohmJhN4Qn7cNcN7lr+HN4vfhbPF/+aPcd/m3ue+Rl2f+WOHwo2zJ4ejJtuQpIhGPYjqw6AoxkelBpl/M7alZ2F2Niwm2FhqbFU5C22DalRvSKa90RsBfpOuARsFWbA6bkiNRgKseVfkxFpVtQ21mRjbgjZalyKbM+FJpBlS3hbRv6BfLPNHKEf7fFjz3A4hjMQzG0+NtbDyF++lVEh4Ns/5D2vbv7qAl7Ld/if/X9DR0cngU4/sf2tqJkKFSBTrRPRDeqqwHe4BeNsnvVTq+hDCeJhL1cX1sl/p8BYJEJdEfglhfmZDXo6QvhH4iyulLF0A3dXCC0EqeNJImNh1LBKaCzIwRv7KU8XKKfLBBMefLKH/D9cIPr6FiRFxjcUpu+Xw9Tnq/irkO72kIu7eNfP3MS5R6e4/XAPiktFC3jRaaDypvvUOHxQWKhQ/e4KtWNJSrk6o+8apSXi5viD40SR6Yp5SRbr9N/ZR+rRSaIVN9ZUhfKQq0lBApu0L6IJ0htuwjVwWjTiiEJqcJkCjLJgKbWO9H0Jpd/PUNjPTLaCuqITicRwG3WUbJGk4mI04ceq55HzNVzPZJDvCFMPKQhJsOfPDrD2yRNIt0TxX1rFuJInP54nolvsHG2nnC5hqDLnzs1gREJY6Sy4owz3t7LvjlFy80meemmBPa0B+rtCCEkmn9Wx+vxEcxV8Q0H6QhrtFZ2ckCgWdTyPruKWFeZXkgxE/ETv7EQPyxTKNcqWQWAsgrvNg9EMTmxxV2CzAKFxbzbZIMe7udZ7uebdAhyBpubr4xrBNyXIfnuOdBDa7+1E9SnNYRA9HoK/s31z83LGRm4wvI1rkixgsoiVF7g1mWLBIPuVGUK9USyPhmJaEHGTcMv4MxbPvHKVnfdfT61UZ3kpBz43lmXhd8nsPdDFM09OEPdoDL5nDM9+H7KQ2FPqZ+rfZnF1BVm4vEGoVKZUtyiHVXwtPlvwWXLmjM1UhQ7EueHzd4EkWHp5hc7vpqiXJUqqYOdQgBWXQnq5QK1So1Yzmdsok62WuSUxQtkUlEMyZk7BVdPJJStUowFuuq2PjfMrIDabpMn3d9pjYdlS1J5XsmiPrSE6/Kxky5hemZJXpnhumeksrK9luOkdfXTf0872d/aAJDBNQX48R2Ak2MgfdspX7dJjZ7gtYW3xTBvj6QA/ITc3DEmSm8mKzZnwUgb5TJGWiIv8rm6SLg+Bdi9Tc4tsrOQZGo4z8OYBLnxvCo9LoWU4QujwNnBb4ALljijb+t3IZQsra5EKucjNFxkYSpBOl3j+My/x7l86wPV/fJDapSwH7u4lJcsMeoK4w0pzMip1qC/USBcE/b1h6pUq6aLJwe29lKoGsiyxfiFF8pLFtsMJjj82gz+qc/Z/TzH6uiipHi/q5SJq3sAzVYS8SVWCgKaRWq9ydT1H3BfA7VIx8xWyap2arwPy/2etjfSx45g9Q408O3u5mJLZEFB0QAbXrqEGO2lJAkeks8nmOlZMarC1jqLoVmqBBtPbVAltemRbFu8WefOGfd5MBHESO3+gfLUBMJzqQOHYDsnhx20mVHaKBRxGbQsYaYZXfsQUx48/4GjQkdV3/CS+z38OZX4O//Gn/tOn6aysI7n6cAfcpMZLxGMyIZ/MK6tTvCa8g+SzK+SfyGC0ekjWdHz+PFcnXJxenONtt92Au8tFOW8wfnLN1s5YzLNndwvlQp3seoqhWOO4WIAAAQAASURBVBfCkkh9b4VgfwChCFBkAm1+FK9Gm0eltFFARuDeWi7lJC52utj/M4OMn0wx9cQCXQd6WV7KcflliR4fCFMngNToCbU5y+w+ARK1iRJKTUMbCdOxJ0Tg/m6mf/MMIwcSLJ9Nk1dlqusFlKBG/FA3Jx66ytDDQbwfGUK3DBq8H3b+QaPm+wcL1Z0hcWLSjcu3F6NADcALnz5HdyJK3aUS6w1hSBaJWICoIji1nGZFk2jpCMMbu1GfnGW47MWYLKHlK1j3tWFEVYQKd33kIJVn03S/bYRsuYgclDFX6uhzOaYyJeoyEPEQjWqcv7DB7r1tlPICqUNh9qsLtKsg6xVMv4HPHSadrVK4qnM6VeD6Ix0UPRoeN6Q3aiDJaKUqZsjFjpYwykCI4kQOX8pEzlVRLQPvqoTWVkO1LMxSlbowqHoU5LLAeySB3OkBGUxhbXomTqltg7q1wytbKo2cUmNE08vdwrHjGosytD3CcOOeNz1rZwo0y6Qdm2efT5VkjNki5sUimkdFOp9FTpvIPg014qazPUjarbJRrqLXTOIeDTmgcHUhR6yzh9WFCq0tATyqRNkysTxurLLEI8eeIxQYIr+8QXtnm+3AC4vg3e3s1BTmT5copFNU0yVSEQ/9AQlDNxsMuLXpWTY2XwSYp5NYX1sm7/bSNxwk2a5Quz5G4WKejbl1TFOmXLOom4LekJfZS2v4Yx4ICgbf0I6YqqE8VWZ6Mok74aKyUaRwOkVwf6zhCdqbiaLKeB7bQH0+id7lIdvtRzltUsvVuJLaoFYzqcoyN79/B/H3DCMEGKZp0+kGuCr22DkbyiZVbzMWdiO7zSTATRLD2QA3qxcsJxmgMX6qLCM/nSKlC4IumZWghr5RZ3q1iJBVIkEvu3tihHKC3b80giVLVPImyAamCTIKnkENs2Ky/uVFeosgPD4uzqfJjm+Q6A0z6HJhtQWQZQn3cIS2kSjdmopQRXNGUjGpf3OJ1TM5MhZYmsz5c8tYLo0DN7Yz+f0LyNvaiEV9rC8V8O0NcyQ4SPVkjAtnF1DmZlB7uwn3+0m4PbiESUZPkejtYCZVIVMssWuwlXPnk+gGxAIq4f4QK+VfQ8o+TmzpKUK1lR9qv0UgCFoDrktbKzScv2lW8jmbefMeNxmBLRpD2EBDlrFpDmduNofMZkma4TAhnGayzfGVHPu9he50gInUdDg20UmzBFbCZsMaj9FkK7YAl81F3lg/ztxqgFbsjLEfNcnxYw84mjc+FifzxLO4v/sQ0uo6SAJrdAwrGMI8eADlf/0ZkX/+TPN9FXccUyhYio/1niMkEtczUauzOJ5CrlVJtQTYW9LZO9iNJCu4/RrpSg0zo5FXVLwZCW9dJaa2EDZNXELGtyPOwlQGa13n+oPddCV85JdyhG4bQdJULFPQ2umze7toMroO9bTEcjqJvpojFotQ1wWmZU82uUHBSYDskpB2BRAPzeMqC5KzK+jITOZrjPW0MPXNGaoxleih1sY3tD2lzFyelZNphq/rghYX7mgndLk58ZFXmDmxSigdIF+U6LuhnbYWldPfn+fg3jYuJvMMLZXRn9uAW6I4i0NqaA04FOEmNe+Mx2YSqb2/ORukrVex83/sR3oqg9cdpG7UWMSgRpWq6WZDkYkaJu11KJ5Z5/JEmpFEkD4hQ1LgfiyFXK6iv6ff9l48sPzYHFeUGj1BmZ139LL24Ax1zU3AtBgJxlnwG+zfOUxc93ByehlXh4ykS5gra1zIVujo8tM6rFKoGBSzZS5ka0Tmywy0+rgyV0VgMbAnjqYaGOk6wfUacq5GoVxBkr1EOgNML80hnzLoaGtF8ark57N4PDKekAeRruJKCoi5kFQFvHa1TW2ljImEW5Op54qYbo1Kuog56Kc+mUZt9RP7uR3oYguokwQCGVWW7ax6AGEn99q2pcE6CWcMcFwjXHWJxS/P4GkN017VMXNVvCs1iooGdYEvqCG1+fCEZPQb2xEv56jkBLokMT6xwfVjI3Tu6OL5L2W5TgOX4mVhI4crqFHIF9DLVZKrMgfe0EnvLQEIa1gFC7nRn0S9o5Xu0TKVjRCqKfApEBwNg89mwGw2zNFbseeUeTKJ/N0NxlQ/5apO/YYAFSGoXa0yfXSFmjDJ5SwMS5CpVJAtNxOzaxzc0U7raQsjaeDZGWLwl4fJ/94xpk7KZNZSuNZNgmIT2mlCofTgMoErRSZUaLuvldxMkY1ilUyhzoXxNfyajD/gIX7zAEIXCMXxcWWELPBu8zUrSRza3F6GNtiQGtEVe6C2BsfsMdxa0O60ERByA9h/c5nUSgYpFiXrVXnhlQWGhxIEJBldKPhawkycWyWTKeE97iH4+j68bQqa1w7RAGBKWP88yepzkyTuuw6zWqNvKE5vq8HsYpZbP7Efz/4QwjQRuoXi0Rqy/1tsbV5QH6/jskDVZMYXs9Rlmfawh+nZJFp3FISC0BTqdR1Lh657uzn/jSlu/th+MleLtN7agXFqHc9cDq/PT16Y6IrMylqe+WQJvztHm5AQlkF04yK3nv4SnhYP9aHtTP3i5+Gfn2HHzN+hmaVrrk1eW8dqbdu8VokmyyTLdpq3EOamrRKSnQjq5C/Jm2PRQKJ27kZTUGsLiNnyP2mr9XOwgpPU9R+oSqnpgIkm6HA+E6wtwm6SEyKRpB+YK5ugxwYkosnebDomto3edFJ+dMePPeBoCL7aizgUovIz70YSVqNqYtP9drfHmr/XD95A/bqbqLb14F1aQEm7yc5XCagKipDwtwWJeVRq61XaY93U1qpspMtkN8qUC3W6LLBqAXbd0Yt2bJ5atspaqoy2VKRWWqKge4mtF5Gva8GFjJIFK6ZTVwTBt3cjNBmhSBjHSrTka5ybzOI2TCaLGfrCATzdUZvqYxPLFh5aYOO5JIVkHWI+8oU6t793O+PfnOHcQobRmoxZ2lxQtrdkd4H1HPDi6XJjdalYkmDpd88wN1elrqpYuFnLZpCenGB0Tw8xj4tq3qTjzSPEKgr1ySrGbQqm5ehKO3HHrUlMDaAhnEm/KfNtr4QGdy/BwK0dnPv6PLKmMOmSGNrdR4tqcfTlOXwlnZvesoPpU0nKMyXad7aSS1YxO9xYyyXm82761gxyX1gg9L4B5BslWvp97DdNPDEPQhZ03DTEpQfPs2dvN1bIRC64UGWZ9SvL3PgbY0hx2PXx7az/kU55pJu6ZHHi6gblpRytbi+FjRyB/V28cjlJLOIlk6vx7IU03pDG3piXl5aS3HNnJ/qCiSlLKAkfrUY72bSBHpBwVUzCLX4sXVCp1wgNxUlnS3gtgWfYgzmVxUjVcAU8kKmwWjZAkegc9BEMeajO68iVELU1Fe1fFlHyOlbVxDJqlEs1Yh1RJLcbKaSSW8lSubmFwL4okiKhL9Z4+WuX2NsZIbQtivS9RdxBL0KRycoSXasWUjKNVTTwtAeo9ATw+yUsl0QlZaAEXZjLadySjnHsIq2H9rK4lmejZvHYw+PMZbMkvGGm/RX2DUQZur0P1SPz0lcuEy1K3Dg8gmt6Ff8vX0flW0voFQvlze0oUVu4wdXlxdXlRcIi4ADSxiTZVFhsCHtNl5C/l8SjuHH5TNgZwKopiGyVudkM49Np+vrihKIKA24vwYiC7652Or4yw9TMGrJLJnLFIjZZoOtDI+z725vQPz3DvBSk/cY4TsRblRVc31xFvljAGgvSeaSdklrDPFckGnIR0VT27dpL+kqSk+spxBcvwsd3I0yB6lbBEliyhOWRmmvDSQB0EkQdtsPWkWk05HJAR6PCAAFYUrMCwsmD0r++zKvPTxDJVBjc3sHzZ1dQqxZXzy5zy9tHmXxxAXIm1c4gZ4/P03nBy/bVKm0fGAO33Cxlzz23TOuGRfv+bo6fX6Ur4IGsTs/be2l7wkXgQAu5z0ywZJTof+82vCEVIRtNRkaxVLzPpXFHPOT8MoW5HKVShWq9Tk0KYAqJmVwVKVWjJe9le9BF+otXKYRcDPzmbs58/hLb33s9xokU8QUduSbQ0zqtQx2cS1dpjftZ2qiysFEm6tLw+VwcnPo6ofwU5ME1fZG9T3yd8mvfzMz+32f0a799zT5g7NrZDDY4t1PaYpcc/Rhpy37h/C5vCbfY+7W8yXpIAqvZrt5qyg1tHjJNMTaHOWkCS+dKGtVGAltNeEuZrG1GHSbSya0Cp5eW7Dh1DoBqhFea7Kgl2eWITmhmC+Mstvz3R3X82AMOm5xuZB87dFhTcc1R8IPqT74D32f/HjmdwnXyKK6TRwk3zhECIp4e1v/7Y9QvrCHF3egza2iaBxSJ0nen8PdHuO4Xx6gXBV4h8eq3xvnuE1epFqosIIi3xXErdfbt28/RY/ME4n7Mos5cvk5nfh1ptJdaDlx+FdUt22h2WObUr50nHgtgRXwEFJnA7jjBhSyGpWCodla4ELCWqXP85BqRoJ8ra+sc7ArwvX+9yvvfvI/yYpbQUpaaz22nikoKEiYWEkpQQfPYQlKo9pLUz2bY49IoeBXcnRFUw2IhVcRKF/FIJmcvrHL/R66n/OUrXHh0gr4eBd9drTSzry1hJ4Q6NesO0IBGuZjVWCObxJ+T3CRJsP2P93PlgycZ9fu4cH4WKebGK7vo3d/DF79wmvd+8GaWxjM8/40L+GSFM26Vof4Y4Y0q5UM9+Cc3cP/5ZcrvG8TdH8DTWL+mYdJ2U5h9C8N0HG6jlKxROL1CabHIwH/bhveWdnRh4Gv1MVMVdNZ11lMleiuC7W/czdJyieopk1jEh1nSiUW9xCM+zl1YIzdnEnpdP9cd6cXQLcKxMKZXoqCYuPqi1BLwaj7HriMhIpMeSJcI+ULklosoXhmvsJDPpBHtYdIzJQLJFFpQIxHwUDPqWPkakl/DFfBxNmkwapjUz2dY8puUkQl199ARN9ASLmoVweJyka6qiu/xNNqxPIqsoAt4jSfOn3/ty7xn19soFGCHR8Gqm7SGvEhtLjIry+Q1N0qnzBNfnWHb3gRGpkQi6Kega0ysVNnfkeDxmkb7pWU0WaMmJGKSRXa1TNZlkCtVGGrz0HdrL0JYvHbPIYJJE+uRNNX7wqz+6jG8bx7j1a9doDcs0f/WLiwhI0lWU/fA0Yppwmq5YdhlEy0JwYfS1AI+Mmtl6q0uugMtWKUq+ZzOUrLEdX0x8rU6GytZhDtE/J27YESlfTWLy+dlLVsnLWooxRpdhUHCHSHmOl2M/OrNSD4bEKsoeL+fRr1YQpgmV5eLZL45zupcntjeOPn1EiKvs6Oss76SJTmV5lvVOgcebKH/HV3Mn8jgT7iIdntsJkO2aXjJSRbFZkDsvGurAbAalU5NvC6QLLuypekMNyoUlLLJbMpiv6+V4L0JTh+doru7hZ07vBBR0MJu7nnrHiq6xflHp7j/5iGunljEFdCwZIc1kXDJGr5TSVQ8RLd1kjmXRLhlRl4zwPLJdVre3suLv/UKXWsGlRtacEXdjaZgtl6IjIL06WlqhTLq9d2ozy0ybQnmkYnJLnqDfl5d2ODOkRYS93cy/Q8TBEI+9M4Qy+NrJBZN9vzsLkonVmg7GCF7JcPVtTJJ3eDWcAtzE2n27W+n1XJTPT1N2TToGmola91Nx9FrE0N9TzzEKA81/zZGR6m89+ebJaeOV++AAsvRE2qGgbeAwsYLGzUoWzcVJ8ayyYoIyQYiTlhEarbba4BGCwtzS7q4w6Q0zuWUtzQSTu2CNtHUYXFyfZyyY0sIJJTNfi7CsbA0NTskqzGXrlE+dipWZCRpC6PzIzp+/NvTT0wTDDaaTOHceEcXojHOdQtFUZHzOeRnnsb99IvIJ47imr/SPJ+QVb6+54sYrQluv6OX/GqGznWdcwGF625sY66cQ5uBbE6nJVUmdziOf1uY6KEoZtlg7ftr6BdLvDK5wWhrkPnzC9z9xt0ErqxRrVXQfnKY9f1hvEEVtwcsS8LM6rx8/+OstQbpTPiZnM7w5tf00RsOk9bLaL8+0DDMMmf+eYLUUxucvLLA/e++k6997SUO9Ee57qZhNo4vs38kjvn2doxtHmh0QtwSwWcz+CRQTlcxdruozJW4+MsnmDQFHr8LN3Drz22jcinPml5kp+zHWxG4botTfl0LhuwsXprhThugb53UPxg3dBYbjUVsW1ozXSf9q8eQBzqRvDLaDT6WHpln+lyaYneM5GIOVZgM7GqnI+DDG/TQ26sSn67z7aUUIx0ROg2D1f1hOu5rt0sshEAxBVc+MYmULnNxucgtu1oIviaB69aYnd9SANdCjUf/9AIi7GGoN0L7kRCh66Oc/cR55iyNEdViPaeTNC2CLpVw0IuxnmPPkU6eeH6RUt3krv0dLOcMKvkKsirIWBaKBW+4oYf0epXjS1lu2x5GzdRQ6gJXyMXqRp2gXid8fS/m1XWKQajP5Yh6Q7gjbkxD2HoJmkU6B20hjfXkChfXquxraUG2JHyKiRX1cG6mwKHhCPNzy3jiIdojIRAKSk2nbphUPCpzGxVCbolVT4bOHW0EQkHccQ8bZ9PMH0uhuSWOX11lPlNjb0eM17xlH/pOie///gmGdrdRzOapFy2UfJXbfu8gUw9cQuvp4NmnL7M34UfZEWT7zw2hRFWMrMAdVJm6/3E6bhqm853DzD07zfl/uUjizf0MvncINeBqVgI2PYGmGZWwKgbrHz/NkBbGFfNh6HVKUYWljIXlVZmbyDBRKOFFwVXV2TB17nnvGH2vacdyNTYCSyCZYB7P8spnztP3nm3w5AJd79uFaOioIAkwwfN0GvesTnKuxHS9hi4Lhvf1MvHUVSbWCrQOt+CSJaKZErvGOlhLVpgwS1z/m3sw3QIt7rLbyTequATYQLxBpW92JLUF4Ta3uQbj1/j+Qkh2V2JAyBayJKEJFe+TacQrKXJtYQoehcnTS/SNtrC0kMUd83LmpRle/z+uI7YvjPZskSc+c5T+Q52MvHcH9bgAGayazuSvnmRfZ4yHp1dJ54rc8u4bqMxmOfrYSW7+xA3EexL4wirpuRq5S2mG39HV2MgAIbPy26cZbAlR0y0emcmxnCqyd3s7mbUpTDnGUrbOtpYAk3NZ3vWefahvimKcLbP0rQXyA352HErwwieOcei6XvTVLGlVYdtwlHTZ4NjFDfb/xHbOf/MqwmWy674hJv9lHE1TcQd8dMfKtDzxd8TnHvkPe0DtLW8l+5l/QFFsZ8ZmMDa3O4ktgloIQIEtYQs7MiyakvQyijMkNPNAJNNuPY9DXDTsWVOgy86Ra8rxWA5LYr9f3oI1NgNmomk8r2WyxSbgbLppW76R5IAJ5xR2GJJmZEg0St2k5vO5Yo7hoYH/rz39/1uHHQ8TOASHowtRn8tjCoEra2B86t8JJl8gcv7xH3qOmhJg6Q1/grscYSWf5ZWjMh2jfrp0g12qm/pynujP91P+4hUie1pQxzppDbop5+uUl6pUXiqQPrGBUBXa/BrCq9C7twvP/V0UrqyRTMTwZmtYOghhUUpKqC4Lxeti9+dvI/s758mkddo8HqZmC/grOSIRjbLkIFjB2Fgbl1/M8sY9A5z91in6EhHmLqeYny9xqCdKNV9FzdRBd2MpjQncRFwOfS0QNcGpr15gz56DVNMGT66us224k3SuTNSn8PxnT3L7bcOUF2qcmV/ntsN96I8tAHW4M4HkUexlYEm2kJGjQ9GgMzfjlMKm+3B+Gtci2fdAjXjw/OF+XvnQ84y9fZSuO9rZfmsbu2WVZ9/1HNH93ZhzOfxlGF9eZ/9oG99/JsW9O1t4y64OqvNFUkWdjqk6xqki8g4vkk/F0mDso0OsfvgF3v7QXejCRAgLK6tjlS3khJv056+wK+KnGveztJGmv6cV+UqJ/vtGqB5d49jZRVRFcPd79nP8W1OMz27QHQlQrLupaAoVuYp0c5jKP07j6Q6Sr5uYpRLbBqIcm8uydCGNJ+FmcbVK1QJFUwhKEmZUQ+r3k5UMovv8SIaEuy9E1adSLQvcLUFW5lLIZg2jN8BCSRCO9rJHSWH53ciGidQVpd6qsTccZKWs4+vrxq/KmH4Vs2pilnXyLg81s0ZSgfaEH5H3cvTJLH5Xget/bRu5usbEagFfyIu/I8GeUY3ySolMosz0X08haxbBcplU3kAp1rnlY3tZ+PsLnM4b3OwucP+eNvQLKxjLfqTxKuoNIZSobRa7d/dy4soa8tN+6uNlRnvCBI+0oPo9jRi4aVdhNOeEhKULtLKO59PTSB4ZXVgI2SLV4ebkuVXGJ7J4NZl4ws9No2HCGZ1Mss6MBRe/dBGfSxC/rdW2dpKE0CTkm6PcOnaz3THznk50LKQGy2DVBelHltCeTtOZCFCM6OSXTDq3xTj1wiTJqXUiXg1lcYNQRwjTtJi5usH5apHWkSgL35uk+33bbE6ioc1gVxPYFLi9HJzySGHn2DQ86eZG0ghPNnMOnfi7kJFNGe1CmeVXk3jrFnOzadbLNYyqRb1usbyep7tcpDPiZePJPJoL/LcGGVFvpqtqUm9pJKkWDCY/eYbx8yfZe/c78CzlufGuQWZemKMaddPR2UKixY+7RUGSoLMzQGKXzdbYq1ZGzgsiXXEunt6g964OuuqwkC6yvpxB93Sgx1VGgj465gp0727j1cen6T7rYzlcJH5TF/1jUUqzBtEbuliYSbGrP46SrDK7XkFXLbpjLqqn1llI1zAkk/YTq9y8/OcE9DSXBn+Gcnkf+T3v51vlO3lT/cu05s407Xb5Nz6Com62ZHcS2pG4tipFCISQG5EHqemIyXIjvVI0mFusJsiygWCDSdhqR7EaHRakBgsh2axGs8yFRg6HtemQNckOCSTTHvsGEBVs0QMRjuafcDADTv6GrSNiKxTjWFqniqW5EdL8zk7p7zXqpD+C48ef4RifIRiyO6U4N37txArme/+GtsoxOko/TBhm86hvu56pbb/F80mFWNhD53Y/o/h49qV5XjvWhuqVEG0a1fcPUl0oIRdMcp86R/j2HXzjX08Q6fXQE4qwsJymvT1MJl1Brun0HmzHr3jIvThNeFcc/94Yvjd1IbmgntJxxTUEgtJ4gaX/vcAEdWrzWbb1tRBcKzDcEUb8xW7MBkKXdRnlWB592MPF33iFs5kKrrBGJBpip0/DrGaoI9H9e9fh6vLS2PKx6sLurNkAL8aUgdqnINUFl+9/hoUWL92dETZSeTbSRdxBP/fdMkBmo4KsSXR0BBFTa6SvpNB+exeuA9EmpehkfTfn9A9LUrqG/bCahIcs7K6lQjRi2gJKL+coFeGVBy4zlcuwfUcnZs3EtEyEIRMKuOnt9jO2KwanN3C5VZSqxUaqRO1wCP/93ch+BSFZqJKK2TAI5nKF6jcXsV7NEfq9HZhVhRN/fBpvt4/hW1vx3NdG5bPTnDqTwS9buMMaLX4//kNRjn1rhkymxnU39rMxk2UjV8KMuKkbMgmfG2GarBoGMUmmWDFpT7gZn0hiVnW29ccplgpEB9qoVyzWppKslGvcctcOurdFMCZTlNcrlKMeciWDhFcjJyucvPwyfd4hRrsi6HqVsuYinxNI1TI3Hu5mebZA1RBU9BqlmoHmVxjojtEa0jj63bPsPjzMRQTBjI7fBXOVGh1CI1nQEbKJvz3A1Kk12hNeujv8yG43Ws3g8ZdneM2hLvz9EeYncpy8uMp1XUGG39OHeCXD8VfTJOcX2LGzl/m8zvaYn8DuIP7XtaIENDSXi9WPXcE0dc6v5Yl7ZPp+cZj49bFGPoPjoVl22/aVKqqkYKzpuJ5eQ9ueQFrKU1wpMG1aKL0RjFwd04AWn4Jqmpw6vsjOHa3oZhFZi7CUKpNYXqfrf9+I0upF0iVwNTxJux4SJwxuYoIuyD+xhvH9NbriQeaFhIGJ5lFZWitCUSddLLHjzk463j2K8Ji2pL6sYukms2cz9B+INhMInTXQ+FaNzcnO1XA0WJyYu9VcE5v5Aw4QwQErhoR0pggvp5ldWCQUi7BWgPBQlOmTG2QDMh2hKm2aj6nzWUI+N5YEB/72OtYezxPe4cY95EKSJcoPzrN2NGN72aqKq9PLsWeu0JGIEt4WoP8dA/j7QliWibClMBAeuUH5y7izAtcjScjpPPDIJfoH23H7ZGbWKnhLVXpagkzky0i1KiMeLydXc8S3Bdl9Yw+TJ5dJ9EWwTibp+fn9JNI62kSSTK4AiRDnF9Zp7UqQmi8gqy7mJzbISiaj04/zxpV/2LTzt7wb43c+zsUHLlMVKQae/18Mp21mOvuNb6HfchtbOQKHSbD3Aqdqy67ZaOZIONoZDUbEatiyzQHbuk07bLm45jFn7Js2TmqEv7dcg7Tl5c0qki0O4Kbh3GzCsrX/ymZOvrTlbZth7K0md2s+q5NDJCHIF/MM/QgZjv9Hwl9/8id/giRJfOhDH2o+Vq1W+cAHPkA8HicQCPC2t72NtbW1a943Pz/Pvffei8/no7W1lY9+9KMYhnHNa5599lkOHDiA2+1meHiYL3zhC//l67TnidQEutIv/Ab7kg9cAzbqqp+SGuVkx9t46vVf4plDX+HSe17m+YE/ou5pIe52I2SZl599lVqrxpvedwCpQ8OaTYFpe/H1yyXqj+ZY9fpZy5XpHmwhHJCohmSKtTKiYtHS4sMnqVx8/AKxmslQRxClViESdkPVZhg0r4K1rKNN6WhhBTNaRy3W2La3lZ4+P2039mHIAvH4WjOeaKkC/ZYgi2dS5Fuj9MYiDI32sG20lSszG0gVDz29HbjcWuOm2D+m7tC99gPqoGrnckgSMa9Ee8DFxauraGaZg+0B7r1xkJcvrnJ1KcuZVxe5srBBvttPvCNGcEkg1eyTC7E5ybfUlTVYja0YV2z+iE35ZiFvWbSSLbg08cgCF/75MruHY/zsa3exTVFoaQ0yNpjAE9C4NLnG/Eya9ZRgKuLlnGyxVLcwZZn0Y2sYj6wg1+2YqmHZQEbUBcaLaUTJQh4I4UpaSGMau35+mH2/vRPvG9tBgmrVQpNyaFEvE1NzXFnIUDqd5oY7uxkdjbE+kWR2fJlgxMXbXz/KUKubQrmE7JVodbvoCPvoSvgIuGS6bmyjf18Lp5fWKYRl8mWdkEulvz2AR5bIrK7hKtYo6RbpfJlXjs9z9twix4/O0BKFI0P7icV85AyTlqifWg06OgMs5EqUZIupVJmUUaVoCFyyhFy0cAc0Js4nWQ9FuZqtMxQNs5qvc2kmg6aA4lFYSVc4O5lE0yy8PpWrCxnOX1pjXS9R71F5zTvGCPxCD6FbwujzRVpcKtpyAalYx/MzfQx3h4lFNErrVRQhUazWyX9rluqFDEK3vepLqxn8vT5u3NfKyK+N0XIoagMNya66qj25jOtMEemlDNqDi3j+fYXwyQKm2wWvzrHukzmzkKRoSUgbJcxShdW1HLJLY8GymC6WyRfqZNbyVJIFwsh4FJe99i2Jyw9ewTIEUrHRutsx7I2qKuuxFYwn0uD3UfEomG6J1YUC8+tVdMWiXqpx/ft20f7eIfAIhCWoV0zMukl2tszaWrmpneDkBNoGXm4Sik6XTwm5WeVAI79DbvjEOCJUTpClcX+MJ1a49MWLrC2m2UgrzC4bLC3kefgbF8nJgs6Ym/Pn55iZS1Pz1CmYBWoehflHF9A6JeSaiSSBa8MgWIEdHX6yLplpvY4U95GSQeoLMPKuETy9PizTRFZkZHdDHRf7OpUNA/P761hXs6y7LMKxIKpfY2U1j1yrgVshU6yzPeInsL2FxVSR0EiYtYU1ki+v0JIxKZ5L078vhsesoF3JgiTjawsyv5pjacNkY63GhcUs7nqdglSnLajSZa5fY9tDL3yJ2BsGueHbb+GOJ3+9CTYArMEhexya5aCbKpv2Xd1sdmaPmNUQXWsIGTpgQ4BlOaXLzS19ix2zmg7WVtvmlJpvVqyLhm20HR0bYGyCSqsZUnEOh/21tjwibbLTzdc0bGXzoxshnQaw2NQG2Qyib4IufqTHfxlwvPrqq/zDP/wDe/bsuebxD3/4w3znO9/ha1/7Gs899xzLy8u89a1vbT5vmib33nsv9Xqdl19+mS9+8Yt84Qtf4A/+4A+ar5mZmeHee+/ljjvu4MyZM3zoQx/iF3/xF3nsscf+09e5qbXSQJTlIrvWnwDAQmZh8Jc4MfY3nL/3Qc598gnyH/wt3De20/0amQ79O1x8+d8RCOJhF1apwi3t2wjrCoQ9eCMeFJ+Pctpi8vFVlKEQ/j1xgr1RTj09TiFdYm1BJz1doqe9gxMzSZbWa/giXro7OphfyuP1aUSsAFVFQwkrCJdE+eUMFx6Y5OL/Hqf4ap7O1w+ilQWZiQxnzqwTubEdt5CQv7doG7IG/Zb99hzn/2mciKri97jIXF4mFHdTjwRJ1y0iSR2latozU7brwjW/4tygzVwLIVF5YYOLkkI04cPMFMmX6qzpJovzGSavrNF6ME5vPMjE+QyTF3PIYRfSc+voX19F1DdZC+GctymvJzafaD7WCOc0rgPZct6I06jI0sBTy+MJqhgI1ooVssUKkm5y4UoSxZDY1h8DTeXkqVUW5vOsF0ymFFCibtpifuQnkrgfXkNeNpyvDEJQVxUK40XGF/LUlosIBbyvbcGIy42KAJm0CuskyRWzlEwdaqB3+BDtLrpiYUp+F77WENtDPqbmi9TWsvS2BujvCROWBLqpMzYY4mq+xp2/PMIN7xpmz65O8gsm1Y0SqVQZy+OifSBKVzzK3FKZ8ekUc7kqharJRr6EFPTQ2hNkY77A7JUkpbLOmeU8+C2W0lkWU3kuTxQQdR0jbOEfDpDO6ZydSnLpSoqTkyn6OoKkpzNMnF6mxa0QCfm5fCFJzaWwupZhuLuF1JUsFWpY+ToxWWb77W2EJEFqo0jm6zPIMReDr02wp8VPdF8UtT+ApQnCAz58/g6EMPC7XISiAeItPjRFRvbJWMKiNL2Bni+g3B4muCeEMMF6dh3P4ym852po31rC92QK9WQeV9BHsd1PbnoBSzOQesPMzlUpdSbIVXVmUiUKRR1ZSGRXC3RG3AwXalTSVXJyiFrUj67XUPa2IPs1kCQM1QYJFo2uzg2eWSCwxot4juZpD3qQawaWR8GNyeh1nfQPRbGyZdYMnVDQg+JWsKoCyXA2BXs9HX59F86kdsg9gS0e5XQU/UFOWWoug80yS8l5vLGRKZKC7+USvJzClAWZsBclEaAaVDDcKplqjVBIYefbtxHwdpORIeZVsfI1MvMp6nWDxMEQlmyhbNTJf3eFcr5OOuFGtwSdnVFcCZWbDw/Q99o21HYXVtWyy0G3gB9JEkirJjNfv8TyyTmsHhfPPTXLrrE2ZtaL6KZCtlilZph0HUnQ9eYObv+17dz0wT3sT0S44e6DtO3rpKa5id/ZjrfLD8fzmC6YlgRPn1ohl9PxSjK6abB3byuENKpVi9HVs/Ref21jNudQzTpqMdv8u/Ken8Ps6mqaGmecJWdsnPv7H3bdLXk0W57alNsT1z6/hanYFCnYtHWO/DnQrIKRmie+1vGyWYst1Xtbn22GbDbDKTR5FanJeAixGWsRm7sesEUrZDNp5EeNN/5rORzFYpF3vetdPPDAA3ziE59oPp7L5fjc5z7HV77yFe68804APv/5z7N9+3aOHTvGkSNHePzxx7l06RJPPvkkbW1t7Nu3jz/6oz/iYx/7GB//+MdxuVx89rOfZWBggL/4i78AYPv27bz44ov85V/+Jffcc89//oKban2gzEw3H5ax6Ex9nZa247AUQPv0AkpqDalebb7mg8D4eJjZztfS1RUlIKC+USQ1nSMuC1YyddrGYsQHg8y9ME/hmRQlrxvFJTM8mEBPFchZEkqLj3a5hY2JFAHDi16qsWN7GyvLRWLCRD+2gdyjIo8GMK6WKU6VUbwSs8+ssPOnhlAzZYJ9UWTDRExmMFq9yHUPDVMJSLz82CTp5RUSPi9jbxria//0Kp4XpkmoGnVd5+jVNXbXB2161ykLdkpZtywgBKy/uoEU97JczXD7Jw6jBdwkvzXH8lyWSrnG7NFFIlqAtrYwdd1gLarRUjOQnl2lOL1K8Pf30aQBG4jbXuRbFqpkj4ITNnGAB8046pZFKUl0/dww6h+dJxRUKcZacCV0SnNJJEtlPFuiuy+I4lVZnl5hIJGgK+ghmymx0eljxB9AJKsUnlkmbMnU39mJbpoIF7hvCOPu92B8c5kr314gfmGVlj/Ya38sEookEVJV/MEI6TWLG3fvxlBcBEwZylU0r44vbtDliRHpDfPwmUUyy+N05bto699GolXm9Kvr+FyC0loWxS0hh1Wipsyt9w0hm4InHjvKnsFBlhcLHDnQz8rMOqOHEhjrZbzZKpVZN6GQj4e+ep6uUJAOy0spU0WoMj09fs6Or+D3+MmYNVr9CvWkRUe3h0UsegbjRIfCvHjheaILGq0tHk5dWCUQdJGr1Ai5FYRicfdv7KTLH+TKP19mfKFIf9jL0LY4oQ3I5VVeeXqWPqEQCASJvq0D93Y/clRDtHpAWITubqNnxaKY9pJazBLuCeN5fS9sDzVn2JE/PYTPq6JGNWqfnSTeGePisSTDPh+eWB1/PIAcceNu85Apw4Ju0LmzlcWFKpqq4na5CC4vc6kAfr8Xr1+hXihR0w2CP93BdbsPI/xeCus1fBdLuA504L2pBQIayLDrp8bsWeXaTCEHCU0I3E9kkd0uZCS0jiAFSyK0M041Z+JarnLTa8ZYmExT+M4ic09U6TySIHpDO6oqISkykX4f14YIG2ydrfvY0D6gsRakLZXjW73gLdVdje1Jk2W0ry0jlnQCbSF6PB7ESIR0uowxU+LgO0dx/4vJjnf3oXUJrn9TD7XzBfru7mRpPIt/mwffksncX12m82f60b88j+zysFETvHzsEne+dQ+VyyWunlvj1nduQ++UmHl2FZdfo+tQvLmlCQSuPKjPZ/EuQrCnhQ0hs/NtQ4jFMqYlGL2lg4uPlykJSC7l6Lm/jalH54kNhInsaKGzz82lf7hMoVhjbKQf/+kCyUKZuqrh8Sh4W8KsL6bp7oqSTRVRq25chToHFp7h+vV/gDP/0bzru/egnT/X/LvwZ39O9d3vaYC7LYCgWTXn5JPJzfGRt4Yt2DqGmyDCJlud8EUDTTZQy9bIcdO2NQXGJIdEuyakcc1UaSCGzWBNg9nYIkq2yWVskSlvQpjNC9gKif6DqvGPGmH8wPFfYjg+8IEPcO+993LXXXdd8/jJkyfRdf2ax8fGxujt7eXoUbs98NGjR9m9ezdtbZsiLPfccw/5fJ6LFy82X/OD577nnnua5/hhR61WI5/PX/MDgBDNZkdCAnPHTmp3vKb5PiWXxjt+Bu+JF1FX5q4BG87RYU6w/xd3kXObrGyUeGmmgH9HgvxsiUw9w2o1TWw4yOCbetnzR3vxdvoZ6G5lamKDWlGnPeSjraQTWq+iKhq9e7rItAR57NgsrnYLOSgRjQVQdECy8N7eRkASLGVLlC0J3Qs9r+tn952jdHRFUHMWUwLkWgWXotLYFtnVGqdQXEWzaky8vEJbZ5jVlQpmuUoJSBY3qP35q1B0PPzGImrEsTenuqD1fUMc+cQednxkH+23tpE4GEN0BNFk6OhvI5c2aeuNMLOeoZwqEvZ7yVVtwab2nAd3EsyKScO/s70jJ4MbyU6caqB/R9Bpc+3IjfKxzR8BBHe3MvDpIwR2tdNmlbkwc5XJbI3RXQnu3NlKl99DcTZJWziColrMreXoPpDACmhcqVrURuPQG0ZLmWz87RT1v5/l/AOXcXV4ce2PkPiZHoKKjDiRRlWUxvVZZJ5bxr1SJZz047PcmKkKiT1RIm/owHdTK6E7u+mMtVMsmxw/foqNK0mu27mfahZEtUr83l7MoIJqSfQMuXjhExeo6mVOXj6BdG6Dji6N+/Zvw1yo0Of38v2Xpjl/bp3ZyTw+v5uDZYnX/9IIg2aNbZKHimXSuqud2PYwS0vrTB6d4vD+Dn72v+1n9MIqB98zTGy9Qu7RcdqTaeqraU48Oc0Nu/czPZlksDXE9s4A23Yn2BbwcudPbsOo6AROVsh94SI7PjzGvbcMcuSde4jc3Y5xOEB1YoNbRtvZsy3BmYdnKD+4iDIagBYXVt5AKkjoUZnITQEWJpK0VnW0sIl6TwI56kKRZdzHyrSfrVF5pcLyV5YJLOtwLs9wMIinK0BquUQq7KFcE2QKgoWraQJJg6oU4Mp8AR2Fq7Nprhgyew/1kcuUcOer7P/5IQY+vhP5e6tc+tw02okiIz1RQu/txveGNlwpkOqNmdR09BpwVoBsmPj+ZYnCK8eQf3qIpYrOynKW8xfWOffUAmefm+HoC9M89ugkxeUSj780S7pisnRulZMffYl6sm6vJmnrrmPvMI7YF7ZAu/27w/g1GYwGtHAENyQn1VBC1U38j2fRZ2uIfI2Zcp0XJzMsnllh5sIK6WKV0w9e5cY/3Ef7c0XUb6/TeXc7fb82gHY4hGtnC5MvJhn/1yvE39xF9skU6Q2LerKGR9WIKAonvnMFV6HC5Lk16h0K06fWuPKlcVx53Ra3aqxZd1VB/eIi+pkN+tsiLJcEhckKpbNZtJMb7PTJ9Cd8jO7pIKJqbCyUmP5fF7n8+BIP/cmrBA6FqT08i+5XCd4YwX2liF6waG+LULmxjVPnV7k8eYFsOcOZqTRnZzKYmTo1LLbt29wvfvAo/M3fUb/lNgDM7m6q7/wZHCpJEhJSowzfcWY200IFTm6Fwwdsrf4AC0fxU2BulrzKjXFsjq1jPB3eQXKiGo2XiYYcwBYHDLsAulm9JOTGfXZOt/nP0QqxhLXJ2Df9sK2AapPBsY8GiGqUxdqhO7bEXpwk0x/d8Z8GHA8++CCnTp3ik5/85H94bnV1FZfLRSQSuebxtrY2VldXm6/ZCjac553n/k+vyefzVCqVH3pdn/zkJwmHw82fnp4e+4lNhRb73isKua98lczx0xiu2A891w8eZ8o7+PafvoIvL1G1JKavrjF7aQOPZLIz0UZbfzcyEp6YB2+vl+s+NsSOP97Oaz93M/sfOELXuzrIL6XIZfPc9PYdzF5ZZvncMm/70zuIxXyk1lIIXcIy7WzjvOFivJDhupLF8EYGd7ePzn0Jjj9ymedPLPHYyRUGYhryQpnsh4+CBNXjq6wul7DUAZ47v8Lly0msqsXh20a4PJVirWyyf2yU1lACp+b8WlKtsSAa3pe7xYOuaihuD5KQSD24iHpmg7aAxtvevYcb98T56je+zEAkgK6brJxdI+9TKQU9FOp1an85jtfvQZJk9JpFvWpsIfjEpj/h0NrNPgAOLrfY5AYlnFIwudOP66daWG0LsH/ffu757wfY9uEBBv/7CBG9gqb6WJxLoSoK2/a1Ig972cgqmD4Pyxs1zlWgFBD0rBrE0gq7NjwYn5mlvlhGG/HR+bf7aPm3WzHMzYZ0oRtbqY5E8XW3c+P17eiSRNvhKOuPr6JG3FQvrRJbLqAs59k+so03v26M/Tu72PXGAdreM4B3m5d7//gIsYgXlqCS0Xn0fzxLV2sfa4Uqda9F1wd3MKXXuWF7C0Y6jyVt0IPK3Nkk8m3t+K+Po/hdnC/mue+ndjNwQ4TejTI//Sc30L89xInvX+Glv38F0RJh8W/PM/hnexj8iwP0vWWA8mqJsYifpTMFdguZ4C91cPBTe9j51m627Wnl6tOz+MuwMZnj+EqJwLMpwrdHKF2eR9rmoe4XiHwFn6xRVC2seIXVS3k4U0FVZZSgjAgCsoXv+gi3fOEwvf98GNd7+pHdMqUvzsPvXoArFf7xu5P0lHW6dQWfz4dZ03HXDZLzGbTfGODoxWVmDahXTDS3Qkufl9nxDfr62lhazpHZyHD7rSNU/BrhqJeukVbi2+J4426yMyVMn4d/e+AVFp+eQ4t7EV6NjfE8hm42/DwZWbYrEkAgrlbw/3sKpsoktT7mnl+lOLdOqCNIZCxMpWwgRX3UJMFASRCeXCUUrHP7Hx5k51t2see3D+Hp8AB2iLYJZoSz4dEE204ITzSArHB+byIP7PJtySYeFQvcz+UpX8nj101ce+IsrVQI+Vxcmcoz0N/FSDDAHp8fb8XL7GIZJRZBXKhQP5Mnv2IRG/EweEsPOz9/My2rKh0X8pTXF3n46DFWrm5w51sO0RKI8KUTUyQESIpM2B9g509tJ3JLKxa25oNmgesvp6ivlFgo5Hk5b3DxahLTI3FyucD3U2U624MsPjzOiXPrdF3fja6tM7uRY1fMz+07O7n0/WWujOdwjQTY1RvGu1LHI8sorS4e/sfTbBtM4BMJFN2Hx7K4/wP7mBU6qqzw/aV+Vkff9R9ssxUOIz1Q5KWdf0Dmmw+Tee5FUNUtehuSzS41gJ6QnHwLmhs7WNewGqIBRARKY1xEsyx5s3kJNLM2ZbuixREEc+yG1eyHY8870UgIEU3Z9C3hl8bpEHLT3m1Vn5UbXaMlB7DiAJtG9YzzfRzwioRTJivJohFukTcrAyX7vNYPMHL/t4//FOBYWFjggx/8IP/6r/+Kx+P5v3VN/6Xjd37nd8jlcs2fhYUF+wkHlW5JBBKSQHnxBdR6uvn+Dd+O5u+TQ7/CI7d9jX8J/iZnb/9flG+9jyN9rcyeXaBQLnPkliH23t3Dixt51m/up/D9GdY/ebxhMEDzyshegRIB4QV1e5DoXQlK+QpPPXSeoxc3uPWX9uE/ncZVk2iPhiBXbNZq66kib/v6XQS+fhO5XzmIElTIzWwQqINPE4xYBg9+6RyKVyXREwEBpYKOaancEgvwC3dtI+wxec1H9/Pkd57g4PYOXhN2E8GkFvXaiZ2beUg06UJnc5ftheKtmHiDCle/MctLX7nCxFqFp8czPP21y5ydK3PL/tdRL9Xt8s2DLchhjXp7gMmEF9dKHvWTl1CqAtUto7lVtgZJrMaihoYwjXAgiO1ZOE5gk/lopFRZgORTGXh3O92/2Yf3UIjiiRSLX1ml87f2sXsozI6+KAHdor0KyeNZzh6f5MKpBc7MpSmvF/mnf7tM5WCASr5CdqOGltSJPTCPZ15HuCQkv6PW0rArKnS/p4vp+RWkwRBF3ST5x2cICoOqbqDd103dXef4lWUWr6RpOdBJ6tIKI9vCWJqEYRgoPoVqxMOO+RSRdsH1iQHkeonsTAojUwWPwlvftId/O/YorTE/Pfv3sSBXkdUynClQnS8Q7/Kyv7OFb//hc3z7914krxlE6xJRK8T4apZoR4CXllJ4e1qpfHoc2a8hDAh7NWRJYld3hMo2F5YqITSQDZ3VlTwnL1zixaNTRFpUXruvh0IatAMRQr8+autDCND8Gt/71mlcc2Xu2r4dTanhPxCxl5gEYraGMEHHRJNV1EWD7EdPU//TKTrb2zHf044rW+A9+7uwusPkQ26WdYulDhV9LMyrVYOX/vAsL5w/zvjEGkWvTKwzglW0cGkaIpNhfK3AG96yi0BaR17M4dMtMsspSvkKxfNZW5BKUbnn5lEc+kIv6wTf2IIcVJpr36G/VUsmfLVI5XQKo2ww9IZhpvNFniwlefzxKfIVCb3Vg+viGgeMNEP/doi2J17HXd+6D103+NI3j/LSpWkbJCDh9Lew86OcoGAj2dCB2pbt2coOs9G4TiEJkC2cbUUxJVwv53nsqSWqySpzyQrjf/8sC7MZgiGN3v4oF58ZJ9Lqwn9zD0/86VEsM01hucDaU+tUz5UoPZkk+41V/vW3voGCxeI3ptHCHlzX72Dglv1MKiZTrjqX5hf5qe3tvP6BO6ikaoiai7YjLageezMrfjtJ5Xcvkp9Ps7qe5suXpkgvpDAti5n1Iv6qYH4jw9ePzbEWCXC4L8r001cIZIIc3NNPVtHo/KVtdPt8eN42yNiOEJzIIzQfaBqr6zU6ol6SWHRoKj1BNzemn2T/R2/kF1/5dU6+/DL7ZRefi76BR3Z/qmm1ir/9u6SefB7j04fZ+fG9GDfehPAH7U24mTfRsDGSwylITYXXLcaFzfhWI+/CAjAbkuUNF6jJ0JpNoCE139oYbcvWULIagGSTWTFpqsg6Yy7sD5IsJ6yNY3HY7K7tHI29yzlfM+QCTTVTy9psW9B4i4RzHc7rN9kdgUCWr9kI/q8f/6kcjpMnT7K+vs6BAweaj5mmyfPPP8/f/d3f8dhjj1Gv18lms9ewHGtra7S3twPQ3t7O8ePHrzmvU8Wy9TU/WNmytrZGKBTC6/X+0Gtzu9243e7/8Lho5ijI15QK/aCOfNy3gbH9CPq+Q3R0Joj+22fwWLO4Zj1MTGZZaLmOju4YC9kix84vMTwW4c67tvHUlUnuaI/gH/TYeqZWw0NBIjdZQJo2WP7CVXJmlsG97eQLCrfd2cnB1nZK6ykkv4+6VaRUreOV7JJNt9IQv6oL+nf6kCwZb9zFSm6BcjBGMldn764OlFvasAIB5Log9ppOXrO/h/rVGkQ02n//Wdx+GO4dIN0VwPIqXF5b5Nasm/r7j6I+eCNCURogA9sjax42Elc6Xaw9sYb6VJIdY60UZzIM9UYoSAols0hFklF8XiRDsPbcMrgUrGqd0H8bZu5Sis4LGazPzqD8Qh9m0AltNSjGLUh9k8lgM15pAZJt8Jrx0sYqkpBAkcCySF/KMvGtGTo1H0o5gVo1WJ5PIzpDFMo+ZLfEocE28gUdr1fD41JYWJb51jOr9HpkutoDLK1VSbhV/P+0SO72GLGdXkSnt1FHDwgJXZjcMxzklYfGGQ25OBtWufnNnZiSDApEPrqdn8gU0Q708dKD5xi6LkH89gSYJoosIwydyUtLDN00ytR3TpLt68BNjRvfsw/Xm3owTYvIvWG8D+/i1rsHyM6WWcmWyZXqpFw1/CiEfn2YkU9N4dnTgRI0GPvYbuqYLD9RZ/u2TkZkhf5D3fj0OlerBnuRaPuJPg6mqyy8uEH7PdsZe+dOkOw9st7tpvfGOO+I3IgU9TFzaobyWob19nautzqxTOxrNyHyjmHuX65RTLg5dmqBXXcNYKgCTAkpq6MEZdSSoLpg4v/uIvX+IP0He2C5iHR2Be8VhWymQizhJz+XZDY/RdQcwJuTMSICcjW8fg+33XQnB/d2c2kmQz1Twa8pXF3I4A94uHk4wcT5ddrag8xfTBHUZCK/2I93LIiyWiNZ1slMpdl/XTfnKmXCmCiNXizOvDYNSC/l6OgI4XkqhfFymnLdJN8TxLqQYmgjy7ISZ3hvHJby9L6um8DvjiEHFBtIWFBZrbL2zWXefMtOwtfHmhsJKLbypNNvo/m5bNLvsmPsaXrIzu9Csssy5Tpor2YpXa1xd0+cNSHwRzTW5FGGNY1Wn8biWgEDsG4PUH1mibjfh6y4efb5CQqZHDW9hvDI3PJbN/Cb33wn3i8tE/Ap5Dq8nHxyiq5dcUYGo1x9Zo7rb+2n/dd3kFzJ43f5cPeqaJHGWkSm5dYoYqpMrloj6/Wys6ObgdFWUusVatUaiZYAe1YCbG8N0H1PL+cen8ZrmnSaEgsX1xj8nZ0YcxW8t/sZrBkk/3GGfNWgml6korjoCXhYXsyxvS3Euaifvdvb6f6rb6FU8njJ8xH+iPNDH+f1o7dR2/BTmGgnWF1F+pevov/8+1CdDboperUZenC8fSd87IyJI/xod1TDbnch2dxrM4lXSE0lT6e82akvaZxk04RZNJmLpiVtggO5ARGszZwOybkGCWRzk2FpJjI3bKWQEbLZUKelObckR0a90aajSXFs1l7bn9lgjjfVL7ZW6kgI6wca4vxfPv5TgOM1r3kN589fq1vx3ve+l7GxMT72sY/R09ODpmk89dRTvO1tbwPg6tWrzM/Pc8MNNwBwww038Md//Mesr6/T2mo3EnviiScIhULs2LGj+ZpHHrlWOe6JJ55onuM/c0iNrF8bzDbQpSWo3v9mPA98Fu2SnTciJzeQkxuoJ48B4HdOUIKf4Arnhz+Psn0IbWYNo1pGlEpwNc3u9hDVWg2fL4y1pW106myWY7/5Kruv68WKePDUWhBC4vZ9LcysFNlYLWGcmCXY34YRclFWJdSMgaS7SdwSwZQtPGEVPWdg1kz8N3UwtHQQo2BRXi+jmBbZhRShWhlvu0zpcIhy3EI+7Kb2Uobrvno7lmVx8PcPs/JMEjFTwJX3IfkhvqeLQlXC9Dvsz5a6fyy29kRp7YuQjKxDoYw75ufsao6BI93ceX0/tYDg6Y8dY9t1PehGjexiHmWwA+Pfl+i/uR99coP5x+fYE9aovbUTI6Q2ErbMJqUnGj6dYwhsT2SzsZDkZFo1r9BB9yDJMrHdUQ5/4iC5by4jWRZ9Bzp54cwiLarMsy9OEo5JDHkTyB4NoYEqLLaPtbG6mCO+rZ2iIXN6NsWhoSijLjddz+UoPDyL+0PbqVs1GA3bd0gI5N/byy2yghCCVsvEKBmIqyVcnX6soErkTw+hSDAqlej+yV50YWCZtiGQwzI7LYli1aDl1jB3796JqUhUFB2jApJlYYYV7r99OxsvrlOjzOz5CcZ2DqKFBZoClmXi+3AfPd9KUhVl6sJAAjpVwVKhylPzV7j91gN47x3gwsevsGdlG0abRuQXR+l5wwjrR9MYFwtYpoElC9xRN1mXwcTVBTw1BVdU45JRYGz3dmRFgAl6ykT1y+g1nWpAYdVaZWDPAMuZDO6LPlwejdx3V4gldfxhN5olUbJ0Vi9Os62rm2TMhcencunlZfbe2sN0m4f4XI0edQdn5zOI9RpmW5Cb7hzg2SfmyVbqnDk5jzbgYvRwFxdfWKDD52b05i42Nop0FCXkVJWx/hDZ2RyuQg1LCGh34x4NcKBuEryxl+tf78cUxuZ8aYDVSrHGc585wXvu3o/y7AaTmQrRG9p49JlpbuuMkov6aHO7qFQM9PUCtXwerx7BqskoGmBYqF43XT/Rh9pqG2tJyFuMu9NG3rI9YmeTE2LLRiA35/omMLE9a9kE7VQB48kktXwVvSPMQrpGotXLxbUq08kldg0m2N0dQ5GgPlOh5X2juL88T1JWSK7NcO/reoi8aQciAcwXkT47hVGXsDr8lGVBtDOEXjTw5HUSyxUit9k6KGf+bZqbfm4P/paG92uBumKQ/dcJWv1RlLiMxxemUtF59uwyY2EfZyZXiagq8YCbrsEYIlbh8PuGKZ9rZfq5VXKlOo/97gluvaWD8A1jaKfzRLpCCMPixJXLZKtBlsbXcblVTN2i0+8if2UaJRCALdHz3a9+nCdK/8hsh0H7yOsJnv88/qUJlDfdS/6Z52zg4IQ7HDtvD84mw+1stk0wYjMWDfmupgVsAgbJASs0Etsb47aF/dzUwWiwC02hQyfqIpphka3hE4d9sKGDw5CJhq/nBB4shGQ2zis12InNz7YvXEaWGuyLZDNrzY/bAi6czxbSVkVbJ3T9ozv+U4AjGAyya9euax7z+/3E4/Hm47/wC7/Ab/zGbxCLxQiFQvzar/0aN9xwA0eOHAHg7rvvZseOHfzsz/4sn/rUp1hdXeX3fu/3+MAHPtBkKN7//vfzd3/3d/zWb/0WP//zP8/TTz/NV7/6Vb73ve/9F76itGVmgJMspuVdZB58AvfDj6IfP4n/2W/iLfzw1sYA9YjCwlqKFk0iP53nymSOXS6VeL5OzdJBlZsTZvnZJIXZEjff0MN4pcpqsYysKORWSmjtPs6splnIlmkNhhi4mqZzJIKvYiFO5NCHXFSC4PJJWGkDV0TFMEAoEv6Qm6pmkhpPMryjG79Xp/r8IqLXjTgcAmFhSaDdHEZIYORM5j43xYsnF4i4VYJ+jbgSIr6Ro/bdDTw/2YbT2bVxc3D6zAghIckC2S+hBAOYnTGo5bnzvi68N7ZhagbFBxdo86usrhfJV3XCkQAnL6+wK+DmzLE5du5KsMfnovTyMrJsYu2Mwa4AuB29jcZnbkX3Duq3LwIHqYut9NTWd8kgeSSkPQHqbpnqyUVGu0JoXhchxUNXOE7NsGi9vY21k0lenS3Q4XMRT4TJF3XiEQ/hiIvlfBm/LGiLeKloEQIPrlKtFandXsXV50MdCiIBpmgkwsoSVrLOyj/PseGrM/y6fkIHo5guibZ39NlqmJY992TNnofSrgDFx5ZpD7cycWIRt+qi9S2diKkqcpsb4QfZX6K6nKarrwWjcxBJs5CX11GqvQBYCrjeEkOrx+wpLUv4O4LsfJ2blRddlNYq6I+usUsJUPj2AoH3DSIUMC7lEBM5Jp/MIWVKpKw0+2/dReT+dnreVSN/VccX8nPkugRtPz+MIQxkVcbdZt9o6fowtb/Nc+i1hwj1uyluVMl/bZnWRJB8xsBbN3BXJITfS7qm4HFFSa7mmKxbdB5upyOsMDedZvECSG1elpJl+rpjjF9ap1Q2yegVhE9BKRjomsrKpXm6Qy0MdYaYOLeEoRfY9YEhst9YJv1MASWo4Q9oqApN2tr/y4P4vr5MdYcKltGcV5uyTDIhv5efvn0P5cfXSBaq1CMKJdNEiai8eHGVwXYvu+4Z5uTDkxhVk8mHFhiQTGL39yP7NYyqQGQFrj7HdNqBPknayhI6XqwDdqTmFBcNSl3afFVz+cmWhPJKhuT/j73/jJfsqs594f9coXKuXTvn1Dl3q1s5oYCQRDTYGBtjH2ObgwM4J8yx8bFxxjbRxoCNTQ4CAUIICaWWWqFz2jnHyjmsdD9Urapq7Pf9nffc8+oD9y5+tPbeVWvVrLXmHPMZzxjjGd/ZwGUKVkyLXEnH4xB899lZ9h8ZJbjkwCkLrmzmqOUqrP/TFa4f8hP4uSFiWxpve9dQcwSVhQLOr62jGgo5l2AxWcTp9+JSJUSfC1dXkNJWieLZJNE7Bznxuj04Ous2UhISjuUq5ve2mb24SGCPiu/OYRYu5hkbC5Ncr6FIEn29IZyJIvvu7Wfme8ssfecyY3cPM3CgB2e3j52RAP3VEn3/fRjH82nMJ+LoimC7UEPuGMbYyjM44SexXWRmKs7x0mP0n2117W4/jpX+iQPBe+j8/qeaf3NdvUS+WgKPpyEb3rIlLbNfL6+vO//1NdlUGhU01JBFg3WlaXus5rMRTZestZ+IpomyWYT6xVoN4uoPogVCm39q/LeZTNocj9Xcn2z4IxohQNGQXG+Vwdrhafv8OtNhNR20JiRqAq667oedINu4wn8lxvj/x+P/uLT53/7t3yJJEm984xupVqvcc889fOQjH2m+LssyDz/8ML/0S7/E9ddfj9fr5e1vfzt//Md/3HzPyMgI3/rWt3jPe97Dhz70Ifr7+/nnf/7n/82S2PotN6160zJLmLjSEH/vh4mc+RzB9Mz/x1NLsYNUXAGmQ0epxUZZOLWCo8OP/8gEyVKVDb+bwtw8YztGMDExLRNJSKx+ZY7xm3u5PLdNPlFkZG8/uZJG3gGPfO8cu27fS2Imza7RKIZHxQy5MVdzmOlSPTzx8AZdD8agBFZGQ+1T6gunXOLSQ0tUTZmgSFL0w6jHRTYr4biUx73H2wDKFpIOmS+voAx4EFNOKjWdY7t6WUyVCBsGue+u4v+JXmqG2TSILV+rjoJNE3TDpFgoYiSL9L9zAmnUQSVTxVETPP/vV+nY04taLhNE4KrqeKMWFVNieS3HdqnM6+7dQbZQxHUygXfVonYhiXjbIMhyy/vDBhTt5bmNw2r/sRUXbyZsNaxGcE8QrQbOuztIfSrJ7v4wuaQTahoFzWR4xE30oiAoLIYjHkpVk3imzOJGmmCXQUfIR95QqQgIdLpYT1fpdnmRHksh9ZcoeuO47x9ARB3Y/RbkHhfON/YjZjaxHHVjpq2bLDy5xPhPjNQFg+xJaFm4f2yM4U4HlYqDzDdncL1rL65OF4kvrlBToPfBIXxvHWK4U1ArOdAfLZNfWSduCboEuG1P2b4njYoLR9hLOF1lXksx2TPJycsXCAdjOK8LI+rZkVTGHejfy3FqNc6xwSDlapXsShH9TJqhN00g7qKRawCGYSJyGuVTCRxpA1fUj8Ci895JfFcyOOZkvJagprhYWk3R5XYQiLoh4qCKxNyFJCUJwi4Z1efCv1njguog7FJJrmTZTuYpV3RilRqdIScdisTlCxuUchrlSo1X37ybU08p1FazqJqJJ51l4QsVen58hNCbepFrGutfmMWzO4hzb7hxe01MSYY39zXuuNU2b7AxIpUvreN8OclGyUAEnKR1De/pbbotN47DYSLFMnKpRnfQQ7po4gm72Xh0m/hMjtKRIMcfnMDSG0ZfQINLbyWFNnNEWl4kNDzddmq7qVwJWBZSCaQX0kx/9xxhPUjK4aCgyrhcCsntItV8AeGGrk4f1laWSiKPS1GpOB24XApP/I8nufUPbq8nngsLWUg4Zys4dJWtmsZqMs92SaPf5WHu4ha9nj4mev0sR5xINwxTTgscgRYwcqxWcT6bpbpVZv+RCZ65kuHggT66ZZnLc3lcThV/xEdhNUkvFj0/M4K3YLF5Kc76i5tYGwY9OzrIZEr0HYmgPLKNa0Vjy7JIC0FZkdE06Am78TtdPHrqad5+2x14Hj93zfJPv++DWGMTRN7+BkKLL8Lii9fa6Hf/Cpbb3dQiqjMMtjR4izm9hl+QWre+9QwECJt5bQvBNC5h2x1b5vyacErbc6c5+xp5I21scZspawKHVitgG7C0zd0fCs3ZUKOZYG+1nd4sqb0WHNmcmv2TXUEDVuu/r+Dxfxtw/OAHP7jmd5fLxYc//GE+/OH/GqUCDA0N/aeQyQ8ft912G2fOnPm/Ozz4IaOPBdov/zVjj//5f3prxjtKrfc4ip7gSuAuwjtOML2ewhPwsHh5m7DPRbms4y3pOIwaQb8P30AE9b5ujGwNywJ5XWPvO3aQ/s4yl5Zy9IfcKLkKR+4YgdPgdUqUtvLEXC7S+Sr9ESfzT10io1WY3D0GGyYdh8IIRULyQe4z6wTu70QechK+u5OulSqlyxkMXSdflpDGwwSnEki7nRh7vICFlDPJfnyOi2eS1EZ8qJbJUE+I+VyRpUsbHHtgjPCVDJImmmFP02otyHpcsb6wHL1uIj85glQykfsULMlCDTtY+4MLjN08SiVRZHynn1XVwfapOFulCplaGU046At4qBoy/juH6gbw5TTSAkif36LyU33NeGarVl40DHO7D9DkP7Ez/KX27UQ0VAQFyKqJfFsnB/wSmf/YoieskjUF/bd04pzwYFY0ApZMdCzK7Lk1ZNmkd8hPIZtne6tKSAKXz0IMKsxkqnRGfSiKgqcC6kqRRHmD7h4PpKrokkbhtm56bojRc0MHpmXUxxaQiB2M1o2UBLJkWyyB4gLpnkGSH7tK/6/sRTkQwijoFLQqiXMFOoUD6xd7cd0zgLsKY5ic+dg6sldBMo3GhiZwqHJdbloIhC4orxUonk6y77ad5LcMBgIhut6zD+ekz+5ujTXhxvtzI9yZ78f81wUm/EO4un24I16ssonsUZj7sxcZUTx4uvzoThV3xkJKGTiSJfK1IpGAD0ddPwu3S0Z1WSidfjKpLImSztJ8HMXhYHQ8ypWFDOpwB04sUlWL6fUCr793hIcfmeH6G0YoZUusbBcZ7gygx1xYq9sYyQK9R4YpPbOMvFXk0nKWzpiLqBDkQ26ckoqmGHjf0M/ILi9ylxu5v66GKStyG/60mloJNm0uSxLqx+chJ+NWZISpk6yZdN/Yxdy359jOwuvfu5/nfvNJTl/dRFLd+NyQKRXxWxZTD81x7113ICsSZrQhTNegwyXsWH8jV6zBetgbhkkjf0lICLs8tjGBJUlG/c42Imdy+co0Hk0i63GxXdbR1DzpjQpLsxl6OyLsek03kmJhljoZ0wy0goksSxRmS4zfO4rihVrFwOmRqV3IsvXwVSoOH1ldwhdSWEoW2X7+ZXI5mWBtG/V4H/snx/nKnz/JHb9yN4O31hlmR9xAOl2ivFSg4tLYSkosFHW8z6+RTlXwhBTSGzkUj5uBkI/VVJ7Bj10h9sAwuy8k8ezvx3l3H9mzSUK3h7EKGvJ0mZRmYEiCbKZMpVqhrCkMet184YUprrv+MPGaxVLPXbxu7ZmmTfb9zz8h/ZVvUXjPb+D7279q/r34u79P6dfeS/uGWX/+bfLgtBm1dsjRXltqh7VE63V7e2/fj20AIRohm7ouodk637LZCDs0YrUYL/vnNtDRAg718diq6W0USx22NENxTSPYGHpjvjWqVJoA2AI7wb7F77WcSuyEWa7BY6/Y8SPfvM20zBZVhoUzLeDpTwJgoPBc9OfQA0N4yXFFn6AzEGVoLEp6YZu5q2v0D8cIl2r0HRnm3NPncMciXF5Kopsmq9vLPNg3SPH5NZy7O7AsMDoUFr80z8qFCq/7k+O4fQ7kPoX8i3GcVzeJ+YJcTdYwihWcpk5pcABzsAd9No6KAyMq4R5zUcuBcJlUIz4clgNNArXXS6+rxnpIIeoyyeuQyWaIOFXKsoRq1Q3gk3/xEqFthWFJJTGdRA54uLqZw7kl09MZJJ+z6O4JUP6Liyi/vaveuKqN37Bd59pWmfn3X2Lk+kGkcReWDGbFQvYIQge7Wf7WEh17A8Ru7mLh3+dwexUOdXSTSOUpbRagYlEzLQqXc1iVKoMdHjybVb7w1Cqv2yixesBP9J5uWtJl9WdUp/2uRfv1x9egJpthFbMB1O1EUrBMi66jUWphD+sfvIB7Xyc9t3SCCsKpkKTKlc0c1XSZpKWznS2DAu5imn0/dpCtM2mKpopSrOCejGKFHRhOg6JpElouI+kOzFQNtVrDXJ1jW9YYiXVTSeRwRtyImkFAk9G/kWBlPY0LC9eDA+RyZdSsgXJDPz1vHEHpdGEJE8un0vOuCcInU2w9mabrQ8vwmyNYTgnfqzs5duxWhCRQO5wNDwuUgkHly9vMFTJMvns3xpEAxUoFf5eP7jd0gDWM3OFkazlHcaXI2M4Itas5TIfEyIEO1swFXEXoqGk4r+aoTedReyN4nB384OJzvNE8geER9WftdyJkgdfrhayGKQT5nS5Ul4q1aSJlq1xc0ekPqageD4+fXuWSmqBrR4zaVp7IQIjVzRyOag2rR+atb9jD8y9sUKzUGOsJ4Q7IuA84ub12iHK+jHs8RmECjmZNZj+3xIXnVxnrClFWHKRWSvhHncg+Gfm6TqBBN8sto9tMRpYaVDl1VlX8zSyaKaMmiiz3OPjMIy/SGenEO7eFx6mSylf4+m98n7v/4Qa6T8WZ+vhVVtMaE2NdzF1Y57WfvRc978GwWSbbgbGdVJu9aO5hNgNn0/wN77ttRitlC8+LWaR1AytnsnvnJJWcxuPTaWJ+F91IzG/m6PHLlFFY+ch5dv7pYQrP5Zn9jxnkfJHdP7kfz9Eo6Y+fpZoP47o/iDpfxvXVDRyhCC8kS3QOxVhd2KJWgR3RXoTP5OCxYZyjPp76x+c4+mNH6DqkYmHiyAucj8bRl4ukCmXWpBSITlSng8nJCGeeWiSKl74dfdQ0sHoCZDIljMUCnppE6BdGST6XwT/gI2RJlM6lcFYF5WIVb04nOT2FNDFOZruG7tI5nyoRkZz0JiXyUhZD2s0Hxz7GYWWF2+b/HlXLE/m1nyV98hSOs2dwPPF99MEhSu/8pSbL0ApttAUamkhbgGiw2yYNBsRW9WzLHmswpaLBELdUuq5lXU1oNvmrOztmQ9DNLme13yma/9ZDPY1Nvg002B9cnx6tBNUmWBAgCbtRnM2b2MSwDVhskGvU29FL7ZdvvC7qjeSwS7VFE878r2yh/0ePH3nA0U4ygaDy2/9Mdy0OQPU1D9L//WWuZEYpCg/7X6PRtWOLwvemmbx5Nx3XDVHObxF94otIn32MC9KrOJ++kZrHx2h/kPvv3If8zAKluQr5EQM3gu1/mkOf05nsjdJ5cwx9o8Lp3z7LXL7MZqLGHpeBxzTR3YJ9rxln4fl1Dtw0wEiXh9RyDl/WRDJAlk1Mw6B4eZNCLY97dAAQ9P3GAdQPr3Dq+TXuuH6I7HaW5NYWsU+kMNUJ1BNd3PJHx/jG255me7tKV2+QLodMh9NJNOCiP+RgZiVJTyxE1uGi8+Nz6O8cbiwgW9muPlENrcbMc3Oszadw39jJYM8o3T0+hJBw7PKx9ZEEO3e6yaSKeLar9HcH8B7rJ/O1i8RzZfwH+9mYSVAta0TcTi5tZpgYcHOzIrGYzOH4Vo6tc+vEfuMQUsM4XNNLsOkANNo4S3VPwbTsUjfbm7Q7OdY3Gss0UcfcDH/kGEJWkKS6ANNcBRJrKbokneXtLCGPk0BfhIH+MM899QKPf+UKCWSOyrA6n+Vi1qAaVBno8eOfiGAVq1QmnHgrXrTzBSLVKhEEcs3CqsrIJYnpVAW/bHHaENwVDZHVdUrPZpArgkfn4/xY1kE+pdFp6Ji6iYmJ7FJw+d1k0jlKWUH5fWWiUTdXF5KUlvP0eFzoUQcun0JHwUAPulhKa+wbCOD6qyWKGZ0OTScaL6PMriAiHsyqwVBJq9/EpxYRIQcVp5vKuW2c4yFmV5bpDg5Q3S7h7fVR2Sww6XAQmzxOTqmLQikuiVqHA7qc5EtVfGqQs88nWP7uGi7VjV/SGd3VjcPn40qmzOzMOh0BHzWXYEevn+VUkc2NHEd6A6z1+HGULeS+AMVwnNe+5QjKEQXN1Mn8+SUWpkp03jaG98lNItMOqj/bz8BhH6FLDtwoRP9wH/qIo/58EdBU7bTLDEWjF1uD/G7gAkWXSP/TAloaerNZyq/uJxSTeNeNr4WKhXk5w5f//Rz5VJWffv89mB0qfQ8O0HtvL0rDchyWDhGas8hfr7T7noCoV6U1QHJLRbRt8jZ+tjCwlS0RIGkWXNYQmyBlauRrBh6vn5PPrlLJFqn2DlLqDLL3dYOc++cpVF3iykIR7weu0vfOMRSPi6KAzPMJPAUZkZDw3xtBny3AZxbIjgWxrkxR9Lg4u5Bk50A3Nyk5nn5uile/ZpTAnT2knk7jyYcZ+8korpCAgoX0hQ2sKqgxN53DQaZOaixuJIh1+3j6/AanlxI4lhcZ8Ej09U+gKoL+iI/imVX+6U+f5eceOIjsCVL6/ibB2zoJrrqRswVkh0A5GMMwqsSOhhkYnuD091cZuLCG6spx0+oH0OIWD4/8HuOBMO7+MRavP8rEp1+PsjCH8rWvEP/Yv+JenEbbuQPhdDbCG42MCcv22huJnRIN0NCe+9AW6GpEK6zGL3Z3VZtFtEMRNFRJbVVkbIADTcApkBBmfdNv7TctkNJ05aymmkfrOm3zpS1C3Jo9ZqPUWrSS662GnkgdlNhhpFZyq80BS0iYGE0wZtv2OgCijVV55Y4f+W6xMzPz+Lx+bCQZettbcX7/sf/t6/710S9yaKgL2SmxczSGNZ8gpBhUbo1RvTcKBqy+62kG/udNZN93lSt6lahTwnTLhPZ28uz3nicW7GZszxCnT08zZKkULInju4IYW2X8Ph+VXxmCsBNtroo66uCxb51ncT7Oz/7ynciyxOLnV7nw0eep+GLs6HDR4XMwYkDt54fRDwVRJJmn3/o0nRokFJmkbpCpVhkOBNjIV4gn8/zazeMoVQO9UyWhFAj8+gHaKUjLAmFKZE5usP3oNhuSwdCxGEN39aFXdRw+FTmpE/+PJZYicOZTs5QLFVS3kxP7OtjI1ugPh1CEQSKTQxMGmW2dO3Z3Q1Sme6tMumoxV6rReyxC+GfGMN0CoYgG2hcIy6BZGtvwFE3MevzHkhoKqWZr8dsBTbNucOwmWFNfmcLb7aP2SApLOCkpKmefmiMrDIY6g5y4fydXZuJkz2/Q1edneTPPYCTIoVuHEFGV+NkEL54/g172s29HP4vpAq9+wxAOJC6fXuTky5fYu+8ohw8PoJhV3F4FfblKaiVPtWrSN+hjqqITLuTxSwpOr5v580mGJwPkJqM8/8Iqe3pC9AXdGF6F0vkVDKcfZ9TDZraIapj4JIWtisbOXh/PzaQ5cHMfs6c3OXS0l5pmwnEfik/G+Ls53D6Fas2kbJp4VEHV70RNl1GqFlP9ISazRYqqwCvAKGvoqkSyYnLqyovc/ZZ7yEcVpp5aoudABzMPb+JWJIJOB+fWNpCMKvfffgB9b5DVF5PoyQIb6Qrnrm7wG795E499e4mVrTSTHWGuxrNMdgfpC6nsuHOI7NVNCk/NsOCP0TcWouuNnaiDHrRPrfP4d2YZ9DjJ6hpjPh+uiInvTw42+p3YJrvuUdZxsdRo6y6aa9s063kaMhKGYVD72grekxnQLMygH88tQbI3hcgtlXn4917GI0tUMkWIedlcSPDT/T1Ev3Aco2qCDIohqGV0jKSBe5cbVAssGSQTgYxlWg3DX2fe7NbhVsNLbgl+1d9ne7TlK3mqD21Rqkh0eh1syIJwj5u5s1ssK7Db56ViQHw9TyKdYccOP08/scYv3bWDp1eK3P3f9lA9KrP91TWWHprl6H0HUN4UwUxXUT9whWLEhyIMlvN5ul8/SfFyjkvPrlGSDO744FGUkANFEqx+Zomi08XQ66OoLsHar77McG+UeLyAEvbw8kYGZ9jL1EyCbo+Mo1Rj/5ER0tU0/Ud6Wf/OBopfIShJzHQKrn/jTnJn8viv92O6BJ5HNzAv5ckDj82lkS2TcF+AzVyZO+8c45EvXyC1tM198c9xIPcDAIreMWZ++rMktst1Fdkf/Aw+bZvaTbeQ+fJX2xiChuffFpa4ZvdsKqTS3MXtcNs1eRC2rcNqMlX1Q7SuKeqMiWRL0tsXbTAT9R9Foz9PQya9oa1iz40Wa2LLnjfOafze7Kxtj82yoW0jzGzanyuB1GBwMBGSDBhgSc0EVPtr2yqidhClvTbFLg7Iv8LdYn/kGQ5hWXUPt/G8tePX/28DDkN2smskwNCJQV767mWmZjd5ww39kDSxJEFlo4QScND/8Vu4+kcXcY0HKV0tU8qWiaghzn/hEmFfjKNDPfz7l55hZGCQ51eTHBqOkNtIYGzrRE90UyuBGQapV8HC4lX3HcDM1TDXK5jIJJ/Y4LY/vIfC5+bwH+tl89waRlDBKFkIzcJSDQY73QTGell8bo49+zrYWi4wN50kr9fY2RujNuxCLgsqODEcDqSKwPTQ2K9NJCGoJAqsf2qKkZ0jzL8wy6mH53Bkrqf79V3ougFRlcgvjiKdjOMaiDA+GsZ9Xx/6ITc7t2qUn8xx5dl1Yj2ReqfJmMa5TIk9gRDl0QihKhxcTJI5lWHtsaeI/souXLd1YsltoZRmFY2gVVDToDLtbotthW0ASHaTLANhSex400R9ER7opTavkfjOKmrAwY6gRG9vmDAWB5yC5R43l2YS9A8LFuM5Si8sIisOQm7B6O59iEyFraUUew4PcOnbW+x7cAjMIAcmriO1VOJSZYXQZIRexUFtX5CZrE7f0RBrwiJyIcOTL6TZYpUHr7uJ/vEAeJx4V/K8us8Pikx8rciGCod6olg1jWomS59p4Qz7kXSTUr5KLVdmX4eKczbF/qAT7XIcJeiGbxYwHXBG6BzvDaLlihTzFsmyRo9HRZMFhBVim9ukuyLk/bBWhDXTJGyYeFQZd+cB1s5tcHGxQHDAh+OqwZDbQgp4cPld7J/w8Mx3qjz17DLmkzW2qzq7rh+g1yuTLIbZsEy2prfwBL0E0Lh9KIDcG+DS2XW0rxmszm2y98QgnVs1crUSg0NeDNMgn8kQcCkEp5YJTvZQ8at4JBCni8j7vJiONpXOhrE2KjpmxUQJK9gbUIPhRs/qWC8n8b6Yx+1yYXktKmN+jE2D0394hkquhmwZdByKcOeJY8g+J3PPLDC9nOaWnIUIytRKJpZh4QgpyH1uTLudfGMe1hMM20u669R9kziv896NTUA0Y+2F2QLK6QJB1UFUEvj2hPF0qZTPpBm/d4Szf3+auV6dwaATryoR6o5gbOsc7Q+TETCqVMnMJlCHOqiaFrv+6CilgBd/vML2b75A70SEzQ6FmN9L2BfEv1njU5//BreJXoJvOc5Lv/Ukhz5wG9WkSUpS6L/Vh9On4E6ZjPWHECULj1vidLpAStepTa3z47fs5GMPvYBHcuHa2OLg2/bhGHQyejxG4rMzmMslvIsyyW8twcU0mRmVsk8hsKQjIgHml7fw+p04s1W8ZY38cpqHP/sSkaDF8V8+hufvHoFGJwpvcY6eS5/g8eXr2XN4EItGqwlDb3j+dtl+Q+7AajR9bzIFjY26LawgGpUjDRq3bcNtAAhbZMugkbtGExzWy1rrJbd2AWnziTffY49LINkxnnagXCcdmmGcJqdh2QGRxi9N/qylx9kIEDVYl8b3aMZVGvxOA2wIi4a2h339NnDWAEu2TH0Tevy/DMf/mcNmOGan5/H7/EB9TtWm8qjPPIv+9UcwL11BxSRSnUaWLSTtv5ZNt49Uz3Gmj/0pM4UqWr7EzrEOxvp9OJdy6Hd2sZLdxn+4m+DuLjY+eJHV6RR6OoW7103FCKCWLboOdzNzIYXHlNiuVHCpEuNDIZzJMn5No3s8Ss7rwPpvPVz40iyD/QEUv5vMExvoVwvkKya1qJuNS2vsH+1CHotS3E5xYiBMbiaD/hvjiBEfZlVj8/3n8O6OIjrd/OCvzyOcDnp6/Ozc18vVC5ucOBhBXq2Q80r439SHtssDYC9DTAOKz6XJfnGV9ZUkVYeJKMsc/ZtjqENu9JJGcalMsVBl9bF1dr1llMCYH3m2zLMfmaW8kad3VydX5hPsvrGPyHiAZz9+nr19MVLpIt3DQcI1nfhcFp9bot/jQHvbMPk9PvxhtTUWUa9Dl4Qdm23UvdMqQLuGwLSRSQuLNN+gFmDjM/MsLpYY6Yphui28J9x4jwQp/yDO9D/NUpFdZNQae28fJj9TYDNfZmE5w+7BKGXDIrOc4LUHe1iLOlg4vc1wtw9dSOiqjCEL4qtpQobEllfQGwuBU0Ip1dhezzF+cADVKZOv1OgNKDh7XRi6SSkvWL2cRKtVmewJkFvJo3h0kvk83SPD5NMVxnu9rG7meWk6xc5+L327O9FNwcZWEc+gH1Mp0y17yZU1TKWGvyjYNlXMnIYbi3i5ysy5Te59cIKtK0muJCqoKqhOBX/Ii9cQSFaNQE+Qi0/OEhuOkCzU8ET8RLpdaAs5Lq3liIRddPkUfD0y1UAQT1ynoNWYXsmgz2eYfPMIk8e70RayVMsValsVXn5ymyGXly1LJ1Yz6L21l+AvDgEWjnWNh37tOW7d3cWVxUUmDuxj6oUV/GGFntu6cb2qE0dYrc+FJhfeMNt2PF1qbPIvpqmeriBdzRCNejAcMkZI5smXNxmJetBH/FTns0RdCmuahdqlsvO+PsxBJ8IpY5kmekKjsFTANxJAdkkN5VkaQlC2t2rnB9g+r0RdcKrNA7b3roYHXXx2k+1HUvSqJtNXl9l7w15CwyFyqQpXz6yTd3upSiZGvoZXMsmupYlO+Oly+lieXifvCjBxrIPo9d1Yqo4Uc+DyOqi8UCT2/WUMt0Jl2MPFb86Dy8m2Lti7q5PnXpxh13CUF8+tEQyUuOk37kQUZNzHwjhjAudqBedjWRaeWyIQ9bMlW5y7uInscePxm1x3ZJCrZ1cYCYe5FC9QsyT23tmHa3+EylSJ8KsCrP7lBR596DL3/PxR+ge8JL85h+jw8ex2jW6vSjFXo1go4QqHcfsVzM1l7t34KOSrPDL0Fu5+7i8JGInmKk5MPADuEh3nvw9A5mOfoPq619fZBHtt22EUJJDMlpgXrU3aJsHalYaazIRtGET7Fti4pp0caodVGgyVXVbbyqb4obyK+smN59+Yq1JrLjRhTru+kPjhLbhxxebrbWGcZgKoaIIN+zNtS2hhh1lse9jqFdM+H0GQz2cZnxj9fxmO/2OHZXu/9QlQ/eBn6H7i75Ar2Wvf90P6J0VHFMk0kBxgdg2hpLaYCdxJplChe2cHM+c1spkil2sGu6sGxXyV3rftBQGyECSqIHlkzKAfOeVE0Ur4jvTRcVMnm9tV3LkqS3kLqVZkJeEiGHFTXNjAsWwihTpQJImpq0ukPpwitmOUiiwTL1bY0R3CAroODxEQFl985AI7xjtIlnXcbgVZUtAR4JTo/dPDVNMVFv9tgc6In5JhcXk6yY79PSRLGuUiuB0yWslCejGN1KFidqpNGVxJlvAfCpFa1cg+VKT/cBRpq4bDoWAVLKrLZZ7+45c49oeHuP73D6JXdCzdJPl3lznz3DJ9MS/5OYmJAS9S1eLqFxaZDPuZW0+xcyhIYaNAcdyHa1eEbhWMpSza59cpHfDg73PAfX1NJC4aDKedm2VTjO0mplnyJRqVAY2QCpgIy8ISAs1n0fHuMQKzZVa/uEjn0Si+Y2HAYus785T6Q1SKJoPhIPpSgbWlFJoJu7v9zGaLuHSoqBKXDSikNIRf5dJmgVSmyuhomPMLCUadTkoDAYJ+B4V8Fa0oyGdL+BwO1q6sUtEEPTu6OD+TYUQNs3QpiYSEXNVZqWyieF3kLRjsilKVnMwlysTXsxhdbqKDIYbTFUxZRUewEc+xslFgJOzh0g+WiP7MfjJzWZSaRTpfouZSCDqdZDWDRKJMQYeFdI3lVKUevqrobKYrlC0Jt1YlWzO4pdtP31gns9sFRvrDLKWLTJ9dwakbuL0qY5NDLK/kWH8hTSRmkDctFEzCXjeDBxz0/cwopbUsm6tx+nu6CP94Lye6vKx8fZ1Yhw9fuYw6Xg9zUrbQu5zc+OZJtPNlXK4A2ZpGvlbFvZxj8WNJupbSdP7iTvAqTUq8mWQs1cNvkmbhulCk8rk1FIeToqEhOp1Y3R6yuknf4RgOVWL1hXU6w15WU2WSgLqeZ2VDo/uuLnLxDB0/MU6pWib13DbkLDwH/Th8Kk0WRbQQbGvPENdQ6C3IXp+dkiRIfGMZ9TtrHNjbjx4vMrxngs2shjGdYyFZwD3eyfKlFWJ9EXoiXtyH/OQvS3TePUF5qcx40E90MsQPnrhK908MoahOVp7M4U5sMrqm4TjQxYVL62Sfy5FUZBSXTMTrIRfP4Yz6ObtYwMyvkFUktA0d33U+XBGBOlNC+fY2xYKFuqubtXyZvCQR6Aqgm7C6FSd8JcVqEgJuEKqT8lqCs5/Ps79rD7WSSe7hDSqXUtz1m8cZuaUP61MrjPT1saFCdGmDY+/YyeJnZ5kXCkeO9GL0qESffAbf9+vNON+0cprc7jvg8uNN+9sx881r7LG+cxd2jldTqULYJacmtr4JjefRxH0StGv7NPkF0W457OPacIllV7EIOzxr0crKtPM3WtjHrvqwK1Ja2LPV76RtiG0MRMNGNbmJ1tjtfCTb1lnND22F8oSgKfzVZHeaSa8//Hd7oG2A5hU8fuQBhyVEMzYnVTWGHvsgslan6QwUKmPXk6+6kLxdVLeXKbv7qRz+ebR7/PRdfoLoma/ifL6+MI7m/oIzuz5DSenGoSqMHR7gwsll4tUyHjOKJEmYlkWpoOM5HODAxCi6R2FrNoUDE3fQRW2rRq5QIb2RRisIrJiLfTs7KZoVVD1CZaVKLGAghMyD772JLzzyVcxCBV/YQ2fUT/ehPq6enGdttcTBwQ5ifhWtZrFqWPQYOt5vrGH93BDCq1BOahjbVba/PY9wQE9/D153GK/HRV6zyOc0rE4vbk1j9okN3EspYu/eAVEnptUg9rwSkeMBHE+YFFIlhu8bQOp1kr9QwN3lou/WHqY/cRXXT40RPhpDtgRCk9gZ8zEiBGvbOXbf2oF0qIfMaoWIZbCaKBI0DNadJideN8zUJ6Y4oxvs6gniO9wNjy7gPKVDxiTn0JHv6kMJOWjxiCZIja4TVjuVKmz4TlOA2A7BNBJNbWPkHHMz9Gu7UL12OZmg92f3EnymwsZCkr4OH5vJHLmtAgdu7SHaF8O9mOXybILDR/qo1SxCmsU2MlXJYPxAN6V0kUG3B+ESFEo1thJZen1BCprORE8Iw5IwPRbFuSS+mJ/VuSTLV9JUawaSQ8KJRK0q0+VVkQVoDshtFOlwq3gUCaWqcepqhgFgK11h4dQqYZ8TlyJz9fwqppAxChplA7SqgaPTT2Y5h+ITvHR5k9vumCSeq7B8Pk5sOITbJVHIV3GVKvR3+Dl3OYumqiwv57i6nCXoVFhZSOAd8DP0E+PossnOgB9zwIf0uMFWtkiHT2FuNcve0QinTy4yGHXWZemXdVa+vUE2VKb/gofQ20fZ3eXhhY9cRsXAsduDkAS1M1nOPrlCQTe53R1DBCPkKgZazWK9qDEUdFH+1iIbyQrd7z+I5JLqj9/2+YSg/PASQd2F50oJ4XWTzRSZKWloSg1tpchiSeLmY/08//IiituD/2gMKZ1j7ktzhCNeNi4XcOarPPf8PK92e/E82En/PcOUF8oIuQFsRSv9vyUuBXbuUH322SXaNiQCpSyQXk6z/s0Nbtw/gG4azKn1/KPNzTKLVonwjjDryQpOUyawkqP3XbupFk10bwDVJ8HhMOpIkLVzGfruiOD0CsrnS0iX8hRfmkff18+V5SyJ5RJJBdx+DygW6WSOItB/XR9XHrpKShL83OsfpBx2IzkEzrkS4pEtRNZAckMt4uPK86t4u704PS4UJJwpBYSCQ1ZYL1SpGTru/jDJjTxWWlCeTZF+YpXhd+yh4839yF9cR0EmY4EuWYx3+lB7AwSGIqw+kaB7ZhuxZNKz69A1djrQBjZ++Kje+Sr0nTtaIQxb9pt29qK1+9fXvWgrKbVZiLZEc8sOUzQOswEomqxA41pNlqO9B0kLgIj29zahUCvmIewSWtEcSsOGtZgamz2rg6JW6Mc+RJs6aKvsunFc0w3NZjtsNqb1omlZDXxmQ2JamO0VPF7hj3vlD4HUlIY1DaMJNipjJ3jpt57gkY7/zoWxd2D8zOvQ3veHRH7tPsakf+bgB15D90d/E7UBNgBkS6f6zJeYfmaWqGTgrFrs2tdNpDuMV1FRpPqjlJwWo/f1Y0y6MaMSsV0BKjMlXvz0HFe/vYiIF1hNVtisFgm6nAQnfISExHhfPwGvG6mioX/kClgSPleYWMBLRJLxBt1cuhjHg0qX38nUUgKrDHquQrWm4/I4cc6XEPXu86h+mVKxRkaT6QmHSZcquIb8LC5ucmgshCvo4MpGFlPT6HHLdCzWcH9yAYpGE51bgG/YxeiJLsZu7SFyNIwlQWKxTEB4OHb/BNf/1H68Xj9mTSBUmZPpCof39RK6a5LOySDe1/Qxd3aN2RcXuHx1k33jMQJRP9mFJKln4kQ7QoQ1QTxd5PHvzyPf1YlZkzFOpXAmHPgfSeGcLV4zWVtNihro3R7tfwLsDfpbqre8Fw3GC2GheBoGRLewDAvXLj/OoIv8UhZnsUJhNYtLtuie8BO6N4Jq1HDnanidbk5fnub89CLTc1eY2NPJsMuBP2cwdtMgq4kSsU43R0c6CboUOoJuUvEicrWCWxPsON7PqceuYBWr5Lzg3huFiERJs9jfM0ikw0vEK2FULJy9Xi6sZcmbFqntPB7N4IlkjkrYwehoFMPUqeY1SukK+470MXshxcZaCaciY/qcdPT4UGSZsZEwL5xdw+FzsaPHx9p0go2lFP6yjguZtZUMR35yJ5WayYWNHKpbxeF3YiSKTBwL0Jk2WXtqg/TFLL5uldhro+y8v494okwo5Eb4HFSTRRzjYSjplJ/PUSpD2AJ9sYr+jzOIIyEO/OE+un9rP45+D9J8BfFEnOCFHNPfnmFzeZNKVcd/JEBvoYoS9pMJuqiOBCm+nEZFaXqFdnWS4wcpfKfyeDbAymmIIx0ktCQ73j6BR1fIr9RYfHyRSlkjOZ3DFfUQva+L7jcNsPeGDgLCAkWgGFVW9SqXPn4GKW6hDjnx3xpCDavNOSVoo9lFG5kuWiJQVvMfAbNllO+nMJ5OMdwXRjJMasMBrqxkWM6UKZerVPQahaLO+sVN1q5sM/nb+1AGPRTOJHniPy7z4kdnKDy0jtrnIHxTgLHbR9n8+ja1ry4xFs+z88QIue0CC1MpFhIVamWNtdl5MvEcY28cYOdv7cJ5dp1X//4xeqPD1HwS4WN+ojUJx/e2EKky1rCHhKIgFTT2Hh8ksqcTy7JIxHNUyhLZjSxHf2Eni/EsgaCDvapKV4cf82yK3ptjjPzFIXyv7cH464twMUtesVis5Jif2mI2XuT0Z2aIuF0c2jfAlWyWfd0X8Tz5MYrjN/6XNjv9la+T+enfQA/HqN50C9l/+GgdYAqrbRNtl+VuAcBm26Wm915/ZvZp9WhYA2g0Ix3tm7jtqkhNACnZCRgCLMlO8rSaD9uu6rsmybTxf9Nm2NtDbdBKdm3+za4yaXImjZca42/mfrTxMTa4aoxUiPbX69doEj1t9Ipl3whM2kfxShw/8gxHaw+ywO2i/Po34P7aV3HNPc/xv7iZ44ARDCE/mfkvTzfdHqRyqf6zkPFMnCCxXcZbFmzs13n5mTneed9OSosVtKkCYsKN3Ki0MIomhVN5xNkt/JEQaj5O59Y2l+Nlbh+N8MmXHuKK8mrMh2Es4idULeBVFWbcChMuL1rEwf0fu5m1TyyzlCxy5C2jOPf5cJQNRM7g+T96ge7xLgrVKtnzcxjDUSQlgONsleotEqpbgKyQLdV4cbuMvy9IdauMIgsubOTYv6OL7fUsStnNiaEgm4ka6koN77eSFN4Ua0z0eryx981DdTEyh+DyZ9eZfF0PmmohcBA46qa8UcMyLCxJMKzV8I/3kp5eYPwDR5AlmWjO5KaJHsxuP989eZWwkDj2lgNUelVOf+MMAST6xgfIryQ4NVUiY1XZWVWQH55j8nXDGE+ksbY0OB4EudWQj+YybACPtn42zYdve5yikbxnJ07ZXolSzyy3EPjvD3K0spPNp+fo7Y9iHKgDJofDwXZJ50S/h6nyRXqmKxROBPnJD9+Iw+NE+UGB2nSS1YubOF0yK5tX2d+xF1e2ytJCHGUwgCvq5tzVDUILCh09AXbeMIAeVpk5u8702W2iLg/LqRyXN1LcfrCLYrqCHC8TUSU2t3LoWSeyLLh/7wDBbpnEconRgI9Zn8TNvQOcPL2GqZvcc9sET377AldfqrBvvIub37YT8cXLWKkM0WPjnHp+EaugsXukh8F9nWx9bZZKqoD1hSo7ZIlcxWA1kWFoVy/X/85xHAdczP3jPKO6i8sXEkjvzxOc8ON+xxA7igaFUxncyQoBn4ven95FpaazsZhE8rgod3mRijpnliv03P8txh57LSZgmRaVhSy5ZAmvInH3vhHyL68x8cirwS+z6+it7JAkLAGKLDA1A9MBdgJc8lyS/BeWmdw/gtPjobaWo/y6Lr766WneONZPZbbM8pbOwGAXZ2ZSVM9vs8dSCZarmF4T2eNi5L0H4JE4q5+dYi2hEbYUdvzlzRgBC8nVJnVNQ0dBWHU9h4a8fZOet3VjEICBJCRKZ4osf3aRse4AvqpGTDcpHY/yyOeuYmQrVPM6O48PsrCQQJ3L8Oq/PIycqnHmf77AsT+/CW/RYsjvZ/REN+ufm8ZIlqgtpMieiNGRltGXknx1PYVnZw8nhrrpzxuMCx3frRNceVnm4O8eRJYcqF4Z1y/u5uyT63h7w0Tf0IUnb6F8Y4uZy/PkPCFOffs5POoeDvb4ODObIO9SCPncdES8dFQ1jrzvMI4hlSNmhgM/doLiM5vs3+dHHXLjHnQiXDLar51EVvyUazoJq8jMeppRTxBJgL6Rx/HAJN3f0xk9/xE6vvk5AJxAdd99bGecDKx8DQBDcVHadQD54PVU/uS3EKrU5hbXgaZksxcmWLLV0jnhh5koWiWjZnveRIOFattt61VtdYbBaoZrreb/JCE38sYaAKBZamuzLPUNvIl97PAKNBiHRhPBxnjqlXR10CRJMpgtnZbGjGuA2HroxGo7r/EJtEvntzIxzebLYDWrYOpfug7S6+NropVX9PiRZziamK9BveU+9I8UfvU9WKrafI+czVxzjj4xSfG3fpfkS+co/dbvAGBITj7T+1FOrXdDPI2GwYguY+RrrC3nSJ3fJnMl2dDMqk+s6T+8wNP/epVCKERis8DB23ag3L6HsUOjvKQGmNxzP7v29qKkdMqJMgupHLWgm7l4gsXlEkISOHb76PnDXdz0a3sJxWQ8PoHUocJuJ4f//ghKoojDIXHD79yK75f3g8dC+tI86HXd/M4jEe54/3UMez2MmBIrU0mKAT+3HB/AORziwGSMbE7nTLyEx9S46PegPbuFq6xiK3taFsgeFeGsy5HvfEs3l74bx3BYWEFBZsvCVBVkh4RpWuz/0u3k0gk6P3gUOeBk4alNXvruEl899Sxf/vILqHqaN3/uNXS/uoP0t9YYGO3j0K5BrIrGa+/fzalvXCGqSMxsFhjY24X5Uhb32QTT/7qM832zKD//LM60jmUaDdGdtgx0exGK+nMQFnVBHKuez1EPddoApFUKZzYMhuXVcf1YCCtZ4NT3zjLaoYJHwsjVkKs1rIpGX2WQiaP9YIA35kXxSXBPgN4P7eeY38uk142fYQxZIvpgNzd94w5ie0NcPH2BYqnM9MIWnYUa6myazYcWiCQEu2Unr/upSUZHOhkcjrGwWuDsfIaaEBx6yzh7JkMc6gkw1OFB9cHpH6yyvZ5jdiZNdSbB2pkNdkgCLVPl5Bdf5rp37WFS0kidvcjmn52k+8d6ueX6cS586yL7dI0f+8adDPzWDjzjPiZ/ci9jn7yV7rEO+gsm25pBvqZx6eQ8udUEwi0zPbdJ784Q101EOLmVZ34qjXNNw7EvjNLvY3YhA7rAGnIgh510v3WEWqmIp1YhnauwZyiCNtyPKqt1AyiB57ZuHAMq1cub9P/mJONPvRqpQ0Y4BGq3G1eXE2fMgRxWUTpd9WekGbBUoufzm+x1h3BdTCDlNWojXjxJHVdOZ3qryre/O8tWIs3Xv3kGSVg8qVWQVIs1S+Xq254n+bdTOEoS8ht76P/izez8t+O8+fk34p3XES6p5fk1gEZdj0HUK5+g7nlajS+CQG4oOJoJjfL7LtFxKs+hvighzUSKenhkrcClZzI4sjpbQkbsjKBYFgfeMoLklYltyyiTPpjNY50tkhkTBFXQ/2OKyfsmqDy/xsDfnGBgqAt5PY7qEvR0xfCXBEvzCVLLW3g6ozz2ncvc+Gc34gi7mPrwBf7n9X9N4vksic+e59UfPY5bkyh9YorE2RUC/YPMpGvcfOAmAhE/qSrscqq4y0U6ZYMr8y8zk0/yhXc/SW7JYOe/30/1kIL8M334oj4CUTeSS6byy88R3DeMN+SiOOrl9JU8VlFFWBLz83EuzSYo/Mkfs+c/7mXs/OeusbXOC9+m21rmuR2/XrfFegXfv3y8XtWmtnvjDQbBosUwSS1lz3o0pLH+RR14iIY2imTZ/VpbTIW9OwirBTwsTMyGYJitydGMgFh2+T3NMUhCNPeWJhBpzA2r0T22nmchgzCbZdwWNMr5G/PKbOtu2wAKtshfndkw7A+tg2A7FGPVAZXtYAnRquhrT6i1wYrN8jQ5Qst8xTHHjz7DIYzGg60jVq1qUXv9b1L8hV/n8aN/zmt/0Y2lKtQOH6U2vg/LkhA+X50KMwSKo565K5tV3r71boq+IT7mfAcnF7e5rTzMz/72zZRfWMMzGEQbCKJZou55SxaV2U28aZ05BP0RF6vlGqX1HJ2FCntlie4HD5NaLxHuCBCuGpgeF5m5bcb2DdBdNDHLAuERqB4TrdeFO2tgrBoQkalkQHI4iYx1sn5lgzMfvkCfv4i35KYjEiBzuYrzoAthCQbu6SVYtHj+oQWOXteJN51BV4J864nzTIR9DOwI4ezzoZkS16Ur5OJl1N89hfMvjlF1NijDZgtugeSA3XeE+fqvPseDf3WCwKCCtWFgFCycXifaN9eJ/MYkP/i9s1z/63sIO510e13ojiEO7uskZhqkFvNUSga7f2YI63SZbSHIPL9B4tkFRgai3HDjOFOPT7NUMRg50olUMjm2mkXkS5g37kL606uoHoHx9nHK/TI425dOo0SsCTDqf7umbQJyQzih7bwGWDFdFj0fv44jn5im4+3DYFmUrqRZv7DF2Kv2EA16iecMHnj9OKWlKq4+Bde30pTGZaTfGMTzzqdxdgUY+JWhetmmgLDfxY6D+/Gky6SPeAi6nBgnQhy4YRBJSFiMsfnTTxHXneSqFd5w0xiBikAYGi5V59jv7OfKb77I3t86gudcgfB7wkz/+QU2nA424znIy9zx/uvh715i+C9uIjVfplKVGRwbxPR5Ub+8TennBhgv9LDrj46hGzUkJNYvb7L52UVG+mO4/mAC1/2dPPgfK2wdmuTJD57EskwM3QQdss/O89h6lfuODrKSyDD7yBJ9Pz9C7NcG8P15mWO/e5iypQEQjrgZ7ejg6SdX6Zt006f6Sa/VJfmtRka9IVsE37ub4Hv21G9/w1O049S2Qa2/CI6CCb9+GvdAB7rihIrGhWIJfcJJb7ZKVle4dHmVXcN7OXxHH7PfXmJPp5/tjSJ9z2+wNBzkhFtwvlCjUKl357UUCVmpzxVMC+P+EM2QTUM5tEmnm2ZdgI6W5bbj9WbZQDUF1t8vkSwLxEICs6yTcyi8fDbLxIFueoISwz+2h4lnFonoBlMraa48fpVspkJPKEB4oo99T7yGmiHoTHmJ7O9BisoYksXgT96BsVHm7Pu/QVHP8trXvZpCTaOcNanmyzx7dZPA/AraQBeFjTKuAScj90/wprJCzwPdDL/rzTgzsPKXU/h0g56bxklWK4zkfNQqgmypwlB3ANxRxkoBFGGxIzBJl89NUpKRZkto4QCmVcHMyqRms4QCHjwJi3CkA2s+R6YvyAtPzHLkQC/nJZNvPL7A7WPd5Nwand/5IlJps77+FIWtsxdwP/R1gr//u6irL7Orq+X7Sul002ZL7TkV1FkB0Xwg1J2ipqMBUqNzL8JuN29hCjtM0qoMEDYAwcKyq0isVg5FMyLT5r/YtqVuQxp7irAAuf5WqxHksSuYrAbaseol1ZJdzm+X+VttoKU5nFYljYVV/z6isadY9WvbCbBWQ4/GkuwSYZoDrtsUsPs+mab9hWgk1AvspNNX8viRBxwCqY3ygqmPvMTE8T3Mf2aW9f4JSr/1kxglk9zJDcy3/yORpXNoioXfTKNmZ3DZdeCApNfwZ2a4aXiWbOedPPTtSxxbSbFvNIak6EiWBI2kJCFg/+fv5OTPPoXHgkiHk8CDfUi7Q+TXi6hLNb7wR08Tkp0c3tfLVLpEuqpx1O0jOpWj2Okn9yfn6Pyf+5FdAtNjUrUUKpkaLpdAcQtExSSxuE2upjM+1kHwll2kzqYIJHQ6Pr9IKTaC0efAtCy8r+vl7rcMQLxG5mwBJRRgcDlDRbZ4+aU1dq34CQyGSHS4SOeyTJ1Z4K4PBhA/P4DV46Qh8YhdiKqGVV71rkNM/fsqO392gNp2BdWtUiGPeKADSTK55YMHKWc0XG7oj6gM9/aTjxfwfPIEliQIZASiT0XaYdH59U02ZRkx0cHYuW02lnM8Or3FWL7CeqHEcMRNeNBDONaJayqFbploeQnlH66iHgti3t5FsVLFMRBAUm06siWcg+3JSLbJsNtJmw2er24EBGAIE7XTxeAfHGg+e+eNMU6c6GUzl6ErkaVbMtn49kWGP3gIgcyV71+l8K8ayUyVV33wRqp7XRQ2igTCgbrh1HTia2kGDAtzpQx7Bkh8c4bQDQcxLINypkzxVZ04v7VNTFZZW01jOWG7bDLcH8aRtVC8bp774BnChsUh327Gf2kC57/MEdgZQ94qUeuVmPiXG7AKBpm/niYiV3BLYTZSJVIuBf/bn2H3o3diGHozPh3sCrLRG+CJxVX2/26B7tv60d8Uo/PpHLcdiOL0SRgY3DLYQWI+x43X95JLF4j2Roi/EKf/QAjthgjK74xT1KyGFDNUJB0GZe6OjVNIp8k/vUBQcdeNtCRote2u/1w3lvW4uYnRjHkLBIX1PF4cbP/pRQaGYoiSjuxVSXvBq8lkFoosCZ1LS2t0Rx24+qJkDZ1SxEPJ5eTgzd1cPrVIfilNUnbzUjJB9+MVsh6TA+/cTU22UJwWkikam0+r/ZXV3Dws6tUGdQTbUDVAT9VwGBLWV9exdIWU302vlideMbiaLJL3OYl2+oldH8G1w0f1oQwXl5IMdfkwhEKtZnDjnn6evLrGod9cY+QjN1FLm7g9Egv/Osf6yXWqssXx/3Ed2h+8QGQ0xj0jxyi7JRzpGt4uHxvZCnt7OzjnhuuODvH8Jy5yy28dxj3qhQkPktfEmTZw/Os63bUqNb9MyaWxslkjkdPxu51IyPhcDnSnyexmCqlbZvfBTqaeWaF7IMwjX7/AjdtjrD10lsAvHGD4VVGKn1uAZUgWKkSiAfRKid6wm9mpOP3DEQbv2MHsuUXS6xpJzwB9pXo3bqHrML9B8e3vwAgEifzyuwhttZqySZfmbK+grglk2Qmd9ftfJ5DbFTitVnihwVo0gSJ1O2ATJK3sCDvoKprzsLnT23l/TSfLbo/Rmrei4cm0xN7q80NqqpU2wrmmqOsCWXbIxwY/7Unt9ohsYXaaomWGMJEaOSd2v56mAy01SrGbRs0GVI3Paji/ZkONtA07Y1dVtbI8XpnjRx5wQJNdQiDRPTKIKmRmv3mB+z/2BoySwdbff5ddH343qpb7X7pe9Mi97Ep5iAuTqteDFZTIJys4DHti1B+2ElC4/kM3sPmtRcLv3EVlqczmI5tsfXWF+YVtVMPJcI8XyajgURz0dPpZnE/glAR9IZmhgJeyEEgquEIOCqsptpeLdEYiBDrcaPN5al43YYdCbE8Xy6fTVCoCR9hB50wa5VMrGD/RjdHhAd1CcliUPrXM5bMpon0hwpJJl1tlpcNHWRfMLebp3M7R/eodvHp5lFRWgz87j/7OUTx7oq01aavgdQtK0foCd+6vf4bzcpW5Z2bpf91YfdweBfXmGGMjEXS/hGYYWA4JSYXa1SzlgoJ3zIfU5yTa4SWeLuMaUrj68jK+jgCG18HAYAhXReN7353nljftoG/IT+ZiEVGrEen04pvTKZ+bJ5VK4n/tEP77B+uUaNPbsYkMWwDIBoVNXrJFUTawP1adsrU3ZiFZDH/wEKM1wYU/OUP/W3ahTW1j6PXEsNixfkbvDKP7JPSjPirrJRa/MMfB3z2CZVr0vHGEjliUkx96geRwjdJjZXpf1dEEwlvfXWPg/hF69SBPP7lKd9hFcT1JZKKPcq6E2O1CUQVet4NnnjyHrpns+emd9N89iHoyiXQggOEwkJHQdYPUXI7tmkVPOkWuKOg71E1qRweyojTUO+seWblYpkMoeL1BfGE/z317jvC/5Rn+7aMM/PKNaPEKZtHA7BecfXKLGAV6LT/T59cZv64bx54Oao2webVg4ArLAPjGAxz8g0Pkn4xz5rFFHL4QsYEwpmxvDrR3P6l7fcKOl7eYDWm9wuyHLrMTHwnDYiBVJOd3wI4wZVmnfDVFCTA1i91jMdZ9Li6eXmLHzUO85m27sGQDabuC55JKNOgjVSrTG5Y5uLsTqwDF0wWMARfeboGlKHVDL9oNs51QaG82tjERWOtlao9skpqNM9zVzdR8kokJHwXLRQ2Fg+NdbMdLFEtVnvj8DF1eD2GPA48PZtcX2H/rPm4b3IlslTm6CtbNndSWy2y+kMavW4TSEH7bfjru6eDlXz1FR2+A0YEYV7Yr6BqcvpThxC0+KiMKvorMgckeLry8QnTci5ate9W73jqOI60hfWWD4lKOWrebi6kK7ktZdEtiYDDI3EICr4CXLq7hCjvpngySmFnjzNwmHuEnruu88V03kDFL7Og5jO+GCNufn8e3oOPr8vL1y+vcFnLx1Nk8gz4Hy6kyyrgg7DCZGI5RzZQ5P/J+Or77szgbLEfHW15L4tHvU3rt6wm97w+Q0qmWgR2IYmHUnUVb1ErUQ56iEc5oAtJmpUiDBWhzLlu2qmWTW6yUdQ37aSOSZnJmYx+27HBJG7tgNa5hQSOfxLYs9Uo4OwwjmgxHY/7Yr1itNVA3R6LJTrQLyTWBgX0KohkVstcvCCTTBiNt4MEWybOdKmSbN2zbyRqVe6/g8aMPOATN0qT0lW2cfS5qJYNDv3CI0FEf67//FXZ/4XdQ9RbY0KMjzAZvp+bsJHD0FhbPnMK3ep6hnR1k5AhzefDpOqmaIJupMDNnEiwKpCfXcA30Iff4mp6R0u2m56d2YiZ14l/f5OIjC8QiboZ6/Sio+MNuchUTRRgUi1UGDvYwVDNZSRWohH0oi1X0YSfoJtWn4wzc04Pa76Y0XWXlo7NkFreITPZRrOmUNR2vJkgmdGJhB/GSRucj22jvHsds1IEvZMuUClXUfIlOVWXSr+L3e1jLV/ArEomtPOvVKnf0u1GqJnJSIf7hKfT/vpPAnmjjDtUntyfs4PBrBxsT20LIFto+N8XvZ5BNGR0dy7QgD2WfhOm1sLINmtSwMBcr1MIKoV0B8ssZVl5cxulRuPMfbuPZL11g/4Uqj8+tkVdNbjg6iDfkIuryULyY5uJSnEDIgZKsEPaFqVY0ev1BMl9dpxII4K9VKAgDx139rSXcVNmzmrHUJkK0a+7tLPEmuDJbXxkwHBb7/schypcKRN84CJaFWbPwv24A17rB4998mhN33Ia7y82+dx9s9n3RumRmHrmIR4Vw7xDhA15iPzHc3FhHR7sQNZDujiH9w0nKEScOv5dUuoRL8WJJAq+mI/dGuf/4IN+dSuD73hKhcSeOXSrhNwygBFQsJGSXxNCre9EeXWaqrCNpKkpV5/Rail0/JAHtOxEj+XIGpapiyhYCE8nj4co/XmCfaw+4FBymE99tQ9w7EGHxc3M4q2Vu+tldlIISVafZNPTOiNw0ppYl0LwC92u6uO++Byitl/F0uTF+WPDGvuWN8IUdozbSNaQrBdS5KqNmEL9HxtrIst0ZZEORMS7FcYUUhCKzWCij53RELc+BA72U19OsXNlk4oH9lHwWkjPCbtli+tk00maBG6/fzczZNRL5PNcf7MK3y4NVNhF+O5Zuww0LmpLk9UlgIWElq4gzadS4iXvDYGM9Sb7sYNdEjOKoi0tPxbk6l2B4FCqyxcZKkl17+3n88Uvce90kq3mJsBJi+WKccGc3VDJkspvoFyVcy2Uk3SBT1uh+XR+r2SJdJ9OMKx6Ch7qYnk5T80tkNgsItUJF5Dn0S7uJf2aJ6e8tIcJujKLOZjbJ+J4u5MsV5JezZK+kkLu8iB0RnC+skdF0zs0kGegOMOh10NPr59GnF5gYURl7xwSpFzsonYsTKVo4jgyjDKkUzpTovyVC8pFVApsSwQ4vK1WL/mCAk1eT5MoaJ1Np9u2JsPDSAns6LtC9+F1mDjyA0G7g4es+QrS8zG2nfg2lnCf8nnez/ZWHSH/gz/F/4iOgadROXE/mD/6opat2TWVK67G0OKh2Q881f2su6caqt0tY7M1ZNM9py8UQNkPSAC1tAm9W46LNkMY1ZbeiVYnSDijau6k1bI/NtDRpGHucDVDTfLUNQwhhtX33xmkCJOuHtDua87YRtqFx/9r1Pe0fm8nOr9zxow84GsjQEhayR8UZdbL96cv0/PcDIAt2fe/Pceo5Kq5utn7ms7zw0joTA/2YWyUq8SKlgoLyi69HXZ8k9Ok/IrY+S09gnKl7/omiBsHBAI9+b4pdHX72lV1wdwx6gEbczcIEYSJSGnLeIKQoFGsWoZBgj9eLHvSwVNbQi2XOT28zUayxnitx1O9Gymk4XsyhD3VgOQSRBwd44XuL7O8exbBMZma3CQVdhJwKTktBy2nMr+Q4eGwYq1KienoLueLHejZO9cYICgr5fJW+8RAdUT9LswmW3S6WFzOUKjpblSpHo25mn8sy211ix02jlL6SI5QB/WuraH4H6pCPZtdW7LnbWmAWFjvfcxTLtDA3NLZf2KTrlj4sSyCrAssloTjrNJ/rjb04yiZa1UQxIaBIKDWT/H/Mc+g391E+naH6jJPNh9eIn91E+N1sLmUJH4ohslmy6RIXFzaY3G0SiURQHCYOy4X16DZqr5taqohhbOG7uwtTiPpzoOms0FrNYCfIClqy1K2jvb4eDMlC3eel6YVIFqZXorJDwnM5WD9DBuFrqQAapkn0zf148yZdB7ph3HWNEbAO+cn9wwzeXxrjxj84jHzJYNtlsnVhmz6imJaFR5a4cjWOb7/E/m0H65fj+CaG6HnXJCaNJDQshEum655eak/E2XLKmHKVxHaZA9EQlmVhlHXWv7iK3CHT+5oBut4wQPJDV7h8YZVOl2A5UaCwXaTr0RD9792LXK73fFDujBBz1LBKVdz39KBaZpsQU8Ojs2zdARvUWRiYdUVVewdo0NR20KT5Zyxk3SL3z1M43T62L2XplGR6HBKOQTcvPl8g7nTSt7uL7csbODMKXlMmUrDo2tfHiy8uUZqKc2k+jrPPhZTWEEEVywLPA93sva4bJV6i6nLSPeChtxN8uwPgE0go15SCt7xe24TXNyK5bOL4xjbGRpl4SaO6XWE752XA2GLVr6JnPcxu5ampMqvLCXr7fEx63GTOL3H/L+2n53KZwNsnyT6+haMK8wtxDk2Gubqd4Lp7hvBly+hXM7gfHMUUoH59kdkNg2i/l0xaI17SGNvdSSksIX9/i55YCKHC8laOnGnQH3ETfkMvsktCmSpjPZsnnyrh2OWjUDZIXc3i6I2SvbrFUMCB8ChoKMyvF4l5nRTW89TiRTrvjVHd6caNQtVyYoVNBm6LoT+bJjCt4Q178Xhg5eQ64zcM8PRnTjEw2MGOTi+BWJjqVIbOk59ELcXZPXuG3LG7mI7+DAXV2ZzzzpdeQMomKd//AJUHH6C5WWLbT9EWB2kBioaYeWv92gu66VC0QACAaWjIsoqdbNm+xbb/bFekNIGIzabYDEeL/6yrmjbmsmieSyt5tRnAaI3vP23tzT3CamGEHxpdixdpa0PfNkubQ20XMvuhz7um/0v7R1htf3uFjh99wEGLnvUPh7j89y/j/sEmT53c4q6vP4ijkgHAVdmk9/Ff5QETXC9dAqBw+4M4Ls6iPrKIaJTGAjhLm3j6ZNIzOqH5FN6YB7XbQxUFl9PReKD1LUAIgeJUyKykyS/nubS9gNvVQToh494fojy9TSLqxCNLHLt+CNdzl0h2RvlauswbAwp62l2n3EyLmlulvFTE0kw8w06Ove8wC39zgStbebQflKglS0wOhLAsnUrIwzIWsc0s6uc1MHS2LmyyO+wnoct89bFz3DkQw6po1CzoDnmIDPewmSri0wR6n4/vfn+eu491Yc2kMFc1ah9dhPdMQMxJfaJKLSTfXAb1zcSSLERYIbQnjCRLaKqBMGQcHoV/+PHPccuxPUz+1CRaxSC/UqLzzi52HAhiKWC5VPSSRv5LSwyEXER8bgJ7o5QubFPaLpBdL2ImK7g8LlxDPWhRJ/lihtBEH/lcmoJLMLJWJKSD9p04zlUDK1nA/Olhar0OBO0dJO09sB4PFRg0VSKtZreFhqGx2gxLvVTSEhaS0vKID7z+SON2WM0FbWOb4D0DBOxMeztznLqBMGUL52u6kZwKjrv6OfWlk1z/zgME74rh2OkDLJQ3j+D7q4uY5QiH7w0xPZ8kr0AUW4m1YRgtC6nPQ+freil9Zhrfrm4W17KEFjMYpoG2XsX7yCZKQEYaiuAe9dH167txFqp4nRAo15BN8MS8EHJghGl6hoGbuxHUY8t1hreeI2ViITWAhtlCEI0FWAd7CKnukYnWPbH3dYTgqXc8watu2UlowUS2cpimhF+RqHgUcLqYHIqC10H/RBiHG05+a4rDd40zMtKBa9jFg6G9xE9Nc93eHrY2c8x+9AqDvziBMekFVaAOCqxBP2oVukf6ULxy2wDANBtsjfWftgYEoBoC49NLOGQ3Zq2ModeQhj0kslW+u6mza22KldFhsAQ3vWoXqdUkhXSVofEwkcs1xh4Yona8iDvmJLbbT+mFPH6/hdLp4jZPD8/+5Rluf/d1+B7wkF3JYj6eYs8No8SLCi8+cQVrucDOcT9Ll7e5/sgA5wdTVMt1NmnwJwYZe/MQ7rAbl0/l7L9dJHkuxYF9Q6wLifmXtxjsizC9niQtLCpFDS9VognIOj1IhklJUVBrKqcfWuFwlw/L9KD1y6gqWJKFkjRxnM7jcLnYyJV46mKKRLrEwjMLxGI+nJpBPGkQ8msEYj6250cZKNU7cwde/B5H+d4197S46zA14UGV2r36lhBffeGJptdvV3W0rA31eWUn8TYqiYRkr+s6UyFJMg1KwiYUWri3kZsjMJtJm2C3U7CZEXsPuZZNqLeDrwdS7LyOVjCkPo/sopHm+K6xlzbj0pIMax9WvYquDR00NWjqb2iW+TbBij2V7e9q50dZTSeqlV5gte7bK3j8yPdSmZlewO/zNWu1K6kKDkNC0y2cPS5cX/kygXf/4v9P19aEg+RfXeahL13i3ltGyS3GiUY8uDeKGO8dw9rlx1YgtGdD7XwJ/XyehWdm2VwqYhRNtpwSd986yWa6glapkklXOb4zivriJcpVnUhvH9WuEN5Xd1G7NYipW+gFA3dawhyq09fxU0ku/uUUXTEP7g4fHb1enn9mhT6/Qt7UOLqrl8B6HiOmUL41jDIeJff5Nf7pUy9w6+EBNrdK9HR4KVQllFqNGUNjxGES2dPP5lSCA/u6GfUKSNSwfC5Wq1V8b+1HGnXXGbnmEjMb+4ZUz8gWjaVhWFiLVaRVA7HHixkSpGYzeKMeHBEFy4DafAXZpaAMKJibGs4uJ5u/foHcagkz4qSqyhR1jekr69x3bIRzz07T0dNBIqSSz9Uw8hWui3kZ/KkJtv7227iUEIbmo/+XjlE4F0cuaKCBZ8SPpFVZPxrEc3tH2/NpfI8GnWqLSrVLA4pmr4z6e+sxW6mtlr/9WrbU8jXWpmEbGsmJzfe2fDFbit2satTyOu6go16+LzcS2wwB6wbFf1/m5dOzjN82QV7RGf/JYXAKJLWRb9LAOqJkUv7qJuqSDvfFMDpNnL0+TN2CTK3+4QEF1DbQIAlMs9341Y2XnSx5bfm+7f43ed/6vbEanVxpMB2mjC3F3Exea1QG5DY0vF9YxCgqODbyhIJudF1D98K8R+HkD5YZONJLZ8kin66w4+6dLJ5e5bnLC5iJHLfeshdJcaBXKxx5624yQzpCgtyZLNpKic43D2I4BZIQDSBU/3y56SXbTwWafbEEzWdnNfJKEv80z0DWJC9kHpt6mTvGjuKLKZRLMqn5LO43jfPNP3+WNz6wixcuxenYE2Hn9X2U4yWWvnQZQ1KYeP0I8WdW6X/Pbipalcc/eJqx2/sZGh/kn3/+S9x3dAfD946R9dQwPz1Fn8tD2syy6e9AMsEX9vP0C/PsHncx8XuH0ZY1pKATpUviSx94gTd/4Dq0dI2ZD01hrRTYSsyghLswKm4cQS+7RiI8dmoet57j4GuPE7k7iuqRWP7lZ+m+7yDZZ5eQF9dYH4jR+98m8Xa5cYedKAFwSBLGn0zj9SvUQh5yBYOleAmvajKfrdKJYCFRQsXCEZQYMzSmp1Z59dSf4q0s/ycbWj14jM0vfA3JQb3jqQC7hXqTSZDqYQqpta82gH4bYBD2urEnfXNmts3gBk/RAM3Nh9zcdFthPjs5tGm/7Cs1kixtUNFkNuyQCybCkrFEKy9C2GvCbPRiabSNB9EECHY+imXZyaANS9Am9NX8BnbV3Q/pndm/2AmsTU5DCOo5SEbznthfyc5NyReyjI2+ct1if+R1ODDrE8WkfpNdURdypwN3jwehg3nfj7H2x4+SdO3+X76kZBn802efZdCr8KlPniSbLhGwTFx+RyNzmCbktOk4Za8L94/HGOj20+l3oTgEP/4vr8Jwu9layxKKeikUK7x0NUE+UeWiHOCp2QTebB7381nUp5NIMpiGxeaFEqZpUU3X6DzewfW/MomeKPGtb50lnyjiKZfRM2UefvIqz07FMbvciNkcPq8POlWWakXeNBRj5zv3sWPUxe6fHyfshnVTJ6RLJPMG51ey1DI1Zp5f5T9e2GK5pFOc2Ua7so3vcxs8es83kYzmmqdJZTaRfgN2yxJixI10fRC1w8WVb6QJhQO4omq9Vr5m4hQKqs+BMASukJuX7/gOL04nWMfg5FaSTUXn5XPr7DoxweMLcVTJYt8HjlNbyTEcdDLkcVFWFCoXigzuOUTfr91BqbzO/CceQ3Q78Ax7kb0y2loRY6NC7MkCwT+ew/zyFk5NRjGl+mZuSM1Eq7oRas83sBosSIsRaZGY7RawcSea0pN1cZ86q2G2WBPRRsM2PDmbvpWcMs4OJ6YqWitUCFAE1oCE+o5e/C9ukfroKTy5PKrPgawojUZOotmX2vLIuN7ai/w7Q8iHPDh7A3VD4wARcyA6HOCQGp5Sw8jp1wIKq6FXIoSJvR+06OKW4JWgUeZn1aGYXXZnUfcCbYhmGSaSCUxX0N53ha5/XoFNi0hNR1VkymWNr11NUO6JUo0b3HXTTk68YQcvZStcuryOvNOJUjE4MTLE9Q8cZ3urjJUtcXU5yyPve5KZdzyP8aE5/DdFib51CMNV1x8wDKtRmtgm+GQb5EYYyGokDdYTFevPSzYFm7/9MtJUjannkkQSBq/vPchyuspXvz3P4pVNQj/Vj5U3WA3pPPbINIOSydwP5ll6dI6nH1lgK6Phqmqc/uI0D3/zKtsfm8ITcHGoL8DsP85gaTX2DMfo7/YiJkD/+BVkr4fMaIg5t8ZS/CLrlQqPfOe7WBULT9CL5RSIYQmEhrpi8sb3HcEq1cj9wxR7CjA0FKH30A2U3N0c+7nDBGNBnjy3hdvpI6cFePF7C2x9J4H56RVG/voEBTPH2ZkNCkd2MNQXxHVpHXeXguS1cAuZ8vtmcEkq2oiXyzMpzl3Y4MzVDax0id2KypXFbSrxIoOKxfGZr7L/i6/hTed+gYX738967DXX2E9tcgfxz38eySXVKzgavY7qdZ5GE3jb2hFCBlluiNk3mLUWL9XgHW12w2y0PGg4AHZlcws3CCyphZpF2ybfBAJ2VYdVB0EmZqNiRWqWtLY7KqIBlq4JoyBhNUQIrUZpqq0RYuc4WY01ZOd5tY/c/oZ27kaTebObVzb8oTqGlhrmqh7iNOt+HqYF9eTbNjvVNFcNtvYVphv+H8FwBAJ2vL3lbQoEqdd8kZ6rH8JfnPpfumYysIOaJ4Tefzt/tzGMhMF7/+xuLv3O4/hHunGIIoEHdxB4yyC4pAbFB7br1E5jGTUDK6eR26jy8O+/TK1m4pVlOvxujoTKWCuC7R0dDKdypEyTkbdNUrktjORUqeU1FIeMqMgIv4lRtsCA0je3OPXvl7mcLvP6nzvK1Bcu4fY7OHRdH6GSjpyoYPzqOPqkByEktLIOikX+4XWe/8QsVUVw26E+XH4vTy/EGQu4cKoyq2tJgt0uDnWFyV5cZ2pumWKXzFjPKB0f2I/llhptnesGXAgDJKmpo2AvI0lIvPj5RQ6/aRCBwCibVBM6sgTFi3n8O9zUPrnEYy8tM+hw0xF24RuN8OKTC3h8EgNlQalHZcfHrufht58k4JBZzqQYUVQmdg/idik8c3oVt9tBvlbmwb+7icoP5kj89Un08X669g0QWqvyXLzEdX1enphN0tvl4/DeLi5f2iZ0Ww/B1w1gqSY1XUPyOREu0QAL9Xlje1tN6rL9sOyEsJYRs2h51TYQMa/xQlqeUDPXrAlemujm2p4xwqI4nWX1s9PseP919fc1pSGkeqKu9F8sa5s6bhrHxpibiaQywrIwm+WA1rXnCuplo2Y9lGI3t7KJXkuykCy5DlIaYkdWWUfULCRJQkZm/s1PMnn7GE7ZQq8YbGwV8XkUXPcPsHwxgb5WZnikg4VEnoqhE4n5ePn7Uxy+boynT82SLoPkl/ipXznG3Kevkl7LMepz4t8R5ezzK2yUqvgcDoYPBBj/i6NNEHfp35bJC4Xr39ZXH3c9I7FJNZuYmGb9+WLKoBkUzmRwPZdEIHCvF7AcPk5tbxIZ6SWZqlAplsnpFlLQTWF2ndf8+W38y688yY7BMHt7/GwuZQhEvCQqNa4kszx4sJdHnpll10AHYa+LbKpAz+t3cOoLp3nNP90BCQ3/R+Yp+WUu5+Ocu5hifKALS3IyFvQQGvCRWylwdS4N+Twj/30HkTsGcXplyFXQ3vsCqj+IO+TkqmWSXMpR0HSyioTPr7KWLTOhKMRrNWqpCt0+D2cX17hnzxj979yJ1C+Yfe+z9P3OrUj9Ak+PA7UsoX94lqAukSnVOLWWZ9fBTjZUwfzj68g+iXy5zK5YiLMX1vjFB3tw/Nnt10y7xeht9CVPolJn1YyOGJvfeRSrq7O5hoS9kYu6OoQkSwgJJElusGR1PQ3LNFshl8a6wZ5v7VLnogHur2HkRHOuC3udNhREoY39wFYypjl/6lcxGjZONMBLw3EwG58n7GoT0TaWOqthCbO+NuwQUJNdbTBuog4SRNtowQ6bSE0Q1AzbNJi3ehi13ikXmyVp3B+pCaJshgXs2jC7d0whX2B0bOgVYzh+5AHH3PQC/kCAtj7FdateruGd2INHyzTPSffsZ6E0ScQvY/V3Yw7uxcpZ5GIhVlYtFhfyhF0eBiYiPH9+A0PVGe+IEvC5uGEoiJzVMUwN7f07obOt1bsAM2mgx8uoPU4KyRqFcynSn5jBPdlJShbMnV9n50CUvh4fKbdFWJIYGQ6zMb2NZ72KsDSMt/Sh3NmLXrEoz1VxRT3IYYPKZgVRMeC7SfRogEc/d46eI52Y2zW2XliiGHGyO+hjLOyhU5WxfnkUvcvL+tdXUfqdbH12lZoMsYkovprOdqbKfKLEzTs7mFvPoxsm3X0BwGDzYoJ+cvSPDKEqMrUIWG8ahFFXfRs17cXAtRsndSTeDCxYYORMzE0DSTfQnQpbn7zCwDt38e03PURnd4TYkWEKc0nyPoGVLrNnIAS3DxC8K4jyRJ7v/dsl+vfHMFwWSw/Ns28sxLLTTW+Ph2xZ49QjVxjtDDJ0qJueEz2Uv3SKcCSG//o+Ks8n8XkVahVYdlqYmk6X04W/pJOpVknGC7jePk5gp49qVcc14EP4FOyyWhoeeyvebDWoStvomC2Wg0bIyXZJaJuHTTelYXhbnL4dTqYZymjqQJgNarneLLBZ3iZaIRVoCxY0cK5oAA7LbOmUNOcoYBta+7Ca42k9Rzve3EqVu+YUJElCVE1YLyIUleIz27guFnDLThTTAElgOAS1ikkiWcQ5GiTQG+DS6Q1Ut5ftUgU9X2DieD+bmRx+1cGVx2Y4cHyC+VyS6rbFwXsGib6lh/yjK0x/eQk5rdEVdbFaMekPOCkUTcK7/YR+dhQlotbvn2UrLlrNeLxoorT6MzUMA8kEeb2KeSlL6ZkkRbVEwHDiVd2s+bwkllNYQZlCCdBLbCdKxLxuwpLCmWwFlwRDg34m3jrI6uktVr6xyoGbRtl4fhHPUJiePd04Bx3oeZ3kcxuEf7wf364g0kaN9d8/hzPmgUkf21dSJHSJufltQjEPx+/fQ3E+TThrEE/kWSkVGf+JYfpv6sdRqlH4szOAk0W3m4kuH1uqRHkjx8Z2gVKuwuRdwzz8b2d58FX9OO6I8f3fe4qdkxPMJmehEqCvv5Obd0dJOnSCbxhGxgSPjPIfa3z50Su87sAY57aWkHy9bGaKbKZL9AZ9uCVBsVDDFc/h33iMu5Of/F8xzyQ/8nFKDzxAvZzVRBJyff1IIAkJWRFIkoQk5DpAt8x6R9T23iRt0REL26FrZwjaq1saDEVzvrcUNupg2l6XZuvc5tpuAJJ21XDR/gMtAEGrHLXuaDbWlGhbMXaCp2WPRUJIZottaOZ2WQ1HpPEe24/BZmAsTKstnI091ubg6uc1WJIfvj6WRT6fY2zslQup/OgnjTYnY0NVTjRMzaVLTbCRGr6NXPcR4qqHZ8IhIq5BOoIhdEtitFtmPplGH/FwYDxGV22TkHqaJUli5KYTTD+zjC4k1ssW/YUKUtiFoijoDRqtSbBFJbSXMhTOWVx4eJ5AEfwTHVxeSqDrBpIQbBfKpDYM8tkaDp+JImTi2yUC2QqdYT/eZQk9a1Asgn+HG8syMQyL8qUk6/+xgMvtperNYVbLBM7FqQ6q9Dks1sIeCmE3SY+TYKGG8+9mqf54NzPrG2x8pcjhYwOkLsWR5tPMYaFrFXK64OqVBOumia9So7JdxNvpISvDjXt2YNUKlIsGRlzG9d1NHDf3UOtX0QI/XKZl736tmCRCICwTJShDSELCgciY9P/ELiRJcPwdRzCEg0c+/SLX3zzOwXv7IFVEPhJCHfZh6WBe52Hkk7A0m8F0CHbv6aV8dZbySB+66kJZLOLvjVKVVeZe2ub8YzPsed1etKigtJSm495+SufSlDfSjOwI43CrWNtlTFmwispwNEz+O9vEv7JOcjnFxNsncB+IgGFSLesoJ2IY7fvzDyWzWU3qQroGULQAWINSbSAzm221E9daYMM+x/boWkqIlu1xQUPErGFYmu836/5VU1irTrc2P+yHxiyaHlMbYmmMt/5vPU7d/A4mGPN55HgV1euos1oOB7WURuAbK4CEIstUq1XmNZPRXh+leI60pqB0+zg5v41nTWZMVon1h3jmuUW6BsK4/B7MvEbpapb1vIElK1y6vIaZqiIHXVz6xgw3Hg3gv7WXw0d7ePoPTqKqDgIKnDq7SseRLsqWgTqVI3Qi0vYd2lijBkhsf6V2NklIcSM/Gqe6lsWnKni9HTh7faRTVS7H4+wfDFMdcTL7pRkUn4wn5ANTIiMk7tvZxfx2lsLFJBtf1dj9h4cJlCTcaYNMrUJ3oYzkVkjMptEqOj1vHaQckuB0AdfTKTr7gxTDTl5+YYvekItKvkbAo3D7z+zCfZ2frqyXuY9eYG1CZc9rj9Czw0f1kRT62Sw5j06XO0Y1m+X8is7QjhCBY11Mn9JQq1XmH51j31gHw394CGlb4+Y7DzD30iZDByYpLlaZDHop+B2kF3JEe2XUhKDy7STZ5Sw37xxgqmZR1qP4XSrRziCKJRHxOxCKILOUxuV1MMbS/1dTbB9GR4zKzbdeA8ihET4RNHM37A203pqgBXCb1Ss0KqQsqR7ya7B/9vXqlUV2/kbbOhAtSGILeDX7LwmwGmxefZq0lcU3NTBEc31Kcr0pqGnYrIlEiwYV18wve2yt8vzG1SSbccMmPZpAqpkf0lyuNtgwscx6jxZ7zbarn9oSIDT5VLvDMq0E2CZr+sodP/qAA1pPsIFWLQu08UnMaAdSMkFk8QdEFn/AMHAMsGQZVBWzowN5dZV9gDEwiCiXkRL1rOu3Brr47PqncHudlItlltJ5ol4X1AycWxZEoLmxNKgyyeul9LUFMmsbSFUPQydGCaYz9N7ay8ZMmdWLaaKKxJ6RMC89v8zZ0jrRwTDBmETF0HGdTVLVC3h+ahS9YiKrYOmCgm6x5rIYjDkx0lVStTLVUIBvvjTF7aO7SW8l2Tcao5SrkAs4cGwlcXzZZHVzhb7OQXKLaYQqk6zWMIo1dFkwGvOzupoDt4IpC0qaTkSV6It4uJwqMDgYIJPNEjU0KhdKqJsmjsMRhE+HWzuoKe3chh1CaMo8Yetg1EMMUK0YuCZUrHmN7V436nfXGfCqREwLraghHw+hdLswyiayGwzLIpUqkXV62OX14nY6WB0a4PB4jKvn10hXciiqH9nvIhBx4xsJ4DQkvvsvl4gGndxfdZGUZVYzOUZKDsL5CspoDK/pYCBexO+UEJsVapZE50QnngslyuerOCQLq1TBlTIwVQkcgkqmjHk0jNTvaexndlzaFh5rMQHtqsft5GkrWU7CEgbNJktNwNZGJNhiRlb9nx+uUGlduAX+WlFtCUQDqDSTGRqupb1WbCeJhgdmCZBBMmSs5SLaVA6vJCN73ZReTqIslVjJ1ZiIeTB8bjTNwvR7MDBxD3pQFwXeHi/bJszGq4hklYBhEg26qGBRKNUIjYTBMpmY7KESqvLyv09hdDvpGwuSnZXYOxjCf9zPo49cZOf+IZa+uIr3hiDRg2EO//QkqcUiWc1k8uAORu/qxz3swcJCK1pIDlAUQa2io7hFyyW27FsvcJ7Js/WZJfxRD2pPGNYLSF0BihLEt/LMLRW56Q0jlFZ0Ln9jnh1dPoRskDQkNhIl/B6F5USNYNSLr1illNQpXM4g7wpRWcnj8nTidHfhPOSjZzSEQMI8l8D43AZqQaXid3OuVMVRq5CTTNyWRjKe5vh9Q7gO+7Akk6JmMfp7RxjzUNdWWNOpXswgdBgM9rHoVfFsmqxpZdKaj6BmsDmdYNTroGwIbhztRDpXQN/vpfP+bioydDgE+dvCOFUDS7bwvqoDJa4T/+wUzoJErDfE5e0SmWQBVbG4cm4Vpwp+r4uFjSqvD7/ERG+a52YPcMl3N2PJx5pTemX8JxmY/fdrTHHt4EESX/0GqI4WLBAyzSRRyUJIAklq5QVZza6mVlMU2AYTArvyo73Ow14jLRHvNnqgtUYauUt2gr8tuW+bKKuxLpsMYFs4A0STnDQMs5lwjGQit6lzNfM6bBvQYDpF4+f6cBpsaTMM2xpms9rEvgMNZsMywcCqczY2OWNjaft3m/EwBUJugSzbC79G3+QVOv6fAThsD9OymthDDgbIfOtR3P/wtzi/8y1EpYooFQEQhgGGgby62ryEvHJtprVUSOHQLfomurESeVwBFZffyfbSNoF/vYL0P/aCo9X22ALi+SrBV/Ww46ifha8sc+nSNkcf2Inc62blwhw9PhcTox3Mrm5jehwsLm2x47ZhZp9epFNAdDyIZ1nHMAS6BC9+eZH99/SwfmabpdUUQ0EffklByQH7ndzUfRhvpwt5bpP1lRwoMNLtxnL58dRcvGFkJ3mnhHJzJ9KGxkuPLeMuG+z7hT2o/SrhhTxPf+QK3T0BHDEX+VyJnQd7mL6UZPZcnMmon66YA59HwUhXOfuVk0yG+wgWZZTXdqIJE83U6zdM0OaBg6WZJJ7YpPOufsDC0+UALMSESr/ip/KIRW6ig2ezcV5z/S6Eu57UaChgrOrIPvA5IChAwiCn1XC5XaxslzEdTrpuGmLm66t0OmQkv5NU1cRbM3EOhgn73CijYTaeW0Z1u7nw8jaTw06iTgWrIKE5HeS7VZLLVYZ2RzGcguLVFOLuTnIvJlBzFuozGSRVxjINtJqJEhc4YiWq+QqFdI7CDV2E9kQpFioEY87m5lYn7+2FbtO8LaIXq2VcW6jEpmXtv9l5F1yLWhrx7FY5n9USsjJtG2s1DZJonGNZkLqcJzTuw+lRMDWd2ssFtMUMgZqFoztAqWoQLxkMFGsoCyVEzUR3Ogi6ZazuAJsbm/T6ddxjbiLlGtWqxlpGIzOVwFMyCI2EmbmU4vxijh0jXZguieRSjSxVSjmN8clujuzupVAoI6p59v3UBL7dAYIVmbUvLbOcLTNRzOMOGEytJ4ltq8j5AlKvC++xDnx7ogi/3LirNj0tEIqFqZtsPJkiekOYlpS1hRAy0jNp2CxROLVOp8uHsjuKUTLZ9KskEiX6o25ml7Nk0xUe/9wluqJBMlWN7oEOOsfc+DWT3PdXCaEiRQSXry6ye7CXwaCPxGfnCD8wwqJi0RMI4nYIVBVMy0KeyqE8tMmg7qDgAEsRBDwmzy1mcWomqZKO3+3GdSiCcCqYaxqmLIGjDg7VpQobn19FLOTJyIKx473oV5OsFDRcbjdLSzk65lKMOhwgw/CQl/V4BsclH85dPqSJIP2dPkoPrdF1XS/emIoVkfAXqpQ+t0JxqYxnMkZFF+TiJcqFCh1uNwGHjCfswLcjRPepl4l97X8A0DWyh+QbfpHKp3txpdfrNjMcvMZmVl59H/nf+X1wOFu+v6DBZkhI9s+NjbD+mOwJbjYhhd0OvsUiWu0mvkkmNoMrTaGv1rq4Zl/ALkutb/42iGlVoNHcyW3Hwf6PaHwHmzls4hh7sdMaV2uN2g5Da/zCslVSW7yIRVtZbQMgW6bV9tkt1sd2qJu3qzkA0WQ/6wnR7U+k3Yt5ZY4fecBhI7qmgW4eJubwIIW/+TtKf/OhehvfYhF5ZhokgZRJYykOLJ8fUcojLy2DrKD81WdwLz5H3jvEVjxPLp5DZEqMm0Gm17JUKibhSqYxMSSayUtA980xtv9xmuRcgZAls/fnx1E7HVz6u8tszacY8nhIxEucnk+yO+Bn7L03U7uSw6EolCTBufNrjI5F8X9hGf3tgwxMRtn4XpJDt4/hy8hsvrhMLVejq9/L7t/YQyVlEFCdWIslik5BZ9TLC1fXUFxO7rs5QvWpZaLRMJW5PK6DMa47uBvZA94hH5f+6AUupU0Gd0TovXeUxKlt5pbX6UhUUYaDDKkO0jMJrppuJIqsruWZ8Idxe50sf2eFwZRGKlPC3SmQfmKoJaLbWOSSLBHcF2l4CzTKKAU4IDjpwft7u2CuQvaxeeJTcbpv6OaRDzyHZ7KXW+4bRDZN/KqD5USJChIXNjZwyA72Tvaw+z3jBHr8dK44SG3lCckSuUyN2ZkpbhkaYmatSKWoE8/k2XtkgIVvTqEf2UUta1JeTrAkFDo0E3fERaJcxb0jSOpSGt/3K6yu6by4Fucd77qOWqVKcE3DsZpHXS4i1ssopSq1fI1AKkng2QKGZlKWTKIOB0q1RrlUZTNfAp9Kbl+M0df3YVsUxagn1poYIEsYzbiy7XlJrVBLA4A0m1VR9wQFMgITLVujuFgjdLCeMN3QCwcBqqySnMux8PUl9oxF8KyV6bOczD2aYme3m5qho+QF5byFFf6/2PvPKMnS6kwbvo4L7yPS+6zMyvKuu1z7bqCBblzjQRiBxCt4GZBGDpA0EpJAEvICBgSSkBAgITzdmKYN7burq6rLV1ZmZaV3kZHhfcQxz/cj4kRkgeZbs9a8ww9mzlpVmRlx/HnO3vdz773v7UHfANdijm7LwulScKoypqYidblJZkp4fF723jXGcyev0DVtUaxKHNzbyexsjly6SEY36alBMlcgW7GIej04uty4MjVSFYOuiQinn1qgxwFLMxvoIsHLvvA6apqBZMCwa4TNT19CeDwUOjMEphUSWCiuCNQFKGC5mmEpW3NAbiRmGxUTza0S3B1AddmskYx1IYX0RAa1BGKtSCphsO0NnXz1B5OM9kaJKDIrCwmurim46jrbu8M8MZdkZT7P7cMdjI2HkPf78EUUsqcSPP/kIjcc7CMQipBeyRPY00k4Eqb4RIrOYR+BW304gypWxST/sQsIIdHvDrBYExDxc/qxp0lV/cQCfg7fNoDaqZB5PI7rZB7J8qB3qLi6G+DUsVpD/c4aHcsltG1BfrSQIfXwLOl6jehQB71DIRaWcqR0cCkKV+Jp6sJELZos/aDEHqlMx32DOD0qjtcNYJVNzKDAIaD2zytsXE2xbTzM7GwWoy6o1g1MCnSGQsQKGRaqTvb+x4fpWX6qZU1d85fp+5sPXGdhe099pm2HJYnCJz+D6fMiW5btThvA165GofGzHduQsYQJTd2cxsNrshp2boSgmbpke+V2Y732u2N/t3WWDy2pc6nNRDRwxdYcJdH6zOYu20xj07tIMpLcyE+S5SaAaU0c7HlD2/9YzfOWkVr9I1sR161r2nGUFsBq2ko75NpijNvnYv9uJ0O3mMtm/pzUvjk/c7AB/B+QNDozjz/gb8z2rHb9s51fYdNots5AaxFSo1RSbmcmS4Dv3tfhOvM4idG38af1OxgPhyjWKrz06BDhfAWxViQYcKD/01FwKe0XxEbhBYuV3zlN5+/sx+nTyH98mmdn0lCo0l2qsm5YHPrATfivZVjqCjH5wylqlRxvfsuNKJslpLk0RPyorxultEtj6aE8mQvLuLe56TvYheaTUP0qStCJuVZH/n6a848sYHRoZDZKuGSV0eEA46NRpIiD8qMLrFQrdL1lG86X9mDKFjIK4mydJ/7hAsV4DsulUagJHMUq8XQcRzCGU8BrXrqf05OrBJ0yHpfK3vEwjpAbUuAt16j7HNRzRcohBf32KJ79gSZ72Yi3ihZ1b3PbtKhQkLAMgZ4zyX5rAfeIh/yZAs88Os8bvv0yVn/nLMNvn+DKx88i9/iJdHh48vF5XvTBA/he2YGjqhCfSvL8755juC9Ax1AYUa4xtZzDL6l4e7xc3ixwx1t2Iy0VePiRSbw5i1VL4r1/dRv5k1kqGZ18toQ3qCJKBt0ODbdkUO5wYxRlqBUwDYuTVzcZ3e5l92g38lKV8koFR0CjUNFZr9QZvqMXZ8CHWC5S2yihlWrIAQdW2ElRkaFuEHSoLMRrDHe5qZR13FjImkwtW6Gmg68/SH4qzimfRG0kys3v6m+yFI1sdEkWJL6dIPvQZXZ+7iVYczmMT10jONaJpciUdQNf0EkuVyfolKgWapgGIMkkqwaraxX2eBXCwyFqqTL5ukG6WEMTjYKrktfBQirPjfv72Nws8INnV4h0+5EkBSSZW2/sYXVhg0JW0BV2sfemQc6dXeHcyRWG+8OslSvcPhRhabVA/+4urp1bpVI1CamQ9ruouh1EDUFEGGwsZxg6EKbjI/tBgOqS0Jd0zn74FJlqgX3HR/nsf7+fDn8399y9m+Ffn4A+V2OWDBhlg/paDfe4B2E1GsrZeb1YkL+UxXwoR2ijhNfpgrf188xnp1g16tx08zau/XiG/t4Qz1zdYGkj1+iAXCyz++AQG1dTHJRkQi6F2Fu24b5vEHOzjp4QWKfzPHn/BY7s7kB99ShTD83REQ0x+MZupIiEYqqs/JcX6Ai4cfe4mCnXmF0qIJkSxXwZsmVEj497P3GUcs3E64fqN1d54fuLHP7H47iCThwFC8c/L1Jfr/DDK6s4+8NYwsHx+0b47j+coWQY3POi3cxc2SRYrDKdKOCWTfYdGubaWoZRh4ZzXwjNYXLyK1NMvPsAQ6/rQ/GqrPzuZTwFE4erRknSyQkfwbogPBLhR/Nr7NadnFtKEF9e5w82/mvLVFqBIGL8IMoLj/8P7XH5ve+n9Ad/2Jj0WwIhN5y4LEkg2wJycrO81M6bsH9vWGirCbTltndu2Q4JBYHR/Nn43N5XAzDYtIMEsh1osXsqiS3t5LeAk5ammO077EFks5GN32W7Is9qgxcbHMg2cyHZoElqMSF29UmLpbAZDVurpgnKhAxYEpYpAQZC0EwWbwCKFs9xnfx5g9mQAEluJI42BNHklrkFKJbyjP4MdTh+7gHHzNVZgoFgK3fPnh1KkowswBQWQrdQpGYynAKWbCcgsaXSqjHAgr/4Dhw/+gHXOu9k4baPsLZcopos4gu5GNkV4hAaYrNG6bP7sdxac4y3Y4AgEIZo1IKXDLK/f4msLoj84giBnQFWPnSa+bkETy3mOTjWx6nZdXaGQ9x58ygLus7g+iZRQyO8s4f672+nrpoI02L6K1cJDPqI7e3Bmqyj3uCmXtdxyjKV53PMff4yNdXJpeUUr7lrjJOpEnf8+g6+9ps/4sUdborlCtv+y81IR6JomoPMJ5aoFUqki2USGzUiukU9mSMT8+ELeAgFXbgCGlxYIxnz0u11sbJRoCAp3HvnELqpk5xK4y9Xccse0EycISfX1Aqdv7YTOeBoxj0F1yvw2ei8LaqVezyF4tawvjmP9O4hnGEvqbc/xpmIxt0fOcblz83gyyZ55HKct/3gPlxdLrQC5NcKTH3sIh2qDB4PuZrOUrbMSn4KL8OYEuzf1YdbMijl6ywVarzo9ft44YGLFCxIlqqEPTI+TeHG0R4eP73Eq28exSUJnL8yhLFSpLpRhds7WXvvl/BeSqILJwMfegOFoMbj35zm5qAfK6sT6XBBqY7sdaB1BbHiWWRZxjAtsjXwOlWc1NBcLvTxGJYC2dUiqiRx5tI6ZtTPbp8Db08QdyKPq8cLhg71hjbLRrZKzO/ErNZw+pyYLo2iKqF1+Fh4YR2vzwkbZYajbmrZAnNZg20BBS3oRg65MLJ1kmEPwWIJ1/4AwlCo1gT1ioFpyJydTTN5cRnZ7eblL53gyRMLJDbyRP0uNENGaCYLqRLBkkENiTv2xpCydVaQqdQMxvb2U0qWCVyL4+vwEzzQS+WQi+TlJE9/bZG5jdN89O2/wL89OMnRkAPH0X5Gf2OCWs1AccgIQyCbgqU3P4V7vINCXWAc8LPzTX0YvoZRJSNjuiw2TpfpvdlLO0QtIXQLDZA+MknBC8GKxGbJ4IF0GsOCQx1R1hJFVM3AE/GjmBLebIGsabHzg4fJn9jk2rkNiqk8BdOgM+Bix1iE2OsH8N0QRjHA+1SBK1+9iJ6p44368b98GOXOMLLLIv3DVcaJUn5sjhmfxrOnFpg42s9QNIgn4mPyhWXOTK7wy198MWagMS5kVWkIlmEhyRKF723QPVlBLxkoOwKcOb9BJl5D+DROz26y544+Aqt1Zgydt/7mEaRhqH91hWsnNlDns+z6yxchigbyMRdmvM7kP12l975eojtDqH8yhexxQ6mGEfURz1RJbVYYevcwye+v88D3Z9BcCkOWzvhAmF2PvwtvLQmA1dvP8v1PEpi9TPB970ROb2nEBtTufin5f/1yM1+rFbxohfUaz8lOaZRan9vJkWwRjGuY4kZlRnPthhKzSSv5sh1qsWg1aGwJ+bV74zTI1ka+lZCkVgJp67vmsSws7JJ3m5mwT1LYocpmGyHRAgISDQ0MtQlUGtVh2P6giX9k0ZAUsLdrAKY2s9KehAmE1Zi0WtbWZE/zJ8pxG0DFJkbkpq4MShuoSU1AIoBCMcfYttH/Czj+VxcbcFy7NoffH7huIm2HOmqrJYyVInNv/x55Vwh/LEjfOw8Rfm0U2ddGG63En7JA+8d/IPwnv4Mpa3x02z9g1kzuOTBMtDtE15ALMZVESZdx/MY+irvczRicSStTkFatRhOBNgaXVbbY+JtpnntqDSHBvs4QL0yvc+iWEaYmE9x+ZDtaj0ZPSGblG9NEDg9y8oeXOfTEyxuDXkiYhkUtJbByJiIE3qCG4pFQLpXY/Moyz08lCWkCxavRLySeX8tx4Pg29kQciJUC1aJO9b3DqLsDLL3tGTaHgsSvZdjfE6HjFwZwHQmS+dQcZ16I43L48GCyliqhuVR27eklv5ZjrWYw2ucls1YmrVm8bCyEslxGIJCdbjYzBeSNHKEv3kJdmChhB81XxGZAG2EW0WwR3SyZkyR45tOXePDLj/MHP/4VxLMVfvTHz3HnGydY9ck898VJrGqB133j5UiGhua0yPzuJM6Yh3TdYDlZZPrqBm/95Ivx3+ChvFHln+97kJfetoPNSp3V9SzBoI8Jr5PnVlIEt/VQvrJKNOxhI1WiP+JlSa/T6VDZEQ4get345Dp1RcNjCSI7oyycX8Z1rUC8O0Qs7GEpX+XgUJjsah5ThsigE29Rpb6UxaUqSJLJct0iXTTZMRLEpaiYVYN4WSekScyWdQ71+THrJrIsUUbCLUlY5TqWS2EjW6dWtwj7HIRcCla1jhpyUc/XEW4NUzdxSCBEI+HQ53KAW6OWLVE1JMy6geVzEt7p5spskStXEiiKwhFDx+/VWAp7uXJ5g8hgB/PzCVbTRSbGO9l2ywhPffsSe0ciLCxn6HIppPNVejsCDO4a5ItfeZrDL9/BrS/dxtVvz5MvldH8To5/cB96zEL1qa1nLkoml/56CmOtztWlDF29URbm1tg9GqLrxii9bxzFMkFyyegbFq5ekN1Kw8HQMPBm1UJULTSnhhqQ0S0Lu4uonqujCInSJy4jjXoa5a3nchibZUL7upH9Dl44tUI8X+SemwdZsxwMygonLiyhITO6o5f+m2LEvzPNl08tcXNAEPSGyKeT1FQne377MKGbOpDVhj9zfzvLvFmm+xXdDXEuQ6B94gqLOZNRRSEdlDmbruEqmqTXSmg+mfOLa/zKN+7D4ZN5+p2P4HE48RyPIqsyocMxYrvCqBvg+fdl0lWDTMBBd6ebzZxObilL33iUr33nIiMhNwM7unliOs4r9w7gOuLGdUcnsiIh1QSyqlJYruHsUZE1AbKEWhfIfzfH2eeu4HHKFBF09A5zdj1Lb9hNLl1m57ExvvvwJHft6+fKY1cZHuvGV5pjJP4wnYvfAaBy3+spfvZzKPFVAm9+M+rUJFYoRObEC4hwqDmxaKpetsIdUnPmLTXHA9frzWwJZwjsUEdTl8NW7mw6fWiwCDKNPB6kRsJoM317C8zZqmWxBWQICUuyQcx1iRCNc2vSF63KmqZD2Zo78lOlsXbYCKkdWrdzCbdUrQnb/W8t9W2yHa0wtCU3KlOEaDbNoBkuktunKksYloklLDS5Ka3eoI+Q7fssaN03gHwh9zMti/0/AnAEvMEWjW8/TgGcve+brF/Rce0MsLujB89QGPVoFN++IGZMNOOJjcFobtYRv/8v9Hz7I61jJP74Il//h7P4+4OobpWBqAd/pkzEFPh8YH7+pjZitkfSlvInJIGlC5SKRebfVlg5nUY2SizXdSI7h5h9eoadPZ2sJ/JEAh62jYWIjYdxzGTJVquQK+P5owNIvS4MoxH6MddNVh5K0XNvGCtvIBQJ11QNUzZ57seziE3BwmIKr99DJOphsDOAM+ygR0gEl/NMJ4r0/cFeGHXz3V96gv7RGOqAh7139iB8KmqXA3OuxGMfOk/GshiZ8DF5+hqhSC/bx7tIliusrpfYHpBwDIXZvJLngLtGeiqJ/7Y9DPf5cJZ1KispspUqod+/kZqpY4YVlLDWzLWRkbeUcraQCFC5VsLV7yH+O+dJ9HjYdWMfD37pPF1OjQOv2I7jrhC1kgX1GolPTCKNdlOJx/G4NE4+tcqxe7fR86vbEUWLM79+nsV4Bk+Xj2sLKQrZMq88Po6uw2CXh6JpNRqmrSfxCpm0JeGSLSJulVJN5tLyJhNdQcr5GkN9IWbyZYRucutwmIvLBXS3wt7RCOl4EbwqwqVRXSvhuHYJdayXvokR3P0+hFPFwMHSVJqYXyEQcSPMCgGXSqVmIqIe3JtVVEkmn6yRXs6g7fZTL8noJvS7NeoFE7dDpdzt4NpCHsp1NtMlDu3pp5LP45UFpZyJ6PTjEiaBgRCrFzYZHg4SXy0weWWT4V4fKaGwVqiyza9R1Q1qhmAhUcQpW9SrJkfes5/l782TvDbP+A27SAidzXyJw0MRRt61nflPT3FlOsfxwSCaVCO7WqZYhZG/OIA26Kb0RJZgpxM9CHS5QEik/36KxeezeHM5REeU1Y0c0Yif0B4fvb84jBJ0olcNrIpM5bEs4TfGqOaqJE+kcLoc+Ab9eIYccK2GNOFp0PBlEzllMPm5K8QygqFd3RTXC0jxDDVVwbcjRLKmsbJUYMFpIJkGbl1m9HAHc8+ucejoMC88u4Kcr3LkTw8QjHh49s+nYH2N4Pgow50a63ObeF45invEh6gJvMMKstKY6sqJOrWFGtpkgfJUjmKhREk2MK8tsTQ8iifgwJPX2UwVMeQcN//1nSiahs+hUa6bZE+lWDqbZODWKN6pGtXpMkGzQlrAab1OwO1FFQpX5pKgVOnAzfion/mpTWaTFV71up2Mvnc7NdlC37RY+tI8gZeH6d0WRTcEslfBWRM4vrHCD781w007opj9QZaKFlGHjFWsEoz4eGZ6g/JaATmb5LXH6yzO66yoXfR3DKBUq/Q++kEC5WmE20NiZgHFqYAlkOfnsQaHEIradqi2893CboimPpJktatNoG13bdtpC+a120bS2pckbU28pg0i7MTPpuKnTRa0kk9bofKGs2+FX7BPsTHpFJICwthy/nDdeVpSOxwjtmhi2HtryvhLTbG5xkU1w0UNGqUxIWsyIw3H02Z8BQ18ZTVZDjvk0iI1msBNUR2sZisYhk5f0IVANCtmGmEkGfv4onknBYVi/mcqbf5znzTaxrbNGJ2wkTXs/sIrKP/ZSSZuHKA6Uydr1ggv5ZB6PBBVAYEom+hnskif+Bi9J7/U2m8yspf8mU3u3N/LimmRKFbJ5msM+D3ISqP7afGRddwv6W4enFaYpi08I6PrNepXCiw/vII76mKpmGTfgR1Mz6dxmDUW1tOEIn4ux9Nk5Dp7hMEAgljeYFmRCX5hCfMdIyg9CpWyiaNLJrbbjcOhUE9UmZvPMf+tK/Q7Ne780BEe+9YMqVMp+vweltJluoM+1s7HqXYHCJSqyELg+McFKu8c4rWfvAMp1jAYG9+axTscRu1xEv/TC2wbinLq0jzPPbaBP+xBccPZKxsY2RJqT4CZ5RKBqiAoyayXdfa/bDsXDZn+gAOHalHt8mHMmcifX8aslTAPBlDHA8j7ApguWi9Uy+RIjVnB2uNxhl4/QsfH99PvUailTY6VJtCcKoWEQfHZTcJRF3JdwnGwE4FCcaXA8ukcR44M4TwQBEBP1ZGFRFBWya8W2LW9i8WlFIWIQq5SIzm9jjfgYftIjKFokMRSlunZDSqawfv+8KVs/HgVpaChjnhInSsQsAwGvG4eu7hMLOAAYdE11knFEmwa4FFUBvfFSPs8XFrpo7AiMVRLEppKEQm7ySiQWa+Q8WtYhoxl1NgvC1Y1CxEK0OfW2KjqJJMV6uU6ycdLuDvdDAUCxNcqhEdDGPNZeusuCgtZLAzkSoGZ8zLlikHM58AZreHNaSRrFpnkBkJSOHM5RdjnRFEU1oo1Dh8dJfvoJPNLZdweN2DhQiKr19kb8PD8Z1/gWH8MwkF8QYWdhzpRDgSwghqmLBj6re0svO1Z4qkStWKJ/u4wmxmd6olN1M5+vIeD5D9wHrlPw/2uYcxeN+H3TuCQrnDp/iIHB0NYms7SSgH/uTrlEx6C9w7h8GhIAYmsV0cC0nM5nv/KBfqGu9j//p0N2feJhpGVClB6eAP1RIKIKeOKesAto28PszSXwNvpxjq5SmXPCHVFcPzFA1jFOifvX+ShH85zfEcX2qCf7kkvi5Ua9YKFMSqzqyvITL7K5nwKNa7Qc1MfXlXDCMDmqsBds6hezuKpGLjiOvHHNvAN+AjdEGH2kQLLKwWq7g46fTLdN8RI/3iVoEMm9gtH0QJOrCs1KhMK67NZHD6FQ28aonr/GmKlRD5e40J+E2Wwi9VrCywLL3u3d3H84ABTM2tk8yax3jCBeweY/q3vMb+4QfCZEMGjEUSPTNWrsPCxiyhv3kfwnihawaL0QJzaSp69o1ESskzxao7QtjDzk+voNYFjKY9LN9HcGi+9/HE8X1pmNzC465U8nX0L3h4/Y5WFhp2tlFFzFUSHv5H+MDJqBwW2QASpXSUlaOpiyLS6atPWkrF9cYsBkESL/bBFv9rcgGj9Jrd65LS3RdDsEbQVbDRbu0u2j2ifbVv63oYODahj79NGJI0cEQlku6R1K2BqGn3AFv+ywU67aqYNPraer62y00iOtStVbOpDarE99rnalIFpGHR5NRBKS45ENK/dBkut5NhWDe1/4jT/Ny4/94ADaFNTP7E4wi6OfeQoy9+cQdkbREsbSMJE7xMNiX9dYH19Fddf/DrRzcdb2y2+9Yc8cC7OrTEXudUc8ZkM3rAXb0jBPx6gmjYwijXMf5lDvKS7HYuzlyYitgRobpW8sLiaL9Ol1wl39FJcK2EtZ/HVVTTFYiWZw+WRkSyDpXiR2LE+3M4ckZUqUrKO9L0NHC/poBpWMaoWgSONEJLHq+GNl1hez+DujlDKVNnzhmH8E0FO//0koc4Q56fXiIU1ppeTyLLGcEhl+6CP0ldWUfaEMCdccDxC7NWjjRnDQoWFusqIv0445kNzO4hE/FRLBjtGooh6kHLUSeF0gtWUQHdpBPujLMpOypkCYqCT53+8zuJaGZ/qYFw36PI58M3WST4yifLaMcJRF4V8HUXSUe7uwxB2XFUw+p5t2CJihjBRwjKxV0SRkDATEsln4izMZhjY3kl4fxSpRyOyfT8z/3GN8BvHyS2lsXST+D9dIRhQiOcEoZCX0maRsf4oR3d0YtwZ5tLXZqg8m2EpWaReqOIajXCDU0WVJfTJMhndYHQwgm8khP9akcGbenAYCr2pAi/MpXjD3TtZ2yyh+N1EHRo9fheJxU1mVnSCToXISISIrLC+lMLtUpjP1/EqAkeuTueuDtw7einMFlme2aSeKDU6//q81HI1NIfFzjsHee7ReQpLeep1iwnJYnE2Q+fQIPVijbRTZSQcI16oU6xVmd/Issfdw2KthF4BUS3T2eWnVqxhIRhxWGgdQVaXc3SPdhC8VWbz8STFSp2xgIdMsorrthj7RZThiU7657u5cjnO5BcTxM5Fib2kDzHhRZQEh9+xndRMDs+ZKsuJNEEJLv9DgqN39yC8KtVbQ5j3r2B920ngTUPoXSr+/3cXO8JOXLt6iT4MZV8B3/YAwRt6GxoCcgOo97yyF2EIeiY6uOdPbgMZ3N0uZF1BTejo5xOU4jorTy8zNhymu8+LW3iZXMiwOp/CHQtS1SAhDJYvzTLc18nSg6tkUiUiYR/lRB2/pHDtuQ3yyQL93UHEVA2xW0BvHelEheEDvWxu5gkGQNkoI7plOoddSLJE5isLmHmTJIKesIuSv8DsrEFnR4TNbBVTk+lyucl+ZxGlWGHfG7ez4lS49JmzYAZwXXUR3R6ms9+B+f01PEkTs2SyKUw6tw0z+uoBcp+tUZFMumNeNK+C3+lA0TKoQsaaz3LnfTt45h/PwfkiN75rL+V+F2OdIdzDBWoRE2/NJP2NeVYv5dm1s4OlhTiZjE5Qkki8UCaZKSB7XXTIgrDfixwAxSy1zJd/8gH29eWYif5qo1Oy3vg8+Np7yTzxOHaTsYavFy032tKMaNrDNrfeCJEIuxdQ+9MmDyGzJcO87ce3rNXaqW3wJTswYztoe5umGlDr7y3dZlsOeQtD0WJZt673E+f/k6J+LdXh5n5ap7ilpUDz6KIJwuyJVevKbEAmta9hCzlkxxPbhxc0wz7QKIdvT6y3EBtNmNOEaGLLIX9Gy8894BCtMd6m5+zmghIyatjByHt2N8RRJFqKdhICx3QZ+RO/jC91BoBNbZjLx/6M9Qs5DgWDeDvcVC/EqRiCzUIZ76CPc/M5IiNhhtNlogN+qqL58O1ji/a52HRZKpfF0osMDw+i9fuR4iXSsszYf93D85+fI+zRcXv8VAp1hu/q5cr5TY7uCJNOVehWwFkxqT+8geveGGbU2YhHCouNZzeJHunkTg6wcTLJRs6g/1CQG/eGWf/qDPlKFeF2kk1XCQVdVHQLye3h0eUsd/UHENNZ1CWV0oZJbY8Hz5iHpz57AaNmUqhUqFUsjt8wQjFdIKULBu6O0jkewjpb5qlzsxyKBEms5Zgr1pl/Kk7EqaKe9OI/3kXg8SQ+ITGTLeNXXdQcBs5OP+qJLGlhoOgqjhtDpP9lno7OAPlMFdeBMOouL0IIjBZjKZqVLwKpQ7DtZZ1kUmXcLgeqB6rZGla3A8/BKKf/9TJHPrQXVAnnDg98b45aSeAOWdy4c5DLVzaohhUmv7/AwTePcvr7T3BiYYNtsSD9vSE63j2O5YXsPy7xzLmrbLvRw9KP1qnlS2xecjFy2yCR0SilC1U8HieuiMXcap6oYXHpYp6CW0XWLcyIm0qpzuBwBP2awYnJdWo+N/sHI7gGQzy/kMJbqbFbc1MvGOTqJulkjj13hOmdGOb8c3McvqmPxR+vEU/ncLmdZJbzTPS5OfHcIrVCDatHQnQNoVcNil4HPfsjlJfrLMWzqKkKu7q8FLJlRM2gWDfxOiUqs2lCB/vw7woTO+rHtd2HJCScksw20Yd6OIzQVHRhoTvA/GEJVJUT989x42yRrj/bh+zS8L2sk4pHIXutQimZIl6uMLRrgCd/93lu+9RNhN80QBKLE/8+w9ioxuCrhwBB+C3bMDIC7ys62ecbwNHhQDih3Umz8btlmMhuCXe/B0mWEJeqyKc2kYIe/BdLiLCD2JFeZlYq5Kaz9AQFlqRRz5Qp6gZT+TIDfieZbBGfo0SpohMuVdn9a3tI/kkSh5AxMiUG+gPk64KaW8I0TPxvGmU85sFbcjMYjEKmhnUoSEWWkF0yZz7yAn2Ki3BY4vRSiotAf81CyA6m4+tszGWZONSPuivIjpd1UstXYCzMSL+HE3/xHEd+bwilIOGsGVS+uYY3J+F0aLCnk861PI5QkNmLaYqouDwOrq6WiPkFnX4/SxtJHC430pk1+u8Z5qW/7OLCD1d4+oF59t01ztLFVTp+cYjYRBjpq6uE1k1Ml8al1QKBLhdjr93OQ39yjmDAwcFbRrl4ZoW1qoU3LDFcs3iu/73cOv8JFNHoPNq3+iRGx26ePfDb3HLqjwBQpy8h6jVwulohY1m0ggK0BfCunwEKYbYdYfNzqeVF2xz1Vra6QVE0DXwLemzJvWiFRJp2tml37VLYFmtqS5dbUqv/kN3MsJUcssV/NL5v/C220ghIjXBHM8TRAhbN+9D+gzYQsO+DHXbfyjhIW1ffwtm0TkPCbonYaDbYBmRbAUqzMw2SZLWYoMY+pRZp8rNc/g8BHP9JDBGaeR00M41tuo5GKZ2ikH39OxjMNsBGsucefqS+iaDuYM8vTdAtLuD66Nuxeo5wLbuD3o4BOoM+ssUK3rqOVqwh+9w4FY2apbcGmLBr87YM4IHDfXR/voOzn71M51WL6FiQfb82hnPYw829fswHU0wtF9jYLHPh6SX6PR42vv0Uoc+9gclPncc9n6FvqIerf/YE/b9xGO+2KEbFwPXKDpS8xPDrBxh4VS/1stIorxIWt/3lEZ79yGkuL8Q5PN5P2TLxSRIzywW8MSdVyYF7yEFtKo/+ZBzvJQfKm/vpUeC8JLOzo5/AE6epDkfo3t9H7x43ckQl81iCJx9cxHT4uWV/J6UP7yB3Ok/4+wamz8G5cwk6EzWC2SIbkkY46uaxeBZnvSHDfeeNYQKbFXRFQ1uq40gbuMs1zEwNV5fB6a9c4oYhPw7DoPzSbuRxD5bVTu5VXBLRfjdCCHIzeRb+dY6Je3bTfccAgZvCOCNOrBkd34sG8HR76fnqGpqk4/JoHP3NfTi3eRjfcGEVTFyqwvhIJwdvGiR6KIxywIvpkYifegK328GeQA9PzsWRsjIdezrw3Ohn7fNnGeoOUVzKU63W8MkSnYZE3ztGEQMe4n81zWSqQEGRcA6HcXf6kYWJU5M5M73JLkUjtZTC5e0jns0THvPTJ5wokUEcQTerU2mKpsz3Pn4SNd9glcIHu5Bzgq7jMfoidRI/TPDID6YI6zkK6RI7JzoxdZnt+RR5ZA78/g1kv3CV7lcOcPKfpxka9lKtWQzvi1GOFwm/uwPJreC7MdqYrdYMJE1DaAK9VMfhU8EDZtGkIMP4QAxHd5TsxyaJfHw/lgSBfgd5DHw+H7qqMD15jlt+7W6ufeBRxv/7iwm/doADe0K4+7yNKgNLIISJ7Jfwhf3N59lIhK5+fQHnS7qRwy4QFpLS6LdhPrmB40KBxWqCwbSXlFyh6+0jpO9fYS5ZZ3B/mHDB4vJTa5QyZbp3daNkquwJObl6dYMdAxGEYVKrGATzRTK5GrvqghcuzlElgy86SqJYo3eiH8WtosoyUdnDqX89ixxz0nl3P5FuBc+GhOvL6+zJKUh+mR8Xy7hdEtGbYowc62Xyc1MM+hyMHBzkB6dmeGmtwjoGHW8exdnjBSe8+JO3EnR7UR0m8tfilOMWolpnrdNHPm+SzRpcvbrAZqaMQ5NxSz4G/Q7SuTqpaoWdN+yhcjXJyaUCsYUa1Rrc8Td3UFmpIKlO+l40TnAkQP3PL+HGjVWtMpupcG45x/7eAPlvrHPg/9nNDz/xJPXSOtFigN6XejDOJHj8aplKz16Gdn+ZkQfe0rJbQ+c+S+eOfdfZW8npbDq6xvto0Q6HtPqK2E7aZiKaIKARPrBDKz/JTLdkvLAFsdpdqZtrCNvZWm2mQpJa8uYtn0Bbp0I0nYTUzJuQbGDClm1a2h/QUi9tgZLW6be2auErO/QjBEJqlknaLVpEq+i1VUSDtVWDQ2wBF2AXOtjHQ1h2U+gGWJLkFvPR4lua+iaK1FilcX3Nc2qG9q9j3n8Gy8894GhFryRb96ER9BI0ymKF1IjBCauRuITceAiO793PYPYJAGZibyTlezXHf3GYkOs84Y//Skvi3J+/xMDonyO54MLTM6xk87z9pbuRhI7kjKF9+ir19480jinZT77ZRKtJl3nCHtKPrLH7lh5Cd/UiqyqyW+H51zzOkqEz2hsjqEn4I27W1go4OyQiNx+n/q04e8a6qJ2J49gosrN3lMJ3SyjviyLcCjUXOLoaNdhaXUKtCHA17oM/4Ef1eXn9zV3EC3Xy61lGd/eiSzJDvV5m8mUWTm/SEfNx+ewqx4diTHxdIdrRzT2/2o1XcXDhQS/pMgwNOtGOBMh8+ipXns5yYXKRveMDKA4N14CX/EIVEfRBxeCWsRilbJVoj5dnJnNIFtz6ml2s5CpMP7JA0oALqxn0qsC1puB0ChwjHpQ+J3NPreJJW+gdjQZhvu9tUndpuEyD9Ewc4+X9+F7Ui6GYCCAwGmD3b+9FdWlImoxLDoMQyKMqjqqCekcvR3Z0UvzSJcSIhbyic+Wjj7P7M3eiFXTG3rqbXa+O4SrLPP2XZ9jZNUEo4OTA/S9j+b0n6QtG2RGtkbfKaMNOtA4nmIKOdJ7H8iXCeZ1uDWq/vIvYnTEsJHx/vp+Oz69x+soGqttNxKpQERY3vH8PWk4QujlK+H0pet8wxPq3V/EXDUqbm6xc0nmhonNwMEa6YiAWMtz3ih143z6E9lgGXuXHrSt4lhz0HB2i/12DyGdyJP9tgUy+zOrVIt3dLiIeCfFggsG/PETlTBJHoYJV8lOSIbeZJX8pSf0Dcbo/czNW1kIKKpgmSKZBfUPB06eAkFDHvPT/lx3kvpcgtZ5BurzOwkKal4kDiKKJ1ONm6BP7uPSFGQbSfrqifp755CUG0xkA1KBC5IYwtnx1PVXHEdao6wbfeNMDVHss3v3fX4emyEivHEC42lMGedPE+uQkNQ0oWQzLXio3ROmpOKmfyJJYLzO6r5vExRTFRJlj947yyDeu4KtCrmwQ7vFx38vH6X7fdiwhMIUg89unyZ/YZPhTh3H9xlmKo3vo8jjwrOTxuSRS7zvBpbLFrt4wV+Ml9h3vofvVg+hfnsOxVGNtYYOhaJjci/uo/PMFdg+HmX1khXiPn9qtEfoeTbIqS3gAfyLPssPD+U9NsruuMHpXF8FBH25DwfjSBskrWXrcKleVDDgduCsu0ibs6wmx6VJJpTIc6Qsy+NYhJv/jKsrpIrsHa1Teu42XuLaT/OoKwvDAkxli98bILBpEd4RR/2QKr+qlXjKR/H52B/ysFwVX1wv0lGQcXW5GBzpZnttkv+NZ9v/VpwAYGHo9SwPv4f6np3n7nb9J5LG/bNlX99QFAKxAgNzXv4ENJhqUfrM7cTMwYvcQsav/pJYoVcPjthI8sdmFJu8hrHaJcwuB2JBAak4qrRYgaVS/2uDGbpoIdofVxlqNbWX5J7aXACwsqx2/sPUsWvkPktTWBGmJADfzQVqRmEbIXJbA1spAskNDNCfAzbLdFu6yWiBHQsJEoNh+qzlpbsiiN7JVGhhCaraqb+aeNFkkWYaGCKC4Tnm3wcy0ZR9+xnhja1Dq53TZQq3ZTYFkSUaW7BKlpkBKM6tZWI1kTvUH32/tovveMDt2PMDIn9xN9Df+3xbYsBfZ00uH5oKgh3B3hGupMtw6xONPznH5ch5Jt1+idqzOFE06DMAQBPp7CO3uQXKrSJpE/qEyFzYyGMNruHeFqUmCQ8NdHN/Zzy13jPLjuU3SiykeOpkg3xViM1XELNborQs2/uQqomLiiWrEz23w5Eefpm4ZSBqomoSkSJx5/0P4eyssp0pYtRpz6SLCoZFI5vnq9y6hdYSIiwqju7sIb+vCd7QHlyoz4HIQ+vNpCMi87MGXcOiz+5Dv8mNgkFncZP7qGrcNdPPidxwmcGMPDq+KzyGjlWv4JJOTJ84wt1kgg4P+iBuXYbD04CLzj06xksiwvpFntVDntluG2DkSxh/xsx6vkErrzOnQt7+DqbUSRQVOn9nAtVamtFpE8vioni5z6bcv4/7NSa6+4TFkU0JzKUiOZtTSEmz8t8usn6+i+hXMioURkHC9fx/KeC/S+SzViU7O/vVJ9GEN98tjWHlYe36Tbaob90WL6neSWH6Fo3cM8OT0GouJOGh5nE4FC4tXHhhi/5Exol4H0pCT6nCUwFAQoQpM00IKKASGIvQFNdwRgXOkj1zRZPOPX8C/34UUtIiUFb77+ye5/IOLdI4LdvzVDRx8xXbu3NGDEXYTymzwmncdgwCoHQr63TH+8sMPsBKqkHmpi1q2wnOfvIbzxiihu/sRukW9quNUHIx1RIi+aQeusIfQbX0c/cBefLpBpCoIGBJdY2EuZWHyoydR6gJJAc2roLkVvJYOVRCmQNYUYnd2UNnuwFEySXtcZGWDudvuRzglRM1CaLDrPdu5tp7AkATj+wLsevS1jTegOREUpkAY4Ig4sFbh+x+5yFs+8yre/ck3giU3jKVDAt1CvlzG93tXyP7DDFekTUp1mWzAwfNeB8zVeeDEPOdeWENzKVw5v4JfEvROdLFwJsfM4hrxTImQKrO2Pk/nB7Yj3BKSS0J1SsT+8kZ2vm8XSr+f7i/fgrHPyfefmUE5FMP1XJXJRIV8coH+X9nOG7/+Unb88ij6D+OoUxX0TZ1gd5TyG0Z55D8uc+vhQQqJEoWSTu3hOE//5QnOrGbI5uNEe6I8ZKkkAhqOvgiBfgeaR8H42CX49AL1tI7klCnsCjBZdRPPaCzl61xOlXh+OcO8buHp7ubCZpmNvM7wu/Yw9v07KX5wBHnIQXWuxJVnZ7B8AsIO1j93jc79TrQ/mUZBRnapWINOVi4vMjWX5PBNwwR6wpQVneILS9wWVLkxEiG69FDLvvUvfgP5wY/xS5+I4Xrl8E+Z2MLH/pTU5DTGoYMNNqOtrtiwu01mwIKGM279M7foa1jYIlgNuXDbe1stL24XVEqtnbaLXSXR0JsQQmBZzTyKZvWHZHeD/YlQDkhYTW0Qe0DaIZ+tuQ/CBiotjQ6xVWOrwdxIjZJVYV+kbemFhCWZDWZbshupNctpRXv7Fphp3jYhRDNiZDXCJa1EUxkJCUVunKMsCWRFIMsCSZGQZLnRsblVPty42Q2NEKl5r9riX+JnDDl+/stiZ+bx+X3YOcHteKIdyhMIeUt9dfMz53e+Q+C9v/w/dax/3/VlfH4Pna8Z5trJVbb1dzK3mOb2vCAtJBzbNSJ/fLAZTmmgXGHHb5pCNPpVAytv8Mwnn2Q4JchUBMseD2vxTbaNauwbGMTrDlBxKjx98QzzczJvuWsnRr7ChVyVgz1+RKZEsFilc6KHC/NL7PuHF1H3S1i6hWWBqspNZG5x/vYH8B0c4tpKHg2Jwzf1or6im+/8xQl21XxczVRRNJkbDnahmxY0a/k9yQrDIQdffmaO97xiAv3941RVC8ujoFow+aHzeDZ1Km6VvR/Zgz6osfFYmul/mqGsSrh8Krf+1X7EpRrf++w0gS4vnQoEej1kNsu88Ox5Olxd3Puxm3n6kxeo+RV6/S7On1rltrdOoK7Umb+Wxeu06N3Xh7KWIXYogmTJqIqL2rkNRK5AombSKSkku2RiH9wNpolRt5D9Kpa7If8tI5E6nSb9TJrBVw/gGHY2GBBkamcqzHx+Gu+9vfTfGcOsWayeqVLPGcydXCZ/ZZHXfewWNr+1gtjfSUnS6d7jR1O81B9ZIxmvMjObZtShEH1RFM89Azi8CliQ/eslvvhPT6B7FcYGuklUStzR08H2vziEUCD5/57ieQw6TY2x1w7gfVUPvpTgk7/4A1482sXJpTR6pc7Ldg0z9MZhajcFWHlghc4bO9EGnfz9Lz3Mb//eiykPSNTnqjBr8ODXzjNUAEfUTXHUyc5be1m7tklvUKP8aIa4LhFBZjOooa/liI756fzVbTg9zmZHTIHmUTCrBq55mdo2CUmTkE/lePgvzjE3fZY9Bw+zMpPiDe87DG/qwqiYqCGtOXtrGL8WMW4JjKKBVZe4dH6DkYkwpYLGwA6t+Y5aSBWBVRFsfncV9dwaA7uGKZ1Zpaw5UaIuXH1uLi3nmL+W5uZjI9RLBnrJ4NryJlmPk96AG80UDO6M0VU2sCo63/zxZXwBH2MHogy8a4Lkl68irpZJpiuEHAruiIPQH+3HEXSQPLWJGnXQW3OQ+8IU9Q/vRHNobPzHOtvni+CRWV4v4tsewNJkLk3nOXSoj8vT6zz7xCzHb9lGUHOwlC5TNFIkF/OUxSq7o3tZqxvsf+cEu186gOu7CU6fOcvOWg814GtXEmwbCpOp1Nizq4uNdI2rM0nefOMAC0odY6WIadRwBUJ0/+II3p0uAv+2SerRedK7u5g/u06s00Vh1MPEfUNUP7eAu1olqSsMTPhYfmEVra+LmdkEg3ePcv6JBfyZOmO573Jo6l8xegZZ14cYSD71PzJ5raX0X3+D8kc+0pzYtXtHbTGwSEI0iF2rQfG3SlSx/2s6QtvDN4EHzfyKlkpo017aORSt49gO3Ba22hJ8sWGJhNIW15LbYfXGjy2Kn3b1x5ZVGnikHZJv6W40cz9ap9byMM2N7STOpqJo49Lk1vftmhG2KLe3mRX7u+sDNlvvcMOfWNgVN01Rs+bOGsSO1RQG2xL7wX4GMvlijrH/257+//tFNANXNsqTbZQn2VRfYy37aVZf/Sr08cdx3n8/UjyBWMuhnTuLVErhsCrX7Xuk28nplSqB+QpdriBPfm8Kz/YwiV19SGdX6Qp3YiTqiE7NhufIsmjJ0wqAAYXiQ2lu+/jtGCdK+J/fJL2Y5MiuYcaP9FPMVllcK1BIFyiUQvgCdZRDUXIPLxMNugmOR3EnTLSci4uLeRbSmxz+51Uqr46hDLqQTNGgxiWT8lUd0RUmY0lsdyrMY7G0kmQ4F+Rt//hiHnvfKbYN9TBzdo2TTy+wf283G5sF1k2LwZAbd7fGvQeGoC7h+PQiZp9E7eYIls9Jd58To6bjUEyqgwpS1SIxn6VSrmAEVA7/zj5QZc7+4WmyqolLKuLaMYSeqbOYKDE4NIpPdXLlH6dYr+kMxFwsxwuMjoc5czHLwZ4ASclk3ZKoPbuIUGRmFjNoUS+ubj+bCymOHO6hw6eRnoyTXE8Q/Esv/rpBMZ5FvncExxE/et2AHjeRQxHCN4ZbswCkhmywOSxT3+NmdHuYysUKqdUCPbdEKF4y6A57WerpZu35DAP/bR/JE2me/7cZJr5Wp7Szk+GrKbpuGiCVdjD+xjGqTgUSJkaPBHXwH/Tj8MCew2FClo+wHOTHFxaJ5iYIXoG+L93Mzd9d53ufOouRDnKTpx/DI3H3DYNkZgsc7PeTiBucXE6T+8caHSvdsMeNvFCGmIP3/+vdGBdN+G4K7o3giBe562A3Z67lmTqzTGxRpf/GbsZ+aQcAlrzKyArknp5D4Ca1miGZLbL5zyb737ITs1hHDnkbDfTcMpVhCysvoWpg7Qtw/G3jBB/3sLA8zytuGWPyhVl2v6MX1aWAsDClhnFrzNga2jPrsxm0kkTnWIhDd/UgyRJhW3k2Z6Lk6sgvpKmeKWLl6oRCMVYmZ8ERRJpws3AlS2Y+RTJXQjFNTl1eZno6TcdQlJCiEnFpGB64dmaVMxeXed0bD1OajGOqTnZGXcxfTNNzJUNClujbEYN4gfNzm0TWdUb/eprutw4TPBxF1iSKElR8Otc+fom9t46yM1tDeGWqioo2EeaR51bxOiwGogGu5SqcPx1n/+5eKvkKxpBKV5eX7ukS3t1+kPrpVxWu1nIEwm7q31hh6bFVYmqIH8RzHH7dNnaU6whLkDQszlyOE/W6iLhkTs6lWN/I0NnpxxIS1bUM2ndklGw3ldv8GKu9XH3sGtUOjX3vn8Ab0lC/skzIAsPl4qsnZ3i9bwxzpJtrc5uslQXl7y8wFPFw2ZXhlslTAKjrSwxwfbPK/9Gi33Fn45emcxNN4NH216LtTK/T1qDtZWmtQAOgtL+ym6nZ+298uCUXxE6otB1+SwdDbjIUoiGaZTcys5VDaYxJO2fPZk2kJrUhWVu0LrDhUOMTqxmukWiG4K0mi9CGD+0QTStfwr5eO5+QZh+VJohqhmTayaZS65yEJBrnY2MRO77UvNZG1avVyj9pJL8282BsyLLF90n2vd6i3vqzWn7uGY6Zq3P4A/72TW5iRAW1QZWZzThdc/C2qa4GNSdJoJ/cIPjed+GPn77uGJak8njsbdT2vI6SJbG0kkYJuikUC/Rt7+O2GwbJXlqhP19Dfc0g4nV9tGRhJAthyW3MKgSZF7IYC0WEoeJ2K1TOplk8uYw75CcaDaA7ZTaTebJ5HUNRqBYqRGIe6rqFWjHZvaeDmKIg0iVckoraF2KtkqXzXeMYg06MJju58eNNPJEwf/gL/8zrJraTqRS4/Q+PoU1E0PwgPh9n4dwmi/UaVeoo5TrRoRDpQpWYU2GtahHQ/Nw65CGzXsSv1EEH9SXD0OVAdkqoK4K4u0x4V5SN+zdZvbTO+OsG8d8Ywdqo8eBvncMdlShoeXoqAcyqTB1wY+LqDZKN5yk5VSI+J05VYSFdxCzr9N8yiPf5OKuSoFNT2dzIEfHJJE0FocD+3b2sJiuEoy4qlRp7evy48iaqJChkS/iEijOgUi1W0G/uhX4HxpALucvRMggAlmFRmSsjEjpVp4Grw40n5Aa3wtz31+mKunHtDSI5JCorVdLTFdIiz8BYF0yX6X1pDOtilUKxivCqVNJ15rNJDrx8hPp3kqwmk5z60SLlXJXemB/1YIib/utu/DE3VsVi6T0nuHRtkx3v28u2d25DICh/aYGL/zrL7rfv4QdffYF6skSvx8VYXxfnVuK8+N9fjMvrRospyGsG+X9aQNrlw/uiLiS/jDiRp7BSRCsWcL57AtMwGnpGQPaBNVb+7hzR8W5SwsQrSwy8fTuOIRfVs2nUm6IoEQ3JAbW4gZmxCHa7qCXqmF0KGjLVc2n8d3RiNpP2bGMuhECWFfSqheqGWsni+W9NE4p62ffyoaZJlMlPZojWFYy5Mupkhlq1js/rJV2uU/dqXFg9h9e9m3imQFdAAhzImkJes3AlymymK3Ts72fy+UVuHO4gdFsH0bCDC1+dY9Dl4crJKdQDI/SqglzOYO8b+1mZyRHakFgXCeodHpSzZZQuH8N3duJ7zSAmFpXLGVy6iv97m+RzOoW6Rc/RGI6wi1y6ysPnF7jtFbs5+ekzRIdCbG4U6B/w4xn00fXaAaSogjAbWg5yziT91WW8h8N4ZyukzyRI5cqsCZmypjAc85FOlclVDfKmRX4jx/i2COmraTp7QhQxEcUaiqYR7goQTlUJ74igj/vxVDXK66tUe1yMvGwI/n0ZayaPcyjMtZJOxmPgnyuzSJVqNkcp76LT6yBaPMfx5L/gWF34T22pvv8A2vlz19s+n4/cN76FcejQ9SvbuRNbCWOpmatgtft+tJI6bdVP2/5u7WdiJ2Vipz80t5GAJmvSSvbcynQ0mZaWsCZswSfNxH1JNMFM88utGarCZjG2wA2pmY1iO/VWsqvVADRbVErbuiAStihX6zy2RjC23qamxHpLprxFmzTOVbKbNG5JPKXJGsEWoHId1LPzOlpNXpq+Rmodv1DK/1+G4//TpVUTbaNnO+mmWSkibUWgtIRUGgmegupsAcdvf7gFNnJqB9/u/wg77jhGOV+mVK4xuktn7WIVXbZwOyWuTW2yf88Q6bJJIeRmm8eLqDsQiyWsIQ+NF6MpBoOdjSwRuyFKcjbP7KU1bvjdg0yfWsYnqlguH77+AFKnTMTjpuzx8vx3lwiW62zvDnDi8hoTuzpZKtSpSgrusAtvokjXRoGIDJVvL+F91QDS9kZFR8/LOjDLcNcv76Fz2sHu20fx7eugXjWRZAklW8PSFGKql4mbh5m7usTa2U3KTpXZeh1PTwcRr8aVyQRSTwBPwIW7biDOZlFyBs/EL3HHS+5A0WqIAxC8wUfwpXtxdmsgLGrxOkGfxkhXgOeuFNHCFqZTo0dA591dpL45Q0pys30gQiKRoWjJxHo8yHN5btrZyXPPxgn5HSykyhgBN4pPw2dYWCpcW8+iZ3VW1pN0dgR4arNCt0ujK6BiRT3EE8vkFt3cEPGjPLWJ8Kh4dgfZdNTw3dmNFHEgAYqi4Iyp1Oom0Z0d7VYMwPhre9qTMwGBHW6UiMJAOEQ1bqKMq5iaQB9T0ZdUTKeKVILUk0mWZC/BTg/jb5ig7pN47u/PEjac7HnNKL6Yp3Ecl0L0/TvZfSmE0uXFyJkoYQXvO0fZ69eIhALsDKmsGgq1ShWrw8NdE3tw5zUIWogFge4Hxj2kHl2jmjJIV/PEvTp33robc1sPhmU2Yr4SmBWTyGv7qdRKCF1hZ3+QRK2O3injGHLiHumBpvGyMHF2adAtoRsCoyIhK4Bfwn1HBEOYW+LNTWPYfLmE2bhfDo/MbW/fCUJCRUY/nUapKSx9Z4WY34lTksjkDOYrBt1OnapTI9LrYUf4Zq7Np0mkq2zr6ETCYLNcR3E6MXWTsagPhyXRE/QR80sEdntwjwTZZRgoqoorlaPXqSEJnbEuP4bLSahmYBga588tcy5+md9/0X2Y9w6QliXcVYF+Non+ZAJf1UE9V8dhSCRdUEnk8RgGeqLGkRsGcBomuqqxma5QwUTs8tH1ogEkt4ye0Vn/3gq9QS9idwh1s4bycAIrW8ONRnDfIM/9+Bo37+vh4tUMy4kMkZALvVgjWhb0x1zsuXWMnKnCA3FCO/qZmY0T1cB9QxeaouE/1EFdMQlF96Dmy9S+cBVHwuJapY7YyLGcqXDsLROUHQWMK5sUM0WW1zYxwwH2xh/EUVz4H5rQ0q/9Op6//Rsc58+2Pqvf+wqMgzdsMZw0G5z99PxVNCtUWkmjUtstCtmi1dFUsoMN1zv6xiRQXM8USE3GoSUT3qweaQUqGoDCZi3ae7TDNW1nL2gWDEh2P/nGf61KjlZgYwujYr/8oskotNpWtIEGktXIFWwWCTRASzOs0ypXoX3tW3fdquChBYxaoZcmcLju/ZKuP7cWu9G8pq20gmT/LbcZ/Z/V8vMPOJpLKxbWRKZ2Eqet/tZmQGh83qypVqYn6bnaSCBd67+XZ4x76I51c/HUFLscTo7rf4P7wdPslBQct36KxZKPN953hMzVBOrOTrpMWMxVGY7XEWsK8rAPS1itESDZFSuAJVnE7hti9dsrXP3EeZZnixy7cyfmQT+6y0NowknuB3FOPztLoChhOGRWHQq+bj90uKnHy+QsC13TKHnL9I71UHh+iayepPM7JXxv2oU+6EQIUD2Cl33wKJWpCi5FwygYKIaFHFRx7ArRd08HhjDRAiqjN+/AZV5l8mwCV0cYSbaolmukJZVIzeL8XJ6ukIuuDpnQ8S7S/zJF4uwq5qEoic/PEDoYwntjsPGSCAXfgQi5bJk5PUV3Xy9rc5sQkAjk63hv3oHwy7CuoExlkCSZQq1G70QvO147gldxMP6BcbLf2qBaLFPxqDjLNSRZ4tJSnjs/uA/xbBqREMxNbaAU64TuHSFZrVHPCCoVmWymyno2z+DtuyBTQVupIqdKUM2SSRfpCWsk1jOEP7QfLepqzaxEa7ayxVKIhvnwdDoQCDyDCgz4MLGQOxSCMR/Xvr6IfLGIs1jG5dPA5SZ3qoaiOzhwzz7GdkbR3H7MJQspU8Mc1QgejeE9FkbPGEgVwSOffY5j7zlA4HUDmCs6e99xiPEYJCZL1KYqOO7tgU4VnALLAnwK6oujeAccOBwq/k0ZQgLDDbNfvEb/K4cozOSJHI+ieMCsWfS9ZaKV9NfXvDZEM9tegLC7TdJ4Z4QKjl51C1XcepOAZia/BJLScBqat2mILYv6VBHn4xtseD3U0iZDmQrjqJiaitbjoFQxmFtJ0Xk0ir5R59mnl6gYCrpmEbYMrs4nCPudOB0q5sImhLxUpQqOWhDV50SKOChdzTH5mQtsv3WCQL3G0Q/toZir4/juGvWITG21ROBVw6x/O86xvYcIONx43zjC/HcXYKOGdDGDiFeImApOq4a2J8rFF5KsJ3V6kDh3YZ5ev5uV0yWOHhxAFCpMzRcJhTUST61RK1rsedUwskPGioO214PjfAnTAG9VZ91TI3Cgg/RkCVkCWTcpmXUiioJVMBj2eghFNVLxKp3dQcbeM0yh14lnIMz2px2sf38BKVsn/LYdONwazj6V6mqF+j8v4MhbyAE3nds62LiyQUwoPPS3Z4iNxbAKNY7dFebgtSIXLlVRXDEotm3l5Rf/Brsf+avW35W9x/CnU9fZ09Lv/jfaL8BWme7mQ7edoGjCgLbfbnxty4+3oUezY+tWEmBLmMIOWcgWQihbxlvTyTdJCpvF2Lpfy3a+PyV0sdVBWNf/3XyvbSduNf+Xmv7huovBBJT2vZBo2Ql7H42kzTabLracb3t/UhsYtARJ7HOxGiCFpg0S0haGRkJqhZt+EkO0fZp9rFYljPiJe/AzWH7uAYcELSW3tgiYsBsTt+RybXRdSek4AkrDrtYEkY82RG30cB/xsV9lqFgCJKoeib1jT+D+9wbzIQuTvvIMpzNe4mfKZJNlbp5PsZZIcqCrA7FSIP+vGzgiKsqOdpv2hnCVwC4lEw6ZkVcMox4P0auA1+ukIglcfhXNLbOxkGXHUp3NqJ9D79jJpR8vYhR1spez+MJu4qkEE5F+1gw/9YEgnkQQT6aOgxDy95LoiQLqb4wh/AqqWyaw34eYrTP1xWusb+Y58pu7ke8O4ZJoNMXyySiSxeCv70Z8SsZzSxeK10nxCwso/WHyy2km5+IEQj4OGh0sXEqQdxWQd0UpXi0iT6VxZ+u4Fg3yLgX1vi6UgIPb/+wAS39zmlQ6g6pVObRjlI5XRJG7faz8xwrnTiXwx8Dj9xIrSxRObHDxmSX2/+4BOgejRDp8rH0ihxASPkthdjmFWqiSeGSRkXCMTnL03zZCJlklvlBhZT3Htq4gM0sF3vjqvVz44RW6XA70gI7TNIh5XIizSbLZBHIwysXFHN2fWmKgXGJ9rUTobSOEbgzTkikWW6njdrFds+9204A1YrlKp4PAq7rZng3TdSyEZKqYhszQaC9a0IHqUpj7wizBmkr0WC8n/u4iN/3WATKzOQqn83RGg+zZNYGjqCFiFnpURnZ72DyTQs4bjNzRjVIXEBfUFwTugw4kBQg4CB+LgSTwWEE65UZ+Svfdvah+lcDOQINtRQJZop4WCFnH6VTAvXUWaV+btGXm1a5TbGka2HQzNgBptz8EgSY5mH7/0+za1YNRMKivlIj5LGRFRuvWmF2tkp5PcfOe7ZxbWUI4VcoJE7UuU4xXGB8O88yVNfaMxFiMl4j1evA6FEoYRMMBtt+2g+e+MYVVASHLKLkqHSkZ60qJHzwzx51v2kvALJN/Ux8rJxLsfVU/VlRB/so05kpCXsrbAAEAAElEQVQNnxEi/miS7lsH6JgsIgkNj6hBzcI55OfxlSK7JsLUr+ZwDflxmzVqQS/mRonTF9bpEDJ5UWZxdh6VAzj6ozz0ySvc8EvDuJxllh+PM5o0cEqQkQSTCQPvly9T74wx2uunqgv29IV4urTOsaNDDCoKwajGypUs6Sc3mF/KoparTLzOj7qvF1ddIuB04i4KLv3DGfb87n68/7GInqgion5ms3Xq9Rynl9IcGukilClw4rkZ9uZm2P/43yBjMR7cxezErzKa/F7LZo498U/UPGGc5QwAHW+6h9IHfhXvX/05Vlc3+c//A1ZXV2vK3Xj+zUoNu1xzi6qUJBSEZNISpGpFMJqAxM7T2FLaan9nj7H2ZLD53on2W2fnXVy3fnMotlvQt9mKLVCgUWZqC3Y1mW8JGt28RfO67Le7Ob7bbtoOh7fH+9ZXpY0WmvdCpg2cJNE6N4Fo1A40z/c6ICZsiL/lPFrN6hp/y61O6LYYWPO9tPeNzTiC3Tyucbu20Dw/o+X/gByOeQIBP22o0VgUITdnbGzR4RKYZpsWVK7MEnvRMQBmQy/hUve7cVgpjh+5gvf5R9Bmpq875g+3/xprE3eyMxwjJUyefvoU977oJrRcid0WSD4X5nuG0be7EdZPU13QzEHSQXKA8XQO7ZYwptVoT22ldPhWkqe/eZnAaIgCFoFIhKX1PLVsnOJ6kd3H9rAwucYtt0/w7HPT3POHxznz6UmOul1MlarsGI4Q6vJifKCPmt5obYwJRsVk7VSR9DMJ1INhdr4sSiVpoPkULGGhaBJS3cJULIQOvprGwqcWqbssJs9fwVAljh3fxbPPrPLyo0P84JGrbN/dS7cPRrdF0NZr/Oj5RY7v6+Ub9z/PfafeTP1KkZO//jz6vihH3r0D33Y3lhCULtR49jOTHNgW4MfPrrKzO8CFqXUGTIUjnz6Op8cPOZNv/tKjxEIKpm8T0xkgoPvY+7EbqP/TCud0g76ijtfh4sTaJql0CTPgZKhs8qoP3MQnP/E47/4vx3j43y4zNt6Js8PHeFjBypSYny4wHnYjqjo1WZDqjxINKPgWUxiFKvlMmeBX7sCUBHXLbOZotUwY0lbDhYRlNDPjhZ1oZsskt1UCjYqJjIyhGyBJaAEVq2xhZA0Ul4pZEig+mdQUaAGDZz5zhpd88ABSREJSNByaDG4alQDOxgxITxlc/eYC4b0+eo93N8/LpJWxL9lZ+Q1DZ9YtahsmnpCK8NlAmGYTQ5lGk6xGyESy5KZRFe02D0i0eO8tIEQzZKw/uYC/K4JlSJTieYJOFQMJpceHrkpUywZfeuwaB2MaTn+Ih6/O4gvBgTsOwWoen5CoFwymUzWWNzPcdcMQyUodI1VgaSmN0+fh1v391FI5HIoLLWDgPxom/cAGSt3gSmWFW44fZXEzz8BbJjCtGplvreIfDRA4HEGEFEzZovRnV4iqClVTIpstU3RI7LxjmMVNnY43dZL4/DRPfH8Od8jFaqFGqMOLJ10hliuhx8K4nBLrRgonQcbHuxh5zzg/+OTz3NPZhaiYhDwKm16Vx85sMrgjyvpKhm3dIYbcGoUeL+cemcMVcpNdz3PHL0/gu7UD5Z+XOTW1SR8apzazHHrddmK3dbDwV2eJWC4iL99G/YgD+S8nqecVosNBnj0/yyOT6wz19ZAp19k33snqcpIXHdtG9kdf4Marn/mftqVWJELq3GWEwwGysB9tc5GaeRe07KvUAuM2xQWIpvaDkBuO8nrksUXleauEeaPyQohGm/VGkuVWgNvYnyRbraqLLYMPOz4uyTJscdJtTyA3c0sAaUv+RGsRLYEv0SqrbY701kRDtN54+/smX4PceHGa75rdPLTJeNjvi5CQmgUEzTNq3tUm4GgRFHZ4qR2Ct7CQm5MAQTuisvX6WkmJzRSBthJG4/7li1nGx/5ve/r/5cUGHLPX5vH5A23KzGq8ALKNtpuDX6I9qIRolDtpjz9K+K1vAqAgRVh7x4fY9vwXUacmW8cRzSqXiuzmybf+iKBhMjm1yXq+wOGxbu4/Pc1b3niMHcN+pIeWUIJujI/twoo6QDEbyNYGwJLcos8aTJ0AQ8IqCuSgjCRLnPjQC8xfyXLvfbu49twqkViAK1c3KFVqyAaEugIISSafq/C2Dx3h6ndOocUVtIgXV7pEQMBi2E/vcJjy2grePzuKUMFOohKW4McfucBtH96FqMqoXTL1jA5FCUenguQCqS6R/btlHnx8jgM3D+B3KKzOZsk6oNeS0TSZ5xbTyLUqMa+X4Xv62P6aftyPJXE+sc5KukT/YCc5UcL9+wfRZRNTBkmRW+p8/OM6PzrzNN2OfnqDMUqWjK/TQeSd3ej/lkJ9cwePvPcEY90+8oYgKEksFWoc39FFsVtiPavA5Q3MiJeljTyxmB/Dq6Gt5Xjw9Axv+4OXEFvZ4PuPn+WGiRu4uJDG1E0Gwm6iQS+jHT7CTgOpqGC6JEQ6h6mDx5JZ2lwn2tuL0+9ENizKSykK9TqVTh/d/20PeDUM0QAOqI0XvP2aSQirkcwgyfZ3Dacu0bAJMm2pYqllhhqzF8swqZdMnD4VWWkYNL2uoygKsrIFUCNjIUieK/LDP3qQO373GAM3DGBPvyQEQgbLsuekTeNuySCZzcFtoUgSSI1yatHsCd+oOGkaU2jObJsG1xII3UKTFLKPbWA9sM7g8UFSk5tEXQ7qtTpGfxDXwRDJjSprz2wgeWTqVcHJuQT3vuYAkw9e4my8wEB3iCMDAQzVxCibhPvDSLU6F9fKZLQar/nDwxiKCbrFwu88x/kNQSq+xkuO7aPrSCfaS8I893cXsaaKjB8a4bFHLrN3pIPDv7eXvB+kU2VcA070LpVLnzxL6fkiuw930FNUkGUFo0/jQqnE/FSO2WtJJvpC3PVnx9CeSJOcL/DY+WV63tTHvruHcLhVLAGlP5ohPZ8k/Cv7iNwSZOVrS8gzNaL5CpHxAEpXkLVknsVrGSxMammD3cOdTGfzbCwV2H2ol4cfmmRXX4i608Xu948SfaFCcbXIM88s4+yW6Ap72fPhI1TDAtWlQd1k5d1Pse11N1A4v8a5RJ6NRJG9AxE2yxVmNoqspyu8uMPLbKXGoM/JjWd/j2jxyv+ULU0/8QzGxA4k2S5dbTBcrXJX+yOpOZZEY+wh7NCCzTSDJa5nCGyWhKYtbkVakFrJ+y1mQojW+9BiJCyBrU7aVNlqOXJoJ6G21UalFgnXYDZsBkRg2TkozQTNVmms3IQQwhYak5qvUbPUFWx6oqEBYm/bdC8Nv2/RLhu24UZjmzY+F0264ifvjWiyjS1yosmON7RHLGjcAyG3SmEFouXjRBPU2GEdqQmYhCVRKOTZNjb8fwHH/+rSAhxX5/EHAq1BQzO+Z5NrLTDcqtOmjQAKeaI37kfO539q//rBQ+R/72N43v1B3LlrbIy9jcnxd7K4mkL1uljvXKJb7ORQdwd5xaBSKBA7tUbI68T36wcx7wohlMbL0qozt+m+rQOteT4SMlLCYPpvr+J0u3j8+QXuUAXpvf1MjEUpZTI4JnoxTqUo5apsv3uUzNQGhqWQTRc5e2md/R0B+pwCK5GjtrOLHknF3Oal8vIIwqMgeVUqaRNnSCZ5uk54XENyOsjPV9F0MMImqkfG/RfTfPfMKiMTUXKrVVLVOnsO9iLLFsN7e/nTP/4+v/DRu3GfSfP81AZuv5e59Xl6I05efsNuPvPdB/nw7XeiIZPL1ZFvDCDu6UWWTKSIE71mUj1rMvfFSWJjASafW+Lg63cQe30Plc0Sj//ZJMfeP8GTHz7Hti4XJa8bVyrDStlkLC/Y9k83cf5Pp9EMgXM0yO43jiDHK3zzLx6kZ/8OEpc2EbLG+ESQK1NZnD4nddkgFvHS6/cwczmOczhMrySTzlbweDTGhoP4PTLFpTyBjIHsVHCEXCDJGBY8uZBisDdAX81AMgXuwSB6l5P6S8PopoFpWGBZDVDV5aZVo3/d3BAa4MJsGsLG5zJSS5W2lYApaM10GolzDSNsCdGSPBaSwKiaDSEgVcJOqbOP2QILltRgL5qzLKkVh7cQVnNOJDcNtkQDFFYFRk5H0eRGKwAN5DrkpvOUPzPN+EQnc26L0lKWMW+ATE4ndDjMV749R2/EjWKZ6H43sbCTSI+PWr5G910dfO2Tl7n5VcOkH4sT6wmxtFlErtVw6AaHf3UPT/7Vk9Q8UUSizP5bO4kORVC3eZEn/Kx/apYnvzfN0aBAe8U+Bn5phMRTaa79wyViAwFOnl7mTe+6keyFJVz/ZRfWRp3w9iB8YQ6ny0NpLUOhKCjIgs69Uc49s4InFmD0nn7mH1nh5Nk16vkKskdw+z0TpDdrnH5mjuFMlTv/9SWIHg8KMuqmiTbmYuEfrxK6WiQiaYjRKJeXS2wb9vD4mXXyuRIuxYGJxNHxCJvxAsuVOlKxSiAawmHB0kaGfW/extDRKOn/iPPjH8/yhlftQjocRt3nQwrKSFmd+G88RcwXZWlumZX+HuaTWfrDQSSzzFMn5nnPa3bgTszzeCpCn+VgMOZHKqyz87G3//+1ofXbbif79W+0JgEtwNBKCraHX9N5yiZ2N+5WR9SmE5ZshUwBW1rBtsfxliT6FvvQAhqNccqWBFJ7/DbC5UorPC1J8hYA01xLyE3GUWp/RtPGym3w1IYCbaJO0MzOkJrSZVsBk9UEOcJqXpOMsOxjWC2bjtzQyWjY9yYb05QiFy2xM1vqHGyuozn7bNkJ6SdyZeyKnAYLaU+WoaVj0lS2luSGDlP7OG0WpFDMMzb6s2M4fu5zOKzrHk7zBUA0i6CbM0wEtqBMY7bZRLABP5lv34/vY3+E87EfA2B2dFL4o49Tf/V9ADj1dQCmQ9tIRw20hEV+OYPf6qVvxMmF09dIGDUOjQXo2R2ltphD/so1pJ4J9N0+WgNLslG4XT1jU3Rg6QJZkyivFchn0+w4OsHbRnZydibP9nEXyk1uKg9sMvO5E+hODZ/kxPfoLE9fSyBpKoc6fPQ4VTZcglC/D09IY+rJZwmPH0IXAumPN+B4DONYBFevC8uCwA4HildCLxsERlT0ioUiBLIqKJYNMlkTFsvcvH8QySjjvSeC43AEt6xxz8M7SX93lnW9xP7j27g4leT2w3vRLIts0MU7//iNlM9XMUQdybJYv1Im//Q5hiQL79uHcfcFkMIGe3/9AIniCkM1Bz3Ho1g1ePQ3T3Pvbx3l1CdeoM/jhKqM5bAwOsJ0rRXBUUX1qiwup9nd60FfTpGbdeDaHuNlv3Qnvlti3P+rz7CUr+BNVRnfGeT8+RWylSzldIxVp4InEOSWO7pZfWgZLeaiozfIlcsJdu3r5PlLGY4d6cVSZFwOCHtdWOslbt8VxazoyE4XV1Zy7KsaOFdMpL/Jotd08ukqmlmlIlS6/mg/9bpAq1XRLR0p6kU2BPg0pAAN5kOSQZgIqa2EuBWftCDDFnDRmG01jJUt9KM61BbXauem2bOtFgC3DSSNd6VlDC0JyRBUFws4TZBUB5ZbQTYsctNZeDCOFvQj1SxK/gJq3oVkVdixp4dSzcRVlalOdHJ+PUPZqRKYzhF2O1E1iTISLqOCEdQ4N7NJ0FS4+rkMYU3lW//2GPs6tjEQ1QjWNFTDgVaukPrcBUZ7BjgfL+HwOfDvjpB8IUHyS0nGf2EXPf91GzclMyys1tizUUG/WCR2U4jCbB9Ry8NNiRKzyxlG7xvHmK0TfD6DOllkNl1lSKpDXcI5ESC9WsJRhoBPoeaWOPPFKwzc1c/y9y8wMuAlsZQjmVrl+H034jYyTJ/MMv3hF9j1lTtJXajS22XheKqC74USDkvgmPDz/atZXnbfMA//62XwaXSHQ6hrJWSnwpXLcVZqNd7wgSPEH1xiLVkjr0rsHY2w9sAq1X+fIXb3Lry1Eo67OjCKJkpAgUQN/v4aF2eWuPu2boYO7+T82RVG+4JkUmVqxSr9ssGOL7wK1awz3NnNk6MfZr02yN7u/2QS1dVHbddeln276TveQ+31r2FrGKABINqA1WYdGhbUan22FU3Y/Jk9M7fzPUSLAWkOQ9rMQLuS5Cdkx+261OY2siQ199U8smQzG1sWIQNmS8K8fY5N9qMFdGixCO2JacNBNxgEe13apbWtSSwIyZZmv17bwgZZVivps2nybTtvMyPY000bDDQAUkMzrF0x0746u4xWtJ6RsG+oZLP0zXLeVqiqITomiTbg+4m79b99+bkHHFLrMbVRrWTzXNL1N1y0tmiCE1nC3LuH3Fe/BjUdOZ3E6uxpokmBkGRwu6Fc4rbTf4iY9FIPdpGudGG8+E/5xpfmGd/ZTedYD/0OjbIu8Bsqeg1cn13E+sQuTF/zBRU0M7fllmOQRBMdqwrp8ynklQqliIvk1U3Gfm0vxzZN6pLO6j8tsrlQRAoorJUNjnSFWCybCFmhJkPF6UDxaGRSFZ5ayHPTWAe7brsDwzTJZCqolTrqpTKs1nHv9aC9qAclaGHqUM6ZyKogt1IiM51k/GV95HTB+N5ewl4HRGQid/RRHfZQzRhYZ1NcWE2ze9THsBkjnasSdJg4XBpTV5Mc2RHhmb+/Rk+HG+egG4cq43eCVdJI1i28X13D8mZBr6G8eYhY3Uns7QcxOh2I+Tpjr9iGstPLTR84xKUXVulz+Ihf3SRbqtPZ40VzyVhCYmmjwPhQmO1vHsJ7Y4wzf3aO6FIN5VYvneUKVsTHYKefNbKIYoFX3nyIZ65sEN0eQVuqsDFTYj1dRUWwnK1SVmXiVYu+Xj9XFjPs3NHN4nqW/LiGx62QKlbRPArUBapDRoRVhCUh6xYOr0K020fakLl8JYHny6uYJYtAMoOsWugjYSplGf+QB/eYB82rgixRLtYxMPEoMpWKjrwnjNrhQiAwJTvBrp2I91PW4yf+buDoxsxRkiRkIWMZJolTCfwlQcgpYyoyms+DJFlYkkS1XCPxwCrDVQU8TnSvglXRiW+W2dbhxywbOF0ypbSLxZJFMpdgtQauXj8OQ6aQqPHcxXlKJRfHbupm3TCo5nRkYSF53OhJ2H/PNqrn0mxey1CwTF7zquN0yArdR3vw5/LMfDPOerJKcHsUv1sjVKji2qwjlvIEDkeZupyifv88Rwc99H30INHnMrhkhUK8gGZJBIeCREMu6Bghfv8C2VQVPWXiH41grlTpdWgoYwFOX87imcojCmVWFJm4pSNmEvR0BvjxZ1/g9vEujn30OJe+P0thqcgjH3+GVC7Dof5erg1F2OeU6S8V0f9mCavDjRqUOb+UZrDmZn19g2dPOdgsVKkU8ozt6WI1U6JSqDHi19ju92BYFUSwTPJqCdmhInmC9Ozrom/AhzTm4ebUdhKPrSH3O+lKupAf24SCxa1330peblQn7Qx7OXVpk5jHImCpHLLOo5p1AJREnDsTv8aJ6EuweoLXjQ2zq4sHD/89xz53jJiqUBXi+nyNFtrdUvrZsqmtwdW2pALak6lmOGFLWLHxw2bUJOwwX8P7yq3VGsfaMjFsHbIx40eyq1S2sNZtFN4MZ9jMiP2VsA/f+NnALS3w1MREze8boWZLtPOttuZgtHMqaCeV2qCjyTQ0SBC5letid6y1CZB29Rut+2qvI7X2Y0MhG/xZzW2beiJ2LKqFWOQtz040GcwGeGuTJ/8JQPvfvPzcAw5ovyaw5Z3Y0gyoJf0qSc2a7TZab1VwOzVEd2/7sTefU+WNb8b72U831i6XcJbn6GGO8hd/ne17P0HwWIzV83GssoTsUDDSVQ7vCyNSOvL3kjyZXeDm997YfvGwkbto5/woAoRFbanKzW/bh7rdhSVb6FaN9a8ts7mQR68Y+GIxRoIyk6tpOiJenIpKR8hBIlfC3+mlo1gnbVaZ0XX6vCGiA26iMwn0msASNdJLVTLTeXpTAsVRRXrdNgJdEhuTZZIPJJi8sMzQLd3kVPA5VYbv6CEw4aAac2HmBd6Ik7UnU+wMBlB0nZBsUnEKdr92CLc/RjldYP6FBOGgh0rdRKsr5HNlEukSzpibuVSF8I4oiuqg0+Ok9OVlnLJJsd+Dss2LOhRg55sHEA6L2UyZ/lf1sPK9Jba/c5TkkwncFRXXWCfeisLhvgib+SwHx/ey8vVlNq5kiC/niBl76L69j/SVKpmNMrWMyc5bduDzyGwPekifWqFzqAOzUMcIOpjYHmazIHDuCHPphQRKpcLwUISqU+XycgZvrkykLljM15CNOje+ZIzZZYvccpaRriDpQg3V0umbCOOTZAovVJm9mmPXgIeTxSIHhoL4ChaSBZ5rRdS5Mo6gE0mVMXNV5KoOpolcM5E3BK4+H7ICZqWOkCxKkoW1y4+zy9ucSVqULqQwTiZQ3A7cDgdlvwuHJuGVoFIy8ITdiLqJ6nMhNJniI2uk40lijk6uZWrsHI2g7g1jLJQolUuEnE7cATfpSo1isc7cahaHy8WlQoVDfT5mUkWSVYOu7gBVbYCM0Jl8Yplo1I3q1AiG+/C4TPKVOoZuUnEquBxufDEvuUwNc7GAUiwzeWWa/uFhdr5rHGO5Sv75LM6DLna8qZ/gN+DM1U16yVCPBdkz1oHsceK/vY+hGYPapRTVR9LI4148L+oAU6DO1hB5gaEbWOsZXCjsjwUoihrKsSjlWo6Zi1nkUIj1hza5tlnlzt09bJoKC88sUHTLHBjvok81mQ462et2oYyqHPzgLjbOJlk456Z3qY/wuJc9UT/OEwWe++tHuPPGwxDTiOyKsPrFFE4Dju7vZe3sOgEH1NIG9fkiHRE3VsQPVhZZlpn8lznGXzvE/miB4qkcUaeGrCm4cnXUG7rIz8aQciVErUriawuoOUGvy8litsjsVBKfW6UzGmQk6qZXlsFUibH8U/bwWOphuL7KFRGJsu31AwilORtu8P0/kRDacHxy+4O2gWXLZ9d936LVaCU3btmoxQe0khNoEyottU3bTjcTRVsf2QmmUsvJblUebVdpbD3PrX9LLXbFLhEV1237ExcqbUlMbTr7Ni2+BYI1710rH+2nnPr1LBHX5WvRYFL+Ez2TrXpR7QsStJrSbQVT9pG2hIBavswGRvz0Mf53Lz/3gENqqbWxhT5uLlvqvluSti0azX5w0ta8HdolgY1Bmn/Ph5mdG6Vn8ft0TD3a2nVlc5OAS8PK1Jl/dp1ah5tAp5/B7Z0kqjo9hgTns0zgQtswqHcqjSM3x1qrsVyTMoseimGOhyks6yT/6ALuiRinvnOZrowg6TZRdSerG3myuo6queiLJzj6ty+FszlmL6dxoiClKmgIzl5YYVuXHyUW4tqTZdK5Ml0DfiKKhBT2IWQN+clNNGeS0h0RotucBN/cR+hYhMvfWMZYyXPoVbvpGA5Qm9BQsyYev4TTstBCbvr3+bg2ucyaMcXhbQfxHO/k4teXEDWLfNVAsWBzM0+xaOJ2qyidbuLVOsODUSqWxMp8nNJIJ64OF9qAl+zTG2xPGKxeLhG9kKWQL9DxmnEUryByvBMmvER83VADSZXJni1x/GMHKZYq5M5lWfjODKJUpx70ICSZ2CtG2Hz0aTZKG4wc3smu921n6auL7H/FOJWuAZ7+2DOMOMcZ2BEluCPI9BenGb91iGuSxckzS/QFvJw0E/TdOcCFH83zQrLEYMyPIqtcuriBKqlogzEsn0Q2VyE5V6HmUvAGXNywp4NgzMsjD1+l7FAQeYNdI26ibo3aconFZArd1UVtvcihAS+WIjBKAt2l45krYV0p4OgJIK8XqFYqyKqMY9ngKkm2aQ7MahVX1kSPW6zXK4y6DFyUkcMunA4JOafjcNfRFYmaUcDt1ugomohd/aiRKKG1AnnVxO+QmE4WWUiUGYz5ydbKdOzp4fRDU2zf3Ym2y8OVf5/n0XqVRLZKr9fDCwtJ3HUYjLmZiHopmxbVRJn+fh/qYBTTmWFPX5AX5jY5ss/N6NuGuPzNOa48voKGRboGHbKEwyGxlNjg/Bee4863HsN3Xz+dhsVGTwjlWg6v14E7olKMm8gpk8HOANfkNTZTJfq9GmbdYvmJDdaeWWZ7V5SQ34M8lUdNFrhYV9h9NEbNp4LmwzEgc+K5RZKpMsdvHOVaIs9KosjAkIvDb9vOxoNrzJ5eJxry8+8vzPK6b/fS+cZBOg6E6TkYpbapU3hghfozcU5dTlJUy5h9Pjbmk0hzCe7a2cts1mJ1s8yGEGTTOToiYWqSRI/Pi9fjwFV1MLWapyPkJv9EnMirByg8myV8KEp8MUfuQpHynxcYfv0wlX9P01HR2JhKU+/ykxESdSGTE4K1ap2+8U7MlTQrtTout4dq9yvoS51Es8r/QxtpDg5R+PifEr2ptzWbtmfWlj2Dt4FAk8pvOS3b2bVABU3P2NaIsNeQRSMheQs30vSRgobhaxZ1Nu1f6zshAKVZim7bYKk16WvsR27mY7T3bNvtBqe3pfqltdghCLn9Z/MX0fLsNtMgtY4puL7rayv1D9H2FTYWsSHPVtezFZlIAhkFSxitCWc7B8O+3z8Bylo7aIZ57GrLFpD5aSBktXxg84f9XKWfvCf/e5eff8Bh/2Ij2BZ1J+z3ovF58397nElbHkTjGbd5EjtZTy0LrLf/Efsuf/66Y5blMMZLfoNVodMbl9l/pI+9dwwy/b1rxBdSKF1eOkd8MJ/D1FSUz89j3hREu6sbW5illZHdrG0HCSWg4huR0O4bwdPr4bYbvbg2DerTVSqJMqcenWdsWwc3jHTgeEsIh9tD6vE0V+eSOC3IVetomgKyytefnOYXwho5Ad1Hupg5k8A9FuHWoQDGhU30ehnxyCqu5QrShB/PHUGco26ie92c3jRxvyLC819fZNyKULucIfjqIcha5BbTnDi3xpG7RjGvFJDqJtKmiX/DIpkXjLslBm4fZnkuyZkLG+zqiqK7FbodGtlUlYJPY/zOCVYfW2KjVmd4ZQNjogv29JD5wRyxjMl8Yo3Dmo98poQetlD2dCD1uxsP0QLVo5L/UQptVxTHIcHAq0Y5+fWrdGQqKMJC6dFw1cG0/PR6BZXnNph+eJ70QIFDf7GPgYE+rl5LMahJlGsGJVWwemadWNXkrftHiA2GqC1l6U8YbIQ8oMkEPR5iTpmybJDJ6kjPL2CNRVldzBGN+tAGwujxMkq5xg8fOcWtNxxGz1UQbhc12eSp0xsMDUZJel0sT69zw64QRYdCXLdYSdfImoL9UQjITpamUgz3eDCiAfS1POZUmmwygXRwlMWrC+wfGUXsj2BV6pRRCXhVJucymGs6Iwd6mF/J0XsoysbzCdRijYLTy9T5LDfvdCMXdao9IaoPzaCIGtv2jxDbG+Xhf5uk9uMCB/tCXFvN0ZPI4tEUHD4PEdnBqbkEd23r5OpqmWcurnL7wX4k3WTNZSBJDhIza6SrNV7cFWJ+wMsNH9xP6VoRkbbQTAmnYfDaOw/gCbjQ52o4VA+ejk7Kl/K4bi5Tc5rc2N/B0/E8Iy4HF585zY579+KMqeTm4iwulTh2Vz+VmTqesKD/kQ36HT7cawaKKHL50jV2v2IvU9+coScdZva5dcoRD1W3QtVUGNzfT9YpsaMjQmm9yNCQn8Fbu4jtDGHVdzD9y8/w4jcfxOsLo0+Vce72gAWh+TInzp7l1v596MNhXDtvoyqZrBqC1GqNHX0uOrUqgS4vz+XKhLo7ueFgL9VyHSVmcWkyychUBlVTGX/9IZ769mV8X55h261DlFfzTJ1YYClb5dZqF54+DWO1TN4l098fIuN3cWm9xPb+MD0dARKrSRybG9x+9zyZGYvFc/2s1nu4svPv2Xf5Hf+pfazfdjuZr38DyW4Pv6UVvGjZvYa9k2iIE7Ym37bzE6K5Tbs8syVy1SZrG873JxI622qYWwtMbe/cTMa0Z/zNZmmNiaKto2FPE6225ph9HUJukh+ivQ+b726BB4tWwzSaya82nmome9oVNy2J9hbhYZ+XaIEBSTSrQewTsaSW8J1dht5I0rahGEiYjWTXLeJd9q0Xollx0nooW1gJOzQjCVqteO0raWGQ5n2V2pu2CRe5JWr4s1p+/qtUrs3h8wfawLCBtZtrWSAUrquRbqLU1msmaOZW0KTfGvuQ8kVqx99OX/LJ6457efD/wX3zyxh86INYuRyzRz/NmYyLmk9h1O0gXrHwRj04DIvbDkS4cjLB9pdvZ/6HlxBvH6L73uHG4JDtEjAaI8SOV0qACYrSKAlDSFz+9hxP/9kZbnQH2f13R3Ht8iGpKrX/do0HzyyQ0XWO9oToe8MIm2fTPPTMKq97z40sPzZDx+3D+Lwezj+yTE8ijt4V4PCeGKlTqwQcDpKVAn3bR1kvpJHfNIBnTwijalBeAK3DRHMoWCUDV1Um8W/LfOdfz/Pm993Ep778DG/c0cPwp47iTEio0zXqOzTMTolcxiCgwdJvnafzLft4/qEpNhJlhtwudNPk5R8+xtzjGyxPbnDnvk6urpd4Yuo8ZsVLr8vJ3a8Yw3O5iGEYGC4FR8TFlXSeyLtG8Q77GqarZmFZAkWSkesy2XN5nGMqrj4nAonVf0kilQsM/PIoM99c5AefOc9Op4Pbvn4nTkvjS+96hoPbIvj9Ti5dXEEr1bjpb4/jG/Jz4aOT5IoGnrCDfMXAa0E6nseI+VDzNYb29mJuZCkW61xJVZFcFgdGYoi6oKRpqKU6yXiKrAW7xztISBbeisGhd28noDh54e8nubCYYmIsRizmx6zoSPkasT1hfvT0Gh2azMTOKJsrBRbieeqWyfhQEH/WpOJT2Xagn6WVHOsLKaIBF1U9TncwTH6mTNzrQXS5iV+I4/M5OX77KK6KzgPPzSEqFv2WTs++fvrdCqnNDMVQFL1SZTFdZ7DXy9OnlihbOreN9bK4mCTaGcRQZCIRDw6Pk+HhGMpulfm/Pc/Ai7vRdYPyjEFBt+jo9eLWZZ67PMeLfvcmZL3O6v1xnj8XxzuU5W7HNgqzKZRBL/5fmmD535YprWQYuLUX/yt7ePJXnkWvGOysJom+9Sjudw5hqoLVR3OEFT8dfgO+PAUdHtBllhN5nALkES9+zc2Jk6tE7hwitsfFd/7gJEUhCHcH0Wt1/CXBHYd6+Y8nrvArf3wX0s0+JEXCMC1Uh4w5X0fpVbEUCaEL5NOb8MA6whfAUzOQqgJxKMx0qsLg7d0k/n/s/Xe0JFl15g3/wqX3eb33VXXLdNmu6u5qSztobONBWCEJIySMEEJiJJAGIZAYJI1AeBAChBemDdDeluny/tb13uVN7zMjzvdHRkTmBc2sxTvvMN/SO9Frdd3MDHMi4py9n/1s9+/zrK4mOXJ+hQ0dDgyG2DvYwQNnZ7ljfz+FcpXwPg++m1rY+Pw0/kyWYlIi+FfXIFYqOJJFJv7tEtlYhVaHh/b/tgffF2cpL2RZd+k8Ob5GoaIhI/OinbUus/efGON3xt+Hs5wAoHjHq3jI+Wpazl7m4PyH/2M5+U+fpfCqVzXEP0o00vl19tf8vdaBz1SuJsAwS4vXDqhlidjxEDbjYdWRMN0AWDY6SBaoALuYla10LXbCKk8uRGOtW6ChRgdm4TGpQY7bF5EaAlRN2d8AHjbd8C9VKrXGgel6rxulFnCpFwATuqil6iqYgEuhHrBZd8XLmzJ5RP25SFIt0wUTxAmox7EI+/nUYlgww1QEFtirBYTXWBipAaxZ+9fpqtp5Uun/20vl/93NrmJnzjQLKWKmUIHlK8Ga/oph5ZebL9ECJKYPTy3KiF330lk4CcBq+z1c2PlGilkdV0LiwNJXUDcWAOh99u1MHvgGuw70cvzyCvG1BD5DIqHonL+ksaPJRebpCaItIXydrZTyVYTXTHWSGhahiZgkAMUkCGWgCH3eMD1/dguh5zdRdZgzOq9TKevs2NaMuCbE4Gs6mPrsFKdOLrIt6uHIiUusXdhge6qCx++kqzPIZCFAMGvw5MUkiupjoNmJPyaIrWVobw9T/t4GqstHoVNF3SIhKk7Sy1XcbnjmG2OcfXqRu+8YYSFd4GM/ezUZZ5l8oozS46Iy4AYZqlVB0O2EL6wgtXq4+twyxaTOgFNm4AVdPPzjqxz7p7OcG1snIBlcKlS4nCujFiN0Ox3su6aNp46ss/WGNlrXSmTnszj0Aj3RAPJ3Y3gqy1ydXKPrS9djVAVCF+iOKoGbfbXAKWpWUjpdZMvN7Uw8scDTnz1LyOug3elCkWWkgMwNnUFOza9TyS/R0dXN/o/djHeHB+dKiZ7BJh59dIJ9wTDFTInu1w8yOJnlkYdmiatlmuc3iOZK+KN+ZtbThPxBWu/u4sjnznJ1Lc17fms7Dz+UocOl0TsaYPC6ZlBlHAmNf/7zR7n9uh5yp+bYCDkplgUej0p6I8/xn2/wysODzE4lOPr0DFt3dLL/1hbKVYmZU3OMvGaETFrn618+wUh3C1cXU0hLSQ6Mhjgdq1BaX8YpOgm4VJxejcOH+xmfmEeRFO55wU5+8I3jzFWSXDkDra1BQorM2OI8A4NtSLrOc6emCXnc7GgNc2oxhS/sQ4q4CU6s4oun2f2OfeSnyqSFk3mnSnmxwO7f2crUP54lPj7DWD7CdU2dxNIlvCNuqpqTwJl19uaa6Owc4uJTz+Dq7KLvVVtIfGaCq7ki4XQRd5eH/EyJ2z53mKV/HCezFiK5EUfKdPHE58+hP7rErp42Is0uqrqGltaZSqRJBxz0b2/luacmOHDDMJfXsxS/+CQTlXl2hbaze6CJDapc09XK4PY2Ll1ZI7ae5XtfeY7X3HY7GKAVZSa+vsDgq7q4fN8ae26KsvSHz3LR42Z3WxjvYoocFVadXsRCjm23dzB7PMbxCysMdIU5cHiI5ek4biQuja/T6/IwHk8T6XUz++mTHI5eT9Pb+4j9PEXI70bOlVj48+cQPUGKOZne395O5PpmlL+7RDlWIlWFiSwkkgapcgZfwMGFiXUiXo1QNWODDQDXQ9/lhfIPkYzqJpFY7esn+7efQu/pxejrQ2q0Oe1sp5oSbwzUlK3ASmEBAYsAMal7USsSKJvnqYnWeqSAaGhP30iS1OpTmG0tJbmWRmtZ61adJIs1odFCr8l2w97B6khMA5gwZackzBozVj6IbHE2plK24vYa1LtdoExCF8JW7DYmskCHYVI41GrrSEo929DukCuJWlFH83y2RWuDM9OgtJ6d9b3JitS63tZZd9m8JwkJYci1RAbDdMFINteEzUDZOqQhNkVswpa/ke0/PeCwUHH92VtBNtS6F5qTyk7LEqBbVGAjSrYQtYDKbb9Hswk2Vnpfw6PtL2P2aJxDb9rFtfGv4P1mvUywRxTokY5xZTmEniyi+pys5EpMp5McPtTF5XSZ4JJBIOKi+sNFYmPrBD60BcfuCIZi2JXnrPljuXOEZZE4Bd67wsiSXBu3UUUuKfh+XmC1x4e2UqF7W5jFfxlj+uFlBrs8rKytcbjcz4+8BZzRIEvZPL7VOAMeF8VckdMTC9xz+148bp2KpmEs58kmSixUBe3fmkaRVdxv76VgVAhEZOJXC+y8sYfrDg1gRBxoqsFKvMzyI0ssxte58fd3oRdMN5ECuRXBzIkVXG6NNlGl7FHY+9vDuK+NcvNjs+Q6AviSeVwYqL0u9rqbOHlula42F4HeAO0+mbN//yCOF3cy0rmFXK5IZCFNk+rAcGt09ITw/8MCRalM8d5W5KiD6gYoHhDumuAcfU8vSIJ+4Wbw7p7au0fGoEq1ZEC0zOvffSMXfzCJPuTG2aGRGssS6vGwfmaF/jYfl8dnads6QEfUy1MnVtneHeLcWoZYVWf/H+5BOpsh2udH3uZj/rk1lrJFQk6F+x6YRnN4yWhweiyJejFFj9/FY5k4N/7OKLHpLO6WbvbeNcj6ZJKgKpOIS+xsaeHRx67iafPh1mTWNgr03N3LiYevUNZzzJ+JEZ/NcM+tWzg7l+KFz9tOaSNJuVClyyEIbd/O0YUNwhp4Am5WFjLkCypD29soGBUO9DWzkQ8yLxv07G/nyC/GaHEaDA17cPZF+OJnx3n/K3fz+JUL9LuaKFWqGBdX2fFnO/Afbiab11F6XDz2R0/RX66QFDqOjTLdIY3de0aZmckyvhRjZGeUkqggGRKRN/Th/u9jTFxYIOcbYGCoCe+Qg5wLBjuj9L98L3m9SKos4W9R+dzDx/iz778WSZHI3zfDDTMlHG89hHplA2e5ihrUWKoK9N4AG+Mb6CcWUYXG1NOz7LtzOwuPjdHvaqNd1igXSox4nSQmY6ylKjx6+jJvetE1OIICkRNIqzqVtM7MiUl6bwxyeCZLcRUWJA1nqsBiucKF9Sy37e/i/IVV4lNVplcynDsxy4GhVi5NrlLUBfF8iff/wx3c94HH2Hmgl8uXF5kby7PzcA/p7y4Q+8gs3X96I+l0Ge2MTP93bqZyOoGeKOPY5mXuU1dYeOwsN92wm/FylbDbxYgsUciX8aoqqXiB2HqCaFM7T8+/hMP5H9vy55fBBoBoaaFy8001OWJgZpjUlK9NAlvBog2Bkpatb2eGNLhbatR9Q3yG7cLGruFSKzYFtulu7iDsSpg1CCBbQfyW6DazQ/6jcANBvWpvnb02/QdSQ2M4hNmHpYFhEcLsgGI1fsPM+GCT+0VC2GDrl4NLwXx+hlSrINzAqFg7WgyGxT3UmOraMYJanRxDNF6vbv5aoGrTOTGfoyzqqbiCupvJYmgkA8kcU40X0mvv3C6gJtnFB39T2/8HAEc9LdaiByVrEssWFSVs2s9iEoQwM8gt2ktItYWXyRKd+C4Aue5D3C9uZWPmCof3bOPQA7+LNnnxV8aw69gnie+P4nRtIazJKAa4Qi08fmyBcJOXzl3NSLMJnJ2tRLxOyp+4SOXPdqJsDyCUX7obc2LWk8gkhCSho6PmobRcpCnrYUMTlMfWiV4fRjrgJ33RhbctyFxinqmZKYZaetjZ6qBrT5jC0QpSSOHETIKl2SW6mlo5c2QCl8uBHnHS5FHYFnTiu7pBxisYX5S45R8nyesGzl0BWm9rwWhSyS0KVk8k0BIFOl7aRfOhAL39HVTTtXxxQ5FwRmTceoGqS2UmX2Dr1ghtzV6kQQ/pC3E24kUyUopeVSJtKFyYytIUkdBUFXVnmPMnlpgr57laMdg6HmK6KUVIknh2Nc1gR5h2n5eWoqCaLJDdSBP/8DzNN/WgHWyCDGxUCkRvakVodTbV9ipKtcqvskOh/6/3UzRkhrdsobJuUJnKcPZvT7L3PdfQ8+Iesic2kJROoqNBkmfXaEnJVJcT7O5v4eTEMqceXaQyn+TAn+wg+YsFlo+uslV1s9bkQJFlQgEnh39vF8XlONljKSKDPpIXSxiPJKnMx+jYFsHRo7D2wBJqRxjZpZDN53G4HQwORilHHCjrOsd/NsPihQ38AYFqCOSeJioyRAXEN1JoRpkVj0BKCMYvLyF1BOiO+plMJPEaBrt3hphZXiO/VGZwWydKcp0bbxvgmX8dxy9r6LpC/myajldEOLinj8XlAqraQSlXxFmp4tJknA4VSUiomkwxU0CuGNAcZGAkQoEyXe/bjmNOZ/Righ33tEIZqqVqzdrTwPn2rQz+yyJHfnKVuYyCNufH+5YRxNk0uZkCj33xWQbuGKDL08lv33OAqY+eQa3KuDwyPZEgpZNrSF1uVoUDJAWnoRNp9hBbSnN+bpXpxRi+oJ/RjTzjGxt07AzhkiUinWGibo3YXI7gizt58d1hWq/pQGtVyJ7MIzkEa/MbdLhA/OMklSYvlXyKkUNNUJLIlQRtTpUlFZbLBgG3gyuLGdSwj/lUjoPDzeTygrwsYzQr9I+GOXdxBbem0dPfw+mjixy+bhBGuog9tkpyI8GKQ+GOWw5Q9GvknpjD871ZOpxO2g/uZDxT5vyVFfbv7Ca/nkF1O8hLOtU2Bc+Mk1S1Qn70DTxZvZUbz7y37pJt2FKduzE+8pc2qKjbM7LJPtDgzsBO55StoltYlL5l4WNRCqYIFSZLYik2bJZZNChHO4UT0yrHALnWaM1mJjBbW5oMsyTVf7eYA9vtIEwlbrp3aoCgzmBLhm2zYbcVoHaMpdg3FxirM962oSrqbh3bn2HqGDuQ1b6t2rlrTWgVrHYZNiNkWIy5ZDIqFidS70VjlwGTsd0sm1+OGe8iLPAnmdcQWExGvYOvYb+HxgwcYTVm+Q1t/+kBh9yYrtSAFOswpIEfsz6b88ywIqQlU71LEnhc9rnPVbcRcnkYGtrJXvVbNtioRts5Jt/MDevftvdNLc1Rbu5hNVWib6CJasDF2tV1ov0hpjJxXKJM07kl0gWDgZeNkv7WIsmbS0TvbrP9dnZAlTVqe2HUgJRjskTuRJrUDo3E98cI3BrE//IedEPgcahMruc5eGgPPYEejKCTvl4H5UoGkSuyup7BLwTDXR2sLCfJez0oiTytLh85I8ClRIJ1kWPvhpfntTipFMq4CyW8sy7kcwVKahXvqIeBlzYBEpmJEtmJDJrXRXw6S2jQi6fZgaTIJP7xMnnFydziBr07wgzdNYDwSuSeSnJmNU6XKqM5VfLJKv5WH1KuRLDJQwyDSK7MiNtLpXuEaqVAIiEoZCuoqsLyep6iojJfLdLb7KVccuFo1Vg5v0LnlSIlWaK4EKesCTScaEInXdWpDvoJ9nppFElIUi0tWQKXVyF7MkMxUaD4rwt4P70DaWKD0qUsqaQLyQHFlTWSATcrV2Pc0h3gxw+N41B1vA/I9A23kfTAQGuQybExBpp6UKsl8kaa8QcmyV/JsG/fLva+ZYjlny/RsqUDr+Jh4miMeKxCx34PvskMy8tZbt3ZzsWZNNLlNC5/kPRSEjlVQGtpZWM2gx4wmJhbJ1csEpEjDN/RyugNreTvSzBfrJK9Nki47CVbXMWheSiXquSTSRAulq6ssu/NA7DXzZapFpLfiVFVFAJNboiqDBwKM/vQMr0DEWSfn7VShvbREM7O2rNTVAnvNR6uu7ObeEEFd4VysYhLClLqgDxBxJUcgW0+JIda45OKVaSizEKgRPD5nez6rRE2vj+Ff1uQ9kEHQjI4sKMDnliD8SpbHQrjURfOigBNMKsIwl4H5ZzBhSvreENOunq8RIb9tM+GSSfSzDqgWUC6UuT6N49y7bt2UJVqcT5IEsHsEFVZonnNw/p6mrDXx+rZDdo0iZa1DEtVnUC3i5yq4mjWWF2K4XGHaW9xESvpFFsVvC6V1cU03X0h/MOtrE2vMRfLE5tPkqtUGb4/yLZPXovzv11g9UySUrmIpAjGVxP0UKXt0BDO72QIDPuQdZ38Q/PIkzoBj5PHp9fxNIXpGWmidG6GsfllOj0ecCrsl3+KPz7GmcBB9OCNeAs6ywzzTNsHOLzySQAS9z2ISKSo7tkLTdE6e2sjbqChGJQlJmttOuoAwxafZr6+ZXnXbXPTyv5lFqBOE1v2HFasiCQs1VjnUYQpzxoLddXdMA2VPiXLmjewsjEkYSpuCwg1po3YgaMNAar1anjmvzJ2Xk0dE9WxRx1n2HLYqjEiSZItq0Eyu7/XA2olYWw6Ue3RmEJG4pdcW1KdUTFxoe15sZ41ZvkvqfElSI0Puc7aSEYdrtQV4m98+08POKzJW6cBzUkgNZQybyisUjtGmP4wy40iMKxQJVVFlzUUo0KlHGbXoQ6aRq7g/cT3Aai29pLLOLghXwcbk4feyXA0THTpOxz13crkkpNb9nVxdDpOU38ThbUkMUNhKp3iUMALuSJjE+sMGioOv5vyjUF7wdnRxtaQrRUgJNaPrDB3Okl3u5ulWIqOYAcVVWCUdAxJsG2wmXxBR8mV8L+wh+D1AS588BSogp5QABWZqkMnX/IRyFeYkKE0v0w5KCgaBXweN7nhJp6eWqVJdtOruinG8uSuVNCn0zStdpMsLuN6TS/eIRXvYDfFRBk1LaOGFaoJUAVweyvRR+KEPBptz4si/BKqKjObr+Jq91KKF1GDXvyKysZCEsfuKCPPb8G/I0Cx00XeobBrLcr8fXNkMkUKToX1zAarq2VevXUv585u0NURZS6eoixDqVimLFdxZGL09bdSum8VV1FDw6Asgb6zjNaeI1vWoVzF/aoeDN1AyILqZJb0L2Jk13Wibj+hV3SBUyb41j7aIxrOgAs9loFikY5wmOzldZxRL/u7WpjNbiBXJfwH2hg6kqSvNUxmeQ6XBK2tIajoOIsKGU2hWhKINo3o6zpRDZj4w7NcXYpDxaBryE9nTxD9iVVWYjmag06Wi4L0Wpa92yMII8rl8TQ+L1QlmXw5TTlZYEWT2Ns/ACGZYjJJ29YQ4bcMsfDFWToONbM+lqQrBv6Kh1RF4Cjn+MlfHefFP7mNlt0h9p9vpdTtovnGZrQWjS1vGUH3uWgaT3FqLo1DhY7r2qDTVaO8DZBUidbf2YJ6NEPkoB8lINX6q1iBhrKVolifxJpfpaM9yEg+g+uJdVo0B5UH11B8LvRSle4k5PwqapebUlpn7uQMpRYPuVwVhyGhVqElEmYhVSS1miIrgvSosDaZpFqSef4rrmNwXwg8Mr7rIlQMvcYuV8GoGsw/tEzzYCsuH7iWDDyrSaLpEspiDvwK3R2dzBYM1nI5WtISkxN5/N0KjoEA0+sZKuN5+v1uRKtET5MftazjjKrMzCzTpPqRVYXpZ1c58PJeut+9Bdd3l9h4ahkJBfcWP+p8lSe/f45rhzuoDskkvzhB7LkYO3d1sp4qUtAktGKVlG7wvFeN8sjXzxA+4OYu/ce4f1BrwnaAh7jc+luc9t0BXhe9/ddTXvXgEHk8X/w8ic9+HkVT6kLRYn1tpQ2N+s6i7wX1nhw1UVlnizFdJFa5gJptZtnQ9bTWOlRoqKNhMSsNCroe2WGBIcswtMZiWvP2GLH3q7EVYNmFjfLcgjSN7ICExUbU2WJLFzTWJ5Oss9vMjGEyHXVQJW0CLY0PsbFAWp2RtoFBw53ZIGTTO7BOUwdV1t6/fG6bWtmEiKxxSfUHXj/B/5HtPz3gqCE8Y/P8sxabiRE3VyJtYBOEFVhq/WbA6iqKUQGg/yN34Y9fJvQXvw9A2eWB2DpBvZbznuk8xGNDH6LLv87e+94GwC2OZ3Ds/SKnH5kgm6swfXyWfLrE4GAT5TY/j08n2f2UTsChECqWWfj+HJFMO9pdzbVGVSbqkAQIQyBKAsmtAgLlljDtu/wUf77CyeUYnu9N4t0ewRd14EjmEZUqTx9dYmurl+bDIRb/+iyFZAXDr1IwBM13tyA9s4LTUCjIsK3NR6Wk4fWozCzDNUEPSrxM3i2YXSqQ9zjpbfWjJXPIZZ3FR1cIRZwUvrNE4E29VI0qrohGeyiEJMnoDoHskDiWq3LtG3qIunvwbgnX3oMQrM/H2WqoOFWN8ZzBQABGPrALZ6sTT5sbQ4ByQ5SgBFFDwhVRWf7eHKmAk73b+iFZ4fyZNVy6wdh4jKVUEb/hwm14UZG4moWu57Vx9tlFfIqOqMIel4q6XEafL6FUDQxNQv3eKmkk3LkCc5dXUIcjRO5twXNXAGlfBISEHFTpeHUPRgGmvp6kiI+Ix81IV5im3x9h6QczbFlvokUPoKuC4Vf3sPr1OXKEUaplNAHyUpmpyQTh1gAuoUFVIKqC+Gevcn5mg2uHAqy7vczct0DfWwfpK2Z5bCXH4aif5mCUyzMLuG6L4lbdFE7GODK3xp237CQV99LSppLI6JQupShO5jjxs0tErx+i6SMnaXvHdpRzecafW2ejXECuSMxsFGndGmEk5MEoQ7Yk0/3ebQi/jHBJyA6Z6W9Msf2VfRQni+yZTDP3k0muzsXYc30Eo2wgq0pNQDvAd40LxY9JdYPslPH2OkyXpkR1IUv+vjmcZSey14ljvYojVuTi3DIOYLjFw+pSBqMrQLHZhVzSmFnKcPbsHCNDbbgVhUw8TaTVRcDn5rmTS1xZ3OBFbz9MR7+M8YsltEyaStyg4/oI3kNRUA0qGYHiBr1ioKKQvJpn6sFFmt8WITiZIxST0AolhC4oHmoju5jj2Ll5vEVB3IBxp0rQ7SI1myS1JciuwSCBTIBnJzZor1SZW8lx45YAzXtbYDqNuyNAy1AUnArlX8Rw3x3GezBE+uF5nEWD6TMbVLI6Pe8Y4vz3Frm5s4vChXUcEQ+rUwtspCDg9tAfdXPx/DLegMZAv4fb5/4W99HHN8m6bavfQC+V8b38vQSjEziO1OSQMnYFRVOxFbgZULnJBdKg3Gsy01LOFhCQTcXaEDNh22mmKpVMtdpgwEmWhSTkugvGBiVWGqilkGuK1RpffVQNgMU6zqzzIVnjEw2wQfySIraGyH/8tWRhgIbgzUZWoTEFFxrASeMni5GwQVDDPkJqeMZ1HbOJtmgAcVjPwfzTdkf90pWte7UPkS1KpsGQtq3Uhqs0BMP+prf/9IDDfp+bcKxEDWjoWP4+Kziz9r7MRSVJZg18E2EKCaVYts/d/e677L8NzQEVCYeeA+BJ7wsJ7v5DQnqB0eS37P38lSSBVi/Hn76Kr7OJmfk0Ea+DtcUUva8eQCqXkAyZZm8IyoKwUUF/YB7nc+twTwvsi9oLr1qqIoSMQ9S6e7pG/LiEjN7r4yWva2f2s9NUsgbTi2naXjGIbAjuqQwjKwaST8IhuekKpFl2CBYWsowMDJE4Bu1uiaa9faxdXmUyBQuFAorHQapcYS1eYCgcwvPido5/9RytrS7C3VGqsTIeh8RqSKZtLI/2xXlW1hM0fXC7ye4ZKN6apXDtCzoIhB1UkhJTD6bRtBzhgmBnSUVtiXI8WeCuv96DpFRxdvgo53Qm7luh60AYLayhemqhXk03RQiM+jCQURMKK9+dZe/2dlbCDsYfn2S4w0+lUMXrd5OK51jTNR47v8bcwgbtER8d10QxbmrDGEtTzQqM+QJKRcdxJoGvpKNXqziTZQLOIoH4OsVsAbE1ghE0CeBkleKTadr3tzEby9G/LUTbPR1c/PR51lJZVEOle6efakXn5187g3S+ii9VxC0Mgh/qZvnb8/j0Eguzy+yq9ONQZKjKKFkN2eOi69A2HMtxjjzyHMp0iOEP7qT/b8b42cMzvPIF+1DuGSa4pRm11cHo2ThGUiOeyHHw+gG++63j9LWHwCvj0hWW8wbqsTnWnQ7Cn5sg+gcjRPRR1s6uokgKr+1vQlrP4hsJETuTxLsniOFWkAwJtQKn/3GC2ONzPPGNswx5AriqErLXgb89DEjIqlnzQJJAM3A3OYBaqJqKgqxLrH5xjM6UQrFSAbcbsagTLKWJlQQL6zm2dQRp3hXlqiZYyhRpawly/PQSTWEv4UyRVpfCnX9yE7gEF742zaGbR5CkKnLeoL85w7bDg3Tf3MzPP/Us+24Y5sxcCrVSRPKCYgj0ooQsCYysIHO1RHSfn7Akc8f2dpznUyiLRcZjWbYdasWDm/hSjvGpFKmiRCjsZdDn4sJqCn+6wIYsePqBM4Q9Xpo8Ufqaghyf2uDG/R34/6AXDInmoU4yY1nWFotkppM8fv8F9t/nomNLC0N/d4Ceos6Zr55l+IXbCT6yxkB3E+pklkBHkMA2P/PjCU5cmsDTHEKvAMtJrrlhL+EffRTvhWdr8kpSubDjS2zp/iGOB37CjuR34ZPf3SQDC29/B3X/QIMyNul6GxxgZeXV7XHbkhaYBaY2F/Sql+AWCCGjY9QqJdcPNxW1FYchmXUqjLqnxWwcaDEjomFMBlamBzagEXZJ8wYns3nNeoV1yRb1kpBqZQZEXQNsck/oonZvFvtNreuqgWjIMqG25oVRT4UVwGb+pyHGTtT6q1jPwKraagMCK2vGcsvUEZAkSbWMOitbhXrZBkGdRZEw97Erw5pjkCz4Zo7bBP2109ddXv8ntt9siOr/gU2SrcW1+XuBjlWwRRIyhjAwDMNkQySbRcBE2IJacGa1p5v87/zepnOVXvhiCuEOHHqOqupldf+7CNz+Lp6ZWGWL9Diupx+1912KHmJtOc3V0nM0eWSaEIzF1plJ5oiPlfG4fUyGBQ8up3HsDuMQAqduUJ4poH5jGeP9ZzDiZSTJQNYUFIflUTGjsyVQ25xEhwLs+vgufLuddO714nSqKK0OvF0uXG0uZCTOb2RYaWpBHerm4Ggb7mKFk6tZ+ntbKMylGL5nmOd1+rhhXz87vB62B1wUC1kuLeQop7J09Xg4Nx5nZa2EdrAX0R+lbQOUlTQlXaJL96J/9modjJtMRiDqQFIltIjEwIsCdN3YxoVz6zw4tcpUWTD6lm04Opy4Ov3oFR3ZgOG7W3FNlKn+t2nUGcMMYJNQIw5cTQ5iJ1d47swCVy+ss3XAT7NXZmMlxa69PXgjPlYSeSqFEs1VnXK6SDMS1bkCM8+uceJ8nPF4kXxfiExI8GQ2jXNXCDXkwq+4WJvIsjidIxGv4vvnWUpvPYYDFbXNQeAlTQSvDXP3nSO03hZG2edix3/fx00fP8BAr5PgW/vIlwxu/cP93P7n13DjD29h23duJffYOt4tAbZGg7QbGtVuGSNXQXXB8sk1bt3TycS5ZSZOLdGsRegZiiD3etjyuh3s3j3As0+Nc3lyHvchP+qQi9GPX8O5eIrzF47xwHdPE2wt0/bCAfxhH9VeD5HRFqIeL0+fnGX28jpKk4Z8vZcFuczCU1Mo5Am9rYv11XW81wbRnApaWUE2DAyHwfbf6+Pmb93IXdcOs/WmQXZ/dD87XzhIr1DN2MNa4ShJr/ni1dUK/MMEjo+Oo/z9OK7PzNG7LCFmUwSyBr7lHNEuP+teGeeeJva+dSdLUSdPnJjh4s+mmD8VQ3Fr9PT52RINsOhxsNzi55lPPUvblhADt7YxfnwGJVdB2h5k1+tGcUytEx318KrP34LeK+EeH+dFb+umeUeEB978EOVMhc+/6N9QnArRXV6cT2wQeGiNqxfHqVycRxl1s+R3spwVPHpkifOXV0lkS7QOR/GG3CyupQhUDHp7mkktJQm7wwxrQbJLcS4txTF8Kn6fEynqRG52IB32U56fQ3t6gshEjMOawcB7DlJMwaV/vYjIaRz8nYM0nUhw5swGV8Y3WHldN5/8xSW++e0rTFxNcfD5o7QGYHpuiXtePE3bv73EBhuZv/07xl7wr+i6n1NHbkJ4fZvkUqVzgPRnPkfx9a+viT+5MdNDYGUxyFZKqK1Ua7FhdeUsmR4AS0Ga/zXUqzCEBLJAtuqem4GeNQLFuqipkO3g/JoitAtSmWva6oBak80WqKmdyxBGnZ5AIAwTJNkdaC1GxWQ9bGAh2/Knfn0zp8XWglbZdmGPpXYZy3lRK8JVT1+t3WdNwf/SuMxYEcmQEJKBVZfElIIYos7MgF5jq61gVAwaC5JJiJoea6jBYT9j691ZrI55GWGTHVbpapPBsdkfQPzHmT//O7f//IW/xmfwBeoL0Z5EllvCZDg2TTB0ZIvhEFbKlInrrXeVTVNIV/E1BeBsiuiLRwBYuuGDeJ7/Fu77zlm2VOIcuPIO+9qGy8fJF3yZybMJXjLyIKnzZSaveTvLeYVTM2ts6Y3Q7nGQT5bZ2uzhh8fnuPlgH9dsbSc3tU5SAS1bJerREP91B3lRQgs6MaoCXddRNQlJVmpZWtQpSItmkySZ1WdzOLIykes1MjNFTn/kBFsCCuF3H8BQJZ793EWu7wjzk+dmePkfHSSRiTH2D1eR20K0qiqJapGnFlMMFIqstYYYbgvS6dEQJy8TbovQcv0g0nKKqiTwDHciTaepbHNRfkELwiWBatKlUr0OimTmnMuShF6FXLKEbKi4w7Ub+fF3xvAGNW65o49yrELm4SLzp6bZ+2c7EVVI3n+VJ78zSXO4CV0t0hUOoSkqD12co72/hXIiSyDk5spSku0dYS5OrtLb3ESrX6Ep6MKo6DS1+5FLVaSnzyMy6+iBILk2Cc+rn0dlsTYDXIZOZDmHIhs8dPky+w/vwxvLUUlV8ToVKukMqa0R/L/XX8susnzjmgSaRTHXmDWpJFNcqlC8tIE4lyX4ig4IO5HCMmufvMrM4iS3vPsuZn48z+ITswz8yXaC1zfx0DuPs3NrJ15XieA7BsmtlJE1CVeThshU2fjD46SyBeQdPUQGPYRe20E1X+XUX50jKLtwLOfo/+pBqoUq5Y0yrk6nKTihQf7VLLiswDAMpIBcWw+m9WaslSg8uEb4tb0YQkeSFJa/MY/7VIymfh9qRSMdKzK1GEcoEnu7A4yvFplcy3D7b48iGyplwyC2nMOtQlmXGTu/hsOhc2lijVt29FKS4NzUCg6vxr7tPRw/vczzbxnk019+irvu3Yvfq/DDfzuO2uJnS9BD364W+t85jOypFX6qlnT0io6qKsiKjKMksfhskZbdkP70Vbq3t1Oez2LMpFAdKrm9zSjpMtMbGVq9Lp49tURLi4e55TSVXInocBvJch4WclQ9Lq4bbSF6axPO1SoX/+UMqaqM6Aoy/dw0L/qzG/C8ur1muRtmLZhShSfufYTe5jD+oSitN0ZZX9qg6VKZiOagQJlkVeO5S6sEmtyUcmWqyRJL2QJ7+5sJVx9j62OftGVJ9m/+lsJb3oL6xQV+9oWzBIpFJoorvEZ5Bm2bD+kj76J6zW5TCtToeUm2gi+lmtVLYzaJWfNHSKYiw1ZOlttCQjJp+1/VUpLJmIiGGAers6wwq5M2AhQ7OBTTKBQKGEaNqbA2UatnUcvAkG2lbcdB1He0pZ3NNzQkC1jWfl3Bm8dYWS2ili4qCVNuNqS0Wpk8Fkapq0vreZldYBtAjM13yLXCkrIsQMgYRo1Rr51QNvGB6Yaxi6dJNhMk27GH2N+bcKXulbFcSmb10jr/UT/KAjlWHQ8rjhEE2UyGgd9g4a//9IBjYmKKgD9gLxhBTehLNjVWq05nBYoKyWqobL4oyQp+svR2fZECSKkq3ltvx7N8AYDTfa/HePcf84uPP8UfR/4J5eoVe0zHdv4plW130T39U3qf+zv7+x9c/2Xad2+nEi/w7KlFhlp8BJ1OZhOTKB3bGEBg5Er48mUiHidtLx2h8OBVMn6V0F9egxHRTEFiRmsLq6qdtTBFnZYTEurVMvEvTuP9kyGmn4wR7g7Qst3H2vkMxZNrKIsFPJKB450DnHv7McrNAVbXF5lbzuFsifLyW7by04fGUCWJLa0R4oU8mtNBQNeZzVW4qzmA31Eh7XDRoiioTS4yyxnkV3Sg3BDFUGpV8CSrtbTtUzStByHXImskmWoR8okKqttAc6lUi6AXBIpcK4ktt6rEfjBL+qE4AZdGXILphQRaUbBln5euD+3l6tenWfnFPE6Pk0srOUY7Ayxu5BjoCDK+nmXvni7Uos6T56cYHG4nBJy/usG1W1tYzpYpZnVkt0q2UOau61q5ul5g/Ylz3LZ3B3qhgsupQMiNs6wTNwRPnXqaO4f2oMkKelFHPtxE7mAEOeioWUJCYBR0qhEVNVhzPaz9eInwTS1oIY2/fdmPeesL95LKVpl6Zp7rXrGVyOFmis2AUyF1NEHmuUX6fmsr1VAtfkeWa30q9JyBKylIrhc58aVz3PiP13P6k8fouKGLtuvbkWQVCQPDsMVQbR6b4tooCmSX6SfPVTHiRQQSui7hcapUDZj/b5fZrrnQhQyqIJYs4RQCvTnAAxcW2NYaoqOis1qsEtoZpWVPM/JykbWFFPFEnvHxdXY+fwTHbI6UV6WSr1AZX+dcLMs1gxEmJIMD+7pIL2SZXk/THPDhVzSiksGlbJaBoIey5uLS0Slabmxm2wvb8YUD5B/K4v+tZvJrRWIzObIrRULZCrLqoe2QB01TkL69QiWfY+XyCq2RZnS/i6lsBc9ICP1qjHi6QMuBDn76yBS5/Dya5OZtb7+DL3zq27iFTkfvIIfC7WSbNZz3dtC1WCb34Dzr4xtk17Nc0OZ548feRuGgG8kvQxWyP9tg8t8nKMpV3L0t9O/1E8wVUR+Oo7b7MVqDZB4+zaOOEE7VYGMpicfvIhL04DcMIoqKfulp9sz9V/t9rY9NI4J+ZCTko1k+/tFv86F/eROi3YFhNKY6WjLPlFemG8DqFWUXlUIxLV5TTVuAo1E/m8WtrLLgjdWPJQxT7jQqX0vl110OFoipp5KaRodkKW/JjpWQRK1QliSZTa+oK2VhugqQFCSqNXAHm1kVqZZSKlt/W0OxSh008BYSyq/E+kkm+LKAkV2gvZElsPgGk/IwrHuXTfBgsiO1SqjClNPCZnFqwEw3H65VhKx2LlmW7ISHGkDRqVfpMOzz1FOVG+qlmPGHVnycVQOkXtG0NuRsOs3g0P8FHP/LW2Npc78/0DDlJXsxWSFINUrQenkNy0OS6i4WcxILG/FK6KsV1JlpWl5yHQAlTzvJf/waP/mnVW7wrzL61Afs8Vxy7eGZ6NsRHT4ORTbY9fM/2DTe83s/RHroTh47PsPB63txrOU5PTmBq7OHw51BkgVBIV+iZ0sYf7qKw5BRwx4U1UDc20HVBUa7E5y1SaVXBYrWiIpr81auSsx97CxSFVpePcLUE3N4/D683SEufvU4O/50F6GtEXLHC/i3e0j+6xITPx9nIafjC7soOxS8RoX9N2/h6C8uMraRp2O4CUdVYjjiRfMqnDq7ysue14YxW4Z4kXyxjNoeIuhWES9sJaPqOPZH6vIIy3KpiyfJNitq48+tlNG8KpVVHU+XRrViQAmcTQqrjybg2AZXzy6RR2L6yiJ3P3+ApnftwjiX5ux3ZpCWlmkd6uDcWpENb45bt/QRHGhmdiNBpzfA+UemGTrQildy8MjDVxje1kolXqSSLxMIefFvDZO8ukFwuJXj918gEPLR3O5B3ygyvDWC0eolemEGZ9FFQZIpVHS6en3kc1WqispaMk1A89LskJCKVaq6QfIaP+JwCBD4VBfJVAm3EGRjGe7/xGle9uZDBA5F0Le6MIQOspkGbWV8NApyM3V742qappMZqje3svDIAr1v6K9bp6JGLeupKmpIpZoroy/kUAoGhqzgdEhkpyq4OlQcLo3CuTjrP5nEIatUJSc9rS5WvE4ShRxbNDdypYQWcbOxmMBjKGhRD0rJoBTxMq0L1jdy+HwOBrrDXFyO4S+DupxD92g8dHkJV9Wgs7+JbTd1k0oVOfOLCQolnZe+5yDzP5rD6VVwR92URZ71qk4oWyV0bw8hzcPRH1xi8ewyAZ+P3MoEB/pGGLyuj8ptPVw5toQWktn2/DaU1RJKRqB/dZp8WmcxmWW0yUVWkig1+YlXJeYXU5yYXqMt4GFfd5Cnxlfp39bJlpEIFy7H2HfvEKc/fwIPDrRgAmc2wMJqlpF7++l73RBqQMZzscjav43h6w6SzBUJvGIQ0SRDSUJ8f47MWJq2D+xkY6aAK56k+K/TlN0upLBKxuGkBYPHMimcyyVaOwLMlvM0t7hZvrBGsKhh7I6y9Sc/Ynvy88iiQumFLyHxhS8idFAdKqosUzVMWn9TnQgrUNRUm40BlVhrrybPamLRXH0N2Rp2+3ippoAbJClQcw/IsuVmEchWIL7FBmPUXC22+6MRhMAmoWttosF6t4ZZoxjM+Q71ct+AUXep1FlszKtJ2AQCIKQ6GKjTIAIaG9M1Mi2Nz6Lh7oUFiGTdfOQK9hUb0k1q1VPrRbfq9yjX92uoH2LfgSTZ9TXqqQti8zMUCvXileZ7a3hmEhZrZR1d+1syc4czmTSDg33/t7T5/3tbY1Rx3b1gfqr/JfilZWBNAAtsNFiEZopqJV7BLdW7MF559bcIeXroVjbokx/eNIpLe/4Yb7HI4edX6fzK3/7KKPtn/p1zw3fi8mpsrMfZGWkilOoh63WwlKkyv54mkSmzWjHoCHvoXt+gUmyhLeLE8fU5XBEnG90armvDSH0uFFVGMkxfoiQQeo22E6qg88+vqRX5wWBkxzBGSSJ2Jk73da0YVYVq2cC1y8HatydJXc6geB2EZAOXW2N9NcXwbYOceHCMxUSePT1RHAEPc/MpriaKbLu5l1KlwsWnV/BtaWHQ40PM5yjFs5RcGuI7y1DI4XSoVLf7a70pzOdtV9szx9woFL1tDgAcPoVStoIsScw/PE/naBOriykuPXUJNVuh+4VbeO2Le9Du6SBzNkf22RjRzhAbQY2VTBUpnuSd33oJ+WIF1SkTzAXRzhfJX99EwVWhtexiYKgdJRYn4XCjO2FjeQNvPItRNKgKle6iQVZUWYwtsqOlG3cRfKky6eIGV0rNZD0OmncEaWr2kl3LkS/JiKwTWdKpdgTQylUo6wTjgrnPj+P3OnB7Q6xNbuCXFJR4mv0dLQS9wEoOfTaFUSmTlaroPieqQ4ZEEacOkiojVXSqkgOv30mnDPQEcC+V2DoYpfp4HB0DVVbQKzqKplFeLeFqcVBYzlG6ksWTLlPOGvi9MlEDChWB5FVRJIUNBVo6PXR3NKFWdeKTaxT8goXOIF37m8nEM8Q2SvicESoejdYbQ1z9xTI5XUFNFxFRNyLoYMdoH889OYHHoRDP5dhzsJfx8XWSsQxHvn2Brt2tHNrWwblLS0w8t4SsCkJDTvSAE084yP5rAiROrzJ/PEbLb49w8E29nPt6gWopRHS0BYenjPzmPlxnyux4WRvFc2m0Z9No51PIyTKoLjJqlmCbj6Wgxmo6i5oukSlW8bkVAn4nkldmKpUnJEtEPArlUhl3sYjSonP9jd08+NAsdxzezpWjy/T0hSkn8ojZHMqOAGPn5hB9IXLtKtGWZvRjKfJRmYJTJ/TKbpQnV5i+uEZ7SYYn48R9CpfX00SFH1mukHDKHH3sFPce2E8xVWT9/Bh3DjzDHXNnmWc7hS3/lUut11Nt8rJn/BM47/sxysx/wejpBUQdbCBMQ7wenifZ/7cMKtEo/GqWsamcG5uTYVniWAyJaCAvrFTTuuVufo2t6SyyRKJB0TaGejZWCZXMX+tMtJ3VYhGgDXK7JoatYEprR+rnkKBeddSqOFpnXhqqedjgzHYxSZvuDMkqKd6Q+luL6TNsMGaBIAuZ2Jk9Vj0RoVDvlGs/lNq+dlaMVE8XtofV4EKy/TrWXTcCq9p9ChtUWkCxfozdTdfCnrbB/Zvb/j8BOCST7rLov01xxXZ+NXX0bG42JmwoFWutJEmAe6sLYz5s758fm0EXOqO7F/F8+ef299mhG+j/ve1s+cGn8P3lv/yHo7zc+RIuTsTY+bJ+ehjD/eAYgY49dPhddA9HmHswSypX5NANW7l6ZJmJS8tsH+ykVNLRy1UGZODKBo5lHalNonJbB0ZzQ0ov1H21pgCw+hzIDkHLwTDi2gjFZJUnvj3Gza8aQYo68D2vg+yDSxjrG6Q3kuz+rRFWLybR/A4CuovenmbmYinWY1l2j7YxdWSB2eUM/TvaSSykmCiWCRV1tjd5EVUdxRA0d0QxHoyj5mRK/U6qbQ3TUGpMV7ZYJyudrCYCnD6Naq5KPl1m4pvTCBmqGcHQq0fZ/eYRxFSZakVHu7BOqWBQpUB32M2Js3OEe4OUpCqVtKBaLlE9m0KMZ+m+swV5i4f8vyzglBUiig9DkriyuoEsQVdHM2MXllmKZxnAYHo2hhYwmO8BxSeznCnA4DYmzm7giRdQ4wrnVop0h3xohmBC17mcrTIiBWl1KpQGfDz9w0u0+wMYqkYin6EiC7r6Qvh2RnHHcxSPJygVqoRUBaNcwhA6VbeErDqQs2W0Msiagp4poAgZyetAizg5Ppdj91ATaqWCVtJJpApEA060fBkpGmYjncXf7cHvdaM5naiDXs5fXuWaOzpxeTU8lyoU0jlmVrIsVCQq8SKGI4PucJCTVPSYwUI+yYqzwsqJRSIbMgN3+Tnz5DJ33NrB+KV1CopGa4ubLqeD9EyahUtZdE2moz+KZz2J0FTy+QKh0SC91zSx/O05jGYXW/xeihsFRl4/jHtvkOy5LKVCBa1FpTQaYd9NHUhumWIwTP/rDyKqJXwRJ2ceuEzfSgnXdIq1C3lWH5/GP9xTYwB2hVkdW2a9pIJhkMqVia3mKRRzTG4UiHg0HMUK27rDiJxOuSVAeSPPlbPLDB7uxN/hwnVPF6WfjiM1uVGiXnyiyvypdbQdAUa3Bzn/2TGanB6239CD6FApN2mkj62jBDXkrSF8+RLZp+JousRGOc98IYdPUZlcitMf9XJkfJWe1gEeOjPDrd1R7nBN03bkxwD0M8PZz+9lQxlkeNcdMP4JAJwXz2MsB6n0+aHTYQm0X2ELGq1mu4i3FW8BICz3pmFa6Y3m/KZk2fo1MF0Don45q64FsAmYNPIC9o6A5ZKxs0csdgYzvqvRAjSZlXp9D6jHN9AAbkzj0RQYNrNjWY31T78UMLmJC950U7VrWmXRLTlqHmEDGGtQDedrYHhsBGaOu/4E6wMyTF1jN58z3eCWE8Yqq1p/Ew3sT8NTthu8CavRnWzWEWlkV6wRb3oI/9u3//yAQ1g+xvrkrCFMxQYYjb/V0bY1SX7ZGrCUYK2lsNHTixGJIMfjHDz3h5RLO3CdfHbTEHwTz7Dvzbvsz4bPR/5334Hvv9WYju/e/m2aW7uJXp3nuqf+msAT9wPQfLmDR3f8NWOJRTrCrSxkijTdEOHYE7PIA114dQmnppCKujkbyxLQFPzTWeSpKqtXs7T6HUiHm9D3+2oB5takl+o53lZBJsv75w7JbDnYiupQiNzTiZ43YGUDR0qh+dU7Ka7qJBMlFlfSRJ0K2Wye5HKG4dYAWreP8YkVXD4nWhWq1TLubh+JhTzVFh+RiI+0RyV+ZR2fJFj55jKt3a1U9nrgtpbaK5Ew6V2bD6y/D9uaEKhelS2/NUBuJodSkWm7t5PwSIhK0kDWFRRJUDmVoFUrs6T5WZ7K0NTq4ZoP7sJIGiglAdkya98f52o2y7a9bnq2e5FLEqJSJbMQp+maTpoHm1GqBp0uhf4P78EIyBTiOh3zJcZ+PkVIdaBIKpJH4/SpBcoVSKby9IRdnLy6wILfhzfsZn4pjbPNjaMKq2sFTpxbQC3JyCHBWiaPocqUyjrPPjtOe3eILr+HxYUkI9siLCUqXJjaYLAnxK5DfWTPp5mcm6OzSafnjdczfS6Jf7FIwePEFZSopqqsumSKLifVSo6yQ2E2U6DNq3JufJFIc4Dl1QyIHFFKrI2XWC3IGI8vowaclGNlDt7SSbFLRn0gQ8vBFsaOb7BnTx9zK3mKhTQDe7uYeS5GZ1srckBQLQh27e9j9WuXSJYFtx7uAJ8TTZK475Gz5KpV1mM5lD19HDrUx/xKhnZ0epu8uGYKDEa9hH5nC7IB7qiC3OqhWKrgHXHjd3sRDolIiwPJLZNfFChumUifiuLQmPvnKwytyYx/cYLWWJYKLtrKCsl8EXd/iHSshNPhJOxT0TSD5EoGR1sLVy8tMDzSglMIxGKKi3NxKsVVQr5OIkIwOtLM4lKW7rSO0u7guo4o+ZUKvREX6xtZegfaUVYlxLEM4bCLJk3m5JUl9PF1rtndQUdHAAY8aD9fYeWhFQbbQxgtKlefXSOVydPf2UxFVdjxllHO/JdVbnnrKD/++BOIbIlIJbVJhlwz+1dsD0SI/7y9/uXnv4Hx2VshpGIFN9Zk1OYSALVVLxoUkRUoasV3WOsM7LLgtjsG07KXzHTNOgqo4YO6fDSE2QfFkrHUzyvJFmSxenpY2EiYtqDFCNTjHRqQhXk9yb6WzTxDPabOtOQtd4PN7FgZI2b6rbDoA1vk141Jq4iXxcrUmRBLCVjBotTrdzS+qMb4EMmCJSAk06XSUIq9BmOg9pNlaEm1ZnAWkDGLOtbImhqSssGGWffDcs3Uv8c+3h6baWA2DBTbivsNbv/p02LFpulfQ40GRm1iCdNfRz0y2EargtrLbUDLtbK3NX5EkmtZLJIEmc9+AaEoyNm0DTb05maKr3jlr4yndNfdxI6fQSzXioflQtvIJgwCHpmoYthgA8BRiqP3tlMJRFjOJlCqgpXvLDDgdlDYKHJmYplHx5bILG0wNxUjVtYR3W5Eq5+OtTLHnriEft8KGx+bYPnpmG2lWBHqwjDqDIJJ6SFB55YQIDB0QTmj47+7m+4/34u+UWDj9DorS1lCAZmmJg+5UoWdL+xi393dKBWZl+3q5PWv3kNZkUk1eXCFgvicLspVCckPicsrzFyZ4dhyEiNV4snVK0jjBo7T6drCM6hTgg2eS+zFXf+seVSC2wL4dgbQugJIZQlnSObUqTWUSYPlTJlERaG4nGPLq3u5/h+vBb8TOazg6KmlFPsUF4PNUaJlmfL31liYThEO6YwXylwaW0VZLrL7lnba3jtE9LoovpIX7WKGwF43hWKGbdd2UCkaXLy8iuZ0EVZVaJXZyJXZ1tPMc1eXmJjdQNPLdCkunji9yLGziyh5lTsOD1MVGlczJSYNgVAUnnd4hLMzCQwV8DupqDLpYomB7gj5ks78WBLvkB+5LUi6rZvnnl7m4YfG+cH5eR5+bob7z67T6/NwfiXNcqaEq8lNWpU4tpGm2BbkxheM0LetiS2dEZZOL3EmnUP1e7lyYY4Wf5CxZ5eZSWf46vd/TvdohOYmP7npKgdetIOWoSAt25qJZ/K0t4eIaBqXj85z5plTPHf/FWRFMJvQcXR4eOTYJBfOLnD0yQkOXtvHoUgTNwy0MrecYvrKEs+dn2Vd0igXNPoP9zF0bQ+By0Wk+TKizUG5bCAZMlJQQnYqnP/iBG5NBVXC1S4TCDtRn1wj/uELuFdk+jQXowWDTF5hOpOj6f17mK4uMb+ygN8QVANhZhM5kihcWM7gzhS5daAVNVfEpSpc+0f72aPK3PuZFzLgUDGSRVQh0BNlpt/1JOc/fJa+j+2k9MQ0E6dmGNrajsfvonp0hfXVHNvfvo8Hl9aZmkrQXqgQbJbxBMH55DquC1laQh4en89w38klNgxobgpyfj5OoDWIryvA7798gX1feyVv9p9nTkgcLXf/iuxQ03FaCvVeTYETj6CeegjJV5NDdjgAFkWPDUSEkE0FaHWibtjXbLpmKSRLFlpJHHYH0gYlbctFITU2Wq1l9RmiFgrRkJoqDGG6TA3L7LHrWNRkT53R2FwnQq53QaUuo2zFKmO6HSwmenP8hOX4sUGJqN2HdQrJbt8uzFOamsKqNG0islrfLXkznSPV7qsWuyKZjLEls4waiJGq5t0q9WvYYE42A21NVWTpGQnsWBIhQDKzUgzzWOu5W4hHMuNXLDeXWS7dNiox7G629ouSfhmA/Ga2//QMh2TlYoOptGR7UhlyLcDJnunmCzdshEs9UEqYLYAxX7pkppZJgvJtt5F45AmcP38ADINcqA/pDfciymX0lja082cpX3+Ywtt+F8NXS9GV7q8Bi5KvFY+s8Pg3n+K37ljYNPaZ0Bs59osrvO4uL23ZH3A13sTKyutJ+TT62j2sJfIsZoqUEiVKVZ3+vV08uZ5l53An1ViRa27YiTYbo681jHG8TPa7Z5DftwXR7TTfvNkW2qDWO0mWbBAlJAlZFbibNfSkAm6B9qI+yK/gEhpHri4xGzvLgVvuJPyqHgzDIPytOR57/BK7Fvu5nEhxR1cH61NJmtwqV6diJOUyz0wdIxANcKunHWdZMCQ1MzeXZmdep/LTNRbieZo+tQOhKTZdaVGQFhNjmKjfpkslg2CriiRLLH3iCtW5PJdCDgY+sZdjf3eFzt1eggejzM0W6Rhxo2oS1dUi0+8/xjkUel7WydY728n8OMlgSOH7RxZ59Qdu5PKPx+jbF0K7rhVdMnBrMg9/7wzXf3AnikPjJV+9HfHYBupSmh3rGS4IiRsOD5N3GBw/t45XSOzZ0kcunmCwq4ktLx/l4t//CEM0U1iO8aMjFXpbfdy4vYNnzyzhb/Xxr09coU9z0D4Y4dj0NI7lEvFEmenlJIcODHB6Mc6Tp2d50Qf38tSXxjAcTjSnk57OCOVEkTNTa2z4FV5w+yhXTy/x+NgKiUyR218+yrMPTRMZjhBfybG9O0qwNUB/ZxP6+hKHhtsoJivIHhea0Bht6WfqgTG0UAh9Nc8zX3+OYhaiPonRgQ5+9qVTVGSdTo8L7YY98OQSzTcGODeu8pK/3ENpuYAPlXJYolgAzS2QCxI/eftDXBhfob3NhT5XxNunoG53Ut3tAkXCJQwkWUZRBYsn1ln5eYzhF/cx+rp+HE6Z3KeuMndqFbUV/F19lAol+v0uijNJxioZtOFe9ne5SS8ZKLkoKi6eWo8jC4NwwMXZqQSegJeEIhPVBNNnZ6kWDPZ+ZBtD374R2aXQ8YFRVv7iLJmZOPFknm23DDFxZAbZ76D7s/tw/8EpnnroLKVKiaFtfWQfnEH3Onj5liHSXhXHTg/qsB/jZBrZEBheJ/92dJrX/d6NXHngMq5+Fw89MkXU5yAxsca/vvS7/GGmVqJ8hEm8lSUe8202Vio7dqJdOP8r8s1objGtfQMk2bKZaxS6JfTAdB2bFTplueG7WlZYow6vHWXJRKsBmjCLa1nUfF2BCySEoWMYtcwKuz+rwDTwJBTJMmxEQ1atyb7Ilu1Xi+mw4xawUQ2NfVBAMcM7DTOd3pTJsnl/FjMh23QJm5qxWUyJxbAIGVmyUJhsswFCCDsY1mYD7OBSCavvmVUozK5UipmIa51HsuJAVKx8kbpLQ1hESO0eheUyqWeobMIFwno7dYBVq+JqUKOILaBTuxdhGA3Bt9YzxBy78R9lOP9v3f7TZ6lMjE8T8PsACcNCdea8qeEGK8WrgQXR6xNUSMKkA83jpAaAImNTXqLxpJj55IaEhI6wFpGQbPQe6WhHEWXWR9/D5M6X0q0/ROf3P7bpHs6/5Rhdt+UIvvte5GQSAN3tZSO4kweU55MePcCuoAu9WAFNIZNLMbtc5M7DI6TGl9nwuDm8PcpSYgN9vUpHRUH1OVldTOD70iEcioxQQLgVe10bZrS3XH9AtcEYUEkLLn/yIoFfzLO0I0J7u5/Bj26nJKqojhoVGLwKT3xhHJHJU62W2ahKbBntYm06RiGdZTmZp60rygsONjP19CpbtzWxtJTg7HwKw6Gw26nh64liOCv4/ngHZaOKrggkt4owrMp/ckMZ37olZb4+EzQJSimdqW/MoW1UiB7uILTLx08/dpR7XrGNx79wgRtfN8rGmUUCrxxF/GwJrsS42LrByGIHYsBPwC9w/W4/pWKJc39+GvlEmu1fPYzuU9Cv5nnu85dpDzlR8iUW0lWmV2LsGu3i0EuHGfvFBD0fvQb3qsGFz1zB2eSh4+ZufvjPx9jnd3L0SpymiJeR9hCeXh8rswmCbhcPnFggEHLS5vOwbVeYwa4ohZU8V8diLOYrjN46zE+/f5xX/+5+Mr4Kj3zmIjeMdnL6ygr3fPBaTnzuAmpfiPhYnOYmD3lRYmNsjb0HuphdzuN0edj/wk4e/9pFImEPl66sEnQ7WdmYYteu7axXHYTlJNu7Ovnmw1fQShV27+jjmv+yg7MfPc6+v7uOZ1//GFcTeZ431IE75CT65n6mnlml73VdzL/4EZ5s1XneO/cxc26N69+5m9y5LJ6tbnJnk/ivj1AYy3L8x2Pc+qG9UIWVf7hE+BX9OHs8ZBMlTj+b4KZ7ulAwkCoG1ayg+NdnCXsDnErOMFSM4kJGcWgQksi1B/nyN39ApGmIG2/Zybkrq9y9uw1dCBS/iweOzLA0EWN4sBXZp5FZTBFRXUiqwYHf2sKVH19m+K9244i4kas1AF48myX2L7MsrKaRswVEwEFkKcGeL7yY1NUMsZUSjoBG4FY/7qpEuqgh1tOg6mx8eowlzeCWva1MrBaIuGSymoInV+W+R8boGekkU9bpUqo4ZQfi/AMcWv3vm9b+5Mh7WWq9gRufegUA+be/k9Sbfo/Yb/0xQwei6EODlG+8GX33blNjgzBbkduuhAbJbrsvGhVvo1sB2ayDQUPgqM3N2zKwxg6DLoTNXEgSWAmbNaOuwQ0hqClN2VTMtsEnGs6/2b1jmJa9xXpIsplFaKMii+405bOkmHdQD2StazXDdKUYZlxIDVjYyal2GqqVRWLVLanpBcNO3xd1vGP+hgUyBGaNE6vUgjUaAxkF0DEamXKgUdMLu0iaqL1LJLOoqwGyZI+l4W02sCEWyKw/mtq/Atmw5GRDfRSpdu1aVqZBNp9hsH/g/z/TYj/ykY/w0Y9+dNN3W7Zs4cqVWq2JYrHI+9//fr797W9TKpW46667+OxnP0tra6u9/9zcHO94xzt47LHH8Pl8vOlNb+LjH/84qlonWx5//HHe9773cfHiRbq7u/nwhz/Mm9/85l/rxuqAY5KAP1jDlcLqKmhRb9bctaKxJROxG3WfoIUmrZbG1kyT9DoNaIVSY/oHjZrLxbDQaiOaFaBMTxO9/gAAEy/7NkcvlXn12h+jJVbs8Z89+MeUuvZy4N9fh7Qpr76+/UvwXSyG+9myrZcmTzOqXyLZ4aYwmWX68jK9TVEyxTKBsJv2VJ72Dg9Xlktc3x/ieDrL9Z3NKK0amRc0ozplyvkScrsLyWlaI4YFwWr3ZxgG0rzBxMdO0/mHW/HvCNSsG2FgCIEiy2hpwVde/wj728NM5oooDo2OkJuyy0HYA6npDJGQinNHM9G1MoYQhJ0ysdlVlLzED5+a5t7r+lnzuRlyO6g6ILfVgfvGVmh2IvkU0M33JltWBZvBh704TUvHkMzSxabAkSE+V+DE18e47XU7UN0K1XiVBz99HMnhYn9XiLZX9mN0SjgkhWe/cJH4E+s0yxq7/3I3qtfFpU9eIi5lWZtcIOBvh0KFzqEIJafOtg9sJ/lInMRYkoFbesguZHGUFXxRlfSIjKdQIfHlBWKSzPGLSwyOhIl0+IkLhQs/G2Pnrk6cYQ/oVZR8lVJFsHOolYceG6NlMERlqYQcLrG/pYN1j8LM5RjL6QwHDvVx9vEx2psiVPrDVK+s0u2UaB9to1IVfP+pCVoCPsIDHjwBJxuzMSo+P36XBrkSN7xjF+N//AT6dQMULy+xLFTEQoJb/uoAvuuaMao65cs5Hv7wCXr73FzzvoMU5DIT/3SejdPrKEEf+z5zCLVaZe3vL9D+5/shKCOqBtWsTqVoIKUl5IhAdcuIZBXnXIXj3xun69ouWvaHOfaZs+y4dwuBASfiyBqu4wmOLhdpVkCvrjHS3c96ARLNHoq6TipfJrmUZnxjhWZviL3dLcytpvBGvLg9Ts7NrlPyqnTGSogeH51rZeKlMgupHE2yxP43byf8si4KFR2fLFO5P8H6XIyWNwxgCEj+YIb46RTbrutCLCbJvGGEwokUUlDg7vahhmRkh4FPUlj5w6dpH+wkV6iSlXVcTS5y6QpHx9ZJZap0SjLObVF2393O7NEY0z++yOjzR8ms5zn0yNtw5efttS0kiariQ6tmACi87XfJfuwTdr0KiwCwozUk3a6/UwcT0iZlYx1jrQ07/NCOWzCzR8y0WpPHQJZkhJCQZbP6g1UVU9RZDBtISCarbFvtjVZ6LbbKaMjQQDLAUDZZ8vVECguw1Nxrhlz70S5PULMAG4CGdVQ9dkFYpdbN825yyVCX7zXmR9TjxyyZbYEB+xDrWmbcRC39D6uIIVihoLVzyFZGi9Ww0PpJWCmstTFYwbeS/dwlJLnOTknmO7DPYeX5muAMWa6jjYZzWAGum4JD7fuAbDbN4G+w8Nev7VLZvn07Dz9cT/lsBArvfe97uf/++/ne975HMBjk93//97n33nt55plnANB1nXvuuYe2tjaeffZZlpeXeeMb34imafz1X/81ANPT09xzzz28/e1v55vf/CaPPPIIb3vb22hvb+euu+7i190EVkEYai/F7lRpTjyjtrjtSdiQ94yNjK3AUpPGN2ovsN423lo/9dQrm8LCoueMWtdMSUI9fQqAnBQgEVZ56fZn0MbqYAOg5x0HCPzpe/6HYAPgTanPQArErMTJ7jeysP2lpFIuFp+bx7+tg7Mza7T63QSqTtb1ClfOLLP35iFW3BKdqwZTiTzhuM7Co/Ns295CZipG4M0DFIwi3lu6AQPDlF2SBLIC9GpsHA4y9eGjPP9Hd9by3w2orhQpxKsUV2X6eyIkx1foOzRMWpaYPL/IUHcT58cT7OyNMjO/TrBSYi4j09EXodDhQHe3sHYpxrbdLSwpGbY4HGj5AmXAGTNY/eApWl4/An0eFEMnWSwTPNRSBxxmQFjjurIBR+1l1q0CQyLS7eauP9ttC2GtTePuTx/G4ZDQKxV0XaAqGsWVKsP7BpgJhiif2iD5nXk29snsecMwp//pDI7mXtZzRTacJXbc0k7b3c0sPLnIua+c5cZ79yFdTaO6NGKXYhTkEuc/t8G1YZnl4SDesovBJg+dW9x0v6YPR8TLNdNxpLCXYxdW6G/2sagIJmfidGwPs22XD2e8ypxDkCvpZKobaEoLAVXhug9ch+saDw5PgcJyAXefk/EJiclsCWM5yfhknG1BH607AvR9YCeOFKgZgb5Fo1KsojhVsmfihKJB8ospwgf6MU4s0bSvC0erm/RinmCnh+XPXObmN+xkanoBvR3yp9PkRwP42zXc/iBKQAFDofNvD1KKV0ieiqPkDPyDQdyKg4UjS8jDCqXZPL5lCWMhj5wqUb2corRW5ob93RS+dh5nWxPxXIGcKjPa7GVZkzg9v0D7kJ8jj8/RXCrR2uxhdTGJV1MQBY1Il5eVWBpH1AOaRrmk4xIShY0SioA7/3Q///1VDzLc7sYf8OANwfqzq9DkZKGgsitWYGE6z5kzM+xJQvR1fUiqzPY7B5CzGfR3bKGSrpIuFcgqOruviaLMFdn43DjquqBlRw+JlQJnswUcikSbJLGyXkD1uikUUuBTmHn0KLcc+z5Rv4NM8C6eeQAig008M/p+nnfiPfbMlYSwwQZA/m2/gxUsYeMGS7EIS6lhW+92JoqlauQag2ErN8lWtdj+BWvNSI3rqPabaXLY+4k6KjBZXmEmUVhGCg3mthVHYY7MXLJWW3VZNve19LGdrVIHEYZ5h1YIg31x20Vj8To2v1Pby0xLrclw68s6E2KxFfVaXqIuJ+q4w0RBUoPBahk7DRk8tsK3X6J9fkkoCEm34Yj1EurPVam/3zpaawCB1visd2/GIUoSc0fX6D7URr2KqVTfT8g2OKtXkW2o5/Mb3n5twKGqKm1tbb/yfSqV4stf/jLf+ta3uO222wD46le/yrZt2zh69CiHDh3iF7/4BZcuXeLhhx+mtbWV3bt381d/9Vd88IMf5CMf+QgOh4PPfe5z9Pf386lPfQqAbdu28fTTT/PpT3/6fwo4SqUSpVLJ/pxOpwE2YV3Mb+ycLXNiNeZk22lIFmvRMFEl61g70rgBcWITItQxZUPkcINFIicSAHhFmgNfeUX9Hl74Ypz3/QSA8Jt/NeDU2qrbtqNergePSUJwzfy/kbzlrSiZArd2PE5uRuZy28s4N7+CXBUIFxRcDhZWCjT1B1k1Koh0iajTwBHSSKXLeIJunD/bID25AlkNRSnivKePmsPPEgAG179xmJn+IOtnC4SbnShRmfhTcYqns4iNNAMBJxMuL6V0gdhyhsHuMJpTplip4nNqXFzPsrclRCAMRV0w9vN51KBGxKvg7w8SDQpENYSeyOAsGCyfWmVaN9DuXyTq96KVipRKFdJpCHVoGNuDNTZJQL3ddV1MCgtc2sLQEjf1qohCCBy+2oJUnKrJjAhypRJ5dPp3hCkpOnlHhYvH5/Hf1YbaHaKkVehvDXD7HZ2sXM1z8vMXefyLz9ER8pHolOnaGyV4KU/qvMB/uIv+rCCNxNETY+wOduDMZ9k4UqVYkhh6wxYSLhdGpsR8MkZRqpDt93DwJX04vYLCjigz35ymbWcbiXyeuVwaKip6LEXs5CLRkS663jlK8kqW1A+X6d7WzOz4IjPZDDlJYtfBKJE3D3DxB+N41xVae934tnQwe3aNrnCI/I/W8W5r58QTl2krFnGXCgRe0o3c52b+m7OE9rUw8NvbWWyCvpuGufr0PIPXdrJ7TxRZFihOhclnkpQXkvQEAoiCyvL5ddYTGa55xTbaDrnIkEc/p7Py4DzXHujH3eKlKSCTXM/hTRfQUz7UjhAVt0pXRzMblTLHLqyz865BmkoVlnMGzeEAoWY3T5ycR3NLDIx20JUt0hJwcXl1na6wzpljMVo6o8TTBSIOBz1uFclV5cDz+ymcXmNiaR1kJ8ViBe17ZcL3bkV4JfLzCbZ2NZNZSdIeS6G9pJvCeBXn9VHEXBl3RCI07GCgx4P8cAzXpSwt64JUXjBxdgZ3OIK/04+ymqJYLKOnCyghN00ujU6fzL7e4/ifOwnAHdoZlP6PoRcjLMx7qPTuRJs9j+HxU7rzLhynnkPK58l99KMY/QMNRk9dntVVcr3ZV51+r6dZCmEqI7Ny5uZ6DdhnwaTdGwgEs5aPhFXCWxh1mWdqv/qHXwq8t8ZkIFAsltEae0NhsgYJWvf02PEbki22RcPVNhE2Zpyd5breHMEi6qSAdd+2eLfcEbId92KZnDUwZ8VDWPdmHWrW7hSWQWvJlrrMsdxY1jhlIZuBs3X0YLHnwmZ4JNsWrgNBS8GY4E3CBGi17zfGk/Qcard3tfCS5Vq22Q6p4bGawPI3HVHxawOO8fFxOjo6cLlcXHfddXz84x+np6eHkydPUqlUuP322+19t27dSk9PD0eOHOHQoUMcOXKEnTt3bnKx3HXXXbzjHe/g4sWL7NmzhyNHjmw6h7XPe97znv/puD7+8Y//irsHqC2gRrBMjXKqp4jW59/mrV6UxnphNWTcsGDs/4tNp8fa3z7a3NfsI0Kl3nHW2rLvfT/5D/wJgTe/AdcvfvYrv6/sfiltZ34EQDwyQAsXN/1ekR3MjK3Rv/oMPTO17rSh9XHGWt6CVqqQKRlkSzrZYoEBNQTNEeSAj9UrCzS3+xmLZ5HKgpKe4OBIG8Yj6+SqRVxxhVKniuO2FrNSX22J9BxuYeGZBBM/v8qBV2yhNFlEERJSmw+5YpCTwKXK+DSFiNNBbCnNtTs6SQiD6/qaKJdLDPa2kNQUimMG7oKBIasE3W4iqpuyC5Z1J4tX1ylVSmzd2k6g6MDjVVAdHnpDBgtHYiTyJQL72shlCzif347a6jCtJIu0qr/Z2hq0JJdUnweiLgLsksiGwBDgatfwdTnQ3CpifzdS2qCg+tFViegr22lSVRwtDtweFddClcqVPLtftBPpYopMtkRsPk9ri5OO13UjqoKuewf40YcfJ7daouNOFW1vP3KTj2M/vIproIW5tRTtYS/JYgVHsoKvAPlMleLZNGdOzrF9eyezywmiLX7SCxVclSyB4TB0OEGT0YSK6nPQcl07ySNLeISMe18Tnb0+2m7tIfWNKRI/nuVyi4OXHN6BKAs0t8Lyv03hqqrIqsGuN44iRyXCEQeuXVEkWSKyLQBeDbY7aa8aJJ6IU3k2wblnNuh5WR8t4SDp1SIrz8RpDrtQ+lQcERcj1/QTXEhTPbWGnK2wb6Sd+cUcA0MVIrkKi+tJJKWC4nbh6A+R1xTOXEhQUYsMuqKkkwUymRIr43Eqhs7Kk7NUPU6SmRwdLX48viKZq6tUFcGZC8tIkoK8nOV5H9zN1WencZzNI+sKcqyA7ob9t/TzvWfmuf7QABtzMZr8fvyKirNJQb69nabHVhlfSpAt68x/+hTbr20nEAfXrl1InU7UXBn32Rjrz6qEVsp4fC4c3X58QjD92ArRcpZAr5/FYpVCPEugLNOiy1zKFWm7+jX6Yw/Z81GtFDi0/E8s3f0NKj/Ocr73zeydfT9yPoP7R98nduocRldHzYZumNQWe2C5MECYJcAbFLKwZI+VQWGrwdr3FtA2V4YdLyHZNnh9zZjXlSSTJLF/bIAKDcquAX5gxbTVdreao9XVM7CpAoFVnMqSmpb6rqMfGn6hfqClRMWmb+uH2RipFlxbO6VlCFrGoek8sY0T+2Hbu9qjlqT6NWwdsXnUNSxjAUEBlovEBGk1UVN3P0niV89r3UtdH1lukrpbbfcbt9RlmvUwZavUfG1kBmaSQx1pmXPoN7v9WoDj4MGDfO1rX2PLli0sLy/z0Y9+lBtvvJELFy6wsrKCw+EgFAptOqa1tZWVlZq7YGVlZRPYsH63fvuf7ZNOpykUCrjd7v9wbB/60Id43/veZ39Op9N0d3dvsnhrE0NY0Ro1VGw0VqCzsT9WCFL9SGiM/7ApOHvy1NCiXbSlYeLbf5iUXPXgQfu85etvIPW5zyOaa6xR+gtfovzDH7DxyAS99/8TMoJ41wEc+drzES43ixeu0vJL959Vm+lAw+euP7v25DHu6r2WgBukwiontTvJ5Sv84hdXGBmJcOzEVdp8QaoVoxaY6XKQkxTGcxVmV9I8b6iV6rF1ilEF94qOfmsTolWtLUxZ0LY/gKu5i6mLa6ytJHCVJFo6AuSKJdp8CvOTMVxCJjDkIvzGdorfnePY5QwDnV6KDoO59Ryr2SLBJg8rq2naomGcLoVSQGNtLkPL9a0sFSrkV1Um0gbNLQ66XQbz2So7NY2QS0GOV5CeWMHvVKkml4ipoDoh+o5hqnrVlBlWfxz7TWIJYuvdN/ppLYApSwKnT7HnDQIMF7Tv9+JtdSM7oJwzqBYMSoaB1u5g74d2IbtU4ksp1IADl0ejKCTu+8YV9t20le7dPnZ+eD8HShXUCYG2o5mgW+LGF4yw/sgyffu6ee7pKQr5KkmRpTouISZz7H/Xdm56XhvOuETXQSdawUNuPUv6yWUCh8K0v7CL4sNpfvKdp3nZPzyPeI/Oxr9n8fm8dA634dsVYOEr0zzz7UvcMNTO1fklLh9dZs/+KO07oqTzMq6IG4dXobvJgVAFRsFg8vFlClfzZE8tEvnU9ThkQWIsQ6xcpfOeQZR4icKTSeZFnpaXtLP39V14VAeFn8zg0hSCATetTo0Hnj1F59J21r0u5ESBlqATIUHOAaGeJhLpVaoFL+68QqxQwRd0s1is+fdj2VkiCyrHz63zulfvZubIMmtrOQ7e0EsumyeZ3gC3BqpBOVehf08HbS/uo30kzPHPXWHjbByjJ4IOlH8yRdCl0eJwkHO4qBQMcoU8wYADXDLN7xvC9c+TrMznUCJO2ne0oPR5qZYg8eg8nStlsheyVBQXcadMMOhgNlfmuz8/Qb83grc3RHE5TvfeNs4+t0in30VpOUmnImywIRwOEj/8CZEX3k0gM4Vz8m9J3fxaZKOT8rbdOC6fAUCZncHo7LCFSN1yNYGBjRvqwqgmxup2um0k2wHtphKz82LN9SAkkPQG1GKqX1NRWnENsgy6bq0Ti81oVLiyeZkGhW1lamzSbjUL2xB2dFydVrHuSKojETv2otHYN41HK/uihlUsULYZ6NTvR8LOBGkAMHZAbSN+qcOp2h4NBooF8uzgCwuUmYfVA1zrr8KsJk6DuWs+Nes+zXQdM+uldr5a8KmVLWRz5pJ1DpOltUCRTD1rxwI6Eqb7pfGaDa633+D2awGO5z//+fbfu3bt4uDBg/T29vLd7373fwgEflOb0+nE6XT+xz+aC04yHYCSVOsCKwkrxsLcr4GKs9NDfzkoEctXuVlZ2SVNGugUSci1RSOZk8pEtNV9+1k/fR65WsHo7sVMsK5dwuWk+JrXU/zQ3VZrM2Z+6y/Y8zcvAqD8/HvY8+/f/9X7d3vZ8soROo7/BC7Xv7/m3OdRRI1R6Ww9Rfb5v4PuDPCDR8vcuK2Z8+sGU+kCzVEfkxeO4oj0c9cf7sP45ws8PrfKgb4orQE30nMJ1LhObDGO/y92U3aC5pRp3hIm2O1n8fIaFx5c5qUCTkzFOby1BcOr09TrIvTaboRLZkyV2RJwki+WiVIirLpI5MuU+vx4XW5mEzlW19J0F6M8+uQkw5Nr5N1OBjpCpDdyVKpVnjuXQJNVTrcFSGd0fEKir81Dq8tJeS5Dzumk9WA7fGKcTMFAc+o4Xt2L6HHV3oXALu5jC0IsSGEudlv4Wa/SehMSaODvdtferwwOn4zmqQHRgMeFokkIQ8Kv+EleNlD6NFytEh2uIGuPxYh9Z5J9r9mBPpvAaFcoXU1xJJOjdb6IayVPYSLBgG5wzZ4huq7tRCkYsCvIxjOzVCoKlakM5Wony5enGcgYaC6J9qEIxpE8pbMbDC5UKLt15FN5mg720rzDTblTwVUR9Lyum+i9bbjdGq8tj6I6FWRFQhYS0WubQBI8/cdncAiDq2qF1752F+XHN7j4s0vc+Inr0QIKQhJ4e31k0xreoQDuoEEhJ5H93gSVuTR7buikvBpDni5RKlVxOrLgdLC3pR9Xt5s2IaP1hZBkibWzMcqxLE8lckiqg7agk6Z0gc6hVqS8jp6r8uyJKfyuVp68FGOgNcBP779Mq1Ml3OUns5pBd2j4/S7k+QR3f/lm5r66QsctrYhHkvjDMtf0dnFiVeBuC+JyOuGNXRy+2MzUT8aIxbIMbGtnfHqetiDIqowxGiD4l7twzpRAkvBc4yf/hTEC6ys8O5ugS3UT3tGMs8PFka9dJpfIsZFKsS0Q5dDBISYvrzGZS3JLTytbfEGOHRvnmrYgLcG6tpXKZcTgENkP/gm+T/wNzvv/nYP8+6b1XHrRi6kcus6yjEx5YhaOaoTQptKrpYvXBVWjQrPyNxuboFkAuq7QBEhmAzNLeZmyzWYIDMvdLEy9uJnSsEFHY3ab7caU6mUsNsVaGQgrmBtMGWwBhLoRZ9WhsIBSY2otsgDDrPBR98eY/5oGpWEGdkqGmYlihXIKZBT7WtaxkjATjKWGhmomyLHiYzY9JztF2DQ6baVipupiNbe3TB8TKMlmh1shIeR6ZVHLBq51Y65TIFbdjtqFDQyzhoo5CBOEWu6lWpaMFWRsiMZyHKIBGP3mtv+lOhyhUIiRkREmJia44447KJfLJJPJTSzH6uqqHfPR1tbG8ePHN51jdXXV/s361/qucZ9AIPD/DNT88vyTQFidDSWb5TIXmtlrQKq9zFpOt2xPFQu11l6qmS5r01LCToKopcMKE6Fb1zYXuhmEqre11eNEjLqNIAHOU6fYVjoBQOb3/oTij9PongBqPkX54RM4AUN1kZZaCFXmAFAVgffrX8Z97iubbn/KfT3D+ccBcK1O4PrbDwLwTuDMDf+dLYFhYi6F6VyWYNc20DR+8hfPoDqdtA6H+eHZFdpCTqYnTuJ43M2r9u7C/bezVGMxHJ8+QMGo4vBo3Pie3dz47mtYfsujtIdcTJUMRp/Xi/vlQaoaqAKG+iOszI9TEj72DPXy8LHzhDsH2D3cycmTU8TzJc4urnFgRysi5ETSJebmEyQ2skRaPLSqcHYpzs6RLs6NrXLjgU5KuRKOUR8FbwAhdOaPrtCeTlESAso6UjBA+Uvz+IIOxFqKyTOLDD1wD1VVR9drAMRQQJJlJKGYAtMUnVZ0v2npSbbFURMc9UJCtfeoqKaIVwxcYZXWg7WKAUKCA28bQFUkFh9I8vMfXaan08/om3twqkFuqgiqGKTmCjz+/mfZ6nbyk8tztMXSuBJlbt26h/Y/30Xud09yeiXFXVc9uI0UI1+8lUpVR79cwr3VQ+CGfjy/30WhrON8WZgWVUaVFa5++QrF6TK73rWF6QtFtl/vpHguz9LP5hn94F6WvjXJ7NF1FlsWGb3chPt5Xbzm93sBmehrhxmtSEQCEXhWsJZOcfVLZ9kb8RG5aYBqIseALvN9o8J1c0nkiJfc1AqB9hbOTcdROx0oPT502Yerp5mHfjZFam2ctnAv+/d2spgoMzc+TVdzE9p6lktTcRbyGQ6NdnEmluGa4Ta6m8M8+4tTeBwaobxOu8NBKl3EFfByYSFJT8nA7fTianXR3uNh7QdXiEWKDN+8hdyFZYZGW/nXf3uYP/+dIYyARmhqHXkqQZuzisNncOObD+ALebjy6TlSqSzRa5sYuL0ZVUg4/20WLRSmOr7AjYZKvFxl/LkZpjZ0VFVmfHoFtbuJ2atzTGervHBnB627BijO/JzrC4/RH3Ewn3g+lSWNM77nsTv7CAC+9/0Bqa9+HaOtA+8nPo6ysmyv2cLb30n2Ix8F2WrCIEy5ZaZuYlnpphIyAYFstnlvjImwuQ+BnUkh2SC6lm5aYwpkFGF2LbUtdVOJmTUyZLm+DmqG9aYotVpGhpl9YQERK6BTtmqASPVg+xr5YRapkrBlIFgt32XznAaSIdlBpkiS/VwkZIRugRIdyQq+FAIwG5shEFJNARtC2E+mNmaQhF4rmYBqGiW1MdagioxdB6ieiGKOUbJlu51Kayl4q9W8jF05VLIzU8yiXyYDYwhhNreT7adpM1U2mLOKVNaJHuuZG8IKxDVZHak2vtpvul2Kwe6kY5hupc2U029k+18CHNlslsnJSd7whjewb98+NE3jkUce4eUvfzkAY2NjzM3Ncd11tW6q1113HR/72MdYW1ujpaXmFHjooYcIBAKMjo7a+zzwwAObrvPQQw/Z5/h1N0mSzFTkBuLPji622gJbEx9swktIdlSvENYCMFGp2XOg1uIerIVdC8cyGlAM2Glp5uQUtvKSbVRtd2g0J5rj0VoWUNXXxGMPD6CxippPAeDPzAAwvf1mOibGoFawlJWsTEQ9tene85HtzA38HsMnHv8Pn83S6hKa3M+u0jytS1M8F9iGvyPK2lqafk1FyVXoDTjoirrxlfeya3sbLbrBmcfPMjDcS+q9xwjsakfc204RHcmt0P2tO+lKlJEXBWK7E13SkQTkpjOsTyUY3xBUi2kqW6Jcd/cBnvnBZeK7fFz77lHGHlyg+YyDL99/llf+wQ088fmzbBsIM3t1nb4XDNDq89PctkbPTAzfYBNHTy6TzZe5NqCSy65x9twah+8cJus3KKBw/nKCfQebcJ2OIRZKaEEvHW0BUu8+SgIvHV6Z+GIM52v68d/egTCMepCbriMUCdmnAQZG2UAqG0iqAi4JKjqSw6yCKCT0ksAolZDdKpJbwUiVkQIODGFAQUep1hZ3+00+Om7dgmJIyFWQ83JN2KgG4Q4Pb/z27SAkDmIGLsvUZla+Qt/HdtK+bhAccBA2IDee49GPn6D7eR3s3zlK5kqeZ/7mGfJOF60FGe9N7Th6gihKhOZrXXzvT47xpvfu48cfPEu428u+d1+Dqun0vaWfoTcPkPpRHLU6i3shSfndCYx2HwGgvTuKf7yMVMigXI5zyrHOFTWMVqiQ3ygSWUlxb5MfZ5eH2GyK2XiSaKcXtjgRwsvU2Sk6e7uYeWScSjzPro4R8m6Z5yY2iCcL+AJNLMxmSWRBC6g8b0sbFyYWGQw209biQy0UeOUbb0D7nTbKFYGCxOr9ca587ypDDsF9Fx8nrA2wN1dBcyicmk/hyCt0CIXQDpX5n17lkB6g6pP4wZsf4hWfvY2WhTTlqJeTZ2YonI3Rd76ZyCu20rY7iJ7QcTyboPz1SZaLccIuP88kKowtptnVHqHjQB/KsSkm1jL4Wzx41rM0u/28+GXbWXpyBjG3yi2n/hzFqNAHdGzPsXrbR3no3+6kzVugLfcs6tGjABRf+1ri7ffgG86jjl+hOroNwzS+JDujzkyJbMiaM4tg1BSusPaRTeXW4No1zyTVdaNpEZsqy0zplCxFbDYAqwUxirqSk0y5ZSlYUwlLQjLjR4SpaBU7a6XmjZFq9L/FLpjjsYy22rnNLA2bk6lL05qollHkGv9YYyQsZ4nUwNpY6bvUDD7ZNAxsBqYx5RVb2RqGMFmcGutdKyRm1jVpYKVtVgdo7M9iPxerkihGDX7YuryBRpDq8EySpFq6PtazEzXQ02CcGqIGZBTJ2seKKRSbmCo7prV2MjsodFNMCqahbT4bpNp7E/WB/ka2Xwtw/NEf/REvetGL6O3tZWlpib/4i79AURRe+9rXEgwG+e3f/m3e9773EYlECAQCvPvd7+a6667j0KFDANx5552Mjo7yhje8gU9+8pOsrKzw4Q9/mHe96122O+Ttb387//RP/8Qf//Ef89a3vpVHH32U7373u9x///3/s6H9DzcrlcrChPVKfABaDRVbv1uBNMKahBYVaS54YS4OkyURwkpGq6feWilMNcSr2FaxURuM7fKrpXNJNtioIc/auEQqCYAebOWIusSLggmY3Hxfy/LL6fR8GnK1z63hPN5zT23aR7nz5fiVHvJX2/CkV6g6/ailWqrdBe9e0t030OGU2P3cB5CLOe6WZa4sjDDd+Ua2ve6lXHx4ntGRNtYrVQpakVMXV9k9GiGyf4ByVSXkciFOx6meTpLI5vG+phvntU0Q1tDDpvVlKOQTRYSQMdwKK7EkN+xs48fHx9EzMjhAcRjMfvMs08+lcLb5eeUtQxRPbzAQ1ihXMmTyJS78aJwxWSGRS/N0c4iAVCXlgOGBViaTeeR8lS0jUTYWk1yOFegeaePI+SXWVlJs2d7Mjh1NrKFRDAo8LV46V3TSS2l8nSECZ3KIc5OIMsiiilBVkktJEj6DlnfuwemUSJ9IUDi+SmR7M57nNZM5niRwXZjyep5UrEDmeIrY47O0vHQQ/0Ef8a+M0fOhA5TLOrmfLRNaruLIlcnrgvVyhjYtQFGREA4Nl0NmZr1Ap0fD5dJQDUHSqOB0yPjaA+CUWLu0gdbqRY3lkaoSVWGQRWdf1I+4mCH53SX8N0a461M3oCcg8dkL5B+aZqOi09Hlx9Ee5NXdUYwH57g+rOLQBa4vTeF0qxRTRaqVMvPJKkPNbnLJFP7WJqqyzNLJcaY0BwM7e2ju9CKlCry6fTvFqo42toEPifVqBTngpmtbhBMXrzDyugOIdgX5J0skqwYDva3MTsZ58OIzHBrYQ9Wo4NarbB0Z4HS2xMZ6kcBgC9GwhFqUOX81znixgDNU5epjUxz46G7cwSBFBGq2SsUt4+6CSqnMc4kZ2sMjtLU2YyRg/GqSVllieT3HxS+cZ/+7t3Pg+q3M/XSBarHK7S/YidTqxP+yDk5+7BQH3rmT9uYQyiEfYimFWNFI/fM4hIIUnE4iXV08fGSePbcOM9IXY22+wsP3n2e4N8LojjBSrozu1JlcXeKJB87Tqsiki1lkQ7fXoePiY7QOdDA0eAeVgx+Ar70MJRFHnp3D6O3Bc0sQQwpS6WoH22reZOvWbBjTuq9LNmtX2a5JU8/EsPa3jCxqFLsVSGgCj8ZaEHaAo3VtU6nVjCWrKBhY6ZyY6bNmmxCTETEhgekFsBkLSbX0fiMMqjMkQjTUvGhUgrUAbt3MkrGMMvtxmAyEsJlm3QYbmEOSrX1s9GT+ZtQUvyRJGBZQo3F8tc2wDxHWkMznLyM11OmoMU1WerLAiuS1gRWy6VYyDUypzlzUMGRjLY/aOWSE/R7q0bUN79VkSkyN1dCHxbo/s3qpGQZgv19h1tj+DftUfi3AsbCwwGtf+1o2NjZobm7m8OHDHD16lObmZgA+/elPI8syL3/5yzcV/rI2RVG47777eMc73sF1112H1+vlTW96E3/5l39p79Pf38/999/Pe9/7Xv7hH/6Brq4uvvSlL/0/qsEB0Bj1K5mT1iK1JNNV0rA6sGM9JGECBYsqM8/VmGYEDQgYLNxdwyBmIRaJulViL3Sp3ngWLN7RXNACozla+359nd//ye+ivu8Dm27JkB20dvej6yOwXgvY8K38EiIBUt3Pp6niwJOuBZxaYCMX2cb5Lf+FaLePxSNHkYs11CIZBtvSV/Aq3+bxH2+nmCzikBUuzcfRZXA4JKL5ACvrRUJKlZ0drSwtxRDFMs2tEfy/SCKvSFT3+jAqFWbTeQJNTpLpKqpToXlniANTTSyKHENbXWhrHsrbQrTe2kkuVqK7E4pujfmZFTr7+8j4VQ6/fIho0wqVjQoGKqXkKmHRRHYtT0tLkEhVx5OpcHw5gzvgZnTAy/J6mkQ6T2vAzdBAFM3n5uT5NXIyXHx8gle+cT8bflgJSywWNbZ4VOSlLOriCn1bulBV8I+GmT0xT+DbC/hUQatToer1wEIO8V0Dd77CwlPjeAyNCzMbbO/uorC9lfh0nuWfPkf37iHkr8yzvJanFPAi92p4LxWYm42x4l+nfXgv5SwIh4JertDS4sbnUinG02SEytWNLAeavKQnYijbw8TcDkoLeXyKQG1yEyjBai7JcmyDgKKTPQVDc3lEKofojBJuC2DoCslYlkQuR8e0jqcnSCpf4pnj52gONLGrq5NKqczk0hKK6mP3jSPoPpnKbBFp1EfiqSXC/a24FZmJo2Po12+BVi/OLh+JhSSu4WZiVZnEVUG7x0lcktnT4uUrf/8s0c4w/V6NrC7oGGpntCize/RlPPTcCaYSTpxGFUcoQVNXAMPjIlM0OPgHw2x8bxmX0MmlK7RF/ciSRnHeIGsUKT6TptkVIpdKYBTLdOwKUUgPEgq76Qg3oTW5GLxtgHIIzp+fwB9wkl8p4xk0yKXTyCcTaDc1sfLoCvKyju/WNtwtLhwdCsqlLMt/f4FQOEQ5azCfT7FeqrI8W2DVqPLME5Pc/Kd72fi78zT5fYQcDgrzaxyOnMZbnUN3GXxzcQ+FnmHaO9uZXd5LX/qEvRYdP/0mN/FNLvFy+7vgW99I/OHHLS8GtnK2LBMaqXIr1fKX2AEspaHXxdgvB41aqnlTWqepsKRGXGKp+4YvhcWx1CpmWiew2rLXYtqEiYhqTIkFAix5J5uuDWHKPhtQSZaa3AwjGvM0bCvN/mxTFuZHYQOfutZn83cNx9mBsIAiSwihYDWGlMzjbNBmMwi1J1B39Zj7WcdZ6aWWjLfuQW5MS24Yb+NmxodYAex293L7Lq3jRf3e6r+YLI6lu6wUojpr07B7w28ylqm8+bf//duvBTi+/e1v/09/d7lcfOYzn+Ezn/nM/3Cf3t7eX3GZ/PJ2yy23cPr06V9naP/jTaI+0SX7K6ziJ7/8vOtAwuYr7MUI2NHBAuwFbCFmO4dFFpsClCSTVrTesCQZ2KBV1PazUS4S5dvvhL/5OM7yGulvPcTI+OO1a6saUrVCyd+F4lGp6puDZA1fEDmbAmC17W7yhotcLPUrj2Su78X0b28l1BHgwEO/+k6l5l6oCJwiy7BxiuUVmZnwdrpDXmJyCg8q8kaJc2fWWMhkaHKrbI1oGDlB/kIMx8U4TklQThaoDDsY+MAudKP2LL1eB9HH1liK55A0iZ0v7kcKSlSFxKmrK+wfbaelp4+KIqEUVYrrJba/fSvumMFcLEfbcz7+f+29d5xkR3X3/a3buXumJ+fZndmc80qrVU6ghMhCBoGFSSYnE4wDwQFhbIKNMTa2QQaMRBQSEkII5bAKm3OcDbOTc/d07nvr/eNW1b29EvjheS0B+/T5fKTZ7r6h6lTVOb+Tqh56uI9L37Sc4T0pEA6FoEVnR5JYUPDoE/0smNtIKWJh521KHTEObx0gncqz6bqlXPu2tRzePUFjZx1PPzZAS3cdY04NORtS05MM5Wza65eSs2DR4k6cfJ60LZiIW7TGQswWJanxPE0NFgdHJ7hi0xouW9JBoAw1hRLx+jgyeQ6hekEhI4gGISlLjO+bodTUTP9ghsteehkTuVn69+ax6oPMpIrMbwgxOpOnbmUbIlGm5QnBQDRMW9zi9NNDtEk4PjzA/DnzePj+Z1iwsINyQ4Ry1CJZ301NMkoyBlkrQcKyKfU2kUmEedlrepjuz2AN5Ag7FukZiyXxLrBytPQkyGTCbN/VR03LIhpSWVoWNhEItDMxMc5JK0i2VEZKh1mnTGsijAjCyUyZocPj2BnJZLpAT12Cg5OzJB9IM7cpSTIRpVAqU66vIRKPkmmM0OIEGTo6SbrcQq6UY8myJnY9dJy2uhiT6TyzgQDW3BUcum8XsquB+T0x7HyRk6kMuSdP0/HZdchvDtJfM0bf/Ufomt/ImrcvZWVtCOoCjO6axh4rk0gEKCxp49ywRee5bZSeGCO7SRK9cS51m5uQ6TLDT2fo6Eqydl0vkeESoSeGKI1kcBrjBOoCPLJ/hEWLu6iJRKirDZEUtThDafZ97QgDM3m6WuoYHMuzcfBu5u64zaybV0dPsLf2U6THUpxY8Cp6d7iAI/fGNxH7zrcBWH7gR946m01jsg7N/he6hs7TOuY4BkuYqhTtaTX5D9KtqnKMcaSfYnnXKlElTbWd+4XlGNeFaovealvoXEQDDsxzhdt0S32hq1CkL4TtWfG+IlaB+U6DGaRb9ebBITDuFKFzF3Q4QXgYSoERDcQMX81GfxpkOT7p7OONT7G7x0hZpjLGQDzpPlC/WfPWKzV226ZrSHTbpWYSmq0eeDNtNfrAD6j0+LrM0m1082c8AKmT3HUSqVFFxtsjjZ7TISf3s2Xeo3chfTHprD+8DYlvuvtQM96C1M4pwAyqjtu5E6xygujBO0Mu+K5T2dUabGD8m7guQh/4MejWvU8IQXnVKkrr1hPasZ1lX7jZdCV/w+uI3fbfhEJFdm4b4rKS67mw5/ZQvPhiMvuhebsr2J6NX0lNfoCFhyorWuxEHYe6L2FBW5z8rhEahnZW/F4OxRm48M9Y7kDknn9i3s4HmQd8v+vfSIab2LF3mMtvWMtj/7mfFYk4gWgNtijRX7AplSCeiNBVdmOY6dEscxvDiO8NUwJCFzcSuaiB+Owssb4QjT0RrC7B1NZhxrePMjVTZKokOXlkmPMWt9MWD9PQ3UKxJkwwadG2JkGuLcgFG2IcemQUe2CKYn0DpdoYkXSepnkN9I6n6O5uYmI8RT8Omdki+aJDGsG9d+zjXR+7kH1bJui0BTkpEWWH+uYkTY0OD4x1Y0/lmIjbZAamCc+rI5eziTXH2TmcZl6kyKRjM5IX9KYtepcs4WC2xMDMJJmpMo09rSwq2ezvG6O1t46WbBn79ATWsjYmowkyeYe2OY0UipJHtwzTE4hx+sgMmWyJuXOaGJpIIScTzF3SwtO5cTrKDoVwnKH2Bvr6xkhFwqxa0QqpGXbnisQSMeJt3RyctUkMpTg0Vibc1cjyFfX0bRmjmM2R35oi7wSpTcSJ2YIjAxlOlW0Wr2rigZMT1NfW0tS7jObmeo6lCgz97BhEQiTCWYZmMsxr6WJqapbT4ThLCw4n944SjoYINtfR2hgjnckhQhYzOfd8hmP7BulqTTIdtInFIsTjIeRQnmQgyKAjGRnPcM17llN/okRy/Rx6kmHE6jjlXJlQRLDqIxvYffcwPeEEB09P052IEjk2STlTIDuVZ8/D/YRXBcjnAqSeHCV8dTshKWjMOKS2DBB/3VwSjWGwYyAk4csbIBmktbcFKWyi0RBrQiGcoTLZR/sJlwRWe4KJkaNkrRaezZVoqk9QUx+nkC0RDkhqEwmOHZ5gXkOMxs1NTOzIkC2WKVmV1mpPfivlnkFOH6xnweJ2UDbT7J/+Gbmb3kTs1m9gjY0ia2uxe+eRf9MfYQWUJa1Dq0qh+DfrMja9362vSYAbstByxKeQtbfWf7Hwkjr1PhBa9uj3+5WUe5vPW6BqLwUeANEKEB+Q8cpudZkmxuJ27TNv11SvfNO9UJfdu+/zVclobmi3jKV7K9QeE8pg9Hkq/CDGk8I+y9P/nV9NqCPfde+8w+PUfRqfVQ6E+37dH32vASr+ZFdvuL1cFu/hOg9De1a0cSx990v1AEt7yKXEG26N7PTACZMQa3SYD3y8WHT2Aw5wkaBxtYE7QXU5mILwFR47b98FLQzMxDUGiTvxtSWgs7l1BZNZ0a4Z4JKQ7tYfGvFqF6evTBPhXj77yU9T/+pXmGSu/A2vo/DmtxC77b8Jjp+mO3SIZNY9PTL73veT/8M3k3jtHwBQbpnPAmoYP1CgdbYykXSk60r6Tu2lY7rI3tQMq0MRrJK3Q+voZR9jcnyYeDlJrzNhvl9y/HaONHyU7nwQTuawEkEOjh/lnEvPY+uj+4n2TdDU0srEeIGt5SJxB1bPrSdWm2BkT4ojBw7Rva+L+U31dLxnEXWZAjIiKONw4mSK4NoGWvNFjh+bYFPAIdsaoHNFB2J9lFBcMPqfh0lc2kZ4fT2dd4c5fOQEfdNZQukcPV3thLNFeq9qpoMyO4+liMzkKZTT3HXnNi45fxnBfJL0TJHBn5/g+OgsNc1JYs0x5nXU0bd/mOFCke72JPPrWnnq4DjrexqJ1ccJOEHGpUVMBjjan4Z4kHXnLuTEk8dZ2lzL0SMT7J2cISOgdnaIkzacODVO4FSKpS01RAMRIv1ZstEAQ8eGsaMOqUyOQ7v3Ue5cQnNvHRPFDLN5SdfqLqZHUxx+epr+vkFmIjUkR1I0dtQyXoB4rJnHDo6SK4SZLAvWNjSTOTnFTKZI++JmSoPTnBrKUP7JMexCmfZ1rZzaOkowXGY6UmJqOE24rob5K7oYHpym7Nj0Lq4hN2cROx45zfxCgeUfW8+Rr+9kZ+Q0ydgcjp2eIFMsM5Nz2HdolGNDUyyd08Tipa0UMmVGUkU6eqK0T2SZyhdJhi0Cy5sJ7hxgpD9FsVikKRbi0GyGYlGwsreJBXPbsM6RNOzIwGNjNOUaKV3dQClo0XLNHDp+Mc5sIkwwKOlorSWYzSAGbeyj01zwno0U9w4z+MwER6YyLLGClB2Jk0yQvLCV0N4cwfFpWi7tQsgyck4QSwQZ+odtzE00UZousG/bSVbN7SYejbB3bIK6XJG+2SD7J6coiDIttTX0jGU4MZgiPJNl2XvbaNrYRe/fvZPQ3fsZ7bqap+I3caD2auZOPk5dwTvlecF//zGdF72U2G2/cMVJNAotLdgtLaTXr9PuVp8RpESDPwwhVWWGUT5a4VsIUXafqzZ6EkJX3Ln3Wv6QAphwrqsDpbG8JdI98wl8QstX5ulTXKZM0+SbaXCj2+Da+DqHRPt7ERJLW9xaWat3a5WJ43p4LeHKY0e/1xGewtcyGryotWVebwCJvtVV4hgQZ2S5EJWGpA+CeApeA0DHe5j+o/lqPA3a0+FW+1j4jEsffjEcUbw3G3L4nm18DWZ+oDw3XohLpwJou9fyGqGADqA9Wvq5ihlmTHybWSKcF93D8eJDnBeZdFKQVBNOo0IpHNzET7viMKKKjVzAeCr8loaUlilpdUtopW+RSlVqpVC+OSdAXy/cLGgtSMxkkKpd7kQrb76A1Pd+SO6mN5J9z3uZ/au/obR2LeXlKwA4d+gzBGamkOEwpauuQlgCq6UOgEzNXKI9XbSPDBM+sLuCH4M161i/6jyaOhq4ZkOxAmyM1y3g1OLLKM9m6J9I0ZjrM791OTN0jM/wyprvsPzrr+cPl0zQXNdD7WQRaSU4mZHsPDVK/+A0J/cMc3JgnN22ZOdojtq8w/p5vcxLhXn6SJatH3iG5L+dYuD7h9j6w8N0LWmlN1zD8myReLFMdP0ivvfdZ6i/uoN83rWoZk/NUJotEsxY/OB7e1ixooWujnrmze1gcnSa5sWNJObGmD00xolDI4ymi7SLBOfOW8GKNXO56PL5/MFfbaJQE2BOXYlv3/kLuiJRSrkcmVSK1ESK/FSJ40M5wmWHx46O8OzANI9t72dgTz/bdxwhgaA7EGYqXWRHOsVUR4I9A9OsvqKXGy9fSDBbJtoW5ZoLl7Gmp4FcWLInNU3/bJnlXUnmdkaw2muJzJboXbaca953DoXGWabHB9k/NM19T5zgJ/fup3BikqXNdbS2xBjPl0hNZZlK5ynkJeGSQIYClEolTvaNEyzbzKRyHNh1mnze5spNc9l/KoVlBTm4e5JgPMq2Q6MUEmFOjUwjUjlGT44RDOeZ29jAI3vHYKTMNRt6mLUsjtx5kj3TNpdv2MzGjQtI1Mdpa6rlD25cRbkhyLxkmJHZDKVynvu2H6c1HKFzeRPLVrbz+IGTnJg8xKldpwkg6V5dz4qrezg4NkNPyeLZPadY0lzDkR8chKLNzlt3snNmlsGH+snlcoCDbZdIbT/K4YNDLDinHRoscGzSeZtoJkP7Za3UOXFqljVSt7aVsZkcdsEicXGSR/9hG4VwmNArWrE6LVI7Bsj/+S5ynzxCzdEgPDtOTcpmzYIuTtkFvvzwIZ49Ps6JVAHC9ewfmuCVN5xPXXcjJ8azRKXg/JV76X7/S1n0tosJHdkPQMPE08y/eTkTOYeDtS8BwO7owFaVd7HHfmHWTeYvPul5DbAQQnjud+050CFZqT0OrkWtFbUX1nAT0UG4JflCgAyY0lNzkrUCNK7+Ue55S6h/e8rPEpaSiTpPQSplpUGBggZGtmk55npULEtvUOUZS5iP+hh2F0gFhFKYykhzJaDAVNQoxKCzC3Q79R5FFrhHvAtPIaP5qI9814wyz3Tvt4TLG0sxWXt1dE6fB5G8pE2dayJ0TofQhqO7T49wVD8CqMqWMwGkMH+FtMy4SQRSe8Y0ctBeJ6S7p4hpkauXLNNW1UfcU3cdCTgWjs4h0XsIGTileCMsr89KZwnc/XfEiwwBznrA4ejwhgIIFu6OdI6DQtvgDY0bL3SBgOvGcnOEHJCOO/CWdM+NUAMrHM/l56FlvUKlV/oE7sQzC1ujZgU+9O0AwgEhKVx6CbNf/Ecyn/o0stFNJM2++z0V/cv8xV+y7+kp7lrwFVLx+QAkR3aR/OgaJlPPPocfsys2s/Sq+Ty79ySND1Tm2kw0X8z+p0foKiXp6pBYWe/wqEgpzXkH307tE/dRWzhJ3Xc/REcyxr3P9JHI5YhLQZMVZHB0hiveeh4bNszDGk1Rkytw0pLcfXCafeOTtMgyGxMxdqdLNEzWselQjPZfZmhaXceG77yU1913Db1/tYBXf/RafvKlHTDhMHM6T/APVsLCBuy4YHEgyL7Tk6QnM2Rnp6idGKHn8mZkY4hgbx2J+jjJhjDL1nVTLyLUN9bSdkMrI987wj33Ps2K5fPpqetmZiTFnhPj9Mzr4Jz5LZSyWYYOb0fUh8hn06xZleTUxCmmGyJc+5r1ONEokxGHxswsq+qC/OLn+3n5das48fQoD20forMpyYK6elKFMifHs9hlyYraGpb31PPzvTt4dt8g6X2TbJvKMZGW/PNH7+He24/RUE7QMTFLYWCSns4ETzx1iM6NPYSKBVqTMeYlE7zj5vU0x+D8yxcSb4xQDkoaWuqwepqpj4UZnsmRkjZHtg+z9n3n0HrjXNK5PAQlobYa9h44ycZFcR49dIor3riZ7s5u9g1PE7BtcmNZsmHBsXSWbbtOc+jEMNYYpMayTJZKzJTLbL/nMJfUxxksOGx+3Rr2PnKS/HiWQinHs/ce4tHHjnLeqh5WNK+kJ5YknHXYfcdB6uI2b/zExZQ7GwnURLGaYpw8PoUTCXHu5y+hd3EbQ4OTlMsOpf2SU/sKLP/utXRf0EPssg4ar5tP89cup/HCJk6M5fjUq/+CyS1H6K6LM4cIrbNB4pc18sO33cN5Xz2H+297lsH3b2fq43tp31qmcTZAa7ZAOp0ltKGRW585xf6JWfbuHqSmaHNsaIadJ8f55daDvHp5D9v2H+fSte3ULa7jZ9t3Uffjf3vOGgrlpxj/0h2MjU3SPM89Gl0mEqSe3M7YH3+G7GtfR+Gaa8l8+CPk3vq2M6xTaYIJ/ioQvaW4Vn1CgLDUAV1Sunlh2nqWuHJFKsmhd8VSIkRKL/YvUOWc0lXKjvYs6LJ/5RVxkw8tkJ5KEFgEhAUE3Ao67clVLzKhAL3PgwElFm6likFK7qZT5gAztR+GlKrc1fF5fbxsCFfVWip3xVLK2DJ+CVdXSwVqBEi9c7SuGtFhCAeh9uBwQZhjZLbhuCXRSbHS7DKmRk26b5TqWe5GWspzYytoZ0nPi0NlIqhrRNqKR+p67VUSjgJoqu8KJPm3mPfOX9F/fBU3lm/jL3PmlfK8GJDjmPnj7efh/tv5NYeDvhD0Gx1P//tE+nj6Y8eOU1tbg97+FnDdgBJsPZG0O84MvBsT9PnRKpG1tgoqQIb7vaVcWNpKwHFdXFK9F3Anq1735ohhk3LqemQs7XWxjNtUCFfO1HziE4TvvIPSJZeS/ud/QSIojjswOkT35WsAuL31el4X2IY1NFjBl0fX30ZNZx2RmZOseOxdFb8d3vgJTjRdwP6RFG/pvZ/kT775K/lbsOLseNVdHM+VWLyhi5GhNAeOjvPSK5YxKW2GnjjBqiuW8Pj3dhICzlvVTiQZZMv2YS7Y3IvTP0FHPIJjlwksbcKqC8NAjvKNHeTjIG0H23FwYiEsESCfzhOtDTJ6qMjBT25l1cokdzz4LK9/xZUcPTVJ/ctb6b6ik/F3PcPBIjy09SiL25tpqg2y+Y8WkXzFHA595gC7Hx7gWCzLvEgTSWyauuqoXdDC4td0EGkLsf+Te5k4MUOxNcHmFe1sG5lh4NQEoaKkEI8Qms4hrAIxO8hApkhdLEQimaC9o4FAucz+0UkGD+1i3eUXcdm7l7Prm8fJp7MEbZux8QzpfIHl3W2UxmYRTp4BR1AOWdiZEmsWNJMuOjx2ZIS3vP8cHvzeXpy0pLWrnhVtNfx8+0nOX9zNU0cHSNZY1CabiQQt6hIBUuMZ+lJ5GkMBtu88TU0IZmyHSGuCRc01RIuCqZxkanaWeCxCb1Oczp5moEwxa3Pfk8eoiUcIFCSLu+LMlCHeGGEwfYz8MFx4zVrIhpCTWYam8wxOZuhoiZMOB5k6MEpjNMjypgDbhooMiQxv++zLyByaglqb1us6ue2Ge5nfnGDrE9tZe+UlrP/oKqywjcgIQgULFoTIT+YY31qg5aIYlhBY0SD5bAHKrqKc+NBWEq9ZQu3+cSZPTXHgRIrua+Yz/3W97LvvCIv7QtQ6ZSbGRhkck4zkC1y1updyV5yJ8RwnB2bJBBzm3DyXX3zscTZ3tVMoSCINIXafGELUx3j54G10Dt1LqXsxz+Rfy5Lhf6bFGafw0qtI/8c3qL/uWoJ7dj1nPRQ3n8/gJ35I7XlxHGkrT6m3tw8mhKo9qZ5lrZMmpTqaWduopoIEN07v+MK4WklbRkk76C2yDWjR+3NYjudI94ER7Q3BscBywFahD6ENJA0w9JZRjntkutb2yiNsqiXQIlPLSgU4pJGSvvZJr5PmfBOPH+oK5e3QQEp6DNGyUnl7EBLbkSZ9E6QqC8VNBsULi+sQlfZJuGBGSWxv4w63X9JLuJUmf8Ul27GxiwVCkZhpkv9+t/sukHMLBYTXahMm8tSvqSpRnRT4uiv18/FSBQUIW08nV9d4KRqOCeHoakv8o6RCQanZFAvmvXjH05/9gOPocWpqa80CcKe3RNracvC5v/QCUCNtPuoscSHMutCZ2y7ztPDwTRepP/mymSUIlQDkGRqK/Y6vHEzojHXcEAx6LWpLyPFcYcZ6gu2Pj3D+v36EmvvvreBF5r0fIPHP/wjAjtVfoNywmNVtPyHy/f+suG7y+r/hp/tbuP6DnTS+7/pfy98tPe+FDTcQ6q0hdOAuVm35CsVIA08s+DvyySTjtWWCIzaZssP0dJaQlGTLNku7k6w8p4fwRAanLoElysTyRayZEjWRICIZZTLjEM8WmRwdY++aGJe8ZiXFpgCBujD9Pxpg9LFRuqccpjsjjKazpGstOtfXs+yKHnJPpZE7xtiz7RAj/RnaNndw3icvQMQsDvztAVpGytw5Nk5XY4L4bImmtjqCHTUsvnEOI9tO8cB3+2kIhuha3UJ+rMDyK+cSDJY4/MRxBvsKXNCS4J6hDL1L2wmOjTKcLtLcnCRdKNPQ1sj0wdMsXdTCdG2QeS9vYfsXDpCayeHURFnW0sDew+Msb6nhdAIue9tiTnzpCJFr2xl84jSRkTLxziSPHx9n3dIkPZf1MPKDE4Taa3Gk4PTQFEvbk8wMpih11jM0lcUZy7NuWRPpkQzj00NkEs3IqRzJZASnJJmpCTFvbiOZk5NMTmYYyEIp7DA6Osua+S0sbqshU4bMdIGkU+bAbJFka5j4WIGexU042Hz//vtwimE+duc7iD6ZRl7ZyODtA/zygeNMTqU5f1Un+akM5339Ap69+UmG7Ami+Rom7RId0mLjX60l94vTTE46zAYFl7xpHcWVQeyom0O145bddG1uJbgnw8wvBwl31NMUEAQvaWbbjn6srKTlpfPpubIRjqfAjuJEHeRTE8R3zTBREgyVSqywbaz6BDPFMtlCiUkHGmvDHBrNseX4KAvraxGyzLyuJOmSgz2RRkajTA7MsDn7JIuDPyfY99zycnBDJpO79hL55YMk31B5krNTW0v6W9+leP75vrxxrSp0sp705AkBkGrzCl8FikmY1MaKMl48uaRVkGfQCOntDKpz0hxLYkktqFQzHCAgdYSiwvhxnxdwLWQtuITpHmZTRKEtfe2Z8T1CuBtneZ4K3Wavvf4He48X2FKFPfA8Dvq5Wkk7GgzoykLhgy46RwXtyTYNN95t4bjGmneP0gfaC+HnqUq29NqjNbtJlVVjbMxKUwKreeuOn2/3UeGo/qg+COEzdPUAeTDKY5LZvst4kvTckDi+bdlNq9w5qZ8iLNedX/GzQPvZ0ukUCxbMf9EAx1mfNKo9CzqE4aJ8tQi8mavWhahcFzq/Qmq0716vL/GfKAsKoeqSMu+iCnSt98/3rAOdwKMtBjeJSi8Es+iE+xy9Abv7TM9rI4F1F7fDkcvABzimW5ZR/LM/I/7Vf0JIScPAnTyZupENW91y2NKyFYTUUfeNP/0LbgZ4n8e/k//1KA0nHyd6108Jb90CwFDtEvrWXk3g9ASx8TSvePQzAESZ5MLZP2Z60438YtcyJqPN0Jqkva6RYL7MWLFIMBziFw/t47xF3ZyYmkBOZ+ha2UwsZNEctRgammRePIIdDREIhGjcMogYihPY3ER4ZQPJ7gS1r+tgcF+G4ZOjbLyuhyP2NKEiBJwAoiOB/cuTtL9sDf27TjNh5Rm8a5S2q1pY95qFzD58nPMnuzm+/RTz5zcQnlNLtk6QLpYoPpqiu7aW4elxdjw7QyAYpvW+IuGLaum9qpddX9oDc3tpTZVZ0GDR8ubV2M/OInvj7PvOUcqJAAfHB1h4wXwmjgyxYdkyVn9wFQP/eYhT/TMMZ07RXQrSd2qK6UZJXtrULohQ0xsifzDK2NAMrTUWA4eGWZ0QBOZEoCPKzj2HCeaDJJob3AqgBUnC82tojzXw+LcOMJTOMTA5zZzOJmr3p0lsTpKeiVIamKI9noTZAp3z4xweTdPZFKP7vG4euG03ExNp+splomGLchkOj2ZYVihxzkcu5p6/eZqViRDTgTxrFq8jE0kw9Z0+Wt6xANkWoO6yOub9UhBpSpLIFjg9k6dkl+huDTA/soDxmRzNMxnCjTWERZzGT2+kuVSmnIe0bWMVBCLqLrya5hr6/n4fi/94GW3NUcqJINkmKA9OsuzqJcSsEvZkidKTk8iv72XEiZBoiJPJFplTGyIQDbK6q5b+/hTFkuTI0UlKNUEolshlokQdQXswDDhMj+RIRS3smSJNKxuwYjEK42kWH/53go575lD+mpcReegBRD5n1oG9ZAnCgROTc5j3lk8QffqnWCMjFF77WrJ/+WlkKOgqe68wFVNLYJSahef2toxydMMZjvIjaJUjvWdIgX+PBc/kxvMgGPnhuFULPi+rqeBwtOWjrRlt7YL/4LZKwOOzvrTiq2iGVAq/0vQWQrpeE5RiVYq2cmstabjkqW4FEtRzDQBxLLeNWp5KxSUhK5PuwZSsuqBB4m5a5te4KtNBaigjDE+ENibVdfr8EVfa+sAMmPETEhU61zzFl2Crd4f1DFAdZtLVO7qoQUp30zTj65YSL//Qv+2X/l34nql1jznU2xtbfB4ePXg66/aM3JMXms56wAGeYSANs6FiYfvQobcVDb5sZnW9zgcxit6rzzZzVAMQhfqRDnpjMD09vDepTXq1IaLnhy8L2n+1f3G6k0caz4f7UZB7wxsJPfoo4YcfonDpFUyd+xfUBAPkPvBB4l/+Em1TO7lw+TKsE+5mX9k33EzdX37sefk2dM8TBJYsItXejfj2vYTV9z/kIi5f3s09u3YSDwYq7olkJmh78F94EzAzfyNHB9s5tfKtBAIRmiIR9p6eJLmggUP9A3T2zGWgkMOKBzh1bIaZZIL9fRNYXY0EkzZjs0UWLFjCAEXEMxN0Hy0RmsphF9LMf91SFjdFCCQDbLxgBXZRIgMOiWSI8HuXE6sX1MypI9YYojCcpZwrUVyWIDx3GeL242zuCBB99QIG9kzTvbmZ2hU1EJPYp3PYuTyBeIJ1sSiN8ThOKIpwCqy5vofUrhlCw9OEX9VCoDkGq4LMDM8yNjDN3MYEwnYYerKfhfUlAsKieVWSho+vh//u48TuU9QdHSHW28E5f7gc0RWj8S2LsYKS9nUWe3dNYA+lCAubOS/vJjeVoziWY27PHCaG0sjJWRKvWUrrplqsQpHDf70XJ53DyiVYOb+BgaE8S17fS92r5vKLmx9j5aImxvJ5ZnI5Ol+2grUjRerObaApH6AvEaauJ8HiK7s5cvcJhoezLLu8mznNFvl6h3yuCMcnqJ/byNKlCfpnbIQtkc0hBIJQNMjSpa3IVJZM/ziJUBAGS7T/yVr2feQZ4l1JUmNlrIkZTj98ivkrFlJ2LEqjklCPQMS9CT7/+jkkGy1yUzlqru1C9mWYbYvS3BLDypUZu/MY7Yk4s+kyiaYGZvqnKJQCTBRzjAzaJFoS9GOz9/QRQrKF5T2NTOczDExMk2jt5WDfKI0NtcxOzbDo6l6cRwdIzKlj/GCayfFB1rxsCZl9Seqccey5c0n/439SOtBP6Bt/Q2jLFuyFC5n94pcRQGpmhsLffYS8/EiFbeKpRqX0BL59DjwPgYERJlnTky9+IwU8PGCUmL/aA4xgc1PNtDL3KXThk3W+9pgr/GWeCPMe0w+TOyDMn0oppNqpFJcQsmLvw4oQsvSd42J+98SkBh9uZYZ7r8FD2qUs8cCI6YVXoVHZKt1/t8denp02Oj344L3PAwPa2HQjSGq79zN4obM6hL7e8ozRyr1H1Mv9Y+0Djv4EUz26puJHD5EZdv99ujeunqnQcYof7sajqvVGV+gcF/Dn7LwYdNYDDj0oGgDrMib3NEDpv0KBPz0rhRo0YRavxsYV7k5znf5Ov9lbGCZ2atrk1YprlFkR+9NPEJabJ1VRX42xPHTJm9dkB6JRZm/9lvuuok3tsSwSyL/iVcS//CViToq5j7mJcPnXvBa5ctnz8m32hjdQbp3D2N9vZc7he6g94m6bfrxhM3N6XkKNE2ZJXS3hxBQcde+x5/ZQ2rSJ0KOPEBgZoa5vKxuAdY/ey3BsAccWvptFyV6SyVpysznSIxmGR2ZxJgo09jZxdCZLMlFHZtYhPZLiVLFInSwzO5thZDjPeKdk49pmZCrA5L2D1IQF7Jsld6yAZQUJh1UCn3SYOHaClj/YADUhwl1RInVA0EFGoP2lbYSiDqE1cZrqITJrk/mnI4Tr6jj3Db0c+ectPJvJImJx0q1ROlY0EV6WoOEiQXbnDPs/foJRojTUBZAxi9qeCJuCa0k9Ocm69b0svWQFyfwM6b4i8Y4ApVrB8ht76D6vg9ndYyy+qJGaJXXYORvHckidKpNYVsOyi+cRiUW47ro2Esu7yPXPEAwGiCXidC9PEtlcQ2Z+goh0SPfnmT4xRakkOd43TWN7AplyaH3jPLJTJShKYjUJkiEb0VxLzYkS898wj+jqWgb/6GmCNUFiwTBtixqInlcmMHiM8+a0Yr2xhYGnJgkjoC5O32iOXLFAfrpAti1GswPcNkQwLGl9cy/Zn53mSP8UomAz+/VDtPz9Bhqu6CW9d5S2a+aS2TdFZihHMSeJNIcIBR0CcX80XxDoCNFyQQfWD09QKtok85L8YxNkaiPUSEnCCXF6KsuiJc3k02VW1Ie596l+8naJqWIRK1+kMRihb6wIcoLOhhhFp8D8pjrSOZtYKETQLlMzcJCX7PgXCokGto3fQChUy4rF7Yycmqbu0vdQ98vPEDh1ikApgz1/DoV//yauQveUypK3bzSGoXbxe6n3bnaFVnRCywW1toVwjQx3ubq+Sn2+h9Rf+ZIFtRzRRrFUSsNXEILe30KHLzz73ZNF3h4fokLvuXJIqNNWDbpRhk+lN8OcKqse7AdK2jjTIhDFkspyWAzIwvvK103pixr5FK9ql96TBPQ+6lQ+S1ffaMDiNc9zaGvPh4FdFVx2L5f6uR6TPWClwl2mckifDaO2UpcSnWbi5vmpPAp18Jz3ft8omaHyNhzzc8bTIeD5OBTI0ONe0Qvvsz6AzpHeE5Do48Mq9d2LRGc94EC5DoxCV4KiIsnpOX+93zQo1KVP/pp2XU5tLjLkWjCO9OdlVD7fRZ2WTwhYBrR4mOUMoGHCN46ZbB5q9Vsr6vawQCyvAQnOihVk3/d+4l/5JwDKK1eR/sIXEek0z0ezt9xC2Aqw/OcfIXpyv/n+mfBridXXcnTraea0CFYMfgUAp6mJqS1PIwNhwCb6nW9T+5EPu612bDozhwme+C/+JfpWrqiPUzd8jOXrR+hp3sBEeppnt6VJhwXntjaTtuHBwwOcv3IOpwdnSSZCdHfHGZjI8OT3T9KdjBMQYS5a3057VwNiKIszNks4FCQ/W2DP0Cx11izHOMHcWJimUJByKkt6bJLYe1bRtrCWfGsPwboA0cYIcqZEsLMTGQ8TSoZ46K5aOk/O0hCxSJzbQvpYitxXdtH5ifXc//WtvOTadQz9tJ9gSyMiCvbcAPWbG6lfXU9j31xKeyYJv7ab0qjEiUBACsqhAPG6GJHlc6hpCuE4NjIP0rEI1ISgMUDX8hZKTpDmDrCzEEvEaHlNF4EnUjiDGeqXdfPsZ7ew6UsXEkhFyNRFWdycZHp4lsbJIiOFEpMncyQbQ0QDAYb2DFJI5YitaCOwtBVrVQ22cJgcnaWUKXC4f5r5l7bQ8Nou1szaiAsTOJZD49IaVr9jCQe+eZBC2aHcXk8gYNF4fS+UHfZ8+wCLNrRTd0kb3X84l9LxIXK7ZxAv6aJYKtD12g4GszbZtjArr+/GAiLNIURIEghZRghPn8qSvbOP7pTFzlNpuofSJBuSxFvjdMVClKIW24dTjGdLHD88zKOnB4mH6ljcXUe4NsLklE0oHsdOlVmyuZOpiQwLu2p5dv8g8YYYnbVx5tUGKYciHBsY4i3tdxF5agcR4MK6LTzT87csnLeMmpkc5ZHFZo6H7/kxEwuvJXfrNA1vXkigPWAsTu3Kd3MrVd2IA+YwRuVCN4pBqsMUhHaPK+e8CJgkSM/7qbWP9FwBPvlRKpYJBYPuc4088Q4ak0ZZV9rYCtooJeUpHuPlkCgt5HjgB7NTBoIAjieVtK3lARtfqamnQHV4ycKEmLW55mlwc4ujeeoHHuoi29hy3vMcXXnouw5HeCLS8Fqa8dJeaTe3Qvr4rL0WPuWrQaYApHsCrTn1Ff1sJc11Ga7pifudNKEtSx0sJ024p8J4xf+9gjXC87br/nh5gQqIaC+I44JG901eCEuokmT3MD3l0RFKf8gzzpd5kejsBxyKTI26tk70atI7yBmdrYfArV+W0q0QUQ/xufn0mQc6jwMzaXUyl8mYNoBH2UAmput4aBpp9vYwLjh03b17J6CQsuVbEJ4FZRKqLBCO7qg6BllKsn/xScrLlxM41kf+7W9HxuOIeJzSho2EtnnnPshgkEAkgpgcqwAb9yz9NpuWd5F4+zK+94lHeNvah4n8chcA6X/4ElKHV6RF4Y03U7j2OuJf/ALx//g6AFkpWHDuUkLlPOft/zjsh7Xq2avnvISfb/wYR0fS9BRg5eIaAuUyp6bzdBWjnBwaxQpbXHTxQvbsGufIoQE2rm3mvp0jzEynEXaQ/sEJ3vqNl7KsaGP98DjJWYe6jE3KKRIoOkwen2DXJ3/E65afT7gcIFcokRqdpTlqcWwkRdtfrsZqreeqr55PwJYEAyDiAaQdo9SQYMdf72bF1cupfVk7iXwbTtQFoKGgW1VETJCoD8GKFkQsSDghkQF3XgQDFsGwa15I6WAXHIpHctS0RRBzAgRDFuGLEkz1zVDbUYuNZGavw/hwAavVYn5bI0e/foxVn9jAX2/+KldffD4rL+xl7HSKCVli8fk9RJ8awDpeoBSC9voIMiaZmErROVLL1O5p4ufECNYFsbJ5utZ1MTw+S04KQoMQvLCbsa3TNPWGiTQGmPfaHmrrwjz5+R00hwK0RsJEzqnBClrM76mnNJaDZ2bg+ka6Pn0OQjiUCUBREOiI0PX+HmRAEowFEcIiUJLM/OtBmsbCFEJQGw9TEoLAQRshJesjMayOIE/sO8K5i9Zy/MAUB4dtehY205nOsm79OXzv1seZ05Ng37ExouEo3ck4ydoIh6fz7HnmGGJimkkJ13enaGzezpa9S2ntaWXH6ASvqjtCdOcOM5dDM2OcN/BJdi3+Ovv2THNhg4fUw9+7nfD330hkZQNW0m8OularpasJdLWDslodR8XllTDQAl6qJFGpcymUJewaQ9pb4CWKowwbiXRTPpSHIhgK4IUJtLb2dsKytEwxYEDJEw029L9NUiMI6Z6RopW4UcB+OSRsBWzcBhojx9cMYzpL1wvhqPv1VtuuZ0J7aISXACpcGKG9M36viilblR7YcI0wdaKrfrMEc8CZ9MZDKBUcAKSl+WKb3Ad3rLzwtAuM9G6cyuugKngqxl1XFmoW6Fw/oU8PV0Ojy3UNAJQVnhjDCz1XdNulRAjtrbVdHjkBT94b9ntzVjgB3BwXbdwqneK4IEgCliVNClHF+15E+n8CcLgD65jMZBzL3QFPoUTQyNIyg+h5QISaADp1SGX4CgshlbvKwE61iB1Vh41TgQcQ4KhtzU2WsoNyPXpgXZdtSelaQVqUgCpFN6aHrr1XE1FIhAwgHccIKa8+321/8TU3mHv0kp39zF9T/5pXIgruJmBOSwsiEsZp76Bw7XVEfnYPpWQLC1+7jKmhNOPve4BN3TbRW/8VgMLLrqdw7TVgvDSKd00tZD97C9z7EPGBI0yLLsqnx2kpHX7OGFnlNMmUTdehXZy/9ClKfUXuqrmRBeeuIlhjURqd4pI1Xew4Nknd3HrC49McydicPjXByFSB7kSMDV3N3POxp3jFuT3sGJolVp/g2YEJVi9s5KmjM9TXtfCyWCfMlMDOEyo4dNZHGR4Zp3ZuLdH/GmTHqQNs6KiHYImRQpG6mxYT2VRH16YkLUvXY9UFsMMSGQ14A6stS+lgBQUEAkhsrIBQLnMNaoURTsFwAGtdHNuyCAhJKe8qpLr2GKIOAlg0nF9Lo6gFKTn5+QMsevciwm0xXnfuJpqb63hqx2kK+QJzkMh8mY76CPXlKKWARcdMmcxUnlBvL6mhGeSlteSGA8RLkqX/cRk/etsvsaby2OfWEr2qjfLRIM0vbyMcCFBwbETIYZoS4+UiS17awtzNc6g/CceOzbB9Vx8TLSFuPG8tYRwibVEcxyZYVlZZ2SYSC5LdMUH2tn6S5QBONExzXZgvf2c78+IBFq2Yw6qeJDIY5JlMmcnDJzh/1UIa1izjm48eZ/HCVupqgvz43r00FCVdc6aZxIIbErTeIzmRyjEecOjM2GwKp1jyJptQ/yGCu3YQ3vIkALUNq5mYdylr7bnEf/xJAPKvupHxyYvpeuIDBCaGWXTiW9Se9wEevn8X89RcLLzkKkK1IaMsdKK2K6gtVU7vE9bGS6EPT6/UxcIcrOZWj7j2izIcdGWKUOd+6p1DddK4UMaS9rA4woTddbWblg46XGISJB21Dn3JlJpcq1cgsVVVrTQK3ZvPPo2k8ygQFcmSnmND4MiyASZe6Fmf+RI0xpGWuZYAW4ClvAU6zKy9ITovwf0UxGxiVSGdXVnsKVPhhcD0mPiKNPTYuH3SxcIql05tR2bGTwq3XFm6O6k6SCwpzJs974TEspSA9yXxS2G7BqMqEtDj4hqkGONUt0Wos7c87aPHTrj7lbgPNWjBUdU9WraAljee10TnIZocDnOd6396sfcaPfvLYo8dpzaZBKTaLlcvIBeN+rfcBR8QMJUk7lozE8qsAPVv6X2lJ5z0771RQb54rcHyfgtEezYqoae3ax4qK9syr/dnLuucEEuCY7wkCrXjloD53+1tHQyBvXuJf+WfCBw+RPZPPkLxuutdIXfyFM2b1gOwbeEHafzKexn//B4W7v8HGkaeAGC87ziyRu11op/vBLCkRBYdmnuaAeh7xVeZqFvPrgd287aBP67gzH8v+QKl2jm8LvVPxA8/DsDJ2CqOvPIdXPyLv2NatnPgor9hT98kaxa3Mz2ZY3ZZHbvvPsD85nqGplO89DPnkfp+P9uOT3LpRa0cP1mktbmemZPT9LbHiUQCZNtqmTORp2ldE3ZBsnfbCQ5vG2Tdwg56OxsI5ktkcnlELMj+bJk1dVHCtTGcUICBo5NwaTON13UiglAslZBCYudtgnURRExtSqSTBdUY6GQ0PdrmPCqlhDyzzvVoeUtSx/wdU/7oWirgOK6Vl/nJMYLJKNaF7WT7itQvinH0Q0/R8ZZ1TE3PMP3zUVa/fTGleUEClqvI7FwZO+9w/EenyEwXWP2mRVhtQddqLNnYQXe+BCzLdSPbDuV0kXLOJhIJMHMsx6E7TrH+7UsIFQLE28MM/uwk8btPMBRNsqImgBMLk50p0TeZIVrK0dHVRDxpMTuaRYogx/J5EnMbaWuMcHzvFPmooMWC4RDUEeaxXSdZNKeZdD7DxFSBsIT+TB45luPNH72MX9y5l9Jkmus2nWTJ9/76OStN06F3fIeBozEuffAGLBwmvnQbD31yjEs2n6LlF/8AwHDPtbSknyEwOQ7AzN33Ujp3kwID7jhqVeFbyrgjhlJCUimlcgXocNeXLo8Uah9AtdqFUOGYynXpftBg1ufJxLWa3TZJ4wWw9EGRvja6+kwopeN6KIyr3S+61LuEfx8M3XDhAxVSz0XPI+MXU15CpQ4daXmq60C0x8RT1L4lYkJNXr+Ux0V6W4ybDRx955x454E4Rhe7/Dojl8Mny/1GpWEz2uOAColpz5Y0vdPyW3uYdE2J0eN6UfuTbxUY0F5pjedcU1B7yf3MruStBqNuU/07oSrgZglfuazjGxCJPhhUqm1OvHmhwadDenaWBQt6q2Wx/5vk5l+4ylpHxvRM95JC1bU43gRQyNeyhHeP2pzHcQCf5aHvlkiwbPct2kdakX6ukLt+oUn69FCqWRAaBTverTiuheTONV/s1CwehVqNbPSbIVJtD4yZ/HrB2StWkv63f6sQCJYQyN65lFatIrRnD+v7vsJjXz6X1daT1Cuwkb/yWmSi1ickNevcnf3KX/+JGYeI7KETwc5E9DljtH7pCh48OU0gO2m+qykMc84v/5nwxGlaOU06u4vH4/Po3pgn9+37OTqxhrb6GmL1Uepjkodu2cn8lhpa62oItCZ54ie7aLKGaIsGWfDadczsSiEnijx8apI5DoRyWZ7ceZKQ43DP/iEubYmyqKWGUi5ENuIwJw+pok1TocjUUJpoSJLfNoV9pEQkBk6mQM6CmSNDtL9+KbENLTiOg10sIMs2TlmSdRzyOZtwzKJmYR1WWG3qLLxkMM/trBSVlv2Gndpaw43VOpa6RhJ/hbu7rBRQtzSCIyXzvrwJgE5a6LyolfRkicyuGWoCFtElSZxph2CHxYI/6KY8VcKqAZG2KZ6aIhgJICQEwkEjnAOTZaZ+dJSJA5Msn9/C7IkU0ekZEtEE5ckcjgP7+ya4cO0c6odTpPM2ghKpcoGVPbVsP15iR26SFTtniC6Yg53PMpcs4fYFjJ6eItCRYLJvgpY/XE5vqczjdxymJhpiJJPh1P5RWld2YlslNrQl2Tp5ir33HmZRYw3TuRLd93h7yZQ2bKS0Zg3Fiy+h5nOfJXjwIOGffJu5b/wbrAfdRZT6cZZcxGL2/KsN4Gg/6Z1eXbzyJZTO3eQLG2jr1C03dT33vqRvqWQGytvp27PCi/ILT87gLTrp5T+aX10jQqoj6z1L1Q3rOspyVjNH6Oc6bsQiIL05o8GsaYU6UwWUm13rNh221TLJDSnopFidX6atapOTpvijkySF5TsZW8s7SyJN7oBQkQilFIU2vtxrLWHhSBXGRgKOUuauF8LkbKg2uxy01Dj47XTtacAXjlKmnVTGG77vUGNllLZE7xRq+C+EGwYzzHU9FJa+ToWHpL8JhsNeJo0PrqpcY8ubZ4qnLleU4YpCJ7rCxzxBJacKbUT6zwTz+iL0976t1HXSq0kAriaN/u+TO9kMoqhM0vJl4uiFYdxSlk78Eb46d2/SgW8R+DGwRtM+JG/ukcKHi/3Y2TILQCccCW9JeI+wTMTPmyv+ZCclNLTFZVK/NAbRyWu6bWYBautD90UJGSlI/evXabpgM8Kx2RB7gOgvfmDeNvvZv0a650mRny4QrYsgwkLxWRJ77KfudS2rONmfpy2Q57LMUxV9SresY6TksH5xG8HBKfO9YznUjR0yn4+PzBAqZOj6q3cyLzfJ2sZVjL7liwQf+jEnCitIN3QQbolw5PAkkz87TraYY35HM+VAkH0PjJGazNCYDBKJR7nryUMsbWqgZ95ckmGLhID+/llidQmK01n2HZkgGw3S3hFnY1uEncOTLK5r5OjQDOvKkkA8BI0xCuM5ehb3EtqdxzpwGgoOdr6IyJXITc4yUyhx7NgYXed00PjG5YQilko2tiiXbLLZPMGQRTAahoAgmy2DlEQD6ryJooNdKjE9WyCCIBuQWB01RCbyBG1JoD4Ci+rZtbef1u562kphRHMEKyooZ8uUT2VguMDoXYOQdah912LCQQdOW2ROZJg8NkZocSPF8QyJxyYZsR0SwSCLO5MUS2WwBXZE0pIJ0ry6m1h9LYu66rH7+jk6nqIplaelvZFzVrZRG4NcXYypfBmaw9jhKGNFQeOiZo7v3074vNVE7ABNWcFIUyvHnj1JCUEqUyIWCfD4N/bQE4+wcE0DO3b1E4lHWLW0hezQODes20LhwCB7SxsR6Tq65sSI5eKkT7eRYBApBNM/+wWO47qZ83191PzVp+maeIy9+TxOsgkrNUEgPEjPm8+l6U3rSXd9k9q3/1HFXJy59b+MMjWORctdn45SNH4PlGcJe99og8W4/aWlcgg8AALCePCFlGbLcQvwpZv5jB/P2q3cBVm91/J5YXwiyZNpat070pUXeldT6XpALa2ItI5Txovpi1JWWI6Sh7pFroxw/8MkckolcPTvWq751LwKEWg5rJ4vVZskrqdBhwX8QMG4aHzlnpZvALQ3UajBM3ttyDP0q7pHnxjnk+nS2Gl6EmheucmbDnrsDBcU33zKRAMCbTEq8KXDHGZ89TjgyXZ/jN2rDvLJarWpGFIiLO0NEmdcpzxSytPhPkuqmgPBbyO48f8E4FD2BNqlaawOS8EOyx0sM20MQhUInUTki2H6n6p1trF41GAb96MPl7qTU5qJrSWO35LB3wb/JBIYT4p/3Ro7Snpt094YvyPFk01eRrSHmX1t9C0y7XmxFy4i8+73kPiXr5L4iWdRZt/1bmRPD7LoXueU3DCVpReZsBATQwDk2pcwkS7QPFOgeezpivGZXf1S7IYImQd3EhgdMt+3lCcqrjuZaaLBmSScc70grZN7aP0H9/Cs+cFa7r7y20zuP82F19QwcXc/A1acZfMbmYkK9u4eosUKsPvENF1Le+md28DM4CylGBQjUSanc5QcwbYtJ+hpqiFSE6G+MUE8bnHf7hH2Hpig92Vz6F2URDpBjk2lKQ8MU4zWEokEcEIZ6q0ksajFQ7uHufL8ecRqwnQVbWoTIRrmdSDuG0cWS0hHEJAQzJcJzKaxwiEijXWUS0WCJUGx7O5XPItDriSJRmwKg2nCIsixVIamdS10zzjkR9JEFzZSmJ/mqbt3c9WliwnkwoR74gQX15E5OUNkT4pA0eachhjB1iBjPzhFfcmmTIDMbJHGriCZLeNMnJ6gvb2Tbz+yj3O72ljcbEPBUZ4UCycgsEfSlFIlwm1R5iWbGBnLI2NJsvPqGOqboG8iw9B4ka7aCCM7RolFgmStAKlsgQ2XXcDT9/exsLOeJyfSOJOzNIYClHJlaoMh2uvjLHSiDGSz7LjjKEvbZrh05Ovkh+o5leql5gd3UAN8IHmUp6zPsHXPaVY2tjLVeRPth3YgpCTyn/9B7g03M3jrQbKJc9gMhO0s83/xIayUO5cmZkdovGk1hRoQl11KrW9+TW55ChGJeiExs8ikiwI0EMEXY/dUhM8AAF3F4EYR9BrVesSzxzFgw5UalftsoOSSZ9F70syz0j10otonpad79O8IvOOsMUaKF1bQMkQqY9kHIDwTxwdUfO3TH4SDpHJfHm3kGAPIJ4dMTohngPvwlfDuNz+Kin9rAONXs1rRV95IhQI3nBJnAhB9h1/Om6s9E9GIZOG7x99aNT5KJgtVoaLH37RFujzTQ6Cf4XZBG7nSu04D1Yq3Wr6+qu90JYrud8Vs8TxMsgKkvDh01gMOs7GfEBXjUjFVZeUvnjNDGJSv46H4qkS0+824vgwa9rS8VPFGF8x7AMW9Vk0Goaaz1LvpWUas6fWjm+nfutfE93TPfAvI2yRIGFTtbXbjQ+Fg2lEJpRwFZVz/fvZPPkLw6FEiv7jPvL+0+QL3MWF3xcQ74pjprdy3kTH3LJfZxg56OudxfCxFb3sOTnkcD6xbRsOERWL6iV81jMzULCDZ0kTt6YPP+3u4nCY+XYQTz3DpF9yqmMtXnU/gsCDbP8Js7Ss5GVvOwpYGVl7fwNA900zEYkxmSrTXJxiNW3REQxBOMjZZwg5LkhYIxyIWjRKKJuibLDA4nOWCFW04MYvth3O0tkYpzxTJTxWoi2dJhsO0zanlzseO0l1Xg4xHkMEwWx7r4+I1HdQkw0zOZnAmBJOFPN1hycmpWRpkkEx2goXd3YhgiNx0loAtyFhQCoRo7Wol6tisaksSC0VINMFIXlIqB6nrK/DqrrnkDpTIUOTIwSnOOZFHZAoEQxFEg4WoE5TyFvbKOuzjaU6OZmmZV0eqOEsqBAtXzeHksSyvuHIeLcFaZhJhsvkyp4ZmaCNIU3sdW/el6BRB2gMB9hfzBGQJpCBxfIr+o2P0Z8uUrRCFTIHmUIjZSIDxQol0Jkf9JW1EnzzO4ZEM2w6cYvmidmYjAWrGsohImJaeJKd3HKS1ew6PDh3lRvs2IvnjRIBV7DDjXJ86wuTkXvpm65mcKnHB4oXIQ24lVuy/vkn+NTcz+p3jTIQyLFp/Bc3bH6D+qFuBJWNxav/89Yi4yhWorSP7vg8Q3LmD2c/8FfaCha73wCgcz4NpnApGgXk7DIPfWlRC3ShSYeSLSTcw+Q3+1EdpdL62dnVioXePVDs5CQVE9DquzL/QXTAp7tKz2oVuq3qcESdCyx91s8ml0DzQiZWaPDXvnTeiPSk+FpoSTGUcae+qboLOM8NLWjXnuUjPIPJXZ2jFWwlONOg5o4lS+4mVwanepkW10PJXKOhoYkSaez75qieCMQgVFtC8l775gQ6Y+sfPa6n5LLXyB32sfAVg8QFd8w7hscRN1vXgkAESxphFTwbzu8lXORPgvgh01gMOf1KTUOhfM1royW0mtDdb/YlaXqKUJrf8yAt5ePhWqEluEo+kp4DVCvPpeYVudX23kB4aNrNKT0KVKIr0hJHaRMgsTC0chJcJ7tXagRfScczi83JjK/vixnU1SpeQqCX1re/CyADhZ5+lvHIVTu9CtHCSUoWQywIRAAJuGwJOCYDJvgAHZ07SWpSEBo9UjFFN/jA7UjVcv1DCnucfx5GmNczt7CYx7gIYp6aG2b/6G2o+/jGsUpFUuJP0dIEG2zusrmGPW62QBF4Wf4K75lzEuUPPsvzDb2Im0Mwj675AcGE9F1wR4pF7yiSnHY5kMthWkOnZPKmAxJm0iTtw9aUriDdGSUbTHDs2Qde8WopFSaFQ4PFtEyyZ00DvvBBDI2mOjaepsS1C0RADMznqA0E6AwGOHJumvT6EszDJ1p0DtDTGmInFmBE20ZoAJ2ai2GXJIidLqCtOKgOp6QyxeJT79w9x8Yp2tgykYGSal2yew1Q+Rv9EhnMXNjGUHmPLvgnWLp/L1ESKzME8y5e2ks6XSacd+o9OMTFZoHd5G03TJfrLFsemhkEUmRmDB0aPctUVy8nPFNmVmiQpLQaCFvU2DORzTIfDTNiS6bFpZoOCkekig33DtDXVI0clnefOI/LkMRZumsezv9xLqlkgo6040wWa62uwkhY1xQAjtsOn/qqV8rZD9NvLWLLxKMF8jqNT4+TLdUwcnaZUDBIR5eefCMBFsw8xGX8LuWKJ7YeHaf6j/2LhN99E6NABrHCZxf95MTZlspxP/iufJXDwIPbyFWQ//GHq5i3wlCpCHR/vC1UAwsQ6ALw6Qn/StU7oM7tgGg0OBppoQ6ICpIDZEApBpcGiFYMwiaSeWvcrfO1NUDlcUppqCqPQdBu0N9O4dtVf4XktpLSMOj5zm3C/MSOkhWO5Z4oIn0L2mVfefUaR+Sol/LkSwu2Td7muGFF81t/7n+3daJ4tNP8dkJYOVmtTUO19ocPIQqVd+sSaDrtUjKNvPF0YJJCqdNjIXBSANPepPBiTA+fOD8tTCp5I182XAhM/879bh6jQVUoq30v6Gi/UFgmmCtFjuZk3ileeVx0qw+YG97xodNYDDr343KQft5ZbgwwXSPj20vcpXZ2xLIR0j2bWcTe1GEywRHjhEwOylbXgyg698BzcDWR8k8+HpPV5By6odYWIZan3mft1lY22InTioTSz2IARX1ukTmZD4sb+3PZaBjkryGFQv1sZ4Xf8mESk9k6KL3+lWui2WisCabmWlBVw+WMppC0XzIPxEXrkIxyLbyax506E7SqT2WteQ829P6L4zGGK4z0kgu6WpTIaReTzFePYfu0fse3BIS4L7XW50dlF5oabsB/cRcPd3+RYuY5YS4z0YCsUnmciLLmCl31gDW0f/hCiVKK+NMTC1C5q9x2j+ds/5FVWiNHX/JD+cZuelW1kdx4nP5TCSdbQdnkPA0fGSe8ZZ2JolNjSHkpBi2HLIXViissvWcKu0yn6+mfIDE8TbQyz7JIl3PfwAVpEmHh7nFK2SCocZeDIBEeeOc3FV8xn0eXzmJqY4ODXj1MbcegMRzh0cJSmlyzg3ieOUxhKsygRohyLEI8EmbEkS5e3kywKnj41xVhYcGLPaRJWgHBNI4s7JSIW5PJ/OI/HP/wUv9g5xoLOWmq7E/TUtdK5vZ/06RTUWezf10fELnHBqmVs+GgvD33nEN1LWxjpT1FORjl6ahom8kxlcozmSmRHs3QlIyxZ1Mmzh0exSza1PY2c6J8mUHCQB+LMrYnz4E+2syAeYUFtK0cGMswWS0TLkv6/P0B7METh0MN0fshN1pzrG56NwK7VX+TekRirli7hySOXcR23AlCev6DiULU5M1t4y/ktlBrm8NDRbu5+PMcH1W+B7c8QO/9ilVrRROqrX6uoIPAHI7zyyUqA7h5V7lmq4Ho33dwbTz54OsRdONKycPfbUMnkPo+GPiLdmDDG7e9JH1ePBNCrWmMQt62Om/BtSUCftaSNGOFZ2abNeL+Be7iYAkgujvLkhtCODYRn7Us8/qj+OVoGmT5pZegvK5U+wKAVKMYoMYep+X/TPMZ9tycIpft8WwXEPUvNJE278k4rfBt3zxNPNmP647h9Fu54aZ7osTJRC58ecDGaqrHRuSSeqEWXJUsV9kJ4kFDn4El1LpZ2QvmjWkjp7t/jC0tJfSaLDnsI7SFyD2rzUk89UOJ+MrXSipOWucR9XUDlxGB0khDSpL68WGT9z5f8/pPZcAfQiTlemEKNis5Clm6ij/ld13ZLlCXgPg99EJIUOI4OZSgUaqwJd/q5IMHzGOgd59w14VpTukZbINxae6RptxY67qJUGfF6YeiQHFrw+YQoLghwu+cCJ9TJPjqfxNFTWLt31cqwLIFlBRCWUGBFcc9IWo24fa47IZEBB4SD47hHWWc/9CEAmk/vYMmRH9MR6wdgYtkl2IsXAmAdP0TTVJZ4n3uI3OwnP43jK9EqBRKMxeo5FhinseC6xwtXX4MlLUq1MQC6EjVkJ0rExUpzX/aSqwGYqp3P94eXMHrzJwme7DO/Z2Zt5m7/odsGp8Qvdx7h3Fet5fizT3F59jNcv/cmXjbyJ2z80R+z6ZGvEpidhmCIpRJS/dNs6Gymu6WWPf0jHDs1ykQqQ6Sllq4FDRw7eJob/mwTpVSGB7f18dT4DP39oyxfNRdiUUZ2DLPj1t3s/eUICzbMY7QcId/RwtB0lkMHxmkMR2lvrsHubiAVslj38TXsODzOA/fez7OnR9mzd5DA5Aidi9rJOrA4EWbz6k6e2nqS6HHoy5exwxZ9RyYQp1MwlCe6oIvxiQJ37Z9gw5L5nE6FePzgBA/80z6mTszwpX/ZwpOHxrh353HCBUFzIspYPAJttcyMpdh6dJBH9x4lGpRkCwVmTkwzMZunLMukU9NYZUlvMsHFS3s4sXeQc7uO8YfJeyifPsnOQ0McmU2xMjhVuTYDXsw/cepeLprfyNSxUSKLrqMciANQfNnLmP7RT5i662eU1rsl2vF776Luu1/llc98gg8e+ZD3wPFJ5bazXXCtlK4B1ipvS8evpdRz2gXzImCr33W+gWskmB0apM/S1DJfGQCWBhA6yVFiHCRuYqLw5I2jZI7PmteKRXsvpLFO1Wq3hAEDruaTZj1L9N4dAm8jQoFXLgtlVTrqPtvBlMU7tivoLOnjh8os8RsyGt8oWan5hDLkLP07AulYRq4C7sZUCCztYsDxkjVRYAYbsxmiuypBuhVZgYCDJdR+KEK6FT7a4BIBJXK90JLxPqHf53bGS87EbSMuL/UmjcLSQEXgP51V4Pp8hQF5ig9KHLrPcxOEhQyo+aJAmHBMTg/CQh/G6YJAzAN0mEOX+rpTS+Ko7dylsL054w+pgQtMDMDSGzCqdSADQNl4edAiXHr5My8WnfUeDsA3MEItGoHR1IBG2ChUb1yTUi8y5ThUC9/Nh5TocIW/UsUFBEFX8QvLTEitrLUAVAW37iSCykRQId398aQ3iVxhpQAMWg44VNa2q5NqFRAQJs/EdB8dp9Qbyug4oPRWDcKycBzp45v0dhzTwAqpELfj8VTlqwhh4cgyUkrKl19B/sY/IPq921kz9j3TlNhL1lI6fxP8IyTH9vA6PKWRv+EPyL/hDdSfdz6h4dPMLrqMJx85gFWaIdznbhqWv/JqRBiCCVcp1SQK2E1h1qQehBlwkklCQ26iSPGia5lb10Do7tmKeTETX1DxeeGSJQw8dJRzB39GMOV6W4KH3SqZOcCcgR9SDtfyyMRfc7qug9nGMPFEiMxgliuWdrJo/Rzu+dkhRh47ysK5TYSmbNasmkPd9Cynx2apDUtGZidpjIaZu6aFZ8cnmC/CTJyapZwvc9ezh3jLOb2EaqIUEyV2HEwzMpSiq7eWk3eMkuxqIlK7Dst2cBrCnDoyw3RmFLutix+dmqA/m6ect7njcw8Tb0oyMTBDR1c9p9OSbCFFejTFcQlLuxo4PjDL5oVt2I6gfzpPc30NDYEgOw4PcW5HC0/uPEJ3U5Kl81rJT+WJLGqkf3CMucEa9p6aZPXiDkZnZwmfLlFKhFmcjJKTDk3RNEv7PsySkeME73STe6+LbKfwim8yOpiGua+gfM9tBO0sTnMzk09vJfYf/07ilr+ldeZJRspvZ9GiFp49cIIVdiMdZIl++1tk/vwvkdJh+oc/JvaNbxA43kfo2WfN+Dg1NeTe/T5KV1+t1qWxY/UCVNaoEvyWNODc4HkARx33bcpElZEAxhLVwAOVj+A6HlzXvbSFUeSuktCAIYA0a8Vrk9/iE8LBkVq1+ZSJ2j/INWh1eNcL52iZos+IMuaV8GQUUilr44lQYMbko+n3mNaY9e4/56PCCwF41Q+OAQACV7S6d6kgh75O81IBM/1Q954zvMK+g8WkOuLdlVnSxILdSx0FdjTo0i1yha/rH1EhGw1AhddLV3KqoJKj73HJFoKA4rOuJDJAzNGeFJ3HIpCq1tnbJ0Siz+9yk/htE5qryKtR42FC/0L5VhwvB1A32HWyuXrK7A+lc09Mj1DAxmuT4ZfqnCPVZmIvIv0/ATi0YtVZWdJfeYKFtDxXmbFe0ALFp+DV+pWWVxNvmQmuJqPwYpHu7HbQSVoagAgpsVVyqN6MzMvLkOY/qZ9rYsvqTVIfpOQlROk2eCLUa5fxXGpQ4aEmvOWve2Cp/1s4Qptnuh0q/CR9C6qiBTqGqdvmTvLZWz6PmJ4mct/PzYjY3d2ULr2E4kWXEH7sEfN99s1vhWQ95XIJgu70HE5lWNIwzRsG/t67v6vXj7wop6ZYc+1i2j9xt/ucd76b6H98A4BMaBmz/Wmshiioo2NygXpyjpcnMBuoY8SxOHF4kJX2mPuO9g5yb3s7kTvvILTHTS4JFtNkg1PkRRtvPW8A+dBPSRfD1FpdjH5/hq7al2F1NtAaiHP0c9+jSZ5kxNpIT7KB/cOTBMJR7FKRtp56Flkl+rYMMBMIkIhFWN3exJbT0yTr47QGBaVwkGg4QNwJcOTACM9uPUb7vFbCtsOyuQ1ke+IsLNrYZUH9/AS5/hlqipI5NWFibQ1M1IaobYoxeHoaOxIkEQ+zrCvB+MAsTT0JiiNF6hoiJJFkxtOUZktsWtKFNZlj0coOoiGbYCmPnS8wvxZuuPgoh/cd4lBmIQvSz3BFYCunA600tDXQWN5PfvsRTuXrCeS24afuwkG2H59k/8kpFjqSbOMfcc7YV7HGxxHZHPkbX0/ilr8lKTOsa7uN74+sINzeQUP/tKsop6ZAQLkoCSZqyL3vA2bGBXftwhoYoHjRRVBTi66gkHqjK7OWvamsc+oq1o7URoVqtDYSfP+2dEm6L2ncq9B017ol3IO6UOvcVeCWZ8ioEITfREF9D+7eOv4kTJ2TBdLzhmrFKVAWtas8vAQF/dfzIJhVrJPntddXCTY3tOC+0wul6HCxTj5V697kBngPFsqSF0aZq15Ky4A7IyMB33apaCmigUeFDhT+pE9vPKVS9CCwLGG8LoiKm93rVdKqQQq+nDazJZtvgzFhOqfAhrQMYDrTwyQ1iJN67w5d0+yDlULND5MT6O+nwJE2QgRU81Rvpbd5gtT6C50G4PLNzSd154vZk0SF3LTe8J/d4g8nVWqUF4/+HwEc0iyaSlXsua5cHOwpSh0iMaEGMJPfXXNnLg21AMwJgnqZ6EROBxx1+JDwlYeJM59ilrcPiPumiJsBpqa5Jxi058Iyz9S/qe2WK4KHatIr2WTC12rBukaAL2Pa30CdqCR9k7hCQmgB4uN2IkH6W9+lcMePCD3+KOU1a8nfdBMIycyPfoR19AiRu++hmGgg/8Y3UkrlkCUonbeZ0A9PsGzwIRh8yLxh69pX0lvfigRCcxoASGb76f2XG8w1+etfRfxLXwagfmkjl/ZupPnPPml+L0hIz3plt4V4A+U5NQSeSdGcccHFzNvfT+ndbyP3vg9Q37uIUG6Sga5LON24nOUUqLnlvQBuaWWf+3dyboS1b/oY2YkUSx/5LJH8DF2hbrZe+M9ccnGA44+NE0vEyG4b4LynPsNF+UEeW/UhDthd1Moys9k8U5EA2bEZai/tIj5VJjMwS24mw4YNPbSsr4dnpzl0dJhXr5uh8+TPOB5fRtN559Nw6Enu7J/H3M4O1if3I3mE0LajnLQX8j15JRct6ODOhw5x87wZ1t11C6lQD4cu/QLNtQlmVyY5+tQwq2MR9iYdVqee5OKt/8yk3cw3Yx/mktA+mr/xDZqB5Y0rqX/SzaWpU30HiAL1PJcsHIJjB+isX0A4W+Lp0jo2hKJYpTzBrc9SuPZa8q99HdEffp/4/XfwZu7g8MJLiUrPIyUlhCJBd10Y5SgprV6DWL3WzDsd+ze5BkJrGp3tZLl7SfhXlrHYleLQCkNZw3r16ZCrCZ9q4Q8YS18rLPVwT974FrzplP+jvke9zVg/wrOQ/ZLCZ6W761aqNelDTMYo0HkW0hfG8IErk2rpT0xV8sJYztJTtgY0aN46eMnt6t0GjbihE7Ppu19sCmlki1Cf/XkJ/udZgNQJ9aLyQTo87coiNV5CeWjVGGpo4ZEefz+c8d7rdl3NE701sMALv/kBha7uUcLQABKpII9Um6vpxEA8Keny1fLmrWkLBhDqqWBCYAZsSe8i7W1X7fFrOr1Fvd/T7+kTXlQ66wGHX+iY4dKJU2ZTmOcOxPNo0ufIDG+qCjMZ/dnkJuGq4nlKGApd4Sb98/w5CN1z+3oTTLsFveZ5KNa9X7VBT3hTk+1/vudVMQtEt1h7KXwCzLj6fI313M5ec4X6XmKB8CWpAcVXvYbCq1+NbpVeFPbCReQ++EFKRReR23aBSCJE/pN/Qej4EXOwnFNbS/qLX6b35a9SctAhf+3LSHzh81gzM8T73ZLZ4jnnIoWFVXITT/sHBc0boGCFiam21DvTXJ+4yzS9KX2CpoBk/bVh+Jb73exrXkfMcg/kCuamAHgqejlP7zpKQ0eHube8aDHBI26oJ5TKsn/XTjrjHUTyM+6zS6e5+MSniT20k4sCUX64/NNkD07SMuZugHb9kx8ictmtTBUixGxBPCi5rPnnJL91H2laObr+b4jWx+moGWbxjz5AejJMX/J9zP/xxwnaBVbxC3j4H+kERmtvpGX5zdR+/yaE8uAs41maejeyd6/DqrYm5h38R6x8jvr8QepGtyPTkk0P3cLlxTJ9tZ+kLr6W3uOPEygVaGGAtZET2Ee8cuT6yb3+SUoq1EWsMU5opLL6SIaiCDUGq498is7L3sWMdRmbaptxnuzFOn4Qa2gQIQWZWz5PaSBDzdb7EaUii48+bJ5TWrVaTzjPg6iUjiuMXWHtxve1lq9cVJ6i8qsWJfANgPDyEaSqXHHnmafY1NJD2546X0uvDs5YE8K0W7fV/UKbA75emD6av0KvMZNBUqmOpP+Git6aR0ipjRSpG2IEhV6ruipC31cRltFKUvri/+a1svKNisVuCqUPjBkF7H0hK9rveVo9oOMxwS/7vA2rfICxovceh9D9Nztx+hW9d72/fX65pLlo8I252zMI3UIVgR8ces/VoK5yczgN3s7UJ35Jb0igkmIt/1dekyuu9fFFN8k/YLqNBmyIM5n3gtNZDzj81rmZbBJQaNmrSlLLWPisAfT38nlGt3ISeAta3+pPCNPuMQ1AVPwNzATV8rBiG2EDYL1AiTeH9EL1CTjhTVod2KkImfjQsnHdoZGz+3xds2OEhxBu2a7umEAhfr0zqjQCWGdym2tNTFiFegz/Ks8hQI1LKAxIi1AkjpACO9rB9L0/R6TTOLEYIhA0g2rAY3c3Ew8/Ruy73yV4+CB2ZxeZd7+P0EFPKbbGDxBPWcQimYq5kTy8veJz68wzzN3y7wCU1p9DuLnObduJ46alw4Embriol1D/LnPf1GNPUt/dTaicp2H9+Qwk67BHC6RbllI75irq2PGdAATsPIsmdiCWXwo+/XzBEx9l50XfgqJkePtPaRz4JgANDDLUf5jWnpXUPHsHweETNADL7acoByIE7cqSnHX1MwwWA9gECOKFjJatWsDUDEwemyCZ9zZXi9lFQsM7sPI5ANoP3MmzXYsJJ5LgYixaohlS5XqoLBxi98KP88BoO9IKsiley/q/aiFw799CKMTYG/+c7FNh2i6dpfYtr8TKpGm9+/M0tt9G5q//FbnVXTuhHdvJC7BrkxTu/DY56RD7zreIfve7WP39yIYGMp/8tFE0XsBQeutBC370MvWMAPUzxnI2esCvTs5UWf6/Z6xpziCVN6HOTkAr6QrFJs58ToWp4il931uFSfj0lKAviwLOWPd6Q66KNkq3n450PZw+Z0/FdSYPwa9cpS7pVwBE+A0Y1Rqj1AT+XQb9O1jqRFZP1wp02Mv3dvObVoIe4DGXGd56DdO5ZxUqGu8m75M3BJpPoHPZFMcNQPLnrnlHXKokV59LwD9zfNlAii/CvFRzQL/Ha57PKyT8MMjPPy2fzd2VVwmtoxyFNyr77r3X46fRBd5jXzQ6+6tUJEbYGDtBl5b5B8dycztcJSu9RaFjg2eiUY2GdcKVz8Xpt0gsKUy+pX+56ueZx7ovVr/a6jcPFEjTD3W9BCFU0qgulUULD4kUfrSt14nPLetb8B4q9jvz1G9qwptDn7DQG5PpS73EO4nZ91+IytWBo8rKhMdGqe0FvdIl5lwE9W8QyGQSEQoqtgqdr4d2fzudnWQ/8lHSX/9PMp/6DLQ0Udy0ifKiRQB0/NtnqHvb6wgPngAg97a349TVcSYt/++PEehzUcC2jW/k9o/cgZQQ3L3f7aqwyE4E6Tk2zLzcs4Dr3SCbJ1R2tXEhK2mSUfZNThKy8s95B8DM5Bjxqy5jvGmZ+c4CMlNpaha3cF6LXXF9qWUuyZYabOmdQdMpM4zXuhU5+Ve8itzrbwKgPuiQOZpie+yaimc0zUxy6ug4F168BNuKmO/DYYdgqGQ+xyb3MZwd5NS0Vz2yeujbWE3L3bYsXcbEfb9k4r8fZiSxhrrOBq55+/n0fPUihlONTP/oTqa+90OKnT0MP3mSsVQrU/fcS+6NfwhAcLifurdfR+iQy1ORyykA7LiVCkKQ/8Obmbr3Pib27Wfq0ScoXnyJ2xAh3JOQwcvUr5hmDl6lBkaBmTCAcEGym53v8z9WKHtPwZhQv3m+mrv6eeYe9ddUb1gVc9/bmlqDDq2Y/JkJfujtB+6OUir6mZaa/z51Z/qHWrJnKh2JZamETKnWVUXyq+uNdPul9wXxqipMYrxOXDV8c/9aApe3Arzj16XhuytLvURVLcqkknmebJGeHNG8tjByuaJnwpXh7rs0j5Qi1d4UqfMzQG87gM5L8wMWDWRExWhq5ODCKxlAY1hpTsD18Vn6JKlS/HpLBX24n4YoBviZ/9xEWL0bqTd59PzV4Tvddmnyg/RpsWZ8pGvcaTheUfqqEhW1zPVCMy8enf2Aw0wMd6G5yt7Ckl6pp3tCp2a8ZcC6BhOaNLAQ0tIV5z7hozCuzhxHmMlpqq/Q4Ryfgpe6rFT9VWVVQgiEsL0JjFpgGpXrCcaZMFUJMIN2K1G5W2YmvFDxGYmhAhCqZh+VTe0dq4yxKDzB4qFroQS8y3ItEM6Y0FpQKIFjxJORQO4YCKmz6t0XS7frSEfvQeCBGiOMFCuktBDRKNM/vpPCdS/D7uk1ry8vX8Hsn3yMid37mXx8CzIc5kxK/c3fMffP/4BX/+21gMQ6flQ13eGP33ScBa84xqJTPwEg/7KXEdrpJUnevb/A7J4h1o9sIzpyAoBHm9/M8Cv/keJl7jbs6xngjr+9j5nkfHPfYaubyYBDZGEDxen+ivZc1T3KDx7dRqgwbr47YdcwU0q4H0IhystXADA1MsScTXNoOffyimcEpidZMJmhPJVChr0Nvffs3U+sYdJ8Djo5FvQuIFnvjVtAlujIugBLOA7lNWuwL13O6n+7hGuv6GJo2zG+847b4Q2tSqJYxNc0svCul1Dz8h5Ka9cy+4UvMvnIY5TOOdc81+7oIPe2d6g5Y6lVoAWqMBaYAaC4c99TLGqOmgRIy1sPAjcn2+QC6lCM9ClOD1BrRaCTx4Xe4MmwwTHXaOPBJQUApOU7IsExawclb9wXunJDBLSC1ScoeeBH6P1vVBWCLsV3Syt95zEbhan6YOFWmeinVeQD+GWEYgwem7Sh4a5H5cnQVrP2rjoCy1jh2sBw++8Y+aT7761bE6YQHgDxeIxrXOkh0wrd7bjbfqm56Pl4hD69UstYs2eQVIaf23//fkvS8geE3WuE4oXEdrGFjblHA1IMbxy8DRaFAWqOo+ZFAM8QMrkWQsk57X/TeT4aKFreCJl71Xw2/dHgFDMv3Pmr9JdKdvYAhmasUHshWb75ZJlxczQ4PjNt4AWmsz6kAipsgvCEj5Duhita65mkIL+lDt42vP4MbB3a0MDCV/stFQhxpEHvllqQRlGjFrUlsCVYlmMmmF6oUipELV1rqcKaUb+bWYrGFZabqa6SMoQ608CLQXsBDMdRWdHCt4DMr2DZakEKFSZxUC5jaa71NEElqHHFlCbvO2kWh8sXXSjkncOgx0Mn3VaGi8wW0ypp1s2YVxaOBkBCBWqUZeG0tJD6xq3qsQ4UyohIGF2d4yxczPSP7yS4Zzf2okWImRmKl12OqKklKB2CBF3F09JsepT88t9VzK7czW+BaNx8fn/4CwT2TyIc10txKLCA3MtfS/J165ge6qT1ofupyx/iPOsUzdPeZlZWrI3Hth+hqyHJytRUxTtGHvgxxezL6LB3mu9q52+iMbwN9oA1eBp52WUAdGf3ML73e0xEaiue0XP6P3nWnsfLn/hLrGzKfP/S1B3gfcSONZA48ijLzjhgr3HkEQDKK5a708CyEL1hrL9Yy0oJK+TlIKA4JSHgEE4KrFDIBzcF9vLlTN/zM8jlIByBgJ5L2lJVm/KpvSXcRaGAgpbR7mRwAb7a30ArGol7srO774CLUvXakfgT/aSCE3jf67nuMxY8sA+WtNB7MmFUn6W3hXKfpcsk1Vw3pecC3APa9Drw3PcSXUYpwNGKUXn21H2uIeNubOVor43uH5Z3nIZfeSjNIrRck8oaViDAB13QFpEbzlXVc/gZruWGDrtoOQWgj7yV5nkG2viUvkD6HqvzMNz8FKnlqBpn4yx2AGGpde7OEzeUoxItzXuEyllVHlTp3qzBixCWsX3M6drCMbvE6woPYUmEoxJADS99EKsCaCpI6g2kukqNCQ442vOgtytQ4EKHZnzfGx769IBfelbm8ilgqt4r9HbRftkMrn7x6TKvnWAJJV/9ub4vAp31gENv/SuFJwz0kBjsL9XiALQwEb5nSJPw5M+kUAJCTTozDaULKIQCBI6xvtxJbCGwpUBIG0sEFFDX25ljFK/E3bHQfa5C18Ytgdd6427DeEzcJzgKgOi1o2wEoVC9QsaYpE4foBFuT22dXe3iAJ+owdRvG9ymQZc2P9W7NAjT7dZ5KdIS5iGVaVIqYRUL4QN6Ut3sPsky/fXOt0GBQUdt6GMbYeDmXFkQiSClA5aN3m21fO45lLXVrZ8vfWEdHPI33gj5PJF7f4aYmkLG48hwmMI11+C0t7l9CoUQpRLB8THTk2IkSeAN/8DaN6+lL1SgacVllFavJrR7N5dmvwBZr9fLclsIxzYyves+Gia3VMzhuaNP8r6XriZwr4cMwmvbaDjq7kEh03lKGW/8mrd8iWYqqW7yAG/lAJT4tRTITXHliX943t+cpiZmP/pxLAt3vwKTo6RczALCDRYBS80dXw6TUMJUSoGIxs4Q1O4/dJ6A2bFSW24GXKvcJzMJ1YQSFl7ytQYwBjJgOarEW3i/OUoZWwj3N7WHjAHmCrwbkKHbYLx9fgPAnad6GpsdMBFmbbiVYrbC5p4McteiLrnUClEpAwNaFA+luxeFF4bxZABGofsarICNVPv1OEZ+uT9rQ0BKF8i4gMRL4BRCj4AGZO6+D9pIMSwxWKNSbrq9c/vnNksqPnvXa6Z5+SM+KSPA3ezKcq11Lf+k5pnEEOcrhgAAGd5JREFUHwLTAkYaJKE4pXfr1PNJ9083Ulk/FbvNmiukAaNmHFRVidtmF+05QqUca1mrMZ2USMcygMX/ZvdSZRya+J0eT8Uu4Ri9ZUJUUklzoUOKSu4JPSv0i6TZw8WRNlIZwO468vTdi0lC/jbOqH0RKJVKUVdXx9Ejx6mtra1Q0iY7VwkY7ZTyzQj338Kb1JWoHnV2gQ/ZG4UHAlspQstT6GoiedNWTUAp0Mcwm+uUXNMTVcfxvBCJV6ZlhKy3Rj2LX7XXuNvwXHgmplIRypD6AUZI+7toILVejqZMzZtCZrJ7iSser31CSgsfrErF5H+N8PVP+puMCoNhoy0erRl0Ur0GLpaO4as4p9TbQ9tKoFqe8nDxmc/y8ys7gbfg1cW61wKo+dOPE7/1G9hd3ZQXL8JetJTsu97N0CmL9GCeuVd2E0kGsLZtpeGG12BlKhNYASZr22lMDz/n+/+JRpvPYebCV7HoJ3/2f3yP3drKzK3fJvzwQ8hEgvi/f53AaS+UY7e3k/r8P2AvXkrgRB/W4ADFq69BNjUpAOqNrctuXzm4Tv5DKqCtErSpTNSuUBi6bFsKVbYKJiyh4tW2mq8BlSPhSO1M1uEQVfJqPHa6Rb71biaVZ1b4Aw+eGvbH9/GSJgVAAKGq2xxcq9oS7nzUE0Wap6h+asBk8qTcueZ9Fubd+lf3o2Pa7ylcfanElNhXuMbNZDUfMb3xtgIwkkG6nkFLDaZjvCqKSzrWIaQqrTuzvS7A9zayspSSdp/jqPHzccP3f5epOkxi5INW2o721ipviYl3G+ynWOsr6dUs0jJRyXtjclr6/cqDrPcX8j1UiyitKlDz0OQFofghzdUm7OGV0yoDsGKMpXmgtCyEPkcLvdeHMHxwhKUktp7TvjR7I8/0/NXt98lPNQfN9yYM5c3R2XSKBQvnMTMzQ9K3u/MLRWc/4Dh6nNqaGp9CtnxKxFMe7u+W0TP4zlNwl5TfCYuJSZoEHKNf1UQ21oUmqfGN68LUMU0JEseNAQs9YQQasXsTVbVfuVM9IOwDSkK/x8KLE+o2+Owb7dLVk9D4MFXkRD/W7YnnlsRRiyngtUj4/pr4rXIJ+xeC23glCJVF6IjK+80b3WRbA0y83ntuWQdf/FGPgbIKlaXnFzoV+MwILPWtvkYpRRPvMa3xC3DPq6LfrF8gpqZwGusxk0FoEaFdraqdU5MEd+9EhKKUN24g+t3vUPunH+NMmvzBj6l71x8T8HlNzqTZ5ZvI/sXfYV2+ktqbbiTywAMAZN/3QQpXXUXyrW8mMDJCaf0GggcOQLFA9v0fJPO+D0AibngR/8qXSXzh7ymtXU/6C1/EXrjIuID1WhFCe5+Eb15Jg4Ol10NvvA27tbvbP+aOWSeuItNl6l44T3sJhHThpans8ilRLVzdKeiADPg8lh748XS5SdJCW++WAulmGfnXnO61Bq7SUzjayhXmKvUqv1dUTR8hpdnmw+hslKvdCAsPmGgVac5q8issod+sf9PhCeW9U7LFbwH7++QvLTUeVEwnfdeA0B4kc72Pt2YtSOPVNWcxecxQ4a+Ap6QNA7Rl7gtNo8dTGPCjAYiRKh4K8MllY9+fwVvvqeZZFdyolNOYq/zSS8tJ7ywqV764uRHKmYEHZPRc0R5n6WOfQULo0IgXJvPNF/NyJdtMiE56+kbJUz+U09zQ7xJCz0xp+Oc2U5CenWFhFXD8/ycNOI4d1R4OadaqFBa6qNNnEitSCNMSyjXnTVRvOaAUZsDTYhUWhs+lCmjXs3s6LUrR6rCBT1AZ3SVwt+/Fm5x6IZjFo76VeHFq40FRSt2SRjH7Q5Ku8BPq7AR8y8oHkpSENV4cNbmliqtrp7df8WpLU79I+oWFxw10/otlMtd1u5RbUuATZF7vK122lXapGQijGdR3wjdE+t0aiSgB6Y2xj7cmx8TXAOlzyWo+6sWrxYrgDDAljKIC713SWIru9eEnt1D/hte7VRuhEBNPPUO5owvLsWl4xfVmLxIAp6GB0sZzmHnXByis2kA0GUJbn4E9u3GaW5Cd3W6zC3nXgotGoWxjZWZxkvU+8KCaruLNrqGphTd4ghyPP343P56g9CFqKlznZv5ohsoKnnlryuWVt6Gdf2iVEnYEJjlU516ggwxq10b8gAOfR9Mbb0/Jq/Y+B8B4YKlijknvOqHH0xca0MDe7Dbq55QGIj7FV6G8zUQVeBv1+fgvtFITxrOoXfqmHTqvCc8I8gCL5rswVrhUeQTCsVTKhApFSg8kezIRr61maPU8dwyftfKUKq9CGjZZxslkeu7LddFq0lv1PsAgwdG5O2YstDzyG0p6PPVs1eN8hpzQn7RsNtNSokPkmteVzzkDuGlZLTBhF+1104DDjI9fzRhPk5KNxoD1qFIE+kJoRoZ5v/nv12Nkbna8dWJ4oP6ZTqdeVMBx1udwSA0yfIrVxMS0uKyUoaC+wz/A+jdjzvkFZaUy04mL3sT2rvMWlpekCUoQqQlTWelxRn/0vdJbCv7HVygGo9RMIMV9foWFXnGTcRELX4a/tyzc6yy8hQXCS1bFu174lLOk8jcQvk0dvZcbjuo1XcFjf6aHruzRLmHfb758NzQPlcCRRpBKjw/4F6qOu+sJ4eUCPLcPSh1rFms3qxGoPqVraWkmvP5WhKEsyudfwMSOvYSeeoLSsuU4nXPcZLBAiOkf3Ulg3x7Ka9dCKAjq9GILd3dPba1KIWD1Gs1ht32RkJncIhhQYKPSwpO4ANscaWl6681h7Wlwq7S0x0t1BeETtp7a0HdqoWxAqX9o/TF7rZzAN4YS44mQ4PeKSDO3/Lw0s993r9cHfSKGN2F8Jat6bQn0rnxnrBw9wHjzW+LLH8F4XyrmhS1dcI/3TmnmMGgPgat4zEWe4tCCQXpAolJe6c57skyqe4y3VHlw3HH0n7mE+c08TmoZ6T3X3ybjpDAyTuBu/+0e4e7424cv38HwyMdH3TFj9euZqUNlQqVhOr6++sZd+IwkhRK0dHcVsZZFvsYLBRIQ3sayjp+nUq3dM8F0hZbHv06EeRAGwBhNI4QKl+j8IDAl/5qrxrsjzhhX/zXeWHjec+Hx1J//ofhtjEDVKKlmnn7FczXMC0tnfVmslxvuU8dS4i5CdXCaX8IJ6RksSri5CUWYBeLWTCu0K9XASvAyhRwDFszX4CkcS/rCBWphGADhtVOfnOg2R93r84gYxaKfL/CsBSNovQlohFbFqGsFixdDxAv3mKs0e0zc2VOcrj6XvhnsIHHcBCWh3exQtm3FL7VU/O5OBxwdRtH7i4Cv9xY6oU2PqRH4Pr75VSV4p1boBDj3vZa5tgK4qWcbd7TjXSdEpYB1r7E8/ktfCySgyyrNfFODVMa8xx+AcKTAqa+jeM21OL09YGk+SWQ0gr3hHERAHb2t+e8TPkILLSPoHBxtxfqtOyX4cJtIxRkU6sRQTFKuUP3wnmHCfjoU51cUKufJ8k9OoeP3vknkmwNIT2zj/ex/gFEWukrMzDchfVdIT+sIaeY0whXzlgYs+LxUhi16TC3zVtN2KTx9YDx2Ciwow0DvPSOFo3ITPQBscpxM8/SsUDKoouPuXJGO7fFb6rnvUzx6HkpR0QU9Zv7NBL01qcGG5q8uefU8PPrsE7fP2vuqZab7n0Ca0JNPULr9dbw5L6W3Gt33BCr7q+esWts+KWVIoL2k2nvrk6lmjPy+MCWPzFi7/Hdk5b42ZizOAFZu6zw5Y3hkDp4zM01LhQrZofca8ssh870UbqTWhIKFGZOKgwLNmAsfT5Ss8IXJTeWj0HLMcv9TfTf9Mh5qPd98PJZ6zb54dNYDDksvQJ8wciebjruaZeEuKKnKx0zemrvA3KQ0z5UJ0q18EOoaPZDCTVTUSWxCCoQ6Fl4vLyEDxr3qCJvK/SqEliWY0lYwbm6Bq5xNmoGBuso6Vf8JC4Te7Ad38xkLceZrcKemcJMAFYhyKlzEGIElJeiN4LVS096FCgGrNimqXHqSgBUw/9bubMfEjvEsDEsrOGXxqYS9ihJC1XWhz8TWy8gBDbYctZRd16s3/mZ/E3Wbpx4svOoYF5iZha9Bp1I8UFk+ZwS/QAks95m2tNGINPGtfkKf3AWOxJIBY2F6m1AJky/pCgkl+IVSogT8IXZXwAiM0jf7p+gZbWnBpVzZWnlhu9fYqn/mVGNPMUuJOqzY82xpUKnnjStglTCVoEs0HUfNe61rHQXQEW6ZnlEUlYJV72lhSpzV3hO6bNxRJ206jmqLI3EcR332kr81GFRMcoWzcr8LqS1lDZTw5o8lDR+8Hz2+SKHzvxxMzM0oDnf+WDZan6q56M4piXSPZjeKwn2+VlsCsIStPlumTVKBOM9K9YADltrUSTgGPAokFblJQhrvitTTSgpPeUpl80qQwnHHRys/BULcAh9pvrYclXpqwJNj2ikdrUAVWBO2WiK2H8mpvrmGl67k88IMai5ple6YCaie6y0RXUYv9Zww61zxS7qHu+nNzvSNEoGDpUCm5qtUoSbH9A2p8tFxgYcfYgm0QaM8ZyrUrAGPydtw1FoQSi7rxqszWITUWxh4wLJSp7geKAdv7robernvCWivox5kAdrLbgnLeM+NnHMc4wnTYe0Xi87akIq2EMKRELFY6FdcFfgV3/86+r+554V8zgv5zP+N570Q/fz9JPuP5xFg3v/IkV81W/9XyaAd8euv+7+h5+6l5iNf7ytiA8/z+3PorBVX/xcU+BX//m3Q/6Yc/XX9+k3e85u26f8PD38b/P8/eae+5lcvyELRXVMvVirnWbuCJybck0DnzJnzW25JlapUpSpVqUq/uzQxMUHd8xz38L9NZy3gaGxsBODUqVMvCiN/3ymVSjFnzhz6+/tflGzls4GqPPvNqMqv34yq/PrNqcqz34xmZmaYO3eu0ZcvNJ21gMOy3NhUXV1ddeL9BpRMJqv8+g2pyrPfjKr8+s2oyq/fnKo8+81I68sX/D0vyluqVKUqValKVarS/9NUBRxVqlKVqlSlKlXpBaezFnBEIhE+9alPEYlEfttN+b2gKr9+c6ry7DejKr9+M6ry6zenKs9+M3qx+XXWbm1epSpVqUpVqlKVfnforPVwVKlKVapSlapUpd8dqgKOKlWpSlWqUpWq9IJTFXBUqUpVqlKVqlSlF5yqgKNKVapSlapUpSq94FQFHFWqUpWqVKUqVekFp7MScHz1q1+lt7eXaDTKpk2beOaZZ37bTXpR6NFHH+X666+ns7MTIQQ/+clPKn6XUvLJT36Sjo4OYrEYV155JUeOHKm4ZnJykptuuolkMkl9fT1vfetbmZ2drbhm9+7dXHTRRUSjUebMmcPnP//5F7prLwjdcsstnHPOOdTW1tLa2sorX/lKDh06VHFNPp/nPe95D01NTdTU1PCa17yGkZGRimtOnTrFddddRzwep7W1lY9+9KOUy+WKax5++GHWr19PJBJh4cKF3HrrrS909/7X6Wtf+xqrV682uzhu3ryZe++91/xe5dWvp8997nMIIfjgBz9ovqvyrJI+/elPI4So+G/p0qXm9yq/nksDAwO88Y1vpKmpiVgsxqpVq9i6dav5/XdK7suzjG6//XYZDoflN77xDblv3z759re/XdbX18uRkZHfdtNecPrZz34m//zP/1z++Mc/loC84447Kn7/3Oc+J+vq6uRPfvITuWvXLvnyl79czps3T+ZyOXPN1VdfLdesWSOfeuop+dhjj8mFCxfK17/+9eb3mZkZ2dbWJm+66Sa5d+9eedttt8lYLCb/7d/+7cXq5v8aXXXVVfKb3/ym3Lt3r9y5c6e89tpr5dy5c+Xs7Ky55p3vfKecM2eOfOCBB+TWrVvleeedJ88//3zze7lclitXrpRXXnml3LFjh/zZz34mm5ub5Sc+8QlzTV9fn4zH4/LDH/6w3L9/v/zKV74iA4GA/PnPf/6i9vf/L911113ynnvukYcPH5aHDh2Sf/ZnfyZDoZDcu3evlLLKq19HzzzzjOzt7ZWrV6+WH/jAB8z3VZ5V0qc+9Sm5YsUKOTQ0ZP4bGxszv1f5VUmTk5Oyp6dHvvnNb5ZPP/207Ovrk/fdd588evSoueZ3Se6fdYDj3HPPle95z3vMZ9u2ZWdnp7zlllt+i6168elMwOE4jmxvb5d///d/b76bnp6WkUhE3nbbbVJKKffv3y8B+eyzz5pr7r33XimEkAMDA1JKKf/lX/5FNjQ0yEKhYK75+Mc/LpcsWfIC9+iFp9HRUQnIRx55RErp8icUCskf/OAH5poDBw5IQG7ZskVK6YI8y7Lk8PCwueZrX/uaTCaThkcf+9jH5IoVKyredeONN8qrrrrqhe7SC04NDQ3yP/7jP6q8+jWUTqflokWL5P333y8vueQSAziqPHsufepTn5Jr1qx53t+q/HouffzjH5cXXnjhr/z9d03un1UhlWKxyLZt27jyyivNd5ZlceWVV7Jly5bfYst++3T8+HGGh4creFNXV8emTZsMb7Zs2UJ9fT0bN24011x55ZVYlsXTTz9trrn44osJh8PmmquuuopDhw4xNTX1IvXmhaGZmRnAO2l427ZtlEqlCp4tXbqUuXPnVvBs1apVtLW1mWuuuuoqUqkU+/btM9f4n6Gv+X2ek7Ztc/vtt5PJZNi8eXOVV7+G3vOe93Ddddc9p19Vnj0/HTlyhM7OTubPn89NN93EqVOngCq/no/uuusuNm7cyA033EBrayvr1q3j3//9383vv2ty/6wCHOPj49i2XTHZANra2hgeHv4ttep3g3T/fx1vhoeHaW1trfg9GAzS2NhYcc3zPcP/jt9HchyHD37wg1xwwQWsXLkScPsTDoepr6+vuPZMnv1P/PhV16RSKXK53AvRnReM9uzZQ01NDZFIhHe+853ccccdLF++vMqrX0G3334727dv55ZbbnnOb1WePZc2bdrErbfeys9//nO+9rWvcfz4cS666CLS6XSVX89DfX19fO1rX2PRokXcd999vOtd7+L9738///Vf/wX87sn9s/Z4+ipV6Teh97znPezdu5fHH3/8t92U32lasmQJO3fuZGZmhh/+8IfcfPPNPPLII7/tZv1OUn9/Px/4wAe4//77iUajv+3m/F7QNddcY/69evVqNm3aRE9PD9///veJxWK/xZb9bpLjOGzcuJHPfvazAKxbt469e/fyr//6r9x8882/5dY9l84qD0dzczOBQOA5WcsjIyO0t7f/llr1u0G6/7+ON+3t7YyOjlb8Xi6XmZycrLjm+Z7hf8fvG733ve/l7rvv5qGHHqK7u9t8397eTrFYZHp6uuL6M3n2P/HjV12TTCZ/74RoOBxm4cKFbNiwgVtuuYU1a9bwj//4j1VePQ9t27aN0dFR1q9fTzAYJBgM8sgjj/BP//RPBINB2traqjz7H6i+vp7Fixdz9OjR6hx7Huro6GD58uUV3y1btsyEoX7X5P5ZBTjC4TAbNmzggQceMN85jsMDDzzA5s2bf4st++3TvHnzaG9vr+BNKpXi6aefNrzZvHkz09PTbNu2zVzz4IMP4jgOmzZtMtc8+uijlEolc83999/PkiVLaGhoeJF6879DUkre+973cscdd/Dggw8yb968it83bNhAKBSq4NmhQ4c4depUBc/27NlTsWDvv/9+ksmkEQSbN2+ueIa+5myYk47jUCgUqrx6HrriiivYs2cPO3fuNP9t3LiRm266yfy7yrNfT7Ozsxw7doyOjo7qHHseuuCCC55Tyn/48GF6enqA30G5/xulmP4e0O233y4jkYi89dZb5f79++U73vEOWV9fX5G1fLZSOp2WO3bskDt27JCA/OIXvyh37NghT548KaV0y6Pq6+vlnXfeKXfv3i1f8YpXPG951Lp16+TTTz8tH3/8cblo0aKK8qjp6WnZ1tYm3/SmN8m9e/fK22+/Xcbj8d/Lsth3vetdsq6uTj788MMVZXjZbNZc8853vlPOnTtXPvjgg3Lr1q1y8+bNcvPmzeZ3XYb30pe+VO7cuVP+/Oc/ly0tLc9bhvfRj35UHjhwQH71q1/9vSzD+9M//VP5yCOPyOPHj8vdu3fLP/3TP5VCCPmLX/xCSlnl1f8J+atUpKzy7Ez6kz/5E/nwww/L48ePyyeeeEJeeeWVsrm5WY6Ojkopq/w6k5555hkZDAbl3/7t38ojR47I//7v/5bxeFx+5zvfMdf8Lsn9sw5wSCnlV77yFTl37lwZDoflueeeK5966qnfdpNeFHrooYck8Jz/br75ZimlWyL1l3/5l7KtrU1GIhF5xRVXyEOHDlU8Y2JiQr7+9a+XNTU1MplMyj/6oz+S6XS64ppdu3bJCy+8UEYiEdnV1SU/97nPvVhd/F+l5+MVIL/5zW+aa3K5nHz3u98tGxoaZDwel6961avk0NBQxXNOnDghr7nmGhmLxWRzc7P8kz/5E1kqlSqueeihh+TatWtlOByW8+fPr3jH7wu95S1vkT09PTIcDsuWlhZ5xRVXGLAhZZVX/yd0JuCo8qySbrzxRtnR0SHD4bDs6uqSN954Y8WeElV+PZd++tOfypUrV8pIJCKXLl0qv/71r1f8/rsk94WUUv6f+0OqVKUqValKVapSlX5zOqtyOKpUpSpVqUpVqtLvJlUBR5WqVKUqValKVXrBqQo4qlSlKlWpSlWq0gtOVcBRpSpVqUpVqlKVXnCqAo4qValKVapSlar0glMVcFSpSlWqUpWqVKUXnKqAo0pVqlKVqlSlKr3gVAUcVapSlapUpSpV6QWnKuCoUpWqVKUqValKLzhVAUeVqlSlKlWpSlV6wakKOKpUpSpVqUpVqtILTv8fcT7QJBrfdHoAAAAASUVORK5CYII=", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import spatialdata_plot\n", + "\n", + "sdata.pl.render_images(\"Visium_HD_Mouse_Small_Intestine_hires_image\").pl.render_shapes(\n", + " \"region_of_interest\", outline=True, outline_color=\"r\", fill_alpha=0\n", + ").pl.show(\"downscaled_hires\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Then, we create the patches for the cell segmentation. Now, we use the \"full resolution\" image, which is needed to have the best resolution." + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/quentinblampey/Library/Caches/pypoetry/virtualenvs/sopa-hDHgkEug-py3.9/lib/python3.9/site-packages/spatialdata/_core/_elements.py:96: UserWarning: Key `sopa_patches` already exists. Overwriting it in-memory.\n", + " self._check_key(key, self.keys(), self._shared_keys)\n", + "\u001b[36;20m[INFO] (sopa.patches.patches)\u001b[0m 116 patches were saved in sdata['sopa_patches']\n" + ] + } + ], + "source": [ + "image_key = \"Visium_HD_Mouse_Small_Intestine_full_image\"\n", + "\n", + "sopa.make_image_patches(sdata, image_key=image_key)" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [], + "source": [ + "channels = [\"0\"] # only the first channel of the H&E image is used for nuclei segmentation\n", + "\n", + "method = sopa.segmentation.methods.cellpose_patch(diameter=15, channels=channels, flow_threshold=2, cellprob_threshold=-6)\n", + "segmentation = sopa.segmentation.StainingSegmentation(sdata, method, channels, min_area=50, image_key=image_key)\n", + "\n", + "# The cellpose boundaries will be temporary saved here. You can choose a different path\n", + "cellpose_temp_dir = \"tuto.zarr/.sopa_cache/cellpose_boundaries\"" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [], + "source": [ + "segmentation.write_patches_cells(cellpose_temp_dir)" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "\u001b[36;20m[INFO] (sopa.segmentation.stainings)\u001b[0m Found 654620 total cells\n", + "Resolving conflicts: 100%|██████████| 74808/74808 [00:44<00:00, 1676.41it/s]\n", + "\u001b[36;20m[INFO] (sopa.segmentation.stainings)\u001b[0m Added 637020 cell boundaries in sdata['cellpose_boundaries']\n" + ] + } + ], + "source": [ + "cells = sopa.segmentation.StainingSegmentation.read_patches_cells(cellpose_temp_dir)\n", + "cells = sopa.segmentation.shapes.solve_conflicts(cells)\n", + "\n", + "shapes_key = \"cellpose_boundaries\" # name of the key given to the cells in sdata.shapes\n", + "\n", + "sopa.segmentation.StainingSegmentation.add_shapes(sdata, cells, image_key, shapes_key)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Now, we need to aggregate the bins into the cells. For that, we need to specify `bins_key`, which is the name of the table containing the gene expression vectors for each bin." + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/quentinblampey/Library/Caches/pypoetry/virtualenvs/sopa-hDHgkEug-py3.9/lib/python3.9/site-packages/anndata/_core/aligned_df.py:67: ImplicitModificationWarning: Transforming to str index.\n", + " warnings.warn(\"Transforming to str index.\", ImplicitModificationWarning)\n", + "/Users/quentinblampey/Library/Caches/pypoetry/virtualenvs/sopa-hDHgkEug-py3.9/lib/python3.9/site-packages/anndata/_core/anndata.py:1820: UserWarning: Variable names are not unique. To make them unique, call `.var_names_make_unique`.\n", + " utils.warn_names_duplicates(\"var\")\n", + "/Users/quentinblampey/Library/Caches/pypoetry/virtualenvs/sopa-hDHgkEug-py3.9/lib/python3.9/site-packages/spatialdata/_core/_elements.py:96: UserWarning: Key `cellpose_boundaries` already exists. Overwriting it in-memory.\n", + " self._check_key(key, self.keys(), self._shared_keys)\n" + ] + } + ], + "source": [ + "aggregator = sopa.segmentation.Aggregator(\n", + " sdata,\n", + " image_key=\"Visium_HD_Mouse_Small_Intestine_full_image\",\n", + " shapes_key=\"cellpose_boundaries\",\n", + " bins_key=\"square_002um\",\n", + ")\n", + "aggregator.compute_table(average_intensities=False)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Now, we have an AnnData object with the gene expression **per cell**." + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "AnnData object with n_obs × n_vars = 637020 × 19059\n", + " obs: 'region', 'slide', 'cell_id', 'area'\n", + " var: 'gene_ids', 'feature_types', 'genome'\n", + " uns: 'sopa_attrs', 'spatialdata_attrs'\n", + " obsm: 'spatial'" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "adata = sdata[\"table\"]\n", + "adata" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "For instance, we can now use Scanpy to plot gene expression. Here, **cells** are shown, not bins." + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [], + "source": [ + "import scanpy as sc" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/quentinblampey/Library/Caches/pypoetry/virtualenvs/sopa-hDHgkEug-py3.9/lib/python3.9/site-packages/anndata/_core/anndata.py:1820: UserWarning: Variable names are not unique. To make them unique, call `.var_names_make_unique`.\n", + " utils.warn_names_duplicates(\"var\")\n" + ] + } + ], + "source": [ + "# basic preprocessing\n", + "sc.pp.filter_genes(adata, min_cells=100)\n", + "sc.pp.filter_cells(adata, min_counts=100)\n", + "sc.pp.normalize_total(adata)\n", + "sc.pp.log1p(adata)" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "sc.pl.spatial(adata, color=\"Tpm2\", spot_size=60, vmax=\"p95\")" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "sopa-hDHgkEug-py3.9", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.9.16" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/mkdocs.yml b/mkdocs.yml index 797d2de2..54371466 100644 --- a/mkdocs.yml +++ b/mkdocs.yml @@ -18,6 +18,7 @@ nav: - Explorer usage: tutorials/xenium_explorer/explorer.ipynb - Align images (e.g. H&E): tutorials/align.md - Spatial statistics: tutorials/spatial.ipynb + - Visium HD usage: tutorials/visium_hd.ipynb - H&E usage: tutorials/he.ipynb - Advanced segmentation: tutorials/advanced_segmentation.md - Other segmentation methods: diff --git a/sopa/segmentation/aggregation.py b/sopa/segmentation/aggregation.py index 02d71a1b..7923edba 100644 --- a/sopa/segmentation/aggregation.py +++ b/sopa/segmentation/aggregation.py @@ -500,7 +500,8 @@ def aggregate_bins( """ bins_table: AnnData = sdata.tables[bins_key] - bins_shapes_key = sdata.get_annotated_regions(bins_table)[0] + bins_shapes_key = sdata.get_annotated_regions(bins_table) + bins_shapes_key = bins_shapes_key[0] if isinstance(bins_shapes_key, list) else bins_shapes_key bins = sdata.shapes[bins_shapes_key].loc[sdata.get_instance_key_column(bins_table).values] bins = gpd.GeoDataFrame(geometry=bins.centroid.values) # bins as points From 575bfdb93835c88836a7ceb59106a07f1c184069 Mon Sep 17 00:00:00 2001 From: Laurent Guerard Date: Tue, 24 Sep 2024 09:18:03 +0200 Subject: [PATCH 04/17] Fix compatibility with latest version of Baysor Latest version of Baysor outputs either `segmentation_polygons2D.json` or `segmentation_polygons3D.json` depending on input data. This very basic fix would reestablish compatibility, in case users aren't running both 2D and 3D and outputting results in same folder --- sopa/segmentation/transcripts.py | 65 ++++++++++++++++++++++++-------- 1 file changed, 49 insertions(+), 16 deletions(-) diff --git a/sopa/segmentation/transcripts.py b/sopa/segmentation/transcripts.py index 2cb397c0..54ef99bf 100644 --- a/sopa/segmentation/transcripts.py +++ b/sopa/segmentation/transcripts.py @@ -1,5 +1,6 @@ from __future__ import annotations +import glob import json import logging from pathlib import Path @@ -42,7 +43,9 @@ def resolve( if min_area > 0: log.info(f"Cells whose area is less than {min_area} microns^2 will be removed") - patches_cells, adatas = _read_all_segmented_patches(temp_dir, min_area, patches_dirs) + patches_cells, adatas = _read_all_segmented_patches( + temp_dir, min_area, patches_dirs + ) geo_df, cells_indices, new_ids = _resolve_patches(patches_cells, adatas) image_key, _ = get_spatial_image(sdata, return_key=True) @@ -58,22 +61,31 @@ def resolve( geo_df_new = ShapesModel.parse(geo_df_new, transformations=transformations) log.info("Aggregating transcripts on merged cells") - table_conflicts = aggregation.count_transcripts(sdata, gene_column, geo_df=geo_df_new) + table_conflicts = aggregation.count_transcripts( + sdata, gene_column, geo_df=geo_df_new + ) table_conflicts.obs_names = new_ids table_conflicts = [table_conflicts] valid_ids = set(list(geo_df.index)) table = anndata.concat( - [adata[list(valid_ids & set(list(adata.obs_names)))] for adata in adatas] + table_conflicts, + [adata[list(valid_ids & set(list(adata.obs_names)))] for adata in adatas] + + table_conflicts, join="outer", ) table.obs.dropna(axis="columns", inplace=True) geo_df = geo_df.loc[table.obs_names] - table.obsm["spatial"] = np.array([[centroid.x, centroid.y] for centroid in geo_df.centroid]) - table.obs[SopaKeys.REGION_KEY] = pd.Series(shapes_key, index=table.obs_names, dtype="category") - table.obs[SopaKeys.SLIDE_KEY] = pd.Series(image_key, index=table.obs_names, dtype="category") + table.obsm["spatial"] = np.array( + [[centroid.x, centroid.y] for centroid in geo_df.centroid] + ) + table.obs[SopaKeys.REGION_KEY] = pd.Series( + shapes_key, index=table.obs_names, dtype="category" + ) + table.obs[SopaKeys.SLIDE_KEY] = pd.Series( + image_key, index=table.obs_names, dtype="category" + ) table.obs[SopaKeys.INSTANCE_KEY] = geo_df.index table = TableModel.parse( @@ -86,7 +98,9 @@ def resolve( add_spatial_element(sdata, shapes_key, geo_df) add_spatial_element(sdata, SopaKeys.TABLE, table) - log.info(f"Added sdata.tables['{SopaKeys.TABLE}'], and {len(geo_df)} cell boundaries to sdata['{shapes_key}']") + log.info( + f"Added sdata.tables['{SopaKeys.TABLE}'], and {len(geo_df)} cell boundaries to sdata['{shapes_key}']" + ) def _read_one_segmented_patch( @@ -96,7 +110,9 @@ def _read_one_segmented_patch( loom_file = directory / "segmentation_counts.loom" if loom_file.exists(): - adata = anndata.read_loom(directory / "segmentation_counts.loom", obs_names="Name", var_names="Name") + adata = anndata.read_loom( + directory / "segmentation_counts.loom", obs_names="Name", var_names="Name" + ) else: adata = anndata.read_h5ad(directory / "segmentation_counts.h5ad") @@ -105,13 +121,20 @@ def _read_one_segmented_patch( cells_num = pd.Series(adata.obs["CellID"].astype(int), index=adata.obs_names) del adata.obs["CellID"] - with open(directory / "segmentation_polygons.json") as f: + with open(glob.glob(directory / "segmentation_polygons*.json")[0]) as f: polygons_dict = json.load(f) polygons_dict = {c["cell"]: c for c in polygons_dict["geometries"]} - cells_num = cells_num[cells_num.map(lambda num: len(polygons_dict[num]["coordinates"][0]) >= min_vertices)] + cells_num = cells_num[ + cells_num.map( + lambda num: len(polygons_dict[num]["coordinates"][0]) >= min_vertices + ) + ] - gdf = gpd.GeoDataFrame(index=cells_num.index, geometry=[shape(polygons_dict[cell_num]) for cell_num in cells_num]) + gdf = gpd.GeoDataFrame( + index=cells_num.index, + geometry=[shape(polygons_dict[cell_num]) for cell_num in cells_num], + ) gdf.geometry = gdf.geometry.map(lambda cell: shapes._ensure_polygon(cell)) gdf = gdf[~gdf.geometry.isna()] @@ -131,7 +154,9 @@ def _read_all_segmented_patches( patches_dirs: list[str] | None = None, ) -> tuple[list[list[Polygon]], list[AnnData]]: if patches_dirs is None or not len(patches_dirs): - patches_dirs = [subdir for subdir in Path(temp_dir).iterdir() if subdir.is_dir()] + patches_dirs = [ + subdir for subdir in Path(temp_dir).iterdir() if subdir.is_dir() + ] outs = [ _read_one_segmented_patch(path, min_area) @@ -157,14 +182,20 @@ def _resolve_patches( """ patch_ids = [adata.obs_names for adata in adatas] - patch_indices = np.arange(len(patches_cells)).repeat([len(cells) for cells in patches_cells]) + patch_indices = np.arange(len(patches_cells)).repeat( + [len(cells) for cells in patches_cells] + ) cells = [cell for cells in patches_cells for cell in cells] segmentation_ids = np.array([cell_id for ids in patch_ids for cell_id in ids]) - cells_resolved, cells_indices = shapes.solve_conflicts(cells, patch_indices=patch_indices, return_indices=True) + cells_resolved, cells_indices = shapes.solve_conflicts( + cells, patch_indices=patch_indices, return_indices=True + ) existing_ids = segmentation_ids[cells_indices[cells_indices >= 0]] - new_ids = np.char.add("merged_cell_", np.arange((cells_indices == -1).sum()).astype(str)) + new_ids = np.char.add( + "merged_cell_", np.arange((cells_indices == -1).sum()).astype(str) + ) index = np.concatenate([existing_ids, new_ids]) return ( @@ -206,4 +237,6 @@ def copy_segmentation_config(path: Path, config: dict, config_path: str | None): toml.dump(config, f) return - raise ValueError(f"Config file must be either a .json or a .toml file. Found: {path.suffix}") + raise ValueError( + f"Config file must be either a .json or a .toml file. Found: {path.suffix}" + ) From 69f048e6192a2ee0a4186027c1620578ca2f04af Mon Sep 17 00:00:00 2001 From: Laurent Guerard Date: Tue, 24 Sep 2024 10:00:29 +0200 Subject: [PATCH 05/17] Fix issue with WindowPath and glob --- sopa/segmentation/transcripts.py | 7 ++++--- 1 file changed, 4 insertions(+), 3 deletions(-) diff --git a/sopa/segmentation/transcripts.py b/sopa/segmentation/transcripts.py index 54ef99bf..35091efd 100644 --- a/sopa/segmentation/transcripts.py +++ b/sopa/segmentation/transcripts.py @@ -1,6 +1,5 @@ from __future__ import annotations -import glob import json import logging from pathlib import Path @@ -121,7 +120,7 @@ def _read_one_segmented_patch( cells_num = pd.Series(adata.obs["CellID"].astype(int), index=adata.obs_names) del adata.obs["CellID"] - with open(glob.glob(directory / "segmentation_polygons*.json")[0]) as f: + with open(list(directory.glob("segmentation_polygons*.json"))[0]) as f: polygons_dict = json.load(f) polygons_dict = {c["cell"]: c for c in polygons_dict["geometries"]} @@ -141,7 +140,9 @@ def _read_one_segmented_patch( ratio_filtered = (gdf.area <= min_area).mean() if ratio_filtered > 0.2: - log.warning(f"{ratio_filtered:.2%} of cells will be filtered due to {min_area=}") + log.warning( + f"{ratio_filtered:.2%} of cells will be filtered due to {min_area=}" + ) gdf = gdf[gdf.area > min_area] From 27688d7c90e4b9ec08271966e58c228644d5d304 Mon Sep 17 00:00:00 2001 From: Blampey Quentin Date: Tue, 24 Sep 2024 13:25:45 +0200 Subject: [PATCH 06/17] add progress bar to dask parallel in settings --- sopa/_settings.py | 11 +++++------ 1 file changed, 5 insertions(+), 6 deletions(-) diff --git a/sopa/_settings.py b/sopa/_settings.py index 59a3f888..d5295545 100644 --- a/sopa/_settings.py +++ b/sopa/_settings.py @@ -3,7 +3,7 @@ import dask import dask.delayed -from dask.distributed import Client +from dask.distributed import Client, progress from tqdm import tqdm dask.config.set({"dataframe.query-planning": False}) # SpatialData issue with dask-expr @@ -41,16 +41,15 @@ def _run_with_backend(self, functions: list[Callable]): ### Dask backend def _run_dask_backend(self, functions: list[Callable]): - client = Client() - @dask.delayed def run(f): return f() - res = dask.compute(*[run(f) for f in functions]) - client.close() + with Client() as client: + _ = dask.persist(*[run(f) for f in functions]) + progress(_, notebook=False) - return res + return client.gather(client.compute(_)) settings = Settings() From 7a25e8a7ab4b3b53fb1d2a6e4d3b207a302e0a03 Mon Sep 17 00:00:00 2001 From: Blampey Quentin Date: Tue, 24 Sep 2024 13:26:21 +0200 Subject: [PATCH 07/17] move functions from the API (new API in progress) --- CHANGELOG.md | 3 + docs/tutorials/old_api_usage.ipynb | 846 ++++++++++++++++++ mkdocs.yml | 2 +- sopa/__init__.py | 2 +- sopa/aggregation/__init__.py | 4 + sopa/aggregation/aggregation.py | 295 ++++++ sopa/aggregation/bins.py | 53 ++ sopa/aggregation/channels.py | 100 +++ sopa/aggregation/transcripts.py | 103 +++ sopa/annotation/__init__.py | 2 - sopa/annotation/fluorescence.py | 51 -- sopa/annotation/tangram/__init__.py | 1 - sopa/cli/annotate.py | 4 +- sopa/{utils/io.py => io/reader/_openslide.py} | 0 sopa/io/reader/wsi.py | 2 +- sopa/segmentation/aggregation.py | 519 +---------- sopa/segmentation/shapes.py | 14 +- sopa/utils/__init__.py | 2 + .../tangram/run.py => utils/annotation.py} | 42 +- sopa/utils/image.py | 2 +- 20 files changed, 1474 insertions(+), 573 deletions(-) create mode 100644 docs/tutorials/old_api_usage.ipynb create mode 100644 sopa/aggregation/__init__.py create mode 100644 sopa/aggregation/aggregation.py create mode 100644 sopa/aggregation/bins.py create mode 100644 sopa/aggregation/channels.py create mode 100644 sopa/aggregation/transcripts.py delete mode 100644 sopa/annotation/__init__.py delete mode 100644 sopa/annotation/fluorescence.py delete mode 100644 sopa/annotation/tangram/__init__.py rename sopa/{utils/io.py => io/reader/_openslide.py} (100%) rename sopa/{annotation/tangram/run.py => utils/annotation.py} (86%) diff --git a/CHANGELOG.md b/CHANGELOG.md index 9ecf4469..c59f7fd5 100644 --- a/CHANGELOG.md +++ b/CHANGELOG.md @@ -1,5 +1,8 @@ ## [x.x.x] - 2024-xx-xx +### Breaking changes +- All functions from `sopa.annotate` are now in `sopa.utils` + ### Added - Visium HD tutorial - Visium HD bins aggregation (via the `bins_key` argument) diff --git a/docs/tutorials/old_api_usage.ipynb b/docs/tutorials/old_api_usage.ipynb new file mode 100644 index 00000000..2dd0fc1c --- /dev/null +++ b/docs/tutorials/old_api_usage.ipynb @@ -0,0 +1,846 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "import spatialdata\n", + "import sopa" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Create a SpatialData object\n", + "\n", + "For this tutorial, we use a generated dataset. You can expect a total runtime of a few minutes.\n", + "\n", + "To load your own data, see the commented lines below, or read the [`sopa.io` API](../../api/io)." + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "\u001b[36;20m[INFO] (sopa.utils.data)\u001b[0m Image of size ((4, 2048, 2048)) with 400 cells and 100 transcripts per cell\n" + ] + }, + { + "data": { + "text/plain": [ + "SpatialData object\n", + "├── Images\n", + "│ └── 'image': DataArray[cyx] (4, 2048, 2048)\n", + "├── Points\n", + "│ └── 'transcripts': DataFrame with shape: (, 5) (3D points)\n", + "└── Shapes\n", + " └── 'cells': GeoDataFrame shape: (400, 1) (2D shapes)\n", + "with coordinate systems:\n", + " ▸ 'global', with elements:\n", + " image (Images), transcripts (Points), cells (Shapes)\n", + " ▸ 'microns', with elements:\n", + " transcripts (Points)" + ] + }, + "execution_count": 2, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# The line below creates a toy dataset for this tutorial\n", + "# To load your own data, such as MERSCOPE data, you can do `sdata = sopa.io.merscope(\"/path/to/region_0\")`\n", + "# For more details, see https://gustaveroussy.github.io/sopa/api/io/\n", + "sdata = sopa.io.uniform()\n", + "\n", + "sdata" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Before starting, we create the variables below that denotes the names of the image and transcripts that we want to use, as displayed in the `SpatialData` object above:" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [], + "source": [ + "image_key = \"image\"\n", + "points_key = \"transcripts\" # (ignore this for multiplex imaging)\n", + "gene_column = \"genes\" # (optional) column of sdata[points_key] containing the gene names" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Segmentation" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Option 1: Cellpose" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "First, we generate the bounding boxes of the patches on which Cellpose will be run. Here, the patches have a width and height of 1500 pixels and an overlap of 50 pixels. We advise bigger sizes for real datasets (see our default parameters in one of our [config files](https://github.com/gustaveroussy/sopa/tree/master/workflow/config)). On the toy dataset, this will generate **4** patches." + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "\u001b[36;20m[INFO] (sopa.patches.patches)\u001b[0m 4 patches were saved in sdata['sopa_patches']\n" + ] + } + ], + "source": [ + "patches = sopa.segmentation.Patches2D(sdata, image_key, patch_width=1200, patch_overlap=50)\n", + "patches.write();" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The following channels are available for segmentation. Choose one or two channels used by Cellpose." + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array(['DAPI', 'CK', 'CD3', 'CD20'], dtype=' NB: depending on you Baysor installation, you may need to update the `baysor_executable_path` variable to locate the Baysor binary executable" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "metadata": {}, + "outputs": [], + "source": [ + "import subprocess\n", + "\n", + "baysor_executable_path = \"~/.julia/bin/baysor\"" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "for patch_index in valid_indices:\n", + " command = f\"\"\"\n", + " cd {baysor_temp_dir}/{patch_index}\n", + " {baysor_executable_path} run --save-polygons GeoJSON -c config.toml transcripts.csv\n", + " \"\"\"\n", + " subprocess.run(command, shell=True)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "At this stage, you executed Baysor on each patch. Now, we need to resolve the conflict, i.e. where boundaries are overlapping due to segmentation on multiple patches (although, for this tutorial, there is one patch so there is no conflict):" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "\u001b[36;20m[INFO] (sopa.segmentation.transcripts)\u001b[0m Cells whose area is less than 10 microns^2 will be removed\n", + "Reading transcript-segmentation outputs: 100%|██████████| 1/1 [00:00<00:00, 21.16it/s]\n", + "Resolving conflicts: 0it [00:00, ?it/s]\n", + "/Users/quentinblampey/mambaforge/envs/spatial/lib/python3.10/site-packages/spatialdata/_core/_elements.py:92: UserWarning: Key `baysor_boundaries` already exists. Overwriting it.\n", + " self._check_key(key, self.keys(), self._shared_keys)\n", + "/Users/quentinblampey/mambaforge/envs/spatial/lib/python3.10/site-packages/spatialdata/_core/_elements.py:112: UserWarning: Key `table` already exists. Overwriting it.\n", + " self._check_key(key, self.keys(), self._shared_keys)\n", + "\u001b[36;20m[INFO] (sopa.segmentation.transcripts)\u001b[0m Added sdata.tables['table'], and 373 cell boundaries to sdata['baysor_boundaries']\n" + ] + } + ], + "source": [ + "from sopa.segmentation.transcripts import resolve\n", + "\n", + "resolve(sdata, baysor_temp_dir, gene_column, min_area=10)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Aggregate\n", + "\n", + "This **mandatory** step turns the data into an `AnnData` object. We can count the transcript inside each cell, and/or average each channel intensity inside each cell boundary.\n", + "\n", + "> NB: Baysor already counts the transcripts inside each cell to create a cell-by-gene table, so you don't need to provide `gene_column`" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "\u001b[36;20m[INFO] (sopa.segmentation.aggregation)\u001b[0m Aggregating transcripts over 367 cells\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[########################################] | 100% Completed | 102.91 ms\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "\u001b[36;20m[INFO] (sopa.segmentation.aggregation)\u001b[0m Averaging channels intensity over 367 cells with expansion \n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[########################################] | 100% Completed | 106.06 ms\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/quentinblampey/Library/Caches/pypoetry/virtualenvs/sopa-hDHgkEug-py3.9/lib/python3.9/site-packages/spatialdata/_core/_elements.py:96: UserWarning: Key `cellpose_boundaries` already exists. Overwriting it in-memory.\n", + " self._check_key(key, self.keys(), self._shared_keys)\n" + ] + } + ], + "source": [ + "aggregator = sopa.segmentation.Aggregator(sdata, image_key=image_key, shapes_key=shapes_key)\n", + "\n", + "aggregator.compute_table(gene_column=gene_column, average_intensities=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "SpatialData object\n", + "├── Images\n", + "│ └── 'image': DataArray[cyx] (4, 2048, 2048)\n", + "├── Points\n", + "│ └── 'transcripts': DataFrame with shape: (, 5) (3D points)\n", + "├── Shapes\n", + "│ ├── 'cellpose_boundaries': GeoDataFrame shape: (367, 1) (2D shapes)\n", + "│ ├── 'cells': GeoDataFrame shape: (400, 1) (2D shapes)\n", + "│ └── 'sopa_patches': GeoDataFrame shape: (4, 3) (2D shapes)\n", + "└── Tables\n", + " └── 'table': AnnData (367, 5)\n", + "with coordinate systems:\n", + " ▸ 'global', with elements:\n", + " image (Images), transcripts (Points), cellpose_boundaries (Shapes), cells (Shapes), sopa_patches (Shapes)\n", + " ▸ 'microns', with elements:\n", + " transcripts (Points)" + ] + }, + "execution_count": 9, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "sdata" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Now, `sdata.tables[\"table\"]` is an `AnnData` object.\n", + "- If you count the transcripts, then `adata.X` are the raw counts\n", + "- If you average the channel intensities, then `adata.X` are the channels intensities\n", + "- If you both count the transcript and average the intensities, then `adata.X` are the raw counts, and `adata.obsm[\"intensities\"]` are the channels intensities" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Annotation\n", + "\n", + "#### Option 1: Transcript-based (Tangram)\n", + "\n", + "[Tangram](https://github.com/broadinstitute/Tangram) is a transcript-based annotation that uses an annotated single-cell reference. Let's suppose your reference `AnnData` object is stored in a file called `adata_reference.h5ad` (preferably, keep raw counts), and the cell type is in `adata.obs[\"cell_type\"]`. Then, you can annotate your spatial data as follows:" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [], + "source": [ + "from sopa.annotation.tangram import tangram_annotate\n", + "import anndata" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "adata_reference = anndata.read_h5ad(\"adata_reference.h5ad\")\n", + "\n", + "tangram_annotate(sdata, adata_reference, \"cell_type\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### Option 2: Staining-based\n", + "For now, our fluorescence-based annotation is very simple. We provide a dictionary where a channel is associated with a population. Then, each cell is associated with the cell type whose corresponding channel is the brightest (according to a certain Z-score). In this tutorial example, we can annotate Tumoral cells, T cells, and B cells:" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "\u001b[36;20m[INFO] (sopa.annotation.fluorescence)\u001b[0m Annotation counts: cell_type\n", + "Tumoral cell 128\n", + "T cell 121\n", + "B cell 118\n", + "Name: count, dtype: int64\n" + ] + } + ], + "source": [ + "from sopa.annotation import higher_z_score\n", + "\n", + "marker_cell_dict = {\n", + " \"CK\": \"Tumoral cell\",\n", + " \"CD20\": \"B cell\",\n", + " \"CD3\": \"T cell\"\n", + "}\n", + "\n", + "higher_z_score(sdata.tables[\"table\"], marker_cell_dict)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Pipeline report\n", + "You can optionally create an HTML report of the pipeline run (in the example below, we save it under `report.html`). It contains some quality controls for your data." + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "\u001b[36;20m[INFO] (sopa.io.report.generate)\u001b[0m Writing general_section\n", + "\u001b[36;20m[INFO] (sopa.io.report.generate)\u001b[0m Writing cell_section\n", + "\u001b[36;20m[INFO] (sopa.io.report.generate)\u001b[0m Writing channel_section\n", + "\u001b[36;20m[INFO] (sopa.io.report.generate)\u001b[0m Writing transcripts_section\n", + "\u001b[36;20m[INFO] (sopa.io.report.generate)\u001b[0m Writing representation_section\n", + "\u001b[36;20m[INFO] (sopa.io.report.generate)\u001b[0m Computing UMAP on 367 cells\n", + "/Users/quentinblampey/Library/Caches/pypoetry/virtualenvs/sopa-hDHgkEug-py3.9/lib/python3.9/site-packages/numba/np/ufunc/parallel.py:371: NumbaWarning: \u001b[1mThe TBB threading layer requires TBB version 2021 update 6 or later i.e., TBB_INTERFACE_VERSION >= 12060. Found TBB_INTERFACE_VERSION = 12050. The TBB threading layer is disabled.\u001b[0m\n", + " warnings.warn(problem)\n", + "OMP: Info #276: omp_set_nested routine deprecated, please use omp_set_max_active_levels instead.\n" + ] + } + ], + "source": [ + "sopa.io.write_report(\"report.html\", sdata)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Visualization" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### With the Xenium Explorer\n", + "\n", + "The Xenium Explorer is a software developed by 10X Genomics for visualizing spatial data, and it can be downloaded freely [here](https://www.10xgenomics.com/support/software/xenium-explorer/latest). Sopa allows the conversion to the Xenium Explorer, whatever the type of spatial data you worked on. It will create some files under a new `tuto.explorer` directory:" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "\u001b[36;20m[INFO] (sopa.io.explorer.table)\u001b[0m Writing table with 5 columns\n", + "\u001b[36;20m[INFO] (sopa.io.explorer.table)\u001b[0m Writing 3 cell categories: region, slide, cell_type\n", + "\u001b[36;20m[INFO] (sopa.io.explorer.shapes)\u001b[0m Writing 367 cell polygons\n", + "\u001b[36;20m[INFO] (sopa.io.explorer.points)\u001b[0m Writing 40000 transcripts\n", + "\u001b[36;20m[INFO] (sopa.io.explorer.points)\u001b[0m > Level 0: 40000 transcripts\n", + "\u001b[36;20m[INFO] (sopa.io.explorer.points)\u001b[0m > Level 1: 10000 transcripts\n", + "\u001b[36;20m[INFO] (sopa.io.explorer.images)\u001b[0m Writing multiscale image with procedure=semi-lazy (load in memory when possible)\n", + "\u001b[36;20m[INFO] (sopa.io.explorer.images)\u001b[0m (Loading image of shape (4, 2048, 2048)) in memory\n", + "\u001b[36;20m[INFO] (sopa.io.explorer.images)\u001b[0m > Image of shape (4, 2048, 2048)\n", + "\u001b[36;20m[INFO] (sopa.io.explorer.images)\u001b[0m > Image of shape (4, 1024, 1024)\n", + "\u001b[36;20m[INFO] (sopa.io.explorer.images)\u001b[0m > Image of shape (4, 512, 512)\n", + "\u001b[36;20m[INFO] (sopa.io.explorer.images)\u001b[0m > Image of shape (4, 256, 256)\n", + "\u001b[36;20m[INFO] (sopa.io.explorer.images)\u001b[0m > Image of shape (4, 128, 128)\n", + "\u001b[36;20m[INFO] (sopa.io.explorer.images)\u001b[0m > Image of shape (4, 64, 64)\n", + "\u001b[36;20m[INFO] (sopa.io.explorer.converter)\u001b[0m Saved files in the following directory: tuto.explorer\n", + "\u001b[36;20m[INFO] (sopa.io.explorer.converter)\u001b[0m You can open the experiment with 'open tuto.explorer/experiment.xenium'\n" + ] + } + ], + "source": [ + "sopa.io.write(\"tuto.explorer\", sdata, image_key, points_key=points_key, gene_column=gene_column)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "If you have downloaded the Xenium Explorer, you can now open the results in the explorer: `open tuto.explorer/experiment.xenium` (if using a Unix operating system), or double-click on the latter file." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### With spatialdata-plot\n", + "[`spatialdata-plot`](https://github.com/scverse/spatialdata-plot) library is a static plotting library for `SpatialData` objects" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [], + "source": [ + "import spatialdata_plot" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\u001b[34mINFO \u001b[0m Value for parameter \u001b[32m'color'\u001b[0m appears to be a color, using it as such. \n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/quentinblampey/Library/Caches/pypoetry/virtualenvs/sopa-hDHgkEug-py3.9/lib/python3.9/site-packages/anndata/_core/aligned_df.py:67: ImplicitModificationWarning: Transforming to str index.\n", + " warnings.warn(\"Transforming to str index.\", ImplicitModificationWarning)\n", + "/Users/quentinblampey/Library/Caches/pypoetry/virtualenvs/sopa-hDHgkEug-py3.9/lib/python3.9/site-packages/spatialdata/_core/_elements.py:106: UserWarning: Key `transcripts` already exists. Overwriting it in-memory.\n", + " self._check_key(key, self.keys(), self._shared_keys)\n", + "Clipping input data to the valid range for imshow with RGB data ([0..1] for floats or [0..255] for integers). Got range [0.0..1.9530949634755863].\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\u001b[34mINFO \u001b[0m Using matplotlib \n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "sdata\\\n", + " .pl.render_points(size=0.01, color=\"r\", alpha=0.5)\\\n", + " .pl.render_images()\\\n", + " .pl.render_shapes(shapes_key, outline=True, fill_alpha=0, outline_color=\"w\")\\\n", + " .pl.show(\"global\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Save your SpatialData object\n", + "\n", + "You can save your `SpatialData` object for later use. This will create a `.zarr` directory." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "sdata.write(\"tuto.zarr\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "You can then open the data with `spatialdata`:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "import spatialdata\n", + "\n", + "spatialdata.read_zarr(\"tuto.zarr\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Further analyses\n", + "\n", + "- You can read [this tutorial](../spatial) on spatial statistic and geometric analysis.\n", + "- You can use [Squidpy](https://squidpy.readthedocs.io/en/latest/index.html) which operates on both the `SpatialData` object or the `AnnData` object, or use other tools of the `scverse` ecosystem such as [`Scanpy`](https://scanpy.readthedocs.io/en/stable/index.html).\n", + "- You can also try the CLI or the Snakemake pipeline of Sopa." + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "sopa-hDHgkEug-py3.10", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.9.16" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/mkdocs.yml b/mkdocs.yml index 54371466..8e580f4d 100644 --- a/mkdocs.yml +++ b/mkdocs.yml @@ -14,7 +14,7 @@ nav: - Tutorials: - Snakemake pipeline: tutorials/snakemake.md - CLI usage: tutorials/cli_usage.md - - API usage: tutorials/api_usage.ipynb + - API usage: tutorials/old_api_usage.ipynb - Explorer usage: tutorials/xenium_explorer/explorer.ipynb - Align images (e.g. H&E): tutorials/align.md - Spatial statistics: tutorials/spatial.ipynb diff --git a/sopa/__init__.py b/sopa/__init__.py index 3c868ffb..a16ebd97 100644 --- a/sopa/__init__.py +++ b/sopa/__init__.py @@ -13,7 +13,7 @@ from . import utils from . import io from . import segmentation - from .segmentation import tissue_segmentation + from .aggregation import aggregate, overlay_segmentation from .patches import make_transcript_patches, make_image_patches from ._sdata import get_spatial_image, get_spatial_element, to_intrinsic diff --git a/sopa/aggregation/__init__.py b/sopa/aggregation/__init__.py new file mode 100644 index 00000000..20f80739 --- /dev/null +++ b/sopa/aggregation/__init__.py @@ -0,0 +1,4 @@ +from .bins import aggregate_bins +from .channels import average_channels +from .transcripts import count_transcripts +from .aggregation import aggregate, Aggregator, overlay_segmentation diff --git a/sopa/aggregation/aggregation.py b/sopa/aggregation/aggregation.py new file mode 100644 index 00000000..38747614 --- /dev/null +++ b/sopa/aggregation/aggregation.py @@ -0,0 +1,295 @@ +from __future__ import annotations + +import logging + +import anndata +import geopandas as gpd +import numpy as np +import pandas as pd +from anndata import AnnData +from scipy.sparse import csr_matrix +from shapely.geometry import Polygon +from spatialdata import SpatialData +from spatialdata.models import TableModel + +from .. import __version__ +from .._constants import SopaKeys +from .._sdata import ( + add_spatial_element, + get_boundaries, + get_spatial_image, + to_intrinsic, +) +from ..io.explorer.utils import str_cell_id +from . import aggregate_bins, average_channels, count_transcripts + +log = logging.getLogger(__name__) + + +def aggregate( + sdata: SpatialData, + average_intensities: bool = True, + expand_radius_ratio: float = 0, + min_transcripts: int = 0, + min_intensity_ratio: float = 0, + **kwargs: int, +): + aggr = Aggregator(sdata, **kwargs) + + aggr.compute_table( + average_intensities=average_intensities, + expand_radius_ratio=expand_radius_ratio, + min_transcripts=min_transcripts, + min_intensity_ratio=min_intensity_ratio, + ) + + +def overlay_segmentation( + sdata: SpatialData, + shapes_key: str, + gene_column: str | None = None, + area_ratio_threshold: float = 0.25, + image_key: str | None = None, +): + """Overlay a segmentation on top of an existing segmentation + + Args: + sdata: A `SpatialData` object + shapes_key: The key of the new shapes to be added + gene_column: Key of the points dataframe containing the genes names + area_ratio_threshold: Threshold between 0 and 1. For each original cell overlapping with a new cell, we compute the overlap-area/cell-area, if above the threshold the cell is removed. + image_key: Optional key of the original image + """ + average_intensities = False + + if "table" in sdata.tables and SopaKeys.UNS_KEY in sdata.tables["table"].uns: + sopa_attrs = sdata.tables["table"].uns[SopaKeys.UNS_KEY] + + if sopa_attrs[SopaKeys.UNS_HAS_TRANSCRIPTS]: + assert gene_column is not None, "Need 'gene_column' argument to count transcripts" + else: + gene_column = gene_column + average_intensities = sopa_attrs[SopaKeys.UNS_HAS_INTENSITIES] + + aggr = Aggregator(sdata, image_key=image_key, shapes_key=shapes_key) + aggr.overlay_segmentation( + gene_column=gene_column, + average_intensities=average_intensities, + area_ratio_threshold=area_ratio_threshold, + ) + + +class Aggregator: + """Perform transcript count and channel averaging over a `SpatialData` object""" + + def __init__( + self, + sdata: SpatialData, + overwrite: bool = True, + image_key: str | None = None, + shapes_key: str | None = None, + bins_key: str | None = None, + ): + """ + Args: + sdata: A `SpatialData` object + overwrite: If `True`, will overwrite `sdata.table` if already existing + image_key: Key of `sdata` with the image to be averaged. If only one image, this does not have to be provided + shapes_key: Key of `sdata` with the shapes corresponding to the cells boundaries + bins_key: Key of `sdata` with the table corresponding to the bins table of gene counts (e.g., for Visium HD data) + """ + self.sdata = sdata + self.overwrite = overwrite + + self.image_key, self.image = get_spatial_image(sdata, image_key, return_key=True) + self.bins_key = bins_key + + if shapes_key is None: + self.shapes_key, self.geo_df = get_boundaries(sdata, return_key=True) + else: + self.shapes_key = shapes_key + self.geo_df = self.sdata[shapes_key] + + self.table = None + self._had_table = False + if SopaKeys.TABLE in self.sdata.tables: + table = self.sdata.tables[SopaKeys.TABLE] + if len(self.geo_df) == table.n_obs: + log.info("Using existing table for aggregation") + self.table = table + self._had_table = True + + def overlay_segmentation( + self, + gene_column: str | None = None, + average_intensities: bool = True, + area_ratio_threshold: float = 0.25, + ): + old_table: AnnData = self.sdata.tables[SopaKeys.TABLE] + self.sdata.tables[SopaKeys.OLD_TABLE] = old_table + del self.sdata.tables[SopaKeys.TABLE] + + old_shapes_key = old_table.uns["spatialdata_attrs"]["region"] + instance_key = old_table.uns["spatialdata_attrs"]["instance_key"] + + if isinstance(old_shapes_key, list): + assert len(old_shapes_key) == 1, "Can't overlap segmentation on multi-region SpatialData object" + old_shapes_key = old_shapes_key[0] + + old_geo_df = self.sdata[old_shapes_key] + geo_df = to_intrinsic(self.sdata, self.geo_df, old_geo_df) + + geo_df.index.name = "index_right" # to reuse the index name later + gdf_join = gpd.sjoin(old_geo_df, geo_df) + gdf_join["geometry_right"] = gdf_join["index_right"].map(lambda i: geo_df.geometry.iloc[i]) + gdf_join["overlap_ratio"] = gdf_join.apply(_overlap_area_ratio, axis=1) + gdf_join: gpd.GeoDataFrame = gdf_join[gdf_join.overlap_ratio >= area_ratio_threshold] + + table_crop = old_table[~np.isin(old_table.obs[instance_key], gdf_join.index)].copy() + table_crop.obs[SopaKeys.CELL_OVERLAY_KEY] = False + + self.compute_table(gene_column=gene_column, average_intensities=average_intensities) + self.table.obs[SopaKeys.CELL_OVERLAY_KEY] = True + + self.table = anndata.concat([table_crop, self.table], uns_merge="first", join="outer", fill_value=0) + _fillna(self.table.obs) + + self.shapes_key = f"{old_shapes_key}+{self.shapes_key}" + geo_df_cropped = old_geo_df.loc[~old_geo_df.index.isin(gdf_join.index)] + self.geo_df = pd.concat([geo_df_cropped, geo_df], join="outer", axis=0) + self.geo_df.attrs = old_geo_df.attrs + + self.add_standardized_table() + + def add_standardized_table(self): + self.table.obs_names = list(map(str_cell_id, range(self.table.n_obs))) + + self.geo_df.index = list(self.table.obs_names) + add_spatial_element(self.sdata, self.shapes_key, self.geo_df) + + self.table.obsm["spatial"] = np.array([[centroid.x, centroid.y] for centroid in self.geo_df.centroid]) + self.table.obs[SopaKeys.REGION_KEY] = pd.Series(self.shapes_key, index=self.table.obs_names, dtype="category") + self.table.obs[SopaKeys.SLIDE_KEY] = pd.Series(self.image_key, index=self.table.obs_names, dtype="category") + self.table.obs[SopaKeys.INSTANCE_KEY] = self.geo_df.index + + self.table.obs[SopaKeys.AREA_OBS] = self.geo_df.area.values + + if "spatialdata_attrs" in self.table.uns: + del self.table.uns["spatialdata_attrs"] + + self.table = TableModel.parse( + self.table, + region_key=SopaKeys.REGION_KEY, + region=self.shapes_key, + instance_key=SopaKeys.INSTANCE_KEY, + ) + + add_spatial_element(self.sdata, SopaKeys.TABLE, self.table) + + def filter_cells(self, where_filter: np.ndarray): + log.info(f"Filtering {where_filter.sum()} cells") + + self.geo_df = self.geo_df[~where_filter] + + self.sdata.shapes[self.shapes_key] = self.geo_df + + if self.table is not None: + self.table = self.table[~where_filter] + + def update_table(self, *args, **kwargs): + log.warninging("'update_table' is deprecated, use 'compute_table' instead") + self.compute_table(*args, **kwargs) + + def compute_table( + self, + gene_column: str | None = None, + average_intensities: bool = True, + expand_radius_ratio: float | None = None, + min_transcripts: int = 0, + min_intensity_ratio: float = 0, + ): + """Perform aggregation and update the spatialdata table + + Args: + gene_column: Column key of the transcript dataframe containing the gene names + average_intensities: Whether to average the channels intensities inside cells polygons + expand_radius_ratio: Cells polygons will be expanded by `expand_radius_ratio * mean_radius` for channels averaging **only**. This help better aggregate boundary stainings + min_transcripts: Minimum amount of transcript to keep a cell + min_intensity_ratio: Cells whose mean channel intensity is less than `min_intensity_ratio * quantile_90` will be filtered + """ + does_count = ( + (self.table is not None and isinstance(self.table.X, csr_matrix)) + or gene_column is not None + or self.bins_key is not None + ) + + assert ( + average_intensities or does_count + ), "You must choose at least one aggregation: transcripts or fluorescence intensities" + assert ( + gene_column is None or self.bins_key is None + ), "Can't count transcripts and aggregate bins at the same time" + + if gene_column is not None: + if self.table is not None: + log.warninging("sdata.table is already existing. Transcripts are not count again.") + else: + self.table = count_transcripts(self.sdata, gene_column, shapes_key=self.shapes_key) + elif self.bins_key is not None: + self.table = aggregate_bins( + self.sdata, self.shapes_key, self.bins_key, expand_radius_ratio=expand_radius_ratio or 0.2 + ) + + if does_count and min_transcripts > 0: + self.filter_cells(self.table.X.sum(axis=1) < min_transcripts) + + if average_intensities: + mean_intensities = average_channels( + self.sdata, + image_key=self.image_key, + shapes_key=self.shapes_key, + expand_radius_ratio=expand_radius_ratio or 0, + ) + + if min_intensity_ratio > 0: + means = mean_intensities.mean(axis=1) + intensity_threshold = min_intensity_ratio * np.quantile(means, 0.9) + where_filter = means < intensity_threshold + self.filter_cells(where_filter) + mean_intensities = mean_intensities[~where_filter] + + if not does_count: + self.table = AnnData( + mean_intensities, + dtype=mean_intensities.dtype, + var=pd.DataFrame(index=self.image.coords["c"].values.astype(str)), + obs=pd.DataFrame(index=self.geo_df.index), + ) + else: + self.table.obsm[SopaKeys.INTENSITIES_OBSM] = pd.DataFrame( + mean_intensities, + columns=self.image.coords["c"].values.astype(str), + index=self.table.obs_names, + ) + + self.table.uns[SopaKeys.UNS_KEY] = { + "version": __version__, + SopaKeys.UNS_HAS_TRANSCRIPTS: does_count, + SopaKeys.UNS_HAS_INTENSITIES: average_intensities, + } + + self.add_standardized_table() + + +def _overlap_area_ratio(row) -> float: + poly: Polygon = row["geometry"] + poly_right: Polygon = row["geometry_right"] + return poly.intersection(poly_right).area / poly.area + + +def _fillna(df: pd.DataFrame): + for key in df: + if df[key].dtype == "category": + df[key] = df[key].cat.add_categories("NA").fillna("NA") + else: + df[key] = df[key].fillna(0) diff --git a/sopa/aggregation/bins.py b/sopa/aggregation/bins.py new file mode 100644 index 00000000..e6ea76ac --- /dev/null +++ b/sopa/aggregation/bins.py @@ -0,0 +1,53 @@ +from __future__ import annotations + +import logging + +import geopandas as gpd +import numpy as np +from anndata import AnnData +from scipy.sparse import coo_matrix +from spatialdata import SpatialData + +from .._sdata import to_intrinsic +from ..segmentation.shapes import expand_radius + +log = logging.getLogger(__name__) + + +def aggregate_bins( + sdata: SpatialData, + shapes_key: str, + bins_key: str, + expand_radius_ratio: float = 0, +) -> AnnData: + """Aggregate bins (for instance, from Visium HD data) into cells. + + Args: + sdata: The `SpatialData` object + shapes_key: Key of the shapes containing the cell boundaries + bins_key: Key of the table containing the bin-by-gene counts + expand_radius_ratio: Cells polygons will be expanded by `expand_radius_ratio * mean_radius`. This help better aggregate bins from the cytoplasm. + + Returns: + An `AnnData` object of shape with the cell-by-gene count matrix + """ + bins_table: AnnData = sdata.tables[bins_key] + + bins_shapes_key = sdata.get_annotated_regions(bins_table) + bins_shapes_key = bins_shapes_key[0] if isinstance(bins_shapes_key, list) else bins_shapes_key + bins = sdata.shapes[bins_shapes_key].loc[sdata.get_instance_key_column(bins_table).values] + bins = gpd.GeoDataFrame(geometry=bins.centroid.values) # bins as points + + cells = to_intrinsic(sdata, shapes_key, bins_shapes_key).reset_index(drop=True) + cells = expand_radius(cells, expand_radius_ratio) + + bin_within_cell = gpd.sjoin(bins, cells) + + indices_matrix = coo_matrix( + (np.full(len(bin_within_cell), 1), (bin_within_cell["index_right"], bin_within_cell.index)), + shape=(len(cells), len(bins)), + ) + + adata = AnnData(indices_matrix @ bins_table.X, obs=cells[[]], var=bins_table.var) + adata.obsm["spatial"] = np.stack([cells.centroid.x, cells.centroid.y], axis=1) + return adata diff --git a/sopa/aggregation/channels.py b/sopa/aggregation/channels.py new file mode 100644 index 00000000..90306d2c --- /dev/null +++ b/sopa/aggregation/channels.py @@ -0,0 +1,100 @@ +from __future__ import annotations + +import logging + +import dask +import geopandas as gpd +import numpy as np +import shapely +from dask.diagnostics import ProgressBar +from shapely.geometry import Polygon, box +from spatialdata import SpatialData +from xarray import DataArray + +from .._sdata import get_spatial_element, get_spatial_image, to_intrinsic +from ..segmentation.shapes import expand_radius, pixel_outer_bounds, rasterize + +log = logging.getLogger(__name__) + + +def average_channels( + sdata: SpatialData, + image_key: str = None, + shapes_key: str = None, + expand_radius_ratio: float = 0, +) -> np.ndarray: + """Average channel intensities per cell. + + Args: + sdata: A `SpatialData` object + image_key: Key of `sdata` containing the image. If only one `images` element, this does not have to be provided. + shapes_key: Key of `sdata` containing the cell boundaries. If only one `shapes` element, this does not have to be provided. + expand_radius_ratio: Cells polygons will be expanded by `expand_radius_ratio * mean_radius`. This help better aggregate boundary stainings. + + Returns: + A numpy `ndarray` of shape `(n_cells, n_channels)` + """ + image = get_spatial_image(sdata, image_key) + + geo_df = get_spatial_element(sdata.shapes, key=shapes_key) + geo_df = to_intrinsic(sdata, geo_df, image) + geo_df = expand_radius(geo_df, expand_radius_ratio) + + log.info(f"Averaging channels intensity over {len(geo_df)} cells with expansion {expand_radius_ratio=}") + return _average_channels_aligned(image, geo_df) + + +def _average_channels_aligned(image: DataArray, geo_df: gpd.GeoDataFrame | list[Polygon]) -> np.ndarray: + """Average channel intensities per cell. The image and cells have to be aligned, i.e. be on the same coordinate system. + + Args: + image: A `DataArray` of shape `(n_channels, y, x)` + geo_df: A `GeoDataFrame` whose geometries are cell boundaries (polygons) + + Returns: + A numpy `ndarray` of shape `(n_cells, n_channels)` + """ + cells = geo_df if isinstance(geo_df, list) else list(geo_df.geometry) + tree = shapely.STRtree(cells) + + intensities = np.zeros((len(cells), len(image.coords["c"]))) + areas = np.zeros(len(cells)) + + chunk_sizes = image.data.chunks + offsets_y = np.cumsum(np.pad(chunk_sizes[1], (1, 0), "constant")) + offsets_x = np.cumsum(np.pad(chunk_sizes[2], (1, 0), "constant")) + + def _average_chunk_inside_cells(chunk, iy, ix): + ymin, ymax = offsets_y[iy], offsets_y[iy + 1] + xmin, xmax = offsets_x[ix], offsets_x[ix + 1] + + patch = box(xmin, ymin, xmax, ymax) + intersections = tree.query(patch, predicate="intersects") + + for index in intersections: + cell = cells[index] + bounds = pixel_outer_bounds(cell.bounds) + + sub_image = chunk[ + :, + max(bounds[1] - ymin, 0) : bounds[3] - ymin, + max(bounds[0] - xmin, 0) : bounds[2] - xmin, + ] + + if sub_image.shape[1] == 0 or sub_image.shape[2] == 0: + continue + + mask = rasterize(cell, sub_image.shape[1:], bounds) + + intensities[index] += np.sum(sub_image * mask, axis=(1, 2)) + areas[index] += np.sum(mask) + + with ProgressBar(): + tasks = [ + dask.delayed(_average_chunk_inside_cells)(chunk, iy, ix) + for iy, row in enumerate(image.chunk({"c": -1}).data.to_delayed()[0]) + for ix, chunk in enumerate(row) + ] + dask.compute(tasks) + + return intensities / areas[:, None].clip(1) diff --git a/sopa/aggregation/transcripts.py b/sopa/aggregation/transcripts.py new file mode 100644 index 00000000..5761aefe --- /dev/null +++ b/sopa/aggregation/transcripts.py @@ -0,0 +1,103 @@ +from __future__ import annotations + +import logging +from functools import partial + +import dask.dataframe as dd +import geopandas as gpd +import numpy as np +import pandas as pd +from anndata import AnnData +from dask.diagnostics import ProgressBar +from scipy.sparse import coo_matrix +from spatialdata import SpatialData + +from .._sdata import get_spatial_element, to_intrinsic + +log = logging.getLogger(__name__) + + +def count_transcripts( + sdata: SpatialData, + gene_column: str, + shapes_key: str = None, + points_key: str = None, + geo_df: gpd.GeoDataFrame | None = None, +) -> AnnData: + """Counts transcripts per cell. + + Args: + sdata: A `SpatialData` object + gene_column: Column of the transcript dataframe containing the gene names + shapes_key: Key of `sdata` containing the cell boundaries. If only one `shapes` element, this does not have to be provided. + points_key: Key of `sdata` containing the transcripts. If only one `points` element, this does not have to be provided. + geo_df: If the cell boundaries are not yet in `sdata`, a `GeoDataFrame` can be directly provided for cell boundaries + + Returns: + An `AnnData` object of shape `(n_cells, n_genes)` with the counts per cell + """ + points_key, points = get_spatial_element(sdata.points, key=points_key, return_key=True) + + if geo_df is None: + geo_df = get_spatial_element(sdata.shapes, key=shapes_key) + geo_df = to_intrinsic(sdata, geo_df, points_key) + + log.info(f"Aggregating transcripts over {len(geo_df)} cells") + return _count_transcripts_aligned(geo_df, points, gene_column) + + +def _count_transcripts_aligned(geo_df: gpd.GeoDataFrame, points: dd.DataFrame, value_key: str) -> AnnData: + """Count transcripts per cell. The cells and points have to be aligned (i.e., in the same coordinate system) + + Args: + geo_df: Cells geometries + points: Transcripts dataframe + value_key: Key of `points` containing the genes names + + Returns: + An `AnnData` object of shape `(n_cells, n_genes)` with the counts per cell + """ + points[value_key] = points[value_key].astype("category").cat.as_known() + gene_names = points[value_key].cat.categories.astype(str) + + X = coo_matrix((len(geo_df), len(gene_names)), dtype=int) + adata = AnnData(X=X, var=pd.DataFrame(index=gene_names)) + adata.obs_names = geo_df.index.astype(str) + + geo_df = geo_df.reset_index() + + X_partitions = [] + + with ProgressBar(): + points.map_partitions( + partial(_add_coo, X_partitions, geo_df, gene_column=value_key, gene_names=gene_names), + meta=(), + ).compute() + + for X_partition in X_partitions: + adata.X += X_partition + + adata.X = adata.X.tocsr() + return adata + + +def _add_coo( + X_partitions: list[coo_matrix], + geo_df: gpd.GeoDataFrame, + partition: pd.DataFrame, + gene_column: list[str], + gene_names: list[str], +) -> None: + points_gdf = gpd.GeoDataFrame(partition, geometry=gpd.points_from_xy(partition["x"], partition["y"])) + joined = geo_df.sjoin(points_gdf) + cells_indices, column_indices = joined.index, joined[gene_column].cat.codes + + cells_indices = cells_indices[column_indices >= 0] + column_indices = column_indices[column_indices >= 0] + + X_partition = coo_matrix( + (np.full(len(cells_indices), 1), (cells_indices, column_indices)), + shape=(len(geo_df), len(gene_names)), + ) + + X_partitions.append(X_partition) diff --git a/sopa/annotation/__init__.py b/sopa/annotation/__init__.py deleted file mode 100644 index 26b88e85..00000000 --- a/sopa/annotation/__init__.py +++ /dev/null @@ -1,2 +0,0 @@ -from .fluorescence import preprocess_fluo, higher_z_score -from .tangram import tangram_annotate diff --git a/sopa/annotation/fluorescence.py b/sopa/annotation/fluorescence.py deleted file mode 100644 index 6fef9f8a..00000000 --- a/sopa/annotation/fluorescence.py +++ /dev/null @@ -1,51 +0,0 @@ -from __future__ import annotations - -import logging - -import numpy as np -import pandas as pd -from anndata import AnnData - -from .._constants import SopaKeys - -log = logging.getLogger(__name__) - - -def preprocess_fluo(adata: AnnData) -> pd.DataFrame: - """Preprocess fluorescence data. For each column $X$, we compute $asinh(\\frac{X}{5Q(0.2, X)})$ and apply standardization - - Args: - adata: An `AnnData` object - - Returns: - A dataframe of preprocessed channels intensities - """ - if SopaKeys.INTENSITIES_OBSM in adata.obsm: - df = adata.obsm[SopaKeys.INTENSITIES_OBSM] - else: - df = adata.to_df() - - divider = 5 * np.quantile(df, 0.2, axis=0) - divider[divider == 0] = df.max(axis=0)[divider == 0] - - scaled = np.arcsinh(df / divider) - return (scaled - scaled.mean(0)) / scaled.std(0) - - -def higher_z_score(adata: AnnData, marker_cell_dict: dict, cell_type_key: str = "cell_type"): - """Simple channel-based segmentation using a marker-to-population dictionary - - Args: - adata: An `AnnData` object - marker_cell_dict: Dictionary whose keys are channels, and values are the corresponding populations. - cell_type_key: Key of `adata.obs` where annotations will be stored - """ - adata.obsm[SopaKeys.Z_SCORES] = preprocess_fluo(adata) - - markers, cell_types = list(marker_cell_dict.keys()), np.array(list(marker_cell_dict.values())) - ct_indices = adata.obsm[SopaKeys.Z_SCORES][markers].values.argmax(1) - - adata.obs[cell_type_key] = cell_types[ct_indices] - adata.uns[SopaKeys.UNS_KEY][SopaKeys.UNS_CELL_TYPES] = [cell_type_key] - - log.info(f"Annotation counts: {adata.obs[cell_type_key].value_counts()}") diff --git a/sopa/annotation/tangram/__init__.py b/sopa/annotation/tangram/__init__.py deleted file mode 100644 index 17c236a7..00000000 --- a/sopa/annotation/tangram/__init__.py +++ /dev/null @@ -1 +0,0 @@ -from .run import tangram_annotate diff --git a/sopa/cli/annotate.py b/sopa/cli/annotate.py index 9cb8e51a..bb784ff3 100644 --- a/sopa/cli/annotate.py +++ b/sopa/cli/annotate.py @@ -20,8 +20,8 @@ def fluorescence( For each cell, one z-score statistic is computed and the population with the highest z-score is attributed. """ from sopa._constants import SopaKeys - from sopa.annotation.fluorescence import higher_z_score from sopa.io.standardize import read_zarr_standardized + from sopa.utils import higher_z_score sdata = read_zarr_standardized(sdata_path) @@ -56,8 +56,8 @@ def tangram( import anndata from sopa._constants import SopaKeys - from sopa.annotation.tangram.run import tangram_annotate from sopa.io.standardize import read_zarr_standardized + from sopa.utils import tangram_annotate sdata = read_zarr_standardized(sdata_path) adata_sc = anndata.read_h5ad(sc_reference_path) diff --git a/sopa/utils/io.py b/sopa/io/reader/_openslide.py similarity index 100% rename from sopa/utils/io.py rename to sopa/io/reader/_openslide.py diff --git a/sopa/io/reader/wsi.py b/sopa/io/reader/wsi.py index e3723d0a..f695b756 100644 --- a/sopa/io/reader/wsi.py +++ b/sopa/io/reader/wsi.py @@ -127,7 +127,7 @@ def _open_wsi(path: str | Path, backend: str = "openslide") -> tuple[str, xarray elif backend == "openslide": import openslide - from ...utils.io import OpenSlideStore + from ._openslide import OpenSlideStore slide = openslide.open_slide(path) zarr_store = OpenSlideStore(path).store diff --git a/sopa/segmentation/aggregation.py b/sopa/segmentation/aggregation.py index 7923edba..09d4ee7c 100644 --- a/sopa/segmentation/aggregation.py +++ b/sopa/segmentation/aggregation.py @@ -1,520 +1,23 @@ from __future__ import annotations import logging -from functools import partial +import warnings -import anndata -import dask -import dask.dataframe as dd -import geopandas as gpd -import numpy as np -import pandas as pd -import shapely -from anndata import AnnData -from dask.diagnostics import ProgressBar -from scipy.sparse import coo_matrix, csr_matrix -from shapely.geometry import Polygon, box -from spatialdata import SpatialData -from spatialdata.models import TableModel -from xarray import DataArray - -import sopa - -from .._constants import SopaKeys -from .._sdata import ( - add_spatial_element, - get_boundaries, - get_spatial_element, - get_spatial_image, - to_intrinsic, -) -from ..io.explorer.utils import str_cell_id -from . import shapes +from ..aggregation import Aggregator as _Aggregator log = logging.getLogger(__name__) -def overlay_segmentation( - sdata: SpatialData, - shapes_key: str, - gene_column: str | None = None, - area_ratio_threshold: float = 0.25, - image_key: str | None = None, -): - """Overlay a segmentation on top of an existing segmentation - - Args: - sdata: A `SpatialData` object - shapes_key: The key of the new shapes to be added - gene_column: Key of the points dataframe containing the genes names - area_ratio_threshold: Threshold between 0 and 1. For each original cell overlapping with a new cell, we compute the overlap-area/cell-area, if above the threshold the cell is removed. - image_key: Optional key of the original image - """ - average_intensities = False - - if "table" in sdata.tables and SopaKeys.UNS_KEY in sdata.tables["table"].uns: - sopa_attrs = sdata.tables["table"].uns[SopaKeys.UNS_KEY] - - if sopa_attrs[SopaKeys.UNS_HAS_TRANSCRIPTS]: - assert gene_column is not None, "Need 'gene_column' argument to count transcripts" - else: - gene_column = gene_column - average_intensities = sopa_attrs[SopaKeys.UNS_HAS_INTENSITIES] - - aggr = Aggregator(sdata, image_key=image_key, shapes_key=shapes_key) - aggr.overlay_segmentation( - gene_column=gene_column, - average_intensities=average_intensities, - area_ratio_threshold=area_ratio_threshold, - ) - - -def aggregate( - sdata: SpatialData, - average_intensities: bool = True, - expand_radius_ratio: float = 0, - min_transcripts: int = 0, - min_intensity_ratio: float = 0, - **kwargs: int, -): - aggr = Aggregator(sdata, **kwargs) +def overlay_segmentation(*args, **kwargs): + from .. import overlay_segmentation as _overlay_segmentation - aggr.compute_table( - average_intensities=average_intensities, - expand_radius_ratio=expand_radius_ratio, - min_transcripts=min_transcripts, - min_intensity_ratio=min_intensity_ratio, + warnings.warn( + "overlay_segmentation is deprecated, use `sopa.overlay_segmentation` instead", DeprecationWarning, stacklevel=2 ) + _overlay_segmentation(*args, **kwargs) -class Aggregator: - """Perform transcript count and channel averaging over a `SpatialData` object""" - - def __init__( - self, - sdata: SpatialData, - overwrite: bool = True, - image_key: str | None = None, - shapes_key: str | None = None, - bins_key: str | None = None, - ): - """ - Args: - sdata: A `SpatialData` object - overwrite: If `True`, will overwrite `sdata.table` if already existing - image_key: Key of `sdata` with the image to be averaged. If only one image, this does not have to be provided - shapes_key: Key of `sdata` with the shapes corresponding to the cells boundaries - bins_key: Key of `sdata` with the table corresponding to the bins table of gene counts (e.g., for Visium HD data) - """ - self.sdata = sdata - self.overwrite = overwrite - - self.image_key, self.image = get_spatial_image(sdata, image_key, return_key=True) - self.bins_key = bins_key - - if shapes_key is None: - self.shapes_key, self.geo_df = get_boundaries(sdata, return_key=True) - else: - self.shapes_key = shapes_key - self.geo_df = self.sdata[shapes_key] - - self.table = None - self._had_table = False - if SopaKeys.TABLE in self.sdata.tables: - table = self.sdata.tables[SopaKeys.TABLE] - if len(self.geo_df) == table.n_obs: - log.info("Using existing table for aggregation") - self.table = table - self._had_table = True - - def overlay_segmentation( - self, - gene_column: str | None = None, - average_intensities: bool = True, - area_ratio_threshold: float = 0.25, - ): - old_table: AnnData = self.sdata.tables[SopaKeys.TABLE] - self.sdata.tables[SopaKeys.OLD_TABLE] = old_table - del self.sdata.tables[SopaKeys.TABLE] - - old_shapes_key = old_table.uns["spatialdata_attrs"]["region"] - instance_key = old_table.uns["spatialdata_attrs"]["instance_key"] - - if isinstance(old_shapes_key, list): - assert len(old_shapes_key) == 1, "Can't overlap segmentation on multi-region SpatialData object" - old_shapes_key = old_shapes_key[0] - - old_geo_df = self.sdata[old_shapes_key] - geo_df = to_intrinsic(self.sdata, self.geo_df, old_geo_df) - - geo_df.index.name = "index_right" # to reuse the index name later - gdf_join = gpd.sjoin(old_geo_df, geo_df) - gdf_join["geometry_right"] = gdf_join["index_right"].map(lambda i: geo_df.geometry.iloc[i]) - gdf_join["overlap_ratio"] = gdf_join.apply(_overlap_area_ratio, axis=1) - gdf_join: gpd.GeoDataFrame = gdf_join[gdf_join.overlap_ratio >= area_ratio_threshold] - - table_crop = old_table[~np.isin(old_table.obs[instance_key], gdf_join.index)].copy() - table_crop.obs[SopaKeys.CELL_OVERLAY_KEY] = False - - self.compute_table(gene_column=gene_column, average_intensities=average_intensities) - self.table.obs[SopaKeys.CELL_OVERLAY_KEY] = True - - self.table = anndata.concat([table_crop, self.table], uns_merge="first", join="outer", fill_value=0) - _fillna(self.table.obs) - - self.shapes_key = f"{old_shapes_key}+{self.shapes_key}" - geo_df_cropped = old_geo_df.loc[~old_geo_df.index.isin(gdf_join.index)] - self.geo_df = pd.concat([geo_df_cropped, geo_df], join="outer", axis=0) - self.geo_df.attrs = old_geo_df.attrs - - self.add_standardized_table() - - def add_standardized_table(self): - self.table.obs_names = list(map(str_cell_id, range(self.table.n_obs))) - - self.geo_df.index = list(self.table.obs_names) - add_spatial_element(self.sdata, self.shapes_key, self.geo_df) - - self.table.obsm["spatial"] = np.array([[centroid.x, centroid.y] for centroid in self.geo_df.centroid]) - self.table.obs[SopaKeys.REGION_KEY] = pd.Series(self.shapes_key, index=self.table.obs_names, dtype="category") - self.table.obs[SopaKeys.SLIDE_KEY] = pd.Series(self.image_key, index=self.table.obs_names, dtype="category") - self.table.obs[SopaKeys.INSTANCE_KEY] = self.geo_df.index - - self.table.obs[SopaKeys.AREA_OBS] = self.geo_df.area.values - - if "spatialdata_attrs" in self.table.uns: - del self.table.uns["spatialdata_attrs"] - - self.table = TableModel.parse( - self.table, - region_key=SopaKeys.REGION_KEY, - region=self.shapes_key, - instance_key=SopaKeys.INSTANCE_KEY, - ) - - add_spatial_element(self.sdata, SopaKeys.TABLE, self.table) - - def filter_cells(self, where_filter: np.ndarray): - log.info(f"Filtering {where_filter.sum()} cells") - - self.geo_df = self.geo_df[~where_filter] - - self.sdata.shapes[self.shapes_key] = self.geo_df - - if self.table is not None: - self.table = self.table[~where_filter] - - def update_table(self, *args, **kwargs): - log.warninging("'update_table' is deprecated, use 'compute_table' instead") - self.compute_table(*args, **kwargs) - - def compute_table( - self, - gene_column: str | None = None, - average_intensities: bool = True, - expand_radius_ratio: float | None = None, - min_transcripts: int = 0, - min_intensity_ratio: float = 0, - ): - """Perform aggregation and update the spatialdata table - - Args: - gene_column: Column key of the transcript dataframe containing the gene names - average_intensities: Whether to average the channels intensities inside cells polygons - expand_radius_ratio: Cells polygons will be expanded by `expand_radius_ratio * mean_radius` for channels averaging **only**. This help better aggregate boundary stainings - min_transcripts: Minimum amount of transcript to keep a cell - min_intensity_ratio: Cells whose mean channel intensity is less than `min_intensity_ratio * quantile_90` will be filtered - """ - does_count = ( - (self.table is not None and isinstance(self.table.X, csr_matrix)) - or gene_column is not None - or self.bins_key is not None - ) - - assert ( - average_intensities or does_count - ), "You must choose at least one aggregation: transcripts or fluorescence intensities" - assert ( - gene_column is None or self.bins_key is None - ), "Can't count transcripts and aggregate bins at the same time" - - if gene_column is not None: - if self.table is not None: - log.warninging("sdata.table is already existing. Transcripts are not count again.") - else: - self.table = count_transcripts(self.sdata, gene_column, shapes_key=self.shapes_key) - elif self.bins_key is not None: - self.table = aggregate_bins( - self.sdata, self.shapes_key, self.bins_key, expand_radius_ratio=expand_radius_ratio or 0.2 - ) - - if does_count and min_transcripts > 0: - self.filter_cells(self.table.X.sum(axis=1) < min_transcripts) - - if average_intensities: - mean_intensities = average_channels( - self.sdata, - image_key=self.image_key, - shapes_key=self.shapes_key, - expand_radius_ratio=expand_radius_ratio or 0, - ) - - if min_intensity_ratio > 0: - means = mean_intensities.mean(axis=1) - intensity_threshold = min_intensity_ratio * np.quantile(means, 0.9) - where_filter = means < intensity_threshold - self.filter_cells(where_filter) - mean_intensities = mean_intensities[~where_filter] - - if not does_count: - self.table = AnnData( - mean_intensities, - dtype=mean_intensities.dtype, - var=pd.DataFrame(index=self.image.coords["c"].values.astype(str)), - obs=pd.DataFrame(index=self.geo_df.index), - ) - else: - self.table.obsm[SopaKeys.INTENSITIES_OBSM] = pd.DataFrame( - mean_intensities, - columns=self.image.coords["c"].values.astype(str), - index=self.table.obs_names, - ) - - self.table.uns[SopaKeys.UNS_KEY] = { - "version": sopa.__version__, - SopaKeys.UNS_HAS_TRANSCRIPTS: does_count, - SopaKeys.UNS_HAS_INTENSITIES: average_intensities, - } - - self.add_standardized_table() - - -def _overlap_area_ratio(row) -> float: - poly: Polygon = row["geometry"] - poly_right: Polygon = row["geometry_right"] - return poly.intersection(poly_right).area / poly.area - - -def _fillna(df: pd.DataFrame): - for key in df: - if df[key].dtype == "category": - df[key] = df[key].cat.add_categories("NA").fillna("NA") - else: - df[key] = df[key].fillna(0) - - -def expand_radius(geo_df: gpd.GeoDataFrame, expand_radius_ratio: float | None) -> gpd.GeoDataFrame: - if not expand_radius_ratio: - return geo_df - - expand_radius_ = expand_radius_ratio * np.mean(np.sqrt(geo_df.area / np.pi)) - geo_df.geometry = geo_df.buffer(expand_radius_) - return geo_df - - -def average_channels( - sdata: SpatialData, - image_key: str = None, - shapes_key: str = None, - expand_radius_ratio: float = 0, -) -> np.ndarray: - """Average channel intensities per cell. - - Args: - sdata: A `SpatialData` object - image_key: Key of `sdata` containing the image. If only one `images` element, this does not have to be provided. - shapes_key: Key of `sdata` containing the cell boundaries. If only one `shapes` element, this does not have to be provided. - expand_radius_ratio: Cells polygons will be expanded by `expand_radius_ratio * mean_radius`. This help better aggregate boundary stainings. - - Returns: - A numpy `ndarray` of shape `(n_cells, n_channels)` - """ - image = get_spatial_image(sdata, image_key) - - geo_df = get_spatial_element(sdata.shapes, key=shapes_key) - geo_df = to_intrinsic(sdata, geo_df, image) - geo_df = expand_radius(geo_df, expand_radius_ratio) - - log.info(f"Averaging channels intensity over {len(geo_df)} cells with expansion {expand_radius}") - return _average_channels_aligned(image, geo_df) - - -def _average_channels_aligned(image: DataArray, geo_df: gpd.GeoDataFrame | list[Polygon]) -> np.ndarray: - """Average channel intensities per cell. The image and cells have to be aligned, i.e. be on the same coordinate system. - - Args: - image: A `DataArray` of shape `(n_channels, y, x)` - geo_df: A `GeoDataFrame` whose geometries are cell boundaries (polygons) - - Returns: - A numpy `ndarray` of shape `(n_cells, n_channels)` - """ - cells = geo_df if isinstance(geo_df, list) else list(geo_df.geometry) - tree = shapely.STRtree(cells) - - intensities = np.zeros((len(cells), len(image.coords["c"]))) - areas = np.zeros(len(cells)) - - chunk_sizes = image.data.chunks - offsets_y = np.cumsum(np.pad(chunk_sizes[1], (1, 0), "constant")) - offsets_x = np.cumsum(np.pad(chunk_sizes[2], (1, 0), "constant")) - - def _average_chunk_inside_cells(chunk, iy, ix): - ymin, ymax = offsets_y[iy], offsets_y[iy + 1] - xmin, xmax = offsets_x[ix], offsets_x[ix + 1] - - patch = box(xmin, ymin, xmax, ymax) - intersections = tree.query(patch, predicate="intersects") - - for index in intersections: - cell = cells[index] - bounds = shapes.pixel_outer_bounds(cell.bounds) - - sub_image = chunk[ - :, - max(bounds[1] - ymin, 0) : bounds[3] - ymin, - max(bounds[0] - xmin, 0) : bounds[2] - xmin, - ] - - if sub_image.shape[1] == 0 or sub_image.shape[2] == 0: - continue - - mask = shapes.rasterize(cell, sub_image.shape[1:], bounds) - - intensities[index] += np.sum(sub_image * mask, axis=(1, 2)) - areas[index] += np.sum(mask) - - with ProgressBar(): - tasks = [ - dask.delayed(_average_chunk_inside_cells)(chunk, iy, ix) - for iy, row in enumerate(image.chunk({"c": -1}).data.to_delayed()[0]) - for ix, chunk in enumerate(row) - ] - dask.compute(tasks) - - return intensities / areas[:, None].clip(1) - - -def count_transcripts( - sdata: SpatialData, - gene_column: str, - shapes_key: str = None, - points_key: str = None, - geo_df: gpd.GeoDataFrame | None = None, -) -> AnnData: - """Counts transcripts per cell. - - Args: - sdata: A `SpatialData` object - gene_column: Column of the transcript dataframe containing the gene names - shapes_key: Key of `sdata` containing the cell boundaries. If only one `shapes` element, this does not have to be provided. - points_key: Key of `sdata` containing the transcripts. If only one `points` element, this does not have to be provided. - geo_df: If the cell boundaries are not yet in `sdata`, a `GeoDataFrame` can be directly provided for cell boundaries - - Returns: - An `AnnData` object of shape `(n_cells, n_genes)` with the counts per cell - """ - points_key, points = get_spatial_element(sdata.points, key=points_key, return_key=True) - - if geo_df is None: - geo_df = get_spatial_element(sdata.shapes, key=shapes_key) - geo_df = to_intrinsic(sdata, geo_df, points_key) - - log.info(f"Aggregating transcripts over {len(geo_df)} cells") - return _count_transcripts_aligned(geo_df, points, gene_column) - - -def _count_transcripts_aligned(geo_df: gpd.GeoDataFrame, points: dd.DataFrame, value_key: str) -> AnnData: - """Count transcripts per cell. The cells and points have to be aligned (i.e., in the same coordinate system) - - Args: - geo_df: Cells geometries - points: Transcripts dataframe - value_key: Key of `points` containing the genes names - - Returns: - An `AnnData` object of shape `(n_cells, n_genes)` with the counts per cell - """ - points[value_key] = points[value_key].astype("category").cat.as_known() - gene_names = points[value_key].cat.categories.astype(str) - - X = coo_matrix((len(geo_df), len(gene_names)), dtype=int) - adata = AnnData(X=X, var=pd.DataFrame(index=gene_names)) - adata.obs_names = geo_df.index.astype(str) - - geo_df = geo_df.reset_index() - - X_partitions = [] - - with ProgressBar(): - points.map_partitions( - partial(_add_coo, X_partitions, geo_df, gene_column=value_key, gene_names=gene_names), - meta=(), - ).compute() - - for X_partition in X_partitions: - adata.X += X_partition - - adata.X = adata.X.tocsr() - return adata - - -def _add_coo( - X_partitions: list[coo_matrix], - geo_df: gpd.GeoDataFrame, - partition: pd.DataFrame, - gene_column: list[str], - gene_names: list[str], -) -> None: - points_gdf = gpd.GeoDataFrame(partition, geometry=gpd.points_from_xy(partition["x"], partition["y"])) - joined = geo_df.sjoin(points_gdf) - cells_indices, column_indices = joined.index, joined[gene_column].cat.codes - - cells_indices = cells_indices[column_indices >= 0] - column_indices = column_indices[column_indices >= 0] - - X_partition = coo_matrix( - (np.full(len(cells_indices), 1), (cells_indices, column_indices)), - shape=(len(geo_df), len(gene_names)), - ) - - X_partitions.append(X_partition) - - -def aggregate_bins( - sdata: SpatialData, - shapes_key: str, - bins_key: str, - expand_radius_ratio: float = 0, -) -> AnnData: - """Aggregate bins (for instance, from Visium HD data) into cells. - - Args: - sdata: The `SpatialData` object - shapes_key: Key of the shapes containing the cell boundaries - bins_key: Key of the table containing the bin-by-gene counts - expand_radius_ratio: Cells polygons will be expanded by `expand_radius_ratio * mean_radius`. This help better aggregate bins from the cytoplasm. - - Returns: - An `AnnData` object of shape with the cell-by-gene count matrix - """ - bins_table: AnnData = sdata.tables[bins_key] - - bins_shapes_key = sdata.get_annotated_regions(bins_table) - bins_shapes_key = bins_shapes_key[0] if isinstance(bins_shapes_key, list) else bins_shapes_key - bins = sdata.shapes[bins_shapes_key].loc[sdata.get_instance_key_column(bins_table).values] - bins = gpd.GeoDataFrame(geometry=bins.centroid.values) # bins as points - - cells = to_intrinsic(sdata, shapes_key, bins_shapes_key).reset_index(drop=True) - cells = expand_radius(cells, expand_radius_ratio) - - bin_within_cell = gpd.sjoin(bins, cells) - - indices_matrix = coo_matrix( - (np.full(len(bin_within_cell), 1), (bin_within_cell["index_right"], bin_within_cell.index)), - shape=(len(cells), len(bins)), - ) - - adata = AnnData(indices_matrix @ bins_table.X, obs=cells[[]], var=bins_table.var) - adata.obsm["spatial"] = np.stack([cells.centroid.x, cells.centroid.y], axis=1) - return adata +class Aggregator(_Aggregator): + def __init__(self, *args, **kwargs): + warnings.warn("Aggregator is deprecated, use `sopa.aggregate` instead", DeprecationWarning, stacklevel=2) + super().__init__(*args, **kwargs) diff --git a/sopa/segmentation/shapes.py b/sopa/segmentation/shapes.py index 3c2ecae0..cb189747 100644 --- a/sopa/segmentation/shapes.py +++ b/sopa/segmentation/shapes.py @@ -3,6 +3,7 @@ import logging from math import ceil, floor +import geopandas as gpd import numpy as np import shapely import shapely.affinity @@ -163,10 +164,6 @@ def geometrize(mask: np.ndarray, tolerance: float | None = None, smooth_radius_r cells = [_smoothen_cell(cell, smooth_radius, tolerance) for cell in cells] cells = [cell for cell in cells if cell is not None] - log.info( - f"Percentage of non-geometrized cells: {(max_cells - len(cells)) / max_cells:.2%} (usually due to segmentation artefacts)" - ) - return cells @@ -199,3 +196,12 @@ def rasterize(cell: Polygon | MultiPolygon, shape: tuple[int, int], xy_min: tupl cv2.fillPoly(rasterized_image, coords, color=1) return rasterized_image + + +def expand_radius(geo_df: gpd.GeoDataFrame, expand_radius_ratio: float | None) -> gpd.GeoDataFrame: + if not expand_radius_ratio: + return geo_df + + expand_radius_ = expand_radius_ratio * np.mean(np.sqrt(geo_df.area / np.pi)) + geo_df.geometry = geo_df.buffer(expand_radius_) + return geo_df diff --git a/sopa/utils/__init__.py b/sopa/utils/__init__.py index 6f8fd6d1..8e646d90 100644 --- a/sopa/utils/__init__.py +++ b/sopa/utils/__init__.py @@ -5,3 +5,5 @@ valid_c_coords, _check_integer_dtype, ) + +from .annotation import preprocess_fluo, higher_z_score, tangram_annotate diff --git a/sopa/annotation/tangram/run.py b/sopa/utils/annotation.py similarity index 86% rename from sopa/annotation/tangram/run.py rename to sopa/utils/annotation.py index 8959ebe2..ca5845d5 100644 --- a/sopa/annotation/tangram/run.py +++ b/sopa/utils/annotation.py @@ -10,11 +10,51 @@ from anndata import AnnData from spatialdata import SpatialData -from sopa._constants import SopaKeys +from .._constants import SopaKeys log = logging.getLogger(__name__) +def preprocess_fluo(adata: AnnData) -> pd.DataFrame: + """Preprocess fluorescence data. For each column $X$, we compute $asinh(\\frac{X}{5Q(0.2, X)})$ and apply standardization + + Args: + adata: An `AnnData` object + + Returns: + A dataframe of preprocessed channels intensities + """ + if SopaKeys.INTENSITIES_OBSM in adata.obsm: + df = adata.obsm[SopaKeys.INTENSITIES_OBSM] + else: + df = adata.to_df() + + divider = 5 * np.quantile(df, 0.2, axis=0) + divider[divider == 0] = df.max(axis=0)[divider == 0] + + scaled = np.arcsinh(df / divider) + return (scaled - scaled.mean(0)) / scaled.std(0) + + +def higher_z_score(adata: AnnData, marker_cell_dict: dict, cell_type_key: str = "cell_type"): + """Simple channel-based segmentation using a marker-to-population dictionary + + Args: + adata: An `AnnData` object + marker_cell_dict: Dictionary whose keys are channels, and values are the corresponding populations. + cell_type_key: Key of `adata.obs` where annotations will be stored + """ + adata.obsm[SopaKeys.Z_SCORES] = preprocess_fluo(adata) + + markers, cell_types = list(marker_cell_dict.keys()), np.array(list(marker_cell_dict.values())) + ct_indices = adata.obsm[SopaKeys.Z_SCORES][markers].values.argmax(1) + + adata.obs[cell_type_key] = cell_types[ct_indices] + adata.uns[SopaKeys.UNS_KEY][SopaKeys.UNS_CELL_TYPES] = [cell_type_key] + + log.info(f"Annotation counts: {adata.obs[cell_type_key].value_counts()}") + + def tangram_annotate( sdata: SpatialData, adata_sc: AnnData, diff --git a/sopa/utils/image.py b/sopa/utils/image.py index da98593e..f9442779 100644 --- a/sopa/utils/image.py +++ b/sopa/utils/image.py @@ -44,7 +44,7 @@ def resize_numpy(arr: np.ndarray, scale_factor: float, dims: list[str], output_s def _check_integer_dtype(dtype: np.dtype): - assert np.issubdtype(dtype, np.integer), f"Expecting image to have an intenger dtype, but found {dtype}" + assert np.issubdtype(dtype, np.integer), f"Expecting image to have an integer dtype, but found {dtype}" def scale_dtype(arr: np.ndarray, dtype: np.dtype) -> np.ndarray: From 067c958466df860394e71c1ea4e5b6ae9e7fc488 Mon Sep 17 00:00:00 2001 From: Blampey Quentin Date: Tue, 24 Sep 2024 13:53:47 +0200 Subject: [PATCH 08/17] API refactor in progress (2) --- sopa/__init__.py | 2 +- sopa/aggregation/aggregation.py | 9 +------- sopa/aggregation/bins.py | 2 +- sopa/aggregation/channels.py | 2 +- sopa/aggregation/transcripts.py | 2 +- sopa/cli/patchify.py | 4 ++-- sopa/cli/resolve.py | 2 +- sopa/io/explorer/converter.py | 2 +- sopa/io/explorer/images.py | 9 ++++++-- sopa/io/explorer/utils.py | 2 +- sopa/io/reader/visium_hd.py | 28 +++++++++++------------ sopa/io/reader/xenium.py | 8 +++---- sopa/io/report/generate.py | 2 +- sopa/io/standardize.py | 8 +++++-- sopa/patches/infer.py | 2 +- sopa/patches/patches.py | 2 +- sopa/segmentation/stainings.py | 2 +- sopa/segmentation/tissue.py | 2 +- sopa/segmentation/transcripts.py | 2 +- sopa/spatial/utils.py | 2 +- sopa/utils/__init__.py | 16 +++++++++++-- sopa/{_sdata.py => utils/_spatialdata.py} | 19 ++------------- sopa/utils/polygon_crop.py | 3 +-- tests/test_aggregation.py | 12 ++++++---- tests/test_patches.py | 2 +- 25 files changed, 72 insertions(+), 74 deletions(-) rename sopa/{_sdata.py => utils/_spatialdata.py} (94%) diff --git a/sopa/__init__.py b/sopa/__init__.py index a16ebd97..523e0a5a 100644 --- a/sopa/__init__.py +++ b/sopa/__init__.py @@ -16,4 +16,4 @@ from .segmentation import tissue_segmentation from .aggregation import aggregate, overlay_segmentation from .patches import make_transcript_patches, make_image_patches - from ._sdata import get_spatial_image, get_spatial_element, to_intrinsic + from .utils import get_spatial_image, get_spatial_element, to_intrinsic diff --git a/sopa/aggregation/aggregation.py b/sopa/aggregation/aggregation.py index 38747614..ec298805 100644 --- a/sopa/aggregation/aggregation.py +++ b/sopa/aggregation/aggregation.py @@ -12,15 +12,9 @@ from spatialdata import SpatialData from spatialdata.models import TableModel -from .. import __version__ from .._constants import SopaKeys -from .._sdata import ( - add_spatial_element, - get_boundaries, - get_spatial_image, - to_intrinsic, -) from ..io.explorer.utils import str_cell_id +from ..utils import add_spatial_element, get_boundaries, get_spatial_image, to_intrinsic from . import aggregate_bins, average_channels, count_transcripts log = logging.getLogger(__name__) @@ -273,7 +267,6 @@ def compute_table( ) self.table.uns[SopaKeys.UNS_KEY] = { - "version": __version__, SopaKeys.UNS_HAS_TRANSCRIPTS: does_count, SopaKeys.UNS_HAS_INTENSITIES: average_intensities, } diff --git a/sopa/aggregation/bins.py b/sopa/aggregation/bins.py index e6ea76ac..38a937f8 100644 --- a/sopa/aggregation/bins.py +++ b/sopa/aggregation/bins.py @@ -8,8 +8,8 @@ from scipy.sparse import coo_matrix from spatialdata import SpatialData -from .._sdata import to_intrinsic from ..segmentation.shapes import expand_radius +from ..utils import to_intrinsic log = logging.getLogger(__name__) diff --git a/sopa/aggregation/channels.py b/sopa/aggregation/channels.py index 90306d2c..2caea5d2 100644 --- a/sopa/aggregation/channels.py +++ b/sopa/aggregation/channels.py @@ -11,8 +11,8 @@ from spatialdata import SpatialData from xarray import DataArray -from .._sdata import get_spatial_element, get_spatial_image, to_intrinsic from ..segmentation.shapes import expand_radius, pixel_outer_bounds, rasterize +from ..utils import get_spatial_element, get_spatial_image, to_intrinsic log = logging.getLogger(__name__) diff --git a/sopa/aggregation/transcripts.py b/sopa/aggregation/transcripts.py index 5761aefe..d81e44d1 100644 --- a/sopa/aggregation/transcripts.py +++ b/sopa/aggregation/transcripts.py @@ -12,7 +12,7 @@ from scipy.sparse import coo_matrix from spatialdata import SpatialData -from .._sdata import get_spatial_element, to_intrinsic +from ..utils import get_spatial_element, to_intrinsic log = logging.getLogger(__name__) diff --git a/sopa/cli/patchify.py b/sopa/cli/patchify.py index 87025509..03aa01ca 100644 --- a/sopa/cli/patchify.py +++ b/sopa/cli/patchify.py @@ -21,9 +21,9 @@ def image( ): """Prepare patches for staining-based segmentation (including Cellpose)""" from sopa._constants import SopaFiles - from sopa._sdata import get_spatial_image from sopa.io.standardize import read_zarr_standardized from sopa.patches import Patches2D + from sopa.utils import get_spatial_image sdata = read_zarr_standardized(sdata_path) @@ -189,9 +189,9 @@ def _patchify_transcripts( """ from sopa._constants import SopaFiles - from sopa._sdata import get_spatial_element from sopa.io.standardize import read_zarr_standardized from sopa.patches import Patches2D + from sopa.utils import get_spatial_element sdata = read_zarr_standardized(sdata_path) diff --git a/sopa/cli/resolve.py b/sopa/cli/resolve.py index d063f504..dc1e6d84 100644 --- a/sopa/cli/resolve.py +++ b/sopa/cli/resolve.py @@ -47,10 +47,10 @@ def generic( def _resolve_generic(sdata_path: str, patch_dirs: list[str], shapes_key: str): - from sopa._sdata import get_spatial_image from sopa.io.standardize import read_zarr_standardized from sopa.segmentation import shapes from sopa.segmentation.stainings import StainingSegmentation + from sopa.utils import get_spatial_image sdata = read_zarr_standardized(sdata_path) diff --git a/sopa/io/explorer/converter.py b/sopa/io/explorer/converter.py index 816d51e6..9479391d 100644 --- a/sopa/io/explorer/converter.py +++ b/sopa/io/explorer/converter.py @@ -8,7 +8,7 @@ from spatialdata import SpatialData from ..._constants import SopaKeys -from ..._sdata import ( +from ...utils import ( get_boundaries, get_spatial_element, get_spatial_image, diff --git a/sopa/io/explorer/images.py b/sopa/io/explorer/images.py index f2b5a3d2..492b247d 100644 --- a/sopa/io/explorer/images.py +++ b/sopa/io/explorer/images.py @@ -13,8 +13,13 @@ from tqdm import tqdm from xarray import DataArray -from ..._sdata import add_spatial_element, get_intrinsic_cs, get_spatial_image -from ...utils.image import resize_numpy, scale_dtype +from ...utils import ( + add_spatial_element, + get_intrinsic_cs, + get_spatial_image, + resize_numpy, + scale_dtype, +) from ._constants import ExplorerConstants, FileNames, image_metadata from .utils import explorer_file_path diff --git a/sopa/io/explorer/utils.py b/sopa/io/explorer/utils.py index 0135988d..d886ae89 100644 --- a/sopa/io/explorer/utils.py +++ b/sopa/io/explorer/utils.py @@ -9,7 +9,7 @@ from spatialdata.models import ShapesModel from spatialdata.transformations import get_transformation -from ..._sdata import get_spatial_element +from ...utils import get_spatial_element def explorer_file_path(path: str, filename: str, is_dir: bool): diff --git a/sopa/io/reader/visium_hd.py b/sopa/io/reader/visium_hd.py index 88592831..f0322ddf 100644 --- a/sopa/io/reader/visium_hd.py +++ b/sopa/io/reader/visium_hd.py @@ -6,8 +6,6 @@ from spatialdata import SpatialData from spatialdata_io.readers.visium_hd import visium_hd as visium_hd_spatialdata_io -from ..._constants import SopaAttrs -from ..._sdata import _update_spatialdata_attrs from ...utils import string_channel_names from .utils import _default_image_kwargs @@ -46,18 +44,18 @@ def visium_hd( string_channel_names(sdata) # Ensure that channel names are strings ### Add Sopa attributes to detect the spatial elements - for key, image in sdata.images.items(): - if key.endswith("_full_image"): - _update_spatialdata_attrs(image, {SopaAttrs.CELL_SEGMENTATION: True}) - elif key.endswith("_hires_image"): - _update_spatialdata_attrs(image, {SopaAttrs.TISSUE_SEGMENTATION: True}) - - for key, geo_df in sdata.shapes.items(): - if key.endswith("_002um"): - _update_spatialdata_attrs(geo_df, {SopaAttrs.BINS_AGGREGATION: True}) - - for key, table in sdata.tables.items(): - if key.endswith("_002um"): - _update_spatialdata_attrs(table, {SopaAttrs.BINS_TABLE: True}) + # for key, image in sdata.images.items(): + # if key.endswith("_full_image"): + # _update_spatialdata_attrs(image, {SopaAttrs.CELL_SEGMENTATION: True}) + # elif key.endswith("_hires_image"): + # _update_spatialdata_attrs(image, {SopaAttrs.TISSUE_SEGMENTATION: True}) + + # for key, geo_df in sdata.shapes.items(): + # if key.endswith("_002um"): + # _update_spatialdata_attrs(geo_df, {SopaAttrs.BINS_AGGREGATION: True}) + + # for key, table in sdata.tables.items(): + # if key.endswith("_002um"): + # _update_spatialdata_attrs(table, {SopaAttrs.BINS_TABLE: True}) return sdata diff --git a/sopa/io/reader/xenium.py b/sopa/io/reader/xenium.py index 07ca46d3..0086cc89 100644 --- a/sopa/io/reader/xenium.py +++ b/sopa/io/reader/xenium.py @@ -6,8 +6,6 @@ from spatialdata import SpatialData from spatialdata_io.readers.xenium import xenium as xenium_spatialdata_io -from ..._constants import SopaAttrs -from ..._sdata import _update_spatialdata_attrs from ...utils import string_channel_names from .utils import _default_image_kwargs @@ -55,8 +53,8 @@ def xenium( string_channel_names(sdata) # Ensure that channel names are strings - for key, image in sdata.images.items(): - if key.startswith("morphology"): - _update_spatialdata_attrs(image, {SopaAttrs.CELL_SEGMENTATION: True}) + # for key, image in sdata.images.items(): + # if key.startswith("morphology"): + # _update_spatialdata_attrs(image, {SopaAttrs.CELL_SEGMENTATION: True}) return sdata diff --git a/sopa/io/report/generate.py b/sopa/io/report/generate.py index 18303ea9..ddd85bd2 100644 --- a/sopa/io/report/generate.py +++ b/sopa/io/report/generate.py @@ -10,7 +10,7 @@ from spatialdata import SpatialData from ..._constants import LOW_AVERAGE_COUNT, SopaKeys -from ..._sdata import ( +from ...utils import ( get_boundaries, get_intensities, get_intrinsic_cs, diff --git a/sopa/io/standardize.py b/sopa/io/standardize.py index d9488b9a..9a64d833 100644 --- a/sopa/io/standardize.py +++ b/sopa/io/standardize.py @@ -7,8 +7,12 @@ from spatialdata import SpatialData from .._constants import VALID_DIMENSIONS, SopaKeys -from .._sdata import get_spatial_image -from ..utils import _check_integer_dtype, get_channel_names, valid_c_coords +from ..utils import ( + _check_integer_dtype, + get_channel_names, + get_spatial_image, + valid_c_coords, +) log = logging.getLogger(__name__) diff --git a/sopa/patches/infer.py b/sopa/patches/infer.py index 91e09324..f2be0c97 100644 --- a/sopa/patches/infer.py +++ b/sopa/patches/infer.py @@ -19,8 +19,8 @@ from xarray import DataArray from .._constants import SopaKeys -from .._sdata import get_intrinsic_cs, get_spatial_image from ..segmentation import Patches2D +from ..utils import get_intrinsic_cs, get_spatial_image from . import models log = logging.getLogger(__name__) diff --git a/sopa/patches/patches.py b/sopa/patches/patches.py index efba79ad..9c1fb039 100644 --- a/sopa/patches/patches.py +++ b/sopa/patches/patches.py @@ -18,7 +18,7 @@ from xarray import DataArray from .._constants import EPS, ROI, SopaFiles, SopaKeys -from .._sdata import ( +from ..utils import ( add_spatial_element, get_boundaries, get_cache_dir, diff --git a/sopa/segmentation/stainings.py b/sopa/segmentation/stainings.py index ab1bb687..111664d9 100644 --- a/sopa/segmentation/stainings.py +++ b/sopa/segmentation/stainings.py @@ -17,7 +17,7 @@ from .. import settings from .._constants import SopaKeys -from .._sdata import add_spatial_element, get_spatial_image +from ..utils import add_spatial_element, get_spatial_image from . import shapes log = logging.getLogger(__name__) diff --git a/sopa/segmentation/tissue.py b/sopa/segmentation/tissue.py index 336eb7a8..ea1d89b1 100644 --- a/sopa/segmentation/tissue.py +++ b/sopa/segmentation/tissue.py @@ -12,7 +12,7 @@ from xarray import DataArray from .._constants import ROI, SopaAttrs -from .._sdata import ( +from ..utils import ( add_spatial_element, get_minimal_transformations, get_spatial_element, diff --git a/sopa/segmentation/transcripts.py b/sopa/segmentation/transcripts.py index 2cb397c0..75a376de 100644 --- a/sopa/segmentation/transcripts.py +++ b/sopa/segmentation/transcripts.py @@ -16,7 +16,7 @@ from tqdm import tqdm from .._constants import SopaKeys -from .._sdata import add_spatial_element, get_spatial_element, get_spatial_image +from ..utils import add_spatial_element, get_spatial_element, get_spatial_image from . import aggregation, shapes log = logging.getLogger(__name__) diff --git a/sopa/spatial/utils.py b/sopa/spatial/utils.py index 2c714c82..17a1d553 100644 --- a/sopa/spatial/utils.py +++ b/sopa/spatial/utils.py @@ -3,7 +3,7 @@ import geopandas as gpd from spatialdata import SpatialData -from .._sdata import get_intrinsic_cs +from ..utils import get_intrinsic_cs def sjoin( diff --git a/sopa/utils/__init__.py b/sopa/utils/__init__.py index 8e646d90..61b788e9 100644 --- a/sopa/utils/__init__.py +++ b/sopa/utils/__init__.py @@ -1,9 +1,21 @@ +from .annotation import preprocess_fluo, higher_z_score, tangram_annotate from .image import ( get_channel_names, scale_dtype, string_channel_names, valid_c_coords, _check_integer_dtype, + resize, + resize_numpy, +) +from ._spatialdata import ( + get_boundaries, + get_spatial_element, + get_intrinsic_cs, + to_intrinsic, + get_spatial_image, + get_cache_dir, + get_minimal_transformations, + add_spatial_element, + get_intensities, ) - -from .annotation import preprocess_fluo, higher_z_score, tangram_annotate diff --git a/sopa/_sdata.py b/sopa/utils/_spatialdata.py similarity index 94% rename from sopa/_sdata.py rename to sopa/utils/_spatialdata.py index a26dfe70..c723fcde 100644 --- a/sopa/_sdata.py +++ b/sopa/utils/_spatialdata.py @@ -7,7 +7,6 @@ import geopandas as gpd import pandas as pd import spatialdata -from anndata import AnnData from datatree import DataTree from spatialdata import SpatialData from spatialdata.models import SpatialElement @@ -20,8 +19,8 @@ ) from xarray import DataArray -from . import settings -from ._constants import SopaAttrs, SopaFiles, SopaKeys +from .. import settings +from .._constants import SopaAttrs, SopaFiles, SopaKeys log = logging.getLogger(__name__) @@ -190,20 +189,6 @@ def _get_spatialdata_attrs(element: SpatialElement) -> dict[str, Any]: return element.attrs.get("spatialdata_attrs", {}) -def _update_spatialdata_attrs(element: SpatialElement, attrs: dict): - if isinstance(element, DataTree): - for image_scale in iter_scales(element): - _update_spatialdata_attrs(image_scale, attrs) - return - - old_attrs = element.uns if isinstance(element, AnnData) else element.attrs - - if "spatialdata_attrs" not in old_attrs: - old_attrs["spatialdata_attrs"] = {} - - old_attrs["spatialdata_attrs"].update(attrs) - - def get_spatial_image( sdata: SpatialData, key: str | None = None, diff --git a/sopa/utils/polygon_crop.py b/sopa/utils/polygon_crop.py index 4da45f0b..9ce2d1c0 100644 --- a/sopa/utils/polygon_crop.py +++ b/sopa/utils/polygon_crop.py @@ -13,8 +13,7 @@ from spatialdata.transformations import get_transformation from .._constants import ROI -from .._sdata import add_spatial_element, get_spatial_image -from .image import resize +from . import add_spatial_element, get_spatial_image, resize log = logging.getLogger(__name__) diff --git a/tests/test_aggregation.py b/tests/test_aggregation.py index 77bbf777..ac1ef008 100644 --- a/tests/test_aggregation.py +++ b/tests/test_aggregation.py @@ -1,12 +1,16 @@ +import dask import dask.array as da -import dask.dataframe as dd import geopandas as gpd import numpy as np import pandas as pd import xarray as xr from shapely.geometry import Polygon, box -from sopa.segmentation import aggregation +from sopa.aggregation.channels import _average_channels_aligned +from sopa.aggregation.transcripts import _count_transcripts_aligned + +dask.config.set({"dataframe.query-planning": False}) +import dask.dataframe as dd # noqa def test_average_channels_aligned(): @@ -20,7 +24,7 @@ def test_average_channels_aligned(): # One cell is on the first block, one is overlapping on both blocks, and one is on the last block cells = [box(x, y, x + cell_size - 1, y + cell_size - 1) for x, y in cell_start] - means = aggregation._average_channels_aligned(xarr, cells) + means = _average_channels_aligned(xarr, cells) true_means = np.stack([image[:, y : y + cell_size, x : x + cell_size].mean(axis=(1, 2)) for x, y in cell_start]) @@ -47,7 +51,7 @@ def test_count_transcripts(): gdf = gpd.GeoDataFrame(geometry=polygons) - adata = aggregation._count_transcripts_aligned(gdf, points, "gene") + adata = _count_transcripts_aligned(gdf, points, "gene") expected = np.array([[0, 3, 1], [1, 0, 1], [1, 3, 1]]) assert (adata.X.toarray() == expected).all() diff --git a/tests/test_patches.py b/tests/test_patches.py index 71bce631..031a2be8 100644 --- a/tests/test_patches.py +++ b/tests/test_patches.py @@ -6,8 +6,8 @@ from shapely.geometry import box from spatialdata import SpatialData -from sopa._sdata import get_spatial_element from sopa.patches import Patches2D, _get_cell_id +from sopa.utils import get_spatial_element from sopa.utils.data import uniform From b05e3ce04d6c5e0365c1ca0cb545978fc6635327 Mon Sep 17 00:00:00 2001 From: Laurent Guerard Date: Tue, 24 Sep 2024 15:00:39 +0200 Subject: [PATCH 09/17] Revert last commit and update API documentation Some Baysor options were removed and the output format of the polygons needs to be changed to fit with the next steps of the pipeline. --- docs/tutorials/api_usage.ipynb | 60 +++++++++++++++++++--------------- 1 file changed, 34 insertions(+), 26 deletions(-) diff --git a/docs/tutorials/api_usage.ipynb b/docs/tutorials/api_usage.ipynb index 2dd0fc1c..fc985f74 100644 --- a/docs/tutorials/api_usage.ipynb +++ b/docs/tutorials/api_usage.ipynb @@ -78,8 +78,10 @@ "outputs": [], "source": [ "image_key = \"image\"\n", - "points_key = \"transcripts\" # (ignore this for multiplex imaging)\n", - "gene_column = \"genes\" # (optional) column of sdata[points_key] containing the gene names" + "points_key = \"transcripts\" # (ignore this for multiplex imaging)\n", + "gene_column = (\n", + " \"genes\" # (optional) column of sdata[points_key] containing the gene names\n", + ")" ] }, { @@ -117,7 +119,9 @@ } ], "source": [ - "patches = sopa.segmentation.Patches2D(sdata, image_key, patch_width=1200, patch_overlap=50)\n", + "patches = sopa.segmentation.Patches2D(\n", + " sdata, image_key, patch_width=1200, patch_overlap=50\n", + ")\n", "patches.write();" ] }, @@ -163,8 +167,12 @@ "source": [ "channels = [\"DAPI\"]\n", "\n", - "method = sopa.segmentation.methods.cellpose_patch(diameter=35, channels=channels, flow_threshold=2, cellprob_threshold=-6)\n", - "segmentation = sopa.segmentation.StainingSegmentation(sdata, method, channels, min_area=2500)\n", + "method = sopa.segmentation.methods.cellpose_patch(\n", + " diameter=35, channels=channels, flow_threshold=2, cellprob_threshold=-6\n", + ")\n", + "segmentation = sopa.segmentation.StainingSegmentation(\n", + " sdata, method, channels, min_area=2500\n", + ")\n", "\n", "# The cellpose boundaries will be temporary saved here. You can choose a different path\n", "cellpose_temp_dir = \"tuto.zarr/.sopa_cache/cellpose\"" @@ -231,7 +239,7 @@ ], "source": [ "# parallelize this for loop yourself (or use the Snakemake pipeline)\n", - "for patch_index in range(len(sdata['sopa_patches'])):\n", + "for patch_index in range(len(sdata[\"sopa_patches\"])):\n", " segmentation.write_patch_cells(cellpose_temp_dir, patch_index)" ] }, @@ -269,7 +277,7 @@ "cells = sopa.segmentation.StainingSegmentation.read_patches_cells(cellpose_temp_dir)\n", "cells = sopa.segmentation.shapes.solve_conflicts(cells)\n", "\n", - "shapes_key = \"cellpose_boundaries\" # name of the key given to the cells in sdata.shapes\n", + "shapes_key = \"cellpose_boundaries\" # name of the key given to the cells in sdata.shapes\n", "\n", "sopa.segmentation.StainingSegmentation.add_shapes(sdata, cells, image_key, shapes_key)" ] @@ -287,7 +295,7 @@ "metadata": {}, "outputs": [], "source": [ - "shapes_key = \"baysor_boundaries\" # the name that we will give to the baysor \"shapes\"" + "shapes_key = \"baysor_boundaries\" # the name that we will give to the baysor \"shapes\"" ] }, { @@ -317,7 +325,7 @@ " \"gene\": \"genes\",\n", " \"min_molecules_per_gene\": 0,\n", " \"min_molecules_per_segment\": 3,\n", - " \"confidence_nn_id\": 6\n", + " \"confidence_nn_id\": 6,\n", " },\n", " \"segmentation\": {\n", " \"scale\": 3, # Important parameter: typical cell diameter, in microns (see our configs)\n", @@ -329,9 +337,7 @@ " \"n_cells_init\": 0,\n", " \"nuclei_genes\": \"\",\n", " \"cyto_genes\": \"\",\n", - " \"new_component_weight\": 0.2,\n", - " \"new_component_fraction\": 0.3\n", - " }\n", + " },\n", "}" ] }, @@ -373,7 +379,9 @@ "# The cellpose boundaries will be temporary saved here. You can choose a different path\n", "baysor_temp_dir = \"tuto.zarr/.sopa_cache/baysor\"\n", "\n", - "patches = sopa.segmentation.Patches2D(sdata, points_key, patch_width=3000, patch_overlap=50)\n", + "patches = sopa.segmentation.Patches2D(\n", + " sdata, points_key, patch_width=3000, patch_overlap=50\n", + ")\n", "valid_indices = patches.patchify_transcripts(baysor_temp_dir, config=config)" ] }, @@ -409,7 +417,7 @@ "for patch_index in valid_indices:\n", " command = f\"\"\"\n", " cd {baysor_temp_dir}/{patch_index}\n", - " {baysor_executable_path} run --save-polygons GeoJSON -c config.toml transcripts.csv\n", + " {baysor_executable_path} run --polygon-format=GeometryCollection -c config.toml transcripts.csv\n", " \"\"\"\n", " subprocess.run(command, shell=True)" ] @@ -501,7 +509,9 @@ } ], "source": [ - "aggregator = sopa.segmentation.Aggregator(sdata, image_key=image_key, shapes_key=shapes_key)\n", + "aggregator = sopa.segmentation.Aggregator(\n", + " sdata, image_key=image_key, shapes_key=shapes_key\n", + ")\n", "\n", "aggregator.compute_table(gene_column=gene_column, average_intensities=True)" ] @@ -611,11 +621,7 @@ "source": [ "from sopa.annotation import higher_z_score\n", "\n", - "marker_cell_dict = {\n", - " \"CK\": \"Tumoral cell\",\n", - " \"CD20\": \"B cell\",\n", - " \"CD3\": \"T cell\"\n", - "}\n", + "marker_cell_dict = {\"CK\": \"Tumoral cell\", \"CD20\": \"B cell\", \"CD3\": \"T cell\"}\n", "\n", "higher_z_score(sdata.tables[\"table\"], marker_cell_dict)" ] @@ -698,7 +704,9 @@ } ], "source": [ - "sopa.io.write(\"tuto.explorer\", sdata, image_key, points_key=points_key, gene_column=gene_column)" + "sopa.io.write(\n", + " \"tuto.explorer\", sdata, image_key, points_key=points_key, gene_column=gene_column\n", + ")" ] }, { @@ -767,11 +775,11 @@ } ], "source": [ - "sdata\\\n", - " .pl.render_points(size=0.01, color=\"r\", alpha=0.5)\\\n", - " .pl.render_images()\\\n", - " .pl.render_shapes(shapes_key, outline=True, fill_alpha=0, outline_color=\"w\")\\\n", - " .pl.show(\"global\")" + "sdata.pl.render_points(\n", + " size=0.01, color=\"r\", alpha=0.5\n", + ").pl.render_images().pl.render_shapes(\n", + " shapes_key, outline=True, fill_alpha=0, outline_color=\"w\"\n", + ").pl.show(\"global\")" ] }, { From bfd79e1ce74f42479ae56f61891ec544b6df844e Mon Sep 17 00:00:00 2001 From: Blampey Quentin Date: Tue, 24 Sep 2024 15:05:50 +0200 Subject: [PATCH 10/17] fix typo + add sopa.segmentation.cellpose full seg --- docs/tutorials/api_usage.ipynb | 165 ++++--------------------- sopa/aggregation/aggregation.py | 4 +- sopa/segmentation/__init__.py | 6 +- sopa/segmentation/methods.py | 124 ------------------- sopa/segmentation/methods/__init__.py | 3 + sopa/segmentation/methods/_cellpose.py | 93 ++++++++++++++ sopa/segmentation/methods/_comseg.py | 48 +++++++ sopa/segmentation/methods/_dummy.py | 27 ++++ sopa/segmentation/tissue.py | 6 +- sopa/utils/_spatialdata.py | 9 +- 10 files changed, 212 insertions(+), 273 deletions(-) delete mode 100644 sopa/segmentation/methods.py create mode 100644 sopa/segmentation/methods/__init__.py create mode 100644 sopa/segmentation/methods/_cellpose.py create mode 100644 sopa/segmentation/methods/_comseg.py create mode 100644 sopa/segmentation/methods/_dummy.py diff --git a/docs/tutorials/api_usage.ipynb b/docs/tutorials/api_usage.ipynb index 2dd0fc1c..b5ef08ae 100644 --- a/docs/tutorials/api_usage.ipynb +++ b/docs/tutorials/api_usage.ipynb @@ -105,20 +105,21 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 5, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ + "/Users/quentinblampey/Library/Caches/pypoetry/virtualenvs/sopa-hDHgkEug-py3.9/lib/python3.9/site-packages/spatialdata/_core/_elements.py:96: UserWarning: Key `sopa_patches` already exists. Overwriting it in-memory.\n", + " self._check_key(key, self.keys(), self._shared_keys)\n", "\u001b[36;20m[INFO] (sopa.patches.patches)\u001b[0m 4 patches were saved in sdata['sopa_patches']\n" ] } ], "source": [ - "patches = sopa.segmentation.Patches2D(sdata, image_key, patch_width=1200, patch_overlap=50)\n", - "patches.write();" + "sopa.make_image_patches(sdata, patch_width=1200, patch_overlap=50, image_key=image_key)" ] }, { @@ -130,7 +131,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 6, "metadata": {}, "outputs": [ { @@ -139,7 +140,7 @@ "array(['DAPI', 'CK', 'CD3', 'CD20'], dtype='\n" + "\u001b[36;20m[INFO] (sopa.aggregation.channels)\u001b[0m Averaging channels intensity over 372 cells with expansion expand_radius_ratio=0\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "[########################################] | 100% Completed | 106.06 ms\n" + "[########################################] | 100% Completed | 106.00 ms\n" ] }, { @@ -501,9 +390,7 @@ } ], "source": [ - "aggregator = sopa.segmentation.Aggregator(sdata, image_key=image_key, shapes_key=shapes_key)\n", - "\n", - "aggregator.compute_table(gene_column=gene_column, average_intensities=True)" + "sopa.aggregate(sdata)" ] }, { @@ -520,11 +407,11 @@ "├── Points\n", "│ └── 'transcripts': DataFrame with shape: (, 5) (3D points)\n", "├── Shapes\n", - "│ ├── 'cellpose_boundaries': GeoDataFrame shape: (367, 1) (2D shapes)\n", + "│ ├── 'cellpose_boundaries': GeoDataFrame shape: (372, 1) (2D shapes)\n", "│ ├── 'cells': GeoDataFrame shape: (400, 1) (2D shapes)\n", "│ └── 'sopa_patches': GeoDataFrame shape: (4, 3) (2D shapes)\n", "└── Tables\n", - " └── 'table': AnnData (367, 5)\n", + " └── 'table': AnnData (372, 4)\n", "with coordinate systems:\n", " ▸ 'global', with elements:\n", " image (Images), transcripts (Points), cellpose_boundaries (Shapes), cells (Shapes), sopa_patches (Shapes)\n", @@ -600,24 +487,22 @@ "name": "stderr", "output_type": "stream", "text": [ - "\u001b[36;20m[INFO] (sopa.annotation.fluorescence)\u001b[0m Annotation counts: cell_type\n", - "Tumoral cell 128\n", - "T cell 121\n", - "B cell 118\n", + "\u001b[36;20m[INFO] (sopa.utils.annotation)\u001b[0m Annotation counts: cell_type\n", + "Tumoral cell 129\n", + "T cell 123\n", + "B cell 120\n", "Name: count, dtype: int64\n" ] } ], "source": [ - "from sopa.annotation import higher_z_score\n", - "\n", "marker_cell_dict = {\n", " \"CK\": \"Tumoral cell\",\n", " \"CD20\": \"B cell\",\n", " \"CD3\": \"T cell\"\n", "}\n", "\n", - "higher_z_score(sdata.tables[\"table\"], marker_cell_dict)" + "sopa.utils.higher_z_score(sdata.tables[\"table\"], marker_cell_dict)" ] }, { @@ -718,7 +603,7 @@ }, { "cell_type": "code", - "execution_count": 12, + "execution_count": 11, "metadata": {}, "outputs": [], "source": [ @@ -757,7 +642,7 @@ }, { "data": { - "image/png": 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", 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", 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" ] @@ -770,7 +655,7 @@ "sdata\\\n", " .pl.render_points(size=0.01, color=\"r\", alpha=0.5)\\\n", " .pl.render_images()\\\n", - " .pl.render_shapes(shapes_key, outline=True, fill_alpha=0, outline_color=\"w\")\\\n", + " .pl.render_shapes(\"cellpose_boundaries\", outline=True, fill_alpha=0, outline_color=\"w\")\\\n", " .pl.show(\"global\")" ] }, diff --git a/sopa/aggregation/aggregation.py b/sopa/aggregation/aggregation.py index ec298805..0920071b 100644 --- a/sopa/aggregation/aggregation.py +++ b/sopa/aggregation/aggregation.py @@ -191,7 +191,7 @@ def filter_cells(self, where_filter: np.ndarray): self.table = self.table[~where_filter] def update_table(self, *args, **kwargs): - log.warninging("'update_table' is deprecated, use 'compute_table' instead") + log.warning("'update_table' is deprecated, use 'compute_table' instead") self.compute_table(*args, **kwargs) def compute_table( @@ -226,7 +226,7 @@ def compute_table( if gene_column is not None: if self.table is not None: - log.warninging("sdata.table is already existing. Transcripts are not count again.") + log.warning("sdata.table is already existing. Transcripts are not count again.") else: self.table = count_transcripts(self.sdata, gene_column, shapes_key=self.shapes_key) elif self.bins_key is not None: diff --git a/sopa/segmentation/__init__.py b/sopa/segmentation/__init__.py index cc09577f..b3fdf1b8 100644 --- a/sopa/segmentation/__init__.py +++ b/sopa/segmentation/__init__.py @@ -1,5 +1,7 @@ -from . import aggregation, shapes, methods, stainings -from ..patches import Patches2D +from . import aggregation, shapes, stainings +from ..patches import Patches2D # TODO: remove import in sopa>=2.0.0 from .aggregation import Aggregator, overlay_segmentation from .stainings import StainingSegmentation from .tissue import tissue_segmentation +from .methods import cellpose +from . import methods diff --git a/sopa/segmentation/methods.py b/sopa/segmentation/methods.py deleted file mode 100644 index b72c3d7b..00000000 --- a/sopa/segmentation/methods.py +++ /dev/null @@ -1,124 +0,0 @@ -from __future__ import annotations - -from pathlib import Path -from typing import Callable - -import numpy as np - -from .._constants import SopaKeys - - -def cellpose_patch( - diameter: float, - channels: list[str], - model_type: str = "cyto3", - pretrained_model: str | bool = False, - cellpose_model_kwargs: dict | None = None, - **cellpose_eval_kwargs: int, -) -> Callable: - """Creation of a callable that runs Cellpose segmentation on a patch - - Args: - diameter: Cellpose diameter parameter - channels: List of channel names - model_type: Cellpose model type - pretrained_model: Path to the pretrained model to be loaded - cellpose_model_kwargs: Kwargs to be provided to the `cellpose.models.CellposeModel` object - **cellpose_eval_kwargs: Kwargs to be provided to `model.eval` (where `model` is a `cellpose.models.CellposeModel` object) - - Returns: - A `callable` whose input is an image of shape `(C, Y, X)` and output is a cell mask of shape `(Y, X)`. Each mask value `>0` represent a unique cell ID - """ - try: - from cellpose import models - except ImportError: - raise ImportError( - "To use cellpose, you need its corresponding sopa extra: `pip install 'sopa[cellpose]'` (normal mode) or `pip install -e '.[cellpose]'` (if using snakemake)" - ) - - cellpose_model_kwargs = cellpose_model_kwargs or {} - - if pretrained_model: - model = models.CellposeModel(pretrained_model=pretrained_model, **cellpose_model_kwargs) - else: - model = models.Cellpose(model_type=model_type, **cellpose_model_kwargs) - - if isinstance(channels, str) or len(channels) == 1: - channels = [0, 0] # gray scale - elif len(channels) == 2: - channels = [1, 2] - else: - raise ValueError(f"Provide 1 or 2 channels. Found {len(channels)}") - - def _(patch: np.ndarray): - mask, *_ = model.eval(patch, diameter=diameter, channels=channels, **cellpose_eval_kwargs) - return mask - - return _ - - -def dummy_method(**method_kwargs): - """A method builder builder (i.e. it returns a segmentation function). - Kwargs can be provided and used in the below function""" - - def segmentation_function(image: np.ndarray) -> np.ndarray: - """A dummy example of a custom segmentation method - that creates one cell (with a padding of 10 pixels). - - Args: - image: An image of shape `(C, Y, X)` - - Returns: - A mask of shape `(Y, X)` containing one cell - """ - mask = np.zeros(image.shape[1:], dtype=int) - - # one cell, corresponding to value 1 - mask[10:-10, 10:-10] = 1 # squared shaped - - return mask - - return segmentation_function - - -def comseg_patch(temp_dir: str, patch_index: int, config: dict): - import json - - try: - import comseg - from comseg import dataset as ds - from comseg import dictionary - except ModuleNotFoundError: - raise ModuleNotFoundError("Install comseg (`pip install comseg`) for this method to work") - - assert comseg.__version__ >= "1.3", "comseg version should be >= 1.3" - - path_dataset_folder = Path(temp_dir) / str(patch_index) - - dataset = ds.ComSegDataset( - path_dataset_folder=path_dataset_folder, - dict_scale=config["dict_scale"], - mean_cell_diameter=config["mean_cell_diameter"], - gene_column=config["gene_column"], - image_csv_files=["transcripts.csv"], - centroid_csv_files=["centroids.csv"], - path_cell_centroid=path_dataset_folder, - min_nb_rna_patch=config.get("min_nb_rna_patch", 0), - prior_name=config.get("prior_name", SopaKeys.DEFAULT_CELL_KEY), - ) - - dataset.compute_edge_weight(config=config) - - Comsegdict = dictionary.ComSegDict( - dataset=dataset, - mean_cell_diameter=config["mean_cell_diameter"], - ) - - Comsegdict.run_all(config=config) - - if "return_polygon" in config: - assert config["return_polygon"] is True, "Only return_polygon=True is supported in sopa" - anndata_comseg, json_dict = Comsegdict.anndata_from_comseg_result(config=config) - anndata_comseg.write_h5ad(path_dataset_folder / "segmentation_counts.h5ad") - with open(path_dataset_folder / "segmentation_polygons.json", "w") as f: - json.dump(json_dict["transcripts"], f) diff --git a/sopa/segmentation/methods/__init__.py b/sopa/segmentation/methods/__init__.py new file mode 100644 index 00000000..517f0fae --- /dev/null +++ b/sopa/segmentation/methods/__init__.py @@ -0,0 +1,3 @@ +from ._cellpose import cellpose_patch, cellpose +from ._comseg import comseg_patch +from ._dummy import dummy_method diff --git a/sopa/segmentation/methods/_cellpose.py b/sopa/segmentation/methods/_cellpose.py new file mode 100644 index 00000000..d16bd150 --- /dev/null +++ b/sopa/segmentation/methods/_cellpose.py @@ -0,0 +1,93 @@ +from __future__ import annotations + +import shutil +from typing import Callable + +import numpy as np +from spatialdata import SpatialData + +from ..._constants import SopaKeys +from ...utils import get_cache_dir +from .. import StainingSegmentation, shapes + + +def cellpose_patch( + diameter: float, + channels: list[str], + model_type: str = "cyto3", + pretrained_model: str | bool = False, + cellpose_model_kwargs: dict | None = None, + **cellpose_eval_kwargs: int, +) -> Callable: + """Creation of a callable that runs Cellpose segmentation on a patch + + Args: + diameter: Cellpose diameter parameter + channels: List of channel names + model_type: Cellpose model type + pretrained_model: Path to the pretrained model to be loaded + cellpose_model_kwargs: Kwargs to be provided to the `cellpose.models.CellposeModel` object + **cellpose_eval_kwargs: Kwargs to be provided to `model.eval` (where `model` is a `cellpose.models.CellposeModel` object) + + Returns: + A `callable` whose input is an image of shape `(C, Y, X)` and output is a cell mask of shape `(Y, X)`. Each mask value `>0` represent a unique cell ID + """ + try: + from cellpose import models + except ImportError: + raise ImportError( + "To use cellpose, you need its corresponding sopa extra: `pip install 'sopa[cellpose]'` (normal mode) or `pip install -e '.[cellpose]'` (if using snakemake)" + ) + + cellpose_model_kwargs = cellpose_model_kwargs or {} + + if pretrained_model: + model = models.CellposeModel(pretrained_model=pretrained_model, **cellpose_model_kwargs) + else: + model = models.Cellpose(model_type=model_type, **cellpose_model_kwargs) + + if isinstance(channels, str) or len(channels) == 1: + channels = [0, 0] # gray scale + elif len(channels) == 2: + channels = [1, 2] + else: + raise ValueError(f"Provide 1 or 2 channels. Found {len(channels)}") + + def _(patch: np.ndarray): + mask, *_ = model.eval(patch, diameter=diameter, channels=channels, **cellpose_eval_kwargs) + return mask + + return _ + + +def cellpose( + sdata: SpatialData, + channels: list[str] | str, + diameter: int, + image_key: str | None = None, + min_area: int | None = None, + flow_threshold: float = 2, + cellprob_threshold: float = -6, +): + channels = channels if isinstance(channels, list) else [channels] + + method = cellpose_patch( + diameter=diameter, channels=channels, flow_threshold=flow_threshold, cellprob_threshold=cellprob_threshold + ) + + cellpose_temp_dir = get_cache_dir(sdata) / SopaKeys.CELLPOSE_BOUNDARIES + + if min_area is None: + min_area = (diameter / 2) ** 2 # by default, about 15% of the "normal cell" area + + segmentation = StainingSegmentation(sdata, method, channels, min_area=min_area, image_key=image_key) + segmentation.write_patches_cells(cellpose_temp_dir) + + cells = StainingSegmentation.read_patches_cells(cellpose_temp_dir) + cells = shapes.solve_conflicts(cells) + + StainingSegmentation.add_shapes( + sdata, cells, image_key=segmentation.image_key, shapes_key=SopaKeys.CELLPOSE_BOUNDARIES + ) + + shutil.rmtree(cellpose_temp_dir) # clean up cache diff --git a/sopa/segmentation/methods/_comseg.py b/sopa/segmentation/methods/_comseg.py new file mode 100644 index 00000000..7f15c0bf --- /dev/null +++ b/sopa/segmentation/methods/_comseg.py @@ -0,0 +1,48 @@ +from __future__ import annotations + +from pathlib import Path + +from ..._constants import SopaKeys + + +def comseg_patch(temp_dir: str, patch_index: int, config: dict): + import json + + try: + import comseg + from comseg import dataset as ds + from comseg import dictionary + except ModuleNotFoundError: + raise ModuleNotFoundError("Install comseg (`pip install comseg`) for this method to work") + + assert comseg.__version__ >= "1.3", "comseg version should be >= 1.3" + + path_dataset_folder = Path(temp_dir) / str(patch_index) + + dataset = ds.ComSegDataset( + path_dataset_folder=path_dataset_folder, + dict_scale=config["dict_scale"], + mean_cell_diameter=config["mean_cell_diameter"], + gene_column=config["gene_column"], + image_csv_files=["transcripts.csv"], + centroid_csv_files=["centroids.csv"], + path_cell_centroid=path_dataset_folder, + min_nb_rna_patch=config.get("min_nb_rna_patch", 0), + prior_name=config.get("prior_name", SopaKeys.DEFAULT_CELL_KEY), + ) + + dataset.compute_edge_weight(config=config) + + Comsegdict = dictionary.ComSegDict( + dataset=dataset, + mean_cell_diameter=config["mean_cell_diameter"], + ) + + Comsegdict.run_all(config=config) + + if "return_polygon" in config: + assert config["return_polygon"] is True, "Only return_polygon=True is supported in sopa" + anndata_comseg, json_dict = Comsegdict.anndata_from_comseg_result(config=config) + anndata_comseg.write_h5ad(path_dataset_folder / "segmentation_counts.h5ad") + with open(path_dataset_folder / "segmentation_polygons.json", "w") as f: + json.dump(json_dict["transcripts"], f) diff --git a/sopa/segmentation/methods/_dummy.py b/sopa/segmentation/methods/_dummy.py new file mode 100644 index 00000000..8337e6d5 --- /dev/null +++ b/sopa/segmentation/methods/_dummy.py @@ -0,0 +1,27 @@ +from __future__ import annotations + +import numpy as np + + +def dummy_method(**method_kwargs): + """A method builder builder (i.e. it returns a segmentation function). + Kwargs can be provided and used in the below function""" + + def segmentation_function(image: np.ndarray) -> np.ndarray: + """A dummy example of a custom segmentation method + that creates one cell (with a padding of 10 pixels). + + Args: + image: An image of shape `(C, Y, X)` + + Returns: + A mask of shape `(Y, X)` containing one cell + """ + mask = np.zeros(image.shape[1:], dtype=int) + + # one cell, corresponding to value 1 + mask[10:-10, 10:-10] = 1 # squared shaped + + return mask + + return segmentation_function diff --git a/sopa/segmentation/tissue.py b/sopa/segmentation/tissue.py index ea1d89b1..f6d31c51 100644 --- a/sopa/segmentation/tissue.py +++ b/sopa/segmentation/tissue.py @@ -63,7 +63,7 @@ def tissue_segmentation( `True` if tissue segmentation was successful, else `False` if no polygon was output. """ if ROI.KEY in sdata.shapes: - log.warninging(f"sdata['{ROI.KEY}'] was already existing, but tissue segmentation is run on top") + log.warning(f"sdata['{ROI.KEY}'] was already existing, but tissue segmentation is run on top") image_key, image = get_spatial_element( sdata.images, @@ -79,7 +79,7 @@ def tissue_segmentation( polygons = _get_polygons(image, blur_k, open_k, close_k, drop_threshold) if not len(polygons): - log.warninging( + log.warning( "No polygon has been found after tissue segmentation. Check that there is some tissue in the image, or consider updating the segmentation parameters." ) return False @@ -100,7 +100,7 @@ def _get_polygons(image: DataArray, blur_k: int, open_k: int, close_k: int, drop assert thumbnail.shape[2] == 3, "The image should be in RGB color space" if thumbnail.shape[0] * thumbnail.shape[1] > 1e8: - log.warninging( + log.warning( "Tissue segmentation is computationally expensive for large images. Consider using a smaller image, or set the `level` parameter." ) diff --git a/sopa/utils/_spatialdata.py b/sopa/utils/_spatialdata.py index c723fcde..21c38ba8 100644 --- a/sopa/utils/_spatialdata.py +++ b/sopa/utils/_spatialdata.py @@ -227,9 +227,14 @@ def _return_element( def get_cache_dir(sdata: SpatialData) -> Path: - assert sdata.is_backed(), "SpatialData not saved on-disk. Save the object, or provide a cache directory." + if sdata.is_backed(): + cache_dir = sdata.path / SopaFiles.SOPA_CACHE_DIR + else: + cache_dir = Path.home() / SopaFiles.SOPA_CACHE_DIR / str(id(sdata)) - return sdata.path / SopaFiles.SOPA_CACHE_DIR + cache_dir.mkdir(exist_ok=True, parents=True) + + return cache_dir def get_minimal_transformations(element: SpatialElement) -> dict[str, BaseTransformation]: From 00e22678292d72ca472faf744e3ae8fe0b31b321 Mon Sep 17 00:00:00 2001 From: Blampey Quentin Date: Tue, 24 Sep 2024 16:24:13 +0200 Subject: [PATCH 11/17] aggregation cleanup + tissue segmentation in CLI --- sopa/aggregation/__init__.py | 3 +- sopa/aggregation/aggregation.py | 185 +++++++++----------------------- sopa/aggregation/overlay.py | 97 +++++++++++++++++ sopa/cli/segmentation.py | 11 ++ sopa/patches/patches.py | 53 +++++---- 5 files changed, 186 insertions(+), 163 deletions(-) create mode 100644 sopa/aggregation/overlay.py diff --git a/sopa/aggregation/__init__.py b/sopa/aggregation/__init__.py index 20f80739..0c22736e 100644 --- a/sopa/aggregation/__init__.py +++ b/sopa/aggregation/__init__.py @@ -1,4 +1,5 @@ from .bins import aggregate_bins from .channels import average_channels from .transcripts import count_transcripts -from .aggregation import aggregate, Aggregator, overlay_segmentation +from .aggregation import aggregate, Aggregator +from .overlay import overlay_segmentation diff --git a/sopa/aggregation/aggregation.py b/sopa/aggregation/aggregation.py index 0920071b..610fec67 100644 --- a/sopa/aggregation/aggregation.py +++ b/sopa/aggregation/aggregation.py @@ -2,19 +2,21 @@ import logging -import anndata -import geopandas as gpd import numpy as np import pandas as pd from anndata import AnnData from scipy.sparse import csr_matrix -from shapely.geometry import Polygon from spatialdata import SpatialData -from spatialdata.models import TableModel +from spatialdata.models import PointsModel, TableModel from .._constants import SopaKeys from ..io.explorer.utils import str_cell_id -from ..utils import add_spatial_element, get_boundaries, get_spatial_image, to_intrinsic +from ..utils import ( + add_spatial_element, + get_boundaries, + get_spatial_element, + get_spatial_image, +) from . import aggregate_bins, average_channels, count_transcripts log = logging.getLogger(__name__) @@ -22,64 +24,40 @@ def aggregate( sdata: SpatialData, - average_intensities: bool = True, - expand_radius_ratio: float = 0, + aggregate_genes: bool | None = None, + aggregate_channels: bool = True, + image_key: str | None = None, + shapes_key: str | None = None, + bins_key: str | None = None, min_transcripts: int = 0, + expand_radius_ratio: float = 0, min_intensity_ratio: float = 0, - **kwargs: int, ): - aggr = Aggregator(sdata, **kwargs) + aggr = Aggregator(sdata, image_key=image_key, shapes_key=shapes_key, bins_key=bins_key) + + gene_column = None + if aggregate_genes or (aggregate_genes is None and bins_key is None and sdata.points): + points = get_spatial_element(sdata.points) + gene_column = points.attrs.get("spatialdata_attrs", {}).get(PointsModel.FEATURE_KEY) + assert aggregate_genes is None or gene_column is not None, "No gene column found in points" aggr.compute_table( - average_intensities=average_intensities, + gene_column=gene_column, + average_intensities=aggregate_channels, expand_radius_ratio=expand_radius_ratio, min_transcripts=min_transcripts, min_intensity_ratio=min_intensity_ratio, ) -def overlay_segmentation( - sdata: SpatialData, - shapes_key: str, - gene_column: str | None = None, - area_ratio_threshold: float = 0.25, - image_key: str | None = None, -): - """Overlay a segmentation on top of an existing segmentation - - Args: - sdata: A `SpatialData` object - shapes_key: The key of the new shapes to be added - gene_column: Key of the points dataframe containing the genes names - area_ratio_threshold: Threshold between 0 and 1. For each original cell overlapping with a new cell, we compute the overlap-area/cell-area, if above the threshold the cell is removed. - image_key: Optional key of the original image - """ - average_intensities = False - - if "table" in sdata.tables and SopaKeys.UNS_KEY in sdata.tables["table"].uns: - sopa_attrs = sdata.tables["table"].uns[SopaKeys.UNS_KEY] - - if sopa_attrs[SopaKeys.UNS_HAS_TRANSCRIPTS]: - assert gene_column is not None, "Need 'gene_column' argument to count transcripts" - else: - gene_column = gene_column - average_intensities = sopa_attrs[SopaKeys.UNS_HAS_INTENSITIES] - - aggr = Aggregator(sdata, image_key=image_key, shapes_key=shapes_key) - aggr.overlay_segmentation( - gene_column=gene_column, - average_intensities=average_intensities, - area_ratio_threshold=area_ratio_threshold, - ) - - class Aggregator: """Perform transcript count and channel averaging over a `SpatialData` object""" + table: AnnData | None + def __init__( self, sdata: SpatialData, - overwrite: bool = True, image_key: str | None = None, shapes_key: str | None = None, bins_key: str | None = None, @@ -87,16 +65,14 @@ def __init__( """ Args: sdata: A `SpatialData` object - overwrite: If `True`, will overwrite `sdata.table` if already existing image_key: Key of `sdata` with the image to be averaged. If only one image, this does not have to be provided shapes_key: Key of `sdata` with the shapes corresponding to the cells boundaries bins_key: Key of `sdata` with the table corresponding to the bins table of gene counts (e.g., for Visium HD data) """ self.sdata = sdata - self.overwrite = overwrite + self.bins_key = bins_key self.image_key, self.image = get_spatial_image(sdata, image_key, return_key=True) - self.bins_key = bins_key if shapes_key is None: self.shapes_key, self.geo_df = get_boundaries(sdata, return_key=True) @@ -105,88 +81,15 @@ def __init__( self.geo_df = self.sdata[shapes_key] self.table = None - self._had_table = False - if SopaKeys.TABLE in self.sdata.tables: - table = self.sdata.tables[SopaKeys.TABLE] - if len(self.geo_df) == table.n_obs: - log.info("Using existing table for aggregation") - self.table = table - self._had_table = True - - def overlay_segmentation( - self, - gene_column: str | None = None, - average_intensities: bool = True, - area_ratio_threshold: float = 0.25, - ): - old_table: AnnData = self.sdata.tables[SopaKeys.TABLE] - self.sdata.tables[SopaKeys.OLD_TABLE] = old_table - del self.sdata.tables[SopaKeys.TABLE] - - old_shapes_key = old_table.uns["spatialdata_attrs"]["region"] - instance_key = old_table.uns["spatialdata_attrs"]["instance_key"] - - if isinstance(old_shapes_key, list): - assert len(old_shapes_key) == 1, "Can't overlap segmentation on multi-region SpatialData object" - old_shapes_key = old_shapes_key[0] - - old_geo_df = self.sdata[old_shapes_key] - geo_df = to_intrinsic(self.sdata, self.geo_df, old_geo_df) - - geo_df.index.name = "index_right" # to reuse the index name later - gdf_join = gpd.sjoin(old_geo_df, geo_df) - gdf_join["geometry_right"] = gdf_join["index_right"].map(lambda i: geo_df.geometry.iloc[i]) - gdf_join["overlap_ratio"] = gdf_join.apply(_overlap_area_ratio, axis=1) - gdf_join: gpd.GeoDataFrame = gdf_join[gdf_join.overlap_ratio >= area_ratio_threshold] - - table_crop = old_table[~np.isin(old_table.obs[instance_key], gdf_join.index)].copy() - table_crop.obs[SopaKeys.CELL_OVERLAY_KEY] = False - - self.compute_table(gene_column=gene_column, average_intensities=average_intensities) - self.table.obs[SopaKeys.CELL_OVERLAY_KEY] = True - - self.table = anndata.concat([table_crop, self.table], uns_merge="first", join="outer", fill_value=0) - _fillna(self.table.obs) - - self.shapes_key = f"{old_shapes_key}+{self.shapes_key}" - geo_df_cropped = old_geo_df.loc[~old_geo_df.index.isin(gdf_join.index)] - self.geo_df = pd.concat([geo_df_cropped, geo_df], join="outer", axis=0) - self.geo_df.attrs = old_geo_df.attrs - - self.add_standardized_table() - - def add_standardized_table(self): - self.table.obs_names = list(map(str_cell_id, range(self.table.n_obs))) - - self.geo_df.index = list(self.table.obs_names) - add_spatial_element(self.sdata, self.shapes_key, self.geo_df) - - self.table.obsm["spatial"] = np.array([[centroid.x, centroid.y] for centroid in self.geo_df.centroid]) - self.table.obs[SopaKeys.REGION_KEY] = pd.Series(self.shapes_key, index=self.table.obs_names, dtype="category") - self.table.obs[SopaKeys.SLIDE_KEY] = pd.Series(self.image_key, index=self.table.obs_names, dtype="category") - self.table.obs[SopaKeys.INSTANCE_KEY] = self.geo_df.index - - self.table.obs[SopaKeys.AREA_OBS] = self.geo_df.area.values - - if "spatialdata_attrs" in self.table.uns: - del self.table.uns["spatialdata_attrs"] - - self.table = TableModel.parse( - self.table, - region_key=SopaKeys.REGION_KEY, - region=self.shapes_key, - instance_key=SopaKeys.INSTANCE_KEY, - ) - - add_spatial_element(self.sdata, SopaKeys.TABLE, self.table) + if SopaKeys.TABLE in self.sdata.tables and self.sdata[SopaKeys.TABLE].n_obs == len(self.geo_df): + log.info("Using existing table for aggregation") + self.table = self.sdata[SopaKeys.TABLE] def filter_cells(self, where_filter: np.ndarray): log.info(f"Filtering {where_filter.sum()} cells") self.geo_df = self.geo_df[~where_filter] - self.sdata.shapes[self.shapes_key] = self.geo_df - if self.table is not None: self.table = self.table[~where_filter] @@ -266,6 +169,8 @@ def compute_table( index=self.table.obs_names, ) + self.sdata.shapes[self.shapes_key] = self.geo_df + self.table.uns[SopaKeys.UNS_KEY] = { SopaKeys.UNS_HAS_TRANSCRIPTS: does_count, SopaKeys.UNS_HAS_INTENSITIES: average_intensities, @@ -273,16 +178,26 @@ def compute_table( self.add_standardized_table() + def add_standardized_table(self): + self.table.obs_names = list(map(str_cell_id, range(self.table.n_obs))) + self.geo_df.index = list(self.table.obs_names) + + add_spatial_element(self.sdata, self.shapes_key, self.geo_df) + + self.table.obsm["spatial"] = np.array([[centroid.x, centroid.y] for centroid in self.geo_df.centroid]) + self.table.obs[SopaKeys.REGION_KEY] = pd.Series(self.shapes_key, index=self.table.obs_names, dtype="category") + self.table.obs[SopaKeys.SLIDE_KEY] = pd.Series(self.image_key, index=self.table.obs_names, dtype="category") + self.table.obs[SopaKeys.INSTANCE_KEY] = self.geo_df.index + self.table.obs[SopaKeys.AREA_OBS] = self.geo_df.area.values -def _overlap_area_ratio(row) -> float: - poly: Polygon = row["geometry"] - poly_right: Polygon = row["geometry_right"] - return poly.intersection(poly_right).area / poly.area + if "spatialdata_attrs" in self.table.uns: + del self.table.uns["spatialdata_attrs"] + self.table = TableModel.parse( + self.table, + region_key=SopaKeys.REGION_KEY, + region=self.shapes_key, + instance_key=SopaKeys.INSTANCE_KEY, + ) -def _fillna(df: pd.DataFrame): - for key in df: - if df[key].dtype == "category": - df[key] = df[key].cat.add_categories("NA").fillna("NA") - else: - df[key] = df[key].fillna(0) + add_spatial_element(self.sdata, SopaKeys.TABLE, self.table) diff --git a/sopa/aggregation/overlay.py b/sopa/aggregation/overlay.py new file mode 100644 index 00000000..0835c0a8 --- /dev/null +++ b/sopa/aggregation/overlay.py @@ -0,0 +1,97 @@ +from __future__ import annotations + +import logging + +import anndata +import geopandas as gpd +import numpy as np +import pandas as pd +from anndata import AnnData +from shapely import Polygon +from spatialdata import SpatialData + +from .._constants import SopaKeys +from ..utils import to_intrinsic +from . import Aggregator + +log = logging.getLogger(__name__) + + +def overlay_segmentation( + sdata: SpatialData, + shapes_key: str, + gene_column: str | None = None, + area_ratio_threshold: float = 0.25, + image_key: str | None = None, +): + """Overlay a segmentation on top of an existing segmentation + + Args: + sdata: A `SpatialData` object + shapes_key: The key of the new shapes to be added + gene_column: Key of the points dataframe containing the genes names + area_ratio_threshold: Threshold between 0 and 1. For each original cell overlapping with a new cell, we compute the overlap-area/cell-area, if above the threshold the cell is removed. + image_key: Optional key of the original image + """ + average_intensities = False + + if "table" in sdata.tables and SopaKeys.UNS_KEY in sdata.tables["table"].uns: + sopa_attrs = sdata.tables["table"].uns[SopaKeys.UNS_KEY] + + if sopa_attrs[SopaKeys.UNS_HAS_TRANSCRIPTS]: + assert gene_column is not None, "Need 'gene_column' argument to count transcripts" + else: + gene_column = gene_column + average_intensities = sopa_attrs[SopaKeys.UNS_HAS_INTENSITIES] + + aggr = Aggregator(sdata, image_key=image_key, shapes_key=shapes_key) + + old_table: AnnData = aggr.sdata.tables[SopaKeys.TABLE] + aggr.sdata.tables[SopaKeys.OLD_TABLE] = old_table + del aggr.sdata.tables[SopaKeys.TABLE] + + old_shapes_key = old_table.uns["spatialdata_attrs"]["region"] + instance_key = old_table.uns["spatialdata_attrs"]["instance_key"] + + if isinstance(old_shapes_key, list): + assert len(old_shapes_key) == 1, "Can't overlap segmentation on multi-region SpatialData object" + old_shapes_key = old_shapes_key[0] + + old_geo_df = aggr.sdata[old_shapes_key] + geo_df = to_intrinsic(aggr.sdata, aggr.geo_df, old_geo_df) + + geo_df.index.name = "index_right" # to reuse the index name later + gdf_join = gpd.sjoin(old_geo_df, geo_df) + gdf_join["geometry_right"] = gdf_join["index_right"].map(lambda i: geo_df.geometry.iloc[i]) + gdf_join["overlap_ratio"] = gdf_join.apply(_overlap_area_ratio, axis=1) + gdf_join: gpd.GeoDataFrame = gdf_join[gdf_join.overlap_ratio >= area_ratio_threshold] + + table_crop = old_table[~np.isin(old_table.obs[instance_key], gdf_join.index)].copy() + table_crop.obs[SopaKeys.CELL_OVERLAY_KEY] = False + + aggr.compute_table(gene_column=gene_column, average_intensities=average_intensities) + aggr.table.obs[SopaKeys.CELL_OVERLAY_KEY] = True + + aggr.table = anndata.concat([table_crop, aggr.table], uns_merge="first", join="outer", fill_value=0) + _fillna(aggr.table.obs) + + aggr.shapes_key = f"{old_shapes_key}+{aggr.shapes_key}" + geo_df_cropped = old_geo_df.loc[~old_geo_df.index.isin(gdf_join.index)] + aggr.geo_df = pd.concat([geo_df_cropped, geo_df], join="outer", axis=0) + aggr.geo_df.attrs = old_geo_df.attrs + + aggr.add_standardized_table() + + +def _overlap_area_ratio(row) -> float: + poly: Polygon = row["geometry"] + poly_right: Polygon = row["geometry_right"] + return poly.intersection(poly_right).area / poly.area + + +def _fillna(df: pd.DataFrame): + for key in df: + if df[key].dtype == "category": + df[key] = df[key].cat.add_categories("NA").fillna("NA") + else: + df[key] = df[key].fillna(0) diff --git a/sopa/cli/segmentation.py b/sopa/cli/segmentation.py index 227aed84..090450a5 100644 --- a/sopa/cli/segmentation.py +++ b/sopa/cli/segmentation.py @@ -235,3 +235,14 @@ def comseg( with open(patch_dir / str(patch_index) / config_name, "r") as f: config = json.load(f) comseg_patch(temp_dir=patch_dir, patch_index=patch_index, config=config) + + +@app_segmentation.command() +def tissue(sdata_path: str = typer.Argument(help=SDATA_HELPER)): + """Perform tissue segmentation. This can be done only on objects with H&E staining.""" + import sopa + from sopa.io.standardize import read_zarr_standardized + + sdata = read_zarr_standardized(sdata_path) + + sopa.tissue_segmentation(sdata) diff --git a/sopa/patches/patches.py b/sopa/patches/patches.py index 9c1fb039..b1bbc639 100644 --- a/sopa/patches/patches.py +++ b/sopa/patches/patches.py @@ -30,6 +30,32 @@ log = logging.getLogger(__name__) +def make_image_patches( + sdata: SpatialData, patch_width: int = 2000, patch_overlap: int = 50, image_key: str | None = None +): + image_key, _ = get_spatial_image(sdata, key=image_key, return_key=True) + patches = Patches2D(sdata, image_key, patch_width=patch_width, patch_overlap=patch_overlap) + + patches.write() + + +def make_transcript_patches( + sdata: SpatialData, + config: dict = {}, + patch_width: int = 2000, + patch_overlap: int = 50, + points_key: str | None = None, +) -> list[int]: + points_key, _ = get_spatial_element(sdata, key=points_key, return_key=True) + patches = Patches2D(sdata, points_key, patch_width=patch_width, patch_overlap=patch_overlap) + + cache_dir = get_cache_dir(sdata) / SopaFiles.TRANSCRIPT_TEMP_DIR + + valid_indices = patches.patchify_transcripts(cache_dir, config=config) + + return valid_indices + + class Patches1D: def __init__(self, xmin, xmax, patch_width, patch_overlap, tight, int_coords): self.xmin, self.xmax = xmin, xmax @@ -434,30 +460,3 @@ def _assign_prior(series: dd.Series, unassigned_value: int | str | None) -> pd.S return series.replace(int(unassigned_value), 0) raise ValueError(f"Invalid dtype {series.dtype} for prior cell ids. Must be int or string.") - - -def make_image_patches( - sdata: SpatialData, patch_width: int = 2000, patch_overlap: int = 50, image_key: str | None = None -): - image_key, _ = get_spatial_image(sdata, key=image_key, return_key=True) - patches = Patches2D(sdata, image_key, patch_width=patch_width, patch_overlap=patch_overlap) - - patches.write() - - -def make_transcript_patches( - sdata: SpatialData, - config: dict = {}, - patch_width: int = 2000, - patch_overlap: int = 50, - points_key: str | None = None, - cache_dir: str | Path | None = None, -) -> list[int]: - points_key, _ = get_spatial_element(sdata, key=points_key, return_key=True) - patches = Patches2D(sdata, points_key, patch_width=patch_width, patch_overlap=patch_overlap) - - cache_dir = Path(cache_dir or get_cache_dir(sdata)) / SopaFiles.TRANSCRIPT_TEMP_DIR - - valid_indices = patches.patchify_transcripts(cache_dir, config=config) - - return valid_indices From 938b7dbf82666c5a5025f7e901a7feca2640fdb7 Mon Sep 17 00:00:00 2001 From: Laurent Guerard Date: Tue, 24 Sep 2024 16:57:42 +0200 Subject: [PATCH 12/17] Fix parsing of Cell number from loom file --- sopa/segmentation/transcripts.py | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/sopa/segmentation/transcripts.py b/sopa/segmentation/transcripts.py index 35091efd..462b6f01 100644 --- a/sopa/segmentation/transcripts.py +++ b/sopa/segmentation/transcripts.py @@ -122,7 +122,7 @@ def _read_one_segmented_patch( with open(list(directory.glob("segmentation_polygons*.json"))[0]) as f: polygons_dict = json.load(f) - polygons_dict = {c["cell"]: c for c in polygons_dict["geometries"]} + polygons_dict = {cells_num[c["cell"]]: c for c in polygons_dict["geometries"]} cells_num = cells_num[ cells_num.map( From ad58d6abf306835fba86aa60078450e13f856427 Mon Sep 17 00:00:00 2001 From: Blampey Quentin Date: Tue, 24 Sep 2024 17:13:42 +0200 Subject: [PATCH 13/17] support both macsima versions --- sopa/io/reader/macsima.py | 21 ++++++++++++++++++++- 1 file changed, 20 insertions(+), 1 deletion(-) diff --git a/sopa/io/reader/macsima.py b/sopa/io/reader/macsima.py index e13eac2f..3d2199a6 100644 --- a/sopa/io/reader/macsima.py +++ b/sopa/io/reader/macsima.py @@ -1,11 +1,12 @@ from __future__ import annotations import logging +import re from pathlib import Path from spatialdata import SpatialData -from .utils import _general_tif_directory_reader +from .utils import _deduplicate_names, _general_tif_directory_reader log = logging.getLogger(__name__) @@ -23,4 +24,22 @@ def macsima(path: Path, **kwargs: int) -> SpatialData: Returns: A `SpatialData` object with a 2D-image of shape `(C, Y, X)` """ + path = Path(path) + + files = list(path.glob("*.tif")) + + if any(re.search(r"_C-(.*?)\.tif", file.name) for file in files): # old version + return _general_tif_directory_reader(path, files_to_channels=_get_channel_names_macsima, **kwargs) return _general_tif_directory_reader(path, **kwargs) + + +def _parse_name_macsima(file: Path): + match = re.search(r"_A-(.*?)_C-", file.name) + if match: + return match.group(1) + res = re.search(r"_A-(.*?)\.tif", file.name).group(1) + return res[:-4] if file.name.endswith(".ome.tif") else res + + +def _get_channel_names_macsima(files): + return _deduplicate_names([_parse_name_macsima(file) for file in files]) From 8c6c59d610cea90ce4d2a37540d652eb2637d464 Mon Sep 17 00:00:00 2001 From: Blampey Quentin Date: Wed, 25 Sep 2024 10:26:39 +0200 Subject: [PATCH 14/17] Revert to v1.1.5 --- CHANGELOG.md | 11 - docs/tutorials/api_usage.ipynb | 165 +++- docs/tutorials/old_api_usage.ipynb | 846 ------------------ docs/tutorials/visium_hd.ipynb | 356 -------- mkdocs.yml | 3 +- sopa/__init__.py | 6 +- sopa/{utils/_spatialdata.py => _sdata.py} | 76 +- sopa/_settings.py | 55 -- sopa/aggregation/__init__.py | 5 - sopa/aggregation/aggregation.py | 203 ----- sopa/aggregation/bins.py | 53 -- sopa/aggregation/channels.py | 100 --- sopa/aggregation/overlay.py | 97 -- sopa/aggregation/transcripts.py | 103 --- sopa/annotation/__init__.py | 2 + sopa/annotation/fluorescence.py | 51 ++ sopa/annotation/tangram/__init__.py | 1 + .../tangram/run.py} | 46 +- sopa/cli/annotate.py | 4 +- sopa/cli/check.py | 18 +- sopa/cli/patchify.py | 4 +- sopa/cli/resolve.py | 2 +- sopa/cli/segmentation.py | 13 +- sopa/io/explorer/converter.py | 4 +- sopa/io/explorer/images.py | 14 +- sopa/io/explorer/points.py | 7 +- sopa/io/explorer/table.py | 2 +- sopa/io/explorer/utils.py | 2 +- sopa/io/reader/cosmx.py | 4 +- sopa/io/reader/macsima.py | 21 +- sopa/io/reader/phenocycler.py | 4 +- sopa/io/reader/utils.py | 2 +- sopa/io/reader/visium_hd.py | 28 +- sopa/io/reader/wsi.py | 2 +- sopa/io/reader/xenium.py | 8 +- sopa/io/report/generate.py | 4 +- sopa/io/standardize.py | 10 +- sopa/patches/__init__.py | 2 +- sopa/patches/infer.py | 6 +- sopa/patches/patches.py | 66 +- sopa/segmentation/__init__.py | 6 +- sopa/segmentation/aggregation.py | 517 ++++++++++- sopa/segmentation/methods.py | 124 +++ sopa/segmentation/methods/__init__.py | 3 - sopa/segmentation/methods/_cellpose.py | 93 -- sopa/segmentation/methods/_comseg.py | 48 - sopa/segmentation/methods/_dummy.py | 27 - sopa/segmentation/shapes.py | 20 +- sopa/segmentation/stainings.py | 22 +- sopa/segmentation/tissue.py | 37 +- sopa/segmentation/transcripts.py | 12 +- sopa/spatial/utils.py | 2 +- sopa/utils/__init__.py | 14 - sopa/utils/data.py | 11 +- sopa/utils/image.py | 2 +- sopa/{io/reader/_openslide.py => utils/io.py} | 0 sopa/utils/polygon_crop.py | 7 +- tests/test_aggregation.py | 7 +- tests/test_patches.py | 2 +- 59 files changed, 1023 insertions(+), 2337 deletions(-) delete mode 100644 docs/tutorials/old_api_usage.ipynb delete mode 100644 docs/tutorials/visium_hd.ipynb rename sopa/{utils/_spatialdata.py => _sdata.py} (79%) delete mode 100644 sopa/_settings.py delete mode 100644 sopa/aggregation/__init__.py delete mode 100644 sopa/aggregation/aggregation.py delete mode 100644 sopa/aggregation/bins.py delete mode 100644 sopa/aggregation/channels.py delete mode 100644 sopa/aggregation/overlay.py delete mode 100644 sopa/aggregation/transcripts.py create mode 100644 sopa/annotation/__init__.py create mode 100644 sopa/annotation/fluorescence.py create mode 100644 sopa/annotation/tangram/__init__.py rename sopa/{utils/annotation.py => annotation/tangram/run.py} (85%) create mode 100644 sopa/segmentation/methods.py delete mode 100644 sopa/segmentation/methods/__init__.py delete mode 100644 sopa/segmentation/methods/_cellpose.py delete mode 100644 sopa/segmentation/methods/_comseg.py delete mode 100644 sopa/segmentation/methods/_dummy.py rename sopa/{io/reader/_openslide.py => utils/io.py} (100%) diff --git a/CHANGELOG.md b/CHANGELOG.md index c59f7fd5..763a41d7 100644 --- a/CHANGELOG.md +++ b/CHANGELOG.md @@ -1,14 +1,3 @@ -## [x.x.x] - 2024-xx-xx - -### Breaking changes -- All functions from `sopa.annotate` are now in `sopa.utils` - -### Added -- Visium HD tutorial -- Visium HD bins aggregation (via the `bins_key` argument) -- New API settings (`sopa.settings.auto_save_on_disk = False`) to not save on disk by default -- Experimental API parallelization backend: `sopa.settings.parallelization_backend = 'dask'` - ## [1.1.5] - 2024-09-17 ### Fix diff --git a/docs/tutorials/api_usage.ipynb b/docs/tutorials/api_usage.ipynb index b5ef08ae..2dd0fc1c 100644 --- a/docs/tutorials/api_usage.ipynb +++ b/docs/tutorials/api_usage.ipynb @@ -105,21 +105,20 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 4, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ - "/Users/quentinblampey/Library/Caches/pypoetry/virtualenvs/sopa-hDHgkEug-py3.9/lib/python3.9/site-packages/spatialdata/_core/_elements.py:96: UserWarning: Key `sopa_patches` already exists. Overwriting it in-memory.\n", - " self._check_key(key, self.keys(), self._shared_keys)\n", "\u001b[36;20m[INFO] (sopa.patches.patches)\u001b[0m 4 patches were saved in sdata['sopa_patches']\n" ] } ], "source": [ - "sopa.make_image_patches(sdata, patch_width=1200, patch_overlap=50, image_key=image_key)" + "patches = sopa.segmentation.Patches2D(sdata, image_key, patch_width=1200, patch_overlap=50)\n", + "patches.write();" ] }, { @@ -131,7 +130,7 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 5, "metadata": {}, "outputs": [ { @@ -140,7 +139,7 @@ "array(['DAPI', 'CK', 'CD3', 'CD20'], dtype='\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "[########################################] | 100% Completed | 106.00 ms\n" + "[########################################] | 100% Completed | 106.06 ms\n" ] }, { @@ -390,7 +501,9 @@ } ], "source": [ - "sopa.aggregate(sdata)" + "aggregator = sopa.segmentation.Aggregator(sdata, image_key=image_key, shapes_key=shapes_key)\n", + "\n", + "aggregator.compute_table(gene_column=gene_column, average_intensities=True)" ] }, { @@ -407,11 +520,11 @@ "├── Points\n", "│ └── 'transcripts': DataFrame with shape: (, 5) (3D points)\n", "├── Shapes\n", - "│ ├── 'cellpose_boundaries': GeoDataFrame shape: (372, 1) (2D shapes)\n", + "│ ├── 'cellpose_boundaries': GeoDataFrame shape: (367, 1) (2D shapes)\n", "│ ├── 'cells': GeoDataFrame shape: (400, 1) (2D shapes)\n", "│ └── 'sopa_patches': GeoDataFrame shape: (4, 3) (2D shapes)\n", "└── Tables\n", - " └── 'table': AnnData (372, 4)\n", + " └── 'table': AnnData (367, 5)\n", "with coordinate systems:\n", " ▸ 'global', with elements:\n", " image (Images), transcripts (Points), cellpose_boundaries (Shapes), cells (Shapes), sopa_patches (Shapes)\n", @@ -487,22 +600,24 @@ "name": "stderr", "output_type": "stream", "text": [ - "\u001b[36;20m[INFO] (sopa.utils.annotation)\u001b[0m Annotation counts: cell_type\n", - "Tumoral cell 129\n", - "T cell 123\n", - "B cell 120\n", + "\u001b[36;20m[INFO] (sopa.annotation.fluorescence)\u001b[0m Annotation counts: cell_type\n", + "Tumoral cell 128\n", + "T cell 121\n", + "B cell 118\n", "Name: count, dtype: int64\n" ] } ], "source": [ + "from sopa.annotation import higher_z_score\n", + "\n", "marker_cell_dict = {\n", " \"CK\": \"Tumoral cell\",\n", " \"CD20\": \"B cell\",\n", " \"CD3\": \"T cell\"\n", "}\n", "\n", - "sopa.utils.higher_z_score(sdata.tables[\"table\"], marker_cell_dict)" + "higher_z_score(sdata.tables[\"table\"], marker_cell_dict)" ] }, { @@ -603,7 +718,7 @@ }, { "cell_type": "code", - "execution_count": 11, + "execution_count": 12, "metadata": {}, "outputs": [], "source": [ @@ -642,7 +757,7 @@ }, { "data": { - "image/png": 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", + "image/png": 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", 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" ] @@ -655,7 +770,7 @@ "sdata\\\n", " .pl.render_points(size=0.01, color=\"r\", alpha=0.5)\\\n", " .pl.render_images()\\\n", - " .pl.render_shapes(\"cellpose_boundaries\", outline=True, fill_alpha=0, outline_color=\"w\")\\\n", + " .pl.render_shapes(shapes_key, outline=True, fill_alpha=0, outline_color=\"w\")\\\n", " .pl.show(\"global\")" ] }, diff --git a/docs/tutorials/old_api_usage.ipynb b/docs/tutorials/old_api_usage.ipynb deleted file mode 100644 index 2dd0fc1c..00000000 --- a/docs/tutorials/old_api_usage.ipynb +++ /dev/null @@ -1,846 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": 1, - "metadata": {}, - "outputs": [], - "source": [ - "import spatialdata\n", - "import sopa" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Create a SpatialData object\n", - "\n", - "For this tutorial, we use a generated dataset. You can expect a total runtime of a few minutes.\n", - "\n", - "To load your own data, see the commented lines below, or read the [`sopa.io` API](../../api/io)." - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "\u001b[36;20m[INFO] (sopa.utils.data)\u001b[0m Image of size ((4, 2048, 2048)) with 400 cells and 100 transcripts per cell\n" - ] - }, - { - "data": { - "text/plain": [ - "SpatialData object\n", - "├── Images\n", - "│ └── 'image': DataArray[cyx] (4, 2048, 2048)\n", - "├── Points\n", - "│ └── 'transcripts': DataFrame with shape: (, 5) (3D points)\n", - "└── Shapes\n", - " └── 'cells': GeoDataFrame shape: (400, 1) (2D shapes)\n", - "with coordinate systems:\n", - " ▸ 'global', with elements:\n", - " image (Images), transcripts (Points), cells (Shapes)\n", - " ▸ 'microns', with elements:\n", - " transcripts (Points)" - ] - }, - "execution_count": 2, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# The line below creates a toy dataset for this tutorial\n", - "# To load your own data, such as MERSCOPE data, you can do `sdata = sopa.io.merscope(\"/path/to/region_0\")`\n", - "# For more details, see https://gustaveroussy.github.io/sopa/api/io/\n", - "sdata = sopa.io.uniform()\n", - "\n", - "sdata" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Before starting, we create the variables below that denotes the names of the image and transcripts that we want to use, as displayed in the `SpatialData` object above:" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": {}, - "outputs": [], - "source": [ - "image_key = \"image\"\n", - "points_key = \"transcripts\" # (ignore this for multiplex imaging)\n", - "gene_column = \"genes\" # (optional) column of sdata[points_key] containing the gene names" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Segmentation" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Option 1: Cellpose" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "First, we generate the bounding boxes of the patches on which Cellpose will be run. Here, the patches have a width and height of 1500 pixels and an overlap of 50 pixels. We advise bigger sizes for real datasets (see our default parameters in one of our [config files](https://github.com/gustaveroussy/sopa/tree/master/workflow/config)). On the toy dataset, this will generate **4** patches." - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "\u001b[36;20m[INFO] (sopa.patches.patches)\u001b[0m 4 patches were saved in sdata['sopa_patches']\n" - ] - } - ], - "source": [ - "patches = sopa.segmentation.Patches2D(sdata, image_key, patch_width=1200, patch_overlap=50)\n", - "patches.write();" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The following channels are available for segmentation. Choose one or two channels used by Cellpose." - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "array(['DAPI', 'CK', 'CD3', 'CD20'], dtype=' NB: depending on you Baysor installation, you may need to update the `baysor_executable_path` variable to locate the Baysor binary executable" - ] - }, - { - "cell_type": "code", - "execution_count": 25, - "metadata": {}, - "outputs": [], - "source": [ - "import subprocess\n", - "\n", - "baysor_executable_path = \"~/.julia/bin/baysor\"" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "for patch_index in valid_indices:\n", - " command = f\"\"\"\n", - " cd {baysor_temp_dir}/{patch_index}\n", - " {baysor_executable_path} run --save-polygons GeoJSON -c config.toml transcripts.csv\n", - " \"\"\"\n", - " subprocess.run(command, shell=True)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "At this stage, you executed Baysor on each patch. Now, we need to resolve the conflict, i.e. where boundaries are overlapping due to segmentation on multiple patches (although, for this tutorial, there is one patch so there is no conflict):" - ] - }, - { - "cell_type": "code", - "execution_count": 27, - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "\u001b[36;20m[INFO] (sopa.segmentation.transcripts)\u001b[0m Cells whose area is less than 10 microns^2 will be removed\n", - "Reading transcript-segmentation outputs: 100%|██████████| 1/1 [00:00<00:00, 21.16it/s]\n", - "Resolving conflicts: 0it [00:00, ?it/s]\n", - "/Users/quentinblampey/mambaforge/envs/spatial/lib/python3.10/site-packages/spatialdata/_core/_elements.py:92: UserWarning: Key `baysor_boundaries` already exists. Overwriting it.\n", - " self._check_key(key, self.keys(), self._shared_keys)\n", - "/Users/quentinblampey/mambaforge/envs/spatial/lib/python3.10/site-packages/spatialdata/_core/_elements.py:112: UserWarning: Key `table` already exists. Overwriting it.\n", - " self._check_key(key, self.keys(), self._shared_keys)\n", - "\u001b[36;20m[INFO] (sopa.segmentation.transcripts)\u001b[0m Added sdata.tables['table'], and 373 cell boundaries to sdata['baysor_boundaries']\n" - ] - } - ], - "source": [ - "from sopa.segmentation.transcripts import resolve\n", - "\n", - "resolve(sdata, baysor_temp_dir, gene_column, min_area=10)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Aggregate\n", - "\n", - "This **mandatory** step turns the data into an `AnnData` object. We can count the transcript inside each cell, and/or average each channel intensity inside each cell boundary.\n", - "\n", - "> NB: Baysor already counts the transcripts inside each cell to create a cell-by-gene table, so you don't need to provide `gene_column`" - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "\u001b[36;20m[INFO] (sopa.segmentation.aggregation)\u001b[0m Aggregating transcripts over 367 cells\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "[########################################] | 100% Completed | 102.91 ms\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "\u001b[36;20m[INFO] (sopa.segmentation.aggregation)\u001b[0m Averaging channels intensity over 367 cells with expansion \n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "[########################################] | 100% Completed | 106.06 ms\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/Users/quentinblampey/Library/Caches/pypoetry/virtualenvs/sopa-hDHgkEug-py3.9/lib/python3.9/site-packages/spatialdata/_core/_elements.py:96: UserWarning: Key `cellpose_boundaries` already exists. Overwriting it in-memory.\n", - " self._check_key(key, self.keys(), self._shared_keys)\n" - ] - } - ], - "source": [ - "aggregator = sopa.segmentation.Aggregator(sdata, image_key=image_key, shapes_key=shapes_key)\n", - "\n", - "aggregator.compute_table(gene_column=gene_column, average_intensities=True)" - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "SpatialData object\n", - "├── Images\n", - "│ └── 'image': DataArray[cyx] (4, 2048, 2048)\n", - "├── Points\n", - "│ └── 'transcripts': DataFrame with shape: (, 5) (3D points)\n", - "├── Shapes\n", - "│ ├── 'cellpose_boundaries': GeoDataFrame shape: (367, 1) (2D shapes)\n", - "│ ├── 'cells': GeoDataFrame shape: (400, 1) (2D shapes)\n", - "│ └── 'sopa_patches': GeoDataFrame shape: (4, 3) (2D shapes)\n", - "└── Tables\n", - " └── 'table': AnnData (367, 5)\n", - "with coordinate systems:\n", - " ▸ 'global', with elements:\n", - " image (Images), transcripts (Points), cellpose_boundaries (Shapes), cells (Shapes), sopa_patches (Shapes)\n", - " ▸ 'microns', with elements:\n", - " transcripts (Points)" - ] - }, - "execution_count": 9, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "sdata" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Now, `sdata.tables[\"table\"]` is an `AnnData` object.\n", - "- If you count the transcripts, then `adata.X` are the raw counts\n", - "- If you average the channel intensities, then `adata.X` are the channels intensities\n", - "- If you both count the transcript and average the intensities, then `adata.X` are the raw counts, and `adata.obsm[\"intensities\"]` are the channels intensities" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Annotation\n", - "\n", - "#### Option 1: Transcript-based (Tangram)\n", - "\n", - "[Tangram](https://github.com/broadinstitute/Tangram) is a transcript-based annotation that uses an annotated single-cell reference. Let's suppose your reference `AnnData` object is stored in a file called `adata_reference.h5ad` (preferably, keep raw counts), and the cell type is in `adata.obs[\"cell_type\"]`. Then, you can annotate your spatial data as follows:" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": {}, - "outputs": [], - "source": [ - "from sopa.annotation.tangram import tangram_annotate\n", - "import anndata" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "adata_reference = anndata.read_h5ad(\"adata_reference.h5ad\")\n", - "\n", - "tangram_annotate(sdata, adata_reference, \"cell_type\")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "#### Option 2: Staining-based\n", - "For now, our fluorescence-based annotation is very simple. We provide a dictionary where a channel is associated with a population. Then, each cell is associated with the cell type whose corresponding channel is the brightest (according to a certain Z-score). In this tutorial example, we can annotate Tumoral cells, T cells, and B cells:" - ] - }, - { - "cell_type": "code", - "execution_count": 10, - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "\u001b[36;20m[INFO] (sopa.annotation.fluorescence)\u001b[0m Annotation counts: cell_type\n", - "Tumoral cell 128\n", - "T cell 121\n", - "B cell 118\n", - "Name: count, dtype: int64\n" - ] - } - ], - "source": [ - "from sopa.annotation import higher_z_score\n", - "\n", - "marker_cell_dict = {\n", - " \"CK\": \"Tumoral cell\",\n", - " \"CD20\": \"B cell\",\n", - " \"CD3\": \"T cell\"\n", - "}\n", - "\n", - "higher_z_score(sdata.tables[\"table\"], marker_cell_dict)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Pipeline report\n", - "You can optionally create an HTML report of the pipeline run (in the example below, we save it under `report.html`). It contains some quality controls for your data." - ] - }, - { - "cell_type": "code", - "execution_count": 13, - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "\u001b[36;20m[INFO] (sopa.io.report.generate)\u001b[0m Writing general_section\n", - "\u001b[36;20m[INFO] (sopa.io.report.generate)\u001b[0m Writing cell_section\n", - "\u001b[36;20m[INFO] (sopa.io.report.generate)\u001b[0m Writing channel_section\n", - "\u001b[36;20m[INFO] (sopa.io.report.generate)\u001b[0m Writing transcripts_section\n", - "\u001b[36;20m[INFO] (sopa.io.report.generate)\u001b[0m Writing representation_section\n", - "\u001b[36;20m[INFO] (sopa.io.report.generate)\u001b[0m Computing UMAP on 367 cells\n", - "/Users/quentinblampey/Library/Caches/pypoetry/virtualenvs/sopa-hDHgkEug-py3.9/lib/python3.9/site-packages/numba/np/ufunc/parallel.py:371: NumbaWarning: \u001b[1mThe TBB threading layer requires TBB version 2021 update 6 or later i.e., TBB_INTERFACE_VERSION >= 12060. Found TBB_INTERFACE_VERSION = 12050. The TBB threading layer is disabled.\u001b[0m\n", - " warnings.warn(problem)\n", - "OMP: Info #276: omp_set_nested routine deprecated, please use omp_set_max_active_levels instead.\n" - ] - } - ], - "source": [ - "sopa.io.write_report(\"report.html\", sdata)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Visualization" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### With the Xenium Explorer\n", - "\n", - "The Xenium Explorer is a software developed by 10X Genomics for visualizing spatial data, and it can be downloaded freely [here](https://www.10xgenomics.com/support/software/xenium-explorer/latest). Sopa allows the conversion to the Xenium Explorer, whatever the type of spatial data you worked on. It will create some files under a new `tuto.explorer` directory:" - ] - }, - { - "cell_type": "code", - "execution_count": 12, - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "\u001b[36;20m[INFO] (sopa.io.explorer.table)\u001b[0m Writing table with 5 columns\n", - "\u001b[36;20m[INFO] (sopa.io.explorer.table)\u001b[0m Writing 3 cell categories: region, slide, cell_type\n", - "\u001b[36;20m[INFO] (sopa.io.explorer.shapes)\u001b[0m Writing 367 cell polygons\n", - "\u001b[36;20m[INFO] (sopa.io.explorer.points)\u001b[0m Writing 40000 transcripts\n", - "\u001b[36;20m[INFO] (sopa.io.explorer.points)\u001b[0m > Level 0: 40000 transcripts\n", - "\u001b[36;20m[INFO] (sopa.io.explorer.points)\u001b[0m > Level 1: 10000 transcripts\n", - "\u001b[36;20m[INFO] (sopa.io.explorer.images)\u001b[0m Writing multiscale image with procedure=semi-lazy (load in memory when possible)\n", - "\u001b[36;20m[INFO] (sopa.io.explorer.images)\u001b[0m (Loading image of shape (4, 2048, 2048)) in memory\n", - "\u001b[36;20m[INFO] (sopa.io.explorer.images)\u001b[0m > Image of shape (4, 2048, 2048)\n", - "\u001b[36;20m[INFO] (sopa.io.explorer.images)\u001b[0m > Image of shape (4, 1024, 1024)\n", - "\u001b[36;20m[INFO] (sopa.io.explorer.images)\u001b[0m > Image of shape (4, 512, 512)\n", - "\u001b[36;20m[INFO] (sopa.io.explorer.images)\u001b[0m > Image of shape (4, 256, 256)\n", - "\u001b[36;20m[INFO] (sopa.io.explorer.images)\u001b[0m > Image of shape (4, 128, 128)\n", - "\u001b[36;20m[INFO] (sopa.io.explorer.images)\u001b[0m > Image of shape (4, 64, 64)\n", - "\u001b[36;20m[INFO] (sopa.io.explorer.converter)\u001b[0m Saved files in the following directory: tuto.explorer\n", - "\u001b[36;20m[INFO] (sopa.io.explorer.converter)\u001b[0m You can open the experiment with 'open tuto.explorer/experiment.xenium'\n" - ] - } - ], - "source": [ - "sopa.io.write(\"tuto.explorer\", sdata, image_key, points_key=points_key, gene_column=gene_column)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "If you have downloaded the Xenium Explorer, you can now open the results in the explorer: `open tuto.explorer/experiment.xenium` (if using a Unix operating system), or double-click on the latter file." - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### With spatialdata-plot\n", - "[`spatialdata-plot`](https://github.com/scverse/spatialdata-plot) library is a static plotting library for `SpatialData` objects" - ] - }, - { - "cell_type": "code", - "execution_count": 12, - "metadata": {}, - "outputs": [], - "source": [ - "import spatialdata_plot" - ] - }, - { - "cell_type": "code", - "execution_count": 13, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\u001b[34mINFO \u001b[0m Value for parameter \u001b[32m'color'\u001b[0m appears to be a color, using it as such. \n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/Users/quentinblampey/Library/Caches/pypoetry/virtualenvs/sopa-hDHgkEug-py3.9/lib/python3.9/site-packages/anndata/_core/aligned_df.py:67: ImplicitModificationWarning: Transforming to str index.\n", - " warnings.warn(\"Transforming to str index.\", ImplicitModificationWarning)\n", - "/Users/quentinblampey/Library/Caches/pypoetry/virtualenvs/sopa-hDHgkEug-py3.9/lib/python3.9/site-packages/spatialdata/_core/_elements.py:106: UserWarning: Key `transcripts` already exists. Overwriting it in-memory.\n", - " self._check_key(key, self.keys(), self._shared_keys)\n", - "Clipping input data to the valid range for imshow with RGB data ([0..1] for floats or [0..255] for integers). Got range [0.0..1.9530949634755863].\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\u001b[34mINFO \u001b[0m Using matplotlib \n" - ] - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "sdata\\\n", - " .pl.render_points(size=0.01, color=\"r\", alpha=0.5)\\\n", - " .pl.render_images()\\\n", - " .pl.render_shapes(shapes_key, outline=True, fill_alpha=0, outline_color=\"w\")\\\n", - " .pl.show(\"global\")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Save your SpatialData object\n", - "\n", - "You can save your `SpatialData` object for later use. This will create a `.zarr` directory." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "sdata.write(\"tuto.zarr\")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "You can then open the data with `spatialdata`:" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "import spatialdata\n", - "\n", - "spatialdata.read_zarr(\"tuto.zarr\")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Further analyses\n", - "\n", - "- You can read [this tutorial](../spatial) on spatial statistic and geometric analysis.\n", - "- You can use [Squidpy](https://squidpy.readthedocs.io/en/latest/index.html) which operates on both the `SpatialData` object or the `AnnData` object, or use other tools of the `scverse` ecosystem such as [`Scanpy`](https://scanpy.readthedocs.io/en/stable/index.html).\n", - "- You can also try the CLI or the Snakemake pipeline of Sopa." - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "sopa-hDHgkEug-py3.10", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.9.16" - } - }, - "nbformat": 4, - "nbformat_minor": 2 -} diff --git a/docs/tutorials/visium_hd.ipynb b/docs/tutorials/visium_hd.ipynb deleted file mode 100644 index da32c54f..00000000 --- a/docs/tutorials/visium_hd.ipynb +++ /dev/null @@ -1,356 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Visium HD tutorial\n", - "\n", - "For this tutorial, we use the [mouse small intestine public dataset](https://www.10xgenomics.com/datasets/visium-hd-cytassist-gene-expression-libraries-of-mouse-intestine) from 10X Genomics." - ] - }, - { - "cell_type": "code", - "execution_count": 1, - "metadata": {}, - "outputs": [], - "source": [ - "import sopa" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/Users/quentinblampey/Library/Caches/pypoetry/virtualenvs/sopa-hDHgkEug-py3.9/lib/python3.9/site-packages/anndata/_core/anndata.py:1820: UserWarning: Variable names are not unique. To make them unique, call `.var_names_make_unique`.\n", - " utils.warn_names_duplicates(\"var\")\n" - ] - }, - { - "data": { - "text/plain": [ - "SpatialData object\n", - "├── Images\n", - "│ ├── 'Visium_HD_Mouse_Small_Intestine_full_image': DataTree[cyx] (3, 21943, 23618), (3, 10971, 11809), (3, 5485, 5904), (3, 2742, 2952), (3, 1371, 1476)\n", - "│ ├── 'Visium_HD_Mouse_Small_Intestine_hires_image': DataArray[cyx] (3, 5575, 6000)\n", - "│ └── 'Visium_HD_Mouse_Small_Intestine_lowres_image': DataArray[cyx] (3, 558, 600)\n", - "├── Shapes\n", - "│ └── 'Visium_HD_Mouse_Small_Intestine_square_002um': GeoDataFrame shape: (5479660, 2) (2D shapes)\n", - "└── Tables\n", - " └── 'square_002um': AnnData (5479660, 19059)\n", - "with coordinate systems:\n", - " ▸ 'downscaled_hires', with elements:\n", - " Visium_HD_Mouse_Small_Intestine_hires_image (Images), Visium_HD_Mouse_Small_Intestine_square_002um (Shapes)\n", - " ▸ 'downscaled_lowres', with elements:\n", - " Visium_HD_Mouse_Small_Intestine_lowres_image (Images), Visium_HD_Mouse_Small_Intestine_square_002um (Shapes)\n", - " ▸ 'global', with elements:\n", - " Visium_HD_Mouse_Small_Intestine_full_image (Images), Visium_HD_Mouse_Small_Intestine_square_002um (Shapes)" - ] - }, - "execution_count": 2, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "sdata = sopa.io.visium_hd(\"/Users/quentinblampey/data/visium_hd/Visium_HD_Mouse_Small_Intestine\")\n", - "sdata" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "First, we can segment the tissue (i.e., create the contour of the tissue) based on the H&E image.\n", - "It will prevent from segmenting cells on empty regions.\n", - "\n", - "Here, `image_key` is the name of the \"hires\" image. The \"full resolution\" image is not necessary for tissue segmentation." - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "True" - ] - }, - "execution_count": 3, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "sopa.tissue_segmentation(sdata, image_key=\"Visium_HD_Mouse_Small_Intestine_hires_image\")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "We can see the contour of the tissue in red:" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\u001b[34mINFO \u001b[0m Using matplotlib \n" - ] - }, - { - "data": { - "image/png": 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", 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "import spatialdata_plot\n", - "\n", - "sdata.pl.render_images(\"Visium_HD_Mouse_Small_Intestine_hires_image\").pl.render_shapes(\n", - " \"region_of_interest\", outline=True, outline_color=\"r\", fill_alpha=0\n", - ").pl.show(\"downscaled_hires\")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Then, we create the patches for the cell segmentation. Now, we use the \"full resolution\" image, which is needed to have the best resolution." - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/Users/quentinblampey/Library/Caches/pypoetry/virtualenvs/sopa-hDHgkEug-py3.9/lib/python3.9/site-packages/spatialdata/_core/_elements.py:96: UserWarning: Key `sopa_patches` already exists. Overwriting it in-memory.\n", - " self._check_key(key, self.keys(), self._shared_keys)\n", - "\u001b[36;20m[INFO] (sopa.patches.patches)\u001b[0m 116 patches were saved in sdata['sopa_patches']\n" - ] - } - ], - "source": [ - "image_key = \"Visium_HD_Mouse_Small_Intestine_full_image\"\n", - "\n", - "sopa.make_image_patches(sdata, image_key=image_key)" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": {}, - "outputs": [], - "source": [ - "channels = [\"0\"] # only the first channel of the H&E image is used for nuclei segmentation\n", - "\n", - "method = sopa.segmentation.methods.cellpose_patch(diameter=15, channels=channels, flow_threshold=2, cellprob_threshold=-6)\n", - "segmentation = sopa.segmentation.StainingSegmentation(sdata, method, channels, min_area=50, image_key=image_key)\n", - "\n", - "# The cellpose boundaries will be temporary saved here. You can choose a different path\n", - "cellpose_temp_dir = \"tuto.zarr/.sopa_cache/cellpose_boundaries\"" - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "metadata": {}, - "outputs": [], - "source": [ - "segmentation.write_patches_cells(cellpose_temp_dir)" - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "\u001b[36;20m[INFO] (sopa.segmentation.stainings)\u001b[0m Found 654620 total cells\n", - "Resolving conflicts: 100%|██████████| 74808/74808 [00:44<00:00, 1676.41it/s]\n", - "\u001b[36;20m[INFO] (sopa.segmentation.stainings)\u001b[0m Added 637020 cell boundaries in sdata['cellpose_boundaries']\n" - ] - } - ], - "source": [ - "cells = sopa.segmentation.StainingSegmentation.read_patches_cells(cellpose_temp_dir)\n", - "cells = sopa.segmentation.shapes.solve_conflicts(cells)\n", - "\n", - "shapes_key = \"cellpose_boundaries\" # name of the key given to the cells in sdata.shapes\n", - "\n", - "sopa.segmentation.StainingSegmentation.add_shapes(sdata, cells, image_key, shapes_key)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Now, we need to aggregate the bins into the cells. For that, we need to specify `bins_key`, which is the name of the table containing the gene expression vectors for each bin." - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/Users/quentinblampey/Library/Caches/pypoetry/virtualenvs/sopa-hDHgkEug-py3.9/lib/python3.9/site-packages/anndata/_core/aligned_df.py:67: ImplicitModificationWarning: Transforming to str index.\n", - " warnings.warn(\"Transforming to str index.\", ImplicitModificationWarning)\n", - "/Users/quentinblampey/Library/Caches/pypoetry/virtualenvs/sopa-hDHgkEug-py3.9/lib/python3.9/site-packages/anndata/_core/anndata.py:1820: UserWarning: Variable names are not unique. To make them unique, call `.var_names_make_unique`.\n", - " utils.warn_names_duplicates(\"var\")\n", - "/Users/quentinblampey/Library/Caches/pypoetry/virtualenvs/sopa-hDHgkEug-py3.9/lib/python3.9/site-packages/spatialdata/_core/_elements.py:96: UserWarning: Key `cellpose_boundaries` already exists. Overwriting it in-memory.\n", - " self._check_key(key, self.keys(), self._shared_keys)\n" - ] - } - ], - "source": [ - "aggregator = sopa.segmentation.Aggregator(\n", - " sdata,\n", - " image_key=\"Visium_HD_Mouse_Small_Intestine_full_image\",\n", - " shapes_key=\"cellpose_boundaries\",\n", - " bins_key=\"square_002um\",\n", - ")\n", - "aggregator.compute_table(average_intensities=False)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Now, we have an AnnData object with the gene expression **per cell**." - ] - }, - { - "cell_type": "code", - "execution_count": 12, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "AnnData object with n_obs × n_vars = 637020 × 19059\n", - " obs: 'region', 'slide', 'cell_id', 'area'\n", - " var: 'gene_ids', 'feature_types', 'genome'\n", - " uns: 'sopa_attrs', 'spatialdata_attrs'\n", - " obsm: 'spatial'" - ] - }, - "execution_count": 12, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "adata = sdata[\"table\"]\n", - "adata" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "For instance, we can now use Scanpy to plot gene expression. Here, **cells** are shown, not bins." - ] - }, - { - "cell_type": "code", - "execution_count": 13, - "metadata": {}, - "outputs": [], - "source": [ - "import scanpy as sc" - ] - }, - { - "cell_type": "code", - "execution_count": 20, - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/Users/quentinblampey/Library/Caches/pypoetry/virtualenvs/sopa-hDHgkEug-py3.9/lib/python3.9/site-packages/anndata/_core/anndata.py:1820: UserWarning: Variable names are not unique. To make them unique, call `.var_names_make_unique`.\n", - " utils.warn_names_duplicates(\"var\")\n" - ] - } - ], - "source": [ - "# basic preprocessing\n", - "sc.pp.filter_genes(adata, min_cells=100)\n", - "sc.pp.filter_cells(adata, min_counts=100)\n", - "sc.pp.normalize_total(adata)\n", - "sc.pp.log1p(adata)" - ] - }, - { - "cell_type": "code", - "execution_count": 21, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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QKf0AuH9iKsZQJ6JbYv/3R9n73SGGVh3Niunf0D/uabav2FOmntvtBKcIThGbwYZPsvccRI+IJEo47S4qVLMRHOki0C+IrJe1VGtdQGJ7LbU6ujm7JZAn385mTUkiINCqRxGeHBUfvhpHUXYxNRoVMWyCmtbdTSicEsZAH5p08ic/LZdmPZpx/psHeOurTOz1fAEI2FJAm12ZBMXr6TQlHZVWSduHczAEOPExqDi018DnmfV48qPOhNrCyH4iAY9BiSfIF3eogbRLGeQ1ikU51IitsYb1n2wh43IWOoOH6ESv+EdWjuCVLlPJSy/Av4aIcNKJoICkplXLXpubc+j++7JRWNyoVGpk/h5ESSj35/cye/ZsRowYwdChQ0lKSmLBggX4+PiwePHiO5bft28fLVq0YMCAAVSoUIFOnTrRv3//3xyF/xJ5jlpG5m9g7jMfs/mzHVRtnMjzC54gvnrsbWUq1a5A7bY1OLXDK6iSBJ9NWE63ER3x8fUui3q50xSObT2NQqXgscl9GTj+IQACQv2pVC+enVsFUAic2nkWh81Bl6Ht+Gz8CgDcTg8HNhyhabeGt7X90NieLJqwgm3LYpEqqyBXYmq/2SBJSDcXm7Yfn8nVLd5HhrtRIBPGnUVtsTJlSCIFLYzow6HrVA0BmSlcPOaDKMGJvf70H2PHZG5E9RbtCPZ7H7c9k1ylPwqPklMX/IjQGXijd2V2q4OonHSddiFdOLcvldDYEGo3TSa6Wld0fhV4bEYRuekX0LOR84cFnnr3MXz9fdBpH+brJDWp5/L4/PUVjPvQxMHd3Ti6bR/Ne4XS4elNSOE2Khnz2H/VQPpmIy2DdZy6kklMqhq3w4Nx11U0BjUh8aEc/E5k8rxjzFpVF/1OJWFxIeRnKbhohpCWLvavO4JSEnCG+7LndASBuVk069UIQRBIOXOdaf3msOD4LFAI4JFQFXtN98NnPvqX/T2Zisxs/nwHDz7XXQ7Negd+7xx1SUnZpYZarRatVntbeafTydGjR3n11VdLtykUCjp27Mj+/ftvKw/QvHlzli5dyqFDh2jcuDHJycls2LCBQYMGlft8ZKGWkfkb2PvNIVwON2d2X2B4jbG8sPhpugxpf1u5qT+8TO+gIYguEVEtYFOIPNNgHJ9fnA+AMdg7chTdIp+/vpJmPRpQsXYFAIZNH8jLr88BnYD9mJPz+y9Su21N6neoxbFtXu/jiQ/N4qnlo2jdOIkvJq/GbLGxN8hD2MYUhk0dwOIZS1HpwVYlGE2mGaXJUdq3Pe+GE9m5MdqAA6jO5LFruw+pWxJo1tdE7IhM2salc+pSPO16VWLnLhvtO15FpyhBrZYosenB9QFGYzJ2q4fQ2FmAjWpRI8EwGqyLqFWnGPSPIvhUptWDbUrbFQufBeYREhWMRvM+fgETee9ABfSOfqD/FBwniYhrSmTFhjS5zw0lb9Pqvr106HoV/8godn/XAIMtlPTis3RrF8B9i3oj2XeTcb0hWZk1ybmRRrMezUhLvcCu/RPJGBPM/qUB9NRmYb6/HTtX7kNv1BHiH8+FqoE4xWJ8LxVhrxiI4UQWxU9Ese/Tw3TzGVAajS0zJRv/UD/6jDvMSnNdTG9aia0a9Zf8Lc0a+j6bv9iJzqClYu146rWv9Zcc93+Z2NiyL86TJk1i8uTJt5XLy8vD4/EQHh5eZnt4eDgXLty+mgFgwIAB5OXl0bJlSyRJwu1289RTT/0u07cg/dFAuX+CkpIS/P39KS4uxs/P7+9uXkbmb2ff94eY9NAs+MUS4ha9GzF57bjbyj7X6jXO7b2EvZKe6fMv80a3GNZZlqLVa0k+c40na79YWlalUbLRvpKtS3dxZv9F9q09SGF2cel+Y5AvbrcHW4nXbOs2qrHUDiHkaC6SBHaNgpz+lQhZm0ywqMZU4A0m8sq6DBZMiaLoEARXszNwehaRRiVndzWm75DNIGgQtCFohBLwHQvKGMxpo9D7VUQhpZFtrYhTmUuU2oXK7ykEQ18Q85E8+QjKUARlxG3nLTqOgOcKgu5+BIXPbfsBJHcaKPwRFH5IzhOgroog6G/tl5xIogVH7jwkKR+d6ipWix6FkIfGNwKHpg16Twr4DPLWU4bjKBjOlx+G0P+J5uTmtcRcaOPGqXdo0LEe+zcU8NX8LKwlNuxWO+owI/F9ijh9MArV3ht4tAq6b81n/acJKD8vBkFC5Qex8fGknLqOWufBhQqlR2CTY1WZc9nw6TY6PtoKja783uBOh4vu+gGl3wPD/Vmd+emv1Pj3cicd+XnbT2di8TX+9syu2STSvmYaaWlpZbTobiPqjIwMoqOj2bdvH82a3VqKN27cOHbu3MnBgwdvq7Njxw769evH1KlTadKkCVeuXOG5555jxIgRTJgwoVznKgu1jMzfxOCqz5JxOQtRq0BwiKg1KlZnLsQY6Fum3LGtJxk74F3UebccosaveI52j7QE4Ou561kw9vPSfWqdGrVahShKxFXOp8ODRXw0MRpRr0ZweRDcdw+U6KoZjzPYhtDGh5ivkik4r0BQwiOvZ1GlkwVHqhaxwE3L++2Iygoo/J+HoimkSfWprL0I+l4Iuk4gGJHcGSCICKpEBIXvXdv8u5EkCaQiBIV3Hl/yZJW+KEiShGT+gGLHVVSeCxgoBv9Z4LlK8uFFVKyVhCL4I45sPsmJ7afp8WQnlswew/aFNp5ZksqWL8I4cTwcdaYVlUaBJsJDaFeR9IXe3wPAx19Hu/4t2fzZDozBRlZcX8DmL3bw/rOL6Ty0Lc/MHYpSqSzXuRz76RQvd3zTe9wAHyJiQ/j45LtlzxX+J8zhvybU207HYSiHUFtMIh1qXS+3FjmdTnx8fFizZg29e/cu3T548GCKior47rvbowG2atWKpk2bMmvWrNJtS5cu5YknnsBsNnudHX8D2ZlMRuYPkpWaw/ULt4fcvBvz9kxFrVOR1zsGj78at9PNqKav3haoo37HOgQ9VKdMAr7pA+bxYsfJbPxsG4XZhSjVtx7sLrsLh92OKHpwuwSuntMhCBJ1hjtwRxjQ1wF+PlqAgsAmbpQ+Ihq9iDEzj17hV/ii/XnenHeFhftEeg13MGCInVphcVSr2Zk2D1VGp49HbeyCU1CiD19MlejZKEI3oPB9EkGVgKAMQaGtjUJT954SafCK1s8iDSC5U5Gkn00bItfPHsGZlYlWkQDKeKy2Hyk2fUZ2RiUcnmo3jwGRMcmE6Lrx3MuHWXkqgzpVnmP4Cy/iX2wmIMiN6BSxXxdI+1iJ+Itfz1psZ/2CrbgcbgoyCnmq/ku8O+wjHFYH33/wI9ZyBlwB+PEXiU2sRVZQegX57L4LPJrwDNP6z2H7yj13qy7zJ9FoNDRo0IBt226tyBBFkW3btpUZYf8Sq9V6mxj//GJW3nGyPEctI/MHKMwpZmi10bidHsLiQ1mW8uFv1gkI9efT03MYXPnZ0m0Zl7O4dPQqVRsmlik75r4WTPn4AACuIB3qAjsnfzrLyZ/O4htkwOPygAokjYpqDaxoXA6szhDiaqmp+0wGOh83TfrmU6uHL42MDiINDlJvwNRjrUnySyNGa6JL03yU2kBCQtpjc+Xz6WthDB2v5OnpwSDGo1XXxs+1GyHwc5DMaBVB3G4M/GchOs9A8SuYzKAz+OAJ+pTwpOnknBuF6LcDt8YPHzEfp++zZOdqyUk7SlzgJRrcVwexXSRX9pxD55sL6p7ERK3CL6A5Hx58GtON9zl84GGWvrHGu5QsyEhWSg6V6lfg6tFUFNVUEKhA3O8k5VTZ9dSeu6xvvxNO+y+Smijg/qc6U1Jg4s2+s/ENMFCYVUydtjX/qsv1j+W/GfBk7NixDB48mIYNG9K4cWPmzp2LxWJh6NChADz22GNER0czfbp3OWTPnj2ZPXs29erVKzV9T5gwgZ49e5bbkiILtYzMH0Cr16BUKVAoXORcy2XyQzOZ/LV3vnnzku0seOELBk3sywPPditTL6pSBP6hfhTn3vIyPfzjiVKhLsot5tTOs6xfvgN3vIb4p92c2R6J7/EcTA2D8dudidlhBSCwt0CzjgU83S0Fh1nBpcsmatXJ59iBCvR6PI/ICiL1MOF2ukFSERwQzqMPSjwQ2QSPdR1KVSSoEkGlQ68MZfisF/ELMv7HmY7w/iME/eY1Obj+KEq1kgb31blnTa+Hf7rIqunxNH/iEs3rQ4l1J35F6zDl3SAgtAGaiJnkpaYQ5qunx1M1UQqNQRWA025HrXZTpe1K3EVvsWhKPsPGWfDYviGs4ktEV29PtTa76DawAxu+1qHQ+WG+9BWpZ0+jVPnSrkkuP20LAaDmOpEzL+vgrNcbfEjV0WRXMVKxEL44Ow+V6u4P7/3rfhGyVISkFlUYlvQ8kkJAEqByg4qlS/X+l/FICjzSbxuM/0g+6kceeYTc3FwmTpxIVlYWdevWZdOmTaUOZtevXy8zgn799dcRBIHXX3+d9PR0QkND6dmzJ9OmTSt3m/Ictcz/NMmnUvnijdW0H9AaH4OWhp3rlltkHgobyqiV5/lwcARF6WrWWZeh1WnoF/cE+Te8SSLe3fEGtVsnlamXfT2XRys8U/rdL9TIJyfeYXjtsdjNDjxON5Y6gdQZVMyQ1pcZ36gSYz7PYcbqJvhfTuXhSQVkfSsR2xXub5dBeo6RuHAjOmMLrlz/iYQIKwJu8hxRBPlUQXKd5WRaMyKi7iMqujkK9znwZIOmPgplyF9yHc/sv8CYFl7HGI1eTZ22NXjly9EY/H3KPWr4b7N18QTydUdY9VwEbfpcJCDaxeWjvsREqNi9IZhhC7O5bNSQta8OzYJ96TR4IttX7iW6cgQpp96gTVcL2rBFCIoANn86l6bt9qEPv59V237Ac6QJnYb8gLnkIzJ93yLjgovWVQbgH9EUc85GPnt9Bdu/9aPGywIVO2WwtlMUao+E6PL6D1grB6C/WkRcNQUDJhfRuuc6nm/xOhO+Gktkwi0P4/sUfcqc09tbJ/Byxzcx9QgmuFDg7RnPUbNFtb/1uv5/8Wtz1OtPVcRg/O2/O4vJQ/fayfe8Fskjapn/aZZO+5p93xxm/3eHkURIrFeBeXun3dETt3/skxRkF/HUnCE8MLIrFeskML2/HVtIELr0HG5czKRSnXhCYkJKhfqFtpNYk7sI/+BbDwGVuuxtV5Jr4oX2b2DOt2CMdVGllYutRVG0CTzP/n2++AW4Sd0NH4/cRHw1JUW5KlzPhxIcn0TaVStrLkVSJz+dqIStGIOMqOpsZ8umPaza9zFXV9vwqxvLyLZHqVd/LCqFGjR1OLH9DKtnfUztNklsXPQTYbEhDHjtQS4cukLl+glcPXmN7NQcHny+O9GJkb/58vJzTueODxeQa9BzIu8C38zbQFKzKtRt7zXFqjV/b8CP4z+dJsD4DfH1BrF4wl5K0g+zdbUBUbJy8bCR5E998bgVeP10Pbz+Xl10F/MwVzWx/1ohVtNGqtU34Re9lZaVPyL72kY01gJUGjNte6WjMgxGUIXxcLdOaNrM5saVCH74ZAdjPv4cc8BVlOzCalYQFhPCwCkf4hG+Zcj9qzhzwkVcXBiFrjzy1QHoLxdgSC5CEiHtnMi8ocFcGPYll48l82TdF/muaAmCINw+nynAsZtJP3w3FyBo1bidv57v+7fweDz3zIuVzC3kEbXM/zRWk5Ve/oOR1AL2hwLQryzk0UkPMXhSv9vKdtL0Qbo5nbjZs5qflu9m+pAPMDeNRp1WQixKlqd+TPa1XB5NuDVibtevOc/MHcqloymoNEo+m7CCCweukNStiMKLOjKv6qg/tJACky/Pv3SJs2mhfL0wgvemncbuDsBeIpFQrQCFUkCh64vF2QuH6QdO7djDqZMCX2Q2JmStN0lGaGwQy1IXkHo2jSfqvIDHV03AAwL+e008t3Aa+78/gqBQsO+7wyhVCm5czCztp0qj8sYDv8MTof59deg2ogN12iSx77vDdBvescz+M3vPM6bVRIwBbip/AXvfiWHPTu/a723Ld3PlWDIdB7XB7XITkRCOf/B/mtj/enaveoemLT8l80Yiz3bxxVrsISQmkMLcEjwODx6DipxBCUQsuIwAXHu1NhEfnEdT4iLsEQmdKQDbCRM1ehXSrnEBP31bkci4PFbND6bvBzm0b1xMfI31KFQiFI4HTW0EvxeRil9C8HuNi0fS8FV+QEyDjwGQJA+SdSXrP7fjE3qZxFpb2H46iKx1PTl35AiWQicl2benAFVrVTTsUofoSpGs+UX8cIVKQYWkWFLPXUf0SITEBLEs5aNyeRH/ErfLjSAIFGQVMfH+GYz7YhQJteL/1LX/O/i1EfX3pyqVe0R9f+2r97wWySNqmf9pfIw31+u6JRo/nENqjoolCzbSoX8rYqpElynb6sFmfJ95BX2ymacbvMwHh6cz/9lFmLAjajzkpnjXL4fHh5LUoirn9l4EYN8Ph9n1tXfcJuDNugQQFukkPtiFrUSg17DrXC30JSDYTffIHAJ0TnwCK+MUr5B8Rc/Y+2sQHCUxe9doQqJC+H7BTxxcH8T5IxIhXCrtY156ISmnr1OxdjwPjOrK5ZOpnFlyHhNaXuow5Y4iDKD11eAwO+96nY5tOcmxLScBr0BsXbqLwVMeoU7rGgDob0ZOMxWpuL7IQ8ugWxmpwuND+fKN1Wxa/BNOh5uYKpGoVEoiKoXxxMzHCI8LLdOWKIpsWLiVFdPXsuD4O7ctX/stJMnB8cIzNG63hys54RRk+jJl3WVebFWRvBuFKEICwEdEUViCLqUISQDb6DCCNmVR3D8W3TkL2r0mcjOLwCPw0/Jg0n0DSN/mxmYOAjX88EYQBxL11Gk6i+q12lKlTitiKxYjuS6iCHgHyZNOpWoXUKp++UIjgHM/3R+5gRD4AR7Xk1xdupbadSvg8d2Hw+zD/qUmilpFoE8xob1hAcDlcLP/u6MYArzJQESNAoVTpPuIjuz55iB1O9Qi83IW41eMKbcXMcDSqV+xadFaej6WzckjHVCpVEz/8XX8Q+5dwSov5Z+j/mfkuZSXZ8n8z7MibQGBEf4kXwjAOTgMc3U9o5qOv+2h1+KBxhhOF6HOsXP1RAqXDl9h6Jv98Nubi+6aFY9OzZynvKMng1FHWJwdv9YaCtsE4lF48Hg8+Ibo0YZ65yU14S4q1nUwY00KsUodVWwJBKt80OvbY7D2YO1CgSmLajB7fjXslRLIyPChf8zTnNhxhj6vPs+VM0oUwT64Q/1w+2kxtayAQimQm5aHx+1h4+KfOLPr/K0TuMszSVQJdxVppcZr8u7cPx+lynsA0S1yetd5Xmw7maVTvgKgYu14wip457st6CgQi3C7PRRkFZKfUYDhicbYIw1o9GqST17j0tFkdq0+wKMVnuE+RR/uU/ThtR5vATBz8BwKs/OxWxwY/O8c+KS0755ixJyOiNZvvGuiJRdS3sPEe9aCwp+iC+1JORPG4b0CwY95z0XMK4LCEgQg8MdcFBLoluRjPJ5DrfUXGPLydex9fcHjLa8wuQnMMKFSS4AALvCUKBjyVB7hTU6z+LWlHNm/muKMVeSmbMKUuxtn/lyyzs/DkjkLU9YnXDx8BUFQIPjPRPB/E0EZzdtDv6Vvqws88EwSA0fO5KHhL5DUvCqBpwoJtElYu1ZB7ePtgxCpwHWf9+8me0ACggYOfL+OwqxiTv50hqqNEnm9x1s8nvQcx7adwlRo/tXr9v2CTXwxcTU511388LkvyaeuU79TbQJC/e9ZR8D/ZWShlvmfJyQ6mFHzhlHwqchD6eeIP5dJeosY1i3aUqaczkeLusiFwuUVrA9f+IKeT3cGwBVmwFHBn73fHuKxyiM5svkU/lU8hOmL8FOVIAQpUCgEfCsIBD2tQgJ6tDBTs1EtAiM7oNVpiU64THKRyCfTohCta2kz+CLnImOw2DUIF9PB7gQBZgyazzfz1qNSKXFb3QiiiLLEge++axj8fMjPLGDSA29jtzj+81TvSO5jcbiNdzaueZzecy3KU5XG/P4lX0xezcgmryAIAt1GeEePwcmF1Ki5nw+fW0zO9Tx8jHreHHQ/AWYRc4Hlrv3ISMkmP6OA+IpnSDmyGL2fD8d/OoPH46Ek33TnSpKds0dDwDQLyZ0FrhPg9waBnq2oJRsJiSe4cjyGb6ZWJFRdcudjAIpCr5UjP1vFwWV6tHsLS99rlIJEYYobU6EKtKBtpsJpVzDlsQS+fSmR/FwBQ1UHEx+NYVz3k5zep0UTOp3I2stIT1Zx6scFTOz1NqYiMx+/uBpB7Q35+cKH0URXqcXWFZfJTM6hTusazNszlfHbnkPoZqRP+EmatPX6Okj5Iq49DqikpdJFN71HN6b7YK/3v8clsmPVPopzTVhNDl6+700eDB6K0+GkOK+E7z7cyIF1R0vP9f3Ri5j/zCLvcSWB7DQtj0/rT++RXe96ff5piAjl/vwTkOeoZf4ncTpcaLS3nJskSWLJsk0cXrmAuhULWflRBKERgaxI+7i0jNvlpqu2f+l3lU7FD8Vf0t0wANHtvY18Aw1YSqxIHon207LY/2MkCZVLyD+nQVIKVAmw0mmswPZFXXl5zlEEfWeO73RycutS1qwIoV73GhxbegGl0oG6n4FUczDB32QiuEX8g90U56sRlAKCQij1GFbrPXR4LoNNM2Kp2iiR4OhA9n17uHzXoZkBzf67i2d5iUgI5aNjMxlY4RmsxTZ0RjVPzRpKg851ee+ZhQRGBLD5ZrAOpVrpXQd+B5re34CMy9lcP3/DW1alwDfQgMct0qRrPaKrRDFoYlnP52tnTpGd/DQxsUoCIyqh1MagdO5GwMKGVS3ITjnB6g9CqNm/kFNLyy4zE1UKxDoVcYg5OMJ9UVqVBFzJJPEZuDRJQvB40BrdPLv0LLMfqgWVNDScbMF4ysS26V4LgqhRUNIimIAjxUxblcypH33QV3uBjl0a8e6wqYRFXCW29nD6vtSLnOt5hMd7Tf2SJwvJvhVB37tMkBiHx8m2H/bRoF4Npg2Yw6SvX2Jko5fJTy9E+WQkEY4o2iVVYenLK0ACpVaJx3H79Uysl4DT6eb62TQAVmd9yqXDV3i95wyctXxwR2iolRvAiFmDaNCh9h/52f9f+bU56q9OVsOnHHPUVpOHPnUu3PNaJM9Ry/xrsJRYmTfyU9r2aUbz+xvdtVzK2euMbPQys7ZNokaznyNPCXRsWpelgzVclMIRkMhLL+Ds/gulZX5+p02sZeXGVS2iUsNjlUeVijSAufCW6OlTFbR6oJgLSzQMHGHj8LEQ+vQNoGqNHBSPVEMR/DyiZR3+oXa2fVudBx5rzvAZA5mn+YQNi7bhWeYmxJkBQGComwefyGXBwgqocp0oFbdGAk6nko3aOggUcPV0KqlnywbUuBu1+xVQGO0hbb/yZhsu+r+VyfdfhHBjz91Nzi27FXHuqIGC7FsvOlkpuTwa/wxWkzfsqd3kYv/3h4mqHYdfpXD2Ldvltd+J3FWkAQ587x35terTjPz0fKo1rkxYXBAbF21n2/I9aPWa24Q6vmZttpRMRy98ip/rCErxMGZnInpNLvXauNl4LQKlSigVaVEt0HSmGcHi5kxeApa5VwjsriGkr8TDNU8zd0Ail193l461HCYV7/Sq4/1y0U3BGR2WE57SeX2FUyRgey6SAC8PSERwush+bDebj59m6vynCQy9SnpqNIdWt8RuFQgZtBOlSomgjEAwPIr0H6YKrVJDxy7NGVz5WYZOfQCtTsPKtE84d+ASokekZotquJwuDq46SEZyNh6XG6VSAWLZgChXjqeUOW5+Zj5Z171pSBOkAF5//wUSK8cB4HF7OLnzLB63yIVDl2n9UFPO7LlA896NZHP4PYA8opb517D8rbV89voKEOCLy/OJqnh74geAdZ9sYd5Tn+Djr+O7wi/L7Hus6igyL2eXfvcN9OXLlPfx9TPgcrnppu1Pxylmji/QUpCtRrqD5jRsV4JCIfLouHx8gzyER6jJvqEguuZzpCermDHsGMOmD6R+h9pkXj3LU/UnYDOrGDy1LxlXsrGVWEk+dR1BIRAYEcjpnedKj13wcCT+G3JQWj2IKgFXmBZthh1JKaAApN8RwUGh8qawlETvQ1ipkoiqYCftiv5X6yU1snDtog6Q8A92k5GiK7NfqVGi1qnxONwIAQZCq0ajLjCRmZKDj5+Owkyv051CIaAzarEW3zmEpl+oLyFRwWSl5mArsYNCIrZaDE/Neoz699W+bRlRobMYR8nnKHKSQUzBYc5BFf4tC8ct48rxZDKTcwAo6hTKxLfOkHrWwI01Isd+8CMk0snojzPZtC+UI/N1OK0K2vZtzo5V+0qPHxwbSH5aYen3R17pxe61B8m4lOU9b7UCz00rh0enBJXAgKHpRLd0smpeLLUrFdOyawG1Or2JPshrZpasy7h2YjE7NvZl8JQnSgVRFEW+eud72nd9FxTBhFRfhqAw3HxZdCAIOjxuD5YSa2kilZxruUwbMA8F+Tz8dA7b1gSRkavhrZXJjO2QSMybCko+NNB1UAeGTR+IIAgc/+k0u77ax5Eft9KmZy5rP4kkIMSBIUDHK/PP89YzjXn5y3FUaVDpV/8m/j/4tRH1yhNJ5R5R96t77p7XInmOWuYfh8ft4eMXvmDbst14PLeUMjzhpvewBIMTnyUvI/+O9a+c8I40rMV2Nn+5o8y+mZsngcJrziy8Lx5zoZmjm04w96kFDE4cBQJs3RJCgU8CJZ0q8Z9558NjnRQX+TPh0xtUrG7GR+8PyhpE11+CwjCQQkNjziU6KMotwVxsYc6TX2E1KVGoBb6YuJrNn+1g99eHSL+cRcbVbGZvf4PYarfSIwatyURp9Z6zaFBiS/IucxI80u8SaQDRLZSKtPe6CthtSip2dxA64O71zh02YClR0rxrMQPHZt223+P0YC+x43K48Vfl0rF9MGqtEqfNgaXIO6/q469DFCWsxXYq1jGgrq7CUctQ5jgluWaST17DKtoxxjhQ6zxcP3uD8d3eoou6H9tW7MZismEptmApthCo8Sc86HFUgWMoLOnCzu8D8VXOYPCUR3A5b4XpfLraGbaOD+Dw2zpSDnhfSvIyNXz2Wm1aJ72M06JAqVFy/zOdady9bmm9/LRCmj/otdTojFrqdahdKtJAqUhLgNLuQWl2s2p+GO89VoGc42rOndJhtlRCdJxg7bz13kr6vojGT7EXbKAo61jpsRQKBY+M601IjY0EV/8cQXHz2rivIJkXAKBUKfELMhKdGEl0YiT1OtRmVfonvPH922TntKZmUzOGUTreHFsBEMh4S6Ik08yqmd+xffVe3ho4l3Edp7Du463kpEns2xSAy+Gmen0Tel0hs8dE4nKp70mR/i1EFOX+/BOQR9Qy/zgKswvpF/MkifUTSLuQwUufP0OrB5ohSRKdlH1Ly4UlhLLs6u0xuA//eJzxXd8q/b5F/ApRFCnOLSEwPIBuPv1x2t14ArSoihyodSo8Lg/GIF8K60VhK7bR0HOBApeOhrULCI9zsn1tABMWZSMJwRzY3okHnrAiikWogyagUASUtuUUPQxr/RL1a1Zh0+KfypjN74R/mBGNToOPLh3/YDen9t+ay3TV0hEUaKPGaAunxuqxXv/zgSqSGllQqiROH/aF8oegvisN2rsICjdy4EcldosDQalAq1UTVTmcknwzOdfzaNktn0yTnrOX/VGn3e4Ap7pfT/WYLHJ3qck6c7tJPjAyAHOBBUkUWWddRl56PqbcC1SqHYKgTmLLkh3UaVuDN/q8Q/2m+9nxnT85N7SI4u3m3G+LPueB8CEYwwx8fe1znA4nw2o8T1ZybmmZLeJXnN5znrGtJ5apKyjB9wElr4xP5bX6MYCAoALJDYJC4pEt6dg3BYPjAS4dTmbKdy+XLoUSXZcRlFG3BPlPYim28EqXaVidNrLOZaPQKHFYHeV6mdMaNLR/pCWD33yEgFB/lL8S0vT/k18bUS8/UbPcI+oBdc/c81okC7XMPw5JkuiieQSNj4uqbYs5+UMwvUZ2YdT8YQytPrpMEI+nZz/Gg8/3vO0YvwzF2O/V3lRtWIl93x8htmo0S6euwWn1LlcKirEz8q0bvPlYIkqtEqFKGJprN5j6ZTIxlWycOxaNTXycxGp7CYkQyUkrpEKjySg0Sbe1+TPpVzIZd98Ucq7lldkeUzWCGxdvH6EChEU78fX3kHzullk6dJE/sdsyyAjWY7uspHjTf+9W1uo9uByKO4rbr3JzXhqB25aHKVQKxF9JwflHqFArltTTaWgDtKzKXoieTAouP4PCpzMZN+qSfOBV1m6M4IItFMEt4XvkVu7uoa9kktS6E5OnnadOz2q8MW5S6b7xPd7i8IbjAKy48TGPVngazy/6rlAJ3peuO5ynF4n4gQ7StupRmVS47G4MRj0x1aJ5eckTRAbPRRk09y+9Fus+2UJRbjHrPtqMw+bE7fJgN3unGbQtVTjPeJCKvJ31CzEy+qMRKAWBlg82pTCnmMAw/7+0P381vybUXx6vVW6hHlTv9D2vRf+Mcb+MzC8QBIF1lmV4PALWIu/N+P2Hm3C7Pbclwfho7BKcjtvXCEdXuTV//d38jSyd+jW7vtrPvu8O3kqKUEWN7f4QNq8OJCDEyeAX0vCcy+KJN0Sq1BNQGRWIldwERh7g0MaTHNlykuSU/qReNFBSYEKSJM7uu1Cm3cyUbM7uu+g11yYF8cuYDD5+BtS6O/t3Zpr8yog0gPR6LvlHFcSdN9FzVBHlWWlSp38BCL9f0LsPKqByHWvp9/b9Cnjssxu/XfFnLbtDk6JbpG5LE3Vb3mXp1R8g9WIajha+OCpLTP94AV+8Ng2t1owlezFRYWNJvRrEgHFuDEeLMZy4tVwrqlI4x/cFsmxmKvZDEqE3Ysoc9/WVYxBU3gv804rdtz05RY+EUi2Wnmfbgc0BUNdWooxRAAKioKR+1zw8HhGPRoEkSFw/l8ak3vMYVM/OhcNXsJRY+avo8cR9PPrawyw6N5eEWnFotGrUPl4HQMkhgUfi0QkP813xElbe+Jh1H21mxdvf0E3fnwFxT9FZ3ZfuhoHs++Ew2ddyy0wz3et4UJT780/gn9FLmf9JJEm668NBrVEzcPwALu8OuFkWxnWcTM+nO6MzlI3TfXLHmdL/O2wOti3bhcN6S7xtZgfXzqbhcri4cPAqaqOG+z4pRmmB9glpHNsWwCOj3cQlhbAuI46uIwYiqqNwqStTdLQhbzyUwadvRjFtRCxvP7ac6QPnsXrW9zzb/DVeaDuJKX3fLW3rm/c28NGYz/ELMiKpvQ/wn7l05Cr129cuc1c64gJwBRuw14i47W7NzdVw7aKejBQtKRuU+Ay4PT75f2LOUd018MmvsfaTUC4ev2WWPbTRyLarvx5m0hWmxlnl1x3Trl/Scf2S7lfL/BoRzewYon9ho09Qo+moIbiDxLU5l9j0TTGHzxjRGp14tH48NSGfCEcGCVUiGPRcEc/MG0Ji/QRUOjUndmk5scOEWqNE76cr9fLfveEwTzUfz8IT3t/x+NbTvLv9jdImjaFGkKDv9GsE3u/9kdLO3XyJcQMeidDYINKWqjnyeTBOjYKGH9uxFNmwmuwU5RYRGObP6ne+ZfeSAYxpM4G3Bs6lIOuW49qXU74i5Uz5vPn/E4OfD7N3TGHMJ0+S1LQKAM7DHgS7gjWzv2dI1Wfp7jOAa2lH2V3fjdVfwO10I3oknDYnk3rP5JWuU3kw5PE/1P7/B6KkKPfnn4Bs+pa5J1n73gYWvbqYitUlXvpyHnHVY+5Y7vGaz5N2Lh1lkgrPRTcPju5OdKUI5o9aVFpG56thyeX3sZkdvDVwLhcPXb11AEEASUKtU6JQKcnuU5XQleeIaG4h5VwQL825hvWKhu5PDkGrPAeSnT27atKkez+uncxgZKOXy3ZIA4+/OYBvPtjEjYohGHZcAgFeXzUGp83FlePJfPvBJoLCAjAVWXDcDEpyM+YV0b1qkbvtIi67E8kNeX0roE43EX7SjN1cdv7W80owinkFCLby3cJKo4gmGGypf83DSWmU8JjgbkN5Zz0fPJ180b+d85e0dydC6jqwZKiw5SjR+3qIqmjj6ilfUHodAgnXYQ9R0b9TMsOfSqfQLKBDQWGuAoO/h4zcTwiJSWTt3HXUa/QpX38cjITA+cMGtD4aRr03jC0BH1OyV03oxSQeeLYbDTt503gmn77G9IHzmLbuVQZXHY1nXCD6lBKsyx3o/fQERQaSfj6jtK+CSkC66ZOgDfTgKLxpuVFAs54NObT+GBWTzORkRRAUEcDYT56iWuPKANjMNrQ+2t8dx/s/ST2XxtuD55NzLY+SvBK0Rg8Ok9eK0/ylXLbsT0Sdakdz49bfWlxSNDO3TuLKsWSadGvwp9r/K/k10/fiY/XKbfp+vP7xe16L/hmvEzL/c3zz3noMAW4S6xTwStepdy33cw5oZTUVgl7g2/c30qR7A9S/CGZiNzvZ9fUBRjZ+hVNZOTgSvA5ZofHBhDeshjHUSO5r1ej+ygU65Gzn5TWXmPx2Bst+KKZqCz+6jh7F+ZNBbP4hh5d6Xmb3mQ2M6vHcbWZqobIK1QADn41fgcfixLDzZgxuCaY+MgenzcEPH23GL8hIrbbVEZCwxxkpahlJUYcYUMD53DzsTndp8g/0ApJOgVlz+0NHOSO/3CINoOuoJuhR7y1vqxWBK+R3Oi75gLL/rTqTv7tGQIW7e5xpjlv/qyINkHdCiy3He218jB6iK3rnYBWSRN/x2VBZwPd4Mdd3a8hLV/FEi+pcuaojKNKNiJFKFd8nyDiXajW+ZensCEo8GrK6RtHpkQJsHjfvDP+I9qZrzB11iOYdvmXe0wsZ3fI1Xr9/OsGRASw8NZuwuFD6vtQL5/xinh+WgraaQIWq0aj/wwnr4+Pv8N6BaWgNGpwmFUr1zcevCPu/O4LHLXL5lA9KlQJzoQWryUZhdhHgjaX+Z0T68I/fYjGdI756OKPeG0znoe2IqC7SasQtn4h9s0Ix7CkuFemgqEB6PHUfMza+TnBE4D0l0r+FbPqWkfkbCIsNJrVZFF8FJZGXlk9hTtEdy8VVjaJxj/o419qRzN78voteW0a1Jollyr0/ajH5FUB8zg9PWz0hsUFkFRaT1jqfXrPOMSvqexxFRlqNqUJCgIbgIInASInLPz6LRtOVdx5fzZKJmfSZeoNq3CB1cwGmIgsa/U2xFkC64sb9ucXrWfsfTkWGAB9mr9xMcYIfOX46flq5H4fdgcLqIvhGDsG7vGZNv32ZKJy3nJTCbpiQWumRHgogqlI4o1f2p8art+Yx272aiS7AK5ZJjSz8ml3b8o2H9JvvPNrLeagKbh1H1JVjglsFYsytF6AJ7eMpSr1T6koJ30puour8en9+C4WPhMKn/PXzMzXs+tYbLUyrF+nSLp+3hpwiIBRadC9iy6lA6r1sYuGyWFQakUKniUtnr2C1reNCkY6Bk4p5/aMU6kSnE9vAQv79MagifflhdQO25/iyZG4kyUY7BwzFHFx3jL6RI/C4vVMzoXHBxAaayD2rxnFOolG3evR8ulOZ/n31zndUb1yFH0qWssGynBc/G0lobNBt59GovZ3uwxsz9ZE5rJzxzR++fr/E4zEhiiVgX0dSvWy6Pt6egmt6ts2LLS3TbmBLPjgyg82e1fzoXsWqG5/w3IdPEBr71+Qs/zsRAY8k/Obnr3Vl/O8hC7XM386NSxmknLl+10w/l48lc+HQFRor0/nkyZ0Y64pMemDWXY/3xNuDynzfvnwvp3+RjEJQettRhoE2xYJ/vJKHnu9B914eZjY5SO7+mjTpYKR9+6Y0iN6LKbANzz8exawxFt4f/TmWYivGwEDyb+hYZk5g2oEGWKsYObPrPMHRwSTUjmPQpD5lNEkUy56btcRGfK6bN587jlE0UdQvjPqzLTji/Kjeo4TwJDuI0HVgPlVuOm0JCvCJsRMw9wbN0sJo0KkONZMakrb4VmaqQwtDsN90qKvd1Ex5B10KuxvhF300PROJpPoNsS4BaVYRADFV7hykBECph5geTrpMSUfn/9sOSB69Gre/9rbtxibezx/BZlEyvGU1Jg6qiE9AFO+/EseK8THsfzOYjHV+PNqnPqO/b8OKL8JZ+nYkq3+K45pKxfe5iQxukk69Tg5Cv7qGJ9PM1Y05zGtWicI0DT6nS4i8lMHQOZl4JIkRdV9AkiTqtEpC11tPrTYmQqKc9B7Vjfb9W5bp08+OYoIgoFKr6DigNcuvfcyKGwsQlAJ6Px1JLarReUgj1s77AVOBmbMHLv+xC/AfNO02CKN/UwT9gwi69sRUieLJWY95I5rdZMfKvag1KgRB+NMmdpm/FvnXkPnbGd38NZ5r+RqDqz7Lqlnf3rY/sV4Cbpeb6Nou1E4VYprE+f2XyEy9sxk1smI4HQe1Rq1XwU1rY0GPRDwGNcZwB6N3X0SMCyU2q5DGcQUMJoUOvU/Qvq+R6nV1jJkqoFA6OXJFgcViZMnMYFJ36Nm9OhClRsnLXabiHxaA2qBGvc9M8PosfC6ZWD3zOzKvZnPjUiYnd55F2+tWvOQ7JZ+4cTGLOS9XxXHVinF9Pkee88V4LIcz7xuwZ6lo8YGDvVsDyM4MwC/MyLQfnmDZ9AgmfdSNgeMf5Nl5XYivHobqF3ftw68WENfMQbX6FlbOD//9y6du4j87A1ElUNIwCFF798jCltphiBoFA+bkYoi6swh7bAIX5vmwuFcV7MUqlHcw2/8S0ajBHXT7+mibS43D73YBLy+CICGKAhlXMomrqmHakqs0fcDI6PnDMXRTUKVOIRo/Kxs+DUK/I50jN/x5MPIKedl6gnydvLY4n4BwkfC4W/O1AmCIFIlqXYwrUk/auXS++3ATToebrM0SS8cF4BsUjzHQF19/XxoMbIpppDddqnAXx6WQqGBUGhUqtZK5u6aw8bsiJn+ZQlxrO3WaXuPU7nOI4l879hMEgUad65axd0geieRTf8xh7V7j3xbw5J/RS5l/DaIo4hvgQ0RCOJlXsvn05WUsnriyTBlBEKjRoho73/DhreWJmG+OGDOuZOFyukofWg67gy8mr+SJOi9w6Wgyaq2mdGlV0LorKC0uigRf5s5vxLhXT/L4yAxe6OemzxO5aNhAfIVjFHlWMaZHIHPH+rBi9CXGtKtA8YlbLwQOqxWn/3lO7ThLVHwkxz8ILt1nKbZSqU4FVBol18/dQLiQDUiMnX0d7/D61mNQ8kjY4wNQ1okhLC4YVZGTVt2LAPAJ1BOVmEjTqB58lb6GhvfV56sr7alRey0e0/fUavQROl5DMn0Ghc+wcMcptAYJ96P+HL/kj2SW8KmhAONvi7SgkGjbPxtJI+Coaiy7TwLRV4cr2h9XgIaShsFl9kuAJckXwS0xs3sslozypQrwOD3EV7Gj1d/Fgz/Hgi6l8Lbtzj1u7N/dPUf2rxFewUb/id4IdKIbrl9y8uHYOiTvUTH7yQUUfSQSl5FHoyetCFWUTN9zjKvKYOZ9GMqu7QKXD6mpWF3JC/Or8Ph4O/eP7Iz+5ktD3kENcztVQpPujWt+/fwNKtaKo0nNpmRfq828fTP47v0N2K0OCs5kUNcvFYDiu2UAA7oP7wgSXDqajH+8h61bA4mq5sBcWMSlI1eZOeT9u2cQ+4P4Bhro++L9KNUKKjUqpvtoE+EVQn+74j+An/NRl+fzT+Cf0UuZfw0KhYJOQ9rha7y1bGfFW1+zZemuMuX6vdwbT5iSi0Qh3jTDXTp6lQeDh9LDdyC9/AfRP+Zplr/1DenWPJ6euJO8RA0VPpZQaL0CqVAp0BVJhO+1UpRbm3pdniVIXUBOUVe+mN2AA5s1zBn2CilnM9j6VRAgYDO5ST13g5iqkQD0nZRPZE0XHpeH6xdv4O5YCYXCmwEK4OqJVDwuDxq9GvvFbISKKhYfrkjvL0y8/JFXKCy1QxG1SrRX8xFP3EDvq6ftwwZqNNMxd+9E5v9wkfFrnqNObQv5yU/xwqxdSOapKNzb0OhcoCoiLuEMOH/AXJyOb2B11lwQUS4r4soGHbkVIjiZ6o+g/XWhFvQQ/pYaU74aMVGL0NWAMzYQd7DXQUzhEAnYkYE2OR+F3YMm55Z52+3vFWVdvoCkvvMIWa0VGTHz6h331WruJLaa7j/Ke1Cpf99IUVIK5PSPQ9T9+qMrO1XP8jcq3nJIlyAj2UxOagEep4ehz6ZSXbQzbVF7pEseZvargXNUIRVizDz+VCFnbwSw+v0g4qppaf/EZirXr4hfkPfFxi/El2rNbTz5QToAdos3JOz+749y7UIaD4c9xvujP2N812koFApyPwlAUMCo94betb8avQabyc6etftZ8+I5NswJ4cAn/mxZ5fVEfmXJaPyCjXet/0ewmWxcOZ5CTJUoUk8Y2bLEh+fbTGTWsA/+0nZk/jyyUMv8rWxfuZeHx/Yg+dQ13AHevMyIMPOx+eRcvxWmsXGX+vR4tQtixK11v2vnrsNhd6L31WKz2bFbbHhEifxuEZx0+RNtLSRjsRrRIRD4TgCPTyjh8Xd8mLPzBl0GnWfHNSNW7SY2r6rOdwuy2LAsmBuXTLcve3J6iKwYhttPxU5TDFVbCTe3i+i+OQ8KAXMFPQXdIqg+uAS3y0FOqjeuuPP+AAolHV8tiuLjiV5HHWWJg0rVLPQensu8vdOYu2cSL3zQmO6DtURW3U5OkITWcT+CayH+up0oFQo8bgG11herrS7Jx2qBbhgELSc9NR6zVUmhOZMll97n1Q+6076qm5AUM1KeV/RGvp9K6355JNayoAyR4KajmKaygqxX3BzdHITynB3N3CyURVYUv8hb7fHT46wSgdLuQXfda76XBCh5KRpnYwO+e64jOO7s6e1yKPj+/WhqNTWX2R7S0I3iYbhy3FVm+8Ax2Xy273wZsTYGO+k7JoO74QrWoLC5EezlFPhf+g24btVZPjuKG2fVJPxwEV9/N0U3tIBA5kkj2cUSzeoVklT/GmO6XGD+yOnUqTOHkbOboNGJlOSZObXTQKN6JXQamsOu1T/RN2I4Pv466vYwM2x6OrFJEdRum4TT4cJUZEUQFKz7eAsfjf2c/KyC27r52KQ+jP30ae4f2ZXgmEAAKrR1Uu01J6tnfc/yt77GYStffvHyEhYXyjNzhhIQ6ofHpSC/YjjWKv5s/mwH37y/8S9t6+9Gzkf9FyCvo/7f5LOJK1g+dS1B0QEMeaMfr+34noC12aVJJjQ6Neuty3HYHBz44SgJdeIYVn0MvpXcmJJVCJJ3lGxv6oP6sAWjjw92ix27n4BvTYkG+nyUGi1dBnqISSjEGl6LGG0oFy4eJENfwPynqqJL1aNSKSnMLmboR7l8Nj4MCr1e2gqlAkmUkG46WTUe1pzth85gOF1y5xPSw7vrz/P+i9GkHPfD7afCEaXjielZrB/hw5BX8sjKGUF8rVhq136HkHA9X8z0o2u/wwSFO3E4dOgNHq7fCCA+xoXNaeHyyerUaRHE7i2dadKjI2qdnlM7z5KXUUTjrnU5u+80xenb8AgNadqzKQGhfihVAvbMJ/lhSTgHflTw4MsHEPPMBAeZCUwS+fBQBY6OM+DTUUXJYtedz+UmkkJA0qlR3AwII/oqsD4Vhu87dw5t+p8EhLio0cjCno0BeIxqVCYXPhUl4mtZOf/d7cvBFAqpzLx6YKSd+4fn8sWbsbeV/b0YAgzYzLa7hint90o258/7071rHm89FQMCDHk7i0t7tURWchP/oJszh41s3B5Owz4lPKS9jMMcwTvPGnnyjQxMdoGoVhaWjIjn2s2gLfpwD+PnXePNIRX5pnA5uWl5HFh3lPSLGTzwfHeG1RxDndZJzNo2+a79dtgcfP/hRnLTj1CpVgQ6YwPsZhvt+rcqk0P9ryIjOZuX2k/GbrZRctO3QlAKtOjViPsea0utVtXwDfC951Jd/to66jlHmqP3/e2pGZvZzZiG++55LZLzUcv8V7h6MhVJlEisl1C6zePxPjAL0os4vvUUPW1R7LPeGj057S6m9p9Nyqk0Wvdtxsq3v0FQSNQY72T3eCOa7JsPXQ8geWOV6Hy0uPOsOHYLNJjbj7bdfkSjTiPrmptzq85zwN6FDQvO4HAaiE8wcc3sQqXzOi7t/jEA7IBGjTI+AnVGTplRy6HP9hGgVuECHhiRQ9oVHUe237qZlX0NfPh2JSpXMZFvAFWiRN5pH6q4+5HTNYMK9WOpothBbKU88BTgcRbSZWBNrOLrGOzTST5nJPN6PNu+CUSjSqYgK4jM6zq+LfwIleJ9hlQbg81sJ6RtCQXH1LwzVIGgUGBp4INCuIZm1BeE1lBTfEWi82PVEN0eHp/WD6e5KXV7HuXShS5o7CMZGpmF+EJVmrmTCf3SyWfToygpgev+MYi9Nejn5KA3ehjyVDqfvBGN5HThNqpQmdwozOJdRVpfHfSV4HpaIPFNzXjWWSlKV3M6zQgBCoo7RBK1IQVFiJKrN6OaCSrwaQDRKhsWtZr0HWUfQYWZOr54MxZzrWBslQMIXXtnU3p5cNqdBEUGkpdWNova6G8yWPBsJMmX9RQVSMwcU4HACJHiIjfnow1cCTOy/Yof910t4OxMEUHp4JJFxZEKwTw4KoOP9vowf2wYR7f7oHzUgE+IFS55X+5s2Uom9k+gcsMElCoF0YmRPPR8DwA2L9mO5JE4sf3sr/Zbq9fS54XeQO8/fO6/B0uxhbC4EPLSC2h+fza71gZhLXGyZ+0hjm09hbXEzn1D2vDs/OHoDX88ipzMH0c2fcv8V1CqlChVCvZ+e5D9645w4fAVBk14uHT/9pX7iKsejdan7Ahh95oDXL94gx0r9nDxSiaO6ECOPKnnrRnenMyCAJr9Zmo1rMqkNS/S8qHGPPpabaauiqRx+xzee8HE8JYRPNc9loVTokmoHUd+rg+WRCOPfphPlXpmbMV2Og1py5Vv1WCTwOnCczkNH38fytiXRNDEOwhp6MTtUVKpZtk4zENiLhMs2mjSWUeithZt/Doz7y09gjSX56b+QHjwewRElbDs2wS+ORDEiqsVOGApRBvSmms3RvD++Iosf88PvV8Uh7bouHLaB4XSO2qxFR2lOKcAh82FOUWFvUBC9Eh4XB7U5604wlUEdXQxYGIaTquTHxacYv2nZ3l32If8+OUVls2vxg8LDuHx2cCmNU/zTKfJXD4Vi9VioM/zVXh7TSruGAMf3r+dt3dd47X16Zw77kPv4Tk0etxB1uiK3P9ENvdPSifqEYnIeCsGPzchUXYa9/Q62zlSIcpp5d3Jp+lY2cnEj7Jo1TuIGp2dTN2cyqqnNvPut6no8KBTerwe+WqJms0taP0kNKF3H6Fp0834Hcy86/470X90NjWb/sKM73Fz3+A2twWm2TA5AOcNgUNf+3Fttx63zc2TE1MY8qoPipN2Hm+SSsKFXHYuDCQvS4Mi3Y3niIuQeAcjB1bnw2nB1Gnunb+/T7zGuKevlDl+SGwQgyf3460B8zAVeh3ATu44zawh3kxuOt97R+wkx24S61Zgzq43adi5DkVuiatDK6DSqdD4qLGWeM9zy+c76RM+jOQz1/6fe1w+/m0BT2TTt8xfxk8r95CVmkOvZ7rgY9STcz2PRxOeKd2//PpHjG09gazUW1mjvkz5gEEJI1EaJBJeEUmdIeC2eG8ej48a0ahFnW1GECQIVRJRIRTz5QI+3pmGJugZDNo9XL9QyInLThp3rMvORVtRKa18Ojkeva+Oxp3rcvVUqjcrlQa46URcqW48KWfTEF0ivm30qExOSk6LaHVabCY7igCB6l968HdakXbYOflZIFXqWmnZrZj3x8fQqGtdQiKcuMUQHn6hDcF+wzmypRFN2h5m9/nqtG9VB7WuLX0fnEmfJ7Lx17iZ80IMgsvD96eXotF543J73B6WzvmOufv2EvLddebtnUpSs6p89c53bPpsB0/MepTXe8ygx2N55KRrOLTNjwq1YznnW0KvZ27gc8LMpg/jUGiU2IrKrm0WlAJI0GtkF4rzTERXicBcZOGB0d3R6TUEhgcgeUrw2I7y2WvvkHJOx/PzmyKo/Lme2pQfPvyYeg9WJ9jvB6QCM0kNStD5KDCLTXB4JrFm9ve06bKGOi1MbFhbhXN76/HSzE+5cKY6HpeIWp1BVLyFc0erk55q5uT+eCKi0giPc/DJRK9Hecc+BTcd+f48SpWExw0goNGrcNrdKFVKPK7yJZNo06uQ3T8EYAj0RdI40CY4KDigRJIgOMFOi94F+EQ6Wfl6PDgE2j1QiKFPLa4u8OH8rktl+6JR4nF6SKyfQFKzynz/webSfU/NGcxDz/X4S875zyJZloJPP07tusiqGe9w6EczthpGxo54kO7DO/LeM5+y99tDWEu8Hu6RFcNYcuXecDb7NdP3zMOtym36Htdo9z2vRbJQy/xlPBLzBAUZ3mU2CbVjefytR5nQY3rp/tZ9mzN06iM8nvR8acxjSSOAKCG4wTM4gm4PnmHzg8FIolDqCKTSKBElCWMbHX0fM9CswU4MShe+fk1Qh73Pl9PXkZv4CfrCOpxYnILboSTt9K2Rul/DGMyFFsSrt5YASVWj0JhtiDnFxD8C7ggN19+xExjhj9Vlw2+kDvNBC7YdbnAIaH2h8UtOig758+DAcEz5Zjo/WgE8V7hx4SS+EUaKMkJxqF+jepNaANitDh6r0Yf6PYo4tDoEU67XW7pOuxrM2jqJd4d/xPMfP8GgSiPJNJlRFzmZvvl1Uk5e54ePNpGZnEOTHg04uO7ozblcAAGFUoHHI9JnRgo3ThrJOFEHhVJByvkbuP00qAu9o0qFWkHluglodBpy0/PJzyjE5XCBBA0718Zpd1OYVUSDznUw+BuIrx5NXLVoQuNCcNqcXD6RzN61h3l0Yh9WTl9Li54RnNlzFr+QQBp06cGJ7Weo2jiGmMQUkg+8S3beJBzFh+k8bDAXD26iStVZSJKH4lwNat8GXD6VzdfLBEquu8lKjsBSbOWJCel88kYU5Ur99TvoPLQtFw8nk/o7Elno/dwMmpXOrBUNCDubQ1R7LcVGkYJPvUJftZ6Fik8I7E4LAZeE5R0rHq0Sn3h/yLDhtDvQ6DTYLE4ccX7oUotR65S47Dd9MHw0NO3egCFvPEJwdBBaHw1K5b2R63nJG6sxGD5gwThvMB1jsC9rcz8DoCi3GIVKQfKJVJJaVEOj+evnyf8IvybUMw63QVcOobab3bzSaOc9r0XyHLXMX4bbfcsbOOVUGgte/Lw0lKaoElgZkU3hiI8Z9PpDfPLJBhQON9TRIpg8KM47UC7PYve2QAJCPIieQOw2B+FxodRqXZ1uw9uREPMyoucAomjgzaf68da6CYA3wEbqwtpc3JmB5LndrJh/LR9JEAgM9MFSeNN8nZyD0+1BkCSSlwLYUaqVmEssuGxu6iQ3QRX+LfZHVbTvNY2EGoFYLCswPJiOmi0YA62YbDEY9V2JaTgGQV2NoIoKkk9f46HQx+k7ricPj72fxu278OMH28v05+SOs0ztN4cjP56g89C25KUV8POj77PXVxBdKZzMZK95uXab6hxcdxRzlRC014pR2tyIHq+v6mcrG1DYPZyG+3PISc3HHaLDmuSPPtWJutCCTqGkfqc6bP5iB/k3vJ7Gap0Hl13J0a2n0eo1tHj0Ksd3XSTzchBOhYA1XIfPlVvOc/6hRvbsPo0lOZ8Lh+Jx2JykXz6BNO4n1Fo1LruLpGZVyLhameLcj5CQWDr9CgER/tisiXTpXwm7WIOjzc5Tr/AyutoBjJuWQU6qmY1fGQms5UtivTiuHE+jWZdiAkPcbFoe9IcCtwhqAUGSEN1wePMpCtJv967+NewWBUcOBaDKceLIVZDylQv3QD889Txoj1u4eNzAxacBfp4CERAVEhm9ggmfn4roknB4HNib+OH0N6BLLcYhShR2jyZ4fTpOq5O2jzQntlo037+/lAbtRKJrPPa7z7O8nNl7no0L5lKhVnP6jBv8q2WvHEvmiCoOr9MGqNS3pCEg1JuXum67Wv+1vsr8Ov8MA73MPU1mSjYAT79T9mGQfiGTyg0qotQoULglot67yumd51i/cBvWugFYGgQgpboxVTRS+G48Aa0r0mqUkrYvOpi67ilWXIzh/S0nGPLclwQYliF5MjjwU2UuHG/EM3O8a1KPbD7Bire/5cJPWYCAtbrROxD/xUDFGGjFx2PBUmjFXCcE4YUgpIYqhF8YkyrXtjJjrRG3w0NMZS31mqxCHRxOlwElJDb8jPD4IPwSGuEXeBGLSs/GQ6O5oZ2Kwv8lFJokBMF7Kz3d4CXyNLDw5eV00fSjSqNKt+eYliDjahb+oUYWvbq8zK5Lh65ydPOp0u+LXl2GK9IfW1IQ1qSA0u1Bo1T46m34bc/F7fSO2PQuG/U7Z4Dbg1JQ4LA6WDFtLdZiK7Ya4bj9tAyadzMkpShRu1kWvfqaSDttwGlx4UZC9Ck7wivOM5Ge4INHr+LqiVRuXMrwesVL4LJ7PcjP7b+EtcRC1QEmOk7KpCCriOQT18i8pOGLaelYMr7k+oxMNr5amQHdZuNhIMHRNmIGuwlNdPDCZw/RcVBrQis9gtXVjs/2XwQkarYoRm+8e9KP/0QpCIg3ixfnFpWrjlorAhI6Hw+SR8GxRf4YzpXgfbsE5bISNCdujzL3M5G1HAxrK1IhKZbQ+BA0Oi3qa3aMe733BE4RIdEHYzvv1xmD5tM/7kkad2/CuoWH+fHz7Xc99h/huw828Xyr1wHY/NkODL6ZdHpoNwCS++pdw/a26u0m9hfB4TwuD083fIlBiSM5d+Aiblf5f4d7gX9bmst/Ri9l7lmcDhfjOk7h3REf0mFga3o+3QlbRWPp8tXLR5J56Pke3vnSm+SnFxK0IYPAzTnobtgJ/DqH4GeSqdkhm/DIGhze3pDLB7dQlL0J3FnofJWYLEm80i+chRMExvUu4IX2b1CcV8zSN9d4k2AAYfFhOGJ9QACdj4agqAAA3L2DUFT2zgkbTuahOGxCKvIuyYodoiagBXiEKgQE5VOlYUXGLHwVhyOUfs8+R71GT+KnDeb0xqF43AEow9cQW2UvvXqPokZgc7Yu28WLHZ9m5ewPuXIiBYOfD86YmyY0CT5+cQkVapZdaqTSKKnaqBKF2SWc3XvxVhaln6+p043mppOdKEqoi8wErkvBePTW3H7B+27ui75BUkY6BRlFWKsEUFAtgquvKdFklIDNSWBEANGVI+n4aGvUN4pRWl0sfrIaCrWAMdjIqX1GLuSBQgPVm1dGZXLhe6pshLBq9Sy0d5yhbTvvGvfBb/S949+BSqviwukQLp7yJnBQqBU06lyXyIRwTu/zZdobL/F1zmdE1Anj1WczeK53LD/O1RKqzWP1l6vwDTTgtLsIiozlozc74xdspMeQEuq0/O3IZAEhLga9mElc4i1BNQb6lv7fN+DuWcJe+eA6sYl2Hhl1KxpdcEs3sQO9LyGC6I3YVopAmadm7kENl961kXk1B9Et8sCr4aiynNSpX4WQ2CCUCghZcoXiOH8cFfQ4bU7CYoN5fexYDl9NYfFr87GZbb95juWlbvuaRCSE8cFTDzFocm+e+eh7/Cp+DIBk+wGk2186ivOK2bHyOPmbTOh9tcRUi0IURa4cSyUrOYfnmr9O38jhzH5ywV3zw99reBDK/fknIAu1zJ9CrVGRk5bHpkXbmTZgDqPmDyOqd02EXwzMVs/8nqnf3crb/NCzmbyw1Ot8o1GpqNW8Cr5GH2oKeppX0TN44BFad9tEZGQYl64uYe4r7Xmq0RpO79GSfU0HEhRmFTO++3Q8bg8agwadr5aa3T1UTTYjAEqVipJ8M0qtEvfMQpwHbj54Ac8uF8rzDsLigrmxzEnxAYnstALOnezOexs91Kz2El0GwoX9e8hKvoxavERis9eI8G+KVhkMCHw9Zx2i8wQRkfuxmK6y5+tvGN18PHpfPb6H00tvf6fVyfVz6aXnrtIp8XhE1n+8lVYPNyGqcgShcbeyE/kG+hIwSIHT6kLQgMIHsHlQad2oKwpl7tguAwrJs+oQOxsIEIroVuE0CbVNaA0aAkL9KMopxuV0sW35blTFdoSb64lFl0RJngmzoGfOs/Vx2xRodGXnHQMjAwCQaiop0ahRqb1q9cXE1bf9DQybMQBrsR1lZRXX87zBOvS+eoa9PZCs1GxSzusJjAgl+3ouk4bMIsueR5o6nKeezWXl6QrsXpDFt/M3snnJdvq+dD/+wSqefyebFXOb0qZXCG8uvbVEq+/IHGo2LhtQ5ZFRORRkq0g+p8UQ6IOghDptk0qnvaVfyZH05vAKpF3R88XMyNJt+XtUpC3TlH4PjXISHOH6+WD88nABYU4GTtyKuciCtSSfpq0OE9jXj5RzKVjIQxJBLJQQv7WgTrej0ipJTkjD0MpArWp2piy9xKVjZb3G/wyzhy9g29LdFOfbmfzgO5QUmBBu3owK4/MICt/b6mSl5BBeqQs2iw82swNLoYVV6Z9Q775bpm5TgYWNC7dxbv+l2+qXu29PfMT2lXv+cP3/ZWRnMply8cnLX3J862k+Ojrztn0Phg3BlGdBEGCjYyVKlZJuPv1x2e9mLpNo9EYRR6cGoFJpWXnOgD5sPArTY1w+ZeGntVG0e9CE5LExfVQjMq96zYj1O9bk2NYzt46iEAiPDaYotxjJI1G9m4WMkwE4ihUIgoDNbL+tD5ICouIchMdJnDtsoGnPRoz/ciAKpRaEACQxB2wbsBZdZfu6lrTp0wK/YCM2ix2djxZBEJAkiXGdppB19RpKpY30qzfbEEBn0N4W6awMAqh1KozPKgk9EculbVdLLQIAdTo46Twll4UPVsMRb0MZIWH63oMqTkDXRYOzSIFztXcEVv1lN8krVUxemoqpRMEHQyOwm5Q4bEq0Bg0OixNffx8ElRKVWklhVlGZrvg970uJbyC+H+RjNdsQXbf6IShAVECdr0VOP6dCSr272AVFBVCQUfbYFWrHkZeWh/mmT8CLnz3N3m8Oc3TPcXym+mKaWEzrTkUc/NGIy6LFN9BAg/tqk5dWyInt3t+4TnMzwyZkY1dLJGeFkrq9EolVzyAGaDi128GeL2+Jq9d7PJCf1VlQgPQH8lhIgMdXhcp86++mTgsTHrfAmYO+SApAAcId/7Qlhkxpi7WGH+vGfMewKRl8ODIKNSIdh2Ww/pM4urxbwqblkXiO2hAcIhWr2Wg7cDADxvf5/Z29A/NHfcq6TzYjuiV6Dcvjp29DeO6TvrR54M7HT7uUwdfThxLV1cW+z9Sc/dGPuJqxLDo1GwBzkRkJ+PDZxQTHB/Po+IfR+fx2opTnWr7OfY+1pscTt1J99o0cjrnYwgbrir/kXH/NmeyNgx3L7Uw2qcnWe16L5BG1zG8iSRJfvfM9V46n0DdqOHkZZZ10Zm1742Y5eKr+SwDM2/dWmTLFbSvg1v88zBY4Pi2E+OrxrLcswzd6PAoVoG6ASledxPoV2HvIwGPvNiQrJRufyiJBrcFcdMtEKCkV2Fok4nK4cDvduBxuTn2jxVGswFJiw1pyU6SV4NNPg3Dznq36tor4+6J57RMzK08V8PjrWoqudsSZ8yyu3BdQKMNR+A6lyDaSlNPX6RsxnF6Bj/FA4GDGdXqT6+dvkJGcRV56HlmpplsiDSCBw+ZErVdiqh+KZ0wI+kk+uJJ8EBU3h3cKUCmV5JwK5JzFVkakAc7uUnF9oxZTYTHWQy7UB+xojRoKEkIpXuLGudqGpARnoo7eVdJxpkl8PqcSS96JwBGvw3nTi9hh8ZqMzcVWTPmmUpH2NNQj+SpAAPvyEvK0KoTKISQ1r4LiF6GkJRFUCojYnl1GpBVqBZ5YA7ZqwdiqepdY/SzSPi0U6OoJuAN02JwuzMW31p0vfGUZ2dfycBa5kRYV8MyiDEK7SMTWdeJj1HPfoLYU55pLRRrg5D5fRnetxEu9EgmulEt2+gWS6onEJ8aSdso7MmzxUBEd+hWUxmpXa0X8g10o22kRIn7/483jp6aoU2SZbSf3Gjlz0Nue1MEHv7duH5V6EVigTqZL81Ys3uimYrMnqTXUjtOm4MTmYJR+kJaro4orB4VdRJAg5byeDQt/YuOibez8av/v7u9/cmD9UUS3hNtXRfo1LcZQC7u+W8SUPu+Q/YsQvSUFJrKv5zK2zUT2rNODv0h4Ja/VoP/L95eW8w3wxRjgy8tfjmb41IHlEukJPZ4i88o55j21sPRZsXnJDooLTDTsVPdPn2N58FBe8/c/A1moZcrHTT0pzCpm4v0zcDlvhaKsVCueOu2TAEg9k8bkB95m/YItqDRKnLUTEJUC0b7pVHhLQKP3mlhD40KYtXUion0nkuVT7DY4fqAOz3WxM3tkBmveCsDvTAFClAJXoYAtTeLSkaul5sygWCuNIw5Rqcd1RLd3vjk40Ya5wAyShKCE2MoCD43IgSw1QZHBVKmnYkKfEN6YJqJRZyKI1/HRHiU352Gu5p5nxrMX6R00mBmD3uPKsWTWLdyKxyNiLbbhcYuc2HaaNXPW8enLy8i8moOqgy+2R0LKXKag6EBcNg9CQwFDoov4OhbEDmE4KwaCADGVBASFgO9pKyqHiEIp0OrREqpP0lKziZlWPYrwJOiYtfYqPQfn8uyMG2hUbr58cw9BgXYq17YwbGY24pAwjEHBKNUqjIKJ2EiBl965yOxVZfMXB0b4UaFmLP5hfoQ18RBY2QkChEQHoXWK6FYVkx+oJTnrKv59yzqSPf5qOn0eKMLH99bjzOORUDzkx6df7MPn5np43yADaq3IhFeuYFPrUFUOITu/pIyJ2GV3kpmcBZJA0XElUWoHrUJySN2nwWa2s+7jzZzec660fMOn8jGEeV+CqtVMZFaHBLq/lMa3S2uhNl9g3LsKRs0bSpZLQ/1+6VBVBb0NVK0n0qp7MeJ1D5Lp55cgidodyucBripxEbI27bbtxgA3IKHYYqX+lStUblx8x/rGd/PoN3E++RkZaAsN9Gjgj84o0bybRGKDYk6fCyFisB+FD4Ujar2P38LcYj4c8xkRCSF3PObvoUXvRgBkPZ7I7vSKZCf7sWupkSM/nuC5FuO5XniDwVVG0Sd8OCNqj6Uou5jifDULu4by04fBIED7/q3/VB9UijSiKinQ+Wg4t/8CAD+t2INvgIHctDy2Ld/9p8/z/5sPPviAChUqoNPpaNKkCYcOHbpr2bZt2yIIwm2f7t27l7s9WahlfhNBEFD/Yg7z8rEUXu06tUyZiatfALyxm49sPsiWL3fgdnoQpGycfQKw/2jn6YiLVK6noevw9szf0RFf3W7yri4GRTjPtZzPKz3WMXh8FnFVHHTs3xKVVkKZpMaVJ2BLEajfuXbpC0Nuu1jyaoeQk+1Ho0lFuCM0tPuyCE8HH0S3RFhMCBkpIvs2+mOMr0u7JzswbXkmwcofsZuPcO16RbTh0zBEvsiEvjd4YXYH4qoVEFy5gPVHjlGvYy3eWjf+tuW9Gxdto07bGnhcIs0a5vFi//NIQFgF70O2RF2Iwh98P8nBPrKYCw8KaOenortSABJMXniep6ZaePjxBixfYmbt5Qxadzagj0/gzRWZPDlNS7sqjfAJ6swzM/xp1sXKmiuxJCa6WHqggJlfZ9Cpi5qdT2uo1+QG69P0jHzZh1FTS6gSriCissDKM3aiK3mtD5XrWFEqivH1s/LM+CRa+WXTsVMeWk06U1ZexvdMAZofL2O96KZwkQdFgJLXvvGGDF0+J5G9mb6g/oVJXJQQ5mYyemEDSppF4pMkEN4nH5dDwY71QajdIhy+AbkWJMA/1PtCZ7c6sZns3tCvvgLBCW5eergSDrsSQVDgcXuwm25NGVxab8Ra4H1xMBeYUWuMLH+pOTtWlzD2/ljmvlKL46mnCB4UTM2KvXnhrXRWLH6FZxfMILZ6VULdgShsIg+MzEEVBQ3a3CVeezkZODYbvyDvC8vB5SGknLhDJisl6CqY0S9Kw6T1UKD+nKuXzTw5I4lu/V24mtfEtdPBzpEeDIeKqdjBRFQnB9UaVcbldJNy5saf6iPAjpXeUXnCwivoz+fSb1Q6sRXt2MwOCgqKeGLJNK6FOZEqanA47+DEJsHWZTsB/rDjWOuB47lwRAUqeLPPHJ5u/DKnd53DVmIl/XKm92X6v8x/0+t71apVjB07lkmTJnHs2DHq1KlD586dycnJuWP5tWvXkpmZWfo5c+YMSqWSPn3KP90hC7XMXZk59P3SZRmKm6Zb3xf1KIIFTu08x/Htp0vLGgON1GxZlcq1bfSfl09Oh2gklQKl5EEliYCAyx3B68seYuwnT2PUrkISzdjNIpJuIFkp2Rij3Jwp0ZJ60Yfm7VbiZwXdMQ0qtUiPx/I49uMp9P46FEoFzVVpaKvpSLs/lLa1zagynaxa0ghL7XBUOpG8zDwQlNTv3J2lnz3PiDHhqHUOMs1G9uyrwHMdfFnwWiEa3xrYzDacuwsRK/kycEoO0ZMV9I0YQcqp67fdIfXvy2f9J95QkAdPGPk6O5HgV3wwOa1IGhWqOAWG1ww4w3Q4w3RUbhBAWLw/CqXEWyuuovMNpG3f1jRs/Ak61RG0uhJq17tMY30wNo+awIB0KlU9RYW6XVDoO4MQD/oeoH8EjS4In4AkUq5PwFJ4Eo+yFniuERZxAa3Cg2T1oFNDYER1Fu++wY9FbZi8RMnjE40s3H6KujW3MPL1HEa/Y+aJt8KQDGNp3bcp1ZuEoPfzmsMrVo5HY3VQpZEJH2Mxnxyuh8WiBiTiq956sItLLGguW9BFu6laL5/Y+mZ+XBCAeMpOXHUrKEBK1NNvjjeEpuj5xfC6ROKJ6pWxW1X4BvkCUmkKSQBNGzWmEg2SWyAgzB9BocDHT0/yMRtOm1f4Lx9J5uDSEzTz78fpa8Hk6twUpCipULMClhKJlz9/hhlrcomuIVK1JyQlueg5JJsHXkwhqorl5gi5LDEtrRgi7uxXsWBiNCUFKiLqu3Falbidtz86AyNdzF90Cb9YD3OK63P1RAnN78+i0+BhRNT9kaeaP06T6gpQSmjS7GQe0uFqZODUznPo9Fo+GvsZn01YzvqFW+98Q5aDkgLv9XbZ3AhKOO72J9fsfcmWbOCaUkhoKzvB9Z1UHe/AkOgV4+iqkSTUiadirTgWj1/BxcOXmTn4/T/UhwYda6NQKrCXeKdfrhxJxmlz4XJ6aNSlHr1Gdf3D51de/pv5qGfPns2IESMYOnQoSUlJLFiwAB8fHxYvXnzH8kFBQURERJR+tmzZgo+Pz+8SajngicwdWTP7Bx6d8HBp4IOFp9/l6cYvY55vhZsDn89eX0G9vbXY881BFr++grTz6fgEaYgr8aBPs+OK8CXghonnnk1h+upIju8Oo0mHuYhidxTBK1g8fhltOjvwOK/SeUg7vvtgE/vfDUbySLwxJBSdQYsn3IDHbCEtz4gryp8X3jjBZ1/E8diIG6xe4sKUF8mCXeEkVLfQo8oJTpwLIv4rK8rDCfR+uj4+PgWc3zqAyIRkPnrZwJlDoYQ2KkYSA9m+Yg/dhzek9SPN2PLZToJKijmiDSJ/mAmtv54vpqxGo1XjcrqQbj6/I+tZua+XibdHViAg04/MCUV0HVvAbr8YRKWRqq5rFCxT89GWZD76MJanR9xArRNxWvVcOBFAcEwYCr9mVGkuovR7DsG9m4DgaB6oGgnOOgjaxiBoEAQ16NqB30hvw7q2AEiSk4TaFjzKhWhCohAEAZU7HaPzAtlZInq1isLclSyZ8xBBoQY69utBYaEVSWXCZtKg0ueC6zrRlaIwhFjwCc3jnXcOce1aR4Lje5F6NgOsu+j2YgG5h+MoMsWS1S6SG5cv0+b+bJbM0uMfaqQ414Q23URRlkBKoR9FqVq6jOjAme0H6fyYjUUTFNSJyObjRwOJrBSGQqlEFEUyr2RjCNJTo2lVDv94EpvJhsfloSi3uDTsZkmnSJR5eWjMNhp0qcOVoym3OcIBBOj98TcFse5jC+dUFVimfZvlH7xD+6GTiUwIAfFT6qkrU333a/gb03hsnB0EiKtiJTowk/kTYkjO9UOd7xUUl02B6IaEunbCB6s4MOb2x2ObWS42j1BQmHz7sp7CG2q2fRlIvsaXa8t8SKylRR3kIFj7MOfP9qV+GztDx53k3MFEHA4Be6GKUW0y2LFbh8tl5sJpPZtWraTdfU48nra4HB7sFntpwJHy8MtwqQqlkuTVWuw5Agq1wEPP9WDbsj0UvO1dgleg0SI6oUKNGBaenuPdllXIoQ3H+fLNNYz95Klfb8vj4ciPJ2nUpS4KxS3B8ws24hfiS/6NQlr0KEAC9q0LQlAK9BrVpdzn8ndSUlLW4qLVatFqb5+PdzqdHD16lFdffbV0m0KhoGPHjuzfXz4fg0WLFtGvXz8MhrsvG/xPZKGWuSMVasXh638rAkJkQgQrUj/muZavk3LSG5jfYrIx9+lP2LFqLzaLN6KRrUjJ2S9jiCtKRWv0cP2GAWPsFH60qLh+4TipFy/yUo3HiUqM4PL5NHafDqNa0G4adWrEj0t2YDd5j+NxC9isdgTBD4VOw/E9agSli592BlLip2d000rEPRdAVSmdokiJacuu8dnM6oybIqJSK9mW5kTpXgfaFwmp2p49W7exa/1e3A4PGUUGSu4LR/HTDdwF0wiO7A3A2ncjiEl0YA81kt49ltA1ycT4+JN7PZ+fbe7uiloKMl08OTmd5fMNuBrosQVpCRLVLFp/BL2vEzRaXCaJx4dnUpAbSkL1YnyCuxDtEFHoKyOoq6MObOK9sMq2WEusXm9xVxN0Gi1Kxd3DSgqChuBIDS6nL5IkIYoiIxvPpXabGoTFB9P8/kaM7ShhKb5ItcYivZ8fQ+dhfkjujgQF68C1n7NHz/DjshKeffsD2gyvzIXzTUiqtY/Nm89xXxcnSnVzEvJduKpdxhiwBa1PJUQM2Gz16DF4Cyb7IGIqpPDD0lrYS47ToVcyO9fXxifQxQMjJ5NQK44uI8y4s7vy9ZcDqdkiia/fXce5/RcBsBbbObzpBCgEPC4PvgEGgiICyEj2mtyVs7NQFzuRPLDty10olIo7pqoMjQ7ivWc+pSjbO1+sUJYwaNMzuBxuhrxaRMUkJ7s2P0yHgY8QWfNVVCqBXV+tp9sAA5lnJvD64hTWF8ZyYKSAMdhDemAQzmsecq+BfemdF8Os7Kgvu666DBLnT+hQJ9vwz3BydpsvgZ8oUfunkVg7H5W4iRxBpGEHJ5nJEsnn9MzsE0X3/rlk56rwyfIQUt1BjSZ5vD14GttXnEFAYLPn9iVx5UF0e7BneQVUFCV6P9uNKg0rMWvI+7hcbkSn92UjN6OA4rwS/EP8CIoIpMvj7enyePvfPP6WL3bw3shPadazIWqtmmc/GI7Bz/vMWHx+Hg+FDsUliIjum/nQ1T9bUP77SOXMNS3dLBMbWzbWwaRJk5g8efJt5fPy8vB4PISHh5fZHh4ezoULF36zvUOHDnHmzBkWLVr0m2V/ibw8638Qm9lGQXYRySev0erBpncs88Fzi/EN8GXwG30ZUfsFpm96jY2LthFVKZyZj89HdFLqlIQglEklGFbBRtt+2dw4l0hM9e4Me7MFFE/mi09srJ2mwH4z//TiQxcY/35Dbuz1RXs9hwb31ebQhhNoDBqcN72WfQN9sFudKBQKXE4XOr2Leh3t7PvOlzafa+iZlErJ+WjikupgKvSQVGM5opCA3V0fwe81DMZbLxudNY8gukUkAdxBWtT5Dmq2qoZfsBFzoYVTO89RbYabrLUKig55H3Ahr6owXDZxbY3+5lEkajQxMOzNWoTH5oGuJxZTDHERU3BZDqLUaNllrUpznQltwKOg64zL4cFSoiAowrvGeN/3hznx0xmemTuUK8dT+PGL7ez5+gAej0S34R0YMqUfLqeLi4eucP7gZQqzi8hOyaVh17qc+OkMrR5uysJxS9Ho1ORczyMkvJDrl7WAQHTlCDJTcjD6OyjOVxMaH8LylI9u+30lSeLRhEHkXLdTq30RkkvB8BnTMahWs+zdYFr0qU3VGlloFGcIjKrCF9PyeXDUbnTSNVyixLVzYZQUKqjR3I6P1oPCfyooAhA8V5Csy0BUk1v8MDkZ7xASpSErZRJ17+vK5cO7WLdgHbE1W1GzZVU2fPoT3Qc5cRQsY+qTsRTlKKje0ELdFmZWzAtHUIJ0h6lScy1/DG4B7TULTqvXHK5QKxBdXkH/+tJJTpzWMLVvEu9un4zOR8fE3jMBiYfGdOPBIfu5mCkSod3M11/qOLzBnzRbIK5UD+mDqhK94OJd7x+lVsLjKCsCT0xK56uj8Tz5Uioz2sQA4Ar3rjbo/HwJFYrNtH04kovHU1j1XgyBkTGc2p1H4851OJd1kGKPBtf+m8FdFJRxxNsifnXXvvwne78/yOQH3wERmtxfn3N7L2HK984J12xZjTm73iTnRh5P1BqLpfhmoo3KkSw6/S7q3xnDuzCnkFGNXyXnhvfeDwoLYO7eqURUCEMQBJ5pPI7LR1JKy/d7tTfDpg38XW38Gr+2POulfd3R+v72+TjMLmY1X09aWloZLbrbiDojI4Po6Gj27dtHs2bNSrePGzeOnTt3cvDgwV9t78knn2T//v2cOnXqV8v9J/KI+n+Qb9/fyOLx3rWMwVGB9HymEx0fbUN4XGhpmWfmekN0vv/sp1w/n8bMoe9zft8l/IKNaH18sLut1HjBTNEFO5k/+hB6n5vcLSoMAXq6Du/BQ4/vpDDLSXH2ZyhUj2JRfciZHQ/hsPui0Wtw2lwM7V2DdvMLyF3uXad66Wgyap0Kg6++VKiNQUbCK+i5ejKV2q2ScNiu023IKVLPVqCl+n5s6Wbycov5fOBPDHw+m6R6bUjLe51Xn3kN88ERfHz8HaITvcttRG9WCwQJ1Ple+/2Fg1dQqZRofbVoIn1pH3MGSy8NXxyKQvBXU7ANrKlqgqMCMZdYCQiF59+9SHTFqxSJbgTLHqKr/oCgnI0mUAXO3XSI7ILT4WRUywnU7rUeoSiVw4dDqZzQjmfnD+PLyavR6L3OPG/PnUJAnB2dzsyNqzrWzltPnXY1+fKN1QSE+hFbLZpvP9hEWGwQ+9cdofPj7bl4+CqFWcVEVgpDkkTa9i5i1fuhOGxK8jMKUShh1MpsZg6PpSTPhNvlxm5xML77NBLrJtBxUBsmPzCTwmwHIHD6p0BQwOYlR9i1Kot8fSamFjtJTa3FgFHTeTj6CTQ6NUc2+1GlaV9Cokv4xpFL+0aZ+GTY2fZDIs+80ZRiu5swjQMh8As81h2EaFJRujxkZAjUqf85WK5TMeFHRr91luMHdejdnzBmugHU9XBZ9AyYouXTMSLnjxk4f8RrFpQ8YAx043Ib0GjVNHvgIuf3+nMlS4s2zInTKiGovMvJIps4cAkC2btVvDs2hqPb/WnRqxE/LNjC/u+P4LQ7EN0SX76xhk/eAOuYaqzuBUmVNQTMVnH1vWyy34zGPfgqrZ8oYccXASgcZUfyEa3t1BppZstNb/9a/e048yWWzo4go0sgU3uBCjeSAvKejyfovTS2vaTj/9g77/Aoyr39f2a2l+xueg9JgNBC770jVZoUBekgqKiAgoA0K3YULIAiiiCggggiCEjvvfckQHrdJNvLzO+PxSDHctBz3vfnOa/3deW6YHZ2yjOzz/182/0VlDoGzv2MkLDOxFTvzoUTURzZvIySvDLcFwx4i3+mGCaBL0RF6YAIQhdn8UfQ8v6mbPPdTewlBVYGRo4lJz2Q7BQRF0ZEYjjppwMNS5p2rf+HSRogOCKY4lxrxaKiONfKsCqP06hzXca/PaKCpA0hepxlLgY/2/cPn+PPQpIFJPmfW9Q/7WMyme7JaAwLC0OhUJCXl3fX9ry8PKKion73u3a7ndWrV/P888//0/P8I/5OJvs/iPaDW1X8uyi7hOXPrWFe/9cpt9oqtIAFQUCSJH5YsQfJL3Ny21kEhUD+rUKyOyZhu78m+YfMFJ3RICpEUlonICgEPjq7gNAwJRpOEZVYlepdtgDwdIe5nN9jpHp9B16Pj5iqUURpQ9F+XV6hemXNLyMoOAi304PW5GPgupvkpuei09vpM9qDw+ak06MZnD4whNb3i7Rs8yT16s1ClNbzxsYsmnUP59nBsYyp8zR2QYnP7WZOvzsCLfogHTLw89+vLkiLGOkkaEAZMY2TWLW3JwdvdMZg0WOMdBOcAEaNTPv+TgY97uX5768QHKkHyY3VpmXxhsqMXvIaD0Q+xY5VRxF1XVn7+gZsJXZy0vI4Vm7HVNvPKysusmX9Ada/8x0qnZrE1HjeeWwpksdHyQkvDyzJROykwelyM+2+F3A73aSduUH2tVz8Xj856bn4fV42ffAD3y/djsGiR6VR4XZ5+ez1KNzOgLtckmSMwUG81CUO7w0Zb5CORXPX8MGU5Vw6co0DG4+y9vUNlOT9Q3mRBDtX7sVmdaAqdLMzrzafv5jG5aNXcdicFGWXcOWkn00fnOPzF7J4beAI0jd0JftqM1KbS7z+5Ej6z59Dj6QP8fqCGFpjC2NbXCK/aBY3Lz1CRlp1Cop7UyTEIhJCar09GIw2sm/F4nf+iE9hpM+Ypby/w8HQGT2ZsjqbYW+lExTsY9H3V5D8fnxuH9acduSmG1EXuKnUMxAmkf2B62/Zuoi+0wrxRmk4sCkUt13JtVMZHPn+JC67K1DGByAKYHMR88lNzpzWs16RQH2yGTM7n4Hu84wYdwN9LZG8R5L4R3dj5ukgNAdcVGsaGL/0TAOZmTqcHgXqa07k21oBNerZafzRWTQ5LmRRwKcSGRgzlsyCuUSGraXrg27qdajF2b0XcZa7UKqVqCwQMzCQDKEs9hK6OIv2D7Xg/IELv6nRfS8IDrfQvHdjpn8+sWLb4hNv0PfJ7gybN4DH3hn5p4/dfkjrin8v2HiFph1LObvvIuXF5RWywQqFgnrtU1Fr/hpdt/4VqNVqGjZsyI4dOyq2SZLEjh077rKwfw1ffvklbreboUOH/uHz/u36/j+K9LM3eLzZ9Ios2p/QfUxHJi0Zz+JnPiMyMYIrx6+xbfnuu/bxaxTIehWqMneFYEfTHg2YvvIJ9AYr9hvDMSSuRRADfYZdDhe9jA+jN/q57yEr65eEEpkUjrPMRVlRIEsVI5hfNlD6hB2VRoFa52bEZ7lc3qjlzPY4ZmyLQ1XcgyrV83FYT3F21zZqtCjm4P6O1Kh8lNVbKzF06OuMqTOd8lZBDEu5wv7NZnJuaNAaNTw0sx8/rtrPWWM53mgNIetyK+5HUMiouiQjHM5Bvl9J10QHDas4aNQuB0EMB38aXq+F9EshVG05E6VwiQWTsvj+7FUs4U6Ulz0UXtMSFGLAHG6mJK8US5iJknwrjjInqdOdPD4qi2EvN0e9006UX0vhrWJMYUa8Hh/OMhdSihp/8yDk/eBOCse44zKCJBMaG4yzzEXTASWUVDNyapoPg0WH3epEVP4ydqvWq1AolTjKncgWBaJPiSCDbHOjS7AgI2DwyVidViLHKcl+9Y6qGjJ0H1rEoW0mivMCk+qXBR/zdNvZ3Lhwt2X3xOtufvymMm/teYveIcNxljqRY5WQ40On09B96C3q9HExb1415ENOImI9jJhhx5z8OtbsszRpn4HD3ZojP9joPNiJVnUGGQ+eks2sX96c+h0MGKPaEmRpzfF19/P6k3FMfquMZS9rcdiN6IN0xMRlUrWOk/XLwm9bdXKgGYs/QBBKtaJiwen33hmn6KqR+L1+8m8UEh4XyrzPC0E7mNXztzL17b1kXNawflsMey6F4910dwlTce8UNGlWDGfvLsWJnChQ8q2MJ5C+QUpdB7YyBdnpGtyxBlxJQYx44xTXXg9l/sJMRHVDBNP7zO4znyObT5HaNoWctGt4QzyUnVbSoFMqOekFlOSV0uPhHMa9ORtR+6/VN/9PwO3yMLvPfM7uvUTPh7M4usNE5nVtRWIgBDqwPTxr4L89kez3XN9P7b//nl3fC1p++4e4aM2aNQwfPpzFixfTpEkTFixYwNq1a7l06RKRkZEMGzaM2NhYXnnllbu+17p1a2JjY1m9evUfvte/ifq/HE6bkz4tnsahBu3JfEKjg1mZ8QEKpYKsazk81WoW1vw71lVEYhhNutbn9K4LlOSWICNjt949WQWFGnA7PRWxwf5TejBkRh+MFjOCEJgkSwtLWTzlMy4dvc57R+czsfl0bvysTrTkgRrUPmvFVmLHXu5EU8lF/Fg/F6cENJbHLcjhoBhO9jsCc1Y8QXDwS9iy80msISIi4OBJiq0deazxs7jsLjr0s5LargPFxcl8tPUHtAfL77pmpVpBQo04LpQUIJhEaqlyuHo6CLVBplpNO+ePGKjXxoapRTxPjU5HrbECKkqLFGhjklBo3+Hszn1sXHyMyMQEqjWuzBtj30ceHIRDpUa3vOhXk4xUOiXOUUF0r3KLjVtjURxxUCU2ityM/LvqhhkQjC9DQrjqQmF1I4YDEkhFoFAp8Hv9SCoB8Wcynz/FMiWdCD654jNRIZI/tAp6bxFBX5ZgDjfhKHPgjDch+SUUV4qR1CJC4xCE/YWB48iBv+SaTjLTNHhcIqZwI9UaVeHy0euUFd49ngq1SGR8OAv2v8TBTcd4e8yHdy7r9gJCnGZGccGFs5IJ904fhvMlmCMCGeNKtRKVSkFYbChDZvWjw+BGIJVQnFfAmQPZNGn9ArrgBYiaZuSkZ7N02kouHTlBSb6EzyXR7sGW3Dq3n7xbPmzWQARPBgqnVyL8lRsV1xIWG0phVtFd16413pF5dcdrMeS7SWmUQuGtAp75uA5O/SbizFqUzss80a0qKjUUZKsrzgE/ldfL/KLQ/h/RKBlfuR3l1Ty6Lsrh/OZg+vcaTfeHykFQk369KY/Uf4bBH1zDkKvm26VxSLKSkHCZtPPgv/1MP7u+iOikyN8/1/8n/LwP/a9Bo1fzzCeP03bA71ucfxS/R9RP7Ot9z0T9bqsNf5iLFi1axOuvv05ubi716tXj3XffpWnTQIJou3btSExMZPny5RX7X758merVq/PDDz/QuXPnP3aj/E3U/yfQyTgYSRRJiLBhCfOSdjGM8W8Np/voTng9XnoHD8PrvFM/GhQWRN/Hu7H61fV3Wdw6sw5nqROVTsnQWQ8QGh1CpZrxnPjhDPcNPEFI4sMIqmoUZBbxyewv+HHlPvxeP5VqxVFWbMPlcOEsdWGp6sFuVeEtENAFaZEkCY/bjS5SIDQoGlmGzMs5BIX4eOTFSnTom47kvYhfUpBnq0alaisQ5BIuHnMys/sr2Kx2TCE+3E6BlMa1ObfvIrIk03pmHuo8JTu3RyBmgSnCTHFWMQazjxa9C/nhTCXq32cnOtNK036TSYx/nZCoSFTiBUq8iwmOaYY1v5Qrx6+T0qgKYTEhdNMMxuf1o1ApkPx+ZAm81bQoL7tIrpsQqL2WwRRmpKwwkMSjSoKOI0r4/vVQPI+Gonm9gPjeLm59c3fv7IfeL+fIeh1X9qqJeFREHydzc/IvM6k0ejVuhwe9WYdWU0bqI362bAhHk+5G65Xwef34RQHR+8tMab9WROGSMId76DSvhC+fjMao0+D1+fDeXngpNCKyBJXrJVGlbiXKimzs/+YIP/cDD583iMr1k2jesyFr3/iWpVNX/PrLp7j997MmWCqd8q73LTjKzJiXh7B93T4iqhmZ8tqT4DkMghYEPXLpdDaviiK65iPUqb+SXRur0u6hEVw98AZvTTiEzRaJ1+NFoRQpyQmU2egtWhxWFyExwRUkIijBYNZjK7ojbVo0KJqQtTkIMkgakfJJlVnZpzE7v7zFmPmjKbz0BGnXMxG1+bz7eTLl38g47SKyLDD743RemVAJ76/UVENguPQ1Lci3XLhsLmIfk8i7oWfZF+8RrTchOTeReXYpj/cw4Cr1oTfqUChEhk07h0YHb05MrDjWC5uepVn3hr8+xv+fsX3VHl4duvA3P1dqlGyyfc7mJdvpNeG+f9t5/38S9f82/o5R/5ci4/xNrp+7wb71h3ni9eEobF58XhjyciFSipe3xy5m4+IfUKlVfHRuAWFxwfh1SnzROmwl5Xzx8jo8Ti+OmkG447SotBIz3ruCQq3gsbdH8uC0flSvex533kwemtmP0KovIqiqAbDi+S/Ztnw3t1s0c+N8Jn6fv8IVFpTgp2FHK33n5eLDgcvpQZIETNpIrAXl1Kx/Fa1BpsvDqTTvGcsX7zZAZR6PNvYwSTW/QVQEISgTSK6TiHzbjC0rVuJ2Krhy/FqgXzKw/5Vwomr7sI+Lwuf1Ex4XgqiApPrlXD5noHPjG0zsH0T34UE0aXMac4iDs0eCWf/pfZzZ52J0rad4KHECLzy6iNE1nuLj6SsxRQSh1qnQB2kRlQoEpYCITK95ZWScvYm/khpvB0MFSWuMarzpsGVOMIJNIm6tjMagRvqHrGFRKbDjgIG86GSSx+ox5ZST/lxgIQOBrlvaIA3GYCXDtthITnWiUDh4esNVpHIHVfXlNJ+vQZ2qQqNXo5ID3/lHlD8dh7eZnkKdga+u1QATOMqcJFaPq9jH75GQvBJXj17n+49+pLSwHLVWfddxTuw4Q1xKFGVF5Vw+dnf3p7DYQHa7weRHRL6LpAEadKwNIkhqBbIQkKX97qPtnLx8kdCG37Hune7YHNUR1PVBmQKmedRo2YfqjauQVZrPjtMbsaYPpnqLAUxbMZEpH7bGZHFXkLRKo8SpUqA36SjOLkFjDGTvyhJ3kTRA6JqcCk+I6JaI/iCTDYtz+P7jE0yoP4r9G69TnG7HerMpqTEi8w+nMendm/jDRN6ZGovXI/LYS5lUTg0ct2qDZAY8XsSgx/PQGtRMfuoisuwBGbIWiZRfU1YseERdT4yxwUT29xEaFYzL5qbvE905c0ZHWJwHUbyzMnKUOfD7/Lw55n2Wz15dUer2V0Cnh9rw2fVFTP5oPDNXT0L5s/7rSpWE3qhCFEXC4/91idR7hYR4z3//Cfjbov4vRGlhKQOjxlVkOQeFGkmqGceZvZcwR/goLbgzWWx2rUKlVnHrchYPt3mW57+7xtIhYeRc1QZaQlY2oHKDlGlHoQZ9kIE1aQ/wyZyDDHlsHZtWNmPgs08iqOtVnH9Q3DiK80rA/zPnoEggmcSoorCyiaRGRdSpms/+uWasqcEgyURekoiMC2P4rDDqNfoatcYAeBHMzyFo78S3Lh+9xuHNJxg2ZyDHd5xh6tC38GgVaG/cES34yWqL7+4gv0oUvg/ttH+shD49nOzdZUQuV9CgYzL127dFlpxcOvg9B0/lsr4oGc+bJVRrWBlRKVJuvED/2VbSlwmYo2qw+xsNjbvX58eVeyl1ezDHhWHzZDP180xebhaFtV0YCtmP8ceAFVe1URK3Lmaj0drxuA04bW5Uaol6rcpRGNrS/qF2CPgx6zcQW2c4IZrp+P0SeRnZfLH0AarVhs59NqEwjeHED/to0PocHpcHh+9BQmLbYS94kheeTqFWlSr4W6bhOWDl8i4lxbl+7h+t5OxhE0d+sIMMsk5ACFHgtSiR9Ar8tXSUhEYQ9d5lzHotKU1yqdHFxefTIhH8UkU2r96spUyWcVS3oL1VirbIQ2xyFFnXcmnZuzG2Ugcnt99RqWvUrR4ntp3hqdcyKM5T8d7WemivFqOwByz2NgOaceX4ddKNatQ3i1E53LTt34Ize84T/LyVZrGFLD5WjwYb1Nw3sj29xt+xwuzuy+Ta3VSS30HEB94TnD15H1qjzPef5lFe4sblS+RIqoRuWT5PzU3jq48ak3WlGM/tBi4AMVUiyb52J3O3QZfapJ+9hcvmIig0CHX9XB7oncue5ZFUr1/E8lXxPPJOGX2apHOkNJoIjxWtx84jrWsy8PE8kms4eX1yJdblr+CHjxeyb/15SkvCyLtRgNPmqvi9CTqBzuM7MeTR+4mpHMgS3v/NEd5+ZDGlBWXogjQ4y92Ex3ooyFJT3D2KkM25GIP1rCtcztz+b3Bmz3mc5S62uP94rPN/A5/OWcPnL3xF5cfd1NGUkXdJz9xv1yEI2n/+5T+A37OoJ+ztd88W9Qet1/3luehvov4vxaiaT3LrUjYABcPiCF2TTa9RHfjug+3IyUoUbh9SFox+ZQiDp/Xh8rFrvDZiEYk1NFR/5DihnkJOrrHw49EaFIaJtOE6rfqlEpscTljIGvZ9H0+X4V3wC02JqlwZQQxYUT+u2suJHefY+smPIEJh/1ga6rJJ+0pE4wWlQUV+pySCd6QTbNBTs0UKphAjm5ZsR6VR8fSSnlSKX0FcioiKIjA/i6jrc9e9WYvKGJnyBEHBBh5fOIa3Z66g2OFAuhKIRQpKAV9KHEGZhYCNwavs5K330vPJYiI1XkSlGZ1BC/phiMYRADzVcibHC4pQ5ZSjsHsICjFiL3MgdFchjQpB7pND6/5NOLjxOD5vYAUSO0pPRKKXwwuVqCw6VDdLQfZiruNn5LOXcWVHUXJTQ1iUj1bdCzh1bgGJUU8TGhOOQe8hu0QmIqgIvxxLZpoKbYKI0ZmPOaYzO05n077qHlxOI16vjfTLFqqlWskt0CM5fVSqqqK8RMQcbsZRXoDBZMIn1sVWaiYoJAJP6WbybjkoKkgi7ayLj5+XcT8WTvROG8WXXRWLKGdVM/qrtwVDjCDdH0pG1Wjqrz2B9YoKtUaD3yehTjBQ2kKJtNOBId+D5JdQqpXUbFYNg0kfcI3fxsob7zOhwTTKigILJ0+EAVWRE8Evo9KpiK0cReaVHPz4kL2ADKGxIRTnFDNsRi5nTuq4cNyMOzcQn5+4aDQ9xt4d15OlcmSUYHsbfOkgC/jdRxBEPZedU1i95ALuo/vJvByMJSqBqyfTMJhU9FpaxOoBvz3nmCKCEKfJOG8I+D4pw18e8HwkN0jiXH0dO98dgaQK4eq+LVSKeYm9p0w0q+lFYxRQGu5n17pyWg9+jq/fGcrZPWWc+jGQUKnQiPjdEt4kDdQ38cKDD9O6f3PKisvR6a3kZIhMaT+bxNR4gi37kXwyR86buflsCmHjrjF58SN0H90Jn9fHvDn3Ybus4P6Bc2g/qOUfnhv+J7Fs1hd8/eZGPB4vMSkRlORYaThYYMicFlSJevTfeq7/S0T9n2H3/40/jA9OvI5zeE0kpUDwt7mIbonCW8XU65iKsrqSqNGBCejj6Sspyi7m2/e3ckv0c+6SjcUjwlg8pTaZGa1Ql3sxZTi4b8zj3P/EDOo0OUd09d48NK0FpbZuZGeoKki6JL+Uj2euIizWgkKlwNW3MtHnnTTqZMNVM5jkmuWIfg/BW9MQbF7sZQ72rD3E6d1neW7VY3xXMgnZfYRDu9uhDF4A4Zt/QdIAKpWSOm1qIChEZvZ6GevFHFrVq4oM+ExK1GoVxnInHYa0YvScm6wboaHLA5AQLGEwN0SXsI1TZ19gQNJuXhj8FpeOXKUgpxh3qog3IfDjdtqcSH4J/7dufEPz8Q8M4lyX8/g8fqIb+qg5tIzC1eVcf8eON1yHt9yF3+unVa9ihr/hJDxqGj0HCgybXEr3YcmUSGrq1H6c7796GLWqGFRViU5+DaWhD9ropVRu8Q4RQWbM0bWR1R05+F51fNqXWffZAATDSE7tiaSoQI9a56XMr2H/jkRMUa0QTc9hNEchyE5UooPgyBiUSjfaoEiikvJJrHWUNj3z+PaWxHdP7Oa9VcdIqq4lLF6gcbuyAEmLgQQ0vUqPf1MZ1dddocWMInSREuawIKISw8HhQXe9nKrm0IAcqE9GrVEjef0UZhWjVN9xs9vLHZTaHAhKqPtYKSZnGcLt6gCv00vGuVuQIGEcpQEZvF3M5GrcyBIstLWl22N51KgSIHm/18/Cxz7CZr27kYMgBiGKOkTTDITgJax8GxShyxGD3yBMuYA+o/bxwqc3GDQljl7j64EEXg+/S9IAZfllRJ/MwV8s4vUEXLjVm1fFVeYg7ngZHncEWqWZ1DY9MEaNo3MbKwpdEm6bj9LMVTRuuYl5D7xJWXEPTv0YjKYqmHsGSBogVLCR2rqAp99bjcfl4dv3tpB9ehYanZrk2pXIOJfJ7vVm9m600P7ZXBrsPo9SoWDnF/s4f+Ayx7edRY7T06Sjg/ST9y6E8r+Fr974FtWACKo38WDNKQdZQc6tKnjU/f9Xr+OnOup7+ftPwN8W9X8xzl2+waQaT9+1LaFGLPZyB0WZd7I0LREmHGUunBF6jE2cyFY/ijMa/HYfXYa347F3RyH4LyGXvwNCEOj7IKjqkZ/pZHbv+WScy+SxhaOISY7CEhHEcz3n4/P5KHN5kMrdFTHAXiMKSb+WiqgM5ubFKwx+vBCj2U1czVSqVd+B0xGCIXYOou6Xov3lJTZm9nyFG+dv0XRES46tP4ZOocRWbCcyMZzyYhuY1FzvoKBTtWskZBTRY2hLouOdyJ4zWAsEcm/6qNJqFGP7X0V14zwFOWrcDgWVasVy63J2RZ2tDMgqEZ1Wibs8EGD1tTQQ3ErDA6qbLJ9vQKWX8JQpSKyloazQxktb30LvfgBzqIRCdCCoEpG8t/ALTdCbjFzM1VHFfJ6dG1LoPKQOgjoJUXu3TKMkeRAEGUHQUF5iY/7D73LxyDVmfP44338wk8hkGxfrJHL5aRf1ZuqZ8ehLSGVGMs4fIeu6SJNutQmO0IJUCt7DeMu3cGp/HPWa7UQp5vOTL9sndETFJa5nDMFf9i6Hdg9g74YSsq5ko9aBLshAcVaAKE1hBizhFvLURfgMEsJxPz63H4NFT0SlMG6cz/xFiZixRgTZVYwYL96izUtFnH5CS3ne3THun8PdLwThhBt1hh1dmEyz9g7qNi1iwdMJdx832MAjbwyj68jfl7eUJD9SYXeybkiYjbd4dlxVBs8awZ6P0jmy+QTmcBP5N4pAAIVSrCjdcve2UFlRwmOTMripV/LBuKpw0oU+SI9GqyQiKZLZayYzt9/rTF/5JHFV9Fwr/gAy6qBnHpYoG2rRhzJiG6f2lPFM5+dp/qiDy9vVlFwOkH6tiV5Sh7lY+lp12lqDqd4omuR6GtoNGA7c7QmT4pWoizz4HCIqjRJRFPH4PCgMMp26FREW48chjWbCm8N/dzz+N+FxeZjQfAihFhdnDxrRGTR8em0RQcH/funQ37Oox+0egPoeLGqPzcuStl/+5bnob2Wy/2KkVqtEq35NOfDtYaTbSbY3L2bRdUw7tny0q2I/a35gUlbc9ODJEaGnBneYmypxCQGFMtubyIKJoqKaGEIS0KmbIwgKZvWaQ/rZgLrRwkc/whxuonbrGiTXqYTWqOXG+UyuFxSjLHQgABs/CwMpl7Z90piyJxFHWV8OfOsmc7uIKWYwsVXrI4i//oPesWIPFw9eAeDbAyfQGmVUlwpBhvQzN9EYNHhyiqgXVk79mkXU7m4gMnwjn70xkqikPmRdvULnEfez71g+xcoDfLH1Ch/ti2fLiBBunM+qqLLRVxMZMzePeZ81RUbAeDQLkyWIlFHZXF5bD12XVLS6I0x4vgCXJ5Qeg4/j9ysoLHiOqGpD8Du+R/LmIeq6ojbrkF27IOgFagUnIEuldJ3w2w0WRPEOmR3ceBSDxcDKtPdQKBXs+6YfxYVOrk8/hbfIxeWXFKzM+pH96w+Tkxao6dUZtXxbtgK/v4jvlmxn4ZQy9KZ0uo8bQ2rtz3B54omKy+J0upuBvQpJrprJoT3TaDnaTOUG4RRdexV7qUyNBum8NjGacncQ5cV2BEHE7XUj6EVkrx+NQY1GpyHj7C3iq8VQlFuCveROkpYnw0pIlpX8KVUoy7RSEBOCocSBd6wJ4dNSZA/4gtWo8wIlUn6TgC4v8P0wi5vGPUp578NEQELxRDDuIxJisJ/yy27eHP0BlnAzzXr+dga0KCoQI7aSEO5FKpnJwCeDcZa7mPVJMLJiErn50WxZshez/mMkn4dlr8Tg8/vRbLCSicCnvZO5tkoLx51Urp/IzQuZ2JonoTyfy7P3vYDX4+ftcR8SnRzJxEWT0DbSIvka4yx8EI+UicJ9lHrNPDTqXIvGvXZz/oiRnxZJ5xeqOLdQhYksTgpZ5KSd4ObVUr5ddIHJHz2FcDsDMygsiKxuQSR9l0HjPmVsWRVIxBq2Potkg5tlk1pz84sswuMP/H8n6vxbhexctRevz0/fx7sRHJLKlZPXsUTpEZBxlDv/R4j6/xL+tqj/y3D9dAabP9rOxIVj7tr+xpj32bpsZ8X/jSF67B4Ho+bn8NmUSLzuwAQREmsh+dVsTJe789Qzo9AZdciyh8zDnZnSvwoJKXG8sXMeAJPazubc3ot3X4AASpUSv9+P7Jeps8zPhWkKfMUgqwSERmbWrrwPc0xXBNeXoH8YQfjn68VXhr7Dj6v2AZA3PIGIjTmo7H58Pgldc5E3XrjA1WtqmrWGIL0Tl6cqZw435oe1Sg5uOI5CqaDNgGakNK7M4smfUWmCl8IQE/YFLrDLmMOCuNEiCM1ZK6JHRp3lRGyuRl1Tieu6kogqfjRXE5j7/jhMIUYMqsUIzk/IvGkmPEbL2Us+mt+3H1l2I0ulCMKdkMC9wuvxsnTaCjYt2Y73dllclfqJfHD89bv2sxaW8e6jSzn2/Umc9ju12HqTnlW3PmBSq1lYC8soybEGjjs5julNIcxQk8xzm9h0NYj2NS9yIbYq9+ll6tc+j1YbjChawLKYonw1D1abiNQ9kvquM1z4ISLQW/y27rZKI+F1i8hKBejU+LUKJIse1dV8vHEmLOVePB4vqsYSkePg5pMyRtFIqdsOZRKeSA32xhZCNgWSuZK+0FK8TUnpMhsGkx9r9RCkaA2aDflIUWpku4yolsAmIbhlEODbshWBPIM/AJvje1Rl09l7PITMvTEMm/Uwl06UcvPku3zxvgm1TiLj9K/0mQYkrQrR5UWtVeHz+Sq8L3FVo3G7PLTs24Sh06uhlJ9B5fegND9K3vUdXL9ymYWzEijNUCFLMn6/TPZTlUlekon7Z89u3qfp1GnbmrPHqzK7/05UWiWSX8LR3ERKcCkx7cs4vzeY+p0KqFtuJ7rJFJbN+YggdUte3Tqr4jgFWYU82nAaBouB59ZMokrdpD80Rn8U2ddzWTJ1BSd/PEtEfBiCAKWFNjxuD7bbsqjtBrdg5qpJ//Zz/55FPXr3wHu2qD9uu/Yvz0V/W9T/ZUhMjWfbp7vx+/w89cEjFduffH8s+9YdqhAvcbvLiW/iYvfeULxuAaVGid/rRxREWklj6D73fgRBgVQ6E9H8Ek/1rozcwk5045CKYz63+immtJ9D1pU7Kl/IAcGLn7Jrz4wWMYUZ0cVrsSSG0uzVTlgi1MiO5aBuiCwJnDtwkeJcK8d/OIU6Oo8z3+ehxERodDD1O9Vm85JtdyljhX9xC8EjU17TTK24aJoN2kpsokBouA88RpxBMzh9IobKTZI4PnoyAH6fn51r9nP1ZBqIcOMDFZLgpOiBaihKnWgP5oFHRFXgRmnzo1CJqBurWPzwaUwhHtRqL+VSCWb9TARVHXCswaseyGoxjqdiH6ZxfKD0TBA0CIqIP/zcZFnmlaHvsm/dIeSfeZIjEsLxerx3aTFvXrKNQ98dQ9B4+HmaiSXSzJzer5NzPZ3aLW0czTEjPGCgVk46uzYKjH36SSo36UHWrIf5/MUk6rzmxWXJpKhQJioyD0lwoCzqSFjo28TFhtOt4V5OHQ7Cd7usTvZD/siaPN/hO64WRLBlZjBykA5FbgmK2w0evJFGHFlZ6CIlnHsUZOwJXJtL70ZwBG5MWe7DF6bCWc2A7rKda6O8iE4XAjJv7zjPxDa1cB8JxLzF3H+o7QIEEdxO9x8mar2uI7K7Fx0afoW/fi7e8qskV69EUp3P2LV1PjZrYYVC2z9CdAUWTh7X3Up+mVdzEESB7z/+kcObjvPBsS0c2zKXZu0+JDLaiCGkBe7cTPweCVkZUJaJffv6T51iCY0PQZDgvdlmVly4j3qdGtHnCS1bPt9EbCMXV06puWHQ0qJTEcbUAix5HjJymtF8aDIdHuhLqx5362c/1mga1vwyrPllvDR4AZ9cfOcPjdEfxYb3vufghqMoVArKivKZ8lYmL0+ohMcVeG7mcBOhMSH/5Cj/fkgy96j1/b9wMf8G/E3U/2U4tvU0Xp+X7xZvp1ar6qQ2r86V42m0eaAZY+c/zILxSwBwNjOjbKrk2ssyggjPfzOVT55bTe021ejWpxjZOhUh+E2KrA+i8pRSVlCOuAuuZt/iWvd0qtRLIiQqGHupA41BhdvuJaWenZEv5jH5pWaoD+WjUiuo2TyFE+6bKOMElizuz2ujtnJ6jIs6HTsiaJpzYMNh5q35jiqlCpo3q8mBgxsoyNZiyynkmgjHt5/G5w2Q/rBncjmwxURuZjg2jx1nsoGkoVF0SwlFo7HidWm4duNZ6lfvTJX6+YTFhVK1UTLn910O6HurBQozizGFGLGVOigbGoavkYArIxTt2VKi9hfSa6TEzg0mRr3Qh7oNP0GpBYXCi88rolGkIfti+ejlEsa9cRSNoGB6+G8/i3/E+oWbyb2ey32jO6JUKUmoHlvxWU5aHnu/PnQXSViizEz7bCLP9ZpPdFIEo15+iMwr2chAs7cKKUPD6Qm6iv0bdKzN1uU/ktTIzpjnszi6zYy828mVEhWV6yQxs8cryMgUZYVQs7GNAeZctiqS2FniJ3+Lls4JJbRoWpMY9WZeWn+DImcfkmr3oMV9BWx8fytVGyaj0mpY/2oEDzyZh3msli8XeQN16z/VyJ/NRR8lkjTIxoUfghFiFaiPKXDcdo1HV3LTb1wB4cnXmbmnOgDaED+qSBjcNYf5I6pW6Jb/Gt458BI1m6Xc+6D/DKKgRjZPQy43s3X5CRoPMqBS1sHifpQnXuvGd58FoxAuozVqObP7PD73r7Tt+hXUapmCNa+MnLQ85g9/n+e/eRNZsiIVtESvsjHhlSpExl/mqdlNEawuVOV2PIIGVaGTdgNaMO61h5H8EqJKiQ54bMEoPP4yTh7bjjrfiatnJb62aSHfQ8SuPHLTbpJafwIF18ffpQH+aPMnCamRSUlewDIMj/ufJ8hH3hiO3mRAIQqsX7SZOcNC8fkcGEP0KJQKdEFa2vT/9Q59/5OQZBFJ/ue50veyz18Bf7u+/8Ph9XgZmvwo4bGhLDo8n7fGfMD3y36s+Hz4i4M5se0MPreX8LhQDn53DK/TR72ZNq7kNYIvbzBrSQ77f0ilXpcBVEo+TELcWjA/j6jtTG/zw3SeXUBVk5U3Hgn0bG3/UEtmfP4U2el5TGzyLMYQIz6vH9lfwIAZeRxJCOVoLyWVa1fC4/LSsL2SYZMOoNOXklO6koSa9dm1Zj8/fLabjPM3yLbbUZZ4iK0cSfbV3LtvUCAg7i/JCKKMLAtUSXXRZ1QBHqEd3Qeex+krpCxXRUS1qTiUtZnx7TtcG59Lar1qtB3cnHceWYo/QY2vtZGQ75w4y11Ifhm/WYGkElEVelFpJFr3KCUizk334WZ0unT0Rj+5fgnfrcokNpgCCjOCqMfhSMRg/udN30vyS1FrlBjMBt4a9yHff7QDSSlS3COZsA3XqN6sCq/9MBudUcf+DYeZ2/eNu77f4cGWDH9pMG+MfJ+S3FLybxZQ3igU3bVypDIHr6xO45vzCRx/VcRXKoAUaDgitdcjnZZQFbkqjlW7TQ0USpFTP56v2GYw+Ynp7OeRl2/w8ewITu+KpO2QHMY9JOLWFXB+dyV6DgwGMYKtX3cguY4Oyfoui+d5CI8r48yeRIpzbfwU4LdEuiktUCNLApJOxN3FhPm4A5VNiYyE1qClvMiG1+W76z6VUaAKB+dZ/im0Ri0T3hpO9zGd/vnOvwNZlivkbqWCLvj9HjyecL5fXYOqTQfg80h89PnLXF/tR/b+tmUmKgQiEiMoyiyi8VuFnF1tJrF9PZ56cCRRMdtQ2hfjpAO7d33Np9Oq4onUYHlAwbUfQygLNlN5ex7rCj4BApUGOmNg4fX2uOmc2H6O0c/m8saUeCS/Bv9jBlrEZnDkQize5U4sYWZUWiUtezfmgcn383ibUTToUcKejyPwukW+96xGoRDZ+cU+6neqQ3CEmZk9X+bollPUbFGNBXte+JfGcPWr69n4wQ+otSqWnHmTS0evMbn1bAAEBfR/zMLRrTk8seRV6rSu9S+d69fwe67v4TsHozb+dgLjT/DYPHzafvVfnov+tqj/w3F+/2WKs60UZ1vpohzInK+f5vTuc2RfDyQYffrcahDBXS2ErgmHGfadio87BpGz1YLKlEPl+uU43A2YuLA3kt/Nts/1JKS+hqBuxYkfz+IodxGnsVK3QRk1G9m4cMzI/q8PM/nWLMpLAp2wKtepRPr5W5QUaFifG03WJAGd1kvjzqGU6CS6dD6KMbQZaBoSH1MPAJvVzvFtp9DXlogYHUThfP8vSRoCQh0+mdBkF1Xq2+nUt5Sdn4fStP+TBJkk8ApsymnAJ82/oslDV+g2W4P1rav4SrSc2nmOM3sCxKS46UGxsphyowZBCrSLbzi9jJOvmCi6LxZLlpUuI1tTvc5p1Ir9+HwaHDYd4XE70VW6O25p+O18MFxON2tf+4ZTu85zYf9lIiuF8+nVRRz45gjemvE0S7hMTmsbt74TuHToGg8lTODdwy+z5JlfSnCePHCB3Z/Pgat+JLcL2elFvlmOt8SFQanixYfjUdcVMNaRKT0UKJnq0LuYgkYCe2IrUf3oRfIv6RCUAo5SJzcu3rrr+PYyBfuMqVytpgIE1IKLgwuCOfQhyE4T4ggTLlcWBqEEjyeLSslaFL4y5n6eh1HtRhGxnNPfP0VsFROPdlDSaVQ+B7+OpCRXjcPlJlVRSEauBll0MWzuYL5a8D0mi5OSfCWSdIf8fLmBP4CR03PYssaML0FL4S0V8vW7rVqXzcW7jy5FkiR6juvy2w/in+AnkgbAsgyXay/uoCTqt/qCuEpjUalj6U5vCqos44elRqxFGiatKuS1QVGInjuxCa1Ry3W1EyFBx8GcFKRzhZw9d5YnF85k5dUJKPGgFQ/QILUZ0SsukKPQsHhcJLrrhagpptwjcfNSJvogPZPbzqbtoOaMfmkIo17oyAOjd/N071jcdgVKDYSfgP2Ho3DaBLQ+GZ+6mP7Ti/jokUJ2rNxLRIqL5DgP5yK8tB86iLyMAub0e5Ub5zJpN6gF8TViObL5JAAXD13502P3E/JuFJB/sxCAB+NHMvjZgazJXcKgqHHIfkg768ZmVWLNL/8nR/r3Q0JA+mc67Lf3+0/Af4bd/zd+E/Xap1b8W5Zk5vZ7na6jOxKeEHpnJylQMpNcw4nH7UFQyfToN4CPVk7lxW8fIT9bj1w6C9H7A13HDccjNSHj3E1qt6rOsosLWDs/kusXtNhKRUSjjFfv4+rpdMTmDkSFggPfHkWWYcj0gUSdrE6wyUCXIVWIT84kKuQ8kq4JZYaX2be3Ou89uYySfCvVGldBVIrYTgrkfSAh3nYz3u4NgbVT4s/uUqb5kHxatrahEqKYsTgTjfQxgmEg+aVP8WGXb7j1VBLbsi4yZ9pGcg/fiV1K/rsdRt5Kocja27XSGi1Vm7tZ9+Jutnx/mmrVP0WlykUhmtCYBnD5+mIUqnuLg/r9fta8vp5T6zuz8qV1XDx4Fb9PIrV1DQCqNExGeSWbtBMqyt/MwhcVWL3brHZGVXsSa0EZKAIWsQxIKgGNqMQ/txhVogtDCwk5Sok6xI/C5cdl8+CwaBgwOg9joYPyemZsDS3kZKipfKOASnuvk/pwYIKUfTLXT2fgl+4mvU7D2jKrdiPia8RVxGaVVUS0D+pIme2jjimTFbOCWDLHyKfzFXj8E/HKjdAoZApzNfg9hXhVc7h4sgHLDjpp3X0WHx0dxPILY5jzaQQPPZ2P3qKlXd8ySrM3Ul5so8ugYkKj747z/oRqL3jYsi6EtkNymPvCNRwDQhF+5gXXBmlQ61XIAiyftZoJjaby1VsbKcgqvKdn9FsQVXGUKZtSKhvBl4FK4cTrukBY/rtEx3Zk9IuhzNtfzFvbqiP8rBRNY1TjKHXSo90tatQqRH4xH6FEghIJtUbJmHqf8MH8R7mpfRadKYOyjBq0jSsgLNmFJ0qDSvQT297F6JqTGFb5MWzFWax+5RtO7TyHKaIjhohIZn1zk8GvZCPLHjpPPIHJZkdzyk72I9UJriuSnavFEKLnRrNYBj9eyvK5cTidYexec5ARKRMrGuFUbZDM8mXfEPmZFk0ivyip+zP4qVpEVMlMfOkyi6esYGqn54muHAEinNjppChPRWTSH4gP/Zvgl4V7/vtPwN9E/V+AeRum3fmPDMtmfEHttjVRqG4/XgUENUzns1crsXpgKLJH4Lul27FEpqA0dOLaWSMOdwOOHHiAVS9tZGD0WKZ3e4mR1Z5g37rDJKQ2ZOOJEOwqBUHtRSI+0BP3uI+B95/GbrXj90pYc0vYvfYgk956lKVn3uL+YcexxHagzejXWLEGPtqwlRee/4gNi7YwKHYc7z66hPC4wGJCnetAuJ3V4RtiQVHPgOFkHuZwI87kIMKGGxn1sEynB6w071CAy6NlwifJlOTbMQYbURZ40GQ7sVc2491eAICoCgyGqAhkCeuCtCCA/nIuFoNEwy4GHk4axMJlxejVUWRdV6LU6FAGzwFNOwTzszTt0fCeeui6nW6ee/EzFn24iZfGhyH5JNo/2JK5659m8pLxQKB9qODzU5KvoixXgee5YFSxgXt2JeoobmgECfKHVMLbOojywbGU5FpBAtchN7ZNXvDK4JLoOzYPpcqPVqFC64ulVotIajtEHkwtZ+6naVhzRSxhAlEmDZXflOnyUHHg1fiZx1mjV3Pjwk2WPLOCrKs5FbFx3xWJm9Yo+tbJ4+rXRloPaMcG6+d8U/Qph7aU0DfhOi+Ojefgzabk58ZxbOtxmrRbgVqbRfXqqxG9WzEHZVCjzTyKj8/AFGLi0qmafLXIieST+eKdSO4fUYjRfDvv4MUbdB+bA8DVF1XkXNaw+oXKLJkZSfCi7ECv6dvweyVEhYjklSgtKOfaiXQWP/0ZD8VPYNFTH+Nx//oC4F4Qq0umsjEVwfIuBM0FVTwJte3UavoVIQ2yKLtal6gf1Ai3+U1UCsQkRyIFqTFH+Rg0+k5nuPD4UEryyyjOs7Lxgx9wXUwC/bcktRmHyxHFkEcyeWbBNd7fcwmlDjyJZhQRBj7Ye4VFxy9zYOf3CIJAYfFrfPZqKnpRQjkthK1Hq+LIEDGG6olefIkLidF882MMdqsD8w9XeHZHYwraVqZhlzrkpN2RR01pWoUl0z5H73ej/rEcdwa8tef5wLvncNPTOJSexiFc+INW9uSl4zEGG5G8AgtfiqP/9AJunMukXofaxFeLqdjv+NZTf/ax/I3b+DtG/V+C10Yt+kXf6AoIoA/2Ex7hYcqHDVk4xcmrP8xGNOTgtL6OWHCERTPC2fddMJYIEyW5d9peKpQBmUqX3YXD5iS1qZ/K7a1keYLYvTMMw/EyEKFG0xSqNarMiLl1ObPtU5RqkYbt1BRqpzK87kR8V32/fm23WzX+HEq1Ao1eg0Iso9SqZOqSJNp3P43fk8OiEzV4MOYs2RlqZjxYhdiq0WRdyaX3Fjcla9zs/sRU4czqMayQhm3LeX50EjqzjiBTObO/ucGZSz3o3mIdxQ4FEcFuVOoOfDCvEQ/N6Edw5L2VVJUWlbP/m8M06lKP07vO8cbTn+C1eVD8rCuUJdLM8DkDOLHjHCd2nEHySzjLXUQmhiN3DKFy/RNceVmDPtSPpZePC2/r8DtFNM0UCDY/bZuEct/QaGo2COXMvixq1d1Eqa0b7rKTOL0laCLApG2CVmNFLeeAlAtCFcrlqai9sznwPax6R0/HvlbybqrZ/HmgFldUCWi0GrxuLxGJEeSl5eH/BwtL30Rg1LjhrJ63Eb1Jx02vCyG9BHeMArHMj6OmmYF1Ynli1hFkfxouwYJGLsRHJDqFiNMdxenTT1OUU8KSZz6raCsJMHpmNuuXhlGcr2b6kjRuXdOwZkH0XV2omvUpIOuSnluX/nkuwE9IrB3Pk++PJbVljXv+zq9BlmzI/gJkIRRH5hOctl/EY3XTuOqLaLzP0ysxAckvICpF/NFmfB4fFlcJ9lIl5vAgyktsSD6ZxKZO/BrIP2Zmk20lhcXzMHm+48ulIXTuf4N50+pSciGYK1U16M8U0WZkESmWIq7uCGXG2nfRmaqw6PGP6DH4Ez5bFkTWJTXphzQV1ykIULVRMleOplVsq92uJmd3Xaj4f8u+TTi+7RRlRiX2OmEE/3CT5LqJPLf6KYJCjIytMwVrXuD3/saPc6nb7o/FkvNu5PNk61k4xQJqdnBybPnd9dKx1aKZvHg8ddrU/DOP4nfxezHqwTuG3nOMenXHz//yXPQ3Uf8Xoat2MH6PHyFKpNZjNs7N0ld8llzLSf8nqtB64CCK8hLQWq5iVxeRv28953Kz+OaZOGaunowhSMfsfq9Sln9HslFjVCP7ZRp0qkPm5au4nYUMfiyfSyfN7PommP6Te9LxoTaY1Y9x4ewoWvRpW1FDfHDTMWbf/2rFsZJqx5N+9k6sVKFRULN+KRqdxLGdJjQGNW16FWK3JzLsqaNEVQvCby/GGDWR9LQODJ77FslpObz8xXUeb1AVa9MQIi55qZmaQ65k4VCjeiR9fgJvHmh0fhQKcNgUmML0DHumgG4P3cLqMlCa50BpsRATCurQVQjKO92jfg/lJTYGxozF5/YhKxUEVQpn1OQevPvYx5iay8xZdIOFc6qQsekOYRtDNLS8L5utXwQ8CKJKQKuT6f9Ma/oOWYrLGYPRmEF+QTDBlhhkVSeM+uMUE0OZHE6SMgeMT0HpCxA0HlGdSu7lj4iIMyPo+yIISmTJgWx9HIzPUlwYisbZFfCy7XoVmkddIjc/lqXTdFw9qcJoEbFKSnxBarRZd56zrFCAKCB4feiCtLiTjPguFyP4QTsmCEMlL4nBBaiK3RyeEUKTIUUU6CMwm+KZOfU5zm4bRMMO4ag5h6NcRUZaV/ZutnB44wFyMn7bxagz+Jk4P5PXJla6p2cAEJXgpihXdRe5SwYtqvhQJj/bhy7D2t3zsX4PGeczyD73JlUbHcdiUCCKFq7feoXNH+/HZnWQdTmHayfTK/ZXqBX4PX5kJfR4rhRNNTdL19Wjiyae+Z9ORnb9iFz2HGcPW5gxKAjCYcrGXK4hcnadGfvaSjy9uAU1W7ZBUNypClgwdiqn96WT+bOmWTWaV6Uwq4SCm790/fsNapQuD8PmDOLT2WsqtgsKAYNZj6PUyZjXhrBkyp3ciD5PdqWs0Maznz1xdwz/dzCyxhNkXs6hy8i27Fi1F79bQh/kx+0U8fsE2g5szvSVT6JQ/HYm/5/F7xH1wB0PozbcA1HbPaztuOIvz0V/E/V/AXZ9eYAlUz6jTrsabFtzEFuvJN4YsYM3JsbjyBSJTVKQUKs2z6+fSdalzaQffoXE+g24fDGXnNNFbF2bwosbZ1CpRoCsJElieLWJ5N5OSAuNteB1+VBr1JRZbYyYO5DMc+/S59F6nDnWmYQGKhY9/glvbeiDKab/XT/yfesP88qQdyrqTzV6NQjgtt+pjzWHelEoweU2oQ4TefC9AupogkhMKeS7Q3EcOhGKUBJKhD+Mw5tPUHizCDFKQNdDReEFLfpTNlLqJHHt7E0coXoefOQk37+WgNutQiGINJ1aTEi2mkfnXcEpROMSG6LXP4xWVxVR8ccUk1Y8/yWfzV2LNsqPcnQkxavAXGhDTvVhL9Yzcvh5Ntma0Cz3ApuXBRYroijTpFMZOTY1ruxo1FoPA8Z7adv3NKIokad4AHXZEazEUC2uH4KuJ3hPIKj/fP/hAxuO4C6YS9P7TVy7VMiJy8n0aH6Tc6fVxEQVMOLpBnjDdYT+mFGR2CWbjaBUoHE68Xv92BsFkUA++QfVmKr5CIrwUHhWg88l4HeJVG9WhRqdamIQPyYjrw9Gr5pJrx7GLUeh8h8nN6MUhz2EI9ttXHTX5PjiEvyOfz0mWHm6hzbVi9n8XDB5tzTIArgrGdDcdIBWjUaQWZn2Ppbw38n6+4OQZRe+/C74/IVkZAeh0vRl/1dJ3DeyPSNqPIH/do5FZIKL4jw1nho6yh6NxjAtE0WiAn2uyPqbnyCKHuSCHng08zmwyU1Z1mwiE+DdF0wUXVFhCrOw4tqiX60RL8op5uSOs7y3ZineQj+R5ZFkXs2hXusSRFHm9N4wnDolnqQQ/GYds4Z0ZMHYJTz84RW+eLIKPrdInfY1OLPzItXq23F7DGSc/8VpiK8ew6LD89EH6X754W2c2XOe6V1fwmDRUZIbiFV3fLg1O1bspc/oAi4cM3DltJ6FB1+ketNq/56H8A/4v0TUf8eo/8Nx63IWn8/7Eq/by641B9EqREzrrpJ1RIl5gR6dSUuXQQX0ndAYANl3k+oNZZzeRyi5WsrmVZXIu1HI1E7Pc3z7aQBEUeTRBaPRGtUICgGtJg+jqQif30+noW3o9WhXKje8n5jKibTu8AnJiZt4ecckzLEP/GIl3qpvU3RGbYVEpyFEj8agRW/006JrwOVWWqTCbjfisDp55p0n6NPAjCG0KmLox9SpPI/MPW6ObjzHdx9uQ7gtHO4vFjCGq6kRlovslLh8+Dp+hxfNrVLWPZfM9cGp2BJNmCwOhvXOY/zz6cho0GIkRBeH3lj/D5M0QP3OtQFQRgroanqR7Tac5S6UFgUavYr1u1JID9FQnBX4aVWp4+CBCflYwl3M+eAWyw9c5qPdebTtnY86+EPUpqdJiJhGdMpWaqR8gqjvhSAI/xJJA7To3YT2YzajC1tCaqsf6NYygtCaX1OrtYOgGAtffbifja+e4sVVaRjDPETXchAdlU/NOhl4HB58fj9vzj1Lpd5uJKVA2WUlWXv1yG4NiTWSqVw3kRa9GtNzSAcu3Izi0M1z7Fi5F2tZKrmZrVn7QRCR8aUkVk8n45IJb6l4V4z81yAqJSxx7t/8fODjedRuZuOKL4rlT0SRd+t2n2mFgKO6KZDN73DjsXsYHPdIQNzmZ7CX2hma/BhfvvXtnxhRBQrT02gMYzDrXLi1a2g+Ko51CzahUt4unhGgadcSeszJRjjlJuiJGyhLfCgsAiPeHMzAqLHs/vIE6O5HrQ0iPM6D1hjPi2OiKc3QI/sFSvNKGXz/eD5965ctLIPDy4ispEE8q0KTqiY7PxeFQuTycQMXT5kobJ+MosyN5koBQbuu88PyXQCsGJ+Czy0yaFpvzuwMKAkKAngcbsTaKoTku4t/bl3KJjvtVyowfoZXHn4Xj8tLaWE5CnXgXT+w/ggavYpvPg7nymk9olLg6on03z3O/xTk21nf/+xP/g/J+v67POs/BBve30L2tVwmvDWiYpuj3MH4BlOp07oG2Tfz8Spk/C4v0XWdXLSqyO7nwhJmIrbuC9RtY0cqmUxsrTcpzOpBxs40tq6tSVHRTZQmKM4p4dVhC+kyvD3h8aFcOnwVQRSR/TKmYB8hE9UcmeWkIP0s5Rlj6DnhDXDvQFSUoxA6EWFqAMCKF7+i68j2hEYH43V7GVt7CqWFd8ozSnJKkSUZnR78PoGgYB9J1V0MnNqduo2+QRvbANn/FsdXf8nBqR9yevdN1HHB2KMiMdzMpOBGIDFK8EgUHfHS7mFIP6AkSHISV9VJ58fsfLolgdVPfMWqRon0a5XJ1VIjnrwYDn+dSsehDxEb9edX+ApFYFKynRaxDSnlp4ihdFCBz1pE18fzqRd7jsj5Lho+7aBnjXzs5WAwa7AWKZBRQPAydKGm27rmrf/0tdwLBDEQs4+s+SIAEQnbkf05yM5vwf4lUriZ2Z+p+WalizNbtRXJW5JexZGcSC7I8UjGYhRlPlrc35j9m09w7fQNBCmQSb7mzW+xF/vxmZz4QzUMqnyE8W/XZP/uaiT0sBIhlDJ6RgYOh0xhVxdLCqPInOlHut0TpvuwQhw2kV3rQjBFekntVsy+pdG/ei9rF0UAAsJFK3IpDJ2dw6U0Hcc+txCyJeeuff1eP483eZZpKyYSVzWGlIaVWfH8l+Rl5LPk6RWERFvo+GCbex9HQYWgux9JdYM8rR61fRfqopcYP8tAaqvHeWHgIvSxfkpC9AQ7AiuSyMgQCppEYEgrY/XkdRSO0vDqI+/RMGMJBteL1KrtJKmGBpX5CrcuP8WG979HqbLSa2QOX+zeQtlEG817NaJe+1SUKiXY3kEruhg3Xcu3W4yUhTjwabxoNDay0rSYtwSSwX7q+31h/xVs06LQrSgiISiENa9uqLifq+eNyEhoesq4DvzSqXrrchY+t4/qTaoCgRrvrZ/uotf4LigUChy3legkn4xSIxISbaH4tmQtAGLgs/zMonse438n7rUz1n9K96y/Leq/EPZtOELf0BFM6TAHp/2OWEV5iY36HVPZt+4QLqcLj8uDtaCU62cyAJljP5ymvJIKR6uAqy/ntJ6D70cweFofll1YQKvetcC1BzRtEASB8Lh4mvZogM/rw1hNxtI8kEjkdXu5efEWy2asxFHmRKFQICoFLh43sOvNEPylfqo2ScQUdJSytN4gCJirbMIQ0Z0nW85kaPKjrHntG4ZUGs8j9Z5m0cSPyb0RcJ8rVBKCICP7ZZDB4VRw4ICFmR+m0//JGhjDU9m1LuAOFxRR3Lhm5Mj313A7PDhuFBKdZg1cY5gOSROId2nyXUj5HsJaeYidK6BvH0VycjnLnz+B2eJnZNc0iotNNE9MITLhKR6Y+iyxKb9P0i6nm5OnrvLg4JncpxvMlI5zybuRj9/v58OnlzO59eyAAMvPfjmKhkpkwUF4rJvEFJk6LZzEhMv0qGXH4VJTVNIVMWg+IdW2o4raiaiM+c3mI/8bEBTRiMZHECK2su2DxiRXKWbOgmAef70DT7xQQFCoEYXNy4ZRaqxvlKKwBtTH9n9zBG9sCFKIETlZhRSrJC8u4F6UVWLFc/lw8nJe2zCLvL0NObUlnid61EWjyadxq1wWdj9H/VZ3Fm6nbhroMMIKgDVLcxdJ6wx++o4t+PmVo1RJPL/gOgA711i4tkfPb0Hyy7zy0Ls80XwmXo+X+h1qB0IvwPwhC0k/d/MPj52orET9yuOpkZBEQmUl+d4SGtxXTEpr0Ou8HNsfSstOxbToVYTOoMW/6SqOi3mU5JaiVEk49Qr61X0UjFNB2wKtnEZQRE92rg70oM5XhbLm4xr4Prbz7Xtbmd71JZ4f8Gbg3Ja3kb0X6NhrNy+/7WP5ubdZeeMDXvg8h24vlDD/u7SA5+r2uymFKvGHqgg3mLDfJtafkFSrEkqTjLqFBinHj1IlEV3pjjfj5cHv8GTLmdy6Eujk9UiDZ3hv4jJ++HQXw1MmUrfDnaQzn9tPeHzoXcdHAq1ec5f63t/48/g7Rv0Xwrj6U0g/HZg8QmOCeX3HHOKrxfJEixlkp+VTml+KSqvk5c0zWfDIkkBZDQEVoKyRyWiynMTuK8YSbqJ1v+aMe+1hACTrs6BuQpmjE+8/uYyyonJmrZ3M9G4vcfHg1buuoWWfxuzfcDRQBuOT0AzS4v7eTXALmWp1E6idpCE68RQ1an1CWGwke746SOv+zXiq+yT6P7OX9x+NpuhKILZlDDFUCPP3GJ/JlaMmrhw3MWXLLXxlCurWKsFV0JK4hKNo477l4lEnSanx6IP0TO3yPCe3/1Kqyl47DGWJE1WhE8EtIcgQUdnDiEVFaBypNKi9H4fXj73QjKQbR1Ldtoiq5Hsa/73rDvP8A29Q2iwCZ48QIp+/jOCV0QVpUamVuBwu/H4Zv9ePIUSP2+7B6/bhfjmZ6ckHaNOgHKVKRK2tAYYBoLCAGImo/teykP83IHmvgO86N65omTdo3V367ZJKIP+xRKIW3HFjSg20yFY/QVWUOH5wkjc0kdBNWShLvSBDx6FtmPbp40BAXESWHGxeOJK2Pc9y7Wwwr26tjuOAE1eaF30NUKT5uO/BYta+d0cnXVTIVK3j4PLJe8/8/i0oVCIbbZ/TN3QEbltgQWi06Pn4wgJCov5Y8xQAWfaC5wB+92lEz26WvGtk18oipr6WzeoNIVzaYMRZHijts/RT0K9BJroWPgqCNBx6LZIGlmImvL+RrON98Kpns3HpBcLNn/Lx23EU90om7Ku7f5cr0t4jKjGCy0evcuvUa9hKRVz+bgye1oeyonKunDjLV6+/zvHtdztJlRoFokLE4/Bi6xeK9kAZmiI/EjKyNzD1h8aH4OrrpZOUwYZFdxPu4lNvEJEUQV/zMAD0Ji2OsoAR0WN8J85W+ZGbT0tEVArDUerEZg383oOjzQx6pg/9n+r5h8f2XvF7Meq+20aiuocYtdfuYX3nT/7yXPS36/svBPGn+K4IRdklTGg4lbiUGGZ/OYXRtZ4CwOvy8fKDsxgzs4DXnwhYH7Ifoj7NAAE0ZgPNezVm7KtD7xxYKgZNB4bHTcRhDWgu9w8fRduBLbhy/Dr+nykt3byUhSgKSP7AtpTBdo5fNtKxVifGzQ7CK8PlS02xRITyyXNfcOXYdQwWPfY8L4U3FTz/4Q1Wvh7Fge8tAZK+LaTx3YeBRLW4+9xIoo8YjUR0cCyKKAtXj4cwo/FMyopdaPQaWtzfiAlvj+ClQW9x40IWPrMGT7QBzc1SDGcLiX1Z5EZYBJEhduKOZ9NIWY7ZW41aDfahFCTSeZqoyI74bP5fJWmvx8u3H2xl99oDFOdYefL9sTTuWp8zewOZNeZD+ZgP5SM3M5D6sJWr01S07pnF1lXBSH4Rf5CO4iAt4yZcIq6Sl0rVMoiv7EdUJYHmPgRdz3vOIv+rQFSlIOMlrup1luw6zcUj5Tzdp0rgM698F0kDiCcCk/WocddZ9EM8TU558YSGUOAswuf2sffrg3Qa2ppGXeoBIIh6ejy5hu0fTyUh6QCt5DyuhBi4WiCjtAiUlSo4uPXuiVLyC78gaYVSwu/7445Av1figbBRTPpwPPNHvAs+sFkdpJ2/9aeIWhBUoGmLUtMWqfgk3Sdco1qt54hLeY6UanU45QhUNmh0EvaeYcQarqOU3eQdE7nxtcxNKZhHP9QSW6MnbqEqcIHLVzRExxhxn8nB9Wo0fFaG9rwdjVHNow2nsq5oOdUaV6Va46V3XYspNIhGnVsQHPE2p5tPx+fy0aFfCR6XwL7vLfwUz9D9aEUs86MxaXFY73jsBEmmbIWTb0pCfxGxfXno26S2vFNa9RNJI0BcSgye8y25IewlV+fAYipH4RHxOwRqt67JfSPb/+Fx/Xfhv831/bdF/RdC+tkbvDH6Pa4cu3tSTKwTT/MejfjilfUV25QqCZ/39oT1s1rkkBgLn6e9jyAIgbgWsHnpdlIaV2ZGj5crWh8CiAoRS5SF4uziCsELUSGCICMqRMzhJjRaJ1PeyqNm02DE0M8QRQ1eVx6P1HuRW1dyQYCoxHB8Ph+Ft0qo27KMPIWekvMi7qKfTagiKBVK+j+bRZ9hZkIqrcRX/g2bl+cSEpvAC4O/vuuewxNC8Xl8lOSV4tcqsdcLBtlH6BkbCq0Py2AFoxpdp3GbUm7mm4iPK0MlK1CHfYSgbf675SXbV+7h1YcXVvxfb9ax+NSbCLLM6NqTcCl80EiLvNcFooDo9tN7ZD6mMB/nz2uIecRAXb+VzKMKeo2tw6EdLUhtaSamWjsE4bczZf8TIMtu5PIleD0iN84d4oO5SYgCZJy/hcvlwevwgBHck2JQzwu4RZUaxa82sPhJAzqmchQ+nx/V7fdRKnmUfd+6+O6MTO2Ec3w6qRLcQ1JPdJKTLkPz+fSFey/j+kc8+vZwlj67ElmQ8bn8zF3/DC17N+HEjjPUaVsTpfKP2y6S34rHexGVsgGu7AGMbqfAVqgnvK2CMYPOs8sWRI0iN8d3mTiyIzDfbSj7DP1tXe/lM9+m10Ofc+BkCMfyLBz50II3SYYfSysEVobM6s+IeYN/9fx7vz5EXLUYklITmNX7VU7vPIvH5UKWA4sddbBE5bFuLr72K++mePvvNxL9IhLD0Bq03DwfEHRRqEXcQSJDX81k9dgouo/ryHef/Ij9/lAqO3MpOSziKRQJjjLzxc3FKJT//rKsn/B7FnWvH0bfs0W9scvHf3ku+jtG/RdCUu1KjJn/cMVT8RsVFMxMIf3sLcqtdjo81Kpi3/I2YcjxgUlFo1cT9raeBd97+eTSu+RdmMemxT8gyzIl+aU06dGA+GoxDJ836K75UPJLlOQUo9FqUGmVyCKU1jETGh1CbJVo6rSuycwVA1EF2ylTVOcn7rv441QsoVd44rWbyGrITS/A7Qi4E0/vN1Fex0jlkYGYmKgUMUeaQYLmPQzc1yuFkNjJYH8Hpak3DbsPIaZa01/M05LfT2hsKDWbV0UvCJiOFNBYnUNEVxXGID0PttbTtpsRjVpGIzs5ez4JdchziLoW/7QGtEHH2sTXvBM7c5Q6GVPrKZY+uxKvxwceGQr8+M06BG9gpmzVq4QHJhQwbrqGoSkyTdq+S6exn2KKHsh9owcTW73bfzxJQ6BNp2iaiGgaR85NMy99dogpnx2lw2sdEX96SH4w7cuv+M5vdZnyuLw83XEeD1d+nF7GoRTnBTLIxOD3adW3GqN7lRBv1jL25Qyq1f99PWi1yU9elvZfImmAJVM/Z/7W54hOjqZak8rsW3+EnPQ8pnd9kTdGvM+fsVtEhQWttjmC/UVEUx1mrZhHaC0RfTcvL45PYueWRD6YFcepQwG3clCoEY32Don0mzIGm70ZPe7vQmWviO+6Fc0BJ6X3x1fss/KFr/lg0ie/ev7E1HhCYwJegdb9m+K0ufH7hABJ61TgUnN9qQa95Zfvp9Gs/02SBsjPKCTrSg6mEB+J1Z34vRJar8jOT8NAhh2f7UHwyBi/KiTaWQ9PoYgp3MjSs2/9j5L0/zX8bVH/BZGTnsewKo8jy9BmpJ3jX2nxxKjRFGuwFwRc1/YHotCfLEJI82IO05PSsCqt+zemy4gW+AvvY+nLY7Dml6JQKWjRqzHvT/6E6k1T8Lg8HL0tzA8QFOzD5RDw+1UotApMPUQG1nESnTodtcZNtSpz0Yb2R2F6hLcfWczutQcYPSONU/u09JmQx2f5iZweebvm81dUxobMeoCsK1kkJB+lU9/TKNUabmUPp14LgaKyIbw4eAEAuel5d2eNAqVPJhK8Nh8534lCqaDVQzr0dWIY0NZJTNQRwAHqVmCejagIvasj0j/i1K5zvDpsISqNkhbD6xIdEs+qFxZTnHdHIjQsIRR3dBiKG7lYc60oWgajyyxi3JNWWvXIR1THc+18MlHJyURWn3LPz/PM7vOc3nMBJJnkeolUqhFHXErMP//i/2eUFpah0ztIy+zFzrNhePYEk6/K5WJ8It5Dblxrftkr+h/Rok9DLh6+RkleKUazgWc+eYxG99VDrVEhSzYkfwnWrG5cOq/mufm1cYboCNr4y0zhmg+WUnRRTd6pf74YmrD7Iks6V8Pv+XU7pPfErrTq05TiXCthsSHUaVOTw5tPsG7BJh55YzjJdf7cYiBwP5nIZYsouFXEEwN1WK+VIygEgsPNOJVWYuqFkbvPwbA5A7h++gZ5GQU8/cmjuIo34ijYTKWmS3jtmXc4Y7vKtZBYlBkyYZsDeSs1mlfl3f0v/875HQiinrybBUzt8jyOOBf2Aza6z7zOhlmVAovhn/ptywFruTCvAMn5s9+MAMPm3CCloYN3xlemICuwoNBNDqPBrTT2f2lCrVPicd7N7qJK4In3x2ErtjHomT5/avz+KH7Pou6xdcw9W9Tf3ffRX56L/ibqvxBKC8s4se0MGxf/QOOu9Vg24wsatC3n3FEDilcslC/2EFGipbzUhs/jI6Kak4YDHQzoXMim1X3pOaE/ly++QdNO3XhzRBZZ13MRlQocVjs51wPav4IooNGpcN0WHOk6tICGfQrY83UY53enEF/VwPQPC5AFE0azAbfwHHqLgSvH0ph23wu47b9d5xo4QaD1n+STady9PrO/eppez77AqjHrcdkVfLU0iB/XROByKnhr1zwmt5uDwaRHVIh43d67pCZ/jqfezKV1Twc6fTm3rqtJSDEjGgaQfr0dr45YQaeH29Lvie6IChFbqR1T8N0dr14bsZBtn+1BUEPME1D4oYbHX7zGwulJlIWqUec6EX0yUuN4enc8Rcv7iyjPF2la14VCHUX69U74lX2p2ez3pRCL86wUZRcTWzWaV4ct5MrR65QVl+NxeukxrhOXj1ynSff6jHzxQQAyzt1k24rdjHzxwYpQxe8h70YBoTHB97TvvxNr53UkdQjY017hzQXzsaWJjJqezyfzIvBmyxWkqNAo8Lv9KLUK/F5/RblX5XoJ+P2QcfYmA6fez9j5gURH2XOKawdmUGAsJN7kYmTNahXu3j8LQ5wPW6YSgkSE8l8/2NDn+jNs3iDKisuRJBmDSY9SpcDv86NS/3N999+D40ZrkGycvfAe7z8xn6JcJT5JjTbWjz5ehSozNFCnfHvm1RpkVl+qRmnedYKC7VzJ6MYL47dzq0o0umt2dFcDCVrRlSN4aEY/uo7s+KvnlUomIgYvRJY9nNj2A7NXfYXnczuhCS6KMjSERPoCC1MBLGEm8s0CQ5dd5IfhoVjT70iTPr/2CsXFSj6aloDTpQFJpvGDJdw/NIdv346gdmMXmz4NJTLew6l9t39nAsRViUYGll9+918av3vF7xF1ty1j75mov++69C/PRX8T9V8Ixbkl7Fi1j6PfnyCuWiw9xnVkTt/XyVLaaP12CY3TCnj3iXiUGiU1euXjvKrBEioQl9qfxxaM4uD6r0io5qe4uA7PdJwLKj+mKj569XuIz+Z+WXEeUSkSV8VJ58dK+OSZSLRqPx6XSL2ODUioHkOt5ovxJPeiXng/dOZKuOwuNi/dwcBn7ufpDnPJzyyiOKvkF9dvDvGSkOJGVjZCqVEy9NnaJKa8w4FrlQmLeJY1T7xEygOZfPlYoKF9eEIoLpubRl3rcn7/ZcLjQrl4+OpdnX3K2kZSWSjgw6WF6HVZyChQKCuDugai5VUmNJrKtRPpgb7VohAo/yIQa39tx2xCIi1EJ0cyvftLnNpxruK4QaFGFGFKctsrKdBF0PzgKaYsSCNcLaHVwfmsnlSJz0clSmz7sgqJdXvQpFuDiu973F6+X/YjV49dY8z8objsbowWAxNbzKBqvST8ssTOTcfwxAShuxqo/a7cIIlFh17BWe7k/P5LFOdYCYkO5pUh76DWqek6qj2jXx5CQelOfvwknej4GtRpUxNLuBmb1c6sXvNp1qshV44HynCyruSw8NDLbFm2k/wbBdRpXxNrfhl12tQkONJyTw1F7hVS2WsUObYTGvEti5/+glM/rKfZsHLSL/uxXgvj6mE1OqMOe6kdyS8jKwQE/69PLQaznm9KPr1rW+GNnojODC4Wa3mxXyWkQoEHn8rjyik9J/cakCQRyf8HEn9CRczvGSkdXFaxSRbBWcWE/sqdbb4m8Yins+kyqCWGIAM56Xm8tGn6Hxucf4DszyU/bS/P9trL6Fm3WPeek7OHglCqlVgig9BoNUiSXLF4btChhDnrxrN7dQaNWu3gzIFYls/XUF5iw17iwFtfj/KiE8ElExzl5rk1vajTeuyvn9t7Edm9l9IiN+8966NO6xrU75jKB08tpG7TPXz0fCDJUaNX4wxS4qxkwHAkUAJXcn91LBsvIfzDY6vXMZVzh88iKGW81sCCLCzaQ0S8xLWzJoIqlVNyTUffJ7pjL3UwZemEf2n87hV/E/X/MP4m6t/Ginlf0mVkOwoyi9n39SHKim1s+2wXXT/OwanVsfshCwBdH88jOUZB8z69iar+FECglaFfYtn0VRzfdhpNmERECw+FadGI5T7sN+7EAQVBJuJ9A7aXfdhveZi68AYRSRI5bgG9exitBz3CsCqTiEgIY9KS8ZzcfoZTu86x58tDge8rAj40lVJFWFwwBZm5fLT/AiW5GiyxPVEKhyguDMURE05q5XmolSF0UQ6kzTIbNbW5fPhgIKNYoRTxSxJIoFQpURtkJI8Ht1dJ667FdBqqpHbDQhSiF42hMULYUsAFaBEEgR+/2McrQ96h06BiSjtEkPOajZN1UtBk2SnvGUrdJYUYzHqKskuwldhJHVKKoBA4+5kJKitIeE3kvos36NynGL1ZwulqRl7RNQ7tE4gymWjebw3FuVZUahU2q43K9ZKQJYkBkWOwlzpuDyYEhQSh0akY99rDtOgdCDVsWr4LdYKatd8d4eG+9bGf9zF09gMk1opn5YtfM2BKLzYv3cG5/ZeAwMJl4cGXWfjsJE5vtdK0jZOT+wzU69iOhp3r4nX7uHDwMnu/OoSMhM6g57Uds3n/yU/Iv1lA1rVcdEYtgiASUyWSiYtGU7NZNa6fyeC9ict48sNxFTKxvxcm+DXIsgz+W8iOz0m71po9X36Ks+wi33wQg9aoQZZk1FoV5cV2SttVwhumJXhzGgpHQHwjONJMSd6dZi/LLr1D/M/c/7Lsx1qYRn7Ggxzbo2WltRbVLmcSJbgoylOQXNPF1x9G3vP1Bl4u4Gfh87C2XhSt9OS9dKfLljfCiLLQjkIUEEWB1v2b8+yKiYjiv5a+I8sybnsmKtccPn2jDttWXSAnWIvqbA6WCDMOmxOP407o4KXvplO3fU0UigLyb6qIqRzFjlV7mD90Ie5WRlQnHYh2Cd0sI3EHchk4dibtBrb6lfM6QSpFLp0OQiKoqyDoemMt9DEwdmzFeITEWVCrVeSkFeCPUqHM/QOdx4RA45yfchM6v2Qn/auatHmgBQ9O7/evDNsfwu8R9X3fj7tnot7abclfnov+Ls/6i+HhOQMAKMm1cnDjUXLS8kGGLaOi0IdqATcFkxIoPFPG2DkLMQaVI/nyEJWRVK6byIntZzCHB9xR7kKRW99qcTfzYpDFihiyIIIsCRRP8hBkATlYpvX9Tjw+F18+3pfnNz7GrSs5FGUXExxpJq5qNHFVo/lu6XYgUCPpLHfjsrnw+L247B78koKPl4TTtpWF6g33Y3Mr2HM8ikc6vMONi5lcPb4XQYQjj+k4pkisuN+fd20KCjPS88WL5G3XcnxPMlMWFqJV5yEbJuKXUxFNTW7veSdO2X5wS3xeL0unvUPMDSuSpMKyMxel1YPpSBGFQGFmMT/5GY06BUPH57GqhYVa2Rm0rQGG2lZyboaRfaYb1uxM7Kpu/PDFSSrFhHLfmCCmdXkhYLUDerOedQXLCI0NriDq8mZxcDATn9GH7H0Hje5L7CUuRLcf31UnYx+oTaHLgI5Stq/YTXGOlWpNqrDi+S/Jv1UYCBkqREpyrUzv+hKZV7x43WrysyUcZQI/rtzHj6v2oTfpcJY7kaXA3bhsHh5v8iw+rx+/NzBpOssD5TMGs468jELUWjXPdJyH0+7i8xe/YuQLg7FbHczt9zrVm1Rh1tq7Y+1FOSWERv+yXEkQBFAmIJhmULm+xKldX7HHEAvIJNVKQGNUcSwzjYdGF7DJH0V6CSgcXhRqBRPeGE71ZlV5a9xiMs7dRPJJjKrxJEOf68/w25nMgqDAElaFoxt603/A56Qvus7ebcGcK9UTGuXl1N4/MYn+PMdNDaXtQvG9WMrPMxdVt5vPSJKMBOxas5/H3x2FKfTu0MkfhSAIqHV6cLkZ8Vww5pBS3lkiICsVgW52Zi0epweDWY/d6mDfusM06dYA2ecmKvow8AALJ34MgGbfncYpzhdsXMXIG0c++FWiFgQdKHTIxilQOgt8R5FRYNaXscX+EbP7LeLS4Ws07lyXWxf3otA50Q1Qcm3uPd6YCEaLAa1eg63Ejtfr49yyJGZ+MZ5qjar8S2P278Tf5Vn/BvxftKhdDjeT283GUebE7XDT/ZFOPDxzwC/2G1tnMrJf4uUtz7F6/np2rztIWd7PMmIFQC+waEM5VeuEgiISpFuIoWuBgJ5x2rlbTO00D5/77oQPQSEgiiJaowZLSAkJ1WOZ86kCV9kVBHKwyR0ICp/Pm2M+4NbFbDKvZfHcmik079kIgMVbtvBlr4/RqtX4fX583jszoSXSzKvfxHD1RAHt++aD+R0kORytXsPU+57n7O4LBEeacZS7sN+u5QZ49v0bvJddg96+NBxliRhr1qT7fUYMlgRwvMDZk51o2NqPYJ5R0ZHr19Cz21Bc8QbyRRO6k3aMp4po372IPXtDcatU9O2cRd3WZcSmujhwQUP9umpqxbkpzIYNn9biq4UuQAgIvfgltAYNn1x+F51RQx/LCAA8TQyojtiZ8/UUXhu2CNfteL07NghNVjkgE53kxm4LxxxmIvtaDn7v3TFSQSGAAMHhJkoLy9EZdZQDjqaVMWw5gzFET1m5C0ktgkJEdPgoGJBM1JfXkH0gKAN9pQsmJRD6QSZIQmA/5y8tIq1ejQR3LDcBopMj0Bl15N0swOvy0bJPE6Z8PAGlUoHfL/H6iEXM/GLSb44zBKxfnF/Rr8p3lOc6sQ+LwrgyF09TIxqDjPyjDfyB+xw6awDmsCA+mLwcl1lJ7HwFRRMdyBOCMW2Hr07fXROceS0HV8knWLRbeH8BGHwi0XFevv0knKLcP+7Kl9QCjlomjCdLQQX8NEx11Ag1VMhr7L/4zsOzH2DY3EEUZBZV9Ez/s3CUvcme9emIjovsWKPikLsB6sNX0Ro1xFSJwmAy0G5gM+5/tFvgej1XoHQq6IcwssFuwhNCOb0j0LZSBlIaJQc0zP3Q76nuTHhr5G+eW5ZlZPunIBeDcytoOlFUej/hCQF1PrfjKLLkZ/0bC1j2vB+QUaplZFT4Pb/M5NcaNIF3XoTopEgim8djra7h2R59qFw38V8apz+D37OoO29+5J4t6m3dF//luehvov5fwuJnPmPdO9/dFX8VFAKJqfG8tHE64XFhfPX2Rj557gtC40Kx5lrx+JzU6GzFEuzm5IZQ4pM9GMMaMf7tccRXNYNnL9byN1EqVrJ87kZ2frEfR7kTAQiJtlBeYq9IznJH67HXCSXsx0ws4RYatr3Fw7MfIbJSKF7rOrLT0ln+elNK8m088sYwnuvxCjarHY1ew6y1k4mtGsW4GW+i3FmAOTgIAbCXOXDbSnlxlR1V+AJigkegj3yYz98MYdPiH0ioFovD5kKjU5F29gYKUYklIoi8G4XI0m0LN8RPUv1adBvkpnaTLAjNweiLYek8gUFThxBd7b5fuGiLckuY0n42IRHBvLX7eXatPcDzc5dRUsNI0PEi7B0SsKy6RvtuheQKYZzPNvDVRwcpt5kwx7lx2J8jOsEAmraUFXl5c/T7HNp0ArVBhc/tQ63XkFg9noWHXmbn6n28/NA7OJIN2IdGEPZCOqIoEJUQTu7NfGQ/eEO1lDWLJPS7GyhUIiDQsm9Tbl3IJP3iTWRZAFlGqVZUdFkKvAAQXy2WW5ey8NbSIWsE1CccOFIsxEzwU7hLhWJTMZJGROG4m/ClSAMlHeMI2p2DpFOivRaIg9trh2I4+xv6ygoCs/3PDuUL16FoGEdrfTA1mqWg1qrp/VhXNry/hajEcJr1aPSb77S9zEG/yFGU3h9LX+EU29eGwNAUEk7ZSayZQHCEme+WbCdzRCWCN2ZhfagSlto2NCMyAYHYlGiGzHyAzg/frbktS+XIjjWkZ4QTpprG6f0GXnok6Rcx6uGrsrmw2sDRb3/ZJUuplfB7wK9VEDNHwQkphahZlxB/+v39JLX5K5Vlar2KynUrce1EBgazgTXZS/60K1yWZbZ9/Dw3zl9k4zIlaq2GhpOvUn64BanN67Dr8+O06teEeu1rV/RsloofB9nF2o+6seKFdRULreJ+NQhZd5FPry1keJWJAGyTvvzNc/8ckt8KvrMsnX4Cj7OIlAZBdB5ow2ZP4tL+71k+X0ahsNN7fBHfrTJQfKsmbocLUc6nIDtAeKJSIKVRZbxuHwnVY5m0/FGyXWVUDgr7U2Pzr+L3iLrT5kdQGjT/5Ajgs7vZ/jdR/zr+LxJ1aWEZo1OfojT/7npRhVJGF2QgpUEVxrwxlJfHvs+5IA+WndmEtfahMkpUCbKRdU1L7fouej/9PvHVqiF5TkP564ihnzMoZizW/DIkScLZP4SY/TlIMrjtJjwuD5JPDjh+FSD4ISjMwIxF52nQ+3281qk4bS5OHozmrcf0VKoWy7QVT/BY02dxlt1RL1JplQSFGCnOtlLUsxKm/bk8PrUKJ/eUU6e5yMBJ1Um71gKpfDlffXWRzRvD0GaV07B9XS4duhqQ3/yZdakP8ZLQyIMruzr9pncmpdosZL+XuAgXfuMqtnyWTf9JvX4xjoe/O85zvedXkE1UYniA+G+/xjFNHIRV93B5XRDNOpQy5k0lfmspuw+rOHgpiu7DyxFOT6brqC4Vx3TaXTxUaTzKBjb0Y7TcWBuJat1NXv9xDm6Hm+d6zscTqsFdSU/QiUASnUKlQGtUYy9x4lcrECQJ0Re4hqAQA6JSgdfpxat3Uh4bBlY/2rQ7CXjhLTwgQ+HhQHxXsihALSDmB7wglfo6KTqmxBptRjYpUG2/+725f7afU5XM3BwdcIsKKgG1UkVB3VCCjuah0YgU1bCgvWFDVei6U5YDOOONGEpcSDYfsgCSVonC6SMyMYzJSyfw3ZJtFbkIM794knaDfuli/Qlej5eHUiZQt34GuzcEowvSojNo0RjU5Nxuk1rWNAzj8SIkrQgKAWWpj16Pdmbj+9sAaNqjAXPXP4lPLkSrSqg4tsflwXmrG3p9LidvhvDcwspIm50IZYGHr9H58XkDfY8BTME+WvQoYcvn4dz/Uga44ftlldBVkSk+rUZZctvDJMCkT2+xdm44WWm/bCf5c4gKkfUlyyvESf4MJMdmcq+sxpw4nyVTv+XKsTTKS8qpPvEqF99LJD+9FJ1Rw/xts6nZNIW0Uzsxa6dx9HBtbh2/SrrFxNkvdbjzzWj8birViCOiUjh71x68Z6L+ObZ+OB6NTkObvqm887SXpxaPQxACUVCfr5xpnV/kzJ40FAqZCc9nsWhGIK+hQZsyWvRQ0fuZTX96LP6d+D2i7vDd+Hsm6h97fPiX56K/BU/+l2AOM7E6cwkjX3owIEIAhER6eeylTMpLHBzfcYZJLWdSkl6I7pIVgMK9Cgp26kg/k4q9uBKa4BHEpVRGlr18MucsGJ9lydQVDJ96HZ0x4NPrMzCT0bOyiUxy4vX6UGvVCIrbJZQStOhaSlS8naMHh/DDV6/y2b5GHNkis63Ah6vczeUTabw2chGpLavfdf2+KD29xp8kurKd4B9uoixxU6t5JaZ8NJagyC6cOdaYCQ3n8PGsUyg8TlqMzkbTWc3xraexlznweSV+Hg5q0MbLAyNllpx+jU7tZ5MQWYbZJKAMeRZDaEO6jGjPMx3nMSZ1Ei8MepPCnIDFeHTrKfwmPb5oCwBeTRFVHrxNVkoZX7ZIzj4tCw/m0Ge8HqPGh8upR8yVEA5BPeMozh+8xtTO89i5eh8AOoOWD0+8RmZRBNblEsMa7yK8kpNnOsxj0cSP0Zl1CEFBaPOgvH8y3igDPpMBe4kTR8M4SrtVBYtAu+k2SFCQE6MivZYeR7kTfRMB90ATvts9OERVYBCClS7Kr/9k4oLS5qVl87qB+9BAoxZOXLkKlEccjGpwFV2CGlElYjD5iEtxoyl2EHEwj/ImMYgqEdkr4/f7MRfJVOttD5ThZdlRlHvRGNS4WqSAApSxQRQOq4U3ORRLlJmU2g5UnsC7k3ezkOfun19B0gAvPfgOpYV3sqR/Dr/kIjOnJ4t3HcPpUiGECFSbUEb3SWkUZd9ZlJgOFyL6ZJQ2P3qPQL2OqRUkDXD4uxO8POI5vl76UoVWNIBaqyYoZgxOTwOqxVtZOuckCfXulO+5nYoKkgaZ4W9dJu1coEnHhpmJfPNqZap0sxGfar9D0gACXEk3EhF72w/eQQf1f31Sl/wSW5b9yNm9F37183uCtgNRlczoeJVHX/qO9w5PwO3ykPtlE5BVGIL1GCwG3hj5Hoc2HSOpbjssFg9t253i5jUj4cU2XFcAScIdpCevqJzZqyfzg3/tn7qc+8Z/SLvh7yCaxjJpyaMVJA2gVAbx5s5X2eqYyhcZk6h7/xo22T+nZb8m9JtYh27jZ/z5cfgvwnvvvUdiYiJarZamTZty5MiR393farXy2GOPER0djUajISUlhc2bN9/z+f62qP+X8HjT6Tzy5jBqt6pBudXG0x3mkHYqIGTgSjTjjdRjOZGL3mSgvChAPFPX5/PuwuoIR+wER4fw7v4XMRkPgOwh7Uodzuw+z5blO3HbssjJ8IEgEhztos5ALzvfuKORbLDocdqcRMa6ePxVN/V6fsaRLVeoXutbnupyhbxbv4zlmMONKNRKirOsACjbBfP5x3uYPbQW3WcYSNvShjGvDEF329KQJImFE5ey6YPtxNdz0eBBJ18sr4LC6kKTY6e8YziupkbCXw4kZfUY15FBj50nMnwvLpdEVk5tRHNlKtd8nq/f2siHM1fiMatQ5wes+qBgA636N+P7j3cgq5XISgWi3U2X0TYsLRysHR1BgyfLmfFoOplpBlLqVUFhngyKYERVICbn9/lZ9tJq1ryxAcEuIygE5nw5mZZ9mvH6qPf4buMhxHIPqAUGrrrB1w/FI7oEVBolLmeg2UTB+CqEfHkThUtEsDvxWtQoSzwIXXR0H1HM97OD8HdKpTQ9n/AjWfisArqhWuxFCrw5IhGZ0HzoTRo2KWLVi5F0GmDli3fiGfbaZTa/W4Paja0cMEfRwFRKwY9upizO4LLXTIq6jJuZasItXlw+LZUrOblZoObwJgtZBVr2bo0m2GklN0Ok7oASdPECbWr52bexOynVNnC9yMDB9WbkUgUKlVAhWNHnrVK2fBWK68BtIlPyC6WqB56+nwcm9SQkyvKLMET6pRNE6Z9Aku088XYDbi4uRZShqFsilp1ZCGV3DpbatgbjXx/Gri8P8tXrv+wJPe6Nhxkw+f5fbE8/d5Mbp7+iWeuPcPngy90WtjwTSVlxgGAiYj0071rKpk9DK3TAQ7sIlN0XgnfK77dZrFrHQYNONj4/nQSCiHKnHSksCMXPMtSDQg1Ifpi1ZhIZFzLpOqIdBvMfaxQiey+Cezeyqg4TW3/JtZPZ6Iwa7KVOYqpGUVZoQ2tQM/z5wbTq0wS1awhe+xXE0JUseH8yOVuac3HfVdxVwrEolHRon0pKg2S6je74h7L37/l6femA6i+tWf97FnW7TRPu2aLe1fODP8RFa9asYdiwYXz44Yc0bdqUBQsW8OWXX3L58mUiIiJ+sb/H46Fly5ZEREQwY8YMYmNjuXHjBhaLhbp1697TOf8m6v8lFGYVERQahMvmYt2C7xg0rQ/vPLqYH1fuB6DOAifHPg9HF+dHPOnBe8OPqBRp3tVNUt1u9J80EHtZBpGJ9SuOeXz7aeY//C5v73kRQSHwTLs55CpteIaF0uvieay2Dlw/mY61oIzw+FAq167EnK+fRKEMkOuutfuZP+zdgEv6Z2+BvaYFZbEbTa4zUIZxO7Ek+hEwn0rizT2TUSkjAB+CoCYnPY8Z3V5i8ek3GF/vGXLzs9E1V3PLHklwZiFSuhONXktsahQmo5HkevEMGrUAwe/B40/CnDifOQO+5eq5c/T+2MiqXuW4TSps9UIwnSpDUeJAVArIMsh+majmLvIOazCafTy3JIOQGB8r34hBoe/Igy98i8LZkLgavxRd8Pv8zH31PQ78cAxx7522f20HteDkj2cpKyjHG6nC2jmSymdvUHZGQZV6lci8locg2XloUi5hiX6WXU2l4NUyFCqRkjFVMS69glblJ6h2JGa3HpvKyojRp6nexcGsMdXo+aSTOpYc8m4p2b8xHn3NSNp3OUSlYC9agx+bvR6ifA2tpRmyaydZpQ+y+jUdvQZ9Q42G+XglGZWoA9mLn0hKy0RKyzTERJVSmmsjzRrJt2vrMXvad1iLFBTlKnh7diNq1EugzQP3cWTj6yjqydRtfIUD70TQpHsRaScNrF0QjRQk4k3Rojnu+MV4AWgMamq2qMb5fZcBSKqTQMcHW9P3ie4V+0iuw7jyX+Di8WD00bP48JnPOH0hPbCAATRBah59ayR129bik+dW031MB6Z1eRGZu5Vjg6ODGTytNz6PD6fdhb3EwaMLRv7sPDspvzkRhdrDrm/MnLlq5uw3BoLDvZhC/BzfdWcuGfFsNtu/DiHz6j9zbcvMWZbO82Mq0WVoCZtXROKPNKPMKv7Fvo271ePM7ouYw4ws2Pci4XH3HpuVZT/ITuSiPqxc1I7PXjhd8Vm9DrU4u+fS7bLMIs7vvcTSs7PY9emzdBrzJt+vHsC3b8ZTkqPEG2cmSKXElR5YgDzyxsM88CuLm/8L+D2ibrPx0Xsm6j293v9DXNS0aVMaN27MokWLgICREh8fz8SJE3n22Wd/sf+HH37I66+/zqVLl1Cp/py2wd9E/T8EWZbZt+4wp3adY+zrQ9FqtVw/ncHpnec5vuMMPR7pQvMeDdi+Yjevjfh/7L1nmBTVuv79q+qcZqYnZyYRh5yT5CQoYiAoKoICIqKAChgQURRFREygICooJoISJEgSJOecmZxTT09P5+6q90PjjLNBD+5zzvvfex/v6+oLuqdq1apVq9aznnQ/H+E1a0haqsK214NtuRfZEngsr3zTkHa9KrGVFXFqr4deY+tqIj6vD6/Hh1qrYuHjS9jx9R5EPCw6dIFZz6ThuRRHVFI4T37wKCnNkoDr1aMWbSU81ow52syadzewf93RmjbtjUOwtQ8javk1NHoVWr0GERttBnbk0WfWUV1dn93rzTRu66GoeBCNO9TnyQ7Pc/ujvTi58ywleWX43H7qt3AweV4uE/s3BAFUGhWz18ThVP9Ci5QqFGII2vA3mTfuILu+OR64uChjDDZQbXFgHRSJ4NMQtDVQiei3Vb3B/dUU7dXw4rIsIsO9REUFUeWZz/I5Z+h93yEWz1Cw+NjSm2oap/acY3qfV/FJMoJUO/VFZYBNrXR2EkKeh7kPnOKdGfF0TWrJkY0ncCJx1+deSr+3sm93BIpSL+ZIL92HVGFL8tJc68LV2EzRGg9N75Vo3cjPlvWNCTaY6THgZ2QxGUHK4IflXRkwwodOfYDLhekkxpdiL/Sye4OGrrc7MAZVATJeSUQp+hGVEpXWEeReyKRDr0NkV0jEBsGRy2baN65AIWvY8n1LBk16G6lsJBJBrF9qIbLJ63S7twsAR38+yc+rN+GyZDNkxEnenlyfdr2sZFxK496Ju8i0hfHNk6F1/Ni/h0IpEtLPT4cHyzi1LoT871R0urMNr66rXZRkfynFV1ezbV8lKx47Xud8jUFDg9YpFGQU0ah9fWRZYv+PRymelUbQtxZ0lwJCp3X/FpzYdrom0BCg4x1tmLr0ccxRIYH5bt9DVf4ySksvU6GWKd4n8PMXofi8ApkXav3Ib20+yyfPJpNx7tY0X7XJz4j3izB5/Fx2atk2ua5mFB4fRkVBGaJKxusWCYsN4bu8pX/Q2h/DWvYoFQUtGddyT81vQeEmqspqYxC0Ji3rK1eQW/IYvswCcs9V8OGcWCqz62bTiqKMJAtscX/7f5JX+88Eddf1E29ZUO8d/BG5ubl1ZJFGo0GjufF8j8eDXq9n9erVDBkypOb3UaNGUVlZybp16244Z+DAgYSGhqLX61m3bh0RERE88MADTJ8+HYXi1p7b33nU/ws4uPEYM+96s2bRW//RViISw5m8eCz3TB4U+ISPJizWTFC4icjEcIqKKyh714/nkBf5ut/NHB1CZINHKKi4m9XvtGLy4m9rruF2uhnb/BmKMkuQJZmBY3uTcyEflVqFw+pjzvhEwvTNeTvjBeSq2VzLKMFr+YlFL6iQkdm8bCeiQqRR+zRmfPlUgI+5qBIAw4VKDBcC//c4vMQkRfHMBwbi67sQ/JFcu2zmu6+tKD504bYvIyYtChmZvT8exuf2ghBIzblySsez99YPcB1HhjDnhz4kJC6gsqoLpsR3EEQJQVDx65pPagdPEvD5fIgqAdPPpfiig/GkRKDOLGHEnEI63VZJnsVI29dtGJQSVrdESdlQ4pp2oceIIN54YAtZDeMY2PtZ+qbVZ+qSx+s8my9nf4/fJ+FtlojyWjGiw41aryKqXiS5F/IxLSvGlajnuSVtCXlQ5ui8c3hcHkQJnH4H/V6oYt/GQMpOcLiGuEaDuHLRg9BkJ73TNCheTaDakYvLUUD/AQeostVDISrIdFYiO810vCMXY0g7LJ4HOJJzhPoJMsowBV2GTSc0JhiN4jx2R0OKPO+Tqg1F4z8FGgNVzmfBVEKS/jCCawcdmsYiUwVyJRmX03EWv8f7k4MY/d5tdB68BXPoC1gL66GUYnDaujHyie18Mk9LYbaS5MZOnlg4hjUrz2GIFUm1+BFC1fieboBiVi17mzvOiHeAieCv8inZqWRDZjyJbRz4gpUc3X4au9VeYwIWFBEYYlvTvNtkEh7qRcHuXLzlbkS7hNvuxmqpprzIwomdZ3BYnSBCxEELo+Zm8fmYcJRWN2f3nK8jpAEO/nQMpfp3PlRDN0IbdCMk+TI7vplA9375fLolBdkno9DL+E74ECSYfnvTP3w/H36ukA1fhGMprdVuPDYF2izY/rMZfbMbU91KRBvN+zmpd4fMukVhBCn+OQXDFPoxJuNh1IYDeOxeZCVYLVWISmree5fNxfJFt/PgqMexha8nSzbjfFgHc6rofm8VSnzsWG1m1udZzBqVHKh49zf+W0hISKjzfdasWbzyyis3HFdWVobf7ycqqi75TlRUFBcvXrxp2xkZGezcuZORI0eyadMmrl69yhNPPIHX62XWrFm31L+/BfX/Ahw2Zx06S4DSnDJm3zcfU6iJpaffYXXJMt56+AP2rD6Az+NHBNz7JH5TG41mPYuPzSPnzE7q1ZO4Y9y0OvzOjzV7BntFPu/+ms3R9Qa+emsHCQ2vMz0JkHXQSES9CgRRT1VFOZWusVw4+QaHt2ykJLsMAMkncfbXi/z44SZeWz+dybfNJCLWjMPuwlpmIzgiCGtxFdFJEZw63ISQ+HiiUp/izOJVlDa5iHlrFgCFV4sRFFBVGihAoBRFkCEozEfSy0YijxYzbFJnwoLnUVVqpNI5kWiFgkC+EPS8vyvblu+uuTeXzYMp1IBSo8BT7SZyiBFvmIPc0igGmVyozN3x2g6w/VwsxZrBPHj7MCRJ4r0JS6koURFUUoIP2PxLDomN47jvevS43+9n/NsP8US751GfycHeOAT9JTcep7dG+9bmONHmOHHHOmG3jL2fmaCtDrwKJWqfmzYhVsZM8WD3NeeuMevZllnNvT2uEWHWo5Ac+H0FyG4NBQSTJIYQHt8WNJAS9VKghvF1hAGDO1tQRRpRAfFCoEgF/hBMxvo0ktqiEGTwFxKkTKTpdVehLPeAoOmoZTuyVI4gBvH0YjOyLNN52EGiYztB7FS85WNY+bOFwR3P0TR9PycPNGHKTAmNsphud14j5/hCrBc7oWtzG+bgClYfykdXbwGrVfs5tPEYF4QSZJ2EvtDDiFnXyI1NZtWpRO6POkFRw3S8Mwu4eiqbFt1quc9Npg5EVK3mtWde54d+rVn92jHEy4EYg9zzuWj1WiqVMmWPNiAmuQLxpVJWV0cS17U+nCsguEMWl7811rQXHGUiIj6COcPf5cVvJxMUWktCIijr02PEfA6u2cKcJ7bidlcw62wHXKKflMgKin5WIntv7rvd9FUYlWU3Ln0/fRlOUZ6KeJUDQSlz34slnFhr4uoZPZJZwQFTOmeezESJi6d/vTmF538J/xXwbOeBGffyxcxv0d6n4/XHz7G/MoK1Q2rv78CKYO4aeIrgsCDqpYeieaEQtyyzsbQl2gvFqEQ7h/eP5enFKf8rPup/d8iyEEiLvIXjgJtq1P9TkCSJyMhIlixZgkKhoE2bNuTn5/P222//Laj/X6LX/V2JSAhjareXkUWwDwjl2Y5n2Lg8DHmEl/six9CwfRovfD2ZrAt5ZJzIAqCqRyiaLDuabDff5i9FpSzHfJsWVLsIVdY1xdkqqrBXKpj/RhLtU4p4aFo+X84DrVGDIAqMe7kYU2x/APyKdsSqc3jh4bXoTEE3mDi3fr4LhaigcYcGnNlznrBYHYIsExEXyqzvJ2MIDsIcFUxQmAlRVHDhQDbmX7Nqzk/v5uD8ET1JHyrJetyL1ysjKCA2Tccr9/dDNaKC03tL8VoN7M2uT7deeXjcSXz9+houHblKqz7NCI4wYS2tNf+5HC68FX60tylI7VbOI1MrKLfrWPt9Q5xlCeRdVFFeUEX9VsUs27OScfMeQqmqNSOZQnzYKpV8OuMr1i/ailKlpCizmJDEULxhOkxuCUukBmW5GnWJh+rK2msbQvQ0q1+PS0eu8kyfA6SMcXLwl3uoOKLA1dpC59u9yOp17HEFU6DSU1Bs4kLmo3RofACz7gTH6Ujb6Bh0+m4I6nZ/WP4yNLougYsgGkGsD4BSvP5qKhPrHiNc154EY+D4mt8Fug/tVPNdFfYZj90PsvcyXtsaWt/eE6P6W3LO64irV0ZyIx8PTNmFTucHUYfH5mXPitnYS6qY+53I8rftbFvvx/pYNCs/bEiPLuXoy6x8ezASf7ICFTD7nreJqx9DWIyZacufRG/SERsXB3GLeCL1U2zrqtl5+XraT3wEKYmF2FRhqCq8SF9bUCBQX51Mj4Ht+eLgd6hL65oBFQoFV49lAPDdm+sYO+/BOverUrciKnkfwUY337wTSl8xk92Xg/HfmFZdB2WFNyfCaNm1ik1fhjHygTI+uGDgYpaBnOs+buVZJ+b2VlwhOpSVThq1/+dYuAQxAlnVkQeeC8VebOfnb7y8uL4eVSEGNLgCK7IfomNbc+lsb9r3KSE5ZTafn57Jipnz+W5nCLII+iAde1Yd5OlF4/6pfvynQ0JAuoUa578dExQUdEtu2PDwcBQKBcXFxXV+Ly4uJjo6+qbnxMTEoFKp6pi5GzduTFFRER6PB7X6vyZm+VtQ/w9CkiT2rj3I4qnLcTs8jH93FGX5Zazat4+PX47DP8TEAzGn+M6fwoUDV3goeSIKtYhSrSAoPIi7+3birt7zmTqkPRqtmsq8owSZjiDqBt1wrbVlX3BP+COU2n2MeKqC81lq1B/7A4FfMhSWPsx9Mx8DYM/6RL5fkILOoKPn8M6c238Za5mNy0euAWArt7NhyTYkjxuFUmboE+Uc/NnEyJfvICXpYzZ904CeIx+iJKeMmJQowuJD6/Ql5RFQRVsZkVrMuwlJJCQbiU5OZOybCrQcADESTch9vP7YGQpzLCR9pcIaep6v31iLLMmc3HUWyV+bY52Q5qKwTxRzhp7ih0/DmNDVitcTxntjVJzzqKl+Oo/wTzMQgMJrRQBcPZGJWhOYzqp4kQ9/uMKodo3xeyWKskqIjA8HEQpLrHgTgnCdLUWXbcPaNxrt1WrEoxYUahG/R0LGR687t3HfWD360N5EJJ6n97C1aDUaKkqakdAomKoSJwONsRiafUBF1Se47M2AoQiRWrpFKRCEPw9i+v8LgqoB6tDnCSwFHYlt40YhHUfwH0Mvf4osh6CgGoW6ivbdt9N1QAoouxBerwkjnpqHVbRytnsoXquAaZcFGVBeKQDAVlHNxUNXCAn38v3srbS68z1adE8PXFisx3PvZXDtbCvS2+bw01oNyb1d5Jb7UP2QWdO/igIL+VeLqSqzUbWjdkOjMaipKKis+S6qb27eTeswlsILPzH4kXIyLRo27TTg3O686bH/FcoK1ciywOVTekyxTmihwLVNjaFagdPhRlR5+a0c2OlfL9C6V7O/fA1BEYEsaJCd6xk0JoFLx7I5fcCExuFCH6TF6/HhR6Ikt5yFTyxh5Au3072vDn34BdYti0CLFVEl4PAGCHQyTmf/P2EF+78KtVpNmzZt2LFjR42PWpIkduzYwZNPPnnTc7p06cLXX3+NJEk1xDmXL18mJibmloQ0/J1H/T8Gl9PNfZGPMnfsAoZ8eRR9cxufTFnODws30ze1GY+++QDCVQ/fPpUCQOOhVhBk/B4Jn8dPRaGFn+ZsZeaDDVl6ZiGy7OPUjm04ufmOWRRFRIUC924vM99vSXCYxJgPLiHLEqZQI0/8jlowreFGIqIKyDmfxxczv+fI5pMBIS0ENHC1XoVCpaBZRwv97q9gxbwwxr7zOkc37+Xb5S4+n72fO+99nqe7vcS6xVtw2WqJUCx9oln9cjjxBg2XthqxW8w07WRkwIiLyO6NyBgRtB1p1r0FBZkaZL9Ai9uaoNKpECNkQgaAz+NHEmUUAwML9SMzCrknJpNy6xhem1eKMXoy2tiv0IY2RZthp9taDa+ufa6OVeDsvgtYSqzoQw0YW6s5WB5OUGggNUgQwVJSidfppX3bMsJdgd2wNstB6Poigg5VMO4VmTcOlTHhzXKWHzxJvxHVtOtVSdOW21BqHBiD9Gj0DUlI06MMeYrQ1DkYEj5HEIMJC5lGXFwXwuPCEEXDv4yQvhk0Og0KQyfEoCdRxZ1AZZ6AGLEVm+9hdAY1KoWVrIu/0KDNMRqk30P/LkH0Gl/C6VNGFC2U9BrjQNvIWKdNr2QiP7cp7z2+hNxL+QAI2h6IhrE8t91P1/t7MfTxvmz/3IhnvR1EaNQ5DUTIu1zImgUb6nZShCCzieiUCJRqBfogHQc3HGXuQzdG8ouChtjG60F007R+JcpWkRiC/KQ/8V8XmdCH+1Aba6nJDm0LBgRWL46kcUMXMVecCMU+NHotgiBTv6MF69CAZeudGS//xZGvhaDpDv5CVOFzOH0wYO5ucr8Vl8uBz+OjZY90EhvFcfuY3nQf1gejSYfoOVIbIn/dj+/z+FFrVfw/iAf+l8dvXN+38vmrmDp1KkuXLmX58uVcuHCBCRMmYLfbGT06sOY+/PDDPP98bQW2CRMmUFFRwdNPP83ly5f56aefeOONN5g4ceItX/NvQf0/hEM/HcdWUY3PCkW7dDw0OoOn5+Ui+SR2fPUrn7/0LR2T0omuFwGA26ogtJ4bQ7iX4AaBHF2P08fYBc9jDC5H9ldx272N0KtP3vR6siyT0DCW6p4NuLhIJvewhvKLjUltnszqglk1ASZ+v58X7rNw/vBNdm5yQNb5vX4enpmJZoAZY9QYlp6aRlLcm3j9cST2u0Ra5yokUaCiqJJFkz7j2PbTNU0E7SvFVOmjqqo5g0Z5WLI/jCGPX8EfLqIzf4BgfBiboyuyJHPfM3eQ2jKRkvxyZvSdSVovH7YEEwXPpuGO0CGX+xEVMmFJZh4e46Jby21Uul9D0PXDEGxm8Pj+CBJc2HWBj57+jPaDalPVJJ+MtcyGU6Gg9LiRbwuSmPB6QGhIXhnPdS7siAeNJH8soFRLhEZ5GfhpJV1HVJN+WwOiVTZ6DA5BpfaiEA0oVN0RVen4Qr/GGvwd6oiViOaPEJQpCJqOCMK/d6StIAiI+uGIijAiU2YgRuwC88fYKrXERe0nNnUVpbb25K56kHsm2vlu9SkqrimQ8my07mHDZA5shLwuiV9W5aNSXuPnJZOvt61CMD1KvKIKbUsXPYbpMEdcF54SZJzMpsPtrW+MMr9eOKY0r5zygspAfXGXh8wzuexc+StlBTfmRQuCiqTWL2JKeJm+8cX0HlqOOejmgjqmnpvW3QJujvb3WIhvdfO0tB3fh/Lz4lCUgkxlkRXZJ3DhYxNBwQE6z8iO/5zWHuivgBj6KVq9lhEzhtC6RzVhoxVogiQUKiVXjmdw9OdT+Hw+vnptNeUVCVw6XkrP+8Ko39wRCNYEGrVP4+muL/FkhxtTgv6v4zcf9a18/iqGDx/O/Pnzefnll2nZsiUnT55ky5YtNQFmOTk5FBYW1hyfkJDA1q1bOXLkCM2bN+epp57i6aefvmkq1x/h7/Ss/0GUFpQzrc9sSnLKGfVsFstej6FFv3JObP5dvqUAkQmhlORUUL+nFVuxiug7JU69beTBmffx8KzhSBWPg2hEDJlfc5osy2SdyyW5aSJHtpxg59e/cnDTMaorHSAF6sv2frAbve/OpmFLB+rINxEELX6fnw+f/ozd3+3DVnFjAQIAUSUiin5aD2zB8AlxlGQdJLn9JZ4dH0nn5DK2J7UirDgP6wYJT1ndid38jnLcNpGY2IGMe+kHzMGlELICUdMaUaEk80w2L975JumdGzLs2cFcPnaNsvxyfnz/O7oOtLL5uzDcSTo01xyMeraIznfaCE/0MbV/O0Y+n0ankePRKgLjN3vofPatrWUAEhUCkiTXLPYyoNEpcUgSIV+HYXopn8ILtRuUiDgP5ggv5YKa5JRqetznIDlexeGSMDqYrxEUZUCp6olNbSE+6mkU6gaA9G8vkP8qJO81cB/gaPk6WhtUCIoESqszyTufy4LHW1KaU0anu6s494u+hnQEQKv3ExzmwxjeiI+PzQPA7S0iM2c6hcfLUDqczH8zFMcVgUeXXELOCOKzN2JqL3xdSP+Ghh1SuXToGraOCegulqKsdPHSN5NxOtx8OOkzGrVPZf7O2XX6Ws4aRwABAABJREFUfurkeGK1h5j1YCxXjuvhH/yUYdFewmM8lIpqWiRWc/6IgeK8wBwRFDLyP/CJz/w0i4XTGmGrcCGLAt4IDerigEVp4NjeTPmkblbBrcLtdLN67vPc/8qrrHxhBF98YsTxUDiJa1z4PBIg47S7eOHzK0SnjCUl8VMcjhh2b/CwoLAD1QctJF1xUm11IADfFSzFYNL/U335d8WfpWe1/+HpW07POnz3e//ysuhvH/X/AAozi5k78j2uHMvA5/Mz6pVh5GSVIvl3oQ/+B5onGUpyAmQKV3YFol5MSgePvnEHPUf0AkAwLwbvkZpTvF4vI2LH4fP66XpvB/asOkDHga3xun01Qsrt8HDql/N0GDCYYksaiVFa9q07zLxRHzJ+/sMMGNOL14bOpzirrKZdQxtQe3V0bN+JU7+co3MPF007WDglDKHo9NtUH4UL5Ua85yuw+/z4bL9bxETQG9QUXzQyZk4p4cbVGE1lWKVJzJ28mpzCJUx/+ik+eOJTSnPK+CWnDKVGSVRCGCvnrEWl1bHlayXGeAmN1c7s7/OJTO5IybUDfHm6O0q9xEfTMjjrHc2eF6MIDjcRmxqNqBaRPIHVXPpdVL0MlDyWTmxhPsqfKol8t5ABL5aybEI0bptI/xEVDH7CQpDeT4VJwJOhJjs4lM8yQxnd8iynN3SgVc80UA8iJe33vsf/W0IaQFSlgiqV9sYHkeyrqXb+gkZVRXRUD5LTDTw5N4/zPh/HNqsAmbA4L0XVOqQJkTwWcpQPZ2hwu9xotBo0qmisFx+hfhMbBeeW0XWik18/bsKXT/kwhAfmk1KnxOf01RHSCHDp0DXc8TokwYOyMiAct1kOcHT2afwON6d+Oc/l4xk0aJ1Sc1qIcjw61VGmfZLDlBENyGmYRuimWp94eZGK8hIlaaNd7FpWG8xnivPSYkwle1+LqDMWrz2WRKD+OQiSjLq01u2zaekOUprVY+C4PqjUf43IQq1VM2LiUZAq+GllLKLVQvJWiUqLHVmWa2o9b/3JxJmNu1mdt5StP76GPcqFf28JhkMWrBI1Va42f7qT+6bc8Zf68J+M/7Qyl3+bvv+b8Hq8jGvxDBcOXgmUfZRhxezv2bHyV7rc2x6/ozYQzJWqRwbUKQKqeFAbAi93bG+ZmBafY44OAQKmMa8cMOvOunseg4Mepqq8GkeVk58//4WEhrH8suoAxg6BfFTH8HTim8YzfcWTdB7Sm8RG9SgrqGDe6I9wVDlZOuNLnu05i5ikgGlGUMo0nuVCckBK4ySKMwt55etEBoy0gRhNow49McR9wJTF46koC0Vx2k5208ZI7tpJLQoyk9Zn8/wHKrp28dOodSiScjQfTnbRq/kefBcrmDn4TfKv1pqAti/fzffz1xMa5cXr8ZLWopr5qy7w1s9ZNOrUlb1umTdfbkrvmHuYtfpZXHYXG8bpuHyvmcysQg5vOVFbHEGAyKTaRdXZMo7grEoSYwL+56LTYL0moFZIvPJ5Bk++UYCzMoTKchPuiwkYkp3Yi7R0TYgkMaIHTXtN4/1nqnmu77s8Pe193v3w+xt8f5YSK6MaTmJk8gS+fesHZDmg9Zzecx6Xw83NIEnSv7UPUTTch0nbFK1uMZERG3nhw59p3lFF0Q9GgqMc9PuihDnbsokco8GSo+K9OYFo6FO7armxOwzqSXz6YKKbzmDSEAer9vYlvnEDrrVqRFisiudXXCYk3kNyi9oI9+ZPVmFu7METowUhMH6CQuDYhfM4dLXjmXshr05/6zVtzbSHuhMS7Gf85wXEnbyGrBOQNb9bkCWB8DA7nd6oZR+z5atuENI3g7e/CXfLWh/9h099xiMNnrrF0ayFIAjk5E+h/PIMhk7pj6gSUCOCQA0TIMDBr8JRqnTIrrW0uycBU/lQVJsqUHj8xDeIoWm3Jqg0StoNaIHf5+e7+T9iKan8y/35T8P/pun7/wX+FtT/TShVSmJT64blyxL4PD72rTlM9rlcZv3wHKGxITibm0CE25+upN3d1QG/qQCi5XY2LOpH3uVaofbxlC8oyy9n5vdT69SVFrSQdT6PlKZOBozPJTgK7g2L5/PT79K4fSC1x1Ji5Yf3N9G0a2Oa3tYQZ5ULtVbN2QMXaXpbI+JS47i2WI03U4lUpuTNn18hqWkbJMOrnNnvZN+Ph/H7/BzffgZiJIKfUhP245U696hQyKSGDaFxu2CUplGoIr9DHzmJ8wcv8+5TCdiuKUhtWS9Qf/l30Ghc3Du+hF6PVjBxQQ6xUdAk6Q4KCh9ixR0lWC9X8fr9C/H7JHSGgFCO+DQHhVNCkiTsVvv1cVdQklVa2262Bc3uIjI/1VDZO5zuU52EdFfyytdhFBa3ptKpxFRPwYYVaUQmNKHs0hzaRfVnUJcFaEPfoGHbBpzbe4mqMhsnVxxm/cs/Miy2bq7sE+2mU3CliJLsMpY9/zUjEsYzve9snukxizuND3J8ey0tpMfl4a1RH9BfOZx+imE82WEGl49fQ5LqlquEQBzBhUOXKcwsoiir+F9OsAvGxzm8tZDcikj8ookMj5sn31TTZ6gDY5Wb59c0o/Q7D8Zfq5EVAgkNY2nV+0bCkcQmnVAH343K9w1zvvISuu4KLoeD4BgnjnIFmadyMAQHzLfnlhiJHy1jPFVJ8P4SEAP0sZ4ldhrfFWBvA6iust8wptO/mExlhZ7uiRUMeyWbN3deQ2peN8Dv2IdmDr0aQr2GThq2Csyp4RvzEHV1x15SCRROTgag4Kk0hLNuqhNDAJAFCG0sUZJTxtblO//yuPrFpijl0zRrd5ioxEiKssrwOn03+O2d1S6Wz2tAvCaUQUPPopG9IEHepULO7jlPTEoUGz/ZzgdPLWPdws946/5/Msf7b/zL4m9B/d9A1vlcSvPKGTFjCJ+eW0DTrg1vOKbwWgmv3jcfjV6L+YdiBAnWLIpg71dBmMNl7nmqL0+/O5KJLxRjL/0JCGhhSc0S2LHyVx5v9RyTPnqU+AYxmOsFEf+igNfppV6aixPvJvPZyTk8vXA0kuccsnsPbqebJzvMYNU76zm/7yJKjRKNQYPWqKH/Iz3Jv1yIIAqoPEaCzAqGTLyN8qtv4Vc145uFo3i2/1beevhD5ox4l7zL+cTpY7F+5EH0SCjVCroN7UREQigfn3yXpMYjQdkAMWgigmhAEI1U/a6MZ0lWGfENYuqMR1IjJ3qjj8efLcAcbGLtF48iBD1HXMP6CM7ACuX3+nms6RT0Jh0qrRLFuPaIQWqQarJj6HZfxzrtKiodCF4/5ugQnhx2mdh0P3HOWJLTztKy3ymOWuujcEbzzBfvEtugHZ3uHEL9Tk8gCAoE0VSnLUEp03dKFeWuahZOWFLze3mZFV9wrd+rosDChYNXa75P7z+nZiMx+baZnNx5puZvl45cY2LbGUxsN73OtRZN/Zx7wkfzVKcXeTh1Eg+lPMmRLSfqHOO0u/B6/uso5v9NdB/WmbhGSzAlbKTohJrcojz63mti7/w47jLmoSjyoi2worS6Kc0v5+HUJ8k8m31DO6LpKQiaTlikmv5jeqDWRfBs13Q8zoCLQa1XERZnRvYJ9G1fRmz8dVPzdVmsGGigwmvkN9/zvh+OcrvmfoZGPVqzwanXIBFJ9zX5ViVDeldzrTwExZFA0FhMvYDlw+tQILlEfF4RrzuwDB58KRjpeoyYKkom6mEZ0SsTszBgOo/56BrKXA/1q3KIGOhHClVxzwuB4h0rX1sDQPb5XE7vubVKW2kt6xMckULmhRDuGO0iJNJYZ0WOTo2gTb9mgMSVExlUWpthqf6VXg+EgBh4TwDyrhTy08c/ExIRzMippTw2t/0tXf8/GfItRnz/u2jUf/uo/0nsWX2AOcPfRRbk2trIaVHcMaEvZfkVHFx/DABZBPwyhVcD+b6iQkZ5KRA5Oug5Ny37eHGXvIDdnkh658DO/eLhq2z8ZDtFmUU4bW4+mLSM0KgQqkqrqZoTYCvZ9YOZ20fHYDJcRFA2RLIsRjaM442R7xFfL5PYBDi5V+bk9nMARMSFkdAolqoKG9VVDtp1L6P/Q3q81s9QB0/A7zHw86c+uJ5xW22xU22pG3wmSTK9R3bhxS8aI8gHEBTDEYJqIxcriixEJUeQfyVwr9VWO9YKGwigCIWGzSoZNMxCi65x6AxNKMm1gyKBHd+ewO/xoVAra3xzkk+iMKOYuPrR5C86hEKjrOPC3PnNPjQGNR63B9kHyBASE8ygh10MH1ACsoTfW4yk6UdSiJ3CHV3YflpgaKqKoLChN32mSq0Sn8uH4JEpiA3F0UTDrm/3Mmr2cMyRwbQa2oE9564i2pzorlT9ZpEFQKVTIQgCal1g/AxBegqu53j/HldPZFGWX054XBgVRRZ+WLiJkAUh2J9xIsgQ3zCKNv0CFXVKcsvYs/ogP3+xi8rSKj48NJfIhFsvBPE/Da0qFYA+vYNwOrNwOK6y7MgMfPY3sFZ42Lm4PjqTlsrSKsryKxjf6jm2er67gTlLVDdCcniYurgvcuV2pg9L5NTuAiISw3HbXVjKrYDAgh5xN/RBfaQKpwggEBRh4ty+C0h+icrSKr6ft47h04cAkNKsIfbyrlTm+fAdDAhaUSHzxvdXeKRXMwR74OHlZ9RuvLJP1m7YvOVg2VH32sL1mAjNSAPF34Ci3MmnDwX83LPWPscXr33PV65jdDoXSpNODeowCd4MsuylqryImITDeO0KKgpAH6THUeXEHG2msqgKu8WBx+njxM6zXDnqpnX7avoPM7FthQOfFHhXUponce1kJhsWb2VNyYE/veb/FcjArRim/rVsV3+MvzXqfxLNuzdBZ9SgahxO6+4BLbLoajEbF2/j4IZj9BnVjYYd0ih9IAFveG3k8aRPz2Mar6P3w5UUZCoQvdvIv3SZJj2eQtAOAKBJxwYER5jwKV0Et/CDBBWFlQFzsD5gwuvzRiFaUz5+x2YARPOHOBypZJzK5lqhEX+aQFwvB43a2BHClZwPq2btF5/iSQpCEATaD6pPxyFP0mnobC4c0bByzjqsxSF/eL+hMcE8tbAFLbsUI/hzEPTDbzimoqiS576YyG/lbUWVGAh2kaHZAy4GjKmicbsYzh5S4PO6WLEgnbXvb+atB99nfd5ajDcpHfib0P+9+V/UBEhi1Do1fe4r4+NdV3hvcwbTPxJ5YNJhENwUVcdh9/TFGPcWyvDFvD1+K9/O/ZEp3V666f3JsozPFbiGsszLpR8E1Cki+e2DeLJ9QAtu0yQJ47FiPFE6EGuFT7ehnRgwuiceh4dv561DlmW6DeuEIAootQFNUVKLSMrAOa8OfQeAJdO/RBMno9xaXiv0ZRFLcSWv3b+Asc2ewe1wYwo14rQ5uXYq6w+fz/+vCHkHjTqaYKMGf/XrXCsKY8yYElTKCkpzKnBXe/CkRuDVqTm16+xNmxBDFoDjO6olmVc+20rHQQ5Kc8qoqqi+6fEafeAdcucJuHMCXPJVZbaatDuArV/UNT/rg54kMqknPl8DBk0MuJVGd0hHfsoc2ED/GXwCnvyba1tXPtTiOlnrRzaE6AgKNbJy1iqkpTkc/ukY38z94b+4AOAvxqcaQUKrdymvvCugBfoClexs5VWIolCTqTF0QgWtB0zmwtk7cVVfrGPuz7+ST1LTBJ5dNuG/vub/EfzGTHYrn38H/C2o/0mERAST0DgOlcOO3ujn+cXZvL7yKiOnFIIM25fvoTizlBlNuhKlrmVcem90OunuUNr3aMn0lQuJaPI+0a1WIYhGfl17iFfumcdPS7fRYGAzoh5siipEpttYK3dusRESHYzH4yUhzYX/bH8en5GBz6tmzcINnN5znk+eWY7P66c8PIg+91gJlvw89V4eA96w8cikLCZ8fIkHR1+l131x9L1rN7aijcx78gfmH13OqvnrcVV7qNckHpWmriagUAl0urMdAx/rgy6kLV7VGK6eyGBSp9oi8qPqP8nTnV/kvceXotMH7tfvrl3M2ia4iQ3zU+0vwO6woU/4km73pHPf2AA7Wvb3JbhdAbNkRL0wRCVIGoFpS3IwhQQWYylSjayAhJQYIhONTFp1mkdnFhPfEBKbOEhMP4hCDCInNwGN0JPguOGASGFmcc2CnnOhgLzLBTc8T0EQuGdyoHSjMgrCkt1oVlZg3lZMSU45z/WZTbdhnQFo5rhG2+G1/vGopAg2LtkGwIqXv2P36v206tUUlUaFSq1CVAo40sNw9ozFF6Il40ygDvmub/YR0knCfqn2NWw/qDUvDniDPd8dwFHlQKvXMH3FJDbYvqLTHW1veX7+b0JUhqOIXIvT2Zhd59PxeiE/10D/B0tIqH9d0Ho8ONrF8cKgN8g6n3PTdoSgGZhCZiPL4bz8SRZ3TzAjIDN4dFmd4wxBerzuuqZ/tUZ1gzpUlF3K22M+qm1f1RzR+AD1uzvpNsBGSLgPEBDnViD8Q4T5X4HxlAV1hafmu73SyZevrUYQBRRlPiS/zFevrcJSYv2TVkBQxhOWOoVg9TwGPRJE8+5NkJExhurxefw4fkcslJ9lQqkNp2kHMy06FSPJMsHRQYhKgZ4jbuONTS/S6c52f+1G/sa/Df4W1P8Esi/ksePrPdwxvh89+3Vh708hzJ1Qjw9fikfRQM3U/UWEzjBRIVXz2QvfoFAoUahEVDoFEfE6QuV8Wg6YBs7viYwpJCIujBcGvc7Cxz9h349HeO+JJexaugvXeQ/Vxw2c+FFPlUumssRK29tKeXd9FpMXjccvtmPJ7HCWTvuKrV/s4q5Jt9NzRBeUB2y8OziOvbr6rPgujoPvKGmgd7NpVn0eGFnJU/MlBFVrNi/PY/eKA1S+XxyIWAeyL+YF0r4ApVrB+z/Do3P6cf/z9yCo2yMoYlk0+XMmdpjBpSNX+Oq1VVjLqyjNL8fj8pJ5JoeQKBOGED1et487HymjQQs7vYeWsThzEJ98HsX3nzRiXItpXDlloUFrFSqNhPushOSVUGlVWEurkPxAKw2nG4Tx8s/5aIx+Wj6tJ7aDgpEzEmnSKpvKE5HogxJ4aUlr7F6RfHcvCH6L1LabiWn8PJqg9giCwJp3N+L3+5HC1MjAc71n3/S5TlgwOrBIFkPFFpCja1OzLh65wsXDV1CoRPJP6zm7oTa1J+NkVp0CLL+uPcTadzcyeEJ/2vZrQVBYEDpczHj+PJJWgSjArHvmIfkkilcrcGbVSoqw6BAyztYKtl3f7atj7s44m8OOb37lx482U154Y83k/78gCDqCUr9k0MDvWPXVCAptWuq3iOfpt3OJH6dGnWslaFcGXrePX9ccwm61c+HQFfx+/+/aUCFqWmBM2kBZkZlxM/cxaLSCwmwVt91XifERE9UdQ7BXOQiOrCXwNoUbadq9MYrr1gpZqUAyavG6fHyXc5G1izZTmBGI/lcoFESmR5JdGk7TZ2tdObJSIKi+j8kLcomIrRW6v0HbScHvKdo1OolmHW03HPcbNi/dUafyl+SXKc4uubXBlO2EGj+iSYd6aI06IhpG14l3iUmLYuoXKxAEASF4Bkvn3kFUPTNWSxUKg4LNy7bzcOpEXrpzLlnnc2/tmv/h+E+L+v7bR/0XUVZQzviWz2IM8nL7A2Vs/jSayKRwugxpz57V+1nxTjXhd4oM7JDP4kcaIOxy4D9ficIn4fdCfEox/UaoMYYoubBfRePbgqgqt3F8+2n83sA2X/ZD6aUi9AWVaLRqbJUaDj8hotaquHgqCSF8BTJGiiqnsePbVzGaDTyxcDSGID0KhciGT7bidbsxXLRyYIuRILOBDj2+Ib3hJtS6b0BTD1n/FqsWjQXJBpbfqRcS6LoqEPQQkhGO03qaniPvITy2lt+76FouqZ1sXMwK5eSuc3Qb2on4hnFkngoEDwWHBiMIIuZIDUOfrKCsJIm1n6go9WXRQbRx5nzAnJ19Lo8Ni8OQfDIIIEsyfp8PtUaFqBfQVrnZPNjEnrsiia1n44m79qPrBx6fksYt6+F1leNznqd7jI1LylcpDoogqqAB5ig/ut+ltd799EDW/bQd/4gIpOWVlOVXkH0+l3pNakvbzX3wfYIjTVRXBIKOvBF6HF3NBC0PCE2Xzc3rIxZeP1rk9wresW0BpjZfsBql1cOe7w4gKgSUahVqrYp6TeIouZDN68+mElppISo1lv0/1ubJ2zrFo6h0ob9YxqoFG+vMt+yLtelHtko7E1o9V8OL/vGUL9ji+e5Wp+7/OAIFQkRenB3HytUmWjdzcHFPJNkn1LhahGI4FXjOX722iq9eXYXkl2nVtxlzf3qxTv1kQTQT1XwtsmU03e6oIK7tV/zw3kOQpCJ4ixM/oA/WIUsyzmonQ564nV/XHsTvCgh9X6gGX6QJ3VkXugIHmz7eRnq7+sSkBNIR0+Lns+XIZO59YBeaEV5ygky06e3h10MGvt0fQ2lRYBmMivfQqI2d3evMiHrqqDEqjURkfF2BrhughLuN2KY5UVrdaE3aOvS6n077itTWyYx88d46lb/+ET6/ihPnSwmNMeALkrnWRcG93lQuHrmCzy3hqHKyYdFWRsy4G4VSyfhZpfR5pIS5C2VKcpXIv4DX7ePQT8c5uessDdvXZ/6OWf+nq2pJsoDwdx71/21Ifj82i8C+Q2a8QSIlWWX8sHAT5fmVRMuhNM5pzVcjgtCsqcTRwkzpyKSawAaPS+TYbjPZ5ysoK++IqGrMti93o7pec9dnvL53kkEVrsBaakOtVaH1mZFlWH71Q3IvW3mi7XQmtptNyx5NWHH1IwxBgbSWNe/+hM/jJ7lpMvUEE2GxZpRqFc/2eIXwqFIE82JE0yQUCkWdNCBDmJf73glUKnId8eM5CC17NqPFXZvrCumsEjLUOTQa5cPTXMehZpVMaDOdnN/ls148eoX3Nxxmwqt5FOfKPDOolIPrknnpyVF0HfJmHVOjIApojRo0OjWWMDWqDnG47B5CEkwYG6tRuaFZUT6yrGbbqgYUFCUSn1xJZFQpOX4HsrIbA8fs5LaEe7gruiOPNZ3C4KCHmX1fLaubVq+BTB+q1aWEPaTDNjychY9/QkFGMb98tYAX+o8kP7OYH97fVHOO4qAN874C/GlqLP2Ta36/WfCJQh0QOtYe8VS3T0RWikh+GY/TQ7XFzrXTGai1EkqXjM/l56qnlN/WB1+YCmWRDWWpA5VaSWWx9XftirjtbrZ9+QvlhRa8Hm+d4iX+637K0rwydq/az48fbSb/yo1m/f9tGIO11NdpUIVUkNo+GO0ZF8bf7/18cg05zcmDZxkePw63s27euaiMRBHxExnX7iJIMY3EBAn/jFL8RU4QIDg8mKoyG6IgsPObveRcuE4PqxHxGQWsnUPxRBoIynHy6ekFNGxXt7rVEx8sYMH4JB6ZVkzvbhVsPB1P78YVuPqE8hvxnM2qIO9aILjMscOP/LtYyupKJTtWh9Vp07XLh/UdH7Kito7073H+4GXWvvsTCx9fwh+hvKCCV8ekEiZEM3B0HM+slWlfcZSSnDJ87sAgdro3B1fEap5oO528KwUg2fBajBT/oML9S11CJbfDg8NqZ9U7G252ub/xb4q/BfVfRHhsGB8cnIskCUjj9fjb6njll1wEIUBlWXSthL0/HKJFzyaoM130qjpJqidgjjKE6Og39jlGzJxPzsnlNWUJ73l6EI07NsQ7tAGWRxogqQRkARQD3SijAxHQKW8Ws+jibNTSGoqyCynKKsEUamTWmufQm3TIssz8xxZxeMtxzFEhVBRVgiDQrEtjmrZz8N6u3gjGxwPVe2SZeY98SGRiOKJKILZBNPZyFaufSUGlVdKgdQizV49k0oePolDWDfDyuDx4VAJVGTp0P1lpfliLSqXAFGYkdICEOkrmqXeTsVboiE914tcvQBes48GX7qVVYi869+2C3qRFbQpoQ36PhMlsJCQymKi2CZQYAguPyq0hNLuSKe9YGPOihyfmmhj96EWapJcgS1YQdbRoOglTwpuICi0FV4sYpB1ZY7Y/f+BSTZ8XT10OQMM7qhjWMQ/DmjLO7r3EqAZP8u38/eRddXLSbkNKNKO+HrQkAIowcHcJRnvlus9UCY6xqXUnRLDAlFW56IIkzFtyGDzwPIMXF6ILqV1AE9pb6DokD/35AE+1t4UelSmg8ld3NaOqcqAuc9T0/Tc07VKGLMl89uI3TO76Et+8sZaERrXpblEJ4ax6Zz0PJE7g9ZHv8cGzX/Bc31fJ/gcSkP9tiLrbKS+/n3pB0aS3sPLGj90w5BYCMtFNHMxdf5Uew0q5/dEyGr8iY62q4qvX19y0rX4PmFiztAn1GiqZu0bDwFFqGreP5Pz+i0h+CWe1G4/Lg3x9y1QxIBFVmYegX4oRnYH84md7v8L2lbu5ejITnzcwpqIoMmXxE2iDW3D0SwMeu8TGTVFYJliRryvKDpuCa2fr0nC+8nkmfwTZDerL1agqXHiitVS1ryvIFaqAAN+79iCLZ3yBy+u6oY3wuDBmrppKUnpTVBoR97nBVBxP58CGo8SkRRNTP5qj6/Vsnesi43Q2U7rNALmUMPMFmrR0otIFdhlak4Z6TeOJTAznsbcepEnH+v/1g/sPhizf+uffAX8L6n8CDdumMfP7qdif1+Gq0jFjUtM6vg5ZkgPMTAJk7THi/t6FALidHkyhBpRiAT0f6MLWfQfJKihEEASeX/kUMZeqCNZXoFGIeGINZF6JIdIUhUqlxL4jmqjYaHD/jNNWguST8Lo9PJo+mdXvbmTe3JWsz7iIpchKaU4ZFQUWijNKEAR46TMZkfya/q19byMH1h/BZXfTvFs6tjIbiutlBCWfRKPOYUhCwU3TSypLrNjX29n9hgZXoomLp7MQohVo2qjxFog0aa6gw8CWxDQcRHTzr9n4yTZUKhVxaTFM6vQC41s+S5+xrWg/KeBfNZj1OGxOqkptWNecI+yXUszRwTirnaS2qEShcJDUcgjp3Ubg90dTabs94NsM/5Y3hp2in+pxHkydSFi8GaWm1py66DrXNIDHFbBTX3pXy2d3axGvy8PIhDA8/ngKMxWYqou5rW0mHocHQSlgCjPgOeTD/IMVbVbAN9lhvpVBTY/w3PsBc3jnAVaaNqnis7mRxD4i4h0cR3xHF2mhTtq/XoUgyKijJF5alEujpgJxKW7qN3cQubeUevc4iGnpos21LJTlXpT/EMAXFKHgiQVFPPBGHkqVgrRWSRRmFFN47brfUwSFWsnS6V8CMHl1Lp+fvEBpTjmLnv7ir07p/zaGT3uAsOQfUCiTiYn4lJ4jHPQeUULLu8rJtBvp8kglGToTV9erwQUZp3OwWW6M8DZEPUT/Rx9DVncnOq2ExM4O1I2LCA431TjqSnPLa2ICwtdloazyor9cgdLuwevxcmrXOd566EOebD+DIeZRnPwlEHmeflt/jOGdeGZ+Ka2LCij7QfovzaNzxtW7pftXVHrQZtW9H1d1YN7JEuy89is7zu256bkanQZF6Cvg+Aa3VWTII8cC6YlXCynOKaAsX40l5/rGzuLFF7SJkKhQEhtCeJQDY6gBQRAozirl3ql30qZPC5p2bXxL/f5Pxd8+6v/j8Hq8nNlzgY53tqXbfZ2ottq5ePgqs++dj6v6H3bMMlSX1DpLFx2eR2LjOATfdta+/yP12x9lbJeGdG3bigatkwhR6HB/WQoGHd78aoKtfkp8Ptr1b8nsFZMBNULoF3z1WqD0paXIiqXIyifPLMcQE0yjpjFYYwKMDXPWz0Ct9RGf6gF3GYX5HXiy0yP4PD76j+6J1+vD7/Nxckdt+kxYcjCPLmlA9y6T2bv2UJ1bOXfgEid2nmHfD4dRqhT4fH4kgwq5QsRpdSDaBF58cygt23yNENwCUf0AAMNn3I3D+jXPD5yDrcKOUhOooasxxAEe7JbfqhfJTPgui88ebUTW4Djifyqg4FpvHnk2E1vxz1w6fYa2vdsRW28OshwY5+PXq3gVZ5YwIn48q4qWkX02l8adGtTUfYVAsSGFSsTvlSh8PA1dgY2Q9cWUZJfjaGjE3yqE6Dg7/e4v58C6UATZT1RsKbZyPfdOy2ddeVOCf8jh7jZlOApVXDqpZuA7DnqlVhFTz8mRX8LocqcPvb6Ey6fTadAxh26ywKjBqYS4tmOzaLjn7mj69XIhaR7kyrl8Mku2sDs9gogDVVySdbhbGEhOq6JgjgcUUK2Q+HpnDK5okaLMUoqySwP5+gKExYdSnl9BwdUikEHUypy9rGHfykDq3tWTGXhcHtTa2rTAFbO/49s316HRqwPc76N7/TPT/7+EInQBu5ZOYNTUc+zZoObkFQ3fLmnIpCmnufShBghshDQaJXNGLODpxeOITall9hNFkfC4MMJinsBVfpbeg67hd6RiKs1l3xZzjSZ9U0ggh4kohhvwL7Lh90n4fR42LdlOyx4BpjRB24/LZ3/miVm9yTu2i5wrf16S1Oe9NV1G4ZJQuGrN+WqDGo/dQ3RyJI+8NoJ9aw8TXxn7h+cLogHB/AFuxwr8VUribncTkezmgZF5TOvSBFdjA4JXQpXrRbK8QFlBEHdPqKZT/wJeG6fC61bj8/pYOWcVFw9d4YWVT99Sv//Gvwf+FtS3AFmW2fHNr3w4cRl2a0CwKNVKhk+/i0dmj6Bt3xZsqPqSg5uP89nzK8k8XRu1q9QoUCgUtO7VjHrp8QEBouzP+k/XolwWBdlu9mYf5NQvZ7FZqlGqFFi6hxN22EfbHgYMpmrumtgWd8H9aKLmc+aAC5fdRdQUkeKFUo3T1F5oxWPS06hjAy4fvkLexd2Irk+ozLuTpr1f5c1HZtYQmKxfvBWj2YjX5SPlPgONQvLZ9GkIT72pICX9MEqVRK8Hbqu5h8LMYiZ3eSlgD/7dOqm/ENCKZYfMtGUqqkN+RtD2QlSn1xzTqG0a4QmhHN8RYOny/RYA5PfjidCQP7URoVssBO/O4ZunW+KuttLkQC4tb0+kadfGuGx7MAZZqSpVgCJABPJbvedB4/qwftHPgfu3OFg5Zw3j3364zrOrqqiqCdwyhhoI3lOEN1WLpBIRvRLecA2I4D7oQf2wBpPZQNvbMpn8Tgnnjobh8+h5aMxhPJM8aHUGLthUDLwvkdCwDKwWMwqFQPc7qsm4ejtNb+tJk9tUFFjnEKIfgtG1HaUhmRCNjEIVRnDwFVDvo0XTE7QQS0k+3ZrQtvk8HnIWjbYlmdeu4d0YjLfCSrZkoH5LB19sSGDw6BJO7jWRc0WL16wj5EEl9mPBuLZbUUVDiweq6NmunDfnBXzpVWU2KkuraqLFZ93zFvt/PIqkUWCrH8XbEz8FWWbAmN7/zOvwpxBEE/0nvcrhjS8SlSjzwOAL/Jpu5fVdiYTFhSKKAl2HtOfgpuMUXivm+QGvsfTMwkC6VZ12gtGELkBTOY37Rnfho4vnkf35dY7RBWnxD2iOd80RBAQkv0TJhETUZyEEGyggOMzElKW1Fa4EVWP8Xi0hxh/oeHsQOXWZcf/83hooEW/T4V92Y/R3etcq7ni1grd6JSEI4LF7SG6eyDu7XkFr0NL7d+/TH0F2baH3yLs4uGo3cfGFOKJMrJgS4D9XWn3gl4iIC0VWtUKpKceiTWDBHAOJDepTnFOOpaiSqrJqdn23l30/HGLsvIcY8uTtt36D/0G4VW3530Wj/tv0fQuYdfc83nrwAxz22hq0Po+Pla+t4aG0iTXkA4snzSc21Uh0aoDcX6UPMG1FJ0fw7OcTyTidRf75rwAIDgsj50pt/oetvJqopDCUGiW6Mi+iH/Kv2nnm05eIi3wDQc7E643j85e/Zfj0ezCcj6ojNJ3Dw3C1l0ltlkj7QW3o2vMDjGY1KR0m8/7E+STX30/3jwP9l/0ydks1LXs3peBXiV9/MBFXP5pOdz9HpDoUfCfr3P+2FbsD/7mJMtOwjZunF7iJDd3PgbVhCIaHbzgmJNJ8w28+lx9VhZt6r5wm6Ndc1KkCqR8WEZwu8PjLRu4be4KOXd4kOHUdxnqf0mtkf0RTXS1h4Ng+db6vXrChJkjJXmXn/KHLzBw8D7VBRVismZCIIPTnq1FUKfDWC4x9ur6QhTOPYBqoZf2uXry+w8/T7+TjqPaT0sxKg3Z5oEgjL7cvKBuwd0s7Fi1oyI9fR/HcvSlUC9+zae0M6neegajrgajrgu+amxl995BxwIAuejW62GVgnAzGx0CqRGPqiNseRZA6G4VYTJjZQWjwQdLTwwiWrXTuKdGzgYycZyZkh4P+IyoYOysgpJQWJ/HeIl575QTI0OO1EqyZSq7sM1EWd91HKoI+KHB/pbll7F93FEmtoLJ3PTRHMxBdXhp1qI+z2snmz3cyUHc/n7/8zY0P95+E2ZhC504+IqIqOL3JQHWTQPlAm6WaqnIbG5dsC6SWqcASXsr3H79z03ZERRRC6MegCOXh5xNQaevqFc4qF+5Vh4lMDEfyS3jNGsLfyiHkx6zAATJYS2xM7f4y5w5crDkvutk8Ms5rCUvtxcylmdz5SBmiRkafFniPI1NuLLBy+8hyBnUsRPm1FZXmRr72nLN6vn89oDH/5vfMPJ3DQ6lPsmHx1lsbOMlGUFgQHzzn5PBSA7kfBeH0poMAqmI3qnIv1VUOZtx1jsh6aTSo9wqduzZG8mZiKa78XTsBd8+q+etv7br/gbgV+tBbrbD1r4C/61HfAs7sPc/MO9/ipe+n8nz/OTW/+0K0IApEqNWMnnM/PttGju3M5/gvWnxeH16vl5SGToKiGjN3y1zyr+SjV20iov4Eci7m8fyA1zGEGMg8HUhrmvVZNu88k4LPo6RNv+aMmH43DZpngOcilyx7yP4xj3emJKLRq+kxvDO//ngIhyUgfH0tdQQj0jS+Ea+t7o1c9RYEvcqPizPZ+c1nRNYr4+SxMGwZAT+uzqTF7/Xj8fkwBat4c/NUGrRtc9P7f/Oh99ixcu8Nv2tNGlZdUOGVYsnMGEHzbs1ucjb4vD7GtXqW3PP5hCZ6MTSDE6FJKHP8BB+xYE6OwHo5j2FvlzKggxVFUH+iYgRw/QTG5xAMDwJeBCFgyq0osuD3SRiC9UxsN71OMROVVknbfi2RJZkjW0+iN+mwXWe78iSHodSp0RQXMP7TApzHYOCDVSxbFo2ihYicreeRBy4jCRJaBF5+pBXj3rzAieN3Ehk2AL1Ry/avfuWn46eRFSKG85UgwMbqr9DoAtHCT3UYTnrbIlYvjkQXpGV95Zc3HRNZdiEI2kDQm1yAu+oYzToG4bZ8iVIbBP4iRKULWexFZUU0x7cfYP/2FmSePMO1jjHEFVRg2Qf+YCVqh4Q3SomzdwzGLwJzSWvQYI4OoXGn+uz8ai+m6VpIUlL6BcTmKVl85C3GNJ5SYyHSB+tYZ1lx077+s3CVfciFE9s4qffx1bI4xOWWAM+8WhkgoDEKBN8tEllUwZzl3xEafeOGDkD2lyJXf8judV6mnHAT/lEugu/GZavRLB/OI16yN+lu0gpscn2NSq1CkiSmdH2JMS9upMgisfnDBK5kGQjtLlG+XmDOlqu8ODANn1Ok07ASrh4y8eCLufzyZTTmCD/VVgWHd9SuW6272ci6pEVRT6b0sBqFUkASQPbKAZulL1BEZsbXT9P93k5/OF5S9TLwFfDeND+bPz8fsBJIEhq9mqh6kZTmluK0uzEGG/jkQGci4rR4SefFQW9y8nfub1EhIPllFu6fQ3rHG+sP/Kfgz+pRN/x6Bgr9f12P2u9wc+mBN//lZdHfpu9bQLOuTfjREogcHji2N5uWBkiAZbUCWRSwFFlZMO5jBASCI02otTIg43V5SW3mZtLSJ3j9/oXM/H4qojiBgowiJrafgavajcFqR2vQkNQ0gSVzIqm2lGAM1dG8ezopLZLwVB/G4QWx/DLfL40HAikYWz//BbVejcagxuv2ojnnJqWtk8deKkG2TGfXlgfoPaoJyc382D+JY/+PSvxeieAYHy3vM5Hxq4FCq0R1oxDGdg0irfE5oK6griis4K1RH3HxyBU8URo8cTqMxysBmeAILSuuLkWjzUSDn+bxdYW03WpHH6RHEAS+/+ZtqqpKiKwXjucuFRP77+e5YVoMChUNe6bj8kk88dR+ouuFEJWoJ8PyE5JtETFRDyIoY6/ngwaE9M8rfmHHyl/JOpdLj+FdeHTuSL6b9wMXDwUYzjwePwc3HUeQYcik21lbeo2KEgvm7cXo8iuR/T6GT6mgscFH4qOVVMoa8i6FMXJkHi3uXYCgSuCu5pMJu8+HM8vOZwujObbhArL9Aiq1kkmLHuXghqM4r8cjCKKA6rrZ9tLRq1w67ic/IxR3i0S010o4vuM0rXs3v2FOCYKW3SWnqa7noHdIZzzOtihDTChDAvEHUsXD4HeDfy9BQQ66D4E+91yhpKQdixbAkDdlThwtpF0HD891SkLurUf/a2EgP1mUEQSBkrxyMk+IaAE0CjKuhhN+OIuuE2/nm7k/1ghpgPgGMfh8Pp4b8Q6FRzJ49PUH6DOy238rF1etr0eLZgU0kp30nZbFA1c7oj9sr6X9rJaxfunHSjDbv9rDsGfvumk7giIC1O3o/kALDvcfz/itaRRaipGVIOUHtFuFUubibCW/X9Lq9azG1T+E4hmB6MFjP5+m4x1tEEWRGWuDCZdEmsgSiydF4LE6KVoV2MRO79kAgKkLcvDH2zm6LpyF4+vfYCaNTXbTqZ+Vq2d1yBKYm3kpPazG75MRgxTIXj8RczWUPufG5/Wz4LHFtOndHGPIjVS5AEjF4D3BsKdH8PPX54lPDyX7eBkavRZZknA7vYEMi1ADYckPI4te1AoTDTrdxck969AaNZjMepp2acL0LwMpmP9XcasR3X9Hff+HYsonj7P86gckpsejtjhQF12P9JTAUN9Hvwev4HVW4XF5WLjZxb3T56PV6Xl+WVxNgJMoivgaq5CHBeFxe2nQPpXLR69RmFGCSq3E7/MjeSWKLyzCUfwZO7/8iYUTonHZ6754HocHt9ODQhUQwmcOaEho/gQuwYwhVs+u7/axZuFPJDSIC+RNCyCMiyYk1IZSqyRSqSb5fBVG4xms1QNwuzxs+/IXTu0+h8ft5aW73uLCoctotFYGD8lFVeKmaScfXQZV8/HeCJT2rsiuXxBUtULa7/ez6p0NPNPrFRZP/YKLh6/Q8rY2aPU64hvFUrLJxmNbu6Gw+5G9fjLEPO6bcpy2AwfRsG0KClUTkkMMxIRcQPDsQhDralmXj17DXmnHUeXk6okMFEoFI18cikIVGFt7+zi8rYzY7ojgpyXbqL5aiivViF8lUK9JPL3vqeCuR8uJb6DA4Taj8cD9T0wjNW4jCk1TRDEYscjPpZ0mSsu0HP3WWJNP6/X4+OTZL5n43hh0poCffPqKSTXP9du3fkTyC9j6h6DSW3BVuzi65WQgpc3lwe10s/7jLdwbMZrPZ35D55DGxFwwoNVrCAoz4ff5cVYHLCRCyEL8xgWUWIYhGl5gf1Eav+bEYY7IYPxz5yg46OKOvtUYg3y0e9uN+qdKhGse/D4/fo+Ex+WhXvMk5CAj3gYGOqlK6G7JAxkuHrjE5mXb64xr9+GdGah7gMPZ+ZSU25j38IeMb/Xsf+tdEXR3QNDzqAQzXr+Wpi94kCTfDcepNBJ3TRzwX7YlKGJQBj3BZyfuofMj7dCmaYhJiwQBxs4sIDrRTVRyGKJCpuu95aQ/VI0zq7aNayczkWWZdR9t4ZcvUlHo+iIqlIycWs7kt29k9Mq8oOOzcWl43eJNfZnFuWp+WWfm1D4TllIVlz8zoDGokVoakR80otYpKX3Off0elTTt0gil+o91IzHoBQh5E01IZxr2DUGRnIPsB5fdhdvpRRtlpPrpdAZPGIAkiVA5EVmW2fJpgOM8uXkitgoH4fFmPpy0rCY17f8iAoL6VqK+/1/39Nbwt+n7n4Df72d639dIaBRHRZGF/T8eQREMbT+uZmhyEbPvrIfdouazoynkXg1m0+dFzF47HkHVBIDKUiv2KjvrP93G5g+34fX48Hn9qHUqOt5upstdHeg5ogNnt88lsaGeT162sO3rm790fb4o48DqeEwXjETGSUz5sCuLXjjJteMlKJQGygoqCA4zoVCIVBRVIl93rzXv0YTirGJWXH4JQSoDVXO2r9zLvIc/wBhqZPCEfhzYcIzM09ko1RIxSS5yL+tJa+bg5e8f4cRuBbEpEs27t0RUBcglirJKmNb3Veq3SeHA+qMIQqBeNzJ4fT4azJWJ9dr4KrcBzwQdY8/xSESNzNB7OtFl4Bh0wgLwnaMws5TglE8whjW54X5lWWbuyPfY9e0+AIIjTbzw9WReuP0NRIWIx+VFGGTGa1QSlaHHc62MiavyOL9fRdfGVpIaCeiNMjb1a6yYu4TEsEKWvhpF8CAtaa2SGX3nKCa2q60IFprioiJDAwi4Y/Soip2kNkvgYqgBza4LKNQKWvZpzPCp9zCtz6uBk34XdBccEUT7ga1o1L4+hzcf59DG4zVtf1ewlMm3zWT4tLvQ6NUsnvIFgigya/VUktITGRr5KM5GWjoMas2McT4qKpoT1cSItnIcLocKnb4ajzeVo78CiYV8+EACoaES187qUaqV+DyBOaOJkWh9j4UTa2NwFXoQRGrmAYApzEhwqIn8a4VUPRCJbrsFZZGXnvd34YWVk//ay3ET+Is74pQTGD9MQct+lRxZrMVSWBs8NmpGBbnXUohu0IvRr93/p23JUjW49/DF7P10u/8xnus5BZtVWTPecrIOW68oRjQ6x/LMJkQsykapURIaFQyiSHW5jRY90zm48ThBYSa+OBaOVrmRD6bFsOmrm5veASLuk0jsbqdosxr7KajMr2tWrdfQRUqPEHav9FPSJ4oW53w1BWV+gzHUwCOzhzP4iQE3WCp2rzpAZdZ73Dm+A99/WMGylwI+da1RhcflR6FU4HV5EUM0qH0CjYc5mDErlJLsNkzq9g9lvgCNwc+A0QN58v3H/nQ8/53xZ6bvtC+fR6H/84h+AL/DxdWH5v7Ly6K/Nep/Ajnn88i5kEfWmRwObgyUs/RbIeyCC7tPpvPTXno+3g1dWH/qNVnJ4Bm7EVRN8Pv9vDT4TU5vHs/7417g9LZzOB3uGp5tBIEHXxpIzxFtkKveIjKukqO7tRTmpNFjeEciE8No3bc5Co2IKdwIwLG5yTTrU0T6xEzumZCEPiQBt81ARYGL0pxyZJ9MZXEVtko7ghAw0ypUIrYKO+/sHEh+8ZMI6paU5lVwanegJGZ1RTXfzfsR8Trjks8jkndFh8ns48FXnyEq3s3tY5rTss99NUIa4OqJTAqvFXHu6C7uHZtHSKgdh82Jw+bE6/JydoqPjR+FkJxexcltekoOCejKDLRsXcDuNccAL5i/IjTlWV66+xvef/JT/nEfKQgCo1+vXcw9Li/PD3gdtU5F826NQABnhgrhVxtpt52my8A8xGthpBmDadyxkoKCVpS6vmVso+Vs+UBiyStRyBJUbnJx9PULbF2+q871OowoITw+QP9Y2SsBd2oIuRcLUO8OLKR+rw/T/WfYsmwHwvXqWL8JDUkt4nK4ePydUez98XAdIQ3wyXNf0HFQK5Y8t4K3HvoAq9aFxeZg5l3zMJmN+P0SihIvRz87yLTBuehDm6GUW6EwTQQEvF4DgiKTzr2u0Srey+S3Crj/qWJArhHSAO5CkQMfheEqDDB7iGLdMbWVV5N3pRBZAtNXJSiLAqbpYc8N+cN34K9A0PRFK5/nqYkOrlw1UW29Xns6RYEQJbL8zVB2rqrkmzd/wGa1/3lbohFBN5BRL4aSlHaF6R/mgAwKjYRK58erB49P4ttVcQT9XIIgQnRSBCU55ZRkleKwuTiw/hiCCNbSKqbflUW1NQxftMioGYXENnSTPq4KQVF3jLxnfJTHhZK/U0PX8UUIz4fU+bsDJdlmD1K1l5itxTcIaQCVSsniKV+Qde7GIiVhsWb6PToGQdMBn7sKAEOIHpfDG+BMuM4FIFW6cbvcNEwcwMm9PQiLCyWxgQdBUSv4tSYfd72cxdYvdmMtq/qvH9Df+JfH34L6T1BRXMmiKZ/zeL+ZjOkyndzLgcjbuPoxjJo9HIfdGShLB8Q089Cio5PDXxtpnOzg3ikDEBQNwasnJuZ1AI5sPcWxn08xb4KHE3uqsVnsaPVqtCYNWqOGkIggnM40TuyR8Pq07Fpt4bNXLZRFZnDw6AFKcso5vu00xmAjbrubkAYCosGK6ZCBip/q4fY1ITS+B92HdqlhRfoNHocXnUlHeGIookIkpXkCETFxaDRtyTiTzSfPruDg+qM1x/u9ErkXa9NhIuM8jHvNQtPuRxFEM4IyjbP7LvJYsylMvu0lpvWdzebPdqBQyzS/r4Jta8zkK4LRhvjRGH0olRKCDGq7jG+tgyc/zuHuaZG8vvZZtKZ4bhus5udvyrGWeVi/TOLc3otsWLSV/qphXDh8uc69BIWZamhIFQoRQRRIa5HM5WNZKJQCugslBLvtDOxjZeJr5XS/4zK9H6jHvk3dadrnQ6KTYuoUhwjccOBz/uBlNMba/OPNbyRSlhdwb0StvEScC/xeP0qlgKwQ8dSPZesSM78eOFZDA+uKN+E3qCganYIginz8zHLO/Hruhvm1+/sD7PvxCE6Hm9SuVmatO4Ev0oTH4WbNuwHOb0WpF0WZj+zz+cwfs4iLh66wYr6ZsT1S2L9nDJronRSVdudyvoEWXW207eVg2CSJeydU8+gr2dz5dCoIoDao8DaNouzJBsz48kYzr6qpwJz9gUA0T5N4mgxsRVrLpBtfin8CQvCr+IQONG6dQXylAwEBpUaBv7UOb48Q7nykjNbdbMh+mWXPr7ylNkXTVERNfQh+k5DoIJr39tDpPgvqc05SNlmolwe6bDe6ID15lwpvOF+lDWj0l09IjOsRhaptC2JbuFANVZDYLNAXUSUhXN/UPPViDrYnq8EFG1+uh/zRdQE4MxRJKVBuU5PxZmAt8Dq9iMra988bqsYdp8NSbEVQiOz4+sbAzKZdGqEL7YdsX8bIVxZSr3E8ap0KURTgH1zN7jA1zioVPYf1xqNby30TRRq1r48gBkrLRsQlkvPrUFZc+YDg8H9dLfF/E/Jf+Pw74G9B/SeYNuJNPqs4zklHKZfKyhjTaDIDtCO4N+pRygvKmfzxeHrc3wWU0HiOj8OuMLZ+Gk/J6a6YNWbwncUc7CE2qSsAyU0TSGuZhNupQPYLFOWU4HH5cNncuKrdVJZU0aRTQ9wONw55KprQ+wiNicZy1I2nuLZfdmsgIEdUCsiSn+T0MFr37k2vkXexf/1hJFmi+W3phEQFo9IoSEyPI7JeGDp9JQZdDuYImWmLTIiaNkSEvciCsZ+wZ9UBrKVV6EwaRLWIs5GR8hYBrT0s2ssLy7T0Hb8JnXEYXrEfeVcK+eTdj5G7ZuLwn+TU4cvsPXkFv0dk17xYih+JRd9Dyyu7rjH9hwI6D6hCY1BTLzKcwfdo2f5TXx5+PJ0c1xrOFlzFVbGBvqNHYI4K4fbH+qDRBxZSWYLJXWey6dNan+qadzciiiJao4ZqiwNRKXD1ZCYqtUDXARYefb0P7/xgoGPLKmS/G0lsiCbiLdoNeQtJkvjl2310mNuPRh3rE5FYy2MOcPVoJkql8oY3Q1IK+NUKykJDkSUZhUIEWUbbUknCcA9utb+Gya1idBzuelpiP7mKy+Zi2/Ld+Fx+zBFegkJrNV2/VyJP9uJsEQMpRt7tXx91dgVej4+lz3+FDEj62k2DrbKaqyez+PGDTZQXwJuj9jB31PfEt1hKemocaiX4fTL3T71EdbiZQSNddOh8mamLrhEcYyNIU80zLXdy4rAJZ0rdBdyTpGHZqSQkBagu5jNpTq3Vwu/3s2jK54xMnsCV4xl/8S0KWEG00Z9hDI7ihUVZvL7ShjnciX91NcrvK9i8MpSTewNz7fLhq7x4xxu31q4yiZKMiyw7eJaHX3iN+6csQ6lRYCuvxlZmQ/JK+LxevKkaKsdE11mU3dW1BTaqLAraqgfQqoWLtGAXe+dGcPfcbMa9m83MFYH73boqBEd1QGI+MKWIsZNzEXUyiQ1sCAYBzR11TeEpTZ3UaxAIOBRNaqTrlLGyX2Lb8l+AQNrnxA4z+OS55bWWI+NzyI6VPPfFE1gKrYGCNf5AlobapEHbtTHaATH0vPMnCssmg+k53n9Ow9UTmRjNRgzRJoLCgjCFmdj+1a9/5TH9R+E/jZnsb0H9BzibV8CVBAFVvgvj4Qr0VwI7aL/Hj8vm4stX1/BUxxc4svkEjuQgVv3amI2zwqm8J5VtX+eDDOcrfuDrRemUF/qYN/pDXHY3Q54O1DyWFVA8KRkZGVElEpMaxStrn0Vy7aFD7yzM0Wn0fugRhj5zF+4cAak6MKFS73XQ8p5AXzxFWlTWWPzKOxgxYxjvP7mUWUPeZtnzX3P+0GWc1U60Ri1V5dU4qz207uZk/sY05q7rQGX+Ot59/BM+nPQpSnXtNHDa3EgeCU22A+PlgCbZd/RQyqunolDoUSuTuHz0GlO7zeTi+jys2ySCIh2o9F5mv5+BcL0pj6jCEyqz7vN4jl6NIis5hNa94ujxQS4DOk8myZxH0ZVThBRs4uJeLxb74yi0AQKOoFATI1+6D3c9M+6kUCSfxPsTlzK2xVTeGbuYr99YiyRLuKrdRCSGoewlYOugp8zm4NGZLoaM2kxyIxmJOJRhC1FFfgtAcHgQtopqFj6+hJ+27Mde5aAsz0JwZN3KRg6bI8ACBsgi+IJV2JuaqW5txtWkMnB/Th/pd1Rwf/whUqsLqG6ZhC0dPLEaXmi6n8UfH2PkC7m0vKeSJu2qCYpyM+TxUgZ/7MZnUOKNCwGgy7gc3Ckexj+cheS/PnhyYJ4JwSJpb4uI182wWadz+XL29zTt2qimrxUFP7P4iX7YvBOxSpFckjugVko89tBZ/LIXRb08OvRU8crSHN5/9yj39CnH0kuF1N+MXwRXw0gAYi0WosOcONvWQ5BkfvxwC5IkseWLnQwOfogf3ttESXYZE9vP4Oy+C7w27B1O7Dzz114q3XByMuMIih3A2JfzUaoDhD0+r4gkBeZ3eHwoTy0ae8tN3jlpEplVvVCaxxIS7ufReZEoNWKN4PPYvQgSqK86/rDstN/jZ9nzP2IM8XNPrwIievv54flkvnw+gc9mxQFwaEM4zqrARmzj8jA2LA9DcgrkPORFsEo4lzjrtNlzWJcabVxd4ER38fr64ZPwuH3caXqQ3Scvcdxkp0Xv+QyLfTDQZ88uqP6IjZ8Ecq+VGiWCKODz+NCoVXjOZRO5pxpzRHeqTl8jwr6IcfNH4XV5qbJUc218LDm5pYTHhv5t9v4Pwt+C+g9QciQL3e5ijDsrb5qz+RvslQ7MeZXEfpSB7oyDcakHGPdeIcHGfbQ176DXg0/zzZs/sPObvbw6dD7Lnv+K+m1TUKlEohdmBsxbCgFLcSUNWtfj6v45+PyxfPDkp4xv9SwdB7WuMdOBTL9hWZjvNjFuXQnd7zfz+ZnHiamn44k209hwnaXLVe3CpfJhDDViq7BTWWRF1V3Dvpx4POpZKNRxLHq5E6VX17Pru70UZdStm+vXKbH0TkTtlDBGC1jSd5MVWlucwOfxYQhW8/jLBVgzNKQ1rCZI4+T1eyPxpZggSIV/u5dyfzg7L6ey90Ud5hw7I2e04P4mEjHRP9C+2zmM+tMUFTalX+9M0lrF1+lD7wduQ51vRZVfiXSd/jPrTC5bPt9Jh0GtawSpIAr4T8FdwzJoMMWLOqEvDopwKdM5eXggV87VcjWf2HmGOSPexe31YtxUQe75fGRJxmg21lRQgkCZUQSQjCLuJC1V7cKIzS6mY2gez049S8MelbR/oYomY6pIbuwhocxNL+V57p7l5NXF1zAXutAq/aS2qabBbQruedzFY+8UckwfxMoRehR2Hw8+mUd8motT7xnRnrTzbN9UtLNNhCa4qOoThidei8LlY6DmEs3GX6emFQJz4OLhWjqtQ44U1myJ4dHmyzHH7ubMij64xJdRm+/FLyajCw/hUpGR8Ag/xmAVgqDmttgqwr4vpv8PdpYsOoBaK1F0QMvx0UoMhwLm77N7z/PC7a+z8PEleBy1NT1lSeblu+bRf3RPGnX4a4UfRNM4kjssIyl5L+36BNFnqIsGI138ZoD0jAulzFNNVGLEX2q3RdO5pIYn8d6lfZiS1Pju1+H3SriS9Jhj3Cgz3ej31Aqtf+RVBxi/4BEc1Cdc66E434gpUUJGIO+a9rfMwBpUVagoyv7zQKXPZ58kMb0xo2cU4vf6iW7nInlAwP9eXVGN1qRFmVOFYU8xX78aR2Wxmw8nfYpgGI0Q+SsDHo5CEGR8bh86kw6NXo2tohrJ4qCswML8l63sc8dTZhlGeueG3L2oAqVSInLWBRISw3G7PBzbdorVCzf+aT//Y/EfZvv+W1D/ATr0asGby59hm7SKJafnc/tjvRHVIqLqxn15r0VeugwOLAThIT4SU+fj8UVSUV4fc2QEGz/ZhiBA/pVcSnPKuXI0A58rIGncdg/xaTG06d0Ak3QHya1HsGWljfUfb8VSYkWhVDBh4SOIChFzTAiLhzdh10MiF/co6dBLScWVF7DkfMmVE3Wr/Mh3GCnzWmsmYsXuCto0bIpRs4G8S9fY7M/g8dczcdttWIqt6IJqSSI0soA/Xs3rW2bS5QURdaqaB7uNAAJm0JY9m5LepSkblgcW1DVv16M0RwsKcMUraNnHQsQZG532+9FtLqRxWytp0R6i4104XEbWffQrqrDpGKJH8s17iYxuFUJ/1YPMfeg9LCWVAITFhaLVqhC8EhV3XQ9YUwMC7F9XW8tZ9suY/AZ6tGhIj25lSOWrKbO8SmH23WReSeTi4StUFFmw2xwERwYT3zaeigl1NwW5BRaUWvX1t0EO/CuDkK6mx+sVfDnlAK+uyMfo9hJ7xUunRxS89FgWD7ZQ0qxzMCMmRPPM9Aweq3+Jtk3tVCdHcOVgAsn1RBo29REV76ZrOw+vP1DB3U82Ja5+FFfLtHi7acmZ0Rh1oZPOa+0Y9ltRDNMRXlCOstiN3uDH6JPJOR0QCqIo4PP4cTtrzbaKbBuVDSNw2lyseOV7xrz+IEEx96MPm0VYyibSU36mQ8s7CQ41Y45woFSpaeQVWbCqjMZ5SlSyj9bdqjBGemk3zII+QkKlVZF/uYiLR6/i9wV8+QlTJNSxgclkq6imcacGvP/EEt565AOunvrjClP/CEGZgBA8i6KS+2naJQKpKkBgHhrpRbWykvxD/1zlL2XYF7zUwUC71seR1zgQ2mvQjdYzbG6gPVOoHgTQh+jwXa9S1vyRSkRl4J5eHvwW384fjN6g5MtPjzP+/SLSmga0ZN3LQX95pfS5/RRmC2xYEah2Vn5BTeHhWuEu+fwIMthbRHLhoIngyGDi6sciCFoEQUla2grU2sAaERRmQBBEJLUCb6QBZ4iCXbEWLi8Mw1e1lvqtknGdGYhCpQ3EWey9xNqFP3H1eCafTF3OqV9ujI/4j8etmr3/TUzffxOe/AEMwQZa9ghwVic3rcfUJY/T6c62LHt+JS16p9Pprnb4XD5mTFiE5aKNy78E3uSV74TyYkeBoxck6rdZxuyhi1CN19FDyCc8pJJd30RRcK1WKCoUMpVlNia934fCvDPEtHqEQxveRKVR0aB1CgvGf0xRRgmSX6KqPMAx7HP7KN5vImXkFqrt3fn2fS/6EBHJJ+Nxe5C8MuJXtRqESi3hr5SJjYrCUb6T07uK0Z0w8fM34XhcCkDC7/MRGhtCRUElktfPbbdV0qRDIvUTXMghb1KQUczHzyzn6rEMej3Qldsf683pPecICnNQVV5NWIKZfjMz2XteILLMwSUxjKSmiaj1GnKuXOSBlx6lJK8Iryue7vd60Yf1QFQlcWrX0EAnZdi5ci+/rj7Ie/tfJ61lMp+eeoepvWYhrA4Ek2n6q5EqZXwHfcheGWOYnti0SCa+Hc+lik/Qmj24XfX44sW1HP65HOH6JmXh12vQnnGg8AsIIkRKMv7AJYns4qfhGDt7ntIhSpA+T2Zcj0x+FRPpXp1LRY4LBCVxqfDyp/l43AoihaacOdOR1h0zKcxzo5QvMu+nPkRdjUCrrWLE809QrMzDWf0Rh+0p6A8cpvcgB5GxVtLGbiKmRxc6t84mRHSw56dSIr7XcrQskuwrlaSklOLvK3D0fBj01+GPkemaVsaGvRFIfhmFEly23xV/KHGg2hrQgs8fvDlxtWB8GMH4CI6SB9n6ZRJDnhwM1mkkpbfn9MkSXlpayu71BrLLlZRNVXDx+YAGbbfWugDyPxGQrvOjKNUKRqVNwlZRTWgHL5tmXWJIdFMmLx5/SwQpgqo5KQ0/w1ZUxtgXC3htbzNGTsnjk9mxyL5/LvdXEA0oVY0wUsq9Yway5t1DaC7IbOkbMF17Pf5AmqC71jpQdl6NdD2mUKEUyTpXxJfv9WHUlJ+IVbo5fcBIv+EV7H7dD9JfJw8JjTbzytppPNvjFQozivFCTeqerTLgVlLYApuu1396gYZtAiVUCy7vJTq6B29tv4OXB79JcXYZQWYjslqJ16xF10KkU9s88n/SElGvOXbLEXavPEXTbo05vvkUwXcKZKoaYV57AQHY+sVOgiNMJKUn/lNj+zf+3+PvPOpbhM/r477ox7BbatNHFCoF+ggn7ioFXpeSyEQRU3AI7x/4gJwL+ZjMRmYMmEPuxXy63F7J/i3BdYIXIuLcjH6+iL3bh/LSZ2bcvmbs+LaCZS9+jdftxefxByI+/yFAOTolkmc/7kB604W89XQXfllVFIgyFUDyyli7h6O9Uo2mwEXr7jbikl2MerkZJmMxaHoybUghp3ZdQFYIOB9JwLg1l/qxqWScykIG7nqiP3dPTCMy1gOiiczLkYxvXkt+oVAqaNK5IflXC3A7PLgd7oAfrbUG+YQDhU8kONyELMtMeOdhIkI/o0n3cbiqC/HSlyDTCRAjQNmY/pphyDdZm1/8djI9hnUh+0Iu41o8g+STue0pO+k9HCx9JYZqdxAdR3Ri4j0dSIiYyNmj1QQ3foElTyzi+G4T5S83xPzSFR6bWcBXp1KpOiwgOvyYRAGtToulsBLPvCSizKX4FlfRbIGbktUibXQdGDP1MCXFdkLDcvFg4vyxgbTu4sbvrUZW9UAbNqymn/vXfcPHU1dSEWfCvdeHQqlAoRJJbBKPy1NI1lUfEU3cXGqSjuaSlYTWFiLClfQJLqdj13wEVQoRsU7KixWYQqrY8YOXlW+G06FPFVu+DnB33za4kp2HIlEVe24cqN/hg0Nv0LBtGhVFlRzefJxu93XCEKS/6bFS9cfsWu2gXbcf8bqq+GZdNG07l2DQisy+Ow6LRROIN4hVosl3065nFfs2h9RtJE3JgDfyWfdBOq09WQyfHE+n4Uv/tI8117e9x7HN35BQ303etSBmz4nCkyUjVUH9NimoNCoGje1Dv1E9bqm931BZXM7kux/DZG6BK89GcVYxbocHvwCoBESPFHBt/A69R96G1qhl75qDjH/7IS7snUfzQfDjB0o0kpfT+w1/WEWr1z0Wrp7R3bQKV0h0EKOma9GqjvPWk/EYQvQ4q13X0yQVgIDkk0hMT6D70I7cN+VOlColPyx9it7997Lj+65cOXae7T+EIhkEsEigEXDdGULnepkozrXghTUPc+r0PF7v5qNgTH2U+Q7iNcU41tTlKw+NDeG7vFt7Nv8u+LM86uTPX0S8hTxqyeEic/Tr//Ky6G+N+g8wPG4ckt/PuPkP0emOdqg0SuLqx3D58NWaY/xeP/Xa2ym7qsFzWyjzngknIm4wKrWK1BZJVFfaMYUb0Ro1Ny5yQGWpCptFx6wvkxE0rVApU6myrCIuLabWnOgPaDA+jx+1QU1sEoyZqad+0yz2nZlA/AATinU/0qpnM05nXsZV4UZvcKMo80CwiKkBFGfXwxjWjar8+Tx733GeeG8Sp3a9huCXSUouIOltG6HHT3DlWDDxDWIY+0YPBOvTyK5miCFz8DgDmlr5oCSU5S6CDxZx9UQGjmoX3kgN6ko/ar0K7Vk/flGFJEpUFFWS2kJHlz4bUIUvZd/3b9H5dgX6oHtxuzuBHzQqgUFj+7Jx8bYbxua9CUu5diqb0KhgBIUIPj+qKi9rZ4cQWglDh1yiS9cSzu3YT/To97l86lP6duiJOSYXybOHoNWBFKTvPorEWenA1akeCosL5fkSioebCfrCQtvUTFqWVVI4AQaYqggdBUbzFjz+KsyhJrIsG0htZKL94ECxhZu9LIun/kpRpg5/qYwcoUJ2KrE1j0U4eZmkmZFU7g+h2V2ZWKZeQq6SqToKMVtUpIfP46eVB+nY+wobV1Qgy8GMnnaI2BgHAx6KIL11NgWZatxJGn75OQz7bSGE/Fhykx6Asb9I9Y6A6js8diyVpVXIksx7jy9h8pLHGfBIzxvOEY2P032kD5djPK6cdxk6+jRKVxYGlZ6Pfyng1e9Sicu1cFkOomglmDv6CSrwU3UqoFl6g5VUNojiq68jkaIVnFtl5Oypnpw++iV9H+5GSrM/r+Ms6IfSvE8QSs9bGEweBo9T8u1HsSTGmrlyLBBp7bK7/rKgDoowM3CSnXYNNnC19GM+euBDJL+Mq7kRf5gK4y5LneOf/+Zput/XibN7L7J52Q4WTFhC/1H9aJj2NSMna3n/haA/LXXp94G96uZ/79wnkzWLwxCFwIbLXhkwSah0KlzVHpp1a0TOhXyuHsvg6rEMNn6yjeWXP+COB++EykOkpZ/H73AQ2iYGS74a85kKnMeDEFZbyIlLZuL7QzFq6tEhqZq7X7yDzWt/RlmpoCLHh9w7jU66ICITw2jTqxld7u74l8bx3x3/adWz/taob4LyIguP1H8Slz2gwQhqkUZtUnnm0wlkncnlo8mf46hyYFeJlA6NI2pFJvHdgujbJZR7n51NZbGVmJQoAI7vOMPBDUf49YdD+L0BikjX9dSQ6NRIut3bicfm3AZiOO9O+JKfl/9CaGQIlpJKfB5/DYuUoBBQqhTEpZqZ9H5fln2yjhNaFRFXfFQdqEZUisjtdHh1JqRkBUPcpzmRmUh09wTubZ+K1+Vj8fS9lGTbadQ+DZvFTqatClWpA8EvIQggqhSYzAbGzcyjZb9RhEVmIwa9wOJnvmDtuz/hCdOADOqKwG7dr1dQOSCSsLWBPFVRJRAeH058UgVVFW4eeyWell0tnDmcjlrroUnPWexetZ+Zkz9BEAXaNUyi/8PdWfr81xQk+PF3MWB890aiiH8srznunSvcPrQRO9fG0XtYFIboaciyXGN2ddicvDZ8AZePXaUwXMQTo8N4uRJvtySUuwuRgkW0mZWMWVfEgIRiqmw6rK5EBNGJKbIzp3YHM3jUXQjKtBv78jsc3nKCaQ+/i6RR4I1SICplRKsG6TYzyVUXSWor8XNmPH5bMD3EK5xecd2OrIRGbdIQRZGwGDOhsWbuedyJrfgk2dY82jYqJSjITc7VEI5cEvj2nQjESJECVwh4QZtpR1kVMENU3hFLnKeYeq5U8i8VYS2uG+krKGCdZQU6480LVfwGyVdC9qmPiI34EUEh4XaA1x9FtcVCWamOLzYGc+lLHYKgxO/ywxgz+c0iiJl+FV+ICnWJm+AIE5XlgXSlmZ9NodufFKAAkBzrcFveRXIXYPFoefnT5pR+b6f4nmSUFi/ab0rYYvsStUb9p+3c0K5zE+u+20DH2yyU5E3j2Z5zb36gAD2GdSG2QTSmUCOfTAnw+Xcc4GPCO80IMq7mQoWKzR9HceBzEz7PjQK55zM2jq/QYi1V3fC3Dn2qOLzDhCwLjJlZwdFfRDJCorHslVFZ3GiNGgxJdsrP1m4Bv8z8iDO7T5CcugdD7Fi+eWUim7/Uo40QCGnlRpmbTHFuKd5qD73ug+lfvoSgbs6OzVv4dOES2vYoYve8NFyhWhpFhjF9xVPs+nYfHe9oQ/3WKX9pHP/V8WcaddJnL92yRp01Zs6/rCz6DX9r1DfB6IZP4bJ78LTQ40nT4ukYxJkFmTyWPhWA6OQIQiKiOO93E/ZjAaJHomB7JVuuquh8dxFHtpxi+LRAgYHd3+/j8Obj+DwSHpe7RkgnzBeRlmQx+rX3QCHjLBjP5qUBH3RpXnmgIyIgCiDJuMPUyFYvaS1TEBQCj445An4Vr4xJAlQB4pUDdsRgGeGiivyUICKUEbw5+STomrB8roaS7IDZ/uLhqxjMBgwd4+FILkptNc48Eb1Jj76XksSWBsJThyMIgekx/u2H2fjxNiiva05TxcLCiUd5bW3ADyh5ZZCzGfm8i8qCJsQnXcReUUVUZCYhDVYD8MlzywO+Y5/EqZ3nOLXzHJ2HtMV38jKWnypueBb2Xg0IvpyHtW8Yhs8DWvK2LxLo3ruI5Cbt0IcG6vz+3jeqN+mYu+lFAEbVn0TBriKkWCViqQVsbhSVMto7Q2mhy8KgB5PJSbBcjkY5GG3kNJLS6i7ILocbWZLqCDtZlrl89Cog4I8KxtU0nPAVpxBM0L5NOSN7nKHieDCx0RXsfj+CVlMrOL/GjM8uYgwyEJUUwYtfT8Hv82MprmT3qgMkNu5MkFrmiX4fMWfzUaJSLNzbMBlbjonNv7jxdjAQZnLg+ai2b6KkwbbNT15EIVWlgfkjmRUIDgnBLSP7wVHtuqmgtlmq8bq9hEabEZWRJLeZjeSfTFnGZqpKM0lO+Ra9UY2ksmNsHEtIkgfBHkZIRDYDpmbw9ZxkLB4BdUlgXlhLbYSPNzGkfy6v3bOAu54cwJPvP3rDdWv6rr8LjaYbruzeSJUhhOZYGbIwl5D6Ofx8Oob9qwy8NPhN5m19+Q/buGm7uoHc/chAJPty/I5DNb8bgvXYrQ7a9qjizGETbofAL98FqGhFxfVnPj2EfV87md1wBscvbiXBVE2rxla2jkxF+bMNdX7tOyCqZdqOKOLQ5zcXgIe2Bxb+4DA/nfq6aNLWxld7RCKCJPIuqrh0WqTDfU78qX50T8nsnB/Dmu07CG1zkJ4p8YhaO0Mfz2b79w3pdkcf9qzeR7WqAmevaIYOuMTYXldZNv11xrx2N2kRJyjfrmTr9njABVUuLuVaebTpFGRJplH71L80hv/2uNVAsb816j/Gv7pGParhJAquFOG5JwhvdxP+wxKm7wsRvDc/XlAIiILIomNvcXTLSfqP7kl1pZ13Hl2E1+2jsrQKr9uLoBD5/9h77ygpqrXt+1dVnbune3IehhmGIcOQcwZBlKgEAygYUVFBzAqKYgAUs4IJxYASTKAgOeccB4YZJufQOVd9fzTOOAc8R8/7PN97znnPtVav1V1dvffuXVX73ne67qrCkBCObOrjmlsVYiJact2DLxP0BxkddRtqlUQwKOP3+jFHhjF+fjHrFugo6hZHs4w6bmszkCLLFg5+7aDdSBv7vjBz8XtTo/GMer6EJuYANuts2nf8jHbDXkaRWjNCfzNyQMadacLb0kzsr5X4PD5aPePh7Hw9D787GkPMMjqO/IHK0xXMHvQcKAr6MB0d+ramKLe8kekfQBAVkpon4XY4CfprueHuMhIyR9D3hg5YC5YiqmPw+dsRnfkggiCy9LHlrFz0I/fML+CXr6IoOG1E0sjEJKtwWQ1EpNaQdJOBPY8GUOvVCFo1eo2KOr+bN5efZs1HTXns02mU5vrYvNLH1BdvChU58Yf8w78J7DP7z/PB8ysoPnipIQgvWk3qDX66iWXcPrsKj9uCRicQ0LoxRy5G1F9pIt7/yxGev2Ehae1SGX77QIbeNgCdQcvuHw/wwpS38bt8KGYjUo0dRYTJC0sZP7YCQQJRlPD5FPZsSCezTxGvPJLO8boU1DV+dBer6/uQVCLBywx39711O588tQKyNDw55yw1BjP9Us3UVuRzdHsXCluX8OMIFaaUAK4SCdl/5ULjHRKGlO9DdSEkVMbPHsXdCyZfcd70Lo/hqHGw7MLbV620JHs2gf0NkH3s32Olpkwg1yDx07QEpAi4bXopK96OIxAwAApelw+FetI4EjPi+Oz8O1e0+3soihvF9i72smW8/sRETu64QHmGhoCgRtHriNpfxutbn6dV98y/284fwVfzBsteLOH79wsRJRFBEBh8YxWbvjXidTfekEVPFXDkSVSak7hOm8jEpROw588kcCaXHE2Ab+9tiqvqr2n3EEoh7DgsgSO/lCBrBCJMfqY+Wc6nrybiccp07OvgfLtoPIk6irPjiFp1iflfPsaZHZ9wdEchp3arsMSY8Ti9tOpSSfsRHgIpKkb3KkJ2JuL3RWE0FDLjuq6U5lUiaAVkFHCHlvb49FiWnXsrVFntPwh/T6NO/ejZP61R59/5wr+sLPoN/03Pugo+OLyAm54Zh/lXD/rHylAddP+hkAaITJDoNSLAhk+30nFwO0zhRrZ9sxtBFDh3IIeyvArqKq1UFVZzwz0VZLR3kdwkg2unzGPIBAeSJFFysZy2PVuiKJDULB4lGNJQluzNxBLnJ2ZTBTEH2tFz7N0czG/JyRVGvn2pCUeV0E7Z3c+Mcpm2UBFMmCxqbnxkJB1GrkURW5N3ooB7F01BpVNhzHPR4pQfSRMKaDn7kp6bnxqHENiJt+4hJKfMfV0ew2V14bK5qa2oYeu3e6j7fXH6y1BkAbVOzR3zruXeeW48gb70vXEQSIm4nSJ6o5qoZuMRLjOh3L1gMvHpsazelUqPmSEB2mGCnRsfzcdpc1NxXkXOWx5UGomgPwAef4gmtNZPRHIf7nvJDL59pDQ9zInth5nW6iF2fX+A2zJnMD7+Tj599mu2rtjFojlfsSVDxGYLRdcqgGgPMP3OXK67tYb9OXFodAK7tr2AJfFovZDe+Pk2Vi1uyD19894l+DwBsg/l8tYDH/HZ3BU80P1Jnp20mIvPt6RmchpBo4izUwQ9V+oYP7YOtS4WOajBj0JQUkjpYyNSK6Cq9RLuq62PRldEAWv/FOzNG4pBfPjYcjwOD3Kmjn21Sbz3XgLFOdWEm5wMunYnNyV56TLYTHwfL7rYIM520Qh9wkkd3HCDajfZkS54Q/9ZJeCwOpmUfDeTM+5nWuuHKM4pw+V0k3Mkj7JLleSdDHFPe1xerNU2ZDm0aRA0XUDTA5QquvTwEBMVzsaHm6I1adFGK+zKicBpEwmPCaunZP39tiE5M/GPH5rLEAQ9gvlBTOFxDB53jvY9yzEctBJ2oArzrmICngA/LdlYnyb2V1GAmVufKiS1TQpN26bQZWgHfv4ijA7D6khp42DgtBJESaB0WgsqPwPPtgARu/LZuXov5PrITHgFtaErGYqAzy4BCoL6r+g2CsY0P+Nm7WThLxepmt+UGr+Wj16Mw1oFXrfEvl8t2FYGcD1iJ/W7MqjzY4ncROZ1+3j6vXwSm3pJzkxEVInc+FIp362Ow787wEfvJLDgTSM7fp2EMWEmY2cMQZEVaKVC6n9ZSAkw6bHR/3FC+h/iPyyP+r+m76tAb9Izbd5NTJt3E7ZaO2f3nufTZ77GFG7k7IELvyOAUIhv4iWjg8DND5Vz5HAETVolIakkii6UcnrPWXSGIB6XRNAfWvw2fBODKTKKt7eYEE0qcIYE2Ot3vc/Zy+k1eScvczFLoD4AlhQVSYOa0m9iPySVxD2db+fb0T9w9nAOSpWTACB4FRAU1DqJVtEa2vXoj04fJP9MIY8OmUdteR3q4TrkoEyTFonkny1GCf4mMcBWsh5Pncy9bw3jtuYz629g/4wIhrU+z5bpMQT8QeKaxmAb6sD9oRtRLdB3bA9adM1g10/n6D5iFuMelDi5cT7NOyVw/Oh9NFd0RCkGKopyaNEl5PN9bvWjPNTnab79JR4Ai1PmnekpQBCV2Ux1mYugPwgCxKc76DW8iIkPm7DX7cagDxDwafnmoxJ0GpnTuWaenPkuunwXOoOWr+avQZAEUjITSdleRpORWrqlFZA5TuKnT7pjqnRgSc2jc5KZguKFDJ/WotG1X3zvUuSAjMfpwe/x4/MGCCRaaDPVRm6uia9/3o/6bCUCELGqHDFGIjLZzfV3V9OvlYIoCoj6EWi0NYj6STjssYgXZ6DNDOPBVyrQWoqYPzmV9lOd7CtLojwjgvTmNdQ8CooX/J6QQPKsqmHvxiD+QgdrtBlEmfTcNqsQjVDB0x9cIojA8lc7IXGGM3IkkZ1V5F8uoqSoBGpHJmM67UO4UM4vHzaurjSt9YNcf++w+s9OWyjIaeG0d9m5ch9t+7bihR8ew2gJB/PjKOq2CLa5tOmex+pTuSz7Oom1S6Po0qaKbFKw1zoJBmX+FqPuG3bFsatBEDQI0asoLVhEj2v9nD/upbpUjaOTGf1RO0c3nWgwTf9FJJjHouI6Og7+lZULfySbi5gi1Ay6z878p1tQs0aLHFRI+CQ79AM1xC/RUT45SPbeC2TeN4z4lreSc+woY+aVsvGzOJKH+Ti9+A9qSv/tf5OgyXgv7z8dj+tSJLEVeegtehzWho2HJc6MtdCGzqSlbe9WXLx4gAjTegy6HuQej6Tk0hlKLmUTFmXkqydTcJ5UWH0sDjkAKS2TkFpo8dZ9Ru9x7xOZOp8XxqZh7Z2AJkNHpkqHJdaC1+NDq/vr1oD/4up49913WbhwIWVlZXTo0IG3336bbt26XfXcZcuWMXXq1EbHtFotHo/nT/f3X436d8g9mU9xTgOB//51h/nx3Q1s+WonwYCMJcbMnfNvIbVdMkw0EdUhyCvfXuTayXrS+u3B57iEVq/lyKYTbP5iB2ktXYyaVtWoD6dNJDKpAiniWQQxjMKcIJOb3U/OsUv8LcdheGw4Uk41itSDiQ9bKDj2MWuX/MqLExez/du9VFysRFUV2jQYjznRqTX4fUEsTZ4nJm0ACGoqi2uoLatDNVyHkKFC9svkn2sQ0mFRCg8sEJn+ksIdry5EEDQMnNS7fgyqL21smR4iNqkpqcVWY8e304c6SiFztoqiC6Vs/nInHQe2JSzChK3qPElNi1CFXc/waUOJTevI6CkLeKD7U8zo9RRej5dmHZryec47hMWETPa/r+Zkr3ZgsFxOKVKgz3U2whM74XXLmMK17D2ezoyRDj4pTGOHP5maoYmI91nQd4WO9xcjxgkoQYWCs8UEfEH69ShDZYHWSRU89/QGZFVvgob5mJK/p3XPFridbt6b9Qm3t5jBpi93MOz2gQQDQT6b8w1fvbQGa6WNSFc1PfraqBichNwrBaLVqN5owsy5x/h07la++fYgtw0rJEFfw4mjWmzue1BHLELSdcEcnUJi6yfQSMWktRYxaTSUF+vZeSaaOo9MWHINF3bFoTR2/yPaAtQVhrSgbZ/W4K4TOXGgLUHzehz6WYiiirF3naPHMB9RaQG2vWimbXcHOmMQBQVtjhXN+fIQHalJQ/B3hUb0Jh37fmoowLJr9T4ATmw7jaIonNxxhjemL8XlcCMIakTDGPJ0yyhyh3HJZ6ZdKxczHi+g1dCQsHHZ3Ch/w9735JcP0X1E56s+Z1eDIIYxdEI50U3actuTasKjAyi60PLk8/jrNxN/FUZVBGoplhatNjNkTi0RGV4ctX5eHp6KdNSD0/Y3QWB+KLg/wMwl9zDy8kYjoXlvOvbQMWl8Nd3GVNA8/s9TcypBgZLtOtpOsuG0hzYzbmtjulFrhQ1JJeJxeNm//SSn5mTy+a9tMOsP0+X6abToLJDczIO92smZnUZkr4DeaCC1VTKWaDNn959CCVSj03t574FkBEHB216DLq+WwnOlPD9uES9OfJ0Ny7ZebYj/kfjf5Pr+5ptvmDVrFnPnzuXIkSN06NCBYcOGUVFx9awMALPZTGlpaf0rPz//L/X5X0F9GZu+3ME9HWZze+aD2GtD5lJLTBjrP93Clq93c+lUIbt+2cd7s5eRf7IIZZubOIOHtctiOH+kClEUGDW1kB2r9nLhaC4gkHPSwLfvxJGa6UGlDj2kiqzw4IsXUOqexOeq5t1n4ijLqwiVsVNAMKpo291BeLSfutI6WvZoxoQHHEiSm8HTnqW2wkpFwWXhrwZMbhAg6JWJSfXT61qBjv0cCNpeCIImVItaLRL4xYPvbQeJo30ov0utVWQNAyfPQB3zLhpDSMO9dc54IhPC0Ybr8aQ1rtFrJ0CdxYK/FqwbTKS2TubWR32MujsWc6REVWERbmE2u747z6ldZ7mr/SOIR0tAUTi37wI3RE+lpqyWyLgIdJd3+JtXhwpjeOP1BMI1qNQSiRlxIMDuX7No3zcao6kWlUYAfSndBlzi+o7HiUzyEna0hvTvcmg5zkVsb4WgSSK9tRt9ZJCIWwTOFhmQPSaKj8dy6UIL2vQbQ1TqOERRxOf1c3OT6Xz3xi8UXyjjlanv8HlZwwPUc3oFoODxaji5ROEm1R5MXxxk1vP5vNBtF2Oal9Ms0ocoqRGFBAymZnS55hki4qPq2xAEAXNcT4jehEfMxK8I3POinmsnuEkZq+CJNyBUNZbSwt9YKc1RYXgZwtuPmZmU8jAv/bKVTeVR1EoaUto7uX+0D/2NkYx4pBQ66XBdF4XxZIMwCYbrCFoa/HVdhmYx7cWb6z9vuFwk4vfhKttW7OHVyW/Vf86wtCE1PB6dX4OelnQf3p8db5oQVSKoBIKJDQLPEmtm0E2hQjR1ldZ6U/rfgyCoCA/bRXzcRj5foKGmQs2ccSeIiFAwhRtZMvvzf9jGH7ctsOq9OpqqtVgL1AiSgCADAeoJXX6DwayjU7uWlFwsw3eZHEUQBDRxqzhyOgOlg5lvDra5oo87ny35w/7r9kpsmJVA4I/M90qoQEtq22TSmyUyZeshAgfyENxa7GXr6XpNc/RGGXeHRPxxYaR3aIoSVMg/U8SpnWeRZTVoh2M0nGHUbTYisxQsZ2oQftfduf05tMhcgKL842vxH4P/JbP366+/zl133cXUqVNp3bo1H3zwAQaDgU8++eQPfyMIAvHx8fWvuLi4v9TnfwX1ZWxevqP+/bioqZw5kE16+6aMvv/a+gva9A2Bu5cW4Oifga6/juc+yyO9nY+ht7RHEETMqYtISI+jbe+WvLD2SXqN6oxap6LdSB/GWCVUblCvYt3XD1FZlI/XcQ6tVotGryIsykeLXnVYR7fAFBFAZ5QxRQrcMitISUFPXMFpRCdnsOq1n0JmYUDVWuTlDZcICw+gNwbpcWMeD334FCp9yMTscXlpltWUe9+Yii4sJBS7DyurFwR9rqsjsVk42rCuCGJDYYrP5n5DTXkd8U1j0ITrsSyOQo6xEEyJRfTJ6BxBIuPCSU8sQQgcp6SoKzg+AM/ndLjmXpLb3Mig2x6lbZ9W+Nw+1NUuLHFexjyfj0tWWHD7O8iyTItujdOfeg63cuNd5aS1bUL7/q3pNLQ9s9/VkJS6gqrK5lw4M4IFI1PJzw5n0/1x+FZ60JS7KdpnpOZkBJcORaOUywycUMvMj4t5dW42jz+SS/8btCS0GEWL3vcgahoW2T0/HMBxmcBGVou06ezgprt3ok/0owhgK07EPNpA8q0yQ68t49a25Qy7VUXba+poE+9Aq4tEUhsQtYPBcB1C5KeI+jFXvb9EVSymiJdQ67RcM24fE8edZ9GIbOZFHCT+XCglTdSJ2Ls3wdE6tGHSmTRMX3wbK8s/Qq1VU1VSg8fp5ewdPj54ogc/H01gxtKOXDji5vG7bSRE9mP6rEJIVxNsrqm30GiKbOj9dtACApQVVJBzooH2s13fVgCktE6qP+ZJNbHj9IV64S0IGnTxa4lLXk5qWzslSjF9x6SR1N2F2qzBO8SMbDEQjDHjd/vY8NlWPp27gjvaPMww1URevPmNP374foPpWaKb3sibP50lIV3N0leb4hFkSnLKqCm5MiPgr+ClDR8ybmoN10yKqq/Mps0AVagmCWq9mvGPjsJgNnJi+xm+eGEV0zs9Wk+/qdXGMGDEjwzUD+K9hw9hNDcWuhu/bbyhvRpkv8ytj1wl/fAyrrnxJDUlFYy9pZSAJcD5Ewqi9w0s8Z25cMKA7mQpUUHIPXYJl71BK09rfp69642gQLM+i6jMVqHKbbz583q8YFlaHyvyXzSGzWZr9PJ6vVc9z+fzcfjwYYYMGVJ/TBRFhgwZwt69e/+wfYfDQWpqKikpKYwePZrTp/8aret/r9pl+P2N6bEe6vEM93V5HLfdhd4c0kbcr8awflE8kfuzeXjsIcovGdi+rgdGUyWK7EBRFPavO8zMvnN4ZsRLnDmQgyXawopNzaip0xHX28fUd2p58L27KK54llfvvsThjSeJbRJDSos49GaJXoUB9GECaW0DtO3VnrDodiQ0T+PtBz6lqrSaeT8+RuzgTKwDUujTuQiV3cPAMbU8sEDNpb2tiIjrwP5fSnnltrcZFXYrI3Q38dFjX6Az6LHEhrH2kXSU2tCmQW+O4NmlxWjUDTU0FUWhWYdUtDoNeWeL8VhlrI9VI1RaEQsrkHwyhjI/YTEyPreaiU/ez42zRoG6N+3690GQkhCEBu3N7Qz5YazlGlac6oGjazyHfz3BxKS7EBAQ1Q23oOukn6hUJyWlh3BV/cjcZQrNOg7jxL52RCZ1p92A2/m+9kvGz1rAmuov2CivJGtgSPDmrQpw7GWRCJ2PqOv9GGIgQaNClFUkpvcluulAJMOARtdYpQntWALhKiofbkaLwR7ii+xM/zyf9HdEml1XQ6LLxdQbaujWDyyxqcx4WSHJqEfRipysGcHWdW0I+AQQ9CieXfjLJmC70IWLex/j4pFtWMvmUHjma9zlCwmIUdT5PuD4sdaIUiQGA1zTxc0bO8O445ka1EPC6XVLFdZrEpBVIQrKYdMG4fP4yD6QUx/nIGkkTBdr2HK/mqpFTt7c0oX28mEyW1+keUQsMZ/V8dSSi0S8ZmH07JCFQNdbQpUoggI5R/JYtfCn+nkYPnUQAEXZDUJEdAWQrV6slyPmf4PG0IyK4i40FY6Q0PISfUbV0qJFLW0OFiF4AwhuHy67h/ceXsZXL6zGVhWyTm1fsRtbTeO2/hai6RYk4RByMMigyRH0/aiU6N4hrfbA+mN/97f/CGERMUiWmcx8I4LMTqEATFUkSGGgNWnJyGrK+o+3UFVcHUp1VKDgbDGv3fkePs9lPgVBRUWhgfVro2l+txNTSsOakZ8dSn/TRgTp9WJ1o76vv62K7kOtoTb0/dGFNS6JCdC6ZwuqKrMojVAx892uDB49kbZdHPjM4zi0MeQ/F2QFW+2Vc3hqr51Bt92BaBjF7lUrUXmCiMU+lPTQhiSzazqPL59BaV45VSXVV/z+PxF/1fSdkpKCxWKpf7388tVz76uqqggGg1doxHFxcZSVXX0T1qJFCz755BN++OEHvvjiC2RZplevXhQV/Xle+/8K6stYtPk5uo3o2OhY/pkilj+/CkWB6+8dQumFCgrOamjb3UVEspo3n0mk09C+GKIHIYgm9v9yhNWVGzAPlrB3j6SuzEpVUTXmUxXoAn7CekHl5Y14p8HtKMwuJRgIUJpbzpk9tZzYZObUrmy2fxdB9iEN4TFqmncfxbEtJxj75DrWvTaW2QOep25PHpZthRz+MZqHB7fkx09j2Ppje15a9wwQoMf1namrqkXSyQQDMl6nl7pyK9YKO9ZWl1O5FOg2+iGMZi9IDdG5d018lNfuX4LX5UPwBdHm1oAfwnqAnKFHSDWgv6kJz63K55mParGYdyFXTQL/XvAeaDR/giAw4dFRv33CUxVAVR0yydaV29i5ej9xKdH1wvrcYSMamxZ9MEhAaYtOnUvA/hWv36/l3OkBCKom6PRaOg1ujyFMzzszPuLY1tPoR6kwPKABDUycU8XABCvtEr1U2Jqhj3sdnWUmgqbDFde8XZ/WmCKMaMJ1XBt/gb7Typkw3MGQlk4e6XeCcd3qGDe9mNZpMmERmWgj7yegpGKtk9ELECw4R49rD6BSdqM4fgTrI4gcQyXZSU75HmPEDHYWbmFXxdu8tmA3ucemINtn0GnAw2hil4K6A6f2qkiWDjNymptH73TSU8gj8dRFrE8nU5JTzojezzAu9g5K8yqITrlsUlcUMtukYDDq0JsMpMe15rM3BlLrvIA6PJfPDx4jWRuJ9uMqunT0M2R8DZPaFBDICwn66gFRKFKDb27Dp1ux19qxVljrj2kqPWgqPWz9etcV81Zc2AerfyEJUWXcMjmOXtcaEUQRwevDnhWBArisjX3K4fEWJiXdzfTOj1758P0OUsR89JbmjLllD+79Woq+016+e2Bm/2f5/p2f/+7v/x5E4wTE8Fcpv1QJQI3dgE1twO/x46hzYa9xYGoSIGloQ5BPdVkdd7SZSeDyRv766Q9w3ejnGNG8Gk/ZVVLjaiX2zwu5clpkuQCFtZ9Fs3+jBYC1H1fgsXt5+ZscBt/YIDSLsov5dWUNTQJ61FuClGW7KCqxYAeKL5QS29TNyBmVVw2qO7ojiNcT2igkJx/BFB4EvYBhSCSIkHu8gBcnvM6cUa8yq//cf3r+/q3wF6O+CwsLsVqt9a8nn3zyf2woPXv2ZMqUKWRlZdG/f3/WrFlDTEwMS5Ys+dNt/FdQ/w7z1z7FRnklXxctYdDkviS3SkRQCSiyzJavGhask/uM7FjWl+kLnqeiwI5gCEX0bf92NwnZFWSoa9GftSGrBJxtLfQa4WDg2FoiC1T0ywwgB8o5svkEAZ+flJZJBP0yLbJchA0BKULAHOFlxsvF3L+oO76ygVSk/4TgMfDtxpBp0ucOaRn2Kg1Bv8jwOwfxzDczwbcLFDuKolDhPEazMSGzriJAyZ2tcfdKxBfe4Ets0iqZOv+b3PneHMa1ncaEhDupaeFGGGXCFGkgvkkMlst1gtXtJeRJsWhNWq7RNCUucRHIDoL2b0IMbobRiBGvXTGnkx4bW/8+fGslxjONA3F8Pl996kjTdilExLdnxqII5q64FjR9cNVmc8PMazCa9czsP4ftq/Zw8eQlNn2xnR/eC9XsHTW5lqYtfDzzQR5Dh1egyAoanZHkVu8i6q7Mjf4Nlmgz31UvY+3ZD7g1K5oYVTiCIBAMGInV9SKh3V469/kVXeK9VGj6g3slAed6UAIIhJGVdYGgOxmHQ82+zT4Cih5HnYikEfF6jOiCQVqbHXh0GsZOtJEc5SYttQpX5T0cO/kw5/0aYlq9zZ5t95HrEGnX/gRjx8fTerxEXEUtrmsjUBVU4XP58Ng9ZPcyo7oznKBf5tD6Y9hrHbjtboq+PcKD773C6o+eZf7FPpy2hhETU8AHP2cTSI3jhuleAl7wpulRJAVNsQdkBV1kEEkrs3/dEZ6d8CpavQZFBF+MBuvwUADhb1aH32PgxH5ojP04duQ6at1nGTShlqETa/hw2znU5VfWfbbEmjFHhuH3BSjM/mNfLoCoasJ7P/VFRiZTI7Hou1JMkXqM4QbO7r/AktnLmdL8gXpLzT+DeT89gaQWUdUFkKr9IEBxURWBKA2GTiKGng2Bd33GdscUbqAwu7j+WIvO8fS5PsAjP5cSmR4ykWrDAvS8rZybHy6v567vMtCGqILE62Wi4kPPrOGyNj1vWlN2rm0wl9tqHBS30pGndvDgwtM0bd8fS+RgxAsb6D+hF0np8eQdNSH7QpstlVqFIMGc1Y/w9t6X8Dq95J04QbPeT2GKSkLtl3AvLQc5VJaWy/wC191zzT89b//JMJvNjV5a7ZVWD4Do6GgkSaK8vLzR8fLycuLj4/9UX2q1mo4dO5KTk/OPT76M/6ZnXQXRiZE8+dmDAJzZd5437llCSutkdnyzB4DO/e343Eba9Mqifb+GyNYpcybyyuRyDu89j0oIIGtExCgdR7bHIogCtz6WTKsOWgRBxeYvdxAzpIDiLRZUOhWpLTzUVeuweUXq3CpKK29i8/IfaddN4uxrTjZb01n0aTYVFQKFRw18uShUPi+tfRNEAQwmH37/ZDSiGkVRSInqwZ6vQ+UgZZ3IxLH7OZAdjrrUR9Bs5JPTbxCZEMHT179EwfqGqkuqRRKBoIwkCDhqGrSimg+DtOpn55anmpCUeoq8s31IiY3EGKOgxstbM4t5+IMr59IQpuf9Iwt4asSL1JY1FtLm2DCqi+oACIsI0GtEFP3HqcDwHNieQtAPI6rNLg4+OZ+lz36P6Fc4tfNsKIAJBVEUESKD7HOEk/ugwsMbZEwmBWQBt683JjH6715nrzOX3V/dx+myWO68u4KKSxFkhw+iqeUc5uhb2PvjIaJjDhObnkGUdidB3140WgWtVuD0kWSC6ioO/QTGdAu79uv5/iMtnWdoWbclkVxjImOLjqK/WaCgJpzOrbLZUWQhXS0RHy7TKraYOk855vBSBoy9HofvJ3zerxDlZbw+QsXSE/34bsslAskqqm9qQWRRKRFrcnngzRLekhLxhukQAzKSw09VUQ13tH2YT8++hds+lvVrtpDaaRc7fzrCsAm5qEUBkzmSmiZVZJ8RqDvio0LRkvicRE2hkerPg5T1zMNz2I+vqQnbtU2xfB1aRH5dto2R91yZZhUeY6Hztc+Ss/8EB9x6Bl9nBMFOlqGE0qhY7DVOfmM/8Xl8FJ0vod+4HpgijLgdbg5uOIbb7mbY7YOuaHtc3xQMGhlT0nS2fPcpjprGUdKlF8uZmHQXP9Yt/7vX94+Q3jaVPmO7U3FxE2cPG5CBiFYicz7P5v134zi7NAYJN92v78zdCybjcXlJTG8wdYqqNIh4k2j3Y2T0dHAgV4vfLVJ4zEitJPBb7NyXi+NBgoT2fuyFAarL1BTYqiFFQ/HQRCI/abxpCd9eybiZ15HQ+lmik8IJYyN7f2pBz+EyBjEHc3Qk54+oUalVyLKMQWdg3o2vgQIGi4F536YSZt6HWt0mJJwhpIoJ8O6+l0lv3/Sfmq9/TwhckUbzh+f9eWg0Gjp37szmzZsZM2YMALIss3nzZh544IE/1UYwGOTkyZOMGDHiT/f7X0H9D3Dh8EWKc0qxe88z8PFazm4NJ6aPh71Lc6nNuZ/oliHplH+mEHO0mQWb5rD/5yOc3h2qCavfXo4LCIsyEhS7grwBRAvbV+7ltg+r2Vni42x+BL/8GIPkvmwXFwTGTN6JqJxHjPkZtbQYuaiYVa9HEQxXiBvQEPhVlF3KPQtHozje5qXbtXQdlsWb93+E3qQlIt5CbZkV0SOzZW4CFoOTTjdXk86NmLRfY6/sw6H1x0EFacMcGHV+Tq2OQFSLVI2MJWJNg89FUKDvLdl0GZ6BRkynquJN3O4y1IxEn/wi0xf/cWWnjKw0lh5/nT0/HWLxnR8gqgQUWUG5zMaFCIMmxNOiU8gWJYhA2EwEdQsuHLnIjtoi1OlG9Nl2BATkoEzZ7a2I//QMBiWIe02QaY84aZJppqKkKWdPDqJ13xsJ+zslF3es2kvPfp/QZ2QJ3fAhKWXEJ+uwBvpSWlqCP/txwpqFkWQpB5eAoPgIyiArESx7pwf715VwMjED09FaFI2EttSJs2tTDj9aS+WAVOI+OMMGOZry+BaE/VxKbv9heH8pQU4SUJ93c+uzZQwZ4cYdsKOXfsKkykGInYESaIVgf4N7Xh7Nz8c/IOpJFbGU0FSq4ZQQwRv3XS7bGKdHdAWQHH4C/iAlF8q5u/0jLDm2iBumjgJG4VHysPvXYtAdwaOco+PAGugXw9DSfNYsiWHTvERmLTxL9vRIflkUwZjX7Aitaxlu2M9uMZwvFiRRVRwyzy559HMGTOxNiy4NVJSSykzzLs+RVHk39pp0Th02M3pqJYd2eNm6JhKNQYPf68dt89BjZCf6T+rFile+59H+NzBwUg0rl8RcVVBnZI0lWPUDxzd8Q6c+pfz8eQp/u6D+vlzlP4M2vZtzxzMVLPvsGDs/DeOOabnog0Hy1xmQytyoNBLjZ48kKuHqQWIefzd2rx9AasIxjozVE/jOTdFx05UnBuHwSxpCxdQBs4QiQdi6xmmbYRFGuo3oxJ0v30JtuZXZg+Yx6bEHue7Bazi9N5eP58eh1WnQ6iScdjeyX25U7lStlmjVvQvBQFdmvJPGs2NeJpAUQLnNTOCJOn7+eDM3PTHuD//Pfxz+bFT3PxH5PWvWLG677Ta6dOlCt27deOONN3A6nfW50lOmTCEpKanezz1v3jx69OhBRkYGdXV1LFy4kPz8fO68884/3edfFtTvvfcea9asITIyknvuuYfBgwfXf1dVVUW3bt3Izc39q83+S0CWZT564gv2/HCQ7td3JiY5iuF3DGbUfcOZ3Ox+1q+JxplupmxOCTc/M5YVb+fywLuwN3sHH81cwqjRE4hKjOeLF1aj1TWYmAVJYM7K2bTt3RJRPYaKwioiBidi8uXS97paIjoF+K6oC9ErC5E8Mk3bpSDFzEMQVax49Wc6DenI4Jv7s3zeKkSVi2Etq0hMC6ftRActmifSeWg/oB8JzT7njemhUnYumweXLWQeFBSQohOw77zEwaOpXL86ivOH9hHTrDvRSRHUqqxUmCPw/RA6X9L4GZZ1lgNrwtEZZHx+FbJfYfdHXbnppngU3TCKzj5Miw6R6GPHIAgCXndIUOedLKAwu5j09k1p1qFp/RyEx1i4ZnJ/tny5kzN7spElhagkPz53EK9bYtjNapLSikHqiWJ9DiH8TQAC/iCW3VX0ubeWrE/8vDMsDs3MMKa3P0JS/2p6dbCBFIlPEcg+lsTBnQO5de5Uco7mcfbABfQmHZvW7uX8AHhr0BQiYkO+wqSULSBX4nNrEIVKPJKE1+HBIH+JWhQImiQ0YjU2h5pIE3h9RtRqK2s/j8Dd4SiRmcncaC5h9YfxBKK1xKxwYjxYhAKYom2h9B8U4t84h6II1GWHrAlKMXjSkylXF3PwmJqIWCcaKRytegcXj7hoPfgdfNVPcmzd6yx528fDq6NRW51sPRyHqirAb5l1PRISuOb2gXww87P6yPX8M0UsvONdBERSWiRy81PjgBkAGGNr8J74jrZlJ8nocJ4eT8n0dDrxHtWy7lBzZv14hoiyOs7WRvP+yTYEt4WCwKqKarmpyT3Ya5z0HNnlyodG1RqD2oIh9hwx15qoq4JlCw2odBJeV+iekFQCB9cf59CG46HSrRhwKAqKTKNiKvXPiyAi6gfwwIvvcik7QFobN3mnG5frDIswUXi+hJQ/wX52NWRkfM35k8Oo9ufhDQi8+VgaMUkufBUiGoOaHiO7EAwE+fWzLQydMvCKMRrC9Fw3/V6+fmE67cPqmL7/AvcMaIPs/h3nfEKAgEvEZ23wMFrSFAwBDxWxBvCKUCcTlRTOJ2fewhAW8jPHJEcx5sER5J0pB7wYzMYQ9a/Dg9aoQfZfmWJlDDeiVnlQaxNQ1Faun5/Lj0uaoHwaijv48d31HPz5KG/vexlzVNgVv/8v/jwmTpxIZWUlc+bMoaysjKysLNavX18fYFZQUIAoNlzz2tpa7rrrLsrKyoiIiKBz587s2bOH1q1b/+k+/5Kgfuutt3jyySeZOnUqVquVESNG8Nxzz9U73oPB4F9O5P5XwlfzV7NyUSgadu2yn/DbBD587AuGTBvA8ovvsmrxWpY++hnaKIUmLRPZ/GUuiqJwaOUpmjQvI7mdk/O7i6ktryMyIZz49FjK8irodm0WRrMBlVrFT0s28N5DywjEiKjGBUlPDCKo6yjdcpIiIYJ2Q9vz6oZnkT27qTr/AB8/25zKWU2IfSKf+LRYqir8xCS56DVcBKfAoJE3sOmLHQy5tR+ZXf64Oo64/gKRyRF8ef55RM8biOGhHNmPz7Yl72QBHz32BeeCOai14HcqlKzS8szSEnwqL9+83YmU9BYMvaUVim8taLrSoVslAkFEbVcuHr/Eg72exuf+nVYthoTzPQsn0/maLMxRJn79bBtn9p7H7w2Z5dJaliFJJuLT+tGk0/24iiegC0tFsLxcvzBeOJIHEuz6IJy9HwEBBd8LNs49Y6TWG0FifDfWOrZwa7SOVkO+oO3wkE91zVs/s+3rywUXRIHuFV1YtnUFD39wN37vSSJT1yNi4+D2obTomE10dDaGcIhQAtgcBpJMTgRRobbahNMW5KP5sdw2t5ZVH2iRm5upLQ/D18EIKhWmo5dN+kJoU2Q6GIrmHDO7Gk2cii/nxyGnxqE+X4rg8SO7fHw7PxN1pZebXivDfqGQHkPtxCVXI5dfi8oym6weLyMrRl4YVcLa9zSUnBKp65NC1cgUmr2VjcfpZflzK3HUOvGmmPAmh2HeW8qRDSfI6JLG1ud30bRtCpdOFiBIIl2HZdGi4x1kKgqKqy9xQh5y4Xqajq5lcY+jqDV+ynMFmkaXYT3hpVKvIXWZRP7dAaqKahBVAmrtlcuFKFmQIz9EqR4H2PF5w9HpZeKSHXSe4+fzXzMJ/6IMUZIJ/saEh0DxMROzPp5+hQCsb9c0Db12KOqyz9BpdyMICnqzPrT5VCB4nZvHBs9i6vy7uWbKlVr5P0LTzHLMtkqkZW0QbSfxAyV5Ib+kL+Bn58p97Phm72V2vDja970ydzq1dRMG3NiEhLST/PBrIqooAd/vAnmj2vpxlUmoaqG8SA0IZMVrke2VVORqwadgjjEhBxRm9Z/DoJv6MOHR0QiCwPV3DwVAtr9NTHxL7nimjA3fdqQ0r4L2/Vtx6XQhTpsLQRDofl1nps6bBPoYQOLlifdTU5LM75PEo5Ii6T326sxZ/5H4X9SoAR544IE/NHVv27at0efFixezePHif66jy/hLwWRLlizhww8/5J133mH58uVs3bqVxYsXM2fOX6tu86+KG2aNRK27HNg0zo32Jh1tH/CzNu8C01o9xJFNJ9AnyKRNcvPWvPeYPOfGUP3fkx7aNHsYldwBrV6Lx+Hh0skCAv4g4bFm6sqtSCoJxfkxVXm7Q/6jYh+/SPG89UYiJ36IoXmaH787iCU6jF8/fonjG5dw+ojIxLklxC7Mp8cKB2WlFQScCh/emc6q92NZ/2Uq+vDRSGqJJ699kXcf/IRJT4xh8twbG1kKO/RycOP0CppnpZG7bw4ORxLL5n7DpJR7uD3zQb57cx33vTWVtDYpdBraHhAoOqHn7WcS+PrdWNp0a8d9b0yiWbNl+IV+FF3UceFUFKizcNndPNDtCWK71BGWEjJH6gxBkKGu3MqrU95hUvLdPDJwLsvmrCDgbzBZbl0Zw8wFQUbe0543l4+iolQAwYcgNtAzet1eCAIIeHUaima0BSD8cB2aEhdpyR9zbUIlzXotrA9K+/ipL9l5mW0LQFYUJjwykplL7uHM3vOsXHQBk64XgvkV4puaiIrMRyVFogiJyDKYw9woskKV28L3R6O5qXdrlPY2Jo0aRHWpjrqtCsK5GtRfF2LZmY8++3L0rgLNslIZMiVE9nHKH8cP3ycieoNIxTUIbj+CAmJ5HdV3NUEOwpbvo1j0SAoXK0AlHiYYyAU8qBJ3cfDAPATHcMY9aafNSCuGNAdxH13A7wlw4cxFqsLs3P11NWIXFaZDoeAWf8DP4Q3HCfqDLLrjXdI7NKX3mK5EJYUikQVBQDTeQNv42TRvvRaVrh0WxUeY2kXL9gK1OTraDbdjT1CTvSscxRe6keSAwvM3LuLkzjP182qvdTBnzCsMH/Iyr754LQJ6ouOc9BlnJTXTQ0xTB+mFRUSmuZGDjVdEY4SBgRN78/egOD/CrP+Rh98Mp1lbFy6b53J8AkSVOnh65Tmapj/+d9v4IxiTnialRRNmvHMXEfHhjb4TpBAx0W/X9K37PrpqG4Ig0ar/Qi7aDdx9e5D7Hi5o9H3hRj3VJzWMubMSjU5BFBWGDDzOnjVmokaFqm+57V7stQ7qKqz88N56/L7GJv3XH5LwBTqzfV0WRedLCfqD5J06R3RiJFHxEQS8QXKO5tGkVTL4joB3C09+8RDm6DDUehWiSkBSSdSV21j1+lrubDcLt6Oxz/8/Er9Vz/ozr38D/CVBnZeXR69eveo/9+rViy1btrB06dL/0XD2/1vQG3W8sXs+KrWK8x8b8a7wMPKaMjK9Fyk6X0reqXzcJRLn3jUSPlqkeZd0ps/3cGjDMZbM/pzZA5/ju3d+wevxIQcVqgqrqSu3kXeqkPAYD4o/m/LSSNr1aYVKp+LQxVTySmLYuz6cA5vTiEmJIq5pLANG1hLZ9Ahrv49ECFkgOfGmiVs+uIAoNSx4U1+4maLzJax6/UcObTiOtdLOile+5+tXvkejVWGOMWEw6zi+x8Sq92OYs3I2UU06IGljWPnaj1Rfphfd/u1eHuj2JHmnCjm25VSocZNIVbKJyuwohk/0EyVNIDw2lcK8lyk9/wFprbUIlhdxWp0E/EG8NpGAO1Q4+pHFhY3mVQ7InN6Tja3KjvI7noiswW3xiLOJs8zmQkkqzfv+iGhuvOnrPSakBYgqEdEfJPKXUNszF5Uw6eFqDCY3rZukIuDD5XDz89KNrHj1e4K+ho5WlX9M294hUo82vVpwyzM3IOnGINueIaPFD0hqLzJ1VPq64RdiqSgz8OSyQdzXL5nVM2MontKSvb+2QHWxhkC4lkCkPqSsmCWct4Sio43hBt4/uoAPjiwiLDxUhSfnzSDe3S4ERSAYZUIA6kZnoiig3+TAek065Vs1eJwqvjuRSX6hgZpKPbg+hprb0ajyMer3k6gOUtakJXJzPb7mRmSTyMi15bTsV0nAB9GpAuLvzKGqy24Xe7WTdv1a0qRlcr3J/2/vd33sR5RXvoDZMoWIBCfXjzCR1cbArbckMDyxEknVsERUF9fyxLAXqSgIpTetev0n9v54GKUywKH1VoToX0BUMfo+D10HBVl7LIO2/apoPvBKys0vL32AznD1yNrfIFqeIa7lE+jMLWg7yYsQDeGxofvfdhjKTmj44tV/rqrWuSNmzu3+mcTImQ2apgiCikYpUJ2HdWD2J/f9YTvhMRYG9ngNtWBl0Dg3mVleUrs7EH73nL69pyWu5kZkWeC529MAqHsliGwFv8fPpBnFREQVh57H8pCp2lplo/BcDrNeu0iE8Wt6j+6PPkohta2DF1deQNBJVBSENohVxdV8+PhyULcDTVdqSmtJSIvFnhSGZNISDAQJBoMoskJtWR3bvt3zT83ZvxMU5c+//h3wl0zf0dHRFBYW0rRp0/pjbdu2ZcuWLQwaNIiSkr+fevGvjuwjOczs/Sx3vXYrtSV1fPfmOuZMTcd9dzThO4upLqolLCLAxAdqaTVK4fuFUzm+00uXqWXseCsObbSCnFlC6/EBzr2mxhwdyc0zLpA1qCcnfn6S1R81p6Ysm9H3DWPgLX34cvEPnO+egjY3G7fTTXKmg9adPAQVAz9uS+T4RgvHfwwHwHUQcjItSCqZWUvvYtlzPzD8hl84sl/i/KHGMQFeScAkSViizBSeu3xNJAGNVo3ZfIFp3Y/iczUO/pKDMp4kC2InI8nNSugVVslGdRpZe4upraylIjwCU7QKg95E+vBbEDXtAIhJhrZ9WnJq17n6tubf0xRfrAHZpKF7fBGJaV5++TKKoCxjitBT29TMgPZnGT7+GBIK4TFG0i+2p6asjujEkOYXDARZ+uhyHNbQTkUOyEgyGHKs3P54KYbIQTiF7WxeG0X36x6l8rTAvZ2nEJQk3B0iMB2rBSAhPRZLdOPydYpnK9heJeBz4wkKuBExKjIrvjvC+bpkdNutHCnzoqrVYxvUjOhVBbjKbWDSU/pQJpGrCjHVuBFtQYzLKwgmq1n003NkdAgtwoLUeJcuevwkOr2kDGlL4akKqmUF84EKPC1CQh5B4Oef06hWB3nxlRwcdT5kxUnbTuspznXhsMEjWfvJ1ur4LjeMIZNtnCnO4MIHTk4t04LHikAolcppddVvhsJiwtAZ/36pP0E00GPkNSjKUApOD0HjnU5YrIak6AvMmKzn1IcGqkobBJfP4+eJa+cTlxrNumQQJmUS+fMl7DYbshKLrB/D2ZxtDL6hlJxfI1j7Qjx/a93uMKA1f8bmKAhqMIwjKv443bu4Ed63oXe4+WpOM6oLHOzZ0Jl73vjnrHktuzcHRwsI5pPSPJz49DhMt2nRp17k5O1q9GYdg2/ui6POhUqtwl7rICziKsFigKBtg2i4m4vHtjP3yyh27TzDh8cMBIICtUOSsewKUegGo1RI1SG3z+83kl+/GYeCQOchHYhJDuXK15TV4alZx77jHpKbrqWmfBwtJvvI6lbDN9nRTH/3Z965NxlrhZrB11kpPb8dQZwCQJ+x3Vh053v4O0Sgnx3Af6+noQAPcGjjca6dNpj/4t8Hf0lQ9+nThzVr1tC3b99Gx1u3bs3mzZsZOPCPc1b/HXByxzn83gDvP7gMgOiUSNq2SebMW+eRDWr8/iAtp7hIa2dn/9djiU+pIiwmg9NbfwEFLK2D6M1BUvQ1pMw0sX6ByNrlCYyafT9oz3DurlCg14ePf1nfZ9T5EJF7l4GV3DLTTnoXFdtWVfDTTAvmCBPxbWOpKamjtqKOw98kktWrhosH3qNVt/7sXu8grX11ozWv96wq2vYNsmRsHIXnShBE0Jt1LDszH9l3ElXkc1iiXqUsr7GWI/TUElsEZac8lP6gcKCZEXd+HZFT1HTrdxy7sys+2w9EmbX1Qvo3LN7xAh6Xh/u6Pkbh2VBRE8nlRwgqnC40cNLZlECCH1WpFY1WQ0pTD9276GjS6l6eGPIpDy5oysNL7kFn1GGttnFix1k8Djf5Zwo5vOlEfT+KDNfdLjPghmhcgTF8+FUhp3ersdVdZM2b61AQsA9Ip+PUYkoeVfBXiCzc3JjgQZFrUBwfIctlTN3ai/BYFSOrjvDT5wk4CxSiegU4fjKaQKsYAgkipn35qKsup6n5AyQvzAa7B0UQEBQFb+8wyNLVBzXd3+1xqktr6/vTGtV4nX7CYy2c3nEO/+W0GSEgY75YhR8QggrG70o5JRl53RRL1s0wvKUdn+cYdvswTtcW0KJVGTcYCkndEM2OkwmcmeVHE1Sw92yC9mwF+iobsSlRlOQ0FAZ45eenkSSJw5uOYzTradnt6tqnoijUVdnweMJI7bIXJViGK3gRk+FJPt0f5N6hERRnN2jshWeLKTxbTIwkEJfmp84n4r9snNNaHiE93gf8wLR+Zyjtn8qp/SZ8HhFBBU1bRoBUi8fhxRhmuOp4/hanD6djrU4lMyKPBfemoVQ7EIBdP1bTd0IuSc0SkGWZQ78ep12fluhN+n/YpihZUEx3gv8U2YdO4ra7qH61CsI1KIKCx+ll4+fbURTY9s1uJElEZ9Lz9NcP03VYVqO2BEGNoh+BOfoIOtVR9J5wAt7QfOiz6xBdMv4mWvytDBg21F4xlmBQICzKxIBJvet99k1b6VBsBazZZcXnTibo99EvrYZN30RQUGQkslxEUCuERQaISRQZ/2zDfa7RaTCE6XEV26l4XeRvt2rjHxn5p+b93xr/yz7q/7/xl0zfTzzxBO3bt7/qd23atGHLli3/1v7qrAENUXjqzmG4w+wcXn8COSAzdf4taA0azv5oQKuRmfzsYLqOfopHPppOVvdRgEDFDjX53+jQFatok6Zw3VQvi7dOxetUmDno6jmf988vIibJx4FNZhI7r8Uj92HdJzYUORSFfvMzN+J2ehAlkaA/yKGtZr7/SM+clbPRhPUiqdUQpr18E6YoE5JK4syqRD66qSHnUwG6XNMRS3gOWB+HwCXe2vcSNz8zjv4TexIZb0FSi2iS9dTUWNHkVyOgUFZgJCYlHn8gEjQ9sJj2k+OLwGH47Kr/Q2fQ8fGpN2neOZ20dilIDj/qajcBv4h8vApVacikd+fcU9wwpA7BcAPxcT6W7Mmg3YjP8bi8TMl4gBtj7mDeDYtYcNu7HN54Ao1OjXSZuaz7q25uf+Y0CcmVCP6t7Fqspm6PgiFMh63SjiArhG+8wKlXw7BqIzCGGYhLja0fY0n2JoIVo1ACBykvMlKz1M3puW5em9Oek1IWzcZG0mmSF0USMezLw3CmqkFIA2IwgGj3QGQYctM4Rs8Yjn6TjZY/a/F5Qr7FopxSqosbFmOvM3T84pFL9UL6N/h8QZxdk3F1DOXEE4QdnyQQU+FCwI2ohladNzFp+HIOHeiM7NfSK9rF2Jg8jEE33sHJmDadR11uJ6jVNBLSz3//GEc2Hef+bk/wxDUvMqPH0+SeahzoeWD9Ee5o8zDDNZOYEHcnC25/BwBBiie2aW/Kqu9HEgq58V6JpzfXojMESc10c/1tVQSNagRZoUt3K/HJIeuM3+tHEM0kJL9IQJBR62Wy+tpYvP80Km0QJQBJLS/S645DfylNKKOjjT4Dj9IyJYH4HtTX8zZFGAkGgyyft5KRYZN5esRLvP/Isj/dLoKE4llP6065NGtTht8dxHONGWIlREnE6/Ki0bsQwoBYhYruGpZt2XTVpkR1KslZL2LXjSPQuyMDx4U0Zl1hyCKkLvBi2FCLrBIauUUltUh0UiTTXriJIbc2KECCFMu2tS0ZOfkE/W55hrzTxfyysjeXtsbiOKNmxXdNydtnpuC4CZ/6Yc4dbEzAYa2woS50ozvvRJBAa9Dwybk3Wef+ipZdmv/5Ofp3xf/LPur27dtfUVfz92jbti1z5/57UNRVFFbxypS3+HbRD9jqQjzdGVnptOoRKhSRGVFFm7FOWswGr8vLBzOX4bZ6cOSpWPZyPOXFYai1Iqf3ZNP5mnYkNouj05B2tOiWwfdLYzm00USbzjWo1So0npu4+eFQUQG9JUBMs4ZgjiXPJeIPRKM3WTBaopl/ywoi0joTlRRBaqsUKvKrcNa58HsCyLKCd1x7vsoP5W4379KJmf0Wsuq1tUx++kYG3dwHd51A0AOG8MvaigCPfno/aAbg0a/mxSlbmZBwF6d2ZbP3h0PY65xIKhWBH2zYrovFfluIXSeURmNjwoP5bF/bDI/0Au7jcURYQguschXnjiAIvHfwVd7cPZ87X72V8bNHYvzdOAC+eL0LG5c1Y8itU1jxWg6CbiQHfjnKxIS7KMurwNJbQdO6gQ3L5/aDIhCVpKFXmB01KoJoMcWOoWPXlnx94T0Sm8WjMzfoDcbj5ehy67h2WkM08PpPtlBds5CAXIssg+z3Yh6lJbyHgKrYTtjui+z+RsNXj4YjizIC0DTeTI9RXbj9xYnMX/ckv/q+ZfyjoxBr7LSM1DNoUh82yit5Y9cL9WbRH2o+5+uiJVhiwtBehdP5N8gGDZ7kMBzto9Geq6w/LsUL2AIaFAVUoowq6MddfRe3j32VS9ZYHP5mXNDcS8x4hZ6jzyOgEIgx4Dc3ro/8/I0L+fjJrzl/6GL9sV3fhyheT+85xxPDX+DpES9TcLY4VKO8VRIv/vRE/bmluWVkH0/CLV5L4uhKOrWazq2PBcnMcuN2Cdh7x1Fxcwt++TKKwhwd/SZ0R2/SU11ay6u3v0v+aQNFtSYSr3FT6tMgqkKBTYfXJ5C/dUojq4OiKOQcaygS8rcwRd2EJOpQh0ehvjbkf5fUEm67h61f7SI8zlKfcVCW98elBv8WghiJEPYQI2c8Rq0zEqmbGvMPPoTyIEFfkCbDZV7eWoDYTIWmhYhhQy0dpT9mnxJVcSQmP8Kwlt147KNuDL+jcTR6fEYs7usS8fxG4ysqyHKQNp9f4p1HP+G2zBmNzh9w0zDUEdMRVClUFlRRU1qLWqdGCoLpeGg9SW2bTHqHJvQa1bXRby0xDSlYShB0Ri2Lpr3LvVmzmdn/WYJ/VMnrv/iXxJ82fZ84ceIfn3QZf6R1/yth1oC5lLlrUA7u58PHvkAQBe55KYWFW17m0cHPcXrTBYKSietuqeVg/3jM2xt4eVt2chEb/hYHfj7Di3eFtCG1VkVpXgWay4E829dIXDzdiQFTNBzYmIVoHo7G8BXmGBdxmW4qL+rRm7SktKkgJsWOtawjsms1nYdWsaTGgfJlLdXFtRSeb6AuTG7n5dbJR3HUOvB7/Xzxwlfo1MexVZn45JmvSG+fil8S8KSYoNCBP0pN3cg4Lh2fQc6Jrqx541S9z/rE9tOggDrGgrfGhhBUsKwqwxCuQz9Qx4An8hliqqbgYg/aDRqEZAhDrfKB5yc2fZ/B4ruWIIgCoiRhCjeQkB7LzU/fQOchHdCb9Gz7Zjc5R/Lg8qZVbVQjBhWMhiLe3v4gQmAtg6fcSlW5n1emPFof1OHV6vBEaRHNDrCFzK0ag8iji8+R0c6HohWRYjchiiKLtnQC4Na0+5GDMhEJ4dSW1iFIkJSRQOdrsgBwlt1Pr777MITJFNea2X9ax4fPZaGKEalz2jDJTpqkx1Ft0GKO09L3zixapibQdXhHNNrG9YrvfnUyg2/u2yhH3BTeWEhGJ0aS1CKJM7/z2wPMW/s4z49dhE+tIpAahbaohriPj9V/Hwg34BiYzJuLBM5VaBnUxU+LZrUYpYuIBjuZGU9TfHQBo1t/TLvxXgwmH9mf6jFnaHCoRZZkZ3J6cyLhW4rQFYUsAfZ56Zg2lSLscLN8zreUldWy9nQeXgl+89zf+eqtTHx0dP04/D4/jwx8jupYPR8NeZqsWJFj62YT8MrYrVpS2ztIPFtL9Y46AMITLLTp1YrqslqmtngQt8NDwfEEND2TGdgpjLiwHUTFeCi9pMXt8vLzh5tZ/+lWnvn2EbxOD6W55byzYxvTBvblzsfG10fv/wZBiiAoZeAsP8O98fAUiaEKcmJoI9dnTFc0OjXGcBNtev41bVGQEhEkiEtvS3H5KZy1bizRYVir7Jy/aOae4a3QlHpxA2ERBu6Yf8vfb08QKD59DIPuIDPfmUtVcQ0XjuRgrXDQZ0x3yhb9hHK5elf3n7zsmxfJZwfbENa3huAvZTw/fhFzV85G8V8Az3eIYY9hrbJRVVyL3qwntMts2CQXXyjl02dWcG5fDlOem1B/vPuITvz62fb6zw99cA/zblwEAhTmlFBwroi0tql/aa7+nSAoDZaXf3TevwP+tKDOyspCEISralJA/XeCIBAM/uvv1sKjwigtrQnV0m2vQ8zxUnzuCCONt/CT6wtmdH2SvA2F/LxVS0QLK+HDZGr2SYgpEpL5LjTiO3y2MJ5bZpWx8ut4vHVB4lq5cJVr0ejNdBzYluvuHora1J4e43vjcXnJGtiWL15YReHZYmJTPdgq7RScNVJZIND3hqaAQueBvUi55WMeWVfMiRMGjvRI5uhwwCtQnK8jp6oNJXunc3xvE4pzHfSY4Of4HvC6fJzdd4FguIZApBYKHair/Qy+FEbJ6Tza9xvAB7O3ASCrBIIWDepqL6poC75aBxBEkEElqDBXRJB4tIQTQjNGTjPz+cvP0O96H52vvQaPfDOvTp7SaC7ddjeVhdWc2P4ihjA9HxxfSF15HQBhUSaqE2TcqVqit7vJGtyPbSsv0baXgbhmMYww3ByqxX0Zni1exJgAyngTkesE2nTOJ7Ojk9i0dpTVjiaz+RAEsbEhqNeoLuz75TAqtYqwKCNCchDNYD8dLlfWOn3+EK2TfVhpzaK1Oo5/FMTZVyFmeRFRGhWOdom8f2gBKulKXuur4fdCGkBRPCi+gyiqXkiSRM6xPF5e9xQTOt1OYIoZ7yIXKruP58YuJKCSKHsmE+0RN9FnQ5umiAQLfm8AmzdAXZNw1DtNrHsqhqpBdqa/fidxET9wbu8aWvWeRLN+a1DsL9Gs1WaqylTEtlaj87lRK1o6a/NI1JdhflZg10wjuMH4USFyugbbsDRMB0r59b2NqPVqNO6GOR82tXFsia3GgW2YF+/PHh7p/izfXnyfTqM+IczUm6HT1PyyegSlmkpUxpBWLPuDXDpVyJcvPoLbESLNuXDSwJff7MOi97FtVz9q5Goy2rkoyNXjcwrIAZl54xbW96lJN/DtjjXccPs19QGFv0EQJNTmx0nyPUR1WSwvfp/HM2PSQYZzB85zU5PpaE1+Zq7Wojd9+qeu4d/iyaUPMXfsAo5xqr4Ah+6Cs/77G2Zex9T5N/1h3vfv0bTrYyjeY+A7yPyf7mf2kMWcrDhDVe6X9BymsNPbFWn3RY4+YUTO8dHk+Dn8USHrS+/RIc34/HGRkztaMXDCKY5sqyahWSxetx9bjQ2FUNUvJQBBf5CcI3lkdExrNIak5r+r7iSArcpORoc0CiOKaNGn2X+0kAb+43zUf1pQ5+X9sWnq3xFPfvUwt2fOgOIAwb4GdJmw7Ww0igJfvriGpSdep67SylMj5pN7Phe3R2DIDTXc+ICfhIxxbPi8kKILh9n9swVnayNCSZA+d+ZzaYuBY79InNx5lgfevgN/7X1YvXNYPvd7ii6UknsiH7/XT8AbQKVWoQQMzFo6i67DsxAlie8+WEJ4rI+tP1qQVAoTPRe4oEvD4VXTvU9H7pzUkRWvXKJV766c2P8LG2uTABfutDAkVwBNuRtTXUj7F1UC9y66ja1f76b1EAtavZaYpGgK3XY8GSbUW0rxnC/Am2JGm29DUCClZSK2+Cp+/qoj056qxO04RYc+aWS0dSCEj0cQ9UQlhVNdXHfVeXXZ3dzafyZCqR9BCGk85kvgO2flupnXc8Nd5dRUBQhPvoGfP9qI3xiEe8LhzTqMFj0uhxu/X42iC0OZZMd7AroNEklKNyGEX4cgaK7os6bCSsATxGF14ra6UazgLvbya+utDJtwidbNulNRGCAufhfPjfJTM0bNqqWZ7NHqCPqD6BUozasgJSPhL99HiuLGX/ksxXUHcefraNnehZFEarKtfLO1kPIahfzuFl4anoxGo0J2+Uh66iQAiRlxVBfVUB70IEeJqEsV4t88jOQJErBIDHnRTs2lpcSYa2iefhbFk4RoGI1geRHZNB3Fnk2bZAmP9TB++/dMM7lwptZhsLho/ms6dRcFJvfJ456bW9M8WEOnh+ysSWyFfHdlo/9w6XQBWf3b1n/e8vVO/Ns8qEsCuAwNAr35oN3YqqZz65QvMXTU8M0LqViRsFU52LlmH33GduPMvmzS2jfl3kW3UcwOfl1+kKxr8nn1+yLyqrW8vi0NaX45QZ2E5AkCColpHgpLVYSZDLx8y5u8tvX5q8y0iFpyUOfujDPaiWtkBIE2kWh+yiPtYRD3B1l8v5fRY1Yx7R9ovX+LYCCISiNRVxWKo3BaQ64plV5FTGI0mV3SKLpQyvLnV2KwGLjp8bF/V2ALgh5B1xPZsxqqJ/D0F28yb9KXtBnQiQ8f+xKV5zySRsR3Sua3LC5tsZuwSGN9hkJGVlOSm8dTe/Exkpv2oHPvM2z7qQkvfZHL4e169ihxJMd6aBZv44u7Y9i6YhcPf3A3omBHUQxEGl8ntVUa+ef8GMJ1LH/+W2rK6oiID+fZFbP/0vz8F//38ad91KmpqX/69e+ApIx4ZrwzDQBppwu5WMF/2bpde9l/Fh5j4YG37iBoF3BdENj/vYlNH2vRqfbitFWhNem5dE5PyiAPTQa4WP1uC/a605EDCokZ8RgtBi5WpTFzyL38/OFmTmw7g6PGiXyfFv8oAzc9mE9yupfuIzohXdbm/B4/54/E8/2SeNZ/FY3PITD+sRCRwl2v3srMgUuoreuDx6ZgNpvwLQuZOFulW8lIb6hVO+KBMO56Xkez5mu566VOvP/wp9RZnRzqYUIosBO2JRSdrQRBSQwjYNEgRespL8pl+LgcXt8+jxZ9Z+B03UNsk86IUasQxJCm8+qGOVx712A0Bg1p7VIwxzROW5F7GSBMRFZLFE3KICh7aNvFyvWTHYTpvkFvNKPRqlm3dDNUy/BeHU3bpjB39aNYoi2orB4MZTV0d1yiRddIHI64y9aaK4X0Fy+spOBsiA7KbXXjSdZT/UIzvD2NDBjtBNlD0HmaoOcie3IjeeDLoTz/ZBZbXhMIBmTSO6TSOsKC0fT305jq/5ssE3QdxWt7j7KCZ3AWdEcM/EiisZRmLfORlUri4otJTNWjU4kkRwbZWhRBxyHtQlXGFIhMCOfX4Lc46ly4UTDPj+WJJUWUzGiLoFaF3Pk2mY/ej6MsOoisqHA5DZw5bscfCPGvi1IS8c0HIer7Y4ifhTljO6aUV4lLbYlOo2NMkoNJncow6CU+/fYcd7zm5ubbS2mpLiXyFQsRaUEqb26NvVsSTw57kS/nrwRgzVvrWPrIcsy4aHu7tZ4a9jeYo99HEGOJLJmMdZdE226hYClHjZMtX+0iKj6KuOQYohMiSZEzGHD9PuJNp4iTXGxbZESaHwp6qrg1FW+cns5Drby06gL27olYA35SWv7BZkmwAEbSYwrZ84aGQep8Un7NRhOtYMp1YbZ7ceVLVJXW/anr+HusWP09vxwaQmxqLELX39FrBhW0BjW7vzvA/rVH+ObVH/j0qa9Z8ep3f65h3QS8ShyRMR4mf9qTYHINjiQDighBnxxispMEbn9hIhmdmvLatnl0HR4qtSupJIwWI8md3sWSMJBtayNI7F1G7rlwfvosihEZuUQUW/lhcRR6sxZzpImFkx8laH0Dn+MchTka8s+GNlkOtw/PKyBHCgg9bezbNZLygsq/N/J/f/yHBZP9HxXlOHPmDAUFBfh8jR/mUaNG/cEv/rUw6r5rSWuXypPXzcdb6cN/+d498mvIH2+rtvNQ32cIWNSEvWWmxdo8IpM7g6YbBTmHUamrQICyp4OACDoPKpufsEg9tz7VBY1Ow9yB2Ux6PZf3JrWo71f+woFkVfhmQywaYxgBrxPJ/TRixJu06dWSfT8dxq8JotL4eO6mZsgBkZdXXMRo/p5535xjb8Fskghn/KMjua3FDII+GaXYh4yEKAkgCGgGmNGJbUA3gMILQY5uOYnok4n/7DwAvYZbKeqdwqUXHYSVldJ8Wl8u7r7Aja8NoqqmBo1OzYezVxMTcxZ1+FRSf1eqO7V1CrOW3MusJfcC4LQ6Obb1FGFRYbwz42PKt9bS9w4viq2OmrRa2s100qF/FvHNByGop5KUqMVpc4VcJAJEx0ZSXVLD09e9FIqMFsG/2s0GIlhyYAhNs4YhCBJup4eNn29Do1XTa3Q3zFFhmGPMRCZYcNQ5QQZ1m0iaZQsMHD4QrbkreMrQ6avYcyidvRslqraU1jMrdh3Wgee/+/PMVrIvh7pLdyJSw2mnmc3VqVwfrSVNE8QYLuIPAkoQRaqgttKBQxQxGlRMSKxgSd1RfnvcvB4fD3R/gqyBbdmxci9tvjhNcJwDw+k6JLsX24BoHnzmAuvmhlPrNiILTjQahfiWcQTkGtRcGdAkCAJa80AwD+S3EDa9ewPgx10TxFfqRZvyHguGFODxZ3Oys4VadxUvPdGagC/Isme/ZctXe9BbdARMavyDI7m4qgIUqKuwEv57whQpkV7936dD/1SGjrVy6kBooxbwBblwNDfEJgdEJrUlInEDZ7ddi9oQoGxIDGx0gQyGc1YcPWPZ6dJzaFMmYpQbld3HkU0nrzr3oiYDt/oRPnj6K4be2pOD+7aidgSoO6Li2PbQJktUCUz6na/9z2L08OH8vFRNXfU+Zs3K4bWbYgGBgC/IpZOFV5y/4pXvMUebGXRTH/R/J0+9KqDnq7VOpEMfEdd6AD+8s5UukzycXyrgqRQQEDBHhrHuw830HNmZ5Myrb1L2/HAUv1+LLDk5l6PDEmVhy/LBXDiSCwoMvb0H0QmRTH5oF6I6C62xHYV5ocpxEdF+pn1bw2tvafENsDBg3EXePZ6B6o7ZfFdz9QyO/wj8v2r6/j1yc3MZO3YsJ0+ebOS3/s0c9O/go/4N7fq25ifrF5TklnFvx0fxOLxUFFWzavFaTu0+G1r8HT6GFJ2k5wxYPc/NjY+HMXPpbG56soIPn1jO3rWHMSaFYcutIzk5kqz+KbTpfImz+86j0aqR8oyoNTJ+X8iAESxVQAKNRaFT33IOrV9L917nURSFoVP68c2C7xElkTmfnmXpq3Fkb7ew4r12TI5NIj5CZHifHoiXNfDlOe9yf7cnqJDjsCIQYbTidnpoWnkdCU1dHN+4EqujPx6Xt9H/Pn3ASGBPLdqbzcy58yxzBso0zfAQfrKIG+9ZjaIo9ByRRKceJ6ipvXDFvP2GBbe/w751R/A4PPQc1YninDIuTWmK9+sAarue/BuaMf76X2jVfw6CFF6vFRvNBvre0J2Lxy9RVRyKYFUMAoIChjADN8zoyrU3fE5k4mEU5UYe7r+Is3vP1/e7ZPZyAoEgAX+AjgPboFaruXgsn2bFIh/+8nL9eRXFmWxam8gXj0lIajMEA2T2t3N+u5leY7v/qXtEUWQU2cGlkzPJF1zUOeKJ9rqY3fooGknC7dSy8r1E0ltVc/Cgjn6TK1lytD3HDiXRNe0cR2uT0eVXoB6hw/+zC41GTe7JfHJO5TL9jdv4dM4KbFaRqGO5KKKAoItmyykXVSfdHNwXS/dYKwkWD9ERQ//UeH+DqA+Vp4xIgj5JABOQA2VUHJ5Iu9QajlZEs/TTQzx4WxtU51xcyilB1qkJNNUy4No8Ni03kZARjyWmMWGMGLWcb8/dzaCbT2KtEFGp5VAaXlDGUeOk4Fwxx7aeJGtgOwRBRUCJIC3xHD38Rn4SdMgIWHZVY+8MOPwoc+swe2QWbHqW9v2v5NT+DfqoG7lzYTpGcRGeWjen15uovCmT6DUXSU6NZeGvzxLbJOYvzRGARqsmOimCxLRYXrspjoikcOpK60LK1t8sZTFNIrGW2/lg1jL2fH+A+Wuf+sN2Y03tmNixhvImN9NhyA18+fQ3JObV0vN+D0ueS0KRFayVNiSNyI/vbmDzFztZWf4Rak3jAMb+E7KQXR+jauPAlhjk4i6F3BNuDCYdOpOegRP70HVYFrK/K9hfQDBNIft4FAi12IJ6vprVnkhtKW63m2ULMwg7WsPkx6vxO/ejNv65Z+C/+L+Lv5Se9Rseeugh0tLSqKiowGAwcPr0aXbs2EGXLl2uICT/d4AgCCQ1S+An2xe8umkOGr2KHav3snv9UVzXN0PfWmJw71qiJAfPfqKw67MBTEy6mwe6P8GhDSfQ6bWU3ReF2CaCmpI6ht8xDp25BRcPvEF5QTXbfh7C8rwP+Sr/fSY9NQ6dSYtWE8TvF2jdzUBGqz0Q+R5v3LuE21s8SEGyBp8k8+iolpQNiqdJ+xRe+vVD0tO2UVrYBVGScNQ5uFi+itfufhNJJeE+X47mfBlOm5vopCj63tiDrMEDaT94PG17t0Sn16MP06HShAS8tUaF0yGhfO3mtbGtUXyQm63j7KlBKIrCklkv0XV4c6TopcS2fPCPJ08Ee7Udv9fPtg0n8PqCJCw5T7DUTTAg0P2kl7bX/gw1k1Bc39T/zFZjZ/m8lfXaraIV8E2Pxhiux2VzcWTDZszhNgQ5jzfv/4Zz+7J579dsftsCO+qceBweAt4ApfmVPPPNLH72fMWHJ16v7+Pz577l+a++4d39aUTEhyMHgmhNElE3a1GEUGQswMe793DhUgkF5xoi7H9DRe42ghXXIFf2xhhZRdcoGyMzL9G9dRUCYdRWCAT9LtpeX8HT2v5sOpvGM7e05eL9HpxuHycWGtAtKAOHQvBiyPJUW24l4A3S6kUPn73wNR6bl/zz4dSOTsEXo0G/N4/8WW4Um4K5mZ0YkxPkIHZf2RXj+6sQVfFENHsNtCNoE6EnI8GGYYoa9cJwIt8xEng9Ac1gNV/taE3FoBTUGumq/tguQhztsjxE9fMgaRRMsX4EMXRtNFo1P32wkYf7PstTY18mrf0M5EAkPTKq0WhlNPqQINLl2tFdciF6ZO5/ZyodB7WvdwH5PL6rmmebJL2HVn2WHkPrqCpXE7fyAqI3SNAf/KeENIQIQgbd3Jfjm0P0uR6HF5VadYWQ1hq1LNg4l34Te+F1+xj70HX/sG1F1Q1r+S7Ay7tH3mbHiRQ+2pxOWHgAUNCEyyEzOOC0ulh8z5LQ7xQ/Dl8uFwrH43VZyTkBB5e35/up4RTm6EjPSqVpu1QCPh/Ht5/BWmVDUDVDMD8HgNvmAhQG31mLNcFHy/huGGoiGJLYlE5D2jH5pc3/2UJa+QuvfwP8U4J67969zJs3j+joaERRRBRF+vTpw8svv8yDD/6dRf3fAJ0GteO51Y9RdrEcneTnram/ktYH1h5IQIxLp7jKSXa2h7pyK03bFOP3hnzEmkXFBC9a0Zl0LL7rA/xyFmveE4lOiCA5M5ED648xtdWDrHhlDXGJVibcX4nLJWGJDCAGT4Ncw96fDuN2eDD5QCOpEQTwLAhSo3bw9vHvMYaH0WboG7z9yMeMjZrKgps/4tiWM1QV1dSPX2vSUFlUjd6sQ1SZCchNqK200rRdChlZaag0ochoAGQwhhmJSowmOjkS74wMRs6biBI4zR2Pr0eQUhBVSVf1Df+Gh9+/m7Z9W4aaMxtQNCoEBfRhOqKTdDz31VRUHAPtQETj5PrfmSPDCP6On1rwKmhfq8RZ52be55eY+FIiHrk5W3+dyvpPN+NoFcmbmzvhjzH+7RDI7JhOQnpcI01EUTy0H/w9YkItgYIAlW4nigKusHCOPJ/A86tnE345cGfT/HU81vtZ5ox9mU+Wvs2xradQguWcP/IKsnw3ttoiggENFo0BlboJclDFu2/E4XFYsXtl3CJMn94R2wce6uLVFI1pgq1HLF3Nl/DHhFiy7pk/GXWBiKBqEHqnZ+twVfsAhbSPFEQxQNzDImgVhMspOGePWHh1XQfqasIxKleaYf8ZmKK7YEl5FUvCVNQqIyvGH+CdEQcwqbzUnNFjTYpEtcGOcVcFAyZcvXBGy04TiIlXUbq1Ix6nRPoLKsLi/ah1KqxVdnau3suR0nxWD/IyOm0Jv65KwxwZxZ3PlqNWe5A0IupaH6I3SGRSBGPuG9Go/ZdufpMpGQ/gsDUQzgT8ASSxnIhYN0HFQtCoQgkooRRAWcZadSWn+F+BKIpIGgm31Y3G2HDPxzeN4fp7hjL6vuGcP3gRt91Nl2Ed6TS43d9pLQRBkMnqcRLF/SNLHvkMd7EHdbmPO54uRR8vk/BGg+k8oVkcD753V+iD/zgG/x7WbvCx/JWNbF2l5tD3VXguSpijTbisbkbedw3Nu2Sw9v0NfPrMCjxOL4IqnWmtp9N2EDhui6FTj2LkXZXs+f4Q0YlRGC0GXv11zp+KXv+3xn8Fdci0HRYWCrqIjo6u5/hOTU0lOzv7f250/0tQFIXtK/eQdzIfn6exf93v8/PW/R9SW25FqzPxbWkyZz4K4jukxnauFJVUxu5fQqQftz5SjrGlAc2QIGEaF5b0IGltmvDhydexFz2Py+WlsqiGXz7ewut3vI/X5Q/lC48M43y2kcnzW9J3XBYRKeNZ+3ElKo2EJEl49xdiLa4l6JcpHd6Mua8/xCNdJ1BWNYO72s/hp8KdGJ8wcOmYmeBlczpCqHCF3x1ArVPhK3sA2XeGr1/5nseveYGy3HJO7jyL1+3DXtOQdlKZGUbexWLCY8w81+VaUk0VCKpWqGJ/QFA3MLW5HW7u6/oYo8Mnc400gaHieIaK45mUfDfVxTW07J6BtqIOLCFhGR5jYsFqNwlx6/BUPM/qDzvUtxUMBtn13X6+LvyAwbf0AQEMFh2iqNCul5fIlEF07TuTL98exfwHf6Duljj8ceGcXBpEVdmwcKuNaiITwzm4/lg9M9hv2PbVT5zeXMfhX6NwpYfTaXno+x69MliR/Sa9xzRoE1//PJ+xd1+Dvc6FKVPGYDlD1aUxaH2ridSbEQjH6fRy8kQd1toS7hjaijMbOnJr53a89GAmd3RpzewHD3D9uFLE72yYV5QxZVQxt00p4Z3VJxm220/5pUrWOr9k0uNjQvfgb52LCq3eDnD6fjXm70pxXFDhaxMOgEYnE5NTybVROWiNOpCtf+U2/4fQhI9HjHgfu09FXFiQR1tdorWpHO2nlRhP21DVBegw4EpTtNfj5Zs3zpN9oiMDhh3DEKbj+D0CthINMSkxBP1BFBmG31BB5scX0Mg+WrQ7QkraRVyuOPTG4O8rMNJ7dDdyT+Tz4eNfUJ4f0qJb98pEpZF47Y73sFaHBHBhdgm7NwxGJJWzpc2gXYhMR+7enPQuGfWa+l+Fongpy/6YAZN6AwqRieEEPAHM0SaM4QauuX0AD71/Nyktk9jw2VbstQ7UarFRzeE/QkK7RYRFd0DQ9sccaULjV+HJUXjj0RTcZRJ5dzbctz6PD50+FGEgaLrgZiQT+hWQkh6BWqei74096DW6K4kZCUQlhLP1y13M/vg+5q97koGTeqO+nPN/y5PXMGCEmbANNt5/MJ2kzi5MSy2c0pWy75cjOKzOq471Pwr/YcFk/5Sgbtu2LcePHwege/fuLFiwgN27dzNv3jzS0/+4JvK/Cuw1DrZ+s5ulj33BKMsUVr35E9+/8wvWGjv3dJhNWV5osbDXOnF93RqtRiYxtQ5L2kp+fLMJRSdCWt3jYzLx2f0oHj+STkHUBTm27RSKovDL2QlYejfQ+qW3cWMIC4ICwkUvjhqR1MwEfF6RB6+5xNv3f0xlQTXWShvB9IbdfML6XLL6tkEJVhCfGiCldRLKKieez9zIdgVJK6LSivUrf4/rOvHxqcWU5RVgq9Fxdt95kvtW0nxMyKyrBEMlY4ImNdXjmqHUugn6gqh1GjoMaItScyeKewvWipE4vWcBcDvd3NluFhcO5yEKjka59PZqJ6W5FVw8no8lJgxH81BkeF2lnbCmH4OgQWcwMm5myEzodXvZuWY/8258jcnN7mfzV7uQVCIuq4dbZpUx46VCTu2PR6XO4NTOHMS6AKbvqwg7VIxFhvGzR3LTU2Nw9W+J3+ln6K39SW2d1CioZ/OvPxNgA5vatUFUIon/LI8jkzWID0cw/9vZmK4SADRl7kRWl37ChAEPYcxM56gzBUWVgqIZSq3NyM0fdmVzXjhvf5RG+9dFYgafR0gV6Di3jMjWPr54PJX9n4WhcgTo2TIT69EBnPlhErXF97H3vRi8Ti+ndp/lx/c3EIgw4O0Vynv1JBs59XkiqloPAhD4xI5+ewXh7xuZua6QCyPa0Ly9B5fHB8KV1oT/U4jaHniSNqLW9yC9SQr3djqHJc8RYpITqGc2UxQFW42d9+d+xaDuD7Lg6CGqguepqYqhSasoBCCoV3Eq43dsbJlqWs53ktLXhT7ORK1+EEOn9+f622owXiaJESQBj91NevtUbps3gZWLfuTnjzax/PmViJJE0B/kzJ7Q5j+tbRMG3DoJhBpqz2Yi7rYjqSWEAznsW72PpY9+8U/OgkDO0XJqCvZy7U0V1JTU4XX5UGvVuGwutq/cy7Zvd/P2Ax9yZONJ+t7Qg9jfUdP+40lOQFECTHxiLH5PAJ1Ji0avxhJjRnPZ1J81uC3jH2kchOtxyHzxQiviUhIIBmR2rtrH7u8OosgyF45c4szebDZ8upU2vVrSYUCbkLkeiM9oza8rYlFKffjdIq5qFc55dmpHxeHspHBL7xlXDPG/+NfGPyWon3nmGWQ5tCWeN28eeXl59O3bl59//pm33nrrf3SA/xvQGbUcWn+MQxuOUdsxmtc/Wsu7D37ChLg7KMwuISwytIhIahWnj+aj7aLHVtWE0qIzqBM78PrO+eiMWqKbmekwuYa6tTKO8xJ1R1R0HNIWn8eH0NxEUusUAJp1cjFhTjWPv1OAgMKlH0TK81P44Y0Sfvw0hoIzDb5RQSUQ6B2KotUYVHidXkryyiFYREXuQS4euQRAsESBAAS9Mr9dRjkgY622E5caQVr35wgqGkbdsh7bOZGa4w1kHpmTXXR4ykZaUS6GizbUMryx84UQ0UT469RVPM7ZIxJadTIAhzeepCK/CoA7ny1Fq78yWNDv8VNTXId5RwHGcANzVz/K9n2r8NiW8uLdEUiSxLoPNzE+/i7mT1yMoigEvKGNy28m8M1rzBjMKq6bHEqPu3SqEAGQbEEeevlWfqxdTu/R3QiPDcewPcT6VXihlMU7Xqwfh6K4aRn3El17nabJ7iJ032YTiNDh6ByPvMLGSPNkSvPKrxj/b5Ddv2AJ/ErvRDPRcRc5dP4Se6u02NRhfP91M3Ydi6VrTT6nD4QxYnAFZ96LofywHnuVmsBBKw++UsyxzcfYu3Yfp7dUoHO3ZvXyD5n14XRyjl1CEERUtS50e0K8BCqrH4NDbjwIBXSVft7a0IWmR2pY/GwMtioP5fn/O9aqdHMU6sgP0cS+QfuWcYz/rpZbllaBAisWfM+8Ca9xd9Yj3BhzBysX/oigg5EcJ1jhQG+q4tkPdgIgugNYdoTuZX+Ujo2PmDl+o4rCvTqcwU5EcxyjvIFjtRZsNjsM0qMEFfatO8Jrd73P5q93UZG7kdUL38Tj9OKxe7jr1VvpObKBHlOQ4nEGJtBr2I+MvKdNSHs36JAjTOz+4cA/9f8FQUOfSU9x75vTmfZkKQGTCuvgDKpr7ITHWIhJieLN+z4M0dkCKApDbu335ztQJYL/GMueXYESlFECCj63H6fNiaQSadE1g/ten0rHIe0ozW24N4OeSgbdl8OgG8qJiLMgqgUURcZt96DSSjjqXCx7dgXFOaWNulv66OdcPHYJtV6Nq1pF6QkDSpFM7CO5CAUBYiIj/3aE/3H4jZnsz7z+HfBPRX0PGzas/n1GRgbnzp2jpqaGiIiIf0nfh6Io+L1+NLqQpqrWqolNjaHwbDHmAw0Pxm/F7QNBGbVWhSSJiKJMUqKHweMlolKeZkl2E/Z8fhRJJSJ41Ox/IZS2IqlFdEYdI+4YyidPf012n/OcnhfiHa6rVPHTqghOrzSiELo5PC4v974+lcxOzairNrDlq10EAn7sNU60n9UgaUUMZgPBSQqnL17g4lEV+35YQ6eBBWz4vPFuPuANhDQgJbQJUVxfIwhqgoFmLJqZgaPWhTFcjy5MxmP3cn65EY1RjSSKmCO1tO3Zqt6MJ2p78Pkrg8k76abniJB7o+fIzvV9vTE75Q/nWdLIBH0hk2DxuX1UBH7kqyMpeOXWfD7vW76av4agP4goKoy5s4o1S0PBP6KkoFJD18EqYlLaIEQ8BkCP6ztRlldOj5HduO6uoRRdKGH589/Wp/AoGpHR0+qQ3b8i6q8JzYVrPVK4xJazYZx3G0Ftw5kVhz67GsqD+CUZl919xdgVJcDpzS9RpD3AoPZ9ObbDQJ1bTUarEyx4tA3GfaUEUjXMe+8iLRIcFGQms+ZdGUGBqKQIVhQu5ZFBc/n5Kw0avZfZy4rpN+brRn2Muf9aJJXIW9M/qj+msvrxWqvRGjQkNIvj0slCFEmgbS8vYeGXSMu10tSikNosiNfY8g/n/v8UgiAgqOIxRiq0PJHFmuXHkTQyboebIxuP15OASJ4gKr8CMVreXpzJM8/50GkuMPELF0s3tMT4YyjgLRCuRXQH0PtkvitbhlpdCzX3I1FN5ywNx9GhkQN4CVm41n+8hfUfbyFzog9vZwNcCG1ejJYrK2zJ2nuw2VYSFXMmNPZgEEWA2nIHdZVWwmMsV/zmz+Dopou0biXi7B6P4Ughgj+ItcrGofXHG52Xf6aIS6eKaNGl2Z+bW91Y8B+l7FIFokpEuWz+CniDBAMyuScu8dSIF6kuqSUuLZalx19Db9ShNcUjlKgROkTgcXqRVBJ+f4DI6HP4XRrsVSHrxYkdZ0i6TNZTW15H/tkign4Z/+/Y58bNvI5OQ9sRGRdB847/+lbP/2P8h6Vn/VMa9dUQGRn5LyekbdV2jm8/w+PDX2R0+G0snPYOPq8PWZb5+NRiWv0BL7Db6iYswkh6azfXTWjFjPuTSc84y9JHUyhaGSrY7rS6qbycVqTRq9HoNaS2TqZFl3S06iKExT469G+LKdJIdaGG0yuNtOvhYO6uYqYvKKT/pBqapb4EwJDJ/ZDUIn5PAI1WjSnSgN6opa7Min6LQptmzVn3wfcc2WzlzIGGfOxG2ywF1DoV42aORCAA+puITYmu56F2OUI1aQW1gOrhFDQddDTv3IwmLZKprWzs+7ztkVKe/bxT/WdJkuhxfSfS2qUgqAS6XdeRhOZx3DDrerIGtqkfwLi3QtWZUlolkjGwFe5OfpITfERO3sfy51aG+JkJ0RVfPN1gfu422MZbv+Rx3Z3DESLeQRBDFoU5387mvYMLmTJnPHmnCrinw2wSMuJR61SotBJJt8bTos332N3HGsbq287hHRHkrZOpXGJF8CtYtuazMecDVpZ+yIqipTRr37TR/1XkGhTrAtKbbyEz6lUWbDzC+uM5hCV4ePlgW0qGplA5qSU+cxjPPpDBLcM6oikUQIApL0zg5V+eAWDSE2PJ7NaXuauepd+YHVe9tzoNDvHg/z6oTAE8Hn99zm7cuBjCjjvoqZTSpoWVZi2qQBEw6q5eD/l/ElpNR1r1KOaWF2w0u8aBz+WvF9K/QfbJ/GpvQa0+kuoSNzZnX5orNViWF6CyhmI+wstcjLu+J9/VLEOr1yJIceQW3INMBDeMrGTO+7k8ems2sckNaYOurmF0vqccm7/hxi67dGXkt9aoxa9X4whrhcGsR/IHEB1ukCHn6D/HoOitXIgoH2JKtzZYNhehrvWiBJT6zXtD3xoEMURS8vPHm9n27e5/2Pbu7/dwevc+bps3AVlWECSxvmiOElTwewNUFdeiKFB2qQKtPqRQ/PDDKqT4IDvWhqMoMmpVyAfttkv4fQ33T1F2g0YdERfO8KkD8fsax2ysWbyOZ0a8wvM3LKL2Mr3vf/Hvgz8tqMeNG4fNZqt///de/yrIO1XA7IFzObrxBAFfgF+Xbed64y3cED2VA78codOQ9jTLSsVgCUXmupuZEJpKRGd6qCmzYjA5sFddIC7hPF5fBIc2hx4g8fIiG5MaBZdpMt02D5OeHEtCejxT5zZn9P3dWbRpLh8cXkDr3qE6wGcPG1jxUDQ/fhjPbc8/hxT1Md++9gOPDZlHbZkVgzn08DpqXEycfpGMdm4iTeFYYrdy3xtG2nV3kdbiEg+9OxhLTBjxqbGIahGVLmTWDgZkmrRMRDDewbkDF7g1fTpleZW4OqUQlCSckkzm2wGqtDLOc07OH7pIn7HdeeLzhkh9n9dP7sXxRDeb1mguX/jxSZYce43r7hjC8KmDaNUzk9qyWk7sCPmxwyLNbH4+i+jUKF5aOxOj6nOO7mxOpRoOzm1cHzgyOZLju8NABMEksG+jGZ88gNTUn1AUz1Wv5S8fb8Hn8bPug41ExkfwwNt3sGBmEMnUA406pE0ogRzkoJ8uvYtoOlgk2D6SJ9/Pp/PQDLRaLeGx4UTEhjdqV1GC2CtGoniWo9GW89lTn7LtNtj2aTjPX9uCiWEFqOoCWDbnoztVjSUjgKGbjCbCRvKoDFYt+onHhszj9L5zPD9uIXt/PEiXazpc5R+EcP7QRdLapfJd1af0n9ATAH+iGWf3Jji7NQGgelU5u09aOF+uR9GLBBSR4yfNnDsS+MN2/6cgmu6h3GeneVMr3Ts6MTW97OaQQNEJeB6JJ/MFN+FZTvRHyvn67VQMsbfhqOvUqB1JpUKWZdQaGY/nMHt/OkTppSBBxcDm1VEc2WHG45J4dc0FkuarUQ0xUD0wgR/uSMS9OiTs1XoVrbpfuZkuOlfMu/s60OeWVqg0KhQlCOqQQD24/tg/9b+/XVeAO8bIwDcqyVgQIGGs74pzVBqJOd8+gtfpRW/SEZ0Uid/7j69Jj2ECGV2u4YXxi7G3jcbj8CL/QfWqll0zEEWRfesOYTum0LbrTj57bjWWaAtBOfSb7GMGqkovx7GIcOcrjSlTLVFmgr5g/fe/R/mlSiYm3c3Cae/+w3H/F/86+NOmb4vFUq8xm83mfznt+WpQa678e4oc4vJdfPcSwqLCuHSyoOFLWcEU7icmyUOHDl7Gzn6PFl0zqMp5k9KCo2j0QUbcPYj804Uc3X2GWrWMIAhYonyYo2TKLobM6IJhIgMmhZqMS40lJTOBM7vPE/CL5BzTISsKEVGd8Pv8rHjpO+y1oSjMmpKG0n/h0QEqik0sP90SnW4wKa3GU2tTaN1VxOMyoQByIIjsl5H9YLDo+SL3PcIiTCiKwp7Vy6jIr6TlrQECQiE5RxXcd8Vz7u1azDmlEJTRWNTYahyc2Xue8DgzWp0WT9XXfPduEZ2Hj8Zpc4GicHbfDj54ZAOFF0qR/TJrl2zEOiAV05lKpGDIRCnLAVRaA3O+mY0+LIKIOhtD2jch/5KBmgsqLPFmlKCMrdJBTVHof2qaaxC6Sbw4NpuA3Bu05nptGsBea0dn1KHWqDm5/Uz9cUedA7UGYpKT+f/YO+/oKqru/X9mbu/pvRMSeu/SUarSLCh2sQJW7A2xF+yiKIqISLEgAgIiICC99xIgvffc3mbm98fFxAj6ot+3/95nrayV3MycOXPuzNnn7P3sZ9dVVFBe04O2vUFpeJqyM4UcL1Hz8qnOaC7XUlQ2kJd/uOZ3nxHF/gYapZZ6n5XpV7en7EwRgkemoXUC2ggfb98LYucALYY0UKWx0WpkHXtPxWN6zo67XRW23jLh1QFO7tjLyNsuZtRtfyxKMnDCRVw0ridanYbJ79zCpi+3oy21E7Q2kbBs7YOIuSK5uRGMbldHuV9NRqt6rGH7gE5/2P7/FYIqkpSER9m04WF6DHGx/6iPEyV6ggERFIXxffMoKNTif6kKNZDaLoXUlh7MYQdQPZDc6DVxN3hY/fEGDvy0hdZ9iti1IoOlNZ+iOA5itEoc3eNk4/dhXH5/Ebd3OMVLjs4kvZyDm9Ci0xJp+t00orR2KdwUaE2avgCPw0P0pRKagTpK7pfoOvSvVe7rmm1Crapl60INdRojKUMaqNkk468ViUwMY8rbk+g8uD3rv/iZhBZxfPjgfO6ZddsFtS1qUyg74eTRj2wsO1bFYbOW4N7fGGoh5JkbesNAIFT9zVXnRqPVoNGocDtc+JOsCGEGlJ1FqLQCtigbfS/vzcMXz+Cut24mo31Ivrkst5S0TnYKD1uQpXPHT5GV886N/00QuMDqWf/wnvx9cMHf1qefNlWlmTdv3j+iL393tOmdzT0f3sZ7d3+M7G/+rdWU1lHzK8MIEG0Hv9HAITGJ0UPVJLdKZM/qpXQdkMS670TGPLyag6tyEQQBfZKN+hgtRp+Z9NZ+uvSqZMjVUef0QZZlTuwKMWeTWyWgN+nRm0KTslqjRlCf36mxdcM4HvikF3rhcZAv5tRBO9GJESx6dTN680lkScbV4KJtDydHd5lIbBHPhkVbGDN5OBAgMuoQokpHmrWBEWPreHJFOoFK0DgCdB7SiTP784hOjiI6OZKq4mq+f/MaLrnjA3IPV9C+X2sApo97jbBoK+06raS6xEZElIRWr1BWoMUsVuO71oLxzVC6lKvBg6KE+AAep49tcgYXt1zBg89mMGbyCJa//wOy1Jw0JedL6CrURE0RSGhjQ9CPRxBCLvFda/YxfexrGC16vqr4hCcW38+jw56lprSeToPacfFVOgQpjj2b9QSkAtr0ykKWJNxOqEoRmZ64mZU/DeTGp85vpJXgaRT3V+Dfj1aAGr+GPs+eZt9zeg5utWA8Voei0+CtETGur0R+VEXbEW7GefLQB4dzJvEoNacq8ZSqaNNfYvjNF2G0pf3B0xiCIAiNpTP1Bh0qrQrJL6Gu8xCMCHkefDUil1+dz+jL6lGJAieqYtFXaBkwss/fbP/vAYOhD7Hqi4lOWsh9z7mpv66M/FNWfoxI4dQrbgoOCKi9IUNzw9NX4pMsqCQTiRlQ+Bu+W9kZP2VnYgEXR1cPoM3F73FgdxRH/VvQBP3MeyIDtUnBJ9j5he749DfT6Deu1+/2T61Rk2KsZfW8DAL+PVR+p0a1KhROiP0LoieK4iczOwa/0p99X5VgDtNzeEkQjVYHeHA3eJl1z1yeX/Eo+9cfYu+6Q8w/c+E7Um9QTVC6G4wzqFr9BvIZE7JXIb19Cokt4xl8TV/6Xd6LguPFpLRKBCA5O5Hk7ESqiqspz69EkiREh0CwxI7Boic6MZLq4hoKjhRycNNRDm46Skb7VOqrGhACqxl1UzWfPGnE61RjjTTjc/vx+wNYwk18XTH3P2Kj9T804S/FqAcPHkx9ff05n9vtdgYPHnzuCf9kSJLExNQ7Gaa5infumIMSDJUS/FtQq0UuHexk2qQdGKOvRhAgLm4TZSXhfPbERryFDlJSt3J4y3G8p2vRbyunNsNEqSsBjW0M5og0cvacZsOiLY1tHvjpCIXHQ0zYohOl1FXU88bGZ4HQpN3/8p5EJISf05cxU4fTZ3RPME3G0RDJA/2fYtUPe/AmWvDYvZT1j8BrVtO2uxtRBfY6Bz2G/yLIreHrD5KRgiJr3o/i3qEtcdSrkbe6CRYq7P3hIH1G6sjuXM38Z77i6NbjeIPtMYWZaKj20/+KkEFwN7gpz6ugov4mXA0qImKCxCT6eHTBMa7vlot66a9i2wrEpcVy+OfjrJk1hdR8N6WnMrhhSk+WvbsaWZJRRYImIXR4x4FO+s0JoFI7COoyAB+K0hQL/fjhBQT9QVx2N6cP5HFn14eoKa2n9WgfE+/9EYIFeH1RZLQtpOPAtgT9PkR1GIlpdhbcn8Zrb7TDs+TcvGNFdnL4x5dw5F6Dt+47kHIpK4rj+OYgiZog+/aFASCGhaMvPCugoQjYc7UcfwDevrkF3u11zDn8BkvLFvBt4WIeXbLygoz0L/D7QvHDwhPFjTsbbYUT4/FQPFaqgaozerx+EUkWaatU0aenBVH7jyOT/RYd+8RxpDic4mIbhUVD+f4LM6U/BTi1w4jfG5o27p41iawuLfB79RjFEjLa1QMQlerBHBlyHfuSm8Iebz0UB67Z3P3uLahtOhRVyFgEXQIqp4QgwFNfPfCHRvoXxGZ0ZMzEbxh1XXXjLBafFssbt88mGAxSX3Xud//7UGEXfHj09RjDjLjsLgJBBbcr9Dx6nF5qSut47565JLdKJDIhgpzdZy649foSDwmR6Sx+dR7JGX7iIqPQmUN69wXHi9j63S5+/HwTqa2TmhlQRSonKmo/9394O10u6YhagthIK6mtkyjNLcfj9KLRq9HqNbTr04rXbplFWLQNY/QEFr7aFa9TTeve2Yy642IWFs1mbeBLvqn89P8PI/2/PGrYuHHjOYU4ALxeLz///PP/uVP/V5SeLqeqqKaRCKLICnVlDah1MnprEIO1ichkiwxgtoXEDezVLlCNI064jl795mIwG9i3OQKr7iMG31HP+PtqOZOnB1lBEBWmbDhOy8I8HIfLSczujYCbg2uepPBYcWP7GxdvRTmrMmWw6Oh9WTdev/lxCo4VsfjlbzlzoAApICGc3U4IKlBpVMSkRITK5Qlq9q1dhc8dQPAEUTlD427ZVYu63s+Xs2KITvDTe2QsMSmhHf2etQeoKAylU4lq0Jt1IEBMAIxhemRJ5uiOOk7scpCYGceoGxWGXZcKjtfpN3Qt8RmhWrZvbXmO93a+TMd+IeGTnINGDmyx8sp1bZDccOtVebTs0CRAotap6Dk8ibRWLqJb3k3boV9zbHcs4fFhoAJNnIA2NfRinNhpIP+dCCZ82QODqKW+JhxBldTY1r0f3kF0UiTPr3ichS8uJWOam6ixah5/6QxpWbXg28Vb957m+/mtsEVZmfvI49SWHeRgtYU6nwlxTQPXP3jlOc+Gt24D4XELMZhcaDROJNlDbl2AH5eF8/Dz7RAkJaS3XVMPwZAHQK1XYd4XRQtjG+bnf8Nzyx/BYNJjMOkbc1cvFA6Pl/vveIdda/bxxMiX8DpDZKpfUgIBel1iR2cTKJfMSAGRiFgRTeyXf+o6/1eIljvp1+crerY/Se9LKhh1dTWOhaF4rKCCe2bdyui7hgNgi7KyetndyGLI7R+X6SE8IfScOvo0pQJdfPNEBPNUlJrbmHbVCcxuT6Pv0RRm4ovC2fS/vPcF9S8QOEVpVRrdBrlQgPIb4yk9Xc6xHTmM0F7D1Ym34zsrZrTpq23sWLn3d9sSBBURKoVwVQrByzPwRGuonNwKd4emxb2oEYhJiUKWFeadeKdRfvZC4GzQUVDyFLEtUont5aWyuJqEjFgqC6spOl7K+gU/8+qN73FPn9/ohgs6vF4zeuELjLpDZE8MUlVYhdvhQaURUWlETu3NJatbJpmd07nkmQgURSE8IYLyzqHCLce3n2TRS8u4vsUUdny/54L7/B+P/5+VyQ4dOsShQ6HKUseOHWv8+9ChQ+zfv59PPvmExMTEf0hH/wySsxPpPabrOZ8ndnaT+pwa968KVLTp5iatW4CGWifmcBM/fPYTrbtHgOE6ADoNuxGdKYuDA9O564m26AfItHrWh6LAx6NbIgZFRt9STds+2SiChcunxnPTc1c3tq/6lWu7ddd6ZN8Jprws8uYdH/H9J+s4ufcM4el1dBkXROxjIHZiCmmtgqjc01ACh0DbkwETxmCNNKO2+1DXeUNKXh4ZlSCACOHRAdzVm2jIewDZ8yOrPl7PcyseIzY9Gr3JQEJ6LPEZsSiygLs+RNYy2FLpNb6WrI4yPcY+RmT6LeQe/ZF1O1o39veXdLZeo7oy/v5LuW76Faj1KmRFoOi0nvmvxXPqkBGNMWSseo7oQuGJOgLCcKKSWqLR6bhn1m18WTKHHwNf8dm6D4lyhJ4Pn0dF8REXBT/lEh6xF7UurFl8um3vbBYWzqZl13SObj1JVdt43pxpISw8AxUKJXke2l3Umg7922CNtHDbY0ewWOrZMTsTy556rKKGi69tnuuqyLXoWIvHaCO3yIpPjOR4eTqHNmm4/pViYg5WIvplGgan4b4xHn/S2f5IAVw+D+PvGYVarW50Xf8VfDj7W7ZaK3juyjcx/mrB+Gu1uJLwCIpjrThPGhENsShEIig1f/mafxWCKpq6QCyFOeXMnt70Xl/75BVcdtewZscG7cvoMSS0iz2yPoLy0yEvUdSSkDcpOjWKwVddhKBpgzeYRusuXhK7B9HoNZjDjFw17TKiEyMvuG8FJ3XkHg8nq+9kDGFGLJvPyuieja5IQRlRDK0CtizdRVjsH3vUfMJ9PD9xGREUkNBSTcx7xzHtb9qV97uiD0nZCbgb3H/QyvmR2WobLVtvIbt1BKufSEIlqIgftRdjWABRbLIUJ/acbnaeIIbjdGYx+2kVm78L0r1nPpaIIGarkYSMOHRGHbZIG626ZyIIAuHhsQiCgKvWQS99A4aws3FwJcQZmD721WZiRf/Dfw7+1HagU6dOoXxLQTivi9tgMPDuu+/+3Tr3V/Hk6JfYtWp/49+CGpQgFOww4zKGoeosod8dqt28KzOd6ioL1uQaHMUOrnugEk/9foyGfGT70yRlvM3X73Ql8Hk91ol2Dj5moeuLDYhGLT6nGqdaT7+Jt2NSzYVAa8SwN5v1pU2fbNYv3ILH4QU5wNibj7Bu2e2c2PkV0lnmZ9UZmeRkO6qTeiqOFHPJpRIx6aNQpHpEfYeQ6tOvKpIJKgGzzYwiKSRnxRHQ7WbEDTJBYSBoO3PfBz2xRVkxmKbw+MgXKMwpRVQJpLVOwlFrJy7Zh05bjiQoTHrlLoCQZrmugeikzPOO6V2v3whAQkY8377zPdvW5Ib+oQI5qDDomou4YfpVKIryu5OB2+7BXt1UMzuhRSxjbmqLV9yLNW54s2PXfLqBklNl3PLCRG55fiJ58moM8n5qq7rz45LetOu8nNP7u9G2Tytqy4swBcqRUCi4zE/UOj+1FeLZGtahyVr27sdfORGVSkMLU5BHbu2G2pjF9r0n8KemEJW9l/oW8agDtRhOVGIcZ6PmpgTC42t5v8/PzKq6nb4X/9+LGPwwbSnRgBcoz/OiTQrDa/cg2kOLR2+bOHSuXB4YV4C7ToNe1HAsdxDtWvwJJay/EwTBgGyZzN4T7xEMnFUSE2Hh899waOMxpn/zINaIUK795fcOojQ3ZCwFtYDeoMVo1jP0xoGotWrG3zuqMb955YKOGMxhTHhqES9dosNg0lFRWEUwKCGKQmNOv98XwN3gIuw3TH2AzG5TqanYx7v3vk73kQ7WujIY3KuCYzuNlJ9U8eKaJxq137sO64jZZmThi0sZd88IDGbDOe3p1OsZeq2V6RPqQxXzNCoiUsKoLKghOimCrd/uZEtQwRZjobKohr7jejBi0pALHEgVXpeDDYu2EgyqUCSFg3PDGTCinupyLbs3hDTnf1s1S/FtxlmXTEzaGcrOmPnkthRUGhW15XVUl9TSpk82fo+ffetCm6dUy2C+m7WaHzZt5pLRp9HYRHbNDbV9w9uVHM6xsmT6SCbM+O4P9fv/K/Bflkf9pwx1Xl4eiqKQkZHBrl27iI5uIm5otVpiYmIaq9/8K7Fz5b7G373JBuRJYRifCeUamjbUNzt2atpB3p6VhCXCjFsUadVFoaL2JtSqKzCFdUejCufy+y9l+C2Dmdz9YQZek8XG7Qch0geuIG57kNzDkNm+EygKP8z7iayuGaS3T6U8v5KPH/kiZKQBWXMRjoZjDL3KzroFLTi69SSJWQIlORqS0iXGtPVQc8SJwz2M8pPLiWkxnJzd0YgqkZfWPMU9vUKuMSWoUO1z4ulpRX3oBDe9X8+Jkm7k5GgZf28UtqiQYf/o4fmheKgMokogZ18eKNChj5PwGDvrP07ixsdCLjKVqhSVL4L23f6YydpzZGcWvvhN0wcSyIJMSuvQjuuXhdwvUBSFktPlfPnaMo5sPYGzzoWgEoiKD8fV4MZ7YhNK9rkiKhkd00hrm4wgCIyYNJjKog6cPPAV/voNHN/dAZfrDnqP7kCPEZ3Z+OVynFnhnFTM5DjjGTN6H0s/1OLz+NEbdSiBHKifikqrQiSI0y1i6WHj59cPopFBU1nFJzeloLbW4b4sBtPyalyvOtBdHkQtebn5ug7MW3bVhT18fxIeWUHRqBEJGeqouHpuvbuY7xZamTgpFL5o0+Mfnz/9eyg7+h1duypEv1fI5zNSuPWlfF6/I50DW49zw7gZRNUHeXPDYMwRD2BLqiK+xfPkdQygq1CTLoVz+6s3nNPm0DFzMFtF3rxPjwLUE2T9Fz+z9rNNaA1a2g/MpNX4FFY/vZ2qolp+CCw5J67q99QhemdTUWzGedCNobSMY30jqHaKvL31Kdr0btIb2P7dbobfNIgeIzujM+o4H+pLd+NxRSKKIoogk36nh5pvrKBAVVFT0Zva0np2V+znoXmTL3gMReNE8vcdp6p8D4oUWqi6KtSsXticfKrR/GbulEo5uc9DXFqA40aRpJapFJ4ooaKgGo1ejcvuxhphIf5XZUiXf/IpnR+pZtHESERBQNSAHFD4+slIvG6RoR9dDPx1j9B/Ci5Udey/UpksNTVE//9FPvTfFYJKQJEUZJ1I5v1BpO2FlP3m4VTrVQS9Em8/lIwYI+CJ9DLmhpG0HDgGybcfwa0g0QaNYEZUarCER/Pu9pfJPZjPphHbUORQrK7dRW1o3781oi5k8Nr3K+fMwXx+XrqTHxdsxuP0IKoEopMjGX/vSMqq+5Op7cWAK9dTcDyHETeVMnd6EpuWmekyzEHhKRPjHuiGOdqBJuxqwuO8LHn1O7YtD8kjmsIMuOo9iHYJ3SEXNaXw8espvLP4OuJif7XjU0Bv0iNFGhCrPMiS0jguezda6D6kgYS0Ghy1TqyRFhDCSc3OQNSe30W4c9U+yvMqcdQ6UGvUiGoBORh6yidMKSMy6vzkmhsyp1BdUkfQH4pv6s06JEnGUe/isc+uRs1TFBU9je03YklZXZp/EBVThJS6D02bzjj8PTm2/SR5+76n16iuRCesYntlOAcq40l4V2CPtxPXPNYTvVGHLLuh/iHQXUTAeRCtqpiAx8+uGhfI4M8MwzvUgPX9MtR2P13bFnLgcDyaKjfaNypxaVUMGNeThBZxF/bwnQe71+7nmbGvoSgKo+4YwuHNJ2ioaqChxom6ogHlV5k6zg0edK/4mTjJi6KAJIFKc/4KVv8MpCT0xFN1lH0ePfYqgVf3dCXQKYj2mIsSsw/HyVo+/HgBU28pReN5m9E3t+Ldt0x4an2c1tVze6cHef2nZ7CENy02rFY7CmqyOvv4/pgJe5twguurCEYYMOY42PvzQXKVA1QVhHbWu1fvp8dvYsJaaQHdL72J9x5bhKpVB5TyE5RvDZDWNqmZkQaY8e3DVJfUUF1cS2an9PPe55nT40nraEPgZyyRVrya+sZ0yS6311Ky00jFwVCoQpEULGEXvniqr2pg2qDp/LLWMIbp8Tp9qFQqnlxyP4KoYtl7qxBVzSORgvFqXPXfsuWbCEy2MHRGHUF/EJ1Jg+SXqSqqwV7t4NaXr2s8p/CgQsUtYaRmh1Fd4qXjgLa0H9iGAVf0Jiop8oIKifxX4P/nHfVvcezYMQoLC88hlo0ePfp3zvjn4KKxPdjyzU4Ev0zBHB2awnNvM+j91eyoERAMAjVlNSiKQkR8Jo78GNTKYdz1h9i0aCWzHyvFGmU+6zEI6XVGxEVwePMxXrn+HV5YeRc6Yxiv3z6bQz8dPed6FfnVbF70Pt0HNzCkx0LUbg+6Wph7Nvbnc2spOQoVxeFkd43CFuFCVEdQfGofaz7ZgOkVC11dDeyfpYBaQAgqxGe6aDe8lgmTIvHlf4rd/Sm2jI8AKMutwC9JVExrReyzh1G5g7TpncXJXaex15tYvUCLWqfCUR8y1EJgD4poaeYuBphxxUz2bziC1+1prJsLoXACgKwTaUiL5aYrz73ncZE3UdQzFltZLemtPRQrFuwRYajzG2ibocMcncH0K7ryVfm4P/w+FdmOoEklNi2JvPIxrPr4C2JSwplwrxVvw3YEbzF9y8uR11aT54llwsNTGXrDII7tyKHwwGLadrETFBN5bWohQ58MEOduoMRuJlLlRHDIGBf/smMSOPWEGhNNalgmm5E2vbP+sH9/BEmSeO7KN6kY2oKwFSdY+9km0tqm0FDtDN3brx7DYbPKWP9ELK8e6MgH8YcAEUWlI6hpzb/KURkWJXL45yjmv5+ADg/KVy7UgMojoQoX0bTVk2Aupty+mXhTOH7dRXB5IcK8MgKeIIOu7kNNWT1qjQqtXotKreJUzgACckd+Xr8Q/8PRhL9fgSQrCGcXfsFagarloWcws2vaOUYawOePRHC8TEaH/vxYUIxBJaJG4PbXbjzvfWh0mvPKkf6C1t0/5acvglw3rYKF72hgnxaQ0KXAiY1huE+dfScECIuznmNU/wi2KGsoJCRBWvtkkrMS2blqL9c8Po6Og9phshjpMqQdp/adq6rWqqeLbiMr2PaNliqxCnOYEUdNiM/gqHES3SG1Ucq0pt5B2a0tGV+4B1F0UHgijLxjRXS6uB3fz1nHDc/8Y7xC/8M/Hn/JUOfm5jJu3DgOHz6MIAiNMclfJvhfx1P/FZj+1YNIQYnb2j9AbVI5sk2FZ0dzL4BGJzHpyVI+ezkBTwnIJTItrkgn6A8iapKxpH0K/h3MGPsT+9eH4rEeZ5NqltFqoKakFluUmf6Xp2JSfcbjow9x6CeFYLQaw+V6WkZUcO3AQj6+rwX5J7Xc8nQ8S98rR9GJuNvbGDa4gpTWHuY/HEdNqZraCg0jJ/UhNeMIGF7lpevfJqP3VmKGynTPycPSMcjuGVnoFtTQL6EKfZLMtlVR3PfGLLxOEZ2taTc8pedjuBvcJJwl4ddcl8iBNXmYNSKiqCI8zohKo0IlH0JRokEwI9hebGakf/5mB1uW7jzvGKtUMgOeqaDiiIGdG7vDlMcI+AONcbZjO3Jw1rmw/VSA6JNIHaOQdqmT3R9rCcZZ6dutkMM/TOfSO85d1BUcL2Lv2kOMu2ckIOOumYJseQWj8UnW77+aKW+/SGqbJN558l1uvXsSUVFW/DYV8Wf82GtUXHL9QADCtVMpFVSo9RbuvnYXE2bmsPz1dIrWRWJJqEOIEKgZH03k14Xn9AFCGt4RCRGEx4X94fP2R1CpVJgijIStOIGgwMAr+7D3bEzRZJV4e+MpPng2kb3LLKy7PxbpoWimpu8kELSxb1tXug1ToTurvPbPhhLIIe/AGnxxMRgmGrGsCaNe1CGfrEBRixiXVnDxldXUlqooLsxGinyYjZ9/TlhyDR5VaLOy9K3v+ezpJeiMOjQ6DYuLP+TEjiPYYkX269OJXiLi3u5BBDQ6Nd4UI/rCJsLWDc9cfd6+7d7Ygl2rR4LsxLQ/FNYSDWrem/oJz698lOTs5qRWW5SV9v2s52sKRVHwiq0ozD3O6urWFNwah+l4PTbKEM3AWaNsCjei1Wu5acaEP5XiJAgCKdkJFB4vJf9wEfmHixBVAp899SWfPfUll00expS3b6bdReem3634oJaNC2JB9DdzwYdFBZj0RBmvPwArP1zLpXcMpS6/mqT5uWz3Nc0D5bmVfHDfZwAc3HSUt35VwOa/Gv/bUcO9995Leno669evJz09nV27dlFTU8O0adOYOXPm37uPfwkqtYq5x9/G4/Ky+uN1LDy9FI1BQ31lA0G/RGYPO9ndXASD0HOoD6fDwrCbBhJmmouiTEbUZHL6qIrcwxvOaXvsy/nsXRBB7/YeaksFjLqt1NXUcjIjjMmv5nA0Pgaia7gkvJovXkyn6JSaGV+0RKspp003EdOsGjgAvmlaIjp6QAVIIZeaTldCwLkHjWECP3+9Da/awakhral85GzRDCoIAJt1UQR9EmqtCk/tIcJNn6EyftHYx6SsOHJ25zb+Hf5lKYJfwQeExRjxev0MGlqDIO1l8UvHmfDoPc3cYjVldbxwTRMxTjaJiC6ZjDYeKoq1uBwihTuMpLV04dkYwF4r8+btbzDj24cRBIE5j3we6q8vtGjb+JaZ1mUNaLfW4S30sWirhS/215BX3IN37/6Efpf3JLt7JgaTnscnvYPRKTP27hGIogrBe5yNq7Zx0YiL+e4WLREvnCClcyr5xp3knG7L4pe97DtuQqiUeH/vy4CC7PiQnzw2rhwrUltTxD0f1zD94GC0u4oRkdCVeom8W4VDdKOEq6AqlNuc2DKe8feOJK1dCh36N9Xj/r9g3JSRfPv293QY2JqH5k1lw8ItvHz9O3jcau4anIVP0VB5awpxH+cxIXCU7GwXGk08ZXl2co/fQOt/js7JuVBF0VCfwbY5+XiOqNHG6HBl6tFXWggkhKOqaOCHz8NJnyHTV/89VuFn8o9EoBw6O/sJUF8ZykV32z3IugD39Hmct1aUIKpT6DxX5OS+clQaFZGJEfSeOgglxkBW0EivS7uhKMrvFthQqVUkdKtmX2Eu2rVqNAYNrjoPlUXl3N37ce6YeQMjbrlAshdBIsR6MjMOMCkxyPszfaga/IQnRhAbFkWrnlkIwwRikqLI7JzeKAh0IfD7Asi+U7TvmUPhcTN6s4xOJ9FQ0xSKW/H+D7TulcUl56nItWvNWVKsHEoRkwOhsa2v1rB1tY1hV9dgshlR/LtRJB8qUYWERLdBdhpq1Jw6ZOSR9wp455EkTu3NZUqPR7jkhoGMnTrigu/hPxH/bTHqvxSw2L59O88++yxRUVGIYqhaUt++fXnppZe45557/nYD/0QYTHrG33spX1fOZVHBh7z8w1MAeOra8+Y9aUTFBXHa1TjrZMJibAiGcUAoFpXZKZ3I+HPFSL6fkUx8Sw9ZXZ206d2CLoOjydtvxPmRjx8XRPHzo2b23G3hk29SOLVdRzAgUlZkwpI0hZyc8fi6mHGNiGD76wbeH58MEpgjjCBAUpuL+GB6FsGAxKs/PkGC0Y3tkVCxhnb9WqEzahHVIsGzWr6ZHXXMuu9bTu0vbtbHqe9Mava3VhARzy7L6isb8Do8BINhfPSUTGL8ynNiV0+MfZn69k337pocS2Y/Oz1H1GIJCxKbGGDM+EeJ0E1m1q6XCQs7xYyvJzbuNHzus+GQs/wY98VhHN4Wg6PAgEar4qLLsqgXw3nuqndYPmsNDw2ewVVxt3J//yfJSVTTumdmY58Mieu57MYrsEVYeHXd01xx32UEFYmRd9zBjqU1HNilx5yt4YlF99GycwaKbzfehlkMDa/m+e9SuO/dFqwvikKzurbRvQpQ866E5e0ytDleVLrQtVr3bkmvy7rx9l0f0VBt/9sP2N/Aff2eZOv3exj34kQ2LNzKff2fIiEzll6ju6HWagjUiwgOGdsWB8E3kxh9sx21KOB0RRHd4gayeg76P/fhr0BRfCj1jyIaN7E0vickxNMxMZFLrHEs3jidcQPa8cBLE3lnxwuMbXsxrjNpREQ7UeRQHrrz8iiC0c15IfYBaRScLEGhJd6Gn5n2+jrUWSp8Fg01xTWse3YFl3buwLCbBmOLsv5hFaz8I0WYZScJngCD7qxBa6qjz/AGnpl7hrikKt64dTbvTp1zQfcqCBoEXX/c3gy+nxtO7LVeVDFBqktrqS6tZe+PB1j10TpS2iT+KSMNsGf5W6yb9x5Hdobc7hmtPXQb6DjnuEObm4eOFNenKIFTGM8y1BOz4gmLsTXTvNy1zsq6ryLO6h6IxEV9RUp7mdpJCVSUmKguC43/56/H0nWCH0ekntLT5Vx6xx/L3P4P/374S4ZakiQsllBaRlRUFKWlpUCIbHby5D+mZu7fAxsWbWH+jC/Rm/U0VDmITFATEauirns6ojYeGh4CwRhy5wfz2fjZI+QeLCQszkpYnLVxMg94VexaHsuy2b255IYBqHXrSevYgqTseE4dMpEWk4RSaeKY3ILyWzJ4/YcTtOizH1HbhS5DupNYoSFlv4whTE9EXMgYOmvdCIJA2+5BJs/YiUarIRAQ+Hp2TGPRjVP78hBEgZiWGuKGR6BSK7y0ZDu9rj1CzpnmYgnPT2ieJqbWqVFUEJcWReQNHVCnhdHQ0I6yPDs9r/4exfsTihIifL1283uc3pvbzC1k+KGO4u6prPk6BqdHZNqneWxeMo/oxAhEUUKRfc2u99LqJ5i9/zU+3Pcat7w8kaiNLswlAXw2DZPfKKDXsDA07g5Ihqb8Ya/Lx9F9J0k9VMHR7SeRAvXI9Q+BHIoZq9Qq2p4lClm1BoTNOnw+M+8sy0ETqWHghItC91A/FVGROHrSyr6ZBZSt0rP94SRc1RYCv8pd/gXJreP5suRjnv3uEabNuYuY5Chuffk6DJZz03j+CIqi8PDQGYwyTeTGrLuRZZnTB/I5ui2H2Y8sBAWObT3J9HGvsmP5HvxuP4FYNbVXxSEEFa4Qj6IXVSiyglY8QWrbxH9dFoXsQPZvo/yonuzv96A+Us6xzcd49v0pxKbGcN8Ht3Hp7UNp3SOLEWMn0PvyuwgEjaSOkdBfZUapUKGqbl7BKXJDDve/exiPNxOX00R5gYjsDUJQQQrKKMD9fZ+iqrj6b3bvsslD8dq94Cpmz1IdnXq6CcuWKdBbuW7a2dK1f8I9rajbMmRiJ256pILqDwX8RYAS4pbkHynGbffw6NDnWfv5xj+Vi9z7irvpOupBqspChjr3eDibV4VS7WJSI0loGcv0pQ8y7aO7mp+ovwxFlUpFXujZLzldhr3agUqrQq1Xk94+BUuElZufv45WPVoiaLuyZf2lDJpZyI3RhynKUVFXpSEuPQqtKR69rhWxVjM3PHMVT4955YL7/x+Lf7Ay2axZs0hLS0Ov19OzZ0927bqwWuiLFy9GEATGjh37p673l1zf7dq14+DBg6Snp9OzZ09effVVtFotH330ERkZ/161TiVJwm33oNKo+PTJhVQW1SAHZZAU9m9SI2pEFG0FsXYbmKagON4G810o3jXs2yyjNWoZO2UEEQnhzJo6l6g0K5WFNUTE2Ehrm0pVRQNKpA67YwKfHu/UeN3HR77A0WNe3J3diIDgdPPzN9t59so3Go+JaxFD+ZnKxr/jM2KIz+rPnCeOMvltWPTKMlCaiG8+V8gY2mweDDY3NaJAdbWeVml24kf1bWzn+I4cqkubC2TU3R2G1euixu4lrlLC7gxQcKyYXpd1JfdQIa3aV/OLWkTB8RIEGSwHmtpQH/LiqFDjqdIiyArPXZ3BuFty2bf+MJ16HSYycjumlE8aj7dFWbFFWTm9P4+Vs9fidfnQ6bUYYy3sP5bKFVel8+PqAgpvjsfw+JnQTldQ8N2eii+njIbdAms+3c2ISdPAuxLUofzuk7tPgyCQ3a0FeYcLWDVfx9pFLQgLianRcKo/otrDt/OTCETZufWZWl57qT+6nCrMZSD4m/MnBJXA3KPvAND7sm6Nn//69wtFzr7T7F93hEC0Fk9ZVWh3qSgIAQlVeVN8sa68SUjDe5ENfR8tw0cWMaFnPoKoxS8LGCxdSUv9c7u3vycWfLSa8aMUcnN0SG5Q2d3Edz3/uy2IESiKA7U+jYr9Lupam7FsKWt2jKIWqBqeyQ9znfQZHaDopJHPXjXhPuZvnIQ8Ti9Gm5ELsYPWCAtj7khh2aG91MzT81Ph2QXY2wChtNH49AvLPfd7/Tjy7+K7BaNY9GI6lkgDDrfzvMd+9OB8hkzsd8ELKEHQ887dC/HYvQgCKLJAZFw4w28ZzJipIzBZjeePd4thNFQ5G8NiyKDWqJCl0Pojq1sGfcb0oM/o7o2n5OzOozAvjoL5Z59xAVp0TOeZpQ/jdfuQghIfTvuMiP8D5+I/Bv/AGPWSJUt44IEHmD17Nj179uStt95i2LBhnDx5kpiY33/m8vPzefDBB+nXr9+fvuZf2lE/+eSTjSlazz77LHl5efTr149Vq1bxzjvv/JUm/yGoKa1lQsLtzH/mS65LnRxKbTCG+LNetw9TuJHI2HCGJLjoO9qFIBpA2wWlfhooCiNuvw1/pwjmzPyWp75ah8/jx9ngRm/SUVNez/4fD5GRnYTZG6R3j6Z4piRJpN2wn5hCF5mfnKKmKIzMzn0Qf/Nyxyef4o01J3B2ikAensZnOe/x9RtruPPNBwHI2XXqvPd1coeBA4tVaAwmImJvJT51OFpDkwTlrtX7GlOnfoFmcT1DRuZjLbdT9N1R0pJicDW4KTxeQkRcGILxykYRhFd+eJLlzs/pckl7LJGmxjKgmgonwtkn2+81seqLNqS1S0Ftuw5JcwsEjje75plD+Tx6xf1kTDyJZFBR09GIrtxDt463kpm9hSiLFv1LeY3u6G4DHNx/xU6SLpX5+MAdjLr9EoIN33B4e+jeFEXhJ9cKYiI/o3zvRbTqmUl0SiTpbXy8uz6UduNzi8g+AV9AYv6Xabx3XRbqKidYjFRf3xF/ckSzPiqSQtGJ5mGDv4ovX10e6kOKkUCklnVfbKLTwLbY+6cimTS428chC6CoVSgC+OPNWJbWcOXuPdycfQq1HI3BJFNfZkMxP/43rvaPg6JIXHnFejySjbxAGI76kCmVZJninJDSWF1lQ/M0Tbma6qosfEUKXe1mrDEWVFoRjU6N3qxFCCok7s9FpVbQoCejtRpreEg61xRuJLVtEssa5rO0ai4xyecWt2nWP8+3VFSdIvfARrY+0a/ZZNtnTHde2zCdhz6djL3G9fuN/AqSJLN/z11UFZ6t6tamgfBeEnqLHlEtoNGric+IQW/UEZ8Re8FGWpGqUZQAJVVlJL4cg6JAfIsYRkwawqavtnNV3K3c0vre86a7KvX3seS1rwiLaCLACWYFMdWPz+PnwMajzLpnLoFAAEVRyDtcQM9Lu3LybQNp2aEKYl0u6YDP7ae6pAa9UYfJauSBOXfx4NwpF9T//+H8eOONN7jtttu4+eabadOmDbNnz8ZoNDJ37tzfPUeSJK699lpmzJjxlzazf2lHPWxYk3xgZmYmJ06coLa2lvDw8H8rwXe1TkMwEKD/Fb3YvnIvFXlNu9c2/eqwRFax5/s49m7Ucd9HNyKo08G3hdLKMcQn5vP0mFdIGeWkc5dKvnvPBwi46kKMVJ1Ji96kxxzTgyM/X4W97jhZ3VpgCTeTe6iQ8DMVOGpkWvetxy4NRaPxcGBj8zhUXf9wCK/FfKAWY1io3a5DOyIIAn5fgC5DOrBtxe5maVEALdq5CfhEnI4w9NZU1GLz/98442oWPPdNs8/UZ3ysHh6FEABE8HkDaLQqRLVIbGrzikMmW8gwvvLD0yiKgizJ1Fc1cHP2PbgitVDuxufyk3QHWMMOkZDaAcV7CkH3AAANNXaevfx1Dm0+BmjY8WIkgk5BdElcNLYLl4zdhKAfS8uuMYQJO7HjpO9jFRxdG8GhcSauvLGY6ryvCIvvgaxkkdnySeAaBEFgQvYJvn3LSMGpIYy4RcsXeR/wyg3voo28Arn2NqzhbjwuE/qAH6GdDXelFmNOLQpgOFpD54uKaAhTCLN1pb6igZKccm7v/BDWiFCFocHX9uXud2/9S8/xPe/fxuGfj8HeegAKT5TSsmsLdsw8jOAJYsxU6DRSYVcwEfXbxYhtYzC4gjSI0QSD9dgbYrHaAsRljkalPVcE5p8FRSpDLTg4sjWJ0h8jEVIakLvrOPNNPje3uo+s7i2QghJT3r6F9n1bowRyOLThGyKiypF0WRzWyhgavMSlxjD8lsEMnHAR+9YfwmvfTESsB5VcwPG9Cl0eDbLnJxmtTkNZbiV393gEnzeAJcyM1+3FFmXhxVVPYLT8Jq1KlU6+9zCBhKtwNezDYNXjqfdijTIz7eO7WPD814iiwJ2v33RB91tWW862U9to07kt6xZuxlegx+fwI/sCKJJCIBhEVIlc9fAYxt878sIH0rsStBeh91YzSinkPZKoq2ig3+W9CIsNY+GL35CQGXcOP8RXMZlvPx3CkZ934/U2hZQkTQBtrAAnFNwNbmJSY2iotGONtLDpq+1odBokKciZvFz0Zh0qlUj+kSJ8nnPrMvy348+Syez25nwUnU6HTneuOI7f72fv3r089thjjZ+JosjFF1/M9u3bf/c6zz77LDExMUyaNOkv1cP4P2e/FxUVUVRURERExL+VkQawRVr4tuYzNize0izuJZk1HCuN59CG8JAYSUoqnQefrdijH8nGpSoC2ofoP6klPfoWMOHeStQaBYwC6sGhL+++V0/Rro+NYO1MbOafsOpmMX3sK/h9AcpyK1j6fiTlspnTuyLxVpxCMN/HoAl9iE6NRGfUcsfM6wkujeOZ0R0BGhmqbXplIQgC7039hC3f7kLyy1ijLbTr1wqNLrSuEgQQNdB9RCcO77Sxefm5aScTHhmDzqTFYNEhiCBqRMJtAYxmCbVaTU1FNf2v6coLi7QosgtFrkNRzn2hBUFApVZhr3WiN+pxR+jQDjDQ6Y4A0RqJITdcDwQRTLcDUFlYxaQ295010k0wqNUYDzvY/NUeMN6KoLuI5NYtWVI2hxdWPUZ4lISiUlBSdHy/IBZnbRlzn1iISheO3tKUtmK1jmDENQUMG7+T5FaJCILA6CnDMZk1KMFivL54ZCnIypURRAdr8aWfJSSpBBzdI8gLi6a2QEdBTS1HOxpJaZtE0BektrIev9/Pyg9/xO/9axObLdLK7L2vEd8yJI7y5Svf8cVzXyN6ggiA9kwDTp0GzewixKBMu6CG1s+5uOnuE0QlyiRlaEE0IhgulK38j0Fu9XK2rVc4eeZK6gxmpPIgbG6qbJaz+wxn9ufzyCXPEgwEkQP5RLa4njWLIxB8QbQnKwn4AkiSxIhJQ4hLi2HkpIsZf/+zDLjyJpBrCI+oZfNjOoIBgbryBvweP4XHS0Qwf+oAAQAASURBVKnIq+L0/jyKT5ZxdGsOY2w3cnxnTrP+CdpORJef5uSH84mKPsHQy4vQGDSYrEaskRZ2r97Pd7PWXPD9BqVSMjvuY83cDaBAy9Raho2uQVSJJGbFgxoyO2fQ7/JeaHQaFr307QW1K5huIuAXKD4TZM6zGdhirCArRMSHM2hCHy65fgBHt52k6GRJs/M+erY1l9w4CI1ei3LW26TSiPiLwbdLhd4aEg0qPFZEfZU9lDL27NUUnihBjJCwXBJAq9dywzNXsSDvfRIz/zXpff9S/MmiHMnJydhstsafl1566bzNVldXI0kSsbGxzT6PjY2lvLz8vOds2bKFTz75hDlzLozceD78JUMdDAZ56qmnsNlspKWlkZaWhs1m48knnyQQCPztBv6BCAaD+H1NE60gCNw763a+rZnH9TNCCf+KXkDXRUXQJ3LNPcWU51c16v8KqkiuffIadAYdl159DRueasfVfdoTDIjojVoUl0x4nBaNLoKW3fug1mpp1U2HaBzHHa/fyO7V++k0qC0qXQLeHgnYa1SUFEQjqKJp0zubD/fPJDo5irWfbcJe4UDyB1HrVFxx/2WNfXY1uDi55xSWKAMqjUhW1wwq8qsI+EJkr9OHjVSVmBl1x1A6D0yi39gkfotbX7qOr8o+pvvwziAK9BjVmY59nKS38eDumcANnyWT1fNL5r8cCLno7K+g+M4lRPh9fmZcOZPJXR/GUe8k6rSDjKxqrB39pPcrwW0PR/FuQAmESITzpi+hoao5q1Vv0RMYrMbcSqL7eIlA3UeNJS3VGjU9hnchIUxC7ZdofXEtoyZWYq88xZczvyXngA4xIpQHqihBBCmHwspaSh1ePnxoPt++uxpR9PDTvPv4Zp7CqTN2Xp3fGm+tCD/Zsf1cgiKArFWjlYOM61xCSnqAWIOFOdNuZtSki3l354vMPfomTyy8n/d3v4LOcH6ZyV8gyzLl+ZW4HR4cdU68vyryknukiLJT53lhBfAf8nL62SCCKzQ7HN9zmiObLERa/IjqIIHAEVAkBF2HP7z+PxKKVEqyegsprfry7YvfECcEmPillx7XVZ5zrNHswV/zAoGaZ/l5yXycTi+CAnK5A7VOjaPWxU3Z9+D71a5Q8e0CMZxPXkzhxIEwTGGmc9r9Ld64bfY5nz044jg/LElj3yYzKz6NIuALEAzK1JTVMfGJ8bS76MLj+y1Te3DF6Depr3KAAoe2m/lhUQQBTwB7jRNk2PTlNu7oNA21Vk2Xi9tfcNuOitWkttLh9/iRAkEaqh1cGTuJO7s+zOCJ/fC6vOjNzQmOd8+6m5qyOqzhJgwWPRqdmvDYMFAg4AkiB2SSsxOxRJobldakoITf48dfAmVzZEQR5j6+kPfv/5Tpl79KbXndBff5/0cUFRXR0NDQ+PPrHfP/BQ6Hg+uvv545c+YQFfXHIZ0/wl9yfd99990sXbqUV199ld69Q2Xptm/fzjPPPENNTQ0ffPDBX+7QX0VpbjkPDJxOTfHZwgAqAQEBa5QZR62L2JQoeo0OVdQy67w8Me0kb29JwF5noNuAimZiHb8gvX0qN8yYwJevfEeNq45WHVpyYMMRrvs8l/U/JKP25IG6FYJ/D4KuDTOvfZuiEyXIkoyiQGRFPYGgGn8wncITJRz46QhLXv2WmtJ6rJFm9EYdBrOemEEHOZW3kajEywHQGrR0vNfH0SMN5LyhYc+ag+fc721P57Fp8Zdkt2uHyjTmvGPyxQtfs/mrHQAc25qDvSrEMBcTa/n0VhfPfv42MZdUU7BvDhVFIj3GtW12fsGxYu7s8mBjKhiAWuMnPxDB6a8lhGA4huHbmXBnJYhhAJTnNZ/QX9vwNM+Mn4mS40enCXDHgwWo9MP4JQXuF+yYPwxHxzyKjTLhByopExPofplCm877UZS2yHIlKAqCtiuCeyutUvP5cPkeel3alfiUClLj8nHUe5g1K5pEytgwsg3h88oItI1Ck1eN4POTlFaG91CQ4twEgsFiMlomERsdTnx6aHWcnHXugud8eH7CG/z8zc5fBOoQ1SI9R3ZGkmTyDxc1HudLMqItdSPINMVRE1VUPJCB9b1Sgm3NBKJUSJKOkxVGbHorLTJnIYh/23j9o6AEalAFT1PnPA36ZIpOlLB+SSQcUlBE8LYwYjgVCtM01KgpKR3Oyo/iEQSF1fPWNbUjK1w0tgcbFm1hx4q9DLjybI1z/2jyT8+hojQWrc6KNdqCs8HdWPXqfLj7/Vsbf5frn2T/tiR0Bi32Wicg8EuIt6qwmueumsmtL1/PM0sfvOB7FgQ1sj8SZ50DUSMiBWSks3lQXpeXDv1bc2jjcVCF3JzZ3c9fuOZ8eONeJ7lHJOLTFLr2L2TFvChE0YfJcIaHBz/AsJsGnVM1zOPyMrXHY0QmhGOJtOD3BPC6mzYfokrFmYP5zPj24cbPDm8+xs5VTTUOnA1u9q8/wv71R0AEe5WdN/9/ETsBuEDX9y/vpdVqxWo9vyDOrxEVFYVKpaKioqLZ5xUVFcTFnSszfObMGfLz87nssqaN2C+cBLVazcmTJ2nRosXfvO5fMtQLFy5k8eLFjBjRlDTfoUMHkpOTueaaa/4lhvqrmcsbjTSESEIKCvUVodhD6ZkKlr65CgBvichTvUIr0a2rbaS0imXPDwcxh5tY9/EM7p+3GICcvWd4+845KJKC3qpjZ28P+k0Caz7qRE2JnbfX3QCBz0CdyRfPf03+kdAkLaiBIPg9Ie+CNcpMdFI4C1/4lJrSkNH7hfmr0WsoOBrB+EubXv4XrnmT4sJaHnsvjzvfyELK1CGe9jWmUMZmxBCW8RADbkoG+ygUXU8EVfOH5Ks3ljN35UaENhaSuwUoqldjCzMSIzqwr5Tp/ILIT4u3Mfiavsj6W+ne/yGom4RifQpB2xmAjx7+vJmRvuG1HNCbWfaNCdepANdNKeOaR8ehBNqBOkSQOLy5iVDWrm8rHh/5EgFvAOrBrjcz79XhTHtlFliub9bfqtJa/Pu8+IHNbhvOVjauHpSPIpjA/iw5x8IwhaWQ0no89tpN7N/rokOfIJ0HWDAZDyKLHWmo3szeBWZ8PhFrYh2KXosKDbpwP7pMAfuTNSz1RoPoYfrXD2INN2MN//MFL47tOOuKVUDf10xYjIeNu0+gK2pOXnK3tKKu8aHyNI2hIoO2zIMhz4Um3MPzD+bhVAK0CvewffPztGzd8k/35++FoD9Afe5UDu7pzJtP1yA5CRWlWOQE9ATDNDRcH4/++VwURaBqQiZpKV9w4305TOwY1qyt6OQIdEYdF43pzkVjezR+blQeICM1E7MlQGGDG1EMEc6CviDKr4y1SiMy4ZGxeB0+Wnb+FflGsGIynqG6tPa8jN3T+wt48/bZfHL0rT9173mHC9EZdHicHkxhRlz1ocWIAhzfdZqwOBs3PXt+lbTfQ1VxDTm7TyPLMlUlCge2mLF2k7l+ajktwtzIOCivTTv/ySJUn53PeozsjNagZdvy3QAYLHoGTbiIHsM7I7uXIQhaNiwuJOBr8mb++r0VpkdwauPfTnn7r8I/iPWt1Wrp2rUr69evb0yxkmWZ9evXM3Xq1HOOb9WqFYcPH2722ZNPPonD4eDtt98mOfnCuCh/yfWt0+lIS0s75/P09HS02n+NKvGISRf/6XNiEv2oNQ1Ul0n0vqwbydkJXHJd00RpiTCjOlvRJizaRtw39WR0TKPimMzgy0cTlRgBQhAULzWlTa6lX5NDpr5cRtGJIo5uXsPr3x7izheby1VKwSA9RnZBCkose3c1ADo9DLssj+lXpaLWyFxytx0E6P9wObZkP2arkfnPfInTWQbmB84x0gBDbxhInM9PQqCBnhc1EFPsRfoxQOVykcTMRE6+GE7rnll0GtSOjLYygmEoGG9qNNJ71h5g19kVukYr0+32ACvfSmXPngTqt/nR2AVSEqKR6x9G0LREEARKTjel5LQb0IojW06EjPRZmGJVSEIkyxaMbMZn2PjlNmrL61AcChpJg1avwVzpJLJLGLjmIdqewRh2BeHhHmSpjv4TnyQ5082tLw5j+8pyKsvTKDx+kscfyMbnEUEGVZEXwetHfbQA2QmBcsgabsfV2goyfPF8c7Ld34KiKMy4aibXpt9FTUldo7vSXFiNyerCNT7k1tJYzlobARIrjdivSEGZGo4SLaKoBJRagTZBJ92GNPDeG0dpm+5AMNpQ6yPod/m/rvgGwNd7NvPY5gF4a4/iKxSISYvB8Ku8c019gLinzyD4FcSATPLSfI6WnuDAXh1SIGQYBBXozXqsUVZ6X9qVxxbci1oT2g/I7u9x1Byi8EgJVUUBEMHtdCMoApHx4dz+6nW8uOpxXt/4DKu9i7n+qSu5682bMJjOFsNQFPB8yfGdR9Hqz18BSqVRMeq2S/503eXWPbPofWk6sSkSrl/VnA54AgTcAerLG/joofl/KrQXnRSJLMlYwk0EfCJFp/X4c3R8cFcCD4xtiYuXGXZT8/KukiRx70VPIAqhOSQxK560dskc2nSMtNZJRMdHoFarMFoNyHKQu/v9wDezAxz86Uij0fElGgmaNY3iKPJLdTjMAQ5sPPKnxuQ/Gn8yRv1n8MADDzBnzhw+++wzjh8/zl133YXL5eLmm28G4IYbbmh0nev1etq1a9fsJywsDIvFQrt27S7YXv4lQz116lSee+45fL6m2JPP5+OFF14476rinwFrpJnB9w/GGm1Ba9CgM2vQm0OxxqTseFRaFdGpzVNzBk8qp+fFDj4+HBIHsdlO07ZvUz5yfHpso8uupqSOLt3aUFVYTcsuGUQnRuD3BkDTESHsBboN69R43i8sbb1RIjE9yJMfW9iyvJR9mywkdvLjGN3k6rKEm6kv3UpU9E5GTw7tPB785HZ6jHcQ38KPLAu4VoZif7vmRHHR/RVc9dg6rn1yLFtXPEjuiSZ3169hi7JyUR8rnds1sGaqgRbWdDRdtUhdDLTpcoIO/ey4vBtDBwdPIegHIBqbdLfXfraxqTEBBLMKWVHhUzTEJbrQ6d2sW+Tg05kdKM69gr0/7iImJYq49Gg+Pfk2fcf04LfoMtnJkNuWE5G5no1fbmP5+2sozS3nm7dX4HX6QnFcj5+R15bT/VIng4Z3Y/P3sWfH/wg66X2Qq9HoNES3GEJEQhZjb1yNSt7PNzv1hE1TEzUwACoV/nZx+JJDbGGpAXwnFVRdjSgjrCgCOOtd5B0pZLTteiYk3kYwGDzvOP6CJa8uY8vXO6ksCO1MAmcJZ35vNGfm6Yl4uyB0j4/ZUekUUMCbU0DkzmKeHHSIhmEZOC6OQBWUiG+o4MYXqolO0BMMmAlTTGhjvkNv+nMCK39PKIrCoLSZ3NLmZ15x9sSXqKcyrwqDSY/WpEWtV9Hj0s5cNnkomZ3SuebxcbxxYihJBji5rcl4KXLoOxxweW86DmoHQDAokXsoF7wrces1RMTpuPOZQpBDuxEpKFNdUkfHwe3oPrwzHfq35e27PmKE/hoWvfJr4lYABB1HdqejNZx/gmvZKY3x943608TWhho7taUHaNEu0Gzy1hm1jQbP3RCqQvdncN3TV+KodRHfMpZOQ9ox8Iq+PPLxvXQa2Jbuw899R7Yt203RiRLCokOCUsU5ZSx+dyWOBidJ2QlMmzuZ8FgbEx4Zi+Rex2OzttN5SAeMNiORCaHQlmTWkNIlhSlv38zMDdO5981JxO4SUP+2jOb/8JcwYcIEZs6cydNPP02nTp04cOAAa9asaSSYFRYWUlZW9jda+XP4S67v/fv3s379epKSkujYMcRaPnjwIH6/nyFDhjB+/PjGY5cuXfr36ekfQJIkJnd9hILH4jFYJOyXJNJmfQ7Drqll4Vtx5NlrEHVQVRByJcW2DlBZoeVQZBpRR1w8OPgZXls/PSSqoYTilH5fgFn3zuXU3lzMkSYEBapLapEkiX3rD1NbUU/3SztxwvENl3QcSUOlnWeXP8LPX23nx883h66T5CO7Ryt0xiBqrYV3HklBEMEsNQmJuOwNjHk3n5S0XeBLBONoNPowbuvYpnFXsPPHEHPZ1FHg6PYU1iwVuP21BuY9lcj9H48j83e0Oe77+B0+fuwLIuO3cnDTMRKz4qksqORAhUTL7jW4U0KkL0E/DFn2s2PFHjxOL4Ov6cvwmwdTeLKEM/vyCfhEdr8BIMIqN099lcuGJeHs/zGSPhPiEbUG4tIT0Wg1fH7mfQCS7kug44B2PD7qBaSAhLPezY7nRa79UYcxO4UZN68g93AhHz2xCFHj5ZEvi3h3dhq1LiPV/hie/+RNQMI2LuSpWDNnNdHTokm0rcNVX0lVbW/WzfucR564gZ++K6KFoZJ1N+tBUYMi4bPISAmRRDhodGPuOZJE61vrqDugwnfMxztT5uBxePE4vIwyTOST42+T9DsM2WXvriIQrkMIyqgdAaRgaDFm/w1x7sfdmWgzPZBpQfdDDUpekDvKhpKyIBQSUIA4WwM2nY/iwkGkZZWiDpuCKP7t+Ng/EkrDk1iFEgxOPXavjvD6AHqLnhe/f5wWndKRghIqdfOJ/st5zzHm4kLOHE5tjNcntoxFpyvns+mLmfvkIiwRZhx1Di4a4WTqa3YiTQ3UygIfvRaHSqtCCkgoaoWweBtHt+WQ1aUFiqJgCjeBAvVVTWkziuM1gkIr6sodCAgggFqrIizaxs3PXU1q22Q0ur9Wa1lv0mGNGUB9pR1rdCF6o46sbhnsW3eIqPBwfF4/tkgb5bkVpLb5Y3elEjgG/l2cONKHOY98jqgWqC6qwWwzY4200HVoR7qP6NyME1OeX8muVfvZsHgLsiRTVxkKjUmxGjJvVXhpwgG++aCcZy4/yNxjb6M36PA5O7F/5xDWLv6IwuPFiCoBW7yFMLEB7ymRL19bzqOf381ldwzjsjuG/V53/yvxj9b6njp16u9uSjdu3PiH586bN+9PX+8v7ajDwsK4/PLLufTSS0lOTiY5OZlLL72U8ePHN6O4235VzekfCZ/bj9ftJfyx08haFXJLFYNmeMk9pif+egn9g2Yq707DlxjasfR/KYCpp8jRBxS2LDdSWVSNIAiU5Xk4unEeilzHixPfYtVH6yg8VoyzxoWj1kVK60Q8dg8t2rpISC7GnXc91d/nAzDlnVvoPLg9tWdfMAToMsSEJKlBquaa+xUSM2OxRVl/LdeLgEJqVBYqVQxIoRh3dUkN1qhQ7FRQQ0xaaAdev0ukeJWMMcyAvcbBgKt6029cr98dF1mW+fqNFVQV1qLWqCk5WUbAK1GSa6H4qJH8eSkE/AHkYB5U9cXdUIFGHdoxdrm4A7P3vMaC/PfpOLgdal1okm7fr54zO8wE6rXc/FI1/S71EBd2EYmZTdWKAv4AVcXVmGyhdBm73YWmrYlRr/gJi9IR4CLGTB2BNcKMS6vi2MOdeOfORCK1XtqkBakqiUQQtAiCAZMtAYDrn5lIbFocr720gyvfWEGLzo8z6ppjHN4uk3+sgTP7bgRBbJQEtLrqCFtbxMCr+xCZGNppWJaUceCjBCI7BohOjkSn1xCb5uOBlaXIksKyd1Y1Gz8pKDWJUQjgGBSB45LmxB8UELVNr5Hluxp0JzyhQtKSjBhQUB8OVV1zZ4fjGRbH4IFurDaRjKzdCNbpqE19+VdCdsxG9q6gqiCcN6ZmEPXKKdQuCa/DS+xZda/fGmkAm8qM1x+JIgkhBT2bjjNBF8NvK6FNt1pEMUB9RQOSX2bzd0ZWr23F5m1JTJ8cxfgP8kNyr0qoBOXtL13HuLOFIhx1Tr55cyUA3l9VrEPVDnt1OYqsx+0MefPCY2089OkUErMSeGbca1QV1ZzTzwtBRUE1h7cc59Dmo9irHFQWVLNj5T7cDV6qS+pw1LgoOV3GI0Of+5tudcX9JTMnn+bpMa8Q8AbJ7tESrU7DqT1n+PK15dzc6h7u7f0Ejrom9bOIuDBadk2ntrSWrB6ZiCoRUS2grghwiVhAUK0QlIyktU3i3SkfA6Azx3HZva9zx+s3IqpFvE4/bk8DEb291JbWUVVUw5xHv6DgeDENNefqi/8P/zn4Szvq999/H1mWMZlC7NT8/HyWLVtG69atm4mh/LNgtBjQGbUE6ty4uoYTMzOf+S2TMB6wY4oPIvxYQ7TXjro+5N5cfK0FlSvE65QBrUGD1+3DFm2FQFsUdGz99txUpRO7TmOJMOO0e2mVkIY1TkdyZsgF5/P4mP/Oc4SnnZ20Faj3l6HgYvsagc1fH6TklAmdUduo9BXwBZCDEoLaBrouCLqQK0xRIK19Kgc3HEEJQmV+aPKR3CEj5Jf8THx8HBrxFKL293cQGq2G8FgbzgY3EbFh1Fc14HP7EQSFojM20lsdo6FkKZFp4yDsLQZcbkGQmmu1x6ZEM3PddACG6yewbUUk21ZEIgWhSPDQf/wQ+FW15DfvnM3aeZuQZRlBEGjRMY3KCcmE/1SBvXA0Ov1q1n2zn/EP3cSgqy9i8Svfsu/nHI4ERSKS/Fx3eX+yel+LovhRqm9AiPoMQdBxeKsD88UtUAU2k51TydZDGuav7MTGJUP44IE19LqsKy3ap1JVmUu/qxwsb5GN6u4Kdn6/nxdXP84dHR4CIH7VSRJeDbL9nXwyO6ZSka/jg8lxZ7/D5vHHmbe+z94fDvLMtw+R1i6VmqUh9v0D6wr4cHcHXI81oGjVBC1GxDo7yNBwSSa6EhdeN2gVGUGtImF9KH7bKbWc+1/1kRQejr0hhrDUx9GZ/z4Vuv4qFKkGvBtoCOpY9ZlCWb7UbCH52PDnuf/DO8nokHrOua3bVLPrp0tI6LGZQztAVgk4xsRSEZnHne8XM39jEnues+CvErhyqperr02nrGwMxZqvefP+RPped4o98yLxOX18cP88WnbNIK1tCtYICwOu6MO2Fbu45YVrAAj6tkPgMNt+SOTkAQfICkaLHlmC+sp6lr23hh6jutBpUNtz+nkh0OjUNFQ5MIebsdc4kWPV3P3qQepPhaFYgyx4OBW9SUdcRgwTEm7j1XXTSWt7/p21YL6LqtIP0Rt1IMLxrc3zwHsOKmLPZnez+thavZbWPbNwO70h2VlE1DoRvxRgznOJLF0bS+1eFWHRVbTp3QrZuwvkQgLiaD6bvoSgN4BaJxKoh9y5TbyCEztOcV+/J/F7Anzv+oL/4T8Tf2lHPWbMGD7/PFTGsL6+nl69evH6668zduzYfwnjG+Dbms9o0TmNmC8KMQlqUmvVIZ1cnxWVU0eYoCU+I4bhtw3GYNA34xAU55RxdOsJfG4fXn9b1n/xmxrMAhisBvKPFiIFZQRVEm27VWNJGUTXEb345q2VzHtqCVu/PcCOZYewd4tAnh5Dvyvr0IaPpsvIF4hueS06sw5RrUKWFQRRIKJLIg+vrSW2zbWIpgkhZTTg1P48Dm44P/FDpVeh0qqRZQWcM5ClP14pzz89i/AYG4JIYwEQr9OPqFbRvpcHtUYGxYPb25HKIhcNVRXc2+9xVn64trGN5R/8wFXxtyL5ZaSgiL6XirArVbh8KnB9BL7Q7mff+kOs+ng95eNj8UZqkAISlnAjMQsK0Vd4aR21GI25P2PvCxUgUKlUDL66L8V78lAcoC3qxeI3ytnzwwEU56cgHUdxfgTAiJtaEZY4ihHjZjJ8soNFD2Sg+ToUyrhofA82frmN0bc6uOGjehqybATfCRldo9XAvX2exGgxoNapCLhEdkzRIkgyZ/blAeApDL0GN0y/svGepaDEpiXbqKtoYPr417j7vUloDKF17bcPReOa8xt5yrMbb9u605ARQNVPhylNAb2MJrKYW2bVMvOjSjKiy9AauxPd6nW0/2IjDaA0zMDtqOTNrzqyal88wbY2FLHJVJ/YeZrHR73Y/BwlQFXud4Rbl/PV7L0Mv6uOiCEqNLVexDMy301PYMqC/uzaEkPQCeZII6ntWuC3r8KmmU4PSyn6Q3VU5egb48GOOhe3tZ/GJeKVXJVwKwMn9GFFwwJskWdDAt4fKM11MOvhBgLeIJIk45fcOGorMAj3UXHmGD8t2vI3c+B/D/vXHcYSaSYYCKIO0+IdGc67N7Zlycw4Fj2eTMdBbVlSOocZSx9m8ju3/KFetqd+Py2yt1CeX4XeFOS2b47x3OdNJWcrS7Tc9fptiKKIx+kJCa2cRVqbJGrK65GCEiazgX6X96LXZd3wnLCQ2CIBWVLIO3KGoN8BSgMbvviZA+uPkNjCw6THSojLiGboLc0rrnk9Pkbd8a8V0fmn4x9IJvtX4C8Z6n379jUKi3/99dfExsZSUFDA/Pnz/2Va3wF/gJKcUABfwE2h0Y8v2Yi7zk3QF8Tt8FKWW8mmJdsxXBeNnBRazWr0aowWHSve/5iSQ0+h9T/I1/vm4skOeQtMkSbCoq14nB6kgIzJZqCyqIajO4OUHjiDGAiy7vPNfL9oBZYRIs4KDaajDYySTtMmSYtBKMHnPsiK2WvxOf14XT68Di+uOjetB+dyfJVA7s7NyFVNudCVZyvmnA+SV8Jj91Bf0UCt63EE8Y/Ti5x1TtQaNUG/RK0UIBhpbPx80Xu9EQPfosgeqkvrMCjPsPLDbzm+LYf37gnp1j552Uu8O+Vj6ipCLv1ArJmGw1rqv1Yo/d4Mms5IriUALH1nFcgQ8U0pmgofae2SqDzritSbdQwcU47s/ppf51DPuHwmtWX1KDJ4XD5G3zWM/lf0BsNIsDyEYL4zdKDiAcXFqze+x7ufpoMI4TGh0EpSy3isERYiUibx3uhwNj2iRncqZMQr8ivxOH3UR5ka2cfnw6WThxKd1OTWVqlVBPxB0AnUlzdwctcZUtukAJC330iYxYv1ITOCP4hQ78DZM8RtUOtk7FGxJH2Rw6CxxWAWefO9o4y7rAiNuhYZFVhuRFDFnrcf/0y4XT/i86wnt9LBrvccaMIUdMnCOVWnakpqGR95E5IU8gwovi3opacRBAGjKDHtwQ44BljRW3WEry8gUBjEt92GZje0m9OeD/e9TmxKLGpVNasWRlDuCk07BVvNgICjRzySsem7qStv4KvXv8PnCbm3FcWLqM5i73oXsenRGK1a+j5cSafX3SR09qHRStjrRQZd89dDCGcO5NNvXE98bh9SvZ+ElSGXu9+rIiY1nns/uB2DSY8tysrAK/tgjbSct501H3/G8f3xLP0oDICgX+TnD+J56vrQItwSZaFln6sZfG2o1KRKo6ahupaq4iqev+4NujzbmeTsRPQWLVndWlBTVsf+9YcI+oLIsoJGp+K6l/aitQ7hySvLmXXfp1giTBSc1PHhM/EYTAYe+ngyS0o/YvaB17BEmrnosh5MfuOWvzw2/4n4JUZ9IT//CfhLhtrtdjeWuVy7di3jx49HFEV69epFQUHB37WDF4q7ez2G1+UjmKhl0qJaNPdH4h0cgaKAFJCRgzKKAA3ZWsYOPkaghwGtSR1ij8p2stvuJylpI8d3u/Gsj0B/OrRjctW4qK8MuTXloEx2j5YoQKsBNxEZfRJRtDDgqt54yuDkszoMMUFGvV6MpAiI6gAex2luH7iIPvdUMuBTGeEqK0LXkLE8tdrP+Curye6YC7qmGrERCWFYIs10vMhBePS56SAXjeuBSlWN3DDtb7JbP3jgM0rzynHUufB6Ayhnj7dF2yjPr8ThuQJBFU1KiwrCs9ew7+gAgnoNBpOOu3s/zs7vm7PKM7JcCEB8io+rHugD7gWoVBEoikJteR1VVychWTUIwM0vTMRe7cAUZsDV4GfHuhiO7NTjdDQZRL+/iW195Ofj9B4dYsaJ6mRE03UIQsi1L2haMuPaTeQJbur2a/Bp9Nz8fCivddDVfXln2wu0vagNHfq1JTHFQXLXUPzP5wqxsx09EvC4/dRekhhKXSGUSvQLVr6/tjFPFWDZe6tDogkPhoEW+l3ek9P7mnZFkZ0DiGfOxk8lBV1eHZZIP9c+fZroz46Sn5nOIqUbnaapEevVBIVscktM+GxzETVZf/id/TOgKEFqqr/HJ+uxGH1cO6MW+48K0pp6BCnkHiiZ3BpnaxuSSYujzsXyD34InVw/Da1e5sV7R3N0twlppRv/Bh0qq4nkO9rT9o7uLFkwjZc+f4LXJ04nJjmKyISduD1hRPWQMUYH8Caakc6Wb9UVNaAyNlc8Obz5BAVHi1CCuVScuROP82NKCtsiBSSCfpnKE3r2fxJJ/jYz65dbSe/oadp9/5lxCOYjO96h4FgxJ3adQg4qaA1qnPVudAYtGR1TeGjuZJKzEv5mWwc2HiElbT0anYjJZkKtC6kfnlgfji3aSkanNB6eO4U7X7ux8RyVWiQtYwtaZSEJsStY9sZqouLDUanU1FfayTucj8/tx+8NUHqqnJqyOrLbhJjwZw4V4HP7cNS6EASBhKxYsntm8skTX3D6QD7p7VJYWvUpTy6+/0+Py//w74W/ZKgzMzNZtmwZRUVF/PDDDwwdOhSAysrKC1J3+UdgyLX9ARAbgrx1VyKqqcVY555bFckna5h7lYURV53C0tqNs85NrcFMRpsAdb7XyejzDqJfRpDOORWAouPFhMfY8DuqETSRqEw9uOqhMUz/OqSE5LGYOFSawqY3TKxdFI3PkYerwU3ZGTWx3gaMQSefz9mDRidTstfAi3eloOYQitjkBv3k8YUEvAF6X9YZvVmLNdqCoBJCrnwgOjmK6OR0opJa/01iS3J2AmariaA/gK7Bg8HubVQqGnFtBVG2t1DkevCH3P2+RAv+BBMag5YTO8+t3tW/exkGn4fETB/p7bSAAL5doLjwu/xEfluKusZPfIsYeo3qStt+rXHVezB2E6i2Q+6JKIRAk4LVDc9MCP0igiXKRFXx+clAin837bufwtUzim6Ta8m6ROKSGwY2O+bG1veyJycXJainom0qrr4tkAUBAYhccgh/kgXRD8GBRq5a60UT3mSpZa2Kx6Z8yJJXlwFgOJsnrbxQB364PPoW1Nqm4/NX6qko1uPomUgwxUjyI35opeUbuSfXTi0nNaOaFZPX8/Cw/URna9BrvIRFTMOo7/SH39c/A4qioASOItfsYcuJcIrrLHy/ILR40lt0XHLjAKxRFlJWl2HzivhbhP734YOfcWLbEkBFVXkGx3c2vV/i5grMosC8mU/y9tsPEZMcTds+IY12yV+Dz1xNjeMiana52bWnBQ3DM5GsIW6DDi+akc2V6uJbxNKyaws+f/YznHXF1DXMQmc2U1lQjd8b5PSBcIKZoWIySVn3cesLrzDuzxTM+AWqFATTjTz11QMhKVghlGIWkxxJwB8k73DR7+6ef4vj23OYPzOLOQ8vpMeIzigKxGXEcPe7k1hYMJv3d71Mr0u7Nj/Jt4uwGCs3ddzPoV2d6N87D5VehUajJu9IIR57Uwrso7PyueaeBqrz1+OqWkW/sT0Ii7WR1dlN275ZeOxe1ny8gcUvLeOpMS/z2IgX/vx4/Dfhv8TtDX/RUD/99NM8+OCDpKWl0bNnz0YZ0bVr19K5c+e/awcvFJfffymXT7uUzj1b06NNa664dzhJ2fFcNL4HcS1iSG2XRHRyBK09WlReiZ+ujqBmjxZFI3LlC5V8NSee9PaZBJw7SM1OPKd9rVGDL8HAgdgAYTE2OvctxazfA7KAKIoE/UFUWhHljI+KryC6j0z30V6cclu69+nC0YUGvrwrHFV+gNuvbkXAJ6I1aLj2mbsJeIME5abYWkVBJV6Xj9mPnqasQEEQA2h1WpBCE+mRzccRRCNi+Kw/3FEH/AFO7TuDq8FFMCDjuz0WMUlGpVZhibayaYWRb+dEsm/ZRBa+paOuPI80rwrDmQbqq+rPaU8BFrwVj98rsme9lSWvnwGMBIRBKLKf8vxKRJ+MNdrMZznvMfeFxezYdxBBFLAYzLTr6Cc8ooagHHITK4rC169/R2RCOAn9E7C1qOXQntsJeCpRgs0XWYqqFaPvvZE7E+NQnQpwxy23NXNlBwNB2oysovtLMh17D8K7qBZtwIeoDr2NigAV16QTc6iI+c9v5dBPGoINwaZ3VhSQ9Wo+fvQLvp/zI0br2dKelxpIvMyDz+ch6JMIdGqBAgQcIkGNCtO+MtSFbo7qU4m+XI35m2JK6xUG2M5gERXqqpIRPEEUxUxMi+v+LQrXKM73CFRN4q092Ty3ujOvrWpDdY5IREIYnxx5i4c/nco3lXNZ8PMrfPbTC2QFQtOEweDHop+FgpO929phiQnSqW+II6FICm6XFyl47gp3w/fTSNZUoti3s/LTaPS5dcTMPYi2MqT3rpTJBOa70Zk0qA0qJj4+jjmHXkdR/EycupX8+hicZfM5uaWJDGVw6BhhzmLmT9NJzIzjkycWNoZC/tRYNDwGSoC8Q4WMvms4g67uizXdRplSiy9MS1CvYnLPR3nrzg/5cuZygoHfz7e/5rHxPPTpFAxmA3vWHqBl32pcDRX0urQrGp3mHOZ8wLUVR/FTtOw7DUmS8DoC1JUIbF+2h4iEcJJbNZ+HPn0tm+xeIzBHtUHQZuP3B7n83lEMHidxfNuJZnXO5YDMyd1nOH0w70+PyX8F/sti1H+J9X3FFVfQt29fysrKGvOoAYYMGcK4ceP+bp37MxBFkRufmcC4iBvx6zTs2XIM0R2g5OS5ieeCSKNcoaBVqPjRzxV3ulDQkt2jKzO+u55rUu8kPNZKcU4odSfolwjziWjzSylrkPnk2Vie+vgSUIXcqF6PD8kvIwCCSmLYY+WUVndGF4jh+ulXsn3lHmJTYvAH6/HYQy7TpKwEImN96MxWRFNo93F02wkkSUbRCPhT9ehOe+gwtYjdb0agDmgJ+iUC/gDrFmwmu3sLks+zqICQEZw2+BmObwsxTgUgdl8RselujpVY8Do8JA3zU63KolPYGdr1tFOfN53Rdz5MwbEiTu059wWX46xoEiOQ9+bTbVwlqZlVFDijiJJOUdfQnRtmXMWu7/fx4uon+fSpRSyavxK5rR51gY+Knx188FgYM5eb0EaHSG0+j58zBwoISEGE1l6idYm0SPCDZxaK+yRCZEjKVZFqwPkaim4YNz8zEKf9FsKim0/KuYcL2fOjGanKxG2DUnD0i2D2S9v4dlEiO95SUd8vlrBT5XhSjEzu3hrf2GSsySXUeix42kZhOF5NMDy0w3v94U/o1qcdokrg6hHF7P1Zx7570kl67wwXZe1g64FoBJ+CeVc9+kgZT7mK1C9Oc+qAGnfbRGbcXYRAOHXVccQk1VDjeg9L+r/e3d0Izwoa6gJUvlpNmN+Jv6sJsSBArVLPC1e/SVxaNIlZCXS5pAMp2YnMPfoWJ/ecxl5djEv/KPs911LnTyR9Sh7i6ibD7KxxcWxHDi06pmG0NIm3RLbZh1sW2bzNQk21BfAjKAqCCm598TpyDxfQqkcm5nAz4bFhZHZNx+8LUHR8MUnRpRxdrCffvIvaqiaWtFqlot/YnpzcfYaFLyylx8g/v0FQ5FrQtKX89H5WvL+Fg5uLiU6KpM7dgO16NbUJYUQU19PwkpfvP1qHWqsmo0Mq3YZ2PLctzwokyc97U/eQ1mIv+zfYuObmGr6doeX6zKkYzXq+rf2s2TmCphPHTzxBu2gVUlDC2SBz6vtMDGY7hceLEFUqNAY1AW8ojW305KtoO6AXJmEGAc0TdB+7lHduSaa+0oLBokOWFMxhpkaVRFe9C6/Ld05f/4f/PPzlMpdxcXF07ty5mVxmjx49aNWq1R+c9Y/Fc1e/GRLUt+mRLPrfPS65i49Jy6ro/Ug16j4mjtRmUlxyE9ifRXEtAGBRwWxm7XiUV7/xkJyViFavxquVGfVMAwOn1ZDeLplDewYhAE9c+iLJrRJJyg6JZcg5EtmChy69h9Gu/yM8NORZohIiKc+twH0G/OUCwc5GrnqrjBYdWiCo2yCIIeO1eemOUDxcJ+JPC012Pz8VjbdWhSTLRMSHM+Pbh+nVbz5RUdv+cDyiEporscm5QYwWmXvWVOD3+Sn5IQb3yRqyBy1Ech+mrjqO1r3aEZMUksMUzaC/ummn36VVEvLefKKSI9m7PIbVsyOoPHAJ675uhzFyGFdNG8PMDTM4sSuHRS9+i1gcQP3DWVa6AgU5ERRVvIKoDuma//jZRhJbxuG7IRJXTDT1O+vZunY4Eq0hkIcSzAdCFc1E28to9YMI1M1nzaxbePDiGc3ubembK5FKAug2uFk3fyOKpGPKjM5sm6XGlWXF19GEeUs1QnmQYECFbX85HUZV4UvS449Sobb70VSHJrX6Z5PZceoEGqOG+VMiOfxDJOGL65ElAUdVaFdU80gytsEKA9+sRlSBqaWAWfQxNLoGX5UZmx7MNomC0jjM+o2I6uY1v/8VUGQn8596jICvmh9/VFOZq0Uulgl+50CKDYWsjuw/w4ZFW/l8xlfc3/cpxnZ6gDcnf8Tx/J+JyXwGm8rP7HEFFGi+YPejPrasCkMyqFHOTgMP9H+acRE3sXN1iNtgr3HgzbdQHryVHh0r8TmbiksYTHqKT5Xhc/tpqHHy+YyveOyy57jjqdu4scXNxNk+5dSxS+gxyMHSjyIpytHjjzEia0Ra98qiw4C25OzJpevQjtzz/m1/fjwkO3tXf0XZmf0UHstBrVVxen8ecmEQ+0wPU7tuhONN/e03vsd5jTSAohvFynkGdn6fw4n9BlBg7u2tqcwzodGq6XBWpe3XUGtNJLXKZPW3b9CmTza15XUYbUb8/gBBv4zX6aPnyK6heUWEwhNFvH37EyyaNYg5j6zm5a9ah/gzQmjR/8nRt+gzpjth0aHvUqURScw8V174/wf8t5HJ/tKO+t8VPldop6otafjdYwIpERQdqWfpbQItB2TRVRtOZFQuicnHQkzjswxmAEGMYPPasbTp40WtVXMkp5AvPk8j9oSGjw5exoKnniK5pcKuVfvZtWo/BltocSAHBT64J4tX13XF5ajHUevEURMiNyVfU0f1Lg1FfhViRQ2lxxdgMZ7GEm5HUIVxam+IsKRySkT8bMcQacFe0+RevOv1K0jIjKVkvxqVR8bwG/2Nxr4LAlfcfyl7fzxIwBcgLNZGVUENlat1bNakYlG5sISbiIxxs/6Lnxh89bPg/gSAHpd2Zeuy3agjwJAkE98hmfpKOwc3HUOTDmFhRVQXGXE7VFjjBhGZPLQxjnd8Rw5PXfbqbzoT6o9a7eLAiuvJ7PwzgiBy2V3DqK+246n6hjMlGkS1yLBbeqLVrgEpEVTN81QPbT7Ge/cE0Fu8nNh+tNn/IhPCSWmVAKJIwfES/PcmY32jlIaByaCRMLcM4omxYjoS2m04T8tsfzcGK1VY91QhZ+mx9jXi+6SW1nI1Rd3DqNvnRVur4BwTgW2LHdt1eg6/Es6oF2tY8ZSAMlHPtulhzNx5hOVvxHDg3mxuHnOS8Gg7OkUmqJ1Ch343I4hG/tVQFAml/hGuvmM9ny5PY0tOGHU3JBI2P6Q9L4WbUJfbqRmdgWl/NdoqD+p6L0GDhh/mr+P1SWeINwbYss3E6UqJvCdiUAclQMbZJRrDmQa05SEFOFmSefbK1/ne+QVmm5Pu7ar5at0x5qzqhZqm4hBuu5fVH68HYMvSppRI+yqZAWMuwhhVS6ppOJN7BwgGqlDrVXgywoh1Qs6eM+iNOtRaFQ/Pm9psw3ChEAJ76DT0Tr56z0NV2VFadk6kvtIeUkvzCczuk40iy0QnRnDP7NuZde/c87bTUHEA2f0dm74MEvCLHN8d8swMuKo3jloXjy+8r1Gv/Bf4g9Wcdh4nPrwth5Qz7CsAo0ZF6akyVFqZpNu8HF8exq5V+1AkhZYdPPTs/zNp7dPYtk6NMcyIMK8alU6FJdyMIIpsXbaLNr2zuWfWbQQDQVRq1b9FqOVfggt1a//PUP/zMW3OXai1Kl6Y+Can9+eH8p+NegSVgNfpxxxmxGkx4CmtJ6iEs295EVKwAATYvV7FwitGomg6AVB8qoyfFv7M97PXEhZro66yAbXdh2G7SJcrsjizeykDr7sLlzf0AprCTLjqQ0xxQQVjbmlgw5IPufSW7iS1jKM4J1SjOOdDAyBgwsHyWZ2547UbSMjuDVIpqMK4/IHLqCuro8pVRtJNHs68EIqJaQ1q/J4gZYdfpKarBVNEMgbjEWDC745Hm97ZJGTE4fcFqCqsIqtbBjn7ctF+WUdALVJXVUVA6UdYbBqo4hF0oZS79LNCDv5CsCw2U1xV1lgL2zRATb+eTk7fFTI+G77YwpS3m1I/3n/hc3StHHgPisi+0CShMagJeIL0v6yBsqJwBKFpUh1568V8N2YJuvJ6Boyx4ym5hxptBCa5FgPNJ5n2/bK4540TPLSqAz0jmqc33fbK9WR0TOXzGV8jB2RiZoayDwQZ+ohH0e+U2V6XjPudVJTCAMIaD4aAF3WCQFF6Ip12HkWT76MEaHWoFs+VJhyLQgs+7SEXUrWf4tUR6LWV7KhMZ8KUQnIPGWh9TQ2t4iQyni/D7TRw0hvgyz3tuCw8glYDbvy3MNL7Vs+lY+c38ftM7Dlp4asVsZicVsynKxtHWHc8FCKK/vIU/lgTgi8IAkREVHH7XUVkJzrxeSL46usYFI2ISq9GFxuLq7we29Zzw0s3TL8ytDhwzEBQ2XCfLCVqm40GFSi/Q9T8BYF8hWsfuwqkx9i64lN631LE8metBL0Shh2l1AEGq57Fryzj0fn3/PWBMYxHjcCC5ycS8AXRiNswmow46kPToiILaE1aLrlpAM+MexWdSRcSI/mN8Xv94FqYLdNnRB7jbstn9acR7NloJTk7kWseHX++K+Mq/xa1GjYsaeDMp1ZGXtyWtOwkPnxwPrZYI1KZG1VDAL8niDnCRGGOSMu+j2GJymBB/9uRJImAN0h6hxRG3j6EzgPbY7QaCDsbp/+jVMT/H/CPlhD9Z+Mvu77/neDz+Jg56X1ua38/16VP4djWU/jdAfyuAA1VDurL7XidXqqLa/EeLYFwAXuNi6BfQpFD3+gjn14BUgmCP+RO3rRsJrVFs3A7vJSermiMKxstesZe9xWBhvlktc8jKTOeu966iYmPjW3sj9agxmgNMuqqlTQEq5m58VliUn5xQze95DVldThqnfhcdQhKqI5zy45pBIMK/nIo3mVAsooEk7TUXhs6//PX41m3sBibJQdt5B8XQKkuqaG6pIbC48WoNCpy9uYiiwL2PvEE43REP2Jg4DgH3YZ2pOL4q1QUO3DZ3bTumcWHB2cy7JZBeBxeAr4gUrgK2Syi66khsp2Cv60Fc4SJ47uamOH+YICTrSvQxcmczarCEmli+lcPodFpWLUgkvLy3iHWsRJyKUbGh2PfJ+JsF0ZVbZC68gbqSg9Q5uvfzKAD5O5bjwY/D03sxoOf3HXO/a788EdKTpWROsbPza+XEdPTR9jmIo7/EMaBJeHoStzonylGyJMQPRKiRkFJ0NJun4vsIV76PWVHb9Gz+VMtpTMUPC3DiUr0ER7vRd1djb6vxO3vFlNcbqDjcBOnrHHsWtWBgF9NXXUbwqMKKS2LoEX5ZSS0ugxR9edLaP69ITtnExXxHQ21erZsCfLlgkji3HFonAY0FaFn2vCreDKAtsKFyhdEpVNx8f3tGXoN7FqfwKS+MZzx2hh042ladBBQKusxiQqdhrRn/H0jSWqVyLCbB7Hc8TkTHhqLu/Zngp4c8otnUNMgk9bF12ikBRWNWQy/hsGqp02flsQm51NfG8n8F6upKQgSl+wlLNbaOGP1Gd2dqx8Z+38aG0EQ8Ti9qDVqNHpNs2WhWq9GrVURkxrN4le+Q61XM+zGQecYaUWuZ2zYEHJ2HWLHqhp+XJrCgR3hdBvWiSseuIzzwe8uo7b2E/JWOPjy1eVIFW7WztnAF89/wzWPjiUiKpKCbwyoG0KLYxGBD/a/RkzkIowWNa17tUSSJLQ6NeV5lSx5+Ttu7zCNOY8saKYf/j/89+C/YtlVdLKUHz79CYCoq8B9FNxHFaZ9c4yCddH4fQIrP4si+Ew0UeW1VHosiMs9YJcQ/EHM1iBGzbfs/vE2eoy4lmAgSGrCJvwqAy3GurnppgowCHxwZxxlBbU8dXNH4lLjscbuIbPPxYy/ZxQv39gk9NKidQMeKciONS1QjDGs+/IG7DU2jDYjboe7UcWqIrec3ANrWfSSkzc23QSEduZxKVHU1JWRdbWPXpPqmXNNJOa5IUMuiiJXPzoOuW7t33TbHPjpCD6PD0El4KwLuSWDkVr8mVrY6aXoGYXyhQPJVmTmPVeChJ7el+1lyLX92Lv2IOsWbEY6W9c20N6IqiJAxV0eZqYnIl5pxrXQy6ljRXicHgxmA5JfRnm9jnIlNFkkZMYy7ePJtOmd1ciW3b3qABvnP0n3QQ2YU97j2vS7iEmNQr+9jna3O4lOjqKm1I3svBpSmt9PXVWAKBuc2XmAwV0mNvuf3+tn8ls3M3/6PK55zMycp3+i58AaVuxMQEHA0Ske/akaVA1Bhvc5SfaVlZTt0XF8/QBeWz+dyoKfcJW9R27/llTmn6A03077rpV06tfATxskcvMtGGKhMN/IovtPo9PZmflwCShWtFqJmvJ6aiLSGTf8QzSa8xP8/tlQ5FpAw671boqiolgz2YQn3kTQVof5ZB0IMOr2S7hxxlVsX76H9A6prJ23kbR2ySS2iCMs1ktG3B0EaIdWV0Cvi+2s/FzL5i0Z6Jxugn4JnUlLwOPH5wnw+sZnuCX7Xm59+Vr0Bpnq/PUYzLDsgzyGTq7hi1wzrAj1Ta3V0LZXNv2v7I3Rqufl695l8js3MWZySO+7OqcN+37qQkOFnopKGXGcifo3zxboECEiXovPVYLO9H8b6/3rD+NxeUGBXeutpLRJRGN0EQwGsVc6KT5eQuteLXl+5ePn1C6XZZntS6aT3nk4kx4vpU03J09en018WixPLL7vd43mswtmMSo1SIvWR3HUuhFEAVlScNQ6Obr1JEnZieiMOo7vOAUCxKRGcHT9e8Tf9iRqQYtKq0JARFIUJE+AYMCOLCuYw/713pt/G/zP9f3vh+rS2sbf69aA7AYQCJy28sPiCFp28CBLYFhQjWST0ZbY0U6w4v0iAMEgGm0UZ0724uLLpqMoX7NtxV6euz6diN5+BjxWidch0yLby50vFvPW08l0urGEqy9/hqSWCQiCgCRJrP/858Y+FORGoct0ULHVhaLdxaDxxaS1tPPVa9EgC2hsOgIOH699c4qYDD2Cqkm60mQ1cs/s27ml1b0cngTH1BEY+oio40RcKyQQFEpOl6F2HiG6Q9Qfjsugq/sSlxbL67e9j6veQ1isBWQ7907+icW+aA6uimbeU0voPqwlD3+UjWCe0hjrs9c6UOQg0dleqk4a0G8+SwoTQFclovugFnPPDDonHQP/z8BQDEYdJpuxsVrVyFsvpkP/NjjqnCRnJ1B8qow+o7ugMzooyy2jRUIRKrWK4rJqrMMyiEtTqK7KoDTewftPL2L58ucA+ObNlQy4PImsrM9Yv2wYO9QnuUHyolOFwg5uh4d3pszh0fn38PC8e9i57F0K9sRh0vjwtDUjm0UCVj2aMg1qR4Cd88NJnBQgLbEbEWN6cnDFeHoOKSAQpmPiAzZatTmNLKTjqK3FbHEwZFwQs62Wkjw/iS2sSIEaFMWCNqYzGmkDiALtu2lA1wbxX2ykFSWAEsjlvXu/4eaHlnEs30ivSyv47NUBSEIN4S4Fd0ld4/z0/Uc/0u6iVoy8NVTPvXWPlmfbUZCrJ+L3Wdi8P4Z3bvQgSwI1E1tjPu5BtT/0PPhcfk7uO8OJXafZuGQbt75yLbYoK4pnE/GxSyj1Gsk5fZyTX6dS9GHo2RJUAhMeHM3oKSMaU6r6Xd4b7dnKV57Km3H6o1j8lo6A18nJVVrQ/0qDXIajm1ay6v39jL7//fMWDLkQlJ4+xdczP0dv0uPzeBB1kJNkIqrBDYGzq2kFbnl+4jlGGkCRFQ7v7kKL3l1Y+HZ3WvY+SUUBqLQ1eOwezDbTea9ryNUTc1Frnr5UQaUJFdNo7NOZch769HrC41K4veM0wqLD6NjrJAPHOyhzfIZNuo6cXWdQFBk5oGCyGdEZtUx562b6ny3J+z/wX2eo/ytc371GdiWjY6hogGQH5Wyq45J3Y3HUqdm3KSQY4jsJDbtE/h977x1eRbm9f39m95LeO0kIofdeBQERVEQBFRUV7AoqKKIiICrYQBREUBRBQAQUFUFAeu89gZDee9nZvc3M+8fGxBzUo55z3t/5eryvi4vs2TPzPLNm9qz1rHIvqVTCsdGC6HQgtwjEUmdF7+fEXF2A7LmE2+4CBdQe1fDNyDjm3tOcibN7MnNiCs4yFW2Catn41QyEqwGOaxI2RHCcDeD2J3vy7ZIcXt47gC73F7MpK42HlldSPC0Gc5dQjv4YyOVzHYhp0dha0e1y83C7KQ2NO0SvgOOohOVrL0Z/A8Puv57YlGjUATciiDm/KRelSkmztnEERwVhqjaRd6GIgksmflgYQF2WFp2fluqSGuaMWUBJ6SiwLUaWfHH2iwcz0PqLJPVr7PDTvHMi8a1j8Di8uCwuanZdpnPnQtzW4w3EKz91O9IHaBgy/ioJjVJB4aUSbryzijxOoAg/Q0JKPtaSeUTEG0CGqpxKTu5VUJwbwIDYeL76+BCSOx3ZfYpBoy5RWvgNP64tZcdnRyh/yYtSarQxDf76hlil1hhIflYLtAYtCW0m0to/nLu65nGDeAFBFnCn+HH/PcUEqOIY+dRrjJ3ai57DQvEoYygzacGzj7TsRPLTMlGqROz1KtyyAUnlJLmVAq3agSFwLMagZPQaHYLSiMc4G/wnIPg//buf2f8UZLEasXYaw8Ze5Pk7e/LKYxFMGNkJ934viL6eyqGxITRr7TMoYlOiMFebm5xDkiTsRSPw2NM4tktDdMRhJH8tHreCwG05KB5Qob7Tp4REnYKafnGIXhGbycb7jy3n/paTcVc9hd2qJivDQ6ubMyhNisYe6Avf9Lu9F+NeGk1wRODVMIhM5slsRK+IWzSh0sSidA+k7qprXpBAsDdlLkvsdAu3TfvoTytpgMqMWUx67SA6vZagThKxo0SSiq2ovCJag5Z522ewxbaGTr+QsQ2+39fdM25nxYx1FLrr2NK7PcaQEKKTI8m98MsMjSXW/Vw/NpF37ouipszWoKRD44Jp0zsVrVFDzoGHuC9lMlVFNdgtdh54awUa3QDCVPfxSMdnUWnVNGubgFKlQBJFastNvD1xic8z8Df+kvhLKGqApaffxuCvxxisZ9RTw3jm40d5af3bbPd8ycrMxXxX9znf1X9O39E9SGqfgL1VHFK3WGzN9MjI9ByURnCYE5TN+PSldSBBStckQuOvxpY3WBEcMOyuWk7+EEC8UMuXr8/CZrajUCiY/vlkUIBSo8Tr9pKQWoXC8wOvrkuh6+lsVn+WyiOHevDZp4kErq1EW2Ln8O54LhzV+7rsXMWlo5mIXgm3w01qL18ZExIoVAI2k53r7uiN123H4b0JU23EP5VL5ukc0g9lNMQGJUlg7zdR5KTp0em1RMSH0rH7UQ5vfBdBfxMIVznQ1SocdSpOfBoOCtjq+IIuN3Qix2RBEhtfmls+D2PD0sQGY0W8WqA+a+N0QqN9svNepQmtLFbjPONlx2IvR/aOwU93mfufPUaLZCuheS6CIuNp3fECusAXUAW9AlI5sjKZrIzrOf1jEcvmxnAhIgZBq/rVZBm3w01FQTXD7h/IiAevZ/mRt2nRZQYZ56JRODyEGaz0HRFBh+4vIwh61MJFyouVWOwm1PjRLKUAk15PTKKTvLwQ0k6FERFpQek/iZoqA6LkBM96UHdFEzwfQ9Qp9P7jUBjvRlDF/b6H9T8Ee905pKrh1Nbn89LdLgbefxAxXyI42Q0VZoIi/Fl55X3W5n/IsnPzSWwXz6ubX2DUU//A6GVZgFpdCoKAf5CFrxdH4KqTEVSgrnPDm2W4v/Z5TUS9CommNLdxzUsprhjBlpJQLpcFEGB2UaU0oCw3IasVHNx4lLGRDzLv3oXc4ncPI4Pu4bnBr5BzoYAq0wrcrrPkXlYxYGTdL76h/EP9eGzB/dd+8QehCp7O1NtSsFvtmM+pKVyrouxSKaYqM+Y6CytnfvmrTT5k2YXLXsc9SU+wf+NRVKVewl6sxuv2UphRAr+SbB2h70K3DgO45eFmdLnOHwRQqBTojToqCqoozihn9v3hOCwODEEGynIrQDAi6G+n8HIZdVX11JbWkXe+AFkAl8sNMmgC7EzoNLmhQuR/HX+XZ/2XQpZkOl3fjqrias7uTuf83ssERQbiF2jgxA9nQSGALON2upEliGoTi8rpoS6vkjtm1rH+0xSS4loz4L4gpq+azOX8HE5sP0vN6TxadrGS2MbBjjXhfPNJOH7BRoY9+iSmynoUCoH89CJa9UpBo1PjtnvoeX0NdZVKZNnB18uDuHLOABdAoXKjVimJCtAz/MHB6MN202VgAun7ihvqM99/3NctyusWyTyW3XB9GoOWiLgw3n/sZeZtnUiAaj6V5Z8SHBn0m3KZP3EpkiTTYVAbLuy9BOBrNgG4HGZqK7xkXghh/Mvh7FpXwqUje3h66SNMXvIgj3V5nkF39CUw0p/bQx/A4RXxtA5DXWbxPeAKuHzWSLdbGl9mS0+/TWlmOd2GdvDdF1nm+NbTAJzaF4BCJSF3FWnfYx+VpruJSv0BV5dAHOl2vl2SSdElGy+vPUV5eR+at7Uj1z/P/rUCO7+wUPtILKnD6xl+qWmSzvEfzmCpszLkngH4BRmZ8cUz2Mz2BtKNDgPaIEkyqno3ziwVTu98Urs2I+1wBloNyJZSXPLrJKccBGUK/ZvdgSDXkBISgUF3CoRAVJp2iM3GoTRK/xVJYj/B58nwgljCsa3H0HjVrF8Sjg0dn7yYSrseFsoDjXhDAhl2/3XEplzlrFbC8gvvsnL2lxz86hgfnZuPSq0iu2YtyZ7Pcbu9vDN9MN8ptQRvLUXl8TZ4CTVljZ3DNHVuNLtKAOg5tB6rPYlpn+aSX+vlwAcBtHrMxvVdq/hmYhHjV1zhjX2jCFt5GbvZwd4vfImboxaWYL7UgvjUCNSeYtJPh7DsxVJqy3yeMFmS8QsxYAjQM+iOflSX1LJr9QFueeyGPyUzs7sAq6eE/MsHuW91JavubYbKT41nsIznGwf+gR5Er5fcCwUse24Vj82/1iiQbSuwFh/n4RnZLH7R57XyDzbSsnsKD789/ldZ0pSuHZzf/SP15THUllaCrEXySr5E15+RkxgDDUxa9CC26lXM3/UGE3s+Rubpk0QnRRIcGUTa4cvEp8ZQX2XGVFnPU4tK2XOhM+X5lb+b8vQvjb+Y6/svoahlWea+lElUFlY3/eLirx9jyypFQIHGoKHOoqDz0O5ItT52I7XjCVYujGuwinPSDJTk+uKhaq1E/5tKaNfhW04dSEWj1/Di8NepLq6l3831+AV4uffZcsoKdXiJ5N4Zo7l+3EAObDjK4e9O4HV78Tg87Fq9n8jHa0kos6FR1jXMa/TUW3j/0Y+vma/T7ORiCzX3pDgICgxAsDtIji0HEn+HgGjSUEKhVtCms5n+NxdzYl88EXEWTu04Rpehajr3L0GybyCh1R1sta1l03tbWfbcKpB9ixtvkIi9QyDG8/Vo9RoEhcDmD3/k1ieHo2UnIYFuUsbc1TCWJEmsemWDbxoBCh5ecpnPHm1L+ohS6qu/4bq7Unjz5TKe3uVHdY2D03v9GDtlPw91/4rQZjOYcDAecbOvR7bmhI3ykwrG7ru58dJkmZxzeWz/bA99RnbH4K+nLK+CTQu38uQiX9lYbEo0G8s/YVz8Y8z+cgRnf9xCcocnqcivoNuQeA588wLxLWNQBN30M6EF4BcEcF3DFmPAf8/PRZbdyJ4MsC6hqrIZO9ecJiqmgLlTmuH1KKCfEsmjosVoGwd2JhFEHV+9u5mJc8c1uItlWWbX6gOYq8ux1V4kIBhCPZ9ildSIdi93jD/AqTvbUfVAOP6rKlDYJCITwxg95RYkr0RuWgGWGitOm5O7XrydTr2ucNqcg851mGWv68kNiqT01hqc1wmIl7x8Mj4V5W0mJKMShamRijP7SABPPt8dZ/lgbGqBs0d647AUo9Qqqe+VhN++bCLiw7n+7n4Mvqc/y6asot/tPf607NQIaCUPez7bR2aHRFwWB9EpkVQW1YEE414qprJAx7cfRPP1u1t4+K17USobXexn96Zx8GsV/W9/iuMHviQ62U5kYjiCIPDIO+OvYc37OSx1Mm88Uo8siJgqGw1c/1AjKCAiwQ/Zq2HqJ0/Qtk8LFjzwCTmpFbz2/gIKjhaj99NTklVKQGgAbqeHAWN7c2TzSebeIbD09HhSOiX9abn8jf9e/Pe8ef4FfPrS2muV9G9AH6jDaXMheUVEj0j+oViemOVPRea37PkigsWTExFNDrxhOtR40IeLWEp8iS6SKFBTpqDO/jgDb3mH+RPzqS72JbN5DApkGZ69NYW5X2ejFGqJa5GA6FWQeToXj8uDy+ar564uqcHyuoFueWmou54HngRg49ubGyeqoCFD3G+4EqOzkNKTXmTXpwiabsiqtr/mYWvAS188xdSBs3HaXKh1KpRqJWqtGlONnU0fR6ALjCWxUwQiNfiHd6Xc+gPB4b566vP701k8fyOeFkEYMk3IQMD+agR87UEdooygUSJbHTw/eA5hj5TRO+o2bm7WOL5SqaT+agzUkCKglYKQQyU+CGxN7aR61q4s5rFlgYx5q4a529oTvi4L4YoZZ/9c7kl9E/mRYLxWDzqjlh5xyUx47a4m9JSZp3L4+r2tTWgro5MieXTBfU3koNaoWXxsFmHGF4hJeRaAQXe1A8tcbnns3d/34PyXwFpnojrzKeKb5SAZpvLkzTupK1Rg1Cb4lDTAISeoFHxREYUuwIWish4J2LRoK2OnjgTAUmfFarIRHO7l2NdvMPTe/mikZFZ9XERkRC1RfhLlw+IIWF2InBCPnFvKK5ue/1VlYDZlEFu5n3Xn26B+QMYwsQ5HjZrdWyMJah2FM6eC0K9LmxwTEulBiEgiLNEPnF48VeF0632QrR/H4ZIhNiebemRyz+fjsWeQf/4IoyZPIDgi6E/JTpbsaK2zyDxiwy/Ai+sjH994fZUFMdsNCvhiXtuGKgljsIFPXljLo+80Pk+lmXm06rmamfccQqxzodFrqciv4vH3HvhNJQ2gNI7guic+ozatB3WV9Vw8eBm/QCNVhbVodCI3PXmJI+tvwS/QAN4rDLhVRWL+EFo8l8Qro9+hprwWY4CRon4GArdWsnnJDlK7N2ddwUd/Sh5/WfzFVtR/iRj1L9H6xbaMotOQNgy4sxc9bupMuwGtaH9dKyKTwul/Yyn9R5hQqhQoNQo69K5G9pQRk6Rn8D39ade3NbogPeaePlKNLg/VIih9d1T0CpzYHUBdpQlF0PvcMOY8gaG+GJ2rp5KiYgUVxVo2r+rKqd0qLCYrb45fRG1pLW6nbz+ryc7YxyvofJ0Vu6sX+De2oVt69u2G9osJC323J6FTPLVntYgH3Tw8q4Tc85dAO/if9qIGaN+vDZuqP+OltVPoOKgdMhKCAsyWcCpKNBRllLDni1rSDlo4/H0peQceQ1BEc+rHwyx8dBk6WUBV70t4sQ0PwdnFj4BQI0qVEmNkIKJOg8vuRhZkRt/ch/5dv2syftbZvKvfg/28xKL7o/GWCNQ+biHYYKTc7c+7zxu4eaiGaSOPE5XgRJfvYuWkVDw1AvqPvdz02BA21XzG3M0vktKxqZJo2T2Fj88v4O2ds5ps/6UY9taPDrJoRn9C432tNBGCQdX+n8rwvwWy7ECSHHiqJ2HUZ+CR3Ly7/CTeSSLueH9qOiXgaB7U4AlSeCX0+WbUNfaGcyx/fnXD3wEh/qzMXIR3cCRh4cU4atZRePEUCa3rWfZ0IrMfSMbdWoWk16G8XIDg8vDi8LnXJC3VlNWx49OvUDtXcumchX5dL2Ncbcea4Ad6AUOoka63dkcSr30rPva6yLSnbwbTD9irOnB0t5P3n4/hxvub8eDaSkYts/DSoRImLKlmzsp8/P1O+FrT/lmI2ciSkg9e8HLsx0BkBcgKcNmdSDofy1di2wQ+Oj+f5WkLmPDaOMa92LR/Qd9bjLj9I/AaZCKbhdF1cDta9mjOoLv6/uqwvo5lF1j35jdc2C5wYOMxLu6/TECIn4/LAV/v66VPNCcq7hKCdTKCug09bl+ChJNsxWvY6h0oBCUuuxPdJStclWfmyRyeG/LKn5fJXxB/x6j/C9FpUHt2ShsRRbGJiwrgrthHUOlUVORVNWzbmR+MUqMkKCqQmuI6tqwKpsPQEPLOR3HLZAdtJ7bisRUP8NFDn5MeWs3+OU1ZsFLa2/l+yXYK0orpOPA9LObnAJmC+UpiEpU8/loJLXs0o1WXnmxevZ/sM9c2uKi3dOWuKV6MigV45Vf56dVj8NNzx7TbOLXjDKo1SgbcEcWhnWdQ9YhFPODm8SEtGXibxIzBt/5u+fgH+dFjeCdefe5TpAfCkC7W4Nnnpm5IJBEmExOfzMBTpSW5G3jFZOT6R/D3f4bSrArGTK3km0VhiCjw21ZLUsdmlDrLfH2erS6UWjUxfdyojBnYTo1l/spqXvuZU8BqsoIMrmZ+OFoEEHuiluSOiWQcz8KYYMDkMSNbvGScH8vAdhsIf66UiHiBfVuH0rxrP2KaR9J1yC/zK/+E0Ojg3yWH2NQoLn+eSfqRK7Tt0xJBKkSWfWGHusp6ikoradPiIgpFDJIiFaUm+L+CgtHn5s7lwu4VxMcfRGOMoqRIzZxPoriypxR3kBJdnpX+vbMwG9Q0v/U+wmKC2bPuEDnn8lH/jFK3WdumtKwBhr0sn3mWopzO5Fec4a3nEqlsEwh6B4JVJmpe01anpop6XA5XE0pM/4BqOvT+iHq7iEsn8N5bzSmVA/FEalFcdKJxSdQdzQJBJjw+hHnbZzJz5DzMsX4s+NTLipFnOJETQJT1CnsCkyjJsbF3k4eqRVEolAqCEvRUVWr5zBROp0HtSO3a/E/L8ruPSti1OpySYhOB7UXqUiNwJBjQv1tM7cgWKL7O4v7X7yQ6KQK9n57ENgnXnOPy4V2kf1WHulKLO0wk80weCw+8RmDYb7X4FcG1n23LT2OpMxDTIorSrHI8bg8CAgq1Ao1OTWxKDNqgFC6dq6VZL9+RP3x8gMqXFag0ArIsExIdyvUD2rA9Zy/IEBDmj93s+NMy+Rv//fhLKGrwsZMplIprFPXawqXknM/nyW4vNGxT67UoVQpMV9vC9Rvdi+Q2FSQ3P8GFAwP4dsU2tr29G7VVTWhMCDaTvclqYNQjegY/8gSS+zJqeSsz1z/LnNvnU1upo7reSIfudj55NZ53D7zFga9mNhznCdKhqneiVAkUlwewXTzJsNKJxPhXowE+e/kLNHoNCoVAbetaNFVqMr/OQxZlFDtyUAfoCAw10mlAY93l74EkSYyNeoiw2zzUr69nyssFdFtsYUxXBbLCy46S7lyaZ2LsZLhvZhL717XB4vIZJxcP6BG9AkPu60/fW3vy2p3vInmlBre8ZNRSU6NCUS8Sl1THnA2DkernoAicDUBUoi8zXVdgRVdg5YXN04lPjebRLtMoza5AoRJweR3Mf3oPD88ew8Ax63G4u9Pxlqn/dvrN2JQYijJL+fTFtbz63XT8ghIR/KcCUHT5CmZxOvbyCvIqBApzw+nUxsbO9Lvod92dtIiPBc95BE2nf+ucfgsOSw0V+cdIiF5FRUEpQWF9ycy7lTcnnsReE41v6exoMPIOrYtEpVMz/sXudBzYlrFTbyX96BXeuPd96qtMOK0e5nw77R/G2ACiyIq5Zexu1w/xVhWGH7wYrHYEJWh1WlwuN7K38fl32txwtYRfcqehskwgOMCOo17krV0j2fTcFmY+0wLzCSPturTE6/Fyfn8asheqimpZvv9hkm4cxpGVJxg/LYoQaQ8pbpHScgfFb7vxuBWIXpHk9glkn8mnOlOFgMj19/Tnhc8n/2l5ylItnfprWTWzDJWfjCZFSdQQAwNDLrKeYFIPXaIWNbNHvk1QeABD7r2O8bPHNjmH3eLg1M5MqstUOG1unDZfyO3pvjOY/vlkOl7X9pcHF0sR/CZjMY1FoRJQqhXo/bQ4zC40Bg2Lj75BXIvohvCNLNmRxUrKCmRKrtIP+4UYcNrdSF6Rp5Y8zMNvjefJ7tMpL6giPC4Ut8vTUIv+P4+/Xd//nbg36UnuiH6YG7V3caPmTm7U3MkNqjt47bY7+WHp28S3jiW5UzNUGiU6oxaH2Yno9QWAs8/kERAioQoqY+HDy6jdWkf5qUoK04sxV1sblHR930gG3+tPXNvmqNQG1IYuYHyQvrekkNA6DkdyADVjk7lwMpBe4w8h1j7B0+814+n3c5AVAqabU3BH+yGJMmk7LhFx2kpi6EoMrmM4HS42vLOZlTPXs27eJkzfW6jYV4v8MwPBpJUJCi7DZa9k3h13Upi24XfJRqFQEBITjPWgjFgLu7/1x+2RGHhjDRqVTDssCB6ZLct+pCL/CANHmrj57hOERBkwBPcluX0zDmw4xqrZ6xG9Eo7bgwl9x7eiUtZacV1xEBIeR1Xut0iiAq/9LJ/PegeAiIQw4tvEEhQVyHsHX6P3zd2IS43lnpfGoFArUCoVCEqBsCk1HN32IW9NTubkjgzc9T/8Ox8PAH5YvouWHQqpKMhj19oDADgtl9j6wfO0azuP7i0FlCod1cXB7K+Jp1Kt4EBxBgVV47Fmd6bsytcN9eL/KUiSC6l+LlmHpiPXjCI6cAqS6xx2u5FP56RTGfID7Qea+Mm/7R/iq2eW1ALWVkF4HF6WPbuqYZ5te7dkTc6HfHz+Pb6q/JSYJF/NvizL1Jg+R7SdJyNLhylOT/D7pWh32JAUvmNVahVOmwuVSklyp2Z0GdqepWfeJqqZrxOY5LmCq3IGNosdr6jh3GEj2k/ymPd4KgWHVehleHf/HJ5d/hjxqY2la4cXRXDhUDafHH+Tux85hqXOzpb1ElvW+eMskEGA6uJaygurGffSbdz/yh3s8K7n+ZVP/mseDqmW6EQndpsTd5Waqh+UBDoq6eNXxdvfZDH3ixzUGgm72UFsiyhuenRIw6GyLCF5i3DanWz/Qku7nnYUShmlQSbkfT9Gz0pn7etfXjOkLIvI3mxk+2pk2UNKpzja9UnAZnLgsLp4Zn4RHoeLSb1eYHzzJ7lwwFeZgZiL7NzPkc0nG86lVqtBlHDaXdyT8BgV+VWszvmQRYfnYgwy8Nb9H/x52fzF8Lfr+78QX7+/FXOdGaOfm/BYkfL8Rrdc1lkPslxOVWljXMvj9CBpFEhaBSqLl5DoIMrzrlBek8zg+RXseF6HQRuGKErUVZgACAj1w1HhwNxSpCh9H82b90cTPpPd6z0IjoWU5YSjF0VU9S7SK3U8956JuioViZ0fZubo3QSFGTBuyUFQKAhrE0tdhZmtS0VuvSOXkrJ0Ci6ebKIE5J+VQ4oxoQQpBYp6+JG/R2DDMj0dh14h/fwmEtrd8btk9GnaQqYPe42LhZc5vSeYxwYF4HTp8Do97PjAhaBSodQo8Q9JBd2NVFe1Z835Eh4ZUEXx1Z7e+elFyCFKWnay0i69nB/wte7yBmm4eKWS0mfUDLwrm4deasm4p3wJZEqlkhVp710zH2OgAVmUcS2PouakHvmxHC4RTWSikxdWv8eaOZ9w+8TB+Mc8gcI4+ndd4z9DaHQQqjAl7vNeomLKkGUZrd6f/rdFAXmo1TryMtuisDgYHeWhTaiKOdefQ6lSY6rVcuxgC8a2/8+4wrPP5REUUkaQ7m0UUjlBYZ1Z/GIUtzxsJc3kz945SnLd/tTs0GCqauxqYbf6XJ6OFsHY2geDQiC9soK96w9z/V39GvaLTmqsuZfFKsqvLCXAbx0qnZav3WF06mwm/WAsgedrAQEJfH2Qr/6fe85H4PFO6VMMvsdCqfN+nnjsa0R3NUqVkvXfGTnxbSCJ7eJJO15MRLMwRI+IQqEgPD6UmtJamnWIp+BCEYZ8FwPu7UXW6TzihoWBXERmSmuKv6wjKDIIW72dkOhgAoL9mPj63RzfdobasjrCYn+lVdzvhL3mOPs2nEaKFGif3IILF7M4lxPE599FMuDeWj5ZGIXHreDO52/loTfvbXqw+zCSdQnLvnQgeQ2c2heEJIJKBUEZdZQKSlTaa2Pnafu307LVh6gjtyB6RZJa1dCslciFA25UaolvlocRMVrGftSNvdrO9hV76DCgDSKteHrQamrK6wgI90dQgFqvJqp5FMUZvoS8J7pNZ13xR7Tumcrr37/oq7n+Gz78vaL+70NVYRWSRyYsxk1CatNYTWWJpomSBnBYnKR+IeB9O4aAoQK3PRFPZIuu5GRVU13uRHYZUWnU1JbWIbq96Py0GAL0BJY42Jdu4OC+VDxiCm5HMOve3M755gKafhKCKKOpdCIIUJatoyTfV8+4KvsLYppHozfq0Bu11BTX0bJrMg/MqsfjVOGHhv5jeuEX8svJYfbOKmTZS+T2MjSiQF2ZiRY3DCOsf+ffLSO1Rs3M9c8SHBmIIdiAy6lDqRAIj/EwakIZcckWul1XRVWpBoX/ZIovX8JU34fgKF/8t1XvFiCD4JSZPDSH0sxGmQqRRux6BdUldexdd4gvFiei0AQj/0abpC5D2yMqBYTHy9GmN7ryryQbGJowlRM7q1GqVGBfhlQ/A8n0OpJ1M966Z8lPO3fN+cw1Fl4du4Bze9N+dcz4VnEU+UcTFmkjxP9DnhnwPOcP1eMf8zQEzgWFgZZ9HuG6u26n56BatJpmxKd0IKbNZ8T3PM7Y5+771XP/K5C8lRhVH2HgdUTRS35BZ14Z72TXepg0qhUXSgKY8mEeLYfVc9uQUsJ9JercMGEgg+7qh1+oEeOlWiLW56CucKKsd7N48ie/OJbHWUrmpXsJC1qD29Ga+VO7UJkfxJol0QiijOSV6Tq0E2r9L9vwuelaPvs+DquwCae1juO7UyivhO/qWnMqIIn8tCJkUaYit4rqolrm3rOQmjITBn8dTyx4gEfm38d3ptXcOHEwSvL4YXNvtmdH0DqjEI1KoKa4FqfFSWlmGandk3HYnGz9aCf1/yKRh9Pu4pPZZvSh3YiaoOTioQwUFhHDB5VcbhfFe08lkXnAn+jkyGuVNCBo+1NS+Q6V3zpRKl1knNah1qnxmgUKPtXSbdh85m2Z2eSYc3svsnvHPCzO/tyX8iSfzVqH2dKGT2b7nveEVBcd+1rpN6Kad7blEJMcyrgXRyHVjEMhXcRcbaG2zIS5ykJ9hYXwuDDe2TWblZmLiEqOIDI5gtpSX46F3qgjuX2za+b9N/4a+Eso6kfn389Db9xDXrqREz/+dmKRQuO75Ow7RfTPFWI7KaNWFqByH2Vw7yJqt7YjKDyAjFZuLI+Ecs+BQrweBxUF1QRFBGI8Xk3z1H5cOO6PaJpMRGI2IxNrCPE2ZtYKCgiO9JKctBnJnYa5xkLG8SxCY4IxV1vxui0MevxL9lU355mR0cy8JxqVWsXQ8QN/cc6qEjuWUhNelweP24vklak4HEnGp39MTsERgby9ezbRiZFENAtDpVFTXaXl04UxjHrfTMZpBZ+8uBZbvY0uIyYQljya2RufZdC4fpirfC9KwS6xaHwEF442GhVhZhl9rpnEjgl0v6kLljotLk8uXstqRPGXlfXX726hbngiklJJ0IFC+k7xrQYCDhSjqnZQnFXOPZ0iIXQ7LmsxeKvB+gJe224qL81Acp9qcj5jkAGVWolK/euUkskdm5FU2ZPK0jD2fR/A5Hn5tOulJeNEDrVlxVS6FmCq74AoyqDuAJp2CH4PIDnT/20ub1mWkdz5FFwuprZoL5LzAN7qhygvKeel8eGM72TkuyWXQapGViqQDQaOP61jytA2ZGaE8O6UZlxa5au/7TWiC9NXTuazS+8TEh0EgKbaicrqxVpjY+mzK5uM7bKc4qmnX6BStmG2BTLjTifevmWM7Z9OsqIOXYGPLrbvqG606t6CaZ89yarsxQ3udTFazdMbylj42kWeeSgfhVrL8R+tzJyYQNU3HtwaNe720Ui3BmHpFYMzIYidBy9TdKWE6aueosvgDtw2eTiVWY+QEPkg7brsJaXZ1yy/L5hvPw2lrqppfHX/hqO8ee8iXv12Os07JP5LctcZtDy97HGyThwlZHsdyKC9ygjo3OhEdoBfkIG3d838xeO9Hi9zRs8nPNyNzuALmQVHBrLk+Btsrl9N71u6XXPM0fxPuX5QMMHxD1GRX813H+zg9JFLKNVK/IIM5Kbr2bwinG8mhfNEz1TumXkX8S3juHzpbgR1C1r3awlATGoU4Qlh1JXVkXkqh9iUaFZnL2FN9hJSu/35xLq/NOQ/8O//AAT5Px10+wWYzWYCAwOpr68nIOC3MiX/GDxuD2qNmvpqM5mnczm18wJFGUVcOZkFskCr3qmc3nG+oSOUUqNAlkTWXozg0I9DkPEQ36oVc+98lykbrvD1gQguva0h8QWZY/mpRKzLQa/yMmO5Fa/HSUSCP5MGG1BrJDzun9s8Mh/uyiYkwo1TvIXYjm/xyu1vc2b3RUKiA0lIzkQdDUVFLZn6kor4pFKMzdZjrrEwvsWT2E0+r4AnPhhEGXWpCYCYJBcOqwKzSccN9w3kmbnrIWQtClXM75bRlOtmknE8G6/Hg1IH7k4GCFESda6WumoDQeEBrMxcjEY4Ct4CBKNvFWmpszK514uUZJU3nMs/1Eh0UiTGQCNphy7jcXkRlNC+j5NXV4Mkl7D30mRGDp9wzTwKLhXxULupDfKKbOfkpU/eZeP878g+k0t5bjXG6xSEDgnDcKSQPmPMRCR1p2+79qi9b2CuDSAgojWCtg8YxiAo/BGE3y7bcTvdrJ63npA+y2mjdPHhzO488lU7prXYx11PlVMSouT04kgmvZvLujf7cdOjN2D0E1j35kaKRrXmixcfJdTw5xPcZLEc2b6Z6vyvyc/wI+1UCsPHK3HU7uNAiRatSeLrV4KY+EIFiy3t8Syw4A0Owr/GilcUqeodQrBoRsz1UjkilUdUcTz1wcMAlOVW8Nzg2VQW1DSMp/fXsbneV47ltm0E02y+XxXKljVxDH+khLlF/Rhy6RyvfZxNjimIR8Z3QFPpRVtlx4uMFKInMTiIR94eT7t+rSgrqSJY9xx+6gJ0OgMZlzuw/uM8jqw3IiugfmA4AfFaul6XyYmXAqGPHm+dAcPBCnrc0JGscwVM/fgRwoPeIjK6mqy0YD6Y7qYo24DklQmNCSKhXQJnf7wA+Gr1v676rEmG+Z+BJDnYt+JhDu/oxNEfTqMNdGAtV6PSqIhOjuCZjx7FL9CAxy3S8hcU38VDl/nyzW8xVdfjMDuorCgi8QY7+d+H8r1lzS/GzaX61zh69jwq9T107X0TK19az6UzGaQPrqXX6SSOfH2yoczM6K/ngdfHMeLBwQBsXPA9Lbs3Z/kLa6ixXMRlVWEuaPRwaHRq5u99hdY9U/8lufxfxy/pkZ+2tXliHkrtP39uRJeTSx++9G/XRf9u/CVW1ADHvj/Fg+2mcLP/Pbw4Yi571h3k+yXbSD+Ugb3eibnGysmtZxqUNEDPmzsz/G4rhpgZtO1l5rbJd2Iz2QiKDOLjKWG4C0VwC5QsEYhYl0NsUiSVXeKYNT+VqGQr2RkRXD/aiyj9wypOECjJU+P1GAmOHQXAgDt6ExwZiEWvYFd+M45I7QiMCyQ0oSd6f1+ijUqjwmVvdAOrKsyoqhpdfrFJLkKjPEQ0Cyft0GVQRvJHb6HH6UUQXHx5MZ0Ok+yoC12o9lqpKtHgdXkJjgzi4oE0ZEU0shCK5PLRPPoH+zH2OV9JWLv+rflR3MDiY29Sll/J2T0X8bh88UxBoUDVTMmqFYGcvRBN1/Y7kWXXNfP4Yt4mUgbXow/yAgIVaXpadUshuV0i9qu9v20HJdxVlZiClQS0qmLh7fk8MeAMl853xORpi8st4DJ9RnXaUOSacZjKjyOZnvM9D1tOs/1q69OfkHu+gC1LdqPJcPLDNiOFWVY+W3YcV0stq98J59CrkbTu0o75DzUn91wBix9fzpvjP6a6xEX/XP6UkpZlGcm6Cql6ApJ9OxknL3Bom4rtayQ2fVDIfR2y2LdTidPo4ERaIN1eM/Px+7F4XzEhWETUhTXc+NBgjIEGgvdVwgEnimIvAUcr6TGiS8M40cmRzN87h44D2zRs6zy4PbIsc2TjmzjK32f9d/EoUtUUZ3j56NlIgr4p5sKPRm7v3ZHZuV2YsqyAhDkGPDHB2HvHUzk6kfOt1Tz5wxbq6gox8iabyhx4lF7OnUrgRFkxu66kIOjU+LdOJmhvFYpVxRzY1RLPA2GINwcg6jzIXpny+AuMfLeAlNQXkIJycYkKphYkUmKORbxKHOBOCOfST8RFCuh4Xdt/WUnL3mKwb6P3zdHkZxTjH6mg6301RCaHo1Qp0Pvp6dC/DUe3nGb+xA+xmRs9Y7LsQjK/TcGF70g/kkFBejEBYf4Y9AHUXtbgF2zE+QuNMGTZBbKD3j3upkwsYuXsJzm78wfKcrN5tf0Z0vYcBRk8Lg9xLaJZlbWY4ROvx+3yIMsyY6YOpfryY1TmVzHwnu4o1E0bkridHhY8uLTBy3N3s8dYOfvaRLa/8dfBX0ZRL312JWXZFbhsbrJO5bLr8wN4XF7sZidetwgyyE2fdw5/dxpTSw1fLP2CczU/Ar4M8KBwf+ryAsn+3IB/mB9ek4L4pEiqTWa8ETJJkpdFa1pTqWuFxr83szc9j87vqnUc5iWumwJlcy0eKQWdn0/xfr1wKwgC5vJ6FE4vntXFtIzfzYUjn4DCH9lbgMFfT2rX5Ib5CW4RwdNoWJzcE0D2RQNOp5PrZ6XjUj6LQhX1h+Q06o1BtH7dxacrY2nVzotnVAiKqMbHwFl/iWNfz0U2TQP7ZyA1dla66eEh7JQ2snD/q77+z12mYam2NriPYlpEEhQWwJm1anJ21dCxlYDerkOufwFZbvpCc1gciC5Fwz0Jjw9FoVAwftZY4lvGotIoQILyRVD+hZpFA9rhMsHIB0+TfqGQJw8GcXuygw0rxpGdFsamj41YC58HTy6y7KD7kFAG39OvyZivjp2PX7CRTcsjyLT7UTbOj5MbPMglPkPC6/ESOHgrgsre5LjIxAhufmgIfwSy5zKSdQPVaYOpKviKoqwsMrOWsL2mmA9szTlxRoHL4TNuzh7yJ2NrAGlLtXz/TnPqVPom53ps/n28svG5BjkLgPFiNcbApoZDdGIkb++azaeXFrI6dwkzN0zFWvEpPfqv5Uq5g/Vnk8k46FN8Chn0pb6GDmKZjP1NO7t3BlFb58Ge6o//oSJUVg9Be8qIPJfFzr3TqPOeRqWTqS5vyZX8UhZtTMVwrgw8XqTiMtQaFUq1Av8vitB8X4ewzYr6rB1T/ygSkp10b+XBX1dEpL8Nj6cc5Ypq3B4RlFdbqx7LonVsCBsqlvPRmXcoy6mgPL/yD8n9mvvgzUe2LuS7JUeRRZn6YpGMDW0xV1pwuz0oFAKvjH6Hrxd8T11FHXXlpsZjze+CWMquz49iNdspGhtL9tk87CYPKlsCrbqn/OKY9tI5SJJA+ikdFxZs4eyWUiRU9LquHnOejMPmu15ZlCnPr+LwtyfITy/i2YGzybtYyAeT1/DRnGjComvRmO2Ysq/1FBVcKmZcwmOkHc6gRZdkWnb75bn8z+Iv5vr+yyjquJa/7v6V1QKmMb66YFmA2ttaASCIcGZnNHfeF8bNbX0vhIiEUG64fyDt+rTEP9QPW70dWZQpyS7HXW0n7nIlt0+8yLxpOXRJ0PLkB08THB7ALY/fCAJE3uQlZGA9osZDWGwlRzYuQJZl2vVtSWlWOVTa0edbESSZ/XvD0UWYcZq2UpHnc/fd/A+NBvzD/VGpFWj9G3mB64pNHNul5psVv0Fm/gvIvVDA9QOH4Dim5OwBf5rH2SgOjUQqaLRgFKogLhxy8f6LA0HbC4X+xl88V+apXCxhEtpbfC8RnZ+WspxKTNVmkOHiUX8uXZ6MUsiipqwUuWY8stjoNh987wDyDvnjNPtcer1HNsb4bnl8GF63b06lj/leQBq9BoO/RFKKlS/ei0L5chUBoQ7M3o3MeDKMT16xk3HKxQM9tVReWYRYexOXLjyA5NiNVPsQkuTl7pljKM+tpPCynsyVBpQnBOq7RyC7fa5LySuzMrMvDnOjmzEwzJ+lp96i06Dfx2AmiyVItY8j100D60z8/EvZmufh4X5R7Ftu4PizoYR/ZqH9w42ekoz9RtKXB2II1KE2O7DcF8+cr/Ib2qiW5VbSuncqgqLRxRoYEUD7vq2vGV+hUBDfMozIOBdX9k3HlP8JFy5o0Ad6MZd62LO4sUey6BZRqhXEtYxFOukkdzZY35eQ1T5DIXJNNnq3k2dfLKRZx0iUAZFcHxzK98etfHS+BcH7fNnHxgAD9noHHo/P8PAP8yPKZkTzjQlNlZPAtDpS5XvJPDwcSQ7h0ml/7v9kCJXXh1M9IgBPkA5Jp0YAzu1OY0Lq0+j99KzMXNxQh/9nIIvlCMpwHO5WfL08iaLMUkSviKnCgtPhAmSyzuRy48TrGffi7by09mniUhvfI26uw+WycqXOgF+AgYgtpbgcbt4/MpflF99l5sZn0fs1Napk2UVhZi1X0nsx7+7Pqa0OwSO3JPusE4/bQVWFAo+r8bVrr7eTeTaPpHYJLDryKont4jm75yKS7I8hIIDz+3MIiQ5i/r5XiGvZ1CivKall/kNLGHxv/1+Mkf8v4+/yrP9STHz9boaOH8jCR5f5WHp+ugECyCoBOch3qYIMId9k+P4WZJp7KzEGJYEtic0fbmfxpKYZWqGxQdSUmnwZzzI4MiTOHW1LcPfzKGOz0Rm0tO6ZSuueqWx8ZzOXMqOxEYL687N0e6kGXcgDCIJAr5u6kXEih0vHrjTMLUySiI5zolbr0Pv5mj8EhvjT65YuHPv+DACWq65vMVnBdbe7aB9QxbuLW2G97GR/2inunjrxd8vorfsWs/j4G/ibu5N14gLv35VKCzkfWaXCI3rRB+iorVRiqdWj8a9E8JuNt+Zxzp58hO43NmaYV5fUENsiCv+EAOQQK1qDBq9HREZG1TyOgde35fym42z/eDmpC7tgs5xEoYpBJ7yDMXQBAP1u60lyx2bknveV/XQe3KgIV83yufEEpUzUCl8zkWc+epQ371nEsy91IHyMG9PHIvV2PZu2tkf0tyOaPbw1KR7w8szwLBC7sGRbOqLtEIXpOcS1eZ0B1x/hzG2dKC+EzLP5DGudx6E1OmS5UQFGL81DDNCjcLgRPCIvrHkKheL32bOSaEI0L8NcY8VW60JUaskp17JupC/7f9NHEfiFiFhrbdS+0sgJLSgFFh+by+Vj2ax+ZSOK+Xk83b87QbKPTW/fhsPcO2MMbfqkkn7I16AkpXPiL85B9hYj1z9LQXYzPp5VRM75WHoOMbP/QgTq+sbe4ih8Sr1dn1aodWpa90ihOKuc4IhAjMFGinqJiC4vr29ui8C7CEImXpuJzDO1fPd2S5ReM+7+/ui2uFFrVegDdD5uAklCVrp4a8/LGDRBFFwuoV2vZkjWD5HlPNa+34Yv36pHppTAGC2uSCPXf2FHPmClBSZCAlxExOuISvrzCrpRFgUIeKmtaU773geotMOVPQZcDp+Xq3nnJDoNbEuvm7rS66auTe+lt5QPphzh1udKGfBKPIceNIPTi6AUiEwIR6v7lXwIbw6J7Try1TI7Kd26cPl4JvUVhQDs2xSK3u/a5EqdToPkPg/OzSgCZhIU6Udkj0uc+jwIgJgWOsqyK/jg+Jtknspl/kNLqcz3PRulWeV8+uJaBozu/S/L62/89+Ivs6Ju3jGRgXf04bu6z9kpbmSn5Pu3xbaW6cseZ4wz+Zpj1DqJ3jd5QBEAuhGc2nm+yffxrWJI7tCMmOZRIEPtsChk4MIxJfu+9EOsbNlkf5VWiccooEurQq5zY6oSyb1aetR5cHvUGiXxrWJB5UsMa9HeirMAHMr78Q8yAdDzpq7c83IjG5J/sBdJqySotYJBQ8v5+FxzXLH+VJ7V8OiLtcjWJchiDb8Hb2yfgUar5q0dM9nu+RK/ACNivaMhvuwwO7FdpSJs1y0bR91ZvIr+qNjXcI4Xb5rHvclPoNSq+PrHxcy5/3kCwwMQFCAIAt68Mg6s2I3VbOfodoEX71AR0+ZDjh+q5a1Nje45pUrJTY8MRVAJ+IcZ6Xx9o6KuLK7GfyC0W+FF4ZYYev8Awq/W0Lr7hjGuaxlelxfJKxFrAm2JHf9QP9oPbEO7/q3JGBxBRY2HEydFbo69yONDw1g0zUt5oYauQw7y3Or9TDk8mlvv7oJS5VPS4W2dtBrlY6qTggxIejUqtZJuN3S6Ro6FGSW+dqmyB9n5I7Lsxln+IJN7v0Rt8SZemlzNg72DeKJfCz58oLFkxi/E6Eu4+4dfnSzKnNx2jlFPDueZjx5BaRUJ2tZIeeu0+sIGwx/0ud+bd0nk1W+mXzMv2bkLGTUuTytmjLnCpWMyLoeCA98HIRS4UZh+piQkUCoU2K1OOg1qx9NLH2HR4bnM+eZ5nl/xJIuPzOODk3Pw1+7DX6nh6I4OfL4/nHmPxKAqttN2gpcbHjShUCswVZpxmBtDG8ZEK68/PRW/ID+6Du6A2jUdnOtxWk+SFVkBCAiAX62I/9lacj4VkVNV7KmIQdIJxHX//F+mbpVlL5L5FfLTzvPkgDROH9Uy+rFSbltZR9fHfeGcgDA/9q0/wvbP9lxzLPXP0G9EPd8uFTjwmBn31ZpyZHhz/CKWTl35y+Na38PN3SS2bYYgyLjsTpJvt5NwoxOvV4Pd3lgtERDmR8+buzB+9lj2rXkXj2IMJ7afIet0HpIzqGG/0qxyFjy0lDuiH0YSJR7/WS9upVrF7VOatn39G/zHXd9LliwhMTERnU5Hz549OXHixK/uu2nTJrp160ZQUBBGo5FOnTqxevXqX93/l/CXWVH/GrQ6DX1u6c6iJ5Y32e7o4U+7npW0v84JniywLiS1yxTO7r6I0+qiw6A2pHZOZtunu1FcbQuoy/f14W3TO5V2La8QH+X78daW13HlZA697ujNvooa/HPyyRcCSb+kZcxz4wBf5ujFwxlIHp9LNy7ZiUEvsuHDFGZ9IYHnLKh8vMKtuqdww4Tr+PGz/Tw4o4wls+OoOCPw3htJuB8KQv2yB49LwXvPuVh5utaXna3852QQIVdrog9/e4K3H1iMR7YjXu22pNapEBBwOz3o/HWc3CMR266cm8Y7ad+rDlmyIij8OL3jHLIk81iHZ3l5/bNMH/paE/Y0vwQnWoOXclMA6hIoSCvi+LeLGHpzawa6DiOZ7dQJMYT6j2Pk48MY+fiwa+YpSzKW/XDxiBqtXsPzn02mrsKEoIV7Bp7gx8UGRIMapd3DxLl3s/rVjXjcXkY/NYL3n/iEkKP1KLwyC1Z1QBadNEu1M/DJb3nonX4MlOOI6BbMxb0n6TmqhhVpzxLivwo5+C3yr2SSc1MdapVA2oGzdBoU5kvY8WYjo2D36p207e2PufgUpRdF0k5G0mWigjMr9pDQvJasMyoGfTyK2B8zAfC6FVhqG69LZ9Qwc/1UVr+6kbSDGU2uOTw2FFmW6X97L9RaVYPxBJB8tTRp2P0DueG+665RYrJYhew+i8t8lrkP7SNk0D6sjnBUoQZ0EtgsdmQv18Dj9pJ1Opes07lsX7WXifPvpecNnVGJeWBeiOg9SJp4Iwe3TmfH7PVInjAErxrwUrRMpO5LCcnTuLJUagREt0xZ90iEz+rRGbRIju1k1eYjFsUwa3ogdWkSCkFCqdfgAQQBOBFJbhpEhIaQ8sBcIhMS/8mT/M+x/fiXxAeYKMv+Av/gBKrL1bw3oQOtelUw7I5agu/0UFZ+lG7DbqZFl8ZGL7Jkx1o5HqdJgULcRd7BEESHF3d8EAqnF1WVlbTDl7n9mZuajCd6rGTvH0GLfgtYeM/HhEQHcXrnBdx2N86LyZRmVQBiQxxfq/clo0VG56ESd9Bu6AJqqyXevu8FnHYPZzaA1k+Ly+rLn6gbEoPhkplvP9zGa9+8wLTPnuD4D2coya7g1l/4Df0N/mPx5/Xr1zN16lSWLVtGz549ee+99xg2bBhXrlwhIuJaT1BISAgzZsygVatWaDQatmzZwoQJE4iIiGDYsN937/7yihp8LFiPzb+P9x/3kUC4OiSgsJrI3mNgf6hAaufWSH5P0PvWnuzfeJxm7WLZVZ9DzsZiOg5si0qn5sqJ0zw16xxvTG5Bi46RdOkbRUioL2586NsTLH7iE7R+WlRWFw69mkjZRasWlSD7Oma9ce+iBiUNcGJ3IKcPBhOTEoPgNwmkqn+Ys8/yfu85XxMFjcOKqRDkvVVoFAIJ7eIIaR8OmkGIYsgfco1sX7mHCbOyiRjq5uvHw7hwJKCBhQrAaXFiNQVxfFsGcc1Aof2agKh7SWqTSmq35lwoL8FhdTFt6BxkUQKjEmeYP9OfvsD22ig6DPLicZo5+LwanTeOd54oZ8BtAUx+dyiicw/njhbQpv31RCdH/uL8Bt3Vl91rDoEbjDG+mGpwZBDdru/Itx+rcAdqsPaLplWelYNfHafL0I5Men8igiBwcNNxdq85CICkViIAJbkG1s6NQZFlZ5e/isKFWZRtgJDiSvrc+BhzVzUnYuzduL8w4qyTmL2mJf1GNEMrfYLbNhS36QvKczPpOrgeR72LbLeHPR8F8/zcoyxe24I+MUpWlbdESi0idolPSSsSlcgOGbmi8Z7b6h207p3Kq98+z+jIB5vwZ89/cCmlueVMeO1u2g9oTfqxsxjDvNTm6WjWtpF+8xol7dyD7M3BZd/PwYO5nNweBzuikLwC1n5RDIkM58Lui9hNdrwJYSjLTQhu3702XxeC3zETCpdE8eVSXvtoMWN1EkM1ecQ1r0fAQ3P7DzyzSULbIhBjkh9h55TkXyzEalZhrWt630S3DApITQ9G1yWC0zvPk5g8FUOtH3t+MFCti6XjGxXY02RydvmT8LyH0kmQ3D4BySMxe9Nz13D1/xlINffiPWHiSE0QER1NGCNMVJf70eWGTpzZeZ68C+HEtqklppcGnVVH8591ZJNdJ5AdDs4V21l8sBe2S6UovBJKkwPhKuWwzeSgoqDx9ypLNqTqEVw5Z+DIrm849WMB3YZ2wG33tc2syG9sweu0+RSvOkhDbbmJ+15/B7Q6Fkx8j07XGQiJCcFSb0OtU5LQMob8S0V4HF5kZFyRWja2cDGlrBatUcfJbed479Dr/7K8/sYfw7vvvsvDDz/MhAm+stNly5axdetWVqxYwQsvvHDN/gMHDmzy+emnn2bVqlUcOnTodyvqv4zr+7dQX21m3bxvGz5rLhYRWlLL0BtqyS0WsNd8ilus5/SO85TmVLD/y2NIxXasFRaOfHeKA+uP0rpjBR63wIh7RQbcUonDqqMs+wR7131LYf7LqLQSLqsLSaPE3CuepJ4OdEaJulJfwldEfCgqXdOXkOiW0KmuIFb0w1v9YJPv7pp+Kzp/Lfe9OoaIhNCGvtR3Taug/21WqqrqyEos5eCXr7Pq5aaNFv4ZXlr7DDmXb2Td0fbccPcv9/E2Vddz6fAVPp9XzleXUthwyhc3nrHuGSomNKfe48Lj8BDf3UaXJ01YugVTWa4gb6GKi+8aOPEklIcHkhtnx2GV2bG6hJl35pB21ESQXI85dyyS7ZfdP2OmjMQQ4MtOHvHw4Ibt+fnllLaPQTjvIvDHHMqyKji3L42Dm441KLDcC4V4ogPwBulR7LIRHBpA+/5tSd8ciPqyA0+sjjdev8yN79o4vT+AmfclkblFQdkaD21656NRmyhK38MrY3ezb/tgCrLvYtpNF3nzYTOLjwtMHanjwzvDuLxHxWsPRWI4W8VnrwrUv1OEkNFYWicEKxD8BWKTHQR/GIY91R+HxYnoFvEP9ufB1+9pcs2WXsGs+fEAsizz1o5ZtO4fRnRbB+EJIST+Q8crWbIhuU4gWVeRtmce9SVr+XCWnZ05sWj9dEhenyz8DuVy5cgV3HYXxmAjgtUJYqPhMGxaMWHDfIakO9YPRbWA/yETUXE2PE6JU/s7cVfHVmh+LCQsrwrr6hIkUSQwPODXVysSZO/NI8B4nNTkJ/HTSMwaH0W9KQ7DyVqECg8PTS4lQVlNyZNOZBkObzrB0Puv+7coaQDUPdAZEqlyiSwZE0vBeT/iUmK4fCQDh8UB6Hl22Sc8MX3NNX3LUbflTFknkkJqsH9UguKqclZaXCgcPllFJIUz5N4BjffDtQdl4FP4x77M5o9LmLQ6h2NbTzTIQ6NXozM2eh7EdlEYhqpIfTqMgLAo3G4DSR1C0GpOUJRRguSRkCRI6dycSe8/RHB0ICG7SnlrymFillzm42lr6H1zV9788eXfTKL9X8YfTSYzm81N/rlc15aUArjdbk6fPs2QIY1VIAqFgiFDhnD06NF/Oi9Zltm9ezdXrlxhwIAB/3T/hjF+957/5cg6m8dnM9eRdvQKl45nYjFZubA/Ha/Hi0qjYuSTw+h+YydUg/UIMSpKe8WQsVvL5Im5aDUm9GIld0y7lXZX2YC0F20I7p81xKhWseiFeL75WI3JOgJJM5raun4kd+6ER1AQ18FKeHwICrdIwN5cTq2PoCQnDo95JwDvHXyd68b0RWfUolA1ir0wS8e5iz354mTTDN6QyGAkj8SXb26msrAxBn3KEkLsiGocFTbGyhfZ/X0Qbe68QH1V6e+Wld6o49nls7G/H8T8SdfG7j0halzhWtr0bUlproPqHwO5csWXlR6dFMmE3GCS430ZqEUn/dh9rj3N9aV89X4sbpsSe34cfuFtELMFnOoISh9LQaGQuX3CNjZ8b6Mi2oy3bQKSYxPyVY/Dz5HSOYlZG5/j/lfv5P7ZdzZsf2PjdDrtciNUNMZaRVFssjK11Fl8ZW1eibgWkQx/6HrO7U7n+rv7kdQxgehdFib1SGX3DD05GQaKO0QjuyB7SwAFJ/24d2oF5w/D+UNedtRcQtTZsJvdvvv0qIqJUytReJRIegW57SPJSddjMznwCzIy8K6+bLas5q2dLyOe9yBlizyzsJC57Q+iy/OVsRVmFAMw5tmbeWTB+IZ5Gy6a4UJdg8Hx/LI36dXnSebvmdNEgUmOrciVdyDXTeXKkWVok4rZ/KmHo99IOE+L2OsdKDUSolGNfVgKj84fzzbnl3xbs5IZiyci/KxG8cJTWkyHlbi7NidujItv1x9lzIOZoNAiSxLO+myUGj0gc9dXFjwhaooyS/G4PTz81nh63twVla7pKyShhZO2oxw8Nb8arbYSr1uFzSTw/acuPC4F6W/6MbNzEiW5jVUMCBAU8e8jm3A5vWxZnkP2HhUoBGKSIyjJKiWqeQQRSWHYTFZO7ziPX5Afak1TNjSZACTXSV6+tznCL/TPTuqYwMdn3mk4TpYd4DxAYU57Fk36BGu9nYV3NEPv54cxyFc+F9ksDAQBQ4COwKGJ3DqxHffcdDdvz1rA9GGvMdL/Pr5eeIgVr+mQJRn/Fl68HjfHt55i15r9jH12JAPH9WPufa1QekQ8XpEPJn9Km14t/+6W9Wv4gzHq+Ph4AgMDG/698cYbv3ja6upqRFEkMrKpNzAyMpLy8vJfPAagvr4ePz8/NBoNN910E4sXL2bo0KG/+3L+Eq7v3IsFPNH1eQC+mLvp13eMM+Dfy4O1uRFR0lBeEsbpk48xsvkywNdVyF7/y31dzx3yZe6mdFZTeGIC9eZ+3PjQXbw54QsuHk6k+w3dyDUVNuwvK9ycODGIoqWnGf38RZw2J8e+P9ng+tLqRVI72cnN0CNaFdzVt+yaMd3Oa5VYfLWFTsEeNhtEVr0fztvrruD0huKwniYw/I9Z1x+dm89w3ThfRrtKQKvX4LS4cCf4E3efk6NzLqBzC7w2+zWObD5Gmf040YaevLDqKeprzMwc+RaXj2YS/GMBfRZVcfmsnuLsAPRGA6XZZYwY14utO8+irjIgSQJLZnVFCLGyY3klbUKG03q2H7LlLWRPHgRMR6FuZFrqOrQjXYd2bDLfZm3i+fjMfO5p9jj11b5s+I4D2vLqd42JVY/Ov48FDy7D5XLxzr5XmT7kVcCXNW6rtzFlwCzKc68mPgkyKZERmHR1KJSw7/sQDm4LxOPwKcbCPQpmVbbDVODb31qvYv4zCUQ1C6WsqAr3CTdlBVr6jenBrPXPNSjZLoM7sjr7Aya2fYZpt/oMP0Ep4w1R8+LwuXxX9zlKpZJbH78RrV7LsmdXgq1pEDk8LpS7XrityTabyUrekfeIa6Fi91YFcQPsfDImBY1G5tYHalj9bRyvpmWi93pYMK0FZfvy+ODkCmKSo2jdM5XB4/rTvn9rIuLC2PPlQZaf+BDXei+r3tuNNsCFUqnG7Qygrs6FVqXg8K5mOM0uEATeeyAWlejCFaxDqnJwfm8ac7e8BMCFA+lknc1lxYx1DL67GYk3FKL1j+dibh0WvcSox2v57FWfYfdTxzT/ECO9bu6OIUDP7U+NIDwu7A89u/8ISZI4t20u7bpmU1k+nC7XKdj8mQGtTkNJVgWGAB1Go4ErxTko1QpKf6GBhSzLPHn7TPJ3hCJ6RGQFuBL8GdqtLS9/OQXRKzZR7KKnBkEuZt/2kSx+ch6iJCEIvhW0td5Oj+GdOb/3EvkXixuO8Q/S0LfNGTpfdz1Lp6yk+EopAeF+EKgju42asG9KiOzvwVmpoLbMRJ2tnsxTl/no/CKyzuRQcqWcAxuOMPjeftfM/2804veWXv20T1FRURNmMq1W+ytH/Dn4+/tz7tw5rFYru3fvZurUqSQnJ1/jFv81/CUU9U8dhP4ZHni8gOwqPc1uq2Hpt90Z8+gpEpPWInly8aqmoQP6jOyGWq+muqgWvZ+O4qxSJFFGa9BgM9nJPmsnYcFtxLXtj9ubSL/bevLa5ukseHApRcU1uNpE0qdVOtVFWm4csxfP2ArCo6t484Ej2K4aAdYOIQSVlXPHjEK+uZRMRMRurJ5mCJIbjaJp2ceIe2v4YU0IP7U13PdlEPu+DALA/xYlOaU6uiXPJCLqj1vWKrWK+2aN4fM5XyF7ZUSPRErnJK4UlqPM8qB0eXE7Yd+GI0yYN4Za06vIKiWCphuBoQG8f+h1ZFnm64VbOLjuGPP3vkBQWABP95+BxWRj79I9BOrVOI0epAADfsEB6AxhmEptmCK/oijzLuJbdgH7l1BzD5LhdhQBL/7mnLV6LV+WfIypyszeLw8xatLwJnHbgWP7ktIpCWudnTfueZ/CyyUoVAr0Rh1Wk412fVtRnuurmdf7aXl1+njUs9Vc2HeJj9btw1pYi6bIF3wNLIkjf0dxk/HHPDeSksxSzEonthobap2KF1Y9dU3sOCoxkgV7X+XpPjOQJRlviAZrjyBUWyupKqkhPDYUjU7DyMeGccujN/DNB9vwuH65z7gsy2Rfmo+n9Bz5V4xMuVkF+IExCmy+N03meQMoPHw9LZy2LWwMuLOQjTsTsbpszH9wKZ+mLQQg4qpCvG5sHyS1SKGxlMj4DxA9Dkx1PdmxuoDUzg4+/zqBnEHheMJBvbSWkBskHK1DSA6zcmFpS05sO0t+WiGJ7RLoMKAtHQa0ZfTTt2Cv+RSFazeXLj7BpBknsQ2KIPCbcnTUYwjUk9QugVY9W1CRX8WtT9xIYHgAodG/zc//u+DcRftO63BYJIqvJLBmvgGtUdPA9KdQuUjp/iMntofjdcGxLWd4fMEDTU6RmZ6D//WXaC3ayToQjaBVYksIYNpnT6JQKBr6BPyErcu+o8/QMxzaYMXjtuCy+ww8p8WFzk9L1pk8pJ9z3QvQ0RtI16EzketfYsyUx5k4bxxndl1g3ZvfYT9TiVuA7BW+2uz6vuEMGFdL0MEaXhw+l88zP+CTF9ew/q3v0Or+vYrkfx0BAQG/i0I0LCwMpVJJRUVTQ6+iooKoqF8nn1IoFKSk+KpeOnXqxOXLl3njjTf+txR1y27NfXpMxufMv+rdExRN2chWzghHEGQuhngJqM1kQ0A4D0UkYghMJKJVZ3TA6Km30LJnC0pzKlj/9ndoDVo8Li8ez9XVrSBwJa0trXoUg1DDiIdGUFlYxdm9aSCKmPqG4i0TqLwUQvb5ZAbcsAFvQDhvbn+ZUSH3YzPZkQxKTNUaXrq/I9FxTgyDZdRKO4JtHfj7Si8kScI/1EhwTBDt+kWQdiiz4TpiRnmwXzJi+t7Nil0JDM0uBfP7yLoT/5Tv+h9x76w7WDtvE6JHQu+no77azN0P38jGdzYx+9N8XpmQxFcLvsfjcDN+1mRkVRDIEoKgQBAEBEFg7LMjGfvsSPIuFjBr5JvsS3YRcQSQZZAk/PVaHKKTgvQcdAYJWSuQY/TjkYnH6BGfzJzPrgPPUVD3QHIeRqHr+5tzVqlVhMWEMHbqyF/8Pq5FDFdOZnFhn6+3b2iMTxGEx4Yy4bW7yDqdQ8GlEobccx0tuvi4nRPbJKDSqFj4yEcAvLB6EtffPYAb1E3biD76ts9d/ebSFRxYe4SnHrwbr9uLoFBc44Zs3aMFs756lnl3vw9VboK3+gyEt+//gHd2zW7YTxAEbp884prrkDx5uCzvI7iPEx9k5pNFseQiEJispz5X3aCkGw8QuLDNnwvb/JtsTmwfxz9CIdjofN1++vbchdXl5tA3SRSkl5CbpmXt4lQsUUb0e8z4GbS4gPI0Pfof66luocCjdyErBE7tOk9iu4SGc258ZxXDb19MZkEAS+dtYdQIKz8utBPTPIJKlZl+o3oy7bMnf/Ge/cswz0eh9CL7J2AM0oMSXLaf0fGq/Dj8bWMJmSyJuBwutHotdflz2LI8Ew83Ub7ej1fW5TJ5YBAhAVHcd8v1v0hjKnsLqS29QnDCXXQd9Dmm6lCqStVUFFQhS6BU2Kkrc5HSuRlFmWW+uciQ0t6BbHkXQdOdqOQWvPPIPHavOo94NdFUoRa4Z+ZYMo9nsz89g7NTJBSeIDQGX/nAQ2/cy0NvXNvd62/8A35v6dUfzAzXaDR07dqV3bt3M2rUKMD3rt69ezeTJk363eeRJOlX4+C/hL+Eolar1fzo3UB+ehFuhxur2UZ5fjV6gwaHzYmlxkpJThnbP9mLhEBhq2YEHi4l4PYWxA4NpEXLySD4XrIanYYugzuQ1M7EN+9vJapTIhknsvFcpXtUKAX0/nq+XuakdXclbfv75uBxelC4JaKXX+IioUQ0CyQm9gRlVUZE6zmSW7bnkbfvY/OH28k5lk/bfq04Zy2iyKvh2x0hDJ34EUl+ja5rhULBpqqVfPvBNq6c/LzJ9ZovKwhobcFeqqJZyyRyMrrQsfONPrpP5R9zIQqCwPTPn2LeuPewmqwg+Eqw4lvF8coDAmq9RGCIh8j4D3lxRCaLd9iQtYMQDNf2iK4squbysSxCsjQNLiW3w4u7oBqlRklKewfNWjrZ/kUodUe1INjZ7c0he5SLPu2u446ptVhLlyDpHqB511tRqP7cSqu2wsSkni81fL5xwvUNf0ckhPPJL/THBhjx0BAMgXr2rjvM9XcP8BkiCMhXf83B0Y0kJVMeuIfxQ4cTnRzJrUH34XV72ea8lm+536iefHTuHR7pMBWDvwGr2U7zjom/OndZrECWLGBdDu7jeB0erA4zXy0KYstn/qj9Zdzmpiu7Fl2TKEgvRqlW4rA0pWoNig7g4TfG849weD3g3IRXEsGlpct1FXw4vRkxMwRc6Qpc0QbinCpqikz4hRgRDtQji1Cfr0D/vIhCYWTdm5sY84yvhleWJUbcsQXR5ebMPgU3PuMmQmnh2KhESrbXohRlWnRLumYe/ypkyYbsTkOSS7B6w1jwWBDHtp1tyL5x3xqI+rt6YlvEEBjWkoKLp1CoFXx48i20ei0FVTmUOHZTV5fI/q92Yq4WeaxnW5RqBckdmjH22WuNQa/HS3XGWwy+I4JRUR/htDp59fNCzmVOYfOGI4yYcIyWBoGF0+Ioy6ui3aBazu804HUrCE3oh+DfD0lUsWTSJwS2/RZZSiCqeSQ1JbV4nF7WzN6ILMtERfhj8shXr9PnWflX68v/V/BHXd9/BFOnTuX++++nW7du9OjRg/feew+bzdaQBX7fffcRGxvbEOd+44036NatG82bN8flcvHDDz+wevVqli5d+rvH/Eso6k9nrGXj/M0NVulvQgZtqY+hqXZzOS3fHYhcdStou1FWOwVjoIHA0ACCI4No1iaeI9+dQJYlfmqtLHllPn1hDWtznkTp/REYRkRCOONevI0Vs9bhtvqseI1OTcEVD/1SJep1vnhqYrs4SrLKUKgUpB/KQA3o/fVEhDuJkF5HEK7tW3lw0/EmNbUA1itKgh9RoT8rkHu+EHXQM5w6Opsew/9cnG/QnX0pyyvn8zkb6TKkPef3phOTEkVQVCB9XrnEvgVRfDQ9GY2+iO1fDefGW1cgKaKarHzdTndDrXqYbCco1UtBpm8lotaqiGgWjivQRJkgoOipRndBRHR48WrUpPWK4JkB+ynK7kt07CAC9IuouJJGZMsnUKiuTXb7LdRX13Nv0hMNn8MTQrlv9h2/cURTDBzbl4FjG6+rWbt48i/4cg/M1VaKs8qIaxGNVq8lNiWaRzpNxWn9bcs4PjWW7y1rUalVSJL0q0xn9qJxWOqKCAqqw+mKoboqldM7L5KfE86RrTFIXg8VHRPoZMwipaWDXe8GAT5q2Dun30bfW7uzeo7vJW+utVCRX8Xyi+8SENJ0hS1LFqx1MwlRaTFVq3ju646E5pejVCqo/EhC6RQJOlSJzU+DSqOkx42dcdicnN5xDlugAfWyOkbdlkezV315IeX5ZejdwzH6uXh1cg/OHLAT84Sau2+30HKoiYwWgVhfF/jw6c/oObzrr5bl/SlIdXhdWykoGotXm0WW0kVCh2ii780j56CePJ0BNfXkXixkTc4Sxk4rwVpnwy/IV/6o9HzM0TWR5B2rYdQEM5+/43NfKlVKLh3LJO9iAUn/0Of58rEsjNI51i1tSe+hZdRUqPhyUQgm21H8BCg60JvN23zJnRqdRFL7YKLietL/9kF0HeJrJp59Lpvss7kUrGmJRif7wjFXlcZPzTZMlRba9mvJndNuZdatb7P1413c/OjvT0D6G/8Z3HnnnVRVVTFr1izKy8vp1KkT27dvb0gwKywsbPIbt9lsPPHEExQXF6PX62nVqhVr1qzhzjvv/LUhrsH/6axvURSZfuNrfPnGt79PSQPuSB2CU8QbYuCRhWc5t/1j0D8MuqFMbPUMt46YTp3D15ThqaUPXQ0NNxWTQqUk59ROaouPI3uLABj9zM2MebrRfWmuseJqYUOjFolQ+BLc5o57D1EUCYsN4WrDINxOF1qlk5K0DCTLB9fMd/zMMddehALq5hmoL5LwekWWLtezfM0Knh8yA9F7bQLa78HdL4zmmQ8f5dG376NV9xRsdXYCw/zZ+VECTovPnnM7PGBbjtmWQHX2fLy27Q3Ha3Qahk0YhK45DH2jmujExpVdy25JlGSWkbvHj9NHIgl524DYySeAgHIXEasKeWZbDy6VLeP77wNQ61SIrjqofQbJ8f0fuo6A0AAGjutDRGI4jy24j8+zrpXpH8Gcr6c13CvRIzJtyJyG73LO55F3wXf/UfhWWr8Gldonw39U0rJkQ7SdRKp7Bo83HK8ykS/XdCbtdHu+W5bLFwuj2bY3loqBvvhZi9AybptdTfPxVrSLAq/OS+LwN8eJbBaOQqng9e9fJPNULrVlJp4aOY9PvznQdEyxjLQL5RzcpmfNGgNlr1WRs0kgKMyF92fl/E6rG8kj8fzKSbz6zXRGPnkjnkgjQqiGPsNsDH9oGLJUT0H5QqxeL/u/j+XEDidBLYPJe9PDy3e2oGtoHgP65dNmaA2yBPnphfxboQxHJZaS1HYYP55JwJ0tUZRRjqbahbdS4K5RpWiMIjEpUfiH+NGuT6sGulDZfYLcvUp2vC1z5ZyBz9+JQooMRsb3rCsUQhPXPoDkvkSbDtvZ+MXNKLrmU5Cpw2FVIooKKrLL0bq9XNzTGL+0W5x8t1Dm9qdGNyjpvV8e4uk+M7h8NAu72elLMJUhOiXip1SUBpirLSAIRCSE0qx17L9Xdn9l/IeZySZNmkRBQQEul4vjx4/Ts2fPhu/27dvHypUrGz6//vrrZGVl4XA4qK2t5ciRI39IScP/cUVtq7dz5mrv2t+L2hGxOFoGIKuVnEoLRaENRbK/BrJMeHwoLreH+Q8uYXzzJ5nc6yUkSUSp8iIoZF74PIvm7ewIgkxS50EERsSBstFdLXokwuN9DGFlrQxs/6oN1XV9EI3PAKAO0FJ5dwvqKk1XSRR9xyyc2JzcyyHs/OraH2LHgW3R+zeNkQkIeJweZBmsw1pzx+hyHp6mYdK8bATXxj8kj5/jxgmDCIsNpVnbBDpd346iKyV4zop06msj+h5faKCqWMmxPQNY/0Eclw+sw1Rpaji+rqIeZy7UHofjO31K5OYnbsBm/SlWKKDM81A9vB6O+lahotuLwiujOmbls9kR7LlwjNdndOD0sdHYHOGItS9RdXEwJ79fQkXFF//0GgRB4PlPJ7E290NGT7mlQUH+WcQ0j2LEzzpnVRfVsOfLQ4AvBH/1spjzzfN/aCxZ9iDZv0WueRhrybMUZ5t57Dor4ycoWblJxSt3F7FtTTA2sxKDGcJPuVDrVFRvcrNvtoGbQ2u4P77x2e8xoguBYQHM+ca3ypWuJmcUncwlf/tFZLESqfJGqjJfw148ie7tnSRfV4e3t47aUfHEN3fRrmcjF7isUuBoGYooyZzZ5RunTe+WGC6Uocyo5cypRxAEAVkso14XhrcuAJvJiuiRkAb5PEj6PCvLRybz4y0hxLWy4xdsoPct3f/4TfgNOKuGY3X15YG2H7Dj2SwUfjIKtcTBtwOpOy4RXlCATi9iqbUwXHsX9yY/gSyWIrnSsVfO5ODmdGTpZ9rxZ4ZURFxoE1eztd7CigXvk3ZmIHtXnmfP9FCqSaKyIoorZw2ExYXitDpRCAra9klFY1ARk+hi6sJatLpqZOmqJ6+ynuBINSntm3ZpUyiUvLBmMkGRjUlN414aTe+bu7E2fxntB7Thb/xO/IcV9f/f+D+tqANC/Hlzxwza9k2lZfcU3j0whzuev5UXv3yGh968h/6jezFoXF80Bg2aq4QD4V8XE368BnWFBY2oItBfoKw4BdTdCY0Jxu98PRm7L1NTUUt5biWtuzm57eFKZn+bwZ6NIeRd1mMwVuNx61CHLUIQGmtcH3pzPL1u9lnr+mOV5K62UZpvx2rx1VKvPP8ea6ZMJCgsEOkfajS/WBhPs5QiX13mzyAIAt+ZPueVbxpJTfrc2g2tQYt/S5E7B+5n+1shfPWsB7/oh0Cq8XEV/wu47anhyEBAWCAIUJKmpv6M78W/5r0wXMIHpEU6USlLEOoG4LL5VpVPvDeBhFax7FkRhSwLqLRKrhvTG1OFqfF6ANnhUwQAKASUWiXGAgeqEg+mTRI3TjzH6rmrqLPPZO+OxzHVGHGaf8Rr/xhZ9mKv+Ij6gtfwOHKR5V/OlP534pmljxKZFN7wef+GwwCkdEpiZeYiNptX0+dXFJAsy8iyG0k0460ajbfyZsrK78Zjeg4cX+NVj2Tn1udY9koK1cUWlKfs9Jtop9VgO0Ftfd4Rj82Dv6Bj7HO3IssCZ7cFM/y6Xszf2athnN4jmzaVWJu7lJkbptCpbyti/YyUnr0fpHIM2mNAKVZbJUtfiWPv4gD8L1Zz5ZyBbZktsLfxhU9s/ZsjGtTYuyWwZMpKRFGk/+29mLlhKhvKlzNx7sPIto+h5lbaC+mER9eQ2NOJspuaqrcbn7+Q6BBEh0DluWG88PlT/5b78RNsJQ+QdjKRR3tup6LQjcckoA0FfUoIyeP68vyqJ9gwtxXNO3Zhycm3SGwfT+ch7XHX78JScC/b91nIuAzIIIaosI4IIdDjaljU6v4hicyg2sz1o6N446GlaK5WRxU011Nv9lELmyvN1FdZcDs9ZJ7JpfOgDjicUWB8EU3ABmT3WQDcdjfBESqS2zYNmZRklvHmPYsJigwktYcvyXHlzHX/Vpn9jf+b+D8fo+46tBNdh3Zq+Ny+n8/qfP3OBfgFG9n2ye4m+1v7xuOqsGM8W0qrQFCHTcPl9yDYlzJgTG/SD1/BXNXYgjC1nRW/AJFmUQYMxoHo/LIJCLVw5fhpugxxgfssG5dFcOCrY8zZNI0zu32rD4VXJjROR22hSEHmIMZM9Z2vVdtEet3Uhe+X7WwYQ6VVIrd2kZByFq/5R9SBtzaZsyAI5F4saPh8dOtpYptHUpxl5tDiEDxmcFjtvHrXD0z6qgCls5qk8Dn8WdSUmfhu8baGzxVX1LS6vQ76KchY7sfGt0IpaiWy5LiBJ6cZEcpeIrX3U6i13fn4wgKeHTSb9ENX8LpEvlqwGUutbyWhUEu0H2Jln9wJlVXE/1AB0cmRWOts1Ff6GiU4I/S8fEdL1NVunug2lRvutXPlzG08MWs3grI5sixy9PsjtGhzjrLiclJbe3Go38OrqcAj2wlRCiC7ETQdkX9KLEDxLyfhrMpczPl96eiMOlr3bNGwPTYl+pp9ZVlGdOVTW3yGQMNy1H7D8XpMeJw1qDRaLu2N4/C3YQy9+0ZeG7cS83MRqErrYWwgDouB9LXVaOpUKK52UJQlmeVp72Lw0zNwbB+mDHwZa4ED48bGMIdK1TTjPDwulPAxfeg/uje23PZcPq3Do47iQqYRS20bvn5bi63QhaV7DLrycmRAf7kalUaFPsQIe7N8Cw6DhhK7G5fDhcHPwIAxvZFlGcmTBZ4C6usiyMoaw2t32FGFKxGv1oMLSoG7XriN4ROvx1JrJbVr839J/v8IyZuNU2lGI1TjtEWgUCuRPBKWo364HWYqSi7Q9d37WV/2CWqtCqVSybLT8ynLraC+aAwB4XEoiqqovKRGrVcim0Viq9TM/eF5jm4+ganKwjNLH2kyZvpxO7PHnMfiVKNP8hnokTuLSWidgLnOgsFPT/5Fn9HqcXspziylWetYOt9gxyXJeD06xkbfxz0v3U7+ZTflRXGA7Zpry79QRHBMIIJSwFJ37fd/45/jP5lM9v8C/6dX1L+Fl9c/y+VjmSjUTV/QgduzCc3z1cl+NCuIrIxC/Fxm0A2notAXoJvxeQ5Lz12i63VmFEqZU/sj+fiVFmTEZqMY4KLAX0Ny91HIQiQyMtY6G6XZZXy/9Eekn5VNaoLq6TY0g9vvXdZk5Xf/q3c1ySAWFAocChte22Wq8z5A9DZthbfmtY2ExYQAEJsaRdCTRsrcFUhqHWZXMA6rCqVKZs6qbVCh58Ka8z9TUn8cKZ0S8Qs2IseqkG4wIoaquLzJn3IxEFRQkaVF96ON4Fu0XDzWlg2LI6gvXovk2IJSqaRVjxYo/FWo53RG56cnLNY3d22gxI3jawjanov/oYKrPMhVWGoaDSPJoELUqbANSMUYJnL7pFzadlzPuE4aSvKVZB9+nU43TufkoU7kixIELWLBQ0vRmyej8FxBNk1FFrRIlkXI5ldxV07GXLiQRU9+giyZkMxzfeOIdUiOHUiWj7CbbdSZFiO6TvkSB6XaJvKQJStKpZIugzvQplfqLyp9WarD4y3HVd4HqaIX1I0i/cAuju5MJa/gVuY/FcSnb96I0+xHoPoUzftuYfadK/A4JXRvV6C66CBQ4yQ4uxLzMQ81GRpqz/qUr0qj5NKRK9SU15HUPoH3D87l9knDCRQ1tOmTytIzbzcxHn5CdWkt2z58FJ3BTXzLALyiTFJiLm+cSqbq+iD8esQRHhGEFB8BOg0CvlCEtdanHARAcbUO+eT2cw3XKVcOgbqnqK84xN69I9ly8UsQwFslgt335gsI8WPMlJuJTor8tytpWXZDzd1IplhmjQtDrQsiPC4UnVFDYFggIBEc5sdX72zGZXc1MLuVZJdQm/sqZbKTNx/VUFOmQWeUAIHwiCBSQqJp2a05D7w67holLXpFflzxLQqFQIDRD8ce3+/L7fCQl55DdVEVBZeK8As2+JgQnxjGWz/O4o1tM9DxARFqDTZHC5w2Fyte/hKv24ulxidnGegwrqlHRKfX8eaOmSw9/da/VXb/M/jb9f1/B8svvMu6go94Z+9sXlg7CRSQ3NaGGjNPv+WzfDd/uIvd1bEoNJ2IT43BEGhgy7owVq2I5swBfzZ9HMGFwypCw0pxbbHASS3WvRInt50Dy1zQ9mfC6+NYdGQeD7x2V4Ob194igNJSHchOkCoB3w9bkiRWzPgCU4WvpaJCrfDRNe5RsOKNbjgdwTis/1BiExFIm94t2SltpEP/NtQutODNkUCUUEqyj5JUoWLJWxFkHstn4Egtsvv4n5abIAh8fGEBRkmNXaXDckc4slGJfZ0Cb4ABR5d4FLKAbreJVd+6SOrUE3tdOtbyuViqZ/HY/PtZcfpdRge14sU1T5HS2VeW46hW8dbdSY2uRZ2G/rf3xBhkbBhbn2NBKQpoz+dTeGMyokbLl0IU/qG1uC1H+fjlNJzlT9F1SFd0eTJblryFQingVU/Fkb2JjMujKbwCuHaC+zQHvrVQX36E1DZHqbr0OKf3GZFcR6jLfgh3zTSmrz9E1vEh6C2f4a54is0rxlB9eTBHty3k8zkbyNp3E+Xpj/Dc3bORPReQnXtxV06hoPw85qoJSPWv4hVNWKrv41L1DGRFAIKmO/XuWUiamwiKiuKlG+exd90hflh+lqdvjuGVicFkSv6oNEo0Bg2CW0aQwL7WhapMhcFf3yAPlVZJp+vbMWPEG9wd/xjpR6/QrE08T7w3kW+qV/H+obmkdLq27El2n8ac/yK9rs9GkgPQaS0U1ddyqUyDTg/qOjtysRntiQL88isQnE1DCIJKwBhmQNIq0Bo1DBjd29elyzQLh+zA7PXn0/rbuJyXjTGwDFGvwjSsMUO/vsrC4e9O/uln8LdQm/kUXo+HL97VY7cpERAIiw3BkBBCfKdmxKXGUnyljO2f7eW9Rz9qOC4ocB8qOY31zydTX6ti/QeR2C1KPA4v9712F9mnc/nug22/OOb+r47w4wYj9bUqrPVmQCYsLgRBBa1G1JN8nQVZBGudHWOgnq5D26NUKdi/4SiieB+KwDksf34NQREBiKKI1qBuzPLWKzigKiGhdSx3vHAraq2aqKRIulzfntjm13ps/sb/Hv7Pu75/DR63hx0r91KeX4XeT8vpnedBgqhmTsxONct2t6JZag0vLruJnPO34Ha6GTSuH5+9vI70gyF4tzVdke7aFIvT6iK5XxzZNwTSe2Q3stKOEpZQQGhCa+JSfUllYXEh5NaYsHUKR/etmYJ0FeqOWgIE38vX5fSwfcUePEYN9z8zki/mfu2L44ki/hERNEvJQgg0NBn75kdvaPjbWm8DBRgD9HjdIqGhBirtTrwuL71G1BIbpcBKKgGaXvwrCI8NZcZnU3nu4XfR7zWhcEgoA7QEeCX8auyU6gW+q00hrJ2DzUt2YKvuxq0P/oDWvQlJyCE2ZS0PTr4dgFbjW3HKnY5zS6Mbzz/EwGPvTiAw1B9bvZ0TP5xt+E7206LXqFF+VszciLaoM0xMWVfM7PdaYj6n44Vx4dSV7mP6B0W4otI4uieakSFH0OjVCMJebnpUheTpxy33ZtFj1CNcPCpRWf4dgZF+dImXqMj6js/e6MM90/rRPL2alsPLqK9rieTKoWU7P95/NYz+T26kd381a98fzLQPNjP1tWxsxQcoksOI4xIq+25KtXGkBptRuM+gJJWgukl8//0mTKUn+erD9YRE6olPrqS23FcK5B8eQElWOXWDozl6zoFGcOFxuRH1Sty9/dAesmBpHcCrz9/L8a1n2LvuIF6XyKntjX3St3+yi7a9m/ZB/zlkWeLrhVvo1OtH4pqlk30xFGt9PTuKwnHmuzm9NJhgOQcAC2AMMnD/K3dy5PuTpB3MQArQ40oJQ11QRY2fktAR7Vn5ziTAi8e5B3vtFQwGJ7u/NLMnLRvlEROegmCULi8Be/N9k1CCcKcf7z64lK/mb+bT9Pf+pWfxJ1w5mc2+9fsJCjRTWx5Li9YHUKkTqS0zUdoqEl2ImvIzGSSqDCjVCkRRxGH3xYGrnVcweN7koiYag7Ga3jd4yL2UiL3ewcgnbmDZ1JV4nB7a9GmUbc75PN6+bz4L9z9Jbc7bSF4dCPDE9+UcmudPUV4oGq2G9G+C8Q/zA6zo49QETxJ55bb53P70zVx3Rx9Uft0YHT4Bt9OLx+0GyZdRD6DUSEz5pJy3nlUjDZPZ8OZ3zP76Wfrc2uPfIrP/VQiyjCD/8+Xy79nnvwF/KUVdV1nP53M2cGbneUqzm1K8aYIk4qcpOezuhKVeQl1ipX+3aEIjDWR6bYiixKUjV0jsmIDrYQdBq4Oxme2U5VVgq7eDJOMXbCD3UBbqU0outFpDpy7rKCzuROjPKjiS2jej4NtyQrYXofD4mIYEVeMKWW/Q4h/lou871eyfc5gbJgzEUmPnxA+n6NJ3Iyh6ILsPI2h/mcv37pdG8/i7D/Di8NcpSC8h32NHLYsIwLv3tiD47gBuaZHF2Gn/OjFCjxs68e7yKbx250ImLX2QsvwKtn2yC5fVjUGpwltgh2NuYrsns2dDLsktm5PSJYGg0DIKLhezd+12Hnj9IUbeNJQDHx4mU5GDQqmgz8huTFn2KJePZ2Pw15F5KqdhTJVWSUCdG3O1L6595kwiCScqWFijwFku4rC4cGlc3LWpmEX3t8HqtCNaZUDwlY8B3y/bQVSsnZJLTi4cex9BqaD3TV2os9/NtF6v8uLSEkIjo9i+NpTeI7uyd3Mxfh1yqTkAdbbe3P/YNxzd05ITV9qiMaioqFqJvWYTJlUQsW2gpngYWoOKkqN1lHoPsWXFEjJOKxn1yNMkjnDxVWk4ktdFdYmdeqM/AeNV2L6UMJWZAAjaW4kky8R2bEa6w4bC7kLRTweHLbg9Inu/PMwrX03j7hdvY0KrZ5rck9qrnph/hCyWA0rsxQ/g6aAkzxZEzpnmlOzLJa61jv0rE/EvKvex9Ykg6VQonF5SOjVj7HMjuenRoRz57gSfzdlIUbWF4LBAAmSBlStfRpIkbAVj0Oly0KrdfLUkio++iENdUo1SBknyOeYUP5VIiiBfcNN9RGdevZqF/u/AmvlLeG7ePp5d3QnvbhWndqfQ704re71haDdmo0+NRC62UKWyExgSQJ9RPXhqyUMA6C3vsm1jKB9PDUCWBfZ/B+Cgz6juTP7gYYY/NASv20OLLo1egaTWVj7YdpzRCXWoNSoimoXhcrj4bFwKNpMdqEVtkFAoFViqrSiUAqMfGMnFbZeJTKzi4bfvRalUsmfdIYKjgijOLEUfoMNaayc4IpCOg9qyd+NR5u3pRIfR5Ux/LoNnDB2ZM3oBL6x+isH39P+3ye5/Dv8hZrL/V/jLKOr7W06mNMvXvcQboEWpUlA6uTmxC7OQBRAj9bSJLUdv05OVAQqTnaogI5dPqxpa1nW9oSNFmaWc/eIix3443XBuKURBy7u8mL/3YLfq8QswEt3OjaCxExp9HBjesO/M9VM5rL0T0eJGHyny4aIEut7mx8N3TUYIeg9BULL8zOc8O3A2ZbnlBIYHcOlIJnE9bKTnGwmL1hLX8dc5Y1M6JZGfXkRBegkAASPVCC4trnI1/oUmRsZlERYi8dYr7zD9pQGgjENQXUsh+XvR7YbOfFfnY0b7ZtFWzLVW3HYPjlYhqMttCCqB9MOZpPT20mVQBgd21lJd0po2PRcy/ukcJFcX9NouLN42r6GGuCyvgqd6z6Akp5wO/VvjsDUaMnO+fYHD3xzjh493IwABB4uw2NyoM2OwVNWDIHHnjBL0/hL17SXYJ2AIMGD2upmwKJ8tM8Ix16kIbdaFk7vTADf+YX7s/fIIhw6fwlPk5ukb1QRFpdOmWx57TBHs2+AiLCqQwiwdKPbwxbxAwAoc57FXy5nc5yCSrMbrEXl2QRmr5scgSUEggKlWhSAJiG6RsxFRbF4s4ihwoVIrkDwSnhwZsdzTpDpAkHxvB6/bi7rcisLhQfGqhdhkF+YCN0fTTABUl9Zdcz8mvtHYHtNcY8FPux5RaINge4da6yMU2y3clGRiwcxEutxeyY61UdTUaAm7pZYh4yo5tT6QvDQjdcObYzxZwoUDlwEw+OsZcu91dBnSgZCopoxwbnsZHnsGOp2CwkwDaxaEoBrqj1xpJTI2jLLsCkJjg5m/Zw671x6kqqiS0pxKXvl62r9cHvcTXOWPMeOtAxQ6gvAcMDFwRC1fvKcmIsGBtsCK2yNSJ3oJCfPnulu68czSRxueN8lbyY5PK9nwvk9JA+iGRKJo7c/shc8BNAkfyGI5CFpEuQWvTGyOw+rBqVITGmegvsqMWteYuHfX0yXs3hBGXVUwSpWK0oxNDL1/PMMe8DG2XThwiaVTPsPjFhEEwecaD9ATEB7Aub3pzN89i0+eX01JlpeNygg8Kx0079Kc3rd2+7fI7X8VfyeT/Rfi3N60BiUN4G4WiOivJXZhFgCySolFF8IPa5tz+Vt/5Go7gSEeWnfJ58DGxh6iVcXVLJ++hmPfnyaueaPyCFB7mPZoLqmDPGh0auorzRzZcImzZ/yoq/K91A5+fYzxzZ/gpZvmERQRhFKrICbVxdj7K4hQlyK79iBbPwEgODyQ1C7J+Icayb9cgNagojJDQ8vuFo7t1VB0+cJvllh992Ej0YhjaR22AiWBKietepv5eE4sn7zdCXe0HQQ1sm0Fkvv0r57rj+Dr97fiudrRS1nrRCsIuO2+zzkn1dw9sQ8ZUiiLny3m3UkXKCkbjKnsSY7ufhzERqKL5dPXUJJdDjLkXizk1e+m88HxeSxPW0jXwe05vP0Mok6JrACl1ceRbDFZ6D7QhFYPG6ZHE203wUUXSrUStUaFIEosW9CK4iExSAovp49nAKDWKrFUW5GDBXq8ZiNytE+upvJ6LhwJYfcXLoKeVVOYo0OhlBg+oYbUjnaMIQY6X9+Okwdbo1Dp0Bq0IMGHs5OoLpGpLaujTmFG86g/SqUCnVFDzRIJy1k39TGBSB4JQSmgN2j4/9g77ygpqnXt/6qqc5ycM8yQc44CimBCzIIJREUxggkVRTCiYkBEAUUJIggCEkVyzjmHyTnPdI5V3x+Ngxz0qOece797vTxrzVraVO/atau63v2m55FtoWKkiF8VEAK06NGMIQ/3R/SF0izpzdxExPpRLpDVq/Uq7F0uGE0BPtn5Jo1apXJ403Fmj1/IN2NHITs+51D+2+SfLKG6YA9VW9Sc2qvi8EoVU+9MpqZCjePaCIp0iSx+O57c46F6APOuQiRPAJVGwu/zM/6W9wgGg3z18vwGZiwA2XcMjWMA1ggFOSCzZbmZVtckER5TjmhQKD1fTuP2aXy87U2SMuPpfVsXHp/yEB9unvgfkWBUFB+yey0B53Y2rIimsEKheLOK+R/HEhEfxpEdEfjOBUmcpOKlxw+g0ldj0S8g93ioBqWmrAZX4XA6X1NGVNzF31Sf1BaManftZYWBiqKgOL8nb/dj7F54D4e3q5DUIpEJ4eQeLcDr9uGocRKZFCqQfL+kPyXZelxeD7aMAAZLkPSUKQCsmrmeCbd/QPv+rXFpwZgQepZFlUhZdjk+j4+MFilM3T2Jrjf2Ze2nEdw/4X6+2P8eBpOeK7iCX/C3MNRJTRJo1i2LqOQoBBEMxyrQe/00bp+GOdZE+55NaKc1IO2rQdpXDiLktkpmW/k1PDl1BABet5e3h3xCeqtkUMMNnzn5JS7iKJeYcEdP8g80wWP3Yg4P0KxlAe3aJtC4eWgnPmfC95TlVrJvzSGqSmrwN0/jqLo9nzyWRcWZEQhhU0EboqasLKpm30+HqSuz0ejaUjJvLMfnVvPUm9cxxy3hd54Gft9Qt7+mVcN/CwEQ1zox1MeSszdElFBXbOPo2wUcy1OBYSi4Vv3bvdUAQ8begjnSxD2jy2iTXEFi9EWPT5JEvM4AiRoVLlcEpXkmZr2yGre/Px1bHEWpewo5WAVA79u6NpC4OGqd7Fy2lyadMklrnkRp8RkKuhipfzARYUIMFxwg/K4AlvAAclAm6Bd589p2KBUKAlDdzoDoldGfcKDZbid+opqqWxJR6SRi02IxWvTIokRANuArEVHr1SCBowa0mSbu6lLIsPF59JvuIWGgn4JzWvwuH4c2HufAuloEBIK+0Pq5bb8SdigK4vmkHp/bT8AfpLasHk2ph/B1IfENJRgKyas1KghCTWk9Wr0GrSmkfNS4TSp9h/bEFHYhZB/djNxCI0owxLqX3i6dqAcsZLYL44VvRtCkQypl2aewGj/n+rvWcNMDlTgd6fiP68nOgVmvH2fRika8d6A5dfddjMrod9Si/akcxS00aCRrylyoqzz4PUHqq+xkdWiEJEk8P+vxBuNl97lYlf0d4MPhVDPxSDOKolS0e+YIDwzOh+rQhqI8v5KxA97AVmMnvVXqb4pY/CuoLa/j4Kq38FS8wGOf9CLvmMBH1ycgCNDlxg607dsSSZIQNSIvdTzGgslRRPUKUFodw5dj56HIdlS+ySyYFsW2OiPXPVaPOlQuwLYlu/ly7LfYa39F8iI78Fc+jte+C6fNz6cvqhEUN7ePuYkWXZuQ2jyJ5t1DUqyuOheWaBORy7NRxJDxvfaZq3lyxiIy+65m7huLmP3693jdXnTijxjf0PDQ55UISSIR8eHcNuZG7nz+ZswX6F1fnP0U4xc/R2xq9GXrcAX/Av5mVd+Covz3Z9NtNhtWq5X6+vo/JS32V/DRyOmsnrkeAL1Zd5lIwS/I6pnF+T3neXbmY8SlhhFwH6H9wAeYPWEh8yYsblDhknQSLbo04dSec8hykIj4CKqLq3n0g2HcPDwXVKmI+huZ/PDn/PTVxobxFZ0aweNHECAs1syNI69iyEtDUWvUnDuUy8TvXsTe3ELNF9C1WwFn5hmpbx4GksCGdTMbWkp+C06bi/saj8Je4yQpM57a8nrcdg9yUKbN6y52L0smvKYOXSfoakxl9KSNYJ0KUgyi+t8TRti39hAvX/c2N31YxKBOdh7u1QwEaN4ji5Pbz+JoE0PnpuXc9shp5j2TgkJTRk86REm+gRadRUyRCejCb+etYYc4tuM0Nq8DjV/FKkeIdWzLtmf55O7z2B0a+i+sZcUjSeiKnHS+qS17Vxy+ZC6BW8xIaxyINyajLL7osfsjdHiaRGLeVYxGp0Zn0WGrsF/yXUES0GjViGkx6CJVBE+dwVanhQCYIk0E/YEGo5zROoWcYwWX/ahVWomA90LR4a9U234Nc4QRt92D3x/E3i0ey65S0lol886acUQlRCAHHayedR2fjIwjEK5Cqg3Q4+YOjF/0IIIUTknRy2hkJxbVaVDqOLrHQmInFRWHDZij2/LcjWd57M1sNmwJ4/DScES9jBgv4BtkRfnOiVQeRFJJmMNN1JbXowQV9GYdgUAAg0lP+6tb8fL80ZfN2y97wV+Iu+J2ys/p+HmjxM9zY3AVSvhjDChRGjQnL82X3/f6Hdz/2p/nVf8jVJfWknvsKEeOjMcZH+CnR1IIBgPIfgVzhAmvy4vGoEatVmGrcSBIIgFPgNhUD/e9FkWYoZZjuzQs+FRB6qbDmixRvimIpsIDEtzx7CAGP34dMckhkpeg34ftfF98PjVfjE+g6Gw9Pa6z8anQC71Nh7CvFN2Rqob56cxanEOyUOafQu0OMv3wB6S3SOHcwRxGdQxppBssOjr2qWbbz0a631JPZvcAM99IQ1PlYKXz2/9I1OH/Kn7LjvzyWfshbyFp/njDGPR5OPjdK/8ltug/ib+FR/0Lxt/6XoORBn7XSAPk7c8lpUkiXa5vj99jozo/1M70wPi7eHXhM2g0arRGLWaLkVO7z+D3+JFUEh6Hm9iUWOIyYkCKBMdnAA2eefrNLnSRQaKjQ1t3US2R9pyXjl2mcnZ/DgAxSXo+efAod6ScxBrtZ9+sKFy1KlQ7HbzxwGkEuRbZu/N35260GFhS8Q3rAosYMLxvSDozGLISJUVGWo7wc/0rNTQLllJ6/iizPhkNvp3g+PTfWN0QOg1oR58h3VkxJomHezXDYDWgNWg5uTMkw6nLrUNo4mPb/ljcvmTcKplX7kngdLEfOVhAwL4NR9HztOubxJf5H2MZFU1q8+SG8bV1Q7CXalBHCXS3OlHCrQRNWjoP7HDZXMTTPoSgwvtPjIAL+5qBT9eROtyH4XComHDQEwOJT4tBUAkMeKsYY3TIe1WCCgG/H6m8DtfhUmxVWrQ6LZ2vb4tOr7nEc3baPcSnx1x2flOECWOYHrVOhUZ7sUtAUkuhJmQBFpbMRNKEJqcuD1FG1pTUYom48HxIJvrft4G0lsm0a5PJXc/dSKNmuVD3HErlTdQ5NqNlKwGfH7UunRY9rmLb7Ej2bkokPm41XqPC+4+ncfD7MGS/QsAmEEw3ojroxp1hxH5NHIokYo20XPDwQ7+L5KxEWvdq3hAi/jWCrtXYyroRqB3OsfMZPP1SB5a9nYCrUAUIqKvclxlpgJ63/mcqlZVgBXLlrZiFfpgjD+M8rWbLc8kEA0Fkv3KBCMSBz+PHUeOittxGbFoMJosRQ5iepz7IpFe/PDYuc7N6gx9BAXmnh9qFzpCRBrLaN+Lhd+5tMNIAOD9i0iu9GPlIEkURIr0H1bNpRRvCpmcjrM1Fyq/HcVcU7qzQvfPYvSSuL6dfv2padM0gvUWoqvSTC+I0glogGJQ5sDUKSZaIaxXA0tRLi0dq0BjUTHt61n9kva7g74+/laFu17fFHx4TFmfBGG4go00Kzbtl8UyvcagCXxCdeAbfhRxy7zt6sNw+l7ueu5mw2DBUWjUR8WGERVuwVzspL6wgPMaKoL0KDPeiKDIarYYxMx/jhiG3saT8WwYOv5qkpgkEfUEOvxJk/LA2pLcK/ZB3rznFU7c3Yv5Dybg3e1E5/GgNalSRAr4khT3LXqE2570/vJbso3l8NTbkicpGLYpKpPJLhaq3avhpTgQH10XSqIeHhMbvcvbQKZyuJL6ae8e/scIhvPLtaFa5vmXy5gl0vV2hUZdSkEGlVSEEZLada8bG96KpCDpx3duMx967BmOczBnFQEmRHofNwvFtB9DZ1/P24NFM23uR1KHrTR3peVtX/LkKE3okIQ3wo1aCDHp0QEPY8ReIp7y06dmcsGgLURcKoM5v1FC1WME/IgyAQY8NQDCXYo71svHNOJ54J5+sNqE2saBfQVJJeO2hFh6vw0tYjJWqoksJT+rL63h92aXVyy16NmHKtrfIaJ2G3xtg/IqTPLogh4EzSgn6g3S4tjVLqr5GrVEzYtK9CIA+J2TcrNFW1L/ypDRakRn77+e978/Stts+hjx1HG+wHL9cTbRfZOn0bpRXNeaTgz1Yvng7pvA8mvY/yAOPZVF5WyJypAp3VjgavRpzhIlgqR8pRkR7xIHGpyK5RTKVJdWXzL+yqJrXFj/Hh1smXvK57D2E4PgEiyiikmuxn6pHSTKSPEZGVouo1CGWN2ucmaQmCViizMRlxPD2mpfJaJn2F56i38epk5uxO3KQA1bGP7qb1Utj0eqtyIFQ3l8JKpeJV1TmV6HW+Rn9Xikd+6dyrq4lkQMDtB6nwhupxdoylAoQ1JDcLJ4JS5+/LD999EAbtpa7qC5VkTPfz9zJCZTlVtC+SzNSJR2qej9SnhdZffG1GZsSxWOThzB5dSZKsJjsIye4ZvBuTFYDBEGUJNJbpvJD1dcsfyOWKf0TKJor4VP5WDdnC0s+WfUfWbMr+Af8zULffytDPfjJG1gnL2KV+1teW/YCXQd14K6xN/PivCeIbxyLIEJJmECdyk9+zllWzttEXFoMBnMRUcnV2JSL5ALr527l+8k/UllYhdvmoaa0jsqCGkDBYBQZf8t7uO0OcC9ACYZytdeN6MfNdz6IWtRz++gbMSaYsTSNQPEGQVA4fygXIMR/nR+GL0/GIGlIaZaIRqslWKHw2d1xrF9QSnijN//wen9N8xmMNiObQqGe+jIVrp1BZHSs9SYzZWQmemknx3NXkGKIxlH+w7+91hqdhta9m9Nr0P0UHDXx6FsFBLwBJFeA6DU5tBteS6CnloQjK/mqZCPzPorl28pGfPZ+PLlFam577gyy/VOSI29Fdsy8ZOzxi57lnldDPdjqr2vofXMnBEHgvfXj6TKoPZL2QjuQRuDt1eNIbZZE7zu6AXD+mAFfvoJuahWCJBCbGs2dL12LxiQT9InUVqlxOS4+9pntL6YC1HoVD759z2VGQOmqcNR3nPhGF+UZJZUKY5iB2JQoIhLCePvWZswblcSWl0IeWnhMGObwkOfVumezS8ZLahKN4l6EHLhQAKl4Cda/w/SDElGJOiTdAPzit7iFbyjzDeGq21PJrT5Kh8Ailv4YR/sBbubsT0YocWFZUgZDzaCEuKlvGHk1HPfh/c6DVB9EvbGQTle1ICz6V4VsAoye+ShAwxwB3GVX4a77iKBcQMDjwGUL8sUrUQSW5lA2T8DZuxEBRaH/vVexsHAmX5/6hPvG30nr3s3pNKDdn3tw/gmUYDmyaylZ0e/ik+K5t306zmQBjwUqC0MbDUu4CbX2AinMr+6TjMwLs56n130zcbmLeP+VWlZ+F8Puw5HEP6KQl6zHHGsmMSOBz/ZMIioh8uJ5AwUoio/Z47dh3FWKvVcEok9GCSrIQYXDm0+g0qgQFNDvsWM8EaK7TW+dwjNfPEJUo+EI+qvZuiSbZ/tMYvEXVhw2F4qs4La5qS6p5eevN/P++tfRGFS4SkTe2FjIHWOL+Gb8Qpz1V2hC/9P4per7z/z9b8Dfpj1LURScdjd7Vx3AaXez4J2lVBVVs3flQWRZQVBBxCA92hiRuAQ1I/qcQAxKrJ3ixhx9NQHbSsoOJxPVC9Z8uZ4vnpvToDNs652K/lQl6koXSY28XHdvOYf3DERnDoeqCnDPAfOleT6j1Yi6mRW7oRZOh1ppvPXbkR1b0ZkeZaX9W45sOUHAH2DVVxuoKjmMIIK9VkXbG7OxF76MOeFRRP31v3W5QKgg5heo80K5M51ZS9AfJOAPEPQGcE7xAyLT34+n3UsK1Vuq6NnjILtXxtCqTweMJsPvjP7n0OPGq5GnGfnyhZBXrAAtOtjJ+0GHqtCOo1EKws4gosVO4bNBNEUWXj9tIaiWSL6mEdNe3IzimIscOI8YNonzh3JJb5XCsAlDGDj8aqKTIjl3MIfrDUNRa1UsKv2S84dyKc+rpM/dPRq8oqGv3MayqWuQA6Ffnr4V+AtERFEkPakv1eeWocgwY2wqslbEl2rAVObmzR/HsnXRbhIz48jq2Iico/kNu2xvuhVNbj3eLX42jN7BBxvG88momexdfYgT509yZ/pDmHQmRrw7lJqSWr55dSEA8Y1ieXH2kw1r5HX5sETJjP00lw05zeh/Sz61eUtRgm/w7lPX8/iUUaQkp4EzF6cUQ0X5Gradl1g9v5zcKgjbW4GzPtTfWzEiljsf0pNcW4+7RKTmmhjMP9SgL3FjE+D7ScsREFAaaK+g7909ufb+Pozq/CI+l58H3xpCr8EXZfkAZN9+VHINglBKjSsMi8bG0OHtqR2Qia5GQN6Xg3nDOcxRJtr0adFQQzH48YH/1vPzCxTFgxIoB9tHyOrujH8twNV3nQSTmyXL0kAEnUmLxxOKekQmhFN8voygP0jjduk8P2sU+aeKUeoew1FdxoBrzcx5JhbtThvVBg1WfyXprVPoc0d3PE4v+gtV1UqwDKX+FQqK7yM++RAnRCOG4/W4mpgwnAkVmun0WorPlqHSSMhyqPpdb9HxwaYJWC5sdARVGh+MGIfH4cVZfzFa8sRnI3DUuhj8ZKiF87ZnbqK8dio/bdbjOdmT936+D4Pl3/sNXsHfH38bQ/3JYzNYNWP97/673hqg2ygbXoeNo+9qGDcxC4M+SHozN+UFZqoKO9PvgdCxc99YjMsWUrFKvMtPeGE2tZWhpbLVR7FvW0fi0iJYNfMA6a1mowm8QWZvH4IQUuiy1dixRJhRnXSibApVAMsBBbP5EFW5+UQ3vxVBiqHNVS0oL6hkxw97ECUBg0mP0+Zm5lONcT/v5rZRS+CfGOpXFz/Hi1eHQpfhcVbGTH+UxR8v58imUG+sIl3cLhYcb0z+HSVktanl9KEE0jKmsLkCrtN+gKhO/RdXPUQ32vv2bhgjJvLSgDfwh+kwXRXEvSN0zcXnKlCpVAgJoDhl5IBIoi6CspwKgil1LP/RQv1ZPQ+9uollM5bRqecX+KvbIEa/SFxaKC8cmRBORa9I9Gft1FfZad6tCc3/gZ3LGmnhyxMf8/C0T6g96MViKGHAoKsZkjKSlGZJjFswmnfun0LAE0QbIeMK1xHIdyCpJPoO6dEwTnRKyNOSDSK198QQ+7YNggqdrmlLTEo0z371GHfFP4K2lYTvdJD6XBsznpvD0urZ3DDyWnwuL9HJUSiKHyVQAYKFXa7lfL6tHJXQiA59K7B7itm0PIJmbbrzxNu5SP4pbF3dhcT8rXy3yY5sgVNNSkCpRb3Oj2zSkd4qkbL8CrTn/QTtWiqPA0iEryyj8pY0YudnIyigNqhp0b0JB9cdQ9arEbqlEZ8eg9Fq5PP97+F1+y6jHFUUP2XlYyiqtdAirIqSYD2fP5mE6owKtcqOV9Kjt4d+D/YqB+8P/4x5by5i9tmp/7bYSej8AapOXIve4Ai1gO07Sq05HlHdlh8/CvEFpLdMIatTI/KOFlB4tgSX3Y3f62fa/vdIaZqI4lnNmR3buPNOM7q2UXDCiyIqBPwy2PwIhFJFN468lvDYsIvnrh6K29+G90Ysx2BQ8E+MRfNRLUFT6PcuqaWQXjQQuNBGJ6lEHnq5nLzDh2jdN0RKsm/tYUwR9WgMIvZqLc5Rsei/KmfqE1/RrEsmKpXErc9cz4NvDmXSA5XYV1bzwfpL0w5X8B/EFcKT/3lw2lyXGGlFJaIIv2JKAlzVKuZMjsF41oY214MAuLwqThmSqbcl0bbbYrKPeWncHp6e9jDjbnoXgJIlKn7RtzCGG7BVOSg8XcS5A9lUldbS91Y1BsOgBiOtKArv3DOFd9a8wuAnr+PwphO/zAohsA29NUjQuQKVZQT2OgfP95vANff2oqqkluzDeWBz02iQneRmLgT5t1moACqLq5n10vwQ05QM/Yb0QtKoGow0gCAKWKPN1GZKuOth+H0V7FxjQR8+E5/DQi+th8rs+UQ3eRFR+PeyIB36tWbmkQ95otvL7HztYsV6ZHw41SW1OKJjMeaVE2wsUnGDn8riLISJZ5knJhD0y6z4JoybRhZjDa/CYz+HqNyLJm41AFGJkWxZ8gClOVFEJ0X+3hRIzkxgyuuj2bvyOP26tSL7cC6rZq4lLCab2AQ98/Oms3rmT2S0mchrg5rTuENa6M7IDo5tWkhSi1t5555QD6zokol7M9SH32lgW+4bF8rtR8SG89iU4cz/aTZSooIU9BFh8TH/nR/oPqgzqc2T+GnWRvTC5/S+/izVtrtId1Sgs6jRGN8A8TQE1fS4dg/Ht+fh8pSRd7iKDUsrsVf/QkxjAioQtAofrMzm80XNiExtTeG7PxG2vYxf661IriBx315kdvM6fYyd9xQ5RwqYOXYuD70zDKM11Dud0vRy4htF8RKofZVT1VraqEs4V24gu0Rma34mBsWJZlcBmt946ZVmV+CyuzH+G96gogRRvFsorvuM2LAKnHYz180dwLDanRg3OVlbYycoqwCZsvxKco8VIKpEDCY9HpeXYRPvJrVZ6Jr2rFxF7ik19m0K9m0eVBqJ2ifiCJ9dhlAfouvURxnJ7JBx4Z7bOXDmNtrE9GDikwGKs2sQ+mcwquc+vixti/J9HQBBfxCVTkXAc7G9sd01ren/6L3ozCn4PD6O7zjN9GdnE53qxm1T4XGYiF/rJamlnaJsLad2n+PU7nNUl9Uw6sPhvDj76X95za7gz+N/S1j7z+BvYai3fH9phbQvyYqiEtGdv7SAplutiTO5FQ3/LwkC3gqFzr33ozG/SbjaxIb525j65JcNx6Q1T8FR66SyoKbBe6guqSMpU+bqm9bx/fvlDHvtIu2goihUl9RQeKaIHoNDghOWSBOlOeWERQTxu1VoNZ+iGAczd8Jyaspr2Pnj/lCo2hdEUovkbzOwpFTC1PUhqnNm0CfjUiUfgO1L9nBm73lkg0i3fm15dPIDFGeXXXKMElSoK7MRsOqorwrwyYtJICuce9TAgD6VtOwSTWS78xSfGEyTjEUYDdp//SYAqc2TGfddyHN11jhR69Vkdcxg9/IDCO4AAiCfDxCYZccUo4SoLC/0NPlFgYUlZZQ8fyv3vXY7G6auxGF8leffmACe5ai9BYRF3MPyrQ9jLYim141Bior6kdysA0r1rWB8imP7kmnVbhuNb6gBQyKm8Jb0eao9O88eZ/uAg8w9sZm0FhHEt3maN5bqaNu3NUqwAgQ1Rzet5ccvTtP7zmvIPXKYyHiRe58tQjAOp/t1OvzBcrZ9/TQ9736Bgbd/R6v+TyB4NyBI+yg5lE5UViZRsblMvH0BihLgyWkfQ5SK6Lg4+mbKKFWDWDpjLqVnD7JqjhGTRYfLGUSjjaBWNKFub8aj1SDl+1AfD3mv6kiYvz6OnDlepA6nSGmRRMHJQgLBkKXWm3UYw43UltYSvLApFSSBsCgrHa5pTYf97//T+yUH8ll2+ivi606RVzqSmLi30Msycx7LoMWdNewTo0lJaUquvQ7rxrxLvpvcJOHfMtIAAec8BNdsEinDL+ior/HS77ARpVE3XI4zVOtEmnVuRO6e84RFW/C5fQR9QRwXpB93rzzArc9cz94tBzm0qYL88gBqrR5ZVkI8+J8Vk5SZQJmvgv739uGBCXcSEReOEqxAqXucSHsmk98o5oHnjzDbk8yBH93M3JOBN1GLturiJj/gCTS03437fjRBfxC9JRSFWjplFT98vAqdXkv+tlBBo9YEwUofqV3cPPFxESMfaU+appJln67hscnD/iNRiCv4AyhK6O/PHPe/AH8LQ53VqRER8WHEJEdSfL4UqyuIOcJA5zE3cG5/Dj1v60Lu0Xzuen4wb971EdlH8gAwmnV0aHeWBV83wqpaxs0P6Sk83Q5HnQutPsj1D9lYMUsh4BQwhvmJjK6iSSs/J/YZKSvU8sP0CMbOfw7RfLG9SFEUis+X8miHF1lhm0urnk04ezAbBBhxQ3MW7DqBimgU92rM4Ua8Tj/ywzr8c/3gCL0c3G492UcjKDuzj7TUnzhQVkWHuJcvueYBw/ow7emvqR6ZxOGZJzix8zRZHRuhN2lxO7yIagHZH3oI1Wc8pLRIQomWKc4ppe6owKqiDBS5gOAuJ3c8n4NS1xeP/040pocQROO//DLpcn17Zh6eTG15HbtWHmDBu0tRFDAev7hpUtkDROkDtLjey441oc2BGAyiWpvNXqc/JKCSoSLtSQ9rPnuGVl1dbNgcRpv263GfakuPQbE4HLnk7P0Kl81NVkYVOD4jUB0g6I5B4CQ+22LmzUmgRTMVB+zJTJhfRsGRb0lJlvGKajp084D7C7aXPUX75Hj6PlRKe9nFhveg//3NaNpyBwd2D+WpiQvAUU2d42t6D1JzetvjKFbQ6Z9l7+rhDHnuRTKataP4XD7VBcdp3D6Da+7IY+nhcbTznWfy4zFo9EYefK2UsJa1VJSrCfhM1FWFwqnBgA6dPsiwu3bw5RNZ+MP1KKKAICt4SwX2f2ZGVBTyTxVyzyu38d27ZQ292267B0ukmUGjBrJ54Q6cNhePfzLiD++doigo/uO4ax6jX1gFKrMZS2IEE5f0oOb5cnSpIEYG0OXUU14v0zrMjD8zFo/dS6/bu9H1xnbo/83aBtlfBq45OGUT5SURrJ+uZusKC3e+2JYvxswmcFMkwVMqzh3MRQwqVORW0riNnXOHDciyQPNOLh4YsweqBxEbX0m5KwXFrIWEICqLQPAIRCZEYKt2IPtl+g3tQURcOONveZdxc3siqG7g4IYtbFjoYLuvO/VH6tEF3GgqBdQVVfj/8f19wW6v/nIDk356lYrCKhZ/tIJ1c7ZgjTRTnl+FxqTB5/DhdfgY+tatfP3KAvZ54vCOjCYyUEvBQQWP09OQH7+CK/iz+FsY6sZt0llYPBNFUfB6fOQcyUejV7P4gxW47G6WTVmN1+1n94oD1FXacHRJwh+mgrV57DrdnMQbi7mjpwfB9B53jY2iWbcs3rzrPexqheQnVajPenhkQj4//ZCGNldDUYGR2tIA3a+tILHRpU3yO5buZebxD6mvsDF7/EJyTxRRU1KPOcpH7weqGXldC175Rkd6k5Pc9NhYlk5dg/0LO3hArVejM2iRRouopkt0aDEEi5RHUaCKKo+TKN1FOUiD2UBUUjh8VIAXGNP7NZY75jF+yfNMuGMy7nr3xUkJUJ4TEoJQggo9r68jKtHJukXheDweYtIjaN+zB5HJPyA6viYg3Yohbvy/fD+ikyKJTookPiOWs3vPsXfNYQACVi2u9glYt+Ziq7YTl+IFJWSoNRo1PqcfT2cTmmMuxLM+dIvt7NAfZ/z+VgwbsZ+q2pVsm3cLhzT7GdP9AJ2uCjLnwy/Y1zaTNIuLSEsNI+/N4prbr6Njy3JUgUY0i9vE9Sofyc07EhbpB/8pCJbgl/WAhQTtQXT2E4SLCjV1Fo7u8NL+mhYEpDAGjRpMwDwMd+0aji7/GoPJz+lTQ0hpu4MIrZd9a4upalRKe9+LTHo8A71ZR3rLVGYtKkDoKXEy10hlsQR4WDwrnI5Xefh+UQr6FA/BGgXZEQqt4oevHslEUBTkxpHI9aVI7gDqgTrcyWbEGZUEg3JIMOIfDEh5XiXnD+by8fY3KM2poF2/VvwRFM96/FUvUJGvJqmxjjdfiSUr6008y1sxfPL9fP3sHE5MkFDJXqj3outkJbFVKq8tHPNPiXj+DBRFJmj7HME9A4/DwMJF8eQ7RPbOVBGRGM7Xry5AUcCfYiTmSAmTt5/l2SeaYd8dpHVXF6X5Vhx2mfCE5rTq8hMKidTVqTjXsTn+D06hBCSUC5rYoiBijjBiiTDR5qqWyIrM85+uQnB8z7uPReLzCKBYcW6sRuMOggw+jx+UkMynErh0sdv0UvHCp6GK75PblxNmmIPbHovb7kZSSfgcF6VCv35lARmtU8lZlI9+UT6H0JLcNOGKkf5vwt+N6/tvYainjfmawxuOk3usINSy8QeLbzhcimJQgQje/lZaJ+xEUrdFCZxn8oPfc8dzg/A4gpT5dNzd9TxhHYI806MJoocLvMwh0oSKYjXVeSsozGvF4XXfM2LS88x8YS4K4KhzXlDYCcFRo+bnsnb4zpSh1INWdqCPttK6ZzNO7zuPQEiEITopgtLxFYiCjCP3fjRNphFwLgbfEdB1v+Q6PE5fiOgjCLKssPbrjfQY3IWwSAtepwc5oKAxqOl5S2c2L9yFHAi5BdtXW1GpRSS1Go3ZRViUgwNrt9Cmh0je2cb0un4+vqrzqMNeR1A1+pfvizncxFurXuHErjO8cPUEqPdi2ZSLAhjCjKyYrQFCBCS/cIb/0nITnx7LCZMJdZ2PsJ9K+HFuFBCNSpNL4NEgw3WZCOHQcoqXYKGPH2ea8J0yUxsbIFx9jkaafBZ9JTM7vzOG2QUkJ23E71PIam+i1hPNullq6qri6TCgNScNlUh6N4XmErJmSIRvs3LmsMKZwxv5+ZvNxKRGkh8dAypQbdmLz6MAGhDOcL6vmRUfJSO4fHjdPg5tOEbtLfGEzS7npD8cQZRRZIX8rHiUnbU4Uq1YUwPc8FA5nm9lls8MtXOptRKKDKa9JQT8IY9ZOOpBf8hDALhmaE/aX9OaVr2aNUiCthwuIdf5Obb0FA80for3N77eIETxW5B9x8FfBPbRqNQyCo2pqCvBc4uazz+IQ5fr4Ou3lqHRq/H7AwiSgOyXcdld5K4pYFjWU8w5/68XkCmKQrD6NvIKjJj0KhbPiyGraz6t6t0ctzbHbfMw8MF+bFm+k9rpJdhkgVfXd+Tq+0tYnm2muu5WXprfh8S0ampzJ6MoQWp81Xz5bhL2TTn4XCL1PaLpaC1CG+njzCEVPW7pzAMT7sZe6+D4pkdIaV/HgXXx7FhtJuAXiUvz0uG+UlZ8loRnSALiT/Voypyo1Cr8AT9CuAY/Cs+8WEPXQUloTH4+XjaJwzNyqN4fE9r8BhSC/pCKVkRCGFWFoT786pIa7nv9dua+vpiIBOt/TO7zCv4E/mbFZH+LPuqln6wOGWn4w4VPyIoj3GrE6ANrlJnE7Fwmr+/E2dxc8PzMuAVjaNwuHQTw6rRsOpPIpMdTUdmCSHIQU6SBuC7JSD2jWf9DNAs/cdG0S2Mat4bzO94ks1NjyvMqcdS5UC680HzRWlSxAm27lSFIAj9M84JvP4ri5/UlLzDjyGT6DOmFWqemusYBEgQDAiN6NqGsOJGfP27E5jlLkb0HL7mW2WenwC8MlhqROeO/Z3jTp6gqrkIOKLTo0ZTldXOJiA1vMNIhCAT8Cl6XDzFDYsaCdJacTmbiQ5HkWWqoc1nxeo9it51A+XXl0r+IFt2aMOPoZBKbxNPz9i50uLY1nx94j5Ef3H/Zsbo9DswaHdqUMGq9ZsqNschGNb9Y8F8qb30eEadLS1qehxFXFSE0j6TNdXWo3CCV+Xjr+kYoJQH81S5kncg7j8XzwdOJfLBRz6L1HvasDbB/XRnTn/uRj34W8Cb6ic71sv8eB1+Nnc+Pn63h+33bsMsezuWVIW/wIG72Y42+2HesNWmwzFGTkZlCSosEIq8LAgqCpOCPCb3gFVkhMiEM9wIv+XvDCdtWhmNhgG+HxDCrqhtBfWivnNI0ibQWSQR8wYYiQH8xuA06FJVAr9u64/P4yWx3sWI7dqCHxuEXUwrTn/uG32IEVpQAsu8Q/vKh+GvGIKNQkN+Htae1zMlL46clzZDjdFBjgxobPrcfJaAg+2UQoW2/lvg8fspyK35z/D8DRfGTXz6coP80PglOHGvGlgVWjv2o5vXh6bjq3QQCQdbN3oK7lQdjJz0qSaR8rI3VX1sZOet+XpzzBIlxs/C4tOzYmsmslREczjNQsEHXsNGzXx1B5+G1tLm6Dr83QPNuWSRlxqNRL0WILeP7t7I4c9BDMBDa0b86PZdAuYSSoCW+SQ1qgxdFBe42apSBVtwRKjxZRpr36IElspZS9c2ceLeMkh21yKhwJxsQLxCgyEEZj9NLz1u70vaaljz8/n3c/9pdtOjRhLCYsCu56Sv4l/G38KjjMmIoy6743X9Pa51Et0GdiE6MYvpzswn4gqg0EvWVdjytYok+Xkl1TysIoZewJEk0ap1Kav4hbPFRaE1RJFpFZBRMZiM1Xhdun4fYSAs7f9zPo5OH0fOmeIJE8fhH17Jt8S4C0SZ4PBbj6XIq5QhUdiedPIfZq07hjtdyCBCN+gLvpSXCTES8FUdPAwOfsOGtltn6uhmhzs/UUV+iM+vpOaYIl3MuJm37huuyRFp46vOHmPrkDK6+XyAtaxBfvfIdBrMev99JSV4+uccLKDpfesl6SFoJZIW6nlbKu0YQtqGcpPgwKgqLWbQ4g3N7Srnu2jqaJkzC5HsDp7o3gj+APuwWRF2ff+keJTaO55tTUy75zGD+7TCgrATRKwKGY3UEI0z4EixY8uvQm3TYqi+SQ4gZEjtK4thyhx6LoYTMsbBCFYdnWSUJCT5y6tRos90I/pA4hmARuKt/Ae/0yyDgEdGZNHgcPqRldqatiGvY9ECoYh53EFkSSZ0i4vtJoXJ+kMoL3lLxY1kkTD9LSpNwPE4PFRXlNPlYoGY7RCwuwxdnoObu1kTOO4KsgGJTcF+IxAh+hWBUHCp3EMkdqiZu1q0Jq774GQgVAdZX20lunsjhfir0O+207NmUJR+v5Nu3ljTMccNdauCiiMPpwmruSXuU+fnTL66l/zxBzx4U5/sE1PF47WWct8GCsbnsqU/Ge3sk4QdKiLPrcOg1eJ2h8K0CyC20SCe8rPx8HdMOTCI5K/Gfeuy/B9n5NcFAgITAfopL70ZVv5j8vakEak3UFamQgyCqQu2JLqcL/4rQmgiSQGRyBDUHaqjYXchP+XdyzaCj1Nds4epBQfYcCeezmyLx/6oiO2niab7lQltfop5Bd36IbM9GUA1j7vOHyM0vpC6lE4ntqhBqZFzuCE5vtiCddVH7EkR8YaD+AwX2u7j1kTrKBQ2GsCwadRmLHKhgycgl5O0tovrOeKxHHbhTDehyLz6Tjhon25fsZsS7Q+l2Y0iq8uNtf0xedAX/WQhy6O/PHPe/AX8LQz37zKfsXXOITQt3cGjdUVRaNe36Nad9/9Z0u7Fzg0G4JWoYLpWIp0UciYMqcR1shPGtXGKniyQYqsG3GQgVbX1x6ANeG/Q6kc5IztgPU19pQ5AEJEki4AsQEWHC6XGiUqkIygoF58wkJJcRmRBBwgSJ/FI10pwSArUuomtCxAlfbsoAj58JD6Ty9YqzqOpfQwh7E7/PzzevLkDpqCUmt5zjjkhQICzWQtH5Mux1TnpsGkyeTkZv+Z5rBvRBkEIvo5tGDsBeXUe/4W6iY25i4XvLsVWFBCh6jT2PIUxLfcXFNi9BguSsRPKOFWDaXodUGECq8uHNrkNRSYx6OpcvxsZR6LYwZEg5Vxl9qE3rOFmiJdJ+ioTUdDSaf73v+tfocWsXTE/Pwl7rQjFoEF0+DOEGWnVvyp5VBzFmSWh72XFO9xCVEUtpTjkqjYTOqMVR60I85aWsSEBVb8ShUTH3Xi/R5GC7KgZTlI7rru/Jys/WIFzguFY1kjh6worKIKPTm4lNjSbnWC4T5+UxdmJ31KcubmiCPhn1oVDqonSvHuWkzC9heoCEz8+iNWqoKqzC5fCgKCJH+4voTTrceNCUuYiccxgBcP5KoUmQBOIzYik+UYwiXFS4atwmDa1BE0pnADRXI3XN5fOBr6G9RYvBrGf2+IWXrJ/GoL4kZRCIs1D/qw2r4lmDp+ZDAu4CVFqor6jgozlR3NS+FiEIhsM2DIdDOddq3HS6vh3pLZP5/oPlAMgtdEgnvChAo9Zpf9lIy4FS3M4fsTsWEamK5uShRkxYdo6BadGsmq7B7Qyy+2crSGCNsoS4+S847GKkQPhjamrfrSMpKxFDk6307XUan1fDsd0Su9dGsmnppbrZgsSF1jWBxAwf97zcBMHQE1t9DC9cPwHReo5Rs2r5+EELzodVRBZH8NpjOiw6NWmt9BSfzeMZy2nGn09BAMoKr+KhNzwkJB7G5zrJnp9dbPpuO7eMqmDJdIFgmhVzgR9RLTJ5ywRO7TzDjOfmAfDV2PmsmrGeuec/+0trdgX/IVwJff/PgyiKdL2hAy/NeYrvS79kft7nPD/rSa4ectUlXlu7vi0R6z0YDhYhbHWiXnuOoF/m3IewYLUJgoXIwcqG43etPMGar7ZSXxl6mSlBBUukEVEjIogQGRcOgsB793+KinMEHfM5vuM0T3Yei2qNC11JkEVnv2b0jJGIkojP7Uc2qIi/2oCtXo+jLge5YhAqtcywN4ag2+pg4TMxnBgnoSp0YD9XiTXKjK9VGBPnbWPHxtP0bP8JiuPrS65/6Mt3ERc/DEmSeH/DeD7cOgFrrIX1rzTGUe2mw8C2Dcfe9eJg8i6kCQS/guG8HVW9D1u1A1W0hahqN8FaGbPVzaGvBQ7t9vP9J+mcPhzND4UWsotfQJHrkWX5Xw6D/gK9Qcei8llYYi14W4ToW6cfeB9rVEj6L7KTQovokLhGVscMXv7uaWJTo3HUXsj9exQSI2JQaVQNLHIARVuc5O1wsHnlPozx4TTr2hiVWsJ/KMCS51OoyWyMwaJHEASMFhMfjG6HWG67ZG6CCuIbRWOJNqP+2otyOGQQBUlArVOjN2lJzopHrVPT7YYOmMNNqHVqvD5vg0CIAJgjzDjS9chqoeEZctnc6IwapF9FB1pd1Zy4jIsUpcPHVVK+VsWGb7fRtm/L0HokXjRMHa5tw+yzn7Ko/EtGz3iExz8ezrwFz7HKMR9F8fLzV5/gqxqLIpSi0yn4HSoCfi+aTDVvfNSSo9svVwo68PMRYlNjWOP+jm43tMfykxdDmJ5HP3jgLxvpoOzBnv8gom06FVUaTuw8z5Rng9i/9rL7u5a4nRJqg5qI+HBQwGV3IweD6AwhGly5WqH6TR+iJOB2VtGv/QlcvsF8Ni6Gdx5Pv8RIG8L0xGVEY4myMHB4X16Yeyezdrrp1Gc5sqo5302uJfd4Adk7dExfloGhqRPXFA9H/RJOvZ6a0jqc9U4s0VHMPN0c0Qhao4ZXFjyPo66Gd5/MYN96N2/d9SFyMEh8d0do81fj5rFX72LG4cm07NqUO8bcTMveF4l4KgoqL1uXK7iCfwV/C0P9W3DZ3WxetJMvx87ltVsmMTjiAY7tOE2fu7qh1UrUrhPRiqEq6pZNqnjy4XxQ90DwLG8Yw9ciFn/sxZykOdKEKEloNGr0Jh3XP3INOoOa6IQ6UjL96EyRZLROpeO1bVmw7RNWOb8l50g+iqLwyPv3IalFRG8Qa5idzbuN1JWeAPkstspHuO3pG4hvfPFFrTVrSW6aSGKjGFQHqgjbWEHeqlI+ejoB2bMRZ/nFXu9f48DaI5isRu4cM4iOA9rgsrnYunAXCZkXxv4N26rWq7nrhUHEm/W8flsSiijiltXs39OYt4Y15rvwGDaetzJIKSRdb8dTeg/VJ7vhq7qPcyfmUFVcffmgfxIqlcSC3M/pmxBF91s6EZcWg0YfIo8pWKdhWV0vZJVIfZWNgD+Iy+5GEAVMYaF7l9g4jk93vU1y04SGMQVAREBX6yJMVrDXOFHrQrSOUp0bw548bDV2Cs4WgwL1ZXVINU4ktYTOGDq3NdJKaXYlHoenIRwMIUOrNWho0b0J975yB1+f+oR2/VtTXVyLqBIIvykM7dWahuNb92lKs2Ft0NyoQ2MNxdnqyut5ae5TDLkrxGp185MDSGmSSFKTxF/OQlixDVeRyP6fDzeMNePwh3x++H1We+bz7k/jiEqIJCzayvUP9Wfwk9eT2iwJ2V+CXP8FfW/4EUnlRgqE1KPK/WpmjG/F2bnNCeQF+TVRdtCsJWDVMvKrGma9/AWLP1rJuAVjWFz2FT/WzOG20Tf+pXvqKJtHzsHBqDTZFJ3XsHScn9J8LaWFJipfbEZ5fiW+WCO2VDVen4+4lGgkUeTl+aNp3j0rlPMVIPpqMyPebMqQMUZ8XiNn9p2guk6HoZlA/FgLQUlAkUJtWI9Muh+fy0fv25vR5eq3keVqVDipLtpMo14XSGwkgfKycIJ2UNf7iNpYQG0PFR5Jobq4hpiUaFKPNaffbb3pc2cPis6W8sP0xsRnduXLl77FYNWjM+uZsqIdvd4Ba5LCkucXsOTjlQQCofD7h5veuMhFL4oEA/9+jccV/HX83bi+/3Z61ACTH5rGhm+34fOGSDaCRjWCy4/4D1eqNWhQ6Z30faiE9IQUbry/GYJlYkPRx7TX5rPknR8RgjKCCrLaNabgdDHuC3SKjR4KkGn0YC/ow2vfP8XBDcdp06ctak3IKLidHl7oPxGvy8f4H55lRLPRBANBdC9HcoP7DBa9hzufqMaLEX3YJ7h9Hflo5BccWH8UR7UTY5iRG4eXcmY/nD4YjcfpJb2Fl3tfsGKK6kDbbiWIYb+vshUMBpEkieLzpUTEheH3BagoqGbaM7M4tu0UKGCJNTPv/DS0eg0L31vGkk9WUlceCp0brHrcDjeKCPjhsekldOxUR8k5M3GdexErreRUsRlnzkBMKTZiYseS2Djud+fzZ1FZVM2wJk/ic18I64qwyjmf0Ve9xtm95wFo0aspNzx0NfVVDm4ffSND0x6lsuBXGwYR3vxxLF1u6MAbd05m6+Ldl5xDEGHgg/1Y8+VGBFVIjUmt0jS050gakZbdm1F0ppjq0rqLX9QJ0FPPTVk9eWrqwwC8OeRDtizcddl1hCeE8cX+91g45Ud+/HEtd08+x4YXYig7bqTvkJ68/O3T+Dw+NLqQYS/NLef+Rk+ACAGThtqrk2l91MGcc1P/cM0U3xFk+6cEfNup9hgx+Pyo1UG8sp+aCpFR17ZA6J9CRboa4/p6jKdqkC/YEG+SBVevcK6+PY9dR5LQTixmuX0ueuMf6/k2nF8JUltyCLP0LAU2iRipEo/HxJzpVoQUhTMLE6gpErFV2ZGDCoEpCdzTfD8L7ktGKA1NJK1lMkFZps5WhibgZcKqEtKiPbhsPnZvSefDx434Ek2ooiTEJhJCsQpfoQ91QR0PTbqH6pJaHp3gJuCahYhEUPcKL930A9WltWR27M2W7/c0zNfRLQlVrB9Xiokmq0/grY3CaXPRrHMmk9f1Ieg+SOmZbbilD3mm96sNvesRiV40jQTEFCvnpWgi8ovxbA6SmBnHN2dCMrKzxs1n0YfLGTv3aa66rdufXsMr+Gv4Z3rUnQe9gUr9x89vwO9h7/JXr+hR/3dj0v1T+GnWJtx6gYrZWVSPzqDmhgzKnu6IIl16uV6XD59TpNJixdmpmsqKUvYseb3h3x965Q6uGdKDMTNGct1D/Tmz7zxuu5voBB+9bq3i5qvy6Nm9hgM/H2PZlG9ISxpL0PkdEKI1/fTxL6kqqqbPnd145bq3G3bXz/Q4ytpvwlj2ZSzLZ8UQDAbxujZiMKsZ990YYhKjMEcaKeplYc7iGIpztMhKyBtz1Ar88KmLjMbrwJ+DHPx9b/aXnteCU8VMe+YbLBFmEjPj0Bq0jPp4GCPeuYcfSmehN+pY8+UG/B4/XufFPKzb7kZv0iNdeEymP5vAw72as/DDcMp37Wb6hlZ8/2prvnm3mHVVReSeHUpZ/jbkf3PvF50UyaKyr+h+c6gYp+sNHdBo1bw4+wn0Zh0Gi54bHr4arVHH9h9CBrjRr6qhAcJirHS5IaRhXXSu5DJFLI1Ow/2v3wmAtb+A8SNLaGNwYeqdBrZl4o8vcvdLtzZ8JxCmpvzedGQ3nLmwYQB+83pFUeDrEx/z9bgFpGQkETwV4Nvr0yk7HooEOOsdDfP4BfHpsdz8xECadjFw52OFRC/Npv+9vf9wvRTnLOwFIwl4tiIg4ParmT43gaoaP3vKrLxzqjVimIjq3iCGdU5UdaCLsBDbKFTnoC2yYdxcxvnFWpzHQ5vMGS/M/cPz/oKTu89yaMXj+CpHQbAUU7COQ1v1LD6v4VSXOI7kRWK3G6mvsqEAKq1EzJQc8peoEO+LoPrBpgDknyrCFiijz0gnb39XQGa8gsthwueB/T958KVFIQgaTPl+NCtsvPnhfvpNqUfSiBhNMg+96gfXl/gwUe8yMfXJrzhzwIG9LoJ9Px+7cGNAo9cQVu9Du7yCiM+yuereUiyRZu4ZdztvrX4FAvVI6gROnnqGZ/u8TtpgO8YLUZKULCOpVoGSeW6MiwtQQntais+VsXRqiPL2wTeHssa14IqRvoL/GP52hro4J0SjKdX5MX5UStiMPAImBW12KQQv0CyqAI0aISkOv0dizythJEkewvXbiU1v3jCWRqtm7Jyn6Du0J6u/WEfds8m0+SrIY4vLaTIUqistjLsrhWBQ5ujG5agNndH4ZqIoMkaLgbteHIzL7mbAiH5UFofUrdLbOqkp05HyYhi1FWqSW9hQKQEIngE5VAiUcywfe7WTa288TZv7bMzcfIaWnaoxRRioLNWQnQ+FdQECwfO4K28McSYrv1++2OWG9uSdLOT+xk+w48e95BzOQ2vQcveLg3HWO/F5fNzwSH+GvHwrgeDFClpFDvU3/0JPKTtAdsL5Y3qmvpzEBk8kVz2cQ+sezRmUkktiZgVV9md5ccNjFJQ+j6L4f29KfwiDWc+EpS+y3D6X1xY9C0BKk0SW188lMTMeUZTofWtXPtwaEjZ4ZNK9aA2hl6lap+btlS81jKXWauh8fftLxve6ffguVAvXrQHrlApAwRxhoMtNHRj5/gMYzHpueOQaDNbQzlyq92PeZYO9Hhw2F9t+2M2aWRt4/KMH0Ro1l4xfOTCRJx54n243d2T51J8Y8vItWCJNpLVKZui4W3nqs8tpYQGemDKCDzfN4OE3F7NOXsR94+/83TXyu3/GV/syG/f+hE+wcXhnAnt/tqJx2wiLdPBQ5zZ82DuNiulg/DAa72MV6E9U4G2fSkRaFPPOfcbsc59ijTajKfVi+85HxJI8VDqJpMbxv3vef0TTrM9o23kzBrOfI3uNrFqu4uNnE/jh1mjyHnBSMs1P0O4hOSuRlKaJSJKE6E5g97QYerSpZESvfUAoraDzulAVa/AHYvD5feSdc3FPx5acOpqFuqAaVXEtokWDzx1giSMZWXDzxJQRtOm0jKB3Jori4OhGI+OXRrJ+tRqfR8Tj8hLwhp7F1ObJBOUgcbJIQnoMoiBweHk/Jv74IkNf6IzOOwLcs1i/JJpPRs3E7/MTrAojUCygNajJOW7g7N4ohr8zBMEr4j0Q2nxndcqg88B/X+rzCv4z+LuFvv8WVd+/xpTtb3N060nmTFzE+cPZ+GSR1AW5pDZLpumo/lz7QF/Cos0Ma/IMTrUHIdGMtsSOe78f+XqFMP1kFOV2BOEiA1P+yUJm7z7JYz9EomzxckRvxFUu0ayFHUGlEPAFOLYnFn30HVQWZyD4aohJjiKlaSJJWQmc3H6GzA6NObH9NLEDtJxxqnnl9p18WJbFV0WtuUXJISWiKRlZT6KI16DqpibQUs+9nc8wz5vAI32aUlmiRhFcmJPNmNrX8MU0kfFj4tFqq1Aic8G9AMEy7jfXRBRFxs55krXfbGLTdztYWHJR//mhVmOwRJqZsvMttHotH2ycwOg+r6KSJCSVCo/Tg6QWQ8ZagKq7W2HcX4LnXDVVaw1Mq0mhbZifc3vfJiXTTUzk6zwWvxuNzU9Z+W7MyTdjsN6BqPrXKsV/K/w6bd+kS64NQpXsKx3f4vX4UKmlSxi0nvniESRJpCy3nIKTITWmm5+4jtjUKEwRBhw1Lq4aVMOSaXEoSihk/gvUGjXPffk4E++YjKCA4URow9Xr1i7Mnfg95QVVaHQamnRsjDXawq4V+7BEmok77aPPvU3pdmNHulzXHkklce+rdyBJIpLqn7N7qTVauNBi9FtQlCCK7VVKz+RgCs+nWZwbn9wTf8xJ3rg3lYTGCpVtooHQxs95TkflFBPqsCC6qhpMyw9RBBxYf5QO17RmYclMtizaSUVBNUmZ8XQb1PFPMZDJjs9BtuF37QUU/D4v097NJKdfGpK9FFQCYeFGFEXAO7glzjn7UWkk4jOiEVUqqopr2PE4RKfqSG7sQdI35qVvBiA6x5Fb0xKpsoQNrhTqr2+EZmM+JrMOt8tL2eBkep1OZl//YwiCnjGlLSk5piBUipScMvDSxHAyb5IJ1PqJz4jB6/ZRcyF9kX+8EICaknqW1nyDLMtIkoQgCLgK78ImF/JYuzQcdV+CENqsVxxS46sL6UsH/DJBf5APt+6lbYd0rrqhA6s+X8dneyb9/kJdwX8//mZV33/LHLXP56P4bBnjB08iuWkibfu1oqKgkuPbTnPufDGOZhGY95YRsGgRgjJ6BdrfVMLI8TXEWKxoErZdMt7ZA9k80XUs/8j9odFrcFrA2TmMxG0OPtn+JrXl5YSbP6K67jHaX9MTrztUjazRaXjpxrfYv+kU6hg9ccM9mBqp+TkvlT6r9zPmnfNkZElIYhIP3t0EY/dy4iuq2PJVxCVsa9q+ZnxBP8pWD6YwuO+1e7nl8XSCtWMQNT0Rw17/w/X54MFpZLRJRaVRkXs0n9j0aG575saG3LrT5mLdnC18PuabfyBKAVfzKFRVHjQVDoIGFc5W0Zj3liIoMOJ1A806nSCgFyjYF0GLq5ykJ1UgiVowPg3GexHFP5/3/E/D5/Uz743FJGXGc+0DfQBw1jt5qvvLFJwqaThulftbNNpLPeQti3bx5l0fIqoFnvn8UQYO74sgCMiyjCiK+Dw+asrqsESaf7c//N+BIteDXIuzagtVFV8QZkrHbz/H/m3xTP3UgqwJ4Owfgfq7Gnx3R6D6qg6Vw0/tDVmYtxUgG1RU39qYJgvP43J6CHgCjPnyUa578Oq/NI+6ijpqyipJSV4B7i/wuI2sXBhLkV5LE1M5Ux5LxtfCildnRNGqiD5aiVqrwhWlQcypI+ANotGriU6OpKqkFq/DS0YrN2ERMmcOW5m3/wyiysg73xtIaexj8fJU/Bt0WF0etDotGr0Kj8tH3zt7kNw0gV79l2M25bJ6roNPno8h46og10zIRtqt4/OxKb97HSqNioXFM7BEhjoMFN8+Cs6beG/YN5zdnwOApJIwjNPh+NCF4AKtTovP6yPol1GEkDd2z2u3Mez1u//1G3sF/zL+WY666w1/Pke9e9X//Bz138pQn953ntG9xhHwBTFZA8Sl+Dh/LCQe0OVGF/vLMtGcL0TuZ6RT43xKI6Kp3iJSt0ahaY86Xp5ZQ2yYHqJ/QJRiLxm7vtrOis9+Yumnq0l5X8K0sglr7BWEbcgjaFFhjDTQ/t6OvPzcA6hsPfAqfTHET76Ejejo1hO8fd+nuOoc2HQCShMD6j31CP4gj3yaw4ABGlAUJOtY3hx9jjPrd+C26zFa9NRXhJJhilZA8MqAABK07tmMBybcSdD/I2mJa7HGNAPR+k+LzAD2rj7IgknLeG/9a6jUFwMre1Yf5LOnZ1GaXd7wmayREHzBf0zzXob2vevpMqaG9Ruv59lbfuanRU0YMqoQrb4alQrcvg58l3MH3SxrEFLb4NiVSffBnRCE///8xx88NI11czZzzb29ee6rxy9jkQoGglQUVGIKN2EON/3OKP95yL4T4PkJX9CNRhVHXdEMBMGFx63lwP4wPj3VCG9AwvdzAMnnR5fnDOWBNSLRKdGUni+/7L5ZYyx8m/c5Gq36L7NlFR17B734HdZwD4GAgZVnY9lQEk/uIhHlZydGqxFBAG1yOHWF1TTt2ZqDu45T9UI8Pdceo/yEhKNERURcGI5aJ8GgTJ/ZFVRVRpKgxPHQtZtZuSOZ5fvN3NK7iDlvJ+E7fnGz+OC7Q1k9fT3jf3iOxm3T8VTNoDp/NY9eJeD2qen2jZ6WLU6y4/H+hEVb2PXjgd+9llXu+Wi0amTXQpZ+uhlRpWXa80X8UtBgCjPgcriRL3B+h8eHkdEmBQGB/T8daRinaZdMPt319l9axyv493HFUP8X47/KUA9v/hRFp0OkFTGJPpq0c7HhbFNEu4febfI5uM3IqEU2vngjEkvARfEJEwoiWX39OI/4mPRjDvHxOrC8hmi46bLxA/4As8d/z5p566gvdqDEGjF7Ib9bGLpyBwNvzMZzNILBD42mY4fxoBuEcEGN6hd4PV5ujX0IT1Is4ql8FFHA0zIeZ2MNg9od55Vh2YiCSJUviVM/Ozh9SM/SmdH4YkykNvcQN8pH3qdBtK1U3D2kmo96RBKd6OO5KQJtB44gUP8y548ayLxqBSpNFMJf1Jm21zoYkjwSr+tiS5K9ewr6ExWo6j2/+R1/SgT1nc1ELikgkGrGXOkhIa2OvV070G7rYdr1ieHqUUVUHDSySW7O6cN5PHDnWfokORDESLT6CHZvbEJmt0eISk7/y3P+T0BRFGaPX8igUQOIiAv/4y/8F0G2fwK+vRCsBONocM8kGKyk3uUk+3g8Gak5THohCZcikLPZjM9kQpGDCN4AkufX1GohjzAYDIlNKK21vDt9N5/NaUPu91oax8fx5dEP//S8FCVI9u7PMMR8g06WCAS8nDuq4Y2CDvg+c6JJheC2UPQooVEszno3oXB4AEVU0KntXDfFw9q3NFQf1xII02EVVXS4Oov4tAPc81QeZ/dLbFhsZPWCKIKNNUglfgT7pRGdlBZJ3P5kJr0G1ZFzqBCtdJQ3HomnvEBgwuxcXnmpOZEBNdEJ4Zw/ln8J29yv0eXG9ry5/CXO1Z7CefoZIoyPsuqLj1kyPRqUkKFW61SXsJ4lN0ug8FQJ4fHhdL2xHWtmbiQ2PZpJP71KYuafz+lfwX8G/9RQXz/xzxvq1a/9ZVv02Wef8f7771NWVkabNm349NNP6dy5828eO3PmTObMmcPx48cB6NChA2+//fbvHv9b+FsVkz387n1EJ0egM6mpKNWwbWUYmrNlqErr2PmTFY9TxeQbI3DtUig7oEdyhbxESScgGGDk4T7IShB+I586qvOLDGl6FxtWfUd9kSOksFPmxCm4eXbAUYwH6tk2IZK9gRjq3S5kMZ4z5VtQ/CcvGeeZHuPweT04Ey6QdogigQgDzzXfQTNdBYePgl/WE6atoTAvmdyTWpL6eTDcq5BwNzSttHP7kDIeeugkC/eH+m4rizW88IiB958uwBUYSWKqE6nuepRAAbJz/l9aQ3O4iWFv3h0iovjls50FF420ECIf+TX8jQXSbrIha0S8KWY8Th85xw1kLCukUft+bF8h8OkwFbXlVWTvsxEXpqJ3sgNfMIWg34Hfc55OvZYSobkBZ9Fw7DWFKHIdinc3SrCc/w4IgsCwiXf/txlpWfYje3YAkHeikE0LdrDvx+dQnDPAf5Kg7Cdgfx+P+zSf/6Qnp9rHigJY/EM01aUqzq2zEvSLoNEgyjQY6XEzczGFharXzRHGBvIYElV8804mNSoT4xfloWv558pTlGAJtvofOXRyCnHxm1DZBdy1Pu69pzUvvt4C73t2pAIvzkAq9d3jcTe2UpJdjq3ajsftxRRuxF3nocYbxrznMqg+rkVRCVTf3ZTIDDN3jTrHfaNzsNd7ePH2JNZ8F4kQVFCd8SI4LjXSKq3EzCOTsUZHog58w9Ht1SyebqCuMuRrjB+WjqrETVxqNAVnS0PSlL/xhpM0Erc8dT1KII/UwEs0SrPySKeFzN3aBFvXi+2FvzbSQEObXm1pLad3n+fd9a/y8Lv3XTHS/wPxX1lMtnDhQsaMGcP48eM5ePAgbdq0YcCAAVRU/DaN9ebNmxkyZAibNm1i165dJCcnc+2111JcXPwXrudv5FH/GopyUfu1sqgaa7SFiqJKNs7dRuN26egtOj4aOYPwaCvZR/OQgwp+VYCVp+yo1T7EmA2XjDckZSR+VRmG6CCl+y6GaoNGiehuAhEZNkpOxlNX76dRsJpXpkcSUJeT2ewWRPPIhuOv0w9B18oPQ60UnQwj7MuChn8T1QKW5gofzTlDXJQHr0fN0hOxJOgqWKhtjWu/QuEHeuJFNemtU4nMjODnaZsQVQJ1/axoTziZuvQUhbt7MODW0+zZ2o2mbYoJS3sBQZ31p9fO7fRwT+qjeD0ZjAEDAACsq0lEQVS+ixSVQNMujXlx9pNYoszcFv1gQ948cZxImWjF/54NtazQ87au+F1+dv64D2OYAWedC0kj4WhhIHBvDHFz8unc2M6tj1TgsEWy42ACN96aQkriIeps1fgDjxAXtw1QQ+A46G8joLoZjT60gVLkGgQx4q88Dv9fcf5wLo3apAEygiARDORRVf0+St1hwq3NObL5HN9PszDsxXIyO0RyaHsGX00UGfL4HhaezyTvMz9BFcgvRfJy86388H48YqADZ/dlN+iP/3IvBn9rA6/M7t1W6lZBYmwG6S2S2LhwB7IvZPiuf7g7T3/+9B+yjQU9ebiLByJJMrPmdmb+j2G8NHQ/C5Zncjraiu6UA31AQDjvQK3XhKIwCgQiNKjq/Q3UrXFp0dRW2fB4AljD9Lz+w/MUninmmhtnoQTOY6tXeHhEOs69ofNqTVq8Di+db2xHy+5N0Rm1ZLZvRPP2FeD8iMM7JGLjT1PuEXnm4fbo81wokZEoZVUXJy9AZEI4YbEW8o4WEgzI2LuHIcfp6GuP4Z0fu4GUjhDM5rFHf6BokQNREjCEGagtrUOWFaKSIhqUsDQGFVEJUZScL2s4xQrHPHQG7X/kGbmCv45/5lF3u+7Pe9S71vw1j7pLly506tSJqVND/AayLJOcnMyTTz7J2LFj/+DbIX6L8PBwpk6dyv33Xy5M9Fv421V9/wJBEBq0X6OTIgFIapTA/a/fBcCW73cSFR9O3okiTGFGTg8LJ/79fKTwl9my5Bxa8z6639ypYbwRbw9l0rCp1OddPIeoApxBKg4Zieoj4Sj1Y9jnpVar5uz+01gi01GLChmhdmCCgSDmCCNVJ5zIr7vQay6GlwFsbWLxna1hx3IT/W4MEBbl58Y28Ux/NZIONxaza6MFdWkATeNYis4UcXD9EeSAjByAlIIykm5SWDQlDXdeNl37xdO8kxpz4mQU9zd/yVDrjTqmH5nMpPumcGRzKCKQ3CyBcQvGkH0kn9i0KMJiLNRdoN1s3aSKfil2Pv8xBdORao5sOE5dpQ177zSUnQXEdPJRuU+N7pAdzRkPTleAXdlh7Fhj5J5v6vDGFDD6BoX+E9vSr/sWTvsXkpYdR5O4OtTGHqhFK5MfXsjjn6WgkxyoXN+iRMxBVCUDoCheBOG//4WpKAEUxY0omi/93LuDoK+I00fbkJzpYs8PE/CV1RHXuB1qy2m0ihtr0EBZlQqf6ixzZ1oZ+3k+8ye1R6s7yPYlHqpLU3hnVAoooXCyEi7h3+9n5rRu1BTXAdlojVr83gDWaHNDDcPaUUaMw82497sIuhWyD+byxrIXGfrybVQWVtGiR1O0+n++VoprEYr/BLaKPAw6GZtXZMXbboRkAzMmJOD3+IhUKpADColZcUT1TuHcwVysKVFU5lfhaBeObAZPGwuJE87h9fhQqyV0Og2mCBOpLZKoLlpGbUUlBFx8/W00qe3dnNyrR9JKeC/Qwao1Erc8dUODMZRtS0GW2b9RZtGnTRk4yY6iEalva8V8zI6skgiG6VDVO9E8aKJkhZvRb45kzcwN7F97mKyoJLq/dQNDMttzbuMg0loms+WHk9TaYzBFWeh4n4bCTeG4bB46XtuG+IxYBgzrw5THv6T4bAmiSiAyIYzqkjpUGhGV+t/T5r6C/0L8xapvm+1SCmGtVotWe/nvxOfzceDAAV566WL7pyiKXHPNNezadTnp0W/B5XLh9/uJiPjzzsbf1qP+I6z4fC0rZ67jbL0Hsd5FjM7O2JnZpDWWMIRloI5eeNl3bjANbfAwW/dpwdHNJwAQ2yUjNbYTLPIi73IjqUXUWjV6s55PtvjZ5e3ErS0eZ/m0tSx4bymOdDNVVfUYT9ReUtHtj9KjqvOQOlZidM9j+DUWMpp4UPtUOO1eRj+aRZy2Oef25+JyukOhvQswR5nwmwLEN7MjlSUweFQvvnxlPYNGDeC+1y724irebaBuf0ne/PcQDAbZvnQvp3ef5dDG47TonsXK6etQaVWXeNrKNQbq9GaMO2rR2wOotWo8Li9BkxbR5qXJ0252BbKImFaE3qTBY/c2XLeQInLrI+fZPa8HNz18mPbd65i/P4HajRriM0U6DXJjjorlo+vUdLmxMQ+86EESJTTmjkjG66nO/RIdc1HERCrL3axbl8Wwh0tQaWLAPB5B1KIEcsB/DhQPgroxIIMUjyJEIAhqkCsQpITfXQfFf5ay3BxM0T0xmYpBikZRoOTMTmIjphDARanwENUHE+hwbQewTaS0si3Zx5bQsWs+FXlRhMfW4wxYKSmV+PjBVKpK7ASDMoOHV1AlBCk4YqLqbAy1sQKqKh9STeCyeegsOoRwAV+K3JAPRoQ1ngVsX7qHt+766JLjZaNIMEnD25OepPugP86HrZqxln6DdlBv70SgbhpR6f14dUQFpZyjfIX6kmMFCXQGHX5fAFEQENUSciCIHAziDyq4M03IMQKmrTasEQFQR/DAq/2pF7+jabtqks3VfHegCS2cBaxfEEN1mZr8KgPSAyaCH9lQ61RodBpmn/0Ue42Dn79ZwbBnd7J1VSxvDcttmIf9yQSCx7zEH3Jhap7I2VgV5o3ZqJ+z4l/jJPyshM/tpWV3hbHffsHOzYsIFu2kcYe2LPjgNGf2F1FdpkVrCnDfpBJmPp6Cv70J3SkXjVum89medwHY+9MhKouqiUmOwu/1E5MSSeO2l6aAruC/F//Mo+4+4M971DvXvnbZ5+PHj+f111+/7POSkhISExPZuXMn3bpdJLR54YUX2LJlC3v27LnsO/+IUaNGsXbtWk6cOIFO9+e6YP62HvUfIS4jhtzjBUiKwIT1Bbx+QxLVHjW6Ug/xnCCo3YPO0uWS73x+4H1Wz9xAv7u7s/WH3Q2GWjlShP/Qxf2OwWLAbXdRW+pl90/D6dhlBnJdIS07N6XjtW2xVdlJ79WBB46F2jp2rtjP+Jsnoa5ygwDZNRaeu6spw3+soFnAiUobBYrEnFVtqfc8zuNdxuK6QGP6C1w2N5YmBu57poD37xKY/uJaDGY93761iI7d5jNxRCy3PXMDA4fkYjDuQPEdBuuHCHIhgvbS6/wFkiRx1e3duOr2bgzQ3EHusXzkoIIkSvxaSUpY7yKcUM69yy2dOHcwF7c3gCo2SPljTQmscmIM+lE0UshIQ8hIi6AUyPwwLgOEUr5+M5p1DyVyeqaEus7Lab2KNJONMqUKUZXKPa88xPn8JWxfXoa3cDEpzVbS7+6uuB0ignIcQdedu4ftoK4+gFlzGi3jUQI1HNzqoG33Mhw+B65yCa3JS61NS2KKwm5vO3oYy1CFz8ZTuxHJICO5VyNqrwLvMoTIH1G8+8jZvxFV5Oc0bV5L6Zlw0pvkcSbbyIKP03nytaNE8iOHjjWndev3KNfexbYfN2NOj8PvLOCFZyJ44n0330yLZdhT52n3hJufng/lNZd9FXPhmQnQuV8xPYbBR89G4qq5eB/8kVrq+sQTvSSPmgcSaFlUTNMh9axdH4+60s2oji8w4/Bk0lumMG7QOw2Sr4pWJBilpujcH+f5v581mwF938ZVG4dG2MPD14bjc+xDb9bh8ahJzIqnJKcU5cL+QQmC2+7BEKbHVecGjx9ThBGDWU+py4EvxoS2QxBlv4PnprppdvVj/LB1Ond3PMuR02ZyClT8/ITEKnujhjmodSJNjiag9IjH6/GR0iQRS0SQyrzj3DBkF0/fYOb03otG2p+hRXXETqN8LW5RRCmsIXxXDYiQFijHn6XFKiRzas8Zeg8O4Hdl07TdHJJ7hfPzlhp2/1SOIzOOCNGP5K3F4xVp+Y2egmMCdbkazuzPYd9Ph+k0sC2dB7bD7XAjqaRL2OSu4O+BwsLCS5zG3/Km/xN49913WbBgAZs3b/7TRhr+jxrqkpxyVn+1ASUQio+MfTgLrcvFxKdb8PHi/WgMqWjU3su+l9IkkUc/COUUDFYjJdllZB/KpyQ7lLfy3WKBk37sZxwgQsfr6zm+Ywotr23N2XNbiUt9kTEzwnHaXJeQ9Xe/qSNfn/mEl69/i9ryephWgyHKzJd9ofZRqIjS8/ywIvAdxxpWib3OcenERDCY9MjnYOKAX158TjwuH9aYMCY86KS6uIbpz81l/jtGhr/ej449dxGrW4vi3wuCiKDpxD9DdHI0XpeXunIbft/l3t4v8Hv8OGxO+j2l4HHb2BFWRbDWha7YddmxigyBaBP+eCsdzWdo85TA3KVxqOwh1SGvO8D08RGMnFBC8Xkjw5s9j2uACM1MtMkr5dHXcji6dycZmQG+zk7hjoTdoNegN92NVlfD7pU78VvrqC2NpWzHNfTruJGiuiboOIRXbIoilqLTDCAQ/IGKnByWf/wdTXq2JjpcQ8u+7SktNHH45w048vbS/44CVq4Jcuxkc6r2STz6WhH5J9rzzOeTKd73AF++05Zj204zPyadgZYF9O5awTP9s5C+E6jpGsmEmyVEe4A3FqdyGZ8pEJOsofdN9UwcnM5FrUcwWg20vaolLXs0pdVrj/H4G29R+7PMmYHh2K6PIXJ2PrlHCyg8U0xqsySm7Z3ElkW7mPvmIm56uD+9bu9GarOk371fciCf88Wj6N63EKMWls7thWTcys0f+Vg0Mpq45wNEtnJT9FkZYbV+1KZ4KvKqEHpmEjhYEDLSF+B2eJhx+AMeafMc0tZS2Aq3jb4Br9iYM0Uv06KlyDtj2lJNLc7Davz2C9XVZi2q7s1wrz3MVk0dPa+ppX+jaxl8y00ojnkkxXyJ0+Um+eooTu8NFVAKEkRpTMimWJKz1Jw7lI3L5qbvkB7UV9sonF3K9IPvYQozkXusgLQWWoL2Tyj33sncKSZiEqeiNWYiGfzEGPQUHnYwb0wS3T+sJsalIf/ZloS/k0f5rxSwfkmlXcH/AshK6O/PHAdYLJY/Fd2NiopCkiTKyy/d/JaXlxMX9891Dj744APeffdd1q9fT+vWrf94br/C/zlDnXuigEfe/RZlySGCvQ24vEYC94Sh+UGF9uAZzm9rToXezTV3zUYO5iGaLk/2VxZVY4k0MfTl23iye0i/utdcH4dVIjkb40ksKMTn9nN6VwQqrYTx4zSadYjGFFaPNTpEiPHr/lWf18/DLccQ8IeMt2jRIcZEoHi9fJnXjevbHuHN5xJ49eOjaIL38Pnm7gxvf6FiUISHJ93H4Y3H2bfm0CXz9Hv81JXbECRwtrFgPGLDXu3km3Xb2XdIxeAh7Wjbuy8Ez6I4vsBu0+LzxhGVft1l1zwvexoAB9YdYd3crWxdvDNUFfur0H14nIXkJomU51ew47Mi5KAew0gXnno3GW1SyT2Wzy9Mp472ceiya5EqHUg1LvLGJaDV+xAXVCAQKiiSVCKuOjdfvJaIWq/G4fTCggCyxslBv4kHuzdl6Ix6Xu0Qhf/mMNYJMTSOdnB376U07uJmyrgONL/+BJU5AYrTc5h2TwxNOkCfh3V0bXcIT63Isc++4O1vorhx5GmO7ovBnLqR6Jjb2Lv0Sb56twuOHpXUr/Zy4pyah54uZa8nQFJ0FUWlLbEJJdydMIrGbeI5sf8EXnwYXq2j6hY3T32RhRwQmfdJGsLWmpCil0pA/sc9jgBavYbqEhUTR1zKV37X8zdzbOspdAYNLXo0pXHLNGL8FiqdNsqK1PQbfI64l2tZ+3YMXk+o3sEcbuLGR/pz1R3dGJr6KN+9u4zoxHC+OXtR2EMOlINtIvgPgKopkVIlebnhqOLt5J05zW5DM1yz6lGpRHLHByi9OpxG3WXUOjcHf6xCEAU4lI/ourTGIugLMuP5uXxXOJ3q7M+IjD6IRneMmrKf0agqqKzzcmqflvoiM7aeKZhzCxAAv92L6UgehqQIDPvtpKf1xi+ZyN3zImGWHezd0omPn3E0iIiodSrC48IRvNA+OYHz+3MQJZEPNr3KjOfmcO5gLo9/8iDm8FDtQHqrFBTX9+xdlc/SWRqObt5MVptY3EqAWwdnk7vRSEHQRNPOjdn/2hl6ja9kQPsdzFFZ8To9OG1OjJY/ThVdwf8g/Bcxk2k0Gjp06MCGDRsYPHgwECom27BhA0888cTvfu+9997jrbfeYu3atXTs2PGvnZT/Y4a6rKCSx9o9j6wSEWUFf99I8Bp4NWIHc882xuaQmf489B5s4Zo73PA7LFqn954nMiGcj0dOR93Ej6GpwNC0PGKq69m530ypW4dkUmOv9SMQpCK7mtEfNEZR1aLUfwyYwfp6A03pd29NaDDSiKD4AwRtTpyZYch4KfgoC2dEMeWuUuLMKqLjSvgx7wzbfu5No45PU3SmglEfDWPk5mN4fcGGalsARZYxhZupidagMWrwOX3Yltey16LinPFDrtrYn4PLN/D+smoqap/GpF2B350OQgoqqRikeATxIsFHh/5t6NC/DU9//jCrZ67HbXdzfOcZCk4XYTDp2LFsLx6nB58nVFEcmBrypOsr6vk1HbkupxbJ4Qv5lkGZfK8V2+2FDd00XocXQSfhbpWAptaLL+DBLJnwFpdTd1UcxhN11JTAh08lo1E8eIolRK/AudUSE/J6ErHDiae2im1f/NI64wFEThyoQ7gmjN1zjNh6htNKLEejDaBkfE7u1ESyD8QjqnchEkfAX4ghX4/fpnDulIZn729M3Tk1+rtSqDugIszmxF1l48B6G5YeUXjj/QhbPERG+5ADoSup2noxt5vSLAlHnYua0lrkgIw1xsJtz9zAth/2UHQ2tPEKWDXIGglNpZvty/bQvGsT1s3ewoZ525l2YBJffDWR+7c9gXOPC1OMk/6P1rI3OoLPn/mGyZsmNJzLHG5CQcHn9iH+Q9HT6Y3Dadq6DKfTypgHPESmhdPnwRJKz+uwmqpxfCEiiAI+nx9rjBnnZjd7i6LQFAhIeGnePYuKgioqHdXImRqynlRorbGx9qVInpn+CFq9hiObjzLwjnPYyvMpzU3ljeHNCMo6bFWhaJD+XHVDXEGUBFKaJtDrtq7c/Ph1LP90Ht36fMihrT58gWZ8MtrJL1GIzlfbMJiDbF4WQBBh78oDKEGFunIbj3ceS3rLFJz1LnJP5ANQklPG9A3v8tLNBUjhYzl7YCoKAsVl0Whn6Th8JsAZXSYqIZfS3HJa92rP6g9zWHZvHOb6c3zx7BzOHsjmpXnP/Oa74Ar+72HMmDE88MADdOzYkc6dO/Pxxx/jdDoZPnw4APfffz+JiYm88847AEyaNInXXnuN+fPnk5aWRllZKAJrMpkwmf4cedL/mWKy1V+u46NHZlz2ecCiQbL5Lr40tArPbS6hd3INak1HxKh5vzvmwveXkd16Kk+0LKC4Qs9LV6fjsqlQZIGMaeHYltVR9bOCSicx88iHJMT/hN2xHCnoxhAzE1Gdgtvp4fvX+zNvciyiDvSxMu4SFZYIM9UKCC4fosODICg0nqanhy6PTikRhDfTEE42omiF8K95e+gk4tOP8VlSD6xTilHlhEL3Ko2IooAxzIQoQV2ZLUSy0i6RoeNP8O2cTB6IPU5qlptFn8US2yqevjdU0/uaMwTkeHSmtqDJ4uSusxhiRpDRpulvrkV9lY1JD3yKOdxMfHo04bEyB9etY+cKJxCqGtf1zEUdqXDy3Us3QK2uasqJ7WdwP5uAuMGB+kA9ologKIM3LQJvSwOBJC0Rn51vuE8K0PhOJ9mLTDTp6qPjQC/fjjdhiTZjq7RfNr+opAjstQ58fh8tn3dw7C0jwWQNYpEfRSWhNLEiVzkQfAqqWj++FB3p+jCKT4d+VOHxYdSW1YEC8kfR1K0TsW6pIsbi5a5PbXwyMh7RFaC+ZwwJe2pIb55MeUEV9RV2BFGgw7WteWrqQ5w5kMPE2z7An6hFtkqYcvzc99rt/PT1RkrOleNrZCTiCQnHi/Xo0mDcRy/zyagZVOaHVNKW1c3G5/bx2s2TOH1BwSs81sL7GydcFuKuq6wn73gBrXo3RxQ8KLVP4PMfpKjwFo5s8zHnrXyqYvSgKKRLZYQ/r+fQpyb0h0L3zBJtIjEjnjP7s2l+n4L3sINzh41oTVraX92KfWsP4VWBt7UB9Wkf6hovQ1/pTdfHraQqH6IRfGzcEcuU8XHYPBa0OTX8FiyRZhq3TUOQBMYu6Yne9hKSbMNWq/DwVU2x1Vz0JzQ6GUFQsIVbUNV4Qv3jIpcUVjYfWEvHnrfT+9qfiYmpZd+OJD563IfHJSCoRJyt49DvL8EYZkBKrkV3v47EQA37n7cQkRhO+5HXsPDoScJXnEb0Bnnkg3u5Y8zNvzn3K/j/h39WTNbjmgmoVH+imCzgYcf68X/ZFk2dOrWB8KRt27ZMmTKFLl1CtT59+vQhLS2Nb775BoC0tDTy8/MvG+P3CtZ+C/8nPOrKourfNNIAsWYj1S4f+ms1uFf7CHqhWZSDijoNeLNJsp5CUDf7ze92vaED64ar+G6wiS7tFRTZQliUhtqKenSzirCXqgEND009xadPzmDST69TcUohIXIym75fydX3jEJv1OERHiIuYw/dbs7DnKVGKb2bHrd25tH2z4deQHfH0SqrktMf+/CKVlxXV3NV0IOlqQ+ZYgLVH1JcV4WqlYXG9aUkTnJw/A41WqOGYEBGDgSxVdoQVRfMnKIgaVT01Bex95iKfcfNfP9DCq74CM4W1lO8UUNCYyPaYBBzZA76cImoyF0E5I04Cq3knkyjedeOiMZrEVSNAbBGWXh71SsAbFqwA1EpIDFNIK11Cm67m163dmXnigAF2SFObcMYI+4ZLhSHwrEtpwFQf1yGcIFbvEWPJuQfK8JWUk3CCD9nzPFIqRpaxNdw9GAY1f3jsLSyweoAp3MiOPOuHfChuiB4EdSLKI0SUB0vQqWRsFXbsUZbyA2X2b4hGiuVSIUXCuJkhWB1gECUBtEVRFMfxNslgrK1VSCEfDl7jT1UACcIiKMrYWAKqUkxVBVWM3WoBpXPG8opn6zD5/Lz9k+vsn7OZvy+AFGJEfS+rRuSSsLrDoWLBZ+M4Bbwe/wc3XqKafvf476Mx7FnO3A9q9Dn8XoCHRTeuONDvjk7haEpI1EUqMivJL1VKp/ufge/z49KrfpdGlBrJLRu+wXUFKOgoTDHxFeL21EQOIa824urVo+h1gcClAsGykdJ6PxOEEBn0BDwBjizPxs5KNMs3UZJhcy5w6A3aLlv/J0c2XiccZ+e4o2H02hzVRtGvd+ISPNHaJCQ/V5cHhnR6qNWMSBoLn/VRKVEEJ1gpHWvZgx64jqkwDqMjskEiGDRzLtZNHkrLsevogECFyM1jXWIrhAbmyAIKL+KYbbs2gF7ZQFR0edQqdT8PL8fXvdJrNFm/P4gQZcfv9VIrUmPdMiOx2JF28KLsY1AqcvD+vGLaJkRiy/WytNTH6brBbnUK/hfBEUJ/f2Z4/4FPPHEE78b6t68efMl/5+Xl/cvnePX+D/hURecLmJE89GXfNaiRxYPTbqPT5+cSc6xAsRnYwl+UIFKFHhrXTY6jYw1TsJdcgMZnV/9XcWjh9uMJu94ESktEknMiGfX8v2XHdP9wQqO1sUT5o/gyVE9MKsm8fOS64lJCefWZ59rGDvgc1FVUkdcWgLlBZXcmzYKAEMSDBxRQ71DzWJVM95vvYszR3RkXO2lT/PqUAhdUdi62cK8lbH4KqFio45rh/dhw7dbCfouuhvdbu7A3jWHLvlMVovU90nGuq0YISBzx7suvt2ZgHZJyAO6/Vs3nRPLObA6jPufLCboF/ArWQQYQM6B9USmdiW1zUAEKR5FCYIYxu4VR9i/7hCN2obk/37pZV/z9QY+HPEFgkVAsf3+oyeIAtYYC87GMndMKmNyTnsynz1J934e1m9PIev1ao6PElD5QmPojBoy2zeiNLecqqIaXH0syOEaTEtDJBgx6dHoDGoKTlwU39Cbdbjt/0CLKkBsajTOOidxGbFExIdz7lA2tSX1l80xtXkipggTJ7afuezfnp31GAOH9fvNa9u1aj+v3XSp2tLXZ6fgc3t5ouvLyH4ft7xajRLrZuGi/mz8eSL1VTbCoq0Nxwf8AZ7pOQ6nzcXXp6Zcdg45WIFcdT8VhVVUVYaTL6mpPOHgm+8yUGJU6FbXYY0xU1vvQggoaDUqIhMiqCisQpREREFApVHjsjvxGzTIahF1rQdBAWu8CUOPOkoXq4hp7sZTLzF7VxYeVzXhlgP45eaMvsdDodmKd6WTYJgK0RmgtnccWjGAUhVA7dfjSpK5O76GZ6cO4YTLQpY8HVHws/7Hfsx98ygV+VVYY8y47R4ESUStlnDUukLuxW/UMzbtlsTQsYPpcl0WglKNHJCYOPQrTu+tx1HnDOmNX7jHv9j1B98Zws9fb8ZsPk90G5nMO2DJgzo8DjPL6/+8JvcV/Pfjn3nUPfu9/qc96u0bX/8fz/X9f8KjTmmaxILSGexYugcBgQ7XtsXn9lJRWIXX5YcAyJPKcbeKQVNoY/uZGG7pk0OsGqqMR1ACuXDBc/xHeF0+wqMsNOmYycZvL6puyWNjEIs9YNYhWbyIa70UVVTyg3sBD703mb53nCQ5aQ7+WhNi+HUIqgxUGgNxaSERkeLzIc5yQa3gKoIlEyJwNo/CLKl47lBXIjYWo/tWRe3rMulNbLRKVuh1tZdefWpYNisSwx2PcOPI/mxfshunz4OAglYv07xbU/b/dITghVihxhBilDIdKEdlDSLXKCx+ToeWi2HKxQ8bWNaoEfeNK2Hu8WiOnI5De9RJr6bf0rx3EvtWryfcvAi/0J/I8APIcjXt+gyl1fV3YlZf2p987f19+PLFb1GpJcJSLbTo1YTzh/KoLq2hIq8a7YX5KLKCy+7GdV7H3BmJPN1uP5u6WClS2qPTH2bfjiSMryiMbLeB6YOaEZseQ2RiOCd2hoxmzchkNOfcKLVazJuLsdfYUAImvCk6kATifXpslZcbX51Jx4tzn+S1mybx6e53OLzxKBPv+JC49BiqSmsI/IpWsiS3goXb3+S2mAcvdBCA+SqFqgojkx/8nJY9mpKUeXl/drcbOhLfKPYS4ZOvX57Pq98/y1fHPuLh1mNYPD4KgDdW3owgCJcYaQCfx09YjJWOA9pefBad5ail0+DZheL5Dq8zwI7Nw5i/t4gXRm7m20+T0OY5kTQSKX0c9H3yHB992AttpRPhrIP6ShuRCeEYLUYqCitx1oZC4Jl9m3LMWYvb7SfyQAV+TxBPcciLT2oZyX0vDkMnPYpKJ1JfIzK8bwC/IJE+tJaDbeLwD47AuqwIdUIYzw7fTf2xIFuOJdEmuohbh7xOTV1LGjGQretS2bahji5dZlGRnwZAXbWdQJgGdY0X7wXjGpsYRUJmPKf2nMXvCxD0huo7bn+kmuZdZ1J81IO9Loutq7PYs7oIlVq8pMsiJjkKr8dHfZWN+W8tYX7BF9waMZzzp9S4S5vQ/aYEYlL+//G9X8EV/CP+T3jU/4hv317Mog9W4Kx3gaIQliAR36GGjU060PT7GuoLajGH+3n2owLa9oln26pYBj426zfH2rp4F1Men0ldlR1ftAZ1rMDo0QVktHHxybFGNMopp0mCn29ejOHOJyooD7fQtbmCQRpIdPS3nHWZ6NCoE4botxDFi4VHu1ftZ/JDE7lzfinr34sjZ60Of1Yk5lov/noX/nQ1gdtj0LxViPEmNb1vddOveQmZkV60hjDE6G8RxATG3/IeOyvqaKI5zeMv5jDlh764zKWUfiLjS9ShrfChBGWQQX4vAdWMcuTzoZeapBYxhZtw2l0EvQGad9Vw0BIB+T60p2q46eFKdM0CnKxKJL65mwNvaOg53EaHVpCQpMYglGCwtMNoDKBoeyPqb0SQ4ji15xzv3vcJU/e826BE9ekTMzm86QSTt0zg59mb+f79H1GpVVQX1wJgjghQF2VAKA+SNNhH+U8SQ8dVEIh0893QVOIyYrjp0Wv5etx3BHxBnt5fw+TNzQjM8aI7Wkdmh3QqiqqpVHlBFEjVWnHb3Q3sar9GbFo0me0zGLdgNCNajqYst4KBD/Zl2w97sVVdevyoKQ9yatdZNn23HYBhP+Uw9+c2iJ/Vc92IPjw59clLjq+tqCc8xsr3k3/ky7Hfovyq8G/m8Q9Ja578p59jRVEI+AOc2XcCv/0N9qxwc/29DqLSB7Jh3g4ObRfZtvxSr0JUKUTF+qkoVqM1B/HaVeinRSC7gnifqwcRBo6xEtUkh3kPRzZ8T2/WkdEmlXELxjDlw0/xJezhmX5OYlLb8eVUK0NGbKDoZBQPTsuAIg/GMw6ICCNgr0EONyO5g0gltWgHmmh/dzlp3nLCbQKD748m95STqNg6nrkxlaIcXUhM5EJxpRIp8eBHVXy0NOv/sXfeUVaU6db/VdXJsXPOTWpyThJVwAQogiAq5owKCmJAAcWcCWJEjKAISJAoWXJODd1A55xOd5+cqr4/DjYyOo5+9869M3d6r9VrddWp876VTj31pL0xHGxEU+xFVIm06JJO7oHzTfvXsrPA7O+i+OozDx3aJ1ByvgNfzPoegqDWqwABQQCfy49Ko8IcaSLgC2K06Pjk1Lt888pyvnlxGSqtirWub/6yqlgz/ufxhx714L/gUW/91/eo/0+JcvwjuJ0ertKO44OPfqTR7cUXqee6j2U6XW+j3SAbsfPyaSgKGYYGp5alNRnsPOJj4NjfKmn9gt7XdUNr0BAIV9MwJJZAKz0ff5TIkuejyLtDZtML0Xz3SgccDSq+fDOONctj+G6xlVM//8TW3Vloa4Lo5B+RqydQV2FrGvfYtmzkoMCmFckcCYS8+cEdMrHotQR9MmKOF/VLxUQmhONc7WfFs2YWr01kt01Lud1GQ8H1VOR+yWX3SDx2czlBh5MTe830aN+OirUh4+joE4YpxgRq0N9uwP+hF/lcEEkTCsVHp0TidngIuAMoMpw9oqDZVInmTMjbXv1xNEsfj+foxyo2TdBSMjAWaycvz4+K4PU7VIgahZryIhrtCkHn9yiN7yHX3EabHlF8njvvErnIR+bdy6en3iUsysqYx0fw2Pz7kCQJlUaiZbd0vq9axn13jsGq1lP2lYRQr2LXYgvfPpTadB1MYQYMllBE4pNrwwi+70GTE6oyvuHRa/G6vWhKvWiKPag1ahYceoO49GiCYQYCHfQE0zVIZoXKgioObTyGpJK4c/bNBP1BNn6+jYffu4MWXdIRNQKSViImNYorxvdjyqcPcv2joZa291/qgmt1gK4D7AScmy65V7xuL58/tyR0f1XZufmp67npyRFo9GrM4SYiYsN+9x7LP1HIwmd/K65ydMteXhw9leTou2jf4RQdh7Wmyubhzt57OLnXy7EyDaI+9CLgi9YRniHT4jY9g0fXEza4C16/DkOYDsfjDXinX3gBkeHA9yq+nhbVNI8+IsD9s84zYcaNRCVEcFVvD9NvLCI8uh6/fR1th+1kR24YJUUuOmgL0eba8LZNQPF7CTNZMJQ2cMONvYiItZLa4CElv5Jji3rSd0g65VU38MqDceSdUhOV5oOeelRaCWusmaikcFqkJLF2ugGVP4Cp/4VdDMicO5LH+GdHkdAyDlEl8vy312M159Cn/0O8OiGXL57/HqMxyBPvFOF3B/C7/ciyglqrJuALYCuvJyoxgue/n4JWp2Hs1BFYY0wEvAHsdY6/PdXN+DeDoCh/+u/fAf9RHvXRbSeZevksHJ0i8cWbCIZZiT19lhvuOs2yx9J+s31a90bMWRL3THWQkPQiYWEDf3fcr19axqILD+BfoDfr8PsDyH4ZrUFD6WWRmA/UoK4NVWNHxAqMn1tG18R6zHFXoQTdFJ6Lp13vRNRhd7Jz+V7effBDahOCqM546NCjNe/seJEvZi3ly1nfNc2jM2lwO3zou0r4sgMEJZHOE9zceUMJqRkedLog1UETOpeXsjyROvtkgkorfpi/npnfT+Hjp75m4xfbUHdX4zkjIjV6cfQLw3CgEdF7qXqRxqDBFGulrqAavUmLx+ND8SuotBIBf5CgRiAjy0hdqUCd5OXOb0rYeDyV8YlFdEyrJSZBh0qMRTDdAZoe4N0Dml6I6kv7hyHkLRacLEKUJFKyEi/xcE78fJqTP5+mOKeMHld14cjmE5zel4urwR1SbXKFRCp8KeFIdS4SY6wsypnDq7fNZfvSXShB0Bo1rLR9gdft4+ruUxFFO9Mez2HpyXgql0t4SwWeX/oEfUZ05/kbXuPA2qNN89//9gSuf/jqS3S8/T4/H039kvWfb8HTGLrGE+fdzciHrvrde+aHeevwe3yMmfKPq4l/8ZxVagHZV0DN+Y+RFQPuhvN8Pac9Ht12gqIRta2K3CMm6su0yAGR6GuDJEvtOLzqDAPe8pAVZ+PkOis/f2XAFGbEHG6gqrS2SazjFyS2jONMjBfTLhuioJA2IUiYXuC1+ctQfAexnX0cS0QjwQB8/5GRy4Y7UEwiE27oQMadEpn7y/h5pZVgXBiCy0eL9Ghm7n6WN774EveKaqhp4J0N3ZDtC8g5YmDaTVFodRoyrqqkIiES9+ca0tsnU3CqGJPFQIPNji/gw9xfoKwmAoIy0efdrLJ/iSzLFJwsRuWZTF25l6du0hMeH0ldmQ1BEJCkQFMBGsD46aP4ZvbypuVN8lIAzh7O4/FBM3hx1TQ6D2r/D69JM/738Ucedf9BM/60R71z26x/eY/6P8ZQK4rC+PQHqSmqRQHqRmYS9lMRktNP/xt7EpUYyYo56wAI6CVqb8gg9puzuK+08OjkPLq30pKRuf7vjn995O04bRfZt9I7pmCvDzGC+YwS7mHhmL+v/o2sWmyyl4EjZYZNSCcxaSdH96TR5drnETVdcTs9jIm7B6/TyzPfPMaAMX2QJIkpV86k8FQxUQkRmKMtHNp2krApFjwf2/BVhwzatbPsmHoGaBXpwF4YZGCXRnQGhaL6dJLj70ZlvhJBjOC5Ea+yd80h/OEabEMSiPmuAFdnMz0ikzm1OSTIEYixINU6QCVBbCRCUQWmcCN6kw5HvbOpIEtvuVCc9TfHGLBoGbjAy5iscxQHOtErsz9GUUPA9iqSOpwnbuzLtA8TiUwdjs6SjCCITT3mfwZTLp/RJB7SsnsGLbtkEJ0Sxc/L93D+SCHhcVY6DWxHXWUDz3/3OLtW7McaF054lAlJrWLXD/vYs+Yr+o+q5MuZIf7mkLfcn7teGg/A89e/yum9ubjsbu6cPZ7Rk/9+lCX/ZBGWSDOR8f/1PKeiKAiCQNCxEsGzhMKyPEyShNbUjVfuLqOiWOL6B4r59P0EGBXGpOGn+PLOaErO6zCPlJDtEOeso/cLNo6dTSNniowsh14wfikoNITpsUSYqcgLUY+mtU/mZJgT4546xq91sv9zM5YKOy8v1rF9h5cBl5VwpKE/W1/MJveAkaKzOqL6yRSXmfGNiSKywI3/2ypko46gSUJT6aTVADMj7shnUcJABleepbupksjU/kwcdJrU9unk7D2HqBLQG/WIahF7jQOtQYPf50cO/OqG0oooAYWsHi2YtOA+MjpEcWzjByS37cG4tLmAgKulOSTKk9uISqsiKjGi6dhUOhU6vYZz98US+1o+sSlRvPTjM6S1+/Mph2b8a+APDfWAv2Cod/zrG+r/iGIygILsYmqKQr2oAhC5MpTfumHSNYyePJzxmQ8RaK1DnePBNS2OcVn72fpjBAlxftINfgKBeoK+o0iazr87/oylU5j32Kdo9VqmL5lMXFoM547k8+hlz+DpZ0HVXkI5oUE4cymbk8sh0a5HKUe3aziu7sFV4xXqCiZjc3xCRscMVjd+yfzHFuKyu3lh9FvMWvEkb/40s+n7Po+Ph3o9ReV7lQQDKtRaiLxJxfb9Ijf2LePUehPny0V6dXFgbxQxK8X4G5ciacMJeo/Ta0QhOmt7vsdJmrMEV2c1WmMQq8mApBYJ+mXqrosmbIMfTakbq7aYqOEC59c4cdndyIGL3pi7MWSwK+9IRVMhEb4+DwBFp2Lzszp2hnWg/01lHNj8JWe/N/PUoiFECgEqi2opOr2FFRUbucxThj4xjaxuyxCEP5eZ6XplR84ey8fv8TN71VNNmtK3PnsjXreX/JPFVORXoSgKlkgzwaDMZcO7UXSmFEklctfs8dw1ezyKonDz00Heuf8DBo3pS8+ruzbNMXP5kxSfKSX1T+SQ09un/Kn9/keQg41QPZA63ysc2bCagWP7EZfaE2d9ApXnXuLM4UzSstSc2GFEsOtRTnp4+c3k0MugAJ6NAn53gBKThS9/yKDaEk6s5xyCKDPi0atZ+W7oxfQXGlBzpAl7rQNTupW4fBf1A4zUryvi9sfLSSYBm7uU3v36sXJxBo3Bc+zZZiEYpwEUan4W0eNEOzeAvWMS5lsdWNMDlJ8Jh6VOcsPC6H6Fmm6WLA6uP8c3b6sZefca+g6zUGmr4ZEv7My5NxVDuB6VSkVjrSPUynbBRmsMal7+8VmmXfUiwaAMgoCt7DhK0lLU2tZ89Mx2fiFFGdarjOwSC2XJVpTNDTz0zh28/+hnVBRWE/AEMMaFE/daPjGpUTz33RPNRvr/IP5sWLs59P0H+N/wqBvr7IxNupeAJ1SkYo2xsChnDiarkY+f+Yol81bj7WdBv74eRQB3Lyteo4Xw0+Us3XUIg0pCDqrRxH6BqO38p+Z0NLoY3+YRKm6NIDVYRr1fD/MuVhr73otHfLEOqdZLRKyVWyfl0HfMELTCSmpKk9DpKzEkLMAa1+XvziHLMoqi4PcG+PqlZSx5ZQWCJiSakNTKQeV5A76ASJfr7Vjigjhtaq6fXkUrKRyLpQIUL05HOKKhL2/vrObIdBc3P3snWS0ymD3uXWwmJz3HOTg9X8JepyIqU0ebu7PY9fIJGi5rgXnDGexXxmLYV4faHSCrZ0tqG+2UFdSiSDIqnYSqPkDQJ+M3qUnt4sXgdpN3TEfWDXbOrIjkhoeS6DE4nzJTF8Kq1qILa4UxrAVhJicxiUbAhWC6EyVoA8EIgTwE/dV/yev+r8Jld7PktRXEpcVyzT1X/FPmUORGFM8WkH2IppuQG2aClEz24UiWvbudfs9X0ir2IWYNWUTZeRt+r8iA0a3JPX+K85GJ6H+uRo7TIBV7EIKgNahR69SoNWrqA158soK6LhSWD4sNyZQmZIGr2k99jZouV3QgIj6Mn6sPEjsoSEvZz+QJp0GMR63LYs/aemLijzP3xWgGTavHViVzwpHI8actSBeiKrJBi6JVI6q8PLy4Ct9OB4U5MTz8zij0mmMU+oxM6ZuLvUBGUS6wjW2AUZrzmCQvEwe0RQGcEzph+uJY07kJjw/j+oevYsWctcSl6njlexGD2URQjuP1iTLbluwGQFSJJGe4CAw0c9MDZbz9TDriT05e+OFJVi3YwIG1R7njpZvZ+f0eBozuzfinb/ynXMtm/PPxRx71gP7P/2mPesfOF/7lPer/GEP9Cwqyizm44SijHrsWUQx5bM9e9xL7f5WD/AWOHmEYDzfwwKwiBo/2EWbxI6iyECK//dNVoRO/Gkep1oTj5oYm9iRBBEkt4WulIuAKxxcZQH/ChuQOojPKLMkOQ685BwTA/Bii4aa/O/7+dUcoz6tk5MNX8Vj/6WTv+pueXpEm3tusZ/30SSrhu+UZ2CMjuLPHAW680YWsRKPTBUCxUSrOJDHyakTJwrHtp5hy1Sy6DrFzJtuEo1ykY4/W7KUC3XE7UmMQQVYIzIhGnF2DGFTQ6FS0u6wNp3bn4O1oRVSJROhicFTU4z1VwtUvVnLGnEneJAdPzy/kxVltUSSJqZOz+f6DVO6dUUUgoLDL35LHrjyEWqdHZRoL7m9B8RPEhoQKNEPAOjtEbxrMQxEsCGI4gvDPCxL5fX5O7DxD1ys6/JfHUoKVKJior9zHkkU/cNXAMkAiOiYbg1mHV74CbeT9zH/4cSoKfVw1vooNiyMwRl3NvrWHcF2IXqg0KmoHRyM4fKRaZUoNcGP6Cda9EWIpk9ShCmqD1YCr4WJqpk3PFuQcPk/30RK2U424EiS03iiuGHYFqR0PkNZmBxFaB74g2GsiefqWnkiigLOugL7PlrP2iSRUWhmnNgxvrA73Q5GEP1OA2uUnvX0KnkQTxbnlLPz0AMmZEpge5MypXmxfMxNbTTlVBRpObYhAM0FP2g0BIhfWcGiT+ZJ8MhJwoatKq9fw/uHXiE6KwhM8Ra1rJxm6Mh6/TubU7ousT1HJEdSU1KFLlZm6ugjRq7Dy6SgKTybz1paZxKXHoNZcKtnZjH9P/KGh7vcXDPXPzYb6d/G/3Z71tzi+I5snBs24ZJ0p3EhlWx2x53zExlRwx7NVtO4QQKtX4WMcYWlT/uG4hadLmDTtOeyHXYhVCkkt46m6zEr90XL0B+vxpuhoGB+LkKJBu6gBy/4qEOCeV0chSkZunDQM7C+A/hZETVuUYBWCFHPJHMFAEJ/HR21ZHfd1moLfe7HPV62TiE2NpiQnRIOpv1FHS7kSd3EXCk8WEwx6Gf6yHbMpgFhroFtPL9oMO4lqG2pdG1C15sPnbPz4hZuW79jJ/SQK+YiTgC/I70GQQFJJBC70tbbonkZxdhk+jx+NXo0xTM+zn+5j8sh2iBe2CZq1KCoRVYMbjVZNx161dOjfQF6mFc3eXuQNrOPlLg3s3eCj62g1krMlOmEjeqOLsnwjxrBolEARZUWxhKVFExMVi6PxEA3+j8hsm/m7+/k/DUWuQ1G0KJ4NCHI5ghROY9kPqKXT5J2RUKdo2PftbfQa5kQrHeWJETImi4+GOisehwdRLfHEXBVF2QWs+7oltl+1lAmSQHiMlbryerRDNXjOKcQM0lG9MESj+mtSl2sfuJKfV+ynobIRURK448VxfPnS18R281BfpCXrfi/je1tJST1EUK0QbAxD9sOhfRm8XR6N/k0bTn8AUQqCCxRRoH5IBp5EHQGLTOqPubRMsHHzvVF8/locM77SEh93BgiwdEEMi15yMGicnyNbNCCYqS2xIcSLKDYZrUpDwBMgGLi0sE2QQtEhrUHDwuzX0JmsKI3jOeR+kO3PnGD3yoMkt/BQWqRH9in0vLoLj75/L3d3nETHl2zcdnkhJ1ea+OjZFLL6tGTOrpf/x657M/65+ENDfdlzf95Q73rxX8YW/T00G+oLcNndqLUq7PUOHu7+FAF/EGeDE1lRiI6DoWPL6DI4Dr21DYlJu9El/fQPx7y95UTKzleCCF2v6IjL7uLMvnNNeTd3ZxOyKGI4Y0dwhVZGxIfhsrvwOHxEJUXy8YErMIR3AvcSZM8WxLDPESQRQRXKq2XvyWHeows5f6QAWb74kDNHmnju28dZv3ArW7/7uYmQA0IVz9YoCy67ExIV7Kc8DLzXxtmNRp5dnk+sxoPeZEKWg0gqAyp1BIpuLC55FKNj76LvtT04e6yApJbxHN16sqnn9ddQaVV0GtSWgxuOgyhgjTTTWP03PcsSWMJN2OIVPAkaDBtsCEBSmwQEEewNTuwZXrIi9FQ1VlOZGI7wtR2VSuL15dVsWa6i3Q3JREhtcfIj1miFYJ2EvkUj6ToL6thVnN5zgMT4zzj6sxlR04p+IxPB+QkN0lB8QQsxkWMuER35R1AUH4JwqR6xIjtwNgQwWE3g2UjucSOtu0UjqNsCUJX9KHWlR0jMFNFYBmP3PkhV0VkCNY/z3rQUrrihCkejQOe+Dha9FsfZ44ZLxteZdCgo3P1MGZ8siMHlUKGyhULYkkpEVElkdkrhzL7zpL8JhYtUtB0a5MQ7CpEJYdSV1gNwxwtj0Rq1FJ4upkO/tpw7UkBS8ufYUoEKkWsG2AiP9hH0+dj3kwVTWIAVH0exd2Mo5+/sHo+tfwxRPxSiy6vn4ZcrWPpNG4psPrRlLqKSPSS8pmJ8R4Ek6RYiwlaRfaQ9CQkbOLDJwbtTk1G1j8R/qhbhwq3aZayPw+tMaP0KGq0aR/1Frz88zkp8RhzZu3Poc02AR99zUF+lorrqYTZ9dYZdKw/g66XngdvzmTc/Hd0xJzqTllueHc1lo3pyV+vH0DxgJWx7LYlJXbh1+mg69m/7p691M/610Wyo/8n4VzTUW5b8zLev/0De0UvJ0xVJwBpuxOf2oze4GDIuyLjn5mA0F4GUhqj6+4Uox3acYsqgmYgqgZTWiRScKvnNNsYIAypJRUNNIyigtFDh72lB2qtBaHAi2Ry8u3MW8dFP0lBRR1JGNefPdqTlZXMQpHBKztZxV5tJqDRSk6er0av50Rnqu60tr2Nc4v2/mVcBJEkg4kEd1kMRRKceZs+SWALxOrpPdzO5ezYOOQqt1UacIYitJo4Gh5/MNmFIprsQDTcAIeGHO9o8erHi3SCgn2jE85YTJajgjzLgaRVJ7IkaPB4Psv9XLwwmDSpJwi0FqRoRTfi35Uju0BM8Nj2axppG3HYvmtYClh4ynpPgOBpKOSSkeamvUeG7wULgSydag4ZF+x3YbXYMxkrcgkxchIFFn1zH+NtPUVWRzrljNnoNMWENdxDw7uVccQqts25B8G/BL/Rg+fxGBozpTXzMN9jqexCeditCMAdB3RFFbqDg4Kv4XYX4NTNo17c1AHLDcyAmcvbAKuLbv45BtYTzx4pp2b0zxaVjWDlvHd2v6sK6+c/T80oHu9ZGkNnOxvIP47n27mJWfhAfIvgIBBEEUBQBtU6F3xPAH65GG6FgqNcSFmPFaXNSoZbJyHRQuk3m17rWEfHh2Ovs+L0B1KkCgx/0sOEZLeOfHsX+Hw9z/mgBALc8dyO3zxxLwaliNi98jmE3nSA2PRUlUEzA42PPTzE40kVijHXM6H9p21xyj3TONbrRXojQxCQFuOvVSby+ZRuBr7Lp3DeTfmOD9L4+yMZ5iWiNEexcno0gKuTszweg7tp4wjZVIl6oOL96upM1n1kRywOYw0w4ftXDLKklrhwfT1xqGCNuWYVo1KARA+zZ8Qqzx30IgBitwSfKBJJ06A45EFQCGo2aH+o/5/aWE6kqrKX/6F48/90/joA1498Lf2SoB/b984Z6++5mQ/27+Fcy1B6Xh0f7Pkv+8SIAAlEmpFongqLgTTBTP7wNcZ8cQEZoko98ZvFj9B7wEJXeW8E+grQOv68oBSGFra9f/B6P23cJC9Wv8Ut1NYBiFbBfHoNlRYheUqVVYbDqGTv9CHu+bcFzH3uxRIoU5zrxC9dgMGtRNCPQ6LU8PuA53A4PHx57i+jEEKvUjBtfY/eKS/nHU9oncLCtmrAtFcSIGhpqGmk72MbxM/FctjDIic9UDI0spcuARj6rz2Ryn3y8JXG063AWQbIgatpCsByX/kWE4M/oTQ/gcthY9f4eNn29g9q6Wry1fmT/RQ//F+PzyzEF/IGmnL2+UwaVZj9KghHjxnxU9V76jerF5gMn6dC6nsQxAXZMNCCIYlNYHQFMsRKyw4fLIeFpn0CCKFDtqOKKywvwmnUopwVq+ph5oHcetnI1+9ZZufahVPavrsWlU7Dn+Ol+p5lerexUl1h5b1oYs7+NR/adobjEQ8s2OjwOP0HpelRiHrKiwedL54VbjmCNsTLqjtVoDOF89no3KvJKaajxIKmCPDirmOKyCaycvx2/N0DrXi2oLz9Fm84udm2IJuAN4I/QIdl9SIpCalYyZefKL3JRX8Aty1xkV+gw7+jHsS0n6DOiB+s/3cKEqeVEXi6y8LYIGmou5lsFSfjNPTZv3yuc3neWrV/MpbaXiesHarlqQBZrlp9h1HXZBPweRH0mG772k3vES1yLAO/t6kb45mIA/BF6VDY3ggJqrQpRJeJ1epE0CkGfyOCbL+OZrycRDAYJVj+Aiv2gu5HCktu5r+MUElrE0lBjx1nvAkGBCwVk1lgzQZ9C9N02lFgtJ76NxnKkCr1Zh6vejTUiQGGnNJ4eeYAh1zgJ+oNY0uey98cdzBhzjLY9XOQcNWONNmOvdV6S8oFQqPzV9dNZ/t5aLr+lH/2u7/V3f6PN+PfEHxrqPtP/vKHeM/tfwhb9Ef7jDfWtGQ9R6vOTmNxA+SEIpMegzq+mRYdk8s+U4LPo0Di8FEzKotPqatSN+dz+UoDuvRrB28D5nJvpPnIagvD3C1RyD53H7/Nz/nABC6Yuaqo8F9Uw8uFrWPvxZrxOb9P2Ko1IZJyTSa+X8vS4ECuZRicz+AYbG7+L5Mn5XtoNmohOewqT6jNKizuS0n4wbvlmvnrxe26fNRadQcueNQd5fkRI/KFmZDrGE3W00hjxevxUFVQDEJEQjqQSqS6qBQlSH9NTucpDhBhL2dlyZI3E66vPEhfvZtueeCJddvqPaKRe6EykdBREyMu9nqTM7ZgipoAURWVZFt+/u4Y9q/dTXVhHVHIkz3z1CNOGvojfGyQ8zoqtIlT9rjVq8PplIq7WU7XXj1TpIblNAlUF1dRcnkB0bQ2mGB+1q/3ozTo8bm9TGL/nZCPC6Qr2rTeT2jWd+rJayu82oJtfTeJlfqo3qwh4gqS18VB83kjQL9N7YhU7v0qmbmQLEr89gWqQjrcmH2fnxig22GJxrAyQkeGi761aGs7KDLomn4hYP9NvaUFhrj503UQBa7SFxjoHguLD7xORNCIqtYTX4yejnUQwPQ3F7KByWTlpHVpRV15HXWUDwQtRD2eHaDSldixBEBDQ6DU01jUiXxAZETUCBGRkWSAsxoKkFvF7A016zlKmhuD5S1v9dCYNARRKxyQS+1kBiPDm5pmc3P4jV45ciDlShSCLBOiMq+4oHm8WzrqzrPvGwsEtVmrK/yakL4LnnRS0T5YhegM8u2QycRkxbFq2mEa2km65gz7DB7B11xF6tdyN1bid2FSJrT9ewyfPFYausQgmixFHg5Nu0xtoqDdxbp5EWIwFe50Ta5SZuvL6C/e4Cp8ngLllgGfm5nN6exJDb6pBHeVCr32Ivau2c2J3OWs+i2Ts1FqWvB6NKcLErc/dyKGfjnNwwxGUX9nrR+bfw4gHh/3jh0Az/i3xR4Z6UK8/b6i37fvXN9T/URSif4tRUXdSWVCN4A9y9f02/FE6NGcrEQIykz64D/wKqkonAUVG72ikQm3AGa7nq+0m8o+E4fH3o8ugKBTn70to/oJW3TJp16cNIx6+ioiYMASVwE3TRrC85nN6DO10iZEW1SIBv0zKdT6++iD6wkpIbuml5xUulCA0VFVzcNXzGKQf8Ptl6itLIBjEYNZx/xsT0Bm0OBucvHXP+03jmg9UE5kcyYSZY1mY/S5z973MJnkpb2+dFTLSAEE4vTMWZ6WG1l0zSWqVwOBhtZzdoeP+CR2oL1Tx03dRzHyxBZ6yUyhSMqKikJm5Ap1Yh73hdfyOD4lN8XP+4BmiEqKYf+AVvs5/nw7925GSlYRGr7qk99poNYA/wOCMQiJlBwLgc/po178NQ6UoAmV6arZISGoRt8NzSa59/ztO9q03k9I2kdrSGtwNbjRrG+CJcPq3u4GAJxQeLjijRxBDepV758WgrvcS/fVp5ICEZ72Ph4e14YtjPZB1BoJRanIOGvnh5SiWz9cw445MJvRsS0GOjk59G7nliQYESaC+uoGAN4BKF8onB30yXqef5FaJNFRbsCg6Wuhzad3ZRVVxNZJahfKrGgLjiWrUdR4s4WZ8F4RdfjHSar0K2acgyyHvs76qkesnXoO+m58+K0IphiYj/atfcKeBHXj4zduJ+q6IqHg/6W0jiW/9FKMf+JmIaAGXW0EUBSrzs7GE+Xj1fj+PXZvJ+q+jqSnX4L45gkCmtmk8QQb9Y0WI3gAZXVIZdFNfUGDP0nzOfNeawddsRKm7C5dvIenpGznqi+f79Qae+74x1OsMGMOMBAMB+o3qyaHZVoZ1rUaXLlNf3YAsB9Ho1UgqkeiUCHoP7w6AI18iOdrHjXcXcD7nOsTIhez6fglvP+Zl28o0FEToYcDcBlq0Lefz579lyK0DeX7pVMJirEQnRfLgu3cw9PZBf/i7bEYz/l3wH+1RD1WNCf3o0xPhfCjUZ4ow8u7OF0nNSv5NfjeokwiaJfQWA2JJI2MnNjDqqa8wSi+B4U5ETcd/OKfb6cHr8japIb12+zx++nI7AMPuGsy6r7Yj+mQsvRUcx0B2C0QmR1BbXIsogRwUQg9nWaZjHxf3zTaS3jIPmSCfberENT2fJDn9OIJ+NGePFPP2vQs4f6SQm6aNwBxuZuCYPsSnxzbtz4xRr7H7h0tD41FJ4bgaPTjtburGtMHbRyTQCPFvn0Pd4MPdzcSU6WexB0QChgB9Iux8cr41l7vjGTzkICqND/Ag6SeA7goIFFBW0p7wuEhKz9tJbBHLgsmLyOrdkmF3XM7qBRtY8vpK7DYHfrefcc+MYsmry1GppEsrzEWIiffhcYs01oXasESVQExyNPltI9FtyEEIyCgi6PQaAv4AclAJhYNFQqH2X7X8/AJJI3LLjArKq9Rsnh+BKIqotGokScQYUcMV99pY/HQiAO36t+HcwTz8AT9KUMFg1eO0hQhD1Do1lggTdkVGl5VI47ZskCE8LgyVWsTmqyNYB8qFCLfWpOGjo29zf6cnEFUCroZQdXZGx2Tyjhc37Z9KJ7HS9iW2ynpemzCXEztOk9W3ntO7w4hOjaK6sIbEK90kaQSenm/iyJHTtG2TglZbhqTyUFKoZs2GWDq2GMLB8HI2nXMhfVuHfDiI8qtzoagECCj8XuPhsLsG88THD1Cdt5wgb7J+RX9ueeRlGitmMu8JE+eOZNM4S0fjR17k8yLacifWGAs2XZDGVgbaFYqUng2lcx45UMm25wycWG9GZ9QQHhdObVkdiS3iSeuYwu3PtaBG+JgsQwmNvoe5ud9OnKnhGPeH0lPmcCPRsTW0fluDaVUNS9+PBQEW5c4hMTMej8uLzqD9naNoxv8l/KFH3fPZP+9R73/pf90W/SP8xxpqWZYZphqLxhBk1BsFLHk4E4NVz6KcuTTWNPDUVS9RU1p3CR1m41WReFoY0B4JEH+qnpsfPs+xg714+cfp1JyZRmSrVxFVkX9/0l/hh7nrWPLqCpwOF12v6MA19w7h5I7TvJ99krHJh1i7LRZ19kWt5M4P1VO8TU9ttpaEdC9GS4CBIxpY900sb63JZsFTbegzMo0OV0whyvoN+bnppLepQzDeR8AfwOf2kb33LD2Gdebc0Xwi4sKIiAtnVPSd2GsvFvCo9Sp4wIL3RyeNEUbsd8YTsaAU0SmhK65HK4rUXRGBt7MRU2EDwkYnqkoPnpbhDH6qiDqfnnEdG+mRVIerPkhYpB9FkKnzaDh7OJm+N/wI7qUIf9Mb7vf52bP6MO/ev4D2/dqwZ/Wh0Ln/lXYwAvQe0oCtWkXOEWPTd03hBhwNrqacdxNEUGtUBPxBdAYtsiwT8IfIVwxhOlz1Hlp3dnLPh1UYnV5efSmVos16zBEGAn65qa1JUisYrRYaa0ItT5EJ4bicbvxuP6Lop/uLXnZN1aPVqUNzyDLqcBM6RSE8xkpNaR2iKCKOCiKcDmDf50cOCqS2S+KTE++w5JUVrPl4I66GCvpfH87lEx7HEmlh4fTFjHtyBC27ZqLRXQxL3xB1B/3H5LB7bxyDByncM/triqrfR6xZjq7l4xicMRiC9+N2Sny3IIayRIFdT0Vy51PlrPGl4deJjG2Tx675Zk4eNDW9uEQmhXPLszdSdr6ajgPa8ONHm2jVPZOS3FISMuPp0t9I6y6rKSw4idHSmY+eTOOndk6i5uXhcniR01UIhX60WjVyQCboDeJLjwCnE02Vl4gEK3VlDTgGhqPYBHQtZJKPVZLe0sPhnTHMWPoEFfm5JLZeRUprLw1Vj/DJsz9z8KdjKIqAEJRp1T0DrUHDiR1nCLazIjsVlP4S6q9sDBjdh+e/ffxP/f6a8e+PPzTUPf6CoT7wr2+o/2ND37/o0/pcEksezkRv0fHCymlIapF7O02hpqQOf+cMFFWI/Upv0eGLNhM0W1FprNRkqCm4PJEzZWV8P+ddtvyQyd6lk0KCEP8Ajnon8x9bSG25DY/dy4H1x3A1uNi1YitPdd2GXaXGlxLKh2qNoQf0iU8s1GZrUOtVJGd6MbVU2LnOSul5iZdnpdFnWClBxwFsxT+haMdj0X5I+emPqDs7BZVYiNFqpMcF7eJlb6+h9FyoclcOXnSp4lvHcfuscSjzG7ni+Upa9KhHqANRCqI/W4vVrEejU3NXVm+6LPdiWGLD4pCJSAhH1OjZuzWB8wfCmf1mJj8sM+F1BjhXoKbSloQkJdK1RwOF+8ai+HKQq4cj19yEXHMzSuAcKrVCmx4ZxKREhTSlBeh8eTuy+rQCIDIpEhTYu9F6iZEGcNhcGEz6S9apdSqQwe8JIKkkbp9xE9ZoaxO/9S/eq9ubxsIpMTx0eRuKNuvRGDQEfEqTkQYI+gVcop3WV6ciqURkRUZv0KHWqTFZgkRZZXqMqwW8BHxB2vdpjdoXQK1RUZRdyh2zxvHo/HuoWyHy+JRzdB8dalN78N07ARj39A18eOwt+o/uwUNvj6XTwPakt0/hxR+mUZxTQfae3KZ9OfzTcUZNHMDxfd3pPtHPfdMKUHsfJ9O0Hz164vWdqa1Kpq7KyNYfzFQXSxx4JQyAz16NZ5C1HG+uhCnTycmzFgiCJcpI96u7MOaJEQy/fxj3v34r3Yd24oUfpjH8/qFccfMACk8VkZ6xEI15Erk7e/PZk26slhPck7YPX1YQwzUxtBngRivJ+J1+NOpQSFsIgLomFKa3VTXQtncrTNttGM430n9MCU6niqoSNWqtRFRKBKnX7aSusJoS/9t89vxucvafhaCCVi1ijjQS8Ad5dvHjfJL9DqpSD2KVG9UeJ2UPtubM/rP/8LfXjGb8O+I/huv7b6HWqMnq05Lcg+eJSozk41PvcHr3GUZF3gWAo3cSqvJa1IEgolpEFAUivykEQUAIyNRf15rlU1ToupjJrjuMf18Yg8ZO4NzuV2jbMwxMDyGKmt+d2xRmZND4vmxbvBuUkDf55l3zCY+zsmdbBB1fc7P1Li+pHZIoOFWC9QkjpkIvZd8H8LsDbC+PJ3OsTNzuOjgIx5eYOb7EjG9yFGNOLiLa+h77d95Jz/5fYDbuQKkvgMglTQVvd7w4jqikCAAWF3/IzNFvERZp5umvHuPlW98j4Auw9dYwetxfRcWaCIz5ATpe3ZmXf3y26RgEQWDNgo2Yo4xUFtSgK7XRMaotxy+IY6zcHcnCiliM/dVETxK50nOeTq0NZKacxO1KRa8GBBOoOqDYF4BcQ1TMREYu2Mniu7rRoX9bZnw/BUEQ8Hn9fDhtEas/3MjoeyrYXphA1ZqQwQ0aVegQ6HplB35evr9p/7xyAK1Gxu8T0Zm0NNQ5mgrogJCXLoIsqzj980XDL0oiHlfISPuiNXj6W7Asr0EVDaYWGqTtKmzlDah1KiRJoq5WzfrJIh9sLmS5RmbNF9GU5JZzxfj+DBjTh8+eXYw50sjBjUfp1aMFguzGWWvHYNHRsX/WxXlFkZ5XX4nW2rNpna2qgavuHNy0LNvnk5H0JZnjTWR17UjLLDcuRzRGUwGyvwi7zcjJT57ihXkWOk1vw/nnPCiK0JTrBlg6I4LK+yOZt6M/RNVCnY87Zo1n+INDL54a92o++L6YuLgEypZX8diC+0hsGUvJ+TO4j0zk7CGF47usOBp0mH9KQqlpJGJINb3GuwnsV5F/Sg8iGMNMBIvrLo4bgPPHC+gzsjsHNxxj43etMbgqEavC6HdDe6K1owk33YKhyxRmXfEafn8AZ4OLqMRInA0uHn7vLvqP6o1GpyEyPpzrbh7A6gWbIB8S38/h6e2zfvf31oz/PDRzff834F8h9P17uDLhDmoGp6Ct8qOqdqCYDOiPlzF0dE9+WrQD/62xCOvrUdV4wahGcfqpfj2TVm9VE5vkYeq7J6ipiqdLPz3orwdVGoJ24N+lG1UUhcrCatZ8sJEOA9tSVVRD+8ta89yo1xj7xPV8/+4a8q12Evr56VBeyc5lEQR9MvahERi32ejYsxUn9+RgTdChjWugNrEN9rx6Yoo93Dh5BOMmxyBKeqh/hBJaEyeWo4r8CvFv2M1+QUNNI2MT721qFQMYM/U67pp9C8Also4AJ3efYf4jn1KQXULAG8BgEbjm1ipS2zfgqNax+L04GupVRFxroKe1hJNnwxj3bhUf7WzNvdHVSI562vSOQmeKIyLKg+jfgzsYSdCXgMkaD5bpECwAVTp3jp1CWuti0lROjjbEkj0n9NJRNyyezlIY7TKP0JClYvdDKiS1RO/vPGQer+WLGXEIksAX5+Zxf5epuH5FqIEYoqb0ey8qNCW3TaR939as+2QLvoUJBD9oxJjnRK5RuP/N2/j0mW+a8uZhsRY8Th8ehweT1U+vK+1sXRXFY/Pv4crbBrH0zVW07JrOwunfUHiymIBfJrltgFq7GbPKzFfn5//mGsiO90E/GlGKYcMHD5DQegjtL2vBwaq36KoNUJxzFpVG5rXHOjPyzkZcDTW0uqyGvXusfPdsLH6fgNRHi9xZh/9bN6o6/2/mcLWLonFwKuaDtRj3FTDlk4foMCCLhMw4ZO9BcK/FaZiIxvEyx/ZeTefL+zN9wstUtyyl4i0Haq2E234xcjTgpt4c23IKQ4SJ8txyLFEmHPVO7np5PJ88+fVv5hdVIqlZicT0TyPeuIpu3dvQdXCAZZ+lc2pHkH0/HgHglskVrP4iGp9XT+seLXlz88zfjPXD3LX0vLoLCS3if++Wbsb/YfxR6Htwt6f/dOh766FX/uVs0d/iP9aj/lsc/zkbodqJZVsBqkYZ6UIlds9ru/DToh14+4QzstVh9vwURQNacPohQiTsUA2Oeif1lUGeHpdO1sNaluxJ444RLcjqsBWlcTpK5A+IUtRv5hQEgbi0GO559dZL1n+V+z7BQJD8k0WUzd9A7X74WRuJpBJRq1WwMeSl5B7KQxAEDO0cPPPqWZ64woyu0Y862sqKjzYR17aEjq0TkPTjSEq9C7l6CA0VV+Oqn0Biu8d+sz+mMCMvrn6KV2+dg8/rp/+NvbnjhfG/MdBTLp/JqV1nmLLoYTxuH1q9loA3gMsNewyd+GyZmfDd50Na3Ho1JQV6bCdCHvzrwxKIG1bPjhSFw+9FMXxWHc4iNRrJxvnDbRj+TBlRiWfoqD+HVHsjiDoUWeClZ3Ss/TGZ9HZxdDBfztbqz+k8pD8JrQbSrm8bJvV/hrp1DUz7aiyfTV/Cnluq2OUKFc2NndoXJehEo1HjBOQ2yUhnijFFmOg/sifrPt0ChCrur7tvKKMevYYjW05ScVcZ6hYimv4S4k4dox8fwUdTv2w6Dzc/cyNGi56fvtxOcU4ZtsZuhMeUMGTCIFRqFd2HdqJ1jxb0vLorK99fx5oPN+ELVGO9VeHG5HKy9+aS1TORyiInMclhFJ3ZSlzYMjSyREB/N6JhMIe2bmPrmqVccX8Dj9yYyd1P+9mwOpLrJ2QzZ2oS/kAEzsR4vDdGInfxYd1XR/Cwj26Tnew7GgV7GnCnmgGFCJsfjVaDcroG3bk6RJ/MwNG9MUca8bpDdQpB714k2YWz3IvLk8CmRat5afznDH67kJrcaAJBATUq1HoVfneoFyq5dSI7vttLdEoUolqkscaBqBLRaDRceWt/zhw4QNk5NzICBEEOBAn6a5lw9z3ERS/j4HoH9eWHsFoOs+/H1Kbzu31VGPY6kdj0MF7f9Pzv/m6vf+Sa313fjGb8X0KzR30BI8Nvw9XgoeaGRMLXlSN5ZMJizDTWORF6qnDHm1GddSAe93LZjT3YtewASoIKXycTtp5RRL1ViMrhv5DDVFCr1aS21fPcp43EZj2HqPnzQg5up4d37l3ArpUHSO+YzLlD55k6p4qPZ7ehrrIeJahgDjfi8XjxuwP4n4kk82g1ldu0eF0hD0rSSFxxeyPlJ0VO7NUzeuZALuu2gsyuJioKw0nrMe/vUmfmnyxi+3e7ufruK4hNjf7N5y/e/A4ntp/kytsGc/7oeQ5vOokiCSAryFYDQqMbUVEQxEsJOHxJWiqebkXP9+uoOFWKIELG6zJnvzIgHvUgCApPLj1FaqaO16e348XZxzFYPRSejkBliCCuRQNGoQZJDJVwK2IGtsZrCIvrjbPmc4wxDyAFd7KzTqGyqh3lC3MoOlNCUso+rp/0GBP7fY2s8hIxUqJkg5qWcTG8v/81nhj0PMVny4iItrLw9BwAKguruLvdZIKBIAFfkNS2Sczd9wp3tHqE+poGolOimPbZI3Tol/Wb8/O3UBQFxbWEIFE4nZ9ScqY7mWkrmb8hmYnXnmJruYG+kV6OVGppJbrYvjKOtYtbYK+rpveIMs4aomg9xM6GW6IxSD5adXKTe0xPIKgh4A0SMKtofDYJ+bCf6GWlKEHwtIym9vpEFG8Q06FaJLcP8+EaBozpzensAhJaxpGaYGXcE37CrWWIUjzlxbWYTctw1xtwNAg8P7crtq0OkpISyD9ZBAoktYmjIr+GQCDQVISmN+sYOKYvm77cjqLIyAGF9M4pyD6FT06+ja/uHaZec5Rqo4sI2Y0+6GfW4pboDGry8q7hh3c/YsPXMlHxAWrKNSRf4aJ4i576u+Mxra5FVelnwJjePPftE3/6N9SM//v4Q4+669OopD/hUQc9bD3c7FH/2+AXAxe1orRpXVLrRE7uPIPoVNBsqoNGhdj0aO595TYi46NY+cF6HAYDSpEUYi0TIRiQETQhnehzdUHufFTNzZdnc919SUTGh/+pfSnJKePY9tOoNWpslY2o9XqWftSCdv3aEJkQzqhHr+GNuxZwas8Z2vaxo3SV2bM3nZtvyWTDwq1EtA0guyTW9WyBal01UkyA7oMWse6Dtjza6zKKzmwhtdNhlGAegn70bwx2evuUP9RUfm7xZBRFoaqohtUfbuTgzjNEvWCit/0ca1+MYsDY3hxefzxUif0raEq8tH7qHPWKjCnMgM6s49wL9dApVNOoKAKvjW5PIEKLtXM4x+tk2uhV2M1+tLZS7urYmuvviWDo/a+hYwEm3UZk1xJKi38m1nQE6reCqiX99fU0JgSwP2rA6R9Lcuod6NXFLDzan9kTNjHu5mI+D7uOWZPvQaNV89KPz1B2roLk1glN+xqbGsPrGx7l46eXUafkY2xZgN6o4+MTb6PTi6h1hqaUhhIoBgIgJVNTWk9jnROv00mbHiZwLUX2/ICoHU7AvQq/7xw/fqxw/8xWWCsAVRptdTY2ftuZxSu1jLknn60/BKjIrwIRtn6TSDDVzKGaLCLJxzMoHkObanyHBGRfMETDKssE51SiLXM3Fchrz9dg2WOk3bAy3DWN1OTpkGKhrsJGh4d60v2qFvSKjcDZOBVRbA3eNUTFDebIls5sXtKIyeqibKsXqT5AZbAaFFAbVNQU29Dq1AQaQt60JcGHvULh9P5zzF7zNDOufx21SY292tHUF22z38q5kweIHG7k7ofSMPjLOJt7LR0HXYmt5C0S0yuB2CbCFXOcgjFMh/JpRUhbG9ixdC++L/xotM3KV834x/i/lqNuNtQXEJ8RS0lOGUGTGnvPBFJO1PELl7J87GKe78PDb7By/npWzl9HzwdU1Jqryf6yHulCGFAMg/AHNdS+4kOxycjAV7O+57vXV5HUKp5nF08ipU3SH+5Ly64ZfFv6EYqiXJLfPrjxGC27pmONsuBxuAl6g1wxupaa81Wc2q1h5+Fq5KDCqx/m8tzENGr2JBDhFVFXw4xrW9KuWxVL38vl8tEtaKwPcnbPdtp0Xoox9k5Ew+i/dL7sNgeLnlvM3h8P0zA4lcA7JayriiQ2M4asXq3Y8e1e4EJnlSQiBGX639iLDv2z2PbdHvJPFKLTaxCKZZR9XjytopGcDSS2dqDrLVAe4WNRRTcq7/ZjcrsxhAdw2BQ+/TqCT5e+SVZECbfN0eIu16CqK2RbbjzXjK8mLDqbDd/Gk9YuSEbbYnT+eQTd+6k8fwRBMPHsfBuCthf3X1mM6JyF3BCPyTSc1l2NKDSg+EtR5Drw59Cm3Wne/mk8wWA91ecXMuuGh+g0zE6HDhLJmXWh3HTKGziLH0StT6boTD0NtQ0sfKUFr317lqDjbvyeXdQGIrGX5PD4bSZG3mjFXV/Pqd12fvoogZKDmcj+k/S+fjeOA6355JiRLldVEY9CqSkK9Ukfbn+QoFWH6A2i3mpjkzMDTVwN2qIGCsakoCtyEL45VMVvjjJhjjBx3+sTmP/5G3jzReqL1YS1M9DtTh2Dog/SY+RAcL5Kna2CKEmhvmEwu1ZpUZT1zN7bDesPQcCIilB/+LmxsXjbm0h9MhuTVo0sX3y4tbu1gZNSCsVvFHN6Ty4+jw+f20d8ejQPvH07wWCQyHgrr67sSlavWGy27kQanmfx+7m8OuEH6mrr0ehTiUjQYSuvR1GgTexNPLyxHw/3ePriDSfC7pX7GXTTZX/pPm1GM/4voNlQX8Cr65/l7vaT8Dj8mPeX8sK6Gaz+YCMnAQS47YXRjH3iBrQ6DWs/+QkUOL1RoK59GNqKagR1iMhCrofaVy6wRjUoKA1BjKkKPotMYVkVsx6cT5TawDOLJ2GJ+MWTDfwuBenfFqF1H9qp6f9uQzpRV9PI3AvRQJEA+denEhes5fwxPa4CFTGHixEIcWt7HQEObzdzeEcRG9doeXJOHPEt+lJfswljrBrZuQRB2w9B9ccvEb/AEmEmOiUah81J+LrzAIyZNpJ7X7mN1ybPRjM2Gt+31chmLc6u8cQdq+L5pVN48aa3yN4d0sxOGZJCSW4FQaNI/eVWrMe9lOYCZ7WYw+oxP6hQWSoQVOsJT02ihnwEn4yiQFmpFUejh9efa4spWI2tUxiLZ6Vi9nuxbwgS39HP8Lkaoird7DtbQt6SKDrf5KdHd5nUhN3UlHVg6w9Z3PnUac4cN9CpVw4GUzKKnE9AUaOSyziwM4ONX7/K6MkerKYSMtuEo8qU8XM3tpoVVBdX4zv1GKcLYxgyLI+ty8OxpjyB7tqTfLJuEJ5de0lI9tL9ugh2Hc1FHZNIflBNXtdoNuSGYyotZ3dpA2Bl73orsknCe1UEngwX0WNkIirqKZkv4C0BY3HoRdDv9mPalQ8XjGXMknx6DGjPGWsDoiSS1aMlj75/L7Gp0bQZMJ+fPvqQvnsSSO5wF3LjAjx1u/HXvYGkS6Q4W89BZy4L7jiEq9HLjM+8GNdUYe8ShfFEHeIFBrnwdRU4a8IRfDKyRiY+LYb8EyFClj1vRCG18xMMKnwx87um++PckQKGm24hPNbI50c1hEc00FBfzJYl/ck70Z9TP5/BVt2ANMiIoFdTt7IOSS2iKPDjB5to26sVt80cw5czl4YGlOHY9myyerX63XRMM5pxCRTgz3jL/x4OdXOO+m8hyzKieLG93Of1oVKrLll3Y8wd2Nx+jK/GIS8qw3cowK0zRvPVrO9/d8y+t9mxpCkc2hPGOVck2nIfLzx1ityce7nixkoS073o42aiBGsRpD9HmALQWGvnqxeWsuajTdhjtQy6x07/mBLmPp6IxyVhiTbjdfkQRfB6/cgXeojHLA0nqmQEkeEb6HutndrSevRheeT5XqZLi+v+0vk6uesMJ3Zks3PZPvrd2IuiM6UcO7QRwSxRvS/08iGqRb7InUdYjIXrjBcL58LirdSXN/zuuBqdGp/Hj6gSiEuNxu30NvGDQ0jbIRCrIWixoj1XjRIuEW+NoKqgGkUGKUXEP8IK79sQZZBVAvY+kXSsKuba1xtxn1Tx40etuWnuDtrGCOxYZ6LlMAuN+1KwpB+kwBnHT89omTqnkEW5Lan9xEVNcRh+f4Bp7+dRkq/m9D4jPYbUs39HJOFJMtu/jMTvDRA9TuH5x3Kpyx+MormGdx9YSn3VL9zmfhbszeG+p3ugbPAhqcQmMQ5/agRKJxFfvUDEwUp8rtA9J0sCcpQaVeWl3N5avYYbJl3H3S/dDMDy934kISOWXtd1QxAEPC4PX77yPpUxRcSXH2fsPZXodEG2bxhIvT+Ro4c2MfyWBt4am0FdVehaBa0G3GlGjCdqUAkCUUmRhMdaQ/Ksv1wbvRpLtIWaolp0UUFSnxfJflKF5LmU8k1soSI8ycKCpQNwkE+w1sE3L5j5eflJYpIisVU14mp0E5UYTlRyJB6nh4ITIYU5tVbFvP2vEhEXxozrXyd7Ty6DxvVl7JPX06LzpapezfjPxB/lqC/vNA2V9I/Z6QJBL1uOvfYvaYt+jWZD/RcRDAYZYZ2AJxDE1TMFw75CWrRLovRcBfa0WDQnQ56GSi0R8AcZfHNffl6xn9SWjXhcIoWVZgJhOsIa6nHZJa4eX8umpZG8f+AN0lI/QzBPQxAN/2AvLkXR6RLu7jKZ6UtKeO2ZFvjPeIhMDGPw2H4hzV6Pn9rSi/2sMclRuJxuFEWh/wsltCKV9Mx6Ck5V0/e6eCwpLyPpMv9uW9nvofB0CTOuf52YlEhyDuU1tUFlXdaKF1Y8yfHt2az+YCNHN59s+o5KpyLgCfxmLJUmdO4QwGgx4Kx3EcjUothBXXUpoYw1xozL7sHv9l/CYha0aOk7R6amXOTo1nB0pQ2oT7nRJ5upvTGGjIhSql7w8vbas5TYJNYtDuPIrjg01aHx7V2jUdm86PMbCcSq0dd7QAC/RyI8yUvXW21sfjUOAJ1Zi8fuRVSLoRc9QSYyyYPVAhpTO07vzQdRIKNDMvXVdmoqbKRlJeNz+7DXOHDUO5uOR2/RIQdlFFnB5/GDApapVvRhLmxzfcTfHCQ518HPP1qZs+dlsnq1avqu3+dHkkQEwcP+H99nv38fndqdJFgdRaTPhEEbicl4jPmzozi8LoHgY0ZSpRqKtxvoNryag8+bITkO2e7htkeu5qcvdhCVEM7xn0+HONZFhbA+QaqzjahtXvQWHe7Gi8Qw/cf0pii7hLLzFQiigJgi8cWqAs4dzySgG89bd32Lu9EdooLtKqC/TEbzcwvOHc3n4Xfv4vNZS6gtsWEOC9B7aCOuwFXM/H7qn74Hm/GfhT801B3+gqE+8a9vqJtD338R5ecr8bl8iIDp53wQofe13fnmpeVIxSFxC2uMmXl7XyUmJQpRFJk5+g32rDqIHJCR8CM5/dQOiQA/bFomIgcVHh84g+fXD6JLTx2K4kNpfBnROvNP7VNKVhKd+7Vl9iiA0IPzi3Pz0Wg1FJ4pJWf/WVRakXtfyqc4X8uaX7XvRhX4KG7MQw4Oo+tlqwANzqLRqLRG1BpQmW9BND/0D/chNSuJRTmhimmvx8eCSZ9Rer6Cll3S2f/jEd6f9BnOC8VlKo3ExHl3s/SN1ZSeLW8awxRuIKVtEtm7QkxcOqMWZ4MLRRTos6iRsycjGVxWwbbl4dhOhaqN7XWOph5ovUl3kfaz0UvObBGHSoNk9SKg0KZfa7zT87k6eJju8bVM/aANk4ZmIqoAQcF4mQLXhuOfasOYU4d4oZ1cVekna1g914ypZ+W2JA4qCeQdSiHRUo/X7aPHVV3Yu/oggiDQonMLcg+dp7pAJESvko9Gp6ZFtwyyd4VC/nqzjqJTJSiKcknoTW/W4XF6WeP4iqrCGqzRFhY8voj8HafQGSNp0S+VWH04UX12MvWb+ci/5ulWvKjk3TjL5+Bz5NGxI6yefjVfzPAz/LYa9uyX2L3OQ1KLDGYtymNSdgTjw/OYMy0ZXUczYlkZGl0Q17kqxr/VyM/HtxGTFM3kTx5g+Zy1rP9kM26VH/XNRpxLwwjbXoYsy1w2qidGq4H2l2XRe3hXSnJKSM50YDHt5YPnwygt9lCWt595T35MwKpF8vrR6TV069KSvDMHOSBXY/IH+ODxRbx/6FWmXjGThupaygs03DT9ItlLM5rxn4xmQ/0X8dPXOy5ZHjzuMtr2bQ2A1OAiOimc93a/QlleBd++/gO3zRjDzO+nUpJbxsGNx/hw6ucEvEGEOBWa7T58SXEI+WU4G1wsm7uIpbZinls8Gb3pgb+0X85feTYvrX0GjTZUQXv52Ms4svkEAa/M57MTfpO2Wf5JOqK5kWsN+/l2fxiS2sXdr7xF0P0hatEGwWLkQA04P6TRNxG9SYdW/8dvqlqdhkkf3H/JuitvG8DajzdTVVTFFbcMwO/101DTgKSV6NAvi9mrnmLuI5+y4bOtTd9RUJAjJYSaICc3R9GwPkDHKXZ++CQaCFxC8wlcsuxP1mA750PAiQEn8RnRnDmVgzJOZPyX9ez92oi6zAcIyAEY9qKTW0bncnvfkLa46AxiCjcQ1zaOktwSTm8LZ9KMCga5S/Gu9nJ+swXFpCMmOYZTP5/GEmkmJiXqErrPX9Dlig6Iaqlp2WP3kNg6ntKciy8pt828iTY9W9BpcDs0Wg1JrUIV6NfdP5STPyezc/k+th86gqkiSAeNnfD4Dzi8XcO1d8WS1fEweH9GsL7Azz+NpW279zm2x0Uw4SCFX4cz/+l4RJUKlUYkL1tk9Jiu+FL0fDL7wuR5DnYfv9jnv/w5I4pQR8uuEdzZ+lECfhlMGlIT4ih6pIwwxUVa+yRa92jJlE8vfYkL6LexeuE2lPru3PnijTx332wi+jRw9b1XUmrYTrpSx/Zv09mxtJTaOgOBTqH2t4DPDYLAx8ff4ZOnFyMHA/S5rvsf3mfNaMbfQ3PV9384wmPDAFDrJN4/8Dpp7VKoKq5hyIQBNNY5ePqrx/jwiS9Y9+lmIMQp/vhHD5LUKoGkVgkU55axat569F+EvG9PBz3u11oTPjWH/d/EACfY9+217NzQn9zDNhprGnlv90ukt09FbngWwTIDl78Ao6bVJfv1/v7X2L50D6/e9h4VeSGVotnj3mbPmkMEvKHwsqv+Qs5YJTZJTboa3Hy4vZhF0y/j5J4qFFlHRg8fwx9YghA4iqDpiuzNRnEvofzYCmKTfJQ29iWjzwcoihtBuJRj++9BFEWuu3/IJes+OvYWJTllZHROR6vXcuWtA6jIr+LY1lMggtfhw397FJqPanDPtKMBZo1OQW+VcPPbkDmAIgn4wzXc/VUOW2bHUrpJT1AnUVZQQ+qLEE0d65yxHH5LR2orDzqDzLlsHSlXNLBuRTiK7eJYYTFW8o4XIPtlugxtRFSD2qUmb6OFlKxEik+XIiCQnJVITXEt544V/GZ/WvXIpG2fVnwxa2nTOmuMmVbdMgmLsmCw6Mjq2Yrxz47ix49/4odR6xjx4FBWzltH4elSqotrcPcMxy9JvLyhlCyLDb2iwu3LY+DNs8jb+yT+YA+K6/ry9sFPODs1gEWVjtdlR2UNPYQkjRpBAK8zlAvX5bnR5blxceHl4W+eVR6XBPg5tfsMSlBBNqhxdktAqfIx+vHrWP3hJubufbVJoUpRFHyOE5w7qeXIRhujHnuMN+9Zxj0dn2Dq20d5bVp7WrVtpE2LRDwNXu5+5Rbqyur4bPoSDCcvhv3v7zyV22fexGPv3/Mn7qhmNOMPoCh/spjs38NQN+eo/yJslfVUFdfQqtvv53BzD5/n4e5PNS0vKf3okv7pIeIYvJlGfC10mDfU0v+Jq/nphwNoz9cgqwWEgNLUOyqpJYL+UHzTHGEivb2Rax8YR9rQnSSap+D0+YkwXprPzt6bgyiKtOnZkmlXvcjhjcd/s496iw6f10/QG8QabaKh+lfqWToVeqOOVt0zqSmzoUjQalEikyI+wNFoRaVvi1p1hHL1AJLlI5QXqSkquZl+o+//zTz/PyjPr0SRFX76egdrPtiEIIY0qx0NdrR6PRXnqy7ZPizWTH2lvWnZH67G3jOSiA0VTevqB8aiLXIy/NVCtr2fjL1EQn/eTlKmB41OYfCdJRjj9Xy6JA3n6osvACqNRGRCBG2uz+OBhwqw2UQe6tWObkM7cuhX53XSh/ex+NUfqMyvwtvViGgPoj7rISzGyhfn57H83TV89eL3WKPNGK1Gastt3DRlBANG9+H4jmw6D2rPnlUH2fzNTuIyYjBZDHhcXsY9UkXQtZVGp4kGWwr9RlwOrk8pLL4DxfUtB7al0ubasyyc2IJ+w86wMi+S2iXCJYY3faQLV7lE5X4tal1ISaztZa0Ji7aya9k+ALRGLT6PFyUIHW6r5+xqM556CWOEEZ/Lh99zsT1x+EPDGHLbAFYv2MiTiyZyanc2rTIeAkVmw8rpGMIOk9BiMU9e0RG3w4PBpMNl9yCpRBAFxk27npumjERv0nFX58fJjtZg2ZLXNL412szSik//Un1EM/4z8Uc56ivaTf3TOerNp974l7dFzYb6vxE1ZXXcnHTRYEUmhrOk+COObjvFnIc+4olPHmRSv+eoH9YCqa4B84Fqbn3+Rr56YRkADVdHo8lzoc+56GX0nFzLwe+ikEsvXqb0jilc88oYXDF6xne72LL1txgZPgFXg/s362PTonE2OIlNjSGxVTwtO3/LkOsaGdexPYIUqrhOykriVG09GSotAn5ue/wQb01KJioxnuiEUtr1CtByqES3thU02jxYw5IIBEwYYu9DVMUiqNv/d5zSS+ByuFm9YAOuRherP9hIx0HtKMouaZLDDMpBynIr/3LLRcZwJ64UA+XGCITXbZd8pjfrMFgaWbAph+duz2LKojnc2+5SKcXHPriPgTf15fU75pBTXopepWHOqlmo1BJ71hxk5bz13Dp9NKd257Bh4RbqKuoB6DiwBQ3Veby3IQVj4hshBjP/cURNJ+T6x8DyEt76Y9TmvYMpIpHqcj07lufw86ogFUV6jFYj6R1T6Xl1Z1Z9sQ53hg37jwrWKCu2inokvczYz8tJcvl5+/5MElvEo9apKT9XgUanwVYZqkQXxJAYiTNdR8RlQUwH66k6qSelTSJPffkoD/WY1nROs3q3YM7uV5qOvS7nRvTGALKqN/WVLp67uYHYZBcHf2r4zXVQ61UE/TJPfv4wV9w8gMZaO6/fPpd9a0Pc3omt4vjo2NvNpCbN+FP4Q0PddsqfN9TZb/7L26Lm0Pd/I2Zc/+oly5IkcfZoPlMvnwnA5xf6TM07CghE6el1XRdWzlvftP0DXfqxu3A/7e/vzdkjBVRX5GC+zoDzpAVjlR2T1Ygggt6sZ8GItxFEkaKbLmPaFxNBcaEEziBqujWN9+IPT/LKrXOoKbVhsgZwNIQud3RyBC26pFGWX0nB0W3UaiLY5E0FlAsRI4FzRwqhXTRlxysQBHj14TQCabGUldRSnqfm+C411jwR57pEnvnMSUZ6DdaYfL5Y8RI39bejliyoIt8EKQpRlYws1yOKYf+l82sw6Rk79XoA7nxxPBCSfUxpm0RDdSP71x5BloN8/fLyUBW4FpQUifRBbgo+/h0lMxUQgLLdOgKbFQSX7TebmCJNuGwCYzt05K7Z43isb0hBzBRu4IaHY4iMCye1fTJel5fMTukktUhk1w/7ObrlBOsXbuX49uP4PEG8jnPcMWsoV93iZ8lbxVx5/SZE4w20absfMXwGincf21a46NJ1Nub0pWxdM5LsvUtwVq2krjqW4bfu4cX7UlHr9Mj4iejkpjjMhGtEGTnP5nLtw1ey5sd1yAGFrF4taKyzc3LnGdoLHqbfm05CZgzFOWWEx1iR1BITZt3Eew98DIAig86qJZDnRmqvYtTLNSx+JpmA5KBl1wy+q/iEV8a/S2LrBEZPHn7J+Vn6zWiygzvo6l/H3g0mis8YsasDxPXQU3U4iEoj4bvA+vcLN/j6hVu54uYBWCLNzF7zDMFAEGejC0uE+b90fzSjGU34J4e+58+fzxtvvEFFRQWdOnVi7ty59OzZ83e3PXXqFM8//zyHDh2isLCQd955h0mTJv2l+ZoN9X8jCk6FekDDok3UVzu4743beO/Bj5o+LzsXKh6S3AGkEjvP5UzhOsMtTZ/vXLaXz07PYdpVL5K7/zyxyUEaX/Kj39KADDTW2FFpJRpr7chBBYJBju84ya6VB2jbUyFMOxe78DYBx8+EJV9Px4HtWVz8EUWnizm+dhzffdiS1t06M+mDe5nU7znOFZczfqGTLsk1bP3RSLGUgBIUiEoIozSvitorzSQer0StVaM1aLjylv4snx3y/v2RGmIv91Cb66cmoYG54xLx1hm5eZaZ7xbkct3NNURac8D5CfNfaMe4J09ybH2A9v26E9XiFkTR+Bvmtf8fdL2yIwBRCRFkdkoj/+xu2g+ciN+lY8fK6ThjBVTlXmrDRFp3dXJwi5XwxzQ0LvEz/sHRfP/mKty1oZYsU7iR5HYJnDyah+QIcv/bE4hPj2P9wi2kZCWQmryQsOgwUlvDI2+YcdcfY8m8VLL3fYkhPB3Rt5yKilju+UhFn74JXHZVJ2z5y3nlwVjadd4IbjtB11bufOIQZYLIFzUreLregyU8AIKWAVetp7DgBRbc9SXbvt19oY5AB0IDOQeTQpKobj+GSDXWlk6qFzdyVVIN5d01fP/qWgA6Dszi3JECasvr0Fl0PDMmE0WE0twKtAYNdlctvnqRLd/sbDqHhjADox65htP7zpL90xGOymYue8jBycXhHN9xivb9snh904ym7WXfCR6//BOSM4o4f1JNXrWJPW3bYz5Tg1YncctTo/j8ue+QVDre3DKTZe+uZfuSXU3fz959acGdpJKajXQz/m3w7bff8vjjj/PBBx/Qq1cv3n33XYYNG0ZOTg4xMb9VJnS5XGRkZDBmzBgmT578/zVnc+j7vxFDxDFAKJSoyLBJXso1xpubPAlBuihScfXdl5PWPoUFkxc1fV9v0bGq/kuGqsagyJeO3b5fFsW5pdgbnIz82okxt5ivnmlJZEI4Wr2GkROvQlJJpLQxkxCzgJisF/D5zqHRD0IQtNSU1hIRH95E3PLW3e+z7otthF0pcc/V53lrUki1SKVVodVqELr5MA2NwveBH4vZgN3mZPDN/Vi2YBWiSSBQqSClibjTrah/bkD8lTSmrFeDKNCrr56OA1qSf1oLZhud25fTqX84uQfzGTDuXjy1c/F6BCqlCFoY8lEMj6K2jLrkuGX3WlB14bs3f+KmR7Uge0GVRGXxcYrO96fnVV2or6pg+74txGiOErCfoGcfOyXnLVgigpQXx5CacRRDWCpuh0CdXcAYDVGW4dg9nSiSveStriLcXE3HLp/z9fwrWSQ5uKEmnWe+fIyfvtxARMQeWnaoovBsBB53Ep16/oQiG5Eo5MDeO2jV4RxhcZ3BsxaP5xgq0z2oArtBSgHPDyhCPLLUgdwTLTm0tYjUzGNkn4ynqAQC1Sk88Nbt7PrhABs//4nqkgZueOU8K55KQw4KqDQqAr5LC+d0Ri3BYACvWU3V8HTiFp4GAQQJWnfLxO30UphdQlRcBDVldVTf3JqI78+iaWug66hSDsywIogQHmvFVtWIWqfm5mdG4FCfZ9nLp4jvEqBbeydh4bcR8PkZ+fBQohJjCAaCFJ0uYenLD3NijwqtPoCtWkVjnRpXaxOXt23N3hWHLtlXa4yF78o+5ulrX+Lwhot5/UFj+/Ls4v+/h1YzmgH/IPTd+ok/H/rOeesv2aJevXrRo0cP5s2bB4RIspKTk3nkkUd46qmn/vC7aWlpTJo0qdmj/t9Eqx4Z5B7IQ5HBEmXG4/bi8wTQxyjgkJG0Ji4f1x+1VsWtz41mVORdANSMzCBibQEep4ft3+8BQUCrD3Lzo5Usei0eRJj88X3c3XYyKpWErsHBnp9C7Tu1ZTbUOhUfPfklwYBMcHosyX4zH05P4nT1dDpY1iFZXyYqMcR4VpJbRmLLeMLjw0AFY2eXs/aZkBwkIuiNOrxeP52nKVxh2Mvst9vSUGpDpVaxc+ke1MkC6hQR58Yg3e4OYjJXsUxIIWJbOcihtKQq1kpAkKkuLuXnZeXkHDVgna7n5ycDPDT7OB6nimsjPuLNFSX4jJ0wG8PxCqdQ+V9ADq5H1twC7q8RA6dAEMD6BjdOeA1PtRGdLkBA8SIEZM54VmFfG6BD22patFRxZGN/LL54CsNdoK+gqsZA225OREXmx29T6T/2eay+KzGI8eBaQH2RiCFcYcBQH1athfxz7Rg1aQt3xf6AVtiFbJ/D5SOcECgj4N5BdJQI+oeQNKnYqjyYDBVU5v5I+94jwPEOZ3NHoNeVE5WsEAx60ESMxGPbzLmTflCOcfJ4Fm3u6oC+9HZiy18mOukEX85q5KEeT6HICpIUqsZf/2oSWqMeYZjITf2KWPTYpRKpklqirr8RzWkXpoOhKI1Gp2LYHZdTUVCNrbKE8JgwgsEg1mgzLM5BsKhwdozk9Lsy4MJoNfLwnLt594GPUKkldBYV+/YcxBgZQ16pTJScwoTFfTi4+gO0osLciR6Ob13HDffY2L81HVeDG2O4kdnfnGLFhwYcni4Mu3Uw5w8VUl1UA4C9ewx1GTG4nF5eWvU0L41/h10/7A/Ju6b/viZ6M5rx34G/2p7V2Nh4yXqtVotW+1tD7/P5OHToEE8/fZGHXhRFrrzySvbs2fNf3Ou/j2ZD/d+IJxdN5N6Oj6MEYeLcu1GpJAKRWtrcH0DaYePILjWPzr8XgA+nfgGAOh7izxXi98vcOnMMb941HyWo4PXC5mVhACS3SmDa0BdBgQGfeslKdrHaHg2SAkHoPqiGuko1OceMSC9XEtnPwf2dnuD25/uj3JDFmQPFHP7pJLc8eyPrPtnM7S+M5c4Xb+a7/Tt4c10Slk3FqHQSfYf3pCinhPzsUpJia9n6VRhStYugAJ0ub4Oz3knl/mp8Z0KV6Ad+iCWYXYvJWAcXHGpPq0hkrYg110aBN9S6pQhQP9vN6Kfr+XJBImUOAya1jy+ORXPysIIuvJpHb4okMhjNeXUp8qn38FZruPZWO5LOzDMj1/HosxbeeWoAQ+/xMHDgz3yxsB03jM1m+/5EEnRByitFZPcxsnq70WhcnPFbUSk+Vs9yYQ3GsGOtnYUzp2GKHMhNU0Yw7Pb+xKY8RVDojGTpC5o4bEcPkbthCVVlY+nay0NAGorTfRUIg2nVshadNYnc43ZWLnZh1Zdw3T1f4grsZ903Zi6/OoL1i1UYwm6l6MgSDmwx0P+6WYyb4sYd8KGLFjixbTPpXfKYMSEZt1tDwNPywp0TOnkBOYigEkhr6+WmSaV8syeGxdNDHQNakxpFFvC5fDjrXaiPBZBq/ZgKQ73jPneAw5tPYI2xUFkQolppea2W+vMCSREJ6M06npv5OL6Z1Xy57Alsq4y063qGsVNH0q5va/au+pGeyR7aRHfl1oeWYbJ4EKRpxGU9z+NXfUzBiWJUWi0fvJCEuyFUZd9xZi1PjEwg6BdQ60+hyDI3TRnB/EcXAmDIrkM4VkPD7AZMLeKYsbSZZawZ/5pITk6+ZHnGjBnMnDnzN9vV1NQQDAaJjY29ZH1sbCxnzpz5p+1fs6H+b0RqVjJzdr/M0c2nGDimD6Io0q93O/Z/WYVSKNPuAjEKQGluOVqdSFpHB8XVBvxA276t8Di8KALEzzXSsFiEc3D9Y1fzweQv6D64kXinjzempuI4qPDsksm8cut7nDthwOMSm4xlt/Fu3l4Povcz5kyMwdRzDNdPuBqA26aUcWzjZ7QbHMnKFY/y9avHGHBkIj6Xn8iECCa0fJgHvm+goMzE7vkaRBR6XNWJl3+cTkVBFdl7zvDKrXNDrvOhKiRAcl+kyNLnhvrDRYOGXwSLLT1b0nC+ip+26qkJCIz8powD9+k5/IwF+43J6PIrKdrVSLlo54ghicPzRcj38/m6bugGq6n3FXH/oEQE8TxCej3OFrDnRwd6g5kYUxWz74gnIPkRZNi2MIgxOoj+Ch3+40FO7DQh2gIIkpuEDi5Kj7qY+9AnfDLtK9x2D5ZIO5J6D9OXTKIs38/xHUU0WlV8NSIJSZ2DHMjG0CEcfVczMx7ezhuPtqAy2shDExqYP/ENinI85BzR8tEUHRBSDLvhXjtBv45tKwwIfVKJV+x891YCgd0+inMSsNvEpnPza/jSIojNSuTykZsoidOiFAfw2kPtd3qjAWuUmcILdRDhPjUOX4j729PBiPZ0qBir+gI7HkBjTSOtunXBpItn2zc7Wb9wC4XZJRzaFIUk2YlI7s/YJ1sAEBZrIiJ6ODrVTmSnzKdvXUNFQSM7lz/fdF+pNBLBgIxnSCuSyxyYsjPxe0O5bq/Tx6FNx3hl3XS+eXkZtooGJFeAyMQw4tKbRTSa8T+Mv1hMVlxcfEno+/e86f9NNBvq/2a06dGSNj1aNi3f9/pt7Gs3GVO4kXd3vtC0/t7Xb2XOg7ncPfkMj1zVCq1RQ8EFRSLn4FaUPXaOVre4CeaZaNOjBQF/gH3l0dQdd2M/8guRhYRWq6a69NKEdkaqk8mdjvPSfWkIFgG9cxPekvmkRkfj8XSnba9wAnVvEfDV07pfR6wpCUSF9UcQRNRaNZvf0sJkA5rrVMgrvFx995XUltuY2Otp+o/qhVavwev6G4EIoxZZDuJ3BwjEmhBqHITFWPH7ApjrGrHXNNBQA2rg6497Yq0qQKsJotlVgv2yeFYasmh42Y69Zzp3TtzI2dJIjnwu4i0UUVUH0Bo1KAqcXhxG7g9W6KYnJyBwWhApMelJfFih5lE3dQDngD1gGBOO6rIg8poAKq1MYlcXpUeN6ML02CURwrRUhqvQn6tnxqg3UEkSDTYrao0a8BH0BxHVIo6ceuxVEo991Qo5oKAtcbFHMpJ/RoPPI+JvrwEB1CdCrXArPg4ZpoBJzfoP9KgqDWgDIcOsN8pEJ/ipLrtYhV7+QDoxi4rQFNThrnUyd10c0gAtYnZoPK1BTWKrSE7tzMMabWHYHYOR1CKrP9iIo85JMFqNclagtqIOSbxYnFe5T0vlvmzU2lzC48NYvWADXpcPa4yVJz5+EkVI5My+bFpnraToRCbezB7sXmPl++I4XJ8cRG/UNRlpAJ/bT58RPXjqm8fQadRs/mYna9mJAgQidKjrPMiyzHdln1B2vgJREjGY9UjSRVa2ZjTjfwSyQhMhxT/aDrBYLH8qRx0VFYUkSVRWVl6yvrKykri4uP+vXf0zEP/xJs34ryClTRJv/DSDubtfvmR9cutETuxycMt3gwAY+fDV6EyhtzjTllzEgEzdER2jHrievasPowQVdC0l2qU5QAkRQ1TmVZLeMYXENgm8seU5DBYdskZg2u7exEW7mfpeEUqjgmuZj9WvpXH6YDcq1Sf5+uAqnn87jV1bW9KidTbF5Y+zbNNwyk5NZcRdakbdNZLLTg4k4VQ4j8y7h/6jeqNSSyS1NDBwZAU+b8hIj9jooMsrHoJmkUE39cHvDqAA3pRwlCA02hrRW3SodWr84Rq8CaFQeOTiXFSNPmJTo8mwmhnoO8TMEbsxZQQxbzzHqR3hKGlq7l6Wz92rzqGNkkM6xy4frbs4eX17DmPvKaamXIfthApX3yRK3v9t9bh3rw+3JnRO/S6J/Quj0UYE6fhsJf54C0JARvQEkDQi5ggz9dWNZPX1kjku2PQKKyhg0GoRKwJNnOKSRuJ8diRuh5eAL4hY7idzmANdC4VgvDqksAfUD0lBm+dGcgaRZQWVViIs2o/Jeqk3bdnegDcjFOL22EMV6MEdXhyGMBRRIK6NlysnhwhcPE43195/JVfffQWtumUCYNxST2x0GOntUrDXORHVCqak0E87tX0y7/08mx5Du/DW9hf4puYtbt8zlNg2AeS6Bzn18zFKzjr54MkNPH/963wx4zu82/0gQ3WmCeVXp1UOyLganMx/6BMAug8L9fCrEiUs94c8f5831IqVkBlHXFoMlsjmau5m/C/gF4/6z/z9BWg0Grp168bmzZub1smyzObNm+nTp89/91E0odmj/h9A58G/T/5hjjDj+bEGQYIJM8bw/ZurLvm84bREr6t6IAcDfDlrKff2ymXZ3BiQ4ZF5d9Pvht70v7E3dpuTWTe+iavRQyBMg+u4zLsbk/G6fuXJKLBtaS56exIuWw2GajdfrkygoXYIsvwT0QO6Yis7x90vDSfgzUHxl3PjI5PRWULGwBpl4Zp7rmHZe5+iBAVu/MhNp+QaekYrBI5Hc2x7NkGrSP+JNna/dHFOAagrsyHrJYLmS2+38rxKlKBCQ6WBJEUmIcJDLnpOrwyHlRAcaqGuRoNeZUHQ+/E4vOQcMTBrTAaOUjVyIGTUwvktv7Y50oRBpaNmdR0asw63wwMK6FXhHJupR++80Crn8KOoROqr6wEwpToZ/mA1b6+LwVauJqNTKmeP5DeNK3ZKI3CsAFklN1XmS7UByj8TEdqr8bWPJn6TH/0DNl7ssIXZ6ja41gdRNfoIi7dybNdvQ97G03WXLAsqAY1WjTNCj7rcQeFhEdvx69AZV+Jxe5k3cSG1FXWodSo6DW7LzOVPYrIaATi+8xQLZr1F+hA11oooaqsjScgMp02n8yx/ezF3vXqE3pLIj59mMGjMtZSctfHRUzk8+V4hH8xMwWwJ8OwL5/j8zVQOBUJWusdVncg7XkhtWT15x4swWEIvXNZIC3fOHse6zzch7JRZ3PA5un/AA9+MZvy74/HHH+f222+ne/fu9OzZk3fffRen08mdd94JwIQJE0hMTOSVV0LEQD6fj+zs7Kb/S0tLOXr0KCaTiRYtWvypOZvbs/4XsWf1AV65bQ6LcucREWNFURSGqm5qYnQKi7WwtPxTzh7L4+HuTzW1dj3+yYNcfdflTeMc3nyMaUNCCgs1I1IRPQEiNpYycGzoDW/7t3sQJQE5qCCIAggKSjDUvyqp/EQn+CgtCIU5k1pF8+oKqCmPIatXBtjfBMGMT3s7kqYb3765lW9e24MmQ6LtM17WLW5D1Jo8UrISKSotp9O4Bo5/ZUaVJpKmS6MopxSv00vApEJRiajrfxUyFyCxRRxOeyEZV0kc+kKF8DdtaRCiNY1JjqK6uBafx0+rTi6yC8JwdIwgbGcFCmB/KBZzpowwtbopXKs3h9S0VFoVXrVAIFyHttiOWqfC/yt5TZVORVRCBLXJYaR4T/HWkmwmTmxPyRqJMVOGs/TN1U3byuEmRJsDhAtynN7fGl6VXkXAHaDltX5SLwuy6vN4DLk2zBEm3A73b79zQZ6z8fJIDAcbUDUGCI+zNulvS2qB7ysXYgoz8fHTX7Hmw00Mm1TCaWc4RR/IXHXXcB58J/SQkGUH9VUb+X7BTm572EfQVYAo1GJviCcn5256XdufiiI7j/R8mrjMGIqySwj6ZbR6DT6fj8tvsGG0+Nm6PAJ7vYrXNj5H1ys74nF5eOe+Dzm67RSfnHgbc7jpH97fzWjGPxN/1J51ZcajqMQ/0Z4le/kpb85ftkXz5s1rIjzp3Lkzc+bMoVevXgAMGjSItLQ0Fi1aBEBBQQHp6b/VUB84cCDbtm37U/M1h77/F9FneA9W1X9JRIwVAEEQGDP1IvPTEx8/CMBbd7yPElQYOLYP/Ub1ZNgdg5q2sVU18NY9HwCQ3t5Fz4G1RGwsBaBl1wye+PhBbn72Blp1b8E1915Bq56ZmKyhh2wwEMTnESnNCxnpyMQwqosrOXF0Ly++cJwbEtaw6os48s94cVR/QMWZh7jimi9Zeb6UQX1MxO26jm4FPnpd24Wnvn6UyW/eS9GqZDpe3RZrRwlV15OIogAipN3nJ/zqS49fUolUFFYjBwXqtZF4O6Sg0klkdE7j8lsuA0Br0pDSJhG33YPP48ffPoVe1zqRHH6sBU6mL5mEAOjW1tMu1o7xitAtLegh/A6F1HZJBPwBFFFAUYvoTBpErZcud1z0Ys1hRobcNpDA0SJKi9SUFBrwFYeiEb8Y6fphGQSsWsSGEC+63qhFo9Wg0qqIz7y01Ui5ECLvcLmTc58rGHJsoEC7vq25a/b439wHnQa1DR1rvgvRHUT1ajgx6VHM2/8qX5yfy3rvd5jCQtcs70gBciDI2tfCINfLe5vOk9I2EQDZ8QVbc6fhCH7BXQ8dQK2JxJD4Hl7N2yyeE83iN9ZyfeQDPNh1Km6HB4/dQ2R8BBCSJlWCsPn7cFYtjKbxgoe+fO6PAOgMOp7+6jG+Lfmo2Ug3418f/6TQ9y+YOHEihYWFeL1e9u3b12SkAbZt29ZkpCHUO60oym/+/qyRhubQ978cbp8xloPrjzFgdG96X5D5S++UyvljhexctpfV9q+bSEuKzpTy0vh3cDrKGfm6g5+1qejmVgE6ulzRnlGPXYtao+auF8fDi1CcU8p9XaYQkxSFvc7xm7lry+tBFnlxWltkg4TO7mLHKjUx8TBtTCssUSJT5sQQnXyYB2YdRBJKeOfbljx+VwRiYD7JqX1o1+95is+U8fakV7j8AxU9p73BOw98yNG3TwIXvWljsonqNAnDzgYaqzU0fNSIVmkgKIHRoufYtmz0Zi1uu5fJH96PKEo80vdplFPFfHkyGgEFiu3sXLGffqN6Ue3MoU9JCWd2G5HUEve+fBudb23FdtMhVFo15w/no2r0YU2LprrUS8XwBIZnVrDpqwg6d2lPqx6ZaPwy0Z1lnv60LX2G5rPxWBJdh3bg8MYTWDfkIQDBEVkkNwaJkTQcP3EKVVcVFTtD7VBakwaDxUB9ZT0IkJbkYqfdgALojBpS2yay8v31WKPNNFRfFBIpPRvKP2vz3QTCVdg2C5w/XEBy6wQM5kvVyV5ZP50lr//Axs9+4rI+xTTYLPQfsgIlkAl46RRhRSNfzd6th1k65xwNte8x6LpjdOnrpKowgnPesKbX86AiI1wouLFEmnE2Ogj6FBIyfAyc7eSre63s//HIf/GObkYzmvFfRXPo+98AZXkV3N7iEQCG3jGIqQsfBuDDKZ/z/dtr0FsCzP3pLLc+NRC5zI/hjI1PTr1Nalby7463ffleZo9+65J1WosWg0GPva6O938+xUOXtSPgDz3RLREyjXWh/xVB4ZUleezM11CXn8ytT15HpO8QknIInSEcR4OKqPQbKD+7E0NYG8JSbkWpn8LJE3fzzgPLadWzJWOnDOfBfk/jytChO+7EmxpG0KzFcLKS+96ewLevrEBv1FFRUA0ivPzjM7Tvl8VrE+ZSklOGEmggPsNBeXEiT3/5KC06p1Pm3IdBFcP2T3MIi7HSunsmEXFhaHQaaitsPNTtSWIzYqkprsHn9hH5WiNh+T6Ofm0gQRODs96NraKed/ef5budCZx+R8BRYyEiLrypLxlg8toSGk48zLgpt3BV5/Gor9Lhfzukz1xbZiOtXTJ15fUU55TRfVAjNaKZQxHtiV59GpPZiN/jR61XIUlSU2i7z8ge2GvtnPz5DIpaQJsVRpvIeF5YMQ2jJVSkNW/iqzz0eiZFZ2WSUkuprOhETNQKis+HUXg2Hk/9DpZ/FEGXK3qy4r21tOjgIjrBz4Gt4cjyhbf430bpm/Bl/jwEQeDWtIfxpOt5dEEx2z4OI3e5im9LPyIiLvzvf7kZzfhfwB+GvlMn/vnQd+G8f3lb1OxR/xsgISOOJ7+YyPK5PzL2yeub1t86Ywzfv70Gd6OKVxelodsSkoDsMCDr7xppgDfvnA9AUicH5dkGgn6Rjw69we0tHwVEJl3etslIO9uF0WDRkGkvJnKCwFVdy/h8eRznvzCQeLmTU5vf40xeBOVSBGVLDUybVcPsuTuRj9bx+spSFCVIwFNBXNizvPqtiuiMdGqLX2blaQWUctSqIE5vAmqtG/Qv8dPX+SRnJZK9J1QgptGqqSyoodNAkavvupxe13ZDCVaB7yCC/pqL58gYCj2NfCiUC3r2upe54dFr6T60E5Fx4XxbGhKgmDbkBS67oSeKbjOfvFeM3BikhPKmcSb1bMkLG87R2COKnHUCWsOlYh6bXgzD4z2KWrIinwjgPRGKTFx2fS+GTBhIXFoMiqIw95GPiR/7KSVbXJydp0f2ygR1gVBRm6hn4bn3qC23cXzbKa65bwgarRq/z4+r0Y0lQkQJliOqL0qYysZdeOu+I8Yi4PNPJqF1P2R/Gz58/lMObt9O7CM6ak5XU3RmHQDnThgw9ZWQjEEUh4hGq8Xj9KA365CDCl6Xt2nsyMQw4lJDBA7Tv5vMM3MW0jO+lrJYgVwlktoyW7Ohbsa/FxSZ3/Aw/73t/g3QbKj/TTDk1oEMuXXgJeuMZgMRieHUldo49/7FEOnwB4b+4VheV4jN6ubHKvn65QTK8/R89eL3yBqR6tEtif0mB4CuV3Tk0JYQP3OdSkPDWg3nayyYqyHgEihcZeSDVZmojDKyORzZHWT6zeF4MkX0BSK5+7ayYEYxNaUxdBrciqnztTjsURTkD6FN7+7o5bcQ5KMYtFsRVS0h+C7DH3qf4Q8No/RcOSqNivDIGmrKfUhCFb2uDSmDCVIM/MpI/x6eXDQRc8Rvc6lPffUoligzknQVuxe+iNvpQQ4EyTlwPnTMA+0cXWbl5IowolMsBPyXuqEn95gYNakdWb1bhdrOPH4MYXrC48IoPlPGA12m8uaWmTw2/36WvOOlYFMuY27piq3SxomdZ+g9pIzckwkYrQasURYyOqQ2jS25XsKsDUep3QSCFqKWNX12z/TFaE06HDY337y0HLX2e1a8txa/148cLxEW5aNeUvD7LgbIbrg8j8pNsTTI4Xx2Zg5avQa9SYcgCAyVbmrars/IHk3/DxzdF9PN73HnTR0RC3206ZFBy64Zf3ium9GMZvxz0Rz6/jdHydky7mz9WNPygsOv0aLz33+w+rx+rtWHCppik3xUl6kxWExkdEzh+I7TFzcU4J7XbuGTJ78GIKl1PCU55ShtNOCSEYouFYrwpJjQVbqRFIWg7+Jbqt6iQxWhwlnuou+VNk7uN6AxJdCj/2kO78xg5OOdiehaRn1JLAN6JhOZeiMAsvcIqFohBA6z+et99L3Gjj52BoLwz6l/PL0vF6PVQNm5CnxePyltk/G5vGR2SmPqkBeoKakhqaWadv+vvTuPi6rcHzj+OTPDzADDOiAIIohbLoiKS6hli2mlFmVmWrmV1a/bdin7qZlLeiuzzbSuaYtZeSv9qa1SStdyxQ33jRAElUX2YVhmO78/pobLTzK4P7sSfd+vF68Xc85znnM4DHznec7zfJ+EbIY/sRKtvx5NlZNPFnzOgKS+dOnXkYpiC/u+P8TgOxJRFAVVVbHV2NAbXaCqFGTt4UDKu0TGP023vudRFR82rtjMDfc/xeb3H+KaUSGgjQFDXzT6Xqx++QscdgdX9I9F51jL3HvPUllqxcuoIyQymDMn3D0Bva4v5eHnzjH11k5UWrzpMqiU+MlWPrrbnYDhunGDmP7R4/V+3rFRD1J01j2gLqxdKB9lvuXZZ6u18e60j9n2xe5624VoTi7a9R31X43v+s79e7OPRRKoW4CH+z1Nxp4s9L56vrZ8fNGyR7Yf54lBz+I3TEGphoofVW6cch3b1qVhKbJ6ysXEteHNXQsY7n03KGDw0VNrrRsMZjB5UVtp97zOmdqdiGUn0ZXXz1gGYLrHC4pdVH7rxLu7QmWEid6VeeTltGHRV9t55oUOFOT6Mn/BEd59vzun13rx9hYDwVHXozXdiVq7HdW6DGu5hS2bHuLmKTegOrKg9nuqXePIObSJTj0KUXwn43Q4+X7VVoZOuIZFDz7DI29MQsHC/i2w//t3mTijL3h1R/HqgKIJ8Fyjaj8KaiWK/sI1ZVX7EdBGcObwBvb8cwXp/kFU+9/EwlETcbnsKIqO6soaco+fwRT0PiZTLembVHr1T6fGHo+3OROT1oDiNxXVshCMN6Lo2qBqY8k8cJa23QeSdeg05ect7P/nIYy+RqjdTFVZNmvfNuFn9qFr70LSNpowmvQ4bC7Pilo6Q/0pYgGt/PFrX0jQ/Xp2Lw/BuLMENLDi+BtEdmjtKffdhz+wcOISUCEw1J/VBe9e9H0jRHNz0UAd+VDjA/XZpc0+FknXdwuwZOeLFOYWcehfW8S/YnfKfgBi25Zy01VlvPhjDOHRIfWCtAok3tIPS3ElWi8traLNnM0pwjLITMBWdy7pFccWs+PLvVRVVvPO0x/RduFhwD132cvbi4rCulHNlR/ZCbxbi+IF3WKKqfVSOZwagFdoDa9vbsOpf+gBO0/f1B6/+GpsNSrje9cSHJ2CQb+Du+Yk0aP38/zwyWLycg4Q/1N3cg5vov8NQWirpuKl+KEykIw9mXTo3Y7+A5/HVbKWKbOsVOXPwmg4x+l9YcSMqsBydg9+wRG4NN5k2MrpqCnh1KkIDDorbWJjUV3zQNua9e9o6NBnBF36h6BVT4BajcEnjK69KhgQUc6Xb+0lzbsHnds/gX/03zixOxBL3jr8+u/Brrbh9Nl29Al8jWB1IWVeI1HtN6KtNuNrXg24p+Id3X6Crety2TwnmaK9RbQ2mTlfWklIlBnFqlCQ5Z4iZSmuIm2juxu/ptL9QahN+xrOZBpw1DrpPSyOfd8eAuCVzXOY3Gc6GcVh9B77ExW9vDm9Ssf8u17h73te9vxOht47mA/nfEZIm2Bmr3nq33jXCSH+UyRQtwAajYbw6FaE3/vbSwdaK9z5ow8sD+TA8kAAxky9jZN7s9i2bjdV/aLRufR06t2Ot5/+AKfdSUikmXNZ59GVuVvQWr1CSKSZkQ8N5dUHltarf0BSX+Kv7sb5c8V8OHu1Z3vZx+5W354vgjGa9LhUO7YIF1UuL08Ze4WWki0AdtonWDGOrOToyloWfv4xypgyHpx3mjPH/ZnYKY0J0wqIiapl9XtT+K72INV7P0N/zMbN9w8hpM1o7GVfYI5oRYeebThx6Fba9u6MtjyXtWv20Wf4nShKERFxZ7DZazhfuo32bUuw2YvwMvTCqUsibsBqaqp24bAnodF5g207zuogFBLY/XUpnXocw2qp4sjxheR98TbehhKuu70GtJ3IOv0oE/67M1+8lcLW1Va6X/kNq15J5e7kQirLXHz7aQyqy4XLpWK3OXBeoQUV8jILoWcYeTonN19fQpWzkh/euTAFpy3GzHV3HeHTV0OprdZScd7C6Km38P3HP1JZYsXXSwtzC0jv0pp7XjhCZkVPTn2Sg9PhRKury1b3YeabjXp/CfGH08RFOZo7CdR/Mnc8OYL1b3zjed11YCd0Xjrax0Wzbd1utKoW/d4M/EP8iY1vR/aRM5QXVqA4VTTVTqxd/bkprqvn+GvvGsiGd+ry3u5Yv4dpHzzGCL+765337mdu4+O/rQPAx98X1WWldo+NlMQeRCgZmCODKDlT6ik/YGgJH86JAmzo88EOZGh9OGaIBUpY/04Qx/Y62bXxW1QdKE4Ijg5lw3vf43Q48PHV4bCXYvGz41W4Bm8/I7YqO+17xrB7+0pO7z7NdXe1o7qijP1bVGw9umCMquHhxBROHlNZ91YWk2ZYeenhYiI6R5B3zMKkGXkU5lr5/IOOlJyz4RP4LtUV1dz84GkO74hgxQtBtB2qcPDDmQQM01K9R0Gx+ZK+1U6XIbX0va6YVa+FYS2vAiAkKpjSvDJ0J2owmFSsaGF/AQqQF1NNYEf3n2fcVVcwaf5YTh3KJfNAJp+dyGbZyo4Yq929Fj/ty2bO2qd5YMG9AIyfeQdvT12JId1GdWU4w2/MIvVjb/Ky8mnTMfJSvZWEaL5UGhmof/cruSQkM9mfTFhUKDM//avntVb3czC4uqs7w9fuUygqdEvszF1Tk5i3fho5x92ZzryKbegLaggw1z3LOb7rp3r1t4oOpuhccb3n2QA3Trne872lxOJZfStycQaKCok3J9BtUGdad3D3Cnz4QhQR7WqJiKnh3uRsVKfK9gWB2L5zd72XF+nZtdEbR7gJSy8z81edojD7PC6XE4ePQo3NQE2VlsoerVCBU3dE4HA6OXoih5FPpaHT1XAuM4OygmysmhqqUwspXVHB3/4rmrQBOTz19ilyM6zkZZ/nn2oVRedqWbtU4b0XzBSdLcHpULAUVeKwOVFrtZTn+dKpr0r3647hMHtjL3MREVlJ/Ogqqjqa2Vkdy6M3dmbHt4Ge+1CaX45Do9JqgYmENzQEhbvva+0VYaTvC+ebk51QtQqHt50gulsUtz48jEcW3Y/fj1kYc+seLQCsea0uzekdT45kg+0T1p1/Fz//KRQeDOHZ1ckSpMWfx++cmew/TVrUf0KDRw/A18+bNx57l1GPDweg13VxPL50Cl8v28S4mXd4ukiDwgM8nzp/6foeN2OUp67M/XULVig6heUHX8flunBu4vPjFgFQEx2A3seALb+MinGt8csvx/A/ZTz48ni8Td5UlFg4uOUoc297mYiYWsqKtHz5fggAqsMHsGHw1ZPfLwyHWU/QsVq8ist456R7/rTRaGfckgpWTG+FJs9F0MbTAAR/4/6wobPYefVWMxovhYNbVFR8cD1tQvtSXUrR2peD+awylJvuLkFBJSDlJHY0ZB71ITS8Co1WJe903UCV2A4OvjxbTfFZiOtZjb1bCNYfcykO0mG3uTBmluBz/MJ7Yo4IwtwmmIzppyjTexMcbsJe60A9WYDigvvvyuDsvbDlo1DeeuJ9pq18DL1Rz+inRrD65a/clWhAd52BU+nZ9erW6bT4Bfpx37VD4dqLT9cTQjRvEqj/pPrc2IuVJ5fU2zbigaGMeKD+P3W9QU/HvrFk7D6FOSKIR5bcR0hEsGd/TFwUP3y2A4D2PdoCUJJXWq8Og0mP0+EOVLqKWvRaHdpaJ2Q7MXxdRmx8NN4m9zxw/2A/jqe5W+lbM1rj8tbhc66c9vExqIo7DWqN1YYxoxhduoOIAH8Kcyo5Pdu90pO1QsN3z/hgKHJRObwTuh+z0ZXXYu0fhGZbCV5F7pa8y66i0aq071bNANNoPmD1z8lNVAp2nQF8ePMZH/eCGT9zOpwEh9nR/p9Aver1MM/3786PwBv3uuKWUh2WUtBQP0gbAwz4+vjw6Jv3E9Y2lM/f3MDuDft56v2HObztOB/O+YzaKhuB0RaGja/hh02t2fb5Ls/xdz9zB8d2ZnJ46zHe2JbJWUwElIz5tV+1EH8+LhfQiGQmDTQqmiMJ1OI3vZW24Ff3jZs+ii79O/Lpwi9IXuZeRGTBxPofAGxVNgbfOYCTuzLRldYwZPy1rF+0gZCvzwDgH1J/wNSaV93duNoKO44Ab1w+BpamLwRgqP5OaiN9KJjcnpjnDhGREE5hbhGo7oa/y9eLglwFcGLekou13J2BK/jz/Auu3ejjont/KyvnrAGgtsrG/K+nUWut5Z3pH7sHd6mABu7463DWvPI1x/b61qtD0SqcP+fOXmYPN6HqNOjPVAB1q3cBmIJ8mL3mKV576G2e/3omkR3qFpl/4u8Per7vltiZDj3bMf3meXxU1INr9TvpFFbOybMmVFVFURR8A3x57cfnAPif11fx1dvbefWHq371dyTEn04LG0wmz6jF/4tGoyFhSE9e+nYW4dGhACQ9Ohy9d91obtUFdybfwoT5d9F/ZG9ORVTj/ZaZ2g7u8i+mzKxXp9PmHiGucbgoHxqFsbU7faWqqji9NNiCDRjKLKjA2Yw8HlhwL71v6EFwXGvKr6qbK9wlsRMADl8d6s8t46H3u5cHdRl1WC1a1i0PJWFoD88x9mo7V98xgCtHJtRdkAsG3NIfL2PdzwQQ2jYYXHV/6BOevAUVlYoBEahaDQbfuvSjlWVV9Lw2jg9OLKkXpBuSMKQHH2ctZURVPDUWlYIzXmh1Gs79lHdB2VFPjOP9Y0sIahV40TqFEH9cEqjFJTfwlj6sK/mAd46+yuA7E3nxW3cgvmfGKOZ/Pp1O1mBi1ocRUe3g+W9moNXWTRn61/w72ioHka+lM+Yed2vx4JYjeHfXMXR+BWE5xShAnxviGf3kLSz49ll6dI0hOCXXc3xhjjv3+dkne1DdyZ3cxNfH3WVtTQjHGWQE4MjPecUBPnvtCwA69Iyp9zMtemR5valNAOdzSmjbpW6Alo9LQZ9XiVeliivIl9AIs2efolFoitBIM5Pm/RWLYwOPvP7frC1ZQWTHiCbVIcSflgwmE+K36Q1eRF8RxcxPki/Y9+CcsRc9dkBSX7Z/tRsfkzeqy8XQe3/OcW7UMeylCu6OOY4+PIb95kgefGWC57hJ88byw6c7PK8DQgKAc0S9dAhNzc8D4WbeTsr7/4RtZ+rKBZuoLnfPLz930t1qHXhbIgsn/t1TpqywjIAQEwaDBWuFFoddQ1TXSGqq67Kz6fQ6FKeK90F3HZ1HX0nGPvdgu/iruv3mPWtIx16xdOwlubaFaBKXSqPmXrkkUAvRZIqiMHft0w3uuyKhA5/Nbc2mwCFcc0M/nlnSz7M2N0Bkh9YMmXA1m1b+iJdRx4gHh3Loh2OeIA1gCjSh07vf9gVPx9DnaweW4rqpTr4B7mfQBdkFAHgZvVBdLl7aOIcnr36WSe/ks2lRMCd3+tH/pl5M/ts4KkoqCQz15+CPR4noGE7x2RLumTWKpEeGc8P4wRzfmcHtj4+45PdKCPHnILm+RYujqqp7SUeTNx/M/oSP5rlXoZo0/y7GzRjFgS1HeH7M65Tkl6H38SK2R1uO78xk0G39eODl8bRuF4bD7iD5mtlMW/korWPDUBSF9Yu/YdCoK9m6bicJQ+KJ6lx/XnK1tQZrmZWQSHNDlyWEuIQuluv7+qAJ6DT636gBHC4bqaUfNPtYJIFatHjbv9jNl0tTeG79NLz07gFhJfmlvDR+CUmP30RU50h0eh1hbUMv85UKIRrrooE6cDw6pRGBWrWRWray2cci6foWLd6AW/oy4Ja+9bYFhwfx4nfPXqYrEkKIxpNALYQQomVRGzmYTEZ9CyGEEJeBywVKI7KOqZKZTAghhPjPa2Etakl4IoQQQjRj0qIWQgjRoqguF2ojur5V6foWQgghLgPp+hZCCCHEf4q0qIUQQrQsLhWUltOilkAthBCiZVFVoDHTs/4YgVq6voUQQohmTFrUQgghWhTVpaI2ouv7Mix18W+RFrUQQoiWRXU1/uvf8OabbxITE4PRaKR///7s2rXrouVXr17NFVdcgdFoJC4ujm+++aZJ55NALYQQQjTSp59+SnJyMrNnz2bfvn3Ex8czbNgwCgsLGyy/fft2xo4dy3333Ud6ejpJSUkkJSVx+PDhRp9TlrkUQgjxh3OxZS6vUW5Dp3j9Zh0O1c5mdV2TYlH//v3p27cvS5YsAcDlchEVFcWjjz7KtGnTLig/ZswYrFYrX331lWfblVdeSc+ePVm6dGmjznlZnlH/8tmgoqLicpxeCCHEH9wv8aOhtqZDrW1Ut7YDe726fmEwGDAYDBeUt9ls7N27l+nTp3u2aTQahgwZwo4dOxo8x44dO0hOTq63bdiwYaxfv/43r+8XlyVQWywWAKKioi7H6YUQQrQQFouFgIAAAPR6PeHh4WzNb/wzYJPJdEEsmj17NnPmzLmgbFFREU6nk7CwsHrbw8LCOH78eIP15+fnN1g+Pz+/0dd4WQJ1REQEubm5+Pn5oSjK5bgEIYQQf2CqqmKxWIiIiPBsMxqNZGVlYbPZmlTP/41DDbWmL6fLEqg1Gg1t2rS5HKcWQgjRQvzSkv5XRqMRo9H4u5wvJCQErVZLQUFBve0FBQWEh4c3eEx4eHiTyjdERn0LIYQQjaDX60lISCA1NdWzzeVykZqaSmJiYoPHJCYm1isPsHHjxl8t3xBJeCKEEEI0UnJyMhMmTKBPnz7069eP119/HavVyqRJkwAYP348kZGRvPDCCwA8/vjjDB48mFdeeYXhw4fzySefsGfPHpYtW9boc0qgFkIIIRppzJgxnD9/nlmzZpGfn0/Pnj1JSUnxDBjLyclBo6nrrB4wYACrVq1i5syZzJgxg44dO7J+/Xq6d+/e6HNelnnUQoimmThxImVlZY2e0pGdnU27du1IT0+nZ8+ev+u1CSF+X/KMWohmJDs7G0VR2L9/f73tixYtYsWKFf+vuh977DESEhIwGAwSvIX4A5GubyH+ABoa3frvmDx5MmlpaRw8ePCS1CeE+P1Ji1qIJlqzZg1xcXF4e3tjNpsZMmQIVquViRMnkpSUxNy5cwkNDcXf35+HHnqo3pzOlJQUBg0aRGBgIGazmREjRpCZmenZ365dOwB69eqFoihcc801AJ66G1tPQ9544w3+8pe/EBsbe+luhhDidyeBWogmyMvLY+zYsUyePJljx46xefNmbr/9dk8aw9TUVM/2f/zjH6xdu5a5c+d6jrdarSQnJ7Nnzx5SU1PRaDTcdtttuFzudIe/rMKzadMm8vLyWLt2bYPX8Vv1CCFaDun6FqIJ8vLycDgc3H777URHRwMQFxfn2a/X63nvvffw8fGhW7duPPfcc0ydOpV58+ah0WgYNWpUvfree+89QkNDOXr0KN27dyc0NBQAs9l80YQIv1WPEKLlkBa1EE0QHx/P9ddfT1xcHKNHj2b58uWUlpbW2+/j4+N5nZiYSGVlJbm5uQBkZGQwduxYYmNj8ff3JyYmBnBP6WiKS1WPEKL5k0AtRBNotVo2btzIhg0b6Nq1K4sXL6Zz585kZWU16viRI0dSUlLC8uXLSUtLIy0tDaBJuYkvZT1CiOZPur6FaCJFURg4cCADBw5k1qxZREdHs27dOgAOHDhAdXU13t7eAOzcudOzOk9xcTEnTpxg+fLlXHXVVQBs3bq1Xt16vR4Ap9P5q+dvTD1CiJZDArUQTZCWlkZqaipDhw6lVatWpKWlcf78ebp06cLBgwex2Wzcd999zJw5k+zsbGbPns0jjzyCRqMhKCgIs9nMsmXLaN26NTk5ORcsNN+qVSu8vb1JSUmhTZs2GI3GC6ZmNaaehvz0009UVlaSn59PdXW1Z652165dPR8QhBDNkCqEaLSjR4+qw4YNU0NDQ1WDwaB26tRJXbx4saqqqjphwgT11ltvVWfNmqWazWbVZDKpU6ZMUWtqajzHb9y4Ue3SpYtqMBjUHj16qJs3b1YBdd26dZ4yy5cvV6OiolSNRqMOHjy4Xt2NrScrK0sF1PT0dM8xgwcPVoELvrKysn6nuyWEuBQkhagQl0hT03wKIURjyGAyIYQQohmTQC2EEEI0Y9L1LYQQQjRj0qIWQgghmjEJ1EIIIUQzJoFaCCGEaMYkUAshhBDNmARqIYQQohmTQC2EEEI0YxKohRBCiGZMArUQQgjRjEmgFkIIIZqx/wWWgSlCDIzWPwAAAABJRU5ErkJggg==", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "sc.pl.spatial(adata, color=\"Tpm2\", spot_size=60, vmax=\"p95\")" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "sopa-hDHgkEug-py3.9", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.9.16" - } - }, - "nbformat": 4, - "nbformat_minor": 2 -} diff --git a/mkdocs.yml b/mkdocs.yml index 8e580f4d..797d2de2 100644 --- a/mkdocs.yml +++ b/mkdocs.yml @@ -14,11 +14,10 @@ nav: - Tutorials: - Snakemake pipeline: tutorials/snakemake.md - CLI usage: tutorials/cli_usage.md - - API usage: tutorials/old_api_usage.ipynb + - API usage: tutorials/api_usage.ipynb - Explorer usage: tutorials/xenium_explorer/explorer.ipynb - Align images (e.g. H&E): tutorials/align.md - Spatial statistics: tutorials/spatial.ipynb - - Visium HD usage: tutorials/visium_hd.ipynb - H&E usage: tutorials/he.ipynb - Advanced segmentation: tutorials/advanced_segmentation.md - Other segmentation methods: diff --git a/sopa/__init__.py b/sopa/__init__.py index 523e0a5a..2046c06f 100644 --- a/sopa/__init__.py +++ b/sopa/__init__.py @@ -9,11 +9,9 @@ configure_logger(log) if "--help" not in sys.argv: - from ._settings import settings from . import utils from . import io from . import segmentation + from .segmentation import tissue_segmentation - from .aggregation import aggregate, overlay_segmentation - from .patches import make_transcript_patches, make_image_patches - from .utils import get_spatial_image, get_spatial_element, to_intrinsic + from ._sdata import get_spatial_image, get_spatial_element, to_intrinsic diff --git a/sopa/utils/_spatialdata.py b/sopa/_sdata.py similarity index 79% rename from sopa/utils/_spatialdata.py rename to sopa/_sdata.py index 21c38ba8..8ec923d5 100644 --- a/sopa/utils/_spatialdata.py +++ b/sopa/_sdata.py @@ -6,21 +6,14 @@ import geopandas as gpd import pandas as pd -import spatialdata +from anndata import AnnData from datatree import DataTree from spatialdata import SpatialData from spatialdata.models import SpatialElement -from spatialdata.transformations import ( - BaseTransformation, - Identity, - get_transformation, - get_transformation_between_coordinate_systems, - set_transformation, -) +from spatialdata.transformations import Identity, get_transformation, set_transformation from xarray import DataArray -from .. import settings -from .._constants import SopaAttrs, SopaFiles, SopaKeys +from ._constants import SopaAttrs, SopaFiles, SopaKeys log = logging.getLogger(__name__) @@ -53,7 +46,7 @@ def get_boundaries( if not warn: raise ValueError(error_message) - log.warning(error_message) + log.warn(error_message) return (None, None) if return_key else None @@ -101,13 +94,8 @@ def to_intrinsic(sdata: SpatialData, element: SpatialElement | str, element_cs: """ if isinstance(element, str): element = sdata[element] - if isinstance(element_cs, str): - element_cs = sdata[element_cs] - - transformation = get_transformation_between_coordinate_systems( - sdata, element, element_cs, intermediate_coordinate_systems=element_cs - ) - return spatialdata.transform(element, transformation=transformation, maintain_positioning=True) + cs = get_intrinsic_cs(sdata, element_cs) + return sdata.transform_element_to_coordinate_system(element, cs) def get_intensities(sdata: SpatialData) -> pd.DataFrame | None: @@ -189,6 +177,20 @@ def _get_spatialdata_attrs(element: SpatialElement) -> dict[str, Any]: return element.attrs.get("spatialdata_attrs", {}) +def _update_spatialdata_attrs(element: SpatialElement, attrs: dict): + if isinstance(element, DataTree): + for image_scale in iter_scales(element): + _update_spatialdata_attrs(image_scale, attrs) + return + + old_attrs = element.uns if isinstance(element, AnnData) else element.attrs + + if "spatialdata_attrs" not in old_attrs: + old_attrs["spatialdata_attrs"] = {} + + old_attrs["spatialdata_attrs"].update(attrs) + + def get_spatial_image( sdata: SpatialData, key: str | None = None, @@ -227,40 +229,6 @@ def _return_element( def get_cache_dir(sdata: SpatialData) -> Path: - if sdata.is_backed(): - cache_dir = sdata.path / SopaFiles.SOPA_CACHE_DIR - else: - cache_dir = Path.home() / SopaFiles.SOPA_CACHE_DIR / str(id(sdata)) + assert sdata.is_backed(), "SpatialData not saved on-disk. Save the object, or provide a cache directory." - cache_dir.mkdir(exist_ok=True, parents=True) - - return cache_dir - - -def get_minimal_transformations(element: SpatialElement) -> dict[str, BaseTransformation]: - transformations = get_transformation(element, get_all=True).copy() - if "global" in transformations: - return {"global": transformations["global"]} - for cs, transform in transformations.items(): - if isinstance(transform, Identity): - return {cs: Identity()} - return transformations - - -def add_spatial_element( - sdata: SpatialData, - element_name: str, - element: SpatialElement, - overwrite: bool = True, -): - sdata[element_name] = element - - if sdata.is_backed() and settings.auto_save_on_disk: - try: - sdata.write_element(element_name, overwrite=overwrite) - except Exception as e: - if overwrite: # force writing the element - sdata.delete_element_from_disk(element_name) - sdata.write_element(element_name, overwrite=overwrite) - else: - log.error(f"Error while saving {element_name} on disk: {e}") + return sdata.path / SopaFiles.SOPA_CACHE_DIR diff --git a/sopa/_settings.py b/sopa/_settings.py deleted file mode 100644 index d5295545..00000000 --- a/sopa/_settings.py +++ /dev/null @@ -1,55 +0,0 @@ -import logging -from typing import Callable - -import dask -import dask.delayed -from dask.distributed import Client, progress -from tqdm import tqdm - -dask.config.set({"dataframe.query-planning": False}) # SpatialData issue with dask-expr - -log = logging.getLogger(__name__) - - -class Settings: - auto_save_on_disk: bool = True - AVAILABLE_PARALLELIZATION_BACKENDS = [None, "dask"] - - def __init__(self) -> None: - self._parallelization_backend = None - - @property - def parallelization_backend(self): - return self._parallelization_backend - - @parallelization_backend.setter - def parallelization_backend(self, value): - assert ( - value in self.AVAILABLE_PARALLELIZATION_BACKENDS - ), f"Invalid parallelization backend. Available options are: {self.AVAILABLE_PARALLELIZATION_BACKENDS}" - self._parallelization_backend = value - - def _run_with_backend(self, functions: list[Callable]): - if self.parallelization_backend is None: - log.warning( - "Running without parallelization backend can be slow. Consider using a backend, e.g. `sopa.settings.parallelization_backend = 'dask'`." - ) - return [f() for f in tqdm(functions)] - else: - log.info(f"Using {self.parallelization_backend} backend") - return getattr(self, f"_run_{self.parallelization_backend}_backend")(functions) - - ### Dask backend - def _run_dask_backend(self, functions: list[Callable]): - @dask.delayed - def run(f): - return f() - - with Client() as client: - _ = dask.persist(*[run(f) for f in functions]) - progress(_, notebook=False) - - return client.gather(client.compute(_)) - - -settings = Settings() diff --git a/sopa/aggregation/__init__.py b/sopa/aggregation/__init__.py deleted file mode 100644 index 0c22736e..00000000 --- a/sopa/aggregation/__init__.py +++ /dev/null @@ -1,5 +0,0 @@ -from .bins import aggregate_bins -from .channels import average_channels -from .transcripts import count_transcripts -from .aggregation import aggregate, Aggregator -from .overlay import overlay_segmentation diff --git a/sopa/aggregation/aggregation.py b/sopa/aggregation/aggregation.py deleted file mode 100644 index 610fec67..00000000 --- a/sopa/aggregation/aggregation.py +++ /dev/null @@ -1,203 +0,0 @@ -from __future__ import annotations - -import logging - -import numpy as np -import pandas as pd -from anndata import AnnData -from scipy.sparse import csr_matrix -from spatialdata import SpatialData -from spatialdata.models import PointsModel, TableModel - -from .._constants import SopaKeys -from ..io.explorer.utils import str_cell_id -from ..utils import ( - add_spatial_element, - get_boundaries, - get_spatial_element, - get_spatial_image, -) -from . import aggregate_bins, average_channels, count_transcripts - -log = logging.getLogger(__name__) - - -def aggregate( - sdata: SpatialData, - aggregate_genes: bool | None = None, - aggregate_channels: bool = True, - image_key: str | None = None, - shapes_key: str | None = None, - bins_key: str | None = None, - min_transcripts: int = 0, - expand_radius_ratio: float = 0, - min_intensity_ratio: float = 0, -): - aggr = Aggregator(sdata, image_key=image_key, shapes_key=shapes_key, bins_key=bins_key) - - gene_column = None - if aggregate_genes or (aggregate_genes is None and bins_key is None and sdata.points): - points = get_spatial_element(sdata.points) - gene_column = points.attrs.get("spatialdata_attrs", {}).get(PointsModel.FEATURE_KEY) - assert aggregate_genes is None or gene_column is not None, "No gene column found in points" - - aggr.compute_table( - gene_column=gene_column, - average_intensities=aggregate_channels, - expand_radius_ratio=expand_radius_ratio, - min_transcripts=min_transcripts, - min_intensity_ratio=min_intensity_ratio, - ) - - -class Aggregator: - """Perform transcript count and channel averaging over a `SpatialData` object""" - - table: AnnData | None - - def __init__( - self, - sdata: SpatialData, - image_key: str | None = None, - shapes_key: str | None = None, - bins_key: str | None = None, - ): - """ - Args: - sdata: A `SpatialData` object - image_key: Key of `sdata` with the image to be averaged. If only one image, this does not have to be provided - shapes_key: Key of `sdata` with the shapes corresponding to the cells boundaries - bins_key: Key of `sdata` with the table corresponding to the bins table of gene counts (e.g., for Visium HD data) - """ - self.sdata = sdata - self.bins_key = bins_key - - self.image_key, self.image = get_spatial_image(sdata, image_key, return_key=True) - - if shapes_key is None: - self.shapes_key, self.geo_df = get_boundaries(sdata, return_key=True) - else: - self.shapes_key = shapes_key - self.geo_df = self.sdata[shapes_key] - - self.table = None - if SopaKeys.TABLE in self.sdata.tables and self.sdata[SopaKeys.TABLE].n_obs == len(self.geo_df): - log.info("Using existing table for aggregation") - self.table = self.sdata[SopaKeys.TABLE] - - def filter_cells(self, where_filter: np.ndarray): - log.info(f"Filtering {where_filter.sum()} cells") - - self.geo_df = self.geo_df[~where_filter] - - if self.table is not None: - self.table = self.table[~where_filter] - - def update_table(self, *args, **kwargs): - log.warning("'update_table' is deprecated, use 'compute_table' instead") - self.compute_table(*args, **kwargs) - - def compute_table( - self, - gene_column: str | None = None, - average_intensities: bool = True, - expand_radius_ratio: float | None = None, - min_transcripts: int = 0, - min_intensity_ratio: float = 0, - ): - """Perform aggregation and update the spatialdata table - - Args: - gene_column: Column key of the transcript dataframe containing the gene names - average_intensities: Whether to average the channels intensities inside cells polygons - expand_radius_ratio: Cells polygons will be expanded by `expand_radius_ratio * mean_radius` for channels averaging **only**. This help better aggregate boundary stainings - min_transcripts: Minimum amount of transcript to keep a cell - min_intensity_ratio: Cells whose mean channel intensity is less than `min_intensity_ratio * quantile_90` will be filtered - """ - does_count = ( - (self.table is not None and isinstance(self.table.X, csr_matrix)) - or gene_column is not None - or self.bins_key is not None - ) - - assert ( - average_intensities or does_count - ), "You must choose at least one aggregation: transcripts or fluorescence intensities" - assert ( - gene_column is None or self.bins_key is None - ), "Can't count transcripts and aggregate bins at the same time" - - if gene_column is not None: - if self.table is not None: - log.warning("sdata.table is already existing. Transcripts are not count again.") - else: - self.table = count_transcripts(self.sdata, gene_column, shapes_key=self.shapes_key) - elif self.bins_key is not None: - self.table = aggregate_bins( - self.sdata, self.shapes_key, self.bins_key, expand_radius_ratio=expand_radius_ratio or 0.2 - ) - - if does_count and min_transcripts > 0: - self.filter_cells(self.table.X.sum(axis=1) < min_transcripts) - - if average_intensities: - mean_intensities = average_channels( - self.sdata, - image_key=self.image_key, - shapes_key=self.shapes_key, - expand_radius_ratio=expand_radius_ratio or 0, - ) - - if min_intensity_ratio > 0: - means = mean_intensities.mean(axis=1) - intensity_threshold = min_intensity_ratio * np.quantile(means, 0.9) - where_filter = means < intensity_threshold - self.filter_cells(where_filter) - mean_intensities = mean_intensities[~where_filter] - - if not does_count: - self.table = AnnData( - mean_intensities, - dtype=mean_intensities.dtype, - var=pd.DataFrame(index=self.image.coords["c"].values.astype(str)), - obs=pd.DataFrame(index=self.geo_df.index), - ) - else: - self.table.obsm[SopaKeys.INTENSITIES_OBSM] = pd.DataFrame( - mean_intensities, - columns=self.image.coords["c"].values.astype(str), - index=self.table.obs_names, - ) - - self.sdata.shapes[self.shapes_key] = self.geo_df - - self.table.uns[SopaKeys.UNS_KEY] = { - SopaKeys.UNS_HAS_TRANSCRIPTS: does_count, - SopaKeys.UNS_HAS_INTENSITIES: average_intensities, - } - - self.add_standardized_table() - - def add_standardized_table(self): - self.table.obs_names = list(map(str_cell_id, range(self.table.n_obs))) - self.geo_df.index = list(self.table.obs_names) - - add_spatial_element(self.sdata, self.shapes_key, self.geo_df) - - self.table.obsm["spatial"] = np.array([[centroid.x, centroid.y] for centroid in self.geo_df.centroid]) - self.table.obs[SopaKeys.REGION_KEY] = pd.Series(self.shapes_key, index=self.table.obs_names, dtype="category") - self.table.obs[SopaKeys.SLIDE_KEY] = pd.Series(self.image_key, index=self.table.obs_names, dtype="category") - self.table.obs[SopaKeys.INSTANCE_KEY] = self.geo_df.index - self.table.obs[SopaKeys.AREA_OBS] = self.geo_df.area.values - - if "spatialdata_attrs" in self.table.uns: - del self.table.uns["spatialdata_attrs"] - - self.table = TableModel.parse( - self.table, - region_key=SopaKeys.REGION_KEY, - region=self.shapes_key, - instance_key=SopaKeys.INSTANCE_KEY, - ) - - add_spatial_element(self.sdata, SopaKeys.TABLE, self.table) diff --git a/sopa/aggregation/bins.py b/sopa/aggregation/bins.py deleted file mode 100644 index 38a937f8..00000000 --- a/sopa/aggregation/bins.py +++ /dev/null @@ -1,53 +0,0 @@ -from __future__ import annotations - -import logging - -import geopandas as gpd -import numpy as np -from anndata import AnnData -from scipy.sparse import coo_matrix -from spatialdata import SpatialData - -from ..segmentation.shapes import expand_radius -from ..utils import to_intrinsic - -log = logging.getLogger(__name__) - - -def aggregate_bins( - sdata: SpatialData, - shapes_key: str, - bins_key: str, - expand_radius_ratio: float = 0, -) -> AnnData: - """Aggregate bins (for instance, from Visium HD data) into cells. - - Args: - sdata: The `SpatialData` object - shapes_key: Key of the shapes containing the cell boundaries - bins_key: Key of the table containing the bin-by-gene counts - expand_radius_ratio: Cells polygons will be expanded by `expand_radius_ratio * mean_radius`. This help better aggregate bins from the cytoplasm. - - Returns: - An `AnnData` object of shape with the cell-by-gene count matrix - """ - bins_table: AnnData = sdata.tables[bins_key] - - bins_shapes_key = sdata.get_annotated_regions(bins_table) - bins_shapes_key = bins_shapes_key[0] if isinstance(bins_shapes_key, list) else bins_shapes_key - bins = sdata.shapes[bins_shapes_key].loc[sdata.get_instance_key_column(bins_table).values] - bins = gpd.GeoDataFrame(geometry=bins.centroid.values) # bins as points - - cells = to_intrinsic(sdata, shapes_key, bins_shapes_key).reset_index(drop=True) - cells = expand_radius(cells, expand_radius_ratio) - - bin_within_cell = gpd.sjoin(bins, cells) - - indices_matrix = coo_matrix( - (np.full(len(bin_within_cell), 1), (bin_within_cell["index_right"], bin_within_cell.index)), - shape=(len(cells), len(bins)), - ) - - adata = AnnData(indices_matrix @ bins_table.X, obs=cells[[]], var=bins_table.var) - adata.obsm["spatial"] = np.stack([cells.centroid.x, cells.centroid.y], axis=1) - return adata diff --git a/sopa/aggregation/channels.py b/sopa/aggregation/channels.py deleted file mode 100644 index 2caea5d2..00000000 --- a/sopa/aggregation/channels.py +++ /dev/null @@ -1,100 +0,0 @@ -from __future__ import annotations - -import logging - -import dask -import geopandas as gpd -import numpy as np -import shapely -from dask.diagnostics import ProgressBar -from shapely.geometry import Polygon, box -from spatialdata import SpatialData -from xarray import DataArray - -from ..segmentation.shapes import expand_radius, pixel_outer_bounds, rasterize -from ..utils import get_spatial_element, get_spatial_image, to_intrinsic - -log = logging.getLogger(__name__) - - -def average_channels( - sdata: SpatialData, - image_key: str = None, - shapes_key: str = None, - expand_radius_ratio: float = 0, -) -> np.ndarray: - """Average channel intensities per cell. - - Args: - sdata: A `SpatialData` object - image_key: Key of `sdata` containing the image. If only one `images` element, this does not have to be provided. - shapes_key: Key of `sdata` containing the cell boundaries. If only one `shapes` element, this does not have to be provided. - expand_radius_ratio: Cells polygons will be expanded by `expand_radius_ratio * mean_radius`. This help better aggregate boundary stainings. - - Returns: - A numpy `ndarray` of shape `(n_cells, n_channels)` - """ - image = get_spatial_image(sdata, image_key) - - geo_df = get_spatial_element(sdata.shapes, key=shapes_key) - geo_df = to_intrinsic(sdata, geo_df, image) - geo_df = expand_radius(geo_df, expand_radius_ratio) - - log.info(f"Averaging channels intensity over {len(geo_df)} cells with expansion {expand_radius_ratio=}") - return _average_channels_aligned(image, geo_df) - - -def _average_channels_aligned(image: DataArray, geo_df: gpd.GeoDataFrame | list[Polygon]) -> np.ndarray: - """Average channel intensities per cell. The image and cells have to be aligned, i.e. be on the same coordinate system. - - Args: - image: A `DataArray` of shape `(n_channels, y, x)` - geo_df: A `GeoDataFrame` whose geometries are cell boundaries (polygons) - - Returns: - A numpy `ndarray` of shape `(n_cells, n_channels)` - """ - cells = geo_df if isinstance(geo_df, list) else list(geo_df.geometry) - tree = shapely.STRtree(cells) - - intensities = np.zeros((len(cells), len(image.coords["c"]))) - areas = np.zeros(len(cells)) - - chunk_sizes = image.data.chunks - offsets_y = np.cumsum(np.pad(chunk_sizes[1], (1, 0), "constant")) - offsets_x = np.cumsum(np.pad(chunk_sizes[2], (1, 0), "constant")) - - def _average_chunk_inside_cells(chunk, iy, ix): - ymin, ymax = offsets_y[iy], offsets_y[iy + 1] - xmin, xmax = offsets_x[ix], offsets_x[ix + 1] - - patch = box(xmin, ymin, xmax, ymax) - intersections = tree.query(patch, predicate="intersects") - - for index in intersections: - cell = cells[index] - bounds = pixel_outer_bounds(cell.bounds) - - sub_image = chunk[ - :, - max(bounds[1] - ymin, 0) : bounds[3] - ymin, - max(bounds[0] - xmin, 0) : bounds[2] - xmin, - ] - - if sub_image.shape[1] == 0 or sub_image.shape[2] == 0: - continue - - mask = rasterize(cell, sub_image.shape[1:], bounds) - - intensities[index] += np.sum(sub_image * mask, axis=(1, 2)) - areas[index] += np.sum(mask) - - with ProgressBar(): - tasks = [ - dask.delayed(_average_chunk_inside_cells)(chunk, iy, ix) - for iy, row in enumerate(image.chunk({"c": -1}).data.to_delayed()[0]) - for ix, chunk in enumerate(row) - ] - dask.compute(tasks) - - return intensities / areas[:, None].clip(1) diff --git a/sopa/aggregation/overlay.py b/sopa/aggregation/overlay.py deleted file mode 100644 index 0835c0a8..00000000 --- a/sopa/aggregation/overlay.py +++ /dev/null @@ -1,97 +0,0 @@ -from __future__ import annotations - -import logging - -import anndata -import geopandas as gpd -import numpy as np -import pandas as pd -from anndata import AnnData -from shapely import Polygon -from spatialdata import SpatialData - -from .._constants import SopaKeys -from ..utils import to_intrinsic -from . import Aggregator - -log = logging.getLogger(__name__) - - -def overlay_segmentation( - sdata: SpatialData, - shapes_key: str, - gene_column: str | None = None, - area_ratio_threshold: float = 0.25, - image_key: str | None = None, -): - """Overlay a segmentation on top of an existing segmentation - - Args: - sdata: A `SpatialData` object - shapes_key: The key of the new shapes to be added - gene_column: Key of the points dataframe containing the genes names - area_ratio_threshold: Threshold between 0 and 1. For each original cell overlapping with a new cell, we compute the overlap-area/cell-area, if above the threshold the cell is removed. - image_key: Optional key of the original image - """ - average_intensities = False - - if "table" in sdata.tables and SopaKeys.UNS_KEY in sdata.tables["table"].uns: - sopa_attrs = sdata.tables["table"].uns[SopaKeys.UNS_KEY] - - if sopa_attrs[SopaKeys.UNS_HAS_TRANSCRIPTS]: - assert gene_column is not None, "Need 'gene_column' argument to count transcripts" - else: - gene_column = gene_column - average_intensities = sopa_attrs[SopaKeys.UNS_HAS_INTENSITIES] - - aggr = Aggregator(sdata, image_key=image_key, shapes_key=shapes_key) - - old_table: AnnData = aggr.sdata.tables[SopaKeys.TABLE] - aggr.sdata.tables[SopaKeys.OLD_TABLE] = old_table - del aggr.sdata.tables[SopaKeys.TABLE] - - old_shapes_key = old_table.uns["spatialdata_attrs"]["region"] - instance_key = old_table.uns["spatialdata_attrs"]["instance_key"] - - if isinstance(old_shapes_key, list): - assert len(old_shapes_key) == 1, "Can't overlap segmentation on multi-region SpatialData object" - old_shapes_key = old_shapes_key[0] - - old_geo_df = aggr.sdata[old_shapes_key] - geo_df = to_intrinsic(aggr.sdata, aggr.geo_df, old_geo_df) - - geo_df.index.name = "index_right" # to reuse the index name later - gdf_join = gpd.sjoin(old_geo_df, geo_df) - gdf_join["geometry_right"] = gdf_join["index_right"].map(lambda i: geo_df.geometry.iloc[i]) - gdf_join["overlap_ratio"] = gdf_join.apply(_overlap_area_ratio, axis=1) - gdf_join: gpd.GeoDataFrame = gdf_join[gdf_join.overlap_ratio >= area_ratio_threshold] - - table_crop = old_table[~np.isin(old_table.obs[instance_key], gdf_join.index)].copy() - table_crop.obs[SopaKeys.CELL_OVERLAY_KEY] = False - - aggr.compute_table(gene_column=gene_column, average_intensities=average_intensities) - aggr.table.obs[SopaKeys.CELL_OVERLAY_KEY] = True - - aggr.table = anndata.concat([table_crop, aggr.table], uns_merge="first", join="outer", fill_value=0) - _fillna(aggr.table.obs) - - aggr.shapes_key = f"{old_shapes_key}+{aggr.shapes_key}" - geo_df_cropped = old_geo_df.loc[~old_geo_df.index.isin(gdf_join.index)] - aggr.geo_df = pd.concat([geo_df_cropped, geo_df], join="outer", axis=0) - aggr.geo_df.attrs = old_geo_df.attrs - - aggr.add_standardized_table() - - -def _overlap_area_ratio(row) -> float: - poly: Polygon = row["geometry"] - poly_right: Polygon = row["geometry_right"] - return poly.intersection(poly_right).area / poly.area - - -def _fillna(df: pd.DataFrame): - for key in df: - if df[key].dtype == "category": - df[key] = df[key].cat.add_categories("NA").fillna("NA") - else: - df[key] = df[key].fillna(0) diff --git a/sopa/aggregation/transcripts.py b/sopa/aggregation/transcripts.py deleted file mode 100644 index d81e44d1..00000000 --- a/sopa/aggregation/transcripts.py +++ /dev/null @@ -1,103 +0,0 @@ -from __future__ import annotations - -import logging -from functools import partial - -import dask.dataframe as dd -import geopandas as gpd -import numpy as np -import pandas as pd -from anndata import AnnData -from dask.diagnostics import ProgressBar -from scipy.sparse import coo_matrix -from spatialdata import SpatialData - -from ..utils import get_spatial_element, to_intrinsic - -log = logging.getLogger(__name__) - - -def count_transcripts( - sdata: SpatialData, - gene_column: str, - shapes_key: str = None, - points_key: str = None, - geo_df: gpd.GeoDataFrame | None = None, -) -> AnnData: - """Counts transcripts per cell. - - Args: - sdata: A `SpatialData` object - gene_column: Column of the transcript dataframe containing the gene names - shapes_key: Key of `sdata` containing the cell boundaries. If only one `shapes` element, this does not have to be provided. - points_key: Key of `sdata` containing the transcripts. If only one `points` element, this does not have to be provided. - geo_df: If the cell boundaries are not yet in `sdata`, a `GeoDataFrame` can be directly provided for cell boundaries - - Returns: - An `AnnData` object of shape `(n_cells, n_genes)` with the counts per cell - """ - points_key, points = get_spatial_element(sdata.points, key=points_key, return_key=True) - - if geo_df is None: - geo_df = get_spatial_element(sdata.shapes, key=shapes_key) - geo_df = to_intrinsic(sdata, geo_df, points_key) - - log.info(f"Aggregating transcripts over {len(geo_df)} cells") - return _count_transcripts_aligned(geo_df, points, gene_column) - - -def _count_transcripts_aligned(geo_df: gpd.GeoDataFrame, points: dd.DataFrame, value_key: str) -> AnnData: - """Count transcripts per cell. The cells and points have to be aligned (i.e., in the same coordinate system) - - Args: - geo_df: Cells geometries - points: Transcripts dataframe - value_key: Key of `points` containing the genes names - - Returns: - An `AnnData` object of shape `(n_cells, n_genes)` with the counts per cell - """ - points[value_key] = points[value_key].astype("category").cat.as_known() - gene_names = points[value_key].cat.categories.astype(str) - - X = coo_matrix((len(geo_df), len(gene_names)), dtype=int) - adata = AnnData(X=X, var=pd.DataFrame(index=gene_names)) - adata.obs_names = geo_df.index.astype(str) - - geo_df = geo_df.reset_index() - - X_partitions = [] - - with ProgressBar(): - points.map_partitions( - partial(_add_coo, X_partitions, geo_df, gene_column=value_key, gene_names=gene_names), - meta=(), - ).compute() - - for X_partition in X_partitions: - adata.X += X_partition - - adata.X = adata.X.tocsr() - return adata - - -def _add_coo( - X_partitions: list[coo_matrix], - geo_df: gpd.GeoDataFrame, - partition: pd.DataFrame, - gene_column: list[str], - gene_names: list[str], -) -> None: - points_gdf = gpd.GeoDataFrame(partition, geometry=gpd.points_from_xy(partition["x"], partition["y"])) - joined = geo_df.sjoin(points_gdf) - cells_indices, column_indices = joined.index, joined[gene_column].cat.codes - - cells_indices = cells_indices[column_indices >= 0] - column_indices = column_indices[column_indices >= 0] - - X_partition = coo_matrix( - (np.full(len(cells_indices), 1), (cells_indices, column_indices)), - shape=(len(geo_df), len(gene_names)), - ) - - X_partitions.append(X_partition) diff --git a/sopa/annotation/__init__.py b/sopa/annotation/__init__.py new file mode 100644 index 00000000..26b88e85 --- /dev/null +++ b/sopa/annotation/__init__.py @@ -0,0 +1,2 @@ +from .fluorescence import preprocess_fluo, higher_z_score +from .tangram import tangram_annotate diff --git a/sopa/annotation/fluorescence.py b/sopa/annotation/fluorescence.py new file mode 100644 index 00000000..6fef9f8a --- /dev/null +++ b/sopa/annotation/fluorescence.py @@ -0,0 +1,51 @@ +from __future__ import annotations + +import logging + +import numpy as np +import pandas as pd +from anndata import AnnData + +from .._constants import SopaKeys + +log = logging.getLogger(__name__) + + +def preprocess_fluo(adata: AnnData) -> pd.DataFrame: + """Preprocess fluorescence data. For each column $X$, we compute $asinh(\\frac{X}{5Q(0.2, X)})$ and apply standardization + + Args: + adata: An `AnnData` object + + Returns: + A dataframe of preprocessed channels intensities + """ + if SopaKeys.INTENSITIES_OBSM in adata.obsm: + df = adata.obsm[SopaKeys.INTENSITIES_OBSM] + else: + df = adata.to_df() + + divider = 5 * np.quantile(df, 0.2, axis=0) + divider[divider == 0] = df.max(axis=0)[divider == 0] + + scaled = np.arcsinh(df / divider) + return (scaled - scaled.mean(0)) / scaled.std(0) + + +def higher_z_score(adata: AnnData, marker_cell_dict: dict, cell_type_key: str = "cell_type"): + """Simple channel-based segmentation using a marker-to-population dictionary + + Args: + adata: An `AnnData` object + marker_cell_dict: Dictionary whose keys are channels, and values are the corresponding populations. + cell_type_key: Key of `adata.obs` where annotations will be stored + """ + adata.obsm[SopaKeys.Z_SCORES] = preprocess_fluo(adata) + + markers, cell_types = list(marker_cell_dict.keys()), np.array(list(marker_cell_dict.values())) + ct_indices = adata.obsm[SopaKeys.Z_SCORES][markers].values.argmax(1) + + adata.obs[cell_type_key] = cell_types[ct_indices] + adata.uns[SopaKeys.UNS_KEY][SopaKeys.UNS_CELL_TYPES] = [cell_type_key] + + log.info(f"Annotation counts: {adata.obs[cell_type_key].value_counts()}") diff --git a/sopa/annotation/tangram/__init__.py b/sopa/annotation/tangram/__init__.py new file mode 100644 index 00000000..17c236a7 --- /dev/null +++ b/sopa/annotation/tangram/__init__.py @@ -0,0 +1 @@ +from .run import tangram_annotate diff --git a/sopa/utils/annotation.py b/sopa/annotation/tangram/run.py similarity index 85% rename from sopa/utils/annotation.py rename to sopa/annotation/tangram/run.py index ca5845d5..76ebddbb 100644 --- a/sopa/utils/annotation.py +++ b/sopa/annotation/tangram/run.py @@ -10,51 +10,11 @@ from anndata import AnnData from spatialdata import SpatialData -from .._constants import SopaKeys +from sopa._constants import SopaKeys log = logging.getLogger(__name__) -def preprocess_fluo(adata: AnnData) -> pd.DataFrame: - """Preprocess fluorescence data. For each column $X$, we compute $asinh(\\frac{X}{5Q(0.2, X)})$ and apply standardization - - Args: - adata: An `AnnData` object - - Returns: - A dataframe of preprocessed channels intensities - """ - if SopaKeys.INTENSITIES_OBSM in adata.obsm: - df = adata.obsm[SopaKeys.INTENSITIES_OBSM] - else: - df = adata.to_df() - - divider = 5 * np.quantile(df, 0.2, axis=0) - divider[divider == 0] = df.max(axis=0)[divider == 0] - - scaled = np.arcsinh(df / divider) - return (scaled - scaled.mean(0)) / scaled.std(0) - - -def higher_z_score(adata: AnnData, marker_cell_dict: dict, cell_type_key: str = "cell_type"): - """Simple channel-based segmentation using a marker-to-population dictionary - - Args: - adata: An `AnnData` object - marker_cell_dict: Dictionary whose keys are channels, and values are the corresponding populations. - cell_type_key: Key of `adata.obs` where annotations will be stored - """ - adata.obsm[SopaKeys.Z_SCORES] = preprocess_fluo(adata) - - markers, cell_types = list(marker_cell_dict.keys()), np.array(list(marker_cell_dict.values())) - ct_indices = adata.obsm[SopaKeys.Z_SCORES][markers].values.argmax(1) - - adata.obs[cell_type_key] = cell_types[ct_indices] - adata.uns[SopaKeys.UNS_KEY][SopaKeys.UNS_CELL_TYPES] = [cell_type_key] - - log.info(f"Annotation counts: {adata.obs[cell_type_key].value_counts()}") - - def tangram_annotate( sdata: SpatialData, adata_sc: AnnData, @@ -104,7 +64,7 @@ def __init__( self.ad_sc = ad_sc if not self.ad_sp.uns.get(SopaKeys.UNS_KEY, {}).get(SopaKeys.UNS_HAS_TRANSCRIPTS, False): - log.warning( + log.warn( "The values in adata.X doesn't seem to be transcript count, which may create unexpected behaviors when running Tangram." ) @@ -252,7 +212,7 @@ def run_group(self, level: int = 0, indices_sp=None, indices_sc=None): ) if indices_sp is not None and len(indices_sp) == 0: - log.warning("No cell annotated in the upper level...") + log.warn("No cell annotated in the upper level...") return indices_sp = self.ad_sp.obs_names if indices_sp is None else indices_sp diff --git a/sopa/cli/annotate.py b/sopa/cli/annotate.py index bb784ff3..9cb8e51a 100644 --- a/sopa/cli/annotate.py +++ b/sopa/cli/annotate.py @@ -20,8 +20,8 @@ def fluorescence( For each cell, one z-score statistic is computed and the population with the highest z-score is attributed. """ from sopa._constants import SopaKeys + from sopa.annotation.fluorescence import higher_z_score from sopa.io.standardize import read_zarr_standardized - from sopa.utils import higher_z_score sdata = read_zarr_standardized(sdata_path) @@ -56,8 +56,8 @@ def tangram( import anndata from sopa._constants import SopaKeys + from sopa.annotation.tangram.run import tangram_annotate from sopa.io.standardize import read_zarr_standardized - from sopa.utils import tangram_annotate sdata = read_zarr_standardized(sdata_path) adata_sc = anndata.read_h5ad(sc_reference_path) diff --git a/sopa/cli/check.py b/sopa/cli/check.py index 84f306cb..0ab7c6f5 100644 --- a/sopa/cli/check.py +++ b/sopa/cli/check.py @@ -16,7 +16,7 @@ def _open_config(path: str) -> dict: with open(path, "r") as f: return yaml.safe_load(f) except: - log.warning(f"Config file '{path}' could't be read. Make sure that the file exist and that it is a YAML file") + log.warn(f"Config file '{path}' could't be read. Make sure that the file exist and that it is a YAML file") return @@ -35,7 +35,7 @@ def reference( try: adata = anndata.read_h5ad(reference_path) except: - log.warning( + log.warn( f"scRNAseq reference at '{reference_path}' could't be read. Make sure that the file exist and that it can be open by `anndata.read_h5ad`" ) return @@ -44,13 +44,13 @@ def reference( MIN_CELLS = 1_000 if adata.n_vars >= MIN_GENES: - log.warning(f"The reference must have at least {MIN_GENES} genes. Found {adata.n_vars}.") + log.warn(f"The reference must have at least {MIN_GENES} genes. Found {adata.n_vars}.") if adata.n_obs >= MIN_CELLS: - log.warning(f"The reference must have at least {MIN_CELLS} cells. Found {adata.n_obs}.") + log.warn(f"The reference must have at least {MIN_CELLS} cells. Found {adata.n_obs}.") if not (cell_type_key in adata.obs): - log.warning( + log.warn( f"Column adata.obs['{cell_type_key}'] not found. Update your anndata object, or provide another --cell-type-key argument" ) @@ -61,7 +61,7 @@ def reference( counts = adata.obs.groupby(next_key, observed=True)[current_key].value_counts().unstack() n_parents = (counts > 0).sum(1) if (n_parents == 1).all(): - log.warning( + log.warn( f"All populations on {next_key} must have one and only one parent in {current_key}. The number of parents is the following:\n{n_parents}" ) @@ -86,7 +86,7 @@ def _get(config, *args): def _check_dict(config: dict, d: dict, log, prefix: str = "config"): for key, values in d.items(): if key not in config: - log.warning(f"Required config key {prefix}['{key}'] not found") + log.warn(f"Required config key {prefix}['{key}'] not found") elif isinstance(values, dict): _check_dict(config[key], values, log, f"{prefix}['{key}']") elif isinstance(values, list): @@ -99,7 +99,7 @@ def _check_dict(config: dict, d: dict, log, prefix: str = "config"): display = "\n - ".join( element if isinstance(element, str) else " AND ".join(element) for element in values ) - log.warning(f"One of these element must be in {prefix}['{key}']:\n - {display}") + log.warn(f"One of these element must be in {prefix}['{key}']:\n - {display}") CONFIG_REQUIREMENTS = { @@ -126,7 +126,7 @@ def config(path: str = typer.Argument(help="Path to the YAML config")): if _get(config, "annotation", "method") == "tangram": sc_reference_path = _get(config, "annotation", "args", "sc_reference_path") if not sc_reference_path: - log.warning("Tangram used but no config['annotation']['args']['sc_reference_path'] found") + log.warn("Tangram used but no config['annotation']['args']['sc_reference_path'] found") else: cell_type_key = _get(config, "annotation", "args", "cell_type_key") or "cell_type" reference(sc_reference_path, cell_type_key=cell_type_key) diff --git a/sopa/cli/patchify.py b/sopa/cli/patchify.py index 03aa01ca..87025509 100644 --- a/sopa/cli/patchify.py +++ b/sopa/cli/patchify.py @@ -21,9 +21,9 @@ def image( ): """Prepare patches for staining-based segmentation (including Cellpose)""" from sopa._constants import SopaFiles + from sopa._sdata import get_spatial_image from sopa.io.standardize import read_zarr_standardized from sopa.patches import Patches2D - from sopa.utils import get_spatial_image sdata = read_zarr_standardized(sdata_path) @@ -189,9 +189,9 @@ def _patchify_transcripts( """ from sopa._constants import SopaFiles + from sopa._sdata import get_spatial_element from sopa.io.standardize import read_zarr_standardized from sopa.patches import Patches2D - from sopa.utils import get_spatial_element sdata = read_zarr_standardized(sdata_path) diff --git a/sopa/cli/resolve.py b/sopa/cli/resolve.py index dc1e6d84..d063f504 100644 --- a/sopa/cli/resolve.py +++ b/sopa/cli/resolve.py @@ -47,10 +47,10 @@ def generic( def _resolve_generic(sdata_path: str, patch_dirs: list[str], shapes_key: str): + from sopa._sdata import get_spatial_image from sopa.io.standardize import read_zarr_standardized from sopa.segmentation import shapes from sopa.segmentation.stainings import StainingSegmentation - from sopa.utils import get_spatial_image sdata = read_zarr_standardized(sdata_path) diff --git a/sopa/cli/segmentation.py b/sopa/cli/segmentation.py index 090450a5..04aa1587 100644 --- a/sopa/cli/segmentation.py +++ b/sopa/cli/segmentation.py @@ -224,7 +224,7 @@ def comseg( config = json.load(f) comseg_patch(temp_dir=patch_dir, patch_index=patch_index, config=config) else: - log.warning( + log.warn( "Running segmentation in a sequential manner. This is not recommended on large images because it can be extremely slow (see https://github.com/gustaveroussy/sopa/discussions/36 for more details)" ) for path_index_folder in tqdm(list(Path(patch_dir).glob("*")), desc="Run all patches"): @@ -235,14 +235,3 @@ def comseg( with open(patch_dir / str(patch_index) / config_name, "r") as f: config = json.load(f) comseg_patch(temp_dir=patch_dir, patch_index=patch_index, config=config) - - -@app_segmentation.command() -def tissue(sdata_path: str = typer.Argument(help=SDATA_HELPER)): - """Perform tissue segmentation. This can be done only on objects with H&E staining.""" - import sopa - from sopa.io.standardize import read_zarr_standardized - - sdata = read_zarr_standardized(sdata_path) - - sopa.tissue_segmentation(sdata) diff --git a/sopa/io/explorer/converter.py b/sopa/io/explorer/converter.py index 9479391d..c4b385d7 100644 --- a/sopa/io/explorer/converter.py +++ b/sopa/io/explorer/converter.py @@ -8,7 +8,7 @@ from spatialdata import SpatialData from ..._constants import SopaKeys -from ...utils import ( +from ..._sdata import ( get_boundaries, get_spatial_element, get_spatial_image, @@ -141,7 +141,7 @@ def write( df = to_intrinsic(sdata, df, image_key) write_transcripts(path, df, gene_column, pixel_size=pixel_size) else: - log.warning("The argument 'gene_column' has to be provided to save the transcripts") + log.warn("The argument 'gene_column' has to be provided to save the transcripts") ### Saving image if _should_save(mode, "i"): diff --git a/sopa/io/explorer/images.py b/sopa/io/explorer/images.py index 492b247d..7de0676b 100644 --- a/sopa/io/explorer/images.py +++ b/sopa/io/explorer/images.py @@ -13,13 +13,8 @@ from tqdm import tqdm from xarray import DataArray -from ...utils import ( - add_spatial_element, - get_intrinsic_cs, - get_spatial_image, - resize_numpy, - scale_dtype, -) +from ..._sdata import get_intrinsic_cs, get_spatial_image +from ...utils.image import resize_numpy, scale_dtype from ._constants import ExplorerConstants, FileNames, image_metadata from .utils import explorer_file_path @@ -235,4 +230,7 @@ def align( set_transformation(image, {pixel_cs: to_pixel}, set_all=True) log.info(f"Adding image {image_name}:\n{image}") - add_spatial_element(sdata, image_name, image, overwrite=overwrite) + sdata.images[image_name] = image + + if sdata.is_backed(): + sdata.write_element(image_name, overwrite=overwrite) diff --git a/sopa/io/explorer/points.py b/sopa/io/explorer/points.py index b319175a..574d384b 100644 --- a/sopa/io/explorer/points.py +++ b/sopa/io/explorer/points.py @@ -4,13 +4,16 @@ from math import ceil from pathlib import Path -import dask.dataframe as dd +import dask import numpy as np import zarr from ._constants import ExplorerConstants, FileNames from .utils import explorer_file_path +dask.config.set({"dataframe.query-planning": False}) +import dask.dataframe as dd # noqa + log = logging.getLogger(__name__) @@ -51,7 +54,7 @@ def write_transcripts( location = np.concatenate([location, np.zeros((num_transcripts, 1))], axis=1) if location.min() < 0: - log.warning("Some transcripts are located outside of the image (pixels < 0)") + log.warn("Some transcripts are located outside of the image (pixels < 0)") log.info(f"Writing {len(df)} transcripts") xmax, ymax = location[:, :2].max(axis=0) diff --git a/sopa/io/explorer/table.py b/sopa/io/explorer/table.py index 46405f72..121986ec 100644 --- a/sopa/io/explorer/table.py +++ b/sopa/io/explorer/table.py @@ -102,7 +102,7 @@ def write_cell_categories(path: str, adata: AnnData, is_dir: bool = True) -> Non for i, name in enumerate(cat_columns): if adata.obs[name].isna().any(): NA = "NA" - log.warning(f"Column {name} has nan values. They will be displayed as '{NA}'") + log.warn(f"Column {name} has nan values. They will be displayed as '{NA}'") adata.obs[name] = adata.obs[name].cat.add_categories(NA).fillna(NA) categories = list(adata.obs[name].cat.categories) diff --git a/sopa/io/explorer/utils.py b/sopa/io/explorer/utils.py index d886ae89..0135988d 100644 --- a/sopa/io/explorer/utils.py +++ b/sopa/io/explorer/utils.py @@ -9,7 +9,7 @@ from spatialdata.models import ShapesModel from spatialdata.transformations import get_transformation -from ...utils import get_spatial_element +from ..._sdata import get_spatial_element def explorer_file_path(path: str, filename: str, is_dir: bool): diff --git a/sopa/io/reader/cosmx.py b/sopa/io/reader/cosmx.py index bb02f056..42266030 100644 --- a/sopa/io/reader/cosmx.py +++ b/sopa/io/reader/cosmx.py @@ -176,7 +176,7 @@ def _read_stitched_image( morphology_coords: list[str], **imread_kwargs, ) -> tuple[da.Array, list[str] | None]: - log.warning("Image stitching is currently experimental") + log.warn("Image stitching is currently experimental") fov_images = {} c_coords_dict = {} @@ -210,7 +210,7 @@ def _read_stitched_image( stitched_image.loc[{"c": c_coords_dict[fov], "y": slice(ymin, ymax), "x": slice(xmin, xmax)}] = im if len(c_coords_dict[fov]) < len(c_coords): - log.warning(f"Missing channels ({len(c_coords) - len(c_coords_dict[fov])}) for FOV {fov}") + log.warn(f"Missing channels ({len(c_coords) - len(c_coords_dict[fov])}) for FOV {fov}") return stitched_image.data, c_coords diff --git a/sopa/io/reader/macsima.py b/sopa/io/reader/macsima.py index 3d2199a6..e13eac2f 100644 --- a/sopa/io/reader/macsima.py +++ b/sopa/io/reader/macsima.py @@ -1,12 +1,11 @@ from __future__ import annotations import logging -import re from pathlib import Path from spatialdata import SpatialData -from .utils import _deduplicate_names, _general_tif_directory_reader +from .utils import _general_tif_directory_reader log = logging.getLogger(__name__) @@ -24,22 +23,4 @@ def macsima(path: Path, **kwargs: int) -> SpatialData: Returns: A `SpatialData` object with a 2D-image of shape `(C, Y, X)` """ - path = Path(path) - - files = list(path.glob("*.tif")) - - if any(re.search(r"_C-(.*?)\.tif", file.name) for file in files): # old version - return _general_tif_directory_reader(path, files_to_channels=_get_channel_names_macsima, **kwargs) return _general_tif_directory_reader(path, **kwargs) - - -def _parse_name_macsima(file: Path): - match = re.search(r"_A-(.*?)_C-", file.name) - if match: - return match.group(1) - res = re.search(r"_A-(.*?)\.tif", file.name).group(1) - return res[:-4] if file.name.endswith(".ome.tif") else res - - -def _get_channel_names_macsima(files): - return _deduplicate_names([_parse_name_macsima(file) for file in files]) diff --git a/sopa/io/reader/phenocycler.py b/sopa/io/reader/phenocycler.py index 8e9af2a4..4fe15748 100644 --- a/sopa/io/reader/phenocycler.py +++ b/sopa/io/reader/phenocycler.py @@ -85,10 +85,10 @@ def _get_IJ_channel_names(path: str) -> list[str]: if ij_metadata_tag and "Labels" in ij_metadata_tag.value: return ij_metadata_tag.value["Labels"] - log.warning("Could not find channel names in IJMetadata.") + log.warn("Could not find channel names in IJMetadata.") return default_names - log.warning("The TIF file does not have multiple channels.") + log.warn("The TIF file does not have multiple channels.") return default_names diff --git a/sopa/io/reader/utils.py b/sopa/io/reader/utils.py index 11d23b5a..8c3a06a8 100644 --- a/sopa/io/reader/utils.py +++ b/sopa/io/reader/utils.py @@ -142,7 +142,7 @@ def ome_tif(path: Path, as_image: bool = False) -> DataArray | SpatialData: channel_names = _ome_channels_names(path) if len(channel_names) != len(image): channel_names = [str(i) for i in range(len(image))] - log.warning(f"Channel names couldn't be read. Using {channel_names} instead.") + log.warn(f"Channel names couldn't be read. Using {channel_names} instead.") image = DataArray(image, dims=["c", "y", "x"], name=image_name, coords={"c": channel_names}) image = _image_int_dtype(image) diff --git a/sopa/io/reader/visium_hd.py b/sopa/io/reader/visium_hd.py index f0322ddf..88592831 100644 --- a/sopa/io/reader/visium_hd.py +++ b/sopa/io/reader/visium_hd.py @@ -6,6 +6,8 @@ from spatialdata import SpatialData from spatialdata_io.readers.visium_hd import visium_hd as visium_hd_spatialdata_io +from ..._constants import SopaAttrs +from ..._sdata import _update_spatialdata_attrs from ...utils import string_channel_names from .utils import _default_image_kwargs @@ -44,18 +46,18 @@ def visium_hd( string_channel_names(sdata) # Ensure that channel names are strings ### Add Sopa attributes to detect the spatial elements - # for key, image in sdata.images.items(): - # if key.endswith("_full_image"): - # _update_spatialdata_attrs(image, {SopaAttrs.CELL_SEGMENTATION: True}) - # elif key.endswith("_hires_image"): - # _update_spatialdata_attrs(image, {SopaAttrs.TISSUE_SEGMENTATION: True}) - - # for key, geo_df in sdata.shapes.items(): - # if key.endswith("_002um"): - # _update_spatialdata_attrs(geo_df, {SopaAttrs.BINS_AGGREGATION: True}) - - # for key, table in sdata.tables.items(): - # if key.endswith("_002um"): - # _update_spatialdata_attrs(table, {SopaAttrs.BINS_TABLE: True}) + for key, image in sdata.images.items(): + if key.endswith("_full_image"): + _update_spatialdata_attrs(image, {SopaAttrs.CELL_SEGMENTATION: True}) + elif key.endswith("_hires_image"): + _update_spatialdata_attrs(image, {SopaAttrs.TISSUE_SEGMENTATION: True}) + + for key, geo_df in sdata.shapes.items(): + if key.endswith("_002um"): + _update_spatialdata_attrs(geo_df, {SopaAttrs.BINS_AGGREGATION: True}) + + for key, table in sdata.tables.items(): + if key.endswith("_002um"): + _update_spatialdata_attrs(table, {SopaAttrs.BINS_TABLE: True}) return sdata diff --git a/sopa/io/reader/wsi.py b/sopa/io/reader/wsi.py index f695b756..e3723d0a 100644 --- a/sopa/io/reader/wsi.py +++ b/sopa/io/reader/wsi.py @@ -127,7 +127,7 @@ def _open_wsi(path: str | Path, backend: str = "openslide") -> tuple[str, xarray elif backend == "openslide": import openslide - from ._openslide import OpenSlideStore + from ...utils.io import OpenSlideStore slide = openslide.open_slide(path) zarr_store = OpenSlideStore(path).store diff --git a/sopa/io/reader/xenium.py b/sopa/io/reader/xenium.py index 0086cc89..07ca46d3 100644 --- a/sopa/io/reader/xenium.py +++ b/sopa/io/reader/xenium.py @@ -6,6 +6,8 @@ from spatialdata import SpatialData from spatialdata_io.readers.xenium import xenium as xenium_spatialdata_io +from ..._constants import SopaAttrs +from ..._sdata import _update_spatialdata_attrs from ...utils import string_channel_names from .utils import _default_image_kwargs @@ -53,8 +55,8 @@ def xenium( string_channel_names(sdata) # Ensure that channel names are strings - # for key, image in sdata.images.items(): - # if key.startswith("morphology"): - # _update_spatialdata_attrs(image, {SopaAttrs.CELL_SEGMENTATION: True}) + for key, image in sdata.images.items(): + if key.startswith("morphology"): + _update_spatialdata_attrs(image, {SopaAttrs.CELL_SEGMENTATION: True}) return sdata diff --git a/sopa/io/report/generate.py b/sopa/io/report/generate.py index ddd85bd2..ecca7d18 100644 --- a/sopa/io/report/generate.py +++ b/sopa/io/report/generate.py @@ -10,7 +10,7 @@ from spatialdata import SpatialData from ..._constants import LOW_AVERAGE_COUNT, SopaKeys -from ...utils import ( +from ..._sdata import ( get_boundaries, get_intensities, get_intrinsic_cs, @@ -211,6 +211,6 @@ def compute_sections(self) -> list[Section]: section = getattr(self, name)() sections.append(section) except Exception as e: - log.warning(f"Section {name} failed with error {e}") + log.warn(f"Section {name} failed with error {e}") return [section for section in sections if section is not None] diff --git a/sopa/io/standardize.py b/sopa/io/standardize.py index 9a64d833..97598e06 100644 --- a/sopa/io/standardize.py +++ b/sopa/io/standardize.py @@ -7,12 +7,8 @@ from spatialdata import SpatialData from .._constants import VALID_DIMENSIONS, SopaKeys -from ..utils import ( - _check_integer_dtype, - get_channel_names, - get_spatial_image, - valid_c_coords, -) +from .._sdata import get_spatial_image +from ..utils import _check_integer_dtype, get_channel_names, valid_c_coords log = logging.getLogger(__name__) @@ -27,7 +23,7 @@ def sanity_check(sdata: SpatialData, delete_table: bool = False, warn: bool = Fa _check_integer_dtype(image.dtype) if len(sdata.points) > 1: - log.warning( + log.warn( f"The spatialdata object has {len(sdata.points)} points objects. It's easier to have only one (corresponding to transcripts), since sopa will use it directly without providing a key argument" ) diff --git a/sopa/patches/__init__.py b/sopa/patches/__init__.py index daf2c8a4..1c69ca64 100644 --- a/sopa/patches/__init__.py +++ b/sopa/patches/__init__.py @@ -1 +1 @@ -from .patches import Patches2D, _get_cell_id, make_image_patches, make_transcript_patches +from .patches import Patches2D, _get_cell_id diff --git a/sopa/patches/infer.py b/sopa/patches/infer.py index f2be0c97..e2e46b8d 100644 --- a/sopa/patches/infer.py +++ b/sopa/patches/infer.py @@ -19,8 +19,8 @@ from xarray import DataArray from .._constants import SopaKeys +from .._sdata import get_intrinsic_cs, get_spatial_image from ..segmentation import Patches2D -from ..utils import get_intrinsic_cs, get_spatial_image from . import models log = logging.getLogger(__name__) @@ -50,11 +50,11 @@ def _get_extraction_parameters( scale0 and extraction level. """ if level is None and magnification is None: - log.warning("Both level and magnification arguments are None. Using level=0 by default.") + log.warn("Both level and magnification arguments are None. Using level=0 by default.") level = 0 if backend is None: - log.warning("No backend found, using downsample=1") + log.warn("No backend found, using downsample=1") if magnification is None or backend is None: return level, 1, patch_width * 2**level, 1.0, True # TODO: what if scaling != 2? diff --git a/sopa/patches/patches.py b/sopa/patches/patches.py index b1bbc639..3e285014 100644 --- a/sopa/patches/patches.py +++ b/sopa/patches/patches.py @@ -5,7 +5,7 @@ from math import ceil from pathlib import Path -import dask.dataframe as dd +import dask import geopandas as gpd import numpy as np import pandas as pd @@ -18,8 +18,7 @@ from xarray import DataArray from .._constants import EPS, ROI, SopaFiles, SopaKeys -from ..utils import ( - add_spatial_element, +from .._sdata import ( get_boundaries, get_cache_dir, get_spatial_element, @@ -27,33 +26,10 @@ to_intrinsic, ) -log = logging.getLogger(__name__) - - -def make_image_patches( - sdata: SpatialData, patch_width: int = 2000, patch_overlap: int = 50, image_key: str | None = None -): - image_key, _ = get_spatial_image(sdata, key=image_key, return_key=True) - patches = Patches2D(sdata, image_key, patch_width=patch_width, patch_overlap=patch_overlap) - - patches.write() - - -def make_transcript_patches( - sdata: SpatialData, - config: dict = {}, - patch_width: int = 2000, - patch_overlap: int = 50, - points_key: str | None = None, -) -> list[int]: - points_key, _ = get_spatial_element(sdata, key=points_key, return_key=True) - patches = Patches2D(sdata, points_key, patch_width=patch_width, patch_overlap=patch_overlap) - - cache_dir = get_cache_dir(sdata) / SopaFiles.TRANSCRIPT_TEMP_DIR - - valid_indices = patches.patchify_transcripts(cache_dir, config=config) +dask.config.set({"dataframe.query-planning": False}) +import dask.dataframe as dd # noqa - return valid_indices +log = logging.getLogger(__name__) class Patches1D: @@ -234,7 +210,10 @@ def write(self, overwrite: bool = True, shapes_key: str | None = None) -> gpd.Ge } ) geo_df = ShapesModel.parse(geo_df, transformations=get_transformation(self.element, get_all=True).copy()) - add_spatial_element(self.sdata, shapes_key, geo_df, overwrite=overwrite) + + self.sdata.shapes[shapes_key] = geo_df + if self.sdata.is_backed(): + self.sdata.write_element(shapes_key, overwrite=overwrite) log.info(f"{len(geo_df)} patches were saved in sdata['{shapes_key}']") @@ -460,3 +439,30 @@ def _assign_prior(series: dd.Series, unassigned_value: int | str | None) -> pd.S return series.replace(int(unassigned_value), 0) raise ValueError(f"Invalid dtype {series.dtype} for prior cell ids. Must be int or string.") + + +def make_image_patches( + sdata: SpatialData, patch_width: int = 2000, patch_overlap: int = 50, image_key: str | None = None +): + image_key, _ = get_spatial_image(sdata, key=image_key, return_key=True) + patches = Patches2D(sdata, image_key, patch_width=patch_width, patch_overlap=patch_overlap) + + patches.write() + + +def make_transcript_patches( + sdata: SpatialData, + config: dict = {}, + patch_width: int = 2000, + patch_overlap: int = 50, + points_key: str | None = None, + cache_dir: str | Path | None = None, +) -> list[int]: + points_key, _ = get_spatial_element(sdata, key=points_key, return_key=True) + patches = Patches2D(sdata, points_key, patch_width=patch_width, patch_overlap=patch_overlap) + + cache_dir = Path(cache_dir or get_cache_dir(sdata)) / SopaFiles.TRANSCRIPT_TEMP_DIR + + valid_indices = patches.patchify_transcripts(cache_dir, config=config) + + return valid_indices diff --git a/sopa/segmentation/__init__.py b/sopa/segmentation/__init__.py index b3fdf1b8..cc09577f 100644 --- a/sopa/segmentation/__init__.py +++ b/sopa/segmentation/__init__.py @@ -1,7 +1,5 @@ -from . import aggregation, shapes, stainings -from ..patches import Patches2D # TODO: remove import in sopa>=2.0.0 +from . import aggregation, shapes, methods, stainings +from ..patches import Patches2D from .aggregation import Aggregator, overlay_segmentation from .stainings import StainingSegmentation from .tissue import tissue_segmentation -from .methods import cellpose -from . import methods diff --git a/sopa/segmentation/aggregation.py b/sopa/segmentation/aggregation.py index 09d4ee7c..94c1fa12 100644 --- a/sopa/segmentation/aggregation.py +++ b/sopa/segmentation/aggregation.py @@ -1,23 +1,518 @@ from __future__ import annotations import logging -import warnings +from functools import partial -from ..aggregation import Aggregator as _Aggregator +import anndata +import dask +import geopandas as gpd +import numpy as np +import pandas as pd +import shapely +from anndata import AnnData +from dask.diagnostics import ProgressBar +from scipy.sparse import coo_matrix, csr_matrix +from shapely.geometry import Polygon, box +from spatialdata import SpatialData +from spatialdata.models import TableModel +from xarray import DataArray + +import sopa + +from .._constants import SopaKeys +from .._sdata import ( + get_boundaries, + get_spatial_element, + get_spatial_image, + to_intrinsic, +) +from ..io.explorer.utils import str_cell_id +from . import shapes + +dask.config.set({"dataframe.query-planning": False}) +import dask.dataframe as dd # noqa log = logging.getLogger(__name__) -def overlay_segmentation(*args, **kwargs): - from .. import overlay_segmentation as _overlay_segmentation +def overlay_segmentation( + sdata: SpatialData, + shapes_key: str, + gene_column: str | None = None, + area_ratio_threshold: float = 0.25, + image_key: str | None = None, + save_table: bool = False, +): + """Overlay a segmentation on top of an existing segmentation + + Args: + sdata: A `SpatialData` object + shapes_key: The key of the new shapes to be added + gene_column: Key of the points dataframe containing the genes names + area_ratio_threshold: Threshold between 0 and 1. For each original cell overlapping with a new cell, we compute the overlap-area/cell-area, if above the threshold the cell is removed. + image_key: Optional key of the original image + save_table: Whether to save the new table on-disk or not + """ + average_intensities = False + + if "table" in sdata.tables and SopaKeys.UNS_KEY in sdata.tables["table"].uns: + sopa_attrs = sdata.tables["table"].uns[SopaKeys.UNS_KEY] + + if sopa_attrs[SopaKeys.UNS_HAS_TRANSCRIPTS]: + assert gene_column is not None, "Need 'gene_column' argument to count transcripts" + else: + gene_column = gene_column + average_intensities = sopa_attrs[SopaKeys.UNS_HAS_INTENSITIES] + + aggr = Aggregator(sdata, image_key=image_key, shapes_key=shapes_key) + aggr.overlay_segmentation( + gene_column=gene_column, + average_intensities=average_intensities, + area_ratio_threshold=area_ratio_threshold, + save_table=save_table, + ) + + +def aggregate( + sdata: SpatialData, + average_intensities: bool = True, + expand_radius_ratio: float = 0, + min_transcripts: int = 0, + min_intensity_ratio: float = 0, + **kwargs: int, +): + aggr = Aggregator(sdata, **kwargs) + + aggr.compute_table( + average_intensities=average_intensities, + expand_radius_ratio=expand_radius_ratio, + min_transcripts=min_transcripts, + min_intensity_ratio=min_intensity_ratio, + ) + + +class Aggregator: + """Perform transcript count and channel averaging over a `SpatialData` object""" + + def __init__( + self, + sdata: SpatialData, + overwrite: bool = True, + image_key: str | None = None, + shapes_key: str | None = None, + ): + """ + Args: + sdata: A `SpatialData` object + overwrite: If `True`, will overwrite `sdata.table` if already existing + image_key: Key of `sdata` with the image to be averaged. If only one image, this does not have to be provided. + shapes_key: Key of `sdata` with the shapes corresponding to the cells boundaries + """ + self.sdata = sdata + self.overwrite = overwrite + + self.image_key, self.image = get_spatial_image(sdata, image_key, return_key=True) + + if shapes_key is None: + self.shapes_key, self.geo_df = get_boundaries(sdata, return_key=True) + else: + self.shapes_key = shapes_key + self.geo_df = self.sdata[shapes_key] + + self.table = None + self._had_table = False + if SopaKeys.TABLE in self.sdata.tables: + table = self.sdata.tables[SopaKeys.TABLE] + if len(self.geo_df) == table.n_obs: + log.info("Using existing table for aggregation") + self.table = table + self._had_table = True + + def overlay_segmentation( + self, + gene_column: str | None = None, + average_intensities: bool = True, + area_ratio_threshold: float = 0.25, + save_table: bool = True, + ): + old_table: AnnData = self.sdata.tables[SopaKeys.TABLE] + self.sdata.tables[SopaKeys.OLD_TABLE] = old_table + del self.sdata.tables[SopaKeys.TABLE] + + old_shapes_key = old_table.uns["spatialdata_attrs"]["region"] + instance_key = old_table.uns["spatialdata_attrs"]["instance_key"] + + if isinstance(old_shapes_key, list): + assert len(old_shapes_key) == 1, "Can't overlap segmentation on multi-region SpatialData object" + old_shapes_key = old_shapes_key[0] + + old_geo_df = self.sdata[old_shapes_key] + geo_df = to_intrinsic(self.sdata, self.geo_df, old_geo_df) + + geo_df.index.name = "index_right" # to reuse the index name later + gdf_join = gpd.sjoin(old_geo_df, geo_df) + gdf_join["geometry_right"] = gdf_join["index_right"].map(lambda i: geo_df.geometry.iloc[i]) + gdf_join["overlap_ratio"] = gdf_join.apply(_overlap_area_ratio, axis=1) + gdf_join: gpd.GeoDataFrame = gdf_join[gdf_join.overlap_ratio >= area_ratio_threshold] + + table_crop = old_table[~np.isin(old_table.obs[instance_key], gdf_join.index)].copy() + table_crop.obs[SopaKeys.CELL_OVERLAY_KEY] = False + + self.compute_table(gene_column=gene_column, average_intensities=average_intensities, save_table=False) + self.table.obs[SopaKeys.CELL_OVERLAY_KEY] = True + + self.table = anndata.concat([table_crop, self.table], uns_merge="first", join="outer", fill_value=0) + _fillna(self.table.obs) + + self.shapes_key = f"{old_shapes_key}+{self.shapes_key}" + geo_df_cropped = old_geo_df.loc[~old_geo_df.index.isin(gdf_join.index)] + self.geo_df = pd.concat([geo_df_cropped, geo_df], join="outer", axis=0) + self.geo_df.attrs = old_geo_df.attrs + + self.add_standardized_table(save_table=save_table) + + def add_standardized_table(self, save_table: bool = True): + self.table.obs_names = list(map(str_cell_id, range(self.table.n_obs))) + + self.geo_df.index = list(self.table.obs_names) + self.sdata.shapes[self.shapes_key] = self.geo_df + if self.sdata.is_backed(): + self.sdata.delete_element_from_disk(self.shapes_key) + self.sdata.write_element(self.shapes_key) + + self.table.obsm["spatial"] = np.array([[centroid.x, centroid.y] for centroid in self.geo_df.centroid]) + self.table.obs[SopaKeys.REGION_KEY] = pd.Series(self.shapes_key, index=self.table.obs_names, dtype="category") + self.table.obs[SopaKeys.SLIDE_KEY] = pd.Series(self.image_key, index=self.table.obs_names, dtype="category") + self.table.obs[SopaKeys.INSTANCE_KEY] = self.geo_df.index + + self.table.obs[SopaKeys.AREA_OBS] = self.geo_df.area.values + + if "spatialdata_attrs" in self.table.uns: + del self.table.uns["spatialdata_attrs"] + + self.table = TableModel.parse( + self.table, + region_key=SopaKeys.REGION_KEY, + region=self.shapes_key, + instance_key=SopaKeys.INSTANCE_KEY, + ) + + self.sdata.tables[SopaKeys.TABLE] = self.table + + if save_table and self.sdata.is_backed(): + if self._had_table: + self.sdata.delete_element_from_disk(SopaKeys.TABLE) + self.sdata.write_element(SopaKeys.TABLE) + + def filter_cells(self, where_filter: np.ndarray): + log.info(f"Filtering {where_filter.sum()} cells") + + self.geo_df = self.geo_df[~where_filter] + + self.sdata.shapes[self.shapes_key] = self.geo_df + + if self.table is not None: + self.table = self.table[~where_filter] + + def update_table(self, *args, **kwargs): + log.warn("'update_table' is deprecated, use 'compute_table' instead") + self.compute_table(*args, **kwargs) + + def compute_table( + self, + gene_column: str | None = None, + average_intensities: bool = True, + expand_radius_ratio: float = 0, + min_transcripts: int = 0, + min_intensity_ratio: float = 0, + save_table: bool = True, + ): + """Perform aggregation and update the spatialdata table + + Args: + gene_column: Column key of the transcript dataframe containing the gene names + average_intensities: Whether to average the channels intensities inside cells polygons + expand_radius_ratio: Cells polygons will be expanded by `expand_radius_ratio * mean_radius` for channels averaging **only**. This help better aggregate boundary stainings + min_transcripts: Minimum amount of transcript to keep a cell + min_intensity_ratio: Cells whose mean channel intensity is less than `min_intensity_ratio * quantile_90` will be filtered + save_table: Whether the table should be saved on disk or not + """ + does_count = (self.table is not None and isinstance(self.table.X, csr_matrix)) or gene_column is not None + + assert ( + average_intensities or does_count + ), "You must choose at least one aggregation: transcripts or fluorescence intensities" + + if gene_column is not None: + if self.table is not None: + log.warn("sdata.table is already existing. Transcripts are not count again.") + else: + self.table = count_transcripts(self.sdata, gene_column, shapes_key=self.shapes_key) + + if does_count and min_transcripts > 0: + self.filter_cells(self.table.X.sum(axis=1) < min_transcripts) + + if average_intensities: + mean_intensities = average_channels( + self.sdata, + image_key=self.image_key, + shapes_key=self.shapes_key, + expand_radius_ratio=expand_radius_ratio, + ) + + if min_intensity_ratio > 0: + means = mean_intensities.mean(axis=1) + intensity_threshold = min_intensity_ratio * np.quantile(means, 0.9) + where_filter = means < intensity_threshold + self.filter_cells(where_filter) + mean_intensities = mean_intensities[~where_filter] + + if not does_count: + self.table = AnnData( + mean_intensities, + dtype=mean_intensities.dtype, + var=pd.DataFrame(index=self.image.coords["c"].values.astype(str)), + obs=pd.DataFrame(index=self.geo_df.index), + ) + else: + self.table.obsm[SopaKeys.INTENSITIES_OBSM] = pd.DataFrame( + mean_intensities, + columns=self.image.coords["c"].values.astype(str), + index=self.table.obs_names, + ) + + self.table.uns[SopaKeys.UNS_KEY] = { + "version": sopa.__version__, + SopaKeys.UNS_HAS_TRANSCRIPTS: does_count, + SopaKeys.UNS_HAS_INTENSITIES: average_intensities, + } + + self.add_standardized_table(save_table=save_table) + + +def _overlap_area_ratio(row) -> float: + poly: Polygon = row["geometry"] + poly_right: Polygon = row["geometry_right"] + return poly.intersection(poly_right).area / poly.area - warnings.warn( - "overlay_segmentation is deprecated, use `sopa.overlay_segmentation` instead", DeprecationWarning, stacklevel=2 + +def _fillna(df: pd.DataFrame): + for key in df: + if df[key].dtype == "category": + df[key] = df[key].cat.add_categories("NA").fillna("NA") + else: + df[key] = df[key].fillna(0) + + +def expand_radius(geo_df: gpd.GeoDataFrame, expand_radius_ratio: float | None) -> gpd.GeoDataFrame: + if not expand_radius_ratio: + return geo_df + + expand_radius_ = expand_radius_ratio * np.mean(np.sqrt(geo_df.area / np.pi)) + geo_df.geometry = geo_df.buffer(expand_radius_) + return geo_df + + +def average_channels( + sdata: SpatialData, + image_key: str = None, + shapes_key: str = None, + expand_radius_ratio: float = 0, +) -> np.ndarray: + """Average channel intensities per cell. + + Args: + sdata: A `SpatialData` object + image_key: Key of `sdata` containing the image. If only one `images` element, this does not have to be provided. + shapes_key: Key of `sdata` containing the cell boundaries. If only one `shapes` element, this does not have to be provided. + expand_radius_ratio: Cells polygons will be expanded by `expand_radius_ratio * mean_radius`. This help better aggregate boundary stainings. + + Returns: + A numpy `ndarray` of shape `(n_cells, n_channels)` + """ + image = get_spatial_image(sdata, image_key) + + geo_df = get_spatial_element(sdata.shapes, key=shapes_key) + geo_df = to_intrinsic(sdata, geo_df, image) + geo_df = expand_radius(geo_df, expand_radius_ratio) + + log.info(f"Averaging channels intensity over {len(geo_df)} cells with expansion {expand_radius}") + return _average_channels_aligned(image, geo_df) + + +def _average_channels_aligned(image: DataArray, geo_df: gpd.GeoDataFrame | list[Polygon]) -> np.ndarray: + """Average channel intensities per cell. The image and cells have to be aligned, i.e. be on the same coordinate system. + + Args: + image: A `DataArray` of shape `(n_channels, y, x)` + geo_df: A `GeoDataFrame` whose geometries are cell boundaries (polygons) + + Returns: + A numpy `ndarray` of shape `(n_cells, n_channels)` + """ + cells = geo_df if isinstance(geo_df, list) else list(geo_df.geometry) + tree = shapely.STRtree(cells) + + intensities = np.zeros((len(cells), len(image.coords["c"]))) + areas = np.zeros(len(cells)) + + chunk_sizes = image.data.chunks + offsets_y = np.cumsum(np.pad(chunk_sizes[1], (1, 0), "constant")) + offsets_x = np.cumsum(np.pad(chunk_sizes[2], (1, 0), "constant")) + + def _average_chunk_inside_cells(chunk, iy, ix): + ymin, ymax = offsets_y[iy], offsets_y[iy + 1] + xmin, xmax = offsets_x[ix], offsets_x[ix + 1] + + patch = box(xmin, ymin, xmax, ymax) + intersections = tree.query(patch, predicate="intersects") + + for index in intersections: + cell = cells[index] + bounds = shapes.pixel_outer_bounds(cell.bounds) + + sub_image = chunk[ + :, + max(bounds[1] - ymin, 0) : bounds[3] - ymin, + max(bounds[0] - xmin, 0) : bounds[2] - xmin, + ] + + if sub_image.shape[1] == 0 or sub_image.shape[2] == 0: + continue + + mask = shapes.rasterize(cell, sub_image.shape[1:], bounds) + + intensities[index] += np.sum(sub_image * mask, axis=(1, 2)) + areas[index] += np.sum(mask) + + with ProgressBar(): + tasks = [ + dask.delayed(_average_chunk_inside_cells)(chunk, iy, ix) + for iy, row in enumerate(image.chunk({"c": -1}).data.to_delayed()[0]) + for ix, chunk in enumerate(row) + ] + dask.compute(tasks) + + return intensities / areas[:, None].clip(1) + + +def count_transcripts( + sdata: SpatialData, + gene_column: str, + shapes_key: str = None, + points_key: str = None, + geo_df: gpd.GeoDataFrame | None = None, +) -> AnnData: + """Counts transcripts per cell. + + Args: + sdata: A `SpatialData` object + gene_column: Column of the transcript dataframe containing the gene names + shapes_key: Key of `sdata` containing the cell boundaries. If only one `shapes` element, this does not have to be provided. + points_key: Key of `sdata` containing the transcripts. If only one `points` element, this does not have to be provided. + geo_df: If the cell boundaries are not yet in `sdata`, a `GeoDataFrame` can be directly provided for cell boundaries + + Returns: + An `AnnData` object of shape `(n_cells, n_genes)` with the counts per cell + """ + points_key, points = get_spatial_element(sdata.points, key=points_key, return_key=True) + + if geo_df is None: + geo_df = get_spatial_element(sdata.shapes, key=shapes_key) + geo_df = to_intrinsic(sdata, geo_df, points_key) + + log.info(f"Aggregating transcripts over {len(geo_df)} cells") + return _count_transcripts_aligned(geo_df, points, gene_column) + + +def _count_transcripts_aligned(geo_df: gpd.GeoDataFrame, points: dd.DataFrame, value_key: str) -> AnnData: + """Count transcripts per cell. The cells and points have to be aligned (i.e., in the same coordinate system) + + Args: + geo_df: Cells geometries + points: Transcripts dataframe + value_key: Key of `points` containing the genes names + + Returns: + An `AnnData` object of shape `(n_cells, n_genes)` with the counts per cell + """ + points[value_key] = points[value_key].astype("category").cat.as_known() + gene_names = points[value_key].cat.categories.astype(str) + + X = coo_matrix((len(geo_df), len(gene_names)), dtype=int) + adata = AnnData(X=X, var=pd.DataFrame(index=gene_names)) + adata.obs_names = geo_df.index.astype(str) + + geo_df = geo_df.reset_index() + + X_partitions = [] + + with ProgressBar(): + points.map_partitions( + partial(_add_coo, X_partitions, geo_df, gene_column=value_key, gene_names=gene_names), + meta=(), + ).compute() + + for X_partition in X_partitions: + adata.X += X_partition + + adata.X = adata.X.tocsr() + return adata + + +def _add_coo( + X_partitions: list[coo_matrix], + geo_df: gpd.GeoDataFrame, + partition: pd.DataFrame, + gene_column: list[str], + gene_names: list[str], +) -> None: + points_gdf = gpd.GeoDataFrame(partition, geometry=gpd.points_from_xy(partition["x"], partition["y"])) + joined = geo_df.sjoin(points_gdf) + cells_indices, column_indices = joined.index, joined[gene_column].cat.codes + + cells_indices = cells_indices[column_indices >= 0] + column_indices = column_indices[column_indices >= 0] + + X_partition = coo_matrix( + (np.full(len(cells_indices), 1), (cells_indices, column_indices)), + shape=(len(geo_df), len(gene_names)), ) - _overlay_segmentation(*args, **kwargs) + X_partitions.append(X_partition) + + +def aggregate_bins( + sdata: SpatialData, + table_key: str, + shapes_key: str, + bins_key: str, + expand_radius_ratio: float = 0, +) -> AnnData: + """Aggregate bins (for instance, from Visium HD data) into cells. + + Args: + sdata: The `SpatialData` object + table_key: Key of the table containing the bin-by-gene counts + shapes_key: Key of the shapes containing the cell boundaries + bins_key: Key of the shapes containing the bins boundaries + expand_radius_ratio: Cells polygons will be expanded by `expand_radius_ratio * mean_radius`. This help better aggregate bins from the cytoplasm. + + Returns: + An `AnnData` object of shape with the cell-by-gene count matrix + """ + bins = sdata.shapes[bins_key].centroid.reset_index(drop=True) # bins as points + + cells = to_intrinsic(sdata, shapes_key, bins_key).reset_index(drop=True) + cells = expand_radius(cells, expand_radius_ratio) + + bin_within_cell = gpd.sjoin(bins, cells) + + indices_matrix = coo_matrix( + (np.full(len(bin_within_cell), 1), (bin_within_cell["index_right"], bin_within_cell.index)), + shape=(len(cells), len(bins)), + ) -class Aggregator(_Aggregator): - def __init__(self, *args, **kwargs): - warnings.warn("Aggregator is deprecated, use `sopa.aggregate` instead", DeprecationWarning, stacklevel=2) - super().__init__(*args, **kwargs) + adata = AnnData(indices_matrix @ sdata[table_key].X, obs=cells[[]], var=sdata[table_key].var) + adata.obsm["spatial"] = np.stack([cells.centroid.x, cells.centroid.y], axis=1) + return adata diff --git a/sopa/segmentation/methods.py b/sopa/segmentation/methods.py new file mode 100644 index 00000000..b72c3d7b --- /dev/null +++ b/sopa/segmentation/methods.py @@ -0,0 +1,124 @@ +from __future__ import annotations + +from pathlib import Path +from typing import Callable + +import numpy as np + +from .._constants import SopaKeys + + +def cellpose_patch( + diameter: float, + channels: list[str], + model_type: str = "cyto3", + pretrained_model: str | bool = False, + cellpose_model_kwargs: dict | None = None, + **cellpose_eval_kwargs: int, +) -> Callable: + """Creation of a callable that runs Cellpose segmentation on a patch + + Args: + diameter: Cellpose diameter parameter + channels: List of channel names + model_type: Cellpose model type + pretrained_model: Path to the pretrained model to be loaded + cellpose_model_kwargs: Kwargs to be provided to the `cellpose.models.CellposeModel` object + **cellpose_eval_kwargs: Kwargs to be provided to `model.eval` (where `model` is a `cellpose.models.CellposeModel` object) + + Returns: + A `callable` whose input is an image of shape `(C, Y, X)` and output is a cell mask of shape `(Y, X)`. Each mask value `>0` represent a unique cell ID + """ + try: + from cellpose import models + except ImportError: + raise ImportError( + "To use cellpose, you need its corresponding sopa extra: `pip install 'sopa[cellpose]'` (normal mode) or `pip install -e '.[cellpose]'` (if using snakemake)" + ) + + cellpose_model_kwargs = cellpose_model_kwargs or {} + + if pretrained_model: + model = models.CellposeModel(pretrained_model=pretrained_model, **cellpose_model_kwargs) + else: + model = models.Cellpose(model_type=model_type, **cellpose_model_kwargs) + + if isinstance(channels, str) or len(channels) == 1: + channels = [0, 0] # gray scale + elif len(channels) == 2: + channels = [1, 2] + else: + raise ValueError(f"Provide 1 or 2 channels. Found {len(channels)}") + + def _(patch: np.ndarray): + mask, *_ = model.eval(patch, diameter=diameter, channels=channels, **cellpose_eval_kwargs) + return mask + + return _ + + +def dummy_method(**method_kwargs): + """A method builder builder (i.e. it returns a segmentation function). + Kwargs can be provided and used in the below function""" + + def segmentation_function(image: np.ndarray) -> np.ndarray: + """A dummy example of a custom segmentation method + that creates one cell (with a padding of 10 pixels). + + Args: + image: An image of shape `(C, Y, X)` + + Returns: + A mask of shape `(Y, X)` containing one cell + """ + mask = np.zeros(image.shape[1:], dtype=int) + + # one cell, corresponding to value 1 + mask[10:-10, 10:-10] = 1 # squared shaped + + return mask + + return segmentation_function + + +def comseg_patch(temp_dir: str, patch_index: int, config: dict): + import json + + try: + import comseg + from comseg import dataset as ds + from comseg import dictionary + except ModuleNotFoundError: + raise ModuleNotFoundError("Install comseg (`pip install comseg`) for this method to work") + + assert comseg.__version__ >= "1.3", "comseg version should be >= 1.3" + + path_dataset_folder = Path(temp_dir) / str(patch_index) + + dataset = ds.ComSegDataset( + path_dataset_folder=path_dataset_folder, + dict_scale=config["dict_scale"], + mean_cell_diameter=config["mean_cell_diameter"], + gene_column=config["gene_column"], + image_csv_files=["transcripts.csv"], + centroid_csv_files=["centroids.csv"], + path_cell_centroid=path_dataset_folder, + min_nb_rna_patch=config.get("min_nb_rna_patch", 0), + prior_name=config.get("prior_name", SopaKeys.DEFAULT_CELL_KEY), + ) + + dataset.compute_edge_weight(config=config) + + Comsegdict = dictionary.ComSegDict( + dataset=dataset, + mean_cell_diameter=config["mean_cell_diameter"], + ) + + Comsegdict.run_all(config=config) + + if "return_polygon" in config: + assert config["return_polygon"] is True, "Only return_polygon=True is supported in sopa" + anndata_comseg, json_dict = Comsegdict.anndata_from_comseg_result(config=config) + anndata_comseg.write_h5ad(path_dataset_folder / "segmentation_counts.h5ad") + with open(path_dataset_folder / "segmentation_polygons.json", "w") as f: + json.dump(json_dict["transcripts"], f) diff --git a/sopa/segmentation/methods/__init__.py b/sopa/segmentation/methods/__init__.py deleted file mode 100644 index 517f0fae..00000000 --- a/sopa/segmentation/methods/__init__.py +++ /dev/null @@ -1,3 +0,0 @@ -from ._cellpose import cellpose_patch, cellpose -from ._comseg import comseg_patch -from ._dummy import dummy_method diff --git a/sopa/segmentation/methods/_cellpose.py b/sopa/segmentation/methods/_cellpose.py deleted file mode 100644 index d16bd150..00000000 --- a/sopa/segmentation/methods/_cellpose.py +++ /dev/null @@ -1,93 +0,0 @@ -from __future__ import annotations - -import shutil -from typing import Callable - -import numpy as np -from spatialdata import SpatialData - -from ..._constants import SopaKeys -from ...utils import get_cache_dir -from .. import StainingSegmentation, shapes - - -def cellpose_patch( - diameter: float, - channels: list[str], - model_type: str = "cyto3", - pretrained_model: str | bool = False, - cellpose_model_kwargs: dict | None = None, - **cellpose_eval_kwargs: int, -) -> Callable: - """Creation of a callable that runs Cellpose segmentation on a patch - - Args: - diameter: Cellpose diameter parameter - channels: List of channel names - model_type: Cellpose model type - pretrained_model: Path to the pretrained model to be loaded - cellpose_model_kwargs: Kwargs to be provided to the `cellpose.models.CellposeModel` object - **cellpose_eval_kwargs: Kwargs to be provided to `model.eval` (where `model` is a `cellpose.models.CellposeModel` object) - - Returns: - A `callable` whose input is an image of shape `(C, Y, X)` and output is a cell mask of shape `(Y, X)`. Each mask value `>0` represent a unique cell ID - """ - try: - from cellpose import models - except ImportError: - raise ImportError( - "To use cellpose, you need its corresponding sopa extra: `pip install 'sopa[cellpose]'` (normal mode) or `pip install -e '.[cellpose]'` (if using snakemake)" - ) - - cellpose_model_kwargs = cellpose_model_kwargs or {} - - if pretrained_model: - model = models.CellposeModel(pretrained_model=pretrained_model, **cellpose_model_kwargs) - else: - model = models.Cellpose(model_type=model_type, **cellpose_model_kwargs) - - if isinstance(channels, str) or len(channels) == 1: - channels = [0, 0] # gray scale - elif len(channels) == 2: - channels = [1, 2] - else: - raise ValueError(f"Provide 1 or 2 channels. Found {len(channels)}") - - def _(patch: np.ndarray): - mask, *_ = model.eval(patch, diameter=diameter, channels=channels, **cellpose_eval_kwargs) - return mask - - return _ - - -def cellpose( - sdata: SpatialData, - channels: list[str] | str, - diameter: int, - image_key: str | None = None, - min_area: int | None = None, - flow_threshold: float = 2, - cellprob_threshold: float = -6, -): - channels = channels if isinstance(channels, list) else [channels] - - method = cellpose_patch( - diameter=diameter, channels=channels, flow_threshold=flow_threshold, cellprob_threshold=cellprob_threshold - ) - - cellpose_temp_dir = get_cache_dir(sdata) / SopaKeys.CELLPOSE_BOUNDARIES - - if min_area is None: - min_area = (diameter / 2) ** 2 # by default, about 15% of the "normal cell" area - - segmentation = StainingSegmentation(sdata, method, channels, min_area=min_area, image_key=image_key) - segmentation.write_patches_cells(cellpose_temp_dir) - - cells = StainingSegmentation.read_patches_cells(cellpose_temp_dir) - cells = shapes.solve_conflicts(cells) - - StainingSegmentation.add_shapes( - sdata, cells, image_key=segmentation.image_key, shapes_key=SopaKeys.CELLPOSE_BOUNDARIES - ) - - shutil.rmtree(cellpose_temp_dir) # clean up cache diff --git a/sopa/segmentation/methods/_comseg.py b/sopa/segmentation/methods/_comseg.py deleted file mode 100644 index 7f15c0bf..00000000 --- a/sopa/segmentation/methods/_comseg.py +++ /dev/null @@ -1,48 +0,0 @@ -from __future__ import annotations - -from pathlib import Path - -from ..._constants import SopaKeys - - -def comseg_patch(temp_dir: str, patch_index: int, config: dict): - import json - - try: - import comseg - from comseg import dataset as ds - from comseg import dictionary - except ModuleNotFoundError: - raise ModuleNotFoundError("Install comseg (`pip install comseg`) for this method to work") - - assert comseg.__version__ >= "1.3", "comseg version should be >= 1.3" - - path_dataset_folder = Path(temp_dir) / str(patch_index) - - dataset = ds.ComSegDataset( - path_dataset_folder=path_dataset_folder, - dict_scale=config["dict_scale"], - mean_cell_diameter=config["mean_cell_diameter"], - gene_column=config["gene_column"], - image_csv_files=["transcripts.csv"], - centroid_csv_files=["centroids.csv"], - path_cell_centroid=path_dataset_folder, - min_nb_rna_patch=config.get("min_nb_rna_patch", 0), - prior_name=config.get("prior_name", SopaKeys.DEFAULT_CELL_KEY), - ) - - dataset.compute_edge_weight(config=config) - - Comsegdict = dictionary.ComSegDict( - dataset=dataset, - mean_cell_diameter=config["mean_cell_diameter"], - ) - - Comsegdict.run_all(config=config) - - if "return_polygon" in config: - assert config["return_polygon"] is True, "Only return_polygon=True is supported in sopa" - anndata_comseg, json_dict = Comsegdict.anndata_from_comseg_result(config=config) - anndata_comseg.write_h5ad(path_dataset_folder / "segmentation_counts.h5ad") - with open(path_dataset_folder / "segmentation_polygons.json", "w") as f: - json.dump(json_dict["transcripts"], f) diff --git a/sopa/segmentation/methods/_dummy.py b/sopa/segmentation/methods/_dummy.py deleted file mode 100644 index 8337e6d5..00000000 --- a/sopa/segmentation/methods/_dummy.py +++ /dev/null @@ -1,27 +0,0 @@ -from __future__ import annotations - -import numpy as np - - -def dummy_method(**method_kwargs): - """A method builder builder (i.e. it returns a segmentation function). - Kwargs can be provided and used in the below function""" - - def segmentation_function(image: np.ndarray) -> np.ndarray: - """A dummy example of a custom segmentation method - that creates one cell (with a padding of 10 pixels). - - Args: - image: An image of shape `(C, Y, X)` - - Returns: - A mask of shape `(Y, X)` containing one cell - """ - mask = np.zeros(image.shape[1:], dtype=int) - - # one cell, corresponding to value 1 - mask[10:-10, 10:-10] = 1 # squared shaped - - return mask - - return segmentation_function diff --git a/sopa/segmentation/shapes.py b/sopa/segmentation/shapes.py index cb189747..75b48617 100644 --- a/sopa/segmentation/shapes.py +++ b/sopa/segmentation/shapes.py @@ -3,7 +3,6 @@ import logging from math import ceil, floor -import geopandas as gpd import numpy as np import shapely import shapely.affinity @@ -103,12 +102,12 @@ def _ensure_polygon(cell: Polygon | MultiPolygon | GeometryCollection) -> Polygo geoms = [geom for geom in cell.geoms if isinstance(geom, Polygon)] if not geoms: - log.warning(f"Removing cell of type {type(cell)} as it contains no Polygon geometry") + log.warn(f"Removing cell of type {type(cell)} as it contains no Polygon geometry") return None return max(geoms, key=lambda polygon: polygon.area) - log.warning(f"Removing cell of unknown type {type(cell)}") + log.warn(f"Removing cell of unknown type {type(cell)}") return None @@ -150,7 +149,7 @@ def geometrize(mask: np.ndarray, tolerance: float | None = None, smooth_radius_r max_cells = mask.max() if max_cells == 0: - log.warning("No cell was returned by the segmentation") + log.warn("No cell was returned by the segmentation") return [] cells = [_contours((mask == cell_id).astype("uint8")) for cell_id in range(1, max_cells + 1)] @@ -164,6 +163,10 @@ def geometrize(mask: np.ndarray, tolerance: float | None = None, smooth_radius_r cells = [_smoothen_cell(cell, smooth_radius, tolerance) for cell in cells] cells = [cell for cell in cells if cell is not None] + log.info( + f"Percentage of non-geometrized cells: {(max_cells - len(cells)) / max_cells:.2%} (usually due to segmentation artefacts)" + ) + return cells @@ -196,12 +199,3 @@ def rasterize(cell: Polygon | MultiPolygon, shape: tuple[int, int], xy_min: tupl cv2.fillPoly(rasterized_image, coords, color=1) return rasterized_image - - -def expand_radius(geo_df: gpd.GeoDataFrame, expand_radius_ratio: float | None) -> gpd.GeoDataFrame: - if not expand_radius_ratio: - return geo_df - - expand_radius_ = expand_radius_ratio * np.mean(np.sqrt(geo_df.area / np.pi)) - geo_df.geometry = geo_df.buffer(expand_radius_) - return geo_df diff --git a/sopa/segmentation/stainings.py b/sopa/segmentation/stainings.py index 111664d9..bc9989c7 100644 --- a/sopa/segmentation/stainings.py +++ b/sopa/segmentation/stainings.py @@ -1,7 +1,6 @@ from __future__ import annotations import logging -from functools import partial from pathlib import Path from typing import Callable, Iterable @@ -14,10 +13,10 @@ from spatialdata import SpatialData from spatialdata.models import ShapesModel from spatialdata.transformations import get_transformation +from tqdm import tqdm -from .. import settings from .._constants import SopaKeys -from ..utils import add_spatial_element, get_spatial_image +from .._sdata import get_spatial_image from . import shapes log = logging.getLogger(__name__) @@ -156,11 +155,11 @@ def write_patch_cells(self, patch_dir: str, patch_index: int): gdf.to_parquet(patch_file) def write_patches_cells(self, patch_dir: str): - functions = [ - partial(self.write_patch_cells, patch_dir, patch_index) - for patch_index in range(len(self.sdata[SopaKeys.PATCHES])) - ] - settings._run_with_backend(functions) + log.warn( + "Running segmentation in a sequential manner. This is not recommended on large images because it can be extremely slow (see https://github.com/gustaveroussy/sopa/discussions/36 for more details)" + ) + for patch_index in tqdm(range(len(self.sdata[SopaKeys.PATCHES])), desc="Run all patches"): + self.write_patch_cells(patch_dir, patch_index) @classmethod def read_patches_cells(cls, patch_dir: str | list[str]) -> list[Polygon]: @@ -175,7 +174,7 @@ def read_patches_cells(cls, patch_dir: str | list[str]) -> list[Polygon]: cells = [] files = [f for f in Path(patch_dir).iterdir() if f.suffix == ".parquet"] - for file in files: + for file in tqdm(files, desc="Reading patches"): cells += list(gpd.read_parquet(file).geometry) log.info(f"Found {len(cells)} total cells") @@ -197,6 +196,9 @@ def add_shapes(cls, sdata: SpatialData, cells: list[Polygon], image_key: str, sh geo_df.index = image_key + geo_df.index.astype(str) geo_df = ShapesModel.parse(geo_df, transformations=get_transformation(image, get_all=True).copy()) - add_spatial_element(sdata, shapes_key, geo_df) + sdata.shapes[shapes_key] = geo_df + + if sdata.is_backed(): + sdata.write_element(shapes_key, overwrite=True) log.info(f"Added {len(geo_df)} cell boundaries in sdata['{shapes_key}']") diff --git a/sopa/segmentation/tissue.py b/sopa/segmentation/tissue.py index f6d31c51..6043c970 100644 --- a/sopa/segmentation/tissue.py +++ b/sopa/segmentation/tissue.py @@ -5,6 +5,7 @@ import geopandas as gpd import numpy as np +import spatialdata from datatree import DataTree from shapely.geometry import Polygon from spatialdata import SpatialData @@ -12,11 +13,7 @@ from xarray import DataArray from .._constants import ROI, SopaAttrs -from ..utils import ( - add_spatial_element, - get_minimal_transformations, - get_spatial_element, -) +from .._sdata import get_intrinsic_cs, get_spatial_element log = logging.getLogger(__name__) @@ -62,8 +59,9 @@ def tissue_segmentation( Returns: `True` if tissue segmentation was successful, else `False` if no polygon was output. """ - if ROI.KEY in sdata.shapes: - log.warning(f"sdata['{ROI.KEY}'] was already existing, but tissue segmentation is run on top") + assert ( + ROI.KEY not in sdata.shapes + ), f"sdata['{ROI.KEY}'] was already existing, but tissue segmentation is run on top. Delete the shape(s) first." image_key, image = get_spatial_element( sdata.images, @@ -79,16 +77,12 @@ def tissue_segmentation( polygons = _get_polygons(image, blur_k, open_k, close_k, drop_threshold) if not len(polygons): - log.warning( + log.warn( "No polygon has been found after tissue segmentation. Check that there is some tissue in the image, or consider updating the segmentation parameters." ) return False - geo_df = gpd.GeoDataFrame(geometry=polygons) - geo_df = ShapesModel.parse(geo_df, transformations=get_minimal_transformations(image)) - - add_spatial_element(sdata, ROI.KEY, geo_df) - + _save_tissue_segmentation(sdata, polygons, image_key, image) return True @@ -127,3 +121,20 @@ def _get_polygons(image: DataArray, blur_k: int, open_k: int, close_k: int, drop contours.extend([c_closed.squeeze()]) return [Polygon(contour) for contour in contours] + + +def _save_tissue_segmentation(sdata: SpatialData, polygons: list[Polygon], image_key: str, image_scale: DataArray): + geo_df = gpd.GeoDataFrame(geometry=polygons) + geo_df = ShapesModel.parse( + geo_df, + transformations=image_scale.attrs["transform"], + ) + + image_cs = get_intrinsic_cs(sdata, sdata[image_key]) + geo_df = spatialdata.transform(geo_df, image_scale.attrs["transform"][image_cs], maintain_positioning=True) + + sdata.shapes[ROI.KEY] = geo_df + if sdata.is_backed(): + sdata.write_element(ROI.KEY, overwrite=True) + + log.info(f"Tissue segmentation added in sdata['{ROI.KEY}']") diff --git a/sopa/segmentation/transcripts.py b/sopa/segmentation/transcripts.py index 75a376de..31cf85e7 100644 --- a/sopa/segmentation/transcripts.py +++ b/sopa/segmentation/transcripts.py @@ -16,7 +16,7 @@ from tqdm import tqdm from .._constants import SopaKeys -from ..utils import add_spatial_element, get_spatial_element, get_spatial_image +from .._sdata import get_spatial_element, get_spatial_image from . import aggregation, shapes log = logging.getLogger(__name__) @@ -83,8 +83,12 @@ def resolve( instance_key=SopaKeys.INSTANCE_KEY, ) - add_spatial_element(sdata, shapes_key, geo_df) - add_spatial_element(sdata, SopaKeys.TABLE, table) + sdata.shapes[shapes_key] = geo_df + sdata.tables[SopaKeys.TABLE] = table + + if sdata.is_backed(): + sdata.write_element(shapes_key, overwrite=True) + sdata.write_element(SopaKeys.TABLE, overwrite=True) log.info(f"Added sdata.tables['{SopaKeys.TABLE}'], and {len(geo_df)} cell boundaries to sdata['{shapes_key}']") @@ -118,7 +122,7 @@ def _read_one_segmented_patch( ratio_filtered = (gdf.area <= min_area).mean() if ratio_filtered > 0.2: - log.warning(f"{ratio_filtered:.2%} of cells will be filtered due to {min_area=}") + log.warn(f"{ratio_filtered:.2%} of cells will be filtered due to {min_area=}") gdf = gdf[gdf.area > min_area] diff --git a/sopa/spatial/utils.py b/sopa/spatial/utils.py index 17a1d553..2c714c82 100644 --- a/sopa/spatial/utils.py +++ b/sopa/spatial/utils.py @@ -3,7 +3,7 @@ import geopandas as gpd from spatialdata import SpatialData -from ..utils import get_intrinsic_cs +from .._sdata import get_intrinsic_cs def sjoin( diff --git a/sopa/utils/__init__.py b/sopa/utils/__init__.py index 61b788e9..6f8fd6d1 100644 --- a/sopa/utils/__init__.py +++ b/sopa/utils/__init__.py @@ -1,21 +1,7 @@ -from .annotation import preprocess_fluo, higher_z_score, tangram_annotate from .image import ( get_channel_names, scale_dtype, string_channel_names, valid_c_coords, _check_integer_dtype, - resize, - resize_numpy, -) -from ._spatialdata import ( - get_boundaries, - get_spatial_element, - get_intrinsic_cs, - to_intrinsic, - get_spatial_image, - get_cache_dir, - get_minimal_transformations, - add_spatial_element, - get_intensities, ) diff --git a/sopa/utils/data.py b/sopa/utils/data.py index 6737b3a8..a2807b8b 100644 --- a/sopa/utils/data.py +++ b/sopa/utils/data.py @@ -2,8 +2,8 @@ import logging +import dask import dask.array as da -import dask.dataframe as dd import geopandas as gpd import numpy as np import pandas as pd @@ -17,6 +17,9 @@ from .._constants import SopaKeys from ..patches.patches import _map_transcript_to_cell +dask.config.set({"dataframe.query-planning": False}) +import dask.dataframe as dd # noqa + log = logging.getLogger(__name__) @@ -140,11 +143,7 @@ def uniform( df = dd.from_pandas(df, chunksize=2_000_000) - points = { - "transcripts": PointsModel.parse( - df, transformations={"global": affine, "microns": Identity()}, feature_key="genes" - ) - } + points = {"transcripts": PointsModel.parse(df, transformations={"global": affine, "microns": Identity()})} if include_vertices: points["vertices"] = PointsModel.parse(vertices) diff --git a/sopa/utils/image.py b/sopa/utils/image.py index f9442779..da98593e 100644 --- a/sopa/utils/image.py +++ b/sopa/utils/image.py @@ -44,7 +44,7 @@ def resize_numpy(arr: np.ndarray, scale_factor: float, dims: list[str], output_s def _check_integer_dtype(dtype: np.dtype): - assert np.issubdtype(dtype, np.integer), f"Expecting image to have an integer dtype, but found {dtype}" + assert np.issubdtype(dtype, np.integer), f"Expecting image to have an intenger dtype, but found {dtype}" def scale_dtype(arr: np.ndarray, dtype: np.dtype) -> np.ndarray: diff --git a/sopa/io/reader/_openslide.py b/sopa/utils/io.py similarity index 100% rename from sopa/io/reader/_openslide.py rename to sopa/utils/io.py diff --git a/sopa/utils/polygon_crop.py b/sopa/utils/polygon_crop.py index 9ce2d1c0..d11ff45e 100644 --- a/sopa/utils/polygon_crop.py +++ b/sopa/utils/polygon_crop.py @@ -13,7 +13,8 @@ from spatialdata.transformations import get_transformation from .._constants import ROI -from . import add_spatial_element, get_spatial_image, resize +from .._sdata import get_spatial_image +from .image import resize log = logging.getLogger(__name__) @@ -129,6 +130,8 @@ def polygon_selection( geo_df = gpd.GeoDataFrame(geometry=[polygon]) geo_df = ShapesModel.parse(geo_df, transformations=get_transformation(sdata[image_key], get_all=True).copy()) - add_spatial_element(sdata, ROI.KEY, geo_df) + sdata.shapes[ROI.KEY] = geo_df + if sdata.is_backed(): + sdata.write_element(ROI.KEY, overwrite=True) log.info(f"Polygon saved in sdata['{ROI.KEY}']") diff --git a/tests/test_aggregation.py b/tests/test_aggregation.py index ac1ef008..9bac58b3 100644 --- a/tests/test_aggregation.py +++ b/tests/test_aggregation.py @@ -6,8 +6,7 @@ import xarray as xr from shapely.geometry import Polygon, box -from sopa.aggregation.channels import _average_channels_aligned -from sopa.aggregation.transcripts import _count_transcripts_aligned +from sopa.segmentation import aggregation dask.config.set({"dataframe.query-planning": False}) import dask.dataframe as dd # noqa @@ -24,7 +23,7 @@ def test_average_channels_aligned(): # One cell is on the first block, one is overlapping on both blocks, and one is on the last block cells = [box(x, y, x + cell_size - 1, y + cell_size - 1) for x, y in cell_start] - means = _average_channels_aligned(xarr, cells) + means = aggregation._average_channels_aligned(xarr, cells) true_means = np.stack([image[:, y : y + cell_size, x : x + cell_size].mean(axis=(1, 2)) for x, y in cell_start]) @@ -51,7 +50,7 @@ def test_count_transcripts(): gdf = gpd.GeoDataFrame(geometry=polygons) - adata = _count_transcripts_aligned(gdf, points, "gene") + adata = aggregation._count_transcripts_aligned(gdf, points, "gene") expected = np.array([[0, 3, 1], [1, 0, 1], [1, 3, 1]]) assert (adata.X.toarray() == expected).all() diff --git a/tests/test_patches.py b/tests/test_patches.py index 031a2be8..71bce631 100644 --- a/tests/test_patches.py +++ b/tests/test_patches.py @@ -6,8 +6,8 @@ from shapely.geometry import box from spatialdata import SpatialData +from sopa._sdata import get_spatial_element from sopa.patches import Patches2D, _get_cell_id -from sopa.utils import get_spatial_element from sopa.utils.data import uniform From 7feb2d3ef42d6317d29495c2937512e30cfbda84 Mon Sep 17 00:00:00 2001 From: Blampey Quentin Date: Wed, 25 Sep 2024 10:43:08 +0200 Subject: [PATCH 15/17] macsima reader: support both format types --- sopa/io/reader/macsima.py | 21 ++++++++++++++++++++- 1 file changed, 20 insertions(+), 1 deletion(-) diff --git a/sopa/io/reader/macsima.py b/sopa/io/reader/macsima.py index e13eac2f..748b350f 100644 --- a/sopa/io/reader/macsima.py +++ b/sopa/io/reader/macsima.py @@ -1,11 +1,12 @@ from __future__ import annotations import logging +import re from pathlib import Path from spatialdata import SpatialData -from .utils import _general_tif_directory_reader +from .utils import _deduplicate_names, _general_tif_directory_reader log = logging.getLogger(__name__) @@ -23,4 +24,22 @@ def macsima(path: Path, **kwargs: int) -> SpatialData: Returns: A `SpatialData` object with a 2D-image of shape `(C, Y, X)` """ + files = list(Path(path).glob("*.tif")) + + if any("A-" in file.name for file in files): # non-ome.tif format + return _general_tif_directory_reader(path, files_to_channels=_get_channel_names_macsima, **kwargs) + return _general_tif_directory_reader(path, **kwargs) + + +def _parse_name_macsima(file): + match = re.search(r"_A-(.*?)_C-", file.name) + if match: + antibody = match.group(1) + else: + antibody = re.search(r"_A-(.*?)\.tif", file.name).group(1) + return antibody + + +def _get_channel_names_macsima(files): + return _deduplicate_names([_parse_name_macsima(file) for file in files]) From ba537a37c343f9438a9345fcb9a04c5957ff6ad7 Mon Sep 17 00:00:00 2001 From: Blampey Quentin Date: Wed, 25 Sep 2024 12:59:47 +0200 Subject: [PATCH 16/17] check whether the cell ids are string or int --- sopa/segmentation/transcripts.py | 16 +++++++++++++--- 1 file changed, 13 insertions(+), 3 deletions(-) diff --git a/sopa/segmentation/transcripts.py b/sopa/segmentation/transcripts.py index 1a5d6b8a..8a309096 100644 --- a/sopa/segmentation/transcripts.py +++ b/sopa/segmentation/transcripts.py @@ -97,6 +97,7 @@ def _read_one_segmented_patch( directory: str, min_area: float = 0, min_vertices: int = 4 ) -> tuple[list[Polygon], AnnData]: directory: Path = Path(directory) + id_as_string, polygon_file = _find_polygon_file(directory) loom_file = directory / "segmentation_counts.loom" if loom_file.exists(): @@ -106,12 +107,12 @@ def _read_one_segmented_patch( adata.obs.rename(columns={"area": SopaKeys.ORIGINAL_AREA_OBS}, inplace=True) - cells_num = pd.Series(adata.obs["CellID"].astype(int), index=adata.obs_names) + cells_num = pd.Series(adata.obs_names if id_as_string else adata.obs["CellID"].astype(int), index=adata.obs_names) del adata.obs["CellID"] - with open(list(directory.glob("segmentation_polygons*.json"))[0]) as f: + with open(polygon_file) as f: polygons_dict = json.load(f) - polygons_dict = {cells_num[c["cell"]]: c for c in polygons_dict["geometries"]} + polygons_dict = {c["cell"]: c for c in polygons_dict["geometries"]} cells_num = cells_num[cells_num.map(lambda num: len(polygons_dict[num]["coordinates"][0]) >= min_vertices)] @@ -132,6 +133,15 @@ def _read_one_segmented_patch( return gdf.geometry.values, adata[gdf.index].copy() +def _find_polygon_file(directory: Path) -> tuple[bool, Path]: + old_baysor_path = directory / "segmentation_polygons.json" + if old_baysor_path.exists(): + return False, old_baysor_path + new_baysor_path = directory / "segmentation_polygons_2d.json" + assert new_baysor_path.exists(), f"Could not find the segmentation polygons file in {directory}" + return True, new_baysor_path + + def _read_all_segmented_patches( temp_dir: str, min_area: float = 0, From ff9ff666ec7f19049937ce1ab81000b29996110d Mon Sep 17 00:00:00 2001 From: Blampey Quentin Date: Wed, 25 Sep 2024 15:04:16 +0200 Subject: [PATCH 17/17] Support `baysor>=0.7.0` (#125) --- CHANGELOG.md | 6 ++++++ docs/tutorials/cli_usage.md | 2 -- workflow/Snakefile | 9 +++++++-- workflow/config/cosmx/baysor.yaml | 2 -- workflow/config/cosmx/cellpose_baysor.yaml | 2 -- workflow/config/example_commented.yaml | 2 -- workflow/config/merscope/baysor_cellpose.yaml | 2 -- workflow/config/merscope/baysor_vizgen.yaml | 2 -- workflow/config/toy/uniform_baysor.yaml | 2 -- workflow/config/toy/uniform_baysor_overlaps.yaml | 2 -- workflow/config/toy/uniform_baysor_vizgen.yaml | 2 -- workflow/config/toy/uniform_cellpose_baysor.yaml | 2 -- workflow/config/xenium/baysor.yaml | 2 -- workflow/config/xenium/baysor_multimodal.yaml | 2 -- workflow/config/xenium/cellpose_baysor.yaml | 2 -- workflow/utils.py | 2 +- 16 files changed, 14 insertions(+), 29 deletions(-) diff --git a/CHANGELOG.md b/CHANGELOG.md index 763a41d7..d9dc17d5 100644 --- a/CHANGELOG.md +++ b/CHANGELOG.md @@ -1,3 +1,9 @@ +## [1.x.x] - 2024-xx-xx + +### Fix +- Support `baysor>=0.7.0` (#125, @lguerard). + - NB: For Snakemake, please remove the `new_component_*` arguments from the Baysor config. + ## [1.1.5] - 2024-09-17 ### Fix diff --git a/docs/tutorials/cli_usage.md b/docs/tutorials/cli_usage.md index 6ff9b80c..a80b0df1 100644 --- a/docs/tutorials/cli_usage.md +++ b/docs/tutorials/cli_usage.md @@ -165,8 +165,6 @@ iters = 500 n_cells_init = 0 nuclei_genes = "" cyto_genes = "" -new_component_weight = 0.2 -new_component_fraction = 0.3 ``` Then, we generate the bounding boxes of the patches on which Baysor will be run. Here, the patches have a width and height of 1200 microns and an overlap of 50 microns. We advise bigger sizes for real datasets (see our default parameters in one of our [config files](https://github.com/gustaveroussy/sopa/tree/master/workflow/config)). On the toy dataset, this will generate **4** patches. diff --git a/workflow/Snakefile b/workflow/Snakefile index f087bf22..74e2a5d7 100644 --- a/workflow/Snakefile +++ b/workflow/Snakefile @@ -113,7 +113,6 @@ rule patch_segmentation_baysor: patches_file = paths.smk_patches_file_baysor, baysor_patch = paths.smk_baysor_temp_dir / "{index}", output: - paths.smk_baysor_temp_dir / "{index}" / "segmentation_polygons.json", paths.smk_baysor_temp_dir / "{index}" / "segmentation_counts.loom", params: args_baysor_prior_seg = args.baysor_prior_seg, @@ -126,7 +125,13 @@ rule patch_segmentation_baysor: fi cd {input.baysor_patch} - {config[executables][baysor]} run --save-polygons GeoJSON -c config.toml transcripts.csv {params.args_baysor_prior_seg} + + help_output=$({config[executables][baysor]} run --help 2>&1) # check if the polygon-format option is available + if [[ $help_output == *"polygon-format"* ]]; then + {config[executables][baysor]} run --polygon-format GeometryCollection -c config.toml transcripts.csv {params.args_baysor_prior_seg} + else + {config[executables][baysor]} run --save-polygons GeoJSON -c config.toml transcripts.csv {params.args_baysor_prior_seg} + fi """ rule patch_segmentation_comseg: diff --git a/workflow/config/cosmx/baysor.yaml b/workflow/config/cosmx/baysor.yaml index a3d0fbc0..16731c09 100644 --- a/workflow/config/cosmx/baysor.yaml +++ b/workflow/config/cosmx/baysor.yaml @@ -34,8 +34,6 @@ segmentation: n_cells_init: 0 nuclei_genes: "" cyto_genes: "" - new_component_weight: 0.2 - new_component_fraction: 0.3 aggregate: average_intensities: true diff --git a/workflow/config/cosmx/cellpose_baysor.yaml b/workflow/config/cosmx/cellpose_baysor.yaml index 7705d439..e0accae4 100644 --- a/workflow/config/cosmx/cellpose_baysor.yaml +++ b/workflow/config/cosmx/cellpose_baysor.yaml @@ -41,8 +41,6 @@ segmentation: n_cells_init: 0 nuclei_genes: "" cyto_genes: "" - new_component_weight: 0.2 - new_component_fraction: 0.3 aggregate: average_intensities: true diff --git a/workflow/config/example_commented.yaml b/workflow/config/example_commented.yaml index f33a1206..fcc2199b 100644 --- a/workflow/config/example_commented.yaml +++ b/workflow/config/example_commented.yaml @@ -63,8 +63,6 @@ segmentation: n_cells_init: 0 nuclei_genes: "" cyto_genes: "" - new_component_weight: 0.2 - new_component_fraction: 0.3 aggregate: diff --git a/workflow/config/merscope/baysor_cellpose.yaml b/workflow/config/merscope/baysor_cellpose.yaml index adbf7137..c987ff24 100644 --- a/workflow/config/merscope/baysor_cellpose.yaml +++ b/workflow/config/merscope/baysor_cellpose.yaml @@ -42,8 +42,6 @@ segmentation: n_cells_init: 0 nuclei_genes: "" cyto_genes: "" - new_component_weight: 0.2 - new_component_fraction: 0.3 aggregate: average_intensities: true diff --git a/workflow/config/merscope/baysor_vizgen.yaml b/workflow/config/merscope/baysor_vizgen.yaml index 10920027..53bc15b2 100644 --- a/workflow/config/merscope/baysor_vizgen.yaml +++ b/workflow/config/merscope/baysor_vizgen.yaml @@ -37,8 +37,6 @@ segmentation: n_cells_init: 0 nuclei_genes: "" cyto_genes: "" - new_component_weight: 0.2 - new_component_fraction: 0.3 aggregate: average_intensities: true diff --git a/workflow/config/toy/uniform_baysor.yaml b/workflow/config/toy/uniform_baysor.yaml index b628470d..ef656ab6 100644 --- a/workflow/config/toy/uniform_baysor.yaml +++ b/workflow/config/toy/uniform_baysor.yaml @@ -34,8 +34,6 @@ segmentation: n_cells_init: 0 nuclei_genes: "" cyto_genes: "" - new_component_weight: 0.2 - new_component_fraction: 0.3 aggregate: average_intensities: true diff --git a/workflow/config/toy/uniform_baysor_overlaps.yaml b/workflow/config/toy/uniform_baysor_overlaps.yaml index 3b08951f..f3097950 100644 --- a/workflow/config/toy/uniform_baysor_overlaps.yaml +++ b/workflow/config/toy/uniform_baysor_overlaps.yaml @@ -34,8 +34,6 @@ segmentation: n_cells_init: 0 nuclei_genes: "" cyto_genes: "" - new_component_weight: 0.2 - new_component_fraction: 0.3 aggregate: average_intensities: true diff --git a/workflow/config/toy/uniform_baysor_vizgen.yaml b/workflow/config/toy/uniform_baysor_vizgen.yaml index a6b9db07..7aac2fbc 100644 --- a/workflow/config/toy/uniform_baysor_vizgen.yaml +++ b/workflow/config/toy/uniform_baysor_vizgen.yaml @@ -38,8 +38,6 @@ segmentation: n_cells_init: 0 nuclei_genes: "" cyto_genes: "" - new_component_weight: 0.2 - new_component_fraction: 0.3 aggregate: average_intensities: true diff --git a/workflow/config/toy/uniform_cellpose_baysor.yaml b/workflow/config/toy/uniform_cellpose_baysor.yaml index bd3479c5..588496ad 100644 --- a/workflow/config/toy/uniform_cellpose_baysor.yaml +++ b/workflow/config/toy/uniform_cellpose_baysor.yaml @@ -41,8 +41,6 @@ segmentation: n_cells_init: 0 nuclei_genes: "" cyto_genes: "" - new_component_weight: 0.2 - new_component_fraction: 0.3 aggregate: average_intensities: true diff --git a/workflow/config/xenium/baysor.yaml b/workflow/config/xenium/baysor.yaml index e12b466e..1401b62f 100644 --- a/workflow/config/xenium/baysor.yaml +++ b/workflow/config/xenium/baysor.yaml @@ -32,8 +32,6 @@ segmentation: n_cells_init: 0 nuclei_genes: "" cyto_genes: "" - new_component_weight: 0.2 - new_component_fraction: 0.3 aggregate: average_intensities: true diff --git a/workflow/config/xenium/baysor_multimodal.yaml b/workflow/config/xenium/baysor_multimodal.yaml index 1e5eb53b..af4306f7 100644 --- a/workflow/config/xenium/baysor_multimodal.yaml +++ b/workflow/config/xenium/baysor_multimodal.yaml @@ -36,8 +36,6 @@ segmentation: n_cells_init: 0 nuclei_genes: "" cyto_genes: "" - new_component_weight: 0.2 - new_component_fraction: 0.3 aggregate: average_intensities: true diff --git a/workflow/config/xenium/cellpose_baysor.yaml b/workflow/config/xenium/cellpose_baysor.yaml index 0b5a8590..79df1286 100644 --- a/workflow/config/xenium/cellpose_baysor.yaml +++ b/workflow/config/xenium/cellpose_baysor.yaml @@ -41,8 +41,6 @@ segmentation: n_cells_init: 0 nuclei_genes: "" cyto_genes: "" - new_component_weight: 0.2 - new_component_fraction: 0.3 aggregate: average_intensities: true diff --git a/workflow/utils.py b/workflow/utils.py index dee924e4..0d81eea6 100644 --- a/workflow/utils.py +++ b/workflow/utils.py @@ -98,7 +98,7 @@ def cells_paths(self, file_content: str, name, dirs: bool = False): return [str(self.smk_cellpose_temp_dir / f"{i}.parquet") for i in range(int(file_content))] if name == "baysor": indices = map(int, file_content.split()) - BAYSOR_FILES = ["segmentation_polygons.json", "segmentation_counts.loom"] + BAYSOR_FILES = ["segmentation_counts.loom"] if dirs: return [str(self.smk_baysor_temp_dir / str(i)) for i in indices]