From 28b240f4a64ef8bf851a5bfc961617eca2361c40 Mon Sep 17 00:00:00 2001 From: Erik Serrano Date: Fri, 17 Oct 2025 13:22:09 -0600 Subject: [PATCH 01/15] updated preprocessing module for cfret screen data --- .pre-commit-config.yaml | 2 +- .../0.download-data/2.preprocessing.ipynb | 203 ++++++++++++++++-- .../nbconverted/2.preprocessing.py | 161 ++++++++++++-- 3 files changed, 339 insertions(+), 27 deletions(-) diff --git a/.pre-commit-config.yaml b/.pre-commit-config.yaml index 2c4af47..95b8885 100644 --- a/.pre-commit-config.yaml +++ b/.pre-commit-config.yaml @@ -38,7 +38,7 @@ repos: # Ruff for linting and formatting Python files - repo: https://github.com/astral-sh/ruff-pre-commit - rev: v0.14.0 + rev: v0.14.1 hooks: - id: ruff-check args: ["--fix"] diff --git a/notebooks/0.download-data/2.preprocessing.ipynb b/notebooks/0.download-data/2.preprocessing.ipynb index ef9429f..dd89352 100644 --- a/notebooks/0.download-data/2.preprocessing.ipynb +++ b/notebooks/0.download-data/2.preprocessing.ipynb @@ -59,19 +59,23 @@ "def load_and_concat_profiles(\n", " profile_dir: str | pathlib.Path,\n", " shared_features: Optional[list[str]] = None,\n", + " shared_contains_meta: bool = False,\n", " specific_plates: Optional[list[pathlib.Path]] = None,\n", ") -> pl.DataFrame:\n", " \"\"\"\n", - " Load all profile files from a directory and concatenate them into a single Polars DataFrame.\n", + " Load all profile files from a directory and concatenate them into a single Polars\n", + " DataFrame.\n", "\n", " Parameters\n", " ----------\n", " profile_dir : str or pathlib.Path\n", " Directory containing the profile files (.parquet).\n", " shared_features : Optional[list[str]], optional\n", - " List of shared feature names to filter the profiles. If None, all features are loaded.\n", + " List of shared feature names to filter the profiles. If None, all features are\n", + " loaded.\n", " specific_plates : Optional[list[pathlib.Path]], optional\n", - " List of specific plate file paths to load. If None, all profiles in the directory are loaded.\n", + " List of specific plate file paths to load. If None, all profiles in the\n", + " directory are loaded.\n", "\n", " Returns\n", " -------\n", @@ -93,13 +97,24 @@ " \"All elements in specific_plates must be pathlib.Path objects\"\n", " )\n", "\n", - " def load_profile(file: pathlib.Path) -> pl.DataFrame:\n", + " def load_profile(profile_path: pathlib.Path) -> pl.DataFrame:\n", " \"\"\"internal function to load a single profile file.\"\"\"\n", - " profile_df = pl.read_parquet(file)\n", - " meta_cols, _ = split_meta_and_features(profile_df)\n", + "\n", + " # load profiles\n", + " profile_df = pl.read_parquet(profile_path)\n", + "\n", + " # print shape\n", + " print(f\"Loaded profile {profile_path.name} with shape {profile_df.shape}\")\n", + "\n", + " # if provided shared feature list does not contain meta, split and select\n", + " # then get it from the profile, if it does, just select the shared features\n", + " # directly\n", " if shared_features is not None:\n", - " # Only select metadata and shared features\n", - " return profile_df.select(meta_cols + shared_features)\n", + " if not shared_contains_meta:\n", + " meta_cols, _ = split_meta_and_features(profile_df)\n", + " return profile_df.select(meta_cols + shared_features)\n", + "\n", + " return profile_df.select(shared_features)\n", " return profile_df\n", "\n", " # Use specific_plates if provided, otherwise gather all .parquet files\n", @@ -179,7 +194,61 @@ " pl.DataFrame\n", " DataFrame with cleaned column names\n", " \"\"\"\n", - " return df.rename(lambda x: x.replace(prefix, \"\") if prefix in x else x)" + " return df.rename(lambda x: x.replace(prefix, \"\") if prefix in x else x)\n", + "\n", + "\n", + "def find_shared_features_across_parquets(\n", + " profile_paths: list[str | pathlib.Path],\n", + ") -> list[str]:\n", + " \"\"\"\n", + " Finds the intersection of column names across multiple parquet files.\n", + "\n", + " This function returns the list of column names that are present in every provided parquet file.\n", + " The order of columns is preserved from the first file. Uses LazyFrame.collect_schema().names()\n", + " to avoid expensive full reads and the PerformanceWarning.\n", + "\n", + " Parameters\n", + " ----------\n", + " profile_paths : list of str or pathlib.Path\n", + " List of paths to parquet files.\n", + "\n", + " Returns\n", + " -------\n", + " list of str\n", + " List of shared column names present in all files, in the order from the first file.\n", + "\n", + " Raises\n", + " ------\n", + " FileNotFoundError\n", + " If no parquet files are provided or any file does not exist.\n", + " \"\"\"\n", + " if not profile_paths:\n", + " raise FileNotFoundError(\"No parquet files provided\")\n", + "\n", + " # check if they are all strings if so, convert to pathlib.Path\n", + " if all(isinstance(p, str) for p in profile_paths):\n", + " profile_paths = [pathlib.Path(p) for p in profile_paths]\n", + "\n", + " for p in profile_paths:\n", + " if not p.exists():\n", + " raise FileNotFoundError(f\"Profile file not found: {p}\")\n", + "\n", + " # set the first file columns as the initial set\n", + " first_cols = pl.scan_parquet(profile_paths[0]).collect_schema().names()\n", + " common = set(first_cols)\n", + "\n", + " # iterate through the rest of the files and find shared columns\n", + " # of the rest of the profiles\n", + " for p in profile_paths[1:]:\n", + " cols = pl.scan_parquet(p).collect_schema().names()\n", + " common &= set(cols)\n", + " if not common:\n", + " # Early exit if no shared columns remain\n", + " return []\n", + "\n", + " # Preserve first file ordering (Meta and features order)\n", + " shared_features = [c for c in first_cols if c in common]\n", + " return shared_features" ] }, { @@ -216,6 +285,9 @@ " cfret_profiles_dir / \"localhost230405150001_sc_feature_selected.parquet\"\n", ").resolve(strict=True)\n", "\n", + "# cfret-screen profiles path\n", + "cfret_screen_profiles_path = profiles_dir / \"cfret-screen\"\n", + "\n", "# Setting feature selection path\n", "shared_features_config_path = (\n", " profiles_dir / \"cpjump1\" / \"feature_selected_sc_qc_features.json\"\n", @@ -227,6 +299,11 @@ " strict=True\n", ")\n", "\n", + "# seting cfret-screen profiles paths\n", + "cfret_screen_profiles_paths = [\n", + " path.resolve(strict=True) for path in cfret_screen_profiles_path.glob(\"*.parquet\")\n", + "]\n", + "\n", "# output directories\n", "cpjump1_output_dir = (profiles_dir / \"cpjump1\" / \"trt-profiles\").resolve()\n", "cpjump1_output_dir.mkdir(exist_ok=True)\n", @@ -288,7 +365,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 5, "id": "f6f7e08d", "metadata": {}, "outputs": [ @@ -296,7 +373,24 @@ "name": "stdout", "output_type": "stream", "text": [ - "concat profiles already exists, loading from file\n" + "Loaded profile BR00116998_feature_selected_sc_qc.parquet with shape (343705, 1305)\n", + "Loaded profile BR00118041_feature_selected_sc_qc.parquet with shape (412227, 1315)\n", + "Loaded profile BR00117005_feature_selected_sc_qc.parquet with shape (325399, 1281)\n", + "Loaded profile BR00117003_feature_selected_sc_qc.parquet with shape (388940, 1296)\n", + "Loaded profile BR00118045_feature_selected_sc_qc.parquet with shape (291737, 1165)\n", + "Loaded profile BR00117002_feature_selected_sc_qc.parquet with shape (190267, 1267)\n", + "Loaded profile BR00118043_feature_selected_sc_qc.parquet with shape (396925, 1274)\n", + "Loaded profile BR00118042_feature_selected_sc_qc.parquet with shape (196700, 1282)\n", + "Loaded profile BR00116999_feature_selected_sc_qc.parquet with shape (385053, 1342)\n", + "Loaded profile BR00118046_feature_selected_sc_qc.parquet with shape (270531, 1098)\n", + "Loaded profile BR00117001_feature_selected_sc_qc.parquet with shape (388312, 1288)\n", + "Loaded profile BR00116997_feature_selected_sc_qc.parquet with shape (322882, 1267)\n", + "Loaded profile BR00117004_feature_selected_sc_qc.parquet with shape (425560, 1341)\n", + "Loaded profile BR00118047_feature_selected_sc_qc.parquet with shape (238627, 1169)\n", + "Loaded profile BR00116996_feature_selected_sc_qc.parquet with shape (325211, 1321)\n", + "Loaded profile BR00118048_feature_selected_sc_qc.parquet with shape (249065, 1176)\n", + "Loaded profile BR00117000_feature_selected_sc_qc.parquet with shape (417583, 1268)\n", + "Loaded profile BR00118044_feature_selected_sc_qc.parquet with shape (403493, 1278)\n" ] } ], @@ -313,8 +407,8 @@ ")\n", "\n", "# create an index columm and unique cell ID based on features of a single profiles\n", - "loaded_profiles = loaded_profiles.with_row_index(\"index\").with_columns( # set index row\n", - " loaded_profiles.hash_rows().alias(\"Metadata_cell_id\")\n", + "loaded_profiles = loaded_profiles.with_row_index(\"index\").with_columns(\n", + " loaded_profiles.hash_rows(seed=0).alias(\"Metadata_cell_id\").cast(pl.Utf8)\n", ")\n", "\n", "# Split meta and features\n", @@ -526,7 +620,7 @@ "\n", "# add unique cell ID based on features of a single profiles\n", "concat_mitocheck_profiles = concat_mitocheck_profiles.with_columns(\n", - " concat_mitocheck_profiles.hash_rows().alias(\"Metadata_cell_id\")\n", + " concat_mitocheck_profiles.hash_rows().alias(\"Metadata_cell_id\").cast(pl.Utf8)\n", ")\n", "\n", "# save concatenated mitocheck profiles\n", @@ -579,6 +673,87 @@ "# overwrite dataset with cell\n", "cfret_profiles.select(meta_cols + features_cols).write_parquet(cfret_profiles_path)" ] + }, + { + "cell_type": "markdown", + "id": "ea8f7f65", + "metadata": {}, + "source": [ + "## Preprocessing CFReT Screen Dataset\n", + "\n", + "This section preprocesses the CFReT Screen dataset by concatenating all plate profiles into a single unified dataframe. This represents the first batch of plates, which are technical replicates containing identical treatment conditions and dosages across all plates.\n", + "\n", + "**Dataset characteristics:**\n", + "- Each plate contains both positive (n=3) and negative (n=3) controls\n", + "- All treatment plates share the same experimental conditions\n", + "- Technical replicates is at the plate level\n", + "\n", + "**Preprocessing steps:**\n", + "\n", + "1. **Feature alignment**: Identify shared features across all CFReT Screen plates to ensure consistent feature space\n", + "2. **Profile concatenation**: Merge all plate profiles into a single comprehensive dataframe using the shared feature set\n", + "3. **Unique cell identification**: Add `Metadata_cell_id` column with unique hash values to enable precise single-cell tracking " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "83e0411f", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Loaded profile localhost240927060001_sc_feature_selected.parquet with shape (12397, 652)\n", + "Loaded profile localhost240928120001_sc_feature_selected.parquet with shape (12745, 641)\n", + "Loaded profile localhost240926150001_sc_feature_selected.parquet with shape (16566, 657)\n", + "Loaded profile localhost240927120001_sc_feature_selected.parquet with shape (12902, 684)\n" + ] + } + ], + "source": [ + "# find shared features across cfret-screen profiles and load and concat them\n", + "cfret_screen_shared_features = find_shared_features_across_parquets(\n", + " cfret_screen_profiles_paths\n", + ")\n", + "cfret_screen_concat_profiles = load_and_concat_profiles(\n", + " profile_dir=cfret_screen_profiles_path,\n", + " shared_features=cfret_screen_shared_features,\n", + " shared_contains_meta=True,\n", + ")\n", + "\n", + "# add unique cell ID as a string type\n", + "cfret_screen_concat_profiles = cfret_screen_concat_profiles.with_columns(\n", + " cfret_screen_concat_profiles.hash_rows(seed=0)\n", + " .alias(\"Metadata_cell_id\")\n", + " .cast(pl.Utf8)\n", + ")\n", + "\n", + "# split the metadata and features and reorganize features in the concat profile\n", + "cfret_screen_meta_cols, cfret_screen_features_cols = split_meta_and_features(\n", + " cfret_screen_concat_profiles\n", + ")\n", + "cfret_screen_concat_profiles = cfret_screen_concat_profiles.select(\n", + " cfret_screen_meta_cols + cfret_screen_features_cols\n", + ")\n", + "\n", + "# save feature space config to json file\n", + "with open(cfret_profiles_dir / \"cfret_screen_feature_space_configs.json\", \"w\") as f:\n", + " json.dump(\n", + " {\n", + " \"metadata-features\": cfret_screen_meta_cols,\n", + " \"morphology-features\": cfret_screen_features_cols,\n", + " },\n", + " f,\n", + " indent=4,\n", + " )\n", + "\n", + "# save concatenated cfret-screen profiles\n", + "cfret_screen_concat_profiles.write_parquet(\n", + " cfret_screen_profiles_path / \"cfret_screen_concat_profiles.parquet\"\n", + ")" + ] } ], "metadata": { diff --git a/notebooks/0.download-data/nbconverted/2.preprocessing.py b/notebooks/0.download-data/nbconverted/2.preprocessing.py index 66492b6..ea63ef3 100644 --- a/notebooks/0.download-data/nbconverted/2.preprocessing.py +++ b/notebooks/0.download-data/nbconverted/2.preprocessing.py @@ -37,19 +37,23 @@ def load_and_concat_profiles( profile_dir: str | pathlib.Path, shared_features: list[str] | None = None, + shared_contains_meta: bool = False, specific_plates: list[pathlib.Path] | None = None, ) -> pl.DataFrame: """ - Load all profile files from a directory and concatenate them into a single Polars DataFrame. + Load all profile files from a directory and concatenate them into a single Polars + DataFrame. Parameters ---------- profile_dir : str or pathlib.Path Directory containing the profile files (.parquet). shared_features : Optional[list[str]], optional - List of shared feature names to filter the profiles. If None, all features are loaded. + List of shared feature names to filter the profiles. If None, all features are + loaded. specific_plates : Optional[list[pathlib.Path]], optional - List of specific plate file paths to load. If None, all profiles in the directory are loaded. + List of specific plate file paths to load. If None, all profiles in the + directory are loaded. Returns ------- @@ -71,13 +75,24 @@ def load_and_concat_profiles( "All elements in specific_plates must be pathlib.Path objects" ) - def load_profile(file: pathlib.Path) -> pl.DataFrame: + def load_profile(profile_path: pathlib.Path) -> pl.DataFrame: """internal function to load a single profile file.""" - profile_df = pl.read_parquet(file) - meta_cols, _ = split_meta_and_features(profile_df) + + # load profiles + profile_df = pl.read_parquet(profile_path) + + # print shape + print(f"Loaded profile {profile_path.name} with shape {profile_df.shape}") + + # if provided shared feature list does not contain meta, split and select + # then get it from the profile, if it does, just select the shared features + # directly if shared_features is not None: - # Only select metadata and shared features - return profile_df.select(meta_cols + shared_features) + if not shared_contains_meta: + meta_cols, _ = split_meta_and_features(profile_df) + return profile_df.select(meta_cols + shared_features) + + return profile_df.select(shared_features) return profile_df # Use specific_plates if provided, otherwise gather all .parquet files @@ -160,6 +175,60 @@ def remove_feature_prefixes(df: pl.DataFrame, prefix: str = "CP__") -> pl.DataFr return df.rename(lambda x: x.replace(prefix, "") if prefix in x else x) +def find_shared_features_across_parquets( + profile_paths: list[str | pathlib.Path], +) -> list[str]: + """ + Finds the intersection of column names across multiple parquet files. + + This function returns the list of column names that are present in every provided parquet file. + The order of columns is preserved from the first file. Uses LazyFrame.collect_schema().names() + to avoid expensive full reads and the PerformanceWarning. + + Parameters + ---------- + profile_paths : list of str or pathlib.Path + List of paths to parquet files. + + Returns + ------- + list of str + List of shared column names present in all files, in the order from the first file. + + Raises + ------ + FileNotFoundError + If no parquet files are provided or any file does not exist. + """ + if not profile_paths: + raise FileNotFoundError("No parquet files provided") + + # check if they are all strings if so, convert to pathlib.Path + if all(isinstance(p, str) for p in profile_paths): + profile_paths = [pathlib.Path(p) for p in profile_paths] + + for p in profile_paths: + if not p.exists(): + raise FileNotFoundError(f"Profile file not found: {p}") + + # set the first file columns as the initial set + first_cols = pl.scan_parquet(profile_paths[0]).collect_schema().names() + common = set(first_cols) + + # iterate through the rest of the files and find shared columns + # of the rest of the profiles + for p in profile_paths[1:]: + cols = pl.scan_parquet(p).collect_schema().names() + common &= set(cols) + if not common: + # Early exit if no shared columns remain + return [] + + # Preserve first file ordering (Meta and features order) + shared_features = [c for c in first_cols if c in common] + return shared_features + + # Defining the input and output directories used throughout the notebook. # # > **Note:** The shared profiles utilized here are sourced from the [JUMP-single-cell](https://github.com/WayScience/JUMP-single-cell) repository. All preprocessing and profile generation steps are performed in that repository, and this notebook focuses on downstream analysis using the generated profiles. @@ -184,6 +253,9 @@ def remove_feature_prefixes(df: pl.DataFrame, prefix: str = "CP__") -> pl.DataFr cfret_profiles_dir / "localhost230405150001_sc_feature_selected.parquet" ).resolve(strict=True) +# cfret-screen profiles path +cfret_screen_profiles_path = profiles_dir / "cfret-screen" + # Setting feature selection path shared_features_config_path = ( profiles_dir / "cpjump1" / "feature_selected_sc_qc_features.json" @@ -195,6 +267,11 @@ def remove_feature_prefixes(df: pl.DataFrame, prefix: str = "CP__") -> pl.DataFr strict=True ) +# seting cfret-screen profiles paths +cfret_screen_profiles_paths = [ + path.resolve(strict=True) for path in cfret_screen_profiles_path.glob("*.parquet") +] + # output directories cpjump1_output_dir = (profiles_dir / "cpjump1" / "trt-profiles").resolve() cpjump1_output_dir.mkdir(exist_ok=True) @@ -238,7 +315,7 @@ def remove_feature_prefixes(df: pl.DataFrame, prefix: str = "CP__") -> pl.DataFr # - Data integrity is maintained during the merge operation # - Adding a unique cell id has column `Metadata_cell_id` -# In[ ]: +# In[5]: # Loading crispr profiles with shared features and concat into a single DataFrame @@ -253,8 +330,8 @@ def remove_feature_prefixes(df: pl.DataFrame, prefix: str = "CP__") -> pl.DataFr ) # create an index columm and unique cell ID based on features of a single profiles -loaded_profiles = loaded_profiles.with_row_index("index").with_columns( # set index row - loaded_profiles.hash_rows().alias("Metadata_cell_id") +loaded_profiles = loaded_profiles.with_row_index("index").with_columns( + loaded_profiles.hash_rows(seed=0).alias("Metadata_cell_id").cast(pl.Utf8) ) # Split meta and features @@ -432,7 +509,7 @@ def remove_feature_prefixes(df: pl.DataFrame, prefix: str = "CP__") -> pl.DataFr # add unique cell ID based on features of a single profiles concat_mitocheck_profiles = concat_mitocheck_profiles.with_columns( - concat_mitocheck_profiles.hash_rows().alias("Metadata_cell_id") + concat_mitocheck_profiles.hash_rows().alias("Metadata_cell_id").cast(pl.Utf8) ) # save concatenated mitocheck profiles @@ -475,3 +552,63 @@ def remove_feature_prefixes(df: pl.DataFrame, prefix: str = "CP__") -> pl.DataFr # overwrite dataset with cell cfret_profiles.select(meta_cols + features_cols).write_parquet(cfret_profiles_path) + + +# ## Preprocessing CFReT Screen Dataset +# +# This section preprocesses the CFReT Screen dataset by concatenating all plate profiles into a single unified dataframe. This represents the first batch of plates, which are technical replicates containing identical treatment conditions and dosages across all plates. +# +# **Dataset characteristics:** +# - Each plate contains both positive (n=3) and negative (n=3) controls +# - All treatment plates share the same experimental conditions +# - Technical replicates is at the plate level +# +# **Preprocessing steps:** +# +# 1. **Feature alignment**: Identify shared features across all CFReT Screen plates to ensure consistent feature space +# 2. **Profile concatenation**: Merge all plate profiles into a single comprehensive dataframe using the shared feature set +# 3. **Unique cell identification**: Add `Metadata_cell_id` column with unique hash values to enable precise single-cell tracking + +# In[ ]: + + +# find shared features across cfret-screen profiles and load and concat them +cfret_screen_shared_features = find_shared_features_across_parquets( + cfret_screen_profiles_paths +) +cfret_screen_concat_profiles = load_and_concat_profiles( + profile_dir=cfret_screen_profiles_path, + shared_features=cfret_screen_shared_features, + shared_contains_meta=True, +) + +# add unique cell ID as a string type +cfret_screen_concat_profiles = cfret_screen_concat_profiles.with_columns( + cfret_screen_concat_profiles.hash_rows(seed=0) + .alias("Metadata_cell_id") + .cast(pl.Utf8) +) + +# split the metadata and features and reorganize features in the concat profile +cfret_screen_meta_cols, cfret_screen_features_cols = split_meta_and_features( + cfret_screen_concat_profiles +) +cfret_screen_concat_profiles = cfret_screen_concat_profiles.select( + cfret_screen_meta_cols + cfret_screen_features_cols +) + +# save feature space config to json file +with open(cfret_profiles_dir / "cfret_screen_feature_space_configs.json", "w") as f: + json.dump( + { + "metadata-features": cfret_screen_meta_cols, + "morphology-features": cfret_screen_features_cols, + }, + f, + indent=4, + ) + +# save concatenated cfret-screen profiles +cfret_screen_concat_profiles.write_parquet( + cfret_screen_profiles_path / "cfret_screen_concat_profiles.parquet" +) From 58a540c331fb5bc8f654fd20c397ffd27b4e9dc1 Mon Sep 17 00:00:00 2001 From: Erik Serrano Date: Sat, 18 Oct 2025 12:27:17 -0600 Subject: [PATCH 02/15] updates in the module --- utils/identify_hits.py | 8 ++++++-- utils/metrics.py | 2 +- 2 files changed, 7 insertions(+), 3 deletions(-) diff --git a/utils/identify_hits.py b/utils/identify_hits.py index e31ad01..5412060 100644 --- a/utils/identify_hits.py +++ b/utils/identify_hits.py @@ -81,14 +81,18 @@ def identify_compound_hit( drugs first). """ + # Select best control cluster for each treatment cluster + # forming control treatment cluster pairs # Select best control cluster for each treatment cluster # forming control treatment cluster pairs paired_scores_df = ( distance_df.lazy() - .sort(["treatment", "treatment_cluster_id", "on_score", "off_score"]) - .group_by(["treatment", "treatment_cluster_id"]) + .sort(["treatment", "exp_cluster", "on_dist", "off_dist"]) + .group_by(["treatment", "exp_cluster"]) .agg([pl.all().first()]) .collect() + ).rename( + {"on_dist": "on_score", "off_dist": "off_score", "exp_cluster_ratio": "ratio"} ) # Compute compound score for each treatment (drug) diff --git a/utils/metrics.py b/utils/metrics.py index e107278..72497ce 100644 --- a/utils/metrics.py +++ b/utils/metrics.py @@ -126,7 +126,7 @@ def measure_phenotypic_activity( on_signature: list[str], off_signature: list[str], ref_treatment: str = "DMSO", - cluster_col: str = "Metadata_cluster", + cluster_col: str = "Metadata_cluster_id", treatment_col: str = "Metadata_treatment", method: Literal["emd"] = "emd", emd_dist_matrix_method: Literal["euclidean", "cosine", "sqeuclidean"] = "euclidean", From 058b8901cd605d153292929100ef04b6386921ef Mon Sep 17 00:00:00 2001 From: Erik Serrano Date: Sat, 18 Oct 2025 12:27:33 -0600 Subject: [PATCH 03/15] dep updates --- poetry.lock | 3526 ++++++++++++++++++++++++++---------------------- pyproject.toml | 4 +- 2 files changed, 1946 insertions(+), 1584 deletions(-) diff --git a/poetry.lock b/poetry.lock index 4863766..261e9d8 100644 --- a/poetry.lock +++ b/poetry.lock @@ -3,18 +3,18 @@ [metadata] lock-version = "2.1" python-versions = ">=3.10,<3.14" -content-hash = "b864f6c26ead9c23fb27c4bc21744c1337d2ebba342b64c45738e2adc0837164" +content-hash = "654eaf9cf52f7f9d97f18d036264e4254b1875420c9bd56b5dee4307e97b3d1e" [[package]] name = "alembic" -version = "1.16.5" +version = "1.17.0" description = "A database migration tool for SQLAlchemy." optional = false -python-versions = ">=3.9" 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update --- .pre-commit-config.yaml | 2 +- .../0.download-data/2.preprocessing.ipynb | 74 +- .../2.cfret_screen_analysis.ipynb | 558 ++++++++ .../3.cfret-screen-ranking-analysis.ipynb | 294 +++++ .../4.CFReT-screen-moa-analysis.ipynb | 320 +++++ .../5.CFRet-screen-umap-embeddings.ipynb | 145 +++ .../6.CFRet-screen-umap-plots.ipynb | 620 +++++++++ .../7.CFRet-screem-emd-analysis.ipynb | 1147 +++++++++++++++++ .../logs/cfret_moa_ap_score.tsv | 45 + .../nbconverted/2.cfret_screen_analysis.py | 288 +++++ .../nbconverted/4.CFReT-moa-analysis.py | 200 +++ notebooks/2.cfret-analysis/nohup.out | 400 ++++++ notebooks/2.cfret-analysis/r_buscar_env.yaml | 61 + output.png | Bin 0 -> 641411 bytes utils/heterogeneity.py | 21 +- 15 files changed, 4108 insertions(+), 67 deletions(-) create mode 100644 notebooks/2.cfret-analysis/2.cfret_screen_analysis.ipynb create mode 100644 notebooks/2.cfret-analysis/3.cfret-screen-ranking-analysis.ipynb create mode 100644 notebooks/2.cfret-analysis/4.CFReT-screen-moa-analysis.ipynb create mode 100644 notebooks/2.cfret-analysis/5.CFRet-screen-umap-embeddings.ipynb create mode 100644 notebooks/2.cfret-analysis/6.CFRet-screen-umap-plots.ipynb create mode 100644 notebooks/2.cfret-analysis/7.CFRet-screem-emd-analysis.ipynb create mode 100644 notebooks/2.cfret-analysis/logs/cfret_moa_ap_score.tsv create mode 100644 notebooks/2.cfret-analysis/nbconverted/2.cfret_screen_analysis.py create mode 100644 notebooks/2.cfret-analysis/nbconverted/4.CFReT-moa-analysis.py create mode 100644 notebooks/2.cfret-analysis/nohup.out create mode 100644 notebooks/2.cfret-analysis/r_buscar_env.yaml create mode 100644 output.png diff --git a/.pre-commit-config.yaml b/.pre-commit-config.yaml index 95b8885..aaebda1 100644 --- a/.pre-commit-config.yaml +++ b/.pre-commit-config.yaml @@ -38,7 +38,7 @@ repos: # Ruff for linting and formatting Python files - repo: https://github.com/astral-sh/ruff-pre-commit - rev: v0.14.1 + rev: v0.14.3 hooks: - id: ruff-check args: ["--fix"] diff --git a/notebooks/0.download-data/2.preprocessing.ipynb b/notebooks/0.download-data/2.preprocessing.ipynb index dd89352..5fdfb4e 100644 --- a/notebooks/0.download-data/2.preprocessing.ipynb +++ b/notebooks/0.download-data/2.preprocessing.ipynb @@ -23,7 +23,7 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": null, "id": "0387feba", "metadata": {}, "outputs": [], @@ -51,7 +51,7 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": null, "id": "d0f8b798", "metadata": {}, "outputs": [], @@ -263,7 +263,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": null, "id": "3ea207e4", "metadata": {}, "outputs": [], @@ -305,7 +305,7 @@ "]\n", "\n", "# output directories\n", - "cpjump1_output_dir = (profiles_dir / \"cpjump1\" / \"trt-profiles\").resolve()\n", + "cpjump1_output_dir = (profiles_dir / \"cpjump1\").resolve()\n", "cpjump1_output_dir.mkdir(exist_ok=True)\n", "\n", "# Make a results folder\n", @@ -323,7 +323,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": null, "id": "c7944fc2", "metadata": {}, "outputs": [], @@ -365,40 +365,13 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": null, "id": "f6f7e08d", "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Loaded profile BR00116998_feature_selected_sc_qc.parquet with shape (343705, 1305)\n", - "Loaded profile BR00118041_feature_selected_sc_qc.parquet with shape (412227, 1315)\n", - "Loaded profile BR00117005_feature_selected_sc_qc.parquet with shape (325399, 1281)\n", - "Loaded profile BR00117003_feature_selected_sc_qc.parquet with shape (388940, 1296)\n", - "Loaded profile BR00118045_feature_selected_sc_qc.parquet with shape (291737, 1165)\n", - "Loaded profile BR00117002_feature_selected_sc_qc.parquet with shape (190267, 1267)\n", - "Loaded profile BR00118043_feature_selected_sc_qc.parquet with shape (396925, 1274)\n", - "Loaded profile BR00118042_feature_selected_sc_qc.parquet with shape (196700, 1282)\n", - "Loaded profile BR00116999_feature_selected_sc_qc.parquet with shape (385053, 1342)\n", - "Loaded profile BR00118046_feature_selected_sc_qc.parquet with shape (270531, 1098)\n", - "Loaded profile BR00117001_feature_selected_sc_qc.parquet with shape (388312, 1288)\n", - "Loaded profile BR00116997_feature_selected_sc_qc.parquet with shape (322882, 1267)\n", - "Loaded profile BR00117004_feature_selected_sc_qc.parquet with shape (425560, 1341)\n", - "Loaded profile BR00118047_feature_selected_sc_qc.parquet with shape (238627, 1169)\n", - "Loaded profile BR00116996_feature_selected_sc_qc.parquet with shape (325211, 1321)\n", - "Loaded profile BR00118048_feature_selected_sc_qc.parquet with shape (249065, 1176)\n", - "Loaded profile BR00117000_feature_selected_sc_qc.parquet with shape (417583, 1268)\n", - "Loaded profile BR00118044_feature_selected_sc_qc.parquet with shape (403493, 1278)\n" - ] - } - ], + "outputs": [], "source": [ "# Loading crispr profiles with shared features and concat into a single DataFrame\n", - "concat_output_path = (\n", - " cpjump1_output_dir / \"cpjump1_crispr_trt_profiles.parquet\"\n", - ").resolve()\n", + "concat_output_path = (cpjump1_output_dir / \"cpjump1_crispr_profiles.parquet\").resolve()\n", "\n", "loaded_profiles = load_and_concat_profiles(\n", " profile_dir=profiles_dir,\n", @@ -416,16 +389,12 @@ "\n", "# Saving metadata and features of the concat profile into a json file\n", "meta_features_dict = {\n", - " \"concat-profiles\": {\n", - " \"meta-features\": meta_cols,\n", - " \"shared-features\": features_cols,\n", - " }\n", + " \"metadata-features\": meta_cols,\n", + " \"morphology-features\": features_cols,\n", "}\n", "with open(cpjump1_output_dir / \"concat_profiles_meta_features.json\", \"w\") as f:\n", " json.dump(meta_features_dict, f, indent=4)\n", "\n", - "# filter profiles that contains treatment data\n", - "loaded_profiles = loaded_profiles.filter(pl.col(\"Metadata_pert_type\") == \"trt\")\n", "\n", "# save as parquet\n", "loaded_profiles.write_parquet(concat_output_path)" @@ -456,7 +425,7 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": null, "id": "c5471d3e", "metadata": {}, "outputs": [], @@ -510,7 +479,7 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": null, "id": "c57da947", "metadata": {}, "outputs": [], @@ -543,7 +512,7 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": null, "id": "1d7ced04", "metadata": {}, "outputs": [], @@ -594,7 +563,7 @@ }, { "cell_type": "code", - "execution_count": 9, + "execution_count": null, "id": "42108980", "metadata": {}, "outputs": [], @@ -643,7 +612,7 @@ }, { "cell_type": "code", - "execution_count": 10, + "execution_count": null, "id": "1763d383", "metadata": {}, "outputs": [], @@ -700,18 +669,7 @@ "execution_count": null, "id": "83e0411f", "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Loaded profile localhost240927060001_sc_feature_selected.parquet with shape (12397, 652)\n", - "Loaded profile localhost240928120001_sc_feature_selected.parquet with shape (12745, 641)\n", - "Loaded profile localhost240926150001_sc_feature_selected.parquet with shape (16566, 657)\n", - "Loaded profile localhost240927120001_sc_feature_selected.parquet with shape (12902, 684)\n" - ] - } - ], + "outputs": [], "source": [ "# find shared features across cfret-screen profiles and load and concat them\n", "cfret_screen_shared_features = find_shared_features_across_parquets(\n", diff --git a/notebooks/2.cfret-analysis/2.cfret_screen_analysis.ipynb b/notebooks/2.cfret-analysis/2.cfret_screen_analysis.ipynb new file mode 100644 index 0000000..aceeb44 --- /dev/null +++ b/notebooks/2.cfret-analysis/2.cfret_screen_analysis.ipynb @@ -0,0 +1,558 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "9ac3fc80", + "metadata": {}, + "source": [ + "# CFReT-Screen analysis\n", + "\n", + "In this notebook, we will be applying `buscar` to the CFReT initial screen.\n", + "\n", + "The resource for this dataset can be found [here](https://github.com/WayScience/targeted_fibrosis_drug_screen/tree/main/3.preprocessing_features)\n" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "a052f353", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/erikserrano/Software/miniconda3/envs/buscar/lib/python3.12/site-packages/scanpy/_utils/__init__.py:33: FutureWarning: `__version__` is deprecated, use `importlib.metadata.version('anndata')` instead.\n", + " from anndata import __version__ as anndata_version\n", + "/home/erikserrano/Software/miniconda3/envs/buscar/lib/python3.12/site-packages/scanpy/__init__.py:24: FutureWarning: `__version__` is deprecated, use `importlib.metadata.version('anndata')` instead.\n", + " if Version(anndata.__version__) >= Version(\"0.11.0rc2\"):\n", + "/home/erikserrano/Software/miniconda3/envs/buscar/lib/python3.12/site-packages/scanpy/readwrite.py:16: FutureWarning: `__version__` is deprecated, use `importlib.metadata.version('anndata')` instead.\n", + " if Version(anndata.__version__) >= Version(\"0.11.0rc2\"):\n", + "/home/erikserrano/Software/miniconda3/envs/buscar/lib/python3.12/site-packages/louvain/__init__.py:54: UserWarning: pkg_resources is deprecated as an API. See https://setuptools.pypa.io/en/latest/pkg_resources.html. The pkg_resources package is slated for removal as early as 2025-11-30. Refrain from using this package or pin to Setuptools<81.\n", + " from pkg_resources import get_distribution, DistributionNotFound\n" + ] + } + ], + "source": [ + "import sys\n", + "import json\n", + "import pathlib\n", + "\n", + "import numpy as np\n", + "import polars as pl\n", + "import seaborn as sns\n", + "import matplotlib.pyplot as plt\n", + "\n", + "sys.path.append(\"../../\")\n", + "from utils.io_utils import load_profiles\n", + "\n", + "# from utils.metrics import measure_phenotypic_activity\n", + "from utils.data_utils import split_meta_and_features\n", + "from utils.signatures import get_signatures\n", + "from utils.heterogeneity import optimized_clustering\n", + "from utils.metrics import measure_phenotypic_activity\n", + "from utils.identify_hits import identify_compound_hit" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "e66b0c55", + "metadata": {}, + "outputs": [], + "source": [ + "# setting parameters\n", + "treatment_col = \"Metadata_treatment\"\n", + "treatment_heart_col = \"Metadata_treatment_and_heart\"\n", + "\n", + "# parameters used for clustering optimization\n", + "cfret_cluster_param_grid = {\n", + " # Clustering resolution: how granular the clusters should be\n", + " \"cluster_resolution\": {\"type\": \"float\", \"low\": 0.1, \"high\": 2.5},\n", + " # Number of neighbors for graph construction\n", + " \"n_neighbors\": {\"type\": \"int\", \"low\": 10, \"high\": 100},\n", + " # Clustering algorithm\n", + " \"cluster_method\": {\"type\": \"categorical\", \"choices\": [\"leiden\", \"louvain\"]},\n", + " # Distance metric for neighbor computation\n", + " \"neighbor_distance_metric\": {\n", + " \"type\": \"categorical\",\n", + " \"choices\": [\"euclidean\", \"cosine\", \"manhattan\"],\n", + " },\n", + " # Dimensionality reduction approach\n", + " \"dim_reduction\": {\"type\": \"categorical\", \"choices\": [\"PCA\", \"raw\"]},\n", + "}" + ] + }, + { + "cell_type": "markdown", + "id": "6ea34b95", + "metadata": {}, + "source": [ + "setting paths" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "61c684d4", + "metadata": {}, + "outputs": [], + "source": [ + "# load in raw data from\n", + "cfret_data_dir = pathlib.Path(\n", + " \"../0.download-data/data/sc-profiles/cfret-screen\"\n", + ").resolve(strict=True)\n", + "cfret_profiles_path = (cfret_data_dir / \"cfret_screen_concat_profiles.parquet\").resolve(\n", + " strict=True\n", + ")\n", + "\n", + "# make results dir\n", + "results_dir = pathlib.Path(\"./results/cfret-screen\").resolve()\n", + "results_dir.mkdir(parents=True, exist_ok=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "d46f7bb0", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + "shape: (5, 495)\n", + "┌───────────┬───────────┬───────────┬───────────┬───┬───────────┬───────────┬───────────┬──────────┐\n", + "│ Metadata_ ┆ Metadata_ ┆ Metadata_ ┆ Metadata_ ┆ … ┆ Nuclei_Te ┆ Nuclei_Te ┆ Nuclei_Te ┆ Nuclei_T │\n", + "│ WellRow ┆ WellCol ┆ heart_num ┆ cell_type ┆ ┆ xture_Inv ┆ xture_Inv ┆ xture_Inv ┆ exture_S │\n", + "│ --- ┆ --- ┆ ber ┆ --- ┆ ┆ erseDiffe ┆ erseDiffe ┆ erseDiffe ┆ umEntrop │\n", + "│ str ┆ i64 ┆ --- ┆ str ┆ ┆ ren… ┆ ren… ┆ ren… ┆ y_PM_3… │\n", + "│ ┆ ┆ i64 ┆ ┆ ┆ --- ┆ --- ┆ --- ┆ --- │\n", + "│ ┆ ┆ ┆ ┆ ┆ f64 ┆ f64 ┆ f64 ┆ f64 │\n", + "╞═══════════╪═══════════╪═══════════╪═══════════╪═══╪═══════════╪═══════════╪═══════════╪══════════╡\n", + "│ B ┆ 2 ┆ 7 ┆ healthy ┆ … ┆ 0.025132 ┆ 0.531559 ┆ 0.161083 ┆ -0.08431 │\n", + "│ ┆ ┆ ┆ ┆ ┆ ┆ ┆ ┆ 1 │\n", + "│ B ┆ 2 ┆ 7 ┆ healthy ┆ … ┆ -0.054664 ┆ -0.974624 ┆ -1.157279 ┆ 1.004183 │\n", + "│ B ┆ 2 ┆ 7 ┆ healthy ┆ … ┆ 0.415166 ┆ 0.695386 ┆ 0.509317 ┆ -0.66912 │\n", + "│ ┆ ┆ ┆ ┆ ┆ ┆ ┆ ┆ 2 │\n", + "│ B ┆ 2 ┆ 7 ┆ healthy ┆ … ┆ -0.524341 ┆ -0.36156 ┆ 0.09598 ┆ -0.09907 │\n", + "│ ┆ ┆ ┆ ┆ ┆ ┆ ┆ ┆ 9 │\n", + "│ B ┆ 2 ┆ 7 ┆ healthy ┆ … ┆ -0.929627 ┆ -2.14462 ┆ -2.443222 ┆ 1.224159 │\n", + "└───────────┴───────────┴───────────┴───────────┴───┴───────────┴───────────┴───────────┴──────────┘" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# loading profiles\n", + "cfret_df = load_profiles(cfret_profiles_path)\n", + "cfret_screen_meta, cfret_screen_feats = split_meta_and_features(cfret_df)\n", + "\n", + "# updating the treatment name to reflect the heart source for DMSO in healthy cells\n", + "# this is our reference for healthy cells when measuring phenotypic activity\n", + "cfret_df = cfret_df.with_columns(\n", + " pl.when(\n", + " (pl.col(\"Metadata_treatment\") == \"DMSO\")\n", + " & (pl.col(\"Metadata_cell_type\") == \"healthy\")\n", + " )\n", + " .then(pl.lit(\"DMSO_heart_11\"))\n", + " .otherwise(pl.col(\"Metadata_treatment\"))\n", + " .alias(\"Metadata_treatment\")\n", + ")\n", + "\n", + "# Display data\n", + "cfret_df.head()" + ] + }, + { + "cell_type": "markdown", + "id": "d33e33a9", + "metadata": {}, + "source": [ + "## Preprocessing" + ] + }, + { + "cell_type": "markdown", + "id": "7b3fc684", + "metadata": {}, + "source": [ + "Filtering Treatments with Low Cell Counts:\n", + "\n", + "Treatments with low cell counts were removed from the analysis. This reduction in cell numbers is typically caused by cellular toxicity, which leads to cell death and consequently results in insufficient cell representation for downstream analysis.\n", + "\n", + "Low cell count treatments also pose challenges when assessing heterogeneity, as there are not enough data points to form meaningful clusters. To address this, highly toxic compounds with very few surviving cells were excluded from the BUSCAR analysis.\n", + "\n", + "A threshold of 10% was applied based on Scanpy documentation, which recommends having at least 15–100 data points to compute a reliable neighborhood graph. To validate this threshold, we generated a histogram of cell counts and marked the 10th percentile with a red line. Treatments falling below this threshold were removed and excluded from the BUSCAR pipeline." + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "a3535dba", + "metadata": {}, + "outputs": [], + "source": [ + "# count number of cells per Metadata_treatment and ensure 'count' is Int64\n", + "counts = cfret_df[\"Metadata_treatment\"].value_counts()\n", + "counts = counts.with_columns(pl.col(\"count\").cast(pl.Int64))\n", + "counts = counts.sort(\"count\", descending=True)\n", + "counts = counts.to_pandas()" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "146c965b", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "10th percentile of cell counts: 23.3 cells\n" + ] + } + ], + "source": [ + "# using numpy to calculate 10th percentile\n", + "tenth_percentile = np.round(np.percentile(counts[\"count\"], 10), 3)\n", + "print(f\"10th percentile of cell counts: {tenth_percentile} cells\")" + ] + }, + { + "cell_type": "markdown", + "id": "50867f87", + "metadata": {}, + "source": [ + "Plotting cell count distribution" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "3d6fd55b", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# setting seaborn style and figure size\n", + "sns.set(style=\"whitegrid\")\n", + "plt.figure(figsize=(12, 6), dpi=200)\n", + "\n", + "# plot histogram with seaborn\n", + "ax = sns.histplot(data=counts, x=\"count\", bins=100, color=\"skyblue\", kde=True)\n", + "\n", + "# add 10th percentile vertical line and annotation (tenth_percentile already defined)\n", + "ax.axvline(\n", + " x=tenth_percentile,\n", + " color=\"red\",\n", + " linestyle=\"--\",\n", + " linewidth=2,\n", + " label=f\"10th percentile ({int(tenth_percentile)} cells)\",\n", + ")\n", + "ymin, ymax = ax.get_ylim()\n", + "ax.text(\n", + " tenth_percentile,\n", + " ymax * 0.9,\n", + " f\"10th pct = {tenth_percentile:.0f}\",\n", + " color=\"red\",\n", + " rotation=90,\n", + " va=\"top\",\n", + " ha=\"right\",\n", + " backgroundcolor=\"white\",\n", + ")\n", + "\n", + "# labeling the plot\n", + "ax.set_xlabel(\"Number of Cells\")\n", + "ax.set_ylabel(\"Metadata_treatment\")\n", + "ax.set_title(\"Cell Count per treeatment in CFRET screen\")\n", + "\n", + "# adding legend\n", + "ax.legend()\n", + "\n", + "# adjust layout\n", + "plt.tight_layout()\n", + "\n", + "# save the plot\n", + "plt.savefig(results_dir / \"cell_count_per_treatment_cfret_screen.png\", dpi=500)\n", + "\n", + "# display plot\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "66ed5921", + "metadata": {}, + "source": [ + "Removing cells under those specific treatments" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "d8d45e76", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Removed treatments due to low cell counts (below 10th percentile): ['UCD-0159290', 'UCD-0159264', 'UCD-0001783', 'UCD-0001792', 'UCD-0018091', 'UCD-0000721']\n" + ] + }, + { + "data": { + "text/html": [ + "
\n", + "shape: (5, 495)
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"B"27"healthy"null"DMSO_heart_11"null870.048176222.975912883.760337261.6162182"localhost240927060001""B02"1133"f07""12575616795011807720"-0.7513630.572923-0.3970760.280466-0.8420510.921933-0.808205-0.152162-0.5765621.018035-0.5559711.136591-1.010685-0.5808090.2962950.374481…1.265990.2231250.0013920.4818170.776713-0.060115-0.478290.3697010.664598-0.595822-0.779385-1.104380.019679-0.0815760.8991310.1316130.288529-0.396068-1.4753140.1044750.6052910.480656-0.4181910.05484-0.245545-0.1946990.4491480.153167-1.314356-0.527268-0.28336-0.966427-0.0284670.0251320.5315590.161083-0.084311
"B"27"healthy"null"DMSO_heart_11"null372.66513878.150612422.940605121.35725193"localhost240927060001""B02"1133"f08""3793444334871218055"-1.3159061.653718-0.660428-1.684414-0.408983-0.805361-1.386725-1.901982-0.170266-0.830062-1.194093-1.405091-1.373065-1.2947810.2794460.891917…1.1023210.2979050.5011241.4205090.260714-0.7253590.7992761.31090.5329340.0741060.4164851.0037630.552246-0.0052591.2983661.548535-0.770951-1.91123-0.873208-0.699423-0.794136-1.358924-0.085818-0.4332561.0408481.268080.7383580.875659-1.281228-0.035844-1.641539-1.781835-0.67462-0.054664-0.974624-1.1572791.004183
"B"27"healthy"null"DMSO_heart_11"null691.469799396.812081683.988473379.093181135"localhost240927060001""B02"1144"f24""13106199485709533901"-0.831717-0.493455-0.3141251.206134-0.9952710.95686-0.597832-1.242007-0.676838-0.6976070.261978-0.954203-0.4651190.237499-1.585019-0.733386…-0.667511-0.10777-2.840204-2.204482-1.341247-0.772522-0.848805-0.711727-0.210759-0.5628230.2449870.010680.074030.112629-1.361163-1.7103520.3541250.124231-0.2048370.0483140.9033350.686618-0.2638990.594106-0.96627-0.7187250.013854-0.6305291.2530080.9785591.7245131.7410980.2040270.4151660.6953860.509317-0.669122
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"B"27"healthy"null"DMSO_heart_11"null1031.77331687.4488341023.15870596.84995293"localhost240927060001""B02"2244"f08""13601323271362343116"-1.714346-2.535695-0.2005322.762689-0.6139780.1246890.33025-0.0384171.281422-0.987717-1.1240531.35118-0.382761-0.324415-2.406365-2.811065…0.5191840.4067312.4182432.2902771.2908731.6473380.5072651.0489530.574748-0.159257-0.5702050.79213-0.870146-2.6261830.0315591.241171-0.044313-0.2576330.132283-0.0047991.9277040.1031522.30752.455422-0.7011680.677342-1.218404-2.1899190.371659-0.508734-1.278283-1.529378-2.088097-0.929627-2.14462-2.4432221.224159
" + ], + "text/plain": [ + "shape: (5, 495)\n", + "┌───────────┬───────────┬───────────┬───────────┬───┬───────────┬───────────┬───────────┬──────────┐\n", + "│ Metadata_ ┆ Metadata_ ┆ Metadata_ ┆ Metadata_ ┆ … ┆ Nuclei_Te ┆ Nuclei_Te ┆ Nuclei_Te ┆ Nuclei_T │\n", + "│ WellRow ┆ WellCol ┆ heart_num ┆ cell_type ┆ ┆ xture_Inv ┆ xture_Inv ┆ xture_Inv ┆ exture_S │\n", + "│ --- ┆ --- ┆ ber ┆ --- ┆ ┆ erseDiffe ┆ erseDiffe ┆ erseDiffe ┆ umEntrop │\n", + "│ str ┆ i64 ┆ --- ┆ str ┆ ┆ ren… ┆ ren… ┆ ren… ┆ y_PM_3… │\n", + "│ ┆ ┆ i64 ┆ ┆ ┆ --- ┆ --- ┆ --- ┆ --- │\n", + "│ ┆ ┆ ┆ ┆ ┆ f64 ┆ f64 ┆ f64 ┆ f64 │\n", + "╞═══════════╪═══════════╪═══════════╪═══════════╪═══╪═══════════╪═══════════╪═══════════╪══════════╡\n", + "│ B ┆ 2 ┆ 7 ┆ healthy ┆ … ┆ 0.025132 ┆ 0.531559 ┆ 0.161083 ┆ -0.08431 │\n", + "│ ┆ ┆ ┆ ┆ ┆ ┆ ┆ ┆ 1 │\n", + "│ B ┆ 2 ┆ 7 ┆ healthy ┆ … ┆ -0.054664 ┆ -0.974624 ┆ -1.157279 ┆ 1.004183 │\n", + "│ B ┆ 2 ┆ 7 ┆ healthy ┆ … ┆ 0.415166 ┆ 0.695386 ┆ 0.509317 ┆ -0.66912 │\n", + "│ ┆ ┆ ┆ ┆ ┆ ┆ ┆ ┆ 2 │\n", + "│ B ┆ 2 ┆ 7 ┆ healthy ┆ … ┆ -0.524341 ┆ -0.36156 ┆ 0.09598 ┆ -0.09907 │\n", + "│ ┆ ┆ ┆ ┆ ┆ ┆ ┆ ┆ 9 │\n", + "│ B ┆ 2 ┆ 7 ┆ healthy ┆ … ┆ -0.929627 ┆ -2.14462 ┆ -2.443222 ┆ 1.224159 │\n", + "└───────────┴───────────┴───────────┴───────────┴───┴───────────┴───────────┴───────────┴──────────┘" + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# remove treatments with cell counts below the 10th percentile\n", + "kept_treatments = counts[counts[\"count\"] >= tenth_percentile][\n", + " \"Metadata_treatment\"\n", + "].tolist()\n", + "cfret_df = cfret_df.filter(pl.col(\"Metadata_treatment\").is_in(kept_treatments))\n", + "\n", + "# print the treatments that were removed\n", + "removed_treatments = counts[counts[\"count\"] < tenth_percentile][\n", + " \"Metadata_treatment\"\n", + "].tolist()\n", + "print(\n", + " \"Removed treatments due to low cell counts (below 10th percentile):\",\n", + " removed_treatments,\n", + ")\n", + "\n", + "cfret_df.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "792d8d88", + "metadata": {}, + "outputs": [], + "source": [ + "# save the treatment and pathway metadata" + ] + }, + { + "cell_type": "markdown", + "id": "0a1a597a", + "metadata": {}, + "source": [ + "## Buscar pipeline" + ] + }, + { + "cell_type": "markdown", + "id": "045a19d1", + "metadata": {}, + "source": [ + "Get on and off signatures" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "437ca668", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "length of on and off signatures: 405 69\n" + ] + } + ], + "source": [ + "# once the data is loaded, separate the controls\n", + "# here we want the healthy DMSO cells to be the target since the screen consists\n", + "# of failing cells treated with compounds\n", + "ref_df = cfret_df.filter(\n", + " pl.col(\"Metadata_treatment\") == \"DMSO\", pl.col(\"Metadata_cell_type\") == \"failing\"\n", + ")\n", + "target_df = cfret_df.filter(pl.col(\"Metadata_treatment\") == \"DMSO_heart_11\")\n", + "\n", + "# creating signatures\n", + "on_sigs, off_sigs, _ = get_signatures(\n", + " ref_profiles=ref_df,\n", + " exp_profiles=target_df,\n", + " morph_feats=cfret_screen_feats,\n", + " test_method=\"mann_whitney_u\",\n", + ")\n", + "\n", + "print(\"length of on and off signatures:\", len(on_sigs), len(off_sigs))\n", + "\n", + "# save signatures\n", + "signatures_dir = results_dir / \"CFRet-screen-signatures.json\"\n", + "with open(signatures_dir, \"w\") as sig_file:\n", + " json.dump(\n", + " {\"on_signatures\": on_sigs, \"off_signatures\": off_sigs}, sig_file, indent=4\n", + " )" + ] + }, + { + "cell_type": "markdown", + "id": "22e3bfd0", + "metadata": {}, + "source": [ + "Assess heterogeneity" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "7bc3980e", + "metadata": {}, + "outputs": [], + "source": [ + "# setting best params outputs\n", + "cfret_screen_treatment_best_params_outpath = (\n", + " results_dir / \"cfret_screen_treatment_clustering_params.json\"\n", + ").resolve()\n", + "cfret_screen_treatment_cluster_df_outpath = (\n", + " results_dir / \"cfret_screen_treatment_clustered.parquet\"\n", + ").resolve()\n", + "\n", + "# here we are clustering each treatment-heart combination\n", + "# this will allow us to see how each heart responds to each treatment\n", + "cfret_screen_treatment_clustered_df, cfret_screen_treatment_clustered_best_params = (\n", + " optimized_clustering(\n", + " profiles=cfret_df,\n", + " meta_features=cfret_screen_meta,\n", + " morph_features=cfret_screen_feats,\n", + " treatment_col=\"Metadata_treatment\",\n", + " param_grid=cfret_cluster_param_grid,\n", + " n_trials=200,\n", + " n_jobs=1,\n", + " )\n", + ")\n", + "\n", + "# save best params as json and dataframe as parquet\n", + "cfret_screen_treatment_clustered_df.write_parquet(\n", + " cfret_screen_treatment_cluster_df_outpath\n", + ")\n", + "with open(cfret_screen_treatment_best_params_outpath, \"w\") as f:\n", + " json.dump(\n", + " cfret_screen_treatment_clustered_best_params,\n", + " f,\n", + " indent=4,\n", + " )" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "dc6be2d0", + "metadata": {}, + "outputs": [], + "source": [ + "treatment_phenotypic_dist_scores = measure_phenotypic_activity(\n", + " profiles=cfret_screen_treatment_clustered_df,\n", + " on_signature=on_sigs,\n", + " off_signature=off_sigs,\n", + " ref_treatment=\"DMSO_heart_11\",\n", + " cluster_col=\"Metadata_cluster_id\",\n", + ")\n", + "\n", + "# save those as csv files\n", + "treatment_phenotypic_dist_scores.write_csv(\n", + " results_dir / \"cfret_screen_treatment_phenotypic_dist_scores.csv\"\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "83bfbb82", + "metadata": {}, + "outputs": [], + "source": [ + "treatment_rankings = identify_compound_hit(\n", + " distance_df=treatment_phenotypic_dist_scores, method=\"weighted_sum\"\n", + ")\n", + "\n", + "# save as csv files\n", + "treatment_rankings.write_csv(results_dir / \"cfret_screen_treatment_rankings.csv\")" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "buscar", + "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": "3.12.11" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/notebooks/2.cfret-analysis/3.cfret-screen-ranking-analysis.ipynb b/notebooks/2.cfret-analysis/3.cfret-screen-ranking-analysis.ipynb new file mode 100644 index 0000000..fe91bcc --- /dev/null +++ b/notebooks/2.cfret-analysis/3.cfret-screen-ranking-analysis.ipynb @@ -0,0 +1,294 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "636a9cd4", + "metadata": {}, + "outputs": [], + "source": [ + "import pathlib\n", + "import polars as pl\n", + "import seaborn as sns\n", + "import matplotlib.pyplot as plt" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "01d65c94", + "metadata": {}, + "outputs": [], + "source": [ + "# set ranking\n", + "pathway_metadata_path = pathlib.Path(\n", + " \"../0.download-data/data/sc-profiles/cfret-screen/pathways.csv\"\n", + ").resolve(strict=True)\n", + "ranking_paths = pathlib.Path(\n", + " \"./results/cfret-screen/cfret_screen_treatment_rankings.csv\"\n", + ").resolve(strict=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "c7ca8796", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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treatmentcompound_scorerankPathwayPathway_right
strf64i64strstr
"UCD-0159283"2758.8946751"Endocrinology & Hormones""Endocrinology & Hormones"
"UCD-0159257"2804.4799722"DNA Damage""DNA Damage"
"UCD-0159285"2830.196913"DNA Damage""DNA Damage"
"UCD-0001016"2847.1284914"Neuronal Signaling""Neuronal Signaling"
"UCD-0017999"2867.0394195"Endocrinology & Hormones""Endocrinology & Hormones"
……………
"UCD-0159286"3570.15692241"Others""Others"
"UCD-0159262"3902.51248842"Others""Others"
"UCD-0018179"3928.91903443"MAPK""MAPK"
"UCD-0001766"3963.12191444"Angiogenesis""Angiogenesis"
"UCD-0001844"5707.54519145"Others""Others"
" + ], + "text/plain": [ + "shape: (45, 5)\n", + "┌─────────────┬────────────────┬──────┬──────────────────────────┬──────────────────────────┐\n", + "│ treatment ┆ compound_score ┆ rank ┆ Pathway ┆ Pathway_right │\n", + "│ --- ┆ --- ┆ --- ┆ --- ┆ --- │\n", + "│ str ┆ f64 ┆ i64 ┆ str ┆ str │\n", + "╞═════════════╪════════════════╪══════╪══════════════════════════╪══════════════════════════╡\n", + "│ UCD-0159283 ┆ 2758.894675 ┆ 1 ┆ Endocrinology & Hormones ┆ Endocrinology & Hormones │\n", + "│ UCD-0159257 ┆ 2804.479972 ┆ 2 ┆ DNA Damage ┆ DNA Damage │\n", + "│ UCD-0159285 ┆ 2830.19691 ┆ 3 ┆ DNA Damage ┆ DNA Damage │\n", + "│ UCD-0001016 ┆ 2847.128491 ┆ 4 ┆ Neuronal Signaling ┆ Neuronal Signaling │\n", + "│ UCD-0017999 ┆ 2867.039419 ┆ 5 ┆ Endocrinology & Hormones ┆ Endocrinology & Hormones │\n", + "│ … ┆ … ┆ … ┆ … ┆ … │\n", + "│ UCD-0159286 ┆ 3570.156922 ┆ 41 ┆ Others ┆ Others │\n", + "│ UCD-0159262 ┆ 3902.512488 ┆ 42 ┆ Others ┆ Others │\n", + "│ UCD-0018179 ┆ 3928.919034 ┆ 43 ┆ MAPK ┆ MAPK │\n", + "│ UCD-0001766 ┆ 3963.121914 ┆ 44 ┆ Angiogenesis ┆ Angiogenesis │\n", + "│ UCD-0001844 ┆ 5707.545191 ┆ 45 ┆ Others ┆ Others │\n", + "└─────────────┴────────────────┴──────┴──────────────────────────┴──────────────────────────┘" + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# loading in metadata infromation and profiles\n", + "pathways_df = pl.read_csv(pathway_metadata_path)\n", + "ranks_df = pl.read_csv(ranking_paths)\n", + "\n", + "ranks_df" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "236857b1", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
\n", + "shape: (60, 2)
treatmentPathway
strstr
"DMSO"null
"UCD-0159256""Apoptosis"
"UCD-0001766""Angiogenesis"
"DMSO"null
"UCD-0159262""Others"
……
"UCD-0018131""Angiogenesis"
"UCD-0001024""Neuronal Signaling"
"UCD-0001829""PI3K/Akt/mTOR"
"UCD-0159259""PI3K/Akt/mTOR"
"UCD-0001842""Neuronal Signaling"
" + ], + "text/plain": [ + "shape: (60, 2)\n", + "┌─────────────┬────────────────────┐\n", + "│ treatment ┆ Pathway │\n", + "│ --- ┆ --- │\n", + "│ str ┆ str │\n", + "╞═════════════╪════════════════════╡\n", + "│ DMSO ┆ null │\n", + "│ UCD-0159256 ┆ Apoptosis │\n", + "│ UCD-0001766 ┆ Angiogenesis │\n", + "│ DMSO ┆ null │\n", + "│ UCD-0159262 ┆ Others │\n", + "│ … ┆ … │\n", + "│ UCD-0018131 ┆ Angiogenesis │\n", + "│ UCD-0001024 ┆ Neuronal Signaling │\n", + "│ UCD-0001829 ┆ PI3K/Akt/mTOR │\n", + "│ UCD-0159259 ┆ PI3K/Akt/mTOR │\n", + "│ UCD-0001842 ┆ Neuronal Signaling │\n", + "└─────────────┴────────────────────┘" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "pathways_df = pathways_df.select([\"treatment\", \"Pathway\"])\n", + "pathways_df" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "5fd799ac", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Number of duplicate rows: 0\n" + ] + } + ], + "source": [ + "# Drop all duplicate rows\n", + "ranks_df = ranks_df.unique()\n", + "\n", + "# Drop duplicates based on specific column(s)\n", + "ranks_df = ranks_df.unique(subset=[\"treatment\", \"Pathway\"])\n", + "\n", + "# Drop duplicates and keep original order\n", + "ranks_df = ranks_df.unique(maintain_order=True)\n", + "\n", + "# Check for duplicates first\n", + "n_duplicates = ranks_df.height - ranks_df.unique().height\n", + "print(f\"Number of duplicate rows: {n_duplicates}\")" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "id": "9c3a48ca", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/tmp/ipykernel_891712/281314739.py:13: UserWarning: Comparisons with None always result in null. Consider using `.is_null()` or `.is_not_null()`.\n", + " pathway_data = ranks_df.filter(pl.col(\"Pathway\") == pathway)\n" + ] + }, + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig, ax = plt.subplots(figsize=(10, 6), dpi=600)\n", + "sns.set_style(\"whitegrid\")\n", + "sns.set_context(\"paper\", font_scale=1.5)\n", + "\n", + "# Get unique pathways and create color palette\n", + "ranks_df = ranks_df.sort(\"rank\")\n", + "unique_pathways = ranks_df[\"Pathway\"].unique().sort()\n", + "palette = sns.color_palette(\"husl\", len(unique_pathways))\n", + "pathway_colors = dict(zip(unique_pathways, palette))\n", + "\n", + "# Create rank plot colored by pathway\n", + "for pathway in unique_pathways:\n", + " pathway_data = ranks_df.filter(pl.col(\"Pathway\") == pathway)\n", + " ax.plot(\n", + " pathway_data[\"rank\"],\n", + " pathway_data[\"compound_score\"],\n", + " linewidth=0,\n", + " marker=\"o\",\n", + " markersize=8,\n", + " color=pathway_colors[pathway],\n", + " alpha=0.8,\n", + " label=pathway,\n", + " )\n", + "\n", + "# Add connecting line\n", + "ax.plot(\n", + " ranks_df[\"rank\"],\n", + " ranks_df[\"compound_score\"],\n", + " linewidth=1.5,\n", + " color=\"lightgray\",\n", + " alpha=0.5,\n", + " zorder=1,\n", + ")\n", + "\n", + "# Highlight top 5 compounds\n", + "top_5 = ranks_df.head(5)\n", + "ax.scatter(\n", + " top_5[\"rank\"],\n", + " top_5[\"compound_score\"],\n", + " s=100,\n", + " zorder=5,\n", + " alpha=0.8,\n", + " edgecolors=\"red\",\n", + " facecolors=\"none\",\n", + " linewidth=3,\n", + " label=\"Top 5\",\n", + ")\n", + "\n", + "# Labels and title\n", + "ax.set_xlabel(\"Compound Rank (Best to Worst)\", fontsize=14, fontweight=\"bold\")\n", + "ax.set_ylabel(\"Compound Score\", fontsize=14, fontweight=\"bold\")\n", + "ax.set_title(\n", + " \"CFReT screen compound ranking by pathway using healthy cells \\nas a reference lower score = better performance\",\n", + " fontsize=16,\n", + " fontweight=\"bold\",\n", + " pad=20,\n", + ")\n", + "\n", + "# Legend\n", + "ax.legend(\n", + " loc=\"center left\", bbox_to_anchor=(1, 0.5), frameon=True, shadow=True, fontsize=10\n", + ")\n", + "\n", + "# Grid\n", + "ax.grid(True, alpha=0.3)\n", + "\n", + "# Tight layout and save\n", + "plt.tight_layout()\n", + "fig_path = pathlib.Path(\n", + " \"./results/cfret-screen/compound_ranking_plot_by_pathway.png\"\n", + ").resolve()\n", + "plt.savefig(fig_path, dpi=600, bbox_inches=\"tight\")\n", + "plt.savefig(fig_path.with_suffix(\".pdf\"), bbox_inches=\"tight\")\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "59ae90b6", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "buscar", + "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": "3.12.11" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/notebooks/2.cfret-analysis/4.CFReT-screen-moa-analysis.ipynb b/notebooks/2.cfret-analysis/4.CFReT-screen-moa-analysis.ipynb new file mode 100644 index 0000000..449fac5 --- /dev/null +++ b/notebooks/2.cfret-analysis/4.CFReT-screen-moa-analysis.ipynb @@ -0,0 +1,320 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 8, + "id": "75dbdadb", + "metadata": {}, + "outputs": [], + "source": [ + "import sys\n", + "import json\n", + "import pathlib\n", + "\n", + "import numpy as np\n", + "import polars as pl\n", + "\n", + "sys.path.append(\"../../\")\n", + "\n", + "from utils.data_utils import split_meta_and_features\n", + "from utils.signatures import get_signatures\n", + "from utils.metrics import measure_phenotypic_activity\n", + "from utils.identify_hits import identify_compound_hit" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "523cd71d", + "metadata": {}, + "outputs": [], + "source": [ + "def average_precision(ranked_labels, expected_label):\n", + " \"\"\"\n", + " Calculate Average Precision (AP).\n", + "\n", + " For each position where expected_label appears, calculate:\n", + " - precision at that position = (# of matches so far) / (current position)\n", + "\n", + " Then average all these precision values.\n", + "\n", + " Example: [\"path1\", \"path1\", \"path4\", \"path1\", \"path2\"] with expected=\"path1\"\n", + " - Position 1: path1 → 1/1 = 1.0\n", + " - Position 2: path1 → 2/2 = 1.0\n", + " - Position 3: path4 → skip\n", + " - Position 4: path1 → 3/4 = 0.75\n", + " - Position 5: path2 → skip\n", + " AP = (1.0 + 1.0 + 0.75) / 3 = 0.917\n", + " \"\"\"\n", + " precisions = []\n", + " num_matches = 0\n", + "\n", + " for position, label in enumerate(ranked_labels, start=1):\n", + " if label == expected_label:\n", + " num_matches += 1\n", + " precision_at_position = num_matches / position\n", + " precisions.append(precision_at_position)\n", + "\n", + " if len(precisions) == 0:\n", + " return 0.0\n", + "\n", + " ap = sum(precisions) / len(precisions)\n", + " return ap" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "46e79f2a", + "metadata": {}, + "outputs": [], + "source": [ + "cfret_screen_path = pathlib.Path(\n", + " \"results/cfret-screen/cfret_screen_treatment_clustered.parquet\"\n", + ").resolve(strict=True)\n", + "\n", + "# results out dir\n", + "result_dir = pathlib.Path(\"results/cfret-screen\").resolve(strict=True)\n", + "result_dir.mkdir(parents=True, exist_ok=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "121fc8cb", + "metadata": {}, + "outputs": [], + "source": [ + "# load profiles\n", + "cfret_df = pl.read_parquet(cfret_screen_path)\n", + "cfret_meta, cfret_feats = split_meta_and_features(cfret_df)" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "d120017a", + "metadata": {}, + "outputs": [], + "source": [ + "# create a dictioanry where the Pathway is the key and the treatments are in a list value\n", + "pathway_treatments = (\n", + " cfret_df.select([\"Metadata_Pathway\", \"Metadata_treatment\"])\n", + " .filter(pl.col(\"Metadata_treatment\").is_not_null()) # Remove None treatments\n", + " .unique()\n", + " .group_by(\"Metadata_Pathway\")\n", + " .agg(pl.col(\"Metadata_treatment\").alias(\"treatments\"))\n", + " .to_dict(as_series=False)\n", + ")\n", + "\n", + "# Convert to a more usable dict format and remove None pathways\n", + "pathway_dict = {\n", + " pathway: treatments\n", + " for pathway, treatments in zip(\n", + " pathway_treatments[\"Metadata_Pathway\"], pathway_treatments[\"treatments\"]\n", + " )\n", + " if pathway is not None # Also remove None pathways\n", + "}" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "608aaf36", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Pathway: Apoptosis Number of treatments: 1\n", + "\n", + "Processing treatment 1/1: UCD-0159256\n", + " Creating signatures...\n", + " Measuring phenotypic activity...\n", + " Merging pathway information...\n", + " Calculating average precision...\n", + " AP Score: 0.000\n", + "\n", + "======================================================================\n", + "Pathway 'Apoptosis' Mean AP: 0.000\n", + "======================================================================\n", + "\n", + "Pathway: PI3K/Akt/mTOR Number of treatments: 2\n", + "\n", + "Processing treatment 1/2: UCD-0159259\n", + " Creating signatures...\n", + " Measuring phenotypic activity...\n", + " Merging pathway information...\n", + " Calculating average precision...\n", + " AP Score: 0.048\n", + "\n", + "Processing treatment 2/2: UCD-0001829\n", + " Creating signatures...\n", + " Measuring phenotypic activity...\n", + " Merging pathway information...\n", + " Calculating average precision...\n", + " AP Score: 0.111\n", + "\n", + "======================================================================\n", + "Pathway 'PI3K/Akt/mTOR' Mean AP: 0.079\n", + "======================================================================\n", + "\n", + "Pathway: Stem Cells & Wnt Number of treatments: 1\n", + "\n", + "Processing treatment 1/1: UCD-0159284\n", + " Creating signatures...\n", + " Measuring phenotypic activity...\n", + " Merging pathway information...\n", + " Calculating average precision...\n", + " AP Score: 0.000\n", + "\n", + "======================================================================\n", + "Pathway 'Stem Cells & Wnt' Mean AP: 0.000\n", + "======================================================================\n", + "\n", + "Pathway: Angiogenesis Number of treatments: 3\n", + "\n", + "Processing treatment 1/3: UCD-0001766\n", + " Creating signatures...\n", + " Measuring phenotypic activity...\n", + " Merging pathway information...\n", + " Calculating average precision...\n", + " AP Score: 0.078\n", + "\n", + "Processing treatment 2/3: UCD-0159258\n", + " Creating signatures...\n", + " Measuring phenotypic activity...\n" + ] + } + ], + "source": [ + "# Create pathway metadata df\n", + "cfret_pathway_df = (\n", + " cfret_df.select([\"Metadata_Pathway\", \"Metadata_treatment\"])\n", + " .filter(pl.col(\"Metadata_treatment\").is_not_null())\n", + " .unique()\n", + ")\n", + "\n", + "# Create log directory\n", + "log_dir = pathlib.Path(\"./logs\")\n", + "log_dir.mkdir(parents=True, exist_ok=True)\n", + "log_path = log_dir / \"cfret_moa_ap_scores.log\"\n", + "\n", + "# Iterate through each pathway and calculate AP\n", + "moa_scores = {}\n", + "for pathway, list_of_treatments in pathway_dict.items():\n", + " print(f\"Pathway: {pathway} Number of treatments: {len(list_of_treatments)}\")\n", + " treatment_ap_scores = []\n", + "\n", + " for i, treatment in enumerate(list_of_treatments, 1):\n", + " # loggin which treatment is being processed\n", + " print(f\"\\nProcessing treatment {i}/{len(list_of_treatments)}: {treatment}\")\n", + "\n", + " # Creating signatures selecting DMSO_heart_11 as reference\n", + " print(\" Creating signatures...\")\n", + " ref_df = cfret_df.filter(pl.col(\"Metadata_treatment\") == \"DMSO_heart_11\")\n", + " target_df = cfret_df.filter(pl.col(\"Metadata_treatment\") == treatment)\n", + " on_sigs, off_sigs, _ = get_signatures(\n", + " ref_profiles=ref_df,\n", + " exp_profiles=target_df,\n", + " morph_feats=cfret_feats,\n", + " test_method=\"mann_whitney_u\",\n", + " )\n", + "\n", + " # Measure phenotypic activity using the selelected treatment as the reference\n", + " print(\" Measuring phenotypic activity...\")\n", + " treatment_phenotypic_dist_scores = measure_phenotypic_activity(\n", + " profiles=cfret_df,\n", + " on_signature=on_sigs,\n", + " off_signature=off_sigs,\n", + " ref_treatment=treatment,\n", + " cluster_col=\"Metadata_cluster_id\",\n", + " )\n", + "\n", + " # Identify compound hits\n", + " treatment_rankings = identify_compound_hit(\n", + " distance_df=treatment_phenotypic_dist_scores, method=\"weighted_sum\"\n", + " )\n", + "\n", + " # Merge pathway information with treatment rankings\n", + " print(\" Merging pathway information...\")\n", + " treatment_rankings = treatment_rankings.join(\n", + " cfret_pathway_df,\n", + " left_on=\"treatment\",\n", + " right_on=\"Metadata_treatment\",\n", + " how=\"left\",\n", + " )\n", + "\n", + " # Calculate average precision for the treatment\n", + " print(\" Calculating average precision...\")\n", + " treatment_ap_score = average_precision(\n", + " treatment_rankings[\"Metadata_Pathway\"].to_list(),\n", + " expected_label=pathway,\n", + " )\n", + "\n", + " print(f\" AP Score: {treatment_ap_score:.3f}\")\n", + " treatment_ap_scores.append(treatment_ap_score)\n", + "\n", + " # making a log file\n", + " with open(log_path, \"a\") as log_file:\n", + " log_file.write(f\"{pathway}\\t{treatment}\\t{treatment_ap_score:.6f}\\n\")\n", + "\n", + " # Take mean and keep as float\n", + " mean_ap = np.mean(treatment_ap_scores)\n", + " moa_scores[pathway] = mean_ap\n", + " print(f\"\\n{'=' * 70}\")\n", + " print(f\"Pathway '{pathway}' Mean AP: {mean_ap:.3f}\")\n", + " print(f\"{'=' * 70}\\n\")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "880605ad", + "metadata": {}, + "outputs": [], + "source": [ + "# write dictionary into a json file\n", + "moa_results_path = (result_dir / \"cfret_moa_pathway_ap_scores.json\").resolve(\n", + " strict=True\n", + ")\n", + "with open(moa_results_path, \"w\") as f:\n", + " json.dump(moa_scores, f, indent=4)\n", + "\n", + "# convert moa_scores to a dataframe\n", + "moa_scores_df = pl.DataFrame(\n", + " {\"pathway\": list(moa_scores.keys()), \"ap_score\": list(moa_scores.values())}\n", + ")\n", + "\n", + "# sort scores\n", + "moa_scores_df = moa_scores_df.sort(\"ap_score\", reverse=True)\n", + "\n", + "# save scores to a csv file\n", + "moa_scores_path = (result_dir / \"cfret_moa_pathway_ap_scores.csv\").resolve(strict=True)\n", + "moa_scores_df.write_csv(moa_scores_path)" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "buscar", + "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": "3.12.11" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/notebooks/2.cfret-analysis/5.CFRet-screen-umap-embeddings.ipynb b/notebooks/2.cfret-analysis/5.CFRet-screen-umap-embeddings.ipynb new file mode 100644 index 0000000..9378f19 --- /dev/null +++ b/notebooks/2.cfret-analysis/5.CFRet-screen-umap-embeddings.ipynb @@ -0,0 +1,145 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 9, + "id": "c1387dd6", + "metadata": {}, + "outputs": [], + "source": [ + "import sys\n", + "import pathlib\n", + "import polars as pl\n", + "import umap\n", + "\n", + "sys.path.append(\"../../\")\n", + "from utils.io_utils import load_profiles\n", + "from utils.data_utils import split_meta_and_features" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "295313c0", + "metadata": {}, + "outputs": [], + "source": [ + "# setting paths\n", + "results_dir = pathlib.Path(\"./results/cfret-screen/\").resolve(strict=True)\n", + "\n", + "# set cfret-screen data\n", + "cfret_data_path = (results_dir / \"cfret_screen_treatment_clustered.parquet\").resolve(\n", + " strict=True\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "3dc1a89b", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + "shape: (5, 499)\n", + "┌───────────┬───────────┬───────────┬───────────┬───┬───────────┬───────────┬───────────┬──────────┐\n", + "│ Metadata_ ┆ Metadata_ ┆ Metadata_ ┆ Metadata_ ┆ … ┆ Metadata_ ┆ Metadata_ ┆ Metadata_ ┆ Metadata │\n", + "│ WellRow ┆ WellCol ┆ heart_num ┆ cell_type ┆ ┆ cluster_i ┆ cluster_n ┆ treatment ┆ _cluster │\n", + "│ --- ┆ --- ┆ ber ┆ --- ┆ ┆ d ┆ _cells ┆ _n_cells ┆ _ratio │\n", + "│ str ┆ i64 ┆ --- ┆ str ┆ ┆ --- ┆ --- ┆ --- ┆ --- │\n", + "│ ┆ ┆ i64 ┆ ┆ ┆ cat ┆ u32 ┆ u32 ┆ f32 │\n", + "╞═══════════╪═══════════╪═══════════╪═══════════╪═══╪═══════════╪═══════════╪═══════════╪══════════╡\n", + "│ B ┆ 2 ┆ 7 ┆ healthy ┆ … ┆ DMSO_hear ┆ 324 ┆ 1720 ┆ 18.83721 │\n", + "│ ┆ ┆ ┆ ┆ ┆ t_11_louv ┆ ┆ ┆ │\n", + "│ ┆ ┆ ┆ ┆ ┆ ain_3 ┆ ┆ ┆ │\n", + "│ B ┆ 2 ┆ 7 ┆ healthy ┆ … ┆ DMSO_hear ┆ 482 ┆ 1720 ┆ 28.02325 │\n", + "│ ┆ ┆ ┆ ┆ ┆ t_11_louv ┆ ┆ ┆ 6 │\n", + "│ ┆ ┆ ┆ ┆ ┆ ain_0 ┆ ┆ ┆ │\n", + "│ B ┆ 2 ┆ 7 ┆ healthy ┆ … ┆ DMSO_hear ┆ 482 ┆ 1720 ┆ 28.02325 │\n", + "│ ┆ ┆ ┆ ┆ ┆ t_11_louv ┆ ┆ ┆ 6 │\n", + "│ ┆ ┆ ┆ ┆ ┆ ain_0 ┆ ┆ ┆ │\n", + "│ B ┆ 2 ┆ 7 ┆ healthy ┆ … ┆ DMSO_hear ┆ 324 ┆ 1720 ┆ 18.83721 │\n", + "│ ┆ ┆ ┆ ┆ ┆ t_11_louv ┆ ┆ ┆ │\n", + "│ ┆ ┆ ┆ ┆ ┆ ain_3 ┆ ┆ ┆ │\n", + "│ B ┆ 2 ┆ 7 ┆ healthy ┆ … ┆ DMSO_hear ┆ 169 ┆ 1720 ┆ 9.825582 │\n", + "│ ┆ ┆ ┆ ┆ ┆ t_11_louv ┆ ┆ ┆ │\n", + "│ ┆ ┆ ┆ ┆ ┆ ain_4 ┆ ┆ ┆ │\n", + "└───────────┴───────────┴───────────┴───────────┴───┴───────────┴───────────┴───────────┴──────────┘" + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# load dataset and split meta and features\n", + "cfret_screen_df = load_profiles(\n", + " cfret_data_path, convert_to_f32=True\n", + ") # converted to f32 to save memory\n", + "cfret_screen_meta, cfret_screen_feats = split_meta_and_features(cfret_screen_df)\n", + "cfret_screen_df.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "5fc8252e", + "metadata": {}, + "outputs": [], + "source": [ + "# transforming cfret-screen data with UMAP\n", + "umap_model = umap.UMAP(n_components=2, random_state=0, n_jobs=1)\n", + "\n", + "# Remove duplicate indexing: cfret_screen_feats[cfret_screen_feats]\n", + "umap_embeddings = umap_model.fit_transform(\n", + " cfret_screen_df[cfret_screen_feats].to_numpy()\n", + ")\n", + "\n", + "# concatenate UMAP embeddings with metadata\n", + "umap_df = pl.DataFrame(umap_embeddings, schema=[\"UMAP_1\", \"UMAP_2\"])\n", + "cfret_umap_df = cfret_screen_df[cfret_screen_meta].hstack(umap_df)\n", + "\n", + "# save cfret_umap_df\n", + "cfret_umap_df.write_parquet(\n", + " (results_dir / \"cfret_screen_treatment_umap.parquet\").resolve(strict=False)\n", + ")\n", + "\n", + "# display\n", + "cfret_umap_df.head()" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "buscar", + "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": "3.12.11" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/notebooks/2.cfret-analysis/6.CFRet-screen-umap-plots.ipynb b/notebooks/2.cfret-analysis/6.CFRet-screen-umap-plots.ipynb new file mode 100644 index 0000000..279de59 --- /dev/null +++ b/notebooks/2.cfret-analysis/6.CFRet-screen-umap-plots.ipynb @@ -0,0 +1,620 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "279bfbd3", + "metadata": { + "vscode": { + "languageId": "r" + } + }, + "outputs": [], + "source": [ + "suppressMessages(library(ggplot2))\n", + "suppressMessages(library(dplyr))\n", + "suppressMessages(library(purrr))\n", + "suppressMessages(library(scales))\n", + "suppressMessages(library(cowplot)) \n", + "suppressMessages(library(ggsci)) \n", + "suppressMessages(library(arrow)) \n" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "31b14b9e", + "metadata": { + "vscode": { + "languageId": "r" + } + }, + "outputs": [], + "source": [ + "# set cfret umap data path\n", + "cfret_screen_umap_path <- file.path(\"./results/cfret-screen/cfret_screen_treatment_umap.parquet\")\n", + "if (!file.exists(cfret_screen_umap_path)) {\n", + " stop(\"cfret_screen_umap_path does not exist. Please run the UMAP embedding notebook first.\")\n", + "}" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "399e0836", + "metadata": { + "vscode": { + "languageId": "r" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[1] 54588 27\n" + ] + }, + { + "data": { + "text/html": [ + "\n", + "\n", + "\n", + "\t\n", + "\t\n", + "\n", + "\n", + "\t\n", + "\t\n", + "\t\n", + "\t\n", + "\t\n", + "\t\n", + "\n", + "
A tibble: 6 × 27
Metadata_WellRowMetadata_WellColMetadata_heart_numberMetadata_cell_typeMetadata_heart_failure_typeMetadata_treatmentMetadata_PathwayMetadata_Nuclei_Location_Center_XMetadata_Nuclei_Location_Center_YMetadata_Cells_Location_Center_X⋯Metadata_Cytoplasm_Parent_NucleiMetadata_Nuclei_Number_Object_NumberMetadata_SiteMetadata_cell_idMetadata_cluster_idMetadata_cluster_n_cellsMetadata_treatment_n_cellsMetadata_cluster_ratioUMAP_1UMAP_2
<chr><int><int><chr><chr><chr><chr><dbl><dbl><dbl>⋯<int><int><chr><chr><fct><int><int><dbl><dbl><dbl>
B27healthyNADMSO_heart_11NA 870.0482222.97591 883.7603⋯33f0712575616795011807720DMSO_heart_11_louvain_3324172018.83721012.14264-0.6519883
B27healthyNADMSO_heart_11NA 372.6651 78.15061 422.9406⋯33f083793444334871218055 DMSO_heart_11_louvain_0482172028.02325613.37645 1.1128572
B27healthyNADMSO_heart_11NA 691.4698396.81207 683.9885⋯44f2413106199485709533901DMSO_heart_11_louvain_0482172028.02325611.69188 2.9000304
B27healthyNADMSO_heart_11NA 658.8174176.36450 656.4764⋯55f047290611366224905244 DMSO_heart_11_louvain_3324172018.83721012.46947-0.5896765
B27healthyNADMSO_heart_11NA1031.7733 87.448841023.1587⋯44f0813601323271362343116DMSO_heart_11_louvain_41691720 9.825582 7.39252-1.0150480
B27healthyNADMSO_heart_11NA 396.4459409.64685 411.2075⋯55f2417140991402477720116DMSO_heart_11_louvain_0482172028.02325612.45975 1.8246098
\n" + ], + "text/latex": [ + "A tibble: 6 × 27\n", + "\\begin{tabular}{lllllllllllllllllllll}\n", + " Metadata\\_WellRow & Metadata\\_WellCol & Metadata\\_heart\\_number & Metadata\\_cell\\_type & Metadata\\_heart\\_failure\\_type & Metadata\\_treatment & Metadata\\_Pathway & Metadata\\_Nuclei\\_Location\\_Center\\_X & Metadata\\_Nuclei\\_Location\\_Center\\_Y & Metadata\\_Cells\\_Location\\_Center\\_X & ⋯ & Metadata\\_Cytoplasm\\_Parent\\_Nuclei & Metadata\\_Nuclei\\_Number\\_Object\\_Number & Metadata\\_Site & Metadata\\_cell\\_id & Metadata\\_cluster\\_id & Metadata\\_cluster\\_n\\_cells & Metadata\\_treatment\\_n\\_cells & Metadata\\_cluster\\_ratio & UMAP\\_1 & UMAP\\_2\\\\\n", + " & & & & & & & & & & ⋯ & & & & & & & & & & \\\\\n", + "\\hline\n", + "\t B & 2 & 7 & healthy & NA & DMSO\\_heart\\_11 & NA & 870.0482 & 222.97591 & 883.7603 & ⋯ & 3 & 3 & f07 & 12575616795011807720 & DMSO\\_heart\\_11\\_louvain\\_3 & 324 & 1720 & 18.837210 & 12.14264 & -0.6519883\\\\\n", + "\t B & 2 & 7 & healthy & NA & DMSO\\_heart\\_11 & NA & 372.6651 & 78.15061 & 422.9406 & ⋯ & 3 & 3 & f08 & 3793444334871218055 & DMSO\\_heart\\_11\\_louvain\\_0 & 482 & 1720 & 28.023256 & 13.37645 & 1.1128572\\\\\n", + "\t B & 2 & 7 & healthy & NA & DMSO\\_heart\\_11 & NA & 691.4698 & 396.81207 & 683.9885 & ⋯ & 4 & 4 & f24 & 13106199485709533901 & DMSO\\_heart\\_11\\_louvain\\_0 & 482 & 1720 & 28.023256 & 11.69188 & 2.9000304\\\\\n", + "\t B & 2 & 7 & healthy & NA & DMSO\\_heart\\_11 & NA & 658.8174 & 176.36450 & 656.4764 & ⋯ & 5 & 5 & f04 & 7290611366224905244 & DMSO\\_heart\\_11\\_louvain\\_3 & 324 & 1720 & 18.837210 & 12.46947 & -0.5896765\\\\\n", + "\t B & 2 & 7 & healthy & NA & DMSO\\_heart\\_11 & NA & 1031.7733 & 87.44884 & 1023.1587 & ⋯ & 4 & 4 & f08 & 13601323271362343116 & DMSO\\_heart\\_11\\_louvain\\_4 & 169 & 1720 & 9.825582 & 7.39252 & -1.0150480\\\\\n", + "\t B & 2 & 7 & healthy & NA & DMSO\\_heart\\_11 & NA & 396.4459 & 409.64685 & 411.2075 & ⋯ & 5 & 5 & f24 & 17140991402477720116 & DMSO\\_heart\\_11\\_louvain\\_0 & 482 & 1720 & 28.023256 & 12.45975 & 1.8246098\\\\\n", + "\\end{tabular}\n" + ], + "text/markdown": [ + "\n", + "A tibble: 6 × 27\n", + "\n", + "| Metadata_WellRow <chr> | Metadata_WellCol <int> | Metadata_heart_number <int> | Metadata_cell_type <chr> | Metadata_heart_failure_type <chr> | Metadata_treatment <chr> | Metadata_Pathway <chr> | Metadata_Nuclei_Location_Center_X <dbl> | Metadata_Nuclei_Location_Center_Y <dbl> | Metadata_Cells_Location_Center_X <dbl> | ⋯ ⋯ | Metadata_Cytoplasm_Parent_Nuclei <int> | Metadata_Nuclei_Number_Object_Number <int> | Metadata_Site <chr> | Metadata_cell_id <chr> | Metadata_cluster_id <fct> | Metadata_cluster_n_cells <int> | Metadata_treatment_n_cells <int> | Metadata_cluster_ratio <dbl> | UMAP_1 <dbl> | UMAP_2 <dbl> |\n", + "|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|\n", + "| B | 2 | 7 | healthy | NA | DMSO_heart_11 | NA | 870.0482 | 222.97591 | 883.7603 | ⋯ | 3 | 3 | f07 | 12575616795011807720 | DMSO_heart_11_louvain_3 | 324 | 1720 | 18.837210 | 12.14264 | -0.6519883 |\n", + "| B | 2 | 7 | healthy | NA | DMSO_heart_11 | NA | 372.6651 | 78.15061 | 422.9406 | ⋯ | 3 | 3 | f08 | 3793444334871218055 | DMSO_heart_11_louvain_0 | 482 | 1720 | 28.023256 | 13.37645 | 1.1128572 |\n", + "| B | 2 | 7 | healthy | NA | DMSO_heart_11 | NA | 691.4698 | 396.81207 | 683.9885 | ⋯ | 4 | 4 | f24 | 13106199485709533901 | DMSO_heart_11_louvain_0 | 482 | 1720 | 28.023256 | 11.69188 | 2.9000304 |\n", + "| B | 2 | 7 | healthy | NA | DMSO_heart_11 | NA | 658.8174 | 176.36450 | 656.4764 | ⋯ | 5 | 5 | f04 | 7290611366224905244 | DMSO_heart_11_louvain_3 | 324 | 1720 | 18.837210 | 12.46947 | -0.5896765 |\n", + "| B | 2 | 7 | healthy | NA | DMSO_heart_11 | NA | 1031.7733 | 87.44884 | 1023.1587 | ⋯ | 4 | 4 | f08 | 13601323271362343116 | DMSO_heart_11_louvain_4 | 169 | 1720 | 9.825582 | 7.39252 | -1.0150480 |\n", + "| B | 2 | 7 | healthy | NA | DMSO_heart_11 | NA | 396.4459 | 409.64685 | 411.2075 | ⋯ | 5 | 5 | f24 | 17140991402477720116 | DMSO_heart_11_louvain_0 | 482 | 1720 | 28.023256 | 12.45975 | 1.8246098 |\n", + "\n" + ], + "text/plain": [ + " Metadata_WellRow Metadata_WellCol Metadata_heart_number Metadata_cell_type\n", + "1 B 2 7 healthy \n", + "2 B 2 7 healthy \n", + "3 B 2 7 healthy \n", + "4 B 2 7 healthy \n", + "5 B 2 7 healthy \n", + "6 B 2 7 healthy \n", + " Metadata_heart_failure_type Metadata_treatment Metadata_Pathway\n", + "1 NA DMSO_heart_11 NA \n", + "2 NA DMSO_heart_11 NA \n", + "3 NA DMSO_heart_11 NA \n", + "4 NA DMSO_heart_11 NA \n", + "5 NA DMSO_heart_11 NA \n", + "6 NA DMSO_heart_11 NA \n", + " Metadata_Nuclei_Location_Center_X Metadata_Nuclei_Location_Center_Y\n", + "1 870.0482 222.97591 \n", + "2 372.6651 78.15061 \n", + "3 691.4698 396.81207 \n", + "4 658.8174 176.36450 \n", + "5 1031.7733 87.44884 \n", + "6 396.4459 409.64685 \n", + " Metadata_Cells_Location_Center_X ⋯ Metadata_Cytoplasm_Parent_Nuclei\n", + "1 883.7603 ⋯ 3 \n", + "2 422.9406 ⋯ 3 \n", + "3 683.9885 ⋯ 4 \n", + "4 656.4764 ⋯ 5 \n", + "5 1023.1587 ⋯ 4 \n", + "6 411.2075 ⋯ 5 \n", + " Metadata_Nuclei_Number_Object_Number Metadata_Site Metadata_cell_id \n", + "1 3 f07 12575616795011807720\n", + "2 3 f08 3793444334871218055 \n", + "3 4 f24 13106199485709533901\n", + "4 5 f04 7290611366224905244 \n", + "5 4 f08 13601323271362343116\n", + "6 5 f24 17140991402477720116\n", + " Metadata_cluster_id Metadata_cluster_n_cells Metadata_treatment_n_cells\n", + "1 DMSO_heart_11_louvain_3 324 1720 \n", + "2 DMSO_heart_11_louvain_0 482 1720 \n", + "3 DMSO_heart_11_louvain_0 482 1720 \n", + "4 DMSO_heart_11_louvain_3 324 1720 \n", + "5 DMSO_heart_11_louvain_4 169 1720 \n", + "6 DMSO_heart_11_louvain_0 482 1720 \n", + " Metadata_cluster_ratio UMAP_1 UMAP_2 \n", + "1 18.837210 12.14264 -0.6519883\n", + "2 28.023256 13.37645 1.1128572\n", + "3 28.023256 11.69188 2.9000304\n", + "4 18.837210 12.46947 -0.5896765\n", + "5 9.825582 7.39252 -1.0150480\n", + "6 28.023256 12.45975 1.8246098" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# load profile with arrow\n", + "cfret_umap_df <- read_parquet(cfret_screen_umap_path)\n", + "\n", + "\n", + "# print the dimensions and head of the dataframe\n", + "print(dim(cfret_umap_df))\n", + "head(cfret_umap_df)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "2228ef4e", + "metadata": { + "vscode": { + "languageId": "r" + } + }, + "outputs": [], + "source": [ + "# change DMSO in the Metadata_treatment to \"DMSO_heart_9\"\n", + "# and update the cfret_umap_df dataframe\n", + "cfret_umap_df <- cfret_umap_df %>%\n", + " mutate(Metadata_treatment = ifelse(Metadata_treatment == \"DMSO\", \"DMSO_heart_9\", Metadata_treatment))\n" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "0d446620", + "metadata": { + "vscode": { + "languageId": "r" + } + }, + "outputs": [], + "source": [ + "# set intrested treatments for umap plotting\n", + "poscon_trt = \"DMSO_heart_11\"\n", + "negcon_trt = \"DMSO_heart_9\"\n", + "top_trt = c(\"UCD-0159283\", \"UCD-0159257\", \"UCD-0159258\", \"UCD-0001016\", \"UCD-0017999\")\n" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "e653f786", + "metadata": { + "vscode": { + "languageId": "r" + } + }, + "outputs": [], + "source": [ + "# First, separate controls and treatments\n", + "controls_df <- cfret_umap_df %>%\n", + " filter(Metadata_treatment %in% c(poscon_trt, negcon_trt))\n", + "\n", + "treatments_df <- cfret_umap_df %>%\n", + " filter(Metadata_treatment %in% top_trt)\n", + "\n", + "# Create a column to identify which treatment each facet should show\n", + "# For controls, replicate them for each top treatment\n", + "controls_expanded <- map_dfr(top_trt, function(trt) {\n", + " controls_df %>%\n", + " mutate(facet_treatment = trt)\n", + "})\n", + "\n", + "# For treatments, the facet_treatment is their own treatment\n", + "treatments_df <- treatments_df %>%\n", + " mutate(facet_treatment = Metadata_treatment)\n", + "\n", + "# Combine them\n", + "plot_df <- bind_rows(controls_expanded, treatments_df)\n", + "\n", + "# Create better treatment labels - keep original names\n", + "plot_df <- plot_df %>%\n", + " mutate(\n", + " treatment_label = case_when(\n", + " Metadata_treatment == \"DMSO_heart_9\" ~ \"DMSO (Failing)\",\n", + " Metadata_treatment == \"DMSO_heart_11\" ~ \"DMSO (Healthy)\",\n", + " TRUE ~ Metadata_treatment # Keep original name\n", + " ),\n", + " facet_label = facet_treatment # Keep original name\n", + " )" + ] + }, + { + "cell_type": "markdown", + "id": "0aa0e2fd", + "metadata": {}, + "source": [ + "## plot all top 5 compounds " + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "22a901ea", + "metadata": { + "vscode": { + "languageId": "r" + } + }, + "outputs": [], + "source": [ + "# setting custom colors - use full compound names\n", + "treatment_colors <- c(\n", + " \"DMSO (Failing)\" = \"#090808ff\", # Black\n", + " \"DMSO (Healthy)\" = \"#808080\", # Medium gray (good contrast with both black and white)\n", + " \"UCD-0159283\" = \"#E64B35\", # Red\n", + " \"UCD-0159257\" = \"#4DBBD5\", # Blue\n", + " \"UCD-0159258\" = \"#00A087\", # Teal\n", + " \"UCD-0001016\" = \"#FFB6C1\", # Pastel pink\n", + " \"UCD-0017999\" = \"#F39B7F\" # Orange\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "63d820c9", + "metadata": { + "vscode": { + "languageId": "r" + } + }, + "outputs": [ + { + "data": { + "image/png": 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DQ0tLyx49etjb28tXpctKXU9NqqdPn4aGhgr/LfqHyLt37+RImaG/dyr+s0VB6RWjkGraCQTzDSG1PDul3L3du3dXVlaKh7Rq1Wrjxo0Uhxw9ehSdqL5+/XotLS1SIJ1Ho8TGkrAhkZeXV1lZaWxs3K1bt0GDBuno6MiRFIoNlSoAQFECAABQLfSLrpmZmejT1NTUYcOGoZVVnz59IiMjSUnl5ub6+fmh7S1TU9M9e/Y0NDTQzFJxcfGWLVv69OnD5eLHHWtra3t4eBw/fryurk6OCzQ3Nxd+VFpa6uPjI/7RmDFjRAd+//336Knz8/OFnyYnJ48bNw5tYHG5XHd397i4OOpcbdiwAU08KChIlLE1a9YYGxujcfr16xceHk7zTjJxP7E5/+eff1ScDRE+n3/69Gls94eOjs7cuXM/fvwojLl37140zvPnz5V4jQkJCVOnTjU1NcVeoK6u7owZM2JjY+lf3f379319fQ0MDLAJEgRhb2//999/l5eXU6cj9xVRYPQFkfu1JVFKqXv9+rWk+4/l4eEhOpb+nZf7GV2/ft3b21tXVxebmS5duvzyyy+lpaVS0xHi8Xhnz54dMWIExbdHY2NjPz+/+Ph4mmnKSu1PTaoTJ04oK2XlVoyMvpVyU3rFKGC+naD6hpAqn51y756VlRV6OPUhvXv3Rk9aUVGBxqR+NNSNpTt37tC/J+fPn8fmysDAYOnSpaIH4ezsTDPnImyoVAEAygIddgAAVZs/fz6p3aChoSH8KCQkhOJ3RS6Xe+rUKVE6qamp6EglcT4+PjwejzozDQ0NW7duNTIyokhHXLt27S5cuECd5o8//kg6SlNTU3gutAku/s1/wYIF6BlfvnwpEAh2795N/Vsol8vdtGkTRa6wX85DQ0MFAkFGRoatrS31ha9fv576qpm7n3J0KzCRDaGioiJPT0/q1ExMTKKioiTl/P3790q5xry8vHHjxtG8wJkzZxYUFFBf2ufPn729vWkm2LFjx5iYGIrUmOiwY/QFkfu1FVFiqWNth11aWlq/fv3oZMnc3JzOOxUTE+Po6Ej/SidOnFhUVCQ1WfpY8tSkUkqHHRMVI6NvpRyUXjEKmLlvbGgIqebZMXH3GO2wo3g06enpUhtL69atk3pPysrKRowYQZ2OhYWFsE8ZW+VSdNipvVIFACgXdNgBAFRt+fLlaIuhsrLy8ePHUidEaGpqpqSkCASC/Pz89u3bS22IrFmzhiInJSUlI0eOpN+sEfnpp58ougJJUyeEampqjhw5goaLf/NfuXIlGiElJQU7UAvr999/l5Qr7Jfz+/fvv3//nuYkx7/++ov6yTJ0P2XtVmAoGwKBoLy83MXFhU5Senp66enpS5YsQT8S/WyuyDVmZGR07NhRpquzs7N79+6dpARfvnwp6ywnLS0tdKyH3FdEB6MviNyvrZBySx07O+xu3bplaGgoU8b27NlD8UCvXr0qx5x0W1vbT58+USRLH3uemlSKd9gxVDEy+lbKSukVI3P3jQ0NIRU8O4buHqMddpIezbt376j7RkV27txJkZOqqqrBgwfTScfAwCAzM3PAgAE0cy5gQaUKAFA66LADAKja2rVr0ebChw8fevToQadh8d133wkEgpkzZ9KJ3KpVqxcvXmCzUVNTQ3OoCNbixYslXeCaNWvQ+Hl5edgvEuLf/LF35tSpUzKttiNpmg/2y3lsbKyHhwfNlHV0dN68eSPpqpm7nzJ1KzCXDYFAMHfuXPpJ9e3bd9asWWh4cXGxgtf48eNHMzMzOa7O1tYWO1Gxqqqqe/fuko7S1tYWX9JInLGxMbb/UdYroonRF0Tu11bAQKljYYddYmKipPtsYWFha2sraUeFy5cvYxN88+aN+IKPMunbt6/U0dNSseqpSaVghx1zFSOjb6VMlF4xqv6+qbghxPSzY+7uMdphh70tubm5rZLfDwAAIABJREFUQ4cOpZlzbW3t169fS8rJwoUL6d+E/v37Dxw4kGbO1V6pAgCYAItNAgBUDbuCydGjRzMzMwmC0NXVHTx4sJaWVlxcXGlpKRozLCzs/v37gYGBwv86Ojo6ODh8+PAhJSUFjdzQ0HDy5Mldu3ahHy1evDg5ORkN79Sp0/fff9+nTx9hZ0RUVNSFCxeqq6tJ0Q4fPuzm5oZtLmtoaKCBly9ffv/+PRou9cCff/6Zx+MRBNG5c+c5c+Z069aNx+M9ffr03LlzBQUFaPzly5c/fvxYUg8Lyc2bNx88eCD8d/v27Xv06NHY2JicnFxSUoJGrq2tPXz48O7du7FJMXc/ZcJcNpKSks6ePYs96ahRo3x9fTt27FhWVhYREXH69OmqqqqnT59iv8BjnzJ9jY2NM2fOLCoqIoVzudzp06ePHTvWysqqsLDw/v37586dq6urE4+Tk5OzZMmSCxcukI49ePDg8+fPSYHGxsb79u0bP35869at6+vro6Ojly9fTlqKu7S0dNu2bfSHYyiI0RdE7teWYKDUdezYMSsrS/jvR48e+fv7kw6ZO3eu+LdKpjeNLSsr8/X1Fd5ncQsWLFi3bp1wjhiPx7t79+6qVatevXolHmfp0qXDhw9HVxP7/fffq6qqxEM4HM7MmTMnT57s4OBgbGzM5/MLCwuTk5MPHjz49OlT8ZhPnz49deoUdkIffU3rqU2ZMmXIkCEEQVRXV6OdIC4uLufPn6dIWcV/7xj9s4XFRMVIMHnf2NAQYvrZsaRVICvsozl16tTDhw+F/+7YsWPPnj0bGxuTkpLQIkcQRF1d3eHDh//++2/0o5SUlOPHj6PhHA7H19d30qRJ7du3Ly0tjY6OPnbsWElJyZMnT+hvDaH2ShUAwAh19xgCAFoc7LAO4RcMLy8v0YCdysrKCRMmYCsu4XK/urq6ly5dEiUbHh6O/f5ja2uL5iE8PBybsr+/f01NDSny27dvsT96W1paopElXaBo58S+ffvu27fv9u3boaGhhw8fPn78OPWBQjNnziSdKz8/f9CgQdjIDx48oJkr4Y+xZmZmwcHBfD5fGLOurm7r1q3YlK2trbHPVPX3EzsOiNFsTJo0CZv4yZMnSTGzsrIopilhfxinf41nzpxBY2ppad29e5cU8/Hjx+i2ABwOJz09XTwan89v27YtmqZoQxKRDx8+oAmamZk1NjYqckX0qf4FofPaMlrqBALBnTt30PgBAQEy3SUFR9hhK4StW7eiMUtKStBdYteuXUuK1tjY2Lp1a1K07du3Y6+otrb2m2++IUXu3bu3pDtAB9ueGn0VFRVoytSD9VRfPwsp/lbSp/SKUS33TcUNIUafHaN3j9ERdhSNJXNz85CQEFFjicfj/fHHH9jLtLKywmZj2rRpaGQNDY0bN26QYn748MHBwQGbODbnaq9UAQAMgQ47AICqSWojOjo6VlZWisesrKykWFfr7NmzpJQljfRBJyG6u7uj0caOHStqh5F8+vQJu3jTkSNH6F8gQRCrV6/G9m5QH+ji4lJfX4/G//r1K3arsoULF9JPXE9PLzk5GY2PXd2GkLBngurvJ7ZbgblslJeXY1cBX7ZsGTbluLg4SaNFFOyww+5Ou2vXLmw29u3bh0b29/cXj/Ps2TM0joGBAbbIYXstnzx5osgV0aeWF4SQ9toyWvgFLOiwq6urQ1dusre3l3RP0C/qVlZWpMlWubm56KlfvXol6aJE43QMDAzs7Ow8PDzQDgWZsO2p0SdHh51a/t4p5a2kT+kVo0BN902VDSFGnx2jd0/1HXaE5MZSQEAANj66NmJFRQV2c21J23dkZWVJGl6H5lztlSoAgCHQYQcAUDVJjSH0B0aBQPDbb79hI/fr1w+NXFVVhW0MkdZYwfZQcLlcijVHJOWkb9++9C9w9OjR8t0ZWZf2b9euHf3Et23bhk25uLhYS0sLjX/r1i1STLXcT7RbgdFsBAcHo9E0NTXz8vIkpezj44MeQijWYRcXF4dGMzU1ra6uxuahrKwMXY2IVDxqa2vzEIWFhdgEsSOtgoOD5b4imajlBaF+bZku/AIWdNiFhoai0bZs2UJxgeiYTVK9kZGRgaaJ/RMg8uLFi7KyMooI9LHwqdEna4eduv7eKeWtpImJilFd901lDSGKPCj+7Ji+e2rpsJPUWCopKcHu83Dz5k1SzCtXrqDR9PT0SkpKJGV7zpw52MygOVdvpQoAYA5mlj4AAKietbX1d999h4Z7eXlh42OX/9fT03Nzc0PDSUvA3Lt3D40zePDgrl27UuQQu5DKs2fPysvLKY4St337dpoxxdnY2AwbNkzSp5MnT0YDc3NzseuqoHR1dZctW4b9yMTEBPsLeXFxMSlEXfdTldnALgw0ZMgQij3j/Pz8KM4rn+joaDRw5MiR2K9nBEEYGRkFBgYe+d82btxYW1sriqOtrW2NkLR2OzrjhiAI7MJGKsPoC0JIe21ZUvgZ9ejRIzSQei15V1dXUgipSwVbwBYtWpSQkCApTQcHByMjI6qM0tYSnpqIWi6W6beShImKUS33TZUNIUmU8uya3ytG0VgyNjbGNpbQtYCxDQlPT0/suEWh6dOn08yheitVAABzYNMJAAArDB8+HDuFUNISHujqG6L4ERERpEBSaw/buPf29qbOoZ2dnbW19ZcvX8QD+Xx+fHz8yJEjqY8VZgz7A69UI0aMoPjU2dnZ0NAQHXORnp7u6ekpNXFvb2/sJBSh3r17379/nxRYVlZGClHL/UQxmo3U1FT0WOo94yR9xVJEbGwsGihpXSGhKVOmyHoWPp+fk5NTVFRUVlZGWp1dtKa+OFIcFWP0BZH62rKk8DMKO3zp2rVrSUlJkg75+PEjKYS09ry1tbWNjc2HDx/EAz9//jxo0KBevXqNGDHC1dXV1dWVYiagIlrCUxNRy8Uy+laimKgY1XLfVNkQkkQpz675vWLUjaVevXqhfZRoYwnbkKAuqO7u7lwul8/nS82heitVAABzoMMOAMAK2PWGCYKwsLDgcDgCgUA8UFNTU1L71dLSEg1saGgQ/y+206F79+5SM+no6EhqShIEkZ2dTacpif3Fmw5Jd0bEzs6OtNsXQRCfP3+mk3jfvn0pPsU27Eg3k1DT/UQxmg1SI1gIXVxfnKGhYfv27T99+iQ1A/She7kSBEE9ZoG+qqqqS5cuBQYGJiUlYafdsROjL4jU15YlhZ9R7969QwNPnTolUyLp6emkEH9//02bNqEx09LS0tLShP9u166dm5ubp6fnsGHDunXrJtMZKbSEpyailotl9K1EMVExsuq+MdEQkjUPInSeXfN7xZTSWMLuOU5dUHV0dGxsbLCVMEqNlSoAgDkwJRYAwArm5uaSPkIX+7ewsOBy8dWXpCkw4rDzbrAbZaLnRQPRKaJYFLt9UbOxsaGOgM0V/Qk4FJ8Kt0WTSi33U8XZwHZgocvokLRp00bq2WWCvTmSpq/K5MaNG3Z2dj/88ENkZGQT6q0jGH5BpL62LCn8jEIndskBvbTVq1cPGTKE+qjc3Nzg4OAlS5Z0797d0dFx06ZN2IXVZdUSnpqIWi6W0bcSxUTFqJb7psqGkCRKeXbN7xVTSmMJ+7cVe8nipLY0RNRYqQIAmAMddgAAVqBoX6JNUpkikzQ0NGC/FRgYGFAfSBAEdkIEzaYkxRol1KRmDNtSpNnnQt3KlHozCfXdTxVnA5u41DY6xQwaOfD5fGw29PT0FEz5yJEjEyZMyMvLUzAdtWD0BaF+bVlS+BnF4/GqqqoUT6e2tpbH44mH6Ojo3Lp1S9KcPtTLly9///33rl27rlmzhpSUTFrCUxNR18Uy+laSMFExquu+qawhREHxZ9csXzHFG0uEhIaE1IJK574JqatSBQAwCqbEAgBaFuwCMQRBkCabYGGXEaHZUJP7y4PU9LE5V6S9LhN13U8VZwObjqSTijQ2Nko9O32NjY3YbNBZ3YZCbGzskiVL0HAdHR1PT087OzsjI6NWrf5va+Hx48fY7S/ViNEXhPq1ZUnhZxSXy0Xn4hEEMWTIEJqDSkRqa2tJW3O2bt06IiLi3LlzW7ZsycnJoZnI7t274+Pjw8PDZc2AUEt4aiLqulhV/tliomJsUYWERPFn15LvnhykNiRozmUWUkulCgBgFHTYAQBaFg0NDSMjI3QxYDqjSCorK9FAmvNupLbJZDqpOGzOVbbzl7rup4qzYWhoiE4MrK6upk5ZKUOTRDQ1NfX09NCTSs0GtTVr1qDfo/r37x8SEtKhQwdS+MGDB9nWYcfoC0L92rKk8DNKQ0PDwMAAHfp04MABZ2dnpZxi9uzZs2bNevTo0c2bN+/du5eWlia1qyU2NnbBggUXLlyQ43Qt4amJqOtiVflni4mKsUUVEhLFn51a7p7U3kCp16UChoaG6GhBqbdFjoaEiitVAACjmvNPFgAAgIVt/NFZ7ho7Z5Bi0RmlQBdgJvn69SsaqLIOO4I195PRbGDn6eTn51OnjO6VqSBTU1M0EFsAaPrw4UN8fDwpUENDA9tbRyhpOTPlUu8LwpLCzyjsvGC5lxvD4nA4Q4cO3blzZ0pKSlFR0e3btzdv3jxmzBiKL+qBgYHYhe3paAlPTUQtF6vit1LpFSPRwgqJOKU8O9Xfvfr6eoqRaAKBQOrfaxXANiQKCgqoj8LueSWViitVAABzoMMOANDiYDdBw24zRycOnY3PFEHdfhIIBNnZ2Wh4x44dGcsRGUvuJ6PZwK6W/erVK4pki4uLFfzGiOrcuTMa+Pr1a7kTfPDgARro6uqK7a0jJGxyp17qfUFYUvgZhd3EEHtXlcLY2Hj06NG//fbbrVu3CgsLU1JSAgICsHOTL168KN8pWsJTE1HLxar4rVR6xUi0sEIiTinPjum7J1qlQRzFMqzZ2dls2Eypffv2aCB1XVpcXKx4V6MKKlUAAHOgww4A0OJ4enqigffu3aM+KikpCR1epKenN2DAAGVlDCsiIoLi06dPn6LTJbhcrpOTE5OZ+l9Ycj8ZzQb2fj569IgiZamnlsPgwYPRwNjYWIpD1q9f3xORmJgo/BQ75EFSbx2fz799+7bsuWaWel8QlhR+Rg0cOBANfPLkiWrO7uzsvHv37qSkJHRwytu3b+VLsyU8NRG1XKyK30qlV4xECysk4pTy7Ji+e9jBmGlpaZJSDgkJoT61amBLOHVBvXv3rtKzwUSlCgBgDnTYAQBaHG9vbzQwNjb2zZs3FEedO3cODfTw8NDS0lJaznAyMzNTU1MlfYpthtrZ2aly5WCW3E9Gs9G7d280WkxMDMVP32fPnqU4r3yGDh2KBt6/f59ifuLly5cz/7esrKwuXboIP8UujoOuPSQUEhKCHcJAZylx5qj3BWFJ4WeUm5sbGhgaGkqxp0p4eHhMTMzLly9LS0upEy8uLk5MTLx16xZ1tO7du0+ePJkUWFRURH2UJM3vqdXX10v6SC0Xq+K3UukVI9EcCwlNSnl2TN89ExMTNGZoaCg22erq6kOHDlGcV2Ww634+ePCAYhvc8+fPy3oWtVSqAADmQIcdAKDFcXJyQn/+5fP5a9eulXRIRkbG8ePH0fAVK1YoN29Yv/zyCza8oKDg8OHDaLiPjw/DOfpfWHI/Gc3GyJEjNTQ0SIF1dXXbtm3DphwREfHff/9JzbOsvL290eFvlZWVe/bswca/desW+gVpyJAhoiWBWrdujR71/PlzdIHq4uJiSU9HucuZyUGNLwhLCj+jRo4caWVlRQrMzc09ffo0Nv6LFy9Gjx7t4eHh6OhoYmKira3doUOHAwcOiCIUFhbOmjXL1dXVzMzMzMzM1dV1/PjxUufYov3CaK5oatJPDbsRCsW4GHVdrCrfSqVXjEQTLyQKUvzZMX33sFNuz58/j30RVq1apfT1ZOUzatQo0k7ZBEHU1NTs3r0bGz8qKormLk9qr1QBAMyBDjsAQEu0YcMGNDAkJGTt2rXosJG0tLTRo0fzeDxSuIuLy4gRI5jKopg7d+6sW7eO1IdSWlo6adIk7ACW77//XgW5EseS+8lcNqysrLBzfPbv33/s2DFSYHJy8vTp02XKOU2tWrVatmwZGv7777+jP6dnZGT88MMPaOTly5eL/i0+okTk/fv3Z86cEQ959+6du7t7bm4uNld0ViZilHpfEJYUfuZoaWnNnz8fDV+5cmVCQgIpsLKyct68eeLfA+vr6798+TJu3DhRiLm5+aNHjxITE0XjSvh8vr+/f01NjaQ8vH///saNG6RARbapbbpPTVdXF+2z+/r1a1hYmKRD1HKxqnwrlV4xCjXdQqIgpTw7Ru8edp5+bW3tt99+m5GRIQopKyvz9/cX/o02MDBAD1ExU1NTLy8vNHznzp3o0MW0tDRfX1+aKbOhUgUAMASzZicAADR7Xl5ec+fOJfVKEASxa9euu3fvzp07t2fPnlpaWh8/frx9+/alS5fQ3cf09fVPnTqlgqzq6elVV1fv3LnzwYMHP/zwg4ODQ11dXVJS0pEjRz59+oTG/+6777A/PjOKJfeT0WysXLkSu7jPwoULg4KCJk+e3L59+9LS0oiIiEuXLglnqBkZGSl99NmSJUvOnDlDWhe8oaFh3LhxM2bM8PHxadu2bVFRUXh4+MmTJ2tra0mHe3p6io+GcHd319DQQL8++fv7JyYmenh4VFVVxcfHX7x4UXhFWlpa3t7epK6B0NDQ+/fve3l5CbtpsCOAmKP2F4QlhZ9RK1asOH36NKnHtqqqyt3dfcmSJcLCX1RUlJSU9Ndff6GL/QcEBJDWpF+2bNmqVavEQ6Kjo/v06bNo0SLhnif6+voCgaC8vPzt27eRkZGHDx8mLW6lqampSLd4031qXC7XwsICnYw/efLkNWvWDBgwgMfjZWZmrlmzRltbW/iR6i9W9W+lcitGoaZbSBShrGfH6N3z8fFZunQp+hxfvnzZq1ev/v37d+rUqbi4OC4uTthjZWtrO3z48JMnT5LiU2wsy5DVq1ejg+YaGxsnT548derUSZMmtWvXrrCw8L///jtz5ozwAg0NDdEdM9C/2mqvVAEATBEAAIBqYX93/eeffyTFR9e16dKli6TIu3btopl4TU1N37595as5ORxOUFCQsi6Q+kBsoCTa2trZ2dnKytWJEyfQQ/bs2YONzJL7yVw2BALByJEj6afm6ek5fPhwNLyiokLBa0xPT9fV1ZXjAu3s7D5//kxKjf5v+ARBbN269Z9//sF+ZGho2KpVq5ycHDmuiCa2vSAijJY67JSogIAAme4S9kJkuuSoqCguV55pGf369aupqSGlVl9f37NnTzlSE9m+fTuNJ0OFVU9NJuLDFSUh1TMqrp+V9VbKRLkVo1rum4obQkw/O0ZfsQULFtBPLSQkJCAgAA0vKChQ/NEIZGws0Xl/Rb777rthw4ah4YWFhaRk2VCpAgCYAFNiAQAtlI6OTkREhBxzVQwMDIKDg6dNm8ZErlB9+/ZdvXo1nZhcLvf8+fPYSY4qwJL7yWg2Tp8+3alTJzqpmZubnzt3Dp3goxQ9e/a8c+eOqampTEfZ2tpGRES0adOGFL5t2zZjY2M6KUyaNGnjxo0jRoxAV+EhCKKiokL1oxUIdrwgLCn8jPL09AwMDBQN2qJJWFZ1dHRI4ZqammFhYe3bt5cvMwsWLKBYDIumpvvU5s6dK+shKr5YtbyVyq0YhZpuIZGbEp8do3dvx44dkjY0J1m0aJGPjw+6IyqhjhF2BEGcOHGCZoG3trY+duwYNud1dXWkEDZUqgAAJkCHHQCg5TI2Nr59+/Zvv/1Gf3ETd3f3+Pj4SZMmMZoxcTweb+fOnaSZDigDA4Nz585NnTpVNbnCYsn9ZC4bbdu2vXv3rr29PXW0Tp06RUVF2djYUGyjqSAPD4/4+PghQ4bQiczlcpcsWZKSkoL9etO5c+dr165hN90Tt2DBgqCgIA6HY2lpuXDhQnkyzQyWvCAsKfyM8vX1jYyMdHR0pBOZw+HMmTMnISHBwsICG8HGxiY5OXnMmDEy5cHCwuL48eNH/w979x3X5PX+j/8kBDB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+ "text/plain": [ + "plot without title" + ] + }, + "metadata": { + "image/png": { + "height": 600, + "width": 840 + } + }, + "output_type": "display_data" + } + ], + "source": [ + "# figure rendering for notebook\n", + "height <- 10\n", + "width <- 14\n", + "options(repr.plot.width = width, repr.plot.height = height, dpi = 500)\n", + "\n", + "# Keep original facet_label values and convert to factor\n", + "plot_df <- plot_df %>%\n", + " mutate(\n", + " facet_label = factor(facet_treatment, levels = top_trt)\n", + " )\n", + "\n", + "\n", + "# Remove any rows with NA facet_label if they exist\n", + "plot_df <- plot_df %>%\n", + " filter(!is.na(facet_label))\n", + "\n", + "umap_plot <- ggplot(plot_df, aes(x = UMAP_1, y = UMAP_2, color = treatment_label)) +\n", + " # Plot controls first (background layer)\n", + " geom_point(\n", + " data = filter(plot_df, Metadata_treatment %in% c(poscon_trt, negcon_trt)),\n", + " alpha = 0.4, \n", + " size = 1,\n", + " shape = 16\n", + " ) +\n", + " geom_point(\n", + " data = filter(plot_df, Metadata_treatment %in% top_trt),\n", + " alpha = 0.7, \n", + " size = 1.2,\n", + " shape = 16\n", + " ) +\n", + " facet_wrap(~ facet_label, nrow = 2, ncol = 3) + \n", + " scale_color_manual(\n", + " values = treatment_colors,\n", + " name = \"Treatment\",\n", + " breaks = c(\"DMSO (Failing)\", \"DMSO (Healthy)\", top_trt),\n", + " labels = c(\"Failing CF cells\", \"Healthy CF cells\", top_trt)\n", + " ) +\n", + " labs(\n", + " title = \"CFReT Screen: UMAP embedding of single-cell\\nmorphological profiles of top compounds\",\n", + " x = \"UMAP 1\",\n", + " y = \"UMAP 2\"\n", + " ) +\n", + " theme_cowplot(font_size = 11) + \n", + " theme(\n", + " # Title and labels\n", + " plot.title = element_text(size = 30, face = \"bold\", hjust = 0.5),\n", + " axis.title = element_text(size = 20, face = \"bold\"),\n", + " axis.text = element_text(size = 20, color = \"black\"),\n", + " \n", + " # Facet labels\n", + " strip.text = element_text(size = 20, face = \"bold\", color = \"black\"),\n", + " strip.background = element_rect(fill = \"gray95\", color = \"black\", linewidth = 0.5),\n", + " \n", + " # Legend - position in the 6th facet spot\n", + " legend.position = c(0.8, 0.25),\n", + " legend.justification = c(0.5, 0.5),\n", + " legend.title = element_text(size = 22, face = \"bold\", hjust = 0.5),\n", + " legend.text = element_text(size = 20),\n", + " legend.key.size = unit(0.9, \"cm\"),\n", + " legend.background = element_rect(fill = \"white\", color = \"black\", linewidth = 0.3),\n", + " \n", + " # Panel\n", + " panel.border = element_rect(color = \"black\", fill = NA, linewidth = 0.7),\n", + " panel.grid.major = element_line(color = \"gray90\", linewidth = 0.3),\n", + " panel.grid.minor = element_blank(),\n", + " \n", + " # Overall\n", + " plot.background = element_rect(fill = \"white\", color = NA),\n", + " plot.margin = margin(10, 10, 10, 10)\n", + " ) +\n", + " guides(color = guide_legend(override.aes = list(size = 4, alpha = 1)))\n", + "\n", + "# # save the plot as a high-resolution PNG and PDF\n", + "# ggsave(\n", + "# filename = \"./results/cfret-screen/cfret_umap_of_top_treatments.png\",\n", + "# plot = umap_plot,\n", + "# width = width,\n", + "# height = height,\n", + "# units = \"in\",\n", + "# dpi = 600,\n", + "# bg = \"white\"\n", + "# )\n", + "\n", + "umap_plot" + ] + }, + { + "cell_type": "markdown", + "id": "ecb3b35f", + "metadata": {}, + "source": [ + "## Now plotting umap including worst performing treatment" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "23b2a69f", + "metadata": { + "vscode": { + "languageId": "r" + } + }, + "outputs": [], + "source": [ + "# Update top_trt to include the worst compound\n", + "top_trt = c(\"UCD-0159283\", \"UCD-0159257\", \"UCD-0159258\", \"UCD-0001016\", \"UCD-0017999\", \"UCD-0001844\")\n", + "\n", + "# RE-CREATE the data with the bad compound included\n", + "# First, separate controls and treatments\n", + "controls_df <- cfret_umap_df %>%\n", + " filter(Metadata_treatment %in% c(poscon_trt, negcon_trt))\n", + "\n", + "treatments_df <- cfret_umap_df %>%\n", + " filter(Metadata_treatment %in% top_trt) # Now includes UCD-0001844\n", + "\n", + "# Create a column to identify which treatment each facet should show\n", + "# For controls, replicate them for each top treatment\n", + "controls_expanded <- map_dfr(top_trt, function(trt) {\n", + " controls_df %>%\n", + " mutate(facet_treatment = trt)\n", + "})\n", + "\n", + "# For treatments, the facet_treatment is their own treatment\n", + "treatments_df <- treatments_df %>%\n", + " mutate(facet_treatment = Metadata_treatment)\n", + "\n", + "# Combine them\n", + "plot_df <- bind_rows(controls_expanded, treatments_df)\n", + "\n", + "# Create better treatment labels - rename worst compound in BOTH columns\n", + "# Also create a simplified category for coloring\n", + "plot_df <- plot_df %>%\n", + " mutate(\n", + " treatment_label = case_when(\n", + " Metadata_treatment == \"DMSO_heart_9\" ~ \"DMSO (Failing)\",\n", + " Metadata_treatment == \"DMSO_heart_11\" ~ \"DMSO (Healthy)\",\n", + " Metadata_treatment == \"UCD-0001844\" ~ \"UCD-0001844 (worst)\",\n", + " TRUE ~ Metadata_treatment\n", + " ),\n", + " # Also rename in facet_label for the facet titles\n", + " facet_label = case_when(\n", + " facet_treatment == \"UCD-0001844\" ~ \"UCD-0001844 (worst)\",\n", + " TRUE ~ facet_treatment\n", + " ),\n", + " # Create a color category - all treatments get same color\n", + " color_category = case_when(\n", + " Metadata_treatment == \"DMSO_heart_9\" ~ \"DMSO (Failing)\",\n", + " Metadata_treatment == \"DMSO_heart_11\" ~ \"DMSO (Healthy)\",\n", + " TRUE ~ \"Treatment\"\n", + " )\n", + " )\n", + "\n", + "# Setting custom colors - simplified 3-color scheme\n", + "treatment_colors <- c(\n", + " \"DMSO (Failing)\" = \"#d95f02\", # Orange/red\n", + " \"DMSO (Healthy)\" = \"#1b9e77\", # Green\n", + " \"Treatment\" = \"#7570b3\" # Purple\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "id": "08c012a0", + "metadata": { + "vscode": { + "languageId": "r" + } + }, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "plot without title" + ] + }, + "metadata": { + "image/png": { + "height": 600, + "width": 840 + } + }, + "output_type": "display_data" + } + ], + "source": [ + "# figure rendering for notebook\n", + "height <- 10\n", + "width <- 14\n", + "options(repr.plot.width = width, repr.plot.height = height, dpi = 500)\n", + "\n", + "# Update top_trt_display to include the renamed worst compound\n", + "top_trt_display = c(\"UCD-0159283\", \"UCD-0159257\", \"UCD-0159258\", \"UCD-0001016\", \"UCD-0017999\", \"UCD-0001844 (worst)\")\n", + "\n", + "# Keep original facet_label values and convert to factor with updated levels\n", + "plot_df <- plot_df %>%\n", + " mutate(\n", + " facet_label = factor(facet_label, levels = top_trt_display)\n", + " )\n", + "\n", + "# Remove any rows with NA facet_label if they exist\n", + "plot_df <- plot_df %>%\n", + " filter(!is.na(facet_label))\n", + "\n", + "# Shuffle points for fair plotting\n", + "set.seed(42)\n", + "plot_df <- plot_df %>%\n", + " slice_sample(prop = 1)\n", + "\n", + "umap_w_bad_treatment_plot <- ggplot(plot_df, aes(x = UMAP_1, y = UMAP_2, color = color_category)) +\n", + " # Plot controls first as lighter background layer\n", + " geom_point(\n", + " data = filter(plot_df, color_category %in% c(\"DMSO (Failing)\", \"DMSO (Healthy)\")),\n", + " alpha = 0.3, # Much lighter for background\n", + " size = 1.2, # Slightly smaller\n", + " shape = 16\n", + " ) +\n", + " # Plot treated points on top with higher visibility\n", + " geom_point(\n", + " data = filter(plot_df, color_category == \"Treatment\"),\n", + " alpha = 0.7, # More opaque to stand out\n", + " size = 1.2, # Slightly larger\n", + " shape = 16\n", + " ) +\n", + " facet_wrap(~ facet_label, nrow = 2, ncol = 3) + \n", + " scale_color_manual(\n", + " values = treatment_colors,\n", + " name = \"Treatment\",\n", + " breaks = c(\"DMSO (Failing)\", \"DMSO (Healthy)\", \"Treatment\"),\n", + " labels = c(\"Failing CF cells\", \"Healthy CF cells\", \"Treated cells\")\n", + " ) +\n", + " labs(\n", + " title = \"CFReT Screen: UMAP embedding of single-cell\\nmorphological profiles of top 5 and 1 worst compounds\",\n", + " x = \"UMAP 1\",\n", + " y = \"UMAP 2\"\n", + " ) +\n", + " theme_cowplot(font_size = 11) + \n", + " theme(\n", + " # Title and labels\n", + " plot.title = element_text(size = 30, face = \"bold\", hjust = 0.5),\n", + " axis.title = element_text(size = 20, face = \"bold\"),\n", + " axis.text = element_text(size = 20, color = \"black\"),\n", + " \n", + " # Facet labels\n", + " strip.text = element_text(size = 20, face = \"bold\", color = \"black\"),\n", + " strip.background = element_rect(fill = \"gray95\", color = \"black\", linewidth = 0.5),\n", + " \n", + " # Legend - position on the right side outside plot area\n", + " legend.position = \"right\",\n", + " legend.justification = \"center\",\n", + " legend.title = element_text(size = 18, face = \"bold\", hjust = 0.5),\n", + " legend.text = element_text(size = 16),\n", + " legend.key.size = unit(0.8, \"cm\"),\n", + " legend.background = element_rect(fill = \"white\", color = \"black\", linewidth = 0.3),\n", + " legend.box.margin = margin(0, 0, 0, 10),\n", + " \n", + " # Panel\n", + " panel.border = element_rect(color = \"black\", fill = NA, linewidth = 0.7),\n", + " panel.grid.major = element_line(color = \"gray90\", linewidth = 0.3),\n", + " panel.grid.minor = element_blank(),\n", + " \n", + " # Overall\n", + " plot.background = element_rect(fill = \"white\", color = NA),\n", + " plot.margin = margin(10, 10, 10, 10)\n", + " ) +\n", + " guides(color = guide_legend(override.aes = list(size = 4, alpha = 1)))\n", + "\n", + "# save the plot as a high-resolution PNG and PDF\n", + "ggsave(\n", + " filename = \"./results/cfret-screen/cfret_umap_of_top_treatments_and_bad.png\",\n", + " plot = umap_w_bad_treatment_plot,\n", + " width = width,\n", + " height = height,\n", + " units = \"in\",\n", + " dpi = 600,\n", + " bg = \"white\"\n", + ")\n", + "\n", + "umap_w_bad_treatment_plot" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "ff741cf0", + "metadata": { + "vscode": { + "languageId": "r" + } + }, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "R", + "language": "R", + "name": "ir" + }, + "language_info": { + "codemirror_mode": "r", + "file_extension": ".r", + "mimetype": "text/x-r-source", + "name": "R", + "pygments_lexer": "r", + "version": "4.3.3" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/notebooks/2.cfret-analysis/7.CFRet-screem-emd-analysis.ipynb b/notebooks/2.cfret-analysis/7.CFRet-screem-emd-analysis.ipynb new file mode 100644 index 0000000..9300c4e --- /dev/null +++ b/notebooks/2.cfret-analysis/7.CFRet-screem-emd-analysis.ipynb @@ -0,0 +1,1147 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 2, + "id": "0018cbef", + "metadata": {}, + "outputs": [], + "source": [ + "import sys\n", + "import pathlib\n", + "\n", + "import numpy as np\n", + "import pandas as pd\n", + "import polars as pl\n", + "from scipy.stats import wasserstein_distance\n", + "import matplotlib.pyplot as plt\n", + "import seaborn as sns\n", + "\n", + "sys.path.append(\"../../\")\n", + "from utils.io_utils import load_configs, load_profiles\n", + "from utils.data_utils import split_meta_and_features" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "2fa1dfae", + "metadata": {}, + "outputs": [], + "source": [ + "def calculate_emd_per_treatment(\n", + " profiles_df, reference_df, feature_cols, treatment_col=\"Metadata_treatment\"\n", + "):\n", + " \"\"\"\n", + " Calculate EMD for each treatment across all features.\n", + "\n", + " Parameters\n", + " ----------\n", + " profiles_df : pl.DataFrame\n", + " Profiles containing treatments to compare\n", + " reference_df : pl.DataFrame\n", + " Reference profiles (e.g., DMSO control)\n", + " feature_cols : list\n", + " List of feature column names\n", + " treatment_col : str\n", + " Column name for treatment identifier\n", + "\n", + " Returns\n", + " -------\n", + " pl.DataFrame\n", + " EMD scores per treatment per feature\n", + " \"\"\"\n", + " results = []\n", + "\n", + " # Get unique treatments\n", + " treatments = profiles_df[treatment_col].unique().to_list()\n", + "\n", + " for treatment in treatments:\n", + " # Filter treatment profiles\n", + " treatment_df = profiles_df.filter(pl.col(treatment_col) == treatment)\n", + "\n", + " # Calculate EMD for each feature\n", + " for feature in feature_cols:\n", + " # Get feature values\n", + " treatment_values = treatment_df[feature].to_numpy()\n", + " reference_values = reference_df[feature].to_numpy()\n", + "\n", + " # Skip if either is empty or all NaN\n", + " if len(treatment_values) == 0 or len(reference_values) == 0:\n", + " continue\n", + "\n", + " # Remove NaN values\n", + " treatment_values = treatment_values[~np.isnan(treatment_values)]\n", + " reference_values = reference_values[~np.isnan(reference_values)]\n", + "\n", + " if len(treatment_values) == 0 or len(reference_values) == 0:\n", + " continue\n", + "\n", + " # Calculate EMD\n", + " emd = wasserstein_distance(treatment_values, reference_values)\n", + "\n", + " results.append(\n", + " {\n", + " \"treatment\": treatment,\n", + " \"compartment\": feature.split(\"_\")[0],\n", + " \"feature\": feature,\n", + " \"emd_score\": emd,\n", + " }\n", + " )\n", + "\n", + " return pl.DataFrame(results)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "a5afa1a5", + "metadata": {}, + "outputs": [], + "source": [ + "# set CFRet screem directory\n", + "cfret_screen_dir = pathlib.Path(\"./results/cfret-screen/\").resolve(strict=True)\n", + "\n", + "# set signature path\n", + "signature_path = (cfret_screen_dir / \"CFRet-screen-signatures.json\").resolve(\n", + " strict=True\n", + ")\n", + "\n", + "# set cfret profile paths\n", + "cfret_profile_paths = (\n", + " cfret_screen_dir / \"cfret_screen_treatment_clustered.parquet\"\n", + ").resolve(strict=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "93504137", + "metadata": {}, + "outputs": [], + "source": [ + "# load profiles and signatures\n", + "cfret_profiles = load_profiles(cfret_profile_paths)\n", + "cfret_meta, cfret_feats = split_meta_and_features(cfret_profiles)\n", + "\n", + "cfret_signatures = load_configs(signature_path)\n", + "on_sigs = cfret_signatures[\"on_signatures\"]\n", + "off_sigs = cfret_signatures[\"off_signatures\"]" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "110d0a4d", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
\n", + "shape: (5, 499)
Metadata_WellRowMetadata_WellColMetadata_heart_numberMetadata_cell_typeMetadata_heart_failure_typeMetadata_treatmentMetadata_PathwayMetadata_Nuclei_Location_Center_XMetadata_Nuclei_Location_Center_YMetadata_Cells_Location_Center_XMetadata_Cells_Location_Center_YMetadata_Image_Count_CellsMetadata_ImageNumberMetadata_PlateMetadata_WellMetadata_Cells_Number_Object_NumberMetadata_Cytoplasm_Parent_CellsMetadata_Cytoplasm_Parent_NucleiMetadata_Nuclei_Number_Object_NumberMetadata_SiteMetadata_cell_idCytoplasm_AreaShape_AreaCytoplasm_AreaShape_MajorAxisLengthCytoplasm_AreaShape_Zernike_4_0Cytoplasm_AreaShape_Zernike_5_1Cytoplasm_AreaShape_Zernike_6_0Cytoplasm_AreaShape_Zernike_6_2Cytoplasm_AreaShape_Zernike_7_1Cytoplasm_AreaShape_Zernike_7_3Cytoplasm_AreaShape_Zernike_8_0Cytoplasm_AreaShape_Zernike_8_2Cytoplasm_AreaShape_Zernike_9_1Cytoplasm_AreaShape_Zernike_9_3Cytoplasm_AreaShape_Zernike_9_5Cytoplasm_AreaShape_Zernike_9_7Cytoplasm_Correlation_Correlation_ER_HoechstCytoplasm_Correlation_Correlation_ER_PM…Nuclei_Texture_Correlation_Hoechst_3_02_256Nuclei_Texture_Correlation_Hoechst_3_03_256Nuclei_Texture_Correlation_Mitochondria_3_00_256Nuclei_Texture_Correlation_Mitochondria_3_01_256Nuclei_Texture_Correlation_Mitochondria_3_02_256Nuclei_Texture_Correlation_Mitochondria_3_03_256Nuclei_Texture_Correlation_PM_3_00_256Nuclei_Texture_Correlation_PM_3_01_256Nuclei_Texture_Correlation_PM_3_02_256Nuclei_Texture_Correlation_PM_3_03_256Nuclei_Texture_DifferenceEntropy_Hoechst_3_00_256Nuclei_Texture_DifferenceEntropy_Hoechst_3_02_256Nuclei_Texture_InfoMeas1_ER_3_00_256Nuclei_Texture_InfoMeas1_ER_3_01_256Nuclei_Texture_InfoMeas1_ER_3_02_256Nuclei_Texture_InfoMeas1_ER_3_03_256Nuclei_Texture_InfoMeas1_PM_3_00_256Nuclei_Texture_InfoMeas1_PM_3_01_256Nuclei_Texture_InfoMeas1_PM_3_02_256Nuclei_Texture_InfoMeas1_PM_3_03_256Nuclei_Texture_InfoMeas2_PM_3_00_256Nuclei_Texture_InfoMeas2_PM_3_01_256Nuclei_Texture_InfoMeas2_PM_3_02_256Nuclei_Texture_InfoMeas2_PM_3_03_256Nuclei_Texture_InverseDifferenceMoment_Hoechst_3_00_256Nuclei_Texture_InverseDifferenceMoment_Hoechst_3_01_256Nuclei_Texture_InverseDifferenceMoment_Hoechst_3_02_256Nuclei_Texture_InverseDifferenceMoment_Hoechst_3_03_256Nuclei_Texture_InverseDifferenceMoment_PM_3_00_256Nuclei_Texture_InverseDifferenceMoment_PM_3_01_256Nuclei_Texture_InverseDifferenceMoment_PM_3_02_256Nuclei_Texture_InverseDifferenceMoment_PM_3_03_256Nuclei_Texture_SumEntropy_PM_3_01_256Metadata_cluster_idMetadata_cluster_n_cellsMetadata_treatment_n_cellsMetadata_cluster_ratio
stri64i64strstrstrstrf64f64f64f64i64i64strstri64i64i64i64strstrf64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64…f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64f64catu32u32f64
"B"27"healthy"null"DMSO_heart_11"null870.048176222.975912883.760337261.6162182"localhost240927060001""B02"1133"f07""12575616795011807720"-0.7513630.572923-0.3970760.280466-0.8420510.921933-0.808205-0.152162-0.5765621.018035-0.5559711.136591-1.010685-0.5808090.2962950.374481…0.776713-0.060115-0.478290.3697010.664598-0.595822-0.779385-1.104380.019679-0.0815760.8991310.1316130.288529-0.396068-1.4753140.1044750.6052910.480656-0.4181910.05484-0.245545-0.1946990.4491480.153167-1.314356-0.527268-0.28336-0.966427-0.0284670.0251320.5315590.161083-0.084311"DMSO_heart_11_louvain_3"324172018.837209
"B"27"healthy"null"DMSO_heart_11"null372.66513878.150612422.940605121.35725193"localhost240927060001""B02"1133"f08""3793444334871218055"-1.3159061.653718-0.660428-1.684414-0.408983-0.805361-1.386725-1.901982-0.170266-0.830062-1.194093-1.405091-1.373065-1.2947810.2794460.891917…0.260714-0.7253590.7992761.31090.5329340.0741060.4164851.0037630.552246-0.0052591.2983661.548535-0.770951-1.91123-0.873208-0.699423-0.794136-1.358924-0.085818-0.4332561.0408481.268080.7383580.875659-1.281228-0.035844-1.641539-1.781835-0.67462-0.054664-0.974624-1.1572791.004183"DMSO_heart_11_louvain_0"482172028.023256
"B"27"healthy"null"DMSO_heart_11"null691.469799396.812081683.988473379.093181135"localhost240927060001""B02"1144"f24""13106199485709533901"-0.831717-0.493455-0.3141251.206134-0.9952710.95686-0.597832-1.242007-0.676838-0.6976070.261978-0.954203-0.4651190.237499-1.585019-0.733386…-1.341247-0.772522-0.848805-0.711727-0.210759-0.5628230.2449870.010680.074030.112629-1.361163-1.7103520.3541250.124231-0.2048370.0483140.9033350.686618-0.2638990.594106-0.96627-0.7187250.013854-0.6305291.2530080.9785591.7245131.7410980.2040270.4151660.6953860.509317-0.669122"DMSO_heart_11_louvain_0"482172028.023256
"B"27"healthy"null"DMSO_heart_11"null658.817385176.3645656.476395192.96612171"localhost240927060001""B02"1155"f04""7290611366224905244"-0.7296282.007046-0.698666-0.80159-0.7044480.553221-0.655824-1.543914-0.336989-0.24697-0.756293-0.671515-1.237478-0.235575-1.6946290.086748…-0.0845320.5707310.412617-0.2221780.2269131.11128-1.537455-1.935402-0.9107210.2024150.8319070.771808-0.146304-0.354501-0.571405-0.5254621.4458411.4121821.004480.277911-0.996699-1.161237-0.5531920.01472-0.793306-0.84018-0.947567-0.750173-0.856654-0.524341-0.361560.09598-0.099079"DMSO_heart_11_louvain_3"324172018.837209
"B"27"healthy"null"DMSO_heart_11"null1031.77331687.4488341023.15870596.84995293"localhost240927060001""B02"2244"f08""13601323271362343116"-1.714346-2.535695-0.2005322.762689-0.6139780.1246890.33025-0.0384171.281422-0.987717-1.1240531.35118-0.382761-0.324415-2.406365-2.811065…1.2908731.6473380.5072651.0489530.574748-0.159257-0.5702050.79213-0.870146-2.6261830.0315591.241171-0.044313-0.2576330.132283-0.0047991.9277040.1031522.30752.455422-0.7011680.677342-1.218404-2.1899190.371659-0.508734-1.278283-1.529378-2.088097-0.929627-2.14462-2.4432221.224159"DMSO_heart_11_louvain_4"16917209.825581
" + ], + "text/plain": [ + "shape: (5, 499)\n", + "┌───────────┬───────────┬───────────┬───────────┬───┬───────────┬───────────┬───────────┬──────────┐\n", + "│ Metadata_ ┆ Metadata_ ┆ Metadata_ ┆ Metadata_ ┆ … ┆ Metadata_ ┆ Metadata_ ┆ Metadata_ ┆ Metadata │\n", + "│ WellRow ┆ WellCol ┆ heart_num ┆ cell_type ┆ ┆ cluster_i ┆ cluster_n ┆ treatment ┆ _cluster │\n", + "│ --- ┆ --- ┆ ber ┆ --- ┆ ┆ d ┆ _cells ┆ _n_cells ┆ _ratio │\n", + "│ str ┆ i64 ┆ --- ┆ str ┆ ┆ --- ┆ --- ┆ --- ┆ --- │\n", + "│ ┆ ┆ i64 ┆ ┆ ┆ cat ┆ u32 ┆ u32 ┆ f64 │\n", + "╞═══════════╪═══════════╪═══════════╪═══════════╪═══╪═══════════╪═══════════╪═══════════╪══════════╡\n", + "│ B ┆ 2 ┆ 7 ┆ healthy ┆ … ┆ DMSO_hear ┆ 324 ┆ 1720 ┆ 18.83720 │\n", + "│ ┆ ┆ ┆ ┆ ┆ t_11_louv ┆ ┆ ┆ 9 │\n", + "│ ┆ ┆ ┆ ┆ ┆ ain_3 ┆ ┆ ┆ │\n", + "│ B ┆ 2 ┆ 7 ┆ healthy ┆ … ┆ DMSO_hear ┆ 482 ┆ 1720 ┆ 28.02325 │\n", + "│ ┆ ┆ ┆ ┆ ┆ t_11_louv ┆ ┆ ┆ 6 │\n", + "│ ┆ ┆ ┆ ┆ ┆ ain_0 ┆ ┆ ┆ │\n", + "│ B ┆ 2 ┆ 7 ┆ healthy ┆ … ┆ DMSO_hear ┆ 482 ┆ 1720 ┆ 28.02325 │\n", + "│ ┆ ┆ ┆ ┆ ┆ t_11_louv ┆ ┆ ┆ 6 │\n", + "│ ┆ ┆ ┆ ┆ ┆ ain_0 ┆ ┆ ┆ │\n", + "│ B ┆ 2 ┆ 7 ┆ healthy ┆ … ┆ DMSO_hear ┆ 324 ┆ 1720 ┆ 18.83720 │\n", + "│ ┆ ┆ ┆ ┆ ┆ t_11_louv ┆ ┆ ┆ 9 │\n", + "│ ┆ ┆ ┆ ┆ ┆ ain_3 ┆ ┆ ┆ │\n", + "│ B ┆ 2 ┆ 7 ┆ healthy ┆ … ┆ DMSO_hear ┆ 169 ┆ 1720 ┆ 9.825581 │\n", + "│ ┆ ┆ ┆ ┆ ┆ t_11_louv ┆ ┆ ┆ │\n", + "│ ┆ ┆ ┆ ┆ ┆ ain_4 ┆ ┆ ┆ │\n", + "└───────────┴───────────┴───────────┴───────────┴───┴───────────┴───────────┴───────────┴──────────┘" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# replace DMSO in the \"Metadata_treatment\" column with with \"DMSO_heart_9\"\n", + "cfret_profiles = cfret_profiles.with_columns(\n", + " pl.when(pl.col(\"Metadata_treatment\") == \"DMSO\")\n", + " .then(pl.lit(\"DMSO_heart_9\"))\n", + " .otherwise(pl.col(\"Metadata_treatment\"))\n", + " .alias(\"Metadata_treatment\")\n", + ")\n", + "cfret_profiles.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "99b65770", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
\n", + "shape: (2, 3)
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i64strstr
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19"failing""dilated_cardiomyopathy"
" + ], + "text/plain": [ + "shape: (2, 3)\n", + "┌───────────────────────┬────────────────────┬─────────────────────────────┐\n", + "│ Metadata_heart_number ┆ Metadata_cell_type ┆ Metadata_heart_failure_type │\n", + "│ --- ┆ --- ┆ --- │\n", + "│ i64 ┆ str ┆ str │\n", + "╞═══════════════════════╪════════════════════╪═════════════════════════════╡\n", + "│ 7 ┆ healthy ┆ null │\n", + "│ 19 ┆ failing ┆ dilated_cardiomyopathy │\n", + "└───────────────────────┴────────────────────┴─────────────────────────────┘" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "cfret_profiles[\n", + " [\"Metadata_heart_number\", \"Metadata_cell_type\", \"Metadata_heart_failure_type\"]\n", + "].unique()" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "0559d9e8", + "metadata": {}, + "outputs": [], + "source": [ + "# top 5 compounds\n", + "lowest_ranked_compound = [\"UCD-0001844\"]\n", + "top5_compounds = [\n", + " \"UCD-0159283\",\n", + " \"UCD-0159257\",\n", + " \"UCD-0159258\",\n", + " \"UCD-0001016\",\n", + " \"UCD-0017999\",\n", + "]\n", + "poscon = \"DMSO_heart_11\" # this is the healthy CF cells control\n", + "\n", + "# filter the dataframe to top5 compounds and the positive control\n", + "negcon_profiels_df = cfret_profiles.filter(pl.col(\"Metadata_treatment\") == poscon)\n", + "cfret_profiles_top5 = cfret_profiles.filter(\n", + " pl.col(\"Metadata_treatment\").is_in(top5_compounds + lowest_ranked_compound)\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "8b6ae4da", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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strstrstrf64str
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"UCD-0159258""Cytoplasm""Cytoplasm_AreaShape_MajorAxisL…0.271384"AreaShape"
"UCD-0159258""Cytoplasm""Cytoplasm_AreaShape_Zernike_4_…0.126555"AreaShape"
"UCD-0159258""Cytoplasm""Cytoplasm_AreaShape_Zernike_5_…0.053286"AreaShape"
"UCD-0159258""Cytoplasm""Cytoplasm_AreaShape_Zernike_6_…0.288622"AreaShape"
" + ], + "text/plain": [ + "shape: (5, 5)\n", + "┌─────────────┬─────────────┬─────────────────────────────────┬───────────┬─────────────┐\n", + "│ treatment ┆ compartment ┆ feature ┆ emd_score ┆ measurement │\n", + "│ --- ┆ --- ┆ --- ┆ --- ┆ --- │\n", + "│ str ┆ str ┆ str ┆ f64 ┆ str │\n", + "╞═════════════╪═════════════╪═════════════════════════════════╪═══════════╪═════════════╡\n", + "│ UCD-0159258 ┆ Cytoplasm ┆ Cytoplasm_AreaShape_Area ┆ 0.998697 ┆ AreaShape │\n", + "│ UCD-0159258 ┆ Cytoplasm ┆ Cytoplasm_AreaShape_MajorAxisL… ┆ 0.271384 ┆ AreaShape │\n", + "│ UCD-0159258 ┆ Cytoplasm ┆ Cytoplasm_AreaShape_Zernike_4_… ┆ 0.126555 ┆ AreaShape │\n", + "│ UCD-0159258 ┆ Cytoplasm ┆ Cytoplasm_AreaShape_Zernike_5_… ┆ 0.053286 ┆ AreaShape │\n", + "│ UCD-0159258 ┆ Cytoplasm ┆ Cytoplasm_AreaShape_Zernike_6_… ┆ 0.288622 ┆ AreaShape │\n", + "└─────────────┴─────────────┴─────────────────────────────────┴───────────┴─────────────┘" + ] + }, + "execution_count": 9, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# calculate EMD scores per feature set of both profiles\n", + "feature_emd_scores = calculate_emd_per_treatment(\n", + " cfret_profiles_top5,\n", + " negcon_profiels_df,\n", + " cfret_feats,\n", + " treatment_col=\"Metadata_treatment\",\n", + ")\n", + "feature_emd_scores\n", + "\n", + "# Extract measurement type (second element after split)\n", + "feature_emd_scores = feature_emd_scores.with_columns(\n", + " pl.col(\"feature\").str.split(\"_\").list.get(1).alias(\"measurement\")\n", + ")\n", + "feature_emd_scores.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "4794d9a5", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
\n", + "shape: (18, 9)
treatmentcompartmentmean_emdmedian_emdstd_emdsem_emdmin_emdmax_emdn_features
strstrf64f64f64f64f64f64u32
"UCD-0001016""Cells"0.2949240.2209870.2567160.022260.0260451.477391133
"UCD-0001016""Cytoplasm"0.3316990.2559610.2515910.0215740.0320691.697175136
"UCD-0001016""Nuclei"0.2511820.176610.2137190.0149270.0314781.318134205
"UCD-0001844""Cells"0.9096620.5302170.9859990.0854970.060765.501433133
"UCD-0001844""Cytoplasm"1.1164440.6900161.1716710.100470.0614495.74974136
………………………
"UCD-0159258""Cytoplasm"0.4128620.2812230.3453360.0296120.0358662.006365136
"UCD-0159258""Nuclei"0.2436840.1976290.2085610.0145670.027361.612168205
"UCD-0159283""Cells"0.2149960.1917330.1289310.011180.0257430.59864133
"UCD-0159283""Cytoplasm"0.2254520.1814240.1634460.0140150.0292330.759162136
"UCD-0159283""Nuclei"0.1937210.1591580.1231380.00860.0228260.541559205
" + ], + "text/plain": [ + "shape: (18, 9)\n", + "┌────────────┬────────────┬──────────┬────────────┬───┬──────────┬──────────┬──────────┬───────────┐\n", + "│ treatment ┆ compartmen ┆ mean_emd ┆ median_emd ┆ … ┆ sem_emd ┆ min_emd ┆ max_emd ┆ n_feature │\n", + "│ --- ┆ t ┆ --- ┆ --- ┆ ┆ --- ┆ --- ┆ --- ┆ s │\n", + "│ str ┆ --- ┆ f64 ┆ f64 ┆ ┆ f64 ┆ f64 ┆ f64 ┆ --- │\n", + "│ ┆ str ┆ ┆ ┆ ┆ ┆ ┆ ┆ u32 │\n", + "╞════════════╪════════════╪══════════╪════════════╪═══╪══════════╪══════════╪══════════╪═══════════╡\n", + "│ UCD-000101 ┆ Cells ┆ 0.294924 ┆ 0.220987 ┆ … ┆ 0.02226 ┆ 0.026045 ┆ 1.477391 ┆ 133 │\n", + "│ 6 ┆ ┆ ┆ ┆ ┆ ┆ ┆ ┆ │\n", + "│ UCD-000101 ┆ Cytoplasm ┆ 0.331699 ┆ 0.255961 ┆ … ┆ 0.021574 ┆ 0.032069 ┆ 1.697175 ┆ 136 │\n", + "│ 6 ┆ ┆ ┆ ┆ ┆ ┆ ┆ ┆ │\n", + "│ UCD-000101 ┆ Nuclei ┆ 0.251182 ┆ 0.17661 ┆ … ┆ 0.014927 ┆ 0.031478 ┆ 1.318134 ┆ 205 │\n", + "│ 6 ┆ ┆ ┆ ┆ ┆ ┆ ┆ ┆ │\n", + "│ UCD-000184 ┆ Cells ┆ 0.909662 ┆ 0.530217 ┆ … ┆ 0.085497 ┆ 0.06076 ┆ 5.501433 ┆ 133 │\n", + "│ 4 ┆ ┆ ┆ ┆ ┆ ┆ ┆ ┆ │\n", + "│ UCD-000184 ┆ Cytoplasm ┆ 1.116444 ┆ 0.690016 ┆ … ┆ 0.10047 ┆ 0.061449 ┆ 5.74974 ┆ 136 │\n", + "│ 4 ┆ ┆ ┆ ┆ ┆ ┆ ┆ ┆ │\n", + "│ … ┆ … ┆ … ┆ … ┆ … ┆ … ┆ … ┆ … ┆ … │\n", + "│ UCD-015925 ┆ Cytoplasm ┆ 0.412862 ┆ 0.281223 ┆ … ┆ 0.029612 ┆ 0.035866 ┆ 2.006365 ┆ 136 │\n", + "│ 8 ┆ ┆ ┆ ┆ ┆ ┆ ┆ ┆ │\n", + "│ UCD-015925 ┆ Nuclei ┆ 0.243684 ┆ 0.197629 ┆ … ┆ 0.014567 ┆ 0.02736 ┆ 1.612168 ┆ 205 │\n", + "│ 8 ┆ ┆ ┆ ┆ ┆ ┆ ┆ ┆ │\n", + "│ UCD-015928 ┆ Cells ┆ 0.214996 ┆ 0.191733 ┆ … ┆ 0.01118 ┆ 0.025743 ┆ 0.59864 ┆ 133 │\n", + "│ 3 ┆ ┆ ┆ ┆ ┆ ┆ ┆ ┆ │\n", + "│ UCD-015928 ┆ Cytoplasm ┆ 0.225452 ┆ 0.181424 ┆ … ┆ 0.014015 ┆ 0.029233 ┆ 0.759162 ┆ 136 │\n", + "│ 3 ┆ ┆ ┆ ┆ ┆ ┆ ┆ ┆ │\n", + "│ UCD-015928 ┆ Nuclei ┆ 0.193721 ┆ 0.159158 ┆ … ┆ 0.0086 ┆ 0.022826 ┆ 0.541559 ┆ 205 │\n", + "│ 3 ┆ ┆ ┆ ┆ ┆ ┆ ┆ ┆ │\n", + "└────────────┴────────────┴──────────┴────────────┴───┴──────────┴──────────┴──────────┴───────────┘" + ] + }, + "execution_count": 10, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# make another dataframe where we group by treatment and take the aggregate score based on compartment\n", + "compartment_emd_scores = (\n", + " feature_emd_scores.group_by([\"treatment\", \"compartment\"])\n", + " .agg(\n", + " [\n", + " pl.col(\"emd_score\").mean().alias(\"mean_emd\"),\n", + " pl.col(\"emd_score\").median().alias(\"median_emd\"),\n", + " pl.col(\"emd_score\").std().alias(\"std_emd\"),\n", + " (pl.col(\"emd_score\").std() / pl.col(\"emd_score\").count().sqrt()).alias(\n", + " \"sem_emd\"\n", + " ),\n", + " pl.col(\"emd_score\").min().alias(\"min_emd\"),\n", + " pl.col(\"emd_score\").max().alias(\"max_emd\"),\n", + " pl.col(\"feature\").count().alias(\"n_features\"),\n", + " ]\n", + " )\n", + " .sort([\"treatment\", \"compartment\"])\n", + ")\n", + "\n", + "compartment_emd_scores" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "id": "3920be42", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Figure saved to: /home/erikserrano/Projects/buscar/notebooks/2.cfret-analysis/results/cfret-screen/compartment_emd_barplot.png\n" + ] + } + ], + "source": [ + "# Prepare data\n", + "plot_df = compartment_emd_scores.to_pandas()\n", + "\n", + "# Define treatment order\n", + "treatment_order = [\n", + " \"UCD-0159283\",\n", + " \"UCD-0159257\",\n", + " \"UCD-0159258\",\n", + " \"UCD-0001016\",\n", + " \"UCD-0017999\",\n", + "] + lowest_ranked_compound\n", + "\n", + "# Convert treatment to categorical with specified order\n", + "plot_df[\"treatment\"] = pd.Categorical(\n", + " plot_df[\"treatment\"], categories=treatment_order, ordered=True\n", + ")\n", + "\n", + "# Create publication-ready grouped bar plot using matplotlib\n", + "sns.set_style(\"whitegrid\")\n", + "sns.set_context(\"paper\", font_scale=1.3)\n", + "\n", + "# Create figure and axis\n", + "fig, ax = plt.subplots(figsize=(14, 6))\n", + "\n", + "# Define compartment colors and order\n", + "compartment_colors = {\"Cells\": \"#e74c3c\", \"Cytoplasm\": \"#2ecc71\", \"Nuclei\": \"#3498db\"}\n", + "compartment_order = [\"Cells\", \"Cytoplasm\", \"Nuclei\"]\n", + "\n", + "# Width of bars and positions\n", + "width = 0.25\n", + "x_pos = np.arange(len(treatment_order))\n", + "\n", + "# Create grouped bars with SEM error bars\n", + "for i, compartment in enumerate(compartment_order):\n", + " comp_data = plot_df[plot_df[\"compartment\"] == compartment].sort_values(\"treatment\")\n", + "\n", + " ax.bar(\n", + " x_pos + (i - 1) * width,\n", + " comp_data[\"mean_emd\"],\n", + " width,\n", + " label=compartment,\n", + " color=compartment_colors[compartment],\n", + " edgecolor=\"black\",\n", + " linewidth=1.2,\n", + " alpha=0.8,\n", + " yerr=comp_data[\"sem_emd\"], # Add SEM error bars\n", + " capsize=4,\n", + " error_kw={\"linewidth\": 1.5, \"ecolor\": \"black\", \"alpha\": 0.6},\n", + " )\n", + "\n", + "# Add vertical line to separate top 5 from worst compound\n", + "ax.axvline(x=4.5, color=\"red\", linestyle=\"--\", linewidth=2, alpha=0.7)\n", + "\n", + "# Customize plot\n", + "ax.set_xlabel(\"Treatment\", fontsize=14, fontweight=\"bold\")\n", + "ax.set_ylabel(\"Mean EMD Score\", fontsize=14, fontweight=\"bold\")\n", + "ax.set_title(\n", + " \"Compartment-Specific EMD Analysis\\nTop 5 Compounds vs Healthy Control\",\n", + " fontsize=16,\n", + " fontweight=\"bold\",\n", + " pad=20,\n", + ")\n", + "\n", + "# Set x-axis\n", + "ax.set_xticks(x_pos)\n", + "ax.set_xticklabels(treatment_order, rotation=45, ha=\"right\")\n", + "\n", + "# Legend\n", + "ax.legend(\n", + " title=\"Compartment\",\n", + " loc=\"upper left\",\n", + " frameon=True,\n", + " shadow=True,\n", + " fontsize=11,\n", + " title_fontsize=12,\n", + ")\n", + "\n", + "# Grid\n", + "ax.grid(True, alpha=0.3, axis=\"y\")\n", + "ax.set_axisbelow(True)\n", + "\n", + "plt.tight_layout()\n", + "fig_path = cfret_screen_dir / \"compartment_emd_barplot.png\"\n", + "plt.savefig(fig_path, dpi=300, bbox_inches=\"tight\")\n", + "plt.savefig(fig_path.with_suffix(\".pdf\"), bbox_inches=\"tight\")\n", + "plt.show()\n", + "\n", + "print(f\"Figure saved to: {fig_path}\")" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "id": "2ac372e4", + "metadata": {}, + "outputs": [], + "source": [ + "# next lets measure the on and off morphology signature scores\n", + "on_emd_scores = feature_emd_scores.filter(pl.col(\"feature\").is_in(on_sigs))\n", + "off_emd_scores = feature_emd_scores.filter(pl.col(\"feature\").is_in(off_sigs))\n", + "\n", + "# now aggregate both on and off emd scores by treatment and get the mean\n", + "on_sig_compartment_emd_scores = (\n", + " on_emd_scores.group_by([\"treatment\", \"compartment\"])\n", + " .agg(\n", + " [\n", + " pl.col(\"emd_score\").mean().alias(\"mean_emd\"),\n", + " pl.col(\"emd_score\").median().alias(\"median_emd\"),\n", + " pl.col(\"emd_score\").std().alias(\"std_emd\"),\n", + " (pl.col(\"emd_score\").std() / pl.col(\"emd_score\").count().sqrt()).alias(\n", + " \"sem_emd\"\n", + " ),\n", + " pl.col(\"emd_score\").min().alias(\"min_emd\"),\n", + " pl.col(\"emd_score\").max().alias(\"max_emd\"),\n", + " pl.col(\"emd_score\").count().alias(\"n_features\"), # This is the count\n", + " ]\n", + " )\n", + " .sort([\"treatment\", \"compartment\"])\n", + ")\n", + "\n", + "# now aggregate both on and off emd scores by treatment and get the mean\n", + "off_sig_compartment_emd_scores = (\n", + " off_emd_scores.group_by([\"treatment\", \"compartment\"])\n", + " .agg(\n", + " [\n", + " pl.col(\"emd_score\").mean().alias(\"mean_emd\"),\n", + " pl.col(\"emd_score\").median().alias(\"median_emd\"),\n", + " pl.col(\"emd_score\").std().alias(\"std_emd\"),\n", + " (pl.col(\"emd_score\").std() / pl.col(\"emd_score\").count().sqrt()).alias(\n", + " \"sem_emd\"\n", + " ),\n", + " pl.col(\"emd_score\").min().alias(\"min_emd\"), # Added missing min_emd\n", + " pl.col(\"emd_score\").max().alias(\"max_emd\"),\n", + " pl.col(\"emd_score\").count().alias(\"n_features\"), # This is the count\n", + " ]\n", + " )\n", + " .sort([\"treatment\", \"compartment\"])\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "id": "9ca24759", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Figure saved to: /home/erikserrano/Projects/buscar/notebooks/2.cfret-analysis/results/cfret-screen/on_off_signature_emd_barplot.png\n" + ] + } + ], + "source": [ + "# Prepare data for on and off signatures\n", + "on_plot_df = on_sig_compartment_emd_scores.to_pandas()\n", + "off_plot_df = off_sig_compartment_emd_scores.to_pandas()\n", + "\n", + "# Define treatment order\n", + "treatment_order = [\n", + " \"UCD-0159283\",\n", + " \"UCD-0159257\",\n", + " \"UCD-0159258\",\n", + " \"UCD-0001016\",\n", + " \"UCD-0017999\",\n", + "] + lowest_ranked_compound\n", + "\n", + "# Convert treatment to categorical with specified order\n", + "on_plot_df[\"treatment\"] = pd.Categorical(\n", + " on_plot_df[\"treatment\"], categories=treatment_order, ordered=True\n", + ")\n", + "off_plot_df[\"treatment\"] = pd.Categorical(\n", + " off_plot_df[\"treatment\"], categories=treatment_order, ordered=True\n", + ")\n", + "\n", + "# Create publication-ready grouped bar plots\n", + "sns.set_style(\"whitegrid\")\n", + "sns.set_context(\"paper\", font_scale=1.3)\n", + "\n", + "# Create figure with two subplots\n", + "fig, (ax1, ax2) = plt.subplots(2, 1, figsize=(14, 10), sharex=True)\n", + "\n", + "# Define compartment colors and order\n", + "compartment_colors = {\"Cells\": \"#e74c3c\", \"Cytoplasm\": \"#2ecc71\", \"Nuclei\": \"#3498db\"}\n", + "compartment_order = [\"Cells\", \"Cytoplasm\", \"Nuclei\"]\n", + "\n", + "# Width of bars and positions\n", + "width = 0.25\n", + "x_pos = np.arange(len(treatment_order))\n", + "\n", + "# Plot 1: ON signatures - GROUPED bars with SEM\n", + "for i, compartment in enumerate(compartment_order):\n", + " comp_data = on_plot_df[on_plot_df[\"compartment\"] == compartment].sort_values(\n", + " \"treatment\"\n", + " )\n", + "\n", + " ax1.bar(\n", + " x_pos + (i - 1) * width,\n", + " comp_data[\"mean_emd\"],\n", + " width,\n", + " label=compartment,\n", + " color=compartment_colors[compartment],\n", + " edgecolor=\"black\",\n", + " linewidth=1.2,\n", + " alpha=0.8,\n", + " yerr=comp_data[\"sem_emd\"],\n", + " capsize=4,\n", + " error_kw={\"linewidth\": 1.5, \"ecolor\": \"black\", \"alpha\": 0.6},\n", + " )\n", + "\n", + "# Add vertical line to separate top 5 from worst compound\n", + "ax1.axvline(x=4.5, color=\"red\", linestyle=\"--\", linewidth=2, alpha=0.7)\n", + "\n", + "ax1.set_xlabel(\"Treatment\", fontsize=20, fontweight=\"bold\")\n", + "ax1.set_ylabel(\"Mean EMD score\", fontsize=20, fontweight=\"bold\")\n", + "ax1.set_title(\"On morphology signatures\", fontsize=20, fontweight=\"bold\", pad=10)\n", + "ax1.legend(\n", + " title=\"Compartment\", loc=\"upper left\", frameon=True, shadow=True, fontsize=20\n", + ")\n", + "ax1.grid(True, alpha=0.3, axis=\"y\")\n", + "ax1.set_axisbelow(True)\n", + "ax1.set_xticks(x_pos)\n", + "ax1.tick_params(axis=\"both\", labelsize=20)\n", + "\n", + "# Plot 2: OFF signatures - GROUPED bars with SEM\n", + "for i, compartment in enumerate(compartment_order):\n", + " comp_data = off_plot_df[off_plot_df[\"compartment\"] == compartment].sort_values(\n", + " \"treatment\"\n", + " )\n", + "\n", + " ax2.bar(\n", + " x_pos + (i - 1) * width,\n", + " comp_data[\"mean_emd\"],\n", + " width,\n", + " label=compartment,\n", + " color=compartment_colors[compartment],\n", + " edgecolor=\"black\",\n", + " linewidth=1.2,\n", + " alpha=0.8,\n", + " yerr=comp_data[\"sem_emd\"],\n", + " capsize=4,\n", + " error_kw={\"linewidth\": 1.5, \"ecolor\": \"black\", \"alpha\": 0.6},\n", + " )\n", + "\n", + "# Add vertical line to separate top 5 from worst compound\n", + "ax2.axvline(x=4.5, color=\"red\", linestyle=\"--\", linewidth=2, alpha=0.7)\n", + "\n", + "ax2.set_xlabel(\"Treatment\", fontsize=20, fontweight=\"bold\")\n", + "ax2.set_ylabel(\"Mean EMD score\", fontsize=20, fontweight=\"bold\")\n", + "ax2.set_title(\"Off morphology signatures\", fontsize=20, fontweight=\"bold\", pad=10)\n", + "ax2.legend(\n", + " title=\"Compartment\", loc=\"upper left\", frameon=True, shadow=True, fontsize=20\n", + ")\n", + "ax2.grid(True, alpha=0.3, axis=\"y\")\n", + "ax2.set_axisbelow(True)\n", + "\n", + "# Set x-axis labels\n", + "ax2.set_xticks(x_pos)\n", + "ax2.set_xticklabels(treatment_order, rotation=45, ha=\"right\")\n", + "ax2.tick_params(axis=\"both\", labelsize=20)\n", + "\n", + "# Overall title\n", + "fig.suptitle(\n", + " \"Compartment specific EMD analysis: on vs off signatures\\ntop 5 and worst compound vs healthy control\",\n", + " fontsize=30,\n", + " fontweight=\"bold\",\n", + " y=0.995,\n", + ")\n", + "\n", + "plt.tight_layout()\n", + "fig_path = cfret_screen_dir / \"on_off_signature_emd_barplot.png\"\n", + "plt.savefig(fig_path, dpi=600, bbox_inches=\"tight\")\n", + "plt.savefig(fig_path.with_suffix(\".pdf\"), bbox_inches=\"tight\")\n", + "plt.show()\n", + "\n", + "print(f\"Figure saved to: {fig_path}\")" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "id": "05621d22", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Figure saved to: /home/erikserrano/Projects/buscar/notebooks/2.cfret-analysis/results/cfret-screen/signature_measurement_counts_by_treatment_grouped.png\n", + "\n", + "On signature measurement counts:\n", + "shape: (114, 4)\n", + "┌─────────────┬────────────────────┬─────────────┬────────────┐\n", + "│ treatment ┆ measurement ┆ compartment ┆ n_features │\n", + "│ --- ┆ --- ┆ --- ┆ --- │\n", + "│ str ┆ str ┆ str ┆ u32 │\n", + "╞═════════════╪════════════════════╪═════════════╪════════════╡\n", + "│ UCD-0001016 ┆ AreaShape ┆ Cells ┆ 21 │\n", + "│ UCD-0001016 ┆ AreaShape ┆ Cytoplasm ┆ 9 │\n", + "│ UCD-0001016 ┆ AreaShape ┆ Nuclei ┆ 27 │\n", + "│ UCD-0001016 ┆ Correlation ┆ Cells ┆ 16 │\n", + "│ UCD-0001016 ┆ Correlation ┆ Cytoplasm ┆ 13 │\n", + "│ … ┆ … ┆ … ┆ … │\n", + "│ UCD-0159283 ┆ RadialDistribution ┆ Cytoplasm ┆ 37 │\n", + "│ UCD-0159283 ┆ RadialDistribution ┆ Nuclei ┆ 39 │\n", + "│ UCD-0159283 ┆ Texture ┆ Cells ┆ 18 │\n", + "│ UCD-0159283 ┆ Texture ┆ Cytoplasm ┆ 31 │\n", + "│ UCD-0159283 ┆ Texture ┆ Nuclei ┆ 38 │\n", + "└─────────────┴────────────────────┴─────────────┴────────────┘\n", + "\n", + "Off signature measurement counts:\n", + "shape: (102, 4)\n", + "┌─────────────┬────────────────────┬─────────────┬────────────┐\n", + "│ treatment ┆ measurement ┆ compartment ┆ n_features │\n", + "│ --- ┆ --- ┆ --- ┆ --- │\n", + "│ str ┆ str ┆ str ┆ u32 │\n", + "╞═════════════╪════════════════════╪═════════════╪════════════╡\n", + "│ UCD-0001016 ┆ AreaShape ┆ Cells ┆ 7 │\n", + "│ UCD-0001016 ┆ AreaShape ┆ Cytoplasm ┆ 5 │\n", + "│ UCD-0001016 ┆ AreaShape ┆ Nuclei ┆ 9 │\n", + "│ UCD-0001016 ┆ Correlation ┆ Cells ┆ 2 │\n", + "│ UCD-0001016 ┆ Correlation ┆ Cytoplasm ┆ 3 │\n", + "│ … ┆ … ┆ … ┆ … │\n", + "│ UCD-0159283 ┆ RadialDistribution ┆ Cytoplasm ┆ 5 │\n", + "│ UCD-0159283 ┆ RadialDistribution ┆ Nuclei ┆ 10 │\n", + "│ UCD-0159283 ┆ Texture ┆ Cells ┆ 1 │\n", + "│ UCD-0159283 ┆ Texture ┆ Cytoplasm ┆ 2 │\n", + "│ UCD-0159283 ┆ Texture ┆ Nuclei ┆ 4 │\n", + "└─────────────┴────────────────────┴─────────────┴────────────┘\n" + ] + } + ], + "source": [ + "# Calculate counts per signature type, treatment, and measurement\n", + "on_measurement_counts = (\n", + " on_emd_scores.group_by([\"treatment\", \"measurement\", \"compartment\"])\n", + " .agg([pl.col(\"feature\").n_unique().alias(\"n_features\")])\n", + " .sort([\"treatment\", \"measurement\", \"compartment\"])\n", + ")\n", + "\n", + "off_measurement_counts = (\n", + " off_emd_scores.group_by([\"treatment\", \"measurement\", \"compartment\"])\n", + " .agg([pl.col(\"feature\").n_unique().alias(\"n_features\")])\n", + " .sort([\"treatment\", \"measurement\", \"compartment\"])\n", + ")\n", + "\n", + "# Prepare data for plotting\n", + "on_counts_df = on_measurement_counts.to_pandas()\n", + "off_counts_df = off_measurement_counts.to_pandas()\n", + "\n", + "# Define treatment order\n", + "treatment_order = [\n", + " \"UCD-0159283\",\n", + " \"UCD-0159257\",\n", + " \"UCD-0159258\",\n", + " \"UCD-0001016\",\n", + " \"UCD-0017999\",\n", + "] + lowest_ranked_compound\n", + "\n", + "# Define compartment colors and order\n", + "compartment_colors = {\"Cells\": \"#e74c3c\", \"Cytoplasm\": \"#2ecc71\", \"Nuclei\": \"#3498db\"}\n", + "compartment_order = [\"Cells\", \"Cytoplasm\", \"Nuclei\"]\n", + "\n", + "# Create publication-ready figure with HORIZONTAL layout (2 rows x 3 cols)\n", + "sns.set_style(\"whitegrid\")\n", + "sns.set_context(\"paper\", font_scale=1.0)\n", + "\n", + "fig, axes = plt.subplots(2, 3, figsize=(20, 12), sharey=True, sharex=True)\n", + "axes = axes.flatten()\n", + "\n", + "# Plot each treatment\n", + "for idx, treatment in enumerate(treatment_order):\n", + " ax = axes[idx]\n", + "\n", + " # Filter data for this treatment\n", + " on_treatment = on_counts_df[on_counts_df[\"treatment\"] == treatment]\n", + " off_treatment = off_counts_df[off_counts_df[\"treatment\"] == treatment]\n", + "\n", + " # Get all unique measurements for this treatment\n", + " measurements = sorted(\n", + " set(on_treatment[\"measurement\"].unique())\n", + " | set(off_treatment[\"measurement\"].unique())\n", + " )\n", + "\n", + " # Create separate data for On and Off signatures\n", + " y_pos_on = np.arange(len(measurements)) * 2 # Space for on signatures\n", + " y_pos_off = (\n", + " np.arange(len(measurements)) * 2 + 0.8\n", + " ) # Space for off signatures (offset)\n", + "\n", + " height = 0.25 # Height of each compartment bar\n", + "\n", + " # Plot ON signatures - grouped by compartment\n", + " for i, compartment in enumerate(compartment_order):\n", + " on_comp_counts = []\n", + " for measurement in measurements:\n", + " count = on_treatment[\n", + " (on_treatment[\"measurement\"] == measurement)\n", + " & (on_treatment[\"compartment\"] == compartment)\n", + " ][\"n_features\"].sum()\n", + " on_comp_counts.append(count)\n", + "\n", + " bars = ax.barh(\n", + " y_pos_on + (i - 1) * height,\n", + " on_comp_counts,\n", + " height=height,\n", + " label=f\"{compartment} (On)\" if idx == 0 else \"\",\n", + " color=compartment_colors[compartment],\n", + " edgecolor=\"black\",\n", + " linewidth=0.8,\n", + " alpha=0.8,\n", + " )\n", + "\n", + " # Add count labels\n", + " for bar, count in zip(bars, on_comp_counts):\n", + " if count > 0:\n", + " ax.text(\n", + " count,\n", + " bar.get_y() + bar.get_height() / 2.0,\n", + " f\"{int(count)}\",\n", + " ha=\"left\",\n", + " va=\"center\",\n", + " fontsize=7,\n", + " fontweight=\"bold\",\n", + " )\n", + "\n", + " # Plot OFF signatures - grouped by compartment\n", + " for i, compartment in enumerate(compartment_order):\n", + " off_comp_counts = []\n", + " for measurement in measurements:\n", + " count = off_treatment[\n", + " (off_treatment[\"measurement\"] == measurement)\n", + " & (off_treatment[\"compartment\"] == compartment)\n", + " ][\"n_features\"].sum()\n", + " off_comp_counts.append(count)\n", + "\n", + " bars = ax.barh(\n", + " y_pos_off + (i - 1) * height,\n", + " off_comp_counts,\n", + " height=height,\n", + " label=f\"{compartment} (Off)\" if idx == 0 else \"\",\n", + " color=compartment_colors[compartment],\n", + " edgecolor=\"black\",\n", + " linewidth=0.8,\n", + " alpha=0.4, # Lighter for off signatures\n", + " hatch=\"//\", # Pattern to distinguish from on\n", + " )\n", + "\n", + " # Add count labels\n", + " for bar, count in zip(bars, off_comp_counts):\n", + " if count > 0:\n", + " ax.text(\n", + " count,\n", + " bar.get_y() + bar.get_height() / 2.0,\n", + " f\"{int(count)}\",\n", + " ha=\"left\",\n", + " va=\"center\",\n", + " fontsize=7,\n", + " fontweight=\"bold\",\n", + " )\n", + "\n", + " # Set y-axis labels - show measurement names\n", + " y_ticks = (y_pos_on + y_pos_off) / 2 # Center between on and off\n", + " ax.set_yticks(y_ticks)\n", + " ax.set_yticklabels(measurements, fontsize=10)\n", + "\n", + " # Customize subplot\n", + " ax.set_xlabel(\"Number of features\", fontsize=11, fontweight=\"bold\")\n", + " ax.set_title(f\"{treatment}\", fontsize=13, fontweight=\"bold\", pad=10)\n", + " ax.grid(True, alpha=0.3, axis=\"x\")\n", + " ax.set_axisbelow(True)\n", + " ax.tick_params(axis=\"x\", labelsize=9)\n", + "\n", + " # Add legend only on first subplot\n", + " if idx == 0:\n", + " ax.legend(\n", + " loc=\"upper right\",\n", + " frameon=True,\n", + " shadow=True,\n", + " fontsize=8,\n", + " title=\"Compartment\",\n", + " title_fontsize=9,\n", + " ncol=2,\n", + " )\n", + "\n", + "# Overall title\n", + "fig.suptitle(\n", + " \"Measurement-specific feature counts in on vs off signatures per treatment\\n(Solid = On signatures, Hatched = Off signatures)\",\n", + " fontsize=16,\n", + " fontweight=\"bold\",\n", + " y=0.99,\n", + ")\n", + "\n", + "plt.tight_layout()\n", + "fig_path = cfret_screen_dir / \"signature_measurement_counts_by_treatment_grouped.png\"\n", + "plt.savefig(fig_path, dpi=600, bbox_inches=\"tight\")\n", + "plt.savefig(fig_path.with_suffix(\".pdf\"), bbox_inches=\"tight\")\n", + "plt.show()\n", + "\n", + "print(f\"Figure saved to: {fig_path}\")\n", + "print(\"\\nOn signature measurement counts:\")\n", + "print(on_measurement_counts)\n", + "print(\"\\nOff signature measurement counts:\")\n", + "print(off_measurement_counts)" + ] + }, + { + "cell_type": "code", + "execution_count": 36, + "id": "af94a9ff", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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rVq1UvXp1HT16VJJ09OhRPfvss6pfv76qV6+ubt26ac2aNVbbiI2N1fvvv6/OnTurdu3aqlOnjvr376+DBw9aLXfq1Cm5uLioVq1a6eosVKiQPDw80k3/66+/1Lt3b9WsWVOhoaGaMWOG1fzk5GR98skn6tatmx544AHVqlVLPXv21JYtW7I8zubNm6tGjRp68skndfjw4XT7tee4gdthNpstr52dna3+K0k///xzntcEAADyF7JCxsdJVnB8ixYtkqenp0qVKqVOnToxxjgAALgt3IlhsKioKLVu3Vru7u7q1KmTvvnmG+3du1c1atSwWm7x4sVKSkrSY489Jnd3d/n4+OjIkSPq0aOHSpQooQEDBsjLy0srVqzQ0KFDFRkZqdatW0u6cQXXzz//rHbt2ikwMFAXL17UggUL9OSTT2r58uUqUaKEJCkgIEAmk0nff/+9unbtarP2K1euqH///mrdurXat2+vVatWaeLEiapUqZKaNWsm6cZVWd999506deqk7t27KyEhQQsXLlT//v313XffqXLlylbbXLp0qRISEtSzZ08lJSXpf//7n55++mlFRUWpWLFikmT3cWeX2WzWLX+3Rjo32ufGH/fv/VvBCxcurGrVqmnfvn2KiIjQtGnTdPz4ccv86OhomUwmq3XMZrPS0tJkMpm4XT4LtJNttJF9aCfbcqON/vu7DsjMjXMps0wmk6Xjn8/P7SErkBXuHmbL7wAXFxeVLFlSrq6uOnjwoJYvX66ff/5Zv/76q2rXrm10oYbhvMU+tJNttJF9aCfbcquNON+DPW7NCjc/M9n57DiZzZyKGWXfvn165JFHNHv2bDVu3Fhms1lhYWFq06aNXnvtNUk3/lDasmVLFSpUSKtXr1aRIkUs6/fp00f//POPFi1aZLld3Gw2q0ePHrp8+bJWrVol6cYVTq6urlZXkUdHR6t9+/YaPHiwhg4dKkm6ePGiOnfurEuXLik4OFj169dXvXr11KxZMxUuXNiq9t69e2vbtm16//339fDDD1v206JFC9WpU0effvqpJFk+mLfezh4XF6f27durWbNmGjdunNVxFihQQD/99JMlLO3du1fdu3dXnz599Morr2TruO2VmJioAwcOaJo2KUZx2VoX96bto+arqkrp+eef1+TJk7Vt2zZdv35dtWvX1okTJxQdHa2mTZvq448/NrpUAMgztWrVkouLi9FlwAGZTCbt3r1bGzZs0OXLl9WpU6d0z42qXLmyvLy8DKrw7kRWICvcTW6ePw8ZMkS+vr7y8fGRJG3evFkRERGSpC5duuj11183skwAwB1EXkBGbmaFjRs36sKFC2rfvr08PT2tlrEnK3AnhoFuXjHUoEEDSTcedNahQwctW7ZMo0aNsvqH36ZNG6tQEhsbqy1btujZZ59VfHy81XabNm2qyMhInTt3TiVKlLAKBSaTSXFxcfLy8lJQUJD+/PNPy7xixYrp+++/15QpU/Tzzz9r/vz5mj9/vtzc3DRkyBA988wzVj2zXl5e6tKli+W9u7u7qlevrtOnT1umubi4WI4jLS1NcXFxSktLU7Vq1az2fVOrVq0soUSSatSooZo1a2rDhg165ZVXsnXc2VXAw0NezoTrzJllMqXJxcVZ9/qdGK4urvIt7Ku2bduqbdu2lunXr19XQECAJKlu3brphlMwm82Ki4uTt7c3V3pkgXayjTayD+1kW260kclk0h9//JHhvBdeeEHR0dG3U2KOBQYGatKkSYbsGxnz9/eXk5OTatasaXk+QmJiYobD/cA2sgJZ4W7i6uKiggUK6qGHHrL6HNSqVUtjxozRP//8o4SEhAyHI8svOG+xD+1kG21kH9rJttxqo8zyAlkBtypRooRMJpOqV6+uQoUKScpeVqATwyAmk0nLly9XgwYNrP5B16hRQ7NmzdLmzZvVtGlTy/TAwECr9U+dOiWz2axPPvlEn3zySYb7+Oeff1SiRAmlpaVp7ty5+vrrr9MNgePr62u1jr+/v8aOHasxY8boxIkT+vXXXzVjxgx9+umn8vf3V/fu3S3LlixZMt0vOR8fHx06dMhq2pIlSzRr1iwdP35cKSkpmR6TJJUrVy7dtPLly2vFihXZPu7scnJyEt9rWbnRPvnly9/JyUl79uxRxYoVVbhwYZlMJo0aNUpXrlyRJPXo0SPdFQZms1nOzs5ycXHJN+2UE7STbbSRfWgn2+50G0VHR+v4xvUqXbhQrm87K2evxkuhYbe1jTVr1uirr77Svn37lJiYKH9/fzVt2lR9+/ZVUFCQXduIjIzUrFmzLGO9b926VU899ZQWLlyo6tWr31Z9d6Mb51JOVn+Y5mq8nCErkBXuPjf+/U+cOFE9e/ZU2bJlJUmrV6/WP//8I0kKCgrK178TOG+xD+1kG21kH9rJNrJC5sgKue92swKdGAbZsmWLLly4oOXLl2v58uXp5kdFRVkFkwIFCljNT0tLkyT169dPoaGhGe7j5onj1KlT9cknn+iRRx7Rc889Jx8fHzk7O2vcuHHKbDQxJycnBQUFKSgoyHLb+rJly6yCiT0ftO+//16jRo1Sq1atFB4erqJFi8rFxUXTpk2zugrLXtk5buB2zZo1SzNnzlSFChUUExOjixcvSpKGDx+u+vXrG1wdADiG0oULaWbHFnm6z/Dla29r/YkTJ2rGjBlq27at3n77bRUpUkSnTp3SokWL9Pzzz2vp0qW5UyiQQ2QFssLdaurUqXr11VdVpkwZFSxY0PKA+IIFC2r48OHGFgcAyHNkBeQWOjEMEhUVpaJFi+qNN95IN2/16tVavXq1xo4dm+n6ZcqUkSS5ubmpcePGWe5r1apVatCggWVM2Zvi4uLk5+dns9YyZcrI29tbFy5csLlsRvsuU6aMJk+ebNWre3Mc3P86efJkumknTpywDOGTneMGblf9+vW1bt06HTt2TGazWQ888ICGDBmi8PBwo0sDAOTQhg0bNGPGDD3zzDN67rnnLNPr1aunRx55ROvWrTOwOuAGsgJZ4W71yiuvaOHChdq/f7+OHTumcuXKqUmTJnr99dcVEhJidHkAAGSJrOC4nG0vgtx2/fp1/fTTTwoLC1O7du3S/fTq1UsJCQlauzbznsOiRYuqfv36WrBggc6fP59u/qVLlyyvXVxc0l1FtWLFCp07d85q2p49e5SYmJhuW3v37lVsbKzdt0vd6uYVWLfuf8+ePdq9e3eGy//8889Wde3du1d79uzRgw8+KCl7xw3crqeeekr79+9XQkKCEhMTtX37djowAOAuN2vWLBUrVkzPPPNMhvObN28u6ca5y8yZM9W2bVtVq1ZNLVu21Jdffpnt/S1cuFAdO3ZUjRo11KBBA/Xo0UN79+69nUPAPY6sQFa4mw0cOFCrV6/W2bNndf36dR0/flzz5s2jAwMAcFcgKzgu7sQwwNq1a5WQkKAWLTK+napWrVoqUqSIli1bpho1amS6nTfffFM9e/ZU586d9dhjj6lMmTK6ePGidu/erZiYGC1btkySFBYWpilTpuiVV15R7dq1dfjwYUVFRVmuVLrp+++/V1RUlFq1aqVq1arJzc1NR48e1aJFi+Th4aHBgwdn+1jDwsL0008/aejQoQoLC1N0dLTmz5+vChUqZBiCypYtqx49eqhHjx5KTk7W3Llz5evrq/79+2f7uAEAAG6VmpqqnTt3qk2bNpYHT2fm3Xff1XfffafBgwerZs2a2rlzpyZOnCgPDw/16NHDrv39/vvveu2119SvXz81a9ZM169f1969e3X16tXcOBzco8gKZAUAAJD3yAqOjU4MAyxbtkweHh5q0qRJhvOdnZ0VFhamqKgoxcbGZrqdChUqaNGiRZo8ebKWLFmi2NhYFSlSRFWqVNHQoUMtyw0ePFjXrl1TVFSUfvzxR1WpUkXTpk3Thx9+aLW9xx9/XAUKFNCWLVu0du1axcfHy8/PT02aNNGgQYNUpUqVbB9rt27ddPHiRS1YsEC//vqrKlSooAkTJmjlypXatm1buuUffvhhOTs7a86cOfrnn39Uo0YNvf766/L398/2cQMAANwqNjZWycnJKl26dJbLnTp1SvPmzdPYsWP1+OOPS5IaN26s69eva8qUKXr88cfl7Gz7hua9e/fK19dXL7/8smVaWFjYbR0D7n1kBbICAADIe2QFx0YnhgGmTp1qc5n33ntP7733niTp0KFDmS5XpkwZvf/++1luy93dXS+//LLVPwpJ+t///mf1PiQkRC+99JLN2jJa96bx48dbvXdyctKgQYM0aNAgq+lZ/aPs27ev+vbtm+X+7TluAACAjNw69n5GfvvtN0lSmzZtlJqaapneuHFjzZgxQ3///bdlDP6sVKlSRbGxsRo1apQ6d+6sOnXqyNPT8/aKxz2PrEBWAAAAxiErOCY6MQAAAJAv+Pr6ysPDQ2fPns1yucuXL8tsNqthw4YZzrc3mDRq1EgffPCB5s6dq/DwcHl4eKht27Z69dVX5evrm5NDAAAAAHAHkBUcG50YAAAAyBdcXV1Vp04dbdmyRampqXJ1zfhU2MfHR05OTvr6668zHA83Ow8w7tKli7p06aJLly5pzZo1eu+99+Tq6qpx48bl+DgAAAAA5C6ygmOjEwP41+a3v9Nf0ceNLgMOIPlivDYn/KPHHnss2+umpKTYfAAUaCd73E4bBQYGatKkSblcEXBv6Nu3rwYOHKipU6dq2LBh6eZv2LBBjRo1knRjXNzMHq6cXUWKFFH37t31yy+/6NixY7myTQB5h6yQteSL8dp29YJlbPC8wjkPACA3kRUcF50YcAiBgYFZjuebFzwOX5TnkRhDa3B0ZpnlpKzHBrwXeEpyd3VR0u7t2V7XbDYrzcb4iaCd7JHTNjp7NV4KDcv9goBMnL0ar/Dla/N8n/Zf32StWbNm6t+/vyIjI/XXX3+pY8eO8vPzU3R0tBYtWqSrV69q6dKl6tWrl1566SWFh4erZs2aSklJ0YkTJ7R161Z99tl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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Calculate counts per signature type and measurement (aggregating across all treatments)\n", + "on_measurement_counts = (\n", + " on_emd_scores.group_by([\"measurement\", \"compartment\"])\n", + " .agg([pl.col(\"feature\").n_unique().alias(\"n_features\")])\n", + " .sort([\"measurement\", \"compartment\"])\n", + ")\n", + "\n", + "off_measurement_counts = (\n", + " off_emd_scores.group_by([\"measurement\", \"compartment\"])\n", + " .agg([pl.col(\"feature\").n_unique().alias(\"n_features\")])\n", + " .sort([\"measurement\", \"compartment\"])\n", + ")\n", + "\n", + "# Prepare data for plotting\n", + "on_counts_df = on_measurement_counts.to_pandas()\n", + "off_counts_df = off_measurement_counts.to_pandas()\n", + "\n", + "# Define compartment colors and order\n", + "compartment_colors = {\"Cells\": \"#e74c3c\", \"Cytoplasm\": \"#2ecc71\", \"Nuclei\": \"#3498db\"}\n", + "compartment_order = [\"Cells\", \"Cytoplasm\", \"Nuclei\"]\n", + "\n", + "# Create publication-ready figure with 2 subplots\n", + "sns.set_style(\"whitegrid\")\n", + "sns.set_context(\"paper\", font_scale=1.2)\n", + "\n", + "fig, (ax1, ax2) = plt.subplots(1, 2, figsize=(16, 10), sharex=True)\n", + "\n", + "# Get all unique measurements\n", + "all_measurements = sorted(\n", + " set(on_counts_df[\"measurement\"].unique())\n", + " | set(off_counts_df[\"measurement\"].unique())\n", + ")\n", + "\n", + "# Height of bars and positions\n", + "y_pos = np.arange(len(all_measurements))\n", + "height = 0.25\n", + "\n", + "# Plot 1: ON signatures (horizontal bars)\n", + "for i, compartment in enumerate(compartment_order):\n", + " on_comp_counts = []\n", + " for measurement in all_measurements:\n", + " count = on_counts_df[\n", + " (on_counts_df[\"measurement\"] == measurement)\n", + " & (on_counts_df[\"compartment\"] == compartment)\n", + " ][\"n_features\"].sum()\n", + " on_comp_counts.append(count)\n", + "\n", + " bars = ax1.barh(\n", + " y_pos + (i - 1) * height,\n", + " on_comp_counts,\n", + " height,\n", + " label=compartment,\n", + " color=compartment_colors[compartment],\n", + " edgecolor=\"black\",\n", + " linewidth=1.2,\n", + " alpha=0.8,\n", + " )\n", + "\n", + " # Add count labels\n", + " for bar, count in zip(bars, on_comp_counts):\n", + " if count > 0:\n", + " ax1.text(\n", + " count,\n", + " bar.get_y() + bar.get_height() / 2.0,\n", + " f\"{int(count)}\",\n", + " ha=\"left\",\n", + " va=\"center\",\n", + " fontsize=10,\n", + " fontweight=\"bold\",\n", + " color=\"black\",\n", + " )\n", + "\n", + "# Plot 2: OFF signatures (horizontal bars)\n", + "for i, compartment in enumerate(compartment_order):\n", + " off_comp_counts = []\n", + " for measurement in all_measurements:\n", + " count = off_counts_df[\n", + " (off_counts_df[\"measurement\"] == measurement)\n", + " & (off_counts_df[\"compartment\"] == compartment)\n", + " ][\"n_features\"].sum()\n", + " off_comp_counts.append(count)\n", + "\n", + " bars = ax2.barh(\n", + " y_pos + (i - 1) * height,\n", + " off_comp_counts,\n", + " height,\n", + " label=compartment,\n", + " color=compartment_colors[compartment],\n", + " edgecolor=\"black\",\n", + " linewidth=1.2,\n", + " alpha=0.8,\n", + " )\n", + "\n", + " # Add count labels\n", + " for bar, count in zip(bars, off_comp_counts):\n", + " if count > 0:\n", + " ax2.text(\n", + " count,\n", + " bar.get_y() + bar.get_height() / 2.0,\n", + " f\"{int(count)}\",\n", + " ha=\"left\",\n", + " va=\"center\",\n", + " fontsize=10,\n", + " fontweight=\"bold\",\n", + " color=\"black\",\n", + " )\n", + "\n", + "# Customize subplot 1 (ON signatures)\n", + "ax1.set_yticks(y_pos)\n", + "ax1.set_yticklabels(all_measurements, fontsize=12)\n", + "ax1.set_xlabel(\"Number of features\", fontsize=14, fontweight=\"bold\")\n", + "ax1.set_ylabel(\"Measurement type\", fontsize=14, fontweight=\"bold\")\n", + "ax1.set_title(\"On morphology signatures\", fontsize=16, fontweight=\"bold\", pad=15)\n", + "ax1.legend(\n", + " title=\"Compartment\",\n", + " loc=\"lower right\",\n", + " frameon=True,\n", + " shadow=True,\n", + " fontsize=11,\n", + " title_fontsize=12,\n", + ")\n", + "ax1.grid(True, alpha=0.3, axis=\"x\")\n", + "ax1.set_axisbelow(True)\n", + "\n", + "# Customize subplot 2 (OFF signatures)\n", + "ax2.set_yticks(y_pos)\n", + "ax2.set_yticklabels(all_measurements, fontsize=12)\n", + "ax2.set_xlabel(\"Number of features\", fontsize=14, fontweight=\"bold\")\n", + "ax2.set_title(\"Off morphology signatures\", fontsize=16, fontweight=\"bold\", pad=15)\n", + "ax2.legend(\n", + " title=\"Compartment\",\n", + " loc=\"lower right\",\n", + " frameon=True,\n", + " shadow=True,\n", + " fontsize=11,\n", + " title_fontsize=12,\n", + ")\n", + "ax2.grid(True, alpha=0.3, axis=\"x\")\n", + "ax2.set_axisbelow(True)\n", + "\n", + "# Overall title\n", + "fig.suptitle(\n", + " \"Measurement-specific feature counts in morphological signatures\",\n", + " fontsize=18,\n", + " fontweight=\"bold\",\n", + " y=0.98,\n", + ")\n", + "\n", + "plt.tight_layout()\n", + "fig_path = cfret_screen_dir / \"signature_measurement_counts_on_off.png\"\n", + "plt.savefig(fig_path, dpi=600, bbox_inches=\"tight\")\n", + "plt.savefig(fig_path.with_suffix(\".pdf\"), bbox_inches=\"tight\")\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "66383855", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "buscar", + "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": "3.12.11" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/notebooks/2.cfret-analysis/logs/cfret_moa_ap_score.tsv b/notebooks/2.cfret-analysis/logs/cfret_moa_ap_score.tsv new file mode 100644 index 0000000..5347691 --- /dev/null +++ b/notebooks/2.cfret-analysis/logs/cfret_moa_ap_score.tsv @@ -0,0 +1,45 @@ +pathway compound_id score +Others UCD-0159269 0.287212 +Others UCD-0001915 0.319652 +Others UCD-0159279 0.361912 +Others UCD-0159271 0.372589 +Others UCD-0159274 0.315057 +Others UCD-0159280 0.292997 +Others UCD-0159263 0.270287 +Others UCD-0001844 0.451599 +Others UCD-0159262 0.398510 +Others UCD-0001835 0.363487 +Others UCD-0159286 0.293436 +Others UCD-0159270 0.284690 +Others UCD-0001775 0.264537 +Others UCD-0159275 0.287860 +Others UCD-0159293 0.302403 +Others UCD-0159273 0.279514 +Others UCD-0159261 0.312391 +Apoptosis UCD-0159256 0.000000 +Neuronal Signaling UCD-0000450 0.615448 +Neuronal Signaling UCD-0018207 0.512963 +Neuronal Signaling UCD-0159265 0.573232 +Neuronal Signaling UCD-0001842 0.495370 +Neuronal Signaling UCD-0001016 0.395339 +Neuronal Signaling UCD-0001024 0.408333 +Neuronal Signaling UCD-0001014 0.453276 +Epigenetics UCD-0001921 0.000000 +MAPK UCD-0001808 0.046537 +MAPK UCD-0001804 0.042487 +MAPK UCD-0018179 0.051136 +Metabolism UCD-0159289 0.000000 +Angiogenesis UCD-0018131 0.039435 +Angiogenesis UCD-0001766 0.051957 +Angiogenesis UCD-0159258 0.041051 +PI3K/Akt/mTOR UCD-0001829 0.043478 +PI3K/Akt/mTOR UCD-0159259 0.333333 +Stem Cells & Wnt UCD-0159284 0.000000 +Endocrinology & Hormones UCD-0001801 0.136356 +Endocrinology & Hormones UCD-0001613 0.141636 +Endocrinology & Hormones UCD-0159283 0.178221 +Endocrinology & Hormones UCD-0001040 0.274405 +Endocrinology & Hormones UCD-0017999 0.118994 +DNA Damage UCD-0001810 0.133929 +DNA Damage UCD-0159285 0.137037 +DNA Damage UCD-0159257 0.205128 diff --git a/notebooks/2.cfret-analysis/nbconverted/2.cfret_screen_analysis.py b/notebooks/2.cfret-analysis/nbconverted/2.cfret_screen_analysis.py new file mode 100644 index 0000000..7bf1d4e --- /dev/null +++ b/notebooks/2.cfret-analysis/nbconverted/2.cfret_screen_analysis.py @@ -0,0 +1,288 @@ +#!/usr/bin/env python + +# # CFReT-Screen analysis +# +# In this notebook, we will be applying `buscar` to the CFReT initial screen. +# +# The resource for this dataset can be found [here](https://github.com/WayScience/targeted_fibrosis_drug_screen/tree/main/3.preprocessing_features) +# + +# In[ ]: + + +import json +import pathlib +import sys + +import matplotlib.pyplot as plt +import numpy as np +import polars as pl +import seaborn as sns + +sys.path.append("../../") +# from utils.metrics import measure_phenotypic_activity +from utils.data_utils import split_meta_and_features +from utils.heterogeneity import optimized_clustering +from utils.identify_hits import identify_compound_hit +from utils.io_utils import load_profiles +from utils.metrics import measure_phenotypic_activity +from utils.signatures import get_signatures + +# In[ ]: + + +# setting parameters +treatment_col = "Metadata_treatment" +treatment_heart_col = "Metadata_treatment_and_heart" + +# parameters used for clustering optimization +cfret_cluster_param_grid = { + # Clustering resolution: how granular the clusters should be + "cluster_resolution": {"type": "float", "low": 0.1, "high": 2.5}, + # Number of neighbors for graph construction + "n_neighbors": {"type": "int", "low": 10, "high": 100}, + # Clustering algorithm + "cluster_method": {"type": "categorical", "choices": ["leiden", "louvain"]}, + # Distance metric for neighbor computation + "neighbor_distance_metric": { + "type": "categorical", + "choices": ["euclidean", "cosine", "manhattan"], + }, + # Dimensionality reduction approach + "dim_reduction": {"type": "categorical", "choices": ["PCA", "raw"]}, +} + + +# setting paths + +# In[ ]: + + +# load in raw data from +cfret_data_dir = pathlib.Path( + "../0.download-data/data/sc-profiles/cfret-screen" +).resolve(strict=True) +cfret_profiles_path = (cfret_data_dir / "cfret_screen_concat_profiles.parquet").resolve( + strict=True +) + +# make results dir +results_dir = pathlib.Path("./results/cfret-screen").resolve() +results_dir.mkdir(parents=True, exist_ok=True) + + +# In[ ]: + + +# loading profiles +cfret_df = load_profiles(cfret_profiles_path) +cfret_screen_meta, cfret_screen_feats = split_meta_and_features(cfret_df) + +# updating the treatment name to reflect the heart source for DMSO in healthy cells +# this is our reference for healthy cells when measuring phenotypic activity +cfret_df = cfret_df.with_columns( + pl.when( + (pl.col("Metadata_treatment") == "DMSO") + & (pl.col("Metadata_cell_type") == "healthy") + ) + .then(pl.lit("DMSO_heart_11")) + .otherwise(pl.col("Metadata_treatment")) + .alias("Metadata_treatment") +) + +# Display data +cfret_df.head() + + +# ## Preprocessing + +# Filtering Treatments with Low Cell Counts: +# +# Treatments with low cell counts were removed from the analysis. This reduction in cell numbers is typically caused by cellular toxicity, which leads to cell death and consequently results in insufficient cell representation for downstream analysis. +# +# Low cell count treatments also pose challenges when assessing heterogeneity, as there are not enough data points to form meaningful clusters. To address this, highly toxic compounds with very few surviving cells were excluded from the BUSCAR analysis. +# +# A threshold of 10% was applied based on Scanpy documentation, which recommends having at least 15–100 data points to compute a reliable neighborhood graph. To validate this threshold, we generated a histogram of cell counts and marked the 10th percentile with a red line. Treatments falling below this threshold were removed and excluded from the BUSCAR pipeline. + +# In[ ]: + + +# count number of cells per Metadata_treatment and ensure 'count' is Int64 +counts = cfret_df["Metadata_treatment"].value_counts() +counts = counts.with_columns(pl.col("count").cast(pl.Int64)) +counts = counts.sort("count", descending=True) +counts = counts.to_pandas() + + +# In[ ]: + + +# using numpy to calculate 10th percentile +tenth_percentile = np.round(np.percentile(counts["count"], 10), 3) +print(f"10th percentile of cell counts: {tenth_percentile} cells") + + +# Plotting cell count distribution + +# In[ ]: + + +# setting seaborn style and figure size +sns.set(style="whitegrid") +plt.figure(figsize=(12, 6), dpi=200) + +# plot histogram with seaborn +ax = sns.histplot(data=counts, x="count", bins=100, color="skyblue", kde=True) + +# add 10th percentile vertical line and annotation (tenth_percentile already defined) +ax.axvline( + x=tenth_percentile, + color="red", + linestyle="--", + linewidth=2, + label=f"10th percentile ({int(tenth_percentile)} cells)", +) +ymin, ymax = ax.get_ylim() +ax.text( + tenth_percentile, + ymax * 0.9, + f"10th pct = {tenth_percentile:.0f}", + color="red", + rotation=90, + va="top", + ha="right", + backgroundcolor="white", +) + +# labeling the plot +ax.set_xlabel("Number of Cells") +ax.set_ylabel("Metadata_treatment") +ax.set_title("Cell Count per treeatment in CFRET screen") + +# adding legend +ax.legend() + +# adjust layout +plt.tight_layout() + +# save the plot +plt.savefig(results_dir / "cell_count_per_treatment_cfret_screen.png", dpi=500) + +# display plot +plt.show() + + +# Removing cells under those specific treatments + +# In[ ]: + + +# remove treatments with cell counts below the 10th percentile +kept_treatments = counts[counts["count"] >= tenth_percentile][ + "Metadata_treatment" +].tolist() +cfret_df = cfret_df.filter(pl.col("Metadata_treatment").is_in(kept_treatments)) + +# print the treatments that were removed +removed_treatments = counts[counts["count"] < tenth_percentile][ + "Metadata_treatment" +].tolist() +print( + "Removed treatments due to low cell counts (below 10th percentile):", + removed_treatments, +) + +cfret_df.head() + + +# ## Buscar pipeline + +# Get on and off signatures + +# In[ ]: + + +# once the data is loaded, separate the controls +# here we want the healthy DMSO cells to be the target since the screen consists +# of failing cells treated with compounds +ref_df = cfret_df.filter( + pl.col("Metadata_treatment") == "DMSO", pl.col("Metadata_cell_type") == "failing" +) +target_df = cfret_df.filter(pl.col("Metadata_treatment") == "DMSO_heart_11") + +# creating signatures +on_sigs, off_sigs, _ = get_signatures( + ref_profiles=ref_df, + exp_profiles=target_df, + morph_feats=cfret_screen_feats, + test_method="mann_whitney_u", +) + +print("length of on and off signatures:", len(on_sigs), len(off_sigs)) + + +# Assess heterogeneity + +# In[ ]: + + +# setting best params outputs +cfret_screen_treatment_best_params_outpath = ( + results_dir / "cfret_screen_treatment_clustering_params.json" +).resolve() +cfret_screen_treatment_cluster_df_outpath = ( + results_dir / "cfret_screen_treatment_clustered.parquet" +).resolve() + +# here we are clustering each treatment-heart combination +# this will allow us to see how each heart responds to each treatment +cfret_screen_treatment_clustered_df, cfret_screen_treatment_clustered_best_params = ( + optimized_clustering( + profiles=cfret_df, + meta_features=cfret_screen_meta, + morph_features=cfret_screen_feats, + treatment_col="Metadata_treatment", + param_grid=cfret_cluster_param_grid, + n_trials=200, + n_jobs=1, + ) +) + +# save best params as json and dataframe as parquet +cfret_screen_treatment_clustered_df.write_parquet( + cfret_screen_treatment_cluster_df_outpath +) +with open(cfret_screen_treatment_best_params_outpath, "w") as f: + json.dump( + cfret_screen_treatment_clustered_best_params, + f, + indent=4, + ) + + +# In[ ]: + + +treatment_phenotypic_dist_scores = measure_phenotypic_activity( + profiles=cfret_screen_treatment_clustered_df, + on_signature=on_sigs, + off_signature=off_sigs, + ref_treatment="DMSO_heart_11", + cluster_col="Metadata_cluster_id", +) + +# save those as csv files +treatment_phenotypic_dist_scores.write_csv( + results_dir / "cfret_screen_treatment_phenotypic_dist_scores.csv" +) + + +# In[ ]: + + +treatment_rankings = identify_compound_hit( + distance_df=treatment_phenotypic_dist_scores, method="weighted_sum" +) + +# save as csv files +treatment_rankings.write_csv(results_dir / "cfret_screen_treatment_rankings.csv") diff --git a/notebooks/2.cfret-analysis/nbconverted/4.CFReT-moa-analysis.py b/notebooks/2.cfret-analysis/nbconverted/4.CFReT-moa-analysis.py new file mode 100644 index 0000000..f87fcaf --- /dev/null +++ b/notebooks/2.cfret-analysis/nbconverted/4.CFReT-moa-analysis.py @@ -0,0 +1,200 @@ +#!/usr/bin/env python + +# In[8]: + + +import json +import pathlib +import sys + +import numpy as np +import polars as pl + +sys.path.append("../../") +from utils.data_utils import split_meta_and_features +from utils.identify_hits import identify_compound_hit +from utils.metrics import measure_phenotypic_activity +from utils.signatures import get_signatures + +# In[9]: + + +def average_precision(ranked_labels, expected_label): + """ + Calculate Average Precision (AP). + + For each position where expected_label appears, calculate: + - precision at that position = (# of matches so far) / (current position) + + Then average all these precision values. + + Example: ["path1", "path1", "path4", "path1", "path2"] with expected="path1" + - Position 1: path1 → 1/1 = 1.0 + - Position 2: path1 → 2/2 = 1.0 + - Position 3: path4 → skip + - Position 4: path1 → 3/4 = 0.75 + - Position 5: path2 → skip + AP = (1.0 + 1.0 + 0.75) / 3 = 0.917 + """ + precisions = [] + num_matches = 0 + + for position, label in enumerate(ranked_labels, start=1): + if label == expected_label: + num_matches += 1 + precision_at_position = num_matches / position + precisions.append(precision_at_position) + + if len(precisions) == 0: + return 0.0 + + ap = sum(precisions) / len(precisions) + return ap + + +# In[10]: + + +cfret_screen_path = pathlib.Path( + "results/cfret-screen/cfret_screen_treatment_clustered.parquet" +).resolve(strict=True) + +# results out dir +result_dir = pathlib.Path("results/cfret-screen").resolve(strict=True) +result_dir.mkdir(parents=True, exist_ok=True) + + +# In[11]: + + +# load profiles +cfret_df = pl.read_parquet(cfret_screen_path) +cfret_meta, cfret_feats = split_meta_and_features(cfret_df) + + +# In[12]: + + +# create a dictioanry where the Pathway is the key and the treatments are in a list value +pathway_treatments = ( + cfret_df.select(["Metadata_Pathway", "Metadata_treatment"]) + .filter(pl.col("Metadata_treatment").is_not_null()) # Remove None treatments + .unique() + .group_by("Metadata_Pathway") + .agg(pl.col("Metadata_treatment").alias("treatments")) + .to_dict(as_series=False) +) + +# Convert to a more usable dict format and remove None pathways +pathway_dict = { + pathway: treatments + for pathway, treatments in zip( + pathway_treatments["Metadata_Pathway"], pathway_treatments["treatments"] + ) + if pathway is not None # Also remove None pathways +} + + +# In[ ]: + + +# Create pathway metadata df +cfret_pathway_df = ( + cfret_df.select(["Metadata_Pathway", "Metadata_treatment"]) + .filter(pl.col("Metadata_treatment").is_not_null()) + .unique() +) + +# Create log directory +log_dir = pathlib.Path("./logs") +log_dir.mkdir(parents=True, exist_ok=True) +log_path = log_dir / "cfret_moa_ap_scores.log" + +# Iterate through each pathway and calculate AP +moa_scores = {} +for pathway, list_of_treatments in pathway_dict.items(): + print(f"Pathway: {pathway} Number of treatments: {len(list_of_treatments)}") + treatment_ap_scores = [] + + for i, treatment in enumerate(list_of_treatments, 1): + # loggin which treatment is being processed + print(f"\nProcessing treatment {i}/{len(list_of_treatments)}: {treatment}") + + # Creating signatures selecting DMSO_heart_11 as reference + print(" Creating signatures...") + ref_df = cfret_df.filter(pl.col("Metadata_treatment") == "DMSO_heart_11") + target_df = cfret_df.filter(pl.col("Metadata_treatment") == treatment) + on_sigs, off_sigs, _ = get_signatures( + ref_profiles=ref_df, + exp_profiles=target_df, + morph_feats=cfret_feats, + test_method="mann_whitney_u", + ) + + # Measure phenotypic activity using the selelected treatment as the reference + print(" Measuring phenotypic activity...") + treatment_phenotypic_dist_scores = measure_phenotypic_activity( + profiles=cfret_df, + on_signature=on_sigs, + off_signature=off_sigs, + ref_treatment=treatment, + cluster_col="Metadata_cluster_id", + ) + + # Identify compound hits + treatment_rankings = identify_compound_hit( + distance_df=treatment_phenotypic_dist_scores, method="weighted_sum" + ) + + # Merge pathway information with treatment rankings + print(" Merging pathway information...") + treatment_rankings = treatment_rankings.join( + cfret_pathway_df, + left_on="treatment", + right_on="Metadata_treatment", + how="left", + ) + + # Calculate average precision for the treatment + print(" Calculating average precision...") + treatment_ap_score = average_precision( + treatment_rankings["Metadata_Pathway"].to_list(), + expected_label=pathway, + ) + + print(f" AP Score: {treatment_ap_score:.3f}") + treatment_ap_scores.append(treatment_ap_score) + + # making a log file + with open(log_path, "a") as log_file: + log_file.write(f"{pathway}\t{treatment}\t{treatment_ap_score:.6f}\n") + + # Take mean and keep as float + mean_ap = np.mean(treatment_ap_scores) + moa_scores[pathway] = mean_ap + print(f"\n{'=' * 70}") + print(f"Pathway '{pathway}' Mean AP: {mean_ap:.3f}") + print(f"{'=' * 70}\n") + + +# In[ ]: + + +# write dictionary into a json file +moa_results_path = (result_dir / "cfret_moa_pathway_ap_scores.json").resolve( + strict=True +) +with open(moa_results_path, "w") as f: + json.dump(moa_scores, f, indent=4) + +# convert moa_scores to a dataframe +moa_scores_df = pl.DataFrame( + {"pathway": list(moa_scores.keys()), "ap_score": list(moa_scores.values())} +) + +# sort scores +moa_scores_df = moa_scores_df.sort("ap_score", reverse=True) + +# save scores to a csv file +moa_scores_path = (result_dir / "cfret_moa_pathway_ap_scores.csv").resolve(strict=True) +moa_scores_df.write_csv(moa_scores_path) diff --git a/notebooks/2.cfret-analysis/nohup.out b/notebooks/2.cfret-analysis/nohup.out new file mode 100644 index 0000000..f49cf15 --- /dev/null +++ b/notebooks/2.cfret-analysis/nohup.out @@ -0,0 +1,400 @@ +Traceback (most recent call last): + File "/home/erikserrano/Projects/buscar/notebooks/2.cfret-analysis/./nbconverted/4.CFReT-moa-analysis.py", line 11, in + import numpy as np +ModuleNotFoundError: No module named 'numpy' +Traceback (most recent call last): + File "/home/erikserrano/Projects/buscar/notebooks/2.cfret-analysis/./nbconverted/4.CFReT-moa-analysis.py", line 11, in + import numpy as np +ModuleNotFoundError: No module named 'numpy' +/home/erikserrano/Software/miniconda3/envs/buscar/lib/python3.12/site-packages/scanpy/_utils/__init__.py:33: FutureWarning: `__version__` is deprecated, use `importlib.metadata.version('anndata')` instead. + from anndata import __version__ as anndata_version +/home/erikserrano/Software/miniconda3/envs/buscar/lib/python3.12/site-packages/scanpy/__init__.py:24: FutureWarning: `__version__` is deprecated, use `importlib.metadata.version('anndata')` instead. + if Version(anndata.__version__) >= Version("0.11.0rc2"): +/home/erikserrano/Software/miniconda3/envs/buscar/lib/python3.12/site-packages/scanpy/readwrite.py:16: FutureWarning: `__version__` is deprecated, use `importlib.metadata.version('anndata')` instead. + if Version(anndata.__version__) >= Version("0.11.0rc2"): +/home/erikserrano/Software/miniconda3/envs/buscar/lib/python3.12/site-packages/louvain/__init__.py:54: UserWarning: pkg_resources is deprecated as an API. See https://setuptools.pypa.io/en/latest/pkg_resources.html. The pkg_resources package is slated for removal as early as 2025-11-30. Refrain from using this package or pin to Setuptools<81. + from pkg_resources import get_distribution, DistributionNotFound +Pathway: Others Number of treatments: 17 + +Processing treatment 1/17: UCD-0159269 + Creating signatures... + Measuring phenotypic activity... + Merging pathway information... + Calculating average precision... + AP Score: 0.287 + +Processing treatment 2/17: UCD-0001915 + Creating signatures... + Measuring phenotypic activity... + Merging pathway information... + Calculating average precision... + AP Score: 0.320 + +Processing treatment 3/17: UCD-0159279 + Creating signatures... + Measuring phenotypic activity... + Merging pathway information... + Calculating average precision... + AP Score: 0.362 + +Processing treatment 4/17: UCD-0159271 + Creating signatures... + Measuring phenotypic activity... + Merging pathway information... + Calculating average precision... + AP Score: 0.373 + +Processing treatment 5/17: UCD-0159274 + Creating signatures... + Measuring phenotypic activity... + Merging pathway information... + Calculating average precision... + AP Score: 0.315 + +Processing treatment 6/17: UCD-0159280 + Creating signatures... + Measuring phenotypic activity... + Merging pathway information... + Calculating average precision... + AP Score: 0.293 + +Processing treatment 7/17: UCD-0159263 + Creating signatures... + Measuring phenotypic activity... + Merging pathway information... + Calculating average precision... + AP Score: 0.270 + +Processing treatment 8/17: UCD-0001844 + Creating signatures... + Measuring phenotypic activity... + Merging pathway information... + Calculating average precision... + AP Score: 0.452 + +Processing treatment 9/17: UCD-0159262 + Creating signatures... + Measuring phenotypic activity... + Merging pathway information... + Calculating average precision... + AP Score: 0.399 + +Processing treatment 10/17: UCD-0001835 + Creating signatures... + Measuring phenotypic activity... + Merging pathway information... + Calculating average precision... + AP Score: 0.363 + +Processing treatment 11/17: UCD-0159286 + Creating signatures... + Measuring phenotypic activity... + Merging pathway information... + Calculating average precision... + AP Score: 0.293 + +Processing treatment 12/17: UCD-0159270 + Creating signatures... + Measuring phenotypic activity... + Merging pathway information... + Calculating average precision... + AP Score: 0.285 + +Processing treatment 13/17: UCD-0001775 + Creating signatures... + Measuring phenotypic activity... + Merging pathway information... + Calculating average precision... + AP Score: 0.265 + +Processing treatment 14/17: UCD-0159275 + Creating signatures... + Measuring phenotypic activity... + Merging pathway information... + Calculating average precision... + AP Score: 0.288 + +Processing treatment 15/17: UCD-0159293 + Creating signatures... + Measuring phenotypic activity... + Merging pathway information... + Calculating average precision... + AP Score: 0.302 + +Processing treatment 16/17: UCD-0159273 + Creating signatures... + Measuring phenotypic activity... + Merging pathway information... + Calculating average precision... + AP Score: 0.280 + +Processing treatment 17/17: UCD-0159261 + Creating signatures... + Measuring phenotypic activity... + Merging pathway information... + Calculating average precision... + AP Score: 0.312 + +====================================================================== +Pathway 'Others' Mean AP: 0.321 +====================================================================== + +Pathway: Apoptosis Number of treatments: 1 + +Processing treatment 1/1: UCD-0159256 + Creating signatures... + Measuring phenotypic activity... + Merging pathway information... + Calculating average precision... + AP Score: 0.000 + +====================================================================== +Pathway 'Apoptosis' Mean AP: 0.000 +====================================================================== + +Pathway: Neuronal Signaling Number of treatments: 7 + +Processing treatment 1/7: UCD-0000450 + Creating signatures... + Measuring phenotypic activity... + Merging pathway information... + Calculating average precision... + AP Score: 0.615 + +Processing treatment 2/7: UCD-0018207 + Creating signatures... + Measuring phenotypic activity... + Merging pathway information... + Calculating average precision... + AP Score: 0.513 + +Processing treatment 3/7: UCD-0159265 + Creating signatures... + Measuring phenotypic activity... + Merging pathway information... + Calculating average precision... + AP Score: 0.573 + +Processing treatment 4/7: UCD-0001842 + Creating signatures... + Measuring phenotypic activity... + Merging pathway information... + Calculating average precision... + AP Score: 0.495 + +Processing treatment 5/7: UCD-0001016 + Creating signatures... + Measuring phenotypic activity... + Merging pathway information... + Calculating average precision... + AP Score: 0.395 + +Processing treatment 6/7: UCD-0001024 + Creating signatures... + Measuring phenotypic activity... + Merging pathway information... + Calculating average precision... + AP Score: 0.408 + +Processing treatment 7/7: UCD-0001014 + Creating signatures... + Measuring phenotypic activity... + Merging pathway information... + Calculating average precision... + AP Score: 0.453 + +====================================================================== +Pathway 'Neuronal Signaling' Mean AP: 0.493 +====================================================================== + +Pathway: Epigenetics Number of treatments: 1 + +Processing treatment 1/1: UCD-0001921 + Creating signatures... + Measuring phenotypic activity... + Merging pathway information... + Calculating average precision... + AP Score: 0.000 + +====================================================================== +Pathway 'Epigenetics' Mean AP: 0.000 +====================================================================== + +Pathway: MAPK Number of treatments: 3 + +Processing treatment 1/3: UCD-0001808 + Creating signatures... + Measuring phenotypic activity... + Merging pathway information... + Calculating average precision... + AP Score: 0.047 + +Processing treatment 2/3: UCD-0001804 + Creating signatures... + Measuring phenotypic activity... + Merging pathway information... + Calculating average precision... + AP Score: 0.042 + +Processing treatment 3/3: UCD-0018179 + Creating signatures... + Measuring phenotypic activity... + Merging pathway information... + Calculating average precision... + AP Score: 0.051 + +====================================================================== +Pathway 'MAPK' Mean AP: 0.047 +====================================================================== + +Pathway: Metabolism Number of treatments: 1 + +Processing treatment 1/1: UCD-0159289 + Creating signatures... + Measuring phenotypic activity... + Merging pathway information... + Calculating average precision... + AP Score: 0.000 + +====================================================================== +Pathway 'Metabolism' Mean AP: 0.000 +====================================================================== + +Pathway: Angiogenesis Number of treatments: 3 + +Processing treatment 1/3: UCD-0018131 + Creating signatures... + Measuring phenotypic activity... + Merging pathway information... + Calculating average precision... + AP Score: 0.039 + +Processing treatment 2/3: UCD-0001766 + Creating signatures... + Measuring phenotypic activity... + Merging pathway information... + Calculating average precision... + AP Score: 0.052 + +Processing treatment 3/3: UCD-0159258 + Creating signatures... + Measuring phenotypic activity... + Merging pathway information... + Calculating average precision... + AP Score: 0.041 + +====================================================================== +Pathway 'Angiogenesis' Mean AP: 0.044 +====================================================================== + +Pathway: PI3K/Akt/mTOR Number of treatments: 2 + +Processing treatment 1/2: UCD-0001829 + Creating signatures... + Measuring phenotypic activity... + Merging pathway information... + Calculating average precision... + AP Score: 0.043 + +Processing treatment 2/2: UCD-0159259 + Creating signatures... + Measuring phenotypic activity... + Merging pathway information... + Calculating average precision... + AP Score: 0.333 + +====================================================================== +Pathway 'PI3K/Akt/mTOR' Mean AP: 0.188 +====================================================================== + +Pathway: Stem Cells & Wnt Number of treatments: 1 + +Processing treatment 1/1: UCD-0159284 + Creating signatures... + Measuring phenotypic activity... + Merging pathway information... + Calculating average precision... + AP Score: 0.000 + +====================================================================== +Pathway 'Stem Cells & Wnt' Mean AP: 0.000 +====================================================================== + +Pathway: Endocrinology & Hormones Number of treatments: 5 + +Processing treatment 1/5: UCD-0001801 + Creating signatures... + Measuring phenotypic activity... + Merging pathway information... + Calculating average precision... + AP Score: 0.136 + +Processing treatment 2/5: UCD-0001613 + Creating signatures... + Measuring phenotypic activity... + Merging pathway information... + Calculating average precision... + AP Score: 0.142 + +Processing treatment 3/5: UCD-0159283 + Creating signatures... + Measuring phenotypic activity... + Merging pathway information... + Calculating average precision... + AP Score: 0.178 + +Processing treatment 4/5: UCD-0001040 + Creating signatures... + Measuring phenotypic activity... + Merging pathway information... + Calculating average precision... + AP Score: 0.274 + +Processing treatment 5/5: UCD-0017999 + Creating signatures... + Measuring phenotypic activity... + Merging pathway information... + Calculating average precision... + AP Score: 0.119 + +====================================================================== +Pathway 'Endocrinology & Hormones' Mean AP: 0.170 +====================================================================== + +Pathway: DNA Damage Number of treatments: 3 + +Processing treatment 1/3: UCD-0001810 + Creating signatures... + Measuring phenotypic activity... + Merging pathway information... + Calculating average precision... + AP Score: 0.134 + +Processing treatment 2/3: UCD-0159285 + Creating signatures... + Measuring phenotypic activity... + Merging pathway information... + Calculating average precision... + AP Score: 0.137 + +Processing treatment 3/3: UCD-0159257 + Creating signatures... + Measuring phenotypic activity... + Merging pathway information... + Calculating average precision... + AP Score: 0.205 + +====================================================================== +Pathway 'DNA Damage' Mean AP: 0.159 +====================================================================== + +Traceback (most recent call last): + File "/home/erikserrano/Projects/buscar/notebooks/2.cfret-analysis/./nbconverted/4.CFReT-moa-analysis.py", line 187, in + moa_results_path = (result_dir / "cfret_moa_pathway_ap_scores.json").resolve(strict=True) + ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^ + File "/home/erikserrano/Software/miniconda3/envs/buscar/lib/python3.12/pathlib.py", line 1240, in resolve + s = self._flavour.realpath(self, strict=strict) + ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^ + File "", line 427, in realpath + File "", line 471, in _joinrealpath +FileNotFoundError: [Errno 2] No such file or directory: '/home/erikserrano/Projects/buscar/notebooks/2.cfret-analysis/results/cfret-screen/cfret_moa_pathway_ap_scores.json' diff --git a/notebooks/2.cfret-analysis/r_buscar_env.yaml b/notebooks/2.cfret-analysis/r_buscar_env.yaml new file mode 100644 index 0000000..4997164 --- /dev/null +++ b/notebooks/2.cfret-analysis/r_buscar_env.yaml @@ -0,0 +1,61 @@ +name: r_buscar +channels: + - conda-forge + - bioconda + - defaults +dependencies: + # R base and essentials + - r-base=4.3.* + - r-essentials + + # Data manipulation + - r-tidyverse=2.0.* + - r-dplyr=1.1.* + - r-tidyr=1.3.* + - r-readr=2.1.* + - r-tibble=3.2.* + - r-stringr=1.5.* + - r-purrr=1.0.* + + # Data I/O + - r-arrow=14.* # For reading parquet files + - r-data.table=1.14.* + - r-jsonlite=1.8.* + + # Plotting essentials + - r-ggplot2=3.4.* + - r-ggrepel=0.9.* # For better label placement + - r-patchwork=1.1.* # For combining plots + - r-cowplot=1.1.* # Publication-ready plots + - r-ggpubr=0.6.* # Publication-ready themes + - r-ggsci=3.0.* # Scientific journal color palettes + - r-scales=1.3.* # Scale functions for ggplot2 + - r-gridextra=2.3 # Arrange multiple plots + + # Advanced plotting + - r-pheatmap=1.0.* # Heatmaps + - r-complexheatmap # Advanced heatmaps (bioconda) + - r-viridis=0.6.* # Color palettes + - r-rcolorbrewer=1.1.* # Color palettes + - r-ggridges=0.5.* # Ridge plots + - r-plotly=4.10.* # Interactive plots + + # Statistical analysis + - r-mass=7.3.* + - r-car=3.1.* + - r-lme4=1.1.* + - r-emmeans=1.8.* + + # Bioinformatics (if needed) + - bioconductor-complexheatmap + + # Utilities + - r-here=1.0.* # Path management + - r-glue=1.6.* # String interpolation + - r-magrittr=2.0.* # Pipe operator + - r-devtools=2.4.* # Development tools + + # Jupyter support (optional, if using R notebooks) + - r-irkernel=1.3.* + - jupyter + - notebook diff --git a/output.png b/output.png new file mode 100644 index 0000000000000000000000000000000000000000..41c78f84cbeb8b39e3465ba2d3f095af37f9ac78 GIT binary patch literal 641411 zcmeFZXH=Khwmoc$F|j6MMTMw<(iIQ|1Y)BIh;)#qAksnU9ZS@R6hS~Kf=UxmkS^T@ z3J6FCX)3)-m;TO0PR_~skDL4T{c;`S-lL)Xo@ej1*P3&#x%Q2dCnQ%bXI#Ey$&yvl zQb!e+EMZu;WXX!7KmLIKlDe*~82=+|b4=Yv$?}|y{TVBRC30tM&YM}KK+YG+_& 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zk_(!daT%rX#voWuA6$Qf+(7#@t}UZfnSw@IG<~6^i7r-+F3>2&ljC9T1H%)|RrEpW zbf=_mqaX3}+4}p)>_%Vy?Azof{Q27 float: - """Calculate harmonic mean silhouette score across all treatments in clustered profiles. + """Calculate mean silhouette score across all treatments in clustered profiles. This function computes the silhouette score for each treatment group separately - and returns the harmonic mean score across all treatments. Treatments with too few cells + and returns the mean score across all treatments. Treatments with too few cells or only one cluster are skipped. If no valid scores can be computed, returns -1.0. These calculations are done within the optimized_clustering function to evaluate @@ -81,9 +83,10 @@ def calculate_hmean_silhouette_score( score = silhouette_score(features_matrix, cluster_labels) silhouette_scores.append(score) - # Return harmonic mean silhouette score across all treatments + # Return mean silhouette score across all treatments if silhouette_scores: - return hmean(silhouette_scores) + print("scores: ", silhouette_scores) + return np.mean(silhouette_scores) else: # If no valid scores, return a very low score to penalize this configuration return -1.0 @@ -221,7 +224,9 @@ def cluster_profiles( all_cluster_labels = [""] * len(profiles) # Iterate over unique treatments - for treatment in profiles.get_column(treatment_col).unique().to_list(): + + treatments = profiles.get_column(treatment_col).unique().to_list() + for treatment in tqdm(treatments, desc="Clustering treatments"): # Get indices for the current treatment treatment_mask = profiles.get_column(treatment_col) == treatment treatment_indices = np.where(treatment_mask.to_numpy())[0] @@ -393,7 +398,7 @@ def objective(trial: optuna.Trial): ) # Calculate and return harmonic mean silhouette score - return calculate_hmean_silhouette_score( + return calculate_mean_silhouette_score( clustered_profiles=clustered_profiles, morph_features=morph_features, treatment_col=treatment_col, From 486186419c9fbcbe0e34930433690da80741cb6b Mon Sep 17 00:00:00 2001 From: Erik Serrano Date: Tue, 11 Nov 2025 15:02:58 -0700 Subject: [PATCH 05/15] update --- notebooks/0.download-data/1.download-data.ipynb | 8 ++++++++ 1 file changed, 8 insertions(+) diff --git a/notebooks/0.download-data/1.download-data.ipynb b/notebooks/0.download-data/1.download-data.ipynb index de00dba..940ed6f 100644 --- a/notebooks/0.download-data/1.download-data.ipynb +++ b/notebooks/0.download-data/1.download-data.ipynb @@ -507,6 +507,14 @@ " output_path=output_path,\n", " )" ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "da89481a", + "metadata": {}, + "outputs": [], + "source": [] } ], "metadata": { From a1cdd058f3bd2f62eb3c5a5425250734b00e2e70 Mon Sep 17 00:00:00 2001 From: Erik Serrano Date: Tue, 11 Nov 2025 15:03:56 -0700 Subject: [PATCH 06/15] created new module 3.cfret-screen --- .../0.download-data/2.preprocessing.ipynb | 31 +- .../2.cfret_screen_analysis.ipynb | 558 ------------------ .../3.cfret-screen-ranking-analysis.ipynb | 0 .../4.CFReT-screen-moa-analysis.ipynb | 0 .../5.CFRet-screen-umap-embeddings.ipynb | 0 .../6.CFRet-screen-umap-plots.ipynb | 0 .../7.CFRet-screem-emd-analysis.ipynb | 0 7 files changed, 26 insertions(+), 563 deletions(-) delete mode 100644 notebooks/2.cfret-analysis/2.cfret_screen_analysis.ipynb rename notebooks/{2.cfret-analysis => 3.cfret-screen-analysis}/3.cfret-screen-ranking-analysis.ipynb (100%) rename notebooks/{2.cfret-analysis => 3.cfret-screen-analysis}/4.CFReT-screen-moa-analysis.ipynb (100%) rename notebooks/{2.cfret-analysis => 3.cfret-screen-analysis}/5.CFRet-screen-umap-embeddings.ipynb (100%) rename notebooks/{2.cfret-analysis => 3.cfret-screen-analysis}/6.CFRet-screen-umap-plots.ipynb (100%) rename notebooks/{2.cfret-analysis => 3.cfret-screen-analysis}/7.CFRet-screem-emd-analysis.ipynb (100%) diff --git a/notebooks/0.download-data/2.preprocessing.ipynb b/notebooks/0.download-data/2.preprocessing.ipynb index 1a53765..e813784 100644 --- a/notebooks/0.download-data/2.preprocessing.ipynb +++ b/notebooks/0.download-data/2.preprocessing.ipynb @@ -23,7 +23,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 2, "id": "0387feba", "metadata": {}, "outputs": [], @@ -51,7 +51,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 3, "id": "d0f8b798", "metadata": {}, "outputs": [], @@ -301,7 +301,8 @@ "\n", "# seting cfret-screen profiles paths\n", "cfret_screen_profiles_paths = [\n", - " path.resolve(strict=True) for path in cfret_screen_profiles_path.glob(\"*.parquet\")\n", + " path.resolve(strict=True)\n", + " for path in cfret_screen_profiles_path.glob(\"*_sc_feature_selected.parquet\")\n", "]\n", "\n", "# output directories\n", @@ -662,15 +663,32 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 10, "id": "83e0411f", "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "total shared features in cfret-screen profiles: 494\n", + "Loaded profile localhost240927060001_sc_feature_selected.parquet with shape (12397, 652)\n", + "Loaded profile localhost240928120001_sc_feature_selected.parquet with shape (12745, 641)\n", + "Loaded profile localhost240926150001_sc_feature_selected.parquet with shape (16566, 657)\n", + "Loaded profile localhost240927120001_sc_feature_selected.parquet with shape (12902, 684)\n", + "'Metadata_cell_id' column already exists in the DataFrame. Set force=True to overwrite the existing column.\n" + ] + } + ], "source": [ "# find shared features across cfret-screen profiles and load and concat them\n", "cfret_screen_shared_features = find_shared_features_across_parquets(\n", " cfret_screen_profiles_paths\n", ")\n", + "print(\n", + " \"total shared features in cfret-screen profiles:\", len(cfret_screen_shared_features)\n", + ")\n", + "\n", "cfret_screen_concat_profiles = load_and_concat_profiles(\n", " profile_dir=cfret_screen_profiles_path,\n", " shared_features=cfret_screen_shared_features,\n", @@ -703,6 +721,9 @@ " indent=4,\n", " )\n", "\n", + "# add cell id hash\n", + "cfret_screen_concat_profiles = add_cell_id_hash(cfret_screen_concat_profiles)\n", + "\n", "# save concatenated cfret-screen profiles\n", "cfret_screen_concat_profiles.write_parquet(\n", " cfret_screen_profiles_path / \"cfret_screen_concat_profiles.parquet\"\n", diff --git a/notebooks/2.cfret-analysis/2.cfret_screen_analysis.ipynb b/notebooks/2.cfret-analysis/2.cfret_screen_analysis.ipynb deleted file mode 100644 index aceeb44..0000000 --- a/notebooks/2.cfret-analysis/2.cfret_screen_analysis.ipynb +++ /dev/null @@ -1,558 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "id": "9ac3fc80", - "metadata": {}, - "source": [ - "# CFReT-Screen analysis\n", - "\n", - "In this notebook, we will be applying `buscar` to the CFReT initial screen.\n", - "\n", - "The resource for this dataset can be found [here](https://github.com/WayScience/targeted_fibrosis_drug_screen/tree/main/3.preprocessing_features)\n" - ] - }, - { - "cell_type": "code", - "execution_count": 1, - "id": "a052f353", - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/erikserrano/Software/miniconda3/envs/buscar/lib/python3.12/site-packages/scanpy/_utils/__init__.py:33: FutureWarning: `__version__` is deprecated, use `importlib.metadata.version('anndata')` instead.\n", - " from anndata import __version__ as anndata_version\n", - "/home/erikserrano/Software/miniconda3/envs/buscar/lib/python3.12/site-packages/scanpy/__init__.py:24: FutureWarning: `__version__` is deprecated, use `importlib.metadata.version('anndata')` instead.\n", - " if Version(anndata.__version__) >= Version(\"0.11.0rc2\"):\n", - "/home/erikserrano/Software/miniconda3/envs/buscar/lib/python3.12/site-packages/scanpy/readwrite.py:16: FutureWarning: `__version__` is deprecated, use `importlib.metadata.version('anndata')` instead.\n", - " if Version(anndata.__version__) >= Version(\"0.11.0rc2\"):\n", - "/home/erikserrano/Software/miniconda3/envs/buscar/lib/python3.12/site-packages/louvain/__init__.py:54: UserWarning: pkg_resources is deprecated as an API. See https://setuptools.pypa.io/en/latest/pkg_resources.html. The pkg_resources package is slated for removal as early as 2025-11-30. Refrain from using this package or pin to Setuptools<81.\n", - " from pkg_resources import get_distribution, DistributionNotFound\n" - ] - } - ], - "source": [ - "import sys\n", - "import json\n", - "import pathlib\n", - "\n", - "import numpy as np\n", - "import polars as pl\n", - "import seaborn as sns\n", - "import matplotlib.pyplot as plt\n", - "\n", - "sys.path.append(\"../../\")\n", - "from utils.io_utils import load_profiles\n", - "\n", - "# from utils.metrics import measure_phenotypic_activity\n", - "from utils.data_utils import split_meta_and_features\n", - "from utils.signatures import get_signatures\n", - "from utils.heterogeneity import optimized_clustering\n", - "from utils.metrics import measure_phenotypic_activity\n", - "from utils.identify_hits import identify_compound_hit" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "id": "e66b0c55", - "metadata": {}, - "outputs": [], - "source": [ - "# setting parameters\n", - "treatment_col = \"Metadata_treatment\"\n", - "treatment_heart_col = \"Metadata_treatment_and_heart\"\n", - "\n", - "# parameters used for clustering optimization\n", - "cfret_cluster_param_grid = {\n", - " # Clustering resolution: how granular the clusters should be\n", - " \"cluster_resolution\": {\"type\": \"float\", \"low\": 0.1, \"high\": 2.5},\n", - " # Number of neighbors for graph construction\n", - " \"n_neighbors\": {\"type\": \"int\", \"low\": 10, \"high\": 100},\n", - " # Clustering algorithm\n", - " \"cluster_method\": {\"type\": \"categorical\", \"choices\": [\"leiden\", \"louvain\"]},\n", - " # Distance metric for neighbor computation\n", - " \"neighbor_distance_metric\": {\n", - " \"type\": \"categorical\",\n", - " \"choices\": [\"euclidean\", \"cosine\", \"manhattan\"],\n", - " },\n", - " # Dimensionality reduction approach\n", - " \"dim_reduction\": {\"type\": \"categorical\", \"choices\": [\"PCA\", \"raw\"]},\n", - "}" - ] - }, - { - "cell_type": "markdown", - "id": "6ea34b95", - "metadata": {}, - "source": [ - "setting paths" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "id": "61c684d4", - "metadata": {}, - "outputs": [], - "source": [ - "# load in raw data from\n", - "cfret_data_dir = pathlib.Path(\n", - " \"../0.download-data/data/sc-profiles/cfret-screen\"\n", - ").resolve(strict=True)\n", - "cfret_profiles_path = (cfret_data_dir / \"cfret_screen_concat_profiles.parquet\").resolve(\n", - " strict=True\n", - ")\n", - "\n", - "# make results dir\n", - "results_dir = pathlib.Path(\"./results/cfret-screen\").resolve()\n", - "results_dir.mkdir(parents=True, exist_ok=True)" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "id": "d46f7bb0", - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "

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" - ], - "text/plain": [ - "shape: (5, 495)\n", - "┌───────────┬───────────┬───────────┬───────────┬───┬───────────┬───────────┬───────────┬──────────┐\n", - "│ Metadata_ ┆ Metadata_ ┆ Metadata_ ┆ Metadata_ ┆ … ┆ Nuclei_Te ┆ Nuclei_Te ┆ Nuclei_Te ┆ Nuclei_T │\n", - "│ WellRow ┆ WellCol ┆ heart_num ┆ cell_type ┆ ┆ xture_Inv ┆ xture_Inv ┆ xture_Inv ┆ exture_S │\n", - "│ --- ┆ --- ┆ ber ┆ --- ┆ ┆ erseDiffe ┆ erseDiffe ┆ erseDiffe ┆ umEntrop │\n", - "│ str ┆ i64 ┆ --- ┆ str ┆ ┆ ren… ┆ ren… ┆ ren… ┆ y_PM_3… │\n", - "│ ┆ ┆ i64 ┆ ┆ ┆ --- ┆ --- ┆ --- ┆ --- │\n", - "│ ┆ ┆ ┆ ┆ ┆ f64 ┆ f64 ┆ f64 ┆ f64 │\n", - "╞═══════════╪═══════════╪═══════════╪═══════════╪═══╪═══════════╪═══════════╪═══════════╪══════════╡\n", - "│ B ┆ 2 ┆ 7 ┆ healthy ┆ … ┆ 0.025132 ┆ 0.531559 ┆ 0.161083 ┆ -0.08431 │\n", - "│ ┆ ┆ ┆ ┆ ┆ ┆ ┆ ┆ 1 │\n", - "│ B ┆ 2 ┆ 7 ┆ healthy ┆ … ┆ -0.054664 ┆ -0.974624 ┆ -1.157279 ┆ 1.004183 │\n", - "│ B ┆ 2 ┆ 7 ┆ healthy ┆ … ┆ 0.415166 ┆ 0.695386 ┆ 0.509317 ┆ -0.66912 │\n", - "│ ┆ ┆ ┆ ┆ ┆ ┆ ┆ ┆ 2 │\n", - "│ B ┆ 2 ┆ 7 ┆ healthy ┆ … ┆ -0.524341 ┆ -0.36156 ┆ 0.09598 ┆ -0.09907 │\n", - "│ ┆ ┆ ┆ ┆ ┆ ┆ ┆ ┆ 9 │\n", - "│ B ┆ 2 ┆ 7 ┆ healthy ┆ … ┆ -0.929627 ┆ -2.14462 ┆ -2.443222 ┆ 1.224159 │\n", - "└───────────┴───────────┴───────────┴───────────┴───┴───────────┴───────────┴───────────┴──────────┘" - ] - }, - "execution_count": 4, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# loading profiles\n", - "cfret_df = load_profiles(cfret_profiles_path)\n", - "cfret_screen_meta, cfret_screen_feats = split_meta_and_features(cfret_df)\n", - "\n", - "# updating the treatment name to reflect the heart source for DMSO in healthy cells\n", - "# this is our reference for healthy cells when measuring phenotypic activity\n", - "cfret_df = cfret_df.with_columns(\n", - " pl.when(\n", - " (pl.col(\"Metadata_treatment\") == \"DMSO\")\n", - " & (pl.col(\"Metadata_cell_type\") == \"healthy\")\n", - " )\n", - " .then(pl.lit(\"DMSO_heart_11\"))\n", - " .otherwise(pl.col(\"Metadata_treatment\"))\n", - " .alias(\"Metadata_treatment\")\n", - ")\n", - "\n", - "# Display data\n", - "cfret_df.head()" - ] - }, - { - "cell_type": "markdown", - "id": "d33e33a9", - "metadata": {}, - "source": [ - "## Preprocessing" - ] - }, - { - "cell_type": "markdown", - "id": "7b3fc684", - "metadata": {}, - "source": [ - "Filtering Treatments with Low Cell Counts:\n", - "\n", - "Treatments with low cell counts were removed from the analysis. This reduction in cell numbers is typically caused by cellular toxicity, which leads to cell death and consequently results in insufficient cell representation for downstream analysis.\n", - "\n", - "Low cell count treatments also pose challenges when assessing heterogeneity, as there are not enough data points to form meaningful clusters. To address this, highly toxic compounds with very few surviving cells were excluded from the BUSCAR analysis.\n", - "\n", - "A threshold of 10% was applied based on Scanpy documentation, which recommends having at least 15–100 data points to compute a reliable neighborhood graph. To validate this threshold, we generated a histogram of cell counts and marked the 10th percentile with a red line. Treatments falling below this threshold were removed and excluded from the BUSCAR pipeline." - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "id": "a3535dba", - "metadata": {}, - "outputs": [], - "source": [ - "# count number of cells per Metadata_treatment and ensure 'count' is Int64\n", - "counts = cfret_df[\"Metadata_treatment\"].value_counts()\n", - "counts = counts.with_columns(pl.col(\"count\").cast(pl.Int64))\n", - "counts = counts.sort(\"count\", descending=True)\n", - "counts = counts.to_pandas()" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "id": "146c965b", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "10th percentile of cell counts: 23.3 cells\n" - ] - } - ], - "source": [ - "# using numpy to calculate 10th percentile\n", - "tenth_percentile = np.round(np.percentile(counts[\"count\"], 10), 3)\n", - "print(f\"10th percentile of cell counts: {tenth_percentile} cells\")" - ] - }, - { - "cell_type": "markdown", - "id": "50867f87", - "metadata": {}, - "source": [ - "Plotting cell count distribution" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "id": "3d6fd55b", - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# setting seaborn style and figure size\n", - "sns.set(style=\"whitegrid\")\n", - "plt.figure(figsize=(12, 6), dpi=200)\n", - "\n", - "# plot histogram with seaborn\n", - "ax = sns.histplot(data=counts, x=\"count\", bins=100, color=\"skyblue\", kde=True)\n", - "\n", - "# add 10th percentile vertical line and annotation (tenth_percentile already defined)\n", - "ax.axvline(\n", - " x=tenth_percentile,\n", - " color=\"red\",\n", - " linestyle=\"--\",\n", - " linewidth=2,\n", - " label=f\"10th percentile ({int(tenth_percentile)} cells)\",\n", - ")\n", - "ymin, ymax = ax.get_ylim()\n", - "ax.text(\n", - " tenth_percentile,\n", - " ymax * 0.9,\n", - " f\"10th pct = {tenth_percentile:.0f}\",\n", - " color=\"red\",\n", - " rotation=90,\n", - " va=\"top\",\n", - " ha=\"right\",\n", - " backgroundcolor=\"white\",\n", - ")\n", - "\n", - "# labeling the plot\n", - "ax.set_xlabel(\"Number of Cells\")\n", - "ax.set_ylabel(\"Metadata_treatment\")\n", - "ax.set_title(\"Cell Count per treeatment in CFRET screen\")\n", - "\n", - "# adding legend\n", - "ax.legend()\n", - "\n", - "# adjust layout\n", - "plt.tight_layout()\n", - "\n", - "# save the plot\n", - "plt.savefig(results_dir / \"cell_count_per_treatment_cfret_screen.png\", dpi=500)\n", - "\n", - "# display plot\n", - "plt.show()" - ] - }, - { - "cell_type": "markdown", - "id": "66ed5921", - "metadata": {}, - "source": [ - "Removing cells under those specific treatments" - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "id": "d8d45e76", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Removed treatments due to low cell counts (below 10th percentile): ['UCD-0159290', 'UCD-0159264', 'UCD-0001783', 'UCD-0001792', 'UCD-0018091', 'UCD-0000721']\n" - ] - }, - { - "data": { - "text/html": [ - "
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" - ], - "text/plain": [ - "shape: (5, 495)\n", - "┌───────────┬───────────┬───────────┬───────────┬───┬───────────┬───────────┬───────────┬──────────┐\n", - "│ Metadata_ ┆ Metadata_ ┆ Metadata_ ┆ Metadata_ ┆ … ┆ Nuclei_Te ┆ Nuclei_Te ┆ Nuclei_Te ┆ Nuclei_T │\n", - "│ WellRow ┆ WellCol ┆ heart_num ┆ cell_type ┆ ┆ xture_Inv ┆ xture_Inv ┆ xture_Inv ┆ exture_S │\n", - "│ --- ┆ --- ┆ ber ┆ --- ┆ ┆ erseDiffe ┆ erseDiffe ┆ erseDiffe ┆ umEntrop │\n", - "│ str ┆ i64 ┆ --- ┆ str ┆ ┆ ren… ┆ ren… ┆ ren… ┆ y_PM_3… │\n", - "│ ┆ ┆ i64 ┆ ┆ ┆ --- ┆ --- ┆ --- ┆ --- │\n", - "│ ┆ ┆ ┆ ┆ ┆ f64 ┆ f64 ┆ f64 ┆ f64 │\n", - "╞═══════════╪═══════════╪═══════════╪═══════════╪═══╪═══════════╪═══════════╪═══════════╪══════════╡\n", - "│ B ┆ 2 ┆ 7 ┆ healthy ┆ … ┆ 0.025132 ┆ 0.531559 ┆ 0.161083 ┆ -0.08431 │\n", - "│ ┆ ┆ ┆ ┆ ┆ ┆ ┆ ┆ 1 │\n", - "│ B ┆ 2 ┆ 7 ┆ healthy ┆ … ┆ -0.054664 ┆ -0.974624 ┆ -1.157279 ┆ 1.004183 │\n", - "│ B ┆ 2 ┆ 7 ┆ healthy ┆ … ┆ 0.415166 ┆ 0.695386 ┆ 0.509317 ┆ -0.66912 │\n", - "│ ┆ ┆ ┆ ┆ ┆ ┆ ┆ ┆ 2 │\n", - "│ B ┆ 2 ┆ 7 ┆ healthy ┆ … ┆ -0.524341 ┆ -0.36156 ┆ 0.09598 ┆ -0.09907 │\n", - "│ ┆ ┆ ┆ ┆ ┆ ┆ ┆ ┆ 9 │\n", - "│ B ┆ 2 ┆ 7 ┆ healthy ┆ … ┆ -0.929627 ┆ -2.14462 ┆ -2.443222 ┆ 1.224159 │\n", - "└───────────┴───────────┴───────────┴───────────┴───┴───────────┴───────────┴───────────┴──────────┘" - ] - }, - "execution_count": 8, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# remove treatments with cell counts below the 10th percentile\n", - "kept_treatments = counts[counts[\"count\"] >= tenth_percentile][\n", - " \"Metadata_treatment\"\n", - "].tolist()\n", - "cfret_df = cfret_df.filter(pl.col(\"Metadata_treatment\").is_in(kept_treatments))\n", - "\n", - "# print the treatments that were removed\n", - "removed_treatments = counts[counts[\"count\"] < tenth_percentile][\n", - " \"Metadata_treatment\"\n", - "].tolist()\n", - "print(\n", - " \"Removed treatments due to low cell counts (below 10th percentile):\",\n", - " removed_treatments,\n", - ")\n", - "\n", - "cfret_df.head()" - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "id": "792d8d88", - "metadata": {}, - "outputs": [], - "source": [ - "# save the treatment and pathway metadata" - ] - }, - { - "cell_type": "markdown", - "id": "0a1a597a", - "metadata": {}, - "source": [ - "## Buscar pipeline" - ] - }, - { - "cell_type": "markdown", - "id": "045a19d1", - "metadata": {}, - "source": [ - "Get on and off signatures" - ] - }, - { - "cell_type": "code", - "execution_count": 10, - "id": "437ca668", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "length of on and off signatures: 405 69\n" - ] - } - ], - "source": [ - "# once the data is loaded, separate the controls\n", - "# here we want the healthy DMSO cells to be the target since the screen consists\n", - "# of failing cells treated with compounds\n", - "ref_df = cfret_df.filter(\n", - " pl.col(\"Metadata_treatment\") == \"DMSO\", pl.col(\"Metadata_cell_type\") == \"failing\"\n", - ")\n", - "target_df = cfret_df.filter(pl.col(\"Metadata_treatment\") == \"DMSO_heart_11\")\n", - "\n", - "# creating signatures\n", - "on_sigs, off_sigs, _ = get_signatures(\n", - " ref_profiles=ref_df,\n", - " exp_profiles=target_df,\n", - " morph_feats=cfret_screen_feats,\n", - " test_method=\"mann_whitney_u\",\n", - ")\n", - "\n", - "print(\"length of on and off signatures:\", len(on_sigs), len(off_sigs))\n", - "\n", - "# save signatures\n", - "signatures_dir = results_dir / \"CFRet-screen-signatures.json\"\n", - "with open(signatures_dir, \"w\") as sig_file:\n", - " json.dump(\n", - " {\"on_signatures\": on_sigs, \"off_signatures\": off_sigs}, sig_file, indent=4\n", - " )" - ] - }, - { - "cell_type": "markdown", - "id": "22e3bfd0", - "metadata": {}, - "source": [ - "Assess heterogeneity" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "7bc3980e", - "metadata": {}, - "outputs": [], - "source": [ - "# setting best params outputs\n", - "cfret_screen_treatment_best_params_outpath = (\n", - " results_dir / \"cfret_screen_treatment_clustering_params.json\"\n", - ").resolve()\n", - "cfret_screen_treatment_cluster_df_outpath = (\n", - " results_dir / \"cfret_screen_treatment_clustered.parquet\"\n", - ").resolve()\n", - "\n", - "# here we are clustering each treatment-heart combination\n", - "# this will allow us to see how each heart responds to each treatment\n", - "cfret_screen_treatment_clustered_df, cfret_screen_treatment_clustered_best_params = (\n", - " optimized_clustering(\n", - " profiles=cfret_df,\n", - " meta_features=cfret_screen_meta,\n", - " morph_features=cfret_screen_feats,\n", - " treatment_col=\"Metadata_treatment\",\n", - " param_grid=cfret_cluster_param_grid,\n", - " n_trials=200,\n", - " n_jobs=1,\n", - " )\n", - ")\n", - "\n", - "# save best params as json and dataframe as parquet\n", - "cfret_screen_treatment_clustered_df.write_parquet(\n", - " cfret_screen_treatment_cluster_df_outpath\n", - ")\n", - "with open(cfret_screen_treatment_best_params_outpath, \"w\") as f:\n", - " json.dump(\n", - " cfret_screen_treatment_clustered_best_params,\n", - " f,\n", - " indent=4,\n", - " )" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "dc6be2d0", - "metadata": {}, - "outputs": [], - "source": [ - "treatment_phenotypic_dist_scores = measure_phenotypic_activity(\n", - " profiles=cfret_screen_treatment_clustered_df,\n", - " on_signature=on_sigs,\n", - " off_signature=off_sigs,\n", - " ref_treatment=\"DMSO_heart_11\",\n", - " cluster_col=\"Metadata_cluster_id\",\n", - ")\n", - "\n", - "# save those as csv files\n", - "treatment_phenotypic_dist_scores.write_csv(\n", - " results_dir / \"cfret_screen_treatment_phenotypic_dist_scores.csv\"\n", - ")" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "83bfbb82", - "metadata": {}, - "outputs": [], - "source": [ - "treatment_rankings = identify_compound_hit(\n", - " distance_df=treatment_phenotypic_dist_scores, method=\"weighted_sum\"\n", - ")\n", - "\n", - "# save as csv files\n", - "treatment_rankings.write_csv(results_dir / \"cfret_screen_treatment_rankings.csv\")" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "buscar", - "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": "3.12.11" - } - }, - "nbformat": 4, - "nbformat_minor": 5 -} diff --git a/notebooks/2.cfret-analysis/3.cfret-screen-ranking-analysis.ipynb b/notebooks/3.cfret-screen-analysis/3.cfret-screen-ranking-analysis.ipynb similarity index 100% rename from notebooks/2.cfret-analysis/3.cfret-screen-ranking-analysis.ipynb rename to notebooks/3.cfret-screen-analysis/3.cfret-screen-ranking-analysis.ipynb diff --git a/notebooks/2.cfret-analysis/4.CFReT-screen-moa-analysis.ipynb b/notebooks/3.cfret-screen-analysis/4.CFReT-screen-moa-analysis.ipynb similarity index 100% rename from notebooks/2.cfret-analysis/4.CFReT-screen-moa-analysis.ipynb rename to notebooks/3.cfret-screen-analysis/4.CFReT-screen-moa-analysis.ipynb diff --git a/notebooks/2.cfret-analysis/5.CFRet-screen-umap-embeddings.ipynb b/notebooks/3.cfret-screen-analysis/5.CFRet-screen-umap-embeddings.ipynb similarity index 100% rename from notebooks/2.cfret-analysis/5.CFRet-screen-umap-embeddings.ipynb rename to notebooks/3.cfret-screen-analysis/5.CFRet-screen-umap-embeddings.ipynb diff --git a/notebooks/2.cfret-analysis/6.CFRet-screen-umap-plots.ipynb b/notebooks/3.cfret-screen-analysis/6.CFRet-screen-umap-plots.ipynb similarity index 100% rename from notebooks/2.cfret-analysis/6.CFRet-screen-umap-plots.ipynb rename to notebooks/3.cfret-screen-analysis/6.CFRet-screen-umap-plots.ipynb diff --git a/notebooks/2.cfret-analysis/7.CFRet-screem-emd-analysis.ipynb b/notebooks/3.cfret-screen-analysis/7.CFRet-screem-emd-analysis.ipynb similarity index 100% rename from notebooks/2.cfret-analysis/7.CFRet-screem-emd-analysis.ipynb rename to notebooks/3.cfret-screen-analysis/7.CFRet-screem-emd-analysis.ipynb From 9bd35a941df9b07f524afe761b29cd0479167dc0 Mon Sep 17 00:00:00 2001 From: Erik Serrano Date: Mon, 24 Nov 2025 13:15:55 -0700 Subject: [PATCH 07/15] updates --- .pre-commit-config.yaml | 4 +- .../1.cfret_screen_analysis.ipynb | 1129 +++++++++++++++++ .../nbconverted/1.cfret_screen_analysis.py | 369 ++++++ utils/metrics.py | 33 +- 4 files changed, 1526 insertions(+), 9 deletions(-) create mode 100644 notebooks/3.cfret-screen-analysis/1.cfret_screen_analysis.ipynb create mode 100644 notebooks/3.cfret-screen-analysis/nbconverted/1.cfret_screen_analysis.py diff --git a/.pre-commit-config.yaml b/.pre-commit-config.yaml index af4b467..2c5e388 100644 --- a/.pre-commit-config.yaml +++ b/.pre-commit-config.yaml @@ -24,7 +24,7 @@ repos: # Python syntax upgrades (should run before linting/formatting) - repo: https://github.com/asottile/pyupgrade - rev: v3.21.1 + rev: v3.21.2 hooks: - id: pyupgrade args: ["--py311-plus"] @@ -38,7 +38,7 @@ repos: # Ruff for linting and formatting Python files - repo: https://github.com/astral-sh/ruff-pre-commit - rev: v0.14.4 + rev: v0.14.6 hooks: - id: ruff-check args: ["--fix"] diff --git a/notebooks/3.cfret-screen-analysis/1.cfret_screen_analysis.ipynb b/notebooks/3.cfret-screen-analysis/1.cfret_screen_analysis.ipynb new file mode 100644 index 0000000..2b9f885 --- /dev/null +++ b/notebooks/3.cfret-screen-analysis/1.cfret_screen_analysis.ipynb @@ -0,0 +1,1129 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "9ac3fc80", + "metadata": {}, + "source": [ + "# CFReT-Screen analysis\n", + "\n", + "In this notebook, we will be applying `buscar` to the CFReT initial screen.\n", + "\n", + "The resource for this dataset can be found [here](https://github.com/WayScience/targeted_fibrosis_drug_screen/tree/main/3.preprocessing_features)\n" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "a052f353", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/erikserrano/Software/miniconda3/envs/buscar/lib/python3.12/site-packages/louvain/__init__.py:54: UserWarning: pkg_resources is deprecated as an API. See https://setuptools.pypa.io/en/latest/pkg_resources.html. The pkg_resources package is slated for removal as early as 2025-11-30. Refrain from using this package or pin to Setuptools<81.\n", + " from pkg_resources import get_distribution, DistributionNotFound\n" + ] + } + ], + "source": [ + "import sys\n", + "import json\n", + "import pathlib\n", + "\n", + "import numpy as np\n", + "import polars as pl\n", + "import seaborn as sns\n", + "import matplotlib.pyplot as plt\n", + "\n", + "sys.path.append(\"../../\")\n", + "from utils.io_utils import load_profiles\n", + "\n", + "# from utils.metrics import measure_phenotypic_activity\n", + "from utils.preprocess import apply_pca\n", + "from utils.data_utils import split_meta_and_features\n", + "from utils.signatures import get_signatures\n", + "from utils.heterogeneity import optimized_clustering\n", + "from utils.metrics import measure_phenotypic_activity\n", + "from utils.identify_hits import identify_compound_hit" + ] + }, + { + "cell_type": "markdown", + "id": "c44a7ad6", + "metadata": {}, + "source": [ + "## Parameters\n", + "\n", + "Below are the parameters used for this notebook. The CFReT-screen dataset contains two hearts: **Healthy (Heart 7)** and **Failing (Heart 19)**, which has been diagnosed with dilated cardiomyopathy.\n", + "\n", + "DMSO Control Naming Convention\n", + "\n", + "To distinguish between control conditions from different heart sources, the `Metadata_treatment` column values are modified as follows:\n", + "- **Healthy controls** (Heart 7 + DMSO): `\"DMSO_heart_7\"`\n", + "- **Failing controls** (Heart 19 + DMSO): `\"DMSO_heart_19\"`\n", + "\n", + "Parameter Definitions:\n", + "- **`healthy_ref_treatment`**: Reference treatment name for healthy controls\n", + "- **`failing_ref_treatment`**: Reference treatment name for failing heart controls \n", + "- **`treatment_col`**: Column name containing treatment metadata\n", + "- **`cfret_screen_cluster_param_grid`**: Dictionary defining the hyperparameter search space for clustering optimization when assessing heterogeneity across treatments. Includes:\n", + " - `cluster_resolution`: Granularity of clusters (float, 0.1–2.2)\n", + " - `n_neighbors`: Number of neighbors for graph construction (int, 5–100)\n", + " - `cluster_method`: Clustering algorithm (categorical: leiden)\n", + " - `neighbor_distance_metric`: Distance metric for neighbor computation (categorical: euclidean, cosine, manhattan)" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "e66b0c55", + "metadata": {}, + "outputs": [], + "source": [ + "# setting parameters\n", + "healthy_ref_treatment = \"DMSO_heart_7\"\n", + "failing_ref_treatment = \"DMSO_heart_19\"\n", + "treatment_col = \"Metadata_treatment\"\n", + "\n", + "# parameters used for clustering optimization\n", + "cfret_screen_cluster_param_grid = {\n", + " # Clustering resolution: how granular the clusters should be\n", + " \"cluster_resolution\": {\"type\": \"float\", \"low\": 0.1, \"high\": 2.2},\n", + " # Number of neighbors for graph construction\n", + " \"n_neighbors\": {\"type\": \"int\", \"low\": 5, \"high\": 100},\n", + " # Clustering algorithm\n", + " \"cluster_method\": {\"type\": \"categorical\", \"choices\": [\"leiden\"]},\n", + " # Distance metric for neighbor computation\n", + " \"neighbor_distance_metric\": {\n", + " \"type\": \"categorical\",\n", + " \"choices\": [\"euclidean\", \"cosine\", \"manhattan\"],\n", + " },\n", + "}" + ] + }, + { + "cell_type": "markdown", + "id": "6ea34b95", + "metadata": {}, + "source": [ + "setting paths" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "61c684d4", + "metadata": {}, + "outputs": [], + "source": [ + "# load in raw data from\n", + "cfret_data_dir = pathlib.Path(\n", + " \"../0.download-data/data/sc-profiles/cfret-screen\"\n", + ").resolve(strict=True)\n", + "cfret_profiles_path = (cfret_data_dir / \"cfret_screen_concat_profiles.parquet\").resolve(\n", + " strict=True\n", + ")\n", + "\n", + "# make results dir\n", + "results_dir = pathlib.Path(\"./results/cfret-screen\").resolve()\n", + "results_dir.mkdir(parents=True, exist_ok=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "d46f7bb0", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + "shape: (5, 495)\n", + "┌───────────┬───────────┬───────────┬───────────┬───┬───────────┬───────────┬───────────┬──────────┐\n", + "│ Metadata_ ┆ Metadata_ ┆ Metadata_ ┆ Metadata_ ┆ … ┆ Nuclei_Te ┆ Nuclei_Te ┆ Nuclei_Te ┆ Nuclei_T │\n", + "│ WellRow ┆ WellCol ┆ heart_num ┆ cell_type ┆ ┆ xture_Inv ┆ xture_Inv ┆ xture_Inv ┆ exture_S │\n", + "│ --- ┆ --- ┆ ber ┆ --- ┆ ┆ erseDiffe ┆ erseDiffe ┆ erseDiffe ┆ umEntrop │\n", + "│ str ┆ i64 ┆ --- ┆ str ┆ ┆ ren… ┆ ren… ┆ ren… ┆ y_PM_3… │\n", + "│ ┆ ┆ i64 ┆ ┆ ┆ --- ┆ --- ┆ --- ┆ --- │\n", + "│ ┆ ┆ ┆ ┆ ┆ f64 ┆ f64 ┆ f64 ┆ f64 │\n", + "╞═══════════╪═══════════╪═══════════╪═══════════╪═══╪═══════════╪═══════════╪═══════════╪══════════╡\n", + "│ B ┆ 2 ┆ 7 ┆ healthy ┆ … ┆ 0.025132 ┆ 0.531559 ┆ 0.161083 ┆ -0.08431 │\n", + "│ ┆ ┆ ┆ ┆ ┆ ┆ ┆ ┆ 1 │\n", + "│ B ┆ 2 ┆ 7 ┆ healthy ┆ … ┆ -0.054664 ┆ -0.974624 ┆ -1.157279 ┆ 1.004183 │\n", + "│ B ┆ 2 ┆ 7 ┆ healthy ┆ … ┆ 0.415166 ┆ 0.695386 ┆ 0.509317 ┆ -0.66912 │\n", + "│ ┆ ┆ ┆ ┆ ┆ ┆ ┆ ┆ 2 │\n", + "│ B ┆ 2 ┆ 7 ┆ healthy ┆ … ┆ -0.524341 ┆ -0.36156 ┆ 0.09598 ┆ -0.09907 │\n", + "│ ┆ ┆ ┆ ┆ ┆ ┆ ┆ ┆ 9 │\n", + "│ B ┆ 2 ┆ 7 ┆ healthy ┆ … ┆ -0.929627 ┆ -2.14462 ┆ -2.443222 ┆ 1.224159 │\n", + "└───────────┴───────────┴───────────┴───────────┴───┴───────────┴───────────┴───────────┴──────────┘" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# loading profiles\n", + "cfret_screen_df = load_profiles(cfret_profiles_path)\n", + "cfret_screen_meta, cfret_screen_feats = split_meta_and_features(cfret_screen_df)\n", + "\n", + "# updating the treatment name to reflect the heart source for DMSO in healthy cells\n", + "# this is our reference for healthy cells when measuring phenotypic activity\n", + "cfret_screen_df = cfret_screen_df.with_columns(\n", + " pl.when(\n", + " (pl.col(\"Metadata_treatment\") == \"DMSO\")\n", + " & (pl.col(\"Metadata_cell_type\") == \"healthy\")\n", + " )\n", + " .then(pl.lit(\"DMSO_heart_7\"))\n", + " .otherwise(pl.col(\"Metadata_treatment\"))\n", + " .alias(\"Metadata_treatment\")\n", + ")\n", + "cfret_screen_df = cfret_screen_df.with_columns(\n", + " pl.when(\n", + " (pl.col(\"Metadata_treatment\") == \"DMSO\")\n", + " & (pl.col(\"Metadata_cell_type\") == \"failing\")\n", + " )\n", + " .then(pl.lit(\"DMSO_heart_19\"))\n", + " .otherwise(pl.col(\"Metadata_treatment\"))\n", + " .alias(\"Metadata_treatment\")\n", + ")\n", + "\n", + "# Display data\n", + "cfret_screen_df.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "3f0a4a9c", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "number of healthy cells 1720\n", + "number of failing cells 4915\n" + ] + } + ], + "source": [ + "print(\n", + " f\"number of healthy cells {cfret_screen_df.filter(pl.col('Metadata_treatment') == 'DMSO_heart_7').height}\"\n", + ")\n", + "print(\n", + " f\"number of failing cells {cfret_screen_df.filter(pl.col('Metadata_treatment') == 'DMSO_heart_19').height}\"\n", + ")" + ] + }, + { + "cell_type": "markdown", + "id": "d33e33a9", + "metadata": {}, + "source": [ + "## Preprocessing" + ] + }, + { + "cell_type": "markdown", + "id": "7b3fc684", + "metadata": {}, + "source": [ + "Filtering Treatments with Low Cell Counts:\n", + "\n", + "Treatments with low cell counts were removed from the analysis. This reduction in cell numbers is typically caused by cellular toxicity, which leads to cell death and consequently results in insufficient cell representation for downstream analysis.\n", + "\n", + "Low cell count treatments also pose challenges when assessing heterogeneity, as there are not enough data points to form meaningful clusters. To address this, highly toxic compounds with very few surviving cells were excluded from the BUSCAR analysis.\n", + "\n", + "A threshold of 10% was applied based on Scanpy documentation, which recommends having at least 15–100 data points to compute a reliable neighborhood graph. To validate this threshold, we generated a histogram of cell counts and marked the 10th percentile with a red line. Treatments falling below this threshold were removed and excluded from the BUSCAR pipeline." + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "a3535dba", + "metadata": {}, + "outputs": [], + "source": [ + "# count number of cells per Metadata_treatment and ensure 'count' is Int64\n", + "counts = cfret_screen_df[\"Metadata_treatment\"].value_counts()\n", + "counts = counts.with_columns(pl.col(\"count\").cast(pl.Int64))\n", + "counts = counts.sort(\"count\", descending=True)\n", + "counts = counts.to_pandas()" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "146c965b", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "10th percentile of cell counts: 23.3 cells\n" + ] + } + ], + "source": [ + "# using numpy to calculate 10th percentile\n", + "tenth_percentile = np.round(np.percentile(counts[\"count\"], 10), 3)\n", + "print(f\"10th percentile of cell counts: {tenth_percentile} cells\")" + ] + }, + { + "cell_type": "markdown", + "id": "50867f87", + "metadata": {}, + "source": [ + "Plotting cell count distribution" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "3d6fd55b", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# setting seaborn style and figure size\n", + "sns.set(style=\"whitegrid\")\n", + "plt.figure(figsize=(12, 6), dpi=200)\n", + "\n", + "# plot histogram with seaborn\n", + "ax = sns.histplot(data=counts, x=\"count\", bins=100, color=\"skyblue\", kde=True)\n", + "\n", + "# add 10th percentile vertical line and annotation (tenth_percentile already defined)\n", + "ax.axvline(\n", + " x=tenth_percentile,\n", + " color=\"red\",\n", + " linestyle=\"--\",\n", + " linewidth=2,\n", + " label=f\"10th percentile ({int(tenth_percentile)} cells)\",\n", + ")\n", + "ymin, ymax = ax.get_ylim()\n", + "ax.text(\n", + " tenth_percentile,\n", + " ymax * 0.9,\n", + " f\"10th pct = {tenth_percentile:.0f}\",\n", + " color=\"red\",\n", + " rotation=90,\n", + " va=\"top\",\n", + " ha=\"right\",\n", + " backgroundcolor=\"white\",\n", + ")\n", + "\n", + "# labeling the plot\n", + "ax.set_xlabel(\"Number of Cells\")\n", + "ax.set_ylabel(\"Metadata_treatment\")\n", + "ax.set_title(\"Cell Count per treeatment in CFRET screen\")\n", + "\n", + "# adding legend\n", + "ax.legend()\n", + "\n", + "# adjust layout\n", + "plt.tight_layout()\n", + "\n", + "# save the plot\n", + "plt.savefig(results_dir / \"cell_count_per_treatment_cfret_screen.png\", dpi=500)\n", + "\n", + "# display plot\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "66ed5921", + "metadata": {}, + "source": [ + "Removing cells under those specific treatments" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "d8d45e76", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Removed treatments due to low cell counts (below 10th percentile): ['UCD-0159290', 'UCD-0001783', 'UCD-0159264', 'UCD-0018091', 'UCD-0001792', 'UCD-0000721']\n" + ] + }, + { + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + "shape: (5, 495)\n", + "┌───────────┬───────────┬───────────┬───────────┬───┬───────────┬───────────┬───────────┬──────────┐\n", + "│ Metadata_ ┆ Metadata_ ┆ Metadata_ ┆ Metadata_ ┆ … ┆ Nuclei_Te ┆ Nuclei_Te ┆ Nuclei_Te ┆ Nuclei_T │\n", + "│ WellRow ┆ WellCol ┆ heart_num ┆ cell_type ┆ ┆ xture_Inv ┆ xture_Inv ┆ xture_Inv ┆ exture_S │\n", + "│ --- ┆ --- ┆ ber ┆ --- ┆ ┆ erseDiffe ┆ erseDiffe ┆ erseDiffe ┆ umEntrop │\n", + "│ str ┆ i64 ┆ --- ┆ str ┆ ┆ ren… ┆ ren… ┆ ren… ┆ y_PM_3… │\n", + "│ ┆ ┆ i64 ┆ ┆ ┆ --- ┆ --- ┆ --- ┆ --- │\n", + "│ ┆ ┆ ┆ ┆ ┆ f64 ┆ f64 ┆ f64 ┆ f64 │\n", + "╞═══════════╪═══════════╪═══════════╪═══════════╪═══╪═══════════╪═══════════╪═══════════╪══════════╡\n", + "│ B ┆ 2 ┆ 7 ┆ healthy ┆ … ┆ 0.025132 ┆ 0.531559 ┆ 0.161083 ┆ -0.08431 │\n", + "│ ┆ ┆ ┆ ┆ ┆ ┆ ┆ ┆ 1 │\n", + "│ B ┆ 2 ┆ 7 ┆ healthy ┆ … ┆ -0.054664 ┆ -0.974624 ┆ -1.157279 ┆ 1.004183 │\n", + "│ B ┆ 2 ┆ 7 ┆ healthy ┆ … ┆ 0.415166 ┆ 0.695386 ┆ 0.509317 ┆ -0.66912 │\n", + "│ ┆ ┆ ┆ ┆ ┆ ┆ ┆ ┆ 2 │\n", + "│ B ┆ 2 ┆ 7 ┆ healthy ┆ … ┆ -0.524341 ┆ -0.36156 ┆ 0.09598 ┆ -0.09907 │\n", + "│ ┆ ┆ ┆ ┆ ┆ ┆ ┆ ┆ 9 │\n", + "│ B ┆ 2 ┆ 7 ┆ healthy ┆ … ┆ -0.929627 ┆ -2.14462 ┆ -2.443222 ┆ 1.224159 │\n", + "└───────────┴───────────┴───────────┴───────────┴───┴───────────┴───────────┴───────────┴──────────┘" + ] + }, + "execution_count": 9, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# remove treatments with cell counts below the 10th percentile\n", + "kept_treatments = counts[counts[\"count\"] >= tenth_percentile][\n", + " \"Metadata_treatment\"\n", + "].tolist()\n", + "cfret_screen_df = cfret_screen_df.filter(\n", + " pl.col(\"Metadata_treatment\").is_in(kept_treatments)\n", + ")\n", + "\n", + "# print the treatments that were removed\n", + "removed_treatments = counts[counts[\"count\"] < tenth_percentile][\n", + " \"Metadata_treatment\"\n", + "].tolist()\n", + "print(\n", + " \"Removed treatments due to low cell counts (below 10th percentile):\",\n", + " removed_treatments,\n", + ")\n", + "\n", + "cfret_screen_df.head()" + ] + }, + { + "cell_type": "markdown", + "id": "0a1a597a", + "metadata": {}, + "source": [ + "## Buscar pipeline" + ] + }, + { + "cell_type": "markdown", + "id": "045a19d1", + "metadata": {}, + "source": [ + "Get on and off signatures" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "437ca668", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "length of on and off signatures: 405 69\n" + ] + } + ], + "source": [ + "# once the data is loaded, separate the controls\n", + "# here we want the healthy DMSO cells to be the target since the screen consists\n", + "# of failing cells treated with compounds\n", + "healthy_ref_df = cfret_screen_df.filter(pl.col(\"Metadata_treatment\") == \"DMSO_heart_7\")\n", + "failing_ref_df = cfret_screen_df.filter(pl.col(\"Metadata_treatment\") == \"DMSO_heart_19\")\n", + "\n", + "# creating signatures\n", + "on_sigs, off_sigs, _ = get_signatures(\n", + " ref_profiles=healthy_ref_df,\n", + " exp_profiles=failing_ref_df,\n", + " morph_feats=cfret_screen_feats,\n", + " test_method=\"mann_whitney_u\",\n", + ")\n", + "\n", + "print(\"length of on and off signatures:\", len(on_sigs), len(off_sigs))\n", + "\n", + "# save signatures\n", + "signatures_dir = results_dir / \"CFRet-screen-signatures.json\"\n", + "with open(signatures_dir, \"w\") as sig_file:\n", + " json.dump(\n", + " {\"on_signatures\": on_sigs, \"off_signatures\": off_sigs}, sig_file, indent=4\n", + " )" + ] + }, + { + "cell_type": "markdown", + "id": "22e3bfd0", + "metadata": {}, + "source": [ + "Assess heterogeneity" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "ff087290", + "metadata": {}, + "outputs": [], + "source": [ + "# Convert raw feature space to PCA space that explains 95% of variance\n", + "cfret_screen_pca_df = apply_pca(\n", + " profiles=cfret_screen_df,\n", + " meta_features=cfret_screen_meta,\n", + " morph_features=cfret_screen_feats,\n", + " var_explained=0.95,\n", + ")\n", + "\n", + "# split meta and features again after PCA\n", + "cfret_screen_pca_feats = cfret_screen_pca_df.drop(cfret_screen_meta).columns" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "7bc3980e", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Optimizing clustering for 46 treatment(s) with 30 job(s)...\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/erikserrano/Software/miniconda3/envs/buscar/lib/python3.12/site-packages/louvain/__init__.py:54: UserWarning: pkg_resources is deprecated as an API. See https://setuptools.pypa.io/en/latest/pkg_resources.html. The pkg_resources package is slated for removal as early as 2025-11-30. Refrain from using this package or pin to Setuptools<81.\n", + " from pkg_resources import get_distribution, DistributionNotFound\n", + "/home/erikserrano/Software/miniconda3/envs/buscar/lib/python3.12/site-packages/louvain/__init__.py:54: UserWarning: pkg_resources is deprecated as an API. See https://setuptools.pypa.io/en/latest/pkg_resources.html. The pkg_resources package is slated for removal as early as 2025-11-30. Refrain from using this package or pin to Setuptools<81.\n", + " from pkg_resources import get_distribution, DistributionNotFound\n", + "/home/erikserrano/Software/miniconda3/envs/buscar/lib/python3.12/site-packages/louvain/__init__.py:54: UserWarning: pkg_resources is deprecated as an API. See https://setuptools.pypa.io/en/latest/pkg_resources.html. The pkg_resources package is slated for removal as early as 2025-11-30. Refrain from using this package or pin to Setuptools<81.\n", + " from pkg_resources import get_distribution, DistributionNotFound\n", + "/home/erikserrano/Software/miniconda3/envs/buscar/lib/python3.12/site-packages/louvain/__init__.py:54: UserWarning: pkg_resources is deprecated as an API. See https://setuptools.pypa.io/en/latest/pkg_resources.html. The pkg_resources package is slated for removal as early as 2025-11-30. Refrain from using this package or pin to Setuptools<81.\n", + " from pkg_resources import get_distribution, DistributionNotFound\n", + "/home/erikserrano/Software/miniconda3/envs/buscar/lib/python3.12/site-packages/louvain/__init__.py:54: UserWarning: pkg_resources is deprecated as an API. See https://setuptools.pypa.io/en/latest/pkg_resources.html. The pkg_resources package is slated for removal as early as 2025-11-30. Refrain from using this package or pin to Setuptools<81.\n", + " from pkg_resources import get_distribution, DistributionNotFound\n", + "/home/erikserrano/Software/miniconda3/envs/buscar/lib/python3.12/site-packages/louvain/__init__.py:54: UserWarning: pkg_resources is deprecated as an API. See https://setuptools.pypa.io/en/latest/pkg_resources.html. The pkg_resources package is slated for removal as early as 2025-11-30. Refrain from using this package or pin to Setuptools<81.\n", + " from pkg_resources import get_distribution, DistributionNotFound\n", + "[I 2025-11-21 21:41:36,936] A new study created in memory with name: CFReT_screen_clustering_UCD-0159258\n", + "/home/erikserrano/Software/miniconda3/envs/buscar/lib/python3.12/site-packages/louvain/__init__.py:54: UserWarning: pkg_resources is deprecated as an API. See https://setuptools.pypa.io/en/latest/pkg_resources.html. The pkg_resources package is slated for removal as early as 2025-11-30. Refrain from using this package or pin to Setuptools<81.\n", + " from pkg_resources import get_distribution, DistributionNotFound\n", + "[I 2025-11-21 21:41:36,957] A new study created in memory with name: CFReT_screen_clustering_UCD-0159256\n", + "/home/erikserrano/Software/miniconda3/envs/buscar/lib/python3.12/site-packages/louvain/__init__.py:54: UserWarning: pkg_resources is deprecated as an API. See https://setuptools.pypa.io/en/latest/pkg_resources.html. The pkg_resources package is slated for removal as early as 2025-11-30. Refrain from using this package or pin to Setuptools<81.\n", + " from pkg_resources import get_distribution, DistributionNotFound\n", + "/home/erikserrano/Software/miniconda3/envs/buscar/lib/python3.12/site-packages/louvain/__init__.py:54: UserWarning: pkg_resources is deprecated as an API. See https://setuptools.pypa.io/en/latest/pkg_resources.html. The pkg_resources package is slated for removal as early as 2025-11-30. Refrain from using this package or pin to Setuptools<81.\n", + " from pkg_resources import get_distribution, DistributionNotFound\n", + "/home/erikserrano/Software/miniconda3/envs/buscar/lib/python3.12/site-packages/louvain/__init__.py:54: UserWarning: pkg_resources is deprecated as an API. See https://setuptools.pypa.io/en/latest/pkg_resources.html. The pkg_resources package is slated for removal as early as 2025-11-30. Refrain from using this package or pin to Setuptools<81.\n", + " from pkg_resources import get_distribution, DistributionNotFound\n", + "/home/erikserrano/Software/miniconda3/envs/buscar/lib/python3.12/site-packages/louvain/__init__.py:54: UserWarning: pkg_resources is deprecated as an API. See https://setuptools.pypa.io/en/latest/pkg_resources.html. The pkg_resources package is slated for removal as early as 2025-11-30. Refrain from using this package or pin to Setuptools<81.\n", + " from pkg_resources import get_distribution, DistributionNotFound\n", + "/home/erikserrano/Software/miniconda3/envs/buscar/lib/python3.12/site-packages/louvain/__init__.py:54: UserWarning: pkg_resources is deprecated as an API. See https://setuptools.pypa.io/en/latest/pkg_resources.html. The pkg_resources package is slated for removal as early as 2025-11-30. Refrain from using this package or pin to Setuptools<81.\n", + " from pkg_resources import get_distribution, DistributionNotFound\n", + "/home/erikserrano/Software/miniconda3/envs/buscar/lib/python3.12/site-packages/louvain/__init__.py:54: UserWarning: pkg_resources is deprecated as an API. See https://setuptools.pypa.io/en/latest/pkg_resources.html. The pkg_resources package is slated for removal as early as 2025-11-30. Refrain from using this package or pin to Setuptools<81.\n", + " from pkg_resources import get_distribution, DistributionNotFound\n", + "/home/erikserrano/Software/miniconda3/envs/buscar/lib/python3.12/site-packages/louvain/__init__.py:54: UserWarning: pkg_resources is deprecated as an API. See https://setuptools.pypa.io/en/latest/pkg_resources.html. The pkg_resources package is slated for removal as early as 2025-11-30. Refrain from using this package or pin to Setuptools<81.\n", + " from pkg_resources import get_distribution, DistributionNotFound\n", + "/home/erikserrano/Software/miniconda3/envs/buscar/lib/python3.12/site-packages/louvain/__init__.py:54: UserWarning: pkg_resources is deprecated as an API. See https://setuptools.pypa.io/en/latest/pkg_resources.html. The pkg_resources package is slated for removal as early as 2025-11-30. Refrain from using this package or pin to Setuptools<81.\n", + " from pkg_resources import get_distribution, DistributionNotFound\n", + "[I 2025-11-21 21:41:37,054] A new study created in memory with name: CFReT_screen_clustering_UCD-0001014\n", + "/home/erikserrano/Software/miniconda3/envs/buscar/lib/python3.12/site-packages/louvain/__init__.py:54: UserWarning: pkg_resources is deprecated as an API. See https://setuptools.pypa.io/en/latest/pkg_resources.html. The pkg_resources package is slated for removal as early as 2025-11-30. Refrain from using this package or pin to Setuptools<81.\n", + " from pkg_resources import get_distribution, DistributionNotFound\n", + "/home/erikserrano/Software/miniconda3/envs/buscar/lib/python3.12/site-packages/louvain/__init__.py:54: UserWarning: pkg_resources is deprecated as an API. See https://setuptools.pypa.io/en/latest/pkg_resources.html. The pkg_resources package is slated for removal as early as 2025-11-30. Refrain from using this package or pin to Setuptools<81.\n", + " from pkg_resources import get_distribution, DistributionNotFound\n", + "[I 2025-11-21 21:41:37,139] A new study created in memory with name: CFReT_screen_clustering_UCD-0159274\n", + "[I 2025-11-21 21:41:37,157] A new study created in memory with name: CFReT_screen_clustering_UCD-0159283\n", + "[I 2025-11-21 21:41:37,198] A new study created in memory with name: CFReT_screen_clustering_UCD-0001810\n", + "/home/erikserrano/Software/miniconda3/envs/buscar/lib/python3.12/site-packages/louvain/__init__.py:54: UserWarning: pkg_resources is deprecated as an API. See https://setuptools.pypa.io/en/latest/pkg_resources.html. The pkg_resources package is slated for removal as early as 2025-11-30. Refrain from using this package or pin to Setuptools<81.\n", + " from pkg_resources import get_distribution, DistributionNotFound\n", + "[I 2025-11-21 21:41:37,349] A new study created in memory with name: CFReT_screen_clustering_UCD-0017999\n", + "/home/erikserrano/Software/miniconda3/envs/buscar/lib/python3.12/site-packages/louvain/__init__.py:54: UserWarning: pkg_resources is deprecated as an API. See https://setuptools.pypa.io/en/latest/pkg_resources.html. The pkg_resources package is slated for removal as early as 2025-11-30. Refrain from using this package or pin to Setuptools<81.\n", + " from pkg_resources import get_distribution, DistributionNotFound\n", + "[I 2025-11-21 21:41:37,369] A new study created in memory with name: CFReT_screen_clustering_UCD-0159279\n", + "[I 2025-11-21 21:41:37,392] A new study created in memory with name: CFReT_screen_clustering_UCD-0159262\n", + "[I 2025-11-21 21:41:37,399] A new study created in memory with name: CFReT_screen_clustering_UCD-0018179\n", + "[I 2025-11-21 21:41:37,406] A new study created in memory with name: CFReT_screen_clustering_UCD-0018207\n", + "[I 2025-11-21 21:41:37,418] A new study created in memory with name: CFReT_screen_clustering_UCD-0001766\n", + "[I 2025-11-21 21:41:37,431] A new study created in memory with name: CFReT_screen_clustering_DMSO_heart_7\n", + "[I 2025-11-21 21:41:37,438] A new study created in memory with name: CFReT_screen_clustering_UCD-0159263\n", + "[I 2025-11-21 21:41:37,501] A new study created in memory with name: CFReT_screen_clustering_UCD-0001915\n", + "[I 2025-11-21 21:41:37,513] A new study created in memory with name: CFReT_screen_clustering_UCD-0159273\n", + "/home/erikserrano/Software/miniconda3/envs/buscar/lib/python3.12/site-packages/louvain/__init__.py:54: UserWarning: pkg_resources is deprecated as an API. See https://setuptools.pypa.io/en/latest/pkg_resources.html. The pkg_resources package is slated for removal as early as 2025-11-30. Refrain from using this package or pin to Setuptools<81.\n", + " from pkg_resources import get_distribution, DistributionNotFound\n", + "[I 2025-11-21 21:41:37,542] A new study created in memory with name: CFReT_screen_clustering_UCD-0159284\n", + "/home/erikserrano/Software/miniconda3/envs/buscar/lib/python3.12/site-packages/louvain/__init__.py:54: UserWarning: pkg_resources is deprecated as an API. See https://setuptools.pypa.io/en/latest/pkg_resources.html. The pkg_resources package is slated for removal as early as 2025-11-30. Refrain from using this package or pin to Setuptools<81.\n", + " from pkg_resources import get_distribution, DistributionNotFound\n", + "[I 2025-11-21 21:41:37,691] A new study created in memory with name: CFReT_screen_clustering_UCD-0159270\n", + "/home/erikserrano/Software/miniconda3/envs/buscar/lib/python3.12/site-packages/louvain/__init__.py:54: UserWarning: pkg_resources is deprecated as an API. See https://setuptools.pypa.io/en/latest/pkg_resources.html. The pkg_resources package is slated for removal as early as 2025-11-30. Refrain from using this package or pin to Setuptools<81.\n", + " from pkg_resources import get_distribution, DistributionNotFound\n", + "/home/erikserrano/Software/miniconda3/envs/buscar/lib/python3.12/site-packages/louvain/__init__.py:54: UserWarning: pkg_resources is deprecated as an API. See https://setuptools.pypa.io/en/latest/pkg_resources.html. The pkg_resources package is slated for removal as early as 2025-11-30. Refrain from using this package or pin to Setuptools<81.\n", + " from pkg_resources import get_distribution, DistributionNotFound\n", + "/home/erikserrano/Software/miniconda3/envs/buscar/lib/python3.12/site-packages/louvain/__init__.py:54: UserWarning: pkg_resources is deprecated as an API. See https://setuptools.pypa.io/en/latest/pkg_resources.html. The pkg_resources package is slated for removal as early as 2025-11-30. Refrain from using this package or pin to Setuptools<81.\n", + " from pkg_resources import get_distribution, DistributionNotFound\n", + "/home/erikserrano/Software/miniconda3/envs/buscar/lib/python3.12/site-packages/louvain/__init__.py:54: UserWarning: pkg_resources is deprecated as an API. See https://setuptools.pypa.io/en/latest/pkg_resources.html. The pkg_resources package is slated for removal as early as 2025-11-30. Refrain from using this package or pin to Setuptools<81.\n", + " from pkg_resources import get_distribution, DistributionNotFound\n", + "/home/erikserrano/Software/miniconda3/envs/buscar/lib/python3.12/site-packages/louvain/__init__.py:54: UserWarning: pkg_resources is deprecated as an API. See https://setuptools.pypa.io/en/latest/pkg_resources.html. The pkg_resources package is slated for removal as early as 2025-11-30. Refrain from using this package or pin to Setuptools<81.\n", + " from pkg_resources import get_distribution, DistributionNotFound\n", + "/home/erikserrano/Software/miniconda3/envs/buscar/lib/python3.12/site-packages/louvain/__init__.py:54: UserWarning: pkg_resources is deprecated as an API. See https://setuptools.pypa.io/en/latest/pkg_resources.html. The pkg_resources package is slated for removal as early as 2025-11-30. Refrain from using this package or pin to Setuptools<81.\n", + " from pkg_resources import get_distribution, DistributionNotFound\n", + "[I 2025-11-21 21:41:38,042] A new study created in memory with name: CFReT_screen_clustering_UCD-0159289\n", + "/home/erikserrano/Software/miniconda3/envs/buscar/lib/python3.12/site-packages/louvain/__init__.py:54: UserWarning: pkg_resources is deprecated as an API. See https://setuptools.pypa.io/en/latest/pkg_resources.html. The pkg_resources package is slated for removal as early as 2025-11-30. Refrain from using this package or pin to Setuptools<81.\n", + " from pkg_resources import get_distribution, DistributionNotFound\n", + "/home/erikserrano/Software/miniconda3/envs/buscar/lib/python3.12/site-packages/louvain/__init__.py:54: UserWarning: pkg_resources is deprecated as an API. See https://setuptools.pypa.io/en/latest/pkg_resources.html. The pkg_resources package is slated for removal as early as 2025-11-30. Refrain from using this package or pin to Setuptools<81.\n", + " from pkg_resources import get_distribution, DistributionNotFound\n", + "[I 2025-11-21 21:41:38,107] A new study created in memory with name: CFReT_screen_clustering_UCD-0159257\n", + "[I 2025-11-21 21:41:38,141] A new study created in memory with name: CFReT_screen_clustering_UCD-0159285\n", + "[I 2025-11-21 21:41:38,240] A new study created in memory with name: CFReT_screen_clustering_DMSO_heart_19\n", + "/home/erikserrano/Software/miniconda3/envs/buscar/lib/python3.12/site-packages/louvain/__init__.py:54: UserWarning: pkg_resources is deprecated as an API. See https://setuptools.pypa.io/en/latest/pkg_resources.html. The pkg_resources package is slated for removal as early as 2025-11-30. Refrain from using this package or pin to Setuptools<81.\n", + " from pkg_resources import get_distribution, DistributionNotFound\n", + "[I 2025-11-21 21:41:38,314] A new study created in memory with name: CFReT_screen_clustering_UCD-0001775\n", + "[I 2025-11-21 21:41:38,320] A new study created in memory with name: CFReT_screen_clustering_UCD-0159261\n", + "[I 2025-11-21 21:41:38,383] A new study created in memory with name: CFReT_screen_clustering_UCD-0001804\n", + "[I 2025-11-21 21:41:38,388] A new study created in memory with name: CFReT_screen_clustering_UCD-0001844\n", + "[I 2025-11-21 21:41:38,442] A new study created in memory with name: CFReT_screen_clustering_UCD-0159269\n", + "[I 2025-11-21 21:41:38,495] A new study created in memory with name: CFReT_screen_clustering_UCD-0000450\n", + "[I 2025-11-21 21:41:38,496] A new study created in memory with name: CFReT_screen_clustering_UCD-0001040\n", + "[I 2025-11-21 21:41:38,745] A new study created in memory with name: CFReT_screen_clustering_UCD-0001016\n", + "/home/erikserrano/Projects/buscar/notebooks/3.cfret-screen-analysis/../../utils/heterogeneity.py:236: FutureWarning: In the future, the default backend for leiden will be igraph instead of leidenalg.\n", + "\n", + " To achieve the future defaults please pass: flavor=\"igraph\" and n_iterations=2. directed must also be False to work with igraph's implementation.\n", + " sc.tl.leiden(\n", + "[I 2025-11-21 21:41:46,809] Trial 0 finished with value: 0.051552717333278805 and parameters: {'cluster_resolution': 0.9579619090415782, 'n_neighbors': 13, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'manhattan'}. Best is trial 0 with value: 0.051552717333278805.\n", + "/home/erikserrano/Projects/buscar/notebooks/3.cfret-screen-analysis/../../utils/heterogeneity.py:236: FutureWarning: In the future, the default backend for leiden will be igraph instead of leidenalg.\n", + "\n", + " To achieve the future defaults please pass: flavor=\"igraph\" and n_iterations=2. directed must also be False to work with igraph's implementation.\n", + " sc.tl.leiden(\n", + "/home/erikserrano/Projects/buscar/notebooks/3.cfret-screen-analysis/../../utils/heterogeneity.py:236: FutureWarning: In the future, the default backend for leiden will be igraph instead of leidenalg.\n", + "\n", + " To achieve the future defaults please pass: flavor=\"igraph\" and n_iterations=2. directed must also be False to work with igraph's implementation.\n", + " sc.tl.leiden(\n", + "/home/erikserrano/Projects/buscar/notebooks/3.cfret-screen-analysis/../../utils/heterogeneity.py:236: FutureWarning: In the future, the default backend for leiden will be igraph instead of leidenalg.\n", + "\n", + " To achieve the future defaults please pass: flavor=\"igraph\" and n_iterations=2. directed must also be False to work with igraph's implementation.\n", + " sc.tl.leiden(\n", + "[I 2025-11-21 21:41:47,574] Trial 1 finished with value: 0.02433416640157381 and parameters: {'cluster_resolution': 1.6281805664227689, 'n_neighbors': 98, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'cosine'}. Best is trial 0 with value: 0.051552717333278805.\n", + "/home/erikserrano/Projects/buscar/notebooks/3.cfret-screen-analysis/../../utils/heterogeneity.py:236: FutureWarning: In the future, the default backend for leiden will be igraph instead of leidenalg.\n", + "\n", + " To achieve the future defaults please pass: flavor=\"igraph\" and n_iterations=2. directed must also be False to work with igraph's implementation.\n", + " sc.tl.leiden(\n", + "/home/erikserrano/Projects/buscar/notebooks/3.cfret-screen-analysis/../../utils/heterogeneity.py:236: FutureWarning: In the future, the default backend for leiden will be igraph instead of leidenalg.\n", + "\n", + " To achieve the future defaults please pass: flavor=\"igraph\" and n_iterations=2. directed must also be False to work with igraph's implementation.\n", + " sc.tl.leiden(\n", + "[I 2025-11-21 21:41:47,827] Trial 0 finished with value: -1.0 and parameters: {'cluster_resolution': 0.15245619897612683, 'n_neighbors': 76, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'euclidean'}. Best is trial 0 with value: -1.0.\n", + "/home/erikserrano/Projects/buscar/notebooks/3.cfret-screen-analysis/../../utils/heterogeneity.py:236: FutureWarning: In the future, the default backend for leiden will be igraph instead of leidenalg.\n", + "\n", + " To achieve the future defaults please pass: flavor=\"igraph\" and n_iterations=2. directed must also be False to work with igraph's implementation.\n", + " sc.tl.leiden(\n", + "/home/erikserrano/Projects/buscar/notebooks/3.cfret-screen-analysis/../../utils/heterogeneity.py:236: FutureWarning: In the future, the default backend for leiden will be igraph instead of leidenalg.\n", + "\n", + " To achieve the future defaults please pass: flavor=\"igraph\" and n_iterations=2. directed must also be False to work with igraph's implementation.\n", + " sc.tl.leiden(\n", + "/home/erikserrano/Projects/buscar/notebooks/3.cfret-screen-analysis/../../utils/heterogeneity.py:236: FutureWarning: In the future, the default backend for leiden will be igraph instead of leidenalg.\n", + "\n", + " To achieve the future defaults please pass: flavor=\"igraph\" and n_iterations=2. directed must also be False to work with igraph's implementation.\n", + " sc.tl.leiden(\n", + "[I 2025-11-21 21:41:48,174] Trial 0 finished with value: -0.0068136195193078805 and parameters: {'cluster_resolution': 1.916077878414102, 'n_neighbors': 29, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'cosine'}. Best is trial 0 with value: -0.0068136195193078805.\n", + "[I 2025-11-21 21:41:48,220] A new study created in memory with name: CFReT_screen_clustering_UCD-0159275\n", + "/home/erikserrano/Projects/buscar/notebooks/3.cfret-screen-analysis/../../utils/heterogeneity.py:236: FutureWarning: In the future, the default backend for leiden will be igraph instead of leidenalg.\n", + "\n", + " To achieve the future defaults please pass: flavor=\"igraph\" and n_iterations=2. directed must also be False to work with igraph's implementation.\n", + " sc.tl.leiden(\n", + "/home/erikserrano/Projects/buscar/notebooks/3.cfret-screen-analysis/../../utils/heterogeneity.py:236: FutureWarning: In the future, the default backend for leiden will be igraph instead of leidenalg.\n", + "\n", + " To achieve the future defaults please pass: flavor=\"igraph\" and n_iterations=2. directed must also be False to work with igraph's implementation.\n", + " sc.tl.leiden(\n", + "/home/erikserrano/Projects/buscar/notebooks/3.cfret-screen-analysis/../../utils/heterogeneity.py:236: FutureWarning: In the future, the default backend for leiden will be igraph instead of leidenalg.\n", + "\n", + " To achieve the future defaults please pass: flavor=\"igraph\" and n_iterations=2. directed must also be False to work with igraph's implementation.\n", + " sc.tl.leiden(\n", + "/home/erikserrano/Projects/buscar/notebooks/3.cfret-screen-analysis/../../utils/heterogeneity.py:236: FutureWarning: In the future, the default backend for leiden will be igraph instead of leidenalg.\n", + "\n", + " To achieve the future defaults please pass: flavor=\"igraph\" and n_iterations=2. directed must also be False to work with igraph's implementation.\n", + " sc.tl.leiden(\n", + "/home/erikserrano/Projects/buscar/notebooks/3.cfret-screen-analysis/../../utils/heterogeneity.py:236: FutureWarning: In the future, the default backend for leiden will be igraph instead of leidenalg.\n", + "\n", + " To achieve the future defaults please pass: flavor=\"igraph\" and n_iterations=2. directed must also be False to work with igraph's implementation.\n", + " sc.tl.leiden(\n", + "[I 2025-11-21 21:41:48,539] Trial 0 finished with value: 0.0424053927645916 and parameters: {'cluster_resolution': 1.0415335746283736, 'n_neighbors': 51, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'cosine'}. Best is trial 0 with value: 0.0424053927645916.\n", + "/home/erikserrano/Projects/buscar/notebooks/3.cfret-screen-analysis/../../utils/heterogeneity.py:236: FutureWarning: In the future, the default backend for leiden will be igraph instead of leidenalg.\n", + "\n", + " To achieve the future defaults please pass: flavor=\"igraph\" and n_iterations=2. directed must also be False to work with igraph's implementation.\n", + " sc.tl.leiden(\n", + "/home/erikserrano/Projects/buscar/notebooks/3.cfret-screen-analysis/../../utils/heterogeneity.py:236: FutureWarning: In the future, the default backend for leiden will be igraph instead of leidenalg.\n", + "\n", + " To achieve the future defaults please pass: flavor=\"igraph\" and n_iterations=2. directed must also be False to work with igraph's implementation.\n", + " sc.tl.leiden(\n", + "/home/erikserrano/Projects/buscar/notebooks/3.cfret-screen-analysis/../../utils/heterogeneity.py:236: FutureWarning: In the future, the default backend for leiden will be igraph instead of leidenalg.\n", + "\n", + " To achieve the future defaults please pass: flavor=\"igraph\" and n_iterations=2. directed must also be False to work with igraph's implementation.\n", + " sc.tl.leiden(\n", + "[I 2025-11-21 21:41:48,617] Trial 1 finished with value: 0.044143487542837055 and parameters: {'cluster_resolution': 0.46639823003811576, 'n_neighbors': 70, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'cosine'}. Best is trial 1 with value: 0.044143487542837055.\n", + "/home/erikserrano/Projects/buscar/notebooks/3.cfret-screen-analysis/../../utils/heterogeneity.py:236: FutureWarning: In the future, the default backend for leiden will be igraph instead of leidenalg.\n", + "\n", + " To achieve the future defaults please pass: flavor=\"igraph\" and n_iterations=2. directed must also be False to work with igraph's implementation.\n", + " sc.tl.leiden(\n", + "[I 2025-11-21 21:41:48,887] Trial 1 finished with value: 0.06456273505672518 and parameters: {'cluster_resolution': 0.8230715142786573, 'n_neighbors': 49, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'euclidean'}. Best is trial 1 with value: 0.06456273505672518.\n", + "/home/erikserrano/Projects/buscar/notebooks/3.cfret-screen-analysis/../../utils/heterogeneity.py:236: FutureWarning: In the future, the default backend for leiden will be igraph instead of leidenalg.\n", + "\n", + " To achieve the future defaults please pass: flavor=\"igraph\" and n_iterations=2. directed must also be False to work with igraph's implementation.\n", + " sc.tl.leiden(\n", + "[I 2025-11-21 21:41:48,995] Trial 0 finished with value: 0.011301827836661994 and parameters: {'cluster_resolution': 1.1770064242354266, 'n_neighbors': 20, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'cosine'}. Best is trial 0 with value: 0.011301827836661994.\n", + "/home/erikserrano/Projects/buscar/notebooks/3.cfret-screen-analysis/../../utils/heterogeneity.py:236: FutureWarning: In the future, the default backend for leiden will be igraph instead of leidenalg.\n", + "\n", + " To achieve the future defaults please pass: flavor=\"igraph\" and n_iterations=2. directed must also be False to work with igraph's implementation.\n", + " sc.tl.leiden(\n", + "/home/erikserrano/Projects/buscar/notebooks/3.cfret-screen-analysis/../../utils/heterogeneity.py:236: FutureWarning: In the future, the default backend for leiden will be igraph instead of leidenalg.\n", + "\n", + " To achieve the future defaults please pass: flavor=\"igraph\" and n_iterations=2. directed must also be False to work with igraph's implementation.\n", + " sc.tl.leiden(\n", + "[I 2025-11-21 21:41:49,136] Trial 0 finished with value: 0.011014276991034423 and parameters: {'cluster_resolution': 0.7930943264793587, 'n_neighbors': 6, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'manhattan'}. Best is trial 0 with value: 0.011014276991034423.\n", + "/home/erikserrano/Projects/buscar/notebooks/3.cfret-screen-analysis/../../utils/heterogeneity.py:236: FutureWarning: In the future, the default backend for leiden will be igraph instead of leidenalg.\n", + "\n", + " To achieve the future defaults please pass: flavor=\"igraph\" and n_iterations=2. directed must also be False to work with igraph's implementation.\n", + " sc.tl.leiden(\n", + "[I 2025-11-21 21:41:49,279] Trial 0 finished with value: 0.01680104795622003 and parameters: {'cluster_resolution': 0.6981913968968398, 'n_neighbors': 62, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'manhattan'}. Best is trial 0 with value: 0.01680104795622003.\n", + "/home/erikserrano/Projects/buscar/notebooks/3.cfret-screen-analysis/../../utils/heterogeneity.py:236: FutureWarning: In the future, the default backend for leiden will be igraph instead of leidenalg.\n", + "\n", + " To achieve the future defaults please pass: flavor=\"igraph\" and n_iterations=2. directed must also be False to work with igraph's implementation.\n", + " sc.tl.leiden(\n", + "/home/erikserrano/Projects/buscar/notebooks/3.cfret-screen-analysis/../../utils/heterogeneity.py:236: FutureWarning: In the future, the default backend for leiden will be igraph instead of leidenalg.\n", + "\n", + " To achieve the future defaults please pass: flavor=\"igraph\" and n_iterations=2. directed must also be False to work with igraph's implementation.\n", + " sc.tl.leiden(\n", + "[I 2025-11-21 21:41:49,294] Trial 0 finished with value: 0.05119241758899662 and parameters: {'cluster_resolution': 0.5782847549480996, 'n_neighbors': 25, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'manhattan'}. Best is trial 0 with value: 0.05119241758899662.\n", + "/home/erikserrano/Projects/buscar/notebooks/3.cfret-screen-analysis/../../utils/heterogeneity.py:236: FutureWarning: In the future, the default backend for leiden will be igraph instead of leidenalg.\n", + "\n", + " To achieve the future defaults please pass: flavor=\"igraph\" and n_iterations=2. directed must also be False to work with igraph's implementation.\n", + " sc.tl.leiden(\n", + "/home/erikserrano/Projects/buscar/notebooks/3.cfret-screen-analysis/../../utils/heterogeneity.py:236: FutureWarning: In the future, the default backend for leiden will be igraph instead of leidenalg.\n", + "\n", + " To achieve the future defaults please pass: flavor=\"igraph\" and n_iterations=2. directed must also be False to work with igraph's implementation.\n", + " sc.tl.leiden(\n", + "[I 2025-11-21 21:41:49,450] A new study created in memory with name: CFReT_screen_clustering_UCD-0001613\n", + "/home/erikserrano/Projects/buscar/notebooks/3.cfret-screen-analysis/../../utils/heterogeneity.py:236: FutureWarning: In the future, the default backend for leiden will be igraph instead of leidenalg.\n", + "\n", + " To achieve the future defaults please pass: flavor=\"igraph\" and n_iterations=2. directed must also be False to work with igraph's implementation.\n", + " sc.tl.leiden(\n", + "[I 2025-11-21 21:41:49,674] A new study created in memory with name: CFReT_screen_clustering_UCD-0001921\n", + "[I 2025-11-21 21:41:49,705] Trial 0 finished with value: -0.061643378192473286 and parameters: {'cluster_resolution': 2.0559027631953612, 'n_neighbors': 84, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'euclidean'}. Best is trial 0 with value: -0.061643378192473286.\n", + "[I 2025-11-21 21:41:49,710] Trial 0 finished with value: -0.0008330515466489801 and parameters: {'cluster_resolution': 1.360059781754819, 'n_neighbors': 88, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'euclidean'}. Best is trial 0 with value: -0.0008330515466489801.\n", + "[I 2025-11-21 21:41:49,770] Trial 0 finished with value: 0.1017864061382544 and parameters: {'cluster_resolution': 0.31910048844094696, 'n_neighbors': 28, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'cosine'}. Best is trial 0 with value: 0.1017864061382544.\n", + "[I 2025-11-21 21:41:49,824] Trial 0 finished with value: -1.0 and parameters: {'cluster_resolution': 0.330124467439918, 'n_neighbors': 43, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'manhattan'}. Best is trial 0 with value: -1.0.\n", + "/home/erikserrano/Projects/buscar/notebooks/3.cfret-screen-analysis/../../utils/heterogeneity.py:236: FutureWarning: In the future, the default backend for leiden will be igraph instead of leidenalg.\n", + "\n", + " To achieve the future defaults please pass: flavor=\"igraph\" and n_iterations=2. directed must also be False to work with igraph's implementation.\n", + " sc.tl.leiden(\n", + "[I 2025-11-21 21:41:49,905] Trial 0 finished with value: -0.0029549051286162655 and parameters: {'cluster_resolution': 2.1195482127218557, 'n_neighbors': 5, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'manhattan'}. Best is trial 0 with value: -0.0029549051286162655.\n", + "[I 2025-11-21 21:41:49,942] Trial 0 finished with value: -0.002905089081159221 and parameters: {'cluster_resolution': 1.2459789444244442, 'n_neighbors': 61, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'manhattan'}. Best is trial 0 with value: -0.002905089081159221.\n", + "[I 2025-11-21 21:41:50,000] Trial 0 finished with value: 0.035485784017005965 and parameters: {'cluster_resolution': 0.6711562818919401, 'n_neighbors': 100, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'manhattan'}. Best is trial 0 with value: 0.035485784017005965.\n", + "[I 2025-11-21 21:41:50,120] Trial 0 finished with value: 0.007516636909903132 and parameters: {'cluster_resolution': 1.0544036964208816, 'n_neighbors': 21, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'euclidean'}. Best is trial 0 with value: 0.007516636909903132.\n", + "[I 2025-11-21 21:41:50,187] Trial 1 finished with value: 0.02260290731959052 and parameters: {'cluster_resolution': 0.7872371778541689, 'n_neighbors': 45, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'manhattan'}. Best is trial 1 with value: 0.02260290731959052.\n", + "[I 2025-11-21 21:41:50,199] Trial 0 finished with value: 0.03655473303188121 and parameters: {'cluster_resolution': 0.8378582755884492, 'n_neighbors': 46, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'euclidean'}. Best is trial 0 with value: 0.03655473303188121.\n", + "[I 2025-11-21 21:41:50,214] Trial 0 finished with value: 0.10615484219386685 and parameters: {'cluster_resolution': 0.4709986051914493, 'n_neighbors': 95, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'manhattan'}. Best is trial 0 with value: 0.10615484219386685.\n", + "[I 2025-11-21 21:41:50,287] Trial 0 finished with value: -1.0 and parameters: {'cluster_resolution': 0.10054261568399628, 'n_neighbors': 65, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'euclidean'}. Best is trial 0 with value: -1.0.\n", + "[I 2025-11-21 21:41:50,302] Trial 0 finished with value: 0.015359952985368533 and parameters: {'cluster_resolution': 0.6403589869468924, 'n_neighbors': 74, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'cosine'}. Best is trial 0 with value: 0.015359952985368533.\n", + "[I 2025-11-21 21:41:50,354] Trial 0 finished with value: -1.0 and parameters: {'cluster_resolution': 0.2873493437045338, 'n_neighbors': 42, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'manhattan'}. Best is trial 0 with value: -1.0.\n", + "[I 2025-11-21 21:41:50,439] Trial 1 finished with value: -0.0019642839317216888 and parameters: {'cluster_resolution': 1.8398734934902004, 'n_neighbors': 20, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'cosine'}. Best is trial 0 with value: 0.05119241758899662.\n", + "[I 2025-11-21 21:41:50,582] Trial 1 finished with value: -0.0033563108382063033 and parameters: {'cluster_resolution': 1.7353083701371663, 'n_neighbors': 9, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'euclidean'}. Best is trial 1 with value: -0.0033563108382063033.\n", + "[I 2025-11-21 21:41:50,711] Trial 0 finished with value: -0.000690516044774023 and parameters: {'cluster_resolution': 1.6557217947130078, 'n_neighbors': 43, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'manhattan'}. Best is trial 0 with value: -0.000690516044774023.\n", + "[I 2025-11-21 21:41:50,792] Trial 1 finished with value: 0.08618327000175442 and parameters: {'cluster_resolution': 1.0847704793865285, 'n_neighbors': 23, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'manhattan'}. Best is trial 0 with value: 0.10615484219386685.\n", + "/home/erikserrano/Projects/buscar/notebooks/3.cfret-screen-analysis/../../utils/heterogeneity.py:236: FutureWarning: In the future, the default backend for leiden will be igraph instead of leidenalg.\n", + "\n", + " To achieve the future defaults please pass: flavor=\"igraph\" and n_iterations=2. directed must also be False to work with igraph's implementation.\n", + " sc.tl.leiden(\n", + "[I 2025-11-21 21:41:50,868] Trial 0 finished with value: 0.04925355769287974 and parameters: {'cluster_resolution': 0.5799218772616079, 'n_neighbors': 16, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'cosine'}. Best is trial 0 with value: 0.04925355769287974.\n", + "[I 2025-11-21 21:41:50,910] Trial 0 finished with value: 0.006628169774525352 and parameters: {'cluster_resolution': 1.1014261379768582, 'n_neighbors': 30, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'manhattan'}. Best is trial 0 with value: 0.006628169774525352.\n", + "[I 2025-11-21 21:41:50,921] Trial 0 finished with value: -0.01572747371987522 and parameters: {'cluster_resolution': 2.16444881203875, 'n_neighbors': 15, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'cosine'}. Best is trial 0 with value: -0.01572747371987522.\n", + "[I 2025-11-21 21:41:50,926] Trial 1 finished with value: -0.003681036108855817 and parameters: {'cluster_resolution': 1.9969331650729323, 'n_neighbors': 9, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'cosine'}. Best is trial 0 with value: -0.0029549051286162655.\n", + "/home/erikserrano/Projects/buscar/notebooks/3.cfret-screen-analysis/../../utils/heterogeneity.py:236: FutureWarning: In the future, the default backend for leiden will be igraph instead of leidenalg.\n", + "\n", + " To achieve the future defaults please pass: flavor=\"igraph\" and n_iterations=2. directed must also be False to work with igraph's implementation.\n", + " sc.tl.leiden(\n", + "[I 2025-11-21 21:41:51,182] Trial 1 finished with value: 0.11588041484442861 and parameters: {'cluster_resolution': 0.4424669352652143, 'n_neighbors': 88, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'manhattan'}. Best is trial 1 with value: 0.11588041484442861.\n", + "[I 2025-11-21 21:41:51,277] Trial 1 finished with value: 0.0017951493949188272 and parameters: {'cluster_resolution': 1.0671073050057354, 'n_neighbors': 15, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'cosine'}. Best is trial 0 with value: 0.011014276991034423.\n", + "[I 2025-11-21 21:41:51,296] Trial 1 finished with value: 0.0211740700063741 and parameters: {'cluster_resolution': 0.5296463939706878, 'n_neighbors': 9, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'cosine'}. Best is trial 0 with value: 0.03655473303188121.\n", + "[I 2025-11-21 21:41:51,439] Trial 0 finished with value: 0.003811427914741992 and parameters: {'cluster_resolution': 1.229216309764472, 'n_neighbors': 39, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'cosine'}. Best is trial 0 with value: 0.003811427914741992.\n", + "[I 2025-11-21 21:41:51,589] A new study created in memory with name: CFReT_screen_clustering_UCD-0159293\n", + "[I 2025-11-21 21:41:51,627] Trial 1 finished with value: -1.0 and parameters: {'cluster_resolution': 0.24163149591387315, 'n_neighbors': 49, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'manhattan'}. Best is trial 0 with value: 0.035485784017005965.\n", + "[I 2025-11-21 21:41:51,661] Trial 1 finished with value: -0.010080853369672009 and parameters: {'cluster_resolution': 2.1136030398529506, 'n_neighbors': 15, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'cosine'}. Best is trial 0 with value: 0.015359952985368533.\n", + "[I 2025-11-21 21:41:51,727] A new study created in memory with name: CFReT_screen_clustering_UCD-0001808\n", + "[I 2025-11-21 21:41:51,778] A new study created in memory with name: CFReT_screen_clustering_UCD-0001801\n", + "[I 2025-11-21 21:41:51,778] A new study created in memory with name: CFReT_screen_clustering_UCD-0159265\n", + "[I 2025-11-21 21:41:51,789] Trial 1 finished with value: -1.0 and parameters: {'cluster_resolution': 0.3260022960958597, 'n_neighbors': 88, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'euclidean'}. Best is trial 0 with value: -0.0008330515466489801.\n", + "[I 2025-11-21 21:41:52,018] Trial 1 finished with value: -1.0 and parameters: {'cluster_resolution': 0.23373343995177134, 'n_neighbors': 93, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'euclidean'}. Best is trial 0 with value: 0.007516636909903132.\n", + "[I 2025-11-21 21:41:52,023] Trial 0 finished with value: 0.017080350538708333 and parameters: {'cluster_resolution': 0.47629250412097834, 'n_neighbors': 54, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'cosine'}. Best is trial 0 with value: 0.017080350538708333.\n", + "[I 2025-11-21 21:41:52,030] A new study created in memory with name: CFReT_screen_clustering_UCD-0159271\n", + "[I 2025-11-21 21:41:52,330] Trial 1 finished with value: -1.0 and parameters: {'cluster_resolution': 0.40911644917108114, 'n_neighbors': 100, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'manhattan'}. Best is trial 0 with value: -0.002905089081159221.\n", + "[I 2025-11-21 21:41:52,363] Trial 0 finished with value: -0.00375753263241175 and parameters: {'cluster_resolution': 1.986967168222464, 'n_neighbors': 82, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'cosine'}. Best is trial 0 with value: -0.00375753263241175.\n", + "[I 2025-11-21 21:41:52,454] Trial 0 finished with value: 0.003934508985258803 and parameters: {'cluster_resolution': 0.8073606700941288, 'n_neighbors': 77, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'manhattan'}. Best is trial 0 with value: 0.003934508985258803.\n", + "[I 2025-11-21 21:41:52,500] Trial 0 finished with value: -0.022990974409185724 and parameters: {'cluster_resolution': 1.6145283140264624, 'n_neighbors': 66, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'cosine'}. Best is trial 0 with value: -0.022990974409185724.\n", + "[I 2025-11-21 21:41:52,616] Trial 1 finished with value: -1.0 and parameters: {'cluster_resolution': 0.19730621058364323, 'n_neighbors': 87, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'euclidean'}. Best is trial 0 with value: -0.01572747371987522.\n", + "[I 2025-11-21 21:41:52,634] Trial 0 finished with value: -1.0 and parameters: {'cluster_resolution': 0.24998877347676585, 'n_neighbors': 54, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'manhattan'}. Best is trial 0 with value: -1.0.\n", + "[I 2025-11-21 21:41:52,679] Trial 0 finished with value: -0.05748399484616586 and parameters: {'cluster_resolution': 2.112797550694061, 'n_neighbors': 99, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'euclidean'}. Best is trial 0 with value: -0.05748399484616586.\n", + "[I 2025-11-21 21:41:52,695] Trial 1 finished with value: 0.12160807065692089 and parameters: {'cluster_resolution': 0.34549620010570903, 'n_neighbors': 69, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'cosine'}. Best is trial 1 with value: 0.12160807065692089.\n", + "[I 2025-11-21 21:41:52,725] Trial 0 finished with value: -0.012861342685891073 and parameters: {'cluster_resolution': 1.3974489395194865, 'n_neighbors': 24, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'cosine'}. Best is trial 0 with value: -0.012861342685891073.\n", + "[I 2025-11-21 21:41:53,155] Trial 1 finished with value: 0.05918061698447849 and parameters: {'cluster_resolution': 0.5940590085940342, 'n_neighbors': 72, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'euclidean'}. Best is trial 1 with value: 0.05918061698447849.\n", + "[I 2025-11-21 21:41:53,169] Trial 1 finished with value: 0.0057895614445007005 and parameters: {'cluster_resolution': 1.4132501494538443, 'n_neighbors': 55, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'manhattan'}. Best is trial 1 with value: 0.0057895614445007005.\n", + "[I 2025-11-21 21:41:53,170] A new study created in memory with name: CFReT_screen_clustering_UCD-0001835\n", + "[I 2025-11-21 21:41:53,207] Trial 1 finished with value: -1.0 and parameters: {'cluster_resolution': 0.1087240474319129, 'n_neighbors': 76, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'manhattan'}. Best is trial 0 with value: -1.0.\n", + "[I 2025-11-21 21:41:53,405] Trial 1 finished with value: -0.044365112941149386 and parameters: {'cluster_resolution': 1.235826623349134, 'n_neighbors': 48, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'manhattan'}. Best is trial 0 with value: 0.1017864061382544.\n", + "[I 2025-11-21 21:41:53,407] Trial 0 finished with value: 0.03072872864654188 and parameters: {'cluster_resolution': 1.5820364155303759, 'n_neighbors': 40, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'manhattan'}. Best is trial 0 with value: 0.03072872864654188.\n", + "[I 2025-11-21 21:41:53,570] Trial 1 finished with value: 0.023593708730650472 and parameters: {'cluster_resolution': 0.7213025557760123, 'n_neighbors': 45, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'euclidean'}. Best is trial 1 with value: 0.023593708730650472.\n", + "[I 2025-11-21 21:41:53,616] A new study created in memory with name: CFReT_screen_clustering_UCD-0159280\n", + "[I 2025-11-21 21:41:53,668] A new study created in memory with name: CFReT_screen_clustering_UCD-0159286\n", + "[I 2025-11-21 21:41:53,679] Trial 0 finished with value: 0.004596105984601713 and parameters: {'cluster_resolution': 1.114716613455917, 'n_neighbors': 79, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'cosine'}. Best is trial 0 with value: 0.004596105984601713.\n", + "[I 2025-11-21 21:41:53,821] Trial 1 finished with value: -0.11581795067299187 and parameters: {'cluster_resolution': 1.6857323682594212, 'n_neighbors': 52, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'manhattan'}. Best is trial 0 with value: -0.012861342685891073.\n", + "[I 2025-11-21 21:41:53,970] Trial 1 finished with value: 0.08035998230769666 and parameters: {'cluster_resolution': 0.4869016642528722, 'n_neighbors': 87, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'euclidean'}. Best is trial 1 with value: 0.08035998230769666.\n", + "[I 2025-11-21 21:41:53,984] A new study created in memory with name: CFReT_screen_clustering_UCD-0018131\n", + "[I 2025-11-21 21:41:54,024] Trial 0 finished with value: -0.019792891987631643 and parameters: {'cluster_resolution': 1.3861580583451385, 'n_neighbors': 15, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'euclidean'}. Best is trial 0 with value: -0.019792891987631643.\n", + "[I 2025-11-21 21:41:54,084] A new study created in memory with name: CFReT_screen_clustering_UCD-0001024\n", + "[I 2025-11-21 21:41:54,097] Trial 0 finished with value: 0.00807219269274278 and parameters: {'cluster_resolution': 1.9980252655413688, 'n_neighbors': 24, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'manhattan'}. Best is trial 0 with value: 0.00807219269274278.\n", + "[I 2025-11-21 21:41:54,118] Trial 1 finished with value: -1.0 and parameters: {'cluster_resolution': 0.23530883078709713, 'n_neighbors': 79, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'manhattan'}. Best is trial 0 with value: 0.003934508985258803.\n", + "[I 2025-11-21 21:41:54,161] Trial 1 finished with value: -1.0 and parameters: {'cluster_resolution': 0.3238211097049247, 'n_neighbors': 86, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'euclidean'}. Best is trial 0 with value: 0.017080350538708333.\n", + "[I 2025-11-21 21:41:54,179] Trial 1 finished with value: 0.012467995250121336 and parameters: {'cluster_resolution': 0.5994971696232013, 'n_neighbors': 75, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'manhattan'}. Best is trial 1 with value: 0.012467995250121336.\n", + "[I 2025-11-21 21:41:54,459] Trial 1 finished with value: -0.06019758904401077 and parameters: {'cluster_resolution': 1.4383869178599122, 'n_neighbors': 31, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'manhattan'}. Best is trial 0 with value: -0.019792891987631643.\n", + "[I 2025-11-21 21:41:54,536] Trial 1 finished with value: -0.008950002124262559 and parameters: {'cluster_resolution': 1.2542607886261945, 'n_neighbors': 37, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'euclidean'}. Best is trial 0 with value: -0.00375753263241175.\n", + "[I 2025-11-21 21:41:54,566] A new study created in memory with name: CFReT_screen_clustering_UCD-0001829\n", + "[I 2025-11-21 21:41:54,596] A new study created in memory with name: CFReT_screen_clustering_UCD-0159259\n", + "[I 2025-11-21 21:41:54,599] A new study created in memory with name: CFReT_screen_clustering_UCD-0001842\n", + "[I 2025-11-21 21:41:54,732] Trial 0 finished with value: 0.00313574078398014 and parameters: {'cluster_resolution': 1.3235193961935592, 'n_neighbors': 32, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'euclidean'}. Best is trial 0 with value: 0.00313574078398014.\n", + "[I 2025-11-21 21:41:54,876] Trial 0 finished with value: 0.004811809551581636 and parameters: {'cluster_resolution': 1.14073578208598, 'n_neighbors': 45, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'cosine'}. Best is trial 0 with value: 0.004811809551581636.\n", + "[I 2025-11-21 21:41:54,895] Trial 1 finished with value: -0.008398986581395084 and parameters: {'cluster_resolution': 1.7396290635155816, 'n_neighbors': 22, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'euclidean'}. Best is trial 1 with value: -0.008398986581395084.\n", + "[I 2025-11-21 21:41:55,227] Trial 1 finished with value: 0.012305164660017609 and parameters: {'cluster_resolution': 1.8989092776881225, 'n_neighbors': 13, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'euclidean'}. Best is trial 1 with value: 0.012305164660017609.\n", + "[I 2025-11-21 21:41:55,435] Trial 0 finished with value: 0.10591701919731593 and parameters: {'cluster_resolution': 0.34903783900782626, 'n_neighbors': 15, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'euclidean'}. Best is trial 0 with value: 0.10591701919731593.\n", + "[I 2025-11-21 21:41:55,462] Trial 1 finished with value: 0.008209480849029276 and parameters: {'cluster_resolution': 1.3137726166334238, 'n_neighbors': 11, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'manhattan'}. Best is trial 1 with value: 0.008209480849029276.\n", + "[I 2025-11-21 21:41:55,579] Trial 1 finished with value: 0.0212350102370221 and parameters: {'cluster_resolution': 0.671019441206927, 'n_neighbors': 99, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'manhattan'}. Best is trial 1 with value: 0.0212350102370221.\n", + "[I 2025-11-21 21:41:55,762] Trial 1 finished with value: 0.02248056708139957 and parameters: {'cluster_resolution': 2.0863894044466362, 'n_neighbors': 73, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'euclidean'}. Best is trial 0 with value: 0.03072872864654188.\n", + "[I 2025-11-21 21:41:55,966] Trial 1 finished with value: 0.0004037679958901738 and parameters: {'cluster_resolution': 0.9897732067437842, 'n_neighbors': 53, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'cosine'}. Best is trial 1 with value: 0.0004037679958901738.\n", + "[I 2025-11-21 21:41:56,175] Trial 0 finished with value: 0.005358804162630786 and parameters: {'cluster_resolution': 0.8434392689188753, 'n_neighbors': 69, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'euclidean'}. Best is trial 0 with value: 0.005358804162630786.\n", + "[I 2025-11-21 21:41:56,218] Trial 0 finished with value: 0.2467483962182524 and parameters: {'cluster_resolution': 0.262336958957558, 'n_neighbors': 55, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'cosine'}. Best is trial 0 with value: 0.2467483962182524.\n", + "[I 2025-11-21 21:41:56,306] Trial 0 finished with value: -0.00048012388156834604 and parameters: {'cluster_resolution': 1.9043148916877957, 'n_neighbors': 45, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'euclidean'}. Best is trial 0 with value: -0.00048012388156834604.\n", + "[I 2025-11-21 21:41:56,344] Trial 1 finished with value: 0.05783331110842148 and parameters: {'cluster_resolution': 0.3743924356498194, 'n_neighbors': 55, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'cosine'}. Best is trial 1 with value: 0.05783331110842148.\n", + "[I 2025-11-21 21:41:56,834] Trial 0 finished with value: -0.007631951601751959 and parameters: {'cluster_resolution': 1.1935192080900463, 'n_neighbors': 28, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'manhattan'}. Best is trial 0 with value: -0.007631951601751959.\n", + "[I 2025-11-21 21:41:57,092] Trial 1 finished with value: 0.01959367543624807 and parameters: {'cluster_resolution': 1.702092351809396, 'n_neighbors': 23, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'manhattan'}. Best is trial 0 with value: 0.10591701919731593.\n", + "[I 2025-11-21 21:41:57,141] Trial 1 finished with value: 0.010510995457211438 and parameters: {'cluster_resolution': 0.43869230996926756, 'n_neighbors': 16, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'cosine'}. Best is trial 1 with value: 0.010510995457211438.\n", + "[I 2025-11-21 21:41:57,153] Trial 1 finished with value: 0.0003562552337337257 and parameters: {'cluster_resolution': 1.7521661341533552, 'n_neighbors': 33, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'manhattan'}. Best is trial 0 with value: 0.004811809551581636.\n", + "[I 2025-11-21 21:41:57,483] Trial 0 finished with value: -0.017626559509459766 and parameters: {'cluster_resolution': 1.6874654662174542, 'n_neighbors': 74, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'manhattan'}. Best is trial 0 with value: -0.017626559509459766.\n", + "[I 2025-11-21 21:41:57,782] Trial 1 finished with value: 0.008073198574233453 and parameters: {'cluster_resolution': 1.512351275005161, 'n_neighbors': 52, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'euclidean'}. Best is trial 1 with value: 0.008073198574233453.\n", + "[I 2025-11-21 21:41:57,852] Trial 1 finished with value: -1.0 and parameters: {'cluster_resolution': 0.151786175794872, 'n_neighbors': 55, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'manhattan'}. Best is trial 0 with value: -0.00048012388156834604.\n", + "[I 2025-11-21 21:41:59,055] Trial 1 finished with value: 0.0005829005618925827 and parameters: {'cluster_resolution': 1.4262526091689776, 'n_neighbors': 24, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'manhattan'}. Best is trial 1 with value: 0.0005829005618925827.\n", + "[I 2025-11-21 21:41:59,156] Trial 1 finished with value: -0.017433582816213804 and parameters: {'cluster_resolution': 1.6349594176674707, 'n_neighbors': 74, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'cosine'}. Best is trial 0 with value: 0.2467483962182524.\n", + "[I 2025-11-21 21:41:59,447] Trial 1 finished with value: -0.028812649420638204 and parameters: {'cluster_resolution': 1.5782011544324503, 'n_neighbors': 90, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'manhattan'}. Best is trial 0 with value: -0.007631951601751959.\n", + "[I 2025-11-21 21:42:01,616] Trial 0 finished with value: -0.01156512851642597 and parameters: {'cluster_resolution': 2.1415770674556747, 'n_neighbors': 100, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'euclidean'}. Best is trial 0 with value: -0.01156512851642597.\n", + "[I 2025-11-21 21:42:39,809] Trial 1 finished with value: -0.007201972912521659 and parameters: {'cluster_resolution': 1.6050924636725854, 'n_neighbors': 89, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'cosine'}. Best is trial 1 with value: -0.007201972912521659.\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + " DMSO_heart_7: silhouette=0.000, params={'cluster_resolution': 0.9897732067437842, 'n_neighbors': 53, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'cosine'}\n", + " UCD-0159256: silhouette=-0.003, params={'cluster_resolution': 1.7353083701371663, 'n_neighbors': 9, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'euclidean'}\n", + " UCD-0001766: silhouette=0.023, params={'cluster_resolution': 0.7872371778541689, 'n_neighbors': 45, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'manhattan'}\n", + " UCD-0159262: silhouette=0.106, params={'cluster_resolution': 0.4709986051914493, 'n_neighbors': 95, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'manhattan'}\n", + " UCD-0001915: silhouette=0.051, params={'cluster_resolution': 0.5782847549480996, 'n_neighbors': 25, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'manhattan'}\n", + " UCD-0159279: silhouette=0.044, params={'cluster_resolution': 0.46639823003811576, 'n_neighbors': 70, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'cosine'}\n", + " UCD-0159283: silhouette=0.006, params={'cluster_resolution': 1.4132501494538443, 'n_neighbors': 55, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'manhattan'}\n", + " UCD-0001040: silhouette=0.008, params={'cluster_resolution': 1.0544036964208816, 'n_neighbors': 21, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'euclidean'}\n", + " UCD-0000450: silhouette=0.015, params={'cluster_resolution': 0.6403589869468924, 'n_neighbors': 74, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'cosine'}\n", + " UCD-0159257: silhouette=0.008, params={'cluster_resolution': 1.3137726166334238, 'n_neighbors': 11, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'manhattan'}\n", + " UCD-0001810: silhouette=-0.003, params={'cluster_resolution': 2.1195482127218557, 'n_neighbors': 5, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'manhattan'}\n", + " UCD-0159263: silhouette=-0.001, params={'cluster_resolution': 1.360059781754819, 'n_neighbors': 88, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'euclidean'}\n", + " UCD-0159269: silhouette=0.116, params={'cluster_resolution': 0.4424669352652143, 'n_neighbors': 88, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'manhattan'}\n", + " UCD-0159273: silhouette=-0.004, params={'cluster_resolution': 1.986967168222464, 'n_neighbors': 82, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'cosine'}\n", + " UCD-0159284: silhouette=-1.000, params={'cluster_resolution': 0.2873493437045338, 'n_neighbors': 42, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'manhattan'}\n", + " UCD-0017999: silhouette=0.102, params={'cluster_resolution': 0.31910048844094696, 'n_neighbors': 28, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'cosine'}\n", + " UCD-0001014: silhouette=0.059, params={'cluster_resolution': 0.5940590085940342, 'n_neighbors': 72, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'euclidean'}\n", + " UCD-0159258: silhouette=-0.003, params={'cluster_resolution': 1.2459789444244442, 'n_neighbors': 61, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'manhattan'}\n", + " UCD-0159261: silhouette=0.037, params={'cluster_resolution': 0.8378582755884492, 'n_neighbors': 46, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'euclidean'}\n", + " UCD-0001775: silhouette=0.017, params={'cluster_resolution': 0.47629250412097834, 'n_neighbors': 54, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'cosine'}\n", + " UCD-0159274: silhouette=0.011, params={'cluster_resolution': 0.7930943264793587, 'n_neighbors': 6, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'manhattan'}\n", + " DMSO_heart_19: silhouette=-0.007, params={'cluster_resolution': 1.6050924636725854, 'n_neighbors': 89, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'cosine'}\n", + " UCD-0159285: silhouette=0.008, params={'cluster_resolution': 1.512351275005161, 'n_neighbors': 52, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'euclidean'}\n", + " UCD-0159289: silhouette=0.080, params={'cluster_resolution': 0.4869016642528722, 'n_neighbors': 87, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'euclidean'}\n", + " UCD-0018179: silhouette=0.052, params={'cluster_resolution': 0.9579619090415782, 'n_neighbors': 13, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'manhattan'}\n", + " UCD-0001016: silhouette=-0.008, params={'cluster_resolution': 1.7396290635155816, 'n_neighbors': 22, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'euclidean'}\n", + " UCD-0001804: silhouette=0.004, params={'cluster_resolution': 0.8073606700941288, 'n_neighbors': 77, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'manhattan'}\n", + " UCD-0018207: silhouette=0.035, params={'cluster_resolution': 0.6711562818919401, 'n_neighbors': 100, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'manhattan'}\n", + " UCD-0001844: silhouette=0.065, params={'cluster_resolution': 0.8230715142786573, 'n_neighbors': 49, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'euclidean'}\n", + " UCD-0159270: silhouette=0.021, params={'cluster_resolution': 0.671019441206927, 'n_neighbors': 99, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'manhattan'}\n", + " UCD-0159275: silhouette=0.012, params={'cluster_resolution': 0.5994971696232013, 'n_neighbors': 75, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'manhattan'}\n", + " UCD-0001613: silhouette=-0.016, params={'cluster_resolution': 2.16444881203875, 'n_neighbors': 15, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'cosine'}\n", + " UCD-0001921: silhouette=0.122, params={'cluster_resolution': 0.34549620010570903, 'n_neighbors': 69, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'cosine'}\n", + " UCD-0159293: silhouette=0.031, params={'cluster_resolution': 1.5820364155303759, 'n_neighbors': 40, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'manhattan'}\n", + " UCD-0001808: silhouette=0.024, params={'cluster_resolution': 0.7213025557760123, 'n_neighbors': 45, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'euclidean'}\n", + " UCD-0001801: silhouette=-0.013, params={'cluster_resolution': 1.3974489395194865, 'n_neighbors': 24, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'cosine'}\n", + " UCD-0159265: silhouette=0.005, params={'cluster_resolution': 1.14073578208598, 'n_neighbors': 45, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'cosine'}\n", + " UCD-0159271: silhouette=0.012, params={'cluster_resolution': 1.8989092776881225, 'n_neighbors': 13, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'euclidean'}\n", + " UCD-0001835: silhouette=0.058, params={'cluster_resolution': 0.3743924356498194, 'n_neighbors': 55, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'cosine'}\n", + " UCD-0159280: silhouette=0.011, params={'cluster_resolution': 0.43869230996926756, 'n_neighbors': 16, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'cosine'}\n", + " UCD-0159286: silhouette=-0.020, params={'cluster_resolution': 1.3861580583451385, 'n_neighbors': 15, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'euclidean'}\n", + " UCD-0018131: silhouette=0.247, params={'cluster_resolution': 0.262336958957558, 'n_neighbors': 55, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'cosine'}\n", + " UCD-0001024: silhouette=0.001, params={'cluster_resolution': 1.4262526091689776, 'n_neighbors': 24, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'manhattan'}\n", + " UCD-0001829: silhouette=-0.008, params={'cluster_resolution': 1.1935192080900463, 'n_neighbors': 28, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'manhattan'}\n", + " UCD-0159259: silhouette=0.106, params={'cluster_resolution': 0.34903783900782626, 'n_neighbors': 15, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'euclidean'}\n", + " UCD-0001842: silhouette=-0.000, params={'cluster_resolution': 1.9043148916877957, 'n_neighbors': 45, 'cluster_method': 'leiden', 'neighbor_distance_metric': 'euclidean'}\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "sys:1: CategoricalRemappingWarning: Local categoricals have different encodings, expensive re-encoding is done to perform this merge operation. Consider using a StringCache or an Enum type if the categories are known in advance\n" + ] + } + ], + "source": [ + "# setting best params outputs\n", + "cfret_screen_treatment_best_params_outpath = (\n", + " results_dir / \"cfret_screen_treatment_clustering_params.json\"\n", + ").resolve()\n", + "cfret_screen_treatment_cluster_df_outpath = (\n", + " results_dir / \"cfret_screen_treatment_clustered.parquet\"\n", + ").resolve()\n", + "\n", + "# here we are clustering each treatment-heart combination\n", + "# this will allow us to see how each heart responds to each treatment\n", + "cfret_screen_treatment_clustered_df, cfret_screen_treatment_clustered_best_params = (\n", + " optimized_clustering(\n", + " profiles=cfret_screen_df,\n", + " meta_features=cfret_screen_meta,\n", + " morph_features=cfret_screen_feats,\n", + " treatment_col=\"Metadata_treatment\",\n", + " param_grid=cfret_screen_cluster_param_grid,\n", + " n_trials=500,\n", + " n_jobs=-22,\n", + " study_name=\"CFReT_screen_clustering\",\n", + " )\n", + ")\n", + "\n", + "# save best params as json and dataframe as parquet\n", + "cfret_screen_treatment_clustered_df.write_parquet(\n", + " cfret_screen_treatment_cluster_df_outpath\n", + ")\n", + "with open(cfret_screen_treatment_best_params_outpath, \"w\") as f:\n", + " json.dump(\n", + " cfret_screen_treatment_clustered_best_params,\n", + " f,\n", + " indent=4,\n", + " )" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "8a4a9979", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
\n", + "shape: (5, 499)
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"B"27"healthy"null"DMSO_heart_7"null1031.77331687.4488341023.15870596.84995293"localhost240927060001""B02"2244"f08""13601323271362343116"-1.714346-2.535695-0.2005322.762689-0.6139780.1246890.33025-0.0384171.281422-0.987717-1.1240531.35118-0.382761-0.324415-2.406365-2.811065…1.2908731.6473380.5072651.0489530.574748-0.159257-0.5702050.79213-0.870146-2.6261830.0315591.241171-0.044313-0.2576330.132283-0.0047991.9277040.1031522.30752.455422-0.7011680.677342-1.218404-2.1899190.371659-0.508734-1.278283-1.529378-2.088097-0.929627-2.14462-2.4432221.224159"DMSO_heart_7_leiden_2"30517200.177326
" + ], + "text/plain": [ + "shape: (5, 499)\n", + "┌───────────┬───────────┬───────────┬───────────┬───┬───────────┬───────────┬───────────┬──────────┐\n", + "│ Metadata_ ┆ Metadata_ ┆ Metadata_ ┆ Metadata_ ┆ … ┆ Metadata_ ┆ Metadata_ ┆ Metadata_ ┆ Metadata │\n", + "│ WellRow ┆ WellCol ┆ heart_num ┆ cell_type ┆ ┆ cluster_i ┆ cluster_n ┆ treatment ┆ _cluster │\n", + "│ --- ┆ --- ┆ ber ┆ --- ┆ ┆ d ┆ _cells ┆ _n_cells ┆ _ratio │\n", + "│ str ┆ i64 ┆ --- ┆ str ┆ ┆ --- ┆ --- ┆ --- ┆ --- │\n", + "│ ┆ ┆ i64 ┆ ┆ ┆ cat ┆ u32 ┆ u32 ┆ f64 │\n", + "╞═══════════╪═══════════╪═══════════╪═══════════╪═══╪═══════════╪═══════════╪═══════════╪══════════╡\n", + "│ B ┆ 2 ┆ 7 ┆ healthy ┆ … ┆ DMSO_hear ┆ 365 ┆ 1720 ┆ 0.212209 │\n", + "│ ┆ ┆ ┆ ┆ ┆ t_7_leide ┆ ┆ ┆ │\n", + "│ ┆ ┆ ┆ ┆ ┆ n_0 ┆ ┆ ┆ │\n", + "│ B ┆ 2 ┆ 7 ┆ healthy ┆ … ┆ DMSO_hear ┆ 288 ┆ 1720 ┆ 0.167442 │\n", + "│ ┆ ┆ ┆ ┆ ┆ t_7_leide ┆ ┆ ┆ │\n", + "│ ┆ ┆ ┆ ┆ ┆ n_3 ┆ ┆ ┆ │\n", + "│ B ┆ 2 ┆ 7 ┆ healthy ┆ … ┆ DMSO_hear ┆ 284 ┆ 1720 ┆ 0.165116 │\n", + "│ ┆ ┆ ┆ ┆ ┆ t_7_leide ┆ ┆ ┆ │\n", + "│ ┆ ┆ ┆ ┆ ┆ n_4 ┆ ┆ ┆ │\n", + "│ B ┆ 2 ┆ 7 ┆ healthy ┆ … ┆ DMSO_hear ┆ 365 ┆ 1720 ┆ 0.212209 │\n", + "│ ┆ ┆ ┆ ┆ ┆ t_7_leide ┆ ┆ ┆ │\n", + "│ ┆ ┆ ┆ ┆ ┆ n_0 ┆ ┆ ┆ │\n", + "│ B ┆ 2 ┆ 7 ┆ healthy ┆ … ┆ DMSO_hear ┆ 305 ┆ 1720 ┆ 0.177326 │\n", + "│ ┆ ┆ ┆ ┆ ┆ t_7_leide ┆ ┆ ┆ │\n", + "│ ┆ ┆ ┆ ┆ ┆ n_2 ┆ ┆ ┆ │\n", + "└───────────┴───────────┴───────────┴───────────┴───┴───────────┴───────────┴───────────┴──────────┘" + ] + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# now merge the cluster labels back to the main dataframe\n", + "cfret_screen_df = cfret_screen_df.join(\n", + " cfret_screen_treatment_clustered_df, on=\"Metadata_cell_id\", how=\"left\"\n", + ")\n", + "cfret_screen_df.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "dc6be2d0", + "metadata": {}, + "outputs": [], + "source": [ + "treatment_phenotypic_dist_scores = measure_phenotypic_activity(\n", + " profiles=cfret_screen_df,\n", + " on_signature=on_sigs,\n", + " off_signature=off_sigs,\n", + " ref_treatment=\"DMSO_heart_7\",\n", + " cluster_col=\"Metadata_cluster_id\",\n", + " treatment_col=treatment_col,\n", + ")\n", + "\n", + "# save those as csv files\n", + "treatment_phenotypic_dist_scores.write_csv(\n", + " results_dir / \"cfret_screen_treatment_phenotypic_dist_scores.csv\"\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "83bfbb82", + "metadata": {}, + "outputs": [], + "source": [ + "treatment_rankings = identify_compound_hit(\n", + " distance_df=treatment_phenotypic_dist_scores, method=\"weighted_sum\"\n", + ")\n", + "\n", + "# save as csv files\n", + "treatment_rankings.write_csv(results_dir / \"cfret_screen_treatment_rankings.csv\")" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "d3395186", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
\n", + "shape: (2_296, 6)
ref_clustertreatmenttrt_clusteron_distoff_distexp_cluster_ratio
strstrstrf64f64f64
"DMSO_heart_7_leiden_3""UCD-0159273""UCD-0159273_leiden_13"20.1075128.3828440.039298
"DMSO_heart_7_leiden_0""UCD-0159273""UCD-0159273_leiden_13"21.6270549.3716360.039298
"DMSO_heart_7_leiden_6""UCD-0159273""UCD-0159273_leiden_13"24.22867510.3007840.039298
"DMSO_heart_7_leiden_2""UCD-0159273""UCD-0159273_leiden_13"28.83254510.0666610.039298
"DMSO_heart_7_leiden_1""UCD-0159273""UCD-0159273_leiden_13"20.8831438.1143540.039298
………………
"DMSO_heart_7_leiden_6""UCD-0159263""UCD-0159263_leiden_3"27.97270512.3679470.124474
"DMSO_heart_7_leiden_2""UCD-0159263""UCD-0159263_leiden_3"28.05091610.5259810.124474
"DMSO_heart_7_leiden_1""UCD-0159263""UCD-0159263_leiden_3"24.94403510.5839160.124474
"DMSO_heart_7_leiden_4""UCD-0159263""UCD-0159263_leiden_3"26.07129210.9822880.124474
"DMSO_heart_7_leiden_5""UCD-0159263""UCD-0159263_leiden_3"24.95134710.9928880.124474
" + ], + "text/plain": [ + "shape: (2_296, 6)\n", + "┌────────────────────┬─────────────┬───────────────────┬───────────┬───────────┬───────────────────┐\n", + "│ ref_cluster ┆ treatment ┆ trt_cluster ┆ on_dist ┆ off_dist ┆ exp_cluster_ratio │\n", + "│ --- ┆ --- ┆ --- ┆ --- ┆ --- ┆ --- │\n", + "│ str ┆ str ┆ str ┆ f64 ┆ f64 ┆ f64 │\n", + "╞════════════════════╪═════════════╪═══════════════════╪═══════════╪═══════════╪═══════════════════╡\n", + "│ DMSO_heart_7_leide ┆ UCD-0159273 ┆ UCD-0159273_leide ┆ 20.107512 ┆ 8.382844 ┆ 0.039298 │\n", + "│ n_3 ┆ ┆ n_13 ┆ ┆ ┆ │\n", + "│ DMSO_heart_7_leide ┆ UCD-0159273 ┆ UCD-0159273_leide ┆ 21.627054 ┆ 9.371636 ┆ 0.039298 │\n", + "│ n_0 ┆ ┆ n_13 ┆ ┆ ┆ │\n", + "│ DMSO_heart_7_leide ┆ UCD-0159273 ┆ UCD-0159273_leide ┆ 24.228675 ┆ 10.300784 ┆ 0.039298 │\n", + "│ n_6 ┆ ┆ n_13 ┆ ┆ ┆ │\n", + "│ DMSO_heart_7_leide ┆ UCD-0159273 ┆ UCD-0159273_leide ┆ 28.832545 ┆ 10.066661 ┆ 0.039298 │\n", + "│ n_2 ┆ ┆ n_13 ┆ ┆ ┆ │\n", + "│ DMSO_heart_7_leide ┆ UCD-0159273 ┆ UCD-0159273_leide ┆ 20.883143 ┆ 8.114354 ┆ 0.039298 │\n", + "│ n_1 ┆ ┆ n_13 ┆ ┆ ┆ │\n", + "│ … ┆ … ┆ … ┆ … ┆ … ┆ … │\n", + "│ DMSO_heart_7_leide ┆ UCD-0159263 ┆ UCD-0159263_leide ┆ 27.972705 ┆ 12.367947 ┆ 0.124474 │\n", + "│ n_6 ┆ ┆ n_3 ┆ ┆ ┆ │\n", + "│ DMSO_heart_7_leide ┆ UCD-0159263 ┆ UCD-0159263_leide ┆ 28.050916 ┆ 10.525981 ┆ 0.124474 │\n", + "│ n_2 ┆ ┆ n_3 ┆ ┆ ┆ │\n", + "│ DMSO_heart_7_leide ┆ UCD-0159263 ┆ UCD-0159263_leide ┆ 24.944035 ┆ 10.583916 ┆ 0.124474 │\n", + "│ n_1 ┆ ┆ n_3 ┆ ┆ ┆ │\n", + "│ DMSO_heart_7_leide ┆ UCD-0159263 ┆ UCD-0159263_leide ┆ 26.071292 ┆ 10.982288 ┆ 0.124474 │\n", + "│ n_4 ┆ ┆ n_3 ┆ ┆ ┆ │\n", + "│ DMSO_heart_7_leide ┆ UCD-0159263 ┆ UCD-0159263_leide ┆ 24.951347 ┆ 10.992888 ┆ 0.124474 │\n", + "│ n_5 ┆ ┆ n_3 ┆ ┆ ┆ │\n", + "└────────────────────┴─────────────┴───────────────────┴───────────┴───────────┴───────────────────┘" + ] + }, + "execution_count": 16, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "treatment_phenotypic_dist_scores" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "buscar", + "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": "3.12.11" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/notebooks/3.cfret-screen-analysis/nbconverted/1.cfret_screen_analysis.py b/notebooks/3.cfret-screen-analysis/nbconverted/1.cfret_screen_analysis.py new file mode 100644 index 0000000..dc70291 --- /dev/null +++ b/notebooks/3.cfret-screen-analysis/nbconverted/1.cfret_screen_analysis.py @@ -0,0 +1,369 @@ +#!/usr/bin/env python + +# # CFReT-Screen analysis +# +# In this notebook, we will be applying `buscar` to the CFReT initial screen. +# +# The resource for this dataset can be found [here](https://github.com/WayScience/targeted_fibrosis_drug_screen/tree/main/3.preprocessing_features) +# + +# In[1]: + + +import json +import pathlib +import sys + +import matplotlib.pyplot as plt +import numpy as np +import polars as pl +import seaborn as sns + +sys.path.append("../../") +from utils.data_utils import split_meta_and_features +from utils.heterogeneity import optimized_clustering +from utils.identify_hits import identify_compound_hit +from utils.io_utils import load_profiles +from utils.metrics import measure_phenotypic_activity + +# from utils.metrics import measure_phenotypic_activity +from utils.preprocess import apply_pca +from utils.signatures import get_signatures + +# ## Parameters +# +# Below are the parameters used for this notebook. The CFReT-screen dataset contains two hearts: **Healthy (Heart 7)** and **Failing (Heart 19)**, which has been diagnosed with dilated cardiomyopathy. +# +# DMSO Control Naming Convention +# +# To distinguish between control conditions from different heart sources, the `Metadata_treatment` column values are modified as follows: +# - **Healthy controls** (Heart 7 + DMSO): `"DMSO_heart_7"` +# - **Failing controls** (Heart 19 + DMSO): `"DMSO_heart_19"` +# +# Parameter Definitions: +# - **`healthy_ref_treatment`**: Reference treatment name for healthy controls +# - **`failing_ref_treatment`**: Reference treatment name for failing heart controls +# - **`treatment_col`**: Column name containing treatment metadata +# - **`cfret_screen_cluster_param_grid`**: Dictionary defining the hyperparameter search space for clustering optimization when assessing heterogeneity across treatments. Includes: +# - `cluster_resolution`: Granularity of clusters (float, 0.1–2.2) +# - `n_neighbors`: Number of neighbors for graph construction (int, 5–100) +# - `cluster_method`: Clustering algorithm (categorical: leiden) +# - `neighbor_distance_metric`: Distance metric for neighbor computation (categorical: euclidean, cosine, manhattan) + +# In[2]: + + +# setting parameters +healthy_ref_treatment = "DMSO_heart_7" +failing_ref_treatment = "DMSO_heart_19" +treatment_col = "Metadata_treatment" + +# parameters used for clustering optimization +cfret_screen_cluster_param_grid = { + # Clustering resolution: how granular the clusters should be + "cluster_resolution": {"type": "float", "low": 0.1, "high": 2.2}, + # Number of neighbors for graph construction + "n_neighbors": {"type": "int", "low": 5, "high": 100}, + # Clustering algorithm + "cluster_method": {"type": "categorical", "choices": ["leiden"]}, + # Distance metric for neighbor computation + "neighbor_distance_metric": { + "type": "categorical", + "choices": ["euclidean", "cosine", "manhattan"], + }, +} + + +# setting paths + +# In[3]: + + +# load in raw data from +cfret_data_dir = pathlib.Path( + "../0.download-data/data/sc-profiles/cfret-screen" +).resolve(strict=True) +cfret_profiles_path = (cfret_data_dir / "cfret_screen_concat_profiles.parquet").resolve( + strict=True +) + +# make results dir +results_dir = pathlib.Path("./results/cfret-screen").resolve() +results_dir.mkdir(parents=True, exist_ok=True) + + +# In[4]: + + +# loading profiles +cfret_screen_df = load_profiles(cfret_profiles_path) +cfret_screen_meta, cfret_screen_feats = split_meta_and_features(cfret_screen_df) + +# updating the treatment name to reflect the heart source for DMSO in healthy cells +# this is our reference for healthy cells when measuring phenotypic activity +cfret_screen_df = cfret_screen_df.with_columns( + pl.when( + (pl.col("Metadata_treatment") == "DMSO") + & (pl.col("Metadata_cell_type") == "healthy") + ) + .then(pl.lit("DMSO_heart_7")) + .otherwise(pl.col("Metadata_treatment")) + .alias("Metadata_treatment") +) +cfret_screen_df = cfret_screen_df.with_columns( + pl.when( + (pl.col("Metadata_treatment") == "DMSO") + & (pl.col("Metadata_cell_type") == "failing") + ) + .then(pl.lit("DMSO_heart_19")) + .otherwise(pl.col("Metadata_treatment")) + .alias("Metadata_treatment") +) + +# Display data +cfret_screen_df.head() + + +# In[5]: + + +print( + f"number of healthy cells {cfret_screen_df.filter(pl.col('Metadata_treatment') == 'DMSO_heart_7').height}" +) +print( + f"number of failing cells {cfret_screen_df.filter(pl.col('Metadata_treatment') == 'DMSO_heart_19').height}" +) + + +# ## Preprocessing + +# Filtering Treatments with Low Cell Counts: +# +# Treatments with low cell counts were removed from the analysis. This reduction in cell numbers is typically caused by cellular toxicity, which leads to cell death and consequently results in insufficient cell representation for downstream analysis. +# +# Low cell count treatments also pose challenges when assessing heterogeneity, as there are not enough data points to form meaningful clusters. To address this, highly toxic compounds with very few surviving cells were excluded from the BUSCAR analysis. +# +# A threshold of 10% was applied based on Scanpy documentation, which recommends having at least 15–100 data points to compute a reliable neighborhood graph. To validate this threshold, we generated a histogram of cell counts and marked the 10th percentile with a red line. Treatments falling below this threshold were removed and excluded from the BUSCAR pipeline. + +# In[6]: + + +# count number of cells per Metadata_treatment and ensure 'count' is Int64 +counts = cfret_screen_df["Metadata_treatment"].value_counts() +counts = counts.with_columns(pl.col("count").cast(pl.Int64)) +counts = counts.sort("count", descending=True) +counts = counts.to_pandas() + + +# In[7]: + + +# using numpy to calculate 10th percentile +tenth_percentile = np.round(np.percentile(counts["count"], 10), 3) +print(f"10th percentile of cell counts: {tenth_percentile} cells") + + +# Plotting cell count distribution + +# In[8]: + + +# setting seaborn style and figure size +sns.set(style="whitegrid") +plt.figure(figsize=(12, 6), dpi=200) + +# plot histogram with seaborn +ax = sns.histplot(data=counts, x="count", bins=100, color="skyblue", kde=True) + +# add 10th percentile vertical line and annotation (tenth_percentile already defined) +ax.axvline( + x=tenth_percentile, + color="red", + linestyle="--", + linewidth=2, + label=f"10th percentile ({int(tenth_percentile)} cells)", +) +ymin, ymax = ax.get_ylim() +ax.text( + tenth_percentile, + ymax * 0.9, + f"10th pct = {tenth_percentile:.0f}", + color="red", + rotation=90, + va="top", + ha="right", + backgroundcolor="white", +) + +# labeling the plot +ax.set_xlabel("Number of Cells") +ax.set_ylabel("Metadata_treatment") +ax.set_title("Cell Count per treeatment in CFRET screen") + +# adding legend +ax.legend() + +# adjust layout +plt.tight_layout() + +# save the plot +plt.savefig(results_dir / "cell_count_per_treatment_cfret_screen.png", dpi=500) + +# display plot +plt.show() + + +# Removing cells under those specific treatments + +# In[9]: + + +# remove treatments with cell counts below the 10th percentile +kept_treatments = counts[counts["count"] >= tenth_percentile][ + "Metadata_treatment" +].tolist() +cfret_screen_df = cfret_screen_df.filter( + pl.col("Metadata_treatment").is_in(kept_treatments) +) + +# print the treatments that were removed +removed_treatments = counts[counts["count"] < tenth_percentile][ + "Metadata_treatment" +].tolist() +print( + "Removed treatments due to low cell counts (below 10th percentile):", + removed_treatments, +) + +cfret_screen_df.head() + + +# ## Buscar pipeline + +# Get on and off signatures + +# In[10]: + + +# once the data is loaded, separate the controls +# here we want the healthy DMSO cells to be the target since the screen consists +# of failing cells treated with compounds +healthy_ref_df = cfret_screen_df.filter(pl.col("Metadata_treatment") == "DMSO_heart_7") +failing_ref_df = cfret_screen_df.filter(pl.col("Metadata_treatment") == "DMSO_heart_19") + +# creating signatures +on_sigs, off_sigs, _ = get_signatures( + ref_profiles=healthy_ref_df, + exp_profiles=failing_ref_df, + morph_feats=cfret_screen_feats, + test_method="mann_whitney_u", +) + +print("length of on and off signatures:", len(on_sigs), len(off_sigs)) + +# save signatures +signatures_dir = results_dir / "CFRet-screen-signatures.json" +with open(signatures_dir, "w") as sig_file: + json.dump( + {"on_signatures": on_sigs, "off_signatures": off_sigs}, sig_file, indent=4 + ) + + +# Assess heterogeneity + +# In[11]: + + +# Convert raw feature space to PCA space that explains 95% of variance +cfret_screen_pca_df = apply_pca( + profiles=cfret_screen_df, + meta_features=cfret_screen_meta, + morph_features=cfret_screen_feats, + var_explained=0.95, +) + +# split meta and features again after PCA +cfret_screen_pca_feats = cfret_screen_pca_df.drop(cfret_screen_meta).columns + + +# In[ ]: + + +# setting best params outputs +cfret_screen_treatment_best_params_outpath = ( + results_dir / "cfret_screen_treatment_clustering_params.json" +).resolve() +cfret_screen_treatment_cluster_df_outpath = ( + results_dir / "cfret_screen_treatment_clustered.parquet" +).resolve() + +# here we are clustering each treatment-heart combination +# this will allow us to see how each heart responds to each treatment +cfret_screen_treatment_clustered_df, cfret_screen_treatment_clustered_best_params = ( + optimized_clustering( + profiles=cfret_screen_df, + meta_features=cfret_screen_meta, + morph_features=cfret_screen_feats, + treatment_col="Metadata_treatment", + param_grid=cfret_screen_cluster_param_grid, + n_trials=500, + n_jobs=-22, + study_name="CFReT_screen_clustering", + ) +) + +# save best params as json and dataframe as parquet +cfret_screen_treatment_clustered_df.write_parquet( + cfret_screen_treatment_cluster_df_outpath +) +with open(cfret_screen_treatment_best_params_outpath, "w") as f: + json.dump( + cfret_screen_treatment_clustered_best_params, + f, + indent=4, + ) + + +# In[13]: + + +# now merge the cluster labels back to the main dataframe +cfret_screen_df = cfret_screen_df.join( + cfret_screen_treatment_clustered_df, on="Metadata_cell_id", how="left" +) +cfret_screen_df.head() + + +# In[14]: + + +treatment_phenotypic_dist_scores = measure_phenotypic_activity( + profiles=cfret_screen_df, + on_signature=on_sigs, + off_signature=off_sigs, + ref_treatment="DMSO_heart_7", + cluster_col="Metadata_cluster_id", + treatment_col=treatment_col, +) + +# save those as csv files +treatment_phenotypic_dist_scores.write_csv( + results_dir / "cfret_screen_treatment_phenotypic_dist_scores.csv" +) + + +# In[15]: + + +treatment_rankings = identify_compound_hit( + distance_df=treatment_phenotypic_dist_scores, method="weighted_sum" +) + +# save as csv files +treatment_rankings.write_csv(results_dir / "cfret_screen_treatment_rankings.csv") + + +# In[16]: + + +treatment_phenotypic_dist_scores diff --git a/utils/metrics.py b/utils/metrics.py index 2ac4b60..5975e2d 100644 --- a/utils/metrics.py +++ b/utils/metrics.py @@ -113,9 +113,9 @@ def compute_earth_movers_distance( metric=distance_metric, ) - # compute on and off emd scores - on_emd = ot.emd2(weights_ref, weights_exp, on_M) - off_emd = ot.emd2(weights_ref, weights_exp, off_M) + # compute on and off emd scores with increased numItermax to avoid warnings + on_emd = ot.emd2(weights_ref, weights_exp, on_M, numItermax=100000) + off_emd = ot.emd2(weights_ref, weights_exp, off_M, numItermax=100000) return on_emd, off_emd @@ -207,6 +207,14 @@ def measure_phenotypic_activity( ref_profiles = profiles.filter(pl.col(treatment_col) == ref_treatment) exp_profiles = profiles.filter(pl.col(treatment_col) != ref_treatment) + # check that there are profiles to compare + if ref_profiles.height == 0: + raise ValueError( + f"No reference profiles found for treatment '{ref_treatment}'." + ) + if exp_profiles.height == 0: + raise ValueError("No experimental profiles found to compare against.") + # get all unique combinations by using group by ref_clusters = ( ref_profiles.group_by(cluster_col) @@ -239,16 +247,27 @@ def measure_phenotypic_activity( pl.col(cluster_col) == ref_cluster ) - exp_cluster_population_df = exp_profiles.filter( - (pl.col(treatment_col) == treatment) - & (pl.col(cluster_col) == exp_cluster) - ) + if exp_cluster is None: + exp_cluster_population_df = exp_profiles.filter( + (pl.col(treatment_col) == treatment) + & (pl.col(cluster_col).is_null()) + ) + else: + exp_cluster_population_df = exp_profiles.filter( + (pl.col(treatment_col) == treatment) + & (pl.col(cluster_col) == exp_cluster) + ) # Skip if either population is empty if ( ref_cluster_population_df.height == 0 or exp_cluster_population_df.height == 0 ): + print( + f"Skipping comparison: ref_cluster={ref_cluster}, " + f"treatment={treatment}, exp_cluster={exp_cluster} " + "- one of the populations is empty." + ) continue # Calculate EMD distances From 96a5b322c8380f6911a71fc83247030893757b75 Mon Sep 17 00:00:00 2001 From: Erik Serrano Date: Mon, 24 Nov 2025 13:16:45 -0700 Subject: [PATCH 08/15] move thes files to git ignore, this will be added to another PR --- .../3.cfret-screen-ranking-analysis.ipynb | 294 ----- .../4.CFReT-screen-moa-analysis.ipynb | 320 ----- .../5.CFRet-screen-umap-embeddings.ipynb | 145 --- .../6.CFRet-screen-umap-plots.ipynb | 620 --------- .../7.CFRet-screem-emd-analysis.ipynb | 1147 ----------------- 5 files changed, 2526 deletions(-) delete mode 100644 notebooks/3.cfret-screen-analysis/3.cfret-screen-ranking-analysis.ipynb delete mode 100644 notebooks/3.cfret-screen-analysis/4.CFReT-screen-moa-analysis.ipynb delete mode 100644 notebooks/3.cfret-screen-analysis/5.CFRet-screen-umap-embeddings.ipynb delete mode 100644 notebooks/3.cfret-screen-analysis/6.CFRet-screen-umap-plots.ipynb delete mode 100644 notebooks/3.cfret-screen-analysis/7.CFRet-screem-emd-analysis.ipynb diff --git a/notebooks/3.cfret-screen-analysis/3.cfret-screen-ranking-analysis.ipynb b/notebooks/3.cfret-screen-analysis/3.cfret-screen-ranking-analysis.ipynb deleted file mode 100644 index fe91bcc..0000000 --- a/notebooks/3.cfret-screen-analysis/3.cfret-screen-ranking-analysis.ipynb +++ /dev/null @@ -1,294 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": 1, - "id": "636a9cd4", - "metadata": {}, - "outputs": [], - "source": [ - "import pathlib\n", - "import polars as pl\n", - "import seaborn as sns\n", - "import matplotlib.pyplot as plt" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "id": "01d65c94", - "metadata": {}, - "outputs": [], - "source": [ - "# set ranking\n", - "pathway_metadata_path = pathlib.Path(\n", - " \"../0.download-data/data/sc-profiles/cfret-screen/pathways.csv\"\n", - ").resolve(strict=True)\n", - "ranking_paths = pathlib.Path(\n", - " \"./results/cfret-screen/cfret_screen_treatment_rankings.csv\"\n", - ").resolve(strict=True)" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "id": "c7ca8796", - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
\n", - "shape: (45, 5)
treatmentcompound_scorerankPathwayPathway_right
strf64i64strstr
"UCD-0159283"2758.8946751"Endocrinology & Hormones""Endocrinology & Hormones"
"UCD-0159257"2804.4799722"DNA Damage""DNA Damage"
"UCD-0159285"2830.196913"DNA Damage""DNA Damage"
"UCD-0001016"2847.1284914"Neuronal Signaling""Neuronal Signaling"
"UCD-0017999"2867.0394195"Endocrinology & Hormones""Endocrinology & Hormones"
……………
"UCD-0159286"3570.15692241"Others""Others"
"UCD-0159262"3902.51248842"Others""Others"
"UCD-0018179"3928.91903443"MAPK""MAPK"
"UCD-0001766"3963.12191444"Angiogenesis""Angiogenesis"
"UCD-0001844"5707.54519145"Others""Others"
" - ], - "text/plain": [ - "shape: (45, 5)\n", - "┌─────────────┬────────────────┬──────┬──────────────────────────┬──────────────────────────┐\n", - "│ treatment ┆ compound_score ┆ rank ┆ Pathway ┆ Pathway_right │\n", - "│ --- ┆ --- ┆ --- ┆ --- ┆ --- │\n", - "│ str ┆ f64 ┆ i64 ┆ str ┆ str │\n", - "╞═════════════╪════════════════╪══════╪══════════════════════════╪══════════════════════════╡\n", - "│ UCD-0159283 ┆ 2758.894675 ┆ 1 ┆ Endocrinology & Hormones ┆ Endocrinology & Hormones │\n", - "│ UCD-0159257 ┆ 2804.479972 ┆ 2 ┆ DNA Damage ┆ DNA Damage │\n", - "│ UCD-0159285 ┆ 2830.19691 ┆ 3 ┆ DNA Damage ┆ DNA Damage │\n", - "│ UCD-0001016 ┆ 2847.128491 ┆ 4 ┆ Neuronal Signaling ┆ Neuronal Signaling │\n", - "│ UCD-0017999 ┆ 2867.039419 ┆ 5 ┆ Endocrinology & Hormones ┆ Endocrinology & Hormones │\n", - "│ … ┆ … ┆ … ┆ … ┆ … │\n", - "│ UCD-0159286 ┆ 3570.156922 ┆ 41 ┆ Others ┆ Others │\n", - "│ UCD-0159262 ┆ 3902.512488 ┆ 42 ┆ Others ┆ Others │\n", - "│ UCD-0018179 ┆ 3928.919034 ┆ 43 ┆ MAPK ┆ MAPK │\n", - "│ UCD-0001766 ┆ 3963.121914 ┆ 44 ┆ Angiogenesis ┆ Angiogenesis │\n", - "│ UCD-0001844 ┆ 5707.545191 ┆ 45 ┆ Others ┆ Others │\n", - "└─────────────┴────────────────┴──────┴──────────────────────────┴──────────────────────────┘" - ] - }, - "execution_count": 3, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# loading in metadata infromation and profiles\n", - "pathways_df = pl.read_csv(pathway_metadata_path)\n", - "ranks_df = pl.read_csv(ranking_paths)\n", - "\n", - "ranks_df" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "id": "236857b1", - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
\n", - "shape: (60, 2)
treatmentPathway
strstr
"DMSO"null
"UCD-0159256""Apoptosis"
"UCD-0001766""Angiogenesis"
"DMSO"null
"UCD-0159262""Others"
……
"UCD-0018131""Angiogenesis"
"UCD-0001024""Neuronal Signaling"
"UCD-0001829""PI3K/Akt/mTOR"
"UCD-0159259""PI3K/Akt/mTOR"
"UCD-0001842""Neuronal Signaling"
" - ], - "text/plain": [ - "shape: (60, 2)\n", - "┌─────────────┬────────────────────┐\n", - "│ treatment ┆ Pathway │\n", - "│ --- ┆ --- │\n", - "│ str ┆ str │\n", - "╞═════════════╪════════════════════╡\n", - "│ DMSO ┆ null │\n", - "│ UCD-0159256 ┆ Apoptosis │\n", - "│ UCD-0001766 ┆ Angiogenesis │\n", - "│ DMSO ┆ null │\n", - "│ UCD-0159262 ┆ Others │\n", - "│ … ┆ … │\n", - "│ UCD-0018131 ┆ Angiogenesis │\n", - "│ UCD-0001024 ┆ Neuronal Signaling │\n", - "│ UCD-0001829 ┆ PI3K/Akt/mTOR │\n", - "│ UCD-0159259 ┆ PI3K/Akt/mTOR │\n", - "│ UCD-0001842 ┆ Neuronal Signaling │\n", - "└─────────────┴────────────────────┘" - ] - }, - "execution_count": 4, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "pathways_df = pathways_df.select([\"treatment\", \"Pathway\"])\n", - "pathways_df" - ] - }, - { - "cell_type": "code", - "execution_count": 11, - "id": "5fd799ac", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Number of duplicate rows: 0\n" - ] - } - ], - "source": [ - "# Drop all duplicate rows\n", - "ranks_df = ranks_df.unique()\n", - "\n", - "# Drop duplicates based on specific column(s)\n", - "ranks_df = ranks_df.unique(subset=[\"treatment\", \"Pathway\"])\n", - "\n", - "# Drop duplicates and keep original order\n", - "ranks_df = ranks_df.unique(maintain_order=True)\n", - "\n", - "# Check for duplicates first\n", - "n_duplicates = ranks_df.height - ranks_df.unique().height\n", - "print(f\"Number of duplicate rows: {n_duplicates}\")" - ] - }, - { - "cell_type": "code", - "execution_count": 18, - "id": "9c3a48ca", - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/tmp/ipykernel_891712/281314739.py:13: UserWarning: Comparisons with None always result in null. Consider using `.is_null()` or `.is_not_null()`.\n", - " pathway_data = ranks_df.filter(pl.col(\"Pathway\") == pathway)\n" - ] - }, - { - "data": { - "image/png": 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- "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "fig, ax = plt.subplots(figsize=(10, 6), dpi=600)\n", - "sns.set_style(\"whitegrid\")\n", - "sns.set_context(\"paper\", font_scale=1.5)\n", - "\n", - "# Get unique pathways and create color palette\n", - "ranks_df = ranks_df.sort(\"rank\")\n", - "unique_pathways = ranks_df[\"Pathway\"].unique().sort()\n", - "palette = sns.color_palette(\"husl\", len(unique_pathways))\n", - "pathway_colors = dict(zip(unique_pathways, palette))\n", - "\n", - "# Create rank plot colored by pathway\n", - "for pathway in unique_pathways:\n", - " pathway_data = ranks_df.filter(pl.col(\"Pathway\") == pathway)\n", - " ax.plot(\n", - " pathway_data[\"rank\"],\n", - " pathway_data[\"compound_score\"],\n", - " linewidth=0,\n", - " marker=\"o\",\n", - " markersize=8,\n", - " color=pathway_colors[pathway],\n", - " alpha=0.8,\n", - " label=pathway,\n", - " )\n", - "\n", - "# Add connecting line\n", - "ax.plot(\n", - " ranks_df[\"rank\"],\n", - " ranks_df[\"compound_score\"],\n", - " linewidth=1.5,\n", - " color=\"lightgray\",\n", - " alpha=0.5,\n", - " zorder=1,\n", - ")\n", - "\n", - "# Highlight top 5 compounds\n", - "top_5 = ranks_df.head(5)\n", - "ax.scatter(\n", - " top_5[\"rank\"],\n", - " top_5[\"compound_score\"],\n", - " s=100,\n", - " zorder=5,\n", - " alpha=0.8,\n", - " edgecolors=\"red\",\n", - " facecolors=\"none\",\n", - " linewidth=3,\n", - " label=\"Top 5\",\n", - ")\n", - "\n", - "# Labels and title\n", - "ax.set_xlabel(\"Compound Rank (Best to Worst)\", fontsize=14, fontweight=\"bold\")\n", - "ax.set_ylabel(\"Compound Score\", fontsize=14, fontweight=\"bold\")\n", - "ax.set_title(\n", - " \"CFReT screen compound ranking by pathway using healthy cells \\nas a reference lower score = better performance\",\n", - " fontsize=16,\n", - " fontweight=\"bold\",\n", - " pad=20,\n", - ")\n", - "\n", - "# Legend\n", - "ax.legend(\n", - " loc=\"center left\", bbox_to_anchor=(1, 0.5), frameon=True, shadow=True, fontsize=10\n", - ")\n", - "\n", - "# Grid\n", - "ax.grid(True, alpha=0.3)\n", - "\n", - "# Tight layout and save\n", - "plt.tight_layout()\n", - "fig_path = pathlib.Path(\n", - " \"./results/cfret-screen/compound_ranking_plot_by_pathway.png\"\n", - ").resolve()\n", - "plt.savefig(fig_path, dpi=600, bbox_inches=\"tight\")\n", - "plt.savefig(fig_path.with_suffix(\".pdf\"), bbox_inches=\"tight\")\n", - "plt.show()" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "59ae90b6", - "metadata": {}, - "outputs": [], - "source": [] - } - ], - "metadata": { - "kernelspec": { - "display_name": "buscar", - "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": "3.12.11" - } - }, - "nbformat": 4, - "nbformat_minor": 5 -} diff --git a/notebooks/3.cfret-screen-analysis/4.CFReT-screen-moa-analysis.ipynb b/notebooks/3.cfret-screen-analysis/4.CFReT-screen-moa-analysis.ipynb deleted file mode 100644 index 449fac5..0000000 --- a/notebooks/3.cfret-screen-analysis/4.CFReT-screen-moa-analysis.ipynb +++ /dev/null @@ -1,320 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": 8, - "id": "75dbdadb", - "metadata": {}, - "outputs": [], - "source": [ - "import sys\n", - "import json\n", - "import pathlib\n", - "\n", - "import numpy as np\n", - "import polars as pl\n", - "\n", - "sys.path.append(\"../../\")\n", - "\n", - "from utils.data_utils import split_meta_and_features\n", - "from utils.signatures import get_signatures\n", - "from utils.metrics import measure_phenotypic_activity\n", - "from utils.identify_hits import identify_compound_hit" - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "id": "523cd71d", - "metadata": {}, - "outputs": [], - "source": [ - "def average_precision(ranked_labels, expected_label):\n", - " \"\"\"\n", - " Calculate Average Precision (AP).\n", - "\n", - " For each position where expected_label appears, calculate:\n", - " - precision at that position = (# of matches so far) / (current position)\n", - "\n", - " Then average all these precision values.\n", - "\n", - " Example: [\"path1\", \"path1\", \"path4\", \"path1\", \"path2\"] with expected=\"path1\"\n", - " - Position 1: path1 → 1/1 = 1.0\n", - " - Position 2: path1 → 2/2 = 1.0\n", - " - Position 3: path4 → skip\n", - " - Position 4: path1 → 3/4 = 0.75\n", - " - Position 5: path2 → skip\n", - " AP = (1.0 + 1.0 + 0.75) / 3 = 0.917\n", - " \"\"\"\n", - " precisions = []\n", - " num_matches = 0\n", - "\n", - " for position, label in enumerate(ranked_labels, start=1):\n", - " if label == expected_label:\n", - " num_matches += 1\n", - " precision_at_position = num_matches / position\n", - " precisions.append(precision_at_position)\n", - "\n", - " if len(precisions) == 0:\n", - " return 0.0\n", - "\n", - " ap = sum(precisions) / len(precisions)\n", - " return ap" - ] - }, - { - "cell_type": "code", - "execution_count": 10, - "id": "46e79f2a", - "metadata": {}, - "outputs": [], - "source": [ - "cfret_screen_path = pathlib.Path(\n", - " \"results/cfret-screen/cfret_screen_treatment_clustered.parquet\"\n", - ").resolve(strict=True)\n", - "\n", - "# results out dir\n", - "result_dir = pathlib.Path(\"results/cfret-screen\").resolve(strict=True)\n", - "result_dir.mkdir(parents=True, exist_ok=True)" - ] - }, - { - "cell_type": "code", - "execution_count": 11, - "id": "121fc8cb", - "metadata": {}, - "outputs": [], - "source": [ - "# load profiles\n", - "cfret_df = pl.read_parquet(cfret_screen_path)\n", - "cfret_meta, cfret_feats = split_meta_and_features(cfret_df)" - ] - }, - { - "cell_type": "code", - "execution_count": 12, - "id": "d120017a", - "metadata": {}, - "outputs": [], - "source": [ - "# create a dictioanry where the Pathway is the key and the treatments are in a list value\n", - "pathway_treatments = (\n", - " cfret_df.select([\"Metadata_Pathway\", \"Metadata_treatment\"])\n", - " .filter(pl.col(\"Metadata_treatment\").is_not_null()) # Remove None treatments\n", - " .unique()\n", - " .group_by(\"Metadata_Pathway\")\n", - " .agg(pl.col(\"Metadata_treatment\").alias(\"treatments\"))\n", - " .to_dict(as_series=False)\n", - ")\n", - "\n", - "# Convert to a more usable dict format and remove None pathways\n", - "pathway_dict = {\n", - " pathway: treatments\n", - " for pathway, treatments in zip(\n", - " pathway_treatments[\"Metadata_Pathway\"], pathway_treatments[\"treatments\"]\n", - " )\n", - " if pathway is not None # Also remove None pathways\n", - "}" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "608aaf36", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Pathway: Apoptosis Number of treatments: 1\n", - "\n", - "Processing treatment 1/1: UCD-0159256\n", - " Creating signatures...\n", - " Measuring phenotypic activity...\n", - " Merging pathway information...\n", - " Calculating average precision...\n", - " AP Score: 0.000\n", - "\n", - "======================================================================\n", - "Pathway 'Apoptosis' Mean AP: 0.000\n", - "======================================================================\n", - "\n", - "Pathway: PI3K/Akt/mTOR Number of treatments: 2\n", - "\n", - "Processing treatment 1/2: UCD-0159259\n", - " Creating signatures...\n", - " Measuring phenotypic activity...\n", - " Merging pathway information...\n", - " Calculating average precision...\n", - " AP Score: 0.048\n", - "\n", - "Processing treatment 2/2: UCD-0001829\n", - " Creating signatures...\n", - " Measuring phenotypic activity...\n", - " Merging pathway information...\n", - " Calculating average precision...\n", - " AP Score: 0.111\n", - "\n", - "======================================================================\n", - "Pathway 'PI3K/Akt/mTOR' Mean AP: 0.079\n", - "======================================================================\n", - "\n", - "Pathway: Stem Cells & Wnt Number of treatments: 1\n", - "\n", - "Processing treatment 1/1: UCD-0159284\n", - " Creating signatures...\n", - " Measuring phenotypic activity...\n", - " Merging pathway information...\n", - " Calculating average precision...\n", - " AP Score: 0.000\n", - "\n", - "======================================================================\n", - "Pathway 'Stem Cells & Wnt' Mean AP: 0.000\n", - "======================================================================\n", - "\n", - "Pathway: Angiogenesis Number of treatments: 3\n", - "\n", - "Processing treatment 1/3: UCD-0001766\n", - " Creating signatures...\n", - " Measuring phenotypic activity...\n", - " Merging pathway information...\n", - " Calculating average precision...\n", - " AP Score: 0.078\n", - "\n", - "Processing treatment 2/3: UCD-0159258\n", - " Creating signatures...\n", - " Measuring phenotypic activity...\n" - ] - } - ], - "source": [ - "# Create pathway metadata df\n", - "cfret_pathway_df = (\n", - " cfret_df.select([\"Metadata_Pathway\", \"Metadata_treatment\"])\n", - " .filter(pl.col(\"Metadata_treatment\").is_not_null())\n", - " .unique()\n", - ")\n", - "\n", - "# Create log directory\n", - "log_dir = pathlib.Path(\"./logs\")\n", - "log_dir.mkdir(parents=True, exist_ok=True)\n", - "log_path = log_dir / \"cfret_moa_ap_scores.log\"\n", - "\n", - "# Iterate through each pathway and calculate AP\n", - "moa_scores = {}\n", - "for pathway, list_of_treatments in pathway_dict.items():\n", - " print(f\"Pathway: {pathway} Number of treatments: {len(list_of_treatments)}\")\n", - " treatment_ap_scores = []\n", - "\n", - " for i, treatment in enumerate(list_of_treatments, 1):\n", - " # loggin which treatment is being processed\n", - " print(f\"\\nProcessing treatment {i}/{len(list_of_treatments)}: {treatment}\")\n", - "\n", - " # Creating signatures selecting DMSO_heart_11 as reference\n", - " print(\" Creating signatures...\")\n", - " ref_df = cfret_df.filter(pl.col(\"Metadata_treatment\") == \"DMSO_heart_11\")\n", - " target_df = cfret_df.filter(pl.col(\"Metadata_treatment\") == treatment)\n", - " on_sigs, off_sigs, _ = get_signatures(\n", - " ref_profiles=ref_df,\n", - " exp_profiles=target_df,\n", - " morph_feats=cfret_feats,\n", - " test_method=\"mann_whitney_u\",\n", - " )\n", - "\n", - " # Measure phenotypic activity using the selelected treatment as the reference\n", - " print(\" Measuring phenotypic activity...\")\n", - " treatment_phenotypic_dist_scores = measure_phenotypic_activity(\n", - " profiles=cfret_df,\n", - " on_signature=on_sigs,\n", - " off_signature=off_sigs,\n", - " ref_treatment=treatment,\n", - " cluster_col=\"Metadata_cluster_id\",\n", - " )\n", - "\n", - " # Identify compound hits\n", - " treatment_rankings = identify_compound_hit(\n", - " distance_df=treatment_phenotypic_dist_scores, method=\"weighted_sum\"\n", - " )\n", - "\n", - " # Merge pathway information with treatment rankings\n", - " print(\" Merging pathway information...\")\n", - " treatment_rankings = treatment_rankings.join(\n", - " cfret_pathway_df,\n", - " left_on=\"treatment\",\n", - " right_on=\"Metadata_treatment\",\n", - " how=\"left\",\n", - " )\n", - "\n", - " # Calculate average precision for the treatment\n", - " print(\" Calculating average precision...\")\n", - " treatment_ap_score = average_precision(\n", - " treatment_rankings[\"Metadata_Pathway\"].to_list(),\n", - " expected_label=pathway,\n", - " )\n", - "\n", - " print(f\" AP Score: {treatment_ap_score:.3f}\")\n", - " treatment_ap_scores.append(treatment_ap_score)\n", - "\n", - " # making a log file\n", - " with open(log_path, \"a\") as log_file:\n", - " log_file.write(f\"{pathway}\\t{treatment}\\t{treatment_ap_score:.6f}\\n\")\n", - "\n", - " # Take mean and keep as float\n", - " mean_ap = np.mean(treatment_ap_scores)\n", - " moa_scores[pathway] = mean_ap\n", - " print(f\"\\n{'=' * 70}\")\n", - " print(f\"Pathway '{pathway}' Mean AP: {mean_ap:.3f}\")\n", - " print(f\"{'=' * 70}\\n\")" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "880605ad", - "metadata": {}, - "outputs": [], - "source": [ - "# write dictionary into a json file\n", - "moa_results_path = (result_dir / \"cfret_moa_pathway_ap_scores.json\").resolve(\n", - " strict=True\n", - ")\n", - "with open(moa_results_path, \"w\") as f:\n", - " json.dump(moa_scores, f, indent=4)\n", - "\n", - "# convert moa_scores to a dataframe\n", - "moa_scores_df = pl.DataFrame(\n", - " {\"pathway\": list(moa_scores.keys()), \"ap_score\": list(moa_scores.values())}\n", - ")\n", - "\n", - "# sort scores\n", - "moa_scores_df = moa_scores_df.sort(\"ap_score\", reverse=True)\n", - "\n", - "# save scores to a csv file\n", - "moa_scores_path = (result_dir / \"cfret_moa_pathway_ap_scores.csv\").resolve(strict=True)\n", - "moa_scores_df.write_csv(moa_scores_path)" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "buscar", - "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": "3.12.11" - } - }, - "nbformat": 4, - "nbformat_minor": 5 -} diff --git a/notebooks/3.cfret-screen-analysis/5.CFRet-screen-umap-embeddings.ipynb b/notebooks/3.cfret-screen-analysis/5.CFRet-screen-umap-embeddings.ipynb deleted file mode 100644 index 9378f19..0000000 --- a/notebooks/3.cfret-screen-analysis/5.CFRet-screen-umap-embeddings.ipynb +++ /dev/null @@ -1,145 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": 9, - "id": "c1387dd6", - "metadata": {}, - "outputs": [], - "source": [ - "import sys\n", - "import pathlib\n", - "import polars as pl\n", - "import umap\n", - "\n", - "sys.path.append(\"../../\")\n", - "from utils.io_utils import load_profiles\n", - "from utils.data_utils import split_meta_and_features" - ] - }, - { - "cell_type": "code", - "execution_count": 10, - "id": "295313c0", - "metadata": {}, - "outputs": [], - "source": [ - "# setting paths\n", - "results_dir = pathlib.Path(\"./results/cfret-screen/\").resolve(strict=True)\n", - "\n", - "# set cfret-screen data\n", - "cfret_data_path = (results_dir / \"cfret_screen_treatment_clustered.parquet\").resolve(\n", - " strict=True\n", - ")" - ] - }, - { - "cell_type": "code", - "execution_count": 11, - "id": "3dc1a89b", - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
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" - ], - "text/plain": [ - "shape: (5, 499)\n", - "┌───────────┬───────────┬───────────┬───────────┬───┬───────────┬───────────┬───────────┬──────────┐\n", - "│ Metadata_ ┆ Metadata_ ┆ Metadata_ ┆ Metadata_ ┆ … ┆ Metadata_ ┆ Metadata_ ┆ Metadata_ ┆ Metadata │\n", - "│ WellRow ┆ WellCol ┆ heart_num ┆ cell_type ┆ ┆ cluster_i ┆ cluster_n ┆ treatment ┆ _cluster │\n", - "│ --- ┆ --- ┆ ber ┆ --- ┆ ┆ d ┆ _cells ┆ _n_cells ┆ _ratio │\n", - "│ str ┆ i64 ┆ --- ┆ str ┆ ┆ --- ┆ --- ┆ --- ┆ --- │\n", - "│ ┆ ┆ i64 ┆ ┆ ┆ cat ┆ u32 ┆ u32 ┆ f32 │\n", - "╞═══════════╪═══════════╪═══════════╪═══════════╪═══╪═══════════╪═══════════╪═══════════╪══════════╡\n", - "│ B ┆ 2 ┆ 7 ┆ healthy ┆ … ┆ DMSO_hear ┆ 324 ┆ 1720 ┆ 18.83721 │\n", - "│ ┆ ┆ ┆ ┆ ┆ t_11_louv ┆ ┆ ┆ │\n", - "│ ┆ ┆ ┆ ┆ ┆ ain_3 ┆ ┆ ┆ │\n", - "│ B ┆ 2 ┆ 7 ┆ healthy ┆ … ┆ DMSO_hear ┆ 482 ┆ 1720 ┆ 28.02325 │\n", - "│ ┆ ┆ ┆ ┆ ┆ t_11_louv ┆ ┆ ┆ 6 │\n", - "│ ┆ ┆ ┆ ┆ ┆ ain_0 ┆ ┆ ┆ │\n", - "│ B ┆ 2 ┆ 7 ┆ healthy ┆ … ┆ DMSO_hear ┆ 482 ┆ 1720 ┆ 28.02325 │\n", - "│ ┆ ┆ ┆ ┆ ┆ t_11_louv ┆ ┆ ┆ 6 │\n", - "│ ┆ ┆ ┆ ┆ ┆ ain_0 ┆ ┆ ┆ │\n", - "│ B ┆ 2 ┆ 7 ┆ healthy ┆ … ┆ DMSO_hear ┆ 324 ┆ 1720 ┆ 18.83721 │\n", - "│ ┆ ┆ ┆ ┆ ┆ t_11_louv ┆ ┆ ┆ │\n", - "│ ┆ ┆ ┆ ┆ ┆ ain_3 ┆ ┆ ┆ │\n", - "│ B ┆ 2 ┆ 7 ┆ healthy ┆ … ┆ DMSO_hear ┆ 169 ┆ 1720 ┆ 9.825582 │\n", - "│ ┆ ┆ ┆ ┆ ┆ t_11_louv ┆ ┆ ┆ │\n", - "│ ┆ ┆ ┆ ┆ ┆ ain_4 ┆ ┆ ┆ │\n", - "└───────────┴───────────┴───────────┴───────────┴───┴───────────┴───────────┴───────────┴──────────┘" - ] - }, - "execution_count": 11, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# load dataset and split meta and features\n", - "cfret_screen_df = load_profiles(\n", - " cfret_data_path, convert_to_f32=True\n", - ") # converted to f32 to save memory\n", - "cfret_screen_meta, cfret_screen_feats = split_meta_and_features(cfret_screen_df)\n", - "cfret_screen_df.head()" - ] - }, - { - "cell_type": "code", - "execution_count": 12, - "id": "5fc8252e", - "metadata": {}, - "outputs": [], - "source": [ - "# transforming cfret-screen data with UMAP\n", - "umap_model = umap.UMAP(n_components=2, random_state=0, n_jobs=1)\n", - "\n", - "# Remove duplicate indexing: cfret_screen_feats[cfret_screen_feats]\n", - "umap_embeddings = umap_model.fit_transform(\n", - " cfret_screen_df[cfret_screen_feats].to_numpy()\n", - ")\n", - "\n", - "# concatenate UMAP embeddings with metadata\n", - "umap_df = pl.DataFrame(umap_embeddings, schema=[\"UMAP_1\", \"UMAP_2\"])\n", - "cfret_umap_df = cfret_screen_df[cfret_screen_meta].hstack(umap_df)\n", - "\n", - "# save cfret_umap_df\n", - "cfret_umap_df.write_parquet(\n", - " (results_dir / \"cfret_screen_treatment_umap.parquet\").resolve(strict=False)\n", - ")\n", - "\n", - "# display\n", - "cfret_umap_df.head()" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "buscar", - "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": "3.12.11" - } - }, - "nbformat": 4, - "nbformat_minor": 5 -} diff --git a/notebooks/3.cfret-screen-analysis/6.CFRet-screen-umap-plots.ipynb b/notebooks/3.cfret-screen-analysis/6.CFRet-screen-umap-plots.ipynb deleted file mode 100644 index 279de59..0000000 --- a/notebooks/3.cfret-screen-analysis/6.CFRet-screen-umap-plots.ipynb +++ /dev/null @@ -1,620 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": 1, - "id": "279bfbd3", - "metadata": { - "vscode": { - "languageId": "r" - } - }, - "outputs": [], - "source": [ - "suppressMessages(library(ggplot2))\n", - "suppressMessages(library(dplyr))\n", - "suppressMessages(library(purrr))\n", - "suppressMessages(library(scales))\n", - "suppressMessages(library(cowplot)) \n", - "suppressMessages(library(ggsci)) \n", - "suppressMessages(library(arrow)) \n" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "id": "31b14b9e", - "metadata": { - "vscode": { - "languageId": "r" - } - }, - "outputs": [], - "source": [ - "# set cfret umap data path\n", - "cfret_screen_umap_path <- file.path(\"./results/cfret-screen/cfret_screen_treatment_umap.parquet\")\n", - "if (!file.exists(cfret_screen_umap_path)) {\n", - " stop(\"cfret_screen_umap_path does not exist. Please run the UMAP embedding notebook first.\")\n", - "}" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "id": "399e0836", - "metadata": { - "vscode": { - "languageId": "r" - } - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "[1] 54588 27\n" - ] - }, - { - "data": { - "text/html": [ - "\n", - "\n", - "\n", - "\t\n", - "\t\n", - "\n", - "\n", - "\t\n", - "\t\n", - "\t\n", - "\t\n", - "\t\n", - "\t\n", - "\n", - "
A tibble: 6 × 27
Metadata_WellRowMetadata_WellColMetadata_heart_numberMetadata_cell_typeMetadata_heart_failure_typeMetadata_treatmentMetadata_PathwayMetadata_Nuclei_Location_Center_XMetadata_Nuclei_Location_Center_YMetadata_Cells_Location_Center_X⋯Metadata_Cytoplasm_Parent_NucleiMetadata_Nuclei_Number_Object_NumberMetadata_SiteMetadata_cell_idMetadata_cluster_idMetadata_cluster_n_cellsMetadata_treatment_n_cellsMetadata_cluster_ratioUMAP_1UMAP_2
<chr><int><int><chr><chr><chr><chr><dbl><dbl><dbl>⋯<int><int><chr><chr><fct><int><int><dbl><dbl><dbl>
B27healthyNADMSO_heart_11NA 870.0482222.97591 883.7603⋯33f0712575616795011807720DMSO_heart_11_louvain_3324172018.83721012.14264-0.6519883
B27healthyNADMSO_heart_11NA 372.6651 78.15061 422.9406⋯33f083793444334871218055 DMSO_heart_11_louvain_0482172028.02325613.37645 1.1128572
B27healthyNADMSO_heart_11NA 691.4698396.81207 683.9885⋯44f2413106199485709533901DMSO_heart_11_louvain_0482172028.02325611.69188 2.9000304
B27healthyNADMSO_heart_11NA 658.8174176.36450 656.4764⋯55f047290611366224905244 DMSO_heart_11_louvain_3324172018.83721012.46947-0.5896765
B27healthyNADMSO_heart_11NA1031.7733 87.448841023.1587⋯44f0813601323271362343116DMSO_heart_11_louvain_41691720 9.825582 7.39252-1.0150480
B27healthyNADMSO_heart_11NA 396.4459409.64685 411.2075⋯55f2417140991402477720116DMSO_heart_11_louvain_0482172028.02325612.45975 1.8246098
\n" - ], - "text/latex": [ - "A tibble: 6 × 27\n", - "\\begin{tabular}{lllllllllllllllllllll}\n", - " Metadata\\_WellRow & Metadata\\_WellCol & Metadata\\_heart\\_number & Metadata\\_cell\\_type & Metadata\\_heart\\_failure\\_type & Metadata\\_treatment & Metadata\\_Pathway & Metadata\\_Nuclei\\_Location\\_Center\\_X & Metadata\\_Nuclei\\_Location\\_Center\\_Y & Metadata\\_Cells\\_Location\\_Center\\_X & ⋯ & Metadata\\_Cytoplasm\\_Parent\\_Nuclei & Metadata\\_Nuclei\\_Number\\_Object\\_Number & Metadata\\_Site & Metadata\\_cell\\_id & Metadata\\_cluster\\_id & Metadata\\_cluster\\_n\\_cells & Metadata\\_treatment\\_n\\_cells & Metadata\\_cluster\\_ratio & UMAP\\_1 & UMAP\\_2\\\\\n", - " & & & & & & & & & & ⋯ & & & & & & & & & & \\\\\n", - "\\hline\n", - "\t B & 2 & 7 & healthy & NA & DMSO\\_heart\\_11 & NA & 870.0482 & 222.97591 & 883.7603 & ⋯ & 3 & 3 & f07 & 12575616795011807720 & DMSO\\_heart\\_11\\_louvain\\_3 & 324 & 1720 & 18.837210 & 12.14264 & -0.6519883\\\\\n", - "\t B & 2 & 7 & healthy & NA & DMSO\\_heart\\_11 & NA & 372.6651 & 78.15061 & 422.9406 & ⋯ & 3 & 3 & f08 & 3793444334871218055 & DMSO\\_heart\\_11\\_louvain\\_0 & 482 & 1720 & 28.023256 & 13.37645 & 1.1128572\\\\\n", - "\t B & 2 & 7 & healthy & NA & DMSO\\_heart\\_11 & NA & 691.4698 & 396.81207 & 683.9885 & ⋯ & 4 & 4 & f24 & 13106199485709533901 & DMSO\\_heart\\_11\\_louvain\\_0 & 482 & 1720 & 28.023256 & 11.69188 & 2.9000304\\\\\n", - "\t B & 2 & 7 & healthy & NA & DMSO\\_heart\\_11 & NA & 658.8174 & 176.36450 & 656.4764 & ⋯ & 5 & 5 & f04 & 7290611366224905244 & DMSO\\_heart\\_11\\_louvain\\_3 & 324 & 1720 & 18.837210 & 12.46947 & -0.5896765\\\\\n", - "\t B & 2 & 7 & healthy & NA & DMSO\\_heart\\_11 & NA & 1031.7733 & 87.44884 & 1023.1587 & ⋯ & 4 & 4 & f08 & 13601323271362343116 & DMSO\\_heart\\_11\\_louvain\\_4 & 169 & 1720 & 9.825582 & 7.39252 & -1.0150480\\\\\n", - "\t B & 2 & 7 & healthy & NA & DMSO\\_heart\\_11 & NA & 396.4459 & 409.64685 & 411.2075 & ⋯ & 5 & 5 & f24 & 17140991402477720116 & DMSO\\_heart\\_11\\_louvain\\_0 & 482 & 1720 & 28.023256 & 12.45975 & 1.8246098\\\\\n", - "\\end{tabular}\n" - ], - "text/markdown": [ - "\n", - "A tibble: 6 × 27\n", - "\n", - "| Metadata_WellRow <chr> | Metadata_WellCol <int> | Metadata_heart_number <int> | Metadata_cell_type <chr> | Metadata_heart_failure_type <chr> | Metadata_treatment <chr> | Metadata_Pathway <chr> | Metadata_Nuclei_Location_Center_X <dbl> | Metadata_Nuclei_Location_Center_Y <dbl> | Metadata_Cells_Location_Center_X <dbl> | ⋯ ⋯ | Metadata_Cytoplasm_Parent_Nuclei <int> | Metadata_Nuclei_Number_Object_Number <int> | Metadata_Site <chr> | Metadata_cell_id <chr> | Metadata_cluster_id <fct> | Metadata_cluster_n_cells <int> | Metadata_treatment_n_cells <int> | Metadata_cluster_ratio <dbl> | UMAP_1 <dbl> | UMAP_2 <dbl> |\n", - "|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|\n", - "| B | 2 | 7 | healthy | NA | DMSO_heart_11 | NA | 870.0482 | 222.97591 | 883.7603 | ⋯ | 3 | 3 | f07 | 12575616795011807720 | DMSO_heart_11_louvain_3 | 324 | 1720 | 18.837210 | 12.14264 | -0.6519883 |\n", - "| B | 2 | 7 | healthy | NA | DMSO_heart_11 | NA | 372.6651 | 78.15061 | 422.9406 | ⋯ | 3 | 3 | f08 | 3793444334871218055 | DMSO_heart_11_louvain_0 | 482 | 1720 | 28.023256 | 13.37645 | 1.1128572 |\n", - "| B | 2 | 7 | healthy | NA | DMSO_heart_11 | NA | 691.4698 | 396.81207 | 683.9885 | ⋯ | 4 | 4 | f24 | 13106199485709533901 | DMSO_heart_11_louvain_0 | 482 | 1720 | 28.023256 | 11.69188 | 2.9000304 |\n", - "| B | 2 | 7 | healthy | NA | DMSO_heart_11 | NA | 658.8174 | 176.36450 | 656.4764 | ⋯ | 5 | 5 | f04 | 7290611366224905244 | DMSO_heart_11_louvain_3 | 324 | 1720 | 18.837210 | 12.46947 | -0.5896765 |\n", - "| B | 2 | 7 | healthy | NA | DMSO_heart_11 | NA | 1031.7733 | 87.44884 | 1023.1587 | ⋯ | 4 | 4 | f08 | 13601323271362343116 | DMSO_heart_11_louvain_4 | 169 | 1720 | 9.825582 | 7.39252 | -1.0150480 |\n", - "| B | 2 | 7 | healthy | NA | DMSO_heart_11 | NA | 396.4459 | 409.64685 | 411.2075 | ⋯ | 5 | 5 | f24 | 17140991402477720116 | DMSO_heart_11_louvain_0 | 482 | 1720 | 28.023256 | 12.45975 | 1.8246098 |\n", - "\n" - ], - "text/plain": [ - " Metadata_WellRow Metadata_WellCol Metadata_heart_number Metadata_cell_type\n", - "1 B 2 7 healthy \n", - "2 B 2 7 healthy \n", - "3 B 2 7 healthy \n", - "4 B 2 7 healthy \n", - "5 B 2 7 healthy \n", - "6 B 2 7 healthy \n", - " Metadata_heart_failure_type Metadata_treatment Metadata_Pathway\n", - "1 NA DMSO_heart_11 NA \n", - "2 NA DMSO_heart_11 NA \n", - "3 NA DMSO_heart_11 NA \n", - "4 NA DMSO_heart_11 NA \n", - "5 NA DMSO_heart_11 NA \n", - "6 NA DMSO_heart_11 NA \n", - " Metadata_Nuclei_Location_Center_X Metadata_Nuclei_Location_Center_Y\n", - "1 870.0482 222.97591 \n", - "2 372.6651 78.15061 \n", - "3 691.4698 396.81207 \n", - "4 658.8174 176.36450 \n", - "5 1031.7733 87.44884 \n", - "6 396.4459 409.64685 \n", - " Metadata_Cells_Location_Center_X ⋯ Metadata_Cytoplasm_Parent_Nuclei\n", - "1 883.7603 ⋯ 3 \n", - "2 422.9406 ⋯ 3 \n", - "3 683.9885 ⋯ 4 \n", - "4 656.4764 ⋯ 5 \n", - "5 1023.1587 ⋯ 4 \n", - "6 411.2075 ⋯ 5 \n", - " Metadata_Nuclei_Number_Object_Number Metadata_Site Metadata_cell_id \n", - "1 3 f07 12575616795011807720\n", - "2 3 f08 3793444334871218055 \n", - "3 4 f24 13106199485709533901\n", - "4 5 f04 7290611366224905244 \n", - "5 4 f08 13601323271362343116\n", - "6 5 f24 17140991402477720116\n", - " Metadata_cluster_id Metadata_cluster_n_cells Metadata_treatment_n_cells\n", - "1 DMSO_heart_11_louvain_3 324 1720 \n", - "2 DMSO_heart_11_louvain_0 482 1720 \n", - "3 DMSO_heart_11_louvain_0 482 1720 \n", - "4 DMSO_heart_11_louvain_3 324 1720 \n", - "5 DMSO_heart_11_louvain_4 169 1720 \n", - "6 DMSO_heart_11_louvain_0 482 1720 \n", - " Metadata_cluster_ratio UMAP_1 UMAP_2 \n", - "1 18.837210 12.14264 -0.6519883\n", - "2 28.023256 13.37645 1.1128572\n", - "3 28.023256 11.69188 2.9000304\n", - "4 18.837210 12.46947 -0.5896765\n", - "5 9.825582 7.39252 -1.0150480\n", - "6 28.023256 12.45975 1.8246098" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# load profile with arrow\n", - "cfret_umap_df <- read_parquet(cfret_screen_umap_path)\n", - "\n", - "\n", - "# print the dimensions and head of the dataframe\n", - "print(dim(cfret_umap_df))\n", - "head(cfret_umap_df)" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "id": "2228ef4e", - "metadata": { - "vscode": { - "languageId": "r" - } - }, - "outputs": [], - "source": [ - "# change DMSO in the Metadata_treatment to \"DMSO_heart_9\"\n", - "# and update the cfret_umap_df dataframe\n", - "cfret_umap_df <- cfret_umap_df %>%\n", - " mutate(Metadata_treatment = ifelse(Metadata_treatment == \"DMSO\", \"DMSO_heart_9\", Metadata_treatment))\n" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "id": "0d446620", - "metadata": { - "vscode": { - "languageId": "r" - } - }, - "outputs": [], - "source": [ - "# set intrested treatments for umap plotting\n", - "poscon_trt = \"DMSO_heart_11\"\n", - "negcon_trt = \"DMSO_heart_9\"\n", - "top_trt = c(\"UCD-0159283\", \"UCD-0159257\", \"UCD-0159258\", \"UCD-0001016\", \"UCD-0017999\")\n" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "id": "e653f786", - "metadata": { - "vscode": { - "languageId": "r" - } - }, - "outputs": [], - "source": [ - "# First, separate controls and treatments\n", - "controls_df <- cfret_umap_df %>%\n", - " filter(Metadata_treatment %in% c(poscon_trt, negcon_trt))\n", - "\n", - "treatments_df <- cfret_umap_df %>%\n", - " filter(Metadata_treatment %in% top_trt)\n", - "\n", - "# Create a column to identify which treatment each facet should show\n", - "# For controls, replicate them for each top treatment\n", - "controls_expanded <- map_dfr(top_trt, function(trt) {\n", - " controls_df %>%\n", - " mutate(facet_treatment = trt)\n", - "})\n", - "\n", - "# For treatments, the facet_treatment is their own treatment\n", - "treatments_df <- treatments_df %>%\n", - " mutate(facet_treatment = Metadata_treatment)\n", - "\n", - "# Combine them\n", - "plot_df <- bind_rows(controls_expanded, treatments_df)\n", - "\n", - "# Create better treatment labels - keep original names\n", - "plot_df <- plot_df %>%\n", - " mutate(\n", - " treatment_label = case_when(\n", - " Metadata_treatment == \"DMSO_heart_9\" ~ \"DMSO (Failing)\",\n", - " Metadata_treatment == \"DMSO_heart_11\" ~ \"DMSO (Healthy)\",\n", - " TRUE ~ Metadata_treatment # Keep original name\n", - " ),\n", - " facet_label = facet_treatment # Keep original name\n", - " )" - ] - }, - { - "cell_type": "markdown", - "id": "0aa0e2fd", - "metadata": {}, - "source": [ - "## plot all top 5 compounds " - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "id": "22a901ea", - "metadata": { - "vscode": { - "languageId": "r" - } - }, - "outputs": [], - "source": [ - "# setting custom colors - use full compound names\n", - "treatment_colors <- c(\n", - " \"DMSO (Failing)\" = \"#090808ff\", # Black\n", - " \"DMSO (Healthy)\" = \"#808080\", # Medium gray (good contrast with both black and white)\n", - " \"UCD-0159283\" = \"#E64B35\", # Red\n", - " \"UCD-0159257\" = \"#4DBBD5\", # Blue\n", - " \"UCD-0159258\" = \"#00A087\", # Teal\n", - " \"UCD-0001016\" = \"#FFB6C1\", # Pastel pink\n", - " \"UCD-0017999\" = \"#F39B7F\" # Orange\n", - ")" - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "id": "63d820c9", - "metadata": { - "vscode": { - "languageId": "r" - } - }, - "outputs": [ - { - "data": { - "image/png": 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xr7EdO3YkhIiaZkilUqFQqKenxz1Fr9Kurq50pDZRGMugZtHxMo/hZuNyuDm5dBiI0lHhCBYAAGoqbQxa/9DjCQkJcXFxenp6Uqn0mL2YREbSzgXvuzrXuSCExMTEGBsbW1lZKZ6QFywUL86q15TYt2/fpEmTyvvp2GDh6empeFosOwtVHhJ2AJ8JbxIrKzIyknh62kRGSqVSbs+0fxJ9v+HPcuJFqZKSEplMViIvkcvkrjo6ktxcqVTq6tqQe1YikUgkEsXMXZmNDA8Pl0gkX3/9NSEkMDCwXC9XDKIInwAA5cILFrySQ9wIa0KIaPAErhvG7U9PT0/532u+t7e3q6urRCJ57v+T4/dLCCF5eXkGBgZcFo8emejW46LIkHtc2jA9pY28fv36s2fPGjRoEBkZqSJYsNk6FtcNYweDqPO+AABAcRFB6XU7ISGBeyCVSmmw4MIH20Fgs2wpKSkymaygoCA+Pt7Y2Dj3v+F1hoZcjMjiBuhxr1W/YmlkZGR+fv6bN29u3brl6elZ3qs9GywUT84+RhyBKgmrxAJ8DjSi0K4XG3i4nfMSsoqLiwkhv8qM/JxM3aIuj8l8xU2VlUgk+/fvp1GWEJKXl8e9VkAEhBCZTGZoaKinpxcVFcXtX2GpO18sHfz2yZjMV7zGKL0nFhAQwA2Gj4+Pp+/Cu2unznxYtqZSZGQkak8AAGiAzdOx8YLrL+Xk5LzbtY4Qwg2a42oMkf9u1XDXXk9PT25yU0FBQeyauUKhkBDyaK0v19eiwcLQ0DA3N5frlekM8mEDRGnBgr2wKw0WKijm72iwQLwAAFAfd81kgwW9d+Lj4zNdZpqenl5cXMx1LlqExwYGBtJoQoMF27nIycmpUaNGjRo1uGO6PUo0NDSUSqUZGRndHiXSw9S87LNX9ZcvX3IPVBfRK1NkZKS3tzeCBVQrGGEH8Jm4RV0mhNz16KV4c4kLPB4eHsuionJy0nv0aO5Z25y7M2ZoaDif5M5LyOKOpCMmlqUWrbDUtbGx0Sn4oKOjE/uhQI/kcsd4enrWuXDYwsKC27SwsIhn+l3e3t5sxlBxwaYfDYvlcrlAUGKY+SqeeJa3aJ3iCXHLi2BxKwBQD3v9VDoSITIy0spnnigjgxAiqtuwhkCeQQgh6abhp1II4WoPsZXprKyscnJyGjZs6PrkBiEkxdiYe5Y7zNXVlQYL2gA6Q4oGC7ZwHvm4Hhc3JRZKg2ABAOXFBgt2GbpuhByzFxNCGl2JdnV15Q2mo1GAq70jkUiMjY0JIT169CD/ZfRqSyS1CUlJSSEeHryhBvS9uDF0XFwIDAyk77JVJ4sQkp6e3q2CPqbiiAdWdbtsIlhUH0jYAXxyGSvndou5yz12i7q8ucSY/Je/45Z0yDVzLiwsJIR4/BcOE6Iup6enW1hYcOMmrKysUlJSUlJSuJO4urqOHTt22/79rmbOhJCZwhw96WupVDopNoEQ4u/vv8ZWzA5id4u6THx8uIBKh7LzJjHRGuSjDQxyc3O5kfN1Lhwm5Y8EPj4+dPF43v7ynqpqYIvHV9sfAgCog3fPg1edJzo6+unTpzYdSszNzQV2ToTICSHydwnsGbhIwf2fiyn08u7p6ckNrIuPjy8oKKhRo0ZKSoqzWw+pVGpubs42gL6EK3LHXrh42ToamEgpF/klzRzpqDpeto5+WAQLDoIFAGiGV/qTCxYuLi5D3hJCCPmvFjZ7AY+Pj69Tpw4XFLieBb3yk/8yelywIIRERUVxQ7Y9PDzou3Bvun//fvJfmQXu2sUtL0v+G/19r2Nj8T//pKSkCAQCLm/IXd+4NTHOen1b5qdTDBbcST5yjfIvF4JFtYIpsQCfUMbKucmjexXeu6UvK6Y72Z5JQkLCs2fP2tz+iz5FQ6mFhQW3BoWjoyMXNQnTNdq/f39KSgoXVpvtPXbSvuGi9/mEEDqOXSqVcoPY09PTm+09pjiDicW9qaurKzd/1sDAgHbeNBt2zo66V1+VnBJV9T4RAHxSpS3VunTp0jNnzlj+tFlmVcvU1JQ+RYfIubq6WllZ8YqFR0ZG0tmvPj4+vr6+3CRZLljk5OS82rqC/Bdc9vTj9+h4eE/Vrl3bw8OjzGKpS5o5cv8p/bAaBAuCSysAVHs+Pj5bdbK4/9j90dHRZ86ccXFxIYQUFhbShSbIf30QLlgYGxvTbgVXeycqKorbExgYyAUL7lkuXsTHx1tZWXGZOy5O0YF1PGdcTMl/2brc3NzXr1/Xrl27bdu2dMQA+S9bxz2gj1V/WDZYqK7ewNIsWCDEgPZAwg7gU8lYOZd7UFJSUlJSIhaLxWKxTWqiW9Tl3mf2mmUkswf/v2X+/jedZ2hoaGFhcdejF3ePi0vbubq6RkVFcZXmKE9PTysrK9oBW/Q+n6tYoaenZ2Fhwc1sYu+bsW/ExrkgM+f/j713D2+rutLGX90tH18ly0l8kWPHJAESLHBwYtRJmJSmTFuShhJ+kMvjTgRfW2ZC+3Fph5kBGujHzNCQFjJQOqCAC6Et0IYE6NA0pCSpkEMckMk9UexYTpzEsiXL8rFkSUf6/bGszfaR7Di0FBrO++TJc3y0zz777COtd6+114VMdaIoknfeWJobMdk4fJbpnD8++M2iibRnjTNzKilQoEDB3yhImjHHARnaZ80vGAoB6NUajUYj/xFTyQ4dOkRkQZa7bdu2AfD7/d1zFj3c1uVwOGRGPYvFcubn/+F3/tjv/DGfGyj3ljtyb7kjtGApTxYy41pDQwOjFZa0NFMajy+iPwZZnJeAxrpKIQsFChRcHHA6nbbn11vT4G12W7ZsAadZyFykGVlQ7E44HCbl4tChQ9TG6/USDTU2Nubn5zPlgjfwjZVIju7FO80JgiAIQkNDg2zwYz3UZ4QsLvQqBQo+OSghsQoUfLKIRCLQ6XXxmNQfSKk1AIqCPXGdXhePWXpOGedcc/ToUVEUT5w4AS4ZRGvj9SBabbS7XC6/319TU9Pe3t7e3t7U1OR2uynNhN/vZ6WayLJG1Avgwd44EAcilogeOMc+qqmpaWpqIt9ylv6A95Nvufq6ue/9IRKJiKL4aETf9FX76tWrZdY9Pl0FshGnLIzr8ww+wE2ZDQUKFIwFXjfgpW5L6UwAz9xgX/nydgCiKGpEUVM+VUwk1UDx8CCAwp2bkVbAKGlde3v72rVrm5ubiSymfOs+AD6f72GuPiwpYNobb5sCJH77LGli5I435Vv36YHKykqr1dri84HLlSOrWktgyRaYnsOTBWs2Dll87Em7KOXqRflQChQouCAwv7PMoFEmOT0eDzlZBwIBpD2vq6qqOjs7SbNgZjsZWOxOOBymBHZsI8fv91MmBKIhioQlTYSlXPD7/cx3OxwOr127ltcsAEADNrDrDnRjtvnEiROXXHIJy8/AitgCsFqtznR5dHbyL8sXH48sPrMUk5kxXMFFDMVgp0DBJ4j4sYN0oEomAaiSUlKllqSkwWBQp4NkRVH8H0OpFjAYDFkdKxiJ1tTU1NbWOhyOdevWZb0dZaBAOmCWMt8BoOrsfEueF2m3jfzv/H5/IpH4k2Q0lF8GoJb7lC6UZb5jvfFj5lXNTKojx8PMWhaU1G8En0l2/Nj4bJK9AgUKPkXwxVJlsaJM3nZ2drbPmj/DaqX2UklZ5OQxABqNBsCVJuH+upkPt3XdX1eJG+xkGiOyqFrzoCAIjqYbmpubw+Hw9HseASAIAmVNDS1YWovNRBYtpTMp9wJuvK1Kr6fwWB6kUzGyYAnF3W73Zf/y6K5kUnvjbfjwHbLWNTc3UxYkTIws/nx94yKTrhfZ4yhQoOBjg48SXbzjVd5mxyQnqw8eiUSMRqPNZquvrwewb9++HTt2JBIJrVZbVVWF0b5pdDkzz9FBbW0tryyQ9CZhTmQBoLm5mTQLpl8Q6CqZxW1N2hXA7XajsfG9994j0yEjC6z+Ohv/GqmQv9blcr0/f9YWLsOdYpzKhMIXnx8oBjsFCj5ZpFIpQ2w4qVKFJWg0mrxUwiDFAUNUrVGpVC8XVWFhFRm3KAQ1E7TxRf+Tm3pjY6Pb7SZ3uY0bNwYfutvj8dwoio9G9OA8HcDxMXlS8GY7PkcsWeXofHt7e1VVFUs3jtH7XXa7PZM1GWewj3gzH19e8COr3EN38zY7Fj7M/mSfOjnPDgUKFCj4jGMcS9w4l1BLKhZE4pcqEalmze/o6NBoNJIkGQGjyRQyFvDX8rew2+1er9fiuFcURVEUv9H8OsnwRCKRm5trs9kAeDweURT9Xi8xRWhBKUazD/loT0n/SeWPZA50drs9tGCpKIpGo1Gv13fPWVTWug3pChV0YWjB0ttfd6F0JpAlr8J5yYJ9lCn8x/IsoJPdcxZlzowCBQoUXDRwOBxPPPEEgKmv7Tr4pfpkMglAEASXy+XxeACIojh37tzz9kNSnaU1WLRoETnN3XPPPQBWr15NH3m9XrYTg7Rmcc899zz44IPRaJTlWCCJzasPSKff8Xq95eXlJ06coKITAJqamly7XNtnlQG47kA37NX8wLbPKmPFyxfveHVJRwgZKXp4vpgIWcg+Hcd1TomMUfBZg2KwU3Dxg1/Z/2Ul71jOYuyjoUkVAJLHDkTVGlVSoop+yWQyMiSq0p8yRYiljZOBsV2mcc1ut//xxi8Gg0G9Xi8IwloBD6abMTMfteTjYZGmPb/f397evmjRIq/Xy9LQHjt2jC6ha4kCqeqrbFQy7mShT/QRFYkHR4o1b75EW2kmk8nn88lsduT6IUPWKkif3AtVoEDB5xkfT7aQhS6reYhZ4rJeIoPNZiMRarPZBgcHA19YDABCsarnVElJyUgbn2fnjPkYiYQ1sf5p5C2lM4u/vz4qJTRFFun0SQB9N95h6TsDwGQykakOQFnrNnBlIgRBYFXFaTcIgF6vZw2O/vg+CoAirYwRkCAITFFk5+kRQguWslIYmqUOafMo5YcnCwCZZAFON8uqVo0VKtVSOhM+nzXtk3h/XaWidylQoOCTwKcoW/bt20cHNputtiO07TKjfe+Jvr4+l9mctYYPH1rLht3U1MTv3BNYYXG+UDiA5ubmk1+fj1llRBZLOkIul4ucACgFHji9gPiCOmTKxeHDh2fMmKFWq8GRyHUHutmfrIoFAJPJRGLc5/MFAoGSA90yVYgg8+m7ILLIbM+/UIUvFHymoBjsFHzuwJy5ZIa2C1XV2m5bRge+25ZRyrkxL8zN08RjGo1GpVJJw9GIWu1TGwC8lMy3cUwpCELWy1kJV8aFzCXB5XLVAACGhoaQ4aNXW1u7cePG1atX19bWkv0OnGrE7rtt27b8/Hx2nl3Ld2W320ec49xvWa1WmjqmesmyFLEe+MDYzOfy+Xy/TZ+/cfRHWW2gWTHWW1OUNAUKFHxC4MUO8+ci81BWS1ymACzjLiSQAsZk5v7q+qJ4vL+/H4BUUhYInGVlYQsjAwCs1aP8EWQwGo2ovTQeiwMwmUw9KkNQr0uYDZqiRNs/3dSZn9/Y2Mi3pwJHFJ1EH7k3rLVYLAHHvYU7NxfW1rK8RWAqU9rDjucd0nOcTmeLyQRuG+b+dGxsJlkwjwxez8wklAsS6b60zU428+O4WkywZwUKFCjAaNkyfpqzC12Osva+dBEJq9WamcOO3zi5NBBoBWbOnOn3+z0ej91uF0WRqQxUsJWweMerS9LHmcoFL4S9Xi9FyDKV4WT6diaTabsgXHegm8iCBHjWxKb8n1OnTuX/ZGSReZLGSaY6jJRB7+bd92icsmuZN8MFTTifbpU/yQ9J1n6CPStQ8BeEYrBT8PkCH3oZHO3hNfELix94jP8zEAjMcb9FNjsm+vk28YqpANBxTBsbPqLNTaVSer3+53rLYF9fb2+vSqVavHgxZZ0YB950BBM4Tt22bduiqiLasCKbXVPT7TLTG2Ni3kGdZ9b8/HzKRkG0nUgk5syZw3QwehyHwxE8PVI9yufzkY0yk7Gysj7S7uUvFFWt6u9kJ2nGRuyAVivl+9NNv7z4gcfGyVVB+p6sf778Ba8QUgCvzDVv4tXfFUpWoEDBOOD9uTCG3xwPXnaVtW4bHbxZyZwmCCTYAaQMOTHTpFhkYNrB3RV1dT6TiRnvZIMJBAJaIFFkiUQiWo02ISVy+v3BKVbE4oODg4Pew9RnOBx2u92NjY1er7cWm0MLlgJ45ga70+lEWoaTJmZP9LgAr9dLnndksGOZFiorK3t7e8mTbh4XjuRwOLrbupDOfwfA2brN4XBQhGxoQWnhzs38hLAESQwykhqfETLnlr0R/iQlV81Mxsc4S0YWLaUzPzI4pt0YsypvUMhCgQIF2TBxu15m+6t2HbDb7Rs0IQoIHQcGg4EOtFptIBDo7OwE0NnZabfb6+vrt3O58DB6ncyc7PggHjLVRaPRnJwcIguqIct3YjKZ7PZqJqWZbkIKCPOws1gs1LPdbt++ffs111xDCVizFntlz76lunBnVztUIJ5jee7AZdNjD8L+zLTijeVAl6lEgCMCjE7UwIJtecfwzJ4n/mYVslDwMaAY7BQoOD8yM6xN5KriBx7DQ3eHQqG+5d8BUF9f33bbMiESoU+/FfM/BiOAVCq1ZcuWJ598kvcJJ2SNRUWapbxeL7mjU1pZrXbk58wyTbB8c0Si9CmjVZfLVZv2mwBgsViIk2699dZnn30WoylNZqCkT/mc4mzXi2WRYCNnz0XDJgtd3bOvtDqd4JjYOv1ymjSebjO37Ai0JuAjsAgT0euy7qcpDKpAgYI/HzInOxYP21I6c17PkczG/J/19fVks7vzzjtvf91lMpmChjwAWikunTuFgoJUKuXxeC6tClLdWKvVynogt4Trn/oV7bWocnJTKpU2BpvNdmwgEolE1Co1gEQiMfXOH5584odIi2sArp2b+eSkvFsEtWFnWK4iAF9J9DT9wz/c/ror87nYPJB4L9y52cV5FIqiKM5ZVNa6jU85RHyRSYIA3pn+dzn9fgAUV8vzTqa2xqt283qOdHDZWrMaAfkc55ku4T4uupaS9GXuANG7aHndxb8OBQoUXNz4q6U5o2oMMvBkAeCJJ56YMWMGRpzRRuDxeILBoMfj8WlCspwzDoeDVtG8tY4JZLfbHY1G4/E4gJycHKTl5/uaEKU0Zf0waqAkd/wtGFOwnr/2ta9t2bKFTmZauJjKsH1WmclnqoYWwKFc3byX3marfZlywdzx6F1s0ITYXI1fapbXHWRmPpnHA4NMMckkC94hIFO5uFC7rQIFMigGOwUXP3jJGHzobrbnz4qIfwwUP/CYLx0SC+DxZD5cLqTLKvHNioGp6T+JMo8ePQpAr9c/8C8PMPZikIlyVr8VXJCp0+mkOrDhcPhb3WGdTvfEJaVarfZeX8jCWbIYmLWOBTQhbblrbGzctm0bAIvFQkXcAaxcuXLz5s3sXg6HgxwGyUFdFMVYLObtjbP+yfbn9Xp5VSprHg2Hw8FXgGUhveBUIx5ZO2EF5sdq8DGgMKgCBQrG8Z96uK3L5/PJjFPzeo7wka1kr5FZbR5u6/KRTad0pmbpTFc6m1tW2cVcra1W67GBiKQFgEnRUOH06WfPngXQPmv+wUjkKzSMniOoG7XJX9bqInc5TTxWmhruMRa1+gdSyaQqJzdy2IO0117N9x7SarWvDOvLWrdpljo0S2e2APRovMeE2+0m7qBNIOZkR5qYw+FIJBL/0TjjzTe9bAA0gTRXAERR7NywltprfD6r1erxeFjKPL6xZqmDnoh1Qv+v2n0MQNCQF4/FtQuWFqZti2OJ668kegC0wCRtdsJuJ7LA6GoY/ORnJmOVgYjJ5/OVcfM81t3HSlmoQIGCiw9ZvbeQYcuboF2P0sxRGCwZnnjplHktH5dz55137tu3b8uWLVVVVTabjWkWI5fPn8UW2KziKm+W4nNbr1u3DkBOTk48Hs/JyYlGo/n5+RTic1Vtbe/Kr5BspxGyZDt+v59UFUYWTPby+Md//Mdf/OIXbMZ4Yxa1t1gsYnUhxfN6PJ7J3C1IuXA6nbyxjMXPorrQikJ6bOaQOL6CIHO+ZmOQ6VAXqmV8bL1SgYJxoBjsFFz84Pc9flt+2Zy0we635ZfxzcaiUtrM+a46jLTFjQJp6559hfzOWhuvtwMul+u76nDbbcusVmv82EFd2l8ss0PaByt+4DHaH2trawsGg6Io0i0AOEePhxEJ76pN9depQTQavfN4T05ODl8EliDLGsvTpyxXhd/vz4xL4tcKA22txuHhyVIyCenLx3vy8yMWi4VXXc7LarJVi8PhYP3Trh2f1Y61zEp+vH8+i2xi7cdf5WSFYq1ToEBBVi0LwO2vj8gTcpTLFBesvgHbe+fb8FsRZXZ71nicrCC/6b48cyESANpnzR8YGIhEIn+cVPX34U5kCFW73e7auVmcsyhHEIJTrIhGdHpd6owvUlASi8UACDUzw95DABKJBFV3rUyL399pSwt3bmaBURQGRZ3zAx6fLFwuV/V31wI4d+5cJBKJRqNUc5Z1RZnyKisr5xnsTqdTlsiP4SPntSILKCUf1WxKDyaTF/hXNq/nCDPCsVuzAkp2u53c4igK2J5+I1lZIGs1pI/dTIECBRcNxsqyQuc3aEIANjy/3lqdJQMdODtRJlls4apDTJAs6uvryYTHUiu0tbWdOnUKwBrSHV78Hb/bIcuWw4JALRbLoUOHAEiS1N/fT1GxPcuvBzBQWXms/ch0be5Vuw640n55tLVDoa/IiDYl+xd7wOeee06j0cjW51u3bgVA9e7C4TBQT37i5Mpnt1ePPwNOp5NP9gfOf3AsspCBKVlI8wU5H/DPwisXY5EF33IiJxUomDgUg52CzzT+TL+nrBkHWhuvH6mIl+0SRnXEfEzCPp7MJ4MaxWyyRHV0G7oF3G8BoFxsZLOTpcljie3opMfjOXXq1KlTpyoqKu7WR86dO1dQUBCJRGrefOmFoipRFHt7e+lCFrsEzueupqamvb1dkqSioiJSiuh/vhkds8LtrEE4HG5ubial65133gEwe/ZscqaIxWJvvPHG2bNng8Hg7NmzzWYzgOBDd5/JyR+IpSLxSDQae2xq8Q/7EkgracyDT6bFjeW5wL9WPrHdeWp3ZOM8annj6UNs/5D3zhgfY9HqeS9UoEDBRQbn6LqlTDIQWfBoKZ0Jp9PhcPBkwax14CxKIxImwybFqx9j+WQdG4gAELRqMZEEUFhYGHh+ffecRVS8dWBg4I8FVfq3XqLGoQVLbfv2Ud4iu93eUloJIAjo9Lp4LD4sirFg8Mij/xKPx2f/22MA1Gp1IpEgEx5Z6/hIUgJPFrTTs3HjxqeeeioYDBYXFz/11FMAksnk4ODgiy++GAwGZ/3rOp1OB6DtXIAiWAFoNBpWbZZu0dXVRbMqtbo2btzIwodZpgW73U6p7gAEDXmIRMhax4ORFyGr0OY3cnhfko0bN97+uuujMrLZ+IJe3LyeI2TXw4hp74jsdnTQfb7EhQoUKPis4c9RLsbKfclqbWdesmCzc73VBk6zkJHFlurC8aNMqA0dZzX/MdTX1z/55JNer7e4uBhARUVFZ2cnWe7opj9FgIQ/rp72fU6zAOfmRjJfo9Hk5OScu/XL2qGhROXkY4khAIFAYPusMqruSjY7XgFhsS/kiwCgra1t/vz5TU1NAwMDL7zwQn9//+zZswGYzWYmok+dOlVeXn769OloNFr60lvi7d+gG4mi2PyH13iXN1mi6qwvkfcfHIcsZPtz5MonIwu+26zKxfgelLIcR5lDVaBgglAMdgo+uyAhOE6hgPH9zDMzDtAZpoDZbDaPx8NfIsv5TWAE9nhtrb38MqRHxd/U5XI9GDpBx0kpoc4b8XSLHzvYs/L6SCQCoL+49Ddlly5Zsry+vp4fW0VFBQCj0UgaFEtF9/rrr7NCfjabjXm/s/QNfr+fbHYAmG8dK6/OQA7qlIeImvn9fkpL4XK5KioqiNT3799PB5s2bSosLKyoqAgGg8Tx4HKHI+0qb7EUZ8be8sj6UohlKXiWWSHbQf9/1AAZ1jSZjsSbAskGSgudcQqJKOY5BQouVpw3H+WFkgW1fOKJJ+hkYWFhKPRR2m/eWgdg3759JJ8ZWfCd82qYz+frSPffUjqTbD0ymx0NZrDsyhxDjlanVceHjUZjWeu2Mrt9S0oPYNKkSQMDA7FYzJSXB+B0/Zei0eiPPjwlzJpfc2BXZ2fnMw7Hw21d0YHIQGhA23dmGABgsVjC4bBer08kEslkEkAikcjNzRVF0WQyMZtdbW1taMHShHnK9CuuBRCLxcJP/JC8J2hgxcXFpIa5XK5kMtnT01NRUZG/Ys3AwEBBQcGkSZOC3LOTCW/EIXrn5sCCpYIg+J0/BsCXD6T5CQQCMkKJx+KSTh8PDej0OgAmk2neGJVks2pNMrJgEbi8VjyWwZTZ7JB2qByLLPishUo8rAIFn3FkpjMeq8E468PM3WimWYiiSDa7DlUCgNFoPNt7ZoYulz7lyYLOUBjpko7QBs3ISjtrzRxZpVcW2Qqgs7NzyZIlpFkwRzAAfX19X/3qV9va2t59993LLhuJKNpk0WjOnaPVPnXLuqLkNgDa29uJxcLhcDQaTU4ti0EFo2EYyFNrTabcEZtdejw1NTV+vz8ajQKg+Fk6T2QRDAbr6upcLtfBgwcrKir6+/v3798/e/Zs9mh1dXWka+Tm5pJC1HigGwe6r0vPEgswYshMIUdq4dKpAAAgAElEQVT8lU6xVzhWTYkNmpDVauWLeDDx7uCShstMdeODsY8sn4MCBX9BKAY7BZ9RjO88LPOGyGzPQkH9fj8ze5EM5RUtJmczxSvRqsvl+p5mMFGiQ6o/9/ShR5vleVXp8u+qw7FYXFCl1Go1JCk5GFbn5cePHaQDapnfexZll27dunXr1q1ms5kqr9vtdvIGLygoiMViJSUlfX19APbu3fuQRS988E5BQcHvpl3F35HVi6DqTmSzY5Ve+SAm2QHzXc/JyVm0aBF1RU4ZBGJKhuLi4oqKirq6OgBWq/Xo0aMFBQX00Rbr7Nr05I+VojUrWHyu2+2mY34+6a1Rb+yFZuaOZYlmPzaUjHUKFHxOMJbrHANPFrJaeIxffCIokRmAZ27IvktBdwmHw8w3jS6f13OkBSOXz+s5gnRMTbToI7seMxsxBQxlVw5FhtTDarVazWyFOp2OJQIvKSk5N/cfhotLE4lESkoOdZ+UJAnAkiVLkLYc3f66KwAIgrDMIDZbLBaLJZFI5E27lHob/MkPcMsdSKs6VLk1tGCpaooVsXh+7WXDPm8ikZj1r+uo3gJt8JBmVVxcbLfbn3/++VgsNnnyZDLMEUEUDw8i7ROner2Z3LRZdQsAhdwM89Yuk8mEnh6k56qrq0sQBJinxONxSac3nO1EOtk5czPn87qyV8CHLH1ssrig8CXFTqdAwd80PnKIznCdG0u5wGjXXZmFaG2oA1195B2cSMShG3U7WsO73e5wOJyfn79u3bp77rmHb7CkI8Rnd9m4ceOW0ZVewZMFwDSLJ554gpQL1qyurs5ms1EkDYBYLKZSqWh/ZfLkyZlTQQ9FwwOQk5OjVqlVanVSpUqlUmJKCgQGAPAednQJPQvjUJ4s+P7pT9IsGEj7qKio+IgsuHDd8eFyuQq83sDX51N+beGZ36y9/Rsmk4nlAUQ6DOjk1+cjEACwQYM1UmGmm94F2ekYlIISCv4KuAgNdn19fT6fb2hoKC8vz2q1yiSFgr9dML2Lr0Yky1DAiJavapdZvYjHWLKVdqtW9XeKer1KpUqlUnq9/tTxU1nTDxUFe6DXqaUEO6Obfnn82EFmrZOkJICvnHj/mZxJxExHjhwhqjObzWSkKykpiUajlJD7IYv+0hwNpCiC0VUf/OGShx6ifoIP3T3H55ujxm/KLu3s7KTnogIUpG2uLdGJoij0d7Z/dTlv6mKLDJn3R1VVFY2HOU10dHRYLBaNRkPnq6qqaIqMty0jve7qq6/u4tL/NTU1tbW1DQ4OjjXDyNiNpHWAbP6dTifbTGOfTjB5RygUKizMUkjrk8B5fXkUKFDw6WIcsuCbyc7QnkdTU1NL6Uyr1fpwW1dINNwqDAO4VRj+6UAERZYX/m76OPfNveWOGfE4AEEQDjxyz9atWxcvXgxgXs8Rxw12Z+s2aqZZ6mgBABwbiEwvkMd7Ema7XztU2yBZygojA8Ov/Ly5q6u2trYQ6L3mawBKSkpmHmvxWG3kPadSq7QV1RKwX6PRaUt/lzb/sRIZnZ2dZNv6ndYS7Dyu1+sFQUjecsfQr55iNq9mr9fiuNdkMvXE4gASUkJTPlXbcYy8RagNKYeMLNrb261W66lTp8qNRqQzzVGx1NWrV6v6+ujxeeTl5QEYHBxkMz9iqUxPjsvlCmlL6VgUReQPx3wnACT0epPJxCcpx2iykGEsxekriZ7fpfvHJ29rm2C+eQUKFHwqYEa6rClc2O+X7UwzmUPZ2TD2T5vF8mu1OoqHZSBLnFarLS4u1uv1wWDwqaeeWnPHHfSpI529DhNeA1Nqnb6+PrPZLJOKNpsN6dINhw8fxrzpAIaHh2XZHthTdHZ20k3tdvu6dessFos6Kp3NVaujMcmg0yckk8lEmQ3A5dtBOtCH1eMmkxx52FGbYDAYj8crKytlNyW/tsWLF/PmUQqqRZosxgrZYfNz3YFu0ixO3bRQL4omk4mcB/kVOzk/dnV1VVZWrg11MA/BcaxszCPyrwCFLBSMg4vHYDc0NPT44483NzdTCU6GGTNmrFq16nvf+17WtAIKPrPIjHBhidKQYQDikxpQMSNKo8C7S2RKQI/H4/F4+POsUDoT0CaTKR6Pp1KpZDJJka19fX1ZbXa6eAypFABoNIar5lFgZs/KkaRsGo36TE7+/9bWMx+26upqg8GAtEr5Py7X8MDw3Xr86cpr9+zZ80MhLEkSBS5pNCqK9GSxn0ePHv3Kifc3oLCkpEQQBNrg8nq9a0t0NpttJHz1zZfWHe5mqShoKshEyDRYnqEXL17c3Nx87NixL37xi5IkGQwGGUe2Nl4/4tRwMrjxgZG3Q0sB+h+jq1ax/mVVIKi4LYvh5ZmSondlZjtZUolMkPsJ/T/1sWdln36M/a7xEwlPPGG8AgUKPhXwTnNZ1TCeLDDat46sddSssLAQiZ5fioaOSEKlihiNxlW7j5HNjpEF0nLPbrf/Mb/E7/cTWUz7vw9j+8tjJaimIrDIsNnxxHf5ib04AbPZvIdzNFiiCiIcdL3l8iz+JoCkzqDW6pOpFIDkkBiJRPgIXIfD8cADD9Axk9LFxcWkqtnt9jLDiM5Guz65ohgMBvV6vcE6crtp06ZJm512u52qQ5wp9akbv/7FRKSrq8u9YW1NTU1FRYXRaMS7b1CtCQCUzs9utzc3Nzc3N+/atYtJVDYGjEEWI29n52aqdSsIgr/9qFarZYnwmCsiy7jECIJRBr8/9zCXYO7+ukp6ZV9J9PxSNBQWFv751rqJk4XieaFAwWcQvMcc0qtQWQM6YGQBgAJ3eNnOGMHlcgmC4NOEGrjQ+0zloqKi4siRI8PDw0g7ndEGz1hSYuvCmxaPdrLL9P4zm8179uxhZGE2m6uqqt54443h4eG5c+cCKC0trXh1R8/y62OxWCgUCoVCO5eOuh1tyRBBeDwe2uAXRfEy04io7NAlrtp5YNjt9qaVCxbDRJVhSeJRCtGqqioAwWCQqlLU19cbDAa1Ws07svFkQQ9le349gMLCwvVpSX5ezYK0m3A4HPrHJXzLxTtepb9ZqVkAZLPD+ZQLxu8XZLMbR8iPZY+T+XVCIQsF2XCRGOwOHjz4ta997eTJk5kfHT169N///d+fffbZbdu2XXLJJX/1oSmYKJxOJ/lJ3XbbbXQma3JQYgiWFZWoIjN6hRmq+BBL6lBWTYI5vcuq+wUfuvtGwAcUFBSw4qqzZ8+uq6tjTmcEl8s1PxaPQZU/UsUOSCdTK33xrZ6V1xuNRt30y1Oh0OLFizs7O995551gMEgWMXKMZ9E9/w2DXRAWLlyI15zJZFKtVlNvPp+PeYr6fD7SXuZeORfp1cZINXRR5JPNgSsLSwfMmSIzE+rq1atZ9oqbb77Z4/E0Nzdv377dYrEMDg5SvSRy4Pf7/Wwys2b9k9ESv6pgtkU2Hj5tBNLekXyFjcz++bvYbDYs/w47OTWd0o5AhYCZTjVOBHTm4GWUmTXLlQIFCv76cDqd4XDYaDR+61vfojPjkAVfJnt8MLLgbV719fVPv+5SGfIARCIRo9H4cFtXx+MPZgpSQm5uriRJ1FJGFiTrQguWIhCwWq3TC4xks8NoPy8mWhlZ9PT03HLLLSze0+v15t/9qFajTekN5P0NQKXRJM90CoIQCATY4J1OZ0lJCetZFEUUjihjRBZlANKqgsVi6dyw1uK4FwB8XoO1Vtt3BiYTs9YBiBZZ8oBA+2mDtbbmP58bWHdvQ0PD/v373W53JPJ9Igts3Ahg3bp1tDGzevVqUs+ykgXGUGMKd24uBOx2+ybtSCwZ7bmWtW5b/fiI/sy70iNtp8uMcjo2EKHNtlW7I98bSSSFW4Xh+tG552Su038OWfBQyEKBgk8XL7zwAoCcnJzx84sRX6xbt44MT0jb47Ju+bjdbqZ98DY7p9NJkmqNVLjB57NarZQp29kR4m9NWynV1dVHjhwBUFlZecUVV8gaZOZTy6w1wZPF9u3bGVlgdEW42tpaipOlIrB46a2RDarTB/DNj3oTRZHnCx6BQIC8Ab6x84jX6yUNiyQ8401K8pOZQpQq1/GYP3++zWYjzQIcWTQ3N1OOOQChUOgun0fmmcg0NSaimc2OcgT5X93Rs/x65qDj8XhKDnQjrUocTJcpFwThwcJqV20oK4+f116WSRbnvUoJm1XwZ+JiMNj19PRcd911Z8+eBTB58uQ1a9ZceeWVkydP7u3t3blz54YNGwYGBk6ePPnVr371ww8/pFz7Cj5rmIgs43dIiGxqa2uHh4dpR4gS9xCYHxmfx2382t5MF6I/bzx9iA6sVuvQwTZ9eXlvb+9TGlPdFVdkXvtddXhoUnlh4FwyEVer1SwMllD64lt0UAxMBbQ/+89pAIDHkS/rh4ZNY5gzqdzQ7RNUKZVKFeHa+Hy+QCBAhSlYBp9t20aCiWAtJFqlvxobq8jEVlNTA854d179Yc+ePQaDoby8nP40m8379u1zu92sh+bm5sx35HK5aGnCTztbarBq6Cyv7feNMfvU4pYVX7tlYADAk+pi4nVetZZZURnYq9yyZQv/6nn4fL45Pt/jyY/m+c9PfqdAgYLPDia48GUihaXsZCE/FOjEoniQTuj20S1atyFdKhRAJBLxtB8tzGYYcjgch3cd6IgkkEzmJBIFkYHM0drtdiR6XOZLyCY4vcA4lpNXfX29x+OhqKLBwUFeacy/+1E6SKnVSCb1SEaiEeTkasqnJjTa0tQwa+lyuSgElTa3KN/C0NBQ3rRLVWpVIODvnrOIDYDIAs4fV615EEDw0btqa2vn2e0Oh+Ph0YVQE+YpdCDc+k/v7d5iNBqJdPx+f0VFxb59+9atW8fIgqpVdM9ZBG1pKBSiEONMsuBnkr0Ll8s1FQgtWCqKos1mO3r0KKV8BUBkwRvpWCEj/ivBrHX07pCLX4oG+vN33EM93NZVBrSUzhx5+07nhZIF/1Xko7rGr2aoQIGCTxTnTYdNdn8+EmVLdaEwa/45o9EVO9v5wAM8WQBobGxkx1lteQxrpEJ0hMhg5EK3bOG9ZMkSWgxT4CcA8kdjmLhzLpEF+SLIyILXm5iE5MOV+KmQ5ebzer177ZdqtVrEYks6Qhvv+hEApzTiEEepWvnYHYwt5ajNyZMnZ8yYcfjw4alTpxJZ3HvvvS6XiyY/Go3KMvYAuMvnCQQC38vQLDB6W4VASt8WgCop7d27t+HdI32A2WweeXZgA0IAHiyszur8zu/B8P7gWSGT7X+mhOfJQoGCTFwMBrsf/ehHZK2rr69/5513aHlK+NKXvrRq1aq5c+eGQqHjx4+/8sorq1at+vRGqmA8uFwu8kr4whe+wJ9n3sJECbSrQx9ldZpg5JrZ/1iGqvEZ/VxuwZ+uvBZA6u2329rasrqsFwbOAYhpdbm5ufx55u1FEbK889d31eHW9DiJtr1e76r+TlM6r7ZXUtWokjqddmhSOQ1yDuc998rkGXRQ8+ZLT1wykpHn0Yh+rQAAPp/v8WQ+y2iLtGubbAZkD05cvnPnTkmS7Hb79u3bAVDc7vr16yVJisfjlFycwePx+Hw+URSDweA111yD0YUjGDL5zG63V7rfypjskY8AbNy4kTYY+aIWmTPPljgUhuDxeOb4fJSzfET1Kspnm6VZb3ehGMuzZhwomSkUKPhLgX5N7733nk6nmz9/fuZHPFkAYPk9+dQ5DJlSsTAdjxk05BUPDwKY13Pkfyvn0KdGo3Fo7LGFQiHoBbVaDYMxBJy5+ssPZVSoEEXRJno8VlsoFFo3fxY7n1mutCVtKNQsncmy0blcLq1Gm5ASAFTJpEqtRjKp1WgT0SEAOr0uCN281m3O1hFpMzg4mJeXR4qQy+UqA9xut/Zb9+n1eggCgNtfd0npoDBKGU4lJuyjE7+S73bEkBdXa9lUpAQhuuiW65K9RBZFRUUA7r//fq1Wy4pjACAHPZ/PF4lE1klS+b4/CIJAThA8WTg5MxnzWQCARA8MQOu2eGdnW3o8bW1t7MUxsshq/iPQsH/Ur8tRoVybDIVCJ6NS8fAgqyXi0ZYiECD3w5bKmS2vu8aqLpIVMqd13mb3l8rJoECBgo+BlpYWANdee63sPLlrkQhqb2+nkx8smI1YzGg0smKvNpuNdhd4shjLZXviHrVU1M5sNtfV1Xk8Hpm1jsDSzE08KpMtUPlAy0xQtlY65luSBu31euvq6k5+fT78fgB6vX77rI/SwVP+BCILOpOZJTyrcvHss88CmDp1KtJkAaC6uvro0aOJRCI/P9/v9xvSl3wQ6k1K0uRIQqPRbDCG1kiFPFm4XC7GFDxZjFjlNKFIJNLw7ghptrW1sRoXnm/etXr1ahe6weVZyipsmTcA215iE8tSaoArTpJ1ni8IRBYU+DzB7hSy+PxA/WkP4C+AX//613SwceNG3lpHmDFjxne+MxIxt3v37r/qyBRMGLLyCOyYJKOsWhDzF2PbQSdOnCDxTeDzI7AsRTISZd7a7H+v13uL33vTmSONrW8PHWwbOjiiGmg0GtIuFi9enGmtm+N+i2rzATBIiXg8oZt+OQCWco7AH/NjoN5obGtLRmxhgUCAfLbbU5pTOiP5h89xv9XaeP3jyfwXiqqeyysfHBwcHBy88847TSaTXq+nzLVrS3TtX11e/MBjrY3X2+32xsbGRYsWkd/+OMm5+XlwuVxPP/00Zbvg0dHRQQfxeJxqt69evXr16tVbt27t6+uLRqNU7CVznseHz+cbGBhgHhA8aOfTbrefN5atvr6+vr6eT1JJ5EqmTxYQJ/teMch6k/nz8+dl64MJQuY9OvELFShQkAk+Rml8srBYLJk79idOnCgpKbHZbIws2M+5e86i7jmLQguWkgcZWevojv/Q1RqPxWNQRyIRv/PHRCt9fX3FxcX79u2jYE9yQ1OpVAmNzoCkwWCgyhX8yJkCZvN5yNeMLqRm7CATLaUzaZyapQ6k05mr1OpUMhmPxQHk9Pul0ydTZ3xs2EzaMLIgidrY2EhFJ9jmkGapw+K497J/eZSmi1J383M7ypIYjaT0hpTeEI/FVVOsTO9ioE0d+p9SKJDC09XVFQgEJEnyer2sZOHE4XK52traqOwgMmqa06PxZ+jxKT8gWet0yUSeXqvVaU9GJdaMaWJIF9PQlE/tURmChjx6HRMhi0yMxSPnBe/icUEXKlCgIBNZyQLpQgdIk0VNTQ1pFtEpJVLVlL7C3H5TPkYrF0QWGzShDZrQ9lllWRfVbA+eRaQysvjggw9++9vfMr4AQJqF1WolzeITMruQNY0fWG1trcVioedicoYeh8iirq7O4XCEzAVSVZlUNQXp5TQ1rq2tbWxsZKnrkDG3rM+1oY7ts8q2zyqjBgUP/PMHC2YfuO6q3fXV1KCxsfHDDz+k8uL9/f3hcDgQCHg8HpfLNTwcTaVSkiT19fVl6gjjKxprpMKZb72XtT3TLMAplVmF7daaorWhDsf+nRsLPionyFqy0nnsXRNsz6+nf5kJB7MeYzRZsKsWZxQFzoRCFp8r/M0b7OLx+KOPPvqTn/zkkUceuSJbuCKAWbNGNrEpLb2CzyD41TY7WL16NW1/McnIh8SSJ/Zdd9114sQJMjDJ0gpQV8yzjNS8zO0m/haSJBUWFsbjcbLB0ReGii0QiN6cTmfwobtZCQgAgcISVE8frr3s7Pf/q/iBx8ifLiuofVGwZ0o0TD2wpYDJZDKZTORmSI0rKytNJhM5iz2ezGcO7Wyigg/dTaY90gNZET3Cqv7O+/xH7vMfWVui+74x5vV6s+62udK5Tr+rDn9XHQawcuXK5ubm3t5etVpdWlpKxByNRnn3Orfb7fV6T506deTIEVKiTp06xXJJyF5lVrDQM3reurq6rO2ZyXWCaG28nrJUBAKBF4qqwLn3y1iN3qns5PgUyL4ACkEqUPBpYSJkwZCVLHgzDaGldKYgCAZrbcI8RafX9agMJEPIzc3hcGj7zujOnBz0HtbeeJvf7zcYDP39/YFAgMJs9+3bd39dZbTIEo/FU8lkDGoAPp/P5/PxsuLOO++UjXwcWLmc5XTscDieucFeUFgQV2uRY0ylUgX954KP3qXtO5MwT8mrvVQ1xdqjMmQyHbsdO58wT4kWWQAEDR9tc+becgeTljKpO6/nyLyeI//Q1Wr+7VMA9Ejq9Dqj0VheXt7c3Hz69Gm1Wl1TU9PY2JiXl0eZ1Nn8x2IxURRjsRgA2u8BQMGtTU1NoQVLQwuWZvVEY2eI+xYvXkx2urq6Oln92ZbSmS2lM0MLlsqGfX9dZfHwoC6Z0CUTGAP0ogGQHZMcGFNnRmWDpSnl062eFyxia+JkodCKAgV/WWQli9WrV3u9XuZgxWsWKrUagCDkAjhj1M6dO1cQBPbD5M0oJ78+H+lIRiZy6VdPYbYU7ElkMTg4mDXEkl2YubDkUwSc9zEz7UG8+4Ldbu/s7KyoqOAr89jtduJNZsVjt3M4HLbn18fjMa1Wk0hIkSlmnowYspLF4h2vkk1zg2ZE4zaZTO/Pn7WluhBAMBjs7u6OxWKBQKCxsfE3v/lNfn4+KVwajaampkZ45jfBYDAWixX0DuSeCxBfRKNRl8vFaxbjkMXIMNIEUVdXd0e6/K4MmToR3wn/yPQsvIcHy8tEz04vjv4nQvF4PFQ9YyKgl2V7fj2fhXwiNjsFnx/8zRvsdDpdU1PT9773vfvuu2+sNhQwi4wtWQWfNVx99dX8NojsUxKLrJpEbW3txo0bSe/as2fPWFWAWVIbtq/CXKlJwWPZK+LxuMFgiEajg4ODwaKRxKtkemNhtrRen+N+i6QqWdyqq6uZq8JYXuuhUGjfvn1kAZwSDRuNxuRgGKM97yKRkWw7pWIomUy+UFTFFAkGSh7HHuq35ZeRmU8QhMrKSp5g5rjfqlGNqCgV8QiLP8IYe/5z3G8BCAQCR/951de+9rXa2trKykqDwXD48OGqqiraCczJySE3eJafaGho6OzZsx9++GFXVxf9vtgqgbmuZK5C6Dw94KRJkyZNmtT19aaHHnqIHw/vApnpH8c/RaYZjvwQZdY6WePMDieCv6a73KZNm7KmGlGgQEFDQwPF4PMgxwFvGv40aM9GRhaZv1/VFKtOr9PpdXG1VqfXManOGjOrU9WaBydPnlxZWXnkyBEmoh9u64pEIjq9DuT7Ntriw8A2XcYii31phEIhq9UaLbJEiyzHBiLk8PVwW9f0AqMumVDHhwuCZwFUVlYW7twMIB6Lk7cdhfQ2Nzfb0+B1P7vdXllZWVBYAODYQKRukglpBwpBELxeL+86kUkWoQVLJw0P0O2G2o+ePn2a9BZGFgA0Gg2RBasGTvM2PDx84JF7urq6rr32WrPZ3FI6s3vOIpvNZrPZKGw207zF2+wAkJ+7jCzILTEQCIiimHvLHWx3jTqc13OkbpKpeHiweHiQGJYeuXh4UNrsBBW42LmZ5hAAhRsjHQWMscnivHRwoR4QH9vF5he/+AVl1legQIEM8+bNmzdvnuwkrQzZBg8ji8lDcZ1Or9XqkkmpoDc0lmZBC2+mGjDlAmlfb9a5xWKZPHlyWVnZf0a7v9994NtH3r3L99F2EX8hgZcVmY7DMuzjwGKMMpux5K0sLjhz8z6TLKZrc3U6vdFo1On0VO+CDwkioyQJf9Yh2ZhIE+lQJZBmFjJgnT59mgKNc3Jy3HMvOXXq1Ny5c8PhcDKZ1Ol0FBILoOLVHVfu3F/3x7ZwODwwMGA2m3Nycsjk17vyK70rv5JVswCnXMjIQmbNlE0RmwpZh7TfxmtV9oz0f6RZ8Da7sTBxspBVDvyL47nnnnvppZc+0Vso+CRwMeSwGx/hcPjnP/85Hd90k7zCjoLPCBwOB2U3cLlcX/jCF3hxRnywceNGSldE2YjoDDWjJGss0xkvi+e43yI3q0yHbdqx5/eFzGYzMET1HAYHByPanHmPPcs+pR2q4eFhURQlSdJoNHyHhYWFmQ/FomKZa2ff8u/0AeXvjzhZDL/fwleo+N20q1Z98AeNRgtAkqQbTx96ofwyAPZG+xz3Wzd2HQIAI9puW+Z49hVy8Zvj8wUCAVo6IG1e5GevsLAAQCAQFGMioKeTbbctA1D37CvMt87lcjG1MxgMPlxqWOv1VlZWrha7AdS8+VJlZeWpU6fy8/NZollmszOZTPQKurq6+LVFpueaIyOtxgtFVUh+tH/I2+BYVggaHisdSz00NzevW7fOYrFQlllXOn2sM100ilYSpLST/klWv4nsVc5JJ9cLnj7EO0uydRhGO9hjXEWLDzqYuD7Ga3qfUKCEAgV/cyDTzP0Ox09/+tN33313/vz5sh8IIwvmL2Bx3Ftts3UDZa3bxiELAGTtApDSq2NQk0gMBAKZy2syP6lUKgBHjhzx+XxVVVWYs4jCUYOGPCSTUjIpSZLN54EgOEdXEvwYD06hnQx1k0zvv/8+BEHMN0l//41+Sxkt5rR9Z0wmU2B0DgSm3jCBz3fYdi5A2YnIAaQj7TKgvfG232mLW153AaBsbnR5IYCljtQZH92xu7s74vVSASh6uoULF77//vtEFhRlBkCv18diMZ1OV1xcjDRZtKRHSCqKs3WkehKbLsYXzI0lkywA3P66i9Qq4kGpFTxZuFwub3Nz7i13VFZWps74dDs3+5Y6RnIC2u1I9DSzVOsAAJFK4goCDex+LgT7ghI+MHe8zG3IifCFrA0fKy3LdaiQhQIFY8HhcDz55JMtLS3XXnutTJJTbToArOxpY2Njr80GwOfz6QeiUKszcyjzKZKbX3uNbQnTAX8Li8VCqfFoGyORSGi12tzc3LNnzy7e8Spf8pU0C6RrYTN8PLLInIEVK1ZMmzbt11MM586d01QXLukYUUnYahkZ2ZnpAau5XSv+6chxz+Vykd8cqutPCoId2NnVbjQaI5FIPBFDuiQrALLT9ff307HRaFzwQaewsJqmhfZ1arn7ZzoAACAASURBVGpqmFoBIBaLXf6HfSdusJ87d+6xyjoqFkGwPb9+jVTIhpRJFvwBmwRZe2YqZboD0m4cI1rD/FlMLbJaregIgSviUVtb63a7KYkE/w3ZkPaqM42euvFB7HwVsH1WGV3o8/nWSIXji/SxyGL8G8nmQcHfCi5mg10ikdi2bdsPfvCD48ePA7jrrrv4fWMFf2WMv1SlT/fu3Ws0GjOtKizdAG1Y8TIdGZse7EZz3G91dXUJgrCqv/OFoipZ/SMCFQJnRdxfq5x105kjGo1GFMWTN6w8OO6GCekYVqv1t+WXsZP8swUfunskUXckortrbdZOEgMhxhM2my1cMgWkDQ4MEHMTl7S536K4V0EQAoFA223L2KJBFMUHe+OkplKfpF3MUYNuHYvFk8lkLCbV1l7m9Xpr3nyJKKjttmVAPhixvdmJdI7b4eHhs2fFe3OGy7UpjUYzdLDtwUS8/dIy8lljU0cO/3wVKgY+dIjRJzhTHTOoyexovFYps9uCs9ax82S24x+c3ZHPUJuZCI9RNcZlu+BDd8sCnNmWWlNTUyb5MU8cu91eX19PyUpsNtsFLbyUwCgFn3OMb7O4/XWX+N57LEKfmelZy6ampnXr1gGY8q37KDGZz+fzlc6020dJCf6H1tXVZbDW6vS6eCwuRUStRkvytnDn5palDgAqQx68h4uLi0VR7NywdpLNVlxcLAjCu+++e8sttwAoa93mK50JgDy5Uttfts2di7Suwp4okwrvr6t8uK2LyGJez5Gf5FdNnjwZwK3CcH1dJW+p8fl883qO/E5bCqC4uDhkLBBCvQNATr8/PmWqSq1WTbEGAWBEzWAizul08vFfM+79D9ZhKhAIACz3wiG3G0BjY2O3Xo+02vaN5tcLuellOhiAgRef6O/v1yx16PX63NxcknhsreX1ei2Oe0lti8VigiCU1dWR/6Pdbicr20fab3MzC3riGYTnF1e64LuDS/6tWepgXgmBQICv4csUMGxYO2SxAPADtZud7GEobwZPFmWt21jVkVcX1WE0WfAYZzOGvpM05zKywOjtKxlZZHb1cFvXsYGIzGKrQIECwvg2i8zVlD2jdjORBQC3231440ZyEzOZTFftOuBNX0INeO8nk8kkEx38Ldix3+9PJBIt86argIGBgVgsRsKWNWDub5gAWcgeqrOzkwojjPPgLpdr7ty5zwjDYjBoNBp1Ot32WcKDhdVsqCRgR9IO7HiVjiNTzMYzfaIoVlZWer55FzIW5y6X65VyY2JoSDWtMpGQ4O93HXDFr6mJx2M6nR5ATKshfwJ6rqmv7Tpw3VUqlWp4eDiVSnV0dFA1j3vuuceVTiPOEwfNqrDDAwBNdXKyeO01VgNERhbs2qxkwQZPX4Pts8q2hzo2PL9+DQrBcY3X6y3weru+NLJuL9j4mot7y9Q/aY6yt79GKlyb5l9mVRz/bbI7Apjq9VKotcwiya5l2gTxhWJ0+/zgIjTYzZs3L5FIiKLY0dFBW76VlZUPPPDAbbfd9mkP7fMLnjlcLhdfFIKdT6VSu3btKiwsbGxsJGGa2YyZZmQikq8cRAer+jsDAOXVDgQCq/o7X0jblex2uyiKNpuN9I2mpiYmDdva2l6dMvPw4cOVldVIC3TG7hUVFXfddZfMWY+31skw0NY6ko67uDSy/kFms1Pn5VM8LIC4Ts869Hg8VB9XFEWdTlcRj6zq7zS5w8HTh6xWK+WqY537fL6uri5y9GCuczTVq/o7AQQAQzQKIJlMplKp/7Pfl3O8Z321ye+HVqvV6/UAVmEky5vL5SJHiFgsRnleS0pKksm4Wq1JpVLUs8lksjd+ZN5yOp2sNh+tWkgH4/dthoeHe3p6RFHcs2dPV9dHaifbmKJjIunMyFYyVlK2EXZepjWFw2HqSlZAijUjw2LmThrS6zbZ1+zG04eQLVvHRMAUMBpDZ2cn7axu2bJly5YtDz30EFsoYPSOHxTeVaAgDfYLXb16NYvQYXYrimzd39qqUqk6OjroV8/XjiCQWKCsZEi7RdBHtNCXSfIhr1dw3JsCtIAWKNy52ev1ltXWYvE3KcNOwVAItZcWDw9+JdGDe+5pa2sDEAwGKysrOSMgyJp2+Ym9SzLIgj0Re0zeZkf+ZS2lM5FOsP1L0cCb+UlXcblc4pxF9FCFkYGgKE6aNKlHZQCQSqUoH6hu5+bC0ZxImytIZ95hYT6BQIBCQY96vQBYEfZjM6/Rx2JDQ0N50y4FoFKrsGApAGpM/x9yu1Op1MDAwOx/eyyZTCaTSUmSfnIi+CL3IjZu3Ei2SHIDZw4LNJiy1m3dcxaxkwaDoa2trba29nfaUiF9Oz7mqL29fdGiRUwNY3eRNjupFgcAURT9GftA9GUg93xkIwu2NuBfWd0k04ghtXSmZunMFsBqtcq828aR25lvn4eMLOjkL0VD7vaXt2zZUlVVRdwXWrDUZDKhyEI2u5Hv8OgxKFDwuUVWsuA/dblcR48e7e3t7ezsHJ8s2CVb2SoxHfvJpCj5QFHLNVKha7QyQsoFb9+nSCCXy3XDieAbtSZ9ehfEZDLRgF0uV1bNAmOTxcTBYk0EQQCGARQUFFBagK1bt1KlC6fTyR5hbajDBpvH44nFYprOM5fv3A+gqWkW6w2jg0ATky6NVZRieFitUveb8n85NJSIxVVqNW2l6RMjtX0CgcDlf9jn9/tznn552rRpQ0NDACwVFWxVzOYKXLFX2YSQ6OPJoqurSxRFj8fDXN749qRZZJKFK50KfIMmdOyamkRC0mo1CAQ2mEbZ14gsLv/DPplHgows+Jsy5YKMoY5vnifLngzsRg8WVkPK0kBGFoQHHniAyIIpF4pmcbHiIjTYtba2sqqdarX6pptuuvvuuxsaGsZq/6//+q/0IyEhAiASibAeFEwEbOs+s7Y3IR6Pg8sW8fTTT5NrG2tw7NgxAIIgDAwM0OTH43FZYaCGhgb2XiRJevrpp9lHdP7EiRPTpk1rbGx88cUXUxY9gKGhoeLiYjI5NTQ0NDQ0uN1uqinBdnLq6uoikcjy5csBLF++vLm5ORQKUYe7du2ikdD3x2az0XGsoSHnmXUAWq6+DvE4MzkBYGMW//OjpIpFwZ5UkWXGZSOmvYEUVEI6s0/6eWnwaq0aI8G50PQNUxqgYDAo9HSnUin6iubm5paXl1OdB3q0c+fOJZNJmhC32z1JFOnZzyWTV+TnfGn/GbqXIAjJZFKtVicSiVQqlZubazKZpIREt34+v2LZ2aN6vf7uk8FUKlVff3lO+BQQ12q1w8NRQcgrLy+fvnw5e8bly5dHIpEnn3zy29/+9okTJ/x+/7x583bt2tXY2Mi+BmQrlCSJRihJI/cym83JZPLYsWOkth07dox/I+wt03eAvXf6f/ny5c899xyxaTKZFATh3Llz8+bNO3HiBHVCXzP21uhg+fLl9Iqffvppd9qFhL4V7JWRBl4aDFLJKgbWIB6PszHPmzeP/1Y3NjZGIhEa8HvvjVSnstlsnZ2d7733HsWFsWmhWeK/wEj/KOiYvofJZDKRSDQ1NWWtoqvgkwYZr8dvMzw8rLydC8J5yQKj+SIej9MvpbNsRG2gZWv5d/5NkqTc3Nz+3FxwP1LC8uXLSXqHc3NTqRS5MFRUVMRP7ycx8txzz02bNg3AiRMnAEybNq26uho7XtV94/ZAIJD/x980NDZKktTQ0PAHYwG58pWpJWtBwQ8unQ5chfSPFByvhf/+G26TqRiY032g6b772traSAR5PB56IgCSJLFj2bDpfCqVysnJYfXuI5HIPdNL/uvwOQB9fX35f/yNBAy+9N+DwJdWrmwtmyVZyoI6fUqt0SRiBoPBIkULCgo6JImeC8DKlStJcCWTSXrec+fONTS82Vo2C0DejlePnThBu5tms7mvr89gMAwPD3c8/mD1d9fm1V6aTCW1Qp5Ko00I+ano0Lkl/yf043tWrlz54osvms1mv9+fl5eXm5ubSCRo8KlUivEp0qup8vJy+rOvr4+4vqGhgcSgxf1mKqcs/4+/icViJSUl1dXVb+knD0ciubm5Q0NDqflfTx57lN5US0uLIAjscqJdRhYNp/efbbj+B5dO+va3/wfV1Ywsdu3ade7cOQAWi2VgYGBgYCAvL89isRw7dmzlypXsO0YDJrJoamqiCZck6dSpU+dyCg2pJN2lXJJ++P7JH1w6icgCQF1d3Vjf4bHIApwHIjuzr3y2Wq3u7z+Ve/nfASgLnmhqagr//TeQSvX19an1eTnGnLazgaJUCqPJgu4lSVIymcxcNSn464BS44/DF8Tmytu5IPA6QiZf3PSnra9+YXFWsmBwu90nTpxIpVLhcHhwcLC6uhqjpe5Nf9oKoGPJ3y38cKT8NHVCGgp1+9xzzwGYNm0aCdW/T6/Y4ysrSM40psliYGAA3OKzrq6OuiKyuAz4f/Eu+pLU/bGtobFRtkylAU+cLACUlZVdltYsZN8uYkBaaTc0NKgNapVKlZOTQwM4/OWrA0XJ5ZHIrl27GFmkLp/S2dlJYhzA+/Nnlb/y9q5du+LxeFNTU0NDw4svvtjR0XHo0CGiCc38WYAKQDKVAhCrmKQCJL12CMnJoQgA6+adNG9JgAiop6fHZDKVlJSQRsCLMqZZsGd88cUX2bPUAZ5rr6CBfaG1HSUlfr+fKhfRayVqILIgqxadYcoFr1kAKLeWHz15XKPRpFLw5+cUp1KMLAAMDg4SWVRXVyeTybHIgv9mknLBZDt7tPOSBX3TWlpaAFgsFmJGniyYckdn3G63zWbT6/W9vb00kqamph1XVODyKX/ob4+P1q9lZLF8+fKNGzemUimFLD5FpFIp+jlcEC5Cg92CBQskSRJF8eTJk729vS+//PLLL7/c0NDgdDpZuVgeb7/9NlOwCUNDQ7T6VDARbNq0iR0/88wzK1asyGxDjmBsVmOx2G233UbV+gjsuysIAjXbvXt3LBaj3tgtjh8/TqJ57ty5aecyIJ3o4fjx44lEIhaLJZNJZ+6U1WJ3KpXq6+sDcHDh0i/s2VZeXr60skC7bNnBgwfZ5Yfv+GjAVeueicVi9fX1e/bsoTP8jS655JKPnrpuPj0J3Z21YWZfSZIMhpxoNMIe8JlnngGwYsUK7RObIt+5mc6fSKpJml9++eWJRGJX/fwvfPAOfXTWWFBqsdDMnNbnpsRh8p5w5k5ZL0nJZNJoNJIPaTgcNpvNu3fvBrBa7B5KpSKRCGXZOxyVotGo2WyORqPhcPifeof/e8Zk2uUTRfHfz0UBVFdX0wT+ck8CQL051dHR0dnZmSpWJ1PJFJCUpNP63HJJGhoaSvzkhzQ87f/9Ib2X+vr6+vr63//+9729vUVFRfwEJpNJs9nc0tJiNpu1Wi29PmoP4Fe/+hWZJpPJ5PHjx1nQKP89GRoaWrZsGT0avY5nnnnm5ptv3rNnT0dHR29vb0lJSW9vr9vtvvrqq48fP+52u0tKSm655ZZly5axb86KFSvYe2Fd7d69m76B9KU9ePAgDQnIWX3yZGVlJXtMdm0sFquqqqI3Qt80NloaaiwWa21tZV/mvXv3zp07l9Yl1LKjowMAGzA9EftSsRsBWLZsWTwe12g0/EkFf02c12CXSqWGh4eVF3RBYKJyLLKgNkwCs/ZXnHzfY7UhrRWf/tn/K//OvxmNRvrzn36/98d/dzm1pF89SRv6lH6Spj9tjaXJIpFIJBKJuXPnUsYM+m1WV1cnfv0zI6BZ9q33AOs/f2n3UFyXkJACgG5J0+/zPfOnrXSXFStW8BJg6LqbkV6EvTf5smVDQ4wv+AUGkxsYLZeQlkjJZDIYDDIZMlSVf/DgwYUAgNZY7GzD9ZIkCQ3Xl7z7RiwWCxry8nNyyFggafWTEU8m4fP5EokE+fYCWLZs2aZNm6qqqnp6epC2qe3evRvYTeIIgCAIqTQEQRgcHNTr9e0/feCKDa+o1CoAKSkhQZWSJADT73kk5vNQ/1arNZVKRQFSAMxm89DQEGM66nxNVf5P2/tPnz4N4NqBk7j55j179vTZb9DpdL8HiouLr/V59iQSTK7q9XqDwSCKoqGqVqXTTb/nEZvPs2fPHkYW9K1Yv379pk2bGNfEYrE1VfmyxRstM+rr63/1q18lk8mqqqre3l5aK1dXV69fvx5ASUkJHbBlxtDQEEnsAwcOSJYyALF4jIy2Pp+vvLx87969GCELVFdXZy0dKyMLerk8tQHYs2cPNejt7c0PhYqKilKplCiKubm5u3fv7ujoyG8QqXFRKjVgKdPpdMlk0ubzxDLIggx2Op1OEUefCkj1HUcHI3Oq8nYuCPwin5+6FXt/TwdLd24+rQvfLhrYMkzWQyKRoG1j2gKhZox6Vuz9PcmloqKit2enFnzQyTqhNryEr6+vJ5pgZEGLSdIRSIbQMjIWi9137nB/f7/64G7o8ORL//3O11eTHL5XN4nkVWL0aBlZXHLJJUwQ8ZoFPwMr9v7+wKCvuLj4dtGwZ88enlDYGP7rv/4rGAyyPf4ndeFOVTKnvLQjGp2USp0xauryzclk8ro3fvH/1dczuRQqKqLpopSjhp/9OmU2k/giiYQ0WQiCEI1Gy17e3v69W1PJZApQASq1Wq1WIxpTqdWiKM58672q6mqat/+dYcnNzV2wr0OlUp08edLv95vN5kmTJvGKHg+ahJtvvhkAUy4cYR10k/bs2ZNIJgF8+ctfbm1tRZrrq6qqdl5ZFSouvl00HD9+vLe3V7ZW58lixYoVr6W/RYRkMkm6CSkXZrOZyILW6r/4xS9I3ZCRBSNxVv+daRb8t4iRhcFgyHxYUppoKUKW/VgsxpPFihUrNm3axIuXZDJJBr7q6upYLPb27HKkUqSD/CiVij3zzJ49e9gwZGLn5ptvJp5VxNGnBaYVXhAuQoPd22+/zY7379//yCOP/OpXv3rvvfeuueYat9t9+eWXy9pv376dfhinT5+ePXs2ALPZTBYNBROBLEkqrapluPPOO51Op8FgIPdsj8djMBj4C2fOnJlKpfx+/9DQ0Pvvv0/FBFhvrCXV9xkrw9fMmTOpsVarNRgMmwzVN0YOlZSUtDZev8D9lrV6JGUDnnxE+OrIHo75pZ+F0uUjAoHAa6+9JgiCy+VauHAhgBtPH/J9uLu18frMR1vV3+nz+eijrC7HbWfPIregaDhKf37wha/SM7z22msOh2PfDx4FsGXLlnfffbeqygxgcHBwy5YtTqfzv1VF5B/+xUNu1ptGozl5w0raNVpot09yON5wOmvefOnNmiu9Xm9tbT5LpVFiLKHg00tztGq1HoDRaJw8eTLZ78Lh8LcPniorKwuHw/n5+bQX5PV6u7q6amtrFy5c6HK5EonErbfe+uqrrz4SBpDzfWNMEASTRvNGte3GJx9hPw3fD74tpGdm69at9fX1bW1tg4OD9LI2bdrkdDp37NhBk0aOG/Re2NvUarWUl5CCsDweD4UPLFy4UDalBoNBFglLQyXfWI1G4/f76WtDuZ9effVVj8djt9sZibJEgZR1nkBt6KXYbLbm5mZKd/UYjMZuMTMiWxAEg8FAXzPmsU/fanouaoD0Ziz9qdVqu7q6Fi5c+O677/p8vvz8fKJJmnP+VyD77fT19eXm5pKVVsFfH3l5eWr1eIXUVSpVQUFBVomnICucTuc4X3iGO++8kxlB2I8UgL3veEvpzLy8vMKdm/HdtZFIpK+vT6vV0qY6iVZ2C5Ihjn9c4nQ60dcLjJQRIJAAEQShYOWdgiBEgQJRXGgQ6dPuNFmoo1JS9dEqWaPRUOd0LU8W3Vddxacl4h+N6I+OaaEvi2+iT6kfjUZTUlLC90N33LJli9pq01XWGHpOAxhaeff+RCQRTwyrhlUqVUHwrFRSRhWTNn59vrPvOMvXYzabef4FVzh75syZXq8395Y7cmIxEuyaDWsBEEEA0Ah5KpUKao1KBVUyqdJoE1Kiu7sbHg8JumQyWVdXd6ikpKurS6VSBQKBstZtQlqosmec+tprU+lIELZu3Zq/Yo16YECSpIKCAo1GQ8PbsWPH3LlzvV5vvGBqTk6OtqJaBZVKpQqFQvur67tefZUE77Zt2+hbceedd9KFMr7gyaKldOZ+AMCUb1X7nT8GUHHHv1Pq92hx8eR0loZ7773XbrcLgsCyPZwtnRkIBJKWcugNKgD6HBWSAAZyCzVnz27fu72/v5/IIhgMHj58+LxkgTT7sCWQ3W5fuHDhjh07AEyePHlIpdLpdFTGRBAEyWDQarXxeFxvnWZIIabVlKVi0q9/Zrf//+y9e3hb1ZU2/upqybKsSLYc27Hk2BHBkBCL2EOSqnWYNM1QKAmhdD6g5WeIYNrChLbhMtOZaRhIO+0DIS2k0KcT5GI6BVogwcmQZjxpCqEHhxKDXEJuKHYsX2PZkmX76Hok/f5Y1s72kR2Y75spl9H6I8/J8dE++9zW2utda73LRa+x7NuZmpqSJGnevHnIy0chFDqV9SLjRa1W6/X6vLH4L8lcxoJ30Gpqagw9YVJHxJbArxX7+vrq6upOnToliqJCoXj77bdXrVplMBhefvnlthpTx7l+coJrMurS0tJf/epfeOeC1AI4Y3GgrszQUNMPiHVldT3h3AY4/OKWUayyodhXL/NiZMtd3t9BjrFYf+jF4eFhshEHl1ZuMKzhb1FnZyf9vKGh4Y033qBS35NXXaFXqeYFw8BkvKRYqVQ2mOezX7UUi5vXrCF78a77vvWHXlSpVMSOvWTJEr6lBtkXlUrlcDgCgcCSJUsCgYB+aFSSpMLCwnGLMZ1Oa/qGjYWFBoMBRUWhUEitVr/eUIOGGsoYf/fzl9+dnkd5c/Pnz3/xxRfJ0eONBbh1AtULs06ApKI9Hk9vb29paanP5wsGgzabjdbYE5uuUwaDKpVquzSyUK3+7Gc/S8ZCrVYzs8sbC61Wq9VqGePeu833MUNMzkV5eXl3d7fRaOzr61Or1eRcbNy4sbm5mTcWmOlZkDvA3o3HHnustLSUGQu9Xs+8EtkTJ2OBrHPB7DU5F3fffbfX643H469dXg3gVGnBJoPrzTffJKg3Go4SxpdOp8PhsGHhIt7VkqmdRCIxPj6e10UfoahUKl4/fEj5FAJ2vFx22WXPPfec3W5/+OGHJycn/+Zv/iaXJoDa0wCYmpr6s0/wf5EQ1pbbN42kpaXlqaeeOnHihAwqnZW4IRezY84JnYLRCuxecCnRrsmEJXOFXjGxFq4AGjsOHF11lcvlun7gOO2x2+32ma1CAZy953YAJpOJHdbZ2TlrV4HujBpzdwsiY8PI3f72b/+2r68vFAoRxdsSW3F5efnw8DCAlb/698e4MD5d/l/u/t1fzmxd6vP5HnM4rgeWGfUUcu/OqF65atVjaSO4NvasyQZmcqwSN3YikfjDH/7A7PTDUS2iScc8IwShUTnJqKCITSmXh5uI22hWa9asEUWRDBg7EaVqNzc3E7scgNraWlkfLtmVMtI3z8w+rcQmPjk5qdPp+Pa1jJFExu0djUZHR0dpbS2rsNixYweLXw0MDDgcjs7Ozra2NmQ7fPEta9kEGGjImtiyG9Lf30/bdO2s11h3d3csFtPpdJj5FcguvLOzUxRFysLLS14+HXKBcItMGD+mTFaOnHS73R5p5KmnHjfd8q3/iwmwYYlezeD1Es+3wWCAJOb+RK1RM77/yp4O2V+ZatrW1Wefjfty1rYzs8Z4SLGEV5cpKqbH+WLfUWBaRbx/5Y2KSATpVLpsAQBlOhONRqUCVVJMKpSK8Llz9eXlNxnibW1tnvff5MmG2BllTbqpX1DhjXcim0Ki1WopVEaNmMKrN8YVCqVCkVEAUGSUSgWQGjhLA3Z0dNx7773pdHpqaiq1x1MJkDaOZHWvrE8r21NfX98NIJuUpNfrmZtExc7z3/wt9XwAkEwk46JosVjIWPh8PhZn2rRpUy4XFaNDArEBZjmPLBaLyeEYbFwXiUTUarUkSeRB5QpN5rKezkMOV0qSFJlMOhZRG4xJKDVpyRyfWjlyEtXV1O4QOcYCADEKIWsgwqs3HrFY6MkS9x9j0GOTFwQhplQCUCqVoVAoGo0SS5ZWq53ynShyXKLQFY4kE+rVGyGN5L4/nZ2d8XicVcblJS+fVqGWCH8cHbqitILtdM/dx/nw4cMej+fUqVMLFy7k4dSdqrAdJlxQ+G5pLperrcZkCE93fpvrJ6wbgMl03rNgtGs8efGsYNyHMRZ8dx0AmOMqqMkPAIPBQBvJZDKRSKRDoZ4FZeUAgOHhYb1eHwwGhWPHSCl5PJ4NgNs93WICzUt5Y0FpAWylTT12W1tbqUlCYngMgLawkPrjbegJt9181QgQLdZJUupSnRGAJElvvPGGw+E4uLTynVDIvLRJ1v3DM7OVeVVVFf21v7+ftkk/s/xxVgpDlyyKIpGlnr2uCS8fNhqNNM9ZjYXf76+BGmo1MvDeukV2agDU4ZeuFzOJDkmYZ1FUVPTWW28VFRWRc0GZB3RMdXU12TUSn89HT5l3LnjJJe9j5yLevdLso98ujRjefruvr48ARACJREKpVGq12lldMybvvPNONBotKyub64C8fDzlUw7YkWzbtu1f//Vfx8fH33jjje7ubuKTyst/l8gMzwX64PCL6VkPWLhwoV6vZ3wKsx7DhNetpONaW1up2RPpaJni4+1c9xxknCyZ7gLS2dlZkrMHwO7du6+//nq287Vln/N6vbcgKBuWnbTk2Z/dmYqcC597qe4SURSvvfbaZ5999vjx46IomkwmAPf3TTSv2YhLAeBfs/S0s06Jv6s+n+9haB8s1QCwWCyGYBBZbItMstVqZU1U6ScMLPP5fIIg/MVf/EVPTw8FtYiCZ3JyknCxL11URkaRN5MAtm7d2tbWRgQN/f39ZIQYMysPhZNTZ53p1NHc2DEyVA4zO8zy9+Hw4cOXXHIJONgdWHDfaQAAIABJREFUM80qgYOCIMTj8RUrVhDjA7FvyO4hn7IHbqHQ1dXV1dVVUlJCHi//E2YU+/r6ysrKaCXHEAF+5rJmtazNMd8VkSeIZe0Cu7q6Vq5cibzk5dMiDDb6wKZpFzAWbrf7d7/7nebN355b8UXaQ0Be7rkwG9BPaqGqqmrpP2xXLVhYUFKBsSHZb8leTCgKNFqNfzwAYFY8blZhfQnYh4xsUIft6e3t5e1FFq3baLFYEJ/KvWpzYioCpVqlRrasdWpqatLvL6y9WJlWqlSqS95/0wtUV1fLLGPu9EiFUtimsHEdsjrTYrGkOFtgvr4iE4soDMYMAGSoHrbA7gg9vAUOh9VqpUGQbSJEaq27u5s29u7dy2IzsgmIRovKaCkCUqlUcGwYWXL05ubm+vp6QRBMr+0JLbuSRe+CWSvG5saG4p8sZmrd8OoyPlTW0tKy5ifP0DZZN5kwYwHiq+3rBpABUG7TpCUA02gdAKC+vv7gwYNUT8cmRuwWRC/Lnh2hdUQzH1y9Eb5HCgoKnE4n/ZV1lkDW4TSbzdRqo7m5+YU4ioqKlAplJhaRgDKL5Qgsu651zWos3n333c997nO515WXvHxChTcWAJxP70BWD7cP9szT6tiRMkXHa0632/3qq68C0Gg0rDca/Umv1zMaLxqWNxYEu5C23L59+8jNVyGbDGWz2dATlk1yhtSY+DZHc6EnuWgd276AsWAIIGFt/OD0K+JsXbZsGQBRFFOp1NTU1OTkZCqVUqvVK5/9XXjTdXT5wWBw7bHBWadH10WXb7VamdZdt24duHW4w+HAy4cJy5vYdB0/PULuEmpVRqU8hrhBobIBZ86cOb6uMREKAQgEAi8s0Fe9eCgQCDQ1NSHbD+rBcM/BcM8Dpprq6ure3t76+npyLlj7ON5YuFwuMkCEi5GmpQa+AN77QsN7AID1h17c0BMG50dQW1j676bD5/t7sDHZraCCJNpmi3n2npAyZ7SzuS2DDQYDWQomhNZ1dXVRXJ9fqNABfAUPbywe3PFPyKaAiKK4dtUqmrClaZrvK5FILPnPTt/MLAf2EeW+Y7nPPS8fW/lfAdhptdrLLruM6AZOnjyZB+z+J0SG1mFm7EjWo4dvIs6OcbvdBw8eRFbf0V9ZmySmyx5//HGXy9Xb28urVwA+n4/lLpHDQDqdxg8NHOd7DDEAyOVyMTP4YdA6Eha0ZzE0MpC7d++urq5mhraoqGhP0ZKpqSlXVqczsf34H4d0RpPJVFNTc2ck+IZrzaL9z30jOfpPJSWiKFLnU1mfOxlaxwemZE6Lw+HAeC9ZL4o4Ies1sdtIbZJkORe8pXE4HJRPTrZqcnJycnIyFiumxIRgMNh9zc0QBGQfPcsv4EdjmB04P5mcQ2Z6mV20Wq25CZW5kSJ2pYIgkMfI2j7kpr/RPeR/TmElqj7jR2NnoRUDPS9GFuvz+ShGhxypqqoiNBBZOvwLhLaqqqq6uroKCwurqqr4FA82DYLwZG9LXvLyaZJZYzlsJ98aD1l7ITMWTCqPtgNIHQVmGgvaJmNBRzIox+VyWd33hUKhhYmEqvaSlDiVSWekedZKZcp97bV08B37pr9H9djQlChmDAbMxARz0cbvzd24kykxsgtkLMB5ZU6nk1QNS/ammM22rr7v1dsaGho8Hk+s5KLC4tLp9jvpFGW6FdZeDEChVESef1JwOOgs0+lp0gidWrXRHQwGj+wTAOzK8S1ZtogoiqIoUmIXGYtB2/yuc0GkpaRSDaC4UKcbnwRQwpmJA9ry9Lx09eYHIpHI5E+20k4yFgC6u7sX3/svL8S1X+E080MPPfS13xwUjRYACiikkgph9x7+Rk1HcVqf0t54J5sbCoBsvAcAI83ghXLZgsEgVm+kXDYmwWCwqamJnjsAs9kMwORw0L1SWSzCnmk7SGGtN998cx7xEgLK8YBZadl1rWvTpk10DWRcKLfO5XIdKavj9TWLP7ndbsryQ9bFslgsOpuNNxYej0e10c1gRTZtq/u+IxaLBprY2fc1ahXPXtTU1MSvkXp7ezds2EB/yvtgefmUyQwnQgUAfr//Cru9fbAHwMREeLG60Pn0juXCMQblyNJXAaxcuZIIvxxZJQnA6/WWWyzDhfqJifBmRYl4bPDxY4/zcQ7WxZVoWyKRSDqdTiQSWq3WYrGw1SDTqPzZN8DVVmMiEJCyt2SXM5fIVry5xsJkMlFrC0mSLBaLy1VDy0X24bvffS2VSlk+f/m3MmYAfX19kTfe+ENjLWNSBrD88LG3m5YCWHtsMHcODN9pqzH5/f6+GpNhadPClw+Do1OgI3eqwmhaupnrhwsAJpN7y3mAlRm1ZDJxJoNGgCdokyQpEAgkk8njx4/Hv/l/3tNqX1KPRUqKNElpi3psta3WOX0DpgMh/PqfPSkWpE8kEnz+YyAQoOxCUvg7VeHlh4/x95n3DvhCJZ/PJ2v7wA7jXzNmLFasWHHixImysjJWDCvzOwKBAA0ii+4gGyjKRetcLldVVRXlr4iiSPwPLAQVDAYNBgO7u8sPH6uqqnrllcPADOoPWZkCbyzy8omTTzxg97vf/W7nzp1DQ0Of/exnH3300bkOY/R+F+CYyMv/hBCWxKhzeFgEgCAIvAHbsWPH/v37icYFM/OqqKKQLNOsiWb36xORGoskSd88PkDF4Tz8ZN766G6Pp7HjwC/nVft8PgfH9MLKXXlDGnroHtn4zNc6derUF9JppVIZDAZramrC4XBbW1swGGQYEB3JrpSiTOyKFD/9QU1NTTQanReNZoLngqZSi8Wy9sSRiEYzb96872P8m2OGiooKmrzL5WrsOACgdjz4y3nVLq67PI1P+vchq7Z2PAjgl/OmU9seAO7PUp8RvEjjhAaOu7nyXlnbbxqcrBQVHwEgtI4O+ObxAaPRaDQaV9U4XdkaZPoTS+2mkBGtciiJgyGDDMJjTx9ZW8s/rNyMCbbNwFnmtgFgFb6ysi/aSZaSCCZ+9KMftbW1sRJXlvJJ6Zl8WS7RZNASga0AZHgiXRcfs5LNn5xP/r9Op3PDhg0PPfRQIBAIhULUdR7ZBRDLvGtra5OZ1XyD9rx8ymTW2thNmzaxXGDaw7ZbW1v59/+xxx7bvXu3Wq3mIxa8sSCtKwgC5dUyBSUIgti4TpIkw6I6SZxUG4ypyFSBqgCZ8xzALJFKEISAz1dJk5k7iSNXKM3h1KlTRNwpCAIx12zdupUUMrMXz4kFAKbW3OD0e6MWC7JoXTAYtHsPof48/51+YpTW65FIombs/dfrrlRISQUUuvGAzn0fXtsDqgMNBqc3MI3WsVlt2LChvr6e1BpJwPOI1X3fXHVe9fMtpyeiaSkNQDc+rZ2YTqZ8QL/fr1Ao1Go11R9RGRGAJd99hIpPARyx1blc5++YXq/XS9OJLTS9s8uutK7eOCiK+9WGl5qvJWOBo+1sJq0+H9VkYbYUBjYZ9l/VRrdpj6evcR3IP9z9VCAQQPZiAVgsFvu3HmRhPLFxHXw+sn00/ooVK0Z7OruXNun1+pUjJz2ek8xYvBA3GFZvLGwUx+yOQdt8+P0/PhOasDsHXnkFgMFgoBE8Hs/KbGUuALvdHg6Hv7FlCz/tI2V1LP5nt9u9qzeaXttD12IymUzAqYUXpdPpdDqdGfIHDQa6RmYvaEptbW1XXXU+3Pjh0YG85OWTKH8cHZqn1ZVHksmhsT6MAVg+Ey9jIAgdf8sttwDYZYjb7fadfj+A5YePHVxaCUDbf+7GY4Ois5gNTqQu4BTd5ORkLBYz7Hpp0r1RkiSz2bw59QHltIIg7HWfj+9+GGMB4MyZM89YsMt76A6xgAA44rgkY0FLzR12p9AnAoAahpSBmTkyMYSREQndYxbssDuDwWBjYyOOHu3t7Q0Gg+Xl5eSIuVIAkOtKMefi4p/9AEA0GiXTQKt3irvTTW6rMVGQaqcq7L11C2ToKgAVLBZLWCFBATGTAlASjixatMgLqNVq6mshSZJ4x5clSUovXKBUKDA0SrTBaV2BXqv74+gQrlxGmXEseZzhaA6Hg6w/ESY4esJtNSZRFBe+fJhmaLVaR7RaQ1Zt5l4p22YLdZYt7nA4mGfBPB26LtrJGwtkQT22zGAvD90uSlGkAm1KbqAiX/bGypZDczkXzFhYLBYGPgI4c63rDDBoWFvT9vrw8LBKpaLnyKDVQCDg8/muvPLKtra2a665hv0wbyw+QfKJB+wUCgW9/QMDA4888sisHOHJZPLYsek3m1W65eXPJjKWND5EQ6QJsvR1hULBKy/eeWM/HBsbO3PmDJkxl8tV+8qzIpBOp9Vq9c8uXXD3+yOYLdHp6KqrXDMLanjhQTpC8UIP3TPdWcLjod5t9NffL3Xd8MY+pVJh3rp7t8eD3l4Ahw4duu222/gBqSFRbjKX1+utyjZlD4fD8yMThUvqAUQikXnz5v36s5ZvnxmlyV8/cJxS6i0Wy7cweRTgk7x6e3u7uro2iYPn0nqKI92C3l9mUdHdgnDLeO+5v75DEIRvdRxANud/5GtXaRYvMW99VOblIkuc3NDQEI/Hh4aGkC0u7ujoICxJo9GQV5ab7UKGk4wTrZzIRJFNpWNkpbjsHZA9EVngS4aR0Q8JqiMwjmUL8oPwEBhBh+QwyxIQeLyMTYPRZOR2YZ+LhJGN9sQTT7A3VhAE/nmRAaba4TNnzqjVajqSN6sk1dXVbW1ta9eu5eeDmZR8yJvYvHySJbeSaC61T2toZGnL2DG33nprQUEB/6vBxnUGgwG+R8B9ztQonPlgR8rqDMFgJBJRKBSZTCYlTiX6ztgWLZprnrPCQ7MKm4koilVVVbS2JsTKYrHILtbr9VZXV2/rmiYwTSQSvzdWf2nkpFBy0YCkTCQT5BFuOk+GIDAc5yZD/BBgSYpKpTIcDpM3squlhRIDmXNCJH20HY1GJyYmomv/uuvgb/r7+wlUmg6hSSPC0enBsdF9JKe+eFtXn9/vDwaDUkkFgP3qMgAmIJ1Oj46OlpeXnzt3TqvVVm9+oPJoeyAQIK2rVCqp8tRsNtvtdve15xUmFYsReavNZjt16WcLtVqGo9ExpGD5OAqp8Qs/ArvdHiooAhACvuhyud03EgRMf3U4HC5pBAVwN99I10X7LRaLKIosXgKuCSAdNmi30x0gNI3SEQFIKYkgP71er9frS2fai9zK3O1NS5kPJgiC1+vtixvIHw4Gg3a73WKxpLibMDw8bAIybb8Y/cyXKJC5cuRk3413Rp5/ks126C/+ipX1UTImm4Dslcvbi7x8omVzyrRTNZ1SFI1GZ3Vg2ccucPUfAG655Zb/4AIAB5dWrj02CAzKfgXgzJkzucxiOp0uFosZPXt0Ot0DDz7I/4k3ZExZuVyuWQm4meQai0Ag8G+lSqShVCpbiqW7ubIVmXMxOjrKuz9stUxJiCxCY7FYGhoatvi9o5n0rY2NLpfrzTffpF/xpTYsdM3Ptre3d8IwzRszNTVFGWpsMS8IwsGllbasmrLb7esPvbh3zQ38pQmCsBw4uLQyWawDUD4eAVBcXAwM8kzliaoytX9YqVRSCnF8QZlFr48nYrl3mKpPtm/fnsslx+4DQXu+HLeRzRM4xo6XrUCINpcfnKV75xaQzWUsmPAuDHu7yJrT21VfX587SYaW5lYaeb3e1tbWhdPv2GBLSwtunZ7STlWYVgvFxcX+669c/U4v2VZBEHgCIgBUYkzbeWPxiZMLtcD7RMjnPvc5qnEbGBj46U9/OusxTzzxBKUQV1RU5Hl5/xvFkxW2h2nzaV6ATZtaW1uPZwWcPeP13QfSkDN9x2IaK1asYE153G630+m02WzKLG0z01AyKJDk8OHDFCm6QOli1+1f8Xg8uxdcyupkedazvzwmUBbgyNeuauw4UF1dTREPsq8NDQ1tbW1tbW2LFi3Ktam5QmgdgNLSUqVSqVKpDh8+jKyOpnU8iUyHEgMCbee2iHa5XN3ZZrgkfr9/outoNBpNnn5v5GvnA/IyCrm33nqrsbGxubl51apVhKbde++969evr6+vX79+PdUizVrUxqeU88+XhH7S0tKSW8pEfiMjhXW73S0tLTwMx1eiIfsWUQSM3y8bk2wVCS74mgUCATHrg/GSm9/nygo7KUMABUEwGAy3jPfer098qcd7/cDxW8Z7wb14ssGdTueCBQuKiorcbjf7LtirW11dvWTJkgsghhe+orzk5WMlHk7YTmYvAHy5dd8LccPZZVeSsQgEAjyJDLJaIvedp0HCqzdSeaMoioXZUkoSqkBkB++61uV0OgsLC6d8JxQKBZE0B4NBllUH7pttaWnh6/ovcGn8nng8zue18Z2pmbHgj6fOQgTc1NTULFCnTdEJAF67k7cdptf2XPL+m1Qku2bNGrJ3TqeTIjGbNm2ikzJ7wZ9iYmIiGo0Gn94BoKqqiuLt7GJVG938lI6U1fEPi6p9Ca1Tjw2Rqgx9bgNLyqusrDQYDF8pECmUQsZi/vz5Wq3WbDbnZjdUHm2nqRoMhlOPfJdFwmT3HzP571gu9qzGgjLUTk9ECTsD8Oriz23r6qMHd2FjASCRSHwYYxFevVEURa1Wywwu4YMkLpeL3kPVxvMxqqulkZUjJ3dd65IVTVOL4cqj7aFQiJmeXde6Wlpach/fxac6zK+3qdXqExetMBgM9IZbrVYCT/V6/X8UVFx22WWy2V5g1ZGXvHxs5QLGYvnhY5tTph9MFprGJs6cOTM1NTU1NVX27IEXFujpS6eV54eJsviyAq7l4C5D/E9rnJszQ1vUY201JlIvxNqm0+l0Op3RaMz9rJixoODrrJiL7NL4nVT2+IwF6XSaXAAAzqd3VFdXX3755cxeNDQ0kHMBgBqj86fYZYjvVIVPS5HR4mlqv3A4vP7QiyaTqbS09BkLAPzqV7+in2zatIkHNGUL1L179z6uHB8r1ofM08pNRvZC+pYd7/f7vV6vjPiINha+fLjxmXbLeISMRXNI4XQ6N/SE6b+Xv/bugnhm/vz5RUVFKpVKo9WQ6ubF7/eTI8mGZc4Fu8/MuZD91uFwUHodqdO9a27I9Sx4F8PlctGbw/flmwu64lvbyf7E9tAgTL3LCm5YHdVOVfjBcM9OVVj25jDngiU58oYb2bJlu91OWflMnE5nUVFRUVHRvffey2ZLp6OXKo+EfBLlE59hp9Fovvvd737nO98BsGXLlmg0unnzZrb+i0ajP/3pT//hH/6B/nvvvfeycsu8/L8IoTNMfcsSf8Bp9kAgwDp4kp5tbm52ZenMSHIVItvDH0Zjku4zGAx8RIii31arlRhqVq2aUTkrG58yqOc6Nbj2FLwcPXqU3qtvSmMlU+MaKaFQKKRkojA8kRsVkQXoGhoa2GRKJsZKFEgA/Ro9gO5rbv5Ltzv00D2kcE0mEyX3UZKaqE8YDAa/3y9bvru5XockarVaqVROTU25rplB+Td93zoOACgY9IvptFGliAJ6vX7t/mcEkzyvJB6Pi6JIDqTT6XS5XE888YQgCPF4nBpN5KJ19DLcMt5rDoWgAnq8P0ERMw+yabNtWfeJ3DFn/e2skUx+GrKdsoNlSwoGvY2Njb377rtms1kURf63oijSTWCJeLP67WRWvV4v26PVamctMaMll8fjGR8flyRp+fLlixYt2r17N5sJvxb81a9+pdVqv/GNb7AJ5w6Yl7x8/EVmLzCT94ey3hAMUoHM4nv/5b0f3jc5OVlbW0vfBW8FZhW3231kn8BjZACmpqaIQsFgMKxZs4YUCCWLjSgKCuwO+H0J/xmz2SwCV0sjmK0p+QcaCz77le08evQocWC7XK5cqkp2HxoaGvZ39YXD4fNeyiQAnFNoI/piU3RCxuDB38CGhoaWhukcMa/XK4pixOcrbBQVFTNMxffqbdtmqiYAiaturoo8lRuf4IXdc0oTXjlykrAhZn/T6XT4l49lrm2Ox+NardZkMjltlXSBZCzGRJF3lthdmna6OFqDRCJBGRyY2dmD4bkfxlisHDl5BMA8KwBRShv0+mg06h8PeNVluZaIpkEIr8ViCQaD0u6nAMg6jNOGfyYPXTKbHZ9KpYr0enP8fEsloeQibXFpIpkIKRQvxA2Vs91YMhYsvaW1tRU+n9l9H3JoEE0mk8lkOnXq1Jo1a7q6upYvX/6eXh+JRPR6vcVisT38FNGr08H9/f1b+vparmtiTw1c36fZJpKXvHwc5QLGAhwV6UKfzxAIDA4Oind8+ex1TYVa7YPhHsum6+5NmbZv334BwI7Se6kpAUtxYs7F7xH3qzPFehOAP44OrT/0Yum/7QdQW1tL9Rx8HQYpImpcC8Dv92+GibFFz3pptLFTFWYf72aDSRCEwsLCgtWXyZqh8faCYTd7axmhT9iddS52GeK5dE89ComUKWmSg8DdWdIJ/rDcqb6z+jJMTBSeC8YqreESY1EqNf+5/zhpNDI3x+PxbE6ZiOEOQDAYXPjy4VYcltWUtNWYlvgAYPU7vWQHz9XV6XQ6p9N5l8u1Y8eOAofD1tnz2uXVBoPBEEmGS/SrbbV05wFcUVrh9/uXHz7Gl8vkUujIroI/2OFw+Ld8f9ZHwNt6N0ekw148ngmRvC1iRae/0jSoiohlU+a+qFVVVa+88gpdO0XfGdOfKIp33XWXIAg/QTAcnM4b3akKy6qteeeC4mGshLatZsaRJpNpeHi4tLS0pGRKkqSamppFixZ5vV6aM39pv/jFL6LRKN+pby7XKS8fK/nEA3YA7r777o6Ojt/85jepVOrv//7vt23b5nQ6zWbz+Pi41+tlkZNrrrmGauLy8v8oMl9LtjNXmF7gQRxWGOvz+eaKYLjdbn6x3traShQA7K/s1ELaSP1YAfwkVeSYmRHtmaP9xQUkGAzyxlIQhIsvvpj2x84NKJUKhvwaFBnZrZhViDF07f5nABSkJI0iU6uQDl79/9FffywZrj7zdnl5+djN32wANm3aNE1zW2NJJBKiKJJ1v4ejY3dlOezwxm+1Wm08Hlcqlc9bHTh0iBI63FkGhLa2tkagr6+vVpEuUioARKMxvV5fXN94vSA8HJ3OTo/H46FQSKVSqVSqkydPnjhxYtu2bW1tbfF4fGRkZHh4uLy8vKyszJ3tTMcSqqfZ4ko1yNZ/fVs99e810zTcLS0trAiIbA89VtYkHtnygVnvG+WQy9A6ft2AHAY6JqyDIdszVx0rgK997WuvvPIKVdjdeOONsiNHR0dHR0dlbUBmFaquIrQuN7WEXkV6NJSazjgpyKjTckeWqc7XL2DutPm85OVjKLPai7mEiiiJKJN9bryxoOzjXGFATygU0mq1/Np6lrOMDQGIA9Lup0wOhwkQsh/XheuY5hKGjxCZDgFVFouF6l4Zdk/Qv8A10CBAjQ8RnZ6IAlAoFBOFJnN8SjYZt9u9detWAMRx+b2Ghjv2CQHPI1h/K9bfmkgkgse7jiYuVY8NXS2NeI4CQCVQCUCB38+v1v3zz6BUps++r73hb4q02vjB3xAwt8vt3tbVFw6Hh4eHCT1k3pHP56N70trUVHjjncS5nk6n4y/8PJ1Oa/a1Llyy5E9/+hMzFgDIXiwD6u7/EYBwOLy9aSlvLChTgFGjWnc/Bfd9AJxO59XSSGfnCO1nPuoFjAV/f1J7PLqNbsqzY1WiFotl5cz2SmwO1OFhpcu1X11mdd8HIPCj+9kDnfVdDQaDin2txq9uBhCPxyffP54qLKRsl5sM8e1hPQCtRhuLx4ocl+Bo+1zjyLw702t7+Bo6Qu7u2CfsutaFehuA3bt3Azit0SSTyYR5vkJXEI1GC2ut9mI9uPdH5jfS25h79rzk5eMpH95YkIIyGo0JjYbfL2T7X2Nu9MFut+9dc8Omw5uQ5VugI1uKJRVUYiZOJZnztDq/318KgEOIHA7HwaWVb6vCAHY+vePDtw7nZxhceh7MfzDcc+vFFwMwHO3+fb2N4W6bUyb6dHeqwna7vY2rOWVChah33313y9M7aM/a2jq/399Tot0hlbTZTH6/PxqNlpeXAzCZTB6Ph/wpaiVH6Vq5t9pisej1+omJCQwGtFpt/e+7ypYtAwfrtNWYwuEwwuEehVSTUS98+TD5aKw5205VuK+vL5FIvPeFBoPBYOvsSafTGo1Gq9V6vd7bb7+d8gTJuTC3/uncTX9VWVmZ0Guoj195JLk5ZRIO7C/NTolRo05OTj744IM0Z6fTKXMu+AvJTcnnjYWsYprENbO1Om8swFFvswXJe19ooCf4gKkmNxtAEISxsbFrrrmmq6vrxIkTJ0+ePHnypCwnwOVyPfHHAxQ04gMwswpvBHeqwnacB+woq+Piiy/eu+aGzss6ia+QyrOcTqfX683tkYKZHQv5xckF5pCXj1A+DYCdUql89tlnly9f/v3vf39qakoURdkaRa/Xf+c73/nnf/5ncgby8t8iF/i82R4+kkMOmCtLTINsNDuXxg45sBoLqvDrUc9MGv7pfguj09Fv1iiWdByvkjCHITdvfZTR2NFoJOwUvb29Fovl6UjV90dPANPp60mN9lvKyaOrruIvwT0b0Zjb7R75/Qu0rQSUU5PXDxwnLjkAP5xSwRfYyl17LBbb0hME8PhFZbsXXIrzbeLOS3V19Wj1N6qczl07dvT09GC8B1mnd+/evfX19Rs2bCgtLX34jLYvqv22aupSvQYZAIhGoxrAZrM1r7qKbFJJScnx48fNZjNRPkUikYceegiAKIrnzp0Lh8NGo7Gnp+erX/3qli1b6NGTI1pUVOR0OtP+d9mpwbG0EmsbgKvPvH22vJwSCb+lnHwsbeQ5iYSZPZtk6WbsDeEfH3PA6HGz5Ag+aZzYXmnb5/Od72M18x0oKio6ePBgIpGwWCxlZWVEPjjri03gII0sCMK3lJNEJb7w0adohl0dBygVUSayyF5DQwPZVNp56NAhi8VSXV09F15AKCfLCsxDdXn5RMiOtqgOAAAgAElEQVQHBkjYV8YnfDGiTOQkWM1lLPxldX19faoFC/XzzkfgeT3s8XgGG9fNOgce0+eNBT4cyMjUlCz7uLe3NxQKXX755fw4MqidUuRCBUVf7DsKYLBxHSaiAAg1s8+3YKZTQZfT1dXV1dW1devWzs7OlSMnTwHURVSSJLVarR4bMr22h/UzpR8eKavTA7GCgpRKo7t4WTqdlpTK4A13qXt9gvCqIAiJq24uLy/XarWjo6Njv3gUXMkPuzpA3G8oE0XR9s7vXh8aMpvNw8PDfX19oiiSsQAQiUROnTql0+l6enoKHnvgrrvuErxCpyFOYQwyFmNjY2azmZxGelgtzdP9ebdu3UUbrOuOa2bzR8w0FjLLDkKv5lkBZIb8M1IuuSfFiqocDscLcQPi02mD1ZsfiDz/JKM0Jcx35chJ1jjC9Nqek4FA4CdbAUxOTi5btgyAfXIF/5LE4jF+5myeLo5HvKGhwZ2lS2c/dLvd9D74/f6VIydXAh7PeTLBYDCI+fNpe2pqSqVS6cYD70glBrUyWlBkik5c3teFwkJkjQWbw3/JWDBeP1yw8XFe8vIRCqUa0VdM7QsYESSAFxboseAyrVb7YLiHf/X3rrmBmQNWocLSCNxuNzyeLeoxBRSpVEqlUo0nYuVQATi4tFIUxcSCyxwDUQAsaVoUxdNSZLG6kKCWYDAI0wc3o+D/S3hftclExmKL8vKdCANYfvgYMagRWkcHUyofZQjKhuVxQ7vdvrknTJfzcCI6MTExMTGxePHiB0w1XniR1X6xWEyn09EKnALe51fdTUsZsUAqlSorK+vpOe9ZAHhr1Lp48WIAxsB4UKkc7e5maRlME9IyOBgMxmKx7u5up9O52150OCYqV1yUePLJUChUVVVVVFR06tQpAI5/f+Od2642SIXvREa1Wk1FlnCgqKhobGyMtZQFQOXJBD9R7IpERk6dyw2H2YwF5an5/X6oQD0cXNnoDjumu7ubLT8YnS6As9c1JUIhrVYriuL94rGHK5ey0/EVZmfOnAkEAgUFBTab7QIQBMPshGPH2GqB9f91Z3kGaT9jciTx+/2bUyb0hGcdlvrsyfxlJsyxyucBfPzlUwJgqVSqv/u7v7vrrrv27dvX0dHh9/unpqYMBkNlZeUVV1yxYcOGC+PWefmvCrUcbVSCB6p4iIr0ncPhaG5ubm1t5ft4ejweh8Oxd+9eAJOTk4FA4FvKydDA8Xnf2y4bR7a8bm5ubuw4EBo4Xuv1AmAEbTyUAy4KQRu8hpWhQrmKicpRzQA2bUIOZEOFrv39/YGyKutIf6pAlwK6M2oEZX7B7IPzTS3SU5Mg6ofrP49rbmYdvlkPU2RpbnU63T8OR62p89CnbFbMB6ipqenp6VGr1bkdV4ny7+72dqPR+FJ1kUaj6c6oLX7/Y2kjNXv1+XwnTpwoLS0dHBwEkMlk6OfUyYiiXpOTk1NTUxMTE4z2lRgipm+d2QyAdX1hZWCMNxdEoZ1tgOgbPYeZPOJ8FY+sVEF2QG76DFu9kVCjDHq7aA+VZjc1NfGtitmbMzIyMjk5KatHANDQ0MAieP39/cQYyG7vLeO9sFjo5py95/axm7/Z0NBQ/9QL1KsEQP1TL8gG5Jdrbrf7qaeeItXEK6jc7Hr8F9OUkANn5yUvH61ceC0YDAYNBgNTJg6ut4DL5Wpvb4/FYgzfmVVWjpwMGsriukIA6Yg4ceO3jsSn3DMh/u/V23g8goR1sPH5fIU33lnYuC5sMIiiKAjts35oMkSDB0cw8+Otrq5mHKPM7lAZ5pF9Au9i1c+3DM5fd7U0MggsLtafnoiGEym1UvFOULzl9dOLi/UAus4FzfEplNWdy5gVXV3I9pKmYZVKJWF2AERRPN7RgWyKMd3237Z3AUiotGqlIp1KIcv3qqu+KGw2S7ufwq92fmfrVsHrBWBobt6+fTspT9bJmjSPxWIxvbbn6MmTZCzGx8dNJlMymTxx4oTRaKyqqiI6hYKCgtHR0T/84Q8jIyP01Hw+H9UEnVvxRYPBMD8UqlAqKceNv3tsu62tjWVkU4yEN+X842MbDoeDiAjd17q+3LoPWRS49fkZ/YVZzZTVam1vb1+xeqMoipFIhCqyARDfLiX1M8xuOst75CSAvr4+Rt3NpKGhAYeO07ZKpUomkjLnXBAE6uoOoLOzc7+6DFkEufJoO0PrSI6U1aX2nK/SImPxxeS5540XJaUkAHN8KlRQpEzGoZazPv3fGQsQXpyXvHzUcmFjwVKcpnuVZtuAEpLV0fFSYv1n6UiDweB8egc1MJUJtYgNLdADwGvvMqwq+ZlaaNQAUqlUid4AKXkwmw1nNpvbtNol/9mprWngw0t9fX3McgmC8HbTUgCzJsTxxkLmkzJjQRWRQna04NLKHoWk1+uvKK0AsHfNDesPvUhBYp62jPbzJyIXrG5s7I+fqQOw+p3etnemu9+y1XJtbS3fcZXdfFdqGhKiE7FhqXfqwaWVSCaHh4eH9GqUmmqhKa6tZSFzusBgOBguKQaQLNbppqaKiop+WaJITUyo1epEInFk5eLPvztAEwtXXw1A9+KhRCKRyaQVCmUqJXUDO1XhlOsSURQN9bZlh1BXV5f7EHOFjAWt/9lOeriEutJtZf7FTlUY/rDdbvd6vW01piX/2Skr+fL5fFQNDY4wobu722g0Ui4/1fBptVoGejKMdQNcAPr6+si5CAaDRLifK8EcF1IQhKqqKgLsqJ6Jd7T5xQNDb2WOLYHIlApw4ZvGfijMrGieS/LOxUclnxLAjqSoqOimm2666aabPuqJfMqFtS6l7dyUY4/Hw7KQWK0ij7CQjzQ4OJhMJh+/qIwSd8e33Yvb7+HOM+3kMENS+8qzdqeTqaf5v9m1e8GlmMkb2tTUxDoe8GlWsmE/UNfkgmK8kjoKrN3/zLi5zG63w+sl6FCW+sE35CbHw7z1UWr1QGgd86/m/2ZXfzYxsL6+now6gzi7u7vPlw5lGRP4udF5CwoKksmkxWIh/lr+kilfrK+vj/JWvhHB/fqEQYPH0jO8X5vN1t/fn8lkpqamiouL1Wp1IBC48847W1tbKameMalPTk4Sw9S+ffvIAm3ZssXy7M/mRyYmJyeHdEW/nFfNpsi3JSoTw8nT70Wj0YpYLBCYoEFYjjefSkOWT+bwMDYreq/4eh++ZornGSEnn91AWnAgx9jQUkmlUtHGJZdcInt2Xq+X+d68RKNRU05M1bz1UXPuobMJZd+w8ekUbLX6+OOPNzc3P/vss4zVhS7f5XJRpTCZc+REF2fl6chLXv78Iss15o3FIIdWBDyPFN54J7k9BOLwZSlGo5EBdoIgXOCVViUTUkpSKBXJRNJut7PTMTP0Pbd7GwDAbrf3PPaALxsNIqXBk6mFV2+ENHJhY0EIi2qjm6XIMUvE17CTtLS0fLl1H796purXxcX6aafIgKulkf3qMlFKq5XTlAuilAbQdW56QU/d3wL9/QDq6+uJ2sbhcAwWFgKIRCKSJEmSVPH17wIIm82QRgDcsU9AtjeClM4ooMggA0ChK0QsAqCkpIQSqwG8+eabfX19DBqjmIogCOHVG/cDFmCwcV0dcObMGSVxQygUer0+lUpVVVWVlJS89dZbJSUlAEo33avRaBSLl0wBwsTYVEHFgFqXvvzzytIKi15tsViOHTsmNq6rPDo7MErC1hLdOUkcPp9Pff3t6mVXms1mlyTvC3+1NMJTH/KUrw6HY7oA1vPIunXrwgD1WKdq36FsjKfmX1r0E6NHLJZdXH9bt9u9fft2utVGo3FkZAQct+lzay7d1tV3ekId6T5VMhOLlMlzYgFvNz4QKfN4PLfffntnZ+ffIfHjMyFRFINKpVRSoNFqFhfrUaw/e3billtueemll1huCI0pCO2sfIyGmstYIFtXdeGZ5CUvfwaRGQserWDxeAA+n2+JD13uL4UhDY8OXX342As3rEEikU6nE4lEKBRirz0vO1Vh6swgFZYZA+OMFAxA6UQMwHChRq1WXWGrICDM7/c7nU5WzMHGMRgMhokYg+4sFsvbTRY+IS4XsyNF8TaXIeW9dUuusZg+rGlpWDGdXPbH0SGG2a3e4wEQDodf23jeNvHnogFpOV1JC9drriG0ji6WMDtWGzs5OSnzLIiijnISX1UqFy1axCJba48N/vZi60CBUgmISL+bialu/nwmnS4em1jVEwYgCMLoZ2qRTGg0WgCxytJEIqFUKqlRj1qtpoQAjUYTCAQUCoVare7+9o2ZdAZAJpMGVHGV8rQUyWRQkkjYbLb+G9Zon3w+Ho+TX3ABi0x6vr29nZwddifbakwQRdLwbzctXT7zbhOnIcF5DoeDVteySljM5NgJBAJarTYSibBQGc2trcbEKlXbaky/P6vHgsWSVKtWq1UvHkLWLeXpuVxPPAHg4NLKhS8fnot7kTA72iZ3l8dnN6dMuVFD2r7tttt27Ngh8yx+/vOfsyPZD+l6ZZ4F8s7Fx0k+VYBdXv5swrKy/X4/FpxvN0MoFWXPkT2gDVrxE9DAc4JqsvQT5HgYv3tnxdN7cuvqSRVaOg7QwaIo0gqb5/t0c/1DwVEe8PAN+6uM+EAm/Nn5glbauH7guN/vJ7Ru94JL+cv/QNEsXpI8/R5tB8qqMJPyzOFwkE1lxVNPPvkkdUCPx+NXXnklXQivmtmlUSKD0Wh0Op0DAwMAyGtyuVxvvvkmsdpRg1dBEB72+RwLqtnPW1paiG0hFApFIhFimohGo2q1eu/evWaz+ZJLLgkEAiUlJXx3vLGxMZvN9i3lZDQaTe54AOXlf5qMplKKRCjkG02y4lM2W71eX6SQACQSSQA/KNejXA9Mmc3mbpeLxR5ZtgtvUNnNJ1Suvb29traWOeEurn8rf1vIZrM3IRaL1dbWyh4022YOqs1mq6+vFwThxRdf5FFml8tFyOOsyN2HFBm1Cnv9eECQXexXv/rV1tZW9o3Qh8BK9np7e/l8jVnfZOTNal4+apGRGJAcKauzA0Sa5lWXAejd+SA5D6u49DoAPp9vcnKSmP4nJyc7OjpoUb5s2TK9Xv/1r38dTMms3ghArVJrtBp2lsFGQyKRUC+7suPnPyRj8T23m3jBNmWB/vb29vb29sX3/guVt9BvRVFEATBb6IUJcaUlFQVIJH9ra3xx3fmezrLEc/ovQ+tCBUWxiagopQ1q5emJ6HxuzKulkXdgAGBQKwmtY0INSROJhMFgIGPBfdrik08+afzqZo1GQ/eKrmW/ocz02p6x6+szUKYzGUUmzdA6pNPKZDyR1efr168HwIwFsh4I4VN0QwwGA7mj57Rfirz7Q51OV1BQEI1GDQYD6c+xsTFmZDV6vb5mMW1HrFVqU9ySiUejUTGdBnDixAm6lo6OjlxjkQvhseJZVrJkvOfh6YkNnD1iq8sF/UhbEu+eb/dTDocjvHqjosIOwBKfAmC574e7rnVd9eTzyBbW9e58EEDd/T8qWnSJQqmQSipCWs22rr7v1dv4GVIzWd76PPHEE7Q9zRgI9FZVAejv7+eJOGaFDwi33dbVxwBcWl+RseBtEL1++kGBMfSZ41OABUBVVRU/Znj1Rsr5GWxcV3m0nTcW9x4+RkGmfMVrXj5uwkL+Ho9nRt2fx+N0Orf4vT3hHvELDYlE4i1J+gvhBICz1zWZxiYsFgsiybYak+nnL5y76a/Y77xer6cn/Oqrr65cufKuu+6inaelCABJSqnVKsle8bbN5koBgMvlahs8lkgkCkJYtGjRhmyNIX2P0YoSOh0iEdbYkEAWn6+TvtNpcjcAQG4ol3kWm2eiTnNVKQGoyah7FFI0GmWNiTo7O3fYnWybN0kE4lCB5+aUiahCybno7+9n9oJCv/F43Gw2x+NxCpwDYAnFFDsH4OkJd3V1Ud7xwoULz549SyeaP39+UgtRjCg0qgyQKtAUpNKSveKFROIrA1EA+qExul3FxSZt/zkAKpUqlUql02mVSkVOTTKZtFqtw4UaCUhr1ZqklNSoASQVCgAajTaVSo1bjABOnDhRF4+TR8nT2vA4FH/3eGNBN/P+bd8BQOfFTPtCFs3r9UYrSt77QkPg2QNWq/Xg0kpc19RsqiHtzRqJeDyejo4Oo9FYW1v73syHy/ssrBcHnZTOK97x5RtNNYIgeL3eTVk6crfbTZ7FreOozt58GoSRQmA2R1WGz85lLDweDzPoLNh52223jY+P79u3D9lUUwBrs5gdnwnOCyHXUAHZPNC8/JklD9jl5b8mHo/n+mxXVtrDyi6IPZBwHHJ7yAGjvDC2jifMiGAUq9VaV6BSxqYoRqFORiiSjNnCTUdXXWUfOI5si+uHo9q5whEsCEZESLJcLVZDitmQDln31VmFxdCuHzi+mwPseI901qU5ldyCymP9flp2P1e6yAb09fXl9huqqqr6YaUBQDQaVQ0c3+24FFx1lYwikG0zKqXQQ/fglWfv1yeCweEHsrRrrOaUblRzc7PH42lpaVm9erXZbCZXcHR01G63j42NEZ12V1fXggULCPwyGo1er9dqtd6jjVr0FgAVsclUKn3s2CihqPyt4FHXo6uuujZL4edLKeoKVMfEeGFhocVisXQcgNud+6Rk6dmU7k4Pt7u7m7LzHA4Hg2t5YbeIwXbsFl0/cDz00D1er1fIMhXy7VDYHNRq9fPPP3/jjTfSfpYnWFVVRYRNVONM6zOqh8XMwmf2uMEVg2NmpRId3+j3U4E55pDcfMMPKXm0Li8flTBVxkdx2Zqyp6dHFMVMJsPQh9pvP2S1WgcpgCGNCNmOE93d3RqNRqfT0bdM8fNYLLZ69eoZeLQ0shcVDK0jYcVKl/79w8Jre2RmhfQhpRhIu58yu++bpiKaHlDkjUWuRKPRZCLJ/kvIjuyYuT7AaDSqBKL0a935Bn8NDQ2G10/nHk+REqIWMmezicG5dlVVVXhtD4DI2r9m126xWAiQUyTimZSUAdQGo6rPJy2YDl3odLqXrr8WWQq5NWvW0MNiCcvVmx8YBJBNQ6MkrHPnzlEqYvXmBxKJhF6vNxgMY794tL6+vntpkyiKmflVZNMzmUxKSmn0So1Wg3hcr9eL2cuhAa1WK7Ob4dUbp++/NMLfN5YJMoOSr0CfTCSllFRgdyATZyWl9AjIWKivv50KXdXX3x42m0VRLAL0en1Mr6dCYwBfKRCFo+ftqdVqVWu1jNuBCTMoPFTH9p89e7bwxjuPlFUAWDlykjcWLOkSHPh7kyG+nxucJkPV0GwnrZQErkUJCZX9AjiSsSCL99UWanb4gmTPXC4XDU4Ya3j1xqozb9FPnhML2Di5r+vKkZOD2bVNHs7Ly0ciHo/nwXDPaLFOiqX0en1NRg3gB2Lfl1q7hi+ZH41GtVotv9QkoQJAg8FgMBrH1GowbrtdL23PRkp0Oh1pS8r8AqZTwBj6IAjChqwecAxE4XJhZrWpJKUK1GoCsDb0hF2upWiuoUgqlRM+s2dOzlbeDs4lsxqLmoyaEMMNPWGPxzOrZ4GZKVcAent74/H48uXLCwoKiEaGt31ms/nKK69kVDzIwlu5VfxFRUUAXm+oAaBddbF16VIAdmB4dCiuVSszmQwlg6eQTCb0Wq3P924gEEgsWKMfGrPZbIgkR9PpgoICjUZTVFQUMOqgUn5fNP7wM9pJ67yYElopFVerFJmMUqnSJKWUlFIoleWRZLikmPXfSKVSrAkSg7p4sgumY8lB4Nkz6E82my0YDLLcCLa/LXvTRot1qt6hBHD6b7/SPzxmBkRR3GkJe2/dIoNWzzM1PXvAarW+s/oy0y/ajEYjZtI10OkIquMrpgGcPXtWp9ORYvd4PMxY9Pb2kmfBzniBtYcsf3MuY4HZol9MdqrCZHBHi3XPf6aWXJ2xsTFZ+IcJy9TJ7Wablz+D5AG7vHywyEi1di+4tDFbl/rLedXt7e20HY1GrVarKIo+n++yyy4zGAyhUIhPIAeXO8aBTVFyRRQKRTob7QfAiNIwUyn7b/8KAOptOmsrKMrIQDZnKpfGhWcqxczYBUsAvEBXeGTjJwTb8dWyczGsM55ptse89VE8dM/bb7/dYqjs7++/8sorZceTVV5yaA9QPDExwf6Uq3zZVHP5fZhYLJadFjyWBrKanRWf8lWlJSUlXV1dfr9fqVQS/2BbW1swGLTZbCUlJevXr6cffvOb3zQYDM6B46w8WaWa4d4cP36clSPxTOGNOiMA6Izo61MqlYWFhSxlg93AC9OXECUiy+dnfan4O8PwO1ZPHQgE1q1bR6nst4z3er29FoslnU5fP3D8V5aa0dFR4sf1+Xw//vGPBUEoKSmhd1Kj0bS3t/+DMU0d0wHsX7SchZ66r7lZEITV/tePrroKXm9DQwOhbxcoLJLR552953b+r7nsilQSy37LA7W8TZWBzhd4FfOSl/9RYQgay6rjfYDu7m5KjB1sNJhMplQqJYqi0WjUmM0A1Go1S3A7UlZHTD5kLChNu6Oj4/jx4zqdDkBPT49Go2lqakK2ixEAh8OhOl8lZLHb7cSORzThgZy8Xba+l+XegipzZ66nMfND8/v90bQKgFp1oXUUn2G361rXHfsEAHq9XjceQDZpbnvTUrY0v/fwMUlSxhXTGvVyiwFA/XzLW33DqsBgLBarPNoei8dtNpsr23vnxEUrABi/Wl177HBXVxflYmg0mlnJa8qi41Ptz5OxOLfii+tig8D5ixpsXKcqq7sYCAaDDuxRbXQbgkGieCtadIl+YpTQzNLSUuMll5w8eZLA1uLi4lQqZfzq5uDhlykBsLyoYEBSRtIZTSqpKFCkVSqkp2u7SqWoyWQll3vo5z+cnJykx1d4450G9bTjvT8IzEx/JpiMKUa73R46F9RoNRpo9Hp9DLgli3Iy2O7i+35IFcTkYMfmWSGKhLFqtBr/eCBUULStC2hcpyqrS+3xkMnbvn37pWZzTKnIpDNQIZlI+v3+uz2P+Hy+BQsWsGwFn89XVVVVWlpaVFSkVqt1f/0NAENDQxUVFUfK6qLG6VDQdxaZ2dN//PHHeXdxf7a/xGLOWCwu1hNS5jnajpkrH5nzJggCIKg2uqPRaP18C8/LjiyFucFgoA+KJ6aQJf7IitZzX5i85OV/SGTGgoTQOgCSVh0RxdNajX5ozGQyiaIYi8UymUxxcbEMsGNRFovFUmy1WoUTyKL8gVhMp9NZLJbu7m5aZguCoK4xTVrnqdXnwyRsxcj2MNJtZDG7oNcbCoUkSaL0OtYrNri0cu2xwemrsIAWigBYHhwJC5YTujfrt8YbC7fbvfPpHcjpMuH1ennMLjfnwG63v/3222fO9AKgJGibzbZmzRoan37r9/upLrWqqqq/vz83XM3E4XD8u8OizZ0roFWpKEFbBcRVyoJUmuL9lI1hMBiCwWC4pNhuNp/64gqxWI9zQVMiYbVa/6k4WqEp1k3G+ky6hFqlUiqL1ZqEIlmdUqq0KrreMKQI0gBOJSMTJcXE/UbLftZLkMW/efyIGQseutqcMu20TOO2PKchYV7rD724WF0YNJtFUYwAkfISDI9ptdq+vj6GD7Lnwm4RFW99ZSCKdev27t1LZWSlAt5uWjo6OgqAAEedTieKos1mS6VSRUUTrO8Ee082bNhATN8bNmzo7Oyc1Vjwb0hbjemPo0MAyn+zE8DwX29mz45/OmQvmHq/AHV7uKQ4iXQmk/m3K6qNgfGHs7VEF5a8sfjzSx6wy8uFhK9X5/dvPn2ONGbgRAeFMlwu18GDBxkLAB1GkAr5WiwqQhukT1tbW7szqmWqNJCZTGWAaeIeUi6UFWW1WmcY9VVXAXBkjV/u9AjT4Tv7CFmSUQbwzaqPCC2SNT3IFWY7GS4zq+ZiRpT0ZsmzPzv77Pm1snnro7sXXCrOq14BOBwOSu0eGRmhC2f2uLi4eGJiori4ePHixSaT6Vw2m6+lpWXTpk38DJ977rnHH3+ciL1ZVkhJOBwMBlUqFc2zJduRFlzJMBukvr7+wIED8XicmInefPNNl8tFyyCdTmez2Xp7eykJjqWSkWUdN5dVxCZt5jLq97SlJ8igQ4JrmSE5uuoqaldis9n0oZHLgOL6GWuaD4M00TqM2nGw+llaA8m8cTYao+14sFQDIBQKxWIxin2dO3dOpVL19PTU1dURQAkglUrpdDqtVptOp2+PDsNYxh4cQ+s6OzvpYb227HMQRdpTm309qMS7e46O8myEkuy2yTRdScGccDqeSmKpVMGd5dOdznyZURAnl0+TNZ3Vn/R4PI0dB3LbeuTlo5K5jAVb4FItCX2MkeefNH39uwC09kURKaW8tlk9NUWpE1qtlhbW9C0cKauzuu+72GIJBoNWnw9ZDs158+adOXOmqalp06ZNpGeoycyJbFqux+M5UlbHQCtRFHmuIgBU6tLa2jo5OUm2xvHanhQQoOzj7ORll8kyjzxH2/ery2LzrFJKIswuNykpl/CFEaLdsS+A6ZJGIGsvSG8vUKeBtKxu8fHX9gAYGxujyvmRkZFpToD1t9IVlpeXd6OpHogsXmwymUgRrRw5CZdrb3Y+apUamdTatWspruYae99999100ufEgp6opFAo6u12AHa7vVIaOQIAUFZUG/WFCoUiaShSJOLIxJ1+74H331det4m8vmAwKIOBIpEItEWFSgWUWrVGvbhYf3pCifgU3QGPx3N6+wPIEXJseAZuVo6UK3q9fiKeBJCW0gb1+YjR6Ykoy56jmaTTaYZn6cYDUklFMpEMZUn9SKjSShCES//+YamkAimJuAiklNR9trssEFi0aFFvby/5YGNjY83Nzb29vaOjo5Q8olAoMpmMqnJhqECb1hQUGNIL1GkAz4nwckkxDI/u7Oz8XkODx+OpBI5k84PoX4LqZMKjdU6nk+wLkSfSJdcWavr7+4fK6lJ7poNeDMWIPP8kmpspd+Mnr58+ly28ZQN+KuytlhoAACAASURBVI0F5ihLz8vHRHJ5EsC1v5SkFLTqtL4AqXTub2n5R2rfv+X7zqd3sM+HZb/eP3gsEokA0P3yFf6kHR0diQVrVL2DKrW6ZtEigm+cT+8AsJnjVCEPhU2vVBAsTUsBBAKBSCQi2coxNkEnJV1KS9DVXBjV6/UyLyDXJs51Q8AZC5obpc7xCU28scBsmJ3ZbF6xonxsbIx5Fs8//7zNZqMm3QDWr1+/d+9e6gLU1tbGT4+cC3AlpaOqaColqVRqhULxx9GhizWFACQpmUqlFAqFVVc4nogBWKzQwVLY0fFSLBarevGQ1Wo9e11TTUadQkqj0UhSMlxiNI1Njo+Po9RUXl7u9/sLpLRCqVQpFAC0Wo1FbyI7Yrfb4ff3KKS4SnFFacXv3z159rqmhS8fDgQCl156KbjqogfDPVhaaQF2qsLBYPCBmU23+W33B/HDUFwKFiPrucefiBU/IVv6w26az+cjQgmfzxcKhZZGo5OTk5FIhIzFsbXLbTZbNBr9P0PxUofj7NmzV1xxBSnw9vb2X//6152dncytoHeGnqwoivF4vKCggP5LP6GNaEkxm6Hz6R2bIU92498Nt9u9KaeJ4rPPPms0Gk9LkYRapYAiBSgBtVo1aZ13/+Cxh6uXzsWx8ykjOc11Lj7OxiIP2OXlwwoPiDC+f5Z7LAjC66+/7nQ6KQB15513PvTQQ8RGRBADy61DFkxhxacRKNLpjEKhALBo/3NNzzxDI8disVmnweJU5AqyRgTIthDt7u6OxWKxWIzRjt4y3isOHDeUGjDe2w1Xf3//2NhYSUmJzHDytLIsni/jlRDSxusHjlP04wPxAqY3KZxC/xYXF3dz629mU5GDPRUWFlZUVPj9/uHh4eHhYec1NzM1KisXDT10z93ZAkyPxyOKIoPbkJPzxQpFKVrFPCJ6lEVFRQqFglIJ1qxZ09fXxxq001S9Xq/b7ebTDAE8djaEixp9Pl9t7Ty+JJmP3QHTVZ+NHQfGzWXzQiPJ0+8N6YwAds9c0OTGtUjIu0a2hS576PxvZ10b0ZMNhUJ1BarRVCoWi0mSpFKpgsFgYWGh1WqtqqpacmjPRYkEgNLS0me09iVLlpSWlpqOdzBfNBKJ7N27t6SkhA9Ckk2l7SNHjjCOP3pD2KOUzWrW0gY6srHjwLzQSGjgeG9Pz0ql8vFMMb0SfHodn2zyv0c8Hg8xSAaDwfmieCaR6PurlTabLQ/bfdxEhp5TbIYvVAkEAsXPPYG/+Z4indZoNViw0DwyAK54hIndbqcmbqIoFt54J3Y+yAYpuvlvX4gDjeusl372+I/up8y7TZs2MZobvgrmKwWiAOxXlxFoUnm0neYZCARisVgymaQkO1e2oQG7kAtcpum1PaFlV+qqL4IKjMCOX/AJXEM62Qe7cuTkkbI62tjWZefBvtPUrXokXBwa3n3mrerq6rlWzzIpLy+vnqzuPfibJFABbNiwoeFa97auvsZs4SSAXZ9bDJx/NGQs/M41wWBQKioBcDQwUVygWVysd7vdR/YJUkmFIiWRdU5FxUplym63o6fTaDRO7mtVXreJUgYIGK1zOt8uLQWQTCYXFKaDwaBr7H2ym5Uz78C6deuQpUVnO8nQTI82MiK7Ot4c+8vqogVFGiCpVKfEqWi2DpoxPQHYda1rzU+eQbaFbmrgLL0J6rEhqaQCgDk+5fdPA6Z37BNWAqqNbgsQHBtKFpcm08lY7/tDP/+hKIplLldvby8ZCwCrVq2i/wK47bbbXnrpJaPRmLDMB6BRa+KAWqOOiOMTExPEJMh/Dsxe3H333V6vt/DGOxNnzhgdlyITB1fuykQWw+NvxRFuz3ujE8UAaywLCNR0IvL8k/T6EUcesSIScyKP2X1ahWX4dnR0EMD9Ydog5uV/Wi4Ql7VYLIOIp7Ndd0gKfvbrgerqSwYGjqxcDKCkpGTtsUGsWkVDTQMWJpP7VjdunS6qNRgMlIg3dss11YePkXqnl6HgZ7826XTRr3+luOVl3LqF0DoA9w8eW/KfnZRpSwdTZ2r6gsiapNPpdDpdPDZBGWREQv3eFxocPWEAr776qsPhIOeCCKllIothz2UswGlLygK7QBpsW1vbL37xC6fF8uuKguLi4sLCwm/DImI6NlBaWvr+++/nzmT9+vUNDQ1bt26lkqMNGzbM6lysP/Ri4WhkPBFLAQWpTCQSCaZiFoulIppKqBRRZKLR6Dy9/orSig09YUEQfFYrq4BZe2xw9GvOnp6egoICJRKZdIaiIKRFS0tLx5KiSqWqTql6U6lUKh1OTLfR8Hg8/2jUrC61A/D7/3/23j2+repMF362ti6Wti62bCmOL3Jsq4lzAQscCK5mkq8ppAwtmNB0SmlTD3GZc0pL2qEp0zMdkg+YXoamdBqmtPNRBwynwHCtE6AMpD4krZqE3CxydZDtSHJ8ky1Zlrfu0v7+eKWVbclJ0047Tef4/SM/ZXtf1157vet91vM+r6+srGzCWCLnATAO3Z7w4CWqoBZrAnbmC7gVtPBtPS9TvT4AmvPjap0Oc81GCk5C59m/fz/zYjS7iEajY2NjFDjcI2owMBUMBoNAW1vb6OhoNptdvny51+t94IEHABBC5/V63W53eXn5jh075nwWinMDgQDu+SSAVCoJIJ/cnTO6q+JEWvlkrLOzc+PGjSCs01gCQJIkCZAkiVQdBUGYM7jYtXZD5YuPs8onbLs8F7u4ysqVbPJRiNBYAiWuWGcxD9jN2+WaU1ajk4aq/fv3kxekZEODwUBDHg3HVPSgAEwh6+zspO8hEAg8arF0mtI8z6vVqg/SnMVsfkD0J5PJdL0ZwP2DQQCrV69moBIDLBgIyFIj6YTsKmwJ7iuKCMxmURRpAR9vPOcqraPbK6amywGmYpCFbuBRqKvNVovFcnzHDnm5n+Jhjq2WIF+EjuYQXq+XlZ0CUFNTE4/HCbP7iiKSOfau5HQCmLzri6Y3nqO0o+np6R89/PDWrVsLgjcmmkY/mKaey+XCNf/PXxx7l/5LempMSY0akLlAuvODBw+uXLkyk8lMTk5S+de6urpgkHwN/H4/LT1NTExs2rTJ6bwZAPa/RcU3nNW5FFSa4rDGpCGP4art7e0r979FJ7Q5Vvb29iIafLa0DkVy48WhckdHR21trUajmZmZmZqakr8y+USnQOCPbf+aOpZKZQF+uU7lVWgAbPFOUfA/NDREi40Et6VSqdv9J3bVXR2JRJRKZTAYDIdzldqp27BbLVBJfyyl+4oiQq/40Zga+Uw9+fxATvCZEKpu6T9K/z25dr3L5do45dWlYlCrUmdPQqVj16IHJDl5UhX5v8qonTdOeX1ms9/vb1ZmI5xEoe309PSO2Z/hvF0JJg8/nE5nIBCgRQIaHywWS29v79WZLMdxUILn+VT5woQv982azWZCLg5Ym+DzUWIjGQufQn/ZVl5eHgqFaIpMCD4AypHPuYbO7wGI0v3Y7eE169l5wmvWn/ruA62trbQAYDAYWCglx+zI683JtqY+mX71pzPAkq9/557dLuKO0V+Zs0BeLGJHkbPoAB5x+0k1jBI5bwH6UwogRyqZLq3s2fVzymYqMKvV6vf7nU6nfJSkCGFgxeqw1gjg+DjHKpUydEauXMbuNhgM0iFksVgMRi0Am8027h9T8kqmVUEl3Tdv3kzOot9kIh1xAJ8REscAGqNUKtXo6GjDiX1eoK2tjQgIxQQHYt9TKzF5hGAw6Pf7/RAEQTCv73C91gkZA441v7Rmfbp8oVWaCQaDsVILrxW4ZIKlu6K59siRI/wbz2o3/G0sFju7/R8aGhqq7PbwmvWBzu+x1Gm2pnXquw/8Glj2jUcp/FNOjkxPT489+c/UqhMTE2NjYxRtMu9GHe/YsWM6nY7neUmSFApFMpXM8KpYKrFAp5OvONKdJxIJ+ePr7ryXfiR8nqAgBDq/55IJpSPP+qfDJyYmBlasbjixD0Bvb6/L5eLXN0kjvnT5QjlMySz87A/Z7wPWpngerWP94b+rSh3rJGwmEAgEqG6yaLHs2LGDZQnM25Vg8gmbEXB3fEKdysQVHMdxiliCH5mwvtwTiURIlG3z9dc//MVvMu0aMjkeQSIJ4k0tANRqNWEuDQ0N7o80750aFOtN0QWry599Ix6PW597CxbLpk2bsHoF8gW4T97Ugncu4B1ynZkbTwzv37+fCwQAJL74aeQXGARBWPTzfch/ucjPEuVjHeuTVPkNRWAB/Th5U0v1qVFSFirgzV1sgZaSQojrd1MQa9curbPV9Xh6NBpNeXk5LbEzZ1FwLF2XlOzcbjedSm5yLCaTyQCKuozijDIjhcezSk6SIQjvTYy8Z0BsTZMpnyCc4z/6fPX19Xv9A0lJqc1Cq4VCoVio0gFIpVINUCMDlUq1+WyYgoutW7cS0PmtiO7xaI5nEC43IpU8eVOLIAiWn++jOcDR1SsmbKbkxAJ/Xy4DlzU1PSmBL4wDAZlqbcGeAHZ1dFgPHADQ+L/fObxxXUShMASmbjwx3H1TyzlBAHCUD1+77wTtTAEvcR1cLldra+u7777Llu0nJiaGhoaYs3C73RRciKJ47NixhoaGgYEBjUazePFiKkABwOFwDA0NUbdhKzpPComsNqtQJJwy0Q86T8pYkk6TaM+F7kHO4nE+jON7idBHfyJnwaKVnTt3soxyqok8bBY4Dnw8RVvmBECpJxBadwmbszLylWxyeWUmFQUgEAg4HI7Nmze3t7dfOc5iHrCbt0uZPAGe9L9pMWH//v2tra20kIJ8ECVXf2tpadm5cyf5TkaFY1NP+ipOnTpFB/adP0V/Ku3vZ4V1AKTT6Z8sryG5OvmIw0wuJUB3Ii+8TWa324EI8grctPFiMpzsEsURGos/6Utm+1yiQCcZpd9WFKnkstugi9psNpfL9RVFBEBNKpp69O/DZmvsC1/7QVpA47VutxuKMgDd3d0FfPhC7aXZ9rShZmZmxul0svqFcn03Rq+jUOpnP/tZZ2fnwMBAaWkpkbSJNk8LifKweXJykn4cbr25uaMDMnK4vDMwchmTzOvq6rrRwpVygCy5WN5z6EUXzMbopfT09AAYHR1NJBLfqRK4Sm2jIuL3+1+tXiavHkjHnjp1CsCyZcvov/9ognHBgrGxsQ/SMBpN6mx2p1BlmhpUKpXpdJocajKZjMVier0+HA7rdLrKykoAT8/M/E1kiO42/cVvQNYDvV4vCcnRDMPlci1duvTR3l5AHQgEWlsduAhgTSYIwsTExJuN14KKCQKgIFCtABCLxQzhsGit3jjlfba0zm63+/1+BtXFYrFL0/uZ/TfQJ2Jf/cL4DD8Wa1ZmeaCM527QKUUFp0jMHLuMz3De/thW4CyIvCYn28r/C6ChoYEmtTzPa7XaVDLF2ECZwyDB7xvGz7yUEADMzMwgD1XTGsDdr+0NBoOU9KRUKgl5Z1J08rk4DUdytI6VO8Dscj1yYwlBc6ZkPuL28+s7gsGgbuUFHetPdu2+JX91tmd1dTXmchaE0J2V5SeenY7BaFVlpzISBwAcFKkL+E5NTQ0bZwRBYAKdPM+bTKaRkRGdTndLerwXkENvG952Ny8wywsXXgymyWQyXCaTVao5Wb2FB5tr76ECU+ULKfPXbDb7fD4015KzqJ0+98EHH3z6058GEuQsVo2dBmA2m90n3VLRVdioRT2EqkIB8Hg8t6THO5prAay+77OEZImiaDab+fUdN4yfYSCs3FkoJ0doKS4ZCqnVao3Nns6ky194IgNseq2zpqZmdHQ08f1v0qVzrJm9r5nsdgBP3up8xO0n1szMzEz53V/T6/XxUovff06tVhuNxlgsRiqrtbW1q1ateuGFF+g8pPTa3Nzs9/ubmpp6e3sXL168auz03tLVmUyG53lrbCqk0csTez0eT21tbWNj45ykm8ux4/UtscoYgIEVq2OxWF163Ol0vuT3C4JglRLBgb7S0tLEy/8fK4OYSCQaGhpoCTAWi+kBOVpXUH1Y/nboB3MW8joefxYmD8AuyPt2fB0AjTau8g855/3Fn9rk4idsgkdTRKVvJFpuZPJyarV6/K6bifiG/FyLTRELJuoUcZw6dWqmdQk5C8o1cZeWhkIhchY6nS58d5vmx//OwDiWRII87sNSYrvrTQCOJZNlZWXbTPW02hSJRCwv94zfdaFEmF2G1s0ZXMgji2JZbZfLtWdFFVZUQRSpvMMDl9GGLS0tr776KhPvk/+pYKiRq9TRUeyv8roTW7dupcT5YopWqbokFotRfittUUhSlkMa3DSyiWQ8RSWGIIlmYc+KKrHeJAiC01TvzOCbEyNarVYLVEZTM0hVVlY+ZnPs2rXrzcUV/yOmBWA2mv9XZU6ne3p6+q9mt88glwZQMR0XAbPZTLmxe1ZUOfKrO7CUGgJTjEo/Z/uz0aCA083s0eRoOp1OJpOHNq5T+UctFou5tvaFheUEaZnNZpvNBpygw5naUldXlyiKH//4x6+66irCRiMd608D0ehyAKa33guFQqzl/X5/b29vKBRyOBwEyZGEEWZPGMbHx61W64tVJSUoGeRSAD7Wt/cu2a1q/+0l4f6/GdWplEreNDl9n6meDdcsozwWi/37Qu2nRxJDQ0NUqZzWHZ1O56ZNm1atWvXee+9hZW6yVBUU2dqSUq+/zGoSFxDn+v8O1SfYazp3+2pKGnjdYv6EJ4gryVnMA3bz9ltMHucz9CEQCFCtCYp25hwBIcuclf/LLJVKDQ8P79+/H62tNMROTU39zFz/SfE0gMbGRppMYzbrTV7klC2YsAGU/clgMBCQ53Q6f+hybZzyOhwOQogcDgfpt8kd55wUfRJcI3PBwKTQCqphFJu8VGjdx+8C0L30BsalOnPTBhKBJq9J61qCIHx/UVlvr7eBS8cApVJlCo7rnvtx211f7O3tJbdKLgGzHWo4HGbxGABUL6OziaLIVA8a3ngudP4UZDw7Yv8Wx6IdHR379+9PpVLsZb3yyisOh4NU2+VWIGJKS0AkCS8vycrWQqnRvsrPDEhlNamYWq0qDY3DbP1h1oAJD4CNU3lhwTe8VASW5OrkDJeZmZmrr776jvOn1Gq1Xp8LivR6fXNzM0sapaOI6EHnsdvtCHggS5hSKBRr166lwiY0Ore1tWkDnpmZGYIGwuEwteHMzMyxv/g4HSXml4I1Gk0ikWCzOuJRbt68mQkLymsiI1+YmL21Al4e+zo8Hg+0UKtVyWQqk8nwvCIYDP7vskW0G+GVg4ODhPQhH/3KKfTsjTP4En+GVqAiQZ/5xikvz/NaKcNzQB4J0EvZKBS3ed+fdDqvHLf6f61dzFns2rUL+ZEzEAiwqTMlJ+aKJKhV8uiLLYkDSCaTVHL0xLe3rFu3jrr91NQU5WkCaGxsXJQnaskreBJUR9tvSY+/qbTS2bT1izPnz7HLEfWPLRhgroFdPtxR4QgafPjqRZjKuT+z2XwAZnlWo91un5MPSzgIM5avGg6HUwpe4BBPxKWsBKCAXsecBX0UlFR7S3ocFh5IIFesAwCymWwaaZ7nH2yu3bIvzM4P1BYMC4IgOCc/+EXtylQyxSUTAJprFzCMhoAt91hQBRUp7t0wfoaSajs6Og4dOiRvt1deecVkMtXX14dCIaYENDQ0VDzikXIFgG3btpF4BduH8c4gY8DJm1T+QoPBIFHXoy88cWJggDJtmV199dWHDh0CsG7dOrqow+Gw2+29vb2EAL7T1RUIBMra/w5ANBrVnT+nsdmlUd/09LRuz4u6mhoAGo2G6pYwv9/d3X3kyJFgMHjmzBkAR48e7ejoWNO3z1X+IaPRCOCv/Idd5R/6Uq3Q1dXl12gA+P1+jUYzNDS0OS8aODMzQxEmA3yLnQVz4uE1VuTD8lgsRs+iu/NepqKl2/Mi8qSPA9am6MQEAEU0OvyTb6s3/G1Ko89kMhKn4KQsAGUmZdr7dudhgUVxBY1MnxjrpVc4bCdfuyIYHYBlDbD3NZoxEgO0tLQUc6W5zdufxApEoyiIGBgYmJlZopiZSdsW8jwvZS8gyzTd6ujouK3nZdSbzt2+GoD9xDDyg8/E5245eVNLMpmMr/qQ7icvRu+9U6fTERJH01ea0QmCIAjComXLkHcW8s+QRRw0yCSrtcgTCB4KDy6yWIgqLt7zSQEIBoPEJitG6+iWiiX/UeRcCsKiHCtQBH5bsuGRI0fq6uruvvtuKg2HizgL5GdQLF+SoXVMy3toaIgtCMmDi11rNziefqwyj5oB4HleB0lEBrlZmMRxXCKbQ/E4DlmOG7eamtJmAI8jDKAyilGdCsCoTvV83V/SahOAxW8eOJp3FtADwHmNImnU7llRRevi1wI7d97vePoxv98fSibj8XhfX1+yZkFozVVqUaRoTnN+PFFtjVhKASx/7pcu+6zXwYyFoixWlceMe1ZUafNrivF8mOD3+7mqClrRp+Z11ZuWezA8PAyAFTasqalhHLozN1+viMUYuUGpVFIHa2tre+qppwCcOXMmGo1qNBqHw+HxeCjWACAIAmVcUa/TaDSTk5MTRq1Op0unUwB+vsh444wssjgxnHtGExwOB3MWwXTOXdJa164GbbA0u+jn+2gji50pkWjRz/edu311jpt5cmRwcDASiVRWVuLOO9kMgYmu+oxpv98vZ70wu0SRvSvQCuq6yKmXTqdzz4oq7cxMKpWiZIXX7ea5BXT/RDYP2M3bZVlx8E+TbFZfr0CqrGBnuVAaMS8ikYhKpUqlUjRolm39/k9/+tM9p84P9/cjn95B4sr26jrIhuDiekasLBEhdKwKKruo0+k074+wYaVs6/c78nfI3Bi7t4IHZxWaNk55qSooQ2ToqGKMQI7WMWtrawPaCNmhCSN5R1rRAkU1wFfMZoTm0O6hiTVRpueUP0NRbENBHQh2zA+yoYe/VpaXumNKT5cwcm+9vb2rVq0ym82ksyCKYigUIh9fXl7OCjvs37+/pKQkEomk02nqHozIzdxkukIliuKQIECCw+HYU72Mmv6O86eAC2UNCa2jvsEifI1GMzg4qNfrdTodaQOZTCaTyfSp0b4nAgEGxtFRJEtMW5xO56+9NTeePlBTU6PT6cLh8A+zBrhctCcD3T77GHdnJkNrX98VlbU9PfIEWNZPZmZmaD53+vRpWi9taWmhbsD0euVt63K55O+rp6eHLiFnjBJllX4PSMqFmdx6VzQaRVnuwFWrVh08eLC+vn58fJylVsmFb0+fPl2QciW3y2Tk/cmtWHo5d9tveDOZTIzn9VIGHMCBkyQAvH0p7T+P1l0hVuws6EukOS4zu93Om82QEgR4lQB9stJATEUomtckBUCC09Qf1oQH31JX0qluGD/Tkf/05FYQR6XLF0pqja4yF66QyNdfrO8IBoOUPCuf6BdUOKEf5C9khWhnlYiNl1pisdgBa1N4jfWW9Djt39zcTLPeOVd3iOuUykocoFRw5yVFCYe4hBJNCYAtphiQu9u6urru7m75yg27jR/0h6gaKYD/WVXynUllKplSKBUAUskUgM8IF4YF+bOwxuno6EBnJwP7CuzB5tpimI/smmuu+dWvfiX3m+FwmBCutWvXknejkIZVtabMHcaCn5qaImiPbfHu308JjOl0mq9epOSVb07C8ZWHcPht+ZjpcrluIfjv/ZzUlMFgkA+ke/bsqa+vv+6669i90Tjs8Xj0ej0BYeSYFAoFgGw2G41GhcmR5b7eYDC4tr2d2ryurs4121lQUxw+fFiv1+vuvJdPJF5X6NTlVYrXn7nhxhtzF9v1dK/TKXcWdLhcufyTXbvprnw+H+G8Bc7C6XSyNRiyYDAYCoWI0hB94YmM3W6iMin5IJxeIsn2MZ64NOJDdcMFtC427fF4iCYv58L/UY3Bf39A4K8gA3145TqWVY38i96wYYPP0cLkLM1mM0Hb83ZlmiLP8M1kMrrRSaEsN7KRR3A8/dggl9ZqtUGdqjKa6q43LX/nSHt7++N8GD5fbGE57x1RKBQqlarq5/taW1udVSs61m64+ty5DzLxTCYDXWlMyUe/8I+4H8xfbDPVP46w2WzO5Tzm5/Z7VlSpRZHlD4qiSMFFd71JyKPnR1eb78uYCpwFW4KlcmG0vaCQHXH3fD7ftYDT6TzKh6msM/21+Hu8RLIhZcPI5XfkzoISY9kJu7u7WYmDtra2urq6rq4uxvOSP8j9vt7w8b0ABrm0aXL6xhPDe1ZUbTPV36+c5Lg8gAdIF4oFAoAEJLKZQe4Cu1qesP/NQN9fu+MKhaK8vNzj8ZCz2GlMV5oqDwaGkc6qVKrRfAYPCSnclzE9JASj0ahSqUxUWxSDQ2mVKr6wgkCx+MKKjFopDA6n02mmJMjaUO4sqAXk+VhUmZD8BflonU4XU6niVRX66bjJZKJZOMPsqCcYDAaajZy7fbVosYxptTedHHE4HG1tbXe99xYr9ZNMJs/dvtp+YpiCi0cffRSAIAjRaPTMmTO0jFcQeLL02N27d+NWJ4BYLEat53A4nKZ6l8tVELWxAoN0tu17cxoYtbW19NZIYPGcICyaq47iNlM9MoDJ1INBiizkbcXQOo/HM2HTsy1ms1l+D/dlTCyV+grPhy0OLhiWTX7Q5FxKUF0oFJoTnfzT2jxgN2+Xa3JhVLYxR1+SqXQVxAPFegEsVZZ4DfJjw+HwiRMnXuU4Ilv5fL5nS+vkZXogw8ILbo9Fg/KcVrYn1Tpolq3pyXlb5FaZQh9Nyu84fwr5enm028BsMbLfj9FDhzC4kCjTVF0IQLBCVZp3fqmaRewotkDEUEI2TE/e9UXlj79Lv58traN2oTskNdmVF7+ZXBmN2fzH6667bmZmJucO43EmzSCKYltbW0VFxeTkJLkWcvNkTqeTSJe0ehOPx9kbIY/4ZWlKqVQu0yqz2XT/zAyxY9j8oHZ/YTBPP4j5sn///i1btrhcLqVSOTg4VWD6TgAAIABJREFUmNZnqHDt9PQ0gJcqlyAQoLwGxuazWCwE49rtdhIIf3HB4nszwdHR0ZNr17PMVga8dnZ2rl279ntdfsRht9vFYTe7Deoqk5OTXq+3v79/fHycZQcfPHhw7dq1ciyMyZTecf4U6QkW9Fh5toKcYUfzuVeBjVNeT4Z7tXpZIpHwer2L820iCAIx+xKJxJyJFaOjo+l0miWqF6SQX2n6qZdj8tojDVwa2hJVKgkJ4HMZM7whl/03j9ZdUcY+BxpUWbkJGgou9Nu8UF3mtU5iDI1VL9JRcYD0+AFrE7++yf5aJ9O/w+xIZsHBX/A8H16z/oC51pUXrEFREisd8qbSms6keWgkScpEZwDw1YtKpgI5Pk7H17H3NcxlBc5ieOU6vUYPIF7KZ86fEzACwGazEUuueYEZMAOgmgk5LKzIWTzYXEtFAASlIpzMl6lRKtKpXHXRzwgJ+f7kL0jRnB5Td+e9Gk5jlXLQw/Oi5jNC4nlRYzKZUoppSa0grhzbocAK0TrA6/Uu9HpB5advnQO+mdNZtLa2BoPB8+fPA6AsUdpOM/uPfvSjk5OTDK2T+wsy8hEcx1EPoTHQYrGc3f4Pi7d82/ChZVJWmh44qdPpfD7fgzLKLXsK+k2jPc1G2KJdU1MTMeCampoAEKmBDqS1FvZfvV7PcqvNZjNy4uMgFryryFmQqdVq5R1fUKlUJDIrCAI+/cUXfvRIbW3tmTNnKjZt+T8GY2iV8c1MJnN6N7uo/PFfab8196u5FnASlFnA8aQfB/KRg9lsjpdaPK/+VH4qkjcdHBzk8wMjxY3ZbDaRSBhLSgCosmmtVhuNRk2xaX3Py4cOHeI4jmiDlIhwCRJQsckpopcG4ArIepitovgHNJfLxVubkC+5C8D89e/YB484nU6fCLPZLI++5v3FlWOU8NHZ2bl9+3aDwYBn3zAYDEMb1qrVaqGsjN4aDemP82GietGgLcrQNORZYIlqq5TNlpTkahTQ4PY/Ytot6rhSyQNQqdSOpx+7dt8JubOgNECXrOd7PJ4bgZeqtel0mmWakzFYja74OB9mKNdsnc0LJg+aciRBAIDNZju6Gs4McCHvknjQaGlpQc/gJdrtfl/vY7ZZK/fy4GJoaIiCC0IG94QHb2S0LNn+LS0tBfRndnL22zQ5DWDPiiqz2fw4wuH2B1Rd382nOXDgwHIe8puQ4LlMJqNKpRO8IjUdpmoGKpXaFxiB0krkMkr+PWlMDyCVmJnMalQAlBlJwfPvfbjpHlHDnkV48pXA7auTNQsUg0MAstlsychEpNoKQCpRc5IUrSznOC41OvliVclVvzyG/HS3ICCVPyDLlNqzomrCWAIgnc7ox0MZvWZZiQFm3fT0dFlIRP7Vi6J4zd7jgUCApf6Qs4jFYm98qHwt4PV6tVoto02o1WpqcGpeQRBGRkbo/er1ehq93W73zMyMx+MpKyvzer1+vz+RSJw+fVqv18/MzKS0Sup4pBxHnwlma2GzAoN0UfkQVy8piahB2BPbbrfbWWU8ZvLIAkV26NAh22Hu+EevIZ7EjSeGMVu/+w+F0/1RWQVykLHY2TmdTlEU+825hroyncU8YDdvv4PNWZ/hYnM7uViAXLoVgBwdkx9+6NAh4hsPtLcPzIbe5LsVXJH5woIlrII5aAEDX77/nIp1HTt3yrlyNpvtcH6JnqKvixV/SJ09qVq8nG1n4Nqcn708bLDb7c8C28L9AHTLm/v6+n5hb7H19ra0tDC5NGZUNpFWbzpbb3a5XCidJcZEF3W73X+RDS1YsIAIhj6f79WLVK1mCWU/+9nPstlsU1MTax96aqfTSbq/yFM8KAAjp9jwxnOP1Zvved/L83wmk2GcmnXr1nk8nge0SUCn1WqlxIwkQRRFnud9Pl8ZCi3n8EoNclHCLVu2yG/4NeAb46dOn5vOZrNKpfKQ/9B111137tw5egR2IOs5Xq/XbDa3tbXFABWAPGeBvXfm15lKo1KppOWmgwcPUi/dtWuX2+2mlbGhoaFIJFJbW1tbWytf9fJ6vW1tbQ1vPEenpZTqw603UxaA0+ns7u5+6aWXiJfKtB0x+wMZ+PhdAAhSbGxsdDqd5NchA/jI5YuiuHnz5h07dng8nkOHDiUSCZ7nWT5yV1fXhg0bDh48CIBQxTnf+8Vszv0LFveKt/8B3a2LJB33vwXqFRwApFRqSZJUKnWqZpFq6BwPmEwmRhqdtyvH6Jtqb2/fvn07W9chIbkDZvMN42fYR3fD+BkXgNv+RrGwTspKioV14oj3F/aVZYkZm83mW9/RKhur5SyA/v5+/V1fphnW8Mp1VYffLh7JmbPgFtqUyVRGkjiO43V6VC+S72Y2m2+Yi15X4CzCa9ZDFMsSM+OcBvnIzbT3NTgckBV2sNlswzZb6pUn29ra5nQWclMqOEGpIKqdUqWElJwTrYPMWbCk0XFOY5USS5YsAfCDvj61Wm0ymT6klkZHxwB8JEIZT065s2CMrfCa9UQDBHDkyJG2tjZG96Z5c/FHXbBoR8sGfX19S5cuZQk+jCDGnEX2E5+PxWKUs0knIW4LW9EhmImRHQA0NDR81pB6cWiQynlns9lgMHgJoIcVdodswkCYHfI6TTRCEmlar9fLQ+hkMslGYELf7r77bvov04Kg076ptLKpfHt7+0sJhEIhlUqVTCbHxsYWLFhgtVqdTufEhz8BQBRFtVo9OTk5cPp0bW2tSqXq7e1lBD3KR5O3Of2gxD0A3d3d/f39e/fupc+HX99Bva5kaiRz573D+UrH8nmO3W6nRax0Ok33+Yn29reVSgBCNGwu4cNJUdvzMtH9QqFQJBIhZ+TK16KlJSgA9+x2hTT6rErDWmnjr85SqYqChG78NmfR2dmJlRdSlX0+X+fht+n3H5X0fcP4GaKIEMP0eVGzffWKP97l5u3yjSFWLNRnyir0JVr2Hqd8PeTRNLJ6SXk2HQUgZbOUC0/bB7l0FFmolJKSlySJpcbTULZx48atP9yGnJK1jiaZBYv6mL22Sn+9Zu/xQ86lBAu2DYZdg7kPzWw2n01HWY1Oor8VRxaXYzabrWPtBu/WrXuvqQuHwyaTaW+eOv3exAhkSv+s0d6bGLm+YqHJZHooPBgOh/euv+hH1F1vilhKlUo+BuxZUeUEdjWU9oYH+/r6vpQy9Pb2OhyOgsiipaVlx44dQSFRX19vMpkowWjCWKJSqcNI020cWHHTquNvZzgAEiRO4sAYdRzHSZBS2Sw4LqVSalLppJJXpDMATJPTM9Fo70DvwMAAtY/ZbM5kMuCRJgEIIMrD6AtMLjBDzCLvLMR7PpkdG5MkSVpUpTg3rFAoksmkITAVW1iekCQ+kVJq1Ol0Jp1Op9Pp8+fPL126lL394jYhuI2oAIRCmoGz6ahSyev1ei4wNaaOTk9PJ6qtxqloNBpt+dVJcmTH1lylVquHksmysjIFWOoL1Gr1D7nQYzbHfb2hhxDEBUg3DBke5PF43n77bZvNNjAwMD4+fuutt05OTq5du5bohP39/Var9dChQ9Fo1GAwNL2VsNvtR1evQDTl8/luG5ja+u778kq+hS+6uxtAX2oMwHWu08Q5ZYrw8Xhc7hbpEIogyHGzEOah8KBSqXSIIpG7RVHcvXs3gFAoZHqqGyQTbLcTE/zgwYMajYZNFf4gwUXBny4WcfwedjkaQY/ZHAyqNplMVxphcB6wm7ffwVh3Z4gbmStffaZgfyL7RCKRLVu20P5Op3P16tXEYis4syRJ1113HY07C158sra2tmEqGAqFvjkaY7sx1TBWE4cuTagQnZOlJZLrpT2Lv385UkajVQHYJ789n8/X/NOXHDJxh0vQ61SLlxdjdnPuSfdfkOTbuXxNW1vbBPBeqascEEVx27ZtbW1t1DJer/fhhx/OrTsJQm9vb0tLC1uiLDg/Ud+N/UeJWc2KPOB3WcrYuXMnqaS5XC5y7azdfvOb33z4wx+GLOv2qWuVf3vcV1VVRcHYQw89RA8oTHkBZLPZU7H0ErXiKn3JmUTmvrNj+/JXOdx6M1WPNZvN/f39+08Ps+qBxdbmO35OqwViCoXia+dCdXV1p0+fJklpVgUFs+kt3d3dTNGDxUhkrB1W7n/LBQMdTrzC559/Xq/XJxIJZ74e8WZu+rtQstU5ysCiliehLrfbvZmbVigU8iUaxnj3eDzUMizPl4yi3NOnT996662s2ScnJ5955pk9e/ZAVhyTTvU/UxM4PQHg1BcPbP7xc5s2baKYmbhIra2tTqdzz549Ho9n1apVAHp6euiHvEaeHI8uwLyKqeOXsIJ6Z38ot7pxykudqjQ0XsphqsxaGhpPJlMqlfIV520XS0iftyvEGImYfcj8+g4zQFWnD1ib5L1keOU6qoiclbIKTsFXL6JcTpfLJQgC1qxvd46zUCpX267uGtPXb+BKdAkAyYggCFT4FfnRm5WlLh4bOY7TTAXS5QtJdQFAMBhkyHtxB2b+LldnHFBOjtDkybT3NafT2SFDMWhp5MHm2i3hv36eAIO5nAUDPs7my3fSv9s/cilMwZ6vdWs2mwlsmxHKwuGwrbdHbXMA6OvroyxIAF6vV/XJe+7Z7YK1CYCQdxaPuP1hpdVsNv9CYwMw7PaHRc1nhIScAXeZHzXVhSfzeDz79u3b9PN9ABy+XvrT+4uuBZXe/qvPYvgEc9xOp3P79u2BQEClUpWUlBgMBhZjs4GRAjAACoWCpecwo5Fw+/btyCc60fYC3038vqGhIbVaTXEXDem0NkP7LHr/Xcj8xeeAH/SHADSc2Cd3FgesTaR0Tp70TaXVu/2Buvu2UUpvOp0WRXHE7wdgNBoJOAOg0+lINoQRn5F3FgB27NhBKJ78nnt7e8lZsNQtAO3jZ0iEUalUmkymmZkZh8NBkeHOnTtnZmaeeuqpDz74IPb6M9lPfJ7yeqiVltTUEID44Ymzd9xxR+f4GaJ1MEkTIiQSUrlq1aqenh7dnfdmMhljNDyhrwDHEaZMJ9z4q7P0g8HTl+MsmCCJfBLyn7eC2gUYP3PA2iT3vGypDMA8WneFmFyaTQ51sckwTebbTfWufS4Arnxw8fjTjwHQjkxO1VgARCvLa/71pfYtW1wul2lF1bRZ4DgoAL1CScmbdInOzs54PK7T6aLRKGl70Xb6/KnuDSMQyFMOaUi5zpVLZpeDHcFgUFVuBLCmtrDqG0EzBVzvi+F37HNoY3mqspa5vmLhexMjBM9drDHZl15sdrv98MJyJUDA4oQRjyZHKysrBwcH1Wr1k+rEPWIuQ5bNjW/rednn88EIHjx9szabLRgMxlXKFLIAeJ4Ph8P3h3uBC8Q6SLhaUg9y6QiyCknKcLRNygCSkgdgCEyxdQjWtubVK0wm07HwBACFBI7jMtmsxCFiW2ANTP9Yk34rTxQ4yodFUYyeH0/WWKX6GuXoJIBHq1Y8FB5EHkyUpGQ6nTZ0vlZSXs4G9gLXT85CrkJOncFmswV7ewFcs/c4gKGhoditTpwfh0ajVCpH71xX1rX72JqrACSTSVJXl9MhR0dHR0dHu491P/zww5DPNJz18huw2+00npOD9ng8xAlobm52u92Dg4P19fV1dXWJRIKV57ov7yyoMgi5VI1GI4+1yVkAeKk6NyAfW3NVe576wJxFIpGglRin07lx48YnnnhiYGCAfQI0dNse+8dsNlteXv4sUOP10s0nEgmVSiV3FgAoKqGYglh+mB1cXMLm9Bf/xXLbc9KMqBkfu4Iji3nAbt4u1+RujCRjPPmC2QXSP3KyEgCDweByuWhS2NXVxWh38nxDOi2tmD2gTcr1XwFEIpH9+/dT1kxxgQu5qBwtyMg5d+zmC6aSdM9nzpyxWCxbt25ta2sr5hQQitHZ2YnqZYc7O4k/RTt0d3czqkJHR0eBbp1q8fJLs37YtZyziwPU1NSw8qzIl4cnK3LoYI9WcM6CJ6U6pFTy4s3Gaykbs6uriwGaAFwu10MVKlEUhSmvKKS/HVHQK3Y6nZs2bWKkif7+/sbGxkgkwtRSAZz72hfY77KysmXL9MhDZkzT2rw/Qocnk8njSfA8/8iUlBcnyS2juWDwTIxhYgzQWyx6yKY78ibaOOVNyUQxeJ5nRO4CgM/tdhPUuHnzZjYjoXTUgrYKPfy1lT5fMBjciCC5+qGhoZKSkm1m3mTIwqB61uXazE3DqikrK9uqFp/S21nurXwaJ4riwMDATEO50WhkiTn0VxJyotALQCQSoUQkp0yKsWBW97Of/Qyzy2v29va2t7d7vd6J0wcqKiooJnR/4VOAQX4GZ74CI/Jz38bGRnZaulwxP/RPzlNjbyT3Us6fouksQXU2m42FegRV/1lI8s0bcxbK/v6yfIoTGUvuqK2tpWxKBafgFBwJw/n9/mQySU6h64Uu+TnDa9bPDA+r7MsBKDgupNGnyzURzykAVKaGForI9bCjJLVGiom8VuCSCbPZDClBa8gAoi88EZCt8ZK83dnpWIm1icTF7HZ7IpFQq9WxWKyyspLYyjeMn0F+CCUAjnqsz+f7nAw4+0F/6CO9c1BQ6ZDFRu2xoEiAyGKjtphHVuAs2FWsUmJGKAPw4Ymz7slJyHSfKysrPyMk0Nj2puw8B6xNrk2bnE6nz9rkcDjcY0HMFhhixsTI6+rqDlib+r73vwq8PFvuamxs/M1vfsPm/VSOA0CvzUEaasL09PT0NF2l1+bYunUrEwQgPl0BQZ6JTqxevfr48eNL//6fqShQMpmkZmGZufSO6lauA+B54QmaYBSz72mRiTC7dDqtUqkSiYR8xZEFb6Io7tixw+e4INw+ct3H2BUPWJvipZaz07HFRi1TtiWjAkeZTEb45Us0IxL/soLn+bKyMgAKhSKavxB5tK6urrKyMpKC7erqIpp2QZ7vrl27qA83fPVhAEqlEkgxgaQcg0OW7vzMM88QHGmxWAKvP6O3WKg6PJzOY8eOKV5/Zu3ata+mja++uCemtGLNejtyCeDUbnq9PhaLsVVPypkKa40cJAUAcGI6KygVrDqKmM6yTlsla/DLWbCRV2X5va3AWbAtdPL8wHIG887iz8rYaEBDSiGQ/Tf3m7oejdoWaFJp3jsCYPyum7u6uqY33T6RjnJUqJTjYvFYyljyUHiQKkIA6Ovri958PZUmGOTSaxyO/U++gjzJd/v27eQsSGKSDinO6eno6CByMcmBvbLGWC8paRwoEN2nb4pEVFC0QsyMjSGdMllqiiyo3KfNZrsEVHdpywlBGKKxWCyKLACTTlepNQGQMxPJKLh4KDzIbilXZcLnAzBuNfGZTAbgOC6bzR4Ug6uEnBPnAAkSAE82wfO8AYpUKikp+QyXU7bLcihJZZa/c+Tc7avbBsO//vWvDygUHMfRqDs4OAhzLjFI4BQRZCVAmUoDUCqVd7331pdoxQ6gUiFISKI4s3zvcQBde4/j9tVms9lhs/X29o6Pj5f85EWoVDMzMyaTST4QMUo4G+qpYsm02TzIpdfUNvh8PqoUQdhZTU0NLUNxHEeFv1nUqVaraQTeNK18cnDQbM5VYP/0SAKy0U9+dbmUBE3mJUkiFbxEIuFyuRKJhF6v/+hHP4r8oj7dJ5PxBUDOAkBtba1GoykQnpqcnOy5ehZN0uVy+XbutD32jwC+CrNnNGhftYoV0iWjoZ4ezeVyPc6H6XEmJiYqKircbrfb7fb7/SwqkTMGkPfXBw8eJNjuMu2/GJiTX7fYWZCxV0afzJXsLOYBu3m7LLuENEPx2lFBd6fSbCwGQL5AD7lkcpl2u31gYCCbzZpMpmSlFoDZbKYx+lvAv1gsp06dolHsu9V6+I4vUkQAHG69WQ54sesW3BKT3SmG1emcbrebPFbxh3qZ40vZ1u/PWWviEnbpQYE8R/H2ApyFHoqtb2zevFm+J9O5c7vdbvD0i0R57Pn6icQraXjjOSbyIknSI1rpy7KqsIIgLP6PF0n2dWdv1eDg4D8YsplMZqdwYa7OVEXa2+9xuXIq4MQjc7lcHTtfev1jNwCghNn7B4MGg4HhcSwcxez4DTLWA5nT6cQbXgBGo9FoNI6NjdEbpOkOxfzfs5kEQYUpr0kyPe0BtYy8yL28/amJGmRTrhec5jtdJyKRyEMVKqVSQ21yh/9URW0uijYajRuD3oHZFZDffvvtH9ot2yZS6XQ6k8mEQiGe51Op1IIFCygnl45Vq9Vy1RV2G0RNx8VXYonDT7/r6upw+sDExASbdXlkav379u3r7Oz0eDzLly+n1ABKxZWfraWl5bd21wIppUvYnNlzc9ol+O1zLruxl5KKX5A4JD3KebtijdElUIShz2kdHR3o7AwKVkxPxEstJSUl2WEvAL56UUlWAhD3fhAIBOru2+aJRpVKpVqtFgBuoS0TneF1+qwkgYNKrVr0/rvpvHilwWAwGAw6nc7tdjudTlLiVyMLrbYsMQ2qU9HRsWnTphw/If/5uFyu8Jr18XPnCWOKafQHrE03jJ8hoRlud9f0re0ATCaTzWYr0HqrOvw2GxAvVsChwAiEKs4xnKOJZIfc4/MBiMVi1SbTZ4QETHVut9vh6+21OWhMYDmAcvpFMBg0AaIoZjKZwcFBbXkl+5PJZHo+HNbl/+t2uw2fvS+sNQ7EpmPBoO7Oez0vPEGDDK3t0wocAFJJ6+3tZRTgcDisVCpjpgoA4ZHhaDRKYQ+ABQsWQFb5lE7IBi4WFNEqUSAQuOqb30+n06e++0COE/HVz9MOLpeLX98hBIMkYqVWqwOBgHz9iTkUQr6IOTg0NES86draWlEUHQ7HO++8U3ffNkEQxkot+plQbn7j91OlV7kNr1wXn46J6ayUzZ6ajCwrN9DQtGXLlu3bH6I5jMFgSFos7e3tLyWE2oqKkEY/DZQlZkx7X7tltrMYGBjQ6XRmszkQCAiC0NfXl0gkJicnb7vtto6ODq/XS/4ikUgs3vJtyggGcMDaRBfNZDLk8T0ej5wUecp+PezXh0KhdDqNnpfPnz8vH71fTeceilA/ubOALB/Z6XROTEwMXbI3EsTMfpMGJYqchdwvPMm+lOZawtHwh3YWl1BvmLcr2VhwcWlnQby8NbUN702MTKfChIabTKba2vG9ExPaWCxeXQFAkiQpm00ls+c1iq6WmtJgRBAErcuVSCQ058fVanVtbU5NlSEjAwMD4bvbZnj+VeAXE2f/qSKnG3wxIgLdav3qFWzSGwwGO/PlDigV8ZrJSeST8Y8cOVLQOSnVzvH0Y5id8Ftgv1/9Tfm1vvni44TWAYjHEyhanZmTB0BonWlyOmMyAVAjm+AV2XzV71J1CQCnybpvOqeowEs5NrRCwaXTGYlXgCP6HUewHWVoTnzOEV1WGQ6Ha17uoQMnjCVIpxJKHhKi0ZhCkhSSJMmKLVBiJlWMQVGJ5xtPDB9dbfb5fMKTr1REIhGO4zjOZDLJFWZY3Md6VyAQIKa8zWazAXv9A/VQAni0asUTTzxRU1PT3Ny8F1OUsqPVajOZzBe/+MV/mvERB5mK3Xk8no8AgL+0tLSurg6zwwt5cEGsdtpO90BxCq2+u1wujUZDQRw9HdMrRx5qHB0dNZvNMzMzCoVibGzs/fffd7vd9957b0defHZycpLn+Xg8Togq0dJv63mZMo7/RQzCbv5EPlTv6OhgMQitCdFjMoYBAKICSJLEyKeQkUw9Hs+GDblc0fvvv5+tel6mzRlZXH4QMaddprNgf71iIblL2zxgN2+XZXJdfPrsiSsUj8cDgYAnX3Adee8rx1nY2pHf72eTcnb4vy6pVEhTuvOn7lhe87fHc8s7giCwal//ktEDoPKj319UlkqlSOZZTg0owHTkcpgNbzy3QBSj0ei/cqXsr3R7cgiyu7u7AAtjYScbWRjoI1cCmtP+M2Ql4qjTtUgq7qGHHirYh41uZ86cYYVBV61aVZCo29vbW1dX19HRQdUnALzxxhv0RPKM5s7OzpUXqYZDFLkFLz4ZSCbT6bRSqXwwGR2p1NMA/aVs6Nezq17U1ta+6nKxmZDFYvmKIoIcCwzfHI1FIhGq32qxWOTBFWRLNxTCFegbsn0WiKIgCNPT04sXL66srNz3/Z+SX+zu7rZard8Q0uRWzWbz9PQ0DBcOLD4bAzT7+vpYKXfymgaDgZgdtEU+UaA0gY/I5JwCgcBPltckEontdaWiqPrWNPf3uhTRLuToEosbaa65bNkyasaOjo5t27bRxsnJSTnqSncViUQmJyf7+/vlE5FMJhOLxXie12q11FbyhEGGYFqtVgAPP/zwjh07qKsQMb4YYqZE8gKE1DW7cNjF/Nzl+L/Ozk5vXtX+t+5ccIdEWX11Pgb7c7ACZxEIBGi0b0inaa4sCALJ7TNCFqxNZiCk0ZdI0pq+fQAOHjyY2PBlAHHvB8lk0tLx9Wg0ms1m1bZGnudTWoGPidlsNhsVFToBQPMC82B+6DAYDFSrOpFIlJWV/R9DnRYoS8wAiJdabAvMDzbXAhdKGNEt2O32N5VWceU6hbFCUaKLxaJarZYyc8lZkNYMt7srAjw4GwHH7CnjAWtTSKO3mUy0/K7VahHB720E5zHaXWdn5w15QFC350W0tQFobm4eGhpy+HpnrdkAj7j9cjpYIpE4ePBg1FBXVlaWTqWVqgszwKUfHETeWRg+ex9tDGuN6lgMgO7Oe6MvPOHxeOSLKwCeeeYZJoHk8XgswaAoioqFdZxSzXEcZ6lWZtKxwbM0TDWc2EfxISUqytPfmMug8aerq4sKxWaz2WXfeBS7niZ8kDWyXNsbeaYzihhe5L8obP7ID7pMJhOT7Tt48GDTA9+NxWKiKGrKFybKrJrQOIBEmTUYGC4oD3d2OpZOpTVAHIhLOX+Rea2Tug5VRKG5zQFrkxAMIt/fbDbbg/n0JUb0II1RALW1tcFgkPoq+Xpm5CyiPK9QKNRqtcFgyGQyDzbXPgL09fWpVKqd8zVcAAAgAElEQVTGk79CWRnyY+/Yqr9CvuJHLBYTV/1V4N++Q16PyCOpVEqSpKy1OpJMKYElX//ODeNnqD31er1er5c7i87Ozl+VNUKCRsoSyimms4uNWiIYnp2OZTIZKZudFhO+qQsZD7T4J3+KOf3CZQZLl+ksLsbpm1MkZN6uBNu1dgPLim0bDNN3wbB7BiK8/fbb8kUCAD6fLxgMxsqNKpUaiFM26KpVq/YmR3meFwaHE9XWtJrPSpJ6aCxRbeU4LmIpRWBK/NwtSBSW32GXC9/dlkqlUqkUz/PNzc2Ph8MMRLt0X6X5m/bfXlrU0ID2epfLdXT1Csohfe/DTdf/5qJMUuqZ9+ECVMfW16nD35cxEcmOtRhkqcSjf33fbT0vk8Ld6F/fd4k7vL5i4V5/Lqsjg8zJWHi51mQ0GuPx+D2ipiCB8b0XfwOdihh5OigChpJANlEejhqBeFXFTDbDzunz+U5ySQ6clE+KpVKqFdNxAENaRt+TJHAqlRppAHC5XDShHb/rZss7R4LBIB8KqdVqKRpN1ixYkMiKohixlEKSABSsmrAZeNtgmMG6TqfTmYHL5dqfH1Tj8TgRmeXBhTzQI6cjCgLyeGi9pKTX3dXVRVdxu92/3LqV8m3Jg094vTf1j/yqpZ7e+Fdh9iDngPr7+9kYJe8tLLggUjl5IvIRVLaC7Umei4kb0EZKRwMQCAQqKytHRkasVmswGPT7/el0mopUsBl1c3Mzjrn3XlOXSCSMRqPBYHAsNO/Mq5YT8lhWVtbb21usW/Wrlnqe5zmOE0gIslQrSVJJRnrGjI9/EKyrqysIxPR6PZVvIq4fxcIUWTQ2Ns6ZScoQefl5/hjOAkBdXd1/XpbnirV5wG7efrvJk/CRF4ljyp3IQ+/ywZEyLukoBthBlt9HcMaPl1Vns1mq4y4IwurVq4eHh/8lg8fzygIA7KUGj8fT0NDAZrRX6UsghjPTweJvnoyFYQ1vPMcqSX2Vn/kX2QpewWSuoqKiOLeUnYpQJ5vNhvOnBj5+1xGZmB2zywTpCIOQgxHyA+vq6tjQc8cdd9A+c+7Z0dFx5MiR+vp6Wk5RKpUkDsr0xbu7u8mR5CSf3G4ABfqyxUaBUDQaZW/W4/EIFUIymaSlm2yWp+UpKmlEqgqkQEc/2JBMwQmTe/D7/d+q1H4TYCJrxZAoZGmwznyBBfkO+/fvf2V4+Mmr67LZ7NGjR1+vdzhl2QSNjY1Cf7iiooKd7VOjfU/w5kAgQHUML1YpdXp6emxsrLh2UjKZpCQ+Et5iURzV7qCsJQDfqtQmk0mO41KpVGVl5fkzx76UyRgMhquuargNoManAGzr1q2k6UuNwxb9JEkqJlR+9rOf1el0H/vYxwrSwL1e73K12mg0TkxMAHilaimGhuQoCWsQ0q1oaWmhpiaobk57tXoZzrmIdElFky/NrftdVWbpttkzXj5mJ//vf3IVbt7+K03uLEjQIND5PeQTITvT4wesTYyhoLHZAShHfCaTae+S1drwRPTGOgWvmD57UqlUEsMom80aPrSMTs4lEzzPK7RCNiam+081O50PNtd25of91tbW/fv3UwoJjXh0IbknImOCAACm7/xKPBbjSy3Q5JaCYrEYJedSugTTHdPr9QX9UL7qwK/vAKDVas9Ox9JpRbUyu/DQf+DyOjyKam4y8l1Bqiyl/jHW+h133HGJc8ZLLQuk5MJD/9GXTgPQ7XkxdONflwHTOpMxGg5L5tHR0ZTXS5PdgRWrQWvsWqOCU6TLF0Kcm/nCXDy5dYvFQq8yo1JLkiRJUiqV4hQcLUWM/Nt3+uvru7u7H3744Z8Mx/n1OQZi+/gZOWaaO2HH1xl7Tq1WfyqP1hU4C9ITDAaDn5JlDzEjjbxTp04BuPofHxscHDSbzc+bTNQCjY2NA4JAYqPjJdqsJCXKrNlslh8bEmMxzNVbAJRwmBFnTv/z3wuCQI/c2tpK5dGZscRV8hed+RITVLKWldoQRfEjH/nI66+/TsWCampqCu5/69atz4saxi5hJYa2vvKk2+2mBUM5AaempubkyZMUYWJ2IaNbb731haiULFvAZTIA0uULM68+QRdjhTgSiYTf739Tae3t7BRF8VrxfcoONhm1mE0FjcViEhSZmAhgnNcoJ0dukb0U1mPlEDN+xxH7yJEj5Czcbvdtt912iT0v57TzzuJKM6bmTsuETMqD1pJZVXEAe1ZUOZ5+7L6MyZcX0Y/FYtkSdcpYYgLuETUTExPCQoEm+Zrz45lKs9I3ms5mJa0GHJfOV3HJ1FVlMpkEMKpTjU6MXP+5W3p7exd5PFu2bPnquaMAeJ5XqVSjo6MAXIdOoGi6KE+xnN50O/Gkkslk8u62wMs9XV1d525fbQYov5Jhdnq9nqmM0RkcTz9G6S7BYFBeuZUwOyarel/G1F0/S/ae/SbkjrJlSQTwEk1dL+XC/FgiVVlmeszmKEZV5KqCWq02nojFAQUASJMmXXk4mkymMpwEoCnN9/X1ndcodDwfyXP3shwMganrf3PmnVuvSyp5XJC34wBEkSXWoSAI2WxWnmVSVlZGblo9NCb8fJ94182fe8/7wocbSLR007SS8CAmRwjAhVyaM+OLIV/hMHx3m1qtbq9aAZmzYMEgY67Z7fbp/BBNbwEmU1dXF3kKElT90Y9+1OZ0UpBF6SmNjY2aE0O0nkSrYkym5lct9TTUd+ffBYsQu7u733jjDXIWAFpbW0+fPk2OA/nYh4FZbH7LnAVZIBAoKSlpaWnx+XwulyuTyZDAztDQEAvoiJPxN709oih+whP0IDhtNwOIxWJEl+vtnQUf33XXXbt37357WWU2maSXMmEsSSErSZJCoZDSaQBms9nr9TpnF29kxdb9fv+OHTtIwI5IgphL251ehDzekWdWXSyn7fdzFqAa97/XaH8xRakryuYBu3n7fYxxjGkYojhfns3HqrY5nU6Hw0FDntVq9fv9NFQR04p21ul0giCYzeYtqfgzDofdbk87nWUtLQDKAPKZ5NdL1LGlJXwikdBoNGq16iuKSPE339HR4f7Cp1YqEAwGa1Kx47P1GjweDxsvWHkKyBZw5Gxk+kHi96Wh8VQ8MjMjpvr6SBXuYsoUlzAGvY1/7mZWlSL08NdQvYzt8zudtrGxsa+vj35AVmCObt7r9RIyUldXNzQ0NDk5WV5eTpU3GypUoii+Wr0s5yfyJU0BlJWV/eNYXKnMvT4aZAkWpMgZeVI3Lcv/3d/9XXt7+w+zBmo1RvUieiMTZyWMLxIZb2hocMqqcRWY/G329PQA0Gg0zLFRtHPP+14AVVVVrfXA7OTfWCzGGHZGo7FTtzAyMEDcNI/Hs3TpUpb4wy7k9XqfiKm/lBUzmUwmk/lq/0RNTU1FRYWQDaVSKQbSPVtatzHodTgcPp/vcOvNhKtSZ1bFRmOxmFKpVCqVwWCwuro6Go1GIpGhoaHt27e3trbedtttcgFEz2zguKOjg/kbURRJURHAokWLCoSW6BNra2sD2s54vT09PWfOnBHc7lAoJC+iUqArIUcT5G0+Cw7r7GSfs8ViIcyu+O3IT+hyuXbt2rV161Y52/Ri3k6Ocbvd7t/j27n0+eftCrFiVos8IYX5CwDhNVbaIZlMKlIpTsFZzeZYLKY25oZrSZKMV63MRsV0/2nkBx8Fp1DySqPJqJwYEacCfxH0+BxrmboZg888Ho9OpwMwNDT08RP7SIyMlYOQ3x7D7IhMJ2UlLhHjBIMEzLkbZAvF8oks44nQfxcbtX19fXGDWffuzwE4HHOEScwuVvy0IFWWMDs5bH053xHTHRtYsXoJQP5Ct+dFx6pVOX/hg25igu1P2TEAFJxCpVYBUNmXxmIx3Z331tbWYrYA2ec//3kapYnX4HK9HRaETGUdgIw4o1AopKxk2vuax+NRKpV+v9/v99+z28WIzDS6ysOqXEzrcLhcrnQ6rdPpamtrXa91FkhKufa+NrxyHTkXwi7pNjB7lGPqcuS/Qhp9nFOnU2l+xeqGE/tEUVQoFFR6ValUZlMJAOFweOTfvmOxWN4B7Hb7JsDpdC5eue7UZA5oy5w/R7rgxM47d+7ctddeC2Bqaqq9vX14trzdg821nYdzvy0WS3Nz8549e3w+3+It31ar1ccTibIyF1HYjh8/Tj+Ql7J9XtSMceqo1qgURSIAzqzd8IjbL3cWu3btImDx60uWbN5zlLw/hcRM1ffIkSNer/dOXfwZgGjy2Uw2vGZ9oPN7drtdo9FMTk6uWrWq1+Ywm80+n89nbbpq8AgAW2+P0+lEepx1Xeqo9+z2DWd5AFJWSmVToc7vIe8s5D2WuitzFi6X60tf+hLy2t645GAu13AoYHnjstlz887iyjc5HCAfYwEEAoGTN7VAFAE8IPoBCIIQCoWkkgpFPLm4xODJJh6u4O+dwKdHEjuN6kwmIwiC6TtPTW78eKo2l++vTKYnjCUqs6FicjpYqtNqtaFErEyjBSHyDkfH2g0PPHKC5/noAnOG588rFT+UrHBWFt8qZB1PzvAtEDlBHkYPBoPl5eUFzqK73kR/IqY5U8djbCkArBjo79R950Tudq3dQIm3ALRabXE9WXnlWQBU5oK28DyfyaQJs7NnFD6lJEmSl88uBKoT2QEdB4ADB4DLZsPlhmNrrlqs1AE4ISWy9AeA4zidxA1yaXner1qtZmVMy8rKAoEAOfdkMnl09Qqt3w+Oi8Vi7757pLOzk6mcs0l7gbPo6Oh4YPjElNnA87xCq31ocpABfPJ8WKfTSQhsZ2fnoUyQrkiYKZz1yGdxxeNxFpmStiAV5ejv76dIBMCOHTs+85nPWCyWd955Z2jDWrUo0tukzGh6xbRwovrNbxKJRCQSCYVCgUDg9OnTra2tFouFnIV8HCsY5WjCz6R4y8rKDh06xHGczWaLRqPkLFpbWwmzo3ihpaXlHpfL45lbXoNcA83Dr7rqKrpislrLOrBKpTZqtel0KpPJQKOGmHxSSNwjauTp6gWidfJB+GIBHbNi9fmLoXXkLOi5LsdZQCYhtWvXrks4i0uf5Mr3F/OA3bxdlhUnnDMRTdpSrETDrKWlhaZfbD5KR01NTQFQKBQ0d7fZbEedt3zeZOI4DnNB9Xa7vRtYOn4KAGErzGvKjUAxQpQyfC7sUqvVgiBgIiVHFZnMJKNxsblCV1fXQxUqANsmUqhQ0UZCggDc0n/0zcZrL1EoVm6UDdr805cYWhcOh1WpdOqkW7e8mbXnbz1P8WOWh8ObgJ1LltCWS/Cn2PlX7n+rNDQOYKFOm0xKwpR3AM4c6JmPdZPJ5J2OlLx03baJ1JcBhUKh0+nGdEJtfnlKFEVAjSJqA/LD90de/SU9tc/n042dX6JWPHv9kmdL69g+BUcR7Y4Cb6oXAYDwWTphAZeBGb2I3t7eZ4eGNk55KQ483Hpzb1cXCVpd7KitW7dSf/v7oQit9VVWVgqCUFJS0omFPM8/Yat6tXoZACcwAOcA0LH1+4c7O5F3Es3NzcrDE4QOANDpdDVaI4ChoaGxsTGqD0g3z3oL+1hYb2T+pqmpCXmCd09PDwkhEymV0r4oAGOP0NTUZDab3333XfnZNBrN7t27ScBu8+bNP/rRjwDo9Xr2bRb3W5fLVfzl4uI+1e12cxxnMBieeuopANdccw2bEMz5UdAgwBSX5sTZi4+atz87K36PcvEBVqrI4/HoVoryUCdz/hxqa7VaLZWzqaioGM4CAKfg9I1L37vn1lQqddU3v1++zAFgsVGbLKn5RHZCqVzgRKKg17ErTnz4E7FYbGTRIsZ4mhMac7lcwyvX8Zm0lJU4BQdAEY+ppwKiKFbV1so18pm/KFh2Zr89Ho9VowcQn46JBrMQmcNDFVOQmBXPLBlhCrKCgOyvcnyk+GyPuP0MrTufVlRXVuIElixZgktSXJ+81ZlLVZYSIajKEjPxUktZYiYoCFTel/TIyHtms9nrr7/+12a72Ww+AITXWEVRhBgBoFAoOAVXpchkZMJPAIhqQdeiE1ILMz5LZ2dnr9JaIESAorW0T2lEjJ/puNWJ5pyzGB8fp6ROtqdKpSLMDkC6fKEqr460eMmSqoj3pEIBQKVWpajMQlaiDsnyW5nMdv3KdcvKDVQQMJVKaTQa25e3AtBoNCUlJSW/fCl5811mYLilperw277ZhUoLrL6+3vi5zQD46kU6QP///ljx028V5MPW1dW9qbSaTDABYSnpyafr8jyP2fq2zc3N5CzeffddNF4nCALVaUm/+lPMlkPt6elR33CLWq0WRTERiykFgYXBL7zwgsfjEcs/lCqvnOY0AHrsTu2z22meJk+yZm8tFgoR9qdWq5nf6ejomFONkZxFIpF4/vnnfY61akOdWq12+HovPYNizmLOvjrvL/7bWEFwUaA4FrGUxpR8qoQ3Tk4LT74S2rAWgCEwdXYhT8VP/32h5tMjiXWnRumQAaD82TeGv3G3Ip7geaVSyatUaudC27R+uoHnAZyMhQtuoG0w/MKHGxTZXLDAqlVcrI95PB6x3kTpF6IolpWV0ZeyzVT/OC6cfJupHs76AmdBWb30WxTFx83h+zImOVqHufR55jT5wkBO4O+1TgCP2RzIz/Fu63nZZrPNmTwrZ9WRTSXjDK0z8Mp4KsPzSkskPqpT8TxfL+Vq0awfSfz7Qg07iuM4hUKhUijD5WqzBJvNNugfiCCXrWIp0QGIxWK++//J8f+z967hbZVX2vCts7aO1vYhPkqxLUxCAhY4JRi1SYYCk5ImhgAdSmEMNrwzTEloE0rbt0MYMu10BlI6NKXMTOuAXzqQQhpwaDJMCC7JVJhATGzIGdmODj7qZMk6a0v6fizrYUc2KfS9ru/7CllXrlyytLX3o3141rPuda97PfvEMNJx6JVCdpM8YAxEAIRCIblcbnymp7yhIWYyUUExCgATU07AufO/OOPe0dGRuLqBBpTJpP0G9VzXzBQVOjs7bTbbvQ7H4aOFE16A4RhOx1wGRJEFTdF0c3Z0dHAcNzAwMDMzwwAv8laPhkd49yxHYWJiInJdS/WLB+gXSSSSJUuWCIKg0+kqKyuZ7tt5cK76+npS5gFAoQS1+/N6vfE4tTKCxWJhfRI2btzIpmuDwfCOf/ziyspIJHLlW6diwNVXXw3A5XL97am3EolEZGm1skBjLzpuOpUGcG9MhXM5Lna7vbe3lxHlWGTBvmi329l9xeBjp9PJorDW1tbzQ3uDg4M6nS4YDA4PD3/3u99dtGhRU1MT5ki0i43gBfIXn21nIf3/egAX7M/A5hVx3LFjR3t7+6FDh+Z2t2RFH8y2bt1K8x1rTDM2NlZSUrLxwykiPwNwu93vvvvux42BPeGjSu0Ep/cqOK+CAxCLxfr7+/v7+4mdS2MT14kQVKfVaofX3L69acED0hmikhXJ3uFc9sSjBZDuIS5dm0kQyFXUUO+To3XiFxSAZTLpTCY9MjLidrvdbvenFVsRq491xMba2toY1YLcht1uZ3yuuSqbHMdlZyISiaRBIizre41x68Sb7dixg163t7e3t7c/4s/8XFKyu+aS50osR1pXU0DyWEIJEU5URIJgr0+fPq33T+Ry2ROJTCaTuXPahTkCw4yXJ35H3NvUbrdv27YtmUzq9XqFQkEyVRB5cabt+lyJ5cmcfsOZSRobdRZm3DE6NEuUlZWV6XQ6iURC3poJzS5evJjoeB9X6WyxWFjNztjNHXSPKZXKf47JyYFRE3QAfX197IhkGzdubG5ubm5u1mq1NOatW7fSOzzPs1KsI0eOHDx40Ol0UlKOZCIZWkeeied5qkouOqV1dXXRaDQajS5evJgIsK+//jp9pNVq6X7rL1hbW5vdbm9tbaUid6vVStm/jxOVoB9OuhVqtRrAyZMn5z1LRWcMwA1D7/3JrPUL9mdh7OJSbrOrq2teZxHf+Qsw6u64ixLUyZJyuUI+oymZVBk4jssn49nRs9OnPwCg1+vP/uwfznznTnlg3O12lzpe/U2CeyH2UeTwj4Me+kd/Op1OhUKxsIDWAeBe/w3d8B2vHLr3Vce9rzpoe+o3CoDQOrlMXpFP3SBM3aqKsaaT55mixY92eed3xB81HDtUtHERBUn8kfgQ9JowuGDBqo/sZz7uT7O2tjZyFkXur0h6/Jdr7VdNnbpq6tRXPEd+uda+IJ/OZrNGo7Gowy/bic1mo0CL5/m6urr4v34fEx4u4ldP+3BuZRm7+mxXRT1Dt2zZ4nK5ws89GX7uSarloYYG4pM8r7PYtGkToXU0L/X19VElkUKhkMlkFPZk0hnmxMeWXW88+LLx4MuZdEY+OlyRmJYHxrUzwfd/uGl4eJhlImlSrT6yv/rI/mAwKJfLK995reSvvwVAKpUKgiCVSnNf/WuSgQuHw4Q/sn9shMxZLF++XKvVqsxWuUwukUgkEkny+tvIl1EnriJnYTQa5XI5NVmidxQ33yv920f039hQ+b++R/XLZLEXnvJ1Pb7w/TeF3b8i5S+bzSYWxiK0jhRIqD6djJyFIAiRcETICkJWEGSK2Dc2Ra+5hZzFPw56Hjx0jP7RrUJlzkpzIwNVP25KF+uRj7Zch0IL2gGzzeFwzKsuAlHc9QnFEy7Yn6nNdRadnZ12u/3QoUMPPvigYK6Sy2WCkJVIpZFSw8zMTO2uXkMgQncdx3FyuYLjuGdLcna7nc0tyWRS4ZmQuydkrrGySNIYiKz5MHCeMdjtdm48UBFNLVJq+enZ21Wn09HN+bOf/YyCi3W9u9b17no0PHL8upYlr/fT08QaBRw6dAiiDhLnaSXBTJyQEN/n8zaCKDIxWsc4dGTEP6D3abMry6qKus0WEeuKzKTilnDGFlNFi6ni0ksvva7xnAZKNLwleSUAiUSSz+c1kNbn5VR7Gw6HzYJEl5fqIdNDSiyHlXUNAAbu2gRAK5EaDEYA4VLDI8b6W0cTSqVSuuku6tw6rxVN+Ayt6+/v37Jli9vtzmazQkagTxUKJVsJ2wu2XRamf/TDi9wH9T8kZ0ElsTQJi29OMbeD3qT7jRA0slgsxqa7YDCoVCrVajXP8yS8znGcwWCoqqqi4OLjfiwKzqK5uTkajVqt1rM3rjh744q+5RcdvNxCeXfSLOrr6+vr6yui5lEcceiKhQCuLKsyGo0/LGtqbm5maN2PE6MAQqEQ3b0mk4mCl5V1DRcrNHK5gtJChOJR2M5qWgGoVCqKLJ566qk//OEPTqdzYGCAIiytVtv5wUHaLBwOr3y5a8uWLQxynZmZEZc3nScEoHNYWVmJQnxB9nHO4k+u1/mzswsMuwv2iaxIqWfFihUs+WwvNI5hmMiPKrnf1dsY2RuFbDzbbGZmprq6GsD111//SF9fa+sldrud73vt2pNvl059KJFIArff93Ejea7Esn70BLk6Yhy4XC6iK9MERHVPVIDpzEp211xCAcOSO1YDoEJU8+iJrq4uBlQVdZslYxGFF+BNfMlsinsW4/4kPpXBahQxHmldvX70BP3JA0FjWSgUIg0dfEw9/1ypOxrhsnN7yS9saQlt3UxvHmldvXHjRspdk3hZR0cH809VyRlwXCYj0M/I5/NEzn+yo4OFVe3t7clkkqQHyJO1trZSUy3agEpoHQ5H+xo7uwHm5kzIsR2dSsG08ObEyUQum8sJkUhEoVBQped50iz9/f179uyRSCSlpaVWq3XXrl00EgB08xCuRIemH1h09sQgMvW4gIjaBtHNrFKprFZrWVlZf3+/TCZj7SYAMJF1Zgz97OrqEmvrDK+5nX7y2mtshw8f1ul0X/ziF1FYCsxtoMFuNqabQFLfrJ8yq/CyWq19fX2tra0/WWg6cd/trutuAWCxWFjnE6/X+2iZAtMulClioyd211xCLXoB1NXVmUwmr9crl8vj8fjo6GgRaYVVHtHFuv766++cdvHSGfS9Fho98XFgJdNxJ5/6CW396An3mBsct370RGjr5v+bxiwX7P/nxqIvAN3d3VTVwmYJRucs3/0r+fp7lEoliZHRhOZ2uyNcSR7IJFOJkTNE5CGxMHIfNwhTmJr6g+VyEwCAMLt9IvCLCGKEndHcK5RWSaSS6DW3kLPARcuz2axMJhucDHIcR84CAAFMNpuNdaUgK5oE5s427OkOA6ZUNKTSASgTEsNLVxBm90myO8zE9T5f16aeCgKAzT3gKLCeyVnMWzArfsftdidUs9lvjuOMBq7l3A2o8eg+AIVVL9OIYAPo7+8HZlFRv9+fSCQ6RM7i7rvv9vv9D787FAwGQ6FQKBQymUxWqxVHZqnQvyxsyXQSHAdfDqz/u5BSAQR5nsfUbBcIopkwyTYAQz99mMIJiIRv5ho5CwClpaWBQOCaa67Ztm0bfUT1ROvWrQubTIKay+dy8eHTPM/DYH64uY5+aunuX4RX3kRo49DQEAVsKPSRZEeJxWK22ACAkzqdwWCYnp7OZrMcx+Xz+Wx5NWaCmUxGTIfEfKkyMpvNNjgZzKQzarU6nU5rNJrKykqxb7Lb7W+LGkRyHGdewFPsTXesTqdLyGQL1bJ4PI54BAAlO8lZlJeX79ixY/fu3fR1cha0GNgnrwBwqyrmKLiVbdtmmXQl6yuzWQF5SDgun88LGUEml1FvE5b/JIUv48GXwytvMi26DADP81cVHge6IYnU2WTg2G8ZHBxMpVKVlZWj556H8ywAPnkd0wX7czdxcOFwOJizAICViwBks1mpRIJCYwHSzwlLBMxWvcghav8FoLy8XLNgAVOvfsRYn0wmQ6EQqRsv4YyMqrznmltooatdWi0ekk6nozEw4tu/Iihzh81mM8/zsVjs+HUtbSNhADt2/LToh6Crq/OaW8Qq2OIbeEPWuJ0HCkqXhOvRBlu2bCHm2kB4BL0j51emo0auAG4+eOrA0mo2VwSDwV9qcW9M1dHRgRVLIWo1y2pmi7h17/jHCc5TZfOEr6VkktMFjZlJw2UAACAASURBVDzx4Tg9R2+evu8H63p3BQcG/AY18RwnNAoAgpDxJsJVwA8j3GPpCdpbZV0dO65azUklkkgkLAjZfC7XvfN3x69rYYvSdO0Cdma0Wm37fMqkZOQs3nrrrUWLFtFVzuVzQkbI5/OCkC1ab7P2HXQeyFmwus6nn34ahS6IarWasuwkeCeOLIqGQQQCvV6P//yvxN/cmk6nY7HYktf7rVbrAa2WyWHn83mr1RqNRqmRq1qtDoVCtbW1oVCotLRUrMo6r7OwWCw99Ube7Q4Gg4IgBIyag5dbEosqtFpt+SuHAHhvueaAyWR79gmz2UwnubOzc13vLrjD7NL31BvbYCFlc7qfyU+RIMaS1/tL/mHjXdNSTAMwWRpntTu6uroc3nO0/wCIexUKgqDX6ycmJmQy2fDwMJ03Mtr/xMQEhQmlpaXXX389ChP+eebzzs7OjRs3arXa1JwWMee3eft+fPbsAmB3wT6dEYgzMzNDj6jP56MMhtPpnJmZ2WYpQTYImfLOaddzjnNS6w6H485ply8/La/kUMlt/HCKvC/r70ZWUlISDocb9j7P4nkKIVjbUIfDMfm1exv2Pv9y7RIA51D7AABHWlebR0+g0IINQH9/f+nzTysygkIhz5w5Pq7Wo4B5kS3re635Vy+Jd0JSZQBIJYcBZwrAwHC0gpY/WdFMEdq6OXPmuCYcyWazUM9GTbtrLlmPE8FgcM+qWwAs6X35uRKLvfV8lf9FuAZNnQ3TQTHZIbR1M0u4Let7rWs+KXQ6yRW/fm3qjtUAkMsCkkwmEytUpTFcL51OZzKZXbuKCfOUQmS7pY3pEq8fPbF7PpfW29srCILL5bq5WstxHPUwAmA1WymFxQL4HTt2MOiK6bzeMPSeXC6XHvWyoajVaoa+EXEM52JzYsUQR6FfLSV26FMWFDkcDuKyOZ3O6elpjuNkMhlRzFatWkV3msfjYbzLTy5/UFSb7CxYd3c3O4dsDEX7YT1DeJ7X6XRHjhxJp9PUbPf06SmDwVD2wr+9uKDp7rvvZgdd1vcaMYioGQhyH2nAj4yM0G71ej3lzdg5L6rCIHtAOgNRY41hUUaLIQ79/f12u722tvatt94aHR1Vq9Vr164lxzw3ACPgmKHMYurrBfvMGz2AtBRGQS2BOQt657L1SKfTwWDQZrNRD8qQSqfICYlEIpvLK82NcA8JgkDbW63W8s7vvM3zACJK7UKjkd5nARgVHMVisWrgBmGK4AYSKSM7oKmNN/KUrhA3mamrqwsGfQB+2762v7+/v38KhXt+7iz6cWid3W4fs9nAAA6D+eHmOnztWvqL9uMmBGS+B4GJxbAmTlTbS4Tbw4cPM02JT275cbdQWqVQKpoMXFETAHbGaDD/OOipPrIf5zLNyQg0DIVC6XQ6vvMXsFqZs8jlcr29vaEvtRG/OJ1Oh0Ih47kTJpOeoDfHll1fDwwMDPA8n325CwUXQGv0oaGhxYsX19XVvfvuuyaTqea+HygUCuPBlx2Fbh6ErDHmI3MWLPXFUh00DTY0NIwtux6xGM58IKtZKCmtQj7ldrvRXPeRszj4stPpJEWAhoYGVis611kAmJ6eTiQSJKQAQBCEilQUSmUmk6H1hmNOL6wiwPfh5ro7/2e2VHlBPo2yMtO5EeZLKS08nmRJOcFez32piTDoKYkK6QzHcRQJn01mTZnMW2VNmgMvNjQ0DA0Nkb9rb2/fsmWLzWajU0H+qKWlZWzZ9TeILvGDDz7ocDioQ0t5ebn/nx4wffeJXD4ngySXiEogYX2W3G430wMBEF55E4CK/GxM9XbFInR1jS27nuK0BYXnkd1va9aseeutt9xud/bS9IIFC4g4yfM8kBID2axC9gJU93kzpkw/PDycTCaZQn99Xn4GaQDqcT/TT7j22Nh7K3iiyhKra+Erh2C1UtmdXq8/e+OK8gJ/jef57QjnuFzfLfd9+OGHODd30tHRQfNtuNQAwJ+Jw6CmVqcAamtrqXxBPPF+NHWPhO12O2P9iG/deYEYdld/1IJ20ya223W9u7DqsnABOxOX3cz7FFA9aSwWO7C0GqJpHIVKxrk2LwLIROsSiYQxEPEb1BmFnOpZ94+NlCjVrM9sfV6OeIb90raRcNmxsQNLq4Ekz/OIZyY0iiWcEQA4IBZb/N/vplIpq9WKkXDHoQ673d4GvJ6bKUycAEC0LKZzjQJzkOf5DVkjO3UdHR0HllZjaTVNkTR9Ubccn8/X2NiofOl/Dt38RalMJpVK6PLNZRLQIU6fPn26Uvn1yQytE8bGZltYUMkOE89hnDLmiMWRBf1PYUhrayvdCQC60Q/g2mNj79pnL3Hr4Q+nAYVCEY/HCd665ZZb7HZ7d3f3J1RnYyMfkQhKYKZcaQxIeZ63Wq3Hr2tBOk20PvGKgs7huYJRRq1WOzAwYLPZNO5QOBzWaDS0QXt7O0bCMJmYs3C5XOvXr2ejchQ6dYhr1Wc1YUMholpDFIWJnQVTbxB7NzqfRQ8OWX9//6pVq9566610Oj06Onrbbbddfvnl89JB6Ostohj88+AsLgB2F+xTGJvFqH6QiV7RI63X66nagsi01FmVbbB+9ERM1LWA5sdAILBq1ao9e/Z8SxYNFgS8jEYjdeEUBzAo6IbS14fX3B51OBKJhNVqHRoampqaGhgYiEaj09PTDz74oGnLT0wMVwIkP/8RwRCZjKBQyEtCU9OmCjY28UzHnvnQ1s1FMRUDzkJbNxN4N3jPrcuAI62r6f2zm+9hcSNtPK7WlyQSiUS2KhlNVZuHCx/t7uqijNJ/8vU4187PPBKv+4PBII1wd80l4prWYDBYpPVDRnnLzs5ORdOSzPHBHCQA8vk8y26x09vX10ehLIE+Pp+PFvTzlmIN3nMrDaNh7/OmUOgHEwmSPGCHlsvlFovlyVTqAemMSqUyGAw0m7NtaDpmaF1HR0cgEPhmLtQgEaRS2ZTWWFlZ+Svf2NdjmlAolMvljEYjkRGKOqOLe846CgLwsViMbioyCoDFRAax+BQA0owbGBjYuHHjt7/9bfqIcq3z+gPx3uZuQOg2ncaZmRnKMok/BRAIBADs2bNn3bp1sVjs8OHDAPx+/+Dg4OLFi5PJpFQqZQXa1Bb25rGTP//5z++//37MYe4Eg0GU6Fn/eADl5eW0sKBWgCgQzlkDe6LQE/U9m83yPM94IucRmwgGg4FAQK1W0zpg69atzIPSBswfi3ns7guY3efG5nUWbJKhZA9taTKZJFUf3RXU/AFA0vWh2nIRAOx5FkAgEGhubk4XWiKgUuucSTUZjW63OxwOT0lU8sA4q1ESOwuFUpFJZySTXphM8Xh8ydC7Jy9aTm2j5bVKjuPMZjO19rtq6hSpobHv0qxCwJ/dfs4z/nELxHllvP6oMRI6zl3dbty4savQ4rkI33+4ue78GnbZl7tYXdbDBb1t8QbBYFAorQpNBgFk0pnSwrRZNKf19PTUAoHBwQWlpQtEikJswPGdv0ivv4c6uh77pwfH9Xo2IRcZDZhilaGhIaEQFFF2B4DFYgl9qU0mk5mXf4XneQJ3witvMh58Wdx6laT0urq6WOvesrKy2tpaq9VaUlLi8XhoQlOr1VarNazVkj4pRs4olcqrVDEAXV2nxD+BWMMqlaq+vp799qI6XPZn9ZH9Zy9bpWtczEX8AOyBD/fJK8TzapFRuM6eCIfD0fTAo+5pX9HOnU7niRMnLvv7J6jiST3tm8V8gaumTjkcjvzVXwUQFKqVKiWttfx+/1VTpyjxQnoOLHCi8xmLxV599dXSuze/cOiY0Wh8s+lL8eHTWHkTYaC0JeMSmlLRyclJ+cKLlAqlPDCOAqhNyR6y5ubm44XXRqOROQtqwkuvw+EwrYXY5B8IBLRarfbd/55ecSOpKIbD4aJQjf5n3e0v2OfHip41MqfTiRVLufEAB6SB8v/8r5mCkteGrLHza53rencNDAxce2zMCbxUwwl3rgnL5UqlUp5OkwxZqqbijBAviyRLSkpue3vfvutv6+rqGhgYYJEFHain3mgMRHieD0YiPM9fcWzYV4gsAKhUqhdeeOF0+2pkMEGdGczmtpEw7PZYLMbWSEWCjHNTvOcBFCpf3A5gOp2EiO+2XRb+uLpa8lYo1GA+Vr0UWWx3u81m818HgcIMtCFrZOSyd/zjRKybC9uRtl1HR8fOqxsA5PN5ykZks1kxTM8AIMrWzM5mS6tp3vMb1AYYjyfCpeEEgDfeeKeiooKAzgNLq/0G9W/lgUwmDSAlk8pSGQCtO38/PDMTDoWo1w0dQtwQlqyrq2vn1Q0y1ziAR4FHjPXiqdjlclF56ffGc7/UJr5yejYpSAl7MVrndrsnJycBXPnWKU9ZWW1tbV1dHcdxzFkAoMKdvr4+An+nbl89ewLn82WCIDBngXPl9hhm6iwvBzAwMKDX64k3oNVqW1paKLgo0pISG3MWZ29cIe5XXp+Xg+eDwWBPvTEej8vlchKhGxgYWFe4uBuyxkfDI/QITE5O3htTwWJkwcVEegKASqWaKS+Ry2V0Do8ePYqCs1i7di3dzBSOFQ2Mzo/JZLr22mv37t1LbWopuIjFYlltFgCllP5qPAVR3EGNpMg//uxnP2OXZq6SKTkLOm/33HMPNRWc6ywAbNmyhTmLeWvUPmN2AbC7YJ/CKOdMIA7VlpeXl9O0SO9ruHQ6nZ53zUr8W8LylErl42bl8Jr77HY7yds919y8fvTE8ePHy8vL/X6/yWTq7e1VqVTibtBkP1locve9BsABfXl5+eHDh6empgBEo1GKDLdt27as7zWz2cxKROmLmdqFCu/ZT/hLGaVuLnwmFo8gY0wltk4lFltJIjFtqtCkR8XDgCjbJg7MqE4QBcxODHPQCkPspahvgw3YfDaEsw5qicuLWpWzLcWtBgB0dXWtB/x6U0KuroiFJdlsVTL6WOUSiAS2xT+N6pdpkUSQ39wCWDohFBER4YV6jIoxu2XLlhmuueb3PT0Wi4W9/1GRlOigOp3ue1Mn8nmopUjmUBfxQ0gKUtkWUzajMzzkAbXkI2PSP+wdNjCr1RoMBompUVZWJpfLiWDP7iir1Uo+wG63szWcz+ejDbZs2VJXV0e31vrRE3V1dex+oEtDvY/ZnUlccXZlydWR/Bw1yiBdjCKnQmgdO43MtwEoLS2lMj1mkUhErVZns1lCvVkLYAA8z5OYOl0Fj8dTW1ur0WiYbjcKpHGqkAUQi8UsFotYKujLJ/oU3kgm7DcCYX4BzjWxy5xLzcN5i/7EQ71gnxNjBCWmQkKrYXrNXiiVSuoGwNojEL4m3pXmtr97SJiy2+0/HQpNTk5yHEfNBBJIvBeLCiqDMp/NZzLJknJZSXls9Cyp46Ggj0ZwW1AqJY7Y/v37lYaF9BxlRs6opY0wmDFHTA1Af38/fZfs7YpF51kPzoudFYFWtDe/nIsGZmrkua9rU8A5KBtjHIsn2Ln+gs0h7ECMFcicBUS5LjJafLMJ3OFwYOVN9BGd8NiXb61J/B9xkAZRT8+iHYpHaLVa+/79xyiUoFKb6XmdBQC3203VaoIgkPYNbaZSqVKpVHr17SVGY1lZ2aggjaWSikLLb9zUaTObxZLtXV1dg4ODMpksHo/X1NSID7Fq1apf//rXKGTjKKQkUgCtQIivJ7tp0duA3Q6HwxEIBKgymljJ7AyTvmF85y/Y/PZBfUtIpdOnM1mFMimVAHD1v7sErv6aS9O7/sOXShlF5/zBQ8dmX1203NndTckbp9OJJx+pf+BRcp0ExtFW5eXlFIDRmFl6gzaQvNqdX9tuSkdjKh5AbswFwOVyHW/8Qj6fz1+0XJNIUDEyzbcejyeVSqX+8utcPK7RaOgRk1SZ1dO+9OrbJ3/5L6wYfNWqVXv37m04dujbbW0/HQolS8pRZZZKpF+d+dDr9Q6YbURoumrqFCwWizB18qLZgrJsNmsPfAjA5h5w8x9Ry8XwcTAYjKxaDyAmky06dggXX/xwc534zv84caIL9jk0FllYrVZ71tj9+ivHr2u5/OAHPr2eeRB6PPdcc0vXSNiBMQCULUin0zPlJQqFvImvnJiYCKRSUpkMAKVnurq6ent7ly9fTn3MSIrOarUyAJo1rXY4HBRZKBQKj8fjXr9K5hoT6ippmX3QM9yG0nkH/2ltXe+ud/zjBNWhgJGJQwyXyzWXi8TqYY2iUIsU4iASGe/q6iKe2rreXQQCvuMfr3xx+8WK2Q5pA5GAMRCxud0bskan03lbAVxTKJSRSDgvl0ECt9sNESeOmU6ns9lsw7kcAOLlBRIxmUxG56W5ufnNN9+cF5DSSWW50VHjMz3DgF6vTyiV1DSc53me5x2HzvEXXV1dG/LjmXQmVVkKABMBGOvFkcXtt99O2/f09DC0DiJPCuAK4MDSIM/zMpksm81SZTQZSRuRs9BoNOSzKJh9175Ynk4DCAaD2/lZXqTD4SBKYyaTqR4cJGexaNGiuVQAQtkoFo5GoyROCiCVSrlcLoIyixw0CjMhYVvkLBa+cmgAsNlsI55h8ZZLXu8/uvJSEgwBdQwvQLGdnZ2Ojo7/urgcwJVvnUJzM0PrXC6X3etdvnz5t/I+vW9aq9U+ipFHLPX0M4nk3tvbe/fdd9OCn1XR9vX1dXd307BvvfXWwcHB31Spnv+P/2D5FbfbXVtbe28B+tRqKx1eh91up08Z5shSqn/U6JagiOlTKYp8hu0CYHfBPp2JIy5G+e7q6qK0PDVOog3YWpMFLSRURHakdbXdZuvp6SH4oK+vb73Z6PP5IpFIPp9/eCrl9/u/8IUv0JylUqnou6QBR9mSO6ddz8FCy00i0hNw86PKWQoGW9n/4fJV61zvA8jULtQYjRVbfnKgIGBHg5yX1PapNLY6YrPM6nA4rJn8qONbSWhqekFNMBikWa+oEYTYxH0kQls3Y83t9JqdorkFp5sL77DSFfYRbSxG62655RbxRMlx3AzHoXCW7AUJP7vdfvToUYvFIq4CEPf4w3yVj6SwAID1RBcjjDabjXgiNHeLw07GO6C8DYC/mvqQPs3n8mpJViqT5QClUllXugDAHSuXslbfD3FpwPgdd9jn84krDpb1vdYwHfynGWkul9Pr9V/60pdYOMduVBT06ehCkD+4c9oV44xAOp/P7xwaikajsVjsHytUFMDOZYdRAraIZ1pUjEzHEpPt2UjYawarHT58eGRkJJVKnTp1qra2VqfT3XHHHe+8885zwAOYWbBgQTAYzOVy/6GqKBddyuZfvfT2N74KIBaLPZHRXKLXm83mZDJJLTvonHd2doa2bg6Hw+/Zb6itrR0cHGTgIA04tHVzGMjULsTIGQDZbPboF9fs7Op64403AGzZskVc8REMBukx/4Sul+xI62pGBb0gYPeZtyLlF7GsTHt7e3d3t8/na21tDWu1QqGfT5OBc7vd+WBQDlTwfOiSZgA1jY0A3Mal/p4XZwYHce3XEolEOp1OBU9oL7EJiYRMlo7ncuppXzqRAJB9uUsc1AF4+1UHAJ7nx3IyANk1d4bD4cAzs3egUF5+VXv7iMPhmDOztbS0mOWewclCz4pzmw6J7ZOz6hKJhBaJSu3Hij/SGFwuV1tbG0PJz586ZhEdWz3T9Fve+R3iV9wgTM0t7AU1TlXOsnflgfF0LkfYKnMW9C3a59xcCwC9Xh/78q3hXK68MIdTUF3EYmbbE+JGHe5yudzY2Jher2fOQqVSqUwmmUwWDoczKp1MJjMV/BrNveIGi44jjqmpKb1eT+qcdXV1TFSUKj2XL1/u9/stFss+uRYAxfOu7Y/iwQepupZsn7xCnUpFo1G9Xq/T6VatWpXPz/aLDK+8SQvEYjH95sfufdVBYzCbkYwk0pAin5eoNflk/IP6ltwrO0IHDtTX19OChM4ba2ZCprnt78p3/kK+/h4AeP/N6iP7H551FqfYBlXptNLcKJVIc+OuIp8OYM+ePTb3wPDSFdqZYCwWi8fjuVyu/4obZP6xRCJRV1dHtDuqye3o6AiFQiqVivhxo4JUrgDOrQSXSCRms7m2tjafz69Zs4YaDl687HoAJwIzpnT0gKa2PDBow8CA2SaTyT76RQVinc09EAO0Wu2uXbtKNLUAmpqatq1YCpGzGLl0JSYnZTJZ2rTgg9YbX56vU/MF+5wb3eE0dXycs6B3xO2kaUaKdNxYB1CCFsBJmdAfmoJKihRy2Sxh38PDw//y4oGysrKRkRH3+lUAkEgcv67lrFarFQEKBJZR0SIAr9fr8/nS6bRcLpeP+wEo4xkl4Dh26uOKD/4Ey+RyeeSRByOyzss1IxMr0IVLDTcfPOWqlc7rLIq8BpW+CkIGCgDoD03VpHKJAiB1hdUK4NpjY8SzA6AUshlkRxSII6eBFIVKVfIBtO61DQ8fuuVLColEAcSRU2Xz5CUtlkrK2R9YWs0EBwFkFDJFPm8ymWJ/c2s6ndbv6m0bCffUG+kaPWKsd4gk57Y/+8SZfDwlk+bVSkkiCSBeyTMfpFKp6BJQOCBOP2NOn6hYLObTq2HU5PO5VxuzbSPhUChE/qKtrW1oaIichRjL02g0JNYhnoffW7EUwWAikZDL5a6bVn4zo8/n8xaLhck+MMdHnVsZ0sTeX758+RtvvCGmY4u1gNiBPB4Pa1Z+7bExu7F+T+dD63p3iVNWlx/84F37bPMK8VKcBhPYs+fU6itPrb7yFPDNDMSRxXfHj5fqdNLCV7bLwld4valUilwDVcXOTbHX1NRoNJra2tqdlUpUXclxXOcHBwe2bgXQ399PEUEgEKDIYrssbL7jBlLInnsn79q1iyKL5uZmFhR3dXXFYjGi7P0J9pmn1+ECYHfBPrmJk/xzU/30zm9TqfaIx2AwXHzxxRSTMwW656zWBzBDNXcoEJTE+//b496ZmRlKF5SWlpaVlb3//vutra0ej6eioqK2ttZisRC3LpFIXHzxxWaz+ZED7wLw+XxUYFsEixDjbFnfa0daV1MXCzHoQJS35v+7h9xsNjd3dvb39weA0uefFn9EladEAv+L3W8YRBWC4mGcf5YpOkVsGUHG8jPPlViQm61B5nl+uHA5BgcHxewzUPxstzcMDDAn9Be73/gLgCnE22y2cDiczWZ1Oh3TfKUwzOfzfSQGXLCG6Y9asJOp1WrWJnjHjh2D99xqnnYN3nNrQzA4XEAhxUsK+kVEQ/vtb3+7btlFebUMQEIi0UklABQKOZ3GUCj0YfJDolXfOe0KpdMAHjcbd9dcQnvr7u5+iEsHtVoAmxTx77jD9K1AIHDZZZexc0inzufziSE2m80WeKWbdMRlMtltPuevuMry8vJ4fIK1LXe73RBhqcuXL2ckOLlcHggE9uzZY7PZxOkgElFiokj0JqO6dHd306lrbm5et25dT0/P5OQk01udnp7u6+ujcOtI62qHw3FqYpTjOJM8W+RNf21a6PV6Q6Gc1WqWy+UEyd0w9B4AbuwkgKnfv5RMpqRAY/gFhUKB62558803m5ub57n96puCweDRL67p7u5m1cRPPfUUXcplAA2G9PJoNTNvk6aWlhZSPQ8Gg21tbXQnd56rFHnBPqsmltyelyxmtVrr6uoCgUA+k/lC3Sydk1bevq7HNbf9HQCeh9FohLq4LCibzWazWc1imxCLznx4wnDREqlMmiqpQMIlk8myAK352Bh+2dkJoO13R7KjTiaExJwFezZpNtBqtTab7YWYymg07psDw7HGDuevRZ3b/4F++9igp6gvATNKqgOglkHiKhh8vLOgYdwgeoexX9+uWITg7OS8T1thPPhy0Xftdrtj9y+YMBx5XrG/mCsDZD+3NZPL5Ypec0uWM+RyOdNDT8jyqdZCmx1yFvvkFcaDLzMxIIfDATh8Tqfu2/+Sy+eO/K82quIkI0rIWH09ZhXuQL07CCaj+l+aLdPp9Ps/3JTJZOrq6lgvuUsvvZRiJBpeaWkpjcRisdwgTG3bPtuGwrLhkbcr6kIqXSKRyI5StA5iUjudztLS0qN1zQaDwTLj+sdBDyOt53P54HQwGAxqGi4GIGSEPCCRyQBIOe309LQBKC8vp6Z+80byIwlBVrNQv/mxfC4fHTo52nLdnj07XS4XmzzHll1PNydN+AQ9PNxcJ+ZFgkQMgPi1X5uYmEilUsS2TiQSJGdOgB3dMKdOneI4LplMfnn8+EjZyhp5bhIAUCUR/Ol0Mpk0m80sLRcMBqdX3DjOcSgoMJrSUWpu2Nzc/JsEJ4TDmoaLSWWSvvJ1bQrAU2YbgEmJkvVHDj77BFbsYDcJz/Mnk8n6+nrnTIp+3dynQ+wsbDYbzQOfn95/n3MTAyt2u10sZyx2FqdOnSovL2dLYlas53Q6rwDeW7GU6hOPJ8ImORfNRAFkVQqqvoxGo1KpNBAIJJPJ2tpaKlYwGo3RaDSXy3VE5HsKpDaj0dh50+xxCS5Rq9X45W9j994sl8sJlXjEWO/AGE2MhLPMZQB9cvhgOp3MIw8gD2SB+rx8Q9YIo1HU86fYbIZSmpdkMtnQWvs3zbPOQhxcsAEwgI94fCwbMa8Rz87pdIp6tibreR5AENiQNW6SBzJXN+zMj99TXg6gvLz8RCRBytTBYHC8VDciEUhYEMCOHTtYB9tsNqvRaDKZdFbIyuVypjDudDor+giNDTswdmBpNQrVQn6DWhCyMiErKOV5To14kmp1i1YUbIYsOvOOQh+S4XVfRDSaEww0Pebz+TcurfmBto7O1c9+9rPly5eTs6DObwCOrrwU6bRSqaRAyePxdL/+CgDPdS1Go1EikVC52ODgIIssxCaOLMib79mzx+v1Njc379y5k8nUhEKhj4N9KyoqKLiYmZk5deoUBRd7enq6urpgNHYXyNpfcJy0Wq12+2zVkVg88eDlFi4SMRgMlZWVT01M/NW11+7duxfU+PXyc8IH4tZRQyFGuGHg7/333+/1esXOI3TmUAAAIABJREFUgjjgVNNje/aJgbs2UbcoFJiVAHDFQrb/Te6BJ8w2nFtNRbie1+sVh8Nardbr9d5///3PPPMMAIvF8nHPEa1zzGYzvficOIsLgN0F+0Q2t1dm0TtMNPoPl68CcNWWrexbLLfQ/KuXCNsis1gsLpdrzZo1b775ZjweTyaTWq02nU7n8/loNFpWVnbZZZfpdLq1a9cCsNvtPT09y2bbQs22oTl06BBz20xov7FxAc0dJaGpciEt9SfXj54wzffYL+t7LTR6Ap+S7zOXKEQ19vSO0WjMTHoVTUvC4TBqFwIQ5ut4y86e2LOyWI5p4ZGJpzkxg9pqtbKayubm5iMWCw1sfeFHbdy4UUx2YFP58Jrbsfd5nuePtK5+UiRSQCf5K1/5SiaTUalU5BXorILUVeeM5xF/5hFexnFcJpP53+PxSy65hHKhdCCSAqSkUCaT2bNnT3Nzsxhs6urqogwqCvWtuVzOmVU0SrO5XC6Sk3Kc2tC0JOx2h/x+0p5/+umnf7G4mud5Kv8k8A7nNjACoNPpHjdjW2rWAzGiWUdHB6tR7evrI60lm81W+vzTgQKJRiqVknPyer1pfY6iRPr/SOvq3ieeWL58OS0FmFocQ4p7enpaWlqYLhLm9DcUU11QoNcRtWFoaGjRokVvvPFGKpWqra29NzlpiMyqmz/ngMfjqa+vNxqNfr9/eHjY4/G0t7f39/e7XC6bzeb1ek0mk06nowdkkyJO0ERFLAwgU/C1VEs4ODjYGR9H3/hg32vUU4U+JeYLz/NzNWXEDFACwe12+/mZ6uxCE13oPFtesM+SfZyzEK+kyVk0NzfDPRBuajIajWciCaG0KuV2Aqg+st9ut5+ck5htbm5+86V/9/l8pXdvVsajyENvvUSq0SKVkCvknNGo1Wpta9fSPIbCqo4m52V1CwYC42xX9MCS7j69Yxc1u2QTMKPXAYgJuTORhLgVJlnRO+L2DnNNLPvV0tJC4AWNkGkhibfv7+9nRaliZ9Hf30/tcY1G4wsxFaEnACwWC1PkIWOifmwtzvLndrt9bJY1Zh6cDBri4cnlX1lw+L/YCYEoEGKSo+zT4aUrBGOZIp8XBCElpEaz0vf3zzaHbW1tpdYE4ZU3la8EDr5MY6irqyu9e3PE7VSr1cu2/ty1/dFLvveYjOffBjoBan3rdrszmczk5KTk1cdwz0MoQKLVR/bfqoLD4di/fz9hSdlsNpPJ6PX60dHRp59+urW1lc7PwMAAYXCRSOSllLaurs6y4REKM4pIwVShs3bt2ldffXXBggXar38TQCKReLtikRkIBoM+n08ulyvzORLYpigFAKQfybrprIvxJui0nzlzht50Op0XVyzyy7lsNitRayTZrFwmByBA4DhOpVLl17bDPcAuNw1Mq9Xy0iyAq6ZOiVdZrN7KarV6vd7wyAgAnU6XTCYz+Rw1q00kErQTu92+c+dOsbNQeDye5V+RVllq5LlwJkMs+PDKm2QymUQiqTjz9tRVN6CAZZ8IzNTIcyg4i92CQatVymSyUCLBcRxhdkajsWt8HADP80ajMeCZFEqrSPYuXKizRqEGPKLShTJSveEcjjmzO//nDIAFZU3sHr7gLD6fNlf3jYycRX19fWNjYxE6xpIB37zUtsk9O09erNCEpRlnLqUQclp/OFJqkMfj/P/5XRIQBKG8vNxgmMVuFixYwPM8jro2ZI2FVMd0v7lfvP6Zun019+8vqZ/bK910Fwp0IVZdBFGlqtjxfSpFLQkpSiMvK7SkOM93yX2wjPsTBbSOfn74g4O0BxoAoXVvTbhnsoJeJo/mshKJ5HgivIQz1qRyrH0NM3F8MaVTAVCP+agjRz3P/63EV8pp6VvPXlFz13sftX0OBoPhUoMGqM/LRyTCo+ERnue3P/vEFYeOHVhaXc/zTmQB6GWKpfqyU5OnfD6fIAi5gqZNUXFoMBic0ChkeVREUz69WpZKZ1VKmVR65xFPETDX1dXFZKCbm5vFwA1teXTlpZkFPDSqfB500QNVfHJkzDEwC9FqtdqXX34ZQCQSWbFiRaTjRs91LYTWJapKPR5PXV3dktc/csoGgyEajTL0yuv1MlY7oX4zMzM+ny92783UvDUcDl/6xlGJREIZSgDNzc2EncXjcdKOoNuYWthTcKFSqeiEyOVyir+am5vJWTCxvKLkECOcOhyOnnqjTCZTKBSJRKLQek5aV1f3/vvvm0ymFe+dfW/FUvoWz/NXHDqWAiorKzOZTGlpKSFu9KNcLhdjYygUCrlcLpFIgDzD7CorK2lUhLEODg5ardYdBkF8UxmNsw/Xk5KQcWk1gLM3rrAeG8N8Ri7s7rvv/qPBhcvlojJqi8UyL2j+2bMLgN0F+9TmcDgIHCmqPKIlMgCqxaPpg6YwAD6fjxpTMroNCpMCIRrbtm0TBCGZTCqVSrlcTuwe8SQ+NDQ0GZmkFXNlZaXCeza0dTMpDojrcwEM3nNrSWhKkUkDkOr0mTPHWTOHeZWw6VMGSZwfv+vs7KRdkOocw+zQ8qvZ83DH6vjxwThfAUCj0XzcfmgKCwaDu3fvtlgsWHM74+iZtvyE5h7WBEf868RIilikTNx6giwajTqdzjb3B4lEoi4+vlIK9L1G1MLhNbczRQSn0/kQlwag3etyLZ11AIcPH2YJxpmZGcLgWBErbWO320+dOrVDWzcyMpJK4dZbb7VYLN3d3WwVxUaSyWQSiQS0psHBwXmX48lkMpvNqtXqu98bevqSmvfls1PTIyORX+QHqBPCDyYSgH9mZiYUCvE8bzKZSHMXhctqtVq107MEE4PBkE6nK02VjY2NXq/X4XD8ZKFp8J5bH5DiqxdVbPxwih26u7v7Rz/60U8bSlHIL9VmEjKl9N7oJMoUjyWUDyEtphCqVCrq2EiRG3XZS6VSXq+X2oqJ+xrTvS1umMj2I1ZmJNU/lUoVj8ebmpoo9hNLfd857fpVRSUAUoeVyWQkFEX737lzZygU2mKSPuOaPe1l8XE657lUTKlUCkJGLldks1nlqOtsJm9uXY3RE2znoa2bh9fcXvr803S7Bm6/b+G5V2fHjh30dDA2Ps0AYnVFOi4xg8QQ9gX7PBtpP89tzMKcBYBNbal/jSQSiUTo1PtyuVy+/h4SRKt1uYhJRJspvV673U43/EspbcrlVFmsALLxqEKhUAQmDDx/6cjsXTc0NOT1egcHB2tra9mEw2SP6+rqvvHgg380oKL6XJ7nieqllc/Sl85EEjEhx/48jxWBlUQTY/kYQvoePHTsar8LIoBbbC0tLQTYURL7/vvvpw7RhNaNCtLRwIxcodwnN94gTIk1B8bOrSFtb2+nkGbecRLaGA6Hc7mc5/IvN+f8YvE+UvdjeRp2NSNXmzRlVfSaiBsLN/7Dqce+19DQELntAQlgSkXFYwAQv/ZrTCp74cKFsn9+JjZ6FgDP84RdVh/Zn3G53tu7t+a+H+TXticSCYZ+spNJzkKhUJDEajKZJN2rs5etWv2LnTrrsugyrWv7owBmZmaa0mkUwgBZzcLY6Fme5zPpjIzTys1WADG3U6vVVlRUxK/9mlarpQjWbDZXH9nvrlhEladqiRSUs3GejFdZ8sjL9SWzP0kiUQYnfaEQQ9zEE7t0ajRXWpXP5+W+MaG0CoBcq0dNfRaQyqRDv/8t3ZBOp1OzLCZumNi51v5xzsLpdJavBGP/Cd4RBceRxDjZ2xWLdLffHwfiwMR//DM5iwWH/6u9vd3lcv3njCJbVg0g7BnSWRdLJdLLLrssWmaemJhIp9NlZWVIRyHXAPD7/dFolLSfim4Y6jPIbh6D0RAJR+hPghI6OzvvfdURnOV4elRNl0ZSGSQTCqViYPh0FzWrLb0oYSiTK+QARoU//jRdsM+8dXV10dKivb2dICd6CqampioqKkiEBIV1FMNHuru7XS7XE21tPT09E1WqiXCC6iRkMhkxuYIymSAICoUil8vV1dUdlUp5nme14cxZAFizZg2A/v7+HTt2mJ/4ewBagP/hpg1ZY0+9EcAmzzAxyJhmHBuSmIy8XRbuKVDb5m3Pyj5S//pxhVQKoESpTiQS22Vh8Z6LYIj+/v4H8qYfJ0aLIgsGVtKh1w1PA6h/8pGysjKNRrOEMx5PhAEs1/KnM3EAT5htLTe12J59ggF/4jT82RtXZDIZuVwLQDBXIZtNyWZ17KbTyRKlmuO4SCRMAcKqaNR/xw0AwhBQ0NcbL9X5M/GySLKn3rjklUMAvmwybdmyZcPQu8FgkLCe0uf2JpNJvV4vTmkfCI8A4Hk+5vHMlJdM6VS6yWC0vEQvUzTv/G82Ce4Q9VCihfe8p/fA0mqEQkAeAGSyfC4LSCSJlCAI+/fvdzqdhw4dWrFiBf0QIt3HgkE2k2M80DYSxkgYhTiU5A5JCBUi2BQF0V6fzxe+u22yqkwilfqF+NDvf5/L5aJ97zC6Q2lpqdfrpUNQgpyMTj7ptlPgZrVarVbrH/7wBxZZMGeBAlpH6wqCZd1uN5P3XvJ6//HrWlDISPE87z12LJ/Pm0ym2tpaj8ez4j3dH5bN9m9h8aTH4yFnQX+6XK5XX33V4/GEQiGPx7N27VqtVtvY2FiWGI1EIuQs4vE4RbKsObvZbN6Q/aiumfBli8UmvkXnNXb70XNEyx72TMVisT9KEfjM2wXA7oL96UYTR2fBrr76agAjIyPLly8vwsVoKnQ4HLW1tVu3bqWwwev1er1e5uGuuuqqo0ePGgyGUCh0xx13oBDA0INKAjc/DCMWy/1akcwNnYZKlTlzfD3QeegQHY71bTCbzTCbM2eOo8DIG3e73ffcSlgVzQviJrYApu5YrWhaQq/P36oVBUUwen128z17LJcBoNkktHVzfEEtAJ1r6MjtGwAEjx4VKwKIZxxxJONyuVDg4i0U8SyKpA2YuGldXZ3X6yXhnp6ensHBwb+QRcX+AwUfLJVKtVptMBgUazA5RN1UvyWLptOzTogIGtlsVhCE2trakydPUjaeyGjs7LGEGNUBlZeX04qHCc2K0Tr6mezoPT09dCcQ4XnFihXDw8N0mYg38ZAn8kQ9/4g/Q7fNI/6MtUTfN5FAoUjhBxOJx5UerVZLbu+5Eou9oH4S49Io1BMRUY60LdaPniCiXywWEwSBlNF9Pt+2bduIQvi90eg/1+gAVKdiKo7z603Z8FkAJpPpsVAITMivu5vGcN1110FUT0fNCn0+35e//OWBgYG5arLiMy+OviAKxgjt8vv969ata9j7fE60JuN5/prWa1wu17vvvqtSqUZHR5lb7e3t/ZYsKq1QZTKZu6OjNccc7ra/xvBRs9k8Pj6uTMUASCTSRCIhlUr9etO/R2WlDseyQnx0+vRpAL+eegZQ33333S6XCy7XwMAA/Shx0tJsNrM71mq1Nux9HkADgL0uR4nF4XAQIGK32ynfNS9mJ54ZPg+qE59DK+Jfixm+KPiLb3zjGyMjIyMjI/X19f82llQjqQaCcjlJYZJZLBbXgRcbCq/FhE+ddbE0HpdAIuE0knTy8nd/Z7FYMDUVK8w8yetvC8RiGBz0er09PT1tbW0EltntdrfbLe4vQawuek3DdlcsAhBS6aDSCaWqKaAiFSXMjtUDio04R/TRmUiCWHgfVc6eK2R2gzBFz8g+eQUKy9kDmtpr416C5ChjTBvPbfNC+jIAUNbEMA4hI5wIzNxghLiQdqzwwMZiMZlMtnPXzquvvrq5uXlgYGBwcHA2JXBTZ1HP5lkRtP9x8Hctn5iYoEn77YpF1BiB9eamyafsrd9FLRfNqi/JZNGRk6ce+x4A+fp7MumMwWgIAflxdywW8zmdsps6rVZr4JUdqrXtlHUbGhri6puKKG/U/6Hmvh+wdzpeOfTVnN9isRBzef/+/YlEQiKRJJNJApJoMFSSKatZSP9X/c33BUEoB5TmRhI112q1gkyu1moByAPjCUOZRCrJjp6lH3jNNdgnlXIcR12DMTtRd2PdXRqNJvrT78rX35NOp9PpdOB/d1T9zfclloukMqlcJpdIJTzPR279GwCaAy/OtqMFyju/M5aTJUIhhEKGpiXZ8mp1aCq5wJzP5aQyKYC0e2hkZISYGlarFUf2i5X1IHqO5nqTG4QpR9ZoNBrT6XSbJAQk3+x7M5/PK5XK8MqbeEAqlXIc5/P5otGo3+/3+/3US/GApjY2MSw3VeRzeVXTpdJ8TiaT7dRfdKnRGI/H/TLODwAoi8fL3vod6Tl53/Hipk4AplTUn81qZ4Knx5FOp7+7eEGXLwtAkQxGNEapTJrJZBYsWMCUXpmz0Gq1QjKhUCrygfF84SrbbLZwrUEJCBmBMLsXYqqrgQOaWk1MBWDfoKf6yH7x2cAF+0ybeGnEAnVa8cZiMXIWOBetAxC4c420vHwPX/Kbd177q8KugsEgSg2ErPE8n8/ny2tqJBJJbW3ts1fUyGSyMIS8LA/gWbPNsTy2a9cu8Uho4rXZbKz/ww/08SthfMc/znHcBEA9HOam/2nY22XhIr3j81iJUs1ecxw38LUN7M/+/n7aIY2HLai+z9UgX3i+zHC5XJDM1uWEw2FaSweDQZSWAojH44TuLeGMAK4sqyKn09/fP3DXJtonczTUWCBp5WnmV6tV0Wgso5BJ8hiRCDmJRIzccxxHHRi406cB1HMcoXVx5PL5vCBkKdtBzT2oBPJ+wfDD3DSAyw9+cCKZZAdtb2+n8pdYvZEuWaKqNCuTKjLZaHmJVCZr7vodANLFE5PsOjo6xGgda/L+aHhkIDwyoVHkxhLSs4ns4llhPnlayAKlz+0lij2pWlPiB4DP58vHYkyKXavV2u1LmSgQgCVOtLcv3V6GKw4ds9vtsDeiMFF3d3cPDw+H757NDuZzuVRKoBX8mRuuwr6+1tZWnud//vOft7W1EQOANVFhEt4AWltbqaGH1WodGBj44he/GAgEqNTpI2chMrGm4YGl1QtfOURI31mRY92QNcZsNr/fTxVOhw4dymQy1xLHzV4PoLGxcXBwsMhZABA3vnvttdduvvlmAP+26OpN7oF4PP59robuNNa2WMzuD4fDlG297vg47rYxdDIcDvM8Hwh8IA4u5tb0iPE7trCZG1PQYolRW9je8Fm0C4DdBftEViSlP9c6OjoWLVqUSqVGRkZ27dpFEyvzvtRmlOZZRiEW91IgqaPJyclly5YxQoSYar5r1y6qtbzN55Tl0wAUitm7N7R1c6eIH0cWGTxSNMInc3qa5sWpJP+7fQD0MolUp0dBcfaT+1oAwWDwi8E3/3D5KofDQRAGWc7S2LjvhXev+kuayP7kRpm7d+/2er3U4qexsdFisdjtdsq3kFQZbdbc3IxjDpKAmbuTWCyWzWbr6+snJiZoJEwo5CEuTWjdbJ+mvtfinZsymYzdbj98+PDJkyfVarVYGZDVSW3btg3AunXrSJ2BvGYRWke8RY7jcrncdhiHnM7m5maJRBIIBIgc/tRTT7GqUnKZl1xyCYBNw8MolK3RPh988MHu7m7WFvY7bt/L9XmZTOZVcOxwVqt1dwGKbf7VSwD+ojDs0NbNFLvSn4+WKR7x+Vi/45mZGZPJ9PeTyQYt9329srKyMjExQQVBd067HvaliGC4bdu28oJyB8F8dP7z+fzWcmUwGHxu0SKWAWNR1lznIfa4drtdp9NZrVYxic/lcjlKLN8IjrB3SC1x48aN3/3udykFffLkycWLF1MzqVQqRRJUHMeVlZVJLBaWgD0rUVAmmWgq+xqvWCcSjzebzQTYkfX29hI9NhaLkXcH0N/f39PTA2hvGHqPaB3PlVgIG2XB9p3TLupcLDb2/DocDkoqijtO/mnGpqDPqkv+bBgtYekaFcHTZCqViqIvj8dzMTAlUQFQWy7KjbsgUlJjc6Z49Ua4hkqpggTICY1GTVtbm9hZ7JNXUGJZed8PJK9+VCk/y9VqrgM+SidQDSa9dlcsIiwvGAxKqnQAKvKpYDAInv+K58g+ecVAAVXXyqUUF3Ec99yXmlhVbEzI0Ys7/+eMGN0jCI/CidmfI6oc1Gg0iINwJcxxFp2dnVu2bKHwjKA9AF/XpraFOQByhVzICFTDSHtmzmL8C3/J8/wNwlRvby8qKsTOgpyv2NNxHMfS/Z7Lv+w/c6apqYkwO7PZjKlT4ZU3aZbFLAA14aVZ94QSQ4JclkvLfGOCIKjV6oZvnaMmQ0UrQ+vv8Xg8dTd15icnUUjeKJVK9bSvKMlUW1sb+lKbUFaVz+fz+TxS0XQ6PXh8EAAlRcgpzMzMKBQKtVpNSwusu0sul6stF9FO5DK53npJKp2KD59WKVWZKkvI9aHJZJIHxulwQmkVR/XRBVJb51r72KCHdRZyu92z9+2eZ48NDzc0NIz/+4/Ly8vPDg8DqAJSbqfacpFEIcnKlX7AZDKFQqHwypvOPPa9pqami7/z41FBKinc0omRM1x9k0KhSKYS+VxOKpFW5FNBna5m0SLx02F9uYsJ6pPtk1dAVFNst9tjsRjdgTb3AAC/3++aw800m81ms3lkZKSmpkZy3w/iO3+hUqlIszVee1kqlZLl8hJOI5FIlAolgBp57kwkkZJxAFKplDww7pfJpAXs2Ov1XjV16u2KRWazueq3v6RDBIPB3nFLvPEL5GjIxRgMBqPRmPntL7f8FsNLV0iqzJl0Rh4Yj8ViiDlhttKKrUhOMZkH0oJEKjUa9RatJemJUY7QaDS+XYDOTano2KAH8+lFnscuOIs/CxN3wWaPA2MD0J8suPj2t79ttVp3Xt0gPHBbPpczBCIaIBaL8TzPcdyeBu6hrJF6HdTn5TRnUjXG6tWrf2bVu9SqTFYQJBIA11c3uN3ugYEBFlzQopRUTei4NBtQuwb6n6Z9t9tte/aJDZjlShOKxBaiZrOZljo8z09oFJUvbq+MZzCHlEc28bUN1CuWXrP3Ca1DgaW+ceNGep+KAYPB4M/lEYVCgVNv0TNIe4BGEc3NlpZTC4UiLl44HGZVtI8//jiNkyILOtu9vb3Un6cmpY74JuXlJdJsFgBn0EWTHzHCyiJJQusikUgmk2lqalp51PVko47jOCQSMWTlchkKrRsYh66qqupZrfXJJ58czmRY+3h2D9AZ7O7uProyXWYyRSIRluaniz4oDzwhogJc/PSPYpdUZrPlgiBctLcPAF3Bvz31Fm2Qz+Xy9bXSs6OSREoiQUkwivl4bVQlMzMzs27dupfSabpwzB2zKi4UqrY7Adx1zkWkNXlDQ8O7glBeXj4OSKRSZPOx+mpZMs1NBFQqFfN0xCf44IMPKLtDokCsxYTH41m8eLHJZBocHKQE3rp168TcdtaYhR39Hf/4lQWqO/v02mNjNpvN6XM2V9dTcCEubhPbjh07+vv7p6enQ6EQU9CmI7pcLhIoTKVSa9asueaaawC0tLQ8UeDfocBeZ86Cvr4ha3Qdnc0yBoEf//jH8b/8gkajoUcynU5TcHH//fcXLQDmlmfNtaLIAnOIqH+C/VngfRcAuwv2KYyVZIqV0cgIBSP2LIBt27a1trbSnDI8PIwCcb29vZ2gIobTiSMxg8FAfDEAlFEH0NXV1bD3+Ye4NMzG9MiAwmRSSeZpMy4W8w6HwzBVACgJTc3dko57BFjxyuwjOpPNlzUt+Shsc7vd99xKr8UKX8z6+/tLw2HMEZsraiQ6dMPX2VQUDAaHhoZUKhW5XuLNsapYiNbcRdSkoUK7Unp989hJAAv9/pXADm21VqsNhUI09w0XNOxQqOplyUnqpUDpDnFwq9PpKEtPZ4/IjIx8smnTpvfeew+FRFB3d7ej0NGVYVL0QqVShUKhouaAdLcMr7l9n9ADQDs0ZDAYVCqVmMFeV1f3+9//nl7r9XqTyVRXV9fY2Gi1Wvfv38/k82j6JsdGR3ncbHRmgWwO6diCF385+bV72WZHaP308T09NBrNYwlla+uswyMQUBCEWCym0+kSiQkqDtLpdIFA4CFP5NJLL3U6nTt27BAr09lsNgaY2t/7fVChAHDntAt7Z70UjbPI8bhcLvrt5GbsdrvL5SJ0O5VKsb5XdBu8ceMs3sjzvGnLT7Zs2RIIBHp7e1kPR9ZqSiKRENmEibjvsVy2cePG8OZ7XlzQBOBrk2c2Z8uaL2tmRXNmUUnsvsYrQkNDdBPSXSoe8zPPPEM+dV/jFYODg6FQxneyb2ZmBktq2fCCwaBOp0ulUoT3lT7/dGivkR4ox2VfEnfOslqtbLNPa3+yRswF+3/f2NURTwviS+bxeGiFKh8aUlsuUigUEqkElXXxf/0+uYy5izbmLPLj7mxppUajSaVSmgMvDlgs1HAAhHEAAEh0zFhaylwJM/EE6x5Lstc0FRM8ESq8KakyJzluX4EuNDAwQMyL2WgjFQWaqo/sf7tiUYQrkclkc0tlC77pHKyBEUbIxJiL2FkA2Lhx49atWx88dCwej2cymQOaWo1GY0GqRp6blMwCLvTF3t5e5izef//9tefiOFqttrS0lKYOOhxTkWkycEyDLxaLaQ68qP/GhqFYWl1WnVTIz0QS7opFCAZJpp37q/sSv3m6u7u74u+3y7NSFXJShfLBy2rvuuvvGxoaNBqNVquNuZ0Rs1XICvnpIOsUQen6KydOvFN5ifb/Ye/dw9sqr+zhdaSjI0vHlizZ8l12bItcIGCRBEIwTWgaAg0XlxTKpWVS7DIzhQK/oZROfzMTPsLM9JuWZtqktDNTHJoyBXqDOiE0pdSQFJGExLEcDLkg29ElsWLdLFnHuh3pfH9s6c2JHOjMPP2mnXmy/8ijyNLRub773etdey1RrH37FY/Hg76vqKfs44tXikBcb4CicMAMz1dJ05gTlCwaGhpWrFgxMjIy9O2N8x76fyoApaAAIOtbOS/bbDbJ59E2zxMEQZKk2Re/FwIcDkcNwOhsdNH7ybO1y07Y61VTx46rfos4C+o5TyaT4U8GdCEnAAAgAElEQVRNCEYjZ2vWTU8BKBQKiqKQI3k0GjUAck0jtECrQz418Wdp78h7I2OXfCyRSCgA6uuhQijOmyzu2+miejWVSsVX3bpOnvJ6vbNrPtPqHoxGo2XJoij1XQpahpEkqca18/YNG1BKFjMzM3q9Pn/6JN95sXoWpYsE57e3v/vuu3oAWi1KBRjUNSqw8RfFz8disba2tkvGDu6/7DoYBDEe7hjdCyC6N+q7al2upgEA8nk5L+dMtbOhkNForHmpiPO6AOkTtx82GKqk6WmTjeM4TqPJ5/M+n+/pkqcngEP+M+D0mtApudl0psJM86rz2rmcNy4ki/9BwQgB7ClzOBxl4DWbiz63zM6saqZbbMbxU6xFkcWa0dPd3e1PIAogGo2uGvbe+Jd/+W/eA+l0Jq8Bmy9BlVNoZntenXtZLvab53JnCeDRaBTnzv/ZsTyx+W/ZZyJcpRGaCQ7tCk8K/XNxZHXPLKO8lRGOoCoN2travp46pUPxNMzOzt4TUf7WlAJgNBorKyv3XF73sOJ0RqMAnjPCbDZfAryXivO8boHOeP3xPcS2u6k0LBw5coSsTmmDq4a9bzpbBUHQ6XRardah0U9wciqVshmMBC/uWH1bf3//E/EJ9rS64lPvLaymHVpl73h9/BjHcWazeXp6uuXng9tt70Jlxbt8+fKpqamOjg42w+/t7WUgVCgUavn54NTdN+Tz+dmGmlQqVagQtteZtZkckH1EF2lXeGo3PqXXQF9FqwU8z09PTxMzzlNI53KyFaiYDM821PA8b0mkYhbRYDDk83nDvxatz0KhkLobl8qZyz0YXnUppSpJkh6TRu12O3o/1Z03q+8WnDuZYfctz/OSJDVCDJt0ssBzqQw4TlGUI6ud7WNjer3+S1/6EoCxsTGj0UgzbbUmHQC/33/ttdfu2rWrpaXlrWUdiUTi9fgEFjetOZ/oG4N63wlPJguZZoMBpW5Zr9cbDoepuGCfp+pv79696qPYuHEjgEgkYrfbCZKjYz9w4EBjYyNdI1EUGZNmy5YtDz300MDAAFuwL0sW9CZtFgBhAp+f1vxIkwbAjL/KgvH3AVChR/gAVRZQLWTSjUr3Hp32LVu2uN1u+thcpcv/NXEBsLsQ/+nYtm1bb29vmTgXgO7ubqL10hC8b98+wuzoIaTRmT5JXVFqNTT24pFHHqGSHsDGjRt7enqW7dsdLaH42Wy2g5OnLXWN6bMNrQRORe7+otqnlbpfoaLWq+fCfX19I1+4PaA7y4AQRg4RxodzbSXIGFSN2bFiLxgM6gInrbls1Fx7zfCbb11+bdczPxv5wu0AyAyXlsLYFxkO8vjjjxMzua2tbXh4mJUrROulypP9ipp4JUkSDDoAtbW1oVDo3uSp4WtuVMMrh1bcUOZ7SxfrnmkvTf1f7VzSo5rLOhyOYYfjot0/0el0oihKkvTlk7HGV16h4mHz5s2M6kJXk16rB1aKhQsXUrZTL/uoO4uZ+EhZKIpCd0hVVRVxxAjKOXjwIKP1eTweJkRFHPhQKJRvrqT+Wa1Wy9bBcG5ChWqmbtn4LWsJhH08fFbuh1VioVBo3rx5d4XHIIrWeFij0Z7IKbIsy7J84sQJm822ZcsWv99PF0sURdYGC8BkMqVSKfpTNBotNs+WzgaTYlFfSrI/Z7cH5Vd10d7b23tsKqPRaObPn9+9ovsXGzfSyRkbGztw4AClVZYvmZy81WoNBoNbN29evnz5li1bPDnj52LjJBD7NSGPscPvlcw36PNDQ0P/PvUsolHSFPP7/R/WyasOcrkSRR1BdWQx6XA4CIv0er18PE5Ktx2c/MnfvBA0mH7WsIC+S4/22NjYI488QmlVzY39T9m/XIg//WB3WpmgOIMqbDabIAhp7wcGi4UHYrFYKBRa/H+fymazr/KWX2y4uWyDLldRGEsbOl1ZU5OLxdiibtGfga+D6tH4MCHzjwi1fNuUodqkP+tkSuSgJnmqSfX5/v5jAK6aOvYr+zKD6sMUbCWprJujO/LBfq0WQD6ff8Au0vxSnS8oIpFIUeQUeqgQ+aVLly4F7tvpam1tjceLM2C9Xp9MJtVfp5GHGo0z19+ViXygbkH9uxI+BeC5j81/0mSY+M7jZiACSFXFrJRKpSyZZExfWSiERVFMJpOyLDscjsj6+1OplCAIeTmvE3R/fyRwxRVXeDye2Re/l13/BYvFgshkRpJCL36PX/8FlHR/stlsIBCYffPNWcDscDgcDux5Gbf2/eDm7idH/E+O+PO1TelMmsumIVRwgKLTd773O/URUUqamZlpaGioq6tDySZeEITk2NGqiy7O5/OdonBK1nTNs7rdoWw2Wxg7NvPjrfR1Wtzatm0bKaxZrVZJktbJUygN1HROTi9ba+Pr2BWnykEN2wmCwHFcwdZcUAoAamtrz5w5w/N8LBYTRZHn+WQyqZsKAOA47vrMJNACoPO93xFmB9I/mpr6sGQBwHzRcrVSxP66hamqNgSDcK5GyaSVBWHcCxYsWCdPHT2fEzG77sUXQS+ASqs1HA6PAR+f8boBYtaUwR/qZEGPHqGBh5oWy7WNAMypxHkrMFmWeS2fOeXBjh/OAt0bNvT19fW8cgjru3gdn9EJlmxyViloNdpZKclHJmG1Vg7+XFr+yYylDkBeq9NwnGx3oFAAcDg8s6S2CiXlx/8U1e5C/I+Ij0gWxGCilWNqHeR5rSxDk8pkmutwaoo1l/SpwC+GceQAt9s9q58FAI22yN4tgfVszlOGmO9Yfdstgz+Px+MEbwEYzobJBGyCk9ut1q2Ik8ND2RfXjJ5+fXFT2FSR5bVQlFmuAOAIl9UCrZv/9vGSmdJcHJnliI+QE6HDNBqNxBTL5XK5XA4wtOU1ALKRBBlnU1it1s2tbU/EJ47nZnM5med1+5ORKi1Px/5MZXYRcGDFAgDqRCvL8jWHxkfXVK8ZPX14ZTERMLIbwYt9fX1bf7iZdmDGVhT0zOXkXE7e4x+3Ts8+JjT8fdLX/LPfdsyfX1NT4/F4nn766WQyefXVV2s0Grvd7vF41KbkUJHxbTbbFCAIQiqXBVDgwCkoVAg5jsuhEDTqWoF3wpMVFfp0ujgMko/BrxcVHed1Oj5eYxIkCcGI+bldixYtqqur6+zsHBvzHq6qstls4+PjxM4u3jZ9fb29vaRGbftxAIDFYgl99pMAyDdvqza+ZO8oVBUli1sGf+5e3LQGAPCeIKQaa8REGkDLdEqSJMKn9Ho9za6tViuZxpL6E13E2267jSoX8s8F0NLS8mKDgFJx4XQ6D1utSwC/368Wbff5fClORqnh7I7JzEgkQt3HLOYWFwAmJiZ0Oh0pRc690wCIosiML4qtQu/uCYfDAB4TGrZs2dLW1kYJ9LxfHxoa6unpefbZZ2Ox2NTU1KJFi/x+/316B4BIJElPn9PpZMp3OLfxiPB6UgNn+CP96emnn6YXTqeTtSrv27eP3Z8fVmz+L4gLgN2F+K9E2doXhcvlYh2LaqtQlAZierTUxmf3TJ9Tn/yrcHb4JmbZyMjI/9GerUAsFoupyznudkeBllxqtr65q1ThDwwMQGxaN3a4oaFhLlp33pqN2qbo9bSljn3ro6PYUio2/UViFIDRXE3Ui1VHftffL2LFDcv27R6+5kYAfUuXslHm8ssvpxE5EonQaEV/UisWsTNDSKXX612/fv3AwABNETKZzONWLaCj/MFxXEVFBeUAdQPa3HhYMwOrlblBqdsSw+Hw9PT0D/wJABaLHhAcgN/v53mejddlQBhVLKQuR7AdXWi18wDIAaO1Nbbpyx1AT8/d9HWCmVwul6IoTqezra1t/fr1xIQnVTtC5QYGBhoaGsgpFUBdXV2vdBrPfz8ajR4GwFXPnz/fUIjRTIUN02rFH3aA6sza9czPihhx2ENwM+0Vo3ySu64kSScFYf5F8zePnAxGE9lsdnZ2NhQK7du3z+FwVFZWvvfeeySJSteRgomFm83mFrGJLjT7dXZlp6enibR/9OjRa665ZmRkhMnAEw+IeJdtbW3M/7eMeUGAZlmL+nPVbQ9rZmj2+WrnEoyN7dy5c9GiRQ6HIzHhlmW5srJSEIQFCxZcpbpJaAXMarWOjIzQLIE8obq6uqh91el0dnd3k8M6cQlramqYSJMkSR2cXM0BwMA1PYzKXvP896lebMmlMkqR+3N78Pj3tFaHw8HUMc4bv1c+ksUFxsT/lKDlGfU7dN+ScAwlBUP7fM5gsGSSkiS1Pfg4SvjOfTtd1KOqNrpx7Xk5vurW6urqaDRavfeXmUyGJQsANTU15FNJPf6YmqJpX7fKBPb4WPEe7hjdiyuuZztGnwfQ2tqaTqQkuUA0jPkmg0uVLPrmmKSzYC6i5BV7/+53jEYjUZsHRve2tbUxVmxfXx9KG3FHzunpUCcLesfr9aJ2Pr2mFifagasA78Ff39XT4/V6IbaJokhT6kwmw2CXvr4+r9c71HxppV5/9KLlVqv1qZJDHOYAH8Q7qwPCgDgTXdC0gBHPaUWHXu/bt6+j588BaLXafD4v52TYmlHyj3K53qRL0HToNTgcJwGU1tUFQWDJAmx8njr25EiRmd7MF8aUCp2chZLnOC6XzZ03WXR3d1OhRXx8m82m3fWcFqgermv8i68BMCTC7lyWa2wVJEkQhBkgFotdeuml7EhJle+4xwPApVJyYAim0+mkXEkHRb+7bds26qH2+/3a5nlyXtZoNLmahtN5RRRFkuJ+//33a7JZo9HI8zxhmlClXWKibfrCJgBDQxU0DWAXGkBvby+1vvr9/pS5FkBOZ+R0QjQySXZb9DE1E59xH2gQbl+2lm45URQ7OjvVyYJJKNK/b6QMAJLPf9ezaFGlx3P0ouWECHeM7t303e+qbwwSRqDyzGg08uu/MGuq0cgyz/Nxgwlx/7vtS//2spYXJL0QDKZKSpRy/hy7wPt2unT6SgCyLGeRTafTrVZjPB7LRqMAzpw5Y5MkZgUAQKfkZUUDTqPRcHlgOCqJvIY6zX8v1e4jHtIL8ScbH5YsHA7H+Pg42YlyV7bpdAIAWU5xGk1VaBqCIEmS2+1+3Nxe5opGr6+66qr9+/dj1QJFgS6Xz+m0siwfPHjwol37cK7hJvWfolTj7Fh9W0kSBAA29/T0vbuHXjO0Yu5UxOPxYHFTbSJ92irmOQ4AY7PGa0xblSLMVxY09/vamaP038fEBpSKFPXNTCv6x8fezhTSWq2WN+psM3mUBliar1KOsFqt3+Fi8MXeS8WJG5hMJnNazADvpeJXt7cfP3786PVXIJEA8I1s8PgX/waA1+v9l4rZyspKpFIHuxe1t7b+yu8pcNxMWhI02oafbp3Optc2tQNwf/4R5w83T3ByWslXFM4eSLvC35LgUYuuN0aCwPj4OJs0arXa/1uZ3Mo1lp1zMJFojwdAKBSqe36358HPGHWCTgdJyYPjuPN1VlVU6LPZHACr1UiUcZPJFOFyAAoFmaa1Dz7xRFmy0Ov1NBFlpL8tW7bQzkQikUAgwHaYRTQaZdxPdaVDEnJOp/N1AIAI2HkjrMY1e0cPr1xMZHy1Gg/NUkhuIpvNRiIRp9N59OhRKuuamprsdjvpzOKGK+krtJNms7mlpUWtg0R71W61AkiEEyZgbGyMKguSgmXFxfr161my2Lhx47vvvks8j+3bt+/du3djiQ2Ac/3x6PGh9PdEfIKQuWw2+20hepMn6nK5iCiwcOHCuaaudKqps9hut3u9XmrQptJpcHDwkUceQan6ABAIBE5+aiXaixvZ0LSYdgCAJEmMcMfSaCQSGRkZYQ28p06d2rBhA1VAZR1C/5viAmB3If4AoXYyZZ2MasnYuV8pKtzVFkk6VqtVluXqiuq6ujriCBw5ciSTydTW1j63cCHheuTrNDEx8Y8zmkwmA/CIn9mr2gEQWgFsKnnFLtMA+3ZHo9Hec5G7LVu2eIyND/B+JT2j1fK1V6ywbPzWIRVTfWSO4ypUq17PPvvs52InM1odADmVagHIsIJk8xjwNzQ0xLyxz3veGAWPTpHb7W5paWHzADKr3rRp08aNG1taWlavXn0a+PioC0BrayvNa9myvNPpVNOA1ax7s9nM5MP/ipdeUu3Avn37Fi1a1NDQEAwGGTt9xYoVb731VtmuqpuX1aw0RrtTx7J9u5kSEIgMUtIE7dj1/DKrtZWXMOqyrF/Prgj9y+ZGdXV1zEfyr3gpGk2BkQ0rqwE8rbE8YAJDIdUTGoIRz9uIx6aDK1euxPnaLlBSuAgGg1dfffWuXbv4khA+qd1VVlZ+/OMfZztDRR3TKaeYa4NLV/nUqVOiKC5fvvzAgQNXXHEFAPVSGF07ddqbnZ2trKxk+8/kHtRCrTg3xY4D0eFh4hxJkvTmm29eaTIlEol0Os32kGa0mUzm2LFjpINLV4rwCBKdJQohALfb/d3vfnfkC7evq8wbDIbvFIq3XGVlZdNMQLFaiUB06ZsDnpZLQHdy22WrjvwOgFJC6/L5vFarXbFihd/vl2WZTilxS/8jxPWyFpIL/U3/O2LFihWULNpKq/fpalvTy/2nSy4NbPFWXYAV/5WnIh8c9fl8pEbDkgWAmpqaUP83bX1fMZvNl04MvbhzJ4BMJkOjwelzLSAA/ODmbpy7jBRfVQegAkC1DYAuEhz1SdTdY55DplCPPJ/0Hzq9bC15UJxIpB7dO2o0Gn0+X93+V9mxMCmiMjSB9TqVJQv1qgAFzUpphYOSBblqoORQRB9YvXo1WwoKLFlTX/p6PB5/dO/oXWKGPXqEQMX0lQaDAdU2yr+1cirdeHZM+6T/0CuaWkEQKisrfd/dBCB/6qS+9eyS+C1nRliaJ1CV/WnekTfptIuiaN7zMj5EnmbkTNGbKI98QavTFeRcNqcTdLpP3/cesL7Ljg9JFu3t7SxZyLJcf+BXRy9aLkkSL0myLIuieMnYQU4lTM6uYHfJ18/hcJxetvZVXkR/v9okxOl0/t2Gm1m7FiM1sA/k8/nUxAnzgsX5Qj6Xy0We/VY6nc7lcjM/3mq+52FZlqurq5cEjrALVzaAQ5Us2MVqaWmhe6De4/HdsKFQKBCIJtc0JoI+AuxIi0ON2TGk2OPxtKvg0ckrrse5Y6Z68OwY3btnzx4AJA9v9P6U3r+31M1EPMRCoZBMJi3zrwKQTqfR6iRT2kKhIOiEnJyzWK0A3G73U319T46Yjx8/nq625bI5jVZTIYrznU6UhHQB5LI5RV9RAOIGUzwl04NBG2xubm4ZO/gertBqtXpArmlUoIDT5BVooMiFAvB7zGTVyaLvXI/mC/E/OtgK8efe8f5i1UK623nf5CW/GUJxJhwnBX2oKKtkAXEgl5xd1nHn2+OvXdwQqqrgUrkrn/sNAMfChezRdjqdmzdvnpqaIhSAPTJq2a+lS5e2xidoBKDKxTU6SvANm5yQyuRoMpmssxDKpABsFJ+FCtlSxaqX+wEckaJZHVpyOKXXPKKNrLJ37Fh9nlt31cv9C3TG9+RcPp/P5/N/FgX0uDOYfbFBoCT4sGIBQGay0Wh0VslkeW1FAWnV0/NOeFI2G6pC8YqKCjKTpV7XPZe31Zf0H47x+ROnxgscFCgcuFyhMJWWtAr2+McNBkPDT7eaU6m8XiNqtYZKw3Q2nVcdncfjWbRoUTAYpPmzw+H4xaqF2WyWAx7hI7mrOwi2w7nFBVQKtrYX30j0fgrABAdJyQNgWL7P52sAgkYdAJ7XkUQgAIPB0NjY2Fg6QObgoUZd1YCO1+sNBALfRhSASSuTy2pLS0ssFmtpaQmpJiH0ghUXtMNqd5FsSz0AIXCGxO8Or1zM/iRJUt3zu0NAKBS6/fbbR0ZGiA9BYp3Hjh0jSK61tZU440Re65rM/KRRv2BBsTdlc6sTreUC5blcjhVBAJYvX47SzV9TU6OuRFiyGBkZaWlpKeuRUnPl6M4vKy62/nBzKpWiHc7n8/R1pl7H5hK9vb1UWQBgxQUtR1FlQYjb6tWrCXdeunTpxo0b29ratmrjYjQKgBqtvo3ofZKetq82oqF32AZra2sJ0XY6ndFolIoLo9FICfT3FhdlunVUGbGSUO3m8RFGz/+dcQGwuxB/yPB4PB0dHWVa+2op2bk0KBopwuFwdXX1vHnzDAYDx3EkZkm5h3A9lISNvxqYCQaDxMBS/zQrdWjiS62pzKfsnmnvOM5mBY/Hc3vw+JRoBiDL8qzP99K5KAAtd+B8Gna0/Ww2OyWaqTM3lUpN+nyHVtwwlyyNElgzPDxsNBqXuF6tqKgwGo2HcXbkpb0SRZGsGMiHnv11aGiIRnP63bjrVSac99bl17KfoM8QZqcehvZ/9qaGhgb1LF9dYdIC1KJFi4igThMXJjFAs5Dz4iPkOKEmUUJVCKnROqgSQG9vbwdATZROp5PRqdQ7zAxJbr75Ztol49H9sVgsnU4TlHaPLD9X09bS0vLWuXp8FESzD4VCr7322tq1a2mX2CFQxtq0aZPFYiGwjP7ELkGdFNdWGSYrxFQqRT4J1JlLiYpUct9///2qqiqv18v6mg+521pPve/z+b5TqIpEIl0DAz09PT09PZScnE4n3QNEfqFgCkQul4s+RgfyzDPPUJKTJKm5uZngMJoF3nvvvfRdYgxRqAHHvr4+lqHpGfR6vVjYSKqxLAito9fHjh1buHBhV1cXcf2ITM5MJImIfuqONVWZTBWgTc88bMF3ClWZTOaBBx6wPv99lMA4AMyKnrZstVoRlAAICxZXBIP05ooVK+gnbDYbcUs3bty4bux4nRTXdC7AHFHIsnuDXrOnmE2R1TPmC/E/JShZkLlnV31xstjU3f2z0rjOJpHqlW36UyaT6erq6uzs1Gq15LFAyYJmexs2bIA8Jfkmdu7cSVQjWgp2uVy5+R8DYDAYiu7hJTgDqvvKvOfl6KpbAdA+JUpr4wuO7yOyd9mQeF5c4NG9o/SitrZ26qp11hP71fIrHxbqZPF27Xx75Lf0RHu93rvEzAsoajZ3Rz7YoUoWbGQgjoYaqgPw5IifeHD031QqRU8ZW+BhA3UqlcprdRX6CgBmUWgtmWYQyfGmQnjkwAgA8YorPB5P06HXtHZ7DDoAdUoGpfGfTfT7+/upuXhsbAzZ7OS/fv3RRx/tK5kdseRCH77ttZGzu2cwzDdV+ny+M3pTtiQayBohz5ss6urqaDzfsGHDiy++KDVJ09PTACorKyVJGl+8sgvo6uoqyxd0xW0228nLrhUAq9W6H1aohGjj8fjGjT+IRCJlQgHRaFQUxVRB0XAai8WCqVMNVmt++LcBoKKioqKiIhgM2t98qaKiIp1Oe6qqaDC3Wq0sKdCoRSSI8yYLuug1WSkWi2k0GqvVGtNXKjodZYR4PI4uO5PBpe3TvWHr+8rExIT6EChfqEsRlFrAIpEI2WUAiH2sRxAE8rJguvuE1tFXpEqrmIyaTKZoNKpvc4gz0YTRnJhJ8Fo+Go1SW/Gje0dPyZp0lVUL1CmZ/Mv9mUzGsXx5cfnHXxKFUBRwXD6ft2YlaLVWq3XqmW8A6Nm4EcDYWEwQhIqKitnZ6ViVDVB0BVnH66R8IZVKHTw+ajKZGhoaykQhUXq4ii3tF5LF/6KgeR17DOMbHqMXvb29rJ+CzT8H2s1oX3pSFOFyhT+3Lnx4jEa8g92L1rqOMrmVs8kCkCRp8+bNBw8e1Ov1LFnQTcIW3UnlzaeNQ1VZUBAvr7u7m7GfqqurMzo+C0ABx0HhwAFajbZaqJhIpfAhIDJNpcYMGrFkx+r84ebz0vEAtCs6aHS5XM5iMVmt1kgk8vyVN6CURNra2oy+GO1nRquBosxqOY0CANQSS8J809ZKADNcbiYZseRmbxn8udlspm95tYW5y0X0xiwKsynJrBOotHgvFZ/OFqVgjdDQr9MITDoJid5PHQZmkYXAG8EB0OmErUocc4w4mFnqo48+CmAr4gDaFT5oNDCXp1QqRZqA/zBjHGgvnpzaf3+VXRca/a6sbVSvw9Ht0dbWNjg4qE4Wv7CLtKsBgXv/yrZP/irS1dVFw/IT8bO2b0v2jnpK3WOhUIh2Tx2ynEunM1W5HOO2E8rT29u7BNgHzMzMrF27NhAIkInEiRMnAJC1XS6Xq6iomJyczGQyzPCtp6fnZfcgAOLobdrzHErdVwx8vE/S/8QEAKlU6vZTKTisrC+KVRYoFRd0Y9jt9mPHjlmtVuqH27Jli9rmkSWLskEyGo2SMgOtrABoaWlhDD4Kdrb1er26PKePjY2NjY2NscoCc/q+iY7X1NRUhA4lCXMkJr1eLxMjolM0MDBQW1tLpcrY2Bg9vG1tbQMDAwMDA1TXzK0Tzxv0W3QUA+1mOu1Q0TD/6HEBsLsQf4BQY0Dn1cBib/b395M8XEetTpIkQIfS9DeXy0UiEeqCtNvtBCERkP84bBs2bCAVzLo6g9frDQaDFovF4XDMHZE/LNRrOGx5IZvNajQaAMv27fa++iNatav7992Wjd+yAENDQ+MAzjU+B3DvvffmNj9uMBimDYbG9IyciNMWlmnQpSpC2HhEj/3lb+3S8sUnbonr1cjdX1RTz87LwlNLDxQ7Je/+4rylSwGMDw3B5UIJBmIj+NyBKViCSzAHs1MvbZGxOoDZ2dk77riDrbeUdV+i5IiEUnJ94IEHyn40tunLahqC1+ulU0HWolDp6bAJNHNBYv1H5MYwMDCQSCToBObz+UKh0JJL3TPttWpmyAeWBR0U+aOrpTHU193r9TI0CiWCG4NEpV3vE+u+MZ38RsMlOPdmPnXq1KlTp4g3TolhZGSEYAJRFL98MgYURfdGRkZ6enrYchC7NJS3aG0tk8kMDg5OTEwsXLiQzkB/fz+dNOLu3X///a+99lptba1Wq1WL35XFkOrm3LhxIyGwAEj7XFGUV1ta1o0dpjfLoGdaaSSHtQ0bNvzoRz9avXr1gQMHQqEQ6wj480Lc/+gAACAASURBVMwUVAnY7/d7UoLdbh8YGCDU0Foi2REZkNKq/MW/drvdXq+3VzoNgPDi7u7ur371q6SRdP/999OZuWb4TauSlQF+7Lher7d86/UPO1IwWi7w2muv0ZzbpbKixgUmxZ9wfLQMMLPrOb1srViaZbIhqEzvn3JEJBJZv3496Tnq9Xq1sKbH41nwla+Hw2HiaxNlzOFwxFfdyqVSABKcvs4AFKGos1mDGjnNe15eJ0+9ytcRUKXuQGExF7MbGhpiAz4zvgBgNBoFQTivRXjfhySLA/WLZFmGopxetvYFSX+XmKF++aWqcZhA9rnbpIUrShYvSPpXR/wAzGbzREo2pxLFXXr9pzQkLV269L6dZ4fHfD4PrS6dSQMAL4AaZrvsJNIHgAnksWQhy3I4HG5oaFCfRnWyIPVuAI1/8TWX682yljf2mmTyaB/knByPx6nnFEC+2nbIf8ZkNlVMhz7tdoOvI105tsJEyYLm7gMDA2+99VZF02KtVktIkyiKH5/x9qlIbeoIhUKNf/E1Q/t8ADG9wZJJslI8lUp1jO7dtWsX/Zcli0snhtytzng8zmm41MSJgiCIohiNRs0lcc/x8fHp6enf/OY3TqezqqqKlppCK26cP3/+0/6oU5LUKy50EVnJRGRJljK0Wm1tbS1xE4CwRqMhFPuqqWOPP/4agFgs1tnZef/99//mN78h+dRuecoFMwO7accoenp6Nm7cSDfn8ePHO1pajEaj3+9ftWrV+OKVYiqVy+XGF6/sGN1L+8O6gwFUVlZmgXw+n81mL774Yp/PJ1RWakOn89b6Gc/78kvPbAeuvfZaXLS8mS8Ew1EA/nB41uOx2+1speoBu/gvp5NkCa3JZfSxKQmw2+2LPjjg7epiJ2E9n3jbOv/EiRPZbHb22xtNj35TbzBqw6e1VdZ0LqcBSARwaCjDrGYo9tctpLuIXh//5tcAjI+P79u3z+VyxVfdKmVELFvrcr2GC8niTzg+OlmUzfPLKg4CWYpTr3az3eej4oKWP1k/PssXNOf8RjaIy9tmF9iaf/ZbcivyeDxsIae7u7uNif/292/VFjUi5/1yLz5c87dQUIqLJArAgQNXLVQAWGXvcJrb2YC/dOlSxuWZyct5XlPguFkUjNCoZ9Es+vr6fvRycYDN5XLklkZKJjTsM5Mlc3wiHo9PcLIhzxH5SCkULjaYjAbje6miMN+RZJR+FwA5jart+xRF0eXyOS0UgLX25gFtiexGxcUlDQ0HpGi1UEFboN0mhzG6QOHWVgDHTk/kCvkkoNNwuUKh1d4KwPnDzQAehJmWEJhZKnVrqh9Rdpb2+MdBPqRer9OLnp6ezZs3e/x+APM8HofDEf5cq8/nezBvZsWF2nt09erVTqeTJYvpTy7P5/Oz9VYUCjpBpzx8z6YSnWoHznYsPbG4SWo31z2/m/aQtrxk7+jri6NWqzWVStUAiUSCMZ2X7B3F57FlyxbqwqGShHIWWyhiyWJoaOjaa68l5prX66UPu1yu+6AXJ+Iu1ygA1NREIhFKEGw60dPTg4EBACMjx7puuQUlkejBwUHKvHTIjz/+OErJYvXq1YqiHDp06JJLLiHtBVY7qxPTjh07nE4nqyw+D81zNRXpdJryoMFgUJvtlkV7eztpWEej0a6urmg0GovFqLWIqjOPx3PttdcyIMzr9UarC8SVy2azxMjp7u5m1iusuNiwYYPb7b7lllvYd5mMEtkuUXFBCfTtt98WRZFNk8qSRVlQ09XB7kU/O3nYYrHADUmSZmzVSqEQHj92C37+p0CyuwDYXYj/SqihcXqkP+JJYPgODVXr5xXXftmEksa7VzuXIJXq7u7mOO6hhx7q7+9nyndlqgFtbW11dXWrV69+6qmnWN6lFQ9GNNucEr6QCgKQJMlgMIiiSC6ctAWbzYZgcV5O2W6BoEnl89lsThB03k+vavvFnrmyr+oOlKt+/AoTy59UpdXYpi/3qWARr9dL9GAAbKWaULN5pRkJAZG0G6Io3nvvvV6vd2BggEqvtrY2t9tNVQRTCqDdYCeEVMagKnFZfD2p/VplcdoQDAbnfeuZ4m43X0xvlmn89ff3Z7PZXC5XVFkqufR2AOM33q3eMiUVKp6HzsU0LRu/hRJm94umombZwMBALBbLanVk2BePx4PB4ODx4NTUFHkKAwiFQuxuYdoK/6avuyl3miYcFxt0s/XNdJAjX7iduo/P2+xDcwXGJtuxY0dNTQ3tbSwW43merCQymQzdM9cMvxkXxWOxGE1Fbppwv9LuZD4qAGgPGdnH7/fX1dWpOWWMiA7A7XbTlFFNo2CniERnSYUwmUzyPE9IIu3Jsn27tVot3sEXeP7Qiht0Ot2HAXYjIyOUmWgpCQBlRwbbkTzfe+can9EMJpPJtLe3k5AEhdPpzGQyrP+X0mrDFfMROAlAr9fPzs6KouhoLs4VtolNvdJps9lsNpsPrbgBIyO3B48nk0nB9+5AOExtX+ob46kvfYn91re//e1//ud/pgXAk5wAwCSaJEnarfKP/rAhheTVAWzfvp1hNPTiQg32JxhqIe3zJAt5Sm3yMPGdx0MeDwDjnfeb97y8bds2oHt/3cIFpQ/kX+5X943SrI5e0z1AlD2K2TWfqXz+ux0dHXq9/vSytdpqG1IprsJYIehi0FVMh0hJgPSP4qtupRE4dvuXXgEK+cKvhFZLJnmpQ2LCOgaDgc3+P1og1Ww2s8pnwYIFfV2kSQ3inZER7ekRPzVgPjniB183OTm5wO+XJClT3cFxHJn0zc7OLl15Jdss9W1JkpRMJilZQLUkQFgPSxZqvmq7gYfBCiD90385dtU6lFQCaU/Yx/KFomxfMBikrz854vfVLSTskmUclhqoWdJkMqkZTOzSMPCLfisSiajL1LIzZskkiUPRIDYEg8FcLqcpKJyGA1AQ9MlkMhkOZ7PZfD7//r59K1asYPU2SjQZAGNjY9PT0zPf+pv5j/4jSglxP6z7S7gkdUCzQ4ivujXXOI/eyWUzZzhBWyhMPfONmpqaDpVa0NGjR4nUT0O00+f2eDxutxu3fB6Ad+sTNptt3YYNlCyqqqpYskgkEg6HI3HtekGrpVapd9uXwu1mySK+6tZJq/VfTqevAgAEAgHW4Ey8gEf3jup0ukQi4Xj/raNHj/I839jZ6QoE7Hb72CUfy+fzUa32oIzLHY7Ozk61+1DxPiz1JtOx/PNYDIgBSCQS44tXVu/9JUsW7Cu6T9+3tMsO8iQB3G43TV0EvVBfX0/yWLmahkIqoSiKHJiY/Nevl4nHk8iGKIpNDgddFHZQdP7v+PGvACSTSUEQgsHgUyr+O4D169e3DQ199cXvEdlfDky0Ll4cBPKnTrKWPmXgWdfy5W63m5FBnhzxp6ttKDWInS5ojXfeP/qPRSLM6WVrURKAP3nZtZ7tz1xIFn+aQbfB+ZPFnKDH/73rloqiGG43A3DCWYZzndJrAJxORCoM+r67+0gbix5VmrwxAM5oNMY23Lz2/SDZXNAEg6m+sGSxxD2K0nyPppSBQIDGRra2dJMn+sxldYDCFRSO4woApygNs7nW1tZ3wpOPxOOgJkdgaGhox+rbVr3c/14qDoDn+VyhoNVoMgDOUYA8eyr23Np3xY+3plIp4k1LksTzPFVS6nH1nfDkLHKSUtDlcuC4pZa691Jxo8E4FJtyaPSbFzjvfmd3dTY7JQp5XlMtnG0U/aFz9SM+92QqPpstpEvCcYoChSsS7qiiYIYPwWBwbalzk518NiYzElw+ny8AgJIrFBQoe/zj7QofjUbDpoqtfJESO7zqUkoW04LwYcmiXSkHLo4cOSLLMo1Cfr9/xZtHqsbGBgG/38/MD8kWj64RDeOULBhlTCfodDrB5/MxViM74QPtZqvPCkC679MrSk4mZJjw+WnND3JnTCbTwt3vEBWADJHgcGzZsoXdOWwKEQqFpu6+wW63+9vN2Wy2pXSDZTKZU6dOORwOURQrKyunp6enp6fLLIlqamqoHqTNulyuHTt2UJXESGSsuKBtUs8vDfKCIBw5ciQWi5Ebcpk3hTpIyA8A9asST+3GDyIA/P5jXV1dbSrQXF1/sey/Zs0aUp6l/+7cuZP+xDIUC8oLgaeffn1xE0qijZtLzb/MeuLo0aN1dXUDAwPqygKlqvztt98mx6RsNqs+RSyIb/hh9Grat+FVl0KWCQGfsVXDWK0UCgBkOX9e6Py/Py4AdhfiDxmsD5z9F6oc5vF4ts6vByxQ9ZyO33h3sf4u1WDnzdO0TWL60LKwy+WiBQrGtdm2bdtclM1gMHR2dkbu/uIjKrJVV1fX4lodSUeTlnYul1MUpVAoUIsfqcLNPUB15mB8JV/JfvS8QVih2so6Ho+zpiSv19vS0kJDv91uJ5TnlVdeQWkSsGnTpq6uLuofdLvdNBINDg4uX76ckKAycj7xxQjvc7lcNTU1Xy+Jj7a1tS3Y9GUAPp+vw+1mANzc8evAgQO0PqM2Bqn/6Q9ear7Y4/HQOQ+FQhaLhXVs0Wdo9/r6+l5qvth1MubxeOT3T7W3t5M4SENDw98EAk/UyjzPB4PBRyai7aVcTjlpxYoVtALjcDhIOQjA+Pj4awCAqqqqb7YKpHRgtVqNZ0517HoeQOzU++xasJzBmmHD4fCiRYsCgUAgECDtA6PRSCge+RFTuVumMsvaIiiblonjejweu92+fPlymgTQ6WXgEa0dEYhWU1NDeZFlGjpd5EBvt9tjsRjNGCRJ4jhuzdH9BUXRaDQEULKzmslkiKfwV7x0Z8gD4Gunz6rYEoefSrK5MklloSa59Pf3s2vHcZxer6cfpUvQ3d0dHHy5KZ8HoNVqBUGHUodEIBB44IEHIgCJpXsHBu6OjCdSKerpYJw+ZnyMEh+TJriiKNY8//11wWA4m6VJJ/XtEjT8XHV58yA93S6XSy29Qa/J/0R9gGXKFB92Hi7Ef3+oqROMX5Z/uZ+8Dv6uy85WeGdf/B4jL7BkAUB7ax+mjrENsmTBtra/hDtoNJpCoVB/31dTqVQa0Fbb8vm8htMos1JKw101r3ldjQzgBUk/VtWGj7VpAFEUC3XNECryAKcoKMhThup325f+4KGHGNuClogo2Ey67DYjp1GGlzF1fAK/APzKvgxAKzAclQBcbhXj8bjRaKRkAUBRFFmWdTpdTKgkfX1KbV6vt7Gx0ePx6HQ6moUPDAywNhOWLEBD8bK1I2eiuWyO1/GFQuGe1EkAL638FErJ6NG9o3c5nd6BgckrrlcmfbVW65lTJ9E8T5yJEk2AOFbRaPRVvo56Huc+UO+88466hGDvu1wuadlaJoUuCAKNk3OTBd0Dp5etpQ4sWp+ggUgpKAA4jpsdPw7AaDQyyR51sgDw9NNP06WhAeHEU/+3o6Mj73Bob+1Tp0jy1S1el76+V7fv5LIZVBgA5HW6/KyUSiax5jOzgHbePIyMZDKZTCZDLtiElpJVd6FQCIVC6P8mSqPl9u3bWW3fXXKVBeDxeIzLimtmkiSZTCaGFxjvvN9e8oN6o6pN2P08VJgd3dt3iZmdg69Wzs7CaGxoaKBkEYlE6CgKhQKhae+2L/3gW3/T29vrcrkymUFjZyeAnp6eZ43GWCwWvvom6+WfWBE67k4k1AoJdKvoPn0fVdtzyxLC7FD66yRvEMnOAtAIApWFrV/a2Dz0G/oM0S6MRiPrOse5olE0AhAEScmiY3Rv/4yX9IyKfM/TrsaDvyYZKQD49QtY/A8A8ramrG8MJcnLsrvOV7cwYajW6vRyLsdpNAaDwXTotVHVsWSzWcqqFW0X6R7bTHeCusn6QrL4o4d6An/eZKFeuadK/r3rloIJHJ8bdHuTIIBeL/C8DqWrTCDdYeDBvPkw4pQsAGg0GprUsZkG6yOh/4bDYVr7P/mplWcMhoaGhs2tTjbuiaK4ZcsW2tXa+ETYVCHL+Xxe1nKafIUQnY6ekGfXdCyktZxHfO7NrUUS055b+xp+utXCF03Ap7PpaqGitamRPZJlN+e/LLx6eHg4Go9ms1loNHq9Xr1aT/AftaSAU8BxjSnZ5/Nd0to6MTFhBaKQ7n5nNwBBEFpyCOq0PK+jHkCz2bzDvePhri5UWO6ZLTpg1EnZaLWY5iCj2CdbBa0xFEkAJpMpaNQF/eMGg4EYdkv2jkK1tNMH3DL4c5/PdwmEES7DAYqiaMHNIH9CzsJUASAajT6BqLhvn/yplSgt8Dzic5MYHwC3292j0owzbfvldkCWZSouGhoaAoEAXTKyZQiFQu3t7WzkYXgZgXosWdBfZVnmNBqdTsjlstFEAoBrdJTtPzH7WltbKY+8vrjp8e5ul8tFvdXJZLIpELj//vt3ABaLhUjooVDotttuO3DgACWL8fFxZu9us9kkUaTCUxRFkhVS226w2sTj8VA9qO4waCmJsVLSr6mpUScLADt27KDiora2lnIoSWdwHEe1syRJ6pU8Uk6njTzwwANPPvnkzMzM9PR0S0sLTScoXzN/vO+WzIjOKw+qVl3YuHEj03lQFKW7u/vFF19kh6mWd6ePMU9n9oDTCNDS0nLkyBHmeUXNDXS8/f39Tz/9dHd3dywWO/2ZNeyI6Pxks1kq6yorK6kXCudOUVAaT+gXh1Xva72nsy31Go4DUBWahr2KbgN6Hh/Mm/8oyeICYHch/jChLpLnmmMyFlLXM9sYMY1GXtZD2traum7dupJgKHBupy3h4sSa1uv1BIKEQiESFyur2AF0dnaOt60G4PV6q0utFmo6BgAL8J0iKiR831Dk9zJNLpLOUW+T7XlZa6HacGBuUA2m0WgURWGj9viNd1OnLdNcmJmZIVtDt9t91jx3l7empg0qRWoALpdLr9czIQYAgUCAkihj8wEYHBykdFVTU0PYHzm3sg907Hr+ueq2sv6CwcHB8fFxRVHImucfGgy0yNeSS+W1ytdCxwK1huccaynbLVu2jLTP2Y653W7q7qR3WKaZmJhob2/3+/02m43XJi0WSzabLRQKRJymJEp5S61UQv2t6XS6oqKCLNiBLFSkSPqYz+fDpi+/1HwxjaHsiIhHVlVVxXpgKdavX09Kat3d3cxWfJvYdFd4zGKxUFYYv/Hu7nMHdzUo4PF4yPG2q6tr+/btyWRy37591113ndrsDwDlSDZpoPQzNDR05MgROgNardZisSiKQsArq9UBJJPJbDZ71cHXh67+ZHfJ1Hzd2OFJk6m+vj4ajX69SXQt+Thtuaw5jqF17EJ8mFEDEQDpQLq6ugKBwPLlyycmJpjCuu6RJwrPfx+ANnDy9XV/Rt/JZDKdnZ3qfu2enp7c5iJIp9PpDAYD/SLhucRPufHGG3ft2hUIBFpaWr5WmTebzRMTEw6t8n42LwhCIpFYIHDjigYqxUm1myQtjNPt9ESt7vFwDsCKFSt27NiRTqfLHKgvxJ9yqCvkohfY1DFMHUNXn3o4Uk/+2BhLE6a2tra3rI7dQsNr5zOLJP8EY7UtlUqlJosFj1JQoKCgFMBBC23TodfgdL4g6VHqn0pX2yqmQxKjNXBcVivwGi5dbXtyxP93fX1UHxIkRHKW4+Pjatsf9T6c18LyRCJFRhYFuSDymhOJFHu/vgR2qCOsNSCfj8fjT45gHXWORKPZbNZisRQ9cEsTdwC0PKPOFITWAcjlclqtdteuXS0tLQl7UXeGUic6LQBmX/yeWa+/qrvb9XZptWMGp8+VIp0rOiFJ0gsvvFAoFHie3759+4KvfD2+6px+VQA0omaz2aZDr9U6nTt27KB5v8vlOnDgABsbu7u7X+VFSZK0Wu2ZH/xTe3t7qvtmQyJM7WlaKaYWrCVLK3WyUAOpAKqqqjo6OshNgvpxBEFgOgwnEqlUKtVVb73ndyecTufImSjI4EKryQQmcG50dnZSP446WXR2dhJxg1E21EK9dJa2ldT6aHWH/kT6rdu3b7/uuuscDscbBkMqlSI+WiKR0ESjVquV5VMCL4gucfToUdPnHuI4TqPR5PR6ezSaTCZlWaZJhSzLwWCwvb0dJTUJ2sKzzz67evXqX+nqK6amqqqqxuvrkUicOXPGZDKZTCapyjq+eGVDQwNVb+xCNx16DV1nkwWhz7Tz+VwuATh97vDVN6XTaYvFMjs7SxdRe2vfeCrVYDSyL66Tpyh9MmYiO66O0b0jIyMcxylA28030/u3PPOSUt9SyBfAIXbNp1FKFgCeWrm4t3dzftlaJsVovPP+/MvnrOgk7lymK8jZQoHTaBRwWWjiq27t8HgYI1sQBFmWBXsnAD4yCavV5/P1fudx9Xz1Amb3JxgMGmDGkXSl6PXJ0nPNQj0h9/l87Qo/oVGW25p5nidfBbWcPGFAtCZEbp407ZyZmUmn09J9n+Z5/nBnp3r7nZ2dOzqqrSianj3ic28+t7JgE0XDZGTaWgVwFZNhWZbFX+7FfZ/2+XxztXoBBD/zYMNPt7L/EvhVJvFWFmz8ZJJhQ0NDTHmtUFAUpdA8nYqYDEWv6kSE/bDBYHgwby6xC+WG2RwVI5cNuuFw7Nq1661lHTQSJRKJNCApFVpouYJClLucnP3k8RCAwyvr25XiOf+V39MYTb6+uOn1+MTj5nb2NO1YfZvzh5uP52Z1eVlRFCjIixUAsrwWQFNUKuKt933aKEnEk2pqagoGg6gvLpxTsniwu9v176/2dHeTrzfTWwBAozFxHt9++216k2TaUKpE1F0ylMfT6bT52YGOjo79bU28bzLXWBM06qpC0+qTzPQ6yPIVAPJgeoXq4kIUxfr6emo7ZW+Sig67Uic/tdJqtTJ8+fDKxd35s8kCqvolmUxSXnM6nQT/SZLEBBNISCqZTKqbnFwuF8dxJpOJJgl6vd5ms9FlTSQShUKBBKB27dpVV1f3iU98gpVvJPrmdDpvuumm3bt3f+xjH1MUxe1279q1q0yojuL3Vhb9/f3EkCAmAdWqd955529/+1uUkhSj4BEZhab6mUxGzcKj41IUhRaH2PSmv79/x44dgUCATuzYzd0oNSMPtJt39G1auXIlTQamP39LSKf7nTyFxU2ECbKZDKvv6AUlCEI5jUYjH4wUJbOMxhPyLHw+JjSxVRvHHyNZXADsLsQfIMq4MN3no8uysGz8VhnyRZ9RFGVycrLsw31zTA/UkgRk3MnQOtLmB3CL98i6YDA16rJard5SS+aH7TYN5cezhQWChsaFgK4otq3OwWyf6bUas5t7RCza2tr8fj8tf+0TPyGK4uWXX55SfYCspubuW3O2OKD/bfSDGc3MoTkSSFNTU1NTUyRV1tXVRShPNBplKyHqIGr0+tZWAG6322q1st8tu0BTU1MzMzOkEbN48eJsKgigU5Mn1riaY7VixYquri5JkkZGRiorK91uNxlssRqGbfPw4cMAeJ5/zJBdIGjyeZ1QyHpy3Cab8FfjkaqqKrvdnkwmybobKkMSqByjqDfhGx7PY5BEUayfTRzPQtSpTmDzxXSrrD/1Pn1lmWZmY0sLS6hdXV2sFpqamlq0aBFBn+y3Xmq+GIAn7HE4HC1eLwCn08k6W9nHGHKn1kPlef6NN9647LLLiPlI3z1y5AgAo6qGeemllwKBgJqwffXVV9MhOJ1Ov99fKBQ4jpNlmSqT/Ves0QH2X26/xGQCUDsTy5pMAKxWayaT4ThOUZRAIKC+4iSNjPNFT08PGWWg9GTdM+0FtcCNukwlaQzmnk7SWjvaLgOAtsse6uvbsmWLJEk2m62np4dJZdHGSahOHZ/97GdDoRBNJYPBYCAQuPHGG0dGRr7jsJnNZp/Pl0wmPwAuNvCnBEM75IipthCLMU1JdN8w9xC2zq/3G7KiKP4DH7NYLM8BNpuNpmV+v//yt3YB+C5XfaEG+9MJtZJAmSVOb2/vXOHRj5YibW1t7bu5+8kRf0uJJvZkCbOjW7rodgoAyGn4Oqu1OK2vsoIDgKxvzGKxuFwuSZKirU6agaVSKa4aBoNBEirYb6kFt5nWG5nb0mv1QtHvVTVWK4IBkOSCyJ817TvDCfVGANDr9UtPvetudc6I1RqgVc+BdIXKy9JiMA1mAFWffXC/4axThCVT1AvL5/MZr+fM0aPNzc0mk4m6TgAkEomBgb1sU6/yddZb+8Lh8CsN9pc/uYTBNB+WLHbu3JlMJguFwszMTOdfPUkU4PgdD1mzEr75NRD0A4RUugEUY2NjdA5ZvmCNzKlUquIzf+l/6Rm8+D2x7yuCIFwydvDIkSP6m/6MnExr336lxm5nyglQ5QtKFjQa2Pq+YpSk04C+phGxGAC5phFATNBR1+TImaglk4Spld0t6pg3b14qlVJu3kAmDNPT05QsWAZhGBxKvq633XabqMIO2H2+d+9e8loFmbG++D1Zlt94442jR49W3l1UCTCZTJRz1TbxNLpWVla6XC6u596ZmRmLxaLRaKKCaL3+rppDr1GykKqsuVxOW2kRbvtzRD5gkGg0Gp26at3zlc0AtM1GfjYuy3K+tskUD9F5FhE1GAzxeDweP+t1eFWJvrqxZBTb1tbGnHNpxTEQCLQ3NhJLyGq1ms1mX319a2trPB4vqnT73AAkgDQWHnvssf5QHqG80Wi8S8xgjpE6PbmZjJHPFwpKAQpSqdSir/4TqenRoHFq6XVQFEP7fK1WqyhKUqxc4XRSGU9zwuLdLugVcArQkEm0Op3uvq849ry8b9++pkOvkUIlOHAabnp6mkCT2Md6UAjjQvxpRFmywLnQQNmHt2rjWLk4zskAVtlpQbeo9E/AHErCZ02yXPZdta0ceweAJEkej4fGEELrLBZLNBrte3dPb4Lv7u4u+cPE8ftizejp1xc3zQbOAADP1zy3C1VV9GizJ06dNRiMyAwc2IGc17DyXw2pFDIQwfP8vXEtmDFdPI6SRx+RD2oSqTumNT09PX3v7jlT6gBNpVJbDVA7WjyB6JrR0x6//+DBg7W1tXc0Gc6PJAAAIABJREFUN/+kUU+kYACxrMzzyJdSVm0iTWsYqVSKnEzfCU/qcnJZRcP2PJ/PO7b8xHvrKqneqlSeHXLJXoPWnwiEEs9FYFmysNvtrEagyGQyasyOFk527txZWVk5OTn5wQcf8Dy/ZMkSliDYC0a1q6qqmpmZCYVCnd95cezhOyHnq0LT2Wz29RK409/f/yDMW0u3Smtr647Vt9Gt2FIqLm688UaUJKoBkGJmd3f36tWrae2EWcx5PB6iHi9evDgajdLVKSsuWGXB9vaNN96g4oJ+gubeR44c6ezsLCseM5kMKy4EQVi2bBl5Fvv9flqf4zjO7XYX1+oApho/PHyWXrZ06VKe55PJpFrsOxKJMNessmmAuk2nrSS/Q4fAyCJsweahUrMCyXyzjTA1vTvuuAPnqreTKZParLm/v7+/v58qi3A47PF46q+4nv5EZUhvb68sywT8TQPt7e20bvf64qbHze1lJDuU+EC9vb2sLddut5u2/fJg9yKj0ZjNZjs5fZGv+keNC4DdhfivxH/EcoXFXNCtDNWi6O/vp15RjuPU3LqPqLdpzGV9KABEUVy2b7e5tTUajdKakppxMHe3WevK3+zb971FTZIkQcGZUq/oR2vfquO8R8SseWgxmeM4NWudTU2sVmtnZydhefT+/sGXUQLs9Hq9pbW1S9XDiBJCJMvy2NhYZ2cnoXVsHYOYFKFQaOHChQCcTidli3GA//7/yxIqkchATlsez4YNG1wuV11d3fHjx/+5o8ZoNCrTXqGqimSDBEEH6MYVXpIkgrTYCQ+HwwR7kYM7zXVocYPEI9RXR+BkQJdKpVqBD2SusbHx6quvHhsbC4VCzLSLZWVmH8FgO71e/40UHM1tqMbDmuLqmfqs9vf3ry+9PnPmzAPA34siJXKm7O5yuW6++WaovC8YckdrdKz9ASUrcTWIwG5mloPHx8eNRmMymTxy5MjU1FRVVRWjrVHSVTs5UoOVXJpBHjp0aO3atXQUVqv1QGXlJ97fR7izxWLx+/1rju5PyTL1lKnvLrIOBPBUWzWmvXRZx1ULR2zVbnh4eN3Y4b27f/JFefapt9+mgnBoaOiSwZdrckX0OKAzsEzPCOc419Xhuuuuq6uro2tB3A0AhmeKd/5sKVnG43HSFgRw8uRJOmSyBSDxZnMJUQVwEa98IHP9gvnbnbVWwGq1zs7OptPp1tbWPZIE1dIxC3WpDMBms61YseLo0aMPcYkzZ2YrKys/m439uJSR1SytC/HHiv94vviw0Z7IaPNNBsZcCwQCWq2W47jW1laWLPbXLeyqtzLmmkmvi56KUjMFL1Zpc1k5L1c5LpZ8nnXd3QC0Wi2Z4gmCEDt1ErW1nEZTqRQkBSSwLfKa+SWzVMb3VIuUqds3/lNHSiHyGkk+q21KRmk1NTWX+0eOzb9KjfW/IOmvBqxW62WXXQaAJQv22Co3b8jXNqV1xUld383d+3e6+MgkW8xvb28fGxvjFq8EkEgkdDodt3P7rhKJKb32TgD5fF7T1CbohEf3jp5M5y2ZJEqY3VUlXWpmDVRXV+f1elOpVMf/2ZTNZvV6fd7WpOTzMX2lre8r2PMyE5hjy3jhcJitWBw9Wuy36ujooJ1kAzINjuvkqb77+66++moA2PbUkiVLjh07hvr6iYkJ6lElqamyZZ4SF7vYCpfxeSovvpzLZnSCDkAWGgFnp92MPnbw+Ci3c7v2+rvYPixYsOD9yMzs/PnMmRfA/rqF9F9zIMAIHQx+omSh1gQk/OsHNxdZ59tf3E4nIZlMRiKRms1/2/7wE9Q1fLl/xCOKZGfENuj1eg8dOsTzPIHTiURC2zyPA3Q63ella6849vbRi5bT+NiAXCqd/rW+UZIkBvnV1tZOAQA0Gs2MsdqcTlTEQ2Sosk6eejVVR2BlNBptbW2lXR0eHj527NirfF2m5bJCoVBZWRnd/2rFRcvV1lVQ0fGoq/RJ1Z8I8giFQrT0YrPZ/unoGepImp2d7Z9Fn01LJiEoCYH39/cPDg7i6pvyhZJMf0ExGAxMPh9A7duvTH/mQQB5Oa/RagAwA4G+vj5Jktz5vMIryKa5CiMHxPSVrTQ3uLXv0e5ul8tl3vNyyOMx3nl/HuB5/syZMwCuz0y6Sk/QhWTxpxD/8SG0iLX5fEGj7p3w5JW1jQzMUr+4ZfDnBD1oNJoH82Zyep3gZHAwGAzB8GTwMw8CuGXw50v2ji4BPEBVVZXNZovzPBGEacohiqLb7aaRKpwN19bWLliwgNCxsn1m+WjN6OkS1zjn6ehwOBzUhkAKp3tuLSa7WwZ//k64SFa4sraRvZ77VxZPxCcmuFyWVwqFQnue+zdj7kdtbQAe8blJCw+ARsMVChqyBevpuWXp0qUPut3fMKVobYCaedme9/f3P25u3+7Zi5Ll+tjYGBqLUtepVMqSywHImgwarVaj4daMnpacdcuXLw80iAT6pzgZKm/3vs/3OX+4mQA1u93uKWQMt39CqjEpBj1XUAAIckGj4RSthuaufr+/7vndU3ffwMjjjwkNjEJ1/PjxQCBA4BrjBBDuxvp4tm3b9tnPfnZqaurYDVfODwYrKyvr6+upiYfyhWfO0hE5P9DWpkLTKOUgq9Xa3d3OPsaoiGfvqx07YrEY0xoqKy5YEnnzzTfVDa0bNmxwOp2P+Nwo2bU9mDfj3BVKNgWibw2vujSfz1f/cMeRI0cKhcLd7+wu1gLXX3FIknQ1Na2trXt87s2tTpYsqLjgeV6v17OT2dXVNTY2ptfrk8nkiRMn7Hb78PAwKwbJwZxwN5vNFovFampqurq6aIBVmxOWoV3Dw8PUr0paDdFolHxsW1RUCajkC5YuXdqnUixlzJsXX3yxvb3dZrMNDg5SZcHMjgm8I8xOjQxMTk4WCgXqHgiHw3a7vbXUE1CVyQA4dsOVyTpLXq+LJiNVBv4Sa+dwPLwVcaxcfDAfvU/Sq/ufQAmFjnHUhYm4B7jCddThcBw9ejSZ3HvmruuptwnUvfuR68r/P8UFwO5C/IHjvPS6/yzJhTEvmF062wiJlDH7ITW1lX2SxmgAiUSC/lS2A0SIW0aTzu4bgHM4yRTMvwL/4TkEiYwyu4bib8Vi6t7V8wKIbrc7EolwHLf+1PuxXc93cHKOQ0arU48mFHQ4oVBoyZIlpOjH9G5pfGTKL4TWqbEnAIdW3EAuvc9Vt3UDtKpAgyarfJqbm4H0zMwM7bYgCIVUOpvNvZtMM66y+nRt2rRpy5YtExMTFotlfHycOlihAlJpsw9rZqpjU/q8XCgUslotAKNQ4WhwuFyu2tramZkZWZZJCYip1VKeoHrP7/e3tLRkMpmpKapBzumSYwgRi+PHjxNtwWKxMJ3RpUuXbtmyhY6XxCYohZ/tQa7VPQds2rSJ+AWkMEh08TKfR7oQTqdTr9dTZUKAo8/nW7ZsWSwWI8B0+fLlOPeh6OzsPHToEACtVkvJ9fLLLx8eHqaJjl6vH77mRpfLte2nv/7rv/7/2Hv3+LbKK134kfaWZEmWZW1fYie2FF/InVjBgRBEQ5oCk3KJC4UW0tJADMyBDtABepkzrTmk5cyvtGTa0KbnfMShaecEZtomdSiUQmoSinDSxokckmCCL5HkxI51syxvyZK2pO+Ppf3mteyk/eabKe0Zrz/8k+2tfXn33u9617Oe9ayvjUcidEeon3qqpKQ4MDxRUZ1Op30tX6gBVv3r9mQ2BSAGSJI0wDlUukFLO/delkqhuDidTuv1+n/QZf5FlunSlsci0Gi0Wq0gaGtSCanrdRrGbdu2seJxtvIgBHZwcJCJ+w4NDV177ICJVJCGzgAwVTcBmP/cjiPt7eC60BqNRoa70Y2IbHmiNDJqMmjpMfiaWQltfKhs94+oKlCSpIGbN27Y/aNwOHytHr+sXQZgZdfrdrs9PRlLJBJjtso8SpsF3cT/bsmSRNHk5GQ2m32sPEbXMsuw+0u2S3OxyQhPYagZGS+25fP55qqfM3vbfbe1FnGTA60TzWYzRrwAKiUpHArA3vhaaJgeIeYs9Hq98c1/LbvhsxFDsdVoJByNHZfvusBOm02DLIF86RzPghIjgYlmUXvlsdcPLlxjTYyvqKuDWkLbfuQN5iwWnT7kc+Yra6xW6zeaaru7k1CrVyitReNGS9sP6xfxx7rnd6fXjva+JlamUimdTjev+80kpfpjXgBU+oqyMgBE0Y0CTqfzVCjG0gKE1vGXz5zFz5Lm4sbFBnSWlZURNGMwGHJzarRANptNp9JJWcZ1t6HvO5hKuidnARWIJ725QCCwRFWooZt156ZNUFN9VOkJQFGUbDbLuuKwc+NvCuMmGI3GbDabSqWKi4snU8mVtXNAsG+CJ7jnn64PPvjA6fP0AIbfvITb76e7eXo8MU/MUpUcHfRnSbM5HCZ+YvS62yquQxQIptPo6KBoh5zFW/0Rxto7VLmoFWhvb39NrJzX/abBYBgZGaGZnwah5uj+aDQaCAT+IIrr168Hp1LEN1ehhF+mfK42l9NoNOl0WqfTnV/1SdeHh/fNaTIajeGMPisaDZHRu+66i1G29wOV2eSo1qDVaCFAkqSao/vfWrZGMhoxOqqpto+m0mJoGIDP5/tGayt5Penex8lZ5HK5iYkJsyyPjYxQmZVerzcajRmOiCcPdncrLoiV9JRSfB4IBILBoCzL7N4Rp0NNrSXJmTY3NzPK7bp1634uObRGM4BMfEKj1YTD4YI5gQgpAMwm8zwxS4Pjcrm6u7tdLhfc7oML12Sz2Uwup89lCoiTLpfrUOUik98PQFvtyCE3MfCBKIo/+OEPvvrVr9I2s87iL9xYuM6UxUC8JwAcmFJgLYPRyUkjAFqXMkunU/yv+9bd0T4YpeCClqzjKoOJgVBsjiIRj3w7VK5qNX9WdVafz/fIVGeRn6Yy8Hq9LS3XgStfJTyOdOumY3MAEokEZeVNJlPVvz0/8plHfh8cFkVdKpXWarVeZCHkobqlRutSo/WDdBwA9YG97piXAd8ddVZ8MFJSUkJoXcFRaPIkYTj6y1f0VdBfWFL+emGF6XyYCHeMNuUCHvd5MpkMROh0emCShmvz5s3hZXnP7Pf7NdVlAIzDwcm5FTmjoSibg1YDoHw8cUo/KZYUGWW5oqKi4s3uTZs25btaAGazubOzU5blvGboVFY7k1pmhdIHVziwwmECRu66sX7fOzRvEzd5yl1QiRqU8lm7dm1/fz+bXvLx5ro7wGGvj2Ss9BdGPbbZbNS2lX7lg4umpiY+1U2PU0eddX908N4O71ZV+NtxuRMcmMXfiOLi4tra2jeXVpPDGrt3Q/HPOw9dvSAty5OTk4IgJKrLHXobr40O4LOf/ezu3btFUaRkVSqVuvbaa4k953A4IpEI+eK5c+eyVht0EyVJYr6GqAMOh8NsNnu9Xn6RVhBoU3anoaFBURStVpvJZGRZpl2Fw2HyhvzpybLMAmrWATYQCJw9e5Y2IATW4/EQZExH4Z0F2xVJSep0Op1ORyDviEk3EhymQvKGhoaDKxwJqymjEwRtnhTaFQuW6HVDQCaTySD7gjl5m1rqXjDt03GJL0KiTJlMZmJiYnJysrq6+iv6KnBg7p/TZgG7WfsPsD+REPfvM75AskCkbNeuXZTLffLJJ9lUUj8WpmIHXoZ2xqUYseJXdr3etONnBWfe3d1NrVcp81DwxfTpkwT58cQ61hJouvxtAcebVM8AUHKegUEru173AXa7Xbdgaaa7i/COdM18+lZkyxM+n+8xLX4xd/EVV1wBtWCTnTZNo319fdQGiEaJLzHwer2yLB9c/jGz2eyUZWp6Rf8ix0Zu7JkqYy5XlEgkiNKVSqVao7qny3WKMhEIBJ4KpisqKjZv3szS0dRVgCIQi8UyOTlJPpVUfvjkDABtsSU7Hi3KZuPQaEQNgPXr1xOARW1JecxuZdfrt8+321pbKX/V0dHR0NCwatUqBiflnzq14y2NAJOcYEZJeHYvyJvyG7AaMVmW74H3qUj6wQcfvPnmmzUazYYNGwCodRAAp6XS09NDD2dNTY0oioFAwGKxBIPB0dHRysrKXC5HtLLGxkYKS1pbWz0ej9frXbRokcfjGRoa0mq1d911V2dnJ+lckE+FKtl20003nT9/fk7nWCKRoBuk0+mObHzk9ttvB6B0d5ft/lEmkyHUzxIcsV1x1RH1ivr6+u4Z80qSlADm59JnNDpRFKlKYnJyksKqlXp9KpVSlHQmo9XrdW+vXs8/vQQ9tKrSXeRTY7HYqVOn5syZMzExsWDBAkEQwuHwnPg4fYWyzTZ1zLu6urRabW1trdFoLC0t5Zmwtrbnxj99nSCIo2arGaiqqgoBoY0PGXc8ZzKZCLyDGuBtls9Zz8pMfjGVyi81rFara8nqvr4+g8GQTk8sMghADtCcjGf8fj8uHG3W/oLsP89Z0EvNikTyivJH8uWrP0uaAUQiEWlJE1JpACT8fJ2q+EPvMnVNtc+Z0m77G021aJr5tGlquoSz4HfyzR4/IYAk9HbdB2977M7BwcGdn1rDNuOdxd3m5LO9o4qiWA/u/Vwy+fjjj9NMUlCc0tLS8pJsmEwDQLH6XTrQTcpo5x86AThXrcLUZBINVyQSIQbxoakdxuPxeCaTodpGs9lMy3r6ivGzDwnz5icSifTdfz83NDz/9d3G9w7Kn7iTUWHF0HAkHo/H46zZdIGzCLluNQELUqlUKhV68Tmo0870LucADAaD3++vqqqanJxctGhRKBQqLS1lDXkwtV0vy97/c3/EbDZTnKa3lgDw+XwJQzGA3LAvzyyQJOYsBpatQU8PAGXPjrnKhtbW1m/2+H2+gCAIDK3jz2qytCJz9ozZbE6lUl0VC9HRwUR2SJOOACO73f7AK25ULhLHx8+v+mTxik9g69fJ3dhstmAw+OGHH5KzgJo9ikQikUjkUOUiu93+gRLRffqBxPh4kcEgWyTRaIKSLpYjOpPJZDLRfEvMQYPekMlmMKdWPvVhOBzmReib5kinQjEA8fhE/JpbMD6eSCQOLPiYbSwwqjFQpXBmz/bNe9tramrWrVv3chzMWQiC0N/fv/ztX2Zv+UJ5efnQ0JD+9d1sAUZ37SXZcFaJLSmzQF1IBFRncfz4cYvFYlnsSqfT5eXlDPiASqBgLubcyhtT3j6tVlu0cLkoiqWTsY8ro2y0CZUeiEeR53EXlia1BzIm5zq9op0nZgGc11xA6zJ72+FyOZ3O92VDOByenJyc9PVpNJoPn/tH2oBSlZeuxJ+1j8p4kA7c3FtQKPr/1awhWrRMAuBXs/QY7Nq169h1lycnY4ZIhOaQkp2/dKvdRQHc0hcG0DSTUCkhblXA80J0RnH6v/u7v3vxxRfzL8La5ezvpfoiTDO6TJofAMTj8bX2C4J6NOfEkTVBa7VaU9HgkcRIWTQhZrMLGxoO3tZKXT4BOH+8lSY6YgUSWleQW3K5XJRHoTTzzhIlZrcC8AnLrnj7hMvl6jh3QhAERqBj4cNjOduQLAN4wZwUJCmTyVit1lAoBMzNKzJX2kSguLg4m82G9TpksnPiynmzLpvNKYpiCEQURUmJYtddHy8JjZOqIKs89fv9oihSZEGHI7fCa1UfXbOMojmtVjs5OWkwGDKZzGDLxyre7a2treWllpizYHe8tbW1ra2toaHhiM2g1+sJrGwZjBY0OZleR0nGvHB7ezuJygEgxQa+NS1rjbJNm3n1wQdvueUWcI0XeGCrvb2dVFMPrnAglSJRdb1eP/zZG6zpdF5VDchkFEBPmgYAno4OOj3HSU4HwNDQ0MaNGwGw4IIvFSorK1uxYgWtlPx+P910uq33338/a29ls9lI9wZct1Y2jOQsAGi1WgpbxsfHzWZzOBwmltyuXbt6eno6OjpoJPm4mIILGq6znLMAYDabtVotkabZ4DNnAbXoRxCEsrIyo9E4/NkbBECSJHt5NVTU3vnjrWPZZFoLUQVhx5U0gKVGK/FP9XqdZLQelCSeZMputyzLLpdr9erVfr+/qKhIp9OdPXvW0r43m83OWbzY/dE5i1nAbtb+Y+zSodeMDWUK4h+3251IJIxG47XXXssTuFjBC6VSATidTo/HwxhhBoOBIB6aJQc2bSIpKwA/q1romiboxqvRQeVi8N2pmpubKQADEA6HOzo6mpubCZuj7+oWLGW74jE7mvgMBsO2bdseffRRdrYMkmOLj6Kiomg0Sq0PoDqD+rELy9mi5inoBn/ON/Uffa3hCvour+XMoDHKRLHCJTLyCsTC46dOaiFENBOv17tz584f/ehHNXt/rNFozp49u9xizOVygYD8cACxWGxrnfRMlRGYsKmUNLocVhzKalfBSYNfGGe7PX36pJzTQCt8u2JRIpFYvWQJfZ0wINqysbGRutPanU5+kAuCYV4Ai8pwyM8dWb0eXa8DGB8f/6HWBhX/YkPNz7ZEr4ukUo1CThCEjJDrk2VAbzabh4aGnE5nAcGTGSXBAoHA4sWLGxsbCc6jtrOMAxgOh6n6qef+O1cCPV2v14fD3mUuWsQsWbIEgMfjWbx4cX9/Pzk/Nlwul+vcuXPj4+NvLlp1TXcnAK2aKdqzZ88V7tfKAN3QGU1qMq3TU0qNP0ke5gYwNykPFxVrtdp4PC4IwjXXXBMOh89odHMycVrzpVJpklRXFIVUJPjniu0zEomYTKazZ89SHuy6Cxpcec2UeDy+Y8cOn8/X09NDD0N1dTXd2f7+fn5dUtK0Eiq6B2B+czOAbjwxhQDDGWlCA6hRDxfa+JDsdn/yk5/83e9+p0wq0OsBTS6XXWIUH07oGy/SwX3WPnL7dziLC5S6ploAV4/2/kpbrtFobs4EWltb29vzfJ++vr5G7O3r67M2Ns51uboVp9PpbG5u3rx5s/m62wAIgkBehunTHVy4RgwOm81muewys9l8SF3hzdg1gq/mIGtubmY5duYsLnZpbJ/bDgJAMplc/CE1Xlgz3VkA8Hg8c3p6AIRUgmpbWxurNGEv5mtipdWK4vGErGSZNN43mmrbj8Dr9VKjOv78wflcCn7IgZ5TMfF5YjbOZe6ZvwiFQmX3PZGS5tBI6vQ6myT5rt2Q+Ncfndp3z1UvvKIxmjKTE0pJOQKBge+1WSwW8fb7bTbbA6+4WVmocFsr8dT4E4u/vH3Tpk3uve1W9dp4Qn1tbW0ikbjyyivZXZ6YmHBxnVjdbjcFYMSYi8oGXlLTWmKk58eWnIgYilFVm0mMz+t+M3HDZwH0nA9nLFJG1OPWTQDmzJmD0d729nafWv1K6F785e1MaG+ytEJTZBLmzZfPnqGhOHDgwB13XCD4VFVVWa3W0+OJ0+OJhKE4N+wTRZEYag888ADrtsE7i+rqaq/XSzVW1EQ47PFIag/ZaDRanMlgLICqWqi6qMY3/9U9MZFoWcrYZOaJMJX50FLk+vjQflMN3dC7zcn2ANLpdElJiclkOptW7HY7fD5wGDeA/aYaWIxKOp1DLnP2jCiKV1111eTkJDkyURSD19wCRMhZyJ+4s7S0tByYJ2aj0eh31yxDU+0Dr7jR+mVZlk3AwPfaAJRoNMx52T2dcLloNeL1eo8dO+bz+WpqaqhBoKl+YTaZoEeOT7NB7aTEC0E6zPnX5CXZwGrHzyraJWWWqM8HYPDF/OKEHuBwOGyxWGhkxJo6ijN55HfW/jLtYv6CWhkAIHyH/X16ZuXQoUMA1q5dy3+dcPMRk27/srnOH2+1Wq1bnU7KiJz51BobMBmOZfR6Er1iy6npZZXM+NrVQY1yXW19B9DR+XOCVAgaYL6DB6+ZXcWBDkyG7/oT5w6UQJVU1QDo7u5eqDNRH1ha+NXlRORBHAiCkM1mR0ZGuru7h4aGyF+El81laWyr1XoxJ8XPyby639E12B8epBnM7/fX1tbS6bHLYUv9TCbzY+c6AFuw72Pdg79emI8ItFohWlYieM8ZE4kxyRIIhLQBKKmUXFwMgKmDsXzVhs6f03KfYK8nn3xy165d1ECGFpZsqbx/2Vyn3U7neVqJl6t7Ky4uJhfJcu0FzoIZRRZ0uALlRKfTScEF87YFempkTHjONbXlK4BAIDB0xzrGW89kMmc+tSYSiFCYQ6qIfGEyiyz0jZLNZtPr9WzyBKDX60mkKJPJCnrhgvrBv7zmcLm8Xu/y5ct7enqWLFni8XiIpgfA4XAcOHCARViXX3758PAwuZ7pmjPMSCqBxDfAcdjpFXA4HATMvfvuuxUVFcSwo7wagO3bt9Ot3Lx5Mx1CUZSVK1fy++ejFSbbrSgKpfZZW1gGaO7YsYN62lJ009zcHAwG/YpiMpmCwSA9rvRY2u32keBwsSoHWaovUpQ0Oy6jUvK3m90+QuvYrQ8GgyStyDQHP0Kb9VWz9p9uMzaUKag/JcoSadgVZNKYvLTb7Wb4FCEpbK5hpaM0Cbo1pSTc1sSxougDIV/p0yepsA6Az+e70JNGNV45lUcZCrAz3tjJJJPJL3/5y93d3YxjTPwsOgfqOG6z2UjGAgApC9CWNEWyY7GdM31cn88ny3J/fz8RzfgBnDEFFNnyRFk0CsAYjyfuf4LlK9hFtbW1bd26ta6ujrJq7e3tXV1ddwJ1UDQWYy6Xe29i8pkq4z+OJOrr65EbA6DX6yVJIhyNx/4K6pQxNStFXAbdgqVxnw+Aa7WL/y7zJQBc1NCWW81EtjzR3PbcdOl6Am2dTifDp6jnxpHV651Op3vfvi8efaukpMTY9fr3sxb+rPjPTwXT/8skQG0Q3Mjo+DMZPcP8ddFVu1yunTt30hk+++yzAK655hpaKDyYHIXRyETHqYSZ13egu9/R0dHf33/06FFRFKuqqnbt2vWtb32L8IV3m/OVcWazWQIcDof1hHV4eLg4k8mKOl0qSaDb4OCg7/473VkLG1IKz+iWlZSU6HS6Q1def5XBQO7n4ffPba2TqC+SLMsNKxowNXgjo+dqDZHYAAAgAElEQVTWZrM988wzer3eYrGYzWa66iOr19e/urtMowDIzb8sHo8zJYuampqysrLGxka6uvHxcXrAzjxxP4D5z+24xCCTsRcEKnePbEhnfG/5xwC41JeOcqon48mlJj2AUwllYHCgsbFxFq37q7PpzuIbBAFM2+C66KDRaIQoYmpEx08FvKyB9eDeyMdaAGg0Gltywi/LoEYEacVqNkuSFDWWjGs0fB3o9BMrKICdbo5p3YFmNH6VTJ9ndBaPPvpogbNoaWn54Q9/SFsWIBqs3rZojMpFF4B0iID49Z/x2GxfrDWza2EFOyzF4na7d7a2dnd3U+dck8nUWiGgdkomua2t7VvHhwRBoOYDuVxuVGMwmUwnBwaWf33rRP/7pvqFotkCFVFyPPJUKpWSJMlut3+zx2+V5cOHDxvuvCybzdJq3mazNTy7g9VXzmjCba0AjJmMR+1mQM7iNbES191G4UrBHthw3W1OkrPwiJWyLAvz5s+JR6klYTEwPj6eqZgLQFNk0mYymTk11sQ428nVo72viZX0WZKkmzZtOiRJfr9fmDcfgEYQUGQS5s3PnD0DNaqkWfFuc/I1sZL1oj0SHUdZtRgNAKAKJsrN0FP04osvBgIB5izesjiMRmO+t29JeTgc1FTbdYkEK30Sg8NasxnA8P/+p9HR0ZGREfuqT05kMosXL04kExkVfiJaYm1t7fXxodubruruHvV6vQlNGYWy0Wg0pTf7VLROluVAX58kSan1G1PBYHl5+aho0Gq0prKyK4aOmxcv/o2hmtA6chYvx4sW2mySJPXq9ay1MZU1fLPHb7fbrVYrtVAkZ+F9/unVq1df7XK53W4PQJVWUH0N/dTb9WazWdFoqKcE3XeSQ+LBhakwei1bEuTbbkajdHVXj/YyH82WGUVFRRMTE8K8+UWKks1m67+0JZ1O+3/4TeomjP+E6pBZ+w+06Y0XqCEAAAzO3AKCOYurr76aPuSDC4CQvhGTDoAsy6Io0iPU3d3d2tr69NavByxFsBRls9m/F4IMCyQQhFaPNIM9L0Q71BPbt+4OavNKIPuv/X1Lc3rWEPZxn2fr1NNjay2mW5dn5/3b84TcEfrw6KOPJr/znR+XZtlR9uzZ8xhs/5SL9+kygiCUiboRIDM4mM3mtFoNAJ1O99nhiwIx04eI5W+YY9pSroh0MvH8ik6WZSajTGfO3j7yer+oNUswA/ibDw4uNVpx74bfnz79yeNDB1c4Lp9TcywaTKdTqepyDPgX7H6dxBAAjG5cD0Cr1er1+knuxKLRaGdn56pVq5i3bWxsZBQEVvmBqbxsnU4vSSYAmUxGkiTIMrk5hqP9UW4UI9YR44HN6qybX3NzM/V8aGpqomCNsRaejg4eFaKPqCW6dMSKigrZZuOLqZe+2T3BYb4MMyKGOJu4VnV9cOL6K2w2GyntkkrdI/1/EATBaDS6Xj3Su/4qFqh2dXWxHTJVDQAGg4E0NN5///2RkRHKY82dO7eqqoqiACZcww+j1+ulKhyz2Xzs2DG/30/uiS0bwuEw05gjRwM1kmUIFwHiPT09NpuNKAIFferoPjqdzgcffNBkMsVisaqqKiZ2QeNAzoKpQzB1b4osSktLTxmN9BdqvswKvQu0IK+psj9lrSP1QFHUsb93d3fzJck8yCDLst1uHx4eVhQlFAqR6/xoncUsYDdrf25j0QJLQRSQnvgtofKfGxsbqV0amwqpRRGAyspKANSOnX330UcfBYfszFgSWxoZHbNVHlm9/kh7+/QYjM1ff+KbuW7dOjqfhoYGnoIBwOv1MtZ0Y2NjOp0mbIi4yqtWraIp46eljse0sfTpk+BIfPQtSkzQCru8vHzV8lU0CHSZbF1SEIMB+OCDD9jnqt0/Cm18CNOiyscffxycPMHhw4dfDQa3XVZJ+QSW3vmKMQWYwCXB2traKCAcHBysq6sr4IgxcSU64hGAiG8A2k3VjbIM4NpjB95ZsbZAxIHqmqenH/k0FIBQKKQoSl9fXzKZXLVqVQGnDMB9E2fD5eX0+Z4x7wAuSIrw97SrqwuOYtbyfLiouLEqPz50pdO7lZH7Zyp45MjZTf/KV76yb9++XC7X1NTU0tKS3voUQ+tSqdQ9Y96nduVFc1lXDfb42Ww28lsWi+U3v/kNkUnpTMLh8Lp16/h7l8tlAeRyuTi09Dl/pTdvDIVChmwEQCqVyjoaACgbH+r3ehsAoq+vWLFixYoVP9y3D3oAGIrKH4/HzWZzUVERna3D4WCCXHRpNpvNZrONjIzwzTrcpQ4CWBMjIyUlJX+4Ot+tSZIkn8+3ZMkSvkfE0s69qKoCcOhzt5xcdxvr58uwaXaLI69eaF4GIB6PW8Pny9KppFbIZnPWYwfeWbHW7XYrihKPx/V6vZATRFH0RGUAOp2uvr5+VkH8/wKbwVlccs1Ny1bK0Bb4l87OTtP+f8P1n0FoJDzXYbA3iqFhBRBDw1Ggrq7OpEkkOIEz1nwWMzUo5G3GlPuljfrHUcsgetHYv6Y7C+pdztgBbMvp47CgxOjz+aiql7k8d9lllA56Taxs5q6FiWGzD21tbT09PZbPPQKgpKTkJeR7evL29eU1L8mGwYQCQEkrSV9f9KffHxsbS6VS5oYLInraagc1f9Dr9ZSF8vl81cEg1PmHTJIkqlikymIWA4A7z7BYyYJej92JfT8GEL3uNopVaLIqwC6hIjjNTbW0H2XPjtyNd2XOnokYjXq93mw2n1/1SbZxLpvVaDRao1mfmaQ8P9lNyiiA1ltvpfFGe/u5eUs1RaZsXM7KMcFohtFcpBIBWDgHoBl44BV3EeDzTUBjgForSocGN+FTM6KOjg5yFi/JhsHBQZRVKxlFo9XIsoy+98HRDQC4Qh8GjwahRi9jP/nevIf+kZodKXt2vA+Mr709m82WlpZ+YDS2VghQ4WBi+QWDwXQ6bXBcWCzp9foiSQKQSqXsdns8Hp9fJPiSubilzGN3CoJgBag3C/tKUVGRRqMhLk88Hqf63O7u0dNxi5JWMpkcQbrJZNJsNvNiCDO+vKQSqNfrRSEfklhtNvYyUlnfjMswGu3XevynxxNKWgG0AO4c6+0PhymNd7b5hvckKZPJePzyZe+7T9SvpLhLGRpkO6FSgFm07i/Z/mj1K4+zgJv8L+YsHslYYbV+6cxRm82GqZ1Jt23bxghftCbsqLO2IL/DiYkJXnvxEidpghYzGb+y/YFa2EsIHVTM7veqGheA7u7uhoaGe/v7Aaxbt25D589/J+ef3kZtkclo+iAdTyQSXiE3J5YCAI0GwMEVjhYOqJpRbWB6ekxWK1uXGiXa7UlNVpdWyoHpfc+2bNmSZwQvrBjUpPl/5Rtf1M4ZWrBgMhENh8PlckJRlHA4LGx/+dy0M6EEj0arBTKEgo2MjNQAhw8fHhwcJD1u1gCBxoS0Ph0Ox1FEGQHfGh7PqM7i036Z1agW9EwoeNn5lACp1vT29oqi2NnZOTo6WrCQ6O7udjgcFOwwLR0AzwtRGuSOOiuAFhVEDgQC5hd+IW9cz1R3aIe8PAWLUun0fjm/RK4QrFbrl2TDzhIFAOFQDodjn8PR0dEBGS1tbXQLrigr6+vrQ0UFa+CwevVqXj6PFid0Z+PxeFNTE5HgWAcVqP6IDy4o4iAyuN1uZ1e6adOmV155BQDFI16v99prr2WBHjX5JRSPjYzT6dRoNGVlZZFIZHpwQbW3AJLJpCzLfPTKXl4SxWPPADHudTqdwWD4EqSf2PKVE1artaOjo6OjgyrNeb4q2cHmZgAbONIrXYjBYCguLmasEbfbTSNDhzAYDBaLJRqNMhHMj8pZzAJ2s/ZnNZ4IRmgFEbLcbne+GZy6GdS5lVZ79OrSW3QhBbFq1eHDhwlvIg9akEW5WKClW7B02OcDlU/OZMSR7ujooEIMYtXlmxvMW0L699O/1aBqWFJOgC1waR6nk0kmkyySISyDNboGYD97Ku97fD5secLW9tyFuIXbG7+84IeUb0iU180dHwdANCsy5pwoSvR4PMTBhspcoJ8ajYZhWDabbXWd8zwR36ZdMmF2DQ0N/OBTAFYQyrLRbpTlDd7jAPyyXP/q7nrg2YSepVZisdgbwLbLKonvbbfb2TjQRLlr1y5S77ZYLDabraGhga3SCN6io5PPoMG32+0D02+Yar1JCtIyNlux0+kcUEXx+HmZL1adDjGzLlEApkfvzNvZbLafljoaS/N/Z88/ALPZTCNZWVlJTcq8Xu97772n1WrJn0mStGLFCrp9kVd3p9PpoEUaGxtbCPgEQyaT0YbDrFigqanpXa12/YdHSORCeehrUP0xSeABaGtrYyd2yy23pFIp0qcH0N/fT+kyBgoDWLRoUW9vb1VV1d13380wBfrXL+YuJplzWZZv6D18ZTptiwWVYmUyHUys20RDd93x31EERg0HV3a9vmf1esLs+NJyXh1yoLsbAOnZAVB0ekM6lYC2bDx07bEDv12yGkAmk9Hr9f8PKjdODAiCoNVqf6ApvVjRyqz9FdmM0NKMbx+bAy/tLN6yOMxmc76XcUrOHNwbve42qPMzj9b5fL4Xbv1TZUryet4dHfHrP3POaiWkj3c9My7v2OJ4RmdBdmlnwYbIV7mI+aOIoZg6mb4mVh56xY3KRXwVxwOvuDMc5Mc05ipavyxIkuf8eU1PD/1rfHzcZDK9JBu+u2YZpjmL7IpPZCvmiaHhD7b9j0AgQMANAMFUDECr0RSZTZ/etOlQZWFZcUNDw/4Xvm353CN2u50u+SY1AGPbFCThqXkuAL/fn0qlQn19AMTlEVmW4/E4lTSe6urKKySsvBFTC6jdbrff7x8ZGZmr4mUMMZxz+NeJGz5rt9uPBmPZXA5A1FhSZxRbP9U648rh3MobM2632LBEazIDyCRkSZKKJOkmZRRT80CbN2+mRwuACGiq7ai2C4Ay7DtUueiFW10XcxYjIyOyLJsxrJRWiIJYZDZb1acUxLCWpPdQm/G0r1u3rr293WKxFBUVLf7wsN/vj/3N3THXrelfvGARBJL4sVqtrwHN6uJhmew/UDI/l8tptVpx5z/h8/mJ3enzaJ1OAGet1mg0Si5AEIR5YhYGCcB5jX5OLpVIJBKJhCiKpv3/pluyJJVKzT9+IHjNLfF4PB6Pa7XaH4aBsjy/W1/bkPL3E4+jIHdC0Rd74ClWPFAilZSUmEwi/Z2ShWz94PV6L9ERgnWFBjBPzO431dShH8D5VZ+E2o2dnk9Hz1vepo9Ti2QK+err62e52H91xspFpxsTDrvYGoAPE9jKimB6RuqJWUuFTAZAWifoBbGmtpaR+KYjgLxoMmEEfE8k3tjam55qCi5IrI2akAKA6QL9JxqNFlzpf+t9168DgGw2B+B0NnGdtfoqWH0+3wBSX0xbflyazWazgiDE4/HHfZ4vcM0unlfPiu+SAS5Vz65OEBSr1YpgXM5lshrkRCFYUnTXiURHnR5qGnvDwFiPuofx8XFYjQBEUTeWmizWCrGMks1mc7nckcTIpKBNIFumKKAqFlU+JXTPzSaTiSCe60+cc7lczwtRFOVH77PDSTQ07N+/H9P4cfxi2+v1PuJwsNGzWq0PyAbavquri/TR+A5FAGKxGDmLgkUssfbIWVgsFkVR1q1b9/LLLxeoqLP2prQaeTo6yN9uan0AAHXVPmFZUiW+LX2zu/R/PNoyGIUVmJvfFf2L14ajQZDUGq+dkkIyiHTQAmfR0dHBtzRkFU7sV1YR7HK56urqBgcHCXKSZfnEiRNDQ0PJZJKm6FAo9Nhjj7EhJUIlaYuPj4/H43EeOyMagdPpZAW55K9ZdwjKvb377rv0qBQXFxNzk2qzWJk2ex0efvjh7du305ls2LDh0rOxy+XyeDw333wzHdHtdj8gIxgM8sFmy2D0EjvhS7kZ1Ejn2dTUxEDMn0jIWE0Tpc1L3+w+c+aMzWazWCwky36J0/tPtVnAbtb+fMbLjRdkwFyuvLDX9NeM10Fjn2kiMJvNhNbxG1/s6AULPsr5sxMr2DifJydwhKuBJcTqyOr1TUzMiKvTJNIE1CJHSZLoV4oQ6PJJX0ZRFOJW8CPT2trac/+dMw7a97MWlFpuP3vKbDZ/P2thF8nGk9RwKisrqacqPxQsEDUajQVo3Ysvvtjb20vzNbWqAFBcXExrer1eryiKSZWHaW1tfevV3Ww6O7J6vQN5jaSJiQkmkEdn1d7efsMNN2zYsIEJz03vhUSkawDxeHxgcIgY8izB8uiHo/9rqZ4OBPUyybfNmzfvzJkz0Wg0FArFYrFIJEKLfo/Hw2KDXbt23QnIsizL8rJly3w+H+YtIfUKOj3ajMbqH0cSz1RdkKme/jzw8Rvfx5Y90nT7+BoB8gRbtmwpK6u8HUE+F0dG/VKYkgWAdevWvfTSS4lEgmDWpUuXiqL43nvvJZPJv00FANS/ujvy6m5b23NvLXPVfPghLYm+VFT7kBJi91qSJOdyZygUAnDi458CIEkSC3+Zf/J6vS0tLS0tLS+++OJ99933zjvvEI5WVVVFfIcbeg8TK+TME8f3Fc+j0yMaKa+ExUaG8ESv12vyvac586Eg6gRBKDo7aH32qxtq5gMwTcbiVTV0FLKVXa9TK4loNBp94v7QxofqX91N/8q/dDdvLLgRGsBqLQEgCMInTnX9vHoRgGXLlr333nvfz1r8fr/FYqmowCy97q/U+CdqujFnQb/ee++9BoPhYtszFVHmLFhCxWq1Wq3WuS4XlNFDKtp1sWLYgrO6GNPnNbGSkUK/2eOfO22bAuW7PXv2XMxZsOQzcxasyR04Z3Gh4Gu095DaZOOBV3yMz0s/eYorM7/fX1lZSc2aomphKYD49Z/JjefLQhcuXMh/hRTHQqFQKBSKeJ5jHtxgMBiNRt8PtjjbXwOg1Wjo76+JlbI6w9NJ0tRTUVGBN17OlJXRcLX39gIocBbTCSzMWQwMDFgsluqplxOLxShKX1h5geWX2du+5jv/ACCdTkej0dAzTyz+6rdTqRSBQXMO/7qpqemc3X56PJFLJnI6gzadzADh8DgvN87GmWBQs/kC51AUxKKxgN1ub70ktquUVUMr6rIKpqbuGMmOSY9v2bJFvP1+UIIHAHCTMupWW5Sc6upa8rVnKUaKXnfbIUkymUwjIyME6UY/86glPqbT6fDFLfp4FKxKFNizZ48kScePH6feUHqqYzUYqv/wGwDGsTGN+nStOv/+4TmLq6ur1SYVcfL+FnkMJlNVVVUqlSovL7/i1lvpWa2qqmo4//7bpfWXD3YD6HGsqMqlBtNKNpuFoWj+/PnBex+//PLLp48JcxYAwuFw74KrqwAC/hIl5fPErNVqvYlrOsEbr4xBH6i/Ci+bQO+U2WwmCXlW/EtYpFarJe12URSHAwFe6nfW/iqMMKyCabkgwcPcRGtrK8kIFDgXt9t9PbB/2VwAgiBstTvdfjc5i61K2d8LwaSgsQiiKOpGRPB7w8WpAKwVxiMZK4DnhSh7DRnuxvpdMkaeT4gCGNQoAJBQjEajoqTpeX7KWgeARRaTEhSNALW6YkKDd0d8oqhLaBSHIgDIZrMGg0Gn09GbO6Vlx0zaRGQEP/GDBjVw0OYgJNM5rXb/srnPWuugTozuE24AVPk+bl4klpWMpSZLoUtns7FcLpfLZZDT5HKZTBZaTS6XI38kCALBNxUVFaMmE422JEn7l6Fv164SNYe0adMmL8YwtVoIwFOR/ng8/uyPntl91XpyFo/7PFarFb4ojTkJkDGiJTkL2g99jsViALq6ujrqrE9v/bokSVRV7Xa7KRaYmJiIRqM0+N/+9reZFurExAStKj0eT09Pz68aJSD89ff210MHkqsuKbq+ftGgP08MIM3lrFr529jY6LoIisRHuG63G2uW0Wen00kTV/vUCjAKLgjthVpWxdwx3UoWWUBdL01MTIyPj9fX1yeTSb1eb7VaKf1DREW2N5pdA4FAMpnMZrOkpUMAq9frLS4uJvmd6RVpLM1Ge2hpaWHbEAYKYNGiRVTyRSI8pHhw/Pjx5cuXP/zww52dnffdd1+BuiJPuqdxptogFsgQfjc98C+IyAp2y6tJkhG+yRYeL5iTmWQSgNVq7f7Y0jmccPBHmN2ZBexm7T/dCp5vXpWTf81aW1v5bj4FX2E7KcB9+PfwYi8S6wLW3t7eqorQ5ely04yH5xjrh0F7VEW7suv1yNlTvMYc2dDQEFOjI+yfyT/zs4PBYGChI6by0q+PjI7ZKksjowDGI6PgmEd9fX17GguZX/Td2tranp6eysrKVatWkcdifjqVSpEitU6nO7J6Pd+Ag6Y8ok0xVTKXy3X69OmysrLtgogMnl84B8D3sxYAa9as4VNV2wlbuXkjgAMHDuzatYv++8477xCFuKenZ1NPp8FgSNfMn//cjvpXd7NhVB76WvjYgQu6PKJInDIAgUCAfCqAZxP6xnkOcIQa5oZJK41Cr0AgQBrk/JAyerOiKG63e8+8JXC7MXWlxVg5XV1d38sUBwKBikxx45kIuK5hzPh1ANRVC8vW9vX1scdsaGjI4XDQA0Dprz3zlvT19W36zEYAj3W9/n1VZm6KgNTOnW1tbaT1kEgkyMNddtll9MAYtcYLJJotT/Qbq/qXf0yWZY/HY7NY9pqrPnP+9MTExMTExFvLXBUmk8vlOnbsGOu9yN4acqJlu39kjMepH+t9993n9Xpra2up6uraYwcASNEgoDlvKgEQDodbwuFf1i7r6enZsGHDD37wA35YaIc2m62/v9/tdl977EBUEKy5XDqdMmQUaDQ5QDd0RqcTdQuWmk6frJTlUbMVwJHV669/7SfpyVg6regws6l0Qms4HDYBuvSUHvayLNNjUFlZecMNN2BaO+ZZ+2s0fhqfnuBh2xSkzZnxzqK5uZn3Fyx24g/EDsb6ydKL3D7a++9bmdEsNx2wKzDeWRCblTkLVrazbds2BufRmnXbtm30kBdEjFeP9hJsRMw1lh6Ye+QN1LbS1EHVsnC5XnnlFVae43K5zqmBgU6n0+l06XSacA1mvPOiPTNn8eGHH9psNtreMOJVyqp1el06lZ7w9cVf3g6V3TB39Wq4XHQJQ0NDfX19p0+fBsAk/ynwo5bc0y0cDqdSqUzF3JSvf8GT/1PZs0PZs0N/18Okqjbwvbb6L22hADWzt505gl19fXT0cDhstVoDgcDojmcrWr9ss9lunDyHpiaoConxcNggiqDC1YN7eS1YNs6Zve247jYA8fc9xroFuWxOGfaGzebM3nbM6CwO7gVwbuWNtVJydBJpQKfXEZZKsrzkQchZAMhnvA7utQLnVt4ItSCXxdIVFRU0+OFw2FS/MJJIVD34NSmVitkqPYAmkxkzWHL6Yl1oeLLaXoA+U7RfvPHvJnb/oKqqSpKkQCAwOjra0NBAsuLkLGRZ/mT6/O1NLlKNNHHvS744evEcAN64BA4RXhw4DFFkjR3oOxEAGhBax6rLKYIi9JnPwr7rD0uSRHfQhOx38yFrbXd398CyNfUn3mYBG/8oMlyb+i+zt9vu6WTbEPvJbrd7PJ4yIJ1Ozz3yRmD1zVqtVhCEq0d78eSTs/S6v3y7WE/Yi927An9xzz33zLiZy+Xaye2BdxZr7Q1MA+uq8uqO8im1dWyBXbLzl2c+tYawtutq66Ey5vI7nMpl4+0CWufznVbiC0QT/9+lxguvHtVgqunwJJWmZjLZhCZXnEMqlQZgNBofGMnBAK02y8/efHAx/RzoKgqKclpbW0mVL46sRqMRkmmqsR2TLMhcGPCja5b5/X69Xh+xFSt6UUxNluqLApNxIGcRdNSUU0ylodHq0pnyiSTM5vm/fDudTkcsFgp/ZLOZyRrQ7EHTNZ0GmxWfjg6+c+5EZVfX+bv/RhkfByDL8sbfv777qvUkScYb+bU+debnSQAMrQPQ98hnNFptDAgq8efFPLra1dU1unH9ZLUTcKbT6YW/PqwoSmNjY9PUvoVut3v/srnktzQazel0vHx8EoBOp/f5fNAAQDqdOo0USopW1tcTBAkOEwx+/ibaVQFLlKZ61umInsZdv/wlVJYA6V9DbSLR2NhYVlbW19d38obmM+pgXg/QJTOSKd2yffv2rV27lkBYQRAGBwfXrVvndrunq+729/eLokiZQsIrA4HAqVOniBhx4403MmdRW1vrcDjoPBk8xyA2lohiZQ2M7UEfKGSgK9VoNAWRxYzOAqrfZJQIdoEFioo8WgfOWTBjvzKiicfjYV3LZaedyst0Ot28efO+9OST/LE+KpsF7Gbtz2o8NwdT2cisczkzBu3xL8kfJTsUHI7xjRnC0tr2HIA9UzlWM+6NKvUYzGQ6fxZ6Hf/f6QwgZrRbmpjMZrPb7a6pqWGTiHHHcyaTKf5mvPeG/JRN3L0xW2XF6FBapwfAWr9NRzz5X71er0ajaWpqGhoaCoVCjCBN32rzevOx0M0zxEJMdw8c2/zuu+/esWMHeb7vT21kwQCmrxhT7LSPrF7PIoqBgQFK8ZnN5u9kzkMQAZjOD418ymW44uoL/TSam9+KRvkaNF7mhvRoY7EY898FRXCTk5OKouh0OkEQeO4JP/h9fX0PBgIVFRVPl+v2qCWu7L/0gUnIsaOzdd70JCTf+4kVEbhcLrbcYXKkzPjUGdRbDOAxbQzA96duzJ5qxiWJRqMej2fNmjXTS7AptjebzV8zK2OjHxoMhq1Zy6o1HxdFEYrCYxkk+8q+3tHRsVk+R90h4vG4ccdzifufuP3224mFceWh30AUdTqdZlwDoFKOErgGju4+fbR5e2fF2ssPdJjSik4nspJqAITK6RYsLT59MlZkJKycPeGXNlvbc77774xKcwjIVhKJkqaVdsDn84VCocWLFzM+xZ+yt1n7K7JWrgHRpad9Vip7CadAgT37PP1Ymzdv5mup2CTQPs1ZXOw0mLO4mC8KzjoAACAASURBVDArM16VTJIkWZZpiUwYFi1GiSRIn+nnxR5y/mSY8CXZ1aO91P71hVtd7e29Pp+PnAWl1sGVdFmt1pGRkXQ6zQh3M7bKJaOh3rRp0/PPP5+XXFBGXwshB4gAo6HxOQl+QCoqKggzqqysJFYv5QMANDc3f7PHT8WtAHY21ba3t78mViZ8+faFFa1fth7ciyNvdHV1xWKxBU/+T0WtfIxedxshZXSsioqKU6dOJRIJinJtNpuyZ4e1sZFVsFKThHNZIZfNZYe9ZrN5urou/ezq6qpevpZ2Ip89YzabYTYT923z1AQPL1JB+BrK8oxAdsd5BgRv+epXrh3Tpk2bDlUuqgiHQWS90DCARCKRTCaLAL1en8hmARDxQa/X2yRp0mi0z7lwB7cd3AvgzPK1UJTsLV8Y1ulKDuxxOp0Ed75dWn80kEnPWawoiiv0YTgc3rZt29Vm86HKRUyk/Iqh4wTSseiOnpDDcxYDSKfTWq229thv+QsRBCGdLOz4TYsfai8IwGAweDwej8eDDffyTTO7u7upawdgmSwVh6/8G8cfQ8/Zq/2Nptr2I/l3xBX68JDKuLxJGXWrzqJ26Piss/irs4vVwDJrbW2dnuwpeGwofJgxssDU4OJiECFv7P2lJq2g3qZq8SwBNAWiyfw+mbPQ6fThULhOFW/hS/bI2Hz+gGzYWaIMpNJADshlMrl66IpyOqTzzuKnve8CMJlM8Xj8g7QcFfSERl3MWqe2UGPXDsD546192SREMZvNaLWCI6MF5xM7On+eSCS8Qlar1dDkQx05Rc0F5T5Fr9OlM5UTSUmSPPc+jsfxz//8z2azmRLtT0cHC1qcFTgLgsZozhy6Y128rMQ4HCR6LPuK1Wr9fXCY6og7yq105rcd3CtXCEvf7B7duN5sNtNkan7hF/X19QMDA6F7btZotQBEUVCUTHg8DKs1H79MTGRJz1Sr7bvlmvm/fHvGQaOSKZvNluZSyNbQOCQpnU4tEE0nUzIAjVZ75lNr5v/ybT4u2L9sLiOnUb0zz4NzuVz7o3mBQt5ZYKozAtfm6OQNzUz5R5Ikl6uu4GzpkSbYkYLB0tJSSnVfer3kdDpp1UHOAoCiKMeOHVuxYsU777xDrm1oaIjm0o6ODuI8FnRrpJ8EJtJJDg0NkYgetaHDNFF1sunOguJoajiJaYHwxZQlL20ej2e6L6C7oNfr/8QI5c9ms4DdrH0EVgDbzbgBrXr//xNQLx018b6qvb2dqeDPaHq9rqRpZclF/stcLL3/xI84ePBgOp1euHAhlWbQNvWv7o6aTES6XvTmz58Z1xgMBmqzYLfb05Mx7UTMcMXV/M4vMVBtbW30mQVg4PjArMhoaefek+tu47/rcDhefPFFANdcc02BqPPnP/95SZJo7qNsFQ+okVG23+/3z/G/0JfQDwwM1NfXWywW6u0NVVxMUdI6nQhudWK32yNbnhi4eWO9WmD7qzon3aaVXa9jwZxwuW7g5o2sOzCmIl+BQCCdTiuKUlxcTKAeOzd2CQxHCwQCP22ccuaMJXfq1Cm2PqDHjNeS4I01gQLnNQu2IWIg7bmmpoY6wXs8HvK1pFUHxKbvnDg1RI3s6emhhu4Arr/++vLycupZhtZWIn6yqp+kMQngE6e6UkBpaanRaHz4/Pnthw8LguB0Oo8dO/bee+/RbiVJikQijHFzU//RESCVSs1Nynq9fqKimjA48ov2dFqn01VXV0dNJq23X6PJVlVVEb2F13qIbHnC5/MRT5DaMVMGmHk+Yy6jVXKaXFbOCfpMRkxNajSa9OmT2YmY4Yqrm9qeawIiW54YTyR06RTV0GWLLmSYqe8KHWjg5o0A3Ms/Rt4awGPa2JjPZ7fbj6xez95tyu/R3fmjqOKs/RXZf5SzaFV7zl7iWPSO82mP6fZHkThQ09JpzW146+7uZrkc9sfBwUEqGHE6nTSZU1q4ubl5x44dACRJ6uzsZLw8xqTmj0LIxYXeqS6X2+1mLBJagms0Gt5ZEKLH5hanzwMfHA4Hq/Tk60dIapZV0AC4++67q6qq6BYE+vrE2++32Wxzj7wBVXkwEAjQLM2mdFapZLVaWV9CyrS3trbe87vTaqNb8IkKgjhtNpskSVdzxdGHKhv8XO0tzc9ut5vlLTQajdlsjsVi7Lj0RYJ4fD5f5qxfW+1IpVJzj7xxk6opAYDKbAG88cYb1NJBAXDXw68/fFf7Rdqys3MAQPSBcDgshoYVFbMj4mEsFuvq6lrytWeNRuOvZLn22G89Hk9jY2MkEiGhPUmSDkFi3W9pP9lcNl1WVa4kgqmUwWCQgzKArKHYlpyYtFbkkDMajfY5Ej3kdMu6u0cBnGy4kjQuSkpKSkpKEsDhw4cFQTDf/cWxsbFYLKbVaktKSlhdttlsvnq01+v14gTC4bBH7Wzr9XpJArWzs/Nkw5VIpxsaGujJaWpqasL4r1AeMRSbY+GiVMDOlVTTcJGzAFeySv8VBCEYDAaDQXosX4IJiEKTT1va50jn7PaCOmJMyx6xqyZnp94d91x6TY5MqWrs7u6mDZhC66z9X2aX8AUXm8P/dCoAmcvlCoVCZwAebr6E8Wjd74PDVdy/aPHPfi0o2SOQgt6XRzL54OKbMS+AeElJUVGRyWQiZ1EdHRweHvaMh+pyoiUQDWo0T2vDpBB3sYvih8LNde/x3Pv4wh89AwDQANkH0gaozorJ9jOKdKm+CCpmB6BE1I2lktBoHBntQqeTga0bN26UJOknP/kJ1CZslHFvGYxS3ps5CwB9fX2ReUZKYun1empHTSpsqVTK4/FY66zgNH98Ph+NMN2Lkzc009Ad9A8AkL76wKaM1e12H1248NRkjNA6o9EYFPMqrydvaFak4lwuB2gE7zlKNrMyYZa66+vrw7zLAUQikQVSw2klzkbvirdPlPT1/cG1OFszR6vRWAJjMjC++VOujPVizoLgY/5GXH/iHJVpL30z/wCwjrperzeZTPb09FD9UN7B1TXP+OyFQiGSJmeL//7+fvrKTTfdlEgkCp4Het5onU98/1AodOutt4bD4V/96lcGg+Hyyy8/evRoUVGR2+1OJpPr1q2TJOnNN9+88cYbAVAvWkLrCpyFW+0+rNFonE4nkePC4XA8Hg+FQrlcLhgM8pgdcxY0JsxZMDmszs5OWZZZ1xGePcduU0FJ7IzW3d3N3qwC4s5T1jpeGFH2y/hjYMKfwWYBu1n7SzQeIikISBiqMr2zxIwOyev11tTU9Kha2pdWoLCpBbO88ZWzPKK3Z94SeDzk+yn6KkjcBYPB8fFxjUYzMDBgtVppFmOm0+ni8XggEIikTYRwBYNBq9WqSyu6YgtUdGZgKpWX8QTZUQiS86pMOgYXXhgx+Vx/f7/eZlvZ9XqPytWqB2xtz7Fe3f39/WwGrK6uXrhwYXt7O7WDQLlONlr3AEzqZdeuXTw9hNnAQF6+YWhoqLS0FLa8mFEikdCpXbcA+Hy+ph0/Q3v7gMpPpHgysuUJ2O0+n0+SJKnrdXCBE6s2pTxYLBajFI1OpyPQja8CpitqbGxkdVv8+qz+1d2yMQUgvnjuDzSlmMkoSOO/xXC6Aj1jOtAbb7xBQkIAksnk/v37WShSUVHxFWOqtnYOj9aRfiKd87Zt2w4fPnz48GEAZWVlTqeTWqkMDQ2Vl5fTwqW9vX2lz5dIJIjJ0nvDHQ0ckdtoNObVebIAsG/fPofDQasc4i8wafZVq1a9UDTngcnzNekEtFpBEKzhUfJ2Ho9HkqSeNbeSipzVahUEIV3TACCVSr3WcAU7eULrANwz5v1pqYPOvMCTjVbMi0QitblJTS53Qk4uF3IaTS43HgWQPn2S1aTT6OdyuZzRTLfG1vbc6OenFKpTxwnXxodYVu0IAKCJ02Rh5lIF7Gcxu/86dglnweuLT6fLTfcX5CxIpg2cs+Cngost2ggvYHW1042xJAqcBdS8CxWGmEymDz74oKqqii8DJCTlzTffjMViNpuNCLZOp7O7u/vcyhu/2eMnZ0F1i99obm4/8oZb3Tt/7ZjqL3hn0d09+pJsqKqq6u/oB+BwOPhv0RSxYsUK2uvnPve5T3/60wBqa2t5jbzGxsa+PTusqtiFy+XatWtXgQ4RGVUnURwCYGho6K677jpUuejQK+6EoThhKAZgS074fD401ba2th565UKvQ5KN+2aPnyWBihsXp1NpAArg3pNn2FGqiQI8i8UyOTlJs/SmTZvouh54xU3e0Gw2YzxotNlcM7U06evrI3cDoKKiIv7ydjx8F2OmkDvIt7wgqTuxkjaebHkQWaC0omgsIIaGSw7uLQG61FotxyNPTU5OTkxMmEym/qUfM7z//pnla1l3EWb8tVutpsGEEgmcQ4UxN+yjWDcoCIlEQmOFIuhkJTv3yBvtRyDLcigUIlZFTU2NR6uFqo+RTqfH196Ove0AotEosWPSZVVhaP5PaFxz+LAgCKIorlq16uzZs7W1tQReezyelpYWCufIWeh0unA47PP5qBb13fIFAIricfN4nmERjeYFvOYeeYPGil4Bl8tFwkO0mdPpPPzy9twn7gRw5syZ+hNv+66+yW63JxIJRnDw+XxUY06Q7sVmeArPXFMl6tkwshefbYZZZ/Ff0vgHg4FoPNeJpr596+5w/ngrABL+L9gJS2HyGgI+nw+4wGj7EyN8RtCDym5jz+qF3tAuFyEL9Pz/9re/vSwQ+OCTq2KxmCiKVE7OcLRcLksUqlQqVVRUlEwmfyLhJ3vbrdY8B40BGU9HB1umsrfo0B111n3r7th91XowZ2G/kFt6ylr3eNRTVVV1NjKayWQgiPS2EmwHIJFImDXCpw/2Aki+c+qpg+81NTU5HI7x8fFrr70WgNvtblFX2ps2bYKrjneILFNCfWmJQK3V5Kl8iUSioaEBGbQMRqklKxtD1l1XkiRJkgY1yu+DwzSNDCYSNIxHETUajel0ShSFdDp117sDcFU3NjaeBFSmsiY7f17RSIjU9AqWDY2NjWfUsp5wOLxAkh6xVoOEDqj96wu/wAOfFkURej3IW6mPVl9fH5bNpfmT/sVfMtv/U9Y699vurkCA5HpIL8jv9/f29tbV1b3//vsjIyM2m40cq9lszqsfAuA4pARFUXBBnXaJ0cYSfvxFEe/e7/fX1tbSBslksra2NhwO0xkSt45GJxaL6fV6duadnZ2rVq3y+XzFxcXTnQXU1rEsm04l3gTbBYNB2oZlYtiajfpaYOpKqbi4uLOzk56H7du3U/vg++67j4+I+TLwP+osaP+kccmvIdvb24mamj+xGXpMfgQ2C9jN2l+TTRcgKwjPLpZEampqamlpofeW38nOnTs3b948pW6Ra/lE+nH8Uo8henyVJcsGAKipqSHIn/03k8mkUqnf//73V155JZ9GiMfzmRladrO1abpmvu58HosJbXwIwKHP3WI0GuvDYQDuUkdBRMHPgNMbO/CHAFAaGYV6dW/d/oldwTRLZ4VU+9znPnfixInbz55i+2LwEw3Fpk2bpKntYvn+RAzPMkb72Qa/brmfCkIpA8PG87vf/S7jx92ubkyVjyu7Xl+pzcvnBQKBp8t1Ulesvlz3VDB944037tu3D8CSJUuYEiJ/W9kUT16QT5G9pbY1yGazX9JP/ONIoqKigv5FZU1r1qzhv0ggXWNjI6OHMBwQ6kNYX1/Pmqn/4Q9/KC8vpy1HRka21kmpVIocoSU4QhWm0WjUbrcrTic1p6fm8QAikUhXV9fq1av9fn8gEPjOd75jMpnouo6sXu/z+TQajc1mg99vNptdLpfkPc4rbdfU1IyMjBiNRovFQhktyq1VVFREIpHBwUHqX16JaC6Xy2QURUmPGEvS33xy27rb6MlJJpOdxqrNwXNWq3XkK9+m3f7Liy+y/N2ZJ+6nGCwcDldPTnxl5ORwUbF0/HdNjz7KnOKhzr3khs9Al0qlvpcpbivWVk/GzEBap08nEjqVbkkF4ABI4Q5AZMsT9CF9+mRmLJL5/TsGQSDyncvlYs/h9DL2AkV/zNqscc8JmzP/lIoJgjloSufRQMJo+ImF7E9RbGB9DMCxQfkUMW2WyWRisZju0w+crKw8LxsA0KNMvCeoCBfjx70kG4ALuuYvyYa7zUleWLOgvJcRNxwORyQS4V3JS3J+HW+482+d07SBqFiYZrlkMkl0YEqP33HHHVVVVWyo2RH5y+c9bGNjo+muh6Ey5uIvb7/rrrsudi/C4XB+PCsX8fVT94wnACyw230+36ixtMSgA5BOpcXQ8LmVNxJCRGey5GvPRiKR09/977yzaGtrczgcqFxE0uC0z0D7d9zqBnTyjI5dVFQ0OTnJ5MNp+507d/LOAoBwW2tYrV3N6PSYjItCfo1N7SOYrV69Omo2h8NhikgBeL1e4X//U/Xf/gM1N6f1gNfr7e7utqudeXzJXCqVSsXj8PalNJpIJGKz2cbav17899+WjEVFOSwsNR2aWES8PI1Gw9QMv7jC8ZJsICWEcDhccmCPuaZmZGQkkUhYLJZ0WZUGmlwuJ4qiyWKJx+ODg4OEFNTW1hJbPJfLhcPhSCRCEoRNTU00yQeDwUQiUVVVdbc5+ZJsCAaD7IruNieb1XbJbIgYA5p+Op3Offv2ybKMfT8eo9FYtCiVSg0ODmqqp2B2vE2f4Qv4dzM6C1zApi9Fu5i1/zrGU97sW79O+l+8s3hERd+mBxfUlbKpqam3xFBVVWW1Wg/6B6ABEXMo2i9wFj4harfbmTSe3W5vGYw+L0QLAMH29vbnhSjNJE+q6D+Ampqa72siP9nbHo1Gz1+zyLH3/GWvdplMpkWLFrVetT7ffkE1vy5nUftyHrnWSGw+ajtLjSwAPO7zeMZD+3MpXFPfpS7F6fztsLItyVnQV+g8m5ub4fMA0Gq1Wq12YU43qFESiQSp+PEXztIPVNhIaR5mjVPnW0xbugOw2Ww00cmhcej1RUVFc+fOZXW+LYNRnzrHhsPhhKaEfQYgS2YkEgCMRqPRaKSk+SMZ6/NCNKz2VmIHMpvNCYNeUTKZjAJo7jybcKkchQJNjOtPnAOwf9nc60+cc7nq3G73zp072TyzZMmSwypBwWw2E0JKkSZ9l0DGaFnJ6YHe8mVzAVDtLR9ZAKCAglC5xsbG3t5eNm7JZJJJ48mynCnNz3XNtkqoDGKv18siCwBdXV1Q9XZOnz69Z88etjcmP0o/KYY9duwY28Bms8Xj8UwmQx6Q8DLyiQsXLty/f39vby/d6Kampp6eHnIWUFkFxImjZ+DYsWP33XcfLmm8s6AMDU34ra2tTz31FMUONTU1x48f7+3tXbRo0Q9/+MMZ87Uz/gXTnAXUsJ0+Xzq4+GhN+8c3mbVZ+0jt0lVOBRBeu2rsjy2q0a8FARtPSCY7snr9nnlLbG3P8T0lWlUDUPCv4uJianvESnuYORyObDYLgPLzFHQ1NzfT14lx3aDN3hXoI+Iea0jk//tnBm7eSGgdMYxY4z+adgv41VQ2NR2ta25u7ujoGBkZiUQiluBIaWRUl05RvSHfibyrq2uzfM519C3X0bc+c/40nv9WwX4kSWKMevp5ZPV6yhHtmbeEdH9oy3vGvM8vmONyuXbu3Ln/pi/QH/ff9IXW1tYjq9cfWb3+p6WOgZs3ut3uffv2bd++nbRR6XLolKonY3nnCgB4TBvr6+t7psooy7Lf75dl+elyXV9f35IlS2688Uby99Ro3Ov1spQOT4Xj729kyxOMPU5xhc1mW7t2bUtLS3t7++bNmykAYyHZrl27+MicV6kruAV8yXAwGKQz+dacItJOApBIJLQNC6kiCQCxCzs6Onp6empqasj10k+6xRUVFXy1Dku0FgguUGqXJGBXrFhhUQV9+/v7h4aGqJuHJEnE46AHrC+j6f9/2fv6+CbLc/8refLS5GmTJm1KKU1CX4TKW4IFsUQBO8aYCBWmO8rm6oh+dqYTd1D3+rPMenZ0Ezln9ejm0dRx3NCpQwvCYYhVcKEgFBIGCJi2JE3pS9qkafMkTfI8ye+PK7m5SVpk2+9sfH7r9eHDJ02el/u5n+e5v/d13d/reyXEHibngkgWDAYxcJybm0vSyg7Mu2VLNAfGM2W/FwDyBvumxThWlGRFqeJfNC+1uLi4tLQ0JydHKpWKxWKWZWUyGYCIS4rGPSYAYJCONn4kFYhMJBLisTC+Bdk9T17nySDdP6xlxMvon/DdDy5dG1y69mJaEw3tymBBVncyjBDHMtQqM9ozrpoSWgZYkGniuDIuarX6KWd3dXU1LnovWLCgu7sb31OCaBnW0tJCHB6ifUNvQIMFmeaiZn8PL+7gYoFA4IA6UweHGI5OOC/Hb/7nf/4H4FJdZuRPjXsjKisrddbHLy5YwUybjuOYXq+f+fjTGRub0vprfr9ffeAdBIvjP9nosz3LcZz6wDtYlgcAzo9ExvJ1KrkU64QWJaNarTYWi7nSprM+znGcTCZb9NNfEiwgmoAk4RQAOI7De3q4qOpwURUdqAUA5DgYvtNg+E7D4OLbGxoaNmzYgA4YXZ4PEYock0TraNPpdAgWuGUsFhseHgaAad/+MdkGpw3rJCPoVNzGDwSDwQ4uFufjon4vwzByuTz8xou9Lz195pnv+Xy+RK873HmunB2/eM+RKde73e572Cgp+N678EvRL90jvmNDXl5ebOr0hFQuSGVRjwsARpatGxsb0+l0GBR2OBy5ublyudzr9R4/fryrqwsv+Y033lDuf1PQlQi6khCruYfNnPxAmk9ntVpTIbkJzGQylZaWajQakgus/eNOSFdtxuRo+k5lG3m/WlparrAZMfrVngSOf3D7ZLAX/wULJlK7AcBV+V9vNf96Kx3jQ6RAGhoa4cq1lKktFsvxJXP2zym5cMeS7APeWDj1k8HeH+eFDQbDj/PCxW8+v6b1bTw4ycWTSCQvKSKIF7QmiVqtlkql52+7CQBEIlFZWRn5Va1Wk9c8EolEIpH+/v5xr2iTx3E6EkQ9OJ4XvHfWulyuJ9MCamhPBrsyPAvyrh1Ya116wr36/ZN3Hjzn9/u38gVb+QIMTjkcjsjUgtnvtyMALVq0KAMssqUD6T9x1K2vr6+srJz9fjvKIABAXVfw5yVzNqvLaFU+q9WKf6KLtJUvcDgckUhkaGiI4zgZLxCZuRsLpxJoflhQb1aXbVaXYaQMwWJQlSOVygBgWjQ5LZqKuLnd7oaGBtq5INtjojFpMC1juqjtXDKZlMlk8w/8iYAFuhIul2v2++3T3z2oHhpR9A7h9ieWzs32LPDJuXDHEvwJC0EcPXoUAJDIht2rUCimRRPXy3Ovl+cCQHt7e3t7e0tLC941pVKp0+kww2bfvn24S0VFxfbt2+k+F6Vru9O6ulqtFrOvcNWf8AD6+vq6urr+cP2UD+ZO21me31V3i0ajwXuEx/F6vd3d3cePH3/jjTfg8hkInb1LP1dk6KbBgk7QxktDsMBonUwmq6qqIsSXcW2iaB1cDhZE4uPKgid/d7CYZNhN2rVoVwjS0VJikI7Z4Ruem5tL0vX/LBtXlezPMlLgj/a7kJFBRMpoda3pz73ygc22oG3vBZE0N1eq1WojkchQOu9vY3U1ZMX1rzDlhay8LVxYCDQ++pWLngiAQRhTJBPieKqsx4jzWHcoSor9AYBGoxkcHMTsIQBwOBxz02XFEfUx/YoesI7VrFzXc8YM4PGMPq8FAPD73Tgcl+/e7mzba0/kwW3fAEo5noRHh4aGcO0FSyWi/Pa66SnqXyQSGdYUASVfqtFoiOST2WyuT9MbkfASjUbJ4Ot2uzEweueddwLA22+/DRTTxNrwHDQ+ijXjACCZTOpUqXQtIg71PUUMes78HGSkDDwmUmUXlCCfif4rANx8881Op3N0dFSv1+8FPYZiMf7o8XgG7/lnSD8k2OZkMtnd3f1dJsTlJQBijwMAgM/ne/H6kgR38dx37l0gEvn9fgzwKZVKsmbldrth/bfdbnfJ75uP3vQlh8MBO3eaTCaz2dza2pqXl4dLXmfOnFm8eHFBQQHuyHHci1Om/IDlR0ZGjIloUpL8jBfNbn0HatcODQ2p1WoMGtKwOn/+fACY3fqOQqHozckrPGqXK3N5Pi4SiUIJUKvVGQUxkMeBleAlEsmaNWv2uN33nngfA5fDmiJVOik4PzAQl8oUCkX8/GnpjNnk/0gkgq5nUiwWpeXtMNCQ+dxT9ndH00n7e9kV8IJZa4W0wNBTzu6S9EA6LlhkKAehEd36i87ukr9Ix4QsLJnNZpfLhWBBL+oCBRbh5V/FuS9Nl9i4cSOO8JgDQszgaHUYzBnVb4nRuagZXZSRM/iESX/vx+fjfBwABF2JeKiPppnY0/V2cKDDnH0M6OC0Hg+Cda7dbnddXR0BC3Ltzc3NmMSq1WoDckWcmVqUTEV56IAmDiYYsyvpPgYWy86dOy+BxfNPltTU8AVTQSwhzKucYZ9nGHBNH8NzmCCkvPtBc7oALgD4l67dZntWr9eTEu1utzvc2pqTVr92AASXruW6u1mW3SMpApsNvTubzbZt2zbl3Q/KZLKRkREA+FNZtcbrxVNcBNAtXXvkx9/Oy8vThcMSiSTjoeIFPmOejWARfuNFnfXxkZERSWmZRCqTe1zGhzfTm+1Xli4Pp7j2yv1vsnOWAACoVP39/YlEQnn3g7o3XkQHjGXZZDLp9XpHlOq4SL5HUrQUuliW/Ug1HVSgANglKlD4hOXh806nMzL7FoVC0d/fz0ybniPPEfHxyFhEwkjkubkcx+Xn58sKCpxOJy4CxWIxXAxDkgUAHDlyZNGiRUVFReHlX1WFU5GF17nie9joPWz0V+qUqpRCobDvvcQn1ev1gUDAZDJlT2P8fj8RElqzZg3qNOXse+OmtISIdbXFdgyuxsgLNQkWkzaR0SPhj998nv7JMl7lImSYHrVcj1JnKJS2s/ZOlam3YgAAIABJREFUGiwOrLWuaX2bzmyFdNwN1SeRRvewoLZm1bIghLsMU6vVHMeJxWK5XE642KfPXcBf4wWqWF5ORUUFjl3r1q1blyYMqtXq8mDwhoOnUApts7rsv1Pzcz9klUpPB2qAEGPhcuVQyAILNHrQXn7qIljKsNM8Hg/HcYUAF+5YEggEanoyK8+gNTc322w2XGvPBgtyC+hElmzkJZ6FNd2enTt36rzejtUWAFC/2sJ+Zz0AaLVKQ+FUutmosUMvxp/+YvUMibILeIVCEVQotvIF21wHo9FoRUUFUikhLSG3aNEiUtYJj0MagxeFdAHsz08WV51VyS3eS22urKxsa2vz3lkLgQDP8wgWGo0G0h2Fl4n3DqcoLWXq2e+3kwa73W6GYcYVmsAh+tVXX0VQnjdvXpN4WKVSTX/3YE1Nzb59+7ABODknyG42m1mWRZCVy+W4Img0Gnfu3ImSF1ii6pvf/Kbb7d61axcCaA/Po18TiUSct5pifziKMh0AUFpaShe+Q1IFiQkSI2VkjUYjLqC63W7MbxgeHjaZTOMuiyJYzJs3LxwOz58/n1RNpJ+Kq0mkQNE9sjQ7bmjvEp/02rDJgN2kXYs2boEnGG9Ah3R5B8gKqaBlvGzZKUvkgHT+FL39RM1DaKc5XNn+Ho7gOEnNbomzbS9QwRF02ORyOS7dozTeGoCZM2eStYgZM2YgeGfr+uFojhVIsbADAEQikSIuKIdkEkAQhESOgguOyGRSlmU3D8Yr81OdVjZdwzAMxuaQ8Ny5an1862YAiMViBoMBkOJU/Qp9asKrUvb3AIASwJvOwYHLE1EzOp/or9GGxEObzTblzZfZpJ+k5Pg+PcWli9zTgSTERY1GIxKJOjo6Nm3a1NLSYjQaOzo6cBKza9culLDF7VGeY136OFqtdvNgXATw1ltvFRUVffrpp8XFxU8WSgGkoVDoEfHo7hUrUGu8s7MTwfLgwYPk1pBmoPdFBP5cLhdKNqQ2e/MMrmGyLMv+4OlBapmO2A9zhUgkRZ171gA/j8gyNtBqtZ0AGzdufPrppzGq6PV6OY47efKky+WqvG4BJJM333wzx3GrV6/G7fV6PR4QK4pgRQiWZVHl9+Lq1bNtPxOJROfjqVOwLFtbW0sXBsEP1dXVL7zwwt0+VxGT7OK4wsLCKCOVh0MSiTQGIANgWTYYDCr7veRhwMLHVe+/ffaLd65btw6Looz85D9F//lTrA6WIqg2PgrUvBCjdYBsu/OncfIijcfiUplCKlGqL1tTvRo8nrR/ELuCJh3qf9F63hlgMW7Mbtyz4BEOF1VlkH0+FyyAwguz2UwGimxLgcWo26HRYJGi8yMRAHjK2f2ESY8RPXrkwTUGhmFQE0cQhIf0bHVjI5F51Wg02WBBV0sg3imWX8B5PMMwqH8EACjNxqy1Yp4mAFTCOxg9RMYBBuBwSR8A/H5/dsJLRrf4/X6+QA7Uegwxg8GAlwwAr90yIyNMg7lRWEeVYRiOT4jj0XgsLn3HhvRJjArxO17B7ek7i8mhAMBxXEdHB4nZQTpad+TIkSHLauC4WCwWi8UqKioOg5a0u76+/j2xQhCESCQikUhGR0fPtrXN+sHPWYBQKBSPx+f8aIv7+Sex7ioARD0u3dwbIpFkPBbPGfbdxg9gVxMHD++jy/YsADB3P1ik14Ne393dLZ5qHHN/RjvPAPA6J++bs4TL0wIAO+pP1eQFYK2PKzku/MaL6gPvDC+5I6hQiQCkMqlGqw2azTn73kAWfzQaZRhmZGTk0CeHLi5YIQaQSCQqlUqQ5wBAzrAvrswXiURCYUk+Fyg/ddBosbhcLoPB4HK5pFJpaWmp9r5NEomEQVroofcQLD5Mdy8R8Kqurr7JYdu5c6fJZEIURmaKyWQSiUQds28JyWQerRafZ9zF7U4t8q1evRo9KACoqKgoLCzEd5Pm9V+NXTvO1aRdg5YBFkhzw2+W6suhKziRZ/EhRAVBwAkMMfphI4J3ExlmuT7/661dIr4sKckIikE6cqfe9nMQgXpoRK1W45qrxWzGcy19xwYAowIvEomAEcllspO15kXcpekoqWzruG/ThoMbACfMAvT19UkkEhwNCn+zx2GxcBznZ6OSvEuJFIIgaDSaZcPiA2WX5lp1XUGCJhnog+N/RUWF0+lEwleqbxmANLBqNJrmp14AAKwqYLfbceDFOSENFnTMju6TbIk30oaWMnX2oIAF0JeecHu93kA6d3Xw62ZyLZiOigkdGDsjSnAGgwHSE2AUwME5Njk48SwAoLu7OxqNdnZ2+ny+xx57jGyD7Y9Go5/J5ZFIBCHjrWmK+Qf+BAB6vX5oaEgQhPkH/nRiaapyhUwm4w1TB79uLvzNHnLV2iVzCObq9XqASyUNTSYTQgm6NtUfnz678kb89VdViwFg/vz5eHd+N1U+XTEdAC7csaTy1EUitE2M+GhNTU2k0nogEAgEAocOHYpEIoWFhSKRyGAwIOnbaDRik3ZfV6BIgxTDMIlEAjGrtLR0cHDw7NmzWAW+rKwMtyfRukAggBE6PO+GDRtQFIh0rNPpxKhfduEvvCitVotgUV1d3dDQkA0WcNV4gQeZ6NerB52/mU0G7CbtmrMMzciMX8d9i+h1mOyj4XuOOUTV1dXZfGwbtZYOV82hoOnQxMj7j8zkjAbjN2SbbMymBUEBgGXZD2bVrOs5g0yBDSc6UbyIpjDQYqgkWgcA8fOnvVIlx3GCwHNJEISESCSGyJhLELFSSeeq9ZXp7mpubg5QvDMASHHWKm4AAL/f/xikJLcDjY/S6cBoGK0DAEEQymV853gMR3IXnE7nmjVr6BqFuKJCxG63bdv2XSaGQS6ZTPbw+X4AIImlpMcwWodseVwRwrm+1WpFxwyLIaBoK9kFAMwPPQQAW7duXbRoUS1Aa2trUVERABQXF/t8vgCj0Ol0c+fO9fv9d/WdIwLyGJUjDEGSdIbu97gPTFtbm8vlApAByCACmhDTANDa2qrVardt21ZQUIANq6mpQQIjpL3fykQeAHA9ZzLke2w2G8uySNiMRqN9fX0AoFarUcwCr5pg4c0330w6nPAOUAoEEVQwVMTj8Vy/H1dxseQIUnvQkcbdh37yL19jGAEgkUhUSAS/IPB8nAfoEcvi8XiFWAAA6DovNS8k7cTTRe5/FM9KcveS3/kx/3kOFakPCwDDmqL8wIBCoZDOmJ3x1JFX9RrE1En7Wxoduh0XL7LH2CuDBaSffFx6tVqtF52XKpBiuQP4cx480kJ0BRECXufkarWahC0IWJjN5urqagyfnRkaBYBZBXmQjtmRccbtdnMch2CheP936lAIq6Y6hqC6uhoDf06nU6PROJ3OhoYGGiwyLpxcSM6wLyxj4/E49HUDJfsNAMzaKr1ej/5D2SNPQnqqjb/GYjE6uwRXrSfqDRxbJEO9Y/k6nH2qD7xjp4ZQTG49d+7c19/0lLvdRqMRAQIAvF7vnB9t0Wq1AZkU4lEASPZ6RgOB821t0Nam0+nOAQAA1isHgN/Xr37K2Y24xnGcz/ZsaWlpMpk8e/ZsKBQymUyNjY2kWiikNfUAQFE2Y0AkkQz1NjQ01NXVoTuhMVwXi8UwlIkZRhzHqdXquXPnQlrv4vyWH+Xl5YFOV1lZaZFzdrudWWsVDrxjT1cbzJBoIEZXuZXJZFKptLi4uK+vz3HKsYNXoVpc7OJFRdkMcSSi1WrH8nWkkC5rfdxle/buBd5jkXw6oCCXyyUSSSKR4HkenTGpVKr5uCW4dC3+iQGI4uJi6Ovj8rTsqH/0t88b16yBNGccie3HS+dNBxgcHJRKpShMAQBms7ndJwAAdkg4HLaF4clXdjBMYXJ1/cn3/htLbCFNAwCSq+sV8bhEIvH7/TTHhyZZQFai91VG31C1cKJfJ8Fi0tDGBYsb09wrGO8JIW/ry44UkYcASgZYAIDjvk10CQvyGXXryImQiOfxeEApJRHD4dhYviwnEomkaHqX1/3EF0GtVi9Wq//Q05lMJgHArCpQq9X7AfYHu3ZCiitA6rEeXzIHD/HzWN/2G1fa7faX2eitzu4QAACwLPtdYFsK1Z8ARCKRGRLJBUilZ241mDExdmftnRnC0KR/bDZbYWEhVjPQ6XRHjx5FsKisrIQlcxAsgJIJw2gdALS1tfn9fhK+efXVV6+gaJYRrbOky39bLJbnmSCq7AFAXVcQ7wKOIatWrcIM3Llz56ZuX1eKCNxSpo7FYjzPn/5itW/7XqxfR1PViBMU9flmzJiBtOVQKLR48WIaLNC5gLRUAi7DILW8paWlsLDwZK1ZFUul4pIitmazGcf/rVu3dnZ2Yl04nucF49QZSYnH4/EsmXPDwVM0HhGCQn19PRHRdrlcxKnR6XQFBQX/1BuFXp/f728559u/f79EIvH5fN47azURjUKhwCfWki7r4XK5ysrKPvnkky984QvkbqJTQDJeiej58PAwugxkiQubdO9Q8ndTU5lDiJt4BK1WiyN/OBwuKCjAG0cSZgHA7/fjHMDhcLzwwgv4J1lawxuHMTsU/m5qaiLSQBlg0d7eTuPFVYJFNmVn3F+vTbCYDNhN2jVtV6gjQeuAPvTQQ5AGV/q9pfEGHYlxS8ZkBOavwN/J3v3KBWjoXZCGQLdB0/AcpGtuSjc9ObRzJ+4yNDRElhdI23bYbKtKLvGzUKQgm7xAhvhIJMLk5Gk0GhjsFYlEYjGTTCaTyaQgJF7LN1ouB2BNw3PO++8CgEQi4VyyGgSBHOqr/efPj42pVCpUQBs3ZofGMIwgJOJCHAB+X3I9xmuQeDX73LnZAHsqbsCcTavV2tDQQIQtaOewsrJy477U5BvhUKfTvVdWCWny4I5ps8Z1tnGhj8TU0MnBw46OjmJRQo1Gg2oFJpMJgZ+w4eRyOeHiIaIgeuGOQPn5RByKGFl7pCnxOA/AaBriNJZZBICPPvooEAjgGlRbW9vdlTqsC6lWq9VqdXPDczabTd82KgiC3++nnwRcB0MijFwuR8gXiUQcx0ml0vLycr/fbzQa6+rqHA4HlmEymUw7d+6kV6u0Wq3RaFQqlViwgmXZRCKBF4vLiSSc2trauibNu0kkhFg8AQA9MnZajEMazpCq4IMZC790/miQKtVSsP2XKL+YbfTLklGRGZNhyZ8q0wLjBI8Z6Y0r/Dppk0YbjrE3DZzd8As7FlDLBgs0Wqrmr6wgOe7uGI/rF0X6RyL3fnx+hkpBwnbEnjDp29vbzw0GiouLSalNoGaTWIINx8+JpBJWrVqFHzCalg0WQLmjJcf2eYqq1JERAAgwTGj7f5Iju1yumQAAoNfrM5zVaDS6cOHCaDR68uTJefPm4U/YqivE7HBynzPsUx94p7S01DmUchQPF1Xh0c+dO0c2drvdjY2NyMjwer1YmZTjuuWGSl7gcwDOb/kRbkn8rhUrVpBLKzm2b4+kCADCb7wIlzO7vV7vhg0byJMwODjoPfBOYN4ymaEimUjywEsAOucsaWxsNJlMR44cgSNH5Hd9C1UjxOmiq0DxBHNychBodDod6dhzz/4QIcDn8yFsZYAFAOyRsGP5OgBIJpIisQj9tGAwqFAojEbjJ+k6egAw+tkZQankd7xy3aM/BbUa5Qg8Hs9t9fXRaDQQCJB6RwDAsiwhTYjF4mQyOTAwkJubm/fh70eWrVMqlYqxEXy0Zs6c6fF4bhp1u9NgQQuxoyQWeQgV33zUP3i+tbV1xDgf0moPg4wiFoslp5TCYC8AJG7/hv3935GsBb1e38MwY2NjGGLGyr/0I4EO2LgJ6Ve2p9LBdKRYZr9KaJNgMWnjGh1WI6EuuDyHBqNOWq2WvAL0lmibPI6tBvO4P01kDwtq61eta1rfxphdrpgZZ4O1lz23hAyYx0gA4HQkKImHMQ4485c/RSk9BJ01rW/jyAAAxcXFbrd7aGho3RB4LwcLbO2a1rfruoLuRD6Y8gEdJaPxavIYCCsKI/upwhRL5kAWWOA4EI1Gq6urDx06pNfriZ+C8ERExDKMSM1gRAyrtxONPwDweDxu9zB+JmCBPDusqoRHSB2nTM3zfCKRiMViA+tX6t5vLy8vx8n580yQ5JcsP3VxaMYMAhZYaQfJ5gQs5HJ5W1sbDvjl5eUul6u0tLSxsfHsyhs5rm/pEffJWjMun6hUKo7j0GVATyeRSIyNjRW8thsAIt+6C3qHQK8EAL/fj1w8n89XA7B/Tgnt0CE5gNRBAgDiWeCfGBXFxSQA4Hme47h4PI5FgcizZLFYeJ4/cOBAtq4ULuHgKB0IBHJzc3mep2HOaDQ2Njbig1GshfPnz+Mqzuz320GjYVkW68NqtVosKF9ZWYkhOQR9pAXgFZ08eZLE6RCnWltbCwoK/H6/Uqk8depUdXU1x3FIp0Aj9RXpPyd8Oie2K8PBtQwWkwG7Sbum7XNfHlIB+mo2/muMDA34IaOUzBVi9miEYpZBQNA0PKdJH5ZW8s5Yh8eiP2T4bmxsXLNmDVBYiIO4dsYUApORyFh3qJthmH4QVzKJz3gQhAQANLMlMDSUcQlLliyprKyE/LxoNJo4evSGG24AgNs6jgOANjISKdYDAO06ou2YNmtB215UuPVKFQBQGg8zTM4TA9Gyjg6j0Yg6epD2/W7rOL6n4oaWlhbJL5+51e/3FhixLiophIR4Vl5ejvpxcHma87GalSarFWw2RMry8vJAINDT06NUKufOnUtiUqSukM1m27JlC6QDf5WVlaWlpU6n0+fzdXR0SCSSI0eObNq0aevWrQBwe5fj9mKFTCbDlCgAaJ29OO/i+1iqiW4GQi82ADEvo2AxieiR67oCZ5P4mX19faTqCF7s/D/uxtv9i0Res9W6Y8eO0tJS9GZLS0u9Xu/o6Kjb7S4qKiopKZHJZBzH6fV6vHDs87y8PLvdLhKJnE4ny7II+fgcfjCrZsHlpX7379+v0+mGh4ddLtdPRrqkUsmhsoXomiYSiQsi2UyZyB+L/SKRVzr9euwH8ywzmR8Qm/7cK9OpP68AqyRmhyHgga+vHHezSZu0v9jQh7cd2wfUiDdu9Gpce8rZjUmayPyaKCKQYRlgQU6NyafO/kupoOcnOEJLSwvMWYIsWqDCJaTZJLA4bdo0MoW1potg4q+IF06nE0lqGWBRWVlJjma3212ubQAgl8uLioqGolEcsXGcIa1Cl2bJw18DAJ318UQi8cn7v8OD47m6u7sLCgqwXnl2sLLk2D6HpIhM0wO31AUAxGXVyv1vAsDLqy0YfyFypQDgdDof2GX3VyzUarW64lk+27OSdffLZDLJUG+U49TH9hGwIOXOaTtcVBVIF9gNBALhcFipVH79618nOMuyLLbT4XB4vd7el54u+7dmkVgk9FxIlM0I8ryYKtH7kJ5tOb7/T2XVPtuzo6OjxjRYyGQy/YkPhvLyMjAruHStZF4AXnoaSX/IyM5YbbLb7dyCFWJVoUgsAoCcYR+O+QaDIZs1JpFI5H94HdJgkYHIGo2GzBBu4wfcGs3cjvY/lVUrFIpIJFJ46D330BDDMCUlJdM+O4Iip0Y2B/ECtR3PnTsnEonQKyYFnYimN53C3NXVVREKhUIht+nW4k/2MpbVkoJiISoIhSXQ3w0ASqWS4zi/34/O+YBUGovFEE1oy17+JK/MZHLrpP0NLDvERlf0JuP2gfTTmKFA97upcgAoBtjkcaiDXSQCuLP2ThIO25mlW0fKwuI27e3tmzwOAOgbGgGFxO/3Lz91EShBasAolTKVez4q8Bizw2gdzgkx8kU7F5fY5cMAAG8Uy6C4/J96U8qhZPA/d+7czwG+mAUWQIWHaLBATU8AkMvlHMeVlZXhiD137lyv14s1WAHA4/E8LKhJsQVSLtZkMuFIgmCBa9jj1veE9FhaX1/f2tra0dGRm5sLAJFIZOZMXEUCv9/f0dEFAEgBs9lsiIYIH8S5wM9QthLSyy1oZKx23LcJ/QUWoA1AqVRi/JHISqBhMNRTnu/PTwSm1Za+3YoOQn19vdvt/mRxFcNxAHBgvnGESUwllO2X3oK8PJ/Ph14DNmlsbKympga6gseXzMELwTOS0N7mlKJiGVBrdehckIuayLPQ6XReiYSWVshYPrzxxhvpbF/EDkEQBEEg1x4KhQoKCpRKJabgzJ8/n3YuivfZNdEotpyABR6NECqj0SjWKcIcoEAg8Mc//rGqqgqD4GQ9CcECDXsbOyHbuZgIFP5BwGIyYDdp16JlK79OtNmVN8heJrqaF/tzz4uyl0AlchJD4LnyvLOlpYV8mRHpQ7BZs2YNvRc5FM7FP/roI6CuHQNGaeAZJctED4fk31PEBEF43BOsqalxOp2BQADzdxoaGqqrq+12O+Luli1bnjWooefM454ghuoA4EHBj2XPI8X6/MAAVoEAIkCWtmM1Kxe07UUANpvNXV1dp+cvuxvgyJEjJFpHmsRxnNPp/GGuAAoFANze5fgPyB0dHSUIRHRVkSUBFCAtaNtr6DkTaHx0SvrCz5w5M2vWLORae73ebMkDq9WKQg8kMdZisRBXDdeRHA7Hb3/7W+f9d/nTdS2mxcIeRv5O6exhqlV0qRNsIbLZkZhmNpuJdC7eRzLRqampobX86FlIJBJRqVTXX3/9rzo6NDmae4fdzWxJY0NjoPHRBR4PAAjpC3lEPOq8/66OmTdWVFSQohCBQGBgYEAul5eUlACFbeRpIbxF9M3ISp3RaCzfvb0cAO/Ka/nGaDRqTocOk8lkw7BLLJHyPP+g60gSEp/xIqz3OqzRnrrpSxq7HdJONZ70j/OXLT35MUxsV3jp6Mcpu1bspE3a5xq9UPzXHw15qfgZyVkYqoPxonVPObshTe2ZiI9gNptfeOEFIGBxebHacQ0PVX7qYOecJdnfA4DVajUajfRS87jHwVceCQJerxcJAgQsCHjR/RaNRjGbiYDFf/3Xf1VXV39l265U0v3zT+p0OuXdD3Icp1AoIl/8Jxg4+41vfINoP5MR+4FddoPBQDoNz4VqbsGla1F0L3VSiifo8XjEYnEikUi2vOoMhfK+9jB+j63y+Xy+f9007/9sBYCSY/vQH6MpdcQwNop78TwPa+4r3flrPAsRXaJ3QbAAAMXIIABEphoZhuF5fmzF3bmH3gMAuVz+q4tjhq88cAOAQ/w42J4Nv/FiGEClUhXr9b7h4WnTpvX09BCwOFxUpQXgOM748ObwGy8S5wTBAgDa29ux5/dIWK43zetk2ZsGzmLjsdqJHqC7u1uhUEil0pycHIFhNBoN/OH1vi/dgws841ZQbW1traioqKio0Pg78UnYH4/L5fKBgQFc3QEApGPjfXE6nXK5fHR0FEsBkqswGo3WJXOecnYHg0G+YCoAiH09pysWhqfO1n12JBKJxH//smd1vSKRQHaGwAuiKXqpvw+FzG+//XaHw+H3+4sO7wnV3gkAYrH4poGzANduJb5J+//Y/kqwwLhbKhNz4g3IBxK2w5jdJSlVKkpIJmynI0FQK5R9fqCGJhKt6xLxCpAOx8byGMlshXqrwYwxvomMzLoB4BdqNZgNuBp8oBgOUMS9pe/YMPv+/dlTFQqF6qMUWOCvpBk0WBDXA1m9dB2kVatWmc3mG154AWeeW6jQUldXFwqzoqIlXaZ8IqOFxQmbDwAOcH3kGrVaLUAXAHR0dIRCIQwV4dlpAWusmNQCoFQqSappff0c/BUfhu9dPAXrVypeegsARkdHp0yZgsEjGizwthoMBr/fL5PJSBqN3W4vLS2NRlOVuMVicTlIHd/+PmB8s7wcAHp6elQqFdGHJdd4HFKEQY1GM/3dg6DTBQIB5MdlgIXNZqOpA3S9C6Lm5HK5LtyxxHK0Y5rLD+D/yGwYGxtbesINBvNE/dzU1FRaWlpRUYF+3Pz58202WygU4nler9dnCKqidXd3E7AgXyJFAwAcDge5d2VlZRizGxgYiEajLMvm5OR88MEHBQUFvb29uMRFwMJutyMXb8GCBRO1lrZ/NLCYDNhN2rVlNptNJBL9BZX4JjIiUffnNoM+QsavOB597u441O7YsQOdQNoVzD6LzWYjig/jGqlVlFFbg4QO7Xb7sZqVpM2VGzbsAHC5XM8a1Hrx6LEHH0SRBXI6gmo/LVYgTeBZg/qTioovf/nLbrcbOk+gP9DX1yeoChiASCTSuWo9UDJ8y/f8d6oR2qJjNStvtVpfa2qCtMSDzWZbkM6ULCwsxBxVr9c7WCjV6/VYzu+7sdCP8/IgHS16RDzqL5RqtdpjNakAGV5dc3Ozs20vTkFisdizBvU/nx4FALlcnpubu2jRonFLAyO8YRAQ18HQJZNIJOjIYU/abLZ1BoOyv0dgkolEAkD8au40nVQKANOmTYN0vXYisQcAnZ2dSqUyLy9v0aJFfr+/Nl3PjqxiWSwWrCdlsVgkv3wGAJo4jqRXILoDQEdHh9vtZlk2HA6/V2ZWUnU8/H5/GcRz597Q05OSCLz1lP1DAADgeR5XwKqqqqLRKK5cYUErvDU4GZLL5bNnzz59+jQAlJaWIkc9Nzf3vlFvFwBOnrRareu8S6/X32DfgyUppo6FgCrnJBKJVaq8/Pz8eDx+9KYv4aUtbm9VapXHV/8T3lCWZU2vvHWFR/cqLSNJdtIm7cr261//WiKR/FkOWHDp2sNa7bgxjuyD7KHU67KNkO8A4M59zi9PXCuJBosnTPo7911iKs1QKQgKkKk5AQuM2W1ZMgf+IrDonLMkEonoKhYGUSpugvUtsopAyBS4Wo76d7iBb9s2AECOAClmKhaLc3JyLi5YcV2wC6WIMD2fZdnDRVVqtToYDD52MIjtp52Kw1qtwWDAeXwgEFACOBwOm832hNWKXEgM/3366aflg4OEmoHE55ycnN6XntbpdJb6etKxh4uq9vj9pLYDttlTVIW4hsGyeDyOviUZrjM6AcEiCDCWr5MykkgkEuk6L5M/FbyFAAAgAElEQVTJhiyrw2+8iNk9kOatKO9+EGOXPT09tJg3LjQ+sMsO6SBjOBxm1lq53zTV19fTYEFMq9UmEgmi8gNDA01NTV0GM3qVXV1der1+6tE/YP+HWBZ5guWnDjZ+tRHjen6//wvRbqCKMn163aKunJxwODzTdw6/LysrQy7MuGARCoWIfi4NFpWVlU1NTU9s3Gg7tu9wURXR2kPAHRsby83NFalU8XicHfVzeVqJRAIi+HK8X6vXk2W8dKv8GAiwpjWJJm3S/mb22muv5eTkXA1Y0Mv89NBd/ObzQGne4UFaLqfOXcEIlc9ms2Ws02PobbZCDQBBLTwsqMmWGQeRC8m4wAdjqRAPqprQhvNPlJ/DMF9ZUoJDMW4wUUlxAOjv77+Bci7oIqr0uAoUWGD6f2lp6e+myoeLiw8ANFIxFNSTwbl9VVVVaWnpjTfeiOsEuNpEyNRut3tcikNGziZ6Fivk8uOFKc/iYUENtbU2m21wcHDo3lVuJghL5qjSOS4oU0A0CizpdNobDp4iESWMReL3sVgsfO8qTFbNBovnmWDfYIpwXKzVAsCFO5bAuwd1Oh2ujseXzkXFOpZl/X4/Op54FmyPXC6XSqX4GdUYrFYr1iGRcNzs99t9Ph/HcSMb7hCLxS+zUa1Wm+FnohOBpbpRZofjuKamJrzAJ4NdIxvuUEQix5fMEQTh5mOdyxweABDNmEFoIna7HaOf9LONLHIESrfbjWDB83xfX180GkXotNvt5AiEHiGXy5ctW4ZxUrPZjJJz5A1CvOA4TqfTjY2NRaPR3NzceDxeVFSUn59fWloqEoloAqPFYsGqylqtNgUW13CC6t/eMgnqkzZpf0d7/fXXr35jq9Xa3NxMZAUyCuFlg+JEtiFtE22Ax6FRJLtsRfb2QJHgMFKGbhiqAIx7ourqarpmBfm+fPd2/FBXV1dXV0fGWYRMhIoMZ4y04cnCFIuezn8kxSUA4KfFCp7nFQoFTsFRsqekpARXisLhMNakOzDvFgAowFqx6FV+ZSkAxGLxWCyeHxhY13MGj+xwOORyOc7+SQAxPzBgEKLhcBjbgzqjsbQs64oVK+rr60lTu7u7y3dvJxqrFovlw3VfgLReKS74lJeXK5VKWuCAlJOjbwc+HigVB1Sskw562u323kMHke4hFovFYhGmVul0OsKPI8p0uGp3/fXX4wYffPCBe7zCrxzHISgWbP/l4OBgd3f3zSc+wnuEUVdC9Js/fz7DMBqNJhwO4yQG45Lay1WHgWLySyQSou0ql8uRyj46OorSeOTWY2YTLmFptVqr1arX6zUaDXZ7MBjEGU99ff33FLHCwkKFQqFWqwGSpOofAMiEeDKZHBkZ6bjtHvxm4eE/4IdbT9lvPWVHeM7ugb/MkHCnaXhuIp3ESZu0v8BwWGDWWvG1Qu4SGg0Wn6vaQ8DCZrORaB3O0elj0mCRvQj85e5jmmgI/9HsY7vdjlU1abD4zVeXj9uSicCCWHj5V4uLi7EcNqRhglYLpY1Zaw0uXUsXMCXVHmiwQNeLYRhULjObzTNnzszLyztUOON1To6KmQBgL7iOKG0DwGMHT0F6CMUxEEeeYDDIMIxYLJbL5RkLYHK5fHDx7eXfbWSmTb+YYICqO7RixYrHHnsMm4oHfCvKor+xR1LErLWSXDYCFjqdTqFQYFht0aJFHMdlgAWGvZi1Vmat9cwz3wMAXuBzhn0ymYyInAIA+hIffvghrpegzAJGKhEs6uvr0Vfx+/3d3d040mJKUWlp6URgcdPAWYzWIW9627Zt5B5hTrTf70e8MBgMCBb461PObgIWrRUW2vMZUarD4TAAnJtZU1RUZDQaEZRpsPB4PBkP/K233gppsMAaRAgiTU1NVqvVYDDo9Xq9Xo9gYTAYkF5RcfpjRE921J8T9M1texc7inSa0Whct27dunXrNm7cuPH/abSOJr1eZbr6pE3a547zVquVeBZoSK2KRCIHujvxpfvcg3g8ns91LuBygMBoGtFoo2dWqWIUAAAgCILdbn8kqXkkmRoKvicrHtezwL0+GewlcbrsGB8AFBcXFxcXT5ky5fiSOfvnlAAmkFKoQXcFfibScgCwszyf/Gr+9db9c0pOf7H69BerAaC0tFSv1+MiUGNj46xZs8gCDFlz4jguQ/OUgAXxa55nglv4gY+ryz6uLgOAhwX1zto7MbKJ2wx+/TZIR4hOLJ2LULVixYoVK1aQ2b7dblc1v6tqfhcuL3r7ZLALxyuZTKZUKiPfuouMsQQsnmeCBoNhODY2HBsbinBdIl6r1bIv/x43w1NgfQYUa9NqtXa7fcmSJaS4XE1NzTPPPFNZWYnC3DU1NVardU3r236/X+JJqRPqdDq1Wq1QKORyeSwWC4fDNI+SPA/oXGzbto0Gi5aWlqNHj/r9/pGREUhrT0skErwWQqbO5pqwLIv9JpFIioqKHA5HbW2tXC7v7e0NhUIYdd21axfLsuSZj0ajs2fPxl1wcREL4AIAFlbGN6i+vr62tnb16tWEW1pZWRkKhbBJHMclEolsT+f+++//3wCL/w9skmE3adeoZeiCTWQZcbrsI2RvRhu9y4YNG5BLBZcreZP5ekbMjuZT0Dw+HLCi0ahcLsfMFNwFyw5iQcBsLw5zKulqR0Dxrcp3bw8Gg9OfewWy+H1ksQuyCP8L2vbS1aa+cvFTU3UjNo+4YcjrjsViiURizpw5ALBt27Z4PL6fLdnAXcRttFrt8k8PD8ZiHo9HtnWzdNOTGLmLxeIyWSq44/F4dthslpTswqXmoUif8/67PB4PRvGuT4xxY6FEIjFFznzFHYI0hJCBO12tT0Yuyp5vfARGL/8VUMXP6/UODQ1dYeEUH4OfFisAQvxnxyQSyX8IuSSz1W63t7W1JQ2sIAgikUgqlQqCcPOJj1x5peRGQ5pYR5Tp9Ho9BjR9Pl9ubq7dbo9Go7W1taQyPdaTWuM+2UEpKN184qN306Uw8BJQkgOFzAFg586dC3QyokPkVxfmUhdy4uZV5F663W4U16AFO8Z94HF6tHHjRtqrTyQSfX19fX19kUjE7XbPjkQAAH2woFrNnP1TXMwkEglWxI+JJcFgUKvVlvy+Gb6ygZYx+l+yyVDdpP0F9rm1vbBgKPnzgV32mwbOksEKfQNmrfUwlcj5hEn/1AQkO7vdDjNuIX8mk8m5Xe3cVYMFpP9samoat2ZENlhYL69ulg0WxIggAxaxwbwhddppQQessrKS8AsuLlgBmFu01lr5ziVAbGy8BBYEZW655ZYRAEFXomCY8yOR6/Jyenp64vF4cXHxfmXp8rDXYrGc9QmRSMTj8WC8rLi4GB0wggtPmPQP7LLjKKc+8E5GaqrNZgvcUicXBACIeDqkpeUkGxfS5VYzLpmk7fj9fppAgvUKA4GAVCrVaDQIFggc4z4qfr9/6rd+2PmDb0791g9HeR5T/u+Sc9vSv2KykkQiwWCcy+WiqY40WEjW3Q8AsVhMo9H0vvR0rk6HYIEFyi0Wyx5J0R5nNyxY8YRJzzU1WSyWbdv+K8fnAwCfzxdTqAJcDPK0CWWCF3hmdX2nSjW74yiCBaneQMBCPTYCkEdfC1l3+TDPeOLVV2trazPAwuv1kocHu5TjOIvFgmBBKjn6/f6BgYGGhgZM0ObyUih0ccGKqdctGnr1OY/Hk+fx9PX1LVy48NChQ9ctXuxwOEQiEfLos/2x/7c2GaebtL/APjfthv51TevbHo8nIkpltXeJeL/DUacus9lsdQAtZZeKUdBadfRkiT4dcS4IWNCsN4PBUNcVhMs9C/xe6OoCEAHAA5ycbP9IUmO8MTUE0Z4FXZmB5+Mf93RVinNw1kpvRsh3NFjsnwPLoQYotVMCFnTP4J94IoVCgdfrkSQvXcx3vwF/OAoA0WgU99q+fbvf77/jjjsQvJDKfejQofPnzwOAVqulI3fkdOZfb4X0eolWq0VZN9I5uGyAQ2IsFuvo6JDJZEQJDoWbgZoekxoUGSwH9CxisZhUKl26dKnX6zWZTLgKYrVaW1rf/mSwN1+WMxwbI7sQsR083fR3D45suAP74YaDp4iYdWdnJyrz0JqALMvic4UnBYDTX6yu6wqePXt2EABTZziO02g0QBW6xzmDxWJBtR+4PPMXALB2hEqlisViM2fOxEicy+UyGAwZrhk9oyCl2PG+uN3u1wpEY6z+u6CFyyl1QIGFXq9HsCALUUjFQGI+0UMEAKPR2Nzc/Morr7z33nsajebIkSMLFy4cGxv77LPPAEAkEplMJixDnz2fmTRikwG7SbuG7J577tmzZw9cTsC+Sv4OzWsjo1LGCHX1RqsnjEugy2Bytbe3Y8SNfIP4UVtbm1F2kHwgemfkm5aWFr/fP23atI6ODrlc7nA4UMsM/cxs3XEAoEftDLk0AJBf9ABAKcOE0wdBBwyo1a1Os3mN+yQASL0XwHuBdKPRaPwAjKnNXnluZGRkbGwMAMbGxlRbN0//7XufrV4MALFYHABI2I50Hd2SQOOjarVap9Phyk9EJGbEYvQH3i1XX5Szt1qtAOBMa+EhgHm9AyhBWlBQYLFYIM0Q1Gq1r+Ub6y2WEydOfOXipyCGQBoVMowAkk6nAwjxPI+U7+9KQj/esgWX4BA+T4djs5UyABAEoTcnt/PmVZVprv4VnsD+/n5yo/F/MhNKzYfcJ2UyWTgcxkkA7oVcCZZlA4GAyWSSSCSzZs0CgCNHjqxZs+YYQPnu7Tgv+eP8ZQ888IDh2f8DAJqG50zpZy/DUR8cHBykKgkCgN1ux+ezncpfBgDs8x3TZt3e5QAAmUz2+5Lru53O5bIYYDrAaaeIj7vkudfFQhExMyYSXZSz2jwZafmaNWvUnx4etzcmbdL+LkYP8leJF7S+D9k9uHStNv3rU+lAAMbsUpUrLl8QmqFSIMlOKpHG4imycEam6hXAAi5nxuECD71vBlgANbDTYHHu3DmJRGK324n7hyKqJJ8XR/4Si4VwhEdHR4lI2cW0ph6WcoMFKwA4SMcEyUU5HI5UwYQ1903TagGghxdDmtGgUCiwAMIh5Yz9vjAAhFUFyV7P2NiYSqXasmTOhl9vBUq9wWaz3UT6P+vuWK3WD9/cj2ChUCikI4NjDMPsfg1FgpDFRm8fi8UYhhkZGUGhN/K9+sA7N1ksoK8CAPkfXkfnx2Qyud3u7AUzUlQRV7B6X3paU/8vAND70tNb0tRCLHmB6qWd/9GAtYxYlkV6xcaNG/HxQ4eQ3/EK1sdQH3iH1+mQTTC24u5EIuHQaDycHCBVMuIpZ/dt6QcYFV3V9z4iuejOMV4X4kJJWQ4IfCwWGxkZOTez5ob0XSZjPl1JkISkDQAeTwjS9E+kAcLlYEFC1QDQ3NyczdMUiUSBQIA8luWnDp5YeLuIkYnjUVmgH0p0SOJDQwGNxYsX45/JZBLl5AHgdU6OT+NkcG3S/l527733vvXWW/AXORc4MqiHRgZVOVKpTD00svzURUiHjeiyFXTRiQ2/2ZN9KPotI5E73IugktW6id7ebDbbADZ5HBixeoCT02CREeAgYEGGgmAw6AoMJBOJswxfGgptGJHYu+2XeNNl6nPxMADAYPjGwqlkr/1zYPq7BxEsfD7fY489lm6blaSbAEBlZaV/TonZbA4Ggzh7TyaTSOv2+/1qtfqZZ54hbUM01Ov1DoeDBspAIIDkLGQuk+JI2e5bdvTfarWazebGxsYuAABgWZZhmGCBirl3FQDUuPy0eDQAYM5pIBDQaDQkCLX81MX9c0pIszery/7Y9UeNRkPIgLTly3IAoDgcx5AcVgDvXHOzWCwefW133s9eXl6TinViNSRkqEHa18ALR7DGFRcAoIvd6XS6z3geAFDLNbsBdJ9gtK6iosJisbS0tOAREA0LCwtZTo6JvWTMz47Z0beG2A/7Py0uLh4ZGfk59JEqJXA5WNCHqqur27VrF4LFwMAAXawcL7Curg53QW5dcXExhvPwhiaTSVqTd1xGy6TBZErspF1rhr4NPaZkV3XIyHjNNrogw+eeMSNRKND4aKDx0YLtv1zjPpnBiqcbQ5+dxmC32012wcUZeiTKMDwX/vv+979/6NCh3t7eY8eOQdoRQqPdywwjZG+UUaB/Kt+93SWIAEAQhPzAgMPheC3fSF+pxWLBnOKh9d+Wei8AQLx0OmbO3nziowVtexe07SXZuAioABCJRAYHB202G5aFRVOZFpDsVyy+TtRSAWDHtFkAUFxcrFKpMMHWw8gTiZTieCKRQCKh6ZW3CB5j4g924O23385x3LGalZ2r1neuWn+sZiX28Ff7UyUWK/aMk0lNnhCLxfI9RSqdSiKRSCQSdMnQrcJw53+K8s/FEmejQrQkNV/BCuXkUChvhDz2gwcPPvTQQ16vVywWY/mkcW9NdXX19OdeCQaDqDLLcdyJm1c1NjYWFBRUVlbyPK/RaPbv3+9wOPCmVFRUYCTutXzja/nGYzUrv/a1r0E6P9RmszU1Nfn9/hMnTmBqcEtLS0tLy6uvvkrWJLG78OHfsGHD1772NUy/Jc/nvHnzAECpVLYY5r4k0+2puAEA9Hr9m1NmAIBarRZFOGk8VhqPnJMovVLFRTmL/HzcPbusx6RN2t/R7rvvvgywyDAaLDKCBRPJ2GUb2dFqtdKJpU+Y9DNUihkqxTRJokwh+SvBAtNCCVhcecLa0tJy6NChI0eOIFhcudmk8ZAmAmDFUvrXVLQubXa7nfbKIC3N1tzcrKWidXTeKwCo1Wr8vqurK9nrSU4pTU4pHRwcfGCXnaFkzmknmQYL2rMqLi6eMWMGgkUikYi9/V+kl+iDBJeudblcDMMAANZCZRjmoYcegrQYAgDcNHCWvteooJTdXRlCBKOjo+e3/KjzPxowfYmAxfktP+J3vOKzPTvjsX8zPrwZ8RfBAhPfUBwWv59+8qO9D96NYBEIBNT3PoLZQEGFCjuKGCY4h0IhDFNyHFdYWDirIE/m72fiMbw6AAgGg/aC61wuFw71Nw2cpT3YTZXaJ0z6J0z6kmP7urq64vG4z+eLxWL5B9/NBgvsJQSL4NK1a19t+dcB0euc/PU0ecdkMiWTSY1Go9FogsFgR0dH55wl6siIOB4FgETRNI/Hg9CGDBeWZevq6kjfkg+vU2ygifiqkzZpfwPDQeNq8CLjS0y91Gq1hSNjZUnJ8lMXr3AWUmiCBotsnZYMvKjrCj4sqPHfuK7NI0nNVoMZuXUELPCnccGChBHbAwPxeEzWM5DnCyKZjnYuAODGwqn475PBVGKmwWDQarUIFrgsQW9PE9NcLtdmdRkGnhBBjIJYEASDwUCJV45jpM2tra2Dg4PJZDKZTO6tKrL+6UD2xl0ivkvEA0AkEolEIgQsII0XDQ0NCBYcxwULVMS5wAKsdGvxWrCgrVKpJGCx/NRFvMub1WWoKz1RfwJAcTgO1IPkvTOlcxf51l2QDsz5fD7sOhSlgbSzhjmz2Id4RjyXRqO5qyfS3NxsMplwXA2FQnA5m5J0HYIFkbceGRmprq72er11XUGWZZPJJADMa3Wgc0GkEugVmvXr15MObGpqworeJ06cMJvNWPgYC5EDwO+myktLS2kKC3oWGATE4Jrb7UawQAon5hWZTKZDhw4BgNlsPnHiBHo30WgUS0+YTCYaLD63gOSkwSTDbtKuKXv99dfVavX9999Pf/nnKmSRYfTKstxobrd72bJlu3fvNplM2UBesP2XQ+u/fWUtvEDjowXBIAAMrf92RhsycBRpEfi5rq4Oo1SIoH19fajR093d/dNiheaUPRKJsIMdwDCklB4egTApMLJpt9trai5x1zOskkkCACtKMvHYa4UVFpYlmU03n/iorKwMGx8Oh4PaIqVSifT4m47uT1IHcTgcbl3lzV4v+hJisbjFMBfsdli1vjO9DRJIbDYb8tsXL16MV0qqgAeDQUEQsBxVpFgPg4NiMZNICGIxAwAejwcVI7B2wYYNGzweD4pIIKGd7k88YPnu7cAw6KoFg0H1L5+By+seEDlbu93uisi+kxyepZCc4lJUss5OL6RLR1ksli1btvwYQKfT1destNvtE03oCC0FAFatWgUA+/fvp+94tu2YNmtdzxmZTLZj2iwLtSUJgHZ1dXV3d2s0mvz8fADYuXMnMgqtVivZBgV38bPRaNRoNLSwlNvtNpvNCH6YLr1lyxYAkEgkFRUVjY2NDQ0NO3bsqHr/7Yp4vCQSkclkH8yq6evrQ2pGd3f36tWrB6FWvef1uFQmCAk+Gi3h4x0J5uWcKb9Qq4PBILqL+OANrf82JkRP5q5O2t/Rfvvb3yoUim9961tXvwtJcSURHFp5+nAWTYkYkuyecnYbvtPQ39/PMMxdcg7SQbH29gGyJYp40vuitt3hXfaXV48/RFgsltc5uVqt3nN5lI0GC/IlgshHH30kk8lEIpHH4xGJREuWLHG5XCaTiQ66tbe3qymwAIDm5mYMKtFgkZH2G37jRfvlRY3QCPaFw+FBRsEwABhFiobozWYV5Hk8AalUOjIyIo18Fo/HUXnT7/dr11pJtxPu87hgYbPZDBznMdcCgEqlSra8Ss5BREvv/fg8zLjFrFI4rI9j3JDn+Znn2lDZ02w203XYSZGfs2fPOhwOj8eTAc0lx/Z1FVwHAMFgsOTYvn2dKWTLy8vz+XwXL16ENFgAwIV5y8qM1yV63SzLBpeuBX7gcFFVcGmRVqs9DHDTwFkCExlgcQQA/Rl1ZCQiLaQbgGSf5ubmJUuW6HQ6kuGr1WoDMqlYEAuCIOhKkgo2FuEi85YdKpyhBMfOnTsLCuy3WSzW1auxqB+Qglcex/HSefn5+WvA30qd6FUqNxZbuKNwdjKRFCtZUWzs3Jg0V8Lc03pGExNu8PtFIpFWq8V4HM/zyVhMEASZZgoAJJIJAIhEIqcdDgDIyckhLu5kTtOkXWv22muvAUBOTg6dBphh9Pc0+Q53eVhQP88EtVrtw4IaxuMoZduyZcucTmcgECBZmUDpFcB4YEGMpNYGg8GtBjOkXysypFyWyQEAabygwWKzumyTxxGPx1SDIzxAJBLBiRyp7MlxHIAaz+L3+yOSpCddJs5x36YNB09BGiyQTpV9sZhY+rDFwnGcy9UN4K+srGxW8WSDiXQbID3ga7Xatra2QCDQf8+XxLEYADwZ7NqcvsyWMnVL69tlSUmXiP80Oqryj2i1WrxS0nXYtu03rlz/yV6FQjE4OIhEM5lMRio/oG3YsGFoaGjevHlnz57VaDQ0WKQuzWaz2+1DQ0OopYCnWLduHZ6o76sPIxESnTK73V5fX7958+ZYzcxEIiEWi2OxmOv2xfDeIQDAMne4Y15eHsl/gstpbstPXcSo4mZ1mbX5X5e+Y+ubKp8CU3w+35fP+ejauBlGwALSXlJzc7PNZit1u53OLp/PB2VlZ8+e7aq75a3PjjwActqziMViw8PD9NHwkaitrW1tbY1dV4AA5PF4CgsLlUpl3Y1mUm6ira1NIpFgMBF7z+12+/1+kUiUTCZR5IfneSTWPfjgg5DmgDudTpRKSCaTBQUFP/vZzxwOR4YmA3kwJrrqf3CbDNhN2rViNB/hCrA6kdG70KE6RIVxFY4IcL5QNRWiA4q2vQMfvgUA0hmzMVclfv508JfPYH3pYzUryfEXtO3NDwy49/w3AAxrinBjjO6tW7cuIw+RGI3NDoej/PJff8Dy/xrko9Ho2JhILBYjtZtw6wYHBwt+8u/oW2IZPvye+GB0hW/8UC7iYwwjCMKYWCKTStE1xfF0jfukuqyMnBq9CLxew4zZFy5cwD8RuRe07bUn8mKxmCAIZERGDYXKysru7u6ampqGhoa6ujocu6uqqsgAjW2zWCy/SOSBCCyzauwBu6XGsqBtr3Swj+ehW6Kg6dNopaWl2KTUkt14YK/VajP4HbQ1NTURsIxEIt9TxACUYpEwJ1cOAMudqYUpQoVAwj/qWD03XQM9ZwBggXgU6Ss0vmL3El96+fLlX7n4qdp9Etwnh9Z/m4QUaY5nP6QKVJEjkAcJS56nhCqoShQcx7W3t3Mcd+bMGalU6nQ69Xo9n9ZUIkLyxJBzhylIeOrR0dFoNPrKK68sXLjw1VdffVDw5/p6fbn56D/L5fJHZZFYIDjiPmm/4VYE1wqARCLJ83GGEQtCIplMmkymobo64khfen2qX5mo5ydt0v4GNhFYfO7qTioiZrq0C0kG/JSTA0C/SObsR+0hPVCcoHs/Ps/HeQZgypQpAACjl0Jj9FD/q4tjQAUESSUKg8GAqnl0qqnRaKyurn7s4Ckid0DSb2kj9d3IjjKZLBQKRaNRhUKBc/rKysrW1lasu/rBBx+YTCYcVzmO+1NZNS3MB1lg8YRJ/4DHAwA+27P0moTD4cjNzbVYLHR1C6uO2RJkAEAilcxQKTzDMO/C8TOVN+LxsToqKoHyPC+TyXDqjyP5G2+8AekSTIjRyBdGsLDZbHskRZiU5Hv72XqW9ePAW1uLJWtzc3NREPaBXXbI1wHA+ZGIQqFQKBT5B9+FNO6/zsnvYVMeKSFZu91urVZLEjYzsuGcTmcuOAEg4vOBQlFeXu7z+cbGxnw+n0QiKSgoQLJJZWUls9aqlecCQNxQyQMs0E/5aCQyQ3WJbE6P/HiK6upqxAt0rtIUxUv3t+TYPoQeVOkGAADucPqxAY8HtRfECjYR4QAgOaX0/PnzZIqDYBGNRtvb25VKJYIFAMzuOAoAUFGBZ0QY9acNK0s8sMue5JOJZEKcTCZzWEgIiKoaBjiOk8tTyXeLFi0aHBx0jI2pVCqVEBlkLrn9+oeeiEQiYrF4Uf+nkCXXCJ9XannSJu1/2zIiceTzn0sFeFhQ06M3UGsM2UfDzUzjqbWQ4XSiaN3zTBA84xR1JcG+KzgXGWCx9IT7jJwTBCGRSDAMIxKJkKRMwKKr7haVSoWjtPIGqnYAACAASURBVIEXAQMej8dx36WcXFzjp6N1CBBk8kwagEWlLRbLRtKAywvSWq3Wf//3fyd9hV3n9Xr7+/uH7l0lEYsJWDwJXdPfPSiXyz3rlhUXFxsMBnUw6Bn2rOqNQm+vs7vb6XTSCR/oEH1PVgwC/JyNCILAMAzLsgqFAi4RHqC5ubmhocHv91dVVWVnxtBgAVR2Pw0WO2vvJJUQfJGI3W4vLy8PymQ8zycSiXg8zjAMDoy0fB6kZWpIP9DP4cOCGtRqq9W6pvVttVqNhYZ0Ol0FrxocHBy3HAe5NRMRBdCzOLvyRqTnvcxGYXHVjYfOIljwPF9WVkZ4ACSACwBarXbVZ0Pvz06VQo7H4/cOJd3JlKwTelXBYPDo0aNTp07V6/W7du1avXo1ujDhcFgul1dXV7e2tnZ3d+PDbzQaEXFEIhFiUF9fX1VVVUtLS2Nj4+dKD08abZMBu0m7Ru3q3+FsDKYxlf6cLVpRV1dHgi8Yn4oePxw/f1o6Y3bGWRa07T1WsxKH2vzAgEKh4EeCAKAb8PoADAZDMBjMWPUiJSMIF+kKi8+NgUQ6TgcAUFZWhtG6nwzxKUpzY2Oq7tu5c9OnT9+2bRthn+EI/kg6wISWzmSUygUeBB63wYWRoHgU9WUFQdBqtciZknovgFQSP3+6JAnJZFJelSKTH6tZee/u7b5wWCQSEbpf+e7tTxZKYdidYBPNHR2ksAaxQ4cOPSIejXd1AwB0OSLFM4FyZjB/dkHb3sxY3eU3xWw2d3R00J1G7vWxmpUL2vZG0tUSjtWsPGazWa1W7PM1weBWUGYctjPJxGJCIpFYtGiR1+v1er3Lli2jV70A4N5ht8czinpGBoMB+zM3N5fw9VI3q7ER6YRfufgppCdV6t3bIWsilRHsQzVWrAIJaYIeHpZItJII5p49e6ZPn85xXGVlJbph0WgUC03g2hR6oRhuQ6/MbDZv27ZNp9ONjo7K5XKUwPh64IJsNJCUSgpH/SKReDBPc/OJj3JyckKhUIU4UelsHXCl8l6HVFqVvx8AGAnzG5XhXzqOl+/mAru3L/B4MGA9iayTdq3Zn/tYZrhYBCDuYaNbgoo4HwEATTT0wOWcOD7O0wc5XFSVfUoS3TtcVIWxucO7UiMeWXrB1mbIfo/byGywwOzCvjlL8sqqQy89zbLsyMgIpkdVV1fX1dXRM+9du3YBQOL2b0jTCVAPeDw0o5A+8surLTabDdLycA/ssmP1hlAo5HA4iF+KEbFpkgQAqFUKANDr9fcsrMDcGTSszCASiT792fdn/eDn6IPhEEf4cS0tLbQfcujQIWatdUdhWTKR7OFBnkgUfPNR54kPiByq0Wj0er3YZroaLwAga1ur1SJYnJ1xE6RF0+jQJ46W5DN9hHFr7GJwLRqNknKB6J1iBC0gT1UD8ng8kK9DsMBbzH3hLsvQZ4gX5MnEs+MYmwKLdOyYdsBosMA74na7/7murnr1uq+/uX+EEjtnpk0Hj4OEZdF6enpKSkrQwaZXdOrq6hwOB15+bW0t4oXRaGxvb/f7/aJ8HQiQBBABiEQikViUTCTj8TimbgUCAZZlNRrNH7WVYs0UTiziklA4NgIAcbEYAHDSApdL7NPXfoXKLZM2aX97uxqwyNb2GnevP5dVcOUzjns0tVq9yeM4kJYUuAL5aFznoq6urmPr1v+ZqWMYJpFIfF8+FQCampoaGhq6uroQL2KxGMpGT3n9D+FotLi4eMPBU6iWg0PTyIY7nodgS1qbD5uK3geRtAOAUCjEsmwGWGTY+vXrydCElDeyso4LPFi1ANLV0jwAfX194XCYsAoAwOfzVVVVtbW1jY6OrlixIhKJ4OQZx0/URhg3G/f/svfu4W2Vd7roq7ulZVuWbDm+yFJsq8EJAStxIBiVBDxpykCJmxRaQocaIno6hIGWW890700yhNPTGZowbTLAPps4LWUa2hKS2pQ0E6gnYVBMLiZWCMFxfYlk5WbJUnRZkiUtSeePn/RlRXZMoPQ2j35PnjzLy+u+lr/3+93et6+vj5wLq9Xq9/vFqjt5T7K7u7u5ufmX1Sq1Wg0Eu3p2iFti80ypVFI2XaFQLD3q8uh0YoI8AE8HRzG/hgWn2It2OBxWq5WBBeq1yHE7qNXq7ga1OHKKS8ECIhCnj5PKJsjLoKZUJhwEoLS0dMWKFSRGv3jx4k2bNs2ZMwfAtGCxAHg2cc5kMt07kcGlnxaj5KMFjuPEr8zj8fj9fiJSkEgkTqeTuSder5eCxXQ08QSgELa7Qitw2BXsr8zEaYor2d7hcPAim/rb9vZ2EjUHkBz8kNbTgmLO1VPbo+x2Ow2pScVFZTq3253nd7FoXd4yOy8xu5EplcrGxsampqampqba2tr6+vpgMOjz+eLxeCAQoOgSJfkp/TIyMmKxWEiNDsC9F1zfloYBLOrdQ+fq6+uLzjLK5QqlkAQgLS75tjTMiDPoggHIZLKpup+CkBQEIfqhk90vAKrtKioqSiQS3/MOQET3Mz4+DlFBPtV//c/SjEQiISQjSgWDwUD1GuywR1pvpX/7r70pz2tqb29vb2+njA1VH7B5gDjqR+UVFP5j0Tqy+8Ie5DibSB+d4zilUqlQKDweDwCdTkfcIlM/JEpX0iOyWq0skdjZ2Uk1g2R0nI81pk//hS98gdaQv2o2m+12O/HsMsubQDC2EaPReO211xqNxgULFrS0tLDN2ANnu7zzzjuCIJhMJo1GM3v27KnEc7TxmTNnqHEAAE01tFqtVCoN6WeNyYqGU9L/Kz6uVqvdbreYQvEznKEWrGCfic0ABFPB4nLVFmS18nRpNFgaDaZSKTEXAQC5Qp5IJqpyNrW/NS8qQXElU87YeqKHu1xtxbQ3Rbuw4xNUzZs3r6mp6dFHH6WE/+bNmz/44INAIEB44XQ6KysrFWs3KOsaUVXHcVweb5H4CZAWLRHJPeMcoxPp9XrZSjtjZ2dXAoDVrwEIBoMfffQRG71fusOm3b8LALG/jfxoHa3X6/W0/sKSL39Qf9HnpLFLc/daYu1JZ9IZZJiUAYmW0tMgAff3Kpv8Si7C6Xghy8Z9WpCmKmqiy77q8Xg+bLyOkvmUjspzb4gf8Ox1X8wL+WEKFezIyAhyMTtmYnXaZCLJ1kdHTiIHFiaTyTbxe1p/8OBBBtAAPB5PalcnlV4S09zU1wHg5ZdfJrBYsmQJhdi6urr6+vquuuoqpVKZSWcASCVS6n4Vg8VvfvMbtqzT6Qgsrr32WqriFG8sxgur1Vp0wSuTySQSSCSQJi6+WdqSAnzd0CcSCXUoy1yuUCj+Nnm+oqJCKpVKJJJkMplMJqPRaN5XzT4bpt9SEJ0o2F+ssalgHlhskQW3yILWnz63omfHip4dj7n7H3Nnv3OxZ5GHJuRZkF2hq8I6N9kav9/f39//jfwZ+jRGF0n/qKNIHNr78qnQl0+FNtU1cxxns9mu6fzhZukF5y3NgUCg5ldvN77hWHrUBeCjB1eOfOfu9+75GwBsovv2/BpaYPNABhbscYkp+fLAgowV/Z04ceLo0aPiKz+69BoAs3/9Dv1IoxOxBL51dbVbnjmtkg6lJ5Fj1tPr9XK5nIX52NEILOx2e/99j1GskAgBqaZMfBnt7e0ej4dQhi6SnhgNvLRlV1dXd0MZo28Wmxgsent7R0ZGKrfvIbBofMNBTgH9T8/n6eAoe0cE5fSj3W5nMc08sCDJXWK4E1vehyQGCyoF6OrqWrdu3YYNG9ra2khuglSYGMEfpuTqpgULAF87G3/OZBWDhd1ut1gsNJ8pLi7+/Oc/PzY2lhcYpYpsr9dbVFTE8zyRKuj1erPZLJfLyff0+/1TwaJgV2KFgF3B/lLsyiNx0wZZxCbGKlbAnGebN2/u6uqamJjo7u6GqMxBWlyimHO1uMKOOV3ik7KhnOn4iANw09qq0ydogSXSd9bOm71p6+xNWxf+ZCfxKQD4cbrk5MmTFEf7QUQGgORE6+vrKysrS0pKOI5jPKbMpsbdiFMvXaShOwJwdc8ul8vlcrleKbs40ScaOACaq5sVc65OJgUAk9V1SeNsiGoDlUqlRqPhOE6r1YYrqtjjSiQSlZWVw8PDlOonPjX2KwByuVyj0Xwj6KbYGc/z4omR3W5nUVSCVVZ7Qmx9zBjOsbyf3W5v3voai9aJ7z0YDPI8TwpK/f39Op2OAJWydoFA4PTp00ajsaOjg7VLDwwMGI1GtVo9NjZGDKx5j/Sll14Kh8NDQ0Nr1qxhxfOhUCgUCuWpgrCLGRoauveCiwl9JBIJ8THp9p944gmLxVJeXr5ixYqphA55MlVMd4/MbDYnn1u/0LG76a0dCx27kevRqK+vB0D0E0SEJ//cXIlEKpcrWIiWJd+k0otZuMw//E/JI0+9b7vNYDA0SlNa//m8sEXBCvaXYFeejP1EYDFtsRtyKgrpdJqy/ZfbDCKwoCCdOEIRUBXvllcGl66kgNHlYt8UMnvGOUb6rQws3G43KbFqtdqKigqScXA4HDRTB8BqwQCUl5dHl301deYUKL5TXo3pMIIZqQ28yqtI99ZkMhG9t1jiHKIS441L5j/VXHebMH63Jlv2xZwim80m7Nza0NDQ2Nh40003zRk4cM1oX2pXJ4ALS75M23gWLkMOLPx+f7bLGJBzJTJNsdJySXm7eGKg1Wq1sVAimVBl0ryQjiQEuUJeK0+fFqT7r1oSKdaFNFoxlYQYLOx2O4uinlm0nAVAiZnb6/WOjIy89dZbFotl+fLlFoulo6NDp9MxsCA/jY6czqSlMmlGVQTA2/nDqWDxi1/84tixYxD5vTabzWq1Op1OClyK7y7PgyKw4HmejgCgq6vrqea65ll6DaeRy+QAqpCkyGO/yUq7f+lLXxK/IADkJr3Kqzo7O9+rbKJ7P1Ax522N8UDFHKYFoVarBc9ocuhEaujDVDrFhf2WEtXfJs/T7g6HQ6VSUWBOEISiC15tLMROodFoqJZk1qxZrFRkWiuE6gr25zLx+H8lzoX4xy2yIFtmmgwAWMyOGZv39vX1rV+/3ufzdXd3d3d3z1ATZxeZeD1FasSdEx+bKCW4oV3omilm19LS0tbWxtQGtsiCXzy5HwBRo5xf/UXad/8Cc9hQBkgkkMjlsn+//rKdQEt3dbKeJDbmu0TGtmRj0dQn0NfXt6JnR9Wvtuy+dUG8tjL2rbs8d7Z9+VTo697UmpB84TvHbTYbdWWWB6Nl/rBMJjsW8X87oyPJIHIlDAaDTqerqKjIy6wA6G67k8J2YuciryaAeRbs8vIK1i4qbl9atME0Jd56663W1tbly5e3trau19Y37TkEgMCCVBo6OzvpXSSTSXIYu+q14rAgnfHgwYM01Ff8+24WxtJqtU6nk5THxWcXgwUVUw8NDfE8v3//RbGOvr4+ghV6BbNmzaLKhqlKGsxotIfoSzObzfSixWkhpl8xd+5ct9tNLUH0iS5YsIBtyUjuxOE8asNavnz5HXfcQa+mkP7/pFZoiS3YX5CtXr26urr6MzmUGCTy+oBo4J6YmCCRndra2ol7HtS+uZ1V1U17QDHFvmLO1cnBD9VqdQwYychHcvIL0zZnud3ussC4+4G7qifDdwx+mI6EF1XUiHtXs3VhonjfFmjLS8otC25uOngQgEqlMhqNVORMlW7fr1IrT5/gKji8uf2VMvMsnhdHdjo7O48eParX62+TF1VVVWmoB0erjcViEonE6/WWl5f7h10A9Hr9j9Mltv7+RcFgMBg0mUzSySg7TjAYJBfwlp2/cz5wl9/vz3KoBX2giI++0u/3U0+Wy+Xq6uoaHh4maoyvzKslsNTpdJFI5K2mxfB6calHARE8vPzyy8zhpJidOAOT18YlJtS43AxMEAR1sfr06dMGg2G9L/l0hSIQCPA8vymhBqDRaMrLy5kMoiAIBoPB6XSieWHL+d+WlpbyPP9sTNmRYyAaHh6Ox+MUlGTJPTZFS6VSjKyXbNu2bYENj7ulswB8lx97NqYkfjqPxzMwMEAPIW+isKh3DztCcPuxiXsefPLJJ1977TWO43p6er7yla8QHOa50Gq1mnx4iHpyGxsbGxsbjx07ZjQa77//ftKIKLl2ISmcHJ3XuuDdN7VabTQaRSKZyaCiooLyjXTw20eOhgQhnc5IpRJ90Ke1XjeDTnHBCvZnsa9//eulpaVMNvQKzT4d4R37S9ztHGM95g/VcQCeaq574p3jACYnJ/X/8XxtbS2ApzZsENfTsQKiqSvZwjMA3G7/pVNYsQ2GYnNK1ewPjYaCGdxLalkdGhqKx+PPPfdceXk5ZdQJLNrb2/+fY57i4uKYRAJASAmJRKLmyF7HpdxD9DRcLte5+UuQq90bDMVmZbK1txKJxO/3f/TRR8gNUzQs9/f3X+7aaD3xpXq9XjoX7btbXgRAUm0KARuDCplQ6vV6w++/f/UXV1P5mEwiyWQymXiWnHRoaGjz5s15dw1A7jvLG+qk0oxaKpmVSWi12vOhWFLIVr0FVMWZs272nMVgMbVeniwSiSRuvScaCFQvw9DOrcwRam5u3rdvn0ajCQQCObx4ueTxZ5VKuSAI2rD/fChksViwf9fQ0JAXeOmdd9a97gPg8/kYWFDMjrhfyfLmCXa7/cyi5dlX/8PvQURmeuDAARLUA1ENvnHJOGwymQZDsd1ydTAYXCWP08fZ399P7WMHKuYc4AHgt3WLAOjikQ9av1wRDLKH0NJc19/ZebLEbDAYQqGQqb+nrbLN3GgG4i1LVon9W6u7/129RSqVqlSqioqKG32DZrMZrsEDFXMA0L64vCJkwQr257V7770XuTqjKze73b7lp8/R8qhEUEMBUVKH5ZUhmpqSLhwVWPl8vmk57K7kvOjsdBw/brPZMGPClLCsq16L6Qa3rHJFvbbi33eDauX8fr6kaEQq0Wk0Go1GKpXefvvt7e3te//zdYkElLkVhOwpGWW2GLOoFi+P06C9vZ3qHoqLi51OJwVrbDabGCzE48kXT+6XyxUXEpMA1Go1xyW1Wq0hKCOwoHk1lWjRKBoLxgC8vuf10dHRBQsWkJ4DE9BDrpMmDyzo+mkkv/nmm4kEgPqLxc4F1dYxmSDxyDz1kXZ2dlLvLQXg2GUMDQ1xHMfzvEaj8Xg8a9euJedi7AstFRUVVD9OVKTskux2O0XEDh8+zNYvA4AzYrDIy4JQeJfeOxXlsQ0ILABs2LCB1qzX1rOIM+uupRfx+OOPv/HGGxzHkdjrtM6F2WxmghvIfWzLli1zOp0SiWTt2rVM0Z6OSdkdeoOjo6Piu3C5XLTxsWPH2BclZmMv2JVYIWBXsL8ym9rufiXVFlO5OVk/o9PpbG9vp3icuKdyBhFM3bpNtGXluk1vi7IEq06foPVsX+aAlQXGU/FJKmsqC4wv6t1D6wOnT9Bmi9xu2G5FTieUoRFzwAA4HI62traGN7fTGE3/3wuXUSnF+dOcJCOVSpOT4brDh1+NKQHgxhvX8Gfo+LFY7MxX1jQDw8PDtxx3xORykvK5F/5XHHCg5NvSMIUs00XqorNjQl29uJCkeetrxFG64N03h9MyU2oSkKjOuF+pupoujIUUyR4ePP90BUdDM12nwWCwTKc/CFHOKo/xjfXAksYFoeO0YlWXM5Z8o85T0octKSkJh8O9vb3i1NzfJ33/rpvd29u76/ykcDrCfrVkyRKLxTI6OiqTyQKBgMFgIC90aGhofHy8t0S/NpWtrcj7YEjqXq/XJxKJb0vjPzOaPB4PE1eaWUpPq9XObmmZmJjo6OjYvn17W1tbIBDo6emxWq16vd7lcvE87/P5bht+P0YiudOV/DQ3NxcXFzscDpivXeE6RofVrduEzs53F9x8w+G3i4qKiqTppHE2hfx06zZN9PWpt2bvYpzTzoqGqA6veetrRwoEdgX7a7NpuVFm+Iyfaq7r6xuHaBLZ19e3msPLO3ZIeB4iokmxMaUIFrObtp7octEiMorWBVTFungEQF4CAMAN4wNUJEWYcpswDpttYmIiEomwmbFKpZqYmKA0eGNjo9/vR9AHgOd5YefWXq+XBmGbzfZeZRMdv7u7m+d5Zc384uLic+fOSapNsVjs3AUvObd05OLi4kgkIm5xIrucDjs9YSLf7O3tBStIX7oSQDKRVCgVk/FJ5DyNd7/7wLx/fHZSKlEiHZuMKRSKzCxjpO1OVv1N1tnZifLP8Twf11VKk3GZXAap8rQgRTAIiRKALh45ryqVSKWVev3JH37vZE4+72MtuHQlAKqn09y9tnfL0zTOj4yMEFhQsTaBguAZFQCNRhNIJCYnJyPX3izszIrwUGxuYGAgEonIZDIGIkNDQ7W1teFwuKGhAVN8MPpmCCw0d691bXk6lUrNnTuXqCQAmM1mivFRRy2rEzzq54V05qif5+TKF4Tyf7v33tdff53FVYPXzVIoFD6ZOpPJSCSSWCyGEnWE04nPWwPcEna5XC6JRFJsNhP5hliTvb+/nzr+imqK5HK5Xq+/0Td40YtzDQI4duIYXT+TJC5wEhXsr86m/WgvllldWmFHJi4LYMtiDW6n0ymmK71yu5K/HZZ5mgoWALbIgiZoCSzcS+YDSGYDRkXIjXXJZBJQAei65Su3fPB2UiEHkM5klEKKpscWi+XZmvlbEDSZTId8Z2MnT0qcTp7n80QDrFYrweLw8LDFYqFwWB5e5MXsmMVlEr1en0qlLBY9gQUIL+bXED8aBXcWvXuCSgF+9KMfXXfddbSZxWIhhGptbWWhHyawuyz3LgRBGB4e/rEkwDZgsUZyLiiClgcW3W13skOJCezy7otdczgcLikpSSQSg7fd8J1T7yvrtahvufqtvuPLFmo0mrNqeQxFs77/86GGBvb6PB4PITibwNMFM7Agj+lyLL0UpiSw8Hg8Op2O5/nVq1czYVxSN8aln1NLS4tYJZYYsdlvCZsoigdRwxPb2OVyNTc3+3y+4eFhcqKpkJMWNm/eHI/HBUFoamqiMg4Ci76+PooGGo1G4rnjOK6trW0aRbuCXd4KAbuC/TVZnjjgFe41LV5SPiRvJYvEzRCtY1vSApueso5XAIENj7NDkSUSSWWW2RmqRNww7vFWGqsnwyHnkZFMVvqz7tcvf+8MLyY1+/nPfw7g1OMPYPuLE/c8SCMglTeHQiHqOTUmY9FZtYZxD1W509EIxvx+/+x/2+p84C4AH7atdOe8TaZCK27k8fv9JqtVAUQ/7E+nUwBGbr9H/OAIcS/07ALglhUFg8HGxkaksxhjs9lYwC4cDut0ulfKzLbbbTsdDtTOQySCKeV1ZCQvNe1DZsUahJGkusDz/M6dO8VsC+K4HoBFvXt+nC4Z8p23lGX5JladPgEoiUL7uXr9el+SdADJH/t+lVpRpADkd54dKCoq+m7u7OLwolwuJzxGLghYV1eXTCaDweBrlqtojmITAU9nZyeJCw8PDyuVSplMZrVaOzo6fvnLX8rlciLmExOm0C0wIiS3272zs5PneSLdA0D6EuJU5+nTp/+Zlz+miLrdbqVSSdUx5I1RNFAspNVtvpb1hlutVofDsf/am+iY7e3ts0V/IANfuLPprR0KhUIul8dKSwHMXrcJBUAt2F+bfSZgQdljUn25kt1nbv1j0gSY8Q9qXKICMBmKPeMce0pUEnjD+IBjVy4/ZLN1d3d/8MEHAK655hqVSkVgIXaKYqUVaVUxF/YLO7dGcykTcbTu736VFb3JyOWTk5PXXHON2+2OqYoJX1bJQzSgWywWjuOmBuxaWloOHz589uzZQCBA9Qvs6RFYbNy4kX4k98+wFDzPy8oEJJBBRhyN0+7fhaUrMxdQBFADbzAY1Ov1YtlcKjzZW5TlVNLGQjHFRckFtVo9qVZLgiEAY2NjFouFwMJoNO7cuZPFmC5h5Dyyd7e8Ul/ZxI+N0XOgKm96UOQOAWhoaGCsdl6v1yyRJJPJUChUVFQEYHDj/ygpKWltbWXK6U1NTXK5nHan7A6BRTqdppWRSERc5skuicDCYDDo9frm5uaJiYlAIEBgwbj8AJxxjrndbud5vyBVQCJJpVKhVEqRukQUBTn2IgBKhTI2GQOQSWdisdjJk2cILJiXSK2vLPxKjLG0TGAhl8uvGe1zuVyr778fnJm9ffLBdDodIbter6dvoAAWBfvrMjFYQDQ4i6M211dc7P5hEZypzoUYLJqbm6duMG0YaKpNWww+1RwOx0Lg/SVZNga32824z1ggRq/XE8VBMpmUhkKZ+lqZXLZw4cJgMNhuyv7VK5WKaCIOQJ4QIJWM33Nr6+jF4qwVPTuur6g+POo5dGPT4t6THo9nwYIF7PJIxoFdEuvAzbvUlpaW7du3/2tmAhIIuYLoZDp9TlMEKF7CJOncUefTepvtu2eOZ7dJJpFTPiX6Tla4TWfp7++nk67o2UFx1esrqreVCktyp/6ZHmdj2du5Uavtqtd2t91J+RWqU6urq5sKFu25J5DnYlDpwBNPPEFnp4vZu3cvJXUmBAEAyVB8+IWW2l+9PfgPdyEe1wX44P3t3h09ra2t7PlQccbIyAi5FQRbYrD4jUVfKhOo0rP/vsfYlbCCg1tuuYWuPw8sxJ9Qnt6FIAgrV65Erns6Vq16Zcy5qa4ZgNFo3L9/f1lZGXHpsPZn9hmTcyEWO2LW19dns9l6enrkcvng4CCpRbHdCSyogIPjODE13tRDFWxaKwTsCvZZ2l9FsJz5YMiFkMSYOm2oLo+1lNnMTfi6dZt2dnYCWPLr7GYsZw6JRKvVRnznBCEJpRy5Zp/bb7/9zTffhKiUg0X9yre/2G2+1ufzvRyRfa84FYvFUqmUTqfzADTySYtLACADAGtT/hdkeo/Hs27dOnPrrXQEk8lExNs40UvFC6z/S2zxGnM6naah4dTjDwSDQUpzHWm91el03qVUMrECv9+PshIW2Hr//fcNBoNcLg8EAjqdTtzBSuDkFfdzgAAAIABJREFUcDiIO5yZ3W5veHM7sskebA0G84TM6QlTTHB0dPTuu+8mZSuXy1W+/cXZm7aKX0H2LCghBlyCLofDUVdXR8x02RoKjYJFRb1er1BRA4CpUJHPRrIeYgF1r9dLQAsgHo9Tus9oNPI8v2PHDsrOUWzRZrN1d3dfXZwKhULpdJrjOJpwkI2OjlJn8eXsY/tPWU7vm5PnoSipioXkSQVQNXHPgxN9fYTK9D8LSeeFSm0227PPPuvz+Uhml33VBKvJZJJkKDQazcQ9D366FHHBCjaz/SnB4g8XOG5ubmYFRDNvOS1YUPEd/WmTgOy0++riEb/fj/JqALFYzH3B+023+wbAarXS1HliYoKi8JToZhTXedoyr/Iqv98vSyRSoVAIOO3xIDcIiCUX1Go1vv5wZPu/SX7zs/SXvkEt8387liVsMFutByrm+P1+Aott2+xiyR26hQULFkQiEdZrJm4v4nmeIlxg5dX7d2HpSkEmr8zESQRDIpG43e6GhgabzQZhfLe8UlJtQiJJu09bwcf97jVh6Uq9Xu8LBLhEoqqqihgBjvp5ItyUT5yNAwMDA/X19Uw2lwaxmiN73ZVNoIbi/bt2L11Jvy22zKUuWib/OjQ01NraSk6RIAiUqqGwnWvL09Xf+h7VDCoUCsYnm+egEliQA3b48OGKigqj0ZhKpSKRSJ40uV9eSRFS4sMlFnAAXq93bGyMwELcIsDuAoAkk2brH9t3LL+PANCEJy4UlQCYmJgoSSQmJydDud7n24Txlly6iL0yTAcWzz33nCAIPp+PymrEv6VaCUaBVLCC/THsz+hZzBxWm9Zo6j5tfppF62h5vbae/Xg552LmaB0tPJzSOv59t81mA7Qul6u9vT12aE8ymWRR+1AoBCZBEJqEXkP3xZoZH5oI/qJKGQqFaE4IUXUzXbPb7S4tLQ2FQgdbr1rce9JqtbKAIFPxFuuwsWm/2Kqrq5/nLE+e/uDDWLBMWTQR46VALBarz8h/j8RQ29Vf7vmQbUzxMpttPoCXx3qRYwQSH5w0MXiep6GPVUEe8p2tAqij5f0l8wM+36SkpKhIJZcrDvnOUuw17wrj8fjw8HBjY2PejFfc9UzoZrPZtsiC7yOIJfNLcxTVy5cv37t3byqVUigUCoUiEokkEolEIiEIgnYiBCCVSimVSs+dbTgdg4ibgpwLyqXRuTweD4HFbyx6hq1+v5/gdWJiwuPxxONxj8dz88039/f3W61Ws9n80UcfkaNB/bZTvxaxr7R9+3YxE3pFRcUPYqe/p67dt2+fRCLZt2+fTqczGo1Ertfe3k68eMhNpZhzMfUjp6Chz+d7+OGHly1bxp7kqlWrtm7dihwxdwEvPoUVAnYF+8zs01U0QBSTkkxO4vv/9knPy3b/2LI4ZlTEe4WTAHHNwqnHH2B56Ss5HQ1tW+oXfdvVh5QEyGSkMkk6LUmn0sMnAcjlCgarz0t1zbmaYWItpYNotVqKmi0N/tfrNXObm5vPH/jtHIVEri46yfMcx1VPhtNSaToSBqCuqAHwW0tLM7BixQoAzz//vPh6AOAnO8XVf7ZWG4AR2PS9e8oC46pEPKPmhLp6AD6fTyqVyuVyv9+/qHcPf+1NOHdSqVQC0Ol0er0eaSCHfKwDqKGhoaOjgwZ0cfUc8bDmPXAKGtLG39UnfuzxPProo0wzHjmkJFAkB6xx96v0XAIbHifuv6kzA4gJKXr3UEElz/M1NTW337SQYl40vZDL5Uql0pSKp5AC8F116tWKRq/XK25tAKDRaKjXzOPxjI6OUtF4fX19bW3txTisyB4aOLtOJwXwhOuC0WhszmRIKYltsGbNGnF775HWW1mjNClpHDx4UC6XU2TQYrEQKrtcLlJioi0nJydPSZQyyLQ+nzvHE8GOyepi8lrCHQ6H3++nN7tv3z5ayarWh29bTWsYRcXUuytYwf4Q+9Rg8ensDzmFGCyYiRnrxFV1YrB44p3jDCyeaq6rObK3Jvcr8V2zQ5lMppoje51O5/nFf8txnExUgsYS3XlGYAHRH3hLSwuR7pGVlpYy6hxmef1T5F6O5XLmu+WVJIxgt9t3O8e0Wi0pUdz7X4M3i0on6IGk02mWsOnp6VGpVNSGT9fD2kgNBgP5Ttr9u2w22255Je0S/cULy5cvt9lsNP7XDr1lsVg+qG/x+/2VdXXZ1MV0RYtjY2N1dXV+v9//0+eCK+0ApKpiKQClgo3FixcvjsfjlJFi7gF1lU7FC0m1aVKtTsaTlbELGfuT3s4fDg0N3XXXXQCGh4c5jqPrN9if1Gg0d6n4jRt/QLe2cOHC/fv3M7BgkhEEFmaz+V/+5V+QazJatmwZuxJ2DVSvR8tM5CeTyYjBgmkI0mdD/dEBVXECUolUCkA7GYrv+D8OpZL8wHg8/li7rNObisfjqlgMQBw4/9K/UDXc2FvC1772NZcvO7YzT4w88DyYdjgcJASfTCb37du3Zs0ayrrRp345TsaCFeyzsj8xWPwhlgcWn/pq89TMpz2O3W6nUj6LxTKD3gvZN3mV0zlw6MamWCy2XlvPqPEYARlNYilaF52llyvkGA3SBLWrZwcAk8l08uRJih8xXgg2iNGYIJ4rUhqAbUB31JBrCJ3FJ4GkJjYJ4JxGPiLPAJBKJQdbr/rSkIFRx5BR5TKNbBaL5f0l8w+n/LDNPQw/uQ8cx22RBbf89DloFGyvc7nlsbExjuPS6RQxNSsUyqlJcQILnS6razFzlnqLLMiK5UNrvly67de0vqur6+GHH75QVCQIglKppCK71tbWt4uK6AWp1epoNCoGC6rHJKAB4HQ6VSoVcy6msi5StG74DhvF5rqKij4/MZHJZFQqVVVV1djYGGHux/q2hw4dOrF8Ue7JpKuqqqLRKLlF9CVQnSPHcSdPnmTcduLqaXEjrfhEBw8eZM4FC+CSc8HAohCt+3RWUIkt2Gdjn5Xgy4VnnriSzdgAIQ48iZdnsMCGx+lfnjxTZ84utyOR9wNwu91ut5voul0uV3d39wsvvHC5wiir1WqxWH5sbhnSlKWyvK6ZtESqSiXFjOkjt9/DvDKj0UgVE+yOgsEglT8A+Lv3984tkqlUqpOJNHIz5mx5HWAymQ4tXl5eXs5qLu694Lr3gguXRm106zaN3H7PyO33NG99DaK2U0UyQX27Cs8pww8uvgvmPBz9/O0vyPQvyPS077Zt2wiVGZqS0cY2m41F7liGSlymQabX60mwaWxsjAT7yD9xPnDXqtMnFvXu+bY0bLFY7Ha7SqWiCjiFQkHoy4JcrDN3aGhIrMTETlFXV1dXV1dVVdXe3n7HHXdUVFRYrdaSkhKlUslxnFKp0Ot1Eokkk8msOn2CFdxZLJaxsbHh4eG6ujrW6bBs2TKlUjk5Oel0Oj0eDysbpGtgp94QSJPOLwBWNkjc8MzE39uR1lvpH1vT2tpKz5Mkn1paWlatWhWJRCYmJghoZTKZTCbLZDIXLlzo6ekRs8aycCc9eXYiNhFh5SczfPOFaF3B/krts3Xt8uT8Ojs7a47srTmy93I9sEyFk4EF/XkSWOSNTk8119E/u91Og6dfyZ2XKMXb0ADS3NwcXLoyuHSl4ivfpPVGozGPVm/u7w8Gg0FGAKdWq2+//XbKhJO2LACmBnv9uRPl5eVjC/4mL/LCwIK2FJKCkBRIuHbajifxyJOlzsyxB1D5wLZt2wgsAGj374r+4gWO4wz2J5lsLoCOjg6bzcZ4i/x+f2pX/tBks9luE8YJLHieP3XtzWfSF+8UuaGe3hSBBfF+QsSxQAM1tef4/f7MWXdSKueFtCItBFTFer3+qid/0NHR0d7e3t7evnjx4rlz586ePbv6W98jqfT3KpueeOIJAIIgHD58eNasWaxWIhAISCQSBhbd3d1z584lsAiFQgcOHGA3QsRJDofDty3bOBz++Rb/T5+j6m963aT3jUv5GZjp4hGtWqVIC5WxC6xmnLZsa2v732cmq6urE4kE97vXZh38rbBzayKR4DiOesp6enpwaXwZIrBgNhUsyFh2J88KeFGwP6pZf/rcip4d9O8zPOwnJcX+2KN9Uucib7M8sLjcjvTHnpdaJvva2fg3eRWAZcfPsCbZ6w8MkGqEGMj6+/s5jqMYilqtFkzVcoVcfXaCitcgqjG86qqrlErlQ8kSKgXIu3Lxj6wgKw8sfvvb3wJ4zmS974L0WzH1l4by+3uofWfbtm12u501yohv9u35NZTV0Ov1Z9XZkZ/CdnndQlXRJB2BsvXqsxPJRFIQUtqJ0MMpLV0weSh0ZKZ653K5xONYXjKGst0Q5b06Ojo6OjoeeughAHfffXdxcTG5D3K5XKfTvT2/JlheGqsuTyaTFy5cmLf3CJ2IwIIyT8eOHXM6nVQ1v3DhQgKLvEwbz/MOh4PcOrVaTXV8AAZuvb69vZ2es8VimYErnBnB0MJ3jtOsoKKiIhgMVldXE6EegObmZrlcTr91uVy//OUv847A3o4YLyhaTdkdMV5My12IAlh8citU2BXsszEx4cIf9Swzb0DkcTNvMO3GM2S0WA4KgFarZYmFRb17emLKSCRCaYQfp0tstfNmuMLXqq76RtAtCEIlH0yn00XplGwyKrXMW75pa2DD49bTJwIbHn9Ujp0rVohbRwMbHqdQICm63nvcAUCDDITEVUqZR6EuC4yf1VVqtVrMAoAD8202Ufqi4c3tbr0ewLcRPiK6TSqbpw6XFStWEC76/f4yhTKTQZFcLpVKksbZ0kshkKJyrDOUzG63OxwOlgGj/8WzeZvNtvTYf6F3j9/vbwBeKctSaFPkbtXpMQIGcZLwu+pEXe+eEt+5aDhQASSNszdptTq7nfwEAioCRZPJ9ONcuHBoaKi3t3fq5XXm3pfw4D++73LB5SKYefHFFwH8/YeevfOrEwoFAI9CjWS0pKQEYf7UqVOzZ8/+un80oUikZWkhcnpDIE3UQsTvQCKVVEkhrkcAQLDqyXWisfnNz3/+c/YKiJEQOeeHJaNYM+/ixYt7e3upwm6qagojm+d5ntiUAPT394vZ/S5njzzyyI4d2fkuRULzNijU1hXsv4H9CcoxZgAL5JRnkG1E7aH4/rQ7kon3VSgUvrTsmt5fH/X7BwYGKHj0Kq+y5qr2FF/55grzXlo+s2g5lenVHMmuofMmk8nTL36/ornZYrGQtEJAVRyZCAM4MRHWJSK32WwA3LwKuVJuvV5/g80GYM2aNbKV9pBEJZVlM7uHDw+0S/KfwNy5c6nFkm4t0nYnz/OlpaUY7WNhLNY4w4Z9XNqAeahq3qONWX/pNmEc4+MOh0MrelC0F7lMVz35A/j9iURCXT+nKJ2hmwIwK5M4LVdoi7Qbl8wHsorwU+NKdJChoSHN2Ji4o4eTSyFXx2Ixkv6wWq20L429HzZeh0wmGo0mEgmKJzJl9ng8/u6778pksrq6ultuucXpdI6Njenve6xfrYbJCkD14vepVuLGG28Uv3QCi6ampom3f8XAoqOjgxgAH3vssf7+fuavvlfZ5JOrP3rn+LkScywW0+7qBHBzDhf27dt3/eLFr732Gj1wFgPV6/X+pSuxf1ddXR3zfilmt1MofTT/ZU5jjzzySH9/Pz00Sh3Reir3ZssFsCjYH27iMNzH9qKu6NnxKfpVL2d/PLCYwTN6zN0P4DmTFTk+AQA09/vd735HY4LT6Zy2N0VsQ0NDRqPR5XKxoBVF/DdcWvJGC+JoHS1kzwvsNBXXxktjsUlwnF6v34KgHejr61uvradL/cD+JIFUS0sLY45jRyP1Ofqxq6traiHV448/rtfrFQqFiP3ND0AikchkcnNKCp2yWdfIrpOukEnwWSwW4uMjxEGOiJPuetnxM+/r9SaTiXy00l+/8zLQ0dGx7PiZ12rVSqWy6KxPqVTOfqsPHfXkAUFUNTYtWDCpWVwma0JGWOZyuYxG43c8eOM/3vB4PKe+vOS0Skqz9KRCri8tNe3cZzAaPR4PVRtUVVVREmVsbIye29DQUBY9AY7jVqe0JAHsdrsZoZ64zoPjuKuuuoqW29raxJfkcrnojoiiNM+DuP7663fu3MnXaxkCdrfdibY716xZQzG7Bx54wOFwxONxeok9PT3333//5W5fbHfffTerB2f6ReKJTQEsPrUVAnYF+2yMgQ1y1dHiX9HCzIjodrupOVQ3w0Z/JqPxJfCmVlxGd6T11sU8z/R0LmcEHtSlgqC7Js5LknGJRJqQK8Y57VVaLQvJUcbmjv98bdWcqymwuLN2nuNU4N4LWQo5OBxqtZpL8ul0JpPJqJDhE/zZigrEYsQ4Fo1GGWAvdOzWnPckARSV0MpZv3rp/Fe/Sa/J7Xbv3LmzsbHR4/HkjeZqtTqvx5MUKpq3vtY83cxj8+bNhEksWoccCwPbhoEogG9Lw0dygnpDQ0NPeoPfr0pQq856XxLZuoyE3+/XpIRkMt9BNJvNrPwNWca3EuSCidTKmoes9OGdOtG7rasLOXQfGxszGAykOzGSkXEKtV6nh89Hj/GfyuWSihqLLK7IyAdzj6WuWN/e3r5hw4Zly5YhJ+Cbd3niJ0m4RRcjpmMXR7cpbIpLCTXoINQSS2vE72hqMDedTu+/9iaqkBFj4Qy8xe+8807ePJJ2FFe/o2AF++NY3qfOTPxNzoAXnZ2d4XBYrVZ/61vf+iNd4ac2+sPZnWOsI0vt6ly8eLHP5xMPjFN9sJaWlufHeA5QT4bT6XRxcfGHjddV+/+DVPnMZrN20XIxWNDuFKqj9f3ySuRYTdVq9dXDhyVG4759+0z/sI4rM/jkSqRSUolUJpPpEpFkMulyeQCgYg7r3vX7/axiOrWrE6vWCoKQElJx95BUKnUczZ/6i+/6+bFsDM5kMgVNJhY9ZLZ582asuI/necNSQSivlk+cpTNmZWQBXDpqic/FxMQNfj8TH5dIJanTp2K1s6VqbjQmaGOh1XWcuKFJ7DTSLEVz91rkVKeIAFu7f1dw6Uo0XIVcmd7flwsA+vv7GVgovriavCylUun3+ykCS4dVqVQqlUoul5eXl3/00UcA6urq0mp1aWlpVVXV4OBg2Te+c+FnPzIajXnSJVPBAgDpEWW/Inll/aLlNUf2vlfZRDKvpwXpZIm+Qh3DSru4/LC1tfXAgQPMs2VfCFHRP9VxB0R/XIlb77nAcQBe5VW7c7Ie9NhZpE/8XW7bti0PR8gHo5hdwQEr2GdiMxTNEV68v2S+uJ2fKpdpeWawmJycBFBUVPQX0lF7yHf23FcfXtGzg0bdp4OjLBwDgBRgaFJNYDE14MKMPAvqvqSOTuSCZWLSMVz6iJh2AUSjkNFonDVLRVFCqVSaTCZLS0t37txJv73XnwFAPzJZBnGdNR3H6XSS+lxjY+Obb765du3aacns2MrvQP92Qw0Iv6hgLteu29fXx/M8aZSzKT2Bxblz55hyDvUeLTt+BsDDKe0Wt5uWhwBq1uno6BjKja5kVF9MT3VmsGChOmoXpWqAZcfP+KxWMBRuu7Ovr6+rq4uBRTweD4fDCeMsmUyWTCYUCqUG0gmtxgR4vV6VSsVxHPXuEL9QXV1dJpNpb293Op1+v18ckqOQdGdnJ0QfwMlEglXQu93ulvvuxKUzdnHk0eVysSIAWvPSSy/dd999FosFb/VZLBabrZ59GzTU59UfNDY24ortcsWqBbD4w60QsCvYZ2bTIsqVcDFARLR/+IYvHvkkRBV5YqxXTmOXZ1dSIahbt8n9wF1Uff1KmRkORzweZxV2ebTfZIENj6/KxSIPtLQByGTSUokEgCqVBLCzdh5r6sxTZ3e73YvcbthufcWBYk2xheeLi4sRH4/LFIp0XCqVZjKZRmnq4fOTa9euLX1rRzQaHfjCnfD7m97aUew9K5PJoJADKAuMQ18JIJlMdnd3A/hWwssneHmlCmHPU/E4QZHNZrOe1gGIv/8eABSXzN60dTawefNmCkoKOUED9sSQKwkRZ8DY9Xs8HleOVS0YDFqt1mm7hg0Gw49S6Lj9Hrvd/sqaNdQSG61QJBIJU6mamBomzp2jmU1/f7/L5QJXc9vw+0S38UqZmXYxGAx79+4FEA6HR0ZGGhoaWGBr/O9uBaBICrfJzwHY3bjQ6XQGAgGv10vEq8/GlE9zACCVStPpNM1+OI4rQjIeT9Qj/fu0BEAmkyFHheM4hqkz0DHMkJETP708Y5ObxYsXK5XKJUuWiHcRm27dJh37E3O5pr0YsVBU3hGmHpAJtBesYH88YyT3n3p38fJfiA+WZ081133z0uHu4MGDlLtmGhFTr/wZ51hIowWQyWRK+As+mVr82/cqmwLn/VAV6+IR53m/Wq1mPHrMhPLqoqA3lUqxWH/mjo7GZTHVnGsAxKO8sqQUmTTjSiO70Tf4ofY65DwQ/9KVuomtVEeMl56J5spY0uk0Awu6eNIioMt4qqUFY+9QT1MwGGQRQGbi4U4ulwsAi9nFYjGXKwSA+INmeKckomoymfx+/yQAIBqNFqczMiGRPu8JAP+aSFCx3jffcBBGVFVVad7+FXG5nlm0PJFIKJVKr9crl8sHN/4PAA0NDYalmFOqpv7fOaVqCGHKo1Ax3bFjx/CLF+SrHqBr0Ov1N4wPoK2NHD+6HYvF8tFHH2UymXg8HvvC11SiayYBd4i4n6baVLBgL3ffnJsAVGkTp4XscUjzkZ4v4cXmzZtTqZRGo6G/rH1lhov3kjOWK/rPXFVF3js6s2g5ch+tWJ8XlwEL+v8Z59ju6fgcC1awP9xY6yIAWwrTc3n+ldgWWdAELYDrK6qrfrVFLDubZ4w00+PxzDBoiAuEGxsbiQyadTJeTvpWbMXFxRQUKysrA9C059D5BWYAMpnMV1pUlEiQFkHeXmIxaJJBAEDOBUXrAPA8HwgEKF7G8IK1eVKBHsWVrPt8GzZssP70OQCse5eBBTkXYla7WCxGZHBXa7TrtfUt993Z2dkJW5Y94OGU1pHL7hgMBqLD7ujooIzIiRMnDAaD1WqdmJg4ePDgwYMHH3vsMfaIWOMRgQXzLHp7e8Ph8OTk5N69e4mG751LSzvFYBGNRgOBQElJyXlJttqAYnblwSgJ3RJYxONxr9dbVFQUDoerqqrYW6ZAHvkXea9siyz4cEprs9ngcLCGZfbEyGbwLJADi3vvvff6668vKSmZdhrGTsoW6DXluQYzuMwzgMW02xfsCq0QsCvYn99ITTWTyQSDwfw5/pXtLv5xZrrNvACf2NgANIO3wPjFbLntiVZgaGhILCBAJj4RTdk1Gg2v0Sg8pyQSiVQq3d24cGqwJxaLYfBDxZyrAZQFxhf17pkTCb1WfBUAi8Xyz273s0JyMpWWy+WQSEYhJU60Ay1ter3e6XQuP3kIuvwixbLA+NmikueluoqKinsvuFISlUqlYkTXBoOBBm7duk3jf3erhCvJZDKxWMz5wF1+v983Pzumd3V1EUjnBYAoe0P+xiOPPPKfq/6Gttfr9cKU+BF5UFar1Wq1Pv/886Qh2NrampeCoxq6EzGhSZV1UdrfPux9dS4AIg/6Px4PVACw6vQJqJGoUgvCBaGuFIBcLl/vS1osFrpC8VvQB32nJEqK1tEF0wVYLJYRm20EAOBwOL5dEabtk+c9UqmEfNt4PB6YDKxbt45kfCnzWV5ezj4DiGLW1MP1sYX02Vtrb9+wYYPH48mrDTx48OBNN900dXsGk8TFS+fNk5uYunHBClYwXBqJ+NTig1cCFqRvAOqHXWlvGx9gYDHDjs2z9M7zfkGmuFBqUGbSAMZvuK1p8L2R+UtY6IU6QGOxGErVAAZDMRaXkUgvliSHQqF+kzUUCpV8bh4Sk1AWUXNrXCKtFfhQKJRKpZwDWTlyeiYUJNLr9efv6FAqldr9u+LxuGz/rsFBqjO+CBbM/s0dITfsK/39VJQB4Ny5cwCestsBfPMNB4AzzrHbAJvN1j+WdSnn181ynvdTLfdtwrjHw4uPTE+YkQbQyuxwvavTvdIOQK1W+084CSySySQSCSpYePTRR71eb/W3vkfKSKOjo8L1K+SNZwHIygwYHSTxvnQ6PTk5SUR7twnjZ3Lhraea64A6JodKPvPQ0NDZ/+8H1d/6nvjNUhcSFS/wPB+Px8fHx6VSafjnWyR/94harXY6nWq1Wq1WEy/thg0bZgYLAORhio1FEskEQSAYFXNX/exnP2PLYiFg53m/Lh7pPLJXDBZURZinPYJLBcrdbve0ch95NjVkXLCC/WksL1Txx7Y/HCym/sXlbSMeAFesWEEVXkNDQ9QmP8ORxTVZZFNzt1TAyJqIt8iCWDI/FAp9B7BYLD09PZlMxuPx6D/4IPatuwK64jLvhYrZswFQzG5gYID0oPMOS9QuTqfTarV6PB6ZTEZgce7cOaPRSGOO+OJ/8pOfUHWYuH+2r6+v/76LgbM8Y6QKDoeDqucO2+b+76Yb2b5isGhvb6cBlsCCjXtUJTdv3jyv19vf369SqSorKwH09/c///zzJAje0dHx/PPPi+VuSej8zJkzxMNTUlLi9XrJBxGbuHS6vLz8wy+0JBKJorO+aEOtWpoNszyta3SozjU1NRFYHDx40GAwUJ04KV0Q4mQyGXosXV1dDCzeXzKfDtJVr3W73QuB2b9+B8DlPgzWhUoXRs6F+BWIN75c6SVyBXcfqxHxF5s3/W9mhYBdwf64doXcdna7nSSf8YdxScysJ5X9be28Rb17SGxh6mV87HXmwXY29TclWkfGZsD19fUZm03jOhaNRqOzamnCTVXrnSLlhJDzCCh/7jxSrVbTJL1OiN0X9mRsHV1dXRzHnQopoVDGYjGFQpFOpz/3uc9RJTbJfU5OTp49e9YiSwOydCQsLS5RpYS4TL67cWFzTvpHEASJRMJxXCwW+36V2rc66yFQJRqAVDgIpaosMD4cCLcc+O02roacur6+PrE2UGdnp9VqhYiGncI+AAAgAElEQVSqAJfKxpVvf3HingcBTNzzoPbN7SaTKRgM0hoA27Zto/IxphdB6w0Gw7MxfFedSCaTJyXKnbXzxsbGyAP0+/3r169/+umnAUxMTDyUDkCpVCgUFlkGUBwLx9gRpuaOBCFJ9w4ldDodEaZu3LiRqtytVutFP4oJWaSkDZLUYBJA5v/2hA0Gw759+wKBwDXXXMOUfMXN4OS5sblXHsGH3W5ft24dcnMp6nuiWnoiubPZbGK3iuf53t5emtzktZkD2LgxS1VusVjEpIfMuZ2azirAasH+0uwP8X8+6e4suHCxh7SyCcB7bzheusMmDj081Vz3sc25VwgW71U2kZ/2W1Ux7l6ki0c6xgem3ZcCWwCaTaYTE2EAukQMs2adzcg/aP1yhRAzmUxwuylaR0bhmCIApVlXUCaTkVul1+uHh4dTqZTRaAyk0hKpBPGYTCozxC4EVMWTk5OxWEz91i+HAZ7nV69enXcxpaWllNEJhUIGg4HIEzAlnPT/Hj/DlgOBgHr2nJDvDMXsVnNx8U253e5XtdrVXFwMELp45AZhPLuBtc2dYzGlkYvyOrTmoYceevTRR4lRe2hoqGN8gEbdyKLltEFsdFCpVEqlUp7nz507V/vg/xQEgXw2obxaKpNSsTYAnU7H8zzxuM37x2eplQzCeF51WHNz84EDBziOo3GeBmdh59bZFov1oYfYmM9xHNMxHxkZocNGIpFSYHh4OJ1OA/D/9LkZwAJT1B5ooD558iRyLbooM2i12vOhmJAUqpCEXn/D+IDDYgEQXLpSr9djzImco1X/7ewzGQzFdPHIDeMDeWDBNqBusr6+8ULtQ8H+7NbddifrimVxpTwPQkxa96dMRs7sWYg3mAEsukQ9v1PL68TOBasrpGFhhjMS3yVbyYg18+zp4KjerR+VCNqXn11a1+CWZTtwOY57Xc89Z7L6fD6n00mhomsODBy43pJOp2nMVCgUv/nNbyQSyblz5wgspg4XFRUVHo8nEAjodDpG/oDL9F0BcDgc77777ty5c8X1g3kPua+vj+1O2rvsR+sUVdw8sKASOQIL1n7LJMsBxONx4rT50Y9+FI/Ho9FoOBymzVwuF9UM8jxPlxcOh0tKSsLhMNs9z1asWPHqq6/S83x7fk2dXu/3+wOBgCqVLg9HGUk38w4AMLCgi9m4cSOj+pnKtENCTCzgK8YL9kGuW7dOnLYn54LRZ7OHYLPZ6Lz0o9izYNE61v/LNMHJGH0hCqUAfw4rBOwK9tnYDN4LjVBX4t6cPXu2uvqyVeIfa1c+ghxpvZVQIi+6cSV+IBVtUd3WIrdbrOmZZ3n56paWlj48SFKzFLAjWlDkCvca3txOvatlgXEA6Ui4dOEN6sEPkwrlrGgouf1FcDVtbW1jwIJ330wkEjuqm5qamjhRjMzlcqXSKQApZJSJMCChmF3pnKs3rNvQ19fX3d1dNHm+tLQ0kUhUVVWdO3dOrVYTCR8LGmb4sDSTUSQTqVRKqVRS5bbT6WxubqY6dvE9skxOluYvV85WFhhXq9XJcIBtSYWQI7kH3tXV9eijj1JwamBggMnhMdtZO29oaKjjqx1Gl+vw4cMAkskkoebGjRvvuusuo9GIo/tovUwmY11ggiDkpfXoaScSyUwGKpWqmMt6vA6Hg6J1sVhs/fr1VOtusViOtN666vQJAD6f78Ng8El3EEAmk/F6vSTw9MEHH+h0urwm6Gm1uiDiH6FoHYB3332X4zjGBiJ+pGJWb6qwO3ToEHKUf3mSW+y8dL+dnZ1iQd6pyvSFaF3B/hIsj1tn6q+u5Aher5cCQ5/OBkOxosv/9hnnWM2UlWK/iPwH8fVc7jrPOMeQ01ole6+yadqtbxgfoNoot9stLzMISUGj0ZwWpIhPcmG/r0SvDQYpZgcgoCpOSuW0oItHnmquQ65ELhiUAzh37tw1o31nr/tiKpXSJSJ8sV4ml+niEUEQKhXxCZ6XSCShm1dJ3niZ/BBm5BVQKMdoNJLzsHbtWuT4WKc1ouOJjp5UKpXnz5+fNWtWV1dXf38/RNVeWq22pbnu1XeOs07Ml+6wdXYO0DMRV8vc+1+Dc0rVt+V+7OrqokoBGujETmn0Fy8AMNifVOt0ANRq9ciP1gE4tfmfzA+vTyQSgUCA08+SIluprYtH1Ho9z/MMLADo9fozpqyzx17r8PDwrFmzAIyPj1OjGZ09Fott3LiR3DYx0HR2dr711lvUERwIBDSdP0wkEjqd7oPBwdraWkwhomJ4If54LgGL+UsA+P1+mUxWoVBc7T2OxuvEoWSbzfZeZRNh/9sa4y3hLFcRvSa9Xl+UYyQUn9RisTzVXPeMc4zkjB6q4zAdWBSsYH96m1ZE4nIexJWDBeUe/hC8mNmmsjRMCxbt1BWbC7uwAKU4Ojnt9c9wRvHpzGaz2Wym9kyKXtFQsEUW1Ov1o5JseOiQ7yw0CooY0jhPtmLFCppAGo1GV+gUrVQoFBMTE8XFxVS/lgcWrAGT+mFZpGnt2rUzgAVVDspkMvIs2FPK2yzPubBfhts0b0cCC9ZDM7Li8+sDwxVL5i9857iYZRu52sB4PF5eXp5MJv1+P9Osa25uZuFLAA0NDZT7wZSUFV1ST08PgQUAStKAZGdDk4l0OiuGmzsv3UgkEiFSVACZTIbjOI7jBgcHa2trqaZb/FExRT5xkeZUz8Llco2NjR09erStrW3VqlV5/lpe8JTAYs2aNWy9WGEDIs8COedC7FlcYS1OwT5DKwTsCvansD9LpOBjHSoxpk6tHZv5mlkw7nLFegCOtN7KomBHWm8V+voATNzzYFdXl19XBAB+f1dXF2kVAZD37qFaOT/kAK4uVlPBHQB5Iq7wnHr0am1o988mSsv1QZ9UKlvDn0m+5zp8wxcPHDhgMpna3R9QtG5eJi5RlYCPQyIBkEwKyQ+dFCkrLy8/VL7880f3KZVKrVar1Wp31s6jUxASxI4cyGQgBZBKhVOZaDQql8t9Pt8/lctnnfnI+cBd/LXZJk1Gn0Hzg/7+frvdrlu3CRseTw5+CLWawmQNb26fSixImErwSSEwcopY4oiQg4QRbht+v7WuVBCEVCr1yO/Hk8mkwWCoqKiw2WzlfLa+Q3PeEwyGdLpiYzKmVCq+MFuny72+nbXzGvr7P5eIQCIDsI2rATAyMqJSqcQtq0RLzIyueXN7+7DXK1YzBFBVVUXO3tTkIQu3MTAj4gy2Jc1OAoHAtddey/a63ERk8eLFuDKj2g32o9gzvJLevYIV7E9vf1Ef5DMijYgZGpc+nbnd7liuLI4dPMv7dmlzLovZAaiVp4mzLJPOJBKJTDozzCeqo2cp2jUpUSZicQAJSJnQUGdnZw1QQ95ao64/bDaPDzjKPwegWiqMQwZALpdPTk4mRKzVYhP7b0qlkuUkGAeNeDDp7OysTqcPVMzJsitU1Uncw4lEgoZHs9nM8zyR5bFzrVu3TgMkAbPZTMq21DZ7Jvf8TSYTC26+yqtWc3HCl/Ly8kAg4HQ6ibGb53mr1cpx3LZt29asWYP9u2w225lFy5OvvzQClJeXT05OMukkmUzWyCnPlZamKmpSgKm8xO/31xzZS7K5moarJkURVRbeGh8fp56pSCRCJErMgQmHw+FwmBI8zBwOh0wmC4VCMplMoVBEo1GdTicIAukpVT7w3YCq+LcA7l5U+osfs6Ly9yqb3nvDgcomCrwODb3Mhu7wz7dk7uggGcFlUQ+mMMRR8SY9N51Od7SsDN0/nfpOp80k1RzZq+V5AA73RdB56Q4bPmEhNsX+2PIV7lWwgn0i+4sCC1yxONJUezil7RJF6KYNUFp/+hzJL1CX6Ccy1u1IngWF7UzB0f7+/mRpNkW1tK7hkO8swzsCFNb2ODExYTQaFQoFldfRxJifUtFGxnwok8nEtuE4jtiQ82aenZ2doVDI6XSOjIyQ2ptcLvd4PLfffrvZbGb5ZjbTZnEoci4AkGRqd9udU+e0rFsFObAYGho6vmyhEAqZzeZUKvX+kvn99z1GNc6s0s3pdJrNZp/Px3GcWGC3q6uLzk53wTh/8lqpmOL5+Pg4gMrKyvHxccBMh6LbUSgUxKk9NDTEygkdDodSqQwGg4lEgvI6JSUlgiCUlpZSZigvtRO+/m9icpn+0ioQKh6kZeZZACDnYufOnUwbhIz5Avfff/8LL7wgrvVGzvVg2n3iQkL2avJyTgXn4k9shYBdwf77WF6r1Mdyk09VOLoSuxwF3rQmrr9j/aEkmPB6zVwAY2MX+7Ber5l7iz97SXq9XmEyRd4/BKAoLSSVKrVCnhz8kBpkFAqlJMaXnR69UFs//z9/HV28HDn1urlFsigkJZNRiUSKTAaplHQyys5OWHj087cDWEjSUZfeF5+RqDMpAKGMJJNJz+dUX3FF/rk2S5mkVCpX7Nvh11YAeHfBzRzHsWij0+kUN2bGYrFEIulRqNHfPyJ6+AS9/f39pDUOwOv1+ny++vr6N954o7W1lXgc6PV1dnauOn0iWFUFgOf5UCgUjUabm5vFRG9UJBgsKqkGtEAsJpQ2L3K73e4H7qKHv6h3jx/4vbKY53mtVrt48eLe3t7Zs2cDIJpw6retq6s7ceJEUVFRf38/HZ8yiqFQSKlUyuVyo9FIM5j6+nqVSiWOiNECJawYpNEt0KFopZjnYmBgQKzCPi3gbd68GQAV51PGj50Iuf5Z5Ggspia7xLq0Uw9esIIVjIxFPcjyxH+YXU7Z9nL2TK62LqYqTkrlinS2wGEwFBM354o1OpHjR7PWFL3KqwBMxidlvjOQyZSB8wBQUbGai28MqgFBkoiLT8dIfMxmMw2z5Gw8VMe5XD5Es5IO/zocUCqV5C0o6hpwR8ecOXOA7KFWc3E6LwDbxO8hIjUnyysHS6fTzc2RDz74wDs0RJoMEomEQMpR/jkr3/9QHff8GJ9KpWQy2cmTJ8O5QazfZL0u9wRqjuwddTgofDYuUZVqS4lLLhgM7taayJP0eDwWi+Xdd98l7iECi0ceeQS5pp7Ozs6nmuvQvAHA8PDwiRMnJn6ySa/Xz7ZYcGwf7nusqqrqtACZ74ybV1utVlitbrd7ssxAiSUA33zDwcjpANTV1RUXF1sslnQ6TZTnyWQyHo8fP368rq4ukUiMjIx4vV662fcqmxK33lO94G/KE4nRH6/nOM649n8VFxdHo9ESoLi4mDUyq9Vq2Uo7tfQ6HI7g0kq9Xj9ZZkAsFlAVG+xPOvbvYh+Y5I2Xo4FAFMB3vjP1Fez7r8HBUAxlBgANGsXY2FhWJ2TnVgB44Lt0Ow6LhXGu41LJ12ntk+JFIU5XsP/2NkM90YqeHajXEoI8nNLac1IMbIO8ErBpg3TMSHuBLX/SmB0TnfD7/UePHl2wYAGAYDDoKy1KyGUAlELK7XbHJEIslgSgVqu/4UfLyovxtRUrVrhcru+pa81N5nsO7XkoWQKoeqMn6fgsiIZLKx6sViureGADCC1QFSH91nZ4mOj2SO3N6/WyPlBK2DscDrqFdevWsRmv0+m02+2sXdr03P8iJjuxx4GckAVEYAFALpefP39eqVQuXLhwRc+ObrudORd2u91qtXZ1db3xxhsAampqqLzO4XCQX0NF4vbcLmzHqY89Ho9brVaiyWvofvfUl5cEAgG1Wj05Obm49+RkIjEyMgKASWcwxXClUllbW1tXV8dx3OjoaEVFhThaRw/w7fk1VdGkr1Q2KETnyDWM7I/4DTClhXYGz4J+pDJw5JwL5CQTqWDC4XA88cQThBfs8VKSbOqNF5yLP6UVAnYF+29lMw8feb8Vj0EOh+ORRx65HCRTMIuqrmaQrQBAMabs6dZtogMu6t1jMpmg1WL7iwDOATKZ7KvnBzcE0jzPMy+rvb1dfuYj6odNnD8d8J1TCgkAGYkkkciCazp4oUYWzqQESGWZTEbrH0+W6DiOW9S7B6WlpaWlSq1WNXRCkk6D6gsyaaTSaYkUQPn2F+2btl7uynXrNjkfuEsDxCQyt0xFZEDPRpVAhATmAZQFvAqVijpwrz+498O2lbSeCN3o9lE7r6G/n+fjjLjh5ZdfFk938h5yfX099cNWVlZ6PB5yO6kD12w2i53n0dHR15aUvVJmvveCa4SztbS0rOuqMbe1LurdQ7G5VadPKC7NQTFLJpOpVOrChQsHDx4kIj+mbBuJROLx+NjYmE6nSyQSLMRmNBqbm5uJiSMejxuNxvHx8blz53Z0dOQlD+n/NWvWxONxAD09PXaREgUzSq8dOHCAAn9ES3G51wHg61//+muvvYbptAXp+NMyztI1FKxgBcszcTXQKzfNecZ5UUCTQhusuu2p5jo0X/KXlVfBeuX9g3NK1c5cSEgXjwB6JhCRFxnMz1f39QH41+FAQiYDEIlEUqnU8skzrqi+tmLOaUGqUCpoxwywefNmcgBqa2tdLpfH42FDU19fn9lsJpTp6upSX/dFAKWlpSlDjVqtnqXVaLXa3TnauK6uLg1A7krLdGDKHiAbZg8dOpS49R7DUkyWGTLpTHQ069rVHf0dysuRa7okTUAnEF321aLZnxMfwRHnqAGZ53lZmSA+/v/P3rvHt1Fd+6PfmdFbtmXJj9iOLCW2SAyEWODQ4Kgl4BNyKGnihpZCc5qbEoee0pbSA32eXkxj7nnc8mjLs/eCaHPogbTQhCSF0jQ1jyKSlDjIEBIn+BHJcuzYlmRZHr1H8/tjWTtj2Qm05ZTC0frwCfJoNLNnz8z+7rX2d32X3+8fUKzqX3rppZTIWVlZ2d3d/ZlteywWy+hjPySwoOyejo4Oolow4XCXy9V2+ZKurq6fnkpAr2c9/+ha18Y/npjzrgWDwWPHjl166aXkATKw6O/vJ7DIZDIVFRVEwfN4PKmr7VVVVWKxJZVMXfjj7XRrZJ6/qEgLIBKJkDYERfcSpRUY7QGQTCZZ/lQ6lQZQabGEVq5nMbvu7u50Oq1Wqxn7Q3kjWDEKMZPtE1N1Vuv42k1O/7TbbM8FHylCR5lceXhBYOHz+fK4GAUrWMHy7NzOBY3ku4C2v4m819nITTTr7unp6b6ycffkyXk9cYqILVIZ3uZSBvBQC+Nj4589dhqA1WqV5aQncAS5EtIUg/sJF47FYj+F/duaKmgAYNWqVexbhn1EZ2Nr9ufoH+WcvK+vj+M4KuYwfP1Ver3+lyVapEa+imLkFsNY7E/pWZDu3uDgYCqV2rekhqousDga7U9L4xR1qqqqGs/VrzMajV6v907TQhZwJE4fa/MMsMjxx2mtiHabHbGlc1GR3JGRkWAwODU15fV6m5ubHUdOxePx8fFxn883qNUCMJvNDEToGtesWUP164gzPjo6esMNN7hcrry4566FJovfEgqFLBMxACg3QMHsY9cCoLu7m3yKPXv2uFyuLVu2nO12ANiwYcOLL76IWc4Fu9I854I85WQyWQCLD9AKAbuCfUTs3NTcs21n7Gvm3szm4rHwXLjj9tnZnUwOj8Xm/DnwDnfc3tZ+L4BwLoRnOB0AsHjxhcePH5+cnHxImzxVUiQ89dPy8vLXmlq8Xu9nQiHKh12EJKRsnBd0cpaXszIwYa7UjPg5joMkcTKQzcocp1arKMDH0m9NJlOSqolzXC4niItzwim/v7y8PNxxO+XAzu6QcMftoVBoMJV1CDIR8mtrax3ZYrPZXFIkze46URQ9Ho+S+YXcumIdUMdJshgRBP5oKgNo5pzBMGQlmiFzfgihjx8/fvz48QXJ8cHBwdraWpvN5nQ6/X7/xpCP+jk8dNRuvwAKBcBJLjNhriTfRhkLs1gsjEZxw1hvWkhrNJpaPvoTh6OoqOjYsWPKVrG8Jwoarlmzpru7OxAIELPD4XCQ6zu7A5XLXMq1R2VG0v79+2kCUVlZ6ff7af3zHLZp06ZLL72UJkbt7e3KMIGyAV1dXaxoBmP//WXC/AUr2EfYiA3kdrvdh6ZrmE5bY5vb7aaw3buCBdnZlJVmmzk5hVxMsC1X3YIFpNyH9uZREsjoZf9FE77wq30RfQmmpkwm016Yyg3lq8ZPbI/p0qWVAFTBYd3e7UGHA0BRUdGbb74py/K6desYINJxiClw7bXXUh0MdhYmJwdg8+bNVqs1FAr97Gc/a2lpUeq6UsOUdTlCodBYb68sy4YbvsKJYm1tbSg0limrtlqtk5OTdUdekRVURBJWSyaT8tpNiMcB8Bw/Cq0qOAwglUq9+uqrePVVQRAqKipqvvUf/onps1w22gNFWSe32719+3ZKViVCXzwel9dugt+7d+9elUq1fft28qOU9Vg9Hs+pZav9p2aIHlDP6yobYjMXTkjYKBgMnn/++QMDAwsXLhwcHKQLKSoqIkrCggULhoaGmCJSZOX69OSkVF4DgBd4Tm/IAnw6KQiCPynbtJzNZksoRAwpYkt40W80xuPxhHb6W4LCsd5eAL29vYFAwGw2E1gwx1hpi3JlgusMalmWFy1a1F9SUnfkldbW1rOBBRQVlgpgUbCCvav9WUniZLPB4j0eR0n3Zss5c2bgzgYLso6OjrevairS6SRJGh8fn7AUOXgdgOrgFIDxEt23NVVBq3piYmJiYsLn861du5a1rampaV3nMyaTKRKJbI0M5I04yrNQzMhgMFAS7oMPPoi5vDCixbEU0d+dP+/CQGDTpk0ej+fkpy/X5woBAXiijGPEdY/Hk7fw/IAQOZGJpVQCX1EqSVKc4+an02q12uPxKE+XV/Nt+/bt3Vc2ajQaJhpO3opOp+vr60Mu6EZpPXRFeQfM639lTih9sFqtwWCwuLiYwILq3Xk8noqKiubm5j179oyPj+t0Ohatg8LHsVqtgUCAFCTWrl2bTCZv83tNC6cRWdmI6dJDQDweZ41Ris0hR1cURbG2tvZdPQvkyJJMlOm9OBfE3bv//vvzHOeC/W2sELAr2EfB8hRY6fNfNpScLVoHIBKJRG7fEtxwM9ZsYKNbPvcJwEzqBB3B7/eHQiFrOi4IghmoqqoCIETDJO6TTqcvPfA7f835+rB+emg+LQLgeSEFIZVKcZxcNuIHZFkGx3EAZDmb1uhTsVjIVN7d3T01NQXXdKkE7SWXpU+8HY/H1ekUl5UystwvC5mpKYPB8LXjIy3zL8AsZD15+xZSLzIajadk+XFDtVarRXbae6nKScVl+yLJZHJ0ZESj0ZSXlyMLkkeFogg9gOqiJHhOkuRsNqtWqx0Lz2Sw5vWz2+3eOOETeRGAMZ5FHHq9/nlYAZD40b0p/ffNOsJ76tLZrLRt27Z9W58SgZSGLw2PwjIdsyOMWcbP2DmbzQqCIAjC+Pj4Rj70WLLKbDZbrVadTjcxMUHkOzJiiRPAG41Gqvs+MDCwatUqu92ep9LtdrtpBlBfX0+nJkjr7e0lPQj6AGBoaMhgMJDYxJw+2GzL2y2vUgr7k24WrbaxBqBQHLZgBVPYnGCB98DOnh3UOMdPurq6IrncUhq42taeSaSdkwWsbKFSVuYXbW1f+NW+VI7mfPr06VA61OD39y+5XK/XX5YZFZcvDwaDVIphbGxsdHRU+XN2yUyJRtrpBtB461Zle9yH9gJ47rnnrFarKIqBS1bt3vHSJ8J9c/YVtZ/SRSMGQ3l5+TRfWE6aqqr+pd6Mi+2UT+Tz+crLy2ks0mq1MUEAYIpPRg2lGSmTKa0AoM4lCpWWljocDibkxxJU2amZI5dYfQMUKzFvLrhEdfRoNBpVq9XKSyaROOQQmVCYOqHm0F4P4HLheVUlci5lniWTyZ6enoq2b+2aV89d2zgOWfdfd1dVVel0OqojQWZ6eWdk5fpEMsGq/gGQJEmSJJ7noTVckxlFSSWTyfP7/T2dnciBBZlao57qPZZKpTI7HgOwf//+aDSq0WiGhoYYWOTpHpKdmIwTww4yqjhUVVW11p/Bi66uLspx/rwxqcSLAlgUrGDvanl5IXOO/Mrar+zbOSPgZ3uzlOu7ylK5772FFEjy+XwdHR2NjY1v6jhgWjk0m5UnpyYB6PV6vV6PUAiqEo7jzGaz1+udmpravXt3WVkZgcW6zmcYNg0MDPwYuNRzDDNribKT9vb2iqJI5dfuvvtuNjM/2xhiNBqz2ezGjRuptYeFCFsuGhkZSafTtDJNgxJlzlJg642VFyEUSusEWeAlrZpPZLVDYwBqa2vnlKdgzkVtbW3yhT8hJ1QNq5Vqf6vVakmSYrHYhRdeCAVY5LWfeTRQ6FMzYh3bn5HUenp6GhsbOzs7BwcHN23a1NXVVVRUZLVaE4mEsoADgNbWVooSnvz05bFYDJ5jAwMDPVd/7CJYIpHpblnX+czuls+2DkS2RkJExDYajdcPJ2E/U/I1T2xuYGCgtLS0u7v7vXgWpPqnjNblVUpRbrFarUzlsGAflBUCdgX732sMVFjVV+TyXpkxJWylGvd7NL/fv8Pt9pwM38pHyU8Y0GggoeT48aqqKr1efyonJQCAeRr6kUGO43lZzhJRDjBy8ltZ1Xkq6OXpQqg0fAdLygD8vNjKkIA1Ptxxe7z7UFqteWsqWc9n48k4z/MAMplMnm4ogK6urqrAyeJkslTg++XpMYHtQxlGAHbt2tUmvAOgOhFNRpIqlfr/xogg8PtcLiZIR+tI2WyW5zlB4HlBWJwD3TknMcv2vwCLxWKxlIZHgcyEuRLANX2H0XjJ0aPTtMRna5cEg0FXs+sQsEzh6Hq9Xsy/gKJ1JMrwVgoaTXaHqRilxa7m6Qs4lCuAW1JS8h9TwmbEeZ43m82VYiSdTN8w1ds+lpqYmHA4HESgU3aOx+OhsN2JEyei0ShBoxIOlbOl5cuXHzx4sK+v77bbbqPmsUORtgUV2GJOXSAQeC+JdXn7sHtB/xLqn81m3+uCFaxgzP6s8MS77pnn1Cn14JRBljsaa92H9ubFpJRr+AB6e3spEXLp0qVdXV16vT6VSqXM8wCo1KrD2Xnlfn/dkVcAeDm05ngAACAASURBVAIBescp5DQwMGA0GoPBYFlZWR5ZQBRFchuoXEObIkGYmkHOSSAQKN/8TQATExO/4cvLy8uVym6Eg/F4nK35k5G3Nr1MlRndtWsXze/tdvvu3bsbGxtpxn+gvPySSy7xer2qeFyuXiDFRWnoJICFt26NPPETm81GBORH17pmgwXjTQB4XrFyU1JSwmoXXnjhhXNqAlDnDA4O+h7YStlYvtxXJuCymYNkR0cHU1DSarX6hYsApNPprJSd2vAvx/5lQ1VVVV1dHWsMgAMWy6iU5TkeQCYRI80+9hgAuCYzWnPCS/dXAlpaWjo7O/v6+uqB1tZWr/fQgcoG2WiMbX+YMDQajRYXF4+NjRHiBwKBn55KUO+S7iHld1MQ0KjiiU1Pnl6T4mF7StSOjIwA+BFwpddNIvRk+wxWg6gFELI5XcF3CmBRsIL9lXbueq95drasoHOL3OHsYCHLcnt7u91u16RGaEosSdIilX4S00S2UCh0p2khEwIyGAxMVS0PLCRJIi05AgslULKz03GmpqampqaWLVvW2dmpFHcG0NXVdadp4W1+rz5Xg6721y/ixhtpn1sk0y6TSelYEVhAER4ir+GNyAAAtUZNI3vxWAQajf/aK5p8M0rWzjaWxENnpOSY2traaDTKonWzjUnZMOZaXm1czPSPiKpGSbU9PT2rVq2qr69/7LHHACQSCVEU7XZ7Xm3ZpqamN1ZeRJ0I4O2rmhb/9qBWqx0ZGamqqopEItQttHR3p8t1Z7gPwPXDydbW1mk1QJert7e3ubmZUQFYHdtAILBr166/wLlAzrOAotAHmTJaZ5ylbFuwv40VAnYF+9DY/1A9mnML0qH56mX7X/D7/TQVpqoRcxpBC6Wm5qmY/yRbfK04CGBrSNLpdHfqUgAaH3v6wD99KpVKlZeXp9NpclQmJyfLOB5AUqPVShme5ziOS0iqbCY7AM0FkCBJAJCL5b168RVQZFyecXLa7/VvuQ4ApgavG4wVFxfX1NTcPBH8EschiZM4s5Tk8/mu6TsMQKvVJpPJOiETKi1f7pxRn5QQ4sojnglLJYB4PG5NJlisce2LT1f+YroYrsfj2Vqu5hNJQeApHZd8GKXW25xGIn3IuXzqNa02my0cDlP1JVbGoTtXdZcIHf2Aw+FIDUyLPigJDkr341Dz1XR31gElzz2ZTqcrxTOzhO+XyP8qqn0+H+XkdnZ20naKuxF4s1WsZDL51ltv0TLmQw89pMz5opgd/cmKZBGskgN230KLSqXKZDK3DYRWr16tvPw/69kmTKW71r3lOtz83bwdSHyXpYPlrY4WrGAfebtpz/Sc22aznUMU/31EkzwuxrHzpoeCzxuTTbMa0NbWhrnqI3lytRfSx/6dKMYkgG2z2Y4fP86GXIPB0L/k8uh/PwCFXPSrr75qNBobGhqI6gtg3bp17IyzFaNJ8U25xeFwdHd3ZzIZWZZlWTabzZFIRFmCNu3znbA5Fy1aVFVVZdj3K7vLlc1mO/dux4av0T5+v//RtS63e28gEKApPvlIZD6fD5UNyMXaQsMn1UA4lTKZTLIsl+ZcgrOBBesoj8djArC+DcDixYsjkcgVkyfDy5cTWCiJDHlmNBopWgdgtg+mNLvdTqtQ4ys+RVtkWeZ4jjjjwWCwqKhImbe1fLloNBqJrIeyagDS0ElJktLpdMdjO0liL+8UBBYul4vA4sAej8ViQdu3Toli/969tI9Op6v7RodKpSp2XBDWqBOT8UUler/ff5Pf/+hal1KT8XgkBuDEZPyJTyxip1CmMJMRqwLAU6KW1N6pWLxn98+RA7sCw65g/9vsr3Eu3jW+do4z0gdlGP0vMK1WG4vF2J9OpxN/ekGj0aRSKYvF8j39fHvDil27dnV3d5eVlcG1ELlF9BMnTlCVUuTAYnfLZ5VVL27KLTgpG8zMaDRGIhGe5+fkXrEiSPe1tu56Y5fdvhDAvgUL8najyJRer79FMvl8PsZWY/zftra2B35+H8GQkEwLgqDX60tLS/uRek6j+X1qZFfnM1hoOttdUApJE/ngjTfeIM7y6OgoG8BnS9Qht9AOoLi4mKpG5K3oIyd1R2ARDAap/QTBFK1jzXC5XMy5YE8aC34lk8maX+3rW+uanJwsKSmhDmFn2WquF0XR1epSlt+lUkLUsOLiYp1Ol0gktFotk97G++01U4DvoYceYlsKYPG3tELArmB/L+Z2u4kMnCeWmbeaxGpy/8+15EwIb/60RNqy/S9EIpFMLjIye11COdY3PvY0gB0zR/+nyuv7+/t5HolE4lFd3Tc23LwAUN+2terJRwCoAyfTJtNm8VRWkAVBDSBYUmaxWA67rhkcHFzy4rMlJWoAiaRUxAOSpF+2wu/3v7r0EziLf+J2u9see9rtdu8e2+1wVBkMhhunhkpMJp7no9HoMkXYqzadngTeBi40aLRarVqtWvzgE7/s6NBoNLMvjdVJ4DhOn0lmOR4SslIGQFtbG2lAPFFqv5WPloZHOW46GfUc9GyKbBpOD+llSdLqYrncJephn8/n8/nC4XBDQ8M07uak+iwWC0nXuVyuH/f2fkOYApDNZjOZTB75PM+eKLXfMNabyaSz2eyxhJROp2VZDoVCBoPh6NGjiUTi5punY7KUKMRKsjJ6vNlsBnDlEQ8Ay/6o21DNBPKMRuOcGRAej4dogBqNJpPJ3H9e5W9yy3dUCvbMXXsPD3YoFPrc6RPQaKbvyCP/SU8mm+KwpKfp6rRbrqNnsmAF+2iY2+2ORqN6vf6f//mf87YjVzuCpvihUAgz42VzTs3fXztQ2cDm2k+J2jy0mFaRq2yAQqWIjKJ12Wy25Atf5ziO5/kyzx4AdzTWfjMSGcrwAOarsgCqqqrqcmEgkhOtra0NhULJZLK+vp7cAOVgoqyw5LU5BUEQ1jccYMp6uT6xWq0WiyWk1wOIGkoljVHQaA4kLY+udW3evDkYDHLd3e+Q/E1ra1NTUyaTeeedd3Sv/46OTMpxUAw+ANrb24kI3NjY+CjlBTfWbt68GSvXAzCbzRaLRa1Wr7r+esxcyT+HuVwu5DJn77l8CS5fsmPHjvr6+l//+tfBYFC5jiKsb2CdbLFYxnJHSCQSOp1u7969q1evPhu5zOVybY/FdZkMAI7jaEEoFArpdLrx8fFAIHDVVVcxrDm1bLXF779stAenR59XVSbmL8DQyXQ6La/d1L1nG3l0RUVFRUVFFDHMAwvlk7DkX+858u/frKioiEajKpXKbDYn1RpBrREzWe9IEBqjKT6ZBxb1Ro0syx3L6pTtj0QitHBIaP68qhK56EAsFqM1QmJzCOvbpJ3uAsOuYB89c7vdiUQCgE6nU74yLJahFLvMW908W3LrX9+kv2DnszVgamqKEmgSicTExMRtfi9J7gC4z+ZkSyYUkiMUsFgsoVBo+fLllHlqNBrZbrdIpgeECIBP9YbgmGYxK0dIJhIXDAaXLl06PDycE8uGcgcKYNEWJqk5OTk5ODhIqj52u711IAKYAGyNDDxgAa0vEbW5sbEx73rLJxPjJbpFKoO6xgRgCQyGcsM5+o3dO+WwRgGvHTt2APB6vXT5mHlHZg+D0Wg0kUiMjY2xwqx5hVypQx5++GHaaLfbX3/9dYpFqtXq4eHhZDJZVFTEVvS7urqU2j5EZgwEAivf8P1pRYNer7/klSOi09nb26t0LpjjyU5KaoB7FQs8xLkjQh9zLu6//36qqH5u8/l8zMVjizfKPFkSAirAxAdlhYBdwf4uTDlczsm+Vq6TzJYFbWtrUxZy/WtMSbhj5UeJovWuv2WoxogAyI3snZ2d7WZekqSHBUtVVZXX621qatq1a9c1IyMAoNItNpnSJ96OCzwAdTo1b/xU2mLp6+sTRfGPzpXrA29HIhGNRpMCsvX1p/1+5Hwwco0YTVrZUW1tbU6nk0RhTcI09Z1KshJ1gsB7kRonOQ0AtXp6QFjne5Pn+efrL1FeHUt6On78OACqPCsAkKTRL1xd+YsXzozj+1+YMFfmcRLnjEalT7xdDcQ1aglqIZkgH5uiS0QTu/jii5ftfwH7X1jGA/tfONR8NbsXh3LPxqZNm37j8Vz9ziGe529601dTk4YijqmMmlFeanLlylsQEUWxRIOxsbFsNhuPx2l5CoqiE1DgInLsejrOxgkfdcjk5OR1k5NPVy2mn7BzsSpO7I7U1tYODg4qyeSbNm1ij/fBgweR41ycwwg7b7zxxvR9dwKIx+N0U/Lo68xu5aPY/wJmljkuWME+MjYnWOTpkc0eeVgJhTlFwd4XUxZzmNPYzPiu7sGaHFhY1reFQqHy8vJhWSXLsjR0UvyH66go7eeNyR/1hQGMAIsXLwZQMzO2FQgEksnkokWLpqamEolE9lP/11de+JPBYDCZTDW5fWh+H4lE6NRhbdHueY2q4DDcbiVY6OfPH4FahqxWqxfohEgSmzdvVi5XKJPxP/nJT1K9OQCUkEWfaV2NCrbOrnPtcrmQGT1Q2RDWFoWBBTrBXnHmcs7GC1AO5vT/GpeL6vkSaYJUsRkQu1wuVuUDwGWjPZLDQbwJnU634Os/0Gg0J4EFb76UdwoGFnV1dfO+1i4WWyRJ4jne88WrJUlKpVLFxcXsJ16bE8BCwGazHQAAWIBQaIxznK9NpVXBYVy7BZlR8tkAVFRUiKLIPCgCi8jK9eRFA6itrY3V1QFYvXp1xGwGoOPktCTJsqwG0ul08un/T1y+HDMLH5Mp//y8MfmUzUYpsfF43PTyTrhcBBZPvXKE7RaPx6+M+lBwwwr2v8YYWOQV3DwbWPyP2jmyF5WuBGaGF9kQR5VqYrFYXV3dbxyWkkiEzdJ3vTE9ULPao2R2u52ci7KyskQiQcMm02UmbpdzU4vSs4CCM0FhTcKL6urq+fPnZzKZ5cuXU5FTt9u9bds25MBCaU6nk7HMnE4nHfwBIWKxWGw2m9dmc7705myw8H7xtjMeooS2L7Z1dXXd5vcih7Nn04SdhRfTW6j4Uh5YKHuYPtN2yo8BEI1G9+/f39zczEpb0NE2b97MwIIav2/fPkEQJElKJBI8z5O4wbFjx5RMAu8XbyMyI2ExQTOATx4fc5Uv8uRW9OcEizyrq6sD0NzcDIX/QlfxHj0LAFRNnhqjJOjNjtm966EK9j9khYBdwf4uzOPxyLIcj8dXrVrFNiqjHsqd81QSAJQ9+QgN3HMWcj23mdvvVQrYKQN2Npvt0Kz951zvYnjg8XjWvvj0Ml0xgGX8dAHTZftfWMtFYzqhL6u5HfHIoT/8JhgEYLfb9aeO5R1fnU5x2SwHOdt3fMmxY+9cff2JEyce1c1ruebz5b9/BoABMI6e4nn+ws6der2+8etfZ3JpBJMAtparLfuj4aGjWLOBYKno98+k02nzxHi2vHxkZESpQMRx/EJkhKSUTYIvKp7ccFXJvFqe528Y6+256rPkCAF4eeknPv7GS7RqRBJ7JJzDqVTU80RIxMz45gJFpyndMOpn9aIL0yfe1uv1b8fSYppzZKeSNbbuLdeZTKa87GPyb1kIdXb/3zYQAlBTUxONRglToUDfbdu2MYmHw4cPv/3Nb9Y99yQAvV5/nkp+dKmdFv0eUZUdO3YsGAzS5AMzQ8lKaCdgowAcAaQoigRv7LmlZFjSJBrUpwDUcZmUhmfJbpQwy9YhCVzZSUVR1Gg0X/7yl1kD2CpoQ0nJ5OTk7PobzJTTjjwWT8EK9qE28lgSiYRarb788suVGzELLDJl1Tg9Sp+V1VqUcQ0SBfsrWzXnG0eOBNVzUI5XZ9h/AICaXLMP5AYWrVabTqc1ev3ExMTL5oVGtxuAPlfdlTJP78LqmkN7AXi9XqvV2tfXt3z5cuICtLS0/DadJl3Ut95663ixnQTvmpqafnoqwWmLwkBC5uR4DICKOIlu96llqwksEAs8WVTPc7xNy4EU69a34e7vIZeBm8eDYyldSrdQFEWK1rEtyl+x7qISuqZ5tucVNXxpn7MxjhnM0cD7ri7EHY21OZbltKO1d+9eSjUFoNFohPVtGO2hr8jbZGDR39+PBzso+cjhcJSVlU1MTACwfPG20M/vI7DQ2px0105MxuPaIrooi8VCwJkpq66UkwdgWb58RlYyXR1dbGTl+kxZ9SkpowNEUaSFNGJJPC2KRqMxnUqrNUjzqnQ6LYydggIs7misdbvdyWRSkqS71J9mxx8eHnYDq2In9pVYDQbD+e8cVIbklAKLixcvxiEfuy/n7syCFezDZR6PJ51OA7jiiiuUG6GIyMzOycgr7fX+2tmIe7TxASFCCEJpnkrngj7kFSr9z//8z3vuuQdAOByORCIlJSV+v59m+Lvr9Ha3u62tjZ2RwOK+++5bvnw5Le1AsXr0ta99TTmrZCkmLL+EckLZyEx4QT9nGghsnGdgoexDp9PJ5SR96GIBSJJEnsXuutJ1/RN4N6p1U1OTKTIARajuHOkphBd0i9vb25kM3Nks7ziUFavT6WiRRjnBoC6lHQD09/e/fVXTD2uWqFSq5ubm7u7uoaGhVCp1+vTpefPmBQIBFj5jgVG6/DtNCzGTb/HVr35Vyb2YfYHMs2BbXC4XQ0YyhhHsAx0nk8k8IERUKpXNZmOpxORcEJQrO/+vT9ku2PtlhYBdwf4ujCR4AHg8no9//OPIcYyVabB54xdmztRZbZ2/LGZ3tq+cTieNrXl5spgLIYh4FecypfE4gAlzJUWFQoAhHTeZSuaHwkfjaQD79+9//PHHZxPj9Xo99PrMZITLZtXp5EJwC1/4722nM2vWrAHQc9VnG37/TLbveDYrSVImlUqVR8O+z6xcZq481Hy1x+OhEXxruRpAKBQKhULweu3f/yGNxeaJcUEQ1L1HLVJ2KG4kYBZF8Xgqu1jDA+CLirNT08o+4+PjAMqf+mn46utpy8GDB8frlwBAfc1nTh2Lx+O2aDCt1gBAPD7s97OeyeuWvJhX3rfxeDyVSkOtR66sVTweN5lMZU8+4jPWfObUMSjmE6FQKO8IXV1d27Zti8fjDQ0NVONVyX0gf57NxsibpWZ4Su29vb1mc82GYP/SYr1KpeqVuO+r5X+bTNbX14+Pj+/atWvXrl201qQE6ccff7x7y3XUTpVKFY/HqYCs1+sl0tyc879v+SM7F5bE44lsNgvI6wNv3y+X0CM9OjpK8nktLS1/lgo+GYtgkpGH3NTU1NbWFh46+mcdqmAF+7Cbx+O5xuV6XlWZKasGUCknTy1bfVf34DWZUbZPV1cXSG7sfTUGFphLPkzZQsoGnb391DIjrQFkyrQcuEgkorOflzQYd6erK+UkK/5woLKBjn9q2Wq/3+9ywePxDA4OHj58uKKiwmw22+129ZgEYGRkJJFITE1NlYZCoFTWS/8xzauQiHM6PWcszopRAKFQ6Omk0ej1DpjKdTrdqligMpuklEkAk5OTV0Z9l23alOcPkD2bLR2OxQFUHnj+4osvpuaNj48bq+x/6gtHu7uJdMB8AKWnemCPB3/misLmzZsJ5miM9fl85E4oa56e6eeZYNTV1UWeZ0NDQ1alIpkn9q0SLIhSQWmzdCiHwzG+4lPzz3ctqm8QBEEe9ltu+3/S6XSLVnwxlQJw+NSYIAjpVFqtUYe1RfKwn6suKjGV6CbGAMTj8RMnTtjtdqLDjI2NrVq1iqLMlAetCg5nSiu4aht6j8W2P4zcIlM0Gr3we3cLJemMlNFNjCUSCUGjQc5Vxkx4VZanNxgMpGy1KhZADOGZ3djU1IRcOPWOjg5iKRasYB8xm3PyqUzcYXUJMFcuJBS8s/fXlGChbCpFcOhFXtf5jFJNJq95tIRAV6HX66n4QOpie19fHys/rdRBU9LNBgcHaSAym82NjY0sSBcIBPr6+tLpdENDA84SNaMhlLqOOHQsWgegu7s7EAhsOgtYAOjs7KSAncVi6ejoeODn942PjxuNRiIC55kSLPJo18pyunSZsyfPbBmPjC14M3JfHljk9fD999/f29tbX1//8sV2jUYTSaWUSkHsAgksxv7pkwCKgK2RAcvmT/c+/izjOjidTp7nU6lUS0uLz+dzuVysTsUtisqzLK5KWkDFxcWDg4NMPwEzH2Yows30J+GF2Wx+/fXXZ/sgyvWhhzVTkKa3Uy3acyx6UZeytbeOjo7/idehYO/FCgG7gn3wxlIO9+3bdzZ9OhrL/patYtWLurq6KO4GwO/3L/P780IkZL29vShXI1c/QaNRAxBFkWJhelmKRCaV+5Pm96GcKBsAUitQp8mFkDmOy0oSgK3l6ke7u1tbW3fv3v2Suvyz6vFYWs5ms87YBMdxyMil4dFl+1/woBjkb0z4qhNTAIiV/aV/+Zcf/ehH5H3xiVicE1QqAbkoGInBXfT8fyUBRrrTnw5ojKWsqTTQ19fXk5aqKIpYuvSavsMJXlWk18fj8X5ZhVAI77Y+T3lG5BftWnVp3rcOQZYkicCb2tba2vqThwLX5qJOJPSgXN+DAnErKiqGhoYqKiqU9dcBjI2NkdtD3pdOp6utrSWt2U2bNtU+u21BqRGALOM8FXgu43TOaJjVaqWYHcFzbqZy9YI9v4jFYhUVFdlsFgJ+//vfK8urKxe+kHMCh3VqAKws18jIyPnnn9/Y2MiIezQTYvOwZDKpUqnUajW7WLvdTnOOnqs+S6x+doMAkBgtzZz+gsBfwQr2YTGXy/WHP/xhxYoVbW1td3UP+v1+VDZQ3AoEFnOFzJ4StVSy86+02Ym0bL7LvDvKVVTWV1Wa6eWdp5atplm4tNPtyU2+aw7tZeEb2pM3TCfRJ0orfqst+uTgIeSkP2k7o+nRMGW44SuyRvOjvrBYbOF5XsgFpHp6ehoaGmKrPhdOSOpsJqnTAxwgqwSVKIrC/AXGHLfLZDK9Vrto1fiJ1wyLAIyMjJS/9hsaZJWl7miE+fcjp5CTSJu4/NO+I6+oP3OTDYjH40QTKyoqevPNN5cuXerz+VpbW/MyvEznLVfmDlPH+nMShGPuu2nUfeWVV9hJ2c7MJ6GjEW+CkSnuuece4lnngQXLMxrKVSiqrZ1BrqTkJgYWarV6ZGSktraW1I7MZrOsVsuyzNXYVcERlUrlGziKJfaRkREUW4g6LQ/7E6UVkigK8Xg6ldYB4+PjsVis//BhvV6fTqePL27WNGieVxkpiHymHkixJQVea3MIt/9QNzFmenknnTH63w9Eo1Hb19otNTWhUOiazChaWjweD13O2NhYc3NzOp2eavmseacbt25l12IwGBADALvdzvCC9YbX6y2ARcE+8uZyuV566SXMDMcoGQB/e+eC8IL+PXf4o62tjV5z5VhHjVdGZFwuF/G8rM90jm64WgkQbTOLGrFOCAQCVquVSHAAuru7X3rppcbGxj/96U+0JY+JxnI2AdCSCbXqq1/9KtuH8ak9Hs9ssKDPFotFybDzfvG2xY/8G3LDoCRJv6wuAVBlAWalAys7sKmpaXfLZ5WAQpPn0h9MZ4+2DkRmkzzKy8tZJ8wGC2VTu7q6CCy8VyzVJZOJREKj0dTW1kJCW1sbeTHTlV5XXmT62S6e57PZbCwW0+v1oVDolk2bHn744Ysuuoh8DZVK1XP1xx4QIusUvaRsOTWeOrmnpweA0WikWzw0NMQ4K8yz6O/vp9+yx6C3t5flIIfDYWUYmsCCInrNzc2hC6tlWeZ5XrlUxpwLJVicuU0FsPg7sI9gwC4WiwUCgWAwaDabrVYriYYU7O/ZGKJceml+EGfOJa8zZLc1G9jGSCQyMDBAn69U7HzuKjksoxaAyWQyt9/bv2YDbWEpmfrH7o2ODet0WgC2RRceP36cjWvsOE6nM5lMZsVTsVhMU6wDkEqlQ6EQReumjyNLUznfpqKiCDmIanzs6XDH7TvmX4D5F1DwznB6SA8OANVt0Kg169ate+ihh5xOZzgc5jhOpVI1SAkOHM4AHzZO+Kjxdc/3pQQBgC6bAQetVrtt27bb1BAEISsYhEwagF6nJ4m67u7uMo9nmbnScHoolUprNGqtlDmtL6mYDAFyQG2ofXabG/B4PFRYipn6tq38k4/EAOr2J0rtyc5Oxp1WIqXRaGSuBXLVxxkXYMJcaTg9BOCHVRdunPAtzKb4+KR6MoXxU9yD/3arIISMRtZX/Yo7nme0zOVwOJhssMfjYZlNxcXFxcXF0Wi0trb20ksvDQaDo6Oj27dvD4XEX1TyPC8AAGSAGxsbKy0tVR457yGkiZF7NAkIp/uOWSyW5ubznU4n8ftoIuVyue65556Kioqt5erwgPfHUpHD4RCHjsZiMWIRkkiwcsqlBGOi7OV5knm9irMzGen57OrqapqZ7n22ritYwT509rGPfQy5EA/5J7+tXfbJs8twPa+qBCKUBmjY96tAIEChMWW6x7uWVOvq6qIjmEymPNYeGa2NX3vttQDuaKxt/7Vv9kGcTufBgwepmoSk1bL5NH2gMA2AyMr1BBZyIgZBFY/HZVlm6nt5x6QJDwBJkubNmwdAn4mPCToVx+l0usoDz/cALS0trwEA0ryKy2YBcDyv1qhVRmNGUCnLyA5l+NfKF1FHXWm3+3Ij/+7du8vKymaw3ZuuAhCPx7PZLIA333zTcskAFfKjA0av/IzT72V1hw5UNoRCISIYdu7dfpvT+VQkMj4+TuMhgIULF1IIUhTF/v5+oktffvnlLGZHxrKBysvLaYvH42EeDoCKioqzaWMTKKhUKo1Gc6Y8xU43+6q4uHjJv96TSqUymUxxcXHqmf8fwODgIOLxVCpVMs8KQOlz1h15pX/JdGp2pZyExTI4eJJYcoYbvtKXSiV+9VMA0Wj0pZdeqvtGhzmToc55XlVpysmbCvMXCHpjVpZlKUNR1LHeXmKd0DX+Y3LYODrJLhYKkaOTS68oLS2FLAvr2xiwRiKRiwa6SIuIHsg5H+wzYFHgTRTs/TPGfsJfWkf16dDCKQAAIABJREFUfbTLLrsMs55/ppryrj9nIifKkhTvBSzoA71Zs0lM9Oqx947+jFdrkVMppbMkk0laY6aADnIqcko5s7a2Nkb4ah6IuGoioqjKK2vDLjkYDIqiaDabRVG0Wq12uz0cDpeVlYXD4bGxsfr6+p6eHiLwKoN9DwgRXL4EwCWvHGEzVSqWzUZRqpfKkis7OjrWrVunnLXW1dWFQqFYLJZMJmOx2P333280Gr+tqboz3Adg5Ru+Qx+/gFXMeECIXJKT2uzMORc+n4+WpjweDym70fH37t1bXFwc+GyLJteeB4TILTMjm0qw+PrXv65c7J99+5TNFgSBgcUuAG63w+F4ev40w0Gj0URubEUmwxafEonEw//9MPHdOI7TarXeK5bSV7+s1gK4fjiJmcqAZHfeeSeN3kdWXZLJZI6YSj55PAmgt7eXdqaIXm9v7+rVq+kubNq0aWtkQBTF1PyLqn/5e7pGlr3LDs7AYv/+/bjwWgAWi4WBRVNTE6tQ8a5gwapIFexvbPy77/LhsVdffXXt2rUWi2Xx4sUrVqw4//zzzWbz1VdfzRSRC/b3bB6P5/XXX2d/zg5GkJ28fQvVNQPAiG8L7n2MZvlPlNqfKM3XrsYsLrHSKFpHdvL26QK1wQ0309hE/wqCkE5nAMTe7mZwkpfYv3z5crPZzNKINBq1xWIpv7Q5oNYDiHMCz/MWi9loNO6Yf4HD4SgqKkomk8lk8u6772bBFCqqEJs3n+f5GDhB4AdVupKSEgAul8toNE5NTf2saL49m1L4C9Dr9Tab7codf6Bu7JdVoGgdAOCnhtgXowF14KSytalUKhQKUT2mjRO+W06cDqj1AbV+wlw5bKmiM/oFXTqdLikpufjV52iVUqvVarVaVhMquOHm4IablX1O8FD25CMrujo//sZLH3/jJcIJl8vlcDgopkZ2y4nT9MFms73y6TY6Qv+aDYLAA5CBBC8Uj49QZYwnSu075l/ww7hGeQn0PLCpQ3FxMVslYzfI6XRS9K25ubm5uXnr1q3KoDDlQw2q9ILAcxxUKpVf0AGYmJjgOG5oaKi7u5uVlh8bG+vv7yePbvfu3dFo9PTp0+RRBwKBioqK+fPn02GpDRUVFd/WpwCYzeYHFs2jrwwGAwXsAFRVVbHOaWtrs1qtoigGAoGxsTGaQCxfvpx0ZJkZjUav12s0GpXFK1hX0CvDaP9k5vZ76T8UrGAfCSPSASMCADgxGU+UVgD4be2y3fbLbtrjuWmPp/t0KJKzo8EoFIUgaMZvenmn6eWdNYf2zpZOm/O8LFqHXG1N9qcSLKDwzVigKq9S9vLly5U60JSWpYQ8l8v1601raw7t5TlO0Bs5npOzMmTcfffdea2yWCz0Q6vVarVa9Xp9PB4nNKyQEsY/PF3U+YzFYlmxYsVr5YuGMrxer5c5XqVWczxfGZ+Qh/3XZEbDP7yNjiYIQtJcqZ8cpz+HL/1H+sDAIhgMKnOdKK+KxjTil7H9eZ7neb78td8oW8v4gNlsVnvdPwP4vDF5Yd/rTr/X6fcC8Pv9xPvOK+xA1tbWRqNrZOX6xd/6D2F9m9fmJHrCM888o1zzyDMGFmwJJ7Pjseu0It39OxprnU7n/PnzCS8qKiqMRmN9fT3BdNGGr42OjhJYmEwmnuc5juM4bppXODHBcVz9238Uxk6VZ+IAbDab74GthBe+B7Z23XkLgUUsFkulUpIkcRyn1+vpacyLKnKCoDIWZ3V6Vf0Fhhu+UvWl7y68dWs0GmVgQZ1gtVop9YyeZI1GYzabGb2Cruiy0Z5zgAU95EqwKKiJF+z9MmW07oM1AosDBw7gLPLT7HXoUhgUcTQly4zFyN4LWMz5Ge8GFtcPJ5mLAUAUxeU5Yyu4c4p6O3LW29tL5cJDoRCLwig7BDmwUK7Bk3ORSCQILBgdgeiH41+4BrnRe9+SGsxl1GNUafS1114jHlnemHzBBRcASCaTrDwr7bP66MjqoyN/bFoIgOXGzimVQFk+ZBSwIyXo2WBBP2elOR5//HGj0UhgsX//fqXvkGf0PNCwSXiRTqdra2sZadHpdBYVFZlMJlKJJbBYvHgx0YMIKaxWK+EIcQUILCYnp1dcaHWfbP/+/UrnIhwOv9nilCRJq9VqNJrfLq6YP38+cy6URrf7ASHCFttOf/4fCSyWLVtGWx5//HGn08mcCwAVFRUWi4WREiiYTtdLlvdIzwaL1tbWAlh8IPbRYdjdeeedd911V1556Uwm87vf/W7v3r133HHH1q1bz/bbgn2wxuQAampqoODcMr0JNlK89tprF87TVVVVxWKxWCxWXV3NYJXFjILBIAmLsq/yygC9R6OVoobfzzHzyPO+2Hl32S5yjb84bCxhJR3SJ96+0KBWL5oO7d1+MnyrLrox5Otfs4EVaSVTrmVR0QaKHpaMjDxff0mH4tve3t7j+uxFRVq9Xs8k5wCEO26/FoDLhed8AESZAyAIgsDxqVQqbV2g7T2a1Rn0en2/rEIq9bnTJ2pkked5KS19W599otThcrme8Hgymcw1q685f9+vy3NZumS0tkNhSlK4A0BFvokY+PLyTyg7RBTFVCq1Zmzsl7kk0EQiQbBKiau00e/3Y/4F5K+GO273mytDoZAVGSmdAWCZZwmHw2wpaXZfUUqpXq/Pu8VdXV0E5CdPnqR5CZvW0A79/f0ajcZqtSIbHi+elvCQJicXLVpUVlbW29tL0ktELdy8eTMrFAVAp9NlMhkS/qAQrSiK3/zmN5nkIoBv61PMU5IkyXmxc29REQCv15tOp4uKitauXcuWQAn/hoaGDAYDUehnq+AxPY6855leELvdrgTaOR/RghXsw24MLNLptFqt1tQsYdP6rFoLQM5kxlV6AJlkcmRiksDCDEQiWZPJdJrKYeeONr7iUy8Wlxx75YiylOpsnc13NSXbOk/352xgAUAURSY2REYMjru6B08BN+3xCOvbuFQSOr2s1qUhC5lUt/3iL/xq3y8+t+qmnPNw2WgPMK2Js2vXrv6SEr1ev3jxYvIulEsCd3UPnp6MAzBpBABQ8YhPX6/D4dj/wFb7LXcKglA0FdaVlNDBbTab7/XfsdKlyEXoent7pwvOrqxMpVLl5eXpdDoejzucTovf+9bCJhobLxvtEZ1OVlSnqanJcipBn5XRPTrg2NhYotjOqHYAotFonhvG1DNOKctcTE0x14sEEAhfDlQ20CVQHV4AbEhn4ycbfmnLU089VVRUVPKF6aQqCkSazeaRqalMJkPrRfKwH/OsJbFIQpKyzz7u+Id/oLNfPtH/lrmp+vXfHXqsG0zYaGysuLg4HA5XV1cjBxbI1U+0WCyenTsBj3HleuoXLpsFz3PgOJ6niB65f5WVlY2NjcrHkgkk0a3JZrMRfYklJbLXQQlG7IcMLDAXa75gBfsoGU2Zent7JUl6yWkrM5bt6nyGIhR5zkV3d/fu3bvb29uZr9HU1EQexEMPPURbaBzL46LOFsp8V5sNFuyYBBatinBhl6lr9+7d9Dmv6Opsuh8Al8vldDrZuojSxWDGwIL+VE6nqQqq8siYGX6lI/f399fV1dEiARvelTs0NDQoa7Uzqtf4+HhLS0s4HA4EAnTtoiiy0dgpig8hqoxXsq+UF0LjLQndMIWZ2WDh9/sBk7KjGN2MkkyRy2VhKjqYy7lYfXTk8OVL2GFJ8c3hcMQm+qG4KbdIpn/D5Lx584aGhhb/9mAglVqzZk13d7ckSc3Nza9JY5IkqdVqqn/S2NhI3sHu3bubm5v37t1LV6TT6aLRqCAIPM+zpX0iIuSJ7pFR3FCSJFEUM5mMKIpVVVV5YLFr167nnnuOnAsCx6+kiuLxeHFx8WxlIcwMByvxomAfuH1EAnaPPvooUTQFQbjppps+85nPVFdXj42N7dmz58EHH0ylUh0dHbW1tVu2bPmgW1qwfFPKgp48efK//uu/WKgiDwVphR+A3+8n3m8kEskrG05kb6fTSbjL1B/oFKSG9h7ZRgSZNMNOGxYQQ02tVo3MrF5K5nK56IxTjY2ver12u33Z/hdo6pw+8TbtM/76/o1qPYHYtUNHf5ItBnD1O4cAHL15wwWPPNmWqxTe3t7e3t7udF3T2dlpqb8EuSDm5s2bCat2zL+glo/qE1G+qBhA5S9eYJmPdc89+USp/XtjPYIgaDRqVSqZhFBSUhKLxeC4gHyA2re7I+WVRWPDfFZKABqNejHSt/LRn3g8Gyd8C5GRf/mwIAiZTGZSY6BFJLodTqeTCQaxKcW1Q0fJd1z55h8zN3+XGIvxeJzpedMkAMC6desIIAHcu8CMXI0nqv3qdrvb2u9Fx+2hUEgvSzIncxw3HAqZzWZHqX3O/AUlzCiX8pgr4vP5qOQ5cn6a0WgURZGesampqWAw+OrFV2wWTwEIbrj5e1/6Uq3QHQ6HWWn5o0eP+v3+cDg8b968WCxG04KKioqxsbHBwcH58+dT6bF169axJ4HORYlOtHHhwoXKZk9MTExMTDzzzDMsBEmTp+XLlzNhkccffzwYDBoMBmU9X+XFshknzee6u7sbGxvtdnshVFewj6rlrf329fXNC4UAxLVFKeEM/VZSaWRZRiaTSqUSv/rpqpaWfQYrgBOT08sPkZXrTS/vDAaDmUwmlUqRNr9XVTnmvptGhjmFWkinn6XEAlCmxL73jEIGFo2NjYy+wU5H6a5er5eKZqiCw1y1Lc2pABijIVBhIuDRtdPqbF1dOnLAQqHQxOWfBhDWFlHM5vjd30Mu9H/THo/NZltUomedsKhE758Ay8Btbm62jhwFEFv1uVgs5k/KWp329GT8G62tAHw+X2dnJ3IDHeXwAih+8dfnn3/+Wwubrpg8GQgEvB9bKwgCpYs+s7rx/vu72E+of5i4kiAIJpMJSALQarVELtDt3X56+SfJBVrw5kvDxcUEFjROsrt/oLIBiuoKkZXr0Tt94whoXC7XgcqGPIIGAwuWTUZ48byqkrp00mAlsNC+vFNYP307SkpKJEmyfa09k8mQr3XnxeS9mL/0pS8VFRV1dnbSibw2Z2hsbKhmSbLsPEPgxxSwq6ioqKio6O/vJ7BYuXLlWxU1apU6LgipdOqaQBdcLo/H8+tNay+//PLi23/I6QxqjpNkcByXNFcaMxnKzB0cHNy2bZtSMv+iiy5iYBHWFul0Or2MRC4gOCfxJw8syLdn3xZSYgv2UbWeqz9myMWSnD+/z/vFaUIxi9YBqK2t/dnPfsZqubAgGgWbKCxVW1vL+HGki0fOxZxgcQ4WUt671tTUtK7zGaaafZ9tRu4Om4t6vV6KnuSdTpkbC4BWfJWm3J+BBa2psAwSci5o/MyDP2V5B7LVq1fTBFuWZfK2KI+SklrywAKKsVej0XR3d9tstsHBwaKiIovFQnGrtrY2IgMGTfpgPKJSqQGMtLQpA5H0gah5hBeTk5OTk5NKauEoyczNNPes+qr0gX51bs+CwIKygB0OB3DEPRD5YWoEalRUVFAYkZXs+L6xVhRFlNZ5z58MBoM0zNKEvH3PNC1dkiQi4u3duzcYDI6MjLz11lvIifYQWKRSKZ7n1Wo16ai6PuYiwQd6FImIQFehHMBVKlUqlUomk7PBgi3M0LC/cePGiYkJqnTHujdPK5CBBZndbu/o6CgQ6z5Y+ygE7CKRyHe/+10APM/v2rWL6mmSXXHFFZ/61KdWr16dyWS+853vfO5znyvJLR1/SO1ddRM+ApZHlaIAFmHqihUr0HeYtlMojY0gjz/+OI2MX/nKVwgtFi1aRNBFdIBl+1+AzQage8t1FCybzkJqeoxFuxbc+9gCBVQ3NTV14WaKQBkubARgbr+3Ejh5+5bpirTPPcnCfwwCW1tb6557EjlvQb3oQgA75l9QN7OUuNVqXfLiswD0er3BYKDitsrlHa/XS9WXSBeJsQBouH/Z4Vz55h9tNtvs+OPGCd9/VDRsnPBZzJbyaFgLqMaGASSTydsrGjZO+BapOVNoFIIADmq1CoBGoy632W71+2GxpE8PqdWqdDoFoCY5dSwi7Zh/weO5R44pLlH/nNETJAr6c0+a730s3HF7JBKh6RFRwVlJeLZ8p/xhntVxGUmrE5KJOCdY0/G2iArj0/jEnnyaYSibxB4blrEVDAYDgcCaNWvyqgfSFIFWz8rKyijW397e3t3RAWBwcJDnecrOPn16Om93bGxMpVIR7FG0rqKiorm5ORgM0pRFeWQ60U+yxRuNRlbc1rXBpWTg07Iem+qR7CZR1kn1w+12f/rTn87rmbxXQ0k+Zd1CHwqaRAXDRw4vaHhk+mVFG75G21O8GoCK5zJZWeZ4Ts6yn4xedg2QWBULPK1pkKSkIAjzVVmT0+kFsOOxoqKi8vLy8fFxWqkeU5QyYEbjDJvWNwF3dQ/mKk7UzvmisS3PqypZ+fK8nVhdnXd9T83JqYiuJJ1J05/KFRQoiBJ+ZwtNbnQTYxGdUP367ySHg8Ciu7tbajmPdltUMr0AcEdjrfvQXrbiQeGbp0RtLBYbF/TpTDoRB4Ctkeyd1bzdbr/xxhvZuViJ8z/+8Y8ajcby6u43Af/Vm+SsnMlmSkwlyNHWmDwfOynjBt6Toy00NTWxwGVmx2OUs2pyOIhZcO6nlwbYaxSC6Pv37+/t7TXc8BUokqpILY6Myj15PJ6Ktm/tLqvOSBlx6KRGo4nH4yWtN9YdecVut3t2ulnMzhV8h6T31Gq1xWJ5XlV5R2Nta2srq0cUv+p6/cJFmtDpeDxOC11ErEOOZ0dxQApEVnMZg1YDZEOTkwcqG6SdbuRK3wq8hFRUikvh4vKsDACZsmp9aQVFLR0OB/M8vTbn0HPPsU5onGc5HJwCwGXPKGW8l6wCpq5VAIuCvY9goQzxfOACdm9f1QQgFouxjIdzCOd3dnZSzE5ZUbStra21tbW2tralpYU5F/QtORfsgHlgoTwyC+GdcS5mhj8IJiKRyNbIwO4cXDQ1NVGSKYEF3i2wTvJ2P/jBD+jPpUuXKr+laB2AwcFBGjl9Ph/byOaxc/LybDYbTelXHTkFBXOcYohsNv7Vr371bGBBQhbl5eUTExNGozEajXq9XjbC05hcHZcsFgt1xbrOZ3bnHCJ21U1NTZs3b6YlFmXtCwCbNm2iQ1HlU6X63q7OZwD4L19yi2TKU3ajuQT12+yrdrvdyhIfvb29uxaayKkpKSnZPKnaXVd6yStH2GBLV8RcEmpPe3v7ym7fyxfb0+n0xS+/VV5e3mM2Hz58mByTTCYzb948o9FI9PDi4uI6z7F31jRTsELJN2SkaRZnFEWxG7BYLHTLrhuKk4/hcDg2b95MV0TiCQCsVuvZQIEJFCqtsbGR/G4mDUQPbQEsPij7KATs3G43jSNbtmxRRuvIrrzyyi9/+csPPvhgKBR69NFHb7/9rGGCv39T6iZ8lHww+iDLcjweX7Vq1ex9GMc7FAo9X39JKBRqaWmhSBaj6lLZ6a6urgcffBBAX1/f4cOHqTY5DbWSJFEUSRTFjZnQE6V2xmbPi3kpx6OmpiY0PZbXHmVhOwq0QbHM8h5ty5YtR7s6ARgMBuUBAXAc98neLgCTk5MlfSW++ktoe+2z267LZRK943Bkbv6uuakJM4NfrGD5W1e0rvO9GVGri8aGAaRSKVnObpzwWdPxWBoGg4FPxMDzhHyUWhsKhazpOIB0Og1wpL63Y75dOcp7PJ6DBw9uFk9NdO50r/3CtTmWHAC/318aHvVvua40PGprXMZUBb/5zQ0MIG/loy9e+w/9azYsy1EkaDfm1Jnb70XH7XRMomM4KopZvI+BEM7ukFA0jVC8rKyM0bnn3F8pl9vd3U0huUAgoFarSd02FotpNBqiKDocjgcWzRscHITNBKR2zKz3pOSKJpPJsrKyJ2C/FVEAr158BXKQT4FC5a/oFWCiv4wqKIqiRqP58pe/THsqg7nK15/BqtIKmPq/3JQUm48SXpA5HI6hpqs0tvqMzjAKcJAFnkcuZseDQyoJXkiXVclZeZ8gtVUI88UsVByQBRCJRJxO5zVL2v/9yKnTp0+LosjYDfSSiqJI3hR7VfOiTqwl+WAxy9jYzipFRETtiveGF7JGmymrTphKtEC5GEdJCRRplQDcbrey+gEJ2LE/GcMXwFqHN6Lg+dIl0FNBQgeiKLrHJCAGIMXxEq/iU8TU4Fh13TypaeqcP/3pT0NDQw6HQ87KANSa6XjiPRF985F9AA4ePHjw4MGWlhYawS470/gelrVKBUBML+8kH4zuAivbh5yUUm6M9URWrif4sNlsNYf2QkFtZgrioVCIBeyuyYyC1ZfweEC8vJwJ8xeoJ8bUarVer2d4kVfh12KxsAOyl8tqtcprN6VSKTkrx03lvLE0O+xXqVTI5TFR6SHkqiHd1T1YDQDw+/2RSISeAQILAI2j0x3CZ1JZQS0IAqfiVMPD8xQR5Lu6B72qSjWw4Os/EEUxvP3hcDgcHDwtQ1ar1QaDgRiUbW1tN+2ZfnSVTEMlWLAxoQAWBXvfnYsPPE7HrHUgsmuhCXMNuR0dHTt27KApKL3g5FnMPghly+7ZswfA8ePHDx8+rFKpGFgA6OrqmhMslDabWEcflPy1PF+gq6uLtYcR2c5hdN61a9fOroyHmaVy8qy3t5fpys3WY5lWOhuI0KWJoqhcKv7Od75jNBrLysr2Lanp83uJITgnWADwer3nnXce267MynzUmAyHw+FwuLy8PG+knXPqO7uptNtuxTGZ4p7NZrPZbBiIQAEWeb9VajGdw2jNLB6P766z3CKZlEc5xzLJyjd8AMpqawGcOnWqpKSEJSHFYrHGxkamXg1g+Dv/r7JhVLgPCrBgCUOfGaToqsVoNHrgZx3CrrGsrIxEfk6cOLFt2zaHw/HKK69cfPHF3/jGN+Zs57pc2rjSCmDx92AfhYDds88+Sx+YZ5tnN910EwVxdu7c+aEO2CntbLCq9NM+LE4azcVlWR4eHn7++efzviUaEfkeoiiuWLHixhtvZGjBPhAy+Xw+ynnUaDSZTIZxmuZcMso7C95bj3V1dZVFIpiFrAwam5qaMJN6Zm6/tw3o3v/CNCc/t5BFrlfecUgcNJFI6HS6eDwej8c/PvnSQ7wZwMcVu13YuZN5IOZcMdBIJKIOnFy4cOFXN9wMIPLmHwFIkqSV0nw2GwNH8TgAmUxaLcsJXqVNZ/hELKszAKjjMv1qfXViShD4dDoN9ZlkTDq+yu/H0k9QAinP88v2v2B+7Gn/luumL+f0UL9abwEmzJUTfv+VO/7gdrupiQQey3I9QJp3VKKISV2w+CmL1tH2PM4LW6wDkEwm6+vr7XY7LeKxQkjIAbmSoJH3arS3t1ut1s7OzrrnnnQ6ncv8/nLx1PdH4lqt1mg0btq0yefzkTAEOfNXXHGFy+UKPfckW6fdOOFjPeP3+5cBcF1N3m8ymezv79dqtS+f7zQajV9XxNqUlre6SBR9AFvL1ZjwZTsH3rn6+jkbT9EEVjaLkiYKlZsK9ufa2ebBf7dGYAHgn17uiaazgAxABgfAqOInk2nIctZ3Qiqv4XiO1xiNAo/UFIAV4ye2F0/7CTYtd0djbVfXqCAIkiTxPC9JUvyXj5z9tDPsbJ2mLN5KETEWBzSZTCcm44zd9lr5IgqBnW36a7FYRgH18Emu2gZgUYk+IqeGMrxKraou0bMTmUQRAKVGAhgcHJQkSbfgPFFMSTYn9u+n3SorK/3OFgYz1DY2htB48tNTCaTTqVTKaDRq5Gw8lcgCPMdT472H9iqbx5rd19d3Nh20p1ouuP/IvoMHDyKXx5RnHo9HWN8AwO/3O51Ov99/WU4gXLkPC9ux3u7t7XVg58DLO/Ok6Oi+TIPFob2RlesJSqSd7hqXq7Ozk8CCfpUpq85IGZoBq4TpmbDNZmtbm+9xtbW1vfirfQCy2azX66UeY2VPrKlUbW3tuMBLaYnjOEGlSqVSixYtYqWHGHi53e472tru6h6kVrFondPpHB0dnZqa6unpuWxmrA3AoCiaZraHIgsAjEZjjcMBIIh8c7vdYMHQSOSbr0ToeUMuw66gnFAwZmernHC23T50YHHN3u1EMgJwi2RSCthR/Jo8C0Y6Y94EchP7pqamn/3sZwD6+vqy2axGo5m9tKA0pWgJa8zZ2kmERCVY5O1wbhExmv3mqemxZiv3LCsro+t1Op2Dg4O0RM1SbskqKyvpcpRhxDtNC5HLeAXwxhtvhEIh4v2xtFYKjQ0MDLRFIrdIMy6BBkwAJ0+epPWMOW1pp/fli+08zyv076aPowQCRtnDzGXsOcFCFEWj0UgHtNlsDwgRegCIOqd0Lhh/bd+Smmw2S+VrWdtmV6igrmibGdtqa2tb/Mi/AViWTHZ2drIEGqqVYbFYysrKrFarwWDo7e2lpNSqqqrPf/7zmOnpMGqCMimYlcol54K2K2sKzSjgPnMLcy5mm/Pn99EHAotIJMK4nwWw+LuyD33ALplMvvbaawBKS0vzqnYyW7p0aVlZWTAY3L9/fywWUy5Qf3jtwwKZ79Hcbrcsy5Q9lCe4EAqFenp6aFRqaGhobW1l1dDz8gEB2O12gpBQKERrPsgl+1h8byI3S2bQSEwKlo/zrquL58jhZwMlYSTR7hj/DkDjY08jF98xt9/b1dVVBgAYHh42GAzBDTczaDUajUJUEEXRYrGQdM5Xs+EFh/cOaYzEAlCeiMzcfu/Q9avUQMRSiVhM9ch/0vZMJgNAlmXOWAxxqkjO9GiKqxNTgDqt1ozqigGU1FQCSEcitPomCAIg8zwfDod/LP0f9t49Pq66zB9/nzNnzlwzk5nc09yapG1KUzIlrWkbqNItWrm0gotSxK1S2K/IRaWK7o8VFbzsorALiF0vsVup4C5u3YCtqBipMqSxDZ2UQkPIpTNJ2iSTmclMcuZ6Lr8/nsyH00laEHe1dfP8kdfJmXPq5DOWAAAgAElEQVT5nM/5nM/78zzP+3keOyb7Kd8cgKqqqq0H/2uQFyoyiUwyY8wkem65PhwO13IygEGjRe/DzOnMnqxdj445sm6z1+v9VCDwRH51f39//WzNInzkIx9pabnsXV2/ev311wFYLJbt27eTXyinq6nMLq0/CNVYSjhkwZutmRhBg37q6OgYGhqanp7+17pCFQgEAolEwmKx1NWVFxYWNjU1SZLU09Njs9moZJWiKATYq91ugl6n0ymKYk5g76YDP1rtKp7s+BnP84MlS10uFwVl03KKrepuv/12NlpYkzwej81m+9a3vvXNKqcE2Gw2o9G45tAvu3VlbUn0g5C0RyzIgvzxcuGy8G591psUbTCIGscLPAdAVrVoMg1ATUiqLBsMPCx2aGpC1RKCDUi+VLgUKS3N8QACqdmY2Ya+QwB6enqMQAKgSBNmEJ8rRKPIKbs5rzzQM3ylPAG8WVUW3JtZ9sLh8ONheAK+uQY7sqY9AFQBqCxhp2+zpZ6STHFpilnuljosviqPVCBhKY6l08byauPYcNpdoiqqDJkDHDfdZf7VT+rq6gYbN8xVAqGrVxgOh1GynMAikUgYnHZkrXVC6HRAS5UDlJmB8Jchb11dHcs7gQfvztv5oMPyZtYRm81GekVnZycAr9cbffe1NP9TKCgTct4wYxmbFWnOJN7ZoWe9YaHYqWNVdHR0ULFdSppBCXoYWDgP/mxtVl3p6elpaWn5yU9+smnTpurq6kPFDUbRaIQxk84YLDakU9Qqxp1kwMHAwvLh2xwOh6qq5Ud+haYdoVCorq6usLAwVVioKIotEY5aHDzPJxIJRVFcH/3UMwVlQui0cN0tJ4GSrl8w6kSOUO0jAGaz2e129/T0tLW1hYVihqSNjY1V8gSyilkgEAiHw6qqulyukydPOoH+/v6i0GmlsBwa5Iy8SFDb2tqoxwC8/vrr+rr2F9A3viB/NtlxFoeiXi5csGhraxvhIgB8H7ubtby7u5vmPTLoUJEEPRWAid/vp0hACvMk0w+VfCHa7Lxg0dramgMW5+60Zzb+7buzUyJZx5joc7mczcHDTJM4c324b9++6upqFvne399P7aH2k6+FZs76+nryf897/bsDvoerPHoLJnEgJElatWoVgD+sbyBmNU1cD6bHPtzezpQ1ZC1HNTU1hAi0nP7d737HbkFgwfM8M7Hl9AOTtzP89PEuJIlEYmho6FbJ5J/0b926lTI+Q2cmoxY+31guCILNZotEIv8Y6/tq4VJky7gD8Hq9J7OJbgBQ4K3eMlv18D/OzMzIsnxwVfW7j/rJ7sbAAlmO8+TkZGlp6fDwcCwW27RpEzWVQmLr6upqa2vnNa4NDg46HA4icxDXwWQyURAuHUAJ3PWdACCVSrW0tPz0p7PmV7pyOp2mceLz+e6E8zFDFEAgEGDrhAWwOA/lgjfYvfHGG1RubOXKleeg+1588cW//e1vVVV9/fXXaX65EOXtwOpfk9CEQpNjJBIRRTEYDD744IMf/vCHoeOKk0OMajnR3EQ1TAsKCvS5JFg2uqOXXgUAXu/tt99ONyLs0athDPPmBcjQjbcVPLmLzIuu+x5i2KB37zBTDrPQ0b/68NvQjbfpIZCyA1x69IUt0UljJp3kDQGZB7AY8utpddRmq+XkQU1IJBJutzsno3ZbW9sKwZxOpwuze0j7UlVVlNO8piEZz+M0aFgmxzMW85SrGMCB8uVXDrxsD55Op9Mqz0/YnF8ajn25wPxdsSiZTBaUFjwRHQAQP+yF1T4smC0WizWdKcnEzQbObOCgyvYxfxFvyBhFABWZRBwYHh4mFW5P3x6v10vGPnpqMopR0Nbqzue8yDuybjOysPrRKb+lY6IDTgC/qG/WNK2np6epbnm1LjkFG/+Umwm6jLzM5qV/F+wUPYOSDsh6XFmHweFw/AOUX1RU0ArGYDD4/f66urqRkRGbzXaPJZ0e8g0AyWTS6XQmk0ki3+VowsPDw06nU1XVG4L9v3StmZiYSKVShJHMzkhcDwCTk5P06isqKrq6ulRVveKKK/D6H+hSVqvV5XJFkCvt7e0LLq8FObecLYD6r0AYe4iDpmmQVQg8R1Q7g5xWAVVVeU3jVEUDwHEAKDWbQbSLigJAUZUP7nnW/KufMLBA1tyf01cUdUKWI32KHwKLbNmHrIIkFONMISsbbRO9jthV0WjUefBnttbWs+keX2yq1PP19BJIaQYD5IwMIGpxsNknfcrP8zzP8ZlTg2abzV1SQgv66upq47Jl+ivc+qy37PAvcWbSIlmWVVUFoKqqKz3z2XLD14+fwpw4MgKsjo4Ot9vd399fW1ubuOLDVXa7+NyTra2tmHwVk/B4PO3t7W19s+oQAMpRsOxz33Bnk/cZrt2xdqL3QDg8MzPDl1dz4CaGx6GLNQZQUVExq+8VNzA2R/jd11JtkIqKCvKdhEIh/dqPvcdbn/XizLBWVvwnHA6j1EZncelUsZZaO9Gbs74iHZgVN0w+dO9ll10GABs3dnd3NzU10emvJpOiKEqSlBwft1gsfDbLRCqdSuW5k6dPO53OqQ0fmN7/BDWMUgeSQS0cDrs/dveM1Vr40s9dLhclvJMk6UrbxIEwACzq/vXpUMh6JlhYLBZJkiKRCPUqgGDbN2s/fT+AQussnK3NRtcuyIL8UfLXBxaPGaJQASo3seNu/a+9vb0Uluh2uwcGBhgJl3QKmnxGRkYoQRvNlmRweQdgQXI2zaK7uzun1gRBg8/n8/l8qVSKVcN4+8KMZaRZ+Hw+loiN9lOkZH19fXV19cjICIEFskUw/jB5GkBpPAMgkUjs/s1ult2PRSylUinKgrfjlYPhcJiI0jkNILB44YUX6uvrFUVJp9Nms5nVEaKOIs5Ef39/TX//m5Gh2xcznw393bNnz9jYWGlp6Z49e5hSwO5FeFFdXU1nkQFuxa+7T35gg9vtnpycFEVRDxZ+v5/5+OdVrh0OByXGoUbSe/ySc/FjiALYOhRlygWBRdXD/wggnU6rqhqLxQ6uqn7va2NtbW2kpNB9v29LSU2V4bDNYrGU/+fz9KRUJH16erqurm56enpwcLC+vn5uPWLSesxmM0HMxMREZWWlnlXHTK5bt26lLiUVprOzk3IlUbEOfWbDuUVgc8bhgpw/8tdgsKONHPtFjrCojTfeeOMCNdjlcIAvLB/XO5atW7fu3r2bMNVutyeTyb/5m78ZGRmh6Zvmmurq6ocffpj8NiaTqaur6+67754bHsiy0VGvsUqyc+XtlMIJ3XjbbJntbLLVj075n/CewY3Pobi/nWjlyP07C2IhIZMGYFUyFaoGYMRosRkBYMpVXBuZcDSthi4MFqQErtsMIJlMjoyMOByOYinK85ymzV5W43loGm8QoCicqhoz6fzIxPNX/h38/mIpiixHvViK1tcv+U1Z2WJFOXHixBcmXoPJpCiqAPDJOOzmRCKBkkXW8VFOUzRNMwDQwKmKSZF5e55JkeOz+e/wD6ckQLrHkvZN2TweD9HrYrEY3cjhcBxZt5l66lP8NJaW5EcGptzF0Wj0M1aJP/pCe9VKjuMI51iKkObmZgarMzMzHo/nyJEjVNa9p6fHbrfTQiSHWD5vUomhoSGz2ZxMJuPxuN1uD4fDFoslFov9R/ESFt9VUVGRn58PIBKJ3KFNxeNQVZVAV9O0TCbz1Sj+ZWyMXi6l25tyFdu0sCzLVJSdukLvviNaO4CBgYE7EQVgOXXiv8qX0x0JvGlZwAINAHi9Xhps9CwL1roFeUvRW6jfTrz/BYcmjnh02pqfMQgGnrcJfDStGnheEURkMoZFNZqq0apcAwQlAwgR0Y5Z+jCSGriCsuR7b/itqv5ja+vcyg85mel27Nixb9++uXiRw8Wba74HQKGI7e3t5dXVVLtg3seZq8iVH/nVoeKGiMlusViIaEfVbOkRSDiOo6jepLMIAB86LYROsxqBbrd7bWvrjh079La/QCCwdqIX1dXPPvvssWPHaI7dsmWLLzAzbcun+W2rNNjcfN1/ZVtC44dpsKSAAaivrw+uu8pusQCYXH81EAHw27zqE5LJmkVnvYo4PDxMc9rsam2i9/R3v+H83LcAaNBSgf4P7jn9X9uvodv5/X5flcfhcEh5boPB4HYjYrID4MrsRTs+1ypP+P1+WZZzSiISWAQ8Gz/7u+NVVVWHgOi7iyk1XldX18zMDGXgVi/bKk6eBpDMc8sjQ2tNEs4EaL2wVIBDQ0Nl/+8fDgC/HYjEqjxFnfsrKiqcB3+mXbPd5XK5ft9OxS7S6TRfVg11lsXJl1drqpZ5/0cefvjhu+++m4bToWzQq9lspo1kMql/s86DP2ttbe0IhQAMDAww5kvZ4V8ONm4AIIpiSdcvbPX1AAzX7rDb7dcJMas1BeDfaJiFw1xZVVNVFdEz5320BVkQzFEuMB8cXKB0AaIOMcnJz9XQ0HDs2DFkF5Amk2lkZIR0CmT96D//+c/pYJ/PRz7+HOViLlgQfQ9AKpWaNxsA5lR6yalBQV3Nlq85F9EfSRd5m845yhdUX1/PgopyUp7tyBZtYKcMcfJiTaBEPRTOsmXLFvLKs1Y1Nzf7mpv1Z90jlvoxCxa05z3veU9PT8+yZctMJhP1OQC/30/eHQAMLJjkBPlu2LBhbGyssLBwbGwsLy9PT6Bjoc36Z2Eb252L/YP+cDhWrblmzuwQwgv98c9Hh2g7Ho8rijIyEqQCwf39/SdOnEilUq2trTkBv9CR/igdE7nzcWaJYY/H8+/5qgOw2WyyLJMlNxgMEv18fHxclmVN04LBYCwWe/bZZ9kbYS+3srLSaDSSWiEIAmGfJEn6lHwEFu3t7cwMNzAwwNIEUQxBY2Mjy3VbWFjo9XovyXaCZ8Fadx7LBW+wm5qaog0KfjybsF+JCXxBC5vE57XZXXB61zmEMGzjxo0bN270+Xw0I1NOHLLKsQysMzMzZLgpKCgwmUx/bF5MVu5tbu+dDVabm5sp7LR2KlyRScRLFoWBj075BzE79cdf7TFmz4oiG1OqE5/PJ0kSc50R+y8zPmLMpFVNA6DxBouq+DIc0roEfO7i6ixHL9P3Km3kJxKrO58L69KNA4iXVNgmRjVN4zhOFs3GTEqTZUADOJ7nkZ3fXZe8K9ndadBUKMqwoxDAsWPHJElyOBw8z6fTGU1TZSAPKJaiE7ZZoCLFImsPhCbLAHh73iNq3rDBPRYcY80gdCF5nHfdrkYcDseBukvu37Gjra2NktkBsFgs3NQk8gvZKZqmbd26lbCcOZFoPUQYJknSpk2benp6IpGILMtNTU00GxBSknVMn+2CSX9/vyAIBoNBVdVvJk1fscPtdiuK4nA47HZ7U1PTbArwpiav17s18MoSK3pTAqEpKbSfC0Ttdnt+vv1A3SXLMPt2mn7wNJlQKWRpeno6VZK6fux1+I+l0+mvhBXoVgY3S6dgsy1btiwQCFw58PKBuktaWlpIrf3SZOYrhcacNudka9KXG1uQBcmRuamaMR9eXOhgkZ+arq6uptxwR8OSpqo8x/FWuz18evrHj6m33MtxnAZkAFiERYI6zokAYqmMBmiaCoDn+bfzERGbm3QwBhY5Qkw6lqjui02VVEOWfqXV89qJ3pw4HXZ9/XZzczN7ca7UTFWJG7A8PjTkCfh6l87WbFgkqPRrOByWC8qMojGTziBL6EjmF4XDQWRfcQ5f71Bxw9qJXrfbPbn+6gGHgxov2UVOVTiOK1ZTLxUujZzpXiKOCcV/Mc6d4dodyZMnZVnOy8tzOBwHEsa0uwSAIvPJdR+wTYerp2dNnJTWgLbZ6YeKG1zbP6OBkwZ7eZ4XBCGTybAH91V5QGWXAKWwPGkpQhbgPB5P9+nTl2haVVVVJBLhOE7TtPvuu4+VAGIV2ynReLk8AaCuro7AIhgMFq6/mo5MDPXl5+d7D75ZtmJeMRgMTqeTZV+iMkSp921rEmIFBQUI+Gw2G1pbQ6HQdDoNYGbghLV2GcdxeUsu4sxWDuAqFsc3fcjnmw2CZg5mAotXX33V4/EQcnV2do6OjlJ7TCZT5LKtSlH5KwYD9Wd1dTWO/66wsJB5p6w3fNIWDmcymX0u102QHx+WDAbD7OOXuAF8a0PjAl4syNkkByPYxl+HckGeVLat/4kCNjdu3EhTEzn7kZ0H2MdC1hZaE75NsGDbFJ9B2+fItEDClAtmTcOcwgjzylyUf/TRRwHM5eXlRJ+wYm60f94yqSTvfW2MHE2apgG49NJLf/Ob39h0waFtbW1bgccM0aqqqsK9B7xzwIKquh0+fNhgMLS2tr700kuapoVCIb37mdb5erDQB8p4PJ4TJ068/vrrZrN5enqa3gsJs9Y1NTWR+431CT0UlRbJAYufVecBqVslE4Du7m4a3jsAz78/PDk5yUJ3qbo3gLGxMZfLRSkXcsCCzg3c/dWCBz5DXjRRFGufedFbP+bxeFhTqfArsiD46hXNK37dTZGwlHU9GAzyPE9enPb2dhpv7Lvzer0zMzP9/f2LFi2qqamh5hFx8tw1wVk5Xfo3FosRb4lCtheUiwtFLniDHaPmMkflvMJ+JbOOXu644w7KlpVMJmlPPB6nldP5I5/4xCfWrVtH27Iss+Iyu3bt0uftmits4jv3YX9x2bZtG8thRzwCknQ6TSHPFRUVmqb5fD4iLtXW1qbTaTqyp6ensbGRnDbBYNDlcumvcDZJp9NlZWUMTW+55RZkKQysewE0NTXlXG358uV0JAUQmc1mLS3lTZ6OW52F05GVgVesn/96PB7XmbNgHBmKx+OXeA8AOLRmE52eTqeNRqPRaDx48OAHho+rgMPhmBlKmFSV43hCRlk0D191Q+V/7yF3lqZpLzVvXJJtDxHoEolEJpOxjo+GBLMgCDVaelzTxq2OqvC4wvEch2RdPQB5qM/EabymAlAUVeNxJ6KH1myK/PLHJrMlkUjyPFeamJYN7kWLFgHgeV4+eVoQBE2DIAiqydRWv3ZwcNCYNt5vNKoZjYeiD0FXpmMpg3FN6xqr1appWl9fnyiKRqMxLy8vEomoqhqJRFTV9hicF9dcDEWJx+Pbtm2LB16h01O9rwAgnU0QhO2xYQDY+/j7P3RrZ2fnwYMHARw8eJA6nwYMgE984hOhUCgYDAqC4PP5EomEz+czGo19fX0FBQV9fX3btm1jb3P79u30Kp977rk9e/aQX2twcHC3fVFGyqxZsw5ANVBWVjY+Pg4gGo3erkbSxcXizNQKg6xpwnEpbTQak8nk2NjIypUrNU0rKyszbd9OgxCdnSWRSDwe1zQtHo8Pf2D7xw8/r1qtkUgkmUzeY8E/SQKx5QEYjUZN0xRFod5+/+b3A5Bled++fQB6r/hbz+9//mRB7apVq6rTaaPRqK8npR+EbznOF+QdSzqd1jTt3MekUqnz5C082DsB4J6GYuhmsM7OTgYceKsBw8AC5zdebNu2bRvw9eOnDAbDziUFD/ZOKIpiNXAwGGRZVhRlw9Tg8MUX+8aGUVYFwBA8Zer8w7333vtg70T/TMrCQ0okMDacBoxG45dfPkmddg6h/lSyFboJLJCdxgE8nbJR/dk6h6goyj0NxdTVz3KznsKS7BsJBoMUkDI8PEyTGLsIE7aH5oqTJ08C4DjOaDTWv/biunXrnk7ZxmA6ORZ2qmp+fn7YwKfTadEoorRKABePzxB+uFwutkLYuaQAwJ2/7gYQiUT2G4qw4QNCVgHrz/BGyOTICYs2s6rom7Rr1641a9bQhsfjmZycdLlcFRUVx0Oh4uJi8vNHo1GtpILnOIPBkEwlAcSszoM/Pwhg3bp1g4ODTqfT4nAAmBQs06FYQoVRtNtstriBty5elvS/YTab8/LyBo91UzyEJmgAHA6HpmkGwTCTUWxmM4B6u0lRFE3TiMyoquqll15K7+gLX/jC7b88DACaFgqFWNqEHLAAkPzOVxfddm8sFlMU5eDOj5tMpsWLF685M1sovcFvf/vbDCwm1l6paZqmaZFIhMjXZaVlmzdv3rNnTzqdTiQSdZ95YFDKZOSMdjqgcRzP8bzNpmkakgmO51BamT55ii5LnmMGFjU1NcuXL08kEl1dXWStoxVOIpFQisqhQVM1lFYO19ff01BM2qksyxaLpa9h/aJFi5LJJB38gyTHcZyaJfedPHmysrIyHo8v4MX/thBjhfX8XFFVNZPJnIev4ODBgwwj9Hjx1wEWP1l75fXKszR1K4rydOs1bAXV09OjKEokErnpppueeOIJlhNg37599957L1MuaOfb1yzYlelfPVjQT+zIuVej75Sq2dBNAVx88cUVFRXpdJqtYPWT81z42LVrF5UxZetG0mLS6fSaNWtGRkZoA0BfX18wGFRVtba2dt26dQwsqPHFMykAkUj04p5hGXA4HKQX0zUpvUBZWRndkW79/2DB60HowGLlypU+n6+iouLgwYOqqi5dupTn+aNHj05NTdXU1DQ2Nu7bt+/qq69+9NFHCeYYWFRWVgIYHBzs7OxsamqilTNbj4mi2NjYODg4CKCiooJ9d4qi/OEPf1i+fDnN+dQ/+/fvB0CZampqaqgzuy9bkR+LRSKR71mT8sGDrPMBvPShTyzb9bW6Z73BYPC0qgqC8Pzzz4+MjESj0dOnTwMYHx9fs2aN3rDIXuVXC5d+PT5itVov7xlGTU1fX18ikWDIMmEXkokEAA1KU3X1yt8c3XflWkVRpJkZnueNRuPYI09UVlbabLZ3vetdZWVlbBACuOiii0gPGh8f37ZtWyKRoCJIAGRZpp9UVVUUZXJycuXKldQDdG5nZ2dNTc3LL79cW1tbVlYWDAY1TRscHNRrFlhQLv6MomnaOcDibHLBG+yYZU0fTTBXmGt0riXu8OHDbH4kSaVSb6mn/Tll7969a9as2bt3L7KzpP4pckJCck5k221tbTfddNP/ZjP/ZySVSunz0ciyXFpa+uqrrwJYsWJFX1+fqqoGg6G0tFSWZXIFjI6Obt68mTBmi/9YfXX+zDe+AMB491fmvcXx48cbGxupDykfc2NjI+tG6rTR0dGrrrpKvz/8ldnkF3l5eXRlGiSSJBVwnKjIlUpSyMuT3zhBd4/kFzlCYwB4g0FcumLmG1+g41v+8GsAbbo3SLYbANFoNOosKAuOalT6UFXDzgKv13v4ZOSBYlMqlfrGjGGx1yvLMr1KTdOSyUQymTIYeCs00tCmABNQHI9qAJ9KQIM68PqoaM1ownLIAFSOiwPWTCo/EvT8/ucANMBsMQPg4tL22HAqmNI07aG0ZSTPUqWmRFFUVDVZVjU1NUWstLCzoDgehTSt61QNQNhZIMtyTU2NpmkFBQUulysvGpAkaXJysqCgYHx8fHg0vGjRoqsGj5rN5t7bb/JecvlF2eXLMhPpmJogCI7QWCYvjwKKTd/7ZlfcyABPP4z37t3b2dmZSqUMBoPL5RoZGclkMqWlpUNDQ6TL1dTU6I/XfylscVZTU6OqqqqqXV1dlBRWVdUdO3YcP358dHTU9LopGo2OitZF6biqqSaTSVGUva6aSy+tWbFixcjICIvJouH0PVMxqooXLVrU1dUFr7fFqE1NTbHxXFNTI8tyc3Nzf3+/NjmZl5fX19dHvoQjR47cdNNNDQ0NtNLy+/3+qpWaqpaVlcmyzLysLS0t5/jeF+R/VjKZzFsCQSaTOR/eyL8MzDLH7/jVkVXDPT/5yU/wR4LFH3Xk+SB3VNkfH5b+6bVZMm+t1dgXTQBwJmJ/KL0IpRdZf/wYgPTmG10u19DKd9/b9cZ1Qqzh1GhXyfJxaQp5eQDq6+s/tdh5joc9fvw4gMbGxuPHj58NLABojRvy8vKQ1dhTqdTx48f3yQ7aCeBw2QoA4XDYarUSVN16663sOrIsk5mGzPepVIoVC4KO0yfLstFoJKpvkZKMJqKJZDLhKLREJ6et+Rq0TCYDo0nTtPjg63FA0zSvDi/27t0btr/JMeHLq52JGICo2WGGlsrIqjabw25Mmhp94YU1a9awoCdqaiQSaWxsJE2gsbHRe+ed0t9cn0wmiVMgTJ5WixfxPK8qqiKImkGbvvyDAOSZAAH01IvPhFqvgYYyTg4azQklY7fbEQulXSX2wkKj0ShJksvlcrlcTzzxROp92wRB0DTNbDYjPN4y3NNhrwLQAxDEUDeSGtnY2Lh3797vj2fIlDZtzQcQCATI9keNT6VSgUDAYDCUlJQUFxcPPvIlVVUDgYDZbLbb7ZqmsY5ij0yf1UjZiunLy22/eXr6x49ZbrmH4T4Ar/dwQ0NDY2Pj6OhoT/UqORYzRqNGILVocfyRf5icnKx84HsAeKOgKirP8zfccAONjWsN2Cc7NE3Lz8+3Pv+favblssWAqqqyLKe3fx6ZDMdzRtEozUivJBJt3mcBEFgAOHzwFbIhAqCU7VQliWTlypWqqp7/3/JfgZDeew68IF36vHoXNH0NDAwMDAwQWLS0tDAU+KsBi72r33vDoQO0QU298Q/PUb7Ib5QuD4VCoVBI07RUKmU0GltaWkZHR/VUuHvuuYcsPp///Off8kmZcsEqvehPoQ6nhGh6HCGUoZ0Abrjhhr1797744otWq/WOO+7Yv39/Y2Oj/njieueABclNN92k1/uOHDni8Xi6u7s/2XcIIpLJ5AcVheXm0zSNKCzBYJDGAM2BhGKapp06der9rwfXtLSwC7LbdXd3T01Nkd9iaGiIgUVXVxc9YCQS8fv9V1111ebNm30+n6qqTqezr6+P47ipqaklS5aoqlpaWjo6Our1ekmzACDL8ixYTE0BUBSFFD1ZlpctW1ZTU7Ns2TJFUfLz8xVFKSwszGQyfr+fshZs3ryZFMO2tjYiSwJoaWnxeDwErw6Ho7S0tKGhYcO+H4AymQL5+flteZlPJK36N7X+D/2dgQAAk8lkt9sDgUA6nSaVpLS0lMJIb7jhhhtuuJVAlQ4AACAASURBVCHnLd9www3eO+8EMDA0tHjxYrLLUK7VxYsXF8+kJuxmciu+IkVWqKrZbDYajaIozszMmM3mHZ/8ZCgUys/PpwchsKAr79+/v7y8fGRkZM2aNQQWR48epZ8GBgYIWag3VFX1+/2MY8jAgpQL6gpN00pLSxknHQvKxZ9XSOv8Y8+64A12rOQr48fNKyxge259t+eff54moNHR0ZUrVwJwuVxUt+t8kLa2NqvV6vV6ly1b1t/fL4qinvt6bo56Tj1cxuw9P0XTtEQi4XK59AY7egSyty5ZsmTZsmXIJtNhTyeKotVqvf766wue3IXycpqVcJbn7e7utlqtg4ODVqt1Lum3ra1tQ8/vABxZt7mvr282yTQAIJq1CMfjcedjX3Xd9xAWLw4EAm63W4xOcpk0wCmKYjQKRqNx8KobC57cpdrrqSqxzWgEsHjxYqqFB+CSO+9k82lHR8cazCbayGQyr3CmFUgD4Ox55JXVNO1LkxkgAySXLVumadoTTzzR2tpayXPJZAqAoqhRVS3LzPDj8YDBVFJSIlcsNvYdB2YTs3/PVFx3Ud3ugYGvJYY5jrNl0mlB5GbToHJyxWIAxpGTsmjiNd5sNsdisby84t12OwCTyUSVExM33yyK4sdnRp3TM7HyaruiGlNxaNB4Pi0Yw85Cg8FgtVqpVALx/71e76oX9ycSiVdfffVrMe5b1fkVmSCiXMpWlUgklv3q6UQ6TWk1umeU1QVOonjMFJWXud2MDGuz2V577bVP8dNH1m1mYQXNzc2HDh0qKiqanJw0m82RSIS0HZoHOI7jeZ4GBg0DlhcJwNatW9evX0+fFd2itrZ2YGCARpfNZtu3b5/H47n44DP20Hger2bSqVMmW0UmsXLlsk/1B0+NjEQikZ6enqVLl1qtVuLE0ZVp3jh69ChFYRiWlhQWFrIUSKIorl+/3u/319bWhoCiX/+UUt3RKVarlYybAwMDMzMzTU1NmzZtEkXxscceM5lMxGa//PLLz/Ov+K9JbDYbDchziN1uPx/eiNE4+7EYDIYXHDXvACxwJl6cDw91bvni4QFBEPQvqMIYBxDlOABGo9H4wVsBOCwWAOXl5QCsVuuSJUuWQH7KUE6nGI3GczwpgQWAwcFBPRYwYT02MzOjL85A+GKQDPF4nJwHmYJS81TQ7XZj2+3lgdmybnRrusuSJUsI1AiV7rzzTgBtbW2nVr8XWX8kTVnBYDDYuEHKc4uSlEgkHDwPnheMgqqq0KDEZziO4zhOluVEInH15ZdLkjQ4ONjc3Gy1WtlCKJ1OW9zJzORkSUnJYqswKnPgwHO8LMscx9W/9uKAIBw9erSlpYXmZ5rZBEEIBoMU3rtv3z5RFIWDP5u+ZBPHca7ft09v+zREs8zzmsBDkTk2H1Y2nZBM1itv4uNxzmBxSZFoGkkr5IxMoaZVFcVXlsLr9fb39w9kMvv371dVtdT77NSGD4TD4crKykQi8fzzz6fetw2AzWY7ceLE11qW+JOzi7TLLrusra3tWM0lMZNdE6wRwMhz1GnxeHybLTU4GGlvbx8eHjabzVarNR6PE7mAwMJsNtM8nAMWh4obEolEaWmp2WwuLCxce/nloihGeZ7yl9vtdk/AB1EksBBFked5juMIkhyJ6NL7/jX87w8Pn3xDrKxTZAUAx3E7d+5sbW0lsMgD8oCRkRECi8svv5wGA+UbCgQCe/fu9f/ueCCVdUVz4DjuWM0lAO558bWVQ92klMY3fchms2maxvP8xA8edJlMNGYo4dEXz6zjsSD/S0Jf1jl4A4IgmM3m82pebcvLAAh/8HJJkpYNRc8GFpSbTJ/6DWeCxb59+87zaNmnW69BNiBxS8dPjUYjvak7Bw7fITjcbveXv/xllvbr+uuvzzmd9pz73dG6lJSLecGCVDkAfX19+u5iKKO/hdVqpddx9OjRnLt3d3cTWASDQUoKxMCCLqt/NX6//9e//vV/lJlEUZycnHQ4HD+rzvvw6RTHcZlMZmJighY509PTPM/ffPPNkiQ98cQTv7jrrra2tj17nnUBASAQCFB2uYqKCopgbW9vF0WxuLiYMqYJOrC4/PLLyZkhCAKBDoD169eTdclisYyNjV199dUDAwO0Pl+yZInX6yWkIMdJMBi8/vrrmVWRTqRaqDRFezweWrqfOHECwMsvv1xQUCBJ0ksvvbR9+3Y6kSbV+vr6p59+OhgMshog9Gro7RcVFYXDYVIYrbyV+HokVDuObGfRaJTSUtNPBBaiKOrBgrqaOodmcnqim2++2e/3DwwMtLS0fN+WMhgMDaId4ix/bfXq1b+Uhnmet9vtBoMhFos999xvAKRSqeuuu666upplzt26dStdUA8W4XCYFR8/evTo7bff7vf7SYvp6elhSL1z5056fMKLuro6VVV5nrdaraIokmaRU8FjQf63xWAwMBrZ25cL3mDHPNhzY131wn5lx/+xV/jLCgs+12cGxVulGr1A08TmCEv1TRMiq1DODrjEeyBUfRttz835rZdzp5CI3L9zdTbbxerO546s28x+eu22G2njDJ32vocCt1wPIOwsLJk8xSfjHMfBeMYAo+NZgQin00mc6t/u2+dyuSKRCGUliKkxAMQUK4lHX+XEioqKTCZjBIryikRRLCgoEEVx+fLlH5sewdEXALj9x75d+67L415JkhRFqTeoHMepqlKhxoWxYXVyLGUwynIGgKoqvb29dXV1dXV1J46cNJvNtUZA08LOQqTTgiDMxOPUzilXsRsIhUIGg+F2NTK8ccvqzueAdNXoaz23XA/kfXTKD0GQZcU4MpQEUuBNZrOqzpL/qcdYHgS/359KpZ4sqAXw8vDL9zq0dDrNCwYOXN7kWMLmTKVSXw7J96Yjoig+lLa8Z9l6Arza/U/SBckD9lGEJUlCZeXqzudOvtaJG2/bvXv37t27e3p6YrEYMdQSiYQkSZSQlfZ8s8ppm/J7Rl0AKKMHuyaNqJwU8pIkhUKhqqoq2r/uyG/0FuGqqqrQjbc9/vjjjOpCiz+qIUVfZTgc7u3tHRsbc7vdVOjqETXvo1Nn3KW5uZklbu8wuIdnpAJTHoD+/n7m3WL5xUnIb0kLJkmScpIqLsiC5IgkScH+fvyRYHFhyQM9w4PxDM8p4LDUYWGOkEBKS1nyjarMc7yh0L5IUAkRyDf+lGTaZks1Nzcja/R/oGf4gZ7hd2bUOBu2XilPzM4thUtzfqICEb4qT+t8OWJyirUB8Hg8roHDz1sr3p8ZJ7AIhUKT66/WLA5OUeTCMvBCzN/3MTd+IVvCos0YHVMdBZqmWSwWMiFJ0QlkUxd5vV6sfq+iKMlk0mw2q6oqxWJUudtW26CMngSQSaeDbd/0XHUVlZbr7+9nZbihK8lN0tra+vvf/1566vHi4uK6pqbTWnoizRlsdlnVNJ4XRwchCDMzM0ajkWZyMptGLQ5i9hlFY1VJCbsaEQQAxOPxTCaTTCZr8N+CIMSBurq654PBVNs34/E4qSiPH6kn7VHfjZTFT1ZkI4yu1Mwnys1Aavfu3QCOHTtGaYlOnz5tNpsVRdGDRVFRUX19PUMuUjjJBEOaVTQaPVTc0N+/px4/K6uomOjpqfR4QoCmaRQgTA0g3c9QXqMAY2OnEu++FrHYzMAJADabzXxmvV2Px/Od73wnnU4TWFDS1c9+9rMUZkUT/jZbqi2unFIMABRVSQz1aTYbpSn0VXnQ1VVXV4eh7sHGDcXFxdcJsX8DAJQf+RWAtaZWT7m5u3tiAS8WZF4Z4uRMJi1bjbDmv1xZ2arMAxbti2dX1POa7UguLEAhsGBLcQDhcLi6unpe5UKftPp/ozGsPAVN/vrVHXlKkE3HzI6njXnBgpzHpFnQiZQ9TXKsoLTUsVhMluWqquWSJF1xxRUdF1ekUilRFJfs71yzZg1LMMXuIknS6Oio1WoNh8MsPPO+++6jjUgkQqfowYJdRC9kbvN6vSwT6MaNG71eL40cgifKYPDss8+S6+uee+5hS3TKs8aGWXd3dyqVmpiYsFgsFFgzMzNTU1MjCALV+R0YGKBisqQ406JdDxZ3Ks6vRIfoAd1u952Kk1n0du/ezcDCZDL5r333G+n0rJHuOz8hvGA54xhYUD9Tg48ePUol1Ovr62lPfX19KBS6dlL7jzITI5SQFBYWWq1WPS06GAyScvHMM89s2bKFtYoqGlOUNA2JdevW5VgGSDo6OoaHhyORCKWuo7HBrHUArrnmmkQiQd1OQOP1eqkHFsDifJYL3mBHge7IfpNnE0ZymTvNnc9CqElJLun7pw+1ra2N3NFvmTzi7UPp+VN2Vq8IeTweqtlEEx+bTZqbm/ft29fw658CcJaVRXf9E4DoWxns3pl0d3fjlp2WHzw09ycyUa3ufE4WTVRpm4QqSAAI3XgbgBoAWaUxk8nIskz18shbEgwGvwx8uUAAkE6nxywOo6IAkGVZEASPx7NtcmB6erq4OE8ae121WJir58qBl7+XX418hEKhj075l5vf/JxlOZOfnx+NxjRNtXEaAEq5OuCqMZlMn+KnFUUhXJyJxxO37EwABU/uSoyNAajlFNhNopxZduBHxkya53nK3f2lniODEAAMagbRIFYpyRGjtVaTRTmD+XzLVCqelYUh4QBAUxRZkiRZlgOBwL2FhUCiqKiourra5/Pt2LEDzc2R+3dWVVWxioqVlZWUPHhsbGzv7t20s7S0dHJyEkAkEjGZTGR5r6ys3L59++rO51iC4ZM7b0H1bBVzRt6kQod/n5qwWCyJRKJU4kNf/GJ7ezth7datWyf/6R8AiCZbpZwEELzxtubmZkJlsqyNj4+bTCZatTCwbGhosNlsIyMjzPF1+b7f3JytI0xy3XXXvXbbjYWTk88vX3vs2LGzlcGprq5esWIFOVppBrDb7bTo8Xq9d91117xnLcj/WaHJhCEdsqu6uWBxtqn+QgELVj9BklVFVXrGE66sGmYITXOqJvOCqKkABhXBFksAyIvHAWyKj8BWfd9999Ey4IBQzC74ljY7fdEGOljvD1s70bvjmtkVPDssnnWEAFjqsASmgOw8+TaTl/v9/nA4vGx4OJyNDEi9b5uWSpnGR7SqJZksl/DH03h/5kRXyXI4nYiGEo7CopKSsGhzpiWf0wPg9srZ08uP/Gpy/dWZTCaTybzxmRtVVa399P0Wi+WpjRfdvPdbyKa8oaINkiTNzMzQUp5NcXr/GYDW1tampqZXXnnl9Jr3AVhdOWuAOxKMyQVlQjQoiqIkSTTxjo+PezyenvGwwWBwpWbWTvSeKnnvF5tmS3OYTKYcsBAEIb7pQwBeAVzbV77ytZ2s8DoNZtaNO3bsOLDnWRSUASAgXjvR237Yr6/JS3w6VVUlSSoqKpqenq6trSVmARvPOS49inMklCk7/Mu127cD8Hg8rBoSsoXsAcQ2fKC0tNTpdEZC04sENWqxxGIxY0Xt65/6cCKRKCkpMdbVkXenurr66NGj3/nOd2w2WyQSYWBBxT30pRLJuPzPJ8ZFURSfe5KocySRSIQ5Dy+f9n/4yrWyLFMGfQILSZIYhXxBDVuQHGlra8toaVme9bb2yXFwTgIL6PR/5gvJkQsFLHKkra0NhlmspHzZbocbgN/vZyXs2BRXXf0mWPxvf0FUUzvnLiwgTK/4zEs7YGBB1nwAL730Un9/vyzLRUVF8Xic/L7kq6Arf1uI1dTUBAKB/Pz88W3vq8cZ7gS/309mpkgk4nK5aOlLqkdzc/Pjjz9OVTgkSRofH3e5XMXFxQQWra2tzPil19ra29srKipcLldPTw91qb42K2PMFRfPgvLjjz8+b8k4BhapVIqsV3ppaWnp6uqamJhIJpPHjh2jFHt0C33fer3eTdnt1vJGah6yFIG6urqTJ0/OzMwIgpBMJqkcBM/zFd/6/6g+7DnGc0dHR29v7/r16wmhiGWijzyNxWLpdFoUxSfftbm5uXlVd/fdAZ/FYonFYhU/7YhnUx9SNXNk48nomvv372dgQZILFsDu3bvdbrfb7X7hhRfmHkMXXLVq1dTU1MDAAKs6YrfbF8Di/JcL3mB30UUX0QazNM8rVFZCf/wFJPS96W1z7NNivpc/BRTPXRnqLysMn3IsrVS2j8Jb2Mt9deO10FlqznE16GYltqf2zJJS142+RrQ4XHUjALpXPB4vKytzZeu00otYzcPRtJrVbAXgdDpJtSh4clfNQz8A4LrvoejOW+Lx+AsrL2WHMXVCVdUHE6LRaFxz8SVXDrxMeoIgCM7w+KYDPwIgGhQuPAZATUTHC8vdbrdx5GQl0Lqx1ev1joyMwI7jUooA1caL3xWL/n1pfTwQsIwNZ4ymp8oywkjPKzNJh8PxhKn6ETXvU4bZDHRlZWWu5ubu7u7QjbeVPrlLHXhdhWa12hBXTIoMngeQevmQ6ZK1FovFbc5TlNl85L0plUtLaZG3OJ2nzbnEVZLW1tannnpqampKUZSMxcZxHAReFEVN0+IzcUEQXC5XMBi86KKL6uvr9+zZs337dhqE1MODbW0AqJIsey8Aent77XZ7JBIhZ106nablSFFR0T2WdGXnc/mRiUxymlrldDppQdDf3y9JEq0hent777Gkka3ZROLxeEhTbW9vv1IUi6WoQU1Zm1az0UL+w7GxMYfDIQiC3W6fmppiaZ7IANrb2+tyuWgQkrmELUfoU43cvzOTyTidzg+eOjFSX0/7n3nmmZmZGWZPHBkZGRkZoUi0J598EkBnZ2ddXR0pYwAeffTRBZvdgjD5YlPlrYEAsuSa1vnAgr4v/VlzjVBvKecnWERMdldqJhAILHI6BzI8AANvSHG8SVMBXs7IEdH+WWfC78czzzwDwO/3n17zPpxFF50rT0km5gmKRqPd3RPIVqymDsnpClpkb4qPXLd5Vgl8oGeYzfZXyhPAm/7weVGJGqk3v/b29kbffS0kSahYrHKcFpdEkwjAYDAUFhZiZLxx8AgdaUue6l261g2EwxIAt9v9lAQAhmt3hMPh0Ue/PDo6KooiFTIik+IDPcOGa3dM/OBBSvrmdrv379/P+HTEj6BtUmu7u7tJD6GkEFSJjw2nvljCYDDwolEuLMMpv/X5/5xcfzWb3MhUR9v6Udfa2trV1TU4OBiLxaxWq8FgiG/6UGFhoaIoLMFfNBoljYXNhKzn3W43tFTEZAegnc4FC7fbPTg4mEwmE4kE5V2qra2lA2gk03tkqiYA94vP9F906czMjN1uTyaTTM8kYUe2t7dPbfgAAIvFEo1Gv7WhkfphQEqrxYugqEt2fi2dTsd/8p2pqSm73b5nz573vOc9brd7/fr1ADLv/whZGA1uN3S6K+vw5ubm9/nakAJaWw8INrfbTfZWh8MRCoeJTjIyMpJKpRRFefrpp5EFC+jYEws62ILopa2t7TFD1MiJQNpozOb/kWfBggpK/o+UkqDPat5J8s8vc60//9awnjZoEqbPhH3m+lCMt8S7eU1p+ol9Llgw1SaHjkDC5oGc+56N9BcOh8PhsMlkkiRJDxzj4+OqWk2kLVEUafUuSZJskwGUlZXNshyGZ5lxNPOQu51sRqlUiojYlDyK1rR+vz8UCjG8YDUKiDdHLWRgoW/n97///RyWGXvA/Pz8gYGBoaGht4wWJLA4efLk1NQUgYUgCBs3bpQkSVXVmZmZRYsWUZMIL9gqiO41b01VCpEhol9RUVEgECCStSzL+siqeUGfEva99NJL5LM/G1iEOzpITaiuLqWK4c3NzQebm7u7uz+/9/PEsiN1hoEFfYb//M//3N7ertcs9OREJs3NzazEME3+ZHUNhUKSJFG1K0prm0gkWJ1Gh8Nht9uJEvQxX8fi6BBdYV467YL8BeWCN9i53W5asrzxxhsTExPMPK+X06dPv5n0cb4Dzk+ZN+KGfLA5OxmTAn8yKP5l1TDu21+bMpux6KxG1XPHtAI4sm7zEfbPfM9yjpUr1ailCVFvfSt4clfoxtuIK6c/nXALADqfA2BcukJ/tRyuX+T+nYQfxM8iWCXqAaX7nZmZkSSpp6fnUjW2dOnSaDRqNBo5juM4XkgnOU2FBvAGHhpZ6wAYjcJ1o6+htbWiosJ6+HkA09PTlOlgy5Yt+4ANhzsNghGAIBihqykO4BE174cP/YAo9Ni3LxwOr1q1KnTjbQVP7lJVlbfb5Z7DyLrUSIxLV1RlO0qSpG8mTfdY0iNGS+HSFVVAIBCgOGK95tPe3n7FFVcQ6tfz00w9Pn78+JMFiwAYhn1FRUUejycYDFIOXWKQ3efinU7nap2RDln7Zu94L5nMIpEIS/Q+PT2dl5d3jyVNh1kzmXQ6E45n3G732NiY+O2vXQpg1XtsNtsbb7zR2dlZUVEBNT05Ockq09OaibYvPfpCDHBrGYPBlOl7tXjvcwC6u7vJotfQ0LBx48aOjg56LopcoGBecnL29vaGQqEtW7bQ8HtznACzJuAsh+VT/PQjah6ApqYmPRkEQGtrqyRJnZ2d9fX1nZ2dtOwwmUwnTpyw2+3FxcULsbELohcygnjf8rjsIu9QccPbNFedTf7iNjubwCeSKVfqjFwWZg4AXOmZiGgHUKKl513mkAZCboCIyf63vwo3lbhxpgmJfV8HsqYoxvBicrYeyPEwlR/5VaC4AdnXlCNzP2RCusrKynbNRZNwbGUJAIvFohgMiqKIJjGTyXAcZxNFZCeurDJQ3SuB/nU6na+Fpik0mNBtxVVXAXjppZdeeeUVQgSHwxEIBMLhcN5H7qw9/jtqAGli0XdfC8B58GekJfr9fn0A19atW1VVrayspDm/b+llACRZtQn8KretL8YDeI86uWd42MpxAIhU/v1rWtvaekntYYsWet66ujoKlQLwwx/+kCxfQ0NDs/rSTXeVf/t+ZLOtM7rx7bff3tzcvHai91BxAw2GtfIEXYRI2Q6HgyK/TCYTAwt6TFo7bdiwgaKcfD4fC+lqamry7fm2JEnGiorRkRGbzcb8o/p0Cr1L1yZjMWSZfUyMglFTNRhQs2zZ5ORkurISWcoMA4ufxM2YmclkMiUlJexjzFEmifSk30mhbfm/++/8bPKE1tbWVCrV1dXFYqDy8vIymcyJEyeMRmNlZeUCWCxIjtypOO8WQmnBkNYUG2dYrL05S9IoolHHliXvACzOz4Q8RJJ6zBA9eO0OplDQBk1xNLnlpEwhOXdaiZxPTK+t0Ad4NtPbvIFf8xqVznYjv9/vdrvD4TC5YUKhkM1mo/izoaGhu9T8XeGwIAi3SiZmPBIExWg0MlMUcdCYKZBZGMkORX6L0tJSFtOmb3NPTw8R7vQyFywAVFRU7N6922Aw5HQF+3fDhg1krauvr2cLjByz77xgwS5FFVEBTE1NMeWCOpMZE/XseGbzIhbh9PR0IpGIRCKFhYUjf7tRLnXzHB8DOJ4Ph8NwOvUKOAOL+vp6wg6qJ44sstBT64U47Dlv3O/3f/KTn+zo6KBrUtgNgQUBHGkWDQ0Nw8PDTU1NrLvYIGEdpQcLZlcNhUJ/93d/5/P5BgYGNm7cSIZXstAFg8FYLEbJKPr7+9WVi4aGhmjlsKXjpws2u/NKLniDHYAtW7b8y7/8C4D//M//vOOOO+Ye8OMf/5g2GOf5ghA2pzCnK3MO6IPPcc6Z/R3c9H/qUn+sTD3wWdrIyR9H4NTW1qb3fpNQshtyGZGh6k9J2xe68baa5mYyqTDrW6bvVSuAJ3eFbrztbEveI+s2n5vZR9ckjt7VQ75fN7TQXEzWosLCwq6uLkZneBFYKp0yGo2JW3Zan9wljJzkNJUDp0FTVVUWzdzJN4wWC2vkpgM/mnIVJ7IK24G6SwAQGsRLFgEonI7kVP8h/wzBHoEEgFWrVrEDXnnllWWqagA0VdXXAKFkfB6PZ/JwZ5soWzRN4WRSehVFeShtMWXRgvqKvD0ETkeApuzo6mtrG92zB0BRUVEmkwmFQpOTk9dcc01HR4fJZLoh2D+WcgDQryeSJ14pA/5+xhQMBsvLy5ctWzY5ORmJREZGRvLy8ijcKZ1OUzohov1LaaksOTOscLTIWPlC+xP51dTtBQUF6dFxZq0j6yq10+v1Lk6lOI7rA2yi4Fm6go2oQCDA1iVut1sfzUprHVq4bNmyRc/A13vkIvfvDAQC+ZGJfA6D4bDH4/nhfQ+RKVAfiJHjN0PWD0Z5No1GI3lQF9SwBcmRnMThbOgysNCv584W7nSeyxebKhmZy2KxIGuwo2dxAoFAwOp0RmQsElQA8Xg8ItrbgkrGWNJSWenz+dxud+3x31EUJ3GyXKkZnBkT9M6E6TxPSSan00mWPjICzmuqO4dUV1e3BRU+kQAgCIJSWG6XIqIoQk5ETHZFEAVVs0sRKkdYXVTNdIDm5uanfnc8HA7HrE4kwxle0HuPTq95H7Vk/fr1g40bkLU00UzI4ncKCgrIWud2u3HtDgB+v5+BxcaNG9ntPvOZz1gsFsO1O8gGCiCaVvpis9UtTq1+b73XCyJ+trZiYgJolSTpIx/5CJUzAnDrs156dzmhUiQGg4GYDon/2AWgsrKSXLMEFqFQiBrs8Xg8QHt7+9atWz/zzT10bjAYLP37L5C3IxqNBr59PwOLwcFBItlRzjhiFQWDwc9+9rPQfSYEFpQPSA9tTDLHRmgFEg6HaYlSfuRXh4obMoKF4znbdDgGFBYWRrPRbS0tLWyQiKJYWlqqL1eSQ99gK0DqSVoARaPR64QYNm7EmWDR0tJy9OhRChObnp42GAx5eXl2u30BLBZkrjxmiAKwcbOZTHwfuxs64wWNdq/X+6XW1scQBbB1KPoXp8j9iaIHRHre5ubmtrY2SZLYnMOmNbJUkmOV9ug1iz/RWcVMIfPS5d6BCkM0PcpjQBnfaLFaUFBAZNsPn0653Tb2gNXV1W3A3QEfBQOFw2Ff2EfL9blscQBEB8aZliYGFlu2bKEJs0iBVAAAIABJREFUM8elQXihB4tPf/rTJpOJygTNvReA7du351CMH330Ucq/RnjBep5aO1f5JTo2CQHE5OSkJEk+ny8UClECPgAej4fAYseOHRs2bGCnUKHeo0ePUn4G61g4WVaoapoB2HT8FFoXs2C+zs5OPVgwZwl0Se5yptylS5cSr41R56gfSIci5eLjH//4ww8/TMdTHQ/KfE1v8+Mf/zi72jnAAlkjJnHh6XV4PJ7CwkJ9e6jBDoeDnFjPNRTLiQSyi4EFOd/kr8Fgd/PNNz/yyCOqqn7zm9/86Ec/msNsCoVCNPrnGvXPf9Hb7FjjGRWW7fwTHVl//toUc9GOMY8AVFVVVY2+xsJOWdsoCobNg93d3b1X/G31M0/YbLaZmZknC2q3z7HonbsNtOHxeCjlHHHo6L7UHsazczqdzv1P4uzr3aYfPD3vs7CnICHz06WXXkoTKJt8KUvOlQMvU0o1lJYmbtnp9/sLgExFjZnqvWrg+FnbWSKRcDStphZaLJYpgE403v2VrUBzc/PNN9/c399fYkkDsIq8KBoBuF3ucDick52Ubft8Po/HE7rxNv7xrwNIcAa7Jmu8geN53p7HHsR130MTN22mCyowGjPpsuT0iHHWrEaWwdWdz0VGXwNwHbBvPr4kG8OzZDeguLi4q6vrpsjJdDpdYzaEzzw+Ho+PGEyRSOQOLnH39HQ8HhcEobS01GAw6BPGUb4km83Wr3AAHkyInzbMQLfqIveX2Ww+ceLE56aiz9TzYmRiylWc6Xv1uvseYh5RSgA0t9nURbSxdetWtrq12Wzk2iI6fSQS6e/v10M1G+37Fl20qWeWA1qtpgevuhE6NyzzZg8PD4dCoVQqddlllz3yyCPT09MNDQ15eXnDw8PLly/PZDI5aSkWZEH007geLIiUnVOA4n/2Ln9++WJT5ZtVYh1VelpcW1tbOSANScMFS1BZCSAi2i8qyDt9eiZqdvyicrXdVRdMJltDb2wtN//bqSRmrXXnEjLBAEgkEp+pe4s6j1TLwukEGa2WOiwP9AyXv6PHpKLbRM2ut5qQV0q5tCNS2hEZS+bPznvbbClGDCFZ/kYXNZikL5ZY6pjlf+nthp+pcx0QigOBAAuh8k1ITKM7kF24V1VVPdAzPH4mWNBhLAAnHA5zZfZEImGzWKJpRf8UOUZkVgIolUp5vV7DtW+OokPFDfrmkWU2mV9kN9kz6UwcoGhWipOYmJhIpVKSJDU1NbW3t1O6W1JORFE8fvy4IAg1d33ZarWSz8lqtZrN5mQyedFFFwWDQSLZEctAn1CF6Zx79uwh45fJZCICApPm5ubP/u44PbVSVG4LjTG8oK9j7URvu+ZilHar1drQ0sJOp2N6enoyLe/PZDKUD54tXOf9rPx+f3zJm+zO560Vl4wcY93o8/kymcy73vUu2kPal/Q312dE0e7rwJlm+gVZkB07djz27w8v1oQch80Pf/jDuWBBlLR3dpfzASz0ktMMvXLBQoApQTYASZKqqqqGhoaWL1/u8XjYXPeWQpdlZUOhM9xQ7Q6cabOb28h3ZrOj5Jhut5vylLW3t7e2tpJNTW+CYWDxcJWH8SHOfWX2LD6fjzwcmJNkQ6+TQqdczAWLc0xHOS9IXy+O0Q6oD3Opa1khk19/f//09DQhBSkXw8PDBBasBwgsdu/ePTIyEo/HZVkuKysjfl9NTU1vby+ICHJ6kjb0MPHqFc3pdPor0SG3231JFiymp6eXL19+jvKVehL0GeZjn6+wsLCiokLTtPb29hYdWJCWQbw80izq6+v1bIC5dyHtMiccjZQgAgtFUVatWkWxO9PT08lkUlGUqamprUP2/6q0EZuEAs7O9iAL8heRvwaDXWNj40033fSjH/0oEAhceeWVP/7xj4kQC2BwcPCGG26gYkAf//jHly9f/pds6NuQc8BbDj1YzwH+0+XPiabvLKsFWUP6ddUPye3w4qr30Dx+sdsNoLu7W89OYqS8c/iWhV3/BKcTVJxUd1ggEMhPzNIE0PcqspY4Zro6WwIjZvLLsdY5nU5Kt3egvV3PlCb+eVtbm+XUiXA4TCSFgid34cbbnMedALCmNfXyobRBACCmkhrPc6qa/MOLE6VV+YnElKuYrbpc2faTZepzwNdKLSM2Vy3kKVcxALfbffl8Rl6Cc2rGYFnDZeMHNU6dBp8orpiXg0ONTCQSgsMZL6l4kao6dHXJstzR0bECCXbkdaOv7Vt00dx1ktfrvW70tU5gbGxsbGzs4osvvlk6laYra2l3dBKlpXQw7x9AUVkikaB87Q8vdr+4ag39RDX1fD4f2eweTOArhUYAlZWVd/aNz/ZJtoQf5Rp3OBx3IgpAKCl9PZFYKSI/MgGLJXL/zlrAdd9Djz/++Epdul+9FBQUaJoGgKUH9nq9OUcePnyYzHZ6qzTr7etGXwu4ivMjE4qiTticLJMHG58dHR3V1dVsaULBsOvWrWOZNSorK3P4kgvyf1P0nzCNNDYjsXlpLliwnWsnelkO+z+qTOqfHyzmve9dNQ6Hw8EySOqPJwgosfdXhepbW1v/NZ7XF0tMCzaDMmt2cTgcFZYKAMrP2rR3X0tm8qqqKspPNy9Y6AxJLswHKKyp1KuMYkbGsj9Wd21ubr7vvvvGGjcAKM3OhNtsqQPLlvXFEoVyFBZL4nQglsmQAXFuwnLoDJER1d6TSNC/X8wJywI2e73EETv93W/sKSoiHewXlas5IGmxIOv/H+rtbWiYNQKy27388svRaDQej6vuEp4XDAaDJKsCz1FgrP5553rpKDCHSySWLVtGe6qqqjDRm9NF5qmgGRgeHhauuyX43W8cO3bs4osvnpiYQDZBT09PD+OnM54y+cZ4nk8mkyUlJZQPdOlnv376u9+or69nVbwAtLa2Mk2McORQccOp1Tb09wOoq6vLy8szmUxUVo/pmaTMOJ3OqM8nF5TZcBrAF5sq27IpOQpf+vnk+qsdDofFYln+RteOu+4i5fOuu+5iqf0D377f/bG7qSu+f83sld9SV6foZnd8pKOjY+PGjcPDw5TRtaurSxTFdevWAZD+5noRsNlswXVXXTJybMFa939WyDBEg4pYdVVVVc9s/NsxqzGRSAwND7Jg2P+fvXcPb6u60offo6OLJdmWJVuO7VhSfGlikhAbHC7BhZQ0pZSUeAjQ0rSUFsF85do2tJ3prx+hhB8fM1OgFApMC0qblgamhVCHwqQB0iSgXGicWJCQ2NhxdPFVlmTJ1vVc9P2xrJ0T2XESCpRSr4eH50Q+l332OWevvd79rndNSQ74GxG3j4mzmN46OjqY6D5JAzscDraG0dDQwPI8WHCxfv36KYVHlc1wOBzE4Zo8MtOI2vTrh++QTNM39fSdBW0rIwu6NIPJNm/eTLtNX0Zj+m58/PHHlaUe2JCYRx/JSyhmCTfRaFStVnMcNz1mx5wFjZkXXHAB9bzX691xjoNgpLYaU2tvNK+RdHUmC0DOAsDbb7993nnn5TkLpRkMhkwmwyQvrFar1Wr1aXk2vTcajYwvwkon5xnFm+Qs8iBg2qDpCvkdZT+XlpaOjIyQ1IPD4WDLWuQsAIyPj5MYDm1PGVxMaXTpAwcO0Gug1+sLCwuj0ehbb7312c9+tru7mwUX9fX16XSaRTMmk2kmH/bjZp8EwA7AY4891tHR8fbbb+/atauuru7888+vqKgYHBx86623ZFkGsHjx4kceeeTv3cxT2KOPPkoDTWNj45SM65NRsll648ffTja4UK6l8p+T96GFCyKj0f3myX6R0aBJUg5sKSkvH4Q1gwoasJUEhrKZ1z60yeWivwLQp8aSyeQASaopkLhpvOnkW4h59pUJ4kjRBH5ELo2laa/qe9cHWCyWZDI5ODhoE1OlG58k70FlKyLr7op59mVVKgCE2VmHA8Hy6ryrUNLl/RX6Hw0mx8bGfgQsqWkqLCysr683Go15PtXv9zNNCuZiv9jbMZRKSVoVgJLIMCYBdpq5C4h7qFZrBEFEbpFfFMXFixdfO9gJ6JXrM1Ouaq7qexfA/RV6APeMCAAymQwVTT8cS87VcKzKhKmkDILAFIJ4nj98+PCVV15J/yTnR3OI5cuX/5YkLZ5eX3/jjQD+BFw/esLU4d8MQiajBmATk70aTTKZKijQJRIJRKMAzLlFZjrKYrGY1z4El4s6h0R2lalneeuTHR0do6OjJKnLitbTX4mC0dvby/P8qLk8mUxWVFSEFA1rbm6mtdC//OUvyLnPPXv2sHiSoc8Wi2WmBPuM0aKrcvaZN7qerEAEe5GcZ4LT/cPZ+Pj4yMjIT3siUpkeQBYQeY1aEpCDikBKkdHe/dWLVCrVwMCA08rjVMmDU/5J2fM0cCV1hfRPNnCdUQzpcrnC4XDJzj+OXvIvpMIGwDsSuHtV830eP4rtVO0hmUy25ZZ/yCdOlL5dfBly46fdbqftHOaYHyZV7dtKK+0ArFZrPB7vsDeZ0+PE4EsmkwVAMpk0XHerDygoKGjo2sOcBd1sIBCo1BZkZRk8D0CUs+ocGZwBl01NTdTC6urqF154gX5cs2bNs3HdNM6CTOno2bO77rrrJgouATab7ZFHHlm0aBF7t2mdhkXapH5g79jW3dQEIBgMstyrPPXu/sWX2YBMJmO47tbPHdlFvAkAY2NjVHyDQqlo0zLWZnVowLTjxbxCuqFQqMnX4XA4MDZxCWWZIEofGx0d1fzuMQCz6utxw5XKWyZ/MeW6ERkFYOtHZCy8pKioKJ1OH3rg++QsDNfdasodq9FoOuxNLTPO4p/PlGSuOR7Pn+otjPJZ8fvHzi+r3OE/CqCXE2uy6pMFF+yD+qSmVNOHT84CuVH0wIEDU+7c1NTkdrsXL178k5/8ZNmyZac8+ZTrKL4TpZmnBMhoY+W259u2PY9Tyf+TswBABdPYI/t1iYxtvZtzqCsxkZmAJu0z/TM9WeYvDYm1tbVNTU3KkUqJ1lGR9DxmH4BAIECU52kcIgtplc4CwI5zTpB+a6s5KahEEYEoir29vTU1Nd/5znfujfbGYoUA3jZzVPzB7/eTVDQ5CzbYEjDn9XqxffufTGrKXlp+sJ+1+bVoLwCbzeb3+9kNUrcTu3lsbCwYDG7YsIE6hynkKGsKMYlAAKFQqLGxUcmRn1xTjkUWSmNk7fr6eobu4UTcFgDNFsLh8KFDhxYsWACgt7eXVZipr69nUOPN8fyKujP28THVqXf5R7Di4uLXX3/96quvBiDL8p49e/74xz/u2bOH0LrVq1dv3bp1mqnPx8HuvPPOrVu30vZzzz13RsfmiZue6aXb29tPdlR7zs70nO/DSu5+kP6vhLoi6+5a1fcuA84ofZKpmRLF12KxMJ7Fm2++GY/Ho9GoKIpTZjWSnem6XzJHtSuJDMc8+yLr7lLCi6dj0WhUkmQAxGUgJNHhcLC+nZw6yuouHbvrJgDmtQ8RS06Vw+wEVt4LAODz+Tw3XUvy4Waz+f4KfVFR0f0V+qamJvJAShFA6sDGxsYjR474/X4K/gE4nc7SWOisArVfXcB6Ne+JKCtyAAitvmVsbKyurs5qtV7csQOAJnCMymKczBbv3kL9AICKput0uqqqKtLg0Gq1/TrjQxn9Qxn972fNfUQqBKDRaPR6fXFx8abZ86+77ro777xT6dJoQYy4+qRzsX79eiIWHV2xmspmfetQ4Dv8eCaTEUVRFEWO42o5EYAkSepMWug6pAkco8e6fv36oytWH12xmjKdnU5na2tra2srW8acrJjr9Xrp5bRarcFgUBTFdDrNvh2Px9Pd3b179+5fF1WT9Pu8efMGBweV5d7J135pqOtOLnYnF6M8LFbpCcCjjz5KxWGdTmdHR0dHR8fHU9R5xj5sc7lcX/ziF48ePQrgueeem6x4OOUhtPHhOYtT/vUjMPowo0uvCq26NXLt7UcXXhIvspCiJQFIxYkojZ+UPTQ8PByNRud17j7rvb017+yYUmic2Z7yhj3lDcrSulPukLeMxHJRz8hYS0p2/rFk5x+dVt5p5ZX+Ysr9CfyiX4gZzfjRkxX0qOYDZcBZrdaioqKioiLyEaQ5zVpe+dc/AyguLhZFMZVKddjzpSeqq6tLosMc1ShXq0xantHrKCNYuXNHR4fZbK6rq5s3b95PeyIA+sSJnU/J9GS1d9g6k8ViodDLbDaTUBEAm81WXV3d2NhYtW+r0Wisqampqal58JKFyvOwxC4KSslZ8Fc5jUaj3+8XRTGTyfSevZRCU+ocq9X62muv7d27d+/eveFwmLq6qanJYrEwggk5CwAncxYAvF4vVStGLrA8cuQI+3bcbrfH49m9e3d3d3dTUxNltQMYHBxkZ7i70TZw3ucDX/imqtLBVdgByLJMz87q/D4/e45kraK7ttvtPM/POIt/NmNonc/n279//++rCgD09/crR6earJr+e99Jr6e0j0lwcUqjggPIBRcWi4VGGJoDEygzPDwci8XOPvtstidtTHMLf6PO3ZTbk421hArFAnA4HD/jIjRA5R3b1tam1E+gxucBhZPNlTMAec6ipaVFGVwoOc4ssqDBcMc5jvaLF/R/aXn/l5YTK+Vkd8S6lDkLq9XKiNjTG02HKCIAQDXiAFgsFm3OXrAZ/X4/qyNE/oKY1zTHbm5udjgc9fX1X+wOX9zee+7Og6wfnE4njfnhcJgwu61btwaDwY6ODnIWAMhZzJ49m5yF2+1m/UzdNaWzoK7LewT0QlJwwZxFPB5nXeTxeILBYHd396OPPsqchTKyAOBwOJQfPmXqEI2DYsM7c2Y0GmecxcfWPiEMOwBlZWXPP//822+//fzzz7/33nvhcLi0tHTevHnXXnvt/PknrTr6MbEbb7wxmUySz2D5bmxxg7i106uQKFXYzsiUZZKmgdU/qOW16Tn22dt/pPwnA8Xsdvu/dna+UnduOBwOBAJK4Km+vp4UFlatWkX3QuGZKIpE18oT98lrSePTf5iG2bdvyeWEFRJSVhIZzmvelEzAk9mw0cTUqZW/sw4hEr7RaKwWkobzlgi50IuAJCpWAECWZZVKJcvyqLmcqnPY+96lPUsiw9RUAGaz+QmzWRCE8/duBQDFy6OMSxsaGpSLYMNfu7yIV0myvACZuAhJUsU8+3AiOskqcvhXrGY/Uhn4eDze09PToOMBCF2HBgqK9i25fPIUYGho6KwCtSwLqgJ1Niv+6tw6zW234cn/eO+99yRJMhgMVEKECukajcaeZVc2vPq8IAj7llzekus0p9PZ3Ny8efNms9lcWlpK8hB53witaHUntcFgsLa2VhRHo9Go1WrNZDKQRIriRVHScQCQSMQNuceqfDmVE7LW1tY8f+Z0Ou+55x5aM7z00kvpIYqiyJQsnE7nV77yFdoOBoOh730PG58cHBx8pe5ch8Px+OOPU3VCAFf3H05qtaFQiOf5f/Ef/BmKli9fzvM8W72crFn5N4ofz9g/nFE+XSgUSqVSfX19pCKsdBYs0U951AfykuTV1DtZUby/Lxejf/FlNdFoTzyTlbNRfbFerQFgzoybgRFeX1pamkgknrj8fAAHDhwgZ/Fu/fmLju2vy9XcnGxOp/M+j58xje/z+POgJafTefNLE7ApDacKXTzLyXCo69/ooo3fXjxX+XteBKikcrS1tTkcjv+1LRY4nTo0EI/HtYFAXm9Ho1EK1S4cPkIZplUAk7Sj94CNITRCMrqZ2WwOhUJEjohGo3NNJt9okGpTACgsLKSRGblXbuXKlel0uqCgoCMW0ySTXKUdav0pMUqLxRIIBCIXtyIeByZqg9zdaJs8mvl8vqGhoWQymUqlSLH07LPPJprzhg0burq6bDbb3Llze3t7mZIp8eBoQHa73VeIw9i3lU4bCoXIWQAYHx+f7Cz2APF4PJPJqNVqWvNbWFtLWj/ElBwZGSFdpPQffoH/54d04FNXtuTxFikMm+wsqIc5jmNzmO7ublEUrVYrkV/a29uTySQtEAaDQXooFH3VHtwZ2BKgNt+HyyK6Qpnjs9lsNpsdh7kQsJSVJT/3ZQvPh8NB6O2eoXDjLIvP52NY7Yyz+Gewlduef2tkAMBoJpWRJBWyqkJdNqtNDoZ0Ol08Hvf5fDBomHKl0Wh0Hzz4YSRNT+MRPiY4HQEca9euNRgMb7/9NhtpKaYgsWlKgtm0aZPBYIjFYgDS6TSTKcAkP3gyBQCyzcuuWbnteSLZUT7s3w6OtLa2/upXv1L+ssY3kQZLJMrXspmyWGrO9p00Q54cECnJ+AAe46O9nAhgqa3WOYm5n+csThZhHTlyRBlcVPz+MVEUUuXmqrTMcVygs+fXJXJbDkychkJIziKdTkcikavLyl6wTTBvfD4fVQ5RGq12AOjr6zObzQaDgaCue6O9FF8bjcZgMMi4CMS8/vrXvx6JRCjEVj64UChEkNbevXvZB+JyuTY7nU2/fpgwuwWvtgdzNceLioqWLFnCnMWxY8eorpHy8MlvBXMWNM4re7upqYkV/TMYDEajkZwFY4O63W7mLOgXBtWxyOIxPgoeyQWVALQ7dgCYP39+aWkpJV2xm5qcCDXjLD5u9skB7MgWLVpEKev/QOZyuXbv3l1SUpJKpfbv3+9wOJieAmln1tfXszCMGfuWIuvuKs0hO6Ubn6T0yTMyRtA4HZ96ptpzk+39HUsOkgrlMBkCpsXAWk4DEIGeZrNZmb14spZQNm40Gg2tvgWKicVEO3Pet/bljQZB0Go1VO1hSlP22OQrVlRUkJ+ekktf+/LGSCaj1WrvGRFuuMG5ePcWpeQn8eYkU+mskX4Asiyri012u73R6WSAY0lkWCNkrMMBKxDPckYu26k2UBJEcXHxEYVbXbduHS3pKD19T0+P9+qlALSSxCMLoAgYhwq5apIxzz6GBuYJ23k8nu3bt/+yMN0tcVVVVSM8b7fbfT4f4YmPPvoohYWsTvl1AACVilepOI1Gn1xzb1tbmyeYCYzza82aH/hj1dXF8Xjw3HPPZZc48rlrVq1atS9HuX/55ZcJtggEAl/84hdDodDpZCj8nCu516wpLi622+2EkcUz8XlaLgkOQKi4tGyqo1glL+QCZijEO1wuVyAQoGkBgOtHvZa5s5LJJCCxBASi3dHG5s2bs8Yq1FUBoEKHdGA8HpckKRgMqtVqvV4/NjZ2+7/98Mknn1SpVH6/n+QwiA6TV0Vrxv55zOVykbxxQUEBUYkJsHO73eQsAPQvvsxoNEI8vrqgHHKVL/P7MCWb75So3IftLP7j3cHu8Yn1rbnFeiUuVqArSKVTapW6MB6J6AqpFKxdLRPNijhfvllnLYzH91cvUgFdDRcNmUwXjXSdzn1BMdSzndmQSGO1aceLmFZq9vo3ukRBZNt5mB0bmScPa3vKG8zp8QFtkVBchni8u7vblSuhTlQ1QRSy4TCxlemQ6NKrpkEb2UhCg1hjYyMSgV2GueSAnrqyZe3atUcXXsL8F4Cenh7KRaUkBgAajUYsrdQQG71Yr0z7stvtrhOLvG/fvh2AYXFSr9dHo1FyFq59W5FzFsjJg0pud1N1tcfjCQcC6XT6a1/7GgU2mzdvjsfjs2fPHh8fp5Y0Njb6/f7hC68AsL+srLKysmrf1onMJuCSSy4hCl5LS0soFGLFvvM6NhwO87Pn6IFkb5fBYKjat7WxpYUYzQCYXnhi+ZeQU9KYhhWodBasn5955hmz2UxdzXHcDTfckMfrpAwsSq062Zl7e3uFwtIsAI6DJAFQqVQjIyOZSCSZTNpsNqTHhzldR0eHaceL7hln8c9no5lURpayyEqArFUDMD71gnj7aqPRGA6HwymNEBylPVmNVFK4O6Wq2mlanpz0KdkAf3t5ivd3IJXR3Lx5c2lpaSgUouRE5LJZWbNplb24uJjEds455xz6bE92X1Ou+NLOSnCKyVniVB/pySTzyJYtW3ZCSVZfBMTJNUwkUUYikcHVnz0UHN3PR5XwW1tbGyE7zFm8trBqcCShhwbAWyMDK7c9r8yuZIp1ylGLYXaEftKPDK3r6el5o7mGcCUVr+ov4Cyj8ecuqp2rNlBk4fP5lE+foCJ2v4FAgEZdCoF3XOVETv6P1AloSry+WAyHw9+orqagYPbs2UuWLKGyfm1tbYJR0Gg0giAwh6U0JkzEnimNz01NTeQslFK59GSJlOo+eJDUT61WK4Ghk50F6+fp5xVTOov777+fOYumpqaLLrooz1m8trBKrVYnEolLpyL+syBFkiRBEEZHR3HtZ217ujo6OiwWy969e3U6XXd3d15wMeMsPrb2SQPs/hHN7XZTxrskSXq9vqurq7y8PJ1OswifhOeRkzWZnGFOy+kkRfw+rs628zD1yaHdyUSRPijjfn7/aEEBbRN5Teg6RHyuRCLBFXLZbJbjuNLSUpJbVjaV/v/mm28iJ3NjsVhYRzFUazInzuVyYfZ8r+hFbol7ShHZoytWHwUW795SnPv9jOh1VD2dgrpLVq1qb28nmYxzzjkHwOLdW4YEged5rVZ7r1HzW7d7sWriEABM9i4ejw+VVb15zmdWet+umgqZFTRaqkpRxHMAd5ackkROqJ5DhdvzKrID8Hq9kUjkqsChaiH5ngiNjgMgcyo+K2eRBTgjlxVykxVDRiAaeWVqPBYZBqD2+Rqf/oPL5foOPx7XZ7olbp5WleB5ZZOUiclElwOQTCYPCcJ8vVoU8c74WPXD93jG+QMHDmQyme9GDGaz2W63NzY2Ln37jWQymclkyl4Nz39yI52EPFYkEtm+fTuxLb453gfA1DfOIEJ6Odvb271eL7EqWBuOrlhNZTcuzT1c48sTZ7bopyaGKEX3HI75TPqB7cBxHAWN1dXVbEUxHo/fGO+nRAti25WUlFC1QbaYltdLFotlaGhIkiSe5zmO+8///M+mpqZjx45BUZArL/9xZhHsn8rcbjdWfsNROy+bzSZ7u4L335VOp7t53XiGAAAgAElEQVS7u8lZOO64B7mke3fVp5p8HZPnXvQyNzU1fdgkOLrQnvKGPS+5adw7o9IWZ2pdsSRBUV2xZDqdTXKApoDLylFVsaRSmzPjAKA2tLe3T6i8AaIo7mxYahw7znc+VHfeqmkbOaFPl0wKB3fmycQod7BYLBeeatbL0LrJRp6Xgg3aJmexv3rR8KevBpCGiksnOY7T2et1P3h4Tzbdry6PRqOz1fKxlARALK2MRYMAKH1VyNWrZZeYTHVnMZLX6w2Hw19xpJtzXbFu3brv7TyYSCTsdntPT4/htd+zJQQAa9asefnllx3i8J6sBen0MKfzDIUFTgeAOIDSi66qlpaOjg66KA2VZJSenGd5Q1xPT88777wDQBTFZ555BoDH4yFnYTAYzGZzfX19KpUCIHzhqxmjWavVGnQcgD3lDZTMS0eZzWbK96GQ8s4777z5JXdEV6jX6/s9ftLRSyaTQrBfslZptdrEc0+03HADdQ4DXm+88UYAKZWKjfN5AKgSpKbIjSHpbK0FAK3xkDckOk9PTw897paWlg0bNpDSUHd3N1sK6unpobgxHo9Hq4tVHCeLIng1x6tRoB/NymfX1ASMxmQySdK0pKx3sndsxj7BNppJAaACWeBI8lga+doV5U88N6e29tDnmnWRzIId7xz6XHP5xi1WqzV+Tc1TxjQkWCyWNpNJOaWgz/Y0r7vyNATXJpsSrcNHTu3JQ0AIyicEShkL0AyNqAD02TKUZxpjImVMZnSy252Ge8UsGo0iF9tNeRKHw8H8xdNPP3098HN1TK/XAyIAU2gsVGVVqVTUcuc7O1xnL0UOJHI4HCSCdvxauVcIwFsjA6ippPIOynYqnYWyN9atW0cTbwAvvPCCKIoDAwOWzzVHIQIoKNCrOM6i0rGkHlrfuhfhOX/ciRzGRO9AnrOAQinvDhwPdd1u91PGNA8ewPpicVYgEIlERFHcvHkzjdLPPPOMHoh95fMANBoNz/M3xtSOT3/a6/VSbXHlkyJnQaOu0lnk0Qybmpra2tqItUfh+WsLq/bz0bZtz28+0VngxEIueUY+gsF80zgLapLSWazxdZAcRFFR0e4LPrXy6Gjey8zQOlq9I9q42WyWZdlut+t0Olo5w4k+dwaz+9jaDGD39zeqP53JZDiOk2VZo9EwqE65odPpqJhLS0uLcshmS9nvrwyz0WicRuuNlR+aUjz1Q7Xhr11OG0LXoaNZdSaT8QwkACxatIhozDRy0T7MeZCmACWtMI+rTHo90zzWPNu35HLKPz2jk5jXPuS56VraJlk0kslAbrpQNDKozwqShuOzmWPCxIUanU4z4MrVvrBYLETIBxBafUsoh6XWAgCErkNEw5YlkQNUhUXy+Fg2m5UkSRM4ZkwmOzo6fD4f0RYombS9vd3hcNylTZoTkqxWn6XOCmq1Np3ics2m0hbsLiRJqueB1DiAZDKVrrKHw2HySbVMsVVIlkSGiYRI2Nlku37U+6kClazVABiTshqN5pW6c9955hkKwEi5b2RkhE7IdCvowXm9Xia3ZzabyZORuA+9/6v63lU+GtKeo3nJlC7T6XS6FLVHiGipfNHJTy/evcUH2O32xbu3uHEC8eH6Ua8sy+siciKR8Pl8qxwlNIMpKyuLRqMdHR0Ug1Gzg8GgRqPZunXrrl27mLgGWUtLi//Nl0VRJFCPbt9ms73xxhtHjx4tKioimi2jn2AGrfvnMGUAM9T6r0U6PQBxfEw/Zy7P8++++y5LBsxkMpSxyPN8PB7v7u7Om3gpq6O8j/G8ubmZTeyUmrATImXq8s7OztqDOyc7C1pIn8zt+lvs0WOxY0kJ3Ak/3ufxi4KYynLsd47jeDFjMBoSiUQikXAlYDBEASQSCb1eP8ZxHMdptdpTus67G21TqtflhU/EFzjTe8kD7/KgNOYsTjCdXpVOyllZxU1gXkOcdm6x3hz1RXSF5dm0fu//or4egMVi6RNEAO+GxuaXHh+78kYPirIcDsdziQIUVG3viWj9O1tC79FuD16ysL293e3eNiudRlNTaWkpW33BifAfs7SvOw0knnuiOxc5XHLJJcryrNi3Nbr0qul7pqWlhZgjzDweD0Vx5CzIX9x66617yhu4EqtKlEXgqIRzFPvTBjmLQCBA7uCnPRGu0k4QZlcsKYqq2Wq5oqKC6pXpbbandu6csj17yhssQDKZZAul7K+TVzTZ91JfX0/bY2NjFOb5fD6qm0E7LFu2jL5Kp9PpdrtpHmi1Wjs7Ozs7O61Wq9lspuU9AKZkbMRoAc8D2awk8UIGw32+pmUxUzlfbJUS45TtaDqRtjPjL/4ZjPJhj1sWkKQsIDkqU6nUX1vOQiKhVqsPLD37nFfbg0AwGHwEYcSPD+lUWBa59/k0idLKGhebl11zMmdBpowsWBnTj9hWbns+Go0u7fCS0g6AK6+80uv10ifDggsaFW02Wzgc/oU+uUZVxj7D6U05JLJki9M3Sp6ljWlI8XnyLJs2bSJnsRaWB5J9EMWKhBADVIp1dLvdzsq2sh9pWG5pafntkV0iJxDay/IxT+YsaHC2WCxf/epXaTZLwQUAt9tNrOrh4eEXYrGa4uJeTkylkhk1n+SyAGqy6nA4TK0ltI6aMdlZ5KWX5dlTxgmWPeWoRiIRAFarNRKJvPzyy2zBo8j1IoCq2bNvvfVWmKfQoV67di1zFj09PXV1deQskHt8zNHT41AGF201JkYgZ5/P+vXrWRUOOuTeaC9yiHYeSI1JqBmAkpISwu+6u7u//vWv5zkLU43JZDKFw2GVSjWxTOt2BwKBUCjE6rnH43EY4ff7SbxbEAS/30/laLdv304llUjOlUmpzAQXH1ubAew+aptcEoi0wwEQvEJ5EATSKTG7s846C7lp3weIfzMOM0M0mHtmbG2W+vdBXXRKG73ve3m/ELdO6DpUHo/+etGli3KZOA6HI8/5KWUUCM77ABuWR0Y42QJgZN1dUGi6Kc3lci1IJvV6/b4ll+9zuZxOpzIIuTk1BMBoLEyn06Io4MQFGSWiZDQas7f/qOXE+z26YnXtyxsHCopKIsN6vV5VOBGSSTq9KpXgeT6RSAwUFFoslp6enp6enmXLljEBuGN33TQiywBUKpUsS9lsdgKk4zgOXBbI6ApGzeW1kWHNcIDAQiOXHZOyR7O8MRyOx+MoAXLUOYvFkgA0JtPRFasBLHj4Hr1eXxIZzmazodwbu3j3lhJOlHQFqlSS47hiLgsp6/F4iPhNBZuqq6tXrlw5ZU+uW7eOHj0jzX1jLJDRTuQ3EevenEs0SKfTF1xwAYCenh6Hw0Hv+bp166Z4vkA8Hk+n03V1dZiU6cBqnoAS345FADw2d1Y47K0Wklqt5qhK/eNS1T1Zvc1mC4cnyqHkXYUmH1arVRCEN954g+M4i8Xi9XrXrVvncrkmtPYq5gX54LWDnd/3RZcsmf+bn/zkoosuisfjD9dYAKj5cfR2/AnAtEt2M/ZJMpfLxUhqXbEkV2CgmbS6sEgcH2v4wX8ce/THVqv16NGjtbW1xCxmZTSndxbvj8hA4ils8KHmEUpFODWNz3nOwj6p0vQHYvVFOpYSi1xB0rgkgwOXlbPZLDIpaLUFugLg+MIDK+YDwJwe1yiCyenxxLsbbZS2yWK5Z+M6k8n0isd/d6ONjr3P41eWdzjNTn522XGZXVrqZ8v+zFkMX3gFEiMFWm2qxEpxFK9Wi6Ko0Wrss2Ypz0byeRR9+eK6RCIB7UTJ2mg0+uAlCydH4BROOByO/zw8BECr1ZJ+6DS30N3draxQ7HQ697zkBqDRagCIkgggk8nQNIYmEsq4i15L5w1Xtre3QxxGVUHbX70D531ekqTbbEYAj/vjLaH3APzud79jwRtbXJwzZ870zqIrlpxrtwt/BXLOwmg09vT0fOYzn5nQkF3oIJxUEAUhI2SRDYtJdnjlX/+89q9/VgZp7DbhcrlLP6VWq0dGRiZWmKZ6bW5+yW1ffFlUXW7a8SJTfQJAYvbd3d02m+1k2XDKDLU33nhDEARauKLpR0tLS4c/rh/2J8ttlOGV9nWXLTwnEolkE3E5K/OGwmQmM/CLB6qWLKERYMZZ/DMYfdcVvBDiJJ4BNByg5gFks4jffLXBYKB1nUQicWDp2efseAdAu1EzKy5MebbTtLzKBoRZkLOAArBjzCkAhJFNKX/2ERhr8P9U6r4MC6E8UKSeKHf2er0PJPughxHGXyBp8HU8PKnwzgdieYMt4yqevpCFMrK4APjWOef8FwaLi4vH1Kqi4Ki+uHhKX6xUfzYYDAuAPeMTVTgqEgKlrLbVTKxM3GOqQY7qBYAiC+SigMn+Ip1Of7E7vfPc4pqsur+AN3Dc+VVVPp+vlxNrLBYoZssU7SpxK4bZUfOo1Dix2+jNaWlpecHXwWTBLRaL/5utC15tpwNp5GeRBYBbb711yq4G0Nra6vF4zj777EAgwLSVGKQIoL29nSBO6mQKLsg6OzsrKipOtuxXVla2bds2KvxSWVnJED2lsQWePHSyt/Vi6lhasKcMVpoh0DpotLQ4m81Kkga+8cOHDwuCcNFFFwH4+c9/Tm1+wddBpfwSiUT189tgtW7YsGHp0qWjo6NjY2OpVIogCDZdnEbHY8b+vjYD2H10xkB0pXql2+0uKipKpVKSJLHsehKqXLJkSXd395IlS9j+bA6nnESywgg4DdrXZJ0IUnCg7UcffZTg/MbGxr+s+uxii6V2NCzL8vptabZ48rfLEp3MSu5+cPBHt0/+XTN3Afa/dUXPfgCk0282m1nZdRpMWb5nmFCkqRCT6Y25n2nU7qBYcmTCH0oGX+3LGycoWoqTtLe3L9j2IoBkMklPaq3XS43s6enRarWYY+Z5FUlj6HS60h/852WT2sAyPVlkpfzrptnzMXv+4t1bRoHK1BiAxKxqTeBYun4+gNDgYHU8uvzwnk+nUgCmrHHIceB5XqPR6pvOy3QeIuBOBejnLigGYLfHPPv4rCBJUjzLqVQcpBMOZxMyu91OvIPSjU+iokITOKbR6wGYXt7YvPYhAJF1XkqnjWc5ZAFwxcVFK1esZN4oGAx2dXXRmk9tmYYxVpLJpKa9vaOjg6RGHqgyzpo1Sz/oD5vKyuPRgEYPIBwOj42Nfe+aa4aHhwHYbLaXXnqJkO5t27aRqDxjxEyej4qiSFyGcDg8Df+opaVl+Su/AVDCQW8qTiaT1UIyoNH/vyb8+MiRe9TqH+gzxJJ7XGXG5s0kbEyXCwaDNDWUZXnHjh3V1dVr164lDNHtdl872PmHinl/0uuX1GD9+vWhUOjCCy+88piHkmR5ni8uLv62amzfkstnArBPtk12Fj6fDyVWjuez4nE2lizLtbW1bIZHVDsa+iRJQugDaANO4iw6OjomyjR/rkHJKWNFkz4QOe1p7M45xU8EEnOL9V2KfE/aBpDlVBzkbDar4lSCKETj4xFdoYpT/Zsl89/9KY1GA0AQhAuGDgPYO+ssAF8xpk96sRONnAWhdfQLIw/e3WhD43TOgp2EQLrv7TyorF6KXKxI/6dlBnIWg7/8j8LVt8+ePVufHh8qMPEqVZ1R2ycWMNIc9QAbMO+8805yFgaDwZDDK79iTE+va6HVauNFloyclfTFAPag7MLhI5P3pAiqublZFEUWlj91Zct9Hn8qliwYDZpVCBuNyE1j8o6ljf7Fl31v58Gv5PDSxPIv2U0mAK8Q3FZT3l9TQ+284YYbyCM0NjYyCgCdljkLq/P7hhIrVRHJZrPjqczdF8917XN4PB4C9Z544gnK26JaiplMJp1IiKJIZExteGgokyksLGTly5Gr9nAygS1ZlnOv0Pl53UgoNuhjvMqJ4SP8VU56NNKLLgBms/nIkSNqtRpAPB5nRSrz+nnv3r2UwcScxQR91b8TgEpIc3JWHRq4oKWlM5rgeV7KSshCTsZlWWZTxxln8Yk3CiXocd8hmR7jo/Yq+8veLll1nIGcLTJkqmdxOq0oSmmgImEEUPLjO30+X60keYvVI5Bp0nymOa1QJPowPEjpLNra2shZsNqg9Amn02mCHpTOoq3G1DYVovEBWh68+D+Vui+jzuPxNDU1UY5nPB632WxUSZyyeXCkjyZ1p290U+QsJkP/bB/acLlc1AMk4klVI0wmUx5mN1lnnGGLlFHEgkS/30/AzZcH0q2trWt8HTCXk8Ni52Tdzibwzc3NDwMAPt+5Y4HexGqOP8ZH4ZuQ9FmTwyvzYi4lj/LeaG/UZhwZSX5jVEXO4tHmZgCf/9/fkfO12+12YPOyaybeh9x6Nh1+nIWd8zXKPFwAyv7c0dysrIn8X1ULN6CdwXxutzsSiTQ2NlJwwYqD33DDDYz+BmDdunWMb7hixYrt27evXbuWxn9CA3/1q18NDg7yPD8wMFBfX+/3+7u7u0Oh0IS8XaWOEn1MJhOT5KM2ExWApc5QJlCeMiAzZX60y+UiRp4kSePj4weWno0d7wSDwc2bN791UQNGuqKlRUf6e0v0+kQiMSsuvGAznt0lK50F3dfDwIa/eEDKPDmnUFNT09nZSQ0TRfGKK66YSYP9+NsMYPcRmTJ0Ic9KHmv9+vU33njj1q1bp3QGTCaGvt4JAYJJgRDLPWzEdDa9TgSprtL23D//noJChiESFQgf4eSPlSIVug4VFhqHs4jFYpcedP8FOHDgwLJly8hPEE0JOdIZVdpmJzmdtK/TvyM21aCglAa49vb2WsU+JpNpzskvmkwmqXoGEey1Wq3dbgfGqJiDymSass3UQoIF81jZ9At5mju6hgDckJPdOXbXTbRDeTwqyzJFMsXFxYy+0d7ejtW3lG18EmVlmsAxAEL1HABFT20af+Dfya0y0+v1JIadyQhAtmpWZTQaNRqN5Bd/W+J4aM4E5W1yqeJUKj0yMBC966b1xiqHY/5yzz4Aen0BgFFz+aVP/4Hk5OiLoCpLxMuYqGgGBIPBpwpmqR9+uK6urqWlpfbljeA1JZFhtbHQKKbSQFU6fiQWA/CjwWQ43MFxXGVlpd/vDwQC4XCYiiuxKpCbNm2i1V1SXaUfCwoKKKfYarUq0V4lw5FsVd+7MUCv18vjY9QzAPQF+tmZ+F3atFarBbhvHQqcffbZtD8JrpM9/PDDsVisoKAgGo2qVKpAIGA2m2+//fb7ynVLfb6kRvPF3g6NRnPpptfz+lCSJI1GY7FYksnk5s2blS/GjH3CLM9Z8Fc10JSR0xWqMkJWo50QJwIOPfB9YjlNpDOIw4zv1hJ6D0YjJsENp6ntPb2zaGtrY8kysVisuLiYFqIJu6H4hC7hZAmzH4KG3b/Pr1CqQdOFTAXaaCoDWcoCOp0OQ/7VhtTGwjoAdh3nCkpfEIYg4DVDNQ1xFovlC8KQw1hAQ2te3uvkarB5l5veWFzKnEXe8J6H1lGUmydwyZyFPieyOSsV/VZVAQCmx3dCaxtt93n893n8UJcTokhx11eMaeYsKG7ZsGHDzhMTPysqKnriGfaCEWcZOXdzyjn9ROJw8UTQbtrxYjqdvuaaa+iiTDu8paWlf/FltM+zcZ0SKh0YGBjh9TzPd3Z20v1WAcjNhZjc3s0vua0UKD52L3MWBkAji5l0BkA22Ld27R8dDgfNatxu9y9/+UsAbW1tpPsjSZIoinJWzspZnufNb7Tt3r3bYDAA0Ol0Zy9fTu3xer30EMlZ5Ngf7lKzGcBZZ51lsVjYY508N6MQdw+QKrF2xZIosSav+/b8N18IhUIjIyNlZWWE2bGyRWvXrm1tbaVUso6Ojvr6+oGBAUEQ0uk0OYtwONze3s7zvEajSfZ7uQo77Vxn1B6YEMxANpuld1upIDHjLD6pRq8cE4x3u93nAvsvQVbF5e0pF+qTAKfhVVlE9fqHxVIaaHierwXfy4kmk6m1N6pMsqEDT/nyEEqInPpBXhYncxZUL47aybhgNIGnS+Tl1b7/Tjk9M5lMhLN4PJ7S0lKq89PU1ESlOYhVh2QfjvTR/vRZJRKJ0xSUOKOPjjmLxzVjrAqtsh9O56LkLIiTRfP8zbUlOybBf6ds4Z/nLWWlZs/deZDodZPZeTSWAshmsyyyoFxjAAaD4Teq1K+bpvMabEi/8cYbKSeGwgoosnTzGkkN29Hc3N7e/q0juwwGw+Dg4KBBs9RWS7Ug8pwFwdk0RyJnwU61detW2qCU3pUrV1JW6Wc+8xnlFY8cORKLxcLhMMdxVquVmkfPS6fTpdNpVE5w5KPRqCRJVE2O3vOOjo6JfKDK2QASiQTBplPKyEIx3XI6nY/9+uFkMqnX6/v6+kjtZO7cua8trCIhdZvAhQz8PI0BJkO7PCzp1e0XL5Blue4ldyAQiMfj1dXVmzZtikQiJSUlTxnTGk0xgPVOJ1uUYtkGtGKkBAFm/MXH0GYAu7+DdXd3s5GIEhygGDgoJZYGFyXD4mTfzwf4XX36wPZPDQ09LBjGNYmqqirkcknuQjLb2vroo48yxPCDuuI0RsVbaVszd8E8xSIegLpXniX0RXNEk7zpLvITXq9XqS7B3Jt5gtuVr143OT15eqt9eWM8Hl8F6PX69caq05elIO87ODioLAZvsVguuugih8OxD1i8ewv5wskcSZr36J9+yGAwRO+6yWQy0T6MJkYbbOHI7XbTvYRW31K68UkA5nPPHxgY4EdGZs2aRSp4jKlHO2gCxzQaNUNIAai/+2NzDrRSKgDq9fpQcSmAN8/5zN69e5ctW1bvdl8/6mUVAM1rH2rOtTkcDhclEkBWluWRkZHx8XGPNuhwOO411d0T7cm7TWozTTfJodbX1/9Xd3e9XDQ4ONjfP1pQkHI4HJTcSoCaPjUmCKIgZEbNVgC3vr5PluWCggKO4+LxuCiK6XSaXuB4PP7jUrW1Zz+A0o39WH1LIBBgxPtvjvcJglBYWKhWq9885zOTuZlNTU1iU1Ppxic7OzsPLbtq8e4tlXo9ckKBqsKi4sbF0v63VPMWlvT0IKekzvLFSNoWwLp163p6ejKZjMVi4XmeMqp2794N4K9VRovFotVq586di9ybSeuWD4zza80ail2TyWQsFoPKTHOjj1ieecY+euvu7jb4/ZRvHgGKTcWJo53xQgs4HPrOdVVVVcFgkK1Fu93ulhY4r2xBow04zuNWnvADeWGo8s+uXbsA4PDh4jt/bLFYJEkym81NF1xAXzFTU/5Qa03k2dxi/YFwXK1Wi5KslYX5b74QDod/d97nLZpxAAlZYzAYdhnmAkAiYTAYjsy9kNCiKfkLSjtTZ0FBAmU+4gw1jAizIxIBrZOTswjseJHVsmi+0gmAmqsUB2xvb3cFJQKeFGVMbdQkJVoHoL6+/sYbb1y/fr0y5Uqj1mTkjF6nF0SB3S8TLcKp4sbjj7vR9mjvxDnT6TTT61y/fj3DOllhJbfbHa1p7unpSafTWludKImqWAwKxFBpdDgN1I477kk890R9fX33c08kjN8XSisSvZ2UD0jOQgkyut1uqqr8+uuve1+9RZIkSiwqLCwcLCqiToOCJdra2kpoAjkLSjYPh8NnnXUWxWlTOgsAh+M6BjgCoHx22tbr9YnlX2oESJIYuZJEyvxi5KQbDh8+XPPtezVA30M/stls5CwCgUDJ17+TNJUZy6pmq2Wfz3fh8JFdZXP5cFgyz+JVvIpX6V77fXVjI6F1M87in8FotGHUpDsk07fUQQnIIqvcjWF4gpChfzAUxg4oawuc6QtDWAkA51RA2+HDh2mD3nbkMgrJWdDo+hgfVUJCHx5mx+ThAMybN6+1N4qVKwEcOHCAMdR+oU8CoDEhkUiwweE07fSxTiicBXIp86dvra2tq9/aUlFRseOqiVm9xWKxWCwEkhKKerJUTSWoykZ1Fll8HQBMEw2rmdC8a2pqUp6N1qEBeDweWuZxOp2/edFFPWYwGCorK0/mL/IeLgsitm3bRhoCk9E6gupo/bL6wf/TsOWtY5c2AlCr1RUo9vl8wBR3ys5AJD4WXKfT6c7OzoKCAuRY88xfkMsjZ9HX13fkyBFJkmw2WyQSGRkZqaiooOUTEkUdHx8nGuO3juy6PpQFdG5RJGfx3HPPkbMQBEEQBOoTdu8sECPqdF5rkctYGhwcLCkpSSQSNpuNPp/i4onah6lUGnp0dXWJ5kJZkoiWcehzzfZN26mjAoHABRdc8KKjqAxFpPHX9OuHb0kbzz///M7OThKzW7FiBXK4eXV1tVJwacY+VjYD2H2kplRyUSJxtLzAMkeCwSDJzC9ZsoSOqn15o8VisdvtVDV1ca4a5t9ubKbe6ntnaGhIEIQ7EAU04XC4qamJJtOh1bcwdMPtdn9IqiiTNewY0CZ0HQJQkkwCcCy5nAkWkOmffih50104MVFUKUJBDuP0y0QoIaq7jkXY9qp4nPxQMpm8wxh9JXfySK7M6JTW3Nx8bCMAMI2D1hUTHIrjemqKpDOv15tXf0r/9EPITRqi0Sgx2agYxfLIsPeV3yw2l1MERq8Wi8HQ/DSAY3fdVBgcKATGgeLiYrqo1+ttePV5Wl6Z7OLEn/44otEAMK99iJBTzdwF6f17stmspb4awMjICBHWWlpaLLvH6Cih69Dw1y7XzF1QC/iiUZ7ngSyAHplHbpZGdq+p7vpRr8VioRIczBbv3rJYhTty/ySH/cgjj/AnVp4lo1hOlrOZTCYUClEJpEQiYTQa58yZ09DQUF1dzURnrYVSRUWFJnAMgWNV6+74tKVifir8VMGsb473abVajuOMRiPjk07prtYbq1BXRX8YKCii1GOmGKiqm4dcCZd4PP7fC6of93iQC8O8Xu8TTzwBgIRs6fxVVVVMOSWdTo+OjnIcx+oGMFuxYsWsnv3hcFiW5WQy+V9JbUPDR4eAzNhHb0r90Pr6eqbNb06PIz2O2nmW0WDnT35IygnBYHDr1q3MWbyiLnffeOPJUuHeX9C+p7yh3+MHcHfOWTQ2Nj63JC8AACAASURBVG7fvj2TySQSCbVaLb3oWr9+/cTs39byETiLKa0rloyLE5/wrGQEwMB5n9f9+VnlPolEIqItnK2WWQBGDC9qfHt7OxScNao8i0k8u8ndSDuwqnAAuru7yYkbrru1rKzs6CQq2ZR23B3nUn4I5iN/MVlcZtOmTQ6H4+5JtGvmLFhwNTk9OU8rZyKsam9/FrqEJEFKgoOhosL5peUs8crr9e4qm/vKaVMm2SSHqJdTEvRMJlPHvq1EaQEgSRLp3zFjQrp5kYzP56Pid/SL1fl9i8VytOcIx3HR3/4MQBRQVvUhsDIUCgUCgYGBAZVKJctyKBSy2+0qlWr58uVKhXKGru4qmxtWlaULj+MI5a//gbounU6TJuz0COaFw0f6JzFTCJPt6enx+/319fWhUIjIRxQ3Pj0s4gtfVavVn/pmVaK302QyLfw/D0Z/+7PCwsLx8XG/3y9rjBAEQRD6DEa9JAFo7ntHkqS9RmPtwZ0ejycej/v9/ng8TurjMzHYP4OxL5o+NANUaZ5LSxIUmF02C06WsznKG30UFFx8sI1RrgEQbWd0dJT4pDSO5Ymyud3u8EJi035YmqdKU5Z0YGOjcjyh8ZMBTzuuci59cWK3h+1NygSXySc/naK3zFnsv2Shv9+fma2v3n0C+es0bY2vg3gAxGt7OEfQpk5uUyT/DgwMnPe7x/761TvoxqPR6MP2Jqa9oFyvUra/u7v70Oeax6wlFYnjSWDKu6Yz0NhFvxNvi/kgZWt/c+5yi8WSl75DpnQWrPRHnpE7i0aj5CwY+CuKopeXdZz4g/6DRqPxHlPNlH1Oqjt0UywlNpVKMcyO7elyuUhZOxAIdHR0iKJICTF2u72urm58fJyJaFdXVzc2NpK/+O+Gi3CijKDFYqGvMh6Pf2NU9aey42gdTvwEphmiqQ4SgN7eXrVardE4KK1Br9dreCmRSIRLDMjKpbFkXBSLior0ej3VXaQUtFdffTVyxYUhk8GYjGZ4uRYTwdStt95KFOxdu3YRTEz0TLYKxUDtj4DrOmOnYzOA3UdkSvorrSmRaBf7Kw1PtD7GylAQ7e76US+hALp+n15fQEPd4t1bzhSzO5kCXXNzs+ema8HzsixTqsXjKvM6ixaAKVdAAIDRaFSqgX5kC7Y+n4+gukxG0Go1i3dvwZLLo1v+R6vVErO3rKyMBjvlFEE59k1PncgzJVrX0dHRPTLhpY4ePbpqQbVarSZIJZlM9vT0PP744+vXr1eSAQkWzKNjzHnoadphghx3Eje/adMmtkGYnXJANw73cZyK53miCi7evcUw1EfMZsNQ371l+t+WOAAQEJZ3ZgK8CoMDSuSLsrAn+86xm1dxtXNZbxBmx3omHY0C+Bf/wYcyemUnE6h6fKOgKBwO/8x61lfDvVI68TO5CIBROxF9fVs1BouFzrlp9nzqpVV97xKF8rG5swjI89x0LXZveaSu7KGMfo0mgdTQxtJap9PpySWoaoSMSpIs0ZHVXcNms3loaEiW5Xg8brVajyMIwBU9+5PJJHfsPRHQSWIWKBuLjMgylfvIZDI6nY6SCC7rfKvx+99vb2+nY9ljamtrm+ATAYvp0nMXQIECR++6CUBFRQVNJo6uWL0ScLvdV/cfNplMiVe712gSDwuGeDze2Nh4VeDQ7NmzYVA9Xlovy3IkEkFiIJPJSJKUyWQKCwtpcEin0xdffLFGo/llIBDS8jabLR6PZ0Z6oBBtxGkXcZuxfyBzOp0Mp3C73aYdL0pAdOlVFotlbrHeN4p533+g8yc/BDA2NgGXb9269YL7nwTQv/iyP6SReO4JTHorTv8lYdkZTI0LxOTKJdgSecdgMJSUlDCBNvbF5ZUF/AicxX0e/9xivWconPf7Oeecs6xIeC4a1Wq10Wi0rKzMnBlPZFBZWYlcrqhyrsxALqJE0T/v8/irFOeke5mM4rElN6oBUltbq151Ez97zhivVocGent7m2+4UplIS2fIcxZ5roH+OY2/8Hq9yjUer9cLQ7UgCEpWCMN/yaYputfc3PzszoNUS8FgMFDGLuk6Adg76yxNLqPn9M3tdlO1KGUMxhhnBaNB6lvTjhcjF7cCSD36I+01/8rNnpPS6ZD08Vc58+p4+HLvZERXWFh/1padO29+yU0+r7i4OJPJlDocANRqdV6O6su8VWerTpbNrWta1vPTuzOZTDgctlqtu3btUrpaj8dDQMae8ga7vTyRSBQWFkb1xXK/V6PRjF7yL92H3qivr7dYLESRmOwsUuHw4JEjFf/677UHd8LhuLvRdv0bXez8JpMJ4jBhdjqdjhX+JjEveqyqKocM8AWGwgXnWhIRAFrn98VNT5vN5sHBQcrkBZARMgm1we12C4Jw/vnnXzrmhcPB0mApDFPGYDPO4hNjx8Npp5PQH6a0Q/+/GnhhaQN4/jhmlwPuVMm0ALj3ued0dx/6XHM8Hg+Hw741//dMecTKnV0uF1HkmAIdU2N4/fXXM5mM0lkojTmL5Qf7919yfO76YcMEBNUpb9nhcDQ1NW3bts1isfjiHA10bCAl4ba8ehTv28hZHPpcc6anJz27HED3HV8aDsXqe6Mtf+3Zf4keJzLj2ONmLEhyFqZoL9vHZDI1Nzc3Nzev3PY87f/WyMD5ZZUABgYGAPxQP/u83z1Gvg/AGl/Ht2EmTU+LxUIj2Mptz/v46Lk7D9I+JT++09jRYUwIAJYf7F+/5v/m3QjjptHhmzZtYvpOiUSCXev0raenR6fTkUfOewlZltVIcUE2i8QVF/JAOp02Go0qFScIGZPRaLFYHkOUkErqK6YiTRUVWFpbTU3N8PCwRqOhtDZnrqIgvRL79u1Djm09UVwICIfDN998szNXqpH1AMsn2LRpk9lsTqfTBJYhF9SXl5c7nc5luXVBpbMAwIKLPMyOPoGlL7o2nn95W1tboKEBwA22xnujvclkct68eWtHVU888cTFgOfSRo1eX1JSQu8MLQKRszAYDMGigqwkxeMJlYp7V0jt2u0RBKGgoKClpcXj8bAP8O233160aBFtr9z2POvtjyY/fcZOaTOA3UdkeevbzGmxAqyMZ4dcVixtdHd3R/jxBh1/MJ6WDNpMRqB6NF1dXW63m1ZRTj8cUs4v161bV1paSm7jO/x4JpOh5S+NRhMIBH5W2tgye77T6aRxJa/y+ukUfn7fvn+yjZrLSyLDiVmzy+z2YqDR6fTs3kIEK61WazAYJi9NTLleMSUDfBqLx+OAFkAwGGQPBUAmk7HZbDpZFwqFWltb165dixWrpz/h6fP7yN69ZXVlZWUt8JeFLXWCUBIZFkWJ42RRFEd8PvPxHSemYHM1HBRoneemawEQ7GUymaKYQ7sVmUzI9YN1OCBotAB4SYTm+N3x9Q2MazalUfD2A30Gu7fY7XYhNcb+JMaidE5/cNRoNK7qe3d9Wd14dtwIRCKRTCYTiUTuLdMgFz/4fD6ii7pcrlWKlVUCB0siwwAMkvAzPuXjClQq1bdVYy6Xy/n0H7xXLwXQqTaMp8Z1uglKGnGOWEkpeiJtbW2v1J17df9hRIYByLLMcRzP89XVE/MYk8lESaw1NTXmtQ9R55AfpdeepmgNDQ1HjhzxeDxobLy6/zBOfKYMkzWZTAxJ/7ZqjDjtNOEjv3j9qLfp05+me78TsaeMs4xG411b3/1Z/cTi6q8KZ8fjHp/PJ8vyL3/5y9tuu62lpYXFzHV1dcuWLdu2bRubmivHkGme2oz9A5ly8GxpaSEAlz5tEgkCcOENNwB48MEHabe53/v/4vE4rWGIonj06FG3201ycm1tbYFAgDkLnPaA7HQ6D+88GI1Gu7q6NBpNPB6/5I4nAASDQZrIUkk1ElVkYBPFacrKAKdzxTPKITqZmdPjEV0hgIiusHGW5e5GG9DicrkavN63L2jlijinNQvg2bgOCmU378jxM3zFmH4ltz0rm4ECwpveWJ4plbqjjRrHp7JyFjzE0koAra2tRV+9g1GtlamsZ2qbNm16zVC9PBFQ/kgjFcVLsVgsFotFo1E02hj+S09tzZo1jz/+OCbVf6een6ABGvnm5oXIOQvKpgGgDMDu8/h/uOAU8Rhdl5SJ6BIEWTJ09TPDR46/Kt0PiaJotVrVen3cf5TCPuX6E2uqz+dLlVj1uWYQ4S6iK5StOh5ZtVpNzDVlAPaKuhwYpx4QBIESmpATPFK6b+XMgUbvEV6vB1Kz55Rk4iqVanzWNS02I0Oof9oTAYCe1/R6PWkLko397jHkEl1/e/HcE8UcbThRX5JRCB0OR2FiKAFwBQYAHFBTU+Pz+cxms666GsChQ4dM/qPq6hqO49LpdNrb3fPWW+Xl5Vu2bFm1atWe8obGxglnEY/HiWP4pz/9ialAkBLLjLP4hzZl2QTThv/C0gZByLygDtVcspBBLS0tLS0inDc4V257fof/aAKyiCwAY28/gOrnt2HJkmAwqP/FH2hyu3ZUxZyFcmQ4zVelrcZkioKcReVf//qFziAN/qzQ1gUXXBAIBCjVQLkywYKL7u7uc4HXFlaRCt401/pAgospxSJcLhcNOCveC726QEsDNcs2hQKfyjubMrg4pfyf8tKJilIeyMoyACYudu7Og6FQiKhb7e3t9+ZQOZ/P9xg/kX18sq9Y+W4QWjelEQLlHxk3Go1+v9/v93d0dGyuLbHb7eFw+LWFVRe39wLo7e0l9WoAI1+7Ysr7yuuNtcVzwuHwz9Wx/2646PSpEjScut1upbNQ7uByuYgc9m5qDEBWlg0GgyRJFoullxPVgH4gZLHZAPRyol3RVyy+Zi2nu9DpdMREGx4ettlsrEhUXsMikQg5i2Aw+L3vTeSBMeZ7HjXE4XCQaM9vfvMbnJhIx96QtrY2lmLV1tZGY3XeGqfSdlzlxInOggr1Opdd097efuuttz7xxBMUvAOoqam5x1TTAQsVZhwcHEylUtlsluM4WZYlUc4i29fXp9PpPvWpTwFobGxkzoKCC3IWHdEq5JyvUo1qxv6ONgPYfeimLIrEVsBO5mMoprrkkkvon9/hx5stHJdUA1hg0BbxXFwUSYasuLi4paXlxlz205kunK5bt+42OZL09Uu8JIriv77T//N5FZIkFRQUxGKx6mpH3joYOzNbqD+jad/p7KmsEssoXZ2dnbFYbE4249UXK2MmZW3c0OpbWDU3KFbAptfcaW9vPyNPb7VaM5njeZ13dA0BQ8SLPiN9otOxhlcnPG40Gm149fldF35++Su/4ThOJwlpXlMSGfbcdK3dbh8ZOi6FK1TPuW31LVSmdnBwkPwrvR6rAJPJRMQ3YSgQWXeX0NlZlsnIclYjZGQ5m9bpNLHoQG5QlmU5m83W1NTQP5mTIAoHqQ6VRIZJzK63t3eWIDKSHqF1ULgfCpxoXQv0/ox6kQPjqNoGgNqXN44ISa1Wo9fribwmdB0iDSCdJMpyVqVSkfNYvHuLC1hMB4bDBoPBaDRuXDL/tiMDJLPK0poA0Hqjy+Xa53BQaddsNptRayBkBEEwmUzHrvzayYos52VeA2hoaPD7/a2trY3NE7nMysyI44fneoyAFeqx+fPn/3Bw8IFxnkl10F9/vvYh0oV9BvD7/cFgMH1kOwP4TCbTrl27jEaj1zsBxQ4ODt5///2UaRsKhQg6UWZ+zdg/rk12FgTIEqaw58SdafhiOJFWqzUajTTjJ8Dd4/GwVLvq6urTydPJs/b2dkDX1dUFIBaLSZL07rvv0p8ymUxZWdnevXtnz569cuXKvHOeaTbu+2jbZCNnAQypKh1WOXW3QhRs4LzPF8YjAH46hu/WmQ2v/R5X3wxC6xQ1i0AjBgDge7m4F0A0Gr37VE1ilUytViujPQKQszLleKpoWQDoE1V9oTG15v3Pvu7z+KNlc5FIvGaoBkCwHUULXq/3gqHDfr+/Z8HFtQd3OhwOl+sI9SdhVSQdddttt1GARCEHc+uTKX6sUt6yZcs0Go2yHGTVvq2/ekseHx//7ne/Sz/e/JKb/fXuRhurcUEpAsglHRO9zpweB7CnvAFwM2C3oaFh/fr1N7/kZvXfaR8qVkv7SC+6okuvsigWeKiegx6g2DJ12XX1O17MgyORU6QyGo2xWEzzjTUFcz6lVqvRf4BeuckIArlRURRlY4lGrSlORDU5WTq2M4G/LNK+98DQrPM+r/vzsw0NDRaLRVnN8O5GG/mL+zwT/zzZ8+Wr5mjSKRGAigfHHQjHz7Hb72604coWqpjEGQyZQb8oSZIkDfziAQCVlZWxz6z6X42Oj8WG7E1N6PD7/YODgxs2bIhEIkS4CAaDzK3P2CfAfD5fl5jIqHmO4wwarSBkoFazuZbS9Hq9HojFoqIopWeXX7jx9WBuNSWVSgHQarUej4c5C+RmjzjDAZly95LJ5O7du/v7+ymBg+h15CxIMGsaZ7H8YH+Labq3dPLdvQ9bu3YtEVFtNptS+RoK+OnLA+nW85va2tpw1cSfyFko8xvIlGjdGl+HKdqLmhPqsZ6+0UNhGZcfiG1edg1L3yGjdQgSkKEKbNls9n8qdXrFPjvOcSw94AVQUVHRKSREUdh27D0fr2OI8GRn0fTrh5PJZCaTWfFeaO2yZc53duCdHfQnAhljsdjtt09EeZNR146ODgocmLPIy9K9QzK53e53z3cAKA7FVEbjueee29obJam+sDEVDoejpcXKJt0b7V1+sB8nvmZORT0KnCgWT+Z2uxsaGtLpdF1dncfjoRoO1157LdtBuTbJfnz22We3NJSr1WrX2UsXLVo0ZYorQ+gsFgtJ14XDYRIuyIsi84jbOAkQ/DMugtu+gq4uZSIwYzsSKac7PCZJ0pi1xDAUlmWZMoHeeeedSCTi9XobGxupcojNZqPgIhQKjY8Xn6lu44x92DYD2H3UxtZRp1mEeWzuLL/fX89nLZZyANGMoJPEIl4FwK8uoEnk4ypz45lws5WIXltb243x/pggSJKUzWZlWf5ZvfX2zsHHGyoBPDDOr1jayI6aPMzljW7vO75SJp8S2JG9/UcllZX33HNPa3s7AKGzE4AoillVtiodH0lqoUBV9i253O12h0IhrFtHAgpUjpOdk5G0p7S2tjZGY1b+rsxvHfrSzTcAGzZsoHWVHz34IIA8mQkmUobTY+0BcLlcTDlCefVVq1Yxt8qIDKbw8PLDe1QqXpbFeBYGMZMVsn6/3zDUVyCLFAMybYne3t5IJEJLZxzHoWTid5avCsDn8+n1+vJ4NKPW6CSBR1YCguXVACiX81z3K8qdF+citE1LLl/VNxGuj5rLLeEhQRB4Xh0XhZFc2jJZJiNAowawafb8+hOli6qrqx8JhX46MigBPK8yDPU9YG2A262stCt0HSp/Zkvflyfq9Kmyx9E6stqXN5ZwYiYjGIDOjKxSqY6uWP3LNU0UW5J/heLJ0rd2NKsGYOOEgkw6nuUKBvwJjQYnKbLMcRzVr+A4btGiRUyWghVudrlcBw4coJAMubkFvTmrFIgz9SFVB77wd39qO/G1j0ajf9m0adu2beTCacnLbDb39PQkk0mlkktjY2NTU9Pbb79dVlZ26NCh3bt3m83m96F4MmP/QKaUonOdiAIzYzgRgKampo6ODqq4QqSJ/5+9d4+Psrzzhr8z9z0zmUMymUkmBzKZHBgBC5jBgBinik3RWlRSKO0WVhtldHdtV/o8YLvtPiu20O52LdIWa+372qCsLbrW1SYWSxVToA4BSWBiQQMkhDkQksxkJpPMIXN+//jNXNzMJAFR99F98/tYOpm5D9d9Xdd9/a7f6fsl9kmyTOiluCzRJ3LCP4niWQBiZ3uSyeTExATBJhDSokKhIAMsV1gRStaVP9rUHrbmx1pbseAWEDOAs6984ATuTt/6cMk8AOFwOBaLpUr1PxwWFS/5wo2db6wwmVh0Jze0s1YZIV8MgMHBwZaWI+y5pmoMjYXRaGxubqbMxwn7GXlNGl5ANOSqq6v7a75WkkgAmEhBlPbgXeYB29raSMEJb61WqxnFmxDztKqqap9CP1ZQTVhmLpert7eXgMPXrLnEetyxYweAffv2AeB5nupkswaopaWFnIBardZms9VX+agzAfT//LFZmcG9mMiW+dXhcGy91Cd15MgRAG+99Zbkm+loR1im0kQCNw73kJMvC9uXhCV3IOPIZrD6EGSbxmNx4Sl5Wu2NZjM1NfFqSzpQumxVOBwmg7CgoICrqAYQj8d/X7LwS8N/zXpwuldBXteFJV+IRqPAcCiVIohuADcO9zBSFxKO4ziOC+ZrCyhz88YVUU3psG8oFJTVZ14ommyh5V8F0nXWj9ZV5maR2O32iuVfPY+8iCh7enR1dZEmmnjpV0X3b/J4PN7ntgOorKx0Op06qZQgL0pLSz36u6oOv07Kwufzna+/TSaT5UciIYUiOG6fJptjRj75srL95Xc8F8LhcE3GgpPE4pBIJRLpoFyysv3lqaLHBQXqsTG//MLIydvqib8yGAxShh3RELMjrxzxMEtZDA0NAYjFYuPj4wSBL1QWer1+qit/0BjP1QmxMNNGsa6u7tChQz09PQDuv/9+1gxKDyfezO7u7pUrV5KWYcqCHHxCZSGEgxgcHGTAbdPUEqZ5Ffr9/2UoDwWDAPIueKRSKdGYMtpoAHa73S+aJMubOicLjK+pqenUHTcAmDt3Lh2W1QChF+ZX8276h55DY6USAGNjYxiLeDwe5k5KJBJLl5a5tMqTYX80GgNQ6B13hIYKMsEVXDpqLLNPKpW+Ob/8zaH3GeuO1+tFpv3PPvvs3/3d303aJyTkrTty5IjH49myZQuFA4WS7x5VKpVQKpFO/lITSbFcLqewYmP1NQ6Hg7Hl0lnC6cQGK2uCMZ5lVtYAoK6ujjECtbW10XzIVRZ5eXmvGFTJ4WEAXxx44dpF1349E/HPugtB5hEryNtvv81aSNAWQmVB+ZVZPjv2uaWl5fHoIICysrIlS5a0AsLbMGXh9Xo5Tp9IJBSDIwDMR/sGYzGDwZCfn59KpagM3GAwnDp1KhwOa7Xao0eP1tbWztv7jmP1rYlEYlIA8Rn5vyIzDrv/mzKpNvJt2WQwGIhfgm1VIxyfSCR6E6INPa6f1hY9JdYgY4BdiTBjjxYaUlefkfOpFE8cUt3+EIDvj8QbGhbWGS5q6yxb0ZKh8qQ/WVj+spr1snrXt2VT4aPb2L2ohSsAACqVaiCRKC0tlTyw6WyGF09oDRIPN7O4mC8s9y5MrbK0gt7eXlqXhZjWzCdoAVpaWpiPRqfT/aBYQun9Go3m+cIq0qkM9qK1tZUoHaZ6Xno6qiDLenz68DnyGJ5Id6zEdY4+JKtmR957VyUGRKLxRKqOT0bF3Dm5prKyMhQKEedGW1vbFzNx/mg0+i9DE7pwr9lsPnvnurKT/wRAMb8OABwOAOPFZbphF0Qigh8u9A1Tstvijr2HliyPxWI1o/azd64T/eJHQBoCb3HHXs2vfwdAA3Q/8BUGVAFAMXR+tLRCeB14vYSpx1InaLaMjIx8T5UQl82VuM7F47FQacX3hnpIK0il6UQ9IV8tgGSeQiLIRvl5Mv9bWowChb7haDRmkqTCsbD67T3nNBpyWODSSnPq3sUOB9XhJged3XGxWCyemJh49C/v7npgE6bYeymVSlEGm5mqUCmRjaJqLNbK8iuFnrhzmx4YWfcQ7lwX2/4YffPl/cfrMgmPTEbWPdT+7LO0QRkbGwuFQkQnr9VqKa1JpVKlaeMBZLYyAPR6fTAYFK4AMyVO/yNF6HSmT1l1lKzWo6Wl5bDDAUCpVM7qfAM6HTIOOwBFRUVX4qpDjrL46Uv7IFWJ5ArVwiXxsdHr/mX7uz/cSIxpRHORy27GTDjLpQhiwpKTrOl62RqiSeW55547f/48s6MKD/6+MPOONP3jP7KdLnF0imQqkZhHMpmMRgD8sXLxAK+9oEgAsOgm2ZLW19cjoyw+l1EWyOzpcxtJj0BmGARxnXD/aUp+hEQCoFwU90AyARGSSaUIW7ud0+TukbcOGcTALD07KTzQC0GZQoGxsbEO3dzKIldHRwe1hNyazGBubW0lql8ALpeLbAaz2RwMBnMD+0JlyuDkLkLiAQC6urqsRdcgZ38vHNnZs2fbDKbUBYeo3ABALpcjkk5aJ9OIethisVAOXSwWKygoKCsrW6uMtLYeZAUKAFbEhw/jYgjnEXX4haDsfFxcwSfVBfLj8aI/yhYDiEVj/LJViA+bzWbrgVexbBWAWCwWKTVIU0miweV5njL4hM2ml8XpdJ58brtUKh0cHEylUtrNPysrK9t2ywLAvDVDw/LCwRMFBQVU90APVVBQ4OHkUoBIBrd2O2MZQIPhG1cI3e30LjPrsa2tjZgWzzzxf/DgowA4pQqAkhdTDz/77LMAIpHI2NhY6KmthYWF5C4/evSoRCIR9jwlnp+a26C+frlobGxiYoLBXNgMpp1fugUz8ukUcovcUFx+wHm2XxSXSKTRVIL9ekNxea6HqK1xTdlLT9LnggL1DbXzDjjPHnCeRVGBGsDG+3S/P2g0Gvfv379w4cIP1BihsmizWOY+/SPysJOrjibkxMREYWFhbW0twyqZ9AqT1D9egbK4cnn++efJmchShpEBecwqUCAAgZUrVwpxP202G2W9Te/K3OiwkZeKUpa8Xm9Lv38qZUEL2vZ40XdGLgCAVFqyO13twfIc7Xa7zWYbLJcNDg7OnTs3Ha679Jo04kxZzNv7Ts8dN5w6dYr57Fa2v4zC9GG0/6Q1Z6PDplAoPB4PGTXl//mma02jUqnkeX5sbGyb/roqU5UZWP5eezKZrEnx50OhiYmJ48sW6l9ub25unlRZCKmxpyqlpLNIUwuDB2xkjxw5Qqltk57e1O/ft0ApdMZZrdaqdAXxVwGse2cva0b17w+aMxac8O7sc26aBY0LqXKXy3XXXXfR97t27WKeO6aL2UB4sZrDpgAAIABJREFUvd545AJZFgBOnz5tWv5VBgvIhslut1PRjEgk0uv1lZWVLBeBphazLKbpOnpkj8eDctnY2NjQ0FBBQUEudjkynTzn9cOBQIBYJo4CyDgN2X37+vqEZ1HhjuGV/Y7Vt/5AM3vGuPiEyIzD7mMUWnqI4HWxGIS7f+VTn3nryJExqqlQer0ymeyJqBxRH4CioiJh9vv0TiLhn/v37zdxCfAckBKLxAB+6EdeXh7t7MkaEYK/ZEGfTKpEc312V/GSv/DCCyyO5PV6CYY/mUyKxeJYLEZVS5dlkKiqqira/TSsGFn3UO6v5G1xuVwu10VjJkuEdY7CzYHRaHSf6QTA83wwGFwdfG/IbAZgs9mcTictl5s3b77I/TqZCJnjcWm/peNyWzZpNj9BIHSF8Viq+hqv1+v3+4NJ8VxeDEAsBpCSJdO7tLGxsZM22/z2V78IAKiMh08B3x+J06MFg8Gi3U8nEomArjyWA8ZECXqSWJRKWekRbjy67y+mZYxsBAA51AwGw59Xfx4ABWR8nkEA8XgsmUwCqbSC0ZYA6Gy4w2KxPL9+PTKWGMvKtNvtZcEBAE4+rzweK/QNS0Sp4GTeupi+mjVAoVaTnfNKxWfMADr2Ajib4vWIJWR54wVFAOa9+XLPbWtIF7LbdXV1Fe1+GowJPhZ+byLB8zy5wLaWyMjdljWpWG21UGs2NjayvRrzEXx16PRLmJM1xLRNofy7bmN9KpXas2dPJBIZGRlpa2uzFhVdZHvs6tJqtaQsCwoKqCxl5cqVXq930aJFFRUVFOYF0NTURDcNBAKEcUv6vq6uDjPyP0IosG82m4W4J7mHTVNJd9HpkKEwqt7w/RDHcRyHzjeER17h4vzga1aChAOQSsQ5pSovL++GH/7y9LZ/pqrPyyqLKzeuPsymkIGwRCIRQvGfhnONH7nAMDQp3eCFINYqI7lqRagsegVpBVarNTdWT8qCHUOEdKe3/fOcR/4VgLvlJ83NzVaXKzo2FpaDEGcm4gDyhTQUEIwv9VswGJSu+TsAGDghPIwlcajVatbD71+zNK0sgkGO4/zLVul6ewGoVCoAvb29ZrOZ7FUSisDr9XpqTzAYpK5DJtqfNXzCP4W2N3kDv1mpfMoZZMrCZrOt//ljO3futFgsXV1dRBQbiUSi0ajyggNAXmYUaBtjtVoZy7nZbEZ82O6wNzU1ARepdemm9O+Nwz2CURhmGZGnx8JKXgxeHg6HJVJJrKL2cFgLwL+sZEV8GEDQH3y7RA+AeBuSiWTWUAaDQQr8vPfeezKZbHh4mL4f/+2T/3vz5q6urtczVMJbu53bbllA1dOxWGyC45BJ9eM4TiFTADh16lStAAQwS7q6ughs6Jj+urH5N9OXrj17It+9r+bfdiYDY4WFhfRQj95cz8qpCgoKZDJZKpW6sOQLAPLn3CiVSslLkkwmCTj1mP66eDwOIB6Py2vmiIfPFxQUIONGmZFPqbzjuYB0vnB0Dq94OKHeyI+EJKICuXyaswa/+jBLgKIrkPiLCmpSvNFobK1RRyu++MeKklQyeW+nE5PlYk+PPb9+/Xoz0NvbSyCe48CsWbPGx8fz8/PdbjcLirMdb0sG51So75hxMb3W+JDKguKvwn04CdsHsibtWzDrGOencs7Vq1dnMdsKhZTF14Ef+L3CK1+JsiBuhDfeeGM8A8SMTLCNnER/cyHyn+UyYpCYZgjYff/mQgTAlofWIOMt8vv9y15tObDqYsfa7XZvVb7P5xOLxRzHKZXK4XV3LHqzy7WmEcBdvd4qcxUpi5JyGYB+WTxaogGwePdb0OmsVist+8R6NL0fU6vVIjHN7xc3P9QtjNLB5/Mxt+mxWxYAwC0LDAZD9fd3GI1GwA8MwGxmaos9flutXKvVPqausRr92TfLEeG0FApFsGggSFd2d3czt5rQdwZCnLi2NBKJsDB/a2vrRoeN2Vz0+hDIHa35yNhcV57QSidqtVpmGoTD4WQyGYvFyB+dJVSirtFoli1bRjcigpFAIMBxXCQS2bFjBz0IUe4WFxdHIhHyTdfV1WEMlkdmvHWfFJlx2H1cQsviorf3+AGv11sriv9YPi45/x7Rbl7JFYhpgf1rMBh+nsxvaKjq6OgAoNPphAVTUzUgy2Sq3bOb8p6kUunZFOZKxQBcErlOJ6d0CSHsS8ul1HJM/hvc7ZTMfPoLX53zp5c4jisuLu657aKWovVlKqVeu2e3HwiFQvJfP/GKfU1VVRVDBmWnUMIz2ZxZPrtJwy/CfuB5Ph6Px+NxhUJBxWi0upHbRSaTCZf+XHdqVhgk21sH+P1+xwNprIRRTYm3v59i46lUKpGIc1z6nY2IOWSW4/SV/R6el4CXIBpdsmQJfbnS/q7D4YBIUu2+ENCVI8NE0f3AV/gCNQDJnPmx0yd5oCBTapdIJO65557+/n5haxVDrol3/nINRABsNpvJZJLJZJ58DQDZQDqMxniRCHsLOcmYizv2zg+HB4GSoL9SJiPTJiaREu4dJRf4/f7qJ34N4Jh5RV9f3+dOWEUbHq3O2NKU81g06AAgS0IqvxgmUigU7e3t8+bNC4VCZF0TVdP8vj4A0WiUYkoqlSqRSMTj8VQq9Vy+Ht3dDDmipaWFdjxZBr9Qm9J8aGpqotS5KPCNhDdMVMtP/xgZ56bX66VH9vl8xLtE1hQApmjpaq2trZSrqFQqyftGU6Krq+vMmTNGo5E2cHTfvr6+QCAwOjoqkUiam5unSSadkU+XsLk3VQLXBxKLxXK4ZF6hrCCZSgFIhoL+ZasszXdPc3dMVh7iX1bCF5UTBBsnFgPQaDTBYPD222/HZMpC+L5nuR0/EuChqYQ8TYSAI0yXoMXcH5TNUasdo25yPqYA5oUkfMlQKGT3uOhtstlsWfx0pCwYlYSQYnV6ZUFURQQxptPpSFnceuLg8SV3xeNxkUjEuQcc8fBEoW5OgRwZR39L5xvs1na7Pe2tA3rm3LjlnhXk3VsRH34B6XLd2H89g8wKcO2ZI3+sXBzj5anARfcik+bmZuat6+7uNplMdXV1b775JquHpSEjy6SxsTHtmVp8+6zON1iHZE2SZ555Zu3atefPp9FUaf1Xq9U2m0194FUA69evp/gE9er+XU8rvvYNdvqNwz0MqDE3cx+ZdBgIVjlm9lN+Bwuu9PX1lQKNjY2v82rCyKMki2g4wjxlLJPOIBP1jkcAiEXieCJ+6onvJYzGYDBIdbuem+5SLVsF4DNAX18faXzyaba2toaWf1WtTg9WIpFY399/V9JTVVVlt7v2SSQKMs8iaTIotVqtVqtjJw7SnyWHX4fhH9RqNZ1+43CPXaOxWq1jt67G0BBlFA4NDYVCIVZ+S0IzhKr5enp6lEplKpWqq6uTGAwA/H5/IpEIh8NisZh80Gq12uPxsI1KIk/BVVQHgeJ4GDPyqZWyl54cnggiBQ6QAKfjoSd5LKtMu3imR0xjvxIHBfveYDCYzep9/v5xXSFRH7TWqM1TVDuubH+ZMW9mXZ8lwOp0OgpXsLTZhoaGyyoLFuC52r65vFB1P1Hiks8OgvS6rhwGz2O3LIDX2y+Kb+RHllXWEvstHca8VAzvkrW8+vcHjy9LJyoyRtcsyVUWvb29+fn5Op2OKRoAROLZ3d3ddfN8BOPScBjF5eT3ybUs7HY7EaNBQAzNvHV0zLJXW74u6A2O8yMDWg1g/ptdAO7q9QIwGo1s7f2bC5Ht1XIASKVU7tFzX7pl+YkBvV5vNpsp55f1Icuqs923EUIi40wO4Lp167Ra7bvvvouMuhFSVNG/JpMprSz272ddsW/BLK0g7+z6TLYmUx80uNTmqqqqhxMA8CTnN9yz4kmHo2XhMqvVSt1Oip7stW9/+9tZ3Zhr87IoVzAYNBgMVJL1zW9+c/v27QD6+/sJgU4mk0Wj0QxQLWa9tA8ZtBCmLHbs2EHGxaJFi5iJwVyNwpAhC/AIYfLI0syyLIQMgVmZB1qtluaDNG1jpbkviJSMUfHW19e3t7erVCoq2SHfOjMuPo7K9Bm5Oplx2H1cQvGHYDCYZm9JXMRYmd5nxzDUDAbDKxl0rfQLs349Mg4modmQK1llTQAWd+yl93/1+fceh5RyiVlBHWX/TlozJaxDmfQxIQDmy7rp9CJEi9NsfiKVSq1du/b111+vqqpyOp0UvTn+2TsrKyttLhdcrkgkkuWboI072QOkR89teoACGgqFQmzvW7z7yQGZErOvz+oWFswXXuqyDe7o6Lj32lksihWNRt1uP4Dm5ua2trb+/v4sRGdhCJFtRzZv3nzTTTedOnXqwYmha04eGL7njqwKUInrXJjPI2ODcJeKi4vPnz//bwFukzQsk4krKw0RQO0dqqysHBwcfH329V/u2Jsf9INPJ6ldl5/3KgDg3lH7+4PpWphz+fkTLtfbi2694Qs30uiXKyR0a/LZsQYo/ulfKambtUci4ROjPvbNNdGA3++HvloN+P3+C3kqCIJ7lElKT03ppQCsSH9JKAnjcrl00AFZ3l8DkYUqWTQaC5VWkEvrrbK5+MlPGhsbXS6XTCY7VN/Yu2uXkKR4+ev/ERZx8lSigBeLIuHhsioOoEHXarUdHR0ul6uioiIcDjc0NDzzzDP/Wq5QKBSE1ejgZGKx+Prrr7fZbKyIKfjj7xUXFx/7xcQi4O1FtyKzgyTCCmFQlLWhvr7+XFkZfVar1dize/1TT9076gWQTCaFpWp6vf7QoUP/okaqQJ4XdSsUCvKYs6m4ZcsWBlMFgV1aX19/5swZXAqPKJPJrr32WkahtWPHjt7e3tHRUczIp1a2djttNpu66BpV98uUCYUPDd+ztdvJfFIAJBKJVqud6pq5yoKkt7cXvT/J3/Q4z/HkbBZFI8ihM8syvaZp1VUoi8vyqFKwmhJmTSaTVqtldeJZysJgMPiGvHQYGTBE/5oOgIeyryxsWJaymKa4mHUmxQxIWZ89e9E8drlc4u4fTdz+NYVCQZt75q0jBW21Wg+XzDMYDFh8+9n8U9pM6FulUt37l9N08AtBWZrLFSCjivDaPLw8IeISiQSvrwmdPXVux/e/8Y1vAOju7mbeOjJs8v/24WBZmWLfS5YMgSyA7du3Dw8PR6PRhQsX/vKXvyz7u++GwwMAbHzJf03h7b3//vs9Hg9bJ1mi4vqfp6EAKIZvNpsJr8BoNKLzjYHFtwNYER8WTpjcHQhjq8z6Vejdbm9vnz179h/ExbimGIDMau2etywm5gFIknG5XC5FMnVpm81msxmR1n2txxbfmUqlIk/+C1F4/exnP5v1D/+sUCi4SISUpn/Zqq+bh61WKyvO8nq9ww4HN6s6Kk2/BerwGM201atXV3V1vRAEgJduWyhMnBSiidfXL/jyrtcAqA+82h6JCFF3yVuXTCbL//57+MN/8J4LHMfNMZQ7HA7HKFo63wCwZcuW9evXE4NkVVXVALVBrR4YGADRj4RQpawC8JRYnJ+fz3GcT6bikEyJxQDcXJ5h7y4G7zgjnyIpe+nJoYkgUgAQRyoh4cQpQIDkOH0G3FTS1rjG9Nx2T0Ee4omkXAZgzFD6ZMrPFmUh62gu8yZLrKYVjy2VDBxAuHhOpSye5PwGg6FVgMUmZLcTtvbDuw9IWZDPjrKncamyID4603PbAZhMpkODDmSUxcr2lx9T1zAPC1tRhdc3Go3G82HqjV4B6nGuCJUFQdcBEBIWUSeQC49wnNlYQ9CBwmyAoqIi8gQxV5Tf7z8Z9s+XqwFsN5hs3vRemuDPhlUyANLR0UE5r13/JYPB8Hub7dVlq5ABDrLb7f9ZLqvXlAwODo6NhSUqFTJW4Xe/+11SFoQIVOxyASi+dMiEE9JisUyaBSacCe3t7SaTyWQytba2kueIYckJZd+CWblLGCPwpWn2A38/Qa+q1er7bO0PQkYuWhpxmUwGAbMKLrUBc1W8VquNRqMdHR2zZ882mUz33XcfwQQDeP/992tra2Uy2RpXiNqm++0fCTvYUSQyGAwsWs/aKTQuhBC0yFYW9evXr2d/XnvttYz1S6/X79mzp1KjCfb0jK3/0uf/el4mk9mvsQsdfFnKgh6wvr7+5ZfTbzQzLmQyWWVlZWVlJdvdFRcXk3FBWLcz8kmQGYfdRy/0tkQikSNHjiy67NGTiRBDTShC39kVAhKlr2Ox+M6/h0yA4jvy6POFxntH7QC0Wu3Pk/mY1tCalNyWpaplHTwN9kSu5DouLRbLsWPHNBrNqVOnCFSbGWC0wjIhCnBaX3Iz1SWuc2yNXNF37KQAaIktZ0yVTtVO5qMxZ0rMGG5CKBT6hagQCOt0OiHgBQFP0C2YphFuU5qamqxW65ecJ7SxJCACEDl2eGL2tQRXF9NXx/TVyDBtASj6/k+3bN0KRTkCw/+hNnxPlSCFTXByb7W0VAGdVVU3v/oMAJ6XcJwYGXMxKI9Go1HqN5/PJ5fL9+zZc0Nx2q93MhSbc7KbKk+rf7PXt2WT3+8fWffQtcJnr/+1b8umcOchEZBKgUMqlenemL56ZN1DpFF6e3sBKQBjxlsH8hFnPj9RrXlFgJfv9XoVIs6V4oFIMBgSi8UDAwPxePw3mmp0dgKYPXs2HXnkyJHh4eG6ujpm7UejMalUIo6lRMkkgFLPgFiVLzEY/H5/X18f8TrRudQJ/xbgtshTTGX+Wl7WWPEZy+Yn1q9fj5GRuro6vH94bGyMYlCfPb6f+exsNpvlUhosRiLR2XDHakFxscPh6O0degwIBoOFhYXLly7scke5UEin04VCoZtuuqm875jX600mkxKJZJM0LJyuwo2v3W7XaDREPDINDZnX65XJZOSto32e0WiciYN9GmVrt5Oirz6fb2j+zbNP/uWqLyUc/a3dTrlcHg2nfTopqQyRyBTnTX4dgmPbtWvX+BPfUXztG1LjfFE0UpKK0BstXPbZZ4bWLEwSFFbLfiBlwfwdabCwydx29913n0wme+WVV06dOkVWjdvtpvVZWBe/Vhl5we/3er0FgHnkzPt5SwGcj4sBwO9Xq9VrlRG75zLdwgCYhO0UOvRzOwSZwtiJiYna2lpqYW9vb3Nz865dT1cYjXq9Hn2weZdotVqn00kt9y9bBa+XlkpRuUEyMkgxjzGFGuEwCtKFb8xn19TU9KuBCQAeXg6Ai0dTYnEymZRKpXfeeWdWa6mrT85eEhsbAzBmMFXBxyztY8eOkf566623rtn0o7GxMSI/VSqVX9712j8vmMWug8yKxErys+j8ent7+dUPSKVSjuNspaXUIyaTKW3YExrgFEFHlkOXZdtTnmPVw48plcrR1GjZO3up5LN/4bLo2JhUKvXw8jfn3iqORpHHp5LJKMQIhzWRAKuANhgMlrvNrPFj275dUVExnpeXn5//Rt6skge+AyCqLRWLRNELDqlUSm67nTt3MrPH6/VKpVLSJXFOAsDksFkd6R6oF2gLmrHUG/WXzm13y08AuIFgMFhWVkbw/FKpVC6XEwTe4P/743A4nA+UlJSw7BgmVEFst9tNJlPXhQu4FEieCeVoxGKxlDRVI+e9Xq/P55NJpTPK4tMoaa9Z2vecov/JEklcVX1zVlKewWA4fbYnIZMgg4XfL4pPczqJcOvCdshCThiSyyqLY7csEDIpEWkGO7K1Rk2OPIfDQaWpVzd777333oKCgldeecVgMAiz2EiyogU7duxIKBMcx11SPpwDKSMSiVKprHBAWsi4uGw7c5UFMlWxbrc7oyx2icViAgcko0Do0GQlt1u2bNmxY0dxcXEWgvPJsJ/9y4S8dedlYnFcrBgcgVSaPxYeLCoa9FyAvvTOvkODX32YwuQul2te90jPHTeMjY2VlpZS8dOu3++iFpaUlPz1r38tLCx8c365R6IG0NTvt1qtrTVqWrho3j6mroFARwiVhc1mY/tYCkjTT01NTTabjdLSe3t7kdE+JI9leISZsqA/GeO51Wr1VcgprjMxMSGVSq1H0zBtgUCgqKiILAsCMRR2Zq7/rqurq6mpiZjQybjo6OioqakhkAe9Xk94hZFIpLGx0WKxrF+/HnV1IyMjlZWVdSOpAwYAIGQndhdGMit8qEk3QgyLIxgMajSa8fFxjuN0Ot2iRYtCoRDp6/Bbx1FTc+edd1ZVVe3YsUMYUhUqC2ZZ+Hw+Fhsmnx29ieTLps8EGGU0Gnfs2LFhwwbMyCdAZhx2H73Qyx8IBNxu9xalcrNGrFQqMTZx2RMvKx8IEiirJpFEq9WSbWA2m5+3wmw2n82wneU643App63w+6lk+gOE+XTTX4fqUOizzWabNMxOAKsOh4OIn+jLkXUPYffTarU65AKAgK68gPiPBJLVjVnrI7PBciGNjEZjmsO1EACMAhVLeQojIyN6vZ6R+uFSSjt2fZvNxnEcQzpIpVLk/wqFQrTvJrBYUngjGScg5T+frKpK58IJdktWq/UWkVgqlUSjsUQiESqtMKrzATze2/u/uCjbUjwl1iiVAKLBYHCuVJxKJSFRUaeNdHUhA1rX3d3N0Gp9WzaNdXdCIpVGLpbSiESiQUUBq+xlGoWQSuiRzWYzOvYK0wcsFgubAPpYGED5RCApSvZEElIp922HV6PRVGoAwG63E78hJfpFIpGszJ1oNCZNUR64SKzKTwbGNZuf0ACNLS2k4Fnsi0qZWhTlD4gGTzauArAUoFoq6tXPnbCWx0IKsRLxiSFFAXsixpm4+vx7WZSvAGr37LYBWq2WNppOp5NyLRUKhdPp5Hme4zie5xctWsRartVqg8FgXl6eQqHYl3E0C4WS1YVIHKOjo4QKP+/Nl8MPbLLb7Xq9/tSpUzzPkzalXY7b7X7//fcjkciMDfapE5ZXlUgkaLbTxPtIhpKXSOjKkmRcCPiVK5MqC2RoT2d1vmGWBQEcLplHKGCTKgsAlOycBQjwsRbDkjBl4XQ6c1Ed7Xa7srub3rc/z7+5IBTySVUAKvgkgEfrKru6hqe68mUHYnp9Qf+yD2xhMRqNpCy6u7vzF9zik6lkBmPQ0Tur8w3/slXsCnMK5I7Rixa5JhLw+9N/hkIhKDm6r4F3+v3+QDxtDyRGzkmlUuh0VXmhLDVnsVgefM0Kr7e0tBRAOBw+rJ0nJHxwuVw6nY427gndrPTNRt1CiiGhj/L48eNk85CwdJuKigqvRBKNRilthLkXzWYz3YiUBTIeTOSkXk661Sn/++8hk80d/PxXZH96wW63h10uqVTq8/nSxK+JOD8RFgH8yAWNVpt4tYVblb4sc/uSFqbPpCyi0ahCoYjFYhzHpVKpktJS+jXosDNl4XK5IpGICKjgk2eSEgB8ImYtusY8ckapVAr9CORldjgcKJmXeLXFarVyqyykLBwOB/kLFArF+Ph4VVVVWVlZ559eKLhnA4CCgoLaEwdrb7rJ6XSaxs5VqhOHFHMW9ndl6QumLJYD+xR6AG5x3hrf+5BK6eleeeWVmwBSFu9fs9TpCYrFYqlUGo1GX3vtNVKpF6FUZ+TTIEPhIPPYkfxbMH9nwUXP2hWm19FhwnS8tsY1K/HyGwP9FNdUQMw8ehDwkJJcf/CEdTJlQVXtwi36pKA97KVmymJlxh8nOEoN4EnO3y+KL0M2Oyo+XJ6dz+cjffHuu+9OqiwonXb1CH6r48bjnFyRDQ5ImVwAiGSTfX/VyoL1GFMWEGQmGo3GM7EY1cvTOkxhj9y8s6xVoqury+/3z5er3w14r1NpkQkqrGx/ucwPACNhfziUjOpLKyLJPrlYmYFNDyFZ9tKTN9SUU0nvypUr7Zyfgao39fsZ4EIqlXK5XEf+drlMJgnrCvPdo/sWzFp+YkCI8APQeIItpCRMWZhMpqNHj7rdbr1eP1XpWPXvD568rR4ZnhBc2tu59mlvby8q0oXJExMTFNqx2+0TExPFxcWHDh0qKSmBwHiZRmiwjEZjOBwmTEbqaipt4ThuyZIl1GyyLL75zW/abDar1erz+bRa7XaD6T5vu1gsfjAoo9tlKYus3sgCRSFlEYlEeJ4fHBxcunRpZ2cn5bJQ4epNpCwEppbwmmQkClU2pQUIFTpN5kgkEo/HnytM/sz6mlgsXpGpzn7//fdffvnlgwcPXrajZuTjlhmH3cclZGnX1dUdLy622WzmFXcu7tgLh8NgMFwhht1Uclmt0JJxW0y19lVWVt41rdPqSnRhVkjqshpUyKE5fVEwVdTTZ6fTSVDZ9Cd5+gmnWSQSRSKRVa6TiURC7u7tuW0N6U5CQMOWTX6/P+b3Q8BbZMlwhiJDljRpM7K0KesoRvEh7DoW4dHr9SMjI93d3WwTYDQaV59/TzlqFxI4AFjcsbfQNyyJRQEkoxFkAi8KhYIieOkC1VI98Wbcf//9DIaPdfvijr3dHXsNBsNqAGbzQZgXd+wlXIaf+YeAIRr9nyVU30GU47jHw9LmtStpYsyViuWphEgkEk+EKLOvtbWVKO0AxOPxo0ePpnV/xWeWd3dGozFOJOaQBCCCKCJNpzoW7X4a9b+mxwRAKfgstEhJnYSFB0ADQABy4ZLIISHTK/F4WMqQBO12e2lpaSqV8ng8oVBIaA3eO2rXdoyHSisKfcOIJIAUpSiKVRfT+oxGo0qlYhHURx55xGq1qlSqk8YG+iYSiZDDuri4+CLLaiggEonKwkH54puOZ7DkFnfsDYfD/rIy/6YHkNl5MBCN5wurvoVxepZXKj6jC/e63W6fz9fQ0ECw90ql8qJruO8YwVvI5fJQKER4W6zNk747ra2tw8PDq1wn1Wq1oqxMsftpeSi0p3YRDRAAt9tdWFh49uzZkZERCpcxuKgZ+bSIEIdeqVQajcYjR440NjZeYYbyVPJoXeXWbicheYEXP3/zfGBychJy99PuXwiPzZa45uZmthvOYtJkR0515ama99Em+DCCM6fTSdWjJCwsbLfbKToSCAQSicRAgpMmEhzHnc94uNiCzwDsMJk9MJVQuhDNAAAgAElEQVQI9YUwndByKcI6Ls0d++Uvfwkg/28fBqCJBLxeL69UIgfk9MbhHip3/aKzc2Dx7cwQsui4LD1VwSfpiShXK2uwWEsmCnUimQqRgNPpjEajwWDQ3tHR0NBAzlm32y2TyfR6fWlpqU8mJyMtXlQuemYrFqWBwIXKIplMRiIR+pP1kkqlCofDxJZQUFDAspvr6+ufeuopYavIyGcnsuobQiSYJjwpkaTzxCltIS8vLxAI8BBBJOIzMK9arfbG4R6YzYcFoE7CkSLVAMDtdkulUo1G4/f74xCxCOu1Z470Op1ms7mpqWn79u2Uqx4uKA6FQjJOznEcL1PkFRT8taCeepvsoheCMkKpS7/dy1bFi8olUolvyFtXqgVAURafz1dWVgYgrS+Ge9J51pkWku67yXPalxPdyZLBwUFRJPKbMF9/vjvLiRCPx4kCMi8vLxQKRTM88vioX8MZ+VilrXEN9x//nhTkc4lFoiNHjlwvkx27ZYHD4SDUsA90waw/hV653INXtr/scDiuP3iC+ThyySKQk/GUK5NOOaG3jtLonuT8AGKx6AHn2ZoUT87uJzP8D1c9b1evXv2Tn/wEAGOSYcLQMJmy+FIQr83WDCcS5O3CpZ1GyiIXc/YqlAWmMC5IzGbzSFvbOzfNGxsbKygoeDihxmRJi5OeS0Ltz0oPpJw7kVjMcZxcLhOJ0itDCGlMtHc8F97JR9ktC8wJXH/wREdHR4FOF3G70dDAMhVkMln8H9ex4qdxXaEyFBPCNAPwer1WZzoi+Nxzz2k0Go7jhMoCwJIlS/5g1J6KxxnyglBZ0H7+8VkLACCR7uEsZZHVYwCOZ/6USCR39AzHM8qioqLizJkzVAQKQbInO1EIqii8Znd3NwuTG41G2sOrVCpmaDNbtb29XSaTyWSy4uJiu93+A81sKoMVjg5LNNnosPn9fq/fy9IGWUFbS0sLWUZkqixdupRaQsaF8Gpkrwnj/bh0KrKfNjm7JRJJKpUKBAIPBmVbtmyhzLt4PP4fWkTC4Wg0KpVKXzGobs6kAswkZX9CZMZh99ELKyAtKiqinRO9w50NdwCo+5gnPb3Dua46zeYnsGUTLnVRfZg3UFj0BEFkgH69uvit6Bc/Gs3LA6Ct+EwwGOzt7Q0EAhqNxm63FxcXCw0wIgS8+1x3KgPnP/v1F/pWrGVwALmFJJM+7BVygAjtWOEHVvC1a9cuAgQVyrfE46isBKDt2EtUDyQGg8EB6IZdpD+SsuwIHoHKqdVqpveIeda3ZdNi8Tg69hIPibB5LS0tP0/m9yZU/4sLfEcejUajfwCam5u7u7vPGo29vb1rjEZC7nu8t/dFWQwisSiZRCIhDo6XPf5PX87XHCi++ciRI0uXLo3FYolEQhisE4tFEXCyJABExBwvEuljIQyFCALv3lE7wdf9qEzuuzTu6rcdpZ2OV13c1dVVT129ZRMMhpDD4fV66S6ypKykpIS00cTEhNvt7uvrIzODgZELC2zlcnk8FgUQk0gRDssScXLCWjJD2d3dzV4BmqhkSrEiZXJc/mNq1JdM5iWTyTT3Lvx+v2XzJJuewcFBFmBkZdGdGYhJembKmqGnEIrFYmkB5re/CiAWix298QuLAIvF0v3AV7xeL0HakbAoGWGCjI+PSySScDhMtRhU9zQ+Pu50OgnoRC6Xk7dCIpGwlMAZtfopkhXxYWKcJJi5DXev/qjy0aaHfssSxjkgnD9XEcWZRqZXFh/m+t/+9repPDwQCIyMjGQpi66uLqfTGclUBOe98WJi3UZkyGF4CY+Mn0XoQ/8wDzup8Taw+HaHw/HM3WYWTtPr9am7m4P5WuW4F5kCRrPZfFgAHfBoXSXqLBB4bx856AfAAOzYYVu74ff7K/jkWmWkvnE5AMCcO5e2djvnFMi7w2EGcRh68Zc6nY4sDaPRuGbNGvLe7hNJE+Ewz/ElqQhSiX/YvDmL4oaUBTmAaEkU3k6n0zGwIoJ2ra9LW0eYIq9BeDorGsoaiAGpFIBcLlcqlVKpVD93rtPp5DiOFmeJVKKJjNGjxaIx1vNwOMhb9+Br1mfuzrZ1u7u7GxoabEql3+/XarVIRQxFpe8B8jFP56wFmLWA/JgNDQ1/zq+KRqPiaNSlUAHgUlAJ2kZlR/T56NGj5FKcKNTljWbX31EeDQu0ACADDBlVbjKZ2trayN+3aNGi1atXC3HZqdkEzW632z0eD1HESiSSE7WLV8SHifq8vb19fHw8Fovlvfvi+Pi4dO03/c//nFmbuf0/I59w0eUphsIsICFKfP27LbEWAOZp+TevTnKT9dLQcgJlIfz1wygL5g1ExlvXWqM2QO1wOCQSaSwWPY2o12YzmUxUbvlBr58lWq2WcujsdnthYWFfX9/GjRtZmb/X6yWqcYlEEovFbjt5obGxEak07hhylIX5wzFETaosWKSHhdM0Gs0Nh3pAEASZDeOkCYzCKNFUnLZtjWuKd28HMJ6Ii6R846waAIOeC2yLq4BYePyTnL8gs2KTsmhubjabzWSjDarVo6nkxMQEz3MSiVSbl9/a2rrkt0/S8YQ2Q8rixRdf1Gg0oVAoPz8/Szf9wZh2Ke7k4hsESET7FswKBoMlu/dmcQMKJUtZME/Wz6qv37VrV2Vl5ezZs4uX1ng8nomJCUatMCmoFAun0Z9Z26GWlhZSFhAUfpFxwTAcSbkvXbqUSm4HBwc/97nPEb1DVpobfdjosJ0+fZqUxQ/8/ctzmsRS8ok+Iqu1ADZv3kwbBtIXGzZsyFUWdCTdVCqVplKpcDgskUjaaguxeXNTU5Pdbud5PhYLR6PReDwulUrFYvFf/vKX2traGWXxyRHx5Q+ZkQ8oFovFnJGrW8qn4Q6/EmFrx8jIyPHjx7u6uuiCms1PfITJfcLPVPHe0dFBqxUytp8QzvyyFx/d+gj7vPr8e0qlkgwwSncym82MxQlAZWVlWVlZKpVKJBJU3SORSJgt0dXVNbLuoZ3KWaSBmGPlIxemG86ePctGrampqaqqanHHXoNAhAmGAAwGg3zxTWJVvliVT7h1Etc5xZBLSP4QO32y8qf/p3bPbmH4iNlyhb5LIoQ06x7Tcmq1WqlUajSaJ6o1q8+/t1ESWvT2HgC9vb3UG83NzTGJVCQSgUsXPIknQl6v1/SXP6jVaqZIqOzIYrHsW/F1juNkyYQIEAF5yYQkFqVLORyO7ge+AqCysnLWrFk6nW5xx146vaWl5ZWKz3jVxV51sZOXB4PBXbt2sWlA0LkELltZWXn33Xdv3LjR4/F4PJ6VK1fyPC+TyYTVAciwVQBQq9WhUv2vTLdNiHkAXGQiwvFpILAtm2ha1tXVKZVKykunxrS2tra2trJ6BwBut/uJqDwajYYgCkEU5aUxiTRrfMsyzBJjY2PkWWPcGqQIV59/b3HHXpr2ZrO5qKiI7is0/kn+aKz/o7H+lYrP0FP4tmwiVLu/9faHw+E5f3ppccfe2j27V69evXr16kWLFmVh2BEdsEwmIxd2fn4+ueoaGhoaGhrYHnrGW/fpEovFsiI+TP89c1VI8B9GWTB7AAC5ujQaDdMXH1Iuqyy2bdvGSnFJX7BW4VKH42Wdjxs2bBAqC4/Hwx7BbreTsjh33a0OUyO/+oEJERcViWNiLiISzymQC4/88E+dK1u7nVQgaTAYHnzNCuDs2bNnz54NLf8qHZAoTqPzmEwmi8XyzN1mel721JSoS5/XKiNZ3jqSR+sqt92yYNstC7IyOCZtUl2pVi6XSw2zy4/+iZZZyqPU3rfRZjABsBZdA4DneIlU4pOphAhTzz77bFVVVW9vLykLRlNOCyMlA4Ig/0bOUGCje8hL/fDga1Ya8ebm5ttuu425t2irICRM7O3tzZoPFotl586dX5EFZ82aNXv27LKysmg0WlVVxfO85i+t6gOvhl78pSYSAKCJBPJG3SuHuqkM3O/3M+wnr9cr3JZQx5KyQNtz7Blndb7BeQY8Hg/FAoeWflGn07399tsAROUGAAgHRUjlpTEtkJXMKKRuZ+l+JA6HgwCPzGYzv/oBxde+cUBdcyCTWEG9dLhk3k/7fACcTqdWqxVOS3oQUmFU3bZ69Wq1Ws1qCEhIdzQ2NtJLAUDUdL/f79dZvi1UFtnTYkY+2XJDcXkBuMx/H73t1ta4hv23sv1l4X90QJayEBoXH/7WDyfU5K0TSk2Kj0VjsWjsQh6372zPk5x/UmXxgcRisQQCgUAgQMqCQR4DsNvtWq22rKyMAjwjIyPEfyq0LNiR7KyPA/OBWRYdHR1ZxgV92Llzp1AvZJ1LH+rr67cb0musWq0W0gTfVGbgeYlGJi+U5r3judDWuGbwqw/XpPiaFJ/lrSP7pbKy8vrrrxcqC7Z6B4PBAo+fvHV0fFdX16/m3QTA4/HI5fIl1vdJWVAhJ53yJOdvrVEDMBqNfzBqPQVyT4Hcwaf6RXGi+2hpaaEsy8rKyshDf7NmzRphzzAqhlxlQV42yhdZs2bNxo0bm5qaCG/O5/PR8kv1BLgUDMSSwRmgwaWwYpa+IGUhzGYg4+Ktt96iPBLWKnZAZ2cnJotK0lAKlQU5QFl7hDqRziXjIhdOB4DT6SR9we5CymLfvn1sMpBxQWCI7ESa28T0SJitPM9Tvsvtt98+4637RMlMht3HIlm2ylSVp7nC1uUseuYrFGaAud3uYDBIeAGPP/44QTYQIuYHvWaWTHqFjo4O9nnbtm2PPHLR9Zblo6HPU/kNz58/z0pdKFsqy4hqaWlpa2ujTObGxkbVX1VqtZrUgEKhoEVIqNtaW7PB+z8O2bVrV35+/vj4eFdX1+233/7UU0+ZzWahkZMunMwYHrQaqtVqylCr3vzE8D13QMJTYt1YdyedlbULZ2IwGMZ8w3K5XD4xTg4+35ZNZ+9c9/n3Oqg2TB8LAaLIscNiVT5K9QC+MniKUiHEEbG2YzyVSiUSSQ4pAEmRKCLigsGgWq3meV4sFrvd7tIMgg8yxa2hk2k/lygcjEmko5oSRk2q1WoTiQTBIwIIBoPkrvqWeNwrgOm9b9x1HHVdXV3WwqrP9vf39/dzHGcwGOp+/bt4VxeAFX3HAJysqmIWhdVqtdvtxAE/X4lwOCzsk/+d0vrcvu/IRZVlJbh0gjGhnaXL5WLYGTabzWQyKZXK5cuXP/PMMxFlPCkVQSSKRCYCulnFmUcG4Dv/3qlTpwgAcWxsrNff+7zR2OtJI/SRQ9ZmswWDwe/I8XhvLwNjgkDjsvcllUqJRCKqtqjds1vYyAfCg1SN4Pf7/ZseGFn3EGN8R6ZEjlAFN2zYkKH4QENDQ1aW64x8GuXDrMnCGMaV6wshjQPNpe7ubqIzJmR6fJzKolcQq+/o6MjCVWAfLBbLZf103/zTUZFIRH4ZwnOh72krTNqQ8lIbGxtPSFRqtdoRSYmREolEeSLwvPj0WHiFAi8EZQAGF9xyIaeS9CMXpizC4XAikZBHoxzHTRTq5hTIhTQFs4CWTrDU4Fy4bhLhiz+V8TZpeXVpKhpwDwCgdBKLxcJYPhx3NAPghlxJXQV9c+rUqaGDv0cGA3fXrl0mk4mUBTIZ7gAGFt9uAAYMBndNQ7M6DEBpsx0umaeJBByOdGYQDXcwGKSlkrh9MEXmnZCfjsHxmLq6gEhra2stYM8kIHCrLHOBcDhce+IgQVPZUymkXw0ZgLGxMbLZILt4tay+Uh94tVyvr6qq+nN+eu0NFxTzEp5S5CKRiCiVSiaTIoggQl48luA4XsI/c7c5k2ONzZs3E/qqzvJtiUQSDAa5wniJVotUxAdJLBojc7Gjo2Ng8e3KzO5bq9VieLilpYXIc0n65t9sfO/td9999+6776aOokJjAM5Fnw9oNPv/cvp/KcYBqNVqv98fLy4HwEmlhyPaG4d76uvrHzl4Inzb3ww4nVxFdd6oWyqVmkwmmEyzOt+YZsLMyCdZGLTcO54LK9tfdnB+ZLLSLitCz9rVGRf0Yf/+/QsXLjx06NC8efPIuFi6dOmHh6W/xGjKkBV4vd48n4++lEqlqFSwqljWpCuEj3j++efz8vKQiW0jx+nGlAUA8tOR0E5so8Om9vfT1p28YGyT9vG9R8xfM3LvnW8ACoXC8tcDNssltc9CFUBONOHg1tfXHxD8SQc7OL/BYLihuDzrdrb7NtIBrTXqLLYN0+zZROlGyoKuTM27q9f7ikElvzCiVCq1Wq1p/7vPevcDWFFUlEqlutsPhBUKlUolFourq6sJOu0ZZaTGUEM3amu0bNm9XQpMTES4TA4B89ZptdqxsbHKysr/Ar7sDCqVSuJ1pQLVrH5g/rJJsdtwaXJoe3u73W73er0Oh4NgvoVg6G1tbT6fbyp3FT04TQCCLK+rq9uzZw8ypamBQCAejxPSgsfjKSoqqqmpycoZJ2UxtKiKGIfoS2ZB0C2EtHIQzIesAUWGK4Ym5Pr165myQCaWxrqCUh+EZcvUMJvN9tuBE/QISqXSsfGHwuvPKItPgsw47P475Krz7K5CrQIwGo2ERPP5z3/+9OnTVBYBAZ3QRysWi2Xbtm0AKGl5qtTlzoY7rqIcmIo+aBllCVNOp7OysrK9vb3qoe+qL/V94FLmPmIawtRDkOs6vKwJlCXUpNmzZ09MTOTl5XV0dDQ0NFitVpjNhOxGwrL8urq6sO6hot1PU52jZvMTvi2bYrE4gNjJ7pi+WnTuDMHbxWNRvkANQd3uRaQPTYl8Is3+Tl6/ssf/Kaavnj17drLvlEyhlEj4ZGAcgGLIVRkPJxKJcyJpRTTEcVwI6Ety80QIinhlMiZOQZaIkZoxGo2RSKS6urq0tJSCOdQbqwG6YDKZFCWT1Dz2XCyrDkBb1XXCzqE6L57nCwrSfA6ETkhMrB6Pp+nOpnrCwgMo0rS4Y68VaUy63t7enp6edDnbvHIA4XA4C4lDqVRm4RNZLBay9EQiEYErEb47gLq6OpfL5fF4SEPffvvtvzh06FuJcQAFBQWiUAiC906z+Qn5A18hM+/R4QiQrmz6lni8EyBvnbAlRqORZZjmCinUVCp16tQpQ1+fWCym/PxoNGpITAzKCwwGA6vjpgn/pS996Xe/+11D51uFvuHYxHjJb/bu2LFDpVKZTCbC6pqqenFGPr1y5UN5dakNzC/z4GvWhNVqNBo7OjoSiQQpC7fbTfpimsojdgV8wMJbuiC9I9MrC0xb3E0NsA2OiGT5mmjgcMm8w69Zn8nwLNMx7N0kZfFiKM9gUKvVam5kXA5MpABgToEcwAv+9GpWVlZGL+CVD8EHVRYkJpPJ7XbLNZpgMJg36k6NIk+rffTmSTKeduzYQdZF1mbgSob+sm37l+v0rf2zm5qa2JXVarXX65X5hiOaknA4rBy5gHJD4vy52v4uL+ByuVwu13XXXceKdCKRSCqV0uv1c+fOfcoZ5BwOn0wll8t5Cf86X/JoXWVuovHhknkL+7sYVBD7nhXvCFMeaOUngCS73Z67I6qqqnK5XP5lq7SA0+lMpVJDurle5x5kOJpIysrKxsbGEolE5fG3cvHyyZ5hHFBkgJ1dcAtXUZ2IRJPJpN/vv72urrCwsDMapcM4MZdIJGoU/FrFOAQUEwmXy+fzhUKh0Iu/tLvdOp2uubn5cMk8g8FgAPp//hh5JHU6nVKpTFNnBIPBYDDRaQXAZfITKQkilUq53e729nar1Tq09ItBlYqibgndLK9YLI/Ft/nlVAS9La4p4Dmpd4hLRWm4qUmJREKtVkckEgjwFgYW3/5BX9sZ+SQIg5l7x3OBvC0UobRcGdfEhxR6Md1uN8/zKpWqsrKSKYvXXnuN1XR/VEIP6/V69S+3u9Y0Mo8Gkw8UpHz++eeFJwqzKJqamhhCNHEWeb3erALYjQ6bcNu50WHbfjnLYlLJdX8IqT9ypbe312Qy/bmuUpVIBAIB2uuantvO8AqFncDcVVMpi9zVeKq2MYcpE9qRtra2EjhPltS2vQ2gubm5/c12zJ4NgbJYuXIlAdTQYl5dXf2rvJBWJCJbxmAwULrfO54LHBcHEItFHxYVWa1W3LKALk62idfrBWTCSs+6urof+PvJuDgI/9+603EjmUxG5A+Ug8wev6qqinHIUqksudicTuddd92VSqXoGZuamiZ9RmEnq1Qq+iDMqiMTIxAIkH554YUXyEFM3zc2NgrHpaWlxeVy+Xy+REJPXEBSqZSlzlksFpbNSnsk+szy74SgIlVVVeRzZMriqPnaYDAYNahu7uqns4QbhrKysvz8/EQiwfP8wwk1q54OBoPUh4H+AcpPXNn+MmrUuGI2mxn5uGXGYfc/UHp7e3U6HSHTkwwODrLivo9DHnnkEUZzwcBTMTUG6hWKUBey6xQVFY2MjJCDpr6+HvX1DDquOucKtGRnfXkldcFk+DEa7PqcIBVr3s6dO9euXQuA8iYI4ICu8FMoV/Qdmzt3bm5NLrFJVOc6ZPtPj2pLWbkrD8ROnyz5zV66aa3AM1Xym73D99wBIHLsMADI5AAkrnPI4L8yKgaRSMTzvDgllkh4juNU7gFFMtnDyQ2JiQRExEyvj4Wf1C82ZqwjXKrdHQ4HBePEYnE8mUQyqRg675LIiUyjs+EOqrodWfcQBDYY+fJMJhPp5s6GO4LB4OdOpA+Ix+Ovz74eQFdXV606zQFPCXQMt1gI3PDjIP9dZRzATuWspqYmtLZSomUslg7AsvS6rq60QTgyMuJyuYQ0IAD0ej0RwgBoamrq7u7+NZTfUyUASKVSGhc20NZkfofjIhjid+RR2jPV7tkdkojID05gWLiULZdQctlkYD5EAJFI5M8LzJ9/r6O0tDQYDEqlUnEkWhkPj3V3eguKspDR11zo4QwGBzAKuO5fjUW3sqDfpInxMzIj04jQ12YwGGzLVrlbfkLK4siRI/F4nLARSSYN8AivcHVy8OBByhLNCl9fVlnQrU+PhcnRlivC1rLoTlFRkVar1Z4+LFm4EMBnivJPj4VVGW9dlhgMhgGDQZiBeIVit9unUhazAHLZ0PUDFRUA8vLyeJ5nRmA4HN68eTNwRfngws03w9MUCgMKzC17JDYSZFDwWEIBE47jCgoKfDxP0ApB9wC3d3cff3GjSABANpvNaDTKZLKKigqtVmu1WrmaevYstIxv7Xb2W63+ZWmsVVrZbhzuCU77dKzNwWBwdiatg3GJCG0e0lDcKovJYHA4HEqlcqJQhxTU934ryHFwnwLQ2tq6tqmptbXV4PVqtdruS9HQhXdkykL4k1Qm5ThObDAeTkX+wWTq3rIldXczcdFqIgHK1mPeOq/X67vuVreAvxtpN4d1ltlsMpm2jIwIx4u8b2SqUZwPAHk8Q6EQpMqioiICubMZTCzjPaIpkXBcnJOEkimxSEQ0IxV8UqmUpxR6KlBoaWlxlMyjzEelUhnnuHQlL4AP7mSfkU+OMIJX4ZfTO30+QhFaFuSto++JdPgjjxq2Na5B45r1JwZapVJ81BueLGVBH4qKimi7mJXRrPanmdPUmZ0qPniUlGk3u93+2GOPvT6nGEB5eTmNJkEECq/Mgls8z/M8z7LPADQ1NdXV1U2jLNg6OamyeDihflJQj9LU76e0NdZOi8UipBLOLcglIbg0AHV1dRR48Pl8jAMKGbcdbYyNRqNer9doNPD1sT5kZTE3FJfvO9tTPDYBwHrCajabzQmwJDsADwZlEADEA3iS8zPjIpFIPFeYvG9UDMDr9aYuplenEzhYX5FxYbVae3p6ZDIZA7dlKz/1LeHBjeToi/+qVAIYlJR+tvMsnXLTTTfRT2RlkH602+3//u//To6/+fPnM4uDCQGDAFh04K9ut3t43R0Alp8YsGKA0J9GBMqCoqrIvHTbtm2jUBC7Gl2flMUzGcQMqVR6pGHuXb3euro6qiui77cbTAsXLhy9bpR4cmkEye1IWzK6qXCR+W9bYWZkeplx2H2yRBgQuIr0OlqJ6PO8efOOHDkSCAROnDihVqsvEmJ+DELpx5MmqFssFgY3MJWGo0dOrVh74MCB5e8f7my4w263xy8NEwnNOcbmMU2iwQftvYsYcxWfof9nIXdy3tEFJzUpyV/pdrtra2sBBAKBSCRCJQO/0VRr40rSFTQ0wWAwKyG/yO9PRiIEH0CBxFFNiRCijmWOtCVURcl8Ot1wKSieRMLHgJi+Ghk2KKqWlcyZj9Mnk4Hx+Sp5YjyMRDzC8Ylk0pCYcHB5NYjbxenQJekbi8USCoUmJiaee+45+t5sNnc23HH3n38nVuUnA+MJWd7ZFJ9MJk/e2sQ2UNc/+0pXV1fR7qc/6/VyHLdMjJ8n85FJq9QISBLl7x9m1tffnzoU2z1APjK1Ws3M1zqLpaWlpXbPbo3Pt0olgYr//khcr9e/rtVWVVVVAa2trQCKioqKioqsgMvluqnhpk6yUVtahATner2+oqICwJYtW2hTIkScbW1t3bx5c2tr6x9FoqKiolz7NqtEKxqNslBYTF89Bzh9+rRcLo9Go4w2i4TY34UEx1lJJW8vuvWzx/cvWLAAgMPhoOHW+j3IOOzq6+tztwvk5rir/Xd/aPwKZuT/33IVyoL5a7Jk3rx55BkfGBjIz88nk+xrX/vaZS+4tdt5Ffa/MKiDKZRFFmeRsNnvjYxX8En2ZzgcLisry0orOFwyj1s1z+v1qg+8SspiAADg9/vjcXEFn/T7owDWKiMvQJaVtDvpo02TV8iIBTGFsrhxuIeoJB6tq+zKBLd0x98aWvrFeDye98aL44GAN0OHvWXLFuZxM5lMzO/Gxrq1tZXMCWHdVlZ7AIyMjLS1ta1cuTLrV2p8V1dav2TNnLRjEVhRFAdgtdqOZLx111133f79+8l8YlTg8Xjc4/E8//zzfnUNAFG5Kibmk/H06JjNZuuBV/3LVlEPU7nxhg0b0sDtBpN55IyQpI/NBEL+ttvtNBVFIhF7EJY6ka4wArZ2O71e7yNNUIcAACAASURBVEShDgBE4DhOo9HAnfZ+EgNDW1sbAJPJxDZCuZV0TFk0NTX9amBCHg8Pi2TJRPpZfjUwQcoCDltxcbHZbAYuARPUarVk9rjd7vK//x59OSCVKpVKe99R0kp6vT5daXXg1WCmADYUCpX//fcGpFKZSEaAIAqFIh6LO0yNpUf+KLx+TU0NAQKSJFMpiERESssCtN1DXkfJPK9UqQ6P0Tdyv0culwOXhIJm5H+MfBy2tJA0Nk0KccsCZ416/ptdPM/39/fX1NScOXMmLy8vHo8zvJGPQ0hZkO+GhL2zTFlMA8hIS829995LSXa0Nk5TvSRcZ9iXQgo7IRjcVUgWyI9fABrDhGWX//SnP921axdlYCkUCnrHh4aG/I2md4E7jx/XarW0ymUpC3YX2iqTvqiqqmJOT5ajt3nzZvvUyoKeVLjTgMCV09a4huVnURsY8x670b4Fs7S3LDgI7LhvAzX+ntYzPwykFzGtVss8g3N4hRcTy08MsA38wwl1a43a7/dvN5hgyM4QZDEwh8Oh1WpDoVDck7YsXiyT7nekDz4gUBYkNG14nqf+1Gg0NpuNPbvQuHC5XFT3ShXTnntWsIu8vbj2a4N68gyyxD0mNCjCRAGhkHajctezZ8/m5+fL/5/f5efn9+p0RqOxra3NZDIx959SqaSDsy4iVJrU/1S9xPq/pqbG4XDUZfYqdLwQbAeT2bMjIyMzqQCfWJlx2H3i5OrKYJns3LmT1iOy7WUyWXV1dWXGGNixYwerxaC3/UPeblKhfF2yuKbi3GEi1ATEoflaWxutVrlqVUgkTycy6jr5r59gCBQj6x66QmALEiEjxOKOvVORVDAQ0FyEsixEntmzZwtJY00mE3uQYDAo+sWPtFptEQArRtY95PV6o0p1NBqdFQk+Xjb//vvv55/+MZHAnvV6TSaTUMd3d3ezTiDMOwBIJJKBcQVcEGTe0QGazU8M33OHWJUfi8XFAJIJcLxUIumHxBALa5Y0jDscXq9XHwtjz24AvvPvyR7Z+pvf/IbdkRb6kt/spV4acjjUiQTBo9437iIcOt+WTbVIe90o5JVlb1NHndv0QCgTCFK5L4hjEYnrXNnj/4T5lyi2lpYW4oRdqMqjNIGdi2q9A+8/9m4MBGduNlsslsceewyASCSqrKxkcK00QKS6jh079uz1FxGFhbs6No42m43iYDt27KAnpd0JjVdzczPTxD09PXK5aGJiIpVKkdU6su6hObufHhwcvPG3f7gLaGlpaW9v7+/vDwaDbCoyhngIahYojfHtRbdev2ED9Srj/I1nUvy6urqqq6shqIPmOM5oNK7Y92IS/x977x7e1HWljb+6Xw62LPmCDbIUYwdMoEjE5AJqgWFoSqHBJWnahq+ZtCid32SapF+h7Uy/mTgT8s3TmbahbZiWmTYiIelA06TJmFyajzAk0AoDwSBzC1AZI9mAr5Jl+0jW/ffHkjbbR5JxCMnk4vdJeI6OzznaZ5+j/e619lrvwopd25VKlYRsJxNjP2l4j6P37++9fd3elwB4vd76+nqHw7Ft27ZEIkFlPUVRZLowhcjimkTrkCed3l6Hw0GFCyQFPRkS8YxjgkQhe3p6WLo9A3OumUymwJI1SPTa7XZ7opevc8pmrncL0X/PpucUauFVxBVKyOLW3tPO7O0wssDBP4yMjJhra/fv309/CgQCTU1N5LNjcm98a91uN3MO7tmz5xvf+AZzDvJREgx54+zAPcrcW5N49G655RYiNavVylqemzFt2PsSgP6vfkcGCEr52aEIgGmUiRnq8LZ66+rqkLUEqDJyTQ0u1tRMO7wrt6A84/dZs2ZJFA9yX8K2nkCitEqh1qTS6UT7qeLiYoPB8NZbbyFLFg0NDeSwA7Bw4cJAINDZ2cnWjYgsjh07Nut7P9RqtTNO7PN4PMhmpwJIJBOBwQAAT2+v1WqlcGn+4TJ7XhAECpS7oFIplcrLZNEOANdv+GcKbGxoaHC5XHv2vBxe/uVIJCLMqJfJZKlLPgBxuVIHRCKR4nAoAEzlYt57ZOqeoUhcfnnSnk6nARmAlYnenTABoG4HYIqJAV2xrKcLQOq/ts6YO3darxXAxQW3UeWTqytxM4kPA8iDxquM5YL3qtDGuyULvkYBssPj+S8Ky0/Q2gc+85nPeL1eMi6+9a1vsRyCa25ZOJ2ZStkA3G63K+liZDH+icy4OH78OLLZ7hQmxhsXzmxtUPpR2+12Kj6ALFl8O238uSyTyXHmzBlXR0G5hvHvwuVykciPzWZ7LXKB/cnv95PVJrmjzCwUWO/3BAKBUCgUKBF0l/rpr0/Zq8xxzKoxNHaEGFm43W6z2cycMmVlZWfPnqXt2tpaqjeNLD1JBl4ii7y3xvpq/MArqo5KQ9bWrVvtT29CIEDuQsnB/cVacGsImQBDg0G0V7CIPEEQ+FNo2GRtbs62hMRkfqCbjlkIBAL/phyqzLcCR+AftFKpZNOebdu2MYU7o9FI0XMLFy6ksGsiC7/fbzAY2tvbh4aGjEZjOp2RjaMeo2s21xh2hzroN8LIAhwRs3eSKnjQzZrN5u7u7mAw6PV6ly5dCqCxsZGStTdu3Lh6zwvnv7g4lUoFAoGy37xGp1M0AL1UNEno7e2loDlkK7PzIDfcOFGZdMvBYPCVV15BVujwsgrTJD4EmHTYfQzB4hdoYKqrq2Pl88B5DZgb6Jowq8vloiiz4eFhKgWd67xf0PJ68MIpAMamx9mwtXPnTgrolYQW54InkvFFfOKbHsGyNRhXCKkQLBYLae1RihOyY1zu7bArswUoWgxxOp1NTU0sl5PdF2m9lQR7B40VfGj9n+YvvfngLrVa/czsW4nAbE8+77tzSSwW1ySTjbvfFkVx1apVdDBbzAyFQt3d3TpdUUkkokqllNkE2N6vrSBVOwby66lUymQ4mUImkdM0dao6G8Rnjke6VDpkg88BXLx40Ww2d3V1kXONakdi1VpWLeH5yll3dZ8hA0xS7YG2me4e33X2tffrnnwcgF6vV8ZG00AiEVcqVZT2e37DfaC8Wo8n05ieCwqFQq1WUSTD93UxALEOj677TKvdLpPJvtxz9o36W7q7u/lgNLfb3dnZ2dfX92iZyu/3U7mG4MYNC/x+ADMGA4/0xylliTleASw59kcAJXt/f0GpKjVfd347ROs8fq2ppqYGwfNarVatVlNNdJ/P53Os5Cmwtrb29OnTWq22rKxMqVQajcZvfetbNM+g14PeAVpTve7xJ+k50hORy+UKhYL9Ktlledb8/Bu/lSsUiUQcAP3L4yre9kl80sCC7Mgvw5MFACILVjiPkQWyfPFwQ8N7z4oFQGQBgAkqUzMOcI4SFuPW2toaEjUXEvLR6KgxOhLSFUOpLBIHVSrVaHHxjBP7cAJobORtMDYiWSwWp616HL5obm6+lX5rvad51f+JgP3cJAYeTxYSlxkfrWCz2YgsABBf1NfXS9KOBEGQEHRpaSkt7DOwYlO0SsfTPW8kMKkm1uy8j5J2rgSam5spv4lC+egsPqrF5XLde++9mzZtMpvNbW1tpaWlur6udIWZnKo3lF6WIqWNvAm8kj7nu44WvebPn0+V+wKBwPz58+lPvDCTsaIeQG8MCkBhqTOlo2QiAmhpaens7LTb7TKZrPfWlfF43HTuMFlfU6ZMoQ2NRtPS0lLu/F5vb295efmlmz638XYHOQh2TrUlkonkhfMiUF1djd5eaiG7C7fbvdLh2AENCSOYTCYSUmILNhQy37/oC66+JBDeAf1PFs+lzvT5fJ5kUi6XyxVyAIpp1xWFB2WGYu1gnxagGu4mk4l8lz8LFwFIxBPXq9P9/f3BonJVOiGXyY2xkXAMEBSfi1664YYbNvuG/YMZrVV0d97Q/jaAtmSyra3NarUeqKhHlkoKOcQn8VEBKxqQ6zd5n9LZqGAoTlxE1rgwGo1EFhI9SrPZTGsM18S4WLx4MQDGFzTyjDPVYcMdSRg7HI4DBw5otVoaFSnkVnIKy0LFWOOCrZRQoQkKv4L1Kuda7PpsmncyElLGwxFZAovn3rjvRO76CvHFJovdE/A4139v1pZ/HlIqR0ZGhsqKmfW+XjlQk1Y+mDTkdcqwWb3VamWhcAC8Xu/ixYuNRuMEyeKKOHjw4N751rLPNiDLv2wcRnbh+dSpUz9J9Op0urKhiFKpVJWqbvrPzf9ev6ihoYHXjXnTVv0mon7l6D/8bvPNZVWXM8FrDM3Z93nnsi9RPdkMio10s6pIJBQKkTgAZRw/YpB6rzC2AAWhpaXFbDaLokjNpjgAAKIoMrI4ceJELBYLV5aKwNMlKZPJ9GDy8jWp7q0oikcWz3UkgRyyoA3iQWaes7RcABUVFY2Njez1IG8dAJ1ONzQ0pFartVqt0Wgkk9ButzPLAkB9fb3T6VzW2vpoqAPZ4M2AN0DdwiI/rFbr0aNHJR49QRAoury/v59+vA9arY96PBKJnkn8z+LalwafRF7wxaE/ALBCSPQvjcjEUrkz5mtSl93tdhOhIsusrCW0wZcmYBFtGf7LIplMiqLIimmOg9x5AJsiU51sXxbv9kYY7rjjDpIp5QOqWWKjhMYaGhpYwPa6deu6urqmTp1K9RZJ1ZsP4uPTXUu3b3E4HCT6s7L9yDrxIqjqa1rZpdJ5k7Lv62I2m40KOIqiSJHbPp+PMkkjkcigsSKuyqS1Slx1DOGpZtXMOTE1GQJKtVpdEuy1/n6vsenxxP1/P1BsYjVewak5VFdX19XVkdVEPXlu1Vrbk8+nH/gHWv4q1HWsdm1w4wb+tfd4PJH7Nuj1eirsm1BrZTJ5MpmMxxOtra0Da++nm2JuArVapVarqHPM8QiAWCymUqnUavXgY9/9QodndHT0RvdrGo2GiWV4vd6WlpZz584BoOLInZ2dFoslfvZkVbZMx6NlqoULF/ISWvzLCZICzKpdbN26devWrQ6HQxTF/1CXKxQKuVxeXFwcuW8DvR6l27e03XdXcOMGp9NZVlZWX19fVlY2PDzMawDTV/DeOgBNTU1PPPFEd3e3Xq/X6/VarbZ95d2sDdThwt//0Nj0OM1+Di9coVarJF2dWzdqEh91vN9k8bCtmo+MY2RByLtewgbS1tZWOl1ykXeFdevW0a9veHiYfqqsJeOcNRodBRDSFRsiQxbPnllnWua0v1178o+MLK5oHPKWjMSqIbJYmejNOWlCaGhoIL7gm8H3Kn9rRBY0fpL4NCMLFjGXe312TTbw5pqdBDI5RFGkR0nPjqfavG/X0cAYcTn6xtraWt5b19raajabzWYzu7WjR49+/vOfB2Cz2aqrq1UqVVkyYoyNTFemQqEQvVoUSlCg58YDDbDs3TOZTFR6gp+xsPypinRUpVYVG4otFoth70tUequkpKSiomLTpk3n5y0Nh8ORSOTtqjlEFgC8Xu+2bdt27dpV7vwekYUoihaL5bG2Trpf5cAl7WBfdXW1IAjJlwr+JO8Wot+qFgwGg8Viqfn2o4o1zmQySS48uVyuUqlohKeDKcANQHj5lxUKhVqtTqfSSEOukFdWVrIAUpDenyhmBEMu+bWDfbqhfuILDVIVqWhZMgJgebiLn+cwV/WkrfVJgN/v9/v9H6RxQdMh2s4V50K2Vsy1ApEF2RS8xGohMH8Tshpkbrc7Ho+Pjo5OxLJgoME8NyKJRiSfz0cLLVcBIot/r1+k1+uVSlUkEqlJKwEcyZZZkPCgx+Mh48LlcvX39ysUClrilcnls2bNYoGWlDXsdDp5BpHM0tmf2CJKdXU1kQVFSvp8vubmZuo9GlXsT29avecFiWxi7h01NzfX1taWlZUFAgEagpa85NLpdDqdjjcuGHQ6HbXNmxpd7/csecm1es8LVP71TVs1AJ/isuqFpAFs+8Gkgf4D8HNZ8OeyID0v8tYBCIVCEm/1ZkVosyJ0ZPHcI4vnbt26lbqakQUAihCcMmUKFYXo7OwkavZ6vYFAgLx1cplM3dVD+9nD2j13mpAF76nMhcPhINqin9Itt9xCLjyz2XznnXeCe/fY77qyslKhUEyZMkWj0TC7EmMzrBlZ2N86RpqqSz3+2tra2tpaPk+LP2X8snXk6KQe/iBHmEkUwmSE3fuI3Ff8gwyBYaJvFEIs8cpdW04lsJJ/ktp/1JJCCUcsWMDtdpOuKpWVwMRC/xihMj8Iy8okXHWx3UINYEHj5IOTlLAgMVEKG7HZbJSPQ39ioVLkgaIGG5seN2zcAIsF2cyahoaG4KvbRVEkuTQAAwMDixYtstvtnZ2dvNLEa7U3UrrQnUBx4Xyuc6vWlm7fEvK8HY/HY5AjmVQo5IPGCuvYUt/UKsLKlSsFQdi5cyeZZ3k7AUffAlAS7C22LaAbCY6V1SMsaHmd9OzoOkePHjWZpgWige+rLyd0kPSeO6dgBbL18gLhuCaZjMXiarWaie/K5fJYLJZMJlf8+fAf6hoAEOPW1dXt2rVreHgYlTqlUsmmLKqZc1gffRvD1CoevCMVQOn2LS7PQmQlGo1GY2dn5zsAgOrqanrt4pse6QZ0Op3f78fGDSixAqipqenq6hoZGSGDuXT7lgWhELLBlXTx7u7ulejePjijTTvVXJHt4bY2m81W/0ZmOpI48ib+4Ue0bTAY7HZ7+lUSIVZRZCJy5MAm8RFFIbK4YgEEFiT1XrJTaUBj+SZsHZ7pJ1xzkH557n42SPJ8sUPUABCGAwB0Oh0taZOHhciikOsKhbuFr13AT2ElEYiSneNcEPn4QiLNJgGFxfX19S1cuJDGCkmWFsbGcfMbTFGbvw516aJFi6jUHcVVnZu7eIeo6Z67OBaLBQ68xmSPeFAq5dmhSCKemK5MBQKBNUeOGLu6wDEsfSPl6bBGvv322/zO3PRk1kIAEyklSUe2tbWtWrWK1IUCgUCuWt+YhYpsvQvbVJPf75929nQHQCxMyVnh5V82yuUAqJJ79HN3G//fDqqbAYC5jHmyAJ+I19tbKLOY7dwhakKhEDG4xWL5fLznZVnGl0HWNQC9Xt/d3a3T6ejJWkQxYLEDiPV2YWq1Uqns7u6eXln5k9sdbDTgvzQQCMhkMq1WOzQ0NPvkqwBKS0sZO8+bNy+RSNCLSlOLu4XoTplMEow5iY8BXC6XXxHqkCUASonO7HyfjAuJnh24HFKWus6TBcXcMZnpaxJkx8iCd/3nDpISsJf/M5/5zIEDB4gsyFcyTqtYEDQb+u644w7a4MmicWxM97tFQ0PD3oYG6lhmsBTKSCW43e7YdJ0gCMXFxTGFYsqUKeSt0+l0CMcBNGcD0CZIFnV1dW/MqQIwVC2cBMJut9lsfq5Kg2xJHHWsm9kFuaGajxhq2NPPaIPOKCHfHI2ElZWV3d3dZFxYLBY6+DcLbrun9Q0AJpPp2EigTq4Nh8O0nsGHnzPXKquJnLdDALxomTJ16tRIJALgS/6dj1fbfhi54E2NAlBE4qv3vNDR0UE1K34tREnZDdkJBgtOJ7JgKaUajeZPf/qT3W4nC6irq6uurq7uxEWv1/u2Y7ZSqYRSaTQa2SzF6XRuzob7je+tYy0XBIF+s62trexFZWqDVquVghxZa41GYzAYrKysDAQCZrOZAkUbs9WKMZYsVp8bHBwcRDa3l+LfGVnMnz9/cHCQtunn0NraWlZW1t+fybZmbz45QzGpt/PhwKTD7v0Cb4Bt27btsmzNBF79XBLKK9F9RUhW9TF2QJTIT14rsBQnjPXf5/XmEGiWvG7duj179hgMBhqpr0iEkipIvHrr4YUr4PMBKCsrI1258TuNnG68A45vLe2RTA7YAXzuJz1fVoebn1tQ3qjFYoHFkhGey3H2sfb7/f7q6urOzs5YLGY0Gm1zbeBKWbnd7m9961vgiOH302Z/ByKAobbDg8aKkrbDOp0uNTIsn1J0fsN9pcDA2vvdbvecPS/J5XIAJuOY9S7V+kdLt29hDkS0tNB+Fs0n6XMKGIzHw6mRYfpSAP777rJYLMxtx/tMvV7vBnXk+ovHZDL5jptW0Ft3vkd1XToOIGWt5Wuzgtl12Xfmkt9vAi4FoE6KgiDodDrmRKBAca1W297ePjw8zApH0IzkZ8kpj5apTCaT3+8viUT44LTDC1cQudFjPbxwxYxXt+vjcYOhOB5PkAORdS+bCjNzLhAIsN8Om9D4/X5h+g3Lli1zu93f00aTKrnu6Fv6t1/vNlVQWu5oj39q/8XkcJCuvxmGEZ+vqKjo6NGjM2fOpOzj55577jtKEQCVdRb/5QdnL1yguQg2PYKamZqu8/F4TBCmdH//X50ku+50UlmS9ziDnMT/FAqRxWvKCppOFart8FhbJ5vPsWOujiyQ4xt6/8iC/UjzkgWbBBdyjSkUCkEQ5s2bp9PpyG0needzT2RkwbufGrI/H4qVILJwu93T8vmV3pU/lDlAx+//0JI1+gWiFfD+9pe5MWjjn8tumSlY08eBgQGazdPH15QVNDyRAUbWFGseVbClcg2Ccky+hX7376jgeK6vityjkj6nRB5rucLVlwRV8xA19E5KNL/pe1km7MO2av6N9Xq9VG2QBXrPnz+fFbmjx/easqLDkgmss/s9v77dwdypVNcC2QrdJLN9HACgUChisZhWqxVFsdvnI3k7OrjF9WPrg48IgpAorWrrCRijI7BVgyN93pBm6oS8dzsQCLCVJL/fHyqb6Th7gD4enDr7QkI+XZkibx1roSAIFIIXiUQUne3K3b97p6trxqpVWDz34oLbaD5jz4Z8ppufiv/FnWq1WhTF2pN/lE2ZQo+GmAXAbbdl+nPa4V1xouzGxtWrV7vd7qamph2i5qLBMDoUAaAd7GN1WnKf4yQ+QuDXWfm0D97FxiOve0tSnDQvcpNqc8kC2d8CTxbv/e1iqtx5v71Qm2kJgeesW2+9VavVTrBVEuMilyyQne1f0biYCNgy1fjeOq/Xa27pKy8vP//FxWVDo/YZ9Sy8zmKxHOq/1N1/6eayy2VnJbeDHLJgKC4uHhoa2j13mk6nqaysDIfD5Lu5oJFPj2RkMSmQs3GsEATrh91zpy0/cVGiN0rFIj53Zm//2kyNizfffBNAZWXlsZHAQCQkplPgsqOo5X1F2pvLqvr6LwFg4YcM1FFUhyQwd5ooivHR0a6uLvJGGQwGj8eDWeV1ci357Ai/FqLks+MFfOxPb3oQBjYbqa6uNpvNfJXbdDodDoc9Ho/FYmEpa0fPH6G6c6xP6MF5vr6eUnRNJpPFYnEu+xI4sgCwdetW9kYxU8Llctnt9tx0JcbgDyYNFDupUCgeNda6q7vJMGH8uHHjRno/2cXb29tFUSwtLX3RMkWr1X6tP5VOp3my+MIXvnBP6xsajaaxI0T2XWNjIyl6Z+spXS6cxSwLTJLF/zQmHXbvL9hv1e12s6C28efxjD7f73C8a8ipKBDpM87yF6N5/n4pr/4qxPWam5shTGtc1cgqx/Fcgol1JnOfFfItsitIDuB9duDWANks3+VyLQA8WUWA38+4ua21zWazbcyeEj97Mh5PANBnyy+UBHvLNTJoNH0m08aNG2mWwEq50+i8bNky9hCNDQ0ul4tk2gaNFepuv0wmS40Mq+LnyT0EwGg00sJXIBA4t2otfRP1ts+xkq0i2my2w4cPg+v/0u1bABhOGNDQ0NraypTs5FOKIlk6Lwn2DgV7o190aG68dWRELBoRewUDzSa/r4vVymW0FvxXnv/ubzdi2Zo/W639RiO1nyY9Ho9HInJEvfqiy0X7WeIqHww4derUCxcudMdHKaScdrKS58+63aDIekPRt5nPFLDlvAwmkykMqLMBgwD++4aF7K9t991Vr1Ltb1jGDqZO8HMtYbhn0Cdm50BQyXQ6XfDIIV06CbkinUwAUHWdV33/X8XHHkM2K3DmzJnpdNrr9X5ztCemVqvV6lAopMt38YNf+dtcp4PdbmepYZM+u48oeLIAEPxMo6DTSQQieTBvHXJ0JK85KA/oWmkS5ZUMJyJ4ON8o/ZPFcyluiO43+ZILDsehQ4eWLFmSu5wwEUhkjGibRYG929sphHEYx+l03rntZdoWBEFwfs+Rdc2wErGs3l9bW5vNZqPaOITc6sDMyUvpNs3NzRSyd8lkIk3usrIyvV7fOHsqxg4RrIItsnF2FxJyHVdrgsStya5gvc3IYv78+X/84x/ZztbWVme5Yoeo2SGCdFofaxvj62R0P+3wLuofZgBTrb26urq2tjaj0Xj8+PGuri4Sb+XT05qbmy/d9DmFQkE5p8drGsC5U12HIYoibwJZrVZrqv+AogzATTfd1NLSEnvhVzxZOBwOmr38oWo2YvH0JX+Ak3jL693gq05RTyoujpEmuFuIHgUAHJw6W6VS3VBadHYownvrkI3gc7vdfV7vdXV1bdl4xq/9bjeAysrKUCi0AxqqUwFA9vK2ONDe3l67YkU6naZsRLKQGSPwczB6yR0OBwWohkKhmbQiWGxZmeiVlLidxEcF7BEbBoaUoigIcVEUH9ENLolG+fl2rostr2XBvzDv0eJgg9K1JQtkjQu3283mdVe0LDDWuCCPP9Pwmsgcia/KDeDRUAd1KU8WvxaiCkXimhhpFoulkNQgWzZg2gL3GmoANAOV4TiAQCDg6eqJlBbXpJVvv/12cXExc83w9yIhC0K7KSMiVFxczE84iS+GI6FKowFjF+Bz8WshalKYds+FKIq0QG4wGL6dNv7N6f0AaqDifYjf7Tp2anRIo9EmEvFipaoD8TmAwWDY3+1fVGkBcHNZ1aGst46uz6Y3oVCIdm7WZRbUk8lk3DxV3xPo6ekxGo06nc5qtQJhvV6viMRHR6N7O8/VKJTILJAk+GZT+JgoipSKSzvZWLp69eqjR4+ePn1aEIQ/zCrfHeqgFNGfXXcjedACgcCN+064s88IgOfr6/k75cmCwLxgfDMaGhpIoRWAyWQibuXf3geTBicVLisJsAAAIABJREFU5QC8Xi9RG4U0rl69uqmpiTnUGNLp9Gszy5BMhkKhHVNN34oXKZVKRhZ37Psv6tXNClC6FpEFMyIYWAjtJD4MmHTYfRC49957qXzk8uXL2epT3nWtDzi77doa9nknAQws9koSVubMlrlJp9Nvv/32zJkzc/0R44OtRXg8Hnb8jFe3d3R0fBpQKBSFqr5OEBJ/XCHwz5EPpaSphhtFKCnynvUuXbqUrY1QQUAA8axyTfhkG7LeQFKmqxod7v3aiu/MnPPThMAvGLL49mg0SjkIPp+PXE2Z1M50GomEPDGsPHN806ZNAIRlq5A16ma8uv3NV7frdDrcuQ45k5i5c+eyhbIZr26HwQAgFAqFNtxXCoS7zqtUSorgA6CKx6i1qngMcnn4ZObuKsRQL/ArTcX3FWlBBiWQBpC8XCqBmImvWuVwOMgrx4qTICtpJ4ri3nmfeeihh/jnAuDcqrUHmpsX5XsK7EFQhvXvbbbGVdLYELYC5kYRAMfKFew6C+67C9nkXJouLH/nAICBtfczl2XV6DDJCAKwPfm8DQhu3BDXq0JxOeKRMwpFt06YEeyNJuJJpGUyGfRFKpVSNXNOQ0PDvHnz6CI2m00mk5WWlnq93n22xSvbj/AzJ5qgUIAMPSn2wo+TCTiJjyhoRn769OkZK9YCiEQimSXlw7sw9vV+2Fb9zQ+whtc1NMDw7lkv45GhaCyHg8aE/fv3kx75uwL9fJqbm1lwBF816N1e7apht9v9fr/JZGKRvMwwoxGJ6tbR2NXW1sbIgp9ASybTlyvoZaNLKACDoqcDgYDb44lGo8uWLeNPvLX39EWLBYB2sC+ZTEaf/w9zbS3KykgVm7kCfT4fC3PjyWL27NkUDozs0PpaWyfLDw2FQkDWm5bzoCX67uDElebNmzcyMsJimRlZWK3WS1lHVW6vsuBrURR5snBmk8cXXDyBRYsu7+dCdV7b9jJNiOPxeE9PT65XlA+X4JEJutdMMUZH+FN2iBpWrXBmsQ7FFmQddkzk3ul0UgARvXtut3toUaa+PPUqXWrZsmXUP4wsACiVytwEZ972o9kmGeTsGU3iIw0aJegR0zuTTqeXHPXV1tbS455IhPUHEA1wzY0LNp1mO694F8y4iMfjBw4coPqbEwSRApHFc1Uand/PfDGtra2/FqIKhUIBBQD705s8X19/VbeVx6+aF3mNCyc3Inm93vNfXNwTjwMYGho6c+YMsioCfJxg7mWb97zAyt+BczkFAoHR0dGYIhlOhwu1yu12Hzx48PCnb1AjI6JdXV39YNKQGSS/8AXayQLoAPzL6MXi4mJlIgKARF2AzNLOHF2mEJ/BYKBCExRGh6zHavWeF2go+8ql6HPZHFmFQqHvuZyCGolEoDZUVVUBiA8NsKhnwoNJA9WFIBQiC4ampqZFixY9V6UpBnQ6XbPFkEkJp54/cQJZ44J1L3ug45OFBIUEE/lTnFwtWnLblZaWsurnfNg7kcXpYg0AKlXxa3V0HpBLFpFI5NlS2ao/DzAyZcbF5Kr/hxCTDrv3C3wyhSiKtDZCmeo+n08S483PGj8GilR3XDhFRqbEUzYRt5fX631XuVckd8o+EoWTK4epFeRCMhcfXwgjt9kSvTZ2AD0+GlIpKiH3aq+++mquKhwFwam6zkej0c4zZ2bIEol4LK5Ss8xWAA+cO3Tp4jvgyrAOeTwHdZWJRMLj8axfv76xsRFb3kHGg5ZG9n8FcF+k+9mSyyWfZry6nWo4DOh0U5762Z/mL6VgitwxurW1dQb3UdWVideLRCKqVCoaiUSjUWg05LNLpVIAotFor5AhxT/UNTyuGOnphhKALCO3Uj3UTynBzElHB1NAIrnqCMGNG86tWptXPIi63eVyiW53e3s7q2speZQOh4NRGi2xSqxNSjQA0NfX98vZ0/CqD4DJZApeOEV5CuStk7xIlK8UCoUw1RwOhxP3bUDWgRg/ezI1MkzVIWYh3gWcSysrk5G0HBGZXBWPJRLxcCh0rrW1rKxsYGDA4/HYbDbKXVq/fn1zczPvrRP+/oe4764KMTOjMhgMA1wzmpubc7MXJ4n2Iwd+2Lfb7QMDAzKZbPqJfefmZrxRgUCATf4KDVPvRcNuIvjwvFeS2rUT54uGhgY+nkvyJ6Y5IEFessC1UHWxWCz8l/LeOgJf/DoXRHwbN27M5S+2k6WLdnR0aHf91p1IKJVKjUYjGVRJ+6y9vf3sT/7PjBkzNBqN1WplF2S6cvRxHLLIu/+7+05kbMKKehZiRtckJxSTK6JIh23btpX81f9OAepEYtBk8p3YR24IRqzIph3l9kkhsgAw7fAuAHva25GV2ZJIlJDzlCTn1Go1e7UkC4fEF+RYJ/56rK3TYrFQAdZbe0+zn3Ooot6QXeuic+cYjch59yRtphUaKsCVqc8OUDEu6nnSxgXAJIcYqD/J+qJqV01NTZi7GEB3dzc15mFbdWvrVRZXmcSHAU6n071u3e650wwGg0+RMspkdXUGMi740WOc30Leses9Dmgf/CRkIuJCV00WDM9VaSS5Dg0NDYrje9lHfiDinWJ8kNR7Jwvm2Sdc0U5k+mj0kcjCs3Qem8qSk5Gyp2knczt2dHSkUql0Ov35w+ccDsfv9Vh9blDSdbNnzx4eHp4xY0YkUkMSdbSfvYEej2eoKuMzYmo/DIlEHIBSqbq5rOoRQw0MWO/PUCFLeqVapex27D7fI42Nzc3NxBcGg0GhUIiiKJfLFx85bzab35iqBrBZEeroHKhJKw2BoVBpRlOV5ajyj6HVMGbpS/LSulyu9vb2vfOtAjTIKuRInLOMoF988cVxyIJkapmxw8/3+O2uri6Hw8EemTEfWfCpbA6H45e//CWAcDjc3t5+yy230G+Q1gKHhoYAFBcXEx0wE4nBYDBEIhG1Wk0H8LOjSXw4Memwex9Bi0JPPPHEwYMHGW3Mmzdv9+7dSqXyinXT+CH+Gq6Gvd9UynuyFrS8bnvy+Xd1Oi8vPcGmjsPB5GqR9J4kQsHj8VBUV1vL66TCRv44ttqT98rMSedyuZBjL1G5Uj7ynED5PpKdoVCIqqZqo1FQmYVgr0YuJ28df2TV6DDVge392opL2iIA90W6n9RdXjm3Pfm8784lAGSQpZFGVm+6XBxEiXVBy+vBC6eWtx1WxEYjMgWACjE0BBmybESsM3v2bL6jWD90d3dXRKO93d1QaqsS8bhKnUymAoayCjGUlCuTsbhao00CSKaIBnbNunn16tWh7Vum3vrp0UOZtCnIZKSjx8AH1vW++TzG1rrlZ4F5QYvMu3fvLi8vDwaD1Of80qvNZiMn6Z49ewB84xvfAMevDI+WqapGRwAoFAr0XIiPDqtmzqFZSPzsSWgzFSqSySSAcDhMlePJujt69Oj8+fNDoZDs/J8BJCHXxKIqQ4lOpwtri9YdPddklKvV6hmpRCwWi1RW0yt18ODBjo4OpVLZ1dXl8XiIy/nEN5oNVFZWyn1iIpHoFQzDfv8vfvELZIvGXMWPZRIfThBZkIHR1tZmNpuPHTs2D/BY7P39/eRryMWvs/r0H1Gy+OAxDlk480mY55JFodMnEg8usd+Y7SSKovtwnrIGrP4SK93b2tpKThnWkkJhJmwneXLX/fwR0qRjsNvtdBG68f945JHh4WGVSnXq1Cl+csIMsNWrV+/cudNms1FVwQceeGDZsmWsAtKYOA5lBbLl2glUOwjAO9ffot/9O6vVym42EAhotVoaxu12O/Xhm0XFyAaFXdJ9ztp7GgBF/IHSeCvq+bvLi0IFWzo6OkZGRnLJwmKxRCIRGtIrD72+J0sWLBF4z549VMWir6+Pqba/pqygPCIii4sWC3vKn+po9VjsWq2WrnlLzzsUCkKLRtT5dPGNGzfSU/jlL3+JtrbKv/77dDodi8X4CJE33niD5o0UvtTa2kouOfrryMgIskqCANra2nbu3OnxeLq6utLtT4WXf7msrIxd6uP3u/6kgez2nyFQ3B+Sq1S/0o/evP80AIrTz2tc5I0GuLZxdh/Ae/WuYhrI/rrq76JVHJ0ilPsn+rGPr0QxTjDguyIL5BgXyPHGUkmEP8zKlOb4yqWoc2PmFJ/Pt2fPHpPJRHGCuQ2moDC+EuvyExdBk0xlxkWwd771rwKZlrhcrp/85Cd9fX3xePzUqVPRJZ/KG+zc1taGqpupLtzx48dp/HnmxuXO43vJW4es226939Pd3f2VS9HnqjRDQ0NUQcJ3aRBjfaxWq/Wpp56i4nsATCYTWWeRSGTevMt8EQqFatLKDlnCAGxKZCr/OK8UyZjrraONcDicTCYjkch1113H/sTiPUmworq6es+ePeOQxfDwMIsc58Pl+C8iFwGdTvHjfPEKcv4yvbnLZAGUlpamUqm+vr7+/v4nnniCXow33ngjuuJmmUym0+kovIAni5d2/442SK9Q1t2PbMF6ZlmwN3aSLD48mHTYve9wOBwHDx4UBCGRSFA5gvr6enBFCSSU+b5Gqn9geFeCSk6n88c//nE6nY7H436/n8m0Tfz0cRayLBYL8yEyLxtlG9H2kmN/RA7OrVpLGwNAQz7uzCvY53Q63W73wMAAaa6xFRWaXWWqpNvtbW1t06dPR1YutBTQ6/V+v39aKqVS5flJkgOLnHcUwEUxd4R14sV/EZVkyTQ0NBTbFsTPnkwOBpi3Lp5Og2h+5lQAOp0uFh2dkk6k5QqkEjekU38CvtxzFgB2nPXd/TezZ89O/PSfzofDxHUDa+8v3b6lo6Ojr6+vRJkeSg4VFxefSytNJtPvp80G0NjYWLp9y3AoRKHzuu5OMR5/xmD5Xu+f9du3qLrOw2CTKVVIJNJIQ65QFF2uJEg2GHnr6J0ZajscaTtMSaaSt6gQp2o0GvpNUaIQD36NkfEfmwT4fL5Tp07J5fJgMDjXOiWVSsnlcpJGyn0KDD6fj4xFVv4PgO7Jx6HXDxorivq7U6lUVKGKTzUbDIbEqrXmjRufksnuGfQdT6f/UNfQ39f/l/Pmebdt6+3tHR4eNhqNpBJV6IXv7u6GRhhNj1rEkDwydIfY+aOIGmPLpU3i4wG73b5p0yZBEPr6+sxmc1tbW6PV6j7sLmSD4WPBF+/qFogsAMRisRkzZlwTsmAlC7Dgtlz/Dh+0wufMshmtRJu8EFlIsoAfdjrX/fyR+KIvyF7eFg4GvVkbjJGF2WwmI4cCqZgrnySiJOJl7wpkPDz00EOSmEGVSkV1VFtaWvj6tozI2ACbWSbRm93ud743S1rt17D3pT/89rdF/+tBAOXl5ZIS5Hxhu7a2tmAwWFtbOzAw8MADD9DOiwtum8VFpeUFCcyhcMDjDlFDa20Stx2RBfP98XjYVg1bNUUZEFU0NzczWR+fz5dIJDo6OoLBIIDh4eHy8nKv11u+ZJxmYvafD3Z8agmAuecOi9l+4wmIniPlOzudzp07d8pksnc2/WMsFisrK1NOm+b+y78E8PLLLzOyyHu/yDZYJpORBHtpaem2bdsA6L/6t4hEAoEA67RJfAzQXGMIHmkHEIvF5HL5oUX1/7dsJsuYK+Sz+6Bb+T7g3d5FNBqlXxN9vDoHRF6LJndnIbLgQXzB4pElI1ihdJ9169bR4o0oijRjZIdtVmSU3X4QLxoYGEin0yzai53+XJWmW68CEh2d55ZUz0C+qq8MVEGCtn+GgBCImkwmSiblm5VMJlUqVSKR6JAluvsvQa+KRCKBudMAPGKocbvd31dX/gjdJOfyA9301tZWs9n80pI1y195hl2ko6PjwoULAHbvPvSV5cufLlEB+MqljMImZXqytY3Ozk5ybP3QdrvVYn001EHxbnSne/2eTOILUJNW3njiIhw1/H1JqPmK0QAajeaL54d2z52mUqlooGZVU5GtQEJraYFAgBfGJfmIl156SamUGnQTzEaXlJqlKQG1gYIlnU6nz+c7duzYO++8Q6/3hQsXqCeJLOpfP3Tm87cEAoFHDDXONWO+8cXFX7z9v583GAzz9x7v6upCNuWLSqsDcLvdTF5jEh8eTDrs3newEVypVB45csTpdDJxZXCiM59kUP2Eo0ePxmIxVtZ6gufmztddLpf7fPCeQR9lzcTPnmQRW8GNG16cfgNt05wml1PHUaxjGTTsS3Mr6BGnUiFw1jB2PA3oEu8M1UgVgP5Nj5BhM2issD35PLWEj1hkfrrUyLBl5hwAgUAgEolUVNQCoDLhGTFwyJD12CllsmNDkUerSkh9XBVPKDIHAEBSo13ZfiSpUMhkMo1GU/bGC91/fIUqliJLG89XzvJ0ezpGFAD+T1FMp9NJcgQG1t6v3PIvAA4vXLFz505xVGwaudA/kpnQRI8cACjxSQaZjO+TBS2v33GdJX72Ih9Vx0APQjLBYhQrWWvNa4OBS5qWLAMyBWKlUikIglw+BAqvAyihlaHiN69fuu8u2v7T/KXL33gBAIXXJRKJo59eZTKZ+vv7KcJcSKUAUH7KuVVriblfeeWV7wYGjUZjkddbUlKSW6WLvzV2vydPnmxtbf2MUhmJRKZFR5IymVyuAvBomeqR/jibtE3iYwP26JVKZTAYZP4RVtHy42FxvUdQYOm+ffuCwaBcLn8vZAFg3bp1oSVrWIqlpCCvx+Nhv9a6ujp+wM/7LHgDgOo2si9dt25dLlnIXt4GgC+2IyELgmQMtFqt79ZbR8OjRqPp7Oy85ZZbiCz4WxgdHY3H4wqFIh6PL1y40Ol0fnffCQCB0usVa+pJfG3r1q1NTU1arValUnXfvII44N/8I/+3MnO/AKLRKNlXw/+5GcD0+vrIkjWSxvDdYjQaJW4sAottNxgMTPrN4XBQeVl6TLkxLNRRj7V10tmc12+iCePkD+XJgvYAKC8vJ7KIRqOswLEj0XuRO/1hWzVsl++utra2NtwFoDNrwJtMJgp4uXTT50KaKgBazx5kg76L/teDPT09VYvjKpVq8JmfAaCSI3Q1CuvD2IUouuVjx47t37+/rKzM6/UGg8FwOEx1cvVf/Vs6zGQyFSo2PYmPNChDUKXKTFoyryVX1/iTDBpy9+3bx/bkjW6TFNXdmdX4x1jhs7LfvLbuN68B2Ll1KzuFly0rRBb8t/MfeVMi734Gs9nMEjBZwhapvJG3rrKy8vfAppylXyIL9lGn0x3qv0QicSgAk8kEXNRoNF6vV1hmVygUFKUlOUyhUAT+6X6FXG7Q6QAEoxFNOh2uNJlj2IyQZ+tWl8v12ZOXioqKAASEABveN1nsAP7i+G6FQp5UpEYrjFN6g6dX3Nw1hSrE4bkqDYDtN4+RVKLkJN5kY7dAt2wIdfDHS34C1KWbs/GSTu5EhryqDo8Yah4NdSBbpIIHowbWw+wea2trqYgigMtkkfM+8FSYq5VEIEVassUoGQs5LxKBF0kIBoNz3mitq6uDoyY3V/0HuunHjh3rDIcZWfz2t78lcsnbzkl8GCC/8iGTeG8QBIEiYzs7OykOCFmtlklv3fhwuVxNTU2tra2FlkEk83XaIOZ7tsT681QRxuZXMoyMjIyMjJBdwVbJaCPXWxfcuGFBy+szXt1+z6APAC8kkTuusbn1qlWrtm7dKnEq8XJ7BJ4bXqu9kVT/+KjAc6vW0n/MWyefUkTbFovFbrf3fPmby5Ytk3ge03I5eeTSQDCRqqqqstvt4ZNt6Djboy9OyWQpmUxZbFAWG4ptCyorK6fHxGnRkdKhgXg8XlxcDMBgMAQCAVOov/Sfv3Pr27vZlb/nDz14tufwwhXUvUzr1Pbk84cXrqDOX7RokVqtBpVDVSmRTAKQG0rkhhLNjbdW/OZ1AE6n844Lp6jPVTPnxM+Srh0GjRWDxorDC1ccXrjC5XIFN27gXZaSDDVeq45/HJKpqpUDxrqDZ82aVVtbW1FRcUmb8VEKsrQmFmWvDb0Ptiefp//oHQAwOjq6a9bN7hv/ggywP6/4CoChoaEefXGPvnjL9bc2Wz7FFJqqq6unTZvG3jR6/aLRKKlUYKwBxhZgDx48eODAgX8aSJA4ILiYPtLEnJyRf8zgcrlYmnNnZyd7q2nqOfm4kf11+Hw+yZrB1ZEFG8wlC9r8YSNZCIIwvreOwe1200goWVGQHMYkY8xm809/+lPJNXPJggdz5+UKPuTtAafTuXXrVofD8dWvflVCFnSF8vJylUpVVFTEKCwQCLBKfBcX3EaHNTY2TpkypfvmFQDi8ThZcd982c0MTspXIluFUoFYdk9lZSWrecpLFpC1w4TqJU6lh23VzizIW0e4HBeZg1y31MTJAhxfNDY2MpMMwLJly2praxcuXFhXV1fu/F5oyZrQkjX817ENuiYvZC6Tycg0ImWGSzd9rqenB4BCobjQ8Nnq6upAIEBvtcFg0Gq1SqXSeO93APz5z38WBKG6upqRBa9zhOwvoqWlpaOjY9euXfF4nEJayHcgZPG+VpGexAePncu+xKLGIpGIyWTarAg5spgkCwafz8fqHvh8PhZWTHwxkSvsXPalncu+VPab19gel8vFvEV8MmlessAE+AIca/A7GdiAbzabV61aRePh5nzputQe3gW5d75Vp9PVpJVhpAZjo4OxUdpfiCwsFsvWrVu3bt1677335k03ocWA0b/5skwmU6lVg7HRYDRC09RYLN4hS9Bo43Q67XZ7ZWVlZWWlKIo0kD711FPsTkdSSRGphE4dqq4AMkVmAeh0Or6QUS5Z7Nmzp1CkpMVisVgsnq+vz+1zvrskLlpwxsWSlzJLWax67COGGioRixz5EZ4sAPh8PsYXtbW1tbW1rLZv7umE5hrDZkXooYceYoZJOOtH83g8e/bsYRyk1WoBVFdX/+lPf6JQgNLS0hkzZkybNg0ACSBIyAIAX/uV7vEXv/jFoUOHWlpaRkZGGFlUV1cja1nkDX2YxP84JiPs3newpBIWJcHv//hhIpUl8sJkMjHVGwoUp3IBVCBvghVjJQtTkgi1gg2+0jES8MMZZTCxp9nY2NjY2MhHRzOQ0UIjL38vLDCbkp74qgvnN9zHkjzDU825a1zGpseR75ZTRw7Iiw2RSEQVjxlkMgFxUGmLjrPI1p9VZb2Zqq7zSbkCQDqdMg72d6ZSxsG+eDxRkU7K5fK+CrOQTK4LXtxaUwOA8omQbwmX5hCXZd1TUZVGBwAKhXxKUV7PaV6wWiV3ZLuCHmIoFPI5VmKsx62QIyOvAgg/O2HlVtva2lavXn0OsF84FT1yIJ1GWiYLn2zTz7FRXQuMFdqjuUhHR8dtZw4dXriiq6tr/vz5yEYX3vvlewOBQD0gimJnZ6cgCPPmzVvtOzaiEuLx0Igq3Fxai+xUgC6bt/3btm1LJBIjIyM+n+9/q1T/aIBMJjMajdVTTQCQmlwE+xiC/Pu0wDP+JO8Ti9w0Fp/P5/F4SIvgXZGFBOMLEhHyPgiJ2rpE524csgDQ1NSUlywAkAcH2QKpku9qaGgoVPYBhTWSCilAsSa53W5+fs/g9/uR9UbNmzevV6eLx+MqlerMmTNqtVqpVDIVTlbZtqamht5kKjTh/LK065gMEACTycQazDxxvN+Ndp4disws1tEGACy4ze/3Z64/9tEwZVi9Xs97CSWHPdbW+VhbJ68RmUsWjG6am5spyqPivu/bLRb6lndQ09ra+jCXXMwia+hZP9bW2dHR4RCCgiCIokhkcSD7dZlg9l6Ionhw6mwAxcXFWq1WFMWRkZHS0tJgMMgueO+990qysAnr1q3T6XTnz5/3+Xznz58fHBwEcNttt917770HTKZCFXUn8VHHg0nDo/JAf7G2LKsLvFkRejBpmOQLCYxGI2WyI/sj5Y2LqyALt9vN1xtlkOR55D4ICVk0NDSwRSM6l52eG8+RSxYPJg2bFSHSKaPh7lEuyuzRUAe5mfauca7e88Kuix1U1pYwDlkUCr7L1EjNOrM2K0LnEAcQy1acy4XJZDJlhyCr1bp9+3ZBEDwez+6502SyYiCdpsACuUypVI5UlLATDQYD3yoJWfBaz4RxMnwJzTUG+AvKLJA47A8jF8i3u3rPCzsLV1jmWyUZkHmyQNa44I+RpEJvVoSoc+xPb6Jf7hNPPEFLLKIoBoNBWsGly9L8JBAIaDQaMifr6+vNZvPZs2ej0ajP57PZbBMhC71e/5K1aHZf3/HjxwcHB/V6/ac//ekrmiST+B/HpMPugwBJm01wcf4TCBqXfT7frFmzDAYDRfjztFfIpOFBvWq323fu3JmrZUYwNj3uBFwul2RgYk5GFs/VwO0BF4X3bQyzODJkV+n5B5qrBs1gMpkK3QXZeB6Ph12KcnnkvvZgSZlKpQqHw3K5nBx2fr+fXFrOrHypJNXL2PR479dWIFMuFhGZHPF48MihXsGgNpQB2GS239V9Zu7MOXRw+CvL6XSZTA7gwE3LP//GDta28t6uvgpzbW1trTBtIklYVKBwllJkQXO84l4hqGbOoadgBGzZnczZGj97Mh5PwHxd/RsvADj92S9RS/LqfTzxxBMUXMBCRfKCUmVXth+5s1yHbHWUS42LUtrMYmz4ZNuLHDe73e4FYyOSqZAfuFKzdXV1zzzzjNlsFkWR7N6bDvw/AMWD/SYZOtW66urqb8uH2eMrNBS4XC6Px0NrjPF4PJlMRrUyAMFgMJVKCYJgrp2d166exEcdk2RxRTQ0NPh8PoPBMGPGDKVSSXNfli60cePGvMXOcsfJ1tbWgYGB0tJSw96XQkvW0CDPO4nolIk8i1zTgoHpSVHd8Lxkwa7AN5JErHORSxZsRn706FGTydTe3q7RaArVtHXmq63B9tvt9oMHD9bW1jY1NeHG5cimX1HYNbKdvzzctVtvBqDX6xOJxK29p91ZR5UgCOvXrwdXFoOQV7uHvpTfz8fNsRROfmfGVZeFxWJx5pNmu1uIQlC4+pKL+s9CyE8Wj7V1hkKhQCBwQjvNMfDnQppTBDLAbDab1Wq9mPWsAJYKAAAgAElEQVTWsb9KjF7qigMV9QdedlssFoVC4S693p4tg+h2uy8uEARBGB0dJdFAj8djt9tv6Xnn4NTZqVRKrVbH43GTycRCPMYPsPV6vVVVVbSdTCbpsrt27fJ6vUuXLo3MXVyodtYkPtJwOp1wuTYrQjBlJi2sGuYkCPSrbG9vnzt3rlarJbK4igAi0l9jQjdbuZRYwuo9L9DknoyLCZIFCqcfXpEsGKjIm16v32Sxr/d7+B+78/jeB5MGj8ez0+nU/ubHtHOKXLG/2+/0+5uKrwPQ3t5OByA7SLKvphcMQHONgXeH0bidTCbjqbhCoVDGUnE55DJZMpkAcL1CJ/GdmUymH0YuDB16R1WkUiiGG4DlJy7+fkmxHvJROQAkk0mtVhtVqZn0di6c2RZK+pY9CNoYx9uYG1VHyBtmyDxo/GFsqk/GRSFBOsZ9rChTXpC3jv/oBMhVx3bSN1K5wurqat64+DflEMoVSdMUsXTWF7yBpUuXEoWNTxa7505LJpOJROLQovp0epZmy3ODg4M7d+5saWmZOXOmzWabtCw+tJh02H1AmAyHuSLWrFlz6dKlqqoqctjlhSQVPzcbCNllKKvVKnHGMVymorHgY/HGUbLDlZ6mhE3vuHCKLpXLCrSHDe60vPZt+TDzDypjoyXB3lQqrQMGik0ZAb6sDN8YWuW8jQAqfvN6cOMGnD0ZnmrG2VMAkslkLBaLRCKpVOouUUwkEhvOBx0Ox4L77qpSKemAkfKqqqqqW9/eHTCUlQ4NIJoEkEqlSoK9g8DGx58EZwFSzdlCvVQotnGc4wt05xjo9Xom4iCpk0gNI6qrq6vzer28+o8EtFK3sv0IS6xru++uwwtX/IVMQZUUqVgSOX8dDgeR9M/r6u4Z9LGn86f5SwEcPHiwp6eHvvett95aunRpMBg0Go0ej2fmzJnRaFQul1OCcHU8EkDGJhxn6bWhoYFKwXZ1dQ0NDVFR3W8e8+l0ul99ynL/qQs33XTT+iv5ryfx0cUkWVwRd9xxR19f37lz59hgywqqMuTqtrAfHXlqAM1lsrj39rxfdHUOU97vllsrnEfuuk7uqjg5g/KSBb8YTmNae3s7gGg0KrEl+I+FbsrpdD7wwANqtZrSWpU3Kfr7+9VqdSKRSL7kcmWF5JxO54svvrg83HWy9iYqdHugoj60pALAa4Bh70u5nTD+l47TPyic+kqhdsiRHRxz8XIF5SfxZMH+2lF6Pdt2l15/2+hFXAm0UER3zaSjADQ3N1PQB1loFxfc9ppSQCAgq7KMDkVUySQAj8Vu93uosKBp/l+Ss5jccwDC4XA4HI6WzJDL5RQQZ/d7xALS9ZI4HQBdXV0lJSXJZLLq//tBSSQik8mUSmX3r/6lvb19fWPjDnG8crqTmMTHGA0NDddff/3x48fzRtI1Nzc3NDTsXPalJS+5ABgMBj6OjEC/NUqd6erqyqtlJPFnTbx5/Dj5riwLOteZz7KgtQSDwcBk19atW6dZUq/T6ViF1gcSxWfOnGFVESSR18z55XQ6aVviDnM6nT/a8s/lkVEA/cXaX6WrHgm2A7jtVDcAV/LyQtGLL74IQK/Xk+gzgCOL596470Q8HgOQUikBlOmn2C3Xs7LpVEqiUHfl3X+o/1KhU/L66XL9elarFacvADAYDKwlfLfwfrRxGsOyYoksmHfY5/ORv7W5uTkTrL1mCX/Z3Djo2tratrY2URTJlolGo3TM8PBwOByOmiCXyykv/k2bUCdtXQZSstj7Eq0SpdPpRCIhz8rsJJPJd955hxY7ry5HYRLvNyYddh80JiMmJoitW7eyukjIlwk1DnID3Hjn0fi+IbZsfq61taGhgTmemMKdLZ8ibF6wL81srFrLdLUpAJv+SjtZea9AmSoQCPAiDoSy4YAoiqQqOn6kW/zsyd6vrcj47EKhLpXOHI8AGBoaEgRBLpcnEglzPPKDvtPhlmFkDQ8AVVVVxqbHf7tlyy2H3gBAriK5XJ4EMLaceXDjBlgsyOfZZGt0mH7DHVx6b26383t4hmAPegZ3sH6OjR6NXq8ntSM+goMJuufWR5PEofBUSveu0+koKH1By+sKhTwajWpTCXU6HVOoAAwMDLAnBeDZEqsdCIVC52//WrS9XaPR1NbWGo1GMnEJGo3GZDL19fUJgqBUKhUKRXw4plKpVSo1a1LuC8leKpZcdvr06Xg8LopiUVGRUqmMx+P/0D0mumQSk/gkgy0FU1gi+exsNpuELCSzT94BtEPU3J0vGnriyHULsibRxkScVnnByKKhoeHFF1+kiLaysZUZyG1nNpslsduUi/rEE09MhC94MOOhvb3d+OSPCsWqU37Zw7bqjel0R0dHUDNFVjUFgDE6gjVOqhHxWFsnspJzhbxFE+mch23V7JGRk45XQA+FQncL0dbW3kIPMZcs+AhWvtxHLiRkcW7u4ktEFgAAnU4XiUQW9Z/d+d9tAGw2W1tbW26AfyKeKNJqKUa+v78/EAiYzWbs/h2A+O33lu1/xWw2nwmHlUqlRqNZcPEEAIfVAUFw+8EiJnLbxu6ooaGhrq7uzJkzXq9XFMWqbBUCpVI5/f5/6Hj+PwDcLUQnbbCPJS4H2RWoZDoJwqc+9SnakJAF+dlbW1upEsL44IdZPmJr/GRMhiuSBSZsXPDg+W7vGudN/7mZtru7u6GuRNZnZBgY6i+OyeUKAFptZo6KLFnwxsVmRQj+kMViyc0z5fcsOnS5eNqOzrfkK28FsHvuNADgxthgMLhZEbJYLAaD4dy5c7Rz69atDpdrsyLUgQS7iOfr610uV3ONIW/HjkMWvLdO0uYlL7l4shj/Kev1et5bJwEZFxQNkFtRhJkJVquVlbW1Wq38YbRawzQKrC/tDSz5FPvrg0lDa2ur3W7fs2ePRqNxOBxPPfUUizmgBR7a1mg0z5guu2+YSmxuzxB4sugv1qaLtOlL/bFYTK1WU7EaUsebxIcckw67DwifED/dVRsneS/icDhoEMwVLHhXs0/mHCGPz6X7157+7Jd4YSAJWAwXoVCM3jjIlEDlRJHoq3kDLO+JdXV1zwIA/jraO7D2/sof/Z0smZTJkgBCpqnIrvJJCuq5XC4mr8YSUcmVFtpwH4Aule4Zg+Wu7jPWVCyZTOrSyZEUFApFSbB30FhxLq0k/tg9/YY7Nm64K5lMmc3oCEOnIxU8uuCCltdb7XYApdu38FH3vM8uV0Nw/I5CjpQGb2mfW7V2xqvbkdXaYyXbcx89I0WymohWBUHIfVI3ul8Lh8N6vX5g7f2VlZUkm0i3f3jhigUtrxsCPWmNEItGewVD1+kuuiaFydC856cJoXHtWvh8tbW1JIRHOh1tbW1Go3FgYIAUxKlJJNnLgkZramryVjWR7KRmP5AeHBzUymQyURS/3tfHOJUyzibxccUnhCxQoGzr+GC+m1gs9o/zitlFiCzMZnMuWVwdeP9+IbJg6y5Wq3Uc2TgUzp0h5M1RZSN8a2sreesAnJ55qzV6ia3usMUJphrByEsURYfD8dP2IADr8OUlh8faOplB8uucZFKmwaRWq202G6WA8V/EZ5N982X3aEl5yjQ1lYKglNPCT1Az5UBFfVAz5boQLxh0NeFded18KxO9ELAjJFUjkvQ/H7Bc6PpMT10QBLvf4+RqRNC5PMmGl38Z3d0AZFWWIPD5zsMHKupv7j5ldTja2tpkMtkrr7yCbKU/ogAA0Wg0mUzqBT2A5eEua2Mj8QXFTeC3v9TX1wcCgVmzZpHZzHsPHTkFHxkkFVQcDseCBQv2798f+exXRFGMxWLyrKjZV7/6VdYhhfphEh9p0CLq+PmAHwNcBVkUugjNzXw+H/PWXd3V+N5mXHBFsiAU+j3mqgRIkEsWrP3r/R5k8+5/oJsO3XSPx0ODWHONgUaWOrkmEolsty3x+XxstOFjx34U69bpdMxyMWz7UU1aiXzu4KNLPkWj3HX/tY/ChBmOLJ7rSF5u7YNJw2a/32KxTJ8+XaVSsdGJBQDaa+10I3a7vZmT4buiMh2BymiUqKVeJ+oZFm9Y6HRGFiT2x7ctb6nfurq6hwqQBT1iMtMwNnyyrKzMarUSpRJZAFh+ovTI4rmBQGD5iYtuXKQovNra2txGiqIok8n0er3JZNJoNN8UsbX4sq/TZDI9VOCdsT+9iaQLH0wa7E9vUqnUQDphqZwaGAGQ0moBFBUVJZNJVsRmkiw+nJh02H0YcU3cXh9F7Nixw2Aw7N+/nxEqGSH8XJzVzhtnTBnnT3xV7LyHsQNYPSkGntfpTxKTgNQxmHmzQC4VMqfRnKdtAI2NjbQAwgvWnly2xtnQEJyTWV3h13x4MmA7ydnk9/uruCsHN2647vEnw/evBfBo3/nzU6YoUlF1IgZAp8twW0mwF6YK2l7Q8rofmD59On1UzZyjAobaDtNHg8GA7VsG1t6/VZi28syRWbNmYex3AZfTdcfBONOR3JmTcayYoMFgYHskKVcSYUEU/u2QrGzp9i0Da++vzDofL/dwzcw40NvdTVX8AOzfv7+srIyyYgm8qCLTzCL1B1bRyWq1btu2zZMqumfQZ7Ev4F1y4xRCkairmEwmmUxmMpmeF4S/fedieXn5vn37JmMlJsHjmlgyHzyuIpRAkh359NNPHzx4ENzSTmNjYy5ZnJu7eJayE2MdQMz7Pw7YQF3oFyeJkpb8lY+ncGbLQPNkAU6hhle4YyfS9feXzQQyrFRWVnax6lOObBkr2snWgXjdOlEUd4gaWpM4UFHPfHM8leQmk86fP5+V4WPWhaRelgSjo6NQa8VEStDpgtmdOp3uQjwxXZmiFRGX6+AEX04mWkcb1CeskaxnWB2JcSARFuQXArPDrDuxZI1Cobi19zTvrZOAPdzKysoemVoHRCKRAxX1t/aeJjN39erVf/3Xf00Hi6LY1NT0i86MAWyIDIlFJgDOcgWQifUjdXCeLAC89dZbPbd8PpFImEwm54SHd7oRejq33HKLPtF7oLo+EAiQ266uru6h2x2TfPFJwARddR8Dshjfn1UIzz77LI0euWRB/hpmWfDyoITcDHQJeGfciy++mNdnx0/7xzcuGFmwrxuHLBj+5vR+ZCe3DKQovXvuNPLMlQ2NwqT/vroylyxoDKFOYDaL3++vyXoJJLbM6j0vGAwGis/qvPMv1Gq1SaeTFFvP9XZduHDhuuuuK/Su0rf7Z5RMPFaUT3cdjI3eNq1mgidKwB4HtY29b1Qnik3Lxwl5liCvjjkAh8PByMJoNJrNZvuQ0nt+aAQYGBig9R6e0JuamnLJoqury+v1Bq4rNplMZL8U6lK+fx5MXyoLjNaYTB2yeESGSOmUOWl1YP3Xb/ivfX19fX/3d39HL94kWXxoMemwm8QHhwnOFbxer9fr5aV/2DjFONVqtbpcrjsKa6jlBTnjTn82/9DGy64VOoYhN+WKn1JIEjP9fn8ymaS7oDJzAwMDy5Yto+1gMEippi6X657BTBWkw9lz42dPqmbOsVgsxqbHE9kvzSWDBS2vlwR7AUCnS40My6cUhU+2AQhtuI8oPJFIWBWpWCwuyOUAlMmE5sZbKRxvkLtOIBBIpVLpdFqhLbI1Pd77tRU6nU41c04xEAqFuru7/7BzJ8WLEX9njN5sv91x4dSLWZ9drsIg0Z4gCBOcclGv5moRss632+0SaXNJGRAJ/ZRu3wKAIuzC4bDuyccNWa1u25PP24DghVMkQ65Wq+VyuUaj0uv1giDQZQVBWP7aM/H+MwB0Z/Z3f/9f6eIsqId/K8iiFgThHBznAP5uJ1K8eEHL65XTpysUCoVC4ff7TSbTd7+7lnXLFbtuEp8QvHdL5sOA3JZfcdWqq6vrUtUcr/c/MVb6hxRkrFbrU089ZTKZzs1drNPpaLDK9U+R34f3A14rqS8JQfDbjCyYgjXGlhaleAez2UwE0T2nuLi4eGhoCABpbjK+YGfxXUTb3913gj5WVlZOpOYAX+euubl5/vz5eS/OcKCinpJDw2pBHo+mVBrWPMtU09mhyGh09HzXRT7X5oohbwwrE72trb3EF3nDDwmSiOy87z9PFqznGUGvTPQ6b78dcNA7kPv0fT7f/rKZu/vC/Yp0QqkSlKDbtEw1XbRYViYyjaSwEb1er//q3/60PahWqw0Gg0KhCIVC01/dejdXP0Qi0UBob28fWfal4mzE3z1/PEvJvwW1+bJPH9zLf88995SUlBx42U0R38jU5y0YpjeJTxo+HmSRF+MbF88+S4krGeNi6dKl9JGRBTty4uoB4yCv14N3uOQeX+gjuxS/lMuTBQBRFM1mMxEE/Qug7Ww/gKdLUqgx2GH3+/15q0VLlogaGxs3NjSM8fIkDQAo5xpZx1BrayvN/Kuqqs6cOWMwGG7cd2L33Gkmk4n52pzLvsQvkzyYNKAjNDSsEs4N8uo6hKampgsXLpC7CpxxMRHmCoVCU+SKWCyOsctRPE5GQsp4eJZKv97vYVmx4/AFIwveWze+ccEgCbRkIoChEH7v99zZKZKXk+qDU51iAIIg+Hw+Kg3Pv4SFgkDr6uoeEQQkccUiMxaLhZ4+ijNcfF1KeUmnlMvllrIqAEPrvvjdbKjjJFl8mDHpsJvEBwG2fkUj0bp16/Lqtr799tsXL17s6+srLy8naR7kxKPRFSgDFBYLOT4kbjvJSMr8I3zJgrwwNj1+jsKbr+o2JWBRbwCOfnqVv62N9qfTaZPJ9Morr0hWn+64cApZVSbLhVPUZsoGJZB9QhmpwVe3h0KhgbX3I9sbg8YKALrRYQCpkeEo5L2CoaL9TK9g0Ol0+mQymUyGp04PA1Wjw3RZqs2q2riBKs8uaHndZDKlUilTqF8mkwU3bsgI4QEAaPWMYi4O3XLbkmN/pAaUbt/CM2veCRPPNyQbxMgy7+olb9aOY7BJIOlPSRn1hoaG89sBYGhoSK/X6/V6Vdd5VFUB8Pv9/vvuOrxwxQK/n90I6XazrAGz2Wx/5qfxVEoulyuVymQyOY5qku7Jx68bHT366VVXbDOyby9/g5nXOx8+ZvPsSUwC+RJ82LSVpsu57/zg4GCf68cDAwOMLFjQK51oMpmsVuulbFUZBnKCtLa2UgGYHaLmqktosiwYEkqb4Fn8YEiCOOwjjXWCILxZZD2UQC2QTqdnnNh3svYmZmtNO7wLtkytoXGGAhZCSAPa+GlffIAJBdZ1dXXl9dYxG+zW3tMHKuoB/P/svX18E+eZNnrpy7Is7MHyBzbYEsaOQ4CNBXICxC1paNplyca8oUm7oWVpEH272d2ku6Htvj09cU7I6dnf7gl0S5qk5w0iy6aF3U2WrKFQTjbrfDSKSWoRuQmEUBsj2WDjDwnZlmRbX+8ft/T48cxoLLvtuyGZ65dffuNh9MwzM9J9zX0990dRJKTX6zE5brVaL4xGSWnKvzY0rjcBmJiYWNn9K1itLS0t0nh5hfnLdnKUkgXtyZEsmPcoihnMNCHBt98MAXhywyp2ordL6wEUFBTo4tpYMgmkM387qfDrovIeq93u9xIpFPzJnwOoqKiIRCKjo6ML3/x3il3nvyFMHQ6FjfebJ8mNNxqNLD83aFxg4iamoNnJ7l+X6Q2iQsUnBk5Jj28C/UiZc5GNLE6fPn3x4kX2E5NtR6Yg1SlURCVQ7+xZx6Efu/SAOVXoZuDl187OTlSkk1LTqybWiqd0Ifj9Vqv13eH+W61WXkrLNgG6NNaCo/niNdgEAHy/VCKLgUojgIGBgWg0Go1Gm5qazuhC7BRzSs12uVwUBNDX11dVVfVQQvj7qQEyyI8JNeyGK5DFSpPw3tQwuBxbBpLnWPPcUCj0eKhnS0+IVvpFr9P8U2hpaWFPStazQObLwKdb8YUsaL/9H/fRHqvV2tPTAxiJLCKRSFlZGQCfzzcyMnLhwgVkivP4fD5RkCY9IPr+kAum3NNcBHouIU3cYpkOwLy1tDKbvqni4wlVsFPxu8SsYg0rySx9sWb0U1ZWRu/Tyu2lRVHTyoRHmshFruQQe9EXHalQ+0bkLYjOyF4p+Ni6hgMvsutKpbJ2LOdpg2xo5cRYf36hNDK8+offj4+GooAmmTRoNBQyhoxvZrVaJ8+cRiKBzKsJobe312w2V8WitMjGZDi6LcUte4uBDpeLjrwxTwtD2jIwtc7v91tCwwGh9OtjfQDeQ0PH+k2fP9decvhZra/7ksbAavrOiq6urvHxcXbTkOVW55IxRx0eZf9J9vuwdO+Bzl33gcrxAhVVS0UHdKzftPXyObqZR5esQFcXgJaWFvraGI1G6rHF3vz4l0hWSZD0UL/fv+zE4RcW2vgrZVCIDF391onRcBiAELh6MaVfvXo1TYwdcJ1mtaj4feP6+j7IzvaJzt5Q2AigAGDvpuBSI0nvYC+a9Morm7DJSg3MG7x/pUAWsmqdAlnQKz6VHmOZrdTvlX7ap8uXm4CrV692r/zssg/eBLVevccJiRzDaFTKp482VD/RCb/fT9as9Vf/P+llf7Y4/ydXJgBYrVYmBjG1DsC/ThQsuP0eACepYJwE7HS0hFNUVEQTc97dBK5G3h2/eYu0yJK6OmTqtft8vra2tueff/7HP/6x8s0n5EgWuQw1V9AzGihMG/AlFRUArlJjDSBoXFA8OQ5YdDrd+zUOp9N86NAhg8EQyzTdq6ioqL7hBrPZTAYcVDGj5AadTkchDwB+EsJzdzcxsqP7GS8xmiQqsyzoQVAYps1me+GFFx566CH+AF70vL6Mg4rfB7LJXtcFZi3uRt92qWYnepOk3B3mXPyuQuqyiXEMjCwwL5OVjSwAmM3m4eHhr/RP/kulEUAgEHhMqGExcTzI7MiuavAZsj6fbx+tflnTKSz8wTxZhMNhKkjndrsfamqSSoFsnm63u7VGMJlMJYbkw8mFosNKSkqokVFJSUk4HP7K8OSWW+0Ann/+eeR2u2yJ9DTYefkPCpm6eLmE7IlAdz5bsDl7MaBaB7STrR26XC5kXDG/36/T6aiy9qFDh6g/LzkXzc3Nb731ltlsplVGZALtpaocK4k7J9v+7nA/Cgw1ESQSiXA4vPnC8Ot2K8rBmGh6trkNqOK/BKpg93HEJ/LXQpXX/iIZ/GfIN54DcMsttxAZkHHkl9DZIPR2K1WyZl2kklYGBbeKwt9zZXpgdegYN/PxAgrPzmaz2e12thjIU7tIrQNwNhKz5Kf/lF6sJpkEoE2lDH2XYlVL6ZhQKBQ52wmjyUBy23i4PBwCUDI6UpKnRSwK4IWFtoMHDkIiGJGl/lGysCua9z91k6ZUImHMp4TZ8p+ecrlc7kvB7QgIgNlsDofDn3nv9Zqamo8GBoqvDZk1mmWIBs+8O1Zaka32BD0dYj5ywKZ7SO3Zza664cCLmKm1ifr0icD75LOWrktf5vpN7OnvDF8BkA4Xz6C4Za9/130AvqUdQ/0iq9Va7HDQTCKRiCmV0Gg0CY1Wp9Pt37+ffWrnzp3f0o7RdjQaxYWz1vqVgUBg+zXfCwttsjVHxBMDACw7cTiszxQN0eUjHj+6ZIWzZW/HTM9chQrCJ4kstv/yQjwWB7RL9MmLqzaM/ewpaZfSdGmzjlfGxsYob4ctkEjtttPphMt1ZbZepVLw+aFsJ6WuiPhCuZQq1TaSNWI0gkwwSPly2qivr6d1BQp5k0ZOMVPAemTzRoaUTdKV1g2e58PUn7u7yePxID4o21yVUnUI7NbJnld44+Xf/OY3eVVVJpPJmQmZX9zxymJynOx2Fj/odDpbWlqYmbVYLC0tLcrtQfiKrrwgK3Iq+NU1ZbIQDc4PQrgcT5dC5+PaqBVs+noF4aaOV07qy+Mllfp+P2bml+3YseNKRgWIRCI9PT1X3nkHmUhPAO6SG0KmIgABr5fFS7LssJOHjtMeQ54hGo2iKKtmx+6A2+2mh0VdYkOhkKiClULlQRWfTlzXfDGPNAvCunXrqD/pLGSRAxQMPm95KAxtHmQhGo0PLlN2Lnw+31f6J202G/LE/3praTqP5KGE4Ha73YDsGyn/bsnKNJOyyS8+kSv3lf5JAH19A+wjbrdbYYavrlqMcHhEKAgkot8vymvNdJMg7WnBggWMLEh/bG1tffvtt5cvXw5AgSxYMCCAOzp7x7lrYdoWANRMN4olzU6WLHgvkv8nhdIQ/DPls55ZInNg1WJkQucYduzYwY/24x//eHJyEsC9995LriWVxaD/y8p2onoI2XBs470ulws1lV6vd1Svz4w2/FlPz4nRUZqVNCxRzeP5eEIV7FT83sGM4M7wlQvAf58cBHAyy2LUn/7pn7799tvSEfg/nU6nbAkwheA4BZB9nIeFyjETyul07ty5E5mmb3xdNulKF7VtFZVuBaevJUPXNKkUkAI0/AF8AfVYLG4w6AuQTCQSALSpZEqrAzBUXtW0Xsm+b7/mQ6lhwdQk62oKoHPXfVi/qampCSd8xHbV1dWhUMjr9cZisSVIpVIpjUZrTMQwPFB84EX2QVG2MpNf2WuBz+e7tHvXwMAACyjo3HVf/MH/QdtM3AS3HMoPxbb594zG9lO+k/9kMpmW1a9kKcOiZ8S+eMLlMKl1xIu0jObxeEoEgRLKDH2XImeDod27lgnC84OTxQbTDVPjqVRKPzWhL5pBcgsWLEiMTRcDjEaj/RkVMls4PWauarrd7vb29v/XKuh0ury8PL7rlkqfKj7xIIFJb9DHY/HLce2Sioq/bmkhC5Ct9M/27dvfeecd0cu0lCxkP8vI4skNq0S9LERQjptQuJZQKHTb8IyZ50IWp4+7BzVG/Ui/1WoVBOHRL98JxdAYFlciyvGkDQoHUwAFCLDOOTabrV9S50gWdN7a2tqGhgYKshPB6/Xa7fYdO3Z4vV5iwHfffbeiooJ8MGXIkoWosIbL5WK8wPu6om+LAlmAM62X49qJTAT8hdEoO4Bl/pKb53a7h7q6AJQ5v4OM+ycIgn1xPlE5ZHoAACAASURBVAB7fPBI2CgIwvDwcNHrR2E0Tk5OHj9+/C//8i+pDYUQHQ2ZihJlixNTYQB2vxdmM01JcLsB6O5xIv3ILMjU8uMvhCeLsrIyo9FYWlo6NDRksVjCn7/vpFZrsVhYgxF1dUfFpwEkLWUjC6fT+fTTT2/bto29euWioPFQ9ixEC8zprqxcGFqO728+n+9vo5dp+yfLb8uFLFiklUyJIZfrKS5HdUtPCJhP6QdpJIQj0zmHVpJyWSl3u91YtdhsNscMeuZcNLe9tKUn7bbQKj51XyWyYKv40rp7IrxxT/q8zNw9pQtFo9F/etl1+3vpx+Hnat08JtS0+tJPR/ptYbddgSwUokN4mdXlcnV1dS3t6jr7BQfrDuG8xymq1UNRhMYMWdx9992iMfkevnzrJOnZZXuVAHjttdfy8vLIs2AH3/nBlaamGvbUVLL4+EMV7FT8biDrTjBByuFwXNq9SxAEFjUAiQrjdDr37dsHCfdc2r2LNvgOoXzZfj5YLBvJsUreZObIqpYcfnbzwACAd0tL51QRYNbT8ecFZ1tFxVb5e0WXQ3XoKI+yaX2Tz+fb3H3m4l3b4PE4HI7gnt1aYWHiGvXiS5EMB2Dp3gPMUpccfnZgYKAyOgadvmjNuskzpwHdlE4PoPRq76ZXjpzr+E9ah+fvJw+NRgukDLEpmEyG+pWYSZzTFUwBg8GAyQmNRqPRYFJn0Om0osuhjVkbg0SjUdLsotGogdvPAsuVQdKezWab7rwBxC6cFepXLpV47+yLuvXyOWSykI4uWdHV1VXHfSf7+/tZtEIoFIpEIl+6ehXARZMAoFabBNDs+3UgEHhr9efoMEarCxNJnU5LIz82HKtzuymFQfkqurq6flCRFi4jkcjU1FQqlfqX8hs2ZA5QZTsVnwzINpTw+/1R4wKTyUSanSAIjoZq5vZE7vwyE6Eebah2Op3/8A//AAlZSNVwBbADRJF3jCww87WYPA3ZRBUevPz3akHVnZE+5Wnw5z1dvjxoXGAAUGkVdeXL9tvnI9FI1QIAfbnoMD4enL9Lra2tFKTMQhhOH3cDSCQSFoulv7/fEx9E9o6r2cCrqCwIura2Fjk4YLK4uGrDkbBxYNUGAP0mkzTeMHeyoCmRDEfjPNpQvfW18xoNzPo0hW3/5YUXPltP23QMJfzuzATpXAmHa2rSHQn5xOHbhi9gGBf/8zgAs9lMWU4Oh8MS/oAYQYiOhvKLwuHwond+0ZVpP0Wf7erqqnvZBe5bzdQ6Efi6hx6Pp+Zbj4d0umQ0Wl2d7rG7uOOVXO6GChUfc2TrPkSvQ7yUxmtkImzfvv2FF14QvYbNjyyk8Hq9xBf/Vm2GBmc/urTSJFCJt7/IEiElC6bWAXjE731DcUoi4Ub6ckhuBrU7SIdZzQQjCz5DiA6jZCDpVTOyQIYv2EfC4fDRo0elWUdskq+GeoaL8nnF4d3hfr8uBuChpqandKEziFut1kcP/b2wavGdH1yxWq0jIyO9vb258wVNhtS6iooKAP9SafwuAOChhGC3Tvub1HSVtvliF6zbBkX/0U3gC+/wmt2s85nu5P4fnh/+8GvsdOwAn8/33nvvsTA6+p5IVweZtWfxoaxfMLhXFOVKi1NTUyaTaXR0ND8///z58+FweNeuXeyiRGdUHY2PJ1TBTsVvC1EbHXEocsbG0fICix3TaDTS1ub3339/ZaZrJ4GpdaAgMk79KW7Zmz4FF6fGR96JdCLK5XS73Q8//DCNTA0o8vLyPvPe60x2YVaPMZMoWzaX4rL85R86dAgZU5stgJlNm+Swb2nHfpQspD2GRx5PF6pzHABgqF+ZPHMaABIJXZFAvSNYmXYArebFmzEA0v46O4zxOABjIpHSaqHVBi3lALS+bp1OF8JSdj8paNFvsQAYTC4svjZUUFBAgzcceLFDYtAv3rXN7XZvv+YjJ3ZSZ0Cm2C1mVr6zWq0izY6lMtntdtClZWAymeKZbfb6peyJ0bVv2bIltu8xSEr/SOVC0ffEYrHQd/LxUkMykK5zEYlEYrFYJBIRAIpSJLDSdfF4jIrZWSyWu197KVpRdVskApMpGo2azeZBg6FyYgzACwttdQtniVoP7tnd6PcDaFoweS4KANFo9K+6h1evXj00NHRDxu/mS6rzF6JCxXUEFh8EaZ5j+XJktHu9QU8iGluNj0QibIWcMha/+tWvygZ2zXp25PDboVdnepM+W3vL26EQ9ZOlFF0m5zGyYO/0v6huZGawXhAAvIoqAAUFBWf1gsI7PqtiFg73ms3meEll0LjguYySKNvHlhfOmpqafD4fM5Us8YckP+fdYhNEZMHX+GPE/dzdTdSEIRKJ3Bnp8/lgs9lEDgC7gclkcnx8PEdbVFJSMjIyQtvSFCfZBQm258NM01tZEFlcXLWhoqKCnpQs2PN6rdBGD+l0+XI6AZPqCNQ6Q+G6Fne8cv/aG0CNJoeBTD4UVYmllw06sq+vz+VyCY1fBBAIBPLz85ORayuvfNAL1NXV0Q2hX4SoFUYu0N3jrIxGjUZjomxxnk6H1BS9QiyeeZhKFiquR7gkrZAx07MA990uLS2lX1NDQ4NUsNi+ffuc+CJHsmBtgv4BAQQmhwrzAZyNhkqAvLw8xGaMwFpkMN+BH5zviadcao3RqFS1EYE1f5CSBTtG1AWIRKvWUA+AY5hO1M3m7zidTuaAyEaj06mpcfVFTJnyTaCqahlQuT1qjgFguCj/1VWL7/zgSl9f31133SV76myr106ns7XtJT7fSHZKbW1tFotF5FnwvXGb2156TKhRHkR6atFQpZk/+bLmxBGrV6+mDWQ8U1oI7O3t9Xq9NJTb7Z6cnNy4cePk5GRvby8/CDiymNW2u93u1V1d793+B4lEIh6P1/387QntNNmJfAo1LODjDFWwUzF/0E/9ySefHBsbW7ZsmcigyIJJHhqNhol3ZO5TqVQoFBIJdnMFs9SCIDCxhmqNsRUMdgCAgoICesMm28c7YOBSb3gTJmrfowB61RgaGsJMk01g5N3X17f9mo81RLdarbELZ/fWW3H5XCgcYpLWdK230sX0Uk59XQHE9j12snYNAGKCszabqf3UwuCgITYFIJ0/m0wLTwuG+vlpsLtU3LIXe3YDSCQS8YkZiVRkxzvWb6L7QB0qmpqaXnDje0PnBaGIwqxZQ1u+hTwfJyLiBo/HM7LtwYrDz7Kgy4YDL/LvNGkJsrVVtoAFjcZi4k7WrvnSlQ/B6YZQ7O1AoLltD/hotsLhZ880bcYX7l3+Hy/RrRgvq0QstmCof4EWl6ATBIEF8YVCoYXBwWQqNTo6Gg6HBUEwm81vrf7c8ePHy8urenp6yhIj0iJcslgYHJzS6VaY0JVAPB4/1HjDCwtLqD6RNJ5FJVQV1x0YWdCf69evFx3Acg+p3yiAbxx3R1d+tu7cW10rPmPK1PInC+/xDI6NjUkHmXUCbFtaAY3g8Xj4Fe+T+nIAgiCcBJqbmyFJPhWheHJ8ImN/LoxG6wWBd72yNf1kfmm48YtTU1Nms1k/0p8CgAb+qqkl35e8XuGNlykIi69tJErSYSlFVquVv3ZWaoD4l7VE4LE5PggzfMNKsYF00ng8Pjw8LNovLfXAwgClUTB07dI4EdnFiYqKCkYWzFEEcHHVBpPJhGh0YGDgSEWFVBjlyeJI2EjjEFPQQ6kvMrFM2Prs9ePYhdCEeb+X3964cSP5hCxljHhwYGBgamqKvmD0SlBSUtLW1tbT0wMgl2RhAn22rq7u0tSUyWQyGAzUZkpURBwqWai4DkG/1kOHDtHLs0JnIf4jIyMjtMDz61//GhmrTiZiYmIi965omBdZMNdGrzcAqKgQACAclg2AkoUwkyyUQWodcy74+nHTJb9f+zetVnvnB1dmJQs+mZS3IawKQSAQ2Lhx47wbdLBwvyuDlwHcWlr57nA/q6zXo4nfXr2MSXgGQx4w8eqqxY/NjIhsbnuJJkY110QsM/3IaqbvYUVFhS0PoqtubW0lvYzq9Elj5dKX/wdpwY5q9rELUb5SXvU7s2EVkazFYnnE791ntRNHWCwWRhYWi4UnC3rHoK8cnXTfvn12u51CpwG0tbUB6OnpUSYLVvrQ5XLRN7DucrSr6/2hoaHl69cnEolYLCYKrMnxAlX8F0IV7FTMAXy1Y7ICpNYBOHfu3NDQkJIn07IXAJXz/0WdIzw+DuDo0aNbt24l40VOmsfjYVEVDodj6d4Dsimxs4JCDFhyE61EiULTqU6ZbMT15u4zAExXPoxGoydr18i2CMwRZWVlRKuQLLUB6O7ujsfjB0wVuwID02y9qIq2DH2XAFBbCV6ho+2GN4/HuAmfrF1jsVh4fUer1SKZhEYLnQ6pVDK/oKCgIJVKAuDixmSgrb2x/Il0RwXZ7Cc6y8GDB6UhjdTYYdmJw0yz458aIyq6paTZrZtZZgiZ0A/2fiAqhydbHHfLli3WE2FYrdQrg6mH/N2WfYiVE2PIZPuGQiGS6igfduh7T1IbXADjZZXWggLNpd9Q2rLMTdNqdTrdH7ze+pkqIRi8crCmBnLVavkkDrouq9Uamxij6ubVxeXgAlFVqLh+ITIdjCwmJiYu3fw5XXmtKLExnXvodIKLKeta8ZmKd09ddnyhv7+/srKSYhB8w31kWzwez5GwEYAgCLn3lCAws8DMOy3tsLCF0+XL+R46R8LG+82TChz3WqEN0WjCHAegN+iRbtWqVCCPwGpIE2ixnRGTx+MBjLQ/lUoRP+7fv5/NRNqd6abfvEPzXzd4HoPnwZmU//vXfeZV6Tx7akErwhOdvdCXh0IhlNYvv3Ca7c+FARXIQrYsgPSNgtfseLIQhHJSLW+88UZkYgZZpR5T+XJklmqkTi87C5HF/ebJI2EjjcPAnlQoFAqFpu43TwIyXydROQuFcPsHHniAr4JED+KjQlu40IJw+O3S+uLi4qaR3wBYu3YtgJ6eHmWy4M/LWD6kLxadV6rZqVDx8YfIFBw6dIjaRExMTIyNjeUSDZBKpZAJf06XOjl6lP5p0aJF77//fn5+Pv05j5d5ZbIIh8MogtVqHRiesRyuQBZkOuZRdBtcL1SSMmVPtOW1fwOQTCZfWVFR9eT/0XrHl2i/lCxE8Pv9iUQimUwCaG57yQkDAIvF4vV6ZxXsGMvIXtGxjfdevXrVYrEYDAYStqSWimy4xaK3Wq18z1mm1gUCgccR4MPfALhcLmaKP5oy3njjjUQWrLwdPyveuciq1nGeBTLdDqVXpJxVzSIVaOMRv/dbKOZPzb6fGzdu3Lp1K8+e1n3/p6nSBOArqPV6vWvXrjWbzZ2dnWvXrn3nnXcAVFVViU7HFGppLDyjYP41Q8V1B1WwUzFPsF/+k7aFWq32kZ4AZq5jyEYRd6zf5Pf7w+EwW2dmJo/KgvIWnOzO0r0HZFtMSOHxePhwJr/fH15oo+Y7xPdSh4E0O3AVRsPhcLPv16ioGBgYuHr1KoDOzk5+PsqQ9VjWr1+fjbnj8XQO6AFTxQ8k/0r9XgsEAUAoFOJrtDW8eZwdlkgk2PoeXebgay/CZEqOj0GjgU6nXVAIYHJRFYBw+RIhMEgiIABWIA8ZRSwSiUxMTPDTIJUQQPDyObaT4gxlu80SKifGdVejfQaTKESRSJ34VfmW0nds+zWf32KRptYSZlTNmI1TWZWNkkzKmN/vLxsNVWYEPkEQWONdACWHnyXJOBKJFBQUCIKAhsZXl6xgN+RacTn1EGRasMViSSQSxcXFuxF9a/XnZBes2FWzUoz9+YX0ZMndunjXtiYgHA5/4xvfgGLJeRUqPp7gHTBkPIqJiYn8/PwV/+Pv4/F4IBC40vhF+nna7XY+PZMXuRKJRO/qzxfk58disf7+fgBUFa6/v//48eNtC6xAJPMpPJqb5yP6ER0JG39y3J1IJJJVN6/s/hUlm7jdblHPa0EQkCnoxsgCXLDVWOex1N07ioCKigohe5SW7F0iRP75GepmwLcOYCCPFEDws1u8xcX+sBEAnwHKDAu7mRS0mEgkbgq8A+Bs7S2GTNYVAJvNJroVT3T2XhiN1heZiBnPVN3sLJtmljm5l7zZz8VqsTcKWbLYbMNJIb1SIlJmnU7n6ePuGYscWaTb6XZDnKjHRqMNVjYuW3cg3hpLmwzO2vnKPBaA2RwOh4my6c1k7dq1a9euVSYLBlG8JL0yJRMT9PV4tKHalSlgp5KFiusCsq/NRBb5+fn0OsoianmykP2GT01NAThw4ABb87h8+TIAvX7a4aWfarb5KJfpJKmO9ywAeL/+SHPbSxQ7hiyeBThljbkVyPzGj3H6lCxEU6K2qsRWsveBre4w4gAn6PCXz5MvAFLrQK0qSllm5+wdnFi89qz1AY9tvNf+j/toe1+85Cm//9ZMSixF3h2bqdaJPn7o0CFZny4QCHwhgI2Lbtq6dfZEUdFFHdt4LzvRQwkBtmmOyIXy6JJDnGchOkAQBJswgy+2bt1KGceitK2ndCGLxUKexb9UGr+CWtrPkwWyPA7RVGUD1ePxOGt9ruI6girYqZg/mpqa/rjHS5LTvhrL2Ne/xdc7oNWJZScOI5PO2bF+k91uD4fDwWDw5ptvBmCxWN577z1Gq5TyA0ld6myBdSKD5XA4Lh1GJBKhKIy3HRu7uroolphqAUjHDO7ZvXTvAcysxLcy0LNmzRpBED766CMA30Pi5HzvD+RirDBzgYu9RlBLUwAlmTRYQ/1KihcDUDkxFo1GDbGpmCHPZDKVjAYAjBRZAOh0OpPJlHX5KxNNR0RypmkzgDXukyC1DoBcjVIGJk5JIVshzuVyNbafCgBdCY05PyevVTQmgK3A0SUraA//ZZDV7OhmzsmZHNn2oHDiMHHqR/oC69iYzvsrAKipF1Y28InVLperMRQCEAqFCq72AcCSFR3rN/EXS19aVoOc8ptyvNLYhbP9+YUArhWXp4dt2dsAuFyur371q+xg1fVScb2jrKxsbGxs2V/toW2TyRQKhVyRBElCdrud/XjphykIQiKRmJqays/Pbxr5jcViCVwNzLAGwWDMWGkwGDCzyJ0sWAII/1MithqGRavVhsNhrVZ7tvaWld2/YqVOJcXjqjGTLCYnJ5uamqjLakNDw8WiIgADAwOyEX/S7hZse5os4oNSskAmkBBAwav/Grnzy8ynOhI2Sk2e0+n8xvH0DK1Wa39/P10XgNLS0lgmv9j5ZRm1Dpk2qfWCEIlE2MKbNMbkdwUKqGHFmLKV0cklgpK+HgqFeIgsNmfauYrGlG34SKCWIIFA4OSh40LJDeH9+6ntOx/j6eUeKCVT+7nWFgAojBrAmjVrADjvbiLnP3eInPZHG6qfAPx+f1VV1V/XFi9cuBAqWaj4RCA/P7+wsHBsbGzFihVVVVXkXNBPkicLJodt2bLl2LFj1dXVbPWUlVUBEAwGdTod2Qdp+WwppPW8aKju7m6j0djV1WU0GsvLyycnJ41GI1lvBcWNL/O9Z88el8t1ftOtAM4DX+nPWnOTh5QsaCPbj10QhGvXrtE2mQXCI36vEEq/oEon/FBCaK0Ruru76c8777wzGAzmMj2q7s28P954ZuMLymxl2xRPx7pk8EfyUprFYmEF3RhZOJ3OlpYWWrMhR8/j8Twe6uFHYNtOp5Ma0UpjukXdOVjM2qyUx653n9X+iN/LPIhAIKDX68kjsFgsjo3TyzmyrR7YThYoHY1G2boaTxb0fjJX0CkeeOAB9t1QyeI6girYqZgPyNI1tp8KFBdTuByA6n8/hExBMWa/aMFhtLNDSKU+f+JQ4K0TTX/5/YKCAuZ3WSwWOpJq2JFpY9mUc8WZps2BQODmN46RAwagt7eXNDve4Mp2mGXQZkpy0us1lYeT2msFhejYsWMASkpKspUFZY7Bd7/7XaotWltbW/a339bpdAPf/Tv+yPKfnhr82qbk+Jh2QaFxcgIajXFqMpmI5xlNiUSCMjcp+Kshc5bgnt2k9GkXFNIHy396ii6ZUj7Pf+Feku0UAtxFUY3kZkizTbPBYrGwJ3gxs5PWSInUiVxFd2/wa5vY9lYATU2yciEjNsqeUO6OxGujvANW3LL3qMtF418xLqiOR0Ga6eFnmeff3d0dMFVQ34mS0RFqarH18jn2tbHb7XG7/WRr65YtW4ozKa41NTVUsajmmk+UzMvAbi/14SWpTnSNrEC7ChXXHdiPlHkXO3bscLvdl/R6AKOjozU1Nen81pmSkNfrXQe4S24gFqDWB5S0zsgCwIULF2gjFosZDAbW03nWWYn2fPTRR7hxPS07MRWMvQ2zTMlsapHRaCSDQ14KJZnabDZnw538CPQG/0SnzDhEFsFgcMeOHbIzpNvy5IZVHvOk2+2etNt7KiuZ6JYNfHhgZWVlf39/bW1tT0GB6J9E4Eu5Ma8jl5LbaWWz8YuLO14hC59j21aCtN/CrGTB47m7m5hAKW0gSxCRxf3mScQHRXmvjCyOhI2RgqoCLoYxXWAR0Ov19GpBTvhJfTnRRX9/f3dx7Zq+X4MLuKZbfcVqfbSh2uPxfBg2sg6GhIcffpgKd8zPAQN9Mxuqx8fHWbS+ChXXF6QRbUQW7e3thYWF4IyJSAmi0DD2e2xubmYKHRkNOpgpULN6FrxgJEpOZ10C6HQUYQeAhHuFMfk8RK/X63A4qM0C4V8qjaIKzQqehdvtptdC5lyIwD5b6veSI5NMJnly5Je1mttekl6pEzh67ej0n7kJOh6Ph5dHc6l2xx463y5JQfRkGtaWnpD02vfs2XPLz54C8A412z1/WaEeukKqMs2KHhlfJjX3Zap9Vrvz/TcArHnzgwULFvy8zsL2I/NYjx49GggEjEYjALPZzERD+n9r20sABEEYGBioqKhwZhJ7s5HFnDpFOJ1OcthVXHdQBTsVc4CowOfC4GBlgSmqMV5MmQHEYrHW1lbWBACA6cBeFBSEQiFwIdklh5+1NG2mbalZZ10751ff1GazLf+PlyJaLYDPn2s/fcudtBTGGzheigpybVIZrV68a5s9k/uZLXJNwY4/88wzwWCQkii7urp27NghsqeicHEiucbDT1GOTPUPv2+oX8kkHqa+pfNbUyloNAB0k9FY7U3Ew3x1P5fLRV1HrZysRkJYLBY3AAVVS9e4T45se1ChjEX8h/8Xxa0AWBgcpBAwAJFFVbOWxXU6nZQ5S+9SotcjulfMDaMihrLjxC6cpVg2XrMTKV/Eu3yxCVnQlSpcL4CAkI78ZxfY399PLzr/uWL9fe3HodFkUyrZ2VmKK3UOYcd37rqPSXJSZrVarR2ZbXW9S8UnBqKqxunvtvv10O33xGKxCxcu1NfXRyKRVwuqnBlP7EjYGCi5we732sNer9UeCAT+otoM2KSaUWVl5fDw8NqrH76z6KZ0uvq8QAHOWq2WmrVptdrvfOc7/AFSiU1Uco7tlM1bZ2od0hLYjNGOHTv2/vvv0/ahQ4cUyIIRjc/n68mYKYWrFpXPe2bTrR6PzpmJ/KIDZu067SzT0bKOsvFkJ/L7/R8V2pZhRqHSbJ/iT3q6fPnJQMBisawbPM92SsnCZrNlG5DX6UTXwtfezkYW7BIoq/okd+ukMYxms9lrttv903lk7BFTxI2o+iHD/ebJIxm1ju/2yx+j/FCUk/VUqLhOwciCF1NYWyEKYWb7mTBE5T75cZhsxLfTWbJkyZIlS65evUrORbZ3ThbGJRvnBcBisQSDQb1eX11dTWrLrGqdLPhCk6Llk2yeBQWRvf766wAikciSJUukqhP/2Tfucd7+sisSiXzPtIQVTZPmlsqCUjWRPb8y22vqPLw2UVXrbIfNeBZfx86dO0XBEM1tL1VWVoZCITLFBoOBit6yfxUF2Slcy1O6EDasAmD/x32uP7hdYfKyE3Y4HA95vQDoFeGPuwJ1dTOcIPaYiCxkV2voKmhpR9TGlz+M75is+g6feKiCnYo5g8KJv6Udu5jSV4VGE4lEJdCfv+BpbTE6O7ds2cKcq+iu3QWZ7E4e9NpNHYhYA9BUKtXW1ma1WrNVA80d1B9dr9ff/utfNj34P3Iciue/dONUAKxRHwcF18XpdD7zzDO0HeGqBSnAZrOVHH6WL0LH0mAZkuNjmczWFKABoF1QSMm8UpDIxbdnJRgM+lhsxiK8qAECnVdbO6P90LXicnD1DliNBhKkZCPIilv2du66j7TXHyULD0oyvHw+H19SXfSAKCoQjJyczmxxajkiuGf3MqTLlvAvIk6ns7P9FLiACHaWy1+5E5bp5hIBoZRlvILTfEtCoTNNm0WBe6JjcoHKtSo+kWC5J263m0Surq6uOrw8fNsf0wFkq4+EjSitfzuc/pTXarf7vXa/l2wy/Vp/2B2kRgGkdLz++uvV1dU1NTWrgZP6OXecQMYQ1dbWovtXZ2tvAVBdXf3khlW5fFZ2iX6uv2Kn00nhdcQUFLgxK2w2mxM4kjlW4cJF4YHp0kWzjc96pG6Oj/H7Z63OJsKs6ygMLDguEAicLl/O30QRWSjksuV482VdSl7ZZNtCpnQsbZCPTTNJJBL05XQ4HCflmoqsGzx/JUsYI8XrOeb+dWVQyULFJxWs+cw0WXDtJpgYx/+KRWaT7ENrayuvytFoNptt3n1ORSC1Lseo2IMHD0rlIYUwZwZZDau4uDgSiQSDQeV+5aTZiVwVPrcUiuFsyqUzleUhlkmabSg2CFPrcicLZFRdFgQn+lcWasBDeqU5WlHq7ir7T7yqK2r4wDd5oBAW6ZOqra1lgZ/S2Xo8nkf8XmTi8nKB7ENRyeKTBFWwU5ETmLFmrda3WgWz2dxnMFUmxpPJ5GPDMSD4uc99Dpn1K54qDIa8SCTi1xnNU1PknNBymc1m45umU+kfzKzxjOxGh1WvIGu47MThZUCwvxfAqFmoqKgIhUJer9fr9bIRgnt2j3Z2gHSomayZi2ljF6WQJVRVVRUMBn9U5Eom/wAAIABJREFUV5ZMJo268Z+73d/SjlHQ2TwkJxa0lSkcq9HodMY16/g7QNh6+dxoZ0djcXnH+k0Uz0VJsixGD6TZARReR5+iDabWAUh0nU+lUlg+7bhSUjCA0tJSs9nszAzLDpCWlutYv8ntdmNhIeay+JMcHxNtsJsge3w6+I7LJxW9HLBJxi6cHfzaJkP9ymUzR2s48KJUDQzu2R2rWloADAwM3HXxvfNfuBfn2r1ebywWy8/PLy0tZRE9kUiEUoylp84d8xYiVaj4eIJlrLe3twNob29nsRJDQ0NDQ0NlVF20/nsAaBn83MjYEn0SgMVi6enpea3QVvDqv1ZVVdlstpaWlourNphMJlqEeKKzd3N8EEBvby/J6HywWI5kwTeMA2D1ttlsNozA9Zt3+EGyhTvlThahsJGirWWPaWhoeP/99wsKCq5du9bT06Psg4FTzZR1HzbtR+cSvSXJ/60WKXRzMnHd3d1utzvHj7CWEYFAQMQXfKbV7wSzKo98cCKLYaRqcQwP/7cNok+Njo4WFRXV1tbabLann3565Ngx433fBFBaWvrMplvBxZIonFqFik8bGFl0dXUNDQ21t7eXlZVRjnx7e/vQ0BDrhQqJc9HU1PT0009TduojjzxCP7HW1lbyLMBZucuXL9fW1kLSQEZ2ShT+xjpxp1+Sg0H2E/7Od77jcrlEgyhYV9GfIuEMWTwLWSsRDAanpqampqa6urqUyUIW7NRMw+Kn3VozHbK9pWc6b3dWvpOGYOdi4phtJ7LgPbVsYN8W9qfsR75nWvK3lBs7R4ieC7P/osvhgzHZnWTHNLe9dIxLcZWis7OzoaGBkcWWLVuocNPGjRspnMXn81FLWdaSIkelVcUnGKpgp2JuGBoaGhsbAxCJGMxms8Vi6Q+k17jq6ur4jBWy4NRIwev1NrafqgsOXjOZortkIo/I1lMAMElsvOvicrlYpq201iz9WXL4WQiC3+8XtBoAeXl5LEsFSEdQN7afslqtiUQSwMLgIGl2ucPj8bB2EL5MVi8kJSeam5t3hq9MTEwYDIa8vLzvDZ0vvSXtrIqELdatyYMHK/7+b5BpC8unXpKUlkwmNQCAlFabSiZjF86W/3RGcbc7T/7TKGCcmiwb7Puj1gO/2LJLNHnS7Az1K5e27F0625Vqa2/k/7TZbCvbXg6Hw8XFxTqdrrP9VOXEGJsk3edixQFFtLp161bqaF565Cd6QegEGg68CMC4Zt3kmdN0jHHNOmmrKXarnU5n56772LVfaz/VsX6TiB09Hk9JKAQg3SwiC/gnQuMvA0KhEJXtGx0drT15JBAKUdGoiYmJ4eHh0kznLPLDZaVbprTOelIVKj5JYA4AuV4XL15EJlaiqampq6sLmZplVyQZnZfj2onJCV2ltXRyfN3GjUfjRX898wBqJg4zAFRXV5Nvxje5UyALd8kNKIG3N2yxWODxeL1em80WDodHRkb4lRs+3VUU0DGdOJlzhNT95skjKGDborgDm81WXFwcDAYXLlxItcxFPpisI6SsN2ULhcgllVJ0XQ6H44nO3ty1JZbq1d3dvXbtWr46DyGXGL3T5cuvzAwMpKfQ1tZGKWnZvCDRvc12Lllf/dxIeolIbxC/FYvayIpOtxnwer0xn28ZAGDrnj00vkajmXrpf1ZVVW3cuNHj0Tkcjt9VdI8KFZ8Y8GQBgJyLoaEhCqwrKytj2/wPmWzgI37vwMCAacOqHk0cQGvnK/n5xpJ3P/yKpNQdgCVLlsiSBV+njPBG70VokEqlnjMnkCl8SWcvLS0lshD1QCfwZDHrKnU2zYW3EspkIf0sTxbTzoXEDGY79VO6kBU5VZbIpT9pLoPQbWRkAcl9k7Xh0noUyAiRgiBQREhbW9sfWSy2iYJss81GFjQOsRgtI3kTIdEcbn95mkkFQeA1u2xZ1fzpvF5vKpWi7yHr6dHX11dVVcWGFZFFtlxm5dxeFZ8wqIKdijmDOjfxe44uWbGDE9co7ikQCFATUqfTOfqD7waAAPQIBEz7HjM88ni2wSlFSGStmCpHeVUsyEuKRCIREEotoWEAroLKhoYGzLTvPT09U2YBQHk41LF+U0MmuA858E0Jl967xn1y6dYD4AwxHw7d2X6KhQzkaeKirqOQs60D3/076qgLiZpjqF8Z7ezg95jqV4q0P0NsSpNMQqPRplKpVIqkyeCe3Rfv2ubIKEdUGo91n0CmL63owqPRaKCv773P3EXdFYqBuMejeetEXl6eTqdbGBwEYGhoJPmPXZooep/WS1k6g/R6t27d2rnrPmQ89s5d9zHNTnzfM+Bv9bITh8nHpnjJhcHBxvZTLu5E/EtYLBY3cG6YbKtZ/iN0USaTCUDZYB/GUJJMAohA8119RdWiqj9PBAYGBpCRmLOBnaVYLrFahYpPPIaGhgoLC8npogwRUXsB9ma8OT74i+pGkykvGUkmE8lBjfGkvtwEHAkbB1aJo5kIx48fp7raZOFFUhcjC/rzdPly1i+bgZilpKREWgsJHO+Q+0dqnUL7iGy43zwpyhJiIHtFPVJDt99jsVjcicSHb35A/3rTzHA/gpSt5iEjsrPzfCQamQ1LZfjSMX0zyeL5558fHx9fXFR0unw5GeQ/W5yPLVtkfSqFwq/s/msqrZgcZ+elK9q6davL5WJFqWSdYdG9/fabH9xvnj6XqJyiaBDWZwPAotQUcriT/OnC4TB7Y5FVRVtbW71eL19bXQGq36Xi04mxsTFyLlhIXV1dHbXiIfCtxp7ShaxWaygUCgQCYYsZQD4A4LJRy48pW76GjwagA8hebTGbn9KFoAEAW0IL4DnzJCOVbGRBo4nIQjSBOYlZUrLgjRhrqE1TYocxIXKuCyQ5QpkseGRLhnW5XKOjo2azWafT0SB2u91ut8uSBRT5gq3/8Tt5IdI1obQ6Jbq3/DbT7GgP38p23uBPsX//frPZLLt409fXh9zIgpcIVb749EA7+yEqVMwEqXWP9AQeG441HHiRVDlmc5edOBwIBAKBQFUseufJf2psPyV6hVXWOMCpdSI7zv/J97fmQSVmAkLpW6s/xzP9ggULwuEw66w3NTXVZ0hX6uFZQXli0grfs34E06msAEA9cBvbT3Xuui+4ZzdpZ2yQH8bNR5esOLpkhSeDS7vTgXIUDGiITQEoamgEEAqFLu3exbf40Gg0bKNyYozKr5Ycftbj8Vy8a1txy15pzBcvQVLEXHw0RGdpbD91dMkKZOIK6cYKgav88bELZw19lwx9l0SXTOUb6P7PI2ifhy8D2X9labx0f1h7Cmov6PP5IpGItJKgSK1zZUBiMQ9SJ8E1DiYMDw+bTCaTyTQwMCAreqpQoaKsrGxsbGxsbCw/n5wpHDx4EBlL7na7e370WOJlV29vr/DGy263u3hyPP/akH6kXz/SDyBeUklkwVOGbOkf3shIK8GJ9pApczgcvPHkRyCyYJ8iOiMTNLN9xO8GTqeTr9NksVi6Y9rumLYnGv9FdSNmakCMLFpaWshqffvND0IZkMQmm7rr8Xj462X7nU4n74BBjtT4i+X/lZ/YusHzjzZU564YsnFcLte6wfOUEGSxWIonx3Op7iQLsvmuoQTdhyNhmSAUWSxKTRVPjScSieKpccwsaScFIwsRK50uX87+A8f7bW1t7JWmtbV1jtekQsWnAlQzgZwLEuzILjGy2LlzJyuESv+nxZ7hojS5JBIJAPn5RmScCKfTyV7MTpw4kcs0do7qb69eVpPS80WllWG328Ph8OTkZGlpKZHFe++9N6tRnR+cTifza5qamhht8c4RM8v82VkCL3MuFM7CWjdIzz7rdWXTwuYK2c+yvvMKoQA5wsdBet5jG+89tvFeWbXO4/F8K1XMexYKCaqMLKTOhRR8hB1UslAhgRphpyInsNWVDz/88KabbkKGU1/b+vllADKaHeOPyolx6HRTU7GSAf+Gf3dFFi2hiLNkMkl15VivCYLD4ejomBFExntQ/DZrpm63271er9lsJj9EEITYhbNYVGWxWEa2PdjETZsOeOedd96Befs13415WgA6nc56rh1Im/uSw88a+i4NGvQUhpYtDk6k2WXrnccqowEY+/WZca6GEd/zlAdvnVkF1pFtDwonDoPcVKt18sxpk8kUu3A2Foujaim7Dw6HY+D4wen4EU4ipEs7ZruZ1t8aJZ0oCKRhDX5tU8yQFxBKaYTG9lNwOmkaJYefXRQZRWxKo9Hoi6ZvQiwzjZLDz8IhboLR1NSkQKjSVlm8pFjcstd3dLq7vOg+yyac0iDsyEAgQNXllv/HS6VjAVIkZWPriE3tdvuxY8caGhrctpu9Xu/2a76oqbB6alir1ZL3pdFoN27caDabf4PpBmTIoe6GChWfHjCyePPNNzds2EBFiCjZkzV3Q6YTBYDIPz+Durqurq6yQAAZQW0Q0A5dHoiYTSaT1Wp9csMqrrxaNfuNMymEDfvwww+Lop8A2O32D8NG1kCAmXGeWdi06+rq3nnnHQDBYPCOO+4oLCykWjNHZvowbNk/G1nkKOI/0dlb863HAVwYjQqpKf9kil9I/UV14x/1digkWA0MDEjXwGSD8pAhC+kg/B2jWkIA/JmguXlAoSi4LKjHq/Puu7OJZXPqjsq8zSNhIwUGZhskc+HGWCwmxGIwGCKRiELjEZfL5Xa7R0ZG7HZ7Z2cnMt9At9s9tckGoKKiQhAE7+33lLzxsmix6rfvpqVCxScM7Cd58OBBRhYAurq6ZMmiq6ur40+/GI8n9PEIgHp9Qb2+4ANMGmIJANRUTeRcEO66667z58+z0djZpWRBNBEKhXQ6HV9Tm/85OxwOmrbdbieyiMfjjY2NNpuNyCKbVpUtgVHZLIjaxTLVTKGUdnPbS6FQiFoWkHNB1WBZ3BafEpQeOfMpUK8D6+zGipGF9IpyB3u4uQ8iahH722BOlQrosQYCgW/C9P+ZopFI5I17ss7B7/e73R8QWYALvXS73aTNsWfBfOef//zntCEii9y7haj4BEMV7FTkCmYcv/3tb7vd7q2Xz7Gw8Mb2Ux1c4f9wOJzUJM2alF6DBDRmTco82IfyquHhYQDRaHRl28ud7aesVivFcJG1SqVSmzdv3rhxI0VhyNpit9vN125g7gdL+RQACisDIAiCB7Db7T6fz+v1UlMevV4/UrQQgFar5VttszCxyNnOnge24jN3IbduCdkqCpGidPGubbhrG6ttQbX8lAdUgHHNOhZTZui79M5X/hwZDkhXfyPNTqNJjo9hUfpTgUAANiCjFaa7T8TiAAa++3f8+Ib6lQYgcCl9K8hbY7UIK/7+byZ1hvxknD9eyDnYhFfipjf27BZ1s6WvBABnlqZgyNzqtGZ34ayhfmXRzJF9Ph8JxIFAwGKxkGzHF1jkwd4VvF6v3W7/6KOPSAV+faT6j7o8FFun0Wi0Wm2ewSDNm1PVOhUqRGA/ih07drDs+GyZL2BdKd54OXT7PfSbTSG96hCNRv1+PxqqqbPEzh+lX22bm5vXr1//05/+VHTGJzp7oS+nrhQ87jdPnhTSdoYVR+OTd1gM2vPPP0/lybu7uzs6OhobG/v6+kQmiGQgj8fzdG9YV74cwOnj7ufuniWaWEoWT3T2Uj5mfZEpHotDjymNFqkUC5cunhyHxMjMY+1d1pDOAyLX8bnnnst25PDwsKiGnbTE0pwgtbS8+kbP7tWCqmDegmAceoOekltnHcTn8y0PBN5ZdBOAWCxmMBiOHj2qQBYjIyPIkAWAtrY2o9E4tWkbMqGgoVDIYrGs44JffsswcxUqPsGQJQvaw/92SNY5ve3zqamYIS/dCZTIogDaGBI6nS6RSPwola5MzRuHiYmJ7du3NzU1SRdXsi2600spr4zw1puRhc/nI7+GkUV3d7esmfV4PHyJhlmdC1HjUelotCGr2TFxhzqN3q5wmpmg/qTgOuTM1VBnu5/KILLINs5c5+DxeGTvrcvlekoXAmC1Wh+z1bBbl+1c0nUvPhzvm1GTxWKhYtysJTGvrK3JlLYQkYXdbh8ZGWlubmZD8V/ybBelinQqVMFOxXzQ1NRkPiHOUiRb88JC23b4zJq4fjKagIb0Dn2RUDoWjErEjsb2Uz9KFgJwu9233XbbkSNHHnnkkWw05nA4HA4H69wki8jZzuTk5KA5HUBRcvjZkW0PtrW1nT9/3mw2Dw0NacqNoVCouHi6RwJvrGmBzhIali1pRHqQtAJaNjqhZGFwqyUOh6Oz/RSyJHZl611AG0yUJMUtZEm/l/h8PofDQeoVdWwgXa/gal9kURWAt1Z/7vZf/xIz+2wYDHpD/cplJw6LgtqCe3ZXV1cnk0mDwcBO7XA4gnt2+wuLUYgxShS9cLb8p6fog9JMYVG1C0hayrI7g7u2KZROF71XZbs5ojav0vxZequj/dKyGvyfzc3NbW1t7M9f1DkeGL9s6LuknYjEDHmvbv7TbBeoQoUKWUijJESoq6urq6vr6urasWMH4oMAnHffTZ1h6YB1g+eBJr7Od1NT089+9rMHH3xQ9ANk8Vkn9eWPzgy1g1zTAKZ8saBmAIwsampq9Ho9WyKiwCt+zCNhIxBOJBI6nS5oXPCN3DQ7/k9WPY02Lse1dXnJ7ph2QZ4eeXrqeyN1L7ds2SKr2WXLSGUmkchCdlbsuhjxrRs8f8VqBSAIQraRH3jggeHhYT7Ej0Ud8mXdeM1ONILIltKJWPU6zLzhCp4b/VNB2BjMrChd1eTVF5myNdLlYbFY1l79kDYCVwPIQhbIfIdJsyOyoK9H7dlfdq/8rOzgoijOWSejQsWnE/yvIxtZ6PU6QBePJ6jEsMVS4P36I7wlp8Vpvpco/QD/5PRJvV5/LEu3BL5sXFNmp+gwdhamvwB45plnyGAuWLCAJwtkka5kPQsFKGtVvGfBx+61tr0EgOIE+SNzHHl+XblFjRGkApPT6bx69arFYjEYDPwc5kEWmK2VhFToZGod4RG/d59tukZELpoga39EsFgs5FmITjfdfrcnxEcDNDQ00NeD6GNWqGShQgRVsFMxZ5Ad6cxEirHuCsy+XESTpf1UyUA62zFmyNMDsaqlJ82LAWzuPoNMOmQgEOgavkreWiqVikajLpdr1y5xh1MefMaTspFluUIWi4U4cnh4OFpoYXzJd+weNOhJrVNAmiqWrECWxTHZtu6xfY9NTU0BuGS1HjQvtq3fdPdrL6bD3OpXsqvgGXfPnj2Xdu9KTy9zjaSm0QcLVjaE+vsBdHd3G41Gl8u19fK52IWzrGMD6XqCIBS37H0Y6Nz1SyrHVjkxlhwf0y4oRCbUTiSlFbfsHX7sr6DYxvRacXnRbKlS8yMbugM8KWZ7xHygimiqFJeXrmYYCDBOVZ4nOyn/ypVKpViJOv7hBvfs3jqnC1Oh4lMJkR3gc5H4/dSMgv+nGZpUJpGEP35iYsJkMn3zm98Ep9NdGI3WF6WLkz7R2fuoZOU8W1wDX2WMkUUwGCwrK1u7di04Q8Q2eGcsaFwAwGq18krTrO3bvnHcHTUuQKa/DYAbXv/nQCBgWLd5vKSi1pwXmhyXKoAivvjpl+9E9kAMdnU+n4/IYv/+/Q8//LD0GPZxvosiuxYuH/l3D+n9yf1EIrI42dkrcDIojZNL5XXyvpDJyFZAU1MTO+nGjRvpa1lSUtKdOUAQhCc3rHK50vl3qt+lQkWOoHxPVqqM7aSNp3Qhg4be0tPBs9l6AvBk8d0rHxQUFOD9K6tXr+ar9StAQa1DpvwZMdRtt91GqfFnzpyhZF6eL2TJQlazm5UspM4FzScQCPCrTaKPkxOxJ9O6mpKFlcmCQGTR19eXbYGHNniy+N+D3M2p9DJpAQwApfXMqWMGD8YRPFnI3lVGFvSAqK1ESUkJr9mpnV5V5AhVsFMxT7AYMdpomGloOtZvamw/VXD1cp7BQN7I0r0Htng8AGL7ztx4443sSFLrpONni2DieYuxBSvN1qvPL5+cJEZkXhCA5ubmJ598UqfTfccfeuYmcygUstvtM7qs1q+Mne2k7ZHv/xBzqb8jC/IMT3/1j+nPvLy8CxcuYPXixvZT/fmF6fJtfj+4eD0+Hk0atsYjduFswaKqpcd/uiY0DECj0cRMpnQXiPqV7IqKW/YS/VSMBQ3c3RANxaL2CAV/8/9MTEyI3g+KW/b2PJAWqXQ6Hc05W8ihCB6Pp4Trk6twpNPpbGlpUTiADcg2+JzoNO7axtxv2sglHcxms7H7z3ww3rPNFi2ofO0qVKiY1ZDKljwjj4h8DGaOiCyYukdmlpXCxMIyXrPjjRhTuESaXXd3N2Yah+bm5kOHDul0urGxsfXr13u9XqrSIAuLxdITjWu4PaTZZWtIyu9E+fLiyfGgcUE0GjWZTBOTE/RPyy+cpo2bbDam+0ByG2cNQObR19fHliIUsrFYqpdsF1pejhRfy8xZsZYdCi3ds00gW5UJzGwH8WhDNa/W0QeZVMe+AwoxF6JT8GShDL7AEJMGSDllUF0vFSrmh2y/nYcSwlO6UI8mbjDkAahJ6dmRRBZbtmzh11aJLMyrNqRSqeLiYlZ9JZtzwRwK0QItO5LIggomMJSUlLS3tyPDSrLLIQSiOVLr+LPnRBYz4XA4WltbWbQEq1LHEyKfx+N0OpvbXmpte+nYxnt/T2TROjPCTgGie8t3hZpT+KEyWSggmxsi7RgrOkDkRCjHFpASJ6pGR3zx+OOPi47MffIqPrVQBTsV84QolZLtZ8sFHes3bb18jj8gbbN+9nNRuwDiuVQqdcstt9AeZtBzqSJH54q2vVxRUXHlSzvD//QUgHA4HI1GGw68uBTwer1ut5uWv+rq6l4Ampqa7pg5LNVTC4VCFFGlQLpzgslkCgQCsVhsYmIiGo1u7j4DkwmA1+ulxRm/31888yOim8MkoXTH2EVV1F5DEAT0XABgiE1pNJooYMh8hIXvBffsRib5dHw8rNNpARiSSVbTnKQ6ptZFo9HOXffdsP8QOzurTujxePCX39f8+AeQsJ2sYkVXQffT5/OZMm03QqHQ0r0HkL3IxZYtWxgL5rISKMWyE4cp5ZZ9lq9VIT1eWv1XOayvJFO6nqBqdipUzA/82rJIFBNFKCDj7TCp7tZbb6UNUr5om5Qv2n60odrF9THinQSqvU1BZ7TH7XaTHXA4HDt37qSzUONChQoM95snj4SNrKHQXLFu8Pzp8uVUpc66yLL4wi9P1t4Ss8b8QDQaXT/0EZsbzSFHNoQkjdThcDBdScEjYp9qbW1lvuuVxi/KHkz3k2/FzvY7nU6mwPKtaXOcM5WQg8T+HwkbRX4WhS0wvniis7e+yESa3YXR6AufrZeeQlazy93lk97/bK8Kv021PhUqVMiCNDur1SqqLocsZEGaHV8DJ5tzwRME3+/C5/PRb/mjjz7S6/UA+vr6iK1I1+vr6yPnAtnJghmZpqYmNk+WQ+rXhbKFCiqgr6+PArV6e3sbGhpoJ1ndhyA8pQv5/X7v1x8RnYs2+Lv3W5IFgJaWFpvN5teFFJoUsbv9/PPPizrwzqPpBJsAlZCjLh80+WyG1263Hwb+7Pzb9Of8SsKJyEI265lHjs6FShYqcoEq2KmYP7LpFLPaXPrgUYp7z+xMpVKy7QvI0IsKGImO8fl8xV/aeYVWwJo2k7Oxdu3aO7hG4Dwr8PTABJfilr3FwFLlqc8FLpdrWSAQDofz8vIAmEymk7VrbDYb33eiY/0mYlqm0/FRcgwej6cksx0KhchBpMLkrDy53+8PRGLwei0WCxEnu5+xqqWDAwOVE2MAhsqrZGmVwsWj0egPfvCDP/zDP2STbGw/Fbx8DndtKzn8LDIR4NlUKrqK0c4OAEUNjQBKDj/ra9pMbR/WuE+ObHtw6e+6fAa7dSzQRjQ+qwj72yAbMatqnQoV88ac1pZ5yz82NgZJ38/iyfEJkwnA4o5XXB1ZyYL9f+3atW63W6/Xk64kSsUi8NlV0qA2MjSiyK9crpFmTpqd1Wpd3PHK6fLl4d5eIgsA76//b/3xKIDQ7eXI9NDIXbMTQeR6sRpP82u3x+75448/vnHjRtG/Mtc096FEE+ArqTNjflKugSxfng+15eBi66TgeUEaQZN+iPrybAm5yk+Zx6yRGipUqJgr6Heao6ki+0P//xGCyNThAcTSmLTgHQNPFuRBiMhC+pEc+8DyFd+sVit6QrKfYjtFUXgAurq64vE40wpFwV/zUAAZHn74Yenp2P3J1gHpoYTwVCaGkZfD2FAtLS133HGH7BnnShayb+NMs5P9rMPhOHr06PdMSwBkOlrlCtlwSzbs3MZShEoWKhSgCnYq/utBFjCVSvX391dWVsr+Kw+RGyaVeOx2O0V0s4Uy+ggxLvtsY/spalbLy08KJa7n6tUcOnQIwOOlZmSKHTBOFRXKYcXppGATG9n2IHW/RSYyzpiIJ5NJAPoiIZapzkCg4H9BEHD42ZFtD45sexD7HqOOEx3rN1kzkY8AqHdE7MLZa8XlUW4QPlYFgMPhuHQ4va2c1ur3+xcCU1Ox4V+1j5VWsCu12WwjtgcVPsgOmzWDVbTMRcGeTK0LBAL03HN8XnOtHzGy7UEcflb5JqhQoeJ3CGmdl6GhoaIi6g6dDlWj7Rc+W8+/XvOalMvlItvCwr4mJycbGxuJLPbv30+qFk8WmM2XIEO0GTipLwen48xqTNgk1w2ex+B5t9sdur2cJkA2M6jTIQ768zQs6wbPZx9MZkoi0Hz41S+6ull7mD7aUP2EnFIGjnntdjuLyKMTSecgq3axmbjdbrvdPtduqqwKOJGFLIMqB9AxNZYPJJTN/KX5Tydf/37K+alQoeK3hJQs7hsd/ZPTJwF4v/6INL1UioMHD7LDlMmCwMiCb2sgJQCFaCxlvhDNmc5FYeAim/m7akhN91BEFmwyotmyd/WHEoIzS+QaGepf/OIX99577/vvv8+u5rvWAAAgAElEQVTOkvuU2E2g13tp7PasUhfvXChHW8uOlm3pLpc5S49nim0oFNpnzTUOXcWnGapgp+K/DAomT7SgxEMaEcC3Ia+traUsJ1YXT+R08UzMQzZkbN7LHdScHsDQ0ND2i2PLli2rW1h48ODBhszlQa4sBQ+ajMvlogYXRCSk2TGpSLugEONj2gWFhvqV/X4/gBcW2r43dD4vOAgAViuApXsPjHg8AM5uvIcfnKLSYhfOsuaz8Punpqb+dVF9Mhi8cuXKuoqKgqt9dHzswtn9+/d/JhBIJpOi+h3g3kKWnThM/szUVIz26HS6QCDAaBI5cKpsl3o+TXhGerUEgUDghYUyDaeyYdbqIbJYuveAmgmrQsX/TmT7bbJQNekxIrJgWpJojYeRxfj4ODJBBC6Xi23InveJzt5QKAQY7zdPAtgcH5z32vihQ4cK/uTPp4LBPGutVqMNBIYtFovJZJrILJnkXxviLyEbXBxZyB6gUNGc/6DIAjPNTiRjBQIBWmYrKioSJZeFw+HJyUmLxTIjeC0T9O3xyNwrs9lM6qE0tk40DXDdJPipZtMWsz0X3gFj9a1yxLxDHVWoUPH7hvS3+c/rNrMFHtljspEFZsYEKJBFa40AJuhLTIRy7mTuoDiAoaEhijGHJOotxxXoWS2Y8r/KkoXCR6jcXiwW6+3ttdvtzCYTWdC2tLyAdK2FrTOFw2EFspBCNFuFQDzlcXKHgovHx1eqa/8qcoQq2Kn4mEJaYFuWh2gn2W7Serq7uz9/rj0cDk9NTWm1WibfMEOPuS9DkWAkK9CwIG2pdSZOnZiYANDV1SUiSH5bNrxOVGsjTSSOAzQfPm22uGXvUZersf3U94bO9xlMyxAHl1orKvAR3LN78Gub+FOfjcQAPDYcy8vLQ/B8KpVKJpO3DXcjP113NhKJfOa91wFotdqenp6amhr2cf4tJBQKUdJBn8FUFUsH6+l0uga5MHVpkDkjVOWSc7JKGaUzu1yu+T3fXCAN6/udn0KFChXzwG9DFkajkUodkQPGjlQOQOOFoSPhtGY3K2TTP91ud5nzO+FwOB6Pxy9+tKD2pnA4vDk++PrCMnbMxMIyp6RdLD8Tv99PkuUMssgC/v6I3FSqyiT1u/iYOLozIyMj5GjF4/G3336bPyPtNxqNfDVxcCUajoSNyCyG8aqZ2WzONnOa8OLsEXz0wd9TH9u5QjlSQ4UKFf9VmFNsFFmwqqoqZFpCE1kMDQ3xCShkxLyhxXzqjPKJjm28t3m2Lg1SU8xbS0JXV1dXV1c2z0J6OkpWZf2XZp3nPMiCnz+bcEFBwfnz52tra9va2p5++ml2jIgjeGTrF/TqqsUAzhTFH1YkC36qbCji/Y+bTZ5f6wwVnzaogp2K6wYKvZPMZrPX66UDvF6vTqeLx+NarTYcDm+H74WFNqfTyZhj+zXfHc50nJ3yorqoAymTinbu3MmaFfLlwHkRqq6urq6ujrpHEXgPUHQt5T89xYtook4U6SpyiiLR1svnYLXGJsbyotFrxeV0XcUte0W6GB+qlhwf0y4ojEajZAfq6upGRkaqq6uTyWQymbxiNJPwByAglAJ4a/XnAJByJzuTkW0PCifSebN9BpPFYqGGFQ3ZJp0FpNZ5vV72TJXByNjpdIp8ddm+KDwUImikUNlUhYrrAgp2Q0QWAMLh8Pj4eFdXFyUZOZ3OnTt35jKmIAihUOhyXHskbHxywyrZ09FQxBfUokHWyTGbzVNTU/F4fML3m/jRA+66umh1Y2wqZsgzAGhYZJEMDABPdPay0LDT5ct5zU56JGZm7DLTxw6etdcT74ABuO2220ZGRuLxuKjCQzZcjqfbHX1biLJpAHC73bp7nNQZ94pcOuqsJprIAjl449nIgn8TkFX9+PC9XNKTVbJQoeK6gDJZIFME2eVymc1mIgterePJIhAIkDHk7QkT5h4Tppe6Idf3gAysAlmw1aOhoSEAhYWFojkolIJhp8v9jZcgSxbIQfXjyaK3t3f58uWxWMxisWTjF+WUJpoDqXV0k5vbXpK9h/x2a43AFor2We02m21+ZKFwGC+8zq+XBVS+UJEDVMFOxXWDHDMc3W53oxYWi6W3t5folvUf3H4tHdke3LN7K1B84EVW+6xj/SYaWmQ3pT1bjy5ZQYR68eLFoaEhptzRATRDp9O5YcMGAGNjY4xTMTPKT6rZ0bn8fn/H+k0dGdbhO1Qot3ogmEwm08SYwi3y+/0Lo1EARuk4wWBDQ0MikQDw7ooVFb5fU7R2DdDT00PHvLX6c2uyt9A9umSF/a5tRYBs93rIhbjLglVEon6Oosas0gHZtsPhYGfs3HXf9HHZM1j5d5FZBT4VKlR8/CElC6mXQmTR1NRkNptZopNsPJ1U0kLjFwFcGI1Ck6c3QCgyyRY+Y9XBKdr60KFDxBT8so3T6fzGcXdvb288Htfr9Xl5eXGgq6uroOtDs9mcAiwWi98/Lls0jcjL7/czR1EWTGkSTVI5OIIZRmqLAWAxd0BJSUlnZ+fNN988OTlZWlqq7GvxatcSfZJiEqmk4JYtWz68YW0gENDpdHQWfpLSYaVPtrW1ldZ4WD9H5Tbf/Mgi/zMtejbI35ZHG6rRUJ1LWIoKFSquF+Tyi+a79PDv/HwowJ0fXHl11WLWdYE+QlXtaOfjoR5lQYfUOiKLJ598ktqUHzp0aMeOHfz0KCu2sLCQdZxgq02yzgV/CcihbqksZuVTyIW28bBYLBMTExqNRhpV95x5EsCroR60yd8iRhY1/nR2rTTYYtYSRo/4vbe/52NkQc5FLkqZLFlM/3PNtG/Ca4iyKieBj6+ct8an4tMGVbBTcR0g28q/KJzKlenxFzhxGIDZbCYfRkHpO7pkBZasaGw/RQ0oGg68yBMzgGztRYeGhgoLC8fGxsrKymixi02DzkjrY0TArLu8MtIBcUtW0J9SWqWSc8Ute0lOYvodk5moGQUyjtxRl2vZicN0EyjYjfZfKy5fGBxMJpPamRPYsWNHY/up/1yxnjQ7AKGMUrbm+aNv7d/P96QnsFhu8pp8Ph/RKs1cdDAf4i57B6hWSFtbW29vb0lJyX+fHFwJlBy+Qv9Kk7darZd271q69wD/wdbW1i1btijcW1HQogj01HjdUy1Rp0LFdQrZlX+nXKM9ViycxUoT+JbiMmpdpuQZdelJ9fu9tOYvp6mJLH97e3tZWVldXR3vWa0bPI/q5QB6e3sXd7wCWv7peCV0e7rw6LrB81xDde4SMq02FFKxRGXdpMKisiNH3Tzoeq80fhFc0ERzc3MymST3CZy/9PDDD+/fvx+SmkQrSgpZsMNPrkysA0BNBu/8ssViES3JZCMLujriHeKLzs7Ovr4+SlsjIvB4PGzJh6+XBHZGQMQXdBMUQhRFE1ChQsUnALOGFWOm5aes2Gxk8ZhQk63rAr2+2v9x35o3P5DtzS2VwEi8KysrezzUA2565Fyw5R9IWEYZ/OTnas0UyEI6f/7ONDc3AxgeHjYajU1NTVKyYJV2mObFnAtmzFtbW7HapkwWfAek1hoBmUD4SCSCDFnwM1cmC+TgXChA4faqOp2KuUIV7FRcZ2CNX1l4gpRoL961rbH9VCAQCAQCF+/aRjsPHjwoCpcj8CFsnbvuw/pNfO7q0SUrtnI9VYtb9sLlAkA6HYueY8QpAnUbRIYjaWUs28HSzzqdzmDm7KzOHdOSmKLEmkgAMNSvPJqR/BrbTwW4ywxePreQ+lEA1DG24cCLwT27LX5/x/pNey+fw+VzsFq3vvXver0hXl0DYGTbg0sdDgAul0taEZZADEect7n7DIDWVrE7JIWUyWic1tZWio7cfs03GovV6VKGvgkAHw3kn914z+q3TvT09FgsFl6zIwdsz549JSUlsm9CIig0AlahQsV1DZFzxbZZXg9bU6H9zKngPRA6WOEs6wbPO+9u+sZxPwBmY/8Xe28f38R1pg3fsizZkrBly5ZjwJZiUIEArRTsEBxtyEcp9ZsvF56kCbSE/DzJ002zNA00ebrbjdOYpt3NLmwKTbJPEzkhaUjepoE12RA2pSkhr2InscFqgQIRBsnCgGXJlm1Ztj7fP27rcDwzGssfgIFz/fglo9GZc86M4FxzX+f+EDJRU9E89QM/BADY+qywE7vdTmRElIqWZAEk57Bt2zZw/pvJZIIVXFPRPGGsKMdxTe+fv0GDwZAqz12aEBpypPYuAVZtstvt6LcejUY//fRTXjZ3jB3jRpabON4bmpOrQkPLTaVmTwdoRwkfr9FoxMXf5/P5fD6z2Yy8Q3zugsEg/rgkkWttbS0AOBwOh8OBNmT6gVGMLBgYrlQIyYJ85CVxg5G5sEclCxqL9h/au3DGAXkAABpGRnTSznroPef1ejtXVwU1GgB4NnCS1x7d7ogTNx1IOyomvuuAvCn9vk0yHpAgp3/913+96aab6DY2m60+N1pmKBO5fqRxIUQqzYsQPUfFq6rV6rNnz84A8Pl8u3btMpv5qXoIWQBljODHurq6NMkiEAiwbHQMFwgZozdhYJgy4BUXxwPRNfTX8Zw384xv5hnRKErVIf1Vqnx2tC6Gl6xdu9ZkMlVWVlZWVq5duxYd1yVAGJ0XOSs9HzzGQXlVKYTKIz1JuhOdTmdIAgByzRUo1UHS5y6/dpP51XcBwO129zqahw40KRQKXuc1NTV2u91ms0knv6ho3IOpPe44caBg+8vjZqw7Thz4x2mxkkjo2kQ4K2s4clelUhFpFX06Tm14GCguLygowAMyVbwvhPnVd1taWiarUBcDA8PlCNGFl2eGpX+tdC6zjY52g8GAIbfzf/r88uXLkSwIC6AZw+uWRxboZEdiRYUTwDm8crc1Vb0F3nnpsgxcEtI3aLVaU3EBynm4CNPn5+SqjveG6JmTY17JDuEMkUqEzx8NKmJ68XaJ6MArsvKTKoGEL5AseMzbQkHYCQMDw1ULQhOifHHPx3/APxgMuy7Gz+XSlZt9PDpwUhb9pL2NV3eivr6eZ1lgYhkY6UNNgyYLdNy+aC7A6FIw6nBIFkgHixcvpr9Csli0/1D6WzibDZbNBsuu2++V9lATndX9Z4aQLHDxJ7s7kKL2BZKFw+EoKCjA37qmpkZoB+26/d5AEpsNFjzJyIJh0sE87BguA3CCQkU8DG+nCFIG8Ny2aU80onDROp3BYGge6cjNa0zmI81SXIoyhcThThSpJMj82k2d36+iy8KKAu9u+AZnzg8GgxjZGhiZAM5gMLjxrhv30LST192piIQT8bg8FkxkZGC9idL/+NmfByJrAFD6pG8QRuaM4DjO0bgHAFQqFXmkEtV1pe+6t7e3AEAmy8gYHIhnqxWKTJyhL3fYysKcR3gt0qrH4xH2zCU1u1GjcWHkXw8GBobLEWMlC9Iyncw+oprd7swikBTvLBYL/o8zl3JiVW5Ek90gWTSlzkxHLhnVPiMp5FKpdcRc4aUBop34sBBtza/PPyXM/HDdddedPn0akkUDCU1s27YNHfQIHczJVQ1PwFxqsx0FAKPROBziKpgSXWiVd8uIv33txlXV1Q0NDWhQkUvKy8t5HhnDNRyTlUaMRiMhC/Kj05odPS4pWc7AwHC1YSJkYTAYGgB23X4vl+wKAHBxVCiUAKBSqb7oOsO7ijijAQDHcZbXN5PeyMlUZCF9I5DaUWBMIGTBG5GeWKrtnPnz52MeA16J8Pb24b0og8GQSonDdVjUD0C0KjfOoTo5t5aWloaDLofDgd/W1dXhJXV1daScCKQmC6FVSPMF6nR4awwMFwiyRCJxqecwVdDe3o5r4tDQkFKpvNTTueqQSCTOnDkzffp0mUxGah7R7IWgmYBHDKJO7CBgKWFEJC3TEHVp4gzHk6IkpgSCBBDCBqKTpL9FLzxMYxeJRCMl19ZrZmCMqkqlwujXoQNYiw8ypuWcyR6O5/11POfxjD59p0cWjwOATCZLZGTEs9UAECm5lpSbeKYrApTL/bAVCgBij1EIUdlOeNctLS2e//P3sVhsXpZcoVDkyGUZ03LwvnAXTqvVoofdwb+7E6i/A/gKRYcqwEhOJaOgDYYba/gScNH2JMcEn8+nVqvpemQMFxPbt29/6qmnhEIwQXZ29q5du5YvX34xZ8WA8Hq9ubm5WVlZ6ZMFpNgekF5704mIFCULnkOctGtbKl4jBR94nUizyVjR0tJCwn+IiCY6PZ6lunbt2q6uLhTsAKChoQH/vZD4LNTsyI7RKs3QuD2v6WcCSQv22LFjLc+sA4DKykq6QiI2DgaDrQYLAMjlcqKoNhXN8/v92k928gxvIVm8HcwaGBjg9HKgwmynJln09/dHo9G8vLxLPZGrFB0dHTNnzjx+/PjXvvY10QZVVVXl5eXPPffcRZ4YAwD09vYCQG5u7vjIAqh/9dJkccvO898eiwwAwOLC6TwFSrvteQAg73Vnv7tOYuY8FzxhpVehOkamRK6tPhlINeFxIH2y4IHjuHPnzrlcLrlcjmdefPFFPHA6nRKWxfgg/PlaWlq+//3vg4AssDERIolXIz5bYlPwuI/0KRx6ihsX4XC4p6enqKjoUk/k6sXcuXN/8pOfPPLII2O6ioXEMkw50FXSRZ0RIIWP2zhsGFxtsYwDKeZAepgUtQ4E5lyqbrH2Bf4RfsuLzOVVSCDHRJI7e/bsHScO7J69aPfsRRj9ej6uNhbDdOmINT2uvO7OiEIJADKZDABiWedFInyxCAaDP5b3P6UK4/RoB/KC7S+f9+ybMMrLy+VyuVKpbEvIo9HoAGREIlH0LjS/+q751Xe1Wq1cLke1DoG/VH19fUXjnscz+h7P6Ev1DBErVw6XEmGuEwwMlzVosqCPEbwlV7gm85pBarUOJJ1zRclCWqGTxqhBqZOCjY52/PN2UFgzXBxCP46//e1vvDOYKx0EIWO80NdJQVdXl16v1+v1DocDq8Tiz4S/SOCWFXK5HO1DlPk6KpYbDAaLxSJfwYneDj6Nt4NZ/x5QAYBard6dWUTUOkhtjjIwMExl0P9yx0QWos1A7E2eREQeDp3XyHii2y2ls4hat7hwuvScabFPqNZJTIkeFINzLxCk10PpLBOIxsZGr9ebTssJ4oknnkCycDqdu3btojMecBz3ox/9SKPRELWOnK+vr0d5V7RYh7AKH5IFMy4YJh0sJJZhSkM0IwN9hudRlaqZRP8YPjOJ2yDE4evxjD56NtKjSAhMBDypTiLgVKHIhAQAwB0nDhy+fQVpjN5q8f6+rFgUALAGRZ4MsmLRjGk58RgGwsLg9NLMzOHFobi4OBAIlERCx0Cp0Wj8fr9OpyMPvGD7y6POUwKcoM6v3W4nlXmPRxIlv3gBjwkv7pg5336qW9T7n7iioC8e/bR5AVbCsCkGBoYrD5NIFjBa4lQh0tHs0rEMLwLaFi6ddWh/Oi3piUWj0f+K5ymCChTjqqurybqKaZVQcLTMsIj1NDbwfEmEaY8cDsfAsu8CFWDrdruRsPBjR8V5Z1iDwdBhMDxtLqW309ApUqvVHvH1xWIxyJShb+CZG75tvJDKKQMDwyUHT/kiBe4kmgmx2WBZ724FgFAoVJbIxPra+BWKaF90nSE6XTqlQuk2U4Qs0h9a6MlIA93WRk0CPnHgczOZTOj6HQwGhUnrpJVHWsYV3jJG7aCRwqQ6hgsEJtgxTGmMmpcBV3z0VU6VHggPiH5UEAj4Vj+Kx2Q7RaKme/rortvgdruhsgoAHs/oQ1Ohq6sLAGpra+vq6iSuNRgMxAIxGAxjtQwhGQxLPs6dO9ftdqNvnSjyujvD4YhSqchK6nSITPMNufF4+3fWohg3XBP9mpmlyWoPBoMBPthOyu/SCfKk09WJQhhr8KQ7AABqtbqkpKR2ZGNsQ7zTUz0cYf0QlgKWgeHKA51ZZuJkAYL1lhb6L4TEzws1tdvtQ0NDmApHmi94mYwmmMABF/l0LA3eEL881JGTkzM4OPh2MAvDXdFooX8XTHQwvomJjt7haCdcGQ6H8aCkpORrG4bjDTc62oeVuKJ5sukGGOqH1EWlhA8tEAgAZMjlcoA4njEYDJAU7KZgiBMDA8Oo4KgyrNKgl2VIqk4SxgUPmw2Wh1o/lsuH7WtcrIjLG6p16Uh1ErMaE1kYDAY4GYCRZCExf2mkudtNF4dNBd52Gl4yuWQBKZS43/72t3iAaU9HTUkkfR6pE7viUmQwZ2CYIJhgxzDlUF9fj55Woy73CF5lcaRYkhMBlTja20ur1V5bXg5pxLYQXzlIVkSSaEyGqGjcgzKZTqfz+/1EE0xHsxOdw8rTRwBgx8z5wglEjh/GcSPHDyvmLOAVpjAYDIbTR0jLeH8fAGRMy8EEdvpOj0IGEYCMaTnx/r54fx/636n/zy8HBwfLdToofxXvy2Aw9Dqae/KLiKtCfu0m9GLo/oBfA4uA1HBIR8UjvwXugOn1epPJ9Nhjj5E0rjSnVjTuAWvVBLmQUSkDw+UOjHxEV4h0/kXzRD0eWYDYzg3x7RVaKXSWuhnNH0HaZEHG4k2spKRk1KsIhAYJmfw49p8MBgN3t7jiyQslFvaMeza7R9aOoHk5VSqi8e2TPW0ufcTthmSqcvUDP3RtfdbwD7UDAwOkzUYHuIvm4XF31jSMQSPFN0g/qYaYmRk/Hc2AZMmmp82lYGZ8wcBweaO+vn58ZEFsAZKdEyTJQv7XT8hJYaFYSBZIhbTJgjcxjuM+/vjj2bNn4xlesSAhJNSrcWz2SDTG3rbKA7B0oeX1zcIiEtdff71CoRBeSJ7D5JIFwbZt2wAAczXcd999xLKYoEOcqLzIjAuGCwEm2DFMObS0tFgsFovFMioJCUFvoKUq5OR2u90P39dcWZXKySJVhzRhpJmyTafT0dniJECXKN0xcz4eLPh4JwAEiosDgUCF241zJRGjtD+dYs4CXrkMu93+TOAEAKhUKhTjUI8DgKLf7Tnz8H2YtA4AiFQnLERLppRrrgBHc665AkYKcLRX4I6Z82HkzlL6Dnd0eldU6+hvjUZjS0sLx3G1tbV3nDgQAqho3NN9+givf9EqwAwMDFcwWlpaHnvssTQbNxXNW9J5VPg+nYos0t8qbyqaF9s5irDFAycomlRbe96leBz0h0ncUFhM0wwjC3hsp802dtNRFHhfHMdhgjxISmOiidLHZ4ZhpG07aJRKpUajmf/T5+fOnXvmzBkAUKvV2AaZNzsUAoA518zFOUgHKdOK3szMOMb5lk8gFyEDA8PUASGLCRoXqUCWtXVwXqQTrm9utxuSDbDbcayBRK0TxagefC6Xq7a2lk7NOeoceC5+ac75no//IDGZVDtMolWYJl4JEI0LctfkgC7wymJaGaYmmGDHcLmC3qFK/yq0T9ADDkligpYDDySytbmyCj3jjh07tnv2IgCorq6WvpZoTByAzWZzuVyon2EgKqmsRMtStMTWXbchv3YT7RWIEa/R3kBGRgaqcnT7nvwizGEn7EoUueYKngpms9kgGXLbDACSWaIQuB9FvyrhmYaGhsLCQsxWjklhUbOjubOlpQWL3sLIOFx6PlztpuGJ2WwAUNG4Z9hvMRnACxOOCGBgYJgi4BWFkNicx9qg4Pc3Fc3rcLSnEm5SrQlCsqATogGA3+9P6WycBoTjjkOtg+QKzMucnQpPm0ttlGMgpEGCaa6ZqNaRjxsd7eiBSEYBiixSDZqKLADAYrHUnUlkRCKyDNkgQHaPNxAIEKkOb+0ngcDZs2fTmS3NCE+bSwFK6TjoSc9yy8DAcPExplhLnvsbHU7L204mSFXpW3R9G0eNBV4ahIkAyaK6utput6dJFgTpk0X6kO6HZ+vR9TSIFCgkC3LSYrG8+OKL6Fun1+vxK54qV11dTUrfjjoZetp00gwSBsTIguFCgAl2DJcBUJ9yu9153Z09+UUGgwGVIyIMkfWRhNMSTiWuXkTk8vv9tD+FKLMSi6KxsZEs8RIhunT/BoPBTK3XSwAUYlwiDeJtUVxcjIIdbzgQePnRatqaHhcAqBIx+VAMACAeB4B4oAcjZyEpLOLDJCcBYMfM+atGm1uq9x70OQcAp9MpZCwJ0xqZ8k9/+hPvTYjHhS0tLcXFxalmtXTpUpwDiW7DOh5ut1ur1RZsf9m3+lFeropJfOFgYGCYOhAV5TGifzBPf7w3tNHRDhXLrQBIFk6nU+gyINwTosliRvNHRLPDTRqaLNLcRiIjoryl+F+P3BHthLGTBc4K94TGagqO2j6VoWiz2abH4y7zbZDacy0QGC5QGHG5aBuJJguyYtMgK78oWQAALL5HoVBEIhFZhixaMF2r1d4R7cRyt6QcLfIFHSqLQLJA4OhYQ7bpfbtWqyWX09maGFkwMFx2QHEnGo2+s+SOVG3Ikt5QpgUAt9u9DrTCBRzTxhGyADFdRsKy2MVxOJ/qkwG7/RAk+YK89BIdalR/NERdXR2tUonKWKI90GQBAMFgcKyanQRwhltf3wwjk/zgoHfddZfEtelYFr013zEAf2tMlCxaWloIWfh8vsrKysbGRuxENFMePhDa1Q5Bk8X+/SPqMvEK2U2u8wcDAw9MsGOYiiAmRGtrK/qpud1u9bnTClkir7vTDeB++D7i22W320mJVfOr75JOeAYY6lkbamogLwcoZiX13UUZGgDQ22tUA0wiZdtYfSUQdXV1pzY8DMlceHiSd0e8CFBb0q3MD1ASCWVkZKBUB5AAkIFcjmnsEIRNi343/PRsNltF455j9t2xWOzkj54GgHJqCARNURaLZRyJ2GlGxCLoeGw2m/ft22cymZBW0Y4qT2YbbG1t5Tju1PYR1ld+8oDmVFqzA4BYLCY6eQYGhssdqOPb7fZWg8Xq+4osF7T3VkfF8hnJ9p2yLEUoBADuHi9tTuCKQcdv0iBkQXqWr+AAAK9Hte6OaKe2spK4Bo8JtDPa7syidGrL8iBa2CFNTwG6QIRE/6kuz5A5uOoAACAASURBVPnze8uWLWtp6RTSHFHrYGQBWaAK9knPk0cW9FdDbmeWwSTLkCXiCYVKgZ5x5UgWALszi4CS6u6IdgKU8mZO0JTMdofAAhqiLRkYGC4X0BrWA027dy9/AMkCAF7RDJUFTgLArtvvJWRBKrpulQfWxbT0qkivUUgWqXZ36BBXXkGkez7+AwbDCquj0lOVjiGlQZZE+vJRwSOLdNQ64sGQ5kYUza27br+XLKSvv/76bbfdJpfLx2QT0WTh9/tTlQ8Cii+E/TudTtTscFOtnMpjThrj5eMIl2ZguAhggh3DlIOwCJHb7fb7/QWJWDwB8qHBvO7OXHMFicFc0+OCZDGEzu9XVWTnVGQAJIM0RUHMqpqaGnKcio1E9/9F06WNI28ab4uG9y1Wsy3Y/nJZWVl+7Saz2DTIMW1dWCyWXkezbGgQAGSQAJBl5OULL+RF0eKTjMfjOCiOjnea6tboXLZjtVTtdrtQ7/voo+HIqW3btmHhkRHbVptebWlpwfK1vtWPXpuiZ8xDP6vHDwBlZWXkvMvlwmruk7ijyMDAcAnxnx2DUFYuB2gqmrfv0+NzclWtmUVwywrtJzt3ZxbpdDqDQJEhaCqaR5b8pqJ5aAdsHBkwiwRBjDGn06nnngS/n1TgWZKsHwoAZGvnAm2w0x7HvK+IP/KPfvQj3lcbBSHAvLge0WNR8NIY4XJK5kbP6mlz6U/2B+hreTUBTSZT4JYVkFonFQ5tsVjoM0NuJxSXAoD/iGPpL9bt378fY58BAJK2N3GXI9PjOI64bODH3dvex2OLxUJERpfLZbFYxhEyxsDAMDXR2tqq0Wi2ygNykKM8Z9j8z8sAAODZwEmypAPAVnlgkWAXf1S5ipSkQP2O3r8hmhqqgWl2OD6g5CdhXEiQhRD01g4kw5hAkixQcCSJ54S2VfpVMiBJFnh8KvUl9O7Oli1b6HW7oKCgu7sbjYu+vr6lS5ciWZAbRBGT+IBLT0+Y+QeHnlxfRQYGHjIu9QQYGEaH3++fPtifSCQAICSTA0CvY1iOs1qtNMvSmPXBdpvNJrpJTktLolv95GDatGnBJHid5Nduwj/jvq9RUV5eXl5efu2mV8cxikqlkmVmyjIzQZYBAPFAD553u93ksYzaLZI63YymMfqY5lfRtxC6sdFoJHuPHo/H4/EYjUaPx2MymXJycgBgcHCwra3N6XQS/0eXy4Up1V0ul2/1oygmEqCnutfr9Xq9+/fvx6t0Op1Op6MNMKPRSM+Nea0zMFwx6M6aFgqFcA9gME+PYpDf70cPuO6sad1Z0yBbFcnIzB/qx0uI1oYOWaQCA0pIuEYhWQjd0Mg+P00WFotFlCwmBbysAsIGyBe8k3gvpP6DEGiuIIRfpeLQdPDvSxeu0gzhH95XVqsVf6BRgUYUPvwXX3xx3759RqPRaDQOvPNSOBwOu0/0O/92/N//CSjDMhQKhUKhQCAgDIYlQLKgr9LpdPgXYJVmiNh+RJRkZMHAcEWC9t7CFQDX9lRqmt1ut9vtuDASGY6QhclkIvsBxLjYKh9+CyUefFarlZDFpK8tPLVOFKJkkSZEyQKSfEE+bpUH8A8A2O32cdMi/UO41/+CHBM/RN6NkN01QhZ4PicnZ3BwcHBwEEZuWWH9DWEwLIE3CenM6YwsGC4omIcdwxTC22+/rdVqH374YfrkjpnzZ7W2yuXyQYDseDQWj4XDAGK7HJiODbOz+f1+nU7XBgCCzHQIkocCKLcIGnjJhQiiFE2PSiDcvEqn8ilNJM2VVYbTRxRzFgwdaAIAkMshGgWAeKAnLpNBdk5F457myio6z0JF456KDCCp8vLy8vBg1gfbuz/YDqk1OxoSOf5SXYibkF6vFzMZbdu2ra+vDwkVALxeL8+9sWD7y6qBAbVa7ff7X88paW1tJXeNr0pAxTj/Op5De7v4kj8lnmRO7wwMly/eeustlUqVmZkJlPecSqXK1uk6ZVmZAMFgUD7z2uwer9/vH8zTZ4YjRYkhv98vm34+oIYUp9atGF4JSVQUCEQ6ksNILtgiurRkAQILgWhzx3tDc3JVwqto9pSos0Efp2q2ePFiifmnmjnHcR0pBEThhRjyHAgEghXLwenctm0brvaN//dXyBfZ2dmovvGgVqtdruMej8fpdJrNZuQLmiywcy1A4JYV+M6g1Wp5ZWGtVisjCwaGyxcejwfEItxRnkNZbRnA3oUzMPmM3+9/RlvG8wujc9JZrdat8oDf77eABTW7aooseA4BVqu1y3A+7Rryi0V7PvLjlp22Y5EBAFhcOH18N7jr9nvv+fgPdAoCIcZdbC3N4n6kf8vrmw0GwxddZ0KyaFkiEwAOLF24aP8hjUaDlbtTQYIs6DmLxgvzrm1tbUWpFMnCarU6nc6+vj4AIGSBvy/R6YxGo8vlQrLo7+9HuheSBTkgvEC75jGyYLhwYIIdw1QBzz+Z6FY2m63tztVv2u1relzE5fiZrojX2ajX65FFiIlFKirgR14SilReYE6nk059fZ54RgbgpHMLGMUp0YZOj9ra2oobMmQywqyldAq57roNbclqpzQr4FVIMPQEuus2RI4fjvf3Qebwv/SIPBMrwy7b/UZPfhFwHCSLMwDALFlUNdiXMXteT0+Pb/Wjsz7YTg89Wb6E6I2v0WhQrcOTwWBw165dt956azAYHBgY6Ovry8nJoXN8AEBNsAMA1Gp1IBCQy+UrPIff7O/HHkh5WXz3GjU4l3EqA8PlC9r0IoW5VSpVKBQKZU2DcAQANBpNRKUZylYnBgcS8UQUopABOp3OcI0OQEcCMIdJofMoOtkhXrl7eEEWWilOp1Pd3l5aOny52+22JeufjokviGpWX1+fKhqURxYAEAwGyX5DKsc3otYFAoFoNOOIr29+QQ49LlBkMe6YLEwRG41Gu7q6Tp8+fYFWVOz2xfagXC5Hrsxc+XDgzV/7fD6z2axWq/V6fVtbm5AsCDwej0aj6e/vJ3TjdDrJJYQstJ/sBIAlVit39wUJUmNgYLjIQGXH8vrmH4RUAADZAAAcx219fTPaCG63e9mhDkhKbNf+13Cghl6vt5s6hPsZ9DFKe7wNHt4EcMGxWq0oqEFSIlwX00KSK9a7WyEp1X3Rdebsd9eJ3gvuQ0sYF89oy0gxBmJciJKF6O5LqmQLNpuNJosxiX0qlepkKISaHc783LlzKJBdCL4g8hkvLtXhcJSUlOTn58+aNautrQ0AkCzofDtYcYKQBSQrXTQ2NhJjBH9NoXFBF8djYLhwYIIdw9SC3W6XyWR4zHFcd92GCrc7FAotANi90Lr484+CweCT7uF9pOHUQtYqs5g/WnNlFVBbQzzzhiSFpVmW16a1tTV9G4wYYDU1NekQGybHQWpBY0yY0I1W6yLHD0ci0YJAgBcNSoP3xpBfu6nz+1Xx4boTkJGRoYiEIwolb4jpg32AWqfBAABZP9mYMTho0unQt46OEZgUdNdtmAVQEAgsGOp8LBjUaDR6vR63QBHf+ta3vF7v6dOnGxsbyZPcsmWLv/0QNpDL5QAQDAYb/9aIZ/R6fV9fH12ikWi15IcgtMrUOgaGKwN2ux3sdvkKbniBylUdO3YslqMDgMj0a2OhoCxbnYgnMtSa6Ikjfo0G8yfwBDLcFtJ+shODNJd0Hq2psQlj59FkMplM0PyRX7MCAF6520rUujGBkAV2O6pvMoFGo8HyOzyqEtpgtLdFIBDQavmV9UTd62gvDOEowvYIsqKOyYnjaXMp0RalE9jpdLqzZ88qlcpQKKRUKiHpMlNSUlJQUGCxWNqv/+apQEBeNPuVu60cwCPv2/1KzclQVBvqvS5pvOGmDgAQmiDbRYQvhGQBjC8YGC5nrItpB2EQ6Fp23Ho8qK2thZISoJK0eL1e+k0yFex2OywcLmWUTKSgpSUtXAlJdmwA2MVxltc343x4vZHFOZWHHYkaSZMsiHEhShbSEE3fJk0W9Fck+BehUqkMI2/q+uuvVygUdA+THkDqcrl8Pl8wGDSbzQ6Ho7u7+4MPPkDN7uabb4akiwYkqT8YDOJvpKHIAjd1SJ8SZAHMuGC4KGCCHcNUh1arRT/qO04c2H3jco/HA+5GifboCJYP0GyzQXJp9nq9lZWVdMF1PBi1QF766y/dj91uHxMJEd2QJyCS0haR44fJyYLtL589e7YJQKVSNVdWSQ90JjsnL+mFroiEMxIJ8pXBYMAqtIpIVKHIjBw/jP6JBJHjh0OhEAbHuqmSrBMHGpPFxcUvAvyqX97d3Z2fnw8AHo/nrrvuOn78OADMnDnTZDLt2rWLuKyjTkfwfGhYecQXLCRX4ikpqpkyNmVguGLw2WefyeVyq9UKnUeh8yjmjb5jdv4vOgEAQCaTqzRh5+FwOKw0zM4ymKIAkOAnU6Phtf2b1+v16vVer1eULCC5zms/2bnEagUYsUFy4ZYXuvQBLyqHN0keZmbGTwTDZ7v8gUBgSedRMKfLSiSxHbGppOsjQdohtDTSr4dbXFyMBwqF4nh3Nx6XlJRMmzat/fpvAoBerz937tz3f7/3idn5oVBoOGhZLm8qmrek8yiaW+iOh2SBNvnatWtJwBdvwowsGBiuGDQ1NdE6Ef5jr66ubmhogGTRAJPJhJo+8aKSXsS6u7uDwWA4HJ49ezYI1hCecWGz2dbBeamOLC/awEnpmU+wVjWpKQepw1rptb2hoQFdB8aqoyFZrItpG8q0gUAgGo2Qr0SDWIXhRJOF6urq6urquro6ABAaF3q9Xq/XY1Ls2tpaSKZJ5SEnJ6evr2/WrFnkDPlbwYwLhksCJtgxTBVwHLd582YQIxXysk5/K9zoQNZpaGgwGo0VjXsqAJZ6T/9VPggAP6O803md82h1rPtRopCIMyJbMaLlhGgDDKdRkXS5D4VCx8IJOH7cJE+ARqtSqQCjWUe6QgiJpCe/CMNgIwqlCi8DUMxZQLtgRCJRhSITAPJrN6VK1M2j1VR1BgGAFHK9dtOrqZ4Dori4eK31Do/H4/P58C3B4/GgKeX1ent6eujGzZVVGKVrsVhaW1tNJhOaWySs6UKXaGRgYJgK4DjuhRdeALGV9u1g1mwNnI5mBGNxJcSVpusi4QgAZPrOAIDBYkGRiCYLXC6sVmtjYyOQkChBuCgvh1GqudG1HdIXpERB1/ITshJJssNb/582lz7yvv3cuXMAkJub+/VD+4GySSTIQpT4Jis9X6pB03FkW6UZejuYVVxcnJubOzg4uGbNGiSLwsJCk8l0TqkMh8NhTG0L0NDQAAuXQjJmzWKxQOdRpAY6MTzpPH33RgYGhssOHMe9+OKLALB34QydTncAAgBA1iCMhWxoaEiVxhoosoDkQnpg6cJge/vg9EKlr1epVObW/9fWmu8AQMPHf0BxalLsiDGBdgqmd3fwvnhBJ7RrG7p7+3w+ADCbzaRD4Z4Nb0TiTEd8BrENB3DLTtsClRYANhsso+7uSHybiiwgDYFs7dq1RqPRYrH86U9/wjMFBQXEuOA15gmahCOcTidJtjDWiGAGhskFE+wYphBWrVq1e/duPMYFtMLtpmN5PB7Pvn37ACAajVosFjpelebUBR/v9IdCAKAGmJclPzoUe65Y9UJsxFjoucbVbgIBgeFH3tI8ahK3+vp64rguvawj09B5JYThV+Sr5sqqZoAKt9s/EFEoIBKJRKORpOwGvKuEML/6ruPh+3y5BQAgl8uNr75Lwmx9qx9FWS1Scq3CcwpGVpbortugmLPgjNud193Zk1806k0RELUOAE5teFir1Qqfm1arRblwYGAA68MWFBQUFBQAgEajoev2ejwes9mM22Uej8eeZwSAZ/Z+SW924X8ZmzIwXD343ve+R5ZBNEtw0X57/yFAz7KhcCQWj8aiAJCdnV1WVjZcBNBcSpOFy+WiA1T13JNqtdq19VnRPJjCfEY87khViVXYDxlROoscMUvIQHR7nloHSeKI2e2FAD6frw/AAXDPPfekugveebx80qvcpnK+49W9ldbs0AvG4/FAQcE3v/nN1tZW3qZXKBTKzc3FY1TrAKC1tfWk3Y41pujdPmD7OgwMVwfWrFnzwdcKdB0dAIC1ZSyvb259aD1pUF1d/eKLLzqdzmg0+sADDwDAK5ohSzLV3TPaMiQLxFMdhzQaTTgczmw/C2p10fY9h1dXkZ2ZeyjNjqyoW+UBg8Gw6/Z7heIXNiZXCTEOsiDGhZAsIIVrW0FBgc/nczgcPLKAFOskKY8bi8VeAD+vxWbDKKmEJATNcXhqSwPJAo+JVIdJFVCg5EVHkTAdu91OMpszsmC45LjSBLuOjo6mpiaXyzUwMDBt2jSj0bh48eIZM2Zc6nkxpAuO42QyGSY6xTOBQABDYpe89d9QU2MymYaGhgDg/fffLyws1Ov1JK0DcqrD4fi7eG84HJ6rzACARCIBAEql8ikIn0u+phPRishwpMID/XHYx61xDwAYDAa8SkK2G+tePeGA9PfiFAqFLBJVnzs9cM1MAPD7/TSl0W8DJKVC9NGfniekh+/D/zdXVkFr64KzZ9F7Ub3AzB8JADChu9h5NHFTvT2cPXuWHAcCAdFYWqLDqre/fA+A3+935pT09/ebzeZgMIjWcn9/fyw2rLOazWaPx2O1WjEXLALn8Nhjj4lOg4GB4QrGQw89lJWVRZOFzWa7DuDPOUYAKFSp/H5/wSc7u2+uHgyHTyiVSqUyGo3abDZ6p8fhcOzbt89kMgVuWaGf/3d40rjuGec7L9F7AKjEPW0uFb6408uvu2gepM74SadsG4djl5AvpK0I3AIJ3LKiSacDgNjOEVeJkgXHcVu2bEF3jC1bttCKmMvlQm8UiVp+ohPjFaXloaGhgQSm/WfHIHl0tHMiPSLJNgUASBZW31f2gq9Fo1GVStXb24u9nbnh29jm2L/9o9ZkMplM27ZtW7t2bX19PUs2xMBwFQLLE+mSNb5xscJtAPSbQ+Pi/fff/9u3b4AwKJVKXhprh8Ph8XigTNuVmx3JLsxsPwsAer2+M9m/cFCO4+75+A8G0AKKXGVaFOZ4ESqp1DrEJJKF0NYgyynyBTlJ9sCEnbS0tAQCAYPBcPLkcDwvkgWhAEIWY5oqjEYWCCQLTM8n/FZYuRVhtVqDwSDWjmhtbS0pKYGkfyWR80j9cUYWDFMQV45g53A4nnrqqT/+8Y8JKksXAMhksm9+85vPP//89ddff6nmxjA+2O12O+QAgPX2KgA4bLOh41VpaWlnZ2d/f39hYaHX61WpVDU1NY899hh571coFBggo1QqAADCgxqNRqfT3TWy7iomhnM8fF9zZRVPlUNUuEXVKj4knO9Ib9LeeYR4uus24CUVbndzZdX5bzmupqZmTY8Lb0qlUmkH+85k5+h0uraRdXUBgLZIkW/QAPu7g/tiyUxwFY17miurDt++Yu7pI6LTI+nz8C2EboCciskBSRQq+crlct0B0Nvbm5ubK/QEpLuiH3V2dnZeXh7ud2EBWRjpB9Ha2iqaaYLnZcmYlYHhKgSuGLg3flufq6loXmynzet0ak2mcDgcjUaVSmU4HM7/tMEO0FGx/I5oJwA4HA7SAzHksBb5fWvX8tQ6PJiRrDIhEU9Klw4koJ3vNjraJxItm0qna0rKhYHMIix7Kl/B6ZKWqnwFB51HebNNRRbCzo1Go3B1/eWhjv9dfL6KkXBihCzwI88PGi0lTDaU8711KurRSTyikpISh8MhX8E1AQBAe3v7jD+9K1/BLek8ip0TBxN6d8dkMtGZ+BhZMDBctVi0/9A2pxOjJiHpV3XqO0sHBwejc/UhrbogMBAOhzMyMgBgvbv1FoosQtMLFFi6bXYpnPGZTKbe0lJRtQ5XIbc8wPv2YkbL8tZkoWsbveATl216D4xuTPNFIBDQ6XTElxmSBfcAwGg0phLUUk2MHovwBa1UonGBvwJaChL+dyRA2Gq17tq1C2dFLAviN4cUICz3x8iCYQriChHs3n777bVr10Yi55Nc5ubm9vf3x+PxRCKxd+/eJUuW/P73v09f8me45CAG2HApWGoRP3DgAG6PEKzpcWF2MwDNj+X9kUhkvkpxEjJnJ2IehWr27JkA0FxZRbzI6BoO6nOn7Xb7rB4/MdhCzZ9hKVV1OIKObPRVtAZHe+qBQPaiBalRI2p57Q0GQzMAjEx5XvJfRwEAlAoAiPf35YVCGKw6EUjMiifSwUiyRyc4YSCq0WhUdfytt7c3FAphWYxmgdsFnZ4vEAgMDAyo1eo7ThzYnXSgwIQau3btIjk16HAt3q+PILUpgG2IMTBclaDIYhvJQZPV/tv+/n7dtdcCQKBqNbbcnVk0sOy7BR6Pz+e79dZbT5w4kZV05i0tLQUA7u67hf23tra2ZhZpP9lJvA/IeoguCUs6j6JqdjFBTwMtQ4vF0gqg/WSn3+8XFjrn2WDo44bHLpeLty+SypOa6I+/cff/opj/Lc+UImQhnIbRaHQ4HAUFBXKVCqhQVgAAcymMdO5oaWnBdf7EgpshFFKpVH6/X6lU+nw+ePV5l5nvJ47pxgmIAcbIgoHhqsI7S+74fvNHuHVBFhkiVKFxEQwGI5FIbm5uCMCnVavP+tDFWKvV1tXVYcabD+fqEwkIh8MyGQBA1DD9QGnpupi2QTAiyZDjXzgDkrsmMFp4ykWAMAUQJB/FqIGfLpdLSCgTBE0WJM2o6PPB/DmQ9IjkJR8nveFH1OxcLlcikSB+lMSygKSnHow0Lnw+X0FBwd6FM+75+A+Yt2ezwUL4gpEFwyVExqWewCSgtbX1oYceQrXurrvustvtAwMDqAL88Y9/xH9g4XD4wQcfxDTMDFMZNpsNl8729vahoaFvfOMbPp+PSHXorjxnzpyioqJZs2Z1dXWdPn16TY+LaG3/0PaFTqfLzc3t1GgBYNet97bdufrX8Ry6mirRoeL9fdHeAAD8o/co8EyFJPK6O7Fiw1hvYSJ7aG632y1w7qto3IMOg+FwJNobyJiWg2od+gZKgOYYuVyOd5TqplpaWhwOx6FDh+iTtDtGOvNvrqxSKBSRSOS9GdchNdKX8zrRarW9vb1nz57953OD5KQ5CVpk5zjOYrH89re/BQDkXZYvnIHhagZxpBoaGlKr1ZiFh3xrMpny8/ODweCqVauQLIDypNNqtVarlWwJWNytJE5f1F2CXpOFPmjEwFjSefSVu61Pm0vT9KHjkcVGR3uaifDoHgCgqWgemTYd+SV0H+BZZfQaS6t1aKxKGJaBQCAQCPT19dETJrczKlnQoVg+n2/6l/+Dezx4cknnUV4nNputvLwcfTeQrDFXRm5ubs731plHqnVIFlgEkJAFM7cYGK5aVJ8MVJ8MrItpb245OTQ0lJ+fj2SBbgEmk0mj0WRmZubn5+d4e2KxGMblAMCu2++95+M/HFi60H7D7D59niEqM2VkzZZlFfYOv7I2lGmxGf4ZdSa8EhDp38IELQvRHuhsd0RkHBWbDRZMVPdIMOuRYJaQLIT1IlpaWo4cOXLw4EHh6Onfl9Vq9fl8WONVuHMvNFWQ/vCHxmdOjAs6gyryxZ133gkAH87V06Ikvbsz8eJLDAzjxpXgYbdx40aMf1y7du3rr79OzmdlZS1btmzfvn2LFi366quvent733rrrfXr16fsiOGSwmazBQKBQ4cOyWQyi8VSVFT0g7AXznlBCd3KEG6FILOazeaaYIff79flDMlyZVmxwaHuzt7uzlxzBd0h2V3neYGhI1u8vw8AIgolhCMehaokEvIoVG63O6+7Ux6Ph8OR4XBagL13PEhEMcWcBXgQOX64u25D5PhhcobcBTkWDYyaCMLhYR/SeDweCoUMcxagDSma/rylpYXO9VBeXu54+NO87k60iBRzFqw8fYTnXpdOCnAuRalEW7J4PP5GroXW6qQhKPTaQDRXVkHjHnxE4XB43rx5fr8fL1rw8U5sU7C9A8r5pWbRDCO1O4jbhegoDAwMVx7eeuutgwcPyuVyq9V67733Hj9+HABKS0ux5DQknSZuvfVWbH/33Xd3dXWd0emAWpk5jsPF5MYbbwQAi7v1r2XlBoPhaXMpnW8u1RzSSbgjDV7+bzr2VnpoYQ9LOo82UVKj3+8n1ZrwfkXJApJLKF0DkRSllTAm6SLjgUAAQGSqxBQkHiW0HwQmJEVnCmIg/ceJ7uF7KZrX4Wh3F81bkgzjRTQ0NPj9/mlzpuFbn06nC4VCsw7tTzXP2trat4NZkIyxJaFSjCwYGK4SvPnmm01NTQqFAhOZAUB+fn5+fj6PLFQ3zMbX42uuuUbZ3f1M/myIAZwM2Gw2KNMaDIZjx47NHIqfUWUaYwAAgYLcskRmqpd8osotO9RxYKnO7XYv2n8IvxjfXYgWixhfD0IQAZHnOc7LYVdXV0cXWH8QgPvRj8Y9Jd58aF8/EDjNYX6DtWvX4t4MyYAkcXdIFgBQWlrq9/utViutvtHAm6qurq6url7vHt7iwuJ4vwqd/s95N4311hgYJh2XvWAXi8X+53/+BwBkMtkvf/lLYYNp06Y98sgjTz31FAD85S9/udjzYxg7nE7n0NBQTbADFAoA6O/vV6lUDofj2UIFAGh6XEb/VzB77jUDvUPxRHY8kojHlNFoIiOj19GsUqkwyhJSeMx1121wu92QnZMXCikiYdU0FQBAAjwKlcVicbvdPflFfr+/JBKir2qurDJznOPh+5CZ6Yha1OzQFuJVV2iurDKcPsIbnRxLpI3Da4WT9yhUAFASCWVkZPjyi3IFniA0ZZaXlxPfCmTT4VR93Z09+UUT0RGx+pXw/KwPts8CgEKFLqPvveRJmlbpq5A4LY/+dEdr68HOIbqflaePHKM+jhpNXF5eTpe0Z2BguLJhs9kcxuv78mYNDAzYbFvKyspMJpPP5zt69GhJSYnH48ENf5PJ5HA4UJLDVQhLBAKl2VVXV78dzGr1+wHA6vtqMuD1xAAAIABJREFUSedR7u4RBtUj79tJoCtmvrMD1NfX0+YBT7YTtV5QfdvoaHe73Us6j4I5ZZm8cWNJ59EOgwEADAYDlpjA6F3o7OTutoK5FEDcA4ImCxqjynaI09GMVCnn6KgrXrd2u11YinfWof1Go5EOK24qmjf9y//hNStq2t255A6DwaDVao8dG6YL0ZwnqNYhiGYnfTsMDAxXDMgyu3fhjIaOQ1VHO4PBYH5+PpIF3bK3t3fOnDkAcPbs2ZreTPuR84GryBdz584NBAJKvx99yrYmAqnGQpC9Cmts+LPdbhcli1SCV5or8EQgWrBVmPmOHGOGUHrDg3apnuBUhcaFkCxS5bbCGyGSHNadIGagTqejG1RXV6dDBFqtlq54y7iD4RLishfsMjIyDh8+3N3dPTAwkKoa7MyZw2nIsLoow9SE3W4PhUIdHR30yf7+fjz4WW4CktmFoOssJH9NWTwOAIlEIh6PKyJhhbkCkhVI/zS/UgMp0ZNfpO/0nMnOMcxZgOtxfu2mHcmysAMAhQaD2+3enxTObDYbVFZB4x4AmJ50tVPMWRA5fhjVOjpZG4GE0iSqQ+GZHUmKIuc5jiPa3ACALxSCUCgQCGi1WryEyFWEUWw2GzoGovaHHzESNq+7E8R2BWnZS5SZJNz4Kxr3+AEwMh0jlQieyAzC6SPklolXC8JisQh3vebOnYsHGHXVlizVJCHMMSplYLhKsDuzKN7TMxwR+f0fgf19dJRAdHd3azQaTCyNa0tDQ0PbwqUqlUq709ZesRxjnVBg2p1ZpNUO+4s1Jf25iKcbru3kvFB+EvWtE82tg5jR/BG+pvAcGcYN0glahjOaPxr2iaD82lwuF13tTnqRTxP/vnThT/YfAoCzoCjNjEOyIgdvPtKeF/ir0XmR0I7qSD5/4hiIX9G1/3THm6qvu6bcXArmUvjuMkhGXZFbo8mCBDtP/MYZGBguI9jt9kgksntOYW+2XKbO21FcYIjKHrzmuqNHjwLAX//615KSEpI0zWKwAMDqs3t2zcrz58UbOg5VnwwAACxdiL1ptVqtVqs5GQCAk7KoSqU623VmceF04bg0WYhGpZDp4YFwqZy4S51wSraRxoWQ0XhkAVQNcdE+x01hNAMSsoDUkh8hC1KCVii6EeOCiHokNQSeoTtPRRafrODu+fgPpBkjC4Ypgss+h51MJjMajRaL5aabUvqsHj487A81b97FzgbNkCbIou/1eo8cOdLe3j4wMDA4ODg0NBSJRGgByO/3T5umCQQCsVgsFosBJKIJiAGEZPJgQpZfuwkFLPyvdCJVb9H57TVaO2uurGqurMqv3UTc3Ai94VcAEDl+GP3szmTnkJO8sXjj0u510sBdJqR23JGz2Wz5tZvMr76Lc9g9e5Fi/bO+1Y+23bkaBKGseLAy6dyHsp0w1Z2omEiTNJ2MD+8lVekoIe44cQBZMFkMZASqk8CPWCUQkgTMm5hv9aO8GSKkJ8DAwHBFgl58BgYG8KC9vX3fvn3d3d0ejycr67xTlcfjKS8vPzz7hlAo5Pf7OyqWD7zzkvaTneiARoDbIX6/f3x2Ee+q9CNkyYUdFcvHMS7diTXpvoF5iAiDEPMGIUoW48O/L10IAMUQgWTe1aaieWiGkdFBjCxwwmiAYXxTOQVeY4PBQJMFeWLpuEiUl5ejgT2Bu2RgYLiMgQtRnz4vnkgk4nGZDE7KorW1td3d3QBQUlLi9XrJy3Z5eTn310+QLDB4du/CGXsXzgCAL7rOYIeYpe7ZwMlbSmfhmS+6zkinruPZBalYRuK9mtbsJiLe0W/yhCzIeR5ZAMURqcgizcnQazUaF0A55UkwppAscOVPZQWkIgteMyEP0n2SdITpZCRkYLg4uOw97EbFoUOHfvOb3wBAdnb2Qw89dKmnw5ASVqt17969er0ePz7V3vtcsUqpVIbDYaVSKZfLNRpNe3t7aWnpGQC/3+9XqEoioUQCZFiuCYBUdM2v3USyCwk1O7JpT1eiQKT6SLtCVDTuQcc6wNjY7BzejaQiMBLxSlwGdthsK6mY2VHLyAKA+dV3oy0t6I+AQV6ipIUD4Z0aDAbD6SNgMGDALwBMH+xL1T9NY6lyz4nCYDBgjg/8qFj/rGiz7roNKDLyOieaHYKODmZgYGCgodPpurq61Go1JjI7cOAAACB3eL1evV7v9XpJfrSamhrdCo6Exqgf+CE0f8SzEEhAaE1NTX19Pclhh0so7V4HxP+uYjlQaeaIJ8VY/eZI6jperYmnR9ZIhdFMI9qtj6hmkFzSJciCdD7WmKaWlhYAJR7T9SLSuX1M8o2zShXihAgEAq4uKbJgYGBgkIZcLk/E47KMjEg4AknHq+PHj+v1er1eT5MFcaYDgD59XihTTopLIIaNi4UzWltbi3W6NBNVS9saaV4ufdVEyAKSZbjxZENDQ0NDQ+ut3yCVUoWTGbffH+a/S799+mSB+awZWTBckbgCBbtgMJhIJILB4FdffbVr166XXnopGAwqlcpt27axNMOXBdDcAoAXYtMgBABK00yT0+l8CoIA4Pf72+5cjR7UbQCzPthOfJ79fj/uF/GMMbvdTnhl2P8OAABGVJVLG0jPpNaEuXYTiYRNh72IWifMUicaJLumxwUAusY+SHZO5wgHAJvNJlFnnX6ZoI/TEQfHhB0z51c07snNzcWPR10uUeMQ1ToAMBqNLpdr5cqVqTrEGbaxzHQMDAwUOI4Dm+2/MwoBQFU2J3Ty+PQf/GN0x6uQVOsAoLKyktQWR+h0Or/fj8GwS7JG5BLanVlEt0Q75HxGtpGp33jg5W5L34Dhy39JpFlbVgJCbwWaLILBYCp3Bgn38FR4QD34u97zr5GkQIS0aolfWSwWZC6XgCyIYBoIBFZphkBjRDNsHI7VJHXgxB8sAwPD5QtZRkYiHo8nEnn+PpPJ5HQ6kSxMJlNjYyNJkeb3+wMFuZFIGHKzVQplWSLzeC6ckYUTA0O73V8thKxnA/5lKYYYh4AlrPAg+hUBHa0p4f8loaZxHCesck4D+WLXrDxwu9E9eb27lafZwUiHBoneJg5MPEfIIpXVQKoJpUMWo+b/YWCYargCBTutVhuLxcjHadOmrVq16p//+Z/nz59/CWfFIA2O4xKJxN69e2fPnn3ixAlIukvQSamfDym9Xm9l5XygyKbtztW3cZzrf93Slshsu3M1UF51kz5DPCCeXyi97RjLLhNJk5fmiBhPiookLeeVl5fTRf1aW1uJZofcw/NQwwvpM7QzBZ4XSng8gVtiVw17a66sCgaDmMeXXMubCUlXZzQa0xHQGZUyMDDwwHHcn1av9v/dPTBwCgCUSqXygR/OaP6I8IXT6fR6vSaTieYCnU5nMBhmNH+E+z3EBXtMAZM8fS3V9Hhn0vd9GB+4ZH09XjFWEJAFluMgX6XTeSrPu/Ly8i+//PI7GT0fgL64uPi6rz6nJ5PKZY88Crvd7vP5zGaz0WgUFiV/2ly6Y8cOAHB1DZNFOgGwqb5iah0Dw9UJjuP27du36PUPv1yzHADy/MPxJajTka0d/K/Vat0bOAkACoUSAAYgjo0TiQQAKKOxk4oo8sWyQx0YKguSwhmBhNCWaoUUfkV3gh9TDS3NMvX19TU1NcKdm/LycswBZzQaAQKQrJQKAM8GTsLHJ4WT5yEdN+3q6mri0i5NFqTDwsJCj8dTUlIiShaQ9K3D4zS3dphxwXB54QoU7GhkZGQsXbq0vLy8sLAwVZu1a9dikjsMrgGA/v5+pVJ5kabIAAAAb7zxxoMPPggA0WjUaDTGYrEHHngAv3rwwQcfffRRFGF1Oh2WNaisrLz//vsBIPT8z7y1j6sXWPI8nrL/fmvftOGo2MrKysbGRnJMildMHIr1z4ae/5nH48GPQ0NDL730Ek4+Hdx///1vvPEGubXQ8z+jv+XNc+HChQCARBWNRulvi4uLIVl5gx6dtHm7cPZ9Z48BgOqp5/AkhqkOjz40BAAvvfQStgEAb+3jqqeemzt3biQScTgcc+fOJZUf6G7vv/9+4cMk5VwikcjJkycrKyuHhoZIMxIe+5e//CWafG4nTpwoKSmR/l3oss7f+MY3JFpekYjFYoODg/T2A8PFxODgIL6mSyAUCk3i2sKQDpAsbrjhhv0qlUwmw8Vn5syZ4cbIyy+//MYbbzQ2Nqof+KERoANArVYvG/A8eJv53455AeCJ2fkw+/6hoSHMjoodVlZWAgDyBTKLxG/6xOx87Iognb8AdMErXvtoNCrRm8SFPNx///1ILg8++CCvJU0WQJX0GXXm+DDx+YjS3Ny5c5ubm3++6FoAAPzvSLKQuKNIJJKbm1tcXIxneM3+8pe/kCeTDlkAxRdXIVmEw+FYLMbWoksFzHcWj8dTNYjFYuFwmP1AFx9vvPHGCy+8sG7dull2Z1tbGwB873vfazzeWFlZWVFR0djYGIvFKioq2traIpHIvn37Fq65k768pfucIqQYAqxuB5BIJBIJ5I6fZs948N4Hv/vZf9/x0Tu/v+ku6WnQ67x0+/TJgteANi5G/Zu2ZcsWYnbRjf/r2lxXRgyga0CWuC6WGY1GNRpNS/e58qiGTP4up1/IBemQxZdffhkOhy0Wi5CDRMmC3A4+8FRkAQBDQ0Pk4dDWRypczWQRi8Xi8Thbiy4h4vH4OCy7qS7YDQ0NYXQkD5mZmfgOKkRtbW08Hg8GgydPnvz000937969e/fun//857/5zW+wbBwPR48e5WXTjEajGRmXfTmOywhvvvkmALz22munTp1CF4kHHnjgs88+u/HGG9esWRONRonZXFZWtnjxYgBYvXo1rs7kq5kzZyYSiUQkAQA33nhjLBbbunUrGeK1114jx2vWrCGDko9jgmL9s/9f8nKIxUCMRyWwevVwWGg0GlWsfza8abhkqnJDHa8fvDu8Nd4oq1evJrcgHB2/ekdvAoA11Ldvvvnm558P+0HceOONQD1AABj4139SbqiLxWLXXXfdmO4oFoudPn0aAAoLC/Hhi84qFotNnz4dWwLA/PnzpUehV7QxzefKANY+vgpvfIpAwvoiiMVi7Ae6mCBk8cUXX8DyWYlEIi8vDwASicTWrVuj0ehnn32GLVUqVX5+PgB8Vjb37NFOPIk/Fi6eZOmLxWJr1qwhy7IEWeCZJ2bnb3YOZ8Rbb9Kl8xdAYimT7o3MSnihKAgz8k7SfMdrwLs73vlEIoFcLDqBeDw+brKQy+X5+fn4ZL7+9a/zOhkrWfz1r38lxwcPHvz6179OPpLHCwDrTbr0p3oZIR6PJxIJthZdKqRjfTE2v8ggK9u6desAIJFIlJWV4Qvq4sWLV69e/Q//8A/YoK2tDY2LNWvWrPr8Q7qTY99ee/N7rzjjw7s7CYCFCxdu5Z7Ej/fZ38fN+8r/9+X/PZC9Zs0a0eWU1ydILuYSZLF9cRXd1ds3/j+p+GJ8ZLHq8w/PaRSJ0PAEzmkUMxMJAFiUV4R0iTcbi2W/9tpr0mTBa4CYN29eVlZW+v8KVq9e/S//8i94XFhYSJ6MtHExEbK4GoBvtmwturQY1RtAiKku2H366aff+ta3hOeNRuOpU6dEL0GHXkQ0GrXZbI8//nh/f/9DDz2Um5u7YsUKXnuiX7S3t2OSr7y8POZhd9Fgs9nUajUAJBIJn8+nVCpNJtPBgwd/97vfkQa33XabUql0Op1KpVKtVtNe090KBTkuKyv7Xe0m0ZjNgwcPkuN169aRQQHgvffeG0cEE3ZCPqLRKIxCpbtK6SW+cYv4eQDYuAX7DAQCvtWPlufl8eYgehHe3YKPd+LHnlOOaze9Ss7fdtttGAuGT0BBPUC8EazPmzdyLGncdNNNGHXV29t78803p2qGI37ta1+D9NzRyW8EySd8VcHn86nVapLKneEiQ61Wk4I2qTBt2rSr8G/mpYLNZvvLtYswUdqpU6e0oRAGeOp0ulfutkKSLOx2u0ajCQaDhYWFg3l6GbXKkR9r3bp1ZA3nrcxqtZoE0iLdCBeiuorzP3o64a7SSxnpbXSySA/CoKFUZIFzI8FEJ06cIBfinPFdCI+FM49Go11dXeMjCwC47bbbUhHBzTff3NLSgmQhOrTwLuiPdHuF4nyRpa2uvisyPLa/vz8ajbK16FIBy1VL7PTL5fLs7Gz2A11M4JqwVR74ulze1tYml8vRuKivr8cGSBZz5851Op233XYbrrrCV+KysrIyAAD4pL0tsPYp+tszZ85gxCgA2HTydXl5okv9h99ehdGsJIe1qN1BT5vXAwHpatft9461TJAoSI1UAFAoFDJZBk5ADbC4cDoGwJJQXLlcHgqFvN4+ANi8eTMp6SAkC9FZDQ0N5eTk8J6w9NyIMS5BFjDSuJgIWVwNCIfDPT09V9tdTylkZGRkZo5Zf5vqgt0EkZmZ+YMf/CAvLw/jK5944onq6mrmPTelQEwjp9NZUFCAB0JfSKvVKszOA2LlRC90AtRUA9HTcLvdwlx146uplF+7CQnV5XJJV2mgUdG4JzRybqJVJjiOExUZU0HCniTFm0QTTCDwvEQDBgYGBlFsdLS7i+b5/f7dmUXaT3YCwDWff3jy5Ek99+SSzqN0XQir1dqk02HGuuO9IV4no9aIoNPe0QWLJgKJTkQX1XEX4IOkAYYJ4NLkCwmQZH9jnY+Ejild6Y8A84KPgywYvzAwMDwbOIkHu+cUqi2GsoZPhcYFmhVWq5WsUbtuv5foUyhXSWRtI8XHecfSWBfTQupFflSyqKaOJfpJB2kaF/QzIaiuruatz4QsxoFUxsWFIAu64gQDw+WCqS7YzZo165lnnhGeH5M2fP/99z/55JPt7e0ul8vhcFx//fWTN0GGSQBme/V6vWazWaVSyWQyYiZ1122ooMqqitIS0eyETm0gWP2dTid+S+cdF205buAeWkXjnubKKpIFfHw2DwHxgNixY8eoNhjHcY7GPXhMR46TxK7024nw6aUC/VQlXhEmkhp83C0ZGBiuBmCuqO5v3Fo2OAhYleiTnVzSY4LjuEfeH17SB/P0eDAn97yPqqh3Fc9U4PGCzWa7cGRBL6okC/hEyIIYYOSj6CqKpTPS9DUjDikXH4wsGBgYxgGsiA0A4XA4kUio1Wq6hF0qYBkH6eqr5JjjOCw+jh+XHepAsoCRJIIrOfYpUTt7rNgqDwDASVlU6+uFCWh2NFnsuv3e4t9vFW1GngkdxCYEbVykj0l5LGOigHHvBjEwXCpcBoLdz3/+81GbhUKhoaEhCRXPZDK1t7cDgMfjYYLdVAPh0RtuuOHQoUNkEwyFJIxTBgBzahqQEJtQWhKWQ+LxygQ9KWw2GwqLZLa/jueA3e50OmnmnshWGEFtbS2pr5qqN/Or757a8LDwfCrFc4JTIhtW9IFoywtdLZGBgeHKAwpMnbKsLIMJAOSxKHwxvCfBW9vJCox48+Y50nVdRfchiHBG/C94A0ms5GS4VHKY0Djh+fSNOoQ0iAEGAA0NDS+++CLtnE4/DfQ35DhO1N3gAq3PPO8GaatpsmKECa7IeFgGBgYe7Ha7ZuEMAMD0CHiS99rPcRwJL4Vk4Cd9ZlS0PrTe8vpmAFi0/xCPJshBTU1NPbWlNKY1TfjCjASxd+EMnU53PDoAAF252VvlgYlodgQ1NTXPWa1b5QGkUdGHUFdXRxZwsnRPIlnQxCckC0jDuEhzMkytY7i8MNUFu1Hxzjvv/P3f/30gEFi5cuV7772XqhnJMoApbxguLcjCShsqs2fPxgPU72w220oAt9tNDDBhXCedwUG4WNMbXNIrOLake5NoT/zReHZXc2VVReMet9vt9/uDwSDMnA8Aa9eu3bZtG94Uz7C02Wwul6u6ujodlzRig3k8nhMnTmDmV6EKSUOr1ZLjiUtyMPJVQ3SSkCRUYHGvDAwMkwSbzTYDYHdmUTRPnynPBIBMeWboW/cr9u0gDXB1El23UaMZXrvM58miqWiewWCYkWxG/NqIsCUvmtcEgCnzYGQzq9VKhqMHFcphZIap7o4QBHaO/ua4ZUXfUW1tLU0W9EC0CCUki6ysLKI8psJFXqvTJIs0fbpHBRPpGBiuEpBFw+l0wsLh1Z3OWUavJCTMkxfv+UXXGWIOiO4x007QrQ+tBwBbTGSFF919GXUdS0UW6L7ndDqRLE7KotFoDABUKhUk+C0tFguMZWE3Go2bN29GslgEYLVqJeZ5QfmCNy6PLCAFX0wWWTAwTFlc9tnc5syZg2LcRx991NvbK9rG5/ORojAkhzHDJYfdbm9MAj3RvvzyS7oBxpa63W48EFXr8EC4WCNTYreT6IVOMr79eeU37RTwZHNl1a/jOW13rt4xcz7xrTOZTEJXfFTrAKChoSGdZAorV640Go3oWJeVlZXOVPNrN5E/6d+gNNJ/5xBFd92GimSsLgMDA8OoIBkMjvzLU4l4IhKJDLmdRYnzDvX0dovNZiNZvYWdQJIsmormNRXNAwC3291RsRxGynCQlMNwrwhbTtD/mscU9MyRHYighnzBi8nFKCRCFtI+gytXrvyscM5nhXNaDZbB5Q/QY11MjIksWEYhBgaGCYKQxbZt27xer+aV94LBoE6nA4BbW91AkYXNZrO8vpkmiy+6zuB/v+g6EwqFMOBU1HYgxkWqeBHeiodre/pmiARZIJxOp06ni0TCmZnyzEx5JBKmnwAaF1jYZ9R1tby8HC0Lu92epmVxITBBy4KB4WrAZe9ht2jRogULFhw+fLi/v//HP/6xaLKVJ598MhKJAIDZbC4tZXutlww0YyH99PX15eTkABUVS38L1qplu98YPmUwpCqPQDMZ7Y6OYhnZCsPRV54+Ql8uQQ+E6mZ9sB2o6k68kCsY6elG2130TNBvQtrNQRq4p9Ta2jruHmiMqdYEjXETKhkRs/uNrxMGBoarAULzpq+vr//E3zIzM/Pz8yUuXNJ5tCO5RIu6Vm3btk3PPQkAaMgBANngIWThTuY3wNWeu/t8SKmotxohi0AwS6vVnrcDU/t2NRXNC9xS1KTTyVfMM+208ewxSJ0MqKWlBTKLJJ7ARkc7uleTwIJLhUm0vpghx8DAkAo8vmhrawOAnJycou17/I/8r59mz2gC/kbOupgWVTlET3jwo46TkXg8I5FQQwYAbJUHFu0/hN+SNZ+QBW9bhRfHI0EWQPFFeXk5T/XjWUm8y61W696FM5Yd6tjr90NuNgBEo7Ecbw+UqsnoxMN69Rd7iouLtYGTIBnhK2pZXPz1doIjSgcAMTBcAbjsBTsA2LRpU1VVFQC89tprZ8+e/elPf7pkyRKlUhmJRD7//PNf/epXu3fvxpYbN268pDO9qkEWU9z70uv1Xq93cHAQTzqdzptuuglz2OEZq9Va0binJ3/YMlEdP6yYsyCdgehED7zRKxr3tPr9Op3O/fB9qUpY8FCw/eVA0vLJ6+7syS/CKF2dTgdx/qBkIJK3jhxgSOyksCD96jDx3iB1DdlxYNQcdgaDwe12VzTuMb/67qSMyMDAcKUCw0UBAMmi7YXaWT+uQ6cJs+vgwRRXSYRA4i4OWml+v59odgAQuGUFAGg/2Wmz2aBoHgC0trZiA1vzR2SxTX/TZUnnUZvtqHCVxjMdlJecfAWHgbe0z93El3dUG5eMrK7+tLl01Cx7Fwd0fiJRviDJLphax8DAkAr41s0jCwDwrblTrVZrAP6vKmROcS061gFAnjK7JzwIALHkV3TVV7vdfmDpwoaP/wAAhdTlRFNDN+oDSxdCcuHddfu99fX1wlw9Y/Imppc+lBd1Ot3ehaDT6ZbtPwQAexfOAI0Gy85KAItppDnQFFxvRyULSGp2U3DyDAyTgitBsPv2t7+9ZcuWxx9/PJFIfPjhhx9++GFGRoZarR4YGIjHz2sqzz333N13330J58kASU79N4NWo1GsaevLzs4GAHSy4zhu8+bNVqtVJpPByFKnBoMhcvww3U933QaOyiJHcoSTV3y61MPjGX3QuCevuxMA/Mm/8xWNeyC1G3Y6nIpDCLPYkqqC0pcbjUY6O3iamEQ2wkeapgyaPkTZlHboE7ooMjAwMBDwDDCTydTW1qbX6/v6+tpeqJ01a9Yr+/e/8MKXN910U2ZmJqSxu043sFqtTcnSfoN5esc5/yPvu30rf5jpOwMA8hUcJJPWRQumdwLcc87B60pioFWaodbmj2YIzhM+ois/4O4FTzck7ekceSSFAgCUl5eXjxYVS2AwGNA9kMbUyemWTi4kZoAxMDCkCdzt0Ov1bW1tQYBwOGy1Wk+dOuW4zfx4Ih8EZLG4cLpQs4PYcE44YlnsXTjDYjCg63TrwhnLDnXAyFKw2AbXcTr1tvTyJWpokG7piDGO47a+vhkE+0zLDnXQtgZNFsXFxXQm61ExxVdaRhYMVzmuBMEOANatW1dRUfFP//RPn3zySSKRiMfj/f395NvFixdv3Lhx+fLll3CGDARPqYYTLmz5WtF/l1nwuL6+PpFIrFq1avr06SjYQVLZwRx200d2gh5ho6aKwDOG00dIjFJJJOSh9s1SgVecCC2rnvyi5soqDKo1v/quOQU9iM5Kus3Fx8DhYSs0ctgRKblWKsZsMpBfu2ncQbgMDAxXFYQC3KxZs+gkAwDwve99Lzc3l6Td4ZUeEu2T9Lyk8yhWnHCc8+cP9XdnTYNwJFowvSgxBABNRfOwAUp4uzOLtJ/sTH/FFk5eWJuCuLnxdi94ppfoMekh1QQm3YeOZ1WyakIMDAxTGSaT6dR3luqTH0tKSgCASyb0xOUUq7tCUrPrCQ/mKbMBIBKPgzzjrFJx9qFfkIiZrrLziQ50Oh1Ah7B0OCSd8oQbMKlQXl4uGosqSjdohtCdSxsXvEoaFweMLBgYLhAu+6ITBJWVlX/+8589Hs977733H//xHxs3bty8efM777zT1tb2+eefM7XukgNZ5Mfy/nA4DADBYHD27NmPZ/R5FtODAAAgAElEQVQRlU1oa5FyEwBwJjtHomc6IpVseaHvG/mKRNci3swzCkckZ0gdIq1Wi5tUw8mMOG6sZRymYDrVUxsejpRcG4vFYrEYAPhWP5q+l/6Y8kTYkgBKpGNqHQMDgzQ4jlu7dq3X6wUqpxuxT2w221tvvcW7hK4sId0zLsWOc/5IOIInFUqFQqnApHWv3G3FQhMEgVtWiJIFnqQXT2QNYnSlueaTQrSTRRZPm0vxz0Q6QeDduVwu4uJ3EciCgYGBIU3gaknIwuv1Wq3WZ7RlAKDT6dxut8fjeWfJHfQlZJ2h604Mu9cBoHJ3z8d/IGs4ukKTlsS4SDNVAo8skCYIWfC6ShOpdncI6BhY6XjYyQKhhotGFowvGK4eXCEedgQzZsxYuXLlpZ4FgzgwytXv9/v9/pycnFAoVFxcDEkP8EQiEQgE1q9fT9o3V1ZhUVGsUWCegA0z7MhgMPQ6mnX5uubKKqDKMNHeGehPXl1djYX5jMb5FY178PJxp12bOlIdALS0tBQAAEC/fjqMLHiPcDgckUhEo9HAyP0x2h5O546EpXuZVMfAwJAONjra3UXz5v/0eb/fn7tvBwBYLBZcjnDd/sY3vjHuzh953w4A+UP9nbKsTllWETrZURCG7dt37sQDjuM2OtpnNH+EH2tra6urq7Ekn9FobG1tlXCRoEHUNFuyK9L/+G7qkuDgwYP9/f2nT5+GySaLyZ4pAwPDlYzKykqHwwEAc+bMGSYLm+1Z///P3p3HRVXufwD/zgz7DoIiKiTirqFSlhczJW+Zipq5taKgZSWm5VK5prZcc0v82VUb3LAySVPTrJBKJUxFQXNfUFBEQPZhYJiZ8/vjydO5MwMMw8ycAT7v133d15mZ55zzIM35cr7n+zxPJhHNdWxtcJdMiZqIcgvu8kV21VqtvfTvQhY2VJZdmmI1nh9SocHpC/65WMnlbJo5ltpjOwoLrlmwYBvCYGGkfRFj+KrAWI2nMftaJ0+ng2Xrbt26FRQUJHw/LS2ttLTU1dVVJpPpVN7xN1/U2CIggNU0tYQd2LjPte6vUCGbtI6I7r/4BqWn84mzkydPyuVyfg471p6IyIgp4XgGJ4BgsrKyPvfsQFoiQ0tSMPrzyp3qN6S+uULrhBxjwpt+m7CwsJtf6Tbjw2daWtoPP/yg0WgcHBwIBe0AYHVLM7KvlCqVjm7qFo7u1dXCj9iK2yEhISdOnHB2dmZz2NGDxfvYwhE+Pj5GXn9bclU5WllhceF3UeFsGCnLoy0IbceSeuzWy/P3PfwuU/anBAYGshI8vjKuIawZLOo8XU0xpaYZV/ft21dVVcXmoq0pWCABBwBWwIa+MmlpaSkpKYOJiOh49S0i2uRaxT4KDAwcSVRYWOhJVODh5OzszE9jR0TVWi2fuXNK+MzRjlulbkFEizzbp6SksMGw+hc0Nrinz4OX4eHtiShOVrI3OXEkEdtWtnb8PSs9Nzd3vGCvel0b0ye+U3cjczDt5oKpKVjs3bu3srLS0dFRIpEYfLoDALVoOkNiobHY7vX3U5eDHfqkpKSkpKSkpqampqZev3795s2bRKz0LSU6Orpeh2V7bd26dcWKFfRg0m72ERvE6r1wJUv/sQFWVJ/1/myQMeO/hG2Eze6/+Mb9F99wcXFp3br1/RffsEJWDjdsAGCkK6VKInJ2diYirlVbLjIqNDT0a4Xj81v333x4oN3oyfw1POUBerDMK1PnmgyFhYXZ2dnXr193Ks4fqs6Ty+U6Y0g1e+TCbB0LFjpDZRsLnfq1OpsJ2/DRgZVLhIWF1R4vlmZkL83Iru8/FAIEAJhMeAEJDQ0lIv7OIjU19caNG59W5hQ+wA+DLfBwEh6EjYQloiqthn/H2dn5w5LMlJSUFStW7G3veXpAjzhZiXB6uBHJiYGr5rMYtLe9Z1KPALZWLKu2Yxv8dqNQ35sL/k1hsAgKCqolWCBJB1BfqLADq2LLnP/fvvtExK+z7uf39+SwDz30UEpKikQiYfdjrJKC3SkFH/iKXzTW4NDU8PDwFStWlJWVsfI9nXVahXPbscnL2adsIUL+LEQUFBTUq1cvftt8P7qJjKmMqO9jur+DaNiXRBSm99Hu3bvZdgN/fH6gMW7GAMAE9g72VVVVkv1b0yOjfAsLiYhV/qqJiOiPP/6QyWREdO3atQEDBvjFzKYHE35nZWWxoaY1XXwUCgWbTfXCp3M8+/XTDxbXrl0Lob8L61jY2rp1q8uEN9lcATw2xMlGGFlGV/u++ox/osPnSQMDA48/qEA0sjMIEwBgMnYN37dvX0ZGxsiRI9PT0/k7i6CgIH6mOoVCQUQfUmGBh5O9vQMRKZXKCtK6kNTZ2dnPyUU4MLZYVanRaDgf111tnGlMBKlUV9QV1fZ257Ov+X8b19e3Ncv9KRSKpB4BLP2ntnfw4SiWu+ucfZ/vW6ZE3Z77+3bb399/J+XOISJRL3o1BYsGptJMePwvHDWMYAFQEyTsQAQjRoww+P6qVavmzZtHRPn5+X5+fvwksiEhIcGCZkVL3tWfDY2l3tzd3fPz81NTU/38/FjWj+XpWCxnh2LtY2JioqOj+ZcpKSk6Q2j5wFO05F1+hVPLzcJmMGIZGTvNG73atm3Lz2HX8LMgsgJAvXTycGZFdkTk6Oj47IgRx1u2YvVurq6uCoXCZcKbdGwfa5CamkpEfn5+7E6M4WcaMvjAQLNHfis1lYjy8/OdnJxYpGBFYYWFhUPJgL+H3Lq6sjbsoU5M5N9pPitPHVBnsLDaY5LAwMDy8nIPDw+DH/H/PgAAFsXyPuzm4v/+7/+IKCQkhK/F9vb2Li4u5p/TtPzqkOLFIcrWLYjI3t7BhaREpFQqnZ2dnw5oz4+QLVZVchxHRJWtfTVO9kQSO5Was5NpJZI8peJg1lUHtaaTnYurq2uui73WTkZEWpnkEmmkanIVBIvcgruBvv/Mo/f7c9b7q1gYF4Sr8wkb6KxIbqHytyVLlqxevZrNYacTnnCbAFAnJOxATCybxrJm//rXv4goPDz8jz/+YE/G+Odj4eHhdMDAnAgMiy75+fllZWXsnbKyMj8/v5CQEHb8a9eusVQdX0lncngwmCtsOBPutYwJqyY8uSKiqKioyspK41emBwAwr04ezkSUVZzPzxPHrkiFhYWurq5D1XkjPv/cw8MjISGBvyUzhs41k02+Rmw4bWEhESkUil3kOvZBwR0/XRHb0fP3PfzAW7OswWqCBgaLmtqbFiwmTZpUUFDAFo8CABCL8MLI/s5PSUlhNxdr1qwhogG7v+Qb+Pn55RH5llbyo2Lbc3aZEnVf39ZE1Ne39c85mUSk0Wi0EolModRyWolSxTk7aBztOQkRcUSklZDSXpZJ6moPJzuiSolEVkPfcsfF8qNoRVkIwjRGBhfjD/jiiy/6+PjY29s3oFMAzRQSdiAmYVEbx3F3796NiYmRSCRs4Qh2JxYVFZWSktLqQfUEn0jiq962Jp0korKyssrKyurqand39+Dg4JCQEFZnp39S4ULs/DjZxjifndmjKQCA6PRXUH0879Lxll0CAwPZ+q0xoe1Y/TU9CBDXrl2r+GZ9VFTUcZ92mj1yDVGKIN3GYy1v3LhRWVnJsnXu7u5RUVG7BNV59L912QyrsKMHU9otiIq0zI9uHvqXfesHC7ESmgDQDOk8w46JieEvaKWlpUSUPvEduVye8lcKEV0jcnV19fHxKVBXVFeriIjs7Npzdvsixvh/G0dEXg5OSqWyXKuVEGk57YOjStykdmWkEZ5XwWkciFR2MhkRm6KBiHxLKwf/lZPUI4AeZOiac54OABoOCTuwNiMrrnUyaPfGTXkk9RARBQYG7m7T7ZHJY9mdGxHNcVbNziqprKykB9PN8gNdGb4wnh2Tr0rQqQNv2I/VUPykewar00XvHgCAlQmDxSZD4ytZg/DwcP7pi2aPnB5c6vWrxq5du5afnx88Y4lWq/Xo2F0ilWju3Dxo5+pq9/fcRvxUAPqPcNhMdiT21ZhN5qDfPVsIFgtC2wkX2wUAsL5aroH8lTPKs33KkZQr/wruZOdCRJkSNRF5bl1eQVqZTFat1Uo4LSeVcByRq4tUUeFVWEZU5urqWu3hVGn/d2JOquVIIlHZyVwlMiJydnAior6+rSmAwj3bh4sdLMjQwycSTDBNNtBDADAGEnYggtojBB9LWP0dux8jolP9hhDRqQfNsrKyAgMDq6+cD5FxH/k7q30D3ryYk5+f369fP3Znxd/Csds5E3rCeC9caYU57FhvDd6GWeiMAAA2rs4LIJ+o4hNq/FVU/8lQSEiI3ejJarXarUNXIrKT2QW0000t+fj4PN6AeGFpfGjTrx+0he4hVQcAojA+WBS8PDQuK6uwR4C9vQNxlClRV1erqu3/viPWaDQkkWglRBqtVFnFOTsSSVxdXRd5tieiOFnJleoKIlLZySRSKZv/rj1nF6vxjKsoYZUENlJPx989kall1wBgI5CwAxvFx5JaKvKqr5xnG2zpQD8/v37/u96fsGatIROpWi5PR4KO2cKwXLlcrlKp2KITCOcAYPuEwaKmNqywOjw8PKfKwcHBQSqV2tvb2zvYVzp7OBXnE9FQdR79EywuWaXj9WZrwUKr1bJFJxAsAMD2sSvV3uREllnz4ei8ROVCUnt7B3uiCtL+01QikUgkMpmMq1R5FJYNziyJiV8ml8tjNZ4k8XzH7r6HszMRKZVKlq0jovSJ74jzU9k8FrlKS0tdXV1fe+01sbsD0PggYQeNgHCwD9s41W8IGyFLRD4+3u2c3Ilo1stD6EE81h8fZKE7irS0NLZh5YUCLcFCi0MBAFiHfrDg32f/f3w/m7dUW+Rg7+zs3MnDmTwCiYjyLlk6WNCDeGFysLDcEn4AAM0Ky9llZt94sl1wVlYWGxXrQlKWtnOQyhw5KTnbtefsyMUzfsFqEjz+L4maMyI50aKVdA0MFjbLaouYAzQlSNhB46BfcBf65S5+pGogUVZWFv3vjZbxIcH41fH49BwRhYWFCV+mpaWZFln1J1oyYbU+AAAgQ8FCeCHdFBk+ZX8KETk7O/NvLghtR6FGXWz1k4C10Hmcw780OVgI6VeOI14AANTLk+2CiSXvsrIyJer2nF2uiz1bLpYe3FnolM6xK22d2TrTggX9782FWYKFfpdEDBaIUwAmQMIOGh/+ci+cXS4wMDDUpDAgjKn1evIjjK8NJDypyf0xSzdsIZwDAJiFweuYwfUrzE7ncY65DosrMwBAQ+yLGDMiOZHfJqIRyYmBgYHptjH3nLnoBAtUZwM0XkjYQeNm0dnljLR371620QRq12NiYioqKtiSuwAAYBZ80QSLF00jWKjV6oKCAn9/f+P3YsvIMlihAgBEoVMfZyPLROhoSsGCiO7du+fj4yN2XwAaJanYHQAQWb0KFljgvHXr1q1bt8LCwsLCwvhsXVBQkFmeXxnsj/yBhh8fAAAsjb/LYsGCbbN4Ya5gYVAjChbC5B0AQDPHbi6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- "text/plain": [ - "plot without title" - ] - }, - "metadata": { - "image/png": { - "height": 600, - "width": 840 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "# figure rendering for notebook\n", - "height <- 10\n", - "width <- 14\n", - "options(repr.plot.width = width, repr.plot.height = height, dpi = 500)\n", - "\n", - "# Keep original facet_label values and convert to factor\n", - "plot_df <- plot_df %>%\n", - " mutate(\n", - " facet_label = factor(facet_treatment, levels = top_trt)\n", - " )\n", - "\n", - "\n", - "# Remove any rows with NA facet_label if they exist\n", - "plot_df <- plot_df %>%\n", - " filter(!is.na(facet_label))\n", - "\n", - "umap_plot <- ggplot(plot_df, aes(x = UMAP_1, y = UMAP_2, color = treatment_label)) +\n", - " # Plot controls first (background layer)\n", - " geom_point(\n", - " data = filter(plot_df, Metadata_treatment %in% c(poscon_trt, negcon_trt)),\n", - " alpha = 0.4, \n", - " size = 1,\n", - " shape = 16\n", - " ) +\n", - " geom_point(\n", - " data = filter(plot_df, Metadata_treatment %in% top_trt),\n", - " alpha = 0.7, \n", - " size = 1.2,\n", - " shape = 16\n", - " ) +\n", - " facet_wrap(~ facet_label, nrow = 2, ncol = 3) + \n", - " scale_color_manual(\n", - " values = treatment_colors,\n", - " name = \"Treatment\",\n", - " breaks = c(\"DMSO (Failing)\", \"DMSO (Healthy)\", top_trt),\n", - " labels = c(\"Failing CF cells\", \"Healthy CF cells\", top_trt)\n", - " ) +\n", - " labs(\n", - " title = \"CFReT Screen: UMAP embedding of single-cell\\nmorphological profiles of top compounds\",\n", - " x = \"UMAP 1\",\n", - " y = \"UMAP 2\"\n", - " ) +\n", - " theme_cowplot(font_size = 11) + \n", - " theme(\n", - " # Title and labels\n", - " plot.title = element_text(size = 30, face = \"bold\", hjust = 0.5),\n", - " axis.title = element_text(size = 20, face = \"bold\"),\n", - " axis.text = element_text(size = 20, color = \"black\"),\n", - " \n", - " # Facet labels\n", - " strip.text = element_text(size = 20, face = \"bold\", color = \"black\"),\n", - " strip.background = element_rect(fill = \"gray95\", color = \"black\", linewidth = 0.5),\n", - " \n", - " # Legend - position in the 6th facet spot\n", - " legend.position = c(0.8, 0.25),\n", - " legend.justification = c(0.5, 0.5),\n", - " legend.title = element_text(size = 22, face = \"bold\", hjust = 0.5),\n", - " legend.text = element_text(size = 20),\n", - " legend.key.size = unit(0.9, \"cm\"),\n", - " legend.background = element_rect(fill = \"white\", color = \"black\", linewidth = 0.3),\n", - " \n", - " # Panel\n", - " panel.border = element_rect(color = \"black\", fill = NA, linewidth = 0.7),\n", - " panel.grid.major = element_line(color = \"gray90\", linewidth = 0.3),\n", - " panel.grid.minor = element_blank(),\n", - " \n", - " # Overall\n", - " plot.background = element_rect(fill = \"white\", color = NA),\n", - " plot.margin = margin(10, 10, 10, 10)\n", - " ) +\n", - " guides(color = guide_legend(override.aes = list(size = 4, alpha = 1)))\n", - "\n", - "# # save the plot as a high-resolution PNG and PDF\n", - "# ggsave(\n", - "# filename = \"./results/cfret-screen/cfret_umap_of_top_treatments.png\",\n", - "# plot = umap_plot,\n", - "# width = width,\n", - "# height = height,\n", - "# units = \"in\",\n", - "# dpi = 600,\n", - "# bg = \"white\"\n", - "# )\n", - "\n", - "umap_plot" - ] - }, - { - "cell_type": "markdown", - "id": "ecb3b35f", - "metadata": {}, - "source": [ - "## Now plotting umap including worst performing treatment" - ] - }, - { - "cell_type": "code", - "execution_count": 11, - "id": "23b2a69f", - "metadata": { - "vscode": { - "languageId": "r" - } - }, - "outputs": [], - "source": [ - "# Update top_trt to include the worst compound\n", - "top_trt = c(\"UCD-0159283\", \"UCD-0159257\", \"UCD-0159258\", \"UCD-0001016\", \"UCD-0017999\", \"UCD-0001844\")\n", - "\n", - "# RE-CREATE the data with the bad compound included\n", - "# First, separate controls and treatments\n", - "controls_df <- cfret_umap_df %>%\n", - " filter(Metadata_treatment %in% c(poscon_trt, negcon_trt))\n", - "\n", - "treatments_df <- cfret_umap_df %>%\n", - " filter(Metadata_treatment %in% top_trt) # Now includes UCD-0001844\n", - "\n", - "# Create a column to identify which treatment each facet should show\n", - "# For controls, replicate them for each top treatment\n", - "controls_expanded <- map_dfr(top_trt, function(trt) {\n", - " controls_df %>%\n", - " mutate(facet_treatment = trt)\n", - "})\n", - "\n", - "# For treatments, the facet_treatment is their own treatment\n", - "treatments_df <- treatments_df %>%\n", - " mutate(facet_treatment = Metadata_treatment)\n", - "\n", - "# Combine them\n", - "plot_df <- bind_rows(controls_expanded, treatments_df)\n", - "\n", - "# Create better treatment labels - rename worst compound in BOTH columns\n", - "# Also create a simplified category for coloring\n", - "plot_df <- plot_df %>%\n", - " mutate(\n", - " treatment_label = case_when(\n", - " Metadata_treatment == \"DMSO_heart_9\" ~ \"DMSO (Failing)\",\n", - " Metadata_treatment == \"DMSO_heart_11\" ~ \"DMSO (Healthy)\",\n", - " Metadata_treatment == \"UCD-0001844\" ~ \"UCD-0001844 (worst)\",\n", - " TRUE ~ Metadata_treatment\n", - " ),\n", - " # Also rename in facet_label for the facet titles\n", - " facet_label = case_when(\n", - " facet_treatment == \"UCD-0001844\" ~ \"UCD-0001844 (worst)\",\n", - " TRUE ~ facet_treatment\n", - " ),\n", - " # Create a color category - all treatments get same color\n", - " color_category = case_when(\n", - " Metadata_treatment == \"DMSO_heart_9\" ~ \"DMSO (Failing)\",\n", - " Metadata_treatment == \"DMSO_heart_11\" ~ \"DMSO (Healthy)\",\n", - " TRUE ~ \"Treatment\"\n", - " )\n", - " )\n", - "\n", - "# Setting custom colors - simplified 3-color scheme\n", - "treatment_colors <- c(\n", - " \"DMSO (Failing)\" = \"#d95f02\", # Orange/red\n", - " \"DMSO (Healthy)\" = \"#1b9e77\", # Green\n", - " \"Treatment\" = \"#7570b3\" # Purple\n", - ")" - ] - }, - { - "cell_type": "code", - "execution_count": 18, - "id": "08c012a0", - "metadata": { - "vscode": { - "languageId": "r" - } - }, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "plot without title" - ] - }, - "metadata": { - "image/png": { - "height": 600, - "width": 840 - } - }, - "output_type": "display_data" - } - ], - "source": [ - "# figure rendering for notebook\n", - "height <- 10\n", - "width <- 14\n", - "options(repr.plot.width = width, repr.plot.height = height, dpi = 500)\n", - "\n", - "# Update top_trt_display to include the renamed worst compound\n", - "top_trt_display = c(\"UCD-0159283\", \"UCD-0159257\", \"UCD-0159258\", \"UCD-0001016\", \"UCD-0017999\", \"UCD-0001844 (worst)\")\n", - "\n", - "# Keep original facet_label values and convert to factor with updated levels\n", - "plot_df <- plot_df %>%\n", - " mutate(\n", - " facet_label = factor(facet_label, levels = top_trt_display)\n", - " )\n", - "\n", - "# Remove any rows with NA facet_label if they exist\n", - "plot_df <- plot_df %>%\n", - " filter(!is.na(facet_label))\n", - "\n", - "# Shuffle points for fair plotting\n", - "set.seed(42)\n", - "plot_df <- plot_df %>%\n", - " slice_sample(prop = 1)\n", - "\n", - "umap_w_bad_treatment_plot <- ggplot(plot_df, aes(x = UMAP_1, y = UMAP_2, color = color_category)) +\n", - " # Plot controls first as lighter background layer\n", - " geom_point(\n", - " data = filter(plot_df, color_category %in% c(\"DMSO (Failing)\", \"DMSO (Healthy)\")),\n", - " alpha = 0.3, # Much lighter for background\n", - " size = 1.2, # Slightly smaller\n", - " shape = 16\n", - " ) +\n", - " # Plot treated points on top with higher visibility\n", - " geom_point(\n", - " data = filter(plot_df, color_category == \"Treatment\"),\n", - " alpha = 0.7, # More opaque to stand out\n", - " size = 1.2, # Slightly larger\n", - " shape = 16\n", - " ) +\n", - " facet_wrap(~ facet_label, nrow = 2, ncol = 3) + \n", - " scale_color_manual(\n", - " values = treatment_colors,\n", - " name = \"Treatment\",\n", - " breaks = c(\"DMSO (Failing)\", \"DMSO (Healthy)\", \"Treatment\"),\n", - " labels = c(\"Failing CF cells\", \"Healthy CF cells\", \"Treated cells\")\n", - " ) +\n", - " labs(\n", - " title = \"CFReT Screen: UMAP embedding of single-cell\\nmorphological profiles of top 5 and 1 worst compounds\",\n", - " x = \"UMAP 1\",\n", - " y = \"UMAP 2\"\n", - " ) +\n", - " theme_cowplot(font_size = 11) + \n", - " theme(\n", - " # Title and labels\n", - " plot.title = element_text(size = 30, face = \"bold\", hjust = 0.5),\n", - " axis.title = element_text(size = 20, face = \"bold\"),\n", - " axis.text = element_text(size = 20, color = \"black\"),\n", - " \n", - " # Facet labels\n", - " strip.text = element_text(size = 20, face = \"bold\", color = \"black\"),\n", - " strip.background = element_rect(fill = \"gray95\", color = \"black\", linewidth = 0.5),\n", - " \n", - " # Legend - position on the right side outside plot area\n", - " legend.position = \"right\",\n", - " legend.justification = \"center\",\n", - " legend.title = element_text(size = 18, face = \"bold\", hjust = 0.5),\n", - " legend.text = element_text(size = 16),\n", - " legend.key.size = unit(0.8, \"cm\"),\n", - " legend.background = element_rect(fill = \"white\", color = \"black\", linewidth = 0.3),\n", - " legend.box.margin = margin(0, 0, 0, 10),\n", - " \n", - " # Panel\n", - " panel.border = element_rect(color = \"black\", fill = NA, linewidth = 0.7),\n", - " panel.grid.major = element_line(color = \"gray90\", linewidth = 0.3),\n", - " panel.grid.minor = element_blank(),\n", - " \n", - " # Overall\n", - " plot.background = element_rect(fill = \"white\", color = NA),\n", - " plot.margin = margin(10, 10, 10, 10)\n", - " ) +\n", - " guides(color = guide_legend(override.aes = list(size = 4, alpha = 1)))\n", - "\n", - "# save the plot as a high-resolution PNG and PDF\n", - "ggsave(\n", - " filename = \"./results/cfret-screen/cfret_umap_of_top_treatments_and_bad.png\",\n", - " plot = umap_w_bad_treatment_plot,\n", - " width = width,\n", - " height = height,\n", - " units = \"in\",\n", - " dpi = 600,\n", - " bg = \"white\"\n", - ")\n", - "\n", - "umap_w_bad_treatment_plot" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "ff741cf0", - "metadata": { - "vscode": { - "languageId": "r" - } - }, - "outputs": [], - "source": [] - } - ], - "metadata": { - "kernelspec": { - "display_name": "R", - "language": "R", - "name": "ir" - }, - "language_info": { - "codemirror_mode": "r", - "file_extension": ".r", - "mimetype": "text/x-r-source", - "name": "R", - "pygments_lexer": "r", - "version": "4.3.3" - } - }, - "nbformat": 4, - "nbformat_minor": 5 -} diff --git a/notebooks/3.cfret-screen-analysis/7.CFRet-screem-emd-analysis.ipynb b/notebooks/3.cfret-screen-analysis/7.CFRet-screem-emd-analysis.ipynb deleted file mode 100644 index 9300c4e..0000000 --- a/notebooks/3.cfret-screen-analysis/7.CFRet-screem-emd-analysis.ipynb +++ /dev/null @@ -1,1147 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": 2, - "id": "0018cbef", - "metadata": {}, - "outputs": [], - "source": [ - "import sys\n", - "import pathlib\n", - "\n", - "import numpy as np\n", - "import pandas as pd\n", - "import polars as pl\n", - "from scipy.stats import wasserstein_distance\n", - "import matplotlib.pyplot as plt\n", - "import seaborn as sns\n", - "\n", - "sys.path.append(\"../../\")\n", - "from utils.io_utils import load_configs, load_profiles\n", - "from utils.data_utils import split_meta_and_features" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "id": "2fa1dfae", - "metadata": {}, - "outputs": [], - "source": [ - "def calculate_emd_per_treatment(\n", - " profiles_df, reference_df, feature_cols, treatment_col=\"Metadata_treatment\"\n", - "):\n", - " \"\"\"\n", - " Calculate EMD for each treatment across all features.\n", - "\n", - " Parameters\n", - " ----------\n", - " profiles_df : pl.DataFrame\n", - " Profiles containing treatments to compare\n", - " reference_df : pl.DataFrame\n", - " Reference profiles (e.g., DMSO control)\n", - " feature_cols : list\n", - " List of feature column names\n", - " treatment_col : str\n", - " Column name for treatment identifier\n", - "\n", - " Returns\n", - " -------\n", - " pl.DataFrame\n", - " EMD scores per treatment per feature\n", - " \"\"\"\n", - " results = []\n", - "\n", - " # Get unique treatments\n", - " treatments = profiles_df[treatment_col].unique().to_list()\n", - "\n", - " for treatment in treatments:\n", - " # Filter treatment profiles\n", - " treatment_df = profiles_df.filter(pl.col(treatment_col) == treatment)\n", - "\n", - " # Calculate EMD for each feature\n", - " for feature in feature_cols:\n", - " # Get feature values\n", - " treatment_values = treatment_df[feature].to_numpy()\n", - " reference_values = reference_df[feature].to_numpy()\n", - "\n", - " # Skip if either is empty or all NaN\n", - " if len(treatment_values) == 0 or len(reference_values) == 0:\n", - " continue\n", - "\n", - " # Remove NaN values\n", - " treatment_values = treatment_values[~np.isnan(treatment_values)]\n", - " reference_values = reference_values[~np.isnan(reference_values)]\n", - "\n", - " if len(treatment_values) == 0 or len(reference_values) == 0:\n", - " continue\n", - "\n", - " # Calculate EMD\n", - " emd = wasserstein_distance(treatment_values, reference_values)\n", - "\n", - " results.append(\n", - " {\n", - " \"treatment\": treatment,\n", - " \"compartment\": feature.split(\"_\")[0],\n", - " \"feature\": feature,\n", - " \"emd_score\": emd,\n", - " }\n", - " )\n", - "\n", - " return pl.DataFrame(results)" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "id": "a5afa1a5", - "metadata": {}, - "outputs": [], - "source": [ - "# set CFRet screem directory\n", - "cfret_screen_dir = pathlib.Path(\"./results/cfret-screen/\").resolve(strict=True)\n", - "\n", - "# set signature path\n", - "signature_path = (cfret_screen_dir / \"CFRet-screen-signatures.json\").resolve(\n", - " strict=True\n", - ")\n", - "\n", - "# set cfret profile paths\n", - "cfret_profile_paths = (\n", - " cfret_screen_dir / \"cfret_screen_treatment_clustered.parquet\"\n", - ").resolve(strict=True)" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "id": "93504137", - "metadata": {}, - "outputs": [], - "source": [ - "# load profiles and signatures\n", - "cfret_profiles = load_profiles(cfret_profile_paths)\n", - "cfret_meta, cfret_feats = split_meta_and_features(cfret_profiles)\n", - "\n", - "cfret_signatures = load_configs(signature_path)\n", - "on_sigs = cfret_signatures[\"on_signatures\"]\n", - "off_sigs = cfret_signatures[\"off_signatures\"]" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "id": "110d0a4d", - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
\n", - "shape: (5, 499)
Metadata_WellRowMetadata_WellColMetadata_heart_numberMetadata_cell_typeMetadata_heart_failure_typeMetadata_treatmentMetadata_PathwayMetadata_Nuclei_Location_Center_XMetadata_Nuclei_Location_Center_YMetadata_Cells_Location_Center_XMetadata_Cells_Location_Center_YMetadata_Image_Count_CellsMetadata_ImageNumberMetadata_PlateMetadata_WellMetadata_Cells_Number_Object_NumberMetadata_Cytoplasm_Parent_CellsMetadata_Cytoplasm_Parent_NucleiMetadata_Nuclei_Number_Object_NumberMetadata_SiteMetadata_cell_idCytoplasm_AreaShape_AreaCytoplasm_AreaShape_MajorAxisLengthCytoplasm_AreaShape_Zernike_4_0Cytoplasm_AreaShape_Zernike_5_1Cytoplasm_AreaShape_Zernike_6_0Cytoplasm_AreaShape_Zernike_6_2Cytoplasm_AreaShape_Zernike_7_1Cytoplasm_AreaShape_Zernike_7_3Cytoplasm_AreaShape_Zernike_8_0Cytoplasm_AreaShape_Zernike_8_2Cytoplasm_AreaShape_Zernike_9_1Cytoplasm_AreaShape_Zernike_9_3Cytoplasm_AreaShape_Zernike_9_5Cytoplasm_AreaShape_Zernike_9_7Cytoplasm_Correlation_Correlation_ER_HoechstCytoplasm_Correlation_Correlation_ER_PM…Nuclei_Texture_Correlation_Hoechst_3_02_256Nuclei_Texture_Correlation_Hoechst_3_03_256Nuclei_Texture_Correlation_Mitochondria_3_00_256Nuclei_Texture_Correlation_Mitochondria_3_01_256Nuclei_Texture_Correlation_Mitochondria_3_02_256Nuclei_Texture_Correlation_Mitochondria_3_03_256Nuclei_Texture_Correlation_PM_3_00_256Nuclei_Texture_Correlation_PM_3_01_256Nuclei_Texture_Correlation_PM_3_02_256Nuclei_Texture_Correlation_PM_3_03_256Nuclei_Texture_DifferenceEntropy_Hoechst_3_00_256Nuclei_Texture_DifferenceEntropy_Hoechst_3_02_256Nuclei_Texture_InfoMeas1_ER_3_00_256Nuclei_Texture_InfoMeas1_ER_3_01_256Nuclei_Texture_InfoMeas1_ER_3_02_256Nuclei_Texture_InfoMeas1_ER_3_03_256Nuclei_Texture_InfoMeas1_PM_3_00_256Nuclei_Texture_InfoMeas1_PM_3_01_256Nuclei_Texture_InfoMeas1_PM_3_02_256Nuclei_Texture_InfoMeas1_PM_3_03_256Nuclei_Texture_InfoMeas2_PM_3_00_256Nuclei_Texture_InfoMeas2_PM_3_01_256Nuclei_Texture_InfoMeas2_PM_3_02_256Nuclei_Texture_InfoMeas2_PM_3_03_256Nuclei_Texture_InverseDifferenceMoment_Hoechst_3_00_256Nuclei_Texture_InverseDifferenceMoment_Hoechst_3_01_256Nuclei_Texture_InverseDifferenceMoment_Hoechst_3_02_256Nuclei_Texture_InverseDifferenceMoment_Hoechst_3_03_256Nuclei_Texture_InverseDifferenceMoment_PM_3_00_256Nuclei_Texture_InverseDifferenceMoment_PM_3_01_256Nuclei_Texture_InverseDifferenceMoment_PM_3_02_256Nuclei_Texture_InverseDifferenceMoment_PM_3_03_256Nuclei_Texture_SumEntropy_PM_3_01_256Metadata_cluster_idMetadata_cluster_n_cellsMetadata_treatment_n_cellsMetadata_cluster_ratio
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"B"27"healthy"null"DMSO_heart_11"null870.048176222.975912883.760337261.6162182"localhost240927060001""B02"1133"f07""12575616795011807720"-0.7513630.572923-0.3970760.280466-0.8420510.921933-0.808205-0.152162-0.5765621.018035-0.5559711.136591-1.010685-0.5808090.2962950.374481…0.776713-0.060115-0.478290.3697010.664598-0.595822-0.779385-1.104380.019679-0.0815760.8991310.1316130.288529-0.396068-1.4753140.1044750.6052910.480656-0.4181910.05484-0.245545-0.1946990.4491480.153167-1.314356-0.527268-0.28336-0.966427-0.0284670.0251320.5315590.161083-0.084311"DMSO_heart_11_louvain_3"324172018.837209
"B"27"healthy"null"DMSO_heart_11"null372.66513878.150612422.940605121.35725193"localhost240927060001""B02"1133"f08""3793444334871218055"-1.3159061.653718-0.660428-1.684414-0.408983-0.805361-1.386725-1.901982-0.170266-0.830062-1.194093-1.405091-1.373065-1.2947810.2794460.891917…0.260714-0.7253590.7992761.31090.5329340.0741060.4164851.0037630.552246-0.0052591.2983661.548535-0.770951-1.91123-0.873208-0.699423-0.794136-1.358924-0.085818-0.4332561.0408481.268080.7383580.875659-1.281228-0.035844-1.641539-1.781835-0.67462-0.054664-0.974624-1.1572791.004183"DMSO_heart_11_louvain_0"482172028.023256
"B"27"healthy"null"DMSO_heart_11"null691.469799396.812081683.988473379.093181135"localhost240927060001""B02"1144"f24""13106199485709533901"-0.831717-0.493455-0.3141251.206134-0.9952710.95686-0.597832-1.242007-0.676838-0.6976070.261978-0.954203-0.4651190.237499-1.585019-0.733386…-1.341247-0.772522-0.848805-0.711727-0.210759-0.5628230.2449870.010680.074030.112629-1.361163-1.7103520.3541250.124231-0.2048370.0483140.9033350.686618-0.2638990.594106-0.96627-0.7187250.013854-0.6305291.2530080.9785591.7245131.7410980.2040270.4151660.6953860.509317-0.669122"DMSO_heart_11_louvain_0"482172028.023256
"B"27"healthy"null"DMSO_heart_11"null658.817385176.3645656.476395192.96612171"localhost240927060001""B02"1155"f04""7290611366224905244"-0.7296282.007046-0.698666-0.80159-0.7044480.553221-0.655824-1.543914-0.336989-0.24697-0.756293-0.671515-1.237478-0.235575-1.6946290.086748…-0.0845320.5707310.412617-0.2221780.2269131.11128-1.537455-1.935402-0.9107210.2024150.8319070.771808-0.146304-0.354501-0.571405-0.5254621.4458411.4121821.004480.277911-0.996699-1.161237-0.5531920.01472-0.793306-0.84018-0.947567-0.750173-0.856654-0.524341-0.361560.09598-0.099079"DMSO_heart_11_louvain_3"324172018.837209
"B"27"healthy"null"DMSO_heart_11"null1031.77331687.4488341023.15870596.84995293"localhost240927060001""B02"2244"f08""13601323271362343116"-1.714346-2.535695-0.2005322.762689-0.6139780.1246890.33025-0.0384171.281422-0.987717-1.1240531.35118-0.382761-0.324415-2.406365-2.811065…1.2908731.6473380.5072651.0489530.574748-0.159257-0.5702050.79213-0.870146-2.6261830.0315591.241171-0.044313-0.2576330.132283-0.0047991.9277040.1031522.30752.455422-0.7011680.677342-1.218404-2.1899190.371659-0.508734-1.278283-1.529378-2.088097-0.929627-2.14462-2.4432221.224159"DMSO_heart_11_louvain_4"16917209.825581
" - ], - "text/plain": [ - "shape: (5, 499)\n", - "┌───────────┬───────────┬───────────┬───────────┬───┬───────────┬───────────┬───────────┬──────────┐\n", - "│ Metadata_ ┆ Metadata_ ┆ Metadata_ ┆ Metadata_ ┆ … ┆ Metadata_ ┆ Metadata_ ┆ Metadata_ ┆ Metadata │\n", - "│ WellRow ┆ WellCol ┆ heart_num ┆ cell_type ┆ ┆ cluster_i ┆ cluster_n ┆ treatment ┆ _cluster │\n", - "│ --- ┆ --- ┆ ber ┆ --- ┆ ┆ d ┆ _cells ┆ _n_cells ┆ _ratio │\n", - "│ str ┆ i64 ┆ --- ┆ str ┆ ┆ --- ┆ --- ┆ --- ┆ --- │\n", - "│ ┆ ┆ i64 ┆ ┆ ┆ cat ┆ u32 ┆ u32 ┆ f64 │\n", - "╞═══════════╪═══════════╪═══════════╪═══════════╪═══╪═══════════╪═══════════╪═══════════╪══════════╡\n", - "│ B ┆ 2 ┆ 7 ┆ healthy ┆ … ┆ DMSO_hear ┆ 324 ┆ 1720 ┆ 18.83720 │\n", - "│ ┆ ┆ ┆ ┆ ┆ t_11_louv ┆ ┆ ┆ 9 │\n", - "│ ┆ ┆ ┆ ┆ ┆ ain_3 ┆ ┆ ┆ │\n", - "│ B ┆ 2 ┆ 7 ┆ healthy ┆ … ┆ DMSO_hear ┆ 482 ┆ 1720 ┆ 28.02325 │\n", - "│ ┆ ┆ ┆ ┆ ┆ t_11_louv ┆ ┆ ┆ 6 │\n", - "│ ┆ ┆ ┆ ┆ ┆ ain_0 ┆ ┆ ┆ │\n", - "│ B ┆ 2 ┆ 7 ┆ healthy ┆ … ┆ DMSO_hear ┆ 482 ┆ 1720 ┆ 28.02325 │\n", - "│ ┆ ┆ ┆ ┆ ┆ t_11_louv ┆ ┆ ┆ 6 │\n", - "│ ┆ ┆ ┆ ┆ ┆ ain_0 ┆ ┆ ┆ │\n", - "│ B ┆ 2 ┆ 7 ┆ healthy ┆ … ┆ DMSO_hear ┆ 324 ┆ 1720 ┆ 18.83720 │\n", - "│ ┆ ┆ ┆ ┆ ┆ t_11_louv ┆ ┆ ┆ 9 │\n", - "│ ┆ ┆ ┆ ┆ ┆ ain_3 ┆ ┆ ┆ │\n", - "│ B ┆ 2 ┆ 7 ┆ healthy ┆ … ┆ DMSO_hear ┆ 169 ┆ 1720 ┆ 9.825581 │\n", - "│ ┆ ┆ ┆ ┆ ┆ t_11_louv ┆ ┆ ┆ │\n", - "│ ┆ ┆ ┆ ┆ ┆ ain_4 ┆ ┆ ┆ │\n", - "└───────────┴───────────┴───────────┴───────────┴───┴───────────┴───────────┴───────────┴──────────┘" - ] - }, - "execution_count": 6, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# replace DMSO in the \"Metadata_treatment\" column with with \"DMSO_heart_9\"\n", - "cfret_profiles = cfret_profiles.with_columns(\n", - " pl.when(pl.col(\"Metadata_treatment\") == \"DMSO\")\n", - " .then(pl.lit(\"DMSO_heart_9\"))\n", - " .otherwise(pl.col(\"Metadata_treatment\"))\n", - " .alias(\"Metadata_treatment\")\n", - ")\n", - "cfret_profiles.head()" - ] - }, - { - "cell_type": "code", - "execution_count": 12, - "id": "99b65770", - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
\n", - "shape: (2, 3)
Metadata_heart_numberMetadata_cell_typeMetadata_heart_failure_type
i64strstr
7"healthy"null
19"failing""dilated_cardiomyopathy"
" - ], - "text/plain": [ - "shape: (2, 3)\n", - "┌───────────────────────┬────────────────────┬─────────────────────────────┐\n", - "│ Metadata_heart_number ┆ Metadata_cell_type ┆ Metadata_heart_failure_type │\n", - "│ --- ┆ --- ┆ --- │\n", - "│ i64 ┆ str ┆ str │\n", - "╞═══════════════════════╪════════════════════╪═════════════════════════════╡\n", - "│ 7 ┆ healthy ┆ null │\n", - "│ 19 ┆ failing ┆ dilated_cardiomyopathy │\n", - "└───────────────────────┴────────────────────┴─────────────────────────────┘" - ] - }, - "execution_count": 12, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "cfret_profiles[\n", - " [\"Metadata_heart_number\", \"Metadata_cell_type\", \"Metadata_heart_failure_type\"]\n", - "].unique()" - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "id": "0559d9e8", - "metadata": {}, - "outputs": [], - "source": [ - "# top 5 compounds\n", - "lowest_ranked_compound = [\"UCD-0001844\"]\n", - "top5_compounds = [\n", - " \"UCD-0159283\",\n", - " \"UCD-0159257\",\n", - " \"UCD-0159258\",\n", - " \"UCD-0001016\",\n", - " \"UCD-0017999\",\n", - "]\n", - "poscon = \"DMSO_heart_11\" # this is the healthy CF cells control\n", - "\n", - "# filter the dataframe to top5 compounds and the positive control\n", - "negcon_profiels_df = cfret_profiles.filter(pl.col(\"Metadata_treatment\") == poscon)\n", - "cfret_profiles_top5 = cfret_profiles.filter(\n", - " pl.col(\"Metadata_treatment\").is_in(top5_compounds + lowest_ranked_compound)\n", - ")" - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "id": "8b6ae4da", - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
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treatmentcompartmentfeatureemd_scoremeasurement
strstrstrf64str
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"UCD-0159258""Cytoplasm""Cytoplasm_AreaShape_MajorAxisL…0.271384"AreaShape"
"UCD-0159258""Cytoplasm""Cytoplasm_AreaShape_Zernike_4_…0.126555"AreaShape"
"UCD-0159258""Cytoplasm""Cytoplasm_AreaShape_Zernike_5_…0.053286"AreaShape"
"UCD-0159258""Cytoplasm""Cytoplasm_AreaShape_Zernike_6_…0.288622"AreaShape"
" - ], - "text/plain": [ - "shape: (5, 5)\n", - "┌─────────────┬─────────────┬─────────────────────────────────┬───────────┬─────────────┐\n", - "│ treatment ┆ compartment ┆ feature ┆ emd_score ┆ measurement │\n", - "│ --- ┆ --- ┆ --- ┆ --- ┆ --- │\n", - "│ str ┆ str ┆ str ┆ f64 ┆ str │\n", - "╞═════════════╪═════════════╪═════════════════════════════════╪═══════════╪═════════════╡\n", - "│ UCD-0159258 ┆ Cytoplasm ┆ Cytoplasm_AreaShape_Area ┆ 0.998697 ┆ AreaShape │\n", - "│ UCD-0159258 ┆ Cytoplasm ┆ Cytoplasm_AreaShape_MajorAxisL… ┆ 0.271384 ┆ AreaShape │\n", - "│ UCD-0159258 ┆ Cytoplasm ┆ Cytoplasm_AreaShape_Zernike_4_… ┆ 0.126555 ┆ AreaShape │\n", - "│ UCD-0159258 ┆ Cytoplasm ┆ Cytoplasm_AreaShape_Zernike_5_… ┆ 0.053286 ┆ AreaShape │\n", - "│ UCD-0159258 ┆ Cytoplasm ┆ Cytoplasm_AreaShape_Zernike_6_… ┆ 0.288622 ┆ AreaShape │\n", - "└─────────────┴─────────────┴─────────────────────────────────┴───────────┴─────────────┘" - ] - }, - "execution_count": 9, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# calculate EMD scores per feature set of both profiles\n", - "feature_emd_scores = calculate_emd_per_treatment(\n", - " cfret_profiles_top5,\n", - " negcon_profiels_df,\n", - " cfret_feats,\n", - " treatment_col=\"Metadata_treatment\",\n", - ")\n", - "feature_emd_scores\n", - "\n", - "# Extract measurement type (second element after split)\n", - "feature_emd_scores = feature_emd_scores.with_columns(\n", - " pl.col(\"feature\").str.split(\"_\").list.get(1).alias(\"measurement\")\n", - ")\n", - "feature_emd_scores.head()" - ] - }, - { - "cell_type": "code", - "execution_count": 10, - "id": "4794d9a5", - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
\n", - "shape: (18, 9)
treatmentcompartmentmean_emdmedian_emdstd_emdsem_emdmin_emdmax_emdn_features
strstrf64f64f64f64f64f64u32
"UCD-0001016""Cells"0.2949240.2209870.2567160.022260.0260451.477391133
"UCD-0001016""Cytoplasm"0.3316990.2559610.2515910.0215740.0320691.697175136
"UCD-0001016""Nuclei"0.2511820.176610.2137190.0149270.0314781.318134205
"UCD-0001844""Cells"0.9096620.5302170.9859990.0854970.060765.501433133
"UCD-0001844""Cytoplasm"1.1164440.6900161.1716710.100470.0614495.74974136
………………………
"UCD-0159258""Cytoplasm"0.4128620.2812230.3453360.0296120.0358662.006365136
"UCD-0159258""Nuclei"0.2436840.1976290.2085610.0145670.027361.612168205
"UCD-0159283""Cells"0.2149960.1917330.1289310.011180.0257430.59864133
"UCD-0159283""Cytoplasm"0.2254520.1814240.1634460.0140150.0292330.759162136
"UCD-0159283""Nuclei"0.1937210.1591580.1231380.00860.0228260.541559205
" - ], - "text/plain": [ - "shape: (18, 9)\n", - "┌────────────┬────────────┬──────────┬────────────┬───┬──────────┬──────────┬──────────┬───────────┐\n", - "│ treatment ┆ compartmen ┆ mean_emd ┆ median_emd ┆ … ┆ sem_emd ┆ min_emd ┆ max_emd ┆ n_feature │\n", - "│ --- ┆ t ┆ --- ┆ --- ┆ ┆ --- ┆ --- ┆ --- ┆ s │\n", - "│ str ┆ --- ┆ f64 ┆ f64 ┆ ┆ f64 ┆ f64 ┆ f64 ┆ --- │\n", - "│ ┆ str ┆ ┆ ┆ ┆ ┆ ┆ ┆ u32 │\n", - "╞════════════╪════════════╪══════════╪════════════╪═══╪══════════╪══════════╪══════════╪═══════════╡\n", - "│ UCD-000101 ┆ Cells ┆ 0.294924 ┆ 0.220987 ┆ … ┆ 0.02226 ┆ 0.026045 ┆ 1.477391 ┆ 133 │\n", - "│ 6 ┆ ┆ ┆ ┆ ┆ ┆ ┆ ┆ │\n", - "│ UCD-000101 ┆ Cytoplasm ┆ 0.331699 ┆ 0.255961 ┆ … ┆ 0.021574 ┆ 0.032069 ┆ 1.697175 ┆ 136 │\n", - "│ 6 ┆ ┆ ┆ ┆ ┆ ┆ ┆ ┆ │\n", - "│ UCD-000101 ┆ Nuclei ┆ 0.251182 ┆ 0.17661 ┆ … ┆ 0.014927 ┆ 0.031478 ┆ 1.318134 ┆ 205 │\n", - "│ 6 ┆ ┆ ┆ ┆ ┆ ┆ ┆ ┆ │\n", - "│ UCD-000184 ┆ Cells ┆ 0.909662 ┆ 0.530217 ┆ … ┆ 0.085497 ┆ 0.06076 ┆ 5.501433 ┆ 133 │\n", - "│ 4 ┆ ┆ ┆ ┆ ┆ ┆ ┆ ┆ │\n", - "│ UCD-000184 ┆ Cytoplasm ┆ 1.116444 ┆ 0.690016 ┆ … ┆ 0.10047 ┆ 0.061449 ┆ 5.74974 ┆ 136 │\n", - "│ 4 ┆ ┆ ┆ ┆ ┆ ┆ ┆ ┆ │\n", - "│ … ┆ … ┆ … ┆ … ┆ … ┆ … ┆ … ┆ … ┆ … │\n", - "│ UCD-015925 ┆ Cytoplasm ┆ 0.412862 ┆ 0.281223 ┆ … ┆ 0.029612 ┆ 0.035866 ┆ 2.006365 ┆ 136 │\n", - "│ 8 ┆ ┆ ┆ ┆ ┆ ┆ ┆ ┆ │\n", - "│ UCD-015925 ┆ Nuclei ┆ 0.243684 ┆ 0.197629 ┆ … ┆ 0.014567 ┆ 0.02736 ┆ 1.612168 ┆ 205 │\n", - "│ 8 ┆ ┆ ┆ ┆ ┆ ┆ ┆ ┆ │\n", - "│ UCD-015928 ┆ Cells ┆ 0.214996 ┆ 0.191733 ┆ … ┆ 0.01118 ┆ 0.025743 ┆ 0.59864 ┆ 133 │\n", - "│ 3 ┆ ┆ ┆ ┆ ┆ ┆ ┆ ┆ │\n", - "│ UCD-015928 ┆ Cytoplasm ┆ 0.225452 ┆ 0.181424 ┆ … ┆ 0.014015 ┆ 0.029233 ┆ 0.759162 ┆ 136 │\n", - "│ 3 ┆ ┆ ┆ ┆ ┆ ┆ ┆ ┆ │\n", - "│ UCD-015928 ┆ Nuclei ┆ 0.193721 ┆ 0.159158 ┆ … ┆ 0.0086 ┆ 0.022826 ┆ 0.541559 ┆ 205 │\n", - "│ 3 ┆ ┆ ┆ ┆ ┆ ┆ ┆ ┆ │\n", - "└────────────┴────────────┴──────────┴────────────┴───┴──────────┴──────────┴──────────┴───────────┘" - ] - }, - "execution_count": 10, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# make another dataframe where we group by treatment and take the aggregate score based on compartment\n", - "compartment_emd_scores = (\n", - " feature_emd_scores.group_by([\"treatment\", \"compartment\"])\n", - " .agg(\n", - " [\n", - " pl.col(\"emd_score\").mean().alias(\"mean_emd\"),\n", - " pl.col(\"emd_score\").median().alias(\"median_emd\"),\n", - " pl.col(\"emd_score\").std().alias(\"std_emd\"),\n", - " (pl.col(\"emd_score\").std() / pl.col(\"emd_score\").count().sqrt()).alias(\n", - " \"sem_emd\"\n", - " ),\n", - " pl.col(\"emd_score\").min().alias(\"min_emd\"),\n", - " pl.col(\"emd_score\").max().alias(\"max_emd\"),\n", - " pl.col(\"feature\").count().alias(\"n_features\"),\n", - " ]\n", - " )\n", - " .sort([\"treatment\", \"compartment\"])\n", - ")\n", - "\n", - "compartment_emd_scores" - ] - }, - { - "cell_type": "code", - "execution_count": 22, - "id": "3920be42", - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Figure saved to: /home/erikserrano/Projects/buscar/notebooks/2.cfret-analysis/results/cfret-screen/compartment_emd_barplot.png\n" - ] - } - ], - "source": [ - "# Prepare data\n", - "plot_df = compartment_emd_scores.to_pandas()\n", - "\n", - "# Define treatment order\n", - "treatment_order = [\n", - " \"UCD-0159283\",\n", - " \"UCD-0159257\",\n", - " \"UCD-0159258\",\n", - " \"UCD-0001016\",\n", - " \"UCD-0017999\",\n", - "] + lowest_ranked_compound\n", - "\n", - "# Convert treatment to categorical with specified order\n", - "plot_df[\"treatment\"] = pd.Categorical(\n", - " plot_df[\"treatment\"], categories=treatment_order, ordered=True\n", - ")\n", - "\n", - "# Create publication-ready grouped bar plot using matplotlib\n", - "sns.set_style(\"whitegrid\")\n", - "sns.set_context(\"paper\", font_scale=1.3)\n", - "\n", - "# Create figure and axis\n", - "fig, ax = plt.subplots(figsize=(14, 6))\n", - "\n", - "# Define compartment colors and order\n", - "compartment_colors = {\"Cells\": \"#e74c3c\", \"Cytoplasm\": \"#2ecc71\", \"Nuclei\": \"#3498db\"}\n", - "compartment_order = [\"Cells\", \"Cytoplasm\", \"Nuclei\"]\n", - "\n", - "# Width of bars and positions\n", - "width = 0.25\n", - "x_pos = np.arange(len(treatment_order))\n", - "\n", - "# Create grouped bars with SEM error bars\n", - "for i, compartment in enumerate(compartment_order):\n", - " comp_data = plot_df[plot_df[\"compartment\"] == compartment].sort_values(\"treatment\")\n", - "\n", - " ax.bar(\n", - " x_pos + (i - 1) * width,\n", - " comp_data[\"mean_emd\"],\n", - " width,\n", - " label=compartment,\n", - " color=compartment_colors[compartment],\n", - " edgecolor=\"black\",\n", - " linewidth=1.2,\n", - " alpha=0.8,\n", - " yerr=comp_data[\"sem_emd\"], # Add SEM error bars\n", - " capsize=4,\n", - " error_kw={\"linewidth\": 1.5, \"ecolor\": \"black\", \"alpha\": 0.6},\n", - " )\n", - "\n", - "# Add vertical line to separate top 5 from worst compound\n", - "ax.axvline(x=4.5, color=\"red\", linestyle=\"--\", linewidth=2, alpha=0.7)\n", - "\n", - "# Customize plot\n", - "ax.set_xlabel(\"Treatment\", fontsize=14, fontweight=\"bold\")\n", - "ax.set_ylabel(\"Mean EMD Score\", fontsize=14, fontweight=\"bold\")\n", - "ax.set_title(\n", - " \"Compartment-Specific EMD Analysis\\nTop 5 Compounds vs Healthy Control\",\n", - " fontsize=16,\n", - " fontweight=\"bold\",\n", - " pad=20,\n", - ")\n", - "\n", - "# Set x-axis\n", - "ax.set_xticks(x_pos)\n", - "ax.set_xticklabels(treatment_order, rotation=45, ha=\"right\")\n", - "\n", - "# Legend\n", - "ax.legend(\n", - " title=\"Compartment\",\n", - " loc=\"upper left\",\n", - " frameon=True,\n", - " shadow=True,\n", - " fontsize=11,\n", - " title_fontsize=12,\n", - ")\n", - "\n", - "# Grid\n", - "ax.grid(True, alpha=0.3, axis=\"y\")\n", - "ax.set_axisbelow(True)\n", - "\n", - "plt.tight_layout()\n", - "fig_path = cfret_screen_dir / \"compartment_emd_barplot.png\"\n", - "plt.savefig(fig_path, dpi=300, bbox_inches=\"tight\")\n", - "plt.savefig(fig_path.with_suffix(\".pdf\"), bbox_inches=\"tight\")\n", - "plt.show()\n", - "\n", - "print(f\"Figure saved to: {fig_path}\")" - ] - }, - { - "cell_type": "code", - "execution_count": 23, - "id": "2ac372e4", - "metadata": {}, - "outputs": [], - "source": [ - "# next lets measure the on and off morphology signature scores\n", - "on_emd_scores = feature_emd_scores.filter(pl.col(\"feature\").is_in(on_sigs))\n", - "off_emd_scores = feature_emd_scores.filter(pl.col(\"feature\").is_in(off_sigs))\n", - "\n", - "# now aggregate both on and off emd scores by treatment and get the mean\n", - "on_sig_compartment_emd_scores = (\n", - " on_emd_scores.group_by([\"treatment\", \"compartment\"])\n", - " .agg(\n", - " [\n", - " pl.col(\"emd_score\").mean().alias(\"mean_emd\"),\n", - " pl.col(\"emd_score\").median().alias(\"median_emd\"),\n", - " pl.col(\"emd_score\").std().alias(\"std_emd\"),\n", - " (pl.col(\"emd_score\").std() / pl.col(\"emd_score\").count().sqrt()).alias(\n", - " \"sem_emd\"\n", - " ),\n", - " pl.col(\"emd_score\").min().alias(\"min_emd\"),\n", - " pl.col(\"emd_score\").max().alias(\"max_emd\"),\n", - " pl.col(\"emd_score\").count().alias(\"n_features\"), # This is the count\n", - " ]\n", - " )\n", - " .sort([\"treatment\", \"compartment\"])\n", - ")\n", - "\n", - "# now aggregate both on and off emd scores by treatment and get the mean\n", - "off_sig_compartment_emd_scores = (\n", - " off_emd_scores.group_by([\"treatment\", \"compartment\"])\n", - " .agg(\n", - " [\n", - " pl.col(\"emd_score\").mean().alias(\"mean_emd\"),\n", - " pl.col(\"emd_score\").median().alias(\"median_emd\"),\n", - " pl.col(\"emd_score\").std().alias(\"std_emd\"),\n", - " (pl.col(\"emd_score\").std() / pl.col(\"emd_score\").count().sqrt()).alias(\n", - " \"sem_emd\"\n", - " ),\n", - " pl.col(\"emd_score\").min().alias(\"min_emd\"), # Added missing min_emd\n", - " pl.col(\"emd_score\").max().alias(\"max_emd\"),\n", - " pl.col(\"emd_score\").count().alias(\"n_features\"), # This is the count\n", - " ]\n", - " )\n", - " .sort([\"treatment\", \"compartment\"])\n", - ")" - ] - }, - { - "cell_type": "code", - "execution_count": 24, - "id": "9ca24759", - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Figure saved to: /home/erikserrano/Projects/buscar/notebooks/2.cfret-analysis/results/cfret-screen/on_off_signature_emd_barplot.png\n" - ] - } - ], - "source": [ - "# Prepare data for on and off signatures\n", - "on_plot_df = on_sig_compartment_emd_scores.to_pandas()\n", - "off_plot_df = off_sig_compartment_emd_scores.to_pandas()\n", - "\n", - "# Define treatment order\n", - "treatment_order = [\n", - " \"UCD-0159283\",\n", - " \"UCD-0159257\",\n", - " \"UCD-0159258\",\n", - " \"UCD-0001016\",\n", - " \"UCD-0017999\",\n", - "] + lowest_ranked_compound\n", - "\n", - "# Convert treatment to categorical with specified order\n", - "on_plot_df[\"treatment\"] = pd.Categorical(\n", - " on_plot_df[\"treatment\"], categories=treatment_order, ordered=True\n", - ")\n", - "off_plot_df[\"treatment\"] = pd.Categorical(\n", - " off_plot_df[\"treatment\"], categories=treatment_order, ordered=True\n", - ")\n", - "\n", - "# Create publication-ready grouped bar plots\n", - "sns.set_style(\"whitegrid\")\n", - "sns.set_context(\"paper\", font_scale=1.3)\n", - "\n", - "# Create figure with two subplots\n", - "fig, (ax1, ax2) = plt.subplots(2, 1, figsize=(14, 10), sharex=True)\n", - "\n", - "# Define compartment colors and order\n", - "compartment_colors = {\"Cells\": \"#e74c3c\", \"Cytoplasm\": \"#2ecc71\", \"Nuclei\": \"#3498db\"}\n", - "compartment_order = [\"Cells\", \"Cytoplasm\", \"Nuclei\"]\n", - "\n", - "# Width of bars and positions\n", - "width = 0.25\n", - "x_pos = np.arange(len(treatment_order))\n", - "\n", - "# Plot 1: ON signatures - GROUPED bars with SEM\n", - "for i, compartment in enumerate(compartment_order):\n", - " comp_data = on_plot_df[on_plot_df[\"compartment\"] == compartment].sort_values(\n", - " \"treatment\"\n", - " )\n", - "\n", - " ax1.bar(\n", - " x_pos + (i - 1) * width,\n", - " comp_data[\"mean_emd\"],\n", - " width,\n", - " label=compartment,\n", - " color=compartment_colors[compartment],\n", - " edgecolor=\"black\",\n", - " linewidth=1.2,\n", - " alpha=0.8,\n", - " yerr=comp_data[\"sem_emd\"],\n", - " capsize=4,\n", - " error_kw={\"linewidth\": 1.5, \"ecolor\": \"black\", \"alpha\": 0.6},\n", - " )\n", - "\n", - "# Add vertical line to separate top 5 from worst compound\n", - "ax1.axvline(x=4.5, color=\"red\", linestyle=\"--\", linewidth=2, alpha=0.7)\n", - "\n", - "ax1.set_xlabel(\"Treatment\", fontsize=20, fontweight=\"bold\")\n", - "ax1.set_ylabel(\"Mean EMD score\", fontsize=20, fontweight=\"bold\")\n", - "ax1.set_title(\"On morphology signatures\", fontsize=20, fontweight=\"bold\", pad=10)\n", - "ax1.legend(\n", - " title=\"Compartment\", loc=\"upper left\", frameon=True, shadow=True, fontsize=20\n", - ")\n", - "ax1.grid(True, alpha=0.3, axis=\"y\")\n", - "ax1.set_axisbelow(True)\n", - "ax1.set_xticks(x_pos)\n", - "ax1.tick_params(axis=\"both\", labelsize=20)\n", - "\n", - "# Plot 2: OFF signatures - GROUPED bars with SEM\n", - "for i, compartment in enumerate(compartment_order):\n", - " comp_data = off_plot_df[off_plot_df[\"compartment\"] == compartment].sort_values(\n", - " \"treatment\"\n", - " )\n", - "\n", - " ax2.bar(\n", - " x_pos + (i - 1) * width,\n", - " comp_data[\"mean_emd\"],\n", - " width,\n", - " label=compartment,\n", - " color=compartment_colors[compartment],\n", - " edgecolor=\"black\",\n", - " linewidth=1.2,\n", - " alpha=0.8,\n", - " yerr=comp_data[\"sem_emd\"],\n", - " capsize=4,\n", - " error_kw={\"linewidth\": 1.5, \"ecolor\": \"black\", \"alpha\": 0.6},\n", - " )\n", - "\n", - "# Add vertical line to separate top 5 from worst compound\n", - "ax2.axvline(x=4.5, color=\"red\", linestyle=\"--\", linewidth=2, alpha=0.7)\n", - "\n", - "ax2.set_xlabel(\"Treatment\", fontsize=20, fontweight=\"bold\")\n", - "ax2.set_ylabel(\"Mean EMD score\", fontsize=20, fontweight=\"bold\")\n", - "ax2.set_title(\"Off morphology signatures\", fontsize=20, fontweight=\"bold\", pad=10)\n", - "ax2.legend(\n", - " title=\"Compartment\", loc=\"upper left\", frameon=True, shadow=True, fontsize=20\n", - ")\n", - "ax2.grid(True, alpha=0.3, axis=\"y\")\n", - "ax2.set_axisbelow(True)\n", - "\n", - "# Set x-axis labels\n", - "ax2.set_xticks(x_pos)\n", - "ax2.set_xticklabels(treatment_order, rotation=45, ha=\"right\")\n", - "ax2.tick_params(axis=\"both\", labelsize=20)\n", - "\n", - "# Overall title\n", - "fig.suptitle(\n", - " \"Compartment specific EMD analysis: on vs off signatures\\ntop 5 and worst compound vs healthy control\",\n", - " fontsize=30,\n", - " fontweight=\"bold\",\n", - " y=0.995,\n", - ")\n", - "\n", - "plt.tight_layout()\n", - "fig_path = cfret_screen_dir / \"on_off_signature_emd_barplot.png\"\n", - "plt.savefig(fig_path, dpi=600, bbox_inches=\"tight\")\n", - "plt.savefig(fig_path.with_suffix(\".pdf\"), bbox_inches=\"tight\")\n", - "plt.show()\n", - "\n", - "print(f\"Figure saved to: {fig_path}\")" - ] - }, - { - "cell_type": "code", - "execution_count": 27, - "id": "05621d22", - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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Tp07BzMwMzZs3R2RkpNDjPzs7G2PHjkVWVhZsbGzg4uKCu3fvIjU1FUDeQ7q///4b8+bNE/Z1+/ZtfP3118IDSi0tLbi6usLOzg6RkZF4/vw5gLwHbr6+vtixY4co5X5BQUFBAABHR0fUqFEDwcHBQuAiNTUVf//9N+bPnw8AQq+WgoE5IyMjUWCkJONgS6VSUa8kPT09tGjRAubm5khMTMTr16/x+vVrtfvJv3YdHBxgb2+P+/fvC8E3iUSC6dOn4+jRo7CxsQGQ9yD5s88+EwVynZycYG9vj+joaOFhaVRUFCZOnIiDBw8K42unp6fjk08+EV27WlpaaNKkCezt7ZGUlKQS/CiOh4cHrKyscOPGDSQlJQnzu3btKhxTkzFm5XI5Jk6cKHpBIL9OGjRogIyMDJVlxcnvPf/48WNERkYK893c3ITy5I+FXh7Xo6WlJerVqwcLCwsYGBggLS0NDx48ED6jBw8eYMWKFZg5c6ZQP4mJibhw4YLoIXPBsXkr0tu6byibPn26yks29vb2cHR0FB6Gp6WliZavXr1aJcDarFkzWFhY4O7du8jIyACQF2CcOHEiAgMDVXoil5fz588Lxzc2NkZwcDDkcjmAvBcHtm/fjsmTJ8PY2BheXl7IysrChQsXhO2trKzg6ekpTDdu3BhA1fg9Kcm9VBPl+bmVZ9mGDx8uegFv//79ot+AFy9e4Pbt28J0jx49YGdnJ5xTwcB4s2bNUKtWLaSlpSEuLg7R0dHC9aCpxMRETJgwQTQ0haWlJVxdXREbGyt8N2UyGRYtWgRbW1t8+OGHsLa2hpeXFxITE0Vjjtvb28PNzQ1A3u9ZkyZNkJmZidDQUNE15uHhIfzeadLz/sSJE6LfBltbWzRr1gwAhGs0/zPVlFwux1dffSUKjBsaGsLd3R1paWkICwvDixcvNN5fQkICLl26BDs7Ozg5OQlZhIC8lzX++OOPQgNkJiYmcHBwgIWFBYyMjJCRkYHw8HDhdzgmJgbz58/HqlWrAGj2uwegyMwtZZUfGM//3X727JmwbP369VizZo0wbWBggBYtWsDAwAD37t0TzikgIAA2NjaYPn06gLzPcPv27aKyu7u7w8jICPHx8Xj16pVKav7SOHjwIPT09NCmTRvIZDKEhoYK35mwsDDMnz8ff/zxR5nPpzBHjhwBADRo0AAODg6IjY0tsm2Zz97eHl5eXoiJiRG1QRo1aiTcv/OnCxMeHg4AMDc3R7NmzaBQKIR6TElJwfjx40XtxAYNGqBhw4ZISEgQjhcfH4/JkyfjwIEDQnaSgvXh6OgICwsLmJiYIDs7GxEREYiLiwOQ1wb/8ccfsW/fPgB57R519wOg6Lbw5cuXhc8vLS1NFPRftGgRpFIpDA0N0aJFC7x48UI4Rm5uLv73v/+JguPlcf75SvLdr+zvLxEREVUfDI4TERFRqVlbW6N///7Yu3cvFAoFtmzZAltbW0gkEgAotrdtvn379okC46NGjcLs2bOhra0NIC/wNWrUKCgUCuTk5GD58uWiB23fffcd6tSpI3ogkm/RokXYuHEjgLyHM9evXxceohfswebg4IAjR46IeqxIJBLcunVLCBJXFHNzc6xZswZt2rQBkPcQSCqV4unTp9i5c6ewnru7OzZt2iSkBn3z5g2GDBmCV69eAQCWL1+OIUOGFBmcqFmzJnbt2oXatWsjKSkJ3bp1E4IEWVlZaNq0KbZu3Qpzc3M8ePAAgwYNErZVfrnhjz/+EAKRurq6+Oeff9C2bVuh/D///DN27doFIK+XyokTJ4oNGhZMCaucnvTKlSvC3ytWrAAgTsVobW0tzC+pxMREUY+zX3/9VRgOIF9MTAwuX75caErIgiZMmIDvvvtO2O/HH38sPHRMSUnBjh074OvrCyAvVWjBwPjSpUvxwQcfCNN///23MObsixcvsGPHDqG34caNG0UPRG1sbLBy5UpRj5ykpCRcvXpVozr48ssvAaimqfz5559L1Mt03759ogfPhoaGWL58uagHYkZGBk6ePKnR/vLHuVVOqzp69GiVlL5luR5NTU1x4MABODk5qTxkT09PF/V2PXr0qBAczx8LWjntdWmvxZJ6W/eNgq5duyYKjGtpaWH+/PkYOnSoUHcSiUTUazclJQV///23aD9LlixB//79AeRlFBg9erRQh48fP0ZAQECFjitfMC20csrZK1euYPLkycJ9RTnFbpMmTQr9jKvK74mm91J1KuJzK6+yNWrUCG3atMGtW7cA5KXOTU9PF65x5YwKw4YNE/4u+DkNGTIEv//+u2jd1NRUXLlypdAhXIqyadMmUWC8RYsWWL9+vZCBYNWqVfjzzz+F5X/88Qf69+8vXEvKdeHp6SlKyQ3k3feU0ylPnTpVZViL4hQ8dxMTE5w6dUrUbpLL5bhz545KD9DinD59WvRijrm5OXbs2CEEHf39/fHbb79pvD8A6NKlC/766y8YGhoiISEBH374oRCMjIqKwsuXL0VZCrZv3w4nJyeVHscSiQRjx45FcHAwgLwXYzIyMmBiYlJuv3ulpauriz///FMUaJRIJEhLS8PKlSuFefXq1cO2bduEgGJmZqao9//mzZsxduxY1KhRAzExMaLevuvWrRN+B/NFRkYKwdHSMjQ0xNatW4WX0y5cuIBJkyYJxz58+DC++uor1K1bt0znU5Q5c+Zg9OjRwnT+/zeK0q5du0LTi/ft21ejoQgAoFOnTli+fLnwnc4/5qZNm0SB4W+//RaTJk0Spg8dOoRvv/0WQF6Qe+3atZg9e7awfMmSJWjYsKHK729ubi6++eYbHD16FEDeSweRkZFo1KgRRo8eXab7gZaWFtatW4cOHTogNzcXI0aMwJ07dwDk9d42NjbGzp070bRpU2RlZaF3795ChiPl719Zz1+Zpt/9yv7+EhERUfXB4DgRERGVydixY7F3714AeQ+lC76pr248TQAqvRCfPXuGr776SjRPT09PeBh1+fJlSCQS4WFSvXr1sH//fpw8eRIRERFITEwssofekydPhOB4wYerMTExWLp0Kdzc3FC/fn04ODjAxMQEHTp0UFv+svrkk0+EABeQ9+BKX18fZ86cQW5urjBfKpXip59+Em1b8EFocnIygoODi3w4Nnz4cCGlqJWVFRwdHUUvJYwfP1548NesWTNYWloKPXrye5kDeYHfgr3yjI2N4e/vD39/f2Gecqrws2fPFhkcr1mzJj7//HNhul27djAxMRF6sBU8dklcv3690PSiAPD++++jX79+sLKygrGxsRAg37ZtG7KystCgQQM0aNAAderUgb29vSi4UhgTExPRQ1Zra2tMnDgRM2bMEOZduXIFvr6+yM3NFY1VqaenJ6QVzafce+/s2bNCcFw5uDxjxgyVVJVWVlZvPaW6crkmTpyokprXxMRE5eWDsirr9aivrw8zMzMsWbIE169fx/Pnz5GRkVFo2tb4+HikpqaWKu12eXtb942ClD/jQYMGwdvbWzRPX19fNO/KlSui+3GLFi2EACsA1K5dGxMmTBBlpjh79myFBcdbtGghermiR48eouWlvd9Uhd+T8ryXlvfnVt73+WHDhgnB8aysLJw4cUL4XA8ePCisZ29vj86dOwvTderUEYK/Fy9exLp169C4cWPUr18f9erVg7m5Od5///0SlaXg/RzIewmg4D1i0qRJ2LFjh9ATNDY2Fvfv3xeCi29LwWs0IyMDCxcuRNu2bYXfOwsLC7Ru3RqtW7fWeJ/KKZC9vb1FvXF9fHzg7+9fot7jP/74IwwNDQHk9W53d3fH2bNnheWxsbGic6lZsybWrFmDy5cvIyoqCqmpqYXev2UyGZ4/f15u6anL4qOPPlJJT51//y74wp6Ojo7KywUF2wdSqRSXLl3C4MGDVTK8rF69Gu+//77w+dasWRONGjXSKMtAcfr37y+6drt27YoOHToIL7jk5ubi6tWr8Pb2xuXLl0t9PoXp0KGDKDAOoMKyjOTT0dHBvHnzRN/p/GMq//8lJCRECNwCUMlCcfbsWVFwuG7duti+fTvOnTuHyMhIpKSkqAz5kO/p06dl/uyAvHtv/m+RtrY2WrZsKQTHgbyXBvJfQDUyMkKrVq1w4sQJYXnB719Zz19ZSb/7RERERGXF4DgRERGVibOzMzw9PXHjxg1kZmYKD8Lq168vjEFenIK9mQDVXsrK8tPU1qtXT0gJXvDBTnEK9tYdNmwY/v33X7x8+RJSqRTr168XlmlpacHR0RE9e/bEJ598UqJU3SVVMEVvQcr1EhYWJgpmF7VNUUGugr2tAaiMN6ncw9/ExEQIjhd80BwdHS0KrqWmphY6/rByuYrSrFkz6OqKm6RmZmbCA9PSji0ZExNTZLmaNGkCIO8B5+effy6MOX337l3RuPempqbw8PDAsGHDVIJoBTVo0EAlc4Fyfb58+RJAXjCy4HUolUpLVH/KQYaKGr+4pCqrXGW9HoOCgjBx4sRCx6wtTFpaWpUIjr+t+0ZBpfmMlcdgLiyTiPIwGcXdL8pKOSCpPIZ8ae83VeH3pDzvpeX9uZX3fb5v3774/fffkZKSAiAvc8XgwYMREhIi6vns7e0tygjx+eefIygoCBKJBHFxcaL0z3p6enBzc0P//v0xbNgwjYNuynWl/Furq6uLxo0bC8FxIK+u3nZw3MvLCxs3bhTuBzt37hRlmahbty66deuG8ePHa9z7Mv93LZ/yNaGlpQUnJyeNg+PGxsYqAUDl72jBnsKRkZHw8fHROF248pAPlUXT+3dUVJTanvz529SsWRMjRowQPtNLly6JXl6wsrJC+/btMWbMGJUe5SWhfH0DeW2qgtkf8q+LspxPYYqqt4pkb29f5PdBuaynT58udl+vXr2CXC6Hjo4O3rx5g1GjRmmcqaG8rt3C2volWV7w+1eW81dW0u8+ERERUXnQruwCEBER0buvsB7io0ePFlKjl7f8MX63bdsmCoxraWnBzc0NvXr1gpeXlzBuZ76CQTQbGxvs27cPX3/9NVq1aiXq8a5QKBAZGYm1a9di6NChomCmMuWeEQXTq2qiqPH3SqPg2MfKlB8yKX82FRnwKy7waGlpqTKvsAdnFWXSpEnYvHkzBgwYAHt7e1EgJT09HWfPnsXnn38u6on8tmkauCXNFKzPuXPniqZNTU3RsWNHeHl5wcvLSyWdfsF7SFm8K/eNslKuL3Xjw6ojk8lE0yWtN+X7TXnda8rr96QsyvNeWt6fW3nf5w0MDPDhhx8K0zdu3MCrV69EKdV1dXUxZMgQ0Xaenp44cOAAxo4dCycnJ1F6aalUiuDgYMyfPx/ffPONxmUpr3tCRTMwMMDOnTsxa9YstG/fXqVNEB0djW3btmHw4MEqAX9NFdbmK8m1U9jwJcVdJ4sXLxYFxg0NDeHp6Yk+ffrAy8tLpTd1Rd2/SzqWd3Fpw0uq4P37l19+gZ+fH/r06QM7OzvReklJSTh69CjGjBmj0uO3Kinu96g8601T5XnM3NxcISPHypUrRYFxXV1dtG7dGr1794aXl5dKoLi8rl3ltv7b/L9AwfNXVtLvPhEREVF5YM9xIiIiKrMePXrA3t5eeKBqYmKCoUOHarRt3bp1RWNW/vvvv2jRooVG2wYFBYmmly5dKkon/ffff4vGQVZmYWGByZMnY/LkyVAoFEhMTMTTp0+xefNmIYVwTEyMKGWr8liNycnJaNCggTCdn+pVU0U9OFbuqaI8ll9lyQ8g5z+oc3R0FMZFrEoGDx5cZGpOZR06dBDSTGZnZ+PVq1dCkCQ/cJo/FmZhnj9/juzsbCEdJABERESI1slPBWlpaSlKJ2xqaoqrV69q3EuxXr16wljmAHDz5s0qMcZivXr1RN/jmzdvlmg83NIqy/WYkpIi+pzs7Oxw5MgR0cNhLy8vJCUllbmc1eG+Ua9ePdH0zZs31X7HlMtT8NrN9/DhwyK3KazeClL+DShvJQnsleb3pKoq6+f2NgwfPhxbtmwBkBc42rt3L44cOSIs7969e6GBrYYNG2LmzJkA8l62iI+PR3h4OJYsWSLcD06ePIno6GiNzkm5DfPo0SPRyysymUy0PH+bymBoaAgfHx/4+PgAyPs+PX/+HHv27MGuXbsA5N0XAwICNBqPWTnFsfLvnkKhKPTaKS8Fv//6+vo4evSoqEwTJkwodaC/oPK+DxX14qjydTFixAj88ssvJdp3nz590KdPHwB5L4LFxMTg6tWrWLhwIeRyORQKBf755x+VtO6aKuzzVL6+8z+D8jifgsrywm1pX/Ap7ph169YVrnktLS1cuHBB42C68jWzY8cOuLu7C9Nz5sxBZGRkkduX9YWl8lCW8yciIiKqCthznIiIiMpMR0cH48aNg6WlJSwtLTF8+HCYmppqtK1yuuoFCxYU2gvn2bNnWLt2Lf766y9hnnIvwoKprZ8+fVpsb99r165h3759wkNOLS0t2NjYoG3btsK45PkK9k5UfvCzc+dOITC3Z88enDt3rshjlkT37t1FD782bdqE+/fvq6yXmJiIgIAAfPvtt+VyXHVsbGzQsmVLYfrJkydYu3atSk8qmUyGa9eu4aefftI47b2mCgahk5KSypRqcc2aNbh7967wGRoaGqJhw4bo378/bGxshPWUx60uKD09HStXrhSVae3ataJ1OnbsCCDvQWvBsbjT09OxcOFClXNQKBS4c+cOfvvtN9FYzz179hSt97///Q/BwcGieampqW/9hQXlcq1bt040ViSQ9+LBgQMHyvW4Zbkele8furq6opcU/P391aY8LXgtAkWPnVwd7hvKwZTAwEDs3r1bNE8qlSIgIECY7tChg6iOQkJCRAHM2NhYbNiwQeUc8inX27lz5/D69WsAeSl684dEqCjKn2/B1NgFlfb3pKoq6+f2NjRp0gStWrUSpteuXSsKWg4bNkxlm4CAAJw/f1643+rq6qJ27dp47733VNJFa/o5KZ/3ypUrRSmQN2zYILpuatSoAVdXV432XZ7CwsKwc+dO0T3K0tIS7u7u8PLyEq1b3O9dQQXHcweA3bt34/nz58L0li1bRNPlreA9XFtbW3TNnjx5UpTquzClvX/v3btXuIbOnz+PPXv2lKjcRenQoYOoHbtv3z6Vcd2BvHbD0aNH8emnnwrzsrKysHr1alHw2tjYGE2aNMHAgQNhYGAgzNf08y3MwYMHRb8ply5dEtWztrY22rdvX+bzKW8Fzx8o+rMuiYL/f1EoFJg3b16hmUHCw8OxfPly7NixQ5in3P4oeC0GBwerbStVxPmUVFnOvzxo+v0lIiIiKgp7jhMREVG5GDt2bJE9a4szaNAgbNmyReh9EBwcjO7du8PV1RXW1tZIT0/H06dPhYfLgwYNErZt0aIFLly4IExPnToVbdu2hVwuR3BwsMrDp4LCw8OxYMEC6OjowMHBAbVr14ahoSESEhJw79490bqOjo7C3x07dkRgYKAwHRAQgDNnzgBQ7U1UFo0aNYK3tzf+/fdfAHnBrMGDB8PZ2Rm1a9eGVCpFdHQ0nj9/jtzcXJX0oRXp22+/xbhx44T6XbJkCfz9/eHk5AR9fX0kJCTg8ePHQnrMgQMHluvxHR0d8eDBAwB5PaMGDBiAxo0bQ0dHBz169MBHH32k8b7Wr1+PZcuWwdLSEo6OjrC0tIRcLseDBw9ED5CVU1wqW7t2LU6ePAl7e3uEhoaKrgVzc3OMGDFCmPb19cWZM2eEXunbtm3D4cOH0bRpU5iYmCApKQmPHz8WAiwuLi7CtuPHj8e+ffvw6tUrAHnpXEeOHIkmTZrA3t4eycnJePDgAVq0aIG+fftqXA9lNWjQIGzfvl34XLKzszF58mQ4ODjAwcEBmZmZCA0NhZWVlSgdcnko7fVoY2ODunXrCuNmvnr1Cn369EGzZs3w4sULPH78WNQrvTCOjo6i3l3Dhw+Hi4sL9PT00LJlS4wfPx5A9bhvdOjQAe+9957w0oNCocCsWbOwevVqODo6Ct+b5ORkoWe0paUlPv30U9FLTV9//TXWr18Pc3Nz3Lt3T/Qw3dHRUZQK293dHaampsI6r1+/Rq9evWBnZ4dXr15VeEprGxsbWFpaCp9RVFQUBg4ciPr160NLSwtDhw5F165dS/17UlWV9XN7W4YPHy68HJSTkyPMt7e3R5cuXVTWP3XqFE6fPg0jIyM4OjrCzs4O2traeP78uaj3q66uriizQ3HGjx+PgIAAJCYmAshrw/Tu3Ruurq6IjY1V6U397bffVtiQM8WJiYnBzz//jLlz56J+/fqoW7cujIyMkJKSovICm7rfu3w9e/ZE48aNhbp78+YNBg4cCHd3d6SkpAjjm1eUFi1a4Pr16wDyfnP69u2LFi1aICEhAffv31fbu9bR0VHUhvT19UWLFi2gr6+PevXqYcaMGQDy7t8FvwuXLl1C+/btYWRkVK4vu+Rnn1i2bJlwThMmTICjoyPq1auH3NxcvH79Gk+fPlVp30qlUixfvhzLly+HnZ0dGjZsCDMzM+Tk5CA0NFQ0fIimn29hsrOzMWLECLi7u0Mul4teLgSAfv36CVlGynI+5U35vhsQEIBnz54J6bx//PFH1K5du0T7/OSTTxAQECC0FU+ePInLly/D1dUVZmZmSEtLw+PHj4XsM76+vsK2LVq0UGk7tGnTBunp6bhz547a3zbl85k7dy4OHToEQ0NDmJiYYMGCBSU6l9Ioy/mXB02/v0RERERFYXCciIiIKpW+vj7Wr1+PL774QkiBLpFIVHrD5is4Bp2Pjw/2798v9EySSqW4evUqgLyH+8OGDVPpwatMLpcjMjKyyPSF3bp1E/WO6Nu3L/z9/UUBj/zAiYmJCby8vEQ9J8tizpw5kEgk2LdvnzAvPDwc4eHhKuu+zbH5PDw88Mcff2DWrFlCgCQ+Pr7I3kjlXbahQ4di3rx5wnRUVJTQw7e0LwkkJyfj9u3bhS4zNDTE999/X+S2zZs3h5GREW7cuIGnT5+Klunp6eF///sfbG1thXkNGzbE33//jW+++Uaos+TkZOEhv7KC9Wdubo5NmzZh6tSpQtAlP3VtRaavVUdXVxfr1q3Dl19+KUoRXvCzAQofV7KsynI9/vjjj5g6dSpyc3MB5PU8yu991LNnT6SkpBSbMtfb21vUs//Vq1fCiwsFVZf7xtKlSzFjxgzRmLUxMTHFpi729fVFcnIytm7dKswrrDe7k5MTVq9eLeq9b2RkhKlTp4oe9EulUrx8+RJA3m9AfmrtijJkyBBRL+mCdenp6Slat6S/J1VZWT63t6Vv3774/fffkZqaKpo/ZMiQYgPQWVlZhZ5LvmnTpml8r7KxscH69evh6+srXJdJSUkqPWR1dHTw1VdflejlrYqgUCjw7NkzPHv2rNDlrq6u8Pb21mhfOjo6WL58OcaOHSu8HJCZmYlr164ByPuts7e3F9WFcoryspg+fTrGjBkjvBiRnJyM8+fPA8h7saZOnTo4duxYkdsPGjQIW7duFQKziYmJwss/BXv3t2nTBj179sTp06eFeRkZGcjIyICenh6GDBmCnTt3lss5TZ48Genp6diwYYPwu/TkyRM8efJEZd2i7t/F/f5ZWlriq6++KnX5hg8fjsOHDxf6u+jk5ITZs2eL5pXH+ZQHZ2dnuLu74+7duwDy7tU3btwQlvv6+pY4OG5lZYWNGzdi6tSpQjsnMzMTN2/eLHT9guc3ZcoUnDlzRmgHZGZm4uLFiwCA+vXro1OnTsX2tH7//ffx559/Cm2ejIwM4dq3tLQs0XmUVlnOvzxo+v0lIiIiKgqD40RERFTpatWqhX///RfHjx/HkSNHcP/+fbx58wa5ubkwNTVFvXr10Lx5c3Tu3FnUG8zCwgK7du3C8uXLcfbsWSQlJcHKygqdO3fGtGnTik2p2adPH2hrayMkJASPHj1CUlISUlJShHS4TZs2Rd++fTFgwADRQ3Y9PT1s2rQJf/75J06dOoWEhARYWlqiS5cu8PX1xfXr18styKWnp4dFixZh2LBh2Lt3L0JCQvDq1Svk5OTAyMgIderUgbOzM9q3b1/q8SNLq2/fvmjbti3+/fdfXL58GZGRkUhPT4eOjg5sbW3RsGFDtGnTBr169YKTk1O5Hnv06NHQ0tLC7t278fTpU6FHcGksXrwYQUFBuHPnDl69eoXk5GRkZ2fD2NgYdevWhaenJ8aMGYP69esXuQ8jIyNs3LgRmzdvFl7WMDQ0hIeHB7744gs0a9ZMZRtPT08cPXoUe/fuxblz5/Do0SOkpqZCS0sLVlZWcHBwQKtWrdCjRw+0aNFCtG3Dhg0REBCAI0eO4NixYwgLC0NiYiJ0dHRgbW0NZ2dnfPDBB6Wuk9KytbXF1q1bcfr0aRw6dAj37t0TvsfW1tZo3LhxhQUGS3s99urVC5s3b8bq1atx584d5Obmon79+hg8eDDGjh2LcePGFXvcbt26YdmyZfD398fDhw9FvfMKqi73DWNjY6xcuRJXr15FYGAg7ty5g7i4OEilUlhaWqJhw4ZCSt18WlpamD17NgYMGIB///0Xt27dEraxsLCAs7Mz3n//fQwcOLDQAOu4ceNgZWWFf/75B48fP4auri5cXV3x8ccfo1evXhUeHP/6669hZmaGQ4cO4cWLF6IeyvlK+3tSlZX1c3sbDA0N8eGHH4oC+Do6Ohg6dGih63/++edwc3NDSEgInj17huTkZKSlpUFfXx81a9aEu7s7vL29VV56UMfV1RUHDx7Enj17cObMGTx69EjYr729PTw9PYUMH5WldevW+OWXXxASEoIHDx4gMTFRCMxZWlqiSZMm6NmzJ7y9vVVSNhenSZMmCAwMhJ+fH86fP4/k5GTUrFkTffr0wRdffIFJkyaJ1i/PMYnd3d2xa9curFixAkFBQcjOzkadOnXQr18/TJ48GT///HOx2zs7O2P9+vX4+++/cf/+faSlpRXZY3f58uVYvXo1Dh06hFevXsHU1BSenp744osvkJycXG7BcSAv6N+/f3/s3r0bQUFBiI6ORlZWFgwMDFCrVi04OTnB09NTGFscyHvJaunSpQgODsa9e/cQFxeH5ORkSCQSmJqaon79+ujYsSPGjBkDOzu7UpetZcuWmDhxIv766y9cvnwZycnJqFWrFvr164dJkyYVOqRSac6nIqxZswbLly/HxYsXER8fXy691Z2cnLB//34cPHgQJ0+eRFhYGJKTk6FQKGBhYYH69eujZcuW6Nq1K9q1aydsV69ePezZswfLly/H5cuXkZ6ejho1aqBHjx6YOnVqscNCAXnfI39/f/j5+SEkJAQpKSnCywdvU2nPvzyU5PtLREREVBgtBVsPREREREQai46OFo2x7enpWeEBOiIioqomLS0Nubm5sLCwUFl24cIFfPbZZ0LQrkGDBjhx4sTbLiKVgZ+fnyil/IIFC4RhM4iIiIiI3mXsOU5ERERERERERCXy4MEDjB8/Hq1bt0bDhg1hbW2NjIwMPHr0SEivnu/rr7+upFISERERERGJMThOREREREREREQlJpPJcOPGDdEYzgUZGBjg+++/R9++fd9yyYiIiIiIiArH4DgREREREREREZVI48aNMXXqVAQFBeHZs2dISkqCTCaDmZkZGjZsiPbt22PIkCGwt7ev7KISEREREREJOOY4ERERERERERERERERERFVe9qVXQAiIiIiIiIiIiIiIiIiIqKKxuA4ERERERERERERERERERFVexxznIiIiIjeCVFRUejfvz+kUim0tbVx8OBBNG7cWLSOQqHA4cOHcejQITx48ABJSUnQ0dGBubk5LC0t0bBhQzg5OaFLly5wd3cvt7L5+fnhr7/+EqYXLFiAwYMHC9M9evRATEyMMP3w4cMS7b9p06bC3/b29jhz5kwZSvt2XLx4EUePHkVISAji4+ORlZUFMzMz2Nvbo23bthg8eDCcnJwqu5gaCwgIwI8//ihM+/r6YurUqZVYIqpqlL/n/v7+aNeuncp6yveLQYMGYeHChW+ljGX1ww8/IDAwUJgu6hwrw7v4HU1PT0dAQAAuX76M8PBwJCcnAwAsLS3h7OyMjh07YsiQITA1NS1yHxKJBJs3b8bRo0cRFRWFzMxMYdnKlSvRq1cvAMCzZ8+watUq3LhxA/Hx8ZBKpQAAMzMzBAUFVcj5vYufCWkuMTERPXv2FK65rVu3wsPDo5JLRURERESkHoPjRERERPROWLBggfAw//3331cJjGdlZWHKlCm4cuWKyrZZWVmIjY3Fw4cPcezYMbx8+bJcg+P0/7148QLffvst7ty5o7IsMTERiYmJuHfvHjZv3oxBgwZhzpw5MDIyqoSSUr6qHPCkkomOjkbPnj2FaU9PT2zZsqUSS0RFOXToEH755RekpqaqLHv9+jVev36Nc+fO4a+//sLPP/+M/v37F7qfWbNmYf/+/cUe682bNxg2bJgQfKey430TsLa2xqhRo7B+/XoAwK+//orAwEBoazNJJRERERFVbQyOExEREVGVd+XKFZw7d06Ynjx5sso6y5cvFwXGDQwM0Lx5c1hYWCAzMxPPnj3Dy5cv30ZxVXTt2hWJiYmVcuy36dmzZyoBGG1tbbi5ucHGxgZRUVF4+vQpgLxe/gEBAXjy5An8/f1hYGBQSaXWjL29Pby8vITpRo0aVWJpiOhdtnnzZixYsEA0z9zcXHhp6+7du0LQPDU1Fd9++y3evHmDjz/+WLRNZmYmDh06JJrn6ekJKysrAECNGjUAACdOnBDdly0sLNC6dWvo6+tX6MtJvG9WfxMmTMA///wDqVSK8PBw7N27F97e3pVdLCIiIiKiYjE4TkRERERV3oYNG4S/XV1dRWnGASA3N1fUg8ve3h579uyBtbW1aL2XL1/i1KlTkMlkFVtgJXPnzn2rx6sMubm58PX1FQVg6tevj9WrV4t6+Z88eRLffvstcnJyAAAhISFYvHgxZs+e/baLXCLt2rX7z/UKJKLyd+fOHSxatEg0b8iQIZgzZw4MDQ0B5GU7mTdvHgICAoR1Fi1ahFatWomyniQlJUEulwvTLVu2LDRTwJs3b0TT33zzDUaMGFEu51Mc3jerP2tra3Tr1g2nTp0CAGzatInBcSIiIiKq8hgcJyIiIqIq7enTp7h8+bIwPXDgQJV1EhMTkZKSIkw3bdpUJTAOAHXq1MHYsWOLPFZubi5OnTqFgwcP4t69e0hMTISWlhZsbW3RsmVLDBkyBB07dizxOWgy5vjZs2exceNGhIaGQktLC87Ozhg7dizef//9Eh+vMhw7dgyPHj0SpnV0dODn56eS/r5379747rvvMH/+fGHerl278Omnn6J27doAgOvXr4s+p0GDBmHWrFlYv349jh07hpiYGBgbG6Ndu3aYNm1aiXsjymQy7N27F8eOHUNERASSk5Ohra0NKysr1KxZE82aNUOrVq1E15omY+empKRg1apVOHnyJOLi4mBtbY0uXbpg6tSp2L17d4nHpT9+/Di2bt2KBw8eQCqVonHjxhg7diw++ugjlXPav38/bt68iYcPHyI+Ph4pKSmQSCQwNTWFg4MDOnbsiNGjR8PW1lbYRjktcD7l70h+umDlsbKVz0FdSu/CtndxccHq1asRFBSEpKQkTJkyRVSvz58/x44dO3D16lVER0cjOzsbFhYWcHNzw6BBg+Dl5QUtLS2Vc7h48SL27NmD0NBQJCQkQC6Xw8LCAtbW1nB2doabm5vasZwrS3R0NPbs2YPw8HA8ffoUqampSEtLg56eHmxsbODq6oqPPvoI7733nmibgnWf78aNG6KXiQpLs379+nUEBgYiJCQEcXFxkEgksLKygoODA9q3b48vvvii2PJGRERg9erVuHbtGlJTU1G7dm188MEHmDJlCvT19QvdJigoCLt370ZwcDDi4+Mhk8lgZ2cHDw8PjB49ushhL7KysrB+/XocOnQIMTExsLCwQKdOnd6pcaz9/PyQm5srTLu7u+PXX38VpaI2MjLCb7/9hoiICNy7dw8AIJfLsWLFCqxfv77IzzskJET0efv6+oq+c/l+/vln/PzzzwA0H/Oe9808vG+q3jc//PBDITgeGRmJK1eulKqtRERERET0tjA4TkRERERV2okTJ6BQKITpTp06qayjp6cnmj5//jyWLFmCPn36wMXFBbq66pu9KSkpmDp1Kq5fv66yLDo6GtHR0Th06BD69euHRYsWFRn0KY2///4bS5cuFc27desWbt26hfHjx5dp34mJiaXqud64cWN8+eWXGq9//Phx0XT79u3h7Oxc6LpDhw7F0qVLkZGRAQCQSqU4e/YsRo0aVej6L168wMCBAxEdHS3Mk0gkOH78OK5evYrAwEDUrVtXo3IqFAr4+vri7NmzKsvyx/m9c+cOjh49WuiLGEWJjY2Fj48Pnj17Jpq3Z88enDp1qsS9J7///nvs27dPNO/+/fv4/vvvkZycjHHjxomWrVu3DhERESr7SU5ORkhICEJCQrB9+3Zs3rwZLi4uJSpLRbl48SLmzJkDqVRa6PJt27ZhwYIFKssTEhJw7tw5nDt3Dl27dsWKFStEqaE3bNiAxYsXq+wvISEBCQkJePToEQ4cOIAOHTrAycmpfE+qHISGhmL16tUq86VSKTIzM/HixQscO3YMQ4YMwe+//17q42RlZeH7779X+e4CQFxcHOLi4nDjxo1ig+NHjx7Fnj17RJ/R8+fPsXr1akRERGDlypWi9WUyGWbPni3qEZ0vJiYGMTEx2L9/Pz7//HNMmzZNtDw9PR0ff/wxQkNDhXkJCQnYv38/Tp06VeSY3Jo6cuQIjh07VuLtRo8erfH3Oz09HVevXhXNGzt2bKFjNGtra2Ps2LGYMWOGMO/q1atIT08vcRnLivdN3jeLu2927NgRWlpaQlvt2LFjDI4TERERUZXG4DgRERERVWkFxxE3NzcvtJewhYUFmjRpIjzklsvlWLt2LdauXQt9fX04OTmhdevWeO+999C+fftCAxHTpk0TBcYNDAzg7u4OqVSK0NBQIRX7kSNHYGJigl9//bVczi8oKAjLli0TzatduzYaNWqEhw8fYuPGjWXaf2ZmZqHBL3WSkpJKtP7du3dF061bty5yXUNDQ7i6uuLGjRvCvPzekYUJCgoCADg6OqJGjRoIDg4W0rKnpqbi77//FvVEL05ISIgowGNhYYHmzZtDV1cXcXFxePnypSg1vKZ++uknUYBHT08PzZs3h1wux71790r8Gezbtw+WlpZwdXVFZGQkXr9+LSz766+/MHz4cJWxgg0MDODo6AgLCwuYmJggOzsbERERiIuLA5AX8Pnxxx+F4FHz5s2RmZmJ0NBQUe9LDw8PUeaFwrIwlIcjR44AABo0aAAHBwfExsYKvRmPHj2KefPmCevq6OjA3d0dFhYWCAsLQ2xsLADgwoUL+Omnn4TvkFQqFfWy1NPTQ4sWLWBubo7ExEQhkPc2+Pn5Ydu2bSrzHz9+rNH2derUQc2aNWFubg5tbW0kJCQgPDxcCHrt3bsXPXr0QK9evWBsbAwvLy9kZWXhwoULwj6srKzg6ekpTBfM5DB9+nSht2c+e3t7ODo6QiqV4v79+0hLSyu2jDt27IC+vj48PDyQkpIiyh5x6tQp3L59W3Qv+O2330SBcRMTE7Ro0QLa2tq4ffs2MjMzoVAosGrVKtSoUQMjR44U1l24cKEoMK6lpQU3NzcYGhri7t272LVrl9o6LU5kZGSp7pXdu3fXeN2CvyX52rRpU+T6yvdRmUyGBw8eoHHjxhp93o0aNYKXlxceP36MyMhIYb6bmxvs7e0B5N0H1OF9k/fN4u6bZmZmaNy4sdAGU34BhIiIiIioqmFwnIiIiIiqtILBkEaNGhWaChTIS3X62WefqQQeJBIJQkNDERoaCn9/fzRp0gSLFi2Cq6ursM7FixdFD3MtLCywfft2IZB0/fp1fPLJJ8LYrnv27MEnn3xS4nTehVm/fr2oZ3yfPn2wdOlS6OnpISsrC5MnT8a1a9fKfJyKlpiYKJq2s7Mrdn3l5cpj4iormI5XOe16wRco1CnY+xzIS6ubn84dyOshGRYWhuDgYI33ef/+fVy6dEmY1tXVxaZNm+Dh4QEAOH36NKZMmaLx/gDA1dUVGzduhKWlJTIyMjB8+HAh8JCWlobQ0FBh/wCwZMkSNGzYUCWjQW5uLr755hscPXoUABAWFobIyEg0atQIo0ePxujRo1XSBE+dOvWtjRM8Z84cjB49WpiWSCTIzc0V9WC0sLDAjh07hO+bTCbDF198gXPnzgHICxZNmDABbm5uSExMRGZmprDtr7/+qpJOOSYmBpcvX4aVlVXFnRiAmzdvlmo7Dw8PnD9/HrVq1VJZFhERIeohffjwYfTq1QvW1tZYsWKFSormJk2aYMWKFSr7uXbtmigwrqWlhfnz52Po0KHCPVYikWD//v3FltXMzAxbt24VskQoX0tXrlwRArxPnz7Fzp07hWXu7u7YtGmTkKL5zZs3GDJkCF69egUAWL58OYYMGQJ9fX3Ex8erpLL+888/4eXlBSDvuh4xYgSys7OLLW9lU75PAhCl7FZWo0YNlXlv3ryBp6enxp93v379VFJzjx49WpTaWx3eN3nfVHffdHJyEur6+fPnSElJgYWFRXmcLhERERFRuWNwnIiIiIiqrOzsbFEKWUtLyyLX7dy5M7Zs2YJFixYhJCSkyPUiIiLwySef4NChQ0Lg4cyZM6J1hg0bJuph2a5dO/Tu3VtIuatQKHDu3LkyB8flcrlK4Pvrr78W0sQbGRnhyy+/LFNwvG7duoWOcV7ZCr4QoE7NmjXx+eefC9Pt2rWDiYmJkJY9vzecJurUqSOaXrx4Mbp164Z69erBwcEBNjY2aNasGZo1a6bxPi9fviya7tWrlygA07NnT7Rr167QlP1F+eqrr4Tr3cTEBO3btxel/1U+57p162L79u04d+4cIiMjkZKSIvSuV/b06dNyebGjrDp06CAK8ACAvr4+7t27h5cvXwrzDA0N8eeff4rWy+/Vme/s2bNwc3ODlZUVjI2NhUDPtm3bkJWVhQYNGqBBgwaoU6cO7O3tMWzYsAo6q7KzsbFBcHAw/Pz8cPfuXbx8+RKZmZmicarzPXnypFTHOHnypGh60KBB8Pb2Fs3T19dXmadsxIgRouETevToIQoYFvyczpw5IzoHqVSKn376SbS/gveF5ORkBAcHo127drhx44boxaeWLVsKgXEAcHFxwYABA7B79+5iy1ucqVOnVrmxy0tyn6xIvG/yvqnuvqkcNE9ISGBwnIiIiIiqLAbHiYiIiKjKSklJEU3n9zAsSuvWrbFr1y5ERUXh6tWrCA4ORlBQkCj1af5+AwICMHnyZABQWV7YOMTOzs6i8WiVe9KVRlJSErKysoRpPT09NGzYUG1ZqiJra2vRg/n4+Phi109ISBBN29jYFLlus2bNVMaNNzMzE41Zrqk2bdqga9euQiriI0eOCGlqgbyemp07d8bHH39c5JjpypSvn8K2a9q0aYmCPMqpjpWvfYlEIvz95s0bjBo1ClFRURrtW12q7LelYPrngpS/W7GxsWrTK+dvo6+vj88//xxLliwBkJfuv2DKf1NTU3h4eGDYsGHo0aNHWYqvlr+/f6E9SZV78SrbtGkTFi5cqNExSvtZvnjxQjRdMChZEsrXqZmZmWi64HWq/LmGhYUhLCys2P1HR0ejXbt2Gt2jmzRpolGZK1Nhqbbj4+OFFOeFLVNW3L2yovC+yfumuvumcl0rt9+IiIiIiKoSBseJiIiIqMoyNzcXTRfsRV4cBwcHODg4COPVhoeHY/r06aIeZAXHX1XunVdU6vZ3UWJiIubOnVvi7Ro3bowvv/xS4/WbN28uCo7funWryHVzcnJw//590Tw3N7ci1y8sY4COjo7GZVO2Zs0a7N+/H8eOHcPdu3dF46vHxcUhICAAhw4dwrZt2+Du7l7i/Rc2pn1JrynlXnjFne/KlStFAR5dXV24u7vDxsYG2traKuMNl1dv1PxhBvKpS42vrLCU0aVV8CWTSZMmoXnz5ti7dy9u376Nly9fCuecnp6Os2fP4uzZs5g5c6YoPX9VEBcXhz/++EM0r3bt2nBycoKhoSEAlGpc7Iqi/N0s7Novi4Kfa0U7cuSI6AUoTY0ePVrjdNqurq7Q0dERfXdu3bpVZHD89u3bomldXd0S9c4uT7xv8r5Z3H1T+eUB9honIiIioqqMwXEiIiIiqrKMjIxE6bOTk5OLXDc2NhY1a9YsdJmzszOGDRuG3377TZhXsCdy3bp1Res/evRIZR/KqcmVtykNKysrGBkZCQ+opVIpoqKiRL3HCwb0SyMzM7NUwbSCgQ9N9OnTR3Sc69ev4+HDh2jatKnKunv27BE+UyCvx3xF9+ItSEdHB4MHDxbG3E1LS0N0dDROnDiBVatWAcjrYbh9+3aNgjzKga3CPrPw8PByKHnhgoKCRNM7duwQlXvOnDmiII8yTQNQ+en+8ylfI8rlUKeoQKryd6tLly5Yv359ifbdoUMHdOjQAUDe8AyvXr1CcHAw5s+fL6QO3rx5c5ULjt+5c0eUPrx79+5Ys2aN8BnFxcUV+33W9LOsV6+eaPrmzZslGoO6NJQ/12+//RaTJk3SaFvltN6FfcceP35c+sIh74Wp0twru3fvrvG6ZmZm6NChg2is7a1bt2LAgAEqn51CocCWLVtE89q3b682g0pF4X1TjPdNMeXzsrW1LdGxiYiIiIjepvJ9rZuIiIiIqJy5uroKfz9+/LjI3lteXl744YcfcPXqVZWeWTk5OSrjihdMwasc3Pj3339FD8WDgoJEY/RqaWmVKCBSFB0dHZUUqcuWLRPShGdnZ8PPz6/Mx3kb+vbtK6pTuVyOqVOnqgQXTp8+jcWLF4vmeXt7o3bt2m+lnC9fvsTmzZtFaaXNzMzg4uKCgQMHitZVlxo+X6dOnUTTx48fx71794Tp06dPlyg1cEkVDKYCEHoYA0BwcDAOHDhQ7PYGBgai6aLGcFfusXj48GGht+Ddu3exbt06jctcHFdXV9GLLpcvX8a+fftU1svJycH58+cxbdo0vH79Wpi/Zs0a3L17V7hXGBoaomHDhujfv78oJbXy5+vj44OmTZsK/8pj6ISSUh4iwMDAQAjCSSQSLFq0qNjtC372gOoYw/l69eolmg4MDFQZr1sqlSIgIECjcmuie/fuooDipk2bVDJIAHnZLgICAvDtt98K8zw9PUUvNAUHB+PUqVPCdHh4OA4ePFhuZa1Ivr6+ogDnnTt3MHv2bGRnZwvzsrOzMXv2bFFqa21t7UobE533TVW8b4oVfKmwfv367DlORERERFUae44TERERUZXWvn173LhxA0BeT7XIyEg0btxYZT2JRILAwEAEBgbCyMgITk5OsLa2FlJ4Fxz/0sjICB988IEw3a1bN3h6egrHSU5OxuDBg9G8eXPIZDLcu3dP9CB90KBBaNSoUbmc36effooLFy4ID6TzAwSOjo549OhRkcEtTdWtW1el13tF0NHRgZ+fH0aMGCH08H/27Bn69++P5s2bw9raGs+ePcOTJ09E2zVv3hzff/99hZcvX0pKChYsWIAFCxagTp06qF+/PkxNTZGRkYE7d+6I1tX0M3Z1dUXnzp2F3qASiQQjR45EixYtIJPJRAGuitCiRQvRSwjDhw9HmzZtkJ6ejjt37qhNB+zo6Cianjt3Lg4dOgRDQ0OYmJhgwYIFAPK+i9ra2sjNzQWQF5Ds3LkzLCwsigwMlYa2tjZmzJiB6dOnAwByc3Px/fffY8WKFXB0dIS2tjbi4uIQGRkpjCE8Y8YMYfv169dj2bJlsLS0hKOjIywtLSGXy/HgwQNRYKe8vsPlyd3dXVTHx48fx4ABA1C7dm08ePAACQkJxW5vY2MDS0tL4TsYFRWFgQMHon79+tDS0sLQoUPRtWtXdOjQAe+99x7Onj0LIK+X8qxZs7B69Wo4OjoK9ZV/LywPjRo1gre3N/79918AeUHwwYMHw9nZGbVr14ZUKkV0dDSeP3+O3NxcUc/iGjVqYODAgdi7d68wb+rUqXBzc4OhoSHu3LmDnJycMpVv6tSpbyX43KpVK0yfPl30ktDu3btx4sQJYczsu3fvIjU1VbTdjBkz0LJlywovX2F431TF++b/l5qaKqrL/N7nRERERERVFXuOExEREVGV9v7774umC6ajLahgj8SsrCzcuXMHZ8+exZUrV0SBcUNDQyxevFglBbufnx88PDyE6ezsbNy8eRPBwcGiwLiXlxd++eWXMp1TQZ6enioBmZcvX+LSpUuIi4vDkCFDyu1YFa1hw4bYvXu3EOAB8h7Q538WyoHxDz/8EP/8849Kb9e35eXLl7h27RpOnTqFq1evCmljgbyUv59++qnG+/r999/RoEEDYVoqlSIoKAghISGwtrZG3759Resrp9otiylTpojGfs7MzMTFixcRHByMunXrYsSIEcVu//7774tSNWdkZOD8+fM4fvy4KONCnTp1MGbMGNG22dnZiI2NhZaWlsqyshgwYABmzZolqqeYmBhcvHgR58+fR1hYmBDgAQofWzg5ORm3b9/GmTNncP78eVGAx9DQ8K2+lKGpunXr4uOPPxbNe/TokVD+7777Tu0+lO8Z4eHhOHHiBI4fP47nz58L85cuXarSgzy/jq9cuVLsMBalNWfOHHz00Ucq5Tt79iwuXbqEqKgoIYio/Jn++OOPokwiubm5uHv3rvBSU//+/cu9vBVlwoQJWLRokeh7l5KSgkuXLuHSpUuiwLiZmRkWLVqE8ePHV0ZRVfC+mYf3zf/vypUropcJlNttRERERERVDXuOExEREVGV1qhRI3Tq1AmXL18GABw4cADjxo1TWe/UqVPCg+2HDx/i9evXSE1NhUKhgImJCerXr4/27dtjxIgRhY4XbmlpCX9/fxw/fhyHDh1CaGgoEhMToaWlBVtbW7Ro0QKDBw9Gly5dyv0cv/jiCzg7O2Pjxo148OABgLy07yNHjsSgQYNEvSWruvr162P37t24cOECjh07hpCQEMTHxyMrKwumpqawt7eHh4cHBg8eXOh45BWtQYMGWLhwIYKDgxEaGoqEhAQkJydDLpfD3NwcDRs2RPfu3TFy5EiYmZlpvN+aNWti9+7dWLVqFU6cOIH4+HhYW1uje/fumDp1qkoqeeVUu2VRr1497NmzB8uXL8fly5eRnp6OGjVqoEePHpg6dSr8/f2L3b5GjRrw9/eHn58fQkJCkJKSIgQolf3000+wt7fH7t278ezZMxgZGaFly5b47LPPUKtWLWzdurXczsvHxwfdu3fHrl27cO3aNTx//hzp6enQ19eHnZ0dGjduDA8PD/Tu3VuUln/x4sUICgrCnTt38OrVKyQnJyM7OxvGxsaoW7cuPD09MWbMGNSvX190vIJZGhwcHMr1MyqJ77//Hg0bNsT27dvx5MkTGBgYwMXFBZ988gl69OihNrX6119/DTMzMxw6dAgvXrwoske1sbExVq5ciatXryIwMBB37txBXFwcpFIpLC0t0bBhQ7Rv375cz01PTw+LFi3CsGHDsHfvXoSEhODVq1fIycmBkZER6tSpA2dnZ7Rv314lcG9mZoatW7di3bp1OHz4MF6+fAlzc3N4enrC19cXd+/exaFDh8q1vBXpo48+Qs+ePbF3715cvnwZDx8+FF5IsLS0RNOmTdGpUycMGTKkRPeiisD7pireN/+/ginoGzVqhI4dO5bb+RARERERVQQthbpcUURERERElezy5cuiXnMHDhyolMAqUVFycnKQmpoKOzs7lWVhYWEYOXIksrKyAAAmJia4evWqypi1VHlevHghBGN1dXWxY8cOuLu7V3KpiKo33jfffW/evEG3bt0glUoBAL/++iu8vb0ruVRERERERMVjz3EiIiIiqvI6deqEbt264fz58wCANWvWYNmyZZVcKqL/Lz4+Hr169YK7uzuaNGkCW1tb5OTkICoqChcuXIBcLhfWnTJlCgM8VcyFCxeEvydPnszAONFbwPvmu2/Dhg1CYNzZ2RmDBw+u5BIREREREanHnuNERERE9E6IiopC//79IZVKoa2tjYMHD6Jx48aVXSwiAEB0dDR69uxZ7Do6OjqYOHEivv7667dUKtLUZ599hnPnzsHNzQ27du2Cri7fIyeqaLxvvtsSExPRs2dPYdz5LVu2wNPTs5JLRURERESkHoPjREREREREZZSVlYUtW7YgKCgIkZGRSExMhEQigampKerXr4+2bdtiyJAhfKGDiOj/8L5JRERERESVgcFxIiIiIiIiIiIiIiIiIiKq9rQruwBEREREREREREREREREREQVjcFxIiIiIiIiIiIiIiIiIiKq9hgcJyIiIiIiIiIiIiIiIiKiao/BcSIiIiIiIiIiIiIiIiIiqvYYHCciIiIiIiIiIiIiIiIiomqPwXEiIiIiIiIiIiIiIiIiIqr2GBwnIiIiIiIiIiIiIiIiIqJqj8FxIiIiIiIiIiIiIiIiIiKq9hgcJyIiIiIiIiIiIiIiIiKiao/BcSIiIiIiIiIiIiIiIiIiqvYYHCciIiIiIiIiIiIiIiIiomqPwXEiIiIiIiIiIiIiIiIiIqr2GBwnIiIiIiIiIiIiIiIiIqJqj8FxIiIiIiIiIiIiIiIiIiKq9hgcJyIiIiIiIiIiIiIiIiKiao/BcSIiIiIiIiIiIiIiIiIiqvYYHCciIiIiIiIiIiIiIiIiompPt7ILQEREFSsgIAA//vijMP3w4UPRcj8/P/z1118AAHt7e5w5c0a0PDY2Fjt27MCVK1cQFRWFzMxMWFlZwd7eHu+99x4+/PBD1K5dGwDwww8/IDAwUNhWR0cH+vr6MDc3R926deHh4YGhQ4eiXr16pTqXzMxMbNy4EceOHcOLFy+gq6sLJycnDB8+HAMHDoSWlpZo/cDAQFy+fBn37t3Ds2fPoFAoAAC+vr6YOnWqyv4L1kVhLC0tcf36dZUybd68GcePHxeOUb9+fXh5eeGTTz6BiYmJaP39+/fj2rVrCA0NRUJCAlJTU2Fqago3NzeMHDkSvXr1UjluYmIiNm7ciPPnzyM6Oho5OTkwMTFBo0aN8P7772PUqFHQ19cX1r9+/Tp27tyJsLAwJCYmIj09HUZGRqhXrx46d+6M8ePHw9raWn2FExERUYViO+3db6c1bdq02HqZPXs2xowZAwCIjo5Gz549i10fADw9PbFlyxa16xEREVHFYTvtv9VOy3f27Fns2rULoaGhSE5OhpaWFuzs7NCmTRuMHz8eLi4uxe6TiN4NDI4TEVGR9uzZg/nz5yM7O1s0Py4uDnFxcQgODkZCQgJmzpxZ6PZyuRxZWVnIyspCbGwsbt26hfXr1+Obb77BhAkTSlSWlJQUjB07FuHh4aL5t2/fxu3bt3Hjxg38/vvvomWbN29WWb88JSUlwcfHBxEREaL5jx49wqNHj3Dy5En4+/vDwsJCWDZr1ixIJBLR+snJybh06RIuXbqEyZMn4+uvvxaWpaWlwdvbG9HR0aJtUlNTERwcjODgYFy+fBnr1q0Tlt24cQNHjhwRrZ+eno6wsDCEhYXhyJEjCAwMFJWLiIiI3i1spxXvbbTTKoquLh/VEBERvcvYTiteVW2nbdmyBb/++qvK/JiYGMTExODo0aPYvHkz2rZtW6bjEFHl4/+4iIioUAcOHBA10h0cHODj44NGjRohJycH9+/fx/79+4vc3sXFBbNmzUJOTg4iIiKwe/duPH78GDKZDIsXL0Zubi4mTpyocXkWL14sNMwdHBzw1VdfISkpCYsWLUJ2djb27t2Ljh07on///sI2DRo0QJMmTeDm5oa9e/fi0aNHGh9v1qxZKm+D6unpiaaXLVsmNOTt7e0xffp0GBoaYuXKlQgNDUV4eDgWLFiAhQsXirZr1qwZBg4ciCZNmiA2NhYrV64Ugt9r166Ft7c36tatCwA4duyYsExXVxffffcdmjRpgsOHD2PPnj0AgAsXLiAyMhKNGjUCANSsWROjR49GixYtYGdnh+zsbBw6dAiHDx8GkNeoP378OIYNG6ZxfRAREVHVwXZa1WinFZRfp8rq168v/F2jRg1s27ZNZR2pVIrJkycLD9D79u2rSTUQERFRFcR22rvZTgMg6nji4eGBiRMnIi0tDQsXLkR8fDykUim2bt3K4DhRNcDgOBERqUhPT8dvv/0mTLu5ucHf31+U0qh79+6YPHkyoqKiCt2HmZmZ0Fjs1KkTRo0aBV9fX5w/fx4A8Oeff+KDDz5AnTp11JYnKSlJ9B+H33//HW3atAGQ9wbs8uXLAQCbNm0SNeZXrFgh/H369Gm1xynIyclJbWO34D6/+OIL9OvXD0BeuqiRI0cCAA4ePIgZM2bAxsYGQF6qqe7du4v207RpUwwePBgAkJubi7t37wqN+dTUVNF6H3/8MQDA2dlZCI4DeQ9V8xUW9O7RowcuXLiAtLQ0AHmfMREREb172E6rOu20ggrWaVH09fULXWfPnj1CYNzGxgYfffRRsfshIiKiqonttHe3nQZAeGYGABMmTEC3bt0A5PWyz3/BseDzNyJ6d2lXdgGIiKjqOX/+PJKTk4XpH3/8UWWsHyBvDKT83srq6OvrY+7cucI4RlKpVOjJrM6tW7eExqeuri5atGghLGvdurXw9/3798st6Dtjxgw0b94crVq1wuDBg7Fu3TqV9E0pKSnC30ZGRsLfxsbGwt8ymQy3bt0SppUb8gDQsGFD0XTBuu7YsaNQZw8fPsQ///yDK1euYMmSJcI6Li4uaNKkSaHnoVAokJSUhG3btgmNfG1tbXTs2LHIcyciIqKqi+20qtNOKyg0NBQdOnSAm5sbunTpgq+//hr37t3T6Hw2b94s/D169Gjo6+trtB0RERFVLWynvdvttE6dOgl/b9iwAefPn8fhw4dx4sQJYf6HH35Y6DGI6N3C4DgREakIDQ0V/jYyMhI1mMuiTp06ooZrweMUp+B421ZWVqJxGG1tbYW/FQoFXrx4UQ4lBWJjYyGRSJCZmYn79+/jjz/+wNixY0XjRRX8j8z27dsRGxuLlJQUbNiwQbSvmJiYYo9VcHxw5bdZXVxcsGTJEtSsWRMymQy///47PvnkE+zZswdaWloYMWIENm/eDB0dHZX9Dhw4EM7Ozmjfvj3mzZsHIC+F1vLly+Hs7FyyCiEiIqIqge20qtNOKygzMxOJiYmQSqWIi4vDkSNHMGLECBw/frzY/V+4cEFIK2pkZIRRo0YVuz4RERFVXWynvdvttPnz56NPnz7Q1tbGzZs3MWnSJHzzzTeIj4+Hg4MDVq1aBS8vL43rgoiqLqZVJyIiFQXTCJmbm0Nbu/zepbK0tCz0OPfu3UNOTo5oXVtbWzg4OCAzM1OYpzxOkXLPmoyMjFKXzcDAAL169UKXLl1gb2+PzMxMBAYG4uzZswCA4OBgbNmyRRjb6YsvvsDUqVMBADdv3kTXrl0L3a/yeRV048YNUcqtOXPmqLzpamNjgzp16iA2NlY0X6FQ4MyZM+jYsaPGjXMtLS1kZWVptC4RERFVPWynVa12moODA95//300bdoUFhYWCAsLw7p165CcnAyZTIY5c+aga9euol5RBW3atEn4e9CgQbCystKgNoiIiKgqYjvt3W6nGRoaom7dujA2NlbpSf/8+XPs378fnp6eMDMzK2ENEVFVw+A4EVE1p9wQVygUQiqm/Ol8+fMLNvLS0tKQm5tbbg36xMRE4e+Cx5k2bZrKG6GDBg3CwoULRWmVlFMxKU8XlUJJE5MmTVKZ16dPH4wcORLBwcEAgLNnzwqN+T59+mDZsmX4448/RGVv164doqKihGC2ubl5occ7cuQIvv/+e0gkEmhpaWH27Nkq6ZmCgoIwfvx4yOVyWFlZYeXKlXB1dcWNGzfg6+uLuLg4fPXVV9izZw9cXV1F2y5cuBDp6elISkrCuXPnsHfvXjx9+hTff/89tLW1mQqKiIiokrGdprmq2E4DoNLjqFOnTmjatCk+/fRTAEBycjJCQkLQoUMHlW3Dw8Nx5coVAHnXwieffKK2HoiIiOjtYDtNc9Wlnebr64tLly4BAIYPH45vvvkGMpkMc+fOxcmTJ3H8+HHIZDKsWrWqRPVDRFUPg+NERNWccuM2KSkJ1tbWwnRhjWs3NzdhXmZmJoKDg9GmTZsyl+XFixd49uyZMF3wOMWpW7eu8Hf+2535qaDi4uKEZVpaWqhXr16Zy1mQlpYWWrVqJTTm37x5I1rer18/9OvXD8+ePUNKSgrs7e1VUjkVlsJ806ZNWLRoERQKBfT19bFw4UJ88MEHKuvt2rULcrkcADBgwADhc+jatSu6dOmCU6dOITc3F8eOHVMJjru4uAh/9+nTBzk5OTh06BAAYOfOnQyOExERVTK208qmsttpRVFOoZqQkFDoehs3bhT+7tWrF+rXr6/xMYiIiKhisZ1WNu9aO+358+dCYBwApk+fLgTnfX19cfLkSQDAmTNnkJ2dDUNDQ42PSURVD4PjRETVXOPGjUXT58+fx6BBgwAAMplM1PDLH/OnW7dusLKyQlJSEoC8Hsj//POP6I1TAJDL5YiKihKNFVQUiUSCuXPnCm/W6unpiRqvZ86cKXLbNm3aQE9PD1KpFDKZDCEhIUJjOSgoSFjP1dUVpqamastSlODgYLRq1Uo0T6FQCA15ALCzsyt02wYNGgh/r169Wkj9VLt2bbi7uwvLcnNzsWDBAvj7+wMALCwssHLlSnh4eBS634L/2VJO6VQwjVb+37m5uZDJZCrpsQCI3nBOSUkp9HhERET09rCdprmq2E57+PAh6tatq/Lw/NatW6LpwsoVGxsrGidz/PjxhR6DiIiIKgfbaZqrDu20gs/fgLxncPnB8YLP3xQKBTIyMhgcJ3rHMThORFTNNWzYEM2bN8e9e/cA5I3Bc/v2bVhbW+PixYt48eKFsG5+T2JTU1P89NNPmDFjBgDg7t27GDx4MHx8fODo6AiJRIKwsDDs27cPXbp0wcyZM1WOm5aWhqCgIOTk5CAiIgL//vsvIiMjheXTpk1DnTp1NDoHKysrDBgwAAEBAQCAmTNn4quvvkJiYiLWrVsnrPfxxx+LtgsKCkJycjIACP8xAYAnT57g1KlTAIBmzZoJ5RgxYgQ8PDzQp08fNG7cGGlpaQgMDBQ15vv27Sv8HRMTg2+//RZ9+/aFg4MDsrOzce7cOQQGBgrrfPXVV8JbufnT+Wmd9PX1MX36dGhpaYn+U1KnTh2hTM7OzsJ/uA4ePIhGjRrBxcUFN27cwPXr14VtmjdvDiCv8d6rVy/07dsXzZs3R506dZCZmYkLFy7g4MGDwvoF/4NBRERElYPttGQA72477cSJE9i6dSv69+8vjD8ZFhaGtWvXCuvXrFlTpYcSAGzZsgVSqRQA0KpVK5UHykRERFS52E5LBvDfaac5OjoKLxIAwIwZMzBhwgRIpVL89ddfwjb29vawsbFRU/NEVNVpKQoOjkFERNXSo0eP4OPjIzRsCzNixAj88ssvonl79uzB/PnzkZ2dXeR2Y8eOFRrzP/zwg6ghWxhdXV188803mDBhguYngLz0Tz4+Pnj06FGhy/PHUyrIx8cHN27cKHa/CxYswODBgwEATZs2LXbdHj16wM/PT2icR0dHo2fPnkWuP2XKFEybNk00T90xgLx0TVOnTgWQl97J29sbL1++LHL9li1bYuvWrdDT00NqamqRb83ma9CgAbZs2YKaNWuqLQsRERFVLLbTilbV22l+fn6ih6XKjI2NsXr1arRv3140PyMjA927d0dqaioA4K+//kLv3r3VHpuIiIjeLrbTilYd22lr167FkiVLitxGR0cHK1asQK9evdSWhYiqNvYcJyL6D3BycsKBAwewefNmXLp0CS9evIBUKoWFhQVcXV0xdOhQeHl5qWw3dOhQdOnSBdu3b8eVK1cQFRWFrKwsWFpaom7duujevTsGDhxY5HG1tLRgYGAACwsL1K1bFx4eHvD29haNeaQpS0tL7Ny5Exs2bMCxY8cQHR0NXV1dODk5YdiwYUJqq7JYtWoVzp07h5CQEMTHxyMtLQ2mpqZo1qwZBg4ciIEDB4pSk1tYWMDb2xvBwcGIjY1FdnY2rK2t0aZNG4wZM6ZcxpWytbVFQEAANm/ejHPnzuH58+fIzs6GsbExGjVqBC8vL4wZMwZ6enoAAENDQ0yZMgW3b99GVFQUkpOTIZfLYW5ujkaNGqFHjx4YNmyYSlopIiIiqhxsp2mmKrbThg4dCmNjY1y8eBHPnz8XxqysU6cOOnXqhHHjxhU6fufevXuFwHiDBg2KfThMRERElYftNM1Ul3bapEmT0LRpU+zcuROhoaFCr3k7Ozu0bt0aH3/8MTMxElUT7DlORERERERERERERERERETVnnZlF4CIiIiIiIiIiIiIiIiIiKiiMThORERERERERERERERERETVHoPjRERERERERERERERERERU7TE4TkRERERERERERERERERE1R6D40REREREREREREREREREVO0xOE5ERERERERERERERERERNUeg+NERERERERERERERERERFTtMThORERERERERERERERERETVHoPjRERERERERERERERERERU7TE4TkRERERERERERERERERE1R6D40REREREREREREREREREVO3pVnYB6N0nk8mQkpICAwMDaGvzfQsiIiKissjNzUVOTg4sLCygq1u25jrbaURERETlh+00IiIioqqpJO00BsepzFJSUhAVFVXZxSAiIiKqVhwcHGBjY1OmfbCdRkRERFT+2E4jIiIiqpo0aacxOE5lZmBgACDvgjMyMqrk0lRNCoUC6enpMDU1hZaWVmUXp0piHanHOtIM60k91pF6rCP1WEfqlbaOsrKyEBUVJbSxyoLtNPV4LavHOlKPdaQZ1pN6rCP1WEfqsY7UYzvt3cBrWT3WkXqsI/VYR5phPanHOlKPdaTe22inMThOZZaf+snQ0BDGxsaVXJqqSaFQQCqVwtjYmDe8IrCO1GMdaYb1pB7rSD3WkXqsI/XKWkflkV6T7TT1eC2rxzpSj3WkGdaTeqwj9VhH6rGO1GM77d3Aa1k91pF6rCP1WEeaYT2pxzpSj3Wk3ttop3FAGyIiIiIiIiIiIiIiIiIiqvYYHCciIiIiIiIiIiIiIiIiomqPadWJiIgqiFwur+wiFEqhUCA3NxdyuZzpe4rAOlKPdaSeJnWko6PzlktFRERERERERET038XgOBERUTnLzs5GREQEJBJJZReFiKo4fX19NGnSBIaGhpVdFCIiIiIiIiIiomqPwXEiIqJyFhERASsrK9SqVYs9aomoSAqFAq9fv0ZERASaN29e2cUhIiIiIiIiIiKq9hgcJyIiKkdyuRwSiQS1atWCri5/ZomoeLVq1UJsbCyOHj2K9957jz3IiYiIiIiIiIiIKpB2ZReAiIioOmKPcSLSRP694uHDhzh06BByc3MruURERERERERERETVF4PjRERERESVrEaNGnj+/DkyMzMruyhERERERERERETVFoPjRERERESVTFtbG1paWpBKpZVdFCIiIiIiIiIiomqLwXEiIiKqFoKCgvDpp5/Cw8MDbdu2xYcffoh169ZBIpFUdtHU+uGHH/Dbb79VahmaNm2KsLCwSi0DERERERERERERUUVicJyIiIjeeWfPnsXEiRPRuXNnHD9+HEFBQVi2bBkiIyMRHx9f2cUrlkwmq+wiEBEREREREREREf0nMDhORERE7zSFQoFff/0VEydOxLhx42BtbQ0AaNSoERYuXAh7e3vcu3cPI0aMQNu2bdGvXz8cOnRI2N7Pzw+fffYZ5syZgzZt2qBHjx64fv06Tp06hd69e8PDwwPLli0T1g8ICMDAgQOxdOlStGvXDt27d8e2bduE5Q8ePMDIkSPh6emJ9u3b45tvvkFSUpKw3MfHB4sXL8b48ePRsmVLbNu2DQcPHsSOHTvQqlUrfPDBB6L1Pv74Y7Rs2RLDhg1DbGws/Pz80L59e3Tt2hUnT54U1YO/vz/ef/99tG3bFj4+PoiMjBSW9+jRA+vWrcOwYcPQqlUrjBkzBq9evQIADB06FAAwYsQItGrVCmvWrCnPj4iIiIiIiIiIiIioSmBwnIiIiN5pUVFRiI6ORv/+/Qtdnpqaik8//RQffPABrl69irlz52L27Nm4deuWsM7ly5fRuXNn3LhxAwMHDsSMGTNw+vRp7N+/Hzt27MDGjRtx//59Yf2IiAhoaWnh4sWLWLZsGZYsWYKbN28CyBs7+ttvv8Xly5dx6NAhxMbGYsmSJaIyBQYG4quvvkJwcDCGDx+OAQMGYOTIkQgODsbhw4eF9Q4fPoxZs2bhxo0bMDExwZgxY2BhYYFLly5h6tSpmDVrljBG9fbt27Fnzx6sWbMG165dQ+/evTF58mRRWvkDBw5gyZIluHbtGoyMjPDnn38CAPbs2QMA2LlzJ4KDgzF58uSyfCREREREREREREREVRKD40RERPROS0xMBADUrFmz0OXnzp2DtbU1fHx8oKenB09PT/Tv3x/79u0T1nF1dUWfPn2go6ODDz74ALGxsZg4cSKMjY3RuHFjNG3aFA8ePBDWNzIygq+vL/T19dGqVSsMGDBA2J+zszPatm0LPT092Nra4pNPPsGNGzdEZerfvz/c3d2hpaUFQ0PDIs/tww8/RJMmTaCvr49evXohKysLY8eOha6uLvr374/k5GS8fPkSQF5w/Msvv4SDgwN0dXUxduxYZGdn4+7du8L+Ro0ahXr16sHAwAADBgwQBfyJiIiIiIiIiIiIqjvdyi4AERERUVlYWVkBAGJjY1G/fn2V5a9fv4a9vb1oXr169YSe3gBgY2Mj/J0frLa1tRXmGRkZISMjQ5iuUaMG9PT0hGl7e3shAP7s2TMsXLgQ9+7dQ2ZmJhQKBXR1xU2uOnXqaHRuBctlZGSkMg0AmZmZAICYmBjMmDEDOjo6wjpSqRSvX78Wpu3s7IS/jY2NRedEREREREREREREVN0xOE5ERETvtIYNG8Le3h6HDx/G559/rrK8Vq1aiImJEc2Ljo5GrVq1Sn3MuLg4SKVSIUD+8uVLoef6zz//DAcHByxatAjm5uY4deoUfvjhB9H2WlpaxU6XRq1atfDTTz+ha9eupdq+PMpAREREREREREREVJUxrToRERG907S0tDB79mysXbsWW7ZsQVJSEgDg6dOn+Omnn9CmTRskJiZi27ZtkMlkCAoKwsGDBzFw4MBSHzMrKwurVq2CRCLBnTt3cPDgQQwYMAAAkJ6eDhMTE5iamuLVq1dYv3692v3Z2trixYsXUCgUpS7T6NGjsWLFCjx58kQox6lTp5Cenq7R9ra2tnj+/Hmpj09ERERERERERERU1TE4TkRERO+89957D+vWrcO5c+fQu3dvtG3bFl9++SUcHR1hZ2eHdevW4eDBg2jXrh1mz56NuXPnom3btqU+XpMmTSCXy9GlSxd8+eWX+Prrr9G+fXsAwA8//IBz586hTZs2mDJlCry8vNTuz9vbG3FxcfD09BSC7CU1ZswYDBo0CFOnTkXr1q3Rt29fHDp0SOPtp02bhl9//RUeHh5Yu3ZtqcpAREREREREREREVJVpKcrSRYkIeWOdhoWFwdnZGSYmJpVdnCpJoVAgJSUFFhYWTFtbBNaReqwjzVR2PcnlcoSEhKBly5aisZ+p+ggICMA///yD/fv3V3ZRqBrIv2dERETg1atXGDduHAwMDBAWFgYXFxcYGxuXaf9sp6lX2b8b7wLWkXqsI82wntRjHanHOlKPdaReaesov23FdtrbwWtZPdaReqwj9VhHmmE9qcc6Uo91pN7baKdxzHEqN1KpFBKJpLKLUaF0dHSEYNfz58/Rv39/5OTkYN26daUe45WIiIioorGdxnYaERERVU1sp7GdRkRERG8Xg+NUbtZu+RdZEmmJt5Pk5OBNQjz09HRhbVsD2tolz/aflpqCtNQUmJlbwMzcosTb5+bmIjEhDlKpDDa2dtA3MCh0PTtLU3w2bgx0dHTwyy+/lKqsRERERG/bpp2BSM3ILNE2b6t9VZyStBPZTiMiIqJ3UUnaaW+7fVWUkrYT2U4jIiKiqoTBcSo3jTp4QaZbspRSqYnxuH3xFMzqu6BV517Q0dUr8XGfht1BdPIdNPLsjYYuLUq8vVwmRfClU5AZK9CmSy+YW9sVuV7E+UDI5XIcP34c4eHh8Pb2hr+/f4mPSURE767Bgwdj8ODBlV0MohKp37ZHidppb6t9VZyStBPZTiMiIqJ3labttLfdvipKSduJbKcRERFRVcPgOJUbHR1daOnra7x+ypt43Ll6DhY2tmjdpQ909UreIH/yIARRD++jaYu2cGzWssTby6RS3L12DlkZ6fDs0Q8WNur/Y5Geno4FCxbghx9+QFRUVImPSURERPS2laSdVhntK2WlbSeynUZERETvGk3aaZXZviqoLO1EttOIiIioqmAOG6oUKW/icevCCZhaWJapQf44NASN3VqW+sHt7YsnkJ6SjDZd+2j8H4uNGzfCxsYG7u7uSElJAQDEx8cjKyurxGUgIiIiqkoqq31VUFnaiWynERERUXVT2e2rfGVtJ7KdRkRERFUFe47TW1cVGuRl+Y9FbGwswsLC0KdPH2HeTz/9BGtra7z33nslLgsRERFRVfCuB8YBttOIiIioeqkK7Sug7O3E3NxcxMaxnUZERERVA4Pj9FZVhQZ5Wf9jMWrUKPTs2RMAcPToURw7dgyTJ0+Gm5tbictCRP8dEokEUqm03Perp6cH/RIMaUHvBrlcDrlcXu771dHRgY6OTrnvl959ld2+Asqnnch2GhEREVUXVaV9VdZ2olwmRWJCHMaznUZERERVBIPjVG4kOdmQK4p+4J7yJh4hl0/DxNwSrh5dIJfLIJfLSnSMJ2F38TTsDhq6tEDdxs54/SwS+9cuRuzzSMhlUjRwaYmBk76DuXXh/2GQy6QIvnQK6SnJaN2lF4zNLCCVSDQ6tlyWF9RydXVFq1atAAAREREAgDZt2sDOruT/SSGi/waJRIL+PXsgIfZ1ue/btmYtHDp9hgHyakQul2Pb2rXIeBOvsiwlLQ0paWmwMDODhZlZifdtbGOLMZM+Y4D8P6i4dlrB9pW9Y1PkZJcstaVMKkXI5dPISE1Gy049YWhiCokkG4mvYjRup6UmxuP2xVMwtbCEe/vuUCgUGrfRgLx2WlpqCttpRERE9M4prJ1WWPuqpG20op7DaWlradxOexp2B5EP7qBRsxao17hZidpnQF4bLej8MUilMrbTiIiIqMpgcJzKzaEdf+FlXFyhyyTZOUhKSICuri6s7Oxw5+bJEu8/PTkF6alpMDU3Q1RkCK6fMIK9jS0yk+Lg2qIVkhMTERF8FbsWT0eX3h+obJ+bm4vEhDhIpTLY2NrhZfBZvCxhGaxMDUUBhalTp2Lq1KklPhci+m+RSqVIiH2Nbe+1g7Fe+f30ZkplGH32OqRSqdrguEwmw5o1a3Do0CHo6upCR0cH7u7umDFjBszNzYvcLiAgAKdOncKqVatw/fp1/P7779i/f3+Jyrlo0SK4ubnhgw/y7s23b9/G0qVLERcXB7lcjhYtWuCHH35AjRo11O5r69atSE9Px+TJk0tUhneJXC5Hxpt4DHVzhl6B35yQyCcIefUS7Z0aoWUjxxLvNzMnB39fvAa5XK42OP4uXS/Pnz/HtGnToFAo4OPjAw8PD9H048eP0axZMwwYMKBE5ahuimqnKbevzh4q2X5z5blIio+HTCaDla0tHj+8CQAw1te8nSbJycGbhHjo6enC2FgLEecDS3x+aakpsDE3ZjuNiIiI3jnK7bSi2lclUdxzOE3baWmpKUhLTYGFuQVyXj5E+MuHJSpDwedwzZo2ZjuNiIiIqgwGx6nc9Jv8AaSGWirzUxMSEXLuJkwtmqNF9/bQKUVg6GloBJ7efYiG7k3R0K0J5FIZIg/fxDfjvoCJiYmwnqenJ3SRix+nTizTuRSF6WiJqCyM9XRhUoo0duVh5syZSElJwa5du2BhYQGFQoFjx44hJSWl2GBnWcXGxuL8+fP47rvvAADh4eH4/PPPsXz5cnTo0AEAsHbtWvj4+GDfvn0wMjIqdn/Dhg1Dv379MHr0aJiVouf0u0RPRwf6/3e9BD+OROiTKHi4NEWrxo1KvC+pTIZzIXchlWmWseVdul6OHTuG5s2bY968ecLygtNv3rzBqFGj0K9fv//0b3hh7TTl9lVJyaUy3Dl3Dekp9dCyuwfMba2F+WynEREREWmmYDutqPZVSRT3HI7tNCIiIiIGx6kc6RsZQNdEfEmlxCfiwbU7sK5pg1a9OkK3FIHxJ3cfIubRU7i0bwFH96YAAKlECh1dXZiYmAi9JW/duoWsrCy0bduW6YWJiAp49uwZjh07hrNnz8LCwgIAoKWlhb59+wrr7Nu3D9u2bYNMJoOxsTFmz54NZ2fnIveZmJiI6dOnIz4+L/W3m5sbFixYoLLenj170KdPH2hp5T3sWb9+PYYMGSIEOgFg0qRJOHHiBA4fPoyhQ4fCx8cHbm5uuHPnDuLi4tCxY0ch0Kmvr49OnTrh4MGDGDVqVNkr5x0Q/DgSwY8eo5VT41IHxo/fvIWk9HTUsFH/cO1dul50dXXxzz//QC6X486dO+jduzd27NghTC9ZsgSNGzdGvXr1cOnSJXTr1k2zSquGlNtphbWvSkImlSH0YhAkOVK0/6AbLOz+/7XFdhoRERGR5vLbacW1rzSl7jkc22lEREREDI5TBUqJT8Tt01dhamFWpsB4ZEgYGrV0KfbBbWRkJKZNmwZHR0dMnz69LMUmIqp27t+/jwYNGsDauvCHK7du3cLhw4exbds26OvrIygoCN9++y0OHz5c5D4PHDiAunXrYuPGjQCA5OTkQte7ceMGxo0bJ0w/ePAAXl5eKuu1bNkS9+/fx9ChQwHkpcr29/eHTCZDv379EBwcLIxP16pVK5w5c+Y/ERwvz8B477atcToqWu0279L18vPPP+PFixdITU3FzJkzAQAKhUI0nb/+tWvX/tPB8YI0bV8VRSaVIfjUFaSnpKF1zw5qH9yynUZERERUvJK2rwpTmudwbKcRERHRfxGD41Qh3mZgPCIiAh9//DFMTEywadMmWFpalqHkRET/PadPn0Z4eDi8vb2FeSkpKcjOzi5ymxYtWmDz5s1YuHAh2rZti65duxa63uvXr2FjY1PiMvXr1w+6urrQ1dWFi4sLnj9/LgTHbW1t8fr16xLv810TEvkEoU+iyiUw7uXRBpYmJgDUB8fVqYrXizp2dnaIjIws9/2+i952YJztNCIiIqLiyWVyBF+4/tYD42ynERER0X+VdmUXgKqftxkYf/36NcaOHYvk5GQMHz4ct27dwpkzZ8pSfCKiasfV1RXPnj1DUlJSocsVCgUGDRqE/fv3C/8uXboEQ0PDIvfZqlUr7Nu3D+7u7jh58iSGDBkCuVyusp6RkREkEokw3axZMwQHB6usFxISgmbNmgnTBgYGwt86Ojqifefk5IiWV0cpaWkIiYgst8B4jRI86HoXrxd1cnJyii3ff8XbDoyznUZERESk3sOb9956YJztNCIiIvovY89xKjeSHAneJMXhzpkbMLEwgUunVpDJpJDJpMVup62ljX/n/Y0nt8KQk5GFFu93hHkdGzi2cEY9Z0dIJarby6UyAMCLFy+QmJgIAPjf//4HALC3t0ePHj3K+eyIiMou8//uXW97fw0aNECfPn0wc+ZMLFy4EObm5lAoFDhx4gSaNWuGnj17Yvr06RgxYgTq1KmD3Nxc3L9/H82bNy9yny9evEDNmjXRr18/dO3aFR06dEBmZibMzMxE6zVt2hRPnz5F27ZtAQATJkzAuHHj0KVLF2Ec6XXr1iE1NRX9+/fX6HwiIyOLHd+6OkhJS0PbRg5wbVAfEmnxv6PKpDIZTt4KFlKpW5qYQCKVQlpIMLow1e16AfKumaZNSx4Mrk6ePXiM8Dv30NDdCXWa1Ed2VpbabbS1tKGlrY1dc1cL7TSHNs4Y/N0nMLYwK7SNBrCdRkRERFQS6UmpaNa5FQxMjTRqowEFnqUFPUBOZjacOrlj+JzPoVAoimyjAWynEREREQEMjlM5OrZsC0Lvh0JXVwe2tjaIPHVDo+30jIyRGZ+G2nXrIOphJJKfvkb9GrUhiUjAw4iEIrerYWaN9u3b4+HDh+V1CkREFUJPTw+2NWth9Nnr5b5v25q1oKenp3a933//HatXr4a3tzd0dXWRm5sLDw8PdOjQAfXq1cOMGTPg6+sLmUwGqVSK7t27FxvsvHHjBjZv3gxtbW3I5XJ89913KoFOAPDy8sK+ffuEFNwuLi5YuXIlli5dip9//hkymQzu7u7YsmULjIyMNDrnixcvYtq0aRqt+y7S0dGBQ5OmiMhIQ8Sd+yXaNjc3F3FvEiGVyVDDxvr/xhj//6nUTWzsoKOjo3Y/1el6USgUuHbtGiZNmqTR+tXV+X/2Izk1EQl3HuGmhtvoGRnDrVUrZL5KgrWtNV5lxMBIoYdXF8PxSs22bKcRERERaeb13Qg8uHC1RNvoGRkjPTYZljbWiM18Cb0cLTw+qNlzOLbTiIiI6L9OS6FQKCq7EPRuy8zMRFhYGG7t2wtDmRQ9W7WEnq76B+8AIJXnIuB+OD6Z/h1u3LiBzz//HJ9//jmmTJmidlsdHR2NHvBXBQqFAikpKbCwsICWllZlF6dKYh2pxzrSTGXXk1wuR0hICFq2bCm6R0kkEkhL2ANYE3p6etDX1y/3/ZaX3NxcDB06FKtWrUKtWrXKvL/Hjx9jzpw52L59ezmUruqSy+WFph0vq6r+21ne1wsAXLhwAQcOHMAff/xRLvsrb/n3jIiICLx69Qrjxo2DgYEBwsLC4OLiAmNj4zLtP7+dlnjtElrUrqnxdgXbaPr6+rh06RLbaf9hrCP1WEeaYT2pxzpSj3WkHutIvdLWUX7bqjzbadYvnsIkV/MsY1J5LnaE3MPkH2eW+FkawHZadcM6Uo91pB7rSDOsJ/VYR+qxjtR7G+009hyncmNtbobeLk2hp6v5ZSWRSqGrqwt9fX3o/t92Ojo6VTrQQ0RUGvr6+v/Je5u2tjbmzZuH6Ojocgl2vnr1CvPmzSuHklVt79IDq/JU3tcLAKSnp2PGjBnlsq93WXPHhjAtwf+5JFIptLW1hXsX22lEREREFcPIQB+mWpq3r6ITEpCYnMI2GhEREVEpMThO5aa9i7PGPcYLSklLq4DSEBFRVeHm5lZu++rSpUu57YuqpvK8XgCgX79+5bq//wqpTIa4N4mVXQwiIiIiKiAuORkng26XqGMKEREREYmxJVXOmjZtWuxyX19fTJ06tVT7jo6ORs+ePbFv3z64uLiUah8VSbcUPdxCIp8wOE5ERERUhUhlMpy8FQypTPP0nkRERERUseKSk3H85i1YmZoC+oaVXRwiIiKidxaD4+Xs0qVLwt9HjhzBihUrcOzYMWFeWccjKi8SiaTS0y0FP45ESEQkLMzMcOzYMYSGhgIA7t+/j927d6Nfv34wMTGp1DISERER/ZdIZTIcv3kLSenpqGFjDSCvTRsSEgKA7TQiIiKiylAwMP5eS3fsuf+Qz9KIiIiISonB8XJmZ2cn/G1mZgYtLS3RvN27d2Pjxo2Ijo6Gvb09fHx8MHr0aADAjz/+iNDQUOzduxf6+vqQSCQYNmwYnJycsHjxYvTs2RMA8NFHHwEAPD09sWXLFvj4+MDZ2RkzZ84UjjNlyhSYm5tj4cKFAIAePXpgyJAhePbsGU6dOoU+ffpg4cKFCAoKwtKlSxEaGgorKyv07t0b33zzTamC+DJ5LiQKuUbrhkQ+QUhEJNwcHRCRJcGyZcvw8uVLAMDZs2dx9uxZdOjQgQ16IiIionKgSTstv8d4Uno63mvZAuejXwEA/vjjD8TExABgO42IiIiovKlrp8WlpOBk0G0hMA4tLQDgszQiIiKiUmJw/C06cOAA/vzzT8yZMwcuLi4ICwvD7NmzYWxsjEGDBmHWrFkYOHAg/vjjD/z0009YtmwZUlNTMWfOHAB5gXVvb29s3rwZjRs3hp6eXomOv3HjRnzxxRfw9fUFADx//hwTJ07EtGnT8PvvvyMxMRHz58/H/PnzsWDBghKf39HwCGSkJKtdLzU9HSlpabAwM0NochqMbGwREBAAnULSsqemppa4HFWRQqFAWloatLS0oPV//4khMdaReqwjzVR2PcnlhT/UkEgkkEql5X48PT29Ss8EQuVPLpcXeS2VhY6OTqG/t1T5FAoFFAoFcnNzK+SzV9dOy1XkIj4xCTKpDLY21jgRGQUjG1tkZGRg3759hW7Ddtp/B+tIPdaRZlhP6rGO1GMdqfcu1tHb/n9NwXZXSerobbfTcqRSJLxJhK6eLnKghW237wLAf+JZGvBuXstvG+tIPdaReqwjzbCe1GMdqfcu1lF1bKcxOP4W+fn54YcffkCfPn0AAPXq1cPjx4+xa9cuDBo0CCYmJvjf//4HHx8fmJiYwN/fH//88w9MTU0BANbWeaktLS0tRb3RNdW+fXuMHz9emJ45cyYGDBiAcePGAQAcHBwwc+ZM+Pj4YO7cuTAwMCjR/rccP4MnUc9KXC4A+HXV+lJtR0RU1RgZGWLHxrWieRKJBO/1643XCXHlfrxatjVw9shJtQ0UmUyGNWvW4NChQ9DV1YWOjg7c3d0xY8YMmJubF7ndqVOnYGtri5YtW5apnH5+fkhNTRVlOXlb4uLi4Ovri507d0JbWxsSiQR//vknTpw4AV1dXejq6mL8+PEYNGiQ2n3l5ORg5MiR+Oeff2BmZlYh5ZXL5fh7ywbEpSWqLFPk5uJN/BvIpFJY29lC36BkDdMaZtb4zGeC2gA5r5eSXS8rVqzAkSNHYGZmht27d4umV69ejcmTJ2Pnzp3Q1S266R0bG4vExESEhoYKbb/yVNp2GttoRERE9DbYWJrjz/8txO+//45Xr15BS0sLjo6OGD9+POzs7LBp0ybcunULOTk5QiZGZ2fnyi52uWA7jYiIiKqy6thOY3D8LcnMzMTz588xc+ZMzJ49W5gvk8lED9dbtWqF8ePHY9WqVZg4cSLatm1bbmVwc3MTTYeHh+Phw4c4ePCgMC//jYzo6Gg0atSoRPt3H/8r7HOZuqkocrmcvfXUYB2pxzrSTGXWk762AkCmaJ5UKsXrhDi4/zUCukbl95adLEuCu747IZVK1QbHZ86ciZSUFOzatQsWFhZQKBQ4duwYUlJS1AY7nZ2dyxzsrEyrVq3CqFGjoK2tDSBvGBOJRIL9+/fD2NgY0dHRmDhxImQyGby9vYvdl4GBAT788ENs3LgR06ZNq5DyyuVyxKUlovEAT+jo/f+mmlwqQ8iZq5Dl6qPVe11gbmddsv1KZXiw55JG3w9eLyW7XtavX49Tp06hRo0ahU63atUK+/btw9ChQ4s8bs2aNZGbmws3Nzfo6+vj0aNH5XpebKcVj7+v6rGO1GMdaYb1pB7rSD3WkXrvUh3JcjJxe8kEODs7o0ePHmjUqBGePn2K9evX49ixY+jSpQvOnTuHbt26wcPDA8uXL8euXbsQGBhY6mMqFAqkpqbC3Ny8RD2SMjMz2U57y96la7mysI7UYx2pxzrSDOtJPdaReu9SHVXXdhqD429JZmZeoGT+/Plo0aKFaFn+w1cAyM3Nxe3bt6Gjo4Pnz59rtG8tLS0oFArRPJlMprKekZGRSplGjBgBHx8flXVr166t0bEL0tEzgp4WG/OFUQDQ+r8b3ruRKOPtYx2pxzrSTGXXk55WLpSD4/l0jfSha1yyrBzl4dmzZzh27BjOnj0LCwsLAHm/HX379gUAfPbZZ+jfvz8GDBgAALh06RL+/PNP+Pr64syZM7h8+TICAwMxZswYeHt7Y/369QgMDIS2tjacnJwwd+5cmJmZwc/PD48ePUJKSgri4uLg4OCABQsWwMrKSlSehw8fYu7cucjOzkZOTg769++PKVOmAADOnDmDZcuWQVtbG3K5HF999RV69eoFHx8fuLq64t69e4iJicFHH32EVq1aYc2aNYiNjYWPjw8++eQTlXPPycnB0aNH8f333wMAoqKicOrUKZw7dw7GxsYAgLp16+KHH37Azz//DG9vb1y/fh3z589H27Ztcfv2bcjlcixcuBDNmzcHAHzwwQcYNGgQvvzyywpNf6Sjpws9/bwhVGRSGe5duImsjCx4eHWGRQkD4wCQGp+IxPgEtevxeinZ9TJixAjk5ORgwoQJaNeuHUJDQ0XTs2bNQv/+/fHrr78WGxzPT6elra1dIf9BYjutaJX9u/EuYB2pxzrSDOtJPdaReqwj9d69OtKClhZgamqKGTNmIDk5GaGhoVi/fr2ove3i4oLOnTtj1apVsLCwKFObSaFQCO2ukrTp2U57u969a/ntYx2pxzpSj3WkGdaTeqwj9d69Oqqe7TQGx98SW1tb1KhRAy9evMCHH35Y5Hrr16/HkydPsGXLFnz66afYu3cvhgwZAgDCGOPKefOtra0RHx8vTMvlckRERKBdu3bFlqlZs2Z4/PgxGjRoUNrTIiKid8D9+/fRoEEDYXgOZWPHjoWfn58Q7Ny2bRtGjx6Nbt26oUePHnB2dhaG4Dh//jz27t2LXbt2wdzcHLNnz8Yff/yBX375BQAQFBSEAwcOwM7ODnPnzsXSpUsxf/580fHs7e3xzz//QF9fH9nZ2RgxYgQ6duyIli1bYvny5Zg3bx5atWqF3NxcpKenC9u9fPkS/v7+SE9PR48ePZCamort27cjLi4O77//PoYMGaLSq/nevXuwt7cXXhB78OABGjRooBKAbdmyJV69eoXExLxU5k+ePMFvv/2GuXPnYseOHVi+fDk2bNgAALCzs4OBgQEiIiLg5ORUmo+kRGRSGYJPXUF6Shpa9+xQqsB4Snwigs9eh+7/tSWKw+ulZNfLzp070bRpU2zbtk3Yn/K0q6srHj58iPT09ApJmU5ERERUXbx48UIYjrBOnTqYMWMGatWqhXPnzmHNmjVYs2YNatSogd9//72SS0pERET031Kd2mna6leh8vLll19i7dq18Pf3x9OnT/Hw4UPs3bsXmzZtApD3AHbFihX49ddf0aZNG/zwww/47bff8OLFCwCAjY0NDA0NcfHiRSQkJCAtLQ1A3lji58+fx7lz5xAZGYm5c+ciNTVVbXkmTpyI4OBgzJs3D2FhYULvqHnz5lVcJRARUZXTqVMnpKWl4cGDB4iJicG9e/fQr1+/Qte9evUq+vXrJwT9Ro4ciStXrgjLu3fvDjs7OwDA8OHDRcvy5eTkYObMmRgwYACGDRuGly9fIiwsDADQoUMH/Pbbb1i3bh0ePnwoCl56eXlBR0cHFhYWqFevHrp37w4tLS3UrFkTVlZWiImJUTnW69evYWtrW+I6qV+/vpDppVWrVirZXOzs7PD69esS77ekyiswfvv0VZhamMLGzqbMZeL1UnK6urowNzdHbGxsue+biIiIqDqpWbMmNmzYgOnTpyM2Nhbr1q3D7du3cenSJXh7e2PRokVITk7Gb7/9VtlFJSIiIvpPqU7tNPYcf4u8vb1haGiIDRs2YPHixTA2NoaTkxM+/vhj5OTkYMaMGRg8eDB69OgBIO8h8blz5zBjxgxs27YNurq6mDVrFlauXIkVK1agbdu22LJlC4YMGYLw8HB8//330NHRwbhx49T2GgcAZ2dnbNmyBcuXL8eoUaMAAPXq1SvyATcREb2bXF1d8ezZMyQlJan0gM3n4+ODLVu2wNbWFkOGDFE7hnk+daltClu+dOlSWFlZITAwELq6uvD19UVOTg6AvPGdIyIicP36dXz//fcYMGAAJk6cCCBvvO982traomkdHZ1ChxQxNDQU9g3kZU0prC5CQkJQu3Ztobe08rGUs7bk5OTA0NCw2HMvK/n/pVIvn8C4GZp39cDjgzfUbsPrpeTXiyYkEkmFXzNERERE7zpDQ0N07twZnTt3xv79+3H48GHo6upCKpX+P/buO76pev/j+DtJU7pbRguyKWoFZINs9BZErxv3Ar14cYM/BQXEeVFAAblXvF4XouC6gigqXFSWE0VZClZmWbJXC21p1vn94SWXQtuTpGkz+no+HvdxaZJz8j3vps3bfJoT3XTTTWrRooWmTZumpUuXhnqpAAAA1Uo09TSG45Xoyiuv1JVXXlnisksvvdR7GtKTzZ0795TL/vWvf5X4+pprrtE111xT4jK73a4nnnhCTzzxRJlrWbRoUamXt2nTRq+//nqZ2wEAgsdV5AjJ/po0aaJ+/fpp9OjRGj9+vFJSUmQYhj7//HO1bNlSjRo10uWXX65//vOf8ng8mjVrlnfbpKSkEqeq7tatm5555hn95S9/UVJSkt577z316NHDe/2XX36p/fv3q06dOpo5c6a6d+9+ynry8/PVvHlzxcTEaPPmzfr222/VqVMnSdKmTZt0xhln6IwzzpDNZtO3334baDyS/ji9dW5urvfrpk2b6k9/+pMee+wxPfvss4qPj9eOHTs0fvx47+dYm3G73dq2bVulnlLd8Hi0/ItvVXS0UO3/1EUJqclyOpx+7SP/v6dST0pNUuvenX3ejsdLcB8vkrR//35ZLBaddtppFVofAABANFuwYIFWrFih1q1ba+vWrdq4caNatWqlRo0aSZJeeukltW/fXhs3btQZZ5wR4tUCAABUH9HW0xiOI2icxYUq9pT/jrDqy5Db7ZbNZpNERqUjI3Nk5JvQ5mRYjVMus9vtqlcnQz/f+17Q769enQzZffgc6bFjx+pf//qXrrnmGsXExMjj8ahz587q1q2bJCk+Pl79+vXT3r17SwzwLrvsMo0aNUoLFizQTTfdpGuuuUYbNmzQddddJ6vVqjPPPLPEH2d16tRJw4YN0549e9S0aVONGzfulLXcddddeuihh/Thhx+qcePG6tq1q/e6yZMnKzc3V3a7XXFxceX+4ZcvGjVqpDp16mjDhg3eYvbss89q8uTJuvTSS2W322Wz2XTbbbfp6quv9mmfy5cvV+vWrZWWllahtZXFZrMpwRqnPRu3qFZ6He36+jft8nMfjmKHDu7brxi7XYlWi/cd4xnJtf77s1E+Hi/Be7xI0tdff62+ffvKag3dJxrR08rD86s5MjJHRr4hJ3NkZK5iGRkuh9a/OUrF+3dIFqsSTjtdjS++S1Z7DeV+MEGFuzbKcLt0xsCnldy0dfCXX0XcbrcMH3pfOHAVF0qS0tLS9MMPP2j27NlKSEhQ7969NWrUKJ122mnauHGjFi9erC+//FKtW7fWY489FuJVBw89rTz8TjRHRubIyBwZ+YaczNHTfEFPCz2LYRinvooP+KGwsFA5OTkadNcQrd+4KdTLCVuGeMo0Q0bmyMg3ocwpISFen8/5QO3atSsxhHQ4HHI6/Xvnry/sdrvPp7Quj9vt1pVXXqlHH33U+65cf02ZMkX5+fkaPXp0hdcTTP/5z3+0bNkyPf7440HZ3/3336+rr766xDugg83tdp9yKvdgsNlsPg3HzfB48c+NN96oMWPGqHnz5qdc53a7tWrVKm3YsEG7du3Srbfeqho1aignJ0ctWrRQQkJChe6bnuYbnl/NkZE5MvINOZkjI3MVySjGZlO92jUlq1UyPLJ6XDIsNnlsdlncTllkyGJ45LbVkKyR8aJlaTweT0j/MM9f9dLraNFnc4Py3za+MAxDeXl5Sk1NNf3onxMd71b0tKrD70RzZGSOjMyRkW/IyRw9zRw9rXxV0dN45ziCpsv4/sqMLQz1MsKW2+2RzRY5v/BCgYzMkZFvQplTbBlPrbGxsVVWIPy1cOFCPf300+rVq1fAg85w9uc//1kHDhwISvEsLi5W586dK3UwLgVviF0ZeLz4Z//+/brhhhtKHYxXJXpa+Xh+NUdG5sjIN+RkjozMBZqRq8ihNQ/M0tdfLJTL5dKvv/6qIUOGKPu83po0aZIk6fnnn9cbb7yhqf+aErFdJ9AXFEMpWH/0G4noaeXjd6I5MjJHRubIyDfkZI6eVj56WnhgOI6giU2NV1xCeL6QHw7+dzoRlIWMzJGRb0KZU6xhk4pCctcB69Onj/r06VPh/QwZMiQIq6kcN998c1D2U6NGDd14441B2Vek4vHinzp16ujSSy8N2v4CRU8rH8+v5sjIHBn5hpzMkZG5QDNyFRbLarPq0KFDuuKKKyRJ9evX16hRo5SYmChJ3o8siouL814WaQzDkMvlUmJiYsS86Fqd0dPKx+9Ec2RkjozMkZFvyMkcPa189LTwwJ+4AAAAAAAAoNrIyMjQ1KlTNXz4cO3Zs0evvvpqqJcEAAAA0dNQNRiOAwAAAAAAoNqIi4tTz549NXjwYGVmZmru3LmhXhIAAABET0PV4LTqAAAAAAAAqBYsbkNjx45V+/bttXXrVm3cuFGtWrVSQUGB5s2bp3Xr1kmSlixZogMHDuiiiy4K8YoBAACqB3oaqgrDcQSNo9Aph+dYqJcRlgxDcnvcsllt4mMkSkdG5iIxI4tF2vaPJTqyZqc8hU5lXNlW9a5uL4/Trd+nfa/85dvkKXYprkGa6g84R4ln1Q3K/brdHhm20JwcxarSP1PH4XDI6XQG/f7sdrtiY2ODvl+EltvtltvtDvp+bTYbn41VTdHTyhaJz69VjYzMRWJG1bGnRQoyMhdoRq4ihyTpp59+0scff6yEhAT17t1bo0aN0qFDh/TII494b/v666+rQYMGvOiKSkdPK1skPr9WNTIyF4kZhaKn0T98Q07m6GmIBAzHETTLHnpL6zduCPUywpghKUIaWMiQkbnIyshqs+m0mhmS5Y/P8dj98Wrt/M8vsrgM2ZyGPFbJsFpUmHtAG8f8R+64YJRLQx6PIavVolBkFR8XL/2zT4nLHA6Hsi+4WLv37Q/6/dVLr6NFn81lQB5F3G63Xn7jLe07fLTM2ziKi3Vg/z7Z7TGqVSdDVqtvPzvpaUm649abGZBXQ/Q0M5H1/BoaZGQusjKqjj0tMpCRuYplVK9uXX3yySel9ufj70YCqhI9zUxkPb+GBhmZi6yMqr6n0T98Q07m6GmIDAzHETRTe/VQQpusUC8jbLndHtn4q7JykZG5SMqo0OnWoK9+1Bdffq1Vq1ZpyJAhunPQ7brzzjs1a9YsjR07Vn+9dZDOP/983XbbbWrZsqVeeeWVCt+vYRjKy8tTamqqLCH4k2C3260NG0q+sOF0OrV73361f+B1xdRICNp9uYoLtfK5QXI6nabD8ezsbMXGxurTTz9VTMwfT/9XXnmlRowYoS5dugR0/7Nnz9aCBQv04osvlnu7hQsX6ocfftDDDz9c6vVvvfWWCgsLdfvtt0uSNm3apGeeeUabN2+WJDVv3lwPPfSQmjdvbrqmxYsXa9GiRRozZoyfRxM+3G639h0+qjPO7S9bjP2U6/MP7tOKrxcouXELte/Zt9TblLpfl1MbvvxQbrfbdDgeTY+Xw4cP684771RRUZEuvPBC3XDDDSW+Tk5O1tGjR3XnnXcGdFyRgp5Wvkh6fg0VMjIXSRlV154WCcjIXEUz4sxLCDf0tPJF0vNrqJCRuUjKKBQ9jf7hG3IyR09DpGA4jqBJi49VqjN4Q59o48sworojI3ORlFGB0ymb1arExETFxcVJkmJjY5WYmKjrr79eS5cu1euvv67XX39dGRkZGj9+vBITEyt8v4ZhyOVyKTExMWTD8bLE1EiQPS50vycdDodmzZql66+/vkrvt0+fPurTp0+p1x07dkzTpk3TJ598Iknas2ePbr75Zj388MO69NJLJUmffvqpBg4cqI8++kjp6enl3tef/vQnTZkyRVu2bFHTpk2DehxVzRZjl/2k/yDIO7BPq5cuUWrtOurQq59i7L4NxgMRLY+X7777TomJiXrvvfckSfPmzSvxtcPh0EUXXaSbbrpJycnJVXCEoUFPK18kPb+GChmZi6SMqmtPiwRkZI6MEG3oaeWLpOfXUCEjc5GUUSh6Gs+tviEnc2SESBEZfy4FAIgqK1as0DfffKNrrrlGzzzzjA4fPqynn3461MuKekOGDNGLL76ooqKiU64bOXKk3njjDe/XzzzzjKZMmSLpj+HhM888o0suuUSXXXaZbrvttlL3/9FHH+maa65R//79ddNNN+m3336T9Mc7hu++++5St5k/f746dOighIQ/Xgx65513dM4553gHnZJ0ySWXqFOnTnrnnXe8a33sscd0yy236IILLtC9994rh8Phvf2FF16omTNn+pFMZMg7sE/Lv/pcSalpAQ/Gj+Tn+XzbaHi8fPfdd3r22We1atUqXX755aV+HRsbqx49engH7gBQ3dHTAAAAwhM9DQCCg+E4AKDKffbZZ3I6nbrpppt0xRVXKDMzU0uXLg31sqLeWWedpS5dupQYavrilVde0ZYtWzR79mx9/PHHmjBhwim3Wb58uebOnau3335bH374oe6//34NGzbMdN/Lli1T27ZtvV//+uuvat++/Sm3a9++vdauXev9OicnRy+99JLmzZun/fv36/PPPy9x22h7PAVjMJ6bs9qv4Xg0PF66d++uoUOHqkuXLpozZ06pXx+//ffff+/XcQJAtKKnAQAAhCd6GgAEB6dVBwBUqs8++8z7jtC1a9dq5syZysjIkCS99NJLat++vTZu3KgzzjgjlMusNu677z5dc801fp0qe/HixRo+fLj3M39q1ap1ym0WLlyo3377Tddcc433sry8PB07dqzcfe/Zs0e9evXyeS3HnX/++YqPj5cktWnTRtu2bfNeV6dOHe3Zs8fvfYarYAzGN/+6Spt+Xa3UlFS/touWx4uZOnXqaPfu3UHfLwCEO3oaAABAeKKnAUDlYTiOoDnmdCvG6Qz1MsKW2+2WzeMJ9TLCGhmZi6SMCp0uSdLzzz+vXbt2SfpjaLZ48WLNmzdP27dv1+LFi/Xll1+qdevWeuyxx0K53GqjYcOGuuSSS/Svf/2rxOU2m02eEx5bxcXF3lNX+8IwDPXv318PPPCAX+uJi4tTcXGx9+uWLVtq5cqVuvXWW0vcbuXKlWrZsqX369gTPovbZrOV+Kz34uJi1ahRw691hKtgDcY3rlml5i3bqnjnOr+2jZbHi5loesyUhZ5Wvkh6fg0VMjIXSRnR0wAgfNDTyhdJz6+hQkbmIikjehoAVD6G4wia0T+u0batuaFeRngyJI/hkdVilSyhXkyYIiNzEZhRnbr19Onnn5cYZB43bty4EKwotFzFhWGxv7vuuksXXXSRYmL+VwOaNGmin3/+WZJ06NAhffnll7riiiskSdnZ2Zo+fbo6duyo2NhYHTx48JR3A/fp00fDhw/X9ddfr/r168vj8Wjt2rVq3bp1uWvJyspSbu7/njtuvPFGXX755frkk0+8nyP96aefatmyZRo9erRPx7d582adddZZPt02nB3au0urly5RUmqa2nQ9T4ZhyHnCZ6v7IjdntTb9ulrNW7ZV4zNaaoOfw3Ep+h8vkrRp06aoeMyUh55Wjgh8fq1yZGQuAjOipwFAeKCnlSMCn1+rHBmZi8CM6GkAULkYjiNoXnv3Xe8pblGSYRjKy8tTamqqLJYIaWFVjIzMRWJGdru91CJf3djtdtVLr6OVzw0K+r7rpdeR3c93E9eqVUsDBgzQ888/773s2muv1dChQ/XnP/9ZjRo1Urt27bzXDR48WJMnT1b//v0VExOjjIwMvfrqqyX22alTJz344IO699575XK55HQ6dd5555kOOy+44AI9/PDDuv/++yVJdevW1YwZM/TMM8/o73//uywWi5o1a6a33nrLe/owM19//bUuuOACH9MIPzabTTWT4rRq/ruy22OUkGDRhi8/9Hs/R/LzdCQ/T6kpqSreuU4bdq5TelqSbDabX/uJ9seL9Mdj5r777vP59pGInla2SHx+rWpkZC4SM6KnAUB4oKeVLRKfX6saGZmLxIzoaQBQuSyGYRihXgQiW2FhoXJycnTWWWcpMTEx1MsJS5FYwqoaGZkjI9+EOie3261Vq1apXbt2JYaQDodDzko4VV40/AfT7bffrnvvvVdt2rSp8L4OHjyoW265RR988EFE5+J2u0ucKj5YbDab38PxcBPMx4skbdy4UY899pjeeeedoOzPX8d/Z2zYsEG7du3Srbfeqho1aignJ0ctWrTw63T1paGnmQv180YkICNzZOQbcjJHRubIyBwZmQs0o+Pdip5WNXgsmyMjc2Rkjox8Q07myMgcGZmrip7GO8cBAKgCsbGxET2srUyPPPKINm3aFJR9bd++XU8++WTEZx0NQ+zKEszHiyTt2rVLf/vb34K2PwAAAAAAAADhi+E4AAAIqcaNG6tx48ZB2Vfbtm2Dsh+Er2A+XiSpV69eQdsXAAAAAAAAgPBmDfUCAACIRnxqCQBfHP9dwe8MAAAAAAAAoPLxznEAAILIZrMpNjZWu3fvVr169fjsGABlMgxDO3fulNvtZjgOAAAAAAAAVAGG4wAABNkZZ5yhDRs2aM+ePaFeCoAw53a7tXXrVkm8exwAAAAAAACobAzHAQAIsri4OLVu3VrLli3Tt99+q9NOOy3USzrFsWPHFBcXF+plhDUyMkdG5srLyDAM70Dc5XJJkmrUqFFlawMAAAAAAACqG4bjAABUkubNm2vlypXauXNn2A28iouLw25N4YaMzJGROV8y8ng8OnbsmDp27Kj4+HgVFRVV0eoAAAAAAACA6oXhOAAAlaR27dq66qqrtGbNGh05ciTUyymhqKhI8fHxoV5GWCMjc2RkzpeMbDab6tWrp7Zt28pisVTRygAAAAAAAIDqh+E4AACVqE6dOjrvvPNCvYwSDMNQXl6eUlNTGcSVgYzMkZE5MgIAAAAAAADCC8NxBI3T6ZTD4Qj1MsKSYRhyOBxyOBy8OF4GwzDkdrs1dOhQLV26VEeOHNG9996rIUOGSJJmzJihl19+WQUFBbrwwgv15JNPKjY2NsSrBgAgMtDTykZPM0dPAwCg8tDTykZPM0dPAwDAfwzHETTT3vtQ+QWFpV7nKC7Wgf37ZLfHqFadDFmtVr/3fyQ/T0fy85SckqrklFS/t/d4PDq4f6+cTpdq10lXbACfkRrocRjG/z5z9OiRyD2OEwX7+2GPraHkOKvsdruys7M1Z84c721/+eUXPfXUU8rOztaZZ56pl156Sc2aNdPtt9/u9/0CAFAdldXTIrlfnagix2EYf5z+vuBInlyuyD0OqfK+H4YhehoAAJXk5J4WDf1KCs5xFBcXa/fO35WQkKDa6ZF7HJX5/aCnAQDgP4bjCJrGnbLlikk45fL8g/u04usFSm7cQu179pUtxu73vnNzVmvH4dVqfs75ataird/bu11OrfxmgVwJhjr26quUWul+76Oix3HsWJF25a7X779G9nFIlfP9cLuc+uWz9zRu3Dj98MMPJcr88X8/+OCDyszM1Jw5czR79mzKPAAAPiqtp0VDv5KCcxw/LJwnd2JsxB9HZX0/6GkAAFSeE3taNPWroB1Hoxbq0ueiyD+OSvp+0NMAAPAfw3EEjc0WI8tJp+XJO7BPq5cuUWrtOurQq59i7P4XwM2/rtKWdWuV1baTMlu283t7l9Opn79foqKCozon+yKl1va/yAbjODasXakdG3Ii/jhC8f3YsWOHJCkjI0OSVK9ePa1du1aGYXBaLQAAfHByT4uWfhWs4zhWVKCufS6O+OMIxfeDngYAQMUc72nR1q+CdRwtOvdSXEKi3/sIt+MIxfeDngYAQOn8P4cL4KO8A/u0/KvPlZSaVqECuHHNKp1+druAi+yKrz/X0bzD6ti7X8BFNhjHkfvr6qg4jlB/P6Q/Pk8JAAAEJhyez8Otl7Tt0ScqjiOU34/j6GkAAPgvXJ7Pw7KXBPBO67A8jhB8P05GTwMA4A8Mx1EpwqEAhluRbdaybVQcRyi+Hw0bNpQk7dmzx/v/DRo04K9cAQDwU7T1q6AdR606fu8jLI8jBN8PehoAABXjdrtC/nwuRUcvkTiOE9HTAAAoHcNxBF04FMBwLLLNzmrj9/bheByV/f2YP3++vvnmG0nS2rVrNXPmTF144YWSpIkTJ2ry5MnatWuXrrjiCr/XAQBAdRaN/YrjqNrjoKcBABB861b+QC8Rx3GiQI6DngYAgO/4zHEEjaP4mA7uP6hV3y5UYkqaWnXuJbfbJbfb5dd+Nuf8rNyc1WrWoq0aZGap+FiRX9u7nE6t+nahCvIPq12PPopLTPJ7H3kH9gX1OOo3O1PFxccUY7Ppset6lrhdz8tvUr8b7zple7fLqZXfLNDRvMPq0KuvEpJT5XQ4/FpD/sF9WvH1AiWlpqlN1/NkGIbf+8jNWa1Nv65W85Zt1ej0ln5v7+txuF1OSdLf//537dy5U5K0ePFiLV68WAsXLtSoUaP0yiuvaOnSperfv78GDRrk1zoAAKjOtqxfo99++Tmq+lWwjuNYUaEcxcU+97RI6lfl8ec46GkAAFSeI3mHdPY5vaKqXwXrOAzD8LmnRVq/Kou/x0FPAwDAfxaDDxtBBRUWFionJ0eTXntdv6xZq5iYGNVMT5fV5v+JCY4eztPR/CNKSklWUlqq39t73B4d2rdPLpdLNevUUWxcDb/34ThWrEP79wf9OGKtMercrpPee+0FNWrWXI2anSFJSq1ZSzVrlzyVp8fj0cH9e+V0ulS7TrpiawRwHMXFOrB/n+z2GNWqkyGr1f/jOJKfpyP5eUpOSVVySgDfDz+OwzCk5Dir7rtzsGJi+Lud0hiGoby8PKWmpnIKrHKQkzkyMkdG5sjIXKAZHe9WLVq0UEJCQoXWcHxfjz07SQfy86OuX/mjvOPwtadFWr8qi7/HQU8zx+9E35CTOTIyR0bmyMhcOPW0Sa+9rr2HD/u9fbj3K1+ZHYcvPS0S+1VpAjkOepo5fieaIyPfkJM5MjJHRuaqoqfxjImgaXR2PdVtn6G253WVze7/Qyt3zQbl/rxOzdpkqdnZZ/i9vdvp0uol3+toXiO1O6+zUurU8nsf+fsPatWSH5WU2jqox+FyOpUz+1sNv/NWvffaC7qoX1/ddtttio+P93v/0cowDB09elQ2my3USwEAIOr0GXC+0ls19nu7cO5X/ijvOOhp5uhpAABUnsuG9pczzr8Xx8O9X/nK7DjoaeboaQAA+I/hOIImuVaaTj+3nWICKOSbf16n39fnqkXXtspsk+X39i6nS2u+/kmOYqe6XnyuUtP9L+R5+w7q1+9Xq1bd2mrft3tQj8PpcMgWY1NsbKwk6ZVXXtHLL7+szMxMPfPMM2rTxv/PI482hmFQ5AEAqCRNzz5dnkT/uk249ytfmR0HPc0cPQ0AgMoTG19DMX70tEjoV77w5TjoaeboaQAA+M//87sAZcjq3DrgQr5pVY6at2sRcCFfueA7Hc07og59ugVcyFcsXKqk1OQK/YeFL8dxxx136IUXXtCoUaO0bds2jR492u/7AgAAqEyR1q/K4u9x0NMAAEA4i8R+VZpAjoOeBgAAgoV3jiNobDE2efzcJlIL+cn8OY4HHnjA+++PP/5Y69evl2EYfL4EAAAIC5HYr0oTyHHQ0wAAQLiK1H51skCPg54GAACCheE4QiaSC/mJ/DmOFStW6P3331fXrl21Z88e5eTkqE2bNhR5AAAQFiKxX5UmkOOgpwEAgHAVqf3qZIEeBz0NAAAEE8NxBI2j2CGX1enTbXN/Wa/cn9erWZszVf+MxjpWVOTXfbmcLq1e/L0K8grUNvsc1UiK93sfeQcOafWiZUpMTVSLHu3lcjnlcvm2/uN8PQ6X0yW326O0tDTt379fEyZMkGEY6t69ux5++GE5HA6/7jfc2Ww2zZo1Sy+//LIOHDigXr16aezYsUpJSQn10gAAqJZ86WmR1q/K4u9x0NPoaQAAhJJZT4vEflWaQI6jOvU0m80mm82mf//73/Q0AAAqGcNxBM2if76n3Xt3md4uPy9fR44cVXJykvavXq8f/bwfj9uj/fsPyOVyq3btWtr941q/11p8zKEDBw4qJsamOnVqa9OCZX7vw5/jMAwpzm3RwmNWdc86Q92zzpDH49HeAwc19blJyqhdSzViY/0/DodDew8clD0mRhm1a8lqtfq9j7wjR5R35IhSk5OVmpzs9/bHj8PpcnmPI8/p1hv//rd69Oih6667Ts8995zS09P1+OOP+71/AABQcWY9LRL7VWkCOY6Te1rHZk28/Wr+2zPCpl/5q6yeSE8DACC8lNfTIrVfnSzQ4zixp7WqX08NkxO9/erzd9/27zgqsV/5o6yemFg7XW26ddPjjz9OTwMAoJIxHEfQjMq+QIkeV7m3Wb05V6s3blbb0zPVNrOZ3/fhdLm1cOUqHap3VH06tldGAH85uTc/XwuXr1TNFm3Vp3072WNsfu/D3+MwDEMOh1NJiQmyWCxyulz6YvlKyeLR+d06KSM11f/jyMvTFz+t0Nk1U3R+x/ayx/j/47xq02at2rVTXc9srnbNM/3evrTjcLrdGvX+hzIMQzfeeKP69OmjGTNm6KOPPqLMAwAQIuX1tEjtVycL9DhO7Gn78vPDsl/5q6yeSE8DACD8lNXTIrlfnagix3G8p23avVur9u4Oy37lj7J6otPt1qw1v+nHH3+kpwEAUAUYjiNo4mvEKslS9l9drty4Seu27VC3s1uq/enN/d6/0+XSktXLVeRw6PIe3ZSRlub3PvYePqxvf1mr02rV0gWdOwZUZAM5DsMwVGQpUqzdLpfbrcWrftaRoiJd3PWcgI9j8crVSk9NrdBxrNm8RZ1bZAX8/SjrOOJr1JAkLV++XHXr1tXhw4fldDp16NAh1axZ0+/7AgAAFVNWT4vkfnWiihzH8Z52uKAgrPuVr8x6Ij0NAIDwUlpPi/R+dVxFj8MwDH2f+6t+3bY9rPuVL3zpice7GD0NAIDK5f+5XyrBgAED9PTTT3u/zs7O1htvvOHz9rNnz1anTp2Cct/BMmXKFF1++eXer0eOHKm777476PdT2n2Fo5UbN2nl+o1qf+bpARfZz35crkNHj+qCzh0DLrKf/bhcNZOSKlRkOQ7z4zizaRO1adNGU6dO1VVXXSW73S5JqvHfF2MBAEDoVZde4ot9eXn6PAqOw5fvBz0NAIDwFi39KhjHsWrjJq3euFkdzojs4/D1+3HBBReobdu29DQAACqZX8/mI0eO1IcffvjHhjExqlu3ri688ELdd999QX2SnjVrluLj4wPefvbs2Ro1apQkyWq1KikpSU2bNtW5556rW265RcknfJ7LlClTFONjqRkwYIDOOussjR492vS2gwYN0s033xzYAZQjKytL//znP9W3b99Kv69giZZCHozjWLjqZx0uKIj44zD7fsTYbJo+fbpyc3MVFxene+65R0VFRUpISPD7/gAAQPBFU78KxnEsWL5KGbVqRvxx+PL9oKcBABC+oqlfBeM4VmzYqLanZ6pdhB+Hr9+PGjVq6N1339W6devoaQAAVCK/n9F79eqlcePGyeVyae3atRoxYoQsFosefPDBoC2qVq1aFd5HUlKS5s+fL8MwdOTIEa1YsUKvvPKKZs+erXfffVd169aVJKUFUIzKYxiG3G63EhMTlZiYGNR9l6Uq78tf0VTIK3ocC1asUqHDoQvO6RTRx+HL98PtdmvixIlq1aqVvv32W23evNn7BysAACC0oqlfBeM4Pv9xudKSEiP+OHz9ftDTAAAIT9HUr4J1HB3OOF1ZDer7vX24HYev3w+n06mJEyfqrLPOoqcBAFCJ/H5Wj42NVXp6uiTptNNOU/fu3fXdd99Jkg4dOqQxY8boxx9/VH5+vho3bqw77rhDl1xyiXf7wsJCPfHEE/riiy+UmJioQYMGnXIf2dnZGjhwoG699VZJ0rRp0zR79mxt375dqamp+tOf/qQHH3yw3IGwxWLxrjMjI0PNmzdXdna2Lr74Yk2YMEETJ06UdOq7wd9++229+eab2rVrl5KTk9WpUyc9//zzGjlypJYtW6Zly5Zp+vTpkqSFCxfq999/18CBA/XKK6/oH//4h9avX6+pU6dq2bJlWrBggebMmVNiXS+88ILeeustORwOXXLJJXrkkUcUGxtb6nFL0uWXX66+fftqyJAhys7OliTdc889kqQGDRpo0aJFmjJlSon78ng8evHFF/X+++/r4MGDat68uYYNG6bevXtLknbs2KE+ffpoypQpmjFjhn7++Wc1adJETz75pNq3b1/u9788LrdHDsPt/XrVps1atWGT2p3RXK2aNJbD6fRrf06XS18sX6lDR4/q/E4dlJaY6Pc+9ubl6YufVqhmUpL+1K6NDMPwex/BOI7Pf1qh/Xn5uqh7l4g+Dl++H063W7JY9MMPP+j9999XUlKS7rzzTg0cONCv+wMAAMFzvKdFU78K1nGkJSaqZ6sWEX8cvnw/6GkAAIQfl9ujHYcPRlW/CtZxtGzSWEVFx2SLccpisUTscZh9P5zu/72eunTpUr377rv0NAAAKpH/f/J2gvXr12vlypWqX/+Pv+BzOBxq1aqVBg8erKSkJC1ZskQPPfSQGjdurDZt2kiSnn32Wf3444968cUXVatWLU2ePFlr167VWWedVeb9WCwWjR49Wg0bNtT27dv15JNPasKECXriiSf8Wm/t2rV16aWX6oMPPpDb7ZbNZitx/S+//KKnn35azz77rNq3b6+8vDz99NNPkqTRo0dry5YtOuOMMzR06FBJf7zD/ffff5ckTZo0SSNGjFCjRo2UkpKiZcuWnXL/S5cuVY0aNTRjxgz9/vvvGjVqlGrWrKn777/fp/XPmjVL3bp107hx49SrV69T1n/c9OnTNW3aNP3tb39TixYt9MEHH+juu+/Wp59+qqZNm3pvN3nyZI0YMUJNmjTR5MmTNWzYMH3++ec+n2b+ZF9szFVhfp4kKe/IUeUdOaLU5GStzS/Q2pW/+LUvj8fQ3oMH5HK5lF6rlr7YvM3v9RQ7HNp38KBiYmLkiamh93/J8XsfwTyOlOQULcjdLmm7X/sIt+Pw5fuRVCdds2fPLvEYPX5WhbIYhiGPxyO32+3zf/BUN2TkG3IyR0bmyMgcGZkLNKPyni8D9cXGXB09fDjq+lVQjsNeQx+sXef3x0SF3XH4+P2gp1UOMvINOZkjI3NkZI6MzIVTT5uXs165uZujq18F6zhWrVFxcbHPPS1sj8OH70dinXTZ7XZ99NFHJS6np1UcGZkjI9+QkzkyMkdG5qqip/k9BV2yZInat28vl8slh8Mhq9WqRx99VJJUt25d3Xbbbd7bDhgwQN98843+85//qE2bNiooKNCsWbM0YcIEdevWTZI0fvx4nXvuueXe54nvpG7YsKH+7//+T48//rjfw3FJyszMVEFBgQ4fPqzatWuXuG7Xrl2Kj4/Xeeedp6SkJDVo0EAtW7aUJCUnJ8tutysuLs77jvQTDR06VD169Cj3vmNjYzV27FjFx8d7h+zPPvus7rvvPlmtVtO1Hz/dfEpKSqlrOG7q1KkaPHiwLr74YknSgw8+qB9++EFvvvmmHn/8ce/tBg0apPPOO8+7/osvvlhbt25V8+b+n3ZJkjLbd5DH4wloW0QXq9Va6h+IAAAQqdxut8aOHatdu3bJYrEoMzNTgwYNUkZGht566y0tXbpUHo9Hffr00XXXXRd2/4FDT8Nx9DQAQLSJ9J6WdU4XndGpc6iXgRCjowEAolG49jS/h+NdunTRE088oaKiIr3xxhuy2Wy64IILJP1xkC+99JLmz5+vPXv2yOl0yuFwKC4uTpK0fft2OZ1OtW3b1ru/tLQ0NWvWrNz7/O677/Tyyy9r8+bNOnr0qNxut4qLi1VUVKT4+Hi/1m8YhiSVGnD37t1Vv3599e3bV7169VKvXr10/vnn+3QfrVu3Nr1NVlZWiX21b99ehYWF2rVrlxo0aODHUZTt6NGj2rt3rzp06FDi8g4dOui33347ZT3HHR+2Hz8NeyDGPPOccrf6/xeZ1YVheGSxmP8RRHVGRubIyDfkZI6MzJGRueqUUd06NXXJBX115plnKjc3V6+99prmz5+vdu3a6fPPP9eAAQOUn5+vOXPm6LzzztOFF14owzCUn5+vlJQUv8p9YWGh1q9fH9T109PKV50ey4EiI3Nk5BtyMkdG5sjIXHXKiJ4W3arTYzlQZGSOjMyRkW/IyRwZmatOGYVrT/N7OB4fH68mTZpIksaOHavLL79cM2fO1DXXXKOpU6dq+vTpevjhh72D4LFjx8rp52eynGjHjh264447dMMNN+j+++9Xamqqli9frtGjR8vpdPo9HN+8ebOSkpKUlpZ2ynVJSUn68MMPtWzZMn3zzTd6/vnn9cILL2jWrFlKSUkpd7/+rqM0pX2TXS5XhfdbFrvdfsp9V+QdRWcNeFzpnrI/B766K+1U/iiJjMyRkW/IyRwZmSMjc9UlI1dxoVY+N0hDhgyR0+nUmjVr9Nprr8lisWj58uWSpP/7v//T3r17NWfOHH3yySe6+OKLZRiGrFarbDabX2W+MjKlp5WvujyWK4KMzJGRb8jJHBmZIyNz1SUjelr0qy6P5YogI3NkZI6MfENO5sjIXHXJKJx7WoU+c9xqteqOO+7Q+PHjdemll2rFihXq06ePLr/8ckl/DFq3bNnifSdyo0aNZLfbtXr1au/nlOfl5WnLli3q3Ln00wetXbtWhmFo5MiR3lOP/+c//wlovQcOHNAnn3yivn37lnka85iYGHXv3l3du3fXvffeq86dO+v7779Xv379ZLfbKzQ8XrdunY4dO+Z9J/2qVauUkJCg0047TdIfp03fu3ev9/ZHjx7Vjh07SuzDbreXe978pKQkZWRkaMWKFTrnnHO8l69YscL7ue+VxWaPk92SUKn3EakMSZb//sILr5N3hQ8yMkdGviEnc2RkjozMVceMduzYoSuuuEKSVL9+fT344IN66aWXJEnff/+99u3bJ0n6/fffQ7XEMtHTylYdH8v+IiNzZOQbcjJHRubIyFx1zIieFp2q42PZX2RkjozMkZFvyMkcGZmrjhmFY0+r0HBcki688EI9++yzevvtt9WkSRN99tlnWrFihVJTUzVt2jTt37/fOxxPTEzUVVddpQkTJigtLU21a9fW5MmTy538N2nSRE6nUzNmzFB2draWL1+u9957z3RdhmFo3759MgxDR44c0cqVK/Xyyy8rOTlZw4YNK3WbxYsXa/v27ercubNSUlL05ZdfyuPxeE/73qBBA61evVo7duxQQkJCqe8+L4/D4dDo0aN111136ffff9eUKVN08803ewf1Xbt21Ycffqjs7GwlJyfr+eefP2WI36BBAy1dulQdOnRQbGysUlNTT7mf2267TVOmTFHjxo111llnafbs2frtt980ceJEv9YLAACA/8nIyNDUqVOVk5OjyZMn69VXX9Vf//pXffXVV7rnnnsUFxcnm82m2NjYUC8VAACgWqGnAQAAhKdw7GkVHo7HxMTo5ptv1muvvaaPPvpI27dv12233ab4+Hhde+216tu3r44cOeK9/UMPPaTCwkLdddddSkxM1F/+8hcdPXq0zP2fddZZGjVqlF599VU999xz6tSpkx544AGNGDGi3HUdPXpUPXv2lMViUVJSkpo1a6YrrrhCt9xyi5KSkkrdJjk5WV988YVeeOEFFRcXq0mTJpo0aZLOOOMMSdKgQYM0cuRIXXzxxTp27JgWLlzoV1bdunVTkyZNdNNNN8nhcOiSSy7RkCFDvNffcccd3tPIJycn67777jvlneMjRozQ+PHjNXPmTNWtW1eLFi065X4GDhyoo0ePavz48d7PEH/xxRfVtGlTv9YLAACA/4mLi1PPnj3Vs2dPzZkzR3PnztVTTz2lzz//XBs2bFBsbKz69+/v/cNQAAAAVA16GgAAQHgKx55mMQzDqLJ7Q1QqLCxUTk6OpufG65AlOdTLCUuG/vc5EtXlVBn+IiNzZOQbcjJHRubIyFx1ysh5rFA/Pn21rut/mdq3b6+tW7fq1VdfVatWrfTkk0/q66+/Vp06dfT+++/rl19+0QcffKBWrVrJMAzl5eUpNTXVr89IOt6tWrRooYSEip1ik55mrjo9lgNFRubIyDfkZI6MzJGRueqUET0tulWnx3KgyMgcGZkjI9+QkzkyMledMgrnnlbhd44DxzmLC1XsifYf50AZ3l94ivpfeYEiI3Nk5BtyMkdG5sjIXOgyMlwOrX9zlIr375AsViWcdroaX3yXdn87SwdXlzyrTlKTs3XmLWMrdH+u4kJJFv3000/6+OOPlZCQoN69e2vUqFEqKCjQzJkztXfvXtWvX1+TJk1Sq1atKnR/lYGeVh5+3s2RkTky8g05mSMjc2RkLjQZWSwWGS6H1r0xkp7mB3paefh5N0dG5sjIHBn5hpzMkZE5elo49DTeOY4KO/7XGIPuGqL1GzeFejlhyxBPB2bIyBwZ+YaczJGROTIyF6qMYmw21atdU7JaJcMjq8clw2KTxxoji/5bbf97uccaI8NW8c8sqpdeR4s+m+vX5x+F0zuS6Gnl4+fdHBmZIyPfkJM5MjJHRuZCkZHNZlPd9HRZDZdkoaf5ui96Wvn4eTdHRubIyBwZ+YaczJGROXpa+XjnOCJKl/H9lRlbGOplhC232yObzRrqZYQ1MjJHRr4hJ3NkZI6MzIUiI1eRQ2semKWvv1gol8ulX3/9VUOGDFH2eb01adIk7+0efvhhzZ8/X7Pff0+ZmZkVvl+73e5XkQ839LTy8fNujozMkZFvyMkcGZkjI3NVndHxjrZ04ReKj49XXl4ePc1H9LTy8fNujozMkZE5MvINOZkjI3P0tNBjOI6giU2NV1yCLdTLCFv/O1UGykJG5sjIN+RkjozMkZG5UGTkKiyW1WbVoUOHdMUVV0iS6tevr1GjRikxMVGSdOjQIS1atEgdO3ZU69atq3R94YqeVj5+3s2RkTky8g05mSMjc2RkrqozOt7REhMTtX//fvXr108SPc0X9LTy8fNujozMkZE5MvINOZkjI3P0tNDjzzcAAAAQcTIyMjR16lQNHz5ce/bs0auvvuq9bs6cOXI4HLr22mtDuEIAAIDqqW7duvQ0AACAMERP+wPDcQAAAEScuLg49ezZU4MHD1ZmZqbmzp3rvW7mzJlKTU3Vn//85xCuEAAAoHqipwEAAIQnetofOK06AAAAIorFbWjs2LFq3769tm7dqo0bN6pVq1aSpJ9++kkbN27UgAEDVKNGjRCvFAAAoHpZsGCBVqxYodatW9PTAAAAwgg97X8YjiNoHIVOOTzHQr2MsGQYktvjls1qk8US6tWEJzIyR0a+ISdzZGQuEjOyWCTD4damJ/+jY7vyZLFI8Zl11GBQN7kLirX9xa/lPFAga5xdye0aqOFt3WWtUbEq6HZ7ZNiq9kREriKHpD9K+8cff6yEhAT17t1bo0aNkvTHX7lK0nXXXVel6wp39LSyReLPe1UjI3Nk5BtyMkdG5iIxo+rQ0453tLS0NP3www+aPXs2Pc1H9LSyReLPe1UjI3NkZI6MfENO5iIxI8Ph0ua/za+yjibR08KBxTAMI9SLQGQrLCxUTk6Obrv3dq3fuCHUywljhqQIeUYIGTIyR0a+ISdzZGQusjKy2mzKyMiQzS0ZFosshiGrS/JYJY/dIotbkuWPd11bPZLbbpERU5HjM+TxGLJaLarqnOrVydDieV8oNja2Su/XX4ZhKC8vT6mpqbL48V+Fx7tVixYtlJCQUKE10NN8FVk/76FBRubIyDfkZI6MzEVWRtWlp0VKR5PoaZElsn7eQ4OMzJGROTLyDTmZi6yMbDab6tbKkKxV0dEkepq5quhpvHMcQTO1Vw8ltMkK9TLCltvtka2K310XacjIHBn5hpzMkZG5SMqo0OnWoK9+1BcLvlZ8fLzy8vL066+/asiQIepz7p80adI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- "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Figure saved to: /home/erikserrano/Projects/buscar/notebooks/2.cfret-analysis/results/cfret-screen/signature_measurement_counts_by_treatment_grouped.png\n", - "\n", - "On signature measurement counts:\n", - "shape: (114, 4)\n", - "┌─────────────┬────────────────────┬─────────────┬────────────┐\n", - "│ treatment ┆ measurement ┆ compartment ┆ n_features │\n", - "│ --- ┆ --- ┆ --- ┆ --- │\n", - "│ str ┆ str ┆ str ┆ u32 │\n", - "╞═════════════╪════════════════════╪═════════════╪════════════╡\n", - "│ UCD-0001016 ┆ AreaShape ┆ Cells ┆ 21 │\n", - "│ UCD-0001016 ┆ AreaShape ┆ Cytoplasm ┆ 9 │\n", - "│ UCD-0001016 ┆ AreaShape ┆ Nuclei ┆ 27 │\n", - "│ UCD-0001016 ┆ Correlation ┆ Cells ┆ 16 │\n", - "│ UCD-0001016 ┆ Correlation ┆ Cytoplasm ┆ 13 │\n", - "│ … ┆ … ┆ … ┆ … │\n", - "│ UCD-0159283 ┆ RadialDistribution ┆ Cytoplasm ┆ 37 │\n", - "│ UCD-0159283 ┆ RadialDistribution ┆ Nuclei ┆ 39 │\n", - "│ UCD-0159283 ┆ Texture ┆ Cells ┆ 18 │\n", - "│ UCD-0159283 ┆ Texture ┆ Cytoplasm ┆ 31 │\n", - "│ UCD-0159283 ┆ Texture ┆ Nuclei ┆ 38 │\n", - "└─────────────┴────────────────────┴─────────────┴────────────┘\n", - "\n", - "Off signature measurement counts:\n", - "shape: (102, 4)\n", - "┌─────────────┬────────────────────┬─────────────┬────────────┐\n", - "│ treatment ┆ measurement ┆ compartment ┆ n_features │\n", - "│ --- ┆ --- ┆ --- ┆ --- │\n", - "│ str ┆ str ┆ str ┆ u32 │\n", - "╞═════════════╪════════════════════╪═════════════╪════════════╡\n", - "│ UCD-0001016 ┆ AreaShape ┆ Cells ┆ 7 │\n", - "│ UCD-0001016 ┆ AreaShape ┆ Cytoplasm ┆ 5 │\n", - "│ UCD-0001016 ┆ AreaShape ┆ Nuclei ┆ 9 │\n", - "│ UCD-0001016 ┆ Correlation ┆ Cells ┆ 2 │\n", - "│ UCD-0001016 ┆ Correlation ┆ Cytoplasm ┆ 3 │\n", - "│ … ┆ … ┆ … ┆ … │\n", - "│ UCD-0159283 ┆ RadialDistribution ┆ Cytoplasm ┆ 5 │\n", - "│ UCD-0159283 ┆ RadialDistribution ┆ Nuclei ┆ 10 │\n", - "│ UCD-0159283 ┆ Texture ┆ Cells ┆ 1 │\n", - "│ UCD-0159283 ┆ Texture ┆ Cytoplasm ┆ 2 │\n", - "│ UCD-0159283 ┆ Texture ┆ Nuclei ┆ 4 │\n", - "└─────────────┴────────────────────┴─────────────┴────────────┘\n" - ] - } - ], - "source": [ - "# Calculate counts per signature type, treatment, and measurement\n", - "on_measurement_counts = (\n", - " on_emd_scores.group_by([\"treatment\", \"measurement\", \"compartment\"])\n", - " .agg([pl.col(\"feature\").n_unique().alias(\"n_features\")])\n", - " .sort([\"treatment\", \"measurement\", \"compartment\"])\n", - ")\n", - "\n", - "off_measurement_counts = (\n", - " off_emd_scores.group_by([\"treatment\", \"measurement\", \"compartment\"])\n", - " .agg([pl.col(\"feature\").n_unique().alias(\"n_features\")])\n", - " .sort([\"treatment\", \"measurement\", \"compartment\"])\n", - ")\n", - "\n", - "# Prepare data for plotting\n", - "on_counts_df = on_measurement_counts.to_pandas()\n", - "off_counts_df = off_measurement_counts.to_pandas()\n", - "\n", - "# Define treatment order\n", - "treatment_order = [\n", - " \"UCD-0159283\",\n", - " \"UCD-0159257\",\n", - " \"UCD-0159258\",\n", - " \"UCD-0001016\",\n", - " \"UCD-0017999\",\n", - "] + lowest_ranked_compound\n", - "\n", - "# Define compartment colors and order\n", - "compartment_colors = {\"Cells\": \"#e74c3c\", \"Cytoplasm\": \"#2ecc71\", \"Nuclei\": \"#3498db\"}\n", - "compartment_order = [\"Cells\", \"Cytoplasm\", \"Nuclei\"]\n", - "\n", - "# Create publication-ready figure with HORIZONTAL layout (2 rows x 3 cols)\n", - "sns.set_style(\"whitegrid\")\n", - "sns.set_context(\"paper\", font_scale=1.0)\n", - "\n", - "fig, axes = plt.subplots(2, 3, figsize=(20, 12), sharey=True, sharex=True)\n", - "axes = axes.flatten()\n", - "\n", - "# Plot each treatment\n", - "for idx, treatment in enumerate(treatment_order):\n", - " ax = axes[idx]\n", - "\n", - " # Filter data for this treatment\n", - " on_treatment = on_counts_df[on_counts_df[\"treatment\"] == treatment]\n", - " off_treatment = off_counts_df[off_counts_df[\"treatment\"] == treatment]\n", - "\n", - " # Get all unique measurements for this treatment\n", - " measurements = sorted(\n", - " set(on_treatment[\"measurement\"].unique())\n", - " | set(off_treatment[\"measurement\"].unique())\n", - " )\n", - "\n", - " # Create separate data for On and Off signatures\n", - " y_pos_on = np.arange(len(measurements)) * 2 # Space for on signatures\n", - " y_pos_off = (\n", - " np.arange(len(measurements)) * 2 + 0.8\n", - " ) # Space for off signatures (offset)\n", - "\n", - " height = 0.25 # Height of each compartment bar\n", - "\n", - " # Plot ON signatures - grouped by compartment\n", - " for i, compartment in enumerate(compartment_order):\n", - " on_comp_counts = []\n", - " for measurement in measurements:\n", - " count = on_treatment[\n", - " (on_treatment[\"measurement\"] == measurement)\n", - " & (on_treatment[\"compartment\"] == compartment)\n", - " ][\"n_features\"].sum()\n", - " on_comp_counts.append(count)\n", - "\n", - " bars = ax.barh(\n", - " y_pos_on + (i - 1) * height,\n", - " on_comp_counts,\n", - " height=height,\n", - " label=f\"{compartment} (On)\" if idx == 0 else \"\",\n", - " color=compartment_colors[compartment],\n", - " edgecolor=\"black\",\n", - " linewidth=0.8,\n", - " alpha=0.8,\n", - " )\n", - "\n", - " # Add count labels\n", - " for bar, count in zip(bars, on_comp_counts):\n", - " if count > 0:\n", - " ax.text(\n", - " count,\n", - " bar.get_y() + bar.get_height() / 2.0,\n", - " f\"{int(count)}\",\n", - " ha=\"left\",\n", - " va=\"center\",\n", - " fontsize=7,\n", - " fontweight=\"bold\",\n", - " )\n", - "\n", - " # Plot OFF signatures - grouped by compartment\n", - " for i, compartment in enumerate(compartment_order):\n", - " off_comp_counts = []\n", - " for measurement in measurements:\n", - " count = off_treatment[\n", - " (off_treatment[\"measurement\"] == measurement)\n", - " & (off_treatment[\"compartment\"] == compartment)\n", - " ][\"n_features\"].sum()\n", - " off_comp_counts.append(count)\n", - "\n", - " bars = ax.barh(\n", - " y_pos_off + (i - 1) * height,\n", - " off_comp_counts,\n", - " height=height,\n", - " label=f\"{compartment} (Off)\" if idx == 0 else \"\",\n", - " color=compartment_colors[compartment],\n", - " edgecolor=\"black\",\n", - " linewidth=0.8,\n", - " alpha=0.4, # Lighter for off signatures\n", - " hatch=\"//\", # Pattern to distinguish from on\n", - " )\n", - "\n", - " # Add count labels\n", - " for bar, count in zip(bars, off_comp_counts):\n", - " if count > 0:\n", - " ax.text(\n", - " count,\n", - " bar.get_y() + bar.get_height() / 2.0,\n", - " f\"{int(count)}\",\n", - " ha=\"left\",\n", - " va=\"center\",\n", - " fontsize=7,\n", - " fontweight=\"bold\",\n", - " )\n", - "\n", - " # Set y-axis labels - show measurement names\n", - " y_ticks = (y_pos_on + y_pos_off) / 2 # Center between on and off\n", - " ax.set_yticks(y_ticks)\n", - " ax.set_yticklabels(measurements, fontsize=10)\n", - "\n", - " # Customize subplot\n", - " ax.set_xlabel(\"Number of features\", fontsize=11, fontweight=\"bold\")\n", - " ax.set_title(f\"{treatment}\", fontsize=13, fontweight=\"bold\", pad=10)\n", - " ax.grid(True, alpha=0.3, axis=\"x\")\n", - " ax.set_axisbelow(True)\n", - " ax.tick_params(axis=\"x\", labelsize=9)\n", - "\n", - " # Add legend only on first subplot\n", - " if idx == 0:\n", - " ax.legend(\n", - " loc=\"upper right\",\n", - " frameon=True,\n", - " shadow=True,\n", - " fontsize=8,\n", - " title=\"Compartment\",\n", - " title_fontsize=9,\n", - " ncol=2,\n", - " )\n", - "\n", - "# Overall title\n", - "fig.suptitle(\n", - " \"Measurement-specific feature counts in on vs off signatures per treatment\\n(Solid = On signatures, Hatched = Off signatures)\",\n", - " fontsize=16,\n", - " fontweight=\"bold\",\n", - " y=0.99,\n", - ")\n", - "\n", - "plt.tight_layout()\n", - "fig_path = cfret_screen_dir / \"signature_measurement_counts_by_treatment_grouped.png\"\n", - "plt.savefig(fig_path, dpi=600, bbox_inches=\"tight\")\n", - "plt.savefig(fig_path.with_suffix(\".pdf\"), bbox_inches=\"tight\")\n", - "plt.show()\n", - "\n", - "print(f\"Figure saved to: {fig_path}\")\n", - "print(\"\\nOn signature measurement counts:\")\n", - "print(on_measurement_counts)\n", - "print(\"\\nOff signature measurement counts:\")\n", - "print(off_measurement_counts)" - ] - }, - { - "cell_type": "code", - "execution_count": 36, - "id": "af94a9ff", - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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rVq1UvXp1HT16VJJ09OhRPfvss6pfv76qV6+ubt26ac2aNVbbiI2N1fvvv6/OnTurdu3aqlOnjvr376+DBw9aLXfq1Cm5uLioVq1a6eosVKiQPDw80k3/66+/1Lt3b9WsWVOhoaGaMWOG1fzk5GR98skn6tatmx544AHVqlVLPXv21JYtW7I8zubNm6tGjRp68skndfjw4XT7tee4gdthNpstr52dna3+K0k///xzntcEAADyF7JCxsdJVnB8ixYtkqenp0qVKqVOnToxxjgAALgt3IlhsKioKLVu3Vru7u7q1KmTvvnmG+3du1c1atSwWm7x4sVKSkrSY489Jnd3d/n4+OjIkSPq0aOHSpQooQEDBsjLy0srVqzQ0KFDFRkZqdatW0u6cQXXzz//rHbt2ikwMFAXL17UggUL9OSTT2r58uUqUaKEJCkgIEAmk0nff/+9unbtarP2K1euqH///mrdurXat2+vVatWaeLEiapUqZKaNWsm6cZVWd999506deqk7t27KyEhQQsXLlT//v313XffqXLlylbbXLp0qRISEtSzZ08lJSXpf//7n55++mlFRUWpWLFikmT3cWeX2WzWLX+3Rjo32ufGH/fv/VvBCxcurGrVqmnfvn2KiIjQtGnTdPz4ccv86OhomUwmq3XMZrPS0tJkMpm4XT4LtJNttJF9aCfbcqON/vu7DsjMjXMps0wmk6Xjn8/P7SErkBXuHmbL7wAXFxeVLFlSrq6uOnjwoJYvX66ff/5Zv/76q2rXrm10oYbhvMU+tJNttJF9aCfbcquNON+DPW7NCjc/M9n57DiZzZyKGWXfvn165JFHNHv2bDVu3Fhms1lhYWFq06aNXnvtNUk3/lDasmVLFSpUSKtXr1aRIkUs6/fp00f//POPFi1aZLld3Gw2q0ePHrp8+bJWrVol6cYVTq6urlZXkUdHR6t9+/YaPHiwhg4dKkm6ePGiOnfurEuXLik4OFj169dXvXr11KxZMxUuXNiq9t69e2vbtm16//339fDDD1v206JFC9WpU0effvqpJFk+mLfezh4XF6f27durWbNmGjdunNVxFihQQD/99JMlLO3du1fdu3dXnz599Morr2TruO2VmJioAwcOaJo2KUZx2VoX96bto+arqkrp+eef1+TJk7Vt2zZdv35dtWvX1okTJxQdHa2mTZvq448/NrpUAMgztWrVkouLi9FlwAGZTCbt3r1bGzZs0OXLl9WpU6d0z42qXLmyvLy8DKrw7kRWICvcTW6ePw8ZMkS+vr7y8fGRJG3evFkRERGSpC5duuj11183skwAwB1EXkBGbmaFjRs36sKFC2rfvr08PT2tlrEnK3AnhoFuXjHUoEEDSTcedNahQwctW7ZMo0aNsvqH36ZNG6tQEhsbqy1btujZZ59VfHy81XabNm2qyMhInTt3TiVKlLAKBSaTSXFxcfLy8lJQUJD+/PNPy7xixYrp+++/15QpU/Tzzz9r/vz5mj9/vtzc3DRkyBA988wzVj2zXl5e6tKli+W9u7u7qlevrtOnT1umubi4WI4jLS1NcXFxSktLU7Vq1az2fVOrVq0soUSSatSooZo1a2rDhg165ZVXsnXc2VXAw0NezoTrzJllMqXJxcVZ9/qdGK4urvIt7Ku2bduqbdu2lunXr19XQECAJKlu3brphlMwm82Ki4uTt7c3V3pkgXayjTayD+1kW260kclk0h9//JHhvBdeeEHR0dG3U2KOBQYGatKkSYbsGxnz9/eXk5OTatasaXk+QmJiYobD/cA2sgJZ4W7i6uKiggUK6qGHHrL6HNSqVUtjxozRP//8o4SEhAyHI8svOG+xD+1kG21kH9rJttxqo8zyAlkBtypRooRMJpOqV6+uQoUKScpeVqATwyAmk0nLly9XgwYNrP5B16hRQ7NmzdLmzZvVtGlTy/TAwECr9U+dOiWz2axPPvlEn3zySYb7+Oeff1SiRAmlpaVp7ty5+vrrr9MNgePr62u1jr+/v8aOHasxY8boxIkT+vXXXzVjxgx9+umn8vf3V/fu3S3LlixZMt0vOR8fHx06dMhq2pIlSzRr1iwdP35cKSkpmR6TJJUrVy7dtPLly2vFihXZPu7scnJyEt9rWbnRPvnly9/JyUl79uxRxYoVVbhwYZlMJo0aNUpXrlyRJPXo0SPdFQZms1nOzs5ycXHJN+2UE7STbbSRfWgn2+50G0VHR+v4xvUqXbhQrm87K2evxkuhYbe1jTVr1uirr77Svn37lJiYKH9/fzVt2lR9+/ZVUFCQXduIjIzUrFmzLGO9b926VU899ZQWLlyo6tWr31Z9d6Mb51JOVn+Y5mq8nCErkBXuPjf+/U+cOFE9e/ZU2bJlJUmrV6/WP//8I0kKCgrK178TOG+xD+1kG21kH9rJNrJC5sgKue92swKdGAbZsmWLLly4oOXLl2v58uXp5kdFRVkFkwIFCljNT0tLkyT169dPoaGhGe7j5onj1KlT9cknn+iRRx7Rc889Jx8fHzk7O2vcuHHKbDQxJycnBQUFKSgoyHLb+rJly6yCiT0ftO+//16jRo1Sq1atFB4erqJFi8rFxUXTpk2zugrLXtk5buB2zZo1SzNnzlSFChUUExOjixcvSpKGDx+u+vXrG1wdADiG0oULaWbHFnm6z/Dla29r/YkTJ2rGjBlq27at3n77bRUpUkSnTp3SokWL9Pzzz2vp0qW5UyiQQ2QFssLdaurUqXr11VdVpkwZFSxY0PKA+IIFC2r48OHGFgcAyHNkBeQWOjEMEhUVpaJFi+qNN95IN2/16tVavXq1xo4dm+n6ZcqUkSS5ubmpcePGWe5r1apVatCggWVM2Zvi4uLk5+dns9YyZcrI29tbFy5csLlsRvsuU6aMJk+ebNWre3Mc3P86efJkumknTpywDOGTneMGblf9+vW1bt06HTt2TGazWQ888ICGDBmi8PBwo0sDAOTQhg0bNGPGDD3zzDN67rnnLNPr1aunRx55ROvWrTOwOuAGsgJZ4W71yiuvaOHChdq/f7+OHTumcuXKqUmTJnr99dcVEhJidHkAAGSJrOC4nG0vgtx2/fp1/fTTTwoLC1O7du3S/fTq1UsJCQlauzbznsOiRYuqfv36WrBggc6fP59u/qVLlyyvXVxc0l1FtWLFCp07d85q2p49e5SYmJhuW3v37lVsbKzdt0vd6uYVWLfuf8+ePdq9e3eGy//8889Wde3du1d79uzRgw8+KCl7xw3crqeeekr79+9XQkKCEhMTtX37djowAOAuN2vWLBUrVkzPPPNMhvObN28u6ca5y8yZM9W2bVtVq1ZNLVu21Jdffpnt/S1cuFAdO3ZUjRo11KBBA/Xo0UN79+69nUPAPY6sQFa4mw0cOFCrV6/W2bNndf36dR0/flzz5s2jAwMAcFcgKzgu7sQwwNq1a5WQkKAWLTK+napWrVoqUqSIli1bpho1amS6nTfffFM9e/ZU586d9dhjj6lMmTK6ePGidu/erZiYGC1btkySFBYWpilTpuiVV15R7dq1dfjwYUVFRVmuVLrp+++/V1RUlFq1aqVq1arJzc1NR48e1aJFi+Th4aHBgwdn+1jDwsL0008/aejQoQoLC1N0dLTmz5+vChUqZBiCypYtqx49eqhHjx5KTk7W3Llz5evrq/79+2f7uAEAAG6VmpqqnTt3qk2bNpYHT2fm3Xff1XfffafBgwerZs2a2rlzpyZOnCgPDw/16NHDrv39/vvveu2119SvXz81a9ZM169f1969e3X16tXcOBzco8gKZAUAAJD3yAqOjU4MAyxbtkweHh5q0qRJhvOdnZ0VFhamqKgoxcbGZrqdChUqaNGiRZo8ebKWLFmi2NhYFSlSRFWqVNHQoUMtyw0ePFjXrl1TVFSUfvzxR1WpUkXTpk3Thx9+aLW9xx9/XAUKFNCWLVu0du1axcfHy8/PT02aNNGgQYNUpUqVbB9rt27ddPHiRS1YsEC//vqrKlSooAkTJmjlypXatm1buuUffvhhOTs7a86cOfrnn39Uo0YNvf766/L398/2cQMAANwqNjZWycnJKl26dJbLnTp1SvPmzdPYsWP1+OOPS5IaN26s69eva8qUKXr88cfl7Gz7hua9e/fK19dXL7/8smVaWFjYbR0D7n1kBbICAADIe2QFx0YnhgGmTp1qc5n33ntP7733niTp0KFDmS5XpkwZvf/++1luy93dXS+//LLVPwpJ+t///mf1PiQkRC+99JLN2jJa96bx48dbvXdyctKgQYM0aNAgq+lZ/aPs27ev+vbtm+X+7TluAACAjNw69n5GfvvtN0lSmzZtlJqaapneuHFjzZgxQ3///bdlDP6sVKlSRbGxsRo1apQ6d+6sOnXqyNPT8/aKxz2PrEBWAAAAxiErOCY6MQAAAJAv+Pr6ysPDQ2fPns1yucuXL8tsNqthw4YZzrc3mDRq1EgffPCB5s6dq/DwcHl4eKht27Z69dVX5evrm5NDAAAAAHAHkBUcG50YAAAAyBdcXV1Vp04dbdmyRampqXJ1zfhU2MfHR05OTvr6668zHA83Ow8w7tKli7p06aJLly5pzZo1eu+99+Tq6qpx48bl+DgAAAAA5C6ygmOjEwP41+a3v9Nf0ceNLgMOIPlivDYn/KPHHnss2+umpKTYfAAUaCd73E4bBQYGatKkSblcEXBv6Nu3rwYOHKipU6dq2LBh6eZv2LBBjRo1knRjXNzMHq6cXUWKFFH37t31yy+/6NixY7myTQB5h6yQteSL8dp29YJlbPC8wjkPACA3kRUcF50YcAiBgYFZjuebFzwOX5TnkRhDa3B0ZpnlpKzHBrwXeEpyd3VR0u7t2V7XbDYrzcb4iaCd7JHTNjp7NV4KDcv9goBMnL0ar/Dla/N8n/Zf32StWbNm6t+/vyIjI/XXX3+pY8eO8vPzU3R0tBYtWqSrV69q6dKl6tWrl1566SWFh4erZs2aSklJ0YkTJ7R161Z99tl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- "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# Calculate counts per signature type and measurement (aggregating across all treatments)\n", - "on_measurement_counts = (\n", - " on_emd_scores.group_by([\"measurement\", \"compartment\"])\n", - " .agg([pl.col(\"feature\").n_unique().alias(\"n_features\")])\n", - " .sort([\"measurement\", \"compartment\"])\n", - ")\n", - "\n", - "off_measurement_counts = (\n", - " off_emd_scores.group_by([\"measurement\", \"compartment\"])\n", - " .agg([pl.col(\"feature\").n_unique().alias(\"n_features\")])\n", - " .sort([\"measurement\", \"compartment\"])\n", - ")\n", - "\n", - "# Prepare data for plotting\n", - "on_counts_df = on_measurement_counts.to_pandas()\n", - "off_counts_df = off_measurement_counts.to_pandas()\n", - "\n", - "# Define compartment colors and order\n", - "compartment_colors = {\"Cells\": \"#e74c3c\", \"Cytoplasm\": \"#2ecc71\", \"Nuclei\": \"#3498db\"}\n", - "compartment_order = [\"Cells\", \"Cytoplasm\", \"Nuclei\"]\n", - "\n", - "# Create publication-ready figure with 2 subplots\n", - "sns.set_style(\"whitegrid\")\n", - "sns.set_context(\"paper\", font_scale=1.2)\n", - "\n", - "fig, (ax1, ax2) = plt.subplots(1, 2, figsize=(16, 10), sharex=True)\n", - "\n", - "# Get all unique measurements\n", - "all_measurements = sorted(\n", - " set(on_counts_df[\"measurement\"].unique())\n", - " | set(off_counts_df[\"measurement\"].unique())\n", - ")\n", - "\n", - "# Height of bars and positions\n", - "y_pos = np.arange(len(all_measurements))\n", - "height = 0.25\n", - "\n", - "# Plot 1: ON signatures (horizontal bars)\n", - "for i, compartment in enumerate(compartment_order):\n", - " on_comp_counts = []\n", - " for measurement in all_measurements:\n", - " count = on_counts_df[\n", - " (on_counts_df[\"measurement\"] == measurement)\n", - " & (on_counts_df[\"compartment\"] == compartment)\n", - " ][\"n_features\"].sum()\n", - " on_comp_counts.append(count)\n", - "\n", - " bars = ax1.barh(\n", - " y_pos + (i - 1) * height,\n", - " on_comp_counts,\n", - " height,\n", - " label=compartment,\n", - " color=compartment_colors[compartment],\n", - " edgecolor=\"black\",\n", - " linewidth=1.2,\n", - " alpha=0.8,\n", - " )\n", - "\n", - " # Add count labels\n", - " for bar, count in zip(bars, on_comp_counts):\n", - " if count > 0:\n", - " ax1.text(\n", - " count,\n", - " bar.get_y() + bar.get_height() / 2.0,\n", - " f\"{int(count)}\",\n", - " ha=\"left\",\n", - " va=\"center\",\n", - " fontsize=10,\n", - " fontweight=\"bold\",\n", - " color=\"black\",\n", - " )\n", - "\n", - "# Plot 2: OFF signatures (horizontal bars)\n", - "for i, compartment in enumerate(compartment_order):\n", - " off_comp_counts = []\n", - " for measurement in all_measurements:\n", - " count = off_counts_df[\n", - " (off_counts_df[\"measurement\"] == measurement)\n", - " & (off_counts_df[\"compartment\"] == compartment)\n", - " ][\"n_features\"].sum()\n", - " off_comp_counts.append(count)\n", - "\n", - " bars = ax2.barh(\n", - " y_pos + (i - 1) * height,\n", - " off_comp_counts,\n", - " height,\n", - " label=compartment,\n", - " color=compartment_colors[compartment],\n", - " edgecolor=\"black\",\n", - " linewidth=1.2,\n", - " alpha=0.8,\n", - " )\n", - "\n", - " # Add count labels\n", - " for bar, count in zip(bars, off_comp_counts):\n", - " if count > 0:\n", - " ax2.text(\n", - " count,\n", - " bar.get_y() + bar.get_height() / 2.0,\n", - " f\"{int(count)}\",\n", - " ha=\"left\",\n", - " va=\"center\",\n", - " fontsize=10,\n", - " fontweight=\"bold\",\n", - " color=\"black\",\n", - " )\n", - "\n", - "# Customize subplot 1 (ON signatures)\n", - "ax1.set_yticks(y_pos)\n", - "ax1.set_yticklabels(all_measurements, fontsize=12)\n", - "ax1.set_xlabel(\"Number of features\", fontsize=14, fontweight=\"bold\")\n", - "ax1.set_ylabel(\"Measurement type\", fontsize=14, fontweight=\"bold\")\n", - "ax1.set_title(\"On morphology signatures\", fontsize=16, fontweight=\"bold\", pad=15)\n", - "ax1.legend(\n", - " title=\"Compartment\",\n", - " loc=\"lower right\",\n", - " frameon=True,\n", - " shadow=True,\n", - " fontsize=11,\n", - " title_fontsize=12,\n", - ")\n", - "ax1.grid(True, alpha=0.3, axis=\"x\")\n", - "ax1.set_axisbelow(True)\n", - "\n", - "# Customize subplot 2 (OFF signatures)\n", - "ax2.set_yticks(y_pos)\n", - "ax2.set_yticklabels(all_measurements, fontsize=12)\n", - "ax2.set_xlabel(\"Number of features\", fontsize=14, fontweight=\"bold\")\n", - "ax2.set_title(\"Off morphology signatures\", fontsize=16, fontweight=\"bold\", pad=15)\n", - "ax2.legend(\n", - " title=\"Compartment\",\n", - " loc=\"lower right\",\n", - " frameon=True,\n", - " shadow=True,\n", - " fontsize=11,\n", - " title_fontsize=12,\n", - ")\n", - "ax2.grid(True, alpha=0.3, axis=\"x\")\n", - "ax2.set_axisbelow(True)\n", - "\n", - "# Overall title\n", - "fig.suptitle(\n", - " \"Measurement-specific feature counts in morphological signatures\",\n", - " fontsize=18,\n", - " fontweight=\"bold\",\n", - " y=0.98,\n", - ")\n", - "\n", - "plt.tight_layout()\n", - "fig_path = cfret_screen_dir / \"signature_measurement_counts_on_off.png\"\n", - "plt.savefig(fig_path, dpi=600, bbox_inches=\"tight\")\n", - "plt.savefig(fig_path.with_suffix(\".pdf\"), bbox_inches=\"tight\")\n", - "plt.show()" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "66383855", - "metadata": {}, - "outputs": [], - "source": [] - } - ], - "metadata": { - "kernelspec": { - "display_name": "buscar", - "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": "3.12.11" - } - }, - "nbformat": 4, - "nbformat_minor": 5 -} From 8bca6da3e1be958c638af401cb0e91a71b5d0f27 Mon Sep 17 00:00:00 2001 From: Erik Serrano Date: Mon, 24 Nov 2025 13:24:23 -0700 Subject: [PATCH 09/15] updated git ignore --- .gitignore | 3 +++ 1 file changed, 3 insertions(+) diff --git a/.gitignore b/.gitignore index 4e4a379..0c263c9 100644 --- a/.gitignore +++ b/.gitignore @@ -173,3 +173,6 @@ results/ # remove background jobs *nohup.out + +# remove log +*.log From 95992e9e4ae2d7bca9ba840428456d1f0085094e Mon Sep 17 00:00:00 2001 From: Erik Serrano Date: Mon, 24 Nov 2025 13:25:56 -0700 Subject: [PATCH 10/15] removed log files --- .gitignore | 2 +- .../logs/cfret_moa_ap_score.tsv | 45 ------------------- 2 files changed, 1 insertion(+), 46 deletions(-) delete mode 100644 notebooks/2.cfret-analysis/logs/cfret_moa_ap_score.tsv diff --git a/.gitignore b/.gitignore index 0c263c9..e55e9bf 100644 --- a/.gitignore +++ b/.gitignore @@ -175,4 +175,4 @@ results/ *nohup.out # remove log -*.log +*.logs diff --git a/notebooks/2.cfret-analysis/logs/cfret_moa_ap_score.tsv b/notebooks/2.cfret-analysis/logs/cfret_moa_ap_score.tsv deleted file mode 100644 index 5347691..0000000 --- a/notebooks/2.cfret-analysis/logs/cfret_moa_ap_score.tsv +++ /dev/null @@ -1,45 +0,0 @@ -pathway compound_id score -Others UCD-0159269 0.287212 -Others UCD-0001915 0.319652 -Others UCD-0159279 0.361912 -Others UCD-0159271 0.372589 -Others UCD-0159274 0.315057 -Others UCD-0159280 0.292997 -Others UCD-0159263 0.270287 -Others UCD-0001844 0.451599 -Others UCD-0159262 0.398510 -Others UCD-0001835 0.363487 -Others UCD-0159286 0.293436 -Others UCD-0159270 0.284690 -Others UCD-0001775 0.264537 -Others UCD-0159275 0.287860 -Others UCD-0159293 0.302403 -Others UCD-0159273 0.279514 -Others UCD-0159261 0.312391 -Apoptosis UCD-0159256 0.000000 -Neuronal Signaling UCD-0000450 0.615448 -Neuronal Signaling UCD-0018207 0.512963 -Neuronal Signaling UCD-0159265 0.573232 -Neuronal Signaling UCD-0001842 0.495370 -Neuronal Signaling UCD-0001016 0.395339 -Neuronal Signaling UCD-0001024 0.408333 -Neuronal Signaling UCD-0001014 0.453276 -Epigenetics UCD-0001921 0.000000 -MAPK UCD-0001808 0.046537 -MAPK UCD-0001804 0.042487 -MAPK UCD-0018179 0.051136 -Metabolism UCD-0159289 0.000000 -Angiogenesis UCD-0018131 0.039435 -Angiogenesis UCD-0001766 0.051957 -Angiogenesis UCD-0159258 0.041051 -PI3K/Akt/mTOR UCD-0001829 0.043478 -PI3K/Akt/mTOR UCD-0159259 0.333333 -Stem Cells & Wnt UCD-0159284 0.000000 -Endocrinology & Hormones UCD-0001801 0.136356 -Endocrinology & Hormones UCD-0001613 0.141636 -Endocrinology & Hormones UCD-0159283 0.178221 -Endocrinology & Hormones UCD-0001040 0.274405 -Endocrinology & Hormones UCD-0017999 0.118994 -DNA Damage UCD-0001810 0.133929 -DNA Damage UCD-0159285 0.137037 -DNA Damage UCD-0159257 0.205128 From cfef755ea1897610c869809dd46038313d8c0c5f Mon Sep 17 00:00:00 2001 From: Erik Serrano Date: Mon, 24 Nov 2025 13:32:18 -0700 Subject: [PATCH 11/15] cleaned --- .gitignore | 2 +- notebooks/2.cfret-analysis/nohup.out | 400 --------------------------- output.png | Bin 641411 -> 0 bytes 3 files changed, 1 insertion(+), 401 deletions(-) delete mode 100644 notebooks/2.cfret-analysis/nohup.out delete mode 100644 output.png diff --git a/.gitignore b/.gitignore index e55e9bf..bf2ce7c 100644 --- a/.gitignore +++ b/.gitignore @@ -172,7 +172,7 @@ _* results/ # remove background jobs -*nohup.out +nohup.out # remove log *.logs diff --git a/notebooks/2.cfret-analysis/nohup.out b/notebooks/2.cfret-analysis/nohup.out deleted file mode 100644 index f49cf15..0000000 --- a/notebooks/2.cfret-analysis/nohup.out +++ /dev/null @@ -1,400 +0,0 @@ -Traceback (most recent call last): - File "/home/erikserrano/Projects/buscar/notebooks/2.cfret-analysis/./nbconverted/4.CFReT-moa-analysis.py", line 11, in - import numpy as np -ModuleNotFoundError: No module named 'numpy' -Traceback (most recent call last): - File "/home/erikserrano/Projects/buscar/notebooks/2.cfret-analysis/./nbconverted/4.CFReT-moa-analysis.py", line 11, in - import numpy as np -ModuleNotFoundError: No module named 'numpy' -/home/erikserrano/Software/miniconda3/envs/buscar/lib/python3.12/site-packages/scanpy/_utils/__init__.py:33: FutureWarning: `__version__` is deprecated, use `importlib.metadata.version('anndata')` instead. - from anndata import __version__ as anndata_version -/home/erikserrano/Software/miniconda3/envs/buscar/lib/python3.12/site-packages/scanpy/__init__.py:24: FutureWarning: `__version__` is deprecated, use `importlib.metadata.version('anndata')` instead. - if Version(anndata.__version__) >= Version("0.11.0rc2"): -/home/erikserrano/Software/miniconda3/envs/buscar/lib/python3.12/site-packages/scanpy/readwrite.py:16: FutureWarning: `__version__` is deprecated, use `importlib.metadata.version('anndata')` instead. - if Version(anndata.__version__) >= Version("0.11.0rc2"): -/home/erikserrano/Software/miniconda3/envs/buscar/lib/python3.12/site-packages/louvain/__init__.py:54: UserWarning: pkg_resources is deprecated as an API. See https://setuptools.pypa.io/en/latest/pkg_resources.html. The pkg_resources package is slated for removal as early as 2025-11-30. Refrain from using this package or pin to Setuptools<81. - from pkg_resources import get_distribution, DistributionNotFound -Pathway: Others Number of treatments: 17 - -Processing treatment 1/17: UCD-0159269 - Creating signatures... - Measuring phenotypic activity... - Merging pathway information... - Calculating average precision... - AP Score: 0.287 - -Processing treatment 2/17: UCD-0001915 - Creating signatures... - Measuring phenotypic activity... - Merging pathway information... - Calculating average precision... - AP Score: 0.320 - -Processing treatment 3/17: UCD-0159279 - Creating signatures... - Measuring phenotypic activity... - Merging pathway information... - Calculating average precision... - AP Score: 0.362 - -Processing treatment 4/17: UCD-0159271 - Creating signatures... - Measuring phenotypic activity... - Merging pathway information... - Calculating average precision... - AP Score: 0.373 - -Processing treatment 5/17: UCD-0159274 - Creating signatures... - Measuring phenotypic activity... - Merging pathway information... - Calculating average precision... - AP Score: 0.315 - -Processing treatment 6/17: UCD-0159280 - Creating signatures... - Measuring phenotypic activity... - Merging pathway information... - Calculating average precision... - AP Score: 0.293 - -Processing treatment 7/17: UCD-0159263 - Creating signatures... - Measuring phenotypic activity... - Merging pathway information... - Calculating average precision... - AP Score: 0.270 - -Processing treatment 8/17: UCD-0001844 - Creating signatures... - Measuring phenotypic activity... - Merging pathway information... - Calculating average precision... - AP Score: 0.452 - -Processing treatment 9/17: UCD-0159262 - Creating signatures... - Measuring phenotypic activity... - Merging pathway information... - Calculating average precision... - AP Score: 0.399 - -Processing treatment 10/17: UCD-0001835 - Creating signatures... - Measuring phenotypic activity... - Merging pathway information... - Calculating average precision... - AP Score: 0.363 - -Processing treatment 11/17: UCD-0159286 - Creating signatures... - Measuring phenotypic activity... - Merging pathway information... - Calculating average precision... - AP Score: 0.293 - -Processing treatment 12/17: UCD-0159270 - Creating signatures... - Measuring phenotypic activity... - Merging pathway information... - Calculating average precision... - AP Score: 0.285 - -Processing treatment 13/17: UCD-0001775 - Creating signatures... - Measuring phenotypic activity... - Merging pathway information... - Calculating average precision... - AP Score: 0.265 - -Processing treatment 14/17: UCD-0159275 - Creating signatures... - Measuring phenotypic activity... - Merging pathway information... - Calculating average precision... - AP Score: 0.288 - -Processing treatment 15/17: UCD-0159293 - Creating signatures... - Measuring phenotypic activity... - Merging pathway information... - Calculating average precision... - AP Score: 0.302 - -Processing treatment 16/17: UCD-0159273 - Creating signatures... - Measuring phenotypic activity... - Merging pathway information... - Calculating average precision... - AP Score: 0.280 - -Processing treatment 17/17: UCD-0159261 - Creating signatures... - Measuring phenotypic activity... - Merging pathway information... - Calculating average precision... - AP Score: 0.312 - -====================================================================== -Pathway 'Others' Mean AP: 0.321 -====================================================================== - -Pathway: Apoptosis Number of treatments: 1 - -Processing treatment 1/1: UCD-0159256 - Creating signatures... - Measuring phenotypic activity... - Merging pathway information... - Calculating average precision... - AP Score: 0.000 - -====================================================================== -Pathway 'Apoptosis' Mean AP: 0.000 -====================================================================== - -Pathway: Neuronal Signaling Number of treatments: 7 - -Processing treatment 1/7: UCD-0000450 - Creating signatures... - Measuring phenotypic activity... - Merging pathway information... - Calculating average precision... - AP Score: 0.615 - -Processing treatment 2/7: UCD-0018207 - Creating signatures... - Measuring phenotypic activity... - Merging pathway information... - Calculating average precision... - AP Score: 0.513 - -Processing treatment 3/7: UCD-0159265 - Creating signatures... - Measuring phenotypic activity... - Merging pathway information... - Calculating average precision... - AP Score: 0.573 - -Processing treatment 4/7: UCD-0001842 - Creating signatures... - Measuring phenotypic activity... - Merging pathway information... - Calculating average precision... - AP Score: 0.495 - -Processing treatment 5/7: UCD-0001016 - Creating signatures... - Measuring phenotypic activity... - Merging pathway information... - Calculating average precision... - AP Score: 0.395 - -Processing treatment 6/7: UCD-0001024 - Creating signatures... - Measuring phenotypic activity... - Merging pathway information... - Calculating average precision... - AP Score: 0.408 - -Processing treatment 7/7: UCD-0001014 - Creating signatures... - Measuring phenotypic activity... - Merging pathway information... - Calculating average precision... - AP Score: 0.453 - -====================================================================== -Pathway 'Neuronal Signaling' Mean AP: 0.493 -====================================================================== - -Pathway: Epigenetics Number of treatments: 1 - -Processing treatment 1/1: UCD-0001921 - Creating signatures... - Measuring phenotypic activity... - Merging pathway information... - Calculating average precision... - AP Score: 0.000 - -====================================================================== -Pathway 'Epigenetics' Mean AP: 0.000 -====================================================================== - -Pathway: MAPK Number of treatments: 3 - -Processing treatment 1/3: UCD-0001808 - Creating signatures... - Measuring phenotypic activity... - Merging pathway information... - Calculating average precision... - AP Score: 0.047 - -Processing treatment 2/3: UCD-0001804 - Creating signatures... - Measuring phenotypic activity... - Merging pathway information... - Calculating average precision... - AP Score: 0.042 - -Processing treatment 3/3: UCD-0018179 - Creating signatures... - Measuring phenotypic activity... - Merging pathway information... - Calculating average precision... - AP Score: 0.051 - -====================================================================== -Pathway 'MAPK' Mean AP: 0.047 -====================================================================== - -Pathway: Metabolism Number of treatments: 1 - -Processing treatment 1/1: UCD-0159289 - Creating signatures... - Measuring phenotypic activity... - Merging pathway information... - Calculating average precision... - AP Score: 0.000 - -====================================================================== -Pathway 'Metabolism' Mean AP: 0.000 -====================================================================== - -Pathway: Angiogenesis Number of treatments: 3 - -Processing treatment 1/3: UCD-0018131 - Creating signatures... - Measuring phenotypic activity... - Merging pathway information... - Calculating average precision... - AP Score: 0.039 - -Processing treatment 2/3: UCD-0001766 - Creating signatures... - Measuring phenotypic activity... - Merging pathway information... - Calculating average precision... - AP Score: 0.052 - -Processing treatment 3/3: UCD-0159258 - Creating signatures... - Measuring phenotypic activity... - Merging pathway information... - Calculating average precision... - AP Score: 0.041 - -====================================================================== -Pathway 'Angiogenesis' Mean AP: 0.044 -====================================================================== - -Pathway: PI3K/Akt/mTOR Number of treatments: 2 - -Processing treatment 1/2: UCD-0001829 - Creating signatures... - Measuring phenotypic activity... - Merging pathway information... - Calculating average precision... - AP Score: 0.043 - -Processing treatment 2/2: UCD-0159259 - Creating signatures... - Measuring phenotypic activity... - Merging pathway information... - Calculating average precision... - AP Score: 0.333 - -====================================================================== -Pathway 'PI3K/Akt/mTOR' Mean AP: 0.188 -====================================================================== - -Pathway: Stem Cells & Wnt Number of treatments: 1 - -Processing treatment 1/1: UCD-0159284 - Creating signatures... - Measuring phenotypic activity... - Merging pathway information... - Calculating average precision... - AP Score: 0.000 - -====================================================================== -Pathway 'Stem Cells & Wnt' Mean AP: 0.000 -====================================================================== - -Pathway: Endocrinology & Hormones Number of treatments: 5 - -Processing treatment 1/5: UCD-0001801 - Creating signatures... - Measuring phenotypic activity... - Merging pathway information... - Calculating average precision... - AP Score: 0.136 - -Processing treatment 2/5: UCD-0001613 - Creating signatures... - Measuring phenotypic activity... - Merging pathway information... - Calculating average precision... - AP Score: 0.142 - -Processing treatment 3/5: UCD-0159283 - Creating signatures... - Measuring phenotypic activity... - Merging pathway information... - Calculating average precision... - AP Score: 0.178 - -Processing treatment 4/5: UCD-0001040 - Creating signatures... - Measuring phenotypic activity... - Merging pathway information... - Calculating average precision... - AP Score: 0.274 - -Processing treatment 5/5: UCD-0017999 - Creating signatures... - Measuring phenotypic activity... - Merging pathway information... - Calculating average precision... - AP Score: 0.119 - -====================================================================== -Pathway 'Endocrinology & Hormones' Mean AP: 0.170 -====================================================================== - -Pathway: DNA Damage Number of treatments: 3 - -Processing treatment 1/3: UCD-0001810 - Creating signatures... - Measuring phenotypic activity... - Merging pathway information... - Calculating average precision... - AP Score: 0.134 - -Processing treatment 2/3: UCD-0159285 - Creating signatures... - Measuring phenotypic activity... - Merging pathway information... - Calculating average precision... - AP Score: 0.137 - -Processing treatment 3/3: UCD-0159257 - Creating signatures... - Measuring phenotypic activity... - Merging pathway information... - Calculating average precision... - AP Score: 0.205 - -====================================================================== -Pathway 'DNA Damage' Mean AP: 0.159 -====================================================================== - -Traceback (most recent call last): - File "/home/erikserrano/Projects/buscar/notebooks/2.cfret-analysis/./nbconverted/4.CFReT-moa-analysis.py", line 187, in - moa_results_path = (result_dir / "cfret_moa_pathway_ap_scores.json").resolve(strict=True) - ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^ - 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zk_(!daT%rX#voWuA6$Qf+(7#@t}UZfnSw@IG<~6^i7r-+F3>2&ljC9T1H%)|RrEpW zbf=_mqaX3}+4}p)>_%Vy?Azof{Q27 Date: Mon, 24 Nov 2025 13:33:25 -0700 Subject: [PATCH 12/15] nbconverted --- .../nbconverted/1.download-data.py | 3 +++ .../nbconverted/2.preprocessing.py | 22 ++++++++++++------- 2 files changed, 17 insertions(+), 8 deletions(-) diff --git a/notebooks/0.download-data/nbconverted/1.download-data.py b/notebooks/0.download-data/nbconverted/1.download-data.py index 9d4e14e..2993c9e 100644 --- a/notebooks/0.download-data/nbconverted/1.download-data.py +++ b/notebooks/0.download-data/nbconverted/1.download-data.py @@ -283,3 +283,6 @@ def download_compressed_file( source_url=cfret_source, output_path=output_path, ) + + +# In[ ]: diff --git a/notebooks/0.download-data/nbconverted/2.preprocessing.py b/notebooks/0.download-data/nbconverted/2.preprocessing.py index bb385e8..2ad2287 100644 --- a/notebooks/0.download-data/nbconverted/2.preprocessing.py +++ b/notebooks/0.download-data/nbconverted/2.preprocessing.py @@ -15,7 +15,7 @@ # # These preprocessing steps ensure that all datasets are standardized, well-documented, and ready for comparative and integrative analyses. -# In[1]: +# In[2]: import json @@ -31,7 +31,7 @@ # # Contains helper function that pertains to this notebook. -# In[2]: +# In[3]: def load_and_concat_profiles( @@ -269,7 +269,8 @@ def find_shared_features_across_parquets( # seting cfret-screen profiles paths cfret_screen_profiles_paths = [ - path.resolve(strict=True) for path in cfret_screen_profiles_path.glob("*.parquet") + path.resolve(strict=True) + for path in cfret_screen_profiles_path.glob("*_sc_feature_selected.parquet") ] # output directories @@ -338,10 +339,8 @@ def find_shared_features_across_parquets( # Saving metadata and features of the concat profile into a json file meta_features_dict = { - "concat-profiles": { - "meta-features": meta_cols, - "shared-features": features_cols, - } + "metadata-features": meta_cols, + "morphology-features": features_cols, } with open(cpjump1_output_dir / "concat_profiles_meta_features.json", "w") as f: json.dump(meta_features_dict, f, indent=4) @@ -561,13 +560,17 @@ def find_shared_features_across_parquets( # 2. **Profile concatenation**: Merge all plate profiles into a single comprehensive dataframe using the shared feature set # 3. **Unique cell identification**: Add `Metadata_cell_id` column with unique hash values to enable precise single-cell tracking -# In[ ]: +# In[10]: # find shared features across cfret-screen profiles and load and concat them cfret_screen_shared_features = find_shared_features_across_parquets( cfret_screen_profiles_paths ) +print( + "total shared features in cfret-screen profiles:", len(cfret_screen_shared_features) +) + cfret_screen_concat_profiles = load_and_concat_profiles( profile_dir=cfret_screen_profiles_path, shared_features=cfret_screen_shared_features, @@ -600,6 +603,9 @@ def find_shared_features_across_parquets( indent=4, ) +# add cell id hash +cfret_screen_concat_profiles = add_cell_id_hash(cfret_screen_concat_profiles) + # save concatenated cfret-screen profiles cfret_screen_concat_profiles.write_parquet( cfret_screen_profiles_path / "cfret_screen_concat_profiles.parquet" From 2ef45ad437d07c4c15253b0c9318a514e7c0e701 Mon Sep 17 00:00:00 2001 From: Erik Serrano Date: Mon, 24 Nov 2025 13:36:10 -0700 Subject: [PATCH 13/15] removed misplaced files --- .../nbconverted/2.cfret_screen_analysis.py | 288 ------------------ .../nbconverted/4.CFReT-moa-analysis.py | 200 ------------ 2 files changed, 488 deletions(-) delete mode 100644 notebooks/2.cfret-analysis/nbconverted/2.cfret_screen_analysis.py delete mode 100644 notebooks/2.cfret-analysis/nbconverted/4.CFReT-moa-analysis.py diff --git a/notebooks/2.cfret-analysis/nbconverted/2.cfret_screen_analysis.py b/notebooks/2.cfret-analysis/nbconverted/2.cfret_screen_analysis.py deleted file mode 100644 index 7bf1d4e..0000000 --- a/notebooks/2.cfret-analysis/nbconverted/2.cfret_screen_analysis.py +++ /dev/null @@ -1,288 +0,0 @@ -#!/usr/bin/env python - -# # CFReT-Screen analysis -# -# In this notebook, we will be applying `buscar` to the CFReT initial screen. -# -# The resource for this dataset can be found [here](https://github.com/WayScience/targeted_fibrosis_drug_screen/tree/main/3.preprocessing_features) -# - -# In[ ]: - - -import json -import pathlib -import sys - -import matplotlib.pyplot as plt -import numpy as np -import polars as pl -import seaborn as sns - -sys.path.append("../../") -# from utils.metrics import measure_phenotypic_activity -from utils.data_utils import split_meta_and_features -from utils.heterogeneity import optimized_clustering -from utils.identify_hits import identify_compound_hit -from utils.io_utils import load_profiles -from utils.metrics import measure_phenotypic_activity -from utils.signatures import get_signatures - -# In[ ]: - - -# setting parameters -treatment_col = "Metadata_treatment" -treatment_heart_col = "Metadata_treatment_and_heart" - -# parameters used for clustering optimization -cfret_cluster_param_grid = { - # Clustering resolution: how granular the clusters should be - "cluster_resolution": {"type": "float", "low": 0.1, "high": 2.5}, - # Number of neighbors for graph construction - "n_neighbors": {"type": "int", "low": 10, "high": 100}, - # Clustering algorithm - "cluster_method": {"type": "categorical", "choices": ["leiden", "louvain"]}, - # Distance metric for neighbor computation - "neighbor_distance_metric": { - "type": "categorical", - "choices": ["euclidean", "cosine", "manhattan"], - }, - # Dimensionality reduction approach - "dim_reduction": {"type": "categorical", "choices": ["PCA", "raw"]}, -} - - -# setting paths - -# In[ ]: - - -# load in raw data from -cfret_data_dir = pathlib.Path( - "../0.download-data/data/sc-profiles/cfret-screen" -).resolve(strict=True) -cfret_profiles_path = (cfret_data_dir / "cfret_screen_concat_profiles.parquet").resolve( - strict=True -) - -# make results dir -results_dir = pathlib.Path("./results/cfret-screen").resolve() -results_dir.mkdir(parents=True, exist_ok=True) - - -# In[ ]: - - -# loading profiles -cfret_df = load_profiles(cfret_profiles_path) -cfret_screen_meta, cfret_screen_feats = split_meta_and_features(cfret_df) - -# updating the treatment name to reflect the heart source for DMSO in healthy cells -# this is our reference for healthy cells when measuring phenotypic activity -cfret_df = cfret_df.with_columns( - pl.when( - (pl.col("Metadata_treatment") == "DMSO") - & (pl.col("Metadata_cell_type") == "healthy") - ) - .then(pl.lit("DMSO_heart_11")) - .otherwise(pl.col("Metadata_treatment")) - .alias("Metadata_treatment") -) - -# Display data -cfret_df.head() - - -# ## Preprocessing - -# Filtering Treatments with Low Cell Counts: -# -# Treatments with low cell counts were removed from the analysis. This reduction in cell numbers is typically caused by cellular toxicity, which leads to cell death and consequently results in insufficient cell representation for downstream analysis. -# -# Low cell count treatments also pose challenges when assessing heterogeneity, as there are not enough data points to form meaningful clusters. To address this, highly toxic compounds with very few surviving cells were excluded from the BUSCAR analysis. -# -# A threshold of 10% was applied based on Scanpy documentation, which recommends having at least 15–100 data points to compute a reliable neighborhood graph. To validate this threshold, we generated a histogram of cell counts and marked the 10th percentile with a red line. Treatments falling below this threshold were removed and excluded from the BUSCAR pipeline. - -# In[ ]: - - -# count number of cells per Metadata_treatment and ensure 'count' is Int64 -counts = cfret_df["Metadata_treatment"].value_counts() -counts = counts.with_columns(pl.col("count").cast(pl.Int64)) -counts = counts.sort("count", descending=True) -counts = counts.to_pandas() - - -# In[ ]: - - -# using numpy to calculate 10th percentile -tenth_percentile = np.round(np.percentile(counts["count"], 10), 3) -print(f"10th percentile of cell counts: {tenth_percentile} cells") - - -# Plotting cell count distribution - -# In[ ]: - - -# setting seaborn style and figure size -sns.set(style="whitegrid") -plt.figure(figsize=(12, 6), dpi=200) - -# plot histogram with seaborn -ax = sns.histplot(data=counts, x="count", bins=100, color="skyblue", kde=True) - -# add 10th percentile vertical line and annotation (tenth_percentile already defined) -ax.axvline( - x=tenth_percentile, - color="red", - linestyle="--", - linewidth=2, - label=f"10th percentile ({int(tenth_percentile)} cells)", -) -ymin, ymax = ax.get_ylim() -ax.text( - tenth_percentile, - ymax * 0.9, - f"10th pct = {tenth_percentile:.0f}", - color="red", - rotation=90, - va="top", - ha="right", - backgroundcolor="white", -) - -# labeling the plot -ax.set_xlabel("Number of Cells") -ax.set_ylabel("Metadata_treatment") -ax.set_title("Cell Count per treeatment in CFRET screen") - -# adding legend -ax.legend() - -# adjust layout -plt.tight_layout() - -# save the plot -plt.savefig(results_dir / "cell_count_per_treatment_cfret_screen.png", dpi=500) - -# display plot -plt.show() - - -# Removing cells under those specific treatments - -# In[ ]: - - -# remove treatments with cell counts below the 10th percentile -kept_treatments = counts[counts["count"] >= tenth_percentile][ - "Metadata_treatment" -].tolist() -cfret_df = cfret_df.filter(pl.col("Metadata_treatment").is_in(kept_treatments)) - -# print the treatments that were removed -removed_treatments = counts[counts["count"] < tenth_percentile][ - "Metadata_treatment" -].tolist() -print( - "Removed treatments due to low cell counts (below 10th percentile):", - removed_treatments, -) - -cfret_df.head() - - -# ## Buscar pipeline - -# Get on and off signatures - -# In[ ]: - - -# once the data is loaded, separate the controls -# here we want the healthy DMSO cells to be the target since the screen consists -# of failing cells treated with compounds -ref_df = cfret_df.filter( - pl.col("Metadata_treatment") == "DMSO", pl.col("Metadata_cell_type") == "failing" -) -target_df = cfret_df.filter(pl.col("Metadata_treatment") == "DMSO_heart_11") - -# creating signatures -on_sigs, off_sigs, _ = get_signatures( - ref_profiles=ref_df, - exp_profiles=target_df, - morph_feats=cfret_screen_feats, - test_method="mann_whitney_u", -) - -print("length of on and off signatures:", len(on_sigs), len(off_sigs)) - - -# Assess heterogeneity - -# In[ ]: - - -# setting best params outputs -cfret_screen_treatment_best_params_outpath = ( - results_dir / "cfret_screen_treatment_clustering_params.json" -).resolve() -cfret_screen_treatment_cluster_df_outpath = ( - results_dir / "cfret_screen_treatment_clustered.parquet" -).resolve() - -# here we are clustering each treatment-heart combination -# this will allow us to see how each heart responds to each treatment -cfret_screen_treatment_clustered_df, cfret_screen_treatment_clustered_best_params = ( - optimized_clustering( - profiles=cfret_df, - meta_features=cfret_screen_meta, - morph_features=cfret_screen_feats, - treatment_col="Metadata_treatment", - param_grid=cfret_cluster_param_grid, - n_trials=200, - n_jobs=1, - ) -) - -# save best params as json and dataframe as parquet -cfret_screen_treatment_clustered_df.write_parquet( - cfret_screen_treatment_cluster_df_outpath -) -with open(cfret_screen_treatment_best_params_outpath, "w") as f: - json.dump( - cfret_screen_treatment_clustered_best_params, - f, - indent=4, - ) - - -# In[ ]: - - -treatment_phenotypic_dist_scores = measure_phenotypic_activity( - profiles=cfret_screen_treatment_clustered_df, - on_signature=on_sigs, - off_signature=off_sigs, - ref_treatment="DMSO_heart_11", - cluster_col="Metadata_cluster_id", -) - -# save those as csv files -treatment_phenotypic_dist_scores.write_csv( - results_dir / "cfret_screen_treatment_phenotypic_dist_scores.csv" -) - - -# In[ ]: - - -treatment_rankings = identify_compound_hit( - distance_df=treatment_phenotypic_dist_scores, method="weighted_sum" -) - -# save as csv files -treatment_rankings.write_csv(results_dir / "cfret_screen_treatment_rankings.csv") diff --git a/notebooks/2.cfret-analysis/nbconverted/4.CFReT-moa-analysis.py b/notebooks/2.cfret-analysis/nbconverted/4.CFReT-moa-analysis.py deleted file mode 100644 index f87fcaf..0000000 --- a/notebooks/2.cfret-analysis/nbconverted/4.CFReT-moa-analysis.py +++ /dev/null @@ -1,200 +0,0 @@ -#!/usr/bin/env python - -# In[8]: - - -import json -import pathlib -import sys - -import numpy as np -import polars as pl - -sys.path.append("../../") -from utils.data_utils import split_meta_and_features -from utils.identify_hits import identify_compound_hit -from utils.metrics import measure_phenotypic_activity -from utils.signatures import get_signatures - -# In[9]: - - -def average_precision(ranked_labels, expected_label): - """ - Calculate Average Precision (AP). - - For each position where expected_label appears, calculate: - - precision at that position = (# of matches so far) / (current position) - - Then average all these precision values. - - Example: ["path1", "path1", "path4", "path1", "path2"] with expected="path1" - - Position 1: path1 → 1/1 = 1.0 - - Position 2: path1 → 2/2 = 1.0 - - Position 3: path4 → skip - - Position 4: path1 → 3/4 = 0.75 - - Position 5: path2 → skip - AP = (1.0 + 1.0 + 0.75) / 3 = 0.917 - """ - precisions = [] - num_matches = 0 - - for position, label in enumerate(ranked_labels, start=1): - if label == expected_label: - num_matches += 1 - precision_at_position = num_matches / position - precisions.append(precision_at_position) - - if len(precisions) == 0: - return 0.0 - - ap = sum(precisions) / len(precisions) - return ap - - -# In[10]: - - -cfret_screen_path = pathlib.Path( - "results/cfret-screen/cfret_screen_treatment_clustered.parquet" -).resolve(strict=True) - -# results out dir -result_dir = pathlib.Path("results/cfret-screen").resolve(strict=True) -result_dir.mkdir(parents=True, exist_ok=True) - - -# In[11]: - - -# load profiles -cfret_df = pl.read_parquet(cfret_screen_path) -cfret_meta, cfret_feats = split_meta_and_features(cfret_df) - - -# In[12]: - - -# create a dictioanry where the Pathway is the key and the treatments are in a list value -pathway_treatments = ( - cfret_df.select(["Metadata_Pathway", "Metadata_treatment"]) - .filter(pl.col("Metadata_treatment").is_not_null()) # Remove None treatments - .unique() - .group_by("Metadata_Pathway") - .agg(pl.col("Metadata_treatment").alias("treatments")) - .to_dict(as_series=False) -) - -# Convert to a more usable dict format and remove None pathways -pathway_dict = { - pathway: treatments - for pathway, treatments in zip( - pathway_treatments["Metadata_Pathway"], pathway_treatments["treatments"] - ) - if pathway is not None # Also remove None pathways -} - - -# In[ ]: - - -# Create pathway metadata df -cfret_pathway_df = ( - cfret_df.select(["Metadata_Pathway", "Metadata_treatment"]) - .filter(pl.col("Metadata_treatment").is_not_null()) - .unique() -) - -# Create log directory -log_dir = pathlib.Path("./logs") -log_dir.mkdir(parents=True, exist_ok=True) -log_path = log_dir / "cfret_moa_ap_scores.log" - -# Iterate through each pathway and calculate AP -moa_scores = {} -for pathway, list_of_treatments in pathway_dict.items(): - print(f"Pathway: {pathway} Number of treatments: {len(list_of_treatments)}") - treatment_ap_scores = [] - - for i, treatment in enumerate(list_of_treatments, 1): - # loggin which treatment is being processed - print(f"\nProcessing treatment {i}/{len(list_of_treatments)}: {treatment}") - - # Creating signatures selecting DMSO_heart_11 as reference - print(" Creating signatures...") - ref_df = cfret_df.filter(pl.col("Metadata_treatment") == "DMSO_heart_11") - target_df = cfret_df.filter(pl.col("Metadata_treatment") == treatment) - on_sigs, off_sigs, _ = get_signatures( - ref_profiles=ref_df, - exp_profiles=target_df, - morph_feats=cfret_feats, - test_method="mann_whitney_u", - ) - - # Measure phenotypic activity using the selelected treatment as the reference - print(" Measuring phenotypic activity...") - treatment_phenotypic_dist_scores = measure_phenotypic_activity( - profiles=cfret_df, - on_signature=on_sigs, - off_signature=off_sigs, - ref_treatment=treatment, - cluster_col="Metadata_cluster_id", - ) - - # Identify compound hits - treatment_rankings = identify_compound_hit( - distance_df=treatment_phenotypic_dist_scores, method="weighted_sum" - ) - - # Merge pathway information with treatment rankings - print(" Merging pathway information...") - treatment_rankings = treatment_rankings.join( - cfret_pathway_df, - left_on="treatment", - right_on="Metadata_treatment", - how="left", - ) - - # Calculate average precision for the treatment - print(" Calculating average precision...") - treatment_ap_score = average_precision( - treatment_rankings["Metadata_Pathway"].to_list(), - expected_label=pathway, - ) - - print(f" AP Score: {treatment_ap_score:.3f}") - treatment_ap_scores.append(treatment_ap_score) - - # making a log file - with open(log_path, "a") as log_file: - log_file.write(f"{pathway}\t{treatment}\t{treatment_ap_score:.6f}\n") - - # Take mean and keep as float - mean_ap = np.mean(treatment_ap_scores) - moa_scores[pathway] = mean_ap - print(f"\n{'=' * 70}") - print(f"Pathway '{pathway}' Mean AP: {mean_ap:.3f}") - print(f"{'=' * 70}\n") - - -# In[ ]: - - -# write dictionary into a json file -moa_results_path = (result_dir / "cfret_moa_pathway_ap_scores.json").resolve( - strict=True -) -with open(moa_results_path, "w") as f: - json.dump(moa_scores, f, indent=4) - -# convert moa_scores to a dataframe -moa_scores_df = pl.DataFrame( - {"pathway": list(moa_scores.keys()), "ap_score": list(moa_scores.values())} -) - -# sort scores -moa_scores_df = moa_scores_df.sort("ap_score", reverse=True) - -# save scores to a csv file -moa_scores_path = (result_dir / "cfret_moa_pathway_ap_scores.csv").resolve(strict=True) -moa_scores_df.write_csv(moa_scores_path) From 182ecb40a29da4f4b84089b14279a9e5f72984ac Mon Sep 17 00:00:00 2001 From: Erik Serrano Date: Mon, 24 Nov 2025 13:37:34 -0700 Subject: [PATCH 14/15] removed extra comment --- utils/identify_hits.py | 2 -- 1 file changed, 2 deletions(-) diff --git a/utils/identify_hits.py b/utils/identify_hits.py index 8f87fde..e19909a 100644 --- a/utils/identify_hits.py +++ b/utils/identify_hits.py @@ -81,8 +81,6 @@ def identify_compound_hit( drugs first). """ - # Select best control cluster for each treatment cluster - # forming control treatment cluster pairs # Select best control cluster for each treatment cluster # forming control treatment cluster pairs paired_scores_df = ( From 98884dbaf825357c85700319d2d4ec6ac1a34d12 Mon Sep 17 00:00:00 2001 From: Erik Serrano Date: Thu, 18 Dec 2025 10:46:53 -0700 Subject: [PATCH 15/15] update --- .pre-commit-config.yaml | 2 +- .../3.cfret-screen-analysis/1.cfret_screen_analysis.ipynb | 7 ++++++- 2 files changed, 7 insertions(+), 2 deletions(-) diff --git a/.pre-commit-config.yaml b/.pre-commit-config.yaml index 2c5e388..0d3300f 100644 --- a/.pre-commit-config.yaml +++ b/.pre-commit-config.yaml @@ -38,7 +38,7 @@ repos: # Ruff for linting and formatting Python files - repo: https://github.com/astral-sh/ruff-pre-commit - rev: v0.14.6 + rev: v0.14.9 hooks: - id: ruff-check args: ["--fix"] diff --git a/notebooks/3.cfret-screen-analysis/1.cfret_screen_analysis.ipynb b/notebooks/3.cfret-screen-analysis/1.cfret_screen_analysis.ipynb index 2b9f885..7c02e02 100644 --- a/notebooks/3.cfret-screen-analysis/1.cfret_screen_analysis.ipynb +++ b/notebooks/3.cfret-screen-analysis/1.cfret_screen_analysis.ipynb @@ -133,7 +133,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": null, "id": "d46f7bb0", "metadata": {}, "outputs": [ @@ -201,6 +201,11 @@ " .alias(\"Metadata_treatment\")\n", ")\n", "\n", + "# Generate feature value shuffled dataframe for control\n", + "shuffled_cfret_screen_df = cfret_screen_feats.select(\n", + " [pl.col(col).shuffle() for col in cfret_screen_feats.columns]\n", + ")\n", + "\n", "# Display data\n", "cfret_screen_df.head()" ]