diff --git a/.github/workflows/main.yml b/.github/workflows/main.yml index da81d37..773a209 100644 --- a/.github/workflows/main.yml +++ b/.github/workflows/main.yml @@ -1,14 +1,20 @@ name: PyNeon CI -on: [push, pull_request] +on: + push: + branches: ["main"] + pull_request: + branches: ["main"] jobs: - ruff-format: + format: runs-on: ubuntu-latest permissions: contents: write steps: - uses: actions/checkout@v4 + with: + fetch-depth: 0 # to be able to push changes - name: Set up Python uses: actions/setup-python@v4 @@ -26,6 +32,7 @@ jobs: run: ruff format . - name: Commit changes if any + if: github.event_name == 'push' # only push changes on push events run: | git config --local user.email "github-actions[bot]@users.noreply.github.com" git config --local user.name "github-actions[bot]" @@ -33,8 +40,32 @@ jobs: git commit -m "Format code with isort and ruff" || echo "No changes to commit" git push + tests: + runs-on: ${{ matrix.os }} + needs: format # waits until formatting is done + strategy: + matrix: + os: [ubuntu-latest, windows-latest, macos-latest] + python-version: ["3.10", "3.11", "3.12", "3.13"] + + steps: + - uses: actions/checkout@v4 + + - name: Set up Python + uses: actions/setup-python@v4 + with: + python-version: ${{ matrix.python-version }} + + - name: Install test dependencies + run: pip install .[dev] + + - name: Run tests + run: pytest tests + build-docs: runs-on: ubuntu-latest + needs: format # waits until formatting is done + if: github.ref == 'refs/heads/main' && github.event_name == 'push' steps: - uses: actions/checkout@v4 @@ -44,7 +75,7 @@ jobs: python-version: "3.13" - name: Install Pandoc - run: sudo apt-get install pandoc + run: sudo apt-get install -y pandoc - name: Install docs dependencies run: pip install .[doc] @@ -65,7 +96,6 @@ jobs: - name: Deploy (GitHub Pages) uses: peaceiris/actions-gh-pages@v3 - if: github.ref == 'refs/heads/main' with: github_token: ${{ secrets.GITHUB_TOKEN }} publish_dir: build/html diff --git a/.github/workflows/tests.yml b/.github/workflows/tests.yml deleted file mode 100644 index 8399707..0000000 --- a/.github/workflows/tests.yml +++ /dev/null @@ -1,25 +0,0 @@ -name: Run tests - -on: [push, pull_request] - -jobs: - test: - runs-on: ${{ matrix.os }} - strategy: - matrix: - os: [ubuntu-latest, windows-latest, macos-latest] - python-version: ["3.10", "3.11", "3.12", "3.13"] - - steps: - - uses: actions/checkout@v4 - - - name: Set up Python - uses: actions/setup-python@v4 - with: - python-version: ${{ matrix.python-version }} - - - name: Install test dependencies - run: pip install .[dev] - - - name: Run tests - run: pytest tests \ No newline at end of file diff --git a/README.md b/README.md index d6d0cda..70b6ad8 100644 --- a/README.md +++ b/README.md @@ -14,6 +14,8 @@ PyNeon supports both **native** (data stored in the companion device) and [**Pup Documentation for PyNeon is available at which includes detailed references for classes and functions, as well as step-by-step tutorials presented as Jupyter notebooks. +We also created a few sample datasets containing short Neon recordings for testing and tutorial purposes. These datasets can be found on [Figshare](https://doi.org/10.6084/m9.figshare.30921452). We also provide a utility function to download these sample datasets directly from PyNeon (see the [sample data tutorial](https://ncc-brain.github.io/PyNeon/tutorials/sample_data.html) for details). + ## Key Features - [(Tutorial)](https://ncc-brain.github.io/PyNeon/tutorials/read_recording.html) Easy API for reading in datasets, recordings, or individual modalities of data. diff --git a/pyneon/__init__.py b/pyneon/__init__.py index ae5173b..f48019f 100644 --- a/pyneon/__init__.py +++ b/pyneon/__init__.py @@ -6,12 +6,12 @@ install_import_hook("pyneon") from .dataset import Dataset -from .epochs import Epochs, construct_times_df, events_to_times_df +from .epochs import Epochs, construct_epochs_info, events_to_epochs_info from .events import Events from .recording import Recording from .stream import Stream from .utils import * -from .video import Video +from .video import Video, find_homographies __all__ = [ "Dataset", @@ -20,6 +20,7 @@ "Events", "Epochs", "Video", - "construct_times_df", - "events_to_times_df", + "find_homographies", + "construct_epochs_info", + "events_to_epochs_info", ] diff --git a/pyneon/dataset.py b/pyneon/dataset.py index 93b7811..64e960d 100644 --- a/pyneon/dataset.py +++ b/pyneon/dataset.py @@ -28,20 +28,14 @@ class Dataset: ├── enrichment_info.txt └── sections.csv - Individual recordings will be read into :class:`pyneon.Recording` objects based on - ``sections.csv``. They are accessible through the ``recordings`` attribute. + Individual recordings will be read into :class:`pyneon.Recording` objects + (based on ``sections.csv``, if available) and accessible through the + ``recordings`` attribute. Parameters ---------- dataset_dir : str or pathlib.Path Path to the directory containing the dataset. - custom : bool, optional - Whether to expect a custom dataset structure. If ``False``, the dataset - is expected to follow the standard Pupil Cloud dataset structure with a - ``sections.csv`` file. If True, every directory in ``dataset_dir`` is - considered a recording directory, and the ``sections`` attribute is - constructed from the ``info`` of recordings found. - Defaults to ``False``. Attributes ---------- @@ -54,22 +48,21 @@ class Dataset: """ - def __init__(self, dataset_dir: str | Path, custom: bool = False): + def __init__(self, dataset_dir: str | Path): dataset_dir = Path(dataset_dir) if not dataset_dir.is_dir(): raise FileNotFoundError(f"Directory not found: {dataset_dir}") - self.dataset_dir = dataset_dir - self.recordings = list() + self.dataset_dir : Path = dataset_dir + self.recordings : list[Recording] = list() - if not custom: - sections_path = dataset_dir.joinpath("sections.csv") - if not sections_path.is_file(): - raise FileNotFoundError(f"sections.csv not found in {dataset_dir}") - self.sections = pd.read_csv(sections_path) + sections_path = dataset_dir / "sections.csv" + if sections_path.is_file(): + self.sections = pd.read_csv(sections_path) recording_ids = self.sections["recording id"] + # Assert if recording IDs are correct for rec_id in recording_ids: rec_id_start = rec_id.split("-")[0] rec_dir = [ @@ -109,13 +102,14 @@ def __init__(self, dataset_dir: str | Path, custom: bool = False): for i, rec in enumerate(self.recordings): sections.append( { - "section id": i, + "section id": None, "recording id": rec.recording_id, - "recording name": rec.recording_id, - "wearer id": rec.info["wearer_id"], - "wearer name": rec.info["wearer_name"], + "recording name": None, + "wearer id": rec.info.get("wearer_id", None), + "wearer name": rec.info.get("wearer_name", None), "section start time [ns]": rec.start_time, - "section end time [ns]": rec.start_time + rec.info["duration"], + "section end time [ns]": rec.start_time + + rec.info.get("duration", 0), } ) diff --git a/pyneon/epochs.py b/pyneon/epochs.py index e47dec4..c9a2dcc 100644 --- a/pyneon/epochs.py +++ b/pyneon/epochs.py @@ -1,6 +1,7 @@ -import warnings +from functools import cached_property from numbers import Number from typing import Literal, Optional +from warnings import warn import matplotlib.pyplot as plt import numpy as np @@ -8,49 +9,28 @@ from .events import Events from .stream import Stream +from .utils.doc_decorators import fill_doc from .vis import plot_epochs +from .utils.variables import circular_columns -def _check_overlap(times_df: pd.DataFrame) -> bool: - """ - Emits warnings if any adjacent epochs overlap in time. - """ - times_df = times_df.sort_values("t_ref") - overlap = False - overlap_epochs = [] - for i in range(1, times_df.shape[0]): - # Check if the current epoch overlaps with the previous epoch - if ( - times_df["t_ref"].iloc[i] - times_df["t_before"].iloc[i] - < times_df["t_ref"].iloc[i - 1] + times_df["t_after"].iloc[i - 1] - ): - overlap_epochs.append((i - 1, i)) - overlap = True - if overlap: - warnings.warn( - f"The following epochs overlap in time:\n{overlap_epochs}", RuntimeWarning - ) - return overlap - - +@fill_doc class Epochs: """ - Class to create and manage epochs in the data streams. + Class to create and analyze epochs in the data streams. Parameters ---------- source : Stream or Events - Data to create epochs from. - times_df : pandas.DataFrame, shape (n_epochs, 4), optional - DataFrame containing epoch information with the following columns: - - ``t_ref``: Reference time of the epoch, in nanoseconds.\n - ``t_before``: Time before the reference time to start the epoch, in nanoseconds.\n - ``t_after``: Time after the reference time to end the epoch, in nanoseconds.\n - ``description``: Description or label associated with the epoch. + Data to create epochs from. Can be either a :class:`pyneon.Stream` or + a :class:`pyneon.Events` instance. + %(epochs_info)s Must not have empty values. + See :func:`pyneon.events_to_epochs_info` or :func:`pyneon.construct_epochs_info` + for helper functions to create this DataFrame. + Notes ----- An epoch spans the temporal range of ``t_ref - t_before`` to ``t_ref + t_after`` as shown below: @@ -63,76 +43,169 @@ class Epochs: Attributes ---------- - epochs : pandas.DataFrame - DataFrame containing epoch information with the following columns: - - ``t_ref`` (int64): Reference time of the epoch, in nanoseconds.\n - ``t_before`` (int64): Time before the reference time to start the epoch, in nanoseconds.\n - ``t_after`` (int64): Time after the reference time to end the epoch, in nanoseconds.\n - ``description`` (str): Description or label associated with the epoch.\n - ``data`` (object): DataFrame containing the data for each epoch. - data : pandas.DataFrame - Annotated data with epoch information. In addition to the original data columns, - the following columns are added: - - ``epoch index`` (Int32): ID of the epoch the data belongs to.\n - ``epoch time`` (Int64): Time relative to the epoch reference time, in nanoseconds.\n - ``epoch description`` (str): Description or label associated with the epoch. - - If epochs overlap, data annotations are always overwritten by the latest epoch. + epochs_info : pandas.DataFrame + The supplied epochs information DataFrame with additional columns: + + ``t_start``: Start time of the epoch (``t_ref - t_before``).\n + ``t_end``: End time of the epoch (``t_ref + t_after``). + + source : Stream or Events + The source data used to create epochs. """ - def __init__(self, source: Stream | Events, times_df: pd.DataFrame): - if times_df.isnull().values.any(): - raise ValueError("times_df should not have any empty values") + def __init__(self, source: Stream | Events, epochs_info: pd.DataFrame): + if epochs_info.empty or epochs_info.isnull().values.any(): + raise ValueError("epochs_info must not be empty or contain NaN values.") + + epochs_info = epochs_info.sort_values("t_ref").reset_index(drop=True) + epochs_info.index.name = "epoch index" + epochs_info["t_start"] = epochs_info["t_ref"] - epochs_info["t_before"] + epochs_info["t_end"] = epochs_info["t_ref"] + epochs_info["t_after"] - # Sort by t_ref - assert times_df.shape[0] > 0, "times_df must have at least one row" - times_df = times_df.sort_values("t_ref").reset_index(drop=True) # Set columns to appropriate data types (check if columns are present along the way) - times_df = times_df.astype( + epochs_info = epochs_info.astype( { "t_ref": "int64", "t_before": "int64", "t_after": "int64", + "t_start": "int64", + "t_end": "int64", "description": "str", } ) + self.epochs_info = epochs_info + self.source = source.copy() + self._check_overlap() - if isinstance(source, Stream): - self.source_class = Stream - self.is_uniformly_sampled = source.is_uniformly_sampled - self.sf = source.sampling_freq_effective - elif isinstance(source, Events): - self.source_class = Events - self.is_uniformly_sampled = None - self.sf = None + def __len__(self): + return self.epochs_info.shape[0] + + def _check_overlap(self) -> list[tuple[int, int] | None]: + overlap_epochs = [] + for i in range(1, self.epochs_info.shape[0]): + # Check if the current epoch overlaps with the previous epoch + if ( + self.epochs_info["t_ref"].iloc[i] - self.epochs_info["t_before"].iloc[i] + < self.epochs_info["t_ref"].iloc[i - 1] + + self.epochs_info["t_after"].iloc[i - 1] + ): + overlap_epochs.append((i - 1, i)) + if overlap_epochs: + warn( + f"The following epochs overlap in time:\n{overlap_epochs}", + RuntimeWarning, + ) + return overlap_epochs - # Create epochs - self.epochs, self.data = _create_epochs(source, times_df) + @cached_property + def epochs_dict(self) -> dict[int, Stream | Events | None]: + """ + Dictionary of epochs indexed by epoch index. Each epoch contains + data cropped from the source between ``t_start`` and ``t_end``. + If no data is found for an epoch, its value is ``None``. - def __len__(self): - return self.epochs.shape[0] + Returns + ------- + dict of int to Stream or Events or None + Dictionary mapping epoch indices to their corresponding data. + """ + epochs = {} + empty_epochs = [] + for epoch_index in self.epochs_info.index: + t_ref = self.epochs_info.at[epoch_index, "t_ref"] + t_start = self.epochs_info.at[epoch_index, "t_start"] + t_end = self.epochs_info.at[epoch_index, "t_end"] + try: + epoch = self.source.crop(t_start, t_end, by="timestamp", inplace=False) + ts = epoch.ts if isinstance(epoch, Stream) else epoch.start_ts + epoch.data["epoch time [ns]"] = ts - t_ref + epochs[int(epoch_index)] = epoch + except ValueError: + empty_epochs.append(int(epoch_index)) + epochs[int(epoch_index)] = None + if empty_epochs: + warn(f"No data found for epoch(s): {empty_epochs}.", RuntimeWarning) + return epochs + + @property + def empty_epochs(self) -> list[int]: + """Indices of epochs that contain no data. + + Returns + ------- + list of int + List of epoch indices that are empty. + """ + return [ + int(epoch_index) + for epoch_index, epoch in self.epochs_dict.items() + if epoch is None + ] + + def annotate_source(self) -> pd.DataFrame: + """ + Create index-wise annotations of epoch indices for the source data. + + Returns + ------- + pandas.DataFrame + DataFrame with index matching the source data indices and a column + "epoch_indices" containing lists of epoch indices that include + each data point. + """ + source = self.source + epochs_info = self.epochs_info + + # Timestamps from the source + ts = source.ts if isinstance(source, Stream) else source.start_ts + source_index = source.data.index + annot = {i: [] for i in source_index} # Initialize empty lists for each index + + # Iterate over each event time to create epochs + empty_epochs = [] + for i, row in epochs_info.iterrows(): + t_ref_i, t_before_i, t_after_i = row[ + ["t_ref", "t_before", "t_after"] + ].to_list() + + start_time = t_ref_i - t_before_i + end_time = t_ref_i + t_after_i + mask = np.logical_and(ts >= start_time, ts <= end_time) + + if not mask.any(): + empty_epochs.append(int(i)) + + # Annotate the data with the epoch index + for idx in source_index[mask]: + annot[idx].append(int(i)) + + if empty_epochs: + warn(f"No data found for epoch(s): {empty_epochs}.", RuntimeWarning) + + annot_df = pd.DataFrame.from_dict( + annot, orient="index", columns=["epoch index"] + ) + return annot_df @property def t_ref(self) -> np.ndarray: - """The reference time for each epoch in UTC nanoseconds.""" - return self.epochs["t_ref"].to_numpy() + """The reference time for each epoch in Unix nanoseconds.""" + return self.epochs_info["t_ref"].to_numpy() @property def t_before(self) -> np.ndarray: """The time before the reference time for each epoch in nanoseconds.""" - return self.epochs["t_before"].to_numpy() + return self.epochs_info["t_before"].to_numpy() @property def t_after(self) -> np.ndarray: """The time after the reference time for each epoch in nanoseconds.""" - return self.epochs["t_after"].to_numpy() + return self.epochs_info["t_after"].to_numpy() @property def description(self) -> np.ndarray: """The description or label for each epoch.""" - return self.epochs["description"].to_numpy() + return self.epochs_info["description"].to_numpy() @property def columns(self) -> pd.Index: @@ -153,7 +226,7 @@ def is_equal_length(self) -> bool: @property def has_overlap(self) -> bool: """Whether any adjacent epochs overlap.""" - return _check_overlap(self.epochs) + return self._check_overlap() != [] def plot( self, @@ -173,18 +246,12 @@ def plot( from a :class:`pyneon.Events`, this parameter is ignored. Defaults to None. cmap_name : str Colormap to use for different epochs. Defaults to 'cool'. - ax : matplotlib.axes.Axes or None - Axis to plot the data on. If ``None``, a new figure is created. - Defaults to ``None``. - show : bool - Show the figure if ``True``. Defaults to True. + %(ax_param)s + %(show_param)s Returns ------- - fig : matplotlib.figure.Figure - Figure object containing the plot. - ax : matplotlib.axes.Axes - Axis object containing the plot. + %(fig_ax_return)s """ fig_ax = plot_epochs( self, @@ -195,269 +262,238 @@ def plot( ) return fig_ax + @fill_doc def to_numpy( self, column_names: str | list[str] = "all", + sampling_rate: Optional[Number] = None, + float_kind: str | int = "linear", + other_kind: str | int = "nearest", ) -> tuple[np.ndarray, dict]: """ - Converts epochs into a 3D array with dimensions (n_epochs, n_channels, n_times). + Converts epochs into a 3D arrays with dimensions (n_epochs, n_channels, n_times). Acts similarly as :meth:`mne.Epochs.get_data`. - Requires the epoch to be created from a uniformly-sampled :class:`pyneon.Stream`. + Requires the epoch to be created from a :class:`pyneon.Stream`. Parameters ---------- column_names : str or list of str, optional - Column names to include in the NumPy array. If 'all', all columns are included. - Only columns that can be converted to int or float can be included. - Default is 'all'. + Column names to include in the NumPy array. If "all", all columns are included. + Only numerical columns can be included. + Default to "all". + sampling_rate : numbers.Number, optional + Desired sampling rate in Hz for the output NumPy array. + If None, the nominal sampling rate of the source Stream is used. + Defaults to None. + %(interp_kwargs)s Returns ------- - numpy_epochs : numpy.ndarray + numpy.ndarray NumPy array of shape (n_epochs, n_channels, n_times). - info : dict A dictionary containing: - "column_ids": List of provided column names.\n - "t_rel": The common time grid, in nanoseconds.\n + "epoch_times": The common time grid, in nanoseconds.\n + "column_names": List of provided column names.\n "nan_flag": Boolean indicating whether NaN values were found in the data. - - Notes - ----- - - The time grid (``t_rel``) is in nanoseconds. - - If `NaN` values are present after interpolation, they are noted in ``nan_flag``. """ - if self.source_class != Stream or not self.is_uniformly_sampled: + if not isinstance(self.source, Stream): + raise TypeError("The source must be a Stream to convert to NumPy array.") + if not self.is_equal_length: raise ValueError( - "The source must be a uniformly-sampled Stream to convert to NumPy array." + "Epochs must have equal length (t_before and t_after) to convert to NumPy array." ) - if not self.is_equal_length: - raise ValueError("Epochs must have equal length to convert to NumPy array.") - - t_before = self.t_before[0] - t_after = self.t_after[0] - - times = np.linspace( - -t_before, t_after, int((t_before + t_after) * self.sf * 1e-9) + 1 + sf = ( + self.source.sampling_freq_nominal + if sampling_rate is None + else sampling_rate ) - n_times = len(times) + # Check if column names (str or list) are all in the source columns if column_names == "all": - columns = self.columns.to_list() - else: - columns = [column_names] if isinstance(column_names, str) else column_names - for col in columns: - if col not in self.columns: - raise ValueError(f"Column '{col}' doesn't exist in the data.") - - n_columns = len(columns) - - # Initialize the NumPy array - # MNE convention: (n_epochs, n_channels, n_times) - epochs_np = np.full((len(self), n_columns, n_times - 2), np.nan) + column_names = self.source.columns.to_list() + if isinstance(column_names, str): + column_names = [column_names] + for col in column_names: + if col not in self.source.columns: + raise ValueError(f"Column '{col}' not found in source Stream.") + + epoch_times = np.arange( + -self.epochs_info["t_before"].iloc[0], + self.epochs_info["t_after"].iloc[0], + step=int(1e9 / sf), + dtype="int64", + ) # Interpolate each epoch onto the common time grid - for i, epoch in self.epochs.iterrows(): - epoch_data = epoch["data"].copy() - epoch_time = epoch_data["epoch time"].to_numpy() - for j, col in enumerate(columns): - y = epoch_data[col].to_numpy() - interp_values = np.interp( - times, epoch_time, y, left=np.nan, right=np.nan - ) - interp_values = interp_values[1:-1] # Exclude the first and last values - epochs_np[i, j, :] = interp_values + epochs_np = np.full((len(self), len(column_names), len(epoch_times)), np.nan) + for i, row in self.epochs_info.iterrows(): + t_ref = row["t_ref"] + new_ts = epoch_times + t_ref + epoch_data = self.source.interpolate( + new_ts, + float_kind=float_kind, + other_kind=other_kind, + max_gap_ms=None, + inplace=False, + ).data[column_names] + epochs_np[i, :, :] = epoch_data.to_numpy().T - # check if there are any NaN values in the data - nan_flag = np.isnan(epochs_np).any() - if nan_flag: - warnings.warn("NaN values were found in the data.", RuntimeWarning) - - # Return an object holding the column ids, times, and data info = { - "column_ids": columns, - "epoch_times": times[1:-1] * 1e-9, # Convert to seconds - "nan_flag": nan_flag, + "epoch_times": epoch_times, + "column_names": column_names, + "nan_flag": np.isnan(epochs_np).any(), } return epochs_np, info - def baseline_correction( + def apply_baseline( self, baseline: tuple[Number | None, Number | None] = (None, 0), - method: str = "mean", + method: Literal["mean", "regression"] = "mean", + exclude_cols: list[str] = [], inplace: bool = True, - ) -> Optional[pd.DataFrame]: + ) -> dict | None: """ - Perform baseline correction on epochs. + Apply baseline correction on epochs. Only applied to columns of float type. + + The baseline data is extracted and used to compute the correction. + When ``method="mean"``, the mean of the baseline window is subtracted from the entire epoch. + When ``method="regression"``, a linear trend is fitted to the baseline window and subtracted. + + For columns containing circular data (e.g., "yaw [deg]"), the correction is applied on unwrapped + data (rad) and the result is wrapped back to degrees after correction. Parameters ---------- - baseline : (t_min, t_max), iterable of float | None - Start and end of the baseline window **in seconds**, relative to - the event trigger (t_ref = 0). ``None`` means "from the first / - up to the last sample". Default: (None, 0.0) -> the pre-trigger - part of each epoch. - method : "mean" or "linear", optional - * "mean" - Subtract the scalar mean of the baseline window. - * "linear" - Fit a first-order (:math:`y = at + b`) model *within* the - baseline window and remove the fitted trend from the entire - epoch (a very small, fast version of MNE's regression detrending). - - Defaults to "mean". - inplace : bool - If True, overwrite epochs data. - Otherwise return a **new, corrected** pandas.DataFrame - and leave the object unchanged. - Defaults to True. + baseline : tuple of Number + Time window (relative to reference) for baseline computation in seconds. + method : Literal["mean", "regression"] + Baseline correction method: "mean" or "regression". + exclude_cols : list of str + Columns to exclude from baseline correction. + inplace : bool, optional + If ``True``, replace ``epochs_dict``. Otherwise returns a new instance of dict. + Defaults to ``False``. Returns ------- - - pandas.DataFrame - The baseline-corrected data (same shape & dtypes as original data). - + dict or None + A new dict with modified epoch data if ``inplace=False``, otherwise ``None``. + See :attr:`pyneon.Epochs.epochs_dict` for details. """ - if self.source_class != Stream: - raise ValueError( - "Baseline correction is only supported for epochs created from a Stream." - ) - def _fit_and_subtract(epoch_df: pd.DataFrame, chan_cols: list[str]) -> None: - """In-place mean or linear detrend on *one* epoch DF.""" - # mask rows within the baseline window (epoch time is int64 ns) - t_rel_sec = epoch_df["epoch time"].to_numpy() * 1e-9 + def _get_baseline_mask( + t_rel_sec: np.ndarray, + t_min: Number | None, + t_max: Number | None, + ) -> np.ndarray: + """Create boolean mask for baseline window.""" if t_min is None: - mask = t_rel_sec <= t_max + return t_rel_sec <= t_max elif t_max is None: - mask = t_rel_sec >= t_min + return t_rel_sec >= t_min else: - mask = (t_rel_sec >= t_min) & (t_rel_sec <= t_max) - - if not mask.any(): - warnings.warn( - "Baseline window is empty for at least one epoch.", - RuntimeWarning, - ) - return # nothing to correct - + return (t_rel_sec >= t_min) & (t_rel_sec <= t_max) + + def _apply_baseline_correction( + epoch_df: pd.DataFrame, + cols_to_correct: list[str], + circ_cols: list[str], + baseline_mask: np.ndarray, + epoch_time_s: np.ndarray, + method: str, + ) -> None: + """Consolidated baseline correction for linear and circular float columns.""" if method == "mean": - baseline_mean = epoch_df.loc[mask, chan_cols].mean() - epoch_df.loc[:, chan_cols] = epoch_df[chan_cols] - baseline_mean - elif method == "linear": - t_base = t_rel_sec[mask] - for col in chan_cols: - y = epoch_df.loc[mask, col].to_numpy() - - # Check for NaNs, length, and constant input + baseline_means = epoch_df.loc[baseline_mask, cols_to_correct].mean() + epoch_df.loc[:, cols_to_correct] -= baseline_means + elif method == "regression": + t_base = epoch_time_s[baseline_mask] + for col in cols_to_correct: + y = epoch_df.loc[baseline_mask, col].to_numpy() + if ( len(t_base) < 2 or np.any(np.isnan(t_base)) or np.any(np.isnan(y)) ): - warnings.warn( - f"Skipping linear baseline correction for '{col}' due to insufficient or invalid data.", - RuntimeWarning, - ) - continue - if np.all(t_base == t_base[0]): - warnings.warn( - f"Skipping linear baseline correction for '{col}' due to constant timestamps.", - RuntimeWarning, - ) continue - # Now it's safe to fit - a, b = np.polyfit(t_base, y, 1) - epoch_df.loc[:, col] = epoch_df[col] - (a * t_rel_sec + b) - else: - raise ValueError("method must be 'mean' or 'linear'") - - # ------------------------------------------------------------------ - # 1. Parse parameters - # ------------------------------------------------------------------ + # Fit trend on baseline and subtract from the whole trial + coeffs = np.polyfit(t_base, y, 1) + trend = np.polyval(coeffs, epoch_time_s) + epoch_df.loc[:, col] -= trend + + # Wrap circular columns back to range after correction + for col in circ_cols: + vals = epoch_df[col].to_numpy() + vals_rad = vals * (2 * np.pi / 360) + valid = ~np.isnan(vals_rad) + vals_unwrapped_rad = np.full_like(vals_rad, np.nan) + vals_unwrapped_rad[valid] = np.unwrap(vals_rad[valid]) + vals_deg_unwrapped = vals_unwrapped_rad * (360 / (2 * np.pi)) + vals_deg_wrapped = ((vals_deg_unwrapped + 180) % 360) - 180 + epoch_df.loc[:, col] = vals_deg_wrapped + + if not isinstance(self.source, Stream): + raise TypeError("Baseline correction requires the source to be a Stream.") + + # Parse parameters t_min, t_max = baseline if t_min is not None and t_max is not None and (t_max < t_min): raise ValueError("baseline[1] must be >= baseline[0]") - chan_cols = self.columns.to_list() - - # Work on a copy unless the caller wants in-place modification + # Determine target streams/data if inplace: - epochs_copy = self.epochs - data_copy = self.data + epochs_to_process = self.epochs_dict else: - epochs_copy = self.epochs.copy(deep=True) - data_copy = self.data.copy(deep=True) - - for idx, row in epochs_copy.iterrows(): - epoch_df: pd.DataFrame = row["data"] - _fit_and_subtract(epoch_df, chan_cols) - # write back (only needed when we are working on a *copy*) - if not inplace: - epochs_copy.at[idx, "data"] = epoch_df - # update the global data DF as well - mask = data_copy["epoch index"] == idx - data_copy.loc[mask, chan_cols] = epoch_df[chan_cols].to_numpy() - - if not inplace: - return data_copy - - -def _create_epochs( - source: Stream | Events, times_df: pd.DataFrame -) -> tuple[pd.DataFrame, pd.DataFrame]: - """ - Create epochs DataFrame and annotate the data with epoch information. - """ - _check_overlap(times_df) - - data = source.data.copy() - data["epoch index"] = pd.Series(dtype="Int32") - data["epoch time"] = pd.Series(dtype="Int64") - data["epoch description"] = pd.Series(dtype="str") - - # check for source type - if isinstance(source, Stream): - ts = source.ts - elif isinstance(source, Events): - ts = source.start_ts - else: - raise ValueError("Source must be a Stream or Events.") - - epochs = times_df.copy().reset_index(drop=True) - epochs["data"] = pd.Series(dtype="object") - - # Iterate over each event time to create epochs - for i, row in times_df.iterrows(): - t_ref_i, t_before_i, t_after_i, description_i = row[ - ["t_ref", "t_before", "t_after", "description"] - ].to_list() - - start_time = t_ref_i - t_before_i - end_time = t_ref_i + t_after_i - mask = np.logical_and(ts >= start_time, ts <= end_time) - - if not mask.any(): - warnings.warn(f"No data found for epoch {i}.", RuntimeWarning) - epochs.at[i, "epoch data"] = pd.DataFrame() - continue - - data.loc[mask, "epoch index"] = i - data.loc[mask, "epoch description"] = str(description_i) - data.loc[mask, "epoch time"] = ( - data.loc[mask].index.to_numpy() - t_ref_i - ).astype("int64") - - local_data = data.loc[mask].copy() - local_data.drop(columns=["epoch index", "epoch description"], inplace=True) - epochs.at[i, "data"] = local_data - - return epochs, data + epochs_to_process = self.epochs_dict.copy() + + # Process each epoch + for idx, epoch in epochs_to_process.items(): + if epoch is None: + continue + + epoch_df = epoch.data.copy() + # Only apply to float columns and respect excludes + cols_to_correct = [ + c + for c in epoch_df.select_dtypes(include=[float]).columns + if c not in exclude_cols + ] + + if not cols_to_correct: + continue + + # Get baseline mask + epoch_time_s = epoch_df["epoch time [ns]"].to_numpy() * 1e-9 + baseline_mask = _get_baseline_mask(epoch_time_s, t_min, t_max) + + if not baseline_mask.any(): + warn(f"Baseline window is empty for epoch {idx}.", RuntimeWarning) + continue + + # Identify which target float columns are circular + epoch_circ_cols = [c for c in cols_to_correct if c in circular_columns] + + # Step 2: Apply baseline correction (Linear or Mean) to all float columns + _apply_baseline_correction( + epoch_df, + cols_to_correct, + epoch_circ_cols, + baseline_mask, + epoch_time_s, + method, + ) + # Assign corrected data back to the epoch + epoch.data = epoch_df + return None if inplace else epochs_to_process -def events_to_times_df( +@fill_doc +def events_to_epochs_info( events: "Events", t_before: Number, t_after: Number, @@ -465,35 +501,66 @@ def events_to_times_df( event_name: str | list[str] = "all", ) -> pd.DataFrame: """ - Construct a ``times_df`` DataFrame suitable for creating epochs from event data. - For "simple" ``events`` (blinks, fixations, saccades), all events are used. - For more complex ``events`` (e.g., from "events.csv", or concatenated events), - the user can specify which events to include by a ``name`` column. + Construct a ``epochs_info`` DataFrame suitable for creating epochs around event onsets. + + For simple event classes (`"blinks"`, `"fixations"`, `"saccades"`), all events + in the input are used automatically. For more complex or combined event collections + (e.g., loaded from ``events.csv``), you can either include all events + (`event_name="all"`) or filter by specific names using ``event_name``. Parameters ---------- events : Events Events instance containing the event times. t_before : numbers.Number - Time before the event start time to start the epoch. Units specified by ``t_unit``. + Time before each event start to begin the epoch. + Interpreted according to ``t_unit``. t_after : numbers.Number - Time after the event start time to end the epoch. Units specified by ``t_unit``. + Time after each event start to end the epoch. + Interpreted according to ``t_unit``. t_unit : str, optional Unit of time for ``t_before`` and ``t_after``. - Can be "s", "ms", "us", or "ns". Default is "s". + Can be "s", "ms", "us", or "ns". Defaults to "s". event_name : str or list of str, optional - Only used if ``events`` includes more than one event type. - If "all", all events are used. Otherwise, the ``name`` column is used to filter events - whose names are in the list. Default to "all". + Only used if ``events.type`` is not one of "blinks", "fixations", or "saccades". + Otherwise, ``events.data`` must have a ``name`` column indicating event labels. + If `"all"`, all events from ``events.data`` are included, + and their ``name`` values become the epoch descriptions. + If a string or list is provided, only matching events are included. + Defaults to "all". Returns ------- - pandas.DataFrame - DataFrame with columns: ``t_ref``, ``t_before``, ``t_after``, ``description`` (all in ns). + %(epochs_info)s + + Examples + -------- + Create ``epochs_info`` from blink events: + + >>> epochs_info = events_to_epochs_info(blinks, t_before=1, t_after=1) + >>> print(epochs_info.head()) + t_ref t_before t_after description + 0 1766068460987724691 1000000000 1000000000 blink + 1 1766068462919464691 1000000000 1000000000 blink + 2 1766068463785334691 1000000000 1000000000 blink + 3 1766068464836328691 1000000000 1000000000 blink + 4 1766068465932322691 1000000000 1000000000 blink + + Create ``epochs_info`` from "flash onset" events: + + >>> epochs_info = events_to_epochs_info( + events, t_before=0.5, t_after=3, event_name="flash onset") + >>> print(epochs_info.head()) + t_ref t_before t_after description + 0 1766068461745390000 500000000 3000000000 flash onset + 1 1766068465647497000 500000000 3000000000 flash onset + 2 1766068469642822000 500000000 3000000000 flash onset + 3 1766068473635128000 500000000 3000000000 flash onset + 4 1766068477629326000 500000000 3000000000 flash onset """ + t_ref = events.start_ts if events.type in ["blinks", "fixations", "saccades"]: description = events.type[:-1] # Remove the 's' at the end - t_ref = events.start_ts else: if "name" not in events.data.columns: raise ValueError( @@ -502,30 +569,25 @@ def events_to_times_df( names = events.data["name"].astype(str) if event_name == "all": - t_ref = events.data.index.to_numpy() description = names.to_numpy() else: - if isinstance(event_name, str): - event_name = [event_name] - mask = names.isin(event_name) - if not mask.any(): - raise ValueError(f"No events found matching names: {event_name}") - filtered_data = events.data[mask] - t_ref = filtered_data.index.to_numpy() - description = filtered_data["name"].to_numpy() + matching_events = events.filter_by_name(event_name) + t_ref = matching_events.start_ts + description = matching_events.data["name"].to_numpy() - times_df = construct_times_df( + epochs_info = construct_epochs_info( t_ref, t_before, t_after, description, - "ns", - t_unit, + t_ref_unit="ns", + t_other_unit=t_unit, ) - return times_df + return epochs_info -def construct_times_df( +@fill_doc +def construct_epochs_info( t_ref: np.ndarray, t_before: np.ndarray | Number, t_after: np.ndarray | Number, @@ -535,9 +597,9 @@ def construct_times_df( global_t_ref: int = 0, ) -> pd.DataFrame: """ - Handles the construction of the ``times_df`` DataFrame for creating epochs. It populates + Handles the construction of the ``epochs_info`` DataFrame for creating epochs. It populates single values for `t_before`, `t_after`, and `description` to match the length of `t_ref`. - and converts all times to UTC timestamps in nanoseconds. + and converts all times to Unix timestamps in nanoseconds. Parameters ---------- @@ -568,14 +630,11 @@ def construct_times_df( Returns ------- - pandas.DataFrame - DataFrame with columns: ``t_ref``, ``t_before``, ``t_after``, ``description`` (all in ns). + %(epochs_info)s """ - if n_epoch := len(t_ref) == 0: + if (n_epoch := len(t_ref)) == 0: raise ValueError("t_ref must not be empty") - else: - n_epoch = len(t_ref) time_factors = {"s": 1e9, "ms": 1e6, "us": 1e3, "ns": 1} @@ -586,7 +645,9 @@ def construct_times_df( if isinstance(x, np.ndarray): # Ensure it's the same length as t_ref if len(x) != n_epoch: - raise ValueError(f"{name} must have the same length as t_ref") + raise ValueError( + f"{name} must have the same length as t_ref ({n_epoch}), got {len(x)}" + ) elif isinstance(x, (Number, str)): x = np.repeat(x, n_epoch) else: @@ -594,7 +655,7 @@ def construct_times_df( # Construct the event times DataFrame # Do rounding as they should be timestamps already - times_df = pd.DataFrame( + epochs_info = pd.DataFrame( { "t_ref": t_ref * time_factors[t_ref_unit] + global_t_ref, "t_before": t_before * time_factors[t_other_unit], @@ -602,7 +663,7 @@ def construct_times_df( "description": description, } ) - times_df = times_df.astype( + epochs_info = epochs_info.astype( { "t_ref": "int64", "t_before": "int64", @@ -610,4 +671,4 @@ def construct_times_df( "description": "str", } ) - return times_df + return epochs_info diff --git a/pyneon/events.py b/pyneon/events.py index cdb0d5e..2ce1cdb 100644 --- a/pyneon/events.py +++ b/pyneon/events.py @@ -8,6 +8,7 @@ import pandas as pd from .tabular import BaseTabular +from .utils import _apply_homography from .utils.doc_decorators import fill_doc from .utils.variables import native_to_cloud_column_map @@ -111,7 +112,7 @@ def _load_native_events_data( return data, files -def _infer_events_type_and_id(data: pd.DataFrame) -> tuple[str, Optional[str]]: +def _infer_events_type(data: pd.DataFrame) -> str: """ Infer event type based on presence of specific columns. If multiple or no matches found, return "custom". @@ -128,10 +129,14 @@ def _infer_events_type_and_id(data: pd.DataFrame) -> tuple[str, Optional[str]]: types = {col_map[c] for c in data.columns if c in col_map} if len(types) != 1: # None or more than one match → custom event type - return "custom", None + data.index = pd.RangeIndex(start=0, stop=len(data), name="event id") + return "custom" type = types.pop() - id_name = None if type == "events" else reverse_map[type] - return type, id_name + if type == "events": + data.index.name = "event id" + else: + data.set_index(reverse_map[type], inplace=True) + return type class Events(BaseTabular): @@ -168,9 +173,6 @@ class Events(BaseTabular): Event data with standardized column names. type : {"blinks", "fixations", "saccades", "events", "custom"} Inferred event type based on data columns. - id_name : str or None - Column name holding event IDs (e.g., ``blink id``, ``fixation id``, - ``saccade id``). ``None`` for ``events`` and ``custom`` types. Examples -------- @@ -206,7 +208,7 @@ def __init__(self, source: pd.DataFrame | Path | str, type: Optional[str] = None data = source.copy(deep=True) self.file = None super().__init__(data) - self.type, self.id_name = _infer_events_type_and_id(self.data) + self.type = _infer_events_type(self.data) def __getitem__(self, index) -> pd.Series: """Get an event series by index.""" @@ -223,9 +225,9 @@ def start_ts(self) -> np.ndarray: If no ``start timestamp [ns]`` or ``timestamp [ns]`` column is found in the instance. """ if self.type == "events": - return self.data["timestamp [ns]"].to_numpy() + return self.data["timestamp [ns]"].to_numpy(np.int64) if "start timestamp [ns]" in self.data.columns: - return self.data["start timestamp [ns]"].to_numpy() + return self.data["start timestamp [ns]"].to_numpy(np.int64) else: raise ValueError("No `start timestamp [ns]` column found in the instance.") @@ -240,7 +242,7 @@ def end_ts(self) -> np.ndarray: If no ``end timestamp [ns]`` column is found in the instance. """ if "end timestamp [ns]" in self.data.columns: - return self.data["end timestamp [ns]"].to_numpy() + return self.data["end timestamp [ns]"].to_numpy(np.int64) else: raise ValueError("No `end timestamp [ns]` column found in the instance.") @@ -263,57 +265,48 @@ def durations(self) -> np.ndarray: def id(self) -> np.ndarray: """ Event ID. - - Raises - ------ - ValueError - If no ID column (e.g., `` id``) is found in the instance. """ - if self.id_name in self.data.columns and self.id_name is not None: - return self.data[self.id_name].to_numpy() - else: - raise ValueError("No ID column (e.g., ` id`) found in the instance.") + return self.data.index.to_numpy(np.int32) @fill_doc def crop( self, tmin: Optional[Number] = None, tmax: Optional[Number] = None, - by: Literal["timestamp", "row"] = "timestamp", + by: Literal["timestamp", "sample"] = "timestamp", inplace: bool = False, ) -> Optional["Events"]: """ - Crop data to a specific time range based on timestamps or row numbers. + Crop data to a specific time range based on timestamps or sample numbers. Parameters ---------- tmin : number, optional - Start timestamp/row to crop the data to. If ``None``, - the minimum timestamp/row in the data is used. Defaults to ``None``. + Start timestamp/sample to crop the data to (inclusive). If ``None``, + the minimum timestamp/sample in the data is used. Defaults to ``None``. tmax : number, optional - End timestamp/row to crop the data to. If ``None``, - the maximum timestamp/row in the data is used. Defaults to ``None``. - by : "timestamp" or "row", optional - Whether tmin and tmax are UTC timestamps in nanoseconds - or row numbers of the stream data. + End timestamp/sample to crop the data to (exclusive). If ``None``, + the maximum timestamp/sample in the data is used. Defaults to ``None``. + by : "timestamp" or "sample", optional + Whether tmin and tmax are Unix timestamps in nanoseconds + or sample numbers of the stream data. Defaults to "timestamp". %(inplace)s Returns ------- - Events or None - Cropped events if ``inplace=False``, otherwise ``None``. + %(events_or_none)s """ if tmin is None and tmax is None: - raise ValueError("At least one of tmin or tmax must be provided") + raise ValueError("At least one of `tmin` or `tmax` must be provided") if by == "timestamp": t = self.start_ts else: t = np.arange(len(self)) tmin = t.min() if tmin is None else tmin tmax = t.max() if tmax is None else tmax - mask = (t >= tmin) & (t <= tmax) + mask = (t >= tmin) & (t < tmax) if not mask.any(): raise ValueError("No data found in the specified time range") @@ -336,8 +329,7 @@ def restrict(self, other: "Stream", inplace: bool = False) -> Optional["Events"] Returns ------- - Events or None - Restricted events if ``inplace=False``, otherwise ``None``. + %(events_or_none)s """ return self.crop(other.first_ts, other.last_ts, by="timestamp", inplace=inplace) @@ -346,7 +338,7 @@ def filter_by_duration( self, dur_min: Optional[Number] = None, dur_max: Optional[Number] = None, - reset_id: bool = True, + reset_id: bool = False, inplace: bool = False, ) -> Optional["Events"]: """ @@ -361,16 +353,17 @@ def filter_by_duration( Maximum duration (in milliseconds) of events to keep. If ``None``, no maximum duration filter is applied. Defaults to ``None``. reset_id : bool, optional - Whether to reset event IDs after filtering. Also resets the DataFrame index. - Defaults to ``True``. + Whether to reset event IDs after filtering. + Defaults to ``False``. %(inplace)s Returns ------- - Events or None - Filtered events if ``inplace=False``, otherwise ``None``. + %(events_or_none)s """ + if "duration [ms]" not in self.data.columns: + raise ValueError("No `duration [ms]` column found in the instance.") if dur_min is None and dur_max is None: raise ValueError("At least one of dur_min or dur_max must be provided") dur_min = dur_min if dur_min is not None else self.durations.min() @@ -379,14 +372,158 @@ def filter_by_duration( if not mask.any(): raise ValueError("No data found in the specified duration range") print(f"Filtering out {len(self) - mask.sum()} out of {len(self)} events.") + inst = self if inplace else self.copy() inst.data = self.data[mask].copy() if reset_id: - if self.id_name is not None: - inst.data[self.id_name] = np.arange(len(inst.data)) + 1 - inst.data.reset_index(drop=True, inplace=True) - else: - raise KeyError( - "Cannot reset event IDs as no event ID column is known for this instance." - ) + # Reset without losing original index name + inst.data.index = pd.RangeIndex( + start=0, stop=len(inst.data), name=inst.data.index.name + ) + return None if inplace else inst + + @fill_doc + def filter_by_name( + self, + names: str | list[str], + col_name: str = "name", + reset_id: bool = False, + inplace: bool = False, + ) -> Optional["Events"]: + """ + Filter events by matching values in a specified column. + Designed primarily for filtering ``Recording.events`` by their names. + + This method selects only the events whose value in ``col_name`` matches + one or more of the provided ``names``. If no events match, a + ``ValueError`` is raised. + + Parameters + ---------- + names : str or list of str + Event name or list of event names to keep. Matching is exact + and case-sensitive. + col_name : str, optional + Name of the column in ``self.data`` to use for filtering. + Must exist in the ``Events`` instance's DataFrame. + Defaults to ``"name"``. + reset_id: bool = False, optional + Whether to reset event IDs after filtering. + Defaults to ``False``. + %(inplace)s + + Returns + ------- + %(events_or_none)s + """ + if col_name not in self.data.columns: + raise KeyError(f"No `{col_name}` column found in the instance.") + + names = [names] if isinstance(names, str) else names + mask = self.data[col_name].isin(names) + if not mask.any(): + raise ValueError( + f"No data found matching the specified event names {names}" + ) + + inst = self if inplace else self.copy() + inst.data = self.data[mask].copy() + if reset_id: + inst.data.index = pd.RangeIndex( + start=0, stop=len(inst.data), name=inst.data.index.name + ) + return None if inplace else inst + + @fill_doc + def apply_homographies( + self, + homographies: "Stream", + max_gap_ms: Number = 500, + overwrite: bool = False, + inplace: bool = False, + ) -> Optional["Events"]: + """ + Compute fixation locations in surface coordinates using provided homographies + based on fixation pixel coordinates and append them to the events data. + + Since homographies are estimated per video frame and might not be available + for every frame, they need to be resampled/interpolated to the timestamps of the + fixation data before application. + + The events data must contain the required fixation columns: + ``fixation x [px]`` and ``fixation y [px]``. + + Parameters + ---------- + homographies : Stream + Stream containing homography matrices with columns 'homography (0,0)' through + 'homography (2,2)' as returned by :func:`pyneon.video.find_homographies`. + %(max_gap_ms)s + overwrite : bool, optional + Only applicable if surface fixation columns already exist. + If ``True``, overwrite existing columns. If ``False``, raise an error. + Defaults to ``False``. + %(inplace)s + + Returns + ------- + %(events_or_none)s + """ + inst = self if inplace else self.copy() + data = inst.data + + if not overwrite and ( + "fixation x [surface coord]" in data.columns + or "fixation y [surface coord]" in data.columns + ): + raise ValueError( + "Events already contain fixation surface data. " + "Use overwrite=True to overwrite existing columns." + ) + + required_cols = ["fixation x [px]", "fixation y [px]"] + if not all(col in data.columns for col in required_cols): + raise ValueError( + f"Data must contain the following columns: {required_cols}" + ) + + data["fixation x [surface coord]"] = np.nan + data["fixation y [surface coord]"] = np.nan + + event_ts = inst.start_ts + homographies_data = homographies.interpolate( + event_ts, float_kind="linear", max_gap_ms=max_gap_ms + ).data + + h_cols = [f"homography ({i},{j})" for i in range(3) for j in range(3)] + if not all(col in homographies_data.columns for col in h_cols): + raise ValueError( + f"Homographies data must contain columns: {h_cols}" + ) + + homographies_data = homographies_data.dropna() + + x_col = data.columns.get_loc("fixation x [surface coord]") + y_col = data.columns.get_loc("fixation y [surface coord]") + + for event_idx, ts in enumerate(event_ts): + if ts not in homographies_data.index: + continue + + h_row = homographies_data.loc[ts] + if isinstance(h_row, pd.DataFrame): + h_row = h_row.iloc[0] + + fix_vals = data.iloc[event_idx][required_cols].values + if pd.isna(fix_vals).any(): + continue + + fix_points = np.asarray(fix_vals, dtype=np.float64).reshape(1, -1) + H_flat = h_row[h_cols].values + H = H_flat.reshape(3, 3) + fix_trans = _apply_homography(fix_points, H) + + data.iat[event_idx, x_col] = fix_trans[:, 0] + data.iat[event_idx, y_col] = fix_trans[:, 1] + return None if inplace else inst diff --git a/pyneon/export/export_cloud.py b/pyneon/export/export_cloud.py index 75c27a7..71638c8 100644 --- a/pyneon/export/export_cloud.py +++ b/pyneon/export/export_cloud.py @@ -61,7 +61,7 @@ def _export_data(recording, attr_name, filename, target_dir): else: data.reset_index(inplace=True, drop=True) # Append recording ID and section ID columns - data["section id"] = recording.info.get("section_id", pd.NA) + data["section id"] = recording.info.get("section_id", None) data["recording id"] = recording.recording_id cols = data.columns.tolist() data = data[cols[-2:] + cols[:-2]] # Move new columns to front diff --git a/pyneon/preprocess/filter.py b/pyneon/preprocess/filter.py index c48049d..1de110c 100644 --- a/pyneon/preprocess/filter.py +++ b/pyneon/preprocess/filter.py @@ -17,39 +17,39 @@ def smooth_camera_pose( Parameters ---------- camera_position_raw : pandas.DataFrame - DataFrame containing 'frame_idx' and 'camera_pos' columns. + DataFrame containing 'frame index' and 'camera_pos' columns. initial_state_noise : float, optional - Initial state covariance scaling factor. Default is 0.1. + Initial state covariance scaling factor. Defaults to 0.1. process_noise : float, optional - Process noise covariance scaling factor. Default is 0.1. + Process noise covariance scaling factor. Defaults to 0.1. measurement_noise : float, optional - Measurement noise covariance scaling factor. Default is 0.01. + Measurement noise covariance scaling factor. Defaults to 0.01. gating_threshold : float, optional - Mahalanobis distance threshold for gating outliers. Default is 2.0. + Mahalanobis distance threshold for gating outliers. Defaults to 2.0. bidirectional : bool, optional - If True, applies forward-backward RTS smoothing. Default is False. + If True, applies forward-backward RTS smoothing. Defaults to False. Returns ------- pd.DataFrame - A DataFrame with 'frame_idx' and 'smoothed_camera_pos'. + A DataFrame with 'frame index' and 'smoothed_camera_pos'. """ state_dim = 3 meas_dim = 3 - # Ensure the DataFrame is sorted by frame_idx - camera_position_raw = camera_position_raw.sort_values("frame_idx") + # Ensure the DataFrame is sorted by frame index + camera_position_raw = camera_position_raw.sort_values("frame index") # Extract all frame indices and create a complete range all_frames = np.arange( - camera_position_raw["frame_idx"].min(), - camera_position_raw["frame_idx"].max() + 1, + camera_position_raw["frame index"].min(), + camera_position_raw["frame index"].max() + 1, ) # Create a lookup for frame detections position_lookup = dict( - zip(camera_position_raw["frame_idx"], camera_position_raw["camera_pos"]) + zip(camera_position_raw["frame index"], camera_position_raw["camera_pos"]) ) # Kalman filter matrices @@ -90,7 +90,7 @@ def smooth_camera_pose( if not bidirectional: smoothed_positions = [x.flatten() for x in x_fwd] result_df = pd.DataFrame( - {"frame_idx": all_frames, "camera_pos": smoothed_positions} + {"frame index": all_frames, "camera_pos": smoothed_positions} ) return result_df @@ -111,6 +111,6 @@ def smooth_camera_pose( # Return results result_df = pd.DataFrame( - {"frame_idx": all_frames, "camera_pos": smoothed_positions} + {"frame index": all_frames, "camera_pos": smoothed_positions} ) return result_df diff --git a/pyneon/preprocess/preprocess.py b/pyneon/preprocess/preprocess.py index c09d040..99b2cf3 100644 --- a/pyneon/preprocess/preprocess.py +++ b/pyneon/preprocess/preprocess.py @@ -21,6 +21,7 @@ def interpolate( data: pd.DataFrame, float_kind: str | int = "linear", other_kind: str | int = "nearest", + max_gap_ms: Optional[Number] = 500, ) -> pd.DataFrame: """ Interpolate a data stream to a new set of timestamps. @@ -53,18 +54,58 @@ def interpolate( """ _check_data(data) new_ts = np.sort(new_ts).astype("int64") - if new_ts[0] < data.index[0]: + + # Track which timestamps are invalid + invalid_mask = np.zeros(len(new_ts), dtype=bool) + + # First, mark timestamps outside the data range + out_of_range = (new_ts < data.index[0]) | (new_ts > data.index[-1]) + invalid_mask |= out_of_range + n_out_of_bounds = np.sum(out_of_range) + if n_out_of_bounds > 0: warn( - "new_ts contains timestamps before the data start time; " - "These samples will be NaN.", - UserWarning, - ) - if new_ts[-1] > data.index[-1]: - warn( - "new_ts contains timestamps after the data end time; " - "These samples will be NaN.", + f"{n_out_of_bounds} out of {len(new_ts)} requested timestamps are outside " + f"the data time range and will have empty data.", UserWarning, ) + + # Then, for in-range timestamps, check max_gap_ms constraint + if max_gap_ms is not None: + max_gap_ns = int(max_gap_ms * 1e6) + old_ts = data.index.to_numpy() + + # Only check timestamps that are within the data range + in_range_mask = ~out_of_range + if np.any(in_range_mask): + new_ts_in_range = new_ts[in_range_mask] + idx = np.searchsorted(old_ts, new_ts_in_range, side="left") + + # Check for exact matches first + exact_match = np.isin(new_ts_in_range, old_ts) + + # For non-exact matches, compute distances to neighbors + left_dist = np.where( + idx == 0, np.inf, new_ts_in_range - old_ts[np.clip(idx - 1, 0, len(old_ts) - 1)] + ) + right_dist = np.where( + idx == len(old_ts), np.inf, old_ts[np.clip(idx, 0, len(old_ts) - 1)] - new_ts_in_range + ) + + # Valid if exact match OR both neighbors are close enough + valid_in_range = exact_match | ((left_dist < max_gap_ns) & (right_dist < max_gap_ns)) + + # Mark invalid timestamps + invalid_in_range = ~valid_in_range + invalid_mask[in_range_mask] |= invalid_in_range + + n_gap_violations = np.sum(invalid_in_range) + if n_gap_violations > 0: + warn( + f"{n_gap_violations} out of {len(new_ts)} requested timestamps exceed " + f"max_gap_ms={max_gap_ms} relative to neighboring samples and will have empty data.", + UserWarning, + ) + if other_kind not in ("nearest", "nearest-up", "previous", "next"): warn( f"Interpolation kind '{other_kind}' for non-float columns " @@ -89,6 +130,10 @@ def interpolate( new_data[col] = vals.astype(s.dtype, copy=False) except (TypeError, ValueError): # fallback in case .astype fails new_data[col] = vals + + # Set data to NaN for timestamps that are out of range + if np.any(invalid_mask): + new_data.loc[invalid_mask] = np.nan return new_data @@ -100,6 +145,7 @@ def interpolate_events( buffer: Number | tuple[Number, Number] = 0.05, float_kind: str | int = "linear", other_kind: str | int = "nearest", + max_gap_ms: Optional[Number] = 500, ) -> pd.DataFrame: """ Interpolate data in the duration of events in the stream data. @@ -157,6 +203,7 @@ def interpolate_events( new_data, float_kind=float_kind, other_kind=other_kind, + max_gap_ms=max_gap_ms, ) return new_data @@ -232,6 +279,7 @@ def window_average( def compute_azimuth_and_elevation( data: pd.DataFrame, method: Literal["linear"] = "linear", + overwrite: bool = False, ) -> None: """ Append gaze azimuth and elevation angles (in degrees) to gaze data @@ -251,6 +299,15 @@ def compute_azimuth_and_elevation( The function modifies the input DataFrame in-place by adding two new columns: ``azimuth [deg]`` and ``elevation [deg]``. """ + if not overwrite and ( + "azimuth [deg]" in data.columns + or "elevation [deg]" in data.columns + ): + raise ValueError( + "Stream data already contains azimuth and/or elevation columns. " + "Use overwrite=True to overwrite existing columns." + ) + required_cols = ["gaze x [px]", "gaze y [px]"] camera_resolution = [1600, 1200] # Pupil Neon camera resolution in pixels camera_fov = [103, 77] # Pupil Neon camera field of view in degrees @@ -398,7 +455,7 @@ def concat_streams( concat_data = pd.DataFrame(index=new_ts) for stream in streams_info["stream"]: interp_data = stream.interpolate( - new_ts, float_kind, other_kind, inplace=inplace + new_ts, float_kind, other_kind, max_gap_ms=None, inplace=inplace ).data assert concat_data.shape[0] == interp_data.shape[0] assert concat_data.index.equals(interp_data.index) diff --git a/pyneon/recording.py b/pyneon/recording.py index 4ce8220..64593bc 100644 --- a/pyneon/recording.py +++ b/pyneon/recording.py @@ -7,6 +7,7 @@ from typing import Literal, Optional from warnings import warn +import cv2 import matplotlib.pyplot as plt import numpy as np import pandas as pd @@ -15,14 +16,14 @@ from .export import export_cloud_format, export_eye_bids, export_motion_bids from .preprocess import concat_events, concat_streams, smooth_camera_pose from .stream import Stream +from .utils.doc_decorators import fill_doc from .utils.variables import calib_dtype, expected_files_cloud, expected_files_native from .video import ( Video, - detect_apriltags, + detect_markers, estimate_camera_pose, estimate_scanpath, find_homographies, - gaze_on_surface, ) from .vis import overlay_detections_and_pose, overlay_scanpath, plot_distribution @@ -82,7 +83,7 @@ class Recording: └── worn.dtype Streams, events, and scene video will be located but not loaded until - accessed as properties such as ``gaze``, ``imu``, and ``eye_states``. + accessed as properties such as :attr:`gaze`, :attr:`fixations`, and :attr:`scene_video`. Parameters ---------- @@ -95,7 +96,7 @@ class Recording: Recording ID. recording_dir : pathlib.Path Path to the recording directory. - format : {'cloud', 'native'} + format : {"cloud", "native"} Recording format, either "cloud" for Pupil Cloud format or "native" for native format. info : dict @@ -132,10 +133,6 @@ def __init__(self, recording_dir: str | Path): self.info = info self.data_format_version = info.get("data_format_version", None) - self.der_dir = recording_dir / "derivatives" - if not self.der_dir.is_dir(): - self.der_dir.mkdir() - def _infer_format(self): gaze_csv = self.recording_dir / "gaze.csv" gaze_ps1_time = self.recording_dir / "gaze ps1.time" @@ -216,7 +213,7 @@ def imu(self) -> Stream: @cached_property def eye_states(self) -> Stream: """ - Returns a (cached) :class:`pyneon.Stream` object containing eye states data. + Return a (cached) :class:`pyneon.Stream` object containing eye states data. For **Pupil Cloud** recordings, the data is loaded from ``3d_eye_states.csv``. @@ -246,7 +243,7 @@ def blinks(self) -> Events: @cached_property def fixations(self) -> Events: """ - Returns a (cached) :class:`pyneon.Events` object containing fixations data. + Return a (cached) :class:`pyneon.Events` object containing fixations data. For **Pupil Cloud** recordings, the data is loaded from ``fixations.csv``. @@ -261,7 +258,7 @@ def fixations(self) -> Events: @cached_property def saccades(self) -> Events: """ - Returns a (cached) :class:`pyneon.Events` object containing saccades data. + Return a (cached) :class:`pyneon.Events` object containing saccades data. For **Pupil Cloud** recordings, the data is loaded from ``saccades.csv``. @@ -278,7 +275,7 @@ def saccades(self) -> Events: @cached_property def events(self) -> Events: """ - Returns a (cached) :class:`pyneon.Events` object containing events data. + Return a (cached) :class:`pyneon.Events` object containing events data. For **Pupil Cloud** recordings, the events data is loaded from ``events.csv``. @@ -293,7 +290,7 @@ def events(self) -> Events: @cached_property def scene_video(self) -> Video: """ - Returns a (cached) :class:`pyneon.Video` object containing scene video data. + Return a (cached) :class:`pyneon.Video` object containing scene video data. For **Pupil Cloud** recordings, the video is loaded from the only ``*.mp4`` file in the recording directory. @@ -355,7 +352,7 @@ def scene_video(self) -> Video: @cached_property def eye_video(self) -> Video: """ - Returns a (cached) :class:`pyneon.Video` object containing eye video data. + Return a (cached) :class:`pyneon.Video` object containing eye video data. Eye video is only available for **native** recordings and is loaded from the ``Neon Sensor Module*.mp4`` file in the recording directory. @@ -406,7 +403,7 @@ def concat_streams( Concatenate data from different streams under common timestamps. Since the streams may have different timestamps and sampling frequencies, resampling of all streams to a set of common timestamps is performed. - The latest start timestamp and earliest last timestamp of the selected sreams + The latest start timestamp and earliest last timestamp of the selected streams are used to define the common timestamps. Parameters @@ -475,8 +472,12 @@ def plot_distribution( self, heatmap_source: Literal["gaze", "fixations", None] = "gaze", scatter_source: Literal["gaze", "fixations", None] = "fixations", + step_size: int = 10, + sigma: int | float = 2, + width_height: tuple[int, int] = (1600, 1200), + cmap: str = "inferno", + ax: Optional[plt.Axes] = None, show: bool = True, - **kwargs, ) -> tuple[plt.Figure, plt.Axes]: """ Plot a heatmap of gaze or fixation data on a matplotlib axis. @@ -485,8 +486,6 @@ def plot_distribution( Parameters ---------- - rec : Recording - Recording object containing the gaze and video data. heatmap_source : {'gaze', 'fixations', None} Source of the data to plot as a heatmap. If None, no heatmap is plotted. Defaults to 'gaze'. @@ -494,29 +493,23 @@ def plot_distribution( Source of the data to plot as a scatter plot. If None, no scatter plot is plotted. Defaults to 'fixations'. Gaze data is typically more dense and thus less suitable for scatter plots. - show : bool - Show the figure if ``True``. Defaults to True. - **kwargs : keyword arguments - Additional parameters for the plot, including: - - 'step_size': Step size for the heatmap grid. Default is 10. - - 'sigma': Sigma value for Gaussian smoothing. Default is 2. - - 'width_height': Width and height of the figure in pixels. Default is (1600, 1200). - - 'cmap': Colormap for the heatmap. Default is 'inferno'. - - 'ax': Matplotlib axis to plot on. If None, a new figure and axis are created. + step_size : int + Size of the grid cells in pixels. Defaults to 10. + sigma : int or float + Standard deviation of the Gaussian kernel used to smooth the heatmap. + If None or 0, no smoothing is applied. Defaults to 2. + width_height : tuple[int, int] + If video is not available, the width and height of the scene camera frames to + specify the heatmap dimensions. Defaults to (1600, 1200). + cmap : str + Colormap to use for the heatmap. Defaults to 'inferno'. + %(ax_param)s + %(show_param)s Returns ------- - fig : matplotlib.figure.Figure - Figure object containing the plot. - ax : matplotlib.axes.Axes - Axis object containing the plot. + %(fig_ax_return)s """ - step_size = kwargs.get("step_size", 10) - sigma = kwargs.get("sigma", 2) - width_height = kwargs.get("width_height", (1600, 1200)) - cmap = kwargs.get("cmap", "inferno") - ax = kwargs.get("ax", None) - return plot_distribution( self, heatmap_source, @@ -545,7 +538,7 @@ def sync_gaze_to_video( Size of the time window in nanoseconds used for averaging. If None, defaults to the median interval between video frame timestamps. overwrite : bool, optional - If True, force recomputation even if saved data exists. Default is False. + If True, force recomputation even if saved data exists. Defaults to False. output_path : str or pathlib.Path, optional Path to save the resulting CSV file. Defaults to `/gaze_synced.csv`. @@ -555,7 +548,7 @@ def sync_gaze_to_video( A Stream indexed by `"timestamp [ns]"`, containing: - 'gaze x [px]': Gaze x-coordinate in pixels - 'gaze y [px]': Gaze y-coordinate in pixels - - 'frame_idx': Index of the video frame corresponding to the gaze data + - 'frame index': Index of the video frame corresponding to the gaze data """ if output_path is None: gaze_file = self.der_dir / "gaze_synced.csv" @@ -572,7 +565,7 @@ def sync_gaze_to_video( raise ValueError("Gaze-video synchronization requires gaze and video data.") synced_gaze = self.gaze.window_average(self.scene_video.ts, window_size).data - synced_gaze["frame_idx"] = np.arange(len(synced_gaze)) + synced_gaze["frame index"] = np.arange(len(synced_gaze)) synced_gaze.index.name = "timestamp [ns]" synced_gaze.to_csv(gaze_file, index=True) @@ -630,131 +623,114 @@ def estimate_scanpath( ) scanpath_df.index.name = "timestamp [ns]" - # ------------------------------------------------------------------ save + # save scanpath_df.to_pickle(scanpath_path) return Stream(scanpath_df) - def detect_apriltags( + @fill_doc + def detect_markers( self, - tag_family: str = "tag36h11", + marker_family: str | list[str] = "36h11", + step: int = 1, + detection_window: Optional[tuple[int | float, int | float]] = None, + detection_window_unit: str = "frame", + detector_parameters: Optional[cv2.aruco.DetectorParameters] = None, overwrite: bool = False, output_path: Optional[str | Path] = None, - **kwargs, ) -> Stream: """ - Detect AprilTags in a video and return their positions per frame. + Detect fiducial markers (AprilTag or ArUco) in a video and return their positions per frame. - Runs AprilTag detection on video frames using the `pupil_apriltags` backend. Uses saved results if available unless `overwrite=True`. Parameters ---------- - tag_family : str, optional - The AprilTag family to detect (e.g., "tag36h11"). Default is "tag36h11". + %(detect_markers_params)s overwrite : bool, optional - If True, reruns detection even if saved results exist. + If True, reruns detection even if saved results exist. Defaults to False. output_path : str or pathlib.Path, optional - Path to save the detection JSON file. Defaults to `/apriltags.json`. - **kwargs : keyword arguments - Additional parameters for AprilTag detection, including: - - 'nthreads': Number of threads to use for detection. Default is 4. - - 'quad_decimate': Decimation factor for the quad detection. Default is 1.0, thus no decimation. - - 'skip_frames': Number of frames to skip between detections. Default is 1, thus no skipping. + Path to save the detection CSV file. Defaults to `/markers.csv`. Returns ------- - Stream - Stream indexed by `"timestamp [ns]"` with one row per detected tag, including: - - 'frame_idx': Index in the downsampled video sequence - - 'orig_frame_idx': Original frame index in the full video - - 'tag_id': ID of the detected AprilTag - - 'corners': A 4x2 array of tag corner coordinates - - 'center': A 1x2 array of the tag center + %(detect_markers_return)s """ - nthreads = kwargs.get("nthreads", 4) - quad_decimate = kwargs.get("quad_decimate", 1.0) - skip_frames = kwargs.get("skip_frames", 1) + window_unit = detection_window_unit + valid_units = {"frame", "time", "timestamp"} + if window_unit not in valid_units: + raise ValueError( + f"Invalid detection_window_unit '{detection_window_unit}'. Use one of {sorted(valid_units)}." + ) if output_path is None: - json_file = self.der_dir / "apriltags.json" + csv_file = self.der_dir / "markers.csv" else: - json_file = Path(output_path) + csv_file = Path(output_path) # If a saved file exists and overwrite is False, just read and return it - if json_file.is_file() and not overwrite: - print(f"Loading saved detections from {json_file}") - all_detections = pd.read_json(json_file, orient="records", lines=True) - all_detections["timestamp [ns]"] = all_detections["timestamp [ns]"].astype( - "int64" - ) - if all_detections.empty: - raise ValueError("AprilTag detection data is empty.") - return Stream(all_detections) - - all_detections = detect_apriltags( + if csv_file.is_file() and not overwrite: + print(f"Loading saved detections from {csv_file}") + detected_markers = pd.read_csv(csv_file, index_col="timestamp [ns]") + if detected_markers.empty: + raise ValueError("Marker detection data is empty.") + return Stream(detected_markers) + + detected_markers = detect_markers( video=self.scene_video, - tag_family=tag_family, - nthreads=nthreads, - quad_decimate=quad_decimate, - skip_frames=skip_frames, + marker_family=marker_family, + step=step, + detection_window=detection_window, + detection_window_unit=window_unit, + detector_parameters=detector_parameters, ) - if all_detections.empty: - raise ValueError("No AprilTag detections found.") + if detected_markers.data.empty: + raise ValueError("No marker detections found.") - # Save results to JSON - all_detections.reset_index().to_json(json_file, orient="records", lines=True) + # Save results to CSV + detected_markers.data.to_csv(csv_file, index=True) - return Stream(all_detections) + return detected_markers + @fill_doc def find_homographies( self, - tag_info: pd.DataFrame, - all_detections: Optional[Stream] = None, + marker_info: pd.DataFrame, + detected_markers: Optional[Stream] = None, + valid_markers: int = 2, + method: int = cv2.LMEDS, + ransacReprojThreshold: float = 3.0, + maxIters: int = 2000, + confidence: float = 0.995, overwrite: bool = False, output_path: Optional[str | Path] = None, - **kwargs, ) -> Stream: """ - Compute and return homographies for each frame using AprilTag detections and reference marker layout. + Compute and return homographies for each frame using marker detections and reference marker layout. Parameters ---------- - tag_info : pandas.DataFrame - DataFrame containing AprilTag reference positions and orientations, with columns: - - 'tag_id': ID of the tag - - 'x', 'y', 'z': 3D coordinates of the tag's center - - 'normal_x', 'normal_y', 'normal_z': Normal vector of the tag surface - - 'size': Side length of the tag in meters - all_detections : Stream, optional - Stream containing AprilTag detection results per frame. If None, detections are recomputed. + marker_info : pandas.DataFrame + DataFrame containing marker reference positions, with columns: + - "marker name": full marker identifier (family + id, e.g., "tag36h11_1") + - "size": size of the marker in the reference plane units + - "center x": x center of the marker in OpenCV coordinates + - "center y": y center of the marker in OpenCV coordinates + detected_markers : Stream, optional + Stream containing marker detection results per frame. If None, detections are recomputed. + %(find_homographies_params)s overwrite : bool, optional - Whether to force recomputation even if saved homographies exist. + Whether to force recomputation even if saved homographies exist. Defaults to False. output_path : str or pathlib.Path, optional - Optional file path for saving the homographies as JSON. If None, defaults to `/homographies.json`. - **kwargs : keyword arguments - Additional parameters for homography computation, including: - - 'coordinate_system': Coordinate system for the homography ('opencv' or 'psychopy'). Default is 'opencv'. - - 'surface_size': Size of the surface in pixels (width, height). Default is (1920, 1080). - - 'skip_frames': Number of frames to skip between detections. Default is 1. - - 'settings': Additional settings for the homography computation. + Optional file path for saving the homographies as pickle. If None, defaults to `/homographies.pkl`. Returns ------- - Stream - A Stream object indexed by `"timestamp [ns]"` containing: - - 'frame_idx': Video frame index - - 'homography': 3x3 NumPy array representing the homography matrix for that frame + %(find_homographies_return)s """ - # Defaults for kwargs - coordinate_system = kwargs.get("coordinate_system", "opencv") - surface_size = kwargs.get("surface_size", (1920, 1080)) - skip_frames = kwargs.get("skip_frames", 1) - settings = kwargs.get("settings", None) - if output_path is None: pkl_file = self.der_dir / "homographies.pkl" else: @@ -767,30 +743,27 @@ def find_homographies( homographies = Stream(df) return homographies - if all_detections is None: - all_detections = self.detect_apriltags() - - # if all_detections.data.empty: - # raise ValueError("No AprilTag detections found.") - - homographies_df = find_homographies( - self.scene_video, - all_detections.data, - tag_info.copy(deep=True), - surface_size, - skip_frames=skip_frames, - coordinate_system=coordinate_system, - settings=settings, + if detected_markers is None: + detected_markers = self.detect_markers() + + homographies = find_homographies( + detected_markers=detected_markers, + marker_layout=marker_info, + valid_markers=valid_markers, + method=method, + ransacReprojThreshold=ransacReprojThreshold, + maxIters=maxIters, + confidence=confidence, ) - homographies_df.to_pickle(pkl_file) + homographies.data.to_pickle(pkl_file) - return Stream(homographies_df) + return homographies def gaze_on_surface( self, homographies: Optional[Stream] = None, - tag_info: Optional[pd.DataFrame] = None, + marker_info: Optional[pd.DataFrame] = None, synced_gaze: Optional[Stream] = None, overwrite: bool = False, output_path: Optional[str | Path] = None, @@ -798,20 +771,24 @@ def gaze_on_surface( """ Project gaze coordinates from eye space to surface space using homographies. - Computes or loads frame-wise homographies and applies them to the synchronized - gaze data to transform it into surface coordinates. If a saved version exists - and `overwrite` is False, the data is loaded from disk. + Computes or loads frame-wise or sample-wise homographies and applies them to + either synchronized or raw gaze data. If homographies are already sampled to + the raw gaze timestamps, they are applied directly. Otherwise, synchronized + gaze is used. + + If a saved version exists and `overwrite` is False, the data is loaded from disk. Parameters ---------- homographies : Stream, optional - Stream containing precomputed homographies. If None, they are computed from `tag_info`. - tag_info : pandas.DataFrame, optional + Stream containing precomputed homographies. If None, they are computed from `marker_info`. + marker_info : pandas.DataFrame, optional AprilTag marker info used to compute homographies. Required if `homographies` is None. synced_gaze : Stream, optional - Gaze data aligned to video frames. If None, will be computed using `sync_gaze_to_video()`. + Gaze data aligned to video frames. If None, will be either `self.gaze` or + computed using `sync_gaze_to_video()` depending on the `homographies` frequency. overwrite : bool, optional - If True, recompute and overwrite any existing surface-transformed gaze data. Default is False. + If True, recompute and overwrite any existing surface-transformed gaze data. Defaults to False. output_path : str or pathlib.Path, optional File path to save the resulting CSV. Defaults to `/gaze_on_surface.csv`. @@ -819,9 +796,9 @@ def gaze_on_surface( ------- Stream A Stream containing gaze data with surface coordinates, including: - - 'frame_idx': Frame index + - 'frame index': Frame index - 'x_trans', 'y_trans': Gaze coordinates in surface pixel space - - Any additional columns from the synchronized gaze input + - Any additional columns from the gaze input """ if output_path is None: @@ -837,17 +814,20 @@ def gaze_on_surface( return Stream(data) if homographies is None: - if tag_info is None: + if marker_info is None: raise ValueError( "Marker information is required for homography estimation." ) - homographies = self.find_homographies(tag_info=tag_info) + homographies = self.find_homographies(marker_info=marker_info) if synced_gaze is None: - # Check if synced gaze already exists - synced_gaze = self.sync_gaze_to_video() + # Detect frequency / alignment + if homographies.data.index.equals(self.gaze.data.index): + synced_gaze = self.gaze + else: + synced_gaze = self.sync_gaze_to_video() - data = gaze_on_surface(synced_gaze.data, homographies.data) + # data = apply_homographies_on_gaze(synced_gaze.data, homographies.data) # Save gaze on surface data to CSV data.to_csv(gaze_on_surface_path, index=True) @@ -876,7 +856,7 @@ def fixations_on_surface( Must include 'fixation id', 'x_trans', and 'y_trans' columns. overwrite : bool, optional If True, forces recomputation and overwrites any existing output file. - Default is False. + Defaults to False. output_path : str or pathlib.Path, optional Custom path to save the resulting fixation data as a CSV. If None, defaults to `self.der_dir / "fixations_on_surface.csv"`. @@ -886,9 +866,9 @@ def fixations_on_surface( Events An events object containing: - All columns from the raw fixations table - - 'gaze x [surface coord]' : float + - \"gaze x [surface coord]\" : float Mean surface-space x-coordinate for the fixation. - - 'gaze y [surface coord]' : float + - "gaze y [surface coord]" : float Mean surface-space y-coordinate for the fixation. """ @@ -916,13 +896,13 @@ def fixations_on_surface( # Summarize gaze points first: gaze_means = ( gaze_on_surface.data.groupby("fixation id", as_index=False)[ - ["x_trans", "y_trans"] + ["gaze x [surface coord]", "gaze y [surface coord]"] ] .mean() .rename( columns={ - "x_trans": "gaze x [surface coord]", - "y_trans": "gaze y [surface coord]", + "gaze x [surface coord]": "fixation x [surface coord]", + "gaze y [surface coord]": "fixation y [surface coord]", } ) ) @@ -938,10 +918,10 @@ def fixations_on_surface( return Events(data) - def estimate_camera_pose( + def _estimate_camera_pose( self, - tag_locations_df: pd.DataFrame, - all_detections: Optional[Stream] = None, + marker_locations_df: pd.DataFrame, + detected_markers: Optional[Stream] = None, output_path: Optional[str | Path] = None, overwrite: bool = False, ) -> Stream: @@ -950,28 +930,28 @@ def estimate_camera_pose( Parameters ---------- - tag_locations_df : pandas.DataFrame - 3-D positions, normals and size for every AprilTag (columns: - 'tag_id','x','y','z','normal_x','normal_y','normal_z','size'). - all_detections : Stream, optional - Per-frame AprilTag detections. If ``None``, they are produced by Recording.detect_apriltags(). + marker_locations_df : pandas.DataFrame + 3-D positions, normals and size for every marker (columns: + 'marker_id','x','y','z','normal_x','normal_y','normal_z','size'). + detected_markers : Stream, optional + Per-frame marker detections. If ``None``, they are produced by Recording.detect_markers(). output_path : str or pathlib.Path, optional Path to save the resulting camera pose data as a JSON file. Defaults to `/camera_pose.json`. overwrite : bool, optional - If True, forces recomputation and overwrites any existing saved result. Default is False. + If True, forces recomputation and overwrites any existing saved result. Defaults to False. Returns ------- Stream Indexed by "timestamp [ns]" with columns - ``'frame_idx', 'translation_vector', 'rotation_vector', 'camera_pos'``. + ``'frame id', 'translation_vector', 'rotation_vector', 'camera_pos'``. """ json_file = ( Path(output_path) if output_path else self.der_dir / "camera_pose.json" ) - # ------------------------------------------------------------------ load + # load if json_file.is_file() and not overwrite: print(f"Loading saved camera pose from {json_file}") df = pd.read_json(json_file, orient="records", lines=True) @@ -981,32 +961,32 @@ def estimate_camera_pose( raise ValueError("Camera pose data is empty.") return Stream(df) - # ------------------------------------------------------------------ prerequisites - req = {"tag_id", "pos_vec", "norm_vec", "size"} - missing = req - set(tag_locations_df.columns) + # prerequisites + req = {"marker_id", "pos_vec", "norm_vec", "size"} + missing = req - set(marker_locations_df.columns) if missing: - raise ValueError(f"tag_locations_df is missing: {missing}") + raise ValueError(f"marker_locations_df is missing: {missing}") - if all_detections is None: - all_detections = self.detect_apriltags() + if detected_markers is None: + detected_markers = self.detect_markers() - if all_detections.data.empty: - raise ValueError("No AprilTag detections found.") + if detected_markers.data.empty: + raise ValueError("No marker detections found.") - # ------------------------------------------------------------------ compute + # compute cam_pose_df = estimate_camera_pose( video=self.scene_video, - tag_locations_df=tag_locations_df, - all_detections=all_detections.data, + marker_locations_df=marker_locations_df, + detected_markers=detected_markers.data, ) cam_pose_df.index.name = "timestamp [ns]" - # ------------------------------------------------------------------ save + # save cam_pose_df.reset_index().to_json(json_file, orient="records", lines=True) return Stream(cam_pose_df) - def smooth_camera_pose( + def _smooth_camera_pose( self, camera_pose_raw: Optional[pd.DataFrame] = None, overwrite: bool = False, @@ -1019,7 +999,7 @@ def smooth_camera_pose( Parameters ---------- camera_pose_raw : pandas.DataFrame, optional - Raw camera-pose table with columns ``'frame_idx'`` and ``'camera_pos'``. + Raw camera-pose table with columns ``'frame id'`` and ``'camera_pos'``. If *None*, tries to load *camera_pose.json* from ``self.der_dir`` or computes it via Recording.estimate_camera_pose(). overwrite : bool, default False @@ -1048,14 +1028,14 @@ def smooth_camera_pose( gating_threshold = kwargs.get("gating_threshold", 2.0) bidirectional = kwargs.get("bidirectional", False) - # ------------------------------------------------ target path + # target path json_file = ( Path(output_path) if output_path else self.der_dir / "smoothed_camera_pose.json" ) - # ------------------------------------------------ fast-path load + # fast-path load if json_file.is_file() and not overwrite: print(f"Loading smoothed camera pose from {json_file}") df = pd.read_json(json_file, orient="records", lines=True) @@ -1063,7 +1043,7 @@ def smooth_camera_pose( df["smoothed_camera_pos"] = df["smoothed_camera_pos"].apply(np.array) return df - # ------------------------------------------------ obtain raw pose + # obtain raw pose if camera_pose_raw is None: raw_path = self.der_dir / "camera_pose.json" if raw_path.is_file(): @@ -1077,7 +1057,6 @@ def smooth_camera_pose( if camera_pose_raw.empty: raise ValueError("Camera-pose table is empty; cannot smooth.") - # ------------------------------------------------ compute smoothed = smooth_camera_pose( camera_pose_raw, initial_state_noise, @@ -1087,7 +1066,7 @@ def smooth_camera_pose( bidirectional, ) - # ------------------------------------------------ save & return + # save and return smoothed.to_json(json_file, orient="records", lines=True) return smoothed diff --git a/pyneon/stream.py b/pyneon/stream.py index 0df4365..6712e81 100644 --- a/pyneon/stream.py +++ b/pyneon/stream.py @@ -3,6 +3,7 @@ from pathlib import Path from typing import TYPE_CHECKING, Literal, Optional from warnings import warn +from tqdm import tqdm import numpy as np import pandas as pd @@ -14,6 +15,7 @@ window_average, ) from .tabular import BaseTabular +from .utils import _apply_homography from .utils.doc_decorators import fill_doc from .utils.variables import native_to_cloud_column_map, nominal_sampling_rates @@ -21,6 +23,99 @@ from .events import Events +def _apply_homographies_on_gaze( + gaze: "Stream", + homographies: "Stream", + max_gap_ms: Number = 500, + overwrite: bool = False, +) -> None: + """ + Apply homographies to gaze points. + + Since homographies are estimated per video frame and might not be available + for every frame, they need to be resampled/interpolated to the timestamps of the + gaze data before application. Users can control the extent of interpolation using + the ``max_gap_ms`` parameter to avoid applying homographies over large gaps. + + This function operates in-place and modifies the `gaze` Stream by adding two new columns: + 'gaze x [surface coord]' and 'gaze y [surface coord]'. + + Parameters + ---------- + gaze : Stream + Stream containing gaze points with columns 'gaze x [px]' and 'gaze y [px]'. + homographies : Stream + Stream containing homography matrices with columns 'homography (0,0)' through + 'homography (2,2)' as returned by :func:`pyneon.video.find_homographies`. + max_gap_ms : Number, optional + Maximum allowed gap (in milliseconds) for interpolation. Defaults to 500. + overwrite : bool, optional + If True, overwrite existing surface coordinate columns. Defaults to False. + + Returns + ------- + None + This function modifies the gaze Stream in-place. + """ + gaze_data = gaze.data + if not overwrite and ( + "gaze x [surface coord]" in gaze_data.columns + or "gaze y [surface coord]" in gaze_data.columns + ): + raise ValueError( + "Stream already contains gaze on surface data. " + "Use overwrite=True to overwrite existing columns." + ) + + required_cols = ["gaze x [px]", "gaze y [px]"] + if not all(col in gaze_data.columns for col in required_cols): + raise ValueError( + f"Data must contain the following columns: {required_cols}" + ) + + gaze_data["gaze x [surface coord]"] = np.nan + gaze_data["gaze y [surface coord]"] = np.nan + + # Interpolate homographies to gaze timestamps + homographies_data = homographies.interpolate( + gaze.ts, float_kind="linear", max_gap_ms=max_gap_ms + ).data + # Exclude all rows where homography is NaN after interpolation + homographies_data = homographies_data.dropna() + + # Extract homography column names in order + h_cols = [f"homography ({i},{j})" for i in range(3) for j in range(3)] + + # Check if all homography columns exist + if not all(col in homographies_data.columns for col in h_cols): + raise ValueError( + f"Homographies data must contain columns: {h_cols}" + ) + + # Apply homographies to each gaze point + for ts in tqdm(homographies_data.index, desc="Applying homographies to gaze points"): + + # Get gaze point(s) at this timestamp + gaze_row = gaze_data.loc[ts] + gaze_vals = gaze_row[["gaze x [px]", "gaze y [px]"]].values + + # Skip if gaze coordinates are NaN + if pd.isna(gaze_vals).any(): + continue + + # Convert to numpy array to ensure compatibility with _apply_homography + gaze_points = np.asarray(gaze_vals, dtype=np.float64).reshape(1, -1) + + # Reconstruct homography matrix from the 9 columns + H_flat = homographies_data.loc[ts, h_cols].values + H = H_flat.reshape(3, 3) + + # Apply homography transformation + gaze_trans = _apply_homography(gaze_points, H) + gaze_data.loc[ts, "gaze x [surface coord]"] = gaze_trans[:, 0] + gaze_data.loc[ts, "gaze y [surface coord]"] = gaze_trans[:, 1] + + def _load_native_stream_data(raw_file: Path) -> tuple[pd.DataFrame, list[Path]]: """ Directly load native Pupil Neon stream data from .raw, .time, and .dtype files. @@ -88,6 +183,7 @@ def _infer_stream_type(data: pd.DataFrame) -> str: "gaze x [px]": "gaze", "pupil diameter left [mm]": "eye_states", "gyro x [deg/s]": "imu", + "marker id": "marker", } types = {col_map[c] for c in data.columns if c in col_map} return types.pop() if len(types) == 1 else "custom" @@ -175,7 +271,7 @@ def __getitem__(self, index: str) -> pd.Series: @property def timestamps(self) -> np.ndarray: """Timestamps of the stream in nanoseconds.""" - return self.data.index.to_numpy() + return self.data.index.to_numpy(dtype=np.int64) @property def ts(self) -> np.ndarray: @@ -236,35 +332,34 @@ def crop( self, tmin: Optional[Number] = None, tmax: Optional[Number] = None, - by: Literal["timestamp", "time", "row"] = "timestamp", + by: Literal["timestamp", "time", "sample"] = "timestamp", inplace: bool = False, ) -> Optional["Stream"]: """ Crop data to a specific time range based on timestamps, - relative times since start, or row numbers. + relative times since start, or sample numbers. Parameters ---------- tmin : numbers.Number, optional - Start timestamp/time/row to crop the data to. If ``None``, - the minimum timestamp/time/row in the data is used. Defaults to ``None``. + Start timestamp/time/sample to crop the data to (inclusive). If ``None``, + the minimum timestamp/time/sample in the data is used. Defaults to ``None``. tmax : numbers.Number, optional - End timestamp/time/row to crop the data to. If ``None``, - the maximum timestamp/time/row in the data is used. Defaults to ``None``. - by : "timestamp" or "time" or "row", optional - Whether tmin and tmax are UTC timestamps in nanoseconds - OR relative times in seconds OR row numbers of the stream data. + End timestamp/time/sample to crop the data to (exclusive). If ``None``, + the maximum timestamp/time/sample in the data is used. Defaults to ``None``. + by : "timestamp" or "time" or "sample", optional + Whether tmin and tmax are Unix timestamps in nanoseconds + OR relative times in seconds OR sample numbers of the stream data. Defaults to "timestamp". %(inplace)s Returns ------- - Stream or None - Cropped stream if ``inplace=False``, otherwise ``None``. + %(stream_or_none)s """ if tmin is None and tmax is None: - raise ValueError("At least one of tmin or tmax must be provided") + raise ValueError("At least one of `tmin` or `tmax` must be provided") if by == "timestamp": t = self.ts elif by == "time": @@ -273,7 +368,10 @@ def crop( t = np.arange(len(self)) tmin = t.min() if tmin is None else tmin tmax = t.max() if tmax is None else tmax - mask = (t >= tmin) & (t <= tmax) + # tmin and tmax should be positive numbers + if tmin < 0 or tmax < 0: + raise ValueError("Crop bounds must be non-negative") + mask = (t >= tmin) & (t < tmax) if not mask.any(): raise ValueError("No data found in the specified time range") inst = self if inplace else self.copy() @@ -299,8 +397,7 @@ def restrict( Returns ------- - Stream or None - Restricted stream if ``inplace=False``, otherwise ``None``. + %(stream_or_none)s """ return self.crop(other.first_ts, other.last_ts, by="timestamp", inplace=inplace) @@ -310,6 +407,7 @@ def interpolate( new_ts: Optional[np.ndarray] = None, float_kind: str | int = "linear", other_kind: str | int = "nearest", + max_gap_ms: Optional[Number] = 500, inplace: bool = False, ) -> Optional["Stream"]: """ @@ -332,8 +430,7 @@ def interpolate( Returns ------- - Stream or None - Interpolated stream if ``inplace=False``, otherwise ``None``. + %(stream_or_none)s Notes ----- @@ -353,7 +450,7 @@ def interpolate( assert np.allclose(np.diff(new_ts), step_size) inst = self if inplace else self.copy() - inst.data = interpolate(new_ts, self.data, float_kind, other_kind) + inst.data = interpolate(new_ts, self.data, float_kind, other_kind, max_gap_ms) return None if inplace else inst @fill_doc @@ -377,8 +474,7 @@ def annotate_events( Returns ------- - Stream or None - Annotated stream if ``inplace=False``, otherwise ``None``. + %(stream_or_none)s Raises ------ @@ -429,6 +525,7 @@ def interpolate_events( buffer: Number | tuple[Number, Number] = 0.05, float_kind: str | int = "linear", other_kind: str | int = "nearest", + max_gap_ms: Optional[Number] = None, inplace: bool = False, ) -> Optional["Stream"]: """ @@ -441,7 +538,7 @@ def interpolate_events( Events object containing the events to interpolate. The events must have ``start timestamp [ns]`` and ``end timestamp [ns]`` columns. - buffer : numbers.Number or , optional + buffer : numbers.Number or tuple[numbers.Number, numbers.Number], optional The time before and after an event (in seconds) to consider invalid. If a single number is provided, the same buffer is applied to both before and after the event. @@ -453,8 +550,7 @@ def interpolate_events( Returns ------- - Stream or None - Interpolated stream if ``inplace=False``, otherwise ``None``. + %(stream_or_none)s Examples -------- @@ -469,6 +565,7 @@ def interpolate_events( buffer, float_kind=float_kind, other_kind=other_kind, + max_gap_ms=max_gap_ms, ) return None if inplace else inst @@ -503,8 +600,7 @@ def window_average( Returns ------- - Stream or None - Stream with window average applied on data if ``inplace=False``, otherwise ``None``. + %(stream_or_none)s """ inst = self if inplace else self.copy() inst.data = window_average(new_ts, self.data, window_size) @@ -520,6 +616,9 @@ def compute_azimuth_and_elevation( """ Compute gaze azimuth and elevation angles (in degrees) based on gaze pixel coordinates and append them to the stream data. + + The stream data must contain the required gaze columns: + ``gaze x [px]`` and ``gaze y [px]``. Parameters ---------- @@ -534,24 +633,54 @@ def compute_azimuth_and_elevation( Returns ------- - Stream or None - Stream with gaze angles computed if ``inplace=False``, otherwise ``None``. + %(stream_or_none)s Raises ------ ValueError If required gaze columns are not present in the data. """ - if not overwrite and ( - "azimuth [deg]" in self.data.columns - or "elevation [deg]" in self.data.columns - ): - raise ValueError( - "Stream data already contains azimuth and/or elevation columns. " - "Use overwrite=True to overwrite existing columns." - ) inst = self if inplace else self.copy() - compute_azimuth_and_elevation(inst.data, method=method) + compute_azimuth_and_elevation(inst.data, method, overwrite) + return None if inplace else inst + + @fill_doc + def apply_homographies( + self, + homographies: "Stream", + max_gap_ms: Number = 500, + overwrite: bool = False, + inplace: bool = False, + ) -> Optional["Stream"]: + """ + Compute gaze locations in surface coordinates using provided homographies + based on gaze pixel coordinates and append them to the stream data. + + Since homographies are estimated per video frame and might not be available + for every frame, they need to be resampled/interpolated to the timestamps of the + gaze data before application. + + The stream data must contain the required gaze columns: + ``gaze x [px]`` and ``gaze y [px]``. + + Parameters + ---------- + homographies : Stream + Stream containing homography matrices with columns 'homography (0,0)' through + 'homography (2,2)' as returned by :func:`pyneon.video.find_homographies`. + %(max_gap_ms)s + overwrite : bool, optional + Only applicable if surface gaze columns already exist. + If ``True``, overwrite existing columns. If ``False``, raise an error. + Defaults to ``False``. + %(inplace)s + + Returns + ------- + %(stream_or_none)s + """ + inst = self if inplace else self.copy() + _apply_homographies_on_gaze(inst, homographies, max_gap_ms, overwrite) return None if inplace else inst @fill_doc @@ -560,6 +689,7 @@ def concat( other: "Stream", float_kind: str | int = "linear", other_kind: str | int = "nearest", + max_gap_ms: Optional[Number] = 500, inplace: bool = False, ) -> Optional["Stream"]: """ @@ -578,12 +708,13 @@ def concat( Returns ------- - Stream or None - Concatenated stream if ``inplace=False``, otherwise ``None``. + %(stream_or_none)s """ # Interpolate other to self timestamps if needed if not np.array_equal(self.ts, other.ts): - other = other.interpolate(self.ts, float_kind, other_kind, inplace=False) + other = other.interpolate( + self.ts, float_kind, other_kind, max_gap_ms=max_gap_ms, inplace=False + ) other_data = other.data.copy() diff --git a/pyneon/utils/__init__.py b/pyneon/utils/__init__.py index eb9b7b0..52d01d1 100644 --- a/pyneon/utils/__init__.py +++ b/pyneon/utils/__init__.py @@ -1,4 +1,4 @@ from .sample_data import get_sample_data -from .utils import _check_data, load_or_compute +from .utils import _apply_homography, _check_data, load_or_compute -__all__ = ["get_sample_data"] +__all__ = ["get_sample_data", "_apply_homography"] diff --git a/pyneon/utils/doc_decorators.py b/pyneon/utils/doc_decorators.py index 3fc5c64..9604014 100644 --- a/pyneon/utils/doc_decorators.py +++ b/pyneon/utils/doc_decorators.py @@ -9,7 +9,14 @@ Kind of interpolation applied to columns of other types. See :class:`scipy.interpolate.interp1d` for details. Only "nearest", "nearest-up", "previous", and "next" are recommended. - Defaults to "nearest".""" + Defaults to "nearest". +max_gap_ms : numbers.Number, optional + Maximum allowed gap (in milliseconds) between a new timestamp and + adjacent original timestamps. If a new timestamp's distance to + both its immediate left and right original timestamps exceeds this + threshold, the data at that timestamp will be set to empty. + If ``None``, no gap-based filtering is applied. + Defaults to 500.""" DOC["inplace"] = """\ @@ -17,6 +24,141 @@ If ``True``, replace current data. Otherwise returns a new instance. Defaults to ``False``.""" +DOC["max_gap_ms"] = """\ +max_gap_ms : int, optional + Maximum allowed distance (in milliseconds) to both adjacent original + timestamps (left and right). A requested new timestamp will be ignored + if its distance to the immediate left OR right original timestamp is + greater than or equal to ``max_gap_ms`` (no interpolation will be + performed at that timestamp). Defaults to 500.""" + +DOC["stream_or_none"] = """\ +Stream or None + A new ``Stream`` instance with modified data + if ``inplace=False``, otherwise ``None``. +""" + +DOC["events_or_none"] = """\ +Events or None + A new ``Events`` instance with modified data + if ``inplace=False``, otherwise ``None``. +""" + +DOC["epochs_info"] = """\ +epochs_info : pandas.DataFrame, shape (n_epochs, 4) + DataFrame containing epoch information with the following columns (time in ns): + + ``t_ref``: Reference time of the epoch.\n + ``t_before``: Time before the reference time to start the epoch.\n + ``t_after``: Time after the reference time to end the epoch.\n + ``description``: Description or label associated with the epoch. +""" + +DOC["detect_markers_params"] = """ +marker_family : str or list[str], optional + AprilTag family/ArUco dictionary to detect. Accepts a single family string + (e.g., '36h11') or a list of families (e.g., ['36h11', '6x6_250']). +step : int, optional + If > 1, detect markers only in every Nth frame (e.g., step=5 processes frames + 0, 5, 10, 15, ...). Defaults to 1. +detection_window : tuple, optional + A tuple (start, end) specifying the range to search for detections. + Interpretation depends on `detection_window_unit`. Defaults to ``None`` (all frames). +detection_window_unit : {"frame", "time", "timestamp"}, optional + Unit for values in `detection_window`. Possible values are: + + - "timestamp": Unix timestamps in nanoseconds + - "time": in seconds relative to video start + - "frame": video frame indices (0-based) + + Defaults to "frame". +detector_parameters : cv2.aruco.DetectorParameters, optional + Detector parameters to use for all marker families. If None, a default + DetectorParameters instance is created. Defaults to ``None``. +""" + +DOC["find_homographies_params"] = """ +valid_markers : int, optional + Minimum number of markers required to compute a homography. Defaults to 2. +method : int, optional + Method used to compute a homography matrix. The following methods are possible: + + - 0 - a regular method using all the points, i.e., the least squares method + - ``cv2.RANSAC`` - RANSAC-based robust method + - ``cv2.LMEDS`` - Least-Median robust method + - ``cv2.RHO`` - PROSAC-based robust method + + Defaults to ``cv2.LMEDS``. +ransacReprojThreshold : float, optional + Maximum allowed reprojection error to treat a point pair as an inlier + (used in the RANSAC and RHO methods only). Defaults to 3.0. +maxIters : int, optional + The maximum number of RANSAC iterations. Defaults to 2000. +confidence : float, optional + Confidence level, between 0 and 1, for the estimated homography. + Defaults to 0.995. +""" + +DOC["marker_layout"] = """ +marker_layout : pandas.DataFrame + DataFrame describing the layout. Must include columns: + + - "marker name": full marker identifier (family + id, e.g., "tag36h11_1")\n + - "size": marker size in the reference plane units\n + - "center x": x center of the marker in surface coordinates\n + - "center y": y center of the marker in surface coordinates +""" + +DOC["find_homographies_return"] = """ +Stream + A Stream indexed by 'timestamp [ns]' with columns + 'homography (0,0)' through 'homography (2,2)': The 9 elements of the + flattened 3x3 homography matrix. +""" + +DOC["detect_markers_return"] = """ +Stream + Stream indexed by "timestamp [ns]" with columns: + + - "frame index": The frame number\n + - "marker id": Marker ID, for example "36h11_0", "36h11_1"\n + - "top left x [px]", "top left y [px]"\n + - "top right x [px]", "top right y [px]"\n + - "bottom right x [px]", "bottom right y [px]"\n + - "bottom left x [px]", "bottom left y [px]"\n + - "center x [px]": X-coordinate of marker center in pixels\n + - "center y [px]": Y-coordinate of marker center in pixels +""" + +DOC["fig_ax_return"] = """ +fig : matplotlib.figure.Figure + Figure object containing the plot. +ax : matplotlib.axes.Axes + Axis object containing the plot. +""" + +DOC["ax_param"] = """ +ax : matplotlib.axes.Axes or None + Axis to plot on. If ``None``, a new figure is created. Defaults to ``None``. +""" + +DOC["show_param"] = """ +show : bool + Show the figure if ``True``. Defaults to True. +""" + +DOC["show_video_param"] = """ +show_video : bool, optional + Whether to display the video with overlays in real-time. + Press 'q' to quit early. Defaults to ``False``. +""" + +DOC["video_output_path_param"] = """ +video_output_path : pathlib.Path or str or None, optional + Path to save the output video with overlays. If ``None``, the video is not saved. + Either this or ``show_video=True`` must be provided. +""" + def fill_doc(func): """Fill a function docstring with common doc snippets using %-format.""" diff --git a/pyneon/utils/sample_data.py b/pyneon/utils/sample_data.py index 011333b..a5b47b1 100644 --- a/pyneon/utils/sample_data.py +++ b/pyneon/utils/sample_data.py @@ -1,18 +1,67 @@ import zipfile from pathlib import Path +from typing import Literal, Optional import requests data_dir = Path(__file__).parent.parent.parent / "data" data_url_dict = { - "boardView": "https://osf.io/download/t52b4/", - "screenFlash": "https://osf.io/download/6836d6e49bf72b3880d6a388/", - "Artworks": "https://osf.io/download/685036cf0675b635986df74f/", + "simple": "https://osf.io/download/gv46n/", + # "PLR": "https://figshare.com/ndownloader/articles/30921452/versions/1?folder_path=PLR", + "markers": "https://osf.io/download/t56b2/", + "PLR": "https://osf.io/download/5kmwp/", } -def get_sample_data(data_name: str, replace=False) -> Path: +def get_sample_data( + data_name: str, + replace: bool = False, + format: Optional[Literal["cloud", "native"]] = None, +) -> Path: + """ + Download and retrieve sample data for PyNeon. + + This function downloads sample data from predefined URLs if not already present, + and returns the path to the data directory. Optionally, it can return paths to + specific recording formats. + + Parameters + ---------- + data_name : str + Name of the sample dataset to retrieve. Must be one of: + - "simple": Basic sample recording + - "PLR": Pupil light reflex data + - "markers": Recording with visual markers for surface mapping + replace : bool, optional + If True, re-download the data even if it already exists locally. + Defaults to False. + format : {'cloud', 'native'}, optional + If specified, returns the path to a specific recording format: + - "cloud": Returns path to "Timeseries Data + Scene Video" directory + - "native": Returns path to "Native Recording Data" directory + If None, returns the root data directory. Defaults to None. + + Returns + ------- + Path + Path to the requested data directory. + + Raises + ------ + ValueError + If `data_name` is not one of the available sample datasets. + + Examples + -------- + >>> data_path = get_sample_data("simple") + >>> print(data_path) + .../data/simple + + >>> cloud_path = get_sample_data("PLR", format="cloud") + >>> print(cloud_path) + .../data/PLR/Timeseries Data + Scene Video + """ if data_name not in data_url_dict: raise ValueError( f"Unknown data_name: {data_name}, can only be one of {list(data_url_dict.keys())}" @@ -29,8 +78,16 @@ def get_sample_data(data_name: str, replace=False) -> Path: zip_ref.extractall(data_dir) # Remove the zip zip_path.unlink() - return data_dir / data_name + if format is not None: + if format == "cloud": + return data_dir / data_name / "Timeseries Data + Scene Video" + elif format == "native": + return data_dir / data_name / "Native Recording Data" + else: + return data_dir / data_name if __name__ == "__main__": - get_sample_data("screenFlash") + data_dir = get_sample_data("simple") + assert data_dir.exists() + print(f"Sample data is ready at {data_dir}") diff --git a/pyneon/utils/utils.py b/pyneon/utils/utils.py index 6e43fd2..f1cbf48 100644 --- a/pyneon/utils/utils.py +++ b/pyneon/utils/utils.py @@ -1,9 +1,32 @@ from pathlib import Path from typing import Callable +import numpy as np import pandas as pd +def _apply_homography(points: np.ndarray, H: np.ndarray) -> np.ndarray: + """ + Transform 2D points by a 3x3 homography. + + Parameters + ---------- + points : numpy.ndarray of shape (N, 2) + 2D points to be transformed. + H : numpy.ndarray of shape (3, 3) + Homography matrix. + + Returns + ------- + numpy.ndarray of shape (N, 2) + Transformed 2D points. + """ + points_h = np.column_stack([points, np.ones(len(points))]) + transformed_h = (H @ points_h.T).T + transformed_2d = transformed_h[:, :2] / transformed_h[:, 2:] + return transformed_2d + + def _check_data(data: pd.DataFrame) -> None: """ Check if the data is in the correct format. @@ -26,7 +49,7 @@ def _check_data(data: pd.DataFrame) -> None: data.index = data.index.astype("int64") except Exception as e: raise ValueError( - "Event index must be in UTC time in ns and thus convertible to int64. " + "Event index must be in Unix time in ns and thus convertible to int64. " f"Got error: {e}" ) @@ -47,7 +70,7 @@ def load_or_compute( if path.suffix == ".csv": df = pd.read_csv(path) elif path.suffix == ".json": - pd.read_json(path, orient="records", lines=True) + df = pd.read_json(path, orient="records", lines=True) elif path.suffix == ".pkl": df = pd.read_pickle(path) else: diff --git a/pyneon/utils/variables.py b/pyneon/utils/variables.py index 625f504..324b75d 100644 --- a/pyneon/utils/variables.py +++ b/pyneon/utils/variables.py @@ -13,7 +13,6 @@ "gaze.csv", "imu.csv", "info.json", - "labels.csv", "saccades.csv", "scene_camera.json", "world_timestamps.csv", @@ -112,16 +111,33 @@ # Events "name": str, "type": str, - # Detections - "processed_frame_idx": "Int64", - "frame_idx": "Int64", - "tag_id": "Int32", - "corners": object, - "center": object, + # Marker detections + "frame index": "Int64", + "marker family": str, + "marker id": str, + "marker name": str, + "top left x [px]": float, + "top left y [px]": float, + "top right x [px]": float, + "top right y [px]": float, + "bottom left x [px]": float, + "bottom left y [px]": float, + "bottom right x [px]": float, + "bottom right y [px]": float, + "center x [px]": float, + "center y [px]": float, # Video mean intensity "intensity": float, # Homographies - "homography": object, + "homography (0,0)": float, + "homography (0,1)": float, + "homography (0,2)": float, + "homography (1,0)": float, + "homography (1,1)": float, + "homography (1,2)": float, + "homography (2,0)": float, + "homography (2,1)": float, + "homography (2,2)": float, # Gaze on surface "x_trans": float, "y_trans": float, @@ -225,3 +241,9 @@ ], "serial_number": "XXXXXX", } + +circular_columns = { + "yaw [deg]", + "pitch [deg]", + "roll [deg]", +} diff --git a/pyneon/video/__init__.py b/pyneon/video/__init__.py index 4df7930..8017892 100644 --- a/pyneon/video/__init__.py +++ b/pyneon/video/__init__.py @@ -1,17 +1,12 @@ -from .apriltag import ( - detect_apriltags, - estimate_camera_pose, - find_homographies, - gaze_on_surface, -) -from .mapping import estimate_scanpath +from .estimate_pose import estimate_camera_pose +from .marker_mapping import detect_markers, find_homographies +from .scanpath import estimate_scanpath from .video import Video __all__ = [ "Video", "estimate_scanpath", - "detect_apriltags", + "detect_markers", "estimate_camera_pose", - "gaze_on_surface", "find_homographies", ] diff --git a/pyneon/video/apriltag.py b/pyneon/video/apriltag.py deleted file mode 100644 index 5c0abd3..0000000 --- a/pyneon/video/apriltag.py +++ /dev/null @@ -1,671 +0,0 @@ -from typing import TYPE_CHECKING, Optional - -import cv2 -import numpy as np -import pandas as pd -from tqdm import tqdm - -if TYPE_CHECKING: - from .video import Video - - -def detect_apriltags( - video: "Video", - tag_family: str = "tag36h11", - nthreads: int = 4, - quad_decimate: float = 1.0, - skip_frames: int = 1, -) -> pd.DataFrame: - """ - Detect AprilTags in a video and report their data for every processed frame, - optionally using random access instead of sequential reading. - - Parameters - ---------- - video : SceneVideo - Scene video to detect AprilTags from. - tag_family : str, optional - The AprilTag family to detect (default 'tag36h11'). - nthreads : int, optional - Number of CPU threads for the detector (default 4). - quad_decimate : float, optional - Downsample input frames by this factor for detection (default 1.0). - Larger values = faster detection, but might miss smaller tags. - skip_frames : int, optional - If > 1, detect tags only in every Nth frame. - E.g., skip_frames=5 will process frames 0, 5, 10, 15, etc. - - Returns - ------- - pd.DataFrame - A DataFrame containing AprilTag detections, with columns: - - 'timestamp [ns]' (index): The timestamp of the frame - - 'processed_frame_idx': The count of processed frames (0-based) - - 'frame_idx': The actual frame index in the video - - 'tag_id': The ID of the detected AprilTag - - 'corners': (4,2) array of tag corner coordinates - - 'center': (1,2) array for the tag center - """ - try: - from pupil_apriltags import Detector - except ImportError: - raise ImportError( - "To detect AprilTags, the module `pupil-apriltags` is needed. " - "Install via: pip install pupil-apriltags" - ) - - # Initialize the detector - detector = Detector( - families=tag_family, - nthreads=nthreads, - quad_decimate=quad_decimate, - ) - - random_access = True - if skip_frames < 1: - raise ValueError("skip_frames must be >= 1") - if skip_frames < 5: - print( - "Warning: skip_frames < 5 may be inefficient with random access. Switching to sequential access." - ) - random_access = False # sequential access is faster for small skips - - total_frames = len(video.ts) - all_detections = [] - processed_frame_idx = 0 # counts how many frames we've actually processed - - # ----------------------------------------------------------------------- - # Random-Access Approach - # ----------------------------------------------------------------------- - if random_access: - frames_to_process = range(0, total_frames, skip_frames) - for actual_frame_idx in tqdm( - frames_to_process, desc="Detecting AprilTags (random access)" - ): - # Seek directly to the desired frame - video.set(cv2.CAP_PROP_POS_FRAMES, actual_frame_idx) - ret, frame = video.read() - if not ret: - break - - # Convert to grayscale - gray_frame = cv2.cvtColor(frame, cv2.COLOR_BGR2GRAY) - - # Detect - detections = detector.detect(gray_frame) - - # Save - for detection in detections: - corners = detection.corners - center = np.mean(corners, axis=0) - all_detections.append( - { - "processed_frame_idx": processed_frame_idx, - "frame_idx": actual_frame_idx, - "timestamp [ns]": video.ts[actual_frame_idx], - "tag_id": detection.tag_id, - "corners": corners, - "center": center, - } - ) - - processed_frame_idx += 1 - - # ----------------------------------------------------------------------- - # Sequential Approach - # ----------------------------------------------------------------------- - else: - # We'll just read frames in order, skipping those we don't want - for actual_frame_idx in tqdm( - range(total_frames), desc="Detecting AprilTags (sequential)" - ): - ret, frame = video.read() - if not ret: - break - - if actual_frame_idx % skip_frames != 0: - continue # skip - - # Convert to grayscale - gray_frame = cv2.cvtColor(frame, cv2.COLOR_BGR2GRAY) - - # Detect - detections = detector.detect(gray_frame) - - # Save - for detection in detections: - corners = detection.corners - center = np.mean(corners, axis=0) - all_detections.append( - { - "processed_frame_idx": processed_frame_idx, - "frame_idx": actual_frame_idx, - "timestamp [ns]": video.ts[actual_frame_idx], - "tag_id": detection.tag_id, - "corners": corners, - "center": center, - } - ) - - processed_frame_idx += 1 - - # ----------------------------------------------------------------------- - # Create and return the DataFrame - # ----------------------------------------------------------------------- - df = pd.DataFrame(all_detections) - if df.empty: - return df # no detections found - - df.set_index("timestamp [ns]", inplace=True) - return df - - -def estimate_camera_pose( - video: "Video", - tag_locations_df: pd.DataFrame, - all_detections: Optional[pd.DataFrame] = None, -) -> pd.DataFrame: - """ - Estimate the camera pose for every frame by solving a Perspective-n-Point - (PnP) problem based on AprilTag detections. - - Parameters - ---------- - video : - ``SceneVideo`` instance providing the frames' timestamps and the - intrinsic matrices ``camera_matrix`` and ``dist_coeffs``. - tag_locations_df : - pandas.DataFrame describing the world-coordinates of each AprilTag. - Required columns:: - - "tag_id" : int - "pos_vec" : list[float] length 3, [x, y, z] position of the tag - "norm_vec" : list[float] length 3, [nx, ny, nz] front-face normal - "size" : float, edge length in meters - all_detections : - pandas.DataFrame with per-frame tag detections. If *None* the function - calls ``detect_apriltags(video)``. Expected columns:: - - "frame_idx" : int - "tag_id" : int - "corners" : ndarray (4, 2) pixel coordinates (TL, TR, BR, BL) - - Returns - ------- - pandas.DataFrame - One row per processed frame with columns:: - - "frame_idx" : int - "translation_vector" : ndarray (3,) - "rotation_vector" : ndarray (3,) - "camera_pos" : ndarray (3,) camera position in world coord. - """ - - # ------------------------------------------------------------------ prepare detections - if all_detections is None or all_detections.empty: - from .apriltag import detect_apriltags # local import to avoid cycle - - all_detections = detect_apriltags(video) - if all_detections.empty: - return pd.DataFrame( - columns=[ - "frame_idx", - "translation_vector", - "rotation_vector", - "camera_pos", - ] - ) - - # ------------------------------------------------------------------ camera intrinsics - camera_matrix = video.camera_matrix - dist_coeffs = video.dist_coeffs - if dist_coeffs is None: - dist_coeffs = np.zeros((4, 1), dtype=np.float32) - - # ------------------------------------------------------------------ build lookup: tag_id -> (center, normal, half_size) - tag_info = {} - required = {"tag_id", "pos_vec", "norm_vec", "size"} - if not required.issubset(tag_locations_df.columns): - missing = required - set(tag_locations_df.columns) - raise ValueError(f"tag_locations_df is missing: {missing}") - - for _, row in tag_locations_df.iterrows(): - tag_id = int(row["tag_id"]) - center = np.asarray(row["pos_vec"], dtype=np.float32) - normal = np.asarray(row["norm_vec"], dtype=np.float32) - normal /= np.linalg.norm(normal) # normalize - half = float(row["size"]) / 2.0 - tag_info[tag_id] = (center, normal, half) - - # ------------------------------------------------------------------ iterate over frames - results = [] - for frame in all_detections["frame_idx"].unique(): - det_frame = all_detections.loc[all_detections["frame_idx"] == frame] - if det_frame.empty: - continue - - object_pts, image_pts = [], [] - - for _, det in det_frame.iterrows(): - corners_2d = np.asarray(det["corners"], dtype=np.float32) - - tid = int(det["tag_id"]) - if tid not in tag_info: - continue - - center3d, normal, half = tag_info[tid] - # build orthonormal basis (X, Y, Z) - Z = normal - ref = np.array([0.0, 0.0, 1.0], dtype=np.float32) - if np.allclose(Z, ref) or np.allclose(Z, -ref): - ref = np.array([1.0, 0.0, 0.0], dtype=np.float32) - X = np.cross(Z, ref) - if np.linalg.norm(X) < 1e-9: - ref = np.array([0.0, 1.0, 0.0], dtype=np.float32) - X = np.cross(Z, ref) - X = X / np.linalg.norm(X) - Y = np.cross(Z, X) - - # 3-D corners: BL, BR, TR, TL - obj_corners = np.vstack( - [ - center3d + (-half) * X + (-half) * Y, - center3d + (half) * X + (-half) * Y, - center3d + (half) * X + (half) * Y, - center3d + (-half) * X + (half) * Y, - ] - ).astype(np.float32) - - object_pts.append(obj_corners) - image_pts.append(corners_2d) - - if not object_pts: - continue - - object_pts = np.vstack(object_pts) - image_pts = np.vstack(image_pts) - - ok, r_vec, t_vec = cv2.solvePnP( - object_pts, - image_pts, - camera_matrix, - dist_coeffs, - flags=cv2.SOLVEPNP_ITERATIVE, - ) - if not ok: - continue - - R, _ = cv2.Rodrigues(r_vec) - cam_pos = -R.T @ t_vec - - results.append( - { - "frame_idx": int(frame), - "translation_vector": t_vec.reshape(-1), - "rotation_vector": r_vec.reshape(-1), - "camera_pos": cam_pos.reshape(-1), - } - ) - - return pd.DataFrame( - results, - columns=["frame_idx", "translation_vector", "rotation_vector", "camera_pos"], - ) - - -def _apply_homography(points: np.ndarray, H: np.ndarray) -> np.ndarray: - """ - Transform 2D points by a 3x3 homography. - - Parameters - ---------- - points : numpy.ndarray of shape (N, 2) - 2D points to be transformed. - H : numpy.ndarray of shape (3, 3) - Homography matrix. - - Returns - ------- - numpy.ndarray of shape (N, 2) - Transformed 2D points. - """ - points_h = np.column_stack([points, np.ones(len(points))]) - transformed_h = (H @ points_h.T).T - # Convert from homogeneous to normal 2D - transformed_2d = transformed_h[:, :2] / transformed_h[:, 2:] - return transformed_2d - - -def find_homographies( - video: "Video", - detection_df: pd.DataFrame, - tag_info: pd.DataFrame, - frame_size: tuple[int, int], - coordinate_system: str = "opencv", - skip_frames: int = 1, - undistort: bool = True, - settings: Optional[dict] = None, -) -> pd.DataFrame: - """ - Compute a homography for each frame using available AprilTag detections. - - This function identifies all markers detected in a given frame, looks up their - "ideal" (reference) positions from `tag_info`, and calls OpenCV's - `cv2.findHomography` to compute a 3x3 transformation matrix mapping from - detected corners in the video image to the reference plane (e.g., surface coordinates). - - If the coordinate system is "psychopy", corners in both `tag_info` and - `detection_df` are first converted to an OpenCV-like pixel coordinate system. - If `undistort=True` and camera intrinsics are available in the `video` object, - the marker corners are also undistorted. - - The optional `homography_settings` dictionary allows customizing parameters like - RANSAC thresholds and maximum iterations. The default is an OpenCV RANSAC method - with moderate thresholds. - - Parameters - ---------- - video : SceneVideo - An object containing camera intrinsics (camera_matrix, dist_coeffs) and possibly timestamps. - If `undistort=True`, these intrinsics are used to undistort marker corners. - detection_df : pandas.DataFrame - Must contain: - - 'frame_idx': int - - 'tag_id': int - - 'corners': np.ndarray of shape (4, 2) in video or PsychoPy coordinates - tag_info : pandas.DataFrame - Must contain: - - 'marker_id' (or 'tag_id'): int - - 'marker_corners': np.ndarray of shape (4, 2) giving the reference positions - for each corner (e.g., on a surface plane) - frame_size : (width, height) - The pixel resolution of the video frames. Used if `coordinate_system="psychopy"` - to convert from PsychoPy to OpenCV-style coordinates. - coordinate_system : str, optional - One of {"opencv", "psychopy"}. If "psychopy", corners in `detection_df` and - `tag_info` are converted to OpenCV pixel coords before the homography is computed. - Default is "opencv". - skip_frames : int, optional - If > 1, the function will compute homographies only for every Nth frame. - E.g., skip_frames=5 will compute homographies for frames 0, 5, 10, 15, etc. - Must match with the `skip_frames` used in `detect_apriltags`. - undistort : bool, optional - Whether to undistort marker corners using the camera intrinsics in `video`. - Default is True. - settings : dict, optional - A dictionary of parameters passed to `cv2.findHomography`. For example: - { - "method": cv2.RANSAC, - "ransacReprojThreshold": 2.0, - "maxIters": 500, - "confidence": 0.98, - } - The defaults are set to a moderate RANSAC approach. - - Returns - ------- - dict - A dictionary mapping each frame index (`frame_idx`: int) to its corresponding - homography matrix (3x3 NumPy array) or None if insufficient markers or points - were available to compute a valid homography. - """ - - # ----------------------------------------------------------------- - # 1. Convert from PsychoPy coords to OpenCV if necessary - # ----------------------------------------------------------------- - if coordinate_system.lower() == "psychopy": - # Example transform function - def psychopy_coords_to_opencv(coords, frame_size): - w, h = frame_size - coords = np.array(coords) # Convert list to ndarray - x_opencv = coords[:, 0] + (w / 2) - y_opencv = (h / 2) - coords[:, 1] - return np.column_stack( - (x_opencv, y_opencv) - ).tolist() # Convert back to list - - # Convert the reference corners in tag_info - def convert_marker_corners(c): - return psychopy_coords_to_opencv(c, frame_size) - - tag_info["marker_corners"] = tag_info["marker_corners"].apply( - convert_marker_corners - ) - - # ----------------------------------------------------------------- - # 2. Undistort corners & gaze if desired - # ----------------------------------------------------------------- - camera_matrix = getattr(video, "camera_matrix", None) - dist_coeffs = getattr(video, "dist_coeffs", None) - if dist_coeffs is None: - dist_coeffs = np.zeros((4, 1), dtype=np.float32) - - if undistort and camera_matrix is not None: - - def undistort_points( - points: np.ndarray, K: np.ndarray, D: np.ndarray - ) -> np.ndarray: - pts_for_cv = points.reshape((-1, 1, 2)).astype(np.float32) - undist = cv2.undistortPoints(pts_for_cv, K, D) - # undistortPoints outputs normalized coords => multiply back by K - ones = np.ones((undist.shape[0], 1, 1), dtype=np.float32) - undist_hom = np.concatenate([undist, ones], axis=2) - pixel = np.einsum("ij,nkj->nki", K, undist_hom) - pixel = pixel[:, 0, :2] / pixel[:, 0, 2:] - return pixel - - # Undistort detection corners - def undistort_detection_corners(row): - c = np.array(row["corners"]) - return undistort_points(c, camera_matrix, dist_coeffs) - - detection_df["corners"] = detection_df.apply( - undistort_detection_corners, axis=1 - ) - - # ----------------------------------------------------------------- - # 3. Compute a homography for each frame using *all* tag detections - # ----------------------------------------------------------------- - default_settings = { - "method": cv2.LMEDS # Disable RANSAC completely - } - - # Merge user-provided settings with defaults - if settings is not None: - default_settings.update(settings) - - frames = detection_df["frame_idx"].unique() - homography_for_frame = {} - - marker_dict = {} - for _, row in tag_info.iterrows(): - marker_dict[row["marker_id"]] = np.array( - row["marker_corners"], dtype=np.float32 - ) - - frames = detection_df["frame_idx"].unique() - homography_for_frame = {} - - for frame in tqdm(frames, desc="Computing homographies for frames"): - frame_detections = detection_df.loc[detection_df["frame_idx"] == frame] - if frame_detections.empty: - homography_for_frame[frame] = None - continue - - world_points = [] # from the camera's perspective (detected corners) - surface_points = [] # from the reference plane or "ideal" positions - - for _, detection in frame_detections.iterrows(): - tag_id = detection["tag_id"] - - if tag_id not in marker_dict: - # no reference corners for this tag - continue - - corners_detected = np.array(detection["corners"], dtype=np.float32) - ref_corners = marker_dict[tag_id] - - # optional shape check: - if corners_detected.shape != (4, 2) or ref_corners.shape != (4, 2): - continue - - # Extend our list of corner correspondences - world_points.extend(corners_detected) # add 4 corner coords - surface_points.extend(ref_corners) # add 4 reference coords - - world_points = np.array(world_points, dtype=np.float32).reshape(-1, 2) - surface_points = np.array(surface_points, dtype=np.float32).reshape(-1, 2) - - if len(world_points) < 4: - # Not enough corners to compute a homography - homography_for_frame[frame] = None - continue - - H, mask = cv2.findHomography(world_points, surface_points, **default_settings) - homography_for_frame[frame] = H - - if skip_frames != 1: - # Upsample the homographies to fill in skipped frames - max_frame = max(frames) - homography_for_frame = _upsample_homographies(homography_for_frame, max_frame) - - # Get timestamps for each frame_idx - frame_idx_to_ts = dict(zip(range(len(video.ts)), video.ts)) - - records = [ - {"timestamp [ns]": frame_idx_to_ts[frame], "frame_idx": frame, "homography": H} - for frame, H in homography_for_frame.items() - if frame in frame_idx_to_ts - ] - - df = pd.DataFrame.from_records(records) - df = df.set_index("timestamp [ns]") - - return df - - -def gaze_on_surface(gaze_df: pd.DataFrame, homographies: pd.DataFrame) -> pd.DataFrame: - """ - Apply per-frame homographies to gaze points to transform them into a new coordinate system. - - Parameters - ---------- - gaze_df : pandas.DataFrame - DataFrame containing gaze points with columns: - - 'frame_idx': int, the frame index - - 'x', 'y': float, the gaze coordinates in the original coordinate system. - homography_for_frame : dict - A dictionary mapping frame indices to 3x3 homography matrices. - - Returns - ------- - pandas.DataFrame - A copy of `gaze_df` with additional columns: - - 'x_trans', 'y_trans': the transformed gaze coordinates. - """ - gaze_df = gaze_df.copy() - gaze_df["x_trans"] = np.nan - gaze_df["y_trans"] = np.nan - - # convert homographies to dict - homography_for_frame = { - int(row["frame_idx"]): row["homography"] for _, row in homographies.iterrows() - } - - for frame in tqdm( - gaze_df["frame_idx"].unique(), desc="Applying homography to gaze points" - ): - idx_sel = gaze_df["frame_idx"] == frame - H = homography_for_frame.get(frame, None) - if H is None: - # no valid homography - continue - # transform the gaze coords - gaze_points = gaze_df.loc[idx_sel, ["gaze x [px]", "gaze y [px]"]].values - gaze_trans = _apply_homography(gaze_points, H) - gaze_df.loc[idx_sel, "x_trans"] = gaze_trans[:, 0] - gaze_df.loc[idx_sel, "y_trans"] = gaze_trans[:, 1] - - return gaze_df - - -def _upsample_homographies( - homographies_dict: dict[int | np.int64, np.ndarray], - max_frame: int | np.int64, -) -> dict[int, np.ndarray]: - """ - Upsample/interpolate homographies for all frames from 0..max_frame, inclusive. - Assumes homographies_dict contains partial frames (e.g., 0, 10, 20...), - possibly with np.int64 keys. - Interpolates linearly between each known pair of frames for each 3x3 entry, - and then ensures keys are plain Python int. - - Parameters - ---------- - homographies_dict : dict - Keys are frame indices (int or np.int64), values are 3x3 np.ndarray (float). - max_frame : int - The highest frame index you want to fill in. - - Returns - ------- - dict[int, numpy.ndarray] - A dictionary with a 3x3 homography for every frame from 0..max_frame. - Keys will be standard Python int. - If a frame is not within the known range, it will be extrapolated - from the closest known pair. - """ - # ------------------------------------------------------------------ - # 1) Convert any np.int64 keys to Python int so sorting won't break - # ------------------------------------------------------------------ - homographies_fixed_keys = {} - for frame_idx, H in homographies_dict.items(): - homographies_fixed_keys[int(frame_idx)] = H - - # ------------------------------------------------------------------ - # 2) Sort frames that have known homographies - # ------------------------------------------------------------------ - known_frames = sorted(homographies_fixed_keys.keys()) - if not known_frames: - # No known frames => return empty dict - return {} - - upsampled = {} - - # ------------------------------------------------------------------ - # 3) Interpolate between consecutive known frames - # ------------------------------------------------------------------ - for i in tqdm(range(len(known_frames) - 1), desc="Interpolating homographies"): - f1 = known_frames[i] - f2 = known_frames[i + 1] - - H1 = homographies_fixed_keys[f1] # 3x3 - H2 = homographies_fixed_keys[f2] # 3x3 - - frame_diff = f2 - f1 - - # Fill from f1..(f2-1) - for offset in range(frame_diff): - current_frame = f1 + offset - if current_frame > max_frame: - break - - alpha = offset / float(frame_diff) - H_interp = (1 - alpha) * H1 + alpha * H2 - upsampled[current_frame] = H_interp - - # Make sure we include the last known frame - last_frame = known_frames[-1] - if last_frame <= max_frame: - upsampled[last_frame] = homographies_fixed_keys[last_frame] - - # ------------------------------------------------------------------ - # 4) Fill frames beyond the last known up to max_frame (extrapolate) - # ------------------------------------------------------------------ - for f in range(last_frame + 1, max_frame + 1): - upsampled[f] = homographies_fixed_keys[last_frame] - - # Now, "upsampled" is already using Python int keys, - # so no further conversion is strictly needed. - - return upsampled diff --git a/pyneon/video/estimate_pose.py b/pyneon/video/estimate_pose.py new file mode 100644 index 0000000..ba0a6f3 --- /dev/null +++ b/pyneon/video/estimate_pose.py @@ -0,0 +1,177 @@ +from typing import TYPE_CHECKING, Optional + +import cv2 +import numpy as np +import pandas as pd + +if TYPE_CHECKING: + from .video import Video + + +def estimate_camera_pose( + video: "Video", + marker_locations_df: pd.DataFrame, + detected_markers: Optional[pd.DataFrame] = None, +) -> pd.DataFrame: + """ + Estimate the camera pose for every frame by solving a Perspective-n-Point + (PnP) problem based on marker detections. + + Parameters + ---------- + video : + ``SceneVideo`` instance providing the frames' timestamps and the + intrinsic matrices ``camera_matrix`` and ``dist_coeffs``. + marker_locations_df : + pandas.DataFrame describing the world-coordinates of each marker. + Required columns:: + + "marker_id" : int + "pos_vec" : list[float] length 3, [x, y, z] position of the marker + "norm_vec" : list[float] length 3, [nx, ny, nz] front-face normal + "size" : float, edge length in meters + detected_markers : Stream or pandas.DataFrame, optional + Per-frame marker detections. If *None* the function calls ``detect_markers(video)``. + Expected columns:: + + "frame index" : int + "marker id" : int + "top left x [px]", "top left y [px]": Top-left corner coordinates + "top right x [px]", "top right y [px]": Top-right corner coordinates + "bottom right x [px]", "bottom right y [px]": Bottom-right corner coordinates + "bottom left x [px]", "bottom left y [px]": Bottom-left corner coordinates + + Returns + ------- + pandas.DataFrame + One row per processed frame with columns:: + + "frame index" : int + "translation_vector" : ndarray (3,) + "rotation_vector" : ndarray (3,) + "camera_pos" : ndarray (3,) camera position in world coord. + """ + + # prepare detections + if detected_markers is None: + from .marker_mapping import detect_markers # local import to avoid cycle + + det_stream = detect_markers(video, marker_family="36h11") + detections_df = det_stream.data + else: + detections_df = getattr(detected_markers, "data", detected_markers) + + if detections_df.empty: + return pd.DataFrame( + columns=[ + "frame index", + "translation_vector", + "rotation_vector", + "camera_pos", + ] + ) + + # camera intrinsics + camera_matrix = video.camera_matrix + dist_coeffs = video.dist_coeffs + if dist_coeffs is None: + dist_coeffs = np.zeros((4, 1), dtype=np.float32) + + # build lookup: marker_id -> (center, normal, half_size) + marker_info = {} + required = {"marker_id", "pos_vec", "norm_vec", "size"} + if not required.issubset(marker_locations_df.columns): + missing = required - set(marker_locations_df.columns) + raise ValueError(f"marker_locations_df is missing: {missing}") + + for _, row in marker_locations_df.iterrows(): + marker_id = int(row["marker_id"]) + center = np.asarray(row["pos_vec"], dtype=np.float32) + normal = np.asarray(row["norm_vec"], dtype=np.float32) + normal /= np.linalg.norm(normal) # normalize + half = float(row["size"]) / 2.0 + marker_info[marker_id] = (center, normal, half) + + # iterate over frames + results = [] + for frame in detections_df["frame index"].unique(): + det_frame = detections_df.loc[detections_df["frame index"] == frame] + if det_frame.empty: + continue + + object_pts, image_pts = [], [] + + for _, det in det_frame.iterrows(): + # Reconstruct corners array from individual columns + corners_2d = np.array( + [ + [det["top left x [px]"], det["top left y [px]"]], + [det["top right x [px]"], det["top right y [px]"]], + [det["bottom right x [px]"], det["bottom right y [px]"]], + [det["bottom left x [px]"], det["bottom left y [px]"]], + ], + dtype=np.float32, + ) + + marker_id = int(det["marker id"]) + if marker_id not in marker_info: + continue + + center3d, normal, half = marker_info[marker_id] + # build orthonormal basis (X, Y, Z) + Z = normal + ref = np.array([0.0, 0.0, 1.0], dtype=np.float32) + if np.allclose(Z, ref) or np.allclose(Z, -ref): + ref = np.array([1.0, 0.0, 0.0], dtype=np.float32) + X = np.cross(Z, ref) + if np.linalg.norm(X) < 1e-9: + ref = np.array([0.0, 1.0, 0.0], dtype=np.float32) + X = np.cross(Z, ref) + X = X / np.linalg.norm(X) + Y = np.cross(Z, X) + + # 3-D corners: BL, BR, TR, TL + obj_corners = np.vstack( + [ + center3d + (-half) * X + (-half) * Y, + center3d + (half) * X + (-half) * Y, + center3d + (half) * X + (half) * Y, + center3d + (-half) * X + (half) * Y, + ] + ).astype(np.float32) + + object_pts.append(obj_corners) + image_pts.append(corners_2d) + + if not object_pts: + continue + + object_pts = np.vstack(object_pts) + image_pts = np.vstack(image_pts) + + ok, r_vec, t_vec = cv2.solvePnP( + object_pts, + image_pts, + camera_matrix, + dist_coeffs, + flags=cv2.SOLVEPNP_ITERATIVE, + ) + if not ok: + continue + + R, _ = cv2.Rodrigues(r_vec) + cam_pos = -R.T @ t_vec + + results.append( + { + "frame index": int(frame), + "translation_vector": t_vec.reshape(-1), + "rotation_vector": r_vec.reshape(-1), + "camera_pos": cam_pos.reshape(-1), + } + ) + + return pd.DataFrame( + results, + columns=["frame index", "translation_vector", "rotation_vector", "camera_pos"], + ) diff --git a/pyneon/video/marker_mapping.py b/pyneon/video/marker_mapping.py new file mode 100644 index 0000000..2c3e8fd --- /dev/null +++ b/pyneon/video/marker_mapping.py @@ -0,0 +1,539 @@ +from typing import TYPE_CHECKING, Literal, Optional + +import cv2 +import numpy as np +import pandas as pd +from tqdm import tqdm + +from ..stream import Stream +from ..utils.doc_decorators import fill_doc +from .utils import marker_family_to_dict + +if TYPE_CHECKING: + from .video import Video + +DETECTED_MARKERS_COLUMNS = { + "frame index", + "marker family", + "marker id", + "marker name", + "top left x [px]", + "top left y [px]", + "top right x [px]", + "top right y [px]", + "bottom right x [px]", + "bottom right y [px]", + "bottom left x [px]", + "bottom left y [px]", + "center x [px]", + "center y [px]", +} + +MARKERS_LAYOUT_COLUMNS = { + "marker name", + "size", + "center x", + "center y", +} + + +@fill_doc +def detect_markers( + video: "Video", + marker_family: str | list[str], + step: int = 1, + detection_window: Optional[tuple[int | float, int | float]] = None, + detection_window_unit: Literal["frame", "time", "timestamp"] = "frame", + detector_parameters: Optional[cv2.aruco.DetectorParameters] = None, +) -> Stream: + """ + Detect fiducial markers (AprilTag or ArUco) in a video and report their data for every processed frame. + Uses random access to read frames for dense sampling (step < 5), otherwise sequential streaming. + + Parameters + ---------- + video : Video + Scene video to detect markers from. + %(detect_markers_params)s + %(detect_markers_return)s + """ + # Normalize marker family input to a list and create detectors for each + families: list[str] = ( + marker_family if isinstance(marker_family, list) else [marker_family] + ) + + # Use provided detector_parameters or create a default instance + if detector_parameters is None: + detector_parameters = cv2.aruco.DetectorParameters() + + detectors: list[tuple[str, str, cv2.aruco.ArucoDetector]] = [] + for fam in families: + fam_type, aruco_dict = marker_family_to_dict(fam) + detectors.append( + (fam, fam_type, cv2.aruco.ArucoDetector(aruco_dict, detector_parameters)) + ) + + if step < 1: + raise ValueError("step must be >= 1") + + # Specify indices of frames to process + if detection_window is None: # full video + start_frame_idx = 0 + end_frame_idx = len(video.ts) - 1 + else: + start, end = detection_window + if detection_window_unit == "frame": + # Already in frame indices, use directly + start_frame_idx, end_frame_idx = int(start), int(end) + elif detection_window_unit == "time": + start_frame_idx = int(np.searchsorted(video.times, start, side="left")) + end_frame_idx = int(np.searchsorted(video.times, end, side="right")) - 1 + elif detection_window_unit == "timestamp": + # Convert from nanosecond timestamps to frame indices + start_frame_idx = int(np.searchsorted(video.ts, start, side="left")) + end_frame_idx = int(np.searchsorted(video.ts, end, side="right")) - 1 + + def _process_frame(frame_idx: int, gray_frame: np.ndarray) -> list[dict]: + """Run detection on a single grayscale frame across all detectors.""" + records: list[dict] = [] + for fam_name, fam_type, det in detectors: + all_corners, all_ids, _ = det.detectMarkers(gray_frame) + if all_ids is None: + continue + + for corners, marker_id in zip(all_corners, all_ids): + corners = corners.reshape((4, 2)) + if fam_type == "april": + # For AprilTags, corners start with bottom right + # For ArUco, corners start with top left + # See https://stackoverflow.com/questions/79044142 + corners = corners[[2, 3, 0, 1], :] + center = np.mean(corners, axis=0) + records.append( + { + "timestamp [ns]": video.ts[frame_idx], + "frame index": frame_idx, + "marker family": fam_name, + "marker id": int(marker_id[0]), + "marker name": f"{fam_name}_{marker_id[0]}", + "top left x [px]": corners[0, 0], + "top left y [px]": corners[0, 1], + "top right x [px]": corners[1, 0], + "top right y [px]": corners[1, 1], + "bottom right x [px]": corners[2, 0], + "bottom right y [px]": corners[2, 1], + "bottom left x [px]": corners[3, 0], + "bottom left y [px]": corners[3, 1], + "center x [px]": center[0], + "center y [px]": center[1], + } + ) + return records + + detected_markers = [] + frames_to_process = list(range(start_frame_idx, end_frame_idx + 1, step)) + + use_random_access = step < 5 + + if use_random_access: + for frame_index in tqdm(frames_to_process, desc="Detecting markers"): + gray_frame = video.read_gray_frame_at(frame_index) + if gray_frame is None: + break + records = _process_frame(frame_index, gray_frame) + detected_markers.extend(records) + else: + video.set(cv2.CAP_PROP_POS_FRAMES, start_frame_idx) + for frame_index in tqdm( + range(start_frame_idx, end_frame_idx + 1), + desc="Detecting markers", + ): + ret, frame = video.read() + if not ret: + break + if frame_index % step != 0: + continue + gray_frame = cv2.cvtColor(frame, cv2.COLOR_BGR2GRAY) + records = _process_frame(frame_index, gray_frame) + detected_markers.extend(records) + + df = pd.DataFrame(detected_markers) + if df.empty: + raise ValueError("No marker detected.") + + df.set_index("timestamp [ns]", inplace=True) + return Stream(df) + + +def _apply_homography(points: np.ndarray, H: np.ndarray) -> np.ndarray: + """ + Transform 2D points by a 3x3 homography. + + Parameters + ---------- + points : numpy.ndarray of shape (N, 2) + 2D points to be transformed. + H : numpy.ndarray of shape (3, 3) + Homography matrix. + + Returns + ------- + numpy.ndarray of shape (N, 2) + Transformed 2D points. + """ + points_h = np.column_stack([points, np.ones(len(points))]) + transformed_h = (H @ points_h.T).T + # Convert from homogeneous to normal 2D + transformed_2d = transformed_h[:, :2] / transformed_h[:, 2:] + return transformed_2d + + +@fill_doc +def find_homographies( + detected_markers: Stream, + marker_layout: pd.DataFrame, + valid_markers: int = 2, + method: int = cv2.LMEDS, + ransacReprojThreshold: float = 3.0, + maxIters: int = 2000, + confidence: float = 0.995, +) -> Stream: + """ + Compute a homography for each frame using available marker detections. + + This function identifies all markers detected in a given frame, looks up their + reference positions from `marker_layout`, and calls OpenCV's ``cv2.findHomography`` + to compute a 3x3 transformation matrix mapping from detected corners in the video + image to the reference plane (surface coordinates). The homography matrices are + flattened into 9 columns for convenient storage and processing. + + Parameters + ---------- + detected_markers : Stream + Stream containing per-frame marker detections as returned by + :meth:`pyneon.Video.detect_markers`. + %(marker_layout)s + %(find_homographies_params)s + + Returns + ------- + %(find_homographies_return)s + """ + detection_df = detected_markers.data + if not DETECTED_MARKERS_COLUMNS.issubset(detection_df.columns): + raise ValueError( + f"detected_markers.data must contain the following columns: {', '.join(DETECTED_MARKERS_COLUMNS)}" + ) + + # Check if marker_layout has required columns + if not MARKERS_LAYOUT_COLUMNS.issubset(marker_layout.columns): + raise ValueError( + f"marker_layout must contain the following columns: {', '.join(MARKERS_LAYOUT_COLUMNS)}" + ) + + # Construct (4, 2) corner arrays in surface coordinates + marker_layout = marker_layout.copy() + marker_layout["marker_corners"] = marker_layout.apply( + lambda row: np.array( + [ + [ + row["center x"] - row["size"] / 2, + row["center y"] - row["size"] / 2, + ], # top left + [ + row["center x"] + row["size"] / 2, + row["center y"] - row["size"] / 2, + ], # top right + [ + row["center x"] + row["size"] / 2, + row["center y"] + row["size"] / 2, + ], # bottom right + [ + row["center x"] - row["size"] / 2, + row["center y"] + row["size"] / 2, + ], # bottom left + ], + dtype=np.float32, + ), + axis=1, + ) + + # if undistort: + # def undistort_points( + # points: np.ndarray, K: np.ndarray, D: np.ndarray + # ) -> np.ndarray: + # pts_for_cv = points.reshape((-1, 1, 2)).astype(np.float32) + # undist = cv2.undistortPoints(pts_for_cv, K, D) + # # undistortPoints outputs normalized coords => multiply back by K + # ones = np.ones((undist.shape[0], 1, 1), dtype=np.float32) + # undist_hom = np.concatenate([undist, ones], axis=2) + # pixel = np.einsum("ij,nkj->nki", K, undist_hom) + # pixel = pixel[:, 0, :2] / pixel[:, 0, 2:] + # return pixel + + # # Undistort detection corners + # def undistort_detection_corners(row): + # c = np.array( + # [ + # [row["corner 0 x [px]"], row["corner 0 y [px]"]], + # [row["corner 1 x [px]"], row["corner 1 y [px]"]], + # [row["corner 2 x [px]"], row["corner 2 y [px]"]], + # [row["corner 3 x [px]"], row["corner 3 y [px]"]], + # ] + # ) + # return undistort_points(c, video.camera_matrix, video.distortion_coefficients) + + # # Reconstruct corners array and store back + # undistorted_corners = detection_df.apply(undistort_detection_corners, axis=1) + # for i in range(4): + # detection_df[f"corner {i} x [px]"] = undistorted_corners.apply( + # lambda c: c[i, 0] + # ) + # detection_df[f"corner {i} y [px]"] = undistorted_corners.apply( + # lambda c: c[i, 1] + # ) + + unique_timestamps = detection_df.index.unique() + homography_for_frame = {} + + for ts in tqdm(unique_timestamps, desc="Computing homographies"): + frame_detections = detection_df.loc[ts] + + if isinstance(frame_detections, pd.Series): + frame_detections = frame_detections.to_frame().T + + n_detections = frame_detections.shape[0] + if n_detections < valid_markers: + # Not enough corners to compute a homography + continue + + world_points = [] # from the camera's perspective (detected corners) + surface_points = [] # from the reference plane or "ideal" positions + + for _, detection in frame_detections.iterrows(): + marker_name = detection["marker name"] + if marker_name not in marker_layout["marker name"].values: + continue + + # Reconstruct corners array from individual columns + corners_detected = np.array( + [ + [detection["top left x [px]"], detection["top left y [px]"]], + [detection["top right x [px]"], detection["top right y [px]"]], + [ + detection["bottom right x [px]"], + detection["bottom right y [px]"], + ], + [detection["bottom left x [px]"], detection["bottom left y [px]"]], + ], + dtype=np.float32, + ) + ref_corners = marker_layout.loc[ + marker_layout["marker name"] == marker_name, "marker_corners" + ].values[0] + + # Shape check: + if corners_detected.shape != (4, 2) or ref_corners.shape != (4, 2): + raise ValueError( + f"Marker corners must have shape (4, 2), got {corners_detected.shape} and {ref_corners.shape}" + ) + + # Extend our list of corner correspondences + world_points.extend(corners_detected) # add 4 corner coords + surface_points.extend(ref_corners) # add 4 reference coords + + world_points = np.array(world_points, dtype=np.float32).reshape(-1, 2) + surface_points = np.array(surface_points, dtype=np.float32).reshape(-1, 2) + + homography, _ = cv2.findHomography( + world_points, + surface_points, + method=method, + ransacReprojThreshold=ransacReprojThreshold, + maxIters=maxIters, + confidence=confidence, + ) + homography_for_frame[ts] = homography + + # Reorganize homographies into DataFrame with 9 columns (flattened 3x3 matrix) + records = [] + for ts, homography in homography_for_frame.items(): + record = { + "timestamp [ns]": ts, + } + # Flatten 3x3 homography matrix into 9 columns + if homography is not None: + for i in range(3): + for j in range(3): + record[f"homography ({i},{j})"] = homography[i, j] + records.append(record) + + df = pd.DataFrame.from_records(records) + if df.empty: + raise ValueError("No homographies could be computed from the detections.") + + return Stream(df) + + +def _upsample_homographies( + homographies_dict: dict[int | np.int64, np.ndarray], + max_frame: int | np.int64, + max_gap: Optional[int] = None, + extrapolate: bool = True, +) -> dict[int, Optional[np.ndarray]]: + """ + Upsample/interpolate homographies for all frames from 0..max_frame, inclusive. + Assumes homographies_dict contains partial frames (e.g., 0, 10, 20...), + possibly with np.int64 keys. + Interpolates linearly between each known pair of frames for each 3x3 entry, + and then ensures keys are plain Python int. + + Parameters + ---------- + homographies_dict : dict + Keys are frame indices (int or np.int64), values are 3x3 np.ndarray (float). + max_frame : int + The highest frame index you want to fill in. + max_gap : int, optional + Maximum number of frames to interpolate across. If a gap between detections + exceeds this, it is filled with None instead of interpolating. Defaults to None. + extrapolate : bool, optional + Whether to extrapolate at the beginning (before first detection) and end + (after last detection). If False, these periods are filled with None. + Default behavior is to extrapolate at the beginning and end. + Defaults to True. + + Returns + ------- + dict[int, Optional[numpy.ndarray]] + A dictionary with a 3x3 homography for every frame from 0..max_frame. + Keys will be standard Python int. Values can be 3x3 np.ndarray or None + for frames in gaps exceeding max_gap or before/after detections (if extrapolate=False). + """ + # convert np.int64 keys to int for sorting + homographies_fixed_keys = {} + for frame_idx, H in homographies_dict.items(): + homographies_fixed_keys[int(frame_idx)] = H + + # sort frames that have known homographies + known_frames = sorted(homographies_fixed_keys.keys()) + if not known_frames: + # No known frames => return empty dict + return {} + + upsampled = {} + + # fill frames before the first known up to frame 0 (extrapolate) + first_frame = known_frames[0] + if extrapolate: + for f in range(0, first_frame): + upsampled[f] = homographies_fixed_keys[first_frame] + else: + for f in range(0, first_frame): + upsampled[f] = None + + # interpolate between consecutive known frames + for i in tqdm(range(len(known_frames) - 1), desc="Interpolating homographies"): + f1 = known_frames[i] + f2 = known_frames[i + 1] + + H1 = homographies_fixed_keys[f1] # 3x3 + H2 = homographies_fixed_keys[f2] # 3x3 + + frame_diff = f2 - f1 + + # Check if gap exceeds max_gap threshold + if max_gap is not None and frame_diff > max_gap: + # Fill gap with None instead of interpolating + for offset in range(frame_diff): + current_frame = f1 + offset + if current_frame > max_frame: + break + if offset == 0: + upsampled[current_frame] = H1 + else: + upsampled[current_frame] = None + else: + # Fill from f1..(f2-1) with interpolation + for offset in range(frame_diff): + current_frame = f1 + offset + if current_frame > max_frame: + break + + alpha = offset / float(frame_diff) + H_interp = (1 - alpha) * H1 + alpha * H2 + upsampled[current_frame] = H_interp + + # Make sure we include the last known frame + last_frame = known_frames[-1] + if last_frame <= max_frame: + upsampled[last_frame] = homographies_fixed_keys[last_frame] + + # Fill frames beyond the last known up to max_frame (extrapolate) + if extrapolate: + for f in range(last_frame + 1, max_frame + 1): + upsampled[f] = homographies_fixed_keys[last_frame] + else: + for f in range(last_frame + 1, max_frame + 1): + upsampled[f] = None + + return upsampled + + +def _resample_homographies_to_gaze( + homographies_df: pd.DataFrame, gaze_df: pd.DataFrame +) -> pd.DataFrame: + """ + Resample a DataFrame of homographies to the timestamps of a gaze DataFrame. + + Parameters + ---------- + homographies_df : pd.DataFrame + DataFrame with 'timestamp [ns]' as index and 'homography' column (3x3 np.ndarray). + gaze_df : pd.DataFrame + Gaze DataFrame whose index will be used for resampling. + + Returns + ------- + pd.DataFrame + Resampled homographies DataFrame indexed by gaze timestamps. + """ + # Create a DataFrame of homography elements for interpolation + h_elements = [] + for ts, row in homographies_df.iterrows(): + H = row["homography"] + if H is not None: + record = {"timestamp [ns]": ts, "frame_idx": row["frame_idx"]} + for r in range(3): + for c in range(3): + record[f"h{r}{c}"] = H[r, c] + h_elements.append(record) + + if not h_elements: + # If no homographies found, return DataFrame with gaze index and NaNs + resampled_h = pd.DataFrame(index=gaze_df.index) + resampled_h.index.name = "timestamp [ns]" + resampled_h["frame_idx"] = np.nan + resampled_h["homography"] = None + return resampled_h + + h_df = pd.DataFrame(h_elements).set_index("timestamp [ns]") + + from ..preprocess import interpolate + + resampled_h = interpolate(gaze_df.index.to_numpy(), h_df) + + # Reconstruct homography matrices + hs = [resampled_h[f"h{r}{c}"].values for r in range(3) for c in range(3)] + h_stack = np.stack(hs, axis=1) # (N, 9) + + # Handle NaNs: one None matrix for any row containing NaN + any_nan = np.any(np.isnan(h_stack), axis=1) + h_matrices = [None] * len(resampled_h) + for i in range(len(resampled_h)): + if not any_nan[i]: + h_matrices[i] = h_stack[i].reshape(3, 3) + + resampled_h["homography"] = h_matrices + resampled_h = resampled_h[["frame_idx", "homography"]] + return resampled_h diff --git a/pyneon/video/mapping.py b/pyneon/video/scanpath.py similarity index 97% rename from pyneon/video/mapping.py rename to pyneon/video/scanpath.py index 9ef7c90..6734ec2 100644 --- a/pyneon/video/mapping.py +++ b/pyneon/video/scanpath.py @@ -6,13 +6,13 @@ from tqdm import tqdm if TYPE_CHECKING: - from ..stream import Gaze + from ..stream import Stream from .video import Video def estimate_scanpath( video: "Video", - sync_gaze: "Gaze", + sync_gaze: "Stream", lk_params: Optional[dict] = None, ) -> pd.DataFrame: """ @@ -20,9 +20,9 @@ def estimate_scanpath( Parameters ---------- - video : SceneVideo + video : Video Video object containing the frames. - sync_gaze : NeonGaze + sync_gaze : Stream Gaze data synchronized with the video frames. lk_params : dict, optional Parameters for the Lucas-Kanade optical flow algorithm. @@ -147,6 +147,6 @@ def estimate_scanpath( scanpath.index.name = "timestamp [ns]" - scanpath["frame_idx"] = np.arange(scanpath.shape[0]) + scanpath["frame index"] = np.arange(scanpath.shape[0]) return scanpath diff --git a/pyneon/video/utils.py b/pyneon/video/utils.py new file mode 100644 index 0000000..af05fd2 --- /dev/null +++ b/pyneon/video/utils.py @@ -0,0 +1,67 @@ +import re +from numbers import Number +from typing import Tuple + +import cv2 + +# Valid marker configuration constants +APRILTAG_FAMILIES: list[str] = ["16h5", "25h9", "36h10", "36h11"] +ARUCO_SIZES: list[str] = ["4x4", "5x5", "6x6", "7x7"] +ARUCO_NUMBERS: list[str] = ["50", "100", "250", "1000"] + + +def marker_family_to_dict(marker_family: str) -> Tuple[str, cv2.aruco.Dictionary]: + # AprilTags + if marker_family in APRILTAG_FAMILIES: + dict_name: str = f"DICT_APRILTAG_{marker_family.upper()}" + aruco_dict = cv2.aruco.getPredefinedDictionary(getattr(cv2.aruco, dict_name)) + return "april", aruco_dict + + # ArUco Original + if marker_family.lower() == "aruco_original": + aruco_dict = cv2.aruco.getPredefinedDictionary(cv2.aruco.DICT_ARUCO_ORIGINAL) + return "aruco", aruco_dict + + # Other ArUco (format: {size}_{number}) + aruco_pattern = re.compile(r"^(\d+)x\1_(\d+)$") + pattern_match = aruco_pattern.match(marker_family) + + if pattern_match: + # Split marker name into size and number components + size, number = marker_family.split("_") + + if size not in ARUCO_SIZES: + raise ValueError( + f"Invalid Aruco marker size '{size}' in '{marker_family}'. " + f"Supported sizes: {', '.join(ARUCO_SIZES)}" + ) + + if number not in ARUCO_NUMBERS: + raise ValueError( + f"Invalid Aruco marker number '{number}' in '{marker_family}'. " + f"Supported numbers: {', '.join(ARUCO_NUMBERS)}" + ) + + dict_name = f"DICT_{marker_family.upper()}" + aruco_dict = cv2.aruco.getPredefinedDictionary(getattr(cv2.aruco, dict_name)) + return "aruco", aruco_dict + + # Provide helpful error message with supported formats + raise ValueError( + f"Unrecognized marker family '{marker_family}'. " + f"Expected format:\n" + f" - AprilTag: {', '.join(APRILTAG_FAMILIES)}\n" + f" - Aruco: {{size}}_{{number}} (e.g., '6x6_250')\n" + f" Available sizes: {', '.join(ARUCO_SIZES)}\n" + f" Available numbers: {', '.join(ARUCO_NUMBERS)}" + ) + + +def generate_marker( + marker_family: str, + marker_id: int, + marker_size_pixels: int, +): + aruco_dict = marker_family_to_dict(marker_family) + img = cv2.aruco.generateImageMarker(aruco_dict, marker_id, marker_size_pixels) + return img diff --git a/pyneon/video/video.py b/pyneon/video/video.py index 092a71f..d8fdaaf 100644 --- a/pyneon/video/video.py +++ b/pyneon/video/video.py @@ -9,9 +9,10 @@ from tqdm import tqdm from ..stream import Stream +from ..utils.doc_decorators import fill_doc from ..utils.variables import default_camera_info -from ..vis import overlay_scanpath, plot_frame -from .apriltag import detect_apriltags +from ..vis import overlay_scanpath, plot_detected_markers, plot_frame, overlay_detected_markers +from .marker_mapping import detect_markers class Video(cv2.VideoCapture): @@ -56,6 +57,31 @@ def __init__(self, video_file: Path, timestamps: np.ndarray, info: dict): def __len__(self) -> int: return int(len(self.ts)) + @property + def first_ts(self) -> int: + """First timestamp of the video.""" + return int(self.ts[0]) + + @property + def last_ts(self) -> int: + """Last timestamp of the video.""" + return int(self.ts[-1]) + + @property + def ts_diff(self) -> np.ndarray: + """Difference between consecutive timestamps.""" + return np.diff(self.ts) + + @property + def times(self) -> np.ndarray: + """Timestamps converted to seconds relative to video start.""" + return (self.ts - self.ts[0]) / 1e9 + + @property + def duration(self) -> float: + """Duration of the video in seconds.""" + return float(self.times[-1] - self.times[0]) + @property def fps(self) -> float: """Frames per second of the video.""" @@ -85,27 +111,48 @@ def distortion_coefficients(self) -> np.ndarray: raise ValueError("Distortion coefficients not found in video info.") return np.array(self.info["distortion_coefficients"]) - def get_frame(self, timestamp: Union[int, np.int64]) -> int: + def timestamp_to_frame_index( + self, timestamp: Union[int, np.int64, np.ndarray] + ) -> np.ndarray: """ - Get the frame index corresponding to a given timestamp. + Map one or many timestamps (ns) to the corresponding frame index/indices. Parameters ---------- - timestamp : int - Timestamp in nanoseconds. + timestamp : int or numpy.ndarray + Timestamp(s) in nanoseconds. Returns ------- - int - Frame index corresponding to the timestamp. + numpy.ndarray + Frame index/indices corresponding to the timestamp(s). """ - if timestamp < self.ts[0] or timestamp > self.ts[-1]: + ts_array = np.atleast_1d(np.asarray(timestamp, dtype=np.int64)) + + if ts_array.size > 0 and ( + ts_array.min() < self.ts[0] or ts_array.max() > self.ts[-1] + ): raise ValueError("Timestamp is out of bounds of the video timestamps.") - return int(np.searchsorted(self.ts, timestamp)) + indices = np.searchsorted(self.ts, ts_array).astype(int) + return indices + + def read_gray_frame_at(self, frame_index: int) -> Optional[np.ndarray]: + """ + Random-access read of a single frame converted to grayscale. + + Returns None if the frame cannot be read. + """ + if frame_index < 0 or frame_index >= len(self.ts): + raise ValueError("frame_index is out of bounds for this video.") + + self.set(cv2.CAP_PROP_POS_FRAMES, frame_index) + ret, frame = self.read() + if not ret: + return None + return cv2.cvtColor(frame, cv2.COLOR_BGR2GRAY) def reset(self): - print("Resetting video...") if self.isOpened(): self.release() super().__init__(self.video_file) @@ -113,11 +160,11 @@ def reset(self): if not self.isOpened(): raise IOError(f"Failed to reopen video file: {self.video_file}") + @fill_doc def plot_frame( self, - index: int = 0, + frame_index: int = 0, ax: Optional[plt.Axes] = None, - auto_title: bool = True, show: bool = True, ): """ @@ -125,46 +172,84 @@ def plot_frame( Parameters ---------- - index : int + frame_index : int Index of the frame to plot. - ax : matplotlib.axes.Axes or None - Axis to plot the frame on. If ``None``, a new figure is created. - Defaults to ``None``. - auto_title : bool - Whether to automatically set the title of the axis. - The automatic title includes the video file name and the frame index. - Defaults to ``True``. + %(ax_param)s Returns ------- - fig : matplotlib.figure.Figure - Figure object containing the plot. - ax : matplotlib.axes.Axes - Axis object containing the plot. + %(fig_ax_return)s """ - return plot_frame(self, index, ax, auto_title, show) + return plot_frame(self, frame_index, ax, show) - def detect_apriltags(self, tag_family: str = "tag36h11") -> pd.DataFrame: + @fill_doc + def detect_markers( + self, + marker_family: str | list[str] = "36h11", + step: int = 1, + detection_window: Optional[tuple[int | float, int | float]] = None, + detection_window_unit: str = "frame", + detector_parameters: Optional[cv2.aruco.DetectorParameters] = None, + ) -> Stream: """ - Detect AprilTags in the video frames. + Detect fiducial markers (AprilTag or ArUco) in the video frames. Parameters ---------- - tag_family : str, optional - The AprilTag family to detect (default is 'tag36h11'). + %(detect_markers_params)s Returns ------- - pd.DataFrame - A DataFrame containing AprilTag detections, with columns: - - 'timestamp [ns]': The timestamp of the frame in nanoseconds, as an index - - 'frame_idx': The frame number - - 'tag_id': The ID of the detected AprilTag - - 'corners': A 4x2 array of the tag corner coordinates, in the order TL, TR, BR, BL. (x, y) from top-left corner of the video - - 'center': A 1x2 array with the tag center coordinates. (x, y) from top-left corner of the video. + %(detect_markers_return)s + """ + return detect_markers( + self, + marker_family=marker_family, + step=step, + detection_window=detection_window, + detection_window_unit=detection_window_unit, + detector_parameters=detector_parameters, + ) + + @fill_doc + def plot_detected_markers( + self, + detected_markers: Stream, + frame_index: int = 0, + show_marker_ids: bool = True, + color: str = "magenta", + ax: Optional[plt.Axes] = None, + show: bool = True, + ): """ + Plot detected markers on a frame from this video. + + Parameters + ---------- + detected_markers : Stream + Stream containing detected marker data. See :meth:`pyneon.video.detect_markers`. + frame_index : int + Index of the frame to plot. + show_marker_ids : bool + Display marker IDs at their centers. Defaults to True. + color : str + Matplotlib color for markers. Defaults to "magenta". + %(ax_param)s + %(show_param)s - return detect_apriltags(self, tag_family) + Returns + ------- + %(fig_ax_return)s + """ + return plot_detected_markers( + self, + detected_markers=detected_markers, + frame_index=frame_index, + show_marker_ids=show_marker_ids, + color=color, + ax=ax, + show=show, + ) def overlay_scanpath( self, @@ -205,6 +290,40 @@ def overlay_scanpath( video_output_path, ) + @fill_doc + def overlay_detected_markers( + self, + detected_markers: "Stream", + show_marker_ids: bool = True, + color: tuple[int, int, int] = (255, 0, 255), + show_video: bool = False, + video_output_path: Optional[Path | str] = None, + ) -> None: + """ + Overlay detected markers on the video frames. The resulting video can be displayed and/or saved. + + Parameters + ---------- + detected_markers : Stream + Stream containing detected marker data. + See :meth:`detect_markers` for details. + show_marker_ids : bool + Whether to overlay marker IDs at their centers. Defaults to True. + color : tuple[int, int, int] + BGR color tuple for marker overlays. Defaults to (255, 0, 255) which is magenta. + %(show_video_param)s + %(video_output_path_param)s + Defaults to 'detected_markers.mp4'. + """ + overlay_detected_markers( + self, + detected_markers, + show_marker_ids, + color, + show_video, + video_output_path, + ) + def undistort( self, output_video_path: Optional[Path | str] = "undistorted_video.mp4", @@ -221,7 +340,7 @@ def undistort( cap = self cap.reset() camera_matrix = self.camera_matrix - dist_coeffs = self.dist_coeffs + dist_coeffs = self.distortion_coefficients # Get self properties frame_width, frame_height = self.width, self.height @@ -268,7 +387,7 @@ def compute_intensity(self): """ Generate a :class:`pyneon.Stream` object containing the mean intensity of each video frame. - + Returns ------- pyneon.Stream diff --git a/pyneon/vis/__init__.py b/pyneon/vis/__init__.py index 941bb3b..1c30d91 100644 --- a/pyneon/vis/__init__.py +++ b/pyneon/vis/__init__.py @@ -1,9 +1,12 @@ from .vis import ( overlay_detections_and_pose, overlay_scanpath, + plot_detected_markers, + overlay_detected_markers, plot_distribution, plot_epochs, plot_frame, + plot_marker_layout, ) __all__ = [ @@ -12,4 +15,7 @@ "plot_epochs", "overlay_scanpath", "overlay_detections_and_pose", + "plot_detected_markers", + "overlay_detected_markers", + "plot_marker_layout", ] diff --git a/pyneon/vis/vis.py b/pyneon/vis/vis.py index 28dd000..9ae66d1 100644 --- a/pyneon/vis/vis.py +++ b/pyneon/vis/vis.py @@ -7,20 +7,25 @@ import numpy as np import pandas as pd from matplotlib.colors import Normalize +from PIL import Image from scipy.ndimage import gaussian_filter from tqdm import tqdm +from ..utils.doc_decorators import fill_doc +from ..video.utils import marker_family_to_dict + if TYPE_CHECKING: from ..epochs import Epochs from ..recording import Recording + from ..stream import Stream from ..video import Video +@fill_doc def plot_frame( video: "Video", - index: int = 0, + frame_index: int = 0, ax: Optional[plt.Axes] = None, - auto_title: bool = True, show: bool = True, ) -> tuple[plt.Figure, plt.Axes]: """ @@ -30,40 +35,28 @@ def plot_frame( ---------- video : SceneVideo Video object to plot the frame from. - index : int + frame_index : int Index of the frame to plot. - ax : matplotlib.axes.Axes or None - Axis to plot the frame on. If ``None``, a new figure is created. - Defaults to ``None``. - auto_title : bool - Whether to automatically set the title of the axis. - The automatic title includes the video file name and the frame index. - Defaults to ``True``. - show : bool - Show the figure if ``True``. Defaults to True. + %(ax_param)s + %(show_param)s Returns ------- - fig : matplotlib.figure.Figure - Figure object containing the plot. - ax : matplotlib.axes.Axes - Axis object containing the plot. + %(fig_ax_return)s """ - if index >= len(video.ts) or index < 0: - raise IndexError(f"Frame index {index} out of range") + if frame_index >= len(video.ts) or frame_index < 0: + raise IndexError(f"Frame index {frame_index} out of range") if ax is None: fig, ax = plt.subplots() else: fig = ax.get_figure() - video.set(cv2.CAP_PROP_POS_FRAMES, index) + video.set(cv2.CAP_PROP_POS_FRAMES, frame_index) ret, frame = video.read() if ret: ax.imshow(cv2.cvtColor(frame, cv2.COLOR_BGR2RGB)) - if auto_title: - ax.set_title(f"{video.video_file.name} | Frame {index + 1}/{len(video)}") ax.axis("off") else: - raise RuntimeError(f"Could not read frame {index}") + raise RuntimeError(f"Could not read frame {frame_index}") if show: plt.show() @@ -71,6 +64,276 @@ def plot_frame( return fig, ax +@fill_doc +def plot_detected_markers( + video: "Video", + detected_markers: "Stream", + frame_index: int = 0, + show_marker_ids: bool = True, + color: str = "magenta", + ax: Optional[plt.Axes] = None, + show: bool = True, +) -> tuple[plt.Figure, plt.Axes]: + """ + Plot detected markers on a frame from the video. + + Parameters + ---------- + video : SceneVideo + Video object to plot the frame from. + detected_markers : Stream + Stream containing detected marker data. + See :meth:`pyneon.video.detect_markers` for details. + frame_index : int + Index of the frame to plot. + %(ax_param)s + %(show_param)s + + Returns + ------- + %(fig_ax_return)s + """ + fig, ax = plot_frame(video, frame_index=frame_index, ax=ax, show=False) + + mask = detected_markers["frame index"] == frame_index + markers = detected_markers.data[mask] + + for _, marker in markers.iterrows(): + if show_marker_ids: + ax.text( + marker["center x [px]"], + marker["center y [px]"], + marker["marker id"], + color=color, + ha="center", + va="center", + ) + # Draw marker corners with connected lines + corners_x = [ + marker["top left x [px]"], + marker["top right x [px]"], + marker["bottom right x [px]"], + marker["bottom left x [px]"], + marker["top left x [px]"], + ] + corners_y = [ + marker["top left y [px]"], + marker["top right y [px]"], + marker["bottom right y [px]"], + marker["bottom left y [px]"], + marker["top left y [px]"], + ] + ax.plot(corners_x, corners_y, color=color) + if show: + plt.show() + return fig, ax + + +@fill_doc +def plot_marker_layout( + marker_layout: pd.DataFrame, + show_marker_names: bool = True, + ax: Optional[plt.Axes] = None, + show: bool = True, +) -> tuple[plt.Figure, plt.Axes]: + """ + Plot a 2D marker layout on a matplotlib axis. + + This renders the marker images on a white canvas using the marker metadata + in ``marker_layout`` and overlays marker names at their centers. + + Parameters + ---------- + %(marker_layout)s + show_marker_names : bool + Whether to overlay marker names at their centers. Defaults to True. + %(ax_param)s + %(show_param)s + + Returns + ------- + %(fig_ax_return)s + """ + if ax is None: + fig, ax = plt.subplots() + else: + fig = ax.get_figure() + + # Calculate actual bounds for each marker, then find overall canvas size + min_x = (marker_layout["center x"] - marker_layout["size"] / 2).min() + max_x = (marker_layout["center x"] + marker_layout["size"] / 2).max() + min_y = (marker_layout["center y"] - marker_layout["size"] / 2).min() + max_y = (marker_layout["center y"] + marker_layout["size"] / 2).max() + + canvas_width = int(max_x - min_x) + canvas_height = int(max_y - min_y) + + # Create white background + canvas = Image.new("L", (canvas_width, canvas_height), color=255) + + for _, marker in marker_layout.iterrows(): + marker_name = marker["marker name"] + marker_family = marker_name.rsplit("_", 1)[0] + marker_id = int(marker_name.rsplit("_", 1)[1]) + + marker_type, aruco_dict = marker_family_to_dict(marker_family) + # Generate marker image + marker_img = cv2.aruco.generateImageMarker( + aruco_dict, marker_id, int(marker["size"]) + ) + if marker_type == "april": + # flip image diagonally for AprilTag markers + # because AprilTag has a different orientation than ArUco + # see https://github.com/opencv/opencv-python/issues/1195 + marker_img = np.flipud(np.fliplr(marker_img)) + + # Convert to PIL Image + marker_pil = Image.fromarray(marker_img) + + # Calculate paste position (top-left corner) + x = int(marker["center x"] - marker["size"] / 2 - min_x) + y = int(marker["center y"] - marker["size"] / 2 - min_y) + + # Paste marker onto canvas + canvas.paste(marker_pil, (x, y)) + + if show_marker_names: + ax.text( + marker["center x"], + marker["center y"], + marker_name, + color="magenta", + ha="center", + va="center", + ) + + # Display the canvas + ax.imshow(canvas, cmap="gray", extent=[min_x, max_x, max_y, min_y]) + ax.set_xlabel("x [surface coord]") + ax.set_ylabel("y [surface coord]") + ax.set_aspect("equal") + + if show: + plt.show() + return fig, ax + +@fill_doc +def overlay_detected_markers( + video: "Video", + detected_markers: "Stream", + show_marker_ids: bool = True, + color: tuple[int, int, int] = (255, 0, 255), + show_video: bool = False, + video_output_path: Optional[Path | str] = None, +) -> None: + """ + Overlay detected markers on the video frames and display or save the video with overlays. + + Parameters + ---------- + video : SceneVideo + Video object to overlay the detected markers on. + detected_markers : Stream + Stream containing detected marker data. + See :meth:`pyneon.video.detect_markers` for details. + show_marker_ids : bool + Whether to overlay marker IDs at their centers. Defaults to True. + color : tuple[int, int, int] + BGR color tuple for marker overlays. Defaults to (255, 0, 255) which is magenta. + %(show_video_param)s + %(video_output_path_param)s + Defaults to 'detected_markers.mp4'. + """ + # Either show video or save it + if video_output_path is None and not show_video: + raise ValueError( + "Either show_video=True or video_output_path must be provided." + ) + + # Reset video to the beginning + video.reset() + + # Initialize video writer if saving + if video_output_path is not None: + fourcc = cv2.VideoWriter_fourcc(*"mp4v") + video_output_path = Path(video_output_path) + video_output_path.parent.mkdir(parents=True, exist_ok=True) + out = cv2.VideoWriter( + str(video_output_path), fourcc, video.fps, (video.width, video.height) + ) + + # Group markers by frame index for efficient lookup + markers_by_frame = {} + for _, marker in detected_markers.data.iterrows(): + frame_idx = marker["frame index"] + if frame_idx not in markers_by_frame: + markers_by_frame[frame_idx] = [] + markers_by_frame[frame_idx].append(marker) + + # Iterate through video frames + frame_index = 0 + for frame_index in tqdm( + range(len(video.ts)), + desc="Overlaying markers on video", + total=len(video.ts), + ): + # Read the current frame + ret, frame = video.read() + if not ret: + break + + # Get markers for this frame + markers = markers_by_frame.get(frame_index, []) + + # Draw each marker + for marker in markers: + # Draw marker corners with connected lines + corners = [ + (int(marker["top left x [px]"]), int(marker["top left y [px]"])), + (int(marker["top right x [px]"]), int(marker["top right y [px]"])), + (int(marker["bottom right x [px]"]), int(marker["bottom right y [px]"])), + (int(marker["bottom left x [px]"]), int(marker["bottom left y [px]"])), + ] + corners_array = np.array(corners, dtype=np.int32) + cv2.polylines(frame, [corners_array], True, color, 2) + + # Draw center point + center_x = int(marker["center x [px]"]) + center_y = int(marker["center y [px]"]) + + # Optionally add marker ID text + if show_marker_ids: + marker_id = int(marker["marker id"]) + cv2.putText( + frame, + f"{marker_id}", + (center_x, center_y), + cv2.FONT_HERSHEY_SIMPLEX, + 0.6, + color, + 2, + ) + + # Display the frame if requested + if show_video: + cv2.namedWindow("Detected Markers Overlay", cv2.WINDOW_NORMAL) + cv2.setWindowProperty("Detected Markers Overlay", cv2.WND_PROP_FULLSCREEN, cv2.WINDOW_FULLSCREEN) + cv2.imshow("Detected Markers Overlay", frame) + if cv2.waitKey(1) & 0xFF == ord("q"): + break + + # Write the frame to output video if saving + if video_output_path is not None: + out.write(frame) + + # Release resources + if video_output_path is not None: + out.release() + if show_video: + cv2.destroyAllWindows() + video.reset() + +@fill_doc def plot_distribution( rec: "Recording", heatmap_source: Literal["gaze", "fixations", None] = "gaze", @@ -108,18 +371,12 @@ def plot_distribution( specify the heatmap dimensions. Defaults to (1600, 1200). cmap : str Colormap to use for the heatmap. Defaults to 'inferno'. - ax : matplotlib.axes.Axes or None - Axis to plot the frame on. If ``None``, a new figure is created. - Defaults to ``None``. - show : bool - Show the figure if ``True``. Defaults to True. + %(ax_param)s + %(show_param)s Returns ------- - fig : matplotlib.figure.Figure - Figure object containing the plot. - ax : matplotlib.axes.Axes - Axis object containing the plot. + %(fig_ax_return)s """ if heatmap_source is None and scatter_source is None: raise ValueError( @@ -322,6 +579,8 @@ def overlay_scanpath( # Display the frame with overlays (Optional) if show_video: + cv2.namedWindow("Fixations Overlay", cv2.WINDOW_NORMAL) + cv2.setWindowProperty("Fixations Overlay", cv2.WND_PROP_FULLSCREEN, cv2.WINDOW_FULLSCREEN) cv2.imshow("Fixations Overlay", frame) if cv2.waitKey(1) & 0xFF == ord("q"): break @@ -336,6 +595,7 @@ def overlay_scanpath( video.set(cv2.CAP_PROP_POS_FRAMES, 0) +@fill_doc def plot_epochs( epochs: "Epochs", column_name: Optional[str] = None, @@ -358,42 +618,31 @@ def plot_epochs( from a :class:`pyneon.Events`, this parameter is ignored. Defaults to None. cmap_name : str Colormap to use for different epochs. Defaults to 'cool'. - ax : matplotlib.axes.Axes or None - Axis to plot the data on. If ``None``, a new figure is created. - show : bool - Show the figure if ``True``. + %(ax_param)s + %(show_param)s Returns ------- - fig : matplotlib.figure.Figure - Figure object containing the plot. - ax : matplotlib.axes.Axes - Axis object containing the plot. + %(fig_ax_return)s """ - from pyneon import Events, Stream # for source class check - - if epochs.source_class == Stream: - if column_name is None: - raise ValueError("Column name must be provided for Stream-based Epochs.") - if column_name not in epochs.columns: - raise ValueError(f"Column '{column_name}' not found in epochs.") - if ax is None: fig, ax = plt.subplots() else: fig = ax.get_figure() - num_epochs = len(epochs.epochs) + num_epochs = len(epochs.epochs_dict) cmap = cm.get_cmap(cmap_name, num_epochs) norm = Normalize(vmin=0, vmax=num_epochs - 1) ax.axvline(0, color="k", linestyle="--") - if epochs.source_class == Stream: - _plot_stream_epochs(fig, epochs, column_name, cmap, norm, ax) + from pyneon import Events, Stream # for source class check + + if isinstance(epochs.source, Stream): + _plot_stream_epochs(epochs.epochs_dict, column_name, cmap, norm, fig, ax) ax.set_ylabel(column_name) - elif epochs.source_class == Events: - _plot_event_epochs(epochs, norm, ax) + elif isinstance(epochs.source, Events): + _plot_event_epochs(epochs.epochs_dict, ax) ax.set_ylabel("Epoch index") else: raise ValueError( @@ -408,38 +657,44 @@ def plot_epochs( return fig, ax -def _plot_stream_epochs(fig, epochs, column_name, cmap, norm, ax): +def _plot_stream_epochs(epochs, column_name, cmap, norm, fig, ax): """ Internal helper to plot Stream-based Epochs. """ - for i, row in epochs.epochs.iterrows(): - times = row.data["epoch time"] / 1e9 - data = row.data[column_name] + if column_name is None: + raise ValueError("Column name must be provided for Stream-based Epochs.") + # Iterate through keys and values of the epochs.epochs dictionary + for i, stream in epochs.items(): + if stream is None or stream.data.empty: + continue # Skip bad/missing data + if column_name not in stream.columns: + raise ValueError(f"Column '{column_name}' not found in epochs.") + times = stream["epoch time [ns]"] / 1e9 + data = stream[column_name] color = cmap(norm(i)) - ax.plot(times, data, color=color, label=f"Epoch {i}") + ax.plot(times, data, color=color) sm = cm.ScalarMappable(cmap=cmap, norm=norm) sm.set_array([]) cbar = fig.colorbar(sm, ax=ax) - cbar.set_label("Epoch Index") + cbar.set_label("Epoch index") -def _plot_event_epochs(epochs, norm, ax): +def _plot_event_epochs(epochs, ax): """ Internal helper to plot Events-based Epochs. """ - for i, row in epochs.epochs.iterrows(): - df = row.data - if not isinstance(df, pd.DataFrame) or df.empty: - continue # Skip bad/missing data - times = df["epoch time"] / 1e9 + for i, events in epochs.items(): + if events is None: + continue + times = events.data["epoch time [ns]"] / 1e9 # check if duration ms is in df - if "duration [ms]" in df.columns: - durations = df["duration [ms]"] / 1e3 + if "duration [ms]" in events.data.columns: + durations = events.data["duration [ms]"] / 1e3 ax.hlines([i] * len(times), times, times + durations, color="gray") else: - ax.scatter(times, [i] * len(times), label=f"Epoch {i}") + ax.scatter(times, [i] * len(times)) def overlay_detections_and_pose( @@ -472,15 +727,15 @@ def overlay_detections_and_pose( Recording object containing the video and related metadata. april_detections : pandas.DataFrame DataFrame containing AprilTag detections for each frame, with columns: - - 'frame_idx': int + - 'frame id': int The frame number. - - 'tag_id': int + - "marker id": int The ID of the detected AprilTag. - - 'corners': np.ndarray of shape (4,2) - Pixel coordinates of the tag's corners. + - "corners": np.ndarray of shape (4,2) + Pixel coordinates of the marker's corners. camera_positions : :pandas.DataFrame DataFrame containing the camera positions for each frame, with at least: - - 'frame_idx': int + - 'frame id': int The frame number. - 'smoothed_camera_pos': numpy.ndarray of shape (3,) The camera position [x, y, z] in world coordinates. @@ -511,20 +766,29 @@ def overlay_detections_and_pose( # Extract camera positions into a dictionary for quick lookup results_dict = { - row["frame_idx"]: row["camera_pos"] for _, row in camera_positions.iterrows() + row["frame index"]: row["camera_pos"] for _, row in camera_positions.iterrows() } # Group detections by frame detections_by_frame = {} for _, row in april_detections.iterrows(): - fidx = row["frame_idx"] - if fidx not in detections_by_frame: - detections_by_frame[fidx] = [] - detections_by_frame[fidx].append((row["tag_id"], row["corners"])) + f_id = row["frame index"] + if f_id not in detections_by_frame: + detections_by_frame[f_id] = [] + # Reconstruct corners array from individual columns + corners = np.array( + [ + [row["corner 0 x [px]"], row["corner 0 y [px]"]], + [row["corner 1 x [px]"], row["corner 1 y [px]"]], + [row["corner 2 x [px]"], row["corner 2 y [px]"]], + [row["corner 3 x [px]"], row["corner 3 y [px]"]], + ] + ) + detections_by_frame[f_id].append((row["marker id"], corners)) cap = recording.scene_video cap.reset() - frame_idx = 0 + frame_index = 0 # Track last known detections and positions last_detections = None @@ -537,7 +801,7 @@ def overlay_detections_and_pose( graph_width, graph_height = graph_size def draw_detections(frame, detections, color, thickness=2): - for tag_id, corners in detections: + for marker_id, corners in detections: # Ensure corners are a NumPy array before converting to int corners_array = np.array(corners, dtype=np.float32) corners_int = corners_array.astype(int) @@ -548,7 +812,7 @@ def draw_detections(frame, detections, color, thickness=2): corner_text_pos = (corners_int[0, 0], corners_int[0, 1] - 10) cv2.putText( frame, - f"ID: {tag_id}", + f"ID: {marker_id}", corner_text_pos, cv2.FONT_HERSHEY_SIMPLEX, 0.6, @@ -635,8 +899,8 @@ def draw_mini_graph( # End of video break - current_detections = detections_by_frame.get(frame_idx, None) - current_position = results_dict.get(frame_idx, None) + current_detections = detections_by_frame.get(frame_index, None) + current_position = results_dict.get(frame_index, None) if current_position is not None: visited_positions.append(current_position) @@ -699,17 +963,14 @@ def draw_mini_graph( ) if show_video: - # Resize the frame for display - resized_frame = cv2.resize( - frame, (width // 2, height // 2) - ) # Adjust scaling factor as needed - cv2.imshow("Video with Overlays", resized_frame) + cv2.namedWindow("Video with Overlays", cv2.WINDOW_NORMAL) + cv2.setWindowProperty("Video with Overlays", cv2.WND_PROP_FULLSCREEN, cv2.WINDOW_FULLSCREEN) + cv2.imshow("Video with Overlays", frame) key = cv2.waitKey(1) & 0xFF if key == 27: # ESC key break out.write(frame) - frame_idx += 1 out.release() cv2.destroyAllWindows() diff --git a/pyproject.toml b/pyproject.toml index cce2b3e..3538f76 100644 --- a/pyproject.toml +++ b/pyproject.toml @@ -29,7 +29,8 @@ dependencies = [ "pandas", "matplotlib", "scipy", - "opencv-python", + "opencv-python>=4.7", + "joblib", "typeguard", "requests", "tqdm", @@ -37,9 +38,9 @@ dependencies = [ license = "MIT" [project.optional-dependencies] -apriltags = ["pupil-apriltags"] dev = ["pytest"] doc = [ + "seedir", "ruff", "isort", "jupyter", @@ -49,7 +50,7 @@ doc = [ "nbsphinx", "myst-parser", ] -full = ["pyneon[apriltags,dev,doc]"] +full = ["pyneon[dev,doc]"] [project.urls] Homepage = "https://ncc-brain.github.io/PyNeon/" diff --git a/source/reference/epochs.rst b/source/reference/epochs.rst index c8e494f..33fdf6d 100644 --- a/source/reference/epochs.rst +++ b/source/reference/epochs.rst @@ -4,6 +4,6 @@ Epochs class .. autoclass:: pyneon.Epochs :members: -.. autofunction:: pyneon.events_to_times_df +.. autofunction:: pyneon.events_to_epochs_info -.. autofunction:: pyneon.construct_times_df \ No newline at end of file +.. autofunction:: pyneon.construct_epochs_info \ No newline at end of file diff --git a/source/reference/index.rst b/source/reference/index.rst index e7163f7..c950ca0 100644 --- a/source/reference/index.rst +++ b/source/reference/index.rst @@ -12,4 +12,5 @@ PyNeon API stream events epochs - video \ No newline at end of file + video + utils \ No newline at end of file diff --git a/source/reference/utils.rst b/source/reference/utils.rst new file mode 100644 index 0000000..59d2c91 --- /dev/null +++ b/source/reference/utils.rst @@ -0,0 +1,6 @@ +Utility functions +================= + +.. automodule:: pyneon.utils + :members: + :undoc-members: \ No newline at end of file diff --git a/source/reference/video.rst b/source/reference/video.rst index e0be1f6..a931ad6 100644 --- a/source/reference/video.rst +++ b/source/reference/video.rst @@ -3,4 +3,7 @@ Video class .. autoclass:: pyneon.Video :members: - :show-inheritance: \ No newline at end of file + :show-inheritance: + +.. autofunction:: pyneon.find_homographies + diff --git a/source/tutorials/detected_markers.csv b/source/tutorials/detected_markers.csv new file mode 100644 index 0000000..c62ac66 --- /dev/null +++ b/source/tutorials/detected_markers.csv @@ -0,0 +1,41353 @@ +timestamp [ns],frame index,marker family,marker id,marker name,top left x [px],top left y [px],top right x [px],top right y [px],bottom right x [px],bottom right y [px],bottom left x [px],bottom left y [px],center x [px],center y [px] +1758493517556588888,78,36h11,5,36h11_5,993.0,382.0,1055.0,378.0,1062.0,438.0,1002.0,441.0,1028.0,409.75 +1758493517556588888,78,36h11,4,36h11_4,1016.0,549.0,1071.0,549.0,1077.0,603.0,1020.0,601.0,1046.0,575.5 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+1758493580799622222,1976,36h11,4,36h11_4,352.0,826.0,414.0,827.0,426.0,890.0,366.0,886.0,389.5,857.25 +1758493580799622222,1976,36h11,3,36h11_3,1161.0,794.0,1222.0,787.0,1215.0,848.0,1154.0,857.0,1188.0,821.5 +1758493580832944444,1977,36h11,1,36h11_1,1177.0,371.0,1244.0,375.0,1243.0,449.0,1178.0,448.0,1210.5,410.75 +1758493580832944444,1977,36h11,0,36h11_0,297.0,413.0,361.0,404.0,367.0,480.0,302.0,487.0,331.75,446.0 +1758493580832944444,1977,36h11,5,36h11_5,317.0,629.0,381.0,625.0,391.0,698.0,328.0,699.0,354.25,662.75 +1758493580832944444,1977,36h11,2,36h11_2,1175.0,592.0,1239.0,589.0,1235.0,660.0,1171.0,664.0,1205.0,626.25 +1758493580832944444,1977,36h11,4,36h11_4,353.0,825.0,415.0,828.0,426.0,890.0,367.0,887.0,390.25,857.5 +1758493580832944444,1977,36h11,3,36h11_3,1161.0,794.0,1222.0,787.0,1215.0,847.0,1155.0,857.0,1188.25,821.25 +1758493580866266666,1978,36h11,1,36h11_1,1177.0,371.0,1243.0,374.0,1243.0,449.0,1178.0,448.0,1210.25,410.5 +1758493580866266666,1978,36h11,0,36h11_0,297.0,413.0,361.0,404.0,367.0,481.0,302.0,487.0,331.75,446.25 +1758493580866266666,1978,36h11,5,36h11_5,318.0,627.0,381.0,625.0,391.0,698.0,328.0,699.0,354.5,662.25 +1758493580866266666,1978,36h11,2,36h11_2,1175.0,592.0,1239.0,589.0,1235.0,660.0,1171.0,664.0,1205.0,626.25 +1758493580866266666,1978,36h11,3,36h11_3,1161.0,794.0,1222.0,786.0,1215.0,848.0,1155.0,857.0,1188.25,821.25 +1758493580866266666,1978,36h11,4,36h11_4,353.0,825.0,414.0,827.0,426.0,890.0,366.0,886.0,389.75,857.0 +1758493580899588888,1979,36h11,1,36h11_1,1178.0,370.0,1243.0,373.0,1244.0,448.0,1178.0,447.0,1210.75,409.5 +1758493580899588888,1979,36h11,0,36h11_0,297.0,412.0,361.0,403.0,366.0,481.0,302.0,487.0,331.5,445.75 +1758493580899588888,1979,36h11,5,36h11_5,317.0,628.0,381.0,624.0,391.0,698.0,329.0,699.0,354.5,662.25 +1758493580899588888,1979,36h11,2,36h11_2,1175.0,591.0,1239.0,588.0,1235.0,659.0,1172.0,664.0,1205.25,625.5 +1758493580899588888,1979,36h11,3,36h11_3,1161.0,793.0,1223.0,786.0,1215.0,848.0,1154.0,856.0,1188.25,820.75 +1758493580899588888,1979,36h11,4,36h11_4,352.0,825.0,414.0,827.0,427.0,889.0,366.0,886.0,389.75,856.75 +1758493580932911111,1980,36h11,1,36h11_1,1177.0,370.0,1244.0,373.0,1243.0,448.0,1178.0,447.0,1210.5,409.5 +1758493580932911111,1980,36h11,0,36h11_0,297.0,412.0,361.0,403.0,366.0,480.0,302.0,487.0,331.5,445.5 +1758493580932911111,1980,36h11,2,36h11_2,1175.0,591.0,1239.0,587.0,1235.0,659.0,1171.0,663.0,1205.0,625.0 +1758493580932911111,1980,36h11,5,36h11_5,318.0,627.0,381.0,624.0,391.0,698.0,328.0,698.0,354.5,661.75 +1758493580932911111,1980,36h11,3,36h11_3,1162.0,792.0,1223.0,785.0,1216.0,847.0,1155.0,855.0,1189.0,819.75 +1758493580932911111,1980,36h11,4,36h11_4,353.0,825.0,415.0,827.0,427.0,889.0,366.0,885.0,390.25,856.5 +1758493580966233333,1981,36h11,1,36h11_1,1178.0,369.0,1244.0,373.0,1244.0,447.0,1178.0,446.0,1211.0,408.75 +1758493580966233333,1981,36h11,0,36h11_0,297.0,412.0,361.0,403.0,367.0,479.0,303.0,487.0,332.0,445.25 +1758493580966233333,1981,36h11,2,36h11_2,1176.0,589.0,1240.0,587.0,1236.0,658.0,1172.0,663.0,1206.0,624.25 +1758493580966233333,1981,36h11,5,36h11_5,318.0,627.0,382.0,624.0,391.0,698.0,329.0,698.0,355.0,661.75 +1758493580966233333,1981,36h11,3,36h11_3,1162.0,792.0,1224.0,784.0,1216.0,847.0,1156.0,855.0,1189.5,819.5 +1758493580966233333,1981,36h11,4,36h11_4,354.0,825.0,415.0,827.0,428.0,889.0,368.0,886.0,391.25,856.75 +1758493580999544444,1982,36h11,1,36h11_1,1178.0,368.0,1244.0,371.0,1245.0,446.0,1179.0,445.0,1211.5,407.5 +1758493580999544444,1982,36h11,0,36h11_0,298.0,412.0,361.0,403.0,367.0,480.0,303.0,487.0,332.25,445.5 +1758493580999544444,1982,36h11,2,36h11_2,1176.0,589.0,1241.0,586.0,1237.0,657.0,1173.0,662.0,1206.75,623.5 +1758493580999544444,1982,36h11,5,36h11_5,319.0,627.0,382.0,624.0,393.0,697.0,330.0,699.0,356.0,661.75 +1758493580999544444,1982,36h11,4,36h11_4,354.0,825.0,416.0,827.0,429.0,889.0,368.0,886.0,391.75,856.75 +1758493580999544444,1982,36h11,3,36h11_3,1163.0,792.0,1225.0,784.0,1216.0,847.0,1157.0,854.0,1190.25,819.25 +1758493581032866666,1983,36h11,1,36h11_1,1179.0,368.0,1245.0,371.0,1245.0,446.0,1180.0,445.0,1212.25,407.5 +1758493581032866666,1983,36h11,0,36h11_0,298.0,413.0,362.0,403.0,367.0,481.0,303.0,487.0,332.5,446.0 +1758493581032866666,1983,36h11,5,36h11_5,320.0,627.0,383.0,624.0,393.0,698.0,331.0,699.0,356.75,662.0 +1758493581032866666,1983,36h11,2,36h11_2,1177.0,589.0,1241.0,585.0,1238.0,655.0,1174.0,661.0,1207.5,622.5 +1758493581032866666,1983,36h11,3,36h11_3,1164.0,791.0,1226.0,784.0,1218.0,846.0,1158.0,854.0,1191.5,818.75 +1758493581032866666,1983,36h11,4,36h11_4,355.0,825.0,416.0,827.0,430.0,889.0,370.0,887.0,392.75,857.0 +1758493581066188888,1984,36h11,1,36h11_1,1180.0,367.0,1245.0,370.0,1245.0,445.0,1180.0,444.0,1212.5,406.5 +1758493581066188888,1984,36h11,0,36h11_0,299.0,412.0,362.0,403.0,367.0,481.0,303.0,487.0,332.75,445.75 +1758493581066188888,1984,36h11,5,36h11_5,320.0,627.0,383.0,624.0,394.0,697.0,331.0,699.0,357.0,661.75 +1758493581066188888,1984,36h11,2,36h11_2,1177.0,589.0,1242.0,585.0,1238.0,656.0,1174.0,661.0,1207.75,622.75 +1758493581066188888,1984,36h11,4,36h11_4,356.0,825.0,417.0,827.0,431.0,889.0,370.0,887.0,393.5,857.0 +1758493581066188888,1984,36h11,3,36h11_3,1164.0,791.0,1226.0,783.0,1218.0,845.0,1158.0,853.0,1191.5,818.0 +1758493581099511111,1985,36h11,1,36h11_1,1179.0,367.0,1245.0,369.0,1246.0,444.0,1179.0,443.0,1212.25,405.75 +1758493581099511111,1985,36h11,0,36h11_0,299.0,412.0,362.0,403.0,367.0,481.0,303.0,487.0,332.75,445.75 +1758493581099511111,1985,36h11,2,36h11_2,1177.0,588.0,1242.0,584.0,1238.0,655.0,1174.0,660.0,1207.75,621.75 +1758493581099511111,1985,36h11,5,36h11_5,320.0,627.0,383.0,624.0,393.0,697.0,331.0,699.0,356.75,661.75 +1758493581099511111,1985,36h11,3,36h11_3,1164.0,791.0,1226.0,783.0,1218.0,844.0,1158.0,853.0,1191.5,817.75 +1758493581099511111,1985,36h11,4,36h11_4,356.0,825.0,416.0,827.0,430.0,889.0,370.0,886.0,393.0,856.75 +1758493581132833333,1986,36h11,1,36h11_1,1179.0,366.0,1245.0,370.0,1245.0,444.0,1179.0,443.0,1212.0,405.75 +1758493581132833333,1986,36h11,0,36h11_0,298.0,412.0,362.0,403.0,367.0,480.0,303.0,487.0,332.5,445.5 +1758493581132833333,1986,36h11,2,36h11_2,1177.0,587.0,1242.0,584.0,1238.0,655.0,1174.0,661.0,1207.75,621.75 +1758493581132833333,1986,36h11,5,36h11_5,319.0,627.0,383.0,624.0,393.0,697.0,330.0,698.0,356.25,661.5 +1758493581132833333,1986,36h11,3,36h11_3,1164.0,790.0,1226.0,783.0,1218.0,844.0,1158.0,853.0,1191.5,817.5 +1758493581132833333,1986,36h11,4,36h11_4,355.0,825.0,416.0,827.0,429.0,889.0,370.0,886.0,392.5,856.75 +1758493581166155555,1987,36h11,1,36h11_1,1179.0,366.0,1244.0,368.0,1244.0,444.0,1179.0,443.0,1211.5,405.25 +1758493581166155555,1987,36h11,0,36h11_0,297.0,412.0,362.0,403.0,367.0,479.0,303.0,487.0,332.25,445.25 +1758493581166155555,1987,36h11,5,36h11_5,319.0,627.0,383.0,624.0,393.0,697.0,329.0,698.0,356.0,661.5 +1758493581166155555,1987,36h11,2,36h11_2,1177.0,587.0,1242.0,584.0,1238.0,655.0,1174.0,660.0,1207.75,621.5 +1758493581166155555,1987,36h11,3,36h11_3,1164.0,790.0,1226.0,782.0,1218.0,844.0,1158.0,852.0,1191.5,817.0 +1758493581166155555,1987,36h11,4,36h11_4,355.0,825.0,415.0,826.0,430.0,888.0,370.0,886.0,392.5,856.25 +1758493581199477777,1988,36h11,1,36h11_1,1178.0,366.0,1245.0,368.0,1245.0,444.0,1179.0,442.0,1211.75,405.0 +1758493581199477777,1988,36h11,0,36h11_0,297.0,412.0,362.0,403.0,367.0,480.0,303.0,487.0,332.25,445.5 +1758493581199477777,1988,36h11,2,36h11_2,1177.0,587.0,1241.0,583.0,1238.0,655.0,1174.0,660.0,1207.5,621.25 +1758493581199477777,1988,36h11,5,36h11_5,319.0,627.0,383.0,624.0,393.0,697.0,331.0,699.0,356.5,661.75 +1758493581199477777,1988,36h11,3,36h11_3,1164.0,790.0,1226.0,782.0,1218.0,844.0,1158.0,852.0,1191.5,817.0 +1758493581199477777,1988,36h11,4,36h11_4,355.0,825.0,415.0,826.0,430.0,889.0,370.0,886.0,392.5,856.5 +1758493581232799999,1989,36h11,1,36h11_1,1179.0,366.0,1245.0,368.0,1245.0,444.0,1179.0,442.0,1212.0,405.0 +1758493581232799999,1989,36h11,0,36h11_0,298.0,412.0,361.0,403.0,367.0,480.0,303.0,487.0,332.25,445.5 +1758493581232799999,1989,36h11,5,36h11_5,319.0,627.0,383.0,624.0,393.0,698.0,331.0,699.0,356.5,662.0 +1758493581232799999,1989,36h11,2,36h11_2,1177.0,587.0,1241.0,583.0,1238.0,655.0,1174.0,660.0,1207.5,621.25 +1758493581232799999,1989,36h11,3,36h11_3,1164.0,790.0,1226.0,782.0,1218.0,844.0,1158.0,852.0,1191.5,817.0 +1758493581232799999,1989,36h11,4,36h11_4,356.0,825.0,416.0,827.0,431.0,889.0,371.0,887.0,393.5,857.0 +1758493581266111111,1990,36h11,1,36h11_1,1178.0,366.0,1245.0,368.0,1246.0,444.0,1180.0,443.0,1212.25,405.25 +1758493581266111111,1990,36h11,0,36h11_0,298.0,412.0,363.0,404.0,367.0,481.0,303.0,487.0,332.75,446.0 +1758493581266111111,1990,36h11,2,36h11_2,1177.0,587.0,1242.0,584.0,1238.0,655.0,1175.0,661.0,1208.0,621.75 +1758493581266111111,1990,36h11,5,36h11_5,320.0,628.0,383.0,625.0,393.0,698.0,331.0,700.0,356.75,662.75 +1758493581266111111,1990,36h11,3,36h11_3,1164.0,791.0,1226.0,782.0,1219.0,843.0,1159.0,853.0,1192.0,817.25 +1758493581266111111,1990,36h11,4,36h11_4,356.0,826.0,416.0,827.0,430.0,889.0,370.0,887.0,393.0,857.25 +1758493581299433333,1991,36h11,1,36h11_1,1179.0,366.0,1245.0,368.0,1246.0,444.0,1180.0,443.0,1212.5,405.25 +1758493581299433333,1991,36h11,0,36h11_0,298.0,413.0,362.0,404.0,367.0,481.0,304.0,488.0,332.75,446.5 +1758493581299433333,1991,36h11,5,36h11_5,320.0,629.0,383.0,625.0,394.0,699.0,331.0,700.0,357.0,663.25 +1758493581299433333,1991,36h11,2,36h11_2,1177.0,588.0,1242.0,584.0,1238.0,655.0,1175.0,661.0,1208.0,622.0 +1758493581299433333,1991,36h11,4,36h11_4,356.0,827.0,418.0,828.0,431.0,889.0,370.0,887.0,393.75,857.75 +1758493581299433333,1991,36h11,3,36h11_3,1165.0,791.0,1227.0,783.0,1219.0,844.0,1159.0,853.0,1192.5,817.75 +1758493581332755555,1992,36h11,1,36h11_1,1179.0,366.0,1246.0,369.0,1246.0,444.0,1181.0,444.0,1213.0,405.75 +1758493581332755555,1992,36h11,0,36h11_0,299.0,414.0,363.0,405.0,368.0,482.0,304.0,489.0,333.5,447.5 +1758493581332755555,1992,36h11,2,36h11_2,1178.0,587.0,1243.0,584.0,1239.0,655.0,1176.0,661.0,1209.0,621.75 +1758493581332755555,1992,36h11,5,36h11_5,321.0,629.0,385.0,626.0,395.0,699.0,331.0,700.0,358.0,663.5 +1758493581332755555,1992,36h11,3,36h11_3,1166.0,790.0,1228.0,783.0,1220.0,844.0,1160.0,853.0,1193.5,817.5 +1758493581332755555,1992,36h11,4,36h11_4,357.0,827.0,418.0,828.0,431.0,891.0,372.0,887.0,394.5,858.25 +1758493581366077777,1993,36h11,1,36h11_1,1181.0,366.0,1246.0,368.0,1247.0,444.0,1181.0,443.0,1213.75,405.25 +1758493581366077777,1993,36h11,0,36h11_0,299.0,415.0,364.0,405.0,369.0,482.0,305.0,489.0,334.25,447.75 +1758493581366077777,1993,36h11,5,36h11_5,322.0,629.0,385.0,626.0,396.0,700.0,333.0,701.0,359.0,664.0 +1758493581366077777,1993,36h11,2,36h11_2,1179.0,588.0,1244.0,584.0,1240.0,655.0,1176.0,660.0,1209.75,621.75 +1758493581366077777,1993,36h11,4,36h11_4,358.0,828.0,420.0,829.0,433.0,891.0,373.0,888.0,396.0,859.0 +1758493581366077777,1993,36h11,3,36h11_3,1167.0,791.0,1229.0,783.0,1222.0,843.0,1161.0,853.0,1194.75,817.5 +1758493581399400000,1994,36h11,1,36h11_1,1183.0,366.0,1247.0,369.0,1249.0,444.0,1183.0,443.0,1215.5,405.5 +1758493581399400000,1994,36h11,0,36h11_0,301.0,415.0,365.0,406.0,371.0,482.0,306.0,489.0,335.75,448.0 +1758493581399400000,1994,36h11,5,36h11_5,323.0,630.0,387.0,627.0,397.0,700.0,335.0,702.0,360.5,664.75 +1758493581399400000,1994,36h11,2,36h11_2,1181.0,588.0,1245.0,584.0,1242.0,655.0,1178.0,661.0,1211.5,622.0 +1758493581399400000,1994,36h11,3,36h11_3,1168.0,791.0,1230.0,783.0,1223.0,844.0,1163.0,854.0,1196.0,818.0 +1758493581399400000,1994,36h11,4,36h11_4,360.0,827.0,421.0,829.0,434.0,891.0,374.0,888.0,397.25,858.75 +1758493581432722222,1995,36h11,1,36h11_1,1184.0,367.0,1249.0,370.0,1250.0,444.0,1184.0,444.0,1216.75,406.25 +1758493581432722222,1995,36h11,0,36h11_0,302.0,416.0,367.0,406.0,372.0,483.0,308.0,490.0,337.25,448.75 +1758493581432722222,1995,36h11,5,36h11_5,325.0,630.0,389.0,628.0,399.0,701.0,336.0,702.0,362.25,665.25 +1758493581432722222,1995,36h11,2,36h11_2,1182.0,588.0,1247.0,585.0,1243.0,656.0,1179.0,661.0,1212.75,622.5 +1758493581432722222,1995,36h11,4,36h11_4,361.0,829.0,422.0,829.0,436.0,892.0,376.0,889.0,398.75,859.75 +1758493581432722222,1995,36h11,3,36h11_3,1170.0,791.0,1231.0,784.0,1224.0,845.0,1164.0,854.0,1197.25,818.5 +1758493581466044444,1996,36h11,1,36h11_1,1184.0,367.0,1250.0,370.0,1251.0,444.0,1185.0,444.0,1217.5,406.25 +1758493581466044444,1996,36h11,0,36h11_0,303.0,416.0,367.0,407.0,373.0,485.0,309.0,491.0,338.0,449.75 +1758493581466044444,1996,36h11,2,36h11_2,1184.0,588.0,1249.0,585.0,1245.0,656.0,1181.0,661.0,1214.75,622.5 +1758493581466044444,1996,36h11,5,36h11_5,326.0,632.0,389.0,628.0,400.0,702.0,337.0,703.0,363.0,666.25 +1758493581466044444,1996,36h11,4,36h11_4,361.0,829.0,424.0,831.0,438.0,893.0,378.0,890.0,400.25,860.75 +1758493581466044444,1996,36h11,3,36h11_3,1172.0,791.0,1233.0,784.0,1226.0,845.0,1166.0,854.0,1199.25,818.5 +1758493581499366666,1997,36h11,1,36h11_1,1186.0,367.0,1252.0,370.0,1253.0,444.0,1187.0,444.0,1219.5,406.25 +1758493581499366666,1997,36h11,0,36h11_0,305.0,417.0,369.0,408.0,375.0,485.0,311.0,492.0,340.0,450.5 +1758493581499366666,1997,36h11,2,36h11_2,1186.0,588.0,1251.0,585.0,1247.0,656.0,1183.0,661.0,1216.75,622.5 +1758493581499366666,1997,36h11,5,36h11_5,328.0,632.0,391.0,629.0,403.0,702.0,340.0,704.0,365.5,666.75 +1758493581499366666,1997,36h11,4,36h11_4,365.0,830.0,426.0,831.0,440.0,893.0,380.0,891.0,402.75,861.25 +1758493581499366666,1997,36h11,3,36h11_3,1174.0,792.0,1235.0,784.0,1228.0,845.0,1168.0,854.0,1201.25,818.75 +1758493581532677777,1998,36h11,1,36h11_1,1188.0,367.0,1254.0,370.0,1255.0,444.0,1189.0,444.0,1221.5,406.25 +1758493581532677777,1998,36h11,0,36h11_0,307.0,418.0,371.0,408.0,377.0,486.0,313.0,493.0,342.0,451.25 +1758493581532677777,1998,36h11,5,36h11_5,331.0,633.0,395.0,630.0,405.0,703.0,341.0,704.0,368.0,667.5 +1758493581532677777,1998,36h11,2,36h11_2,1188.0,589.0,1253.0,585.0,1249.0,656.0,1185.0,661.0,1218.75,622.75 +1758493581532677777,1998,36h11,4,36h11_4,368.0,830.0,429.0,832.0,442.0,894.0,382.0,891.0,405.25,861.75 +1758493581532677777,1998,36h11,3,36h11_3,1176.0,792.0,1238.0,784.0,1230.0,846.0,1171.0,854.0,1203.75,819.0 +1758493581566000000,1999,36h11,1,36h11_1,1190.0,368.0,1256.0,370.0,1257.0,445.0,1192.0,445.0,1223.75,407.0 +1758493581566000000,1999,36h11,0,36h11_0,310.0,418.0,373.0,409.0,380.0,487.0,315.0,493.0,344.5,451.75 +1758493581566000000,1999,36h11,5,36h11_5,333.0,634.0,396.0,630.0,407.0,704.0,344.0,705.0,370.0,668.25 +1758493581566000000,1999,36h11,2,36h11_2,1190.0,590.0,1255.0,585.0,1251.0,657.0,1188.0,662.0,1221.0,623.5 +1758493581566000000,1999,36h11,4,36h11_4,369.0,831.0,431.0,833.0,444.0,895.0,384.0,892.0,407.0,862.75 +1758493581566000000,1999,36h11,3,36h11_3,1178.0,793.0,1240.0,784.0,1232.0,847.0,1173.0,855.0,1205.75,819.75 +1758493581599322222,2000,36h11,1,36h11_1,1192.0,368.0,1258.0,371.0,1259.0,446.0,1193.0,445.0,1225.5,407.5 +1758493581599322222,2000,36h11,0,36h11_0,312.0,419.0,375.0,411.0,382.0,488.0,317.0,495.0,346.5,453.25 +1758493581599322222,2000,36h11,5,36h11_5,335.0,635.0,399.0,632.0,409.0,705.0,346.0,706.0,372.25,669.5 +1758493581599322222,2000,36h11,2,36h11_2,1192.0,590.0,1257.0,586.0,1253.0,657.0,1190.0,663.0,1223.0,624.0 +1758493581599322222,2000,36h11,4,36h11_4,372.0,832.0,433.0,834.0,447.0,896.0,386.0,893.0,409.5,863.75 +1758493581599322222,2000,36h11,3,36h11_3,1181.0,793.0,1242.0,785.0,1235.0,846.0,1176.0,856.0,1208.5,820.0 +1758493581632644444,2001,36h11,1,36h11_1,1194.0,368.0,1259.0,371.0,1261.0,446.0,1195.0,446.0,1227.25,407.75 +1758493581632644444,2001,36h11,0,36h11_0,313.0,421.0,377.0,412.0,383.0,489.0,319.0,495.0,348.0,454.25 +1758493581632644444,2001,36h11,5,36h11_5,336.0,636.0,401.0,633.0,411.0,706.0,347.0,707.0,373.75,670.5 +1758493581632644444,2001,36h11,2,36h11_2,1194.0,591.0,1259.0,587.0,1255.0,658.0,1191.0,663.0,1224.75,624.75 +1758493581632644444,2001,36h11,4,36h11_4,374.0,833.0,435.0,835.0,448.0,897.0,388.0,894.0,411.25,864.75 +1758493581632644444,2001,36h11,3,36h11_3,1182.0,794.0,1243.0,785.0,1237.0,847.0,1177.0,856.0,1209.75,820.5 +1758493581665966666,2002,36h11,1,36h11_1,1195.0,368.0,1261.0,371.0,1263.0,446.0,1196.0,446.0,1228.75,407.75 +1758493581665966666,2002,36h11,0,36h11_0,315.0,421.0,379.0,412.0,385.0,490.0,321.0,497.0,350.0,455.0 +1758493581665966666,2002,36h11,5,36h11_5,338.0,637.0,402.0,634.0,413.0,706.0,349.0,708.0,375.5,671.25 +1758493581665966666,2002,36h11,2,36h11_2,1196.0,590.0,1259.0,586.0,1257.0,658.0,1193.0,663.0,1226.25,624.25 +1758493581665966666,2002,36h11,3,36h11_3,1184.0,794.0,1245.0,785.0,1239.0,846.0,1179.0,856.0,1211.75,820.25 +1758493581665966666,2002,36h11,4,36h11_4,375.0,835.0,436.0,835.0,450.0,897.0,391.0,895.0,413.0,865.5 +1758493581699288888,2003,36h11,1,36h11_1,1196.0,369.0,1262.0,371.0,1264.0,446.0,1198.0,446.0,1230.0,408.0 +1758493581699288888,2003,36h11,0,36h11_0,317.0,422.0,380.0,413.0,387.0,491.0,323.0,498.0,351.75,456.0 +1758493581699288888,2003,36h11,5,36h11_5,339.0,638.0,404.0,634.0,415.0,707.0,351.0,709.0,377.25,672.0 +1758493581699288888,2003,36h11,2,36h11_2,1197.0,591.0,1262.0,587.0,1258.0,658.0,1195.0,664.0,1228.0,625.0 +1758493581699288888,2003,36h11,4,36h11_4,377.0,835.0,438.0,836.0,452.0,898.0,391.0,895.0,414.5,866.0 +1758493581699288888,2003,36h11,3,36h11_3,1186.0,794.0,1247.0,786.0,1240.0,847.0,1181.0,857.0,1213.5,821.0 +1758493581732611111,2004,36h11,1,36h11_1,1197.0,369.0,1263.0,371.0,1265.0,447.0,1199.0,447.0,1231.0,408.5 +1758493581732611111,2004,36h11,0,36h11_0,317.0,424.0,382.0,415.0,388.0,492.0,324.0,499.0,352.75,457.5 +1758493581732611111,2004,36h11,2,36h11_2,1198.0,591.0,1263.0,587.0,1260.0,658.0,1196.0,664.0,1229.25,625.0 +1758493581732611111,2004,36h11,5,36h11_5,341.0,639.0,405.0,636.0,416.0,708.0,352.0,710.0,378.5,673.25 +1758493581732611111,2004,36h11,4,36h11_4,379.0,836.0,440.0,837.0,454.0,899.0,394.0,897.0,416.75,867.25 +1758493581732611111,2004,36h11,3,36h11_3,1187.0,795.0,1249.0,786.0,1242.0,847.0,1182.0,857.0,1215.0,821.25 +1758493581765933333,2005,36h11,1,36h11_1,1198.0,370.0,1264.0,372.0,1266.0,447.0,1201.0,447.0,1232.25,409.0 +1758493581765933333,2005,36h11,0,36h11_0,319.0,425.0,383.0,416.0,390.0,493.0,325.0,500.0,354.25,458.5 +1758493581765933333,2005,36h11,2,36h11_2,1200.0,591.0,1264.0,587.0,1261.0,659.0,1197.0,664.0,1230.5,625.25 +1758493581765933333,2005,36h11,5,36h11_5,343.0,640.0,407.0,637.0,418.0,709.0,354.0,711.0,380.5,674.25 +1758493581765933333,2005,36h11,4,36h11_4,380.0,837.0,442.0,839.0,456.0,900.0,396.0,898.0,418.5,868.5 +1758493581765933333,2005,36h11,3,36h11_3,1189.0,795.0,1250.0,787.0,1244.0,847.0,1184.0,858.0,1216.75,821.75 +1758493581799255555,2006,36h11,0,36h11_0,320.0,427.0,385.0,417.0,391.0,495.0,327.0,502.0,355.75,460.25 +1758493581799255555,2006,36h11,1,36h11_1,1200.0,370.0,1265.0,372.0,1268.0,447.0,1202.0,447.0,1233.75,409.0 +1758493581799255555,2006,36h11,2,36h11_2,1201.0,592.0,1266.0,588.0,1263.0,659.0,1200.0,665.0,1232.5,626.0 +1758493581799255555,2006,36h11,5,36h11_5,344.0,642.0,408.0,638.0,419.0,711.0,357.0,713.0,382.0,676.0 +1758493581799255555,2006,36h11,4,36h11_4,382.0,839.0,443.0,839.0,457.0,902.0,397.0,899.0,419.75,869.75 +1758493581799255555,2006,36h11,3,36h11_3,1191.0,796.0,1252.0,787.0,1246.0,848.0,1185.0,858.0,1218.5,822.25 +1758493581832566666,2007,36h11,1,36h11_1,1202.0,370.0,1267.0,373.0,1269.0,447.0,1203.0,448.0,1235.25,409.5 +1758493581832566666,2007,36h11,0,36h11_0,321.0,428.0,386.0,419.0,393.0,495.0,328.0,503.0,357.0,461.25 +1758493581832566666,2007,36h11,2,36h11_2,1203.0,592.0,1268.0,588.0,1264.0,659.0,1201.0,665.0,1234.0,626.0 +1758493581832566666,2007,36h11,5,36h11_5,346.0,643.0,410.0,640.0,421.0,712.0,358.0,714.0,383.75,677.25 +1758493581832566666,2007,36h11,4,36h11_4,384.0,840.0,446.0,841.0,459.0,903.0,400.0,901.0,422.25,871.25 +1758493581832566666,2007,36h11,3,36h11_3,1193.0,795.0,1253.0,787.0,1247.0,849.0,1187.0,858.0,1220.0,822.25 +1758493581865888888,2008,36h11,1,36h11_1,1202.0,371.0,1267.0,372.0,1270.0,447.0,1204.0,448.0,1235.75,409.5 +1758493581865888888,2008,36h11,0,36h11_0,323.0,430.0,387.0,420.0,394.0,497.0,329.0,505.0,358.25,463.0 +1758493581865888888,2008,36h11,5,36h11_5,348.0,644.0,411.0,641.0,423.0,713.0,359.0,716.0,385.25,678.5 +1758493581865888888,2008,36h11,2,36h11_2,1205.0,592.0,1269.0,588.0,1266.0,659.0,1203.0,666.0,1235.75,626.25 +1758493581865888888,2008,36h11,4,36h11_4,386.0,841.0,447.0,842.0,463.0,904.0,400.0,902.0,424.0,872.25 +1758493581865888888,2008,36h11,3,36h11_3,1194.0,797.0,1255.0,787.0,1249.0,848.0,1189.0,859.0,1221.75,822.75 +1758493581899211111,2009,36h11,1,36h11_1,1203.0,371.0,1268.0,373.0,1271.0,448.0,1205.0,448.0,1236.75,410.0 +1758493581899211111,2009,36h11,0,36h11_0,324.0,431.0,388.0,422.0,395.0,499.0,331.0,507.0,359.5,464.75 +1758493581899211111,2009,36h11,5,36h11_5,349.0,646.0,413.0,643.0,424.0,715.0,361.0,718.0,386.75,680.5 +1758493581899211111,2009,36h11,2,36h11_2,1205.0,594.0,1271.0,589.0,1267.0,660.0,1204.0,666.0,1236.75,627.25 +1758493581899211111,2009,36h11,4,36h11_4,388.0,843.0,449.0,844.0,463.0,905.0,402.0,903.0,425.5,873.75 +1758493581899211111,2009,36h11,3,36h11_3,1196.0,796.0,1257.0,788.0,1250.0,849.0,1191.0,859.0,1223.5,823.0 +1758493581932533333,2010,36h11,1,36h11_1,1203.0,372.0,1269.0,373.0,1272.0,448.0,1206.0,448.0,1237.5,410.25 +1758493581932533333,2010,36h11,0,36h11_0,325.0,433.0,389.0,424.0,396.0,501.0,332.0,508.0,360.5,466.5 +1758493581932533333,2010,36h11,5,36h11_5,350.0,648.0,415.0,644.0,426.0,717.0,362.0,719.0,388.25,682.0 +1758493581932533333,2010,36h11,2,36h11_2,1207.0,594.0,1271.0,589.0,1268.0,661.0,1206.0,667.0,1238.0,627.75 +1758493581932533333,2010,36h11,3,36h11_3,1197.0,797.0,1258.0,788.0,1252.0,849.0,1192.0,860.0,1224.75,823.5 +1758493581932533333,2010,36h11,4,36h11_4,389.0,845.0,450.0,845.0,464.0,907.0,404.0,905.0,426.75,875.5 +1758493581965855555,2011,36h11,0,36h11_0,326.0,435.0,391.0,425.0,397.0,503.0,333.0,510.0,361.75,468.25 +1758493581965855555,2011,36h11,1,36h11_1,1205.0,372.0,1270.0,374.0,1272.0,449.0,1207.0,450.0,1238.5,411.25 +1758493581965855555,2011,36h11,2,36h11_2,1208.0,595.0,1272.0,589.0,1270.0,661.0,1207.0,667.0,1239.25,628.0 +1758493581965855555,2011,36h11,5,36h11_5,352.0,650.0,416.0,646.0,427.0,718.0,364.0,720.0,389.75,683.5 +1758493581965855555,2011,36h11,3,36h11_3,1199.0,798.0,1260.0,789.0,1253.0,851.0,1194.0,861.0,1226.5,824.75 +1758493581965855555,2011,36h11,4,36h11_4,391.0,846.0,452.0,847.0,466.0,908.0,405.0,906.0,428.5,876.75 +1758493581999177777,2012,36h11,1,36h11_1,1205.0,373.0,1271.0,374.0,1274.0,449.0,1208.0,450.0,1239.5,411.5 +1758493581999177777,2012,36h11,0,36h11_0,327.0,437.0,391.0,427.0,399.0,504.0,334.0,511.0,362.75,469.75 +1758493581999177777,2012,36h11,2,36h11_2,1209.0,595.0,1273.0,590.0,1271.0,662.0,1208.0,668.0,1240.25,628.75 +1758493581999177777,2012,36h11,5,36h11_5,352.0,652.0,417.0,648.0,429.0,719.0,365.0,722.0,390.75,685.25 +1758493581999177777,2012,36h11,4,36h11_4,392.0,847.0,454.0,848.0,468.0,909.0,407.0,908.0,430.25,878.0 +1758493581999177777,2012,36h11,3,36h11_3,1200.0,799.0,1261.0,789.0,1255.0,851.0,1195.0,861.0,1227.75,825.0 +1758493582032499999,2013,36h11,1,36h11_1,1207.0,373.0,1272.0,375.0,1275.0,450.0,1209.0,450.0,1240.75,412.0 +1758493582032499999,2013,36h11,0,36h11_0,328.0,439.0,393.0,428.0,400.0,505.0,335.0,513.0,364.0,471.25 +1758493582032499999,2013,36h11,2,36h11_2,1211.0,595.0,1275.0,590.0,1273.0,662.0,1209.0,669.0,1242.0,629.0 +1758493582032499999,2013,36h11,5,36h11_5,354.0,653.0,418.0,649.0,430.0,721.0,366.0,723.0,392.0,686.5 +1758493582032499999,2013,36h11,3,36h11_3,1202.0,799.0,1263.0,789.0,1256.0,852.0,1197.0,862.0,1229.5,825.5 +1758493582032499999,2013,36h11,4,36h11_4,394.0,848.0,455.0,849.0,469.0,911.0,409.0,909.0,431.75,879.25 +1758493582065822222,2014,36h11,0,36h11_0,329.0,440.0,394.0,430.0,401.0,507.0,336.0,514.0,365.0,472.75 +1758493582065822222,2014,36h11,1,36h11_1,1208.0,374.0,1273.0,375.0,1276.0,450.0,1211.0,451.0,1242.0,412.5 +1758493582065822222,2014,36h11,2,36h11_2,1212.0,596.0,1277.0,591.0,1274.0,662.0,1211.0,669.0,1243.5,629.5 +1758493582065822222,2014,36h11,5,36h11_5,356.0,654.0,420.0,650.0,431.0,722.0,368.0,724.0,393.75,687.5 +1758493582065822222,2014,36h11,4,36h11_4,395.0,850.0,457.0,851.0,471.0,912.0,410.0,910.0,433.25,880.75 +1758493582065822222,2014,36h11,3,36h11_3,1203.0,799.0,1264.0,790.0,1258.0,851.0,1198.0,862.0,1230.75,825.5 +1758493582099133333,2015,36h11,1,36h11_1,1209.0,374.0,1274.0,376.0,1277.0,451.0,1212.0,452.0,1243.0,413.25 +1758493582099133333,2015,36h11,0,36h11_0,331.0,440.0,395.0,431.0,403.0,507.0,339.0,516.0,367.0,473.5 +1758493582099133333,2015,36h11,2,36h11_2,1213.0,596.0,1277.0,591.0,1275.0,663.0,1212.0,669.0,1244.25,629.75 +1758493582099133333,2015,36h11,5,36h11_5,357.0,656.0,421.0,651.0,433.0,723.0,370.0,726.0,395.25,689.0 +1758493582099133333,2015,36h11,3,36h11_3,1205.0,800.0,1265.0,790.0,1259.0,852.0,1199.0,863.0,1232.0,826.25 +1758493582099133333,2015,36h11,4,36h11_4,397.0,851.0,458.0,851.0,472.0,913.0,411.0,911.0,434.5,881.5 +1758493582132455555,2016,36h11,1,36h11_1,1209.0,375.0,1275.0,376.0,1278.0,451.0,1213.0,452.0,1243.75,413.5 +1758493582132455555,2016,36h11,0,36h11_0,332.0,442.0,397.0,433.0,404.0,509.0,339.0,517.0,368.0,475.25 +1758493582132455555,2016,36h11,2,36h11_2,1215.0,596.0,1279.0,591.0,1276.0,663.0,1213.0,671.0,1245.75,630.25 +1758493582132455555,2016,36h11,5,36h11_5,359.0,656.0,422.0,652.0,434.0,725.0,371.0,727.0,396.5,690.0 +1758493582132455555,2016,36h11,4,36h11_4,398.0,852.0,460.0,853.0,474.0,914.0,415.0,913.0,436.75,883.0 +1758493582132455555,2016,36h11,3,36h11_3,1206.0,800.0,1266.0,791.0,1260.0,853.0,1201.0,863.0,1233.25,826.75 +1758493582165777777,2017,36h11,0,36h11_0,333.0,443.0,397.0,434.0,405.0,511.0,340.0,519.0,368.75,476.75 +1758493582165777777,2017,36h11,1,36h11_1,1210.0,376.0,1276.0,377.0,1279.0,452.0,1214.0,453.0,1244.75,414.5 +1758493582165777777,2017,36h11,5,36h11_5,360.0,658.0,424.0,654.0,436.0,727.0,373.0,729.0,398.25,692.0 +1758493582165777777,2017,36h11,2,36h11_2,1215.0,598.0,1279.0,592.0,1277.0,664.0,1214.0,671.0,1246.25,631.25 +1758493582165777777,2017,36h11,4,36h11_4,400.0,853.0,461.0,854.0,475.0,916.0,415.0,915.0,437.75,884.5 +1758493582165777777,2017,36h11,3,36h11_3,1207.0,801.0,1268.0,792.0,1262.0,852.0,1202.0,863.0,1234.75,827.0 +1758493582199100000,2018,36h11,0,36h11_0,334.0,445.0,399.0,436.0,406.0,513.0,341.0,521.0,370.0,478.75 +1758493582199100000,2018,36h11,1,36h11_1,1211.0,376.0,1275.0,376.0,1279.0,452.0,1214.0,454.0,1244.75,414.5 +1758493582199100000,2018,36h11,2,36h11_2,1216.0,598.0,1280.0,592.0,1278.0,664.0,1215.0,671.0,1247.25,631.25 +1758493582199100000,2018,36h11,5,36h11_5,361.0,660.0,425.0,656.0,436.0,728.0,373.0,730.0,398.75,693.5 +1758493582199100000,2018,36h11,4,36h11_4,400.0,855.0,462.0,856.0,476.0,917.0,415.0,915.0,438.25,885.75 +1758493582199100000,2018,36h11,3,36h11_3,1208.0,802.0,1269.0,792.0,1263.0,853.0,1204.0,865.0,1236.0,828.0 +1758493582232422222,2019,36h11,0,36h11_0,334.0,447.0,399.0,437.0,406.0,515.0,342.0,522.0,370.25,480.25 +1758493582232422222,2019,36h11,1,36h11_1,1211.0,377.0,1276.0,378.0,1279.0,453.0,1214.0,454.0,1245.0,415.5 +1758493582232422222,2019,36h11,2,36h11_2,1217.0,599.0,1281.0,593.0,1279.0,665.0,1216.0,672.0,1248.25,632.25 +1758493582232422222,2019,36h11,5,36h11_5,362.0,661.0,425.0,657.0,437.0,729.0,374.0,732.0,399.5,694.75 +1758493582232422222,2019,36h11,4,36h11_4,402.0,856.0,463.0,857.0,477.0,919.0,416.0,917.0,439.5,887.25 +1758493582232422222,2019,36h11,3,36h11_3,1209.0,802.0,1269.0,793.0,1263.0,855.0,1204.0,866.0,1236.25,829.0 +1758493582265744444,2020,36h11,1,36h11_1,1211.0,378.0,1277.0,378.0,1280.0,454.0,1215.0,456.0,1245.75,416.5 +1758493582265744444,2020,36h11,0,36h11_0,335.0,449.0,399.0,439.0,407.0,516.0,342.0,523.0,370.75,481.75 +1758493582265744444,2020,36h11,5,36h11_5,362.0,663.0,426.0,658.0,438.0,731.0,375.0,734.0,400.25,696.5 +1758493582265744444,2020,36h11,2,36h11_2,1217.0,600.0,1281.0,594.0,1279.0,666.0,1216.0,673.0,1248.25,633.25 +1758493582265744444,2020,36h11,3,36h11_3,1209.0,804.0,1271.0,793.0,1264.0,855.0,1205.0,866.0,1237.25,829.5 +1758493582265744444,2020,36h11,4,36h11_4,402.0,859.0,463.0,858.0,478.0,920.0,417.0,918.0,440.0,888.75 +1758493582299066666,2021,36h11,1,36h11_1,1212.0,378.0,1277.0,379.0,1281.0,454.0,1215.0,456.0,1246.25,416.75 +1758493582299066666,2021,36h11,0,36h11_0,336.0,449.0,400.0,440.0,407.0,517.0,343.0,525.0,371.5,482.75 +1758493582299066666,2021,36h11,2,36h11_2,1218.0,600.0,1282.0,595.0,1279.0,667.0,1217.0,674.0,1249.0,634.0 +1758493582299066666,2021,36h11,5,36h11_5,363.0,664.0,427.0,660.0,439.0,731.0,376.0,734.0,401.25,697.25 +1758493582299066666,2021,36h11,4,36h11_4,403.0,859.0,464.0,859.0,479.0,920.0,418.0,919.0,441.0,889.25 +1758493582299066666,2021,36h11,3,36h11_3,1210.0,805.0,1271.0,794.0,1265.0,855.0,1205.0,867.0,1237.75,830.25 +1758493582332388888,2022,36h11,1,36h11_1,1212.0,379.0,1277.0,379.0,1281.0,455.0,1216.0,457.0,1246.5,417.5 +1758493582332388888,2022,36h11,0,36h11_0,336.0,451.0,401.0,441.0,408.0,518.0,344.0,526.0,372.25,484.0 +1758493582332388888,2022,36h11,5,36h11_5,363.0,664.0,427.0,660.0,440.0,732.0,376.0,735.0,401.5,697.75 +1758493582332388888,2022,36h11,2,36h11_2,1218.0,601.0,1282.0,595.0,1280.0,667.0,1217.0,674.0,1249.25,634.25 +1758493582332388888,2022,36h11,3,36h11_3,1211.0,804.0,1271.0,794.0,1265.0,857.0,1205.0,867.0,1238.0,830.5 +1758493582332388888,2022,36h11,4,36h11_4,404.0,859.0,465.0,860.0,479.0,921.0,418.0,919.0,441.5,889.75 +1758493582365700000,2023,36h11,1,36h11_1,1213.0,379.0,1277.0,379.0,1281.0,455.0,1216.0,456.0,1246.75,417.25 +1758493582365700000,2023,36h11,0,36h11_0,336.0,452.0,401.0,442.0,409.0,518.0,344.0,526.0,372.5,484.5 +1758493582365700000,2023,36h11,2,36h11_2,1219.0,600.0,1283.0,595.0,1281.0,667.0,1217.0,674.0,1250.0,634.0 +1758493582365700000,2023,36h11,5,36h11_5,364.0,665.0,428.0,661.0,440.0,733.0,376.0,735.0,402.0,698.5 +1758493582365700000,2023,36h11,3,36h11_3,1211.0,805.0,1272.0,794.0,1266.0,856.0,1207.0,867.0,1239.0,830.5 +1758493582365700000,2023,36h11,4,36h11_4,404.0,861.0,465.0,860.0,480.0,921.0,420.0,920.0,442.25,890.5 +1758493582399022222,2024,36h11,0,36h11_0,337.0,452.0,401.0,442.0,409.0,519.0,344.0,527.0,372.75,485.0 +1758493582399022222,2024,36h11,1,36h11_1,1213.0,379.0,1278.0,380.0,1281.0,455.0,1216.0,456.0,1247.0,417.5 +1758493582399022222,2024,36h11,2,36h11_2,1219.0,600.0,1283.0,595.0,1281.0,667.0,1218.0,674.0,1250.25,634.0 +1758493582399022222,2024,36h11,5,36h11_5,365.0,665.0,428.0,661.0,440.0,733.0,378.0,736.0,402.75,698.75 +1758493582399022222,2024,36h11,3,36h11_3,1212.0,804.0,1273.0,794.0,1266.0,856.0,1207.0,867.0,1239.5,830.25 +1758493582399022222,2024,36h11,4,36h11_4,405.0,861.0,467.0,861.0,480.0,922.0,419.0,920.0,442.75,891.0 +1758493582432344444,2025,36h11,1,36h11_1,1214.0,379.0,1278.0,380.0,1281.0,455.0,1217.0,457.0,1247.5,417.75 +1758493582432344444,2025,36h11,0,36h11_0,337.0,452.0,401.0,443.0,409.0,519.0,345.0,527.0,373.0,485.25 +1758493582432344444,2025,36h11,2,36h11_2,1219.0,601.0,1283.0,595.0,1281.0,667.0,1219.0,674.0,1250.5,634.25 +1758493582432344444,2025,36h11,5,36h11_5,365.0,665.0,429.0,662.0,441.0,733.0,378.0,736.0,403.25,699.0 +1758493582432344444,2025,36h11,3,36h11_3,1212.0,805.0,1273.0,794.0,1266.0,857.0,1207.0,867.0,1239.5,830.75 +1758493582432344444,2025,36h11,4,36h11_4,405.0,861.0,467.0,861.0,480.0,922.0,419.0,920.0,442.75,891.0 +1758493582465666666,2026,36h11,1,36h11_1,1213.0,380.0,1278.0,380.0,1282.0,455.0,1217.0,457.0,1247.5,418.0 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framework designed to systematically organize and share diverse types of data, including behavioral, physiological, and neuroimaging information. Converting datasets into BIDS format is a widely adopted methodology, particularly in the process of curating datasets that adhere to the principles of FAIR (Findable, Accessible, Interoperable, Reusable).\n", @@ -302,7 +302,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.13.2" + "version": "3.13.11" } }, "nbformat": 4, diff --git a/source/tutorials/index.rst b/source/tutorials/index.rst index 1d2a033..851e0c4 100644 --- a/source/tutorials/index.rst +++ b/source/tutorials/index.rst @@ -10,7 +10,9 @@ started with PyNeon. :maxdepth: 1 read_recording_cloud + read_recording_native interpolate_and_concat pupil_size_and_epoching + surface_mapping video export_to_bids \ No newline at end of file diff --git a/source/tutorials/interpolate_and_concat.ipynb b/source/tutorials/interpolate_and_concat.ipynb index b106684..80fc37a 100644 --- a/source/tutorials/interpolate_and_concat.ipynb +++ b/source/tutorials/interpolate_and_concat.ipynb @@ -4,11 +4,11 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "# Interpolate data and concatenate streams\n", + "# Preprocessing: Cropping, Interpolation, and Concatenation\n", "\n", - "Raw Neon data is not always easy to work with. A data stream (e.g., gaze, eye states, IMU) might not have been sampled at a constant rate. Additionally, streams may have differing sampling rates and lack synchronized start timestamps. All of these issues add complexity to continuous data analysis and sensor fusion.\n", + "Data streams from Neon devices (e.g., gaze, eye states, IMU) often present challenges during analysis. The sampling may be irregular due to device limitations, streams may have different sampling rates, and timestamps may not be synchronized. These issues add complexity to continuous data analysis and sensor fusion.\n", "\n", - "This tutorial demonstrates how to deal with these issues by interpolating data streams and concatenating them into a single DataFrame. We will use the same ``boardView`` dataset as in the [previous tutorial](read_recording.ipynb)." + "This tutorial demonstrates how to handle these issues by cropping and restricting streams to time windows of interest, interpolating data to regular sampling, and concatenating multiple streams into a single DataFrame. We will use the same dataset as in the [previous tutorial](read_recording_cloud.ipynb)." ] }, { @@ -20,20 +20,16 @@ "import matplotlib.pyplot as plt\n", "import numpy as np\n", "\n", - "from pyneon import Recording, get_sample_data\n", + "from pyneon import Dataset, get_sample_data\n", "\n", - "recording_dir = (\n", - " get_sample_data(\"boardView\")\n", - " / \"Timeseries Data + Scene Video\"\n", - " / \"boardview1-d4fd9a27\"\n", - ")" + "dataset = Dataset(get_sample_data(\"simple\", format=\"native\"))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "We now access raw data from gaze, eye states, and IMU streams." + "Let's load the streams from the recording. Gaze, eye states and IMU data are `Stream` objects that contain continuous time-series data indexed by timestamps in nanoseconds." ] }, { @@ -42,46 +38,12 @@ "metadata": {}, "outputs": [], "source": [ - "rec = Recording(recording_dir)\n", + "rec = dataset.recordings[0]\n", "gaze = rec.gaze\n", "eye_states = rec.eye_states\n", - "imu = rec.imu" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Irregular sampling in data streams\n", + "imu = rec.imu\n", "\n", - "Data points from each stream are indexed by `timestamp [ns]`, which denotes the UTC time of the sample in nanoseconds. Are these samples uniformly distributed over time? We can examine the initial samples from each stream to assess their distribution, where, due to device boot-up, the sampling may be irregular." - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# Take the first 0.3 seconds of gaze data\n", - "gaze_begin = gaze.crop(0, 0.3, by=\"time\")\n", - "# And the corresponding eye states and IMU data\n", - "eye_states_begin = eye_states.restrict(gaze_begin)\n", - "imu_begin = imu.restrict(gaze_begin)\n", - "\n", - "\n", - "# Define a function to plot the timestamps of the gaze, eye states, and IMU data\n", + "# Define a function to visualize the timestamp distribution across streams\n", "def plot_timestamps(gaze, eye_states, imu, concat_stream=None):\n", " _, ax = plt.subplots(figsize=(8, 2))\n", " ax.scatter(gaze.ts, np.ones_like(gaze.ts), s=5)\n", @@ -98,19 +60,60 @@ " ax.set_yticklabels([\"Gaze\", \"Eye states\", \"IMU\"])\n", " ax.set_ylim(0.5, 3.5)\n", " ax.set_xlabel(\"Timestamp (ns)\")\n", - " plt.show()\n", + " plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Temporal Cropping and Restriction of Streams\n", "\n", + "Sometimes you need to work with specific time windows within your data. PyNeon provides two complementary methods: `crop()` for selecting a time range directly, and `restrict()` for aligning one stream to another's temporal range.\n", "\n", - "plot_timestamps(gaze_begin, eye_states_begin, imu_begin)" + "### The `crop()` Method\n", + "\n", + "The `crop()` method extracts data from a stream within a specified temporal range. It offers flexibility through the `by` parameter to define the range in different ways:\n", + "- `by=\"timestamp\"`: Use Unix timestamps in nanoseconds (absolute time)\n", + "- `by=\"time\"`: Use relative time in seconds from the stream's start\n", + "- `by=\"sample\"`: Use sample indices\n", + "\n", + "Let's examine the initial samples from each stream, where irregular sampling often occurs due to device boot-up:" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Gaze stream length before cropping: 1048\n", + "Gaze stream length after cropping (0.3 seconds): 60\n", + "Gaze stream length after cropping (200 samples): 200\n" + ] + } + ], + "source": [ + "# Crop to the first 0.3 seconds of gaze data using relative time\n", + "gaze_begin = gaze.crop(tmin=0, tmax=0.3, by=\"time\")\n", + "# Alternatively, crop to the first 200 data points\n", + "gaze_begin_by_sample = gaze.crop(tmin=0, tmax=200, by=\"sample\")\n", + "\n", + "print(f\"Gaze stream length before cropping: {len(gaze)}\")\n", + "print(f\"Gaze stream length after cropping (0.3 seconds): {len(gaze_begin)}\")\n", + "print(f\"Gaze stream length after cropping (200 samples): {len(gaze_begin_by_sample)}\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "As shown in the figure above, in addition to the apparently later onset of IMU data, the first 0.3 second of gaze and eye states data indeed suffers from dropouts.\n", + "### The `restrict()` Method\n", "\n", - "In addition to dropouts, irregular sampling may also occur, especially for IMU data from our experience. For example, it can be observed in the middle of this recording (5 - 5.3 seconds):" + "The `restrict()` method provides a convenient way to align one stream's data to another stream's temporal range. It's equivalent to calling `crop(tmin=other.first_ts, tmax=other.last_ts)` where `first_ts` and `last_ts` are the first and last timestamps of the reference stream. This is useful when you want to ensure temporal alignment between multiple streams." ] }, { @@ -120,7 +123,7 @@ "outputs": [ { "data": { - "image/png": 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", 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UDh8+bLVq1bKXX37ZqlevnqJ67tu3zwoUKGB79+61/Pnz2+l07HicDft2oy3e/LddXL6w9Wx8lsVmzZKq+aKhrEivfzSUFen1py3Cv13ZRuHfrmyjzNP+x9L4+yEtpTRei/ie6L/++sumT5/ueqATC6BFAbRkyZLFXn31VatQoYILpO+66y576KGHbPjw4e71SZMm2ZEjR4LL9ezZ0wXnSg2RG2+80XLlymXTpk1zjfvmm2/aFVdcYevXr3dBeUIKtPWIv1HSi3a4V2auN50hzd/wp5vWq0nlVM0XDWVFev2joaxIrz9tEf7tyjYK/3ZlG2We9h+Wxt8PGSHic6I3bNjgepqrVKkSMr1o0aKuh1mPhx9+2E3r3bu3NW7c2PUqX3755fbkk0/ahAkTgssoEC5RooR7jB071r755hv77LPPXOA8b948W7RokU2cONH1QFeuXNleeOEFl0Ly0UcfJVq3wYMHu2A78ChbtqylF52xBS4xeP97ntr5oqGsSK9/NJQV6fWnLcK/XdlG4d+ubKPM0/6L0/j7ISNEfBCdFAW8y5cvt/POOy/YGzxz5kzXc6wc6Xz58lmHDh1cT3bCgYfqae7Tp4+NHz/ezj77bDdtxYoV9s8//1iRIkWCwbkeSvXYuHFjonXo27evuxQQeGzdutXSiy55/Nf/bu6vnqd2vmgoK9LrHw1lRXr9aYvwb1e2Ufi3K9so87T/xWn8/ZARIj6dQ3fjULrGunXrQqZXrFjR/VUvsmzevNmuvvpq69Gjhz311FOu11m9y127dnUpHLlz53bzrVmzxm655RZ75plnrFmzZsHyFECXLFnSZs2adUId1BudGA1u1CMjKGdI4ucQpXa+aCgr0usfDWVFev1pi/BvV7ZR+Lcr2yjztH/PNP5+yAiZYmBh8+bNXe6yAumEedEaLHjhhRdagwYNrG3btnbo0CGXGy1K53jsscds9+7dLhD+888/rXbt2tawYUMbOXJkSDkzZsywli1buvQRpYOkRnoOLAQAAMDpi9cyRTqHBgYeO3bM5SorBWPt2rUuoB4zZoy7Y0fWrFldj/XRo0dt6NChblDh+++/b2+88UZIOddff73rkR44cKC773Tgcfz4cWvSpInVrVvX2rRp4wYyqmd7wYIF9uijj9qSJUsybN0BAACQ/jJFT7Ts2LHD3aFjypQptm3bNpdGce6557o7auguHAqOdTu6559/3t2q7rLLLrN27dpZx44dgz3Rgbt4JHWLu/3797ug+eOPP7Y//vjDDUBUORpAmJJBg/REAwAAhLeUxmuZJoiOBATRAAAA4S2q0jkAAACA9EQQDQAAAPhEEA0AAAD4RBANAAAA+EQQDQAAAPhEEA0AAAD4RBANAAAA+EQQDQAAAPhEEA0AAAD4RBANAAAA+EQQDQAAAPhEEA0AAAD4RBANAAAA+EQQDQAAABBEAwAAAKcXPdEAAACATwTRAAAAgE8E0QAAAIBPsX4XQOp5nuf+7tu3j2YEAAAIQ4E4LRC3JYUgOh3t37/f/S1btmx6vi0AAABSEbcVKFAgyddjvJOF2UgzcXFxtn37dsuXL5/FxMTQssmcAepEY+vWrZY/f37aKR3R9hmL9qftoxX7Pm0fThQaK4AuVaqUZcmSdOYzPdHpSBuiTJky6fmWEU0BNEE0bR+N2Pdp+2jFvk/bh4vkeqADGFgIAAAA+EQQDQAAAPhEEI2wkyNHDhswYID7C9o+mrDv0/bRin2fto9EDCwEAAAAfKInGgAAAPCJIBoAAADwiSAaAAAA8IkgGgAAAPCJIBrp6vXXX7cLLrggeEP9unXr2rRp05JdZuLEiVa1alXLmTOnVatWzaZOnZpu9Y329h89erT7dc34D20HnLpnnnnGtWfv3r2TnY/9P2Pann0/7QwcOPCE44iO6clhv8+Ytme/94cgGulKv9ioL7ClS5fakiVL7PLLL7fWrVvb6tWrE51/wYIF1rZtW+vatav98MMP1qZNG/f48ccf2XLp0P6iYHvHjh3Bx5YtW2j7U7R48WJ788033QlNctj/M67thX0/7Zx33nkhx5F58+YlOS/7fca1vbDf++ABGaxQoULeiBEjEn3tpptu8q666qqQabVr1/buvPPOdKpddLf/qFGjvAIFCqR7nTKz/fv3e5UrV/ZmzJjhNWzY0OvVq1eS87L/Z1zbs++nnQEDBnjVq1dP8fzs9xnX9uz3/tATjQxz/PhxGzdunB04cMClFSRm4cKF1qRJk5BpzZs3d9Nx+ttf/vnnHytXrpyVLVv2pL3WOLmePXvaVVdddcJ+nRj2/4xre2HfTzs///yzlSpVyipWrGjt2rWzX3/9Ncl52e8zru2F/T7lYn3MC6SJVatWuaDt0KFDljdvXvvkk0/s3HPPTXTenTt3WvHixUOm6bmm4/S3f5UqVWzkyJHu0vfevXvthRdesHr16rlAWqkh8EcnLcuWLXMpBSnB/p9xbc++n3Zq167tcm3VpkonGDRokDVo0MCl5eXLl++E+dnvM67t2e/9IYhGutOHdPny5S4o++ijj6xTp042e/bsJAM5ZFz7K9iO30utAPqcc85xOaVPPPEEm8aHrVu3Wq9evWzGjBkMzoyAtmffTzstW7YM/q8TcgV2uro1YcIEN94F4dP27Pf+EEQj3WXPnt0qVark/q9Zs6brGRoyZIgLzBIqUaKE/f777yHT9FzTcfrbP6Fs2bJZjRo1bMOGDTS/TxrMuWvXLrvoootCUmrmzJljr732mh0+fNiyZs0asgz7f8a1fULs+2mnYMGCdvbZZyd5HGG/z7i2T4j9PnnkRCPDxcXFuS+xxOis+Ouvvw6Zpt6k5HJ4kXbtn5ACD6WDlCxZkmb26YorrnBtp6sAgUetWrVcjqL+TyyIY//PuLZPiH0/7SjnduPGjUkeR9jvM67tE2K/PwmfAxGBU9KnTx9v9uzZ3qZNm7yVK1e65zExMd706dPd6x06dHDTAubPn+/FxsZ6L7zwgrd27Vo30jhbtmzeqlWr2BLp0P6DBg3yvvrqK2/jxo3e0qVLvVtuucXLmTOnt3r1ato/DSS8QwT7f/i0Pft+2rn//vu9WbNmueOOjulNmjTxihYt6u3atSvRtue4n3Ftz37vD+kcSFe6pNqxY0c3wKFAgQIuR+urr76ypk2butc1ajhLliwhObgffvih9evXzx555BGrXLmyTZ482c4//3y2XDq0/+7du61bt25uoE+hQoVc+ofu4Ur++unB/p9x2PdPn23btrn7/f/1119WrFgxu/TSS+27775z/yfW9hz3M67tOeb7E6NI2ucyAAAAQFQjJxoAAADwiSAaAAAA8IkgGgAAAPCJIBoAAADwiSAaAAAA8IkgGgAAAPCJIBoAAADwiSAaAMJI586drU2bNhldjYigH5A444wzbPPmzWlS3pdffmkXXnihxcXFpUl5SHtz5syxVq1aWalSpSwmJsb9+JZf+oGpOnXqWL58+dyPjlx//fWntA9NmjTJmjVrZkWKFHF10k/Jn0yjRo3cvAkfV111Vch8a9eutWuuucb9OFaePHns4osvdj+QEt/ChQvt8ssvd6/nz5/fLrvsMvv333+Dr//999/uJ+71WsGCBa1r167u578DBg4cmGhdVF5ixo0b515vk8xxqnv37m6eV155JWS61uXMM8+0nDlzup8e79Chg23fvj34+qFDh9wxsFq1ahYbG5vqY+Fbb73l2ljrrHrs2bPnhHnWr19vrVu3tqJFi7r59EM03377ra/3IYgGgHSS2BdV/Ie+zIYMGWKjR4/O0G0SKYH8U0895b4Ey5cvnybltWjRwrJly2YffPBBmpSHtHfgwAGrXr26DRs2LFXLb9q0ye0zCjoV7Cqg/vPPP+26665Lchl9LvWZSK5OCsCeffZZX4G3fjk28Pjxxx8ta9asduONNwbn2bhxoyu3atWqNmvWLFu5cqU99thjLgCNH0Brv1UQv2jRIlu8eLHdfffdIb9CqAB69erVNmPGDPviiy/cicgdd9wRfP2BBx4IqYse+lXa+HUJ0MmG5m/QoEGS6/bJJ5+4X0XUiU5CjRs3tgkTJti6devs448/dut4ww03BF8/fvy45cqVy+69915r0qSJpdbBgwddu+iXjpNy9dVX27Fjx+ybb76xpUuXuv1K0/QLvSnm82fCAQCptGPHjuDjlVde8fLnzx8ybf/+/WHRtp06dfJat27thbMDBw649lu4cGGalvvaa695tWrVStMycXoohPnkk09Cph06dMi7//77vVKlSnm5c+f2LrnkEu/bb78Nvj5x4kQvNjbWO378eHDaZ5995sXExHhHjhxJ9H0GDBjgPhMns2nTJlenH374wfe6vPzyy16+fPm8f/75Jzjt5ptv9tq3b5/scrVr1/b69euX5Otr1qxxdVq8eHFw2rRp09z6/vbbb4kus3z5crfMnDlzQqYfO3bMq1evnjdixIgkjxHbtm3zSpcu7f34449euXLl3Hol59NPP02y7ZM7Dk2ePNmrUaOGlyNHDq9ChQrewIEDvaNHj54wn7a91mX37t0h0//4448T1nHfvn1u2owZM7yUoicaANJJiRIlgg9dnlXvc/xpefPmPaEXWJck77nnHuvdu7cVKlTIihcvbm+//bbr/brtttvcJelKlSrZtGnTQt5LPVstW7Z0ZWoZXTZVj1vARx995C6ZqtdHl6HV66My1ev27rvv2qeffhrsIVcvmDz88MN29tlnW+7cua1ixYquV+zo0aPBMrWs0iFGjhzpLtnqve+66y7Xu/Tcc8+5dVT6hXqQ49N7vP76666+qo/KVv2SM3XqVMuRI4e7LB+geqqsr7/+2mrVquXqWa9ePdfrFbBixQrXG6Z20yXcmjVr2pIlS4KvK1VAz9VDhsijXlj1zirlQD236k1Vj+TPP//sXtf2Vi/tqFGj3H65d+9ee//9993+r6sQGeWdd96xW265JZhCoZSiKVOmuM9b8+bN3eemdu3aIekru3btsu+//969pv1cn/OGDRvavHnzgvOoLZTCoc9DgNZVbaBlEzNixAj3vgl7mx9//HH3XkoHSUxcXJw7zjz44IN23nnnnXSdlWaiqz6qu5+2nzt3rnXs2NF69epla9assTfffNNdvUt4XEmOjnlVqlSx9957zx331COtcrR+2kdSiiAaAMKcglrl7elyrQLqHj16uOBAXz7Lli1zl3L15aVLmKL8P12urlGjhgsIlev7+++/20033eRe1+Xatm3bWpcuXVzOpYJPXc5W554u1Wo+BR6BS7t6H1HgqS8rfXEp7UTB/MsvvxxSVwWfCuj1nmPHjnXBgfI8t23bZrNnz3aXvPv163fCF7gCcuWmKsjV5WcFFKpbcl+kSX3ZPfroo/biiy+6dVdepdYzQGWXKVPGXfbWJdw+ffqEfIEr+FcwovIRWZQrrOB44sSJLgA866yz3P6slAhNlwoVKtj06dPdZX6dhCnA1L6pFIOMos+1Tnpvv/32kABZecvPPPOM+yyqztdee637nOpzJL/88kvw5LVbt27uM3fRRRfZFVdcETxpUGqCAsP49JkoXLhwomkLyklWYJswUFZgrs+yPvNJefbZZ13ZSsVIjk7GdbKgQFbbTCfsfgwaNMh9bjt16uROuJs2bWpPPPGEC4JTSifbM2fOtB9++MEd15Qi89JLL7k2VGdFiqW4zxoAkGZGjRrlFShQ4KSXMBs2bOhdeumlIZdU8+TJ43Xo0CE4TakgOpwHUhueeOIJr1mzZiHlbt261c2zbt06b+nSpe7/zZs3n1I6x/PPP+/VrFkz5LK3LqHrsmhA8+bNvfLly4dcPq9SpYo3ePDg4HPVpXv37idcpu7Ro0eS7636denSJdFLtzNnzgxOmzJlipv277//uue6ZD569Ohk10uXiXV5GJGVzvHFF1+4afp8xH8ofeOmm24KflYqV67sPfjgg96yZcu82bNnu8/YFVdc4cXFxbl5dIk//vLZsmVzZcSfNmbMmDRL57jjjju8atWqhUxTqoXKatu2bcj0Vq1aebfccov7f/78+W6evn37hsyjsvr06eP+f+qpp7yzzz77hPcsVqyYN3z48BOmf/jhh25dd+7cGZymz7M+w1OnTk3yGLFkyRKvePHiISkiSaVzKJVCx6Hp06d79evX96688spg26fkOFS0aFEvZ86cIdtDz9UWSvNKSTqH3u+aa67xWrZs6c2bN88dE3W8USrK9u3bvZSK9RX+AwDS3QUXXBD8X4OP1IOjVIwA9ZwGeq9EvbkaZa50ioTUU6yea/VWqQxdKtZzDe45WQ/M+PHj7dVXX3VlqJdMl0CVEhGfBvmpZyd+3VTn+AOdNC1Q14C6deue8Dy5uxzo7gPxB1gl1V66A4Do/dTL/H//93+uxy9wCV89+uqxjE8pJYFefUQO7ZPa13SFQX/jC3wWNCBRqVRKLwoYM2aMlS1b1l0dUXqQUh/i73va53/77beQgYOBz9ypUiqBUk+UKhGfrjypV1cD/OI755xzgukagX07sXkCd/BQClXCz5o+t0ql0GuJpXJocF389dPnXQMKleoUELiDTWxsrEuX0pWbwGcsQOky999/v7tDR/y7n2jd9FDKiOqqttdAxITHgOS2s3qjExsMmtQxISENJtQgy927dwePYcOHD3eDL3XlTz3dKUEQDQBhLmG+oC5Fxp+m5/G/2PQloy+8xO4WoC9eBRj6sliwYIG7TDx06FCXAqEgQpe7E6PcSqVC6MtLgbcCEX35K23CT10D0071NnL6EtYXYGKSaxtd+r711ltdvqnSTgYMGODWQ5fKAxRg6NZniCxKX1LgpmAuqbtH6OQo/gmdBALuwD6ikyiNMwhQ6sO+fftCpqUVpZ4cPnzY2rdvHzI9e/bs7nZ28fP5A7dlK1euXPCEVXfASGwejS8QBaZK79KJRSD9SQGk1lU51gnvXKKT788++yxkuu4OsmrVqpBpSsnav3+/S+tSEKx0soR309BxQtM1diMpgTZXG6SUUla0zqeyPQInyQn3BT33c2wiiAaATEZfMrp9lL5k1VOUGAWX9evXd4/+/fu7L2bdmko9tfoCVzASnwJuzaNgO2DLli1pVmf1RGmwUPznCoqSotfUg5ga6gHT47777nO54cqXDQTRyglVz1ty742MoxPEDRs2hAR+6jVWoKttqhM97Uc6udM2/OOPP9xAU12dUG6+HsrjV8+vtr0CQeVHa99O7TbXSZd6fgP3Ow4EtYEBw6I6lS5d2gYPHhyyrPKMNZBYV5cS0gC9m2++2d33WYNhla/7+eefBwf66jOseXQiqNuzaVCvelF/+umn4MBc9fQqp1o502+88YYbCKzBlxpzkPAWdBoQrJPsQAAev3f3/PPPD5mmXHIJTFf9E66DTma1/hrAJzpJ11gE5ajrqpc+ZxoLoStB8XuhNebiyJEjrl21fQJXBbR+ouOVesvV660raAp8dfVNeeVPPvmkm0f53noE9hWdBOgKmZbRvqL3Ux2UV63ydOKkfG/tTwnv1Z2sFCd+AAAyJCe6V69eIfMklmsYPz9UeYnKebzhhhu8RYsWeRs2bPC+/PJLr3Pnzi6n+rvvvnO5krrt1ZYtW7wJEyZ42bNnD+Y86rUzzzzT++mnn1z+om4/pVtRKVdy7NixrrwhQ4Z4hQsXDlkH5URXr1492fVJbJ1Ud+U5vvPOOy5Xsn///l6WLFm81atXJ9l+K1eudPX5+++/k81/VH6qpilf9eDBg17Pnj3dfMoHVy7kWWed5T300EMhZeTNm/eE3EqEh8A2TvgI3IJO+6r2H+XwKpe5ZMmS3rXXXuv2lwDtw8p7Vy6tPifKjV27dm2S73myW9zps5xYnbRc/H0+YRn6fGk+5QYnRZ+JSpUquZxffbZ0a7eENL6gTJkybjxC3bp1vblz54a8/tdff7ncau3Xui3kbbfddsLtNDVmQWU88sgjXkqkZNxEuQTHKW2Dxo0bu+OGbk2nbaSxELotXsLlEmvP+HQ80+32cuXK5dZJtzJ86623gq+r7RMrQ9sqQMc/jR1RfTRWok6dOiF53ylBEA0AmSyIlvXr17vgoWDBgu6LpmrVql7v3r3dgBrdO1YD/hRA6MtMA4+GDh0aXHbXrl1e06ZN3Zeuyg3cZ1eDsYoUKeKm6x62qkNaBdHDhg1z7xn4ch0/fvxJ21BfnG+88UaKg+jDhw+7QVlly5Z1Jw26l/Ddd98dHHQYGOR15513nvS9ASBGTZDyfmsAANKWLksrlcTvryQqr1mXs3UZN2FuY2roPtq69Kxb4yWVGw4AAeREAwAiknIXdT9c3TlBg5tOle4goBH6BNAAUoKeaABARPZEA0BGoicaAJChyCoEEIn42W8AAADAJ4JoAAAAwCeCaAAAAMAngmgAAADAJ4JoAAAAwCeCaAAAAMAngmgAAADAJ4JoAAAAwCeCaAAAAMD8+X/w8yfuhUV2FAAAAABJRU5ErkJggg==", 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" ] @@ -130,18 +133,23 @@ } ], "source": [ - "gaze_middle = gaze.crop(5, 5.3, by=\"time\")\n", - "eye_states_middle = eye_states.restrict(gaze_middle)\n", - "imu_middle = imu.restrict(gaze_middle)\n", + "# Restrict eye_states and imu data to match gaze_begin's time range\n", + "eye_states_begin = eye_states.restrict(gaze_begin)\n", + "imu_begin = imu.restrict(gaze_begin)\n", "\n", - "plot_timestamps(gaze_middle, eye_states_middle, imu_middle)" + "plot_timestamps(gaze_begin, eye_states_begin, imu_begin)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "How frequent are these irregularities? We now examine the distribution of the time differences between consecutive samples, and compare them to the expected time difference for a regular, nominal (as specified by Pupil Labs) sampling rate." + "## Analyzing Irregular Sampling Patterns\n", + "\n", + "Notice in the visualization above how the restricted streams have different timestamp distributions—they don't share uniform spacing. How frequent are sampling irregularities? We examine the distribution of time differences between consecutive samples and compare them to the nominal (expected) sampling rate specified by Pupil Labs:\n", + "\n", + "\n", + "In addition to dropouts, irregular sampling may also occur. This is particularly visible in the middle section of the recording (around 3-3.3 seconds), where we can see the variation in sampling intervals:" ] }, { @@ -153,14 +161,14 @@ "name": "stdout", "output_type": "stream", "text": [ - "Nominal sampling frequency of gaze: 200 Hz. Actual: 199.4 Hz\n", - "Nominal sampling frequency of eye states: 200 Hz. Actual: 199.4 Hz\n", - "Nominal sampling frequency of IMU: 110 Hz. Actual: 113.9 Hz\n" + "Nominal sampling frequency of gaze: 200 Hz. Actual: 199.2 Hz\n", + "Nominal sampling frequency of eye states: 200 Hz. Actual: 199.2 Hz\n", + "Nominal sampling frequency of IMU: 110 Hz. Actual: 114.9 Hz\n" ] }, { "data": { - "image/png": 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", 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fXKjWsCUFvs/+Cd3pAwAAALg+qNiyZYtER0eby7/99lum26hBDAAAAAQWh4KKVatWub4lAAAAAHyS4ytcAAAAAICjIxUdO3bMc5rTypUreXEBAACAAOFQUGHLp7C5dOmSbN682eRXxMXFuaptAAAAAPw1qJg8eXKO+8eMGSPJycnOtgkAAABAoOZU9O/fX2bOnOnKhwQAAAAQSEHF+vXrpXjx4q58SAAAAAD+OP3pzjvvzHTdsiw5evSobNiwQUaOHOmqtgEAAADw15GK8PDwTFv58uWlQ4cOsnTpUhk9erS4W+/evaVcuXJy9913u/25AQAAgEDn0EjFrFmzxJs89dRT8sADD8js2bM93RQAAAAg4DgUVNhs3LhRduzYYS43bNhQmjVrJp6goySrV6/2yHMDAAAAgc6h6U8nTpyQTp06yY033ihPPvmk2Zo3by6dO3eWkydPFuix1qxZIz179pTIyEizoN6iRYuyHTNt2jSpVauWSQJv1aqV/PTTT440GwAAAIC3BBVPPPGEJCUlybZt2+Svv/4ymy58l5iYaAKMgjh//rw0bdrUBA45+eyzz2To0KEmV2PTpk3m2JiYGBPYAAAAAPDR6U/Lli2T5cuXS/369e37GjRoYAKD2267rUCP1bVrV7PlZtKkSfLwww/LoEGDzPXp06fLkiVLzHoYw4YNK9BzXbx40Ww2GgQBAAAA8MBIRXp6uhQrVizbft2nt7lKWlqaydvo0qWLfV+RIkXMdV0To6DGjx+fqWpVjRo1XNZWAAAAIFA5FFRoPoVWXDpy5Ih93+HDh2XIkCEmr8JVTp06JVeuXJEqVapk2q/Xjx07Zr+uQcY999xjStpWr14914Bj+PDhcu7cOft28OBBl7UVAAAACFQOTX+aOnWq3H777SZ52vZtv56gN2rUSD7++GNxN52KlR+hoaFmAwAAAODhoEIDCU2a1pP5nTt3mn2aX5FxmpIrVKxYUYKDg+X48eOZ9uv1qlWruvS5AAAAALhh+tPKlStNQrYmOGv511tvvdVUgtJNy8vqWhXff/+9uEpISIgpVbtixQr7Ps3Z0OutW7d22fMAAAAAcNNIxZQpU0wlprCwsGy3aeLzo48+aqo1tW/fPt+PmZycLHv27LFf37dvn2zevFnKly8vNWvWNOVk4+LipEWLFtKyZUvTBi1Da6sGBQAAAMCHgopff/1VXn/99Vxv13Kyb775ZoEasGHDBunYsaP9ugYRSgOJhIQEiY2NNQvqjRo1yiRnR0dHm5K2WZO3AQAAAPhAUKG5DDmVkrU/WNGiBV5Ru0OHDmJZVp7HxMfHmw0AAACAj+dUVKtWzaycnZstW7ZIRESEK9oFAAAAwB+Dim7dusnIkSMlNTU1220XLlyQ0aNHS48ePVzZPgAAAAD+NP3ppZdekgULFkjdunXNdKR69eqZ/VpWdtq0aWahuhEjRhRWW/1WrWFLPN0EAAAAwD1BhSZH//DDD/LYY4+Z1altuRBaXjYmJsYEFiRQAwAAAIGlwIvfRUVFydKlS+XMmTOmFKwGFtddd52UK1eucFoIAAAAwP9W1FYaROiCdwAAAECgcWT6+v4J3cVfFShRGwAAAACyIqgAAAAA4BSCCgAAAABOIagAAAAA4BSCCgAAAABOIagAAAAA4BSCCgAAAABOIagAAAAA4BSCCgAAAABOIagAAAAA4BSCCgAAAABOKerc3QEAAADkR61hS6Sg9k/oLr6AkQoAAAAATgnokQrLsszPxMREj7Yj/WKKQ/e7kpYqtpZfuZgi6Va6uJqnXxsAAABv5Oj5m6+di9me33benJsg62pH+LFDhw5JjRo1PN0MAAAAwKsdPHhQqlevnuvtAR1UpKeny5EjR6RMmTISFBQkvkijRw2MtKPDwsI83RwUMvo7cNDXgYX+Diz0d2BJ9PFzNQ0VkpKSJDIyUooUyT1zIqCnP+kLk1fE5Uv0P6kv/keFY+jvwEFfBxb6O7DQ34ElzIfP1cLDw696DInaAAAAAJxCUAEAAADAKQQVPi40NFRGjx5tfsL/0d+Bg74OLPR3YKG/A0togJyrBXSiNgAAAADnMVIBAAAAwCkEFQAAAACcQlABAAAAwCkEFQAAAACcQlDhA6ZNmya1atWS4sWLS6tWreSnn37K9diEhASzOnjGTe8H/+trdfbsWRk8eLBERESYqhJ169aVpUuXuq29cF9/d+jQIdvftm7du3enG/z073vKlClSr149KVGihFmNd8iQIZKamuq29sJ9/X3p0iV5+eWXpU6dOub4pk2byrJly+gCH7BmzRrp2bOnWW1a35MXLVp01fusXr1abrjhBvO5fe2115pzN7+g1Z/gvebOnWuFhIRYM2fOtLZt22Y9/PDDVtmyZa3jx4/nePysWbOssLAw6+jRo/bt2LFjbm83Cr+vL168aLVo0cLq1q2btXbtWmvfvn3W6tWrrc2bN/Py+2F/nz59OtPf9W+//WYFBwebv3n4X39/8sknVmhoqPmpf9tff/21FRERYQ0ZMsTtbUfh9/fzzz9vRUZGWkuWLLH++OMP65133rGKFy9ubdq0iZffyy1dutQaMWKEtWDBAq2mai1cuDDP4/fu3WuVLFnSGjp0qLV9+3br7bffNu/ly5Yts3wdQYWXa9mypTV48GD79StXrpg3nvHjx+d4vJ5ghIeHu7GF8FRfv/vuu1bt2rWttLQ0OiEA+juryZMnW2XKlLGSk5MLsZXwVH/rsZ06dcq0T09C2rZtS6f4YX9rwDh16tRM++68806rX79+hd5WuI7kI6jQALJhw4aZ9sXGxloxMTE+3xVMf/JiaWlpsnHjRunSpYt9X5EiRcz19evX53q/5ORkiYqKMsPld9xxh2zbts1NLYY7+3rx4sXSunVrM/2pSpUq0qhRI3nttdfkypUrdISf/m1n9MEHH0jfvn2lVKlShdhSeKq/27RpY+5jmzKzd+9eM7WxW7dudIof9vfFixezTVXWaW9r164t9PbCvdavX5/p/4aKiYnJ93u/NyOo8GKnTp0yJ4h6wpiRXj927FiO99H5tzNnzpQvv/xSPv74Y0lPTzcfTocOHXJTq+GuvtaTjPnz55v76cnGyJEjZeLEiTJu3Dg6wQ/7OyM90fztt9/koYceKsRWwpP9fd9995k59u3atZNixYqZufaaV/Piiy/SMX7Y33pSOWnSJNm9e7f53P72229lwYIFcvToUTe1Gu5y7NixHP9vJCYmyoULF3y6Iwgq/Ix+cz1w4ECJjo6WW265xbwpVapUSf71r395umlwMf3gqVy5ssyYMUOaN28usbGxMmLECJk+fTqvtZ/TUYrGjRtLy5YtPd0UFBJN5NSRx3feeUc2bdpk3suXLFkir7zyCq+5H/rnP/8p1113nVx//fUSEhIi8fHxMmjQIDPCAfiKop5uAHJXsWJFCQ4OluPHj2far9erVq2ar5dOv+Fq1qyZ7Nmzh5faz/paKz5p/+r9bOrXr2++BdHhd/1ggv/9bZ8/f17mzp1rvsWG//a3jjwOGDDAPhqlQaT2/SOPPGK+POBk07/6W7/806pBWt3r9OnTppLQsGHDpHbt2m5qNdylatWqOf7fCAsLM1PefBkhsBfTk0L9BnrFihWZvp3W6zoikR86BLt161ZzAgr/6uu2bduaYFGPs/n9999NXxNQ+O/f9rx588z86/79+7uhpfBUf6ekpGQLHGxfIPw3HxT++PeteRXVqlWTy5cvyxdffGHyIuFfWrdunen/htLpbvk9r/Nqns4Ux9XL0mlZwYSEBFN67JFHHjFl6WxlYgcMGGANGzbMfvzYsWNN6UEtSbdx40arb9++piydlrSDf/X1gQMHTPWf+Ph4a9euXdZXX31lVa5c2Ro3bpwHfwsUVn/btGvXzlQKgX/39+jRo83f96effmpKUH7zzTdWnTp1rD59+njwt0Bh9fePP/5offHFF+aze82aNaby1zXXXGOdOXOGF93LJSUlWb/88ovZ9LR60qRJ5vKff/5pbtd+1v7OWlL2ueees3bs2GFNmzaNkrJwH61hXLNmTVPzWsvU6ZuPzS233GLFxcXZrz/99NP2Y6tUqWLWMKDOtX/2tfrhhx+sVq1amQ8vLS/76quvWpcvX/ZAy+GO/t65c6f50NITTPh3f1+6dMkaM2aMCST0i6EaNWpYjz/+OCeZftrfusZQ/fr1zXt5hQoVzEno4cOHPdRyFMSqVavM+7Jk2Wz9qz+1v7PeJzo62vzf0M9uf1lvKEj/8fRoCQAAAADfRU4FAAAAAKcQVAAAAABwCkEFAAAAAKcQVAAAAABwCkEFAAAAAKcQVAAAAABwCkEFAAAAAKcQVAAAAAA+as2aNdKzZ0+JjIyUoKAgWbRoUYHuP2bMGHO/rFupUqUK9DgEFQAAAICPOn/+vDRt2lSmTZvm0P2fffZZOXr0aKatQYMGcs899xTocQgqAAAAAB/VtWtXGTdunPTu3TvH2y9evGgCh2rVqpnRh1atWsnq1avtt5cuXVqqVq1q344fPy7bt2+XBx98sEDtIKgAAAAA/FR8fLysX79e5s6dK1u2bDEjEH/7299k9+7dOR7//vvvS926daV9+/YFeh6CCgAAAMAPHThwQGbNmiXz5s0zQUKdOnXMqEW7du3M/qxSU1Plk08+KfAohSrqojYDAAAA8CJbt26VK1eumJGHrFOiKlSokO34hQsXSlJSksTFxRX4uQgqAAAAAD+UnJwswcHBsnHjRvMzI82lyGnqU48ePaRKlSoFfi6CCgAAAMAPNWvWzIxUnDhx4qo5Evv27ZNVq1bJ4sWLHXouggoAAADAh0cj9uzZkyk42Lx5s5QvX95Me+rXr58MHDhQJk6caIKMkydPyooVK6RJkybSvXt3+/1mzpwpERERppqUI4Isy7Jc8hsBAAAAcCstD9uxY8ds+zUvIiEhQS5dumRKzn744Ydy+PBhqVixotx0000yduxYady4sTk2PT1doqKiTPDx6quvOtQOggoAAAAATqGkLAAAAACnEFQAAAAAcApBBQAAAACnEFQAAAAAcApBBQAAAACnEFQAAAAAcApBBQAAAACnEFQAAAAAcApBBQAAAACnEFQAAAAAcApBBQAAAACnEFQAAAAAcApBBQAAAACnEFQAAAAAcApBBQAAAACnEFQAAAAAcApBBQAAAACnEFQAAAAAcApBBQAEiISEBAkKCsp1+/HHH8XbvPbaa7Jo0SKH7799+3YZM2aM7N+/36XtAgBkVjTLdQCAn3v55Zflmmuuybb/2muvFW8MKu6++27p1auXw0HF2LFjpUOHDlKrVi2Xtw8A8F8EFQAQYLp27SotWrTwdDMAAH6E6U8AADvLssw3+nfccUe2VyU1NVXCw8Pl0Ucfte+7ePGijB492oxyhIaGSo0aNeT55583+69m9+7dctddd0nVqlWlePHiUr16denbt6+cO3fO3K5Tss6fPy+zZ8+2T9G6//77zW1//vmnPP7441KvXj0pUaKEVKhQQe65555M05x0upfuUx07drQ/xurVq+3H/Pvf/5b27dtLqVKlpEyZMtK9e3fZtm1bpnYeO3ZMBg0aZNqnv2NERIR5fZhSBQD/j5EKAAgwetJ+6tSpTPv0ZFtPzPVn//795R//+If89ddfUr58efsx//M//yOJiYnmdpWeni633367rF27Vh555BGpX7++bN26VSZPniy///57nrkQaWlpEhMTY4KPJ554wgQWhw8flq+++krOnj1rgpePPvpIHnroIWnZsqV5fFWnTh3z8+eff5YffvjBBCF6sq8n+O+++66Z5qRTnkqWLCk333yzPPnkk/LWW2/Jiy++aNqnbD/18ePi4kw7Xn/9dUlJSTGP0a5dO/nll1/s06U08NFAQ9up+06cOCHffvutHDhwgClVAGBjAQACwqxZsyx9289pCw0NtR+3a9cus+/dd9/NdP/bb7/dqlWrlpWenm6uf/TRR1aRIkWs77//PtNx06dPN/dft25drm355ZdfzDHz5s3Ls82lSpWy4uLisu1PSUnJtm/9+vXmMT/88EP7Pn183bdq1apMxyYlJVlly5a1Hn744Uz7jx07ZoWHh9v3nzlzxtz/jTfeyLOdABDomP4EAAFm2rRp5pv2jJtOA7KpW7eutGrVSj755BP7Ph210GP69etnRjPUvHnzzLf+119/vRn5sG2dOnUyt69atSrXNuhIhPr666/NCEFB6ZQnm0uXLsnp06fNFKyyZcvKpk2brnp//Z11ROTee+/N1Pbg4GDzu9vars8TEhJipkydOXOmwO0EgEDB9CcACDA6nehqidoDBw6U+Ph4k7sQFRVlAgg9eR8wYECmnIgdO3ZIpUqVcnwMnSaUG60+NXToUJk0aZIJXjSvQadS6dQqW8CRlwsXLsj48eNl1qxZZtqU5oLY2HIy8qJtV7YAKKuwsDDzU3ModGrUM888I1WqVJGbbrpJevToYV4fnbIFAPgvggoAQDaaqzBkyBBzwq/5CB9//LEJRDQx2kZzKho3bmwCg5xo0nZeJk6caBKvv/zyS/nmm29M/oMGCrpehuZJ5EXzGzSgePrpp6V169YmENERFG23tutqbMdoXkVOwUHRov//8ajP0bNnT5MjoiMrI0eONO1cuXKlNGvW7KrPBQCBgKACAJCNJmhrJSQNKnTK07p162TKlCmZjtGk6V9//VU6d+5snxJVUBqU6PbSSy+ZxOu2bdvK9OnTZdy4ceb23B53/vz5JslaA5OM1al0SlNGud3flvBduXJl6dKly1XbqcfraIVuOsoRHR1tnluDLQAAJWUBALnQqU5aSem5554zuQY6CpBRnz59zNSj9957L8fpSVoONjdaRery5cuZ9mlwUaRIkUzlaLXUa9ZAQWl7Mk55Um+//bZcuXIl0z69v8r6GFrxSac46eJ6Oq0rq5MnT5qfmu+hwUrWAEPLz+anbC4ABApGKgAgwGjC9c6dO7Ptb9OmjdSuXdt+XUcqtMys5lPognn6rX7WoOPzzz+Xv//97yaxWUcZ9KReH1v361Sh3HI3dOqQ5mzoOhKaGK4Bhk5F0mBBS7jaNG/eXJYvX26mWEVGRppcDE2k1rwGPV6nPTVo0EDWr19vjtP2ZqQjCvqYmhehuRaaI6F5FPq7aPlY/R1uuOEGEzBpboiWiV2yZIn5XaZOnWpK4+pIjAZQ+jw6LWrhwoVy/PjxbEEWAAQ0T5efAgB4vqSsbnp7Vo8//ri5bc6cOTk+ZlpamvX6669bDRs2NGVpy5UrZzVv3twaO3asde7cuVzbsnfvXuuBBx6w6tSpYxUvXtwqX7681bFjR2v58uWZjtu5c6d18803WyVKlDDtsJWX1VKvgwYNsipWrGiVLl3aiomJMcdGRUVlK0H73nvvWbVr17aCg4OzlZfVy3pfLSOr7dD23H///daGDRvM7adOnbIGDx5sXX/99aa8rR7XqlUr6/PPPy/gqw8A/i1I//F0YAMA8E6arP3BBx+YVaV1QTkAAHLCOhUAgBxpLoEmIut0JAIKAEBeyKkAAGRbX0LzE7TCki4q99RTT/EKAQDyRFABAMhEKz5pGVlNZn7rrbdMsjMAAHkhpwIAAACAU8ipAAAAABDYQYUuaKR10HV4vlGjRjkuwgQAAACg8Pj89CddaElXNdXKJLp6qwYWGzZsyLYAEgAAAIDC4fOJ2rpSqq3UoQYXGiPlN05KT0+XI0eOSJkyZSQoKKiQWwoAAAD4Fj2vTkpKksjISClSJI9JTp5efe+7776zevToYUVERJiVThcuXJjtmKlTp5pVUnW11pYtW1r/+c9/Mt2uK6s2adLErLiqx+bXwYMH81xdlo3XgP8D/B/g/wD/B/g/wP8B/g/wf4D/A2LOm/Pi8ZEKnbLUtGlTeeCBB+TOO+/Mdvtnn30mQ4cOlenTp0urVq1kypQpEhMTI7t27TLlDlXZsmXl119/lePHj5vHuPvuu6VKlSpXfW4doVAHDx6UsLAw8Tnnz4tERv738pEjIqVKebpFAAAA8COJiYlSo0YN+3mzT+RU6BSkhQsXSq9evez7NJC48cYbZerUqfYpS/qLPfHEEzJs2LBsj/H4449Lp06dTGCRlU6P0i3ri3Tu3DnfDSpKl/7v5eRkggoAAAC4lJ4vh4eHX/V82eMjFXlJS0uTjRs3yvDhw+37dC5Xly5dZP369ea6jk5oToVGT/rLrlmzRh577LEcH2/8+PEyduxY8Qe1hi2REmmpsuP/rtcfuUwuhBTP8z77J3R3S9sAAAAQWLy6pOypU6dMdaesU5n0+rFjx8zlP//8U9q3b2+mUOlPHcFo3Lhxjo+nwYkGHrZNpz0BAAAAcI5Xj1TkR8uWLWXz5s35OjY0NNRsAAAAcA/9gvjSpUu83F6qWLFippqqXwcVFStWNL+kTnHKSK9XrVrVY+0CAABA3jRtV2eW6ELF8G5a9EjPrZ1ZYsGrg4qQkBBp3ry5rFixwp68rYnaej0+Pt7TzQMAAEAubAGFVuvU/FfWBPPOwC8lJUVOnDhhrkdERPhuUJGcnCx79uyxX9+3b5+ZzlS+fHmpWbOmKScbFxcnLVq0MFOdtKSslqEdNGiQR9sNAACA3Kc82QKKChUq8DJ5sRIlSpifGlhofzk6FcrjQcWGDRukY8eO9usaRCgNJBISEiQ2NlZOnjwpo0aNMhFvdHS0LFu2LF/rUAAAAMD9bDkUOkIB72frJ+03nw0qOnToYIZe8qJTnZjuBAAA4FuY8hQ4/eTVJWUBAAAAeD+CCgAAAMALJCQkmEpMrrR//34zEpHfJRgcRVABAAAA/J/777/fnIRPmDAh02uyaNGiQp/OFRsbK7///rtP9gVBBQAAAJBB8eLF5fXXX5czZ864vRJT5cqVfbIvCCoAAACADLp06WIWgxs/fnyur8sXX3whDRs2lNDQUKlVq5ZMnDgx0+26b9y4cTJw4EApXbq0REVFyeLFi01V0zvuuMPsa9KkiamEmtv0pzFjxpjKpx999JF5vPDwcOnbt68kJSXZj9GqqO3atTP30/K9PXr0kD/++MPt/UlQAQAAgMKn1T7Pn/fMdpVKo1lpWdXXXntN3n77bTl06FC22zdu3Ch9+vQxJ/hbt241J/8jR440QUFGkydPlrZt28ovv/wi3bt3lwEDBpggo3///rJp0yapU6eOuZ5XJVQNEHTq1VdffWW27777LtPULF2/TZdk0OBEF4guUqSI9O7d2ywY7U4eLykLAACAAJCSIlK6tGeeOzlZpFSpAt1FT8x1lGD06NHywQcfZLpt0qRJ0rlzZxNIqLp168r27dvljTfeMDkZNt26dZNHH33UXNY1195991258cYb5Z577jH7XnjhBWndurUcP37cjIzkRIMDDVbKlCljrmtgosHDq6++aq7fddddmY6fOXOmVKpUybSnUaNG4i6MVAAAAAA50LyK2bNny44dOzLt1+s6ApFR27ZtZffu3WY1cRud3mRjW7i5cePG2fbpata50WlPtoBCRUREZDpen/Pee++V2rVrS1hYmDleHThwwPtHKnS4plixYvYX5csvv5RZs2ZJgwYNzPBPSEiIq9sJAAAAX6arNuuIgaee2wE333yzxMTEyPDhwzONQORXsWLF7JdtlaNy2pfXVKWMx9vuk/H4nj17mnyN9957TyIjI81tOkKRlpYmXh9U6DDOsGHDTFCxd+9eM59Mh4jmzZsnKSkpMmXKFNe3FAAAAL5LT6ALOAXJG2j+gk6Dqlevnn1f/fr1Zd26dZmOW7dunZkGpfkY7nL69GnZtWuXCSjat29v9q1du1Y8waHpT1o/V19cpYGERnFz5swx8700Ex4AAADwB/oler9+/eStt96y73vmmWdMXsMrr7xizotnz54tU6dOlWeffdatbStXrpyp+DRjxgzZs2ePrFy50iRt+0xQoRnqtmGX5cuXmyQUVaNGDTl16pRrWwgAAAB40Msvv5xpytENN9wgn3/+ucydO9dMNRo1apQ5xpEpUs7QSk/aBq1Gpe0YMmSISRb3hCArrxpWuejUqZMJILSG74MPPmiyy6+99lpT4iouLs4sB+4LEhMTTb3fc+fOmcQWX1Jr2BIpkZYqOybfba7XHzJfLoQUz/M++yd0d1PrAABAIEtNTZV9+/bJNddcYxaSg+/2V37Plx0aqdCau5qsHR8fLyNGjDABhZo/f760adPGkYcEAAAA4KMcStRu2rSpWegjKx1uKVqUpS8AAACAQOLQSIXWwdVs85yGTjTrHQAAAEDgcCio0JyJjAt72Fy8eDHHpcwBAAAA+K8CzVVavHix/fLXX39tkjZsNMjQ0lqa4AEAAAAgcBQoqOjVq5d9JT+t8pR1tT9dFnzixImubSEAAAB8kgNFRuGj/VSgoMJWn1dHI37++WepWLGi0w0AAACAf9Evm1VKSoqUKFHC083BVWg/Zew3RzhUqknr2AIAAAA5CQ4OlrJly8qJEyfM9ZIlS5qZLvC+EQoNKLSftL+03xzlcP1XzZ/QTRuRcYVBNXPmTIcbBAAAAN9XtWpV89MWWMB7aUBh6y+3BhVjx441S5G3aNFCIiIiiDwBAACQiY5M6Hli5cqV5dKlS7w6XkqnPDkzQuFUUDF9+nRJSEiQAQMGON0AAAAA+C89YXXFSSv8cJ2KtLQ0adOmjetbAwAAACAwgoqHHnpI5syZ4/rWAAAAAPA5Dk1/Sk1NlRkzZsjy5culSZMm2cpPTZo0yVXtgwvVGrakwPfZP6E7fQAAAADXBxVbtmyR6Ohoc/m3337LdBvlwgAAAIDA4lBQsWrVKte3BAAAAEDg5FQAAAAAgFMjFR07dsxzmtPKlSsdeVgAAAAAgRJU2PIpbHRBk82bN5v8iri4OFe1DQAAAIC/BhWTJ0/Ocf+YMWMkOTnZ2TYBAAAACNSciv79+8vMmTNd+ZAAAAAAAimoWL9+vRQvXtyVDwkAAADAH6c/3XnnnZmuW5YlR48elQ0bNsjIkSNd1TYAAAAA/jpSER4enmkrX768dOjQQZYuXSqjR48Wd+vdu7eUK1dO7r77brc/NwAAABDoHBqpmDVrlniTp556Sh544AGZPXu2p5sCAAAABByHggqbjRs3yo4dO8zlhg0bSrNmzcQTdJRk9erVHnluAAAAINA5NP3pxIkT0qlTJ7nxxhvlySefNFvz5s2lc+fOcvLkyQI91po1a6Rnz54SGRlpFtRbtGhRtmOmTZsmtWrVMkngrVq1kp9++smRZgMAAADwlqDiiSeekKSkJNm2bZv89ddfZtOF7xITE02AURDnz5+Xpk2bmsAhJ5999pkMHTrU5Gps2rTJHBsTE2MCGwAAAAA+Ov1p2bJlsnz5cqlfv759X4MGDUxgcNtttxXosbp27Wq23EyaNEkefvhhGTRokLk+ffp0WbJkiVkPY9iwYQV6rosXL5rNRoMgAAAAAB4YqUhPT5dixYpl26/79DZXSUtLM3kbXbp0se8rUqSIua5rYhTU+PHjM1WtqlGjhsvaCgAAAAQqh4IKzafQiktHjhyx7zt8+LAMGTLE5FW4yqlTp+TKlStSpUqVTPv1+rFjx+zXNci45557TEnb6tWr5xpwDB8+XM6dO2ffDh486LK2AgAAAIHKoelPU6dOldtvv90kT9u+7dcT9EaNGsnHH38s7qZTsfIjNDTUbAAAAAA8HFRoIKFJ03oyv3PnTrNP8ysyTlNyhYoVK0pwcLAcP3480369XrVqVZc+FwAAAAA3TH9auXKlScjWBGct/3rrrbeaSlC6aXlZXavi+++/F1cJCQkxpWpXrFhh36c5G3q9devWLnseAAAAAG4aqZgyZYqpxBQWFpbtNk18fvTRR021pvbt2+f7MZOTk2XPnj326/v27ZPNmzdL+fLlpWbNmqacbFxcnLRo0UJatmxp2qBlaG3VoAAAAAD4UFDx66+/yuuvv57r7VpO9s033yxQAzZs2CAdO3a0X9cgQmkgkZCQILGxsWZBvVGjRpnk7OjoaFPSNmvyNgAAAAAfCCo0lyGnUrL2BytatMAranfo0EEsy8rzmPj4eLMBAAAA8PGcimrVqpmVs3OzZcsWiYiIcEW7AAAAAPhjUNGtWzcZOXKkpKamZrvtwoULMnr0aOnRo4cr2wcAAADAn6Y/vfTSS7JgwQKpW7eumY5Ur149s1/Lyk6bNs0sVDdixIjCaqvfqjVsiaebAAAAALgnqNDk6B9++EEee+wxszq1LRdCy8vGxMSYwIIEagAAACCwFHjxu6ioKFm6dKmcOXPGlILVwOK6666TcuXKFU4LAQAAAPjfitpKgwhd8A4AAAAINI5MX98/obv4qwIlagMAAABAVgQVAAAAAJxCUAEAAADAKQQVAAAAAJxCUAEAAADAKQQVAAAAAJxCUAEAAADAKQQVAAAAAJxCUAEAAADAKQQVAAAAAJxCUAEAAADAKUWduzsAAACA/Kg1bIkU1P4J3cUXMFIBAAAAwCkEFQAAAACcEtDTnyzLMj8TExM92o70iykO3e9KWqrYWn7lYoqkW+niap5+bQAAALyRo+dvvnYuZnt+23lzboKsqx3hxw4dOiQ1atTwdDMAAAAAr3bw4EGpXr16rrcHdFCRnp4uR44ckTJlykhQUJD4Io0eNTDSjg4LC/N0c1DI6O/AQV8HFvo7sNDfgSXRx8/VNFRISkqSyMhIKVIk98yJgJ7+pC9MXhGXL9H/pL74HxWOob8DB30dWOjvwEJ/B5YwHz5XCw8Pv+oxJGoDAAAAcApBBQAAAACnEFT4uNDQUBk9erT5Cf9HfwcO+jqw0N+Bhf4OLKEBcq4W0InaAAAAAJzHSAUAAAAApxBUAAAAAHAKQQUAAAAApxBU+IBp06ZJrVq1pHjx4tKqVSv56aefcj02ISHBLOSXcdP7wf/6Wp09e1YGDx4sERERJgGsbt26snTpUre1F+7r7w4dOmT729ate/fudIOf/n1PmTJF6tWrJyVKlDALZw0ZMkRSU1Pd1l64r78vXbokL7/8stSpU8cc37RpU1m2bBld4APWrFkjPXv2NAvD6XvyokWLrnqf1atXyw033GA+t6+99lpz7uYXNFEb3mvu3LlWSEiINXPmTGvbtm3Www8/bJUtW9Y6fvx4jsfPmjXLCgsLs44ePWrfjh075vZ2o/D7+uLFi1aLFi2sbt26WWvXrrX27dtnrV692tq8eTMvvx/29+nTpzP9Xf/2229WcHCw+ZuH//X3J598YoWGhpqf+rf99ddfWxEREdaQIUPc3nYUfn8///zzVmRkpLVkyRLrjz/+sN555x2rePHi1qZNm3j5vdzSpUutESNGWAsWLNDCR9bChQvzPH7v3r1WyZIlraFDh1rbt2+33n77bfNevmzZMsvXEVR4uZYtW1qDBw+2X79y5Yp54xk/fnyOx+sJRnh4uBtbCE/19bvvvmvVrl3bSktLoxMCoL+zmjx5slWmTBkrOTm5EFsJT/W3HtupU6dM+/QkpG3btnSKH/a3BoxTp07NtO/OO++0+vXrV+hthetIPoIKDSAbNmyYaV9sbKwVExPj813B9CcvlpaWJhs3bpQuXbrY9xUpUsRcX79+fa73S05OlqioKDNcfscdd8i2bdvc1GK4s68XL14srVu3NtOfqlSpIo0aNZLXXntNrly5Qkf46d92Rh988IH07dtXSpUqVYgthaf6u02bNuY+tikze/fuNVMbu3XrRqf4YX9fvHgx21Rlnfa2du3aQm8v3Gv9+vWZ/m+omJiYfL/3ezOCCi926tQpc4KoJ4wZ6fVjx47leB+dfztz5kz58ssv5eOPP5b09HTz4XTo0CE3tRru6ms9yZg/f765n55sjBw5UiZOnCjjxo2jE/ywvzPSE83ffvtNHnrooUJsJTzZ3/fdd5+ZY9+uXTspVqyYmWuveTUvvvgiHeOH/a0nlZMmTZLdu3ebz+1vv/1WFixYIEePHnVTq+Eux44dy/H/RmJioly4cMGnO4Kgws/oN9cDBw6U6OhoueWWW8ybUqVKleRf//qXp5sGF9MPnsqVK8uMGTOkefPmEhsbKyNGjJDp06fzWvs5HaVo3LixtGzZ0tNNQSHRRE4deXznnXdk06ZN5r18yZIl8sorr/Ca+6F//vOfct1118n1118vISEhEh8fL4MGDTIjHICvKOrpBiB3FStWlODgYDl+/Him/Xq9atWq+Xrp9BuuZs2ayZ49e3ip/ayvteKT9q/ez6Z+/frmWxAdftcPJvjf3/b58+dl7ty55lts+G9/68jjgAED7KNRGkRq3z/yyCPmywNONv2rv/XLP60apNW9Tp8+bSoJDRs2TGrXru2mVsNdqlatmuP/jbCwMDPlzZcRAnsxPSnUb6BXrFiR6dtpva4jEvmhQ7Bbt241J6Dwr75u27atCRb1OJvff//d9DUBhf/+bc+bN8/Mv+7fv78bWgpP9XdKSkq2wMH2BcJ/80Hhj3/fmldRrVo1uXz5snzxxRcmLxL+pXXr1pn+byid7pbf8zqv5ulMcVy9LJ2WFUxISDClxx555BFTls5WJnbAgAHWsGHD7MePHTvWlB7UknQbN260+vbta8rSaUk7+FdfHzhwwFT/iY+Pt3bt2mV99dVXVuXKla1x48Z58LdAYfW3Tbt27UylEPh3f48ePdr8fX/66aemBOU333xj1alTx+rTp48HfwsUVn//+OOP1hdffGE+u9esWWMqf11zzTXWmTNneNG9XFJSkvXLL7+YTU+rJ02aZC7/+eef5nbtZ+3vrCVln3vuOWvHjh3WtGnTKCkL99EaxjVr1jQ1r7VMnb752Nxyyy1WXFyc/frTTz9tP7ZKlSpmDQPqXPtnX6sffvjBatWqlfnw0vKyr776qnX58mUPtBzu6O+dO3eaDy09wYR/9/elS5esMWPGmEBCvxiqUaOG9fjjj3OS6af9rWsM1a9f37yXV6hQwZyEHj582EMtR0GsWrXKvC9Lls3Wv/pT+zvrfaKjo83/Df3s9pf1hoL0H0+PlgAAAADwXeRUAAAAAHAKQQUAAAAApxBUAAAAAHAKQQUAAAAAggoAAAAAnsNIBQAAAACnEFQAAAAAcApBBQAAAOCj1qxZIz179pTIyEgJCgqSRYsWFej+Y8aMMffLupUqVapAj0NQAQAAAPio8+fPS9OmTWXatGkO3f/ZZ5+Vo0ePZtoaNGgg99xzT4Eeh6ACAAAA8FFdu3aVcePGSe/evXO8/eLFiyZwqFatmhl9aNWqlaxevdp+e+nSpaVq1ar27fjx47J9+3Z58MEHC9QOggoAAADAT8XHx8v69etl7ty5smXLFjMC8be//U12796d4/Hvv/++1K1bV9q3b1+g5yGoAAAAAPzQgQMHZNasWTJv3jwTJNSpU8eMWrRr187szyo1NVU++eSTAo9SqKIuajMAAAAAL7J161a5cuWKGXnIOiWqQoUK2Y5fuHChJCUlSVxcXIGfi6ACAAAA8EPJyckSHBwsGzduND8z0lyKnKY+9ejRQ6pUqVLg5yKoAAAAAPxQs2bNzEjFiRMnrpojsW/fPlm1apUsXrzYoeciqAAAAAB8eDRiz549mYKDzZs3S/ny5c20p379+snAgQNl4sSJJsg4efKkrFixQpo0aSLdu3e332/mzJkSERFhqkk5IsiyLMslvxEAAAAAt9LysB07dsy2X/MiEhIS5NKlS6bk7IcffiiHDx+WihUryk033SRjx46Vxo0bm2PT09MlKirKBB+vvvqqQ+0gqAAAAADgFErKAgAAAHAKQQUAAAAApxBUAAAAAHAKQQUAAAAApxBUAAAAAHAKQQUAAAAApxBUAAAAAHAKQQUAAAAApxBUAAAAAHAKQQUAAAAApxBUAAAAAHAKQQUAAAAApxBUAAAAAHAKQQUAAAAApxBUAAAAAHAKQQUAAAAApxBUAAAAAHAKQQUAAAAApxBUAAAKRUJCggQFBcmGDRvM9TFjxpjrRYoUkYMHD2Y7PjExUUqUKGGOiY+Pt+9fvXq12Td//vwcn0eP1dsBAJ5DUAEAcKvQ0FD59NNPs+1fsGABPQEAPoqgAgDgVt26dcsxqJgzZ450796d3gAAH0RQAQBwq/vuu082b94sO3futO87duyYrFy50twGAPA9BBUAALe6+eabpXr16mZkwuazzz6T0qVLM1IBAD6KoAIA4FaaVN23b99MU6A++eQTufPOO02+BQDA9xBUAADcTqc57dmzR37++Wf7T6Y+AYDvKurpBgAAAk+zZs3k+uuvN1OgypYtK1WrVpVOnTp5ulkAAAcRVAAAPEJHJt59910pU6aMxMbGmvUrclK8eHHz88KFCznenpKSYj8GAOAZTH8CAHgsqDh69Kj8/vvveU59ioqKMj937dqV4+2633YMAMAzCCoAAB5Rp04dmTJliowfP15atmyZ63ERERESHR0tH3/8sZw9ezbTbRs3bpQff/xRunbt6oYWAwByw/QnAIDHPPXUU/k6btKkSRITE2OCi/vvv18iIyNlx44dMmPGDBN0DB8+vNDbCgDIHUEFAMDrdezYUb7//nsZN26cvPXWW5KUlCRVqlQx06bGjBkjlStX9nQTASCgBVmWZXm6EQAAAAB8FzkVAAAAAJxCUAEAAADAKQQVAAAAAJxCUAEAAADAKQQVAAAAAJxCUAEAAADAKQQVAAAAAJwS0Ivfpaeny5EjR6RMmTISFBTk6eYAAAAAXkWXtNMFRyMjI6VIkdzHIwI6qNCAokaNGp5uBgAAAODVDh48KNWrV8/19oAOKnSEwvYihYWFebo5AOA/zp8XiYz87+UjR0RKlfJ0iwAADkhMTDRfwtvOm3MT0EGFbcqTBhQEFQDgQsHB/39Zv7QhqAAAn3a1VIGADioAoDDVGrakwPfZP6F7obQFAIDCFJDVn6ZNmyYNGjSQG2+80dNNAQAAAHxeQAYVgwcPlu3bt8vPP//s6aYAAAAAPo/pTwAAACi0cqSXL1+WK1eu8Ap7qeDgYClatKjTyysQVAAAAMDl0tLS5OjRo5KSksKr6+VKliwpEREREhIS4vBjEFQAAADA5QsM79u3z3wLroum6ckqCw1750iSBn8nT540/XXdddflucBdXggqAAAA4FJ6oqqBha5voN+Cw3uVKFFCihUrJn/++afpt+LFizv0OAGZqA0AAIDC5+i33vC9fgrInqakLAAAAOA6ARlUUFIWAAAA3iYhIUHKli3r0sfcv3+/yWfZvHmzFKaADCoAAACAnNx///3mJHzChAmZ9i9atKjQk81jY2Pl999/98mOIagAAAAAMtBk5ddff13OnDnj9qTpypUr+2RfEFQAAAAAGXTp0kWqVq0q48ePz/V1+eKLL6Rhw4YSGhoqtWrVkokTJ2a6XfeNGzdOBg4cKKVLl5aoqChZvHixKd96xx13mH1NmjSRDRs25Dr9acyYMRIdHS0fffSRebzw8HDp27evJCUl2Y9ZtmyZtGvXztyvQoUK0qNHD/njjz/c3p8EFQAAACh8liVy/rxnNn3uAtD1NV577TV5++235dChQ9lu37hxo/Tp08ec4G/dutWc/I8cOdIEBRlNnjxZ2rZtK7/88ot0795dBgwYYIKM/v37y6ZNm6ROnTrmuq4XkRsNEHTq1VdffWW27777LtPUrPPnz8vQoUNNcLJixQpTyal3796mpK87+fw6FQcPHjQddOLECbPEuHboPffc4+lmAQAAICNdWbt0ac+8JsnJIqVKFeguemKuowSjR4+WDz74INNtkyZNks6dO5vzTlW3bl3Zvn27vPHGGyYnw6Zbt27y6KOPmsujRo2Sd999V2688Ub7ueoLL7wgrVu3luPHj5uRkZxocKDBSpkyZcx1Pe/V4OHVV1811++6665Mx8+cOVMqVapk2tOoUSNxF58PKjSQmDJliun0Y8eOSfPmzU0HlirgfxwAAApDrWFLCnyf/RO6F0pbABSM5lV06tRJnn322Uz7d+zYYaYwZdS2bVtzTnrlyhUz0qF0epNNlSpVzM/GjRtn26dfjucWVOi0J1tAoSIiIszxNrt37zYBy3/+8x85deqUfYTiwIED3h9U6HCNrrxne1G+/PJLmTVrljRo0MAM/+hS7O6iL6xuSjujYsWK8tdffxFUAAAAeBNdWVtHDDz13A64+eabJSYmRoYPH55pBCK/ihUrZr9sqxyV0768piplPN52n4zH9+zZ0+RrvPfeexIZGWlu02BCV8d2J4eCCh3GGTZsmAkq9u7da+aT6RDRvHnzJCUlxURp+bVmzRozVKRz044ePSoLFy6UXr16ZVusTo/RkYimTZua+W0tW7bM9lj6GBod6pLwAOCL+FYbgN/SE2gfnEmi+Qs6I6ZevXr2ffXr15d169ZlOm7dunVmGpRtlMIdTp8+Lbt27TIBRfv27c2+tWvXiic4lKit9XP1xVUaSGgUN2fOHDPfSzPhC0KTSzRQ0MAhJ5999plJPtH5bDpCosdqxJhx2Efp6IQmusyYMcORXwkAAADIRr9E79evn7z11lv2fc8884zJa3jllVfMefHs2bNl6tSp2aZJFbZy5cqZik96/rtnzx5ZuXKlOW/2maBCM9Rtwy7Lly83OQxKRwh0LldBdO3a1ZTb0pGOnGgizMMPPyyDBg0y06umT58uJUuWNEkoNhcvXjSjGzp60qZNm1yfS49LTEzMtAEAAAB5efnllzNNObrhhhvk888/l7lz55qpRqNGjTLHODJFyhla6UnboLN1tB1Dhgwxs3s8IcjKq4ZVLjRhRQMIreH74IMPmuzya6+91pS4iouLM8uBO9SYoKBM0590LpgGEPPnz880JUqf4+zZsyaXQ5t/3333mSEpzefIi94+duzYbPvPnTsnYWFhDrUZAFw5lckRXpnUqyUcbVVeHKi64k+Y0oZAlJqaKvv27ZNrrrnGLCQH3+0v/RJe18e42vmyQyMVWnNXpyLFx8fLiBEjTECh9OQ/r5GCgtJRD82RsGXG2+h1za+wzV/TKVJav1enZOmm9YJzokk2+oLYNi1HCwAAAMADidqa15DTibsOt2iJV3fSFQTzu7iHrniom+Zv6KYBCwAAAADnODRSUbt2bZNtntPQiWa9u4qWh9UMel0QJKO8FgjJj8GDB5spWz///LMLWgkAAAAENoeCCs2ZyOlbfk2Ezmkpc0fpehe6mJ1m19voqIRe19UHHaWjFJr0rSsaAgAAAHBOgeYqLV682H7566+/NkkbNhpk6Mm+JngURHJysimBZaNJIps3b5by5ctLzZo1TVksTcxu0aKFWZtC18DQMrRaDcqZkQrdbIknAAAAANwUVNgqMGmVJj3Rz7rany4jPnHixAI1YMOGDdKxY0f7dVttXX18XfciNjZWTp48aUp1aXK2JmIvW7YsW/J2QZBTAQAAUPgcKDIKH+2nAgUVtoRoHY3QfATNeXBWhw4drvqLaJUp3VyFkQoAAIDCo182q5SUFClRogQvtZfTfsrYb45wqFSTTlECAAAAcqKFdsqWLSsnTpww13XdMZ3pAu+iX+xrQKH9pP2l/eYoh+u/av6EbtqIrCVdM6527Y2Y/gQAAFC4bJU6bYEFvJcGFM5UVnU4qNBVqXUpck2ejoiI8LnIk+lPAAAAhUvPD/U8sXLlynLp0iVebi+lU56cGaFwKqiYPn26SaIeMGCA0w0AAACA/9ITVlectMIP16lIS0uTNm3aiK9inQoAAADAw0HFQw89JHPmzBFfxYraAAAAgOs4NP0pNTVVZsyYIcuXL5cmTZpkKz81adIkV7UPAAAAgD8GFVu2bDGL0Knffvst022+lrQNAAAAwANBxapVq8SXUVIWAAAA8HBOha8jpwIAAADw8EhFx44d85zmtHLlSmfaBAAAAMDfgwpbPoWNLmiyefNmk18RFxfnqrYBAAAA8NegYvLkyTnuHzNmjCQnJzvbJgAAAACBmlPRv39/mTlzpng7Fr8DAAAAvDSoWL9+vRQvXly8HYnaAAAAgIenP915552ZrluWJUePHpUNGzbIyJEjXdU2AAAAAP4aVISHh2e6XqRIEalXr568/PLLctttt7mqbQAAAAD8NaiYNWuW61sCAAAAIHCCCpuNGzfKjh07zOWGDRtKs2bNXNUuAAAAAP4cVJw4cUL69u0rq1evlrJly5p9Z8+eNYvizZ07VypVquTqdgIAAADwp+pPTzzxhCQlJcm2bdvkr7/+MpsufJeYmChPPvmkeDtKygIAAACuE2Rp6SYHErWXL18uN954Y6b9P/30k0nU1lELX6BBkP4u586dk7CwME83B4CfqTVsiVueZ/+E7uJ1zp8XKV36v5d1UdRSpSRQBfT/AwA+L7/nyw6NVKSnp0uxYsWy7dd9ehsAAACAwOFQUNGpUyd56qmn5MiRI/Z9hw8fliFDhkjnzp1d2T4AAAAA/hhUTJ061QyF1KpVS+rUqWO2a665xux7++23Xd9KAAAAAP5V/alGjRqyadMmk1exc+dOs69+/frSpUsX8YTevXubSlQ6SjJ//nyPtAEAAAAIVAUaqVi5cqU0aNDAjEgEBQXJrbfeaipB6aZJ27pWxffffy/uplOxPvzwQ7c/LwAAAIACBhVTpkyRhx9+OMfMb80Kf/TRR2XSpEluf107dOggZcqUcfvzAgAAACjg9Kdff/1VXn/99Vxv13Kyb775ZoFe1zVr1sgbb7xhVuc+evSoLFy4UHr16pVtXQk95tixY9K0aVOTt9GyZUv6DwAcLFlK+VEAgMdGKo4fP55jKVmbokWLysmTJwvUgPPnz5tAQQOHnHz22WcydOhQGT16tMnj0GNjYmLMqt4AAAAAfCyoqFatmlk5OzdbtmyRiIiIAjWga9euMm7cOJNsnROdTqVTrgYNGmTyOaZPny4lS5aUmTNnSkFdvHjR5INk3AAAAAC4Majo1q2bjBw5UlJTU7PdduHCBTOa0KNHD3GVtLQ0My0qY1WpIkWKmOvr168v8OONHz/e5H7YNq1iBQAAAMCNORUvvfSSLFiwQOrWrSvx8fFSr149s1/Lyur0pStXrsiIESPEVU6dOmUes0qVKpn263VbKVulQYbme+hUqurVq8u8efOkdevW2R5v+PDhZiqVjY5UEFgAAAAAbgwq9GT+hx9+kMcee8ycoFuWZfZreVnNc9DAImsA4A66XkZ+hIaGmk3baQuCAACBiQR3APDg4ndRUVGydOlSOXPmjOzZs8cEFtddd52UK1dOXK1ixYoSHBxsEsQz0utVq1Z1+HEHDx5sNh2p0GlQAAAAANyUU5GRBhG64J2Wdi2MgEKFhIRI8+bNZcWKFfZ96enp5npO05vyS0cpNOlb2w8AAADAzSMVrpacnGxGPGz27dsnmzdvlvLly0vNmjVNDkRcXJy0aNHCBDC6AJ/mTmg1KEcxUgEAAAD4UVCxYcMG6dixo/26LZFaA4mEhASJjY01a1+MGjXKLH4XHR0ty5Ytcyp3g5wKAAAAwI+Cig4dOtgTvnOjlaZ0cxVGKgAAAAAvyKkAAAAAAK8YqfAEb5v+RFlDAAAA/1dr2JIC32f/hO7iCwJypEKnP23fvl1+/vlnTzcFAAAA8HkBGVQAAAAAcJ2ADCpYpwIAAABwnYAMKpj+BAAAALhOQAYVAAAAAFyHoAIAAACAUygpCwDwKv5cchEA/FVAjlSQUwEAAAC4TkAGFQAAAABcJyCnP9lYlmV+JiYmerQd6RdTCnwfT7cZQOH8bbtLob+HnD+f8clErlzxuvdEb34eR/C5AHi/dB8857M9v+28OTdB1tWO8GOHDh2SGjVqeLoZAAAAgFc7ePCgVK9ePdfbAzqoSE9Pl127dkmDBg3MCxUWFubpJgUkjYA1uKMP6INAxt+Bd6AfPI8+8Dz6wPMSvejcSEOFpKQkiYyMlCJFcs+cCOjpT/rCVKtWzVzWDvN0pwU6+sDz6APPow+8A/3gefSB59EHnhfmJeen4eHhVz2GRG0AAAAATiGoAAAAAOCUgA8qQkNDZfTo0eYnPIM+8Dz6wPPoA+9AP3gefeB59IHnhfrg+WlAJ2oDAAAAcF7Aj1QAAAAAcA5BBQAAAACnEFQAAAAAcEpABBXTpk2TWrVqSfHixaVVq1by008/5Xrse++9J+3bt5dy5cqZrUuXLnkeD9f3QUZz586VoKAg6dWrFy+1m/vg7NmzMnjwYImIiDCJYnXr1pWlS5fSD27sgylTpki9evWkRIkSZhGkIUOGSGpqKn3goDVr1kjPnj3NAk76vrJo0aKr3mf16tVyww03mL+Ba6+9VhISEnj93dgHCxYskFtvvVUqVapkavW3bt1avv76a/rAjX2Q0bp166Ro0aISHR1NH7i5Dy5evCgjRoyQqKgo836knyUzZ870qn7w+6Dis88+k6FDh5oM+k2bNknTpk0lJiZGTpw4kesHyL333iurVq2S9evXmw/y2267TQ4fPuz2tgdqH9js379fnn32WRPkwb19kJaWZj7ItQ/mz59vVp7XgNu2WCQKvw/mzJkjw4YNM8fv2LFDPvjgA/MYL774Ii+/g86fP29edw3u8mPfvn3SvXt36dixo2zevFmefvppeeihhzipdWMf6MmXvhfpFxobN240faEnY7/88oszzQhoBe2DjF80DRw4UDp37lxobQsU5x3ogz59+siKFSvMZ4F+Jn/66afmSyevYvm5li1bWoMHD7Zfv3LlihUZGWmNHz8+X/e/fPmyVaZMGWv27NmF2Er/5kgf6Ovepk0b6/3337fi4uKsO+64w02t9U8F7YN3333Xql27tpWWlubGVvq3gvaBHtupU6dM+4YOHWq1bdu20NsaCPTjb+HChXke8/zzz1sNGzbMtC82NtaKiYkp5NYFhvz0QU4aNGhgjR07tlDaFGgK0gf6f/+ll16yRo8ebTVt2rTQ2xYoJB998O9//9sKDw+3Tp8+bXkzvx6p0G9b9ZsNncJkU6RIEXNdRyHyIyUlRS5duiTly5cvxJb6L0f74OWXX5bKlSvLgw8+6KaW+i9H+mDx4sVmmoFOf6pSpYo0atRIXnvtNbly5YobWx7YfdCmTRtzH9sUqb1795pva7t16+a2dgc67ZuMfaZ0dCm/nx9wvfT0dElKSuIz2c1mzZpl3oN05BTut3jxYmnRooX84x//MDMGdDqyzuS4cOGCV3VHUfFjp06dMidBelKUkV7fuXNnvh7jhRdeMHPesn6woPD6YO3atWZ4T6cbwDN9oB8eK1eulH79+pkT2T179sjjjz9uAmw+VNzTB/fdd5+5X7t27XREWS5fvix///vfmf7kRseOHcuxzxITE82Huea6wL3efPNNSU5ONlNB4B67d+82UzG///57k08B99u7d685N9J8vIULF5rPBv1MPn36tAn4vIVfj1Q4a8KECSZRWDtQOxKFT7+BGjBggJm/X7FiRV5yD34bqCNFM2bMkObNm0tsbKxJEJs+fTp94iaa36WjQ++8847JwdCE1SVLlsgrr7xCHyAgaZ7R2LFj5fPPPzfvTyh8+mWIfsGhr7t+Ow7PfSYHBQXJJ598Ii1btjQj1pMmTZLZs2d71WiFX4ecelIaHBwsx48fz7Rfr1etWvWq34ZoULF8+XJp0qRJIbfUfxW0D/744w+THKyJeBn/mJR+Q6LJSXXq1HFDywP770ArPhUrVszcz6Z+/frmm1udyhMSElLo7Q70Phg5cqQJsDUxWDVu3Ngk9z3yyCMmwNPpUyhc2jc59ZlWIWKUwr30Cz79W5g3bx4zB9z8Rd+GDRtMYnx8fLz9M1lHT/Uz+ZtvvpFOnTq5s0kBKSIiwkx7Cg8Pz/SZrP1w6NAhue6668Qb+PWnkp746Lesmi1vo38Mel3ni+dG56zpt4HLli0zc9jgvj64/vrrZevWrWbqk227/fbb7dVXtBoXCrcPVNu2bc2UJ1tAp37//XfzxkZA4Z4+0HyurIGDLcj7b24fCpv2TcY+U99++22enx9wPa1yM2jQIPNTq3HBfTSAzvqZrNMwteqQXtbS2Ch8bdu2lSNHjpipfxk/k/Uzonr16t7TBZafmzt3rhUaGmolJCRY27dvtx555BGrbNmy1rFjx8ztAwYMsIYNG2Y/fsKECVZISIg1f/586+jRo/YtKSnJg79FYPVBVlR/cn8fHDhwwFQ9i4+Pt3bt2mV99dVXVuXKla1x48a5oDWBqaB9oBVWtA8+/fRTa+/evdY333xj1alTx+rTp48Hfwvfpu/jv/zyi9n042/SpEnm8p9//mlu19df+8FGX/eSJUtazz33nLVjxw5r2rRpVnBwsLVs2TIP/haB1QeffPKJVbRoUfPaZ/xMPnv2rAd/i8Dqg6yo/uT+PkhKSrKqV69u3X333da2bdus7777zrruuuushx56yPImfh9UqLffftuqWbOmCRa0rOOPP/5ov+2WW24xJ602UVFRpoOzbvpHBPf0QVYEFZ7pgx9++MFq1aqVORHW8rKvvvqqKfUL9/TBpUuXrDFjxphAonjx4laNGjWsxx9/3Dpz5gxd4KBVq1bl+P5ue931p/ZD1vtER0ebPtO/g1mzZvH6u7EP9HJex6Pw+yArggrP9MGOHTusLl26WCVKlDABhpYYT0lJsbxJkP7j6dESAAAAAL7Lr3MqAAAAABQ+ggoAAAAATiGoAAAAAOAUggoAAAAATiGoAAAAAOAUggoAAAAATiGoAAAAAOAUggoAAAAATiGoAAAvdv/990uvXr3EGyQkJEjZsmXt18eMGSPR0dGZjtF9VapUkaCgIFm0aFGu+/xJrVq1zO+m29mzZ132Wtse8+mnn3bJYwLwT2vWrJGePXtKZGSkQ++z+h5te7/JuJUqVapAj0NQAQAektObeMZN3+j/+c9/mhNMb/Tss8/KihUr7Nd37NghY8eOlX/9619y9OhR6dq1a477/NHLL79sfr/w8HCXPF5sbKx5vNatW7vk8QD4r/Pnz0vTpk1l2rRpDr+X6/tNxq1BgwZyzz33FOhxijr07AAAp+kbt81nn30mo0aNkl27dtn3lS5d2mzeKmv7/vjjD/PzjjvuMEFRbvsccenSJSlWrJh4qzJlykjVqlVd9nglSpQwW0hIiMseE4B/6tq1a55f2Fy8eFFGjBghn376qRlNbdSokbz++uvSoUOHHN/Lf/31V9m+fbtMnz69QO1gpAIAPERPQm2bfsOtJ90Z9+mbfNbpT/oh8MQTT5gpMeXKlTPTit577z3zTdWgQYPMye21114r//73vzM912+//WY+dPQx9T4DBgyQU6dO5dk+HSGpWbOmlCxZUnr37i2nT5/OdHvG6U96WYffVZEiRewjLVn32bz//vtSv359KV68uFx//fXyzjvv2G/bv3+/OVYDrVtuucUc88knn+T7fgsWLJCOHTuaduu3d+vXr8/U7nXr1pnXUW/X1zAmJkbOnDljbktPT5fx48fLNddcY07q9f7z58/Pd59mnSr29ddfm/bq6/63v/0tUyC5evVqadmypZlioMe2bdtW/vzzzwI/FwDkJT4+3rwPzp07V7Zs2WJGIPT9aPfu3Tker++zdevWlfbt20tBEFQAgI+ZPXu2VKxYUX766ScTYDz22GPmQ6JNmzayadMmue2220zQkJKSYo7Xb6Y6deokzZo1kw0bNsiyZcvk+PHj0qdPn1yf4z//+Y88+OCD5sNo8+bN5iR93LhxeQ6fz5o1y1y2DZ/ntE9pgKCjMq+++qqZHvXaa6/JyJEjze+V0bBhw+Spp54yx+iJf37vp9/I6XNru/WD8d5775XLly+b23Rf586dzdC+fsiuXbvWBD5Xrlwxt2tA8eGHH5pv6LZt2yZDhgyR/v37y3fffVfgftLX/80335SPPvrIzHk+cOCAaZfS9miwqEGTfshrWx555BGnRnMAICt939H34Xnz5pkgoU6dOuZ9qF27dvb354xSU1PNe62+/xeYBQDwuFmzZlnh4eHZ9sfFxVl33HGH/fott9xitWvXzn798uXLVqlSpawBAwbY9x09etTSt/f169eb66+88op12223ZXrcgwcPmmN27dqVY3vuvfdeq1u3bpn2xcbGZmrj6NGjraZNm9qvL1y40DxmRjntq1OnjjVnzpxM+7SNrVu3Npf37dtn7jNlyhSH7vf+++/bb9+2bZvZt2PHDvvv1bZt2xx/59TUVKtkyZLWDz/8kGn/gw8+aO6Xm6ioKGvy5MnZ+lOfd8+ePfZ906ZNs6pUqWIunz592ty+evVqKy/a30899VSexwCAjb6v6PuuzVdffWX26edExq1o0aJWnz59rKz0PVZvO3bsmFVQ5FQAgI9p0qSJ/XJwcLBUqFBBGjdubN+n05vUiRMn7PNjV61alWN+huY86Lf5WelIgE55ykiThnWUwxk6TUufU78Fe/jhh+379Zv7rEnOLVq0cOh+GV+fiIgI+2uh06V0pCK35MM9e/aY0YVbb7010/60tDQzylNQOr1KvxXM2BZbn5QvX95MbdMRGH2+Ll26mJEjW3sBwBWSk5PN58TGjRvNz4xy+kzQqU89evSwf44UBEEFAPiYrAnLOmUm4z7bFBrND7B9qOgUH03My8rdJ7HaFqV5IK1atcp0W9YPvIzlDAtyv7xeC82TuFrblixZItWqVct0W2hoaL5+v9zaYWvLf79I/C+devDkk0+aQE3zR1566SX59ttv5aabbirwcwFATvQLEZ3eqV9oXC1HYt++feYLqMWLF4sjCCoAwM/dcMMN8sUXX5j1FIoWzd/bviYXa15FRj/++KPTbdFvv7SW+t69e6Vfv36Ffr+sdBRDy+BqmdusNM9Cgwedg6y5Du76wNdt+PDhZiRozpw5BBUACkS/ENGR1ozBgY7K6oiojkTre+bAgQNl4sSJ5v3m5MmT5n1Q3w+7d+9uv9/MmTPNF02Olv4mqAAAPzd48GDzDb8mLD///PPmg0Y/gLQSiA51Z/2mX+k36FqNSBONtRysVjFyduqTjZ7Q6+PrtCWtQKLlDjWBXCswDR061OX3y0hP3nWq2OOPPy5///vfTclW/WZOp0Rp8rsmMGpyto5saCLjuXPnTLWosLAwiYuLE1fRD/0ZM2bI7bffboIlLSWslVj0gx8ACkLfB7WYho3t/VDfs7QSnY6KaqGNZ555Rg4fPmze63REVKc52eh7nh6r0zJz+kzID4IKAPBzetKqJ8YvvPCCqQylJ+NRUVHmxFxLveZEP3A0EBk9erSpuKRz/nV6ziuvvOJ0ex566CGTb/DGG2/Ic889Z6Y56Yn+1VaOdvR+Gem3dt988428+OKLppyrTofS6VQacCn9/SpVqmSqQOmoiJZ61ZEePd6V9PfYuXOnqVylpXr120EN/h599FGXPg8A/9ehQ4dMUytzmoqpX8rkNEJro58FBw8edKodQf+XKQ4AAByg08o0sClIcFOQkwVdC2TKlCn0DQCvxjoVAAA4SUeBtJKKTpdyBa0Tr4/3/fff0zcAfAIjFQAAOEFXwb506ZK5XLt27VynlBVEUlKSWaBQ6RQsnQMNAN6MoAIAAACAU5j+BAAAAMApBBUAAAAAnEJQAQAAAMApBBUAAAAAnEJQAQAAAMApBBUAAAAAnEJQAQAAAMApBBUAAAAAnEJQAQAAAECc8b9VJ+/3gGRQwgAAAABJRU5ErkJggg==", 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" ] @@ -209,18 +217,20 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "For gaze and eye states data, the empirical distribution of time differences is close to the expected value. However, some integer multiples of the nominal sampling rate suggest possible eye video frame drops. For IMU data, the distribution is much wider." + "## Sampling Irregularities in Practice\n", + "\n", + "For gaze and eye states streams, the distribution of inter-sample intervals is centered around the nominal rate, but some integer multiples indicate occasional dropped frames from the eye camera. For IMU streams, the distribution shows more variation." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "## Interpolating data streams\n", + "## Interpolating Data Streams to Regular Sampling\n", "\n", - "Given the presence of irregular sampling, if you want to perform analyses that assume continuous data streams, interpolation is necessary. PyNeon uses the `scipy.interpolate.interp1d` [(API reference)](https://docs.scipy.org/doc/scipy/reference/generated/scipy.interpolate.interp1d.html) function to interpolate data streams. The `interpolate()` method of `Stream` creates a new object with interpolated data.\n", + "When you need to perform analyses that assume continuous, uniformly-sampled data streams, interpolation becomes necessary. PyNeon uses `scipy.interpolate.interp1d` [(API reference)](https://docs.scipy.org/doc/scipy/reference/generated/scipy.interpolate.interp1d.html) to interpolate stream data. The `interpolate()` method creates a new `Stream` object with data sampled at regular intervals.\n", "\n", - "With the default parameters, the interpolated data will have the same start timestamp as the original data, and the sampling rate is set to the nominal sampling frequency specified by Pupil Labs (200 Hz for gaze and eye states, 110 Hz for IMU)." + "By default, interpolation generates new timestamps starting from the stream's first timestamp, with uniform spacing determined by the nominal sampling frequency specified by Pupil Labs (200 Hz for gaze and eye states, 110 Hz for IMU)." ] }, { @@ -232,14 +242,12 @@ "name": "stdout", "output_type": "stream", "text": [ - "Nominal sampling frequency of gaze: 200 Hz. Actual (after interpolation): 200.0 Hz\n", + "Nominal sampling frequency of gaze: 200 Hz. Actual (after interpolation): 200.2 Hz\n", "Only one unique time difference: [5000000]\n", "The new gaze stream is uniformly sampled: True\n", "gaze x [px] float64\n", "gaze y [px] float64\n", "worn float64\n", - "fixation id float64\n", - "blink id float64\n", "azimuth [deg] float64\n", "elevation [deg] float64\n", "dtype: object\n" @@ -267,9 +275,7 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "Note that after interpolation, the data types of the columns are preserved.\n", - "\n", - "Alternatively, one can also interpolate the gaze data to any desired timestamps by specifying the `new_ts` parameter. This is especially helpful when synchronizing different data streams. For example, we can interpolate the gaze data (~200Hz) to the timestamps of the IMU data (~110Hz)." + "Note that column data types are preserved after interpolation (float columns remain float, integer columns remain integer, etc.). You can also interpolate a stream to specific custom timestamps by providing the `new_ts` parameter. This is especially helpful when synchronizing multiple streams with different sampling rates. For example, you can interpolate gaze data (~200 Hz) to match the timestamps of IMU data (~110 Hz):" ] }, { @@ -281,16 +287,16 @@ "name": "stdout", "output_type": "stream", "text": [ - "Original gaze data length: 6091\n", - "Original IMU data length: 3459\n", - "Gaze data length after interpolating to IMU timestamps: 3459\n" + "Original gaze data length: 1048\n", + "Original IMU data length: 622\n", + "Gaze data length after interpolating to IMU timestamps: 622\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ - "D:\\GitHub\\PyNeon\\pyneon\\preprocess\\preprocess.py:66: UserWarning: new_ts contains timestamps after the data end time; These samples will be NaN.\n", + "C:\\Users\\User\\Documents\\GitHub\\PyNeon\\pyneon\\preprocess\\preprocess.py:66: UserWarning: 18 out of 622 requested timestamps are outside the data time range and will have empty data.\n", " warn(\n" ] } @@ -308,7 +314,9 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "By default, float-type data is interpolated using the `'linear'` method. We are examine its behavior by comparing interpolated data with the raw data." + "### Interpolation Details\n", + "\n", + "By default, float-type data is interpolated using linear interpolation (`kind='linear'`). Other data types use nearest-neighbor interpolation. Let's examine how linear interpolation handles the irregular gaze data:" ] }, { @@ -318,7 +326,7 @@ "outputs": [ { "data": { - "image/png": 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922+/oWTJkgXy2QzDMEz+4BZlqBomeWVgVSXrLFlpJZ3ZYgol0zy8gISQ1Za3kyQoQw0ld++UbQknB3NxnFP8444KK61aoTdbrlQ89b0limOZXha3dsrAgQNFOd2sOKevXm3lC1pEYEHKMAzD2ExKEryTDSVuS1sKJjO12mYkl1YPgy4lJf3yh6FwSwyHVlLBI6B9bvXa2K/aF2ZAb6UAhSTKBy+Dl7ujSAtW3GBxm5+E7gRmBRmmdkqKpS84wzAMwxQy4m6chBo6PJDcUd2/VoaFHgBz66gpzlI8jv46Mt1y/ZWtYnpUXwtBNX1zr+NP+qWIDofSSgEKhQKorgjHxK5+Wc53SwFoB0MfYs2pcDEtigFpLG7zC3qMorx4Dy4ZpvlYMq9t27Z477338OGHH6J06dKoUKECJk2aZDb8T7z44ovCgivPE2vWrEGjRo3g5OSEatWqYfLkyUhNTTWup/Zz587FCy+8ABcXF0yZMgW7du0Sy9evX4/AwECxbbNmzXD27Fmzfq1cuRJ16tSBo6Oj+Mzvv/8+w+P44YcfUK9ePfE5lSpVwrvvvou4uDixjj7zjTfeEPWm6bPpJR9jcnIyPvjgA/j4+IhtmzZtKtqntfr6+vrC2dlZnIeHDx/m6JwzDMMwhZv7lwzBZJdV/ijp4phxtbC3d1t8na/9nmjWLGIJjq2dZ7Zp3DmDv+0hVUPU8/HI3c6b9OtAh5UY4PAtuidPEa93te8hWVLDUZEK57N/ZGm3lDps9NfTUfb3Vli+/E+8vuAQWk7dUeRSirG4zSokSrXxWX9d2mDw2SFoSvNZ3UcOBPHvv/8uhN3hw4cxbdo0fP7559i69clT5dGjYrpo0SJEREQY5/fu3Yv+/ftj5MiROH/+PObPny9EIAlYU0hEkiA8c+YMBg0aZFw+duxYIVhpf56ennj++eeNlt3jx4/j1VdfRe/evcV2tI9PP/1U7N8aSqUSM2fOxLlz58Tx7NixQwh2onnz5sI/193dXRwDvUjQEsOHD8fBgwexbNkyhISE4JVXXkHXrl1x5coVsZ7OyZtvvinanTp1Cu3atcOXX9IwFMMwDGOvpN46JqZRHnUyrxZGxR0svAJe+wIHvfuLZvWOf4LLJ3YbtklJRIk7BvEcW7Ft3lQLe9Kv5q064tcJb+GTwa/j7ddeRL83R+F84HjRpFnoDJw/vsem3ZGAHbr4ON5M/hP+ynB8qP5bBKUVxZy5NlUoI0GQVQICAqBW22EBtJQE4CvvnO9n2f+yvs1HdwCNS7Y+jiyoEydOFO/9/f0xa9YsbN++HZ06dRLCkyB/VbLqypCVdvz48RgwYICYJ8vtF198IQSlvC/if//7n7Cayly7ZvBhoja0f4LEaMWKFbFq1SohaskK26FDByFoiRo1aggB/e233wp/YUuMGjXK+J4svSRAhwwZgjlz5kCj0cDDw0NYbE2P4ebNm0K009Tb2/B/I9G7adMmsfyrr77CjBkzhNiVhTL15cCBA6INwzAMY5+4y8Fk3o1ytJ+mb/6IU99fQYOEgyi1dgDultuJ5ONLUVmfjIeSG6rUboy8hsRzsJ9JNoZqHyAkbBcC4/bB9b93EON/AO7upaxuT64HlBO3lTJEBKMRclDaHn194dlL6zsFVCgSZX1tUp8NGjQQokGy0XJIFrbLly8LMcQUDkjcmuLl5YXIyMgMtzl9+jT2799vZqnV6XRISkpCQkKCGMInmjRpYnH74OBg43tyh6hZsyYuXLgg5mnao0cPs/YtWrQQ1lf6DJUqfVTptm3b8PXXX+PixYuIiYkR7hFp+5IWsgrT/kiwmkKuCmXKlDH2hSzPafvO4pZhGMZOSYqBp/aWeFuqhpVgMhtRqlTwe2cprs9ogyr6mzj9cy/4KO4b0ikAmL3jKip4lMjfUrgKBaq+uQj3ZjaDr3QHh34ZgqajlwktZwnKhfswOgbLNQvFIDE10z8pCLFHGyiKVsg5c81EdCHFZtMqDd3KFr6MIAFct24G+eKKOg7OBguqrdBV8tuzwN2z5mlEKF9ehbrAwA021aY2fnY2cXBwMJunC1yvt+4gT5A/K1lve/XqlW4d+dHKkLtDXnP9+nU899xzGDp0qBDbJJb37dsn3Am0Wq1VcUvHQEKZ3CDSCmZXV9c87zfDMAxT+Ei6eRxOkHBbKouauWCIc/MojW0t5sBjT2+j5ZMoo4hFQOIxDF2cgrl9G+WrwHUrVQ4R3eag7PreaBazCYfWzod7GS9UPDQJt5tNQs3mLxissCmJwOH5OOg4G2UUhjgWQkkFIRRPrbdFKWeuTeK2TZs2qF69us1pllq3bo0SJZ6Wg7MrSIhmxTXg6jYg4nT65SR0afmtQ0D1jihoSPyShdMUCiS7dOmS+N9nh0OHDokgLeLRo0fCml+7dm0xT1OyCptC82RhtWS1JXFKYpx8eGlkgFi+fLlZG3JNSHsMDRs2FMvISt2qVSuL/aS+0MNb2r4zDMMw9smDywdRkYLJlNXR3s1KMFkWoGH9aUe0WJ7yHpY6fGW0WaVKCrz/xPpZEMP6NYK64sjZwQi6uQB1TkzEbckT7spbSNkyCZ12KzHT/ySqXFmE4JQoYWmWrbbG4zKx3lKDopIz1yZxu3Nn1lJXbdiwIbv9sS/M8uNZspIqDev9Othuvc0jyIeVfHDJNYCyF5QqVQqfffaZsJaSQH355ZeFqCRXBcp6YEvAFQWt0dB/+fLl8fHHH6Ns2bLG3LtjxozBM888I3x4X3vtNRHwRX7A5D9rCRLYFIz2008/icA0EsLz5s1LdwxkqaXjqF+/vrDmklju06ePCIwjYUxi9/79+6INuWp0795dZJKg4/7uu++Eq8TmzZvZJYFhGMaOSb11QkyjSubOSDMN19Owvb9SZ3Y7Vz+xfpIv657o+gUyrP+w0Ugcub4HQcpLqK0wuGKQdXmNdjDczhsssff1HvBUUrYh821FOV/FNbRRhuCyW9MikzM3y9kSyMfRGhShzmQlP54eiAk3tCtgSPhR9gRKsUUCkOjSpQv+++8/bNmyRQhRSuc1ffp0VK5c2aZ9fvPNNyLTQuPGjXH37l2sW7dOWFdlqzBZXimDAbmxkJAmMWwtmIzEKgWhTZ06VbRfsmSJ8L81hTImUIAZiWVyoaGsEAQFjpG4JUFNfr8ksCmDg2xVpuNasGCBCCyjz6Hj/eSTT3J0PhmGYRj7DyaTMQzXSxbL4dK8XA43v4f1dXoJn2+8jFHad4UV2RQ3RRKu6cvjw9R3oCldUfjVWkL/xPo88bnaRSKYjFBItkaJmWRBWLp0qQgyS5uzlIQFWcWKGhScRJH2lCOVUkmlFfNhYWGoWrWqmZ+pzUTfBuIfWF/v4gl4+MCeoByylE6LXBHsuWJYjq8Nxu6gGwlZZugGRsN3ZOUoKjcDhik20D35Wz/xdkfPY2jfwD/Hu6RiB3MXzscfmqlW2/TXjsPQN9/JV8vtwdCHIldta+Vpi30boP0QB/V1cLbkGGiSrGuVZMeycBx73pBft5DqNVPU2SkIQJYuCjQaN24c4uPjMWzYMGGFS5v/lHmSh45eDMPYNZQDknzqaGhSxsvDCROfD8jfKGmGYTJEe/MYaAwxVO+FWlVy5/4cVKUUPBxXQq9XiEAsS9bP8Y4rUbOKIf9sfhGZxqKsVjwdSab599X/oIe2Pna2/htdqhgkoU6ScC48BiVCfoP/7X9xQlcdZV9fBt8CFrZ56pZAPpFkpaWUTRSgQ8O4lPj+yJEjGD16dN70kmEYphBjSH5+QgjbFsoz2KoZK6ZFMfk5w9g7UVcMAcMXVf7iATQ3UEkp8NM8sihsCVrup3ks2uUn5dycRLYD8rE1FbYEzcu5bN3LVzUWplD5NERgUBv49zLkoW+gDMWWc3dRlMhWlYVu3bqJ9FBUdpUKNZAvpV2n/2KybN3PorcLwxRZ5OTnhiteElV95Oo+PbR1oYCiSCU/Zxh7R3fruLEymbW8r1lG7QjHd/fgQMhFzN9zDQ/insbSlHXV4J3W1dA8sHa+D+sH5cSiXLoa7pdpAs+HxyCd/hvSsy1z73wVNnEbGhoqKlJRgBBFle/evRsvvPCCCBwit4S0+VQZhmHsGTlKmpAtJGmr+xSl5OcMY9dIEjweGYLJ4JPLlcM8KqJ5q4po2qLw+N6rZItysi0W5fTC263ZAGD9MbRP2oYztx8jsJL1KmdFWtxSIBmlTyJhS8FCVF712WefFdHoFG1/8uTJvOkpwzBMIeRp9LOED9TLjXkiU9Pkhywqyc8Zxq6Jvg3X1EdIkVQoW91ydc1cL4VbkKhzZlF2CuyF5A1j4aeMwK/7NiPw9d6wS3FLPrf9+vVLl4KJRO2oUaNgr/AwO5MWviYYQk5qTlbaQGVYuvyWsvW2qCQ/Zxh7JvX2cSF8LksVEeBbDsUCjxxYlB1d8bByN3hfX4VSl1dAp3+tSLhXZTmgLK2wlXFzc8PChQthb8jVsqjEK8OYkpCQIKbsilO8oRuEl7ujsNLq0zzvyPktaX1RSX5uq58xpRhacypcTGmeYYoCj68YqlFeUFaHb+nsl7QviqieWJR7NPARU1tFqmfLQWLaQb8fhy/dht0GlFFJVqoUdeHCBWP50uHDh6NWrVqwNyhgjipdUf5eEjFy6VemeFtsSdhSSV9yzbFULpgpPtAN4qegKNTf97SevFk0suKaWF8UrB22wCnPmKKM7rYcTFa3yARHFTQO1VoiSuOF0toIhO37G81rfwC7E7eUBqx3795o0qQJgoODxbJDhw6hXr16otrUSy+9BHuCLn4vLy+RrP/GjRsF3R2mEEHCtkKFCgXdDaagkSQ0uTZHZEuwdKukqj+0HtIrBV5mO7dSnjVXnsEfmj8wKbU/9uvrGVOeze3biAVuHsOFQnKAXg+PR2fFW4VP7lQmKxYolUio9QpKh8xE1dtrkJQyGk4OKvsStx9++CEmTJggSqWaMnHiRLHO3sQtQSVj/f392TWBMUJWfLbYMqZltq3JCwXJXrnMdhFKgm495Vn6dGck4On4OeVZ3sJW8xwSFQonfTySJAeU8zOvsspkjHebQUDITDTDGew6cRrtmzayL3EbEREhMiOkpW/fvvj2229hr5A7ApdYZRgmHWpH3G0/HRXW9UGKpETcqytQqlRZRK2fjNLhO7BfqofA/kvgVoSFrWnKM2vpzshyzSnP8t5qTueZCoRMUhss5wei67HV3Eb0t4+LQKNzUhXUqcTXaFZQlqmKG26NUDn2BGIO/wkUcnGrzE6C/r1796Zbvm/fPlGxjGEYprgRfmKDmJ5ybo5SdTqKKj+lnpssljXFOWwKCUdRRy7jKac7IyiOjOZpuXk7Jr8KhZAlnaD1BRnYVxSCDGNCDcFk51AdVcu6FnR3ihwOjfuKaf2HGxAdr7Uvyy0VbBg3bhyOHz+OZs2aGX1uV6xYgcmTJ2Pt2rVmbRmGYewZSZeCKncM4lZX7zXjcoVXICJKB8Er6gj0h+dD6hBcpANY5DKepunOyPsgUBGGjsrj2KY35AzllGfFr1CI7C5RLfao0aJ8ze2ZPHeXyKr/se72CTF9VLIuu85kA+/g15C46yNUVdzFtn2b0LHLC/Yjbt99911jvlt6WVpH0I+4TqfLjT4yDMMUWkIP/4fq0iM8ktxQr+3LZutKth8F/PM/dNNuxqELNxAcUAVFFSrjWVrzt7FIhSnTHeYgKHk2SnqUsquUZ4WxUMhH6iXG/4GuEBQKeeouIWGe5qlFuWd03Tx1l8iy/7EuBe6Pz4u3Cp+Gud6fYoGjK66X74Ta99ZBeXoJUIjFbZbdEvR6vU0vFrYMwxQHEo4uEdMzpTvBxdk8b2aJgG544FgJ7opE3Nj+M4oyqrAdqInrFhM+uCmSsFozEQMaceR+XiBbwzsoT6CW8rbxf6CiQiHKa2K5abuCcJdIa1FupQzJM3cJWVCTsCX/462asWIqZ+2g9em4fxEOkhYxUglUqFY3V/tTnCjTcqCYPhO/G3cfRKGwwklbGYZhsklKwmPUeLRbvHcJslDgRqmEvulQ8Tb4wQqER8UVTV9HSYJ2w0dGX1sLq1FTeRvND7yJkCvXc//zizlyoZCpDgssrp/jMAPt1KdRxlWTr9fFU3cJgy+2/BFy8RKy5sruEgXtf6x/4pJwRl8NdX1K5Vp/ihvl6rTHPVUFuCkScX7HUhRpcTtz5kwkJdk+3DFv3jzExsbmpF8MwzCFnis7l8AJWlxDRdR/po3FNuVaDkScwhWVFZE4vMlg5c0tyELVcuoOzFq4AAH/dhJTmrdoucoJqclQRoVaTdNLy/VQIFARCoclPXEh9HqRCDAqKpA1/PtyG1FWEWNxvaMiFYvUU3FtzktYtesINp6JwOivp6Ps762wfPmfeH3BoTy5LmQ3CNkXWzbai+IlT/yBTdvltv9xG+XpdP7Hplk7TIkPOyKm5xR+8C/PwWTZRqnE3aovire+F38FZgUBoTtRJMXt6NGjsyRWKd8tVfRiGIaxZxzO/i2mYT7PQ622kvdY44LIGv8Tbytf/g1JKbpcHppNNLNe3Y1OtD40m02uHlkPNVKhlVS42Xkh8PbudK/k1/9BtNIDtREG1R/Po9uUf/JedBcTHt0JQ9DtX62ul568uioOo/PO53Bi2WQMTv7DeE3Q2gyH7LOJwQ1CwqfqP9NZ9U0zaeSmu4Sp//E36qeWbL3wP36auSOtoJYtt1SZzEHFg9Y5oXK7N8XUTxcKPLiEuA2fQafTo8gFlFG50Q4dOohStLaQmJiY034xDMMUauLuhsI/8bS4qfq0GpBhW9+uI5F6aSEa4zx27N2O9u0756mv4159/VwrqCClalFix6fi/X7P19CuuXnQnEwJEhCDNuLBwu6ogZuYk/IpktUO+RZgZK9IulTc+70/SsG6eKD/sFSiNO46+KBCzBl87PCXcZ1pRoXcLrRB7hKvuoTAX3cn3To5k8YLjsfxTJVnkVvIQpkydHgpH5l8noT6ijAMV63CLN2LKOv6NK+0TpsI1+hL4v3DknXE94d9w7PPoUeuqKyvjNpKQ9VW14chGPXND+jao0+h+W7bpFap+lhW6NGjB0qXzjxitkqVKhZL2lLWhdmzZ+Pnn3/G0qVLceLECWE5fvTokSh5akpUVBRGjBiBdevWiUILVCFtxowZcHXlYQeGYfKO6zsXgcJSTqrroVHNWhm2VZeqiEuenVDz/iYoD88BcihuTX0dP1EvFlYyulfLvo4UPZ9bqaEurJ2OAF04HkgeqPOaeWXKtDh5B2CA+nPM1E5EdeVTC2FGopvLyWbM6b8no0FyCBIkDR50ngXfqjUttlO4eCLsvgbfL5qKr9ULhWsAYZpRgSrJ5WbKMJUC+FSam2GbbzALv23thsFdg5Cb/seTk363uP4Dh38QpLyIfze8i8r9XsTZ8GicW/UtxkCHx5IzVlwB9k3dwVXdcjRidBy7NQnGZfS780byEvRcXAtz+zYuFOc1T8StrRw9etQsq8LZs2fRqVMnvPLKK2I+ISEBXbt2FS8q+WuJPn36iKppW7duRUpKCt544w28/fbbQhQzDMPkCZKEMqH/irePqr9kU/7a8l3eBxZvQoukPTh/6RICaloWKbZAQtBXcQ/T1PNRQ/m0QITwdVQ8tdTl1NcxOeY+KoXMEO9PVh+GTp6eGbYn0XQstgxeVXyK7ZqxwheUoCHrqeqf8UbKh7gY7WsUV3Sj3LDmL4xI/gWzUvtjv74el5M14daZPah7aZYwzR4N+AhtWjzNo2yJyLBw3JNKG4WtMaOCyTWRmz6w13f/jip6y37AMs4KLdocGIDlDovwagdDbvycQA8+Pz1zHz77H1pt01p1Fi0eDsPK6f/gW+1LWK1ZLZwwlU9cFmQXDR5FyN6IET2o+irvW/zdmbyuRKEowZ3lPLe5iWeaH8pvvvkGfn5+aNPGEJgxatQoMd21a5fF7S9cuIBNmzYJkdykiSGB+E8//YRnn30W3333Hby9vfP8GBiGKX48uLQfXqnhSJAcUatdH5u2KVm9KUJL1INf4hnc2foTAmrOyrC9NYtm7KN78Nj9KbZpVkGj0KfLO6s3sdTl1Nfx6vKPUQfxuILKaPGK4fc4I2TRVE1x1yhsCeqfl+IRNjlOQLhUBldXN8c63w4Ye9wDf2v+NLou9NDWZeHxBG38Y6hXvSWEw8ESbdDq5ZGZblPO1VH878mSZipw6RoZr/7LmA83N3xgkx7eQuldH4v3B9y7oelr43AuPAZRCVqUdtagjo87VNE3EbdqNPxT7sBxd19sUP+BLj7JSF73AU7VGQ+FX/usW+olCfVCplhfDQX0ju5QJUfjVcUOPO+4FyUUKWIdpeTLKxeN4sARMWKUiHma9NcYzb+vXoEe0YGFogR3gYpbU7RaLRYvXoz333/f5io+Bw8eFG4KsrAlOnbsKNwTDh8+jBdfNET0MQxjXxT0UPa9Pb+hLI0+lWiJNhUytmaaoggeBuwYgsb3V+HE1haofnoabjebhJrNXzDrv6WKT7ddAjG+zG60vPsH2iLB4Gj5RDiaYvA9vIYXXc4iqGr3bB9jzM0zqHl7hXh/u+lE+Ds99WHMLMDIksCSkyX4KB7CJ3YdcG4dOjuqjSI4L31Di+J17bVjJIL0d3EHnvB7YwGUNgRBBelPQfXE/9oUukYCFDfRSXkcZ91a5rzQhl6PiN8HoiricF7hh4C3FkLl5oJAnzTtfBrCxas+ouY9C9/kcDju6I1rCnf44xZc9n2FHjtKwMujRNYs9anJUMem9/E1HiskqBwccabln9Bt/QwNTCrq5aWLRnEgMjbJzMffFFPrbWRswRfJKDTidvXq1Xj8+DEGDjQkCLaFu3fvoly5cmbLKOiN/H1pnTWSk5PFSyYmJuNhFYZhCg9ZrkyU26Qmwzdio+GtSbldW6ja4hXc2TkR3riH+L2fwF35AClbJqHlHhdMfKGO6L+lik9fq3+BSquDz11DeqOriioo5ahHqcRbQsxa4nPdDNx/+CYqZOJKYE1cVd/yPupAj/0OzdC6Sy+btifR1NPtIuqnpL/5yRp1Nl6Dv3M86sQfgI8iysy6+J3DPPRM/lwIOlPhUdAPM/mBqYvGSV0j9HDYKsTYtoAv0b9c+cx3IElQ7fpSiDYSeJag87u7yxs5Pnc3N36PqjHHxMhFdLfZCHBzsdpWUaoKSg3bjpszu8I39TrKI9rsYWZvdP0sWeofX9iJktAhUXJA+LN/onolC9u4eOJaGPBv6iv4XTMtX1w0igPlnowM0OiQpd8dedQowfVtFDSFJh/GwoUL0a1bt3xxJfj666/h4eFhfFWqVCnPP5NhmAKqTJTL3D68Gm5SHO5KpdGkTY8sbbv5wn0s0BqCySoqHxhv8jXijoggjS3HL2Phmm1opLiE0aoVRgsJ+beREKQh/Y8wHBXH7kcZVZJVYUu4IQGPZnfB9Ru25Zw1zZnb5N9WqJNwRKT+ulRvrM1iiAKMJrmuEjc5S9DyPqXOIbHTVExIeSuddbGcIhp7HUdhhsMs1FNcE8Ij33L5FoIgnTeTDS4a76j/E8tnpL6EiSfdbDtWnRaIDrcqbAkPRQJc9n8tMiBll8Tbp1Hh6Dfi/Ubv4QhuGpzpNnrXChiMSUIMG7v7RAhlVHjBEnHbvxXTrc7dUb1pN8C7QfqXh48QYu+r/xEjCKbIQZdyyrD8rupWlAnydUVF5UOrvzu0vKIySrQrcpZbKubg5GT5YqDALi+vrFtOKGPCtm3b8O+/hgANW6lQoQIiIyPNlqWmpooMCrTOGhScRu4PppZbFrgMU7jJqDIR+WqSvSo/hrITji0W01OlOqOrq1OW+x+ja4OP1YuhfnKDIJ2xwOE7UQTBaV0qhPRN4wFAbSKk0miv/Q7JcMTzEckIfnsnEP8AOklK5+sYff0U1Fs/Rm2E4uavnfGS+hO4JN4xujhcc3vGzNJtai2er1kGH6UhWGeRrgu+OZAM72oRtlnFdVqU1EYCGdz8SqZEoryzwqpvKFnXeqgOiNfJNUswJ7kb7ukbGq3Y9pZWzDRIR36YoXNwUV8Rs3Q9xbxN17XaEXhyTYj9prku3G5tR9UzM9Dh4VLsWhGAtq+OyFIfyXL+4HE0Gm0aAB+kYq+yCTr1H2/T9rRthYQLcNYkW7Wi2uIikHLjKCpGH0eKpIJjqxHZctGQh8/bKENw2a1pzl00ihEqjRPOPLsa3606IOZNv+XylTnmxRZop3EqeuK2UaNGIhNBgwYNzJavXLkSQ4YMyVbxhkWLFgn3gu7ds+YfFhwcLFwZjh8/jsaNG4tlO3bsgF6vR9OmTa1u5+joKF4MwxQdTCsTpc3tmpUbZHahG/zx81fQ8NF+Me/cpE+2+t9aecUobGWLpQZPs8bESU6IlxxRXhlt1sZbEYWmyotPsyD4VQQ8KoJKR6T1dSzt0xBRlZrizqKe8MU9/JL6EaLU7hbFIYkm05y5VGlK5oS+hpja/NBgIrAsiW4VHYiLJ565d8GqbyixT1dHHGtDXMACzQXc1ZdEBeXjPMvlW1iCdOSUbiTy9VCKBx7C5uvaw3BNEOmui6A2OB0bi/rXf0Xwuck4ub8GGrbokiV3iWjJCz6qMNyX3HG28ZdoVeJpud+MiIxJtOqHLfvAkjzKzEXg/uZpoLHdzcpW6BzUKNsuGjSCQMFPEc8NLNLXTkHQNqgRkpy9rLqGtSskD5tZFrdt27ZFs2bNMHnyZIwbNw7x8fEYNmwYli9fjilTrEcwWoOEKInbAQMGpCsSQX6z9Lp69aqYP3PmDNzc3ODr6yv8amvXri3ShL311lui5C+lAhs+fDh69+7NmRIYxs4wrUxEkd9yloBUkyARW26Q2UG+wX+i/REOCh1C9FXx4R4tJpW00aJp7L8cbKUwE7g0RHtZqogXtZORBEes0XyKMlJsumjkrGRB8KhYG33UUzAt+UvUU15HWUWsURyOUq3AbZRDyMotcDqgxhvxEXBTx6Ob6qjxvJIAeFe9Fpu1z2TtocHDuug2Co+/+2QoPKhu/dwGK6E+/iv6qLYahW3a82APAUGWgnTkALDc9g0N7P8dzk6/jLqx++C79S1cr7AVCREXUfHQJKuBjeQusfpJRgt/GNLOjU15B7v3RqFqZduuf/+4owiw8DBDH2Vqvc3wun5wFRXubBVvHzcYAo1amW0XDRpBqOUUg/q1i+51U5B0reslHioLsx98lsXtnDlzhIV18ODB+O+//4QrAhVMOHLkCOrWpZTmWYPcEW7evIlBgwalW0eClUS0TOvWrcWUxLAceLZkyRIhaKmCmlzEYebMmVnuB8MwhRv5xkc3wgDlTeNyEok23yCzgekNvtwTa+q/upa4F5OcpaFx6pe1SGMaoq2tuIUg5SW4OTmgvt76cCoFbNmSBYFuPBdindEbn+Cg4wiRBklmpMNqwxu6998B2lq4E8hZF3IrZ25WhcdN3yoYcbg3TuqrY4HmhzzL5VvQlHNxEIFeaTEV8bmVvkuhVMF/6FKE/dAWVVOv4d7vL0MHJdyV19MFNlpylyC26hpil76h7RktJAm1L8wQVmg5z2ya1fhYvQRXnIIydBF4uPV7lIGEnfqG6NK+fcYHmomLBo0iOLqWM7RjsgX9zwvzQ2W2siVQ4FevXr0wd+5cYW2l6mDZEbZE586drTq3T5o0Sbwygiy4XLCBYewfuTLRh0l/W8jtahjezOwGmVWs3eAfSCXFbTorKauCqpSCh+NK6PXWI43Ha/6Bt3sJ6B9Zb0MBWyrFmEz7Lou+xsorZsJW5rSuKm6iPCRHd9xJckAP5QGUVzw2+9ysWottwkbhUfaBIa3YcPVqizk1c71fBYBep4fHujdEIF1++YY6OnvgbOt5cN3+stlDIl3f7eLWY+3SPShXOxWax1cxP/ES6jg8rSJK3zu6Ruj/YnMqLZ0WigweZuh77Ic7mNA2g+9Q7D24X/5HvD1b9Q20c7NBlGbkosHYPVkWt6Ghofjf//4n3AU2b96M3bt344UXXsDIkSOFW4KDg0Pe9JRhmGKNqEwUFIW6+65bHd78psGDXB0aoxt3cvQ9TNX8bDJcD7ylXo//tM2ylCtTJaXAT/MIymTrFks/zWM4psRkGpAlrJ+ZWJ0yyjkrIsgVCozQjsCS/s2wY/lvGJKyPsfWYpuxQXgEuUlW04rlWb/yEarOeWTWGwiO2We1TV74htID21f74+ClHY1/NJONKdro+v5K86thJvRJ4zQj/3T9ByrCsuYuYfIwcyD0AebvuYYHcVqxygPx+EkzE2UUcShzaAqk4KUW89wn7J0FZ0mL43p/tO7wQo7PAWP/ZFncUiAZuSWQsKUCClQulyqC9e/fX5TAPXnyZN70lGGY4o0koXHobKPF1BK1j32K5E4vw9Ehiz9toTuBjeOAblMBv3Zi0dXT+5G8aToOOe6ARqGz6idI2DQ0rnaE47t7cCDkotkNnijrqsE7rauheWBtg69AJgFZtgynZpRz1lQcNqv2LOpQ+q6onFuLcxNjWrFC1q/skDZPb6NK7jg5ewCCo9enG4XIa99QObDRX0mp5J4ul/twRe+FU3p/PHT0RZeUrfBVRAq3mRy5Szx5mGnuDTRtYX4uHt6vi1Ib+6BFzAYcWPMzmvd8x3zbpBiojhtE95ZSvTHBt1QunQnGnsmWz22/fv3MljVv3lyIWrlcLsMwTK6j00L34GqGP1qeukj8/vssDHhzpM2VDoW62D6ZaupC2jYJJy6GwfnUL6idcg7Vaf2T6HXT3WXbH5Ju8K0qprvBpwvGyCggK7fFoX64Tem7bLEW5yo2phXL937lsOgI5UD4QfMzeir3iEDCi/UnoE6zLvnmG2oe2Jjeop+AEhib+g6WtIxD1UOGtHe56S6RzlfTrzuOX3gTjW/8gsCTE3G9TgtU8X/q5ph6dBEcdXG4qvdGQNusFU1hii9ZFrdpha0MZTGgQgwMwzB5gkqDCKkMKiEOx8r2QpNeI01WSri/4Ut43t6G3re+xJp1vuj5gm1VtRC6HbhjGHFSRJxC44hT4j3l0gxzrosaiafTWdZy/QZfkOKQDs6G9F35LiCtpBWreOpHVH+8D0dQB4FvLINTIRe2hvzBEMVGJql/x32pJJorzwsh+Z//ZPTs9Z6xfX74hmYU2Pg0WO806l/ZlG+ptBr2+waXph1ETe05hC8biKSxe+HkVEJUA0zZP0sIlaUOPTG+HjvOMrahkHJSqsROoCIOVKksOjoa7u7uBd0dhmEscOvEJlRa+xoSJQ2i3j4JHx+Dz6YRXSpuze2JSg/24pHkigvdVqBpULB1C6lej+vHNsBz0xA462KNAjYVKhz1GYjqz46A5/o3IN05ZfUGf0aqiohX1qNrvUKaejD6duai1aNoCYaUuxfgMK+ZOP+b265Ft3aGLDqF0RWBKqkZLLYS1mo+MeYQTpGUGJ7yHkLcWmPfuPb5mkJJp9Pj0pfPoJY+1KpF/5KiGmq5xEARbz1vfbJjWTiOPZ9rDz0Pbl+Fwy9t4IE47Cv3P5QO7Iqqe8egRPJ93JVK4Z8W6zG8c51c+SzG/vVatrIlMAxTdPz7cpJ/MDf3lVPid84Q0yMeXdEmrbAlVGpUfGsZbs3oiEoJF+C7sR8+2dIXg1JXYFZqf+zX1xOJxr9oXxqVbq5GyYvLUEV317CtySGpoUNwu2eB8t5FP1dmZjlniyAOFWrjetk2qPJgN3BgJqS2rWx3QSmgoiPtlCfNimP8lPoiNuuDgALI02tLYGM1x2goBm0FkmPyzV2ibMXqCGk5FYH7hqFl5FJc27IDJZQGcf1rahf4lWLDE2M7LG4Zxo6Q/fuqxR61Wmq1IPaVU6JvnkWt2APCquTR3tQdwRyFoysqDFmL2z+2QUX9HXymm4MSSi3GqZfhp9QkvJawC+02nDIGyFAxBXpvJo0UKmDHl8BbOzlXZiHFs+s4YPFudNDuwKHTZxHcoB4KG3KQoRI6/OAw17ic/Gw7qE5ipq5XnhUdyZXARhOLfn49HN2p0AEnUzthgHorqimfPHgCuC5VwIKVIfAooS7y5ZaZ/IHFLcPYCU/9+yTM0/xtsdSqrTeG3NxXbnB743fwAHBI0xTB9Q2ltq2hdPXECOXHWKQbi5KKBLGMrGYLNNONbQ7ra0Hh0xhBEUvS70DSGXxwyRe3ekfOlVkIcaneAjdcG6By3ClEbf8RaFD44j3kVGw/O/yAUop443JVHhcdydXAxnxEzikdlfo/vKrajRIKg+im1HvD1GuxVfuMXZRbZvKHDOrXWefx48f45ZdfMGHCBERFRYllJ06cQHi4oTQfwzAFc2OQngyBysEiNKUCBAStp3ZZ2Zdp4El29pUbpETfRfWI/8R77TPvZjoETTfrk3ElESmVElkOjPuRlJiX+hzaJ3+H17SfIkB7JoOfQKXBesshCYUW53aGFGCtY9bj0vVbKGyQUBzrtAodVSfTXUZytg0qSpKbRUeyihzY2KOBj5gWpGiU3TiaKi8aha0x9d6T3x45pzTD5Lq4DQkJQY0aNTB16lR89913QugS//77rxC7DMPkP/SD/yA6Dq+rtmGew49mQ6B0EyULrK03Bvkmo0Kq2XCqfEPOyr5MITF8MPQh1pwKF1NbxfG1jTPgiBSchT+C22WesJ+sUCTKayjDzbIcOCj0OKCvg2uSNzRIhTqOHsafpkEyRw/EhBvSTDGFEs9GzyNcUxVuikRc3VD4Sq6fXf09hsFQVctitg3lNVGUhK2QllOUmSL/9tD6ol5umSmkbgnvv/8+Bg4ciGnTpon0XzJUyIEqlzEMk4dYKDaQlBiPiG0/YZfjH/BRPDRrnnYI1JYbA7VxRQKWOExBWYUhoMQ8TZDt+8qx/25KIipcMuTavFFrEOraUJyhnKuj1Ryecm5aLRxwrvsaNC77tDhDOgoi/RVjOwoFUoPfA3aPRtN7yxD58COUK1M4Evxf3Pob6p3+wpAj2UrREfL0bnJtDiC9Yr2KQzHCthRlISjnFlwg/WPs3HJ79OhRvPNOmgoiAHx8fERJXoZh8giTYgM0TYqPxaGlUxAztS56RUwXwlYrqUTQVdrNJqr/ELdTW/z7yqRGYoVmEuqrwiwMpxoswbbuy9R/NyI6Ufjtyv67d6MTxXJab42bOxfCQ4rBLckTQd0G2PR5QfpT4gZpKmxNrWWUm5ayJjSoWxfwbmD9VcRSZBVHKrfuh/vKcuIh7NR/T0cZ8mIEwVauH14Hv33vi+F0rcLRajU9kYWDRweMBFUphfGOK9P9fsnQclpP7Rgm1y23jo6OIs9YWi5fvgxPT8+s7o5hGFsxKTZA0+Rva6IZDIEq91AGO9AErys2p9uMjEJ+ighM0ixFk8rPZvgRDy8fQu31vVFG+ci4rSnqJ5ZgKtsaVLV7jv139+rrWw8S0evheHSeeHvcqzd6erhk+nmkxlW7vsy35PNMAaNywIN6b8Hz9BTUDvsNCUnvw9nJKV8zgJimyyv1KARNdg+Gg0KHA05t0HjwDEAbbX1jHh3IUooyP81j0Q7gc8bksrh94YUX8Pnnn2P58uVinoI7bt68iXHjxuGll17K6u4YhrEFSYJu62QoTUSbB+IRgbK4WeddNHhuCLr93NlqqVVioHI9Ns8ejrbvzoBapU4XJR155B+U2vQunKBFEjTQSClWkrwbyrqqFIaAHttyfUqYrP7NWMZW9gUmF4EIK7k+o06tQ/mUW4iRnFGz61DbzhNZwYp6blomS9To9i4en56JSriHPRt+Q+teQ/ItAwjtc8OavzAi+Rf8m/osJjj8BWdFEo4o66PuiL/g6GLDAxmTtRRl/DDA5IW4/f777/Hyyy+jXLlySExMRJs2bYQ7QnBwMKZMmZLV3TEMkwkxjx/i9l8jEHDPkKnAFM/es+BVq5soU+mYQalVmS6PlmDXtJv4FO/CNz7EaL16xvE23tMvFuLviLIBGjvegjLR3H9Xhgyebsn3DEIykxuN7Jc7QLkZVZX30vkCD1JuxK/6Z838d2VLWOkt34HiyHe4dkfPKj5ZLtkq9sW5ae0elZMrrvv1RYPQuagWMh0J13/GqboToPBrb0xtlaMRBCsYxPJxrNb8KYTyFIdfoVHocEpfDQOTRuKHsBh0rcvitqinKGOKWfndffv2icwJcXFxaNSoETp27IiiCpffZQpjoFh01H2cXzUNdW4thjsM+VqRttiAV6Ch2ACZQzMptRp6dBN8T0wTQ6bH9P7CQltXeQMPJTeUUcSKXa5Sd0Obkb+itD4q3b7KOiSj8rYhcJNisdmtFzq//2umabnIp3HsL2uwUzNGZCuwxH+6IDwO/gh9n21ntIR9kDwHvsr7SJFU6K6cjfdfasvJ2xmrJDyOBKbXgfOTFFKn9dXQQ/sFvDxKCJcDDycHfLpwJZopz4sRg5KIN44gnJWqirbkBfvXW81sqhYml9b1jz2MPzRTjcvv6Euju/YrPIY7Kng45XtpXYaxd2LyqvwuuSCUL18eLVu2FC8Z0si3bt2Cr69v9nvNMMWRNIFij91r4cLqqah7exmCFYkZbGeh2EAGpVarPF8fw05rMFX3LZoorxiXk7AlV4MvUvtho0NPvOBSAlBa3tddxTS4bRmKdjFrsP/QAbQMbpHhoTX0lLBC84VVYUs8pzoC7eGXsCbkOUx83A2/a/4UwpZYq2+GK8nuBVI4gik67Lmtg0JfD11Ux40W2T7K7XCI00H6+xsEOFzCNsf0vq/yCEJH5XFs0zexOQOIwd0mEUs0vxtdbWj6GK54BEMWIWvuNgzDFMJsCVWqVBGW2tDQULPlkZGRqFq1am72jWGKZaCY06x6CA5fJPJ3XlNURrxLJREgldNiA3Sj3ZRQE720k5AsPX2upU1vSOWxSNcVd2OTM8xfWyH4dYSWbCGGX922vI/4pAwivVOTcXd+L3gpoqx2jwK8EhTOYn89ktZgv+NIs1RAJ3Q1jN6z+Vk4gik6CJeDtedQSRFpvM5oOkXzKyY5/I5uqiPw0EcjUXJArORkMRp/tsNMNFWcFyMdtvDoxmmscfhElIiVBy9oGqC8KdweZDgnK8MUoQpltWvXRlBQELZv3262PJseDgxTfJEkpGz+zEy8OilSEKqsihPBs1Bl/CG4INlqgFRWig3IN1pKGeaoSDUup5sy+cPKN+UMb8gKBXz6zEUCnFBfuoi9y7610i09rv/SH1XiTwursDXvBfLxdXZxxd6gOTiv94WLItm4jn5OXlXvFsFodPRcnYixBF0T/nFHEKC8ZSY0iTO6KpiW8ipeSp6I0dL7cFMkWQySpO/D345fInrle7gWfs8oms/vW4OY7xqKKc1Lsfdw47e30GXPi1ZS5T0tNkAUSGldhmGy7pZAPnZz5szBkiVL0L17d1HM4b333jOuYxjGNiLDw/Bw+QjUjj6Xbl213t9CUaOTYcYkQCon6YTkWveZFTjI7Ibs5FkZlxp+gJonv0SLsJ9wNfRVVPfzN2sTvnICqtzdJHxmd9T+HF1at7TqC0z9jwoDfkm9jt8104z7oFWmRSPEOWNLGJOGyJhEq9e0XqHEHF0PMb/f9Uvo4y1nE5FdC55L3oDwn49iod/HWHC7EuYnTYK78hpSt0zE/O0bMFBag8p46ipksfKYwpBL+bJb0wItrcswxZksi1vZOjt69GjUqlULr7/+Os6cOYPPPvssL/rHMHYXLHb35hXcWPsVGt5fg3IKCxWyFCoodk0B/Dsa7p5PfGlzCt1oKT9t/RTrFYBszV9b8/n3EXb+H1RNvohzy0fi/qt/IDI2WQhj/1v/wOecIT/t315j0ee1YeI4rPkCE+VcH+B99T8Zim4K+GFLGJMW/7ijCMikqtUhfQA89fetpsmjr5nesSQepmjgo4/Em9dGoZquPuqrDPsNVIYhUAozBqtVctGhVOJNzqXMMIWULGdLUCqVIvUXpQIjzp8/L3Lfuri44OzZs9DpMihnWUjhbAlMnkFfrwXthC+ttkxtnNRXR8OoDcLHNFP6rjQEiuViXx7PbAn3qHNW8tcqEFO6Dkq+t8+mcqD3rhxH6cWdRPaF6Sm98JzqMFbpmuN99UohLJY690Gv0T/ByYFkbcboLm+Daqn1PNkDtOOEJYyjzxkzJAnSgnaQ7pyC0orQPCNVxRCnb7FvaE2oEh9mOIKQonbFym8Hoze2yLs3fhWo+t8HKe/geImW2Oc0Eop4Q9CjJZIdy8Jx7HlOOccwRSVbAuW11WieOt0HBATg8OHD6NWrF/vcMkwGwWKahxfQFBdEoflzDoGoWiIOJWLCrPjTPgkU8+uQe3XndVqUzCAXLgnekimRNuWvJU4meyNU1x3D1GsxTL1GCPYxin9EBPqK1NZQtBlnk7DlqmJMttFpocikaIcXHmJSd3+oSlUCSlXKcAThWOhDjE8aiGuqMvjI4S+zrx5d34/hhvB44ESPVWhc1vCAyrmUGabwkWVxu3PnznTLypQpg927KfCDYRiZm5dOovTyN+BiYv2hzADXOy9CnWfaAdPrGgNPMgwUy62bpEmBg4ysV7Z8npwUPyq1F15S7kEF5WOxnITtGV1lTEgdDM8dV/HqM76ZC1KuKsbkwjV9IPSBxcpWAzs9gy71K9u0O4NPt4TuqsNIlRSi3LQlF5nb+tJo7G1QyBmJZYZhioi4NSUpKQlarXmUNg/rM8WdGxeO4/6GKWgYsx0q0nUm2s5ZSkCApzpdJa18qzufSS5cW3laVtcB8SgByvD5dBhXgVSobM/zyVXFmFy4ppt7I8eVrWgb0wpm1nx4y7kF5/JBMAxToOI2Pj4e48aNw/Lly/HwYfrynEXR55ZhciNQ7NrZw3i8aQoaxO5BZbL4UGJ3c21rqComuxvkUqBYQSBnLaAbvZ8ywricjL91FdeNGQ5szm5gci7YEsZkFxKyOSmaEFSlFDwcV0Kvt5xVgVxkxjuuRM0q43PYU4ZhClWe2w8//BA7duzA3Llz4ejoiF9++QWTJ0+Gt7c3/vjjj7zpJcMU4qpiSevG4uS0Z1Htn85oFLdb3BSvOJLLQRphm7aqWBEmbVoxa7k+ObsBU5RQSSnw0zyymlWBlvtpHot2DMPYkeV23bp1QsS2bdsWb7zxBlq1aoXq1aujcuXKIvdtnz598qanDFNIA8WcHl9BQ1wRVp0T7m1Rpst4+B8YD9wh0afPn2CxfCY304oxTKFB7QjHd/fgQMhFi/6777SuhuaBtdlFhmHsTdxGRUWhWrVqRv9amidatmyJoUOH5n4PGaaQcfHIVvhu7A9nEyNugsoND15Zgya1G4uys9gYbkXY5lGwWD5DvsSTXFdBH2V9+JbWqxRjCqR/DJNtyH+3VcUc++8yDFOExC0J27CwMPj6+ooiDuR7S6V4yaJbsmTJvOklwxSwPy1x/tAm6HZ+g3rJBoutjEgyoI+Fi8Mjw4KCChbLT3I5rRjD2Jv/LsMwRUjckivC6dOnRb7b8ePH4/nnn8esWbOQkpKCH374IW96yTAF5E8rbZ+McxGxUOz5FnW0IWK1/klqL6uBYrlYVazQkotpxRiGYRimQCuUpeXGjRs4fvy48LsNDKQSmUUPrlDGmHF1G7A4fbUsqlB0zT0ItWIP5l9VMYZhGIZhsqTXspwtIS0USEbVyYqqsGUYUySdDgmrx5iVEyBL7eEyvRD15mHUckvK4GvzJFCMK/UxDMMwTOF3S0hMTMT27dvx3HPPifkJEyYgOTnZuF6lUuGLL76AkxOn/mGKHpJej9Pbl8Hz4Ofw0T/N20pQDEnTbn0Ab19RScueA8UYhmEYptiI299//x3r1683ilvys61Tpw5KlKDqRMDFixdFrtvRo0fnXW8ZJpcDxfQ6HU5vWwz3Iz+ige6aSZUtC/60b+20/0AxhmEYhiku4pZy2FIBB1OWLl1qTAu2ePFizJ49m8UtUzQCxbZNxokLV1H6xE9oqL8hVidJDnBSpKRPPWtaeIH8ae05UIxhGIZhijg2+9xevXoV9erVM86T+4FS+XRzSgd2/vz53O8hw+RB4QVFxEk0PvYBqupvIFYqgUM+g6AuX4v9aRmGYRimuFhuHz9+bOZje//+fbP1er3ebD3DFCZStclIWvkeXExK4qZCiaOVBiOg1zg0c3MDplPJXPanZRiGYZhiIW4rVqyIs2fPombNmhbXh4SEiDYMU5jQJifh1H/zUO3MdJTFY7N1augR3KYLUKqsYQH70zIMwzBM8RG3zz77LD777DN07949XUYEyqQwefJksY5hCkOwWLJPU5xaOwe+5+chCIZRBnIoKNaFFxiGYRimGGBzEYd79+6hQYMG0Gg0GD58OGrUqCGWX7p0SWROSE1NxcmTJ1G+fHkUNbiIQ+6i0xdATXa6jBe0Ez61cU4VEJ+kRXlEiVXRcIEH4q1vy4UXGIZhGMZu9JrNllsSrQcOHMDQoUNF2V1ZEysUCnTq1Alz5swpksKWyV02nY3A5HXnUS32KCap/8Ck1P645vYMJj4fgK51vfLsc5PP/QfHJ8Firkl34QogEqVxrcZgBMVsBu6eseJPqzS33jIMwzAMU/zK70ZFRYnsCQSV3S1dujSKMmy5zT1hO3TxCUiQsEbzKeorr+G0vhp6ar8QDgFz+zbKssDNzAocH/sYZ1b/gCahs6CGTiyjCzreyQvq947BSeNgCBSLj7T+Ia7lgFFn2Z+WYRiGYYqT5dYUErOU+othTEUoWWxJWLZWhghhS9C0lTIEe/X1xfpOARVsdlHIyArc0tcJZ1Z9h1phf6AZYsy2o727JkUAdw4Z3A04UIxhGIZhig0257nNC6pUqSLcGtK+hg0bJtYnJSWJ92XKlIGrqyteeukl4ftrys2bN0Ugm7OzM8qVK4exY8cK/18mfyHrakR0krCbfqBebkwHq5MUGKNeIay5tJ7aZcUKHBGdiA/Vf8NfGS6m8dEPcfavT5H6fV0Eh81CKcRACzUk81Cxp8Fi1BEKEvNuYP3l4ZMHZ4RhGIZhmGInbo8ePYqIiAjja+vWrWL5K6+8IqZU7WzdunVYsWIFdu/ejTt37qBXr17G7XU6nRC2Wq1W+ANTieDffvtNZHVg8hdyG8ATq22gMszovqpSSMJ6S8tN22XXCnzQcTg+cFiBkoo43FT44HL1QdAgFQrR2kpVMYZhGIZhig0FKm49PT1RoUIF4+u///6Dn58f2rRpI/wpFi5ciB9++AHt27dH48aNsWjRIiFiDx06JLbfsmWLqIpGpX8pk0O3bt3wxRdfiDLAJHiZ/IP8YclqK6y0aXSmXoJYTusN7Wy3AtN2eumpVdZFkYzLem+M0A7Hrd47UCOBgsi4qhjDMAzDMIVA3JpCYpRE6qBBg4RrwvHjx5GSkoKOHZ+maKpVqxZ8fX1x8OBBMU9TKglsmqWhS5cuwuH43LlzVj+LKqlRG9MXkzMo0Kun20VhXU2bdIBcbGk5rad2WbEC03ZKhbk4nZLaF+v0zREVlwhEh9tWVYxhGIZhmGJBtgLK8oLVq1eLEr8DBw4U83fv3hU5dUuWLGnWjoQsrZPbpE0/Js/LbSzx9ddfi6ITTO6hUgCTXFdBirKcUYuMp5Nc/oVKMcZmK/BH6qViO9P9pUpKvK/+B7u19VG2pDsHizEMwzAMUzjFLbkgkFuBt7d3nn/WhAkT8P777xvnyXJbqVKlPP9cu0anhVviHaupYmm5c8w1gxU1E7FJ1t1XXU6hlu5WunVqhR71FbIVuLvBLMxVxRiGYRiGKUxuCTdu3MC2bdswePBg4zLywSVXBbLmmkLZEmid3CZt9gR5Xm5jCUdHR5EfzfTF5BC1I064tRVvrzrURMiza7Gr7T9ierb2KLFcoUvG9UunMt2VQq/DZ/o5VteTDy5ZiclazDAMwzAMU+jELQWKURovynwgQwFkDg4O2L79abQ7lfql1F/BwcFinqZnzpxBZOTTBP2UcYHEakBAQD4fRfEmPi4GNe5vFu8Tmo1GYFAbtG3bSUzrvDIRJ52bw0GhR+qqd6FLTclwX0f++AiukvVyueSDWzIlkn1pGYZhGIYpfG4Jer1eiNsBAwZArX7aHapA8eabbwr3ASoaQYJ1xIgRQtA2a9ZMtOncubMQsf369cO0adOEn+0nn3wicuOSdZbJP0I2LkAw4nFHUR512xhSuckolEr49JmLmJ+bo3rqVRz+6ws07fe5xf2c3rECQTd+FpUYzlV/B7XavY5z4TGIStCitLMGdXzcoSIfB/alZRiGYRimMIpbckcgayxlSUjL9OnToVQqRfEGynBAmRDmzHk6XK1SqUT6sKFDhwrR6+LiIkTy559bFk5M3iDp9ahw4Tfx/pZ/X3ibPKTIlPOpgsOB49D0zGdocHUObl95CRX965u1uX31LKruGSkss4fL9ETTvtPE8kCuscAwDMMwjI0oJImTgNpaqzi/oCIGlOuVUmJR5gAKsLK1ZG1BELJ3LQK390OC5Ajd6PNwK1nWqgg+M7UjApOP44JDHVT/cA+O3YwWx1lKpUWlVT1QVX8DFx0CUO2DndA4Zp4Tl2EYhmGY4kGMjXqtwC23xY3MhCuVnaXqXNVij2KS+g9MSu2Pa27PYOLzAeha1ytL+8q3YzowV0zPenZHkBVhK7snlH19LuIXtUbtlHP4aspYnNOWxyT173goeaCq6gbuoyTKvvEXC1uGYRiGYYpuQFlxgYRry6k7MGvhAgT820lMaZ6Wy+uHLj6BiOhEfKj+G/7KcDG9G50olsvtbNlXfnE79DzqJxiKanh3GZlpe+8qNbHFa4h4P1JajE/Ui+GvvINmqgvQSkoMSR6JY1HsS8swDMMwTPZgcZtPZCZcN4TcERZbyaQyF0HTVsoQ8Z7Wk7U2KyI4r7m1eabwkT3j1AQV/Rtk2p76P+1hSxzW14KLQovayqe5bJfoOuKEVNN4nAzDMAzDMFmF3RLyARJq1oRrL+UePIQHQv7ZiOH6O6jmcAdNlJeN25JH9M8OP2Cnvj4ux1fC+qXnsCTMGQ4oi2bK8+lE8F59ffFZnQIq5LmLQlzsY9S5t0ZkNkBTgzU2M8iNIiJWi3GKwdih+UDUYCBIyzZSXoUECRHRSaJdsF+ZPO0/wzAMwzD2B4vbfEAIuugkUVL2Y/USIeRI1JFw/V4zP0M7OmW9ckIKuqmOoRuOAVdX4QUqQ+uoQCrUxn1RWdox6hXYow3MN3F4dv18NFMk4JbCG3Va97JpG/IPJnwV943ClqD3VHmMxP8efX1jO4ZhGIZhmKzAbgn5gCzUSLjVVN42ijq5VO0tfVls0AVhVuoLuKn3hE4yt7jSfLi+DP5KbYsQRU3ESM5QKyQ4KVKM+xJlaZUGcWj6mXmFXqeD16U/xPuImv2gVKls2o4C30jkkxAnQW6KLNBpvaEdwzAMwzBM1mBxmw+YCzpFOkEXBXe8mzISFzSB8FXeh0ph7m9K8z7KhzhcohVi+2xAYPLPOKf3tSiC80scntm7GpWl24iTSiDg2aE2b0cZHXq6XRRCnAS5KbJAp/XUjmEYhmEYJquwuM0HzAWdZFnQuV7AFPfV0KcRrDK0fJLrKjQT+7qEOsqbFkVwXotD8h8+GPoQyfsMxTTOlnseru6lbN5epYA4jsyOk9oxDMMwDMNkFRa3+YBtgu5flEy5JzIPWIKWl0yJhEqvzXBf5Mc70fmfPBGHcvqxfxZORVDqMeHvOzWqddayM+i0KKmNzPQ4qR3DMAzDMExW4YCy/OCJoENGgi71ATBoC5AcA50k4Vx4DKIStCjtrEEdH3eoyEHXxVM46ma0L2rmGn0VuuR4qJxcc+0Q5PRjlM1gvONfYlksSuBUfCmxfG7fRumKTFhE7Qi8vROIf5DxcVI7hmEYhmGYLMLld/Or/G707cwFnYdPjvblFhsKrz1j4aRIxWHPl9F02EKbu5dRtTNaRxZbysLQWXkEP2t+NG7XXztOpB+r4OGEfePaF+oywQzDMAzDFF24/G5hw6OieFFOgUCfvNpXGxzXKtD48Cg0vf8PDv9dA01fG5fp7jIr+Xvg/HUExu7BBw7H0EN5wLhdQaQfYxiGYRiGyQgWt3ZG425v4OC9Kwi+PhtNzn+NkJ1+iPdtZ9Eim9bdYJ7mabWzwdE+2P3XepRxPo0g7Wm00qSk+ywRDMe5aRmGYRiGKUSwuLVDmvX/EkdmhCIoehOq7BqOL1P64i31hnQWWdPKae2UJ82qnR11Gm7YGWlaBXBdXw7OimSUQYxZlgZT6y3npmUYhmEYpqBhn9v88rnNZ/47GQbPVb3RVHkRyZIajopUnNZXQ0/tF1BCwrdtneB47xQeXDmM+spQBCqumVUMI07pq2GLrgnqtO+NLQdPYEbql1Y/b5TDp/h+whj2uWUYhmEYJk9gn9tiDFlkp2y6hiTtKGzUjEcF5WOjRXaTZhwqKe7D+VByplfAD6mvCHeDGaVrYrLbZ9BHKSym8Hqam3ZMnh0TwzAMwzCMLXCeWzuEArsowOsR3PAYbiL3rQyV/yX3gjjJCaeUAfg59Vnc0JdLV+3MtBRueRcl56ZlGIZhGKZIwJZbO0QO7KJAr1rKW+nWj9e+ieX6dvj+1YY4v3EZ3k7ZYDVYjKqdPVO9O+emZRiGYRimSMDi1g4xBHZJwvJKFlgSqjI0/7p6J5Zp26OCu5Oh2pkt7ga5mcqMYRiGYRgmj2C3BDuE0n2RxZV8bE2FrdEiqzRYZIN8XdndgGEYhmEYu4Itt3aISgHbLLIOY9jdgGEYhmEYu4LFrT2i0wqLLGyxyLK7AcMwDMMwdgSLW3uELK1skWUYhmEYphjC4pZCr57kyqLkwHaDwh1wNSQ4rlILqPJkcbxpG3s6XoZhGIZh7BpZp2VWf4zFLYDY2FgxrVSpUkF3hWEYhmEYhslEt1GlMmtw+V0KsNLrcefOHbi5uUFBQ/aM1ScmegC4deuW3ZQpLkrw+S84+NwXLHz+Cw4+9wULn39zSLKSsPX29oZSaT3hF1tuKcBKqUTFihULuhtFBvqC8Zes4ODzX3DwuS9Y+PwXHHzuCxY+/0/JyGIrw3luGYZhGIZhGLuBxS3DMAzDMAxjN7C4ZWzG0dEREydOFFMm/+HzX3DwuS9Y+PwXHHzuCxY+/9mDA8oYhmEYhmEYu4EttwzDMAzDMIzdwOKWYRiGYRiGsRtY3DIMwzAMwzB2A4tbhmEYhmEYxm5gcctY5JtvvhHV2kaNGmW1zW+//SbamL6cnJzytZ/2wqRJk9Kdy1q1amW4zYoVK0QbOuf16tXDhg0b8q2/xfnc83Wf+4SHh6Nv374oU6YMSpQoIa7nY8eOZbjNrl270KhRIxFFXr16dfF/YfL+3NN5T3v90+vu3bv52m97oEqVKhbP5bBhw6xuw7/7tsEVyph0HD16FPPnz0dgYGCmbaliyqVLl4zzXL44+9SpUwfbtm0zzqvV1r+eBw4cwOuvv46vv/4azz33HJYuXYqePXvixIkTqFu3bj71uHiee4Kv+9zj0aNHaNGiBdq1a4eNGzfC09MTV65cQalSpaxuExYWhu7du2PIkCFYsmQJtm/fjsGDB8PLywtdunTJ1/4Xt3MvQ9e/acWscuXK5XFv7fNeq9PpjPNnz55Fp06d8Morr1hsz7/7tsPiljEjLi4Offr0wYIFC/Dll19m2p5u6hUqVMiXvtk7JKhsPZczZsxA165dMXbsWDH/xRdfYOvWrZg1axbmzZuXxz0t3uee4Os+95g6dSoqVaqERYsWGZdVrVo1w23oGqc233//vZivXbs29u3bh+nTp7O4zeNzbypmS5YsmYe9s3/oYSLtiKmfnx/atGljsT3/7tsOuyUwZtBwCFlEOnbsaLMYrly5sviB7NGjB86dO5fnfbRXyGLi7e2NatWqiQeMmzdvWm178ODBdP8juqnTciZvzz3B133usXbtWjRp0kRYq0gwNWzYUDxcZwRf/wV37mUaNGggLOVkady/f3+e99Xe0Wq1WLx4MQYNGmR1JIive9thccsYWbZsmRjeoCEPW6hZsyZ+/fVXrFmzRnwp9Xo9mjdvjtu3b+d5X+2Npk2bCp/BTZs2Ye7cuWLYtVWrVoiNjbXYnvzbypcvb7aM5tnvLe/PPV/3ucu1a9fEeff398fmzZsxdOhQvPfee/j999+tbmPt+o+JiUFiYmI+9Lr4nnsStGQlXLlypXjRA17btm3FvYPJPqtXr8bjx48xcOBAq234dz8LUIUyhrl586ZUrlw56fTp08Zlbdq0kUaOHGnzPrRareTn5yd98sknedTL4sOjR48kd3d36ZdffrG43sHBQVq6dKnZstmzZ4v/IZO35z4tfN3nDLqWg4ODzZaNGDFCatasmdVt/P39pa+++sps2fr166nappSQkJBnfbU3snPuLdG6dWupb9++udy74kXnzp2l5557LsM2/LtvO2y5ZQTHjx9HZGSkiD4m/0N67d69GzNnzhTvTZ3ereHg4CCGta5evZovfbZnyJetRo0aVs8l+Xveu3fPbBnNsx9o3p/7tPB1nzPIEhgQEGC2jHxoM3INsXb9U4ATRfwzeXfuLREUFMTXfw64ceOGCGiloMiM4N9922Fxywg6dOiAM2fO4NSpU8YX+WKR/yG9V6lUme6DBDDtg34wmZxBPp2hoaFWz2VwcLCIEDeFAgtoOZO35z4tfN3nDIrWN808QVy+fFn4NFuDr/+CO/eWoHsEX//ZhwL6yOeZ4l0ygq/7LJAFKy9TzEjrltCvXz9p/PjxxvnJkydLmzdvlkJDQ6Xjx49LvXv3lpycnKRz584VUI+LLmPGjJF27dolhYWFSfv375c6duwolS1bVoqMjLR47qmNWq2WvvvuO+nChQvSxIkTxZDVmTNnCvAoise55+s+dzly5Ii4lqdMmSJduXJFWrJkieTs7CwtXrzY2IbOP/0fZK5duybajB07Vlz/NDSrUqmkTZs2FdBRFJ9zP336dGn16tWiPf3e0D1CqVRK27ZtK6CjKNrodDrJ19dXGjduXLp1/LuffVjcMjaLW5ofMGCAcX7UqFHiS6nRaKTy5ctLzz77rHTixIkC6m3R5rXXXpO8vLzEufTx8RHzV69etXruieXLl0s1atQQ29SpU0f4HDJ5f+75us991q1bJ9WtW1dydHSUatWqJf38889m6+n80//BlJ07d0oNGjQQ/4dq1apJixYtyudeF89zP3XqVOFjTg90pUuXltq2bSvt2LGjAHpuH9CDMtkZL126lG4d/+5nHwX9yYqll2EYhmEYhmEKK+xzyzAMwzAMw9gNLG4ZhmEYhmEYu4HFLcMwDMMwDGM3sLhlGIZhGIZh7AYWtwzDMAzDMIzdwOKWYRiGYRiGsRtY3DIMwzAMwzB2A4tbhmGYTBg4cCB69uxZ0N0o9LRt2xYKhUK8qCRrbrBr1y7jPvl/UHTZs2cPnn/+eXh7e4v/5erVq7O8j82bN6NZs2Zwc3ODp6cnXnrpJVy/fj3bffr333/RuXNnlClTxuZr1vQaN32Zls6dNGkSatWqBRcXF5QqVQodO3bE4cOHjeupz2+++SaqVq2KEiVKwM/PDxMnToRWqzX7LCpD8N1336FGjRpwdHSEj48PpkyZYtb/Tp06iXPh7u4uyvDSOcrJeR8yZIho9+OPP5otP3HihPiskiVLivP19ttvi1LlWcGWvtA+hw8fjooVK4pzExAQgHnz5iGrsLhlGKZYY+lGZfqiG9WMGTPw22+/FWg/i4rAfuuttxAREYG6devmyv6aN28u9vfqq6/myv6YgiE+Ph7169fH7Nmzs7V9WFgYevTogfbt2wsRSiLuwYMH6NWrl9Vt6LtL35uM+tSyZUtMnTrV5n6QoKTrUX6dPXsWKpUKr7zyirENidFZs2bhzJkz2LdvH6pUqSJE9P3798X6ixcvQq/XY/78+Th37hymT58uBNxHH31k9lkjR47EL7/8IgQubbN27VoEBQWZiUUSnBs2bMDx48fRrl07IR5PnjyZrfO+atUqHDp0SIhPU+7cuSMEevXq1YVI37Rpk+h3RufWErb05f333xf7X7x4MS5cuIBRo0YJsUvHniVyUN2MYRimyBMREWF8/fjjj5K7u7vZstjYWKkwQGU4e/ToIRWlkt3F7fgZ2yDpsWrVKrNlSUlJ0pgxYyRvb2/J2dlZCgoKEiWWZVasWCGp1WpJp9MZl61du1ZSKBSSVqu1+DkTJ05MV77WEmFhYaJPJ0+ezPKxTJ8+XXJzc5Pi4uKstomOjhb737Ztm9U206ZNk6pWrWqcP3/+vDjeixcvZqk/AQEB0uTJk20+7zK3b98W5cfPnj0rVa5cWRyXzPz586Vy5cqZnfuQkBCxvytXrhiXnTlzRuratavk4uIi2vft21e6f/9+lvpCJYU///xzs2WNGjWSPv74YykrsOWWYZhiTYUKFYwvDw8PYa01Xebq6prOakpDkyNGjBBWBRp2LF++PBYsWCAsE2+88YYYNiUrx8aNG80+i6w83bp1E/ukbfr16yesTzL//PMP6tWrJ4bjaOiPrCW0T7JA/f7771izZo3RokzD9cS4ceOEpcjZ2RnVqlXDp59+ipSUFOM+adsGDRrg119/ha+vr/jsd999FzqdDtOmTRPHWK5cObPhToI+Y+7cuaK/1B/aN/Uvu24F27dvR5MmTUQ/yRp76dIlY5vTp08LqxOdNxpebdy4MY4dO5blz2KKLmSdO3jwIJYtW4aQkBBhCe3atSuuXLki1tM1oVQqsWjRInHtRkdH488//xTfEQcHhwLr98KFC9G7d2/hgmAJcjX4+eefxW8LWS2tQcdTunRp4/y6devEd+6///4T7gtk/R08eDCioqKs7oOswbGxsWb7sQXajn6Lxo4dizp16qRbn5ycDI1GI86/DP0mEGSZJh4/fiys6g0bNhTfXbK+3rt3L8sjLvTbQFba8PBw4Zaxc+dOXL58WVi+swKLW4ZhmGxAYrNs2bI4cuSIELpDhw4VN2T6cSb/NPoxphtGQkKCTT/+NMT5+uuvY9CgQWI4jkQhDbnSD/wHH3wg2tHNXh4Opc8hSBCSy8T58+eF+wSJbBrmNCU0NFQIbfrMv/76S9yQyUfw9u3b2L17txiW/eSTT8z8AgkSyuTXSOKzT58+4iZOfcsOH3/8Mb7//ntx7Gq1WhynDO2bfOyOHj0qhlfHjx9foIKFyV9u3rwpROuKFSvQqlUr4YNK1zy5DNByggTeli1bxNA9+Z+S7yddv8uXLy+wftN3nx5YSXSmhUQpPUg6OTmJ7+PWrVvF74Ulrl69ip9++gnvvPOOcdm1a9dw48YNcU7++OMP8R2n78bLL79stT/kvkA+q69mUVDS95++k++9957F9fS7dffuXXz77bdCrD969Eh8Rwn6LSLIDYN+27766ivhb0zv6YFaFqe2QueB/Gzp94AENf3mkRtD69ats3RM7JbAMAzzhEWLFkkeHh6ZDonT8HvLli2N86mpqWIorl+/fsZl5NJAP7EHDx4U81988YXUuXNns/3eunVLtLl06ZJ0/Phx8f769es5Gpb/9ttvpcaNG5sNzdIwb0xMjHFZly5dpCpVqpgNM9asWVP6+uuvjfPUlyFDhpjtu2nTptLQoUOz5JZAQ8tph2TXr18vliUmJop5Gtb97bffMjwudkuwH9IOSf/3339iGX2HTF80LP/qq68av0/+/v7S2LFjpRMnTki7d+8W11uHDh0kvV4v2uzZs8dsewcHB7EP02WLFy/ONbeEt99+W6pXr57FdeSmQEP29P0fNGiQ+L7du3fPojuAn5+f9Oabb5otf+utt4y/DTLyb4QlV4UlS5aI7/nWrVut9teSK8CxY8ek8uXLS+Hh4cZlad0S5P1TO5VKJWk0GumDDz4Q8998841Y//LLL4vznfZ/SJ+5YcMGm/oi/37VqFFDuJycPn1a+umnnyRXV9cMj8sS6qxJYYZhGIYIDAw0vqeAEnIjIJcCGXI7ICIjI8WUrJ9kxSBrTlrIskqW3g4dOoh9dOnSRcyTlYbcHjLi77//xsyZM8U+yGqTmpoqhvZNoSFNsvCa9o36bDrMSMvkvspQ9HXa+exmQTA9X15eXmJKn0euEhREQtYveZiZLOBkvWOKB3Td0vVIlkmamiJ/X8h6R0P75EojQ0FHlSpVEiMOlEWB3F5Mr0/6XtDwtmnAmPy9zCnkLkQuFJ9//rnF9eSmQK5J9KK++fv7ixGTCRMmmAVqkTsOjcKQ64Ip9B0hayq5HMnUrl3baOmuWbOmcTn1g74/ZOWl709W2Lt3r/F7KENuH2PGjBEZE+RsFP/73//Ei0ab6NjI1eiHH34QrhPy/5CC2SwF58nf98xITEwUlnkKbJOzT9DvBv1PySqdlWNjccswDJMN0g6b04+96TKal/3ZbPnxp5s6DV0eOHBADL/S8BwN5dONm4ZkLUE+ijSkP3nyZCGI6eZPNzoa/s9KX+Vlcl/zgozODfkF041z/fr1wn2C0iLRcbz44ot51h+m8EBD2CSoSGSRW4IlyL3H9GGMkIWwfB2RHyiJSRnyPY2JiTFblluQkCRf1L59+9rUnvpI7WVIdJOwJV9icr1Ie2wtWrQQD6r00Co/6MnD+5UrVza2IzcjcvGh74tpOjJbIdeptKKRfktoOcUPpEV+OCCXA3K5oGwNRKNGjbBy5UrxIE2iPDtQrAC9LP2fs/rbxOKWYRgmH7Dlx59EH93U6PXZZ5+JmxhZMciySf5nJABMISFMbUgEy5CfXm5BaYH69+9vNk9CJC8gCxW9Ro8eLXyP6YbP4tZ+oIc78i01Te1FFjkSoPR/p4c0utbowYyuMUqbRUGIZLkj0UYv8l0lSyldHxQ4RVY+uv6ze01ScBZZQcmCSshBjnIwKUF9ovyyX3/9tdm2ZIWlIFMasUlr0aXgzBdeeEE8tFLAKFmdSczK6cLoPQWlUt/JIimnCJM/myDBSb8ZJFzJgkribtiwYUJMytbcpUuXYsCAAcLXvmnTpsIvVhb5Hh4emZ53stZS/9MeAz2IUj9MrcPkU0sWZrKk00M4BZ998803wveZoL6Rvz/9bz788EOxf/pcEt2UzowEamZ9oRGnNm3aiH3TMdD5oZgA8jkmK3FW4IAyhmGYfIB+/OlmSj/+FDhFFhnK1UnWERKtZKGlYAwKuKIbLuXTpJuePBRJopiiyOkGTDdMsnDQUCe1pRsI7Y+GYUkM56Z1iiw0ZDEiayoF0FBUe25CQ5G0TwqgI2G+f/9+cX7k42bsA7quSYTKQpQe2Og9PcQR9DBDQpKGw0lUkXCk60AeLqegJhJzlPiftqNAIwosoyBJOXI/q1BUPu1LtnhSwCTNmxYNoO+XHDQlQ99ByhJAhRjSQiKOctJSICaJUBqtefjwoRj+lzMRkDgkkUfinQKnSATLLxmyXlLGBApCo2Aq6iN9J+i7LkOuDGTdpd8W032MHDnS5vNuK/TdJ2FNblP0uZSj1zQAjXLj0neXfsvIpYraUTYZEr+yJdaWvtDxPfPMM+JhhwLLSEDTwwIVl8gSWfLQZRiGsWOyElCWNnDKUhBG2qCJy5cvSy+++KJUsmRJqUSJElKtWrWkUaNGiYAYymtJgV6enp6So6OjCKqgYAqZyMhIqVOnTiK4gvYr5wClAJsyZcqI5a+99prog+kxUEBZ/fr1MzweS8dEnzF79mzxmdQfCoj5+++/Mzx/GQWUPXr0yLiMAndoGQXyJCcnS71795YqVaokAlUoz+nw4cONwWYZ9ZlhGMYSCvqTNTnMMAzD2DvkIkFW4KxURaOhVsqpm7Z0Z25AuYYpnVp2yrYyDFO8YLcEhmEYJteYM2eO8Muj0qO5AQ3n0v6WLFmSK/tjGMb+4YAyhmEYJlcgAUo+tIRpaqGcYJreyVIaNYZhmLSwWwLDMAzDMAxjN7BbAsMwDMMwDGM3sLhlGIZhGIZh7AYWtwzDMAzDMIzdwOKWYRiGYRiGsRtY3DIMwzAMwzB2A4tbhmEYhmEYxm5gccswDMMwDMPYDSxuGYZhGIZhGLuBxS3DMAzDMAwDe+H/9gJDlcz9DBAAAAAASUVORK5CYII=", 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", 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" ] @@ -347,13 +355,19 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "## Concatenating different streams\n", + "## Concatenating Multiple Streams\n", + "\n", + "Often you want to combine multiple streams into a single DataFrame for joint analysis (e.g., [epoching](pupil_size_and_epoching.ipynb)). The `concat_streams()` method of `Recording` handles this by:\n", "\n", - "There might be cases where you want to concatenate different streams into a single one to facilitate further analysis (e.g., [epoching](pupil_size_and_epoching.ipynb)). This is possible by interpolating the streams' data to common timestamps and concatenating them into a single DataFrame.\n", + "1. Interpolating all specified streams to common timestamps\n", + "2. Combining them into a single `Stream` object with all columns\n", "\n", - "The method `concat_streams()` of `Recording` provides such functionality. It takes a list of stream names and interpolate them to common timestamps, defined by the latest start and earliest end timestamps of the streams. The new sampling frequency can either be directly specified or taken from the lowest/highest sampling frequency of the streams.\n", + "The common timestamps are defined by:\n", + "- **Start**: The latest (most recent) first timestamp across all streams\n", + "- **End**: The earliest (soonest) last timestamp across all streams\n", + "- **Sampling rate**: Configurable (defaults to the lowest nominal rate among the streams)\n", "\n", - "In the following example, we concatenate the gaze, eye states, and IMU streams into a single DataFrame using the default parameters." + "This ensures all original data is preserved while maintaining temporal alignment." ] }, { @@ -369,71 +383,95 @@ "\tgaze\n", "\teye_states\n", "\timu\n", - "Using lowest sampling rate: 110 Hz (['imu'])\n", - "Using latest start timestamp: 1732621490607650343 (['imu'])\n", - "Using earliest last timestamp: 1732621520979070343 (['gaze' 'eye_states'])\n", - " gaze x [px] gaze y [px] worn fixation id blink id \\\n", - "timestamp [ns] \n", - "1732621490607650343 705.518840 554.991000 1 1 \n", - "1732621490616741252 704.882473 553.793142 1 1 \n", - "1732621490625832161 707.703762 556.712119 1 1 \n", - "1732621490634923070 711.389933 553.846792 1 1 \n", - "1732621490644013979 709.281792 555.543786 1 1 \n", + "Using lowest sampling rate: 110 Hz (\n", + "['imu']\n", + "Length: 1, dtype: str)\n", + "Using latest start timestamp: 1766074431275967547 (\n", + "['gaze', 'eye_states']\n", + "Length: 2, dtype: str)\n", + "Using earliest last timestamp: 1766074436535834547 (\n", + "['gaze', 'eye_states']\n", + "Length: 2, dtype: str)\n", + " gaze x [px] gaze y [px] worn azimuth [deg] \\\n", + "timestamp [ns] \n", + "1766074431275967547 731.885864 503.253845 -1 -4.384848 \n", + "1766074431285058456 735.780922 499.996515 -1 -4.134103 \n", + "1766074431294149365 735.862011 502.149531 -1 -4.128883 \n", + "1766074431303240274 737.018387 503.200361 -1 -4.054441 \n", + "1766074431312331183 739.273033 502.726029 -1 -3.909299 \n", "\n", - " azimuth [deg] elevation [deg] pupil diameter left [mm] \\\n", - "timestamp [ns] \n", - "1732621490607650343 -7.085339 3.473196 3.346414 \n", - "1732621490616741252 -7.126717 3.550039 3.363306 \n", - "1732621490625832161 -6.944035 3.363050 3.368352 \n", - "1732621490634923070 -6.707335 3.547818 3.365432 \n", - "1732621490644013979 -6.842681 3.438366 3.374732 \n", + " elevation [deg] pupil diameter left [mm] \\\n", + "timestamp [ns] \n", + "1766074431275967547 6.207878 4.582340 \n", + "1766074431285058456 6.416890 4.536907 \n", + "1766074431294149365 6.278738 4.528555 \n", + "1766074431303240274 6.211310 4.611737 \n", + "1766074431312331183 6.241746 4.558960 \n", "\n", - " pupil diameter right [mm] eyeball center left x [mm] \\\n", - "timestamp [ns] \n", - "1732621490607650343 3.360563 -32.282935 \n", - "1732621490616741252 3.359459 -32.249418 \n", - "1732621490625832161 3.350918 -32.216782 \n", - "1732621490634923070 3.361014 -32.249156 \n", - "1732621490644013979 3.365781 -32.234158 \n", + " eyeball center left x [mm] eyeball center left y [mm] \\\n", + "timestamp [ns] \n", + "1766074431275967547 -30.562500 14.062500 \n", + "1766074431285058456 -30.448863 14.085226 \n", + "1766074431294149365 -30.534090 14.082387 \n", + "1766074431303240274 -30.613637 14.096591 \n", + "1766074431312331183 -30.596600 14.073850 \n", "\n", - " ... acceleration x [g] acceleration y [g] \\\n", - "timestamp [ns] ... \n", - "1732621490607650343 ... -0.067383 -0.340820 \n", - "1732621490616741252 ... -0.062619 -0.315917 \n", - "1732621490625832161 ... -0.052682 -0.329993 \n", - "1732621490634923070 ... -0.058795 -0.334090 \n", - "1732621490644013979 ... -0.060815 -0.322199 \n", + " eyeball center left z [mm] optical axis left x ... \\\n", + "timestamp [ns] ... \n", + "1766074431275967547 -32.062500 -0.098742 ... \n", + "1766074431285058456 -32.056819 -0.100264 ... \n", + "1766074431294149365 -32.058237 -0.091252 ... \n", + "1766074431303240274 -32.144887 -0.097646 ... \n", + "1766074431312331183 -32.011375 -0.082156 ... \n", "\n", - " acceleration z [g] roll [deg] pitch [deg] yaw [deg] \\\n", - "timestamp [ns] \n", - "1732621490607650343 0.932129 1.923968 -20.230545 132.920122 \n", - "1732621490616741252 0.925714 1.923949 -20.227639 132.924402 \n", - "1732621490625832161 0.924432 1.920479 -20.228228 132.927574 \n", - "1732621490634923070 0.931812 1.916587 -20.228839 132.931756 \n", - "1732621490644013979 0.925476 1.916104 -20.227092 132.937429 \n", + " gyro x [deg/s] gyro y [deg/s] gyro z [deg/s] \\\n", + "timestamp [ns] \n", + "1766074431275967547 0.270761 -3.295624 1.393119 \n", + "1766074431285058456 -0.352645 -3.417501 1.581498 \n", + "1766074431294149365 -0.661864 -3.321655 1.665359 \n", + "1766074431303240274 -1.197607 -3.654104 1.829147 \n", + "1766074431312331183 -1.479553 -3.961838 1.829147 \n", "\n", - " quaternion w quaternion x quaternion y quaternion z \n", - "timestamp [ns] \n", - "1732621490607650343 0.395828 -0.085287 -0.154390 0.901227 \n", - "1732621490616741252 0.395796 -0.085271 -0.154370 0.901246 \n", - "1732621490625832161 0.395766 -0.085242 -0.154389 0.901258 \n", - "1732621490634923070 0.395728 -0.085207 -0.154411 0.901275 \n", - "1732621490644013979 0.395683 -0.085190 -0.154403 0.901297 \n", + " acceleration x [g] acceleration y [g] \\\n", + "timestamp [ns] \n", + "1766074431275967547 -0.033417 0.028384 \n", + "1766074431285058456 -0.046604 0.024029 \n", + "1766074431294149365 -0.029812 0.024873 \n", + "1766074431303240274 -0.033384 0.013343 \n", + "1766074431312331183 -0.034372 0.017812 \n", "\n", - "[5 rows x 34 columns]\n", - "Index(['gaze x [px]', 'gaze y [px]', 'worn', 'fixation id', 'blink id',\n", - " 'azimuth [deg]', 'elevation [deg]', 'pupil diameter left [mm]',\n", - " 'pupil diameter right [mm]', 'eyeball center left x [mm]',\n", - " 'eyeball center left y [mm]', 'eyeball center left z [mm]',\n", - " 'eyeball center right x [mm]', 'eyeball center right y [mm]',\n", - " 'eyeball center right z [mm]', 'optical axis left x',\n", - " 'optical axis left y', 'optical axis left z', 'optical axis right x',\n", - " 'optical axis right y', 'optical axis right z', 'gyro x [deg/s]',\n", - " 'gyro y [deg/s]', 'gyro z [deg/s]', 'acceleration x [g]',\n", - " 'acceleration y [g]', 'acceleration z [g]', 'roll [deg]', 'pitch [deg]',\n", - " 'yaw [deg]', 'quaternion w', 'quaternion x', 'quaternion y',\n", - " 'quaternion z'],\n", - " dtype='object')\n" + " acceleration z [g] quaternion w quaternion x \\\n", + "timestamp [ns] \n", + "1766074431275967547 1.012492 0.130887 -0.010311 \n", + "1766074431285058456 1.014113 0.131004 -0.010321 \n", + "1766074431294149365 1.006813 0.131136 -0.010400 \n", + "1766074431303240274 1.016316 0.131278 -0.010472 \n", + "1766074431312331183 1.007866 0.131435 -0.010574 \n", + "\n", + " quaternion y quaternion z \n", + "timestamp [ns] \n", + "1766074431275967547 -0.010332 -0.991290 \n", + "1766074431285058456 -0.010347 -0.991274 \n", + "1766074431294149365 -0.010343 -0.991256 \n", + "1766074431303240274 -0.010282 -0.991237 \n", + "1766074431312331183 -0.010180 -0.991216 \n", + "\n", + "[5 rows x 35 columns]\n", + "Index(['gaze x [px]', 'gaze y [px]', 'worn', 'azimuth [deg]',\n", + " 'elevation [deg]', 'pupil diameter left [mm]',\n", + " 'eyeball center left x [mm]', 'eyeball center left y [mm]',\n", + " 'eyeball center left z [mm]', 'optical axis left x',\n", + " 'optical axis left y', 'optical axis left z',\n", + " 'pupil diameter right [mm]', 'eyeball center right x [mm]',\n", + " 'eyeball center right y [mm]', 'eyeball center right z [mm]',\n", + " 'optical axis right x', 'optical axis right y', 'optical axis right z',\n", + " 'eyelid angle top left [rad]', 'eyelid angle bottom left [rad]',\n", + " 'eyelid aperture left [mm]', 'eyelid angle top right [rad]',\n", + " 'eyelid angle bottom right [rad]', 'eyelid aperture right [mm]',\n", + " 'gyro x [deg/s]', 'gyro y [deg/s]', 'gyro z [deg/s]',\n", + " 'acceleration x [g]', 'acceleration y [g]', 'acceleration z [g]',\n", + " 'quaternion w', 'quaternion x', 'quaternion y', 'quaternion z'],\n", + " dtype='str')\n" ] } ], @@ -447,7 +485,7 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "We show an exemplary sampling of eye, imu and concatenated data below. It can be seen that the concatenated data is regularly sampled at the nominal sampling rate of IMU." + "The visualization below shows how the concatenated stream has uniform sampling (matching the IMU's nominal rate) compared to the original streams' irregular sampling patterns. Notice how all three streams now have the same temporal resolution:" ] }, { @@ -457,7 +495,7 @@ "outputs": [ { "data": { - "image/png": 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", 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" ] @@ -467,6 +505,10 @@ } ], "source": [ + "# Extract a time window from the middle of the recording to highlight sampling differences\n", + "gaze_middle = gaze.crop(tmin=3.0, tmax=3.3, by=\"time\")\n", + "eye_states_middle = eye_states.restrict(gaze_middle)\n", + "imu_middle = imu.restrict(gaze_middle)\n", "concat_stream_middle = concat_stream.restrict(gaze_middle)\n", "plot_timestamps(gaze_middle, eye_states_middle, imu_middle, concat_stream_middle)" ] @@ -475,7 +517,7 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "Despite different sampling from the original streams, the concatenated data still respects the original values of the data. For example, the `gaze x [px]` and `acceleration x [g]` data from the raw and concatenated stream are quite comparable." + "Despite being resampled to a uniform grid, the concatenated stream preserves the original data values. The columns from the original streams (like `gaze x [px]` and `acceleration x [g]`) retain their meaning and can be compared directly between raw and concatenated versions:" ] }, { @@ -485,7 +527,7 @@ "outputs": [ { "data": { - "image/png": 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", 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", 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" ] @@ -541,7 +583,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.13.1" + "version": "3.14.2" } }, "nbformat": 4, diff --git a/source/tutorials/pupil_size_and_epoching.ipynb b/source/tutorials/pupil_size_and_epoching.ipynb index e92c533..4eae5b1 100644 --- a/source/tutorials/pupil_size_and_epoching.ipynb +++ b/source/tutorials/pupil_size_and_epoching.ipynb @@ -4,7 +4,7 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "# Processing pupil size data and epoching\n", + "# Processing and Epoching Pupil Size Data\n", "\n", "When working with event-based recordings, it's often useful to extract and analyze data segments surrounding those events, rather than processing the entire recording. In mobile eye-tracking, such events could include stimulus presentations or the participant entering a specific area. In this tutorial, we'll demonstrate how to epoch data around these events using the `pyneon.Epochs` class, with the sample recording `screenFlash`." ] @@ -15,18 +15,13 @@ "metadata": {}, "outputs": [], "source": [ - "import numpy as np\n", - "\n", - "from pyneon import Recording, get_sample_data\n", + "from pyneon import Dataset, get_sample_data\n", "\n", "# Create a Recording object\n", - "rec_dir = (\n", - " get_sample_data(\"screenFlash\")\n", - " / \"Timeseries Data + Scene Video\"\n", - " / \"screenflash-54b2f924\"\n", - ")\n", - "rec = Recording(rec_dir)\n", - "video = rec.video\n", + "dataset_dir = get_sample_data(\"PLR\", format=\"native\")\n", + "dataset = Dataset(dataset_dir)\n", + "rec = dataset.recordings[0]\n", + "scene_video = rec.scene_video\n", "blinks = rec.blinks\n", "events = rec.events\n", "eye_states = rec.eye_states" @@ -44,17 +39,9 @@ "execution_count": 2, "metadata": {}, "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Resetting video...\n", - "Resetting video...\n" - ] - }, { "data": { - "image/png": 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", "text/plain": [ "
" ] @@ -70,13 +57,71 @@ "fig, axs = plt.subplots(1, 2, figsize=(8, 3))\n", "\n", "# Visualize two frames from the video that correspond to the dark and flash periods\n", - "video.plot_frame(180, ax=axs[0], auto_title=False, show=False)\n", - "video.plot_frame(190, ax=axs[1], auto_title=False, show=False)\n", + "scene_video.plot_frame(150, ax=axs[0], show=False)\n", + "scene_video.plot_frame(200, ax=axs[1], show=False)\n", "axs[0].set_title(\"Dark\")\n", "axs[1].set_title(\"Flash\")\n", "plt.show()" ] }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " timestamp [ns] name type\n", + "event id \n", + "1 1766068461745390000 flash onset recording\n", + "2 1766068465647497000 flash onset recording\n", + "3 1766068469642822000 flash onset recording\n", + "4 1766068473635128000 flash onset recording\n", + "5 1766068477629326000 flash onset recording\n", + "6 1766068481628174000 flash onset recording\n", + "7 1766068485617192000 flash onset recording\n", + "8 1766068489611285000 flash onset recording\n", + "9 1766068493606366000 flash onset recording\n", + "10 1766068497595856000 flash onset recording\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "Computing frame intensities: 100%|██████████| 1295/1295 [00:08<00:00, 145.97it/s]\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Filter events to get flash onsets\n", + "flashes = events.filter_by_name(\"flash onset\")\n", + "print(flashes.data)\n", + "\n", + "# # Compute video frame intensities\n", + "intensities = scene_video.compute_intensity()\n", + "plt.figure(figsize=(8, 3))\n", + "plt.plot(intensities[\"intensity\"])\n", + "for onset in flashes.start_ts:\n", + " dur = plt.axvspan(\n", + " onset, onset + 0.75 * 1e9, color=\"lightgray\", label=\"Flashes\"\n", + " ) # Each flash lasts 2 seconds\n", + "plt.legend(handles=[dur])\n", + "plt.show()" + ] + }, { "cell_type": "markdown", "metadata": {}, @@ -88,12 +133,12 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 4, "metadata": {}, "outputs": [ { "data": { - "image/png": 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", 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", "text/plain": [ "
" ] @@ -106,8 +151,7 @@ "plt.figure(figsize=(8, 3))\n", "\n", "# Visualize the flashes\n", - "flash_idx = np.where(events.data[\"name\"] == \"Flash onset\")\n", - "for flash_start in events.start_ts[flash_idx]:\n", + "for flash_start in flashes.start_ts:\n", " dur = plt.axvspan(\n", " flash_start, flash_start + 0.75 * 1e9, color=\"lightgray\", label=\"Flashes\"\n", " ) # Each flash lasts 2 seconds\n", @@ -117,7 +161,7 @@ " line = plt.axvline(blink_start, color=\"k\", linestyle=\"--\", lw=1, label=\"Blinks\")\n", "\n", "# Plot the pupil data\n", - "(pupil_l,) = plt.plot(eye_states[\"pupil diameter left [mm]\"])\n", + "(pupil_l,) = plt.plot(eye_states[\"pupil diameter right [mm]\"])\n", "\n", "plt.xlabel(\"Timestamp [ns]\")\n", "plt.ylabel(\"Left pupil diameter [mm]\")\n", @@ -138,12 +182,12 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 5, "metadata": {}, "outputs": [ { "data": { - "image/png": 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", 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", 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" ] @@ -158,22 +202,17 @@ "plt.figure(figsize=(8, 3))\n", "\n", "# Visualize the flashes\n", - "flash_idx = np.where(events.data[\"name\"] == \"Flash onset\")\n", - "for flash_start in events.start_ts[flash_idx]:\n", + "for flash_start in flashes.start_ts:\n", " dur = plt.axvspan(\n", " flash_start, flash_start + 7.5 * 1e8, color=\"lightgray\", label=\"Flashes\"\n", " ) # Each flash lasts 2 seconds\n", "\n", - "# Visualize the blinks\n", - "for blink_start in blinks.start_ts:\n", - " line = plt.axvline(blink_start, color=\"k\", linestyle=\"--\", lw=1, label=\"Blinks\")\n", - "\n", "# Plot the pupil data\n", - "(pupil_l,) = plt.plot(eye_states[\"pupil diameter left [mm]\"])\n", + "(pupil_l,) = plt.plot(eye_states[\"pupil diameter right [mm]\"])\n", "\n", "plt.xlabel(\"Timestamp [ns]\")\n", "plt.ylabel(\"Left pupil diameter [mm]\")\n", - "plt.legend(handles=[dur, line])\n", + "plt.legend(handles=[dur])\n", "plt.show()" ] }, @@ -181,23 +220,23 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "## Defining Epochs: Creating the `times_df` DataFrame\n", + "## Defining Epochs: Creating the `epochs_info` DataFrame\n", "\n", "In order to perform epoching, we require information about the timing and length of epochs. Explicitly, every epoch requires:\n", "- A reference time `t_ref`\n", "- A time window defined by `t_before` and `t_after` to extract the data from\n", "- An event `description` to annotate the epoch.\n", "\n", - "PyNeon's `Epochs` implementation allows epochs of variable lengths, where `t_before` and `t_after` may differ for each event. As a result, defining all epochs requires a DataFrame (`times_df`) with columns: `t_ref`, `t_before`, `t_after`, and `description`.\n", + "PyNeon's `Epochs` implementation allows epochs of variable lengths, where `t_before` and `t_after` may differ for each event. As a result, defining all epochs requires a DataFrame (`epochs_info`) with columns: `t_ref`, `t_before`, `t_after`, and `description`.\n", "\n", - "While constructing such a DataFrame by hand is possible, it's easier to generate one using event information from PyNeon `Events` objects. The `events_to_times_df` function streamlines this process by using the onsets of events and user-defined `t_before`/`t_after` values.\n", + "While constructing such a DataFrame by hand is possible, it's easier to generate one using event information from PyNeon `Events` objects. The `events_to_epochs_info` function streamlines this process by using the onsets of events and user-defined `t_before`/`t_after` values.\n", "\n", - "In this example, we’ll use `\"Flash onset\"` events, extracting 0.5 seconds before to 3 seconds after each event; the description is set to the event name automatically." + "In this example, we’ll use `\"flash onset\"` events, extracting 0.5 seconds before to 3 seconds after each event; the description is set to the event name automatically." ] }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 6, "metadata": {}, "outputs": [ { @@ -207,25 +246,25 @@ "\n", "Flash times DataFrame:\n", " t_ref t_before t_after description\n", - "0 1748359118207381000 500000000 3000000000 Flash onset\n", - "1 1748359122083310000 500000000 3000000000 Flash onset\n", - "2 1748359126042722000 500000000 3000000000 Flash onset\n", - "3 1748359129933171000 500000000 3000000000 Flash onset\n", - "4 1748359133927133000 500000000 3000000000 Flash onset\n" + "0 1766068461745390000 500000000 3000000000 flash onset\n", + "1 1766068465647497000 500000000 3000000000 flash onset\n", + "2 1766068469642822000 500000000 3000000000 flash onset\n", + "3 1766068473635128000 500000000 3000000000 flash onset\n", + "4 1766068477629326000 500000000 3000000000 flash onset\n" ] } ], "source": [ - "from pyneon import Epochs, events_to_times_df\n", + "from pyneon import Epochs, events_to_epochs_info\n", "\n", "# For complex events, such as those from `events.csv`, we need to specify the event name\n", - "flash_times_df = events_to_times_df(\n", - " events, t_before=0.5, t_after=3, t_unit=\"s\", event_name=\"Flash onset\"\n", + "flash_epochs_info = events_to_epochs_info(\n", + " events, t_before=0.5, t_after=3, t_unit=\"s\", event_name=\"flash onset\"\n", ")\n", "\n", - "# Print the epoching-ready times_df\n", + "# Print the epoching-ready epochs_info\n", "print(\"\\nFlash times DataFrame:\")\n", - "print(flash_times_df.head())" + "print(flash_epochs_info.head())" ] }, { @@ -234,7 +273,7 @@ "source": [ "## Creating `Epochs` objects\n", "\n", - "With the `times_df` DataFrame, we can create epochs by passing it along with the relevant `Stream` or `Events` data to the `Epochs` class.\n", + "With the `epochs_info` DataFrame, we can create epochs by passing it along with the relevant `Stream` or `Events` data to the `Epochs` class.\n", "\n", "In this example, we create two types of epochs to test two hypotheses:\n", "- `eye_ep`: epochs from `eye_states` (a `Stream` object), containing pupil size. We hypothesize pupil size will decrease after each flash.\n", @@ -243,7 +282,7 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 7, "metadata": {}, "outputs": [ { @@ -252,30 +291,13 @@ "text": [ "10 epochs created from 10 events\n" ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "C:\\Users\\qian.chu\\Documents\\GitHub\\PyNeon\\pyneon\\epochs.py:445: RuntimeWarning: No data found for epoch 1.\n", - " warnings.warn(f\"No data found for epoch {i}.\", RuntimeWarning)\n", - "C:\\Users\\qian.chu\\Documents\\GitHub\\PyNeon\\pyneon\\epochs.py:445: RuntimeWarning: No data found for epoch 2.\n", - " warnings.warn(f\"No data found for epoch {i}.\", RuntimeWarning)\n", - "C:\\Users\\qian.chu\\Documents\\GitHub\\PyNeon\\pyneon\\epochs.py:445: RuntimeWarning: No data found for epoch 6.\n", - " warnings.warn(f\"No data found for epoch {i}.\", RuntimeWarning)\n", - "C:\\Users\\qian.chu\\Documents\\GitHub\\PyNeon\\pyneon\\epochs.py:445: RuntimeWarning: No data found for epoch 7.\n", - " warnings.warn(f\"No data found for epoch {i}.\", RuntimeWarning)\n", - "C:\\Users\\qian.chu\\Documents\\GitHub\\PyNeon\\pyneon\\epochs.py:445: RuntimeWarning: No data found for epoch 8.\n", - " warnings.warn(f\"No data found for epoch {i}.\", RuntimeWarning)\n", - "C:\\Users\\qian.chu\\Documents\\GitHub\\PyNeon\\pyneon\\epochs.py:445: RuntimeWarning: No data found for epoch 9.\n", - " warnings.warn(f\"No data found for epoch {i}.\", RuntimeWarning)\n" - ] } ], "source": [ - "eye_ep = Epochs(eye_states, flash_times_df)\n", - "blink_ep = Epochs(blinks, flash_times_df)\n", - "print(f\"{len(eye_ep)} epochs created from {len(flash_times_df)} events\")" + "eye_ep = Epochs(eye_states, flash_epochs_info)\n", + "blink_ep = Epochs(blinks, flash_epochs_info)\n", + "imu_ep = Epochs(rec.imu, flash_epochs_info)\n", + "print(f\"{len(eye_ep)} epochs created from {len(flash_epochs_info)} events\")" ] }, { @@ -291,49 +313,27 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 8, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "Epochs.epochs contains:\n", - "Index(['t_ref', 't_before', 't_after', 'description', 'data'], dtype='object')\n", - "\n", - "Its `data` column contains:\n", - "Index(['pupil diameter left [mm]', 'pupil diameter right [mm]',\n", - " 'eyeball center left x [mm]', 'eyeball center left y [mm]',\n", - " 'eyeball center left z [mm]', 'eyeball center right x [mm]',\n", - " 'eyeball center right y [mm]', 'eyeball center right z [mm]',\n", - " 'optical axis left x', 'optical axis left y', 'optical axis left z',\n", - " 'optical axis right x', 'optical axis right y', 'optical axis right z',\n", - " 'eyelid angle top left [rad]', 'eyelid angle bottom left [rad]',\n", - " 'eyelid aperture left [mm]', 'eyelid angle top right [rad]',\n", - " 'eyelid angle bottom right [rad]', 'eyelid aperture right [mm]',\n", - " 'epoch time'],\n", - " dtype='object')\n", - "\n", - "Epochs.data contains:\n", - "Index(['pupil diameter left [mm]', 'pupil diameter right [mm]',\n", - " 'eyeball center left x [mm]', 'eyeball center left y [mm]',\n", - " 'eyeball center left z [mm]', 'eyeball center right x [mm]',\n", - " 'eyeball center right y [mm]', 'eyeball center right z [mm]',\n", - " 'optical axis left x', 'optical axis left y', 'optical axis left z',\n", - " 'optical axis right x', 'optical axis right y', 'optical axis right z',\n", - " 'eyelid angle top left [rad]', 'eyelid angle bottom left [rad]',\n", - " 'eyelid aperture left [mm]', 'eyelid angle top right [rad]',\n", - " 'eyelid angle bottom right [rad]', 'eyelid aperture right [mm]',\n", - " 'epoch index', 'epoch time', 'epoch description'],\n", - " dtype='object')\n", - "\n" + "epochs is a with 10 items.\n", + "Dict values are with shape (699, 21).\n", + "RangeIndex(start=0, stop=10, step=1, name='epoch index')\n" ] } ], "source": [ - "print(f\"Epochs.epochs contains:\\n{eye_ep.epochs.columns}\\n\")\n", - "print(f\"Its `data` column contains:\\n{eye_ep.epochs.data[0].columns}\\n\")\n", - "print(f\"Epochs.data contains:\\n{eye_ep.data.columns}\\n\")" + "epochs = eye_ep.epochs_dict\n", + "print(f\"epochs is a {type(epochs)} with {len(epochs)} items.\")\n", + "first_epoch = epochs[0]\n", + "print(f\"Dict values are {type(first_epoch)} with shape {first_epoch.data.shape}.\")\n", + "\n", + "epochs_info = eye_ep.epochs_info\n", + "print(epochs_info.index)" ] }, { @@ -349,12 +349,12 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": 9, "metadata": {}, "outputs": [ { "data": { - "image/png": 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", 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", 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" ] @@ -365,7 +365,7 @@ ], "source": [ "fig, ax = plt.subplots(figsize=(8, 3))\n", - "fig, ax = eye_ep.plot(\"pupil diameter left [mm]\", ax=ax)" + "fig, ax = eye_ep.plot(\"pupil diameter right [mm]\", ax=ax)" ] }, { @@ -377,12 +377,12 @@ }, { "cell_type": "code", - "execution_count": 9, + "execution_count": 10, "metadata": {}, "outputs": [ { "data": { - "image/png": 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", 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", "text/plain": [ "
" ] @@ -410,26 +410,6 @@ "If these are not met, PyNeon will raise a `ValueError` when `to_numpy()` is called." ] }, - { - "cell_type": "code", - "execution_count": 10, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Error converting to numpy: The source must be a uniformly-sampled Stream to convert to NumPy array.\n" - ] - } - ], - "source": [ - "try:\n", - " epochs_interp_np, info = eye_ep.to_numpy()\n", - "except Exception as e:\n", - " print(f\"Error converting to numpy: {e}\")" - ] - }, { "cell_type": "markdown", "metadata": {}, @@ -446,26 +426,156 @@ "name": "stdout", "output_type": "stream", "text": [ - "(n_epochs, n_channels, n_times) = (10, 20, 699)\n", - "dict_keys(['column_ids', 'epoch_times', 'nan_flag'])\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "C:\\Users\\qian.chu\\Documents\\GitHub\\PyNeon\\pyneon\\epochs.py:275: RuntimeWarning: NaN values were found in the data.\n", - " warnings.warn(\"NaN values were found in the data.\", RuntimeWarning)\n" + "(n_epochs, n_channels, n_times) = (10, 20, 700)\n", + "{'epoch_times': array([-500000000, -495000000, -490000000, -485000000, -480000000,\n", + " -475000000, -470000000, -465000000, -460000000, -455000000,\n", + " -450000000, -445000000, -440000000, -435000000, -430000000,\n", + " -425000000, -420000000, -415000000, -410000000, -405000000,\n", + " -400000000, -395000000, -390000000, -385000000, -380000000,\n", + " -375000000, -370000000, -365000000, -360000000, -355000000,\n", + " -350000000, -345000000, -340000000, -335000000, -330000000,\n", + " -325000000, -320000000, -315000000, -310000000, -305000000,\n", + " -300000000, -295000000, -290000000, -285000000, -280000000,\n", + " -275000000, -270000000, -265000000, -260000000, -255000000,\n", + " -250000000, -245000000, -240000000, -235000000, -230000000,\n", + " -225000000, -220000000, -215000000, -210000000, -205000000,\n", + " -200000000, -195000000, -190000000, -185000000, -180000000,\n", + " -175000000, -170000000, -165000000, -160000000, -155000000,\n", + " -150000000, -145000000, -140000000, -135000000, -130000000,\n", + " -125000000, -120000000, -115000000, -110000000, -105000000,\n", + " -100000000, -95000000, -90000000, -85000000, -80000000,\n", + " -75000000, -70000000, -65000000, -60000000, -55000000,\n", + " -50000000, -45000000, -40000000, -35000000, -30000000,\n", + " -25000000, -20000000, -15000000, -10000000, -5000000,\n", + " 0, 5000000, 10000000, 15000000, 20000000,\n", + " 25000000, 30000000, 35000000, 40000000, 45000000,\n", + " 50000000, 55000000, 60000000, 65000000, 70000000,\n", + " 75000000, 80000000, 85000000, 90000000, 95000000,\n", + " 100000000, 105000000, 110000000, 115000000, 120000000,\n", + " 125000000, 130000000, 135000000, 140000000, 145000000,\n", + " 150000000, 155000000, 160000000, 165000000, 170000000,\n", + " 175000000, 180000000, 185000000, 190000000, 195000000,\n", + " 200000000, 205000000, 210000000, 215000000, 220000000,\n", + " 225000000, 230000000, 235000000, 240000000, 245000000,\n", + " 250000000, 255000000, 260000000, 265000000, 270000000,\n", + " 275000000, 280000000, 285000000, 290000000, 295000000,\n", + " 300000000, 305000000, 310000000, 315000000, 320000000,\n", + " 325000000, 330000000, 335000000, 340000000, 345000000,\n", + " 350000000, 355000000, 360000000, 365000000, 370000000,\n", + " 375000000, 380000000, 385000000, 390000000, 395000000,\n", + " 400000000, 405000000, 410000000, 415000000, 420000000,\n", + " 425000000, 430000000, 435000000, 440000000, 445000000,\n", + " 450000000, 455000000, 460000000, 465000000, 470000000,\n", + " 475000000, 480000000, 485000000, 490000000, 495000000,\n", + " 500000000, 505000000, 510000000, 515000000, 520000000,\n", + " 525000000, 530000000, 535000000, 540000000, 545000000,\n", + " 550000000, 555000000, 560000000, 565000000, 570000000,\n", + " 575000000, 580000000, 585000000, 590000000, 595000000,\n", + " 600000000, 605000000, 610000000, 615000000, 620000000,\n", + " 625000000, 630000000, 635000000, 640000000, 645000000,\n", + " 650000000, 655000000, 660000000, 665000000, 670000000,\n", + " 675000000, 680000000, 685000000, 690000000, 695000000,\n", + " 700000000, 705000000, 710000000, 715000000, 720000000,\n", + " 725000000, 730000000, 735000000, 740000000, 745000000,\n", + " 750000000, 755000000, 760000000, 765000000, 770000000,\n", + " 775000000, 780000000, 785000000, 790000000, 795000000,\n", + " 800000000, 805000000, 810000000, 815000000, 820000000,\n", + " 825000000, 830000000, 835000000, 840000000, 845000000,\n", + " 850000000, 855000000, 860000000, 865000000, 870000000,\n", + " 875000000, 880000000, 885000000, 890000000, 895000000,\n", + " 900000000, 905000000, 910000000, 915000000, 920000000,\n", + " 925000000, 930000000, 935000000, 940000000, 945000000,\n", + " 950000000, 955000000, 960000000, 965000000, 970000000,\n", + " 975000000, 980000000, 985000000, 990000000, 995000000,\n", + " 1000000000, 1005000000, 1010000000, 1015000000, 1020000000,\n", + " 1025000000, 1030000000, 1035000000, 1040000000, 1045000000,\n", + " 1050000000, 1055000000, 1060000000, 1065000000, 1070000000,\n", + " 1075000000, 1080000000, 1085000000, 1090000000, 1095000000,\n", + " 1100000000, 1105000000, 1110000000, 1115000000, 1120000000,\n", + " 1125000000, 1130000000, 1135000000, 1140000000, 1145000000,\n", + " 1150000000, 1155000000, 1160000000, 1165000000, 1170000000,\n", + " 1175000000, 1180000000, 1185000000, 1190000000, 1195000000,\n", + " 1200000000, 1205000000, 1210000000, 1215000000, 1220000000,\n", + " 1225000000, 1230000000, 1235000000, 1240000000, 1245000000,\n", + " 1250000000, 1255000000, 1260000000, 1265000000, 1270000000,\n", + " 1275000000, 1280000000, 1285000000, 1290000000, 1295000000,\n", + " 1300000000, 1305000000, 1310000000, 1315000000, 1320000000,\n", + " 1325000000, 1330000000, 1335000000, 1340000000, 1345000000,\n", + " 1350000000, 1355000000, 1360000000, 1365000000, 1370000000,\n", + " 1375000000, 1380000000, 1385000000, 1390000000, 1395000000,\n", + " 1400000000, 1405000000, 1410000000, 1415000000, 1420000000,\n", + " 1425000000, 1430000000, 1435000000, 1440000000, 1445000000,\n", + " 1450000000, 1455000000, 1460000000, 1465000000, 1470000000,\n", + " 1475000000, 1480000000, 1485000000, 1490000000, 1495000000,\n", + " 1500000000, 1505000000, 1510000000, 1515000000, 1520000000,\n", + " 1525000000, 1530000000, 1535000000, 1540000000, 1545000000,\n", + " 1550000000, 1555000000, 1560000000, 1565000000, 1570000000,\n", + " 1575000000, 1580000000, 1585000000, 1590000000, 1595000000,\n", + " 1600000000, 1605000000, 1610000000, 1615000000, 1620000000,\n", + " 1625000000, 1630000000, 1635000000, 1640000000, 1645000000,\n", + " 1650000000, 1655000000, 1660000000, 1665000000, 1670000000,\n", + " 1675000000, 1680000000, 1685000000, 1690000000, 1695000000,\n", + " 1700000000, 1705000000, 1710000000, 1715000000, 1720000000,\n", + " 1725000000, 1730000000, 1735000000, 1740000000, 1745000000,\n", + " 1750000000, 1755000000, 1760000000, 1765000000, 1770000000,\n", + " 1775000000, 1780000000, 1785000000, 1790000000, 1795000000,\n", + " 1800000000, 1805000000, 1810000000, 1815000000, 1820000000,\n", + " 1825000000, 1830000000, 1835000000, 1840000000, 1845000000,\n", + " 1850000000, 1855000000, 1860000000, 1865000000, 1870000000,\n", + " 1875000000, 1880000000, 1885000000, 1890000000, 1895000000,\n", + " 1900000000, 1905000000, 1910000000, 1915000000, 1920000000,\n", + " 1925000000, 1930000000, 1935000000, 1940000000, 1945000000,\n", + " 1950000000, 1955000000, 1960000000, 1965000000, 1970000000,\n", + " 1975000000, 1980000000, 1985000000, 1990000000, 1995000000,\n", + " 2000000000, 2005000000, 2010000000, 2015000000, 2020000000,\n", + " 2025000000, 2030000000, 2035000000, 2040000000, 2045000000,\n", + " 2050000000, 2055000000, 2060000000, 2065000000, 2070000000,\n", + " 2075000000, 2080000000, 2085000000, 2090000000, 2095000000,\n", + " 2100000000, 2105000000, 2110000000, 2115000000, 2120000000,\n", + " 2125000000, 2130000000, 2135000000, 2140000000, 2145000000,\n", + " 2150000000, 2155000000, 2160000000, 2165000000, 2170000000,\n", + " 2175000000, 2180000000, 2185000000, 2190000000, 2195000000,\n", + " 2200000000, 2205000000, 2210000000, 2215000000, 2220000000,\n", + " 2225000000, 2230000000, 2235000000, 2240000000, 2245000000,\n", + " 2250000000, 2255000000, 2260000000, 2265000000, 2270000000,\n", + " 2275000000, 2280000000, 2285000000, 2290000000, 2295000000,\n", + " 2300000000, 2305000000, 2310000000, 2315000000, 2320000000,\n", + " 2325000000, 2330000000, 2335000000, 2340000000, 2345000000,\n", + " 2350000000, 2355000000, 2360000000, 2365000000, 2370000000,\n", + " 2375000000, 2380000000, 2385000000, 2390000000, 2395000000,\n", + " 2400000000, 2405000000, 2410000000, 2415000000, 2420000000,\n", + " 2425000000, 2430000000, 2435000000, 2440000000, 2445000000,\n", + " 2450000000, 2455000000, 2460000000, 2465000000, 2470000000,\n", + " 2475000000, 2480000000, 2485000000, 2490000000, 2495000000,\n", + " 2500000000, 2505000000, 2510000000, 2515000000, 2520000000,\n", + " 2525000000, 2530000000, 2535000000, 2540000000, 2545000000,\n", + " 2550000000, 2555000000, 2560000000, 2565000000, 2570000000,\n", + " 2575000000, 2580000000, 2585000000, 2590000000, 2595000000,\n", + " 2600000000, 2605000000, 2610000000, 2615000000, 2620000000,\n", + " 2625000000, 2630000000, 2635000000, 2640000000, 2645000000,\n", + " 2650000000, 2655000000, 2660000000, 2665000000, 2670000000,\n", + " 2675000000, 2680000000, 2685000000, 2690000000, 2695000000,\n", + " 2700000000, 2705000000, 2710000000, 2715000000, 2720000000,\n", + " 2725000000, 2730000000, 2735000000, 2740000000, 2745000000,\n", + " 2750000000, 2755000000, 2760000000, 2765000000, 2770000000,\n", + " 2775000000, 2780000000, 2785000000, 2790000000, 2795000000,\n", + " 2800000000, 2805000000, 2810000000, 2815000000, 2820000000,\n", + " 2825000000, 2830000000, 2835000000, 2840000000, 2845000000,\n", + " 2850000000, 2855000000, 2860000000, 2865000000, 2870000000,\n", + " 2875000000, 2880000000, 2885000000, 2890000000, 2895000000,\n", + " 2900000000, 2905000000, 2910000000, 2915000000, 2920000000,\n", + " 2925000000, 2930000000, 2935000000, 2940000000, 2945000000,\n", + " 2950000000, 2955000000, 2960000000, 2965000000, 2970000000,\n", + " 2975000000, 2980000000, 2985000000, 2990000000, 2995000000]), 'column_names': ['pupil diameter left [mm]', 'eyeball center left x [mm]', 'eyeball center left y [mm]', 'eyeball center left z [mm]', 'optical axis left x', 'optical axis left y', 'optical axis left z', 'pupil diameter right [mm]', 'eyeball center right x [mm]', 'eyeball center right y [mm]', 'eyeball center right z [mm]', 'optical axis right x', 'optical axis right y', 'optical axis right z', 'eyelid angle top left [rad]', 'eyelid angle bottom left [rad]', 'eyelid aperture left [mm]', 'eyelid angle top right [rad]', 'eyelid angle bottom right [rad]', 'eyelid aperture right [mm]'], 'nan_flag': np.False_}\n" ] } ], "source": [ "# Create an epoch with the interpolated data\n", - "epochs_interp = Epochs(eye_states.interpolate(), flash_times_df)\n", - "epochs_interp_np, info = epochs_interp.to_numpy()\n", + "epochs_np, info = eye_ep.to_numpy()\n", "\n", - "print(f\"(n_epochs, n_channels, n_times) = {epochs_interp_np.shape}\")\n", - "print(info.keys())" + "print(f\"(n_epochs, n_channels, n_times) = {epochs_np.shape}\")\n", + "print(info)" ] }, { @@ -482,7 +592,7 @@ "outputs": [ { "data": { - "image/png": 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", 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", "text/plain": [ "
" ] @@ -492,22 +602,21 @@ } ], "source": [ - "# Average the first channel (Pupil diameter left [mm]) across all epochs\n", - "pupil_mean = epochs_interp_np[:, 0, :].mean(axis=0)\n", - "pupil_std = epochs_interp_np[:, 0, :].std(axis=0)\n", + "# Average the first channel (pupil diameter right [mm]) across all epochs\n", + "epoch_times = info[\"epoch_times\"] / 1e9\n", + "pupil_mean = epochs_np[:, 0, :].mean(axis=0)\n", + "pupil_std = epochs_np[:, 0, :].std(axis=0)\n", "\n", "plt.figure(figsize=(8, 4))\n", "\n", "# Show a vertical line at 0\n", "plt.axvline(x=0, color=\"k\", linestyle=\"--\")\n", "# Plot the mean pupil diameter and standard deviation\n", - "plt.plot(info[\"epoch_times\"], pupil_mean)\n", - "plt.fill_between(\n", - " info[\"epoch_times\"], pupil_mean - pupil_std, pupil_mean + pupil_std, alpha=0.2\n", - ")\n", + "plt.plot(epoch_times, pupil_mean)\n", + "plt.fill_between(epoch_times, pupil_mean - pupil_std, pupil_mean + pupil_std, alpha=0.2)\n", "plt.xlim(-0.5, 3)\n", - "plt.xlabel(\"Flash onset time [s]\")\n", - "plt.ylabel(\"Pupil Diameter left [mm]\")\n", + "plt.xlabel(\"flash onset time [s]\")\n", + "plt.ylabel(\"pupil diameter right [mm]\")\n", "plt.show()" ] }, @@ -524,50 +633,38 @@ }, { "cell_type": "code", - "execution_count": 13, + "execution_count": null, "metadata": {}, "outputs": [ { - "name": "stderr", - "output_type": "stream", - "text": [ - "C:\\Users\\qian.chu\\Documents\\GitHub\\PyNeon\\pyneon\\epochs.py:275: RuntimeWarning: NaN values were found in the data.\n", - " warnings.warn(\"NaN values were found in the data.\", RuntimeWarning)\n" - ] + "data": { + "image/png": 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", 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", 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,\n", + " )" ] }, + "execution_count": 15, "metadata": {}, - "output_type": "display_data" + "output_type": "execute_result" } ], "source": [ - "# Perform baseline correction\n", - "epochs_interp.baseline_correction(inplace=True, baseline=(-0.5, 0), method=\"mean\")\n", - "epochs_interp_np, info = epochs_interp.to_numpy()\n", - "\n", - "# Average the first channel (Pupil diameter left [mm]) across all epochs\n", - "pupil_mean = epochs_interp_np[:, 0, :].mean(axis=0)\n", - "pupil_std = epochs_interp_np[:, 0, :].std(axis=0)\n", - "\n", - "plt.figure(figsize=(8, 4))\n", - "\n", - "# Show a vertical line at 0\n", - "plt.axvline(x=0, color=\"k\", linestyle=\"--\")\n", - "# Plot the mean pupil diameter and standard deviation\n", - "plt.plot(info[\"epoch_times\"], pupil_mean)\n", - "plt.fill_between(\n", - " info[\"epoch_times\"], pupil_mean - pupil_std, pupil_mean + pupil_std, alpha=0.2\n", + "eye_ep.apply_baseline(\n", + " baseline=(-0.5, 0),\n", + " method=\"mean\",\n", ")\n", - "plt.xlim(-0.5, 3)\n", - "plt.xlabel(\"Flash onset time [s]\")\n", - "plt.ylabel(\"Pupil Diameter left [mm]\")\n", - "plt.show()" + "fig, ax = plt.subplots(figsize=(8, 3))\n", + "eye_ep.plot(\"pupil diameter right [mm]\", ax=ax)" ] } ], @@ -587,7 +684,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.13.9" + "version": "3.14.2" } }, "nbformat": 4, diff --git a/source/tutorials/read_recording_cloud.ipynb b/source/tutorials/read_recording_cloud.ipynb index c64adb3..1137358 100644 --- a/source/tutorials/read_recording_cloud.ipynb +++ b/source/tutorials/read_recording_cloud.ipynb @@ -4,11 +4,20 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "# Reading a Pupil Cloud-format dataset/recording\n", - "In this tutorial, we will show how to load a single Neon recording downloaded from [Pupil Cloud](https://docs.pupil-labs.com/neon/pupil-cloud/) and give an overview of the data structure.\n", + "# Reading Pupil Cloud-Format Recordings\n", "\n", - "## Reading sample data\n", - "We will use a sample recording produced by our lab, called \"boardView\". This project (collection of recordings on Pupil Cloud) contains two recordings downloaded with the `Timeseries Data + Scene Video` option and a marker mapper enrichment. It can be downloaded with the `get_sample_data()` function. The function returns a `Pathlib.Path` [(reference)](https://docs.python.org/3/library/pathlib.html#pathlib.Path) instance pointing to the downloaded and unzipped directory. PyNeon accepts both `Path` and `string` objects but internally always uses `Path`." + "In this tutorial, we demonstrate how to load a Neon recording downloaded from [Pupil Cloud](https://docs.pupil-labs.com/neon/pupil-cloud/) and explore the data structure.\n", + "\n", + "## Downloading Sample Data\n", + "\n", + "We provide sample recordings in two formats:\n", + "\n", + "- **Cloud format**: Preprocessed data downloaded from Pupil Cloud with the \"Timeseries Data + Scene Video\" option\n", + "- **Native format**: Raw data from the Neon companion device, also available via Pupil Cloud's \"Native Recording Data\" option\n", + "\n", + "This tutorial focuses on the **cloud format**. The API for accessing data is nearly identical across both formats.\n", + "\n", + "Sample datasets can be conveniently downloaded using the `get_sample_data()` function, which returns a `pathlib.Path` object pointing to the downloaded and unzipped directory. PyNeon accepts both `Path` and string objects but internally uses `Path` for consistency." ] }, { @@ -20,7 +29,7 @@ "name": "stdout", "output_type": "stream", "text": [ - "D:\\GitHub\\PyNeon\\data\\boardView\n" + "C:\\Users\\User\\Documents\\GitHub\\PyNeon\\data\\simple\\Timeseries Data + Scene Video\n" ] } ], @@ -28,45 +37,77 @@ "from pyneon import Dataset, Recording, get_sample_data\n", "\n", "# Download sample data (if not existing) and return the path\n", - "sample_dir = get_sample_data(\"boardView\")\n", - "print(sample_dir)" + "sample_dir = get_sample_data(\"simple\")\n", + "native_dir = sample_dir / \"Native Recording Data\"\n", + "cloud_dir = sample_dir / \"Timeseries Data + Scene Video\"\n", + "print(cloud_dir)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "The `OfficeWalk` data has the following structure:\n", - "\n", - "```text\n", - "boardView\n", - "├── Timeseries Data + Scene Video\n", - "│ ├── boardview1-d4fd9a27\n", - "│ │ ├── info.json\n", - "│ │ ├── gaze.csv\n", - "│ │ └── ....\n", - "│ ├── boardview2-713532d5\n", - "│ │ ├── info.json\n", - "│ │ ├── gaze.csv\n", - "│ │ └── ....\n", - "| ├── enrichment_info.txt\n", - "| └── sections.csv\n", - "└── boardView_MARKER-MAPPER_boardMapping_csv\n", - "```\n", - "\n", - "The `Timeseries Data + Scene Video` folder contains what PyNeon refers to as a `Dataset`. It consists of two recordings, each with its own `info.json` file and data files. These recordings can be loaded either individually as a `Recording`, or as a collective `Dataset`." + "A dataset in cloud format has the following directory structure:" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Timeseries Data + Scene Video/\n", + "├─enrichment_info.txt\n", + "├─sections.csv\n", + "├─simple1-56fcec49/\n", + "│ ├─3d_eye_states.csv\n", + "│ ├─blinks.csv\n", + "│ ├─events.csv\n", + "│ ├─fc7f4f44_0.0-8.235.mp4\n", + "│ ├─fixations.csv\n", + "│ ├─gaze.csv\n", + "│ ├─imu.csv\n", + "│ ├─info.json\n", + "│ ├─labels.csv\n", + "│ ├─saccades.csv\n", + "│ ├─scene_camera.json\n", + "│ ├─template.csv\n", + "│ └─world_timestamps.csv\n", + "└─simple2-6ca28606/\n", + " ├─3d_eye_states.csv\n", + " ├─7131b39b_0.0-6.654.mp4\n", + " ├─blinks.csv\n", + " ├─events.csv\n", + " ├─fixations.csv\n", + " ├─gaze.csv\n", + " ├─imu.csv\n", + " ├─info.json\n", + " ├─labels.csv\n", + " ├─saccades.csv\n", + " ├─scene_camera.json\n", + " ├─template.csv\n", + " └─world_timestamps.csv\n" + ] + } + ], + "source": [ + "from seedir import seedir\n", + "seedir(cloud_dir)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "To load a `Dataset`, specify the path to the `Timeseries Data + Scene Video` folder:" + "PyNeon provides a `Dataset` class to represent a collection of recordings. A dataset can contain one or more recordings. Here, we instantiate a `Dataset` by providing the path to the cloud format data directory." ] }, { "cell_type": "code", - "execution_count": 2, + "execution_count": 3, "metadata": {}, "outputs": [ { @@ -78,8 +119,7 @@ } ], "source": [ - "dataset_dir = sample_dir / \"Timeseries Data + Scene Video\"\n", - "dataset = Dataset(dataset_dir)\n", + "dataset = Dataset(cloud_dir)\n", "print(dataset)" ] }, @@ -87,12 +127,12 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "`Dataset` provides an index-based access to its recordings. The recordings are stored in the `recordings` attribute, which contains a list of `Recording` instances. You can access individual recordings by index:" + "`Dataset` provides index-based access to its recordings through the `recordings` attribute, which contains a list of `Recording` instances. Individual recordings can be accessed by index:" ] }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 4, "metadata": {}, "outputs": [ { @@ -100,7 +140,7 @@ "output_type": "stream", "text": [ "\n", - "D:\\GitHub\\PyNeon\\data\\boardView\\Timeseries Data + Scene Video\\boardview2-713532d5\n" + "C:\\Users\\User\\Documents\\GitHub\\PyNeon\\data\\simple\\Timeseries Data + Scene Video\\simple1-56fcec49\n" ] } ], @@ -119,7 +159,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 5, "metadata": {}, "outputs": [ { @@ -127,12 +167,12 @@ "output_type": "stream", "text": [ "\n", - "D:\\GitHub\\PyNeon\\data\\boardView\\Timeseries Data + Scene Video\\boardview1-d4fd9a27\n" + "C:\\Users\\User\\Documents\\GitHub\\PyNeon\\data\\simple\\Timeseries Data + Scene Video\\simple2-6ca28606\n" ] } ], "source": [ - "recording_dir = dataset_dir / \"boardview1-d4fd9a27\"\n", + "recording_dir = cloud_dir / \"simple2-6ca28606\"\n", "rec = Recording(recording_dir)\n", "print(type(rec))\n", "print(rec.recording_dir)" @@ -142,13 +182,14 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "## Data and metadata of a Recording\n", - "You can quickly get an overview of the metadata and contents of a `Recording` by printing the instance. The basic metadata (e.g., recording and wearer ID, recording start time and duration) and the path to available data will be displayed. At this point, the data is simply located from the recording's folder path, but it is not yet loaded into memory." + "## Recording Metadata and Data Access\n", + "\n", + "You can quickly obtain an overview of a `Recording` by printing the instance. This displays basic metadata (recording ID, wearer ID, recording start time, and duration) and the paths to available data files. Note that at this point, data files are located but not yet loaded into memory." ] }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 6, "metadata": {}, "outputs": [ { @@ -157,11 +198,11 @@ "text": [ "\n", "Data format: cloud\n", - "Recording ID: d4fd9a27-3e28-45bf-937f-b9c14c3c1c5e\n", - "Wearer ID: af6cd360-443a-4d3d-adda-7dc8510473c2\n", - "Wearer name: Qian\n", - "Recording start time: 2024-11-26 12:44:48.937000\n", - "Recording duration: 32046000000 ns (32.046 s)\n", + "Recording ID: 6ca28606-966d-486e-afe4-f4a424492d8c\n", + "Wearer ID: 028e4c69-f333-4751-af8c-84a09af079f5\n", + "Wearer name: Pilot\n", + "Recording start time: 2025-12-18 17:15:47.736000\n", + "Recording duration: 6654000000 ns (6.654 s)\n", "\n" ] } @@ -174,74 +215,71 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "As seen in the output, this recording includes all data files. This tutorial will focus on non-video data. For processing video, refer to the [Neon video tutorial](video.ipynb).\n", + "As shown in the output above, this recording contains all available data modalities. This tutorial focuses on non-video data; refer to the [video processing tutorial](video.ipynb) for scene video analysis.\n", "\n", - "Individual data streams can be accessed as properties of the `Recording` instance. For example, the gaze data can be accessed as `recording.gaze`, and upon accessing, the tabular data is loaded into memory. On the other hand, if you try to access unavailable data, PyNeon will return `None` and a warning message." + "Individual data streams can be accessed as properties of the `Recording` instance. For example, `recording.gaze` retrieves gaze data and loads it into memory. If you attempt to access unavailable data, PyNeon returns `None` and issues a warning message." ] }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 7, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "recording.gaze is \n", - "recording.saccades is \n", - "recording.scene_video is < cv2.VideoCapture 0000015E04120750>\n" + "recording.gaze is an instance of \n", + "recording.saccades is an instance of \n", + "recording.scene_video is an instance of \n" ] } ], "source": [ "# Gaze and fixation data are available\n", "gaze = rec.gaze\n", - "print(f\"recording.gaze is {gaze}\")\n", + "print(f\"recording.gaze is an instance of {type(gaze)}\")\n", "\n", "saccades = rec.saccades\n", - "print(f\"recording.saccades is {saccades}\")\n", + "print(f\"recording.saccades is an instance of {type(saccades)}\")\n", "\n", "scene_video = rec.scene_video\n", - "print(f\"recording.scene_video is {scene_video}\")" + "print(f\"recording.scene_video is an instance of {type(scene_video)}\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "PyNeon reads tabular CSV file into specialized classes (e.g., gaze.csv to `NeonGaze`) which all have a `data` attribute that holds the tabular data as a `pandas.DataFrame` [(reference)](https://pandas.pydata.org/pandas-docs/stable/reference/api/pandas.DataFrame.html). Depending on the nature of the data, such classes could be of `Stream` or `Events` super classes. `Stream` contains (semi)-continuous data streams, while `Events` (dubbed so to avoid confusion with the `Eventsent` subclass that holds data from `events.csv`) contains sparse event data.\n", - "\n", - "The class inheritance relationship is as follows:\n", + "PyNeon reads tabular CSV files into specialized classes that inherit from two base classes: `Stream` and `Events`. All of these classes contain a `data` attribute that holds the tabular data as a `pandas.DataFrame` [(reference)](https://pandas.pydata.org/pandas-docs/stable/reference/api/pandas.DataFrame.html). \n", "\n", - "```text\n", - "NeonTabular\n", - "├── Stream\n", - "│ ├── NeonGaze\n", - "│ ├── NeonEyeStates\n", - "│ └── NeonIMU\n", - "└── Events\n", - " ├── NeonBlinks\n", - " ├── NeonSaccades\n", - " ├── NeonFixations\n", - " └── Eventsents\n", - "```" + "- `Stream` contains continuous or semi-continuous data streams, including:\n", + " - Gaze (`Recoding.gaze`, from `gaze.csv`)\n", + " - IMU (`Recording.imu`, from `imu.csv`)\n", + " - 3D eye states (`Recording.eye_states`, from `3d_eye_states.csv`)\n", + " - Any other data stream that is indexed by timestamps in the same Unix nanosecond format\n", + "- `Events` contains sparse event data (avoiding confusion with data from `events.csv`), including:\n", + " - Fixations (`Recording.fixations`, from `fixations.csv`)\n", + " - Saccades (`Recording.saccades`, from `saccades.csv`)\n", + " - Blinks (`Recording.blinks`, from `blinks.csv`)\n", + " - Events (better thought of as messages/triggers, `Recording.events`, from `events.csv`)\n", + " - Any other event data that is tabular and indexed by timestamps in the same Unix nanosecond format" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "## Data as DataFrames\n", + "## Data Access as Pandas DataFrames\n", "\n", - "The essence of `NeonTabular` is the `data` attribute—a `pandas.DataFrame`. This is a common data structure in Python for handling tabular data. For example, you can print the first 5 rows of the gaze data by calling `gaze.data.head()`, and inspect the data type of each column by calling `gaze.data.dtypes`. \n", + "The core of `BaseTabular` is the `data` attribute - a `pandas.DataFrame` that provides a standard Python data structure for tabular data manipulation. For example, you can view the first 5 rows using `data.head()` and inspect column data types with `data.dtypes`. \n", "\n", - "Theoretically, you could re-assign `gaze.data` to `gaze_df`, however the conversion scripts written in the next section only work at the class level and not on the dataframe level." + "While you can reassign `data` to a separate variable, note that specialized processing methods operate at the class level and not on standalone DataFrames." ] }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 8, "metadata": {}, "outputs": [ { @@ -250,19 +288,19 @@ "text": [ " gaze x [px] gaze y [px] worn fixation id blink id \\\n", "timestamp [ns] \n", - "1732621490425631343 697.829 554.242 1 1 \n", - "1732621490430625343 698.096 556.335 1 1 \n", - "1732621490435625343 697.810 556.360 1 1 \n", - "1732621490440625343 695.752 557.903 1 1 \n", - "1732621490445625343 696.108 558.438 1 1 \n", + "1766074550059895270 777.823 645.708 1 \n", + "1766074550064895270 778.840 650.667 1 \n", + "1766074550069895270 789.575 644.583 1 \n", + "1766074550075020270 790.720 643.566 1 \n", + "1766074550080020270 788.473 642.554 1 \n", "\n", " azimuth [deg] elevation [deg] \n", "timestamp [ns] \n", - "1732621490425631343 -7.581023 3.519804 \n", - "1732621490430625343 -7.563214 3.385485 \n", - "1732621490435625343 -7.581576 3.383787 \n", - "1732621490440625343 -7.713686 3.284294 \n", - "1732621490445625343 -7.690596 3.250055 \n", + "1766074550059895270 -1.246504 -2.128223 \n", + "1766074550064895270 -1.181023 -2.448048 \n", + "1766074550069895270 -0.488220 -2.055796 \n", + "1766074550075020270 -0.414293 -1.990205 \n", + "1766074550080020270 -0.559308 -1.924897 \n", "gaze x [px] float64\n", "gaze y [px] float64\n", "worn Int8\n", @@ -281,27 +319,36 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": 9, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - " saccade id start timestamp [ns] end timestamp [ns] duration [ms] \\\n", - "0 1 1732621490876132343 1732621490891115343 15 \n", - "1 2 1732621491241357343 1732621491291481343 50 \n", - "2 3 1732621491441602343 1732621491516601343 75 \n", - "3 4 1732621491626723343 1732621491696847343 70 \n", - "4 5 1732621491917092343 1732621491977090343 60 \n", + " start timestamp [ns] end timestamp [ns] duration [ms] \\\n", + "saccade id \n", + "1 1766074550185020270 1766074550200020270 15 \n", + "2 1766074550500394270 1766074550530409270 30 \n", + "3 1766074550790643270 1766074550855643270 65 \n", + "4 1766074551261017270 1766074551316141270 55 \n", + "5 1766074551431266270 1766074551461266270 30 \n", + "\n", + " amplitude [px] amplitude [deg] mean velocity [px/s] \\\n", + "saccade id \n", + "1 32.038345 2.058745 2169.577393 \n", + "2 46.000240 2.955818 1558.823608 \n", + "3 229.634521 14.681583 3085.043457 \n", + "4 116.869461 7.418345 2315.360352 \n", + "5 42.120010 2.639519 1429.373535 \n", "\n", - " amplitude [px] amplitude [deg] mean velocity [px/s] peak velocity [px/s] \n", - "0 14.938179 0.962102 1025.709879 1191.520740 \n", - "1 130.743352 8.378644 2700.713283 3687.314947 \n", - "2 241.003342 15.391730 3615.380044 5337.244676 \n", - "3 212.619205 13.608618 3757.394092 6164.040944 \n", - "4 220.842812 13.914266 4220.180601 6369.217052 \n", - "saccade id Int32\n", + " peak velocity [px/s] \n", + "saccade id \n", + "1 3185.151367 \n", + "2 1951.831299 \n", + "3 5698.534668 \n", + "4 3995.312500 \n", + "5 1764.324219 \n", "start timestamp [ns] int64\n", "end timestamp [ns] int64\n", "duration [ms] Int64\n", @@ -322,22 +369,23 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "PyNeon performs the following preprocessing when reading the CSV files:\n", - "1. Removes the redundant `section id` and `recording id` columns that are present in the raw CSVs.\n", - "2. Sets the `timestamp [ns]` (or `start timestamp [ns]` for most event files) column as the DataFrame index.\n", - "3. Automatically assigns appropriate data types to columns. For instance, `Int64` type is assigned to timestamps, `Int32` to event IDs (blink/fixation/saccade ID), and `float64` to float data (e.g. gaze location, pupil size)." + "PyNeon performs the following preprocessing when reading CSV files:\n", + "\n", + "1. Removes redundant `section id` and `recording id` columns present in the raw files\n", + "2. Sets the `timestamp [ns]` (or `start timestamp [ns]` for event files) column as the DataFrame index\n", + "3. Automatically infers and assigns appropriate data types to columns—for example, `Int64` for timestamps, `Int32` for event IDs, and `float64` for numerical measurements like gaze location and pupil size" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "Just like any other `pandas.DataFrame`, you can access individual rows, columns, or subsets of the data using the standard indexing and slicing methods. For example, `gaze.data.iloc[0]` returns the first row of the gaze data, and `gaze.data['gaze x [px]']` (or `gaze['gaze x [px]']`) returns the gaze x-coordinate column." + "Like any `pandas.DataFrame`, you can access individual rows, columns, or subsets using standard indexing and slicing methods. For example, `data.iloc[0]` returns the first row, and `gaze['gaze x [px]']` (or equivalently `gaze.data['gaze x [px]']`) returns the gaze x-coordinate column." ] }, { "cell_type": "code", - "execution_count": 9, + "execution_count": 10, "metadata": {}, "outputs": [ { @@ -345,29 +393,29 @@ "output_type": "stream", "text": [ "First row of gaze data:\n", - "gaze x [px] 697.829\n", - "gaze y [px] 554.242\n", + "gaze x [px] 777.823\n", + "gaze y [px] 645.708\n", "worn 1.0\n", - "fixation id 1.0\n", + "fixation id \n", "blink id \n", - "azimuth [deg] -7.581023\n", - "elevation [deg] 3.519804\n", - "Name: 1732621490425631343, dtype: Float64\n", + "azimuth [deg] -1.246504\n", + "elevation [deg] -2.128223\n", + "Name: 1766074550059895270, dtype: Float64\n", "\n", "All gaze x values:\n", "timestamp [ns]\n", - "1732621490425631343 697.829\n", - "1732621490430625343 698.096\n", - "1732621490435625343 697.810\n", - "1732621490440625343 695.752\n", - "1732621490445625343 696.108\n", + "1766074550059895270 777.823\n", + "1766074550064895270 778.840\n", + "1766074550069895270 789.575\n", + "1766074550075020270 790.720\n", + "1766074550080020270 788.473\n", " ... \n", - "1732621520958946343 837.027\n", - "1732621520964071343 836.595\n", - "1732621520969071343 836.974\n", - "1732621520974075343 835.169\n", - "1732621520979070343 833.797\n", - "Name: gaze x [px], Length: 6091, dtype: float64\n" + "1766074553353010270 719.002\n", + "1766074553358010270 721.969\n", + "1766074553363010270 725.065\n", + "1766074553368010270 731.852\n", + "1766074553373010270 745.475\n", + "Name: gaze x [px], Length: 663, dtype: float64\n" ] } ], @@ -380,118 +428,59 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "## Useful attributes and methods for Stream and Events\n", - "On top of analyzing `data` with `pandas.DataFrame` attributes and methods, you may also use attributes and methods of the `Stream` and `Events` instances containing the `data` to facilitate Neon-specific data analysis. For example, `Stream` class has a `ts` property that allows quick access of all timestamps in the data as a `numpy.ndarray` [(reference)](https://numpy.org/doc/stable/reference/generated/numpy.ndarray.html).\n", + "## Useful Properties and Methods for Streams and Events\n", "\n", - "Useful as they are, UTC timestamps in nanoseconds are usually too large for human comprehension. Often we would want to simply know what is the relative time for each data point since the stream start (which is different from the recording start). In PyNeon, this is referred to as `times` and is in seconds. You can access it as a `numpy.ndarray` by calling the `times` property.\n" - ] - }, - { - "cell_type": "code", - "execution_count": 10, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "[1732621490425631343 1732621490430625343 1732621490435625343 ...\n", - " 1732621520969071343 1732621520974075343 1732621520979070343]\n", - "[0.0000000e+00 4.9940000e-03 9.9940000e-03 ... 3.0543440e+01 3.0548444e+01\n", - " 3.0553439e+01]\n" - ] - } - ], - "source": [ - "print(gaze.ts)\n", - "print(gaze.times)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Timestamps (UTC, in ns), relative time (relative to the stream start, in s), and index are the three units of time that are most commonly used in PyNeon. For example, you can crop the stream by either timestamp or relative time by calling the `crop()` method. The method takes `start` and `end` of the crop window in either UTC timestamps or relative time, and uses `by` to specify which time unit is used. The method returns a new `Stream` instance with the cropped data." - ] - }, - { - "cell_type": "code", - "execution_count": 11, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Gaze data points before cropping: 6091\n", - "Gaze data points after cropping: 999\n" - ] - } - ], - "source": [ - "print(f\"Gaze data points before cropping: {len(gaze)}\")\n", + "Beyond analyzing the `data` DataFrame directly, `Stream` and `Events` instances provide several convenience properties and methods for Neon-specific analysis. For instance, the `ts` property provides quick access to all timestamps as a `numpy.ndarray` [(reference)](https://numpy.org/doc/stable/reference/generated/numpy.ndarray.html).\n", "\n", - "# Crop the gaze data to 5-10 seconds\n", - "gaze_crop = gaze.crop(5, 10, by=\"time\") # Crop by time\n", - "print(f\"Gaze data points after cropping: {len(gaze_crop)}\")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "You may also want to restrict one stream to the temporal range of another stream. This can be done by calling the `restrict()` method. The method takes another `Stream` instance as an argument and crops the stream to the intersection of the two streams' temporal ranges." + "Unix timestamps in nanoseconds are typically inconvenient for human interpretation. PyNeon provides the `times` property, which represents relative time (in seconds) from the stream start—different from the recording start. Access this as a `numpy.ndarray` via the `times` property.\n" ] }, { "cell_type": "code", - "execution_count": 12, + "execution_count": 11, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "IMU first timestamp: 1732621495435389343 > Gaze first timestamp: 1732621495430263343\n", - "IMU last timestamp: 1732621500421101343 < Gaze last timestamp: 1732621500424901343\n" + "First five timestamps:\n", + "[1766074550059895270 1766074550064895270 1766074550069895270\n", + " 1766074550075020270 1766074550080020270]\n", + "First five times:\n", + "[0. 0.005 0.01 0.015125 0.020125]\n" ] } ], "source": [ - "imu_crop = rec.imu.restrict(gaze_crop)\n", - "saccades_crop = saccades.restrict(gaze_crop)\n", - "print(\n", - " f\"IMU first timestamp: {imu_crop.first_ts} > Gaze first timestamp: {gaze_crop.first_ts}\"\n", - ")\n", - "print(\n", - " f\"IMU last timestamp: {imu_crop.last_ts} < Gaze last timestamp: {gaze_crop.last_ts}\"\n", - ")" + "print(f\"First five timestamps:\\n{gaze.ts[:5]}\")\n", + "print(f\"First five times:\\n{gaze.times[:5]}\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "There are many other attributes and methods available for `Stream` and `Events` classes. For a full list, refer to the [API reference](https://ncc-brain.github.io/PyNeon/reference/stream.html). We will also cover some of them in the following tutorials (e.g., [interpolation and concatenation of streams](interpolate_and_concat.ipynb))." + "For a comprehensive list of available properties and methods, refer to the [API reference documentation](https://ncc-brain.github.io/PyNeon/reference/stream.html). Subsequent tutorials (for example, [interpolation and concatenation of streams](interpolate_and_concat.ipynb)) demonstrate additional functionality." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "## An example plot of cropped data\n", + "## Example: Plotting Gaze and Saccade Data\n", "\n", - "Below we show how to easily plot the gaze and saccade data we cropped just now. Since PyNeon data are stored in `pandas.DataFrame`, you can use any plotting library that supports `pandas.DataFrame` as input. Here we use `matplotlib` to plot the gaze x, y coordinates and the saccade durations." + "Below we demonstrate how to plot gaze and saccade data. Since PyNeon stores data in `pandas.DataFrame` format, you can use any plotting library that supports this structure. In this example, we use `matplotlib` to plot gaze coordinates and highlight saccade intervals." ] }, { "cell_type": "code", - "execution_count": 13, + "execution_count": 12, "metadata": {}, "outputs": [ { "data": { - "image/png": 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", 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", 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" ] @@ -506,11 +495,11 @@ "plt.figure(figsize=(8, 3))\n", "\n", "# Plot the gaze data\n", - "(gaze_l,) = plt.plot(gaze_crop[\"gaze x [px]\"], label=\"Gaze x\")\n", - "(gaze_r,) = plt.plot(gaze_crop[\"gaze y [px]\"], label=\"Gaze y\")\n", + "(gaze_l,) = plt.plot(gaze[\"gaze x [px]\"], label=\"Gaze x\")\n", + "(gaze_r,) = plt.plot(gaze[\"gaze y [px]\"], label=\"Gaze y\")\n", "\n", "# Visualize the saccades\n", - "for sac_start, sac_end in zip(saccades_crop.start_ts, saccades_crop.end_ts):\n", + "for sac_start, sac_end in zip(saccades.start_ts, saccades.end_ts):\n", " sac = plt.axvspan(sac_start, sac_end, color=\"lightgray\", label=\"Saccades\")\n", "\n", "plt.xlabel(\"timestamp [ns]\")\n", @@ -523,18 +512,19 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "## Visualizing gaze heatmap\n", - "Finally, we will show how to plot a heatmap of the gaze/fixation data. Since it requires gaze, fixation, and video data, the input it takes is an instance of `Recording` that contains all necessary data. The method `plot_heatmap()`, by default, plots a gaze heatmap with fixations overlaid as circles." + "## Visualizing Gaze Distribution\n", + "\n", + "To visualize the spatial distribution of gaze data, we can create a heatmap with fixation locations overlaid. The `plot_distribution()` method generates this visualization by combining gaze density with fixation markers." ] }, { "cell_type": "code", - "execution_count": 14, + "execution_count": 13, "metadata": {}, "outputs": [ { "data": { - "image/png": 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", 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", 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" ] @@ -551,7 +541,7 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "We can see a clear centre-bias, as participants tend to look more centrally relative to head position." + "The plot appears relatively sparse due to the short duration of this sample recording. For longer recordings with more gaze samples, `plot_distribution()` provides a valuable tool for visualizing gaze and fixation patterns across the scene." ] } ], @@ -571,7 +561,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.13.1" + "version": "3.14.2" } }, "nbformat": 4, diff --git a/source/tutorials/read_recording_native.ipynb b/source/tutorials/read_recording_native.ipynb index 4b052a9..87eed13 100644 --- a/source/tutorials/read_recording_native.ipynb +++ b/source/tutorials/read_recording_native.ipynb @@ -1,68 +1,472 @@ { "cells": [ + { + "cell_type": "markdown", + "id": "06928832", + "metadata": {}, + "source": [ + "# Reading Native-Format Recordings\n", + "\n", + "In this tutorial, we demonstrate how to load a Neon recording in native format (stored on the companion device or downloaded as native data) and explore the data structure. We also illustrate PyNeon's unified API, which handles both native and cloud formats seamlessly, and show how to convert native data to cloud format.\n", + "\n", + "## Downloading Sample Data\n", + "\n", + "We will use the same \"simple\" dataset as in the [previous tutorial](read_recording_cloud.ipynb), and analyze the native format instead." + ] + }, { "cell_type": "code", "execution_count": 1, - "id": "06928832", + "id": "ca9f3271", "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "C:\\Users\\User\\Documents\\GitHub\\PyNeon\\data\\simple\\Native Recording Data\n" + ] + } + ], "source": [ - "from pyneon import Recording" + "from pyneon import Dataset, Recording, get_sample_data\n", + "\n", + "# Download sample data (if not existing) and return the path\n", + "sample_dir = get_sample_data(\"simple\")\n", + "native_dir = sample_dir / \"Native Recording Data\"\n", + "cloud_dir = sample_dir / \"Timeseries Data + Scene Video\"\n", + "print(native_dir)" + ] + }, + { + "cell_type": "markdown", + "id": "c9ff88da", + "metadata": {}, + "source": [ + "A dataset in native format has the following directory structure:" ] }, { "cell_type": "code", "execution_count": 2, - "id": "ad3c1bea", + "id": "5241e768", "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Native Recording Data/\n", + "├─simple1-56fcec49/\n", + "│ ├─android.log.zip\n", + "│ ├─blinks ps1.raw\n", + "│ ├─blinks ps1.time\n", + "│ ├─blinks.dtype\n", + "│ ├─calibration.bin\n", + "│ ├─event.time\n", + "│ ├─event.txt\n", + "│ ├─extimu ps1.raw\n", + "│ ├─extimu ps1.time\n", + "│ ├─eye_state ps1.raw\n", + "│ ├─eye_state ps1.time\n", + "│ ├─eye_state.dtype\n", + "│ ├─fixations ps1.raw\n", + "│ ├─fixations ps1.time\n", + "│ ├─fixations.dtype\n", + "│ ├─gaze ps1.raw\n", + "│ ├─gaze ps1.time\n", + "│ ├─gaze.dtype\n", + "│ ├─gaze_200hz.raw\n", + "│ ├─gaze_200hz.time\n", + "│ ├─gaze_right ps1.raw\n", + "│ ├─gaze_right ps1.time\n", + "│ ├─imu ps1.raw\n", + "│ ├─imu ps1.time\n", + "│ ├─imu.dtype\n", + "│ ├─imu.proto\n", + "│ ├─info.json\n", + "│ ├─manifest.json\n", + "│ ├─manifest.json.crc\n", + "│ ├─Neon Scene Camera v1 ps1.mp4\n", + "│ ├─Neon Scene Camera v1 ps1.time\n", + "│ ├─Neon Scene Camera v1 ps1.time_aux\n", + "│ ├─Neon Sensor Module v1 ps1.mp4\n", + "│ ├─Neon Sensor Module v1 ps1.time\n", + "│ ├─Neon Sensor Module v1 ps1.time_aux\n", + "│ ├─Neon Sensor Module v1_sae_log_1.bin\n", + "│ ├─template.json\n", + "│ ├─wearer.json\n", + "│ ├─worn ps1.raw\n", + "│ ├─worn.dtype\n", + "│ └─worn_200hz.raw\n", + "└─simple2-6ca28606/\n", + " ├─android.log.zip\n", + " ├─blinks ps1.raw\n", + " ├─blinks ps1.time\n", + " ├─blinks.dtype\n", + " ├─calibration.bin\n", + " ├─event.time\n", + " ├─event.txt\n", + " ├─extimu ps1.raw\n", + " ├─extimu ps1.time\n", + " ├─eye_state ps1.raw\n", + " ├─eye_state ps1.time\n", + " ├─eye_state.dtype\n", + " ├─fixations ps1.raw\n", + " ├─fixations ps1.time\n", + " ├─fixations.dtype\n", + " ├─gaze ps1.raw\n", + " ├─gaze ps1.time\n", + " ├─gaze.dtype\n", + " ├─gaze_200hz.raw\n", + " ├─gaze_200hz.time\n", + " ├─gaze_right ps1.raw\n", + " ├─gaze_right ps1.time\n", + " ├─imu ps1.raw\n", + " ├─imu ps1.time\n", + " ├─imu.dtype\n", + " ├─imu.proto\n", + " ├─info.json\n", + " ├─manifest.json\n", + " ├─manifest.json.crc\n", + " ├─Neon Scene Camera v1 ps1.mp4\n", + " ├─Neon Scene Camera v1 ps1.time\n", + " ├─Neon Scene Camera v1 ps1.time_aux\n", + " ├─Neon Sensor Module v1 ps1.mp4\n", + " ├─Neon Sensor Module v1 ps1.time\n", + " ├─Neon Sensor Module v1 ps1.time_aux\n", + " ├─Neon Sensor Module v1_sae_log_1.bin\n", + " ├─template.json\n", + " ├─wearer.json\n", + " ├─worn ps1.raw\n", + " ├─worn.dtype\n", + " └─worn_200hz.raw\n" + ] + } + ], "source": [ - "from pathlib import Path\n", - "\n", - "native_dir = Path(\n", - " r\"C:\\Users\\qian.chu\\OneDrive - University of Toronto\\code_tests\\Neon full native\"\n", - ")\n", - "cloud_dir = Path(r\"../../data/cloud_export_test\")" + "from seedir import seedir\n", + "seedir(native_dir)" + ] + }, + { + "cell_type": "markdown", + "id": "a9536f10", + "metadata": {}, + "source": [ + "PyNeon provides a `Dataset` class to represent a collection of recordings. A dataset can contain one or more recordings. Here, we instantiate a `Dataset` by providing the path to the native format data directory." ] }, { "cell_type": "code", "execution_count": 3, - "id": "92414ce8", + "id": "c9723b64", "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Dataset | 2 recordings\n" + ] + } + ], "source": [ - "rec = Recording(native_dir)" + "dataset = Dataset(native_dir)\n", + "print(dataset)" + ] + }, + { + "cell_type": "markdown", + "id": "4969350a", + "metadata": {}, + "source": [ + "`Dataset` provides index-based access to its recordings through the `recordings` attribute, which contains a list of `Recording` instances. Individual recordings can be accessed by index:" ] }, { "cell_type": "code", "execution_count": 4, - "id": "ca9f3271", + "id": "e912369a", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "C:\\Users\\User\\Documents\\GitHub\\PyNeon\\data\\simple\\Native Recording Data\\simple1-56fcec49\n" + ] + } + ], + "source": [ + "rec = dataset[0] # Internally accesses the recordings attribute\n", + "print(type(rec))\n", + "print(rec.recording_dir)" + ] + }, + { + "cell_type": "markdown", + "id": "22c182e6", + "metadata": {}, + "source": [ + "Alternatively, you can directly load a single `Recording` by specifying the recording's folder path:" + ] + }, + { + "cell_type": "markdown", + "id": "542cd4f0", "metadata": {}, - "outputs": [], "source": [ - "rec.export_cloud_format(cloud_dir, rebase=False)" + "## Recording Metadata and Data Access\n", + "\n", + "You can quickly obtain an overview of a `Recording` by printing the instance. This displays basic metadata (recording ID, wearer ID, recording start time, and duration) and the paths to available data files. Note that at this point, data files are located but not yet loaded into memory." ] }, { "cell_type": "code", "execution_count": 5, - "id": "c9ff88da", + "id": "fee66dd9", "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "Data format: native\n", + "Recording ID: 56fcec49-d660-4d67-b5ed-ba8a083a448a\n", + "Wearer ID: 028e4c69-f333-4751-af8c-84a09af079f5\n", + "Wearer name: Pilot\n", + "Recording start time: 2025-12-18 17:13:49.460000\n", + "Recording duration: 8235000000 ns (8.235 s)\n", + "\n" + ] + } + ], "source": [ - "# rec.export_cloud_format(\"../../data/cloud_export_test\", rebase=True)" + "print(rec)" + ] + }, + { + "cell_type": "markdown", + "id": "ae2aa2df", + "metadata": {}, + "source": [ + "## Format-Agnostic API: Accessing Data\n", + "\n", + "One of PyNeon's key strengths is its **format-agnostic API**. Whether your data is in native or cloud format, the same code works identically. This means you can write analysis pipelines that work seamlessly with either format. Below, we demonstrate accessing data from this native recording using the same approach as the cloud format tutorial.\n", + "\n", + "Individual data streams can be accessed as properties of the `Recording` instance. For example, `recording.gaze` retrieves gaze data and loads it into memory. If you attempt to access unavailable data, PyNeon returns `None` and issues a warning message." ] }, { "cell_type": "code", "execution_count": 6, - "id": "5241e768", + "id": "595c91b4", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "recording.gaze is \n", + "recording.saccades is \n", + "recording.imu is \n", + "recording.scene_video is < cv2.VideoCapture 000001AAF20257B0>\n" + ] + } + ], + "source": [ + "# Access gaze, saccades, and other data streams\n", + "gaze = rec.gaze\n", + "print(f\"recording.gaze is {gaze}\")\n", + "\n", + "saccades = rec.saccades\n", + "print(f\"recording.saccades is {saccades}\")\n", + "\n", + "imu = rec.imu\n", + "print(f\"recording.imu is {imu}\")\n", + "\n", + "scene_video = rec.scene_video\n", + "print(f\"recording.scene_video is {scene_video}\")" + ] + }, + { + "cell_type": "markdown", + "id": "892d1a1f", + "metadata": {}, + "source": [ + "Note that accessing native data may trigger on-the-fly conversion from raw binary files (`.raw`, `.time`, `.dtype`) to DataFrames. PyNeon handles this transparently, so the resulting data structures are identical to cloud format data." + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "4db25d49", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " gaze x [px] gaze y [px] worn azimuth [deg] \\\n", + "timestamp [ns] \n", + "1766074431275967547 731.885864 503.253845 -1 -4.384848 \n", + "1766074431280967547 735.500916 502.152618 -1 -4.152129 \n", + "1766074431285967547 735.843140 499.517426 -1 -4.130098 \n", + "1766074431290967547 735.056641 502.690063 -1 -4.180729 \n", + "1766074431295967547 736.322205 501.840668 -1 -4.099258 \n", + "\n", + " elevation [deg] \n", + "timestamp [ns] \n", + "1766074431275967547 6.207878 \n", + "1766074431280967547 6.278540 \n", + "1766074431285967547 6.447632 \n", + "1766074431290967547 6.244054 \n", + "1766074431295967547 6.298557 \n", + "gaze x [px] float64\n", + "gaze y [px] float64\n", + "worn Int8\n", + "azimuth [deg] float64\n", + "elevation [deg] float64\n", + "dtype: object\n" + ] + } + ], + "source": [ + "print(gaze.data.head())\n", + "print(gaze.data.dtypes)" + ] + }, + { + "cell_type": "markdown", + "id": "dbb52643", + "metadata": {}, + "source": [ + "## Converting Native Data to Cloud Format\n", + "\n", + "A common workflow is to convert native format data to cloud format for easier sharing or integration with other tools. PyNeon provides the `export_cloud_format()` method to accomplish this seamlessly.\n", + "\n", + "The conversion process:\n", + "- Reads native binary files and converts them to CSV format\n", + "- Preserves all data integrity and metadata\n", + "- Outputs a standardized directory structure compatible with Pupil Cloud\n", + "\n", + "Let's export this recording to cloud format:" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "3e21e568", "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Successfully exported to: C:\\Users\\User\\Documents\\GitHub\\PyNeon\\source\\tutorials\\export\n" + ] + } + ], "source": [ - "# rec.export_cloud_format(\"../../data/cloud_export_test\", rebase=True)" + "from pathlib import Path\n", + "\n", + "# Define output directory for cloud format data\n", + "export_dir = Path(\"./export\")\n", + "\n", + "# Export the native recording to cloud format\n", + "rec.export_cloud_format(export_dir, rebase=False)\n", + "print(f\"Successfully exported to: {export_dir.resolve()}\")" + ] + }, + { + "cell_type": "markdown", + "id": "5572200a", + "metadata": {}, + "source": [ + "Let's verify the exported cloud format directory structure:" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "545e2a8e", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "export/\n", + "├─3d_eye_states.csv\n", + "├─blinks.csv\n", + "├─events.csv\n", + "├─fixations.csv\n", + "├─gaze.csv\n", + "├─imu.csv\n", + "├─info.json\n", + "├─Neon Scene Camera v1 ps1.mp4\n", + "├─saccades.csv\n", + "├─scene_camera.json\n", + "├─template.csv\n", + "└─world_timestamps.csv\n" + ] + } + ], + "source": [ + "seedir(export_dir)" + ] + }, + { + "cell_type": "markdown", + "id": "cb878390", + "metadata": {}, + "source": [ + "Now we can load and use the exported data with the same PyNeon API:" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "0997a777", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Exported gaze data (first 5 rows):\n", + " gaze x [px] gaze y [px] worn azimuth [deg] \\\n", + "timestamp [ns] \n", + "1766074431275967547 731.885864 503.253845 -1 -4.384848 \n", + "1766074431280967547 735.500916 502.152618 -1 -4.152129 \n", + "1766074431285967547 735.843140 499.517426 -1 -4.130098 \n", + "1766074431290967547 735.056641 502.690063 -1 -4.180729 \n", + "1766074431295967547 736.322205 501.840668 -1 -4.099258 \n", + "\n", + " elevation [deg] \n", + "timestamp [ns] \n", + "1766074431275967547 6.207878 \n", + "1766074431280967547 6.278540 \n", + "1766074431285967547 6.447632 \n", + "1766074431290967547 6.244054 \n", + "1766074431295967547 6.298557 \n", + "\n", + "Data shapes match: True\n" + ] + } + ], + "source": [ + "# Load the exported cloud format data\n", + "rec_cloud = Recording(export_dir)\n", + "gaze_cloud = rec_cloud.gaze\n", + "\n", + "# Verify that the data is identical\n", + "print(\"Exported gaze data (first 5 rows):\")\n", + "print(gaze_cloud.data.head())\n", + "print(\"\\nData shapes match:\", gaze.data.shape == gaze_cloud.data.shape)" ] } ], @@ -82,7 +486,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.13.9" + "version": "3.14.2" } }, "nbformat": 4, diff --git a/source/tutorials/short_aruco.ipynb b/source/tutorials/short_aruco.ipynb new file mode 100644 index 0000000..d39c3c1 --- /dev/null +++ b/source/tutorials/short_aruco.ipynb @@ -0,0 +1,215 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 2, + "id": "e7dd5888", + "metadata": {}, + "outputs": [], + "source": [ + "from pyneon import Dataset, get_sample_data\n", + "dataset_dir = get_sample_data(\"markers\", format=\"cloud\")\n", + "dataset = Dataset(dataset_dir)\n", + "rec = dataset.recordings[1]\n", + "video = rec.scene_video" + ] + }, + { + "cell_type": "markdown", + "id": "29ff875e", + "metadata": {}, + "source": [ + "## Marker detection every frame" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "f1b9b9cc", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "Detecting markers: 99%|█████████▉| 1035/1044 [01:43<00:00, 9.97it/s]\n" + ] + }, + { + "data": { + "image/png": "iVBORw0KGgoAAAANSUhEUgAAAgAAAAGFCAYAAACL7UsMAAAAOnRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjEwLjgsIGh0dHBzOi8vbWF0cGxvdGxpYi5vcmcvwVt1zgAAAAlwSFlzAAAPYQAAD2EBqD+naQAABntJREFUeJzt2LERwkAQBEGJItWP6oM9hQAGSMZ022esOXXnzMwBAKS8nh4AANxPAABAkAAAgCABAABBAgAAggQAAAQJAAAIEgAAEPT+9nCt9d8lAMBP7L0/3vgAAECQAACAIAEAAEECAACCBAAABAkAAAgSAAAQJAAAIEgAAECQAACAIAEAAEECAACCBAAABAkAAAgSAAAQJAAAIEgAAECQAACAIAEAAEECAACCBAAABAkAAAgSAAAQJAAAIEgAAECQAACAIAEAAEECAACCBAAABAkAAAgSAAAQJAAAIEgAAECQAACAIAEAAEECAACCBAAABAkAAAgSAAAQJAAAIEgAAECQAACAIAEAAEECAACCBAAABAkAAAgSAAAQJAAAIEgAAECQAACAIAEAAEECAACCBAAABAkAAAgSAAAQJAAAIEgAAECQAACAIAEAAEECAACCBAAABAkAAAgSAAAQJAAAIEgAAECQAACAIAEAAEECAACCBAAABAkAAAgSAAAQJAAAIEgAAECQAACAIAEAAEECAACCBAAABAkAAAgSAAAQJAAAIEgAAECQAACAIAEAAEECAACCBAAABAkAAAgSAAAQJAAAIEgAAECQAACAIAEAAEECAACCBAAABAkAAAgSAAAQJAAAIEgAAECQAACAIAEAAEECAACCBAAABAkAAAgSAAAQJAAAIEgAAECQAACAIAEAAEECAACCBAAABAkAAAgSAAAQJAAAIEgAAECQAACAIAEAAEECAACCBAAABAkAAAgSAAAQJAAAIEgAAECQAACAIAEAAEECAACCBAAABAkAAAgSAAAQJAAAIEgAAECQAACAIAEAAEECAACCBAAABAkAAAgSAAAQJAAAIEgAAECQAACAIAEAAEECAACCBAAABAkAAAgSAAAQJAAAIEgAAECQAACAIAEAAEECAACCBAAABAkAAAgSAAAQJAAAIEgAAECQAACAIAEAAEECAACCBAAABAkAAAgSAAAQJAAAIEgAAECQAACAIAEAAEECAACCBAAABAkAAAgSAAAQJAAAIEgAAECQAACAIAEAAEECAACCBAAABAkAAAgSAAAQJAAAIEgAAECQAACAIAEAAEECAACCBAAABAkAAAgSAAAQJAAAIEgAAECQAACAIAEAAEECAACCBAAABAkAAAgSAAAQJAAAIEgAAECQAACAIAEAAEECAACCBAAABAkAAAgSAAAQJAAAIEgAAECQAACAIAEAAEECAACCBAAABAkAAAgSAAAQJAAAIEgAAECQAACAIAEAAEECAACCBAAABAkAAAgSAAAQJAAAIEgAAECQAACAIAEAAEECAACCBAAABAkAAAgSAAAQJAAAIEgAAECQAACAIAEAAEECAACCBAAABAkAAAgSAAAQJAAAIEgAAECQAACAIAEAAEECAACCBAAABAkAAAgSAAAQJAAAIEgAAECQAACAIAEAAEECAACCBAAABAkAAAgSAAAQJAAAIEgAAECQAACAIAEAAEECAACCBAAABAkAAAgSAAAQJAAAIEgAAECQAACAIAEAAEECAACCBAAABAkAAAgSAAAQJAAAIEgAAECQAACAIAEAAEECAACCBAAABAkAAAgSAAAQJAAAIEgAAECQAACAIAEAAEECAACCBAAABAkAAAgSAAAQJAAAIEgAAECQAACAIAEAAEECAACCBAAABAkAAAgSAAAQJAAAIEgAAECQAACAIAEAAEECAACCBAAABAkAAAgSAAAQJAAAIEgAAECQAACAIAEAAEECAACCBAAABAkAAAgSAAAQJAAAIEgAAECQAACAIAEAAEECAACCBAAABAkAAAgSAAAQJAAAIEgAAECQAACAIAEAAEECAACCBAAABAkAAAgSAAAQJAAAIEgAAECQAACAIAEAAEECAACCBAAABAkAAAgSAAAQJAAAIEgAAECQAACAIAEAAEECAACCBAAABAkAAAgSAAAQJAAAIEgAAECQAACAIAEAAEECAACCBAAABAkAAAgSAAAQJAAAIEgAAECQAACAIAEAAEECAACCBAAABAkAAAgSAAAQJAAAIEgAAECQAACAIAEAAEECAACCBAAABAkAAAgSAAAQJAAAIEgAAECQAACAIAEAAEECAACCBAAABAkAAAgSAAAQJAAAIEgAAEDQOTPz9AgA4F4+AAAQJAAAIEgAAECQAACAIAEAAEECAACCBAAABAkAAAgSAABw9FwEcQ4DLlKiRAAAAABJRU5ErkJggg==", + "text/plain": [ + "
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, )" + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "detected_markers = video.detect_markers(\"5x5_100\")" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "6d56d152", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/plain": [ + "(
, )" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "video.plot_detected_markers(detected_markers, frame_index=498)" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "e8f043e9", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "Overlaying markers on video: 100%|██████████| 1044/1044 [00:25<00:00, 40.56it/s]\n" + ] + } + ], + "source": [ + "video.overlay_detected_markers(\n", + " detected_markers,\n", + " show_video=True,\n", + ")" + ] + }, + { + "cell_type": "markdown", + "id": "383c5ea3", + "metadata": {}, + "source": [ + "## Marker detection with steps" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "da268cb6", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "Detecting markers: 99%|█████████▉| 345/348 [00:33<00:00, 10.36it/s]\n" + ] + } + ], + "source": [ + "detected_markers_steps = video.detect_markers(\"5x5_100\", step=3)" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "76ae58ee", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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, )" + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "video.plot_detected_markers(detected_markers_steps, frame_index=498)" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "7c9c5cae", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "Overlaying markers on video: 100%|██████████| 1044/1044 [00:25<00:00, 40.85it/s]\n" + ] + } + ], + "source": [ + "video.overlay_detected_markers(\n", + " detected_markers_steps,\n", + " show_video=True,\n", + ")" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "pyneon", + "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": "3.13.11" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/source/tutorials/surface_mapping.ipynb b/source/tutorials/surface_mapping.ipynb index 6ba10de..ea25529 100644 --- a/source/tutorials/surface_mapping.ipynb +++ b/source/tutorials/surface_mapping.ipynb @@ -4,190 +4,84 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "# Surface Mapping using Apriltags\n", + "# Surface Mapping Using AprilTags and ArUco markers\n", "\n", - "In this notebook, we show how to use AprilTags to map from gaze-to screen coordinates. Along the way, we will also show some additional epoching functionalities.\n", + "## Introduction to Fiducial Markers\n", "\n", - "To do so, we have collected a dataset where a participant freely views artworks presented on screen. Each artwork is shown for 4s, followed by a 0.5s inter trial intervall and a 0.5s central fixation cross. We can download this dataset using `get_sample_data()`." - ] - }, - { - "cell_type": "code", - "execution_count": 1, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Loading sample recording from: C:\\Users\\jan-gabriel.hartel\\Documents\\GitHub\\PyNeon\\data\\Artworks\\Timeseries Data + Scene Video\\artworks-9a141750\n", - "\n", - "Recording ID: 9a141750-95ca-48ee-9693-53bbb896b87e\n", - "Wearer ID: c4f68887-e96c-467f-a901-0fc9fce09c0a\n", - "Wearer name: JGH\n", - "Recording start time: 2025-06-16 12:49:27.817000\n", - "Recording duration: 357.538s\n", - " exist filename path\n", - "3d_eye_states True 3d_eye_states.csv C:\\Users\\jan-gabriel.hartel\\Documents\\GitHub\\PyNeon\\data\\Artworks\\Timeseries Data + Scene Video\\artworks-9a141750\\3d_eye_states.csv\n", - "blinks True blinks.csv C:\\Users\\jan-gabriel.hartel\\Documents\\GitHub\\PyNeon\\data\\Artworks\\Timeseries Data + Scene Video\\artworks-9a141750\\blinks.csv\n", - "events True events.csv C:\\Users\\jan-gabriel.hartel\\Documents\\GitHub\\PyNeon\\data\\Artworks\\Timeseries Data + Scene Video\\artworks-9a141750\\events.csv\n", - "fixations True fixations.csv C:\\Users\\jan-gabriel.hartel\\Documents\\GitHub\\PyNeon\\data\\Artworks\\Timeseries Data + Scene Video\\artworks-9a141750\\fixations.csv\n", - "gaze True gaze.csv C:\\Users\\jan-gabriel.hartel\\Documents\\GitHub\\PyNeon\\data\\Artworks\\Timeseries Data + Scene Video\\artworks-9a141750\\gaze.csv\n", - "imu True imu.csv C:\\Users\\jan-gabriel.hartel\\Documents\\GitHub\\PyNeon\\data\\Artworks\\Timeseries Data + Scene Video\\artworks-9a141750\\imu.csv\n", - "labels True labels.csv C:\\Users\\jan-gabriel.hartel\\Documents\\GitHub\\PyNeon\\data\\Artworks\\Timeseries Data + Scene Video\\artworks-9a141750\\labels.csv\n", - "saccades True saccades.csv C:\\Users\\jan-gabriel.hartel\\Documents\\GitHub\\PyNeon\\data\\Artworks\\Timeseries Data + Scene Video\\artworks-9a141750\\saccades.csv\n", - "world_timestamps True world_timestamps.csv C:\\Users\\jan-gabriel.hartel\\Documents\\GitHub\\PyNeon\\data\\Artworks\\Timeseries Data + Scene Video\\artworks-9a141750\\world_timestamps.csv\n", - "scene_video_info True scene_camera.json C:\\Users\\jan-gabriel.hartel\\Documents\\GitHub\\PyNeon\\data\\Artworks\\Timeseries Data + Scene Video\\artworks-9a141750\\scene_camera.json\n", - "scene_video True 11f35cc2_0.0-357.538.mp4 C:\\Users\\jan-gabriel.hartel\\Documents\\GitHub\\PyNeon\\data\\Artworks\\Timeseries Data + Scene Video\\artworks-9a141750\\11f35cc2_0.0-357.538.mp4\n", - "\n" - ] - } - ], - "source": [ - "import numpy as np\n", + "Fiducial markers (for a review see[1](https://doi.org/10.1007/s10846-020-01307-9)) are specially designed visual markers used to establish spatial correspondence between different coordinate systems. They serve as reference points in images that can be reliably and accurately detected, allowing us to map between video/image coordinates and real-world coordinates. In eye-tracking applications, fiducial markers enable us to transform gaze coordinates from the camera's perspective to the coordinates of the observed surface (e.g., a computer screen).\n", "\n", - "from pyneon import Recording, get_sample_data\n", + "For surface mapping, PyNeon supports the use of two widely adopted fiducial marker systems: AprilTags and ArUco markers. Both have a barcode-like appearance and encode unique IDs in their patterns.\n", "\n", - "# Load a sample recording\n", - "rec_dir = (\n", - " get_sample_data(\"Artworks\") / \"Timeseries Data + Scene Video\" / \"artworks-9a141750\"\n", - ")\n", - "print(\"Loading sample recording from:\", rec_dir)\n", - "rec = Recording(rec_dir)\n", - "print(rec)" + "- [AprilTag](https://april.eecs.umich.edu/software/apriltag): see references[2](https://doi.org/10.1109/ICRA.2011.5979561),[3](https://doi.org/10.1109/IROS.2016.7759617). Pupil Labs offers AprilTag-based surface mapping in [Neon Player](https://docs.pupil-labs.com/neon/neon-player/surface-tracker/) and in [Pupil Cloud](https://docs.pupil-labs.com/neon/pupil-cloud/enrichments/marker-mapper/). However, PyNeon's implementation allows for more customizable detection parameters.\n", + "\n", + "- [ArUco](https://www.uco.es/investiga/grupos/ava/portfolio/aruco/): see reference[4](https://doi.org/10.1016/j.patcog.2014.01.005). Pre-defined ArUco dictionaries for generating and detecting these makers are integrated into OpenCV. Therefore, PyNeon uses OpenCV's ArUco module ([cv2.aruco](https://docs.opencv.org/4.x/d5/dae/tutorial_aruco_detection.html)) for marker detection (including AprilTag).\n", + "\n", + "

\"Comparison" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "Let us take a closer look at the events file, populated with triggers sent during the initial viewing" + "## Reading Sample Data\n", + "\n", + "To illustrate surface mapping using fiducial markers, we will use a sample dataset called \"markers\". the dataset includes two recordings: one with AprilTag markers and another with ArUco markers. In both recordings, a pilot participant viewed a set of artworks displayed on a computer screen. Our goal is the map the gaze and fixation data onto the computer screen using the fiducial markers present in the scene camera video." ] }, { "cell_type": "code", - "execution_count": 2, + "execution_count": 1, "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - " name \\\n", - "timestamp [ns] \n", - "1750070967817000000 recording.begin \n", - "1750070973028401000 fixation onset \n", - "1750070973726906000 image onset 8c63372e-dfd6-ab25-cfc8-a6569f25f0c8 \n", - "1750070977877138000 image offset 8c63372e-dfd6-ab25-cfc8-a6569f25f0c8 \n", - "1750070978659847000 fixation onset \n", - "1750070979391162000 image onset 29a102da-4838-432b-7373-a3c7f5679d75 \n", - "1750070983510925000 image offset 29a102da-4838-432b-7373-a3c7f5679d75 \n", - "1750070984367660000 fixation onset \n", - "1750070985019038000 image onset 9c15b0f6-c5d3-ffa3-a853-0a62a4520400 \n", - "1750070989241548000 image offset 9c15b0f6-c5d3-ffa3-a853-0a62a4520400 \n", - "\n", - " type \n", - "timestamp [ns] \n", - "1750070967817000000 recording \n", - "1750070973028401000 recording \n", - "1750070973726906000 recording \n", - "1750070977877138000 recording \n", - "1750070978659847000 recording \n", - "1750070979391162000 recording \n", - "1750070983510925000 recording \n", - "1750070984367660000 recording \n", - "1750070985019038000 recording \n", - "1750070989241548000 recording \n" - ] - } - ], + "outputs": [], "source": [ - "event_data = rec.events.data\n", - "print(event_data.head(10))" + "from pyneon import Dataset, get_sample_data\n", + "import matplotlib.pyplot as plt\n", + "\n", + "# Load a sample recording\n", + "dataset_dir = get_sample_data(\"markers\", format=\"cloud\")\n", + "dataset = Dataset(dataset_dir)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "We can see that the name column holds the information ofinterest to us. As the column ontains both information about the event_type as well as its name, we will first parse these apart. This process is a bit lengthy, but necessary to make sense of our data" + "Let's start with the AprilTag recording." ] }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 2, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - " name \\\n", - "timestamp [ns] \n", - "1750070967817000000 recording.begin \n", - "1750070973028401000 fixation onset \n", - "1750070973726906000 image onset 8c63372e-dfd6-ab25-cfc8-a6569f25f0c8 \n", - "1750070977877138000 image offset 8c63372e-dfd6-ab25-cfc8-a6569f25f0c8 \n", - "1750070978659847000 fixation onset \n", - "\n", - " type event_type \\\n", - "timestamp [ns] \n", - "1750070967817000000 recording other \n", - "1750070973028401000 recording other \n", - "1750070973726906000 recording image onset \n", - "1750070977877138000 recording image offset \n", - "1750070978659847000 recording other \n", "\n", - " image_name \n", - "timestamp [ns] \n", - "1750070967817000000 None \n", - "1750070973028401000 None \n", - "1750070973726906000 8c63372e-dfd6-ab25-cfc8-a6569f25f0c8 \n", - "1750070977877138000 8c63372e-dfd6-ab25-cfc8-a6569f25f0c8 \n", - "1750070978659847000 None \n" + "Data format: cloud\n", + "Recording ID: 16841adb-da58-4c42-be02-f052c3c43db3\n", + "Wearer ID: 028e4c69-f333-4751-af8c-84a09af079f5\n", + "Wearer name: Pilot\n", + "Recording start time: 2025-09-22 00:25:14.096000\n", + "Recording duration: 244820000000 ns (244.82 s)\n", + "\n" ] } ], "source": [ - "# parse the name column, look for the key words image onset and image offset\n", - "def parse_event_name(name):\n", - " if \"image onset\" in name.lower():\n", - " type = \"image onset\"\n", - " name = name.lower().replace(\"image onset \", \"\").strip()\n", - " elif \"image offset\" in name.lower():\n", - " type = \"image offset\"\n", - " name = name.lower().replace(\"image offset \", \"\").strip()\n", - " else:\n", - " type = \"other\"\n", - " name = None\n", - " return type, name\n", - "\n", - "\n", - "for i, row in event_data.iterrows():\n", - " type, name = parse_event_name(row[\"name\"])\n", - " event_data.at[i, \"event_type\"] = type\n", - " event_data.at[i, \"image_name\"] = name\n", - "\n", - "print(event_data.head(5))" + "rec = dataset.recordings[0]\n", + "print(rec)" ] }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 3, "metadata": {}, "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Resetting video...\n", - "Resetting video...\n", - "Resetting video...\n" - ] - }, { "data": { - "image/png": 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", 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" ] @@ -197,18 +91,15 @@ } ], "source": [ - "import matplotlib.pyplot as plt\n", - "\n", - "video = rec.video\n", + "video = rec.scene_video\n", "\n", "fig, axs = plt.subplots(1, 3, figsize=(12, 3))\n", - "video.plot_frame(170, ax=axs[0], auto_title=False, show=False)\n", - "video.plot_frame(200, ax=axs[1], auto_title=False, show=False)\n", - "video.plot_frame(320, ax=axs[2], auto_title=False, show=False)\n", + "video.plot_frame(380, ax=axs[0], show=False)\n", + "video.plot_frame(500, ax=axs[1], show=False)\n", + "video.plot_frame(520, ax=axs[2], show=False)\n", "axs[0].set_title(\"Fixation\")\n", "axs[1].set_title(\"Image\")\n", "axs[2].set_title(\"ISI\")\n", - "plt.tight_layout()\n", "plt.show()" ] }, @@ -216,159 +107,68 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "In all of the frames shown above, we can see QR-code like markers at the borders of the screen. These are called apriltags and can be used as fiducial markers to relate video to real-world coordinates. PyNeon wraps a function that performs the detection of these. For computational efficiency, we only perform one detection every 30 frames." + "In all of the frames shown above, we can see QR-code like markers at the borders of the screen. These are called apriltags and can be used as fiducial markers to relate video to real-world coordinates. PyNeon wraps a function that performs the detection of these. For computational efficiency, we only perform one detection every 5 frames." ] }, { "cell_type": "code", - "execution_count": 5, - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "Detecting AprilTags (random access): 100%|██████████| 357/357 [00:13<00:00, 26.76it/s]" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - " processed_frame_idx frame_idx tag_id \\\n", - "timestamp [ns] \n", - "1750070971664700000 3 90 0 \n", - "1750070971664700000 3 90 1 \n", - "1750070971664700000 3 90 2 \n", - "1750070971664700000 3 90 3 \n", - "1750070971664700000 3 90 4 \n", - "\n", - " corners \\\n", - "timestamp [ns] \n", - "1750070971664700000 [[275.7712707519531, 479.94992065429693], [327... \n", - "1750070971664700000 [[322.27392578125006, 724.976806640625], [372.... \n", - "1750070971664700000 [[380.61767578125006, 928.1921386718751], [427... \n", - "1750070971664700000 [[1137.983520507812, 410.68994140624994], [118... \n", - "1750070971664700000 [[1130.1645507812498, 646.8099975585936], [117... \n", - "\n", - " center \n", - "timestamp [ns] \n", - "1750070971664700000 [297.9236297607422, 446.27796936035156] \n", - "1750070971664700000 [341.2054595947265, 696.6286163330078] \n", - "1750070971664700000 [397.3332290649414, 906.3801879882812] \n", - "1750070971664700000 [1161.822448730469, 382.8709182739258] \n", - "1750070971664700000 [1154.548095703125, 618.6701049804688] \n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "\n" - ] - } - ], - "source": [ - "all_detections = rec.detect_apriltags(skip_frames=30)\n", - "print(all_detections.data.head())" - ] - }, - { - "cell_type": "markdown", + "execution_count": 4, "metadata": {}, + "outputs": [], "source": [ - "Having detected the apriltags, we now need to provide information on the real-world coordinates of our apriltags. This is solved via a tag_info dataframe, which we generate below." + "from pathlib import Path\n", + "from pyneon import Stream\n", + "if Path(\"detected_markers.csv\").exists():\n", + " detected_markers = Stream(\"detected_markers.csv\")\n", + "else:\n", + " detected_markers = video.detect_markers(\"36h11\")" ] }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 5, "metadata": {}, "outputs": [], "source": [ - "import pandas as pd\n", - "\n", - "\n", - "def generate_tag_info(win_size, tag_ids=None, tag_size=200):\n", - " \"\"\"\n", - " Generate marker information for a given window size.\n", - "\n", - " Args:\n", - " win_size (tuple): The width and height of the window.\n", - " tag_ids (list, optional): List of tag IDs. Defaults to [0, 1, 2, 3, 4, 5].\n", - " tag_size (int, optional): Size of the tags. Defaults to 200.\n", - "\n", - " Returns:\n", - " pd.DataFrame: A DataFrame containing marker IDs and their corner positions.\n", - " \"\"\"\n", - " if tag_ids is None:\n", - " tag_ids = [0, 1, 2, 3, 4, 5] # Default tag IDs\n", - "\n", - " win_half_width, win_half_height = np.array(win_size) / 2\n", - " half_tag_size = tag_size / 2\n", - "\n", - " positions = [\n", - " (-win_half_width + half_tag_size, win_half_height - half_tag_size), # top-left\n", - " (-win_half_width + half_tag_size, 0), # middle-left\n", - " (\n", - " -win_half_width + half_tag_size,\n", - " -win_half_height + half_tag_size,\n", - " ), # bottom-left\n", - " (win_half_width - half_tag_size, win_half_height - half_tag_size), # top-right\n", - " (win_half_width - half_tag_size, 0), # middle-right\n", - " (\n", - " win_half_width - half_tag_size,\n", - " -win_half_height + half_tag_size,\n", - " ), # bottom-right\n", - " ]\n", - "\n", - " marker_corners = []\n", - " for pos in positions:\n", - " cx, cy = pos\n", - " corners = [\n", - " [cx - half_tag_size, cy + half_tag_size], # top-left\n", - " [cx + half_tag_size, cy + half_tag_size], # top-right\n", - " [cx + half_tag_size, cy - half_tag_size], # bottom-right\n", - " [cx - half_tag_size, cy - half_tag_size], # bottom-left\n", - " ]\n", - " marker_corners.append(corners)\n", - "\n", - " tag_info = pd.DataFrame({\"marker_id\": tag_ids, \"marker_corners\": marker_corners})\n", - "\n", - " return tag_info\n", - "\n", - "\n", - "tag_info = generate_tag_info((1920, 1080))" + "detected_markers.data.to_csv(\"detected_markers.csv\")" ] }, { "cell_type": "code", - "execution_count": 15, + "execution_count": 6, "metadata": {}, "outputs": [ { - "name": "stdout", - "output_type": "stream", - "text": [ - " marker_id marker_corners\n", - "0 0 [[-960.0, 540.0], [-760.0, 540.0], [-760.0, 34...\n", - "1 1 [[-960.0, 100.0], [-760.0, 100.0], [-760.0, -1...\n", - "2 2 [[-960.0, -340.0], [-760.0, -340.0], [-760.0, ...\n", - "3 3 [[760.0, 540.0], [960.0, 540.0], [960.0, 340.0...\n", - "4 4 [[760.0, 100.0], [960.0, 100.0], [960.0, -100....\n", - "5 5 [[760.0, -340.0], [960.0, -340.0], [960.0, -54...\n" - ] + "data": { + "image/png": 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eT4l56dkbn7vDkLRJAEtt5YEcM5jhWpKCmUhT/Mhx1cktBILtgUKJ87v9ubZl3RJBBc1dw3TTO5WFjOa2apKKTvAUyMP4U8Y5gHMEfRlzjJ4w/YnLghfltPfWVqcbHM2knDTEHHLz2YI7MX9CZ3+krxg8ItK3RGNqGHCMeMc0jE0QdbthgUCdiWYKXRVodebZC/tQHQC07E0t+3eXPXETZVMgqgvzHOgVmV2J9lppbJQoiwuDzs0oyMmVKGS0vz3oCkI0MXXuul/lAFIMCFGPJhuFpImZHe0xLJhHgQfurXFd9gp7gQa2SPmNODZqIaH3sel1l/0x1TxpPRGI2mv1dVgRWw40pYCtpN0qjnslY2JAYKnY+NlKu5qEsundteez1jYorEnuSOeLguggnAo0i/fepoBg6wGnai7E3Wzc6WPlBp57xpKjARPEMGlrQR/MA1uVSjhWL4Y/3QyxiXuS/enaSI8ViYNuDCrGywyb/e02vYy0hl95XhrR9NvVsSLI0Y1FLlir7bY+NWlc2kpguDP3OmmYIV4IcniB+PssQ5sjjGr3HNu1qFjts/OSstTZNQeS0r4Un99u3uYS7B0BKelTToplpX1pqTPz9bGx58KnmiRkZmeOJtjj1pwhfaQU/MS+S1uiRKHUCAYs2eASpVLaENYUwJn+rldBNKcrS/HovEqIUq4jtO1NTv2mcbnn25YVSuSg+X1KkAU9JsY/EtZ3CYsl+0CF23V/DCSnEFHRLBZLCVMQVSu5iWCmkQ1REtZ19p7YopWCM7MLlO4B/4LGnBhk0STJH46GBsCJdM8KtXQQhLYaxjNqohJ6ZfeXDquy6z7m9sOGurrWt0qfVj3fVtr2oPQ6LMgDqg6G3pBhYmvC6wIdklNuHudAU0ljlfapdI2dT3zOB17y13nhZWyHQRP5K9qDhbbrmqYUNDWAlXSWFq5N6wka24Y+6nmy/HLatfp1pX0+970yoEnbDU+c4zEizHPm+aV++ON+JYdAE9HcIhm6OL9r7RiSURJob8xUr40RscyQTnwljjGSSexsfmGIKvQxSm9aSy9HPLvdt8xF10tyPjWkxKpXmRAhq2m6zDiV7s2FyV7l/i7XPY73m5M8qCYnR0xz/WoGeE2bRAStqVQj3SBi3+p+VuEcf5EzXovgCE5CBNWxNQVOtv0SuMsR0zrhj6Cl6Z0WAVhKvKqGcTdBZsyljTSqraR1NV1XIvi5+vRdlkBkt1IWWHnp5orVbsvGS3nqexNrLuImndFKWoagC4VcN9h82GuFmahZdFZt60VhmjW9w1w/6NTPOyCa5aN5PrnzuzxX6AOFe2AMOmFkyToazR1JSttYXdV+o2DtKuq/sj533ONy9zAUYf7F5aSUObHM0D29n6X93YlVKtBrEwBnBc/Z0OPcW/KpN0Jw3c+caFTHpjBG2T2x5drwTAQ+lH5bIMJ9IEOMFJiK+0tU3STjIJrgYJNAipaceHPzpcpov/SNaxw2/E66ubU3LQkaIxaUXftSO2+iznadk901TgYMpROTJ4EP6YfaJSSUmEcB1Uxqp0whILUYqUP47lef2wx6j4PYJOs51NBUl73ePpNdeEZYnN5jaYjenq6R7lHzYOMA5rJttdV/uTrp35UXH49hlFpGIKVOzfE6LSWwIUeKb6wEqGw9zaCM669LyWys3Tp4KEuqutlR55679LsGOVLJU9VEzDzDX+qD0plcoSXUUkfTc+Ukorbb+frSY+0gqni+tbdKKPTiuMnWa8rPqS2ourqS7ots6JO3ELD0gN+JRNszpkDBvwnPoulbSV2Y26u4kfR0Y6mafgXOrfYggaH0fxEsqfkdgyWM9ej3EjVnTMmphpu2G2baA8v4qjDJ8pf2eits2nRxe8EVCgHbwEKX0rSHtdGobBM2ebLdn3LvQMmXC2Ndf46S4DHXxzLPkv7Oa5tyxQIkK4TUSpv2yPhpz9G/7triHp0+nzmU4+tJU4a8d9DQxk1L99ZQb7oPh/xGigwzY9AyTpWlM4Ye5MZEL0z36lxJ50Gn/nSoK45zepEdiMegcaJOhWCDrKFwUXCCPWkiedc7DC9gr9FTdopflTSn/lDrXUqSlzbtkVL1nBDNRku0fk16rKAR6aoNWkUrVJLsWCBL71CDc1yhVCzXP/Nr5QRz9nsPw3KGec2bfgp+03tzz6mR69KQzyloSkGvXVepNCz3O+Rw0uOWvUgYmPx6aQ9H3gaqshK1JP+QNMXHnXbIbhQWNJXBGfmDqHRNz8t6s41hWNGSHLOLhkifkY1QfFK/XL/9g5orC0CzGZSyM71/bt4UA9FwzAZKyLxteayPA4FEcyfJc2MSCm7Lpot5j/iRhhkPTGPUyrCUWwI+5AQllBsH/YT4uhpdSASLppn6GsgxCk1P45g1vVlppTBrS56vmoqA936kTwiYMOhFEviJCFW6buIcjWMQmYOelSyb2+r6jfiYqjGLqQq7CwlzxQlvAzD2ZntWC7OJ8th4nUybOfoVeDY0OUczTKHJSzTdwz/SICaTzDCinPKDDrr2ugoT03EuASi/v6MQ1Pj/JjkS28dYvJxCUxKAREJ/R9NqXJ/KrUVhSOxis/9SaSyQkmgwtQDezLgyDsK91Zqp653yr5gC50rQ1Oj+mka3XbFUtX2ocJ2LfNuh3sy79nODFTLIHwR9mtCQNsH0umWtqHrWjhP/BpSwNgKmMElVHW+KIzAurHpm4meAU3pNl7KKZGUVcMGVJX1sIJ5mHWUqTCQ2giR1D7ksIV0FZJUAWvb+S25K65Yc89/UDw9gwqjKtsiMSZf2SnU3OeAHJiT4QEVzOa7Hm+7l2lbH1qhp8pEZex3HSvtQP94cYa8RNBX6bomoAgrNy+Cv7Q40fMzuXk2j2wU0ldZ/HBf9bkM8W6Bn6+mmpetW4vbHPk+2eEZRjB4cp+wkjEUis0VOV1FkSYbvCaanUoseR+Ai3oOFztPalvDzKChJos8FU7dQ/Rr0tm1+WqIlv5EBqzCcuoTvZbmoZ0ojc4o+nTnTKC9YylDtwPjEdB08b/M0vvQAGR/pDVlMKIgIdLdmPr16nbnjq+5Jl2mvVFLBH/FsMtm98F4nf7wvMq96It17Y/22vVx/c3tWep3/a37utnFQoMKyP9U4xf6r8kYFVXxPHA39zrcuPXjRc7Y94yHsQVZeQxXuclofs1Mlx9wYhi7kfjfThRLYhQa+wLZf2vdX3S/zQNNIXZLqQi7FQltNfOSlgBPmZ1AHdyXi2AgCJcwgzpKmOrJPuxiXTJ4pNxkweDOCqy8rAzHYDP9RGgcqZNK4WSlWY18yWo4u99ilxthvM70tAZP2+vGayJDEokBFe8zaJvxTmSLXjfeWN7P245yzJZ7jtmP7+juq1i2gKT9fQvgbRqD25JngECWpXglc6Lk2EOI1JhlB9zoq+CRksUFkdqde38mj3iL92xcpaW7ziZ9WYr55YBLGfW3/JZ17+n1brqoofWINjJ8nNnFtAD0ufUGttsj7iyWGFVbSfoxBFmzQiVXob9NU0ETU9D9rL1nby7mSEPCpdinSrZxPbG4/qTtye4/m2hCEHxacbLKssmfptSVN36b6cRWgadV+2P3ICszjhUH50liXFyz6Pc7ylE335s5124+rS4EnCxx9X3jdRWFVbl8UXjm1JHAgx9qumZhzQavl954agDJAtcteqk1psAsX9KIwBp1L5SPrlYTZrs6Vqi/xDcxPRa3m1ZcVNE4Lyj+hRI+ItoYQlZCggfnGzUGlEr2GSGCpE5/yPl54sXGC0RUUUEkWS+26zL0WSLRdG6SFupeIuJKjCq4lS/T973i+TdPkfieasMv0o+u9zQvYbzglDSMvWl+/Sopj5m2tsR21p6BDj+XGrR7mkpkOFkDossqDVu1jdiwDEKwDmPRqlHqREy8RGL+Zpc/T9sy5e4qEzXSEJWgxtL8cLd7frNXyG4uTfbowzfG67s9qQVnLpeEOBXbNbURpoNVmBYgTJbU1uaQ+j5HdOqLa5EvXrmTYlssVJwkOYfGjiY1aY5TBkqnLbZMJQy1SbAQz8yQtgZMiuyYK6tgMraB+L7x2jIHSMORlirTK0yYLkGpSf/rX5mTCcVJHLj8kRI0TPJXSs3TlKwW/ij2zC6hZtd0SY9mtPyu1lPyuibMaNO918EN/paakamMLEDrbLBgsn2/TBqRjpn/qX5fTQOXubeqX3Tey2o5A+jNAJxluJwTTCLHJFp7uJeXO1fua67/9HpZa7DR9hJEIsSaa93gtHgjZPbjt2vz+1lZS0NQ4RHIuB/p5akr+zRovsSHgNJ1No4aJtExD9q+gHBSah0ImIgEmYfxDwnHDBJsJq4uQw5SuLhW4+tJMJJVQ8zPKs3Uc/zTwhY7hY1ExrbFhYLF7mbXN32Sbq15vNUxtxNWCGDYlYS0UaZ4otjVKW+N0rVbsdy6flhLbnLaFVchlEOsZkSQoC638iiNVCoBykieRHJNUiRGLSIN0U2xW0Vgw2ASUWkGINBo3CJW4s6QoVeG2abV8xf4nVsVZnXTUYp32z93WAP50A2nK71Cjx7wr1fpfe/9me+Lw6spoK+MoUs30WfGdW36z6i50+M7T0+/OEiNWynwJ+VyYPlm6QIEjOryG0qzHezE+XdWP1h+YK5HADQotu/BbqSRd16iRsqt2LPUNWV/6X8vSGI5YyX0uAm28o2Fs1hQ0NjH0jSDhirVK5Xs3KQEpgTem1Rrl0M6nmGGO907USmqgpZyYJ4jMG7RPqQVEE1jpOget1lP7n+6tdl/mLTKuKdWGpULRSE/1eET9ub2FDxkxmCSgj9cYUZgKRWiMxdc2MddzY4DrXkaYfKEwl1FGQ10qYUz15eneJW/TQZTMu8kVJ4TJSOxW0mI1FH5PPG4meUG01pNxzO+/Jm0H0tLSRroJHycES+Px2BFS73wniaSSe0tgyDKFm7ZHbmo3LV0Yi+beWF+I1l55E70NmA00HcsR6lWPXZVWqet9qwA7ezxHaC3xS4F6+t2k3+rUdkka1cRYlLQEnlHJvGfzb1pf+CM6zN8JmNOnBA9mfX0EiWodYOptkjR1ATc1dTqBOOmTE7nFPjqJWCHPU7ZkCJ+DmAFL5utJN4Om5vwGUj/XmRaUlAC61xBTEq/1SvCyBsE1EPKLdenQtlymBKYLAzqgw7gAmYSVaJeSFpZ2ZJYEPKsOxyRvxD9KsIvsQIEp1e9ubSEDIvQL93kLmPSaJuCU+156JgeWshoKFT4GTu5KSyPwu+T+dxXn4jWtl9ir5TM3nvWKdH+0SUJtw0Eg3loTH1VGPN2XS8DE0tDcdU3FA65YR5f33yhEK7SrfbXX5ISkuf65MXKAzIQYF6Gn3wOisMNFzNN9rgDkSsd8GED/XP667BDUxiONQNgmBM2NV2ksm+sRwbDhytNL6V3XAgyuxsN2Bk4ImIJpXg2xc8Qme84VFY12ZcYLzH8XpLpxiWqJN82c7kDqzJ+Sk7IUZaVudtzQ8tqM+j25TzuRe49hY7hsKQGSeC4ZE1HdhmtK20xhPqYEPtUsWWluPMctNY+Vb9cddBdW/k/lMPq+AlZRlRNqe0RVLckpNZYjSYpM/0sgNDcO6T36OwIj9puI22nsV5hXJgLyqhIqAoVaiQmaEPyRvMDQPVfXtuoga7X72oGgJivMA2cLBHX/rF0T6MvVr7VtYT9gKmTGPjJCj0RbucFXEmix0C3sQwBEGAY8Q4usVN1Fwm3QLrXt280CRwP4zM96HXzSavy/m8oq43nFPVlLmFLrf5S01c6nRTXpel2OKbagKd19S/eU+ln6Kz1TY98LNFu1bPLLXV/SzpTqisclkKqsAz4YARTp7wxYCvu6+C2xdYm+mvUj5GmMQAdg81a1raVNQ5Veaz8vXa5I7tIZOOUkT/iXSqboWu2vvOicq0COwZSG3Pdkabp6Uj+UeiiKDRYrYgkSMdsr3828uV592oUxIPVHxjSsc/dWAyltWiULjkK0oI4avKZ6u96/qZIDMfFcPTu5A1ZrapzSdvR3qpHSaxlU6XG/vuI6S223+ZNDA8smlmxksXGx35Wpp4FdLNCLfZeUzXacHObKS5Di86o5QkmDEwMVZAGX2WSbQqOG41YKnxQbnCJgSQUcjOIaKUYK6OLqtXMmXsl9EnFI1W1TCPXWmAH7XFWyc4k20ZCTQJ7MOOMxDhu81ThddVks59F0HUPjBtpgJp0tXQh96aXZvcdcQ7otEdAggFpUC1nN1hyJr0dANezHtCG9NQMEBclyZu+zQpD8veXnKrW1qWmc8itpd9r2x020u/490U9OhV7dJ1eO7U33qlwdUXOtAgHuApuHlYBJSQvv9kGnDdP5VNEcDSGUGk3m2ovbTzkNs7Rl9+s6fU7bjb/j2BuS6+6z96TjUfqeu88KO9K6NAC3T2trNbkpGck/Y6l+rkPukf2nCru0GMUXwtmWntP+Dm8+Gbv8+427sAX+teuCsDTJyWj7Y/bUOPu6WHGsCJxWZpwTxiMu9vzFckWQnhmM4i60TIveE39ZhbRlTsrMVR6AZTqaY8xkzrgDtr7swk52FdU26DObxwkE/RKmAl2uqW0SQugCwUgf39SV8+lZpx9dJD5dr2+7nwmoWbwZjRO/k9XqLhH2HJiqR+JDMIPRd9J+cmhfdXKtS4T5TzVXcmd+rhskaH0ymp7F9MaAHv6t11v/Hz5G+cD5t7Yb7vH3uvaNjkTDt+YIqPudEkjtu5ouGLogeCMctsxeZrBM/1WyFzf22C+7OpSSe/pTKjkWJpgxKSDS51Uftiz9UNMNe44Zmm15PAXfAUaZwxIYivg2E0spw7Dp/CmZnjTlBWxgTIL5HgZ5EF8rPKZmeOwLFQUxNVrY1fQ5PE7cY53sM1yUfbr0gWr61VpbmX4Va+94zrZZ43FWrLepNIGLrvcnRxzYUIa+cHfte4wwCzXhV2wzggrdN/W47plq4lkCM0FAaPrvfEZN6Hkrn9Z7Uv/SAP5NBMeSZin0M1zHeynvkb4xzYhU0sqmxQv/8+dLwKnpWHpfsZ70z1gfeP7XChrzArwsaHJMuIAzCSxVuZbLpcqY29t2yD8rEWBqoAY/n0pzP1LaOH0TPsbwAb5vapEj52mfhc0Cp5Rhc3kkSpIq+5sRkXns+F/8nStlRtuTAr8IVrJZzKmHStJ7d03+N5Eyy8gaJsdfzmBpoIu4MapEm1SpO0H3hCQBTRkCXye565V1QJM9vwn1rdWu5Nq1BKYpsp5lInLALKd9sgxK/R485oULsX/JOxKgnR03SpoqZoj0iYSrgsGgDoxKkp30mLLsvt8WSGnCVb2m1qlk5pTfY6g9GwK2uUS6WTUe096H80a7lbvXirckiKuva0XpZ07qpjQjPL/9rhLOzusiec+JBnFbNl8cXVnZ9qFwdYdKSpJj9XfC0sd0IX0O6hT2cZW5O613c9SzLKCy3Szsv6UquwZRWqesKtC7inJZoKR1XF3JA62UrsTf9G+M/ivFzpvynhr3tto8q4xtWMJCU/ADERAiBcQgKLadlXme5HeWrwpm7h7GN9N4AyIyGpw2kNKkoWoqNW2R0ZyVuslAqlv9AVMIt6q7XyXN6BrWd5y7H8e6KbiSbcfKBReujxbUX25NZIW2K+6P3YFTg91olgFPwZMBSHo+Tub8IrBTPTcdeFpbFigvncoPc2QA+Z1H5GoTa5a1VJl6I6eVfb0eNpqjbTZh4coYtUkbbCPOtTEtgCbGtTGpanpP16m6rgSw6dqcpLNL3U3gplQiUW9+J6l2Kdduen0TY6KgKTW9UClfDuDyZwrOYx9YURHzTeTG1NZZOxd3uiC1whDI9CyJ+UJerZ4bj7qkKm8eUAY9xRIkV1Un0BTbyUvzGvvWIO23xyMdaX6GAJ5qm5DZSZL28u1GQOsZnm15XMVC7/AqA1OYvNcONeWASToPFSxRVC0N8jAYcn5FBExGu6T3soHe5ehzfk/uWuopE9ruXWevayvK3LVetyKT3uWey7bbHUBYgZfdEyOlLQMm/R3rsQCk1AdfT+RaavuQwTDcJbPvOAFuD5ZiXt8G1kqm7rmxy41V+I+iYyYm/NLn4G/kxjcDxQp+TunvnJYp27sgxCv03JCZUlu69kp1xGfhcYgkzL//EhXrYnHh+lZLiZDvc0NtjW2tK9zcAHBiFSd+8veyw1148cqIl0AVfSeSXhM/2US4cbHH89lWazO2gRIbZJROII4+FuO6r4Zv3ev3BIvRSTA41Om/FBtzeyuNbQBwOUDpB6SWkM8A1xzBKBEdx1QWCFKunscFqNYt6SZAoSoTfz0+x0lxOQ9ZPUJkU712o1AzCGZgFRhZPyYFXagR0nowrPoi04Zfb3StbEaASXz7KgXkYA/yI8iIKNxmlDFniWl2UzEqdE/UEqLeQJA80ctL31y7xhwwZzpd3EzYKMDVlD5PUfIlkrPiU1iQSf/G5MUGYZl+mMSIFa9tq5ErPYcl7hTIItOpVMKo9zggrO9Y50gHwcO2XK5oHjgS+ioxVp7QhitG+tJBkx1+J0yK9WlSQYbmKCEwhIEp0BwPk9OqL2RWWJmywImoMe2iOe2Z2fyjdJ1pwVxm5X12tdLEBlzFumjbO6+ifjlTYITs9+5grs2yAovS1FWfL6VdRcuHANJjmHxL/0p/1koqPDN91QBKnNTZWlHQ+pXMJGy8wfsKd4OT20cgaJl9k25AXR1ktFFLltVy4Nw3+wZ9082CaD/el/Itdt/VvYuvJfN2C0Rbi9nHaCzsXpfOGfOrahGUyl5M3dMId5nw6GVQJzUWDSUM+As5Ka0Pno+kR3MBj2PqlwYN4Crzd6XgEDoZVAKegqcuEgB/Xgz0Eil6mONVhqSndYeTZmHQcecklPSmLsV1flAiWWkMANFYDHGK+CWcc/obaasWgCF9rpokQOtVh0dfGIiZsU02u9rnGpHyuku78vevc88qUoOcBMyDF78Z0MJzdq/d+5suPCXWvKkoU5XTTkWtUioBtP0qCSrinpAyXBG4MfGPQRs6j6dzfO0IlnLH2yRnJSBlpFsFSwBzrXTZ/KyPZMIAZHyR9J4ckAqSTguCVPIo/SUiHCuPzy5zLpxzn7HnNQ2eoRtthfou/7Adf8xotQVNV1vYQZ7zlgRmk06Ya/TtUxqA8vto0n72YqjJAJrw3VKQB/zsx5xRyChwPzJ0ujYfMv0xe1F6eXY+5RZcUykMwaqhgTsL7zZQR9e+lLQbbe2sImDs1ufSC7G5xPL1lIQ7XQWJ4bv8ExVJda1RCTTFOpiect7DvNlXncfs1UTKutfmeMDo82RzJ+HvJUV4lRAqerH3x7J7WGbMw9Kore3MHqhm42HPjs9f2zNdjidJKO1ajc+apyrJsbDZ1m4vlqq4Oav5YD1dz6ran7rVSu5T55gKrpO5aPftFmHARoNDmOrbQZP5nWP6LHiSGuV3fkDtlL3aYuOTlD2vsiUsyOClHhj0PChq6QkiZ5OvI22qy0vOjVsAWgWNYHpt7vvv9mIJc9A46bvX2B4rPK/1X5IWDDirt2klV4Zdd/0rrxnbivyX0XzZwlIwby6RmmRkbopfC0DHPq29NhwvRK5rIpz2nE3m2XQPLz0vkMgRamcKkdm0uM/xbeBfs3V2ve+hbs1IXmuzBsna682Ac9uerSky2j2RsH33rNt3a1nO5xgdIkoyaOImjK4VzjUVc5ubO5Sc20TGA4DRaESgKQo2vVaa5oNEPVu3BDK1LcVixzf1r3r37Zur0YQag5nJf5jbq5wAQfZXey791HPUw4bjCp5K+0GON+XlgEIGD7DckCSBISJwSkwK9RbXvmpsdLHE/SWsn9peWN+T6vXXk9E6WRy1y0EtggrKDUYdrF1NqSRaIdrMpCDH7IWluzv2MbeP564pVRfjodTVWW1+WOsDpzAh08OyWQS0l15fn6iBCchZLUQwXVvgjcu98WRmJLODm+wS8jNCqfYiwyA/1iSa9rascK/2EvwtiRav12KmF8BDi5RpFanXVWwYl2MAYuJbBf91ZtTHbayPc3muxnrySdfiZmDHWtgdx52k78XnTnOOufWnjOeMtZb7nWHCS4RL6Uyjq3Ub0bMAzIYRNQvLE8IWCVmQTfiwq7XLVYYT9sUysWXCbtrVBJArAr3wBs0z2rZrTxV+to1h/Bqfp/zAQcuAPm5GfbaqpG9bupXAyOF6RRMhFKQQfsoSb7/G6d/IHmlESV58SwbyuqkLnUfmcTQceuZQ9l401wttsMWxMQ+MrfVWobObouX4PObBH9dszAkPN95Gw95Yaq+ztmzj/e0Gnko8QfZa86+a1eXay4EmBZupKVdWg9UxGXPXEoWmtq9KnLVNA550r3BNpXt+Cnd0jHxS8xQ85cbAtWHGN1wbdmmkEXEPUyCT7qbOm0jM/EoLsdUqJFOQXhGUs5ors7/SocAH+HFbZX8q9Slv9NIUdGP1OdPdVA+dTGVDQEq8rNjXqSL/CWTsYgfYjrudgDCxTx+GGcnOQKVwQY0pTiZ5bd6bgoFaa22sTOHzDShYbOh6tlgg5EwIEw2fHkvHv6S9SJnnHPHvqnV690nW8kXDkfZ685DEjvsueZGC+aOX4LixMt9yWxADFnRm1bkYib41IeBcUkzwMPqd1uSjWEItf5N9L4EohHxOfai4Yf6OJoMLrNM+a3ci1TT9c2ZFGXmTqcc7FKlpZD6HQrLpiKSI69SNIh5LcwPg4+pWYrVInPTXvFfTXKX+b/a3xljSTSQzGuk4oNkU32c2ZfpHw0fViX7NTM89jenPMkl+qB/mwNI+cDDvqlW7LRsqVsugJnRYFupvYQKqyFXJjsfAKwX4qrEliiEJbUnDJAnnHSsmezDHGjISyRXpco6O+5W1WomWFpHt05p65NcZW1k3U1MjaFmrxtXaLjHym6q//Zr4PSe0syXSlwydSfZ6NQXV32y5wG9JNT9oPpqGzTeB+IXdN7sI1hf2Om8Hqm2pIKLEHHcd77rmKZoo1u+XhPDiH7xEAafs2+w3E4UXZdSfo+sm3xEf8D6vHfbh+Oxqfq1jadNO9P0asxo/Z7hd32/i/lLuSzGvYk9oED4n9iezlyPLhbcOxCeJX7+MQ2KCGL6b0Ont45Kuf3/e1WuBp9zapsXcWB6nOrGw0s78PWldWYmBRo4zD9l1gZTUu/Ea+ZIDHrYoEejw4vKdqfet6Xe2iuzYqClG8abs/asS9ty9Xfv/bgRPbSr9Umk8p3UXN2aTQJcnsWMYWDitzp8+QIU1J8gBV7pDiXeHZ+9i/pA+b3eCVVCX5+4JY6F7ppdmtQOSOIaEC0I9ySV8o3PKDx1oG7LgwxRvCiNtN7vsrS20wgg03Ma5SsnZZGfqYnjGW0SQqG6B02MpOutYmCEbtgCnKgCeWIixFKYsBc8DAUr4h0Wj4wW6IJqmbCeaaFjLHthIxxO+yF3ZllUje19mY+7Sj8xe1XTvOoLKrtc1CYcvU3+XexIjhGSda//0XPvLyWl57L26P7nzAqiKHRSBYRReKQ3PvHv0J0KhvDLZBrzZYkPo5/bLMh/THNRM26sqZqaDNiwr3GsuKUhNtUlehBZpRo2OJHW1mqzVfvoDKZ1x9+exiJf3VfESG+W5ZTQcb22tMqQTtbFpfMZaydORombKvJNVy8o+TkqsG66IDELRob3EavoJv67art7nQjevXBb1eMoqm8sqdV2lFO07XRR4tIHKtghYTXNVga5G5mGCx3bWNQpkfRMosh9HjFFNrutjx3eSAiUsuhGkx3OChy71146tBwc61q8bStwAS21pP2pRdDoAFvt6dPPqW41Pry2Phgda+fGMDshNc6grgFUcqky6vsdtEtzHU5bLhdkb64wbX4OaKPRbZQuNEBiph8waJr+Oc1UT1WLuJRWU0J9J0s3MZb0vOcaxfpF+rAiadP5b4OXqyQD7tN3vkil51ZombaPbNdb8rVmJsQ4/4MzjSAgQ36X1XardL58q5Ve63JPQkxo6yTP2Em3W9CFnDdPU5y5gKi0pLU//7FikdDnH4zaBk7gfJZBG9pC4w9XBUw18FV62BwllbVIWNGWKvvKexY8R3fjPXBvmlNpd0HTqc67JhexV8dkuB26axuayZYWoehyOPDCS6uvElDwMAksUxLwoMSmKdeV/8zNKLMggne1KOMq/udgXl0mea66zygEnoW9pt61vrQDH9kQYoK51dykp8WmThnUZ101uGusA5qa6rCalpGWBhCnpV2ziheyKzvVoEFZrJNSVGwevRvahVNPrAjPUZ0mXJ/r+nQQCljSZSq4s4Uglh9bsQKc7M98dQVOtxVJPorJN71n7/QYpVcwsYf+t9YICq0TNy0oMm5sfElbeHk7AU6G7QcKWSs98Uw0meuvmn9iqlx5riVJx9HHy/kS69AZoaicS7QWZ70Qxg9IA9FuicOJ9Nsvj5J8WLPFvkoI3JOnuKqzkXjbvAwlnF01/lBVommpqixPaSgnX+qKWsrAr9z1tc/V6c+dX2d+7XtOl3iwgLTyXNZOr3WdvSavMWCroHhaixcocbBeo+2Z6A5nHGaaaLX3i3EYBwTIToie3h9facqbtzL8G0UbVTn/tuVTzle6pub7lAE4NBPEPe3Mc+4ZxbGszOVnbtXP8Ue2eRNAYZlJljhnMpOPqFW2mniC/tGNQ366UH0mHJt5TTiLshdIZgGvMnyPfExAqbDiPE7KSDJ5oPrMriIAnlZzFjUIXUqM0P6NKr2zoC0Vi5vrS0mxiXCMAKw9KNJ6QesxbC1qDpC+ldhufseF6lWrLhZ0IUba+juAo17cuQHdT5SoldVp/iTjw777Lm0RElqafulXy/OuT3W4kEHSvWfzpc7g2qRb51wCknD0t90nrwDrZh8HuaHWCoYn6jHTJbHTYDpr5pG2hhCc6jUd4Qf3oqomNKN+JoEorTVspqc5XK+I0r+3XivQj8JXKqIofmLsyeZzMOX/MB1tw0sjk2l5DPXrPKrbVWiwA50+W4fGcS0Khb8uVl6g9ZJ8ycqPUc4GpiNkJe6qBIg10j6Pj9fv0l/oy0j3GJC/Sm/UFa6tS3hoASU3y7Tdzgk0Q84JHLuuDJvt8SinLfU57u0qszPb2L1MPlnRvKl2XPUYCIt2cLL+jMVf1d515Xqe/CpQSnrqm/XQ/9T5ziNZLpg0diiB4ErWEzRfVpoHKaZqId6XkTNFPNKSQSC0HzD6q39P6m95ZDiSln2Hv0HvMwzuNVGdTtXr7tvSNILgEEv0BLyxUoUeV8hruWm4gutgakFICTagrKVhGWF6iWctm5nbLeNFcWFqeTlpJAfymfZw0kWbQ11pCGSaQovsIpmpFO232gfjVAhjXQJy0hkFNgUzKXLo607425QzDtlDSEDmw4riUq1ifwHbpYxY0KgjoQOBzi76NKLWda1vk69a/6j06V5qIYO2ecC//ikyxB0qBNxKVcpXrC7XFCzO236QRY+LTCmxrUlvtYTR+CEfEZtwo22X91iFD2BAbfOn4tqrhd9mf5tL8fAmJ5PqqYeXXaa8oZ7FRJuTSTBJa10nZXBxFSoh7Seq3DrCMybuLD7EtGy4U9c6C50WUTvM71M1ZTfbwegwnHk3yfEAYvybXBUtFWrrifpK2nCyB5j4V6m9ibIp1XcoKIhKPdffs0vvp1n65jcs8l8RZTK7lM/Ea/tfKZcskIo5TlMRLO3IATe0oqBFtJZ73yvcxlpIVRKOmywTciZcGSWbz+DRG4PNzMQVNTdqoppJj3nPgrAtIsPdiUQCZE0C29dMCspqPkekHH0/71hRQvM6LBD/ktFgglqQRzvZhQ9tY3GPl7xJ1rpQAN3yWHFJDSZm05k6qJK5DJ8Kfbb0dHKCJQ33R1oiVfrFSFI0I43hhX8elgFGi4bK/LT8al3hLfbYvHTVPTeffrdqktK0u7XUmfiGqnr4LBSpGL0lhgmOyXCu/zEqikjllz1kirYDFzq3cBhs2wiA4U/M7JG0aP4efgaL6BApk/xRkaVRMC5pj1nLbcz+e5onc9xwAsDXIOBbexzpgoST9a6zLnTKbUO1X2fu9yAQmZgOGFYm+SJl+t0k2u5RN1LEtq5XFnH2c2DydCIQTXuD4L0SziNeNRmMYSKTaHGDKrf8owCnICVbZi5SxzprodLzdXlsSZBhTYL2wKXLXd6qssl+tsmdepVA1lEDbZZuyoKn2flN+rElAZvmsSOOtjylFpbUm4YYdLpUSnYvtZoCtuRxPpfnpSuvG7Z1hjPzxnKYp9zuAuIzGqyT0KgGn0j3pcQaKeW1Yen3pM9cfxz9Dz+VeahXgVflz4VO4oSaYlWKhq92jtH/1Y93FP5cATiVJGGo/KYBjX/JIWIl5axCGZumSZxTtevcASpeRvgC2BbcSFpGUZCUP5Q2AadB6EqXSM9nJG0mQX9j2mdPvOWjqwGTQGtTbzkl8chvB4wA+jxtcYWGCh58oEY6qf/oz42LNZBg/JOGENb6m/pS3l9pBl7RKuEbQR4B+q5lPUlfsOweKCEy40ThpaHXbXtOm5Auae8UniP0s3aOAyh+1QMAJSwrF1pxKtTSYw2VKWVqnYDCuP/Q5Ia0cdcokr6ULFO2JXbSgVJo/pi01tQvgORMtSVmJCGLL/W56lqZr00LzDAMIbEHTlZeLizMCTWgWy2BInOgJMHHgB1xTGPQB//S6XCmtV9rX0nsuS0Jz5u9NFhiZIlkO9Na0gWRrTWjTCu1ghEEnDFypnssN1GUFjOswho0aqdrVKSXN/6rxUR00CH5PQfql5pf+XjszcztAtQJo8sJEf02aqDQkgdcgSvIf2jwFuyfxLSkBphzIse2W+rhK6QqanNbL9ifd2zP9zdVTusYfb+5PG5iqAmiS7VIAVBrcIQYIMbwTvhoEEWS6nKMS3Ut5HHQko1l8FBbzJ5LWrjlwVwZOAbA4hM/9qlkQUa/qwKNre/azb+Tj4Rq+IH+vuEhFGV24I1PSEMSJknuD/L2TMHvZTSuB9tITaJZIdiT0TeAp1+4q59rafVzAKW0nJRSe6c/0T4BTrb/OkaFyvic5whuOyzomrxQ6LgCObokaXS850/Wlm0PoRJnoZp/bPUAASrGvCjCLo1k74glT6bq6pCu96yrYew+aTKuJRsj3InKOeo8yAvbq4oZizrsj5nccdy8N67IZd9+wudclBmRbNldG45GA6AUsFnOXh4RM8QQspaCpSctUopE1JnoFwZ471zKNuoYVp2vN9/ptmEuOz7hzGlyi4wbbtmeUzq0y5ZvqXxXo5gTNq/Sj+F6VXoczDcym3cLswY6CFxai5ehZhqdy8azSkFvxHD5H6meTe9ac0LF0bdwjjQat7wO1FMQRreMQruzYH3t9k2YoPV66Ju7KxY5l68q1UdSMaUOFfvljVb6NFBjJptkEmojXUZZIhNelN5Jq+kogO/e8utem+6Cd32SZ1r8iU73aMfLbS4h/TWbevc5QR0ayZKUYJC1OpGVO5uJEHuqVZQdWPsXyJicheRylC8DJaoQaJFJtz7Ip0JLWs65k+3EydQoOVPMQniEJARpBk5iaOKfbCKZsvSXCaq9JpWVW1IFSagpXLCZ3IQJQqEryvaC2LKbrbV1pSsBz7z0HsFYpTUTrcZXeRty9u5fqks/oQDQfuVR/SpvHtjy+goDIaiDn87kP/BA0UUnABxUMFvyb1gVIlylKW+h5Nlgnf6630677pHGMVOyqf+2M7ybLqoCvVeDZeMyezY/3ZWiFm6dJHqXctbn+Zn1fCm3lotlp/0PACCfz4uiTyvMFs/qW523SPNk+pHtp0zjmrB9y96y9f0aJW4dLS0Do3VIqSRmPJfJkKmAlkKOP2uD9kwe1KqjUQOi5truXlYNDMFiySxQfUMgsLaR24t5GRGpSOLP8U5Lgmdck0Zb+DgLkIDqJ9eE5a8u7Ig3tZjJT2AgTLVPb/a1j2arOb1b/r1suQ4Sz9+WqMu9Sv3i2M7mgV5agWUl8IMI0r73kLhBGB5oMoQoavu7ADxmoYNolFID6RSFe1SQvakt19kcYlY9E1LTuLVNtE/qlG4F+r49b83O1bQpXyZjEt66js7oEMWp9DDW2CfhSfVObpD5IWAsA2k/jjZScNK5e+dUziL9XS0qjKQ8Tvo8+J7DN+TI1/WldKb0uaT1s223H4sluc/mypW443r3Wrntjt3M++uT69XTrTxehaFMbqf+zOeHPr1m60PXWvgeWasUxbembrU/nvIIkG1E0Te9RrtfTw7bHylmN5H43PeM6Gqf0WJG3KpjsleppOh7N6ewF5T5XheM1cqLPYHhtf15bVz7K5Iiz9drw4eZcCWxGwaS2nnv+Wkdq9WwEOJFJkWp4CDsxw9dDA2ebNVovWJNw2I2hthAtUyv/OiCljG8GYRGfGzniYJe9tPYI9p4rBuIRELaPTZYoNY1vQ9h22/66Jd3cN1HnGr2IBqka+SO8woQwuWNR4qDjGolvXOjZMZW5rUEh9I5U29RWNA8GdhtXDuWowMh3ognDqvp9ZbaG8a83QOjF2jIRBjDwly6qJIbC6JU1eTkpWilHRde1uynJVQdervHekubJmumlBDf8JuCUa12DbcSExLn76agQeZ1l6Uaid+p7s9d0HcOm8U43OHsP+uBsy9UU3bfUNI9pS9QkYVkHNJUk+XpN07Fua5cnSnZmdNgPmVZ6eVVCbdZe0ZvfTyxNa+5TDrTm+pTThDTV2d679lKYDU6M5D+bSvrmzT7YEgSBzxuLBie8Ks9DWiPEREZanRO2BZqb0OzSvC/98RqUpNM9XJ/6jNFvVZ9B90ErZLQWG2kp0WFrWVLcbzqcTy1U+h1ASxp1r8u+UgM88gptf0I9vYZnx3GSUO92FgRzvFAvt6rveFktiJ3TwPpp2hJ9Lo0bnH82fMcKmNIxSP3y/P36vjcOnJqYco9RfJSWNmISrlPmt1i5QiUoMAZW0ptpwIRG9MiXb0yHS+toG8h1iPsqxLWrxC0QmoymrumeLse79HXdTa7IFJjvtXejn8qgZJ7Sg2wbEcge519Bm0OqHxUM2EkstVACPdOeCRSQGo0W9EJ8TjVc8nDUFhIaWisc5pU/bXCU0tuULgbwZEBhCEst51Yg/Paeag0Th7WZnqgW7Fxc/0IUrxKwKNRhN6iMNE5IeZhBjVJA1Ua2XbNmKQHh2m8nE1IC+TiFG7+Hiu4tYnVB2iYKmFTXMrnbGiJnpteVzjdd37oOVXFuA0KktyhNLN2fu8fdvFpp6rsXnDbfX/pdOpY7typ4sr9X18I0Pa95AbUhzTM83WlwWrHvvxXAOX4jCV7AIFoiuTZ0Lex3Jgaf7NJmDNzuHe8rgKzGp8v5PykTHTFUqNsy0+netqqQsIuJXklz0hX4uHek1lQrgKaGztcPZa+DyGu4PSdp32CWFOgxKFIXilxX5HnQlUEAXXrOd9m2kBfeXGZsVgdO1Kc4EcFqoJQVVach+a6LqadhxLTjKuoq8IR0L6GawsIQsMBJS7WdggTASJmiOjCOby99oVfIX3RSga9QtC7NKl86nxK+3DXvhpIKBP1PA4LaJHzZGpYhDSUnNeY5wzkiZF7XNKZB7sVTNWMe4Bn15AHSXlUVYDrppemDei2h4DrOjzJYojO4fOSP7hYmiD6teMcUS1BzJnv6W/uQaqJyJSdFe1wl126Ov4g4RjbpRMpYqFzqMZupRObb5PPqu1xctp5EMlwTPnxnXtHvjeKYZdEqI11Jktm2aZACLU/Wpr2mvSvdaTnRu0vOizqV2Vxxc1qPXXFbqwDRNkDbVbhYshGxYrPu5Tu70Gnu2+ikpWfXhNFITzPZhIJdR8c537a2Mh3ARAJkxWGTn1oNk9VApZ9dS1Zrk5xvujf3u7Tv2bV4ZXtylau3g3C1dDyMqT9WrKMAmpqObbqsBZxYstDn4AyMoETqJMEiVP1jnF5p/otWKTAqubncK0z2INmKx9BwiQ4FpOO1D1WDWKwuJROmOLl31UXSVhwB7lhtk6SyqY0u13cm7CtsxtlFvcqGn0g4XXBnlTakEXwaqq+3HUGDEkZ6zwqibThy06WmOmtMqzJS+m9SQdRJpQQf25a5bKLpWfMJX48yxbz1oL9eqDvhlo2cwPWzbn6xWWC/ammCna2laHMdx7dL3ZHQ116cOBzzDz+6+pn636kmvA5i3Xnb/WT47XsqSVzT96j3aDupRHBbNl8CXTf0K/VvsteWaHvTZ+7a0r2NfSWzY/xW1o/HaxtONE6r8mrOBYro1u/u1+ZLQ2877KtdwWzTu61d2wEeFX2eakUNhZv3xUguCu8nE/DIzlneMyPfpPsm9UAi59m6cvVz68ox+2fjVBFe45Tbm0r8ht+T0+eO+0HTADXR3XVLk6lel3vW6k9DtLqoMCiDMXcxlg4B1er9rO+l7ho3H+tpTyyXr0Qn5Wfq7XQfo1V4/dXDkfMv8rdwx/ADpeXq3F7b+dXYBVVtkvPJEIJG7YFhaO10Zz+lSPzDCVNyw6CgySVrQ4ZT+ph5+GTlQeeS5PN2wC/VrORKbnNVItVWLKHfBCPcRfPgVK+i1bB2/l3qzmmciN0VnkRdNQLO0nDeZn7m6s+ZHLjNACtecDb0NI8TM7XNm3y6yUTGux79MbAqxs8qRAgKA4B/bLbHn/45+SxnS8AEdpqTCIx9dn4zZtSpoNH6Fb4bQJP0sFg6ETcFJYHO94nuBO1RRtvkTDQawkxgcGW2pdbcTTHlcHwIHmNW+pVzlzgrQ8M/lEob81ACUfx7xQQ929K5lNjh3Hvqon3q1OYKwrRSf7tc3bpP5Uzd3beBeibQdy8siNHOcvvcVYCmZjDh19Yq+9Yq5+i8+7768+TWeqy5qb7VmMmUobT7xULoCqdJ8m2qH1OV6W9pbGrm3krHjSbW0uxUYNm8f+FzcCxa8qeR7+lYOQGufFrLi5wApEvJAZ51QFRb/aFf6fmGe/1eGY+pCV4NY1dZOEVjUbTgyPShDlbUXEaBVH3OEJ8TcFZ0SLBm9fGzvu82Cfabgu9cOgFuoxRFpW3CbdKnvZZMo5Ch8CHL9ViJoitoSid1m5mBItTWqR0uSJGXf4FWpdtelyeIwcfKaJuKWLGjtGpVwt4mTWurpytgy4XerRHFpn7Wa3VS3FX7VGI2U2JYDWKiPDpn32VCpHPPbc8zA16HAoEgiS8M3YZ4jb6UncXbHzIKGQqDIFNZk/1ax0B47CXd+LuAphARM3NP+k48AdfAD94kw37q96KELDkWwUqMu2f7ZPSN8XiR2ck3kzIbuTXUZbPNAbVt2Vzxlg5sh9/kw9R0LMeUNTFq6+wLiqEZFCWENZkjdJ0JwFOrKlmT0gF3Pumcnig/TzCf14E0nen4nE3j1LYPrjLGq54L15QY9hXLavdZ+pHvVe2OjNapdE3aJ5EbNZZGEKXCJ9NvBGTkESPAimm/T4uTb4dpNQcOUKa6rp3IghmKZp9akqxnqtcVLK1zXVp/pz01KZYrVyuFVaLV9rpqblJeJdvZMvCp9dPe1WLOl+vnKutorTxORcbOMG7sm1QmuJrg0/62nykz1+mRUqLawBOumxk9ReWwEqpPnCYLF3eRRqbPdRnJZVvpyrxb6VSnjaO0kdXMmvOTIQUqTQQ9B3rsOFvNU2B8RCvJr2q9zSNclSz4PjEr0hb6OPV8BB+7rfq2yjMsPVMEdxj1Rs0Ag3N4N1vyx1VK2RZyJm5YEAhq1nG9xo63MwdpyBafgikrM7HXRVDGEnPOGuL7FBhDceXskmdKpl1GVrZ6yTIzW+B09cVYM6xjLt1V2NVUfyPzor6Q1hV/BfDtqlqT8ehS7Jpio5CrmbxtgKoLeG26dl3Q1CQYucr9PlfSPbJrv7qSnNL+HENaR8DCJvUpgMkDt7jHW6Ck4En/4t5g94WwtwhBVlkjJdY1TMoqpnZtYKgriGqr/zKaq1X7Ble1qYQobuvN9RxITc8/Nh8nlcJz3pvMJqFRwuw9GUQTr7HEPrnM1lVAPzqXQ1Q07UTCYLU+U7jNMlJar4fFDt0a65f0HTPjnBmLFsCU61t20+og8Sqdbzq+bkn7mj6rj7joc2e5IZE5pSZ4pb76SPLiXFhzdpb5WpDUEx2kIA2xfsynpIV0Rsl7LDEQuTG3hEyPETtg5j+3gXaueB0HUWF/JXkWzO80EJotVt/2jxLikp2pX4cK+7RuBW8pUxX8vBJzC3vtJudKjmBlN+GG87qxrbQRqQleQySjfId9Z7xEz/tMKdyK4MnQOTJYQhPWCKrCObpM+lZoSzvRRYBhP91m+u7Bxt9VpSqAFcuq5UqdwSuDqDY679pN12wyjdhAKe5c9T27Wzv1c/5pWR4TWFAWMqiQJrGAdy3Iesi2V+xJe19z13R5tpLguKkOFYLYI/ayErjmosx9c99jSelJ4ZkapPmN1+qLMrSLTPEE3lIKjEz/jPippf+Z5hsElLW1pu4e1J/0vQiHWHtfvKPqW6I1XNVpPvMVMSx6sNawvqxNQu6cQG4FsNXleJb2ZEz3ukCFWn+d2bvElg2GGzHKXWhPSADeY4WZEZ827L1pUCPT6UYgZAK8ecR7OWC70QS4Cp6C57qdvwVmvkz0vU2h81fJhT7XCaLNmnr75AvC/gcc1SVPxJoGp+6N4ttIcxRY058IBAxwaBmD9HxXiVfSQ3kd3TfZVd/TqhtNbUxMh2uMXc05Wc/bJ6y3YbPbax3KwGh9LE8qmOmpPqmPdrk9r00wgD2A8+z4a6CKMjitEzAGKXyY5ypZ/lNbfaj6FW1E6rydRs8bCIAiEBVADwOnSq9T0z8Nz93Hu/hJ0g0pSPgosEQc89w1ufeQfm8qqwCWEsDSP7avz9+X0yTRu7UR8gqap6S2VJ6SFEdZasygXkObrkRndAEs7OYsvwNw0nD3YaPWa8pzTZ8r/R6fb30p27aUSx9NfAMD2XNMg9/LPVBKj9lPLav+brxWOuSY+lbtSKwrq8WslboowXKhtu2F5ljM1BLMsTK1567vCixLYKjrdTnglC9idWPv78wT1GmEP2fbb1jTGbpG1g6mi6WmnZZe6FbdWkM2skWzSVRjCfcxsNSAEHpfmpcoW4WhxAESaTRnSu0hooJaX8xvAQm8H1BMTHNF7FPNf7i3mnBwXU1HCRjl1mWudJgtxfbMlgQRy9T3Ucv3tcoj7fW80YXjdH+CLbSNkpDC6zOaYWIqVLT1X5nGKTBkgbB4hrirg5Wtk0sdIeeuK9UfVbjYP06WFe5dY66WNgov6UiidAmgtH1fN8N3N+LcXrpoDLSt3PM2Abf02vijeczLmwmzGdwXXYH5+znyvzAowazObmwS5hk1MnQPQo3YzmAwgOEAHZe5jeFwAMPhEMajMYzHYwYjusAw4AUS00QKR8x4FlTIIMi9qBWKWh8MnmHe7dJAQAQ+AyTOkgMG/wZ9qAYDgNEQKnSOHfSYURsOKFJGD58Bzfz6Pfpb9uW8Bqmg6jHsqsrj8pJx7CMm3k0B0ybmYFouC5oCcS2AsRxBJGGKCZPbDpq691s3a9rijXAnofwEdllCl6lDjnOSQ9WiaiD8slYjPda0kV7Fu9yWEl2TvSBltM2ekQKplWhsganPXtvMRzSWElDpUlwfNmA+tHbbK1yXA7f2XPd6m/f+5nqaXthqbwOd6d3d8kJ130t333or2hf1T/d7e9UG1PkEX1skfAxNlHEIpnlID3HfJoG6B1Sh/UQQhedxl0PgNJDvjh8raLHCviLBB0qAKAp84wA0+QDlEqt2E0DkSxOA6FJy0DFltbqs1J650O6jpI2y++qGtpwc2NlkWWU81woOYZE7I0UjoO8ozSnJC1RrFDaccodqL1d5VWG9ffUdJ0NdWCzPY6QwNUm87STZv5oemVgSXaVk61yzSmmrL5Uq2Xv0fcfKkrrtgTSYQzq+aTc0ciIqgRAoBILJEt3hYASj0ZAiOiLAQUAyW8yFyDEoQDCE/Z/PZ/R3fjGFs4spzGdz6T9LhZfLGYETFBBPpxdwMZ3SJ+ok5rMZLBYaFbA0Vvw0HEEwN7PsW0+YcwQ5BtwR8NI9QwcNNwxydkUAJFsWbgL618fxGAbwh4BnNBrB3t4eDAYYmGMAo+GQxo0CdfT6MBwNYX9nF4bDEezt7xE43Jns0FjidVTXEOsc0mevx8dDUAXxyaL/3WbR0XU0XJ6/2hPEejhSC360uiqT4yGcFc4A30/YGE1vm0CTE7o00I5U1CNvO4IXI3pjRiogoBYtXipNLGf4bjLdsJ/bcnUlN84BOKXXmfO9FsDTZT9tZPRXljNnJrwl6R3m3mXKukLG1novocVrAqdNdYSBK1jO2M82jX4jE9FQeulthiTlHiMPeyJbrfOVAzTEiaJCHXmqcj9T/kFprQWZVXkfzWobQgAJ8zuY17fPqLq5WBSKpu3YezLsS6d2mrRRxT4V6ssJyZotqvJ9teCpW6la93PTofVkNga9tsp9jMZqlZITOm4UOJE0G6X8bNkkZiSGYJuGexSqnH7lakpAlkgyTAJdO1hFIpWtnaUSsR1tKBl1FPk2hEwsldYtSMdB220BTfG2bmAzBSG560qEpandJibSg9d6PZZZsD5MSpiR8R8MkSnvI6zhpJDI6A8GMB4NaC4h+JjOpqSUwXczXyDgOYPZfAanp6cwm8+FYe7BxcUFXJxPYTGbwnQ+hfl8HjJwkUZogWZuCGYWrG6njLKc9Jb7yQEY8Dz1mQ20g9YI5zdriAyNN4x6bfyUKAh48nMk3oG+LeZGVw9peYzaX035OE+amhlwoBWbUBPBkBNo4LvoA0nZBphnjSIbDkJuKPuetB94nt5HD2CA3/s9GI3GBMImkwmMxmMCXJPxhH6jNg5B1+7ePowmYxiPEMyOYDhkYIZ19GAYssDH8N/ybMYsw84nnntiWOmkWJwPBJ8d61osF7BYLODs/BzefPMtODs7IzCN/dzd3YXxhMEgA2xlEmLS2po9dm7up7IBkw8pVzzcKxUmQrgK2FKmgiWFRw+YtEiSdA0qUMy1oYFFan27ROLGbVmtpOMb8hyWkuDKZxp91NaXHkvb80CtnUlU3ba9Ljcjrgi+BJOp0B/jx6qmVU09y+/7K1pDtPUyERh2Aa22fx441CMWlvZ2D7C9nmQp6bGt/w6b/vqWuRiLHAIVnrBk37fS3ByY0nw7KpyUCHN0iwgC1FQ+9fksteOfXXIo2kdxZmiR8GXvJyAXLU70mAomkbck03bSJtk6dM9hYWuTAFl/h70gGcla9Gg9m6S2WNfSwn7PWVjkzrWV0r5FQl3z3KnGbBmui8+npbeCQDJ9xhpQNT3j149JV3Tu4XvgUfYC0zKjXrLUSN/v5jVOlvlKTBB0MrYRGn0if038rAdTkH8Lz1OXqNmXaG7SNoiB8+KWRpViMvgpBss+XyqtS5RSRalJk9Qr072S9Ktp811Fw+WSF4dORM3HYDTk3Ef0zBUx0cTAAcDp2RnMlgsCJAsEQsdn8OjoBI7PEAjNYLlYwGI2g9lsCrPplO2Y0XwNejBfzmG+nJn4CZrUtcc+BGKDTDmM6D5cUOwXRFoieacIpGiR48Kna1hmxqbMKuVSDYpQVMrPY8UvuqOYF6FEGpl5a5/dxG4U7BZpSAlspCeYWDGjMWiU3ChYR3CKfxq+hGCimN4RQBLtWb8/pO90DDVMEjp+2FeNE14bwVo1ABj3x3Qd1kUaHEaiBLrwHvybIJAigLULE9Rm7ezAtWvXYP/aPgOv8QR2RxOqG7VaPfTssutQItThkCKwnS+XcHZ+Aafn53B8fAKPjh7B0fEjOD87h/OLC6gWPQJz13Z3aZ49OHwIJ6encOvmTbh58wZMJiP44AsvkmZOgRO7snltFhNtzchkwHCH9cKEvPGSgMDjph4NX8LGkGGoaoTcmKTmTPNSQUh6bguarq7kxjdlwOkz2Tu71Jv7nTuujGuhJnOt0TzU5TjOgmTV/jVOMdlEfKAdZlrt+MRuZOTiUb5U68M64Kkro9QJPLl9vrZby7Wlduvm/Y6ha+xzFkrKJwqLys9Ic8aoGsI+b0qV0p8kGm0QNFk+ocSzZZ4/vGfDyqUslN5jmXjLp1CAo6Z3E+qyhB8fKcnjV4i2qnXF757Ps8nF6Tpzb6c9IlNymqQuJn6rAqigrUlyXeb6ENoA/0n3pNxxEjgtwk0zti26KIVGLnl7YMl07/TzZ91tbhXhSmfgZKVlqeTMR0tr60S8tjPR6trJ0j1mXJV/XVXfZKN7NLaZgqSOoKbrBmnP22vSCV8cW5X8Jzb3qZQUmWc05VIGmkzgAEjCf3Z2SozqxeGUNEInx8cwn01hgZqj6Yy0R2RCRwR1Ab2qT1ocJVIoPUPNAQUzQNxDgGeJzkgEghA4LYz2gX2LUGskUi0l1gJyYkQfMfMLEjCW9qrTJz++WFIr2KeksuKETxfIfYG70AFLx19qC8cjK+xfvFyTXOfuyQkMwg6Ez8hmhsW9KHQCtTH2BD5eZm6JYysRM918lOxpQl41EZRgBUMCW6rFYv8qrIf8wgZjGAxGdB/+Zs3UCAa9AfuX4XxCcDUYwgg1kAFsjWF/bx/2r12Dvd092BlP6Nrz83N4eHgIx6encDZTM8opaZlOTk5Iy4jv6T133gPjEWpaJjKOUV1PWqmzOc1VbIMPq6mfjr28BfnNEiyftDE3zl03JctQWY4kmvDpMZWMNpvvMQNVX9850OSYUZPseJXNYVtWL+k7pPG2NDlIxyOIctc2fNrr1pGS+krix+bhdL7WAAZSYWQGNHFJfZk9rOra86Y9tOu1qxQPCjwwKV1HU6PhcViAlhvTx1si2PbzVqe5Avj07aTaRK+gqUfQLQEE5UfSJKspP5QTWoReIS8hJJiDLi3kk4W+dh+kuzImz5YWp6WrmV3u+ZrK7wrhV8VjqkYmWiL7U08t3+mZ6BKJDhwOrDYWKZ98mbFcSeOkTDVNONJAMbvl+MLi/b6u2vncPYYVbTNCSJSFWU1RiTDlJLW5d8J5Aht6UgBNTYuiSUJi7y+NsSMQgT8z2D/k6WGfGQK9yPyizxD6tvQHMF/MYVEtYLlYEpN6JszpxcUUTk9OSLqPQIh8f8g0LoIZ/GNCI1oeMpNbUn1ovrYgkITaIARKrFFAUFThebpJpDMikSfneXGgJxYjDIJZcAFoMCgRS7agQbIAltS78vJp3qYywZDfQSX5crOAJs0dUn8DBd2PMiTUdSuCCyS5Bp7IGC2IsNTc075j20IOPdk6ZVySOrQinivcXgSI5gmlHxUCSvVjqiqYLed+08P46BTJD98/ueLyXBRNFL09AlKj4DeFPldo6oc+WRE88TnUqiH4QlM/NPnDuarvjYNpTAGqKezsoO/WDvm77Y6HMMJu4Hwi00TsHZtp4tgTAcf5KppPfLei7C+AID0W55z+ztKIsMm624tsY0qldKxtmzVaIUwJCQfMOneWhQVNk35uNU5XX0qgukr3TvNnBZBpPbnfKWNYB03Jve5YRrYbgH1msyzsuW1zKHYns1slc7xYVxHo2JrbIV9pXJvGu3S/K05D44hzwWKmSfmS3p/rR1pbuU7fyc2WqElJBAPKb7mIuVEohyUN0CBBbENfHahqEQbk5n+6tvL3eCCeXkXzEQW8LlAWv2xKE+JyMdaTrpb7XLdwqF1RML+rX5OCDn/PpoBB871VffWt0pT2OfBWHg/lVrbnv5RPckaQRU1Tk5ApHaeuY9Zd40TRTSSiivAU/L2ZeHPnrEYgDgB/s4xrwtiuLP2JHHRsJY9Mc3XzoK3nZCbNZvQJ5fbaiINd5rkrHeEgEMsUi7QCAzXR4k6hnxD252w6hePjRxwQYTYj0yaUyiMgwsKmbwJeRBOkGiH0PUJJvgZOQPCDfxzcoB5T1jP5HviwQ9MyZoNgtYvRBUpY+kCEzXtkvBXfs41LLl8CQXf7kia7k9DB9REN17MyIOinzNXm7WYBTNNLq2r+ePUpgAaIDVtkFhFF4uG1YOkcs0y1MVUM1VriZJiDMP4IZvQdimpLJY0WAAgYJp/I2QKms6SbJpsBmVai6d4Q/aomMB6PYDQckbZzMuZPBFkIqK4d7Iq5YB/6FYIsdlGezs6g6uE1PdjZQVNAnMdzGFDUQRwPBoEkHDBS76iZwfnA4I/nFG6ekicrO96+0GgmTB3SynQcycrUvB9OrN2DBW3KmTcqg6QmhnYGMsEv9GcLkr5jRdfb0mqYFDgZjX5ZKu7rydVfvCf5ntZQmsXZttaePryLd7oytwcXr+WzcT/VtprrXkXLmru2PsZlk8iSSLX4vuqEfkPlakBTqB1dNgRI2OYcY+pflN1l4jfLKGVASCoEsudy4DsVRsRxZ/qOwjn2GY79ZWGvXrtgAxR9zz3U0ktHcbvsD0SYt1rAnarF/G61YjVtOgYrVmHuboRHhXQdvVQvkVQS9ir5JwVFdW4qumJkBTwKspBnpEuMgDmcW/Xp1wdNa0fVC3/J+dw9XjqRuzZRebbUW5JW5SQ9yvQGKUkc6SzZ8yBrXeKTW0wdSC2LJuNnC7BSkylkKvE6DEGNoAZNmhAkYRCF4+NjMpvD7+fnFxwwgXx9OFQ7AR4EQehzRH5AS5jO5zBfLEIABfY70a6hlsg+I05ko2I3GozITNYZSC7cRgw9yr45fJ1J8JrQYT1vD2qstIigdED9G0WPp6Lram0jDiK05JkdGfRV1F6XvaeNMSrVy4FT0jrrbWVkNMJs1Pujv3L15seHnF9lifDX+EyalDf2xJg62jbc8Er+K/yK83Yxg9n0FE5PVePWJxNP7hObAKL2CoNAoOZqd+c6+1OhSSBGARxPyGRwZxfDyFdwMTuH+XIAL3/zZQJfT9x6Eg4ODuSpOaphlNKxGVsUidtX5llQtoP3j6Sa6AA07cZgpa4UQbE+tshMp5urMt1SCTk22w1MTNKdpio1KelsvrstGy8qiGgCOvFif76L1in/O9k73VxriHSW61uBiVChgz/Y6dZ2Tq2xX57m18/nj3fVNJU0f+HfsM7a11NZ45EAh6vCTauW3gqgKeNbKSe8tiNX7wrzr+SzWepTmbbZd1o/q5Yyqs3RfYDrrAydRWGx3QuU2efvfJvdA8u9cdYCDdfWGfkc6Mrzw61pKcwW17Qku5wvcUe0bAyoTkuMVO3bsS5LqmSzYQnoenl2e2+oo0GgmPYl1UZtXOPESJ3VnS5CV01KIyAhHPOMXp2AJIDC8dmXICuOD2LGXEu34IibIWlhaSnj6U4m0XcENPEkiX4PpE0yYzabzeDs/Ix8QdC/6GJ6ASfnHIUOwZNGICOTucWCzecWqDFi4MShuNmkTgMnUA8kCINCIW6SUb4DnyYyMmuO9LXHtxkl8IabtPdZxp0+RJpg7o9Aii9iwiWj6oCO1VIZgirSCNseE8KSqC8HhMy17hbVXrk7zHf0vbHEulG2k6IKnxDVaST0Gf313TgSvEZt5b3GIkrhkifKDJMOi3220hoOPmOuD/4J3NMHCrgIoBxrwLmL8/vs/FQkiw8lImIl4enH9IcRAXd39mBMYdZH8MStmzCeczTA/f091obRAkul4l5oQuMuwUo0qIYGJkk3E6IuCV1LTQJzQ5MCp6qYWkGOGcLOTtJe8t6dmdiWKy+JgLEJ8Hjpa/6aLu/StSPrKKyxBoagBgTCmq0a5Ny1SkI7OSa4eN8VlFUFBV21Upvof6qluapSep5NaaKDO2gIEOH5QfyZ8yPPMqeJiSPNPDOf1vEHMj01/ELu2T3l5fbYlcCa5zGIQhNwFPBKMvlgmpjhJ0pdLJiiFXvvnr26kneaAz0pR19voQp8wLrtWVUU85I+P6PVdWAJXn6yX5L1uvCErHTiqIlduSHXpxW1iCsBJwZEPnSqbtx18FSQvCTMmDXNs/ekcfnr/WlhfGkA/WIs3esJu3rENwx9w9jWBPYhRHkyMVOmR/yP1MQHAc/pBWqPMDT3OfsaKTiaI/jB/EU80ShKXTUncEShuzG4AmmNGByp5CTikCQ8KdsMZRdHIDpCKek7/UkEmraxcb8l2luY8MK8uhUojEYAONw2+z15YBThHHMIXE3VMCU0AEIKCPKsSwC99O7SvA3exjl9bKsRsFqcaA0aUaRsEdKWB0WpZiH0RzUPgTmytfAolkCQ1unuU/BqLoyhZW3QCyVrVhoXkxFrZVFiq9LHCEq0Tb6n5+pN34vVBPE81gtQEyobG1QwnSGwOoezc4BHR+hE2oPZdAHf+73fBzsTjrpHggLUYuE8cgSBN0IUGcRAN23MlBnpRBCE/wdYpgyAnOu7uSAgSG3G5dkckyoMSImwq8RUW4/3eRBlpX/bcjUlZSLNiZq1hvGmrwEkx/inKS5SQGWkUU2MTBtDUN+/jTTbAPkQJtpcbaW8uVbWAXO5Pqn/qh5t0iY1a+b88Wat1Gri267trlZaeJ1VamrQ4qxaj9JeiSMUoi5rGzWDzV4hgEryfMvcPYGO1ccCAxktCdREM0r/nZ42tBVSU4jfq4IlL4yVIhus830OfJGlyYauxx7bRzDn4l4Z6zUPnMzBsnlfCmnS95l7v3WemJ4/d2fIe2iuc3kUq0aNUtpfbifmU7Rt1S3Ick/DRx0wQuukkO3EagH5N9tWlUtRg7op4KQVB2JiNEptEpsYEYb/OHaJr9f9toxwY4cSbtCqSnVjMjxbiWBb84P4WKXW5TkKtCwypIqOTV/NGJLjOuUeqsiUjpOwnhM4wmAMmLAVgzaguRwHbkAn9yUldWU/Iz4fJSQmTKdlYonZ1K1PiYlnHGtYLx1is7jZD6QeGaVU3FirhCbOehecgYsJCxdebbrMovmlPlm4JNWDK+uuC7zc04IkWHNMqGmZwM7ISdiHzfgqaRS/mHyVk6BHFsA6zkZbX1Ot2neZvEThnNH+xrFi8z5PlMXvRpmXJWpqolWxJzh2w+IvFDCdH0RAk2iDqHo2s3QMTZiL8pwkdzFrR8AwJ4wW0KSj0aA5UW0hgiAMvR6P22fF+Y1BUJYUvZEyz0uoeqUTGkWf7dV1JnFY+36FyX8lBHxDCeIGCrwiuXoC7YqAEK9b0gZM30yflUHWjUVNE6zLq8Gqpmh0KX3f/Fn3LcHjGNlQadPW9+lqimOilOEomM/Q5MsAJ0d3DcCqGvZJy9pbUNG1z7nfRA1c4m+bkLAeJiftVal0d6bPXZMHTWXLl3I7OY1UsS8a/t98b+v7ZcBS+V67YWfW8BpNrtrPmvYH56b6q9JvT6udn2e98WIbYfeUjSgk2JCcjz6wBOYf5Mi5RH/RIsqE5g/bAm4JgZh687xoxZGa+svOHCw+dE9VkBX31pSLKcPtPBzwZ+tzrF1jbHcMowww7HGXSaJ0TMFNzsepUt+wzJpWU/bUXynWaYCP61vZdM5qwkMOKZkP2ooKii0tZX9inhtdhDRXpHFqJlClRj2RsiTeXeXrymiiCr1KfnrGQQStIZR4ugGFu61dVKskpiFuqL7fTGI3YmAWCwFJHK0OgdJU/ItQi7SgyGV43RzmczZNwoAMCJ4oUpjwoxjRLpjIabtGis72nxpWWyaZ48C6MU8qt1EmmduXdv06FamM5FEKXGm5qBTco0s3jCZamQLgKFalx0kxkmEkYwWiaQid5PqYd9Gw296pNBBv3AhC0tk+DDGxs/RHgbkCwSUm3q1hqEjEyDySAK/kk6L5ICHa6Xxgw70AQMOtB+Y+jgkvKR9YwK5PSjoskS/xfwwHTnmeJCcb+flIhES+T7WLvJRQO8JD3oOFRIVR4Oa1bUoQVX0vkeAQUOB/RshC81IBQlgv8dlTYGjfhxdAK3jzfnXmDdCaWC5mLFSQ/B/Y17Ozc/q+v7/PV1LwiOg03HXuBgGPjZImPbHg0wPwpkbERND4YNJcUcCTyg9krNPl7MdPTBzCxtDtGbflcsXtk0Iv7L6T/qX3RYl+qmFKG1q9X90uNN/T+ZUyic1T2sjJkthYjxnE54BSIwCSPcb5Shsfp1XbTItntFcoRjC1+s2bmdPK7zmwXXjeruNlfaSCQXmvztiqtY7OQwJvmUTS/k/qUb4mef/Ku1jgwAIQ3BvZ7J7ps1o9JIBhhTnRPO+9cC2WCBkc07VS0XtTqtPx7jRIBNjFLV9E8NcUSEK3wZWXf33Yu93WANLt+1+lrKxxautM6T63aRgpUubq+GkZwuRbYNwiVXa1aEhrOhMc2uWcTf5n2kqZtvQZrFoqN3VVlYyMOvohXaAP0tkpASX9Y38jjESHSV7RvI59kFDjhNJxZgYtyhfHe0GAJBexdncyBmhuV0P/tTEKpMaFUE5hi3u3DgxUGeljbIM3FiFw+UH0q6UwV63Upda2rLiQ0FUiB3KbSDg5gSuFtB70YDjiXFQ49v1qEDQJrNpnsD2doWnjEmaYg+piBtVCkueKpF6ZVjaLZDPI2RQ1gBXlriIwlHr9135mTBuDyns9gtBajE+ZAj45LOfld99KuPnwcNiHwYiBIoJLSliL2iH6AxiM8BiPPQZrGAwxkiPn/2KJHFbK2mU8NAiaJBNyR0wl7NpOGbIg06D5zdek+kZlx/yajJpYfNccPl835j6cnp7Dzg4K/1G6roCFQ/bzqylLn+Imzq1hxD8cIxpDlbU52qU9wuMxxL5lFPQ3CY2MaYN/YflVQpv20tZTB59M27bmeo+lFISMNeYuYWHaLDeyTQVpWfJ7o8ULZ+r7jNnTU7pnpVvvkrnXfYydGGStemr3BiKla9zwIG11BbpRv3wVBtAKo0rncyXVAkQTYN5lnDBtDQmN1Syo0DmVq5JQVvw744183AJb+xcuorrrQD/VplgwyHRTwZPSax8IQ/tsK25jyrPjHwRr6bnIt6lwTZuM53Nmf2kdZhxy4butpYMLROSj61VVHiTZThX5aB1XZeVgtZKbu3wsdy7qvdL5eBnQtFo48iRxX5fSbSNIB4H+9ccDRG2+1/W3sWNJFWlzaZ9V9GRq5yjfFZnOIUg6P0Uzu3MK1IBMOuZBIlO7CrVJzGxPMR8S+SNxtDpMBOs0R4Y15IhyFiCZzNTpKJASrCoOkWqg5IePDtNhTGtEIp6oXRt2AiNWiG4p2sfI4GHRnD705AqIABnyEYWUZjLag+kF5vIRf7BenwIGnF9MYXqxII0dgxc0b2SAiu8FowqS2eMMj9fDVtbMD76bSpps2wI1+80mzZUyXbWtoPhhYEUMIgImjPzYH9B7pCiQoz4MEXQNEZxxkmWMlMfRIZfQ7y/DfMDNitcKL1LeGnmDpkh+krAwSj/5OpoveN9iToaVPQVQS6xfzfwoyRNANeCNWMBjFSL58WMpo5tuJFpieGkFKN7MWDWSym6qmYljNi0hz5ko6Icj9BJSXfKTpXbxXvgRmZrLmBFtS7ditxPWase/nNk7zmYV4ojKNmq1c/XLcQ2gv5E+J31LtZbp/tjIeBe+59pchfaW6srP6RiRkz/r7TQJRmKDqmnKB/nw/UvecQcW1lCADnf4iuMd/t1la0j28HWBjROCy5wmDkZQzmWE67aPKnyNFL98LX2SuR6bxwcz2L79c5jBjYul76nGCem1D5Qi/FOwxpDm1tTgmIdqXSs0F2v8YhfQVGrbrPFgxVMO0V3ilaqGNZyCaX6v7HvkQGwCYiIwVzPNKJTUZO4YvMkyxSkY0rMpFM3tu6uCqO6merpwtOFkUaSLpI74y9i31laHOejWgIxM0oPs18D8KB5V0GH67bJa6/c+EBhC5v1iOofT0xM4Oz8mrRKa1i3nnO8Ize3YxA6Z+TlrkShyXXBgIN8LblpzGcW24vQwZnFq29QyLhy5LyOxCIfYXretlCZP66TS6sX8jf4biJasP2DiRhUhMz2ExVzMp1AjROAGweU5OfXjIxPopBDrM1jM1MzNSDu25d1TgjaDfbhIKIARIOlTEzkViiQxxrWHWiwEWQNMjjvCT9Qa9mEymcDOBEEWJs3tw2gEMJkMjQ9f3NiwHlqLos1lU0k22cRz4/EQJhMEcni9aBXRBwpNMXusISvRr5y0S4FL7h6WnEoyXgJ0vLnHv4RZMDQW6ZJet9QNRDYT2nzE9JBBmAykvAv7Yi4jWduW7iVKqvlNRF+LBiZS31tI0BkFYA58127zc0zb1ftW1lw1MQ+JlL6LL0AWPtTkbqtGfszlvcvzHhaWRHOv+j1N4Cl9n6V7/HpvHnvLqtp0G/6K9KDf0xUsOTalqc2an+j6whMdl1Cn7vPBWmF1rantUw20i1wvrREFWkrb9bogaDCI1L0z1fJ16A/tGWo5oyZLTgxpgyHVwgWHOnL1Fho0KsVkbML6TtU0FpbUny0dM+fGoLuPBUY0nlEYWdQ0QbPAOXe8pqk03eZ35E09U82RfVLSLooQnqMX+3Vk2xHxSfSLC1YcdbSQCjM3nscpPZ67Lneui2yluRN6t/6O0ahyeKH0HLa66DAY1cOKXi+mUwJGp6encHJ2BFP0SZqizwQzYfP5lEATmnnNZzNYYrQ7jG4nfiv08ihSVwRp+gxsfpfrsB7XcNfyZ3zz2e8o1UCJJbYAJCeZsCmsrH9GPF204VHU79QXcfQobABOajRZw0uR6Z3PJPw5at1mKPlnUMnRzyVEOvr35JLafEdL9FuKifIs4dUEen3oowZliGAQ/9A8EM3VhuycKlozzVQeN3JppYfalHh9kJAFPsqKx+waL21KUeqEpp/KYM/nF+Tjw1f4sSazw9lMotzw+6LIcygEwDmNCZOXM877heHqZU6zVM/YgAf7Ly/BWqlgFZQirILlvILZxbIMtmRzRkC1f7ADH/nkewhs8TPJSqNQ4gyGOHmzIfzB4bEPCxFmqCM8CzLKiRdrXTF0zv2Zzup6VfdjDBLBS1Sd3eNm6ZPomm0aaYmOs67d4EcWTUiSITU/xP9smxj3sRVKuamJbwugGsK+YJlRaGbo7bzz/EcHgWT3Xdddm3HrfdzzKK6rq223KDBZl2cx9wdmfs1+rfvsOQ3Nau1ysXUg80qpT2SPJJ5E9vMuIC0rgCrQJw76K5xUrw6eQh0hjUs+f1oATyUfddM3z8ALULJaDdH2yx3Qd74gneTTK5fgG6y/E2+o3FP1aiAnzuScBUXg8wqgKX0/1Zp0IJ3NvYZxs4fCPQ3LwQF7KTEgnaEitC8GyLTSulzBVA/9HXxwxybpQjfJg5cI6X0Nl5pitUSM+lPUmeuTu1/nUFXBdI4+SBfkk4TO46fkm3RO5nZ43YxA0oxM8+bk6I/MJka1E8giTBk52BukwlKlyBhzzhYGRnFx+tw8EfSkLJTUyCs42m4GAJWEagzgTaLUUGfjBIpO6GZSyaJBIsVMp+aBQqYaGVxmRmdzNEFEQKQMqkh/HjtfxuoKDuIwZM0WHcZjaBI2guFkFwYjNgkbj3agP8AkqaRWABigBgJzAE2gP9qF3mgsflFYV/RHId+oHi4XAU8jzCKeppC1oUvTbkogCipDqNBETEOhGljDDEIa5ESlSc1OKlGrKaW/JN+geK/pL5qyzWfBBFd1edofNr9Q9T2au0lCZHrPHHQBw94jUJtfnMFyjuaRCJJnsJxdiHkqAudzmJ+fwXJ6QddU+EfgiwM2aC4x6VQ7AJMxm08rOHp4Bhcnc9i/NgnCDrpEdhQFkry5CkA0G23YI0QTxWPWgwolWvjs+KwmAIh9H6nUld+/W17xkXJ0viAz4Yv91aFvZtdga5HIEDhpYBLu1oK5y0ibt6Vc0teZMm5G9xTNOk3kvHht3BCzr8odbOEysre3v//aNWafbLo+AL8N7gGxL+sy/v5zpXvtvznuzUbZs4Js+Z5nnuPzpKdlW0+OmevXAL45s6smkJJvO/52zKhGLDMRD60PX1tdTTya7b+k6+ME4sn1pH0QQbYkzMmywFF72J3xj+MldzoBYdxr+un6CLz4ipMu1ezab62bR63ztSs9eMpr2PQR0yty86hq0ag5vsWWALbzvck+XRAWRV/ncLWMt6dDHvCnvqAml4pwzquVFTROKCVX1I4LSMzNCgCpTetkogEX723pkftMCXZTnygYw+wczs5O4eTkBM7OTuDs9DQkkCVTo/kczuenHApcAjogI8WNSJQ5I0biEN/aiYSKOmTIxMYtiw4mcEqF+T2LBDpIE4RZEnMg0Z2xdoCO4WhzJD7KYUC86iJogfAAa4lY4s8BD/i7gqGrFzCyhqY/wKAODID6FHRgRIlNB+Md2Nnbh9Foj7Q7eM1gjIBoBwY7YxiMRjAc7QD0xkKzBtCjethvSqyfYdkbwGLB3gEYNQ+lRgOS6APMez2YQx8wbAQBCZva2qrt2JqdcwKFIvOCLL9EI+Den5l/ZEccQxqwDa+0hVWg+iVslOL4qJI+6h1r8HjziYBbdDaxR9WANDn8necj6z+xuRFAbxIj4oXO+k1Bu28GIhzDMBCo7BmqCSqdYJ8NJlb4bQG9xQJgIecx/xglXK5gMb+Ai4tTANSMoWAC/dEuzmA2O4cpga1zWMzOWAuGvoHzc9F+YfRJbKoP73v+RTg42KWBQw0nzlv0a0M/w/PROc0jAnioCRbzwT4FVxdtIEbTkwGq5DwCEhZMov+TeFSpzbt4J7I/gxoCSEB2BK46JRh5urXPoDRKKsNvnV/0oRGcVLtsNVUGwMnarq2iLFNUT9q7LZstNempflcTPBc8JHixZiSdkfGjeSVMW1pqTHfu2BWA5JzmwrWjxGrjk80+oUZ5beI7EsFqw/VeASF02W7h5i2F1BHE+xjBWgmz2q3ffmYEZFyqbHTaetcdocmOgX5P/ThKvFnbfKmZ/KGwsupHoawA5y7AyR5LGfFUQ6a/mfVBKs27GCm4khQLWCULA8vPYhPc2pxOzderwEPcC3QS6K4rwjfu62YEGLaoT1AtpH/mew4sedDE+1yqSVqqsDAEjoi5rtQSo6R96pU0i134W70ufZhEkpCuH96LdbHalEJ+XqV9o+c0vlNuXDvSrZXDkRsRfHGRpOGoy2YHAaqH62oq8oaXowkjI2jKR8+gKGizGZncHR0fwRn5J51IoliRjM/ZNwmvhQWLqxc9zpPk62UGOa4baTzrgxQnWARtqt6uEjMbD6ZkJPkMdWfZKFVgcx4FTqIFIrMrzGXTIx+h+VTAEj4imcpdFTdlJKkD1OYMYTQawwAB0AB9V3ZgvHcDJvvXYITgZ4jXYCAIBEh70J/scRQbfH7UDhHTwcRqXvVhLhSTfFIwyA4GhIAKLoRp122M2VvV5yhTjJqiISzxU54dAQCvH16KFHiAFiKdMU+VSKvMb2yL2laQ22vnrliShva3tmYDopRZ1sponY/klARJIHGX3o3PFNdeHzVFIaktYpdYl2J+g/3NPE3WUGF2xmcR9Y5crAx+kLL3hjyU+GsomjE8PK6gtzeTkeujHg72CLIuoLfs0e9qKbnMMNADgqiLU3j1C78M09N7ROQfPTqCyRgBMgcZwb/xeAL9Aw5GgZv70ckhaYlRNDgaT2Ay3oUxahaHI9YsynvTRLRqXoVRBYNUmQQOvLGoaSWFdEds1dfkzBzZ0c6MgdiMa5AUin5Jm5RuVibpsLx6vdfmu9N1DWaDc+8omxw36jK3oOkxl0TbFP6zWiaz5wVm2nyvaVlyQLn2uwBoGrta3nPbrs1cEAVNK7abyKbs4aTkAUUdCHRsO3HMD8A1ByyUOUuyzxXBYqJC0HdeKqRNn8+dRjKvddMG20FKVy1jln5k+C/HkOqY1NjDbuDJtlXSGIT7BSYyKGLhPbMCklrDaBa6gMCSxsRZE4TnjQ9pQVO4jy/UBy222/aM2b6GzzpgKTxc9hlTwGM/lYfU/cj6jzEm7nXWNK1XlFeLv5Xv5veqh3X8OCAI7pGLHlrEqDrSWO8or1MzC9W3WV+7Ne3YRhPgikimJHVCRlkds7vk9LH356QluTY8cJIJIrwEEp7zi3M4OT2Bo6NHBJg4uhrnRJovpqRRItM7SjIr+XQE1fdDWwtmCrkRA5JE4mX+bZMwOGlKcnl90kVAqYs25PkxkgA6tqhgvhSNEZnPoSRfTes2bDoXfH8QEA1hNNmF8WQPhuMx9JER3dmDvWvXYWcHAdE16A3H0BtfJxM5ZFBJmS4JWwmeIGgIYI//m4mGjKU2KM2SHCgxpgqZoLGkCYFCD5YSirQvHldcGEApzF3IZou6JxpP89oW+ExKjAl4iFaHnAp1/ibzPQDZsJMmhNNvmElcoBBUm55cowGF65PgK0YkqnM+SIGYs4/tGIAtULHDi9W5WXa7S3qYvd//1KSAKhcyEp3Af6i2jcEXCTnkXgQvOBd6/RFUvREp94bDXRjsHEB/iPmXHlC9L730Erz+GgeSGA76MBrvwGRnBybjCYzHqIVE0D4iQNV//dsM4ghwDwg8jSc7dB6DT+zt7tP43n94j+jW9evXYTgYQb+H4J390SgcO0UL5AAW6GsV8mVRcAsGbxyWnTcguhZ/o4SWtKVsRkoR/ozNPGlcCcNJIsc+jx4JTuby3YwZ3hsng0Tkc9JC+RTp2lVoILYlU5ShRLoULDQSZlb2Ao3CFva/tZtsT0S/dlG60ML4bqCZ+Pxp2OgkX124KJze7LMXNWr2WIr7EgyRXq+2IE31cnTRxMwzgOg6TM4Dp0RwnYi98viuO9Cxx1lGGH9zRFx9zo7vI6RLyGsILJjhJO5iEo80VwTGWAPaIeTHrlSYO1BhY8pr5ky+km4HU+jym8+0mgEzuedelXlL63XAiJ6FPC+JB2a2AfcsCZ4k5o5WqxTrkCTxBeDUu+S680ILK6SN+1YWWIf0pDLb0AiILzDjkBMI0L+u/7n3vSGNU2xMHeT9U0fChkwEanj0tAMJ4V8rNeHC+YymxLAgM4MS4ZpQSrMWB9UoA6WHh4dw7/478OiQgRKGBadQxgsMF37BeXoo2SznSiJpvA3Ta3A9TxRlbWPIX5YG++t5WPwT6sssSmsCnlFzG+mH+Dqxhkk0UiZXkAIiSpY7Fcd38kPahEgZw0cjgzeC/mAEo8kO7OxfJ38f1BDtXLsOk/0bMN7ZpYh4veEu9Ed7xAhibpo5mkT10DCLySaaFhFRQ01QSKTrTZhIQxMmsTExNFIdDvvO52Ie23gfLazl0Mwm9EvRNxTJN5uTyXEiGtG3yEzt8P5YV6PmWzJPw3TFLxFQxc/Yhp0TIZhCmAtyNNyqJh/aTgRg9XcrB6R6TwPMxaGvHrCl26eya0ZhVLDLtGs1jXvPOZtizdF3LgYR52zrTmtHY4QqKCHsYWEM2FTS9Z/0UAzBKBeXJB4W07kZBpWYA5xezAGOjoM5LNKiAGowGAeafhJtGUq4ewRVHKgDtaIY6IPMRAd9eOvu25Q0uA9o1qgMDY89hVbH4CD0jmKgEwRWCLaodckDFuz+CXixJkzxLgEx2XjRNBUFDKPBiNqlCIIYWbCPgHCXTVaRser3KZQ70ke8jtvU5xRwJ/SGIn6SuaHMwS12upKShhq3CbVrjFzyF7RM5n75ViPsCZaIwSXigXg+0KpCBYViNStcWjaXZFptQlaXE0rmQoqvC3ya7isx7vX6yvXSmwv9TkcnHx1QS+onxN9TAXRvJWbUTwzXFb+15eoyvEw03RfTPKTwJLgU8ZikC1ENufJofG+mjwY0WfCk7TI4Mfn+6DoxX9DQ1MjLoel6hfn0uD8kKEOaOODvuT/dG1jwhUItTDPDQaFYiMXf1RVC+RGNJEh9JIG92Cpg9FTyneYIf175akSniXlh5DnrA6TaIPuOImio54Z04yf+X9PZDI5PjuHNN96Chw+OOIjXAIXOzN9MdoZw48YNGI9G9In7igdOHILd96+XbTOcCjEmMpq9zNTNz9EIRrNrGN9ZmEc8HpHjE/4hg2nzXnCr0YkVNE5RGsBhViNrFDuEoaU1CSYTALrW8UpR1owFncjPzs7g0aNH5G+ECUZ/36c/DTs7O0Fl7R8OmYEFhQN/8PABHB7eh8PDh3B6dsamdmTWg1HbMBS4RAajJJhmQlEHeEJkibE55IdYFrdKPbSenMZIZ7sypGRaZRQTQT3KjBeb0KHGCE3q2MfIao4uD46Q0UMGEZmvEQGg/YObMNjZh9HuPkz2DmCycwNGkz26BgMoQH9snAVRa4PGU1wWvQpm5NfFEm1iYisETzoudoaotM2CF86ZYzGnYcvFXE7Hnxl79v2RiR+RLPWM25NrA/jQnFXJS003FkJkceuo6xOFarFBbW1b4lfdvIlypDz7rAqWhRCH80qgml62gvDkcBgD1TwklKPG3YTJ6edqojRP27Xfw7AEkQiH38bh/8DxE/BPfv5/Rsf/2lP/NTwYHsOD0RF/jk/hZG8BD8encDg+hyVqcUZD0QRqhnh9Gg5ssaC9KZq3Ml8oeaNEi9lLhBR4zULW6Hw6BZjOImFHwCMmobxZDuDWzSfg9u078OjhKbx1903aVJl2xM2NMRDTNjqDMUYsQJMoiwhu8BNBFyVpRoI7GnHCYNy8+wx+6F4ERJRQGIHT2Gzi/C5UZ8dMjL4CDOuPwiV+C/iJoA39/UYUvn1CmrTRCJkIZhTGk3HDvNqWdYvVHAUJqM5FTTOhks0EQOVBU4k3thrwCJxiRGS7H1998RRBqWVXgxdfEv7GBcrwV9lrep2sV5qKpRmd+yraj6qFQirz6DFt3Om6aHqiaV63orug7Y+bZWn0MmXQCQDEPIk0m4SucSoQILqEvsFoiIOCIxTc0FgM+hRkabC36zVytG9HHomDC1WwwPQjEgGWou+iBRC5S7AFkBbWhFDI1eKepD5G1AylfpEdKQSuiIIMBcH4jFona/cZYOkaxd8ovA/PIucHMjYKuvAaqkvGmAT+aOFAgi2k8yj0GsPOBINS9UlYp33TMcJj1D+ZD5RsXhAbB2zQqMrqS6atST4kfH5jpsj88Snce/AA3r57Fx4cPqQcopjLEq0sJrt7MIAh/X77nbcovcfTTz1FoPD56jl44onbDsiRj78zDe87raZehzkY8T52diibQxIANYnmbbHCPfUhLlm7RJNJttww3t1QLWVPl/3ZJ6SPSeZzfdi4qZ5OLlwgHMpYHyBKhvBhaypXs5kQ8yvHX3v9dXhw/z6Z1KFGSE1mcEHhQvrWt16BC4xsN5/DxfkUZjM2/0Mp6gXm+6FIdxISfCkJZ8knQh34cFGo74EfuLrGjIYwHnNAiwlF4D8NX6sS+toEMC/E+jFxfhkGSBiwD03sECBRTiOO37BmYeZ7MJqQtghNlvb2D2D34CaMdq7TYtndPwAY7aLNEy1iZOimSwQ7HDVxuRzAmbFAq5bRD4gmm+TaodPWdDEwzXbYNOCASNgqBdxc1ATPDltgkokQqADVawXddkArIh6RLCjJ60y3Y99ecnGsP7kllVHk1pq3ic7cb/eusHhK/csDvjbZbgTnXjqUk0pF/Z6aABpiAiuWQJmiUOV9J0iAufzP7/7pxtsf9B7Bvf4h3Os/hPv9R/Bg8AjuD47g7dEh/J0P/CY8uu1DtNsFGJnVHMOhl6nILgpumLAjPUJfRtxMOSkuBqlAR8Dnnn4P7F/bgarHGzdtIOQozJsXfqcNH7XYErCDfKkqZAQu4Pwc/Qv1+rjtc1AWeVMa3AXp1UAzoOMGLX5bYhLYH7E/VtiYkQ7vXGONMH4fchh8DJbSuxhA/4zNAXVN0caK4G0DJlXbAp2YXStktNon9aEjBqLIKOsPTyA1kmIQs8qPlIKIYtSVvAakUFLpcukWQ0usJD3XRuvcs6ZumvcsCF51D28GGl3My3LtdrpOSpMPTu5I5IPqkfTaimpd1H/ZOUGG/TKmHyFwoxpPcZuQCCNUlOFHHk5pwgytWcS1gjECM8YXFxfE510sZnAu3/Uds7ULC6TPz85IqzGbYWRVtJCJ+fPIiV/AjIIBpndoP2BHTfgE1fAkjIEXB6TMtt6v/vXmagI60cUgCCuT18RCftUS235JG+LPH8dWhCBi1RC3FjaJ4yi/8TkIlKE3rQjEWN7BdaGADY+hEG0yHsPuzi6ZmLPwLQrgSAgmJui7kx1+tzJHpvM5WVvdv3cfHj58yEHPLjA69DkcnRzRu7xxcB2efPJJGFVzGGH0YTT2EK8x6gfOBbLKQqNH1kjV/Z1iWHY/T6PFeBPzYAVJ4bebzSwE0rlD7ybwJvypRktx3sSceWGPDfIlAZMpP9dggrlxUz2xNoHJziTk47ESIbKZRFWldAw3dDWpY9vUaCuNnUXwg75HxHhQFBmWBKCZ3Wg6hOF4AIfH6Kd0BOfn55QTCEEHm/RdENNSoWWrmPmoIzyHh1SG3ktewnd0KONhS5dhTS0e8g1FwXPk24JKMyafjSZ0FcwJJC1hMV1Q/4MGaS2AxBHi0JRusrsP48k+jPcOYPf6E6Ix2oPRZB+GO7tk9kP+cpSvhvU3U0kERk9MwoE+LMhrH1e4mLYFIsXBFViDJMQkEOA4EBy/JqLKuHFS1IZwFf7vHln901x9sXbNb4ZNahYcDZVg3mKU7hqAl1xSMD3LXVe+pIkhKNZZdWA8rCS6JbpPpzYFEGSbS6R2riWzWcQAs/kSgZe9WcGsApMePBifhSt+Yuf/C3d6N+Gp/hNwa3Edbi0O4Nb8AG5WB3T+VoXHrsOHFs/X2vvw8mfgr9z++2444zNEgh7zatQfEIM3WAFG+E9Bi1SKgh3cOFDosrMzgpFT0OA1g+QFs1ZWNwSM3IdMDDMiMo4azEEklyod5dclwhSkFUQHUQvPNE6lwMtqBrMpMi5MJ1WKixpejmUzB5SDUI2orUIaMeJNl/y7hkPY3duDnV3259qWzZcc8655nFJtlLBd3uQny/yrpM63E2BSmEM56KT0ytUU6mqkY8q0ZE9dLfBm9iCGk9R+h+c0z1MqjUB0Q4WZ5pb2qeNxnwvWAF3AnXKiyjySaTBqr0XbJb9Ro0GBlKolTMniRvgtQD5qCqfnZ3B0/IjyTyrDi7QJgdD5xRldM7faGhUoCSiKQMOKLREMMZ0L74t4HfIygj4KgERLoePE18drJVdEbc8jIY/weNlxyYwZuVzovpMDPea81wD7a/WcAijfkFik09hGM1wdD71flQvqM0+39XvkS0v+staEl0ys0XwcrQ3EdNCAXxZ8YZ2oCcN6BsEUkOICB+0YRxBmcCbviqIPLqA3rODg+h48Ob5BFgijIT4E8u0L2jMG+H4I2HJYLNL40QbD78ub6+l4LjL0yvAAK5rC2kFW80b3HuW7FfdG9wcdexbmK+DivIdR3BLr3ExZLapeILqIoJHpVo8WzRqtzoFAEg0caXZHM5oBCRaBL4zUlnoPcci4qKfwO1/9CkkvLqYYIvwi+CaRKRuqd419LUVbCzmNJFOwUlnrR+JeayqOSxku8TUSohG0o5YRY0ojAJLzGZEGCYMzTBcxnDdHP1itkCp4KCG4b8DO/g2YHNyE3f3rMNlDv6N9MqlD50jsJ8Ylm/c5Fw/6Fs1QWhDSbbNJHEkqRWUZYIpEWbN4kF+DD8jAxJEDNnBIZ8lZRYtXg2cwAKvNzXTHbnt0s3mSZMvUUynTalT/Qcvj9CfmXeWabTrXqSTS2KaHaSjOpKyRIbGQ02vpyj2sN26MRdtuTreeWrwb/aZGjjaSj9Z/f3hMn8f9M/hLe38NXvjYh+H3/cgf4aAPyx58+2tfhS/+4j+Fjz33CfjeT/4rMHk0hOunY4DXHkHvtSP412Y/CH988aNwUHG48ajFR7Il5qEYHVJAE69T3Rg5gEjoWvBnjLbbCmACYKSIVlNYzCXxL0h0q5Dlqj53RA6kvEUYG6SPaLFMM5icjyXaHl0gUlGXmFrCpKp2SjYjXnOabDja+5OvI/2JFgyt1cm8F4EU0qQZzCl5N2ub7lsp8LZcaWFzG4nqqOZ4JtG1Ta6dN0fDoqGdvS9lZAPMvAuy2gQwZIUjl3+2rC+GrjP7PDXJvmamjodywaMCC2YBCC2u8txdCRypkE3Xq+LTEqARwZyG83FMY6hTGDbLGLqxYApCWmGy9kANA5pkMV1QTRCZxS0XxMBeTDFfJGq70X9zTloEDHqF2gW0ykFLG9IInQuPRL6W0S0hJphPwkvrJwmTKP8FCW7YV5OPEf0LQmF9hJgCQc36rBsCae+NEEkFUm5YnU9f4vsbxtYmVWetURhjAQwRWStNNePsfUPoI06zZO92nUM+SedyCr4lo4vsxt4cNDLv0bJE5zmfOz07MlFmo7WT1dQEUXSYNz0DmFhbRebZgwGMyNeVfbU4HgD7vyIQIysEAlN92N3l40xPkE+dUnTlxeKCAh4hqML2p7MLAnYPHj4kxcXezi7cvHmDLJGsBlCft7J8dXA10OeLEUPTPSdnjWY+3FywxXEutGSSpGd0MqVLrK3Gw94aSfiANLrelSTAVU0S4m3Kt9Mj4Cr9M7ahPFiUVRobEBUoMz6ixiRNiPgJoBqyGhGBQC0SMi3EvGAI8fkFLMhHSU1deNpGqUGkgKhlYrtFt0p5PK0gJ3zzlpN1s7rIpJA2RoESgjeRCs9Rk4SmdhiogRVfq4EkWgQjBkj7N2H32nXYvX4LdvZvwXj3OvTH6G+0C1V/CFMiVgho+jCFin7bohosGiGc7InwyhL74KojI1LTuVlwFSBJ/cHIPEmkneSr5ZjrVSajl1bYDd+q4XNMf5AwGCbC328ghPY1cKvdeucWe4YTcZunu7FYY0NjK1xbKkUzmQ6giSvwYSQC0+CvSY/UmXJP2JBcTJcYNh7twkfQ27kOi14Pjq8v4O33A1xgQuneEt689RL8zr1/BHOYEnCa9xi4xGcwzsGUOkAlSmGHDzmZ4u/o1BzqEq2wvkG03ad8bUQb8H6NtKmhQuw7jv5NWmd8XDsOmITY5FZyY6Th7plJJhdrF2SDSz+Y+Fh/uhhEJmq24o1EB5BOLYQeU3JiBE/ZF74tlyypBNb+pcEgWIDl6V0UABmJs9H+u7ZqX7ikkRNp3eoWGTvX5WmcEMC1kWFOwvFUQJYyQzT/M2bQqYbI3FrSvnle3DKx+TozT2giteavD8c08GdmRFSbWBmwjP4tyMyqb0hvyPQKA18hyFlcsGkcMqhkTXN2TlofTYuCvj70myLGqbZa8YT4vYhfD1u3qHYbfyvg4TVv3Qii5iAKkSgfp0mMTr+phEhMAaCwqaHnr5R/5fs5WpvSKI+f42/yXQ3zxhAkBQvhq/E2NpOCDVwpc56YLqoqksF1SMGRACP+angUj+hE6K/0OOUldbzi9R4opXND/KgMJxU6gTZyNHb6fJIT1YpFTDAIpOGIn2GGe1QcAfzBgjvx11KzdTT9Aw6UgWol5LnR+otcYUZj8rEdTybR9Hs4gNlsQr7tk/mYUvWcjidwcLAPMGDBnweSPSO8SY97k7nSuopa5cza1RG35oGuieg/l6tb74lCUZfUJfC1KSFdRai4ko+TrbwUNQiPo1mddbZTmIjaiovzc7j/4B48ODyER0ePOOLdfM4me/M5wFK0SyQt4VSkDH40uEDMSxN5DOvfkGh4kgGusyX+BakpDLW0YMaMJLmzBcwwaMOUtUuaWLRbQfX1CIYUKnkf9m7cgp0bT8LuwS0Y7V6HwWgf+oMJLHtMLNF8bhaSlaLJG8UkC/byJMU2kg5uwS5O0QMosa1tqqnRm7lQxywQpXh9XNBeWsBDlhKaOMr+FaTtmOfIzFutdzUYJv500jmKeSN1kxo+mzYw03GtL3peuzbWLizSSjudLYkebUNl1b6XAdcqNb320stw94134OkPfwL+jVt/Av7Nf/ED8OHD/yG895efgv/k6Z+Dn//Qq7CAAew/9Sx88DN/EA6+8ATAOVKBcsKxSKbV45l/h/QCUtT0w2r32CSF5xebv+Bv9N3UEK0anpXj+QWCq/gnkbTnnZejViu13Y+mIhHx2JzLcZ3xEdQmh+WCm6aG/pXgGG5jCG0iHEPVFyXQWuPdb8uqJWUWSItP6TuiBspcbMXhQTMR339g7esNMdcUq8pch1OGTdeJkG3s+eo+Dh385zIhxdvMsMyvzkKkVtBkgnXY6+0z2GMUdU2jrKGDvwFFeBxN1E5RG3R+TvfjJwa8Ih8hFASTJhsFwmqtIVpjDbOt5v1kJqx/CHw0VQWDITJhE41d1IAHqsS7WgA+ctQy+nYoKShCnEMhtFK4P+GPZP6kuxHvpY7llxPpdR7URksWq4FUf8AgysrejxJ7AuGWT2FpRAJuSAThx8MtmTQ/pw39Lq26unLCaCOtcqNi67fnOMwWXrKsjVXJjDO9X7Q7YqjF791SCuaTydhJUizOF2i62YNTqiLavKq1F2qvcHq+985z8KEXP8TzeobmnWjaLcndA+iBsHdZK4iAZ0ykxBydCJ+qUe+tQmcYPBJrasa2Kt0f4UJNaxaeQXztO9GwdUz1PEiyZghxMHpihsdqaHZaRKkKgqV7D+7B6dkxmeHNULoym1K4cJKSiH2tLgiqmp6ao7lwkS0lTDSNvKXQIBb10tBxoJ4FpkSYIq1TOB/yNQiapApmF5wXqVolHxJqkYaYH2afwnnv33gK9q4/AaP9m7Czu08mbXM0c8RgDNCHOapJxVeI8hLRxJCpT5F7tP+aoJPHgxaPmXCWqeNp4QGKjIYBKTpeJpmgEjOLdmqT2kinGoZFHWhpDiRCRh35CHe196V4TJ5cN5EWBwdNKE/3KCFhdNMGq0y1Nyept9N9avjnXKWk/SwTi3qT6VVdGOf0xedBcWkMclsJ/sCgC2ez+3Bxcgy718bwOzfvwn92+Nfh75z+p7yCZd7v37oNt77/x+CJN24B3EPHThYhMJ3Tb16y5H23ol12vMZnPY/HOSs8FmZW1FxFARIyO2zPnxva8Kx2admnD/2oE+Vg828HyWIlfSrHKMmzG+LGVUQNepT02iQLDAxFVrktV1xMXL1U2SQXRMoX57WUgMTdZCi2UvwtNDzS30IY7GLEsobnc/01grkc6bA/kiiCufrKGqdupRS8wdYXgJP4tFjTSnTMZ4uXOV2HfkLHx8ekDULTOARF+Mc+1kg3OEm3lVQGX51qAQsx6Ve/HzVzm6lZXKAL8jvsj+Aj/5rNJ4yKZIIghjKMcbp9C6AI35QyyB7tRjzSzThmYWSTcVR/Wp2nTe/IJKeVHV37El92XCP+9WX2PwcQVVCse4KpsAZGoumhMsrxfNwLVDuVmqSFWlJXgZpALKH5jgdisKjvKKxPBQKO2fF9J6sq2g9jChAOEGiCcYvgnC0CRQsnAmNegmpWx/ksadlWGNSoBxcXJ3Idm3sPMNytJMDl6zjohaVt4Z2YV+X3WgtEvW+YdQFq4iHDGJNlhqdp8qaij1McPJkW9j0nAcbsyzGAcmPASR0SKWa/BHKgIA9homs8f2ZA7t27B2/feweOjg7h9PQYZmhzj3a4swuWqAgo4sw/ipix8MYetxVhb41UggfJmJCFc55R4hdtqI2YthCBxASY4zH9nR6dwr27jwgsVSsEbsA6huMJTHavwe61JwgkoS/ScO8GRbfrDUYw7Y0I+SOJPUWTH7QrJlM6Bkq8P6I2jheJkq0gFTdkzzPteYBh8KE56uGJpnuN01qjb0UpSJxDSW2qGg+k0BJdX0JyvJQnSLrMxzNwItByPB7DdTsJbdpm7UjcEEJoaiOdaSwaMrNTO+3FvtdV7ln3fDcS0LW0MzBK4IKNfXL/k7dvwwc//T0wfvI5+NXrr8MvvucU7r4CAP8Q5x056cH08B6974t+DxYzTHSLh+fQQ9NfSkKr5m09Y1+vmhqZQy4yU2qqUtcwszaKCbRGyWMahVGisF0R2yXFmVknjC9qj40c1/gJuBqKY5mdJ9RGfu474Fhl1hSRP7vqt2WTJbJq6jyOueXIhZuFcoZRUAFjMG83dagJX2DSGnBumkrd2xHESr3VkQcomyiBIU/4+65tZH2GaqX7vNX6VOCFwAjNk1BbpPnhkLRT6o/5HI5Pj+HR0RHMLpA3WZLGCH2J+Drx09BAMkQrOHIc+16joHUatdQCjmJwA+VhInixTD73N65en7bDBrEKCLsupsrwgGEcVPLi5qgL3FwPuWRIvU4d2yqzBfG5Iuzwb4+5QdfT+F0Y2SiUzIne8r/re3e6SCzDbr1bUsFVLsGt7g2+xhIQz9FprTcy/tx2FLLln1XUDo5fI0WCXulAirw1A1bZdDHybmxMoaAD810R0xqPBd4r3judntOxEJ1azLwfHR7BjZs3KcrrEjWtIceV7qHo16t7jrX28EE+1B/K0cEAvNm8MfLvZX9KbwYqdZh7qmRq0Cywks5kjOO8rzYPnCxjxLHmMQ+PaDnExpeJDMArr7wChyfHpGFCRzR0Ykbpbb+asc0+DR4OamKGQ6F/NWOwBbJxpNSfRv0TouNmCpyYYeGQj0NymEM1+3iM9pwaK78H77z2EGanzWiJQn2PJ7Bz7QbsHtyG/RtPwuT6bRjt7MBktAOL/gRmFQOgOfohBeZRgSDPZswDQEDJ5u1RJky/hxesJMsvWgtbMj2t/Y5zT+6sEYG863/Zb6OpvdVOdykxrHke8KQbda2nlqe1crjGvl3KGC9fOnAUq0p+m+patapmUFdmunPErdaNXg+u374N7/nIh+FkMYZZtYTR3g6891PfQ8BpXvXg8K234PM//f9jO9heBX/s5L9H93NAEs4ZZk1s6Jzm7YhcQfTtUOBUAE02U3qsD4PQLDgHHCbQpgoZBHmpoklCWBoPl5Qvi70apeO+LnF0NeMb3oj0oypG/WIasnVvurqCIeTpk/6JjAEnOxYxqaqd7HaX5nHig+FcjTG2hXd9I31KOyWHg4WnZ5CNi74710SDanPVoCXHdBtNkTWpX3+7yNOf1J9MNUca0Q2B0dnFGTygsMzHcDGfUSQ5zGtDftgi5GBTD1zqKDBZwHwx45Qh6BcYTHY5p1DUXmtSb/60feVosPp+DH3Jjml+h+eaUvBhQEBuODV/YiZktIfZ+fYMzsqMuf62IDAKyaL5VNhhHYPbZT8Vjq5FqGQY50gehddRUz1dO9bY3/bfzuW2UdGtxNP/0vOoKZhy+akbQxpCizUpmuQX97II9izkDf7ZNM4iirFVy0JT2m/fZS+zykPVpLZkCy90nekPeKPhuc/XoT8eKj76Y9lLyFuE1xxaaqE1AwMq60OTWa9WeGQSheeAk65hO64EhYMPfl1QZPdL1wc1xcsB497qXF9n4KQPoQzDYDgiaRqOMe0NkvgW7SJRukOdQMnx2SlF8uBOVVD1JYmpInG/UgU0qT+CIu7MREvu4yRr4hUkoToRIKFGCVXvBNSCSU4Fs+mcJgbmUbq4mLn6KWv0aAcme9dg7zr6Ij0Bezdvw2DvAPqjMSx7Q1hioPiKQ3zPUXO07MNcEn/qpCXzO0kIiicIIuK9ytQEBojtKfQ+9YlgvJBGfqmXujq5+XrOkdQrEM5UAtK95OZiqtJet3gGtIGoGoddXzYOg74rS/v7ygBXI6krXlYBHD54CK+99BIMrj8NOzefIHqtBmYoWDl9+A5US7TCRuHJAgbSlzlKXUXOkLZUN79TU3ejJQqbrAdNETjFc2iKE/KQBDgSN1qnrbKAPLXFxnuW3RnR0rgHyWWw6Zcs9XrehFx1w20FL+r8nWGmtmVTxWz+wjCFxJjEGVspq5ietjJfqR9Fvsk0qI+ectL0yFddaUm361Wobk3kl1kLymyhIFSDUKkJHSb9xD9yBcAEq5JMVc1sEQBdUN5HDqpAjCGCowqjaGLgJwFSYjIXgiEEC4XIjAcwnAhtuZ/2YVK6kOyTWo1lgdwdRijkws7XXyaHS8iJQMtHmktW0hPYERynIFBSv5Fg0RGFWKF1g3boXVLQHJ640d8nIi0FDbyMMDUKR/ZlE3wWSAQBujJOaBYp6WnYt0eiMBP/F1O7R6siC3I8DQ7ryQ1DNJ92I2ukBm7eUnwG8fWXwv6oZs5goDWO9sBWWMhL09jEfFFs7cVCGaoWrbvwGuyz+h+hM2OiimGwwH62HKQtTFrDX1JWTWof8w+Sny+6jRg/YVxvuMYo4W+PNVj8KtV0T53+B5kpY8Y15AlLQJN99zpOYt2WjnO0irL7fn2d6Q2p9op1YvXrm1xPLhUcwtobRjV4TAqGEyQwLkR00BQPAz7MhdhIviX3csW3iX6Luk1mZlS5SZ6kMEoWcGHW6gGBozH+YfZqimeP1w84TC+p5Gdks0y5oGY4QVDNLtFnyGmTy807z8MzL34a+ns3AcY7AP0xh/nGp1HfI7If7UOfotz1YK4MTZAAaVZoK3UQxTWFJi6b3VnC2gZc4mQxoSBdTflSUmxvsvCzlpnBDbdkaxdWty6xqd2ZYSI30berYk6tILCg7c+UZulda5sJKGntW+Y+Kv0e3H/jTbj/1lvw1Ic+AZ/+V38c5sto6PH1X/rn8I3eLwAQcGLQg0KZYKqnJIMis3iCmZOs2g7bjS5Ii5fm01aJ38WJmwQtBDqUPiTO444riJt9qp1qm2OlDUDXUOBFlUFx13DDRJcSCR3TTe2cBVPbsunigU5dE6KMSgjwYzSNzf44zRrJ7H3yb+0ua6KcWq3kGNwu9EznYxACypw0lZe77zmV6N8ie1nw1cGcj1MyjcPIdJhwFQESCTgWSwrOwGG41Vxuzlrj8IdC0jn5GmGuNGb4A/8okSwrnwMy+KWhgFR7qFHQAjGRo1YqbqJ71oc/K4O3O5V+S02RtHIP0srQiEGCiSCruELtWhod4dVKRcYk+IZI2GmKV8XghU9x5LbRaMyWOWizhZoIEkgpTdIUJhKoR7QcFBRsxpECg4kjRS3Gd8Y+p/hd0y/QdeROYUOsgwFQaQh1/eK1Xu8W+RFPdRsXPwpUrA+eBlZx9GWAAIuT7eLh0QgtqjifE0Z2pDxflBidg0CMRn3Y3UNlAr0FiW6oPnkMrtC6A9cVmhtz6h9OkHvr1g2zj1R8D71b4yNv6Fy6B9c060mQifD0ToBQf0mKCaLFmV6bSh9krhhgrd6Dbt6HAE+MO7rS2pWj6lmVuEbNU0LH5gocGILRoiJW0TLpw9EMllxJuplraGCbZ8AxFBGw4R8ldqQ+yERB9Twlm+VEsxSpj7RKKI1i7ZK+DJUeac6pkCeAHNPvwODJ5+BcQ15SwAZ9VSq5ZaKwpPj4WNBcCOD2yT584uF74GMP3gOfPHwO3t59BH/1+35a3g4Dp4WhjCQhkgXjzNHcOuryIi1oarr+MTFNDc2kEvauIKMFQrrvFEksiTbZxUZ5k4CuLinZTN2O2WmTIq+xOaRaFS1qs5++PzpnO5RpWM9Q9vO9fZjs7ooNNUar4rPLxQyqgQhYZK0ORXqF4cgxqAoS87ihaxsaQc+0LxI4vTZGKRfagsFelDSReQ5HyqRrUBI9m7JghPyuUBrqrfdTnwz3tOpXFJiN5nEuzn+VrIV8KCoRS4PgsAZK6WOsL19vc0CUbVm3qCCRNBzCDFk7fhII0u6NAX9Y8HZZoVJ6Zd0UL3dVQ2WlqdhmSpokgyXwUbjX7VS00emez2OHZnRn5+fEUJ+dsa/RErVHywWF6Kb7luiHKIy1ACPyTUQAFVQJxihOmWk5HnMPCtOvwl46ZsNuy6AogDVuBXVRTWT+apGszVW58QsrtiZotPQhJ2JVYK335wQnSDNFEGQF3+JmwQYtPQlLjZY5Q5iMdykCYARanKgVGdHZdAYzNGU8wxxTHGyG8lViELD5lPzDkAdDix4OjuFBJjHnpN3jsXzcAOZdgpeKJoB0zOxtXDZgZC35Unf3x/D7vvf9MAjaKfUJQh6WteFqTUE5xNKehffZkznl92KmczwzWTERn4eDN2D9c5mXCAhZuaEIRndNiiWpLjcBOwj4IbiQmNjL+iGqSsl/+U8VGMo2ME7zgdWY/5eWO07IzsCJk2jJBiELjZK1iSoUO4gLD5mj4QiBDWa5jpu5i6iCCxxfEp1ntTjnI9CxNyGkxQQQE3yRn5KYAdJgoWPmbAHTC3HSnEW75GiH7CV7OHn4Z3DXdRIxzLNA9BmBGKlK+7L4Y0QPWCzhuaNbBJA+/uC98Kmj5+HTpy/AM4sn/KA9BPh7jz4HX77+pr4i9xGjXNf9JUoeTOF8onJYZcMty6seb9kMaMqd5YWY1r6SJPXdXKzJQ+PzWDDd/KzprY3mkLl2QkcsYfUNPPuBF+BTP/Kj8Pq9B/DLP/VfwZ0Pfhg+8Jnvp9MvfP8PwPsXb8M3f+OX4eZTT8HzH/ko3Pj12wDvIHZB4MTOrZo3qT4UOSDujxFd0XC+QWomoYFlb2JmDAN4Y2LI2HeVSimDXDfZSzKiZ0wMdKyctDs3+HrISMPs2NtjuZxkeZ8zrvA7vea/20uqaQp7j6U/Ge1UWkf80SKASWMDZFUVCZWsTTftx3oCodR7ItefwMAslzCdsfXHbHoO5+dn5D9xenZOpkAh55hqIMicDoESaotQ2IIM+ZQBUrDQisGggvAx+sAnzyzSEu2pc65Xk6nMmOmOkgm+lB7wvsFJHRnBkxVW+XP6aaK6hqhows+gQAk1DwNMNyDn+8iLjQjsIHOKPBKOF/l/DQbCL2FS1ovAH52fsJnW+dkhgR7U8MUEusa8mQDPd0tpmfCPi1g2bs0b4lEkafr5Kfr3LWA0smuTL8C5s5Acqr3+ktYoz0VJPi/AJ+2Wj9XltX2s9VG/JAUo1i0lxlhGYKX7K4XYUd9CYrklgBwCfrkPwf0MeX2cpxhMivyd+bf+x2a8cwL0FAWTTDkxSFicx4HeiOIG/hRsDjipTTE29+Zbb8Kvf/ZX4M3XX4eTo0eSvR5g79o1uHX7Nrz/A++D+WxOg0XRa4zJiAXYMWGbMCmkOpTMyJjEq4fZkSORQHB1TsBGbJvJjpn9Eag+keYFtaYQUG4ZD6vmCD8kfChKnMwKWU7P5eXwCxrNe/Cx+0/DCw+fhE8cPgufOno/fOr8BbheccQvW3B0fqf/CvzW6Cvwo9Pvg2erp+Hp05sGONVLEE7VaG0M79qseHIxWEywxQYpIe3H6c5av54XTQuAc7YWtS9JXZsq9S0t7VXnmjZqNvhuLm3P2Txmam/c7T32skahg9EQRpMd6C8qGB6ew0ff3If3vQdNAAA+uHwWfmDwGVguvwnDZ5+C5z71vXDtK08wcAqS3ry+JCfgTf2ubN+tRpsZgugStcRUBHPM24Rmx2Kup09VWCNkU5/YY1uGOXRSW1fxV0tR7ZKVSofQu9qOgkADpjOdfPfZqHyXlixoUhOWJKJeOFeiQwLIrQmPu7ZJq238M+pzMFijhdK8xxTaKBTVImPKEUxqj0w4hu/GRK9oaofAiXMVRR8kZGp4L1+I6Z0mveYkrqHTZu3a7Yb2dgOcHMAxyiM+bu2JCmJEG2LdarhLsqkUwRauy9HPYHWjxjjoFzNAixoUPjMPhDwW91z8VIgMMC2ZXszh7ORcrmEQtpgfEbNI1jbzJIqeAUTf2VJPHhutl8i+jP3N+wz4eoMh9DEoGVkdobWRmLDFm6HXx2swwTpeL/f2hxT9WKMp4zXEV4rmlwOViUAsVhUFCv4fd91a4Grp55MK87ReBKdqfbWcncFyweHuMTz4bIo+SMgv4xrh9eMDllRQzeZQ4T0h1Q8KH6a0yaFlwvX9W7C7N5TokKK0II3TAmZorbXAMPwjFlqQr29cQOFxl/FxsA48zqHS8b0hYMcwe0P28revuTeE2XwJ02oatMT4/Dgk52iKi3TgYgrnp2fkn4aa5gXGB7A+iSJc4f6xFopNR7lQ3AUFYTq+Orewi5gUGP9k/lH7S6+R3Rhw6k+G8Oq3X4Wvf+2r8Oorr8D07IzFtOalHz64B2+8/ip8/atfgVtP3IDRGCVMkvQtUg7pJP9E876wMJBISCQ8nABzcuLkyUF5FWazRt8UUrm5zUO1SpGQciAGv4NIQCQqGI4RFxMO5sv/4P9WHI8zOIfPD74KX9x9Gb68/zL887Nfha8fvAmf/PEfhfnsAg7+qz14dvY0PH1+zdxlxMgWdNjHMd0PwcJq4bM9QxrN/BQ01fMOpaVq0EnUYUgiEQ01JCxrjoNtBE2lSdpG2KuWHjf3oc23YBPFShFXbaf16QvjqRF3fE3NbVtnY7sZ5Hh7F367ocbYtr15Aa9/8xtwfHwIJ8cn8AemH4Sf/fz/EeDzfPov/NPvh78A3w9/Y/Q8/CeDvw0UTkZACxJOAjUm432olvyUNCF0PGa1TeHP/g5SVCZhQeOEgWPmYv5G2wmbrKggw40RJaZWZ+PUTMa/91SirMy03ZxTwQlLzlrWVHhX5nlzr6UjWNuW9QozXrzerNMzb8b9BDjl6ILdk0yQ5xXsviwgC9fI3lCLVGYDSawwLSxzEYQRPSATLmTULy4w+esJWW5czC5gigwe7uPCDC4EILHfETqhS1JXu3+RZpmNbXRs3QjoOAaskuwHFkDZ4Qp9R3bOOshH6segIjcg0aE85ERMF22NgBrAHNamzAdxU2DGl+lPGCP8XKKkXJhaiXCmFjUqUfdtPqbi8ndKwBN0OqDkwEMYjXZgMB7BcDRm3/PBmPg7BitDlMDDYDSG0XgH+hhoYDAiMISuFlQ9AiU5RuCmP6IoxP2hBlgQ4JiYh1ohgzL6SvLYd8eLmHna6m/1jQr22vF+8Gbe2pbOhHhBMh0S/xsTiN6noEqE2MTDhqAyRshHOZzwqAZA49Yokl1Yi0YCiOaUuD+hEHA5hdd++7Nwdv+bdG5vdx9u3jwIbfFWhPMRU2/04ej4CIZD9Cmcw6PTE+gN0XdqTDEM0G9qNERQj+91CMNBHx49fEBuMajhRGA6W1Rkaov8OsYSULNaXOdofkexBioEZ8Lk0lbPYKYyghcyHMT1gOBJfN3INJf8GVGgIqb1mCtNgjnRGqL1w4FCcFxiwCcGX5ozVte9zd8Y0whsCDh98ctfhN/6jd+gbNhAAIZRr/oTUMFGUco0u4B3pqdwcOMaTHZw4rO2iiYN+ieh4xoBJbVVRPTIajWNhBMj4tSlapF4SxaCQCh18fHvEHRCd4ZwnSLoXs0oez4948Hr9eDVnXvw3PmTdPyfjj4LX772TfjG7TfhG0+9CT/70s/CbLmAH/vT/zaMJ2P4rZ96mSbTzs07JCF4Y3gfYAbw9PmBwHOOwqf205aPqVaACHYc3FVtvHnhvAqjUzPBbtVsAnjUYVq3YsPYJ++zUKzZ5mZK2qaQyAZgxprThsWZMwVJi6XXnqPg+zPmark6LDNlI3JFdiRhPqwvwKqlWsDF2Rncfe2QGvqFwZvwgR/80/CRH/0j8Oa37sLnf+YfA1TnlI7gBfh9vDkseD2TxGnBn2o2Z5/OAtRoQuefRQ8qW0SkU5gSdmKOf0iT0J+CiKqJLKRMIkdtQqIukUZLj5w1vzG/RTOeAztWot5GH1iKjFoyYWi2EOk7UGx+EgZK6kMSrSCiJUS4y/izxISWLAFXjX9XMissrD3gzcBKtE8XgVlDOY2YHp+KHxLmP0IhCJvBsHQbcxqxJHhBzBGa0tBejv4SytiFVeiBHK8loal0nfIM9ec0du6S1iT6NHK1MZGso9PqCyjnONKY9CX4J1pBhN6vK03a16AYRspkzX6JSZsjYJRousrf4G/8I9cE/WRTqMdWcH6RJob9xQn0kIZmCJPJPgx39phRRtM+ZJKHExiO0QVjAuPJPgzGO5xTD8EQCbuR6cVrx/F3fyQ0lscPh31B1kei2ZExJq8UkfhFOkieNmGGIITmEbZ+axkZYaYE3099dDtP4oBEAZYLTGcE0LhvW42T5A/Uu/uoDBBgTLOC+DzdayKOxi/kLmJar/EDwieSpigJ8AMYwZlu0uczwRlkLZDAAfPIIdgcLGEEcxiOd+X6JXz9G9+Agxu79E7RCmSI/m0YJ0DynfFvBEEjjmRIWjCNMMn0rY/QgUDugNY/js/OZI9AMkVJlKTPS6QBCJ5Qq0zCEhEASOAJphkL4qVZ+4VKEr6OMIOAH6I/tCcvOb4aDzIPhWzcQTssQDBo9wWQxuAVMS6DzE4vc9kkcPrsL/0SR5uaTgHm88JVMRb34mIKh+88gIOb1+H6TdS69GAyHhGowkmFgzOdIiJllT2q5ciZMEF9OQIeNxuBIMFUxS0PhvYSxS50z9mA10cLCby+qJ984efhP/7yn4WfG/wK/E/+1f8CPvSZ74UZTZjnYO/4PfDw9TdhAUNY9nGiTcg2mJwuR2N4c3Qf1VJw5/y6CA3rPjddS7rQN60oqYGyTnddnbame91X2Yd1S5c+2aR867yRrqyxku3SWZZ6BlY7FYVl+1K/xkW8dHfW4IBDX4/uP4C3vvENeOd1NGWdAvTmBLDOj47g/PAQqilLnOf9bk7Ezu/IgZbEHEb8m+y5+BfzUfh6fHK9Nh+wHJgraaJSX8y01DUCUVqmz6TZ421EPxYavRvXyHdn0XfIvicMnpQx9cX71YbIVOjHh8xIj8NtY+S44bCcAZd9cmJFaY4z9Qd2ZqpmvpkOuIhdNtAFCkopzPfZKZydnsKZ+CQREySMDzE6CJyChYj6DFBg7zAHMcshg5z62gnJopURpFyPMq4JXQqJPAU8lfyDaiKWKtLeAFeTwDK81UaJpmAwZn4FEPFzIhDiQFQU8Y1MhxgIqZbo6qUXYmqGGhvyL2frHdTijCYTGO/uw87uNRiPMG8lH++PdmE83oXhZJc0P2QOh5L+/kgSjLOGh56ZaN2AiYukU6E3sUQzZkwmLOOs+YM0/Qo9uwS+IqG0Qh4z1hrJTUASV2D3xQhkYvGhrjsJGDUVg7snv5/wFkGxAuV3mgsvJutVno5/yvOpJtZot0K9psFl0I7xWUxPE1pR6yKSZbBmNAhQMsELrD8R035OfYD3Y9gFNJ/jS5QWABw9egSz+WmwIOF0OQLqVJOIQAM1hOQ6g3NrxK4zPaQrOFdwXnBwtlu3bkG/N4SvvvRF0jhbV06KR40+eOh6g2HXRXlBsEW0lTi/hr0ejIccpRHrxnmH14zQ3NIIdZmeilUa5UTVecK52Hi8ZByD4IidrKJgJn3xqy/U7glw0TQPgVPXRkhjWMGjB8ckanjiqSdhPkO12RKm0zOYzZn48oyzxDyasagNohY1nonTUlGjTTJr0ahI/qzJVKb7drPBPi3nM4DRGL527Q069nT1BMywz7iRDHah6g3ghe/9Yfg3h5+G/8Hf/ENw62QXfnv4R+A/3P1rdO9gdwJvjx/QvXfObxrphAkCEZrcDGNj3Rg6aS0u0XxzZK5VHNB73xHQtK4JXaG2Yp/W8+sqgyJfXeY6p2VpbtubvBV1Ji2/7fHys4dvBrzgPw/eeh0evI1rTDdMlki/8fWvwVuvfAv+3KOP0G2UoNJIiLI9EA2Ngpq8L0FkplQ6HLRMwpupOh/t5yOgifewqYp/xlVAlL2e/Kd67fV48BUpn9KSZOTNVettCtuyerGBHxQ8jcYj3pVcmNucUERpJtvdRwfpbu2qFhvNY06PT+Do6Ii0Qp/85Cdhf39fcq+IdFZNY1Cris7SBLAGMD2/gMPDQ3j06BEcnxzByckJgaWL6XkI3sQhvdkHaT6bSvJp8fGj+czCl5iVRyLH6uYUwH2uhARs0dRKHcKJ0+TITMT6BOFHCo68Cas5KKY5eNBqLSS9CD0fr33yq6CovGgahNJvfnYGTCZn0JUU5vbIf2c8ofkzJLO1EQxGEwJBk2sH5K8zIJM41BpgnsrdoAXiqBgDZs5pHg3EbEmAAKaMwdQqaMIUovkqDyWBPlTbHTCO5JnUyPOi8AvCpzCLGfiz9QLvLw60JP7kyp/ZAXVrRYKEcaS0Ov0PsMbKwtPxzBUKi+71kYyxeB+iPJc0Nub+RlOLngc/lFTZ3hvNuLNTx14qY/AfvPSH4Pnjm/ArN78Kr+y9DSfDKZwNp3A6vICT/kXojt2LEDTxb7XU4rgAOBc0QTdf24cR+YEx0ML9VQElgzZ536SFxoiWGHgNA7L4UO+AOZwGA9jfHcNoOIGdcR/e//yzIgSVB9PE4PwSxfzWWl0x/YrDqz0RIEcTQqPzRTM+XfnzELXUKYpjXYEXbuAdaurLDQKn/d092L+2Dwc3b8BTd56G3b09+NLnPw9vffvV/A06GxdLePTohCJV3Xn6aehVQ7g4n8N0weZ+jO6ZOYlzLeZRcA8YRMfxZG06ipRBTzpAke2kJPCS/lZoR4lateEI7k6O6Kqnqyfh5S/8Jrz+rZfh6U/9IDz78e+Bf/3BD8Ff/tyPwE/8sV+Bb7z3Lfih/3oP/uHD/wz+zDf+Gjy6fgHjiv2xnj6/EcMhF7bNbqXXCWxcddysOotsu9CcIcoDFQ1F/3jL4wJNaXv1+1Z5+K4AhikHTeVWYO7XSP7NpgAsYTw6lp1qBD8x/1/BeXUGZ70LuOjN4Kx3DhcwhbPqHOi/6gLOl2f8CRdwvpjB7eom3Y+EX6V/nCdQxk+IMwXVMeNie+0k7fZZ7D4shzlFlOSBWaKfIzuoRzMAYcKChrsdNKW/nbbJmmg0TMe66WXUfEXN01a79B0thjFiuR1aWEwIzLAfAktQ8d1hxFk8P1/MonmJaH7xF/p7MHiPvh9R+ODnPv7/7Ve/DY8OH8HDBw+l3RFMRuNg+v76m2/Qddif/qBPuQ5Rq3Vyegr3HtyHw4cP4PzkhPIjUX8paBOby8+WF+IXIIFUQuhbs/dqZEnStFkZPWsjGFQFJ2OvRZDH71nfkqCV6okSXJgscqcWaX9GMOPWiTDaxDIQuGOzucWc8zqiE7zmBmKzIJsbaLPzQoMP9NEMarILk50dYjSH4x3Y2TmAycFNGO/sks8P+fcMERTtYGIeBtOoRSL9AWXBFOZaWX82IUMGUjUhPEXwmTWnoQm/bMGpRigzwmfOWGml1WZfEMFXYG3DRiOakRJOUWJLe41mMtdakryeGjEwrKNwIqnTCNqLY29NLe3xMGPcB+fw0udJniGhrdpqMNeT57KpL6h9mf/u3toc070kdud/+6U/Sd//3Lf+UPbRTuEcjvuncNw7g5PeGRz38fOUvp8MzuHVvXvwk5/5JTjpo5cuB8rgd8wmcZRSxyRXDhpf+hHNDflTDScFkPVQeBFB/mJ+AUPMEzWsYDzC40OaJRzvzYJwNUl1Ug0ZX/NuzBjGqHtcjC0a/RvgoN4nUT5j7c0LOshBelcEnP70v/vfJTtWcuxaLChKDuUxSnmr2OP4ZcHhAN98/Q24/fRt2N3dh+Upq/XVArRWRWDm/EPyJwMtDY1uS0ieK7drBuma47ZpRmNKMJGdUx4XgH24N35E19yubsFyOoOje3fh+r13iIT9mc9+HP7BZ74G/+WTvwBvf+G34SdH34CX4B/AH/inN+GvTv5zmM0/TvfeubgZpRdeaFz/3ljyF+ZMgQxmD9dstDRUV5aspmV9CNm1lKbmVRXLpDePeXOvrKa1k79S4/lSPxIQkb0u3bBKsDnfr+MBM2Gjagh/8ejfgXXLYA+1vJzDiRP1acAZaT0wA0k/IsEwH4mQRZndxFSPTZCQYeQQxeGd2g0fvzQmkqyX7LVuosb1o1LD+Hr82tKnts/zHZBFbAuWjF8jziM0n6JoZwIY8Pze7h4df3R8WBN44F6E5zDyHIImEixK/pI4B2IbCAJOjs/g/GImjLAGHxCQ30N/vSmZ5zw8PCSzOzRHx338QvyISc6OTte0t6NWCYM2qHYFc6u5B3XiStZOLKJvVobBtXcatO/mvWN1VEGlAg2tR+UDCZOpaxYFEZxOACXkmI8NwR9rjqpNAyMxx2RTOTSN24XJ7h6MJzswmOzBzs41GO/sw+7eNdIMwXAM/dEE+uMJXc8pSDCEOI5ejwPgkH1cD+bQB+SMkGeI/hd5xt2OB10vg8zAgk2Z6sLUVPjFUYTje1jFIoZzd/LLCvkbavNUQR/lxhMUnAtw4UTAYX4U/PzC7YbwmevSYUuVkZbsqlAjVJVhT5KZbLSYctTkhrBztLlkQETS+Ov9t2G/2oVr1R4MBCrswQ7sLXfgTqnaE4CX7j6Av//0b3NUawLhvUAziJ4I8GTDB+PSor2R18j7EK+voHGtRENJ2ucZ+UYtligkmqMFXxB+hBGRhLm0j+KasXth0NbLGIRuCHDq5Pddj9DI7duIklFV6rfbVUy0VgROh6fHFJ2CVPnHR3D/3j14eHgfAG2wMdxlBTDZmcDu/h4cHT6il2MfAMFIf7ID9+6+Q0Ej9nevwcnJI5FgGYYgM9FtSY+VmVSZFO49pKtLHXLNwsQXNUMndYAH4xNKvjmsBvBU9QS8AQ9gfnYGO8sBfOTNJ+H/80NfhOO3X4c3vvI5qufnhr8MPzT7DMBkDq/12Mzv9uw6DCrMCVViOjdbwqJ/FwqfywzmZjurTthOGv+YynrmeRtqG95d5f7kBP789/2X8OnD98DOYgCT5RDGyyFMlqPa98liGI8t9NwQjgfn8M9ufzWa7wjxbZozNrBCkFzKb0pcLaZHxJAmLhcqVefoViiVjk7/0YclCriKpkKmtAouapt+9BXN32pNTaK/zNYq7ztfrDYSmfkhaZc4ghT5PknEPRt5D4v6KnEOHjYTJSft4ZBC87LEuD7tKdIVJYDnyLQxumMPXnrlZTifncHR8SPJZ4I+xeiPpHmROIgDO++wszabkVsf40QD4TqBgks8j87o1nw+FvRrCtfWNu/EpDeRualyDTXOGsyFnMcRDCEomrFjOWqRMI3A5nyLUFjC44rR3dCxfrJ3Dfb29+n7cPc67O4fwHhnh0zmAP/Iv2goaUwYTFBAYRSz9tF0DgGRmCQhjjZCEXbAl99O4+HBhy1WDq/jrkesaIeHI4InAmdkPlVHBnyt9wHrMlaB8QxRPPQlRICtOg3l8eJrTwWtCW1vkvvlwF1ta0grUJFXBD11oX1gHnz3alV50SxpVwIDFt/g6qUH/+ypr8CP3f0Y/LlrfwV+9fu+Bs99/FOwWPZhdD6AN37ji3D87Tfhoy9+Gp596kOwM9uB4fESDr/6EkxmFfyl838fPrH8MOzNEaDjXjaE3mAc+kS+axjMQoKiMY9c55QUx2iQJBKmhIBtS7kKI9Jhzq+RnIvgOTcj+TvPXrODCd9q/LnIv0uCQZixL+9xwh/UhAJWR6Xmpjpn7Tvqnvx2JeD0+c/9GmmaphdT0vbM0OYRw8ahag7RZ1XBwY0D+OhHPwTHZ8fwjd95GY4fncQKqgpOjx8RsHr04CHs7u7AsDeAOYX7FYKXkw4kM88IfWO0jcAoGWc+OwYyMWzoZbk8LJ6oEMLY+ReAykZ0Sr8/OoY70xvwdPUUvNF7ALOzU7h5MoFh1YcHe2ewP+A8NOjU/lbvLnxs+QHq4L3ePZjCFMYwhqfOr8Nru0eZZYQbpD2WOME2vA/77O+ecpldyy8yX7qQn8zmLoTsKkaoCAEbmORuIC5qS9cqqcQtU7/9Vpd3JXUl47dqt3726S/Dzz79pSjdCn1USZdWbGzOyemIw4YSkRWhQ/g3579k6sk+tQ1L7jRQVtsUJWPIEGKGc3TQHaQmqEbSyZtO98hnjSV98cb228j4zRaUzpV3Gz34vVMiD6cvjH0ExsMxmaTG/DT8jmrASSSfaMOPr3B3d5f8Eg4PH8EYTbgyQZKwkEkfuf8sYDzEJJCYP2kG59MLuH/0gLRNaBJIUe/mM15T4hBu0lAGB3H6cJL53NwOO6WR1ONclX04LHInkZCP0voUX0Nh6vBvjuBoiuaGSzatU3CUjy+xQumx2dyQw16PUUN07QbsXbsOgxFqjq7Dzv4t6I9H0BvtENNJGm95pLlovxEXzUXTQz4t6K8RAFEPlih6F3O48N4CXLLrWP3A9HiMGOjZbx33ujYlpeRedJRqS1Jmq5fAq4yfRK7UmC37HPy7Bv1Ug+G0A91fZt0ftL6DddX01LShmZ64K+oIK75Hu2gcQ572MVkW+hkCbPD7uOhzALYJcpDXrkH/+i2AwQ4MYAwX334ZXnnjLtx4/xSmLyIgr4hf/dW7vwynD78N//r0v0XAacg27rROKSeYFPLVC5NLgWzsFM9lG0afARH7+qWRrlHAiOG+mcZE/33RE5s5wryYSZAb3pd8OmbN96/rFNHQ7mVViv7wzxCCPm0aOB0cjImA8/xZwoOH6ER6SMQNBSzY0ckEvyzg5hP78D0/8An42pdfgrdfv+8m+9nJKVy/eQAX51PY2R1DNUfJF5rGGSbAJIJLF4FGy8DC+aBkoEy+hAhP/agFhFuLrBfDm2OZTy9gIgYIdyeHBJzeU92Buy8uYef2s/Clf/EvAeDPcCSQyVjEz9H2WxfSG7278P7qWbhzdh2+vXOceZu9FpFGc2k3CXvcZfVnqN+/yvES2bMSKy8v3SRjaYkqAfNkhwgmor00T0iXOq+mlDeGwvWGaNXzRHUt0YETAQkxR4lQrxZMghLpsYoo/KY8DQuAJfsP0mHxWNaNJ2xEGfNV+qOkttG22X2KBFxt53XDcPWYeiN7oNLdboPj6iis3+x7on+4PxyaXeeVpSPxJREj2qlH23LZYhljNFu5dnBAEemYQR/GQAcmcl367hEcITOPi+Ps7Jxq29ndkSSSPdI64fw/v7ggy4/Dw4dwfHQI04szDtywXJIJHn5n7RI6dCMDpr56JmiDOMhjqWqR69SHQX4mEmnleW0YX4VRRAeFq4+8rVlTEtyBFL5oUkc5nVAQu4D5FAMzYB6Wy5vVocYIgygMh2OKHjfZvw6712/Czu4BDHevwQijzaFfUR+DKowI5Fygo7yspYskCi6tMh6oECgBf7OiUEU6ETSzrEXGwNB/18dwj45uAihSobFhJCUXcJ0nTxjA+ArN0RwAcGCm4x5eusyiulKk0Fo3Ep6toQuNfqWtRwrA3X6nNAIW3TiuMu0xffOeOGlpHk/df8J7wKTGfbbYGldj+PbXXoKjsync/vAn4UcefQb+F5//i/DR+/97eO/ffQr+oz/1j+HnP/Q6LPoDeOZT3w8Xb9+G5W9yvX0U+uH4LzEAHvvLKd/MJsB+H9b3pnueUgc2hRU/wGSPxILrN+YWk/xK9EwxQjUEvzz6VouUSSfEh5GLkY6YofVgNF0AkrvJ18xXk0Aq6JaksTjXKUJoEu10I8Dpxo39EL0HCTMT4wV71PWBXtCQHMNYvdYfAXz00y/AtRv78MpXXw3Zq9kEZgkH169RFJ/RaAC9JavlHITIEIU0KJ4LCYk/MGWwG9D4XQ0C2ecpHSBvInhxegz7QhzfwQARRwDvgWcAfvCjMBvuwS/91t8nTdmt4zEMbk3g+lNPw2TUhw+9/WE4nJ6GCDVom/r+xbNw5wK1Uq9vAFjYsXj8gGnTbcb6mCnuDmo69EM2gasCTbGdsn2sxefRgb+lvk13MW2vw8YULq3vvitJf+rjE6Mz2UqUBtc3UpaSMFEnGa6RaPtnsrApF5TBf8Z2Q9t2nwz5WNhJvhbUoQB8ugxNqW+1UkhC7J85wMTAfIUN+F0lUPnuLwG2irTv3r17ZBaHoAlBEjlkSwkmn9bgUrQNaB52fn7BoGlnhzRKGAL8+OQE7mMgh8NH5F+MezD79JzDcsE5lDSB45ICE/FcIFM5MqezRixmLXGPTFJeZdCTdUt1mCLnKGqe/EBvKeK/KcgK+kTwNWjmM59xEkwyr5uaHEdiMrvOiKPPNQZbGI93YLRzDXau34RrFGhhDwaTAxjs7lNUOnS6QHO4ORKeJTO52NczjTSGtEVCjgfmKRPFjUmSTy4faDsJKfQe8eWxE8MPm2FLLV0x7ZSe2c0aaAcBqUCqpF2xLiLGhPIq+AzrK+p6dAXbsy/JDpNGunOg0wpfS33LbIyXegbpDyaUVo1TNYaH6BZz7z4Mr92EnfH3wVeuvwE/cf7/gr9z/J9yJMA+uoL04T0f/zTsvPgiwBf6lEN0SHw1zzCkK1pIc0SR/nLaOY6qSNeJSR5rgdlkjv6WfCzsO+QLjGbtHESGNFpmo46m9Wb/LVmNhGE3e2zXcdOw8KkuMfQlA7Ts/SvwoJ2BExJ/IsT9Pidxk42ACC0CJ7LNRo3TEhYaTrxXwbMfuENE85tffz308+ToBHYpssyIJE4UElHrspM09wz22VNKQHEXzbW9Epli8BTulWfQK6enJ3J+CXcnHCDizuJJ+MI7b8Dw4El4/g9+Br74L1+DZ//lAr79od+BH/mT/zaZHf7o/+MPwN/96C9B/+UB5Xp4rfcW33vB0cG0fn439oWaLjf8Wrd0kXDnytoKhpWKlZR3LbnofSsgAndf+kvU1K6L3vnUm5X2irXx6xWGVs6iVJmJjl6WE6dEaatuZqXNMDXfCc6bV8g305IxXeii1dCwt8xcRJbD1VoLI54wLyIocWMRdC550JQ11bOgKQeg5MfS5JbTsM/FkOHSP0/8L6FxKrxD6kO4IK3Tj9XVr91tKa1BBD34+fDhAxj2B2SajrlQbN4l3gJ87iWMeoc5gRBwIWj6rc/9Jhw+OpSkkBi8YQbzBSeZZRqjTtgmVUiwwrCWENGcHUsm1pfMYZ010bfJmtfY6+kqoTf4awG4XgDQgARzGuIfapA079HqE7IXNEfoY4TBFiZ7B7B/4yaMdvdguHsD+jv7MOijKd2EgixoGGVkBfD3VM3hxX+LLVQ4iIZV7DCLyGPnR8r3x32yMD++S/LLEPEsht4OaiF7r4/5RZHN0j2kQB8ig889Thn8riQ/9SWz9VvfyU0URy8L7dbOX7bNNa6jNxUYngJNzhxzo+9MKzMalexPywvIvb1lMNUbwxB2didw/fYd2L12AL/6vtfgZyavwqtfehngN5FvHcFiNoPZ8QPoUW6xKcwpeBLqEXB+LTj/EgWHYPCEQo0Fap1stl/TibhPmk0xRNWU8LPiHIxrDXO4MQgzkQ41oI2Ojk30npgG+sG8xCTIYlcfpY+vSzkIFaV0b7szcIq6YVXdxUS1pJlGQ+uBACBjlohduv7kPtx8eA0e3j0OD/DgwUOY7IxJRY/34j6AJsGYeNI9pA5IysXLMePqx59hLjhZTvgXp5SXM3BFdv4spifQ6/Hke2fMIcnvLG/Br//cX4fB5Ab88L/1Z+EfVl+F/+k/+sPwa/PfgMVH7sC/9RufhslsCH/rPf8cqpcRYS7h9T4Dp6fPrssLtJumRNExzGHNB6vhRTYFxeCxuBwVehzy6u4aoPTF51lny1KnttbxVju2GebdbY9aYzRxUWASCa1GW4utU6JHSUgnnSHGhoIMLFEaGXOh60cMZoHSHBQmAAkc8I8ibfUxKSYmoGO7WHpiqpc8jckEBW2gj45P/VOtgSfje4n9c6/CgrrkjTRpVIJzsEGCcRyymT+cGFQTA0aTI5vHQr9YBiV2NtU2RWKqYchNfeSrIOHCUTInyEoBb3bdGdvqFPutremsT824OakbhJMo43/ihC8qe86x45nzbdl8SRO043rFQ6PRviRVR/AtOUnwLVFkKcO8a+JcFEzO57CzO5Ik8Wcwn59SgIcYhZZBkWV8ausmfFqHIC+0sPOZciUZ80/1R1BWWpmeEOkOgchiKc/ZJzP+ndEI7r55CEcPz1cGR+hrNCJfowMY7ezB7rWbMLl2E8YYlW5nD2A0oesoxHaFn2hewxHppihZD6aSGmZb+x4GWJ4pJs2Mi8gMjxk+J7fOCU3UJylo1fF3n8wcw06SEY7SkTWXo3W5d1XHaO/pDfEjPem2Us8VbdpKg6yVNgrJuITH161Bj6evSv5xMstsRwsNWZlUSTjXUlEADulxB7B5DmNQMiwYPOn9L3wIPvzD/wqc9iYUcfHWc++DJ599LwEnpPdv/Pbn4LXP/ZoEeZnC+exTdO8AozaiXRj6HqKPkyTGVd69HiMk8vfRFM/7BrMAZMmCCCI/FSW9RSEPgjEU+gTDL37oZGy8EMZqNoO1RGuxdMzzcSkHHfZ9+heD2PRrezNp1FTg3HF2dgZOGvOdk8R50ITHKTM1JZxekm0lM4PC8PR7cOupm5S/6eyIiSoyhPoiBkRoerBET8sh+4pYRsaOZyAW+KcRFA1TEcakAb168wh5kWY8l4sLqJYzypysGqdnqtuwrC6gujiCd157Bf7ezfvw9s3fhv/o4X8f3vP/vgPfuHMf/uST/xv4xV/+OQ6XXAG83nub7n36AoGTeQj6ahNaNL2s/ALMMUKbIXEKRlcjb+szZm29Dt5BBtZoKFOX3UdgMTPRBFISgxTHSBhBgJYBSR04/CXzJBilSgjekgOjBK1ItaCwmoPRECbjMQwomADXNWKjFZqDuNFfYMTJBalrYdGfwgDOYKh5XUiEMyRtKUmCKiRAc5jNZ3Dvrbfh7PgURqMx7O/two1b1ykLN/PGDJr6qOGtKrh+68NQ7d+ERyfnue1vjffCTuSxMONxmcJuE6JZkjo9dGIQ2NRvNUmiu83aL3MiNhiEbSt+Meba4brsn2GgaslsjY+Laz3LzbSXHANkw/eGxw4+YB54etBfDzW7LVcLnFCzrBYUGO0u7pe8oaGA0GqfYqQ9Blx4HrUWWA9dtpxDD/cVCcDAbxTXqH+3OsM1YJL1RYhcNNI442+g5h6pGpY+UWOzDNowjN43mUxgd7JLWjFM0or5ofDy2XQG9986KY8RRqobjmE02adADDvXbsH4+i2Y7N8gf6PeaALVcAQLpLtohbLsBXBEpF1yOkX9chi8yAPoP4G0WOQQh6HSsTf+1KbCWt91zTs9Ah3DqzV5rNKANAVKXtWyHjk1DF6vXlNe+28GR3zT/IywqKB498olBZvWrDNtajPUyQgRkm0/rIKcAD7XoY6lfIt/Ipcsw4Ew1gDFAwzsLwbi4wQjCvSCvMdyPIRlnzWpGLQIy3K2gOriEVQLFPCr3pe1VX0KDiEcEvINoS8YzIQBUBBGEl3xe5oCmRhJj/mnJTNFRDcw6uZ0OiOfynA8gBD7nCzkKeb6CvTGyVU7jLqN3m2KTSzvxjvR8AbgpKHKN61x0oYkMZ5N3og0SJ1d2alTHa9kk+/1YDqfwf71PTg/vSDnT3pkCVk+nyLw0vqFwYrC+jgQph8ZmuHPm4HrwtS74BAXFxiaiKLqKHB6enlbUPYZfOkXfppCen6214efuPU34Yf/zL8Le9dvwq//1BehOpsFbuk10TjdObuRjeHCmdbxm3+Z74ayDni6qmIBEwYfYakeHqugjyrnakqmoiRppEU75wTqtH7HEh6WN4w+AmKXSjBKZIcwhwHMiKgMqgUReozk1F+ieeoM3n7rbbg4PydGCCUtmEhysr8PN29ehxEKDcikixO28/bOwXhnFQafRHKHDAB6as6YcaI5J74AkriNwNNiARfTCziZHkK/P4fxYAnXR0PY651J1CtNJMdJDs/RfxD9HIzzd221BI2IJRpcR328NRxoO/ladYaENRlWRPwMzFuuUumKmijVOKE0Io/7bOtTxBe8kcXoQSydm8t7jXbixeh96YH0VdhEg7kbjFKOm0mYrQQEEhOuJkMOkGp1OItT09ZtuWrgpGHrBxJGHBkLvYZSUqJvr2GskR6gHwLlVaLQ1n2hJwyeglpUtEw2rICalwn/Ez6DRCCRltsAKUFwaIWVKPzBUOj9AdE47BdGB0TghOb1HBacvaaQoTs7vSBzPDS7x/xTWtC0bv/mHdg7uEUmdrsHT8IINeOjMaATNMpJ57Kvo3CJg/PieA2YxtF4JqBfma9EBhnyaIURrTt6B0N9y0tkCViaJam5xCXKY61WN1F4nALYbk7oNb4l0AYxCwtAqEtJGCqD6WrgyT/OSqWWLzP9rRpMNxpXXFLcWmjw3RClWNnmaU+j6k3g21//Grzx6mtw+0OfgA/+0I8RaFKa/vVf+kV4o/d5gJ7wnRVG2eN7MX8iXkkcU7p3ZfJVxUh7MR6BEcUEzUylFhgk9O3Rup9hrjTSZrHrTe25XNMtfHltH8+caiuJaX3UohnrFKXXLg/khjVO0QYObf8ZOFHQKzlNwIn8oESCxf7+1BWUTFFEDpSeoQ03MT++ULwJdpEK2rRebsIboqldcmY2axUfEW0xn1Leqd54B+6OOUnhM9VT8tYx+OPCEPE5vPRr/4LyOZwf3RfbzxgcAsvT5zdqECDODWOn5V6af/j4jB4th6uThy+b8q0yKg1HhIBHAOvEfEKQ4zP1shVGU5NgdubYXiazA8p9za67x4cPYDZDjeCCwEJ/OYeD0RhuXN8n7Q+CHnxDvBiwE9G2t18tYQKnZCqHAUmiqRu3xhoP1lFhkmN8ixfLGQyHE466srOEd04ekeMvEiTUGg0HUxhPAcYYUVK0NBgvhcE/ChIAhj0BTrKQOVEhMk7YE7Zyx2SKFM0HCR1eQ46WcwJkkz7AzqgPwxAcIRIBVItj37C/85pZnBnpoiQxL13NwyL7brttrKlmJqlJvrM/AL4zxxTl9nIJp1w/mUbTSQBGckqF6850L9AV/kJWCWLa0O/jxhCtoEvPJSfjuSovnIkHfY+tGba+QzW3qz+DbmrCPYVklyo94ySdZji25TEBJyxWg5RqKgcYNGIwhOOjI8rTRHtiH2A4GMAOal9EA0V14j8YHU8sGfgV437rw6vR+glJ3+O+QZE8KbKd10bx+mXAhtHnECTtjCeceHfAEf4QEFHeJwrsMIPz5QXngFpgBD/NC4W5lDDqFjjgdOeFT8DtF78HZkjBKXw3miDFnIao9VExCFsIKKrRJL7Yu3r0wfqaSzLGiFYun1lK11m6Do2gV5nIBD4FP8IEiOpOxeeS/c9umWYPz+3naSkJfumX8j1m21UA1B7d091Ql+3Ydkp9K1TrRTd1+On7ZngZmyy1pfe5a76T5G0dsFU3YTfnEDgFjRPyzguYnZ3D7OSELFkWKMQTjdN8egbLMedRI6EsamglYp3z2TEMWAqY+KB5QxYwKVgikBRVd0s0y5M6sFmKri15nJAbMbicP62Gu4FvNQOkVyebJHsk1UTDBigxGDKBkvTDmH9YWqx0Z5W3uBpwkugaKIElKaxKvUyY1fDMZDOtx8SwAE8Y4FsruC+YQA1NZi6WTc/JUwMe6VgoGZhWiNzufErPd098nJ6unoyiadv4cgFv/M5vcFK5/gD2YRc+Wr0In1h+EP7Q8g/SvXemN4np4qzu2vsgIAhP453T8i9SX/i6AR8yNZqPXtleuoZ8MKQtgoEYIYp0NxpxRczZgHOgQ1+YSAp+iECiv4SBOMOhrT4BZsA8AOzIqyuUQI68TMync214Dm/f/RacnB4TkzEcDGE5HMJ0sQc3bh1Q0kiuIxJv3mjwX1zSrBWKGhVhNpnDoDsQ3FM+lWUFF1OcByjQWcD+GOBoUMFsMYUBvm90gF4s4HC5gN1rOyQ4oD6TTbEwUNQPtsHHekNfZNyQIaEywEwM/H7xfsyNsMSoXOgc3atg1McxZK1V9HORZxLfQDLdC9GzNg2aNyeVs3eTWyY9s9ALpBu1zTUCBBsEIUQmc/3xgElNpMLZjDWSfz5NkotO+rw5UBhV+ssQlSQyU9PmnwozSpu/tsPAXuibkRQz8Bb2zgS7iFo7rc3n0diWx61xUuBUcUhypH0DTJIK8IXPfxF+/bOfhTdefRVmU7TCQOYH96E+jMcTeOKpp+A9730vhTRXgszzRymamoPxyydKIMwC0webb4UZexT3ICiihLnDEQMk9C8SgEe5k+YogOG9fT4/gRn6WUqIc1xLc2SOzHMzCBOgGMAerzkETKdMccO8Zf8iBRlMd4k7kCTTKtXYOe3Bhx4+DS/cvw0fPnoG3lvdhp/8xC/BF66/HqTJsRP2w/j/rUIFLcDJCZNa68pLkXK08vJCTYN4gjTZlmYIovujXpk+mwWhbb0sURWBxpFRTbpnmVqbQcremZWgEX1+XLQsHUcLBzaZ6KE+yjMJR45R9W7dvgOf+IM/AocXS/jCz/438MT7noOnP/RJOv/C7/9+eO7i2/Dq73wOnv/Ix+CpD3wI+j8zpqh6AxL02XCJUTigvGwp1bHX0JjE0uTeVLE7lbxDfB+Y45VMMek6STQrCgk7A8jqx+RMjcIB23bzUJEwMGMuryXd8/Xpwxap4brCc+l8626Z0d3HSTrD4ciROY4ERomeMn7WVhL/5uSzwYn4skut14fBsA+L2ZzAE2EuNHfqlRGS8gfBNEGtfBIHQGuyx79z8ic5rpVh4svZOU0ENdV7sroFo94YZnBODby3eg98Aj4CH+99GD6+/DB8bPkh+Mj5C/Ds/E7t8RZ99atpJkZ+ZOp2onaibNbZWwdO2xV7VHESpuHHDXM5CzlFyGxxOaMNFc3K0ISth5u/XI9+Ptd2hjAY4Ma4hDHHDqFNezQc0Hli9NGWv4/fUAODmiCcAGo+ggBGop6IpmYyAXjxuTvw2qtTODk5gUE1hn41g4vjMzjrz+D6zZswRPMY1YbJ/mwjzvF0WLgArzpPUPJLXUApz3xOEuHxZAJDnKP9Ply/tgvv3H/A5nzoFD0ZwM5oQAnocEGjuRyCRLQ9Vk8s/AdnPjP5sqiDuYUQF11D/QE953R6Tr5ynPgSI1PNYEHmftiG2gsjIFvCEjW9GjGKYgHzQll7e8kvkaK2c91ShzuWCVC1ne8SC9PiepJU4IZY1M3Z8syL/6wvypi/YlGhblH3m+a1x/KF8tjYvmikwex5AkR2o/beASqbonkQGGbLU+n9zRlGtuUqgVM8hsAJQcjrr78Bn/3sr8Lbd++S5qZCc/WwgaHAbg5n8wW89q1vwZuvvwFPPHkL9vY5f6IyIGyXzyAlSII12JXRUhBAIm3SEAb9IUV904IS49kUzWpQU7QM+7oCJPSnCmZ9YnbIFYspiXnuKLlFIBbn8+LinJ4LYRjTY6ZxxDiRKreC4ekCXrz3JHz40TPwoaNn4GOnz8LHLt4P71s8Uxvj6qU+/OXv+VsSsS5Zg2EdRzOkRvhQkwpagU2BmWw6K4LFZvN2Tz/X2sMTJQK/IwskDZVI+CBfQawoB5qKaqj02oZH0GntjuUGUYRhltXz4ZXtpR1sE6+M4DUD0svXK5Sd8jjFBLij8Q488cyzMHvjHTh/5Q34wOw5eP6A/eY/1H8BfmD4vdCb34MbTz0DTzz/IlQjZusHFI683l3yTdLWCnuV9e0NPVOhzDICKdqHSAM9JwEv1x39mDXQNYlzOXNR7f0FAGPGl7d0E2Y79RdcZe2EMPOyo8pajc/G698C/Y36OCFRRiks51SJZiFqVrBU34BFnxLdHt4/hJPjU5hOp8SEYnz3xTSD1Gm0+ySlJ/8n4yKlRXGNeW7vHB7HKAueGosmzw1IeAnnpyeAU/NwfAqz3pzsRf/24v8J71u+Bz48fT9cW+4Vq3tn/Ai+sf8mfOPgLfjG/lvw8099SRJ+6XTNSYn4xQZmSSdZeIbNAKUQFhtNzYZDuLg4hdn0jEJKUpsYnGB2Qe8MlXBoHoYbHPl4zKcwIhOOISwXaM54zhnpl0u6DoEE/iEw2h33YTIfwKg3gvEYzVLYdKWPmpMeBjVwIj7STLG2kac4qVqtrxv9K3bvwx688IHn4PXXXoeH9x/CAkakjTo6ZJB748YNGCHxkE0cTVpY8sILkk1FEfj06LkvZjg3JSy+yYxNtv2jEexOJjBGu3y8ZzSE+w/vQYUMRm9I0lg0Yblx8zqZ31D0LAowEaNWWeIUItpITjS7gRLzgqB9UcF8dg6DAQLFEYxHAwozSrlP1ECfHKnYvO9iCTCZz71GG353FBW4aIlGNjEjg7Jl9FRo00tJPaOE10IMzwRZyWAEFxY0pfuGbhb87liC5jaQTGQkt/kEYr9aqQl3UrmJXQcmQGeUrtVHQK937l/bciUlRHWT929BEwd6qOA3f+u34Etf+jLMZlNYTjFm90zEtonDgZjoIZC5f/cuXJzvwP7BhExiENggbUQ6GszEZP+iqJsYfXOAhruiQCf3xwpmS/RDir57FAUL860Yf0ldNyiAIWsAoZ18NgKoonUqLkmzaU1Pj1nwU/XgqfMb8CPfegGeergD44s+fPz8/fDx2QfgxcWzxTF9tf8WfHn4DXqGH5//MDx5fhCdzDUpaU3IE4FdiQ2qu2BYpsz+/e5aNbbHVmj0uyGiJr8rO/ZY9F3+7noPlyryqFPxU8LgEIeHD+CLn/1lODk6hu+fvgj/zW//VYDf5uv+wi/8AfgL8Afgb4w+Cn91+feYB5c1iBpm2q2Q/tB65jpZIIhB24orpLbvOYFfZQyKJGATCRjFz1uFwfo8LNsUv6iEaefDqfDQ/0Aa5NtvFkzmTFxZxmgtVuKaj+a25gVsPDhEQKJG3RYCUlTw6PAY7r71EI4eHJN9dKBe+DIxV9cQ/8FoIB5ALab8Uqmoo3am/cASJZLoruDJEhLPrEgfZTJcHD8MQOqtnUN47uxJ+DdO/0i4HsNFfmvvHQJGL+2/CV+/9jZ9x7+H41NnSsSO2zYTu0WAZTVUk4SrZvaT/C6a8wknhb/f//yz8LUv/hbc/ebXoYe+PAhBUCtEEwNN4zAMNl+LG+AAF95yAXNcdOQzNIcxhsXt9wmojEZ4HZuOjUaooalggCpn0kIitFGXRgzHLRFdTJQflkjy5os2vDY6TngSseHHPj373mdgPBjAvbvvkFYAwc+jhw9hOOjB9Rs3KH+B8s5kEobapOUczs/OSLVMi5xAIZuvoEM0mtIgA0K/+wM4P+vDZMLZ56k/wwFc278Gx49OyMkbTermCwwdvCAzQY0dxCplkTzbhRsSy9XfE2ln5xWcXVyQdBoDXkxGA7i2twMDdHYSSbHmhsJasQ/LKdsW11h6s5O2+wmYAV51nxLGy9G7TH11vwL+ILNIPR8Wbuy8CqPId2yBkQ1NhDKpvw5mfCM1H6vaDbFJK23TjUAJPzHITYS7o8wqzufE6j+Y/rVsDnYeZV9Z2pPfQ8zHd7AENk/N0tCPZ7mEX/mVX4EvfvELsDg9AyAtU8P7QDBMc7EHi+kCjg5npPG/fusAenBB8384xPQETC+JDlC02wVpumcXnBAXo9Qic4Ptox8k9c9IWdmPSOecbqhsT4368lqABZVY1p5Y60UmxzzG7IzD41R9+OzP/h+Kj/tm7y58cfB1eOXWW/DS9TfhF+/+Inzj2qvwqT/5R+H0+BRu/d1DAk43p/sikVfAGH2FZMhtR03vkqM5DXStDl+Pu9YaaASyIR65Sd1toEUtdOo0IKrNcr5V9f5nnmlFq4CGHWHt0qkPgTczP8o1Xq6tTp3ZLK3s0q/0GvVxmlQjuDg9hpe+8OvUrbeGFTz7+/44fOaP/Sl4/dW34XP/+KcZEFUz+Gj1+6n7GH4cy2CpfjEeLLCAXuMNe0CU64+1aNDvS45ITnIfVIpgJGD0254t5jBeYuhznMeSGFqihDrf31Bv+X1Ht5RwpHE863u8Jw7YB97P40J3z1k0XLwEcNKNGk2RyJxJnLT1ODqFvv3mPTh+cA6LBBTRReIFSr4fI45W1rhSNcaCOWTGYKUScErLfRLmnodweiwM/gD+40/8Lfijb30PAaWvX3sTvnHtLfjm3jtkh8pBCHwfA0ElBtdMT/sezWd2GGraA0+Ym0BT41iYyYcBFm7ujeCt80cwrBA4oaSRNS2ojSHbc2uqIQ/Bjnf4iRGg+jAZjmBvbwdGI7aX102UzUCqKDka4DF0asb+o9ZJNm8CcgwDsBmEWMhwqA1tlAZYoIWArQdPP/MUAZ03XnudNWGYtPjuO/Syd3d3CVCgVog1nhqUpEcgaaQRo8aoTeKQnVgn2elLkAd8JkoGGZyrAa7fvEFJnPEiUlPPZnB2dkZhesPLsyFG+YWF96YgymqawnvF4BAS7h8hGPcPw/6OqQ6OWiNZvJFkLgFGxIfJAjNS6O5kwM+QVbcPq92wn65WJZbym8zMWN6jF8TeqsuZq5uvW6JmNERClDxF6iNl2vKSMrlX8zXFQ3yNWk/azTtECJKANwnAYYYn3qeahgAAVxk5u9ZbTCfo8uA7x+ah2DMMiKKBAmIVwiw7p+13v/T5d2MJgRzI3LYHFfpJYvoBqOBXf+mX4Mtf+Dwszy9gPBjC5Poe7Ozu0trG69EcWLXloSjto3hEFZwcnVIAhifvPAHDIe4DIrQh2sbBGRA4sQ8y04LgKsodS8wHuf4YsMSu3rAL8jxzTEZ9rwnmx1UaZGlGvls457567Q34yPF76PjfeOLvw1vPncGrzxzCG88cwc/8wk/B7Pwc/rV/59+DZW8Av/a3vwEoX53s34Le6ADuj18HOAG4NdsPQqn6/pd/LxbcdN99c3eVvqMwJSYL7mrqE/td13ZZ2iLRPhrrLfGe62ia8rA4X5Q9S8jpmkVo18bpU5Pw6PHQwnUAnfo4jTEXE+Zvo2jCKAjuw/HJEdx79Ztw9Po7AHBGOUOhmsLDt9+A3YNX4GL6FN1LASTC9MLvA17P5k+8fcLbTDVL5imMIBHieQYAMJ/OoD+xvIzmeeJrlxiMK6EdXtNdH6/oXlG1M/SteJu1bLyPGz9xV8o+X+sDJxeeN8Z1Z1PlJZwcncPytEVajWYD5+wE27rSmkDVFc13Nkvg55pdnATR0j+58yX4+TtfCpLE2JUkr4Oti93gYqcDB2i0QoY+52x/GRjrpqVHNvCcUiFutrcODuB9d56Cw3fehPn5Galve72h5PnAABB+w+UnEw0UOhbjcTQBmS2gJ0EVuKcIYfCFc7cJBCEgQO0UmpTQzJMTpLXSvCfKNaOzocQUz2R/oIARWPo9eOL2Lbr/rbfepCwGCOzffPNNAjL7+/sEjNDUbrDDmiQ1LbV/2udQvzjnx1ZZq4PH9ncnMJ6MYHo+pbbQrBGduEmYIHVpT3GdOJdDmVPFTQ2Hk8wGK9J+sZ/CUAAmS24wFLCuPd5T8X3EKDebKuvDrgyastekFWdAU6jC5Y3m4DTB/M62IYORU+l7SVpB22Trk4NW2+QIeJjj9TFKBRuNm6ZhinSupH6MIRKj8TdRCXQ4l9abADFLo9ojbm3LOkUFMCi8IaHN/h6MxyOiCx//5CfgYx/7ML2Wg2sHss+gH+MUTo6P4XO/+Ztw9OhR456HFhpnizN4Z3kPnn4P5hREwHVG/qXR0TmuI3KgJmGPAI1+k4QSvIiiMbCSpBtx+1ldAECniFFB4DSA/+sHfxp+4nP/PvzC4Nfg//6H/wk88+GPUzjyqtqDybUn4M8//CPwv/zJPw9PnO7B5wY/Dn/5xv+JGJ3+eAIPJpwb6tZ0n+uVsL2XM0FrAzrKFXYHRHx1Hqp1L+l+Z2uq11laz5cam5Uw4OoampQ2+j2j8Dz2VKG5KPiq3WneZTN4Ii1Jtp5y6UTrVywXwccJrVhkz5N97tG9+/DZf/z3xSwVrYCYb3nrlVfgrZdfgT97/pHg4xSEIAqcrEyG9o6YJ1Ofwfs1OXFhrZ+VkBDGBbJnBoFLFIDqHk+RgwPjG9dX17Fz11lClYK83L3uW6ndatMaJ9Y26cAE0yB0O5hpIobOlbUXdQlKiXEvnpN5sKGCjCqGR+XOzc4x0hHHkubcErrujFpdYXtS9JDKeLMTztIn+ZF92UETwUCNNTO2/jx9a7UDxSU3xxxBQzi4cQ1uXnsO7r35Bjx8cA8qlGBgkALUfoi5oYIazT+k0aLIj6gHcDE9pyz3aLKHUaEGQw+4kOFFDNUTxhfDaKvPE457MGUU3yZyehZJIiVvS8yn2Jl5IRGfFpQv5c6dO3D3nbcl/C4ERubg4IAZmrC1SRwf546i9WPACgYpjmQsxHYXAU2vBwcH+/DOGSab5fD6GBzj/OIcJpMdCdIQqW8t70hgjOU5hRcnbRNqyKYzbgdBk+RHU2uammqbAGy3vCDdSgPiuUytGip09W02yB3oXtIaZjQ19E/Z2bVUjEIq9NO2S+GYEfCjsI6mj5fCx3rixpM73vR8gbk1Zpup2W2tPmviKd0tCZVWH/NtWbU888wzMF9i/rUpnJ2fwenD+4AxanD+jCdjWC6GNHfPLljYgnmdzk5P4fj4CO49uI820aw+biiIFxCIvfXmPbjz9B0Yj3ZhigIbFOgEc7vEVr+oieHMT2EPccyMv7Fo0ZCZVBagkQAI/4YVvLX7kMepug3vvPEaLEe7sHf7adi9cQP+4nP/Y/hff+XH4f/yR38JvvrMm/CDP7UHf++d/zP8j07+FhzdWMCjAacE2V/swGQxgilZLhgtaiGQQKm7SkLtXQ36HPm0uRZL0tvLgKaYoyv8fpcvWh2FTdAXl1tLCtVd1X8XV4kJjFzq7+W1VI+nqMbpmeVt+OOLH4MRuhPACIbVkPzGh1UfhhUeGcGwN+TfmB4FBvBD8PvpXk5gogvSa3ookm0iVEuftW5GZ90KIJjsLROejAQeVlAj+yZHc4wR7WK/8mO8SSBKXUBgV5hrpWh8GwFOzJgwYKJ/KXoYAAaau5L5hc+h4awsueqV/ZmiL1M8Xo/skkqFM0R/ek6IsBrukOZIUXq0WbPEMz586J9kgOYfjPyVwYnEQMIp+6czdVqM7IOV1/jnLuMZLuaBQYawTzm2prA7quDZ9z4F1/fH8ObduxRyuzcYkeQSA0CQixoy8BhSmyK/LckZECM1oQSBNFMVbuyYRXpBJm4MXOpMHy4u1Gwh2MG/8XBIAR9Ue6LDxhIMBOw8AqrdQaYDARPn15HwuoMB7O7twPPPPw+vfvs1uhaj7qEJHV739NNPiwQ22mtxtZzIUfunwIyYWCEKZG4iY0ZmYVVFZoDor0eBJioMW35GgTYmkwHfI4swMDTWj4D8qkRtLuOq72VWLWGGgTko0AaaFHKyXY1K4+aamDcSJiSTrfaZUDQFc+ihy3pOpIXprfZEYOojq+aasP54rkJ+FssIVnMMz2wCrhfWdtPzqpQsR7tZQ4hgVK5Z9IjGLfsVgScOoc8mp+FWNX/S3WSVkO2GQKWEuxT6vXYkSPMSx4tYk2xYa8Wt2JYO5VuvvxoSRGLwh9MzpAdnJFDRv/OzUxKKoD/AAp2pKbDMFE7OjjHRG1eEpreTEdy+/QQcH53A0UM0GY8F/Zb6vSHcu/sADq7twP7eNTg+PXLaIpLqJiYMUWhhtJrObaZ5vnp/AbNpBuZW1oDhpBezGfuVDnvw9kTyIS5vw8tf+Ty8/DtfgY/84B+G5z/z/fDf+e3vg3/0ma/Bz/z+V6A6P4a/deen4I8efz/84D+7DX/9xZ+Gd2Z3KannEIbw5PQavLlzLHKNHIBJ9lAjkM7ly+nO9aeCkswaSzVFmeWYp5fWHK+03puB1CbYr/XqWF2H3YmmmfeTyqaLryzrfup5s/a+9hpAxOVHueu+cI4JbQHg04sPwz8++s/Xams2xlyVQzOWPacE8QL+0EP3qX5N+j0eA7pCzd8pfxP6vxNftnAJd6O2UK1CYgvIS9nwT7li2OXMyYQupQ+UWKH4Wz0fz0F8YMPAyTgH0H8UthlTf18hKMd6Ke2x/E6ZJCMEamII3NgWriN6r+ocSukzo3Cq1eSANiKfZyDHFdrf8crs8URS7u9ul5ekdphanzNxahwP1uqgI99obwfOTs9hOJ7DzmgIN5+4AQc3r8Nbb9+FB+/ch929fbj9xC04fPAAzs5OAJZD6I1GDJ4ot42E010ycMIxJKZgMYfpdEbACEEG5zHRBcgmeiyhQICC2pweTPqjID1EUDebzinMJUfuY786NbPD+vBTtUrW/O7FD74I3/7WqwSy8PiDBw/o86k7T7ox4LGsaxACwKuWMKVog5i7CR0wY1Q+7N/e3i4cHR1LBL0enJ+fBUmLauZs4XwpfByBXnjn0nesG7Nw49jpi9SIMgrErNkWmUKS0g+pA/plRY3kOksyt6mXr4xqfptoUsmQrasErlQ+Hoh61o7OF4r+qOCLfOViRLIm0BSIvbkkYGjtV3hgdYBlP5H4XZKQiRCJfM4UMGmCv1WRScs6NT2qMWv2vCq/OWdONMCQm4Pas8kZd1vWL5/9tX8R/CjJpJd8nQBGFJkTQ4IP4OA6mt4ivWITZ6Rnx4+O4FvfPAoJZFGecnB9F1780PuIdn7ja6/A698WLTqWCuD0+Bj2r12Dw4fHcOvJA+jDiQFLiXOgkTpqYHrGNlZoZ64zgN1+umLrt+lHpHJdykuMBIqBKnYA3powuLsBB7DbG8JZDyPXHsFwPoCPvPkk/M0f/iJ87bd+A9743GdhenYffm74L+HFV67Dl975Rdor7vUOKZfijdk+vLaLwCnyI5F+91r3ZHdIbm9fEVp3gyZChKX2dw7WpSW+kzbvw6xEJHvFpcoK5CHlXdYpXEdstAuQxz2RhBTp8ZQ+6r8llNX5YR8/zfzVJ16Gf3b7d+DpiwOYo5C6t5DPOSW4xeBkmOZmjuGh+nxuDvjJ34+H5/BfPP/PWOifedQFpjMQIUuXt1kWuIIEirA+UGxKG5UZlreKa0PvLxdZ25ke1iw+WvqtVh1esOGT/dIq7Lh/rwScVBWnWicNd3qlhd5Mi1legUI122rHokokYsSQ/yS/nAXML84kDHppUvUKn/q9IRKOmBp4ktFEHJNz1vGPFoDJMt9EdNRAA6OhYOS2wT6MxkO4mJ5SxDIMRIAZ49/z9NNwsLsPr2KCxtkU3v/8cwQM7qI2ajqF0WgiKRX7tACp1cTPpMJFjAkUZ3MJxjAKIIfVvmjKUsHFfAbnZxd0DbaPOb9IKyWIGU31OOId5ySxjtgKRvQ3/mEUvA9+8IPwrW99C05PT+mahw8fEmV98skn4ohmGG07z8l36QzzKVXUPvWF2mbgdnBwnYATt42aLx47llzEhZH63aipju2zvp3pbEnmOHrL9GLKzt52T5Z7lhTinpnhkF9rE8WNS0GMEz49eAqgJr0rzafmNsywxbmSkyVXZBes2rxC6M3a48SACY3YzDXo35l9MhZMJE4jKR+Vi45nlrBjNpN7bJv2VjUxzTYo99D6ziBYhbZXJeP6vV5uXMN1PyGwQ0FmJEgEmdqi36i+P5PAFpf12QmCLNScA2k00fJ5ZxfzNs0pvcHHPvkC7F/bha9/5ZssqCTAj8EijuHgxgEcPjyC8c4EZpjnTYLfiByhVqw1hnxzVheWfHDS5XidXRz5wJJKBawtOQLJKTG0J4NTOOtfwO5yAs8sn4KXe2/A7OwEbp6NKVHn4d4ZVPeP4OLsId33Vv8d+Nj8RXaMr/rwTu8BAadbsz0Jr5m0nlnUaTjitlKmnxFhheTquUsb6G+td9n70xtyFLB4cbned3GJeNO+qwxtC9c2gdcMwE+Qccwxmlzauik0iQK1ea378lT2eDyFf+8HfjIywDIuPYxeJ+lOWH4XH47BZLpvif+s3Q7oQMprGoBh7i/5DFcaWY+UDJp8mwXeaZoVL3yxOZss/yvP02vZkgMNywguUm46kZ94tsYGkDKHO66flYBTsERRQc8mRA6d279amoCPQe46CpygojCQO9RoE2jy3+O7TReosF3BLCuCJz95VxT5cKWZvtVBgesqmcItSXOE+Ygw18diOiOmHcNwD3ocROHpp+/AvXvvwEsvv0Q+RGjLj+Zvjx6dUM4tbBqZBRSIqgJQkyDyO+sFkIYSWQ5bjtHsWCJBUekEKA0HU9ZOjYDyJ2l2+wFKaINvVapiZcISQZSMeb+CD7zwPnjjjTfh4YOHFFDhwYOH1I/bt5/kPgeb3Gifmy744QhjDQJcO8BQwNG/i3M+VfDw8JA0dri5z2cYfn0MOzsTMf9bFt+DNU2LYG0Ji/mUpNYU0GKMy5OdLpnWYR41jlKlGic+toQ9NC290pLOMZ8Is4kM1GdjuSixywEEetOkcZJ6TQby1npzgCmzJ6rZgfpLoUlDDA6RElkPjpzMOCw3LzzhpNItoYXTOWL76vqZplaQHuA5o6UP7W3QZnxbfLl1MGL6gAhIQ+8GkIT510xSR30VGNCFtMv8XvBWVERjUm3KsUJqxAW8/4VnyOT5a1/+FiWt5ft5Tl4/uAlHx4cwHI9h3kPNfHmj9K8/zjE0C3YBqiSHYJXZlnh+WdDvGV510+FzSM8uwhWYTP59Z0+Rud43x28T3To7ZhM+Mn/e24/z1O6bPdQ4sY/UE9M9l6aCI9fWH5D7EJkzO/ZNpbxC/CAkerbNFFcV7aSFC5sEq9+50iT4abirsD/UnzFlN4OpWeNrXWX3eTeWOA8iy8Ce+B5ESsoVXZUkRJPrMmOUez05+lACTZX90xPEy6GFELpqqIA8mReu0twG7A87+UHDawx9kBKsYESzH4+bejW9i55bwcR+BeCk9n9sWoUwk0DvY5yTKhWraZJ63bRMAfgFcwKLuusRRC6OD2FPHOlWMcFRZo41MA0Lt1hlKg2I32NNPBn6Mc5d585pUkMMX4sgYDicwDlKCpBhnM5hurwgP48e+g4NB/DUU0/B/fv34fXXX4fbT96m0Ng7Oztwdj4lpLl/cEAR3c6n5zCfXpBbGvnwiClZ8PWqeuT/NJ+fJ9IIzgU1xCSz1DdUMXKuEo4op0ke9bltRvv0j1WwbNbXh+effw52d/fgjdffoFsfPXoE5+enosHCZ0dQxpqsqDXisOqo4dJcTxjwgtvnflMi2kVF+aLOT9EkkIEYvnK279WIgMzo+E07Prsy5PiHGi50JkcGarIzhL09jAaIIUgjo61zNPh5oR+egrSeyYUWZksJWuTmZM6soW2Bi4bD3pHcElLQBmFBrLuqSbf4z22Q9A9Hg2FNnoSVN2urLB3LP3mwajK7sZdl4rvkcOQ63xhga4AUq1mNAKqNSoQnC3yYMA6ZcOfZMVUJUsoImj7UGYmocftdJpD+XVMk6CUn2yZtE/t+KuuOjsl+Y+aFgGs41IFCKBIUkdNiMCVBZui9zz8FJyen8O2X73J+RABKiXDt2nWKgorJsXu4nVdID8pr1k6ZyIhpcAn9LZPT7ntO6+rrCiIsncO2DRSW4Yrt9eCdySEBp/cPnoPxn/w4nC0BfvanfxLm8B/AEycTGEx2JU/BEJ6unoI3e+8ESS1qnLBgSHJlrrx2K6F0Nnl6eM6yUZiTKzRqnjyV4I+c4FI+OjB9fm9I/RJy/IMKYf3zWRlvuOMxLninWci26w96/+6ln1AZNKS5QkNd6ndc7lHSruf32ktac21XkqNxTeeuoHWvNL1D0/bdRe2MaEnouyS4dt3gHIMUfEsDbBkEwkEics9jaZIR6mRMyVLLDdA9lJqME08F0TYqrC2dp2RhWWVLEmBPNWDhtIy7pkEJflUmau0qAHulBLiqgiMGW3v4uIBTlQFP5OPQDdNk9gDn05D1c5ieQp9Cr/Yv3/FLFV04Vrpsaqdn626qhVI6gidoV79ArdPo/8/enwDbkmXXYdjK6c73jX+sqQdUT0BjBieQIAWalCBSpDhIoEiJhOSwFZJsh62QZIYkS7TCFk0GTVo2LVOiLTtoWXKIEEERFCESBCcQbIDCPHSjh+rq7qo//zffOUfH2vuczJN5875336//q1r0P1Xvv3fvzZt5MvPk2WfvvfZa6PUGiJcXugSnYaahz/mIeghzYDDaRZIBx+cTHBzswyd0jQxRRYE7r38URXeE89NjHD9+F8lyIcX1NgqgwreOs8Bx5NT7aHaFUBd+yaZ7+UDGCAIy5pFognVVhL1w4dp4EM1+LGzPPuCM5q5WsdCS0/l78uSJ6IflhPt56iwNhwOB14XioAUlvMbOcFK3AIUN1s0boXIQxr6jJyc1eN9gMDB9aRQ+GhB2RSygkFfeNokWUfAyZ9YqRGRgfyEzYybC6jqbJYFFWCAoAtHTyqyWkzs7l3Pn5nHYzEZuHZc1mlSGuqIxxhpbGyehDiVod5oqJ7E6E7WZnjiKFVSv3QptdDoa710K23N6b5XR8zxAkXNBbOF69aOrD9yiKVNsdp6ay6NK4LO5yDBZx/KVHtAaZasWb1eQzfqutRXty/Z8mzFE7hLEPhtsVt/OvS+2FpRb0RnnXOpTgiBUXbnqmWBQJsV4d4jDWzGePlQngnPA8dERev2uwKdLB7ltjXRJ8LEad+XJqKLJVfakNZ5Y14bK45WZkz087qpW1e3sBmb7OwjICBgk+MXBl/HNbx3iBz8Z4o1v+jYRGP8nf/x78Rdu/whwogewjtPeSh2n5lxS72vj+XEdOfetlumjmq/bv6/HMntqOizlThsTmPvdlhmr7Hurt+M42o12SUJ6wzdefKvbkg2ZdXv/SjNSjRf7hY1TqM1iuO+3OPXlRmtvtjmd1ZxdtwfVDmzQ1Gb2205q4/V27dSGjdqg3ZLEaXMenEfVDQRora1BTPAJljWYjsdCAtlXr2Or86/6XNVV121m4ZyLhe3RYclSruFI/tVwpp+jBVpzxlwmlg13g9fDJpiqUVSX/XjujlPpNNV+4/1rGx5AN0jUlhi6ZrIIAZnSYl2YrRYTgRBsPP6VXa5P7tdv649H2zGu1SfnYghMrijQG+9hZxghWZxjen6C85PTMgjU7Q2xv3+odUq9EZ4+foSLyQx7e7uSHSKD7hJddIY3sT84RJoHOH74NYx3B1jMp0gTshNWOgSMvMqZmRvDPrB2Ko5X4uAwxUtNIm61yhL4fiYZIFtnxL9FL8rC8oR1zzpbSiLBv5Wm3EDlCiWoePW11/Do4UO5Zpqi9TDojzTCaybzKquknxu5WtPn+kysJA8hxjtjnJ+el46TPoAmvW6KJnV7w8jmLLJt5kADEoUsgKwTyPPltbAlxO7Dbeu8xLUV597UHF4ZlmlfRF93lLZu7zLmkEb+OTDq2q7K+dN5EUhi5T5UNXvOuNq0L8d22XtwZfSvVEu391Ezp4bQvkWOoA7JuvL8avCCqpMNO1DvphP5qUE+nf3Vji/jtg6tfNmeb2veb3liGyLYbhaUP5YZtLpnCntWW6bZTbuoVFh1gd2DESbnM8lys5GOXHJSZBgV4hLzrLSU/7mLQ9deukgMs8WVTFeXXAlnPx7ixRRdqckIcNRTgogbyS7+0t/9G/AGY/yGf+r34a+89Tn8O3/7n8TfPruD5Ld/G37vz34ag7yPv/ftbwN/S+HKx746TgfxsF265Tk175nM8KbF9LO0ugPxP9hgh5xC+3Vx3RwLO7/2adY8p8b+Hbq46omonKRyF6XH29ypbU2o/ft8L1rWssVapq3F7pVrmMqNt3DcS6zj2vXZZEqLht2UfomWkxHgFiFuojWCrRySVvKZxvlftQ/roG2Et5s+K5nUeoT4unVp22ecnMWDLCDVnf1AW1sWaT2bVN++9lnjBskgM8aHLV3OmX4RyJrA9WpGYYvWovHU6im3nlvVueocWxZF7uRzxT6rnesvOg+E2O3fvot4eoLeYIjlMkXhT2U5GvX6uPPGmwg6A/HU/dMj7MQJzh4/wnK2MFmdAvM4Fd2noIiwc/M1cYJefeN1EXc8PXqA2ckTZMlKHioBFRLOIh1gJsf0JcuwXCyQJSHCyLLm6TknzIwRyiY1UpE4WCyoJtse6X1talgXF1AHK2AWSyF3ypbooe8H6Hb7ePzkMeJEadM9nOHmjRvwheWuabD4MDJSrBkwd6wJYKwoEGcZuoMhivMLLJMExXyG7qSPfq9f9l/vSeU46VgyRxPxWoUEMrslEWjRkjKF5VSlN3AxOwakLqGs5zLsNSaqa/fbGn1z7v0Ww6P9k3JYmsxG27dsVOzShUZba4QI3e8bI8cJudyu8XxtM/nVIAbNC+UEi6v9ufOe6wS7geWrn/PyEBu0mprfqWC+zuebjiH71OVu+3FNZ58Tpe7Ltt5c4g5df9jrXGzMYpKOnBA7HWZaH0RRcR1zXHhw7lf2UjvYkjxBb6eH5SIud53GqbKZUs+OuoNECoRt43mz81S+Z/3sLcZx2+dySMcBS1dzOac0L6TGyWac7n3lCwijIT717d+Jf/CNX8Ef/en/C/7owx/A7b9wiLdvneB//lv+An7h3s+VJ2EzTnScNtYIFFcsxGwHy367cefG+dnJrWQpdUghnvMjtBY8kT8cW9R6vPpJrd+PK729F9pswKsMHW/wjer2owpY1iDNZl/ly5oEjUOIYCBqEhPVCVF+W6ZL3b2xncSR0F4bm5ImCfrjA1NiYI+06UZf99q22Ie1N+zgtS/XA3J2A/1Iwr81J1Rh/3YeqoiCrKxke9fc8bLuYDbtnrvOLhp2tOQ+MM4Tf3RdVW+X2b1qo23QIM1TucJBcyQZXB/xuk7TtRwnSWfZ9ZIE0p6r+uzlzb0xzsRuAwbl5H+dcdyYTBXyQo64is85T5fIkgWKoHP9LktmwdRiNC3YC2rNtOil2xocaJxmkjma5Rm6CLF351VcTCfIlivs3byNcLCD09kKYRSJYOH52TG6gwFmi7nAw4oiwnwxw8CjfmMooU6/P8AMAVa9XQQ7GbrLBSYnc9VAMvpI9DwsiQSb7TejsEq8kGvGxSdUDYiTWBwlXkc6VZZlrxOR4jdEv8/X/Lti2dOkUuUx0Pnhedy9+wqOjo4wn8wxuZiJsv3BwYFmtsrpu2KtYbGjMLhxISALHTpMuQheipCc76Pb72NGBr8sxXQ+FyFMUhGzP3p+ZuI2g0/Hm9X8UcOXJCutc6LOS0rmPUaVDYNlY9Ht3m9Si0ZeR8ZuteBuXw5saletB0qMcJWvcXyxTYv1TSNv3ehXht9c/ZaFpyA0hTlMLYEk3YQO39HJcr7XhD3UMk4tay+5dM5kajPrctals2uMlYwHe9Vch3v71oyOXVbkXEoOlK8rdsy2AE2tlZP2e8t/v2yXNTPe1oKZ9cWIO64y8yPvS1hYGUsNaT0AAQAASURBVERlXqyR4Og+OJekthbVeWDdRQ1hMvS9GF/g77b6w0uDik7A+jr2xG3uN3IiDszD9tRqORU3pU4xTWb42R/7ESrR4e90HuP/fvAj+A2///uRJit85gf/c6TLhXbW93HkKznEntQ4mcCD+9i5EKrL+t2y5tVvNhdz5lrY3+I3mWBxbdMmpbuzpy0vXS2Q4m2aK53IV5lRqMMr7S9XKOL9bGrH6n1fn2+ctZDDMiaoifL+Gbi97NOiRpyaPyJJKD0ShLi4OEdeZAh9H/OLC1O3TXIrXyDzg1EfWZbg+PipZGe5btgZj5AnK5w8eID92zfE3pKxsjvoIQj7Th+b0ca2+1GdVz2AXbc9NTihM5c3p+6mTXJCMWvOpythLdDapvi12QO3CRwUjB7HlNy0OmqV02Qz4pvspW32c8k8ZUaDk46TeX63SRSs0Za3NW9bJsOqHqt6p/rjvVrCa2WcbNap7MUHZIV9E/23zFEtNdIbX7e2erCjgi/kKRazCwS93caG/2g0ng0dp26PVOEDxcimPrqDHSyyCwTdAbxOD8NwAJ8Md0WCoNOD14mAlJFQpcleLVfKSMdFAB2FsIPpMsEqyRGFHfSGY5w9fSj1Oru7u5hOp+IkWCiKW6NkM5p0UOJVIjeDdT88ltQfBUrmQGY+ToJDCtGamiTriNk7VBkivbm+rwx1XIBQEPfIP8XZ2TmOT88km3Xr5o0S/kQHhudER45EDGFg0s7mCKzRKqx2lOdjZ2dHqM973R4C6rZEoZxvNRmYeiZxFIR6Q8/VzJycoOgccj2+N95FtxvJRG8tt33UqolMJxrWeyWMVGdXjU33IdHneVOkp22cyI/th2u7tx5p669dSI+8W0YSN7hxeWoyTtVzWrNp7r6cBWvzp7be2Kr3bvTN6mk5juw1wtCXR7cuZ9urClvNv46gcLmH1lWx6fNLt+mFNRGUlMHrBsu0NYMdpeOUmjnTLtDledZ5ptLdqsYxazyZpRLX3Qg0N4/BW22lD03JaNm2yjbJCxV8tsEdXUJe/bBb57AmJE/yGtbLAnjScRwnsyA+fvyOMeQ+0uUE2WomdOQiEMlgk3lojy05RFnjZOa7FmRG85qU9qBlWekuTTdqwzjsnbW6yi08pGd1Plv21P66nBNc9219Edzs56as9+bjNmBQzuCRUSK1y2aRzqynVRiXjKnDJGqyUGr/cyFuUsmSWMe+CQqJvSQ6g+sKC/M3Iu8rEZHORd5kNj2TYw56fXT7HeSLhUhW0IYEfhedoIDPAGc6ZaUgsiTG+dEFfGToDgNk8QSdMBDbi2xJ9ek6JWnrtajb2orivMr21L/m3BFLFOFssx73Wp+nL3Mk6p9pAmAtONnqWGy2B816zI09LKr1gM5r6rQLAsiKrm+K1jjHajmtzcfcYj+tWXODVaw9Hc+Qbbomq54KWylV7/uWRGnpSD0QoBPee3dpVGDQkAD4dl7PEE8mGBx+YD7iC29JmsMP+wg84T4SPtxuf4BkuZKsCtlYPD+UMiUhVOgNhBiC6vbpUrH1OYV0wxArRjuLCH5AIVuT1eIgCyMhxvSyDLdu38LtO7dwdnoqmlAUuNVsJkXtDBOLMxHZRTvvSScITR1URyAuNK4LxMLwR1ibRLyaLG9NKmYpYNRUMnWYSE8+mU5xcTERKnbu3zpgVlBXWbIC47SF6kDINjpBMKrCGio6cmTt4/udzk7ZBWUxtIO0Si0I2YVhw6FjKA5aGKDb60rdlYX3WcE/Hot9qDIhel6atGf2y4naXbO92PFdXIIbb04mpZu2to8s5yLMshRWBbtrR3Oie22Rsmv3vlHnZIk53ONdtQC5cqFShh/bz0dZkioDsOYE1U6y4YC5YqEv24tpjUD0egS1GcUlmUwi0XI7H3AeCYKqUFmZbDUopN/zJKJuna21Jsx+zOgbnk1TDC3Pin95tqkN3VYGeq55KYSS3aAtktVSahNpQ54YqB7pyG2mQZ0/s22c4x/+1R+U80vjhb5vahKOyLDHjFM8EhId1wVqY/e3cGi7VYkkeYZWLXp1Ubi1I/S84qxX7sN5tmuiplVMR4JRpVi4/Y7aQpsR0XlOM5oci7TpdpFFR4WjgUFCBpQpC0EbFQZEh2SqN5gmcm2Ggy58EWvl2sEQnZjjcXuh3UeC0AtRFEusljNZQ3g8njAKMBi7RBiRjEftmrD/MnjJ2l8GQLMU8ZK2P1Q9SZLPFsBo0Jc6YdYG93o+imyJ4ycP4WeEthbipDFw2usoXXaarmRN44n0x6aLbZ0hA0l4X6dRQ7y0IaBZbxVa6rKt3HqpWr60uGL7DbbUs/ObCfZo2UQh9fN0dQWbtsU1s3PmpuHe5vC01jaZDhdrdrfmruK9tGs5TiLEWdpuqzz+Po2iRgFr/SJuJoW4zNlt9lyWb2JkqgelWM2EIZsB/WpBXy3y2ibRWvB77fLUk60Wa92sY3rWRVjNu245qkZFqndY61NggDSL4RcxwiJFrxsg7gRYrdR4MZUdJynCTg9htwNEAaIsQB4TV1+IceSEqvTdPgo/EGIGivJmLBD0I+RegFW6wle/9lVxUJJUdYfoLNg+k11PaptK3FLFlMfTkTqghAJwikERaEoei4PXMRkowvUkAyU3UtPRjNLK+CW8jtEtU5St5Bc9OdR8sUDQ6cAn9M/3REdKCyq1dsAPO+LgZKYPfC+jOKNkspRxrzfoI0yZvetitUqwghoSvRXVYtsSRgi5hNR76fvqGNEJykXQUmmvSf7gTlia9dBd6aIqJDQhCCTztMlat+Lo1zbatEH7U375SL3OvNBwpDbIDtHZrSL67hivx1vLvxoB0taeOS+cZa7Zp9Vyqn7k3jm1a22Ty7NGsZodrfezijBLBE9Elp17XfOb6mOgEmN+6Ti9uGbmrDIOsB6xLR1vLuBk/lANOctJaYMBnAH472KR4PTkBPP5EsvlEnGWyvdyPuhtvlPBOagrmXpms4xebvlZkxBiLevUMFkNS3WlC9Vmb1njRGH13A9KVj1mnCSZJP+YI8mBEywvjuCjg1e823gjv403ilfwGl7Fp/GJCqq3YZZrRpbrwYO2594uhm3gZpOn42Kk3OfOXQe4V6wRxGidPJuFJ1WwsH5N199vHquM9JvAdiYQLL0Z/Ey0CjPVJFQbGqtDG5DcKUfC8cJtzDEYvKMDsj8eaZG/cerpxDMoijxB4NHxSbGczcQ7980imfIZXqqQOPgRMo/jXAjvBdof0eax9xEdrhTzJdcBMQK/QOgTZuohjonwkFoJqUMSR47ZVk68or/I/hTo97uIl6lkqgStIWRROfoSeGQAIcF0OlMWXl4b2g/abI/ESz3zvIVI0hXSGOi1eiiui76esSjv9zWn1tal4fper2yNGcahdbETRJVvXXsg5Cs2oGD31DZvNY5ZtPSj1KJUpmaBU3INyMhN6FdZtcYE4TpAFnG0sW1Z9yR92ZS1s8+OEDyZN2ppeTx/OnJzeCfl9cEa4nL6eoZgUpvTJL8NJNMuz5LZKQLmS1iEL0QBz7L/pina5rF59tbEN192bXQxCswIScxm6JGxzstANN4qXyFfXWC1mGG1TBAMd2WCo0PhRx3kkTpVrAESR0kEIFlH1JVFATHImmwJZOLksSaTiQjQjnduy2KfDxodKcL3KKzLOiZxWBxtKmHSM4aAjg/tAp0f1it5QS71RDPM5cGj3hIzUlIbxQJseZgTpVdnZ2xdVUm+4GHUHYsDdX5+jsnkAt1OB3s7u2X/CBvMjLik1DRJBqpem8NIGKnJXWrZWurYONk8N1kwSa0O65PEk5JtSVxhnVQ708g1cKMwpkCMBiYIOvA9PsLGuRIGC4UEXsZJbKaq6wyotWd9U4VTWVTdOJq7xcZmPirXBQ1isoyUywLjMXuWYV5N+NZwbJpgaxGzlm5JVF6o4c15yX3hcqBynFjkTrIOQk+Io3dhfO+11Snc1wE369fWfnF9Aqz357JF4cv2XNraM7IhcmuyIZXWyboBYtDl8YN3cXo0QUrBW7vm8arSYjv/WE0nu/PFrBLCFiQ1CUPloE4pYMPfd4cK4aDucNJs53WyTtT/c57fNEHGAFzYx3FXWfUiRPi+/Ldg19/B68VreN17Fa8Xd/FqdgevpDdxOz5EuKGGOvEzCRxU2mnmOKKZ5Tgu14bHNdzGte83n6e299nqSzYb03eI3pxdrE9CFbLHQoF1OwbRSLrE33QULDkQG1EO0+lEnAVeG2YxCWNTAWIiOhS61c0HakNXsTgLecwsfiH2xkJBuW1CmxcXYHlaN+pIVwd9tU2r1URez2YTBP0OdnoR0jxFEqc4OT2R+iGf0iIRA3pq36jhFfXoqHhYzhcSrKUTx+P1uhGWK7XdfC74nW5EhIvqO/a6HZydnRknMEOReVguY7HxXh6JA0hES8S+hz66ww6mFxPJgO2R7XZObUk6egGiToBwMJBgJWVIJICbLNENu8gjPo+pUUjaNHYMmuW6U33jO81HXiDY7tCtpB2v7TYpJK/6tghEl2LQVYBAoJPytwnabAyPNo5ox3HhxB7sPGHYissgo6ld84tgLQtfbNBefBZY65rtLYXHq88lUC4nac67/Nu938WLyDg5K47y5vwPtG2aE0urUn0UzyabEDTbH+uDuFRbjQWrXE+YxApFMsOyyBGJ8cyALMHs9KHU+3hFgIvFFIN+DxFJFDJNm3NccPLhpI6wh0DgJpx+VL9JWfSoMxSIsbtx86ZMrnGyKLNNzDLduXNH+qERsUSdmPOJsN0UUCII/rDPNmNEpygvVgojKKNl1KTq6cRqapCY4hejwv4Ka6IaKC46lFWHBkTJKJJVjMVsIRML4Xc8Jt/nIsQn94Wta5Kslj4H9j1dbOs4ajonJdTLUon7zM6ZjFimEx4hKITjiIGwgoANJjdd1LDYU3WbuHhnFC5cu8/XG7S14dIWcq5t3BhcxXWHX/uOS9iAjVybY9lod55Yx8kIIje+7wa1Lm2Neqe2DteZhFwBXDXwytBj6eSvOJ576C0dLOsGStc24KtKWOpV+5SPXzpN71erSB3W37cLCnn2JUtg0BsG6jI5W+DJO+fIkrpD5ASETXAqkMDPak75g00dqXejtqBvCS647zUdq1qS47LmUYfOCkSbMWyyxHR6jqMJDpMxfmT2Fy7dTYYcT3rneNg7wyPn5+/f+Hw9kLRlu+wRkKL6Wp2is6C69ED1CcRdI7nX0SxVSydX6z+YRdF6MKIkuD0X8mqPiDyoIJqa7VFmOF/kUjIjlBxIHDCKcnQ7zNgoFC5NaZOnsv9xr4vd/V1MJmTK1WBdKPU/gSzYiQiBrxmncnwKyxwTS4nYUdrTDo+bqa1h7W1I+5TGgo4gQVPYCTEe9LAzGuL07Ez6rND3nmSITifM/GjmQdYMqwTD0VCCmkRMqCmViKgSCsjaROuvR4OBBjDzRKD93CGzR+enp1I+4AWhZNH2dvbluwy0TqZLLAglJPpFIIbA/t6eOGysp+Kaht8ZDIbIk1SIojqDFTqWqKWNqWdT/OmS6bfuKK+HsytYZT0QWe3SCQdsqAVSm13ZzmqwV1knXelUme0ysGG8NOvONG1e3bFxfhfr84tdq0g1DzNN5u9Sc9LdbtP1qmVW685P7Wm7zOi2BHorOB9/Mk2CtPWieGEZJzYu7Ewk7Ouo1YI4G+AIm5r7PDgkIEjjOQpGZKLOc3SCrreTq+oj1h+oNkXt9u+SpYlf7xBOJzz8qUSMxPjRiQp8JJI9CjDoD2QinAah4JcZ/SLcQooxOdky383tDc0n2d7I5sIJUxihKHbb7Wlmxh+ZbNNSImYkVuD7AtfzffRv3cLB3j4ePXqE2WxeMumx1og/sn/SkRv8Nfdl9ZksuQOdKDo/Np3AKBazR7posbAvtWz8LgtVaSQ4l1AQl+/SODGzRfXfOp62cmo4KTHrZu+FKwhrh0w5CZmFbrUYV5YgyXTyH9Y2ieywFWar6MbtKCVMwc7tzIhwjhKHCy+mlc5Uqze0bbSmGY13HqZmMNeOXZPZtpFXRq9x6bNwDaekMem3QYDltTUELeri28wrz681DIFzCdvO+rKY+Mv2/Ft9Dm7mC9drnATqm/G3Bk74/FKcO5kv22F4tsmihLWpKZKtOubGmevBhbaxu+YwlUZV572NNOQlUYATADE7SeOVBNQ4T/7wKz+DP/jubxKGPesMPeyf4WGPr9VRetw7w1FngtQn3Nvupl5t1TYFNaeR9WthFsUtlrFZC3F1q7YhemB6fi4oBjoQEhyT+h5l6ZVrQieF91qcEg1W9vqRwNtUm8eHz+gXCZNEw4/7KZCnqdT7MMOzt78rWZg4XQo5UbfTF4dAypP7IQpml8SRoWMUliy0pDnrdSIkcSb2dZ4m6EYRuLVkzk2WgNeHllUg7Rxf1CTs92VNQCF5njOzMgxehczudDriRLG+iGsBsf9FLnabCI6zi3MsF3N0Oz3sjoaSaaKTFXU6cg1OT8/QGw1RsF4pYVbIFyIHQt2ZIfLDQODwYSdAwCsZE8rnoxN1xdnkuoHXaWdnhHffvW/E4xlMmEvGKY5iWbfQhvN8CO1jNo61dFojzOsUST8TOrWymM6fP2N0M8pnVVjrw6jt5bWb+ky8r/KHc0zDT1C3YObRrtu2y5ymTZ0t5EdhlLZuTpZYRhTX3dH269iG88S1nWHA3nj+Lfh8E+KsnFU572attf3ce/4CuK5Yn436flBGWU7ROtnWY7aLiaucpEZUraL6tZNnRTHESTFZzuBFHad4zo0ytd3I5oLwvSxj2kIcjRNZO0bj4dyIZWSxMSfJHIPBCLPFE0lhc1LN01iiEYPhGN3ODuKsEJ0nDjg6F0sW7xqoWk6nIuOE1y8JLwUmJ4uEDCEX+mSYC3zMFkt4RyeSNuekR+dmb29PnC32h1EqZpkGgz463Qgf+vCH8M7X3hUoHx0nGgNPRHG1uFPPUvWbeD2kUNUIGDPTxf2pJpTisCROL3BMOn7629YhEVYgDyczUKyLIna746PneTg/v6hpQlnIn7tgKO+U3c7EfGgsqxFjKwPtioYQA/ZP9ymZDJdFzz705YLLef5kquL2AQbi6KkjVd7zTcNp+7fLc3M3qp49e46bIkjqAPkuFbYx0FERYiftYzfuYhhHGMc97KQ97KYDjJMuduIefnb8Nn781bckOiQBrJhjxFngyP1XB7/Mvm9T1Fpdws3nyitr6yoJzZNn3f40FsmXXLzrQg+cmHXrB7XidAey1LaPDyrZ/f+PraojM25TS+RUC6gbumASOCmY3Eeu6gPPsVNOlNjYuSp6bftW/22bq1unQRoDhdtQ22cJTOxsWM1hORYXJ9i58ZoE0v7YN/0g/tin/lL5vOq1qYiU7fFsn6tmFz3OyTXe97Yg59AZeHPEo+5AVdp4ZSCn2QtBXCQ4On6C/qCL3WgHSUy4uaIQhG5eShIVWie1wD7ZZkN0I2WfkywKMyWcw4V8wTzbwiKaYrmYYH9vLNsyUzQa9OSYTErREfG5+I8XSEtmR7V9nU4ozlWeac0x4Xy9Xo5Opye1TWTDpQSj3DiB6EuRkBmbdFqV+EGyQqFfBjVnKaVBdPySTIn3mM7WaDiS31EnlHUTHSsiOGijWL8U9DT4zNqjKAqwuzvCMo7RZVA00AyawPWXqttIB7LT76kjSkex11O5EkFlsMaphzhW9Mmrr72Kd+/dF1KrdLlEEPpYRUuEhDZ67HsfiwVLAuhsdeQ5o9PEGqdOt4+0iK21MuuEtsFhF4t2QX757Lo2ok1QsNlUKN5Z2psSxo224LKDFS3rRo4L5zN3U/u+DSaqk9MM+lS/bezXcwMs5XJTvytzmiGI4HjQ7Gn1zF2GurjUXtaCOvUAqhuYcjutMMXq6pa/rcNY5vSquvrnDtWz0fTyLNxQ1otuFqbUOK/yVKvSK9Phxmr2Ev/DNolB2DCbBZrSsVhM0RkfKBbVBbm6+65dBoc24wVHpKtiwOpg1zoki0fzDOO9fYT5bfSZ7+fM7c91keiF6O0eIiBFE7NGFDRkHRGjTculRNQEMkcmm55GnmgUCCeQyBKLP1lPFJJdh85OiCVT48uFRI848Q4HPYzGrJ9SIgapWZpNJIvT73bxyit38eDBQ3kY6WRNZzOZQCUbQxC/p4QOSuqh0SIbOKSBKKjDZKrWODEQfkdnSuATznAWfD9o2DRKFXLCFar2CDt7jPZ54iBSkFdyamXKua6gIC6NIa/gKzqQmp42cRkpAjDseJbxSBwA2xV1vKRsnE4cI5WEJwpBi0arta6M+hMphju76DNrRShiefevih5spru233b34F/y3Yrjqvrgn77/rfiPf/4Pyt9/ffDT2M2G2MkH2MuH2M2HGBWDy/sHYOGt8Ok7/yusQhr1AEXM+o0qWiLG3Vb02XtR+RQbJ/5Wh8mt/6hdQzsxVyffln3a1Npw200moFYaZAeO5BoDzXBqsfSl6fRGUOt51GC9bNs5TtJcFsRym8qLd6G7EqXlAjZ73p3SfTKWUq9bWnea2tAZ5bCzIpqXTCk1+hE6CCS50QJOpIS7l32qOqKLNUusULefNTtemlkzqa/Bm9pftl8TA5e+MqBhn31nLrAXwnasXEQSSUENQdoaZRGUIFvuwTe0zKTQZjZEgnhcSAqGSaUsJOtDuJ6wCZIoIRKhY2aavIIOSIiIBfbU+iNhAjM0cYzFYopdQWmEYkNnwvCqED/qeRH6TSjeMmZHQ+wd3JDZ8uT4BJ1uF7u7+7j/8AkKI/Eh99FkYpSi0RcnMPSAXqePXqeL1A8E1k+7Q5QIoW9CxiA1w4HUMBMazzRUFIToDAJx8pIVnbTUSIoY+yakEnSSPHRJOsW1A2uzGCjLtPZKMlGGSVZJmJRhln+PRiOxg8w4zZcrqa1jdgoFURuFOGEZM2Iy7HxMJpCsU78XIYhCrOIVlnGi6z5TL8iSBMeFqXsZhs2xDeCzKTbeHgRY/7yZvbnqe5ub+8B49aezYd+bPdE5qaVD9p22x85zbar+4SZZylonV6PgOmfjBqBsyNmxm01oYfM760FEizCyoWfz7jUv9LNB9YzQWY2M5oNujXFeGxhbOE3ufjzRsLCnlSKh4yR4UHO5DUWs7tuZTGvXQSNMl0ULno++w3vbB3vHgvecKe1oIJA7Ltn9gDVCnFxSRINIGfKkwJiEDB1Jpws9qOwkx/LiBLujEWNiAt8jK5xHWnLCFzzC7FgcyihYXyJl0/kFuj7Fc2OcnV9I5IxFoRLxYPRLimFjcRgY5aLDdHx8jLPzcxG2WyyW6vQEHeR8KA3xAgkp2OjM2UlaIyI0Hgq3IwSA5yt9dRweOyEPuj0xcDRYvV5HYDFBh1BGrYWaxSkkqSXj3zgr5iGWjJIw+7HAVaNhjChaTSfjOskxZXKh8ZDUOqEdBo4iMEgf5+dnQpNuozz0C4XQwtx3GqpOJ0IUdAXqQyKiWhipPLNrjBHzPNd21RwzjTfLQlFjQXiWv/b4w+Xn3zf/NRsPN8Uc594EZ/4UF94U5/5EHMbfEX+P1HElrLWjM0x4JsPytpsSAa+kHt0BbackCfY+w9xUTs61SbtyHquMQfWNreEDLe81nauacW73iSoj0bZ/mwVtywq8dKBeSKNsQ9UqVpO2AmjNNOmzLz/ZC3CanK4043xrm1zGtHfN6cPOAeIcmJMiq558YgrIdcmyaadKw97M7pT/PoOv9GzNDYxYG+/OqVUTem3WFzH4liQSTKTN4nxeELoer8QBskEX1kkmUsPmCZkRnSYGx8icSErvKEwxnU3FBvW7yjRLZ4kBSToocWzsmO/h9PQYe3u76FHHqNeXrlGqg0BOYcyjQ+HZQCHrlFIRsOfxTo6PDbydC12Fp3d7A8TLBTxqjJlsGqF/PH9F4ujaiH2x9tXe807YQb+fSiC2F9ERUwcxJZQfBfqDvllMa+DHN1z5grLwPYHLcZ3Bc6G3PwpCTGZTdSYpk9LtIickME7Q6QwxHO9KbTXXCWTBFY3I83OwjJlEQoXAYMmIG6LX76A/6KHX60rmrBN2hQRjsYyxWKXI4kRp8z2Gpezib8vR9Uw2pmovOLZuEDJ1e6bEDVWN1cansZ7AKf/O7ePgvK8lEMq+neeB40Bd/xzbbFWpI9lwmuz27m/52/5zaRLr2a7+M9Y4seMWtvTBGmJ3gWd/r3nxjQiaaxRa1zuWYUvm/QzJ9EKyAJWP1BIhNkcvyb63wErrNxw4wLXv4fN55OgY5FGAOGM0Ryd9iNMTYblYob/rYZnQGcoQSeEv2fK0MNUohuDpg3dwfHqM7mgkEDxShw46pPrOZdLukPbbDwRXPd47wPkqxs03PiqRuHtvf1kW/SkYoRogyz2skiWSeIkgoiPF0h8ft27dxLv3HmBBwV1hu8yF0ScPe0AQivMRUmfJFKDy2go22nj5HLN84GPiyOXeM3PD+ixlQuJnxOInWYi442HshwiLUChTSfGaFz4WqY8ZIqmtUtmkat/2Jvpg4XaINDMLhbCHnJk8oVTX+I9kjsyEQmy3uEysV7IZJ8IRoj5Gu5HWknFPxHCbEI86iYE4d9xe+t6MFm3xaK5t0oQNbNi29vdatM3Do55SD7P9S8P/LTqvjpDf6GHSXWEWLfELv/wZPJk/wDd973djcHgXQdhV9kQUeO2rA/yOv/Y9OA7OdfFBqAEn0mxVxY3sNXEnSDeO48KUrlA9b55j9b31Yll5/k2diRgdue31KNh1NZ02UQ67fSk/d6DSpe1quVFt2hYvnaYX1wwYRloZT2y5/iUMSosBdNHYWIA897ZBf8W1h5c5T27/N9U4NekB3e+S1EXhcTSq1TbtzSrQt+szVdepESl1P9vCLG6q0ao+1x3q2xaS37yI+lpgeXzuaUcC1tmwDlftHm1mkqqwOb8vsLcgkkyKwPhob+joZJmgHDRhlGN3byxTy2wyQzQaGlvLoCbJINQmyHzZ72BJUolCnTDWItFRoh6SaH4Ze57kOZazpQTaKGbvh57A8PtxKpkZ9pN9oS2KwsggIQrJAFGM3TqtFqUuAUnSyRuojzDyBZ7A+BeruThHmlkKMBzvICZKg/VaxgniuUruPEtFE/F0eoHFkpDADnqDHYEYLikRQnIHXj9eqyzFdDJBQfRBr4+TszNxBIU8g2QUS9L2z8Wpk7orwh+HPfTHA4H9Sx+NcP18RZtOwl8fYS/C6vwMwoghFthm85uGYtND2v5+4+mvApJOZMxdJbaE17B9W19vVnbBrQ+sHhIhiXeN5xVOkwt7LzbZz5L4xjhNpua8Tc6g7RlcmzOds9Ogcvt3m+9tvmtVwNMNClVLp+IFOk7CBmPoMKvA0gtvtYneDAx2gQ+AlIi421rH5Bl8C/keAyYS4C4QXzxFiBSpoVVc37rxjkDIqs83e/OOo+X8+76l8IwIWppkwLCLBaMzeYJB6AlemhSfJMbg5MTJShnqINmazNLhmiu9Mxxg9/ZNnM3mePLwoWSEDm5MhEFvNYiEKpQFrakHDA8P4U/mKPp76O120D+bY3ryCLt37uDg9usy2T58+C7myxSRl2AYdmSyZVp+b38fT45OJKPDO86hR2fPqs8XvEdOOpROkuR4hELdTJ6mpinyC8wXp3r+tnjS8zBdxMJaFZ57GA/62BmPEScZ5qsUC0IgeGwu3K0QquDSzcJaIqs5AhG2NMaG0TQzIEUHykTC7PaMvKl9ttkmxXcHYQ9+pMQRFLgl5FAww4alkD88PVIWD7ICHbkELWwBG8LGxRVTr2TgzButpRflcG1O/R5OO3P5678ZfgZ/of/X8D2/8XfhX3zre/Ddn/soXj/ZxSyb4yfDX8APDd7CvYMcMdnqiP8vCoxmxM0DR8FZCQUQFkSpg6smAUuz2zbZ2amp2bMyWta4AMUGOHCzUFZEhmWscansldfnmeaZctK2k7kbQas7VEo4UoXu7HddeGXtbJxzcx20l87Ti2lkPdOmRqmi/y23kFsidZ8kg8iq+qbWOuXn2jmLQzc20xhKdyhsPX431NVVHxsIm5V9ALCaT4S4gOiAqkNu0KDudGn9Z1NSwZ3D1o//LBHt8rsbiWasw2Szh+72NnOmmR8JNnLBUHBeNkEyB4atTgR1C1mDq44ORWJJwMDgocDlO2MhKFKYI22EIhYITR9Qn2tG5lrW5BANoveMTk6vy0wOZL/HJ8cY7xzIAkaQDbRNwuCqYvZJTjvhIV6u8PTsEW7cui3EEdmcsO8MiSnsl4xQEAoUj8egsyYETJ5FVJBUQgcS52HVF1tJ3zpeF7PlDEOpeVJEBm00HcQVg7RxjIi6kBS8FVgnMOxReJ7IlgCPHj/BaDjGeDBARFRLp6O01h4w6PVwMZtjsZgh90LRfKITJjbRB4bjIXIiExIPOwPSr+ciBC3JL8ICJcKoNVgksyDkn/phXsS1hK3DvWwd5r7X5rW3t9JXcpAC1Sgzz2ZbcOPqvTp2wj4vdd2+cgXqkEOIYyt1bBry2ewItThKxXrHqmClnWwYaFYmSI49X/Q9Lz+btbrEtuvU2L51Pxvea32/tnaxVC7PucapOikuRI0GxQvPM7b0ZcN0WmZYnYXQNs5Tc/jLZOl4YcliotFur2fl2ds75e7wioRTw9d+Lixd20L/ihpsgsx6OiGOxmP41DLIYyTLACkdHQrOmggT2dyUIS+UBZuSLqiTxY12dvbR3z/EzVt38e7bb2M8HuHi/BTnR4QgzCWaJfTixD8Pd+B1u/L3YO+GaED09m8i7QzheRFuvP4mLs7PkccXkuFSTScK7DEzQcYgdVpE/8GZdOJU2XHs2FQjb+qfxEExFLCyPx+d0S46xKRLFsMI/TELJDh0odfDqvAxSwpMVwVi7iPIlNlPFuHUFeGErI4Qr02QewjzVJxvjUSahbaI6RaSxRMood40uSGqQUVYBqOBzOgpXNHqMsgxChJu0InV8yKGnPuJBQqhhb3OcGobaM0hV9tOU/dm6jULoNrXNwwvjVDXZ9ZxymcFuMBUrvvjd97Fx7+0jx/6ts/hS7dP8Nkf+1H8saM/hP/9f/278du++z/Aje/4FiwXMd76+38Pr7/7LfLdo/C8hORJgCRhxskRC70i0LAx6dv2ng1gu5OJ3dzJOqnhrXh6qh2ub1/1oz1Kb/1ZrSvY3LSuifHm9ZVum/PrHqspKvh84MEv23pzyCFai4y1NkP07mytmrDpXU4u8lxbe/zk0mazT2VgYUtD5dpPwqaYLa8XSl7V0XJP+OCaG+++vJFwgI4OA168NgzmJimZ4lh/NJQFOtENZKVlHQ6FWTVgwkBYoaRMXULaQ5kvCe8m5I4wPGZpCEcTWnA6VkINnhqbQz+A6A9C7UPcFNvoYTJdSP2vzFS0lbRtFHFHgRVF4JMEN27eUtbcLEG/o6iFhMLLJOEhy6OBu7NWmcchbE+CpYTCcZEpkHr2JcEqWalzJmyCgYz15Upp1yVZRMger0FB9EoKrGLcunkLabqUtSTXFoM+4XMenk5P0AkijG/exMnpXNhzyeaXp8yqdTAeDaXO2EOKQdcXO0gyiDzzkDFAm4WIBh0M+z3MZ6zVzsWpnE1nYuN2Rrv6ezyUc390/4j+rmS+1rMzzr131hkauK+yRlsNpU0L/RaStUsSQW53TOZocwi0dBiUI7z61GS+y4hK7Syc77d0rGjrbLlWsPqH+qYy7Fno+9X2p2Yjm9kg58VWAUA3ANp+tMaf2yvTXivjZAu+BJ5FIVSjQ/BMomAvoFnk1HtuJktgCSLIMEfdAS/SyM7VFqglpP311EoWSjWAMbMfdEJEJykRqxcY1joy70jGyTf1R4UJEXm+0HRL4WZGhp65TMbzFXWgAhzsUzMhQhQeCuRuMfUwofDeKsFqsUAvChEv5rIfsuOE3YHwqvKSU8ODHWRdFJIpcma7xOpqfouTJyfcpvPJcyAkgfdOtzdLblP/JGqQhoRBsoI5J3+FR0iC3itKJ4xOirIF0YbkiFk0GgWS9aEOREr9qBK+xUCCDomOMPbRqaoggoTtyWV32GY0KusjENiFakV1RfFc9acsO1KWUMQ31UQ3+8osJbHY/FsePt0f7x2jlu+1ScLKQqKfeXgVwozHduHNUGQFvvAzP4/vHf3L+DUf/wNSk/WL0Vv4geG/i6enP46PvN1D8l3AfHqKswdfxd7yO+W7x9GFE6UrZAHg9lO1lNzofiN03xJm2hTruWI6NwbBQA5Y4ym0wetfvBoC5GSVTKapjf1r7b2141jDXX3QGs9pwX6/bC+6rduHGmbfslO9zwADGxzZRpfQAUzUHiMl0Nmw8xpm1Bm/ZI1LVvBk4a5P4DP4cO9zuyoq3FhYMtDlaSaD/wUdwt5IJpSKnaDDDIeEQFlhSRqxUmgcAQo564hJ6UwIOtEcEIIEIZ8wzotoD5oURUA4vexVJyI6aazJZd1wGOWIU5XJIGzQzxROyP4FgS5uWZPl5Sk61DjsRLiYXEi9syI3PMR0hjwy+JGgIpLxS6dLgoZZKjVU6if6QjbB7WYLUoArzD8XolxNc+Yk8zHnwe15TRgQ5dBgTirJYqSrRCD+/S71FFeYnJ+jz1pqv8CKdUiC0oD0hWsG2j46c7TbLG3OkoUG2FgX3R8I7C/PZ3pvTLCXY//xowfI50upW+7tjoXcgrD6qNdVN0SIh/QabxzrNij/Xkdxi4/mOmfvfeflk+uQRFhuX6Wjb5Os2hj53yJZUhh2PtXZNGsegdu7Wearm11uVq+f90RZdzDtOy9EANed/MsjvWjH6ZKzabuPzSxT86I0sd32QxcI4DpOLEpfTS7QHe5sTPlVuCDXY77qCWgmIq+6bS2rQOsE1QT41uFGtQWWMPlUbxFDrGKsNm2sUSM+WEopTrpURn0I04uQcxJiTZEfKEFEwejYCvPZBRZJKtmkiHCDlEWxWp+0f3AggnVxmmAxm0r2ieLCnPH61HnY3RHxu8XFqUStwpBMRQGSZSiRs4yRecEnq7q5JVoQ5jlefLISifNE8ocOPHFW6BQxK8WIVCSU8oQZWMdEqbyNSK84OLqYVWFTBgmUDlZw1JEqj1PPacFITaYq54y4UYndd+631eXQLJmYNIUz8DplJnVt8NY0HkHURdTtyORO4+veXGatZDLnvSG1u8B9cmEthJ/Bp2EUNqVmurU+Rq4aSrb7to7vOo+zNTL2W7yeI5tx8qcyFncP9tE9vIHJ00dYnl8gmU2wm+3LNo8W7+L0Mw9wfnyCIp3jVrFXOk7lw0xIE3VCnPEtmf8axMGJ3m86gbYH2A0quivG8pxcZ8w8Z+Vzh2tnmqruWZKd+nZNaJ2OdYMRd6NwjSCOzRba8a0GywUDv3SeXlir3WN7rS19k/uZZZqy5CWWffNF968xBNpWCs42NlvbtsZpc3p0zjD1LpZIxdqnnBmOJdAf1/ZQo0ffuOfrnd51ghht21bPXvmtDUezH+vzxawPEyniOBGGxoyQRPkVsse5nU4DRVdZl8vjMOjI4yxWS3FICGOLoq4JYGrdkzC7RoEE68TWpJkQDQnZg4FN0tmJfCOg61MMlmKxyuYqoUZx2uw4I/ETHRhC3xcIAtKgawaLTlfkB1jEOeL5qgreMbOVqYA90RAcv4uVwtyEJrzLtYBmrlgHLOVSIuIrxksCTMzIEf7O7FAaMXfOtQMdRiWDYn3ucjVH2Oljd9SV4FpAZAepzINCa4RNEFTugHHaLCqD1OdSy8WbQB3HJEWQJLKWkKwHPPT6QyGRYA3UgkFfiuEyKJxm6PZJbKWrCYU41tNAa4/3M7f6mHx+dajOA1uu95plIuvZHB0X60axadMvPRWv+XbFGFoy6xGp48B3t27bXPe1h99CLt33HAa9Riaruubei8k4rTMEvQ+22PoTLVTkNvO/yeV4L2NdIEIOs14+PUVQ3EFWYoebzkhlBba5/Obxb/SyJYTdejbOu87Yvgy65A4OnltVqscCPrPAF5FR1vAwm8g6HkbAWFezUp0hUmCDThazUkZ3SG4KsdorJKQYFzy1wghUc4kORCEQBIl4ARgOh5gtVpIFUsgxDYEv9OZyGcWghIJnns+1LslC3aSwVIQFfWQW6C1ObjVN2HoQsiOKg8JJNwrgR10g6iiVs1wTRTXLazqKZrFJp8kvEhVdLKiRnghtamiyVhTaC3PSphpa21SLIHXMKKMUM3bKtqREES7U1epB8TtSwEvWPjIKplSEr8aTTDjGiZPhRl/JZNakvspEcyNSp6vX13B6ygF55VCy0mXW179e2UVzgvVKqN55McVwb4Df9E/9k1gWPn78h/4S4sUEXpbhP5r/H/ATwc/gF5KfAX6FN5ALBg83M3WcTrvMNqqjTxr4PF1oz0zSU6+NfYbKh6CEFpXvmj+EAbjxXlurPtKZRWl96aiJi13qOVknqnVxaeZKO9bKK2PHmD2SRPxawBaNndrFqO2bG+SxfS6PbSiPVCBZt6qcp5ftRbXmPUFtDFYei9Lo23qg95DavW6zh7KKGzZza/ttyY/anCdbH3XlMTQjKyLdlmCpyBDPJ+js3lhbbFUOk/P+e1k7PkNry/JesnXjb31NO6Ai7Lo/0twoaU+GkPU3LA4W0XYlWVKnxNghgcunyJasV82FPS6KCEFT8h+pJ/I7ElTzokhJIVinxGwLkQZZLnpJdJb4Pp0a1uQysDno9cVGMMA5m07VVArKo4vlcobAowPREceIZAzM4GQJA3Mxhrt7SlxEmJ4hcdD5U+nTT8/OhSmPTiNt15Onxzi4cROBpLIUHm+dEPYpL+hZzsW5GQ13sFhk6DKgWcToRz46uz0VqU9ydHtcExDxkSDPyJDHrFdfUCy8zlxfyBpFAhC5HH/Y6yOjU0aiKcMIyL4Nu2Ou4IRUiqgY2nDWO3NDQuNlDcIaNAmluvd4fZZtrtaeZbA+38fd6g9Zyu82fL0puHO/0pQYaUmQuD6cBM0NS23RYjsrJ8S+duQWmH0yyJxmne1Vz5z7qZ2bXGC7cAwb++nET8Wm1gHwDb/F7F2/d32q9GtnnNwDlzVOuq59ca3hNG261u6CopZk2eAZX3nY0nHyEM/OpUBRLnJZ5ObueNPjsE0m6dlauRiXsXPdY1TiX8LwRtabOMZyco4uU/c5HRtOoDOcPXoXveFIIFcZa4rACVCVxAkx47VmlI2F/RJFE8YfFm6u4Im+EB8WjZIxGhZGXXhUMR+MBKrGyZkLUT5c+/v7wh0k30kTpKz5sdETOk5hIFGjOIi1TkhgeAZqRwMlTkaOgHTozBiB+hhagO0hEuMjLEiEGJqJUgtLLdkDtzNOCHWnDC7Yh6k74mI4CIUhKGHNDRfUhASQWMM4TsJqJH01LH/MlpR6Bp5cM9kn2Zeogk7SCjG8KZbzuUTAKlw3HddYnLPhzg6GI0IQIkReVx3ZlNG8UCKFQkDRHPY1XuHq3rvb1d9ttGcaugVGqUL1zkG4XY7JdIrZdC6aaMwm/vn8P8Q3F5/Ebxz8XglMsJ+HN2/hlW/4JrzyE6/KWyedqSFQ4fgi+yHFbpyFnD2asxBsO4f16FNzRm5cJmcWLl+WRbL1SJosPEtjoE9UbWJ27VUtil0VlK0FGa9YPDr5jPrprN9i5/VLp+mFNpuBLCE81rGvyD3KTKX73gfU19Ihao6fLZyjyxY77hBnzIDZB3EY5rMNwc1GeLO5IGs+HDYjhPejNYIXzaLJcs4gjDqSE6aTQnukzHdmaW3sE9euqsmniIPU0rWbuUBqlgRy52F3ZyzzptgYCRZRrJ7ByBTpjMQKJKEI0e93JJtD6Dh5uGfzFWKBvNGGpyiIYiAAXzQXC9k3g450TpKYdUcJYjEvhPbZehRgb2cXw35fZEJ4nkSKKIst7XmIBZlmc0IOqb9E50fZ84Qp0NhRNgYR54sFpjMKz4ZyfDauOehQBuY92vSioGYT1w2ZnCshd9RfJJ39xfkUO/sRQhJZZBlOTk6xv7+HeEVNqRwPHz4SOvLd3T3J6hGyzxtBHSo6aqSF54mwxlgSgRmRNhl2D8eyLpnNluZ+XWJI3ED5WkDk+Q/KyxAL9QO2E5BVp9FGCtQWXK//bmvWzBUtvWju3jpblmFPbkkZtF53oppzS/vldMGRTsHVpsVMS/2Yu5GKelfuy7alPtdm1SvrL2zGgXjZ7D1GiloP1PhdHr/+u9neK8FCdSCNmNm2mpOSXKPdykfsOEQmg2O7W3Ms671rHuR6T9uGxV8J4SkHy3rBYG2wtURUOOEtlws8uPdVdFisma/Q8wt0Aw+ryQmWF6cyaWoWSWFj+6OhsOhYTCt1FTLC5LpdoR0PgpVEivRCkII0wipm0ShrqiKssgKDIQtnSW5AKBvg9Xfhe12Fyc3mYoxUE6SK7nc7XSzDJbxEF682uiXOCs0Ej2l1nJAjDDxEPh00ZmkIdWD2iSw6CjHQO2rFKO3NM06TRKdIJUgQutZBqeNDA6ksiwECrJYLmY11MuD3WTgbqvYTM0mBL4ZjsVSRQp4To2deGCmVOjMRaYLT++8Ie5wK9tolmGacyKwURTtiIANO/NSl4mfCV3LpDOGMofYI95o2U9t4u7JVE/mOzTjhHLPzM/z9v/KX1YFNE/w/vD+J35X9FvxLv+3P4P4/PC5Fiz/yjd+Eu29+M279xKG8PunNlVFQBJaXRiW0xJOWDF/GXbleV7fcvMwMyPjQiS5nvZtZYKjYsett2SxsqfpU7au8yPXnfs3pEYSPFtM3s/wWTnnZtFFmD53XL9uLbcalN1FRG5Jh41+2YNpxmiR8+z/MHOAmWnKXPMrq/djXeTw3Y7Iu2X7FgeoDvTHFbXvtXhwhSrVfZXlV+GF/SD1EfYZZv0RotfRbBIErxEEJxTUZYtoFCt2ORn1xWqYUDibio8jF+WDtkOzCZ+2SqLvD9zsI+h0EHWaWcqxWU4XqZYzw047nkrkiusL3OQY9rFaEy8cCA+93WcPE/oXodcnox0yXj15I2NsKYaYserQ0qzQW00oUCqGFrMcltbnoQ1EHijXgHjCbL9EJQwwGHXWKRI+qJ0RTIutB57GXoDckyyJZ7yJkfoCTkyPcOBjDi+hczuAX+uzk6CAvIpyeTTGQGBvXK8DZ+VS0r+j4XFzMMTu5wGR/JrTk3VEfuwcHmM9J6uUJo6/UmVFst9NTjchsIfTmRIcsVhmGe5Zusv1uOyPdMZBtOf+vt2bmm43N0lSXm5dG6VLkYLHhbZnjWEPOYLQia3T+W9deuqwG+FKHqlE6VOu+rAsu6WpJcvPst+1aGSeBgDheqWFPrhBmL3DsrEfzzOKgqZXnaFBcZ7q0iwvPrRWgkpoup5EuL4TnX1K8zgwuZALlUsg9ovH1rdZRAfTSCDfisUyED4bUubHbX50qbF0rlYa3OQIqmnP7SvtSbe05J8r6oSUZfzodqTuKuqzbmSMlfCzLMRj1ZTJkZmX/cE8yIQELYKX+R1kG0yzHIgN6u/uSlSLkL+wq0xwx3YyOMbrkeamIzvndHlbEa7Nole4N+0A1dBalcrFB+KAXIA8DRIOenANJJUjUISxConTOmJ1bdK0rE43s0nnyhTK14/tgGS1zZYGnIndSWC/sQK4CPA2aXkuBmwT80YyYTPasJ/KA6WSKs5Nz7O3vIqKqO/Hr3QjTi4sqCsni3gxYLOboS2GvLpz2KNI3nWr0ztBr07DRqSwS3rUYUUBHKZP9KoUqj0vIBFmNaCxD0yf6XB78iIaBt7OiG71+WxeSXQstVZ56S6s/hDbjdIGJYAwJ96Tf8WeX/y6+b/Hr8W/8/v8Cby/PcfNDn8D06AEW0wmePHiE6SzF3opZKM04qSNCCGms4atmFxuvLwvOVQvX9S87SSLHjjg6To5ukn2eSufJ1Dm0tXrGScU9a7WV6xe9ykTR4Lj3oBTU3iZX2IzMfz0b9n8UmteihWbtR/3a6yLGjLD3E6pXda+WYXLDaM2Qmmxm7YxNkl6ZktINBd5tznO5mGO3ZY1wmRO18RPH5j5vKF4VCd82AKsbCX03A8l+KBA6cYxywzgrmRcy37EeqAuPtTckZyAdN2dHZleokSjU39QtSrBaLSQYRwFcXs+o2xUx+umccHhPBWgJG88yLIXeHDg/n2AmZE5kbKQNIcW40m+zToq2bLmMZdseZTZ2doX5bzjqidA6A4L9fl+IGZjZImR+lRdYzBcG3q9yGnLPAoqv03FSYV2ZqwS54aM/JAuuLKDEwaFtGwzGMpC4XyGmCFnvlWC2mGE8HkvWKvc6eHI2FQeQ6IKbNw4F3keUY2fgYzZfYDQ+wMnJMc7PZhgNRhiO9oV9d2/nQMRtHzx4IIiNebxCQGIJZgLp2DHbx2CsscPJfClz8WxyAU9o0dmfFLrS2BSZKlpH7pW5nPdQxHh5zdOGz9YMzGUZp/rTX7RE8tq6ULREMKxtlRps1rhZzTo30GieLxs02LYOUb9ndeC0CfFEc8YyiBD3NG2cde3Uq9OuZuot79X2GScVJTAY5noH5Xy0nvH5tGZg1lnMsFWOyvM7XHNfAv0KHGa9ZIFstYQfDUoCRxP8wc5qgJvLEW7Nx/L7xnKMW3wd7+BWvIfbyT5uJ3s4yHfK/f+B7/o/4yduvW2ShduZgfaUaJvXLqBr54W7k9KNsoQ38pqUp7ujIe6+9jr2hx2cPn6AdLlAp8NU+wo3br+CnYMbEm1frZaYnD6UCJbE1gk7yDJM5gvku7o45MNC3StOrGTn6dJ5IZa6mMvr3b09SaML+FGyM0GJo5baJeaOmL0SEgofXYNtlrokA60TSCAx3oYtSGpRGO2lY0SDJcQQyqin/SyEoUfcJWafSGHKiAhVzwmtYDGrFMIoUx0zDJzomfrn25OLiVC2M8pFAxN1uipoyKwRnTCB1aUiGCjifrknuHGSSAwGA3koT09PsbOzg9liIa9ZN2XFc0UMkFkVHjvLsLO7h3g5x2K2Mphs40QZrSqy8Pld5qZUT0sim9sEMNoWMI7wbblZcz9bJrW41dg6Th6dH3Vk/+Plv48/lPwu/J7x/wxf+pvv4kPf/uvwrd/zz+Knf/pv4q0v/Bze+fJbQPYF3ChrnCbmeNQTo5NpWAPN/NnqQtR9aKdHjfc3zVVmHcvpTqF4urEcz8LJy3CFRrYUwGspyqtZan0SdkM+bq9atjG7qgghNFav9VDO3GtCa5XBq9eiVJo4L9sLb24gunSwLUzX+cBkoMo89/txe9xhV/fxauPGvmwqFm5yJNoWOvZcTUJeWjw9U5IC903Tg80LVbOf8nm7ZjT0mq1JrkRbU2k2XXZgQtRVOFYYaA2TGH/HiYGvp6loNFGAltdZ6cmVXMH+0HGhPeNcmRI/Z+Bslhl2OOiJM0BNv07UQRzn4jQtJhOB560ShfoJmkF0LX2Mh10hZWCtFXWLxGZ7SopwdHwk/bxz9zWxYbPZTJwZ2lq9rYQTQggbaAN5jt0Oa5iBgH0jDJAMekSBkAnvnOK7Hrr9IWa0lYOeBFSJVAlIrEQNx15PbFiymIs973QHkrliPwbDHcPUG+Lo6VOkBeU5BpgvJpgvEkQdUraPkKfH2N3dx0ff/JhszxIDux4YH96UQGQaL7FcLQxELJAsHOnMKfHEeT0M9LqwzkqIJsgCbzJS5cLIbVIzUwWy/CtHROOVG0B7rmGsRtq6pv9nK9IME3atA6ZgyT77Fk21RlZR1TbZ10Wj87JMNnqasvYrM0xWbkHfr2u2XfMsS40oA40vrbJz4rU5zNLKW6KIegBL5z212u3hohchgGs6X04pdpy9yFqnFzphru9e1yqGIMIwAyWrOYLxPv6Vt/9x/G++8PtkuxgJOtCaleu03/z04/jMzbeMgGXDQ3y/m6FLjboD7N94hcJVOLzzOk4e3xPMNskgxns3UQQDwU4Hwz668QyYn8H3UskY6XNIpfEQaeEjDSKkXohu1JWo1iLJtAgVCgncE60L6hIxC6S1S6RmFUdQmKfsU6CgF9EtilhLlCCzVNzKmycGaZnQcdDiyMgPpV6KkD4aGBojTpZRXojomyl4QtiNlJHPwKuop0GVe2am5mmGpThN1KAqBCV2/vgRPvzhD0tmjobu9PQYp48eitPVGfal+JE1SmE4lEdLJnOP252KBgcNI39OTk7QHwyUztXADEUY10YqvQKjnbHUPhUL1mDRGSwVFeU5J7yA9Nzn5zOJmO2XqV93CG3ORFw1deuw3CCY2vTF1xJTrHGyUD1mVtly/GvJPy9//d3Jf65v/S39+Te/ycd/dvtIMk9emmAPOyVUzx4+jRdWkdrJMjv5lG0t0aYgXcvHdWfLFcK9PFNwVdRq2yhiXitCsRmvekCkloFyM1POCb10m96H5l1+r5Wxq5L0+CCbJNvrQ2vdp2/73jbZJtlQ526S89hGqC1hY3WPzC5mdFFdayXdvt3lB2AXr9WUIVXnYAa4VOTc6qjxR+d3DeIJ5ThJgYIAvW7PVD6YrBWDYKzR9RjQXGldT+4hJnsrHQu/Iz6oECmw7phkRXQ+fDpHDPxJ5bJAAJnp81YaPKHDwgxMp9NTcVohhy0w3hlhuVxhMklV6kME7z2x3XoHVNSXgcU41SAi2f9kNqJ0SeDJuQ0GQ/T7Q8l8KYSewdNciCG6/Z7YQNKUL2YL0Taks8fgZZxorfLe3r6y5sLDcJTiYrLErtT1HmBn76bUIvN4b3z0E7Ie43XicSV4RZsIkl4M8PT+AyzmU3T6GrxL0hizuWbahAWYmb/BSOx8Encw3h2JOHNIZIgNdtAOtwTertVaY9eX2982aYorD7Omo9g8mi3icVEIsspSciKziQ3HXXd6Khp/N5FXMueJLhgTlZsyYGbrLTJQtj7UOZk1VG+V0bebVdtXdr2EGumva5z3MzpO5tKbRZ5JEFTz4POwC++zD+HajvIm8EpaZ7DIsDg/xvjGq8gMJIrNOk0n3jke+k/xJDzB4/AYx51TPO2e42vxu3gnuY9H3hEeFk/w/cnvwH+y/A/wyYtXnIvVcqLNfCOueT02jf7SS6x2JhM1syXEpfpdJHmMUW8Hh7dfwcXxEyyWGaLuCGnYM0IeOXrDPaxWc3i+FnTmCfHVK4GQkXkw4CREbLWh3BZaZDEsBabnZzi6fw8x8durBMVgJP1ixiWf0RHg5J8hi6nLUAgRg9C8pqlOtkEkxZ4iVktdiiIVTPgq9+BnuRaadjpYLZbwA1qHTAXyjNikxPDosBFyGHREN4p1UMMIOD19jF4YYjlbIFvEWEq9EUUiSOHq48mDr2I83sHZ8QST0yOk8RzxZIlBMkROKlQ6dqSF7YQCWeQjmaxScXD2bxxgtENK+wKT6YVmoXjOKcUDmdVUjQxmEXrDHTFEGVXl44UlDhTnjClw1lqdTWd48uQEBzdviZFbpZeN7Ou1TSnzTQCGZia81HHCrBzn3s6bcp+/8Tu/Cx/+1l+DVWcs+lhkSfy1ye/Hf/9D/yX6C6UcJ3/jWYcQEda7eXJNrWMo2iG6/KhMw3XnHHd7dxHZ3KylGtbJG7R9Y+P13gbT7cJp3QyGLLtNxM7E3aqeNKBICh9cP82X7QW2Swagar3pNkJR/QE3zxmmpZndYppwa3c3L3CcyK/9kah1giJhFKjbOM6GgzYnFOnf5Z28HjvedZqt19q0X2WOrYrgM0Fl0GZRPNY6T+fnGkQiUkGyVCGDdVxEJuLwkLDBH48ke8NJjs/8KotFzoKogvlqBZ+OkdCH50j4Ham7pUXT+8O5kdF+IYpV6ieh6Sa8njBviivR3pyfLAXxEQ5GGIxGmM9n4gBlPJ7oQQ1FrJcQfTpSDHYScj8ajQRdskqXiFl35RU4OLwhmSXKmqwWKoRLanPKb/Ca9QYDLEniwMDlMEC31xfSIzpWZPcjWRDlS6j3GHZJxx6JILASTfly3tk8l2MLoy/XXdRUFHZfG8xS2vGnT5/gnS+/jd5ogINuRzQqlyv2fyVB1kD2T1r0jpwv79VgOBLR30iygRUb6fMaRW5Wt/7m1e3KGqC1Tq7ns3jfy2yam+woNyvB53WUxqY+epuPL8x5WjfgZJz4TLC0oEAeKPLnRQuxV/XE7rxgJ6b1Gqi2c3k+jhMXqQ72v+yUwwgt2ZPnm4fUQ8uB1iEFtVrr99jW/D1rJEpYZY7V2VPsFgV++M7P4I99/p+Rd3/D7h8Bfutd+PsjBIROSbrdQMR84N5nH+Ozn/mpchT+cv5F+f3J6atmIaz00nYp2O71utQTW56N1W9piWBIEtMaIfNLWGwYkekNZHLKfU7Q1F4gNGCOFSdsTlYSYSpQhF35vAgJX4xYzIPVggWdZjFr6jEsClVYfgIWgzLSFOP85EhgDecnpwipps5IRF7g4VfeQir0rSHG3QDdvJCaIp5Fr0uDo0rmQhohqdYM6XKGndEYQeFjmVIsL8ZoMBBsNp0uTtAhs1V5LurhZO6jY8aC5SDiYiYVxrckniGZHGPuATf393DQ6+DhyQzHp8dS/Z0tV3gyfYLzTlfw636aoC9L/ASYMUIYIEtiLOa5QDKYFdo/uIkbN1+TGi8vpHGYoj8ayLii4eIZ5MlKIoiK7aYQHyOCY3FEKRrpRT2JWJNynGKFDPmdnZzg7PzciAx3lHnQCuDa9fQm78C8XMcpr48vmxa3bHKtrZHdCHMf/Zz3GrgoJo40ulqj3v5NZGFfiqU7RYokBo5Oz8S4veGpttOxfy5+EjOCjFIqVM9thInWn9q2Sb9GulN5PI1zdL5XbmydMoPRLiNnBi5nNd6EKcg6OxXFcGkYvLoo8WVRRL1MLZ/bGioneqYg2Ua/ndVwc2p0A0Mv2/Nv1K1xm4VxVvbS1l+qtlYtLfg+J1O2qd9xnyw3huk6T1c1dxsiBVazGdDbc2z5Fju5IhD7bGGh7ZslJNLjVIGatWacSRGcZS2tve+EVlOCYzSC7y8FDpcKvDushNELzT7ReWJ9VJiEyGOOE0K/6WBQqJ2ZJhVj5yKY9TgkdUhM3bkSS7DuiVIYPnqdAKGXIV7OhJWVDhoZZYWRNYokGLrIV4h8D2fnZyYjpfVLXBtQXoT2p9frSzBvNk0xGPQEbRF1IHaUDK+9biTnw06Q6Y/SGrRRRBxKQDCjnSuwMyaKgNBFZqw0+5XlCeJUkSSLBYVqcxQ+g6O0k6z7ypGF6twwszSdKex70O8ZFIrWJc9nM0yncwminj59isH+LgKK4vKczfzMGuScaxjWN8V0uHzs7I5FmHcVqy4iBXijPi2yupx6b8rb+wyk1c/eaqQHTfhcNeQqR8DO7vJLvGaVSLGEVaTftc3Ymab/I2O8UQvsQvPK33n9mXRJYEoguZnr1H5WWVfr5NbRItVDfrlDtXkiaMhuVRbRHtdsYH0n5QCzSuQ2DW4pwp6r4+T8dv6uQYCfNUu0hUUvd9u6yHmPTHobwuhyOmWBK4RKmY7B0/45vjx4hG+Y38FONsJsZwednUNhhvmBz3wH/qWf+s7arj7vv41vv/n7cPf1N/DofAp8CXg1uYHduIeTTlpDZF46bLYspLskILB+krpjmaBJRyrCtyRlEJpuws0UKsfJkZmOaseBis6ypkjGXY7F5BSr2RlSiSqqaB8LO9WZIjSuD5AFKAxwcLgnOOY7t25htLuL++9+VaJQ3UGAV197XUzPYnKCPJtKhOjGwYFkmESvIknQibpYekuJMqWrGR7e+xpuvf4R0YiiY8Y6pNF4JEQMXqaCgzQYhE+w8bZmAr9kZDDBO5//JRTTI3jpSlL4y9u3BUO9H3m49/Q+Rv0hWSEEbhCSECNP0fV8zQpRoJB0sUEokbsiyTCfXMjDOhgdYjA60JoZOqRG46o3GMHzicOOhTRD+iRrZF8icizW5fnSSQx7fcTxUhkABZ53KrjwOzduyDZ0PIl752L6SniBDTqwP83Ib3N15BgNS4LS3qoQnWSbMoXpsU28WR035hX47E//JMJf+EXNMJJpidhzwkOyJW7io7LlcXAuTrp9DjMKaJbK5/Vz2dSz2oR/SfSsRgZW30NVm1LC9aT6sT4py3rKPsHuvq+IFjb76wY5Gufl5KFao4N67bVusdre2YNdLX/AMLF/ZJuTSZJnq3ScjAy2fZasIGS5IHmxdTvP2kqfbsu+1ca2raM15FFWyylbzKX2Zqsh2NimeA9O03uLbpu8smHQ1P2tb2OZhvkftYmE28gjsYPysou2kyFU4DzOv8W2MkNldIm4D9otOk/dDh0c1f9j8I8OgIiyky2PMHexUz761EGis+QT8qfBKlm6iq0hGoT05kTF5Oj3+nJMOlyEijO743W6iClFkiXo9SMhapjP5mKnSOJER4eZJ9rg2WSqNOIRhWspCk97yuMQkmjgV8I5bYRpjWAvkSKzybkcm9mfxXKB8XikwdtVipA6iT6vQSwwPhsIpATFZDVDFA3R7xF2z2sGhCEdL2o0RdKfL3/pS3IODDz6WYY7N24iWc5FDiVmjZX0geNvhbA/wmKxQrc/kDUKWQmZ6cpSJcEYSHmtkkPVR1qJs3pfobYVLK1lDBt7Je6uyLKwbzl6aYAo93ER6dpSnBhBbDiRw0ZKbdMZrTlNDXIlr9EtF84uK2eHAKL6uyn6Xa2xmyydz3Kt69+xUhB2XrJ/O1tIPTvnquLFQvUsK4b+VFknrqXLPm+roNmWpbpinltbFLygJr4x2a3Na2GaI4NNN8Lndu6J4/St8cfwo2cPcXhwU9KDLJD71d49fN/+/1qYwLJ8hlV6gcHuAb7lN34vTk6P8bUvP8CH8lfwicld/OThu/h6aDrnUbjPlrkrQ5BoDXmFTOi9HrM3CnlTkhAldqCDxXvC1P07b32ZfKwy4TKywwmPqXc6KoTUkamH3x+NdjGdLTDeO0C3N8DuzgHOz07QHw6BqIck8+F1R0B8AZ9OSrcrRkaiKJJ96mEWKAMP+yEkCtMZBgdDHBwe4OH9B7h9+7ZEzYSGlOl9OiEiTGsgX8br73S7ePPDH8LDty4Qz1bY6Q9QxCucHT/FO199ByAtazfCKCww6qnBy1iz5QfoeAVi1idRB4OOoke18kiiX2QniplVEXY8jSxyfBDWwDeoZE6jxxowYTEyUes0yQSfzaJX1owxW0XjJLCOPMceHfVOTyJ0PJXc4viu066KODdqeGyE79LvmN/DRA34wiN0M8ButocROhh5Q4yKPkanfYz8XYz5X873BtjBGEMM8OnsTfnuSXdiWHTUGDB6aR2nZ14IFVdE4BvaUJehXWvaPGYerIfhrjk7tWSGy8hiWURabSOLjhbIlKuPsS3V68v23pvo+9nFBYNJDuOiDYzpuLEusIGLPGuw8fl1XNsL6IOsD3wjVyKh/oUsiK8EKxZt4YL1bjZH84u5jDopSBai9jzVF2d83ulQFFkH3Q5hSSRMUntFiNJ8ttBsvLE/DB6yrpWBP9E+MnW+3IZ2RMTTjdAtx01qbMSKore+j0EnkuChrDkMMVCazA2xEREPFMxlIS+1ExmcytElVJ7226NoeogeWXQly1SIk3Ly+DGGH3sTnU4otVB02ObzuTD90cay1mo+nQoMcby3K2QRImpv7BYDn0YVROnPCTkXcV0teeB2tMe0YXRWhFCDmSARCebIiERonleZrIJ8pxuEiKIAXiDYDAmmkVmQNvLxw0eSfSM1u9QvkQK9P5BzE0EPQsNyDwkdQ7lumlmgLSV8X3WzgKjbkzUAqdUJ4df6fSMwX7oA72MrxegLdOICN5IB9pdD7Cw62I8H2F8NsR/3cRgPcBiPcJCMcJCNcJiOcZjtYFj0BaHyr3/6/42/+NrP6nmIlIdmnWRcNDXJ3lt3Ufki+nwL410531UMejb4uI0Jb9qwGpW5Hqru2LU4cds0C8N1M1/Pj45cFqh2ntf0tdQayAOh2cGy866EyWV9cTN2G+6jvW5tPvdV174JK9j0unkstz+qD2SZ9WJkiwW8zgi/Mr6H3/Xou/Ct+cfxF5/+Eg6/4eOSkuRij/o67yzeQuBT7NVD0Cdl9QD3n1wI1eivhF/Gh+JX8MnJq47j1B5j3uaRbdfScD5rwCI0ElA/Zw7yOE4w6pA6ko9dqsXpYUdosTPSe8okr4WjdAAIo+LfISNjxGzDwzd8+EPAYCxG4+0vfRm3D+8gLjLMF1OsJlOBsjFSNeiPsX+ojD3MQu0f3sQqThD0hyiiATLCE4jIY11VuiynLynuFBIKFRj0hM5c2Q2Pnz7C6OAQfreL0e4O5ou5ZIguLqZiAAajsdCoSuGnQBq6EgFjhC9lRCYrEJEaPcsl/T/5ytuS3QqRYsqIGTxc5CfCkic0FKTeZDSO+5ktEeceQjpN7KtgFCjamst1JGyP+hckmmBf59MLyVB1SRoRBpjPpliQHEPOkxALir/S4GqRMKNmpCEndCIMFDdv8d6qZVRpd7U+blu96U5SG7/Uvr3z7jjty+9+0cXy/GfxLO3+7oUZUZrdI6NlGfkLHMfEQFKfIYhdnkKZiGlE1+wG6/NvMyNXhXKu69PVDYONbzeWZWVqvcEdbSKNrd1bc6osDfpL5+nFNAtPNkyHDkW9TsH2+VR8pywC/UwmrnWYyddBswZ3g9dyqe2UgJqCaclMmxtl7vn0HFL52Mx01w5q33M8yi0CNlshNTYed5t3XQ+3aO+DsMzRFirkLY6VYU8yTiI0n8l6ggt4wtOoD0h4sj73Wgqhe1KqciEN4rrLU7pyBtgI1xv0InF6CN1mvdTFbI6zk2OxEUQrCHxYRNrVARMGWFoVIUfooONHOD49EdvDgB+drp3xEPmCaImlwMwFUEK0CGdh1hktpxjv7UkAs5NwTaAkF+yXOk669hF5DMt6KqcuqTf53tHRCZaLFXbGIwwJt8sTQRJQ3CTPlCGXX4x6gdY3kflWDG2iwrVeIE5lJ+phb0StrACTs1PJJvHZGg0HUp88HAzFeTo6PZGME6+tUL+rFKNk8nh+gnKwLISUPekqUoLrC3vfK+epMRxaSHfWXl9nrm1s+uC//ZN4L43ZyG+evIofxM+oRqTAKW3gsfnUbW9Dr+g2LAxQ73/h1Dmt/2hfLNvehv2X5SXrz2YV5KyOZ/dZu/YmuLmpdEGh0xZd9qIEcO2PK3DnzisuEDRrvG46Ut7lM2G5f+Ngtd1Y7wVhvMt9m4dX4QYJVucn6O/fxOd37ss231Z8CktqAXBBTggXPHw0voP7y78GIpbeunGE/+w3/STu92f4+b/9d3Dx+B5+yf8Yfie+Bx+7uFNeEMMlZ47rP/O5rZ1ryzsKN+KArSiOJOokeGpOTgnSfCWjQyB7ASf4BYZZgvlyiaDbgZdywgVSXhi/0njgJCrsN4WHGzdvSuEqJ8ROf4CdQQ8PJhMRqDs7PxXxV7LWJRINySWrs6S2kxcgIcOQx4yOosXF6Nj7Igx4XFTrYpC/WaS6ms9wcXyC/Tt3sLs7xtMnRzjY2xPYGwXvBPIQhRKN403tDcZ49OQe6RvQTTLeaswXM0wnMSunDLOfOpVR2BMD5PmZQBqIoWaUrj8g3TrpY5ldISEGeSTETMqgYaSHsAU6l7ykHHyR7+OVO3dw/94DicBRMJFK8fF8Juczm03VYBmdD04CooNlMOw2WqSRIwYtlJ6cExQx2/XUUHtI2wZAytduMaUkOFo0FhqvNk209/vnOA8X2DUOFNvCjzELV5gFMebye4l5sDJ/O7+DJc6jOf7q3Z9Vkm8elOQgFqonARtdhpbjwdyjYgu43lpQya7NzGWywTiNOipToWa+qgJ/RiXlGZJBrzBGRldL8WPzRJUQni2M6CUur3k6jX6Kve7NE3GCI5otrO57WRN6WZ3ay/aeWs3hlcfSNXzGURI5Aa1xkgWFhe29H8UTm4xJi39iy19dLgZZGm9Ae15mS3X861gl9HqP9sLanXL/TefJjcBeYQU3+zJre2z7Wtu2TcJ068xsTA/KKSoukXqIfIOU2MJCR3IfkdHgHKUZjsBnlkQzPcw4qVyGOiIW+UFb2iVsnuyw3Z44HgI9I8sedf+o5ReSXa8Q5lgKyUtwLssRryhlobWik8lEqLglIxOEuJjMJGNEuFy33xXpDll5xAvsH+xguZiiE41VQL6I0e8p4qS/O5B6Yt7OEZ0WI40h4vXm4loYJkuJSKMekFFXxHhTnDx4IBmd0bCPThRid9THcpHi+MkpVpJV87B/cCjjZTal2C/p2Qn5DxF2KAETYpXl6BHuz5hkmmO8s4dbt27h7OwEpycnSt1OkiuE6PZH6McJFhcTHNw4xP7eHqZn55hdkASDBBUkpYhEyJf3iHazI1mtKl7QrNmvBbNaRkjreLpi3hc700AYNFuCBMfeOY6DM5wEF3jqn+JpfoyzaIrZToKLwQqzYYrJYImz3hx/8Kd+DX5g8U9jGi4ogAi/6CBnXVezSquMoDtB14a/UT8Xk0zwnL4a22uZdYWGvCSCqBhES5SGgG1MVm/LKGOJ6mi+bz5zacntPt0yBJ2TN0SASota6Xm+AMfJ7aAuKBSbat6zWadNzc49Bvtm58wyU7VhQVMGXJ9j28p5ch03AzdYTc4xKIDPju7JR5/MPoTV8UwLDsMuPvfKEf793/BX8Td/+b/Bd3z01+HfevT9+NM/+P34n/zhv4TDV15FsrjAZ+Ov6Hcv7paR4yqEoZEn1x6sZdq2GHBrXrezw2qf9b1zEvS8nkRncjEAKnrMCYZ6EYLf7nRFa0nrT/Qn8Jn9IQSPVOMx+iNCBzjn+YhFm4lsNZF49N0+63VmWMzOMdjZEcY51kpxouRpCVtQVkjRaygZPBoPf43v3goOWkiZsFymKZ7cv4fh3i7CXhfjnSEms4lAD8hYJFC6TiROFCdx1j9NWZOULnEQKmNQtpxgnsUqIMjxTSPlBXjjo9+E0eEt5NkMY+9CdL1EUDfs4d79E538hDaczou55D4zc0pJy2sam9U5Xw9HQzne0yMlySjSnkzmnehAoAnMakmkUJwlXc3TMNgIXpkRpZEKtLZJCx7dhdB6tqQ+rtYdI42Ymy1qdMDte3EPaf8+7yzxHb/9T2An7WLmx5gH84paWBYPJkAgCI56JKWMusr/ivEvkpUUHdsD2SSwXdzVfJWWVvoYZYhq/UzKQE35mZnYa9ayXutkldAFQupxgVE7qvlK/ffmZ7gRD2vQppb8Gm5fNkwD9va5Vq40Hi89pxfa2tbxOo7a6uUM5NkiMV/kvdmw5l9r9rlyvvas3eL8YolT2Lg4D6knJGkEfX8tzlMe9LqESNdra5p1V9rUzQsvnbf0wpH11S98gbpJHVGYYTKbSw1RGYGXjAwJFJTgiI1/08GindgfjirIdrejtbl0CBi5zyFwvcnZHPsHNwTCtowTca4E/pflWC1nODo6FqeiDJASIk5ZDTpoQYTd3a5C2hZLCUIS9TDodnF2PkeyWojdZnYooo7SbCIgr32B56nwPDWhCP8Tam+hU2dmMRFYINcB3mCADiVJmHUzAaWz42N0eKzbd0QYvkhXmE9PsJwvcOfu60iTlfTtyZMnuHHzBrqdAS6mc+QUhe8OhUl31O0LRfvFdCZrkyQdSPBhvLMr9m45m2O2XAo8sMiVHn4+nYnt7Pd6GI928OUvfF5hkKK7RZkUOqIKkyzvdiP2WDMfbYuyq4ZMc8TUYE/6lJW7LIAfvvuL+N0PvxX/1+5fxL/3+p/Dt/3W34YOof1BhHtf/CI++5kfx8e/4zvwxrd+JwpQH5PQzCGKbBedn1JGW3WcdB0gCBinRriyEdVBm/VMVV8vd6jgfK+eVXJf220YBFe0Wu06XHYZnUxS2Sdz3I2XWLM7TrDQxYW0ncQV+3t2x6ma+K23qDo1ZvVSrrpaftyTscGb2gL+67sxoC+ZTlJjz8+F7OBR9xzH0QSHyRgfn9wWCF8xDPFDyd9GNpjj5u/4BvzD5X183+zfxGef/nn85i99FPNvS/GRb/k0nv74PeBngU/OX9Podcmq50TY6kRk16ZdXYt0bJE25iTCxb6w1gWElKWSKeFknsyWCj8RzSEtefYFMkZWNzpXzLzkmEwuEOzsITH6AIQLEMJAVj0WcJItjwN6sZxjuDPSwjxG2FI6KCFSstsw41Uw3aULUkK2VECNToNTiGuIK/RvwW8hjhd48uAe3vjoN2BnPMZsOsXu7i6ePj2WmqFwZ0cyaqSxm5xPMd7Zwfkx4Qk9oWZNRjvo93u4mJyK2C0N4DLJEY0OsQwOkMQhFuePcWuUYzTu4d2HRzi/mCp5Bh2tUOt7ykZvhow2Rp9Ks2eFGFgSWXDSv5icqzNnHnbRO+iproQ6lCriS7FcRswmZxdSQ5UlZC3KsXv7LnbufkSigNdrrgdROe7G5bqEYaZydNw4kJsMX4QxFqHqctnJW77pqH8ru03di6mxA5lD0SCTRlfnnsrZco9tKWTtGZSW7qph7wYULnO8audezyIJjluE/5zn0Xhh14HHtS1Sq+/ak2tbaW7ZnvV7L9u1WmumVpxsHStGNlxopjlneP6WwtUvpLPtRnhbVMaVMUfXcUpXUjuKnoEzu65Ry7m7y4fyUW4Eh67V3st313ay/jbn6NXFBGmPwqo890DqkIbjIaI4Ebi46njpAsgGG/lM0+bScnCuJwpB6qCETKKLgPVGeYLlIi6JDsROZiq8LdF9BqTMHGbty8nxqQYeZRvC/RQ6yHvS7/YFLl4QyRGpzefU3B8MsVzOhZlW7HugNczJTBlzuQBnvVAs9OKsG+4K+YNUBWWpsvOypmg6RZoXOL+4kADhnVfuinbU3u4enjx8gItshfEoxM1bhxL4I/xusVoJ2uLO3VcEwjifL/HgnXsY7O7j9u0RvvBzP4/e7r44dHdeew17dBw97bOQXqxiLJZLqWuank8Qp4nADpeTCR4cHaHf6eL2Rz6CIQkwCP2OV9L/rjAW+lgtE4TRAF8PbRISYQE88U/QH40w3NvH7/vJX4Pv/uKH8frRGLN8jl/8+a/g/3nw83jwaiZrrCf3H+Ls3tcwSj+t+wgW5VjnfbZNnjt3rX7FvGPHVa3suSh31mi6U7WJLc6U+XJVKrL9w9hW49TaDArJZvY14F5lE7dbGDyvGidDLVj2zaSL1uB6TufX+BvtTdKghV5Y6ytsWOjYCdyBnW7Z3+tP/BuDuA6zXjw7pxonEPbx2Z138ZuPvxHfsvoIfub4SHDCx1/6VawmE3zs9/xuDPMCX/qHP40vRfdx92wXMTMouY/T23NJv+5mQ3xovoevDc9q9uu5289ykLadc+WEMa1OC06IHDNGXAhy8iTrG/UdSGuaS2SMTD2sQerCTyMWRwk3P2fSdKnaS3SuhK1PikRVdJawvnIE5Yy4qb4Ts1GEolEQt2BUTBwNxXcvuB2lmISWWjHQMg5Jd2oXHBLx06gflyWnx0+we3CAW7dflQgT661G4x2JjNHB05xHgIMb+xiOd/HGq6/g9N0v4fjhhdRzLRaEEy6EynM82kMnHIIwfXI6PHlyhPjR1zDpc1KmwB/ZjIZyTVZC/8nUuIfcD8Uh7JAIb3EhNUwe8eBJIufHzBzP/ZW7dyXaeHF2Ipk8GsHCZySN1K05QtZNhYwSkkkpw+ToGIvTC8vrJolQkmJIJLCI1+57NXKbD1b7pFdmqZrPcuu4Wg/RrOeizP3ZMDFUa/nKQVDqUO0EAwuS/RRNEHVESifM7doWEbFNrWSic+ewtnN2Io9tpAxupL5kGdwKorfhg9brXjGWrX+nmiTLr1sq1ksP9rK953bJoLN/2aJpu61OXcaGfh2Kxzdc9trf2+6yfKYkfrQSODK6o62ml815bqc/7rVsBDTWItTld55zxNbMs5I94hxPh8b3pcaJi/wwXAqaQAiOCNUWtrwKrkebxHmQAT7GRZ4+fSoOlZAQEX5NRyWORayW6A+KvDKI2B/0JchIR4jBwFiCSzp/05mh/ez3O8KiR8kNDTpqZ2mP6Cx0u4TdUepC665oGwllXy1XQt7EvlGShLVUdPSEjCiPjV4VBWgpLEsNJ4XxcR+0zXGa4tG9e6KbdE4hYC8Qh5DaisdPnmJ3d4SdwT56nR6SdCmssNSv8sIeptOZ2GrucO/wEMskw6OHD2V9klxcIGIdNIOkpD6nDSY6hGsPOnZhgF4U4dbNm3jw4L4w6xY3b4ojxnM5uHETe/v7uH/vXYExMqMn50jZj4Dsg2bAcmFaDjjHu6gNpJbBte2QccdtLZ2j/3QoeESSDC+W2u2f+u9+GH/00ffiL3/Hr+Inpj+Fe7/0C/jjF/8q/sR//TvxB77/L6Bz9wbe/qmfxPz0Icb5/1S+O2HGyexf1+9Yr+VpPuQbsk71zuMKw9W2D8tAyx+uZ9avxWVNYa3OG2bdZ/crrxw752aZqgxTw3a6yxfvBTlO7ZjES8JEl01ObTNgc0DajJTZl9iV9ytgWg+CC/wqM/3I0wWS5RIYdvG5sXGcik/gh9/6IeQRb2IsULTpdCJEBb/ut/4ufMNffA0/PvwFxMslfuVv/02szh/h88FX8c3Zx/DJyV28Q8dpndfR6cGzt9q3S2eyxcAQm0wstujr0SFQFpzAEBukOdPwK3i+ajHJwpjkDKpGarKPOpEKxI2QNeXXriKPdMRIaiDOM0VyewKhI3tfyvepD0UldDLlULCP2SpmqRhhI+Nfh46nhC4VsmbRZFp8onA5ZvDSAve+8hXcOLiFvd1dPHpyhE63J3oVzHIRfud5kRTSkqno/OxUHKzlaIzp8SPMZ0t0Oz0R0iV+nJP/6uIJJidH8FYXuHm4jyAjzXaGQW+AOA3Q7XqIFyvpixZGa18mZ0eYLldCdkGmLT+JpT6q0w3EqeSWH3njdXxhPpU6MmLbBT7A6xOkINpAaaYFx4iUQn6kf5XEgzLYiBOrq/TW547XZd15UsrVukPjTqjKf1VC7J6x1b4tXazHkZvxFtt4/Xi92MeMz5tdVSrqpLXJI2on/mY/Sgx23eDZx84iIDnRSGLTbiIUpXr9tAS6cgmbxa5O/qt1bnTrnZrOz1VXWa6bnGDL5Nkydbg94HV82V50cxYmzuLcojQk02QYzPSp5ULTgcO+qDon+4A5wYGrAoqNR6T8bc9wm65a2mE+Py4lebG4QEAdt9a9tM0G7hKoEfFuPD9XLTc2vd7u6dg0U1WN+kmd4RCDYYTBoCO25ez0QkiBtDZoJNlGEjwQ2r/gtQhpBwhxX+LRcmkqncgQp45GenaKXl9pxEk3Tppy2iXC6qkJyM0ZWPMTsselYj8YkOT38yIWjSIl8iIdupIgCIKBTphPfUMVpaduk+fREenLPoYjZoAycYRIBEUtPdHTA+GDQ3R6PTkf6h+KkxZkUitEu04nio4e7VURsw8x/P0DrBZzPF4ssbe3j52dkQQGuZA+v5hhZ8eXTFdKu+Ork3b//rvy/Ny4dRdHj5/qs7Jaor+7J1eJ14xwPD5PrKOizSS8nU4gnaibd24rg1+SYhD2sFws8PToGN0uM2kRDm4Qeq8VMiRe0liXPqsau7PoCM2OWlvoZkivGjtXUWrX7Ub5LjqFcZygwYbj2RT/wqf/OD7+zd+Ld37pAb4Yfh7/Yv/fxtOLn8DHvtrF57yvIV2cAP4Su4VCPWfGcaocB9un9eOWbJ+1mqTqx+ka2myrfZ9ru5q9WYPvVVIM7IdlZGy9NvLIbQ76ufbevZ7lXSpPUGuj615S9Tyr7tT1ltrPREdeHr5tRmqSQbjNds51roq2WqIPvtWWJ25WjEJ+F2cY7OzjcyVBxCfw5Ku/iidf+yz+1PLfwl/t/n0MHvt4c3UHP/CZ7xLCgL/1jV9BL/KRr2bI4jl+OfiiOE4kiPjRO79aRR5kRFkRzRd5ZuuNkwydFol0cdIjWQSzKEIJGgqpQxT0kaS+JA1L6k7W31CwCTHm1EQQrSLdn0QaReyO6D8lPOBEPFvGksWhigOzNlovQuYf1rQkMgzI4sfJkNtz8uuwMJQaFkUolN85fzvwRrleKpgk1Ohf+dKX8JFPfUo+5kSuLEWZGCs6Yienpzg+OcHq/Ayv7PYxnUwkCsfIX0gxPsIS0hRBtEInX2KwioX62xdDqP3qdChm62GxUhY8u7DWh7oQLSsKH1qufrIKcgLOsq5k2Ki2zmvKrNcXv/hFY2S9Uu+JzEF0JhmR44Qk7Di87nZg0mENHMautZt62V1vFlzWHRqZT2oTTuPbtfmmPdfUevBaJE+/4R65dPNM4C9bzSpGIF5/sw8322Qn0bbJdGNrCXuvX6dqgpWr1aQkuupcXXfKGOHyhbuvtj6vzZ9Nj3hTJ+rL3ucdYH/ZWloDRtK81eXiqRlcNlpHNRvzgtqz2JMS8bFhDXP5Lo3z5NTnUaxcxSs2f7OqLWwPHpaPTPNaXeP8mlnr2r427ufyG8QgIrWRiFbI0qVkMwaDgTC3EmJ3fk4SKYqYkzSCmZpCKLxpZ2x4hvug1AbtEOU5BsMReh2SErFuSlRNxWmyl1AZy2izA4RkZ6AjQDKjiHXHapsVHlgt4sWZFbpuox/lq9NF29wJQ0EwMDu2s7uHyWSK+WKF5SLBeGcsJBT9QQ+7u3tCVMEg5HyxEDtt64dZg8QM1auvvaGkFquVOGAMTp6enAmCgELA4xGzTRB4XI4Io52hOCv94Vi2Z7ZoMV8K291sOEOPwvN+iPH+vkALuUbgmkSCtFxbmHUTs288r3i1lIwfM3SEOTKgS2ePTuJsNsfOzo5cGwaMl5QtSTPcuvtKzRZUrpIRR22zp5vs47WIgdz9euhkujRfFSuRbPnIN38r5kmBn/vrP4zp0UPAm2O3OJRtfuGzP45f+cKXFHHi5dgxjtO0sygzvla/0vZLgjaNAHrZH3eO2mI+8pzHec2RsZmmtR9qmznfv+SaPKvxqlDtzSKt5jabnbPn5jgpJMX+bAjEbAocec5vB65Xe/8FG49tmlskXmZo2F9Ds5bOzmV5Z5n1vjX7uJBk7N26gY8+eAP/34s/gcO/sY+LYYxffPUx/uU/9CP43KNfxfEXfxnx/ETY+X7Z/yKA34mPn98hGafUAFVhaIP/NtmUmg255IG8LLrR/E4btlQiBqxz8gosFgt0hY6U4apAIGw0CGFvTA4GpqW0uN8jbaoSNTCDwkmJmZOkCHVQ0lkga41UA+ZS48R9cnIjhCClU2SX6gUhgoUQAQhszRTgR52+KYwlHXqB6XyFMBrizW/8NswuznDv3lewEofELLaF0S7F0yePMNjdxc7hDTx68BgdCskK7Au4mCyQF4FoLL325puIjx9hSDIGOip5jH43kPNdzGbokjGRfe8EGO/uiz4T2QB5nqrYTqPFR2lVZUdltZSJk+UTQiGpMkIYyVhoNCSMYjydVRoishDef3Bf0x+8DjSChCNye4EuJuLM0gGV3Rk2Q9X6UOau57ZEtoHw3BI21D+zNQpXTnrbHaa2yLdulGY1CyRLOk5GuHgtHd3uPG3sx3XnFjOoKEzs2b+vtYPms1p//jY9r+9pCiy9Xn2hv+o8by/b+9kc17Ucs44dNdnO4usocHhZa3dnNjdXRH52foyB6NFd8f0ND7H7dkvc45mb9573ozTjnIJZK1N0rVNMYiQPSUwYfCr07F4nUPixBOaUeUzshdTqhkhWGrA8OLyFV195XYiZlskSAfWVpAY5MjVzheoUpqm8R6QZ7TadF0L6OFPRIaINJRRe+6i2OiXbX0K7QnSDahymeY6Li5mK3S5XiJcr7Oztoj/IhO12cnEBLFhT1BWJD8s+yppg1hbRUWEUQI7nM9jaQeiH6A5VPoMOys3bN2WNENy+JeK8y8VM7OzBjRsyd5PlThqDt5xv/QAXZ6cSTH3tjY+iRycoTjG5mMqagraxOyBDHrUOVR+RNVhcx5B6fTTqiPM0my3Q6/dwdnaqzmIQ4NGjB8JMS2eWGlyEE5Zhv5aM5qasx3uZv50ln/4ylAEdIbYAll6CO69/GG986tP40i99Fifvvs13BbXyHy3+HfxE8LP4Fe9X4GXAwW1ewwI7Z+o4TcK5UmGSIzgjjP8KB26Dc/FeW9FwmriWU0Ic68Bt2afGuvUyh7QKrmxgnytf0rZX2nLbBpeuUePkFnhZqIkVf2zRL2mjD7f9txZc0vcbJslrhkkv9V43fFarS284ne5r8efKmvYUy/On2KNi9fARVl4iHv5Hvdfx+j/26/F/8/8B/rm//G9isHsL3/Y7vx8ZtWh8D8HTBOf3vwp4S5lAfzn4guztk9PXnIPYa2vzFtVS5/IY3doZNy7mFksmw7+/ylL0O5xc6TUZ/jOB60WCp9ZiVu0fWc9AVXJC9qReiYx4sUyERaACrUq/mwB+JKJsosMkGZdEhOlIpa303Rqx4z7yZAUWB4kqOc8k6iOTDFAi14YRqK988W1cnJ9jvD/S2YbZJOM60BgIbM8Lce/dr+BDfUbPRpjNlphPZti7eRuHhyP0BkOJlC3OTjCfT9ERh4R9jDAcMOXvYUVtC8IGhTZUHUt+h2QWHrGjuRbbEgZhVz8cK8quxygY0Ak8gQ6wOFdKw8UvUkeHTpPUkzFqSHbBwhcmItbAcbGusVHF92bzJbwsQFBQ3q8gYbouiDXx5PBOm3/KWbmR7bhk3NQX+Cb+tfFBtr3bTCRxKVTByTyZHFO16C9Z+Dzkom+VrS3CzMfl+dnTdWF5a5CDxjNfq2tau0SGAlyo2a1YHRc6DpbPmRttP9xrxLFeP/0WZ6+xL0vhXO9urWCt3LZ5re0RrL5TCRmzObuXsL0X0pqmS36Xb9YFIPUdMl2pppuUh/ovwHFqCWxuWhjYsdb6sYV4u9F2b8tgiCK6zWkVSOfngiTwKMa6Yc7Qp249WlMnomk57iVBwU3blvvbasVk8kLNRYJNHDPTEwRY0TJSLiOnlF8ijlCapDJ3qf4SP/fFedICdrUtMk5ENJfOyUCyUe985W1zTYi+8BD1u1JbLItOcdRUmoOOA7UIaZ6FslvsEHX/eiqQmybiJCgDXo6MdjfSBVgcs8bIzOUCv1fIW7c/0MBpABGijbsqyn5+fi4IFIHFRSF6fWoUUoA3KRErtIdEcOzv7mFJ2B6hgVGEt77weXHSKDi7s78nNOIP793DGytqVPk4OjrDzsEBeoOekEjcfeUuju+dYnp+gfPdA1kjkKacTlCSZ0IqQdZcZvY4YzJzRAeNRBFeSLus58KECwmpeMuYuSpoi2UdovqN3e5YyJjyDZg0u2x15+QrnaYt1rCVWLlLeuqhaxynFWKcP32Er/7Cz+Hp196VNdVHP/VN+DMnfxTfMv0QvnvwB0CvidDJ7/pt/wTm8xV23rKOEzXCjH1mXX7NmjSdiMq+NFePa+dWuP1vno89J9cuuj/Nq7Q5U9JWi7i2lhCacnOOLSnoepGCO3801zn6s615vLbjZA14RQ5htHQu0Xeoleu4f7cVxNptrjiBWrD5Eqdp+/Nz+tuINIhmTOk4FUhmF8jTGHnHx5fGD/Dpiw/hW+KP44v372Pn4CbCThez81Pc/+zPiZYB2c/OHz3UVKoUuef45eDzsrePLV5BmPnIhE/bsXKlpXpOGYRLz92cmedhmawwGgw1g0K4mNSZ+DJBTZexTIzcnFhtNWTKusPJUKFwzKBkwkQognh0MljHZFiHmLnyzXY0KgGFbE34kRM7/xYRPpI4MBpm9JAYJSJbTiYU5SFu3r4tMIJ4voTvp2qoZLGoETzRCqDDkyfCsvfqax/GXJwyRvpy+FQs93w8efAA9z/3yxgNQxz21PkRscEkFTpY1dfQCTgxjEGc4GmgxOjZIWsphaXmqOK27nVC7OwREqAQgtUqESMjbEekXTeFv8SpswZLIjJ0puRYKVI6mjTEni/RQ4YHJYGFCtYpCSqpn7CTb9vDs03leb2ItNm85hLG8dOKZ4Qp1HZs9+46G7lxpM3qpKlRV07Jror4NvVNLdu4O6zgVbayyWT0BFbaqG1SjKgRwNa/9RpUkNtqO2eCs8/dWl/cFao9N7t95QhX67dN0SIdz9ah1PH60nF6EY0BnbZ35d8mTMV8VII2LALUqi48j1t0SaRtLYDoOnsbsi82juEmzNY2cg5eZY2FBrP8QmqlBZjmuCRbrXNZfYOr0BQvtm1Y3DmXgEG/qNeFP6MzQ/ZZLuAp3k1jkUvGaGfMeiUDi08oQ0E7ZRjA7LxaFGL/iLoY7uxiOB6JPAV1hjizPDk9RSy2TSO6zJTI9Mi6WJIcGHZScaz0YEp/HtFGk/12qfpKaYpeT1TmRXw+zVbwo66wxY529rCczyUAKZTgDCiGAXwKvEsQMMPFZCowuB1SgXusOyYxBqF6SwlqpsulICnoUJGcodeJRFieAU4/IhGEsWkisMugYC4kSXx/7+DDGFNWJIrw6psfxYwESH6A2XwCP6DNJ5kF9ZoiyWDMFvOSkVBEeqMI8YoshKmMo04UYLXQWjIG4mjVSb8eBl0J0DKTxzqp9buqza529Epe7jo1Zvn2bRz7WEJTxXnSb9mM08pb4cnDd/Dk4dcMYUWIP/H038B3P/om/M5v+Nfx8MmJRF3IVkta99mjKbrCzwhMI7WbEqQVmJANLJizLIOT1XLz0qlnwwl5VfygsbE1c3beyzc6OJsNc8umtc8bDmD5llOL3DKhqU2sTlhdEe/FQPWqwivtRTnhO2v9awc07dqkbbYuT/B98R9qB22ehuE2kA+yZIZ0PkXY6QlBhDhO6Sfxl//Bn1UaRK0Awlv/8O84/TYGhIM/z/EIjzHBDGMM8dHpLfzqztNyoVPFNt7/xoW8Us0HEiWTYj+yBHl8zRQ4Y1+KrVakiablWTfERiw3M069oCskDRI+Y10OI1miRUQnLMJysWReHqFPnSPirFXoNk3JygeM+qFEjDymmINYxPXSLJAJgun8+/cflPAGiWaR8Uc8uuq6cblLg0MyhXhBjHQkRcmkhR1EQyymc1ycXuAj3/hJLI7vw8+oIxEgpXPD81R7J8ZJlMzldAifs8Tiqghv/7NpDV4TZppY+MrfHq8bo3FJioB6VkFHSDGECCLNZbKfTmPpl51kUoM5jwg9iBMR7n3l1buY9Xp4+u5XJVrNw9EJVcINOyG9nw/Ki29kIMwJAbEBGxPA0CCZXgMrVOy2MsNiX19HwuiSDXXiby7ijIC1MXqW8vdyp7Ga1EoBREMqYvNGBlXvOHLVfHup0+SctHVwS4T1ttfgZXumthF66WYl7TiyKxETECheVNbpPQYVr2rNAnITLzAv+CxUayMKhRdkLB1Re6ZRL+gmVUuJE32nWlu6g/8DM5PrzSyAOWeLLIREOxKN9BsYPhEMDKrR/SEqohv6WGRLpEnlaMqcH4ZYzmcCWxfpjtVSnKZAUBcaICMChHaIzH3MoHA7QuPs3DgejpR5jhB2MrMKW+xSbE2v10Xgd7GgxlJGQgiSP7EOK4dHlEePUh0zEckdDQZSF8SxOzk/k/Ok7R4M+4g6Pal/8ry5ZHSGg12Br6vd5PXwsaJArnEaWR88PNgrM4pnpycIow72bxyqGLQHjG8cSi0VYX97e3uy6GfGKmO9M5e2DO5y/NAmdyIhrOLxCE20WljMplGGhE4Sr4UEIONE1iiS6TOZMbI8hgPqWUUYjXawslEL8UjlbjTGl9HRkbb5gXKfdQNYuGTctL/tZpzs+OJa6s8u/m38pq9+Er//U/828m++g18f/j783I/9NSxn5/iJv/pXcJjcKPcxZcaJ+oJkZhSonrEFpkNXn8kWzauTQ9jz33iixnbyfpN9uLY+blyMVlB8uZtnN2atchHG4m670+0zTpJ1Uay/EAbI/inOqawt1mna6Dw1rwtfBw24XttE2Ab5e8Ys06aM2DZNhUeV7ADZEsnFKaLdG/jczj3gPvADye/DNxefRB9d9IsuevyB/vC/XtGRn26uv30nQvmJ2V18YXxkaJhNTcla6HFT2q52ho3fzffLM9/oyms2pCoq9Q1umJMOccbM4FB/pAKFqp/HyJAG22Nk8wnCXl8WhGIk0gWKghNXKGK5UdhBXCxERNbr+ChWVO7WXXVzZo+AxdE7cr/SZIHVcq6Tb3eI4c4hMkToDndEWDdP51jNV3jtcA9B7uHJ2TnI5MnvUv+CRarMcs0mEwzG+1IjREfk4uRINCIOb9+SaBaF80bDjgjpKqxOBQctBKO6jpoR0r/U4AlhAfHWpeNEyooQ/V4H8ekx7r/zjtRWsZ7r4PU34PeGkj3jLabBIhMh9a+ElIPq5SL7pCQXzMCRQOLs/BgXjx8hyHKJjslxeX3p0EkGTO9TbVX9Htt7mVC31S5q/649PolCYhHAraJlBhdtJ9DLwnprO65v+14NR5VFsOrvOomxf5YtqITPtUEWzZi3BsLkDB0D1Ih6Ohk+JapoOb9arE0PUjfcL12nF9FceuF6FqLp0ZtFlVnA2LVDGYCUWtrnl3WqUe1bs1LpZ18+GraIw7Ta4TKyoSAaEay2caUsRrGawh/uKLOe+X4kLJ7AKOthkHUwiCP0U/50MUw7GCcRRmkXg6yHfhKhH3cwzLq4tzfBn//oj1cX8Tm1KkNcf0/P1U27OZk10nqTpU5KF3Jhz2OUXdAF5gIwEOR5hJIrGyrrnHQvWischaQID4UFNjM1xFEQoRsxs0RoH+tO1cmwdprBTkFrkEAiCiRASOeNtT0kQWKfWMfDzApFcA1Bqxjufm+INKWDoWK8Mq/krJ0ieYWHGR0jOS9fYIYkdOrvdoX4oj/YwWyeSm3UgIQOgvrwhTHv/ILoCdZq5ZjPJwIzpGNj58EuyR1oX31Kkaj90oATs1qeqZeyl5fkU0IvK591upHY8FQCaryEObKgI2sQgd7PZoLm4PVlH7pSG0ZYXoYoYHBYA1uiKSnnynrrc/i9AXqjlvrZSzUNrxpIzdhA5UDomZV5aWcrr8o4lRIjPv7jxR/DH0p+F/7pwb+Kt969h+/81t8vAsWDYA+xP5PzG6MvW0/9OVITfGAmr1AhUnM8xxC6dnTTKVy1nGSzGau16a5i0asFjxj4NSQldejrdtfZwvOcI9Wg0W1t057L61Fj/H1eGSfDysKBy0L1ZorosjmrOanWzk/zn1UZTjPP2Zy8P6CgekmrKuuhHKuLIwzxJn5u7yvy+YezV+Tnuu2oc4Evjh6ZMVNBvOSYG52i5g2+arC1jfzmRdQ4ENPVpF5PhG0mQQCy0ZAZjrCCOYrVRLQXpNRcDEQmGFtCEwhh8+MY6fQM3qAvY4X7zRYaPYtRYCbMcisM+h0QDe5nHop4IdhpFqMS922zKBLBCwLcPryB3mCALOhjVXTw8MFTiaKQqe/jn/w0PvvzP4V0msJf5Rj3h4jFceLkGIrzxMmYaX7ioldTpvQL3DjYw/TiTDJao0EfBTU2ckbnyGbHiZTZs7S6cuJQ6nWyIVXVFlCtKm26EOB1DIscfQ/ioK2mM4VURB3RdSIE0d7l1WqBKPAlEljL55qMBY0df/yC7qIiXIRpkOcvVIV0cLkA8zVQXWwy/NtNSpsyGFcVYtrHeJv9b+dU6WxLwUwutspEevnP1ftwMek2c+N2uu1U+R6zhDaXqMK2Joxu8eKtfOg2XmUFmvW96qlteebMArp5l9r+thkoHV1tx29CxczxnGv99RKc/0ex2ayhYu7rq40S0ik/pqZJPjYLVffOWOcpvW4HWgKTDt9QuRZ0IMUmTtfaXHN8/WbhTGZtYJk/TWqYZC9+oEXiP/9jfxy34h08c3sC/OTNt/ArOw9aayKeqfdm7mxznuobNhY3JuNER0mCjSRyCAMhPxKpjtUSi0mA4bhbZjaiKNBMY2Fqd3r8idCjQ5NTh2kk5Au0SawVJqzb1hJRZ7BDeB5rXIVMSTUCuS9mokRjifNGQHIKRYuQMZaHXjE6J7ToK2H5Iz33sM+AHt/2VU8wLwQFwT5S6L7fHyKAL9kmklywXoo053Gai5As64pIyMDviP5hJ0SvG+Ho6RMhJ2DdL4HnUmvV6wlckHB5i5gQiL9oNTKTFiOJmQ1jkFmvpzh2XiCwdVEwNDACri34TPFaMJAoDpOXI/ZyqaMmIZM6sAW6fdY3FbLWYBaOx+M1ny9ILqV1xbSlcmtd2Hqt3mT9z2uNr1ZnyVmVUa7EOk4+Rw/XWin+teSfl/f+3vy/AOYA/j/6vf/db34Nf2nvb+CXfvxHsFOogO8kmEv6mvdfgvTlQ+90fz2mU8seu2b6sjrh9aYTjTI+cmNl0FPmZIckQh4BW/rjBCBqzp2zJqp91hIELfsid1te2zvYniZovF+Pkj9HVj3XUa0tfrb3FGVrJ9zViuluOk7NIMAH4jyRltuUKLEI8fwJ/CzDL+y9g3/l2/487i73kXgplkGCpZ9gFaZY+ius/BSrgO9niOXzWN/zE8R+jJgPhuyYD+z68mr706wXoV8X922NBFPiFJTzGTHLL9D1llCAW4obO10MwhRhQDY5nfjlIfC0Zoh0qXzM55NTPEkWUth5794DmYw5YfFkOBHevXMLx6cXODo6wng4kAgS16UigNcJZeFKJ4xNHJ4wxO54F8H4Bo4mVC1/gHGfxbM5dnYOceeVDyO+d0/w5OjScBnCBF8nRl4X0rpSMPBkMkG6mCFNCTEAgiiQyx91OyhWS+MEcRJXOnAbbVIonEIsOBEJJEDquRhB1Mgy+ypjVZj0IJpNHmEWUhujOPZu4CMlLb2lwST0YD7HfDoR2ATrysiYI06nXF9Gi1hwq+fEy857JGsQOqt0mBIaBhMVq8Fpr9+2d2wui/7Ux9Vlr6/ac0ZiCIm6VTRc2+xhbVrZ8rBrIaFGFM2F461lndwsVvn8Xf0clrtvOna1bTgGNRus+2/bj5P2b406vWzvR8apfE8/KLOP9rUdUOUYcRyZspa2rjd/ddtkgp1hWBsNdqBvGB4uiuZZRpBdAK6vN3NMTp7i4I03xVbkJSyqaoQnTbwZpt5cfmbeHBP+YIop+N4MU3+B3xP/Nnws/xC+cfKKOE7PhwCi+u5V27tLOhvQsAt/EhR0fWA4HAj1NTWOaE+mkxSd3j5Wq6XqFcrCHkJucHBwQ0RZueCkYC5iwuY5fjLDGuchDQrJIHQ8Lvh7cmyiFuJY9ZTY50nC7SO5/vweKbvZw92dXXSirkLbQ9b2kLRiJX3udkcCyWPdsNXai4RanTVDFNFlbVqCbhRJnW+/N0JARl0G9KJIBGQ7QSTitYEXoEM0SJziyemZQOEIgZdaooDBTELmOvDCQrJqkjkLGCvQfrO+mPtN6MykOUIvRBj0ZH3BjJYQBAWEulO3itk7ZQylUxaY6yFEVELU6yMWbchUIJA7O2PsDHfx5PFjJeIA6d8H6PbHWEiNU/VQOFVn5X2+3kp387jZaC+VLNcRwGWfTK3s3puSgfwtv/8PIjq8g5VAa/SswwekJg+wUwxl20mwqNbqqWb+dCeVHqvWEJrsd31qqvepTc+Jre3xKD0Ycw3LTJNmmfi820ypZp0aYcDa+qPpWLa5m5u7UELdtyGL2WrP75VVb9uC72364TdoyWsHvTS/9r6vCUQ12/ydrhYEzwoT2o/c+TmNHhYEplW5WUu1qIXDZrA63dfGgW8fVIux3D5l+LwbBzOjNIwWMcrBmEVgSBr2RnRwEnnNeiKFbuvkRwz2zRuHgqNWwogCvW6AO3du4vOf/yIG6UAm2HQVAzfvIMlyjA9u4NatWwIj4H4iUrEuppgePTESNwoz4ncIR8jiGMvZFN/w0Q8j9ALRxTg7PcVyuhD9jDxZGgdbo1iEPtAZ5e8RHS8akyLH2cmRMugUpF+9QJJ0UCxj9AyWnk85jQ31MmgkBqIRoYsJRsIWi6lkXWng5Jq5JAHGceKkzKJN5glUok9vKQ1VqmgIiYqUFPBiAAjv8OATT+CMAEb1ZIJhRJORRZJk5EYkl1hvnudzzii8F6jd89if+ieFFBiXC00hHHECKXbbtqmjWXdhN6y9cVWrP4cmQbQZ1vAc5yQbPW8SRWzcfu3LuoNnC8K8bO9lfLvBh6J1TaHjyursWFZa/pQMdFomux1srzIvz+987Lk8l2Gt0CjrPiazc4Rm7vyTn/gr+D/90g/gAlP8xu/4V9F/bR8BIdOsFQr7QNBBx8uwOD/BT//Yf6c6dmJjQ/SKHj62+hA+Pr3jhG4+mFFu5yUlavDFGZLamyjHeEw0Q0dj/yJs7onTwzEShRlWKzo8uVCJE3nA4Nx8MZe1BRnviEogC51PUVuRtDA1wQyqSQROoVg8NuFvAnvLE8l2CeIjT9GNOuIAsQ/K22tLy33RR2RWiTaNxyRFOidb2rqI6wCy1xFORzILcVxCYaglr2u3N5LFfJxk6FEsNyWDW47lfIlen84UM0ZaY5WI7qGiVbjYz3PqDmmA0945Zrpoc3ktu2HHlIWQ6TZEUEbZjQNlFuD22UlTkiwxC+ZLvZbMgnku8Ef2kU4ZnUSuB4TuPCWMr4PeoC/B4rAWIXtx40iDCi0BSgfWt17jVDlz73zpiwjvPRJtqhXp52czzE5OJMi6i3FJRS73SjyIrJxIto0dbCy32e7sIJUG9qSsW9IGhbvm5LL1KsIwFV4rcHmNtrXjVIumYn3Cr23rLG7W3ndo1Q17c9X7TR5suYioOuO9gJqmesZm/XPhLzAzTh4vsZyco3OgmRT5fqPozn34bARvXSe6Yr2qv+NeEDvg9D3LGlL18fkscu2DzLQ+p7eTkwt42QJRsYLP6I5Jn0sEg4WnWYZVmmIRJ0g4YUv3qIVAn3KFRw/v4cMf+Sh2Rz0p1OxFVFQfiaFgmv5iuoTXnZmJLhWhPD9LcEBWP1KYp4QK0inJMJ/PABbRkqEv6mG2XOCrX/2ywD6Wk1MMIqDf6cJH19QVkDBCmYVIqxoygifRrkj0Kxg5W864KM/EKWIhLBnUSSaRSaFthJx1XcZp0qQ3jWGGwXioOlWeL/VYQlduF6uGGYdZKZVo8YRqWGJbnUAyXPxAnCbWLzGLwFfEXttshmFxJNNeFBSiW8HskziY8hzk8CPSGYtZdMaCLpSbw6LGUu6MqMvGwHYDpi0SUC1frnQ0WnZX9k+eFx+ZOOJW/NYEIy7ZX7EpWtaybTl3uXPYWki+uT/XEDTkGTTI7irvbW5XTWCmgHYt6t10qGo7q5ysJiPZy/ZiW1NfxGaXqrtU2YZqDJnouZNxqnksm5hn3VvPZ8LY0Bp64znd/iZv06bdN2udmnAfzm+2pau5LOY4f/70wVvyHpnAgjduYe9jb5bh73/hM78Of+Qnv9M5yp/B5/0v41v3f4c4Tp8LlKr7zcmd93y+tefJBO3c91v1Y9YoBlXfUJy+jKQFKschQbxASTLsPE2omyzqO1qnyuuc5isVOqfgbUiLk6qIPD/LWPvEGp4Q2ZJ1r4mgFAi/G+/uot8bSPaBDgCzWzu7Y9y9cxPHJ6dIs1M1TQJ9D5UaXcRzCWVL0SOteBjgYjLBeDTGbL6U/dDJSTMPs+mFBE7ZI8Lh7FmzHpoBUAn2GWcEFmKeZPDJ2CdZBWXUFbKpUCGMvIQCNZfvVllZOmvMhLGvrE1Wm5vXJBb4ZRH45X8+0RaZYbUtkJDcQmWwxHHlukHr8FlHVWA08jSrZp6tRbyEtwgk4EurPdo7qK1zLx8072HAtY0p5wFzWfUMVlzXBpTB+YWfKYkrCM27URzgzeJV3PI+je/Lvqdk1LPEVbloeVWOk1QTlo7YNc6jmXXyGuvkMjrp2EhHANc917Z1htppO3HYX/WA1Ob3Gh2tLbqvsWB43o6TQIfs4tgZUJXXb6P1DQz1mvdkF0XmpYUmbFrVSUjedgIfXLM1XvKQ83WCeH6KzuGNGhVteRq1c9eVmyoUNxZD7hfKN5rWs5mFKi69689Kz6pZE1+yO70gwNHjp+j7SwxDHz0WZWYFeiyAkvSwj5zYYE7cwwBhLxINhZPzidyoPPSwmM/x9OkT3Lx1A/ffJQY9x2g4Qifs4VPf+O2UNxdNJkIA5pMLfPXLX8bs7AQXRYbdYYTbh7v64JOYj/4BYQoizrcQzLUokE9O4eWxGJaEgrZetyyU1VoT4qn7ok9BLPRwvIPw6YlMQMlqLlE5QuTooNBRSZYx4tUCQWjEAsXApFjFOZarBVZximFngMQLJTpGh4/1R1KHJGK1zAYRSqcFrQLxMyJ7fifEbD5DbiB9EnVyfGJGxuTKilZFR40D4XrJUp4ZRg37vR4WhBomFOntS9apx4gmSqEeU9tTn1DEqS9ebKap5IJ0M0JOwuRK5FE5ceq3KfSbTU/pyuv+DVTxsviKy/Bjf1qD9u5i1aGDbjKFSh2fRPQNmxWzqSbayabvag9CgeuZdKIpCm/r7FZX2M6lJSTQ6ZPNdJbnUVGdWzsh0MHaPNPUhXrZnmfj3OLqaLHJfK/GwurcKq7fpIh0zNWjgCXRkkus6hbr2b8t8sbKx9kH7rII7nXMgrOfag65GguxafqQgIfpX7yYSt2r19/Fvd4JFn6Mft7B7qMIyceIdNDzujg5wef77+KfefM/EArp0yfvSK3t/+j3/rPIvRBf+qF7Uuvx5vTOFSd+vdOufussqrQVG85LpDSc9VDhS3Ykjlm/U0h9kZUosA6BZD1o14ocqzhGntE+KFGCt0rwysdewfnFucDVGPxjxiiJC9EtItSJ94FECMKmxzJXIWYiMUOAyCO5gi9U3EdHx8aByKUumfaXEEHKh7AfpO0mcx3rk45OTjCdzSQ6TOeKeoZ2sc0cKG0gszNEooieVNTBMqFIeyq1u+wUj2vh50J8QYeYtcMCDQzh9XkttD5Xsq1cJ4guXoXYsHXNbqONZaODKUQSUuureoeEOsbJAmEnkqycOG3ilCsksCvMe0SsZFgsViJEvFqyFksFgemo8RTp6Kl3v6mGdPt2qaltCrTXAubVa+s4/aH4H0eB346bOBAH6Uaxh5vFAQ7zfRzmu+gUrHxeb2c9Ok56DwTlYx2nDaP5MrNfErts2sarR1d03BjB+NIeuYg1z/kxa+NagMIEIxsdrWxtS/9bXmvpQhXg2IQKsNLw17GN1yKHkMFdiztVnSgnfHfybvSkLVq1lXZF5XDXw1/vYysPXQpw5pifPMHo9Y9t/tI2fSzP3c0qfZCtkGhTd9jHwcEhdsIVSHIaTBfAaiFZDhkDvoeEzHCcaPsDjA7GWMQrnJ+elwu5Thhhdj6RFPvucCSTMvG74/5YmPVWaYYkj/HOl9/C4/vvIqPDIuQMGY6nKQ7GA2EEitMMZ+cz3P3oa9jZPURAfHaa4uxsguXsAtlK641Ew2E4QtShNoVxfEjbynNKEqRSeORjuLsj8DhmimhZ5tMFkotz7AUD8uVKIStZjehIcbLmhEy/bUWKcjLy9AaYndG56gq8IkumUpfE8U8hujc/+iaG3R6WZ6d4+PC+GBwvCilpK05WaIyT6GKQflYw4jrRq86VFsGqA5jj1uGOgX0q3h2g6C8fXl2AFT2+rmqA2Cx0RUaVUcZ+XiOrNvE7jlGZbGk6NyZoYKfETR2pPjc9Z5YzWZT8zJLxNVtWtAsbd1RvbV6DE9y4PNZQFwYuI2aNCdl1Fsv5ujFZl3vcIjNQ236TQXeuv/ue9El0eo2Ox4ZL8LI9n1Zb/Jn6zCrj1MbK5QYfKzJMWaiXgrGO129toIvQcJ3pbdsz2s3ruCU1J982h5KcJDw5g1/9PXEuvtp/jE/NXserT8Z4XAgdkQS6CMtexnN89t5P6QWgTlLYQxYORAT2S6OfA46B1xc3MEg7mIbXZdRYb83nyF3MbtrWfUppd1gbtJgWyPxcyI8UkmmAS1LzpnByu3ibzRbw/By7e7vi8JABlm25pFyHphzpDKyI/uh3xWliOU7UDTAYDmUBKs6IiApb8qAcCdEZHnDj8KZcPjoZUi/FIJ7YIGbHIswXSyGH2Nndk33TPonGlCFHkGHnMbBH7aQAnagj3xUChkTrciH6TsoUqGQYSghAZ9E6QrSVgz77a6NbWnuk9VsU+LUQdWUplRpk+54JMoqTKDgwfd4IPxyMmBnLxAkT5ErMLBT3G4iDRA2pZMXApo/VYiWOozAAmrKEDAlWiyV6PRXRNeHt7cZIS7ssi7O2PC7n78qq8jyFqhvAv7f81644GjALljjtzHDcmeA0muFp9wL/yUf+ljhOMnpYVuKgNlo7vIEUotzEfa9wzscGHte2r7I+TZIJO6ERSSTOnWODq8/rhrl8+7KLbwM9zxQgvt7EeK0ap+b+XardNcheMznivt+oUShH0QaHq3U/H0CzECr7Kpme1ph8ru7iZQWnzWl4w0h9xtYGOdjUhLaTeGUC5fIAUYcRsZVEVe0CTuuIOMFxgiZ1qU0MK1sSj8ICVtKB3xofCJRAows+zh7dx/LhQ3z13j2kMfPqJFwgS5BR887JZlfgYjLDaDzGosjw+jd9IzqHdxHnAWKpJfMR9cfy4Akdd8qInsIeOtZxkggVU/qFaAEFvZ4wEPW6HTHKJGpgRG8ymaMTeMiSGHmiuOs0z5CSbIJMgPMF2M2dvZtImd5PO+jvDIX2dJGkyJYx+n6OQdTHXn+IMEmxWJ5LinzQZ7aLLIUZ9vcP8cqHP4TcFDMI25RbrGkXXUIFr/ddDa4KsNJg5IUaRcks5TrdCliPixEhtnDr6ZzMxPvQXKepaC4+zHNyVeJLgCAmAqMikZX+hD2zyyJmrVnutmnIeWbL/W3hWbgwg+ZUZcyB6aPS+bv3tnb8qw4lawNHx76NZd7NcDgn4iTLahDOl+i9F9/a5tdqnVhcur07dsv7ZTNMLs1dUTHvWSdlbWHTssiode0ZEzSXBZ0va/JMOKy0y9kZegd3RKLh7ZE6Th+eHOKpRlnkKer2h/hY9gYeTv4usi7w2RtfxX/6nX8DP/+lt3D07n1MZ0/x2DvG7eIQ3zC9g1/cu3f9E2rra3NhuEVz7y3nMNYD5cyKpLnA8iISAlmSEMkCqWvMAFp3MECeR0odPhxgOp2gPxrLoj4p1IaIM72cIk7mGO1QioNQ7h56vZHAzITR1tT18hISNUL2ONZFeRTtNitjOhLi0BAVQWjcjNqBdO4isRfDXl/Fe5OVrANEOJcC9xScZX2WEXVnFIv9U0FynovShXNbqfESBknSo7MuWu1at98XqDrnddKmx5R3zBlMpFNGOnaKzyu0LE8Jv1O4HjNrzDQpW6HaS64RCP8PQh/9qCdOHT9fUTKFaikUH2aGjtDFZSw6TsIIzfOmJqXA/HwJ7hIuH3UidAd9R6T8xTW7d81vtcf4/vTHfxTf++QTODXO0HHnAiedKU46M/l9Gk1xLH/PhZBMvucYFevyyrVKKeeh401Pz1YfVcF6F9lQ9sNxpMqMU8sE4LlL1lpmqv6FJlyP9o333voP1dX5OljsPzfHSegulRmsNNglTM8u/tyrvtnzc29wOU6vwvHYiFtQn/g3Yavd9/TFesbrshqots/k1F0xv8U50tk5vNG+2a+NV7SetW6xMUroosldkST73bbmPTsjUOMEXTpIZpzEMekOcH5ygt5uTyhLg2FPLgIjOKRnp0p65BNHPBWHR4TK6YBwwmXm2wjAFqtMPhNR2YLwOArmRugVMeKCOG7+kKJbVAIVFiXCfzH8KEUw3kU0OsAy1wmPkz7x0kHUkyJcpT1X0T0amdc/9CHJOjGbQwfPTiCcXiazBYpuiPHeEF6a4unRU/R3BxgGPfS8HNNpQsC9MAPRyEvUKuoi6HQR9ncxDMY4mlDwj3VNwGt3buNw53WMAg/nT0/h08M6OlLHGhlm83M5bsAi1GEX/W6kOHATQasET82inFkxSejVJxmtnTFJZYlUOuNfonvlqsQZce+PAWhdEJZ9aI+d6GebJgjJrUn2r1jNyj1o9qwdq1cuHhuOW+uEb6NkTVie+Uw2twvdmrehK9imIamT5pjYYYv9bRIGlKRGtcySHlxJZqxRa3OaLnkt52QgGeYYlUDyy/YimtcwQjqGnGfYPAmtNLuWTa+BrJAx7b5XHqjxgLmiyG3rjua27/Fc3d5fFshwnyvOW2IDJCmUY3H2BMPXP44EId4ePpFtPjK9hc+sHsDrDkWr6AtvnOBfvP/vY/INKX79p/4x/IGf+LX4cz/2v8A/8V1/DF85+RXJdHw2/DJuJ4dCEFE6TpsWd23Dfy1U3vzD2sXNNrX2XIm2XigZm4RROlWyKCUMdJ7Q2ich9yGcrEenpYce6b65kCezauBjd29HbC3tLA/NeiSSP9AJ6I9GCIIOFotESYh8BtRYn5wKQx8he8yiZCkDmSpqT/tImB3tp5BUGP2/evcrGQ8GItUkk9EuVdZAcY7E0CMM1FHhILUsdjaLJoyzItZrWe9IEEEYI+nXNegqdVFmHpT5TkTnFRbIdxSin5oaaK4PyPqrEzzroYXkQqCMXF8EQvhE7SJmWObLuTiUeZIhXVJmJBdbrszBEmlEL+xiMBiKntByFaPb71V1VG33dkNrY469Kl9Vq4t1v2sc9z/35t/Dn3vz71YFuobtt81qllAzA3WvnQHX5vLQ2cC5GzSp7Fs519hOuB26xJUsmjpVjbFUe10GF5u7N2vjDdeqfsD6x2WWvzx//aBWXdq8h7VnvD4xbGshr0dHbnsr+P0Nn7qR3IYzU3vt3sBtZ3JXLqdcdDgZn0scoefVXMepSFcoZucIBvs6KHRl94wRiy3C3e9D4yBj2pswuu5wjNmTHKeTGW6OOcF4ODk9wfnFBadDJMdH+MibH5Hbohh/XwyBOENG/4Y1P7wwjHRJsb/Qd5MilLTb9IO1eLR0BiRVrSQIS8IFFjF2Dwd48PgYvcMAUa+vRal5hqxQWB+x4HSeaBTu3r2L8XiskTYaC5mMlduXNK67XR+jwx1lBsw97PVuiqMW5DF7h7vevsFfs5pF7wjLunhPM58CgJycMyxiD/vjfdzeH6LjkWmQGhB7CJIckTieBSaLOcY7Q7zx5sfw5OkTqZviILZYcMJUnJyBTh1lYbkRiTNZPmGJcVdGjrCcOoeMLKqYYu1+Ov9uw1nwolqZMWkoqVtCFfPK8XJyFDSOKckhTP0kDayZ8N1pw/3dfIochN1GYdA2/gWrbs+FghuN0z91rNprW4fQ1Z0j69S7k7elSbUkO7Yw2F1sl+exccVXv7brJ+mMo3KgXLqbl+29tOph1IxxOWaMwyq1HDoPqayBu7gxv+yz4djQ1nvWsHny0v2O+UNGTtuDsmm/L7DxcL5jwlnjJNHmAnh7/Fje+1jyOtL5FxH1hqJ/9zdGj5D82iMMxiN8ZfKj+NHv+Dn8zR/9d/HPeb8b3m8b4vTeW/jsT38JvxW/1jDrSfXLmtNj14jbnrO7abUI3sLjNLe/R/F3qX8lTI1fIhRNHSbdZ1XvRNa6Dhnfoq7Azlir446dTkeF5SU70umIXe0zKxSSoVbpuLsddayECInMeUSDiPRH19QAxYIgYdpKHDZT/2szYLVTYJafgU+T7qQwb+BFVb0v7XpGZ4oQcw/5jDqPOVIkCFJKq9D/ydARmDuFbNUJ8kJqNGmNOAXmUyFGpJXVOlBBFhNCmDNfJxg/IXbg+dCWJ/ESRUFmPbL/0QFPEVECJQrK7BmZ/Jg9WiaZ1JhFYReHN/fw6GvvYEE6ddFADJX1Vg7YgR/5GIzGwHQGLyCs/1IQ+OZb/7yCUjUbbyydyNS4+almgLT6q9STk2ffDNiSZr1tTdwYA21BB8dOtq8vnGbWSlUvdV2of2lAkDax/r1G4NDZz6WPnGvTmoHRS7/pRCKdefM6d/AZHKf2Zgkiqteb6wfK7I2di9qY9TatF+zMazJPpQ+24Vj1A79336QWHWRG4fQJdm9/2DC/PCN7Ra1fXwerG2bTkgx9UXf3hIwhjZeCb75/9BR37r6Cm7fu4Bd/6ZdFj4kTLYsvGYjqRJHoVGmxqk5UJHQoWNMTeegGA6UJXy3RJ8Wq6C5Q3C9T8V0xKHRaPMSLJTq9HcE1c/JPLk5Z3WNgAokI9HIW50QYhp4UujISdXZygpVQiacoDPZZFrACPWCUimx1ATqcSGkQyHDEXJbQnmoEx0KcrL0U3LFHGvYVBr0CnYjQBTqHMVKP/Y7x9OwItw9vS9Tr7PQEuV/g1t3b2NkbY0oKXjpOdrXAdHkZLXGE4WyGweq/2IhgDepjo1ZabM5dbrqRa+xqm6LRL8pIbLP/xiJQ3yJcRFkP5bWNZto8mjP3ta6JLsNsb9Gneib92Zur9yTRv8YcVKOxL6OCZjy4J9ncp7sj2UyZLu3FsN9VEd/3dAov2xZtnWnNgUcrb2aVayrX4Pbz+ph0M4UbowLWIWqO8Q02rhVGf9k2V7QaPOeqbe2pODX/i9kFvCSRRfFbA3WcPpF9GIuLC3T2buDtn/4pzJ4+wG/8Pb8HYaeLH/9Lfxn3u328e3CO12eHuPmdH0Y38vCrP6cC9B8Tx0k7VF319X64zQYWruq8GwTWc78kEl7QGepIkE4yTTnJh1T0nEG+QAwMs9a5sL/RdeCFIRqDwrF+QIg8oX2eSGg8uv8A/eFQHQ5xxGgLE4TM/ESqryQOlxARKbEC+0cHTPSbPIqsr+R9IaUwxEki3G6cNy0etUKkyj5Xc6rMPDje2UEo2lCROGKsT+Y6iLY/oW5Vjxkz2lNfiJyYObO1uVwzMZO0XKbCPMgFnCBQ6KgxI2ZhhoYwJfQj0VyiOO1SNK9YR6WBKP7d7XXEeeNCnIQPtPXMGnEfFOolNftsOjUCvh0hxeA1ZyaP9jeVIGMh94NsgrzmJFzqiAJwnZzig2k6SZRVkmUUhG3DOtOtwzVSLvwGnc4Kqufa0MsHf+tUsuagbGjGnmnMiMHxypZVxEUtO6i9tS427zLr2bIRd11U+gKXmb3S8XBrqlo78PwdJ1vg11xclB2/ZPJu2v3Sky2un3my0YpN2a16py/fZiPMz+mzhevZTZPZiULLFOzbCBfW36r25TqYTYvmDqgPYMVjFuhM+fcoMksnKisgYIKoi36nh5OnT3F+eiELdqqFc/JhWrzbpXPELamn0DETFDMvM0TDPmXaUGQxwqiDIqCC+g7gzZDOGbXSwlJ+hyx8o/EI8SpBAhIn8P2M9DBYTc6EiY9EFRknBMn05KKLcevGISanxzg7PVaRvVChAfyRaJaJOLG/QtBQlk/yOtOwkBnISX3bSLBlVpL7Rny2j0yI8TQTwr2Q1c/WdjH7JtTiVEoXTSaNHHYiFfeVR95EICVTZyYCQiPI1CcRRzPxkJ5WXStDiFDWB2odAO+PBDWbg6ysJ7JbV+dibnP1zK3RW7/wIVZ/7WZjJLNmKHgXFPEzn8kzV/FXrjlFjZ1uczabs+bXc5Yu07ZznR9xhi+jr7YGwS64nVRCzQHTP2qFs2VW0lgM0S8rUxnXOp2X7VmaE8ErNsB21s2iJZPQoKNJzkuz6wyr/1Zmas0AKuufskad03u411sFH5vbOq9b/YnC6b/oOqjAS7aao4gXQNTD28Onsu3d4iZWX3uK+XAEL1shjRdYMesw2sWHvvlb0FuFeOUzY/zY8Mv46q9+HufvvoUo2JXvfoyU5OaabroITbu70co6z91WrbYD1hVF8kOdIg0qqk6TQvToRKiuicDrxHlSW3FxdoKgOxSY38Ht21gsV/CjCE8ePsRgd1dIiuhEEsa9SmPsjgboD6lbFAp73cX5DJPpBKNRXxyLNKOzUODV1+6IA8F+MO2iASraOpPxpvORq0AsnRTaJjo1MsSMk0Xna7FaYmc0hB+FMlbZPw5HZnw4IJdkSvQKEbtnQJH1WQo5V+eosPTseYjMpyOpJSAy/4mILzOxKTqG1MnLiVBJ0OlFSCiImxUSGF0lK6lJWmWxXE9msFhvRVbfIGL9lSf9jZcr7A4HuHX3LopHCvsrXIdR4PIeZou5kkGRac8tMXnmZ6m4xieb7IZ2oCb6Wtp5N+xi/rKQb2cSkHANs3viOFkazu17Wx2zsV4wre0R8dqCtuX6okUH1qVFb/zV1ppAxZLG3Yk0rdVRt6xvLCTTItdKKq0t10HXJIcwybaSptJ22Ham3W9oNus0bRyXjlHY2KymV2gWVVcxDD2HdWFpLKw4YQGsLs7gUX+o09+AWr2sE1c9mc8hRXbtppAwTkK7uyN4YQf9LtAjVUSS4bXDW2IMcs/Hop9gToHSIMB8OsOgf6Aq4UYjwv54aYIJyRh6PUOxrfU9jPlwQmSUazweCd746PgIr7z2Cg5v3JBTP5ktsfRJhJAgW6RYzc+RhqFQnV88fYDBoINxp4thvyeMOv2e0nhLpstAHOziRKUmNJvECV1lY3VCEdg2P0OLqK2TGQhsJMXUTBFzvlimWE2XmMdc/Phy7c4vJuh0O5K5CzsXOD09l/NnAXBqrgv7Wy6IRdhWoY3sh+Dfo0D0PGjQ6OhpRFC1HPQhNw5VoNS27eNl8xgrt3YW9u+701T7q5pj5PGfk11K8dk2SGSzTYY7o74vx4kqAzgtgRy5/40QRb3eqdqRbnNJBNJZp0l9gE1RNrrnGqFtmxs9s/svx2MzQ1H+7QhwN7v6ssbphbZq6Nj7VGWQJcIvch6WkbGC9bnPbTMjacM6JZjDiYAIxNmWPrSkU2rPtjPGn2dz+7bRBpu+SJ2T1LOo9h01+PzhPqbRAo87Z7gd76H/uXP892/9V3KN/tTi38Dn355h1RnjE/u/HX/kH3y7wJv/7qfexqO//ku4OLmPJNyRQ5BZr5t2sAwqWNI2z9t2ARaXmcP+bln/2HfJ2jYcI40vhDmMTggzRramh1kRgZbLaw1wEB5P+9Dp9yVgyHoczvP9/gBxf4nRaEcyWTKOihRJtsLp2bFkZLq9gaA1Ol3qJO5gsWINro/+sI/z83ORr2BQUAKQhYed8chAutR+0FYR/cHMFWnfxX6KnVQ7RJbyk5OJkDF0OyRxoGyGLzZr73AfZ+dTnJ2dww9y3L19WzSmlss5phcXSp0eKsFDHBN6nUg9VBQpEx6dITo0DHzy3i4XqThClO7gmoIkFwkDjFIvFcjr2XwCLwwF3cJ6bJn1WGJATcn5HLfv3IY/GGA1X+DiYopVh8FdwvCM8wQK8UYY74yR5ilGoxFOTs+xt9Mx9/H6Ysq1+nj5Z5uR1bYN3R0zP5hNLttT+Zn1FoxGloRVjd3LlkY02jmGNZJG2aL9IMaJFI3l9agPdD2yuW+1nO/ahjoPSs2ahK8v64h5v3GN18sOGhs4drO2J4e4t/zkmqbxWo5T5TzVIze13+45bOhMrUCtfey0f+5eKHsj7TzJOSHYUPD9HJsuxk3dCwdlPEM+O4Ef3RXignokq82R2nRCG4+4OSrR4kU/r8bUO2EDUbcvmk5RtkKRxDLhEuZGGnJC8Bj5Ypp8GjOTpPSfbJzIpY9eITC76WKmUa0oQt/gsS3XLiNYveEASZZiNp/jZ372Z3Hz5k2pVSrCHtKgq0w4pFPlVSYVapZh3ANe+dBd9DuhZpUkY5QbJ0mZ/6rrYgeMiuHxI802SS9rC+Ym+0vz+tJ4EaO9YOFtOMD5MsXZyRzxfIHoyTHyZCGTf7ZcYjqdY0mtjjzHYrXCfLWsFU5W+HWlmaXeE51PRtToNFlKaY0QVvdH6NRJSCiEERtpFja21hH5DOtqVw/hqlb2suZYKCyk9tyaOTJbTEvH1tRZr2kXrDliNdKGloyUMunXHLHNMb8qgqX7dtmHqnO5DNK3yWHaiuVSxkdVYFvC7qxv5jr1jeO8dJo+QKepVpxsiSLM325apxw7jhffFtF1HRI3qGyY9dzta7fZlvy8yNZkyHU/cs/FXolywwzT08fYPXxdFk9vDx+L4/SJ7HV8tvdlmaNfm97CH/6Hvx77n9nBeX+JX37tMf7Hv/cv4vP3P484ngFFjBMclcx6hOv90u69Z0sUXBrF3fB8b1psgom0PhbxXJEFQnaqGkbcD50EBh9pKzsUuyUZQ0YbQOKgSCQtOIJYC8uM0407dw2kDlgt5+j3e0gSfpf1TMygxGI/u52+CshSUsNXZ6PbCzGdXYh+Ip0xnkuazYX5bzQcY7VMZW6NV0s8ffwQH3rtLm7sj8vpTyUyMpwcPxTHREiWEgZCF5gtE9y8M8Jw1EWWU75kD6NBFyg6JttRIOgQVh9jOBwiOTtFvFxgMBqi1+8pTXi+Qr/fFWduulhgSlr1HLiYL8QuxPwhLF9Y9gIRF848H6cXE2Hco7NHCCGzdBzwtKMMUDADJzIfhOV3u3JNsyTBYjlDsiT0j3pOK0T9PqbTKQ4O9rG4mGO4t+d4BHZdcLkf5D6b7hioDYuWHWhgrLhkMmlS1F7R5Pk3NVHWZmVkpl1UUEwjp1NzPFr27wYd3Z8r++LZHTo05I6H49pPuwaSWniX9K3eE2e/9fc3dqWxrRv8tnuslQpd6bQ9J6he3VlyhP+uMWOV5A4SgWl0+bL+u2HivLYe1q/aULL/YgkiyjqnIsPs6AF2d1nbYnClDvSwwrNv0+zJfIBKv6bvdAxkEu8PTJ2Qj0lMzQaOcr3OwzEjNrlEjrj4Pz+/0MJYZ3HLwbqKl+I0WWfqfDJB2O0gWRnNhSLFkyePZRwNhn3pBB0fRqhYZAufGgwBujQ+FKoNKN4XIQr4w0JVZe1RXQBbklgVCgs8olyYqwNCGnK3RPGqcbJmOM11YrZpvsqwEHq/EGezKYZdpV6dT6fi5BFvbrHlAhNkBqmh31TpeigdvJwDo0d6MuIcqTaG4wGYkJIL73rGW35tp+l5LsPbGDk9I1BsxW/lmXtexyuPu31QUZihhKnO34LJcntrV2P/ad+g1mf7Xk0vz+mDbPuiokYv23bNdXiEFUWLtpVdjBQ0bv2ICT7YDJKjp3oldM5xtty64St1EZ9zu85o8xxnL5mewy80kPXV0RP8htNP4FPFx/Hd37crG/7hv/rvYf/2K/iOf+J3IxGb4+PBFz+PL/zE3wGKuTHAPj4bvIXbqTLr0XF6f9qmVafOA5zXkZKWVaFuRJqLxckhNo/fTglhW1JGgjU7IxFqpw0hQ5zKfehcI4FCL5dgJskmlsuFOF88VtRRzaVhvy9kCJK96fdwMTnHjZs3MJtNBe62Ws4wGpCJz8NqeYrJZIogfEMozYPIR7paYbw7Fpgd64Mt+ZCfBkrXLRB8dSD5NwHko4hZpFhrrqQOOZE+isMVdtEbhBI4XcYZnhyfSc2TT5g91woXFxJQZY6e9m4p32VA0kORUHBea5oIX0/SAvP5SljzBt2ulBDQISUpBpEqugD3EXUoN0K0SVcycbv7BxLkJZKFNpZ1Tr3FEKvZDKvVXJyp/nCA+Xwp9WCEherz02Q1bt7zF9tKEqgyI9L+MNfF4F3nRF8xqNrhRqlKelQJBbtYbh/FG2uDaweHTj9XXhKuWXTcE6brOkx2R+qU1TkSrmoSKqzZv2tkB5trHltP/EIyTiX+uh6rtheuLKb2NUVoarqv3q/9w93tpvWHe6FsxM11njghBybzZFNxbQ79Fte4+b1acWjN2Suk7sYTzIRd3VUdbeLOLw1s2a9ujOG997bN4kouZcaJukDQ7eP8yVMgvkA8n0vUSXDKvo9YZlYfhYGcFbmPxXxlLhDTsIwWUVA2g5cniFPSmPtKZzrX45M6tUP6WdMfOhbUkeBvC7Ojo0OoAzNaUdcXkgoVh1WMpkYOjCJ1HggUgHVZZLIbU9SPcLcoxIAOi6iaG5geQ1s1ZsZKubSK4ldZJntPGCHM4hTTyQyTxQSTKTMjCfp9Rrgy7OyOsTMcIE8PBKpHcgspChaqV+23xZYzDW6zXZxcCP2z87Y64Zq2FxdK+CS0zoeTojLV0ZypNkd98rt8DNWW69dMObWvy8zUU364hkZeK4wo1/7Oc2piVaLlQUHkcnZXeaurTubKz+29tkZk7avr/rH5vb6xsqU1a5zsc+9cpbZ+X4OzwQlDOAfn/a/XT1nnraqD2vIAL9t7bnrt+VfToF+exbDBnGfwuXVTToGmzqn+weWR5LV6Y2y3bXkINwNmz2iLfrsCnIvpuYqnBh28PXwk7308/TD+28mXMd47ELj14uIcs+PHIi1BMqB8cQrkrH20qbYCn/W/iN+KX4dPCEGEa3vrKS93kXn5Qmldu8S9v81MWu3ymeAX63hJRuQzwBcShp1IjZGwzq40cyOOAem34WO+ZLYkEUryXr8vdpHitpz0aeYm85mQK1jEC20giQ54Pfn7YnqBmwd9KaMgGx3h4kfHTzEY9OTn6NFj9KUGmQx/MW7cPBDCitl0Io5JRLKFKBRExHxJYgd68L7UYGXxQp05Kyrvqz4TF1snZ+dCk87rRfkQstlZ6KFkqHyVD1EpEmaCQskiHZ+daf2xoCxCMcXT2Rzz5UI0nHhN5TvcN0mgjA6U6F+RPCr0MI9jXDx8JNmqw8NbCDp92X40GiuBRH+AThjK2BFxXOpYdXsC2wuWzO6xz0uBxk0ZzBVYw4aHofZcto+d55PVtxnrbeYBh/a8NiYtEY3B4pWLcTPnXH0qmw7nHgSlHa8F7+yH9S9adHKVvuKvvJ514jpnI3pjw7zaeE61D3W7u7aWdz97RjN5rYyTNco2em4nk7qeE1PMzjldVm/VoF9tfraV72BZGnPnxzo1z+g0XdbKe8IrZ7Q5lxfHyOOlTJLr3p11nirP6Os9Hix0yXmGmJSfnR5WaY4OY6XMjlBVfEUxXCAWlh/VoqgWbsRFM6paIEsyMQw8dcIEymJUYRiioSAzDoSdzjoT3I5ODn9sNsYyAvF1RzDWehOkXsCw/+hUoRju3MuxuJjg8aMniDNPoAp0lL75kx+XTJXQdhtnRFPXTisdX61HWMzVaFAzStXYE5ydX+Dp0bGwGu3uH2J0yIk6RjcMhIaVjFGrMMRoMECvpz1jtE0oac311Yie1vO46VGhEBW2B53gJMNhGPZkDpTXCs7Ljbaa57ECjYWtDm5n06zS+NTmrEx4fPtBsqZvVIZvNjhP6vDZ15bu2y3ktM6qOO5posXj5lNdZ+ingsvesquGz6N9AdW4PC7EtzZ5Cx2sLiRqn7ubWAfbnld5sOfnvTRJaHXRW3XCRqjl0zL98NwO/7Jd2qoawwpDr8j9NUh1+a95IowNrQcxzLaXBf9slsrKtFTa0drsc+K+bixyNhI6bOlc2d1qVtx53dJswNE+5MliptFwv4O3B6rl9In8w/iZv/3XBcqdxCusFj4+88M/qCyk1PvjIlo6wx1xzivwOf/LDkFEGY5p9rDldftJNeUFaK8qFrC2s6vvh3aDUD1uSpvFLBsX8qKPyPodqb/1VOBWIPER0iLGfLaCf3aB/mAo8LIbN25gNBqoYPByibhk5SOtka6JqVPELBJtHPvNrA9h3v2iJ9kowtCobUhm1zheIAh7GA7JTRsiy2lvfBWMhY8kY91tUgrAMxPDBW2XWSbJbkXI0gypr32WmJ5l6BP2V4rWX8i9E0pzcfJUYJaLd9VQIhkDbWpXAoqrOEbU8bBIYpwfnykEnXbMLrLzVBAlCEIJ3GZJpEFDEQ+OJNs2OZtgONgTGB/p3ZfUb/IoqkuCDNVF1Bop1bDibju9QakBtTMOsDi7gBd1nVV1YwG6dttfnPNkVwnboI8suxybKUyo9U2p5U0hpF3bmN/8lbfB2mvns3n+8ZpOU/mP6ZmRX1BJaEUF8UdjwdY26frHQpmvg5Zw1xNlzVKNeMJd3zT63ziX6yYqru04aSeriWfdcdIaAoNQcDrW3Fdj/nKjZK7fcVkEzt3OXkVZpTrOk3u8a2SVdIPGcZrbmr4xMp4upvC6o/YdOHi9Gj30pnO77rNnd+/294qA2pVN1MczDEa7IjIriwBGehjhipSLn4wKIjLLDUwUwTrVPo1HFIlzxCLObhTI34yk0ZgobC0so04sRhUjU5I4qNq4PNxGz0j2LVhYJ1JRLg4rs02nbXdnjE988hP4ytfeETrO5WyCz/9qhk9/4yeFStzbIBZsGc7U6dfwHh3EZDkXiMVkQsIC4NXXXsGIEUFxXIA4oU6V/h1Fh+hGPTFKsidG3GJizlOh3+WEUkWFWCis2HeeC/HbmeUXFwOpj6gWllevue/MC4SMIk4CLCdT81nbIDZLtRJC6kRkytnuGo6TOedyB3bw1SjTK8YbfcfQcdu/mbWEj1vLEW7Mh4iLFX5197HUzbEbWRyjMMJ9AtNzgzHFsz8rLjxv+69WLmZtjtgU9Ln8o/rBnYh2e3/tFbvcULfWO15RWPyyvbhsvmuaLl9zXT4ZX4aYkMfL2DmT/F/f/gXJd7VGca/6TmMZyNqcbDmH1x3gSyN1nD6Wfwj/7PK3Y+QNMUIfo2KIUTzQ38UAIzh/FwMMiwEOcyWIYI2TQrabheNtxt/azZbJoGZM3Tcvd7iqTT2BgakAu8JiREuWxfAkB0pSCRBqRkWuBHLqG5JyIaLDSJZZT2Q1hr2uymWkmQT/RrsjcaIE+ZEQ5k4kButiA8TpQh2KMMK4MxTJDtb60LEhhTgtDp2zMMwxGg+xmJOowcfp+bmw2AmteeAjpagthe3JsJfmWGUZ9kd9gQcSNqh2WOulWN9snSbC9hhYJaSZjotk2ISeXLNVzJgxK5WkuTDjErnRDXvyvVWc4ebtuzh5/EjY8IRpMiikzrdH+OAyFoHd8XgHSwPxE+r3wQgdZvcEBkm2wQTnp2e4/eprssZ4/PiBEE1xf8xACf05NST9QIgq5hfnUkv95jd9WrJdldTDphF8ybAqrrN2rr/v7sStxblsp62fO/VNfBZyknFIQFWDxJprtTYD7615l3+oQZ+rywiazL/tG5GQq366RcM+qpOnx5PEjgl+qx2svtgMej6Ls3s9Vr0GzMt1mpSPzOhVSMrtGbI7biR5k+XZNHe5TpYGOCr2u+u2La5jGfQSZz7HanKO4cEdFYhr3Rk9bTccaJyoNY/n+q2ZtXtmDV6nsWuMiO3t7il2mJACjzoJjPR0hemNDhEzU5nJFlkLTseZkx0nWhaF8jfhcpzEmY2yj265wDBhVXsVysC5OBiFQOvKB1HE7gzEzpZhy303D5AkbFS89mBvB+PdT+H07ASDfg/DTk8wzzJKGVXLOOlXzHvyfUZJ5N6KNC+8MMLF+RneuUcoiY/d3V10GdHrj0uPlcfkNdLkFx3AQp0aRvSEgppOThcenSmK7FnFdJJMoCMOqURdhGlQqpnMo0DHiFFVD4UwpfKziuFJCGP5HWbZaJnX7nmD9782QJy/y6rPbSeQNothdYMKRHmAw+UQd5Zj3Fzu4MZiiFvzEW4uR7iz2sVt/iR7uJXtqgCiad//Tf9H/L3X3obP81kSjmOyiS7hSksx+rWmPe+qU7lqIXs9d6tpnZ6F6rzc1xVfbQYBXrYPtm03Vhx78AwJQnGcTJDSDVSWiwwbE3mPycersk7X6W+ZRSsSzM6OMNi9ifv9E6y8RDIl/+XsTz/Tvr8yfGrY4vyW4GVLkaQaoctzu6WDZTOKV18EbhFEXXi9gcKRaGO4B8KwQ2odElpdGFSFJwRMDBzSqep1+5hNFyJaypmR5Aa0myQNYraJpEzzKVnzCixXC8yOn2Lv1g1kDEIS9kbSpjyToCVhbcw4dKKuUocLzXiGxWKKwSTDxXQuNcxRp4vFfIbFbIpbt+5IlichhC1eCeGEID6CEPOlyobQXvbCgQT5aP/paBERIhlvDzg5foog7GA4Ghu9J8OuK5mFXJy0wguRS2DUk98ktzg7PhZSJSHSkBpyMuDlWMwpNzIQmB33Mx6N5FzI7Ufa9W6nh7DTw/379yU42xsOcXxyjFF/YJw7alL2JWhJI62shgXOJwutoYpzeB1Ihm00JuGGM27KO9qM6n89NEuspCshOqvlUshqOM3nJXWeBLtblgNXTlNtSwPveleiqU9Z2antZqUyYHplzKLuoFpES6mN+JxIkrbPODWC0mUnnPesNoB4vRY2sK0Tclm2p3mzN108N+skGgGa/Sr350TqyuNu2dbw3aJLYeGjGeYnjzF84+NlbYnUHzgL+u2m3NoRr9yi5qObkbXNwmlbX431SdHuGL3RDrz5knWrGA0H4jT1ux10owjz2QwzL5XJnbSeQo8adRR/baJSVZcMlb2t2TE31k31M1plSJ3Ljgq6o9yJOlOaaNaJWOuA+H0ap2qwULA28j3cPDyU1xL7M+rnArtLGYXxTZGl3b+mlbVWysfFfI5Hp0sROd4/uCkG6fzsDA/PEoz39sRYkfFPjsgIWXnbOfj4PrNIQB7ZBY2K/9HA87OEzpGZhVzVb3M3K/Vv81pdE9Nf43irHndjoFcXsN42svhcp5kxXg4i/f3uX/tT190RMqNTxezTTh4hoBgiYSRk1CuURlUZEs1Z1w/ZHhy2mzSZgDac5/oj0zbhuE9wtdP2ONnVq8xy7w3dn01trUdr82H9nl9V4/ayPd/WfHJtjVv1vjNwDYKzKu6ukBqWrdW2y2xo6Qw5CyX+uGIhtUe0FmW9BgnFlk0OcdWzBmM3jZ5AOr+Q4yZ+jj/98f8Wv+PRt2MeLjEPYsyDFebhCnN/hRl/h/p7Zt7n70VgXye41z8te+I+l5ufLw32Ns9CCWCcCLXJnMtlblmHtJ0y63a4uFrN5hgOma3pYzqfS+an2+1jsZhjNBqKNpOQKwShsAuuFgvMpxfo9keSGaH+Em2MMK1S3kIyTJFkXVSbUAcI7e0yXhi6ck/ov2mnmc3hQmh371CyOtRpyhFhtlzi9u07WJBivN/FcNTDfDY30HoP58dHUifl7frwsxyjfgfLeAXkZIjV+iEGFenw5VmOycUEBwcHAkXkGmAVJ+K4iTNltKuYfSLSku+TVMq6txwKy/NzrGYTDbqLNAiDgfThcqE3zyOV78jmcyznc4zGO+gNKG/CYGyoY4+U651I/IRkpgQa3Zsdo53Fa8VaJ/Yrx2q1wNHDhzi8dUecO+pQ8l6Nx6oLVt7Q5s19xnX3Zp2/y1+vLVrdvrjrosZYtG+xrKJkY7FBVHdO2bAcuOo0fTNf2fV12SX5wwYZNsMMZfVjHCkndGROtZ6guaw16xjNF8uj2HnRzU6ZRdPGDNRzdZzKi9kWwLYFXc7xjZZp2S6tc7KRs20IJa5y/G0WiOtzsz+Xte95GIlyHw5BxPLsSOi6c9b7mEr2GoW0XcE5x+WC212QtU3jmzux2TLZPq27bFs89eVEUSDOEiReiMHuHrr9DJE3wIA6ScQSC/W3h729ATzvjoHoVccT/LU9vnEKhPTA1os4iwqt3bHZGzVbaqSUcqM0g9ynp04PL6dlpxLhXNEbsJkay0BXul3mkjHzY5jruL04duZecb9l4YDkuZDS8dm5gVd23pCsEJkFlx7QvXUgx+HfireuxGmr60iHTD/jOVGjwjo8bkaQbgP7zSZU6jaDZu5xc0TY13qp6+54veS5nvm8bDJ0VbzrGm2XDRL7sLZvmyDFo+AYj8JjPO2c46g3wZPoGJ8/+xwe+k/xsHiC0Xe8hs7Hb+C/+n/9L3GY7+Kd8RNzHTMks4uSUU8CmU66vWbPzGNVBtfta+s01QuDNj5fNkNus1vqzNlTtAhtSXmWi+LyXpYQRWf1eo3o5DaGSnbbnHed/sk4NIe00T3bh+sHbV6299Jcbg4NMFrtQ4U0u0QjNgDCuULmyNLI1/e1qZW+sibh6wuYK75rn5FnQods2ucVfeXnspY2W8/OnmLPU9bW//QjP4Y//5Efq7TITOrMHfu5fLdiRK2snEF0rPXCXmh3ceE+EY0TN/UzdceL1Nrtiyv3mlehQJ1HItobALfv3sGTJ0QssKamEE0/UmPPmPGhtmGnY3SIMqRCSpcjTpZYLgNMJhdCYEDIGskRWOdEe0Jnq9MJML55U9YhJM4gex4nreFgJCQNRcxslwZTj45OsFiqPhTJE+JVjEE/QpouWCiFwrD5HR09xe7/j70/AdYty9LCsHX++f/v/OYh35Av56whs8YeoWkautUNhm4kCERHWGKwQUKOIASSDaEA2WEhGxkLI4fCQmiwZIwDiwCE5TZNNz1QXXNVVtaUlZX5Xma+ebrzP5/Jsdbaa++19znnv/+9b8j3qu7OvO/e//zn7LPPPntY3xq+tbxCFh5MNotrIJJUICDC7RK7Ad3h1rc2yPqFAk63i0y4AKPRiEghMMa42cYcSxgnje9WNP4mDJ32NX5z6DKHWTcWllegmQNs37sD9Q7mLYwYZGEcdYRu/m2YopVt0Ge3xVoLTp8+T6x4CCL7mEdycZH3iDiFThPDASJoYo4rzO8UI0NvDPUoYldEAHj2pZcJkCLJE4Gy3QHAabPPWE+N/U2MKpe8/ZdQyJf2+Lv6XiRf1ImybwaESLOaaB1R5jh3vuL3JQJk8lDL0cem/pCZYZUcZBIse3UHO6KnXH2UdORSePlyFgUv1slTCZdoa6jFIVItGavyjPM+mDrf5gRlOXZPRXDl4Ki4jpL5mXsh80wyHEG0hIlwi02SRyvMBXuGbARzPuastnr3Mh2qGxGs9lXeXOgfi9+tHjkG0WAK7RyT9uFiJ+/XbH8GPFiBMtiT5MloONtBrHd9dlOTOB8BEqQ9o9xYbBVCjRxOM3RiIDcB0+46kSWYJLJK5ZnnDQeczIaYAmY950GCYEjGL3tRmk2YqqgZt1OujeCE0u7ws+oxk5dTihonD2+5I4ub6TulpuU6jQue6j/3bosgmJPlCXgIXqSveLHdLe5uPkumEbZdIFRwc/0ApY9sy0+t/Fno/74V+Dc3fgH+wLc+Bq/uPA/RBODy8m34jea/hF9pfI7yl3zi4iuwmq0QaMJytXuPYuNQyEyJilxc9Vy7dZcUtjWjxdcAqtDuA6zHPlHEXkKma9WsoFPXhU5pcvC9yX93hyDpQyhlnS4Ayv6u1vod9J2JpUoSQtuYa9WGWcbHhwmYQkVNVVEcJhCPdihBOhJEyPIV6TglOubWQ1YtuTvkM9ZG+7fdj3w0KmQzYX/5QpvqvHBvDeQCe3fjrk5MgHEM77/3HqTxhDwQEDghkkALO9KPk8IjY0puYoU17snoAsexTkDJZBFg9fu7sNMfsGt4G+N+EJZhvBQy3QHE0xhaHUzRgTk6ALY3t4lAIZ4mFB9bj9BCVKcYInRZQxd4JF7ABOq7gwEBHIw7xqS5aysrsHr0CNy4eg3GgwEcWV2CRreFRIEQp6gWA3LzI/bbJCeX/MlkAjnmc6xhDsIGMWilSUau6QjGMA7r5q1rnBsK45yJMbdGoA+T1S4ur5A1iijWp2NyP4zjDJaPHIVjx07CVr9PBBZZlJL7HXYOWsyQyAItSu12h+K6MOEreoYgXTmiPdxTJkMEmhhakBPBU72Wk1sfxpkxkUUEEbpEKkiuYPCM0fyQQFPpnvpgkxNVfWk8tZWie6JblOZQrMw6EO1xbUHWd1TkXl1GTicbgv3iARelIKbJNllNVk8xcgAXvn256okilWLXxQWNTMOGMYuYdUTLzgL0TFSrVqGZPtgheMpngCwsKqO6F76hcl08aKEqJJ8TWbimEG/fh87SkVDJPbs4OX9fglP4CJVGUT3/S2anvFNdofyJDDRINYrantEu6gVQ5cR3I62fbFbWuZa1CGjZQR9m7nYnpdOiJDE55r4Ev4yrm1g+KOZHSBqoLka9BHwiBk18S9nQlJZQQAhHR1F+B/3C8TpuE+m7vI6KagRDuC4EY0T5rM9wk94qAkwH6s1c3ofWERVtidyXiopCARlnLfKvEsuHnMHglV+t6wvv3ZtKhPTCfi4ZJvz2hPlwf2qY5QlrHbF8rf09+GjrJ+B6Yx3+04/8Klxu3YZkNIZfuv1p+MdX/jb8m3/o78KN0wNiKjzxPoOmG/V7MGqidqwBUZ5BRsCJtcTIolhoiQWLfj/5ANVfNijx7dxPJHUICHJceQ+reMlQ98aj1fWUHDsETx92MfOHtCY6cXLxzAeOS6v5ZBEFPRhaMcxS7W2XDzlRvKePm7HPEnAShWM8JutytHzUuO0Y+cHUKKsQEU4p61KomdaQtAQOFfZHdv11jKbeOhI03p+dqo7woW3dLGi0FhcB1m8T0Q0/BDPB4dKPbmTLy8vEQke5EHHNIxIkfjG8ViXE0tpqd6GLcTvrGzDe2YFWdwGanQYBhvFoAlkth8Ujy5C3WpQUFne18XQMzWYN+rvIqrdEIAJd0jhvYkbshOPRgAiZEDBh0lzcW44fPQKj4ZBABlJ5o7UMhe8kHts9ullvE0jB2Cj0ktjdGVIMFqblQCUnUrG3MJ9So0lAkTxEshiWF5dgjACqyfHRxCqIqUxSTlgbT6aQN1rkRoiyRbe9AK1uBlBvQ62JMVMrlOeqP9yFJE/h/v27UMeYpt4CKUgRXPaQzKk5JmsTanmR0Q+VqUsri9CIarBx9z5Mp2PodFtEfoGWN4x9qmcNWD5+3MwRA9ztiNuXRPcYy+ydAkd2PHZJ5Nn6ogfuPm+lJ0k+49QSxSsrM4tK3SgzVjNaE9jF+VGH6YoXwIOUuYGTACMxczGdM44yzhBt/bVp0qNgjFoQ1q5QY0ufILhBVQllOH/NK2+sqPmNCwM1TbNz6Xd4gBdlcYiANEhhsH4TFs49T8BgpuhirTwiMAdAZv4WeFfoTcTXxGt2M/8qd0yL/vwvPsed9U1o5Qlk0SIk0GY9hjy8JYQQbadYV5h4EoP8ecK4e3LMDwIfQdWyURptuYAHM6DYyiN03cYqowJd6HuNunFcWtDlu7q5DVWQjzJJks+tAyxkH1M+db4iyHeJM1d7vc5WrWL/yp/+9XKuS9/L3yg3Q+WUbGcUZo23FclzWfVq5frGIKrkG7Pg7TkaJbbRnINXPDPCjOsAt+sbMEh34au//s/gK9k/hwy3cWLNyOHyZ67BL1/7XfB6/2W40XoHpnkEp9b5unc7N+w4wLxgGeVwMgsqMvA67hEHWiuK0/AX53n4RHa4UVZ1freyeYZ95kgq5E35Gh1qm4B4G6Hvg+NSraTVgOv3oDDwXIuCmmT+ADssj6O4iWjXWpln3lyjNYwSPqhxoRgno8AqLEtQ1fsUSnI13ss8O2iP0uNJ7YNV+1/43UH2zML8M88jyz8SAGB8S3v5GLtx6XrVtdZqXyKU2WfyZpr/VahQKX4je6S8BzcJ7RmBNUoDtbLS7i0CNJDxDfMv5ZCnGQEGyisESE6wS7E/GKdTa2Qw6g/8vrOxOWiRSmBpcQmGgxEx0nU7PbL8oAdIp4sgBVuBVqQaMdWim91CbwGWe2jp6cD6xhaBBOyhWq1BroDD4S60uouwsrYGJ06ehPX1+7Czswnd7gIntEcGWSSxQDe58dAmcMcnxpisDtGTT8lChURL6JqHLn7osoeWIYxDQsLddqcDW1ub0Gu3KEWHEEyghYzY9JMJtYksQJi/qodU7jm0mw1YWj1KwBHfy3iyRVsJKnKxDTevXYNOswkrp85QwtxTZ88SAOu0O/T8cYp5pZihEGPBhqM+TKcTGG5tw0LvBN2jg6yDaU7no5VKGGPVqHjgMo81Qys2xZPG7fPl11TjH8esl47HTqojjQWbeCqlExn2tl0VFuvI6IWIXMscUvkRSS5QViYTte5ACxJnEbGNiQ8PxJf9uux5834PYBc8sbroUcQ46Q3f+KviCyYNvgAVrfQ2jdeeP2XBqFqwLn3gqu9CBGwbqlY0OUclyaW2KmYfz01Na6jDuivkTB0/Ndm5DxEmea132NIBc2iUlWsZddu8M1WpuxTJc/lpJWqxMEmYe3lG02IStCJ96ATzMNUXYGL8UvlsGelFgYEETHTrQ6uNuPGpk+yrm0swDERYK13Y5pq6/DgjN67cC+Yu0+/CXzjEVc49S9CjYV/ZvhQh2YEo38KkgcasOe3IQmUsFNPIOuDHvthhfRJD4aHVuczS+9Uf6Oc5N2QCjg/qt0lxsnb0GGlSt+7fo4UaQfQvbfwodJImfPv0hqFOz+HsfWQnBHi/ywkw8ViMtLAJL/hshGQNLLtuVszFkrUhJIZwLsXF56A4KrUT8QZQKwloVcn77HagN0fnh+sD0CAot3CdA6IaQO1B8mcf3q6twS0Py+MvNtbMKiicEECxlBSA69ghbIihSSDPMZ/mR3RIs8bBLOldioRY1YtCF6/Z8FiKuBIyaxofm+zukht4cchqRVaxgaVeKiXjvkxM8PcQPzbR35+lHY5wYt6+QisJEFFSA46urcHOBq57Ea2LlD8wiqBD7m6YzyiBJMa1Dy3tbuxw7HhEMTjo0bi2dgLyBjINYULgjGQNJGZAJtelVU4kj7mQcBAhiEKqo52tbUrwiu1BYomVlQWIp0NLF43xQYPhAOIEE+Mehd2dASXRRZc2pD5H6bhh9nnM5YRAA8koMIarRValFE6fOUMubxi3hVYmdCU8e+YMXHn/KoxHIzh+/CTFWa2tLJOrHrLZ8XMic+8SjMcxdNo9WFzGnIhICMH8svj/cHcId+/cgXgyhEYLQWcKtXgKR0+cgG5vEbqLPWg029Cs1yjvIlryphhvnub0HEhXjuEFmPMJwefa8grFayFRB7YFXQx31u9DPY/g2Llzagd+9CWA7m6PULcv7jHFOnRhBR7XiPlFZe9hK6s9y5dQ9F6pFDBaCRlOpHwfvWRFcgFORl7iNU5IzcqVlfMXCzXt9ZXFE8b2/64PHOPkaV6IRc/8YEvQ0iRvz7A7SyMLYCV4jv2NshlFM+zply/tKdtszNv1Ds/YtOgwBquadiWTAcSDXagvt8n0zvEzJQu+rlztWvvNlRniw7Jm7jm4gxPC82V4EymDPu7l8jHXGkGPvqNYHZODiMYIJxnh+gIzqbdzK5DjHSl3bbKxHRYyoBuhElZo+fUnlINuwUQtdMQs366oZGHTG61+HgG35rkrBpTZKu2wqH53TsRm3bX/jfdZCUePci84N1qj31fqt2Dt2DH4kZ/9Obh57TrEv3YNvrDzf4cOtGD4jRj+17//H8G361cg327AwuIinNti4PRe77ZpZQ0SpCLP0G0PfdeN+29olakoVVr3gz+6Uw6wbMskEfxvsdbqxT6U8opag0rnATsQigtEOCcOyxNQbDJwN279r8NjeK78HADwqqFklZhlRaxOonjWVTym4SNbBloAsoRXudHOOhwhu0zR5dm/cD83qS5e9+8BOgVUefkX5ygoE6BQTtU32rC9vsmxHE2Ox0VNPabW6KCrUg1pyWvQbKaQYJwQJktHZVOtSQAgyuqQIG12jHFFSxQPhivQ0tIaDAcb0N/egU63Ab0lpOVuETU4jr0hEimkaIFqw9EjRwC7GwENWn3u3Uno/tiaDC38Ecf8IDPuvXvYVtMxUUQJc9GlkhVJEbnxYawUfkaCCix4z/PnL8CNGzeJZW95dY2IKLo9jvlGcNXutMlihdYqAk9JTCQWtahBKT6QXr1T61FiXCSeiLIcBru7sHX/LnTbdUjGSIDBTH3NCGDtyBECiNe/+xacfekVGA9GsL2xAY3nnoPdYR+m4xHcu3wFTl16jt5Hh4BjgwgicK6hlQvBIbaX+h3jsR4jaHrUhTxvYgROCefHpMcyMSwlZe4njypcfWddbPJu0owiiMCCc6SMLqxM2McDljyAlfTyR5um48HIIZQAa5n1TJwTCtoYq1Bgwip5Z3SZDgrxvlR/V20IZW9c6pOs6gY0aaZRkUVEqCzrWyuvVKAS60lGcU4xTLfXobt0bHbMltQ5+4BuQeVX1DStOay41Z7DRveJGmyoHTBkeCbWyHwvbIjqcnm/mkLbHeR4FcomXnp/B2vY2hU0Tk+E4Le7tlaCmMvQsYCkIkTUn3WYqP+HfAzqNswEotmx7TTug6HvS5lQFUK5UAMr8NA9Gh/zn9SfSKXtn3P8lR31IS7387khA6cPopvQXlqFtNaA3eEUPqhfh1/67F+D88cvwatfOAJ/5Z/9LPzq6v8Amx9dhBc+8Sm4sIsiE8D7C3ds96RD9Mt2yW8dVd5sQ0qpi9KMUmWB8k8K3oAlvykCp1BY9l2CBNy7+sIagtEWWKj85LvWdTCcK8blwx5/cDqkwzJHKfT1nBs17522hgMV5RU6e63PzbTC8ErhzJHjFRc+iEt70brqdFEUg2I25WS8DXUM6m80PSLwfI+GcJNDFDSzRfa8Uv7aysXOpFcJwZOrrrQgAEAhHy0oUaNF1iC0+DQ6mGMJ032kMEkSiEdjYo9Dq5JS0dAjY8J1pNFuNDsQxzlktSk0a22yDqGbHgr8mOspx/xM20PIuilEmEOxjbmbhnQtxkMhGQ9ayNEahKlE0DqDJBII2HCRHYxGdK/NrW1IEo5TwtgkzI9ECWux/ZJeI49gEicAtZhimXu9BZjGCWzu9IkAA93jtrY3Ya2OLn1CXJLCwmIPtrd3oN1qkRshMtplDbTI1QnAxBjbhKCI7sH6dwRbJ8+dgUYthVY7o1QgyWgISydPwfq9u1BHcLWxAf2N+7C9vk45om7dvAZRC2nf29BbWSHKdPYowB5AunSMicphMGSXQqROx3grjPfidXWesaSGwSNeYwv124+KhK3kXLQ8InU8n2nkEsWwVCqPH/RRIn5fstMxqCpTLLp2MlcFtwljyr1nMK7LVYrBQp9o7bUSissSxD+MWOV9JcB1uZtyJogwaAMpnqXH+M8amXYxF7ajxq0eirzRVwCnWRcKEJLrCup284SGnlw2CLEUWsQcbDp63pQ2RyuLUYukKMB37t2CxXMvkfbMCkv6pXk+0sI0J98VQljDVgW9VtI/D3EOi9+tI2FwwprcSoMXytJsN0Uskl/IRz0ExGbtwrRBub4gCxVzme/RYkOU4Amq8lk+OQuUz8SkGiiaX93yUtAeuCoaSUTiXzSgFZcdXgzCZ3WLmW1NaZiKjDJVsbq1WxPLAJm7RkNHPdBLh06pMFV0IHzGAKcrtZvQ7mFyxCYMRlPIWw3Yfa4F36vfgv++9d/DJ5qX4D9o/y/hL8F/C9/8tV+BZ4f/Bl333uId1n4iIclw1+ae4BxObgyFLnlhm0mTS/F5JZrlkuexgpxaD5Q6yIx3ezsa44LjhD46XIjtNYX1yJsxTvPhWu/chgRYaYxsH5sFOZmddg1RIEpy7P2gaE+f9CLz225DBdDgctV5ligB4phPrp7SEMG9lTyZQsF8RsyRfG/nxKzNVpi5dYL4xzRM7GOLlIXPOt6BBAkiVo54iiCZWUWbuqqv8puqs0rOtKx9JetmmVwxZ0FA0Gq0YJxNKe8RWVmQTpzyCKYwHaGVA6UkgEa77d4bNafGpA1xApPxFNrtHJIMLTdAIGXQ70MNCSGSKYEB/KLdaLLuzsRSxUmDgNJOfwuiqA9Ly2swnSZw+84Y2s02LHQXKFHvNE6JVKLWwVxLDdjZGZBlKMqQwTZBLARHjx0hZsCE2p5DPkkgTifQakewuLRESlWMbUKLV6+BuZ1S2NneISsW5nMcjjCf1QL0Fnpw6/0P4OjJk3D0yFGIkXgCSSJizgVJwzNF6Qmp2zOYjgZEUY5EGYsLXTh6ZA12t3dg4/ZtYgs0wgRcv3wFokYEnZU1qI9HcHx1hUDrqF6D7ds34cjZM8Y7KIfheAiDwZBAFp6DP0ipjop+BFhMHODii2ePJXP0MSmoikNUK4r9tuD7yhJk1bPfuL+UUk5frY97oTUlj5epuxOdgfmtC8lCOmWL6VdW7DnSiqyWEcOiyFB2ys2wFvlxwqbN9jv/eYvlgJP6oBYnn1JQ01oZymfJ2SMdEPj1+w+mignOtmQXZc8VHisjiQhlYW15Mn7eco4OTSE6RD9nbaHN8sHbz6TdpkHx7n3IpyOImgt21fUD3ZwAKGK+fTTK4yOP5j9ImW66tNgA9tmT+WGbLr3X4g322YOz6M6io3zsWerfgxSz/Rai7cvEXnmGGchZtbUgpQidrnoGuos5j8ktgsv5hgd6MtbO6HYqYB7UGRJMiB+0OqHqKSvqceXc0FiOohvQxXwaOcD5l16Fsxcvwne//AUY3r9LCzkmgjxxpAfZuA/d6zuwCD1Kgnu9d49YECmHk7U4SQ4n43yplp2yNnrLUhlGCcGpLoWDzrIUPLyFofYNV7462ShKBFTp+8A665Qwvi7Rni6VFPJxBKDaq/MQPD3qoueEBq8zYwoNSndAmwOatLuetwqWgH5rxDZKPG9zqpINFHii5Uiz8j3CoaLrJrdEw0ibZ1OYDrehtYKMtO4BZqgKK24wRyOCSvz44Io7mPirfRUEwBhj1GhC3h/AuDaGBSRGwJoQ/IyniBAA/e9yNMuQH5+SjJEBjfasnMAXoqh4PIUsnxo9cA797QQ6rRrUUakY5bC8tADj6RQ27m+QS1oTqclbyG7Le2wGCbHJ7WzsQjZNyBJWzwFWVlagHcdk8Tp+8iRsbGzDBzduQbfHYA+1URtbW9DrdCDDhLuGO3oUp5DXM3rGe3fvQm9pmerqdjswHo0pzyJZdgZ9iiNCYIV1XvrIq3Dr+g3ojEYEKAe7fYo3GoxHlAKlnmWkoMJcV5s3b8J4Z4tAETIBIqU5kT10upjlFpM48vtB61mzQfTqpA9AxsHBANbff482kbWzJ4nkAutFCnM8hiAPxyRavlrPXqSkxAW67PDFP+qldNYgL6wJZh+o2BBTcnk3rnkyx8PT9FoTgqnCBuTOi5R4JFXo/Yh/dJCukocC44FcIHNQ5Kf9Sn3uTkZBbR4odNWz26Vej+ARW5xCVighAmD/bH/Fx4WDA7+c1ck2tATZFt5AQWNb9uaLnVD4XmvXlOXJbi4C2CgA3dVFAyQ0AgUgF0+ltcW0LZn2YdLfhGhtAY5NluBfv/GTUI8Bvr74LjQMYUIDcyrkNahnNWhkEX1GEtFmZo7ndUr09z+e/xbcW0Ah8uktB1tn1M6uJsK+a3GoZMZ9QmM3lpIo/hKmNftF2S2UpOtriYK5EFCSU42BO5/v/uV/5ywL5ljVQuru7hYOfbzqmhJSH8mVZEuGMU4GONWvwerii1DLM/h3vv5T8LlnrkBSuwWt9mn4xe3Pwo9OX4U/PvwP4N69y/CT6cf4msYtSMlKiYHNCeRTDJCW5/Wnd5n7jzwOBdXnD0OftL8i8o6n2jDILSJLqWujvsgf16IFsjU6JZJ+7wap6QBi/i6MdjssH2Y5qAZaxoMQ0pJr8zx7YGkl3jLqg/bc6CZoA5uhYH+IRXljO4Wjad9g4x50zzzLlmL1jKW9WKp1nRHLUPAskIcNlSKhH7/3xz4LP0Sj3QLYSiAZD2GMCVkbDWg3OzBEpge0BmRocUJTiMlZRwJkxrGUETDbWyODhe4i1LsdcnUjjx/CC0jVjVamnBj4tja2ycWuFnHuJmTFWzt6BBottD4l0Gl3iQY9WUghbU2JsnwYT+kH4302Njdhc3sbFpdWIU9imIxGxPqHSUoR4CAlOpJFIFaZGkvZaDKEfn+HWPeQDS+bTmFhdRWSOKG1HK06rYxzJW1ubACsrlkqdnxSjOHCDLjj4ZjOqTcQCCIDYUrAaTocUE6oXrdNiW837t5lbVqtQWAJrWvMEhcRCQfSoyO4vI+eP4tL8MxHP0KxM8i0hy572HfdLiv28DiyAWLuJ+xnjNvylJmPsczSc8x3dYhuAPLJxEwwHC9ablCX5QdsaFSMcdKAjte/8rkj32nPJXOVvVbCfg46/TxFY5U2KFxXHxVwCosV6Ag8iQZNFjGnPRHNWsjjTu8tQLL2o36pVejfNq7kGl2P/Jb1UixPsoGo6+lPRa9YNZE8RbGhTOawjBT663dh+cg5+Nvf+pPwUxuvwkHLJ3a+CP/Oj/w99WDhQh8cMR2aH+B9esnBZqgd97quSmDQwFvOK56v7+tThWtyAKHE973n9MsMB0/xedw4qwicCxgW+e9qcBE+q/vbfzJuoZsX7PZWnVNAa6xn9W/V+WVt8vSr+cGEPd2ja9MFWEjbxBb2Qe063H9jB5rffwf+V6PfA3/t138Wjg5/EXbrQ3gj+zb8XO/PwK9t/A693xfS83T9lfZ1WtjJAz2ZQkYBrS5xHK0LIZ+I1+6idswDd0pGssvBrIVyjkW0WE+4WFUUDeYp2TMKSaHWW6j5RWtjjmmmR83SqOirBeCzYuohJ+o5LJVlPhKIWXPMCBJicdJx0uHyH8pJodRVdVx/Vj8oW6VEZuCozUvxh6xloReJ3gsrn05XxL9qDcMBAzmMd9eZRa1UkVVycXnNM8lZynaagltS2ZVuYhX2V+dd4B+juQ2Yr6lndCLopplCFNVhZ2sdEsrtxAsVJrtNE3SJq5NrMoJHTjKPhRe+5ZUVeObcOfjKF74AQxSIMUdPnEEj5pfYardhaXEZRpMJxRxhva0OuuElMIqnsLp6BBYWlmAynJB7HBaMryJGv8kEoiiBkydPwnA0gsl4Qm5zTEgRE8BFdzpOkkvmMqLupjirBsZTNaB+dI2uRZc3jK2iJOYJu98Bkj1grqo4gd2dHcoTtbq2Ru9pmsQQY7JfBE31Go1BxDetZh3GI2TWA1hYXoJmPYJRf9dpstGSgkFeRBWJsTzI9NeGRjOiNDgx5p3KekTdjoAMC/5GRsM05bmGBCXoFogU5bvbW2QAWDl61I8e2kv2fMBSYFUN4qNLr5nxSZeM3jMLut6cqFBKlBquSrw3IhGlzVqiXdytLSLCFM975GSSrc64vNtQgxLFCSkHAvm+ZHUNvjDXeCUEGR8COQQ+cBrhgkCfrLASlSSDo+Ni3ZHr9SKun8NT3e6nQSV9ER4T8CTKJQFQieIWMO5/4rpQZi0Lm4fKCo7Dy2G8tQ5reQ7/06mvW+D0/dr70G9PIKmnkCChZpRCDCmMpn2YZjE0em2IIYb+aBd6eRv+tfjn4Ke2PgqNLIeEEoByZ2mrR+G1PyZVSVXMVtnnfbGO7TGQtWZCeiIvvd6Ph6oUVkrfrbpOVx24VoYtr9ZUceyXYp13418xzVSDnINrsctc9cqm20G04/oasTbdrK/DNBrCdL0PnckI/rc//v+E5PUOTEZjuPW9b8DWrcuKFzmHV9Ln6bor3ZvGnSSCdIhU5BM7p8gQZbxYXL/pduydVke0Y6Llpj+jvX6cICu7A2uBeUNAoEdeK6QxMtTkKBjlfI68Z19ZFAh5GCtglAI2+bN1vQqtrr5JQMacszrptbRcWXBYHn8pUzSVBSzb79XY5JPML7U32ncfCC+lr75Eh2Rd87TyMGbPsVrLWIL2m99pBhlSiN1sU1Qd6KqXInVys1dRyyy9qdC5Vl5aEqRaJhS4Gt1Z+LcOXGchztZKU71iT84jSlYL7Q5ANqU8RzULkDCxLeYQyijuCWOeiFaLUn/UKEYJ44TQEhTVG5CQ4FiDM+fOw7vvvMN5AtF9D3MhRQArx4+Tm91gOIRJPCVQU2s3YLqzRfFL0zECpk1KOIpJcHuLi2ShQfc2BEVonWr3urCwvAzD4QTy8ZjaRfkYMe9imsNCb5GsRivLmE9qF6bxBFaWlmF1ZQ3u3L4DSb9PZARIAY7WoBRzdI2HVMfy4gKBsM3NLegPRuRixxYfBo1kPUMwY4kcauQa2Dh3Flo1gNHuDp0ngwYtd/hqmImRpSN0A0eXvxTl0mkKW+sbsLC8Si6IaHFDKnX8Ls8xd1YTojSCyXQM4+EIBshM2GhBdJThO2oQLDnUfumOH6AUFH57giY/2YtbHNC108UKu2A9owKe45EsaCpzAY7KdTK0DpkPknrAr5NlsxxS00rcNyMalxzjJIzNbqEr85IJsJynvPBYlPV6KGvpPmSuh5LHqbxybpnWvLos5RUrWagxC4/vt0jnlKqLZtwnCixQ2lOG5w5Z0PdS2oZWyWl/gzI2//2zn4M//97PwoXRCfj3e38T7v7iMnSOHvde8pU3vwHX3/wG/F/P/w34t978OfjPl/4B/Kna/wbWt78Ea9kSfHT7NLy5eoPYa6o66GGLSLOsSgetY+9zql5gsQ2SbymcPKrmUsBbvP/sziuLW6isZ4ajlO83PcMveR9lP9cXBDWtXZ1rAZ19ksQ3fdC4zZrAKIbx7gZ881f+JziXnoZL2Tn43dln4fnsl+BSfp4+P5s+Ays5U5FfW90gf2Skn01GmHRRFvvqpYLbVdHePTB5YTgHnzUhhPu9l4LADaZZS1FZ221d6j3ZzdDEWVGqB6OSY1ZFw4JhrP2FoRxOrcPyxBXfWu88NoSW3Gpg1dJRXpH6Ww+EPd67jm0SAiVU/tUwTdDDGDOm/ZYrSDWR7u/kOEinAxjvbkP9CFpo9jN4Q0hWfo6tUYSyvfbSUHqtmNQaxJZVghaPZrcLaYL06zFZX4iMoLdAxAn4N7LQYf4jCoRHUNBsE3BKopQAUrvbhVanQ1aZlWNH4XyWwrX33iMrDtKG95awrjaMRhNOOI7JZLs1iIcDuHDhInzwwQfQyDAXb4tks8WlFrHtEbFXijFImHspgzt37lD+vSxHYgq2NiVJRvTjCbrzRTXY3dyCyWAIvcUudFoICGswHE5hY3Ob2jOdIm05Qxl058O0VKhW6k0WyM0Q68LztjY3CMwgGQUm7EWmvZXVVUqoixYkir+qm8S1wz4M+7tkGZOxQZTiaJ1DVz1IodnE3JkZAdFJHJPVDF39+n0kgWjAkWPH6HlqTaY+xzGQJDEkGGOG7nuYdHeKFkGz32G8eRiiU1FoaOy1j1brbr0RrK0u5XUGB802IEp1W0eew7S/Y8+P6gwEvXsd5DkCNuW9SlmkonbjK+p5AuVioJHWsfPlMkHJ0So5wSosqyXJR2Jx4rvrxZ8bQNPfrPySSHW2WPyQwFNZXVXrqnxHK7s5pskjpFoV41S6mYSQG99zPITx1n1YOLMIv3ns2/BvXPu98HPTn4S/dfc34fTRZ4wOgFHamZdfg8/Er8Ef/Nqn4K2Fa8ykAxH8ZuPL8IeTn4Efv3sJ3ly9ahppGCye0PJgYGA2imEtZ5WEENYzB2iSf7092q1Wc0/Kiu+Kn80t5tT2eBd5ZbZwPld7S+NxDlgXADxjcjgdSZfhvxz97+G5/Bm4lJyHZ9KTUKcxW10u927Bvzj1XXIVqiET5whj+oy/vzhMzL14PJwlRXrYpluoAE8Po7h7sLXJOucp11TerDCXGg8JFEQxoTCttca0ZpMbygVSj/xzCJ6eyMJulWrzMMWEY7jP5nelcmae91u1nMi1CJ4SE1fVnBOTSNWecLO3LUe00zbOKU9h0t+C3pFT+x6sUTDOy1yVvTtrRgzvAcse2G9LIZWGmltFkS83FmqME+LvMc5maRljbAypQa1GzHa1eovAC1qQEGytrK7A7vY2TCZTSgaL1NlIpoDgp7O4BCdOn4Xd3U1YW1smyu681oB1BC9ITS5pHCCCra0dOH/+IuzujogRr455jDBHEgABNyRKQBe2pcUFcqvrdrrQH6CrNBq0WCBCqxSegxafc+cvkFWJLAZ5BOvr6xA1G1BrcPx2mowhjtBSVgdI2DWx3WgRbTreNR1PodNqwXAyNqF1GeRpDttbA4qJ6nTa0KIcTwm5NspmJe8U+w/p19M0JrCztHSESB8maUYAtd3rwHh9HaZIMJRl0OzVYXV5CZ49fx62d3YIqNWxPWkKwyGaWTmP1fKxIxCPEUSJld9p7SQ0oLKYdbtqbhZigkuGUNk19NzeyiCeK65C/IUxkHUcZUgTH8VQw/xcCCKRHMLspQQ0jXWqDCaEW2xVe8kpqxZc+4j2llDR+4juYn50wtlHBJz82Cb2bWPlJ5vbmMHFxLOYZJHih09nBv0RKndKN/pZUDm8Ro+2qnrCIvJdGPuk11vlohCEa7k6CBUlMNm8AwunL8BvHv0OAad/JflJ+A/v/AM48wpvJXlUpzq60IL/9Dt/FP7j3/VP4Y/9xquQRGOAdga/Xv88A6f7r8B/8eJvmUVMozz9SCbI3PPv0NoFpWsIVJch2UdYZsXVzBNzU1b2e02xjZIkNvA3L6j/ZpqTCm1hM7PSeYQWp2h+oFR525JzK/uxhJjBV7/Mf//Q6rS3MssN/tkgModjkwX665XkAv3oMqpN4Fr3Hlzt3oNr3bv0+wP83cHP6zCuo/sFiha0rZLLjrioWbZKWTIqNUd+i8t8sucp1kVKjSMHopz7XhG/y/HZd6p8x6XqP6eRE+YaCgjHz+TiJxt6MJa044b4js9hfT0sD1h8Jo/iqLMDOHwR/jot1kUZF/Y7TeBZ8i7tuWUKQn1NkLfQXiM6OQ4ZoW2G5t8s5WNVV6h9UnIAFtokU4eJNOnTZPsuLEcvw1STNOwX9ZedbrfFaI6LKs6xSuDq6t2pak9BKXM6gSyNoYUsd0h+0GiYBLi8ZmCi2OZy2+R84rVveWWVrEhIxoA+ywgOWu0OJFlOeZTQNW8wHsIoTqDRW6R4pME0ptxRmI8Iw3/Q1W+EtNtIBz6OOZcU3peSDydEDT7dntA9jp04bsBkBIuLC2S1wVxL2B6k0acEqrUINrc2oNttU59h/Fan24X+eACNRgQNdOurowA6JYZUBFeNWhsatQzu3t0gFznKrdRowGKtR+QUtQbLi2iJQ6tWQsmpUoinE5oLSGG+urwAtycTshAhw2qnhQmDGwQCj588Q1axGEkzMDdVq2MYCzOoN1vkekgufHW0NHWcu73ZKEghlSSUjBcBaFgCFVTptxbUzDG6irPf/+BNV5GxhTAhAzgzXIKL/aNwYXsNnh0cg0vDY3BpdBIuTk/CuBbDH/jxvw6Xu+tQyxG4YgCh8VIoaZxt0z72BifHg1V+hHNC9iBfCg3q0clqjRWKLUC6X/KZYMq3kPl38hSPduo7JaU60++MRwGcQnYvNAfyEuc2a9SvYJA4DnD7gKp3JfdJAJz51KokuPspc6yBxQdTmCR0hdZCWwCarBtm4X45jDfvQp4m8Lkj75AW4NnsLJy6vQDxZALDSQxXv/0dOPHcJfhPvvFH4XMX34dvvboDf+qbR+H48iX41Ou/AO+8uwHwBsBnd1+GTtKEUSN1+YEKOrwyA6cW+v3YKGnsXErKeXn091FmuXxWvTQdQC9nSN4o/v7BY3WoHr1lzwpu2+P5Z1l75urj4LzKuKfKFlSDu1KNrFvJzEfn2MzClS/0OTa/HP7hyS/BxeER6DeGBIyudu7D1S7+3IP7rS0gzltVPwoTtCfgwj6OYToeQzbchelwE6Zb1xwVeYTxYb7mreqBURAhYQQX9UCGtcBkjzgM1ycsQaJGlXywTexRkVW0SEU2L1mKvqdGhWWyHQNB5YphNkPry2361pKN2P5ybnyHFqdHXfTkCfrbvF/R+HrzCP+hMYo7J1oVlau7EngoBEaVUIHnUmKYNUwrDsvY9RQ9vz0sVq7MxN6r/e2gW3IIFbXljJqn9ICT3S2oZTFZKbx8e3OUKsG0cAb9yipatXct4bczp5VZLzCWCBXMTKWNrnkJ1DF2iWIm+WU06k2i/q7VkMQbyOqEeZsiTJ4b4bUY84TU3w0iONjc3oHFI0eZ0Zfc7lD1xAlcEVhhrcvLCL6OwDiewv31bai1Umg12qTKRvIJdIGrNyI4evQoTCcJ5XyqLbZgaWkBBsMJrPfXyWUNXepoXUlj6HW6sLu7QxYlfAYEOOlkysQimEoiThD3QC3ipLaDGNn2FmFpcRHiOIXJZIxwCI6urcD6egJRHWOumJod47yiVotY/DAuFkFbt9OGyTShGC9kKOxhXFgSEysfWt7QLXEw2YX+YAANTGLb7JD1ZXntKBw5cQKa7TbF7m1s7dB7S4mBD61lOVmvet0u/ciyf/A3P+vKUDqrvmox7cBi3ILz22twYZd/EBw9OzoJz01PQTcvgjsp7awFLwxOwHvde0THnqVIDsFghOfZ3vOJpn8VulPKllyBPGPc9J62KK2V3Yy/JzML5Qfj2jhEeI/cCAHILANNdI6W22dO1v0Bj31bnKqEAdSG0nLkJBBCyASsyOd172ZaEFJNMja7aCWVKK32Ug+F3wl4sit7sCcq0ESfFeOX1hAmoy2AUR/Gi2340to78Ls3XoWf2X4NfvXOTegsrcDWB+/DL975FLzUPw5/+o/+D5AnEZmQW71FWDl9AYYLG3DrzXtwOjsOn9y8AF84dsVtssb3tvAWAiBR/dj8cGUaa/+KYHe27ygQuGfUUDX4haig+mK1o5LQmhVzbxTei9NYzFM0A13Zd4VjhRVl9vkPi3Cj8poZ7TGVlh1Ur1wNcFkNvTkuC5AA8XKT67eXr8Ofev2/IsIECpymOYFJGRPM1kjavHg4hGy4A5AMYTIewLQ/hGy6S4s7nZujdgx/XHwTbu6sjZqjL+YYxvSxZE2QdafMZUrq5riiClBPACUAUEKuuh+r7AOCGwvsPOWRUpAcgqfHU/R485LdlpyqSEjI0mTGoWPelPPmEeyMxUi8J8qW99JN1/0trnMU24s/FKgPBytlSoDwe0Jn/GDxYBfyaQxRu7tPoBbMvcK+PUPdXmzVQy2oJGr1ejDaHkKccnqCOqYgabWJyACtOUiJjR2dW0+UlOJyxlO0siREMY4C/91792Bre4fANVqgGhTnUyeggqakjJKFIyiqQbvLMUNIz33v2gdsMYoiogxH9r12qwGDAQIgtGpNiZUOY4021zdg4/46DMcTGBCLXmItP+hyV49qlKNpOBjA7vYuxWI1mxE0m9heBEYjegGYYJcBH7sGIj06JsTFgu1AK89gZ4eSpeMztuoN2O3v0l6A1OHNZgtazRrkWQ36/REl703jKSws9CAeT8jyFjW7ENUasLCIcWAIolDorsPZ5140nc/mEfQanMYxvXNUP9eIwIfVGGRqLUmXUzosDjgP/HQ8ZnD6phUqL+weh3/x2//ezLpiSOC92nX4fv19eLd+FTbPZ/B+9x78Z2/+W7AMi3C9u8ngB9lpiWTJCOFzjnG7A8r2H2BFaXZNs28a2R+LWKLq895yD4XmXJ5Re7n0Ka+OfK7krI8kAa7/2QU2K6wi1iiTF4lE9MAiUBnD9bA2d714lv0uvXmgdAoHTsnplYgwm0D/7g1YWjgCv3H02wScfi75Ufjbv/HnodHuwOnRGvxH9/8E/MU/8quwPdiBdz//WzAd/iwJYFe++324++634V80PwO/PPkD8OP3XoQvHb1MgaLi9hCIdrLNes3w94YSIFCyE+vA2SIxbIlGrmo8zLiv+6riu7LAe89tjv92CW2dm96DuiT5Y7TIxJQ/ZOBUlqPJfp5DUNq/1cskiLFaCgWOcDOSmBvSArlR5Vw9DZUr5stIY8gmI9JEptMpxIMBpMMtSOMRJJMxpEhLGw9ZsUBmIARGrAXjYkBSibaEFubQx8c1NXhO97vgpqcEz8qlZS9CrhmWUGlXabJc24Y5wZMB/17D5wDShe89a4ezQD1C+fCw6GL1EFXrW5mCR6lQ5TT9NyWCVnkG5xXqwqm1p4RifhsLrtUm76Fgt9tnUa/iPU+h2aKsRLCWTmDS34Z6h2OA9qcD9psf/j17v9fkESXtMye6XTZQQxZcr30Bod1dgHxzg4gMsgYQBTjmN6rV2wadRpBgJ6R8D7QoXb95i3ILIcNeHiFLXgzD0RimaQJ1JDdAd7sIAQsHo6H3BcaxoGUH13Fcm2/dvk0WpeFgRFaV1dU16tfdnS0YIllAhBTeDRhPRuTutrZ2jNzhkGQCn7LTaEKz3oJRvw/ogYexRxQrk+aQDEbkFoftW1zsEqV3mmC8EnrdcT4kUQogyJpMYnLnQ/dD3FcxtqrdwbxSC7CAlrZ6HRYWVkwOK1lPOfkmxjGR7d9siM32AhlQiYkdCTLqSLjBg5S8BEQpS2NIuy6TPcO+M/KXUu6q/I2h7w7TXxTGTMlgqRpqlcKuX+KaMwtfqd2A97q3YaHRg0vjM7CcdGkdf7t3Df5y+jfh/9f6begsLsCP/ey/CsPbI1h+c5Guu97dIvCdTaaQpwycEDTz3JszSZWWfdV+KlMVQk8r6ZYQjMx1qzJvKN2QasC0J3mX6BBDnW9ZLstZC9eDASe9+auVwTQOJ64FTcY2yMGResnhBsq5hTvImxF56kGKvHCreS2iZ3te8VH9QaPPVX/z8wbXWbeIDMabt2H5/MvwG0e/BX/tnT8GP5V8GsOXoNHO4UfHL8PJbA3+23/4r5n6/gI0oAGf2czhF+H/Au3VT8Kv1z8Hvwx/AH5s/WX4P+f/H37hdD+mzAyWa3tkr0wYM7vN+pmWdVAZLK/eRGa5+IX41ZsCVgLW31W9KKmz8olmLnCz5klhsobIfl8gv7ovqu6nZwltC2q2s3dWcQS4dkJBYhJgxKCICQYkVjFHyvsaBp8iOM8gypBxaEoJDePJmHJCEDAaDQgoZfEE0vEA0hiDcGOVZBInb6oaov8OXWQKDaaCGkJkmw1PKRP+g6FSBFUVoEjcoLS7rYtfMtpIA4bYbcCtvHPFM838VtoQzh1hytvrwmApC29mLdLO7561iIfI6XGUcF5ae20mWm5+IRjTQnOSHVRofqC3Cgk5kpRd6jB/exGuChB7YVXh+Ak/45RslO+Rcm+JddIufwZjeDiKqojK45vmKdQj9jlS6G/cgtVjp8ysmzcrb4Ukt9c18gB7Fr2H1OZkoOWkrFhanS7UiUGPyQ7IipRm0KgjiQOmNUDyiBqRQ6AFKk6QVW5CLmmTDOnLawS0JpOELCoIlpDKHAEUdh4y0qGbH2qbWLbKIUGqbszPNcGcSy1YWl6CpaVFuH3nHgFiBC54/OSJYzAaxdBPhuRmRzHpEVJ7d2BleZlB2bHjFAcl8U5IUIH5jnrLywRY6nW2Oq00WnQ+toV7BeNWebRYt0RUupl0DmhF4qHFJguMQ7L7m1gILIMuuiDK2HNKPac81R4BSi7Qf5QpK9yLU4rCIImaB+LlmoOvpVWi50LCbnj3a9vwyqk/Br/nl/4I/Pjtj0MMV+Ha8g6k0xh+4kvH4Z9c/tvwhz76v4NbFyaQNxfhyDabmPu1EWw3R2RyTjEXIrHT5rTOyA3DeGArx5bso+HeapWQoGwQeh/1rNPyAvkdFXV7ZtWzik2d/kP3UnkJ5x0ZbUpwob8+aZo6n2Fwv2VfwEk3xwNRQU4pJ1j4gpIXayAoMLzLo9KOlmC+wndSBPzo9TIc7W5c+EU90GTnLmTjAby7cAOut+/DM5Nj8DPwY7D90ytwdzODj/36H6Z+RMrNLIvhvxn9H+Dt+vvwNzp/FzIYwq/Xf4vqeX3wHCzELdhporlZXrrfoAIU3aP/9kpyS49XoVlRuvBAuK8aI/5VTvPhJhQ9lSXAmOMBvHNmDf29gFN5G6vvoVcXeEzFkK8ocwp76bk28dLolBmy6jnKYQ7XRW0hq5Mxz8OIWOzSeALJdEixRulglxZdzKWEG3eOftKZthLpYAk8xouzf2yPYlZejmlEdxOe96hRrKlcSxZDO8WweRZ1txnWprlL4bULaJK/nRbFJaWdUc+cK3E5MLdf+pVZhZhbNO0ZM6aMbG57zYPD8hBL2XtAlqsq12DrrWEIQGqi0AiEAb1fBt9Z3FCqJShpnxYkZU+WNV8rB81yMRMMBULpfsETKkrQWw0rmuxgnBPGegml0TwVaWSn1omKs4VfjP+es3h74d5XsQyIis4I6i0Ws9CCgkIkxvlgPEc8TYlFrtaqE0hFQIWWG0osW69ZMgSUDxDUIIkEuqatrKyQKx9STI9GI+rvdqdGbHcS94sAC+oNirPuLHQgipowGCDhAoMTtDYhgNrY2IZarQlLSyt03UKvB4sLC2zJQpKvHGnMm7CAII28EjKIFhYMEHLPSiAOFbqktMF/NOgtvgmBKGXdTO8mHIhieQjWTcd455icTQ2+CrnklXmioHeikWrEw8ee6AuPvvvdfGWWdHNkyiRLt+rrlBT5vbfehrfTy7C7sQFTtDYOh/D27/0J+OVrvwt+ZuX3wP/4zNsQ53V4Zotzn91or0OUN0n5ie6UjlGvVi72KgxY1p6HI4dHhb7jEAklrpAHiw+u7BvflxKmRA4uWLnF2qTeY0F2fYjACTUNZUUSOLpGcoArr2M5ZMiVaHjl51F4aiYtD9oetIRy8TwKA50IV08cHxeUH1cEF1k8gtH2Xeh2zsJvHf0m/PLN3wu/f/Rj8N9sfQHWTp2GK8s3YLi7ZX0iBtEQ+r0RbF4YQvNGHa7mN+Dd2vvwfHYRfmTjBfjVk9/xpENfcAof9CA4Wj8eWx+K6mwXS1FwZTNqT824pttku9+Yyf2JOc+LqW5tsejBU16nxEW5z1WZrqsAVQiiqvp8f8/k56zCf7mfkaZe6sN9Cf3l2TMegRASCXFUd5RMYToeQtwfQR5PaPNEq1EyHEA2QdpXBETux1mJQkrJ7ODvRCWaFYYuchkwYKmO48rY/WWxw6VCgyN9VxvOFbpQBFqx/Tb1wPEbXh2GVU9RmD9Q2UsfoPOLyBiZsVZqtqLD8miKWxP5ZdjVzKzXROwjANwTGowrJ84N61OptOek6KgoOgmlfr9l46BKYRheh6XulgJviTf74sMeSk4XkcN4+z5Zs6HZ3ceN5gMzBzv7YEWsFngvJHSoIZ13VINGxG562I/IlDuajKCB/nu4kicJxf5gTBDmO+q0UQhGdrgm/eCYwCS4VH8UQafdhVazA5MpruMRue8RjT1aMfMaEUG00I2NchZFRPjRaHSJq6fZNGQzoSWgzq5/9K0J0mcYElnrhVgLLEOAXYBNcF0+u7fpCD2LrxjzwU40Q/Ay3kyqtzWU0meGx8rflRGnPQpJhl9Eze99FTxLqODyZfI974s/MsWOGuB0v7YFcTyBd974spP8kYwjr8HPX/sYkYV98/RtSIgGowYntthSdau9YczEdYiHLvmtEEPMI0oX9tOyBu9RwjQeZUX6DePNapmxRj7AxNRhBVjVbJqEB0aDB83jVLyxjs+gPtBvaZYmrGyBL5svD1LK5p7cq6rsQRIxsz57bgajjbvQPXkWfuMIA6efT38K/sbNfwTHz5yDlZMnYbjLzDUyQZCu89M/+VPwzS9/Ca5879tES47A6cfuvwS/euI7FjJ5siJp+Koe0i/WFanSxcBd73BF8dxqn9MqwgVfDVlYW/U9C0BwjzKTLqUaOJWfOx/4YfkoXIwqnttuRaoo1xdxJ+NJX6N4abkJKiwwvwVbf9h3fTLaJUsRxQ/FY0inI0iGQzLl50ghlCHhAiZk0YBISglt5L76SLWfAo5F2cfJChk7s6WLt1e3oHHqEt9fgAG6mzMFzF0CiqpcCg7qieb6/kG1NDPuMQczZWFemTFW6nMYYnY9baL9sWMelgcvjmXSrGJeXwcbiFmvyILspoJbB4z21a6F4RAIhqhVtId6ollDWZ+v1eAyGSS1Brrsydw0qU48Y8C++qj8uHXRR71PPCKhr7HS86If9p6VASuoV39FY0v2NnXVw5E/UPBu1OHsCy8wUYEhcMC0LfjbYylekr41SZDJ/Gj2D3M+Vkj53DAmZoIvCJVQGAfluN/JGc7E9wgqxWoYg/PC7OtDwx2MX7il7rZfaAHH/DYx7Axe1Li1F2l44wqJVoX3VSIfBEsyN0PuG9brrLTuiJpgM8ZCWThtQewzslPY6jJ5Kqi95PtwEgOsGeB0L9qEhcVFePH11+HOtatw5N0afGHr70EHWjD6QgJ/9Q/9CnxwdAusUNOqAAEAAElEQVTyvEFz8vguX3ezu07ACRkNE8rhpN9E0XY7a7ej5w/EAo+oJiqpLDiv4mtzjjliO5ln+4PuvjpB7qziRmb0GIETxinRpEehLKJYCRTw3OAQmggzaaOUhSaJLKNYC34xxECo13vJ8xp6BHknHbDMc21UAp7wZx536zykNUfXg/vkh/A7a9+GOErg+ewCLHx/Al/f/jUYiLWJmE8i+OneH4fWtAWnP3cRdgdD6ohfq38e/mz8J+DHN17x/DO9Tdo2lhdNdu3KK8gHyhBg2YMdrLNnUl7r4zrTsGzM7qRSS1f5DfVzPLz2V98shErmPrQZSeip+a6GgZmmdUZzFaFWEalCk4RyTeRxDFGWk4vGdDyCdIiAaARZbNjopn3IphPICQyhFIOASPxIQQ3Qsuc+4ISxYIgZkDiHBzIW4d8mbhGBEmkf9X1lBxJ1NfeXpi6xOR60szX+Ch6hMCJnxDLRHeW24XOUjPaqIkofmcJu7Oo8TSYlAAoypi9Q8cEymGhjH07x35wfRBtuDxw/g2Os2r3pMMbp0RXUnEqxWmSxJtG4QIUSBy6x4SnMQWfGmDHEYswLxXKY72mfNMmPvSWoTB4re83hsh8CprAOAU9G70KHTB2ZsSB7wtK+eyxom1SQJZD0t6C1esKzsO95F61k2HerSpDoQ1Cg2FeEJA6dXgGLGccc7wr72fNWk5hx87f57bY+581BlhzvPAU29H1DLZ49twRBqLgulz7VDSAdt1faBwFQsxjMu5XUtVfPc2oIjgpUAToWNIV7s72jvdZLGRGc4XYpBx5KpSPldjtvDsXS70pc9e7BJqwdPQ5nnn8Z+tsDeLvxBvyei38GTi6ehV/Y+kn4S//0p+Hnz/z7sPPJNTj2zAU4PcRYNIBbhlGP1pYY3etl6BRZX+2zl8QOk1xuUnuEHUWu9NHMxyUsgK6m9lIvdslAAGHfoK8UoUcAtuctNhWHF5RVebaCkgeDa40DuQ/Jv4WAJF78ue1m6NmJL9f4ml2tKfPiwvy5+fBBU1mnlqFoaYvN+FUho1fcJxntQDzYgf5iDb6y8n348a1X4d8b/kn43NWvOOoiLBLAlyB1iixEORzNV+nPV8cX4Oh4Ae53B+p1h6sR/yHvJxxMZQxu0sn7ocOu0l7vtZD434d1BPUF86dMz+O+04OjKC1LoHyxFr16ByoTBPeWUsoIrXQKuseZhZU0xhjQizkTUkiR8hQBEYIjDKSNxzAZonVoBDnmLEqnkE77lPU8m+I5U6bh9swsKKmwQqI8hugBi46jVppNtBY5cMQWTAJHJt6NuwUnKY9XbhG6BaiKVd/Kf2Gx/s0a/MwSAs15XqyTV1/FteVVlZ9m+sJ+rCB/mDVcCwvUASVJl69sL/EhfCY2XXJ8wOz5clgeQSkIGeFotaJt4Y3Iuqz3xdI1WMun2spkPpex1lUWHU5a1TTRfxrdDMleuDYYICXKxAdWFaCCBvMRkbI0hdH2fVg69yKkHriMZsskhchwbph9FYWLQ7CkP8xrnS0K5hoA6MD3wrYUuNuGz+Oday9389tc4J1Ir8/IqHK+Pl6NlL1WBA3Qg4QPamjiBqVqhHo+e7YanESAou9kqimu0WEkt9xCntv1tVeRttJX7EHeE5es974FuXqMzyJ3mnVP9TBWhD46ZWa8+9EmtBYXSXkyGsZkpFj7/a/CpN6Cv/CP/mN4KToNf2795+GvD/4ZbFz5Ppwef5Kuu9VdZ2ULstxi4mRUPeDcIqZCP1QmlHxKp0g4Bmftf3nlh+qix0ehFOXSBxX1fVqGQJDPH4urnjRH6Bydr2uZJyVrZUl9zfSRZYPZVEma4xnx14+l6JkSuuzJd7qNs2ZWNobx1h1YWlyB3zzyTQJOfzr+o/Sz3/LK4Ax8rvO2si6Zl18qxBUnK2UALxUKtaq+DBmaWksAWNU5VZ/3+s7maFL/emtvGaFIYNXQTDu8XyDDEQvyaEGxVRozBzNfp5Ajk5wBQKSxQVAbo5sc5rlIIZ4MIUEmufGI8o3gYMUgzjSdElAi+k+yCEnLxFVOtzi0Fj1cUOQWOAFARoDAAN56BA1DTeo2PF5ULXYwwhvFZNC4VhuDEtyiwjE3htzmLsDdnKPdKGbJLaqI3OYJIvOCpopKZbqG9e3ZFkWxW7jVHEx7j7WEG9kT1LQf9OIBmjlLCJ7Eqssu2EavVjHeC2Ri4RZcJSHNaqecK/eVpdgAKDsHa5yKab+EELPinIbrtwGSKQDSdRcEY26cfZQZ9y3L2cZX6w550CKxa7AvwaWQh5EUxwUkZb6rsCIXNkOXrsQdkWU8moGQy/qhqm+CAeGd6jrcEkAFKXLkEVl6UVmblaItC6u1sqU7ykynYXcc7H1WKY3nAUuzjs33nbvR2rRnXfW6XXRVBagvLMLR8xfh2tXr0L+/DknMSYjPnX0OBndvw5X3rsAzyZ+n626279P7x9Qg2RSBkyIS2qeYgZfpNJElkRxQDp70QgVzKTssT0LgRrKf17kfgFXM87b/peABgJMvsDqkX6LmMcjfKiUCwVsrNogcQhEsPLINvwyWVvV9PZDgciUPV+EMtbIP79+ClbPPw98/9Zvw0uAcrMaoWVCT1f5T3cib7U345vJ7lPVaf0sGaz3CZvQXJ/EMQJXJWu/fVne8O08+u0Do4iO7btTaIs1hpP22XbtkJPnJH40rmAgTZsGUSYZgBndy8hc3lrU0TQjMZHECKVp+yAqEOQ2m9F2WpJAglfYEqbTxOFqCEooNyvMRu5yiMzhJCPLCQ5YQKVkAhMrf3UMrHmOl0UVgXJEEbZMfj6HBpYPiN8yDlvzr1dbGlZjno35PPXY+EeKqNDjyt5fgU6QZdZYGOoWlwTxH1RzItNBm/pY1ltwJxKVg3u4OqbzFlcHS5fppFZj0QX+WavTk9xDrXGXPzbdUTtrjIVXiL89lkN6trWXuNh6W+cvsXpUBWhyooRcAAybW1smYsyynFbXbORXK7Xu96qr9NQRi4rInzdfxVzj/DCumBk+zhmqpMY1T9lDFyaQP6bgPUQ/zHDlB3JISeGBA7lUEBZbgKMwVcxArmYe19uhY6aN9TbWii527jSw6bvW2MzpEX+Zb3cfFZy1rmNuhq4qzHs04J3xoPSYKbVIDUBFRefi/IjZolkXev2R/b9qPMS1fNUPPmgd2gTZ75hFFDtFZWERPfviP+n8Wvnj+HfiVz/2/YC1uwJ+f/tvwo+OPwF849l/Cznt3aWKey07RdbfamxzbFicmh5PxGjFxxdLKquZqz46qZnpLRl4cmpJeQEpZ3LDjq90PYK8umoxMW5UEuxfrno+r8yEnwBXBImgQuW87e4Hz2TYCNuWH0foII86VLLRkmBJKcF8af7jFmw0BCApeADdMydFyjv5OX2/zOQEkw23Kp7DTGcG/++rfpWMZunzJIhzGxhAboROUXQyDbABmF7O5pHhDscwktpaqou+GgaVu0SQ3NHous+Lhxm0z2vOmLsxRPFC5M1jwrfM7z1KoYcbxnOPe8BwRPgFd2MwViE/QwkPWmngKEQKbNIVkOiZyA/xMFkrUopDrGybZQ7DD7EMpZsamcxhAUTgrWY7Q6qP9ScqEFokN0sF0VS/+MRXtbmPGWL1l/IpJuI9KFiaNRlzbnTICzfW8i1M/knKCxxtaicLtMrMSkl7eCjrAEstiYXcpLE48BoKdUYFA3ijdYkBerBok4WvO9wGWXJhV+RJNuXTwO55sJKQicDKsPBos+cBJZgo7bTI71YObyT2FUpVQGwJVKZahUIWZ2QuCvCSH5aGXPWU1mqc8aHmIs6Kn6OrDF5NlnMYjM6Wh8drFAbj7RGouWN6VKk3HrPkSgqXwuAxv0SHJMkHscKYtNXfavDoEbTVG8EQG+2QK44170O0dodv9mfd+Gv7Ijc/CPznxVbjW24A0yiCpIUsdQFrL6CfBnyilv2NIIKklEEcZrLcHsNMcFwHJgaZBVUeKEIP/4z7E9MqPssx+hNKVd85z5ykapM5zvS8iO1e74DSzTgkorAYks0DTg+Xn8eqZodx6ePGiTiliWfWibUjTNsSTCawOO/BX/sXPwd8c/BLs1AbwDXgL/pXen4Ff++bn6ZrVfAmWwJBDIKseRBCPh4YYylisDSCt2jO16zyCNW1pKra2aBH0SSNE9lepOwpKlZzZ9FRcqK1cCKNEEJr7JbKc6LSsamwqpIf7u5Uz5Lx5lCEPw+LkiZS202eI6TbiGoXqOUjQIqXlSve0/j28Mu+MC930wtEUrCfZdAj33/oKtLorABg0RztMg/EmxZU0SJit1TBPgyGYJopaPEcENpVdTOQmOyCN2VssBDYgxAl9XnvNyBFzOrtl8XVIDUlzDrseAQ0lTmUCAzoPZxUBoozJCsyApW7IMrbqIJ0sajyymEAMUdmLQEyumq6DOOmn2YlLY3006AlnvryIsu8etDzEusQYoRYYq6HxQBC/KwSU6ZgBESaCRVcYuwCKZKzGADfXH3REyCL1BgJXzdBj2WwmpVohiQozi+6MPvEhm/nt1kye+iaGT7Nv8ibnVEM8PNBqyEBJfijHy0FfRwmpRIEViOK2HnCRCSRa6df9brQ2LlHqnGOtdG9PvQU95QXsHWKmR1eCJZb/0OuZfy4blZxFiQ5bJQJ/Jm8CJGLCtVfWDj0mNH5mLL+/dxwumWVKQ/kzoConfZn2wDDs1Hl9b9BUYURwqUgAYLizDQu0OqTwV7/HSeI/unse9lvG0RR+4Xf/Dbjcuz8ngpxVzEwLlcYlRfblR1P2br8nRJbQjh+8hEjaV/mG57GXS3A40A2JIiF4ggOtm+pK9aqCh4/mCzF4GOEIVd97894ony2rXu0efPsLV6DTWYT/4x+MoN5sU5zSla99Ed7/9tcAckP8kAOcy47Tn+uNbRjXcaNswmQ4sJMTvUwUIgnaNavRs4dZZP8p+2aOvdSuXfOAgXksm77mx4pIJfpvW6sBaQdZD/YNnNiViu+qhQKPMCDQ0oqZkDSzCJ5S8532LdUvMjLaJ8Xq89gMABWTvPT+WgALZXvvfWN+ipv0wyXc4fRN9MJUq7hRiUbJuGYxvN/rwcLjaYkmad5rw8/zxu+UXbvflxxaix5j0fO0IIibX2yIpUL5NdQrlPEeAieaV6m7RlhsPKWI7iJlxfXGiJKTw14VfibXVhHUwt5X1uWysS/PqCwxlfEGlPyR20iCILlVIjhHcg0FlMSq9DBwsB5SVttV9hyO9EI7M+5PBnUbE/bHQZ0BdD6Kqsf3N125f9AWlyx+n09yWB5K0WMu/E5ckgLXWw9AmWGIjLUsAFSrLuzuUbIGVe5nhYtLzi95hki51VlPZtmjDfCJGm6e7Utgt+emMNy8bSzdvlb6t9pfgxY0oZHXAf9r5DWoZ/y7Yf5r5nX6vZIvQidvwe+7/Qpcfva3HywI6wkobp3fq4R7ePhS1acCuJ8Vq6kXUaWkC79XSoDSpnkfHZmVrKHaMjFvKVputduybp6zZJQROzx+5lGn6D4Si8XpPmTZGOJpBlff/BKM+xMY7W5Df3sDlrI2fDx+BV7LPgKvZ6/Aj2afoGtudTaItgrnS0o5nDA/IxM/7RljpX7T/C7hWQm3kDwUeSq9OmbPOc4VOrN75ty+DP2+N5LRVTdIGB/U53b6veiYHkEeJ+lXTLymtWyWD4KECU6My24typynLrFuSrLAq0R8jwU0hY8nv6u8cEK8E83b3tnpuQ5UirvzrC+f0PKUtLNMu1uCZTWGRlDg/ICLVhmvGgOc6iiAzNMrtgJ1ZsmfMrcsKNFhiZrVSGiPrTUThSVxPzFKEbSU0kVOGtOLsCzWKeaeIkskkmhwtnoETgKUZDHbEygpoFb1+FRFWI8yJlHrlQLO6zpTxAGPwGBFQ8IAV6cwKgn6lqtKGl7c0PTiH1Dy24XR9rZ/JbryKmYrAanuUR/cr/uwVBdNjiL97rF6UfIdtyjYwOhSoUbemgNSe2q1D9pwuVCzxrrHKPydlxn7FYCiX9at21y618Cza437Ox7tQDIaAHQX4X/+6b8F/91X/wK8H92Av/gH/j4cvfAskfmgOzh6LNy48i5863P/Ev5PR/8a/MXLfwz+zpF/CH82+6vwlyZ/Gv6T0b8Ln954Dv6LZ3+LPSY0I6pZBEvkQi8mRM9LJ32pbimJIeSA9/AxzZp5wDJ7DPj7vVgtZ0mdrj4Zu3uYLGcGru2nrfpEEVoVuZCH8/Yn0OoK3H5m1j563f5e5V0z80ayuRWPiRLUO15ZlwJoVmkHsJJ0SBmA5T7chSiewDOTk/DaG2vwev5ReD1/GT6evAjPJmdLa/3c0e9Zsy8muRchAi1O8zbNKixJlveftVIhGvnyrztPXYCPyHEpdv/05oF40xg3OvUF7K8UXmrlaaGyWf7KHzZwKpA5lDRG3L0gYKyiuAHbsiLoCuu1p0hOJ+M69qGW/ACoeD9v4ocVhDytpap7A82t3b70OlElnJj4HQFZgWcmny7asqrbV6w1dlvKAxnJkh8gWGI6cgQNRCSBsXd2kSvbiA1XIRF15JAmGaQEkjKI44yY2SUfhOwTnptuKcJwisFQ+NKfwyL3EEAWgiebf0InTgwkJuPwys+vF3elAUUiFr2EFdM0GLdp224fZHmP6n3nd45796F2pqTj7B5swJMae7gVWcBc3nWH5WGUwHvCuU1rHGQ2aRqs+F58BZqbZ+HP7GKH0UHD7DxBVQ2zPfYvmT8UqpCpH4xTMiRPkmVjLrwgCikEYMkEprub0OguwVdWL0MCKVzMz8LyrTqkFxqQAcbTMjf6ytmL8PuO9eCPXf9puHzkDtSbTYBxBr9d+zJV+5nN5zjelhrBwql+YCtUFx7ONYtPZUASzavAKupFihL7Q7CC+euRHFPjcSbwdvk3XVOKoE/drXjvynGihefgOul0Gjw8zl3sZtD3+wRPZT3KeNfPaVGx/Zjmlt+xsh9nAcUyN0SzTss3a4aKHGPff2P09+Bj8fOwlLEFKiw32+vw1tI1eGvpKnx38QZ8Z/EGXOnesUoATHlCk9COhXJZQjdPgyaryJQSgKOwWIUkFaeQCM7w4oXpqIszsN42Jorbv3RGmUXzPqs4fBewNUaPmFXPGlj30Cygok1+AmVNZbHzUNY5o8360IrOeSHtgorPIX251syF15SsoXuuqy58qbLYvvMOPPCyM9eZ855Q5f5ffjI8cSUcDiHoD99PYe0pea9YKJ4Hh32dw+HkO9sFeygSy6YjtoVoyIVVL6pBvV7n+DrNFCdaI4mXUjeV+KMszZmyPc0gTdDdDj8zcPIW34OUCABlnhAkzaO5FtAk54TgCV0AycOovr8xHJJDSDtCzTETS/jn7b/sQ2rV3+s/52TYPCyPrnhinhGWhQlUOyb5Gt0g1smk+bACxQyWNu3ibio/+Lufd98IF0BNHiH7ZUU88yxPMIpzMvmcdu/dgmMnL8CoOYFvLb8Pn9h5Dl5+7zi8+6NIYVODLGpQ/YutBfg79/8c/M2f+VX4I//8BehHOwCdHL5e/zYMYAhryRK82D8J31tGFrL96T35997cyNXfKmkzXMQfouugczULFUxBGEVwvn+MmRzdV2XnlAyKIL5WfVF5nZMFjfJAh3sESno1Yw5UCr4DZXvoHpXvN65pj9oK2tAmZbjGaVSDH5+8Rn9Poxi+v3gTvrd0Db67yD/fWboG280RNb6GsfFYT5ZALZ7CdDSAyfYGJKNNm8PJKiK1NansFapjZXL6zJEahfv1LKRVVCTiM0iqnPlverBSqPKAa+X8Fqc5zytQjYfud/u5Yahs/TAF6D0EVq+EbS0DT2pMaUHRF7wDWlFKg8UCqhZ4S++vCQToJTzIKPSggT06CwhrITpsZ+hO5ZvmyyqDJ6soLVtglPDO8d5dWR1BISIESagt8QIajIWitaqULETmQN0y8BmwJBYkO2YU0YhuEm5eWQYZWo5StCAhKGILEn1O5wdHWobzuk1r/IImoHaayDBsW/cCAc4/nDddw5JXc6QSJu6W7o2exPWyqSgqs2CuWaBktVEmSbCmKg+aWAp7qvqrki7VvIswKUtwFmnmPPwUFeKkrDnqSZtDP2glWNtF2ON/9afZOZzKLAW8L7Bre1mMnidr7gNvVz5DOHnL5M4yjgRRGupzJfYpV7GeZftCuLhBDpOd+1BDjUcUwZeOvE3A6bPbL8L3Jpchq3fg1gdXYWF1Bf7yV/9V+MKz1+CbL27CH/9cDzrNZTh28iIkw134/PAN+P3JT8BnN5+vBE7lfaH3OddpvB4rgBucW7pQzVBmPKqYmtAKNYuhzv8uOwCAMKkvZgDBUvIF+kPSZrBQoJklVQvZHdJb1+zTlUj5FVpJd/OKRgb71Z5gyYHVvYpn11CCEz93Bu8sXIf/+IV/BGtxD95avA5vLV2Hy73bkDaYfKtuGOhwb4ZRRgQQ090tmPa3IRluEljKkjFAjrFNSEUu2zyScWlLWrErPNBUtr+XyDhRmUJEzwlzpApSh54aZfLCw962CutVfrB3uS/gZLnQlD+v8Thg90TTEZxXCA2OKKgglNRSphH48YVa4d8AAaekco8hAraq4kMvZQi16s2XWaukRCXutWpDYXAkC7Sq2iJ7XzL3vTSCjNvkXqA371kgSvsyBc9U8twz9+iyfUV9pwGB+8K/5yPaVx6szFCuGbxbWGQ0CKp6JhL0cZGsOwHDggH7W4AQW47ExU5u4Bav4vaC53BcEbrUMRAi9zq0GiVM0oBxigLO9+wGtaAK8Je2Kis85hAmQCjnWeICuYdQr0cA7WaDwYlzMjPbi69xFDYcAU64zJCuAO8jRBxId6/qNySQHL9lyRMcayW9J5wrNeVzbYCYgCRsmwWpMj8ldYBJK4ABqaGWsxICmZcs44aeSgd+Vl2n+8Etr+5upl8i275HoL47LBULuvoVgF9+zwbS2vQWsmm7NB4WfJGvG7v14byUIWN/pFJ5/2X7ZKCoKi3hHjbHcCmtUntcmPZooFSlTJOi5+6kvwFxfwdgcQW+eOT78Ofe/wX4ycnr8J/f/wIsnTgLV7/2Ffjl/OfhxclR+LP/+j+FHJrQWVqCY8cvwqd+z/8MYLQLn/9/vAm/v/8T8NmN5+C/u/D5smxJcxTXgaK0hDIAVdYpRDojB8vyJT58saa4dPigppwIwQlaVQBIM80Vr2WLlX7xQkddBjhUVqHgd/i3WePUaW548kDx3dBKFIK2RS6XKMtbvrvcrMLPMAtU+nNYqnde7jJ3DWGBoXLgGjNyJf2/XfpVOqeOlOJJDOloDPl0DKOdTUh2dyEZ9SEZDYm1GPNSMkBC82wSMBCb551nDouLu/wu0QPYegKZNdL7P8UF4x5u9sAoJ14DPMbxwmhLc32p1zotmxIPgtlfH5XoV7YcluD1h+eqp4e4XrBZYDMaAR0vLpJSMHGqYhUK2ENvAhUarQ+1VAEKOaYFw3DwVUFrxXm/t/BaKY75grz6w2qhq2osG0D7Tua3d7HyRKDtKLTlSQROqpS6VioQUzY2ytzQiII7RYtLBAsLSEtvAK8lUilWZBdo2fAoboJZ6zK0Eln2OvcjxAwaqFcWC8RKfoT3UaxDGBtFPwogic91lsFkwgAtNlTjZfdut+rQRpOTGcDMiGOsXLLghv1v2lkzz4T5zxD3kCyKqxtaaU3fYqHfalL488NqgVQuiuB+Jh+WVWxYq5QCm/r9+6KEPeiECZaQ9ZpHQ6hUUaQnZ7UmybKyyVWHmOkxlHCguENWTCx5ZXIoZPjS5AUhJtM/YWUz94291lP5XhG0zvu49lgIvkoAVBWIsuuluQ6TeCJ46i6twteOXAbMAPh8dh42/uV34fLat+DkcAH++vafhL/8R34FpvkIrn37XYgnP0N0vDs7U9i6ehWyBvs+f3bjBbZemXxntplakNaPMofUWUbuEu7r/n6r1q8CVXbJi3mYyo4ApGkQVHWb+Sm6y8BPtZWLD/vX7LUV+ZEovuDuC/qzfFr9NiGhi34fgeqp7GKvDd5TYO5I1TbXz3Iv/R8rS+oYd4f78nhATHiT4S6MB9uQjnbpGKV1yaYqNUuy1wqg+oEVsHvJelqRy+vQzCrnGpKRkMAF1z5xxQPc+yv7Ak7zLCapCDcmIW4YC6WIhSpuYl6mXrxnrC0fSgnp0WdtImVCogaWUPK3HArXAHVOQaDTVQcb1MMqpFAqWzXKimx+ZfuBsjDW6gDdXtvEqLBbmLQ7SXKYTp4kpFwsoSulDoamdF3KAqN9gJ2wgAqHGgymCR3rdpmggaweppfc4uaCzTNL543udY6pTtJi7QfoisBiCRQEGGH70fplXP0IJKkgT2afM0xRNidZcfNsIihqM2gbjhKYTDkgGa+r12vQbDag2axDu+W0T9yk1NuIyIId1C39kWP+M6PNM3jLyjFWFyd5o+WAlRLdSwwX/Fmd5qx/eyfQKS5hJtmj+sLKyl7SHvu0TkuqtCDshuvfK5ABKL70sHxIxb6fqgnpNpJZQfwy1gqqgxCMVePp+UvIsDdrnys0VNURptlT+xknmK7Yn+yxDAZ3r8PiqYuwWx/Dd5beh4/vXiLr0f97/GvwU5OfgZPZEfg7//CPW8VtA+rwqXs5/OE3X4b20qfhvTyFKUzh1HQNLo6OwPsLmCQU14oHiUX0ix+bE6rl9TsJyEBoBQ28bMIumFHmFoskv4V5ISFQn3XHMsru+cos5L2/AarHvHSptKfwDsU3u6welZTdB29+u/IylpUANDl5VsAku9SxB4hLgEy5LpMM4tEQ4mEfsskYJv1diAfbkE0RHMWQmZyXTCGeKIAkAYN7FJI1jCcX7cG4b+NTsDaxXAlXfHJP8bfPElnX9lk3s6nm4WkvByaHkBIG84kqJVxDdD4n6TrR6qorzbnm897K1Q+v5HP8rcdRlaJmxlizApCcF/qV63Od51BlMx+kzP0KKk4saxu+516vSTEtqPvpdts2hgQXo9FoCvF0PFvu+BBKLQBEnntaYGmSBYWEa6X6pyXcJIAdjxJy0+t0McNSjRjpyF1OAyJl6ThofzDYsUpX9RzihqYAknVLQxN7ENvDtXmylXMxYlBkhXxDSCFN7jabRrkiqQnwXRsg6Q0S6R+2utEUILpWtY1i/+A/aFWygIM/1CheC6BhyGWwKZhYmIBlBhDH/Oz1upuELtapmNxRNgXXB8FAN1Z3LQyWviJfxamshsUNxbvehjNp3viqs0sCqZ/+veqJLmHvV8tlrBywXyllighjqIzI0MVL1vwwkK5sYIXKuLKG7WcfDfesvRSF+jydf7FWfv1MGdww62EZ72wAoOa93oAvr71NwOmn8x+Fqz9Xh9ubMXzsX/4haHY70OouwGCnD//14D+E9xfvwN9a+/uQbY1gnCfw5fq34CfTT5HV6YPeF23sILehrFNmA9hyNzX/s6254EYh37lV0brmhx1e8NQxa8UBXPx0nJbfGF/xIiyp7kDY/kB5VaFJ1UysZV25JwgroEIfPMk9fAvSXn0S+uVVuaQzWPHcCa02ktd+ViKye2KWxBClU0inU5gO+xRbl41GMBkNIB4NIE/GkCVTA45kYmTKkiSTrUpQNM9Hmk23RdXrKs5W7TscKKPcEINq5VjJMC6f98F1UaAsDj/vudlUkSjNce3Djgk8KOXIAwMnKqIJM0mbyMXGvADRqQhTP3UYasxV56FgpEOh/LrhyS9l471qFu+1kZVsfHq/0uCy4C9epn3cZym9JHcxKPJRJ3PVp2kXPOO6X1nQLQ01M4PBGFqtOkTNJt8/yyGOE5hOpu4557V0PYZCvrz1orud97dpI7mlQQ4pjn8VP8REDMa32CiVxqM5NUxztpE1Uc6SxAl1I2ha0MR+6AKQ6Dodw2MBEb/XkKJbkxG4RZCBkNYKOJcKPkZYRW+qCIyIeVN8COVyDvTClUMwjTe8TVyS3AotUgTCmKXY5oFrNFg4wVMTAVExshYZ9kK0qplNCIVWXLMESDpNmgPBvuVQwUj7XbWGQzhbyrXdZZIvzBSe/GvlnOJ0ebLttk9/4RHKxbnZ2QPB+wiIfUosTQKv8H2jJd4dL8HL6qCZMvPvR7Mfylfs6bVt1j4j15TlhlLXC2eR56onz2D+jkdbpJmHziJ8ae0t+DNXfx5+V/Jp+K/TL8LShePwxhu/CePhNgB6NEEdBtCHm6Or8OXG5yDKYgJJv934kgVO/+CZL6pnqRJUqztKxzjtdU2ZMsR9h3kt1aycBXjVOlvepnlerJMiZH0oZ8irrqFsC+ZjhrjAi+/x+7bcwlPxDNQ47eu893PrWJnwcbSiwkFOo5jz2mVVUzaOGDfwJI0hR/eOSQzpdAyTwYDijdLJECbjPqQIjuIR5OhWl4cWI/27DKlAKXhg6xF7njBIkn0Zm53ynu71sYn6Ldl6ylwHjZHM/a1ihMvapLspCtz29X3ke8mH6MkI1A7pYyf7S4PxchOhoPricZT9C5QPJQGuLgXZXfWsL/jvhSzVRRoYHGQD+DDKrDZWgae9nk11maZepq9CIHPQQResV6H51mJil9y+tNDpVpNWvjE06hGMJzEtCkiPTQItkRRkMB5x5my8THKnycLwYY8Bdit0f2sQa13HCtahhyu6eqBNW70MwGWQxJ3HgKcGdQRFCJxkUTZudgKWxKLibiKKD7OZVGmUGAmY9xwZlzo9783iacGS+15y2iDSsR50ZcKhbpQCcsw+xyeJxYeFMlbQkC6H+kI2RIDExFnhXhjHOQF4BHNuMS9uwppJz/Z7Jc4JJEH1HD5JS1lxPaBjoriv9AQouWbGnA/rOiwPt+A4xPFo3UlLXtMsVzzvnJBQQikxqpgWrZqi9pDXx1lKq2gOq5EoMGYMW7uG6u9kHmcJjLbuQvtkF7649DZp01/OLkH+3hiap7qwevw43H5/08RlsYC6uLwMP/OHfhG++cUvwq3rV+G361+GvwL/Nnxm43kDYtne/aDzodzdrZyI4QC1m1/zNXJWjriw3nmbNH/bZW/zme/KWQe5DcWPGmSZBd4ua/757g78yVn/izm2eGswREOiTKRYYFYS4kaQJilk0ynGBgCkExgNhxAP+pCMdwgcxQiOpiMmZCBglKufeAY4mlFMQ2nfFXf4urjpS3wtUnTL6cztb700SJ2olTOmFcrzSLaLQu+r7wulZEjvf5pEpX/OdZVWauwx9udRJMztjhs9IuCkNQkiFEuZazPYxwJSqjH7QSwhyNGbS8lGoxH9ftyzZyqzZl2ng43N2uRpGGbcC9cDK+fJmhXMJyQNEEazOMlgOBpBEpPJ0uYwkpghT7eiQcqHMF44tugR3kBAqWauEQ8ybUWqReTmyBYl0WJHxMpDbDbG1GQtS8b3mmJGbb3ODc/eXv1NvtoqSW4ogGsqZSlaQ+4vYhyHFHqC2HNEC63kBQyeZY28u8bGR+g6BTBqzT+5OKIwm0E9yqBRQ/bAHCY1ZvrDOnGvTJKUwBMzAzGIrKGmzxJEOMFVvyRme3LkHaFMWcoMVKYSlIf3lB8PZ0D/MCyjT0ohYcyM1VkuIJ47lGWX9a0K9lge7qHVqIjkTZ1PSQDLgw4Ccbmrkn/LxrNlDDQAStoiJVD05ZXuehkM129D9+RFyl/z1sJV+MjgIrx4+Qh88+j3OIDe5jiI4Kd7fwKOLp2A1ye/GxYXVwHya/D5+huQQgoXxifg9GgZbnf7pXm0HrxUalLKzy5YaMpOcu97FiAro7Gf575lZRarXvl5LgQjdJ1TFwfX+i6BBRlFn65jk+zZ0ic450xctPyLe5pZobMUQdGEYouy6QiydArjwQji4QjSMTLUoYJ2RL9zorUVi5Fmqgvd6eYsssfWDCjCDQrbi4pi3F/sPNfPR/RO5pMDTqxf5D5juUrS0uh+cfHj+pjXrwpQyWetKH84JfIn9hxTguQQiYFSyvlHUXj9VU09QNm3xcnGKlXc2FsbvXwnZlibF69fsGgCPHRcNk73qUmroytYPYL4SSYYkGcUlX5Zv6q/rduVWBrCU5Wbg1wq/riFIlq98FZq5rk1VARF8ykIVJY9narM2fVS3NBKwZPEpeAXWcoCbMz1MRuMGROq/tAsbK0L8PQWMsmb3wx25L3yIuLc7PgEYXqzxATmx7nQmevsuzTfE8U3jwM5371aHlCy8bh4LXcOU4qKdUcDK5HYzAHUvNcRzLhn1Gx4elP3A48dSi+M5wAZs6u3uC2YZ5F1RQPAGrsN5lGd4ptSQrsxJOg6SfFjXO10kkOtlmEYBTTIfx2TA1OripZC1f8OlM4QQkJ1vQVTM0ZtRXUCjJ387CbFrDnAvfeUT5QnvOwVRB8CKXl9WijWoImEJJnS1uUdYyBZmLKbv+wZ4d5RBXIO/ICq7vBzWLduk5yLU28Wh0ooYKk4p/7WOhxBi0CjRXFOCJx+YedH4Xu/9V/BSejCMlyAcTSFUTSFcTSBzdt34Df+yT80FWWwCzvwRu278OnsY/Ajmy/AP+583d5PwK5esEoVgnNbkXzF0CzLT1hXabV2TMzvqud9tGp877aWAdkNMtf9IQlPlfa/2B72EMmrvvfGjHHa8gRJB4uskq7g+cC5BvHvJE4gjceQJBOAyQTyLIXpaAjTIQKjAZMvZCNjLUJQlJa40GlL0QHAkfSdsRSR90bdACWl0OT9RPcOC0aSv8rWo4SlQiybpN3QwMfbZ/1+1sZpu9SEj2c+e95F6rn0n1UK+8i9MP+g1f6qCqyF0C8sI+jYz+JZRQr7OYw8e1mfWGhQVgl4dK56PtFD+KUb8B5Xu2wMwnilhXQNGkL3sIMu+BFAo1mD6eRRmgYeMYASMKLWFmEl4fXQaMbNl45owy3erD2vzRw885k2zRTnKHwv+JOvMw00MzRLUnKJclc7cCyXSgwU0WSn/jqPQKp0mjxlwl+ZtwJa01roHkZ+yyp2xlqP+CCKSUQwji51VkBn8gWxBGmWGsY/xnpEr8nMPwJN0p4I6uE7JkFNfJLFZV1TcbPQFkWpBWPuUp+y28o/GnCj1ad0g9eaT87dpO/oNhAZN6E2wRdmfFc63cYaxTYlaR0m05iuIoumqjuOU2hME2jU65BR3BODJ4xOk76w7hPW1bEkUa+SFrXFUPpGA0hpd9ln/VzuOdQzYU3mPZGiQmul6U8cPeZ7K2wclkdVdG4SedN2H9SuvMEYZ5cx2RCded+RJYow6RQbWtAKZWKaFXWTBzN85Q+ydoaLsQZFGvSEoEnndRLLVaBLKHsWfSydDOin1mjBF1ffgj95/efgj6d/kH6qSgwxjKIJTAhQjeFIvkrHP7vxIvzjk1/jN0Hrnou/4HuqfAtl3bDnXunN8j3U5iq+gy6rqk8BnQqLT3C662SttVSHi+fyChK0noGlSN1IdVwmeypwJ/eUfcKMZvPD12uvBVmv0EuhlqdEtpBgDqPJFJIxWoImAMkE0nhKZAvpaAjpdEgxR1kmjHQIQsJcRoLWQ/mvbKDNUfQeTS51dbIgIessu9S5uB0vgIgeVXj6wheoSJRoAPrvuOz1atDk+l9NQzVPBbPga5P8TFa/GhgpvBRcQQmV1mXFgidTqAdMPkSUN/irIk25LnYKWG8SXZ+sqWGbqhUac1uRqeNKmBQfFTlENIcHimwojChZ8ucu4EDuucfwfkEUJtAbPSWgqeo5JY5GfZ14GiQX9G414aoaOkxJyDD7uvls/1G3LJmI7jQ9eKvpkFg4c4LoQc2+tNw9TTJeIUGt0i7RgpQTgERjB4KiXqcOnVbDkS5I7I0FN4ptjlY/x+JmPLMtcHXHXaFkuBUEBqZVfK/QNU8S6TLsJaHC7W8u0FMWQKlt3sUJ11CsUwKINdAhwR/dNgv1CcXrXvfg52Gw455N/sbf7ADBq/L2bp83QDJ2onWUmQunCJwaDfqROrk/jSuIZ/GT3iwp1D1iQQs0dwbsisC2n8J0uiZRr75Ua2fLLywAtMPyaAqPa/8YUcbbPVK7M2mJiAPCeU9078q955KxUjF8rNdBMPYeaikDUFomzUvc9kSWtdSeQX1V0wnjnDbuQW9xDX7zyLfgV499FZ4bnIFW3oRO2oJ21oRO1oJW7sSZJv6XNwt9lBMBjcgFZvX0hMgQOGlhOGyiU1pWdZJzuyr7VsfxSCeExVGIF64vsdxLXVoJVbnKqISsAo4wRkat7urJBOD7z8rKOnM31qxSMlfUhCKzaZYmkCDISRLIxmOIJyPIkWEumRLwiadTSNFFf4oEC2PI8ykpeUjRY5kKsGKJLXLvbm66br/XKvtC9kFRYLKXh/EEkT3SMNsJIGJnC3nPQd3RLMAmpEtYhxb6XB+Tt4Q5SsmvS2Q1C4AMkNAePdriZEUSU70kvBWW2Rks7q7n/OWKyuwtrFo+sGpPTRIXzq5QiViqWflwysGBkywmZjPgx3J/udN0wLV5YYJOrfCxhwBRthj/sJYKbcPjueHhC/BKDaDZiqBJjGxmoTWFKa8zIh/Ad9Rp1WCx14IWUtpxNI3R0vjaOlxIZTNmRYOhAbenGs2LuOoVNrIAKJVYYYpWEiPQm2MZWa18ychEAFmwrusL65kFCBh3GUDoLjJ9V65y9p/HCJmKFh1fBF6PgMejTQ8sQmgvO9ZoQr3RgO3dAaR5BGkd455SEqYQRI1GmI0dQVgD6uiyR+/WWBP2EISKbQ/WNq+/5p9LXj8HMWLVVTkCYrspzQVCD8uDFGdx0vOALQ+sLeZdUrudFEa9Vaq48RMY+K1yunQo1BUl+P4UqfsvoXmibHiFw15kTJ661cU+YAb9zdvQfeYFGNVT+F987D9jV8aao32v5RE08xq08wa0s5YBVA3oZG0GVmkTankdvrZymQV7uYEJuNcNRPuAVR4GCkdPePQbWfq4pXk4zFmlXxWqMwLzDDFJxpX+rHAfX2+fpwh8WIBngI99gz/kgp0gcUJMMaK4oVGexQTd46aQY8xQPCEKbooPytAClJFbXIoxRcmEyRQoMaxR3FhLjPyWbOT6+COUMTzPDpe4HS209OwEmpDFztEZ2flHIIlTY7g56cYOkg9pjbPdqgsvxB1yoNkXcAVQY92ambhsW8U225jlkE1VV2s8fBCPUkJ45ao+TxELT/i7UCxwK6ryZF2T00KlQ7UFd+9mHoiEJVT+zHOjBwFOejjZIzx7vQkeCmpsslTBszJwadAatxxjDS5Tyh3K7YcFSzi9PrRhgcxs0xwT1TNlKDLDYSZwk4MJS6dZg8VOE1pNNO1j49myondNvV5I7IxbfzTlNf8riw6BpmCBqhSMxaVOhDJRUSltp3iKCAOdXMdFgZ3ALW5WcZYO3gzq4p6gtwn8g5R72JHmCb0gSLOZeSkM9A+CJswH5vyAtBXNusHhP21MMnyc3CR3+kOIybvDWUuRnGQ3HkG93qQ6USBjMGYTKnjvxu93ubeJXSuRjGjt1Fr6sj7Try3oY0uuEbqUF651K7QIRfT5cA19JKXorqneRBCjZ2eAksatP763+fEcFzcbj2lMvXCqXQtYOA0w6/TDy24wu2jBsKhYL56jZWTtvidgqgQkjLbuwPYHb0GtswT1JitIarUG+SVm9TpE+LvWgLjegEF9ArV2w5DpMEBx4x7TDeh55G5KVnbbQN8C5dYQ9w7odVXFD3trQpmExp/tyjRjMtNaL66g5gB6MiCgQcsMe+xmkKUZubAlYvVJEeyg+xta1FNI04Rd3KYTSNHig1Yg9InPJuzbiUnVkxgSOpZCjqAJ60RJm6x0kh8oBDjyQuUc1fjHtTtHRcUaW64Aao0aNDGhH+5rNceRz3ugEDBIBaEV0NWvVnsFoPhkiT3yZXAVImGO+MXE5XpHHMiROEYBKWJr0JYlAYASL6nzPQpzrAZK81iWvMYELn2WoCpS/U3fyROqPdAXbOz80rKDM7ews6ivCPaVAdyfZYvL/krZErPfUfoArnpOa+YtHerNFHj2vdVd1SSkAuHieViKxfci0Ifnu2ZGmQu0h68w0DjuZwDKe9daFVzflOHGO9ktHL4qhzeGHKbo1/+YCy9IvGoi6QBq6lr1GjTbNeg06/S3ZcFTL8IJTxxz5DlFKFcRzvmil2z1o66bHePjtG1Sqw3UDPyItSueBzgoKJ1XTbFM6VJpkhfK8L18ktVu4Fwm5G9uF9Ops3UJ3Q2dBMMxSfb5TZyY1SoW2laD1tmTcP3mbdjeHUM9apKAEKNbSYwWKID793ag0ajDUrOnABr2UOrFEnr3tJuv3lgCC5x9r36/2XPURuRvIbIpKrBr55shx5ghfJW9s8Py8Io/xoxKQEsc9sRg4w9dKC0jn38e5zzSCZZLLLv6I04PVNSgwv9xlXmHmJZ/QnDHGqGCDJCnE9h6743ARIULBArEKMY0Oe7EMOywO7JZK+wcxc2lgbRmPGeIBAbZzvCnCVGjaRdLvJ5jUGcJayoBqd0PS5QlgRaYBVt0Y2MJN08SBicZgp+YwY6JZWXDDJsJMH+P1COgiX44UzrHH9MaYWJ+rCymrTwheoUA8HgtD35/SCUA5m6NdwK6PcUq/ZA8gruuUc+hXufnJVdNW6mzZsjWZIFJWTNszNYB1lIPfci9FR2C/4vbgpZUsweS50OhQvTJNayyCIyNNYlY1TVQepDXF8QlSv9IKdtW7FoWhI7M6jU9dwqyiygpFDB7kKKTT1epNB4NOYT2oDXSsxu4NUgrwNMBblSmSv2hKUSRrOIqdELOoiDkL+7ua73ZliAcNTB5pgWzwbCd6LrVVz4rkLxvMQmr70j7IQx7aIlp16HRMK5fGMybZDCZZrRR9Xotl71b1OteNiCzqaA2VhYIGnMfTnAUCvjtbpNc9hAoNYTtjpzbZG7IO3OrkCzCEltk65PNWwnfhXsGAMa598gB6xOrNpl5lgfDvCfJs2TEeNapsK1l1hcoJYjRx/0+FGGHz2GNMq+W2tLkCULes5cweFa0iXVXNXjmzEnIr9+F6TSDGP3u4xSQfInOSHNYv78NzVYdFhe7dF8UpFg2QauhFkIEFMt9+R66HfOugy4nSfmSZ8GnvF+rvTCuePSufggXy6ek+G56rrg4YAOAPeGEhSx0I9K+MuIyoyr3jBf54wJO+QyFZ5XEJMeEQTUPDBeKWdUXNnTccmosJUaBpvJnl98sPBY2eJ55sx8RSwsvYd2yF0AJciw7P6xTAyANkGbd8wksZj3zlKFWycjWIHGpcwo9PpOngpkbYZXYG2aooJdDVCCJ8K0ZVsiver2ypu9jBIQueO7OJnZXITaJnbL7uChMzd8U72RAMSpq8SdN0XWSvVxYBuJnrtpqvD4y8dheu8iSWWKV4hRSvOWYuKhoDxdgkk9yYRaUsSgozFcO232b+kST7Pi99jBA08MqcwMnCt7WDoqeOkgLz76Vib8OzBLmz7n396dkDXj4JYJmo0G06pQk1mgf9JLrFhFF86i0MPw5tCCE6g1TxPTjq9C83AE4g8gLnHZtCQo1G76u1gQ9ovkVBdPRiBcLYpRr16DdQncLHg+Yd6jdBGg3MuiPpjAZJ9Dp1J1S0pAs4BjEBQP/To2V6UGIKB5WwYVkPIgha9eg1sEYmqKGxgrTeulVjJ30rbGUaMtQteud+lML7FXvWoGYquLgnNTrfyNCu926Ve6o0C036CEPEHmAw1B6IwU4u71I33DGdLehubgmDyCFxAhKmiwDUaw15O+bjSY8e/4sbGzsUE6xdqcJ0ziBq9duwmSCbiop3Lu7Ce1WE+rdNr2bVqMNWZZAir77amPXVia/79xzhmsjAZy8uFaKcM1DJnTnkO04FBXUtlISEPFDuXw+xlIEQwr8FhCOe6/z1i5VENEJWhdKjBt8L+VtFKlYp8dRqgwze6l1NYYpY+Dbs6N+aAWEkvKU9IPo9NQPWxVkQdRMgKIw4I/adU0XvU6KXMAyUzAES8ahWzv3QEb0fbVrjYZjVdYYXJ5JMUgWUTyq93z3WzxpEBQlFiShy6VJ92JAUmlYi8gdSv5withi/wknDZKDEEGIMO0F4Il07nkY41R8UB1e4ANT7mBx0XMeLnuBojJ68n0UdbJdGx+g7MPixAGTbg9wAIhoPb3gREU/Hgh20omcrK/GwfCkUUDeUVV/9PSuCQ+rJAlSc05JgETrTLtdd4BDWRCsG5gS1MWKIWwwupTmjrAD3Wz4Yjmi2SNCXQlIMUDKfLDXooYkzjDYPobJhEH3Qq8OjTqOCwRACZmUpeXCGoPtHU0SGE8Tp3t7St77dJJBPJ2QNW2x14QWJrwrFC0gM804f8a+5icmhzAMtMXFklj50CLC0s9itwm9XpsZi0Su8Nz01ILNX3r3LSt6cfM13i4eisGBiymiby3bkLsHAT/zpWjOoMJi5GnX7DVqgSR2MG2xMndR93eSVVHnGAInH+Tx706zBWvLi0z7kKG7XkrxaFcuX4XJlGMA7t5dh1OnTkCjxrEV9UYdogytT1PfsmTV/eUSpJc8mJrguwFVWaXIxdlUjSIzayBdnc7C5M4rU3DTPvjkKO1+oEopTC0R+iVOxbmeFBWNzopokl7SH0x5TH9TfjKe//bqQI/pAacHddfZT5GpuPeyU14kf5O+vir57l4C7mF5cos31APlkCyTYlQ349kp7IrVaQkEv2bZAnN5+vf0RNeq8WMq8VZxJftUATd7rtlfWCFolIIl+5C9nZms6C6eUiwap2cZj9l13JO7ZrVZ9mQT7iBbcxlwKoAH08d4nXjx0DRUIWvE+N5QaopSIFacmOIhxXs7x5VRHRimYFdAXN84xrm0TynOD/08io7Me64xJUiJORbgMQAnPdDLLEoW6kvAUsnKZbVhivHJq09vKCX3n0v79GgKMVPWIhrU8wjyFumLfCTxMDLAbf4eBUgqrCfE0IbuRNMMhrUYWq06dNoNaLUa7IetBzDl+EFNi5m8pWoP9ye505kkorxgafCTI7GOi2UzCUdtu8QfX7nsIQBK0hwmcQqDUeKxE6HlaUL+uKwxmdWPdvN/ygq2ezROYTJNYaHTIKBjYpTpS2a2YWAk44G0SXSMf/CdVD3/YJzAmWYDus29p+787mHaiqPcI8wPjiVauMhVlLmE7TWSwFeAPNGqK9Y/crkzFOmeEkWAmLHCBd/7ANA4sAm7d6klu+iap4GTR1POiZhs+wg0UZ/XoJGxCx/qcS5f+QDGcQqT0QTu37sPZ86chgZuhI06tJptGue40dk5Jr4XBoBq9z3zRmxz+Tlc2yuTW6qX5Fl0PUCmjpetkXulkzksD1yq6N7LHEzK3rUoGvl6SebsalEnGkuns0JpuaDguie/H+dimu/T2lQyXgtWp9K4V7/eUJbwmlTSJtlzC25HlalVyg4GHwsvu9jkcrVKhcxT9recHHr4zSpPYooPPT6VPFj12Gp5nVnwPSEpAg0bVWElE5x6t9oN0Pu+4l6yJ+rfGG/rPaa4TljCB7YkIRERKsdRQYoMvPhbXO4qb1qlMDDHEDS1Wi4livNMkj1KM0qq24hXkYAnMy+EXMKei6FzjbI2VE30YMQ7YUGp+qWN1UsVt63aSj8rDMBvnx5k0aMHTtraL/ed97Z2U6BrTLZkEvJ5AyAqR5Xy5EkSmNFCcnStBd0OJ8TM0gjuro9hOC76P2gBxrOUmFM5uSkfbzUwoF2RAJgdEC+hwWpjd/x74LHxOKWfRmMKnXYTFnttYo0h1kIETdSnWitfXli0q9ncDXgqInrrL0uJaMWn1gj3iRHujYDPv91glevCIn65PywF+3B3mBB41IvxgwJCBO47u2PoHFmcf/5VHVeggoGF04iRhki5E9DYkoBrsxGQJZSAu4o7QjpXEurc9f7iyNYSF5PlpBT3nXY9de6gMrOIIc64Ozhs5Sxh8tkCNmOB9eOjJHicXSco2NrMQwSyF86fJZeoy+9dhTjNYNQfwf279+Hk6ZNQyxBMInjqQJzEJr6OGmnvT2uaKjy/tKf9/KOgkO4u38/5bEGk+//wTL8Pufi7mFUGBpnsK2OeZi3a6halp+nNOZ8RSvO4S0FNPKemeJZQoEFTiausXneL4NUI1dZjwx0XBa89tyLdJHetybNkTBmFeGDbKJWlFNdxo+C09nWjVAvvWSUnV3rl2BNKGvsUzv8yMdw7FigO8L2h/IQHiQNEcprJ6fvsA9YFOiWcxJm7PROtSVoJpgT4DBVymOYC3exyiuPG1BcJxtKauKR5nnumdUWBDQGKuCejQr3g3GblT51GiAvzlDiFrUpXxdQhKnYqMzkpw44qcW4K5qgLVEBCLOcN5c8ZL/RA1UNx1mae7at4ebJsZYX2PRLgpNG+aMV8DlT55TJyzUKIVKdyL9IPZo+Eo+dDmPwnjnbh5ArOwCnfPmvAqF3zgFPdsL82TPMmFTG5tDAatwP2VxeNvC9AssbEBP0ZlhRtrZKSJDn0kykMhlNyL+p0mtBrN6HdwniRMMOPLkIbX6OYop3dEVNoG42Iix1yYO6wHKzQO3vIHbg7mMJKL4WFNtLxutwSDjgYQCRaHU0FqhYkcjvDMYj/0ULGWibSmhnGKdooTCwaWZ8M05TVrqEbgrkH/WZuXGeNIlClW68XxaIfOAJ0/l6BLddydQ0n0+b7iiuA3E//LfeRTc+0HyPrzHm8zrhEk+QiWwO49OxF+vvqteuAPFeD3V1YbzbgzJkzNHdqEdPMJ4YJiyRT2Qg8B3KjVHAPY0GitR+FGjNrfg+kv0BgkjlaQEVqrUQLr6fIOSwPvZTFD/rbo9kL9R6mNW1KwaiLb13154T2WPDuG26pj2ANemzFxZOXW13U8SqrQdnnSkcM5cZkTwnYwbzzbYoCM48LDdQqDFO/AW38Dt3aUAYS7HXhO/bQQBGfFd73k/j+zUM7t+Pgc8k78s7VQ0DhUiH4QeCkZe1q1zpzvpHHBBjJXqKVihrOigKOWe1YqYkxSASOUMFMQMnEZe/R/9Zzw3giufHBD4ue+mRFC5Sw+n3j73oLFXoN4wXhS+C5bjcCd8XMaV0iDbEXFowPk/5B5Tr2q8gzKYKnlJX/ZNcy+dCsOK/61Yt7NgpO596uH1TeqKylbhGT88KlkxSr85iCdV/L13rtjB4RcGLLn+JfV75l4SDmuBj3ANTGkjgo/ldTSRomNRFmoqABD8gQ1Og1oLvag9H2CJLB3tzV+KjdJkADteh0oAaTvAa7o8RrVk/lHMQnzGY1VTROmF+AmLpQQDUxXuplIxUyBQImyDTHEy8zAxZ/9AsnsDZl97AdGFM8VLfbgl6nBZ1WE5qYQ8hMFreoohteBvc3BzS5D8vTU3AcjMZTWGi3oE7Mc464pZIQQTYEWoAwwSFbhBoIIVTskYAldEdD+m8GUr61RihSrVXHlLANlEywUi0uRWvm2apVdj4rp9SCG9U455sHlPzkhl7MlLQXz8ddybinisZf1ia6tpnSnEPf9BdfeI7ymty6c4e0xDubfWjW1uHkmVNMF1uvQavegDgZQ5rGlu42L6NkVxsKr4lhX+huwfMNYDXnsOxcVH+zssoBML10OmvHEyo8/YCU4uatdkUdtysbtn4dCv3IVTymef4IKKNLM7S4FkFApezwpL5zLTRULREa+M1i8RLdQSBUVgEkfYsysGLfgfxWBJah5y03v7yTZwnLpY8c6EjMLQrX5BX9V1Ynnfskbu/BfJBDuqn1WZcX1kDz3o23DHrLKVmdio378axIvIfgWi/KRxsDqwcdyV/8wtkjiEGRdbczOaNmAiS5t5q39sekLOFUG/jsRtFHP8xUjbIgsQ+PXZ5IUy0RiKGct7DQgqYNFXLsw/jD8UGmM0yshKwvxrOP/9bhIwbE0e0IlQpZF4aPMLjK0WuDLmKvJ5wwrn+1Qpf3cAdEJTekSS8iLvnk/YHXctoA23em7rL3v9/igacDXL8vOnK3GZebIayytWRTmJuW3Fxs5YOoJGD0AKXWqsPCmWWodepQzxMHnNC1rduAxmKLXnQ2jGG6O7Uv587GBPK8SbEfYyQtmIxhkvgN0RPee/aykvv5f5rEmIfgyWkH7GAmYMU5CHCiSh+iWTWOc4gx+WoO0GxFZJ6dxrmdXPHumFy6cDw3mw3SQuDEajUwNqpJi8hoEtP5h+XpKzh2eHwwyYouIXiiPFGGjEWsLvw3W5qaFrwb4IQbSd0nchBAIy5xth6x2qg8Te43J671J4QvKfEi6YRGn0pbtFjGNc9Yi6QdBCyCeKwi+YTSTaljcheJT9IWA0rIbZjMcEN9+eUXYJrEsL6xSZvGxvoGNJpNOH7yCIE3VHJEtTbR6UtOL++hjWuiPKSEgbLgVbFa2NM1yY50n99m/KSt0Va5pfRzRCxwGOj0WAvPi6DP1UcLaAPlgW91zUsFe4H8sxtQgQ6ehFIFmLCEjy0bbBl40oK3Nwf2AC7BPUKwFB631tuqZ9lHKbV2Bc/gneJ7+VXWaemtdd8+DR4jVbJkifWpqu/wBz1z8KfVqkG7w0nLsVAOJBMTKF4IzqIhdTiXS3ZLQ+tRQp4/iY0/cqEJs1+Gbz3SP7h9NSQnodl/OeWMAWzWtVyuMbMcP3TYe2DSxpgo1p4jYML9B5Xl7BpPEbv2xRMkojWIidhwItHqUvdjKmoEspj5WLvsoamJWJRxD0PSCRNKkhjwNB2jHJJBvd6wRIjaPb9ccSpv2ITvWKDqFIWOXdffy2TN1NO3YJQpvaWWOVgb4quqHiFwsth1Rl4Sm5lHqzypfb4AE+wX5UU0RviSHoRSNQJYOLUMzZUOJFkC8Whqjy+eXoLO8R7ENc6wXY+7EL+zAfmUN6/+CEkO+OZlzcWzBurzHvT2trA7HtN6C65mK5vTqFsBqMFWPLRAURvzHNotgKSTw3iUwhQBVDOHxcUOxWcM+2MyUyMoE5XTNJ7CeIKWLpfs4klWSB6W2QUXcCQqQI2P1UyZeScLsiVAIG0bAy1mhfNBhnVzI7c9A55wIVYsev7fKheDHbKBtYnGsjDAOYWALjqha1UpA0X2O6PVIkKKklxO3IZiEKp8dC5+wcKb4/EcMMk8Ws2Wlnrw8Y+/Cl9/45uwubVLGrL7d+8RScvasRXIkpSY9tqtLkynY8jzGDmCvHsJgY4HatTqf5B8d8767zZ+rUkzJ7nnfxIF6B/oUmVK8bZxD+LCjP2V3qRxsaFrHowY6skGT2VWpyq3PeV9YQ8pb9cyFz3PG3aP2+pjwlImdcxs955a1Orr91oOJKUXxUu36nBkdYnjkNPUKlmFyGdzow9PctH9r0Qg/hzSaEsyeXuMlXj4nNNJTACit4CK4bI9x8XNkltdwnOIiJrShBISi0J7Hvc6aXAIjNhypFj1hGSpbqxJuG+bfZS3TpzTxr5mmOeEqsGpR4ySrIEeDhwcYvO+md8ImByza8DTlmPidtbaCUmlY/TlseJAk/xwf1MMsH7eGsvjJmczEVs0GpRp2PSucZG376hkXw7ejfYakXFQam2tIo/bR1EmigMvoPtm1Sts2iZxlX4U71RjkpOOR+GHB6VQEyColTftftDjRVzfUmb9PXDheJ8IRvf6MB6NIJ9wa+rtBgGqSSuBzJhEs74zB0rZ69b6+/3gO2Tlsi6PljTDmIsNtTONJuqIOuSNBmkFErM44uLQqCNbHdJ+p7CzPYTeQgeWVnoEnhqNBsU7aWuVRfdRDXb7Yxr0h+XpKzj1MR8WkpeQlVu51GHckeSG0OBG4nzE99taj6wbmwIoZMnS1OPCeucy92mNt6uPWydWIu1qJvWU/T3rs3Yj9L4nuUBisOgIn28Wdz7Ckk64CEvfyAZGBA/hIppH0DQska1mEz71+sfhK1/9BvQHQwr6vXP7NjSaNVg7ukLat2ajDbV2HeIYYwYxKorjnvzwlKAlQoQRumTtC0xhD9eDjYGfR2irldprzjoPy35KlWbVvlc5gIreYEfh1xz688m44IHOllnzt7jcWKlojvKkasi09q4aZ7rzBDyVXRNMrbJYGdluVT5VPq7PUVWX3mZWe3UFM87TgK60BDe3yUeDU3BJXF1ehNEIFTYZdLsdaOA6hO5daQqj8QRqqHh9QI+dR1Es4AgAkrjUsVeD2WvUEq/XbwGH/d2YLuotNFjeJBkTU0ygshmBkuSAFFZb391tvgY7cKTbjPspxQpT/K9zfbfeG8blFvdXTsMjXg06JYe5gRRZE+yfEi4iB1xuTbQhOddU11F5jnsQ/iVeHW79d3UZdk4DQi07cpop748I8jorEvEnRd17ksMUnbaM4QrTpVCaDvRewb3IuOk5y46sZZ5WTz0/ozSeh86TRL94TcLE3RAYY7wJpRcOv2+dJX9Pm/2DA6eCckggZeg8H6p5pK9KmljQ9BjAZJQFrA14QNBE9aQZ7FzdcDcVnCaci/UG5PUUsmkCyf0h5NPHs8IIgKRmmQHDgfoi9NYLmzKe36g3SDATDRPGuaB5ejhMYTgYk2YD3fKGQ6Qub8LCQpfOi+MExuMJTGP2x0Xr1GF5Ogsu0N1OGxpkPRK3ALdgW5cEszhojY6QkZBCgRQfil5cAIoBY+Wubq4doQsFr0l+kGhojZrlVui7BBbv7QpKP8ZNMVTqWKDn5pYfMxl5c8z1UfFeyIxUJ6KWDE4cPwKf/MRH4Y1vfAsGKKhkGdy6cRPa7SYsLC3QnGo3OtCo12E06jPFOdFK+NTkdnVRrFpl4OlBHbmdSkYl2n2gGg/LfordyBWDVeiaaWMQVIyTCESgj0icHH5CCn0SWAzncuHGJepa0lDCk13KhntUAZ6iGZadAHRo65L9Wp9fqxaz7Pt4wMfYd3FDpxJoIfjr9ZownU5pX19Y6JDbP4UcZOiJMiHg9CSS2aLRRMcc+Zal8jhd/Q6FdRgX3ckEXeowpCGC4QBZTh1j3YGWULWXhdYkbDe62TE4Evd2+RGg5OJnLSgwMUtuPOt9193XyspBu4XcSbePgTSn/3AV6QXBEFcYoMBeDqKUUWuRdSWXpOwsG+h3waq4iGTmcYJALLHvAK9EMozpNKHxlyNbdM7EU+y1hzHYaeEdCyCWH2tjE+VhgVPByR4Oj+jvgw4qzER3Bb4bXkb8FTl/FK56lSVYuAraN7LtcbO8SWIQKa3p8u7NJZSAa/wIsp6rVTCbpnD3WzcgatcIUeeTlLXX4UL8KEtJv2n3KH1c/sb+wslLC4SJf0Iml9pCHZqNGIajFEYjXjk2NgbQb2GsU0QmaRwwnU6LYp7G0xj6feQAPCxPW8FhgxZFdE0gZhtyEVBxPeIrTckyFXAS9zYaR25hkr/tWFNWqTJze1jKNjoHmMSX27gQ2ouMQGm1TnwO7yvFe/h+zDr2qkQpoy1l1BF+pLi9PuIlkBds/k7HSREDVoI+3KyxPHv2DCkcvvHmt2ESx6SZu/bBNbhw6QL0FhZM3GIToL0Ao+mAwBOSkNM7CMDLzCWm8ss5JOXAYo7azQcNpj0ss0sIfA9WOG7PgfwZZgmJfxCNsXLdehigqdVukAZ5NPiQ94eyx5dn1AJDoFOxr6DE6lNQAs9x63mnTyi/7ZuUpeJ5S4eBWdKGQ/Qu4bEwJTMAWgxSGE8mlDtRnz/3PR9xESAif5u/6F9Oh8LggSMLJFeks7qVWYsQPO27HQFAknyd+AUxzZKLuyMVIo+OqAYNIT+ye4VyF7d1mr3VumnzFwxkHD0agjAaK4Wl22kFxLri0r5wnRwPyVZo8M5k4IZseHo/tXuoXGvmkFuzHDkGfTIvSZhe8dc0HVF1mEqSCDFM9EeapDAZj6FW63KqHTCsu+jJRZfnVlFJ3mYhp3kgb8x+a/t5w7O/scrFR2JxCoQW728XGe4vWvLaRfNd5retQbiyNGXTRwCaSgrGMkk8Ezfh8a4iNiBfxaBozb7WVItVysWGCAtZTgGCtSlmJ0Nkn8F4jHkDuC+R9WV1ZYFY9tC1SzoaTcuHwOkpjnFCoo+m0ewI8JCkrqJFtQunjCVnhbJjTZZZvWgZYodyzV+55QiLnyvJPz/8Tn8f/h2WMAdOqIkstiew1upnwf/q8uyS1d1IOAHZBD8TanDxB30Scrhw4RwpHb773beJcS+JE7hx/QZcvHgR6u0apFEErVYH0jwlwha3+YlFziRBVOuNdjUo64FQ8+YDJfrGdJQ6Rn/z+uye8BBBPapSajX03v6MYvdPEWxENZs/qLmRQdM+q0EX1PHQxAJ/2KWq7SGAUpYCLYeU6Z1LFPiln0V+KVi2KuSxWYCNDnuK0uBaw96nG1zmbqi/Gwxj0gkhaBgM0PWeBVmyjhjpDv8WV8SCCGZNWvBYC1FbI7+Bd29nDXmoRYFrjj/i38RcJ+7rxjrCwInJDSjeFy1jyp1ClIA6DxECITpXCbJ2rzWbr+xRvLfWA72GWdvFJZPmvMr4p8C3KEL5OO8jFO+mvBTsfm8s3Xrt0ftk6N3h/zBAJGZdUzd6MmGNzWYT1rd3IKlllmGPUudADtMkh2gcQ73GZGRZVjOx2FgnKu7FzKjZ9nznZd8CWW41spN/5lipkCUKF2WPMI+TGIjMrZ1EVtZAFQBG/6TMtGGFH6mlnNkixcm/N1t4seDLQVMh9YNQrTwhi39JwadG0yb9kBnYACdlFZAAdq0p8HN6cCLaHPPKmMGJE7jVQFaYiBLlTuIMtreHMJnEsLzYpqS5eB8M6NPm78PyFBVc+IlNBz+wwZ4WYUugYDTX4lscABPO8aTYa8JCWZGZO5W1agp4lZA1zDxmtHWzLFVh+zRIsuxxlYBLgIdbbAtawACgIX0qAydHduGyqle5FRrwkwK88NyzkEyn8P3vvwtJVqOYwg/euwbPvXAJWs02Uf232j2OcoqnNt6JN9X5MqDX0FIkEqAExRI73owMeSWvkx5vFoPfYXkopWhtlRDvg9dFIhhKRqkTiHzhm7XiduxrWSILfua6sbFi9J/cfXMmgGIxwwMaXk6cMsCi8ubwARGSzQcFXnWIRjjVCKP6SMBdV3JUO7eQRt4IoVSDkJ4J6C3VpphHNs+MYIRCNZG5relTets8PUF7vb8f4/KwZ4zXAQr1hbZkCbmbhIoL4CHghFYjicXheSSeG66RWoiXeCqJjVW7p1Z0m5h+VGyLV1VR2SgEL+pGVlaWOpUVSWId1XO6vxVAMwDKR9vVMcbyWf+IPNqooUwquQ91+2vQ6XSg2+nC7fvrlBwelYrIrJcgaie3vRR2d/sA0SIsLXYJICMLLY9TjrdnZsKc+jGn92BtarYv/XYW37XMtfmtwUqG9rBHhQz0cIDTjMrNxi5/6oZahZDteEP1a07Wvtw4MDP0nzyIEQQnwsoRgM6S9cWMkhiyzdsAmcqqJOoGAvWPwaRVUtBVDs2kCJZwELYb6GKHqNy3XducNBKtIblggoUUOf4pyWW9AQ0ERLUakT6ktRRaDXTRi2A45vim4WgC7WYDlhY7UDf5nQ7C6HVYPtyCVkS2GuHWmHFuCE0IYczgZaAp/HsvyxH7bZtgV3JMV5uB/WzyPxliE7uZUJ3K9U2BEyxVCT+rjmkQVfUcuHFhv3DfFK1lVlIipYQVLVQSXLECQcFdAcEMzcZmA1556QUYjYZw9fpNyFO03g7g+tUb8Oxzz0KEjJboFtvucV636cQRwFDlRmgybpTaxWuv+aiWW+mUmecSiD4ETY+82HdotzQxffiEAsKOx6fs/c5ZeVaDzIBmPacL14Xmkn0/xFOsSBNFvU5lIvofkY8qwZPPPulcsHzIw+tZdQftJ56I1wLezElMNjHXTIVtPs+wONnHRq+S2CVIbSIjqve99nFzXSXXPo1LAzrOoPwkoIYJgXITf2TeHSoUmDuCQQHG3SiXdRkMdn8wx6ylEmVIs10Qfbjsa2ZOatCE+4jkXbOmQ0OBbu8h1qeKfc5zxbNnSl4lOzq99YRCNgzDJirVrHho7+dW/jBVhxzTPwyYXK6lMuCU5xG0213yqrh97z6Mpwm7pGM4iGF+niYZ3L23Q/2wsrpAz4JeUVjSPIE8SqzrIssFus3SZ36/OKO8gzzaELxXn3qfPQ//mejm0cQ42cW7TKWiULS3+NhAPxGCeKAhPWQyOuBEbrQBOmuQNjuQY9wCgol4W21idWgsrUHU7kCKfpe4yO1sQD7ahcdZ0Kp08vhx2NzapNG/tLgIzXoETZvM040YGcyhm1K44SJwIn9VpNFsNKHTaMFoNIU4iUnzjVOn223S5osAqj+Ywvpmn9fRp3DRPCwACe3Q6EpQZ9mMKLQNGBCrj9kbxFpkNagWVJVrn/RC6jRRbJlhv+TQrM/14sZDPs0BmPEsSSbQVJd5gbtnjdkjX9NMt0BvE2OfRk3D6iwGTlCK6uyqR0t/hBs0PmsHXn/9dXoX127cpg17e3sXrl29Cc9cOGPcQGrQa/dggEkSkYzFU2sHrl1lczyYpIeKjie0oIUWi42lC7d1Vzy3lD2qFfJgRzXMku7hOJhRrCuTO1RQkQYCmsvzY4QySlxjUqCqc9l1Sd0ksBz4wt4ezbQn8DiRWBHU0GOwvQe2lUxZ2LcV2KUYFB3X9BQWIRPGQoBAPQ7G9HZbKNxz0nd+Zy52ltZ9uz8ZZjgFdozNSL0nYXtzZknrwaAozWsVMcH8veQXnA2ctMWpuoRpBgywKLNiqjUgZOq091LPZVONGK8mrQx1+74QJ4WgyeVmAtOb7Xab3Pau37pNQAmvR9f1eDo1sU85rK9vk+ywdmSZ6N6bmEM0QnKzCQCCJ6M+qJPjpJZZqldGRxTBYBX3ZV5lq/s1dPN/UEXivln1qqzGZduBHVjEICKDyrnUEDV5yoQF2KnxEIX/Az4JqluQLQ79aHCTSWJo1nNAJxkstaWjAMvHIa21IBMi+tYE4DECJ+yNk8eOwGK3DZtbGbFxdTstAk2cj0cmoMui7FvlTD0FdZkT+vBx0WrXbIyhP+hDLU0p1oI0Uc0mLC4uwImjEQWR7g4ZQCGV5GF5uso0SeHb71yFFy+ehSNGoyMZwP2s6Hy+BzCMcBcCjxCMeJ+N1k42KnucKpfNSoMT11Zh/REAp8WFeUoIwMraF54b5nzS39lCzULXAWcFl+B8q03kB1DPx0lUOEE1wHKjCZ/5zGcgTr4Md+7eozrX769Dq92Ek6dPWutct9eD0ZAtw1SlYjuSRV/n7Ajb7THjYbuMNd+68IWdtt9OPiwPViwQl53fHlTveB+aqpmWgHItpb3bQSxNP2xFdV/owjb7BXwIoORpSGL7gAUN/2iQEMIAcj3EuBkjmqAVrdOpQ6tRZ6sREjMYXzrOSqG1hDIBbMYi+8lZfPR+5mKVrBJQC/ECniAAZ9L2Utcy5zvr70/VfRAyLLvjHFIRGh/4N1txrEt3yT5J59bZEudSjjgFaHHfdy565m5WmegpBiCHlZUO1Gsn4ObtezBNUMisQ95pwWA4gim57uWUOB7j6Vcp11hOOSKbjQ5kSGSQJ0rRVA0staFA96dYlp2aU9wb1bVazRHspbbvHmkeJ6MBlc3dET74ri1hIeUN0mzXIso4TAPeUIrWkJIRXcbGGeQPIsBnU0jWbwDUO6RfyrMJJEj7YVxwolYXsmYHMmLRQi19gqoZeJxlcaELp08eY5CTZtBrt6DTakODiCH8+BSXHE3oVgLAqj/YuAcuyLHfbLaJiny7vwtJisje5IdKUyIV6C714MjaCr2Tm3e2Hms/HJYHLzjtrt/Zhjv3d+HMySPw4qVn4OjKItRyNIGbHGlqTGmwoYGT1jhVLbrMMlT01fZBiwIZpeuAxGFoa44QJhQvqLqXDmgtOze0dpUVp43jdnn5qAx48tyh1DXCZomFNF1ZDVaWm/AjP/Jp+PzvfAnu38e5hDTlt+mak2dO0nJTrzeh012AyTiCDNPb03xOON+Sc2h2PulKuUffmuSE/O4lu7r21Q6eUa5Rm4shrj0sj6QIM5a4kajxWdLpe78H8TcrV5p5Sgoch2GF0VxY67AclieioB47IZnQMejhttNu1aDTbkC7ycljZZV0QAmvdtaVcE9yoMPtPc56pBpgWGRNa8itTxdJX+GAVGh0FDORaLf471n7UFhCJaBtjV0HKjwoxJ5m6NHFAqYtRhjTq61mep90IEnFEivXVQfk+Blr9L0BjzWAI6uLRIWP4nujiblGI9je7sOV994j5lls//r6Ol1/7NgavWJM2RHVu5CkU8jyxFrMsN9131LbaYlzmkC0JGJJvTAfVhrLWGAvV/296mdhHJQzAlD6cGOcPGGjxM2n6jrbMmP5QcHD0CDS9t9Af9UGQHQQNoig5GOABDnMuWQTB4zQLQ9SQzUTpxDlKbQ6LZiga+BjKBh4eP6ZU9BqNYi2EUfTQq8LrUYL6nUeDGXuR1UTz0PdmOhMv/caD5xma5nimHZ2doietNFoMjMKDqo0g/F0eChKPeUFgzM/uHkfbt7dhPNnj8NLl87A8dUlmtiUeE8tni5Gia1OVWOtcFz5kuuyL5BiBH6fcaxMUzfbmqST4OqkziFD0N5xQtVtZt95Vx9ZqKVuszyTrYqAUwRRmsHRtRX47Kc/Bb/zO1+And1duv/dWzeh023D6tE1et5GowV5N4J0NKD5iA74NoeUgCcDdphCXNn37b5RZfP3wZ9/xB3dxz5+WPZT1Gui3U5yLqmvtX2xRFXg75EY41JyCo6LuTf5w6WdS2gADOZB+C7KrLdVXRkCVs9O9QT1f9m8f1I8PckggsQMJlapVo+gVee4b2G1Y0uJAQ9Wj2+sEErR5AxOst6Je7k7xsf9WCNx0ZQErPx9YCmifERlA0edt/fTmt9F61FV3xD/X7D/FvfJGrntMzOg7NvKSqTyOrqUIPKd7MN+m5wlTcsF7vt6VLf3x8TLeA/KLZrl0O0cgVYzgnfefQ9GkynFZ66vb9D5x08co3Mw5gnTHsTJlFz3BLA5Q4yzIwk7IB/juC5ZZ621vxADJePDV0YWZAPfN/Lh05HPj54V0pNut53AvPiInRqIf+s1mMYJxeM8Sq1YPu0DTAUl8aY08ZUKj7QcO7pCfp54yySeQj3PYbnXI3pwSaRWZjbFsle/FwYCmmWRaBlZS5rL0Om0YXNjA+IpUpc2odfrUZ0UG1VvwM2720/MInpYDlbQ3fLyB7fhxs17cOHscfj4yxfhyOqSDYalgE9DwS0qszI6Uv1ZCi+u1ebzeYBTuH7IpqUT2GoAVAacqu5V1o695swshQRjS3XvgJ3P+HUYdwyDQ9Mczpw+Dp/9zCfgC1/4MownY8jTFG5cvUp5nRaWlyhQGdmF2nkXhqMhWd2tcx72j7EkcQLHzIEnu9fKFmI+Gh8juoZclA/Lk1BCVrdy8489OzhuLJBlfv5KqU1Mq0a4Y4vokyMIPyml2apTYnian9aqzq4unvwbdvOMjmSehbycDSIg1mD2sLQ0DskcKqnbz1cUnifxPrhGIbCQ946CKOliSGHK670IhCL7YlNR2UM04IGr4odZpP29bgParTpThVugojy55Hy3FFo6H5E0hUocT0ArBebcQ8ICJFPCH1Q04plLCy1YWeg4LwkzJpybawCcRJj3rEyVT1QCkPT+6lcgn7UV2c9DyLFS2h2RgAuy3zGtrvEoMm7m1AUO/FmYZAkxjGXJbrwOr0iiXQ2aLDBTLnw1IsvAYyam2coInLMJ+dg6p09Cs9WC73znbZgmMaQQwf37G5DlEZw5c5Jjhus1aLc65ACWEYlbBc4QUh3yXJHkwlpZeJBBbB76AMrEfZFDaA2v/s1fmpfnXeAmrcAm4iapG9e0qEkDezgY00RHfodk/Kh8iLHtil3vMboro6n53NnjlKQOhSMMoMP+wOA6EtKUS1XoNqV/V5XIkGGoA+ygSMJdDWrdNpw4eRx2tndha3ObFhIET612G7pdHry4qByWp79M4xTeff82XL95Hy6eOwMfe+V5OHFsFWoYiGkpuE1SP2W9mTXewo1rr2s0WJLPZeeJ22CVhXW/8yBsV3neuHJwWPzOWdkolUIhZkq0dQKsOEj1/PlnKPHk1954g3y84ziBDz74AC499xx0F3sktLTqbchbOYwnQ5PA0GwKJmu71xaPNrVic7B07GXfu1ioEs+vw/IoipNHWIBRVkJvy5TjwgrABx0LWlinecdMOWxOx/8Ui1yQqcI3eX2I794KZo/xnnGMLvsZ5ZOpt5HVSwQ9apHHzsXzzbk8hkKlPTOkoTMfrX2QyJhcOAOmCbGnmjQCkkxUpruxM6oh4Cib8RguEZNJ5uJ9mhiY70h48NwmMuulOaUfwfOxNroe7ymkE0HTn6SCbRwMYphMEljoNKDeaTjhXSwFcq55IRgvGhMQRHCEz4cK+YwZhfE4/tB8Kt5vPE2h22pDu4lhG6jBMvPT+W5ZlKTBFf2pcrRZP2rhqS8gK1HEabnOfKNirKp+mKyB92tbB5Ii2L3cxOcaJkipV0ghPDd06TfdOvUHKzFdypHy2CdDEqXipQSwyXxCpX0WRSTbHz92BD7y0Zfh7bffheF4QmNwa2OTFLqnz5yid4hzstPqwSQeUQiNsAO6Lg6VS8oJz5qZtCt7sN4Zmad06Nu460fkqldV+GUIOkUtaZkFUx7ONQ7Zt3B6TydjinPCwMDWUhMGGJv0lLPChOXs6eOwsrLEfYS04YBuc3UihyDkTv61QRyKFaZmv1g7GVVEsHMT4U2W4GqjCWtrq0RFvrm5DYM+kkLEUGu3oFmvHwKnH5Aib3E0TeCty1fhyrVb8NzFZ+BTr70Ix46ifzEuSolxR6u2uuwHOO0FcMq+t9cp4FR2bdWxeTTEVXVVKSikLqflE39vkxkxrMsybCH5CoMnLC+89Dz0x2P47ltvkUseAikET0hT3mhhDGYEnWYX0iyBMfoKa+0yCceOJoJjHTXbX1GBZVpj5LoZG0AJO+dhefhFvxVmZfPHlz1PwK4krVQlD/81LrOWorpojHL++uErFkPLh1CWF5uwtFAj5lh81O3dDLbmzRGlaMRDdjX53gKycp0BsdOhonI0Skhx2e40KB0IuoZZ67bpHIn/QEHV3YMFSu7fGkTUCAW45FaS1NpeqkhwVGxiZiIrKNpELEDq+VDwt+/bkGZNFWjCIs/kPapqMuZzSp9UhLRHwWfb7scwQmDTQcGIUVWeIdU107QLKAotc/spWMfdzQE8c3xZeYeFyrTq/EnFo0UGPbEacayxuLXhkSzYhwxescBExqHJq0TKdSNjEz0AjzwGTqBimvUepV3bvEcKlIbOskQuwtJ2SRBvwB2HRUv76sbtn00hdC9PIQSQ4TPXI4pbO3HiGIWJfO9734fdwYi6emNjg849d/4sycToDbPQXYLxZEAxT9xUgvvKHOO/bJGPRQHlqNzN+dIdzNX+UJNy7Bs4lWlq93MtFuz0er0FkzHajHlw0GORquTpnPBVZWW5BxfPP0P5lLDkdaQbRS1YkwZToyn+u84vVf9ngRMl36zomzKhCpSG0ghkiPKXl5eh3WrDxsYWEUfkI6Z0PCxPX+l0mvTuJ9OkIDiQQ0oEFJz51vffgysfXIdLF8/Dp19/FU4fX6AYP6UHt9fZxV8cIKx0UJ0cdhZw8hQBZa50yvSvj+8l4IcCaFjKwFvVT1nRFidrSw9OFc1jA+qQomudMbHjovrqKy/BYNiH996/SucOBgO4evUqXLx4CSJy3EdLdI8EgOl0zMKBvBFzT3oHcwGdWedw3EBBQ3dYPpQy7/j2rtEgiyuZz78KL0T9JArdD7jES+A5MrbOW9aWO3D2RAcaMIYaUkPnNWg3W7AzwIBwv5kahFiMIElg9YnGDRI9lCSeg+anAR3I+E8WlpLnJcCBQvkwpljjTrcJ7VaL5iMnjjcxNsWJzs0hK5HvwOUY4FISxpnfim9Owj0ey9AKJBYgAVmpB7bwe6lrbxpz+IEvSKn+qGnVB+Mp7PRHsLzY9oghitoHFsU1IywVbWAq2WMEjAhId8DJz53ElhyORw6tPJxTKbRUK9Zlum8Qe2UaF7oMlyou7XEDnCQXJN7XyqMMziS9BliLlwNO7OVkzeAsr9YiaKCaNsvhxLEj0PzoR+Cb3/o2DEZj6svtzS1iSzxz9ozJv4bgaZnAU5IxoRlaEalmBIfGsivWYX9P2wsUhYTtzrtQMkk8ogS4vuas+iweeFWn4iBpNjABbB0yZHvDhG9msUuRtOFp0ZSUafaCgoPslecvwWK3Y8EJxhVhQbridrvFMU5zuCmhrkqSh0oyNCkSHxFeK9/Jb/npdDtw6vQJ6O324O761qEw9ZSWF597Bl587gK8884H8O77N2A09gUSq/Ek14QYvvv2Zbj83gfw/KWz8KnXXoEzp05ATVSdxgWF42h5987Nii2AwDorqPiLqjEbAqHKsS2MPmYjsENbJ/yz1Nt7rw3h5qD/rvocto8/u3WMEnMroKSvkQ0V/04jzKeG2rOIQO0nXnsNhsMR3L57hza77a1tuHH9Gjxz7hxGILLlqYPgCf3vMUGu0xiqdJzlblvhDl5lkRYXnb2sUYflkZRyd9F9VCCKDOvX75hs91q3kamYtpsHDX+rRbB8ag2avTYM7m/DaGs412U9pI+u59Aw1P0ofm4OEECpqnEvNIKIGMYwErlUZMbryOqG2mxk5qpxLI+J92KggvWj6xa7qJUBKdTPjikhPFqhppTjsEPxNeI6LDczc9sqTox3jYJO6CJ2934fhpP4sbsiHpYHLxOUOW0uPXOwAKJEMHdIxMpsmGzYJICXfY+tM2yZQYCBMh7l/zIgCasjS5KxJjEgMXYS4+HgeR8FudvEkuXaWC+X/WQSmfGs972qZLiYqTD8np/HT3qf26qde59WJAjTM+eOwrkawckTR+GTn3gN3nzzWzAk8FSD9fsbdP4z584SsyJu+73uAowmQ0hSxAPyFsxCZpVGEvEkfeCKPV6idHG9puRlk3br0ViclLKr4CpgTZTMEuUaZhYf+pMXz3q9AbV6A5LYUAqmKcRJQi4tQkdea3ASuCd1FSKXiTnadvbkUThz6higsUn80BGBIxsJ0jGi1UkmTpn2mwVK/MuYIiUUMlig2Y+ZEbUIWjzQqBYLtMIkn6sry7CwtAq7owQG1+8+rO45LI+p7GztQKdZg89+8hV4+cWL8O571+H7l6/BYDC24020TpSUPkIAlcB3vvcBvHPlJjz37Dn49Gsvw9kTGAPF8YfsYyyJPN2CifGIPB7dIi4/zr2t2vIkpQzAkFDvWPe9IqsIU3BXegyWWpHKgNI8beS2uM0AZx2nzGats8ws515n6GzNudiPuLAuLPTgM5/6JHzu878Dm9vb9M3G/Q1oNltw+sxpqgA31IWFRRgOI4jjMSlIuE0UpaDoxlmgI1pWTHaMQrFRT3s5K8ryvqnGHoKnD7M4caOqFMejsUMa3YX8psSeZeeb78k9KI8gHj+4NL90YhnaxxcgrWUAwwjAZK/ApNCtxTY0l7qQoSfFOIbxvYE1E61vj6HVbEOvwbEng2EMd7Z9JzIxijXN30EUcmUhumrR0JtAYYydxtmZIemRsQChqxsCJbYKYRyQX0+SpLC7m0K/z8lVe90W9Hpt6LRwvXOdKu5MLLS6J8A4xuE4flJFlcOyR0FKawFNvPaKVYjlWSnifSCJYEWhxiDDKQs5MbqfRJ48qkwSeR6vKqadxpa/f+aU2NW58XkLuF47xEVNfaNDNmwybpuI1yjpqZ1GsakBkskhyp+FWMR/VlFy5iJYEH04IkFfY8vgihUOoujJ8hqcPHkMPvWp1+GNN96E0RCZ9GpEXIb3PovgCePUUiDL02iCuaDG7N5KrBcB+HAQg34T8FMMLMb70nhuuD7ky/xViJUj2aNx1ZP3V6roEt8W1RTvhRp/zVarA2mCZkk+NhgMafESwNpo1sgMj9ojyp6NQX/OrfhDLzKBJJFlVem2GvDqi5egg64Aecp+zEZCRCYUfMn4m8y4ewhyyC6jS3hnNveLEGUEWwuynNZEAydx4cOMzadPHYerN+7+ULgA/CCVW3fW4bc/93k4dmQVThw/AS8/fx5efuFZePe9a/C9d9+H3V32J5a5pd/vhCxQV8gC9ez5U/Dpj38Enj13lkA9C+sYMGtAE20Adbug0gZDdRpNlanTA//GR7uslLkVeIUsqO4r0URX1RFq0sLzyqxLZZYpunVJc7RDo+1C7XIlX4hbg4CnDODIkVX41Cc/AV/40pdgtz+mc+7evQv1RgOOHT/GICiqEVlLv59AmnHeC99lj90gSFgWKdo0IVz+Ld27/v3kLJ8/sGUeq71Q6HqusXxxaX0U72JIl+i1W6YsYRHTO6wD0GQ1zgCSocmX+ACl2W3C8slVGMEEpv0JjNeZmRY16UcvHQdYbMCEhKYU2lEX4vEU0m2OYRpPUnjvxpBdRU1enlCzKwYx5tOSwP8Zo9XkfySvfnF/onknzGPUA5DXuf+YOIA7IcswujNil73Y9JcSW5BUYDsew/bOmKxZ6M63QCCqQS5FRJktbHXmfSA75uHcenoLjg2R6cRtToqvcMvZbc66bqPVkxkA0cNA9kgcNzhWfLc7A5KM6xtvUQxIEGTp5PFYcpP/QxTqVYoWqwSX9po8g7btBJxIg2K+L2ds1sRkfEzvMe48YdwD73oDnNBiZtcnIaFQ1jqSUSNA3csJBE+f/iR87Wtfh/FoQuBrfeMe1XH+4gW6FjFCt9Oj50EAxbmcjNbDLn0KSJm90dvnzT+iQHZflMzYfU7iByaHKCvk/qNNhGhlqeFC1IFa1IAYhYMMoN/vwxQpso1/5eLiIrRbTYinE7JC4aCWxS+OMTCQgyRDYpvHWoxLwB6nwHOXLsDxo0fJt9vBSLb+NOoNdumxGoqSwHM35uyBcE/xAsaFzcd2jnPR0y5Anuse7UN1OHr0CDSbDZhO59X3HZYnoWC4wdbOGIaD23Dj+h3otFuwvLoCR48fgx/77Efh3r0tuPzeDej3RypZnA8OxnEKb1+5Ae9dvQ3nz5yCH/nkx8kS1UKiRrQ+GQY+cjsQdzoiFtXmZxFAfIpTTzPkrf0l7ksGEBiDltMNWY2S0xZVWZKqrGBlSokq4OTaHhRrzi/GOrnLZAM0AhwGxEMEp06egtc//nH4yte/AdNJQu66t2/doDm3trZm6mxAr7cIg8EupJnRyhtk5GIcM5MEUiLlhVHN9VNocSqzQB2Wx1tkNVbJOWYWPX5lDpDCQo7NyOVElyA5AHrTPYQQkWSawJ13brDbjBHyyHMC3duOLMKgOYWsifFBTciGGWQlSexlu0xL9m38iJkX0VGVdioiUNijIB5EOQDzqNVZoLUuRbZWkkohbeRQNwCU9twMoIXmrW5ETHWTCVaErvOoyKxT3DUSJaHVajKZkvszW/Dwe4zRakCz1SDXIxSQ0YJ/WJ7eglbJWq3hgJGkoiA2O06Vwb9zaFDMkQMaSHCGVlf6Mek+sA5NvGSBiSSoNSQvFqzZdUE8jIzbumLN09oGtjYrpZ36je1sqIT2Doj5YKds//NTk5SAiypPDmCWPZyHlplQzpX0GWY9w3UA5zcSfZw+eQw++5lPwle/+gYMhmNS4K/fX6c6zp+/QGtXluTQaXdpLqLlCd3d2S7EiluRBSQhvBU3vFyRYqV3RBJFmggBlvPDiocAnFwW+1JDFIGmCNrNNjQaHdL0YLOHw13o746YUS+qwdryMnz84x+BRrMOk8mYAquROhstUuPRmKhFyQplwBTz8pucBI+RMWgvSxOW1aUFePm5i7S4shYYjzq0jnmVMHeV+LxSUlolaIorhmyW7CnKL95CINI2GN5+/Iy+O7hBqEnlQJR+O2JxYpcj/HZhsQtdbNPhJvBUFXI/yQHwtdWjHOJkAjuDu3Dj1l1oddqwtLwEz144BYPhBG7fWYf+EBefwP/XgHHMA3Xlgxvw/vXb8MypE/Bjn/k4PH/pGQqe5tM4ZLpG1K0Q+HxrgOJQkk1Sp6lcg9gMS72s2bgtSDIOvxXxe2WASeeB0udXWXRDcOXJdvI4YlWSY0GbXNC+cderGbM/bRT8+fy5c7DTH8Bb332b8jvhNbdu3IRWqwW9hQW2/tZa0Okuwmg0hDRFwg/cIIzLJK0DTgGjnsA68obPpV+yvfoQRD2SUtmt+lXJYh0oA3SgtyaAEHujtTQW71q8FbKPPQRLk71DmkMydCxXcsdkHMPOvW2AtTpkkwRgnEF8ZwT58GABVVLvvM0WkgVyc6qJciei+ab3WqwZZQwpaKkiZSwm4Kw3iY56OIphMs4gb0WwsrIAo9EExpMptDvIfCfsbay4GMdTGIwmZh1lN8DD8vQWfH0of9XrnISXwRN+dgCE44xwj1WU3OKeR7TcZr211zgHLMp1pIi/mETB8uLZ8CC3PykFpN12nEs7rwcONFjLs2Xgc7Ki/dZMCbtGafc1arZ4k7jvpXhgrkRhicUy1FrXPp18S+/1mFuUCVxw/p08cRw+9cnX4Ctf/TqMMUawFsHG/fukaXn22YtMrBKn0OsskDVvPBqQK24KKYEneSZvq/PAlLmvE30NoJq1F+aPHjiRIGW1rMZFTILJTQAdfo8JIFvtDuToCA2oyYlhc2OLAA+CJjSJv/ryi3BkbcUk6VyGHI5B/ExMwdW727uwubUDuzt9mEwmEMcxdRwDqJTipdDMjgydVYw6j6Wgq2E9go9/5EVYouRqJl+D2AuNG8Xy8iJpszAhbWexSwu/9B8NPeavpMGCRfIxUDUS/GWkX4kfw4RxyA7kK/Vw0XcJ/2Sx56BZg7JrDUhjk7X5sDxVRWR6AsBiscYvUoB4OCHAFNXuQ6vVhKXFNtTqLRgMp+Tnb+eIuU70ARgb8MGNW3D91h04fmwVPvPJj8NHXnkBlnptGnskzKP2CC2plpKGK8lUPgsZTvo2grMolxstbuaeJH2wVtizqJbla6iwEpW531WBJX0N3UdZs0i2Vd53ckz3ufcOvMXGKJHE5IRdRHGd+E0dXnnpRZhOYnjnnXchjVKYxlP44H2kKb8EjU6bTq4329DKASbjIeQprnM8x3mtta00nclt9aMujKFKAzs79+cyeByWgxRvYCjtp3JYYX3DbHcJZ20yLG4llE+iEBbLIxs3MW9KDung4YGmvQDVzpV1j9WhhjlxHlOhdc/EUjgXoWDuGysUn2+C1cltqUaCG3qw4FrURIbfOIHBKIWtzT4sLHagA00S2laWu/S+2G3SKR2lDlxPkYjisDytJYc20dMDUeYj+BCXPbKkkOXJyLeBgs5ap0x+UnLVJuAieZWMIs3sd1gY+LCLn45uca56zrWPmyf3dGx3zlrlxj4y2InXB9cngKqY6sA+uZAsoOLBgiO3BtllxD6v7+oXVeyzOtUHKfdVX6O7LDY1MXvUyZMn4LOf+TRZnjBtB9KYY8wTnvvspWdJVsV52G13qY3jUd/sd2btk73OGB72Sk1S5rouHAAExh5fHicBTe5l6UWsHmHehB6ZQ9MUhQlElVsQTxJa7Bu1CJ49fx6OHjlChAk18g/FwZeRtntxYQGOHTkCZ6eYi2FEtL5b21uwvbMDw+GQXP1wAUyTlBYwBlO8KCYxs+o8Frc+Yw06c/I4XDh3FhrGHCtCl+gPMWRuZXmZYhw2NjZhdWXBeHm7QVtrtqDRRJpU83oo7gRfMFrd2H2KLV8p5GkCKZJrZP4GLe/C9+3Ef0xwYtSA8TCGdy9fhe+9fRl2dgaPoZMOy6MoVjgIldkmt+Z4jBrVmD6LbCPcK5poRIMFdI+9c38D/r///Lfg8196Az75+kfhlZdegKPLXYoDRfM5asIljonHm1ijjNCnND1SGIgYoJJJ3B26xhh6XrN2iQaLSXsCq5Byw9OL9DygSbu3hsf9xKI2/cP8y4cE8PONSZFBfHw0jSOAdg0+8pFXYDQewrXrN6ju6WQK165ehfPPPgt1jIdEQa7VZpr5EYJUnu+y/TggGbgqFFz03HM5Dbz957A85OITdCjDq1Zo2H2gWpjh651dUX74XWsjlXOLpZmXPqB7HkqOmkWGkMkc1iPlpIBKl8dZeK1wWm22APjASZQFnkAlFnNk4UOwmWRQbwI0WjUYDpEsYkRCMT7O9s6EUopEUUruisNBTEpHe6/H+sSH5aGXHIjduNlA0MSEI1EBKPCJPKQEuLh4KOOIpwgUNBDi4gENBGMqfxJrQdxna3USIEL34rh4UcxZanCuHMOE5HEKwImOBzn8ytqmgRGtNyqWLwROtRKPDtmHEHzKPVnidR4ZMleRJA1lffQgO33qFHzyk6/D19/4BqVWwcm3ubkJ2eUcnnvuElvR4xxazS7ViYx75C9lwk2MpKs0g0VLvO4XIYrwlFT7xAgPbHEqNs2Z63AgYVxTo9GipGz4eX39Pgz7A/IXRcB17MhReP7ZS9BqNNkUilpX5wRK9aEpEXMedbttWF1bhpOnjpPlCYHUzs4ObG9v028MNOO4KM4mje5HqIWLCUg5t76HbpFC0FQDaDXq8PrHXoZWs8F5wEnwQwasBkSosUpRf5xBq9OA8+fOwjuX34fz585AE9kwhF0FzcSNNkSNFlO1Ay7eA2YNQurWVpMIJ7hv0No2hDxDEoCM/EfVNmLGkUlQJnG1tQaMUOv97hV46+0rsLOLCccONWZPYyFNs2FlNEuHLQUQ5TziyDqJVFaUP8S6x6kZrGUnyIkR7l/89u/AF778dXj5hUsmF9QqxUBl3sIjmh/fx1g3SkhMOIGhW8TYMuqAvg+cnOudXrDL8kOVkSPsVXQ8iYUZWvCdW/diLO12FmJCQazb+MLnGbnpvvbxjxFgQvdJfLjhYAg3r1+Hs+cvQK1Rpw2rhSkbmgmgBwMuntybivSF/mVBdd7nPCyPvzh4Y5itqjb3wPqpgZbnn69j+FDnnHPy8mkf3QgO1sZapweN1SOQQt1YfyOIJkPItu+XPdDjUUTOWVB2xfVMBElxlZXE0ZZdy7BeSvupm1G+qwFkdQwBQDbRGBYWAJot1GzzejSdpnB/fRdarTq0mnVYWelBs8muTVgHUppvbh0qHZ/WgiAYmZ5bLU58LK545L4mZqECs2IIbAQIaca9crdwx6bn3O+0JYu+Ix2GPobufiaBrk0JooEX/uYwDUvgwE12nKx7xDh59zf7qtQVgiosfkyUIx7z7yPue1KkY5xCFPsOvTEunD9Pnmlf+erXKPckZoDa2d6GK1euwPPPP8+yQopU5YtUx2C4KxoRa3jgOxh2ab2e6thrIw37REqw7zI3cNKaTr65E9F14cWJX3Sj3oJOe0HimGF3dwD37983sREZ9Hpd+MirL0JvAeOfkNceA+x4QOD1KHCIq4y8GFzrWs0OXbuyskzEBkmMQZxj6PcxbqpPNM2D4ZD8lMl9gSxRxgpFsVGZBVIkOD6Ia4MZC7h4v/LiJThz+pgRAtGyU4eFxSVo9xbo+eMxgr0BZf1+5ZUX4YP3r8O7716FV195wSToyqDeaJLFCZBAIq/RuRibgi+Ykua2WpBRMCPeug55zpSOOOlp0DqrJQfjRjVIyYzcgP5gBN/7/tvw/Xfep7/J23OOmK3D8mQWjB3stpE2F0F5yu52JhZGu72RhRI1qAJKcDiYOWnsRNadi08w1wmJm1GKDUYj+Nqb34G33n4XXnjuPHzsIy/CMyePQZNwv1Qu1hHWdnGiR74Ba4W0kO/sKI5aW0E+WmDZhzyrMU03u9vwoo1Cnl605Ts5TlXMcNfTYIOWW9NGSzdunj+cIRqo+Iuueh4TDFzLGpR/jQQ84jWPYHlxEV577eMw+fJXyQUZ77u7swN3bt6E02fPkusEdnq70yNSj4QscTi/DWmE6iOtSfTapc0dh+VDKSpySQWAB5Nsrzo8shOm2zUOPQaIRTDZRX+Wg7ez3luBvLUCKYoDON9wDiDblYwhTCGCe1gTE4Win00MaX+bTTIfQkHhFvdzlBdauCeSzOAYyNgaYCwDEj+pmMzyYM/H2dpIUfaow2Q6BaglRPwwGmES1pTOxdiRbrdFig+3lAgd8/BQcfGUFiH6wvdNDHkWPKhYHRHCLXgy81KEf3HVM0ott+eYc+lviZcSdz7HshdSgnOuJ2HfM9cqdz/rpi0PIfehXGmBErMwLIsASe+RYlmiGiq8N6KS4/6eGFq2pP8wFB+JJAzRnwm+QoIyTBvw7IXzxDT9xa98BYajEa1FaBR5553LBJ7w3DQG6LUXqf/6wz6ZvIU0QtSeTgXqFLmSXoRjFVFOLmpEi6QRD8PiZJ6/fNn3zeCsC2sQnSCCHzThI7nDrVu3IEliZthr1ODlF16AY8eO0uLHSN/9CHqX2nXeX5axUCuQQ73dAmgvwMJCCkePnKCkuhhEhtao3d1dsqgMdock9CGSRbN8grEDFkixix/leBCyif2sgRjDUANYXVmCT7z2EdJG5bQBNaC7sAzd3gLhYSReqHcW4MjSMvVBGsfwqc++Dl/8/JdhcXkRLl44Q36qNaQqJzMCgiIESy04dgzBWE6DCgGm7Rcj2XESMvZ1lzBYzgCDGogm7A7G8L3vfx/e/v4VYjDhkeWbbg/L0wWYlhe78PFXLsLSYgd2drZgc2ObksqNx2MT/CzydY2sPOhaBwY8KcZVK0B4uoNgTbEBmFgigGE8gW9+/x347rtX4Pzpk/Daqy/AxQvnoIksVimyZLqgbcsfTNnOHXBiixTT6JM/tYkhsCu/sFGiuxttLrKoIzjKrAZMgAOzVDIFsd4UZCMo5DbSQEp7KAV9UTVHXL4IvRLy4kypB8yz1nPcJUTN5JIXosLntdc+Bl/58tdggO8sz2BzcwMazQYcP3mca6vVodNbgOnI5Hgic3nKibANO1C41HO/mgBYxb7GQvbhfP/wS7nCkYtTBNizzVh24Ni47qBSAucbvmv0SX+Akg4HAPUuQL3DCr/JEOrTETqCkzTWOXoGks4SpFGD9pV6MoEaKh77m/C4CzNRrsD9+xukPO20O8bFakYaAidN8nekxXDn0vpRQ8VtxqxpU1ZYIrV0Dk2YTlIYjhK4dz+GZmNIil7M94TELs0W5mLk+LLD8vQVfPeYS7Reb5p9S5McyWw18qgoPSSkgr6UdVhAux57zuKswQqGaQhrHnpXRRTXH4ISB/bZJdCgooDtTmQ/0Q6Q1cm4Z5ftXdyGeqWlSQMiDZxCxWOuLEza/b1MQUnnWOOa71rPXi01VuzGKZxFZt/PfpoII5AYDs/d3d2By5cvw/MvvEALIMrwaHnCpx6Ph5BlKM+L5sjstKhkNMKN+GqEDu+2K81vY6N+hK56WvBSC7p0IC7s7XYX6vWWsWjU4e7d2xSTRAMniuDM6TNw8eJFaHc6hkJR5WUI3BbMMHBxG4U0v3wPun8DM4A3YXl5iQAHLoCT8ZQYrXZ2d6DfH8BoOIDRZELufhQbRZTnzOnvLFTGKoUeEFXMfcTh3yCB8bWPvApLi8j+we5wzW4XOt1l0hbvDIesmUIK9uEIjh5dg3Y3h4996nXSQF959zLUmzk8c/4cDX5yYyLXOw4t7GDMg9YqGOHTJr0VEzLFaRh3HgRMuyP43juX4e13r8Buf6QIAR5B9HD4SjRL2mGZu8hiixowdE1FDSdaldaWu7C81KNjC902rK0sQ7vdJCVAfmoVxuMUxuMp9Ad9Uhhsb/ehPxgQYEe3VaQuF5dna8VFNxUc34adjyl7AznDzjmngBZivSxL4cq1m3D12i04fnQNnr90AS6eOwVrq4tEw8+KM8MMJxohuofJq4JxUsZyVJaTgieYA0LiP42uDPwZQRXTm1LQN7lauMSDInCWgaYylwKh6A+HbHi9tvDo1kp30RHPcGayyyPoA8zdxtblU6dOwauvvgLf/Pa3yTqO9a7fuwfNdgNWVtdoPiN5Tr3bI8tdEmO8kyZ7CdsRHBPfzMM5+KEXYXKSYvc4JaBVASoO3GYFCB/A8d8gz4vBjslG+wAlG+8gGwnF0tL8ROrldp0dYOotiFoLkNU6kNea7Epeb8I0vg2Pu2CfnTxxjNzVN9Y3YWmhSz+crqYInCw9sjBJ2C+dNVDWH0wRgL8px2I0hjhi8IRvrb1Qh8WFNownCbnm7e6MYGd7BK02phDoKK3SYXnaCo0KUs6x2OxyJ3Fxe48kxlUggYYcK8M0pbhm46N9xngfNOQ+knvMWKtIsVbhOmfvY5FHsENRcBOnpdBtdn/rJL4CkEw7KixH1qNDHQtLpugky0CTd52xtIXPR803sgdTjKPiNYNnzpyB2mdq8KUvfQWG4zHNb5Rp3r18GZ577jmqCwnheh2UM2qUwgPd9fy43tmlsC2SnnN+Y8LBgJPyALFmQekUiKDVahNwYvm8BltbW3D//rpxV6nBQq8Lr7zyMlFgI+hAK4o2E2rgpAUfyiAsd9NjJ2gTurBFOZrec3JvQ8vX8vIKJOkJYuRDwISJ67Z3dymX1HCAFqoxE01gPBTGSBGDGGuyY8xCbhLxItqlGCqj0W9ADqeOHoWPvPQitMjZGoNMewSa8loDxoMB9HpL0G73aMyjO2GC1CG4UEcNePW11+CFl1+E+/fuwNYuMvosQgeYdcUptYtmY2LTygirWwYvFMvw+63+GL771tvwvXfeI5dFF/n0kAGTYp30zdLcJJRlYwSk+7wtavBwc5Q8CnJMLA/sDhrROxsh6cGcBa+/eP4kaQtx4u/0R3Dj5vpjB3f4SGiZ7LSb0Ou2KTfIQrcFR9aWCPC3W21YXqhDp4PaTNzI8f0juGA7Is+rDPJkiuoCGh+9TpPqW17qQn4SFQYZuZ30d4c0xpFMZWNnhxLfYiI6GsPGBSxRwAkZ98gDRylqNWjS801AO2qm725twt2vbcF33vo+vPzSJfj4K8/S3GbmG7zYkD8QcDJzy1aokzIbAVNl/pbkgkwTm7JVmpIONsgXHZ+B3Ruc8oXcflEzj1rjAGCEG4Q56KxXe70/T7FTjCy1n0jx4QQ1sgAZZiScG6jRfvbSBUrw99b33iFBjUg5bt2GZqNFbr68r9agjYnD0U8hFXuSkPAcxjc9GaXMLdKNb55Pahx6fjae35gvqNgcJbL2cV24n2xt7sJkOnlIzZ96zY05zy3k6RTifh/yLvI14wYYA4x2oBkl8GB2rv2XI2vLcOLoKu1pON2Xul3ottouaakia5DEuDbOo2KKMCmMSSBvYqOxztF4RO5CaI2gJNX1OskrtVUU7lLoDyaw0x/D5mb/UDn4lJf1zR1YXT5OXlCeTCPu1oYAjfeNunLV4/HGFhwGV9pjKgQLuI7b/EyWCdLlbJJzq7wiytzuZIMRmnJ9HbHuYXy9sbIKiCpz0SuzLFUlsM+NS3yVdakUkJGfuu+6xwpASe6NVidULkYQJRk888wZqNV+BL7whS/BcDKhtmDM02UDnvA8NHIgWzcqYIcDDFVwK1JlBge/sYFGeD7QtS/gRJm6JeCtgOzcwGjW29BrLdjcRciScfPmTRL6mvU6dJpN+Nirr8DR1VUCGsKXH2Yvds/mNENMlpAxG45QXqkYKOsQY32LFF03mUjrZF5fWFiA1WwVTp5ISFiZxjGMkPYcgdTuLjH3oasfASlreeIXzJ+5DZigq1lrwk989pMkjOfoaB5F0GqgQNeANKoT/XCC7GHIDIJZqmt1mBJ1+pS18SgYNTpw8vQ5chvEnFX9wRhaLeyvGjENkl+8QYzaVZI00pgzJkL41oR797bh2999G9557xrFfCkJ7sHVzm6Out8BpaYJzaB8CJgfY6HXgaXFJaJYvre+BVvbGESL7wKTANdpwFN/JhkJkTgWBqMYXn7+HCVIazYxoRszb/AYZ8pqMzDgW995Fz64gdSVexdcxM6cWIEzx5fJtBsjwyO04XYdNYsHB5Si7RTzOlpPsYmUl6CirC734LOvPU+U9W1MpthgdzSmn5fFBpNJYs6C2MwB63un8jS4xYgpyd3owGSNtVqL6kcL0MnkBLnyofl7MBjBbn8Ag9GQSAoSZKI0oAZZ98TKyvkWALCrdMyU9Vc2x+V7bM3uYABvvvkdOLLUhjOnThqhkdttFQE6RsdogkXjS5osA+h4V0KhBZUr6M5bg1qKLjUR1FJcOzDOISeWP7d+oBsfKzbwO8w7hUKPKB54s5K2u+TUkpTct3JLd6pkeoFrQrjQot6Mlx8Zs0qphG0kkGeIMeoRNPIGvPD887C724er125Qp6fThHI8nb9wAVq4riDIajahnfeIppyUfeiyJ0xPROVeMr/J6ms2J0mke2h+ekTFjGlx89FWwEC+0NYQL7FzWbWKIhhszpkGDHYGMB5OyAKbt3DMPCIO8jyDZOsGwM49ZnfNUkgbj9/Igsm9L104S2vlbj+DZgP3ly4poMiyLI442vXIuOmVMmOq+SLACucKKU6QxKXdpkT1qGAlunFyq2KFXqPRg9WVZdrPx9MUbt9Flt9Dgointbx9+SZcv7UOz547DhefOQ7dTtPk0GO5gdM4CTBysirOPW2RCl31yqwsVcBCShkYoeP8pf6kvhRrmEgHqn7PsmTcxeU+Jj9VWTvC1cS7Y1RNNFH2vP41ftZXzlKKMczGjd24mqMSA8HTj/zoZ+ELX/wyhdngYQRP715+F569dMkwdWfQ6fZIbhiNUImBlifW/NZYreyzX4n7nokXFbIKwhQwf5nf4mR9wpwWx3UUdxYu6J3WAlFdUyBXnsO169fIwoOLEArBaIa7cPassTQhxSIKQr7PZVWhADxcvFH7bgO/0LUA6YxNMwtCTbmLhAx8tI518xxWlpbh5HF27cM4EXQrxB90dxr2hzAajiFG6m+Kj8qgEdVhaXEZXnzuebh4/hTntTGsYbv9PmT9CSyuHYWVVdSQjWEyGVH/YGwW9sf9e/dpgV5eWqJM5PGU80FEeQPSrAFNaBhWwJTcAdhV0WjGTCwI1pfldbi7vg5vvPkdePe96+SuxRIba/sfpMjrlozsgpl1DgKmNo8IlC50O5SL6/ixI7CyuEjtbjcxhxe+X6As7Bjvhs+RxDFsbm3DxnafEhBin6NAPxxN4e69exCPdmlTRLdLjPvAODj0DUaGRnSPxHeA2r7Tx9dgdzCC0QT7z39efMdYx8JCF06dWIG1JWR3NG3IMmjVAU4cW4L7631zrfgWM6BHsM2ADolO2DKKiyG60WG76pRJvg7NFrbJMPFEEXxw7S5cvVHCSGXKaDxhS0yeQjxBOtzU5nzQk9clzmOeNiOWy9M59wGJa7GeWUYYM7FDQlXf63ZIm3p0eRXiLIXxdMIKAyRSmU5Jk4vKAgTwYlUl11UMwUyMVcrgNyJVkfUPrU5EXiDBszklsZ6SNtyNV+Nwy09CFQkYzmmtwHdCwbqKDYinfAQNzLniJSfk9abRQPca56LH87pGTFkY/4HzNErRBcN8byyWqMiwC7hHK+z82GWxZ92LezMCnuRsDeZZgeWUNxzr5GhjWWhGixP2L1rEMnK5fPWVV2mNwXUBO3Y6nsDtW7fgzLkzUG826SatZotcO0bjAVkJOebJX+902xhgy4s6dNt7pMUOoArwJOPGWmyLL8IqRJT1k46rvRGTtmK8MP6Qu14brc112N7ok6Ll0RTUoIztJzQ6Pc6Cz40xwL1e26wtUwJS6MYsGn4byWAVuw444YZlmcuNNlpLGS62Etc3lC1YYVlHdtxGneQAcplt4P6NCtOYpjSu9yuLPfJ6OAROT2/BV98fTuBbb1+H967ehQvPnITnnz1DuQsp3Nwt32b/qVfkNXJ1VrnB0Sy3XjN6HLrrtXLcHSmCJls3tVHi+VSckskF5+7PynYL7vDh5mBkZZkv2CGjIsOe16ZQlg9YAq3RQ0ANtd0cQ02oUfY9c+4sfDJ+Hd742jdgjGx79Qj6O7sU3nLpxefJ8wRlt24XcQd6ISFLtN7nMK7AKZ2pftsG5ZpXBUofFDgVzIa6oFsc5mtq9aDVbJM2Fc+/d/8ebG9ts7UnAlhdWoJXX3oROm3WstMAJGHUpzaUDvX/ZnMoCpm1epOofZ2WzwidstHYrN4szJUxxxUAGgXPo6a+QQGnK8srtIiigC9gilz8hgNyNVpYWIQTx05Ar9djq4Axh2JcEgo0V69dhezaDVhZW4Njx45Dq92GJMNFnynTe71FEh6RtQfpwYkOFZnL+kPoNBrQQjfGZoOsYF/++hskNJ04cRxWVlcYRNQasLO7Dd9889tw+b0PqF4vLuUgbnkGDBkjj7Mk+SySBIAROBCz4fIirK2uwtIKsgd2qM3NqAYNmZz4XqZoRk2hhXOD3LdQqG1CtLwE3U4XxnFKAvzW9g5s96eUlwoHO7pNjmKJQUMNO052jHGpw85gQm4VJ46uwImTR+HO+ibcvrXuPc7yShdOnz4ON67fhZu31iGLl4hUAWcWjYksgyMrPVjsdYgYxJrSye0Zs4gbshJhzkGXUpMsjhYqN3hIEMZ+v/z+Lbh1d3bcAQo927tDoq+nTdzE94VanHBRtmKX+LDpBdIcY6GLXQskZscsZfwuDbBqIsBot2Gh3YYjqysEfNAldZrEMBox1T/+oJWKjk8TiInqny1RCKbEIoU/2AxJxNts1QmwxlMkNMD5yHFOecZaHo7wEQuUiXsyml5rOTPxexSzh+6vjdi67FGGdIwtZDxB801c+RDAIksPkceQ8oCBlPgvo8VHFm9tMdUWJTuHpG/tnDJfmYBg7lKlqSK3n1qwfunkO6Z+U6FoxbF9y0uL8LGPfQze+MbXYWNzm9IXoPX7zp07cBp9vmmNZDdonEvpBOeDWMzUSBT0fFie2KLgk+e6ouMkNLUvHsW1CNf8KGpAf3dMoKnZ4HNwvWQilh/Mcvz4Gpw6eRzyHK3vGBA+hsXFLq3HZKO3Wn7lMi7CkVV+iFJDtO5O423+8F2G0ZsjR5rqFgzabdjd3qE52el0KH1ImqMSNSfZAOWbw/KDUfqjKXznnWtw5YPbcPGZk/DKixfg6NoyQJZQbC15OwQseHaemjmogYgFNKaIYjEUP6vEa7eHiIwsZE3aJdBZsTX7HnmiKIsSK8DVOiH5msoIaYIGyjrErQc/8XQgt2jZ3TZaCDVICeyES6t+VB5kcg2J7VEOzz53ka792te/AZNJTPLAsN+HD668T8njSTGS59BbWKT+YKpyluk5N+PD3xD34aqn2aqYilGEssi46LVbmGWbOwlZ7G7fvkPfo/tSu9GAF59/HlZXV2jwkfBjGOSqTJW2U2t1ynmCVpV7d9fh1MkT8GOf/QysrKJLYEJJIjk4rGaYMrhlnCXcEJJUBHjb+3p8zALA6uR2hwLK4iImquX4DKrSaB6E/M8Z5CKI0wmsb9yjLMlbW+tw++YNWF49Cu2FJegsdFirVUshS1Jyl6IM5jXMx5GS9hmBW4KWqdEELl+5AuNBH7anMXzwwQcwjVMYDkeE8+KEQd2BVckKJImbuM2LIVqWGrpvYTxOmyw3K8tLsLq8SIIeav1wQyfmRPJRdVRFCHaQ+YmEYnKtRCGP+47clIhgoEYxaOiHiy4Q3YUe3Fnvw3QyhuXlReh1umSpxDNjopyfwnA8IQve+mYfOu0a3Lp7G3aHCQXuhs+Gwn6/P6Lzke5yd3cMz5w6AieOLpFbJTcJN0ikI2U3ObGi8SqBmgpuK++rjBAyky+BfOh5MEB/NIHrN2/B5jZSZM4uaLnZ2R3CcretFj7T7MB07mmtlFaKvzdzJwAChY5QdYpLKwNkUy8+Frq4kathRMB9eaFLyemSDMFUQi59aClDV9IYCVfShNxw0e00TgwrnVn/VlcXSVs7nqK7qAJ6FNsnjI8C7U3cE/5nSCIoNxSyXpI1KjPAiecbWf8a6C6jrWr4HVuk6vg3VoguTMb9MM9R6eIsVtynzkpVRufNr9Uxe3qpLlXcROgGxLTmegN1C7fEXHDdGGdmNl9cD3OAI0dW4KWXXoI33/wWzXEEkjsb29Cqt+DkqVPWDbDZ7EITrZWUww37yMVSyfv1BMLD8qEU3fX+vsZuQCL8iEVYLJ+yz7IAwnMaxwCCpuFgwm7guO+ZRNVo2f1BdcHsdFrw4qULUKegXibIQLed48dWjfJKkt66nG+uqx2Y4rhJc5joi0Ujb1YhI7hpwZLAUwbQWl2hOFSM1UaNdt7BdCg9Aq9ZhJapLly9foeUT4flB6OMpjF878p1uHLtFpw/ewo++tIlOHVijcIH0H5px5ner40HA4XzKKtzmReVrNf2cwlQ8X/L/u5io5y7vs+MJ3RxtMd7Firt1SKxRUWgY0GSAlY22XPgeheVCB0hwYYGTlYO8WxoHOZTWMIwlsrI5s9eukjeV1//+ptMdIVse1tb8N6778KzSFVeQxkxg0azA90OwHC0bZUkdnGwUgcDrQeJDd4HHblRKxvzH6NBIFcYdB9AYZ+C5LIaaagxrgmtNSiEoyBz/swZSvoq8S2svY+8TMM6/wrJWebWuFD+y89/Ea5ev03m8d3+EG7dvAMvvfQ8vPb6q9DrucR9zOCorE+e217Fo8mgNxsYk1CgFQEUWOIPaCkTgUhbCdwAwg0vhcmkT9akWqMJMbpETYb0d7e3CAuLC0RjipYHBEv4wuPpkOpu1LuQpiioJnD39k0Y9HeJdr3VSOH4ueNw/NgZeOudy/DOO+/ZxiMQpSFBvlR7vUduppigOUaHhxWlmanXoddukVvXyuoy0awvLfYou7a8J0MgaWIrcB9qwDjBRL27ZLlB1reVpR40ahhYi8D2/8/efzZLlqTpgdgb4up7U2eWVl2qtZjBDAYDA3aX2AEWJEByP9L4C/iBtsYfQOOPIj/QsEvYApgdzAA9Pd093dWqunRlpc68WoWgPa9wf92P+4kTV1RX94RX3YyII1z7q8VEnf3VzJO1FPgNG1SsG9YdCQb79NztG/TxJ3e5LTBf4JvAtK1trNEV5LWiKX3w0ee0unZCr71yhz774gEdovFCOTw4oc8OHoTfOCyf3XtCq8swARywpBb+VayxAAPP0hq2/Uz2kAW0kTE3VdZ7h6f0xcNtZmq7lkdPd+nO9Su0BMys7XptUViuLPpbylhpRB/+k7PTUJE7zY43AZJAE+ocDY0e51uKocElsa340PU56fKQo/oJIyIhXAHIEGxiH2HQj0/o+HjEUf9eevV5Oh6Lbx8PxWlxLEI5PmBKx9pE9m9K2w+fYMBhHrkEhgmaavEPSgwZEPLbJMpcwBRPaBqYp5jRPET+LEiJbT1t3sUxP66D7SEP9MN7tj5R3BP2kKKfYDlrAhYhjpX4AywcTOmFF1/gufz5z37OzCrOyeNHj1jSvXntiuBiCDLWNhlGjY4PJPCG6yc775owhccRicNFIInLL9HHVkpgv0OOs/gcr5VpMJ2JLT8O5h7a+wEEBcuME+y8w6QW8N5McQdLfdnz58jn9FUr2Mtvvv4Kra/CfxiC0QFNRyManY5pCxonmM+pGTOfzwLjFPe7zKVdD6ar9tMYKQvOYQIIjoQJc+8N1j49efKEg+2cnJzQ1tYVWlqBn6rApvHJlx0uY1EureheOB6N6bcff04ff/YFPXf7Jn3vm++wr93yEPAc51HsJ0zgyj6lzs9oiqiwttE0OFCpLTOrTpijgtlb/l3ZjibuV7/iHE+5WHjxW4V5Cu2F6ICpaqwXNFlpYIpEyBjG5mhx64/TBNkzQMtmSodck0t88qfUG0/ozbe+xvj3xz/+KY1YCD9gs70P3/8tvfa1N6g/7LMgaRVpkPoT2j/YVpeV0JEQZEsiUKvgNevDJUbVm7LUnYnt3oDDZS8NltlLHAzVo4eP6dmTp2yCstTvsynQt771DZYeBRO9LGZ8mHT/W10+kQTr7r37rF0ZcxLIHu0cHNJ/+dFP6Iv7D+jf/O//BRP27Bhm2iJnSsP/ljasK8L4yEYDcadkvphSNSTR0kJ4Tz9Bb+PNrSsb9Kd/+n364ot7dO/eIzrY3yY6gonZkI6P9mhvd5lW19aYO0bociBEmEUh8h8IyMm4R4f7B/T40UNwQxyO+rW3X6ftnW361S9/TvcePKGllT4try7T8soyDZcHrA3Y2z6QRIgZbcQSe4RwZu2eMbwS2W1tdZnW1lZpa2ODE3OuQZq2ukrLS2JOaVtd3G/l6GHDM+uk9MHTJ3v0l//l7zmpLuYJyOzWzWv0g++8S7evb7KPSRCAB189MWmElA4aNyOWgSRREJURjA2SJsNxHponmCn1lpbp/oNnbKKHiCrIr1Heo+XLOHhfPNqmOzfXuX7RfOFgmgYm2siHqG8cblSu6A4IYTR3947o2S7y8NBc5enOIe0fntD1K8idYvvJEteavX7cZzbXUQrtmaxxq8Op37s5cyLXNGKfRa9UhwCLOJVLs1G1JayGyeYWIvkZCIcpXV8CbnA1uZoc7SC4Cid2tVDkYu83dn3z/QZTwZGvMiZF9hDMazU4BSe/lT/2c9JgE/gzCX4Spty1ERgdW4lC5KE4HEOEMUWCXohJ/Zg2i+Z6wrsmOohgM88Dg88EmEIievXVV9m38rfvv8+JjcGkfv755/RCf0pXrl6RPdsf0srSOvtbQDPoqzYrAF65PCTionwpxW+L8D3juENSTAuDm0fUY+k1fEc3WUDB5qeDZTrY32ONpOSekTDHsOoY9sX0e3zKKtyvbumwHfEIAgS9/sqLLHxjjXYf/gwjhiHAUSyABYGFF0LSUNEmo/jzHYSjQcBiEMvogwjnovlk7KTRLEhxsrKywtonMFGbYJ5W1xkeYo0W5fevSCLlIfvORSPaeFZxlBBA6YsHD+n+w0d07coV+vbX36avv/U6XdlAYIITzhvEgszANKnfvrqtoHh5X5HuDZH7ylYnRcZGg1akdTqcViol3i1rL3efCYoBl7Kj532wC+PK6270KepI5J4KWVWuKMGi1TJGBBh9Zp6gbHjvF7+g05NTjp69u/2MPvnwI3r1jTfUnWdCK8sbPDf7+zs0IayrwQV3tn2wtWZw3EtgnMK4QbQscZJWIHcwU4cHx3QfJnoM0Hrsj/POO+/S+saGJP5i87amjWisNFh6q4KrTzdv3qYb12/Q3c/uMXA7GR3RCGEWez367Qcf0//vf/lL+pf//X/D6nROyOQKO2cHLX3doIH7A/WYvCTXzKzGOZYlxJALvsBj0YSeKBtra/TmG6/TKy+/RA8ePKJPP/2cGYvD4yPqDQd0eLDM5kTLS2u0vLxK62tAgiAgoYEa0f3791iqtTLo0e0b1+jm9at06+ZVevW1V+in7/2aczMNV4acxwfmaMdgIDQPWtAqDcAw9WhlMGDGElGINtaRLHidw1/DLNBMoEyZKWMcS9h1jjyncyDTF7Izs9ZR33r/g09ZC2gFWoT7D5/QX//wp/Tf/tN/REtMGItGwQonIIYPGcaLvYP77JeGfDXQ2I2ZiYNfDGzadw726XS8TY+3RbuBqh4+fMxz5ctg2ONgEtzGGJq8phYIEe9g9ifO9eJjwsyT80WRpTZEGjVtNsEHR6f0bOeIidazFPgLITDGlS0En7fdqYsXtppofXIQ6IFZSVJkIb1zDUPQmiRMk9SfMleyPqwVROAVlc7WAiRIjiJBFswAcaREU3SkfRcGLQaf4P4rs2h5nUKwGwXWOFOoszcWBlFuSo4VWOyxuxozTjCtiUFUEGGP31WGCZrvJM+TMlRhblxmYGY7NOqemLQqU4X3LCStrlr0LxWAbMlnkxCxCSEnBJusoYWtnXDULk56vTygd95+i/Z3RWDU54icY3p4/yGtLK3Q6gYCyIyZQUWqhf1DSOVkwqOpsjV4pu25KJdQbL29j0KJzDHzGsDltdUNNumcjiVgweOnzzgMucEs1AEfDE78fnxMp8sjhkmS3B2BZzSp+1eEkQKOnXZIFguB3ne/8Q5H4WUBCaAQgtDAxxnmxKtI4yBCNkbbgfBTIsiERGopGxhXrssxRWpObj6QLJ5xxyfX3kPYePXqFRY2Pn36jHZ3nlH/8DC6BSzK7125efMa/Td//gP6+OPP6DcffEY7u/BjdzI/lUNghRF99tH2Nv3Hv/kh/ejv36N33nidvvPNt+n2zSvUA05SlW8wqy+Y6hXp3oRpUbPuguAu/54akbdYVTmmx5Stdk7s7OS+W3l7hnunLqCC5aRKNWkZ8+SOW72HRkuodQ8HdFFFRqRokKiH3nn3LX76vZ//nE5pTIPegHZ2tunDDz+kr73xNW4QzNXS8hqt05T2D3bYR838acwfXP7svM93fjszTlEabeZ0iKS2xPlFxERJHLo/v3uXTk5HmqiyRy++9BKbn1gEPTANnPBLMt5G3G5+I+zcdUT7e4ccunu4BGfoqWi0pkSra6t07fp1undXE/D1+/Tr33zAoa//u3/+Z5yJOV20mEODDSUyoliazja3muhEiynLKaw5VCwePrRDLhGYVhb9OhBGuD+gF567QzeuXWMp1b179+jx9jM6OjpmQvO4D6C7xHlbYI6BzgIBwpYaWqErG4j2d5smyPECgnNK9NpLz9NvfvsR7T7b56hnaAomVcsbWA/kBlqlzY11loZsImQroo9xBDIJsCHEHg65ZFeGrxWvbaIdyMSCFvFE/xWTJZhlSh6EUkEAhJ++9z699tJztAoHfYmjHAh1I3AZ0U/QH8mjgb2BPbAC88+lFVqC9GZ5hY4RPGL3GT/34NFjtjfMpQTL8BFDCOfJlMPMgxEDEe8L2kMOJ9GISoQBOHYGM4/oRay+LEJAIxIbIh0imTDC0J63PHy2S7dubtEKmFc+EyqlimS2O+DOosSb8unODrBAibLAOGWGZMb8Cr+kZzowWMIssemc+QcFYUAa5UtMVaMkirWKrPmKeiHzMfIlmAm6e9EEIDrASr0m+IAfCNEYawQqcGTgVOCHtChMEaTy+OtzxDrxiQDDxBEPMZ6BaLRibqho4hii30n8Eg4yAYbJgsyYY6uZwaViGK8pj0WELu5qjlMcUkK9YIYQphw+FN/65rc4yiQ07tiDx4dH9MVdRNp7hYYr2LfYN6u0sjKVUKxOYm67Il3/skRwUc5fmnu5VHqpplHeDKYk4rxtPjvQ5q6xHw2SPSIYys72Pj18+EgjSoqZ2rtvvUmvvfICnZ4e0+7eLj3bRmjsHbZgAPEgDNSETo4ndHqqworfEROF89gmvLQCWPiNd96kq1sbLMRDXkaQTHj3iE6ZtliB/yszTuJLW9rbDe2B+aCH8cfoXYFpUqFISUsvfxa5E+fuDud7evJ0J4HJi/L7VcZwKaERfePdV+nr77xOn37+gH71/if08NHTkKrELy8zUES0c3BAP3rvPfrZb96n115+ib73rXfppedvEuS2spdAy4hAnn3onS9SVYMUNEmWYDeWaEWVGMNlRL/HQ97qRD6zZD/hWx4lMO9XiM6H50iPkwtOFXsSdbvWM6O95bd3J8lwY0ZjCB2gfmJ9gQAMJwd9euedN1mx8Otf/1remxDt7uzQJ598Qq+8+gqfU8C7peV1WplO6fBgR2leqcP6ZYBh3tM7l8YpAhMB7JxPYv9QiInBkJ49gQQGQERCM1/d2qS333qbJUPww0H4wxCrXYlEm7exGol++vk9+p//3b+n7ad7zFigDUD7o+NDfm51Y521VzxcEDTKnf/61+/TP/qj79D1K3LPuGqbmrERdB1UiikT5XWsxjzF50F8BUdxMJVKlAY/HiVEwdhcv3aF/YVu7+3SF/ce0LPtPQnwAL755IjNb9jMB77t8GsaLNG1q1fFlA0MEuduIVoZLrGt7aPHT2l5eUibmwDiy7Q6XOIgCxYkA75F3mdlopGAxHxJmCZZU43OxYRjGoDAE77eXpzfmvTo6BSJVsvmcnj+g48/py/uPWTm6dZ1cehF25abmk22OES5aKQgWUe474ODI7qyNaLdw2OeJ/wdIiKh2sQdnozp6tUV6vVPk6iJx0enNDqFNkI1JgX+BsM4RY4kaL16Uzo6mbK0n6MiAngg3PVATcRglohcJqfIE3BKxxeYLwWmemAur23A1AMAocDEF7RN8VMZCXXLSp/LVc96EpTR5n81CS7MEIzENp+nqB1pFuujRNNrTyHQxadGeHILWuEBsRk+qF+VCSnYVo1tK9nsj/c2JE8DSKkG+Mb/DTm/mZo/wmAavmwIFMEmfdHHz5goPnuMGPq0u3dMn999QI+fPGOzKADuq1fW6bVXXqLXXnqB+jAZbmjzMmFDQBJyxmR8Kixi5jb6wjAxhsTdyPGkY7x67QYzTz/56U8lkfVkzHm4mHl6+VXZnxw4A+d/QsfHBzTBODXQBlIkBGbKbOG/0jZcv78l+K+ZBtPfUwhrTHSqKY7+NOZUDWYJQqPlJUT7BNO0RAdHR/T5Z3f5fY72OZ3Syy88T++++TotQeWyvkLXr23RCy8+J8ndt7fp6dOn7I/Dyd1X4E8rZtGoc3SKiHDCSH1pWknA/tP2/Yfz+MKdW/Q2AkKwfwhwmUbjREh+mGtD4KGBYtS1qWASZBDNk3DqV4H5Cre85j2mcPAlau61H6qx5+ARQ6L1zQ3aHxHt/Oqzi5urRfnSyvbOHv3nv/kh3bx5lW7euEm3bt2kl1/5J/T4yTb9+jcf0Wef3xOzMMVVtjssiuzhyQn96oMP6f2PPqZbN67Td775Dn2TGf91TsrKfv6mXXYWIrVP+V5AJ1xBXTDjjOicpMAxJS6FUBC0dhCmmTle+N5LBbn6lPvXf9M+2M8017f74sUcad5E+M4ArYlVi2nxhvTNb32dLZZ+/evfMB+A/NxPnz5mevC1116j8XRMo5MerS6tU2+jxz5PRkODqRXavOmKcAmmerb4MZ/EycFJkMRvP3nGRBcIX+Rpeuftt+nm9euSCweMUggfJk7RIB6Cr0EPkclO6H/59/+BHj5+QtRbZiCKCF7j0xONfdxj5mz7MdpRQDeGadspHU/HHLr3xtU3I3NjKkmVE3vJfNNvo2XzBHsbB4iDPZHeVy0F98tMndSXwxgVSe5JtLW+Tmuvvsoq4QcPH9PT3WfMQE1HSPIF5lJs1u/cvMGMEbRTbCqkIdhBEMF8D34+PCYzg9MQ25wjRxlLk/CbaZz3+8hNtszJsGmiIOPNpdeQ+CNc9fHJSeuuQY6lX37wKa2t3qc7t27Q1sY6rS4NhbHjhMaRccIQYG+8u39AW/uH9JsPP6ejEzhhIvLdkK5eXWeNEiL9IclvDlvYYbqDKcgxp7ua0urKlJkoT0AwiuwRra0h6Aii801Ys3fRBYwbovBtra3BBkCTo6aOlH5wYUkSzlYZp6zuXCIlkQ3VLM5WUq+NeB2iFip8zzpgmqygZQoN1c9Octu0YYlpbnwg+s5mvVe/LgkoomSome3xYkENDzNBxWphLcU2GhEfJ8j3AMYJ72lOOZZmaZ4otpXeOaTP7z2kTz+5Rw8ePKaDI47EwOafArrG9OO//w29+7VX6Z/+4+/R+hrAp2ivauAjgTMMjKK5Z5SGx/C0zLzjvoRmojvPPUdvvvkW/fJXv6QJoqdNprS3u0ePHz6iW7dvi/Z+Cu0EbO2hZRWBiIU9FWfYqA7JZZWLcjElIYjkipqF2blpPheLF1bB/H2Z1lY2WaAEJgqS008+/lyC5SBYRL8nfsNff4fxrAh5RAow7C9xgBYkaH3h+efEzHlnh54+3aadnV1ONQDzZjBPEKKdjqbiFwUYaBzeJZXJjOA5mIPV5SX6wXe+QSsWvUzl2xK1E4yK2h3CmiPkf0whhjGmbGRckW7zGTNLlCSnDJW/m0betOXGPCEcPNwJbt2g3q8/m8tPYlG+GgXn4MnTfdre3adPP7vHwueNzS26efMWvfv2q/TWm6/Qp59+QZ99fp/29g8izWHbwkxD4aLw6DE9/Mu/pr/9yc/o3be+Rt/51tv0wp2bEtwEOyX4MbXgzABHNDqqIztz9oS7kVk15Gb44bmAdeTM+FyoKGaJ4fugP+qa9KkRg2IWGybDt+t4OPueDtgRXq5S34fglwwYKNnr2TXnO9/+JmvWP/roY4naPOnTs2dPaNgneuGll2Rcp0TLwzXqb/ZpZ/dpYo5rYw2+wB0P8BwJcJU4mCKfDczuQGjssung6GRMB/uHND6VEKkYyPH0lD759C6HhL525SptImfP+hqtra3T8sqQGSkAoQETziBqiH74X35ED+7dVyL+lJ9hZ1CE3LbxOEdok6rDvru3ssKRhTgRrTCpqh6VDWKy67CVNAxpqeSEXcz5EDem1z1ZIkorxigJo4JgD0BS0PbAdAJSP5jdQaM0pDu3b9L61io9e7ZDe3sHunl7dPv6ddraWGXCmCXqgWjUNoyJ4k/hno1B8gcnMm7xj/3RXOSysPsTjVOGjXLtBSTj0x4nTm2YK1YK/Io+/uweM9Jbmxt04+oWLS8NhPhXBsCsHKGNQSJhzOHmxirdvHWd+4W+Q0VriJ8Tpp6xoK2jI4mIY0IaO/Pg0/f2z2+ON6vs7B7RyY2RhENnc0HVJClBEPe6RuQKsdJVxWyJZBuigAxoOnOTEOFQ544JDHNQl9a0zfhd6pB62bdCNSc5kMw1liFsafgZpWuRcUh73YTPcbwcQZ6pqDFvGWb5JkhMqSM2xo8r6zE/1edkuIjuiT0NDXaPGW8kloWv2meff0EffXSXHj58SkenU9aec86cAeAcNOWisQKRdDKd0Hu//i0dHe7Sv/yLf0bYvgHuZ0xuugI2d3GcNjS+ptFSBSyJJh0aKLh4vP7663RwtE8ffIBImiOGJ48fPuB0AFevX5Uw5b0+ra5sMII+PT0UI0bVCjpOclG+hCJ7T6M36sK2sat2zvA8fIbXVzdYMwRzE6zthx98wKZ3ywjDD+XS2ir90Q++y/nnWPsExp8jAEUtCvAzzOPX1tbo6tWr9Nxzz3Guv+3tXTYZ39neZa0+hEacdgBRMjliHbF2HbB1LpO+xsaes2hk12+9+ybdvLZJfZg5KZUl2nSReiMgEqDJ6PiUBsjJJ1ImZ9AskUbxKqLhefMfvqtm+JaKwcQYIdCLGT9z4BmjCRWfqo8Fr63hTzC2RLS5ua7+awuN7u9bweqOFfZKeg2kPDmmB2wWO2C69erVa/TOOxB2H9D9+49pB7Sa7Sv3YThom/Nv/oR+/Pfv0WuvvEjf/+43ORrf2sqQpqDkM/9435uEdjec651lE7yem5JGjajhIFHSxBMiWhy12HKpD3KmKZgUutOlPaRIE7vuJD/SJPFpr7NSYKZ8IAcPTzkCtE70VIXs3/3Ot/jJ337wEfsa4rlHjx/z+rz4ystSzwhpdVZpa/0q7R08oxGbADs/8TC+/uVonJioGCxxolaE0R6fjulo/4jGRyB+ZfxsCtA7pvd/+yH/Qa0uiSv7HC1tZX2DnSvh/A/JGMzM4PD/kx/9RDQ2GtoRG2wMbYbFPs+wz9bWBmuk1laX6I03XqbXXntFbZY1xKA5vUnP3SrNY+sf/aKi+lN++c0KaZhnSthBHswTmCUOe42cS3J/HJDUiE7BeSIS36aEO0X2d5gnriDwA8z3NMNxoVtB1WgaLjk07gAhkCP7DYGJEwZOQj/LtWiCEBmnIIVgaWmahDhBQKgdJmyjiWjF8jxKLQWI+ikQ+PYuB3JAqGv4ZkmOBCRinbDkHGZ6aH6kzBJCMiMkNvzqMIcPHj2hZ89m501qKxiRRIgzXx8wocKrfxkFyX/39o9oc22Fpuzn5Gx7k8ADtnNFMOD7b4wTf02AeSpt8pmyI5ulCZi8eMAB2bQWK2LCGJVinjFyn+anpO+EqIXyU222bX8Zk1o/l4YkxiSRJ8UwFvnDJLAIs3TDHt+Dmh73QTqx8R0TodB6D2kyHtCDJ8/o40/v0sef36PDwxPqTcUHk9MkDIXwYuZMteRMnHIvcEYG9OGnX9BPf/4r+qPvfVN0YOz7GX20+Fw2NNsuv5Kb3BjwQj5AHLNQAC3BD295SG+++TabDH5+9wsNe0v04P49DsGKZNz87rRPq8MNdr4fjU6COazMU5ZwalEuuUR/wlR422vJPA4ibcsJsPr02Uef0t7ujkQ57fU4r+Afff97nE+P/ZygmXS+BtinuS8hBwkaDtlvDkzU88/fYfM9JFcHEwVTJTBmEHJC8wTtOgL04JMFfcBbo6a/YlLOsrcC0JBARi/cuEnffOctNlPXDc0aX/ar0PxvEDAhiue9+w84WJI4pltlkpwczCcqND/PINjj7yqgM4Gn/YJAWJ/JJfdiIRM1tyLbEjiANQLz+eiRCHwX5fezCAxXuaRbRqbVdvZoZ3eP99rq6hqtry/ThIRmPUFoWNPUmuW1Gv/gO/ys3//gY/rth5/SrZvX6Vtsxvc1unFtg3rs1w28ITg4JmZ2jIt1zgkmWIintF5wB8ki0dr7je9RBskaaonqKn7lPAwVrAZrDn7OUQeFJL+UgDSrPNIZhv/z4xG18PEI54JG9q3yTB/8l1U4yvkapxMOJPOd73yT5+Cjjz4Rs+jBgE2VgcdfeOllpgRAWy8NESANeZ52aDQ5jkKTkFWSLodxWoLd9SnCno540ZDJdwxH+ZjqqDE7HNSgB2A8ZR8U2lFilxeFKVbdeahE1EVQyYFgjnGem5U///wL9M//+T+ha9fWOBkqpEESU98YHFs8icqTqv+abG5U2TmnuIoNZG7rzGZPTqPjGST5brbldl01J9BEgbhh/ws4nQ65a8cnx3QyxcJ6iZojOoOZYNSAkct9I7abkTliCab1j5koc4oVsiqqKSUEtdlzlxgnH9gB74BxnYdxCnOI6HJgHk9HtLt/JMl32awThO+UHeNxsLHXrl+7zkwWQpPD9+Tk+PTC6ECsBxtvQMoP/xe++uVIDjGGh8+2aUpIGivBCJgwLuzN1npyqWolNHkEchY+X2m2sLVSpsn66HVRxhSlGiNrK3J6IQWAfugJDPe91slHpkvlVHFMIoBGvap1ZmYlagUl+It686jqis2BOSfEgHaeHtJnX3xM9x884n3ESZsRnbOPiJZYf8sErWdHscbK8gpL7hGeDNrt02OEnx/SD3/0U3r55Rfo+ds3BXGpFpsZxETeYYgoJh1srJ0hBwShQOQxPdcAj0Pqc0TMb37jG5x24PGTJyzxhony/S/u0UuvvMKCKJE5DdkhFlo5kSjCRyRi3oWp3pdQguaiYt1SIG6g2dzY3GQGh05B0CzR/fsP6dGjx5K/bAATvQF9//vfo5defIEjsA5cRCsWumhELpOahiAsgbKTfsFPaH19k5PRv/DC88w07e/vizbq6TP2W4b5NfA89hTgo5n3iZ+UpiyYdpcgFzVSLqfg2vIS/fH3vs0CQ6MDWL8Dgo41OULc4N+XXrpDH/32Ln3z62+xqaJOpMAUCBpWV6mHYFIaQQsCQzN1n0xGKkgAzQUaBrQLBgTBb2pGGfCdjifARhakrNLRSY8+/Ogz+sWv36dHcFNYME6/lyXgtJxJsUsWVAQR2vYRPfiAX4CRCCsKMtrXlCVqDKIysSk9evKU/tf/9Df01//1x/TGq6/Q9771DgeTWF6SnaX6UVWpuGJuKcphmEBcTNdi9NwYFCj2OxmjfYGVhCRMYiaEfXy9xkzfYJzIqAzPpKb85EkKi0Id6O4IAMzUUDOcxHE4jZZNe16YljV6QIO4SIwEyX1nQbvwP3J9fv/73+X3Pvr401Dn08ePGR6+9NLLDD0Aw+ATvLY6pcNjuK+cspCVx8DM6+RiGScxIxiwjfXRyRFP6mh0SmMQzNg4tfYCxeVc6nyIEpMG2VzjE5tB/YEadQW6q8d2je+8+ybdufMO0fSEN5TSVvZQ7IL+Y2RxSbLdBvhSbUuqGmV757HTNnmtkjJOomEa0+kJrkH7BIYBOVgAyE2apVJKbBINxR7sq525U7DhciGpy+paMfPjOoNGykz29ACYhMEtApCxmYAlmzsjzqOW62KYDHbRGk3Y9IHUXM+2xScff0brm+t05epV+tpbbzEifPzoMX388afnbh+vg3H1DMSXWfaPT2nj5ISGkKYgSICa6QUQVmGa2gKc2Pdc7c4rzVBUpTlyV70JUo1IjPvltU9Sh0vrF4gJFcR63sy9lzJbbKbsDqtFqgymMyVKK0iejDB0ASP4N4gsAepL/QEdnk5o+/FTevDwGW0/3acdmBPD5NhFMAzAXNARA1BE5BNsJ6awCIGMyJPsF9Uf0IkyZHAK/qu//q/0b//1XzARa9hBfLUsb4RHerM3lwYq18AkclY5wfW0T1tbm/T1d9+mn/79z9jpH1o/OC3DvPmll16k/mCJ24CZIVIcHB977SRqXpgRXWbxBEzbM8kZ1bO5trbBkVWheIVFx5Mn2/TJJ5/xvsJeBlGFEPVf+9rrHGNuqT/UvHyyn2NwGMEj0hdvLhO1K7gEQkgSSw85tPe1a1fozp07bM6HvSUmfdtsgs9hzk+hjQJ+E4sBDq4DWM0BJtSsry7jLBZhmsAQTulb775DL7/0PI3Hp0FgsY60GVubXPfx8RFHmoUw9a233qDfvv8p/fbDj+lbX38r6s9BoyA34mCFqLdE436fz+iD+w/p5vUbtLO9Q7dv3+Lk8wzJOG3CMY2Oj7RHmhjTWZUEnMimyWDMlmlv/4R+DWuaDz5mTQQzXwum6fe2LA0RQAAmdMacm/bGPRRCd1tkRiXkNRw+TMLNY8Mbe/Du0QvQ3uLKwdEJ/fw3H9Cvf/sx3bl5nb75zmv07ttv0NXNFTmvY0tDon7oTMs5jKjuKCKMk6ivIruHCB440eCQ95fSP9bemi8LgiIJLEBQInxyQJZgoieCC2h2glkiSj9nnEA5RAslI0+VzxJ62RgvVyxtR60ErXCgYaKprZxJ0RCCGgCOhG/at7/9Laar7979XNMj9jnfGqxJ7jx/RxjPETTXazyP0DxJxFyBY13Jv86M09ISIrat0Cmyl3MEtimdHJ7QFFFyusCMwEBFTZBcLxFILcBXrzOnPzqlH/3w7+idt14jROdlqxrmuyyJlpeT2+b32hWqqxtNi1NgqMQMziLLqSbHtEyc1BWS6cg8ITw7Ammwad7JKZ2cHtPJ6QkvMCMj1nhEW3dID00MYtGW5H5zWbkfTuvlfZfQF2Hs1P9Jg1WYtsj7vCgtHXTNkq/GnN7zduUQQCvEeXLOmMuoSwkrOBjQG2+8yWHKP/rwE9rZ3ua5vciGeEz05RdM3+7BEW1uDsV3SO0F/Nx753Fm8NguOafF48EJqvVciqrhPf1ZMNCamO/lOi9fR9JilMKaXMMQTNKtTJgXM437yD/N+lXU61JV+ge8D48wMyfHY9p7dkiPHj2lp8/gDC9JDWHyA0d7Zpp48MocKcUXkB0CSWgGeM1+TSfHCMowoY018SnhFtkEakiffv4FvfeL9+nb3/q65FFygWkC05RYGZtwJJmaOOcm3Vakxm1p0BAQyoj49PZbb9LP33uPptD2TyecEPXB/fv03PMvaPQjIMBlWhrC+f9QhqHh/hflcktiseAFB4V8a+Y9AKYJSW6RuLZPS8zwfvzhpwyzwSAB177yykv0zW++K7nKAJsRFMKiQbqmSv6t3J4G8zXTbDEPwhXsFzwDc+UlTu66tbVFt2/f5oSgbNK3s0O72zscZALBgJCKgYMNsSmf+kixNgr4zgXa8dvNDr8TkHIkyf6Ubl6/xj4gCCoLOD+ZwpdpnTavXWeTG9S7Ci3ZlasstF05OqDvfP+b9Hc//CndvHGdnn/uNgNvnEcwn/BjnPQGDEfhV0v9JToZT2nz6jVaWlkXIS7jcETXhL+JpwLjgTWYgwhe6Nyz7X36xa9+Tr/98BM6PAKDB2FJPtBF+SoWDuGPvHdry+wzvboypK3NNTZ9PTk8pMMD/B3T6XjEidnlmJhQLwrWgu5W97EphzgmGJ7LtE+e7DVhqFCPwvDcffSE7j9+Qn/zdz+nt954hd595y26de0aDaZI6WOVKZNgFhkBt+DsCR1m1kQcEgWCYIeyRSCsdKT7JItOySZ7Ehhiwt81AivnZ0QaEFjCWCAWjQLqXIGYEfPaJE4mrXgyBKKK8wEmzdRfMRKg3Q8Y1E1i83yZnxYb2KrQG/1FbtLvfPtbLIDhfLKqTXv85CE//9xzz3N9MD1eXlqn6YqY7bHSJQRuukDGiU0INKkoCmtLkHxUhEO2jrNLYw4KQKcjHAJghJ/M48dP6fnnrvPuFcZJdyk2djCBUabKcjFxDV4tn3UgWq6FMLKGlEJEOmVOzIfIfJpA0ENCPTo1zdKYfbFGJyOW6J2MT9hMTxgn0Uh5iTTbm+ohC1HMtJjda/APMX8KY5z0EAWmyWugHONk+XmCRiubfssZENrPNG4S3lwOKSIqXnbZ29unH/7wby+VSftdluPTCa1MROITMoi7bNfegZzXPG7rRDAQ2CBHTAmjFbVLQRqWEXb+THC48Rl9NgaJI7cFbUkzHHMsRjnF5LhmxmAmeiUBlCSS9cFdxMyAo2EhnPzxCe3vndDOziHt7MLMSMLRRzFbNlhGZCow0CiYQkOafYVFCBK/JSATnOHjvpgECGwAipIQ5n/9wx/TnVu36A4CmCjrPZ0M1GdNnknnwLQA0QwhmR71X+SIeUycCWKAaQgtD+nll19iOPL++7+l4xNhnnZ2d2kFTszXroucjfMAgXiccDQzkz4umKfLLWZOE5W5XlwQi0iqe7S6vEYbK1uca47t8Kd9+u1vfkOnoxPWNGFLXr2ySd/73nfE4gMSYPZtEnErTNOsvmCu45g0c/j2eCCY1ASHDsvtF3Gc+Nmu0JXNTU4jAVyFCH0Ii/9sb5d2d/YZJp8cjRiXoV5og4JPFH5rAB8LNJHEnuFIgNjOQ/rTf/R9Wt9YUv8jmJqu0NrmVZoOlujh46eS/FpN7eCftb55lf7Rn16no6MR/fhnv6A/XVmmW7dusGAEDA4LnpAShXp0/eoVunH1KrfNOdIYFIhJ/5jTc0ikM0mEaRH2ZE76ffiy9OmLR0/o57/4DX169x4dM82jBJb6Jy/KV4s5Wl4e0NUr8KNfoatX1ujmjS3a3FhhXxhoV6HhNDuK8SnR6dGY4SiiHD/b2aW9gwMxV4VgCn7hEIRjPymtxUG/YqpONqcWIbrI4zgAtLj8R0F/hmtVOiZMT69H+0dH9Pfv/YZ+8esP6caN6/Tmay+xJmptGfve6KuotREaT6IQy7lJXSksKTyP01kOmTk6a2oQr4DTVohQDnNn+ZxQetA+sXwRVg9Sh+QyJGaWjCYBvc34NDo9K5XoAqQH4X+q0RV6xeW0U1zoTfd9ETolCms5LYlUpOvf46jL3/3ud+mn9FO6d/8+59xCjtJHDx8y//L8Cy8I83QKbeMara5O6PBoV3J5dsSPc2mc4GsikWNGdHx0IhLvgajJtm5s0cnhiINGxFFmnxdVjLggDYP+bIeeuwOCQc2PNAwsN20MSDATMkWfx2cmnZd/woa3wAvOMTQ1d5M/9lMyjROSDpqJnv6JJM6Z7bG9uJjq8Ts+LLhJvAwRuihlqgtKBHepwk4OCW8KPZziQKj16x87E4Ykth6becm7OT3aSXWMk4WwZn8pMd247MLaoD9QpgmFHbJHE+ovSah+4/dNCRiUgcoEeO1OAls87LLfZhaXl5nWY92kL7Ev7oSZ7KKtiiDZLTcrZwJJbE0DJOHy4WdxdHzKUSi3t/fo4PCYrxW7HiZNmLvg/A0kIqLEMAav0rIkxBK6VJMfn5wowpIzK35xQ9o/HNF/+du/o7/47/8ZLQ/BrGQawmwuE0G842fTp2L/DemJ2QTMq3r0yiuvsgbgi3v32fQAcwWThKWlZc5zJ230aXm4LlE8ub9/uOfnK1VyG59CEW0LAh1sMZGFjdDrLdFv3/+Q9vb3mACAXxNC7v7JH/8RbWysM6MBn54QFIJFrk3CIhW0RW93wE8RoKgpj3bPm/EFcxhnHgNpMwSnHJzn2hW6Pb3NtAAzUrsHbNIHrRSCl7DvM2BZgh/FrA/wDQGlLHDKcNCjr7/7Fr3x+ssw/Gfibbi0RqsbV6i3tEr3HjykW7ee47ZRz87uDufvQ1qKcW9I/+Sf/jk9++Y7dO/u57R7eESbG5vU4witXrMWI4Mh7QWPSQO+gOAEUcgBNSZ99XWFFB6aqAF99Ol9+tkvf0NfPHzMAYvEcdFw4pdwlhJEf45q8i2YCdzmjUyLQCU3b1wJqTN2d/c5OuyXWTCmOzevsFBhfXWJrl3b5DxmqyvQmiKIg5i99XpMNovrB1tKTag3iR5FYAiWNwYc8OHKlXV64flbTFPCxw/a1b3dA46Qx8FTTkfMOEMrNfbWPUYqccoMkb+NVQbH97JUJ049LObg3DWxNAGsvvfoAT16giS879O/+Gd/Qle3VtgMzwd+ksAmYnHhA5dIBGb5bXQlmAGDN5C+Sb5K+NNPaKw5V41hAlyBFjswSSzgEJzJOUvhEzWN5ugoxRDmNkSjVzLBe/T5jYLE0iZvWHu5SWSNmPYz1DyY0nA64CiX3/nOd2k0+jsOIibCzjE9fvSIhYrPPf8cn3nsjdWlDa7v8HgnWH9dYDhy+F6AS0JAiGN2zjfHztXVZXr33bcYgCJkLoJAFHPpBPYzBQacMHcZ6nUkLDWfHNZBlvsSxOlC2Nx/+JBu375OG+srtLK8zGfCGGC2WzRpfWgyo1ZMAuCCLFhUIn7KRarLGac8EARrmpRZCoyT3jsdi08TJ711vk9K0oWu8F+w54wJQMPwNQ9FTG/pTERUem73Gj5IxlDpn5/SeC6jRMCYRmPI5BoYM/GTgrXcBbk4/YMumNrj4zETS63MxjxljnqKfhmV95PgE41nXIicRL/i7tsdO34mZcoZGElLpir9Hu3vIxLYIefbgAlOJ4RvXEyIPKgBaBphR81+LsIG0fYhuIKcQfNhtO6PEUwEJkL9Hn30yV366c9+SX/0g++IrxQ7sEKH4CIUsWAnm7LAGav5ZOksMbErakYzu0AwiLfeeosR+uMnT1lQAsn/vXv36IUXX+ToT2yl3kdI8xUajY+TAC+LcrnFa39QcqsB+KFtQauiTBOCQXz+6Rcc+EPyHor09Pvf/TbnY2KfJDAWwURPGCfWxGrdPrKWnM8+C2SQuwmmSJBkM8MFs01lIkx7HZil/ADqM+xLxVpoJAsXH7qNjQ26ce069+/4ENqofdrd22fhKZi/IyTePT0JufVYiAefDPUHvn7tGv3Zn/4Ra9Lgb4QyXFqiwdIKkpHQeNLjXH0Q2op1hCQHhkYZ9fV7Q7p28w5du3GLjg4O6OT4kI4O9rhvMDuEP7aNwnwf+TcTTD1JHm60AaTvPZhJTumDjz5jDdPjp9vSX5sOViNcbLhVb07lr4U/sUSKATmyd4VwhDBliRlbrC9Sm7zx+vN0ZWuF95BYBKgohX3ixGwT8/7s2QH97L1POrtoAfZ87dXn6OaNDRagY12erA/PzDiZNQSSGbPGY9BjxhiRlpeWl+nRo2ecxzIv8M37kx98nVaWerQyxHmBAB9Mr5iiQcgFGgkmaIHoZCuFPgvBSkEJ+PkB6FwInIYckOfG9esSwEoF3whTjjQpopXap5OTY2a0xAJH8PiIaS5JmxGYJ01xYqRmU3gpAgWG9PBZRGLevR0WHiwv3ZKgZ/yCrJ0J9PksqRl28L0PlkdGy2mKHvhFnopTEKcrQLqNAXKGQusqCaV5DtnfCWuBgGWi3QbTYdenmprIaAARQEQBX7rAUd4QKQILMe4fsm8R5hT9RUOgI3cYnHJEmD/M0ZiuXNnkgBH/9Yc/oqfbOxIhlyb06PFDFsbcunU7BI9ZHq4yvX9wtHfBwSHGiMDRp+PTY9rb3edBs0PWoEevvfICba6v0IN7h7S+skzH/RFHWfPRPt3MJRPKhZNUYok5rBmrECFVnZye0Mn+Ub67qY+Qw8Jq80QhNCkW9ua1q2ybfe3mdVpCghUlfiQClwuwEMzwPIJITds8kSEBPJRZcvakpsaNkfPwZ0yThHWFLeXYmCkwTeNTNeuTSHqBjPRRythxVZkVl7RX9o2aVOjTVkNCELm59uMI45lDgBWCTwTzImW6WOLSsZJF6VQgcGDAzsBdCGYvAa45nnvirM05vaSdmi0bzx4oKnakIuGjnBdtcEyNuydvReBgdGY3jwwAf0ivgagg9cMnzCnmovsNOjthjfBGYGDMZEnHkRCNvo8iQMkRA0czA2JkdymxF//bn7xHL77yIvtcmFhidnddso2qnCiqo1haCBg5ndDm5iZ97c236PDo53RwsM903ejkhB4/esj+TgjL3Jv0aXmwSpNliSAGWLQoF19ShjTfS3H3m+k4/JrYDBQS6v6Anj7Zps8/v8uM0RKHvp/Qm197nd782htsSiZmNEIYSMJlDV6c72FtHjUg6Mz/99/9e3rw8Alre1578SX6sz/5YzYppQF8dMTUjFvjiFL6vkbqiifX2gFRagnrtanBgPNLrcGs78omPcd4EdoomM/u0e7eLtMLYNwQZAIvg8h/8fmX6O2332JhpwgUkCZgTM92duh0+4C2btym67duca7I0d4+p+qA6SCiSiLRPbp39cpVzgMIvHt8MqbVtS2aHhzQ0WhESyzsgynkCptEilWv4U5JEt2HEAXS9f4Sbe/s069+/T796tcfcBAZC6okzNIFIToHVlhZoz7ZKpQPtImRRWB6YG4LAh4SdAhAQHPswx8HgiNw3SpIWVld5qStmKfDg3164+VbtDw0zZhn4rGWojnAr4f3n9Hy0hL/hkalVkBobm2u0wt3rtP1K6s0GcF3FIwT0cbqCt25dZW2dw6CMz/71DCTLwwNGDqsFQTboM2gbUQC4+ESriNNzRLDK3HRFOZu/2DMvqqlAmbm0ZNteuHWFo3AOIDZGEhYbSQ0t92MdrgEvyXzJ/di9DRlAGty1NQN4RbgEwdaHIz68MqQ14JTpBwfsxKB/07gD3jIeS2P2KJoTCP4AQZBuzBObMYH0lUZqtALxp9iMRX9qyCYFgslw2MQAHgrouA24n0bLeG9RX0OKUxgMSZnmRmkIbS8A2ZUWcA2HdIAuVWxXlPEqAYTKfSjwR3/h2KwSNC9zrrHZSa05AAMEkSC7Rkd7Z07zkhOSf1eRPiqqQpeJs4qy+Fp3INGH2bOf/ujH3MgFwmINaUv7n3Bz9y8dVPWYYLInpshGfbFMU7YTOMJa5UQGY7tk/sDTmL6tddf50kBl44/BgTKWPBmcRREIEs058TKyiqtr63RNvJCIaw5Ntsp/HGGNFxeJRocSwVOUO0Z1eEyJFDHdP/BQ9refsYbenl1hTY3NzQxoNJvGqs+Vxs2mZEC86T+QxIvXyQJFu7XpGc+Wl2ikdK/ERgsVvGO2cyNQ5CrtM/ns4lGWKr5KtFUbg4sV0W2WGFcpRId0OtmJP79UI9FS1lIrS+lQKqIM8NaJ8fY575Is6LppaY2lSzlaurqkXlg0L17kIY6dq9Zg8GJMw9eIuc7bzNKTwToWQtgEuX68WjMBNfu3gHt7x1yYIczm2dGVWw0O7V+q+TJM5zBjy/Z++nJ85o20UIJAIdUGsQIEOZf/tV/pX/7f/hXtLIsSXmZfQphopO0gWl3G2cqoJEIwyxiH7twSILT27fv0BtfO6Rf/upXNCIRykDaP3zyiG7fgqZCakHyv9EAGvEv16TmH2KRQD0uHDnTCupLN0C0uE3WiPBZ7w1YI/ThBx+xjT0k5zhu0OJ877vfpuEwBoEQJ24xtWGzVX9+lfoSOkW0TYi++PFnd8WHARqte4/o//3/+Xf0xuuv0J//+R/TGiIqKfPEiV1tdw4sipb5PYlfQ/RDND9ZhRH8qkir5R3Rfly5skXPTe7QCAGRkF7jBEFWkLPwCl3dhKkXCCgQ/xpLUk2/PvvsMxrfvUc3b9yiGzdvc54y4FWYtp8gb+PaBmuc9vb3abiE4BGCV5/u7rG5IBhD+Iehb9s7u7SytMymjpCwS6RKMEwTGveX6MGDx/TTn/2CtUwww+KE8kzVpkntz1RcChoX78nNmQYo0zO9PEASawlecPXKFbp+7Spd3ZKclzjrAGOs9TiC1gPCJPwJUwqtx/7OU9qbEgeg+vTTL+jqpryHcSPimETqFPM0MIwQVN9/sEPfeOc1Wl5Zpv39Y/riwUN68mQnDqFH9NrrL3EfRscnLCAHgwvzSx9N8flb1+jGVSRuHvFY0O5gKJxhCE6gFZpfK+fcYlgGDgWMIBggrNuADo9P6We//JjxQfmMEX129yE9f/OKWO2wfZyaooIx1LNhIVh0B6vfqi6OHpy4Lua+gPp1r2tal8TUDoxEj1grBrNF7C2ueYoclGM6UXeM49NTCaaCP0SmVOsjy7/ERlWBptSADuzzJLACdSNhLiJK2pg5LrRLg5P8uYBlnvaMYnZdB9XKDMZgXOFXKYzTeLpMS7TEVhJDyVLGPn7BjM8xTT32k5JUF2BUhSEy3OjzT+IZSfUifscBaqgA0+FX758QZturYk1NkOJlbh2MswZqieZ7Yl4LreEPfvB9+tu//Tva2dsPTPPdu3f5+7UbVwPtvrKEpNoXyDhhopH75HD/gBM0wtYaznYwF9na2OSOfvub36AvvviC7n5xl9WZooHpseYl8bWxRYSKtjdladXxGFIEiY/PEW/gWDrEogw430KcXcBaIaaQ92Z1ZVX8HiZjOh336VQDNEyTxUsZgVCV+y0AM4botoALIfCCmekxwFBtUSEEuWmTQvJbDRrhN7KodRXxsEO6l+I5AtiZMP0ui2WWTuxUg0TgK9DBP5CCaTw+HrFEjvM5JdFqomnGrJLvd89E+cawvyIpnzFk+deGCt5+G4HoQ3tHyXf6xRyfBGnDaRwIBU7mMMND3i4gwQvny5P6gugxuc1O8xqRzjOe3uc1Z07jd2EGITW/e+8R/eQnP6c//ZPvMwFmBOaUfVKi9NPVVFX1NQQXgVAG4oYol2g47dELL7zIc/jx55/S+AT2/FPafvqMlgZLdO36NdEUUJ9Wlzeo31s+72wuSoeS7CH+R8zMVlfWqTcFs3TE2hDgrQ/e/5BOJ6e0xOZifbqysU5//IMfcIJ4CMzFfEZDj2tCWO9jYI2AQAGRJ4Q5IoithUTn0CghjP6kP6D3fvlbNjP61//qv2EfqpiE0wlUEqGdnGhJVxAjuVqJaWfk/JjJIPtGTIe0srRCm+vrQXMLUz8O3286LRVuoI0jmJ4+ekiD5VU62t/nJM+bm9do6+pVWl1d53dA5IGkOzmd0pNnz1jLggi7mJStrasSBa/Xp0cPH9Mv3/sF3b17j9bW1mljfZMl0NevXeEUIL/97Uf0xf2HMbhRiGBxDgCkbmccIjkIOXRmdIpZCwPzuuUhra+s0ObGBl29tkXXrmyydgkEOUw5WcNodTCdCWg9pM31ATOm1063RMtxdESHxye0AxPJvT1+78GDpzQ6WotBgTjHlZjDQbMDX8j9AzF3BrOGNQXNtrMtpkrshiF8MDNdjx4+oYcPn7JA6KU71zmBK9NBGo5ezNOwvpqoAmZ8sFJSqwnjDpmB8bhMBYSTEYLw9Kk/hPbvgH7927vsx9pWYLbNfvcjMSPjMfJmlIiKXpDHYoZcwOeCGVjYoahwsPez/dBzIchlM0ZaE1EwVYAwXVqi9ekqXdnaCn7tYJzgpoHfMKs+OYHLxpiFARLeH3MmlkqgC+/cucFrD42WNe4ZJzGTc/72epYC48QRnlOa2wRu0CwNWWgB4YkIdkzbwjQta6EgXxCfP7jpsD8UaxF7Eq1uKGZ93pSFTUETekWYTOxdO+cclMlMUcFMGA1i2qOwKB4x6hwr/nO2LtFow/kCS33SDrRq165do29/+9v005/9nGGfhCAn+vzzz/l93GdfsdxX+ryMExbv8aMnLOlBPhOERL196yY9/9xznJgUEwpVOrjvW3du0t27X7BK/ejwhB0rJXyphUyMKsWT0Qk9evKQxoQcJKmzK/snDYc0hSjeVOdhAyDCFUKkD1nVDFU1HAWvXb3KgDSRpPuNoxon7kWQIphmKYrdLU5/UDixhGDMzFLcrDHsePxz3L7mYck1UCFErEOs04pTnQ5g5vq0RcwqRSY5T4StsNW7aTUXZY6CvCgw85SIaj0aDMXXQRLWeUI+mnaG+AdOnzFraVpXXveeEGqlZ6XByDtZdLiIiHx/hGjoKaMEjdIxh5UHbIB5yJeqwXSaPH9R8J5Iv7nPweE0Fm8KmZtHsnMvmzIt0Y9/8nN6BYlxn7+tSMSIw0g8Jeuj2gIvQ2vOuomvOQmPprmHOYwQUa++9hrtHe7Tg4ePaKTRwh4/fsS+ABubG+ILA6sARAVclC+tRM2lEKygzXe392l5aYVNxe59hsAG+yFi3spwSN//7nfp6tYWE2ecqwkUjK6fCChMQ2qucRwii8OH45xhzUGo3Lh1h001sa+n4xHBuOqUEz736f2PPqX//Dc/on/2T/+x+AKZL4gSNjBvMxQZ4UyqYZYBaoRKLuKwbqkSgvUGCGr2FVRmwsZg9eq/YrqIfIeHdHx0QIMh/FxW6Phwn548eUAbm1doa2OL6Q3QFEenp+yvtLd3xATnxto6Dacw+SN6drDHeR4xd19783Um/FaWlujps236j3/598osxcAZczNLQZMSGSWDw8Yo8R8zTj3WHqD9jfV1unZ1i65ubXLUN+SUQgRDaBKDU75ZO4HmgA0RW1qZj47mecN+6kNwvMIapdW1KSc13llbo70DcRXYunKNlhCshiRZNjQX8BcajQ54/A+3j1mD9Nnde/Tk2T4H2XHLqgIlog8++DREU4Z/2YefP2TNyvVra6LBU39nM+mKPuUa/VQXmneY86UDWSfpiPW/wYAePXhKn3z+oFPAKTCLu3tHtDJES2qOxn8QtMeABey7VEoI7xgrYWhV3ctCBJdjyH2wGb3OkFmFsE6K6Vv1NVLBuEUtxnswvx0OYNK6FITwgg/UXxwBVYKvvAQswT4ZIa+ZJWkz2tQFgAi0Ja+DMU7yaeHTw5blMycOc0G4eXoagipY3jcwVvw+FBsgRTA2NbVbYgFQP2ibWAACGKXzKQIdS/UhdAGYNJljKEHk+gB+jQjMwmhMxTMxGLZNduPM5ZYgIXKBMV0OfxsMwhfAVzahn36TfvzTv2eBA4NNIrrHZntT2rp6pTMc6Mw4PXu2y9w9R/sZIgrJGn3tjTeYcYFKVlR4PVaL3165JWr65+7Qp59+Ro8fP+Z3T0cgnmDaAqYi9lE4Zah4EQklZgIHkukvIfwvJEGI1xqls9A2QRKytNRndTYyoF+9eoWuXL3CjFMEy2niLa+6LEbs0InOA0EwF45w3pptXDRonlkysz3zfUq5ftNMmd3prMK9Z9W67aGMUJtB0Nn1Yt0Vc8WauZe9Ex3jxfRIosmkh3NRzlfAXGzvHgcaGfMOcx1EDoKggAkaSWCgkpYCm+QAfc1UbxZjZRokO6b+efN3SJ93NZtAQIEnQoQjoebO7oFE3fpdbxgO9Z1f9FIZwCgLFq4BGRRh5WctnCP1g8Cvo5MR/ae//Bv6t//mX9HaqvgPQODC5g3BYd0nELYeeCLOS+Km2XoaYyvnEMgL/k5vfu1NJp63nz0LUZ8ePhRH2JVVwFELNbMoF10yXoL/MdIPUlgwSsPBMu0822VH7NPjKT188IS2nzylHvAnE8J9evfttzgRrBDkbr2wJ40wD2hQJNAHxyP6T//pL+mDjz7hhtdX1zmqGIhksZjo0fMvIrnslB6yfxA7ntB7v3yfmeo/+ePvaxh9EDgTNRWKuDbXRPv89XLccV+jzsmIw0zw1mWptAoLlYgK8+SiTuK/52/dps0/WaO7X9yjew8e0cH+Dh1Dir+0QidIgru7Tcsrq9RfWqb+cJkl9Yiqi0AV6Bf7GB9N6NNPPuHxI4R/bzqiw8M9OoAfw/qGWHlgCiCUQj39vkS6PTlpDZZnjJIkDdU/nQ/RDEl+LWiM1uAusL7GuYKgRVpfW2VfEvj1xPkUv278jUY9eoSEw4fH4rh+7Rpd2VwhmpyGxNXsW53klxSBlKQfmNLycJmubl2h526f0sef3uNAG2CcELyLCVVCRNIJM50ffXqPABKu37hK9x8+S5gmWxyEyEcZnaZ+kWj33sNt2lhf4vXkIFhTM5ey0PE+KJXRLimzInhMNETwvXzw+CE9297rTE+cnI7pwZMdeuEmLJ4sf575uDjfbvMHVC43WHJYVFdl4tnqiA9ZNPlKaCI2y26aycmciC9sHHeMVRlnwAJ+pfBiiP4Ne7QETVXwF5IaoI1CbIG44BoUgjVM0T1ElAGxDUmpkZris8ADAkyxCVQnLklnjxgBMMn34zLmAwnhoUXjcU1A5yNQjQYoY/+gSJuaJqc3BA0OX7oeHRyP6dHjp5xaYO9gj06PT1jz+8Lzt+m1156nFQ65rjkQlVk1U9Z8Tzoxi5gMO+okt7ARbauEOsS5w2Ceu3ObvvHuO/Szn7/H2j/x1x+z2d5LfWisty6Wcdp+tifR79gZdECvv/Y6XdcEdaK+i06reMaQ9bVrV9l8DwEcwHwBsUOa0Afz4dNfTQZiahBSoDsgDNW7Ggnw9mVHwyXNnA6VN2yqkbhvk50Mo7m252KLJKZOuPdVkyzNDY7eaZjwyRy5823i3BUcDCLXQMmft0stleYeMaylKmjNVs2XWsy1PFOUb6RaSU2Tmgya5+I5ZKvYDWiY5t81FfyHVxB0ZWMD5hrCOJ+cntLe4THt7h/T2uqQc1JAYGFEfSBAPPHmc3C5NUyYYdv7mdmPMUYhR3dLwAlXkz5j57bHDtuff/aAdnb2L9787ryl4QTqmBbHNJb0d6UzwlJ1ExVTj4m+H//05/Rn//iPWejDiGEiSQWtHZaCCsrWK36SPPOkmj/n8wakwMQK6oGDL8Hc4Dq98cYb9Ktf/IJ9PSC0gaT50aNH9PzzzzPxtOCbLql4boLpm3jehkMENlhlcydEjYX2B+tysL8vKw4t83RCa5vrdOvWHRqN5R2R4AYxemJSzhJfgmk60X/4D3/FER3FFxE5YSDBfkYTDcaAehBUYX9nN3qlc8jtKf3iF7+iP/rBd9mKxBJdSDXx7Dt6JVF8ZhMQxgtzwjAVdvBNYMkR7fK5mjg3xCkzGm++8Tq9/NJLdP/BA/rs7n3a3YdZ1hEd9xE4apl6Q4m+N1iCj/QKBxgQ4euAHt5/QHu7uzym5T7RO2+9xuZwz7af0Sef3qXlYY/Wr65RfxVmqz3G3ZNdJPRJj3pglKAt4O9qdsQ+PND2LLOrwBr7JW3Q+sYqm0eCHgH9s+QCPQhZazSMJTGVyRyP+/Sff/hT+uLBE/UtQ36ZIb328vP0g2+/QxznSrUa5mOsHg3iH4M9pUQMun91c52fHS7BhBH57fa4P8tLCMywzIz846e79PLLz9H61gZ9/sWTxnZmwpijqYGBSq19eMuOxrS3d8iCa7bECYECzNuiKcBt4hDoiXoc7OLpM9GCzVvuP3pGd24iDH2EjRYBMgi3NFR4cL1w/QqJYV2JMNrRhRpsIFhLZTRW7sYg/q3xWaSwCFHzGikqUiZPBGxqLsvnNVYcNVo4xmKJVUWtGdINpJq5nIC+0L3J/R2KEoO1ZZxEvc9Cf+x1wB1OkDtFYCIJToTVw16K1hniS4l9AxNOxB348OPP6fP7D2lv/0D81zjqIebhAf30l7/hYCN//o9/QHdubXEybDORlGjrzjyDv6pmKxO92FDz/WVCRtE6iskz3njl5Zfp9PSEfo18eSoUAH3+xd17NHhZTBcvjHECwTzsQSo2pOvXr3HjbCupzEsMAxgLAxwwWauv0rXr13kiHzx4RHu7exwVBYsxwobSFR2zDTZUGcpyWhJOvmaSdllAcSyFNOSUdneR0fwaUQ82oSYSK7FJDmDp/ahZipJjr2oVCcMkiSYXmSYJs2rfG/5Ojmmy+PohWo/rWw5o8sUP352Tvi8lRqlNg9SmTSo94+vNJe4IR74oF1tEIiSaJiwBHHdRTk4QPGFMDx/v0+rKQBio1WXN4q3aSc8E+RgMStAHPBD+oaYfTbABioyBZsHQR3QfJMyamfbJhYODU/rgg7ucRPArWbzzEhefNEtCkEfNnUhi2rS+XDgBohK7vT79+Gc/p1deeZlefOFOiOZkpgZ85hKSuM1IwCF7+1SYKxJekQ4C1t66dYv2X36FPvzgA5pAojaZsE03mKfbd26zOdCiXH6R84UzDMf8ZXr6dFvMj8ZTOj48ppOjY5rCJFeTHZ+Opxyo4N/9z/+BHfEh+YTVBmzvb966zgLI1fUVCTkNj3pNCv3jH/+MfgamiYMZ9GiwvMyRxI6gQZBY5/z/9rPtEFkWZQK/ih7R/t6EdrZ36NaNqyrmVSihEvkpkmD6PerkebWRm6mWTEGEGSIFj2k+uD7Gv8JMsVN5IDynrC15+cUXeU8/fvqMvrh3j7af7crYYNo2QOoRaFOW6PhwmaPxIgz1wd4e9cYjWhr26OUXnqct+HqNjmlrbZm+/vZrdO/hQ9o+3KWD/T06gU8gGAOObqh5KRF0ChoAMEfLS2xFA43h6jJyWWENlmltbZkjxIG4tATefKbVvm16esI+IRr3JqYDNTKDaQoJj/1s94TuPXyaEPXwh3n/o8/o2pUr9OqLt2k6PhWmOSMOLT9kkrsn+I2BPoOWCYnBj2g82mMY/nB7j5kU+F4fHBw0AvAscSS/ZeYaQdccH55wqgxf0FMEcOBXoZ0AI27axGCSHPGQN0iQUKQ9NtPe3oN/1tmJCATJgEBxcw3mjmY2CaJemZwgbFbmx5kaAG4aDI7XosYpJCgPe9VGHn+XGChZC0mSa+ZzEIyE6HEq7Qy6E4+vg6YEJK/QnBxcQdvy8WmNUU4FfWnxY4v++ph+NW0cipAH/R1g3lg7I9+hpcFvZprUz5L/ejCrRJ9ONWgE5n6ZfZf3tg/p7t2PWeP5+KlqD/lASSQUs7iQfg143/+v//Gv6C/+d/+Ubl3fDIExtMdBe4/C+aO8ti45CgZv4pwGHyfz0QczCFPD5SG9/tprzDy+//4HNJ2e8uGH0uOjDz+iC2WcwFnCKXN1eZkbXVtfY0QdpQwlibY4lgFZ37y5xOZ9N2/epIcPH9GjR485TGlvfMLSEYQ7H3GYOdN/m4OX6e1sBqccfQbSJMwVQj6y3e6pxKJHcjN+Gs5uRuTYEc5m3Zz6TM1qGiofGS+3WeU0ksrxS3hJmOIJ04Skfxw1L3yOY0Q9fFfma9qBaWr6lqQaBZmb7ImM6TE72uBuV2GsamZ+ucap1M+vnCbhD6CAGUfkSiBsFEPKq6sDWlvr0RhhuvdP6dGTfVpaOqKtK6uMzJt+OVFr1CjGSLF5SxQCGNAXt8KYz8yHnoewxM4+QgvDpwKOzsjYjq2CZ+/effjVZZqqJUYG8phIzAeijVLJz8lmeeKuHZ2c0l/+9d/Qv/3X/5IJMHsvhmfPQrdanL7koCesrocciQkM/thHZnmZXn3lFSYK7967J1nTkTx0Z4fX6saNG5c2e/+QS8McX026VpZX6fDgiIO+gI8Bw4QwxlOoioK5BdfAfgQH4xM6PBnRk509os+/EJMZWHEMJZQzosVuXFln00wIKn/+s1+yeZo0OmS8eLy/I2G0Y29C7GPxTdCEoJMRDQYrolkIIZkdflTHHdV58tXA7DfAiprb5MKI7Bn4NUxCuPNsDvVsgZCPUn2ER+7RrZvXONz5s+1tunfvIYcPPz05oknvhIkxmPOxjxSPDbTAlK5tXaPrV67Q6PSYJkgCDThGPXr1pRfob3/yjAezPlyila0Bra8KDIX2ClF+4YuywpHoILQVGsY0A2JuaAngEYwjErNCpytZGLSFEpY61UoIR4WInI+f7agLQbP88v0PuZ1rV9ap34trajgBsBvayxDRl90gRCMJLd3W+ioNl9doMB3SzuE2Rxnc2Tvkvn7w0V1mkDwjiwINHEyqQYdJKpVy33YPTggGPsPBlPcnB+1w66/yvLBhxIcGzN6EDg9P6fAIzCCdq4D2uvfwGb380g0aTOCbB8Leklq4wEUy65KGQu/K9i4ZLxvjlNNgMeiAfVr0SUlTo7iy4eeka5K1Yj6LuQbXfABZWM++VnE8PidSFP87k/pMWG5LEH+rdhdrC00l3gItzTBgQH0LZ857WU3BMVfsWgstlGq7QbOP+jSAlmpAtLOzS7/61YccHOn4eMKmwMiNJsl2Ja+habTZQk2p8hH16dnOPv3Nf/lb+pf/4p+xsDjCEadNC6lKovg3jDRhaFOFQHQHlvnk/zgi4gpbZ+DsfABmifNCSFTji42qx0TSkF546Xm6feeWJK2DRNyiprjDnBZs0Cmb1nEAieVlBlJwft3e3qEHjx7S3uEBZxTH+Tw9NYmtq4e1S7I1+IBybH4ALpErQAW9ubnFTpYmsgqqPpYIeZ8CC9lq3y2KVpQgRKmBy8KsPk7mt4T/2H9JfZjAGJmDnn1agAgLCOG1OpH4KpvSJYkyg725O2FBcmWmFE5ubYNx3FdJ+1Qy5Sup2EvqaJla2HRDq9ZxEy1K54LzAETIIfWVaRbTkR4N15ZZ0wQEhEh0z54d0qB/TBsbCMO/npgWiJFyBLPYghAyADHiD7mR8Nv2vbctRnscDpnbFY0yJ9WEEIAJvx7t7R+x2Qb2OyRUyytDfgb+TF/p0pBamVmAngsnijQBBKSV8ogJZZwE3kmTGRdpQI/79x/ST3/yc/qTf/RHmrJaETdL/SSBKbsbVySG9RKl3Aa/YNoJ8wv4WLz22qtsrvf02TPJTj+d0vb2NmssFuUSSiKUE2uL5WX47CJh/Amf2+PRKZ0ggIMxTQY3E5UjfIx08+mh510DAvnwkPaODokeq3RCcaIno04OD2haNHkSLTJMwK5sbdDo9ISuX79C3/zGW3T9+kaQ7ubsuQV+8eSEtJbirKYVg7SZSOmD43fMts6yCKWeE/N3xa2SzBO4V+DT1sYGrb62yrnd7j98RDt7e3QyOmITIqiLOHralGhzfYOuX92iY8xX8IWQ9p+7fZP++T/5ntATnAQU5kMQBMFESE3qQmAnEK/ok0T7BA3AhKya9OfkcCDfwNS44BqeiLXAVErR0FMwyZWyd3BIf/fzX3HEvRdfuE1Xr6xz4l5jZJH8lKOxaUMWWQ3aMeTEWl1dok8+u0dPnu4EUzjAdFgxwGcW74MuYxN8LRgzLAZmFVhAwC1saQg6WcyCPfON+dxY67MGC1APgQ/BLJ0ci2nfRZUn23t0+9YVyQ3FxL0GqFBiPQiqeI6iZoL3u2fgU0pcfIgcuW4pBmQtY8JZftZoPx8q3NNMeo5E9hZZbY5sq64YwUpco9HJkRbmyQTnSUILo8/cXOQCiSbzF+eCzcsxLKdT9pYnwOPR30kiJCIq5xD+S/DTHI/p/mcP6JNPEFxkDxbHHIRFwvGBORMNKaecn2jI/SFy2C0zzuO5guXZhDiB/I/+7u/pTxCNljun0Mj8u2zOQl5Ls79MZ6Ap5Jd+iwBKfMMRcMV8Ed9++23ux0cffSR1Wt6vi2KcYHKAiHkvv/oiS5clR5KFFYxJp+q+EIgORtRfgfmC5nm4eoW2rmzR0+1n9OTJNo2fHtPhCa9kstC+iGpc7LOxGlAZXrt2ha5d2wp9CtokVjwFDsOfFtEWl2LhV+xXzYY42MyaNMGFWfeMVjhQLhhEJHQ889S0z9QROEG0S5JpevBwK+PMg57chfDKpjFfoxzp+bHb8/4Z/ySsM3/f9Aq/DwVMEZAZ8r0klmWO+ABCurq8TltbEzrgjOZHbJKxuQGfCgA3MbVgk0r4VTCjJAIAyTYPKfYSm/yJya2awCYaZNOSKLnEBx7vix8jSxlVhQ/zn/3DI3rwYPvCckZeaimq/F0x2B0cwexIuXOrCFY0VRLvSu4p0O8R/fTnv6DXXnud7ty+zpoA8VuxBvT0Ol+z5DxqAJbEn8p3LiuSp0OcXL/2ta/RL37xCxZMkYbARaTTRbmM4jwXcDaHMONaooP9IzZvR6RD1jSBeM2pGf89yMZcgAY1xQnPJtvHUVwjJIhWpiwp1mCfxqdj+sbX36Xvfe8btLm5zHl0oAoLIRs4apgQnNHky4+xvPNSbVV6XRgMh0st7HPIPRPxKJuaOXP34F/MOSGRckS044BdLz5/hzb31zgk+cH+IYckh5R8a22Dnr99i5kbwDsuav4kuHnM0QuDbyFruMY0SiKlaT4cFabGfow1T43MczDnKmkNVKMf2FvJwhvPuybX3t3db91ZoDOebO8yg4VgE3duXqcr62u0NJQohJz/SC1lbH4RxQ85a0AXPdvZ5fZv3rrKkfwAqzkcNohWWPpUNEpdC/KzqtWpm2PisNoIm9Y/gVZMfLEuo0AACA0kmEoQ06ylYcmuwENPTLMPfZY7M5Y0kBj2BJh23sNgmuxoBTgcDzJwAPJzojSoJPZFdbhbi2irUu0rJ51NzlidkE+8mwoC8rZizJ+YWpocRvB4tMQyvzULQw4foSk9fbrHWt8vHjxmc002f4RGFr5Ngekz09uIxzAPnHYbjDt8tDUIjWi9hvSjv3uP7ty5Ta++8qLavUcELRqjuGTW/9K4vLVWzVqKBY2DAWuekFIJ5q6fffa5cwS7IMYJiW1feuVF2tza4Enkicn8ZGaadul12Giv9VdZg8WE2+YmXb1ynab9R7Rz8DRJihUmzRgzi9HO/gTEDBhs98HMAQFMwfE6JiNI0pP+qclcS7AGXwJTFOyUPRJoPldioppzk0xMYRM407w2B8Dq+65fJiVs0SzVmKf8njgICuIzTciM5hflDMUQoZV0aTzDLWsCbdPa2hInjUXSQORFYmscqNQ5YEufTVEQQnZldUmytpuPopoMcPhcNnmJNuF2joR5knMfkIkCWOknnEgRQnWTHS4RIvgPoihxypJoC88epGAokaH0yMYTmwib+5f/2/9G/6d/8z+wqUNcVUO6gl6UZosafPPJZNOKgiSxaOIb/U3hF/PSSy/Shx99RMfItTIZuZwgi3KRxZuqIzz0ysoaa5cEXhJ/H58g15CLgt0Fbtqm4MoL7wXgrhcmVXTCN0G8/v1P/56+/e13xbRNHCottq2jwCwfi4v/2I0max9Ohg/NGd3CWof8h2CQTlN/YeS6koi1wtRgP6NPyJUDHyTsbQhWr21cpSlcABz88hYaBJM3DU6VCDr5/IqWixOSughqPkgUFtRrFTwJm5rvSpLiQP8xXW25gmSROCQ3VDEd5w6afPwhn9K1rQ26srlGS0vK5DpfaugpwUweHB1qLiWBC8gdBGJxc2uLPyFQe/9XH50fgUPbwDl5ouUOpuqEwc3lEwfQeGwgOS9wHeMzsRrwhjpsgqa+phW5U0aX+aipKgwrmAaIThiaIWPIBHdGFOA1uNZ40PFkdeFq1LLMW5oMQrMOL4CD9jIadUn8AMPrTGAjNDn1aHvnkB49fEqPnyDyI9xr4OcEP7iVIAhkTawlumWfLpPpGEEh0RPhV9ej1RCnwPzhwFf/57/+IV27+i+YCRYT0nTuZA2iNikvRpfECKRxrBxd0XgJ/i20EXxQoXmCZcD9+w8ulnG6cuUK3b59i1X9TGwVFqcLtyuOcbK5YHPPSH64TMsr6/RkZ0z02dOZdRhxgboQqAJ/MB0MTE2hH9a3kLzWRzKZGTXMtV0hWkqaKn+vrXhpXRdGrtFuqGiuV4s+Tm3Mk71j9qLxofnaXZRupcue9KYwQJDr69A2DWmExIRjXEM4WkThW9bzJpnazR/K1pMzibN9eKo9luhd9hykTtJeICgYQY6F2BiP6Xg0YmmSs8b5vSxeqB/mmO2gjXkygUP+puXuMNGY+Gs+ePCQ3vv5e/S9733LEY+aiyk0aGFnzZZdTY6tIwF+zp5YYZ76nBJid3eXEQLMmbxJzqJcfGFt0/Ky5iuEKdiAjk9O6GgPWr+wiLSxtcER2R4/fJQyQW2l9lyk2uv1BIZrSnv7+/Tee7+kP/uzH0goYd7MlsfJhABqimY8U9EX5HwlEnBNgWOSBsRrncYwCYN52pjGPYTWFm0L9jsi2sEcB8zAlPPTaB4syzMXBAtqop8xTqKREAbEM05J9FycH8c4SXhwJwpJGCeLDmZmWjpeodpECDXpMRO0d3Ay19whn9L9x9v04Mk2LQ/7HCxobcUc+GEWJ2lSdrZ3GV7BRO75jTWGBxxp8/ETun//EfvfdfXraF9LEaBJmPYoTf2ywA2IeczJ8mBA8CYHjovCPaPNNE9ZRbif+3nbfdMeijWB5QeKA5dgKmJtkDDqCcOUmf6kkcLT0lSEXYjQolFcOhkTsMbxg8k+osePHtGjx9ucd1GeQbhFMExDmnD0TJsb1d4yCGlqgzydgv0GBh7phNh0jiP0CQ3ybHuX/uqv/ob+4l/8t2JRpnQH5Sa+vXZLKUlIr9Yh2bt5Ef/xVXrnnbc7CzF603kp9UVZlEVZlEVZlEVZlEVZlEVZlH9gpZEGclEWZVEWZVEWZVEWZVEWZVEWZVHSsmCcFmVRFmVRFmVRFmVRFmVRFmVRZpQF47Qoi7Ioi7Ioi7Ioi7Ioi7IoizKjLBinRVmURVmURVmURVmURVmURVmUGWXBOC3KoizKoizKoizKoizKoizKoswoC8ZpURZlURZlURZlURZlURZlURZlRlkwTouyKIuyKIuyKIuyKIuyKIuyKDPKgnFalEVZlEVZlEVZlEVZlEVZlEWZURaM06IsyqIsyqIsyqIsyqIsyqIsyoyyYJwWZVEWZVEWZVEWZVEWZVEWZVFmlAXjtCiLsiiLsiiLsiiLsiiLsiiLMqMsGKdFWZRFWZRFWZRFWZRFWZRFWZQZZcE4LcqiLMqiLMqiLMqiLMqiLMqizCgLxmlRFmVRFmVRFmVRFmVRFmVRFmVGWTBOi7Ioi7Ioi7Ioi7Ioi7Ioi7IoM8qQOpa/+D/+n/mz15sS/pvQmKbTKf/1ej3q9/v8J8/0wnv4PnHf7R37s+v2l79fK/ZurfTQL/cIvoda9br99v2YTCY0mY5oPBnzgxjTcDAIz8oYfP8mxb7F/vXDuFG3H3t/OqVBX8aNdnr4c3PZ6w1CnX3MT9t4szlr+51+1zH00Eafx4au21qm72BM6byHurI5LZZ+ex+73Ju17m3v+HXhtcBajyc0Ho/599LSEq2vr4ex52353+kap9f8vdInTg8mLDyHNR/Img8GA+r3hjx+fLdzYfeGw2UaDoe0vLxMa2trtL6+SWtr6/x9Y2ODVldX+W9lZYVWVlZpeWmFn8XY8D7Xr/tL9lg8ezbnjXHayruxTSZ+TNl4sjnB3Pp683Pg52as9fj5tOeTedR/J1k9eR9CHf5Z/q++nr690v4p3bN3MFIbb2NP2MoX6pNL/dg26tJPvqXvz5q/8hwLrLZ+/b/+p/9HskaLcv7yP/yP/6P7hbWL+BErYuebcUwvQlFA9d4ZcJ6s55h6Paxpen6JBF8J5tV3CmAz4scUV+LZUm8Yj9l/U91fCkMNXmGMOQyow/LwhLvqYYXhoDhbpX0uuF2glM3xsIFLU9oixYEy4CLO1HOZPzsvnpWOy6qE+30/T2ir2ae8lPrk26rhx9IazMKlss7jOOeTCY1Hgivxif4BtwDfGI0zq402vJnjifgsoLdAT/49ifiw1zfcabhSvtteFJw5pOFgWXHmBuNK4EzgeuBMXAO+xDjwjOFL/PG7w2GCM20+8zkt4RM7/4DloDPyZ6v4KsN5pbllWtXwDj570g5/DysYKubzNmFc3cQheTv+fnNPkK5IbKGGO7k/HfCz4eiczijjynJ9je8T9MfhwDAbmCP3vj5n7/0//+//E10Y42QbBh/oQC9bPCM+w4b2AMpNqm0eA7S+dEEeXcu8NVnbDGRpiXr9gYxpPKHRZER9HFBGCvl7NIPAko3mN4sdQDBNqFcOe08QgCNiPYPGSMA1Ngs5zQPQjUGTKtF2/R15poSFdc6nM5BlpQ9tfT9vMaDeGE8PCDUy/iUGPifYa/20+6V3m78zgOsRsd7LGZr4R66/9tfsf0Qi51cq9xp7u8kQdi3zPn+WUkbixvjX32lb53x9/W//nQU27hm/H4BAhMBL70kR4M4EkyIkI1Ol55j0tD8lxO3hWI6ES0Ttolxc8WvthXIQwhmezAmwLiU/a7aucu4Bu3E9iPaSj9qWz+nyeSAuP2s4Sgl5jG00GiX4f/69FukEKcIUmmAGzILtZ4NxTCBTz+FSvc54vCN+ZJhaviffuz07u62McUoeK9yrMU4MEMordrE0lAw2wBXGJyr0hRDU9jsJbZKLkO29HA/W9kYdPvXDXtBK4h3gv2zeSsJAw4e5ILImRDxP6cIs/k5Kxz7kuKVr36el5xz9P4u5bys5nu2Cj6MwRFgm7JP8PX4XOHZOeNWZcTKiTb5jK/elY9iACszsz57HxjRp6ViRt5cCnae0cfvSqD9OObeTXpKq/OHW8fWJxowURm7CU60aKwwKkgJbDGOKUESb0HfEb3qwtWaRAGYHOD/Ksxil/Hrb/RRRpC2m7+HZFElntJ8C/ArgybRmdfhkbVODWZsHqOUA21/H/psAGE8UkPOcCyPiqY5Z7YV9gTU2ZKaaAh6v0xgk43PTGPaDA+yNGXFAPQf2Ne1RiQHuOl/5bxYBJFKoFNCUJElJHbOkmzaPrr1SiQDOSdM6jMfoECdkr5YagA9tG+3i6on3ZI97oiGcQWV+2uq3ztkYy0KKnu43QwhSu2eWsheqzNaiXEwJa6ywPuAJvtZnSa/hBgjkespEsSQSpYTQncAxxU923m1/GNyxXW5aifQ0JRYYHqfkRHj7z3iVBQGC11gwoIJR9NsLT+OA0i9MyPjbJpBxknr5HRkWwMjh0pIQvkYMA486fGGMa68jbrQ+CaOQjzhlRFl4mc9PRyFgaz94jCmD1ngu7885aXEjKmtFhDa2n3JO29EthrvwhnvGM/g5bsiFS/aM/4vXJoBuKkrCdgXjnHTDz0wyPs/4eoGinM+oiUzG7frkx5H3PX8n/90Yj12ns5eGcN4woS5Rjfj3mORcTFyU3zVKCa/5c2iQqor/HD2dE4f5Psr3TImB4k8oeqb8T7gfaQ3RcokwILUUuVDGKQHevJEFGjOTpARcroFKDherVuW9s0mkWvqXI4aCaV69pAQKBFxyWImGA5hWDHgsp6djgpLMmD4en+g/Y7ss7RrAWiKY24UDq30qSUTi+7GedHzRvqMbImi/Xme8wvHSvuTverOFAoZt9DtvuPWuqzv/Hvdf131TPMgZwGYW1+pXICt7096oM2yxDn3OrZ3QvZ55cgQ1nx08oAQRHmsxj0mZ33TvlBmmdF9VgWmHeQxAxgCUEjJsRhbulxmm/N2cefJIJbxr3wsmobX+Nta0pDVyMMHTAMb8eI2Ob6/JDNq6SR1G0qakbXke2zR1vt9FaZoz7woDwJZFna7xHNnne/8rIfn8QywG+4JwSNeBkfeUjecMb4zAXCiOBAPVc0xGTpgJswVC0WuYDAY71iMwSh6K9MPuxHNVaJvfsC2S8hVZO/6haCJnDNTp6WmQ6CdTpHVE4YeSLwFGqOmhCrf4jwWOOn/O8qJNKBh2eRBatDE4rDOpTIlnfBSedxQ+FPFjjXA05inpU7OfQTjpxlaEd3NJ99ueUWNSrk6YfdP4CrdaAAABAABJREFUGby2dWXtY8Lgp8xHiTDNiWF/LRLFIhCyE4XzJFpI7Bv0bhBov34BB5q1kBxPoWtMWNmw/igI/3z/Pc4tzW1R+Kh4syvsbcPXyV8wYjQKtv09f2xre6aGn7IaqVSK6+sFGHhGNVDF/Rm6qP9W6LdcKGl7svmMaZOI+tO4b0HwSZ0KP+F+pCaMXdeoM+PUmA4neDG6M5GuFjhAloj6WioAqFPnZ5ga5IyUviL3OjFS6SLZdyAEbzONg7o0HDbtqXXRmGC2g+zAcx3oB75c70d6cx5pcZ0xaj6XSsXmY0DmZeK6Plt+32NvO+ClGptEaZUgLffIaSHLBE0uVZF1Tu8lSMFq8wQSX1UmCtwbkAA+C0OPhEmT8W5jxGvAvSSlqZUGg6PzEt8rI4Vk7C3arHnKuQn/jHnyMIFHpbyb2YJXi+O8OveIlzYF/KViiKDGXIVVcL5TDblH9l6uIVyUCy5NSY98dQSNrR+bqBdMKYOVRkI04lEwVtOC4Ap71ahx81PKGKSUli0yT6V91qk46bAnYvAJphCme+ZXaQKmKXwLglWGGmApUSzMUXy+Btva+tcUOJaZpq44J7ZptfnPLu37vaC9UbRiWslwL2mjW/21a13uzdJ9eBTohU1t61ATMApOVQZImUR/LvRBgVMOv+dwMu75Js0idJfgyFwzkQobvVnnbMunnFDPBVKl50t/6Xyk82znYdaz3WF4d81Wc47LdEHCgFVKm3CzC/1VktXU6srr7Dw3hf4bDjWLgUthnELVygyYxMg0Tbmfk2mfAEjFzKRFa3GWfhgz5BFEsr7+YLYXP/lmduAJTUNu5jA46MFXKQKEHKjAEdjq9QEe2qRf+acIcupSpVnXSs+0IZJaFaV35pNszVeaY2n6CTX72gKgZh0us7YL5lbd+1bTkBjB4Nc9Suys2YDeg2Yqr8vvq4gAysEd4vcyEqshtxrT5Yk7+T0HgMwdNo3t7SCBm7mnzrDljBgIjKyryq75tWwA5zO2a223Io2K1qH0fJmZTetqE3gsyu+ouPkPPqvAje58pec4JbBjNXHnGovfhwlTsg8uJmhuAnFNMcIHReFkZglgOBLF+z7LBScZ7stzwKH9AkzL56I59mYxRi5o+2eyIuU6W9tvpRzb++rXrV30W+5jCXe3lTY46+k4e3aePhQZgMo7uaYy2mC4vir0FZrSCYOy8ViXPZ4L66QrnuBFc4Jo8WWeFy6eBUbrxbyi8GdWHP7dtpIp+Kr9LH0vMR+1cVxY6YkmGZ9tZnH+hHQtXearpWNqBSRWZhfKOAXgmZmMsNQIDBObrUE6NqTBMLUdRYSbEP0Dg1Pmymzy5yG+g8+I71RDTyNX6kSORQaKEnO/oX1EEX/YzPTAHzh2TaxJw4wAN7WjYp4EXBbGHoSIOsddpGWzrncHDPlzRurmUp7zEWDN+eq+6dO2vT8INSRb6b0mIewdUhOgbIxMRszYc43fvn8cz8r7tpSlVkXCNvw1GaQmo2SmoBokwiGQUFebxLEiAcrHVgK++kYy/qgBSd/zK5Cvcj73rHhTLYo3n6tK4aSxRj21+tObqUbAjy30N+wf/75JTO2Xi9fT1pdmD+T9EhGSSwGzHRYEf0Ea7EnmZl1mtnVpSHFRQjFWxovAPPMhNKQzR3IaZZSE0ZiBymPcuTI5L8ut0Cxf+0rVDTgwdaNy9H6Q7If9l+4v05x65mk4jA755p8E/xhviVFlYrIuN1iPitavcY8vOJjtKFBuIzEvNNs4D+MzWFDBi+04cj78eRbivtaPCFtSyhuPcTy2RBsUcaJZRHicLabuIPxkTMn6ZJqiKJnKxFNRghj2lNfMm7Ax9rnvPrGfREgvgb2wl8xvGSUGUIpzaC1HXymbF38O8zHkpXQvERLWmBYdsxyrGAWvDYeV8IpX/jR6YlPqzdAdrsxxXul78ttwc75nSMz2a7RDcfyOXop8RZkWMjh5FpxZGkvoJ6PDaH4i27y71moOxslsBgPdwI14Z9AwARmE4wNgUW4UkNp780hResWNl95rMvRqY+oXlP+T9vVCeDGXms0KQanUaWYe4U/jDAlVeMWToilSsA00T8kB+HxAt3Qcm4xhdyTR7Ffap7MyTSZYTGdLJLQROMZnpx3qk7pMklV6zzM+wY/Po1VGyu5dZz7gx1+SMNt0eCFzaS1ziRpL1QqSaQ9087/2OdDZq4RFNUbJFiFnlPKQ3Ha9Fdk4Iw0GxvAdrDFM2m5gmjKpXmnNSnV024EZhnJBQMI8dEGwjiCpPVdn9NJgN6KtQFQz+JSqaruwprLPWge3KBdU5Dw6/Ohvuh929lmQiMXLCDbvK9xG0BmEUrd8Ie4Do2/iFzzrNq8jUsPXytkoExGRCAsCI93XxjhZ363fFtI5F/7EOevN1txkgqAGfnRz27Y+sfLq4sg8ZsK5Wh9LTNNZ8OKs58/KOM0WsuZ7CjAlMjfyrOGuisDTTJzCNBYEg0agJqH43T33O3a5Lrj0IkbD+cYgxfos2H9Z2yRVts9rtzPRvF9LGZGsgd95LcGVqnUU8E6NyeL68zQbBeapVIQJjYz21NHc0oX6GGtjzs+sX2cTxuRkcw1OzWyzyFCle1L2ePfzOpepnhGp+GQHVz0cBhTjYalzgl7TZJKoXLLevUPpV++7JMdeD6GGAo6SDM7qkhA0ZipgNtnW75K0JgXoPsQWaKoYlU3OcMUmtGXt5wePF1fS8caBnVXa1bHVwoTMw4g1n42HrPZO/B73p/8zgNx83/Y5Pot5S6hHY/WRKQGFWXMpfRINkg9B70tAAh7wu3D28rMOVP0YSsR6Dmxqz7UxQrW2a7918iIj0tJeiZkTwjEKkrzpwzwl4po5GPrQg1qd4oBaJEUz4qBGsBqSCi0yg4594l2EY50NQvtSz/CiGNhoME2u8L50jIXl7svXPw8nnzumy9mPdcon3rFIIfgbqzmdMTh+f8yPaCK+lKBIJWGMZ5a8ptxKjuNLQiMbVNLFHA/P1/V07xdePtPZcAT6ueqpVf9ln1czbcRaZkJN7kuBifGBb7pqBNrgXEmg6Nup1V2qx86IZ7hTxqmd3sxxTJd2S2ei9o7PW1XCa136xN8rORTzPqXzPh9D2Fqm7W3PV5WfC/E1LtENpdJ1X3VdywtinKQR1hQ5Dj6JmtNB2hM2f79Hw94wQQz4nud2kneTLlS6lx7eIBRWCZlFwBNmViJp2AFCgttaKGhPGId7FQ2TyqoyjVO2QR2zVZqteUBlIvVJPts4taZUrDSxxgCnyX5LbXftY/l62wYOuHQ6373c/MBLVqttVd7N59Ifuhoj1GSkpLLaOyUEE9nBEsCv+TkVh9bomyfI8J4H4Hm/agyP73fC2DQbLPah9NuS6/mK6kxTdt6D7ZxbPyMha5Lzco/L9z3DUhm7rVmdeYoPtjGXs0p4zgl+ZunMzosoFqU701S9rabqxtD7c5wLLezTzmQwdR+P2adWPZn1Bd+qE6LYF90f6SnNORP3bngmbtpwjkwAkPlkGaOE0kUA2kqwFnrT5X53RqMDrEwaydJHpPLyRvsXwfCUaJHSM2ctXtgU6rN/nY/vtGKOnlUmlE+CO2YzQ23wqIRjPQ3ZNtemabKlY1PQisn7rPnJ8V0bHC0JBdt8ebowGyXmq4YTS8+1/a7hjTb8TB7HTdvfLc1vVxwUoU63kguB8zabdIy/n9ZzoYwTAjtIOE4wN0Pq9yRHkzBR3HynevidJICMaHkMOUg7njgUAikcatEjh7qCFKS0oZwa0Uy2+gOECx/SYOBNBPHnEuY5Na78G+P98vOaMDYW6Scke5iVkuOjn6FZiOFsJd2wdcYI371Jl40r9iq+e3a76lJJq8qxdm5mlh/A8nhsneLa2/5IGY6S6ZlI1+Iqm4bHstCn7TeZprykRLQnob0XTFpnfi2XxubmEV5KZvcjIshD6jaZoFn97sog5QihlYFwxFfp+XhRnwVDF7ld1xc15lOYIFkYwovZHBtzFc+jvRuISaMOwqdRCiJk4TcayCXX/HQrmHcQvJbPrjQHJSbV3k21oRH4p3U0Jb8lpLEoF18QItlZCQU3Yy8NNoYp95P1nyUhCooJFL2gEcEgIPSL1g4KP6aDuJfD/jWfj9T/ynBkU2Vq50TOj5jOYu8KXCnlkIt9jqbt/vwYLMthUEkb1G/Zqv40dMFODZg3rQXOgNlkdi8lVpp1Byezi8XmX1rJu90gIuO+LMMleUfMRVO6YhbD5LWqJdjUlXlK+xuHxX8hBLklyhVaLw5WwppbnSUTO6/trZUabM01HaXP8KwThk3brDLy9WAfqTYzb9+I4Y3kEhfvq5SMTcOeW909RpUhtq74vTnGqjYnjfFUrvs+YdXGlb00K7x9vS/qo+zOLM4xh7lD4tYL9XHiXBLR78cPzom3Zpd41hp2jv4gQbOFguRUccP2U3M8ZwNu0rDShEq/IREzKb2Z4vlO5QSrddQSXpq4KfssDC47zk2SP8ET3QHuvEzMvDxPqsHq6Hc2RyP5o3WpURmIlu6VAHO2s4r1yHtxM5qWx743JWizmabkcLt/uwQGrSOB/HoqqU73bd28ofZ71r1Z19qYgPx6JvJIZeBBi2JnV+fRfCnYfEQRXcI/WBCJWlzw2FbSR880GfwKPkiecc45keZcJPMxY/6s2Ujt+mvl97oyPLZvI8+50DJ9aSUIDyOcYhkAEt+qCWlJMNKp6vw5MCpgnrL0GMG309bfnnc+TiZCSIsTTtq2nMaIskxM9ogZf/5jQaclEZWzko5NzNUFHuVj6WgyOsM3mPd2+nh9vgqleC60zRyLxyulemuJc+v9Pmtpe7drvU18WaLdIt6yIA36ZK3S8NZ0Rn/K+Lp8r4FTWyLBpcJEhx+Nfgt4M8eh9T7mDFRXWDoLx3bBnzyWRI5hQoy0REFwmUlpXHNY13Z1joe7lp5HoVk7s9bfj6lef1ngfBbcmL7vm42tzHM0OzNOMaJcc5HOW/IDY5vaIvLgT4B20xYiElwiEQtEsDJips0CA9bQECXEaW3WJMFaeil/tp5eULRV+YA7isq6P1ZooNRIaZzJ8ZyvczNKSiRY3c17hTddXy62pMxamqNrnvdrwLwmOZ6nf7P+opR3vv76ftakQW3jzEtNElYbv+w+1ROpM5IIEjyz4v6UwQiAbQqfjWg+alop82tq9K8wHxfBSASllWnBcmQwo52cJW5qtWa0fwaG6Lz7clHaSxTEyCd70Vp+Jj6vFwtTJYKYCA+tHUuPESSy9o7+w34rTOgMVUChkvYEj5rkfRTgxQCR8NSc3ScYjZEaNbFkMIHD9TKt0AqzHEWXEnf5d+/27188W2kj9FrxVEdm6TIZoXmfbb6X+wwolDZ/cIeTirBjxtTn75U0Tx4nlxOZNmFXg0FqaV/8gJVpr9B6XeurMW5dcWIXrVCy5422tUBEGUMXn4s2F90YvbPReYEZPceZSp6rMHml+s5T2vBfEK365NIXn8fJS6+ErPFSrm6lWw8F2WhIUxyoyZiBd83sasDOtqZdyu1Yo2TMtCm2uDXpfvNSRfI0B53fm2MKuKe5P9WZSsocNRka37NuvjKdWi1IshKrjJnt+AfKk9s4nK1r4OYg5IrI9oKf84JZQJtUrLSnumioSsikNANh/zUiA5XnskvI0Vq7szRIXRBA6EFmfgCirQbg0/qadsnyu9zHZLckvEwBWPr+u+PhIUEghRuMjQaY4bzF/v3QMddG7luSDM/ptiyLeTcH5Nr1eO+MyQEX5Uwl7HDdoxYcZpa/T/QbSNmA3jwMlPlATaY0mo6icMUIUt4LIiz0vbX9x1qxyZjfFzO8njJK+ATTB9M/McFjmJPgLm8inONRXBcz9xQPN7/G2lQwUcF76VzOxg/Jo+GM9irREOu4NsWZZxPslfZBO9GfD6B2z/2eEblTnqu0KVKs8JwIq1TAqP8B3sUE3bEqfqowfyX8luNJD4vbcKH0K22h9kzCBAUtU8liY7Z2zL7PYpr8O22CybZn2u7rxWK94R21vvBMVvJceEaeLtbtNFuevi68waUxe7ovSgzjPMXwp7WR57mqlWSNCh032i70y1KgFIKcXExUPWOTYIJgXdBJ6kxshxCmdWImFgBxROxTh9TxlEZjkYQ1Q4ZPaagR7eKhyIFdisRqJqsV2ZPW0y5oKmqYKvVaFO1I6lyYrqfADKZAIkdAZ5FatUlnZleXEqKt7czZr7a9b6AdPPkks0vXHUID3dA52Vusr4IUStH27Bl7L3+uBgyENm+GT+W92J/oXykauYTdR66LrgxTqeRAf5bkTNqMv0CYxbr0uzcDmsG0xXbxWZccpcX7QzYRUvK+2mzbdyinhWhQMOUQCWvMehOa9mMdBg+MB4tyJGvbCOp8niKtEmrSPVGal/lKjK4mhO0FSUMWpVgMqSN4g4UXr/lEBIbcmcgFIYfzJ0BRjFasxwgAFhoOBjTtT2gyHjETNBlDkAgNFLxulejlLcEeS9GXQ1tnJmkofQbTZE3KGDRvWBAohX/c5k9mw+HfnGlyUf4K4zHBVayphhfnOBt2KEMlLPFoPBRg7Nn4otndmAfHGpMbTBZjZ4wdjqUuQErv12a9cD9hxCTqsGgsU41jcKKwfZLt30ZrMzROdm2W/8osBsu/kzC9hT0WBXKzCf2uzNMsZmEWg5X0xd0zP6QaUxXznIrH2STJgTWjv5r+o0T3mMuk4clpVgdwJmN9h0c9Q1INktEhoIMd31IprUX62wh2zznl8Mr6nJ6zC/JxEm5JkmBZ45Hy7+L8PrP+7LvfpBMsKkvVoq8VIvmYKR5cyCy8QwTaJSlRt76FPDzyo37f97sj81Nrv4hmHUzrYm5TYhrb2px3XmbVkV7vtgnLr7uLDTvaej+NFKi0FF71c5hLn5rjKc2Rl06Y9KCuSfJtlpgt33aJuTWGvflsNEeoz0vpPMU0AF3KLMYp7M1cdROEWJ5RiQxHAqoKkq5aH+r9TJpttN9WbwLEs8e60VLZGHlbNBk4e7SIoDra9Hcp6dpeMBW4KEkZw9dIU1nUrAT8CjTICNuf2ZKVyZTme1bQB1hdcAAJThkyZsZ50BtK0HrWlIr/kjB34vM7YM2SwRafB09KApfsljM/5FtO2xmuJTOhjJSLeNZasnksMQRt1iINzVCA/bXnfB+biOms+NG/265hyu5l+DPDJuW6ZuLSFjyhYMoLiSKrW8Gr4aLtD0smauCvjANnaXpqAslaSUjlmbi8nRbyOC6nS7vC4hK+mYW/Su2KrKPMLFUFrbrHLUnF/KW576KwJ2vL5tevqz1Xwv2+73YsZ8xpjZ3J6ax8b3lcngtKk+dslyf5QC/UVE/9C2ocW+mNOTaZffcbzHI9YWGGAPDKLDUS6QU5jGcc6kxBV4lFs7RN7Nm2adbTM9YQ1dBfhRKR5pdLsLWNv8QspdKoJnsWHX/9SCCdKdRfIHZzs4SzmiSEEKuNNRZHbdGVzV77Ut9qbebvtV1r3Pe4uiTJEzGfavni3E4rTFoXpskaNmRj9bWN4eKLRfGzNn0EJ/z5jdMuAJmnvyVmPV3j7khhUeYvmGfW2pj50cwXCuZ6JRqvlWdyCZjDC+YHKTBjfDqi8XjEpoNA3WCOhEmK/r/yfAk/epLJ8Guzo9x+cMZvw7Wm6fndMvH5GOZiZi6rTw2m6bIayrmM/L4jaNXSwUcJhvy61DXrPnuEKzE67mpOVYFfvlTvmVyq186genyf49BZAsSg+WjJMdX2Xpdr/l4nIV+HAljkcaGVIMa7AHw4zRmmDqgmvqNasQuGCMk6Fa5FLa4T/MpDnedkTsYJu1T0OjBXqRsRtHPVtevhTxkl1A2zqQEzTANmnPiMBAm771kkv4xQqJlKdAKUgRsON3xvwwNJP/gE523CdMMvYpM4bytd4WdNU1F7tu13l7byNsv1dHcQbLRBF19yYF3VlgRJRN5RR6DwK4l4LkQgqjFPZoJVatu+l7Rf/pk+ApWwuYRFtorEknQjmmWJdNnCq5rRC7qMYMmxL9KWDqJQmoBc979DsuFZZ5qWvtOsz77n2qhADHaIatSoKyyTPS9zUHunVF8NcYX6Z4R+NbmSzTbWK1qdu+cCmzUtiOrqTGmNqbLrzXv1HBeLcjHF+zKFfdKW16m5RP6j8k6htsIelXDlI+pNlIm3xO4I8sAMUwlP5MSjY3bsihOYetlpIrx0VZSl/W170DOAkSHLe9MJNxh8LlXvfyjRHaPmenF0aSzzn6E2vJwK7lyj2UALbxatUWaW0gRmEvuE5nH+Mvwi27ibb5Lffs3903dzyWZgjh6YVDQF+ZzU7ucEu2LB4t6QFCMiWjThhtUjtKRYx7RNoZ2rszBMOa6o4bEqfLaJdhOeCyCL7eH8GyeTHq1qv+VLuFIUPE6TT6UtFG9pxiL1/6XZhX0mSxGJvTC1rDmrMZztzem+NWcjC8/ekrP0/KZ6jvOfhI1WiafboS4rwQbTOPupBHoYcr4oPawA/kWGKaqIU2luO5CqXQ/fK3PoSex4YD2zVOhfIIRKrFMs/EQFqM0aR01qUmOSziJJm2v+5Jf7LgA4ORQpj9o0jah8n6d0JRb5QCmgsblM+piHAlXKIe4EJfpbNE5eapZLsKwP/nv5D07fUctkXYzJYz0yUtMcCYhM44ma50z76juQMvkGTCozlMwp19mBmcl/54xQfq/GNHVugz+VUQhMU5ncmtXPUvFJetsQoYreRUSrQLn5GGDdJDsLacjYs2qiYt/sd/u4FuX8pSEMMXqlBLzK9LlV1AJz1Sk/VBMd9y0KLQdfAZHX79MSEtP2hix8hB9wO54AXJE2qr1zRHUJPnfSejdYJIcX4M8cpC4ipE1qzBip5hiyFgLVn+UuLJmR+zHVzHYqieu7ChhnCjX9NxdGXpgjNzw/M6Uz3ZuDocz6a4VhqCMsPdNkArvIPKfCtxiAwDMvTrCQ9a8NH9ZwpqeogjWG24GRMQKmw99A7DJ8bkSe2FRQlZezan5qzJPHaX5vFPGJ4UKf/8/DmpJPlH43wWiybRxCaMN3NZK+NI6pCiYlkEh8H9M66bXg27y9FlAp6dSauC8JENeCG9M51r8QwGK+wBBzM05KkgSpslvG1o1XqKy40BgcEvrBqdWkAzwZIhJIkU0DKEW5iD5Bl12aC53NQ5BkIZz5xREsXYmn82qWfDHtnSf+Z6m4k7ZbpI0BBeTERO/LmytrNGVemlJVK34efFsmlWpjmkr9aptTv8fFDncSDPOCCZ/KL0Tig999mk56IYiB70cAHj1onhwCbJ2nFND4eSg+3cEkoa3UmKtZ7/CMhC5GExMWXgdaqicSz/BeLls7W2kiokgeRrjZLLb358mh6fdLuyO1hVldRNb7MkpxjrNLRmAG/JkwQm1EWSRSvHSYfbonIhFnjRKYpKHgUaTxsKBI0YepJgDrNsaioKzL1nJcpNfnRxYgE4yeC/5H6NjUsOQ/VUufIPSK/iIkxG1puaMQs9Tb2t3EX5gRk5+neSfqYuBAHE8z+IyQbCkh7RLMpSLViqAgEWKW8KnVpa8Uc3AJNyX1YP/zGYgaKMOZwVCiwBiUNGNta1kSCOZ15mMsMU1tuK+xpYO1RYfAFOGd5rVYmsITe37SaENwjCX97rIbG/1z+Ni3Omun+v3ROub8vqmafD26Ny6ccRIuFHkpei0JI2dWxH+eUzR765CfRqN0BG1SCEiREdczTcUun3nSQbnmciLGpHjW+fMBrc6MSkXCdV5NU42wn/luLtFo4YyCxCjR7529lABf0resvTDGglSs9q7d76pxOts6yF9I5MzZ0B3SjXCsaJbigbNEqsQhM/Qxg5HJFOfVKDklydIMhqmKLOaU6oXfyjQJr1dmClOJ2nzOt0kdM/pkZn0hmGD6ZGs9pVLqU4kJT+f8y4KD/3ALMy12QAvBIZLfTKDPFj5Yvf4+mz+pBJoj+fFZl8AOy8OlEPBBctYYTEsjcZ7VmmDW9S6EjxCshfrsS8FHqlxKNdd6kj+ZM2dlSxb+LPalA76rzdFMjVPpvgqEunWhlQVre7+btD69FvFkJDoNqkUNWRSM2+9ci5T3Ib+fR6mN78T9zdox3vsZnYJ7CJhivLFppjLGrsS8GJ4zU9yzCp/aGJo2XOrfdRdCfwXfOXxZZSCmRbwjv0qwKKxi1naTwYx1qHC1cBrtWiIYCiZyM/D9dL65ncVAJZ2yPgbT0+nFMk7j8akSatCemCmTNdK+8KZODKpD3bCeYbKNHqQAehj5MDgpkOx6zQ3hQLA8X4kv3qHMkgalJVP7VyXJ/nDbs2frQ37/PNqjeYr3Ezs/E1afhy+LtOM+8/mWo4xwncm9AuOUA/M2rVNXzZP3d/Lv1eqzd+x7eq1fZQT5ikbS6vXkuOcaqKJNUWa+UAJMbYCqJmWrAbnafUPHpVNWkuoJKI7mTJ2Y7g7yjNAfDVduU5Y7tvq9kiCEAKg9snaRGDO80ZWZmiVpiwRIh8oW5cxlhKh6zLTAHAgEXD+xy2hYS3Tcb/Y8J5nlfEu4N2Y1kwhPxHcJYceZYcJ//dhurwFbphnBGVpxrZvLtv+N++PsRLpi4fh5L7u+K85uY2vs+HXBAV2Zh9mw2ovnLg77zMuA5r2ZfbcQXrlRLuawz2L8eE/lzRX5TM9QxVAT5n8Xet2SL9G3iXuBkco0qSVhupi3y1+8lwokAj1tsB0CCxykftMqKu9rXkq4rKRpqr1X+14VMLqxtjMf0AkZoxUZXbk3LtLxKb+WR/ybBD/nIKDMSsCXWrW1IFUUmEgmV9R8XRnBBhPWBKmzUbuDQdGnOGooEbV7Fi49m8YJ9tO85afUg50rzIBMvdUrb6LQkUy7ZARgiRCM6iUtUQ8bGLa0dAd7Nc2Dv9cchGu+WGmuYizMQ4bE2tptA7zzapsui0kr3ZvdZty2FyHdrJVZRGSJSM27aExT/kgNyPt2vVDArpc0GTXmqdRn+7Tzkc95fW9Y/iCcPyG+xEBBJiBKgUqMbAyf5AFm3t9ZzFNJeld6t8qMZZ/dSYJoGtemScqldl0YrUg21tBF6QVPsGa3E0lmrv/rNuKcYSsycF+iwOUfXAGaG0sS2jFE28iFpL65uGnMdhsxWFozfw6Qnwn7A5otCfQAawZNVGtO1uq9KMJHswzxDBJwLrfSGEKZsbBf3slmNlvfq8KTkq+f4PkS8zQbT+mX6dkEje2ape79qLbridNCFVELM6NSfj/fN3ShpcZspkK2rFtOSp/jzbA0aqUkz7m9UzkPOQPl8VyjDx5nu3Ekf8z4i4AxPlenBUWjO2Uzd9Ou5HMwS/tUY5hKbeZn3Y99Vp7DWYS+FyiyqsObqDf+Tb+11EouTFJzW+f+4EkYhAyvOxqj9K7fQ77+3gxtaIOpZP88ey6HXy0M53kZJ+HwlRbD4MaSHZ07zsk3U27fFh1/Q9UsmXaplegzRlgBhdy3n/YcIou5TNXnFLBcJjEhDvcXK9W67DH5NbnouekqWbzsYtKyFMA2WeBpx8NZYqpKz5ckajVGvnRGovWBQyYFZCGNoG4EvXBED4uAoj69th4l5sIzPrOkY/57Dvzbvs+DFC6qNJi0yv0GMK6AnjZmMnnOPc8ESNBk2512pjq+24Xq+qqcvD/MksBJnJXRSCC/nUfVBpVKUXjizhxL2C3ceR+BHiTarBCq0CSbL4+PeudNlUIvZ2oRymNDpb6PmaY8qyskk46DSYWHFcbt97nYfFsuycZ9eehc9YdiGuwvqRQJ0cbe8riIioxAm+Axb6d0v8RYdO1/PA/GQKXpbKTCFAeYbswzQF3brjFNpfF0+d6VSSvhMHm3eSblHJ/NSqvHC993CXdNEdouepQpjszavDjev9vxhVSx5q85vD/vnpozql7cgIh+M+SQxgrcOfSpmim5DQ5miSP7OE1TTrzGSDkOuWSAITcpiJZUJlVz8c30nxpsadNsFInY1pmZLX3rSrRcBJPSVse89c/FPGUShGZl7bcvqrT1NTA0mV4hANCEf0+RQL6EJY1TzhxZ3bMAaBsTVpekufUJ97PxaqdF6St+TdZX7qfBDRcuP5E8TecD8knbFYDfpmXyz1TbyADz2aRvczA3M6SFSVb1cCGueWM/GmxMf+qPUIFJqFrb7XptUS6/2FobHGFyxKJhsam7nFcwPyzwqzAwvG9Y4IgktYpD+30OmiQKLGiZJDhMeE//4cAwAhhmwu7ZMN1rqXgwxa/WgRCEoSHRtQhqgDe/W2bpMgSkReFWC5abFfwilYMbzeWeP8P5rjEgXd/zDEtJqAr/oUDDhYi0lTZkU3dqv4ZTQ39C7rEmvkzXxX7nezppLQgrooVGiyXEDAauht/aYHZ+L09d0nxW/hr0RYO5yHFY4bvDS23CQP9iT051YJ5K75aEjdZcZLCb/epcWqwr9GLsla0vf/f9mx8udGac1OqQ/SV0uwTlEFtEg3HCQvc1jPggJtgrMUz2WQofmY7bpFtljYD/4fNmCOLqNrakb7OezSVsNYl99e0ygdx27ctkmnKNYLGuCmr4stDirLHMRAymcZmU7aKtjUFygWjsoq+V+pBrmvw+90CQXZJMOgRpMom9tie+/JnJtUkRCegfuyBI2HHx/7O/ZvLdpK8cIQrtitR6XgnQLOZo1nu1e9X7Hd/rOoZyW3VGsDROhn+OxxQr8hSQ1/rD88+ac0NaDjZA22Da/czk0Ndntv55O3nbC37qckty5lWgGYJFuPumQbIzLu/I+oyZWRKvOfH/Fck4+00FAtCEP6bdiTglEIhRLd0BU51BGGgRnMPgc3P0uE+lj5nQqaVHSY9zmJU9mQiMeBLPyiTWS1H44eqdp+5ahHO5WWFI87DpHZproysahGyH/udwpYQze94fmsciRqNZTeJTXLK8sES7JTzVECymtVr05aJgXn2cIgNl99K8TQJnx5I9YgK61WJpi7YY981vuTSXXXBODYeU6qkxTSlMFzwfI21KvkDZSkLgCInhqeIoCbagQUILGH2vH9nc2Kf0axJhTuAEZuDukuu0Ty8lxEc0/QuC+LpJpGRuLcOq8E6WJFzgc8pYGt0zD+0zp8ZJNpOEB9foeLDr1s0NRmk4HHL+CEgDvC+TdbohEdD6S/cSJiPrTy5rKFhanhFYpP1qVGvrGW43W56xdZIDWzroZyldtUNdJJBdpZRZUFG91r1cBpPYRbMT9kXFN6/URiQM6gxTrXjmhYEPnLt9/Yr4OYz4zP0QNU7V9uy/FsfUgIwMeCnOk2uetEnH3yaBq12vIYy2ekp16JdsNs6udeL3c8A8Z1jwpB8z2tKLyf1IOKT+VTGbU52Ra9NaNK8bn77goC6j5AQPF2eel0vM8Xd6eqrfIbiIFhqDQbTQgFGe5MARQi9qH3LmSEW4+se94VuZUNBFravDrAqjH0TEStRX5iDXOPGVQpU5Du9USnve/u2I++Y5AzHATr2z8wgsa72Pmrnys/OiyrkYuhm4q/YOvwdmAn+ZQLHo+2J2HG4fudFHj9GwtSPD0qhHBRQlQXRD0MgOhpFNbw434iD5ExO2CJ+jyR4/WrBukwS/xRlM6q7NaQ1vlr6n9WWCsYwBimbaeXvymcxtrKS4UxPmlbJm5iweQth3Y2DyNq03ZsnW5fx6PDj7eYGt86DG7honDueDNhAtSJNq6jU2x1taChom9nfKTPOKTJNJ5yraqIRLDAPUnVugbvh8WD3hn8sn4ov16edlkiklLclFRdBrq+9iZ6q9rcuoa6ZUpIic1czGE7cdT1pDuqYao/A+GDiGyU1pmz2fa5sSjVMLIeSBR8I05gAK6jT3jjyXPdMRCXQJVZ4DtjaJTysATBi9eqnVX2Q0Zthpdy3NMfLV5nMGy3qIU+TmlnNwlV2dagxS6TkrC57p8kp5jzpT9CyXlhGEkntJcGgeYTaRmKtWOD/rke0GbJLk2HaJd3FARN0Ea+HlsxLgGJ+CDtF+qWQ/x83a+XnwdPExpqouHiOVcYCeoYtqLqmrEHkw4djq/Wq7ft5nZ9alO68EMEvtiHbebwa/j1VgBG2VRRutCJPhtytzpAn6CrRQFM6n2iZXS1OjZ3cc4GX4DMZIUS8zSR1h6TyCvHmEkV3qT0J965VEGNpglKIpmyV6/13ijKnRCq2C0fN3UMCzplma7VY8Zzjy0xF/Mk2EzjOwF3MCaJlgmhcDRKTAP+1kU6IegUSBseLIE3IvT/CcA5raFHpisQvQKMArdy/n4L2UuL2YFGZ6RgB2Xm1U271Z6xS+679F1qI3h9RyznsXJz1zf7bQDBCjDb4xSVH0FdcuSajqUydV7LFju75vPghAAFONPFL5+TFNk0mnZ4070SxlzEOJ8E6ebUidcknWfJKzGoLoKhUqSbuS7tQkda21trTLl7sjqnTe0mhMabX1OQ/tGvIyCadjsmtIdXbxcr1FuegyYRP2LKQYm/qkZkjCMI1DslrgTvyJWV6ag6bBPBUIwpTJAa60awaHnNBRP/NSBpnu4hm2TCJ4mZZrngfctzMM58Mprbgv0bo7lFDAm6X8UNV6PfeYvpRcj+/Mw/imxfuWZXx0o9XC24wLWaGSj10HYjmREnqsRYhX82NnfMWaQ8HFxofDx4+FDOmgdD0Ef/vmGsL6sEVyRqy5d3KcFAWO8VqeZqaAJSIOUBMGw/JSRzO6rPhVuTrnwJnxM33WSJuIyiL8F9TisBHjq3z/5XSuo1emHsfmtIRLB9KKnwoRjkPXDZ825zcKnLMetjGYDSayUN8c+LEz42RmBfD8YGaJJWTQKpEyTQq0TeM0g7ALvwUblBvNgGJrbLr8EBYAQldpTUUIkdU++052JOVfd5EtTi9BWhba71h3V81VCi661FGfp8sadxvANvMSI27FbECAIm/dCWS2Gtq3Ady97XBkIPFLgtbVAV7O/DDxlACyyMgVJZ1FQiq959s2aXZNqzOLabKe+fWTM+EI+nxuC/Ndu9emaerKSJWKAOH6GDoXF3SntourCKyX8OIZ6jFkb/3NNBEsyTQf0haE0fG6LwKaF0zTZZXT0Shqi6LxGBc576Jd4uu9iZi1Q/CoZu1mihchi2Q0tNqi1NwT0HjKMh+mPr6xHv8zbkippoQlL6I4Jj2h1JsYsXeBDM9F1FETGPpScj1Inq9otpNnwvxnxTPe/v0QRj4+5OF+dXwNqkmZ6oJorPy+krfMqGiw+xAAwu/0tJ1aj2pzmggeebTSu9BLFgpYlMmxyx/k4G2LwNH8oMKsBBwa92VJKOU1TyIstXD6sK4qj9H8ixi8sxBM2rD6Ja1ASqxHiwQJnV5njuqfniGTefRnLL0vc6tuNx4phfdDxiXXV+fb1FMfWpuY0JcmcyWaq5JlhxfrxJXwrblHG/SMmSS3MZjegqOtBFrkohmn0WjEHV9eWqbhEiRk4ruEz5KGqQRQcklASSOVFgdk7PxUjnq+9uFAnVVL0/E52yal5wMMbGEML0PL0gX4273aGpTfmy1VitfqPhhdy0UzV+2sXGTgDYgLcrB3jWFKGSoczL45WSphEgiZYLfdbBXkjoDXWC8/7x7Nz1M6t/KZl6KWo0X7kw7f+p1tah+kwEmESoxPqb3a9y7hzectvSricGOpMIBtjImXWJ2nf4ZM5WtDtKMPaEcbKe3Olrn+rO8tSvdyfHwsBBpwIkfBGwpiR/5DSMunkxAwaThcpiHnYDJJvcCJ9LxPU+ZJ/TFTDUdhD+W4wBFOqWjeCKDuY/QgpwWrZHApEqulPkaCqVxje//q+LOkgej6u3bNX0+0Ltb3MGzHTrQKIQv3/PokyNazxNae1TKLgWwSSmYx4fFVqUQ/yyb2DHsrMC7uTuAhp3MxTW25F1nn2uvROJidxmfaBI6lZzwujXgMTFnMv1gThsr7xuhoLY2E8TJf8dOYCcqek/mqg2eJIRAZK88cNANINEoVZ2VBGBqxhm2cZXO9aexMgenKcWXvfLSZdqIhFHUm9efFb1jrUs6sczNO8GFi0wJ1XMVYLFO6JMGNgD+XyOQbtna9lapV6UDySA5b3L9SZ6WuS6QhGmhjBlDOuzIPq3AexqLGNLUysynOndGPFLjN6ktSvDDmYnmnatuRwMjuF7417zvmx9lmmzo8T5PKIDTQx1GNn5vq5X2U71FabMQU/ypobkp/di+vt8H8NCCZMz/T/nbxZcp/z6NlatNmtZYS0+TxGpQ7MpjZ/XZMYrhwAcWYsYRosY2RXOjI9C/K77QAP9q+hln75ERM21F6YJhgjjcUpgq5mFJhI4f3jM8HYk8ZKK+JjpKc5Pna3ognQZkwT9wmh6K9JDRxw6m/9oZEuuO+z2CA5i85xM7rqI+ryNZ11E4VcWan/jZqm/P53I9nvveT7ROkzAIhS/MRn3VUVabZkeuqEW34qxlXUxlNi1Yuf85r8rCLJxKWNns3jahXnoMo5PejFIZJotBam234ys1OGCNrwfwF1hpZt33ku5KgUfZyMIxxTGdk6FpSdBTmLP/dYPzc2Y33PDOUjfEMViHTzvhbBMYlg4j2cRpjP/vZixYsdmecBkNVoeqfRs2TEqUSsjG5O1WtU8hBEYRgTfI0EITBRNVnpZZlbwSDOGOxg9+gWy65zMM0XaT2pREEInyGmW72SLV9KXCc1c+zk3oJwVsDvnMfDNmfDHxpLIhA3PU4jLSFvgzMf4GILvazsM/n0aAI3HTBULL6pY+acq4heFDTBQ3OWay/wDjlwKIBPPJ5TyKytQPxNi1TjYmbhQjanjuLJijksHLmHu4jPqck52TO+ksMmGkg4jXtd6BIYgcCMcJwCWxeU6rXxrguypdblpeWTLZA0/GYxqMxjcdj1jINNXDSALiR8aaQqyYE4bOtP6Lxk/dnLJhdMR3dL7ARMTJZuKa+VslGt0oqpZ3PiRrbpsApbuQaS9VsZ6bEtIIDPRfpw0vPbrfGLBR74CKi2uhma3lszj3h3+uO0zPm4KzMWum5xGqyRSLD+Xmy+0IDCkPOocVN+BOsgSz7VOi4Npr0oGjdYYWjp9mfg6X2DCw82AQrVC+RKUWLNqhaN1l3orJJzKMRda/HzMmggaNs3aVuYYZMKJrUk85wMQptGS/6CbZnm7i2DffUBKCz8IMxTUxFFBgr60tgsZ2cZZrQDBY4Ts0Bs00X/bf8GOVTjZf1u4ssmQ03H78F6hLmKYNqLl9ToM9mBHwymq8rTu3MOAVtUmYvKtcjJRI3WaVz3n+k8YB92BdFHulN8hzVeRkmqcv9npPWL2qUztGntvovwswtNzXg707T4X+7l+zBVpSRm5PN06/isy3Pd1sml9VaNZoOFRk3kEjSfB/9Tg3v9eqAr8Q0+etJz5JnAmhqPXNGYDWZU//XmAI1ySjn+qn12caf99c0JbOYlS7MVBfmqSbxa9NodSk6JQnyaHs1IpJMzV16KLmUmmqGlQ5mkX5eC30sZKqYhUjPFpJ1Uc5T+uyDoXsJVhk4WwMK5uxgmuT8DtTkyPbRJF5T4Q1KNMV1MEk5Is88RVTp8YSQs4GtCkRyE0YU4avHh8kXv0/VlJR/mMDHwbE54XznZ4sWHKV73WqdR/gmtZZDzOfPyr0olQkJggswvtqzgjVI+J6DoXk5Kd+XDMklP3PrBPVBijRZXHucgQo2yBi0dsLNuoZIr6X5kcBNfTVzV8JdyH/2PQr1KM6UtI0V/KEMGiLl8aWM0bEgLhaiPDJNLVqoDKfyZ2iu8o77bs/XzOFt/tv2ble8bPivDT/m3ZwWnjXNnRH/TS1OQVjq6uO/WYOy9oL9oAm6I65rjkVh7QWjv+55nIAXsIFwOPqSzTwCCPkT4tMn2XLd95x/O+vnvje+XFhJQKxbsItv6cstbYxJKbntLMlZUneTtr9QTVis0yKM1uu2XYfSIovxpL/8a4IsdlbE3YGAXouK1bIvkkhECYPYguBabLdR2Ow1AAGVdmTrExgoC8DSsUCKxpJtmMtgPjmkao96LIGe8plG33IN5CyVvzEPNaK8jakpJfY7b2mVxvnnOtTF4XIL0Xq8FMu3mTPAwZ3ZJNTerIlNBItbJiBCwd1/IMDoH1BJhC6a1HqAHEzQMHGYcM1rGBikIBmyChzTFD8bZruZBia9760y3Da7xH1k6DzweaHlVmXGV6Z0Me/q+qw9cyE40SOfIs7O2+guMOpdoilT2NJGqzI8LViqZJ1oCPTwnmoAcuGeMETG5ODeECdNAqUU/ADDTgy837QK+0tzEwly0WrhTKcR6HSgyVc13RPbfWGeHa+Wakttorz0TgW6am1ivtBZx1I/qxmBENqsNc5SphWNILRXbQI7r72NLFRTsNqhA/oZ/imWLnxTPoYLY5wY6CvgLwJsEGcuE3rodC1/k3W41M85AM+09QD3yosRBC1RipK/217y0NuXU+YFwK2MRssatDNPhfwSnfvYPk/Vdz1hGSR9lUf1AM4uWZAGld5GGWKB+cmEfnl3g5lBvg8LKtcS8A/3gq1ukygS4W1MJm37ev79F4kZj0DakKLvc6pxMqmYRdVpttNF4zSzxxUzh1q9hZud2rF6SoResX5PmRZgi9UjqxXNFHjtdMKKXSvMY/O6aypZu/xzoWX6MksTlkHLhOS1kZhDXi7qTzQCrQAUOeNi3iSSdKdpzgUaWXCkpE3eCzkXk3PobUR9aa8UBKCNbzlenR8x5iRkqVwEM1Kto02zEwJ4lIP8tDeYfZ/1ekMRU8DRgQdIRUIxIFH8VwdQ7E6t/ZyBaSN+8yGl+zGqLAIGb3Qg+v/6Vxm16G/R9vg+aUoc1v/kvvTNHGiGP62/XfxaPVxPaUhpeIIcUq0MsgnaZIYyxUvWBw/nE86qaSWSCSaadc1XGpqfeRiraYrnk+eaSJQ//H7JcVdxJhvr4ualMqZZ5/SiLDA6M04DlVpD7cnsk8FkDgyhh06TSDU2b3KoCqChK1BsIWJbHw6Ap2WyOgtwzidH64oA5kEU+bP571zTVGKayu0JMAqgb66Qxs15appS1BDZLIR6/vkPB1d4/qYtdzAr9c1mAM+NByA1eqIYdkvzOnlGxc4GR3JRc/beQKRTuD7gwP/RLDYQU7iGs2gCDJNK8aeGtGbNkvaP29MQp9AWh+Mas6HPkrY0GRdN2Bshbv6CTmJ833/mddfu8bxelB+PMkaIcFZrN15LTTuSeXFIrNhjyyCv7UiuROfNZEDfVcn+UxMLUR9anc9+wcSTBpenl68ZXpRK0ZQcHJGYTfbESiMqm5StdkR5VcuUmO5ZFE7nR+zYoxzDyjPR6b21y/MMr3Ilh9cdd214Z1oh9C9Mi+PqrdVW0vDZ8yZMs+f8p38/vpsFIvBO2Z4Zsk55mJMJ8zgXE28p1cDksCL/5nBonGPzm6qvTC5szsfX0AxNejTpE42VqchxXeSls3rMCNkYrEQgoNr5cEkCIQkeyuc8+iKhmA++4U/+T/FjPw9C0JiGCU0xmH7ZzylnJEtMZqO+ICibwy8YXq2BqZH1yp5Orl5MuvZ6aZj3TWfzaw2mOk/NEZgpoyUk8EceYiMIxs1niVM7NMQDYY3lGfFZl0iH1uDscc4DY+bzcdID3SAow0NdKooAY6YAJtjVeoAQr+Xaqrz5pkapRqh7wqh5KS1n26RnBfyl92p1tQLxDDFnb7a0hX9TiY9/rzPPW2SgO6LYnNKsEbW112sSs4IpjGciEh+nhmbLvRO0OS4QuUL/GtNUuiaMnGOKHILMpW7yXIFgMltERTKm/IqoqT3s66x50+H5hxrP1iRZs6Q886jL59FgRYld+llknpKed6yvpZ0Q+jwAlrR6Y6RgKho0oC6YiZdYlsPFOglbhWnKn1+Uiy8h4FEQNKQwhuGB+VrMowVw592/4UGiCEAyWBD4rhKsz/ChkwiHumf0bOYIKjRCaqbkrhv8dF1L3p+Bwqv97IgrO72TdarGPFXrKggdEy/aDMWVZnCWf1V4OX3JJcFtAoiaZqmEE+x6rnFqML0zhLljTxiXmDOtXO7FcN4pfCyXxo7v4iKSt+8EhmfRTuS4pVZPA+eWUmWEgdg77oUCPqnVfdZS3AMUz2wjqbvrYxuT5a08BA8KM53MGQTLVi8nYo6WLjl9oT9iJ/I17DAfXfHjXIxTgGZqKgRkkG/82oFJ1KWXUfKKL5cJn6vUJGa5Z8lFz00O2Ev9qGkCSxomk3LG3/kJPnspe9nUygzqsPZWtl+b89JeZ6v0zT4V4Rlh45mBEmNQZJ4yxq7ah46HXACQc1QuvDdLuljqd1J/CWCblCkzAbnIMm+9s2Wu5TZyJHpWZFp8C3b8IVFie1lE0vtqliT/Ggey0+SS0DT55+wz4MI0kEIXxF19JhHrejYqL8yq5y/PbFcbb5gMtcHuJhNW3r+5EAgvmulirXedBa8dS0PbpGMtEeK1Ntru5UxrcjfDP0VCn7UmaubZdUy8LebDro06SnihIAfy69VWDyCd5TEM9VWej3jJGCZR5ndd20RACmuo/pSPpGijynjMM3Re6+T3btR8yV8NLncWRnZ4pivO6cKgXUTp+frneKfxbMJ9zxfgqCb8tMS3AWcr7Zqv7Swm/PzBIUIo5DyUdWaaF5BC0wTB3ojvusptUIxoHHGr/zQjvdUWy7lOnmWvnIEmr0lsas/lzbXd71LHWZimvF0FTZW6yt9z9XrhzeYvk4pzaUoqyh3ofDEpNaalpGI3oGzf25Bl3kbY5wxbgxGCvajD1IEneZ6sT66uXsHcoWA+Ym7mGfadNSNzaZxKY80/S1K5phTNtC/l+mrtlH6fFwHkzG5Z9m1MXzeJY5S+VUBHpq20XF/WWmDk4j+Nvsa2ooSvJJUMgtl8TIIxWsexKGcvkRyOwoIAE5y/hVnsBYYp8VuMxGHQPtqzATa1NG6vJWC29kIK1KNGQmBQfc9rSgd+fNLY3+fZYUVWL0E+4Z/GrfMUo1cMbtu8+eYakWcrliCzhV1tGqUUPzvjmng3IaPcmsVqy2NMO9SZQSrhS9GgiluGRZ+2NAudaJgAw0QLUIKbQZ+lvnvAeLZrLZR/s/9ta4FNLYZ87SVEj1LuiDKNV6zfWwU0ailZYHTAY6GdGbighIvz+/MybWEkTgNdYm6nuWWF8+uNc9WObzzOk9DyLiNz9ppnYIvapVwkYcHFzGvB9lthqc5KT3RnnHrpH+xPDcj4MMn4s98WRSgxqes1faekiC8Nj4NtgZvYIAdKxlX6ai2KVaoVn48balc+2KjPNuG1qZgFcOaRnlkgAf9uwoi6rjeJ7+Y7bX2oMlIK4OqkaTtqb5bzEX0ljU+DqXQ5NzgQipOs1epMEEt4XPZHDBsa0+DyqLUN8z3jPEwGM1rChkeBRNzjiVlftkYNDclY7ONFOHG24usrSdmKwNppnkr1zGqr9nvefvv+1giNaP8u2ZO6apjMJKE1slEglsw8z0fqa0rDQt1CyTJYlNwpJUSmuyJc9/Xo3yWEZV0UKXCN8IVhB8MT0XFKxC/bdwNxZPcCF2aqzLk95qLBbW8GyNLt8C2Ft4kwseSLH869wgr3MPdzGjzu+KpspRAoPSlx+xXC5Tdmp7zpGvV6biEZWOXlCyhpihTHMoX6YxhxY3BLdbTVn3Y6tpFsGUEM7snojBNwtvviRTEKEVpGmSP8s5UGMyK8CPUZ8MXod53q0tDVOes3KTAl8FaK+wwaI2kvUBdIIG21ZCb4gn/MiRl/qCsGnPBCSoOVDPmNjkQgCKYHmhYB8m4mhOiI29I2s+uNH+1MUqndszBNJWYJcKzGQIXS4EnMt6tg/h/oIeUjphPns6T+x4FZbpknl1PNW3LYmpu/EzSLZhp6kVq3zowTdyoJ/OAPUuHZXLtRUlvonuYpMubVJbmtwkwXzjABNuYPb5+uBk/CzzreBiBTNa2vqVxLZ21QyzvnZaBC9LWqOUeGUZOIM93arNXdeC4Av1iaVy6v5JrANs1gBNSpdnTWkjb3RwQiSbuaTND73UXU0Ox3kVFyO7pEzJT65oFpRCRSQyDZK1q48hy1mOZVfscb8o+juRTwhZvVPdgVGXUpudSqhDT4d3uX4jsdu+SfbTJuPmlia+9b5yDAxpoG8cs6fP/ASgNF9EqCmXg9wmh8TgswJ7XiCFUbDNHNaryG8MRN2O5+JKR2090mSvGj5t2eLrrnxM2UdHAGgVaAlfm9IvzpiHPmabs4MwE/GoOjONLg7xnba7xXsqLJ7pcYnjBHSW6M/OvsPnaxMMiFjR7Xye9E1ZD0b3aJcxlkOywkcFuIN3UDKidCIX83p0tDf9xcyn3b6wUGw+gW9blBkZDoWaCPTHgwD76ahcsiw5BWH9k0xd3TOs0xT2niomZfZ70/zfpar9G/VH6itoPa5tJdcPVECx9Pa5RornnLnAlwfbhHldaw1LzsZN/lEHVmZgrRhjzB4z9NkhNc9QsZsGe01mg36fPFMa5zlYvQSkUhY5zHPNjHPMih9k5garPJ+l3QbV2QhDxX+D2dnzmb6h5MpWdeMqPgT5k1ydNQnhyRiMI0RnLBzHIebivhTE4sDF93xtLXMauN9gfyYeqMFKH2nHXPWTziTRBw9llrtc18odZX2xfWZkB4ysqmLZfqUf/SGVLHRflySxohzYi2SLgZjSnXm+c2MlFam8M7pmWsSqAgnQ3SlWY/pMaM2A6VNL+nzZkpcukgWCj1jILT8JBdUO68gsOzltZ6K0yM458iS9JZuzSjPx2Zm27vxs3VDc955qc7vKg9L8qc+ZnKiHciqWBMAe5MlGhLBeBTGuvDUofoRPl8VfeSmcArpFU7roQdc1IDDlDgxzd1kWoLdVflhBXhYk3TVHvX+sXtlky29Z+LYAjywnPcwbLE47ZzlzOMxePqWt880/QlM04mOdPmFSmksFoZLDYLMDvuWqUZDgjAPz7Q7nDomCelBe071+soIAvn6Zptl7InYS+9NK455WcF9l2QRs6M1p7zIcdr9cZPT6TxFYe0u/cn/621WG8DARB/X1xpI/J9D6ctz/NcwdcWa62nPrmfS3A7FK8JHSgThXZ84tdgT299sj5z05LpnH0hGutkhJiGO/Z8lJkZTCVJHwOJ4I8omc/xW6775KyxD93DmjJac23WJ6mLlMgzHQ4VBCB4GcyAAU9BOi6xbaFdWxuL71Pqv/XYA+4uvQ6MW4hS5WzsM4SA72K0gvC/8XpxfAsG6kstKZ7KiDJlikNEWsXgxueYJllFkFXtCteV8SgBRjkTebHnj5xVSMKsmqnZIoEMF+h+jNcioi6GNNEHLRCLb+ki8WfXetrwoTGs2QOh087LrKGBmdWevxtwTCjp+Q4bwq9Psomyect/F6PmFeibhGrsBiPycVtuJdm3FhpfqrPUY21Y2aw7moL2+Fyw0mClU0ztwbtNA4cAp6lhXeJTbyRqon1yywx81eRLXPjxiYY/9xYZCpc9HVGQC7v60rp9Pr+IN2fPfTwvhlMMS7jrZuIfVDjOPD4pnq2JE9LFeqTGyEwbE2lzSeX6E0wZ19n398wMoLbj4Y43hw+5iC8AP87JODkEn0vRKiZ99m5eV15gK2tEYieGovI7IIkUbDR9TAvjC99dxNhmHP0mITufpClt7zwSt1YmpoosMt404tdO9TTvx3pSFFQaR4EJOGcpMbzWesKQe6bGPSp4U4Gg95kLyK+9j1VThgR95Yn08nmAf4EwIoGYUuYpFWR7pqlcHyMTRgz2sgBtPl2OweFvE9e3FiTQHK/VafMVc311eb/VfMGftBaA3q2fabE1CoyRPVtoq43Qq7eTaYNMxJU/n2AG7/Vkl6LTtKyLSV2jeUrCUCXIvD0K0aJcTsml4mkxHxCcc/Wl1DVkd3XVKktFknMt4lVnv++2kzHzAr8syET0wzHSquEKrxU0SXtqELa+/wWMHWrIoJlXgKS11LSkhWe7MkG167NwSxA0Oi1f2gc3iAKO7NZW6seUgPPGK56QzMVllVcKdz32CaR2PjfJtyaTHwhemhHxlT33PDxLtUN5p6MJaIrYSvVHAaT84+kvRAnkHc7hqRGRNCDyMCYZsn46YicwF5YsOsNJIlB0+fDCm1SMtlctLpKh4GQfkW8enGJzZvPnhYuR2wj1Z/ioRbTW0m6Z7Z2FTabOvLF0qht5pwJTpmtmlxXnzbKEqQnNLRWMLbPPj5h5FAeGvGVaLiKPk0HdLJKeDwyRZzvvWLfV27jWtQ7K7b3naHdGmc5jmzyjj+cpOUNTYnDaGJ2i9scxw7KPymtQrtfVJTu2rfdzyRHaGY20na4EYgDEJkE1gsYIAyVgYv2zV6wE8PM2FSwkWo70T+XRzrGRWRE1Q2jUZwLlaHVg1H+iLcEfNF3xTGpwiCw8rRDzWRCXmYyTRxwzKIsOdSbzdn5+Oqm79H2e9/RCQJzGzIRbc3eqrD0wJqhESLDkTB/ybfuVjNLIuK/w7yKA+eWX9OxoGOtMs9H2F+vwOg7NB+faSGn5nFj2RTUBZsaXEFrz49b2B1JWvn7MxJ/LnxiEzSi3UWo1ZebKXekGs7s+a8/Ng2/DO3k3/QI2xmeJPuPdJiapdbCppBQwnRKe4dkE7tTrFf4hsAzh6Zjo3dbeE6O1/pfxo7+eC4CsTmaOlOkRYjgS5TLP6sPCMNoCsngGTxPF22dDyFsbvzKCAfZbAAzNt1itQGYpn4uLE2R51inTLjkGqyySaNaTfi8Ifdz6piNrL7EfLYUzxDetO0o0fG3/5Pc985Sb6iU+dC6W5rzrM18ep8Th1RiVdmQwCzjlyCU3lep11DA0pUPOcbDALzT7kdbZkBqGOlKJ2vxldsCBZt96c4U9bWWesmPkmYTIv9Y7mN4TlXb8WW/3LMR1F+apzVSvAbwj/Jf5g0reupYlrBTJ33z9bBC8WcMiCVZ9TbLP5aCLTXcUUoRxNM5VhczQsSXSs2QOY5LVvP8zpWDuWwkgtr9fJqYaEiRDCMnl7hKz/N02CVrxhRITV3i2xBz7/s9qJx91G9OUPKl2+bI3C2FbtRlvLntRqHpRZhQPFwu54uJjFVxpFh0ZQy0vVX8Uz3MK+XLiqE4qV/e9MnRdKHdRVmkC4PypKtPQgEi1TmS/23d3O1MTCfPCA/KRn6958W2a6zgZR9mnKuJIEaTVx1bpclISWVQ0oUmmshz0w3U1wHr5YTtINHU+vmM6F6nRtWPyCx2tMU3WYbaiN1xtV83ElU1f5TnxGW7SRyGoR4lPmNUPFSr6SVWlcYuAoIDX8uPYm403m/ec5s3VF0Jth/PXzXpkHqbJujztIJScBlM9fS/z806bmNHRDoxS6ZrthUGmpR8n3mHpuGZDlHMmwGUJdhIJqPTsbI2FXa9JcgIx2FKHaZj4u/6TLlrKjYdnc07JN2SxDO0ndS/t6KXXkBF3rneGSWDbnKcSJ7NLjgywh6Vd1syPKHhdmIS1OiQNeZvPdcfSmZnLHuPZVmRuXwPyYg3pQBPqsd2amB5Mx9SbSshgLzmexVzkkrMu48EHM0zO2ZV7DXOE3sCFKPbr4uqxOA9MSDvEW8ixFPtnDJQUb49c73D9VnNaYkhj60v8nhJ6wszFPVEn9W1sviM12ZcH3B4pyF8UITT7l46rzChVS0HgYgL2XKEWe9PsQ4l5Y8gRlnfKPk4RcchfkMjqKGNAHNVb9hCUdVEupTj5kBFWVTjA21hscQOey4QTKX6tMDvKcAliE/Mlj/wl841v1jzkbCN5XJTuDbsjGq/uFPysp7vh0pysya+5u3NojRrXdBp6FaaqVclTadf0ZyLgmE2/uLtipjm76cKr5bnpav1Ta8vgJFLPeEFfuJ+bBTcYfDVdDlfqGqei4FHxIeNB9qvSjD88r32aqAWFp10k0JXka4JJn5nCCg7NGkYzFvRBzDviLcOduobwkRfBlfpYtdAwXgmQmG3PUZpmaRFr1eQqX5qQbJr3ze0BTdIsK5XRk9Z7nT9vEh/q4j/NCeY8KFMhaMb913A0LG7MCkcq9CRSkAkEA8PusvI5w5HXQXhVgzTr2fbnOgQsMODXMPUJy5T44RigbDJO+i0Y4vpb88lwW8Fjpd2LZiBypqn13oy6Z193UomOGsZ5SncNWFYCxJ4WZQsmDEjnIVK5jELPkfOo0Z2CJFoQQyQ3ROocTQysfzWNU/hWUW/nRLi8b4AuW8Ps5UR6WDF/jf4QKbMSBJwNgNYm1WpjmmrvN5+tMzq+nbnFct2kXgFPRoSZ0hMulKzhkY7mhArWxOTAtJc6/+KfZ0jNOZqbT2rwk1qUSy0FYrmB51S1FGBBYkHXVFPYL3PKT+4ZDKt1xx3vGOzGw0O9HUz69I5t0VnwWoPMVNtt3plrF3ZBF2dhniJLWq5jXiGluxv+jf5TdKn4UUppX7Q+Is+196bByM1tFp+t9zzjawohJf5sOGKc60dxuc61YUdxA85xe5yDfBeWBI1s6h7SnxkR7yOx1scyk2lq9auZFj5SZsFwiI3uImwL/FznwtbcymRaECqGMXeJ+Kto3wfKSnMgtiV1VpxXEWzmZvT8lzBNgThpMlWXY6rnAEbAAdG3aTYjdB7AMLOHifSoaS7V1ocSH3+mHrTfLwLn9nbbgXRaumo7ZvVt/jps7nOPnJbnvzz5SGyTT4k6lpqWJzBKdmhxlMuanlnzM0tz4TVSOC9pAlmpk5W5PhzxGZbTIwDfpl3LEyR3qrO1PZNWdwkS4SVG8/TBM1jz+1GeWYt0ieU8+Wgj02QX5OwJErLPXMK7YJy+jBIzr1HFkiJlptjn0HIFqYi+wWQFwcp54HTay1L//J2uUDo9jakj/+9DmTWnXYTA/JwXsBbN9OrtflmF91gbzV57r5DHqc445j5ApZQuBa16hqty7RN/urwyjMfU7yiPqhcEjqBKTKGkSiX+bZ/u3nQMHVaqMeK+Kp0WuuuEUXn/bWx+nH5mkhlPmJHsPFoMizbLhkzGf9kl4s4Jd6IQpVz6k6UoqDI4M9rp1pc6zZULjPGX0lxnL3NpnKwDeWdKDNM8BOes52ZquUpOj6W2KtKffIJbpb6tGo5m9KHyPHSrr01r1PY7Slmc+3B2Pkt1zgPIVQiTcPAB8RfL7wCJBiyWyi7S5fXancL1OefH76kc6OdIITJPGlUv26L8jHdwzYaV94bfNykUmyA0AYwQZilTVRtfSVtUBvO+B+V357Plzlubr8w6wwm/kf6In9m85ZKwaLLdnKOqKUOLudG8jJwcOw+/LAy1SfAi8XZGa5FFmav4yfWZaTU9hwWdMQYpSD3VRCvA61QoKbdBIDZhrf+Mv3xieI8Q/Uf+dgZ5cmKvIIn2FadGFFEyfxllHhhcu1b0L0qQcjojbcLLfH64ZFZrZxMkzzN/FzXXBcc021UZLJFuO4GcvivXda9nGtIcD+YajlzwWxIE4yz0FVdOA45UMpafVTM9Nl1t1QmFsSXPqMYkSVHB1+Ketp8lrVW9uYLeJLGSKr2bC70iDnJ2Zhe3+rP6aOtEzeE03s3M1jsJLGcMxMzS57Ccb0K5Nr+oOfBwd8bJQiDrp+CAVNvURftRAxRFJiAbQ2OTZ/cSNdxcOwrvwP5biqCxacNXY95SHn/O8bbPR02LVyPoEyK7BARz6nzO0gyvOk9lXy3KrbE+IdwOpFjzMc9tQL/0PWVkVOKsNtxJW6z/kpxQg16fv/czDbDVSyEHhcp9YZOt5zSYagW77QnRIEYfyseSjzdhPatKjKqM7JJKjBaYlzYgaBLJXCstY2szEUhpC38/SLJ0CgTNNSVs+d+ZS2aaPO2N3dp4UaTL87HgnC6xuHDDtseY6YG570CYHxWE2Pm1KF+5eV6bINLH3xFwBdMlwV+2r9N/bY/PgtOJ1LE7jtBwv2WWosnW9b4kWNGOH1vmw/GUIahAC93S1cZi7hKqnZ8ybu2RppGxwn6TQQgk/6biMbeHhBeiMSeRs7+xSPLVqwU+w163chYBeol2DMJGF2mP4RnOleYpFO+aXuL3K2vorKEwgL4knIfvlkRZU0sMmP7B31kM9JTWBaoUWjAKPpygquOY/DiS39VTUBOzTQvCu/Y3zlJSk0WDbTni7xXxb3g3jz47A/8w28v5EqMQmI0leS2VWfZOSm397wjDZjHqF6ZxktbKjdck6yWivwsDVRKateUJSEpms906HP9gQkyV8ykUGnMdnlH/HH3JEWhXjZM37ejal3k0K0nY0d+BucF5S03TqBMnv0HwzDHOkvamZKJXK/mZmdVumxAh1GcAvsYMzKNpbWEk0orPDr5TCVzWftXsrMnkNeoqt9Zs12makhZm1HUm879W7mzWOHLm2t5RwsjxTVFCPL9Wa1HOVgRna0JadYQWk6K+c1RXAtPSN+U+GSUcaQIMO4wIIDGtRUQ1AkN/Z9EWm89UT3jWhQLUCdryqFFrL12ZuRnttvoQze9fZO+FLnZ8v6F5qBDU8+NKLwCZr5SjBboVTpY7h6F6VfeWaJbku+An25+up4l1xXwm5iWc1679cCH8A96s0JlszaHCSRW1iS5qRp/4eAkVH0KyM5NWPyWzBJBdS9FKJKxHrc4vC7ZncGXWoxlNbcxPO62he06Zp7gCTdoiZ3zymvxHrqo6z3qdiXHqVYj6LirpmiSt+Hy7eLu9j93wwKxaOkhH+N/4O7yZX5mz5Q7+Yt3rilL286ibfpcs0lnmoYsNcjLHKmES/O/MHCvv137750u2tm3j6zrOkL+ppQQtlElgAjEdGYWG9mvOYsBtetEg/GzHvlvVyh/Z2uSIKmekoqRrLt6ntZwbPOmkdzIXURubUnCBRbn4EliRHD8mT2gqh8jxzN1IjBBbfmB2IKccW3VgeUr7x4Kl8gMz3ne96/RCUnot31USb4R7MqYWIq1NMDWHALFLnbPuJUUl9vOWzq+UwMTcQQZisKLASHWMSlgSMpaYp5IJX6nynL4MZ8+0RCwIzXxj1fQrueQ1UfpMpEWbFiO+7fOWLtqZ3z38jkHXpD8znnZwQWa7HE2v2YoJe/TTrCUvoZyF/pkvql6oNzXVy8GUfyZPllvqYI2R8qYH9q2zlKokMeok6VZVbOdVajYk/bTFqL/ZHLefHz+rs1WIDa2f+zevryvzamNJJJrJVHkR1tmlY136cZ4jbuGBfRteG5rMR5Dgxqh2aX35mtrpTiUfHhnwdwMbQoU3Jsr8nawfebCV5p/rgSP4EySDrsH0AJaAasJnA+BntT1IwT2BMa1JcirnyY+mC1iPwoYm4srr99uridhrJgT1uUkRT+xD5JUy5invu/tWY6jaxuMr8eObRyMk+0kryvJ4JK25qEuiiTp78JhFaS8N7Yb+E7SA7lOuiS9QLpyRusq/010eA/LUBHy9bj/mKk38qz5NDGM7aBoU9sXH8vQcndNrNnBadS0aUtScFlE4YLjfrA0C/Z/SIOFKF9ze4PU6wgv33lxndga/VYTTvv6QMiTSDRIK28PraZAzpqy3m6ks16/4SHnc67qc/ZY2S6bvpZEoDLbp5jD+bkgqYfR5pfh5TryqIDQXsNqD3q8Bz4wnPGgPs32ZxezkLFoiayi8yuaDRmN1sAap4xPfT0N01eqKODB+dxH2OKohvk0K7zUZUp3sBg7N23JROMJYvNuMwZuSBqm4Bhn5kjDldLYyV1Q9RBrrs822EG4JcaeI2p4NgEmxR07YFwF9fk93wzzwJlaW/W55P+lLIGqbEoUuhI3Yr6cNdpdApZHcDKhHoWS5nsa8sc1x7IM4SsYM7SWmqYisXYbtYO+dncHqyIo3Lp9oC4eD89ikDIqcNcfMNKRe+mMi0nlT7yd1K2MVEvQku6UZFUiKbweWLWWJldcI8Hlz5yvphzqcc82uHvOzCe8wglB77bCQkfkIPk9YR00SZMM7O5GdEhU1U7OiBqeF+Mvt7h0a9Oii2KNyJJ00f1SJeBWE3IxTGt4yrRV1KzbfBvPtXJXmu6YtDfcCMV3QaCqVHtJVZkTKolx8yVEIYA+IOGOUcil4THAKvCr+tSVBTgKrtaEI42Len9gPD3OawYpcTa40BTltJrQhAE1oITIJeS1JmpDGRFFiOCUEWBtSacsdKXhOvhcIxdj9Jj4NhLYGOGDGKWdTm6xem8YpCLcSswAv1ErV9A0ivDSZLSX4WnV5h/159KufkGxMAReF9YnwVrSVMY5u2BP8zyQV2BRpjkhkg6aM7VnuJo9DSwI2N9A+fHsF4kWhohfqY67xQHYeshDkgVGZWJi9bA3Y18niucyHG8MI3PK3FaOpZVtm+LKFtorbKz8rOhMhb+KM/laYJ+HhJg6PpQLEYN6p+yG05nK251RRFSfpHATKxEvAZVNVJzKHABHXWjATJ6LJfLEulHFiIo43i4V9tLE5wBnGG4F+G4P0lS0ZMAkrbCKWFjWtHBB1SgyV5U906EIUmXR6rjHnipQEdp1xDYLlWpf1SpnN0jATgpouvqRaI23Mw74sSIO9kxInZYlSYJrCshhY8E+0zZMhBQ/c3V3tjzFPJS3TRZXATwbprzBY4lCpK54tp4d28nylbtXwXTZ9nndvnpKb5xmwL0rY8oGYv5gz4wsduoRSkqIFpthfc0ImY+qS++zyXCOkF+X8JQpZjF6GBgZMURBaOZhuRH4jZ1MwK/KLmTzgWknXWvalb6OdSEqZ8baxteOw1j3lA8v4ZJNOBBJ8SGa2W3om+t94sVkg2ZzlQOSNPBHfHJowAZ5R0oA6Zzk9CXNUgaleaDdjtHM0V68nCLVb2ZEM70dxG/44IW4QQEowJTE9Fd/aaK7nTbt8axHPeWYsMk2eeWqfDU4woooyEyqW8WcdR3t8YPDVB2+xEQVti8ojfWTTJv0Rpi7SPu6sdsGRkdkqY7zGlRn1M7bPEESp5pofUs2csOfWKgaTCJ0/RxGmV5ji6PMUhTUFRl/XL5A55yEWLkLjZFoHL0GLfU/ZBC9dE0av2wQGAtX/dl/mi+KmpfMOTRoK7yZv61jj7ZINbnpA3VZLqu7WIatr2plpki7GPnhT+lLJmYKckaiunWPKqqGWGz/cPrkEKi5fhfRm5jdX0LxF4Ovm0mpSiVN5ABHY13oW9wm0STGnQMm+2zROecTKrueoqjHyanAHhILkzzFIaeJgLyLK5zZnLpJhX2jx3UuaDBe6Q8iIHDxz0jTbKwWMMNKsFSbX6EGrIJvPs8L2uE/Tpk0aHJjyzsFuFmX+Ag11/CWEZBsBp5YASgxY3jizMzKRhhf8yHHVe/5sJ3DNwwpQdhp9LCsef8+WfmcXHCXS5Xj76n2ocmFGJiHARaHlVg1ThQvJLmV4tIDj0hY10pwjAyKGa+tLbQxZV5oETZO4m0tg2dZgxlRXoWf6WgOnMx0aNSA8R7BqccnbExokoRvkzzPMviUphgfTufT4sl70GTgmBQ17vxOMbNSUm9h7pkmZOsP7/EymkYoaOj/GCNvFLTVjWNosC/zi2SbxZnAFpOHI1iLbmz4/Gxvk/ePf05R5CmisYl2Sd3M+/y0b71T9znozzmK0FIk7ooU2bQbvvrw8TkzQyQ/d6W6jGscfbmsuiiqgchtaE5TFYgeh2Yc5Oy0hJWfYifpWqzdzcjnXWGSHJ27zLohm0jj4UbNX6Xeu8dJN0zVFqAeU8Xu3+W0wiw3x1cWQaQ0tkWuz2FPrSoZD+Y+J5Sh1MflYMG1kKZIwEcrzB2JFU4iHCv0sswSucgQFiNmzkF4qIOgrL8ZAvyA1yX57wite59b1z+zTp8l+mrDpoYvkFTvt5so0EhHcuBFo4kE9n4VhNpb+4oU80g6POw39XH4m/Z6bZMQ9YOaRnsCMEmBPdgUQ3iGJXkka5wu7Kie553o00mSONaY3qdOYt9L51wciX+aQzQUzsosiJRqPqvFawjQBX2peGTObdgTmgM+mMkyeULSQ2KENacF2Y5SIy3VpN1JMqAvJDGIgkbhv8/01F0rl+ox0KRHEsdis2NU6Xpo3MWXup5u2KF+jG8G8TEicc8mzFZiB5CnvW5OfrVzIZl9scTTaonvacFaJUvBYOcE0RQapOZZmbSZMqb3lcZDuK+xiIfzUH7fJ2ITE8YXW81aiG7nBPIPVNtsW1pohXWS+MNVsLea0EFVaw+rFu5PkT+z7fK+iqTwLNVl7Fg0zGzUb84R3HG3QJi8r9jDD+UlJnMoZ+RRqmMkSKoRqvhvkLa4vbYyNx4dWhEYqMVACn2w+8DemZmnSCn5PGbskdJrBiZw+stKkEcNOir8dkz91AuzLY5xCtLE4VN6S6hgapfQps5OqxksAIQITu8Y/nRStCei7b03e4PJS7YHQbpNpyt7RXVCsyThdvxH13yicKAOR2JQc8ji+NFt3p8K5eurtlEpADB3MwhrSTm2zaXZit7r5y7Q9kxLD8o/A7BrQt1HZBXtRpEesAWbitUeTPsBjn5kfJ/Q1UieYUpiDd7G9ln5HqZztRYAwy7tjfjSz5yDV8qYYMyIex6qHOoNlWZwuFy2oDA6duUVoJ0UOpe9hqms3K+OyMfhStzuORGppvPZu2x9gZWrHXTEvMFvurPXU5tzNywzxvR+rh5NB2lnx48iZQYNnPqBZOkNuTk1QmZ+JRbmw4lhT+e3WUEKQSxAHgwO2FJaXxoCOvOf8UflbRlbohrQ8NRF4TDSXrmO1ElPtnPCXd+dimng/mVShvPP8+FMBQl5VTu13E7WUGaa8foWTLkx1mYZwEpKW81G2vHD9T9PqFWvI2Z9GffozditlmhMDAP2rEunZVAr6c20W5qLhK5nhL9POm6bUcjgljBP7Bvu5Tii8pGse9jU6nCKrgFQEl0WrJ9GExXVItbup4Dmlr2LbLMgM92KbLGz3pqaFeWVEAsEHv5riR08adSlVOskTxNlExluRHm/U6240cgsWcK5nnmxfgLnAX6BZKGVSojinvfule8n1ID2whTMtYKzJr4fftzXzZsOpDWFmNmEJLL1IUz0Jz6WSMm9yoEDF/DPM4TAOs+POqbTb0OrMq3H6kkrguBtgsibzigCjNM7z9MPX8mXMV0mqbgeuC+M3Vx+rIUqTGt2/oRG2w2BtA+C7SUkaDD/rA3SfeyhYziPgfZJKqndvAsDd9/G0FMAz2Z4FjfB1zGIqZxHswjg1iZoakd7aXscjXarh7JCgMs4EOaVZxfPnU+YpXiv3stn7cKY1+EoJWSXr3bg7uxQ1yDmCKAifjJkrIYRFufxiZzSHd6mwIxe+SULO1CO2KZWrnkUWWDq/TZXQR0FNKklt7pqudgmpYCHpTwvBNn/xxHbliQQWnhEINebU5j5aBVxOSbm8iZOwOrqQv5uOK30gfjdisjRjDeUL/xaNuphkt697TmuV4E7Ed+lvHZp7PhuH/lISvFKmHKwoarrMWihqOcXnxeoYVOionKaq01hRsJRNW85MZuZ2fB30RJsyfwa+9Djjosu0p5YUBT+6WZYZ1i+j40xgN83b8HPUFixJhdEQ6pdwedBOFXM+m22QF/M6li0zEfHLGeUQWfAueyYGWGyFPefwcWpOREnM0riUHCR3ABtUaHroa1HFZvWTq25wl+3A8CK2bK8EH8NnhjxDX5tSns7teUCWIOTZz/se1p4vMQHz9HE0GvGBGw6Hbv+UO1giGGJHsjlVtXinviR+WPYXGSYwKzYuNkA1hzDeM4OA0BxZ02wiaIyidMRvcbnvnWkFcaTMlqESCUtu9ZYEBiliatu8/oaOPCA6u+8mV9VSdsubA8YoYAW+oiJJkluek8logRZmzzOZ9m5qJ2+APlYcmSEA+SjJ9EyjZ5rC2BJmK+lF+MxJtfC7ZQs2tJ5tYw5IpXzbCJ6EWUsSG5tGU7evzldEEvPmaFmUeUouQImmejFcuAgfFV2H3xle5NtevV2gIpo0f8PPpqHMaOzFkhYgtZaI9xLRQLn+Rl1nFRLk9Zfx4yzQ39TmeFhZmED/Xl53oM2avswulFC3dUp+ZIJGXmtZc9GkWNN5H+W8t7E/3q9DqpyNK2v41GucIr7yTEj0w43TlzNNzTHU2vYWAAK75RyxRYhyi2JlV2QbQ32lv3rRXW71B5rBBAaAzqAH4nqnRLjPPB4DkaSD9Nccbk2QSpODm62x8k6yzbPqRpdg5gBeCkxT6bddSzBjZj5eFEMmCLd539NHebjyvMZsZtxF8wsNjUYtmFP9NXkQR7PNgSHnMtWDnwSHawThyson+W222zH6nnPd4k0IO2v8aLclZDm/sxW9SA4ckr3qDswkdvrjTCXPSpGWZoSYhvS48rvt4HvwkVsXl+ot1VOXxKSSnLaS3x8Mlmgw0D2R8fMJMnCbJTBF2fkXpFIYmOIEHjv2YEEjEWFVqunxxGhADny/TxOwUQ7ZGU5PBH8FMxQ4FstoNVw4vxPDd8o1OS+i8RJwwzzcQIF2b+ACQ0iocBYSMlM3Sf6mPWHuxE1Kxjdmk+uQ4SX0cTIR0wqBUca0WQQ9lXpzaHIHwIJpxNnPojA8yva02Ttmki+Zq2kxf0NzHUpAX1t3pnlNRCDPpOvZkKkl38dmZ64ETCBTFHNEDYCNVBk7z8g0tJMSncpLPj1jXXwvtKO25Ep04fvAkAnGzl9l7hfM0+UWIbz7AHr6OWDcEz1tlFliBzfza7L39PyFPWlQxBNAsYR4dAosOay533sNLmiQ1pTtv+a3djTItIARPe7B0SXsscBzFnpVwpkJg5J9bdad49gowMDQcgZllsYmR0xSfQzhHX15su4hVdBoxHCAfYUGQ51jecKjP+gpi2PiJtJ1NZJjwJqZdgapJNiRa30XMQ3foVk1hsmYnBhav6jNdKSVJ7LL/bG+ol54xgjT1FNzsXGI4AEp5DjkZZJ9MptRMi1KKoySpIeRYY1zKKdNw6zr5ggEOf/geOgO4wpMttkJsxqYo5SesT1SI27YbDCpw01oY4rtOpCe/EZfpPeeBp/ShHFO3I/wh7b5KeFLuzdvsXe4+kBX2byaCMLlvykwnfJcCLwfcW5gsGXDmIYtd8HxeDnMkwm9J9Hw/xIS4MbIP7nmxBiCXuNeGLdxUZW6A7XQeOQsRFvyTkZo5CUTAgRAM/8GyQF4rW+163WA1vpcziu0MEk5x11jrux3jcmqFX9vAK7J9TEyTxnXn9eR/GPvqDbI1dcYgFRaZJDDWNQ3ANIrISq9LbUPOeoOmyKvJrEe92wgag2AhyhbBs39yxoFyEVUEn2X+T8pEtNP8ZGIhApehQp+wqY46jypzMQ4fDe9t5eKRg6QWTswRP3IPAUmwuB6YAToAksBOSRzmmubUmbI3jWTKAHs/ntZagaEMNtEr8O9Llc9HKkQCE3pNYjkyOi0MU22N9L2dLECqIvPGvGdCB8W5cJLgpiZ1nSRxQIcKeFOD68L8Fw/w+4Pawzhjp1vO6gW+jwXAuTMhPPzsIYc3ZK+mRJ+8oyjWBxeP88ea+KfEhzv/n5yz/1bwh+pKb3zOa200ZUmMeKwbnES+8PzOhjQdCp0lgmRGfYn+Ka1wcYDhkfMDyfZb34uCnV7LSozdrzNQGybsBxMTWAVwnP5QjHszac/H0eSzDvb9W7PB/9mCBdRbx8wc8K41zPYtSXKNSiRYYzaJbmXwlHBRb7eUrj0dGPlfECJ6E+6WcU9LoVvtl5xPDb3KR61ai17ka2/+S1ZCTiS+cAc76am79MZtHHpdk5n29i9aR4zo0FQa77osrfYINMRaExG2fzqGhjTJJpJ7/+UgSV9yYRPsh7d86h0ZpxABIvGyZLuObMEcX0K4Cc9u+3xbHjivI8JXVIpHNJwywtvHDZRsu38TQdg5Q9n85mzXrvsMktb1fmeIxZzqV0gOmzjBs1jdt1fNYbG/Ar0UJk9rq+HNTggNAayh8cIzzCZ0rDfY1NC1DEejZmhWl5ZoeX1Vd7zTJYog8Uyp8LBGvRFhS9EKpxKJ9Sb9ENuHQHqaTyZKEESYDTWPpvUh/dkv09LgwENl6B9GlBv2Cca9mk66NNkAM0u0aQ/oUEPkbmGJoqU7OY9SOV61BuYiYOeREYs0rFwnXk8Y/BkLk37FNdHe5sBzrPtx9RcLrmT1O8yvmskPA93xmPRoHmtYc48+T+RppX309mL2l5bsuQiwoj+DF7y5ccsXnVG2ATAmIzJM4ul0iTCU4bLNKyLcrmlIfHW9WTtMyT/umf9853qzdpgwkBzK1JGnOXRUWe1kJhKZ4TNrPddUNALYcxT5qQdzlTnLmfCCgqaMF/OvDXnO4w+aW1rVr9aHWDcO5y/y6jANKhFo4p5ErAa2CswNFmO+MZKe7yM/4A7gQuxf70/nzQj/ZatnRL4CMCUCB6LzERJqFamCiEwYDyrIieA34lppgzHzYmaBFZOaUxj6k+FXjD4aWMN88EfY6IpGN0CY+7GWfredi0RLprFhUayLPU5fAahoNTRYHLYF6uMG+05s7oyDU7OZJa0T71kD/hvzfUsrW4MqqNCoIb/njI4IYJiOtu8L1U4FXyPHb1pzKDvQzgOCveEhuhO73dnnNA1Uz3jcCghVmR4Mqlamd22Rx2Ad8xW81u5NAhuX6Kot3A9Ph974DeAcaoZkXNOzNBFG1S61gq0M9+wmX0Inxp5piX/UCqd6rWGifeV5yZxPoymH5OXrAvzAROFPg0GQxoMwDCoffNEmAsTT7Ap2mBAAzA90wmNT0f8HX5Vo9PTEAFGVNEC6E5BaI/k+8npKZ2cntDJ8QmbXo3GYzo+PmZzNpM0haJQZOIYHNn3dtsT92MB6JAamryReZAomTPtm0nnBCho4ksNITwI+ZvgKCvSR54be8aAuJrPDnpDBR5gDsU8aGlpSf4GQ/4EIzgcDmh5Wa4P+9EkEPf42rI8t7S0zAwlrq0sLVG/PwrEXpJfKgCdmBA2jMs0Qa1S6DI6QRWqvAsw5uTklPb2Dujhw4f08MFDGk/GtLyyzOagWPO1tTW6eu0qrays0Mb6Oq2sLAfgH8350jXroj0Ie6DGwIcnxdk/GYk+76Pf5VF+mnCgPDuJ9DOzLa8RP4z01YyEhV6Lcjkl0xoFuBa0TPrp8rLljK6+nWolWoSJTfhbwh/6pbHdUxybYrtp4YluVOh5sGM6L+3PtF1rCBCyTrWNBI/2W/DvLOYpnsVIrHr+2WvwqyAoRC7O5sT1sQGFPBdY6FTUcETTKBaeFUBHFPFICVqJENY7Svhhmmf3+d+h4J7E5hj42uUIlDGJ+XooXGm+UOYKkvuYRosRFihNJzTE5xgmjj2lHQY0VDwIfNhfGlIfvtYQQOL6UD+BPMAgMT2hbihMN5jFh/1pYDQ8q24qIrRV4xE1vVWMzWM3Qp/pkMK6ZCxIdi1nQSoapwwn2TMeOxj+PTw8oqOTQ6ZhloZDWl5eDoJHQSmgb8AMOtM3Z8aXtzeNF8J6ZR1LlrVILupZj3XJP2G3B1yn853gxlwA66JQOo2TWV3kK5Ccw2B13LtYxgkcuDQP9ahI1mVT541HMGyDSSU4QlAmQ3WARsxUwpvnlmBVpyHxFSi3U5IMz2oscMqFhqtq+o5MVLFJW4PKGMrdVPtbI6Z6zYNpxGq0KI1jjMxuJPyMMCBoQpiQF+If2pjh0pDGo1O232ZAhr/hgJmc8XhCx6cndHwCpkW0QJaV/PT0lA4O9vjz+FiehYkamsWzo/GI65iOR7wzQWizFiVIH7w0RSyNg0aHGQ6Yq8n1ZPo4x49zVtS/sTP1EkQgUi9b3ODOW4gsk6xntlZFZtoRXMyw6GVmqNRnTGC83GDmR+8BmcmaCOMZ67U9P1UNcir1xjVvmsE262DAhks8X2CkwMyiDId9Wl5eoZWVVVpf36SlJTBZYLgAkFdodWmZVpZWaGV1lQZLQ34e+2A4AMiRfRVN7xQ1aG4QRujjKa/7051tevLkCT19+oz2dg/plPfBmAZgAFdWaTAmOh2d0oMH92k8HtFzzz3PY7516zq99urLbPZi2j1vy13TnDXOnfkI6bM+cEf2oDMRicIcQwyQjTK5wO/Xw47b0of3/QXHPBki4M9SEj/bw7w5is0symUUS2XgBBxiaqtMtf89iwhvscJI383FflacdQPfdKbTuUZqfgF9UlPO4PsS9nGh1DWgUbxXYhWKb9TOsIHlbI7Y9NmdH/E1a2+jaWKb3E3wZ9Qa+f5HLibR6vNjklcojjyua866Jj4veFJTEonAySwkHC3CDq9OUMmC8OjfAzyNteBATkPdw7BwQH45CCK94FPHZRoo4IbxGPiR6BDCydMRHQNnnxzTCOZgwNuZNH8yhS9XmFQh2O0ehJMq+MQ45dlphQ5LAx55oWdy/pywzwR/sOLA30CZqxDEyv3Zs8BbgSFbMqGkXAMDAiHdcChCR8GjYtnCViuMh02jaHMnljJYKzHBB56CxYutnMyLp6/juNVk0GklZcBRc4P/QS/t7e3R40dP6NGjx/TkyVNmDoGTUdf29jbj0hs3b9DWxhpdubJJd55/ThmmKJxTkiFxYZj63Wfz7ewYrVciwE7XIy0p4DE4JP5mhvvkivBUGZPo/IzF7S0YLqfm7aalNAG370GoY4ZU5exR9VJbbZGmucnLJk2uJ7Uk2o0qAPJ66W5a7gLBE/6pao3CO5GhrUqBZ113QywqnMPNXFZ0IQxUc9FrkrkAhINE3W0i617fCGYAEmGdjNDGe6dgWMYC6JgYnE7p6PiIDo4O6GQs5m4AlgSm6PCITo6P6ci0Oepcz9obPMtaJNFMgKGZAJgncyuMkgMZIsFRgMzAZQrGCUyXOxj4s4AA5jsEoMTVmYPuiGVuxlRZmwYo8vlsAAu/nIlmLqqLEy1BbfVm3DMNg2czbDaihNrlY3HnKyHSEkLOEIn9gTECEpE1R4EGD9+BHPqDYWCehDAEkl3SDS99AFMl74BxliTZzATjumq18P7q6jqtrq4xwlkeDGl1BchniVZXVhkhHRwc0dPHz+jZzrYw1cfHtL9/QDvb23Swf0A3b9ykO889R+PJCUsGGcyyplAYL7QzGp0yY80Ug2ci9LtnnGT+202n2pmm8ntea2USvaBFLOQztz1WynQuUjkfndERRhqlMZEyFuDsxZknLkqjBG1ePFs+KmxCzLHgg1rgc8ooJwRz9nypjuaT0q/Cw5FuMRSSOnE03m/iu8DlF/uUwL4WE9NakVtnh53SriMpMgYqwHVXjTx7VjZS6wi+L5EzEpzgYLZKPpKwytYXhmtpUHLRVgosDfPKxL1YC8hvETyeQijJuNWCIMm+A84VQeQxW11MgMeVKIdwE++Oxqd0cnJMp+NTefbkROpyY4s4VvxkhAGAXZJomxjHO7qRR+KCN1gU2cgYZMJGPx3eTC34fmW0pq6ZR8dpAKqm/33I1GhaFwvion0Upl79i9W6ReoQwauZ8fNa9GEuDw2XrEe/J7jTGEump5aWaBWCxMGArSLMAkT+hAHDfeBBtMVMF+NZ3BdGL/iN83zLwIWumTKDu7u7y4LGZzs79OzZMzo6Av11wriQ8WtvRadDzA95H5wc02Ef9NgpM1Fox9oIaNPiTAQxs5UI1+p0b9uZzczoHJz0tKnOdgKbDOIqVk774nC8N7MUt4usP/NoHc4WHEKVpkI5ybAte3SCpFs6UQBKUYPhiqcKGs/WiYAUcZwP+HUprYC7cjUCj/nqrr5Tw5XZO0wcAwCovw8Km7oN5BCZ2RpOy/HxCe0/PaD9gwPR6kxx/5ROT0Z0cnIS/IgkEpiaVrHnkPoCQaszEXt+kZYAkIOhGgdhBt5lwI2QBvjOjJNF/lLgGiRdApynzu7YSn86Zg2oqMMjgSzuhAHlOwpB9yg7uSYxbzLn0igNMRbcP5dOfv5U1ASmYCZTTVfW1ZHx8m8mmGVWUIM7WNOmMfQIO5gNqLUkkI5ZhgtSExvtKB3V6kIyYH0/XJeIT1KFIBpmqhQwQTsFbRDa4X2G74wglsUUcAjtkyB5IBbsR/hxBYaO1Eyzh3eWlOno0erqCq2v3abBAMzbEg3g2zXA/htxFEIgFEgmRfQK5I/YXhaWPCJ7aM5tfPEzVeTXzlnJL6UmUPEl3AsfRkRVni/+ThGJ9dgiV3sCO7GSyW3QF8zTpRRvWiLCJiN6o5TZCxbbBVuO0XJ1hyh64U58r9qr5FbCMmQfjinPakn3zPxExux+tr6V1XH2KsxkW9xAHUAtkB6RPOy1nqNc85coAAItpEJnFombQAtwbglBF2Xdjfhm7b6ECTo9HbGVBpgWscIgYWiOj+nw+IhNlxk3g6mZTOjo5Jg1PTBBPw14VhmcsTE5zgfIcHUyJvF7NdN6w+8Wbc2e83tCaAG13FCfYxZWFraJCDbxbKTE08fy1AlCBxi+Sp5U4XgJppW0G8G8PF4JyXwD8+TORaoNlY0j2qs0VU7QZJl5IDO3Q8aD0eUA1wehLRNE2z40IaZZYYggUupC04w7od1aWaalIczThVmGeTpw7tHRMQsWQbeBkTo6PmHGaX9/j46ODplRe+mlF2k4XUr2LvuFscBR1nwyhjDZC5Ft/7u937MDJVjIfGfPdr7La5afL8t9GVrQw2xaYs7NWagP9eSWNCWLIO9LfaGMEyarZA+bS9TCDQecMtCX2OGKFqve2a5LUZX22gIkdaZheZN7M5yvZ/ZjZr+7jSiRUBYYzZBYWRGdHELRCDBPoHa4kETsHeyLupymzPQcHhzyYWKgq9fwB2kUmBtUgIMujArmY0zj8YlsTkRbkdjONJlIniaxM8afaJSCFMbQrNohJ35POhaZa8tAnlouRF85kzZpnQXKMlhZO4Ym5W2UqVImIWYcH1eXJPfNSdYiJ3wzNbX1P0rAXHJFZqa8/CYLlGFjT2bEyV708Ass16ecQCJmUlcmXdsUgCcOsFHtPla/HANUrg+hPSP24m951io5lXWfTOn49Ih6I8ssr+1ouzZlPGLz2QLrpuYNLJUbgMFapmX8LS/T0vKKMFjMcA2pB2dc6tNoOqbRyYhOT8X8aW19mdZ6y8wwYaePdk/o448+pvX1Dbp+/WZYo5h40QymLf+TTyTqAKjOtYcnHqjnggkPO+KtOLccETEwpen2iXNrSWyVeLFtY5y4XdAJ5fPvpLbcLw5BpLpWXcAkaMqiXGjxaFvI3kAuB2LJ1oZLpmAwlikxfw937blm7p5cepsKAGaZwbXd8T6pIOgiLhdSe5z0s4Y3Uwawre+10qA6yv0u1dXozrSuCbPADDo+y6MU4aH5ipj/hWnvI1oBTGOhDnCwvscBiVRDBNO1w6NDjf7Wo9Fon38fHBzQ8eiY8S9wKxii8emYtUZmdgdTNvPrMfxg4xB8LMyL+X2IZF1g8mR8GjoZpPAsqBSrEWOhWNsY8JtLUesZJYNb+qhn6tP1yNdEGaXKUnoeJRVKst1CQjNEesDoifw927updxRHBAz16vmcxu8ccMlXNHZCAtXmWV2JJriyj1OFQLQCgLncIOQ6EeElcFsfAZ5goDFUyw729RYrEAgeh8aMseZJcKJooRC2XoNUGEM3ILp+8wrduHE1mA3jIrtITGCJQTRYHtLwdMgm7gE2sYBVNKMp4+QWaBojAvuVkueyqK9CALp1U22WAx78SOICYo/4RvI4ChGfW3AaI4v8d/lUhl43oJjspXBTUGo9j+LZGSdNS2HMUjKGxm/nANuQjzmTovC7svGa01Vts3HNE0ONMKvO+SztXEfJUr2UEESzNLVoOQHmv7PkXiGLEZlMHIJInEzp6PCAI8KBETo8PKTdvR0+DOJDNGaVfDo2C8+swJYlUWCa4DcUM4zjmjBcYC7A/IgfEWoA+cqZ6RUYhpzOnvNRRsckeAHYJ1JNvevMCMuzKS3MM68p0lWiIhxkMQlsX6vsbv5C4jipSFUp4hTQZ++G0+2Zp6xNJxVJtLhZiE29lKmb/Z51DJcT8cV7KbEVyT3fcd+3/Letc2QkIVkLyEnHKNo7Dy0jkwKlIysee0RHSh5GIqyfSGkZUcCsgYNdLKmfldiXL6+t0/FIGa5en548PqbtZzu0topAESspwxOyzUcNlEnOPAyo7Y/kGa/9rES7CsihUGk06xGAHoQFTvBkJqTh/WyrB4bJ16kwI/g7dPCrWZSzlZRJTveGCVzMPz4lOAS+W+GgS05I2WA2im0XNoTVXtOMGjxKXouRSTMRViSQA6xJIdZMc+SWs1R+z/ehjoOreDNrW+QSamYVhCZyU/wEVdNhdIMT7ARtOgfJkSilBuuBX4FzwezgPXweHh2IRuj4mEYjWFNMFR+LZYUfoQUd4oDaqqnhG2B44POrZu1iimwRY0VzFART8oLXHYWRM+thMFjXL43sm82pk5x5/GL1RjeHwpL5PWEwzN9Ffk+FacLkoZhm1j+r8NCIdWdJkjbrGSiz8HB4Xh+RMXu6U31eUH8S2MAIRdutzE7ZiU7wokRAjbPSPg8ZU8c+XWauib0ogukgVlRBF3yq/VyhvyFoFPyzNd9jL/iSr9AQuA/+VzDvQ1Ao9cECfhwurdJ4Co1kDCy1tbXBOOvw6IhOT3r0i/d+wb5bL770Iq2trwccmcCPqZk5uMjaJQgUhI5uxYJFswkmNJ1KmKM6DEnmPGjHxVc9Z3jsfPjiREpZnAVbxchIX1xwiMxe24B1iXhoMAIFWqtb6f7wV4UgmKcXfp5M5YsikoRoj3xweEhHx4cMfAGkIaE6QfQ4ZWx6DGSh7dEIZ2CCxogslwJscbQE4FXfIi4x1LF2xElUTMoixl2MRnSAUX8i3FSw208mwAE7FwY73dBGzKcZu0NX8mfnCR/oAWgDQXSTZLaXGlnTlPQWmb6A3wrzUSCxwn0jbkwVlLzna8oi+anko9Frry0rmZBZsJAgwrFAG/qOT3gduuKCltj47YJLRGzjSVES9pO+Z6bAigGnE0RNPKbxKL4vu6pHU7UJx4Vrm9foW1//PkvjIEAwx18j8GJgDduTzh+t6udBrbBuFmPCoNwnrXB1mJlMJAYCGk36FurKQsnmUYNKGoCvCoz8Qy85nhTkHhmQxP3fa6XDP/6CY1rmXE/vScXnI9LEc4A+gf/pC9GrwJ6oW2o4orZY/J2mEKfMEHYbf2SYXC+Cu4FI5+GLyWukUn7cgI8PCxGBe/cP2GQO+FWsNY6Cvy7+xFROaUnHVEymGtnVpcdgiw7z69X1ZPN0889M0l3EsMwyRTHKquBj83V0+yMEOUoZzoQJyqe8Mb/1QB5CF7Th37a1NObDbEPSPeRfjYKjENotqbW67IEpnLoEunYKTMjr/JkTJUCOTxX/OmFHwgDAL7sx5vhuWBcTUrqpCMy7vR9gg+E6C7xh5oJyv58wyZgb7CdIHqF1GdDJySHRge0FRPbV4B3BpBCMFrRWYKJWaIiIucNV9i8eIpjT8jJdv3qNeuMpHR7t0+raqvTFTDiDRqevYthI7wQhg5s9E0vmYlkWkpullO4Lw8dmrliCJ4mVmJuzhnmxbhLutY+QbP7zOSmYiKkumHFKGaa0843BJJKfUmjR5gQU63N1dO5nqRWjuzrX4uprI4Qq2qjqGz6ZqaV9UYAKhgiOfGCU8Hl8fKRAVjbteAq1vUorNHy2AGIAblHXs6pf/Y58+OQEaDKhqzbIthnZ2dFsj01yHe2zxCvGuHpdDb+p+ewnRlD6JZdcYuyT7NXUmjldbT2gWTLHtt0Q16TloXBIfb3d9ljUVqYMXjR9Mx8mT1b4Tz8CR/w7GqF2CtLLzdkqdDatJlP6+HtmWx145QLz5OkYBswp5eS6hv3nA8foQ67NdA94k8bQQKGjvHnD+6rcC0Qp8m+YBnX/YE+0pBMIH05C6FUrQNwRdGdNlAacP9MQInXT6ESBbpwfjyhwSXMjO+m+18A1+yHjyWCff96k6AvG6dKKSdJlT2aMU5twUYm1RBNUQVTtGhfZq01cpLs5aB0ycm9moncDHDnsTb/ViB0jBNM3YqkP16BCfgYLZkJOq+YtXSx6qzUEJ3vUZAJJSNkhhIS1BkyMgXMRCEECH0mAIz6Pag7Xt+hxY2h8hLmCj65pgTz+HcNsfQ6zWM7/5024DQ7q9PWZUFfGj/H7JNs3jmgt0FsRvtqst5QKnODxtODXkvgv/NKxTbzJemAEIgrxbhRCFKc+TMaDNPdhFkWwNrREMNgUEqY0nb/p+h26H4VusX+O2GwFt7kbgJsL9SuLhIUxU3F/xE+DJcZQSaMa/DYJOC/MPvZ3jw6PxYQM4TxseuGm8ed/+udEvSWhPTkvVtoHKRM2+8NcRguJwtwHoigyhNxXU8LoOPiMmfjTBXHISymkOChEZ1SqM6v6QYWtkTYzk7kU6lhSZXf6LjY4hHCQBuhNnZ051YXORGCpPpGBQEy4vkDQ9c4fOberMISl5/rKDOCWH59G+lofUdTs2EM+HglXbZIm2DiDoIOUiqOZHItdswBnC5BgUiqJXMfRwdQBlMNVBnW+AM4gcTZja4eM4kZOozi5wON+StKRBnhkz5qTs9WR2oDLU9Enw+qTQxDnRyrOAjIECrJkbpH2NjHyc4A3+u0Y8EmlSUE7EqIa2SxpzzU3lHS8H3MyGdAvMPhyyMW3LPRuKE6inMdJ19QSt9pkibQtsouwH2bTSQWmyIaekhpeI+FXLkb+ieP0DHLqZM5IV8foEYP5ISGZJl/19v7crOxRTJmMFf3UOQoILm4kfsb4MDPXDMkJVXKaOaKb/0AgfuwsGa7W/QQCAgFHZOzprmYHa+4vsiEaY4czheAmkp8LEfvgUMtJjz0CCtwigKjm4fJMjrecbyGM8/DKiZbIJerj3xliNfghw1KCgaPnaR+9A2z+bvozISLNKLGFJl+Ucxak6EBhx3DEc3b7wQK4BEZYLcVCYBdXzB+NT/VM+jZ/vx17dmGbDTfDlzC92kzcHs9uvU+ylesD8WbzkWC2e55IcL+d6T1rjTgXD66rj+t0ygESjg6EEULEVzBKp/DldTn+JJWECC5xgf2IAr6Gmbv6GHFuGx8kQUzrJClEBoOYqIymsUKsSRGTOS/QsFE4S4qMqJe7PneS0i9u/oLQK054tgZOSCPpYtM1CHgzxdd+XLN2j61Q7a6BVz4n/LCuWdKMakWDFDHfdw5Guyv2TVCEveeJfruuptDJ2MvsnsBPf56APyKN5a2uHKleNFltC9BjOMrolWDCGFJKiQ904nObnLw4LsaJwTw37pnYa7ciqnkL1BUS/7JPndCg49MJTUayB2G9BMsNmOAH/DYVWCVRFHUT9S3VRhoSXBo0rZSLFSkHmG/bnhTSwH9Ptkfc5i4HRwKH3Naxr0xxwjSSf0flQOLywLm82mHVOTROPnKG2SU68FaSiAUSMCV/ozCpqZGaR8MU3yn3uVhC280N3UX9n9TPgQkEqILRgVofGqODg30acdSbEwbYxvDgWQ7fCfX8aMpMEfLQwARJgKDYL/MCO0JSQnK6RQ8bYJYaHQ+AAUhJ8eLY2nXg6dzluWMSUwVzhMw2fmbvagPwhyCO1xBhMwqKR1YiBLMM5nJwTS2N/Qp7XRDJkBSyw2+gWyPRi0AEQIMcMa4/QBR1ds7lY8aAzKKzTZNcUIxgR0CyE5pCCskOwOrEO7L1k7aMybDwrZ75CdIgk+hlUYus7bLzdft65gyfRMQrhGYNuS5M4W6JvkR6JQSg1Sl5nDj8uEYMklxTiAqFUKxqasC5BSUUrqyH+HNIIl81K0XTEzBmEmkpJZ08sZ86zZddiWx+hPgRrgvfJSok6tjf309C69saJME7dF5ToUAZqPo5LkUWSgUBaSjUaJbjX4htRtlrzE0WBRlO0p6daw/HwvfZtM+inKPY/jHTmCic4LupoLDFyiJcb4XHvt32ZyKU6bD44YDlWp2WzTPLB7gE832tCc3v8uf5brnoZRL6eiJ4ExHkTiRdAbRFEDKejk7oZAR8a34yAqfNZE4CIJnJnOYBZIBukn7rmQotVIgUmI3Q1xR+24gsTUD4nYzEzLvCwFKyL0hz1coi3PJJa4OkK7ymmKVlL2Ta/oxAlSpTH6DA3ScilxgZokEr5cobxbGNS45wSF539GAUGgl9CaIX10I8BX2+BP/iODKG0jSYSdjsEgOZzltetxf++efFT019pxQP5HA4zIMKeSPxbgEVnJ+wtc7CMieQ9uNpMJ5lUs365e/5sy1bXv3dEVVvSYKRGM2xs7PDAZs2N7dUcNCT8+hmKDSdcWk5/PEaeUlulQ/Ah71P94gXNPH7kzxZbnMabK+Y73K0VLHfNjupa8GFapxC/4zomhsRK5HsYYVD6qXNPHf/zvN6SUWo6xPV5CLNkvj3J7S/v0uHxxKyO9gvm8Mna4lEcoV7sJk2Is7M6RJnSXVOl3bVnC5or5TYruWYyKVZoaSmcJILpmQ+2aVoG4VmouSrOZcJ8AiRv6y/QnAbt8+bmi9JnqDBYJmmFvpeVwKH2BIpgxkanxrQkoMIwh3zD9+w/f1T1pgcHBzS6YkzYWRYEZOqYU1Hp2L2yCYYvI5nmaNF8QASgsWQgNBJ4C2vCNZ6adCjpeUBLRkzhmS6Q4TqRSAIRBlCfijJdwEuzrTeCZB1LBavK0KTKx9qWlxsIxBLx8eHtLq67MgfhONXbYGFgDW1vtXuzFSwt+S5yHx3Dcfqn/Csmpd+2bYzQZ5EDdI9HoQSqcQske7VCoOPxaa+jJJoH4OVcxRQeEY30VbGGs7UZls5K6/MQ5heIGKttROEgLFhO0dmpWERX1kYycyRBj2CsHF6Ku9r4nR5B7mJcF+SiXL6Cxd0wTM11INwJYp2ffoJw6eTAmEW+p5RLF5IHB5FG+GhXCMoKTGaE6PvZxL1lLIX3NkMTKDmaDqfzTlXGOnE8wY3GmaWbCGkCX3Ds07op34tjbkJwZF8ctp4NngmDG5aIvbQtkR/81YyCFjF6SXU/JHzNwaayVM48Z6t9Vjz9kVTMb+VXZCQMF1mSSNhx41J4LrBNIikLwjWhPCeMu4K8yARXpSWEbzHdIkKHm0+fELeOGclE0/QgQbrY9Afo39kZMZokrN2EhcM01zFjWpmsOZTFxk4ETgCh6rfnSZFPjw8oPX1tegn3WNuxK1SVyEP/kRAXYJf3AsNjtN43zfj8xSGS+40OCGjF+SzsW4W4RRBNzCPITLzZSTANURgv8OQcidX65gPo2v/FsTFqdzmTGikUVEqKUgfFbhh/jppnxk0ICwo1P2QZp0c09HhIdtEI4+C+BWJNgRJOCW6nUi2BairiZfLbyBMowVgwD9qShQcBVXipE6H5ixqIFq2hNg5l1FYwyW0OT0hnGm0a61NY1y3vL4s5mN2j7UKHDc/Egsi4RdVbzQl0xCj0x5BOTMZyYHlnLbjKUsTx8hAfizOuUGyxrEoJnSKkK2GFBe04BzFLfAllqChw9pmkqS5ivkxaWhWCeXap+dfuEqvvHpdfK2UUg0SthCFSnytOBQ+S/l6dPs2ckGJGZJJl82uPpFuFYF6lLb550zbVhO5GXNutEqdwbFB+PuKBBvSURXOKEZoONKW2lgclEsrqWaxmZ4jCBIcgZ3cT37pvzUhWaHtefxp2voeflvenmQrFxgo4wrzh+Vm0FDor6S/pj0CLIdJHZJdc2juo2MxmxvDGgOwX5DGCAEbRoZr4WOkOCBEgUWeNrYdSHqTyGrNzM/cHQIT0NQOWc6nXPgYx5oSbs359AyJyf7TNppguEnHhI4nbbvv5huUPOPZOFtL7U8QgKvXiCZDNbrWYJolXAXuhrASJtCwrogCTuUGVGZl0n2U09MxHZ1g7ZQL56FKeHQOvAEGGOaTp4f8LgudNR3KlHM2RDonWOiESIKe2XOwrrllvzThZ4EUiuc3YxblecnBGOhom0+dUrbkGApDJVYdkoMTeFByJfaZv4TJHSw7kN8QkfQMT1qwBqzwgOt0bH5jntTEVK0zhMaKgm60j8S8fL6YgZvyW8xIIveYmib7Sj2kiOKFacYoxrv2hOxjJ3h1uAzTY6HH40uRCeTPAhw0Q8oADxTH+txk5c1zkcEhnN8EhmnJMHP7ZC9hQAQS65SRAeVG3GRblDYdnAHbsyCIojneQKcbEUlGkkkbScQAuPcPj9hZFCEix5arSLUQML1jVT9MtNgmGjlsTJPh+pZF+uCNpFIsLzEwhkCtoiKSsU3looOwja0Se82py21uDWfl0iuJxlLABGEFZa5BkKoqVYMdIDltuGBrr29ysj5mZOTU4XnMT8hJcYp7hrlkLe358yD9L7cUoGOQMJvTo0rh7OAH6bLXYKBkSI7PFtu2BQmVJMwbtPamfeacT5qdnaBxEx8u0Y5KpEWntFEElSJsY0iMAZd9b7mBPNC6wPXUasdqd23l8/GInnthg8ADiRoez/UZsHIIX45WheS4kodM5Wo8HzGipMyxMHVOdZ/BGXP0Zq1VtNAWG8YBbKOD6EPPlwkzRZPKiN9ghIPPnpjjdYiLpfOvvwF/WKAjQgswTAhVy2con2uTv7g1s8/fn3P2+1c8QWRmr0JYGjHkwuqn4vno3mLrH8B8Zp3Rof3ivens56OvrGEhbzoUdnxGblll9gGTW8FXHOAEZ0t9RUGQnRzBpO6YAyFxCG8kagU+ZUd0C7ttpuzKHLE5NJLAWihvPxhzKTemDudNTZ6tz4niOGr52jWvJfw6uzR5HQ9QTXjUz+7bNfGplK5rAAhftyUp1bokgAySkQse7vWGQTPNcB/hqQeSbLw/hLBpwAyqmAEKPhoOltm8ETsS8PX46IQmSHaElRzF/bq3u0unJzt0cgJmR3IAeVgisFa1exXt1R96KSiJ9MPN02VxcSZcZCsOx5CBqUHC+KU+La8M6MrWOr3yyk0Jp6B7xZgaCxImpqtRk4Zer6wsJWk7emF/4hP7wdOFwoQJb+I8/BgHChMW52zC8DGdFdCcXlpjaQI0enMmxjDtLu4bJvcm8KIokDGCNBWFJJQezYBL0fTwgk31colsLnkN33PGKThz9op1GS9g2qgkrpoB8lm21O5enCwnd1H1P9tDn57Q9t6uRK87PKIRsi0zE6S5i2jMIUlHSEpn9tA84wYIM2DoKZVw3bBJKbynaVsCqxKJrqwki9sGjNRkIdpQOsWlT9ppWzl0SudMJUHsJ8ufambIuZ2idHt0CkRmeaAiFfi7J8z85tRxmikAEsTBubEvYd4DUFE/KA7mMFjmZxCWE8nmenge7w1Xol8QpHCoDyZdQzXpQh0qmUN4z0Si4nybhAkCAELBlbHrt6TMHJvPTzAXEKwvpiblEgFcaUacRLRkEO0YnSmNBDBZooWMaRLhAfaBmJqK+RuEBzCNEc0fo4aJmtGY5ErvTSCEUCIJWtvpGH592EvIdK4MHPv9jWjCUmVv0ppLZmGSMaXT4zHRCvweJPCDaGujNBttwanVm4jqaMyVTANMxBPYR8RJDtYx0ZwtMVqWbKwoIPKGNzJdKqpjwU9PGDgVKtl//nlLWi3LI1nkhbeS8TLp6k1ROGiFnGAzA2EjJAtrrGYsk1Ge6NZIxYV29rLK1EyuEyMjJ13Oz58z6UuEbKa59Jx1A1zXNR25CSfqMQMPvlpAn8U9IZI+R8RE83xj9HPTQ8klCD+jER2AQYL2iAWSsBo4oakKyvhsct5AgR+mRWJzLDWRjgSSF0bmEuIUz3NgjWDSYGdGiSvue1ydmbi2kDag8Xz2gMD5uvY3MkrpIkjfRNIe/YRhpi4BFHDb/GLZSR8JwFX4Y/CLJkM6OYS5+Zi1DgLfRhyiGjQOLDhwLyUnBF78w2JyurDAF1lyOJxfu0jhYnZefOkRPXt4SLdvXaGVFRGICyiJofENb8pvw72qUQxn0TNJRn+YZZVLUsPn3J+nlE4ErhKLtCb1EkzTmZczQWY8Gwke1fOuosYom9TnvW+/NxWNiiARWJgZYdezcKZw5PlfIpAyokKj3RjTwURCXmcJM/QHTKxAIoXkXTevXQ/EqBFDPj8CR6XLVHr4bclgATT29vbYKdz8ksbgrC3xK2ffHKl0Sx3J6TRJKCeJsayfWSLWkHDNS4tzcXIyaLfQGuCBgbsPHFkoLkpIY23wj3Lj+lVVrcpEGlMExMbDndDpyMYv9uEgRGVDX/y5nl2imZNtYGN2BsMVzjuApKdsbzuABG2JBkuSe2B5eZ0Gq6uc+A1SN7GZBiOzFJkhfneJGSc7uGZfzfM1AIEsRLIpDMaGiNWXKl8YIcZVq8DauCkd89ylRFLCOBGQnhEjkXECoY69MCJoL83vKk3SWC/pYuU6rZTUyJ5NJCGQXuKLShqDraU90EyuKOOTcywMgLQ4ACPEw4zMNMwFsMMjCwj7aUn+JxnspzBmpz6f6RM6ZaZ9TD2cx/EJ9WA6u79HX/zixzQZ7fLjzz//CkvS8ByILph+wLwHcAEaTkECErCFBQHqQyiOoTIGtuk2h16eb5Nb6RjVR0oYqQFNh5KMurc8pN5wSBONZsnTpTbljErAIMLUiG3zI1KyPxA+LKIZjVkSDGkuCE5OMwDb1WT/aIhjJEk0Jpr9+Ewyr7b/AOeqlfasdjDS0H783/4v/9e2DbUoZype45TmPPTaJnnSn1IfRtrdt4z3VrdnfiogIdF6OWWR8ADqT9OowAdGSX0qGm0EXy3Zy4hQBxwL3Mq49uhQ/Hixv7E34WfEQW9E48SmWM4XWIgt890VvwnBs4VUrrnZYubTayRVc4AQNni5UXv+vkR7XnssygsjA+x8dHLy2IISyW0Rjon/My6ofwWbypmVBuZH4D/wsgTDgI805lCZndCA4Qv66pT/P3t/Am3Jlp4FYl+cOPNwp8y8Ob58cw2vJlWpNFCSJTQwY0CMYpm2uxtWQ+PVsNxgut0NXrC8MG13u5t2AwvbmNW0BTYIEKAZhFoCqVSaqlSv6r1X9aacp5t3PPMUJ7y+/997x444cc49N/Pmq1dF7qr78gxxInZE7PjH7//+IL2+k+Vr1po0MmcQsyiOoDwvBoammVr/+TEwaLl0qtvtNtxe7Ezup1R25QBClW1raT2WOldOYsgBUnWGJyz6TgWKPePf2lBT0yJG7EtDUS+yWojAGEAwwXi2mZGAAdkeVY6LLWj6boq8577M8yMBRQnyM9BpnF5hrJWje+sgsyAEDjnDaBQJ3E6abgsLntFdRj+Jg23qCC0dfxJYNFkiJNeOQ3VjmkLdZiHdKvAIM1yw12aTPPi6XskE6SSIDs9xsgFK14Sa35v6M9bCTYSsy9ZuJedmB3WsrAhTrzYV+8M+Y1Mhcjt1x8l/neA1vYtqpLXNarCDMSm37cNiDdaUohC6wxm6va4I372DA6EP5XdsxnX+zLYIyXK1LBkCRmVt4SgtPT44hIO1j46wt78nThL/hoMeRsOhW7BqUPHimsaxYsCoE6S9hRIYgO0f4AEAUljtRCv5CzRrwNqW1R77iuwiOYZQc9r3buHMX3cL2fGeU2OcWcOJKVY+lGqwcQHZfhOaJeBDjPdgWMGXCD06OcViBaVqA+VKRQSlOkTM5pRQqdYRlmsoFMsE6iIs2sxPBQGdpEIZKJhlKg9fiJlhLtLrwLopAytzMDkjqEQA8RlJ6DEdVay1AvjgRxnP3955P8vpU0FbZeWivwprkULiDNW3jX4qEbVrm52+bEaZIi4ZhW36Otkojb9pZpZz5k1Gi2Zjoin630wtTdrJSjuLPhjNWVD+Bn56nM6HzZgYPvGJsFyZ2iIzE9Kdar0d7686blIEW6iqOWWuHfMqvHK11gSFa+9i1u3L4cJCFcVCCaWy1tEJFtyL+HZ6PQQBM8zsjTYWB1q6qssfne6yOthkUkQgUN1xu6/4cSObKFDHUyV10cBKJAYjG1BLMMLRFPP5M463aSdAdSamoS1Od8MY0vKcJKkAJc1I+lSJq2lIZjRgY47Fz2wtgs1qCjyWzr9GTjQDaO6dF2l7XxlY30jDRTKTInAP1JnUCPtywUJ8/d2YmlA1uCwCQ4cfx/Af3axull1LUML+0O9ZNh+1lac9Fz2i65oGBWt9B0PjJA1JtKOkDbbXoMhb6lZmlskuy2CI+TyBrFkAoIWgGOPHh5ibhteJes1Erb05+4vZuX4i3/3aZas0jcxzUjP/QXDi05O93pVJvkzpYlOuJKejLKuWdVUug82yiU62ARSD2pBr9LUsP/Th5Oa1/UyapVInlxCWNYCphE0lFARBwfYb1PfquFCnlyplFMpVINCG4xKsZMiQtTfShJxOTREFlDWYSWfJBBd4iyZpL1f1kKmj4ppOYJh+hsGSUJjtnHlmbC/vAtvGu84vzjD/HnOlknk5xtz5L/lx0c+/ZCDs1GdOd0vViLVXjL3p6oPV6QpckEwWk0FkMKhoAxAkSlG0BxEbDF5Mx0N1siZTdB7cwLh3KJM8e/Y8zp/fkHvMZAHhsjaYNxqNUSpXEJHQJGTmx9io1pGRx8hcU6l3MvVIrn7LgyqXGKfRZIfZXE5/wjkzKz3WzLR+z+C9qV80sF3pZzoaCeM0vxNYugsiJkyZ8tpksJWNWteABMEzKDif0c56Ltahto/1MkTbY0D1TNGgqcOoVComzW5usIm2qiDWaAAXOumerdC0MXy3yIIA/WEP77z7rlwkEjDQoGExmhVOu/t7uHf/jlMq/J5GULc/wP7+PgaE23GxMCJLZhB6nex/FCkEj946vfQ0g05ysZIUup2TKX50az1TaJm6tl4oMM+f8ofZlxW2oWzvpTeteWo8dlkwM9YP8ZxM1MnQX6twtgxieELDpDLp7IhDRCFaQalcQ6XeEmhaqcxsUAmFch21+gYqtboIRDpFNvsjtTsSWZLnXg1rg23VOg1j8Jl1A8eGY5ySjNGXxCMJY/OipU4+WSNBh/hF3iZpEzbzcDlHyVOZ7qXNFqXZsDTQ4rlFycLx5mWjq3lDIzsWdWHaJ5hT8Vwjs8vkcmTWon34nXmQtTVsZMpf28mVSAwDjSrruvJiuZ4CWNQxxmVI9I06SJaq1dcftj+RgQaKILcTc4ECrg3OzPR/EPgku5kzkz3GG298FfV6BeWKZiRVNlC50ykndLIoOH466/fjB3r1TdDHRh25PulEcU13OgPJVBXLISrVsho3/BX9PVOnYjNUEk0ThUbq+qn82cXF4mZmlGg8SgaJ2SKB/KoCEMirGJj6G+0XQ6y4MTTFmTdtCYxT5rJWnIowCyYrgUEXie7L9+qih3NNopL783Q8gWGbFZq6Jka/K+Wy1PDYIa6UrVuiUWLqm7K3io79aDJN+spl2KOSOJ4VCCqPBIrOOt1eF+fOncXa+jpKJe3ipfTcCvtVHcKosq5lXWMwzLATYSAlixYDkANpCjvSQAHXKwMIJpKua9pkc6lnJeCTlnOKpkgmbnWrPY+FGTMzr6XQ/Mw1kX+MXGEW3zLRirQysCGdo167xA3ynStzbHMKEngzzyL/ZYBSdLP8q8FKbXWhGSSFtL/XAQqtaVJda3sLFiQjTth5sVxDqVIVO4x1T3ReiNgIymWUq1UNXFaqrq2E/jGgRAfIOLKiv7l+1JIzgGFEdGbctbMyv5DqFiXX2KA3rG6gEZyXFbF+TmrY5WQURLZ6QYxkcx3mQoUpNcz/aRPkY42mnIDlnN/ujUSzJjZwVl8n+zKtTowDzr6NNqxgr6MyPNI5sKQYRreLLkp0sqkoNGtdtyk6xrlYeh7OJpE6TnGMwWCMyURr4wgHpYyyLUXEFidT9MMHKOzv4ebdeygVuW4Y4K6gxLVUKqFcrojOpL5lucth+1COVylXhORFeqZNmKBgYJEOj95vLZ8wED4nIlQepJ1La4MkZpxC5pM+p8mfRXHE4pQ528I2k7cQYMeuq9fFmng2c+XslRWf2xNnnBxBBALU63URrkkhI40SnVBouvFKSlB+p++TuE9y4Tj8JroubRfE6PQ7GI4GIqR7kpXqi5MkjezEIDE9W0wxqWVgUSMx6eWg/aZs2tjUknjBP0t1bSbgGenmXy/El6Tlc579rCGbuYY2kqxkE5wmbyzT8HSKVDCLY2T+1Qg2TnVI1IdZHZP5oeNTqjRQba6hWjGZIQrWUg0hM0K1psDeBPpGp8g4Q34Bqzg6xulJPRdGIIh/44rd0hmZdB2H3wBVDWY/OpotdM6rIFs2suJacxnOJfaSggmprHUSxKR1HeW8Obkl42cLTjCnvB8syhCYuXlHzj3HxPHyP7eGdl681VcNVlDPR9Xs+2UJTNNeEv/6f/7P8HzvnHz2jy//MvrhCL3iGP3iCL1wJP/2w4m8HpQm8r5bGOr3hSHaYV+iX1oIbWUPRZY+R6QVj6Ih0NPn19UhyXlrBJNySPp5sQatrGuX2xRd9JRF1GWE5Tqq1boYGg9u30Gne6QGEXcXav1V4DkylknPOobW8RWTQQJ0SdTbfulgqBJdTWhvBcYoPBNaNyfKIPSyTwYzrvfABDPMvq3ypL0qDpo1a3IMzqdO03s0uO7okJdLznGStWsgWzQ+6DgrciNroDE6X8RQUCq6hrN3TcSjUWDdfg8HR4c4OjpCt9tDkaQABaBaK2N9fU1Ijoio4LGYnWWD7kq5hHgWYjyaoN3uSPDxqNNFp92R+kNhNLXQIgOZZe0SnaRAag8tZMdKU81k6TLPSFiPdW/eYcqRQpkaoUVrNsk5ePuySAxrnHqy0gaBxFiy25reewJXNzqXQUqp9+V3kh2y9bzvkTMkNbcm6ChZdAM9LzFAVEWl3kSlVtVgpWzDbFANpXILpUpN5ZusK9XxAkkjyy0ZbcXg4P2QJnquc57hVHMaUD9XqLrL6NibV/B0ggMeGDidMVq1MbCBKHr3J2lua+t388YxF9qRZHkBPX9fGd2WRVXoh/O9wvwgYXouC2aVTj/lTNk782zNm9G1CZzaOpTGYTDHIlmQOFcp8qHkHiQ1PLweph7OQOdVFcYoSZKgIsFGOmFvvfUOHu7eRYnBxZAtQDTgKGUQDDqWmD1kRpHsfYoQstlr0YGs7y4oMoivuaToFFHflMoshdBAA58fm1QhbFFQUY4dUW1ekSeyD4UtCgGMODe2vpn71qyULaPwIdBpeF8S6/YJsfzgUnJrKIuTCspH0YsrO07M8tCLTHChflM6z6kyxoTUN00jif5WazUpFFX2l/mEjY1y0IjncWw90/7+Hn7h/l0hapAbIP8mGGlipxWmYrDbhspbd8uIsCmg9CS2ZhOU/Sc9DU8azA2v4izXMPZvivcrk64XMU6niM7RhP8ax0jqjE4xYyTXX4Us638kKlCuolpfR625pg4RoXDlBirVBkqligherdUgBI71ZQWNnki20PZiUMGpECxTLBhl4YuM6pmHeK6nlGaP3JZZIeX6ROh+1Cg0fZqyVMySik+YV7K9NPwkTDaSq9tnHIvU/Z53KFKC3/zSdzzs/pwAO+HIpvydrp+PLXhz9C2QTDrNvvSSZW7+Trl5NXvL5paZi/8+9fOcBcxPrNPE8QfvfBtOOvrBCH/8o38Dv3j5bc2kCJmDZRnUHmdh0VKRp1kLxXEykyUjlUTYh6NkHcaGGt9kjVhbefnyM2g21jAaHuH8maZCEbgLDbZKhZpCAZPVYJky3XFN403J+rjgQBYGmZSwuRmbwnW9nGafJnKWvbDz5bSqCLKAwORaZGCnT8cTGwkpTKLoXWbQZDk31texf7jnvvdNSBowymhqnAi/vNmXC4a84PDoCA8e7AjkhtC5Gus9aSRzm0KAnQcPsbt7TxrECmOaCWASlspoMZ0kqUGiwSMN2bX+wrHJSgDSZ7NLaKvdnL1m7BJUzCyxxLjLGpzZF/PG5nKjJmOQOjYw1gyxLsQ4PqzrFTh7EqDUz5PC8yfjFKkVJ/YNsz2swxFDtSh6uVKpo9qkw1NBocS63QrK5aYEMYNSRQpDNbBCfVdyckMM6lkg/9orRl09ts6hOD2+PDT61943yfKnKUzkdQoi531p5VUSqUnfA7NjXa8WlqWB6wSboHorWcKLLvgxN0JEWeJy+LfOBllz3PEVjpQ+sVxJmh+nzNlfvj7MzkdJgCypiT1mjP/zF/8warMyfuriF7FTPpSAY784Rq8wQKcwxCAcWzXuejnZg+gasVeCBEWq21S30F7W7WnLx+MphsFIMzMpmyGxSbRul4FGOlom8BeQv0CzmesbZ9ForOHB7gMcHO46mLIGARXOR5mmFOnm7OVzBjM1pSSJmJLtk8rrYWCecjg6aD6E3dYp+3afJkaSi+15T+Zqp/qx+ffFr7l6Eo4T4QMUsm7C0hg21qiHLe52UeFAmlhSkNfrDbQ7bZFqRRZUG4ofbs3vSf99dHQo6TQybGHGIukIwyHph0llPfKanyVRrsRosTcjWY6J9ZxwvPvwn+wToOvWexTzrqGTMjatZ9nHDM7SyxQR7kPqZE3jG8rtx6oxSvDHdHTK1aZEnyiIK7Umqq0tVBpNxRmXqwhLdU2tS7ElBa6N0lvoVCD0F0osah5a6Xdjz8sa5/obOVPzpCZ4deO0mGiP3opEyibZNYuLNRjYFIls/rmmdWUmp+Q6sycuS2JamDk7EZrXXDCrr30xPr827Nk64yUvM/OITtPi4TtDx0jr4/ZkGgDq1VlEbZ6/4FO9QVw4J18p+FA8Y0bhtbU7+Ej7Mu4X9vDfVf4nNGc1NNFAA3U0Z3U0UUMztn91NGJ+VpfXFZRRjyv4tnuX8blLr4tDr0XFXp2Gz+yVnZNXV2G/TxweZaOzGTUJCdArm40wm4xQKQbY2mhIpN7+z0b5Lf5fY9rqqvgwA/veqATTqDlZX6kYuVuLJgKeEeBihBiDOQVztNfYW4ax76hlDNJURPap4/REhkHwKkmPlvjJe8kukeLX3G9tBh0I8ZEQAmT2I3BQk9GksWKpujlc8NRpNk+HmYAOjWwaLaxFunXrFg6O9tHudoW4gfrW9hlkIFJrcAgTNbBQx8hga3wT2LH2eXGWt/nOmS3+lchGVZJ/3UVSKN388+npDPMfZ6xnhq3btTVWGpjU4KTUEtmgZNLz/JRGootZ61OkA1SryX0uhMwItVBprKNSZRaIKA3C2CsIy2XMwpLU64YCg2OQ0rKKGdiWabyt0LfEkJ1a2LqxcG32JwWl9mpK9W75OjHJsDgxbksDpPFnUtOdvWtOciylwzc79diMfUfJ3WMvVaWv8rJOmci6ZRlNbZKu2fS1dhIsTYieVhpzJ7esP1nOpvPxrcUHcYrS6GOXGNHvf/Dmt8u/v/f2p3L3Qn1EREa/QOTGUF4P6FyZv3u1Q/z3H/pp7JeGeq2EBEv3Lb2YbAzGxTL0M3sdXesUCZirlJlJY2k/yFuQIH0pLKNaqvJBxMsvPIdSaSYIivSVMNnGJDdkpIYNQto1al6n2PasU6RN6u3vco6gr/0Mkx/09TKUeihDSpGyFTwSl9NynBqNhpA3+GwaYiAYRyiFTzZFzkL9PRqZLFIgBWGdbgf7h4dot49MxGusRLkRqTS1r4NABFQqmsJW+9R6UjCvOaCPk/RtT+cseYW2LgJrhYkvODwv3m5vexWIk8S6oxmmIyohdZZkUT2Oc2SMQjpGxUoNtUYL5YpC5Rqtc5KiL5SqiAVnqo6RjZYzfzZjNk+izgGmBsetp2RS88lFS8mEJGqRaRsieAfTcDa5CnOXW7J5NtLh9mmcF9+OcxGCHKcpb7F6SmHu47lYkbdP/75nfue7INlZJLfbdkr3/MDUykivIyuBskx6x43F22Qjs5mZpr1IY3Dk7MuTjH6c70TDpf29q5ezG2vcZL/6jY2b4jj9rdo/xl9f+yF86jP/C3HsmbrvHBzhK1/4PIJgihde+YDgk6fjCMN2G7v3r+O/6v95/GejP4XyjOva9Ixw/qktOOXzqLUMSYG5Pf3sWk0MDK1cSnDSIrLkuR5rgS3hAfFIomdq5CXsP8abcTC99BpTkItP/5x1w6XW0r1LPyOpGRtFk1qMOY+OzMAWxyUn64wqG0LwXf+n4/SHjYimAjizGMViKIG/VMCRTVodHDkZ3IKoC0JWarWaoe4fS9DSfp8icWDUlpkKwqZDoFil6xxjNO7jxnWtGeaaJEOlME5OFcqu615r6uaHXUtJcbUzfr0a4ZRlnzFifds3MWqSQJdfS2CvgI0I223ViTK1voZpUgmQZojGSrRgM0qnRXzk+vBZaFyNyIy6OEilcgPVxhpqjSYqlRpAh6hUldogBiiJ1ohZEW/JYTwHcCZtJvi9nnFk2A1TNobHHie/y/iitoTO6W5fAZksX3KdfXmQQIZ9OaQMopl95gy/euhEssOtlfw9+0Ty/qfZoyRutb/vzPdzusesofkTT80tLb1zbMmMTsnbzG6aEb/+5PN3792rJBQ8T4f9TuGmCSpq0JGDFa6tWV3+TPR7blxbv4+/d/VzSh7nUBrZyXktrY0N7Exhb6ZWByZzC4wzw2dzJPXGTGyQra/IcnYhW/M1msk8zjn8aqfqenZPvrtejm3PQ0vkrSlf1ujjYEip7Htvv/oIKuLGNtMVcjjvu1N1nB4+fGgEWsIc5lJomWPZVBqjWxzv3HgHvW5HGuDRUbI9HESw0zEy9IypjJKJigRk+DAXdt7a9R9r92HGVElGskjU+kkWjJXn5s2MjCO2uzU7myvEzo9iPcrQfj8sXC9LZEqEcK2Bcs1A6aoNgGxyxQpmhZI4Q0KLbbJBUkckjpEpurVZNKeAbR2XKcx0Rpl3FeYe8gReqdfdCtVk4WXOIufE8q76Yxpqi36Y1y8q5ZSZIkRvJxbCIcOFW7L7nbNycyZxutSE6Uas74VJu9h5muMSWHiq8/MkdDLrQmSPS1am88++jCisYBzHWNse4e1X30BYjvHSN38HItbQzQJ0H97F3o/eFQgBRzkqumJuubc24yRYas91yYML+rUSRvirhDG9sYSFxxQrk92TmQEbiWfUn6EzcZpIaezRMRiFrHTr/oWiQZzGz6dr/Xwke77Dm726ScQ9W81nI3P2envnygJcF5nzaO1XdOqfjkcYJoPCNUNShtFYa3ArxbKwQ/EOCAOwDfjZ7L0XcKQzRUdrMmQfpL6sTzpGrqZNIFqRFGCznokwvU63jfFkIGtXGFXZK439B0mta/SrNl+WmK2uI0/ez9cd+RF/Xyha3Zz8wP3EcxKyu5Oj+GvU/iPZNg3YWeY+JaggYoNoE1NnZCB3j71sBV6ktbkkLipX6qg1mRlqiJNEp6jSXENQtvB1ZpDKmMWUP3R6TI22ZOcYqGQTUeMwzTyaayFq0ACmI/ew7ou0pPCvvX9SGahxZvo+ifp8Vz97j2wWL4Hh0eFy9UnWVPfh7N7nT2bku1z5oby8Waxw47M78wNN/m7ndrUsoGi/M0GEE0/g0W2Fe9VDXBxu4JMbfwS3t+9g49wFgZuye2v39kOgN8al9Ss4Uz6D6qSM0riEsD0BcRp/evTH8O3RJ1GbMNhCTASZDxVxJJfA1OlmzQ2LdpCZ+3a4rRtM6brAOE+mfQ+p0aW1xgRBWa+FkkvZNWkNUa/JgJF9uicDWUzZIaau1ws02t6c8w6v5xxbJ8uTY64dQ0qaqeek14FBonwf+7EdJ2aOLJ2vTMA4TopdTFOMW8eJ2z/cfYjdvYdS4zQZjZSD3kS7bCbJdMJJirqSCgLlK0na/Cy2562xbzNHcwZw4k2rwtINeG+sXcYb1T4cYjzQ/kaP5CAZ/CdpHYuMUtVbaLTWUa41UV47g1K9IYKbGSPlQiE0Q4vFB0KZYjHXymDjn7wK5yTnkcpymO+S65c+/WWC0dZ66AXKKULLfW3mlGUPsOlWf17mIFn3Nu8oj6YfsxVqXiO0vJFX/OQdfM5AdV8u7zfv/2Q5ND/HyF9lv3O7WfKr43aYFzlbukneDv3IXfoOevEd+Xc8GOCd17+M6uZlfNfs0/hDv/IKnt35QVycncVfeevH8fMfuIcoDjEpM6p7HtOB/rJEw0VNUo3QGnIIDqUp1QxP3qXwYT4q/JWMVlaix87Dt5ZqnLUdSuWdZG1E2aQaWSeQvNR1MZGupOcFAx7TuWsxf1kzgZ6sIZoK7Hi7SVmuKbBxjiPrGwJPx2kPFb2K/ydMrtPtCWNVtXrGEN5YnalKyCE17I9NQ2PW8LEdh1Dml7UPIh2gdrutJA5HitQQNjvWkUih9VDIGyQYQEIhMWQSHSrESMbZt2sgYZLLnIcHfbbDVM241wuH8/HTT4oVxmyTwWAHYeyEs08nSRuNx6/1DbT1hUDmipIpqrbWUKk3UKo0UW2so9xYQ1AoIyhp7yDNECmjqxIaMRvk1+wmpB7J5NT7VWfEC5AY9jk5Z4EVz7uZCopLoMapE7Yso+Zc3AU17y1kSnVu+r7l6Su/3YadSL5bstx9mQuHeXo1FRoNTuI8ZU4gb15zhAonGWmdnfdxoqUWRmiXyMx8Xei0niebj5/3PPsXnXKOYlzElQ98FJc/9GmBa9IRf+OXfh7XX/scrn7Lt6Py3CvCwEta71/6sR9G5+AWvnf6GXGcHKuq9DoKF9QOZu6u7Tlp3vvZHu0dZfvABQrnY5N31kKKPa89qehSaO1WnHHzE8/EOWcWjmeoRdOOUzKv7O/dW2+eTrylziexTtJkIukwQ7q2Kz5dx6leqyjLGyNFIuA1XUcqQ8kyOyVgiCFmkfRDYfqOF288GmA8GmrETVh+rNNkHSf/isQJewi9woyU8KF3ibGbJnDQa5WRHNZzNvdfi9yIJdfeLqPRFIOOUHQdO8juJc5RpSZZo+b6pgjnYm0NlUZL6o2mkp7XSyxN0RBiYp0d+oMW02MwpQmBQropm30OXeTITz86yyo509wTSLzSJc6QrVj3P1vEfmN2513zhCknuWO2sZ8tHM2b3TKHKm+kszMGFmiNXPfYZ2pgVsjouC0WbjrvOOYNd4kXnIxTkU/Uhs3b+XL39PjTTrgns1APX1FYpsLke8Lghvjyr/4CavUL+P5v/la8s32I/7b9d/GP9v6yu0+FoIjq2hl8yw/8UWz/m2eA3wAq7G0lz7ytk0scJ5HjhiXLBj+SmfrZKOM4CdTWRG8NO4PSNGvUKzYNBqkIlEXP2x9rLJ3JmYR1rPzi4BZSf2/nYjbwEA6JGrBU1FlnyApyY2ymi2D9S5oovtR3/oXwWPdstPBpxulJDb3SGiSN0Ww0ZS09ePDAtc+wt4f5AKlxKpDC23wqX5i+LmR6LIZ4+523sbu3JxkrRnOV+puwNa5TJUzS4yqkXYNqwm/sgpHyvW2iYhy3dJY0exZi1qSNFD84kpG9NiBmnyftsWJqfaW5sxpcdJIUsfHoNUdSZF5iOwzC1SuC2misraNWa6BYXUOhvoagUkHM+l7CF839UCKYAENDGJNkYt1ZONQGT8/WaMpW7jfmOmRhbX5Gya4Cvx+Mr3clsO0d1JLBuIscn1jXHLfNoku9yA3O8Ld526qZmchV00POd8Ln5pH+PK0SF59PPgvdguHVtr+3om35lV3tluVHd63zHqKAo84BRv09xPVNfPzuFfy5r/45fPjoAi7902385d/zU/i5l+4iKNdQXruI8OhQdBBHQSDs5k56MGLbeJqNPnyXJBsqsZ/J40P0hTy3pqQjTppps28U5VyZpCfyWZqHwFvcem5W9lhWO7cozJqT5FPCYZC0okme3NRM/dolb/g0cXMtbHj+DJYeYw+diuNEYe7QTsZx0tcaZXPTNEWtpA4vlYxT5eStRnmlZkHZE+cez+SZTQSM7zFmPUoLd3KXNAXlSh6mIpWR4MGL0n+KjCCVCvtLKTxCWPz2jubOm6l96VvEYs9aC7X1LdTXN1GsNlCptRCUqoKV5E2IyEjHiKMxetQ4NqZVzkOkbH/6p0WaiaDVQHgixnxD2y2VDM5imXOQzQzNL8FFzlTe+9SeU9vkidFVhi+qjzPuVKEl18n/xoe/uE9P4jT571IfZkTLnBeY56zmHysxpBdfK/c8efWEj+b5ZUM03nO2YKquMsZtk/SvcgIxyxMxJ9GSD+xaW1uro76xgV996Q5+7aV7+Hz7i8AeI2xaA2C7eTMbO5X+M0B5pnUDzuQU59w8AbI952lIuN19DnIjbApHsE6NRrkTuCQj94Q2qdPEiBj1QNZxyZI36HXS4IBlI0rdKm99uAJvO6+c65e6LZ5CUVHhb2QMmMx9tOfH+Ye24bAnE586Tk9oGJ0l2R2hli+YJstKDgHbj0x0JRuDFxGPR46W3jLL0imy8Pduj604+jg4PJD6O2WK1Xo87a+TJUDypiLDOMxe4GOuiH2uV5JdK/nOlQ1IybCwH55RHKDfm2DQJ7zd9Gp5hKWmvQJL0g9QgpKNFprrW6hUmyjUmijWapJRItsWIXSMxOt5BNBqacMEJgIqTYriS8DUGWeg5tnaQ3Wsku+ymjTnLJJvUs5n4lhlr6nzS+f2k7/3lT71Pso+934gc/HIMSytHvDPa/mhk+2Wfps/nGm/4Cer2gz5P1r9J/M7OMZZ9IPex8wtux6lAa04TgHe/vIX8e5X38RHvuu3oBI/h6+u3cXfGP1P+JHOf4NpARiLrAjxym/+rYg7nwT+IT9kBw3t9ScBSZKS2GCjg9zNExFl50RhYRuw24SD/j42Nr1hjdau64bl2hK8JPaCXg7PPveOkdZ3ad5FbXZsfuvJsPT1tj91T1cSQPLORgnKEoculXFL6WicruMkdOFkCxJWjgSOx0yNwt30YQpNHwoWxFarZVEgfNZEhEl0VwFq7ImiTlXiPCRX1Jkk6jvaE07Rsps6BW9bCzcrkmBBmr8pvbmlOLdKQhtREn6YFMsymsfGf3YOhEy88MqnUd66iLDeEjpRGnhTUydBR6kv1NwmsmWFpa04M7NKM8ilubLZ+FUjN1Yg+ypP95cgROfTlMc1CHzvxnzMwn2zwvzyHoWlwmbJPlPF0++La3P8WCSCn9wITq4cGMGSHh2PoG/iQGh2P/M7fg/i+jZGpDcNCvj07/zdwBt8hNjqYIZXf/LHEU+HCOIpPrr/mwH8VpRjiigbHcvBZnvPR6qPk6cYUg3znONkG+dZKuWC61WTZEkXGBxelCuB5S1ojJ13Ofwi2/kTce9V7hlM99xFtxAoW/eV2Xdmf/b8fRKDp+P0hr2uSf1v8lq+Ex1YkEiw9P1iINJQWVmnibp0PBqL3hKmR8LguW0UIZiOFb1he+J6UtMhD1yAIWFrs8PXqHO98DJOddZxsnrX1mFJxqxUQrGqfV+qpYoEJN947QbGwxXw7WLMFaXvEKF0JGGot7ZQbxGx0ZB6SJRr0iJDTk1qiFhPVMDYZp+NniXxgiU/8tEG1h4xvqUnz2zzVm86ArHNmnrJNfONMAnwpAIzPhOX+XWGLMjuaxFCPNGe7xd9pUEqHdbA9Pt2JfaMZOj8ciJPDC6nh/h6HP798TXhos/9kYmSOedi/hA241SU7EIg8Fvaur/ygXv4J/0v4u2jz+oe6RwVGXScYVYuoLKxKSQxMgu5KQyasJ+X5zjl1DhZZyhvWPs4+y8HWfVsPbDW/mtNYhYWLO8sN4J/zAwsOBWEoJ+Q0N4Zm88S1uS75RrANG1s5urg09vO/Vr6RunvTz3jROHO1Ds710ezGNfevYavvv4adu7dN13I6VQVUF9r4cKli3juhecxHmsjOr2W5mJmONcts53FQydmif4pttJS9urPeBzt/VRCWGQTS9Zf0VFTwUYBz6grLyDnHM1GpgDV1DIY8gehCzcLYjLyCtEKIdbOPYthfV1S/Nq/SEkXtI7BMsdZoKEqRw0MB2hOani+dxbP9s6gOi3ixy5/HsMiI9r+w5ak6i19d+IYWl/J+uC+FWQVp1GEfhR7FefCe5042z5lqYvzrJBa8Bd+zrFO4LxkTNSFW6wiiI877qJ9+Kp34W+faNQ+n6HuRHtYOr/gBL/JRNGSvLn5b851srS4KbNN13aEomnQGGLCZzQsm2+LKEzG6B/tYDrpALMx2uMD+a5MqB6pg6SLerqA2iqBbG2AA5TkwdOMHLGNsu13WntBylXThI9/Ug+evxbSxpUfnk7klgUX+GbXwlqs1PVOdpeGGyZbObCghjQ9aalbab9pw0boQQIV3vV0nPZINYjPkidZ49jj89A+J2Y7sw11Glt+EAGhqsUa4EYvRjOhOk9SGV5tsflX6wv8J9RrxWE/s0sqYzClZYAaOtT7Um9VKqNaqQrEkPM0zcpUNwuCf35ta/aojFKtqSyxZKlrrqO2toZyuY5CuYoZZUBQVLQG22QUgImEtjWwqNfKICRsnY9vPDl9qQYTh6XzdnrLZXq93/nZ22Vlve45XriBpyld7s/V2CY+1fH6SEs93gvnKROP980G/ztXr+yTLWXBedpDzn49vyLzxyPrt6zTfwKbYBX9mNYV/jc+THW5fTD/3RLdKpc04ZbkB6yX4wjjIp5/6YN48eOfBtbOYRoXcPlDH8fWxWeAv8OASxkPv/om9q6/JYQkhSDCYPQD8tuiIWyS68OMh40IWBs8p8YprSatvpila4RtxgkckZK9EalhymB0Pxm7IXN93TV2csxu7QcJk16T+myofZouv8m/xvMyzZcV6d9lwao2y3VqjpOm/EKMpzO88+67+NKrX8LBwYEIernihCMYDk7Sjd++dRtf/I0v4czZLTSaZaUVF0VuPDtT0yM+iXFGhAHIgKCzJ0BFw1okZpMs8YQ0qDSbUXCT7nws2G9Tz2CcJHGQpKFfYijlGdau5sgsmBGpUBnpMk3KXBNYU+LZnFTw/OAcnu2ew3PdbXGSnu2exbP9czg7WUvtuxqV8Pef/0WJmrnjeWZ6nMOWk+67nTPf3JTx8UIk77HOEwX2YV5VGGaPsXhp54+UMHaMYf5Ok4fd33bu2I+hfLIMu+/FOCYY8j4ZGafJe47mblPGreCYjEf4pZ/+UZTXLuGV7/vtKIQVYYfkuPXGV/Clt/81onEHAGsMxxjxXwCVmfQ+d/lYlQv2udEoqIqdhKnMpeQztRzynQnC2Gy1LXil8arUxnwK2cV8ioCkLeZ4qRYM5pzlmfWhxP6aFUpWyoxw7nrZYfvzuOvosl+GZMULiCTkLb6zlkopOScyUUxeFjsne/Z0nN7IyhzqEsnO0PkhxfhkKiVMZN0TeHu5iClZ5MZkmp2I7lxrMpgXCSycdUqFAjNPGmm1jZazDFF2Qbg7K0aYNXasrWR7SsTJd95akByMcZDotNFZUoepbI6v1Syc43hEPUq9aJrQU79OJpiMpw6SyHHmyodw7sUPCzEDioTVmXBKEEtBO7lfZjQ/GCL3AoHKEWw7kmlQla6+FgN4mdVk8qmegal7kAk2umfGNClOvtDXSWepHAbLuVdLjmWbwMo+j0eFZMMm8Ym06uIAY/4Wlthi2TGWfeZWXeqzjA38eGos36zJH7kNwU9hZJ2mx5roAkfbOPPOnzH7mxqoHhtZV2tVVDfXMUBJ2BzjsITK5lmdYhCgt7ODvetvAvEICCaY4nfJd5rZ1uBZoeBnnNT+Tt8slQvJHDIoDSKyjE1u7fPAZKCJ0qD8YoAoicmly2Vs8Ef3lb3MPlOfderS03NXz8EELQmZfwrWLvF1vufwW+iwzdabZ0AgxYn/uvJKWtlxisIAo+EQv/LLv4obN25gJv0URsZhMkVh9qgGoz0Z9LD7YILpZA2lkmmQKWlxpfSUi23ZrcxllDR+UEAxVIYhadvpWEFs8Sn7KI3U8BHKUho6CfRGjCvrnJkblxApJDcyWxMhdVvu/mlvpLhQwLPtbfzF1/8grvbP4jc2rolz9Fx/G2cn60uv2f3goezqYnwOz/Q3DMdzkur363HmCiLd4vHEQqamyZh08/VfeU5H8mWiQ055nJb4yo/SLYvyrN64bPHBVvx82a5OUo+04DDvK9PWLbf8SFvaoZ5X1sl91L/uwS5KfaBIKFyJrHi6RfvBPRzgOt0rZeaZTTGeGTryWB0ny0yW9hWMIDXPyWwhY9B8nU/yZxwTto1zDF/+A5iOos0Zaf4lkUhcOgsWF+bnkfc+b82koFbWYVtxbbkaKhdpf8w05tOxdPjGsdb9mmyS0FOz4XhsQAsx7jy4i7fefgtfefU1DPt9VyfAOtxyrYbtCxfw7PPPYSwstBZtkfTqIcxde1knz5+lGU5Mfxo7xogQgiWzfonSkH6BdIwIZy+Jni0Q0mP0os4HGA0molddo9wpg5DaUykSBi2jakTvOutPRm39HILmWYwMW52D5Rjlo4++Nnzle6VgsEGKAupRFc90zuBKfwNH5QF+feuaQ3xY4yeh6E4CGcn7+fYldv+ZG6f/elm6tFUwHzT0m3+c9khsITu9rNOS9xBn9WTOFnMkM/lznwdaLnAhU9fVmUzpkUEvJ3M4RhCt0PQ918mcu7VpffwogaPjOwdl57qac+uV/Hi/CdLkEHEBd27cwCgKsf7sh7B+6Xm9P8Yf2Hn7KzgavAvEQ9WdDGeY55I1h04aiF2rGQqJoZDswcbTbLDR6bgcHSk/VBnF5Ecs++BWam8zYEKZEkXkCmD9oQlaWhir00HJvZen3Q8CucCe1efe9c9cUqvbFkFfsyMJWiZ3LaEtN3MwfUtXDbqv7Djtt4/w2X/7C9h98BCz0QQYje3Vmx90Pc3JTocR9nfG2NxcQ6Nex2jSx5SMVY7OnI1cLSxBhah1gNg7SbJQs5E6WPKdwVnyXwPFS3G2mwNrYsdUCiUuq4e/9KJQpuDRpiDtPZrG6pB92/4H8D0PPyqfvdi7kDrVe8EO3i7cwFvhDbxduIm3wmvyfmfzANFaiP/g3d+Dv9b/T7E1biTwO1sPMW/fecNGzPMdHRelkqlncJny2eIFYBdO1kFJwQSPGzmyIRs5W/n3K/0goxz8W7hkyycxvl5qp05tZIS8UuFb4SrfZG6Ejd0mkoqm0Qc+/k0orl/B9de+LEbk1Q/qM3Xx5RfxQvWjuP7lzzNMgssvfAj13TPAbaAMbX9gdpMyZhze2qs50nn6Tk/ymY/R1tdJETurqIQa2dQ/Jvvxj555bZ2pVCAkqU50kcQcZy+7jlIZvJyaE1uj6W9vYRSpuqX5kJ6br4icp1mnJzpS8DtLUkqoWTHEXvsAX/rSl3Dt+k0MGXQkBSN1pTQwor6bYjgao314hGvvvoONzQ2srzUdCQoy0E3Llshd+GvF1g3TGSJSIywVtX+gR+qk654oDaHGwmymjedZ4M0osqAzOCfRu2rMaLNzs9Y8w4tOmOjwgmX5465JsMLnih6ecYsM7TB/Wo2KEoi8MjiHK70tXOqv45neFi73t/DM8By2pq3Udf2d3/N/wTutHRck8Q111kIoUxY/sGxi2SBPesw9g9koz3xMxDlsydNkv/QXQOY49qOMjHo0HTL/7Kb2kht8yfmld65LkWnpM1gwg/zfe7ay933+r+fqSJccI7Wv4/yvJbIuG4RatOXS840XzXg+gJpYW8vmbRwn476GCHF0dIij/S/gKsrYvPy8khaZHdBx6pZvGFbNqfR5mpqOuOGMz7oeioipRGcltb7+HPOyQW7ulonPOE2xkmsr/J7HnEyBkhKsJftSx0mFoNrdtqm1/GUdeU9PKRdCcr2E7MXXlV7iIHX1cp4pvzQmQaJ4+zNmgsw0y3J7Go7Tz/74T6B9cARMDKUBSR+MwhbsI6nKkzPzrRjMJhH2948Qz9bQWm9hFo+FsEEEtUS42KxvKsxBQrnqZY8SAgh9gG2azjpLykyX0Cc6I8HcCIc9T0UJjKPkbe9+5IKz6rARW/n62k23yX9R/et4t3gDN2s7uLtxhAfd2xh2e3j545/EuSvP4Suf/yIO93fxXd/7R7C2uYH23+sBfWBj1EhTOGcMKh3pGg7VcU/G0Ent1WP7yuQKjhFj+eez2oxT1uSCENIKv/06HI+SmXq/jnTN3mILghTCz3/0U5iVNvEb//QncaXdwoutunz3kfoHML1QxM985QB3S7fw0e/4Ppx/+1l1nGJbB+VHjJOFpo6TiT2nnI70HLJOk0ITVFnYaPl4OsVoMsWUdU4ZIzR9TimTauF95BakjtHAv61DynRrN1uqUeqzoGWipZ7ysIrJ7kcybbZG0r8Pc8yTWQKLp+OJ1Dg5hAi5xQviNN25eQO/9NlfRK/XR8x64LFFasxDU/gmGkXYf7iH6WSMRkMZ5AiQc8669P6z91nroxQeqI1e/fWjSPqpp1O1B5o0rzTH1yCkCUSaQKY2cDXRaxMLCQpKnGLnmaxorx5LYqfqyNCM+xPvfi/+4ht/QD7//No7eGZwBucmG8de093gAPW4ijpqeL6zjbeaD8y5K52wRsntxNLPZpo3dt74P+4xSD/RHpNn6hGSC2JugR+sSR/LZcKPcZqO1wbzM49XcJrmWorIbubhjQlU0cjWY/o/ut1lfE9HwPqI1ouZ3rEMZ+k62scfGZUxR6LyOPtN72qx8yTOiOvjFKJRb+LMhWdQbW1i5+Z1VNfWUV9TpNPGxcuoT86gf7SLZmsT9cYacFPRWQJ2NSdkIb92HhQ7rIlKpwnsa599zqefT+Y304ob4zjFgj5jVss11raZbq/9hs0uiR62LQxMSw7fSdcAi1mbikvWWdlnyDcbBeSmc53PLnL/NghKYqvEBnDtcUzQlfuW8JDrlXaKjtOLL76Mer2JZquFeq0qqTnOZjyd4J2vvonXfv3zS9z2WJTFwcGhXKWNrQ1pqDsejxHNxpiIw2Qw057Xaotp5+Md1lkyN9s9ZdavTz919ibNG3eWa95C+vwHh8W4UxTiGe5W99wv/h+X/xk+9Vt+GzZqL2CLDYF//Zfw9q/+ikQDzj77EhpvfwX7e3uYsLg1KOOosiu/2xg3cq5L9pzmM2d+p+TTtnnSZu4yZ2kV5+lRpMwC5yljoOYZpnPKxw+q4PHHslq4xx0ngVw96v7fW8cs+1zNvyXxwt2bN1CstvGJ3lX8y4O/Dvwj/e4//rlvB/Dt+HvVNfypzb+ISVzAkAXySPo45RHoy2Gs4emJ91zYWwqelzhNVhHQMVGyGK3hUPljAxm5R9YeL3OwwGyY1faYSp7hFMTAiC8XJffgu/65+DVQSQ1TkuFg3Ui6bsWqPrfnp+M9GArPE+JxE9wL8OXXXsOv/PIvY9ztqcPETNNxI6LDPUH7sI3ZtI7NzQYmk6FkcqS+l1keYba19Xp0hrh+tbmsz4LlEyCJ0eTo7ZVS2OVxHcV5UruoutOenP0328zcVhsm5zWdjuUdQxB/9OZ3uM8/1X7RvT5CB9fCW7heuIPrhdvy927hFu5Vd9G/HONu7z7+7s2/gh+Y/FacHTWcwaUHTY7lesulsiSZ+5IKlq6uS5O4kDU90+y3zvxIR4tTR1n12TvOsUpGTmR9yfd5xz8trebXhdiovX9Qn60weAwnxg2vVvOkMm0lXe5nOk7pOs05eJn4VRbZYB0nZo0uXrmKj3339+PO7T28/pP/Mz7zzHfimY8/K99/6zPfgYP+AF/Y/zlsfvx5XHrpYyj9/9algLAkuGDKALpQFhLr3RcLk/OvZzxfn+Soyz19GZulLrwwhmQtLCaOiEtsuPPzY4TzlqbVj3rPLeGafb/4iXV7ChbB8e2WWm+sTqRJ9li0nP+bEyzSlR2nj33qm11klo0iaWDQ+SG0oDvoS2RNql0XDYFJxui0O9Locn29hcGkh/6wz9yOBxNLKFftRUmZJfYiBfPvLdTO/OyYa2ANmXTmyY8G8xzZM6MT9t2v1sJ1NDbOYBwXMY5jVDbP48/X/xP8pz/xx3Bm0MBr1e/Gnwz/EqLpVBRbuz6W322Omx7byKL5eJ69fXCt835SyfMeD5m9580/nsMx/7CkjMJ/16ByXzfDLNIcx4UNsV/9xX/J6geB+xQvfCs+8/v+IAq1dfzKP/8xDA4fALMhqiY7MxHYDx2ncrL3hQrHRKoyUDZ/JM6Sxypmom+uRNM070wy3bZ2LqMETIZLjc70WOa0ubyZZ5xqgC5hx2TGIPEFPby3V0Mqot+wzRr6vPRdsMSlchyrgObv1tNxesMqZIHDSfZHSYS++pWv4Ff/zS9gOhqjQoKjetXA2wqoVKsYDgboHM73D5TBdTCJ0Gv3JMty5uy6tgQIA0wi9kuaGgp9JWngM+bqfE3TWx9+ncDhzc7tnzNmrJIxVN65ayaB+vg1wuJOeM9DNGZXJf3fvzn3uoO4/+HWn8Xd+h7urx2gVxniwd0baKyt4Vu+9/uw/2AHX/ylX8LLH/wYPvld34PWO2/jwS0NWp4ZteYDFG5h28lmGCxlGy/kMl8ucYKxMCqMr5+x2AjNhn9WHX52KS9D439/muPrCa3h1/JghcvhHKcgxHA0RKdziEH3AN88+QB++jf+ijSG5/jTP/eb8Kfxm/A/lj6K/2v8o4hIQmPpyKUBbh6DswZQKEPmoON2sm5Lzcak9ar5M3pTiGKM/LGBvbnzX3Jd+GxqOyNrOtgwiMe+vcBulkCPmbnvnM6vDY/+fa5uXuXWSZfTyo7TtWtvSlFof9CXglYK7MFggH6vh16vh4B88o6hKpAms+Oh4qb9eco+emTMioXedDwdYRJNXO1Rdv6ZAKwzMPz3y+MtyX5yv5T9ezkdBzeIMR2OUAoCjMIpJsEUpbiIYG+Az//sv0Jj+wqufuQT+MHJ78Bf2P1u/Pe//Zfx1Ys7+L4fW8NPP/h/4o/2/5akHDt1dbo2J830ofOyI4bm3N9mFbmTRKBPR0Kli+lM7dfCfeevuIXwpbmFe8zbBT0Gcvf+CKe//NxW3cnJN1mUdZrr/3FKCuKke8m4HZlXSQo9eaxc2GdOkKUUthSvBlI/MekcoMI6o34biFjgOkUchZLpHc0GCR25CQWRy9IapHooszYy6z/rQOX+ZZSAZp60MF7ZPTUqtSgQ4HDcmYBGSt4tvH9esa6l37Lb2r4oOU6gbTOe1GV47KPMPthtbfbd0lB7+3sadHgyo1SpCCsdm6rXaw0hXej3e9ja2sLv/oEfQLVa0X6CYShQUPY5JBvVW6+/ji989leWWhc0SjrtnqyV8xfOClKj2+8LQZLNJrnMZ87tTZymRLfpup1louse42tK72azqOnIv92tR0qLyXgoD1YBIX7h3Ov4D65/Lz5feA13/5dVbFz6NhCoF40H+Nl/+EP4U/1/D//7f/zHsd6r4TeCN/DXjv4BJnERYbWJBwV1nM45x8k7iAQekgfQf9SypApWKmVOYUXdmVXEvjHxaJ7BaT6PJ9cR1lBccOysvZWTUU/yMqcHaXs/OE0pJ2KBq+mObm5/dht/dnn2af4nyacOqoci7ty4jnt37iKeFTArA1e/+ffj5e/5Xty7dR9v/ty/xWzSQxz38MHZt8hvLDMziSXSy9PqZ33tdKCfgvJ1qrXHMxkcF3SMfZ3J8hrtT5fsKn2GPkt2ApWz+/FI0uTP1komgctFAUlvp0seQ4sOyTiK7hz9feJ0Hadb198UxWALTCvVIsqVKipVYDzuYlqMhHiD51tvVfChD38Qw8EIb7/xLkZDzbpwCH0pKQxHQ8RREZtrG9g73DP4Ry0gS130nIuRyj6knulsesr/lU3N2e3SXjR1hohg7zfRcKAU5THQLQ7F+akOi3jjzdex1Rvi6isfwx/41Y/hxz/+Fn7yY++if3AfP3bhF/FdD/42ftMvnMXfvv6jKNzvyr7WoybCqICpsGxpBCCd3n80AeqTOfpj+d6yyVJ/eBEHWc/puqv8bU/Bacq90Qsi+Ctir79WY+4sfZnl2Ta24H8uoOIZ06c5lu41065rLoBhtkkcJu8ZzOyHGWR/H7KGxFHglppJmk0n+PWf/hfSRI/sYfbCjCYz/OKP/jO8PLoK4D/UGqe4qHKBwi87Z89zcf1E7NG9vhO6lpOZsm+Tri/vBJn5iSLQNyP8gNTMFuJrU/0JhMBEx/xH+FilbjaWf/zmA968Mqxaev2CZFkYYe/oVB1sRYv4JUrokgo2y5ak8L+eIrVfT6Ncrws73RQx9jtHmE6YAZqg3mqZNhcxxvEU08EQo/FY0Bq9zhHu79xTLUxSrEXDyMF+f4SdB/s4t30WpXAiLLdZA9yuhsX2uHl6/Z65Ety1tcPpJu268+XyVo0wm83SZz9iI2sRKBHaJW0tsBmvoViqYRbW1TQql/EnNv4k/uqb/xH+5m//LF5dewuf+ecb+B+/8hfxZ37zP8FeqeYcp7PDlo0PJ6gS20/K4MHU4Epnwgia1IBz+rnKPLbH65Ncpym9v6xTsex6ped5nCP1uNouz7RfYHfkq+FHnokP1ft6Gseds1MbNjmS870zZT14moOkeVv6LoOsYsuqJzYimV4HlmUGccxgfoRg3EM06gIBSdoiIYYIgghRYFj1pAZS6yBZl2ifSwkIGuszOTep6HcaxB8KADFSxbCYx9qZQN8Lrw0DQZrtZu2kNK91jo/aut5Kdw5ZCv1hGHYTlj3TlFquoc1CJdauc7jsJ7auJ1O55b7zgj22Jth8mbS4PsFCXdlxeuaZ80kq3ngYLCg9OpyiUCBLHruhq/FVqxdRKgdorW1gbf1j+PIXvoLOkQpPDnZHZ+Gp9Fg6YrZJ04rEaGedSO++mZFxD/1ocCqKEi/OKmSjLa4/kBaR2Y2iyUiK7CiOe8ZxasU1WRiTUR+laYwP3D+Dv//tr0nh3uv/6l8gjgb4mdIv4ZuOnsf96VcQoixLkgJ8fVrDTrnnGLfcxVx0s7IrYMk4uXA6JsJmXy2CbOTK2xPMYGEIJ38exx3/UYe/Lk4vGu/tM301c0JZiXGin8cr1ys9Ui3TQh/YX4cZ0Z7VIjnv5x2t5JM/NPw+fGB0GdNgjCkiYf6ZYiLUqexZIe/l35my2w0jrMdaE1gBG2QmTY2yz7EB6a1irphzmcdrJ1knUzxasEQS5jk10Xwb1HEuj7tkJ7sPshfPcUrOyZRn+/IpdbrJhVZ/zlRCmv4ac9Fzr/H6ibEIT8eJxv7BQ9czkPU9o9EE49EAw9EIo9EQw+FAm0VOI3lPmB17mw0HfQQlU8c6gzRzP7u1iaPDjgQe/SFwmDjG7u6+QN0n5TGG4wFiyeIaQ2VVhSHD15uJEskGQjISzP+lfmbXl/fhbDJGKPuLcVS0jtM6fuPf/gyK9U189Ht+O8rNBv6T9u/HT37ybfzkx9/FbNjH/3bjb+N3PfxufP8XP4i/8/J15zgRqmdFj09GMJ9LypxbKkZ4CvL9OJ2ckoWngGZIHfj9M+YuwbzZlb/d1xOB0gnsr/TwYGPOEfDOJ2P7pLQX7WoL1SMjJbMRHrb8wc230f2RfQyHEyBgz0NapxGuv/oFPLh5DZ84/H1eHycTasg8w9ZxmbO2UrA9j2jJPN7+38zWOBmiGbJvUv4RtleQBz99zGRfzk1J7q39Z064eJlRm1F3Yz7okPgDi87L14sLmJnjU3acKqXMhaSjJFePoTIaGxpUZnCtXC0hCMl8M0atWcQ3fesreOPVt7H74MDtjxG3VmtLmKwqlTqm0cg00FtutPvPkTLqLYZbpQqrl0Gy7DU1CBr3cTQVh5D+MzNOHGtBSxf3dIK1QVVSovuNPjAhzGgq+3gQPMSHouckjBgVYhwEbZyJN7A5rovj9PUz3l/C+v06XKPSr/Mr+KiRwQWxSxyYtf6R6fP4CJ5/pDnN6MQIw9OiZzehRM9tam3+qF58Vr3MLlKwA4v/TjI9pmeNcuSlHGDbm+Z0DCTTXNAIIVVY88pHXkuyazEs0IeCLoM7PB2nM375c78gFN7qAjH6W0BF+iSFklmulopo1mtyV0PqEMTo9rq4dXOIaBIg4iIvAPVmGS+9fFXW1dtvXsPDB/sePCZGr9vH2noLBwdH2NxqiePkDAyL+V/U2s/2Qssd9knxN8jULFhYXN4+yKrlDCbqzrFQmyMo4pDN20iQhDV09h5gdtjGqNNBrdrCy/fP4P/7mS+h3+ugffcWZrMpfib8LM594Rw+f+On8ImAehQ4O265rFhi8diOm0lHp+x4SouyaGTv9dfHeL/IMHvlDPFb7rC6ZnXdEKSger9/9JvxzHQD03gqn2nAMcK0G2EaTNNByNEM03aED0XPOqdL0Qux1OkvG5btzofl+fPP05cyTNZHayrZfkAVaSJnLP24j644Pqsp+7A1ihoZnN8+m23y9pTxxzyIsoHdm4CrBEltt1frbJx2xolOitIEJp4jBeOY7DmGftA5TmX2XrH0phHK1RAf/+YP4dVffwO7D8isp9ei1xtgY2sTh4cHqNRLAtsxDBTmjOcCWamhnZ2yWGzfsz2B82T34FGqCgmGofjtFjX615rV0KzV0DxzBvdvKk15GASoUinKdaCR5Z0DI4TBgXGcGojx0Kw47yb5lufcIslEXqxmXDln5O/lZCMV3F+4UB9/zMcz7Tv7+Lw/BPwxgcYTJczmvn5C+mDV3Z6keHVumHWbdrwC/K0Xfw7XG7toTssI4wDhjBSrBRT5Og7lNZmD7L8MQugfv9fPf/bsq5h6TaPTkzbUpi6VnzmjTKbFf9z86JnZlWyg3dFJDMPovtK42l/bWJxs75G2+HLmURS7j6vXZr8amErFCOeUl43AGUZQ+1sLucz0aYvfAzbHf5fH9nZLri8bt9uaopD04EIaQbiMu0NybxgkHI1I+U20hgk8sr9RrYRCMUa5VMQnPvkBvPP2LVx7+45bp1T2R0cdrK2t4XC/I3XChLdK01r7vGciuJwPgwKE2PvOtB9d9oe1IXRf/vOTE+X1hq8WJAMqVd8FtEtar8ixFtdxOJsS34/1LuVCAfu1Pr70s/8a7XvXgNkA97GDDw6eQ6+9h/skk6HjNFpLeM7cSWaqlvKCpymEip3n4iBrci7vjc5Z9jxmkTbLppSW3959ymgAB232simrSgQHeco9vn8M81k26J279SJD2rd3jMn0BGyd1fVjzi9W7SnuPZTOxJu7NsmJtksapP89k++Vv0cZSkFOaB/367Hq+cfMBuXiBcQrzgFKEj+xV+OsAUlDcmQIH6x+cuzQqePqeeoxgyVOve+0pVLH7lplf5Z3P5R8SWaq7oWx8cWnMbvhJ+LenXbGSRvMaedzic6S+cr0X7KRT86nWCxIR3I9X1PXIEXWM5y9sIZep49BX2ue+v0B6vUGKqUKJsMxgpliFx1cMefazA0vreclRlNfLROKNnUqx+avvfVFZjw7IZtx2sA6Pv39vxWlzXP47D/9KUzxF3CmW0H1fFkw7rPpFBfis3hQ2HUT2AuYaXteMk5UKG6+Xu1B7rlmvrJOxPvDjTh+rKx8MqlkGwFx32Ub/H6NxmmZnFbg2JG6SvEpHsfPhMWPNrdFY65vgvd7K8F6xQl++Mrnk9XrnBxPyaf0EGVJOjCj70J5DJUWItE67pgZQzF1PubkXR8IlZ8px4kt6CR5HmvkPzRNtmnclgrFpOlnyi305784rp0N3Cy9pt4LBh19nZK93ikJl1O7nonBeUW/Xy/S4+trtJplj0jEmPTW0DC1eYmzSyOYi87oF2rKkAE4oFotKulHQFbWEC9+8ArKlSLe+sotIVaCZS8tBKhX6kLWVCpWEEUD7fWVZ7Ca265Me0mJr983OdlWt5mRvS9NvG238KKZibTQfkrJkD5OjDqGSq40KIxQm1WwGW/icHZfoO5F6TelE9LWU4QfGfkgD9YYDwrau6keVVCLyugV06gUf3w9rexkPXiyJENokd567tfepmmLUWVB/u/TRzzdkbG104GfBa9PPExQwnf6UkHdE853lbmsMvdFx9W5msKiRftOObEx/ruXfxo7lSNpEl2ygcW5oGKYBB1NEJLwPP7LBrr/4Jlfktpg1QXpvm4abPT6LZmJ+Nya4l8Yx0Z0R0ZnxuwNZ36n3ye9V1lflfbTkrojq4/TFzNn3dubYylinbeZlyn19me+yqvXTtYJ52MCWkZeMinkB0BPzXFynIGOIpA1QBMhenDOB/v9ScQt6RCshVg6oVKliLMXtnD72gM3wYODAzQadcF+c98SpbJ8BDnnsASx421kb1SyEPxsU17NkzUq/N1PJyMUKfhnSg7B0UQDUTREEAHljSZe3buGD73WxD+a3cUr3/Gd0uPqd/zYb8E/fOHnEdwmtAfYLRwIVmhz1Jg/qTxMhTevRZSwzlgyG+T2NTKb2nP2v0yoY+cPcJrRthPtKy8DJ/+mSoLf0zklRdeP787k4pznA2sLf3vybEHSA+w0deXx+POcKJObTya67blBLjXvvjPMc+adzcakfm9ol9OuVNpInYceYMGfrW3S+svZjA6bX0NlTRL/HBSGkCeuFsHsFg1HqSF95dJO19Jrn2kgaDNn8pm/1p9mnJ7YUHmaWIxyn5hlEkhl4NHemkaLMR1zUnbLKpdfsqMHCZi0oF6JTTiuPLeN3mCA29ceOhbGXqeDVuO81D3pjWZ02cs6pea2CLpnbe68NeGdzzHDxbh4vuZBIJR9Nh4hKNfke9Y51cYVXAjPIXquiU63jV/78s9jGvwBbPaqKJZpiijU/Xx8BveDhyL3e3EfPfTRQF0IInrN/ezZefOYb4T5vmaR9IR+XjA3cYhMJGXpvhKD05dPBoiUuY3WulxxmkuuoawSe+gMiCbbGNftLy/AteC1H0xyB/FPN6NLU7teYEPO73zBwfO2yZtc1g+wX3tr8Vip653f9cYB/uorP64JCdcoy95/H81kH76MrnVsszknyE0ZKRSSsmT7uc38z3LY9GJbFyztotKOk+815VJhzB0vMfjm0gKp0/MvuHWgMivHieD5/TgbwfRtTR09w2R73Fg5lM96Jq1p0j8KfjEu2KjPe86FicrwktqiZWHd4EUNSNtaRHNd0+8c3MdwOMJkPEU0URpglgr5Hq5/8bLwGnHmc7zhVaMJ6UE4Q/JuMh5LBon7s45TK2rgCz/3r/FrP/GTeOXbvg0//d3v4ve9+U34TT+/iW/d+Bb8pTf+fVSnFfyrb3oXQUGbd+4GKuxJLnHiGeUtav/heKSRjvq/H8c8DfTpOC6Po0gX/tJfo6dwWR+/D9b7dCQEWMmfod82pDrpLySKTcls/pwgTjtCFlet69r/m8dt+8MLQHn7U2Giha62kaj9bv65U/lkOpC7zx7h2bRQaPlLIqsp5ZvBnLv3pmGvVaRWUQutufwp09437Lp6H47YQdVNkzDzqSpu6jmyZZkaHS/oGNosjBds4LbrZxrYPLfmvptMptjb25dmuNMpDZZAYSh5c8mJ1c3pTY9Ry0I+VxvcUAMcgf8MzNhnamDMmwBHhlnv6uYL+Pbf9rvRatTx1S98Dq+t38Knb1xCqVhEEBRRLtTw/dF34pdLvwHEGil3lOTj5PyXjcfTje/NUHuJUM3A2UvzrLNZh8eXnOa6mz/bMysfj+Iz457e829Zzxz7mZmZlTvLhp87yMshPNI0gyeijlcay451snkEGZ1nnkUDK7NhQvkzjHXZK8nPZ0aXpPeb2I6rnZTVJVbfzM8UlmnP9HSyzeNzD+F0Zd7VyfmTzJgJRLEfm/tLZI2VLzYxJXOS/VunRF+7K+Hp8OzfSXTjyhmnqRfs1fMPEmHtrQziqLPRcXvxOS/2ryjXSgg6SW0n+1lwRFGMQilwdQYaMfWus5EXtudjKmpmo17HnLu9QPnwvbSfGk2GMicUY2HV42ihgW57D0Ghi3jQxc+/9Bp2z3wF/8fD/xAXf+gs3tnex5/49v8XfvmNn3fFcgrVA9alxsk7kczIgxCnPrMLwnyRErPZG78SpXWiKlMgR5MWXbSQVq138hVYNjM2F3PwdLVPMb3qSDtY2SiH/dc7x4wiyRNuuiIykQnv3Xx/i3l2p7y7kDzcyXBEmzkpY1FC7n76+GH/DBIDyF3rZcL8PTUsMpGibDDITSU0kDqNyqeEYO6acCWkmf3MbZYSnMhGzbyMk5XrhEURtucCd16bBL8+JPksf12vPOSHCXXy0k0XnKhcIRNNU0dU15JbOtYhfTqewDDIChfyTAzchIdR/5Vs02QsUHebGeRtodMkjpNFQNg+X3wWghgbW020D7qYjlVxso8i90kqYDJB2oCrC4d6t3qRfvQ/d3XB3IurBTDr3q15v2DbP4B3TOvACyutnn3bEERUeyU86PSASgWXPvQy/t/Dn8V//YU/hv/NJ38vbn/Pb8YfeeMzWO+u4yc+8AXgus6B2acX8AzOGma9PDl7uiPH8p97bk6uo3KOkvw3L7NhMzbyr81L+jImZw4Lp5T+Io8K/WTDwwf7936Va2KMmnRINCNfc2Gidvk5Xjb9YC5g4E0ozmgLT/me2hryTmTZPlOXKTWv9Fbp+5vVa+lnLg6sbPGe/8zm81bK4rllP/PnLM0GfDry2DjKhhyCxEpkDi2WgGLBluv4O7HIoQzU0nxn9jZ3AtbSTdW8Zy9ikNlyrpWNz3To/dIzopL1cYqOU+QxU1hGCl6stBFto5oeGQMVubko4jiRIcTHVmYeXFLSe4eaHw6iNu882TkcN7LGvF8wm/I9phMUSK9YLCSsekKTzC7JQ3zhZ38CQVjCv5x18T+c/fv4zA/8EZTqTfzCD/8TDHs7bPsuC8FmnDbEccoIhIzumVNs9rOUN51c60XX8fEiy9mLn3rkH22POR69yzIs3PPqx0vVROknizd2nnbGNcpez5UOnBxWIRH+SZlPvSfWss34ql+ehrQWcThu077BGVMiwFjkbfdn/k2Ez/EkKMcpysf9Pj2Cead/Tjr5680+/Ka5rJzzfFAjte8F7y1pzbyUnneg/N8wIERaVYUgZNeF7QmVOYMTGh+5MLxlzt+y4YIoiUPtaq+cvNQGgLbO5ek43aHcq4mCh3Ni7aCulE/FW59OI6kPpi6UZ1xqjpSBTzNVGlXV26i6Mw4iNDdrONzpurU7GpGcSb8XbiUv4LjIScqdv+vr5AUsOBfZFyO63oPjNpaNnCCS7ImzibjYxu5aWIKIchf41z/8Qzj77Av41Pf9Vvzcu6/hz7313+C/eP0/wrnf2MA723v4L//wT2P/2tgZU5JxitgE1yI28krOT3Cvjo0uLzIv57yEecHtb31sFHe5vbJc3nk3OtunMrVVdp6nPDIOs7saOYdL2sYsCvwU0s/SAoHosltz1q9deeaBcmLfGoeafVd96REXnGAhLYXMu3POqZdZsEzm13HWXfE/T3+WDer6KjZ5Od+bKQm++luZdxmEhomBpPTmzNQFO8fJ9IGi4yQ+AVEapulgKqBt13tmcfgz9IPbfmBBXxoUyZKghW3c7TfctWLX7c6SQfj93U7IjLs6OUQmREDaUOkYTFydGcw4C4uQVy/gHExjbShblfk8dcZm14T+FSAMXHKOOWBCK9i1CDf9xaqZp/xzzFw861oTUx6ajJM4TgoFGnQPzSRiqfMdtPdYGAXEJL8weEPECVRPapzMcRY5hqc0Tpp6TI/TcZqOO74Hs33UQ8wPtTiOn5N7gJOH0TzqC3x2YxQkT1mK2VENFSMwhWxA95hAvJJaGKHvtxUtYpxr/wMKHYnU2nR3RGE0MQxV+oeIdRHcls9XJHgbK6jKzXWsn7+i++XMbMT4FG1lofB8nHWVOxe9sKrKNNvkjuffrkc8ahLLUhqbXKCqVbJmYw0MqQwLtSENls0kpWgeszfJcVfXrtrc4beBEhnM68ngFdfc+4Nk5RtxzAfj5L+esE+G9kBJ+m7Z4Ah1pxhmGWPGiptpRGdiJg6SYchXRARva2T1r7cGcpZZntPv5pvRp06HmCbd+esyWYmEnCX7jjGeTFBHQZ67o7KhJJ+1MJn0MDx4iHGvjemgjb9Z/nH8xMe+hA9/x/dhZ2cP737+l9HZeccVhbO9B8fZ8VpOPPprMbxZLCR0OO2RlSxWDvl/eE+vjjVfc6XZIsK0Uxq+vE3NyNW3m9pBmzy0Tpjf7y5VGztff/vE5p7M9gTDnsSqTwA/j/KP7zyh5Orl3cdlkNfA8zcdn4HINIUhO22eskMzGUAbGJLbZu7E4jjESsNv2Jt3btYPSVw1S0eeBKZPmVXPeuozx3hFpymJ6qrgVPrVZO5k15mMJ4LJ7vcG8lqw3XN3ic3/9LeEybA9VKAlQu7sU/GeBU+sOj/2dcLm4Tf0WtWAYbEtu79zdDyoXnJgy0kcI4p7+PWf+REEcVFIJZhtIgX55fg8np1dls02xvW82c5fZ3eOyTznvO8cZf1YIzWVRJz4I6UiVjxmslmwxDVzoaHM8RctZE9Bu5SsZ2F7UaTsPG3vL927OiWJ0cxeBEGKcEBlrcJhZtZ5YSRWXrPGL8J0MpGIixTnTW3KeqLsV4TflEoolkool8vy+XQylOaYhOWMhwNEgyHiaTp763BkIvz8O2Hp7s15qqSQC70WX8bmxQuIZqEpVs+HtCyLmi17Jvxo1KOtuQW/8bN/ftzC/2+uz7XYgcn73HZNX3SG1ti1GXWN/C/KMGUhe4tmND83/7lNfp+9NhlZ5e/d/WMXefbYyfoXeIXuSC4is5VPx5Mb7t7K6yQ0rsyG+pZri00jXfaPvo8wy2l9k645zfJoxFdlEXVpwsrqH9Tsl6LB0JrTuVrFls5C3ee/T2iw57RV2stSmSnrS3c2HbDGSY2UI5Nx2oxZpxThcP8efu4f/T0hl+J+eu2O/G7Ua2P/zg0gHhrbjlC9XfktoXqpE86b8CmNPHpvNbqSMIzNWHjNAE5+nCU6PB0EznOOjgknPWK0aa6s+Jh9ZPMHySszARvN920bT0alIvKJwWbmMqcQ3Oe8djQ3bY1YanspntXg4jhis3XjMBlstvw2KJgsKeUi2Syzi3/+RB8b4u5O9aT78S6MH1FZqlP9Ay5/rvN/m8k25e4I7nqq88T64BhhOJPrm6cj59xdKwbn1uuCuS/4Rqe6YLImy8ihjp3uXzObFtKeEPKcKh25ZnhMhFwKUtO00Tw8F2CxWMZ4OMW9h7s4PGhjOBybyKcK1njCaPr8MagYiqWi0ClqsVkmU2fgB9Y5mstYpOZrUnbmvVKrBscbfl4Yhec8EScoqXFai5sIZyWcj8/iyuwCrsQXcBkX9d/oPK7El/T17DyqqKR2XY3LMg8a2WRsZAR4mbBdNs9TdZo8dGieg+aO6cfdjz2u/8RlpOHc0XX75JwK5vokmTkHX5E3KvxcMaIB3HJtRtORNFMWqJWQl8yMwcHeKRPE454yPrmiVqXAn41GmLFpo1gxoTYz5h4LIcJi0WRKzXxLJSlmlp4thUCpd6XYeyoOEC9NtVKWtdxsVNFsNuXcOp02otEIk14HhcIMlWIVs3iAQjhVmn9mN4pFyQ6QClvp8K3jZC+ELTb3o9naL4XRBiUj5TkZmM0pj+x9f5K9gbLZp7lEolClJs7y/DQSdk8tNPWYTbNQPQfZ04XB11QAXEdUAqpc0xkbt72+w/y7kwz/F77iyjiOntOUZATSzFaynn2nyhgW2hDx6XgiI8FE6lvzX9ek2Cw00WuSSbb6U7+W9UVaPfurlMHCfYbyG/c2dWx9/K3OJONr6H0+71inM0++82QP6/vX4sSZaP6ylZ1dXZNhz8XxbY3TZrwuASY+15PZ2JEb9A93sH/jTXTu3gKmfU2pmVTBg4LJOA3ZBDfCLAhdfOzJ+E2+c5ogEcxJGu8056KecC7H63B/50mNU/5mNiWY3ZfVvemJ+oZzdmRrd32ZZqFu9hPZu2xgiU7ECnQWhc0k+GV3ztHhuhLjWte+HyTSUzJQLyP4FNGhbJW2Jj0skFAlQTnZyVH+jUcjHOw9xP7BHiLpN6oLndtLdpf7QSD2aqu15fbv6o0X3ImTjrxAffy4+5ybl7lPKUcl9JSmr1Ns+NATAE6Npvsx2tVjkRrWGgl4KSlrTLaIZorKNtpDpuTG8dwstmN9X8k5UO5X6Svk+xopSLG9xl4Ga+43zrD3Ppe5mzZL3mN0unTkzrBVAy+aTDFjlNzWApjrT+z23Vu7ONpLiljd4PoO1YAp1QjIDjAZJVA//p7senb4ysMtilQWY8lsU9EJewbJvnKdEnMS7mbGMcbdLsob2y7j9F3Rt2LU/ap0Zl5l7JXbeFA9wIPqIX7o6r9NqdTlJa5J1kXeZSgU9bwWX4iVM0LusUi7TvoqO8PET1fcvQ0LeVu4+5VoZlmyRgjq/bPNIZkZ4fu0QKHTQOeS0aAiHZewgH6/i8P2AUbDAXoHh5K1lJmz1080ESeJTE58bZ9odbqMYS8PVgRMBlp7ViohKFel6XIhDDGdDrXfWFhAMSxhOmPGiBNi3UFFmbCkgCBAKZihHM7kHGq1uvRbGY1GGA1Z7D1FpVxGq1HC+tqazH8wPJJCbjpnlTBEd9SWJ28w6QhzY4gCKqUS1jfXERZLGExGGAxm6PUmmIkDZ3ubWIXtW/u8aoprjQQmGp3ssT7BWIUs5NSPuQzy4RStj09bYU45TlPyXlsoxBm43kLa/7kdH89I9ijBDjVqjewwz55r++COa4khPCdShZ28XDWa9nScfMSR3ncxEC0zonxh/jUBGka+STrCDHa6RsEYsoayfBrF6B0NBKUxIOvshA1zxxiPpqn2K/6oVEv6vYHv2bVtnyELt3NOUzauZQwjCUouOk/vJ9mhgdPknNirSdyiOMBh0XOchGY58go4C+ge3Mcv/8Q/FK1YmpVwMd7G5ZiByUv41ugTXsbpZGv48et+rRlp//WMiVMJWh5/fJe5zKIq0hgQG2rK+E8SRkvm7r709b6fsWEmxnNwYi+4K7eKToc6L/xXsjbygyxDWRGVclV0OLexzgp9nMQXcu6VyjKBozLQafr3SV2mKfkQ6J1XQ2cvhfec6bEVPE+6+2KpIK1jZtMegmiqdXp01MSGNQEy6s24LmiTgCyOGdIt/+o+qvR8ksHFhU6TBxm2FmcyEj2yOFuepqdOvY2zx9eNqF/8gJDPHbAsCTAnKpecpQseWm6DJJKYOFweAVwajZSxcL3zSR6x4AlA9cwFilN0vSY6Zhydg4ddTIYLJLtxW2WxSqHXMZO0h7RZXlsyZQtfj/u5F1WzR1v+E0Y+tBmhlm7FIvzLiPF2474Y80VzySbBFA8rR7hfPcBO9RD3age4X+HfEe7VDvGgciDfT8IpZgXivBnJSHC0flxy8cn77zSS82SGva8WI8yFxwhQYe6aiSAU4VkQh4MRH24nQlSiP0URuMzG2M/4PWEoNmKvv1fpnDw0mlbv9/oYDvoYDXvodjsY0SAolzAe9FAvRShhht6si/Go76KgKuw1BRkXkioWm4r3H6RZGEi2NAinKAYTFaLRFCHvTiEQuCh7dzHgGc0ied0sM4talMwpYXilIlljlP3x/Nkt7O/voz+ZyHcyF0I6Gw1paNk+3NfjTsfo99sIS0WMxz2UxSFj0zoNQDRbdVSLAfqDLsaTCOAcJ6YKEwoXJeyPjp30brEQQxem0YzTe6HKjxunpyQkXWKMP18QmG9TEneZ2LUF9+mslLFTvUCJIU/wIHW2FiWbbfJHohT8oEPe2cx/mg6GeEWy2WuYiaJZx0mNikRpumLX1KF0X2IHPXWenshQOF3OXbcGhEfUZh1yrWU024lSK4jDdP/uPh7eO8BgMEqcJK+3oQsmeLeS243H7Kloj2GeDysmzO99p8nFvXzbIjdQYYzhlOGeHi4o5kH14slYMuCMfFuo3vbsDF6OXsSVeBtX4ovqHM0UpXEFl3B5dhHbsy0UcnQdG3++t06T25PdC05zZFsN5MkYa3cxwOdPRxt22mtt5Y8hCXH1tgbSbmSnfCa6l8FC6mTqaeqhotHj2k7G6hRZn2Q6FsbHougevqHz3xv1MR6PUAhitDsdjMdj1Go1CXoWiwWVo4UYG2sbEogMmSU0c3QBIMdoanknCwjCIgpkimOAwa47qZs39Uk2NWpZ1ETv63VUsjLg/oMHuHv3NmrlInrtfYyHPVSKeq6qO20g19g4fvTMQyYd0znrCY1TXmOPgWayj0+ik/IQGnDIi6SXk+pNW7P5OPPNaquUlhVEmUFcZH5h9WLe88Pfh2ZekZMRmZM9ZpwsNO2EsnqXCv3QWTM1NxrPEI9W28+MRuFxs/TXsxd0cXztNgPlbe4FWHMgq5rtslmPRYLVPuDyNx3J++v1XXzvd/8VrE+quFc9wsNKB7NgJtA779IweZzsR/ZVNLklm2rXG+o7DMnIUb0r3MhHge35BZJSqyZGfwHlclGiQ/VGA+VSWRoy0mlQhylEoVhCSEFr8Pi+/lYqeiv8FR7n6rNEGCYRCJ+Big44hTAHo0TDgz7u37klzobsrdlAWJhhOOrj/t3b6jQJoN8yUYUo8MFwfWrSDp9lq6JgnfKO0aGy/bSNMSkOFs9RBLpiXgqce0RIXRGNegOteguj4RBHR0eIJoTkhZgMJ5iMJojGEz6FIpwbhOYVCtg7PMKwNxQiFULzePzZcIpqkVA/ZrnGKHICYQHj0VAyRqVSBY1yBdPCFNNiH4MJC8K1yaVcXwH/TE0uXKN2zInraWuEbvECysZ2TjZWMbpXN8wXbZedr40z+QIuEeyuwNRGLT0nyq8pSsEkvOiZfZ9En2zGSWGg/n7yIof2N2KXLgSN24/TyirJlJn3C0hNXNTMj9xRaTinSR0omcvCKfiS8ul4EsNRi3uwUbf2KP8EaavyTqLqKQMlQL87xN69DsaDac7O1XkqlAooV7QeY9gjjDzZxM9E+ZFZpxNt7GFR0sL/ccbJdiy5dn2lghX2d9QR3pSjMeIZYdFFHBrH6Xuib8eb/Z879lqOCxM8qBwKWuN+9RD3q0f4kcu/NjfhvLrlVfRg9jleKZN8/E6dYSJBCi+jM2cAehljG9ZNyyjNnmiWmPpJcoHyXalcQrFcEp1XCIneUMeiSOdGgpgF0dniNxuHQ3QjA4MMaDKQKQFC6k31qN26peFrAqdJ9kgdLqkKjqa4e/+eZHQEhTGdSB8xHq/ZrEnGSFAZ5SIGoz5qkwYq1Zr23zEZMQm88ziWvEZklxLYELHU7XYlKFutVRDSkbPOvKi8pF5Q6puCAJPxCIPhEGGJyI8hHu7vClKjJzX1I1QrVTTrZdHxzIj0u1110ySYwXp6DUzO3eNMsGruJuZZ9Y8YOMz7zeL9ZPXGok1s9V3+RPOe4WwdbspJ8tRw7P3GrtE0UsOvJk6eTf/93IQXQButvZ67uTH07KOXJ5asvnTXzdORfn39Se7bCTNOeiW1iMooannYhHkU4N9pDh6A8sII46xRkL0NVkEsgwwnzlWegE0Me/t+RsPVCL9r9T1xlBwAMdZ4Wrongrc7FyAP5u907hyXCefl0YGTevb2/JlRu/3lz2M2HSAoFrB5/hLWN7awXi+iVgxRqVZEOBcCZpJCoaVnlCn0OpnbhmwamTQC3kt9qvBWsWkVhkYoVHBOJxF6fcJRRogmIxzs7wqBQjQeiZArRGNsbKyhxJ1KxIjHSB5M7oO1nZZmUXDPLtvk9QyQhzqQImoGLyl4i2UKZqo4NWTkegqTWkEaN09mE+zu76LT66JaqolDWW813byr1ZozWHhWdIYODvYEgtfvDyTrRBhhNB6jWavLObIn2rlz2zLdo6NDyUUOBn0MKeTjGYphhKP2IcZjwgcnppiPhBRTIxgs2tg4TXL1IwRsoOCJyXmgpffeOl0nHHmGyskVhe8IZQyh1ATTn2Tf6hT8Z88LR2ScJj9a5pNEWG6NZN9JJifdBNdCRtLXwukTI3iS9a2jkNnW34fLnPvSP+9q2WZ/nuHrglbOAk69nMPTy1J5T6BF/24O0YYWTpmzZMW19hsWG+NCbNoZEcSUAYPlYW7q2dEMwzGDKcvjH86G9+vffCZaD92aehLN9zZjlbtk8mIxqi0lSGUHZaEYUWGAL63fFmbaRlRFNxwKUuN+TSHsdIzuVffxoEoEB52lI+yXu64XmU3XzQyszyts/JoPDY7aV5ZIhkUe1HXq7YZhSQJi+gMlwFGYeoBBv49ur6cobNbbSMaFEDPCvklORWgnUQ4lw1pYQBQXUYxZQ1tCIS4IMoPORr1ax6VLl1Fv1DXaT80yo7OjMkw8hWIoAVELwBNn38k/E3S02SrWoxt+57gQSDbp4f6BzJn9ubRWhgFIIiOm6LaPJKA6GgeSnQqKIR7s3sd0NkWruS6ZJ5IvMcofzaj/uesQU0ToDwbizHUHPezt78oaO3/+ogQYCFWlY3Z4uI96vYbI2BiVSgW1ahUHe7vy7MTxVPRoEE3ASnkmyLbPX5CAo3xeICntQPRpuVjGdExWaGa0+DDYHnr2GV6cXc3ef7l0+FqN5YJAdMecPLKUQWlHPf1vWh3ZZEXB6s84TU0uPQ9tUEgyf6FZH2HK1p6zjzPzLeTprmVOpLtVVjFmkxGZ5swmBe/v1+nFExAnndhx0j4nJh1nC/S5jidPYPV4UTK3PrKC3tvEKoalztOiQ3kX0IcbMGIhBffGCI/8ibjfLtprsASnuejBXOAgHbvFasPtx5wrsyqz4RFiDBBPJ+gfzlDCCPcnPYkUbV+8jNbaFmZhSTCMVF4Fvg7FU7EWmWZpzMw0YadC2B5VyEXse0azZjGGw6E0RKYgvn3nDgb9LooFJXiIYzLeTVAuUTEcSQ2SZm5YnsTIWsJARV9KYIHFokbeGG1j32I6eqYQWw+rUTQqH8mkSYQuKfon451NMfP7er0uComfyTyjAfrDAUqVMs5vX8DFi5dEKV6/cUPOh/eWNUo88wGdJsIiAtYraLR5zAJVxPL7vskw8RkqhQWcPXcO3U5XFMh4TKVpi8oNWx+VoLBmUesST6rXXZhrJBTNe6B1E06OZBrPr0K2eVI8dl7kdrXfLxH4/gmkP0yzXaUe8nmnSec3Dz2wcmXu6DbK7uii1XmyETQLPcg9xzyBY7JX83O1X1tDS6/FIsdGe/t4DqB5vHKpHjwHzh3Do4Z9vxic32gjCSwmn821trBojRSkRR/v2dAyZK5ysBV0rcZ/jEGeRmJY38PqyoVxvFVMxUwsxse+RpOxMMzGYRMPKkf45Pf/H1CeAb2y1gvL5ha+5QKMftc2LyTqjJ/3dv0el0VWWFok+ofZkk7nSOQwA6wU06qnCjh79jxq9RqqtSqieCpynsG1dmdfmoZaWDtARIe2DRZXlLW2mKG1vo5up6cBnTjCiLqEcUSiGGiwxhG6/S7u3L+Dl158WW48jdnRdIqjTgc9OmeiL4BL58+jXqkqayOz5QxqCppBKOrU/knJohhH7SPs7x8IMsQiACRgyX2WSiInpxMSGrEZMyvA1THk/ukIEalCNM54MlOIf7Eo16BareLuvXtyLfSI2q6GTLUHB7vY3d3F1uY5DEcDub7KVKvwPdLz83oP2FCZNUospYhnqk+3tjDstnHhzCaGowmODg4xYS002+hMZxhMBtKklRktQuD9c1VCC0PrspIqTHoBvVfDC5WlPlm2df7beT2cdZr8zxceIU7YaG2g0c9YWvnomESNjSgIpVTwJTOrVVSWv41tkJyTvVXHyXfi0s7iScaJoHr+xSDOlcYd61DFZn6SgFAbGrZQ17QfderDp+wdD7rqFPgY428I40MfdjobAWt62CMEUwRRH5P+EQ4e7gjJwf17t/BN3/ztWNvcws2bN4BCBRcuXcSMEbSAxA1FSYvv3N8R459Oi3VOCImTI5FkY0TiArIUTrC2prSyfN3ttXHr5k2MRn0RaoPRQBynIJ6gWiJzHdDvsu6pJ9Tw7GvE7BKdJ4UQMp3VBeoAAQAASURBVKJRQJNZoDgWym8ebzggnS2jICSaMA+vPFR0ihhx06I8RrQU963QBTpzNuNA3DaHPvgzqZ/iUuj1+7hz9w7a7Q5eePEl+b0IBNP0jWx6XEOMGvb6PRHOJJIYR1OJwlKxDEhXbvDWtXIJa6UqollX6qgUPUFHkJhsW+dkVzu1MckKDCzDNDa1jrhEl0wDC2OSmPvtO7JWKn1tUNzLn978LLD9Kp7ynlhnZH43KgMVFpvIQ+uYJIaiZonmlUE2U5VVBP42i8ZcxMxA+XyHhiNpRjvvNPmyNu8K5SULU3PPbm9O/GnS6QmONBIkuXeuGF7XkzB+2vo5YaJ6Ao+i1Zm+3W+DKXmPXibI4oIXS0dOYNB/FtnncTRCUNXjDwtjjNkTTQwms03SZGdORiWSy6xrvP/GcNjHwf6OyHdmW2jgS2KnWNSaLNElMe7c6YmOObe9LcG34XCgAbkpAzKW4lXJGdSWZNBPA2HMOu3t7UtdEhnglMpbF1s5DIWRlf0jiRjRLBWh9wVcv3VHMwIGIyPybxbjxt172Gi1hBmWx61UyqiUKyhTbxl2u8RhjDEcDXHr1i1Ua0UJZoqTYpsdz2LZj+gyWhCTKYplkkAQDk8WsKIgNA46hxgMxhr0Q1F08OHRgbb0YFBKdBltAqWhr5haYEL0p9O+2AHcZkbyJ2ldw7lMJbA9YWuPIEa5FAoEvsF/DZavwF5iYYiL22fxYHcXm1vbuHf3Fvq9nli/JVs/xWoZD1Xl1vbXjcCcd4CST5JzsAQ087/lSAcYfZRGrjMVey89VsNsnVPej1zgJgm3GzRInOaQdGwgmRl7t0Uz6AaBwQCyV0KUNxbCeU8gYE7Eqpc6Tc6LaU5DkPNEh2b83HGtIlplSc8FhldxuLwvmdotUMAVWKu01Kyb+7lfm5A3h0cdC+fhYaznj5AT8ZaIWYhiEGNMwVOuYH2thXKxhGq5KBmn/W4P/e4+dh7ew9FRF+sb24inW3jr2tsSQbpy9SoG3T6+/OoX8cpHP44L0kdIGUDCUk0zJeYpYaqfsL8xI2zG6j3cP8Cwz4iR0oHHEXH7U8k8MdVuU/Bc6KViQVLzg2Ff+h/V1jc0+xWHCOICyiW+ZgR3KopnMqWjpVeLSk3uRyEQh41pKgpfTAiLiAT2IJkzw+gzFk5NE6lnPUkYolQn3GKGgMQNALq9Lg4OD9BaW5N50qljlC+cBVKo3e/3BbpYmNAx054TPJcZi7hJT1+uiMLiPO8/uI+RQHCokAxWWBwmZpNY02DtilAcNaFsFzZLbd7CqJmlGdU6vrwV5nXGyiyRk0Rd5usBH2U/3gRS4fBFWShlRFIFPR8hy4Md2Ezn3MhEyVOupdmXGLaRZgSWwRH1cbOif8H5m8J5m4HKE9rLYHS5cFx/0tnoWYYB0MmGR4yuPR0rDLuUs/fF+04DORqsSTKbpjXbE5qTLH8b1DVsef4c51ZdTiAinTiLl69ZiwU0kYlgytrVhOJYCYiSZzad0fHWa2JireTErVrbdOKRCr7MH5MtJkhkRHiewttoqygKgAFXwsl4TSbUScEMBwcPBcJWoAPJGmmB9OlNsbW4DLQJgat0xiihJAQOgcDCuQ3reFxw19T0kphBG10HeOedd1Gt1JRx1rDEcTPbvoO6t9vvSaAwKJQwZG3taIQzm1soCYueZb/VDN/Ogx1dS9wfM2CRMt5Sx9KpGvSGsjEhguVKSfRlWCxrFi6OBWrXH5BYiTFAoinGKBaGGA94HkCr2RRWWsm88bjib+p1IWmSOlcqj+WaMvBZiDEeDiWouLHWkDolUo7T4eL1okNJpMfezo7oxpk4nSEODg7MNaCTqdejWtIa4YzJ/kSdpkzeNn+bTGZk0a+zeaeEhMM8iI5+3P/9fPuORZkm+51/DDfcb2x7GIVgJsHG+SySn0tWh8cf6SCJhan7siEP8WH3Z+uTk/34v/bubub3JqyIJ+I4ycMnvU2UbYV/Ah960o6THj5BAZgrb+2t49a3f42Im3Y47wWDxr37LQkKiKUolL3YV150bv4p8FSM+2TRcVe6aQs2sQtBdZJH2en/NDNH2S6mc1JEGDDypJ2uDg8OpP6GhZnt9gGKQRmD7hEO9vfB5kp79wYo09/o90EG3ps3Bjjc2cVw0MHbb34Zb73+Rbz84Q9jbWMTb732Gj7woVfEUaFCGI774pQN2n3JGLF+iT2P19caiCMqh5rA9citXyQ16WQi8ya0TXo1kBZhOpYIEw3ooxn7flVRDJVWPCSUUvo3KUNRIWABrSbdKSiZjRoO2cdpLPgYCnYSPxCGaSEKkcmgCSTA0V0GIozF+WL9UyHGlGQWYRH379/HpStXgB19Pqr1ivSP6HUPteg01L4GlCbFEiEKZPHRXkyTMSEJI0PqoAKBWSb+wKaWVYsY6WRhenRGDfxQ7jnp3Zl9KxJDzsyYdRj86G1WcJ58ZOt3FjoTK2yTDGs4JBEr/7v0jlVxzn3reT+Jk5P8LUTV+Zt5tR+qDIzTREXg7TuPljybYZh/9gy4xYMt+NdykYL0t/Xf6zH1pJdRjLtr4eqbvl6ip19/w64dp8DzQhemmbauLe1lSPbOJ43WcIkvL5JsS5HcvDNLI3FskverOCbWSNdDsbfdAAw5ErzmHjTPm0z2m7dvSwSQBHu+Nit48fz0ksTiABUsXJq6o5hkFwnnDuQqkPXVEPwYZ0BtDYXJFUsVlCtVNFotcTYo3CftttQG8bf9oWbbCSNncJIOFskaJENTKWM21WweCZ4YoCsVVUoUmL0S2m0en4E1ttMooFSpqONuCKLovIRlZby1HE+s72W9Lb37QW+CWPoLquNRrlRQLJZALleBMYecl9YfjcYTk70qCIES64l4rAnhg6OR2AG8Vrx+dHikh2I0FjZe6noGF+jYEdHSnyhMT+D3IR2jggQbGTxlZq9WaeKo10WpFKrjJCzGQLlaFYZeZqa6Hdor1L8ltFrr6Acmo8dkHQOZzoG1bR3mM/tZOe+WcsZ6WxWqrnfeUIgsdJJy1qHTl75DlAmuOXiFtmyxRvoi23dhVilnO2S3sb81WSYJ+ppGuE7O2IJJk92zO1PGgLQu9ednX8tPHVX8PBpDYaj6HIkNRCff7sCrfZbWN/Y8TfsOhQsubw702DVO4tG5C2SbS+K9H57Bs+o43sEywtzDabPWRvr7LDfpVp3BY/x2fjzOfnRRGQFRrAGjQByVGSbY33uIs2e3sbWxgSgOMBp00eseoF5tolVbQ//goTgRQaGIaDDD5sY6Br2+EDswBX7tnTexdeYsbl+/jlq1jBqpuVkTxcyWEIyzcFgzQMyyyL+jMcrlAhqNhmDjKaAHgw4mUxZ58rpFmEYTIVewSl0eQUY3WEc0mUqGrBQWMRqOhf6UioV1ToxkSd+xmJx6KrKkkJFRKgpQvp6NxWnheREOwUjYeDg2jlIoAps4bAp9YqkFk04YYa+H9mEb586eFYeLjl+/TaeJfUsMxJMPJhWOSBRt3qj9IwhzYCSxLs8THUxm5cSwsp3OVWLoHZtGLNxS99uLGFi6WCpdF2eZi8pkV/DX29ByZhW0SaTNMmXmjUVKKPVxJvtke3za5t7W+KGStUySS/e94tlksd+rkGz4mPGUBpNic4XYKLveoka3eU2Cn47TH/YOePdBmionzKKOeSrPEPka68nHGVyaClOOHdS9pBXfGXzpcY585rsTzD/vcvrBxNO8FISkSd03A1nyfNIZKGjz8iAQfRHTtWCGg04PyFKrKAepLyoo3JyzYlYqHo0xmbVFZ9ApqdRq2NzckJYXE0E1KJsrB2uTxIlhUHI4ER1XLoRY22wJ/FsCn+WSJDTF5TI6g9dibW1d9M2EsD5J5qu+dA4/yTjiKfYP9uV+jrktiRWmXLcauGNvMVtQX6lWJcA5oKNnGsZTlwnFvuj3iTiAGrBlH9ChOg2TGXoTMhfrGpFMGxjwVOdJ5O9UCQf4pdgo7PPIiD0dzxiSgdPrEtOMQala1QqxYhFSIWaanBLpQrKveq2OUrWCogk+hqXyNwBxzgL97nr9pbMbWb0zjxzJf518iLyXLqvpQ9wX0p7PfZCQLeWdXVZixHmMpnSYUkgv01PPbOxiVOY58CAbLrj5BGqckmis+/talEmsqAhcYGC+1tF8kb9rd4eMF02DGUKK47dbP8H0PAjdopTgSYX60ktwAkXJWrXi2joweKD1QCw8JcNNEKBcLGJnZwd77TbCShmNShXD3iE5w9Hp9zGbhbh09QU89/wLeO65F/CVN98UEgXBTJeKOHd2S9jeCAVUXDSJJQoolSuicJhx6nVZ19NDaOhWGUA7OjjAZEhhSHgDZ6lKh4KakScNo2lBK6FulUpDWIvo4DCyRUY9wW+bB4HHYlHrhBA7F70kDlsdJbLqTEgbTop8wiJIPiEwzZF4ZnFJs1+M1gljjKaQREmtr28JRHBrYx33793G4f4eIrLhKXeqqdBmiJdFrYFECpXuXMMeUpwqkMmisB0xktbttlXxym+VZtwWUqZgac55IoyBBBasfTLrdkFTFlcvMJeFWSXidYJxkv0cu2lyUvNQofys0hwhhB9VWxI5c4++Y+IztMAZJbAIkpc3cx+OkAe7W/Wap5SQZdoz565MUyYrFeRlu1Y6xNPxiCOBlLhP5hrckrlzStIbH8byXuvPBbrB15ULf5pZu3Pr1mVGk4+G3Q5aUj9iG3dk48v+NfI/T2+ZPoH5bZequxWg/blw2Jzjzu2aMnmqGRs+g+VyCdVqBSHJh0pFdBhQFOa2EOUqMzxJg1D+SyeKekgNvFC/n5KttYR6oykQ8IPDtoFoE42gEX1hxJ3QSFRSCuqxtWYLW801lKZTDHd3ETJT041RXG9JGw6WVUiGulDA4eGeIDLIfsczk6BQWMB++wjROMLWxqZA4zc21vHOO29KUFNIahicl+wasz6E3muPRs5bYfU++YnX7JnQfYMVLYaxBEYtZTX1odCiC9mFBqkJr2OW0kGvTJ0xg6DE/FG/E/VBy0DYZw1Cg7yzfZKSzAoSgC3WaiIje6yxJt35eIQeLwHZBcslmUOREJrUfc5HE3zNRWgShcl84Sv99KeSgcki9czIssTOHe64Giczstk2rd30yCGSL10wac4+PsYMkGWbIyssokLnpyghe+YSWDdlD8qwrN/l1gfbc1nRgV7dcTJwIXqumvpLjIv3rMY827TPZ+PVnHS6rs//aSaybCHC815vuikmH+rpoI9Ca8tEYk6KpfbVRY74zt7Fxwh8GObQk/2G8R32WSiWERM2Js5whJs3rqNWb6LPVDfl3Zj9Dw7R749QYYYEGuW6e/1dPLh9G1uXrmJraxPT6USwxNV6DZsba4hGQ4Tr6yI4q7UaKsyKxECnfYRBv4MoGqHCTA97LEwn6Ay7mIyGykwUBEJDTmHJIlxiqxvFMoq1qrDSsfCN2ZpSpYoS6UUJI5VLrKlXClfOhc5OUJih8/BQYHQU+mWZSw3VelMheogxHvSlyFaiWxxST6MCW1juGJ1jpIufBzOMRzEO9ukolnDj+h527t5UbmFSiPMZ4Q2xgR4hLCLZg6G6Us0p5zoplNBqtlQxkuCCbH9FLQxWwRMLzI/KQSKYTuAZxyigsJrKuZlP3b/aGyjTbt0+OI9AR77SmvL8uuPXszen1Hvzzj3gPH02CzbNgD167axTkh3WWZJCaYt6zBNb0lBP3FCTLVSn1yoNGjqS6l80fKfOTHJRnu+kNRliFrioeYIJcwl/e5tdtM1zzOz5PLEG2k8H+8HIlc8xbtReUFZWMWQs8+N7qTvT4iKtD4N8B8omiSTucxxaw/uvP2aSofdgevaYbvuEeTW7t8XH8fdhPs/R+Y+jFxcfNX10Cbx5cGkysTL7UiBqIQzRKhTQ7Q1ck3heU2ZeRtOh6BXbf1AgwfZQBUVgTKZHYtxTDxJOHpZZhwu0Wi0c7B+4+lsaqcUKHba6u67D8RCVohIujAY9BOUKAjpKBhZOhIbMm9kj03z3/t370haE+oWMd889e0WyOURvRAxIhgFajSamUwYxJ0J8RB2lBAAaVKS+ZQkAnSo6dP0ByZYKovd54FJINtuCkiMZHa/3yGMDNfW9ym5ssnqmNQQH9To/W2uuiSoV+2A0xGgcCYyRzxYDkayd4v4YiKw1W6S6FUdx0B+CjTuGdNKkR1WEitwLPNFxGsFJX6on/01eZE9BsnrZeh4P4ufih7Zh7Nxx5kfskcE56J9zrniPCC1NnBnaaatcWj8EklfU4kgfvFO2f+IqeTaOOy8jlF3A1NtXsp9l3ACP6zj5dLjGm0ym/x4OXwhmo2SebPaQTPO7sNulUnrJvpiB8HHa8ZgZGEY/jjnb7LzyNkjdm2zyMb/O4biR9t5Xc77cJhTIln69EEotDyNNjGYJ9SgjRILLZsqctKlsdDzUQs0owJhRtjDCjXe+jFK1jub6lmRLXnv1i5iOx9jYPIOz58+L0GehLB0rMtf1+x3p6N3rHEm2phSW0e+PE80tHcMZVRvLPCQVD+DiM1exvr6BGzduiNJlESyjU8VyWR7PSUBIwUQEt8IolAxCMOUUjiELaesoShPAsnSeHgyGmPHExHFJ8Lf6L/mCSbWqVOLaR4qHngl0bhrPhC6dTp94ScL6Q9y58ZhcAc8M0aCn76XfktYukSVoPBqgPZuhVK6aaI02FLTMMNpYOHZ0rFo0ZYayGYhxLE6djcBYweUHb70aDCsnTjsTkUSXvH+zGRB30KzTZCeV2Zd9Vg1LYnrnqw0/07TQRHOtICwUWf/sUJYgG1XPf8j8T9ORNvvh4kzTomffwbtSoj/1y9QR56Oji8F7T8fpjGyPtPSKNkgD43xbXWp++F5MLnGI7Px8OvKcTFPq+1VbfBhLhYX7dgidtjTsWdx/ae4SrGjAyt5yHrjcnz+q87Q46SUjYQ2zfY8I4VaSB74n/Tj1k+gYqatljauiIKgiiIJgZoqwd9oYEjwjO56R6dSXwjjHYF+lIg4H62q5ltjbiQpZGGCHIxzFbUxYQzseC5JhZGpdJWA0nmBWChAXKwYyzpohwbnLhVHShADnti8JBTjJIx6yP9JQKcP7nbYcczqO5PyEYMkMHp+yStqA0MmbMMCoBXysVRaonHGq6Dixl47I0ZkSPmm7BQ0s2pskMozXk6+nM5m/EEuY9AkdLtYsUypKnya2CREW2qnUPRPexz6KZMYtFAOUa1XpJ8WTCENeU6I/RGvKNtmAweOMPMKkU0d06N7Sx3V5Fvut6bCZQmlY5yY1wfSeMlNc9twEqd0Y2m/bq85knwqZeuvsIeZkj2sandVi+SOp+01+b5skW5heAp7O/CYF0YmfRI2T9hKxxV/24O8ZBGRFh8COY2W88U6TgrNkCK+MZwEyrZzEjk8qfW333lVn9h4PZjhopBMCRyHLOqQxhRxpvWnjF0VwCjECgHqzgkq1gUG3h/3DrrLFBRFm0RCj3hQbm2clotQ/2JNI07TZkqZ1dFKYhmek62B3D/fu3JCMEwtZyTY07A8ktS5dLwh/IMMQoW0myqRQiCmuXb+OZn0NlXpTrmVYrolApDKwBgqFIXs1zGYjFMmaNx0LEx+Zh8rFphyTzooywLCokM5iBVGJLETJdRHcoByfhBOJU0cKd+KiJ6OxZKHo1NSbNXT3tShRYXrGWJCeGOy8BwSTiTihnCtZ+oQ2kEpvMpBloQqUjqxi2CXLVQg0ioaZsu4Zw8sNP4iRsqv1eiyXBX677a/1urQOZnbC3nu5uY8Wol9FTJnEgDE0Cb9JICcJZltriVY6ZtYRSn+50A1aNPKUr1+onDkT90q/ZFjBBzs8HU9s5KgJiYbyWWXwg9H0bzDspA0BWhiZXXks4A8ks8C1Z9e8R7K0LIO74MJ+rSWVDj0TDWopOQIDkNRXdJIK4RTFShlkZaAeJOxOmTqVkIA1s3Ru7HOprTVYBxwI4cOIjolkatjotpBQf1eqqAqTsWZriOKg4U/HgTp5Uq+ClUqYkBwCKJUJxwsFHl8IyxgKE6vt/6fqhPqF6BHWJO3uPBCCB+oh6bPEIGNYFAduOhlgMBxKRo31tAw0ik6fTiXQWilWZAFIFo01UhIM1J6L1VpT5iCZhJnqOJ4ue1sxgyT1vV59DJ0ozY5pU2VZUcJyC3GYpNdipSJlFBIMrTekTIBwdW5fq9bkmjabrCdj0BOoVqq4f/+eMBWSSInOo1LCzzO1vi+HQUS4N7nGvuckWZVpCEROZWT2E6deeC08HP+BzlNJGFJh2/wduk/nyR/mEw3q8CSf5uwrHc9yH9kA7qM6sis7TrZYWoIVLvv0Pl1wLqPkSkDmhK0WIVrsbHYHjBpp4SUHIVx1l1LOMUazAfQ53WmO8TVjBVoyTIRMHYVInBAhcjB1N6zL4eDDEIZlrK+fRWttE4O1MYLqodRIsccS6byjUYRRv49puYJipSKY6+defgn37t7GxctXhVabDtDFSxdRr5fw1TdeFd9hMh6ifXQozhmdmlariYmlJ5VmtMzEsD9FARcvXMHly89hNJli58EeeuzXFJBhqCRC1Bbd8jZxTmTgkagW2e1mkfSqoIITOF7MLuykKi8qpJBMP6IA6TNNBLOudUUOqyXXS/o0hQGmkgJmNmqEy5fOY+/Wu2DXKEudzXopiaLRYJ2M8MzLH8L6mbN4cP8udu7fcs1tCacbTxgBYyPFIjbWNkRZUSEKBrtSFlKMlM/gsdRoJsSYJBmjfpGISvd3Otk43aiZN4dsBsZlaG3hp8JIU8rB96vmMjjpI5x41saTUqeJ66qwkNwhdTaLap1yzvG43y7afyqrZGiDU7c05VDZfmrvO+nzDTfyIrfOhXVyxC+0+9oNX0etlFFy2+bJGeuiJ4xsHJSrLMiHZAfyMrwmwGO+tbbg8cEJKzPmRVj2qibnuJjafNHR5u6Qb0sYUhar34Xrw0DUqEtGpPkul1Gq1ByETBoeE5HAgC3rk6IpSiWF8YnjxUAeQgF0DkdjgZZRIdH4FfKHclVQHNyRwPCknpYECSNMTFar2dRGu0JixForgfiFEkwcjkaCsqgy4EgnXqjDi+KMRBH7S7FfIh2ekhAfjak7Z9ofcTzui5NUiqvyfkqoucmijYYjVOtVk3nS2qHSrGicJaIrTDbJyKCCaT5P9j1uQ5QP+36NSOBgm40LUZO22aDTQ4eNF5r7Z90Ujz016AsJ0k6naNZqaLZawrBr77mwphn5x3oz1kMrRC9ASdqkLFlvLhP1JDJGmUMt2Pf8sb3UaiZV5hHIOegbr2uyM/fDORbY7OGz6Ay7bZzjPPmZHK0JTpxgQcnYdjCZrF5+hm/+Ouh9TJ1E+pSyw+w49Z1vny9yAFccJyKH0AOai+2Kp98730mEk8FcZy9W9gLxvTwuRiEsF8PJSdgUoR81G3Tb2Jyr4j1ey3hx4ZRP/P4yX2IEJaVaF/lG6J4UfGpKl3hmMuow/f3iiy+gsbmF4TjC7v1DYAJ023so1cqYdrq49OwLePGVT2A0nqF7ro2vvPolvPHFL+P5D3xQhF1vMDbROaBztA+W7bAeqNsmWxB5f4gXD1GrkeiBVJYa0aOQloLbkN/VpV/EpD/B5edewO2bt9DvHmkvCcMJNGODWCG+YCNAjQZSgYyHE3HslOZUhftsqveV+6VRzlorFuz2iIteWxe2vBvX35FIm1L4zTBm8zzruFD49zu4deO6CnFbUyTQvyLCcgWzuIDWxhnUz50n5Q9aW+ekB1S/d2AMqpnQ3vP3ARXuhBHLGool9oMCuv2+9AqZkawi9rOYfDMVyOAsKBp4RJJFOj6uY/fxZJwnGwmae3IWOBw6DfMsyrQSwU5hTB9eHSe7Y7VWDHG73v8c4e92bXxaK7d8Nld3aJv4mklDFnV63W/UgVJ2veCRFaDbbsl3c/vMZpqMmWnrAFL1an4Jm3d+74sC52/UYZsZW8PEpS/t11IdLBl9LREw7JjvozuSdZ5c3ZB5LpbC3+0LgUIlkHTJ1LOep9LATHZYyDxwOftYOB4t22SfFQ7Ns5x05P3GGoHqFJBKW3r/sR8TjXHSb0uAbiaOE5+9Xm+gGZIAKFfKmMZjjEckWNAgWaWi+6JTIEE0Bv+oLyXbor1UaIyyATsh3gxa9qUHojL6CaMhYiF3KmKGRqMutXdDQu6DIiZSmzSS7Ax1O2UZMz1kl9XGoaa3DINE4xkKhuJcW17QuSuJxchr2W4foX10pJm2sIRmsykkGbJtUbNBQcyeTsyW0WkzEFXzaJB6nQa1XDfWW0nj+BJmA5JpzBAFLAFQe4DQxWKhqJko2mfUrTPt0SgO6pCQvJEQP5SadQz6PSWwsA646aNFBsF6c030P+cv5QZ0niplBYZkMhp+huJJjEWm80L9mGv1JnuRa+sldeT8+blB7ei+JU9qfmMou7OT8vYqMR46+4bPaq5cJcgCVlhTFZn1ZchOrCOccgAtWi3d4mTx2frZIa/XVlaG2MyXr/9SDpNpz+HZ448STzwRHblXfuJO/j0bKwjvdMT1eHtQr7HvySbRQUZA7CeTYVfTnRJd0gZx/sGWX4VHSzWdpHB8PndwMmOYgp3p9WprXQQuI1+MRlGwcsEXyxVcuvQ8Ns5cAqo1vP7ar6PPOqLeIRpbDcTjIerNBtq9Hr785S9hNIqkuR0pPz/8sY/i/OVn0On2hU2bhu/1u7dwsLsrAo8KgLSqPA4La9nfiUK6VmtIlIksc3zwJMJFJp6IkLWJCMxury+L4dz2eRzs70lBrcAfDNUks09jIzSEWMCwWU083LgaBQYvzawqM1vTiSiDjY0t9PoDNFrrGJKa3HYZ9xchU/2jITrjCYKwKHSyUoPEprWyhhjZKqA7HOLtV78shcHT8QDTGbuoG0lmHDJZJkFR6VXZCV6aBwNjUpkLc5BxjFJ33VAak8qWCg+PNxYL7RPvyLxYNYqWhBaSYs1540drnDzB5xys+fWellfpS2dsjeSz1M+tYLfMoQnDnioB0zDxhNcphXXPXAv/euTvN2tkek6UDdNnVY37KPckn44nNdL2jIOd2BYDtqWH+fJ9N+YcKPOf5SrJRLHTyXAJNrBNBaGJqbqF1JI8yUWwcfT03HKXds5ndn7pkzvZSKbOEyWMjOA4wc/Jl3SQxbQj89xojE67rdkOIzukXokZKGHGY5N01VWdbhsB2eKoe4XgtShrRmi5TfNXOkWstyX5A51w0XeE7YmBPJU+TI1KDc1aFeWQhBVljKg3CXkrhZjE3J56NJKgYWzIkGz4SYPGGoAaT0YCS5cYlTTwNSgU1h4bvUydPWWdFjNDRofRoWOTX5gaLoEnyldEt2j9llw/cWgIC5wKOy7rtIi0kOa2gjah4a1XW0uxDA07W4NMp0IQRUQJmXnr9Somo0Daj1RJL26yHYQByjFnMfaPjgQmz8a5zOTVazUltCBNematzGmv+BHWzLLn5RivLF8P5wcb7XOVBC9s7FGfOaJ80gc2/QEX7dp3noyzZCsE4pV9hNj9pRlpE93qz8f+JnuEPH25ykhdO5t99E5sPtOVw/Z3enTk9mLYpe9Fj95jBbDIgbJyeL7gLH8sulApxSHGPQVj4REMEbsYNKX/JI0X6wiezPFi09UyGhtnsbVZR+dgR7DM5XJF6L/JttdotrB5dhthrYm7O7vot49Q31rHUTcSOEHEZn1RhHPrm9jY2sDD3QM8//yHUa43BKI3jmbSy4lr52BvH/v7e+h22mDV1EZrHc16HRtbZ7C2tibKgoqGjetIb0pniKl1XvtetyeNBPcPD1FbOyORORawHhXZGyOU85CzNw4ESSoYuROGn8lYYHoijKMpJtFE4BMcUTRBxdS1dQ6PNHJVLmJv70Cw3cTps6luinbHLkAWw3JWYQnlSgNgJ/b2gSoHD6/NwTlMRwMUCJ0gAx5pUAUPbggPGKWZThATfy1ROkYeWWvDXmKkJzfbyb01a9E5A6yf0CLdr+Vw0aecrPAjD6dkMtI9lXpeTQDlloP5h3EKwtY1JbTRUhMn7Gj5wv3Ew+sdkW0uvPgnifeXmcXctsnySJzsp67TkxuJkZXAz6zT5BdMq1GkzeTfj45TdojWWro2055I2h6JMei1UV+/aD5P8sMaCV1gsb6vhndG2ekKQoPU2WZL4+gIq6tpkUEqT5JBUF8x+HfpyjMChesNh1I/LNaBISsY9fq6ZkheJNE/7YOkJJ8zhZZNxggi9oZSnUEIH+F022fOYKPVwPr6miInTGacWS7ugvspF8cYUqdNx5rVgja0JexOGfJCmbPMJ6JzpM3gBQ3B+iE2t43GKLNnYqki23WOHqBUotMSoxaWUGOPp1kkerw7GEm2gnq9Wq2JI8bj8o/IFupktuEYjjgnEjuUUYiTOizpzyOsgyZAKMQ9mtXstLvocz905AhBnEyl96RQT7OViQ1YyOtQ6qi745HQj/NzwgLpYDGnR4fKWmjZ4X9m+qeeZMWc6qC1cey+fR0nLL8+oZLuRe3RaDVnMc9/i5OXcmt8PyVTg2udp1TT+Nx6p+XD1rAnv1tc72zRZvpPEtDJXoUk87WKnHvkjFNaAThK1a/FyLvumTvvLpa9MAuviXc7zDaKXdaFNSPUgE5ElVGipEHcyebqF8p5Xy2CPqzgAKl4cQfIHjB/f/53FooRFnH5pQ+jyl5KM1KF78p5st6JvYpYqNqfjFBEhIf7u0C1jGH3CMVmTZekFIwVUKxUsX3hItrtIQ6POtgqNyTiRKE0nVJ4z7C/tyvN+c6/8AIz8Jiw+7f0hGA/hgjrGxtMaqHT6YmR2mRqnTC78VQ6fhPnfP78JQTlKvZ22YsikOjds88/j1q1KsJ+5/49HO7virCn8ySZM1NcqA+xPshUYozGSINcRmWI2SYludQu2chgWfpNOcY9yQ6ZG8fkFhmU2L28WsO57YtotdbEsXzr9S9Kfns2mSAo0Tmlk8YQ3BCzcR8F9u9g5GzYF/xv0oCJSoHKi8KcZBpjcdz1RhnRzu2Z0RIKXGbBuF7LqNQbhhDC/K0QIZ5fJ4u/WzYWUoGvuF16XvO/lNqJufMxQs89k14E2h0v+deKKxfY8hTAwiS2xyaa7OekwYn0/pYdJ3dkoQY54ifJOlkixyQDkLefp+N0h0TG5fp60VMLZ7fOk0dD/n6gOFiQqE3gN1YSpB4qZfhML1Xv2TQLMzFS2COvK0ZwlFWH9ifece2wtPrzAVALcFyQTrIvvHsxt1lew8+MYZX78wWWpdT/iBhnJrqI0XSgzLzUJ8MBCqUAtTXVlawbktkT8UDHYEZnaoxquYomoWrFgvQh6gs8Q+t6adyHsxnWGxWsi85tYGd3D7v7+5J9CYXIho1sJ+j0umi2GgglSFgSW43oCepQZotqEzbYjYTZlvDAbq+H4XgiDpGsYRItsS1JUARBEVrPbv6NYtHV3DfhbWzOywAoFeJ41EdrYw2bYRGVaYQxa5/jGTrDnhA50Z4gHJ81XcySVUplcZyqtCVGI4EfyvPCHk2lsuhd+wwJOoSQRQFnaBNc6nled9sehG096tUaxqMxaiSPkNolkjEpwQRjFOKHkoAqJMJFnTFeH0GyENoXpuVvnjRerr2SMFVWDz3OyGaSkmWYDoslDpFlBjbPiWTt7HOpQRulCcro+SXzXRSfLHhmht4uQ63vmsibrJX0/rLoLl/w+LJkPiGRcsIyRDIpfemybMmuUr/lRL3DzvHMevC9J5Zxcq+TIMB7Otz5+85TToYpEfrzDorPmpc3BKpnbkY0HWE67AEsTrQHfKQs2yJN9egjtUd781cNDpoUOAX++voFhKSOLQRobm0iLMzw7ltvIjYNYd96/csolq8jKlTwiW/+tDww/a5mjXbu3sX9O3cksjQYjrF55hzObV/A2uYWSYVQIilEPMKdW/dEWL744vMSEaPgYv3Y/bt30dws46DTw8a5iygwklWu4sqlS6IE5B5EMxweHmF3bw97Bx2E5RHu3rqFC5cu4fIzV2Wb0XAsuOszZ89ib29XELxTZgsLgUAJKSQt3pbQCK1XIQUsO4fHErkjGUapFKLVqotgpiPHHkoPdx5oYkicJjYzrKLUrAmcISIpBa/D7j4m0wAXL11G+d23MJ70NPtFPDYzTBPzJ1EzYEanifeDGbVyxYWzRsMhZsVY6GZjlBGPIhSKFdTqddRqLZTKNYlIEidPqIQyEgUoN84gDOjeCglpTlZ2XjCl17FvGeQ7MCddmyf/9fxx1WliFHGWFCa5zt/Jpl53qzmRIJExIw8sSmou/OTTuDscdvrPfjaP2V6xTmnRdz5kUZrWai2M/aGFbrh/dUPz2+xxDI3vnHr4WkW5vvGHrClJgpprLDUjnq60+lKYPO0ie4/QGmZuqeVuezT5n/lvMu2VrCzxC7wXDRqtiYHEhjk9z9nKRDqPDe6cooY1z3USWEgfKiX1/Kmlir2yx6IsoEoooFIj06o2Tb944QLW1teFBW+v3cf2+YvSkuPo6EhkWDEMpP/faFpGGEzRCgpokQ2W1NmlMma9oTgf1F/FQgnVUgGXz6yLY3PYaePC1hbObW3g/v0HeO7553F/Zwed/kiDhYZIiQE7gYea6dNhKIK05yVUK6wxirGxti6OA52RERvKsjYmDKUeq9PrSc1tvd6QWmKSMYQx4Xk1NBpVDEZdlMoBLj9zEZWwgI1mDU2ictg+BAWc297G2oVt7B21NTDKFiesl6ZzRbKHSgURtVUYyesZIXTTqTAF8qLy/On0lEvaJoVBREFlSM+lWJwuqaOR3oYlZQcmY6W5mXX2eCyG0p6k3e8L6ZPUjEVkyVUWWzqBzDWpTLVawgRZ85bQkuf11B9jr1TSli6zkXRak6T1ZBaWJjqJ7BfePjUhkJ2tZ0z7QbxZ5tuMEivYq2XlhGEqtnLOBqrpNPnBEB85kdab2YCGp8M8ryirL8WxT1+JDNzRC65moyLm/Zx4Or2Mk2IV/dNyB36/6OSTJIKWbss6J9OOJ55iMuqgGJxJJzcXnfcx+z310G/wCIdw2FGSKRSEXID1RhNCA6ISKtUSzp6/hIP9XaEP5wP0zEuvAMWa0JoyW1KuKZHC1ZfXsb97iKODI1RqOyhMY1zb3xPoAXsWbV99DutbW7h06QKKQSx/ZToFgt2eSnM/Nq/bvnBOsilhpSrHpkKiQ0BB2zk6QrfHZnpFKW5trq2hUuI8a3j37Xdw8dIV1CpVDPoD3L11Q6MTxJ+Tqa9YwNbWFnq9nuDHNfWvTlSlUhQqV0ISwCjXrCz3m8WurG0iMYMw8HnttwvlshBqFIsVDPj9cIT+mNuE6LU7ePjwPmJywZLvQvo+8XcUXtbzMpkruQFGsBWLJpNEKvZAFGCt3BTq90mlIbBCKpfW+hbK5ZrQwfKPP6fQkMweyoiEXl8hhKv4z/OmwCk9yI/ld+XnUWdkgfIMNwVX2B4Ri+fuJ8b9f1Nb5/zUOlAWakConu3llJcdepxM1HFj3rFa5UenPo2nY9nw9fucN5vUyr1vhqcn/CX7CPlmL6Kt7wShZuy18XigrRUeqQHzMc/S4z5qS8Aac2p07qKwnYl6lAzEDQdD6V3IHoFXLl+W2ppKo4Gt7Ytodwfye+oVQsGFhdaE49motswgHmuNggCNeh3V5gamxQoe7B9IDXCtWhF9OhyMMJrEGE6GWN9cx4VLl6X/X7XSwHDMxrlDCYSyZohZoRlrbg0xCZEjwmZHHUOW3KL2XhJm1iiS3xLixgDd9plz2N0/kqAeiR76vQH2dncQTyZ44ZlnJKDY7ncxGI4wYu+ksIBhTBa8MuqNdWXoJYyf8MMhmWP1GWAtEommLIW7MMdOI1SYFasGaNaoW4sYEnZORlMU0KiWcJ5stA/uYdgfYb1ZF2ghe1qVSw1sXFxDr9NG9/DI3Qu2tJ/FSk5A5IzAJ0HIJKGOWtcVTYsGohjgXG3N3eSl8nWZbfWEnm0bBPPfpUbOA+t6x0nGSVuq2E2DhT+20Z/0/oJVdCUs+ZDOVFA9QqakgWq3r0d4XrM9nebZcz0/xEzGOXqpezl/3VzmOnjCrHo5h/8GhICYKJI711goVRmbkCK5rJZ5vwyBQmtE7SRpR55TuzdEBTP0xyNJv0eoiQPD6E+vfYQrzz6PaqOOdneEN157Qwx8kieRvjQmq810gnqpgbPnzuHW22/jYG8P5UZTIm5f/eIXsH35Cq6+9LIUzBIaGAldd4BqYx0vf/Bj4pA21lqSLaHgFMdqRkagMYaDNoa9gdBB7+7sYW3jjAhCNgzcffAAIbMxtTpK7DcxGuPFlz4g0b/BoI9yMUSzVcfuzkMhpyhJI76SZLwUrjcyTQKLkuonLptKio5Wa3MNO69+UbJXIvgJeyAGPAylWHbS72FGggohDplJ1iiO+hi2u6g2qojY6wIKM4gidoonBMIyErBHEyF65D4nfnyKxsamKF9CG0gdy2hfGFakgR+dJjqr9LGYJYtmJcxi1kLpQhW2V6YPJfrzKN0eXcg884DnpHOfGPmEPZaYXnNKQpRfCsLjh4nT2R8XXfIi5skXOerHN5gcmYR1mPys05NxkhbtJ3scX0lki1vn75Vxop+O927YzEzmYw2XmDzi18h78ohA02yTXkbJbXuiGsX58/FsJQx7Xe3HZ2o9v+6WZLAI1sLzDoUhjm0k6rUKClWys07R6Q+kYe0sZJ3wGIeHh+KAkCaccKYy65/KJRwcHUg2JQxpWwQo1etonT2Pw0Ek7LT1WlMMX5LS7fXG2Nw4g3NbZRy2O0CZiIcuOr0x1jfOISzVce36O1IPTKdDeiExgGfYRpmLoe4ibHxCqJ7A1tgvUeHmpaAq8ELWOUnlT7GMezt7OLt9FmGlgvXNLVw8dxZnzm4J/TkDd8xykTV2OgvRjwqYFUMc9PtCMc5AJJvsEh1ByDz1IIOglONSy8Q+VMyukZIcISqFGOFkimKdvRknqFbrGE1G4ugQ8RENRqgxk1WvYVYIcf/oCJMoxsP9Q3FYOQ+2KakwizSbGVTJVGqcyfJWKZcwGhcRVkOBKioqI0CB83yEmpv3YliHRF7LQ8qGtqv90mZ9s22DpKWORW1kjqXHWRw9WYUgAk75WhImX3/mQe6947q5p+0E5zyJ/Ep2kNL3qXMxkOhjAsiPOoon9nvJmGJSZVrQ/B6ttWxm3ccjuxfL65n876xx5G+bIoSwuVF9JwWujeRtyot9rwryVy1KlztlivGONchM+pcRsAIm2h9hMsKDe2201hoYT2JsX7qK7cvPYkwhdfs2xqMZqvUmjnYfoLm1jkmliGKhIs7F9WvvSPp7ffuskCqEwQzr6020Hz7A/npLFMb29jZisfTJzk2yhr5AOVikqYkdcv6bc6S7GpF9iLVIE6y11vDOV7+Kj3/qU7j87PO4f+8eti8y6qbQgxc+9GGsb6yJsOBv6PCORyNUaxuIUVEiiEpJYHm9bkfOV/pWzdiEsIbLV85gY2NTImG3bt1Bvz9Bo3UGxUoJ3f1diVixgR7nQjKIaXGIYq2AOCxgQLpwGkas54pIFlHD+QvPSF+Je3duorP3EJPJHoTHXVJFAc6/8CL279yRyNr5S1cxncwwZNdz9qcKS0DIJopkHFeLh00SI4SYUuBTCBGdzvscmhR4ZCIsEuE1VlLOCrGyLb2glngTjzEUdOY9pJlv3eemr4vv3dAJZFRXfkWv0RDTiAFoZZH774LjZ3kkchIC9rN8mzaBC1jnaZlvmqUNzzvb7FhIyZrTqC+V8zcTSdSHdxNTzpXO+2vMHfKNO5wS8te5hUym4dRak6cMZO+17nRr4LhjWx1nUemevrU+Ufp5Sofi/XU2Gw8lm8JMujVo3LaLxMKq41EyAGLQeYXlGVZLee3PMfvjlOWqzVcJq2621oTVjXC9dqePQm+EUnWCSq2BemMNrfU1oc0usQGrNHgNcHZzE/1eGzPWNwUFbF24gmpzC51ZF8PegRAwEAbHXom9/ghBcYTWWhVxoSR6oEunqVVFqVxHg05cWJIsEKF4QgIxnohetDVCPCVmwvg3GWuPHdZPsd+U7UlFB46b0pkSkopyDZcuXRUdVqnXhJyJ16neWhNn6qh9JMdgrXCpHOL8xQuiG+89eCiIkkqtiaFA5RQ+bnXPZECIHZ0mYU5Cs9VErVbFrF4DKiSLmKBeC1FgL0Oy5bU20dndkZoueYIMa64EWwvMWJXlN6yJYiPcIYOVLD8Qwg7WG08lYEqHir2rZOlQ95PqXBzLRfQQy2tzT4WFdvHOczJExw2rA6zNnmSctNTHc6rcYax+Sx069183MjLE1g6nskOe3ky2SztP+brY07mpL/w3GXlj9Z38q32LFu5D7ArzzK/K+PFoUD1NuylczwM+vlfC3x4viwLyjYEFQvQ4Y8E3KBIFoEWwdox7h4aVitGYtBd2cpatZdL+McYj7FJmwuSHdHYPpOBz0AkNq0+Ib/rUt8s2TGlTuJFm/NkPfACj/gDDPrufx1LjMwsm6HeGiKIRJt2uKIZoNkFjYwutagsPb9/HuLMvz+/4E5/EpasvCFXqrevv4q0vfB6vfPOnceX5da1jYb2REDqEaNQrqLKhrjQknqJ49hyanbasxbMXLkh2prW2IVEzSQsXQ6Ff5T1gQSgzSYPRALOghFqzLKw0nEQ/6mmqPyyKI0e4G3tqVBstcViKlRDbl57BuUtXBN4nzERXycRXFLai+9euYfPSZXR6HQzYNHDcw+DmNZNJCjAmRWthhsb6uijO1vlnUGptYXq4g72bb8m9qtTXceWFD6Ha2MCdt95Gtb4hCpCO05pRRGTeiiZKC0+4HuGBZN2LKewLpFo1HdZNPyNlflthjRwrKB7zwY6Bb917Ds1pGd1SH4VZgMa0gkZUkX/rURWNaQn1aUk/iyqoT8vyZ19/duNN/OWP/oh7xtjzw2BnTVNDIxgXOASpCNoxZ+MxpSbv/d+n6FW1v9jj1DStTBqR2UOqbsb/HWv1HCFEXkbcfvd0PJlBJjXvrRjf2vQxyzKl27FCO84jt3oyw2vlYf9NdN7yFh9zRCTWT8z1K6x1brfUVhBhNEZUrJvfG/3q7W+xA5X/xdxvc+Ix7vwWnNfcznK3yQhME/H3oVOk+T538bzA2KhzpoQpIcB6s4Wrzz6H3nCCwWiMaVwQ6HU8Y5PXCPFkhhIN/jDEiDKlVsGsVMZoBsk8BQeHwmTHS0rmWRIfCL00m9AWy4jGEQa9ARqVutCe83xffOllTEhmFRakbQcDfCw+Zv2PyFGBx080GEW9QWIEcT3KhsVOs1OE8VGjlGs1BKEyAHb7Qxy221iv1yVz1Gyso45YsmbU19TTG+uEvBUkyErHTprMVtiTsCL6eTgaaJYrCFAvV7FW38DuzgP0Bl1sPPsMomIJ/TjA0aAnzuLVC+eUYIP6j1ks6nkfUia3gDYZkSwFDHsdxGCWLpbaqFlBWWmZZSu1ihiy9pkIESFkKgiyhUQYDJ4moeRjBHcS11u8po4bmW3n6/8siYy/7aJInfk2FVxLHAZedzfMg+vHOVZxmvKmHfgz8gMymbpgH6mxqBWJ/3n6eAuP6H2WzEx36TcCNnrSFTYng4EKd8wnC9VbwPz0DRDFnM9UMYrP5IB+ETF7kvvDk57/E3KaHncwbU5oWWsNt9/6Kj7wwQ9g+/y2YJb3Dw5QrFax/+CeRCzqjSpuv/2G9CPq9caiI59/4Xm88+abYtxSZE67PTEMCrOm1PZU1+rYPntGoAzNjSYe3LyOh/ceYOfebawR082mtmS4MwwwdICoJEbsARHNEJarQKBMOmdJu0fDtVBAo7UmikpIwRmdYfd109RWGF5IC1utiXIiZbnaljPp0F4qd7G9vYlarSbFqoQCExpIxUUHJCowChdKZ/dilQ+j1mQRbnjpI5+U42w2NxAc7uHoXl/quTDSTu7C2IMYD3fu4fJLH8Hm9mUMej0MSmXs79zH1tWLkkXqj2OcufIi+lEJk7iIWqWFUjHCbDxGiTA9TtjsS5wFwjAKJYHxaQ1XSXAxs3iiUCCJ6i3Is6fG44Z6jx//+HN/8rF+/5HuFfy1l/8hRjVtREuqdmtlKsOO13B4hWFtVukpcoxX49c3+UyMaZKIfOjh42Sg3f6lzjcNSUgdh+vfz0itsO+vNVX9N/LwWUt988Xpb+kRl4m+vk9VQXaYJFkSuMx2Zshsz/c2u6HZnQjTQR9xtaUtPZaN1DV58jLqxMOxRpiItpEjzPRIbyP2VArVYWZWh7WqJCEIiH4gg5uh7tF+SIR+s7x1U4gZJjPgoN1FWKYrU8DW5jrGwjY3lWter9UxKxQEJsegIp96Ej7s7T1ErcqgYCy1RvU1oisYcBsrDDwly0g4Ebn5jQckhALiCoWiyhSRcwFZ+QqSwbn3YMc0p2c9FImkzgjrK4PIo2EfIzbxNUiMWn1NgpT7hz2Uqg2Mh33Rof0RSZoKAqsXZzMsSeatEpRxfvMMcIYkTGUM4wDsYEjHi32myFZbLhXEUSwGIdY2NyRISbRFvVqR+in6hoK6kFYjBhAr5xcKqx6Y0zKtZCrdNjrMfpXLKFcIhQ9x1O6gVG2KrZMei9AR3neZTOvxQ7qrZ96nvRRC6Yox0JrUsMa/aQVrkzpaE/5bxdpUP5f30yrWp3W0xlW0zHe3anv4X33b38S4oO0n6GgvTxQsWOretLJQ97zhmEQ9fTVPrpTNPsWno5tcMCO5L1wDduTC+/yI6gmzho9GR57xIN+vw4+wcax6b6zXmoo6k3Etsow89tMT3uzcaH9+6MvF41aIjC1bfItqJPxtNVMxk1IdUoG+9OFXcPfuXfSGI5w5dwH9yQyVwgR3bt4QAX94eIBKrSrwxdl0jLWz57B1Zhudi0MRQo2tFjrj+4imQ6mRohPBgtMeIQy7+wI/u/GVN4Vp7tyFC3jlk59CEFbQ7rQlU0NnSFPqM4Hb0Wwm5ICulAhwCnppcKsGrfZgCLTvhaEcd1dRIlVscEdHmMI/wC6pXB/uS/amXG2iVm/KdeaDFpa1i/ss0Ea7zDoWi7ofwYyHJblWZAhSrDCpWZsoBhVACCLYZnvKzn+YjofohiXcvn4dcVxEbzDEbNJH6cwFHPYnmI2n6L/+Vaw1N1Da2ESh1EDESrPCRKKY2vCVcT8qOo0EEpon10Yta8Vo819CGtm4kHeTvpYxcBYGcO16SoWelm18zHfOVzNGfGYtfjl8G1300Q366KKHbmFg3vfkr4e+/hX6KKGEv9P/q/K7qMjmmRVlPmI20itylW45qYi4L5Czz8EKp5Q9Q89Jyn6mUTzNOs1RG2cPvuD7RZG39HsDYcw4R0lALRUn9XaS/CPw6vcphv8bbaTuk8ONuA/mCplXCXGc1jiJ/sshnct9vegcLIxfH58pBu09VDbPp2Gmx8/EHc2xhGXe+5mr+V/PzWpu727+C3So7wTPHc04Uay9DchUJ72NipJ5oWxiFqPf7yIsVuVzZnOIXgjpcJmLQ51COB6dEtYx8SgT9lhic9ooRqVUQLlcx2Q8xXA4UvKIRkNuEPWUBNQKkH5IpN8mKQSDh6xfKtFRqZSVLVYcIrbf0IVAQgbqUzpwDAamL5PKtGqF9N476A16YhfEbMw7CyRrpv2V6AiVcO7cttY8VWuIghD9/gi3bt/BxcuXMBwORI+OWbtULGFz6yw6nY7AAQVNMWUDWqJTYhy1u4jqNRTIuFcqC9yOqAsEhORRrwVyjSSANhmiPyJRBu0WBktjYQCulsvat5EQQZQR0jKQvvWaQWuttfBwb9+cX0X6UEr2T6CzPgvpCg+LyxItW8mZ77O/SekltV1u/cR/hccZV0dn8XL3HF5v3nMU7G79ppAU8/NeZtcv0qFBJnudQATTzlJeL6eUQzOXc1vB+LUyV4IY6XvnBzXndGzq+ImTdfp9nIQ/2aSppVha6ZxlFNL08e+n8Wi4fr2FTFdPzM0jFSazAEGFKV3rPfk1JMeEsPOOMTev0zVqTuLNiyFI7OksQHNtEy801tDr96RpHpnrSEFabW0gIjX3w4eYtjto1ptobqyBXSCaa1vYvhSgvtaVSM71Tg/9/RGGRz1cvPQc+u3bePjwQFh6Rp2O4AMvXr2ED33im/DVr7yNKC6ge3CAMxev4Ew0lWa4us7EbRBKdDov40CjKM6eNQ0I5SGwQklIF2y4kxl5RgAjgRk0ag1sbm6h0WhKNqdWIw244p4ZreIPotlU2IfKcq99r9uozZjMfIQ2agZixtJWZsRY40SSCD4X8UwaBsfMwJFwgyyDQYDKRgvjUYSYFKrDEf0r7HV6ON9qYu/BPcxGN1Hf2ERrc0syZYRAUClJ53h50JV5jzVNgrE0rEDKMGfSKYSz5RQf5vrt2S1ctmrJWnYEF/M/t9/zf3vlLs6Mm/jo+h/A242bOLO9jXJtTQqkH967g717t3HlQx/C9rPPIQzL0nS5WGzhQnsN+EdAHwM9TzMXVQCYi+db+zTLhZRbs+RfFu+7uUdEwrDJ/lXwz2ehGEXNcxTzLstyBykZloUo4SiyhSbJ9tZ9tEs+OS3dXq6NVWI0Giyd7VO/6QmNbI++hFDemBHOCRc4lJH/0v/6SXtPHikEhxAf5SR+ltbt+Y9OTt/a9OEUgigGq7EJomFXpGeuibDqmnQ1kObtgknEJzzEKnpSEYi0f1JXQhGXrNUltTUvbMx+hBPU6yQXt/1adBuBkhMlEKgDJZJDglxkRVXyDOm7VIilfUb3qCutKcrlhrY/IJ8S0QXUT2yoOx0J+VG1QkKKCOPRUHoZ8roQxlcg/TizXwU6IBMUDCsy64UIy+PhmQFipkUy6ma+NCL5vlRgfS0rf5j9ob0Xo9ZogaFMcdhirY2iM3Tj1k1Ui6zTCkRvPnP5AprNOrqHuygSBSK9mgYYsp6KTmSkrHgVoWaP0RkMEJcrqFQrUpcczKYo8dpMI3GCZvEUxLaQPS+M2Ox2goj06UTGS21XgNGgh8ZaUynMK8r8a+8v5R+RKSTsWNtYR3cwwGDE5rzqvKZlrGYTHUQhd1GtUDSbhd65j+y68HZun83ME9JBD4dBR/6O+G9BXx/iSN4fFbo4KnTQDvldF//88G+gjDL6xYFQtjOgrN6yObxAzBcu87nT8Z0lvjb8UzoSFenpfv7HlvTYXnbWedF74Vj26MAvzSkYZsClzp6xVTwyQJW86e38IKWzbsxjrEAAz5Y4VaheBrqSoiaft9FOd3j7fy8Uvy2c4yKzd4NNcKNRHwHhbBm4gZ8nOvnBsm/T0f/jjd3TGYQYRBGpPyvSoI7RrAab65Fth8QRYQG1tXWsn1nHnVs38OxLL2M6GikteLOFQqmGS1c3BWJHyML2hcu49uoXsX/nNtZba/jy3Vts6AQEU3R7+3I9i6UCXv3sz+Nwr4PNq89i2D7AYamEKdP/2+exdeasMMjJ8HCShBpYOlPtp6O5KAoJa67og6L8/vLzQlH6alBh8BrXiPm2BqgpDJ2FASYR8egjtJp1LRw17Hs2wyA5HxE+xggSSnMgWtvQprSWOY91WuMBiozqkVZ9OsbWlSuiBIbdKTbPnMX+tesSxatvbqKzfx/93QO0zp3H3qvvIiyVsXbxEravPivMhFqvzAihshHF0wmiQJsF2h4Gml3IRrnz11HKDvet75Q3sWCxZENDqf3ruXPfzan2PWsX+kKC8U3f8b34A5/9FH7T68/i4sMW+rMeXr95Dz/0kVfxzmZXCEN4m2t9wjmAXjBUwW+eChb62vkJJbiXjbH1ndnapFzn6cSyLh09032naWuPe/IfqYDY9pNSGyd1S3VdJ1HLNIlEMq/UcU3zw6fj9IdfupToKmWREpOUNcKa208VPuuGT1DAZ5/THF26TKf6dUKpaS5yslzkOW1YTsbDdP1dKvPmP7SZfXlxq7mAt9i3OcJo0bks+iL7EC+4F0mywGs8T2dKHGAa73R82EjdwN1kO9J+s2nrWJwjEkkI4xsJgIZ90Qe1Vg39EVn4aiLbSyiKE8TApfR6koBRYNjviH6gczVDs14VJj9KR7bcCAuEs7Omh70D6RWZfoXTSBwwQtuo16nXSNIkjidVsshQJYqYjqfStmPzzBnJ9Gy0mij2B5LxYTaJWS+SQzCg1ajVBKpHdIow9BUIjWP2ZyJZrukoxvmtNbTbPfRZe0xER6kkAUAx6qkXMUG/N8KAOr0YCtR9NphiNuxKfTMbBvPZ4f7Z34oZrkI4RVgKsV4roaUARUynMaJGDdVKSVn7XPCJMHY6feqsjqdjCURSXtKBiyeEUpYkKOsCTe4BSROIJP28Mssls9bnsklGJ+Z+5e/L9hgz4+X134vdc4fYvHgRxTKzliVc+9IXMeof4mOf+QzqZ86jWK0DBdpsDXQf7KH8wwo37JT6ulSDmYG4xxnfcD7IeNyIV/0sTpp9Cwv1gjon/7fxkknMo0e84EmwJOOf88C7e2Xrge09XRYJelyonvfOvGfqzUTNnlSRq5fcee9HnIIbzCZDY6CnNnFGrfGr8fU4OGvBXdNRqlSk1oiRqaPDIxE0586dw4df+Shu3XhbnBAy5Ty8/xClah2bzTW0OwPcu38LXVJ0RxNsnzuL7edewsObN3Dtq19FNBkaaiYK5wHiaIg7197EbDgWh+Po/k2J/nR27+LFF74DzTNnFB5nmtPZYdOr/p9LzQp0SjuFS1M0yVgxUqdFgFIvlGq+Zgx9Ntg1BurNG++ixwLSfg9rFy7i8gsvZo6lc2DkUAVRhKhAwSw5St0fsyRUAkGA9XPn0NvdFeHHZr+DvT2U6jWUCyUpWKXXNQtiTPsdgR9QoaAWSt+Ng507ODrcQ6PZQnN9Q2qrhoMx+mwoOBgKdvz5j30TNrYvCGTBGvNS67XkXqf8I2+5nsrKNVjjUhSiMlPx0kYfjXED7U4PH7p5Hj/6ya/iJ+7/FB6+/RX8t73/HH/l7/82/LF//x9juh7izV/6HKZvU/j/MfQLA73WAomx/SjsSWQEfw6rng/TXTrSsYrlp2cgB3TcVhVKi+ACq2SCrYKZ3zbtyPkwiLyapzx2vqfjdIczuTKGlERqxYIw9UHe8n3irLRPYP+rQN/lsE5Rxhh2j0Q6CthWrodhfV0yuVT5or2keQbqKZ2ggzYv2J3LcIlBbY+tTGwMLNJRFrY8Q9Rin8doMhFyIRJHjFjrNZtiNOwJjK/eqEtTVjohhK+xj1IcEQJXxsZaSwJuzK5Qh0mdbsiMExvckimvoIElojLGU2lZEZOUic6RsV0skQ2h8gxCsmUHHSciS1IZu4IiN4pVhapzzqxR3j6zjrNbG7j74CEKQU2Y8QjdIwR/wl5NUYR6tYpmrY5Gs4GAnw170hsxnI2wvraFcGNdSJfu7B5iQF07In16E2E8xjiaojcZoDsYoTAaolRkLesYG/WaOEl0shhwYH0yg5CkfSes0ZIhafiooM6qOIwRJgKlH8lqY9aMAXCBddvCPK6/yRTddkeQDiWSLPnNqwXyHjzm+kqFuRZ8ny+Lp0GEYhwK4uIDn/w0zrz4QfzBX/okvvO153DxQQMDDPH26w/xd77313Btvav9G5kNHJLVV0cvHJrrQkbB8UryYClML++08oahHHckMb59ccJ6sPSjng0O+zoxndnL84HSsEEzNUk1WaK7J+Q4pfGI3mvbF+JRetud0jjZ7Vgs+OdLC/iwJRd42DlC/eyV+aD8SSfg/2DOwvG3yX795DQsz7VSqQmdqGY2ShINe7izI0w8bPR66dJFnDmzjX63h92dHRzt7WFtfQP9/gA79/fwcL8t5ASlMMDt27dRLRVRv3gJd669o1MXtrtQII+Etc3CAspseBcB42EXlc0zgjJjtofRIBI4pKgrjfPjPzi+4yRnUSiIEiFzDp0oEilQmSXwp5kKUFtMKNAErQvifku1Grafexa7t24IbrxaKUu3c3svVLFaR437jyUS1GiuIQjLYPkvCmTt0a1J4hBjjEmvjekkwta5c4imYxzsPETYamoUkRGxwQxBOQRCtjSndolQb62j2lzDoNPD7o23pQO6EEKQXY8KMhrj5mtfRH88xZnzF7VflBFY2eRRdgWlFYOFEmU2TkXHjje4k4x34LJNHJ2gj/Zb7+LBu3fwv/7MPVz98Efw5b2beFB4Gz+IP4uHw1/Eh+808cbaEO3rb6Nw9LzLOCWzjsWocCA1Mbo0nZQSm/FqGac8CJ8PZ3If+Ns7KvIkA+VWnxXKc8dZfN1WYeWTzJK9VZ720mUfLDjWvMKXiPLJ9cPTsfLwXADjsftKXrfQobfSZCpsJO5JBh2zE3hEOPtK23nGEUWuPa3poIPCjPUqVRPgSiKiqy/JBAs514HGkTakP16afVt4FDGzFzhNmUiTsQ2Z2WG2he9YawRmhoyuYo0sIXSk96ZOYkYmYCA2GqFSJqEBa2O5lwJCwmrZoFVg4wwaJaBcyj8y2xERwv0xPsegUoGQBnHaBMvn1ZcpUoL7JysuxefGZlMdVzJRGLY1kWNUPaHOl2RJ2uSbMDqFh1+9fEGcOdYEHXQ7ODo61G0EcUF4IFArV2U/xQIZ9oripDHzw4DfmFmlwUgcJ/atahDy195FILD3QBwmkkoVZpE4gBtbm+IkjcdTdAc9kfsCybdsjQWDijekSQWy55l7V2DgN1YCDLL4VTgvXiMjc0kdPxpNJBPF40oQTMSsrkexOVLrQx0vY3UsWFw5w9clK4YlC2yLEiu8ZoQR+nTuHu7jI9cv4J998k38yOv/AIPDXfzfDv4C/k9//7fjj//HP4bDaR+v/cufxqVdNed7hQGmBXX+dN1oxiljWmbm6H1l9X6e3vR/Hyw+rUT3JsRKvM60tRhgzhMmebrSv9o+2UP+CZjeVLYmeBVPMIl24Yk4Tn4jSJlukECWnAw87TqnjODPK1jNLuPHtQvSCAIys7CQUj8cdA6kl1M6lqBq0JrSJzhSJneVWUQ5v3iSNo/0YZgaXDqzKIK1LmDQ78o1qIZVTKMJmvV16VS+c+NtkVzdfgeDd98RQbS5sYXhaIjunZs4/+ILOHv+HL766quKyS4CFy4/i62Lz2K/3UG12kQcKvzg8sWLePO111FrNNA76mJn5wGqgzFQrKHeaJl15mtuG6k0gs5G04k1D0N85bU3JHPG/klnt7dRLRYlskUF0jnaQ7d9pJkpNuSrlqULOrNt3MfFixewe/cW2jv3cLT/EMNxD5eef0FheMIsZHuXaVSFzpNABotFhKybYm+n/iEwZc+NIvYe7qKAEvo791Ba38Tm9pZM+9qrr2IyGyNkTyni26lU6xW0Dx4KrtyK8Ua9hctXX8SIhBWTKXbv3kW51cKFS5cw7A/QH4zknk1GAzSaG5gws2dWy7z6z9xzF8a1fZ0WWFlir6z6YOt1aU5q8o4kELN4JEW6lUpZsOvth/cxPGI/qwjrsXZHe+vmr+Hdw10Mh0doaGcPyThZQ0wij6b7ezI97eNkppg+txyHaZEjZW+nlWPGRzI1dlayGpib+XOC2UL2copPZd9LlIPNEGY/t79zvXPsfzIBG/6lMOf+0c069ZWInudTz+mJDIvHN9EDFitrLVOy3iRCbmpabBJVDEHbPuY0k4GecvTXtovXrZA1Om5YluMk4OBlYWjQM4xv67yiiTgEbBIumRnJpPr6b0mU59ixXPsftxs/CLzoFqRvURKoswymrJ9hTQ7bW9ABIYkSA3bK5qpwd0tFyDqgWq2BWpVEQ+rUTNlviV8yG0S9wtoiR5dMoggjLzAVZ4QBTtFFpC4vs99fqJ0aDFidOpN1TTarRzC7OAjM9AkgWkklbN2dOGAxK2xI1mBqT4xglLvILM6wh6N2G/V6HXtHJmNWb2A6G2OjtYaIPaECtjHkcYWFQv7fIRrl4T7GtC8IiwsL6Ha6mHQ6qFcJkwtQKRYlKzdot1E5e0Yg6FSLpHA/6vQliFlqso5MWsorO6DBZ5tYncLnpbaugApqhJFIvbL01pJSBK0tEp3NRrwxW36MgCgEw3xCQGQti3i+Y1l8ooUVLDfwF/ymZJwmjlFhiNd+5RcR/NoX8Gd+XxHNjS288da7OCrcxA/O/owGHO9u4t9U76C7ewu10VX5XafQV/h+IdbkqDjlfjo1Hbi3wGFXtuAH6Wxtk/3IRy/C26XbXU60wpT2CG+W6Ucp/oPZYrZIJ1o9uKQGMQuZF4l7jBy1osrWXD6K2D2R4+QXfFnzVZ7FxI58osNFTH1vyQi7vEMvyiitpizSXPc8ymTcU0cxUwScmttqu170ZrWfn7LxI3EJRmeGQ0yjUEgx2OaATs2FSxcwHPbR6RziyuVLIozJdMeoTimEZKHevX4DrY0tvPjSCyIEP7dzTx4GClVGxgbFEB/+9LfhlU99G+7f38de7x2EjZIQTjBiNY5KAv0bdQdyNQ4O9tG+eQeF+ho2t87h8pXLKJdLprBWa46cCjO1ThZCRbwy67LOnj8vEEMqrGq1in6/j9s3ruPo3i1xnCh8i+USBuMhti9dwvmrV0VYV8pltB/clx5UmA5x/93XUZxN8MyHP4aJKCZVRAL7o6gVTLdmuphJiyiIWZxaXxOF1ts7AMZ9kcHj7gHe/sJDoFhG/cwWZgd7iPoDVNbWUW420dnfYTGAcRBD6T91984ttNsdrG2ewdb2JTTWz0nj3jgoobXZQHOrgOEwwv7uPirlhmne6EdbFqWCfQckKz2OC90uWkfJlq2p1il1xPkBXvmWT+Pqxz6FVz/3OXz1c/8GMR3L2Rh/ffCf4xfCX8PPXP9nugdSzMeK0x4UCLewEWA20pzkH3T1KS6e+Nzwd2hrOnWdJYX+CXTPwTiPmcoyRyrFOuQZvSZ3mfTj8As+FpyDNWRt1C/veE/HKQ9bZ2cVvZGrjorcvPazh14M5nQdp2VzzEnOyFxy19AjHoSPssW+MYE+nWAy6CEokzRhbms9Xl79wzFzSId6HiN8uuBkj//USKiYmaZIalaJ1BiM+qJ76mzoOmMgqOQCF0LlTSerVJNMFSnLuU+JxjOgJ86NKYPwHeAoEgeCutAaM9N4hlGvJ/A7ssxK5ksaukeefJIWsc5+U6ddsxHCzMeC/VJZdDt7HtHRowdEaUNn6PDgQPR5rVFHtVoRfbrOzzsdqYeaDhROuL6xLsccEXJHXy4o4ODgEJ3BBENm0UKy2FZRq5Tw/PPPoDQ9j/v3bqF9cIgqoYlVDUtPewOBos+CogTrSWAhbUZmRMAXZF3J57CMunothLzHmAZSbxbMsN7Y0OsRAr1eF53ORAiXWIdNVIqSbihTbvre5gfCUq8XytLjnabcgBnp0qPEJB9hjFq9Ko1/h50DTHodjLrshTnGeqSIjldf+1m8M/0KMBtgPdbPOsV+4h24i+L8WKNPrGZNDxvo8a/CcWcZpxytnHpgt7U5qqnlUgKjed1k/7V2ne9M+dctqy+tue4nP+JjREKeKj31Pk4p2IFgQtVrlEvC6EV4ipCDvOC3UTCJgD2lY2UP7VMmejjt6WhoKJG1viU7NDDsXaOlBmjaQPpaDlfnwx4UTJkz2lUo4sbbb+Lg3i1UGg2c2VxHqUh2OqBWJx4bOHtmS6KK40EX1e1z2N/fRWNtXYo8Dw4OUL5Xxdbly2hsbeLiCx9CdwTsHfXx0oc/irVWS7qE07nhwT/yiU/h7u2beOedN3FwuI/ti8/gynMvY2NrC6PRGA8e7IhBQlpWGtDMJq2fOeM9LIwesUt4jAuXLwsrHyNjZPLpSkPeAj76iW9C4VMfx+79+9p0cDjAm1/8AmbDAV7/7C/g3DNX8cyLLwqjEcYDIJyI0Hlw7U1sP/MsKs0t11VdnSbg/v0HUshbxAQh4YWjrnzH/hgsWBWWU5Ji8PmYkI6cxcORYNfXL11GNQwJ7pPiV80yMG1GUooQxVIosI+jh/ekSHg6O49CUBIIHydBJsJiqYp6o4ByqS5Qy3E08B7CU1pc8syZhrPHGt56R5oTI8QLPXloa4xIml4n8XSIWr2E/6Hzl/HR6AP4zuYfFoeJkdRnP/RRPHP7eeAG0A+Hik/nNWTn92kGq71Mdz3mUAfJV27WQLIZnHyHxHeg/M9XGRZ6ao1tiZ4Zyzolk/zYvhjCWoTr7yfv2E+dpic33P2X+2HXgKkjcSlMG84131mj+L1ipXXC8knrHQMvM0gBfXwiTLr7qG5ckFqf9KSOGRm1mZ9HfwynaYWh0sCCn7JDb6RA5Uy4XvoaSUaHRvpI4GcS+ON9plMi0CWiHJTUqFhk+4uxoDrIVkfZL+Swmsx0Oi4w7KKE8vHaUmeT6puICHGc2Dy91ZKWFdLgVmo5CNObivPaWtO5Kp04s0EdcfDo5Dx8uCOOGYkhGCTifWKQtN/rigyqN2qS9R8PmKUhj8MA48EQwSTCRPo1Bdi+cA6bxS10jnbF6eKMz21vYX37Am49PERvNEEYFyS7pAuDulG55HhOpFCnrO/s7qO6viHtSfqDocyrUipiMptgMBmIg7fWJNRds3JSQ8graZx1oacOSPZETt4A0/FYnEQOXgfq4Gq5hCkbABsIuKIqDKQ/WOQszb041VE2dcEcs0KET/+234HGuUv4hX/6L9DZ3QFiBpdn+OvD/1ICjj9758fcmlubaYPpXth3U6QtZ9EiohcY+Ld5lpxgTQqREed8nmeXw0NzJJ+Yz/3n0uWYElKGJc+r70D5Oi23J5Oe4NxNCzJlCPOBy0cTGSdsgGvS8m6mdsLedTlt5ykTeXWfe/Pxt7eZH3Vi5uee199p/vvERyZueWIW2Ljf1fqcStIoTQSpeI+6w9qsjA1pVlbDumlUxuZl2sishnX5ty5p8b/54s/gRoOQpfmF8CjDLaqMosmSKyw6Dj/RiM4Mg/ahNMINSkDvcA9XLn+rFF6yyzadnUq9gY3t87h347pgnEnvffbsWTx88ADTblfIH+6/20V1fVOyO+12H/EgRrvTxcaZM0I/eufeXaEgp0NEWtPWeksEXJUO2nSIvdvXcPerr2HnwY7U9xAOF5fLmI0m0ldr8/JlvPzhjyIskca0ilZzTc5rc2sTg8EQ4XiMZrOJ4WiE/qCPw/aRdBPf2DqHL/zy51CpFnHxuWclinbUPsDunduo18qo1ysCtSMhCP9o7L/7xV/Dy5/+TpQrDRGxzDjdu34Nd65dl5olwhUY3SmwSSGb4M4iFALCCxpKKkIHk5kn5s7JTtTrYv3MWbl2o6NDRKMh6q0mep2OQPziWYBxp6sRI/b6qJQFKx5IcSwjMXzMCLqg81RCqVgRyIdmhNMpbntvV2uTarf2l5AnnBasu+ywGaduwIxThFc/9/Mo/PqvYNhl1jbA/6f5N/Bd7Y/hu87/e7gzoEKIsdZaw4e/7btwcfCcOk6FoYGMEErCWzFMotkLZmSnsqy2yX23gg+YOEl+bZMlWvBgcMa5yeKwU49itm+FF5nzv7PkDklDP42sWgHl341EwXv79S/E0/HeDC/KqfVNyvBpP7S+k9vYsrFpkpVoId3ocXWnb4+saBAsCkBmERopnbpo375eNVBEG/CORz2ltjZf5oQRcybhTcboYT94mhwqYYxcfD7zenDxYYksSe5hcg3SRljyROprOg8lIf4ha1soCAbKZtbTcH/kDdXs1ATTMMkyl8lcS4rxyDbRVSpxOAiVKXo3+pz9jbidOmChZLaqbDjL2h0iL8KCNHklI984GomDxT93rZkFDWJsbLKWiDC/CGtN/n4oGaORkC8oScX58xcFgs8eTq3mBlpra0q4VApx69o1ORfOae/gEFefexaIS2gf7svxKqWK1PcOxzOcb62hWyqgXqspQRQdhXIVjXoT48FAjmEAflLHxTlSj9MBGzOTJ43t9V+aItPINBKWk7KQLXWeBFrIPk/RAM16XRwk/pFkgpkmZu1YR00ngrXUCWgr7TUs13x5C9Uf+dmrPNvTrs3STO/5MCBplt78qD8ROnfCH8+cO4P/eucvaMCx9YNSC72+uYEXPvkpXP7V54A7QLtIRj1Tv02n0OmYTDY3x8mws3bxFcPM7sRJ9jTjnCthY0SmrkmIPEj7znvEBJiQftknZ/G1zULZXdWWUd4pG8fq5mOm5xwti8iwZ5xhTDxVcggHXzPGmfUwYz9qxvv+qMDB1PHSjtCibVJCXT5MAmrBYxa6KquP6RvEvxlT0kOg2sSff/N34c++8ztlu3er98UZWo/qKMWr+6KjwgR/6aP/FE9iuGCCc3DV2F80ZDPp/i0Enti5e0sa2LKINZ6O8e5rr+KVb/kMprMpzp7dxsUL59HtHuCoO0R9fR13r9/ArBDi9lfewGzAxrgRgjNnsbZWx4NrN3H7zm2cu/QMer027ty+id7ODg7v3RFjnxkWZp/4SDfWm5jGU+zeuYZRfyBp9LBWR2WtijAsYSS1T1Oh4p5OemjWK6g2NqXx7u7DPZw5ewb1Zk3qlq5fv4lSsY/t89uyRqkgrr/9jkSeuv0BuSpw9uwGBoMBivUaosEQ1998A2cvb2PzyhUc3LvGNJGsgfbubbz+65/Fix/5FOprLWFDGRwdoEzmoeev4sHt6+h1IswmA2cBkbyBbQbZlLBYLmDcPtQHnuohmmD/5g0csfEhM1BjLYAlxl2iMVKty7XEjNwUjfU1sUK4Gil2ZkokJNj6yXBookmqlK3Bna47WN1tcitiWcJ00RoyozX1Mk7BDMNuG4jZvyvE3xj9JXzXrY/if/f7fxj3fq2PenET/e6h0PXeevsaRvfPy28H4RgzjUoIPCOONDtpM9xL5xLP/+tH0o73KzwnJuMk+cLGlyPLfLEsDGGR4ZY17hJDzZdoiTpPImae42Uyg4sw4U/H6Y9s/NQqd7d+jKLPoFPU2DbkSnymTyXoaJeKdTAWKMM0Gcpq4zi/yR88L0nCmPfDbhctR+ZCSebvReFr6TCAGjSVqIBaVEYzqqIeVeTfclTCqxs30S9miHseYdh6s+yJzpFELD0AA6jsj0RmN0LdGVwlDTlv6ARhyKywhGLF8BeInvSdjYX0QO6VuV90oPQzNaxYN0THRpubE7oWIqJelqyTGqRkfiBcrhQWpBEsx8HREXq9PlqEC06nLuAjtWcsiCoUUG82pdnuuN+ToGGzGmIkmSu2uwixtn4Gm5ubGAxHGAyHqJRrIsNJmMQGua985KO48c5bGAwn+OCHPyL6rttpYzhhg1llACTEkNqgUS6gQaeyTB2m2R1SsBPiGIhzxHtJd419CpWkis1seYNIk84mt6UyWQEJeyxgRERHgcFe76EyNYTWHGXGT9tYsP5K6w4bjSomM/Zt5L2xdU/WMT/G9E7VafgLIvu7/O90nS0OXtuME2F6rMn63E/9OBCTnp69wcr4u9X/O75t8jI+0/ojuIOHMv3N85dw8cMfx5lXtV64Wxw6OBxRGjEDwOawGrbIZ921ZrwSZWUcvDgnSRUnv3P7m9O72lxWSEAkAx8KAYqrWU8uSu7wM0r8k15j7pjZ6+i5ubKB/T6zT8dNYOdvT3j1eOOJM05uYqbBnRgwHvugW7GPowDyZNUjSEUf+fBIpH/O7bZXe4Yxu2i3zuD8cMNt9sLwQupnU0xxELRxKH+d5N9CG4fo4LnZFfyhyW/Dc11CzZyKeKLD0d/655beQhS7RLlmMfqH+yJc42FfQobt3R3JilSbm+jNJhLNqjeBqx98BcN+D7v37mB35572MSpMFG7GtHr7AMVSEVvraxi099G/exMH10ckHUJ5vYVKNMVkMJC+Ekc7OwjCCOPuESJmfNjjYr0hmPFJv4fzV19AvBGj1zlCfzjAS89fxVqricOepqYvXLjgUvfMfA37fXRYdxSNcfHyZezt3Mfeg5sCgxi2H2IQTXD+/Cb+/+z9B7QtW3oWhn61cto5nJxv7ns7d0tqIYmWEELRIBCSJRMMPDOAJ2wwPIaEPRgefibDeOZZGGOESXrYAsmAEu5WaKWWum/H233zPefcE/feZ8eVU4U3vn/OWTWrVq20zz63G3PmGfvsvWpVmFU15z//8P3ff7S/j2tPPSF1qd788ks42N7G2sYKVjY24QV9gRVcuPIsnOKiCAC6u7hYFWoVbCxUsba5hqW1RTSP9sXgYz6YO+ghoNAXxSEHz8lj49qzWFpcxOrGKQRZMhcVpLjw0d4WXv7tX5V+MscpQ1gaX5DGqmfojSywUC/x71SyJIFADCiSeEjOGQkqUkgKZm9GNB1/JBpZyN+1oYo4NUDoooEGBPix3l/BDw6/C79/5c/h5q8d4Jt/53dLMeCPffz/QLPRwBd/9efxvd2n5dh+ltAKfc8CX9NCxSQCJ7t/3H4746NSCjOvBJyCFyhjKYo6WQxhCa0yLZoUXSPqcCrkL6ZCmnczCpU0uTGGBCKJBU+7xuN28s2GpITRQivaPxrtiIoXG6VZH/7QTsdYm2M6x5wAib9Vv8cfN7KPzn22F95unfkZHvxMDteap/HLv/FXZPu/O/0iKm4RVf54RfmbBhL/rnol5Owiflb7v069hD/5wR+3zaxjtaQoSdzdyInHOT2o7Kuo8yA0ulhAnuuAMNU6WYmeKAgu/2ZO0hCOq+S3FGPVObs8lxStFttAxeloYOSKeSkHIsaAnvyE9fK7bIakDIT4kZAij8VyGTlhxsshyOfl/CoKwKUlJ4aTOySknNEwzVrqeOKgXKjV4DosAl8S51UuV0Qm44qTzwlIiJRFpVQRuB4jUWS/u333nrDGtlodLK+dkvWeyJDl2gLKuQICqaGoyUK0kio5yUyI8ssCFxx2W/J5wDzhXEacnEJKxn6TGYI/gaYkZ/9JSEFMY2z8Me/YFeh+joZlRpFGcUSScVfyzAy1u0ca94JE/Gy482zt+OtlFC2JX7Sgc5z6DuGEJORgGRcq2ln8naO/jK87egp/6nf/MzRfy2OxtYHG0Rb2HzzAq7/+Sbx/7xvl2Ga+G3oW+fw1a4hGYqlAwIk1J7lmEg3Dd8Tf0ZWCkXVuutMmda2zzhfSx5vzW/qPChoEE6JNo2HreV7/nIZTXPuOGMb017bxpMy66c2OC9qeOPNCjvmW0yJVSW9Z7PO4JLEY3CBA9+gAxc0L+Klzv40fuPcR2eWbKv8p+os+WuUu6vkuBnlP8l3yhTJyhSL277Mez244ur7B/bAYThc765FdNsUTHbuPCfsaHHRkj8826o0HQLEd8Z59csiy5LsKg/oO6vvbOL2wghYTQukxG3Qkr4bh2HOXLuLWq19GkPfJSwqnUIDb6+FwuAuv28f9N15CrlDFoNNEhgmmtbIkOVYWKnCLGXSbTWTyFOR9kY00PEjz12vUkWVl9J4vRgZF772bN1AqF6Uy+AFzqcpLqFRqIvz29nfx0m99AYO+i6effhZPPvUEXv7SF4XsgcX0FlYWkXV8VAqnsXP3Dh7sbOPMWZJeDHB0sI/1M6cx6HUE3seCrAJ/zlfw9vVbWF7dRHVVMQHmykyULUvyptQazBexsLKOFpNh948Epx34NCJ98ZAF7QE6XQ9H24dotDxcfvrdcMkwM3CQKSzg3HPvwd2Xvwjfp3FahO/66HX6yBQqcPJluZ9SIVK6hHmJi6vUEMnJokK7YjQpc/IYGhkOwcMp2+YUJuLUcNqxAoB/evBD8vuXDn4cOADwz9Vxf3rdwz/J/x/oDpqokhGJilZuYIX9TVkAW03Ss8cWlmlOw9QHkOh06g4G/mPDirThRCXEU97ecIGIwg1TI0/TvrP/UousKThuvsnEVqB4hGnSzH/ULpr/OFvkXxs1lKJ9bEM6k1hL9TpzHKfjQxhbI3C8GanJp55PfYpFhn23j6x4nnMoC2GCat+z/aGZzs26Ni2nw+IOOB+cxvuOLsVqPT2UzZlcU1MCCJPPbZjJmKeqcJdUzkXZF2OKRhR9gQMtx8jW60q9IV67UGAOFNneyL7HiJImPiA9OY0GrRgaJlfC8npd5vr0QwIIwvxoD9F4osJSymdQqJYkUsQaTsK3R8ON5yWrHCDFawmPP7WyrKJMjGRlA+SLrKNE5xePy0o0LV+qwicknfBwrj2uj+37OyiwFlJuiE6ri3bvPvLFvKzT2YAQcho5eTHGGEHh85XcJ8eX+6MDtjMYolGv49TqCvzARV8/l9xgIM+lr5lifceHK8aoeibu0EW1VJT8LsLYHJfPWZUXYUSMESWW+FCEHFmpt8hnRYge74rPdCg51o44Z8W20uvUpEqIcYfCxFV23DAbVXj1tmKQjwwng3FFgB/r/Df4gcG34/ct/Fnsvp7Bt370+7F39zZ+9Vf/BZp16hyfQ6X/0TDipN4bqe2ZS2ZynDStvhXZtcXULOtmLFruJOJqBno2UsNJE+NoQge+H4V+ih5kMCGVRP6WyW0VvI89Pe2sCqN56QZT8lkb2vnwuom0lhNk1bPpeaMLGmJRQg3CrzMTxkd4cMJwmsSgZyxm/bKOCzGIndt8HsMyZF9XNR9ut4EcAry49hZ6mQFKfgG7xTZOf/fXYLG2gHOZDP7Qb30N/rNPxheD1zI38Ozytwom9Qbelm3n+2soeA6GQtt6cm3ED2KN8Li+GL0soff0XJ1LEaCyWMPRPU5A5jWpLPRCPiN1JRr1Ixwd+Th7ahODfheDgSeeIQpj1+sjmy8I7E2Y0yq0Kjy0O3X0HzwAckUsLFbQbbXE48Ups3bqFNbPXpC+EDJw+6XPYvXsplRbb9Rb8Lw21k+dE3Y7QgFWzpxF+8EO3vjCS7jy7vchm+9geWkZd7e2cOP6deRqNakl9eaXv4itt9+CO+iL9+rSpYvotZvY3d6SRYMRpcGgh53790XQdxp1dBqHck9k1Lv4zDPYu9vBYNjD8+/9MPYe7OPOrbextb2N9Y1NrK+uCtMQF6z20RFuvPKy5GdduPYkOv0m6ju3JUpCYoSn3/MhIXaoHx3i/p27+MInfwsrZ85hZXMTjcYhiqVFrFy8goO3X0en2cTC6gYqy6eQK9dQKC/izstvYOlMG6cvXBXDzdehXgIayN5HzPkgYKxTv2ejUB9r9Dyk8eQEWPCKkeEk8AaFXncWL0kF+Pf+ru9GfvWcItzgdm8Jz779O/G5j/8sqlBJrgLDCQh/4YJI7H6k5SlDf9RNPy63KYQWS/Qq0V/r+9gB2lupCn1rD54p8Bd7XpbLaqxXforalZIbFUYkol7GLqC+NyELy6uXSKCX6JjeYV7A5uM2e7N9hcajrtiAjYFvU89qZ5VptuE0q9NRHzfWYjDT5R2usRjeF9MzrXskqQFRC065gOu1rXD7/1z4CXw29yUp2tnODtErDNHLD9HL9tF22rhXv4em34LP+nhwsOKv4KDxaWz2l1BxC+jmFJX3sZ2saY5IW9mwIUBjpjhPQWWdvjDmRTOXRsmprOTvkmiBkRgSRJDkQJUVVDUAyWar6qwxCuWg1e7isNkUA4oMfEu1Eir5rDgKeW1h73MclMoVuMOMRCVohHkOCXaYr+RLZIgVBLmGcv3j2kPvE6nCc4z+aHZYsgAS4tdtt6WeICNOOaFJp+NPFfQ1IdEc13XWP/AU/Gp7e1sU85WlJRwd1dFltKhcEmdht+9gsVyRqI4EPVijUBiJOSkcZIpkusthSGOK95XPo9npwKHBlMvC7btCXCEpOrw338WD7R0sL7NeIqNnhO4NUOa+mkpP1QuiLtKTe4ZPIiZFkMAIVZbRODhYqNZQb9aVA5ic5xmgFBpBkRBPOtjnHFVjt/NdR/tELhe2guB1FVTPPodxOP5K858Ar0L9APjhc0X8I++foee2sBhUIqieFiiM1IVDWrvTw6hfYvxau4bbpiEXEZsMSnApqLiufcXIE+txhtT3JlIUd39ObaLORDDJ+JvSW0LPaVrfzD0ljtIBg9A4m9GwmNlwGln4hSA+sQkpsD17jCT3NzC/CYZVLBo0xcCZ2P+ksZTyOXZpy9Cg7JAaYkzS7rcEruVlMnirto3nGxfx9PAKDv0Mhk5RELrDIIPrq3v44d/zkzLpd2++jrff/CyqpQpOn72Igwf76LX6KAVFnOst4u3K4Yl7gmNjx5nwDMz3MkmYKKnY4lh9XKBi9IgRQ5zL4HDvAdbPXEW33cTAG6K7WBPBTiHK0Hi2UgH6HgrFrBSe43m9Zh2QiuaOeH8CKf7nYZUEEZ2OEE14Qw9unvSseRQo1IdDMWJKy8twsh34vT4e3L2N3e0HyFdqWDp9BsW1NXR3D1Df2YZTKOELH/t5OJUKCsvLyKOLPCu4Fxw0W0fotds4c+msVK+/8+ZbyBQLqJSKKJfKwuRG1qB2vY6z587i/OXzeOu1V7C0eAqVag1rG6ewc+8uFlZXcP/t2yiUcui2jnCUz2Dv7h1s8pirl3H3zTdRqS3g6jNPCURxeO82ygvLGLTrKC4sSo2lTmeIhdV1LJNWO7ePvds3Ua2WsbF5BtvbW1g7c1kISJoP7qJcWcSFp1/Awd4RDvcOJZdp/+YNrK5torq8GoWlda0Y4y0JEySN0RTzjs3QkjbBLIfYEEEnTg6hIk5hWFX+LBYqWD51CYPCAoYBISlMGs2j1aZilEFF06oyx4n3yX+EMUZQPcWYNKl/abjmme4nKebkMtMOtH1fo8bqw8LkkopdDPaVtB9TjlFrhTau5sejPG4zNMPBaCH2dP6EmE6K+UpPSOXTMLXoNDWv/Q5tZNokx6OBxetLTWr2OhCe+iGjS9OaEF9Yhp3vDdFv15GpLIhR9MWFG3hP8yp+a/1V3P/eJfiZVYm4/JFPfT3+0Cc/POp4XPzd8jdh8PxZCRZxsbuK1xcemDuKQXTeqZplkmJEJtXeAIWsI7X5lOKoWOnag6Hk1HY7PXnnlVIBK0sLyBHVIQVgldJGSd7r9nF364FEreggKxSyODjqI7e2hIJWhIfeEJlCASUWepVaTYE49wiJZ04Pz0kDSgW7cmg2ByiWCiqPVxj2GPVTz4iGRIE1CIUUisQJNEJp7DAy4IlhQqlL40Q5AAiFV/0+tbkh+kG5UMRStYo+of2kLMr46LE/1A2cDLb29vHM1cuqxInkJJE/wlF1HP1AnI2E1A+9ARbKJLooCpSw3u4Lqx4LCAeDQIrRs6+dPmsDesgJlK8nEMBCoaDXCR+DQV+MU0FlsEeuhwzfkBiDCqpGXaNHRlvJHVOkHjEnfeIvwzwce+/69/zOKMuY0YWKDdS6oMkh+iSHCK2EAM7Sk1hZXcP7v+3bgcoqhpmihn8uYfU3nsb9lz+LJdRk92aBxBskoXIEBhp5UNKFSdJoSgWjJK1IZ9y9qWuYXKowPziR7xm/vs7KnpZqYHMqWFcLKVymvIbRc4+Gqk884hQlRmuhpJPPFexAe2ZVnl08kmQ6ZQt26/3FIHnBFEeabSxO8O6eeLM8doN2Q7DAgZPDG7X7Yjg9N7yCX+oeobKc1Qn6DtqtOv6vj/9TKfwneGTHw4XTV/Ceb/xWXH/5Fdy8ew/P+ldxqbumDadH0+T5CVh6QkJ6OIFZMM4TIeL2+shVavAaZNBjuNyVXCAyBT3z1BO4ffcOdrbvY3NjXYRo/cEe+v2O0HgPO64wxJE97+jePXS6qpBpoVhAv9eUqBUFF6lH3UwGfXrckMVuYwfuwZ70h/CC/sGBqt3jezhz9TIGmQJTPMWL1Wn14eUcPLj5Jr7uO78Tu2+/gWEuh0qFxQbV2MhmAoE0EE7HGg7333oTjZ1dXHjuOeXh8z3sb2+pfK1SCYd372G7fcS0TGRqZZw6fQoP6Fnb2cHnfvPX0N3dxeoTT6LvDeD322Ae5507b6PZOMTT7/+AVFVvd/ook3qWRW87Q8ljGvZd3L+/Bc/P4mh/W3Ka0GrA6w1w86XP4KkPf52Mq1tbR/Dbbayfu4TNK0+h7zqoLa2juriB4v17eHDjLaG2lZoTrPJu0WMbL45dPO4r2UyOU91R9Oxhk/pUA3zpE7+EoUtsPBmDXCwPSljt5vFR72vxhH8xhOqxSdFQQg4kyVcz2Mm5TuhGE5Ft+5xG7hn2q4gswiaNUPsKHbF1Sn6hatwdX1AlHGQj3Zbfyok75vgoEvdOKpP/sbVw8bc8otEAjefJKBtWwfWkUKgJGtrj0ESenJS103xvozpOai6cQLPhf2SHI6OoSrPw4ffayHGdyTi4UdsRw+la7zx2Ci5coecm/DiHm2sH+K+/72fheAO89mu/jJ2tG+LIqlQWUN8/wPXMHXzQe5fA3ZXhlMKoNYYgZfabiJLGZ2nMF6KsR0CnnFJsKd/avb4gOQgtY3So0/DRaRzh1MYKCjkWnqW7lTpUBt1eW4gjRGWSgrJEbPgSrVqqlJDNZZDPF5EllTYRIr4rERsuecIw5zhCoEDYX47PPchIaY7hwBfYW6PTwdAdiAFC+m9C48n8V6otiYFBx6YnUSbCASuKypssfp4itGBER4xDiWYNUaUxNuyjlM9i2O6Ig4sGciZfRI/Md7yHrCOO1Gq1IORT2UIWjXYDLRJONBrw2x2s5zNYWSgJcUU3GAphBetJFrJ51CpV0RFWVxdlza6WVdHcAK5A8BgVU8M/q0p/OAGKuQxK+Rw6zYYioNI1m4q6diTzqJgH1mjU0RsYLj8ZtSPvVablhLqqySn6MM0mh1BjL6K0K1TKyC4u0TctpU2GRCu5LlpHRxKFWAwW5Nh2vh8axoxERsp2dJ15RUW4zs0oZ5wkZbh1jDjaw5QS+xrB9DxCq/MjEcEp8zSuG+lSCdaxwaOs4yReh4QwSUa4BeZoemgetP3A+Zsv377XpKVk3cikGzqRtSLNELVfjuFkpIJCSmSfofJADCe257xr+D93P4bamUuCv+ULujY8hzt7P4t+ZoBPFb6Mv7LyD9DOZbHf7ImX/Xr2rhhOFPzO2vWoC5Nmp/1dCh4zDjVIxmLjx8QHkaY/llpOKkn07NPPY6Wxh+3bb6FccLCIDM5dfEIm6PLiEmrP1vDqq69KAbx1MtmVCmgeHeDoYBvdw110Gg04uTwqq2vo3N9CJggkD+rmF18SqvNStYbl9TWU2h1UpKbTAtrNFnx3KFC7IKcWPU78wuIiBvCxuLiAZrsnsIJ+l/WBBuh06ujW93Dlqat49eWXESzUkMswR4ZYaubIeOKpYt5SvlxEbXlRjr3zxisICkX4/S5WFxZw5Ylrwn5H4+/Gy1+UWk9Hu7t0TWHY7wqlKjID1LffloU9YHSRwjjwcHhnH6+5Lt71ng/gsNvFndt30dzeQqVcFc9au9vFrRvX4fZZ76INtPcBnzDILIKBhxuvfRmbl66isXUH3mCIPI8LMpKES2gEF8GzV66i3WpIRXqVD6ES7yh+6C3ke3FyjqJqZTKtea9zTpCHjo7o30z0ZlvwK/jG4GtwylvG6WADp/0NnOLvV/h7Haf9dZwK1pCXpT/eWqVhBCgdKgNamrix4ziCuReCY+4U5RmNP0M49UK64mP2yZKbY72aSWeS5ZGKEmUfG0uPutm5pWqD9rIapSP2BvWeSXGtjaeY8zH80vptTYNQv0/pUxLqPrpD9DvNPk9GpNIII2LXGtMHgSBKnwN023VUhFc0I4YT29XeOfza8LrIWjrGet2ewJd//hf+kTDZDkldnXPxvvd+Ha4++zxe/MQv4fpLkeEUdTB+E8cZ9RE5yxyWKOe55M7k4Q7IlkdltSgKeqvZlpydbC4vEZgBn6GvolPddgeZSkGgfayRqIwTRV4gMlzXZeI60wl8LNAgKih2WYljSp0k1cccac9JIiTGuGIoNPfCeobDfIChOH+Yr+xKsXcvQ2OKsLwAvZ4q90EoPXUd5uwWSoxQUedjrSNdC4rkHjRqhJTCVwVwex3pR4VlWnJZ+Nks2oOBMO2tLy/iyrVL8PodMQp57jxLc9Bx2O0h1+9isRBgpRgg5/FZAcXqMlaWl9DeO5D1bnlxAbW1FWEsZF4vK+E6JIEiux6ZZgV4oZAXhPkFRUZ4mQ2lSCAY9WOkTSjUmWOlHWE0NJeXl9HuDsQQi42DlHcfitlUrHf86FmbyaE1xxRNxImGU8w76GN/5z5+66d/UoxzohArXhWn+st4j3cKp71n8JR/VY5t51jrSQkUshsbs078erZeHQW0ZuqnnWLrTJjzqbc/UtIjvajtLC3tsmkAFPsdnrQNcSyonlkMbEpT0/Gx1p+1uIcpD7re2EjUSdcJHHk5Cax2DNNsRd2O02LHGbtQ98dyJIsiTlIEp1jCmwsKp/1c8AS6zZ+SDjJa88aZXfzZS5/AZw4/jW/54Lfjj7/yrfi15j/Ff/6+f4ZPfOyn0Ws0cCP7jWQpxWUR/DpaMKl/yZUtYUTN0oLUyFN0ImFoc32Uijmsrm3gbquOytIa1pYX0Wq3sLB6Cn2izBhmdyh0VnHjrddRKhSwvLQo9ZCovHOBaDy4j06jCY81lioLyiXuk7UvL7S027duIFMqq6TRwEO/2UKeia7VonhSesO2YqVz1OJRP6qj0x1KHaVusyPkEQ7ZiwIP17/8BVx65gU4pHkdDOEXFSED2Ub7gzaWcxk0Dw4ElrB6ah1H9SMEOVKlDlAq5dBuHeH6W6+jUlmUqNGpy9dQqhRx/8brwgaeKbDGhoN8tYZeo4XMwpIwBoki3x0IfHAw7ODVlz6PZ9/9HqxurOPB0gL279+EG3ioLi7i9NkLaDZawvSXcdexcnpdCiC+/cbr6DTa6LcaWFxZxOHWEbZu3MDRzgFOP/U88sWaMAhWggrK66clwZhYd+IecplclHSpMfKGstYwwD1srs1xmyGH+JH2H8WP4I/OdMxRroW9YgN7xTquV7fwy2dfhy+wvKzg8MPCmqFDw+74+PPG4VOJCLiVM2lzKyjWPNagiKJM8XPymZNGV3s8E06J4xhy6cdMP1OE2zaGUvy4kOftuEkgj9tMLRLROhocGq0qod/klKp8Fj1WlINcGU2mllNUhzM6sd1MXSR9rCgltp7P7frcco1ktMukW5lzWJEyOW8QbVd3c8znoQ15m5K8W99Xn4MA16vbsu3JwSUMB68gW6iK/KIh8cTwLG7c/tfoOX18qvAl/LcLP4bO0EGD+mSpiuvZO3Ls5fZ6Kkh2xAicqb9xp+KkZiLK+gCVz0EDSvJPFeyuUCyiVC6hubuPbNYT+JmiyFZzUcgLRIEkKURWsh+EuEAX/ZbkfjoyfVfkILtFQ4BER93+UBECadKYPKF9NM6EqtsyqoUIwkE2T6Y5FSVi5IWRChpM1aVlRSrEa2lYsgDuBn309x/A9VVGjKevw3tgFIgOTjpDaSix7iBRFsR7MSIl0D4/QLszwKDXRa/LArqMDzlosY6jk0V24KLqB0IysUjSI7eLoQ90PKDtNrGwuYKLF69I7hSZ9+SGZIJI2qvKxfZIZqWyRhQg1pd6j8xbYk6YEArpwsQGDUCDSUXOohhRPpeXd2jyu6MxE5fjaamC4yNN864ACrpb9JQDsRwU8e3et+CMv4bT/qo4GM/4mzh9uI4zwaY4IE0ucLLtF9rwoQg6BgNTHkVrmLZzzb56ImXGGErymA3S2PresWRLqPuHReGpW3EsqGijuqKSgKLbC3ukQnBMhefNuF6G9qduKmY7+QwhhP0Yba6IU6Tax7V2+6HbOZWpXbe9Z5Nacp9xhtEJ6gLjHQcKiqjgw0OJqBQW1vBGdVe+fca7gi6Llcq9BfjUxVu4sf8K7rZuIrfxJt76vR7+fz/+Q/jo28/jxdVfg+O5uNFTgv9Ca1Un6yl3wCwOwpTu6WT5MRGzKfvar4Ryg7k/jOa0O12cOnsB5XIRudIS7t/fxakz5xBgKHhqFiytlCvY2tpCt9PG0uoyyuQoX/WEznzp1GnJ+yF2utvuYnF1Exeey2Jve0souz1ildGDVy6hX6pKXaf1c+fgHfUlaTV0cXhDuI0+3JIrRBSBLoSnisl62Ll/G7nqIkrFPLxuF351AX3CAJhs6rnY291GplxFocaIVVPVNqDP08mgvESjsC3MNK2DAykqO2zuoLN9B3Dbik48KAgdOBeI0vKCYMWbh4eswIfiQg2FahWFQg4H9SO89cYbOH3+PK49/SQuXT2PW7duiOeNWG8W8Ttz4RIKRVKfejg8PMTmpaew8+oraO0+EKPucEsrVxSelYqwG3WHntTRIPa8VCyFsB6hrjXeSYa/CSHVnrfRAmfvTDPj7bfXbuDr955AJ9fHXoHGUAP7xQZ25aeJ/WITu4UmHhTr6vtCC70Mn1Nk0Sg0uvb9SrQpUmzsJW0ez5nsd8x7UwqPgO9Si+JGctDwg8e9XjPBhmIefl0vL7H9GD03J3wcfXpEzXhQwyRjDeAxED5lSEXmlCIciQgizNgxRkY4luM2sWp27vAUR+UIGsT6epwdPe7S49b0SSMqGbXyBh2Bl7GQ+ls64vSMdxndehOLNVWe4/Vzu/gT1/8qbhRu4Zve/7vxR77wUfxm+1/iD6z8PfzqT/003H4T17NPybEm4pTuhbZRFY+2hdFGyiZC3YNASKQY0RFDhSxvjNYI1EZRiNNAYm6OkRHcTz5Lzos2tDUMm9C/paUliZwYuDYLs5MRj9cmMQShgOwDgWvi2IGnEEIuKchpkOWktAYheISN39/ZlSjX6uqawPtohRC8kNN1ZgydOqHVYpAJFbhSGjOEozvUFUoCzeMxea0Id3td1Dvb0lcSXQw8B91+XyJizXYf5ZKHg4NDlB2SMrhSq5HEIQPfQcfNYr/bQW5liGLWw8qyKvvS7XbEIUhDkWRMLIzLZ1ouVUQHUVk1Ua6L0okdiTYZJ4KQR2iZSgNUDCsag4S9cx3VBq/9Ric1W6eacc+RTVplDGdXnlYhgPd6T+PnW/9gah9a2a6sqXulhqylr9Xu4pOr12kOyok923DSdQHHBoqmFYyfuTmJ4w2rnnKYiKMoUfx99LopF0x4S8fLr8kRwZOQB7MXwNV8GTE4wrhQmcZnSw5hWqTEuIxNTlTazXy1rO/GI23BDbxuCznHwZ3KnjDrlf0S1vfycIc99Hp9vPprn0BtdREf+X3fiwd3t/CLL/4r3Kp9G84dreD5j34zcoMutn/6EGgDFzprqrjnQyg1yvtlLZYTDNNx+4bY/IBh+y66zSMc7h8gH/gonz+PYXeAW1/8gkQ1Nk5tqsrejoNLly/jzTdeQ71eR6ffQ6VaEWKDzStPY2FxAStr62jUG6gtZdFodIFcCReeeBYHD+7i/p0bKLG+U6sl1dYvvPAeLC7WsDY8iwf3b+Ngf1sWiIW1VbQOWBupL0QQuUJeCsIJZIECkZXL+6wdsYKte9vIVquSdOodHaC6WINfreDcU0+j2+2j222idXSooAXVsuRsra4uiyeuXT9AJhgKzC6QgrSKlYe06e6wA7dLBosCwFwuMkblC1hYX0evR6rxjtCTU8Dv3LuNtz7/aZx/4hquPf2seMpu3bqHfLEirtxWuycG3NramngYi9ksbr76EjosZJvJora0gvd85JtRXVoTb4+TK6DZJLsgE2JV9Et5ePi/LJMqu1MbTe+wrZTa/qcnfxl//9ovI8i4uvaVLiQdDjTlKAg93zL+s5LoK19bgiMbsLyVyneSNoYl7ISCZfFzmuiS1D8h+6QR+tH1VP6TZp+Sz1ohdubHcB/bE25pqON4M0x043F7dE3R2mrDWraogaIiwixCSoePKYYbf5+hA8su7G4mtOXdMpTlCQe5PsD0Y1z/xo+PtGYFZseyz04byZIyo9uw10XQ7yFTWsDN6q5ECZaDRZT2fOC8+KTx+Wce4FNvfA7DZhNLT+7hxhMfwz/9hz+E79r9Grzo/KLIu+sZxUwbg+p9hZtENQi1orzqD5HP5CSXd2NtFfv7h5JbZOQC5zQNHeYdDYeKUlzqKDIq5eR09EcVhmWtwsuXL8H3BsLcNxjSWHJQE7gdWfTINQtZs/Ms2ZFhOQvCAxVkj6U28vlAInm16oLI2YN6G/tHHeRLJXQGHpbKZdUnn4aEkIkr5j3yQhEix3gBK5T4LnL5IhYXFiS3irKv02oKW18+VxCDr1AmcUULrfYQrP/b7PTEyNtn9CibxcLqmjDyqciUh1ZvICRR3WGAbqaE89eehFMswguGyGmEhcrJ8iRfiekEhVwWg24LrJkblBgxUkYda1yx9rCUUzE08O4QjMMp3UfLaj2xOB/pfFRuOaIbqNinBwjS2ixSPEnIE3OPx75y8JmVt3GnvI+inxdDSDkaI4fjTpEGUhMPCnU8KDXQzami8CrqHCELlNHtwGNZF4PUmECuNs5oim+YdJPQLcIDjuYDW6x4NoJthlzEka58he2D2Q0nI6Tt9CZ5EXb8LhHJMELa3kXvI4a1MazsRFjrHDOF1+0+Tts3saiEn2e4gE3p2m3VsUThmPEiZr3OWRwMuix1ivbBNgpZQrSWUKw2ka27ONdcxi9Vb8Kn8pXJY2uhIee62N1UxeeOoUCNcTKm3uzkfaNtNE7u7uzC83oYdjrY2d/F/q1bUviXofHt+7dRbxzg1OkzkhhaqpRQrVZxdHiAQXMghfMYsaKiyzpF+XwZzdYDSW6tllhToiuRrFyxjGKJRlYVA8IYslkcPNjB4d4ehv0e4HXhS/E3H61GXRjq/C6TRh2UWFCvVBGjx1ldw/6tG6jv7+Pycy9g6/Z9oXx/4l3vwr23ruPeG6/j2gfej6WVFSCowxv20G+3hNGnfXCAcv4ULj35pNR42uq0cXjvnlwbjvCgauewo6eKD3T7YvwhX5LN+3fvqkjQwjIqC0Uc7u8DwzKG7Rbe+syLuPPyy7j63g9iZW1TokWkcueCdPrMmTBKVF5YkhpQTJqtLq/j7LWn0en6vIQsZJXqktTUYDSPxhkHI9mDpGV0TQsm9oYB//jY/krpyr7Q7Ku6DsZgCrOvDKWmVizjUtpQppofeqq5QNgpTvrYpFPG/jje0WddaUqzDDjDCGScHDI0dN8FthKGD/R9TnJeJrrOQ2ORhlikwFzfXGL0rSpP6wzJ8F8tDqn/27VEUq55RTG3tIo0WUeMUJIbR505InWBs5n0kjlR4yZ7wlhKc1SOjL2E/jjP0AnPz4Osqc5ov99tIFOk3B/idmkXl3uncPp+CUfvz+Bobxe7N97CuaefkbXktS++hF6nhzvL34EL7U187e//PvjNXdz9mU/K6c92V8mdAJeKcgKx8TByT1N9mJkfI1eJ8qDiwBhRV5VQCAlAaAiJkREAR/VD5QBiXSFCxcUhw3NkNBmCYqyTnFUpjquNpksXRPlnjhHPSgOISIo8DQhB+PiSyzIYuvDzJGBgbT/m/6jxxQgTjRrfZZQrJ5C4Lg2rAo0TRxyeubaqJcN1mPTpIfGX5AVFMDey6NIYZB5XgQZNPo+WH6A7cNHpcR3PifMvJ8QShxJ1kvNlM5Jr1e225fultQ10mw0EDo2/AEtrp+DVGyhVKlJLKuO7qNWW5HkN+j24Q7LiRQRlhNfxeRD9oRyJCn2hdHPJwEJ/MBRHtgC3xLllDCdSuqt8Lf4WrqUyKf9GR49aS1O5UtPCB+ljKakEJw+xvrtTPcDXf/NfVRFpE70O9eEIbq0cLH4iCqEiZ4otSKvVZEXW15nVVxdDj43rthMHtcSeXEoQIIq7q+cZXSdhVM7YSQNvVh+i68Z3mnYWm7RiPsru2aF6FAYML5vij5pGVZXZGm0mShOiVpKhyTRBPy4ylfzuHWzSDUIoSK2tt/Uah5J8GDh5vFnbEsPpmeEF/NNP/zp8x8HfaPxpfNz5DFYPKriW+QD+1+KfoNsGv/zcTRw+2MVbv/IJOB2GUIFFr4LlYQ37rPY8R3skj0Poij3UymVs3bqH1fUVPPnEh/CFX/81eNksnnj+WeSLJRwcHaHVOsRw2JbkyrX1VdTrh1hbWpZETtZ0ajYIc+ug3e7iqNESmEKv15EFwPddZGmUUPgNPFy6dk1ypnbu3sX+1o4K7bH4rjxxH8VcDh/9Pd+DfGFBvFd3bt/SlKhDdDst5K7lsXvvvkC7zj31FPYP6rh18yZW1ldRuJ1H62Afpdoy9rZ3sL6xKhGQcr6A8088iduvvYXrcCQPqXvUALiwZTTTVTixTUhO05e5LsqVAtbOXhQPwPb9LZm0/dYBgm4TaxfOYfO9L4iHrNfu4u5bb+Ctz30Oi6c2cfbJJ5DLl9GoN1E/2BNYRz6bx6DriqBbv/wkum6AfqOFrpvF4tIKM16RLZSlqC4NKalrIUaXh36/oaNQpJOlt1J303qtsSk2ZyLmQw4n/cgiCWvUR2NGicERdc5SfdSNmP08JhabJNc5+mDD+Iz3PmGjpXTa9swn6JTCZ6sqoRjDKUpLSSvTkG452XerTx3+HqEcH6fNjtyvGa/R5zjD0UnxPz1udlPv0rxPEaRq+WIuS5jQG41+Q6IUcy7G9aQxYcO4rhSjLjdN6VAjipK5+sj8MeQQ46JU1lw2n8N5MuGZhPM8RhDhY9jtoLDMFN8AN2s7Yjid319EPRhiWD/CnZe+iGc//EGsPf0M7t24gd7buzjbWMTHazfglEuoFjZwUG2jt6tLenSXcLt6OOKFnuggT8i/ERawmGIaec8pZ00OY9IQ5U+32xXIWqVQk0g5Weo45arlItZWLqPTaWNra1uKzfb7A2GrpRzv9ltYXmVeqFrX+P3a8grOnT0rESWBYQfMWenB8ZlfNITrsZCokiPMxWQUplAoyVpKx6Ay+AIMBq5EnVi/iRDJQX8gEDqh4PY8LJZLKJL9UAwl5msSYspIIdVD5jWR6VDlFDGfmWtWLp8RJ+DBwYGwHfJ8PddDuVwVWF+z28GQMDzfw97+PjY3N7GysoLGkerj8uqaGHT9dltKnWRrZRR4fx6ZCbvIDH2UC7pcSG8g7Hce86JqVbiBi9ryMs6cOSt5ZHwORPar4q5kBnaEWCPje8hmHIH1EY5HI1ZIIbIZgSTy/vjOmCscCO26ijZF71VBotSsnmaST/BaJDwkschLYtKbzyF8L/SKGIdjpJfErhY6yK1IDhEoLIRl1jOJwsVvY5oaYKJUI1FqJwomGHeQkXDJmaHgeSbyYmDuprh8xOg8zWgaMQ90lC15DyMm7gSjVUw81pqaRJv4UAVwNTO7StbWC4UeVIoKOQ41SHYifCbBGOFvu2/GuIXTznsSzb5smh4li02iArrUOSooSnK25/xruPfWPxQD85z3x/GPH/xlrP/TFdQrfXzp/A7+n9/xs2hWBsge+ejVDwTCdM/ZwbngFC51N7CfvzN3n0/SmFKDNhB6T1KJ0xuzsLiO2uIy1s6ewxbzhHIZbN+/i4E7wMHhA6ytn8b6+iYqVbLi1bC6uoFTm2fQ6/dRqtTEwN7f35fEUS4ErDVBTxmLIJK2lBGdoNORZ7l/tC+5RigXgF5HcpfMXbIGUrG6hJ6bRcfrYois1GliHtPADVBeWodz2JScodXNcxg6OZw+c1qUxI1Ll3H/jdexv7uPJ55/QdjxllfWEGQzWN04g9ZhC71WG09+8CmhOX37i230+1w1BB8mRpJICFlQMsgVynjyXe/HlWffhyDLqFMGlxt1fP6X/z3aB3uilfSbh3D8s2hs7WDgeagsVtDuNbC/fRtHO1tYO3cRGxcv4dzFi1JHQuw0P8Dhwa5ElRqHB2JUFZ94Fu32ERpHDTE+ltZX0Gv30Ol0VT0Oz0W/28Hq2qpAHeihY5V2qS7vxKtjxzzA71iz3eeW8LeFe6iIOeM982QX7HUtyEFcEKR6xmzNxgpq2cxA4WXHPpNRbi0TcRLvXgphhEp4jW9Lg+iF/rekIWtFiBNn14tOdAPj15lIks2T8P64PUSznCypddVSh1niPaY4Em0jJbThLadjLJXRHG9yPCZ0NW04jPgTJjlwEzeVprzYhowNdW8e7GLz7DU5mAQRH917Ny411vFvPv1xtOsN/K3On8Gnbr2N8sUavuvUd+A/v/lhgWT/4jPXce/1N7B343U0Oi3czN7Ds55ipr1VPRxNqEp+Pk6z78Gaq+PnkyIzosJuDBcp6Dp0pX7R6soiatUS7t27j6OjQyGWqVZrSul0lOHForUbG6u4cPacrJtCIiFuQcLK1G9BqZAmnE7ITB65QhEFsrFm8kIgFEbCHWV4DPp9nD5zFvliDi6haTtciwOUPB/ZPV8IkPKloig6fiGHoFSGr/NtFOOcNqyEsY+5Q0NVoNZTeUjZXAm3t3YQ0IGXyyoSiWJBVLtOp4O9vT1lPK2tSd/ogO10enJXjV4fHXco0atKrSrFcAdDT/pcIOGF4+Bo/0BqTPGnRIh9IY9CvqRkuhBCqPxeQmKNY4LGUqFIivuiOGvptFUGACN+OfWTLwjxwUDWSYYBbLdC9I6nj6JgxnXQ9j6MzqP0QIJeN0cEiS0wzLpiBAMjhJ4Y3TPewMT1NLlusjFSR704mRpiorXyt/ICxstihIXAVSmjSQaOja4KZZy9r75UWrQpRnaR9mDNsSIwH1HEiQVMxXjSvde3PeJNnRTes/scVkm3aObHdTw0bFJKKjhzhBlHIHrWwcZjnNaVULnSb4/4YbfTQa5Yi1GSLy4t4MLTT+PP3P6bONzax4e/+/tQPnNO4iY89PpnP4PGvZsIMqzr5Asz0Dn3FC61V/HZBWM4jSpZo89jtJcnpRbxmtVqBc8+/zwWV5YwZHifwsX3cOfWTQx7A3huX6qWXzh3AdUKC/nl8dy73o0aiSAYyi8voFxdxOH+HtbX1nHv3h1snj6FTrcpArfVaEiHXa8vDINvvfwyqmubWFldwc6tG6rulTw1/mTEU9RjIUEe2+3K36x80Wp2sH/ntni/KFCZcFoj899ggEazIQJ/6fRpHO3voV0/RLt1CL/bh5/NYXDUQC5bQHVtHZXlVbz5+utS3JgTsMS6Ea0jqTiuigip57J+8RJqa2dw5fn3I19YRW+YkUrxpYU8CqUa2vU9gST0u10cHhzgrZdeUgYYYX+EYWSyWD17RijJ3/zMp1FeWMTmxSuo1RZFCBFXzlyyvTffFK/goN3CgNsLZRQXV9Dtd1CuLgjOnc+RCwupXfudtiy4vVYH66cvjGhgMZPkhB0P41lxdB9ieHEjBK1tMU9WEPtRHnu1v9Rx0vvb1LHTvE3xMM7oPuPnjaXNJl3LKS1SpiZTwNtKl5iBKRafUVqjRGUN94gZQumwPnPKkWjDOxBh/I+9KUeyGdPW/CNaQ5RZZwyzgwVhj0+NhEJijT+zdsZOktap6YtDGmQ9zbiabd6kH2Cfy+3UQ/X0uiaIeGp4AW9/8dOy43l/HT/0xndg7Y1l1Ms9fOn8Nv7Ud/071GsDDFsNHN69JXmn1zO3teG0hiB4I5RFtrIVuSmSbfw36c4Qa61NPBgbxletVJENFJsYlXUq8lKkVRjGAlTKhJYBp06tYzjsCTpjcWFZoMtD35MSFoRxr6+uCVRP9C2H6rwqOpsllI/U44TEwUGfDqVMDvnagiBg/IDRlKwaZZ5iwds8fUbWC7Lw0bNeyOdQK+TgHLWw5HkotVvq/ZClzwH6rJ904SKCxRVVh4n1oVhz0fcF/qZgbz5WVpYlR4v9IHHFclcZQsxb41q+urYoZT06zRYajQaarabkFfe1AcNc5WaDLH+MYBUERdHt++JYLVfKAgXMOg4WqY88+QRu3b0tz5JRqaVlXntROXslMsb1wZWiuMybYnIwn4FQxA8HylGrsa3Cakn9g2QdotSrOlCj48JS2ifKz7hVYZg07e9nEb+TrjG2eGtKJCwIVFqB1BsNqEvp6JBVdmDyGjW9r87YD/b6njyxfX676ncwU0RYyb+kOzH92ab5UdP6G8nYGQTlcQwn2uLGg6LYSziVTRzP6oW9mKfdkP190ri3+64tmfAU893XsZxNaXpIuE0X+lUWs49hs47Cyim8UVOU5M94VyXy8sQL75Ficgd3fwWHu/uonmYxT4bAgcbWfTT3ub8qbnbDuYNvxAdxvrWa6sUa69ma81nM01S+jI/FZXqGXElEbVCwZhz02i1cvHAZ65ubUpi1UF6SmkYUntkyPU2OeMBYtbxQLmJ1PSdQunv37qHR5DkCqQFBrPXm2VPIFbLYun1LsM6Eb/hcYMRYMRpETmY8KUkZWXHyVfgsJvvyS8iXCqieWkemlEe/vosCK7HnfdT3dnCw/UAiO8TTZwYD5Ip5UVzuXH9LvEq5ag25UlGiYf1WF9s3b2BIylSwUG8PhXJWM/exD6o/hFz02h04Cx5efu0GypU6ltdPY+C6GPTbWLpwBesXzwIZH3def1OMvfVLF3G0dVvw63xnuUIFC2sbWDt1VqjVO80mDrbuYnfgYf30aSxcuIijB/fhdrsCmRTK81JFCC5OndmQZNxcvoRatSYLWa/bRTbw1KLoQ6rTCxQrlAZGkTfeiunvf6yxPkaaTqU3n3y1lD0tgSJwJ00qYWo4SY5TQulJibKHny0DIy3iZBxNaYaGgrVZvMyxHtqC334Oyv1iPmcSDi6zbyqTkLWT0pes89NpZYohJhYnKw1rpD+PI03vVNNKSzjgBNOufkxenJ0QnXYK4/RM0oun7CNOR+31FdIPPZZjF0iO2zSM6wzW0DiVbVqzl3T72oNeW5Q6kt5crxpmvatYWV9HbWUZf/jWjyKXr+Aj3/eD8PNFUQUYUb/74pdxdPe6QNn4XK87t+TYy50Nld+SMr+iZx6/0Vmmhc2UmITyxeZVaGWylhPpuh0dHXEFp6MiUIzUsNxHXwwaGkULS8viss/kCiiSWKgvpdflbyEU0KQ0NMAcn9GXjESfisWa5Agzbylf5bWz6PQHKOQLYqQr2SFMCVKLqVSuolRS5RNYFymT8bBSKKLb30OWbH+Droq1EFgBoJTLoXv7DjJXCvBJM86oha4ZNSDEsNeV/OLFKvOMBmLcsbyS47sCpyOB0pBU47kMyuWyGE6Ex5HEqX7QQ77APKoi8uLwVNZ/jxEj6QORIBsi65jrRV2CA4Bsg0UiV3wPuUIOC1XeuOLvF8MrlxUfZSGfges66JEuXaNEFBOhKp5OanNGu7ickOgiHCdhUfUIQq3WzVkdTgndLfF3xLY5fqydRLPPQmejgupZppwlF2zw8EgAwnyfhmBztBxK2ofhvWoGm7CkkNpReiFfGQ5EZz62UrM2jpTUGfMgYgZSJIAMt6kxi9NlxInVcdIvwLBECHwpA1+I9BN5TFPGW0zH0OkjxgqOHWbVs3iEtkLUL/072X1lILMWgC+1jhgJ8XpNMR3vViNmvZUHJbzx6itoHzUlwrD1xis6TKkK5w4aO4DPZD2SDgS4nr0ltZwutddFcM01dU4AhTDaVM6GFIgjI4sfoNluoXF0IHUg4OSxs70tkZN8aRkDr4eeG2B5aUXgAqqORV5gZbyXTB6oLeXx5NPP4s6dt9HrtbGysorVlTUp2JctFvDEc8ti4Nx57TWBoBH73Om2Ua6qpE+SPnSabXzuV38ZS+euYn/7AfxuE8WlDSle6wrd5hCD5iEyiyvo99qyEPgDRo4qWFzbxNLGOt5+7TURvpVKFbs7u7Igb9+/h/r2A6WUFzICN/D6fUWEET5kDdsjG97BAYLiMnL5VRQqDm6+fQOLS4wWDVBaXMbB1m30D1n7Qr2cYrWCM9eeRGt/H7W1dThFEjsUsLd7iOU1Gp5lrJzaROewjre+8AUOGayfXsdTX/MB7N+9g729ffiELAZcBIjNVgmwNJo4NbiQEKWdo2euXEK5xsrhlnJmWRazMjbOTA16zCZLkjEkQo0/xWWhaUtli9CsqzpOImeIwTf7J0L2I4rgtK6bxPWRZgtTLWKTIWvtwksW9TMeNbVoJD1k45U74SBJPqtYvNAK5NnGk4VVD6NeIqsfG03vVAuhKGGRJb3C61pglB9cQ+05GQ3wRIvqrcc3xyyRMcaV2Wbnjaf21/pqFiMi5TKTWvJ7O++eEXeXeSzZHK4vqFpOl4NzuHLpXbjwvmfw4sd/ETt37mPYaaG8VISnqaJ3vvwShkNC8qiL+Hgre1OOvdRZn5Lbl/CWzHrTk5yX4Q72+Rhr8YUCGy6Z8sxL8PT7pyHN4ulKUafxoIB3JNJxhExH8uEIzXOURiDFZxlpYvFcP0C90Ua5sgLXZXQoi1yxJLK93eohV8wJE51xupAIgmRCkssjBDZZFEpk4WMxWAfEbdBcYY2mnMMfRYHO9XBQP0KRDtM8nZeGdEC9SB4rOo0pEUHon9/HmY1VDF0PjVYbPa7BhL/x3DnqToEUl6ci7w0z6Pe7KBWL2NzYwO7Otqxh/G5jdQXlcgGdQV8Y+CR/i7Ux33hdamKdOn1KyC8IzSPSRb1Z9bmQIS2Ekop9eYZKvR0M+mI48TkWqyXRAY4OG0IcwfzgIinVbcEavtFo/MzuADT72+twRJM+6+g7Xn0jsx7qqlZk1CP1/5jocZoj0TRTt8k2rGz93pl2H5ouV3LlrIuGUHf5TaeAZqO0Dx0HgY/13VoPk5dOfk6qFzoXThlN4446wTpOIx20M1qP0ZQSpE+hSF2+Klpa5EnsZZN5jwCdo12s0oCCg7eEIOISPtJ9D37jNz+HFb+MM85zKO+WUNrtoYQCSqjiG/BNUtisFBTk50Pu83JuUpITE82aCY/ePJzcOOVcDmjWTICP+v6uCG/WVSJedjhwcfPmm7hz9y6y+Qqe/+DXwc8M4TCBlMI+oFKvkgHFE+Tksbi8ilr9SPDarFjOZ0lmH28YiPLPnKpnvvbrsb/7AL1OG5tk3+s00SO9OXJCS7t3/xb2OyScyAo/NSvK99p9qSYuTIVcsPo9LCysSBKkmLcZwhpywr5DuOHmuQtY3VjDwYMHKC4totdt4/SVC2K4uS6Ze1qob2msvKb3lsaJzUk/7KPNXK/iCgZ9kqV42Lr9FvrDPs4/87Tsurx5Bp2bN9Dp9tDr9nHm4kV4QQ5Lp89i6+59nD+zjr3dfWzdvoP1c2cFeiB09Big5/m498YryBcLWDt3Fpeffw6Hhw24QVZ5KekNY8axABWV44IChZAGwjiKOWDo6UhwYhzN4zv7yrTkuI/EJD2VhMcqx40yRiJeu/FthARi3CWMIml7qMavCFEivy6SG/Z0lqhCrH/RHqY2lbUlZkjN9u70QpDwXD2G6T36ZpNujFe0NRjceGQTRVvD4ye8b+OglPXS/G0OmnKwPQxiUdY5l515ViijcFFsS58FcebC77WQqSxKLbd6roUlt4bqdQ8763cwpHLt9nHrpc9jYX1D4Mo9yesktTIdKEoWmIjThfa6NXcmRIbegSbkEfqtkqFOfc5KRIQoBCrqORb0FptqIGUmuoO+5AYRYs7oCA0noSLnGsw8FcllolR3UFvakCL0LLdRZcH5rCqYSocnn1v43EltXsgjm8+pNV0iV1pGZXMoLy2jv9mB2+6gEFTFWUk+iVwQoJgvolpUZT8YSuqRfU7eYUYiNjSmmDvFc3Lcs5SHPG9fOfXozHRYZFYK0vfFwVwiaYXnolhmvpEHXoxFf5dqS+I0rpFxdn9fkB1ej9EzRSCuahT6WFxcRG2xhnK5ItE8GkPsEyNzzBNmpGuYDZBntI/5TJrMTJ6dqwxRDj6y51aKCxFcWpeZoLBVI0gZudGDfAjI7leiWd4QrpuRw22yBjDumzB4Pul2guRzMsZbJirloQ3BTJDR66Z9jbQIsXVLsYU5LuLSVOb0O7Vw0Kk1OUbTjk7McDKFNtNyhMZ3OKWLxjA23iFO6DTY3rg44gm1sTlQyUvqGGdkGAdwGXHS2tYb2nD6R53/4Vj9qPpk06EJRhpN66JJrHy8tyMm3mhcwS54NqOHTaqEK78pPVGdIzIIeirq4ulFizk72RxqtSIWFsq6gJyKxonA0oVZibWW/mdzQhxRKpISdYhOu4ms0JGXUa6UxBtER1tteR1LK2votttwWIwh2yFPKIqFMvrtJhz0kC9VMej4aDcORPgvrK6g1cpKPhApWWu1Goab66gfHoqgrzeakhxbW11Dq9dHbThEgXlYrHa+sKCKMdKD6fYlohTXJhJjkJGOXhOD+o4sgO2juhS+He7v48H1N3HtPe+VuhDbb72FRr2O9VOn5ZlwoSIEg9XaWbyPfb71pZfRd11snN7AwfaWQB7yiwtYWF3C4a3r2Lr+JvLlMtYvXEFt/azCn5MQwh0iK5XO9fjVVdGJ8w64kjDpSnvhzJiIhazfMVa9aUbN9OsT908D3Kdi4ep6FZNEox0kSm5La0mY3nHkTFjTKX4hVdspbgrZzr0RWG7ijgyYIKJvT7s3+3k4KXlSX3lHzH8sbRw0MqZAhS/5eAMuNsS4Ful6TjSw03SBkXznOYfDuPVRfYhOaX0c32JD1Ef7aA8Lq2dk243qNt5XfwIf3L6KX/25F3HFWcaTwRpyX84i53SQC7IEhOO9wdeKYs/ISC7I4bLPfE7gQtcYTulrYlr/UpPF52ijcD3tWCUpQS6LgPWcxLDQKB3mzpZKspaxTIdcNZNDvd4QggU6CWkA0LqkwaUKmfsYDnrCLJd3cigWSmDFJs9XDsqdB3tYYJ5RsYCFBY020IYW+8YzdAcs9p6RHKNCvijQ+0OWDiHMu1IGCJsrltDefSDRIZorucUl1JaWkVuoodkfoN1qw8kXxZCiYQSdr8X4DqF4QaGAdrstObflahVrKyvSJ7LoMp+5VKCuUJV8I0V3nhcDkVE0Gl281zah/KQ1b7FAMlBZWEKQVfBAwhqXV1ZwcLgvBhChi4zqDZstNJsNMaKWl5axubmhHKXDAbJ5MhHyRxmc0m9R5BUBBw0wNkaqmDMcaAPUjI6HlpuJiRGTzlPKz6jo1EM4vkxkRwoi2zWcNBrBCtYcSwtwplw8Nr/0+mgbqTr8ZtsSqo8pJ07JJ4yRzkwwE2wuAHWdJG1pSrmkGd/7HFA9/UASblzlAdb5P8mDTF51GqmDEbw6yVVuXOfNhhCEd8B4mqUpJmoKxog+YtjvwO114JRr+JkzL+Jbd94jVZ972SH6Gf4M0A//HsrfvcwQg/DvQbj9Z09/XueN2W8wLcPb7tQsX5hBrAoLztx0EjMN2s2LF+A5A+QyPtqHh+h3ushnszh79izWNi6IEGUNIUZ9fJ/Ybl88SXxWnsu8DBrGWcnvQaeDSq0i2OOjRhOZXB8rq6tw+n0hfCDemZ41P1NCoVxCvlzDIulUex30Ww10Bj1h4GPCI6NfJIUgVVF1cUVI+IQ0wslgbfMM2s0OhvU2SusbklPV7rWxuLKGvusItXereQTXH6JYKKBxsCs5VmFxAApREwIVVpoAxdU1waJ7nS56BztSgDcolFFbWUd5oYL27ha2blZkIaMRyUWmuriMTqOu1jPXQymfQ3N/F4XFZdROrUvF9TvXr2Nw8EAqsZPBcHllCfmsjwc3b0ru0tbNmyhs72Fh8wxqa5sq6tfvKTYgrS4IbjvHqBN9ewo7zHc+SrF5/EmUln83cQiNGALjjh1Pj638Vg5cgRwo7xkjsyHcL9mF5AXHfbYWDvlJkS+qi3Ecnyl0y3ifwn974kHLkPJLhovyrsm5TUK5QG60gWVdPNm9kQiRlbMh50tqwTF9PH4D7JNcT0fmwpt93B5dE+pq+UO/W00SQWdLht5+T2C3CmYaGVkcIqKLaiftRGVGsZxHy4JeOwVNbOA1yTFiTjgDpGXWIRKRdEfdmNiMHqANPX4aNA5YoQPDgIbTjhhOf7f3IzhOq3olFL0COtlhAlwV9XKa4fRw00O/ca3VKUrvLFyP+T86/p9nPlAAN+sL3I6NEDF1eCC5SzR6mNdDGcdcHuYHk2c7X6nI/JfIToaSnSQQalVnjSvWR+KaSuebquanEReeJ4XZeXcsMu/nh0JAsba6JuQLRJK47gC7u7vwK4vSB0Znivmy1GIc+C66XTokXSzUlsTYMTnIIvuKdGyZ4eWIgVTKZVEslwWFwXtQBhMRE77kR7G0CI2fLJ+P66Pe3JPoVJZ6A+tI5Yvo9gZwcj2UF2rq2WWAdqeDe1tbwrrHyBhRGoSwE95eW1lUpSxyeWHHGyIjEESCEWUtzrN4L8k3qJ+oKJUhjpAcNCHGZ9FhVVxH+8mP3cy6MtZJNtUQeninJu8iVvxWlgSdVmO5GLRNn7IeRVC+ENKXuL8kNbm6TSXEIlyMQsWIpsLcphDWjplaWr/S5JnBoISfEqRToZaRZqRYZwjeCaheeGltOCX7k/Zwkmyh4d/46mwxNIOVy0VK8kH7SAynX9p8BS/87v9ahSBlAY0qvUw+t9qDA0ymsjNlhCSNpdQE83TP58yNuU2si8BkzQCoLSyiRu8PC+KWurI6X7x0EStr6yhVaypkL8g2U0/Cl4iVQwGpZxB/U9GnYeAN+zh34RLab16XlZQ4ZMISypWKsOLt7x/JQkAhzBA9k4JZ9+HsUy9gi4x7ToBOqwvfcSXKUqnVUMpXcfr0BalGvri8Lpj4q8+9Gz0uFoGDYlEV2qW36/aNNyXSQyx4plaV+hA01oQrVsPBkM8rNAiLPfT7Yhx6/YEUuUWhhEFrG36nAScgO9AKTl+9jJuf+ywe3Hwdu3cLQpbRadbx4O5tKeDnDV1snjsnVdpZ4PHyxilgoSbJm0e3b8sCw1oYPI61LRavXpNXvX3vnuRJeU4W3X4Pvbt3pZZGrlZDplhCpVxBdXlFXhuNV5WIbmhVJ8+o+YX55DY2khWbQNbf8T9SThgd4+sEV7Nd1VeZvcVhAfFLHFdhMtC+eNQnZb/Y1QztaaITKc/NeCVjSemJCvSxk4xEAyxX52Oo3jvS4jk1jDZYeQphhMY2mrRxTYXCUK8mvaH2BcypzNpql/GwrmH2tZWOE7ebj2F1Ea4noAWd56QKxTr41+c/hQ8fPoWin4frePAcP/qdUb89x4NrfjPXmPk5GbXtM6vX0c71x9TbsYynJKlM6s3M+aTC3ZMOZZo1gttAxmHtooJEosgo12jVhciBUZnVtRUxQmickEGOJD8y931fjilXC+IU84a+1COSiFY+J2s0ER3iIhOtlcpiRgraGvpn0VOGQzF4aGhwiaNRx/Pcu38ftYWysORx7R54JLYooj/s4ajTFZKnSrUojsVMtij5SI1WSyi9xUhndI31PHluOMhnMhj2+6gfHGI1qw0SOkIl6kOonCMRN6kzpftHRkHqCllhOAmQYykSJyvPIVssyjVk/mQzGHiuPD8SbZAcgq+yUGD9QlWfic7Odp+5yqRjz8BjfUQ5VBFHmJJcOaiInkAZCZ0ssH4T0B3SWFXvTuWHJl5zghxk1mExq+SNxuZ89YRGmj6WkR03ZjgpbTPmjpuwnIzslpBLps0T01BshqaIvHq3o1HttKhT2rkiuRqmOdvU5sn9guSaaD4eT0KeiOEEy6iYSkc+cqD+zWM0bnucZ/Ur3phjYtWjIDystK68z6px0FM6mcc6zYZVXmHbGo558qxROfExnPDqSEFHD5H87TORU3uZyPaQ9bCwvIF8oYp8rijCWiYEK4SLN4lJqcrjLRAS7TknIxxhdqQd9Z08rl57UsYJQ+4s0OcPPDSaTYHp0RO0urwsxhuvwaRO0qyeu/IEbt94C8WVDZRKRRRKRWRzVaE/X6gtYHf/SGAQBD3mCxWcurCJQXcgVcd7wz6KjJRdvYKDfBa7t6+LQk7hTlihRApIWWqCiuK+VexNbO5ggOHAE5ai6voy2vuHTAZDffseyleuwSkVJDmXHrnBoIuKX8b2rTeQLZREdr35UhdLp86h2+njwb178q7q9+/BazeQKeaxskbWvAJyJKjwuqgsryGzvS2La2V1E61WD5XFBRSyedQbdTSPjtArFFFdWhbvY6tO5qKcGLNmKCQDTg8ljxOTet6F5LhNZJxKCFCfM3MO9wldizyC43eLPG4WM1qY3Go/B5O3Ek1itZvut9yILbG1WpvqXFIdUlS5k/Hf4bmtRohtmCsfMrSN0io/bo+uJcfMSc0RAxcP11q5WKKWhtmmOG3U/innOu5ISHM4TIT16f3Zd8ON2W034Q/7QKGM31x7Hd/w0b+sojXmZKZWpLX+melkShRENXfmy08YbeMlytzzxT6VQNYJpaZD0cNg2Jc6gGTeI8EB103C1ZiDKzA/KZZMg6IfFmwlcoEOtT76yHsF5WikYZGj03AJyEcVkIXunlA2zyjIXAlVLm4+qxjshmQEdj0sLFSwvLiIw6O6kBCxj9VaDc1mW5yGBZ/XLoizhgZVs9WSdb3EYrE8Xz6DfC6Do4N9MZiIgiAEnnrD3o6Ls1cuCnseaz0xkkUIPYkqqB9xvVckFI6q1sGIqYb300CiIzZbKgmskHfBupB8LjwHI3J8fjwnyVZoBAnUsedi/0EDg0xO4N1nVioCceTzylDNzdIgI4pGPXMiYvhcVNF1nXw31ZU268qjkVjhe4mizGn7jr/OQ7TAh8eIpT5XRM5iHHiTjh3tYbgppbD2pJY0jnxasPQVzW5uTXzeMTR6SNATHRmy8em119SgjY4/ntyY03CyB44dT0mJfMzw7jWSZfIwMeN5LPvV7G2acLcTxNMieiKqcyrlhx1rHeyhesn27CUn3gyTMAHBiU3Nue53jPaXGndOe1+JSJV0KyP1mt7zvg9JQda7t27isPMA3Z6PQomh7ZzYF1TUyFnAYxXtqs0IE+VpZLN5iURJRCqjEkxZtTs/GKLTaaHIXB3HEXry2sWL6HS7QKEoyaD9AYNC9NCdRafdwqVrV9FpdwTONhRqUeBoaxe+U0CfxfPqDVx99llsnj4nk2PoDdAn1M/rYfX8BalqzoWizQUh8LH79k2UqqsCu2uySrnbloKzR1t3JZjP99Q9OATWyL5HzxijixnkikWJlC2ePoNW/RBuvwMnm0W/20KQJXBiKBC/pc0NnDl7BhsbG9L//Z1t8eJ5i4soVMto1BuoLShj8cEWKXoDnL78tCwekmLmZHCws41yqYJV0sGX+6gur8qCyKfLGmJG9ss4TimCGfMcnYD+/PD5UgnXVqxFM8rrdCJInyaUsYe1DSVI7cqYS8RyGsc+jzEnDIWFVoyZyyZagAnyaKkQsgEls1oTZBTaP21tkHdus/VRcUlCpg3Va6x38u4VBb6h2Y2MpseG0yNp2lCKGeGWt9NE3/Vqbg3aaJzrXWPntFvyzYXDaZweZIapxUxrR62S1xyXuzzDrY8dVbZiY2rJiFNg2ENAGmxGIITNVY3NmLE0wqRl/rbmVOxpTNEHbcUqNeIeR87Ejaa0NTRmJYXmnTCF6XxwRmgI1iNkKdvvI5cvYnl5WSInoVIrMHftjSe6YdhHPldSkZFMRtZBQsPFCCNba6kghdKDDNdgRSJD+UMFXTlbNOtowGiPKqCr5E1W1ss79+9iqbaIXAAc7u6J8bKwuCg5SjTiPEZ4eA/FqlyPfWG9ReboFrMq77TIWlGkVC+WERChUSXteAN7h4e4dGpDomVc94ZDT4r/0vhTcpZGXxbDAdEaNGQUkRRpx6WaEo2gbg/9fk/g/71eT3KQRPYxMjYYolIuiqFn5KGUUJE8sQFa3kCU8pLjIl/LC+ssI34Bsfx60NMgpZ4iT0k26VzsxFy0x9U8xszI/IlOrc+YGHs46abA+mQdtg2naWzXsb5O2s8ZnfCR2miVBbDmh8ghu1iqbYnFDJkUJT0FfRH7OjyLLh1gGU0x+WEzzRrHYsI5OmubK8cpCnuRHcM4VVJgevO0aeNSOU6UxRzByN+R9d9+v6HDOLxugGG3DkfCT8wnMQNmVuJna08lyePfqbqrsTb+vJbXe+QO7N/Tn5tw6TFnQxIqs/LgiRz3swUsr56SvJ29egO5cg3ZEiNJ9KYFYvA4pu6OKSUkWBKj8JoLKzCsCqsS05xBtVYWcBmxywf7u2jWG7hz923kCyUhQqhWq2Jg0bNUqi7h9PlL6HY7cP2MVDd3PR+9wQDLF87j8tUnUKksoNvp4v7t29h98GWUqlWUalUUinmJZg38HqrL61hdXcXqpoTVUK2uYHmV0ZsBdm7fRrNQx+r5c0Ijfvf1V9WC5AVSZPb8latSNK83GApBBWsrcU4suC6OWg2cuXpFaj6xxlO/M0BtcRUVLnR+gPWNTWTPnMXFa9cw6HbQlihbS+HLPQ+tVhvrm+dEuBOzzoWDsIxKRSr2CWa8XC5hc/OUQAtI+8poHmEPuVxBedW4gMob1Pk1+sWPyKw52kmSSsQN66SrXK4SJXzwtvut0WqfDPUbrHYK60/aZ/mxJpVR5Oxouepf2rHRCRUSXjEFGeag8U0XXUx76vSwawswFiyQe7P6meiQSbKVBHCdU2VDwERWGnkkhyrvFCE5j2KZftxiy0LoVgyjkyLMKR+V0ikqm/a6MiYg29QuUTNGjPV3En1g7GAdoAnnQthMLUS++2lyf7JjN76vWQvNUjyDMiaIROMoFZvBQ6d+gFJtWftF1QkVbN26UKjwGWysySEzzsX0TifzrmZfS82FbedEZorRFG3nFCPbXEbIHUgex/URkp8ktZWYJ0lyB+o0WUXs4xKGJsg31uQbSDRKlPss84BoSPTFGGO0pVguSL1IoloMTXtMR5HSDSr7lS+Gx8gTFZZbokdcXDh9WoywotQ+CnD+/HmB/+0eHUlYUBhvMwU0Oh7y5QL6zbaQHBULZAXMoJgvIc/13vVRYM3GEiNSdezu7yJXLKBYreKoQZlNJykU+USvj0KRCJEAXobciD66PdKTD1AUh6uiOc9lHBQzjkTdfLL45RxZOxnJqtebYtjxXnhf1FP4jsjUW8k6qAyzODpooIAAK0sbCNyW6Ax8lspH4cFn4WAapLkcMswPJLU5HyJhj0LaoWCDoYduwviYtan5MSFqEhudDymfNXxcHHnCqmfWtsiwl6ukOWX01yll6Ea6FVh/Zy2uGmW8hJx6oeKsXAcZlRNMORg+3/F6hdgW5lUYQygN6WJ5q4wsMvcTzg1dUNEu4WDOPVJl5NFB9bRio5+yCD5T88p+yAmv97gIT2x8plnF+iVGCWiJ6xzDSzZvCy9lF/LrNoUgIihVLc/1eB68eHPSbzlchTTEbSaHh3nKMXVr3OUSK13ypZiJZ3AhKv+K0LdSDSg7rjDe0FgZMt9G8IQKTmWS2tVZteKmoyAyCZRGJx4n5R1TibM0joh/lirozHhyXeztPpA8Ki5E9Lix/hMNORor3T5hD+xaTiItRwd7gNNHbWlJYAU838JSEc+9b13w3Ds7O9ja3kJRoH2ORIUECsiK4bk8Wq0GSiunRKCTrai2cRbZhRUgl8fy5gq23r6HUqWI6sIijg4OBA64ef4ytm7dQjaTQ4NQh0IeKytryBbzONjewdnLV3Hu0jU0jto43D/C3t1tHG3v42i9jrXTp6X+UzZbws79m1JNfWPzrBjf9JodHh4i6A3QaSmYw9LKCqq1qrD0DbX3juxMXNBZgYILNUmCCIEYDpU5YYymyOCxx4ql+dhjcMwYMx6yefLnkoZW2uf0/KB4J8Q4YD6EBvmwiPIkQolxLc24Uuef+1SWE0k9GTGkZCwnfYmWdpnYZPdL/xWX4mH/oudmO6/MduV1VbC+KFpsee2tG5/0jh+3h2tjR3Dq844718aOQS3SkygI23Ms66dRbkYvo6bNo3A0zmFosYVdtizMbuMIlQssUJo8dbToRcdFRlNaF9JcL0p5OnklIf00kYwU9mF9bXGZCPmDI1EmkgSRyIHKPKMylO+MrPBFuYTy0TAhFbhm1mOkieQ/XGfE+UWFP6fQHlSOmb9kO3ykoCy36dIpyoeicl7pUOt2OhLxYi0jlsXg4GH0hWOIheZZbiRbyCKTL6IxIGGFKnDL05WyOSxUKmKY+IOhSiXwIcccHjVw/uo15InAaDTQ7g4EJletKPpxRqvanTYqtQXRHYgWCXodVLNAHlnpg4qyAwVRUZTx6BTyUr+JtO35nKIoNwq05DZpRxJ8olX6TJ6Tl18rFUGevHbjSEEmiXbhZPCMnKXTVR3n+XRAGQVf60cPmWqUPjpG20nRlo/kyAqRh6Yj56OVl2Vc++aYWEfmuw9nGkrDGb2WPN9IHzEwPhV8MYp1cLx7NpC8sH9GD413KVR9I8CITilh7pseS4/McBLjQIWaVT1c+olUWogmxrNuKHYf8dPYf9iKTcq+YfJs6Gk6PrTguC2EPeibJEbb73XhlSohHarxgh8Pcz3hAcx87CyHT7qOWqDoYcppXwIL6S2uVJBdWZHCdQpfzLqkSpkVFiB6N8RrlI0WOFlAdJIqzyxeItaD0mMopIOmYOOCUZTzcR9SllcXFwTeR6rWVqejFhvipOktK1fkGndu3kS+mBeP0cJiTTDbTqMt3jouYMSILy4vCtyO5/H9IaqrqyJIJV9pcQnV2gIGXdZTAhqNIwT5MmqlBZRLBZlM1979Ydy7ewtdLiSZIjrtLlbXNlCq1FDf3kWuWkG33YHbH+Dyk9dQW1rB4WEdF5+o4uzFUzh/OSd5ViS6aHd72Ds4wPU3byDjDrG8uoL1zTNCHEGDL1t0kWfl+MBDu1nD9ddelcm8vLaKYqWCaraokoHpt1YaM9neBfPez7k4qtPTp9T5uCSxzfm0CTbjiHmHJptNLcw6W+bvEefvpHNMuqeUSFPs6ymLQgShs6ug26bTrM9JLWizLBdpRqdhZou9UylgbaiQVUQ4no/1uH1FmzZkIvhkmkU/hw5hR5TC0JP+rLmKwgjRSQ6BGfoXc5zG8pwCDNt1TfSSnXqJebs9yaiar81pdRq/lK4gKvXnOP+cAEOWVSiXkS+UVe09HTEe9Hro9tqoLZQEESFxD59U5FR8CSvjvsqfTzKHPh1rmTwK5ao42yRHl7m1/aGi2mZ9J4k4q5wpqSRFQyzwUSzmBb63vX0fjUYLS4tLQhve6bloNTuyprMSiOtzvexj2GNsnYx3HmrZRRQzeeTIxielInTktJDHhctXkCkXBIbvooVef6iibChIFIn0d1yPO62WQPtpqTBaxWgTYXos70G4nUNnrAmjuT6yJeoTwGJtAYu1JU06Qf1DRd35I9E5ZLG6yOe9jGqpjIIToFQoo5Npwh32kCPRE5kHh0MMhswpG8L1FEwwnoluclVPsk0agSftydIjn0Y1c7bD2oeJ680jX6xmIL7OxOvbHzUFmqG5M/mJFoEJERZREdxZ6uElvg+Lzk+4IW1YGXlr8oiNMWUwOu8AOYRREjSjiw7LJbs+VVAb3LPxmk3Ynwq3o/TyuIdvjFNpWk5T6jWmGGNhXpb010W/XUdhZSNOhSi/Em7BR9AmJexPfI4WNbKhdo7sczWolXDKCewucFkQVwlJRmQU7kLV0zAMPlKEbjhEr9fGQnVBh2LVYGQxXSlRS/y2R4+bojGVKGWoOLJgXwEbm5so5LMC2Rv2iIGnzM0J9pmeKjLikZGIESp2Y+PsGakNRcpTM34Id+j1Awz6Awz6Pc3AU8Ta6goGLiEDeRGqrD3hHh6K54/MdlzVydTXbbXRHbaB5WUUiwXUVjZxubyAXqeFQb8rXkE4eWycvYQgcx/NgwMUWI+q08HtN97AqQsXsbxxBp32AOUKGYYUNKBSrGBxNS+FePuDPlr1Og73dnHz9h2plVGrLWJlfQ2VSlERPZTKOH3+ojACVipLgnfnueimoEFJuASfO7HpwjQkleftyLpRsEdjoKmh8SnjLAKjRqHzcWNx0lidvm/UHy6k7pALgBp2XIRtwT0tghKipcxTmDQlE/LHRJWieWEnu9oeNbU4hBC7MdeIvwkLE2EiCspFnsoCaM9t23AKqcu18WQ8yxLNNR4m5gPoIpmPQ07vXKPXXIBStrwNERYKSkXDexKxUjJYGQaKzfJiPmua8lT9QTsdNflaeKx3AkvTuCXbnsPms+xr2Ui95qHUmmG+qzrPmM4cc8gmVsc5FKPkfglvfuxjBLc1+4boCs5L5tKQulu/X1EQw/ekaMiZd0Q4Otca5kQpwiKeJysOPt96sYLUYIFXeOjTyMnREHJFRiqHpiJqokGlLGrl1GFkit9zf4lY+QFKxRLW1tbR7w3wYGdHCB4IJ5WisYyEEeZHuBxzqdwBCqwfqM8jsEOp90i4fR5BLoeBq2CJuSKNQ/anK2sY13Opv0RKdZ+w+j58QsuHQ+Q8N2Qn5bot8DJNpsBrFDg2pHaTyd1S+DE6VxXzbyA1mfK5LFZrNeR8X9aIQbeNYr4mbL3Mb6bjlJB36h88Lsf8YxpOOgwfaWvxqMzDtEmkMPZ2dW07y2r289vNnEfGSb+LQFiCw9BrbK0xEZeR7qUYVDEVwujrTnx380P9Q8g+GV0SXVEnN4WCRrKvdKkOK04bYuhTdNpYt633k1gT7Zxj+8aimakhqzJno7IRXBdlbYwe1skZTpK8aJQG+dEeVtMBY1Qab1pCUYluUN9EUuIGM8U1NTGDRpEli1fNuQjMe2y4VoWEFj56R7uoXHgaroadGcZgu47EV6ef1wxAYzyZQad1OgO9C19u5I1h/Qcl2HyZF1TeKdJazZYkb5byJYEjUFixphOFHjHcxi1qKExVUwYZcccU6KfOnBYh2Gyy/lEgxeyWlxckWsMoO+nH2Rl6kdhI991sNKQAYKkkIAK5NoU5I1x0NLEKOeEPnJvFQlGuTCFK2Fvr8AiHe3tC+13M5YW4gd41Rr8ebG1hdX0DK8vLAqsrVTOS40XBy3GfzxRx5Zk19Dst3H7lJelLr9dFa6GOlTOLElkik+Di8orUiaAY69MTJwtYFpWlFfiZHMqLS0L7So9fp9MRozHr+FJI8PTp0/BcMvWRZCIvz9MwMokAYDHfMgF7ShEKZVwYlo3e9cMNlzFe8ZHdjn+t6Fh1F1K7iMnKA1X81uRJxBe6KefUc1I7gI/VIlPNeMgsYawFnjGaeJ2YkWPflwqv6uOs56fhrjLvYgbbbIJJGU8y8lV0ST8rge/pRcosEl+xivb/N2+xcW9rE9ohGL56RQmniAD4I0yy6XnCMaPJJkWRC2rHeBprXnJy8G8pr6D9nHofM8xGRtgYHeKh1lqzdloRNpIgBGT9kZpC8VhteCn9RzqAJj7PRr9Omp2ztOOu1tYcD3UkHRURJI42SGTN5M9QylRwLSRUm5TZRBkoI1sX9yL5kpbh6jtFomFmsUSrhl1ZdwRiJHlMAYY0YJBV64Ou6kTHoKxbZJfL5ZGXddBFqVhGuVjB2TND1F9/Q6DrUqMpQySDIkCiAaecNSzA7gobHWFggnpjv3M5dAcsJMu6SQH6xF7mclhcXhZCJxI5SGFfGmWOjzw513OA2+kph6VmreX4Yv6fK/5/VQyYhk530BO5mhMGQebXK92kT6p1z0exVBUyDrkMi+PyeQSewOvJpitOLUa2yBIoFOXqPMqeYLROkT9JACDmmbDe7gmto5MclsHD5Bcb9lQTQSFMj6zAUgYghYp8UtNjOFrj7L7E+xzmWYaIM90RW28U2aZy/iJkhmZj1kmYaQ7C1GeSrFWXeF1JxF7YlJdewWbNfkLGYtZeLaxnFGxzR5zUIpy0dNMvlpTfE7Hcs8o4nlCRxKixfkJWiZWeM77pQSmJvLozbqcuk1bdQ6QA/YfbNCZbEkxtOImG1NEgosR0SBHOKKCPdo8FWfM4OjqUsHn98EA8TRSStYWaFJrNZgpSINd4YYhpVsaTwmPzM5M8KdJq1QWsLK0qzzlpzgs5DP2BGA80bMhOR4E6HCraVtclzE1pEBLVcj14fl8K8bGyOQUjDaeFhRp6ZNbTkTDmUC0vr2JpaVmMrPWVZew92MbrX/g8DodDIYYolYvaKAkkiZTJ3L6vFhK6Twekbq0s4ur7P4xepymYarIACfYcwFuvvIL1c+exfvq84LyJVydFq1SJZxG+XE6YC+mVk9oerHzudiW/iblZlWoF1doismQfGrooVqJEP4FpcKyR7lZDstLbV6fpPrEZhYkLn0SctGfXCMhZTpF04SUWANvjNnXu296hlI6GeO2EQyi+2EVaahgNsvulxYi8Roniz/feDG27bawlc6Qet0fTqGxGzYpO6n9U5GLrpkXoYIaCPSZjikl4VmsI6w9WXnSI2bfBDvb1wi5q40muZ697k1hlH7aZcW9YpaQ/A/TqdC6R7EA41ezuTpFbSaVhzAUTZxz//cO26Hzyvqm4SmSDa5u6N0LX+JMvKoWN0SNGmITMgY4PbTjlCwWJwiniGWU8EObHW5CaiSzILnlQDnJk2cspZ6ARL4Rycy1R5DWBrHdcbwgDZHSLxhxZ9OqEtZOQIZvDysqyQNPbvaGgO4hoqC2voNXtCwRQ6j+5Q/Q91lJiLSdfajOSNlwgh3IvilZdGSIkcGAuM9ErlN3KgyCGC51/rEdVLqPbJMFWgKzReH1V80kKn3Md7/eQYR0moiv4rOgMkkCaKvW+sromLLfUQ+hsHQx6WGSdQxp0dFT2+uj1+mIEkliJ90VoIFUAVUiG67kW2hMH/Ve/7NQ+RfU+6JAIVMRJ6oOFRsv0+7D9lyNcAiM7I3HKqD6dzeJqIyQUBb0xoSb0AyfX7Iiekxb1m7OM0jFznBL1QFLyBWLCfOr5xsi1tCiUiYjoKKSUTTpBA2qWFnHiQyZ+QKrQIkPq6U8+/oL0QJrxWhFMKvSRROea5bhZH0zoMFPS10xA49mKEvlUATlCECh3mAtFulHm+OT8AKvVmvYcqWgTIz4l1n/SjENcJCRqIlSz0YtTx5A4Io9KqYq11XVh3WFeEvepiFcS2N3bw8JCFSurKxqvrRYbRpUIPRClxSH9uIrS5GVhyIoBxegMQ/fqBWZkESFNKT1jNGqYHMvIz/r5s9i6fUuiRzsPdrC6ui45RM1WW1jueB0paCiF9AK8feu2GHAbm+tY3jiLZr2O7Tv3sLJxDk+98IJ4CSnIhzQwczmB5HEhI1Sw0WyhWi4gly1LPxndWllZkvoY7VZTrtdsNAWu0dg/kNyuzfMXUFtYkIVQEl8J4Ysl/9iJ1PEJOS7icCyl2qw3cxw7fd+4csnaWoGvCuAKxFOU0LjCGJ07/ntas6Pfk6ZJnMRidkFj6Knt24kbb+qDWrgZENAOCr2fgsaOn8cxm1DPV0XnrHIbksc9NpweXYsxY6kwkjiOBChlvJlJA1bj/U0h9HnWsSSyJDS2Jg1RbTyJr8UynmyDydYsJkLdE9+NLN/JcW+287pZs357cJuHqJy+oJ+OYdSLOhAZimmGkMltGLPLMVo035Lbx6+lsXmu34NxnEkaqkDV6XTz0O62pZYT91LOvyEGfcLPPSyyTl+RERrSZ1Ou5wnKVlA8wuGkBpMrRWoLmQD5HK0PSo2obpCso4T4SVTFOHOVw5MkS3u7e4JiIEJDHJHdrtRAZG2kM6dPY++gDq9QgkvDzslIvm2n25eIWZM5VOUiytmc1ETMES6fz8PPZIVsQtjvfB+dfl+MHMJMhENSmNQUjFC6JP9lpMht1i1LHSgaW4VcDkMWsWX+W8aBy+c6JIIlh3y2AAIUFdRLFbVln3OFIjLMFwsCLGVXgKUlvUYEaJGtVmrb54Vt0B36wvBH45UIFsVAq+B+J5nXdFJyNjpLMPdefKaj+0XhmHGo7dSuz7H8OWlXtem+LTSFEj1RcYHkPdhbYmRStp07KQgX84razBBp3iGDnjvhiJNij47jDc0NUShInWyN1zZF6kIFPO180yy8cYYTrO2cR5yLinAm4el9dMaUwi+rQegPu3CYD1Nctjo3/sJJSsVZ2+SznlTTTH5hbowq3iYRJlbipjcp9LArI4oCrJzL4cHduzi1sSlJnKRXlbORFccYYrq2BQVwTryLGTVerEiCXJtCeGFBhOzR0YFgrekxkmKAGUeE6NaduygXi9jf20OOAv/sBXlC4qnTibIM45PBiEx6Uv084+CofigLDS9Gz1MxX5AaDjTistkAR602hr2OJOOePXcOBwdHAhss5nNieDUPjnBmfV2ML9Z/2rl/T4rochHhQtBpdLFydgW1M8solhawuraJKgvSOjkMyfSzUFMeuKEr9ZdoABJ+EDBPaRjAdYZiPNEgqy2vCnshYQf9XkcWOWK56dVjrhWjcGUyFrn0KFIRIoSPfETUSoRGx6LbsrWi8S3VwB8zSWfzXT1E09aDJ9XPleGkcrw4YhQ5iYFF24vAWHmjThdrRkbEfEDhZ3P/aUVj1QXFeyaiIPqsEmHtOW4bgkmzVRO46sQPgQ7oWizJ61EBUJ7Y+HeqcKZRN9W7ThpNymvI5zY+Cf9xe8hmhYJkbsi4oNqr6vNQxlCZll0D895VIVA15iLle8QpYKawpRyb7bYuIGe3w1hJhceIA/IVsNIEWaQsdinbkTCpLuR87gOrr+Z3eH8B2vUdLAWEPtO5Fm1PPtb069kAvpNYHe16J5OMJvvveFK5AUQxYkS67KHvKqpmsVQdUp+i22yKss98H0LNiLRYWiZcWznCNJ2DKDZcSzudtjDu5Qmbg4+SGA2E0BlHpwblGSyzhuKY58y+k3F1f/8Q/e4QOScHd+Ci3+shLwgSUnw7WF1bxxBZtJ0ceshgd+9QHJmUU+Loc13sNjs4tbQoBoiXJ3RcFZeVu9bvWAwSjShRY1v3JyQD0G+VMPNaDQU6M02UShykHnKS+qAL1UrpBeoa2gErhFVqu8ot1e9EaNFUTSzf8aTWValc1vBl3v+eQAMr5TJK+aJcjyVDvG5fryqxqfZQ7aSdVONUYcvjHf6W6Ga7GRkdkich5nxkbNh21BgDKilGZulbIEarWpO8wEUuILGJ+TaCwgmjIaOP/F5D3VUKzKhHJun8S+vPJGSFSZtRblfdxxTwr0wfPIqIk3mKoSFnC4z4O0yDC8S8UOPexjRjyl4A2IS8QMNbdPQpea1x1zyuYSWLnK5HEQRDtA63UF4gc9sxzJt5dp9N/52fSMK+AAee5EeoREpStgkMxeVCS0+WojYVlCqrdpP5hr/JoEPmIDINEl5HoSqJsaZAKNl/aKToArlWDgYFrQr3q2vLIM/mBIe9xPwgT0EaOOzJGETKbtKZNo+OZFE5fea8KJCtdlv2ZaItvUqkDi/kc7jyxDW5F3rZ1P0wSqYiUvxejJFBT2B06ytn4XpDETYXrkG8VjTQeD+bG2totVoSXWJUaGl5QViCtu7exdL6Bi6cvxA+V3rCsvmiglxk81IsUIYv6V/z6jnzeVCQd9tDdAYDqZMh+V8mKpchjC+PSrmkknt9leDKZ8QaV3bSAxmQWKMj4dawRwBOqsXOailx5rsTuxLhGb1OiDEyioAQHVhGU1pLsT2Sp45YMlPn4OTlM+GsOhEHSVgywxmzJGlLL0a0QQhnSAthNGDj3DDWZOSZf8ys96ha3GtqFI9Q8Y+tlbqeiEmQTmF3jL2leTW5cRqPKavH7WSa5m9N2Ca6lW2ljFvKUrWW6d2RQ80YZD9U+gV6rSOpoyfKnSguBlQzu/c36lhc3o2u97OebzRRwhgg8ZdhC7+oaAN/S25PZQGOz6KyCmIm+qTnShmTfLkmjr4FEhrkimE9J8lrYg6RzoVzJDSnVD2iL5jfQyOGBVCKpZymcdZGlMD7VIQrzJnTzhz2qVatYrm2IHm+ZM1bXlySbeIA1ndAKDqvSEggWeeYzyzbxfjI4LDVx2I1QJV1Bi30jSoRp5PsJQFfffYou2mkx6KaJJ9Q9abyORpAOTiE1nFtI5ENo1HikGeNRoUoERWBkHSTU6rPE8LsdKMOxntjlC402sS7lRWUxuHBHkqCFlE6h0ALU6Msj9QtmNKiHKRQpbcxu6nzznbKRX+Ik6ZHw0k7sENHhV707OE96TZT1kxbTjkTppMyoGxDKJFMmThWRaO0XIw2zlw/MkaWlOiHzEjleYzfWEI9miePbT7DyXgMkl5PDd0zgXYvTUGZJLOcGYS//fztelH8UXmRMW/bo9YPwkJ+8NFv7KGaeQqOMNj8h+/VVV5NlefEAnRU4LmVZApknRNZpBMsTWP+EKlQ2WikLC4uokQomSTmk4jBE2WfgkqoJYzngIX9aEyJh07lNIkBRerxSg1Z1m3q0Fjxpf5Eo9FArt1GpVTEpStX8eDBA2EEWttYD0kbmm3un8PaxgZ63bYUh6Xhw6gVIXySIEsKdUZ6XN5TFl0mqg497B4cSb4U73E47KLbbuNgd0/e7eaaKpp7dHQk98SCfgvLy6gtLQuc4d72DtYZkSqX0T6qY7FYEUIHnyAsXZdDIIqEYGhhRi9aOV8URiHXHSjYY68t52D0iblX4nHLKkPVEYJBGn0UigoPzvMMhRreKNXjJtTJLwbKGEyq+CfVfPRb9Wiic/XV3vAwoDZLS5Ehse8eSlaovkXeqtlPOCrkx99QyI5I2EtYbDu+uEbGk5GB2mAaOyYet5NqoaGsHUIjdrtWJpWryBi3+kcryWwh5Eo+zHDhWcqf6NdvnAQyb8wPc8jpqFe1zh895F3zHkitUa4NgwG8fgdBVZWiEKZBeV6WofkIOmXPPVUbM/0aliN/qgSN3ply/DGXhgRCjoapSS4T85KyzEGqkKVAGz7KAFB2GckdFCsmFd+swPzIJpoVNZgQLMn5EWckDSyuAQr9YWSEOCVD37oaj1zjlhfJdst9yTyXQbakn7m5v4yDQiEPf0DzSTFx0Yjj86eDj2iQgeej0eqgkIUU0K1UKkJfrjz9il49giB7Ku9WqNaY66WVY8IAWdPKJwmFKvQrkEbNpqciVyS0cMPnQsPNEXIpGjyKKEOhAaKIoGEDph5AynV5t0JZrowSFoivVhbRZYSppCDuXEuZX00+ixDcPvKSdRQZj77F5LrVl9gaO2Y6GPeZmlfdqIi8fcp5b8QKlITXceLG08ynS8kRVsXcNUxO54RG10nsO+FKI2upKQSsZ4FEm0w0yjitRtrscmYOw8lwmarkvNCGtb1khh3IejnKUzP+rMpTkhgUSc+XOZER/Pq7cDAZLxoXgbzIo+iY5Hms6yQNOvvztOiUzQ6kvGZuBLnBHG3szgktb+qAT4zgOdca48EJP7OWk9B1KjgeBRjzbcplFTESUgft1eNHstDV63URWkLIoCunq2iTpUzIc9d1b7R3KZybMnkofMmo40jEiTMgly+g3WJyrKILJ56axfDIwnfmzFlhr2MeEA0kRpW6va4YIGvrG1ioVVXomjTmBRoorghMFsqlMUVjTwlcH1V6/7IZtFpNuUfWuNjcWEchm8fRvXvY2d7C2samGHD379/H7t4uNjc3sby0jBI9iIvLegEAKtUaur0BimVPiDOUcMhIP9T7YURJBZCZAibDm/lYrEkhz1vh2Rn0kyRfetvEk8nq7XmVdEwopBhiCuLYbHTQdng/o0NjZFidRLOhfaOb9OXsMTW74GOTiGW/kyh+O38Xk3juUOgn+p78e5oRFGMBtPDXtsyLwazD7ycJJgO/SbmG/m1DhxTtsN3j0LcYy80Kazo9znN6ZG3UaRHxGNrvUWIpdnK0ROB1Xbu0gEZaSxu8ad+n7C/LlHH88RoascHtNl14cgkKx3LyvidcNtYFveYqQ0UbTt4A7fo+SpVVrexMOsNDLHBT2kzBNfN+nUm5yJqGXGC1NICUY5CNcpz03o445nTRT/3C42PHqHskmRCuTNF1eJ6+76FIMgSp89QXR5ogG6yYlx1hUOUJdATIsQmelNIkiqvuB9cWGjHwhxpaF3WJ0HJt0Sh0Q49seuq+8n5RFdHVu5ucaKFH599iQDlE0WnYn2YA1Gu/YQQ00arQCNKeMQPvE3p/S1M3OVNioFlyTfQHfb9ijHmORFT5vOnQPdjfk/xi6ik8meQq60jMmDT1h25jacnt9TGU29H39ogYWS3SYF3aAPWkBpgeBWKw2gVzUg8b0+9JOjDCPka2SHI1Tf8cvlNj4MyK0DC3nEzynHRIQiwr2ymx0cBegxM2nFQlHmP10ZKlchth5mKF/EwNMcupNvHG7JdpRY1SOjHiAjLvKvSiGWZJs18aXevDOmGpx+aYq6L61G8eITPoI1OqjIR9R3TYmbxn8SK6EkY3XJPhzUzSjtO+n3C1MHynFHlF02AGszmXjy4TW3XFc+MdEAAa82uo7CNAqVIWyNvQ91DQLF88H+smkemHTShItSBjFEH8TK4yaEJFQqJcitaUhf54jUani0q5iuVSWTxLIvAY+XJ8yQNiPQoJwwfAwd4eauUSygVC/QIMPA93b9/FmXPnUK1UJGLD4wnr47kuX74swt8l7TfD91yg8sq4WVlbwfrGmlQ9F/hioCJs+ztbOHzwAPWDA6k+vrCwiGtPPaUK+bL2RLePdqeLUplJtiVxtfKdSh0M/aT56AlCJCBCmaLKE6Yw3NoZoQexUKBL5Eo9e/IGMSJlXr2CryXHwaxhmZPz7NpT37TZFHatZmohSoFHOnrjOaO3lgrmvL2086FgCflQbwk3GuWCG8zY5e/MdIiATkhmXotis0qB69krVqp80/mAEkIfvUZ4IBWCpIz3TT0ZdWwUgY+UssdG0zvUZEHTde+0x18USeavySxnQVFuk1iCKiAf5shNgLRbXl5joId1VRJKn3FSjV0GOIyYU2/qGBC6Z+ZEUklK5DwlVXy7Gf/mtOcTRYw9DFoNiAqryg5FrFwjZ55dWRq3zyw2afKq4W9d8HpScXtjqOgZh5x4dxktUcYP1SaBpTOSJKnDqmSGMqJEoitEJam9BX2hINr8ho69KvNafQ9DQWe4yHhZZAkLF0IJlfNj94afDAxT0d6r/FclZ3WNsYy6JzrsqtUKMu2u9DmfAVbX1qTcBSFz9+7vIBOQeMmVaFA2U8ag10en21FsfVLg3hekBPOK1XV9RVsujndH1mJSmnNdpaGmFGeFNDG1QFWOpoZ6ST06JbsyJPwjXoVzySogTacudQrFKqr1M13vL3SaSZFVGq4OFheXcXSwJ+RPUi7F5JqOEHZHo+VRlnGIrdCadS56g/r32Lkcjy5Ij5nfLbnBGobLaLLOk00LCBj1T8iSo26MrOHJ4vOBdpoLQ6L+0S4CHTk2ESZT7DZI0b2TDHyGICHFkWqMrhEYrsnniz+4SGNWeYOqUfdK8YnK/JhdV5oLqpdGQx5GmYwyYoSvyUEI97XOM03nT35nS680g0d70cJFQOnqI4VyZ7rHpIc4uT3lldJrxmQ8p6Q8GBHaOfIopt3W1L7EzzKD2J93WZhwbfEGKqFtn48RE2Fz0x4foRYneUK1ho1sVjDbxuOkuqQ8WUyAlfwoHU43yfTEMkfXZHRKDRwaNcKqQ0hBLo+CrCsZuZZUQ9fJtqQ9P3XqFFqNOmqlopA8lBerOLX5LolKkdK05w5RKJawefq01ElilGlxaVUEPKM6hPotLi0J5ptRnMXFJSWwAw8DqSGk2P4GQ8IASIneweHBIdbXVnHEKu5DH7lCCc1WA6+9+gquPfmUFC5kjQx6A8WLl3i43X5XwweUwclFhzlP9MwR1ifC32C0xYukhaIUMKO3TrluVZ0PzX5oZqjxEGvYRnysJYufmdc0OiJPQtE2i1fMk5Zk4gv7q40G+aAMTBZljIz6E/Izp0CSDEQq3ub0rqQ8ryjSYy4dGVWTPNfhM7GjesYgM57kWP9NQcGEgRRGpx4bTl/ppowBFY3QLybKwwj3SRjzlrITOgmP8xpT1rUwx49/UyQz8qT8YDHjKebUHHtzqZdL3UXObaFMekd72CAsV+sT0Y6T55692p2MmZR2inEe3NmaMbjYF4l+uMqwkJo3JoKilXYjmKQOYSZQBV6JUPAJbgcCTVPOtcD1BooQSB6XFdnUSrah7Y5khobtMQdI1l+d1RTKDdW4DjGHt5DJiFNxoVLEwPclX9hlHjBVcHFq+UJYYaJWrIXICE69UcflyxcFYmjAR5FeyGK6Wbl/EgcYJ5mB6MejRobJN4IMEBViFGFZD/Xc4XYpCsw8aJY2EYi7oiPXL1FKoYjhwN9SCsRBnxB+5hU7LMBs1uiTcR7GxsCcEzZS9vXxoSaotySMhmij1p+GPfiuYtWznYPGGJqv8ymXmtIm7xYpAfHHouaIST2w9xmNZJkZP84giJ5heMUQPm2OS0FoPXI68rD7kRUZhp61RZexSb3GtNDanSTfkjeU0J5ih+p9qesbvPZJl1YKPRjGWJPcTQ/dwweorp6CNxFqMMd1rP/NJDr5KT2+SWSEdOPiLlJeH0abVHicn7W3SgR9DqVKVRJNFclXJAzlHdB1ZQwjKxfADGaJrqR46RWsQAlqemGKhLFRsNNQYI0HKWbmSAG/YWGAfDan8PODAd66cQMrKys4dfYiuo0G/F4fxVIZS0tL2Lp3Dws1MgMVxVA6c/askD4MWJ8ik8HR4YEI17W1FcnLYhX0dqcD1+/KYrK6vikQvVyGcIkh+oO+ULr2B0O8ffM2drbuY2F5BSvFklCmSvRJzxMpWugOxfNMnLkYaDKPPPjcHibzqkVVtmvogTwnw7pmam1lmehKqlpoClk1WgR6ILIhbewY39qjVaSNZyc0nkzROX3ZxUEJl7qruNRZxcXuGqpeEf/s/K/jfvFIPB98B15PYbWVZ8t2SczRj6SRlEYIoV3lsUXmmI9HCfvo4DQYwrg7MQqU8lpHysTUaCAjt3ZVdAM9idX5eSclyH9cLXzHZoG2Jl3IeBZGldQ8le+0EZXmgNT50uF7HLsAJNZI4+CPJRxPsGSY46S1alk7HbO2HZOZNo2bzjaaTI6iacNeA1mfhkAJvoYkp829tK6cmDNl5pbmCk5vUrdQdlU5syYSJXk7/MkaT7tCeYisllqHfO6E09Fm8pAhrX2QQbPZkWOUgRCgXC7KWKKBJXA7naNg8tDtun6hYUX4nOTDKuekrOnipVOwwH6njZzDWoh9dOoDdOtH6A2H6A0GcEjoEJCgaRECDtSQGwUFpOlBYiMPGLBuI9c8zYynrX0hf9AKq8wByZ+K9AU7KiHwPfupayIp+95UhNLTkHaFgCKqhfnIKkdMS1NRRjOhE5XPT0WBoWpU5RUL4LgafeZtf1W6nSLhHjrJGK2Er4vGS41HE1GJnJjh4ZNuKkXvjp3DOUZ3Q1pyG9nBluQGiCSG4XWI1i8b0zKbRhB/k5F+aQzzeSGacxpO0fAxN6KiCFpBFjYXRTs59UxJz1nSoLS32cblJAtC2W1qkNgKm33ahNE1DsM5NvJkdzn0mvnotY+E6cY++4lNtrAPk0e5bVOHv8fdyMQLGVy+snyVQQyB6IV76vNJJfFsRvKRyPgjBeyIwMvlBA4nC4XHOuC6joPk5GQUDEESAxX5gVEqVJcjQWo+G+Yg00eG2NV+PC6LfKGqlx6VG3T/9m1s33kbxVIJw/4QB4d1XHvqaaFgJbuO0IIzvC/U5FnBPhNucOP6W8LUVyoWhH6dya80CAk92H7wQGo95fMl5MslgVvkykUUqouCP68VHLzreZXnRKgitQ8m87rBAAE9bfm84LuZiyXPIpcTYyDEZBM6IeNKeeU4mYfeEEFWJd26ri/07OynJBALPr2r2YbokTPvLfJCpg3CmSuIH6eZouEcL24WF7uruNBZwcXOKs63V8RAutDl5zUsuZWRw/1uF3/nXb+onoN4XCOonjyiGeR1mG6Ukt+UPHjctIgJ6lD2mMryVqKluabl7Aix0jHlOCm8J89mrU6r/UbgiVrQGweO8dLZ+VO6f2oXTZduF6B73E60mWT1cGhEGKFInprVQsOmjDVkxtrImogZRbdZ92IdSvmc9Dg7KYx7FOF+AsaaOGeq0jTqAUh3Vps5YUEM3V4Lw1YTmYVSKOPTmSVHLjGlnYCcS6yfI7DZMe/H7BV5+Q0MWZH7EOov7jGN5+R6RGcac3AlF3boarhegFwhJ6UzqOTze9iEEhkaCbSwFL0wqaAV/bQZfurqiuHWx2A4QE9D8UqlkhhOsi/JkFxec4i1hZpAAd2BRoaU8vCCohgnXJeqBa5bNN6o+wHdVksInIgKYZyHkamgkAsh5Yz+EIHEfoqxJKVnbWieYvA1xpJZ+02EVsHxWBbFFYSGk2TVI3JFw9sl1yrUC0zEKyp0K0V1hXCC6QWK9EJgXFqujxtTk9aQ8UMnmPt7uwdR9ovKRTnVX8KF7ioudtZlPeXPhc4q1vo1/H+e+AX8u7OfUwyIUixZV0bTZRFC4oUgfZ20byvcHv4Xj1A4U+9fr09iaEV58NbXsT6IjmicjSPPOa4DGkN95GTGUZxAssQzu6xnyy3asWAM+0dmOAk6SPJP1IQfNQ2sAJnl0B6RqVY/Y0JYe70mCuUg9ZLqTyvKJb+1YWO/uDBadEwdIvSYGeGvO9U+2MUKvTkmT8e+2RNps9vUqp/Wu5jhDCqPJo4vJY45MpRVxCnCo+oK4FpQURFQXiGaLgq7TWNKbClGQnwXQ7cXHk+qU1OjIZBidMoIN8YUm4pYRd4BNgo+kwfEnkmYng4zGnW+j/rRgeDAs0USPzTxpS98BtXqAprtDsrFPFY3T0veEQ0b1mPKZhitUV67BzvbyGWBs6c3xFCid67TamrWK2KjF6U2hErdYhFg7c0SzHhGIj7GEGRtQgoqoQ8fEvJH1rwhBq4yfLhQMJaihPzo+zCFfeUc5h1YC2G4jdlRxu4S4a+FS3hApKDElZdHYzx98hd/FOd6qqYZF0dW85jUtpw93MzexSXvLM4Fm+g5HYEhKsgBPZyqWFtYw0ngoeZ+4+eKIdQmfDf7jIyERiTTIuNJxraVZ0lVIGcWDFPYdIS8YXwnRuGL5uQmZyI6iTPxNZpvTchCDzBZnWa++cdtrmZ7++Uv9Z7CXFCTv6QIcRSDmJGlapwY+ReeJ6m0JLdjzLqYDPWY+aINIrPdfGXWNDGeNIqL3dBiOBqGKcM26XxMXtN8Dq+jN1G390xJD89Fv3WI0uJGeDORbhGdKFKCZlnbpiilY+5n0m2EZ47BZ0ePMfuIHUoSB4mY63IU8h6UYSBwNSI6fJXbRIVecneZr+Sz1h/LWhSEdpzFYVk6g+gGrh++zzqFA2SzJTmfUJ7TPcnx5pocMRO9U3hPGk1ch4yDpe/20Rt0xflpboROO8cdSK2ooKiSKWVMEs7GbRrCTuNOkRh5WKyVUS3ldakOlboQsKSHDBxTDFrl7wrNugxiwc2pdZTGpOgIarsxnGTt0I9aIVjIsqeZZLmu8hiLjEfuXacBsEaWLe5oUCpDQA10MegkSpfXEZl3RjCOM5YqbhFLwxJWhhWc767hYntVGUntNZzvrOBCdw0VP3JcJ9v33Hs3/t2ZT0ve5LBNJlpdbFgHZxRKZXLfwrlsvSJbpoRrTloLdXqlxKtIo/rMT+q1GyNI11TS2/huMjqxK266xjssZXFG5l8kxaLrj5oJSaPpYUlA5ow4Wcu3vcaHwt94zpSIUwl84xUa8y6deaSWMawSzIbh7sb7Zgt/21AzSmRKIeGZmlWE0C6E6w3awKAHp5Sf4Jab6zLSzFiY1/5K290Zd36zLXw40TbluTFQkshoSm5TORtMetVKpRSvU5hpk+hKJYIRGBaApYFZrlbEGGP+EyEJNF7ajQYKpaIw1/W6PV2nQddwUBJARWAM65BeoKQ0oO8LXK5SVjTh3c4h8lkPGb+LTNBDKc9QfhYLizXki2VZJDyG73s9dLptlMoFZKAiTdVyScWvtCRR1dyzyOeYs1QQxh9GeCinlUDXkTVNp66ct2ohFOMpLP6nIRvaG5fW0ryaIWxHv7Vo4U++6TTPg37Tj8ZWijVjNLFx4WuhgxvZe7iZUT9v5+7jLedt3Mjcxdu4j8xKHpeefQ5//9f/NM61N7Fb2acJKonO7qCjsEMa+muZAzPdSlrEKXVeHGOaJtKIUudTaksqWqme7OQhkVI+pjeJhcB+QsmF5LHl9EiaMU5sL7F8Ngu69mqTCELDInyHEkI5h+yokxw95jUlx0AsH8r6M3WoGCSGsantAxJrp73vtBEz7vtwrhpngkk4N/dIOKBM7wDNgx1Uzj1p3VNSaZp2tdnbnMt9WMBV9WMOIarlvDj2dNRHGPY0RE+Ud1XwSM1y5j75rIU4FPQGC77n8irniC8lkyUDnFI8XU/VIFI055qeW+cbKbp749iOIPISmdHsH0JAxH1yWXFaqiKzDlyDHqLcFUNEZ1SaFynwu6xSi1XSkHYQETpYQq1WRSGXl+gVz2lSNmy93SjnKpqk10sxnsiApx2GepsxkdXzUnA7Mfu0XhKuChrGbRwPTJmwX5Vs1fNSGZU6L4zezxlfaTivjqM3Tjnvb/7Kj2JtUJu4H1E7dzI7ai3N3sGt/Da+rvdu/B73d2C3RHg731kGXqcdGk5K/9VG1DydGiNnUh0Ozpj7soytKJVHWS0x18cjWpKUam7jnY2+pAZgmFeoOzvP3J6dVS+EUkXVd9X1bKGvjSYjFOwcJttwMYaH7fKypf00D5a1PTy9df4Q00mlVlvdxo4xIcQYRaH1bMNTW/2c8FTCxYZeluHRPnKnFhR+3Z5hDxF1snTluU4zMreTXTG5E3pxD7clrqHIIFTRWJOLlLT4zTZTANgU5VMYZw0lIDQgn0eZCa66AC5fDD1qhWJB4atZo2J5EcUii7tqAW7GnhaI5rMIWw33M1o1r05mOy48S8vr2L97F53WAD1ngEptESsrG1IktkPIgRcgp3OD+FPIlySszYgTi+e2e4TTKas7TKsN6NXri8FEL4lJVRU8NaNOUWw9Kv4WhpijaRop82ZCB5M9miGVaEQvq84VFzzRqwvDHiNj4lGrzd3MAGW/gL9X+kn87dWfwB8u/F784f3fjW/pfq3I75uVXfyo/7fwKt6Uh3TlzNO49NwzOP+JU3L8Tvko5BccthshBonvJiK8jVbhOSPs8eT72Y6wZKutPFnPeML5ErGi0e8Tcyn8bOSU/Vb1dUdylczcjm2InpVha0wbE4/byTU7NmLWyVB+hPPdSayVkbNRNfvv0ZYU1eGe1iEmA2AkkG3NmdQ5YK3DJjo1Dcqe9l0sIhpCF+Pfh8Fx3XrNA2S4Thg+9FHf0dj2qIf0+NzAcRp0tNgyZ0vtoQpYSWHznEJqCMuqQSwI3bhw20kkiY35vPTESyTJU45BlRah5rc47IYkZzJreEQ7rRyZhvZcqYmMZJFW3BhBNLj4IvKMJGlHn5Zw6hZIxmCYdbXg5Jqo+InoOFSF6RWiRCEBuK0XMPdJscE6GdaasjNqBS9iORMImSfzno5AacIp8xzD/CjRUyy2UTF4bFplPdsMUdKIUz5KZBh1CMy+IIybc/FrpLRgwtDhc7MY3V7MvoKb2XtYDhbwLv8qVvxFeTdfzryJ/676Y/j3+V/Hlaefw7V3fwDP/UQXaAL3y4cSzSNaQ6B6oX6u4HLJvs+7btoWk2NvnuBYMTLAEKDE3YsakZH2bMyeKUunnS9s2yQjDsmUd2OU/LhuH8+pf3TkEJbbKFmsKjSaKDB0pWzTZ3Oo7VGLGVW2cTVNGCaOs3VQ9aaiXKe0/WMLgDn2GE0GTVgIN0C3sYelM1ckZBwNjvTuP8oWW6OMZ8d0WLoV74EiEogiFXavBRo3ZqFVw97gZ1UOEr2oik1HjQUK0n5/KJNH0Y9SgGuMNuEDAyZrMlKjYW2Bg053IOqegasZ+yOk9A0TsNU5+J2q76ASXHn1fHUZl979NYI+UUxBWRx0KXgJZ6BxxGsMNGUwQ8nsk1Ix1Vjx48+JhpIeLGG8R0fBVMKrLuBknqmlOsUjAEm3VVxAJL0ecYa0SACOfeGJ9qgNpWTbLjVwpbOOf53/GBaePYXi0ln888zLuLPcgD/08C1fuIh//dLfwbc/+xdxa/0QG5evoe+Xcaa/LsffK9eV95D31Gf1c13IcAxF6diWlNNGtugIdAhDMrsbMpnYNhMBiJxFETTAkPEbYhNF5hGlERk1YbY2En9MWTAmHm/GxkgIwvarPbaaHlkTpSUZiaTMcLTDVxHiRu4f/Slcj4zTKQFlTxgrlm8m0r0S9vBEVI5t71vrYqh3W4aTScrWBKZztXDKJdYOyzbTrKCq9TsNDHptoFxIGJ7xY9P+Tmvz7Dutpc89I4tHz65XxZiyITk1QleodCOpz2QMVGFd1bJG6hbm4TPfSMO4ycTHRUu9V73mMTKlab152iATui1jkUvLA6MJE8z7ZR/4QeUWGep8MbbUzvod6FIYVgFRoiyYe+tZuUSxJx1GFAgoN6V4LQU+VI/UaDDESdHYMHqIlotmndffGPKk6DXY664+KkanTV3UTBqLpvyYIyMpYdn8iVC82JuIGy16zv36+uv4/fc+hP++/L/ix9/3cVx86hl848678ZuFB9hab6PVaOD5n8ni3zb+J3xo5QeQO30ByNdwZqjgrVvlA5U+I+gnSQLQF7dCvSktDfYeIjXGsXM7o59th6RNL662mZIe1O9IcGWMV/02xWDWRr6dVjPm8tEzHuf9Ged1GWe9jjvXCRhOhlI3PkSN8RRZJRKeNQM35c5FyU14ssyDtx254QCbAtdLvWezQtm5TjYzkX3OqUUnxjcz983kbO1vYUlqdYg40ANH1USyO/qVUV8SQPOkha57ZifK8X8aL/0+GY/i7HfqIMMGZIwYRV8uuUna06C8UcqKHQ7VbzGwNFTNsL5xQkmynn5HkgMQDoAIb2kz75iep3tCs8gWa5owQnnTfClXbz0Lkz+kDaWYcRl7LmaT8eWawyMKWOn2yItNn4ypfqnQaWDeRLqwi5aUKS1RIHtuD9NxWgCc6S3Jn3cz2+g+yOCfO/8G9UYH3VdaGPa6+JlqGd9b+Al819nfi59//jUMkUWlX0AlUFXsd8sNLSMyGA5Z/NbQ06vk0XH3MbLdgumNO2ZcfsLIVp2vFq/gYgyVyOlpw2OiPeaUyWkOihlenj0v03Y/sVTLxy21xSB2oYNFr4khbMgQyac1O/qkPsv/tiwyRs2Ufkwa8+F+4z6n5Qkfk11v3LXMNnEy6LXaH/YxaB0hU2YpCLNQJ5yz9pJvvM6zXDclz3Ce20ljxUy9jn2BsL+a2CCjCsqLbDO1bWS7tp91grZK83EF9cBcIkaJWHvIZAV4nhvmzXk+QZ+KYVYZKMowszukCsqbvxXAXRlBRq7QaFLauzKmbSXJchIaa8cyVFSR35Rs6qRjMFzj4+/SOFzjRyfkp1XfLOmKHH0Hhgwn0kxH941Ya+Oe9dQ3mfZaU9XGmEFk6bBp+yRVUL73gqdU8V3nAIsb6yitruM3qnclXaHXYJ0sDy9/p48/8zMufvDdfwwfv/gW+h5wzhhOpQP1DgMXbl8ZTuL0kHGjDPBkf5IyYmS9tB6L6bMWbQjt3uQ9jmyMjhw1eNKdDrEJOlGOJeB1MRvJMhzNEA6/Or7BdCyoXrwZqacUmjDipAWDSY5WnoZJBbxG+38sJc82unguQxVuorspL8Iou8dScMwh1gxyuw1kWQi3QMa1JOHwqGj4yhhQk+8z+Z4p9Fn3aJyCpkq5Ric1nvPIkDDYUmAg0SjDS21eWXysRF1Unip9pRCDmWY4jI6X6HsFP7BnYoRpVhACNUAs0986cdxRMDqjjQieDwI1yzBLEszM1b5CA2t5UEbJVzl+9zIPMLjdx/atm7oyHh0qOfxQ7w+i5ObxxdO76EMVUl6rK3a93cwBhnkqATmiRNBvNyOFUsghktRho81GuoXbzB9aJ5hHCRz1oo1cUY8vFWlVnk0zKubnL0wzkux8Qttx8Khqbz1u87eRxdg4n0RrDaaiFsTTKg4DW6kdNYSSEalJ503C5FWHrO7ZkHV7mTKOR4pGncpiX9v8Hb//0evP0qJCuD7aRwdYWr8obKXiLmO+Ruw8tiPNOscYX/I4A+md8SFErkjm87ohiIFU5F685xl+1rBwUX5VkXUaMYJeIQucuSujAAs0XLkFyQpuWOrSZI6BlEdNE9wI02bkAIR+5vE1Nvod5jrJJkPSM03GGTZc9XeaGWNuzfoV7TWjPJtq+lgJ8c58R0683rgvRurpTWi8sslv2ss28MbnPou3vvASuZHgkZl46OLSU8/hT67/YZS9Al652MIwKMLv93DOU0iN+6V9pYe4A/gScTIDZXwQY+L9JcSZGGHj5pMz37nVKS19LBQ68RONjtpJ/bVHTuS5CPMpE/tFzpDxztiTr+MUuliDsVh9SdY3Gqm+n7T+xfKcrG1Tb8Z6PiPbzTmsBSDUl03U0FzXjl7Zc2jc9e1+In4ub9DDoHEAZ/1sLORo9+vhyFvS/SwzH3uMEW5Y7qIaTBFroHoFFODmUzT4YwaHYZDSN68MaxOtsaom2wpHwtQ02OXjhNfjwjlKULQ2ji6y9r76NlJOPDoepimviYk8csqEV+5hWjAHxEuuNyZBMlTirPPGLqL/ONNV0aYH2UMMnSGefO5dWFhdAn57D7+6/09QQhHtbB//3Xd/DG9v1OEEOTE01vaV4XQ3t6vgTb6q2+V225HhrQ3n9P6l/La9ZymPYNxUSPei2TfrHGMxtYTSlBZCTRKG0SxGUnyfh/eqPW4P23SS/gxRIltqmsiTWdRt4ymElCbgfDOv/cn5oNeuMNBgGzPcjzp8lpGOdNjeuCEd61swfn96xI0ZMWgeKVZ0WWesgyat89aamjY7ZVti/qXuN3Euzdvia6AycNR2tVSaNUdFF5VhGuXB6Sp+6jvtlIv1XN6VemFyiD4ujLgktEVliMaT4SPomtrRrKu2u5JNc5nGoW2GTl8L2enPSu1r04gnbXn7nVhaJY7Tksi0UTjl7Ocdt37G+pu2Zk9xcCXbylAVs9lzDlhcCk52CLfXx/PeU/it+k+g9GIRvYKL//Y7/z1urhxJCZbaYUHWVBrN9wtHwnzostSJrq9F8hAT0Ajrqtp3H73CxD3HP5vIVdq9Y+TWZpk3iviDxPLTDkvVOSacNyYYYl+NRvofZs7PAVRTLjFVXDPywMbZ1qJK1Cr5M/pbTeg4nCmJfTbbUqN9aWPf/BjjSO8X2kNZq66W8aBJ0TQF4ZVNpu6MOQcNdbNo6B9TAXuk2Tq/NBeD5p5QUWfpSJKT25GSeLedlJ9Jzz/yNk8eRqPnNA/eaJQTD4+fy1KmFelDSo/D81kPUYHj4hhn3TtdHcoSxOalaC5cQ8NjHRXtP+8P+2wGgsKSG0/M6FvIjDku7b6twTZjm/7mvjLNjmKEjEbJau5JQ0RZZbG7OqMZ9e7l9pDPZ3HthRewefEyXs/dwQdX/wC+7cIP4yfO/Ar+3M/9Dni/8Bq+/PGfF2fDZr0kx90v7KkJyefKfDfNoKQe85Rq2slmDS3bITJWNqZOQjV+VR9Mzlt8zETiJ6KcjsFJ53jpRh8yjqe0Y5Pslukt9pJmu/jjdoLND+npsoyyi7FhjIHIw2m/R1vJsaF6cjadb6R2VL9s1IvhUxhRgsYtLEmbxBpq8pPRLlWtWNkse5JzY11nmjc7FQ5kTpkohNtrHsEZRkXAk/JeVekb5/eOt9nW1EfXoucZ9cTICeM0VNRJ+r6MPqJjR5pvMfajnJRkrmUdJP629BedYquekdpuVmLRPwyZwohYiK97ScnB+L9n9UnVXjLVVONP11bH4oZRkPgdNXP1sQ9x3ucuz9HkZs0iI0+mGZlv/9jfJa9sN2qHqwNlOB0VGvj67/wefOBbvwOZXB6vZ97C+2q/Fz/0kb+Gn3n+JfzIxz6KM3cKIi/W6grevpM/wDBL4io670k3rwmVhIGRkNCUl2KpbjZEz5BqjMxbPV9D1dgZXU+jv6ONozaCnhW2DhbmExijPtIVzU+kx2p5lVj/xpsIydSOqF8jD2OONrvhZJQGjfdP2SHWqbBjoUV0zHwL5xi6gf0yzSJgjvEiylV7IQgNVavbsZcRjL9uuHABaOzdQ3bExWheu6HAjITn5J8xYUQjtBL3Hj53DROMFDHrJo6xmoQDf+RQy5cz9WYMyUMkWEaMu+gGkzdsKc7TfkYe1hQLOPmmxz2g+CIeQvRkQhiFKH2SjuvOiNRKaiNjf8YcGzvH5HUhaSyl/Y6fc1I/4vlNpEwlI1SQy6M18NH1h2hdzaH2fc/h717+KXzefxV/6OZH0GvXMWjsY3GbQBZgu3igFmcablSgPFVHjPAlW+okI0yp22ZU5sZFmMbK1RHprAufxoZgNIYiR5H+HBs71nsIxWv0XTQio/y+WZudJ/K4fQWaZSiNl232G46cj7Jlymuz16mpi/ikc43z/djGk+UPM6QR5uc4MJfY5a2+ub0m/F5b5fCY+m0jri2laEVTTsmiaDWN3/ZXZPTHOp3oReKjoQnXn2KKiEDJjX2ilUWjMIZ7BonzhrJ6WhcTa9jYH0sXMX8lnLf2p1HxO7rup3U7Y9/6Q7y7kzKFUo2fxE+awzHt2NRtluLk+AFWjOFU7KJUXRC6+cB3sHjmFDa/8wX8pvsl/LGdv4jPei/j9/zyaWQdD8t7auZvFfd01DqA22qF4WJHP9SkWjD95uPEECOwXCSG9Bx6/eioSVdUUpdxK4fYjMxI57WOTToux9x37Nixds3DQvWmnFMpN4YyM4HJN0LOCPuUc9mep7EvwBisyT451mf7ASZnn215G9Y9OmI0XflURI3Ru+1r8D/LcBp0GsBQFXb7yU/9eXz46AnZ/rOnP4t+xkU3O0A/M0Q/68rnnnx20csMMbA/Z4f4wuLbaOR75gmPFyWJ+360Lf7Q7Uc/vfkPcU1zk1O0gJHjkr2bRyyPq4k0povHbbExPcOJJj305BzB8YynEbzDDM1A9e45O1IfJMgXEPQ8LCytIFtcwNtvvIYHW7eQzQBnz5zHC1//AXz24z+H2sF75bgdoVRVvlm33QJ0AWZVi0In2Cc83OOMJ11QPnUBmA+FM0EYRRqNuHgNFIUsjnbeWwidSZxKeW8T26a8/+neM0vwhVN1PqPrcXu0LZq+Ck8e0kgwOiVfBiNGfJIFcizMblaYuzPDNn7OJtZNM6wM4vmY6465zVAJk7k6QPdoH4XaAtxgiFJQwKJbRS/jopEnUYx5MnFYm/VFPDk0uVh/lbTIZWg+K1kQbk15qEk+rGnQUPn0CPSCtMwG6fLUfeMqs2m67ml4vuTQjZxlQUqO9bgFcJY2/4MZC9ubx6GVsq3mllAIlCpeL7SkvuSg3xeyrM1LT2DpzAX0X3oVg14DxUIBtWINr3/y1/H+6x+WY+4XD5SjjCzGPc4T5YiUdcgUHJ7nPhOfJ6jDSDd75ryYvYZb/LJ0EqTmioUeg6hnJks+Nj6mvOVoWVYyI50D+0RynFKks0X1EyoCSd007U0kcahjjJ/kMWNbMGEf850FabCNJ1GwNHZ73BhLGLUj35lrD3sdeK06MgtrodHE9l3bH8C8jYbTd3/kb6vu294PA++w+zD2gcbbONxtMtdl3HfmambwPgwWfBI7nvGUjOvThLNO+Zy2zUlc015553HVTOvaCSmvE7Ex9h/jFeaxuUzm/oPx42Kc8m6gerezO8gXSqLt/ZmXvhWfee/T+Oy9z2D/V9/Ejwx/EN80/CD+4rV/jM7ePtx+GxcCVcNpu3qoUhBph3RaYQ2npDI56XEkA2TxPo49xfh9Ip7e0X2tP8I+xvo6RahN6M/IM0541Ka9j/i5oj49XO7G4zZPG6vYhQ7EiBLHppG3DfyRU9gy0Xy0bYdZxJ29Lea0Se+uQTiHzkaLcMkfQxphD7ORCG/fjt1uAADuRklEQVRC445KepAgYhvl85cxgIPXP/b3Y/XhehntdBTH4zB0MPJzL9w2lG3tXB//4tJv4HZlTylEyUSwOafBJGa9eXJZ1K6T5YJV0mtshyOeueT36pwPrdBOaCPnTVtLkt1KPVFKlbuR8Z7Ih0qJ5EyXg7M+idFz239PkrNp/ZqYf2rNPwPTazkdBBV6SbIoLCzjf1n+m/iFt38Lb7z0KZxpL+BH8YP4SPvd+FMv/H1svfplnOl9ixx3v7yvYJxBALdPw0lD9Xj6kFgkcYsjDrvE5pgxk/IaA8scCGWApcOF66A9EnWeXdrJJMBicywaF4mp9RTR8cd7auvF8bEY7qEFY1w9TrBMj972SRlONshaVcM27DeCq+XfOgnRl6Jt2nqMyD1EIBhssxxvO1wnTbBJBpH57SQCBOOMtkTOk/khLSghd9MSX5MCyawrXlg7aojO0QMsLi7hbzz50/hLb36v7PfD5f83qk4ZZRRQDIryU/aL4D8m+JUD/i6gFJRQDkr4Gu8FvLdxGUtuBfV8V1nfIzik9Id2kqpRqpIm2wyjYmTEjTdH3uk2zcK220TJfiJP85339uvZpxMjzFo9sR9WhOk4/eUxJuJ0x9lCpliA1+9juVPGX/zYt2C19V1o5rr4Al7Bty38P/CJz39K1dxyPFzwleG0Vd4TOcI6X96gFXnOEuNrmlfd3EoSbmcn1o8elNxge390BEnvKP2RQpQZVbvHQEDl3BYkNCbc1PZxMdeZjB9nRmVOU9Amb+6x0fTONNtQVfmC/IuKja7iJK+B9R2iaKQU8tbviDV/HEfXsNOnspWAsTZ1coxME4NmUk1zWnKzTpEJ10zPyodStVxniuiy7zGFxtFaiGaI6NT3hY5bCsNajUW1+TNPO99dxZ963z/WNf6SN4QTafMYTZNeSOwdmueSWEANf6fIdtswNbubHBGjrT3C6T5ZA8EUIy9+nrHZqykJ/fGvxymFD7/eTs1TmsOISu2i1ZZDYog6ytUagkwR5eUSzpcv4O+9+T5sDpZQd1p4Of8m/tiz/wP+7f2PAcEAF/xNOW67dCgTMeObovFxJMNELcbqS5i/mFikQo6CRADBsRBYKioeRRCielo6iq4GqIYwMxJmGBZVHSdeVxFQ2DD2RGJnTMmMv+cJb2PyeIgt1ZxXzgkbTiNCNqKVjluWkekaJI4LQ2OWUAiVOvu080z4tMUieXzac9MC3+Q7mZwnKYUgSXVjlDT7OVjbI9kcoL13B0sXr+Kfnfsl/IU3fy+yyOBjK7+Bi9/5dQiyObieJ/kbg14XX/7kb6DXaeBvr/53+K9e+wP4H4v/BP9V7a/j+uHHcdW/gPfUL0pxNPWGEzc2+eMjbtaDnpY0cpJXTU1iiQqV2mMwXX7ZIn+6aTfL7cxiaJyE8XRcgybU29O+j+8c/pk6paZcP8xxwn0cPdjBJ/7V/47tr7mH9W97Wr2VXguf+jf/EoNuQ6/sPhaCEs5rw2m7fCTOlIwP9NqaUY9T0jACJYbb1PUpITNnH5pqbNg5J+qElgBPO2rMBczm4wJV065jQyvHGU/yvf4QJdw+bo++KadFzHSd8vDjhYvtQsvJHceIq/jhs3Zz/FqZcECGjgi7tIgF4RMnqGVATVrHLbsylEvm47Bbh9dpIVNdwh/80F/DT774I7L9hXP/CVbKq8i5WeS9nDgYM70ATifAD7jfjj84+Hb8Su5T+Nn8r+CSfw5/tv+H8MHDa1ptT9zoBPTIpIjBfEbStBadI3m20eIcib6FfbRVEeOtV2rrO6kMJIdcfNyPN5qsndL94hMmzXTI3qTLWevcmGjVQxlGMxxjf17ta8Mpc4Rmo47rL30By1efwl/9XZ9A/qMe/PYRfuPf/u/wvT5wV3srMj4u+mfkuK3SvjxDqaEpESdlrIjDILyede3wP7s/YzpukzjGDsCEdVAZSco4Snf4qXXL6k9snbVtCBpWsR0ntlnfTfpcdh5FHafEhhh2MsVwiu0beZfsPYyxERpY0wygsZ2LX2ucOyRVTbYjUNrajhl20xQv/RjIYCK57KyC3j4EvD46hQxeXryNdzcu48Ot5/G2l0O+tIJMnguMj8IisHLuDs6/nsX33/0WXF/dhtPlRTy8mPsSrg4u4L1HF/DJtVdFLArh2FdhCwdrygNKvtbU42e+hjlTUgU134X1uxPb7Tc/SesY/XzSBs/DLr7zEQQYC2OGc2myDulbYr+pBpfecFpD9e4E98Rr7AU+Du7egtfoYuNBEecPF/C1je/HU95FPOVdwVP+FZwOVAE/8jY9qDSBICfFkV3xnJEDOSolYBtCM3k6E3N3nkceCv1Y5CkuQYxROrKmTIC9jr/etLofk4r/jn4RiwTLM5y9rsjjdhLNJpaf8QgNdQnfnV2LybRx4mseg8k+l33+cX+P9NMyoBLwPVP3aeJ8S8xLGlumEGzgDTCo7yFXXsTnl66j5wwk1+n0uSdQ/caL4nQUSJLj4OhgH+5PX8fXee/HzfUHeDu3i7/b+V8ExfEn+9+PjcESLnZXcatymLSb5spn+GpsaYYKo/XKl63m+jsaYTbGzzg4o/49s0r3iGVV2vMZC18/4T4l84kNMcSec4jDvS1xOr5nfQ253Cn0O30c3NkSyF0lKONZ7wre5T+Jd3lPClU5273Snq7nNZT5w6fN6I+pD2drPeEtjHNqJFWkOddNaRp5EToe7TDzjM1mw0tjY0w94hivJw6d1XbNiRpOis8mqqWiH07A7D4JsyeLI6lJZHscksqP3eURQTDvy7J15Ux6bv/YR2Lvb7xnlpct7KOpo5FyMjvPadBtweu0kVmo4NMrb4rh9JHe+/HFw89hdWFDs+OQWDXAu57/BvzDL/0AfvSZ/w1/7Mu/U997gBezL+H78R144ehCWDQ27odSmFb77iKH+Kh7eZqQmOTBSVfq1GdfU18qC1KXmbf2GOvISFAqG3ak5Pnj/RtP1pB8Fun7yJmic4700u7Pwz2zZDNQnFn3n63Fn7BiUou3WG5c8rsRAzQ5G42AT9/HdoAsD6oo6+K3v3/wu3CpfxpPeZfx5Bcv41JwFix/O67t5g/xU2d/HX2G8IMMchwKLklRojC/dmKF3rLkQmAgTLGfCcxAsTsyUIMYlM82cFX0gCThkXUZeVZUEqv+mHBgiUiIWXCYqaXPttnHXTze8Tjc9KjbaL4mpbumAk48fMURqtkjLTID9VZVGMfIR4VYU+cZ8Ron/7bEwZgpm9LxFEE9i6FmDLuE8UTnnkHZhQZU2nmt8zux73z0W4coIkDfcfGlxZv4UP1pPHv/HN7wMhjoJHget1Q9jx9zfxj/zXP/HP/l3d+nc6x99J0+Ppd9GV/nvQ8fOLyK25XPjoTAJuegTG7T1kc7iiHFbMPts13Hl3ooY7xT5lwTC0Jqq9d2bBtZZMmCSH7PsqaOttTVYhrkeMy2eUhxJjmZ5kF/hJEPc94JfbQdi3aEbNzVxo2vtP6ZHKddZ18mTcHPoPBLb+PaIIdnuhfwnPd+PO//JVzxz4+soz2nj7crD6T3Xr+naziZm4lWAbUORX2eVFvO7iLnsl3DKTaXHcudqMejqb8WBNRPtRw0JsFYo1rCAnKmuJYbaWihcp04RbpveJqrN2KnlE9mPMxoNM1lONGYMB01BlByMY9C9BrPHWohKRLfzqNOUsZMHMHT5UVY5NZuk+SMzR6kF5Gwm6zJZBlN4/pkG07MdO0eHqC8sI5Pr7yOP3HrW/GN7ofwNx78AlYvPoneYAjfH6JQLuMv/drvwm9fu4PPXrmHP/pFH04ug2yQw2eyX5LzvrtxKZwEoeBLcS+qyRAcS+lPfj+LJ2Yk2c9otHNYvLMYO6MG+Oh+tmmQYjqMN6QseIO9vz/G2zQLdGAS+8+s0IP5DazEWNAfJ0+BUSKM0feRNPb0HNfPLtrfwWZfVT5n+1v9vzDSw2a2g5vV+3i7soNblQe4UdrGzeoD3Kpso5FtS30WFvVj/TO/34fn9tX71JDaUFZMIfubdUiNNFv+xA62/F0iWKNIjrle7P3yz7El1pN9naGDtjNkzHEj8zVm1iYW/cftnSWCSCG5EVkSVuxR+5n1Q+asE+HeGH2NHLfxpPJkRPVYtvHoNI+6PsOhsh+1CFVzU0WNEopWsl/JPHnZFhJEAO2DB1gW/SGDz668JYbTew6u4uXhbbhk6sw4AkP64Y99Ez7z7A7u/o4cWv+wgYZ/ALCWdibAJ3OfFcPp/UdX8H+ee1HlKSaMW/vXw6yP9j6jSn1CYYtZuVNabBfr+rbWan1lwzuVIjra4ofM6sUZt35O/pxcA2cen4Y0YoZ3MC1KNPO1kpsT51PrT1ymjj1l8vu0pFxLJq8N1dr5O4cfxKtHP4cn/IvIjVHND/INvFm7gzdr9/Ba5S4+ufoqGvk+MkEeXpuIDRVxMgiDEeM2YWikORxtu8U4QZKqud2inKRkuRz9E45LJaQiXUoz4VkHh4WVw4U0fqXEyhbKxWQEObni2UMpSDg+jXIhGcjBI2HVi64sReo004UotqJY6AXA0JFL4VdjNab3KKTOdFLQVmZEH2dFSDt2mpxIu5aVaD5uroTWvOU1ax7soHL+CXx66TXZwvBq4X4POc/D7o3ruPWFz+LPX/sv8eSDdfzxH/wpLGWvYGFjE6dXPXzka38AR6/egv+bPs7217DRX8BukZNCfN56YYpb5XHB+tXf5hVubHaNquS5ZPjIOEy2KMHQ1MOJfTvSjxENOvbNzIvIIwjxpzf73KZgrZlzY+g8U46NQyHNd6Pf03iyv1HbA9yobOM3V9/A2qAqxtCt6jZuVrbwdnkb16sPsJ9rqh7SE2VkAyNMsrUg0VfxbPkDNPfuIfC62ljRThl65+21KPWZj1kAzAEn0OxxFveU28/NUhhGdoov/kmj+lHBax7lCHzcpjhFkopYuFUlSJsIJw0CmWM+f0blUjwSaq5rOe1SOzZL58c4K6cMxdghGmpn3yz7xgiUPaTHDW8xnKw8p2DQA4pVfGbpTdn2tf0X8OPNLyG/uIo7r7+G7z34Ojy9s4H/4j/9KQTZAsoLi1gqnMKVKx/EoNfGb7/+EtCHRJzSojNhPwyd+wm16bkxaQrhnNcQ5K1tGOlxY66tSbqSB8Xz5qJ11BiUqabWjGuX7GWjKhJrcdwnNYMRNYFNb558pPGnH40g2bJX6XTWQE47x5hzSx2yxGcz4GLn1S2nB+CF4Ex40nqujTcX7uLN2n28Ub2L12v38EZ1C/vFlo4aGkOD/+WQdRy4Xa6xbmw+hbrpmPUyeXvzPErHnkc2o178Ktbvcd5E6rWKgGlWgz7dSZGwjuac1xlTl+iRGU7C2qRZMXSuU6RIKKVIvPkCsqSyFOdNGXtPafrFw6z4tm0RzHC9kBkvsQCY3VMw50Yv4mMQrLb2mnUbewjcAQ7zHl6v3sXT7fN49845vPzqF9FvtnG2XcNfevF34c/9wV9A1+/C7fSEvx+5ArxiFe5aBa9lbuI5/xrefXQRv7T5inUvqhOTdKx5PGjJ/SZ9N/Z60YnHd2rkhMmPs7g5U4Su3jZZ+TTe32lC17zg+WbdPFAD1cd43+ZJRrWVpqjP9t+8z7T+x+dg2vej54yfO76YmQUowDDj4Yc+9D9aRLiqfrtqGfhBQTnCxPNL7/IQ/qCNfquBfmsfw14Tg1YDXr8Dj0oTVP0yepYFpmT3Jhl1SrmZk7RVx/iXNdvehAU0LdEjmDDfUovwmZdtDp1hnKV0+D8EZ8p/yC2uKFlbU15XVHQ0MoKM/ApXylkdhvaapPWzY439GRQNezlNdEGx6xmSpQk1p8b2z9iRPuANBxg09pDZqOKzy9fl63d51+Df2kf++SVU3mzi/3Xr2/GXf+BjcLMeMk4WhWIZS+tn8NSHficy6OGL258AmsDTzfOouiWhJ7cvFXu4Sms+1vo4PTcxbT0afdiT8hRHm5YSqWPLWNMpR41EPYyRFcmY1P5P6OPYO0+us2nbLMRC8mxmfzMXYr7iiavSLJ2Lrh9dOW2umvo+Cck7bn7H9MLkF5EymYyb/G8XfxVDZ4iDQgNv0ECq3ceDwmHsqYRIIzJuSt99+O4QGPTRbRxh0DxC58FOeB0TKbKNoxiLdfgMEn+PtXZTmqN/pTiz4/tYJx0RHua+TE7omGZNGVUs3I5wTe3i6JRLdZiPRq5OhFXPCGgaRkLDa5Qn4zsLrc/oZpTPm/SD4k5WeVG2bmrZVGIlq5qXoy35Uqe1NCk/aVCYPps+JfYJD7WoGcNdOCgTEIVhrwWv14JTXcGnV94Qw+nrh+/FT73412QE/yfet2F9sIh/8hPfF+b3MDz7nrtn8b1feDfK618reU5iONUv45c2XokvkhNfcPJhZWZ+kErhjucfRd9NSTgdiVpMalY/5JfKCZgVtjZ/vpGX3l11dKJH5i9lAET72FWak7dqG1uj1dVH30GsJyn9tfuYXHDG7h4zmJTDIr0H0Vktp4e1IEg02cYwx44yYtwYBmaPDDIcI3IhX+Cobq8LbzDAoN3GoNnAsNWA3+tgOGjBd7u6yK2Z9Jrn2HruGQ3GNlF/87eeMuHalQo5MM2ZzvRlbByVV6LGf5iTEMvFC9VdvTyOGkbiRLGKO9pfhguqKc0QXt+iGo53Pf7JXrRDAzpR+C9lGj4mhni0LabIhZaT8vwndQc25V9V40dcDIEvc0eixoS6G1p70xw/jODIGDRIGB3lESZYMw+SGoi9Fk4aBpYBFvs94V7D8ybOb5/CbOAQNXlPphnCI70EhGyb3foeFjcvYj/fxPXyfVzrnsXm51z8yo1/hW89/Bqc8lfwD/7l9+mDuXZm8cLdM/ieL76Ap77hD+O+s4ubmbuSF/Le+kX8xtobaSbTyC1Ma8eBWz+KNgoHtO8trtDb+cTRcXrPMA/NyPERwRGeSukpk7hBE8ePi9SMGFWRRB1zt9oZb13JOEvNvYzNT4lWvSANfp68TkwHiPcveYBSw6xcc2vNj8vw+PtQS7paXKn13C8d4a8/8bMiCVSxd/YjrxyM/gB+rwdv2EOv1UavfiiRJdZr8vpdlQvsDy39xgvPGyuEPMZu8O1i8SkqcrQujtg5CJd+zUue/KwVgTjhDXUEIa5QYNKMfg5GdjkUEFb02e65ko+T5mDiDhI3Y+t7JhfLfjBJFoGTjzglhOKIFyZl75Eu6Z3IpiMLgm14JS8wT5tkHKUZU8k+mev6mprcOtYWOSKqEgtFTPgHQ7T2H6BaW8NvLb+OP3T3m/GN/gextLqIS089i0+/8mW8r/0HcfqJZ9Ct17F39y7+hf/XcX+zif/e/f/C7fbwYu4l/JHh78ML9YuRxjhBLo2X22mMI+MNj0lG0mRvW2xUjOvMyPWNqImwsvO/+OMphgZzHjeXoq8N3y5GMPLqsPi9jhgYse8T7p4Z+6u8S7PtOyqy45+VEpcwDcOokRk/Goesx4xZkk1huqwxYMRToJwo7qAPr9eGP+xi2KqL98vtNTEc9OAzYZWCXRIYEsXTQiNpzP0xv1CzXiaNoZg9Gd5M6m3P4TlLP2DkcFvZS/kqKcbSWjqyPuXthTdtVpPIOE/f73H7irSRtUbDpUbWMTPYku/LeAMiJSZ5cDg9Jxk4yWE177CY5fi4jyjah3PVTZwqAXWPeYqjW449Grb2wbbkOdER9LmVt8Rw+prec/h45xP4RP7X8Hz5e/Dk+z+I1XPn8aVPfhL/84O/gP3LAf7RlX+Pm5/5IuAN8FvZz4vh9P7DK9pwGnNfKTXuZjWCZok2je4zGS0ybxt10k1GmCSJipRqbxSZFOMpOssExdI4dWY0LK19DUQr7dxqOI7qL6GuGM6BcQPVnj+T85TN6eJr+5R3bJR5vR9jxvEpabZoFcBMf5HnxqniI/B6GPaItugKHX+vfgSPJGP9tqAwhC1PjNbkOho9x/A+LUMnlCUJI8q+15iz0bYnEp7WqO9Icaam6X4pOmTsc6TPKket1gGNnIgdp4r5RldMkKElddNE7+Itacga4212YTmz4UQdMqy2qy8mNoJJzhIBYW5pyrks4SnvyuiV1sM6NuTAbuOOT9dZ4u89iMMOjJEUWMnfxuAzC5rsEnrNgO7BLmoXn8anNE77vd6zWMts4OITz2LQ9/CFz3wGeJUkEMpFfdQ7wBtbr+K3y78hn1/MfF6Oe75+UXlcrOT00dVy2oM4ecVq1Lia1WgaFU72WJ6tAnvcgDtOiwqssaXgS2zIQ8LTFnqRwz/MVm1EBV7iadgevfj7mNT7eRTiWFdGFhzDi6m2hQnnZlCHklY9BzXE9aLvuvCHA7idpghyt9tBr1WH2+2KseS7ZPNp63CxLdjHWTLjb0CEflYpFqzflNFhm2mPIbkIjL3EMYbKOHHxjrZkGGkMU42JFNr7Pi58+xVosdeTLGJoJyFHdUrSpKeJfJpDU1XXtLI9ZkKMipvpzd5/FqdD0kmhnY72+WzjSd1Xyqms9X/QaYoi6RQr+MziG/i++9+Ir/c+gPd9yzfDyebx6X//c3jtldeRfauI4XCIpvdf4M2tt/Hzg3+j5JDj4pPZz+IHh98tBBGTZezJTPA0Z+NUlMYxr3Pc/WcmU0i9xARa6RHY3ZQ+SQRVP/gRZsV4F+zYUmw3k0M/BpqYHPjTHts4UihzzXSVkYqxMZrsaadQWVyDifwQJIjnwxt0BHUR9Hvot+sYtpqCTPLdDnx3YEWPLKayVM/g+PUzxzrRjO4mj0gan36K0TSnmujMO7QTk81WPaKoVBy+HpqgkgOalk4w3UkfGlkpKQzUA1U/Zr+ZuSJOKjwaqYHxl2LCnAnwSsoCH26xXpTYG8apmsRJP4zOP2oEj/fOJTtoLz5jzjm+awG6zT3xFOyUDvF2eQeXu6fw3N5VNNt9LG+eJoEkgoATRTEI8ZillSVcvXgZb7/1Jr6Y+TKGGGLdXcK5zhLuVI7CsK9QmhuPjdaYJyuMzhyGiLq5WAJl9IX1EOLWbTSe05U688z0BVND4GpxnW8lexhvuzIcrP6mvuukR2VsR2IG2AhVRWzCpzy3hIfSrsUT3y8S5snLK0e2NjZS7kPBMqKFxmFSHot1DoYY9nsYtpuSY+T3u0p56TKSNBCPWMACfAkonfptoHYzvgf2gcxYDNmLkUR4n4bG6T4KdMl+rEk7O1pVI8ieBduLGZBpcINxXZvRaE8mEltLQUxo2PuOSkHrnNbW9KeY3Go9gMQ5QwfsY3vpHWsjAaTQGFIvYmTGaviKyRGMyUIxlmwDeAZfqGafPNHA47hzpQ1S89kuKm9DbhLMuWH0KaraGvMr+W4fbruOnBBEqGjRh713o3/041i/dgoLS4s4PNiD11Xsm7yAO+jC7xwiA1eUVTLrsb3v6Ko4fm264WhOpt3keMhOXCKPTr/YfE9NYI/WuFFj1y7xME/dtTjD6azHpudVmZtKUTBDYWvvn5Rt457bKNtgUgKO7bG1pkUf7VVxircs1g/rtOG7SssZi/dVrSkmIqKPI6xbLBTC0pmc50kxT66j/XYLAaNH3Qb67QaG3a6sn3QyKuPIrJvGvBkxcybehHTbrKGkEsiodZPQdrWOxtfItEcZrpUzPKuZOzZX0/RVFpR0JuPFkouhnE3TQ2fqgW0kz24Izk5Hbst82xHPQZQwgKjU+7ZiYfKCNDuW/J3IqwuheppzIuUOj9/SdLokBbrdkoGBJLzA6o/yAlpfWeejd8Fr1ZFZWMNvL78uhtPXd9+Nn3jwOSwsLCBbcOAOSR/JkZ/FN1f+M3zt1/8ePHPqG7C7tYNm8wgvZV7HB/zn8e76BdxlhWjDdZ8hFt6mgH+I5zPysOI3GIVC/fjiI9vjFq6amGNe4KTiAXoQjRe7Flb5RLWDZCQpaRyaPeLXDGE44QZ70IRvKXlEQoFSvzOzegdjybKcd6rei1HMRHCaWmNCyhLAdV0EjBi5Q7j9AYbdlhSXDYY9DPptqTnmD4iVdhGQyjRG5JL0fNl/T28i0MmcJ4KdESQj6BWdsHpc6hopaJbkrcf+lmivKXcSTF564ovl6HxxYsm0asLbDFQ2RnukhecyPWA+J7dFn61do/5pYaEWOBtbP6vxZAzY+J1GjH8aAZBQ5h63d8BwChcFTkhq7JSbxphVtYYMeF2JxITxJL90HSgxPhTLHmPYcSlj5rm1dnpjnH/ztrSSeebz+HJ60dppr69xMRgznkaUO8ur2t7fwsr6eVyvbOEo18KyW8PZGyUET2awsn4Gh9u7EOyw4+Ojle/H6YtX8E1f/71444ufxY3XvoSXMi+jjQ6W3CquNtfx1sIOHCaDWdeTy40kI056YHFkQuwxmFzMtIhFLAdRPZzY+qCdocnjYtca+739ktMcqOMUndGWTpY06/7j9x35JoSpqfE/yTVg65ryOZTN8Yo/k1S6Sf0PnYnh6qxzDBk45VoldQW5jg7lxxv0Meh2Mey04fe6GIqTsaHX0T4CRjzFIW7WT/spzDEptYNR1nU6GLNcS0m6FskB4RrQpwqLG1inN8/FXD3sRRoDrZ0GPuFBBvq3oFLCucxxp+owOpmoDl3sduRBm2esZKD8TrDJ2DmisTuIRaFif4z0bfYv5h0xD5njNLJO6BcY2hp2MmKiX5ZsHP0iTfifdJs0101fw1wl3R8DPRhjQIXRp5jRNUR3fwsLC6v49NIb+IGtb8R3et+ET3/iC2jn9vE+7zk0UUcraKOZ6aLpN/ClT/06youL6Ha7co4Xs18Uw+mFxkX83KnPhGnFCKS6lNX98S8/3es1fv84VjT+EkZz6qxFIs1wCi9jGxLzD9S4UpG4zrGVwlEBlowSxZ/vmE8W8476rATEyGIQss/oqGGa4itu2kjYynCShy5WiNLFjBHrEUKnYHSE04mnq3UEr68gdYN+R8gZfNdDIDlJaRjppMdrvgmnys2ovvFXNqdoxWkwGZIFKfcpVe31+S1ha5uSaTJhZKqO2pLRO9Cnexi7Oun9UoxB6ePLhlHF+2RVTR89KtxndOypWaL+Ts8J1VdIObf9LKPRaWpvPRI5+riFbRylR5jUHhuU1mJhO5NC6n11xsgpZsajFalJWbfCWkjHNZZGb2p0vTN/J2/XXg9NrpMXwdpT50n4X/p1hFkv8OVUn118E99y8D48de80/s2nfwvN+qFVy0T919zfx9HOlsgebvPg4lO5L+Cb3Y/gg0dX8VZtOyZ/wu6L0TJB8CS/CO/fvKvEIQndQM2/NMVh0jWT/Yw8ymFKRKhHzvnCZ2LOTSM4Gq83zCtzo7rQkfxPGkjhuUeuZSj8ox2MRAxRBWZoWEZ6EiWQJRZcnBI+vGFfSIwcYXsdok/DSNAX2jjqqVwjnwVmBeOWJDWy19E5G+e8OBUVTD1LI0mcjXoN1XBAs7jJWm49mFAuWKPKUrti09VGb0yyeefVqBzz3I1DcKxOlv5d+vIWdxSYcREXPdY+Y086nivPPJt5HYszG04xp4wtr8zVdcEtpfMluQL54mecWZl4gukjbWacj9NxksaTKWyZZmwlFxItFDqHD7B48Tm8uPS6fPWC/zR+uvv3x3ap0+2iudVCE220nDZWgiXZ/vwRCSKG2hOpKCnFbg/dymNWJ9Ol4yZ3iB9DPaBJpzBkAtaBI2rvvBA8+9g4JCBcMVKuM995k8emeevGEWUmdQllGCi8jJeMZGnp5hhOUO0q4vac4TQSPcpD4HnwXRfuYCCRIX/Yx2DQR6/VUoYQyRjcLlz5jhAACnNzJU4e4+1KE+RzPis9N0K2OVWXE2TO52djNKnGee7r0Rn5uczU9y0ZEEZ+JgyJUMhbPZ84gmz774Sa8pJFf8fY9tTW8PaTVd2n9FbtMTYalIx9pgmdhPYwYmbqcXXcafe4zdxiVXWsJGcjm0U2hFaPrfjoxGQNA5Lo0wwJvqkSiQaLrn954i3tnOP8AloMhvqkDdmLnM7j11Ldeq0jgeuhtIDPLr0hhtNf6fww/viLfwAtpxOukU200HTaaPXbaP58C63MeTSdZ/R3bTnXB46u4SfP/aZK1laa0uR7G3Nr4sSSd2lDY8xqrE9nLU9G3019ZiPOM/O3Obc1cTWrYrhn+IGsbqNrUbxF5xplDhstcj5y7IhRa5Mq2Z1KUaSSDmZr2Ccf2IginzhVFHGKDAVbv+b3lMHUVYlokFUocOHRqdjrAe4Q/rCHfr+PYbsFr0sHY0++d2kg0QFJllfxPthoC5vIKHYXszft2IgiSBmJIrFkD9dQ5vIKg6ztAZRrWqQbkrekWGtNiY5UH7X5bBmUdo9HuEHS7O60vMm023JScpSMAygJ65iwHtrDwV75/EeOljjeueeIOEVgZPXCIo967LmH3hXjScgoHVGv4BPxt6JQ6t/GUHlUbZzATr5b23gyyJs0Z++Y43utQ2TcIW6Vd/A3r/wkvu7oWVS9kvzUXPW76pWRD9SrqKCMSlDGKWzE+lgOSpLeH3VATSgFjYw0zNDiD40q/cbCBMyoSHHao4gvAZG4lb9DYWntb923kA9o712oBowzphIehdR3Yu1i45EntXHfTlS2Y3tZXilrwYj+jJ6QGeFqlOuImt6RcUHFp0OB6MBjiF9IFhRFt+P2xHtFRjoKdW5zhV50AN/riwfMl/wjW4jbgywZMZr2BCY0I8hlbGg4ABklKaClejjZ9NQdqRwkOzqlhXvs2ok+pLBWxXqbtIyiw+KesqjIdyzYOJLvlLh2eO6ErpSUx9PlcxpLkDk2wmpzMVQzMAnYVHc0idhkVLTMorEmNZvkLFYP8FHo049belPjSzsTucF4RkREmO22VFE1D8XoihlRtrc85Q3aSjPnq1mvHsXaaeaQ/XtcM2u5EVFGtNrlPMbpUfrclIXD1gHy5QX84trn8edv/gEsYgHPBQtzi7lnWxdAd1aU/BdX6iKfTjihrZu2HoHJc0niFfVpRxAZSXlhOw9TILrWVyNGS7xH0UuI2F7VYDAukxGZG65jk4zG0QfrpAhr9f4S+6agi8JNsRwsKsR2lT/b0abX2HC+KBoyEf+aZps/vuci4Fra78Ed9hEwYuRyLe3Ca3dku0/Hoz+AyzVViBfsnCLP8tAbwyj9/mdtYjAInE4RQ4hjMatzj0LVTRlGppAF89wduFFhCw3fUjqUZVRKN2OUm1M6k1hbDSJsxttLAiZGbGdErHtG1qmN8VpIRm6p80UG/Ehnx1e+mlqm5uFalLcWPArDSWpLaO3F1IeJ89fHO6MP0p8V7l/RO4+2mIyi8Deh/jRL+KTbGKUt9n3SeGIzE8FW4FIOZ0SgfbSN/MY5/Njlf4sfw8+QrV8eGeHZMkmQQdHPYcHNo+oXUfELqLll+an6ZZS9In5z9VWdN6Z+4kq9mYgGM2m26dw0PYNM7GQkvJnwgqXD1dIWkqQ2Gk1qJfdiq0C0m77v2PHWL/ON/JgFyR5vKeccOb/V1LOKX8f+ILJMK73E6YbbTP6eJuLgPwFI+gMEgQfP8+Fq4c3aRBj24HkehoO+RIlYZ4GhfhKEMLxOQ8j3fC3ATYJoeKdW52xj6AQmgfEAmRwj/k1DiQmlOt+IlceVUaSuRc9WRPlpqs2osTEx8jilq0nhrVg5o+k0co7EELGPTzrm53pKCWht0kuWZIuMPvJvVZcuHXIQ/xdS0aYYQaO1VdLb9PtKrHIp51ZEuY/bo2qjNbuiZs9gQxYh80u/m2yshp1S6pJ2Uip8yXZOmzynPICo1uujWz/HnTdpUMWEebRt5HB7P+sirQf3sL5xCa8v3MPXfP0P40xvVTkdfToey6h6RVRlndSOSL8knys+tyvHZMkr4l+f/Q14Dg0nKqosepUZ713PGESHtUvcCxEaNdGqGoXV4ktMqlagnTy2leVMXsjs5SEkFFFf2HWQZDfRKSzdTPdBaQQpOVrz4Oxi2vhos52HoYkaK5CqnKkKbq6MgbwYQgN4rPtHh+GAkaGBFHelwcNt/W5PcnQFYcE8It+F77sCV48iRDYM3dxdci19iGbWCRM10uspI0ZqWxDWYZLdY0Vdo8GhqspESAwxfHV90zDzLXz3eiW2EpVia96InLD+No9ggoo+zf9hdlXjSudRO/FIk7oOHT96T5NHaB6bhrunkabYOdqxZSyZvG9Bmh/OfBrVY1Ooe07QcNJG0yyJ+TZTSVpuzdSIUzbhZH8njKdJcysmtPTvWPVKa5COHO8LXG95eU0NKCcnNMsU3pKoqp+Vl3FxwB90I9pF8z/Hj0zIrH52ChIVvm6t5Jvk0khMRXSdyoujVtdRPpvEZzPxteWiJvLoAxqhXpUYsF2hJgsvLOwZNTFIxLOqRZtldWr/hL53cz+JUH10ppBwJNwms1qNU0bcDK22xH/EY6NzfUguQK8V8c0ew/lD+H0KbQrnIRx6qXwaR64yhESYM6zfQeAz/4yMiJpSVYSa8WbZz2jcwDoBYyj2QLXMsRJJxTDXcDolmzSGOtTImMApbhA17Uwuj0BC4jlW8T/S+p0UOSn7qFOPMN6Zo0MEjH0WW6+wLmNkaowcwpx7TAsVTWshmebACmX2iAdturETHfCQ5kp4GRt3MbnjMa+gfe8P15PHbWIbH+IJbYIQkpSoIyLKVFRwRZQSqQMpvKvqHIZpb9Kwc/Ta6SQCwSfZxk3/SYaU7Q+yddqEwy7tfP3WgbCRBZkidost7JXaGk2ROI1RzhMRuqgEcUbR9up9k/cUxGSppo8OYbjjn3vUVdtFok+rj432NU5NUxXP3lk7qWKacGJ9DZJURUGCrIj/6/pAWlZElERqTVDuE7O+m7oqKtpplHSrtzEjQAh9TF+NgRbQIch11ENOhDLXTO1U7A8EOUFUhTN0xWFIp7vrDiUy5JO9ldEiIVQYyjlULq7WccKBnMzDTa9f9NDNWl+UgaTuW5EaUf1S6BGD2lFODuVUtBkZjNmqosgapmvJbYXWt1IAQsPWvJ9RZ1vq+LPHbeL7kWCjJo7iqUM+XP2ow3U5cbztoIzpwFZLBgzGi5y4oaSOjd+nUIWnnWAS4/wsbRaVZc42ex0nXadpVqrLcdCCmQJixngyUad3qk27li3s03Ri870xAPUIrd9/A42d23CcApxsDplcDplsAblCEVlqt5I4YraVkSkU4GSyyORzyOVzohBzHy+bE29YRrJIFKyKMRAqx4FsV2FslZahIgyMFJoFWU0GKzoVLiq2YphQUD3bUoxbj6NeOeNxMN+yoruv+p980IaByNBd+FpQG+NGrkuhrGYwq0ZLPQQaOr4HVwR2IEZOQLpsMXQIhevj/9/ef7/JlSVXgqC5liGhNZACSF2KWayibDZ7m7uzO/PPzvww29s902SRLJZKrROZCS1DR7hW+x0T99p7/jwiIBMg3fAFItz9+ZP3XlPHjuVA+4nPUSvEP2CVk9T+eIwFeqCrhjG6qUY3CzOsEn6x9j/PN3YfSAiwiIvXHTIkQj8qCxI7Tpo1SsAz2ama7q5ui17SPTXxKffk96ZtHDcB9LbtZ0clXrs5FIZNqlwvndg239eQjPstR1mOUuL83XiPiiLlKNn9fSyowFTYYPrCsr7l4XzecOPryFamyQaTzrJ0R54D9p6V+Hsf/pOQjQaJrCg/rUOTf8WfoE4eZdzlfgTd6Y2qLAPLXhdm8NCYvvTbqoCt7MFnv6NCbYkKpQblS1XKlUUvloqiJ/m+Fgo04VqRksCKkQVgh1RA1EwYkTL8Exdgtg2cVaUuh149+NLtWZnzkfIGlUHPDEcjDvJrpd227JtmRxGnJoQheb2UKL/VxYlBLnU+ZvzjWwhMIojIeQANKEKP5tCGAnpwDP0KpwUZnAGfJ5wfODjI/DBsHFTb3JZCdTA+Z6cHMLieoCqGyP7I/QhOHpMoZNEwpvVpRkTtaUpQhDoMtN7IXouJJTpPHrs1hXe/eYya0xl3LOuxzVb522cxQiA6aFX/Oum0y61JVb4luSD8YeQrOqwsE6S7CF/y5ZUccIB5pfpz31vuzaBZc5p8gPFwDsm+y5k5/BYMT9goejrunCcH7euRZfIM+jgZrCafn+4+7eyysB5q+o6j2tyXQjHbM6JNwcu1hXS/SNbTlv1sYX+ufiClR779nqoRH9Fk2ALBKiO0BE2bo17Cy/IGe/iia98sFfnIUuVyRc4+8Ud4D05TAQ4U6lQijCh497kyTfL4TtDEsh/brykVzlYUYlSFF3tkVrDQShYnqfBjpMRmqCiHmD7A4gzCg3iDLPUs2RpexDlShYyQLMpYnNETgQl4lcEG0ah4g3WhnRobtghnpednhEySSxQ9V0k5qdyXgZWejIfRABThRKWyMABZ1DnpCUQYmQDD5N7bIh3yf0wrn3aeEmWYoipCVu+AFZA3g1EYXviREE4x63cYlpYpi8My3BAeG1jcdV5ym4whkweGDNNhxPsP4W9TOnqJgkd3ZBd2BXxS2WNiJruUMxMQEECQQ0wbzfBZNDzcFDk+X+NUsbjL/IXDHcaIVuPFv3rCCNtc9pfk7U0+RaYz1vcYJzCx5vFqFYyNltztj50r7jov81nX80JuwkaP1LZmLF+TH0F3zpIZ0ePgQE0OQdI0GVN7/Yb7ot8XXiumQBlrWK/li1QolViXsW5knWn6EGn4Aug/KY/tiiXKYTuuTcFPgTuIRhgzqKljaCmvjlq8HGVmU8cY+xH3xdmdvCRHUopc2sE2iFaoe1MCEbfIgRmViQ44eCj6EjA10Zf4jRpaBAWhbxUOrrrVdCxnh1BnC10KR8jgbhaFCr2FbLFMD6600eZ/wgX9eKIwOkOBYHgUS7lU8DHSjwddmhhz0akxnSSByeljxe2zJpuGqdzH4kDFn2SFW/oM9G951Mk9m/70r+23be96Go5dkJGDAgf5qKlr9Q5bItBIoQFHcABCti4wzhqLR/KAYuPoRaR7ubkTQcDcEvThtDNuW0K/7TsM0x8+3th9RDry2FwtETXzlIea1QhFlInCcGsyE1XL1D3IZUTOnrdkrRE+oubFk+ukSSQOPIh9cbTPZu4zRNcTUztpBGeLjcz0CWUxgPn9+As+aKbZdom4wD7fPcwgfZzvPOo+n6OxoL/FD5bGeTEIKhMopu9lccPQFyw15pthbyb71jCrbk6+qY6IX2ztGMltJzMuw7NjROco4TOl643c30I6Eb8bF/q4CtuaMR6Jw8S9BKU3L/8O6I1HFbtdbrhPpf0znpk5dbMd7sMd2sdXZPlzDY7dhklXx5145klmn5NnnXJvJnrNzeVZibvDU0ot6r9AtGPBCWeEeN1qxhrgKyFCbYESdxxznoIxZMv989SdB6khr1qy1ItPOMycapPpC+Jshv6pJS42s0bd9AFpn5Ow/Wdtv9+FUZItin8ZHNDZPJkGjltvgzWYvt5Z64E39mY5NAmexxn7mbXfF0z86VuGyJO56i3mAFghR4OB6BCAeQqFpGFsQSoz8DMfzYzjPzbiIJyCJ++I55RGDuDc/bXZ9frzFlt8GqouaMmUDsW8eBTdmdVIPjh/eu4pwixjn/XBz/ROxVmy67ZWH16kdj+xi8CeqHWhcdPM807uLfX2vmvLo8kj1jglX6edqEgGkPwuf65wlyyiADMqwne9AnCQt+cqWevLrPXWJM0i9EzP/bCOxeNanHM5UNw4sPS/vZ9oausXS2MGCtEbz5wUGZJs0eJEYQjOZK8MWcPycGPjcIpATkkdL+8cpRwtq6fiYlkHbZsoQwnDTTiTJBc3wgLPzpFml5yzdFDNkj+wNySDLZJy4iRTHu+GBfOzdaFE+wXisz8Nf/hG5kbRKowG8+ydJe1ts4rDAeIuE4vlIeTxfb+5HFKmVtgMOzi2VHBMaAeQZCF7INQRypLqss7eGEqoVgs6+pqiZy1+SCZ7osdzmjUOs5hrn0h3PuL8eCLJzfBBXlAn5EUU5696NAJkkg6AWZLCZT/wEYi2ArJSxw0nIWcExdKHP4w8Si/M2fvQ31Mf6G3IExWL5og4x8JqxTV7yY4Rso6qO4HEEF0af55o+Bu8zwVIeVoqaCVnjqpoSyXTgt6MaKfQusPdK3/LDAZvf0enK5YJpN0C9+3kK0+Ikn2H95Hcs3OcAKPyhoZXAjFiIiujpLdj34GpIm9b6GUHjx7B+rHEFv79DJFchvM3SxLhaHeMrL+znLX52vzjSYpZRt+acmbSf/MCxAu6W0H9d7QAHA4EhEvgDvKMPE13erylvpMeUvsVPSf/toVPfgsmXFoNCCnFdA2Q1dRhMUWx8AjMghYN08VdIKAuapY2llK+Q3LhnX7PI0UZfaLCUTdVpgctKUmoQTyRWYoy2a8ivY1ckJJLJ7fzdUwWRQzPyPdKSYfNcvtalWkFEyNv8wXjWUkSCpmILgSxyKkU8idVRXo8pL6aUBUZm8aNvKPyY+nOWTo9reu8+Juxj+7MKuM7dAzxmch8Tj2ypPWZBRotwJjBEeARA37dT5tisFOhV7KcpoxYxpRunhX/ChkYd/ysWv+pLEfCVo7b4C2uxUv0BpQ2Frytb1fA9sBEdagEHANk3UrCD6pX8tD4jLXBArW+AocRnGkbxC0tOXd9hh5hLE3KOQqQSFsBZzqcs4OUtnc7aLqE91CxwcyNcs+eHCLAiuQNdZrSJpacHTzAMXMCmRkQZ4ThRu1hGfQzvz9o7eWSLMx22m5y0ZUQRbFB4dhPbPuEYe4HeMrZSswfc2r1OUWWHW9SZTmxxqaXvKynH0jbxxvIOP4LI5H5nSWs636NmP4zbGMKgl9aKYN7/lgIfYqet5tlLO0HxUrZcMmMkRr1GXa/9SPia0OdQKj/0Qyya9orIyrWwGGBhwIDZKLfG3NtEkfHTDGlDKgwzlKKSahdXS1ShvJMXKrDd7NThj/dgoK/+R6oUg1MfpPpSWssUlGxiZLzJ592FpORtnSkY3rV3i9iaSxZqTedl3zQ3EidF6+t/25W1xdOkmQe4ignlDyPM6cfrQDaoq4o4MccQY3GSNj0pGJRiAdk/UfWSeoe/XxhSn83vxOkZD/KzUi9Tli27r0p6zjDccrwHqPB5nbhSibY9kgV2FuUPKnT4gOa7Ks/U5d3GJ10kGP7H1XSVnfqOYaPMpwi25bbuJie0v9s3FvA0foQ+p14nRvfmH2qpq8Sgf99elMH+yxOc2lwy41uYwaJa+dcZMD0aahJU+doMEC7E0VmaK1PIB1MnWdCd/pz0nkB3Vn0PUjNvDKnUDhCwt9h33DK4CikHBYfYDRJOoHJiJFccXSqIiOhVAmKZOtIsy+yZVbUZL/Fb4Z3/AiT85Ecp3Bh6Wh56niCy/YnM/sipr6eYVi9NJL1DDMufQpbOxWhkN/cODj1nj0Gro+Z9f19TyzrbzcrXHojK6KS7Cy+z0PKUEAJ+FSY8EmllbgIP75ewPGQ4llIiN3K/bL5PiNrzxVvwdHgQIJSC0+zp6X2M/NF+oDJ8zR68lB4HggotOHtTCY5ePW5SDvLThJoZsG2JAt9uL4Ztn/muenpob4aUS5AFiKj3YxL8tBGpVxlWJ4qkFEqiobME+/KY8Zn3a/wgUUBUwrhMUUgy6ljpJph7n8+bj8ZYrGS6a//WJb0fwDRCu5Agx1gux6RoW8FIy6SCsyUJ9WFL4IunWEnzHSwDjAbwkf2hzOiJQApdX3+62wz+shjCH6kdZrf5vDXl7yUbPwlg5URJNND7OuApVsz4GdGwISXpHQgNctZfcFk30S93y78l3ov9X4aqcHvHfA0D3KK0pBvX1cUA3wabNPjMlQdhCOOIt+7B3jFQRLOFk1oiJYnA9GdgOEN+hO2ARLnErJcWRchn3NNF4KCqe8wr5iDMibgghY8VN0Ju9Lg8sG50owWX5t+J7fPPY330xIluX2ZtvVUDwWJj/tOXksuQ1f7dyaZi4d/k54lOcThRNKuYMRghnvJTgVeiKhgUPRuEeJMp8JHJ37sxd/koJlIqfM9xPYJSGMiXPCIi8usN7y1mrkP3yNm+kYnF4vDPYi0gexth6kFIevap3b2YkkqaPZIMssRSqTdsQjPmJ2zSBj8vtKwWplvsf4oNO5LRYzC77Eadex4gMlLHCP83e+DqtYyS/tc6KPMXcewVywSlUqgFrbmgNlOAp8mR+BS0X39jcjkMK/4bxepw/1Vhn9nUB3iFIOTCapidSw1exA+2/dmJDMTMuRnf2ca+vhkE4H7ZMzl2TbARSAIHSACRbHIQXd+iqXWJOORv0jq8NCSXt9nXYBdnM9Mue+Yn+l9MW8mBOcpHRbUD6zVsIZb5POph/OIdzeDdCczcOHqLA9jE/jpnm7Lldah2r5JXrog3MswUGaZJEF/7bet3mseMgr1ThEfJjffJwg5bYT716Y/o+5M1/LqCq8OgzxoYyQG4mIMqB1gdgOi/mBEI9Wn++rQfc49cY7ofc3BRuOejLg8oauXsR/2Y1lqN8444KhjlImN4bwZqy10pu02f7jz9QHP2TXA8f1IjPM09NRkpr3G9cuZduzhrbrHcJxS3eIyPLeISEhFVrVA1mAKMwvlXnTxzl76Ps+Kqh0EudL7FmxAF10K4yh1q6cCdrPGpvv8ke61GaOH3f4QG87Ul6lzD/foBY2WZTnEWQtvpg7NeE7BqFcDP7AGuR4M6e8mHaMY/TKIGfd84s+V4lzhPvG7xpIphtvIYHa8uANHjYVefoxNN1McjNTOg8/F4dCN+CFLUSXWgRxRpVJix4kf/tjS+3Iz4tzRND9TG5sZJOQTpgz8PDIqVlNScKa0fVo48OxFO2a9RCdqzyxLa6Uc1eQ3/UOLrKTpLQ6MQDvlM+1AzVICEuVOvTWXZyDBJ1XdG+rZPETMb68PXIyXjE91P/6ZC3zToH1JNZSQtBfxoijY2cN0tvNU2H93ltDzKjLNIvk0YnKPMnX2hXOldzTLwE+9mBHTPPj8X5Rnn5K0Dy09qPSzQzhM6fuD+401HQLnwQOkDnoWaeM+6NF8PoHC8NtkPbjYQgO6cyjBRobbicOUThJknYv9bWPI9NV+09h0bbmcpyLONxEasOyrlM9k5EYzdaadA1jtLZAbygcK4cghRJEIwM5ylPg8fZsc+R3qo8JnPrjoQxyPJ4fRls8l45Q2BmT1ivUSTObDBoJPJ+jWqRsTcJUHLHAvrKQdqGwtOR0i8+/r9yQ753bnaCkP6eQ/c9nv+WQt9im/OXvbl1Bm+c38mW+/5SXlUKXf9rVNyDYZjMwIGCziFRh3OMztIl+ObjXC/1z0Cyl4do5itoihdvhB9IujYwdfu3eO2PlQJy/+BtQvZmLkpHKcqWKnbAh4QrZCK5dzVCoBFmBtzWmq15kYmoYTl8+5tkqtVwvM8O+x4LNH+EgVgNU/DQYKYwhNcbxTqcomrFd+smatVOmCDNMgSQS37N++KycS9mzP6xElW7W4SB4rT+90zuVpyyhAP5PRJoPB+CBIHEXypuH4QwAgNN0UNlp5fmOa5CWAAd3KNVDeefJBiMMHTl88SRuXGa09XII5zETrdWP2R7DLZu3+Ue/PYbZPBSmzgpuPesypInj3erIPDJ5lH6KdF00BZ62oCWicW5f9eIeYgY+5wXAynwF08yHqrcj+KjoLv53hb4a9ftnDwMzB4EAj9OjQBRiBwmCmuwMuNoEGkfPlvvZm6wWdKrV6/b45OA45kXre6FlVLhV4P3yevG/Tl7ZhDNqxs5SwQ3UjJdaw84KKxHbWaH6AgGMBrc6UCAL2h2cIRvF9hvGDoCY7Tdx3VHJfpl/hJ3ANWMYkwzZY6+KYOHjgGvlO6s3UkH+yBfIpQPVSHmJo9pfsBi02wbT7H96ySfGiZhgeRfyANJnV4C8tLkrib1eY//t8P9zaGXUbU+n9rHNOn0vGNgfuO2O3aQfK3kdEp9Go6EIkpAKyPyEnaLf69CKLNYJPZIVMZgenEtE1c4a6HZSDEzWaaM7oskf6QBORHOH/1Ma2hXCDh9w4WJ0wXtSlNxIz2jEs4GBoQHhGXtkEBy42iw2ROcZ1K3zBYIHecNcdVMpFPna3M2QnCkoGWxVLBc4wlYp5qpQ0YmaMMexbyMQxkA13u0/B4jhIg2uziw8tEiTTZFMPu+WWL6qA+j1RWkWmb45sHLKOxyhjvO/eoUrCEdLPmhnUUpG4eL5piyi10WMYNjOnt0XgZzBBzeXpyP5kH2473zhao8CYN6wixpMkE7fTj2Hd9M5R1uPcJ7L9Qsp+EVNOR0yvp2nj2dbH/QJa6a88K0k7dVMfZMhUbU3qfV9WboL1uFotyZquyADO3LDhkOPa08Mc+8eS9FLnnSN+7Zxh/9q/B7HG6FjDyxXYFAKnk+08IVmsmYUI2ZHbTp0Mqz2C02IOEuvQUbKFxoFLaUp/huAianhVl5oDVzRmWo61Qe/H8x1VcQ5Erc6Y+ijadfcF11ou5qleE/2ZHG/jpH50lN3cONmCai6IwzBjcw69k+pYavt9nOOEqhVpszFRtg7pPZfh/GQQJoXgr72/z9oZmEgtmHSYG+9+JSItiQ8eX55ajVO8IPNy9+9ql6QpzJhBL9vib+ID1GmxWzFrdfefp5wnn7zbz3lK7OdFk5StiOtYXmxwcSQWilqjQoVCISxo/f6Aut1+aAj3QjnVjgXPP9MAU3M463TzOjO8uQu9/t3rjniRbjQMppZ6iI4SVfo4aHiC+x+JE2KZpDQ+/jDXYlE6nzkK15LPUdHVReULeSq4alP+M7BaqSLykbqUZ1ErQ9kLrA4XJbuRxZGTaNanRldtgbC6hn8WHfRRQrUuA6sYr0FiYUn0THpn8WkOlcFTmYR6XaISsOFQXkps46OTIfgTnNj4Ohx/CoIgOzE2Jbkey5bZejnL8n104VZZyUeaehUjjXN5NpLoZZi9Reaflp6IPVNtDqm5kAouznQK7PtP2sPleUr6PGfpzfTrrIiyDvMD9eMLKjNrVw2OaD10dJlZaFY4GMXQbrPCebkpUK83oPW1vcQ+niQo80xEzykRDHDGegLFoPCwRNZIQg7U3hvxds1mKTgmMwP7KXQHHE52kBhKblD16BgdZrkMy77X/3wepjNFbxY1QCLBR6BEYk2PZVxUU+hzFF1TLsp512vIPk1oMET2psBB50IRulkdGEYVJE/YiE/sHE3nMHunSzb50hmzOUP2thiJlpj3aULU74pOrdYseBtrpvdznsLNT22T1oS2vYz7SBGaXmN/LH12+Aa4qSszo0dEHwLDCmRjpD/lIlMP0xkR9jJhFPtF/zGdJ+yvVC7QoD96fvAUf877iV1nunp1sn+yYmIForptkqMl+Tfbiy7DlTvgPL3xn77lYVHL2EVa0pGhmCLO/mK5AuaZCbX2ulSrFWNCbpKj/mBI7XY3gfedGWH9EYRT4u7GgurTO0zRQZrOXAvDjtQdcaapO6ROZ0i1eomKpTyn/qW/Edh3YqZIImECt3uscR3tef7T+jMwtC4w78jcTWeRijhfVz/lKQVFGSTyKcm/p85VFm7LqCd6VjiniZ+79TZK0JsqtEnnktU04HxDxFA34Eg+iCLwfABDUKU2xHe1aSA27fXHfM2MaWf4o6cWV9gfCKIT1OTZ0TR/nTKeda2zm6/CkOaEskrvI80pPctyxhmnCVtjlAHOIMci2fB6UUC//56LnHQMz1ysXIzXpxK46bJBaHSMaXMzHpP8VAUOY1+z9dnFLPcP3h1CisV8CMA8NznMsWYEHMNXXaDRgoyJ7Wc5D2kSpgPOL2w7A4p3mPs2lWHKMNK9iZWwByYI9OSpXCzS1labs061ai3Aowdgaet3udYHkOhw/i+C7syogU04HdYqQo2SuA6LbuBaXUMgjInaLaHnX1goMe23BcyMlMF0J2eKGK0Qab25TORRg7EefaG6JELpTV9KEA5BYCNi4s/ZwdX6WL4gLW9he84FBhO6LvnQSlVvV4nelFw11o0kwkGoPZ3TqN63BOIl680uV6BBH03ZkUW1NVE6ADgyxtMQSxJ+gyq9NGadKbrLnCdzeMU5zL6HClEO9ZrybMP563vytzqUqixtqQ1adVbNr1sj4xbTRuTjTI3DO04Tn0mK1ZeSRjPNH9MlctNk8RWjQ09xxhnODIY8xmSv1Mr84Pq9F7hvSVafDR8xS/0ez4Dw+a/yb7WLwvYWqUpv6ww2FufsmDEHyT+NyFmGUsDzKZcLtL3T4klZxCKDJYAbpA6o0+1TpzPI7FvwYwtuGUO7bOJr53L+zEXQ7LRxTTxPwj2WeQQ6by4kHcgH/d6Qup2nU4sSHE6npMxp4BR/Hin+gvSZ8DVSgXVP0vG8GDJDpncS9ALDsZJeZITaufChE3lLFnop5FOD0D43uImLMnlstj0DK8DXFSeRCZLNCjLN9Bw4K1YUpZkD9Wt+QqNBZDLsw3nKDalQLEvtWA6ZNfW4YKymlEAsap2mygqMe1NPJmsf0/M6/p0VXUk6UBqXm5ooVgsm20RHby5PX8KT5luuozMVJBSLIb0gepWu2VV+lgrY47XbHjTGovLpewSCd5qmT+yRAk61WpkNvr29Dr2QMhXVS33snSfv4DhGvixkkJ86adpmLy4BHU7hcdfrLEfJZJzWwzYEtH4WQcet7TYHe4pYx7FuI7g6GFC316Ved6iwvRcr6GitJij1LPy6ZPU95jgFcUEx/HTaA4aiI9jYH4yp07WAY3K7xxKnzymlP6E7uVMGQ+Wkx6E4fKJLDV5vDlOoqZoolC7oEWNZSLRGV4rOpPEfboHpGnaaoOcswJGk/mZBeigBbTP9KD3iRHcplN4bpApV5FNBFUBexiJ2l8fyM4z9VtGrMVcYChHVBPaEjkU1OrVDVco+yEgzBnXv6HUT+t562hkvtzrS2XHZ6ccZCHtMD8b9q2dDz9RxkiiYHShbCWs560w8YkjDaQ2CebdT5+5u4GGvC/vrdQfhwb/Qso8SSC/swTTzOnS/z23/GdAFG5/PQ7KcPD61CVGr1RencEzUavdodw+wvBiJNeWX2Mc+AYbnJTgcG9/cNEheD80ecudjk1IW/CQjXJZY/6NHEovcuYLOEA0zggZe7POKqxZHiF+jUNPVJIV1yzeyM2PbOU6auoinkBOnN7721dtJ7ZUoTrXFP+SV9oc7pT+zcYFIKwTKIH4uD6TgXX/9DNH0/mgYImOW5AZ0r9cfiSIoFpTcBsxKBW1HKk5eIOhwjmZ4GI8tCi10ty2etl9HH/UYs9fpubwYYugNy5zaaI7eUIRhhExnyicypyDTUHyEZWUwGDI8+oWWcMH6GpnzA0Z6Fmw6vcvw9z73a9/P0vM24ziJD/cx7Nkod3GnsKTq/gZ9afaHz/G8uh1B1+RpzGgNJt9JXfsB6ue5SNppDcFEhp6LGItbmBfW/NXFHPx9E+a6Jz8n5TAKDlIkSVCyI4Pc5YWEwZAH8n2jIZfsEfLDppMtYyIwcARbk7Vn0+E1Zwxn1KWKI2xAXuwPTkuaTVJRHRA+XLTHZZwEKz2G1pCiDNFeazgmSAgGaCALTVJHZ43l8azQd6qQH1GxhBpmC7yCBAJOnUDy81MQvKjLgy+gEzhdN2yIlKBlU+M37WccXAcl9zftUD6bGif1asVDTbp5GUHlR4twpAo7n0gY3fASOE37OFA+6pzeLitixpM7/K0GXSI7kBRgU2cJ433jnJ2a0skoeMaluEUtLIAZ2/nrwPaIXJjjgPnr62zSC6UxMfos2fOmLWdGtuck0aFxPy5zhAJRD7kzKKD8HSF3iR5q5ix5jHVwsj1MzUdoDKaHv41F03p/+wEZGTbT1oQtVlbjhPHG2SAfSXKS7u2Q6IOkgZfYzTZem0UOjIrdXw/qwTqDFo0nkUgDDrucF3F9AEcSi0JmITVdcKRAKaTBHlYO3imz30nHbt/nOtMhOuT69Rjh1JdsZXxpxJsg8b30i4zwqPagSI9rW2dnOUPBaZo8xQeOvmeMYX1JJBh5SaTklBnqMu322n+W+B7WCHVSMufvVKbqUWPV8dyZFdHbUV6fpSX1WIaMYpD1qgOiHcXkoR5GMiGOh3TGfgMU8Dk+chA5mF2QSKocJm3wJJKqQQrOEjeNFTIGCUBK1qigNbGmO5BN4u/jc0ZhqF7Cv2CraBbHjsPbR+eAM05sP1tHJZc0cK8Td8EZPxMfcPQp1BAxSBqSgZFTA7xpG5G/wU6MIkychz0ZC+QQ/7Hbk8tRuwN6P6AyxEazOC/GIMieCgg45oucfYLjBL05wgPHERLQ9zi5cunffNCsSHuMDIWzd2QXWc6T/2p6Z4kAbmqcPFXHqWDeID+DvKbq9KTRLJNPVm4whsVY8driGbuUmFU4zvIM0/aD/RxSXigCgUeR1HXKvYqvLWWM6/MT1QxaUNTKkDPigThQY7ZQtrXf8n/S67DO0Ic7ZQxAD4eUM2A8sQYsfNbIGwFeiVmPH0ixJMa/nKcxxyXPyZpNegz4S20Qesy3X9yVfccySLF3kGWDcK9i3VFwluNutcGr1Cfp6EhkmSTClk/VYsX9h4hYaiwmsyzZk9TW9ETW2CJoptXZerAeU2mxdcJeKgQvwDficcWh8819IwxRskJ2D3h1pmq9Tg/WNqg3QCUwFngh2MD+kXnqIGtNeWouNGgywv0oUIEVnmSe+J7oeUcsNs9Ed0/EoczKoM3q3ZMMTGRXMmq8LN6DtOUxFU338bq5PAuRkRgq8vS5xJoDHhfhEdlirmNXcwscCOC/XH0aQ0bx7ZiBsogtTx8Em9VxSAypJKnt4S/iZRSn85U8LKw9XEqpRe6m9pBtZzIFjV7Ln3GOeGpok2jgJXHv09kAZ7zNXNHCxonXXM/KxAQuWxR35k4mOgLwl9g2Rf1LCY6ArfMxQ5MlAcr4pJTpjygG3X+a4gO8XncGZ0n/threouoEySxZACyin6xOxyRkkPACToEdM9Qr8ZWpHpV9BVY8d1JFheqNGfptZ24rR/R/7F0EFcUU0qBhCGxzX5FwPz3pgoUfZexbJspnrKNOSaA3GGqI67Ego/zGXOHv5PNUq9ZpbX2L+sMhZ7O4Sa5mg2DzAR6azw+oqAFHBB9LxQKfLzQnSB74x+q73fOzPwTm756tC+oGPaaMgOFCM67nMBmn+Hwffak8tOOEwSQFd4jS+pUlu8NfaLb1NCbJy7qgP6lkRaPSG2ia2AZbyE6Y0evmLi8I1v45ZVzbi7SRvO/NVyfavyHZo8j7zxM4Ev5M79E1roNwjRN/NxqjflT/exgKISIYOpE7em+LWAWHyC3SPlpji7xbMHyBaYx8RbabeHzdl0VWWZFIVCRt5Ce+pycfx1h2WDYZ+XEPzTnsiXUFBoMBDxL7w3kKIUNYU3yTDheAkWaFoEbXiGG+qP05sogc8lTJ5ahardGduw8YH49FHlCEwRCQlzENBiPq9do0HufoyOoiO0l4JoUCzFoUJBthROJuh2t+1FoiH+BI3ta4z4QyCM7SrOic7tOr5n8Pk+cFF++iyiOyCZCaCFp4EksBDb+fjpomTeiscTV1hP/Iz9l8Vn2ZVeU8zCNqboHEbMfJ1mTdwjGgJQMUkm33h3ewY9socXL6V+pBcdZ7NGHYk9Uk4Rws0J5WyWM45WNBavBRtA56omkAj0Lyh7K/X9ZxYgFGD0lnCHqoy7UfRzXOH8gaLUgL1LvGlhkRli7epGWSbEL5ACQOarWrEfkha3/UNXFU2Bosx0hDbpPaw3eskeeT0sfq7bIeDN9Pe9T2rq4nGhiNktaHQjbDEMRiSZAWgN47hIbdHxy+UjpKD9Y3OeCYQ3NE7QvJfRRHE2q1OgztW1pqskNfKpeomC/SZDzQOZTMzAetmUJHxbpOewY2P2cU+R9y7PgjJIMcj9ZC8ZHoyBMZC65BEcafZFQ1XpQ91kRfirCvw/Cxz+VAmdX8LnNV/HHIMhCZOKxM9Rh6iYaIRbvMYRUIWLwGRAMrlQJV0G8BDoEttppC4wwJ78ggcIZTNDY37f8SnGGlz7Zi1PSCZM1dU4tGgCnolpZxSkd60s5W/B0Xf1MMCThe6r741zznnUHPfwM+l6LqTlyEvod6Jb4nelFi3KhzFBxQfa1xQXsdggLhBhDVKkWqXjhHN2/fpzbqOlTrcvZJfzY2WsxEd+L4cqBdLZfKTGAyAS2fKd+QyYtQvoOdp2ks96NJQs3OvOuiFA7X3HguT09sZIixwpyo2TW/YD2cSNUB/pbsEgTz3gyHpFOVPEbsJZfws16itfN5CpPB7DNnYhwvHQ2eSubqc50h6fl/wPx+NDKDdKYrZp5eVkmAGPQ5mXC/olKOikXUG5kDpXVHYR21tTeF84d+C8Ek3c4A7UGvOb2b1n0MkDCYXXSq0myy0QHz+zXqntR2dlBkkPxlZ+Aqg61sUDVum4FEhrtZIZsXbe/4fbkfFjRkfc+wftQhSUNbCTYCXhfPmwMHfFjZHudQrpSpXKvQ/Qeb1OoMpO9cHoihIY3HQxoPJrSx2eKA49GjC1LfBKesVKHJBA7ZKNgQAVFkNWJmkdizctfwPJay/DMhh7A/vNFjnBl8Hzi3kIqrZS/3EqlNRVZden0uc3mZJKeYX0vbC0ubNppVKuxqtciMVWzI83C3OiDMmVRNEL+Ii62nv7Z5ErNGkRFvOlsU+0FMZV3cAs4LVsje6EHSgZLUe97oTyeSPBxguibJSGFSx0hZenLNYvBbur4QImHmKJnjaYyABp9Q5RC2D3uVY+t3cbRKsUyXzp+lazfvUq8/4CJXuEST8TA0KdzZ2aViIU/Hj61o0C9PpTKcpzyNkB4NKQYrFD7YcQrKw6KEloGYSaaSvI9xR3Zdia3d/27DsE7P5VmJDyzE/134P/NL7mMOaGjpNmP4VVdmFpHPH+lzlawStX3v/fzB7CdT7Tt07QNs35ymggYbqxVtCs+6QC3PAIOF+Gy96ScN2/O6bPAKmWSyj9hnT5ZRV7fkoGSCq7HA5bQujddjDkESJeKu2HtvUdK1OaofDU3itxY/DY5gzCvFPSvozBnVAr3zDqGw3sWAo5BcGeok7yH92t4jkXVC4HBSoPKZKt24c5+6vaFA9vLouzmmIRBpI6KtzT0ql4u0urpAk7GcR4l7jg24jCdBeJO+L6nMUBLV5jNtBwQi9v3UP7NHl+LjNFh0ji0/RK8gLC2ZiB6nDCaB/Y0kNYqbar1b+AvunrxMjfyeslhERV7o/fGB+PTznhw+kjWLeek/6K1+YjF4or+D7CyVZNFHzw1Qxsozk+LKmIYfJ6kV3B8BlqeOhaW5E32E0hEvKwBzO8uKogXcdDD0gMtOBTNki8QilcBUJ0FJCfHKZabR74Inln0yCYu7doFnlp6QMLKiXAcl4HtumShHOWnhK3UkYYx6+B7Op1kt0msXz9PtO7epPxhQtbrABa73HqxRu9Nltbmzs8P35+Spo6y08lSgYqlEo3GfRqNBrGXJ0IuzRAgx0pFF189j6l65otapFGH6Ufh9KyTMsoNzecYSldiIoOdcNDNdE2PIfRgpRqWsjrB0aPEVT0kjBuORQR/pw09Psf+Y4lG9M+bkvvduxvv/kW/p0xTLktlSZhlTCUTmqFbJU6WMprbmRHjnJAb02InQbvTxOTujPCA4MM8k8IX1U+jBdX8BmSFFcTiisLW6rsO+fjjhMMVjmtMk15dEZoTtvZsXmt+6mxL2lVzfuaZZkxEhY+Wu1WeVzHHkdYL1KCB4PqgYbcugX9Uxtbpy3sZskETgJkelUoleOX+abty+Q/3BiAZ9onKhTP3CkMmVcEZbm1t8PcePHwn7KZaqNBzCeULmCbVe8bnxfdGAZsItUodNkGu2tgq5lL9HQTfaTU4Ohacqh4fqZZ6Ii2I6AykYQaH41bC6jwnPM83zArdletpSLhWpWChq3YaLlgTCsFgIOB1xnvaq4ufWTDVpzCZfy39JB9lBz+wZp50t1y8jPVjTT90otNP7tdqfcB4u6iJR2ORx9mUiek7CfTVKSHXHTuFgN2Kj34pFHeuGrCHxWfp+Px5frTw+/H5oZWcLuC5EoRGmLZoJx4lmQO1E4gIV63XScZxkvGs2U2P2e9PHnPbdjMYV0S/tgaG/uV7JoAPuyyFTpgPF9s+kIkHHBQ5BlxGL+7aopBy/QKVSni6/eo4HX07nyMrKEl29eo12211e0Hd2d/lZnzl7PDyXUkmyiMMRwD+CF/dKb1ZEy4gApL+X4dEt4zTdAd4Hnni5Tc1xvyQHR9EZ5rJNqqHbXJ6apMMVdpujw6SfZejASVa7Am3HYF/N1JtKfOB/pvT041Q+v+RSKsOwk+J/KURPMcm6vpJRh6Q8o3C/czylgzkb2LiijszSR343s4KWIWCk3z0sGbCb4gmypZDoj7GicOJ+aNki/2NnKrknEpqnqiMAWwc9mZCpYAIHBB04WOhqf/FFtYVidtcsb4V/pVdH+2Jou6HQbXOSfN2uy1YlmrrHqN3UW+m/048gU/S67PT89xJOisuqJbJPuo3pfNGhEZoenDX9TnzP9qn6h6F72Idw+ifvWwzYR+cv7qdcrtDrr5yndqtDpUKJSSE63R59c/UH6vR73KJle2ebtz156ojqrQJVKkXq97vMUmvlWt4Rtv9dSHGKc9ee02x/wu3hkDrvUXyTR6px8pI2CDwMJ5FNs1F7yJNKe5o/ttOELuqIfiAaiCLyR1psLP38GLUFvf6Q+iSNxTDQAPUqFL3Pr31lQjRdVk0XX5+xZ6egbQHVjtr+ayjYN4Ue1YxbiJVNJTmec9qpe6ysejlmgUHLCetgjklaqWCSYQIOE45TuzNkZVcpF2Q/Gkmy7t9c/GqOE704gucLGt9SFc+ppGu4RJpjMbFfBuzHoAHJOS7GNO4d6sOk6BKGOShoR5MRM9UsLEqneMpk+HnM63Dn58wGN8biOPNF0mlnKk1GEfakb8VF3KCEiq92faXsRDxN6hTcUKETwQkBflpPNFKk+3P3DX6jcmEGvjzYf5SBi2GWEyqtVqj2do0+/+oqbbdaHCFD5il3m+jsuZMSHRvnqFKuo5mFUK/mUASbvN4s8Rkvc/JiDGp6bbXvhN53HBWNMxN1upnHETdQ+mn4hzyXpyresMZz4v7YyG76LZzhE5+pjEOsmXFMCIWvdiaT55yOaJhhbk5TPmMC28F/pNoXLuAviO58lDrXJ0WWMsHCeMwN1sulAuuakgtUSb+bVNTeeSBJIy0VlDR9mfKQ7D3fjyjoKXOKA5W0OTriOVkLEOu9ZNvgB+zwZj+IsSp1PvEYApGCjihZGw/Tw1ozzMfW34k6uB9ZuNVDfkKVaoGflRnQHIBEDz5d43gOOIp4MzHNvASjMJM2mCOlPZ+w/xE3mld7JJ+jRrVE5bCtVfn6AKYW/yqVdwx2OhrCTNsqvhdN3wykh+mi8HfUdabNpxyy4EPFembR9Z5F1mDiSVIH23kMrNrxk3rWLs8HaSJc3u/Tw/wKVKtWaAnMszzHR1Srl+ntN1+jL69+R3sIOBKg7tsMyTx95gSPS+jaarVBg0GXRmNp8ZG8N5F2POHwu/s6dc/TRA/0aPKoCZ1HdJzUU/Vub/qknfNkzHqRhyScZmqYzbhQ7AOdi0fPf7Ij+nHiSIMaVQxKcVD22mO687B96MU8ESHxa7MjJUxkTDIUI5i+hu0+dbp9VgL1eoUNZ0mpWidqV2+SVV+RPt9A5RSp4tmsSiiI2CvAG9HmZDFONVWNHJTHJK/OTo6GfTH4TTDBZSETnKvsTxmBAHljJ0ua+WWf/IspwGXvtYbU7Y2oXitRtYK8tzeQ49/c0Z0ZBMc0GuNHCDRwT3BvsC/cM+tzFLJ4QQbUGYzo1LFFVfLTmYR0ZHs2ltdH7tz3ncLgcRygDEpU4Rdy7ZweImAJZ0rgRrbIo1YoNN5VhrxE5C8BCdC1xlGmm4aJZxzSdgkiiRA5VGhjPsNpis6TUjFZhqZgindC5aU6vfv2Zfr8y29pZ2+HC/dR83T7FtG5i2c4W4VxXilVaJDL05ADEEo3m4jgTWeR0gLISSJjG5SFjqEYLEzEoiIJdtJJj5vGduUvx2x6+STofv/MVQd6OGZ4rM7Iw19CdW+U5PIZ5z7VvhPSiEnMKlk8ckbAI5zEj+A0QTcdWa7QUlNqSRAE2ulM6P5a51Dftzkf4Dumatw6dFDGZDic0HA4pE5uKHqzWuSAnLCV4j7GQn45Zqxpsb8MGp9XGFg4LtObWwDSUSVnZIoFUqQ2krVo0e+xe+B62eE3FzCw7pRm3OxDq1hGHfpBqMble+Zo9cFvY2vYSzLR+TntDalfHlOtWuRsYboRuBjSniFU2dzwM57QcDzknkKsT/kHgUZF1qSc72ZtRKePLTi4G6XIffioiRYTyZMxmzYuyHEMxU3j/pJBP9suBg2VFCoVFLRjeyfISB3YUQrIE2/r6brvM07hfPQc8kn2wHBpehWxbMB0r9UU64/LauWVudbbsHCeKpUyvVO6Ql98fZX22i1+f3trm5MAJ08d1yBRgSrlKvWHPe2nqEQ4zjmygKjdtGgS6ihIBR+Tou0gUkGQp6UFHzvjNEuCt+qiZLz2I6rm09/64MIC5Fd/WzgRtkPtyBOyQZUaZaouVai73aNB63Bd0VeXKnRiGUtbn3nwMQlz9apHILIU9IevXU833ouMxV2JBBA1sm/ZdlgsOUKkv73gNYzybq/NNTP1aokNdB7MriO678mph5t+IzwcaQYqES9HpKrWG65ZqCbVubJt1agPP6zcJMLlrzkryghH8KDw48uy6M9SBDu7fer1kJIGIlnuFwxquW8SYRSF+fjXutceUKs7oIUqun1r8IF/H4bNzcQyqMkFmIPV1i1dWfcm+XFw+IWzzhwPfCaTPCyougybYzIy2B3YdYw50IgQXBRBbES7Bj2Tqbqr9A3TUctRd5mJ6YwSRzE5qxVroBKRuVTjFnaauOO5ZJ9Wl+r0k3ffok8/+5y293b4/d3dPbp54y5dOH9WDLvihCrlMhXGORoM+3y/whodInjurNNQPHsvOMku1OiuNbq0LiBj30gEY5JOlNyibGa2uTy5JJ4U5nfCCnAfuSCHGIVwkLQfGAwPTS+Y0wSTgoMgWv/Ehgz3bpocjHSAqnvCx11AFr1Zpe5ul0a9w3lhy4tlOnu8QgXqcaZzjHRYvkAPN5J6La8GiLHuQnc6fyCaBM6RKpdjniDoGdZN2XoT28ABwU8RRAPlAtVqMNCLUlfGNaeyJhk7m7iwoWzGB8S1d9uYJrkCG+sD4JHCVNP1U6HwYu+IAci63SB5+Jx16UgDjNHZ8bZAWjcgIyVByOyHOh1ge3lk0B/ToN9nZA1+OFauSBNQrJudwr/178e5XjDBtXtDWqgVIiN05jrrDVKf+UiSUsRPPfQupV8CXbrCCQNpg+omnxHyjpL2bbReSgHJwHD82Bje0BUhYREC6u5y7LvKAinmH2t6RTxY3yYb81J3ichHhP/FOoq8q5WKATxkCRFIJFpdWaT33r5Cn37+FbXaHT6FjfUt3vbsuVP8DBlNVa7SYABY3zBUMKWdGzk/g8XOHv8JR8qFDafW4MkM1Mezh+olz8SfwNSWsz7LDpSH3efLwKtJP6AnXfibpxcoVynQpJhPOk55oiK32iYaDRDdieeI6EURhXM4yXyeBpSnhxvdxMJcIqKGe8zy6GejCkOamZnWzLjzRq8squKwqAGHBncpkozBcEzbez3abfepWi5SvVamKsPfMAXFwE0MvNStN37/bn9IDzda4hxlRale4oX4xxZT1s9K8KwerreodqLJBkF21GXfPYS/stL73HgXizZYeJzjJAumUrlq5ojrgtwCK017tbGg1U55hZBuX+AkmSiV7M1+15WA7TmyiCQUz7q9u9euPgpKzJPfcDtSwE1h8GANGBMtL9Tp3XfepM++/JJ2d3bZ4dtj5+kOXbhwPjjI1UqN71dv2E1kFOR6XJ7Mwe4SRcQJfednn1lSs+7FrM/8fZ7nnJ6ppBzjdCSYN8mKkjosdxZ9h+gIrd9gR2SG4aAZGdg748GTN4PPlfNUP7tAhWqJJuUcte/sJg6WLwoT1wgQdu/IKUSPZ/oY/xdpZ7eX0J2YYzXnOJnuzHLNcLmIiTDcynrg8a1TKBE7GlIsbvqSmdkUsmUCp2PYGTIkHDVQtXpJmE6hN5mZ0+oO+ajhe4nifS28748mrDsFvu9qnfS7LyKk/GWQbnfIP89K8Dzur+9R9WSTSjxGIc7IDgv24XWpgH8iIx/GiDVfV/UYkRmhH5hAxHEcCeoZDM4+i3DOgJ5I1GJFnWGhBIODBlRGIkBjJ2vwu7Aj0e/MticwST4+O04C0/MsfKHGKa9sfe4+GOQUP9L8doV++t479OmnX9Jeq83za3t7mx3Bs+dOs52LWrZGvUndfocGw0EgphCbwTlJHMUYz0TTPO/WRod3nPhK9lPcyYvIuoypC87aRtcmlL+Meoc+u+xzyefoyMXjNK6LEdLvRKepulSl2rEm5cuSCYNhtX1tkxdWyMZOn0b9IVVLgjPu9ic0SEX5bMjadRwWUagxdZ0kNpGMEUGi3Qxn47S8QNmgCNiZcsoHA6/dHfAPjOdqpUzNRpnKZdRlRZrq6XPOs5La2ZWFfy4vpwyHo0MXFHuxVLgZbtMQNsk28W/EwzBvC2iSZ4tojop++yKit7E+KZ1xksNlQBEOkAgwmw01tPPm6ylk1S/JvIJyMsfJn4PRmfu5KwlZUR5YrwtaX3d0uUk/eetN+uSzL2m33WbvEpmnaz/coEuvnuc5B+cJUTSslZx5ShjN4e6rjDMz9XHb+F2JJgaNkr3QpByr2EQaGlCiiy91OvdFltTwTI7XaYc1Tb8v4jOHrphDjQh7/DNPQZuCToY5Gvee8Dnnc7R0doXyS2U+jz76nKmUGiVqHKtTsV6W/mCDCW1f36JRTwJFW9s9ujYZUbUkQcB+r0t7qfPJa+ARBkjuELozOCJslNkcR6BQbxHwtcwyCIiewMPFjsxxk1irseVNiVjv9bd7tLsrEPiFZpVq1bLUD1n9rtkjrtBEot856rb71FJbYS4vl6AeGcHnEmMfKdaKs2GeHWBKh0AEOueY6wouA8QOkDgi3nGSDJIEHNFkllEYrC/1d4LAQY4m37c3LHuFz2J9u0Ebk0u7r5WKa1Hs6xiJI5hkKQ/2Qpy39qfKcJyiA0cxWOnQFEiEYW4gKQqbFU7Y6vIi/fS9t+mjjz+nvc4ew/QFtlegs2dPCbwyN6Eq6oSpQ8PR0NUfRk6B5LUkWbpnOk1TCI8M3Zh4rocPLD5axil08NWD+ECMu5FJU9y8RmObShVAey4JJaUa9SVi9qSSLxWo3+tRr9Wn4V6PRnuy0OXLeVp6ZZWG7BTJiloYFykPL0kXQ5zjVmeMZzlTcIrb7nGUYbjtg78yiKxEziRFWyiATCCmXvXMaYwI21DobMf5Cb/GVnCk+gPJSPGW+hUoir12j38wYFFsiWgalEGlhB4IMdWLJzjoj9jhmsvLKwKbB424bzHtFskEC49fdBWgoFGyEFEyRjtbQBlLDYdICFJCxkkhd0FRhEJVX9ukx3cRMTmNR8yKJdKlaQiEL3q1aJ2E3AU3rgaqhcbC/XC1VUowkWAtDAaS3GTUOHAjv/GEjh1dpl+9/3P68OPPaGN7hyaFHLVaLfru6jV67bULVCigSzpRrdqkwqBH/b5iuDn8n4QZcJG61RdmZJxgGAZyFmVnTKjwffRFAl0UjvEfiJb0eUsS2ZOSRBpVjJLU97hn0yT2aJHnLgyPOTTA5r/H4X9JJ7kMibKqIdE5eVKnCfqwKHTMvc0O9VtdGu+JrsiX8rTy2lEaVUY0zI04I5sbFSjfKAbHCSpwfTs6FVm3BJ92LLvrN5px6pY9G4+YKJrnNs6R54zP6k4AASpQUetd8LpUUMjeQKB1poe5ced4wr1ouj0YdWDjK1KtWqJGtUzlakki8IbSCCeDelaXfZvLSyWMDuIItCImEoZs1F3BgPcBvwC7i1A1IUGRRq/mOEm/JEDUNQCpUPXQe1D1ZqhtSgTTXb1VOD+Dn03r+XCWlvYM55ys2/AOTwwwxvol0/8xs2VMhckgJMQHHw05IX+LAwVnSFBVRKury/TTn71DH338CbPu4XsbG+t8LefOnRGo+zhH9WqDOr0uDdHeg+sBU0QZDJMVHehJy7xNkQWB5/fjFlOLjBBMPVqT+EM7Tvv5YmljiBd+i6pZ9jPV28l/J4wPqPYeImb0VASY7K0f1qf63WCkjyo5GlekQVWBijRY69Ng79FSXGlThOt3DvqOwu+4ZqoYYUuWeQqsTAo9Gk8KwliCLNRkQsXxmCoVMOlgwR/xgwbrXrlSok6nTwNADpFd60MZDGmT2pIhKEgTuXK5xAX6Qkowjz6/zMLhiOGYHf7gFPvMSkgSa+TLpf4NDmAKgBd4jeQmGuSFBTZ2SmfMdRZTT6oYNkAXDujJPZvEIhbQymey0CfoVl3WybJH7AgpzjsEdOT26FqUdJD8vPMrdXpdM7bISnmR/vyXf0Z/+NOHtL65TaVckTrtNn333Q/0+uVX2fiC0Var1pmitd1BgSzOIeW48Ht2UppQymh0mqhZCm024oqczl4knKb0tTyK3zqXQ0t4AlOgjBAW1Nc+sxhpOxJj0H9bB65PQHqnywWnacRO09O5nlF/ROvfrcl4A/bWjg1yl3KJRlXRo8jkDneGNGzNDsJlJkcBy0pd52G00QhweuhsMMiFqL/B4OVeMq216rjxCHVEAm9EbfFkUqBOf0K9nkSzq1UhWup2kb1HlnhA/d0Bbe2I3gQRU61S4oL3UgnwIzGZeoN5EOJllsFIyAiSekQ+i/VE0WmwoL84Ghhl4gQxkgH2lTrxgH1KJskazZrudU6RQfecvuHPPBxPX9vktv5+IN7ySAwTZvBkx8b3N4pw9CzWvTQyQ4KOsd5X9uMzaSndnptes6RGULLC0FFgRkQG6vjxo/SLn/+UPv7kU2p1OjyHNzc32KE8fw51woDZ5qheg/PUoeGwn4AkpzNGaUn7F7HOydsXSYfLfTvc08PWAD9yjZNlhhzxydQFSGzUYjQCg9lvh3ZdYCZ8Wk7T1GGckzDujmjriwdUXC5xNmfUGlJ+gFTQ83EkDIpqTGM2fxIOpSoFNGmDFKnAUWMwBcEoq9bQ7yBPnc5IuzdPqLlQY4ep3epStSqTlhPRKKocjanT73NGKrD8zOWlF24M56hJITae1L1xjoU65WiG55vLmuOUKARNLrC8nup4CmOWM0Bap5eRfY7jGRHy+Fny/K1JSpIRLxyDGS0jXCbOmeR+svpXhP4TVj6rTgeEKWwzGCjT187naBmAgmSAxpMcLS3W6c9/+Qv63e/+RJtbW5zdHnR79P23yDy9QsVKkUaDCZVKNapVQewC5wnLcgyuIHIecwbKmGaLw5T4yGi6AeIcgffiiinL7AcUx5iMvdnNolPf08dvW4yfotM0dfqu9nfUHdL6N/epeLTE2aZha0gEJ+QJId+HHb7SomFMJQY4WRuC5HxlQY8gZq1DsbqwuEoGakyNYo7bRuztDanbGVGtVqKVlTrt7qKGecQEEgaFwvZ7nS7ttDqB4Q3rIOBec3m5BXrQsjxJaJvB47xjEbNHpm+5njdf4MwKSiUscCeZqAynJfR5FHqldPNzj9ZIjumYJY1sxk5Ux1lg0b4/y3Fi9EQCfmdN47VeOTgh3p442HHKeZ3JP0L1xK1VxhM6ffI4FYs/oz/+6UNqdbu87drGBs/iC+fPCRILdmxjgdrtFvX6ojNj2s8Fj9QeyOp3yMdPvS9kO9mwgMmzrnFKnn9upsfHCsAoZEKDy1S1WvwmO1gMMfAhqGcsw50B/9jDGHFF7fOzPoyiO2SbbMKlIJAhGqnQnhBJ47qnMRNCVPojarWHtLW5R/VGhSrVIi/si4s13jcrDaS59JEAYwuo387O4ehh5/LiCqYSY7VTxAiRxMFnkeIiyp3EmZ0nZpRk3ZxeUI3dZ2oB1WxSIDixRTb0mXAZJ6cQvMjaIE6YjXVTZFxg7gpEvWKQa58klWAi8GAHkB/GkctOtP4q1UjYZ68sY5Vg/pwknKjRJE9Liw368z//M/r97+E8bXM0Hpmnb7/9ni5feY0K+SINB0Mql8HGOaZO11oZGD5Z+6G7ZqchST8VGfOU4yHtZHcisV0CrhF8sbln9SyF6wx8E2l7TGELAdlB0jFH/2iS0VslLLDStiRQPmaaOs/IaZohqA3CTxhcrDuf3/EDi5cabdOBmvT28oWRZZ/wQzkqLpY56NjuDLguCrqzg8Ai5Wih2aDhcKCBDpv/QpWNn1ZrwLD5ubykohkayQQJHF2yK65+SbMwoi8lixL0p0H1mAxJ4XrqOBn6I+iQjGyPQHLjfDdE3rST4rsaR6p8L76uyjJl9t0YcJT3vbOTrkHmzxSa6u31qTUpl4TuTe1DvTxbqTCfDGl14vhRRmv87o9/onanw/dmY32dysUinT57mmue+r0B1etNnnu9XjvARDzFQjq7JEdygcVE1sxl+3nNSmeWDL9x+Pn8SFC9cPvU4Jh5GMVbB4PDBojwqDpgNzaa0KgzeXynCQO3ucS0O3Ao+DyR5mvvHe77IWT3fBdBWYclAi1DSwaGGI3BAg1ikbVJIU9F1Dxh8Qcb2HhMhdyY8d7IPrVbwJDK/rd3OrSERqlo7omME6B8Q60ze65XO5dnJTDW69UKFweCoCGfK7JTJNTbqghC3wdEmmRBTWKppyNJU5Td7GRlRXfZcuJfhtdWMj1XXxS/G8Z3RmYqYqgdfCHL0bIjqxOTlSWymBfTQqMewpSYnZc5Tp7EQn+UXT3sD3htP1+YwQvR6zyCE3X65Z//gn7/+z/S1vYOlUolLob/5uurdPnK61SqFJh1rFxuUC5for3OLo3HQ1bSEgGTlDu/1loquU7LSiehXVJCKUyD8awSq3OCijUY2kw6MzvzMZcnE0RXJblkz8Goda1OTwp4WZEH3KiIGVq2p+g0S3SZjSWLvKrhjmfJ9cDQnY/rNGGdaDb43McDWT9y6KvSbR/2on8c3TmSe+J/KGMt49/ygueBZfS4h+AkxzVaxQJRuZSjVmdEO9sdNpAHuBe5Pi00KzzX+v0BdXtwrmKAI017PpeXSzA+KhXkLTENpK0LEKlRFxms3ZjxxDkyJJC0/pMMDesWq+lN6dUs3SrGvnOSHLuybSu/7cdD3bP2l59CL/n9JB0I/30X9NQ1SFqQuO+nGuD6Y+c9M21W4ELbKEirG/EHcH9OHDtCP//pT+iDDz6kbn/Ac+7B/fv8lTPnTvNah4Bjo44+lXnqD1C/M6KJUqnrFYWMEx/XGvhqWx3tLR0cq0SbpPRYsM+kaPzpO05Tf2VEd/R+JQo+7cK4l5NdoUIYBp0xY7MfV4r1RcovHKERF/pBeY1o0t4i8o4TBiaDovM0GaHD6o/PhoN7UeQ0rxianAZW6JOr4A+SzkTBMLZeEZjUk/6EclUU5E2o2xUWMNQ7rW/sSff0AvCjZa6Hwvb4fG2jzUpiLi+vYG5Vq2VxwGH4AKASskbCjBMXNBdRS7DkJCECWQuipwJNOjn8bojgyTZJCI1B5hjaoJkh29fUcVLXln4vqx4qS0nZtVoAQnq1xCigsaoklJlta5AcCxDlpo8PBWP8yEtLi/TLX75Pf/zjn2hjY4vnFztP33xLV668TuVamaPTpVKZmvlF2tvbpgkXOvrM3TR8QJypaFgH1MJUJDCpCuQUzWHVBp0hY3aYUTWXRxen11hsDArcKxYl4z3t/BcGViqzGCA1+NxTlctnPM/AdPekunNhiSYLKzSeFInG0CcjovYmkXecYNWU1EyA3jRWoh9ZQmG+q20Maxk28ManayTMPZbAgDYR9MZgKIZVs44WEhMOPmKOtNt96nb6QpKRz1OpXKJGPc+vsf3uTp9rjOfycgqCyfVqVahWmAHPkxs55ynDKRCYe/RsLBhnTWllKKpLHxrdJjM8CTY601Mq8Tj4u5DSmdMBzLQ+Tf/tszPy2n9Xm24bysPV2IpTJ3oxK8iZ20d/B4cFwVpznFAqMJZel4Dt5X7+M/rgw4+oPxhSPjemtYeoqczT+fNneUkc9kfUbCwqbK9NOW6UG46Q+Vz5HKwnaUpv8zpgxDwZDN/maD37BrgphMgsRW4byBiScDRwoWOw2hyyqd5MyZVoVKjSiCq8+JcKYxq0H4aPi/UmFZqLNCqWhZNoNKTx5kOi/o8DU0MRoUHsSoUiR7zEcdKH6SIIXtIpWg8dggOGgdzr9amQm3AEDXSrne6QP4fjtLRU48a5EOlmj2aAIJM4XEPgubyYAuxwqVjiJs0SdfVMPzGzlMRw52c6GlnEC/rH1OIZPhPPyH0XTH/RqDH70GqrshyixLFmvJ+mH/XnOM34EyN6iSJYo1f3lKr8pZSjZhCkDGoL/s443u/ROEfLy0v0q1/9Of3bv/2ONje3eJtBr0dXv/2OLr/xOhXKeRoNYIOWqVFbpHZrj6s/RaWIQoi93KR5rqwFGUxBU0ox+74FsF+IWs4zTs9KAjAlHexiwfiTZypwO20iGT6P1MJhb5pJtcbjNpbZWWcHIEfDJ1RhE+a0axLl0JGdqJyfUH/jXvg8X29SvrlCY9adYyqgYevmQ5p0fxzdyQE/NM6E7iyDPjkJTd7XiOO/EL2VOcM1D6o78Uz6gwEV8kPWle0uskwyMxv1CjWbVS5ih9XHcxN05L3x3HF6iQXPsVwCIf44QeIg0PXYfDbtiNuf0amK5RW2rYw9QzHMdnJmBRBtLAt5E3Smd5wiKinLYZp2kvYLNEaIPiB6EGvGG75jZEuOKj2Xed7xtwR8sGZZzaY6Z1gCOcUn+z5z+iRNJj+hjz/5jHr9PmeU1tYecKDp4sUL/B3U9NcbdWaXHg5G7DwZ0YKxc4c6qMPW7rsg8Syb4qk5TgFFGKAjsw6goR3tyM0dERgiJFkQK2Irlso0QXMFVLU+gQz3NgUqkK+CA5GGoy6VynlCdo8KZSosHadhsUYjZJwQ6QPXeXn3R3GcyqUiHT2yRA8eblC9WqZarcqOUxi8fEtlwDHFtA1+GScJzg8jeBAkJJSJKA/QjBeGiG4T1WvCtNdqgxSiz6x6i80KVctlKpaKVCxi4Zg7Ti+zQI+XShVJY0cfRx0ZBXHZIi+fOiPaL6JpFqHpBd/2m97GGIQsQiUoOCOd0B5LieM4pyUUe9oVJZVApDqNRn88ti38SWcsGlER7hd+rGbQ12BxUiY3s6DT7lvAmXMfq7xAELR5IZagleVF+otf/4p++2//xpknsJH1OPP0DV1+8zIbe4h4V8oVjmLv7qGZgcGZlceVmcdt3hsF+XhGn7z4O/6fzpDJb9ySUHY6l2ciPmoZDQY3kChrrBtsPfznUHs2H+N3YEQBDtproyj4yYKOo50toh5YFNCraUzDcZfbV3RYdxaptHychqUGjfOgo8MYH9CksKNE4s9fdy6tNGh9bYfqNfRckvpdX0eSnKsiPpgb2SkF3sdOKQdzhC4abT6KBRjUYMXM0V57SNvbHdrd67IDhV5PYNbDPiulEu3Scywsm8tTrzEvl8ucZY1OkNN5ri4pLbZtYKJTEqboPMXsp9B57+88ZREyyfuScUoGBdMsdukMVm7foGN839VEqe2ZM6heAmkiKTHvuOWcDs8+ZtpZi73RAIcrosUJl5tM6MKFswxV/PCjT4gGfSY5W1tfZ/TM+fPnpC/bYEzN+gJRG2zRXRob5NnVfzlLWd+Tbfy9sfPxutPQ67ZMHxaRcXjHKbX+J6Kw4WTCG/zAmQHEYbzBkIWeKOh1UsiXqd1ef/IgKJRHay20ogVkKSRRcNL5Gk3yaK5VZguyMBnSqPscWShUMH5OHF1hJjxc8kKzRvUG6o90EoaJ55ti8jcZLc+2lOIvxdBS7nkdkMMx7mmBerk+DfJoAChR7NJChRrNKnfj7nQH9GC9Rflcm3s8zXHaL7/0we6kFOG8WGjmKQGT5XEltUiRfScdNYrbx++5JrcpWlJrNosfUG6nsz+zI2qpqPyUXkorguAOpL7nlZedVyEDRpA+XnScdDYFoFw6uzPrPHkfINmT4imtOcnTcDyh1dVF+qu/+jX95jf/SltbO2yU9bpd+vKLr+mNNy5z24DREBnnEjWai9Rq77ECAVW5QRsC1lmhfNHJdVk3MwTDwi9/TC/8UXlIfdTcdXr2ooh+V/xtjGwBrsf/S8ZCSEtibVMgREHE2b7Lu8kz3BNQl45rSPvYgmaJHdQWyDliPoApOFwCmweVSPE9GFDvsPVPT1Ewh06fPMo3YzO3w8QNzXo16k1tLJpYS5TJC8KJOnYyI4wy6M4x4HdYwwrch7HX73GPH0DeV5creq9H1On0aG+vy45To1bmrNdcXl5BA1zOInJmV4NVqaCe/e1/+8/9djHoaOMwlyBKSlN/pzM48l5hZvYpivVCjfrYO0X7MnFOBUKFMEo/dIFP1/NzCmYYcAw+wpM4HzsPD94ItWFqdMJ+kGAM0SuXznMw6Hd/+ANNBiMqTnL08KGgxi69coH9iNFwRI3aAh+zN+iwVWxBqXBMDXiafRzrRbPF2lzLb3OkJk8fqucjZbEI1j5Lvk57uPYaRhYcp421Hdkh1p+nUnI0ziha7VP/4V2aVOSGAyuTLwwoXy7Q4DmXOS0vLdCxY0dodxcROzT7qlG1UpVaibSB6x4eq1jGpPoBK9pU9KyCfTC4xug3gSxTjxuNGYMQlEKz3uCvdbsDard7tIumwHNWoJdeADGRZq9wmhwkK8AG3MLnsk0x+2PvxfFlC6Bhq60wNizwLouURcyQTdZga0RqHGeIGZxmLKYlGZXzvaamFY9df3o9ClcMGBQfQryQrGhe+rjJNwFHUBgyUyVPaGVliZ2n3/7bH2hrc5v3POj36euvvqErb1ymSrVCY9Q8FSu00CjQ7t4OZ5dgRjMEUHYc8ecZPSqS5+AweTPv6WxI31yevYTxjFpAV6gMMVIVZp9yzHs2EoQZGfOxzLmSvZ1tD+x4CpIxH8dD6q3dp1wF7HloZzGgQgFIhhINgNp4jnLiyCIdWWnSxvYu38dGvUrVCtASyDgheq0QIBVZ1pIMSBPUcdnfKZZMOFjowTgE/K+Vo96wL9TllKNqo0xLC2gbkKd2u0vbu13a2u0culHmXF5MYYIfrVUV6JuujynIdha0/DDOlIePTvdE9LrLByTTdccRoeGdFM8alz6PLDH4XFabkcS1KWGS9BbVgJxz+qZgwxQDexLw96/dNgHtotAHI9IAXfkYTuyIzp89RYPBe/SnDz6ScNJInCfU/p87d1YSCKMJNWpN/n6311YE1v6OIt+xAxxL5jvVBrizkXSPSw7hPOtYy5x8mLO/o8ohX6BqtUrbW1gAUShepNpCnnq7fRq7XhFPTyY06W8R9XfDOQ6Y2/X5rnpY5C+dP82NMaUmpUD1Wp3KxTJH8iA8gNkOs4ij8RI7M88MKb02cZ5UATD8fUxoGoN9b+/uUrfTkazfWJQ1oELNWpVyR5Y44rK716ebdx7OC8ZfYgHb09ZOh1aXkVVFE0qBr4TFK1CQu0UysYgaIw/2luwS7hd7yzhBwNpncLKs6Fv6vazGnrPEGv3RlPmYdOimaxpic1wvPvOUOlCEViV6PEw7SOnoXyIgpL0qUDeIaBoUCOIRq6srDNv759/8lnZ2d5m0AzSrX3/5DV2+Is4TnKxCsUQLDRBG7HLwIzpG+hOcTTna/sox/vabGxJQ9NjceXreEseLGSTKrGcRaTPYmKAuknrwqs96E8ypRWbMhO6Es1AuEZWXctTZ7id6FD5V6W/ThHWnnH//R9CdzUaVLp4/zesPCFUAo4PjhDpeGE5AWcgid1AwJl0nGLOz4fd4TLVKmbZ3dqgH2JCuRbBdSuUiNRqLdPzYEvXQWH6nQw/WwJA5V54vo/SHI+oNx1SvwASWZrhJSFq2czFLx6V/REclA5TTjosFxJP7SwfwRLLX7Vn1r0n9payArL98QDFmvcgzzQYdHEmUMum/c/44koFNO3tcp+kgzAHZoUzS7IiRoDVef/UiT8YPPvxEzhMEZvcf8DYXL57n2ic4Twzbowl1B2jvgeSAz+LHa05m/D2UUbW+Qnclcy2WxmERGYeH6mnqjQ8ccD32YXrjuAl3T8F3QYRQrnDNDbp/Y8HLFTHASjQqjaj/zJjuxtnZqOckuA+Xzp1kaAGeyWAwpFq1QrVqlUrcNC3eUwY8uqJ22YH+xyNOU5CiYTUlaYAjqwkBzADEEyu0ky9Qu92mfKHEExknANpZQNbR++fI6iLdf7hJvf6PzzI4l8eT3nBE//zh13Ty6DK9eukUHV2pK7gz1a084Lat8NV6P4nDUVBaVYiMx4lz5qXfhSx6Vk+QjFyZZDlKSSVgURcHO52CR8h2YrQU3WdStJXOJsVzyFIu2dC7ZI2XvLSkzTSU0WANSQig7F0aTEsjRbQHGLEDhSdwZGWZ/vqv/4L+5bdS84Q5N0Tm6euv6cobV6haq9N4OGLY3sLCIm3ubPJ0RvCEmdigwNQ502U9XI809MOxLdKXDl6FLlsxh6EKZi7PRkL/Et+fhT/QNd2Sfmzoq8UeIEK69vMjsnEu2xepTLl8kVp7Ha1/RZ2cRGt7edQFPMur+vF0J6BUr148TeUyMj4gY+hTs17hQCQCjjDJpBZYI+LOCPW/p40hnV8qbHgpzT8TT5SKtL29w1TJnHVnAgkujOE53qyVaWlxgWuHUf80l5dPev0R/csfv6ULZ47SpbNHuOYcEyqyqSZtM+vrFCjHdYKyjmUSJtfSwrJMHro3E5GBd7KDdhGiG7fZjyjIv072Ykw7ZrNJoIyW3DIvAf+QEUj0Mit4mlUTHet6QRI3YT8Auik3GtHl119lnfrRx58SIZkyydPagzW2Tc5fOM8qjDNP9UWatAGD71Ce2fZUP7IuFlh6+vw8Lbk4blFYg3PLjmcA1eMDqJFgnqiclDNZTEnoS6MKLZeqNEADuiFYTEpsYBRhaAykm/e/VzlxbJlOHFtiZYeH2ev1aKHR4MWZBw3677hof5ik4Sbqb8Vwh2JjdZxyru5JftCpDVmtHJWKRWaO2d3psIJBlBvPYzge0GA0pMGgl4GhncvLJoPRmG7d36C7a1t0/MgiXX7lNJ04usyGOsZdaPZqjpN2QBe2HHEKsDBxkCOMPYvi6Hf8YmnOU8aC6Z2mrOhXFHOwDM4wHXHTv4Kzh0lgkSveg86JrIV8P7EMVXzNZ25lkgk4o0gSZpHAl5sbaFkdEDwEno4JHTmyQn/5F7+mf/ynf6K9vbb2qBiI83TlTapUUEcxYoNteWmFtne2aazYZd/s1P5IKFPPKpRxf/n87Vz5vOCMHfo2zeUxxce8AvRDSXwku6njmzOMSVSZPDPHx8d0xFXqdgaUzyPrNKZxbijjCMHGQ2LyX0Y5e/ooHVlZ4AJ+BA963QEdXVliuCDWNRnbMl+FvXM6CDNLmHo9/K26UycYbJVyuUjrG9vM9gUmXMDquSfNeMjzdThoB5j9XF5O2Wv36Itvb9O1Gw/o4rmj9OqFE7TQAEW5BcKSiA048lEXRT0S3lOFJIyYqjMpO5OVDsAdHOiLWZ6QuQ4IjXRmK6Iw5DvpeRG3SYizN6NOMQi7bTDtbM1CZdg657fxF8atAbSmE+h/PvSY6PLl1znb+8knnzJSA28+ePCAHdez50AYgfUgR83mEvd0Q+uP6PiNpvyJZJZMAp1y79y95s+kZclTzzgFNTC1WMckmdj7buHPF6hSqgqOGIxvqAkYSbEXnERcNCAqTw+v/eIIGIpef+UcTzieRBPQmPZpdXlZMm45iWAFI8xRYpphavecTTRfx2ARNkQnVaLzJAoZ2bxicZnK5SptbW5Rp9OiRqPBrESSNSjQg4d7T6fQeC4/qmBoAKd/58EWPVjfpiMri/Tm6+fpwplj3K9EyFmk+7k4TtKwM2SglFZVImk6GYPvHh2nUHMThuGMxfHA14AyeLhARmQq0YiWS9Td+FcnJaxFB2Wbss8xKhCjF9cMT+K6prHhaZEMkEStOWGg26J/0+oqMk9/Rf/6r/9KW9vbVEQ907BP3377Nb1++QoVKyWuN8SasNRcot3WNg21Sa6L+U0xttkl2urrn0+SKEKe32ELX+fybAXuv2WERQxbr8/HjBsEu8p1Gg6k91OOijQcdnmeo6E5+vRhLmOMvTS6013mfrLYrNOFs6fYoEIeAHUQ6PeysCC1uta802BI4m8mM9/7nkaq3YfoTT05joQX6eTxCsP28NMdAyLUoFK1ytsDUrm40+d6p7m8vIKh2OoN6Murd+nazYd0/uxxeuO1c7S6VOexx32egsMUacIhyfeUnCxAwbRxNX+YkYlJSDIJkfU6CY8T+vS4TdJx8n/b5/LbZ5nSE1HQTNG5iW9LEHO6bUcupbP9PfEBzqnr5gSTBiql0IwKCg/EWjbO5dR5GtMXX3xB436fL/z+vbv89bPnzrBuA3Kt2VykXe4N1VP9JgiMcPopRIu0IgAnQLJ2eDZ87okzTma+RwdKH4frYaFpQBcaLZfAQFOkfqfLi9GARtTaa0mAV3nei0VpjDseIg337wNNAsfk9VfOU6NWk7uGhRkFqEM09aqHwkDQtIdBpZkBw75bhDLca1/greOeefZTEWc4q9GRzVOz2WQK5PX1Ndre3qZavcLc+IiqNRo1ovWtH+EOzeVZCWpn4DytbXxGny426e3LF+mV86epgU7pYLZUFiFe6tMLoC6evoGcvI7ZJ1s8D2OkpJ2hdLRqv+7jiYi9mJJJB0l744SGr5nHT55j9nH5naBQpBHutOOUvgZ/jTC6RF0iQibwn7DVaExHj6zQr3/15wzb29rZZidpYJmnN65QuVKh0UgCKQuNJdrZ3ZaoeOhTocorTRbh67Rc0bBfEjTxJO/PfFJzeSLx3Bv+b/cyjuuYTY0QbPlERIIXFVBuTwo8Dgr5EvX7HWq1WvI9dZi5uXkeTLLQLfTiyyEGIAI9b11+leFTORrQhIrSqH1CtNCoM3yO2Wi5NiWWEHjH6WAxqy39noYodJ/oz1aulGljfYs2Nzep2VzgNiKoz27Ua4927XN5YQXmdrs3pG++u0PXbtynC+dO0LtvvkpHVmocbORAR2iSm2SYnXacZI9CkJoMMvrfWZLeJkvPehje7D6G/nMb58nvJc3GaSdI3446RaF8uSxiCYduMDKIUNeURqVwA2If6PdtGyYhF/D2W2/QZDSiz7/4gkaMzCrQg/sPmOzs9Okz7FjhGgBzb7X2qD9osdMVqp0cZFquNzLSmi61cxf7+uCAy2M4TsAZu/SfgPHDxcrxVSFo875iEb2KatTu9Dj7Adm6v841NZVigdPtWACL3N9EirzQuBWeJJTAC4fgO6RTirty8vgKXTh7nO8TPGF42L3hkH+DCryIycj1GzFqrs2b9VBpTWwDMVn0xtum4EMSbbZJhs9l0B07foQdp+3dHeoPetRYWKRaXSJoc/n3I7YeIKG9vrVL//zHT+mzL7+nty5forfeuERLC3UajXo8LjhaawYDMjj8BxZ9z+OddGbS+ILsKFq205SlGGa+L1fjrywkmHyS3djn/HEjM5/tb/b5JOeSRq59rYqzZ8NG7i1m47FoH6Cy/P0RB4MQGGHU9WhEx4+u0q/+/Jf0r7/9N9pt7TGd+ajfp2+/QubpdXaeAGXOFQs8N/f2tplG2WeOkKWWjLIaflg0WPFoY8AwBnyQRTtC4Tsv3KL670NM8aadJhNejoOBr++5/8P40VYepXKF+7P1u3CaCtQddGhjfZMJgEpwHHJopizNMfFepTQWZrghfsAS94J5yYfUndjslYvn6NiRJXaa0OCe6f7HXc7Q1asVhiALIiNG13k+7GP0ZNc5xb8FKq94WzsX3neBA53FQoG2t7Zod3eLut0SLSwtU7VaSpKxzOWlFstX9AYj+vaHO3T91n06feoYvffO63Tu5BGBk/HaOwHPmUO2xbKKqCelphzC2X47SEZvqJmZmZSTtF+W5yCnzGeuvL04U0IAXxzCYJs6lj2ItNCIzpPPNBlUkTPr9hNEg4HqQ0T7FWRm0IETyg1z9O7bb/E9//zLbyRISkR376FJd46OnzxJEyQeKEeNhQUa741o1Df9Js8pE8ZubRr1fIJGfIS5fGjHCQa/QAtcDDirnkEHD3DI9XqT4QScIsznae3hOu3u7umiJ+xyFy9cYI8eNN2tVpt6PZBHoA8RoAhoeAWHSvX9j7lAKSQAhWn7SV4heu+9+RqVi9KVHKfOqMxun/dRBytQOfa+MViUMXykJbJliVZOdEwO26T/9gogpppXV1fZWUL0DD/d4SOXuc3lBROuVzJ6ei9qxOHXzl6Lfv/BZ/TJV1fp8isX6O0rr9DRo4sSPePJpcsHOwFacO3dd/tPaxyjQyHbJ7JEmTCC2Yv9rNehiNTec5cmn1pcK7kmx3U8suzFtXs6gpeO2DG1hiONSBvCvsFsuoOdfU+yvnZfJZM3nIzpxPFj9P7779Mf/vAH2t1rMynHaDCkb7/5ltn2iiXUf6JIvUiLi8u0s7sViCIm4eAuuuhmuldmWZJxKXN5vn5B4hs2tyTZZOQrgOdVqFyuMTwN76Mn352792k0GlIJgY7JhI4dWaVLl85SfzhgKNnuzi4TAY1GaMyMNgUjyUINpLTtx9adjIw4qP1FnmhlcYHefP0ilQpw9ovo1kKj8ZhRLIC8I+iI+l0Ya1n1lFmSRVbj6chDzxl+D7o43Sw3z4RO5eNHqN6osgO7sbFO43x1nxrDubzokk80E49i1lNvNKLrt+/RrTsP6OTxo/TeO5fp1QunqZgf0iTfD4grhf6o4yT7CI3WdRPtbZ6J1jisjsyiRrf3DysHO1j6vnITWL2voFMsui9i5zKrNVGo8ZI3U/c5q05LWGX5J4+gI3ptTejtt97ifpXfXP1WnNsx0Z27dyhXQDLgKO+D2faayzTZA49AO9HKQ46RdBhtfgc7Q14eWg5tNceHZu5a8iaEG8ndhwtUqzXU2QFJQZkePtigtbUNSXuCrpHy9M5bb9KZM8dpPB4wTAUL/+bWNm1vbfPf3d6Q+ylACfT74kyNkIn6EaJpIHMAzO4gwRh+941XaGWpybjD3LjIts4wh/ouwCpkEYZjmTB0QpPSKOkFOasTsr3278HwmkrJahYQLGWlRoFqlSrt7nXo3sPtedTsJZc3rlxghsTvvrtF9x9suuJHCr+B4sFzHna69OFnX9Pn33xH586cpJ+98yadO32MisUxTcYDB7/V+a7HCIuNOlbcPNBnmv0Cj2jcPtA2ez/9O51W959HreNexr3Zt6acId9o0H/uzyMNfZAImasd9P0idKFNHjdbvDLk4mLtW3H69En6+c9/Tn/8wwfURsdRbjE3pG+//ZZeff11KlerrAhAosOwvb0NGsGGDkpeLOGgHJDV3u9E1KnmYtz5RH8mMiPRdCiRIITMOTS4rVZqXPMGYojRZES3b9+jfq9PRfRyyuVpabFJP/vZu1StFrg1AMhhOp02bW1t0ebGFu20WtTtdDn7BP056E/Y8ECt1I8BhcdagfPYT3ALkNX56btXGFKc41Cj9CeEsQbjDJ+XyyWB+ewTtYdkjfP0mpKEChkjl4UXdM5ozfBkgv51OVpaXKR6rUGb23t0fwNtBubysspbb5yjcjFPV7+/S612L/CWmijxG6Oh7tx7QHfuP6Sjq0v0zluv0uXXT1OjVmArXs236QCi01fsPOnr2Ddq/1YX6YCe3z79XjznR5/cmY5cYN2VKxEwSmyjMHF6c+bMdtl1uwmswaZjjQmECJcRTPIE8MZEnZR33n2beoMeXbt+Xc9pTHdu3WKCluMnjnNNMByqZmOJ70G/35pqZZI4ZobD/Chy+D5OIUaWdbiQx+MbXq82KZ8rca0Fbu7eXofu3nkghAUwZihHr716ic6dPUMFeJUlOBcTajYanBEB8xx6n6B5JBwpNJ4b9EesRAbDIQ0HgulmJwrB2OegCAAjPKhfBq7v5LEj9Pql88F7BuEDmzWAJCIDxRDGIrNoxeJgEVAqTkewvJEWB11Whsm8ZomiuM/HgDpggkecEyZvcblMjeYK3bq/yXDKubycgm72r1w8zXVMDx6s09ff3qR799ao21eYl2adTBFAAJe9+sMtunHzLkfTfoJo2qVTVCkVtAlrNCBi5/OkQyISYWr8v6NR9u8lcyNR0o5TlnEjb4Rv6GGnnReD7ASyC1cMm9Q/sW9Omi7Vf24it1DPJ3X+AZtt5+uck8TxOQ2FWSmK9vz5s5yV+sPv/0itTluMSzyTb76l15B5KpeFba9QpMWFVdrZ2eYmpFbEG0kxVGuntVeIqlkEFUW3+zcMnMvjC9/j5LAJ73uJZlXSuILTVERfw2pDEBbIME5ydO/uQ9rb22Nmt3K+QOVCkd57920m+EE0FpnJUjnH7S1Qj3PmzGnaa7VogxEFW7S326J+D0HHEbPwCZQP+hOF2M8HuckojX2GHdsFBaLXLp6h08ePUH6CDFNBjDMaM6QVmVgOuBbARms3L21A6h/7DXGbEyHDlHSgxKCKGSdxnmTOjsdCsAJ2w6NHK1RfXKE793fmuvMllYVmnd65co7ee+sV+v6Hu/T5tzfZIWYzz6mZgBuYTGhtfYv+6Tcf0Acff8UByzevXKCVxbpkZBwbpgxPoSqfDqTZ62moum3nt0+/nyVp+N1hHKj0sROvrd4+cT1KIJVPfh6u0J8fQ/jsm/pWCD7q+Xn8on5d0DMIMKKMoBDmX6VUpJ//7Kf8nR+uXZPWH5Mx3bh5g23qldUV8QVyOVpoLtPu7pj6w46yZyp7n+l183RTpsWjBL8eAaclJ5DdWVcY2tDvoFqtMZ0nIkyImHW6Xfrh+5tIuFMxl6dSjujUiWN05bWLVMxNqMhsQdrADqxfRYkqNRp1On7sKHW7PV780Qdle3uXi2NRVD2qTDgaBVgfslGDoSiCZ8UuxCyAs0QD1PVymX7+3lusBDDJMBDYadLBWK4UZXAbu5kV0Vn/D20iluw1kVKy4VOfJko+E2QcItRAtx97BVGk8aRApfGEzwnFrvPF/+WV2zfvUmE8oCPLi3RkZYn+01+8R612l7785jp9f/0utbt9HYtxSIx1wYNBdffefY6oLS8v0jtvvEZvvv4qrSw0GGQKek8OPhVhMKhjYlmXDLx2JolDkFQWaUbWNH4uwRj73O9jdmZHnb1QxGvfATRW98m7dYXgAfaXPE8ThHrY8eC6Tt1CoQd5ptLTuaiU0/Ga8J8joYARCOclL6w+Z86cotyfv0+/+8Pvqd3pcpNq9Hm6+s039NrrV7jGBYQyWFCaC4vsPHHwJmdrkSrhpB7Qehp54Fh/OHKP35EzZi5PWWJtc0Rk8Phww8qv4d4kyY2RTSlxY0fU1DCsO5ejB/ce0trDTc50AKmA2qafvvc2HV1dZgIFZHathYA5EqVSnqq1Mi0vLVL/9GlqtzusOwHL3m3tcOZqPM4TWvehFgr1xIDEjwYIDD6je3MAdBT1WkuNBv3kjdeohEHLdQtqbeSKNKIc1dDxF0xlBTiYtgNfnC7R8Hgsy4jH6EFYCvh5uU4uMHgd1HnEdYTeekZ998SVDOQIZ1OpFWlpoTHXnS+pXL9+m4qTPh09eoQuXjxJFy6cotv3EXi8weRKg2HskekTJRgLWzst+t0fv6CPPrlKr1w8Sz9753U6feIYt5ih3JDXeRj0wl7sdYB3hpKlGbMySfs5TCazyjayJI3KyHLU/B5Mrway7rwyyJqz4YN4FiLlz81RSe5xGjk1inrenEmNQuVAZsXQ9QlV8mX6+c9/ygGgW7cB1QPl5piuX7/G+nj16BFGrsEvAGyv1cpTr9+lCWolaShznh06mfkJX4ad3sOHFR/BcYqDKNQ+OPsGNw99gwABmwylGzB0/vUfbnHfEtQzgQhisblA7779JtXKZY6ihcgwFks8kFCvMebMDJyoxcVFOn78BDthgPGtb6xTa69NnU6HBoM+DSsj7hHVH0AJCLkEL3IHI+ueXHReAEbx9pVXaXVlkXJMJZwX54mL78XgxL3BQIXj1wAluMPZ+sI6KeSGcTVIczC5rFHydzJebkWu8QFNQBHpBizDuRAdz6OZX5N7Vszl5ZSd3Tb9cO0W3S4QVcoFWmg2aGV1mS6eO8aZqJu3H9L1m/doa7clBjS+ZDAEaTvEi8nG9jb9y+8+pA8//oouX7pIP333LTpz5phmT3tssCcX/SynKaSbMrJG3iEyyYbU+OxTGorqI2vpbuxyGMmOhXNKUbXaUeM2/rxmGXmGWXfnESqYpp0mOa7M/2BVj100j6PwEzp56gT9/Oc/o9///g/UJ/TqKVC/36dvvvmGrlx+g0rlMo3Btlcs0tLyCu3sbHLNBxY3C56Ig6h5JYUb8bkEds6sJlBzeZoSe24lBt70hokxZxTAeapWQX9cYjpeBBw31rbo7p37HIST5tQ5evXSRTp96gTDiwBbY3ssGGfiPKD1Mmw3OGIIYoJxylAcqCMGORAgfVgzGP4+HHGQczjA35Pww0nnZ+RkxzoQcZqQ5f6zn71F9VpJ6y3NuTSGS8kOAMGCuq9KSZ0oDn4IuZIYaXmFFOneXbBFpkcc/xxctKAJYOw6Ry2MEueyzF+85sNhDuvrARVoYbFJdx9sPJsbNZdnKpubu/RVe4/K5ZvMLoxnefToKv36/Tdpa7dLV7+/Q3fvrTENvmufGfQn3kJ7mS+//p6++/46nT55kn7+3pv06qtnqFzGOIG+jBGCad04jeA6jJM0S2aVdmTte1YDXPt7ktoODNj5hAOZS0Yi/HGnXu/nNGVeCc81s4cRTJK+pWOqVEr0i1/8jB2kO3fv8VqJSX/j+nUObB45epSfEdY0UJXTXp46vZYw8Oq+efaq88T607LLMxF1T0xHHuOyIc2oUc9KuURLC02tP5LF5ofvrnHEq4x+QoiYlRAxe5cWFxY4YgZmOXG6ENIWY2jsaws4RQ64EWoqipwdaTZrdOLkEep0eqIAwBKHwthOh+FHgKRhgQWMjyF9UAzDZ4DtthuB7BGyaEeP0JXLl7RJWpEx2pyuZOUgsAs00avXKpzuXVleZP89OE68L4XxFSTCNZyAUUjYBu0hh0ySGWr6WpKo/r758KHAdmx74bLnogduztyYM+u91IJnOGRWShSFj6nV2aIHa1uUy9+garVCKysrdOXVM7Tb7tPdB+u0sbUrmVBFfQXzgt8a026nTR9+/jl99s03dPb0SXag3nz9EpXLMq6kzpEpFIKhYSJjbMZEsz4RRm7iYnhhk3TdQUq8M5Z2rqYjaPE7htWWN8LeDpmc90t/2sBK7HBaAO2BQct1h+rMIKjODpXAZ8+eOUPjP5vQH//0J+r1BxypREDo6nff0uXXL3MWfoxgVDFPS0twntaZNQ2BmQBDCA1BJcfkO75zAEeNxbk8Gwl1pfsYPiFCG14JaQKYZ5Fd5H5MlKe93TbduH5LoGmAVOeJLl44S2+88SoTDgGux04DAz3UgVIjhtVcKsgAfVKtVGip2aCTx45Rt9tlYpLN7R3Woe1Wh4OS7DyNxOhAtB0/oyF6Rj09SJ+/RYb4AcnFmdPHpCYYhpBhiy34QETVCkgh8pw9WwBbbXpOQ3dyjyVuEsPPQzBXeq+lyM9l3cEcqs9Ae7vEZ5MMoPB7TPYldR9IGUv0Gr0Y5w3kX1bBWO8zA+WAOt0BrW3s0PUbd6hcLTFL27Gjq3Ts+BKtr2/T3Xvr1O+DGl+GlfkMNqfBxHf91m26efsuHVldonffukzvvf0aLTQrDDeVuF0Wlld5A+xlitXxsLKfzvRiOvOg40hD32kacY0jOJE5eBiX47DXFvPNMTEB65b9BRpTvVqi93/xc/rdH/5E9x885GDGaDykG9euc83n8vKK1HUPJlSvL7Gt0+ubAyDhTgukRNSefnZIHZmbHLKa7Nw7RwOsmIOmRk0O+F0RTtOSeH/cy7ZIt2/f53QaFnlEyPAgfvaT9+jixfOsCAyqFldRjQb5niO4MNTmhJS5hsHU+EdKDjVPKITd3d1lTPfu3i61Wy12oth5ChG1IWejeD2FcngSRaAIIvwCbKBSLNP/4+/+ko6uLjCUxpjkpREYztOw0jn6/Ovv6P7d+/Sf//bXMhA89z0w7NUq5YqAFQkEAxDBMSIXfOUo4NdaJVYOI5qM+kL8MDUjBZfNt01eCfSBoUNcvc8O59ff3aRvrl7nyMlcXk5BxrpeTuZNbNGRwIS8KFUrVKlWCQiE3d02dbv9qXlgQVnJhtr+83RsdZV7q7z79hVWDJPJgDt4S2moI4wJkZ1Yv+ElLMQ6NhEl4nGsgxWRpCyCEwiyMUbDLVjrJEwvkDDAmJRFSr+H9z0M9iADN60GTHHEzDDPcr5sh1nISPXbRxbIkECIODEIiMAwRaAHZAA/XL9FH3z8MfW6gBegsemIqtUqXXr1Fa4DlYeCvQ1pr71Dw2Gfn4HMdVOG8pt7XLgIqbGT4bOv//XBzGufy+PJ6TdXJSqr485s+gQSwMiTQPKgr2vVOtVqIBLi9BH1ugP66sur7DgDkQFo+4njR+iX7/+cSYWQaQI9uelOhquwyLMPAREO2pkynTYKRmNkmMbU7fWo3QKxxDZno3Z29hgez07TyGqj8DeyPQLtO3Q2KiOBq+1u+PyLOaLFxQb9w3/+S6pXi6EuAoFHtC9BppWDgAgGjMf0hw+/pN2dFv393/xZLLDXSH6uWKZyvcklA7hurCtcJ6G3Rk4D742EjApFXkrhb3iOEIRx0WkOSvLbqKlgsC0Nxnm6e/8hfX31GjOuweGcy8snpTxRrTStKy2YyPH8YpGbLheLJWp3+pylArLJIXKnsqiiP3O0uNCk11+9QO+99RqdPnWUs8eiB4IGicEvhZqG8XwATM/GKgcIDEXEwdPITGffzyJ/8I17Q/Yp1DELV4HcjxhKsAVt4s/DhQ1DmwWXrLU/eB7bN1xWOEFsYbaqOYEJW1/qh2VNwnpEXLrz+z9+QOsbm2zjM/tmoUhnz52jhcWFyJZZIGq3t2gw6CpSQwLAUss4AYhPjyk282f/fP/pOU5n3z4SIC9ieouhj4jXYnORysUK+zV46BvrO/T9tes8gqr5EpXyE3r9tVfo3XfeokIJhg2KPNGDQpSFnEkcADGKnKzNkX7EMcZt5QUYcHxD4UR127S3t0tbWzu0ubnNFOf93oCjCtiGH8IQLEMk2O6hYLstkXMogcOTx8TL8c9P336T2YAIC7JQPFCtvkCNJgp9B6ycoIyQAWu1OvT/+2//SH/207fp4vnTuviLYZcv17goHLA6KAAU1d67f58Wmgs0GPRocXlBjEIMiPGQhv0uDcEegixAHIp6fyJrBtQHqxDUk03KtLa5Q199c5Wu3bzN5zUPRL/cguHSLOuLaE8kFjmeS5r+FrYcMF2NaAC6YkmOhq/77xmyTOyUHDWqNXrtlYv03jtv0JmTxzkIAicKC5JQiFrtk30/mRXy4hd7rwBM/OIv72txqqMsNTIIUwABWgAtxdcZM1F+v7HhXvJYU0CdlN7yThNDeA7oh8FXFVoJxGs2+njGZLMimNBgkqdrN27SBx98QAPOnouiKFXKdPG1V9iJwmt2GItj2mvt0KDfUYPQzlr2zfdUC5vtk5G+P3ecnr6cfkP0I1jveKkNw226jgHoCwQjKuUqLTQW2RHhRrejCX355beMnijmC6xblhcb9Fe/fp8WFhZ4TMOZwm9xwpKwGhlj3omGSKBBjAIf2Y51cjL/Jgrn26WdnV3a3N7mvzudLrcUwTlijHIgcoyaYmkXEggmsnSInxa2vuD2MLQ9z9mzv/2rX9K5M8dpgignFHkhT82lFarWFmg8GlOv26JOZ4/h/ptbO/Q//se/0V+8/x6dO3uKaKLfgaNVrlOp0uAGmDjAzu4eQxMXG4s06A9oaXWFA0yAT40nfeq3dojGw1i3bb6lGrTh2fGP6M7ekOj7W/fp86+/5yzEkCOwc+X5sgp0V73sMj4+BhYCzo71EZn/MUgHJkzzryorgYBmx0tfcw17bkLlYonOnD5BP33vDXrt0nkqFjDQkF0difWrwYRYjyu1i4ma9pQONZ2ZhrNPEx1Nw/C8rkzrTZTKeORGFtnE5DA1V3Y/9Q+pKbQghBfNQKiMp3wAu16Zm7CJsf5wMmQ0pq3tFv3hjx/Q2vo6r2FjrSk+c/4sLS4tSuQQgaoCUaeNGs82jXNDhjRzEDM4TnHd/PyfHzw9qF5wXtQT5UvO5ahRrzN9KiKn+Ky916Xr12/yNlgcMThPnTjB1OPc14i9eHGa+OGEURPpjWPa0Xux4kUxwMei0zbIMEgLRSqBlahSZsjgiWPHhVhir8VRtN1dKIId6vVQFzWiIaf3BM6HqJpE2ATix47UfhkpzfCgrunY6hH6ybtvUgl2WqFCAxToVmvUWFxm9p3RZEjNGlF9MqFOq021epchFx99+gWtrC5yQT4uA5GNYqlMOTQK5gFXoJ09iW4gykX5MuXzCkXAIMRk53M0nIYbkcrSxNkAtjdLNJoU6e69Tfryq6t0+959vt4ks8lcXlbh8c/zUmvXVJKNNmOwAeOXszyIAWAFENSYGEFpewfGPX60jnG316VPvviavvzmKsN+3n7jMl1+9SI1GiWicU8Wc14dI5TOnCLZ3zScIAuel+VsAcbDpM22dnDNEI6Xp3FOCkhxLGbc4WieMexp6j80tfV3JZ6DHCP23rDrT26nkDdL9atTEpScg2PE/cxgRwKMT/szwTwrTHJ04cI5Go+H9NFHH3OtEzITg36Prn1/jS698gpDeZmqnArUrK1QC03DwR5kmHkXAQoRzVRt1lyevYRoZ1baJZfntb7RXNDsDcYyMYlSGwyL7DTlqVYu0vs/+yktLyxwgBJZR5AjIHg25eyHbGN6jhm7YtIIQlbHxGqFAKWv12tcLN/vd5mICX0XEdlFHzjA7gFXwtqB6C6ypFxTPAKcT0kmRmpQZmF3LJKvEMTXXr1Ir146T+NRjyYIwpaKVGsuUK25RONRnkbDPpXrC1RbWKB+r0eVZpOuvHmJPvjwc1paWqTlxSaDE/OlMhXLFev2zmqx3e8x7L/TH1C9Vmf7AKoS6xxgrzwttCtxCDqCAVe9QOktwxEK2uuO6Nvvgcy4RhvbgDmH0PhTHzdzeX4Cmw1BfMjU+mi+lPH+jLEOS7Ahr0gj6ESn2uRrrnaYHQXA+IYD+uHmLbpx6zatLi/Rm1depbfeeJWWF+scWM9ZlshyCGzbajBM57U5SVlQu7S+TDs7aURGWt96p4uDk3qMrP5Qph8nU0ROqQycmx5+++RZi0Plo5RBZ9p+7WZaM918XNPy4zyX/fzsp+/RH//0AQdWcuw8Ed2+dZvLe0AyB0GMo1Zf5KRGf9gWwgjMcdx7RnRZRv5wc/rQGaczb65Kip0LVZF0yXM/gyYWfyz8lKdhf0RfffEt9YeAGRRZ6a80mvT3f/s31GjWhMEQKDH4AWz86AsduOFeKbGBDBwzXpgPNJJUIHOkwz2vT0gefvLiLUqGNF2326GdnR3aAiSh1RZFgF5RqIsaIaomVK1wnsSRomlogvp4aMJXLZXov/zd39KFcycpNxnyPShUarzAj/NFWtuQolHGxDLcaYUKkxF1Wrv0f/zv/ydDcv7yVz/jaCIecrHSYAUy0QwRinTt8YAkw2B97CkPWjTqtFnp+GuW4Anuq9xfFDZev3mfPv3qKjPFiOeunuHz4KKdy1MXjmQh21ksUKNWpkp5QpNhn4bIUGAhMCCyOlJCBqLRHLOvHT7b2KIY1qWJysSiIMkeEYXpFvNFXgfwhcVmk42gd998jVaWF4gmHRqNQXQgANLpRdY5KS6CZhnhBHW+X/h5Ufe9mZwTxVknBz1AraGLpiX2M6O3VDhHbeoXztZ6Pui6ZAoh1XbNHs70awdZCPtTaIBBFbHWDDSYA/KYb775lj77/AvpfzPBejSiSrVGFy5dZMIIPhNcb2FCrfYWdQc9fXiC5bZ7yfdT2T0FMjyhr/7lYCjCXB4/4yRBTw+ZiboNr6vlGi0uLFExV+RHBif41vXbdOfefWbQK6NfUaFAP//puxyUQAAyh6AjnCew6TmDZqrWz2eczHBJGQTpGqiYkTJDUSLitp/BUFATQEtwRmprm/b22tRmSJ9kRgGLYwjNQHQnw/oQiBwpUZNGZPKqO1eXFul//V/+KzXruAdDyhWKVGkuUKXWpHa7T7utDlUqFc6MjYY9OnrsKP8Nht3/+T/+kXY3Nukvf/1zqjfqVCxVqVCq8c4xb7nhPJ8/Bn6eyiCTYKdN4HvD/h4NOy02miD5NPkV11oXaHO3TV9/c52ufn+Lz0nulKbY5j7TS6cz4ayXS2B+LrHjU8wNtf+Pg7e61h0MqcaXnU3N76szZXpTKydigNLB9uy3VrUEJuVapUKvXAAV+ut06sQKG+9C0+SdH9ecOfydDJZ4fen1ZgJhwf07k5kk/9vQX7xvrtEXRNgsmN9khnvh3Szbxudv4378NsleV2mIhyVQLCbI9gzgtozUyAmZzXhED9c26He//yPXa2IbBHthA1y4cIEajSbrWF5/ijlqdbapN+jwPce6h+QGaqTsfn76zw+fruMkDVQxAAtULVdocWFZIjNM9Zunr7/6lrZ3t3nRx2JfLZfor3/1azp16jgvmNz81owch6MMN83SenzH5DOhJAWsaEgTrn+ImH6hEY1PUbDJSaUQPXG9SXzDRxHbDSdqe4taHE3rczYKD4QjZygwg9PFMD9h68PugM3GYd576y36q7/8JeUk2UfFcp292km5QnfuP6DV1SNULIEoIk9ra2vUbDaYj77bbfHPw3v36OG9u3TuzBlqNJvcKJgHWh71DOhjIfzBuOdWw8QRdqSLuy2a9LqUyyFFFovBQWmey1eo3R3SN1e/p2+v/sCwBRAIBMw7QxTm8iILMiWA88A5WmyUmfWn2SjTynKdVpabbDxXy2iUOmR2yZ09RIZbtLW9Q71un2v6GJPPPzI6sMDYOGHjH1kmazQwnlYGfmEIhZr2QqEIID5AU2VsXy4W6eiRVXrj9fN08vgRWmjWqMyB3ljHJwWZmitmh04CFlL7I8ZbcCxCJlrvCRrv2roRnCKlSuV6jxiQwRrlezoJfErhTcpSFjM/6ZonAehMOU7hOuTv2fAkv+/kh1x/oUowKmMoggkN8DzGFuhBQ9yr9MUXX/F78mzGXKN24eJFjs4L05dAFnd2Nzh6yYZmwHFrZnGC+ozoRH/523tPNDbnMi2n31iJtaq+NsD1buGAQ6FAS4srVCoA2g7IXoHWHq7R91evMb045nsxl6M3r7xGP3n3LXldLIVgQLpZs0kIQCiURvSyZlW43gcGP4wHCzwmyVmirvSZXo9iEDgfxuCg1w/ZKMD6AqQPdcUML81xEAdj2npHjRjuB2dSMsf/5e/+ii6/fombbmPul6sNqjSXaDQp0L0HD+nU6dOh5Hx9fZ2Di9CyoOufjAa0vb5GD+/foyMrq9SoN6kAtIYtULh+wKEY8CTBFssEA+bT7+wSDfscnZa6Kn1WzG6co3v3N+jTL7+jW/ceMllLwBzFKO5cXjARhKbozGoFve9qTHrVqBfpyHKdFht1qlXL3GAacwhkKLCLtpBNBblYq0N9tLmBs89rpcwhq1HXoRIQGOQDjupg2TZ8PvofI0ktjhmQWqaXJgzJPXZkhd54/SJdPHeKEB8HpTmcPFk3XMTeMmM6V4V6W4MeYsy7TFlOnAffVNbVNCFzzU4TdKUGGS3QaOuLoTV8X8QEJtFLjLrIy/2CifYVXqucu5VynNIOGl+79lM16DAnRkbgLxDn6Y9/+pD2Wsgo5bg8p1As0fnzF6RsRrPJCDa2O7ucTBlP4DgPNdAiwaJPnqrj9JYWv+YLVClWeMFCY1W52gLdvHmb7j24Lw4THkaO6P1f/IwugQyCF390OUftARS+K1BLZYg4SqTsW5tbe3T3/jpD7l559RVq1ko0Gfc46sMmyFgLvs3QcoXp6XSmYLoDYjUoC3Gi2tRpR3z3bqtNnW6PF3vGdJM4TjxRhoLTXFpYpn/4L39P9XqFbzz8vGp9kUrVJo1yRbpx+w47TmU0shwMGLfeaDSY7AEPFGOpAKTlqE+7Ozs0Gg6ZirVcqVAO0XzOxlmkTkiFJZYmmTgUt+aGfcpzzwmJkCFqt7ndos+++I6+/eEGdQHK1pSCRMoOn4p8LEnboZbBeIxd8WR1+/XFiSZSI/JoWTOmxF8Ei1WJxzM6hoNh6nkL7g/o+3GdIE9ZbFRpYQGw1zIdWWrQ6nKDKpUyZzWrZVw3KKmtHoE7vUkdnI3mCVLQY+r2B9TpwLABcxYyrHvU6bQ5atwfAmajlTCu6HLo4AjBeVLIjUXSQnzD6p/8+qmLroQIMD7H1KjX6I3XLtE7b16kJgq/g3GWJIMQbLFkku0cQt0Tzs2MT61wkoUeY93XNsnijjmIz/gnhwL6GD0TPpTYjBYKNkTUZjlOs7JSCtSetXTOKuwVX1XMQV46gxc7EigIO06a/R6BCWjIwahvrn4XMuJQlIjEX3rtVb4HMSIJNsVdGo06HEELGG7etzpOvA7Q3HF6BnL6yrJEY804StHkS20T6oGbVC7WWHfCgei0uvTN199Kn8M8Ao5E58+epF//8hdM010oom2HGHtMBOEyoV4itD1HfcrTp59/RXdu3aN+d0C/ACnT2ZNEE/RzQ0GVjAPfCzAUZGvtU3pse+YvnsucJRXHqN1Ga5A2609khPZaQHf0+DNeQ7DmgJFGIUmvvvYqvf+Ln7IhZrVX1doiFWoLDKG///ABGzrIFEmwE/UlReqiIBO6H20RlGK8s9ehXqfNARys6WDrFVvMbBP9G8fCREFt8KBNubHUlzC1eKFE7f6Ibty6S198+S3dfwDWSqmNmEonPAtxS5BHd4ZM3SPqlGRNXRIsKvvPUV+d3EeRI8sNatTgxMMxJrpzf0uyNc9RsHaDtr5WK9NCs8xtXZr1Eq2u1GmxWadSocQ1oSgLEX5Gzahq48KAsFClBrQUavt63R4z60Fnor4Pxnev1+cyDu4XqhCwQLZjwUXVWaxHnf70aHBFwDkWBas1is4RZjWyUJcvnKGfvP0KNZvItnLxY7B9RF8jgSCKg9d0b+tqA2eToV6krUWcrdY1xBwo05fhtSI6ZBsNjobslJCKkcs8yZlNS4ALysVmP0zeh8tI6WCVfc8gB9d1LjpOWiOMxt6jCd2+c5f++MFHbHMjSILtUAaDYGOtWpNyH+YoGFGrjV5dqPGXbQWZM6aPf/MUySFOv7nCNw79IZYWFqmUL8GM4Zu6trZF167fpFwxRxU4Vrk8XXntFfrJu29zlqlYhtOETIgVtro0oNLnBkF3biJ68GCN/vf/47/TXmdI+XyJVleX6f2fvUcXz5+gYh64RMY4xAVeMaXTMAT9my2ViLFhBRLiyIjISaE2sk6YSHB0Oq0O7UAZtFAbBYctT5VShc6cPE2vXXqFjUMYLGzkEdFub0z5Uo0Wlo/xnrd3dhh2A0OnXqtx34wHD9eYVhU9A7DYMyX4YMCOZXtviy1Wpl5XuIYUomNCRONSRpSEO2QRK9Ld+5v02Zff0vWbd1TBqIWrrFtPdeU3ZkVPpmY0lU4JYOESaCCeqRh57PXbXNIIQ6VcZsw63nvwYJ3eunKOlhfqVERqjwe0RCr5OIzRLfCCt9Pq0UefXj304o1dXDx7lM6eWlYjMk/r2x36+urtp3NbdNLLYiTGKohJsgT45r96/02qloRgpFLKsXGA+r8C9zfTDTlyDIMsuEgadbLVOOKAAxEAjIExMk15hmp2e2LI7LVbtLu3x3V/iLgBZoMFH8Y8G+wOGmuOE9booDB8wNU9azsNaWUtix9nl2lM504co//yN+87WGiyUN0yTB5uYD+cfbEKImPiwiKvThOcH6w/aKyN9ybFCD0o5CULbk5SnovqkzAF70hZJsqII0IUOvXbCBj8e9PjYEaETZsQM5WLQm55djD8QBQvGzMcRQPsckL9wYi+/PIrunr1qigJVtJjqtQEtocxg9d87jSmdmuTBuMujYGS17kjz88aeM4zTs9CTl1e2tdxwphs1pvckiI3wmcFrpn45qur1B90OVuLoM7R1SX667/8JS3UqxJYKZSYYY6NGc4ustKbOr7AjQQL99uPPqF/+d0feZ0sUImalTK9eu40ExItLtUpl4/EECbpWkRbp6N4fCrmamxaGQvVQRgx0NpirDO61nS6fKTFxgK9cukiHT12BJYDrxiocYDhs7XdpnGxSqtHT1CuWKJeH9BTqbPAyAasHg5VsVykpSVpFMzHHY25r1Nnb5czUYBglUtFRnaEqwtQW83uTkD5j0x5mXZ3+/TVtz/QZ19/Rzt7iFQL7PCZOEvpGA1D+KNzowzQLOL7SaSfUQOAPLK+17ocLZeA3mw267Sxuc2sxu++fYEDsp7gQtYZNXg5M5Cnj7+4SXfuH75349GVJr356ilUXPLrwTBHn39zm1tcPOat0CwR1mtBIWGdhh2ET3d2W5lO4/Eji/Tr91+nGhgnS2hpg8bQqi+VtVL5qzWg6Jnl5Cc4Gmwi5XkMGcJBGE5lHENHdtpdtuOA6Gh3O9LehoNbEYJqvjXrUqso4aCug/jZszW9afdBs0EMRMc6MRlRvVyif/j7X9HCQi14YBa3GCNooPYOO3Na/xQY9ZwtxHBz2786RBKAUTIyvfewNyX7ZLB31ZvqaJmODBD4XAxIyG1Pwvn87+AApWCG9rdvP5Smazd7Zmp/ARkj2SYhUQJhh5TaIInzyaefB+cJ9wk1kJcuXKBSuRjsVPgene4e9QdtrimzjPonv7n1FPs4TXDzClSrgSkOHPgoxs5RZ69Lt27d4YuGAQOYwakTx+ntt97kSQBlEOkO/YN0g9lNkIk+pE8/+5IzASA1KBTHHDn/v//nb+n0iSP0N3/5C1pZatAE2RYbUalJFox0ue2hkXjoeZL4kiglDCCkcuv1Oi0vwbjGwwC+u0O9XpcbFDYbTaaZZKgPg5xiZBrX+f3331OxdI+OHj9BK6urVGgW+TygCHo94CilXmFza4uVaA/QAzyw4ZBrn9BAtwwyh+GQBuhQXoLilA7J1veFl8E86DG7dOPabfr8i2/o3n3p7RK7NSvLxZOKTXTn7Njiz6QEhgsPCyFRqVTkzMlSA1j+Ji0tLlK5UmX4EWf1AO3odqg3ANshlGORGpUcVSpV2ljPM5NUoyLsi8D/J2EjWPiKNM6hhmyPDWmQEeCezhI8l2ajSqePL9Ox5TrRGDANWdjq5TytLNVpe7fDz0Fun6a2dfGwhqpCwiBGEBZt9C5DnyQe58UclRHpKoNKt0j5cpHW1nboq8+vZWYmcC9g6ErCFfVsurig2emwKIyVulAIq5M1Qo6LhyyorvjI0ejKLRszgQkIUyrFIjUbNTp2ZJWPDfp5PIN2u8tGCYydbh/05JrZyMs4s2JvJohQKn/fBJAFgTHBBalTl+ftET2H0QQoYSj1MXyzI4Cx+ibJPuEzKYxlxhtNb9l3B3nUTsnzEWpmdZzgbI4lQFPA2lQA3EE+FziOYsS1wXY0aiUSzeenShaKF8eORbJWYO9tTXsvHZl3fdmm8NoWgYu2r4cE2hjDH4U8gjFjKpbydOWN13n9uHH9hlbd5qjX6dD1H67R+YsXhDBijPMsULOxSjt76zQZw1j1/IDR7Z7Ls5FETsYZCvhdAXkB5anb6VGlWOXnfO3768yWyg1uGf5epJ/+5F0OskkUWIKNTAenThNnUd1xOJvjiCgQH7xz6y6NELBB7VA5R/jz66vf082bt+i//pe/lZ5JudjY0M6VmSh1nOTRq2gKjmovBGprzJQ4J4HGoRa3woRRK8tLyto54B9cT71a4waW3FDb9q9NojF/b9y8Qbfu3KPl1WN09PgxRmvAqEUwE2vOwsISGz2dLq55wBktrBUPWhscxDt+ZJlKhZzUZO32OSAHRIiQOWkLD6YVL9L99U364ovP6bvvb1Knh/37FMKTjwVf6G8q2SoTgh419jXdHg5AtQzSkBoTXzQXm1SvV9mGwvoMNEyrg9rsNg1wTzDnJ22uK0OQEaUE/AThYBmtNBvMaBgsJB54PRgS7e516cjKIrXaXYYjZukoIQup0vHVRTq+Csp8hLGQwYZCyNP5M0foxt0Nzl7ZOBfYdHSI2LEpQV8iCJBjAi/odQQFAENFb058ztBqfLdQoO3tDn3w8XecXU8Lzhf9eYYIFnHdBCChI637NaPeB7Zi5lEo5904Vp3lHSoL84K9slmvUKNaoeWlJtu7sNXa3S7ttVrM1ox2HtClfc6sYrWW+lcmD1L7gvWl+uGBgNE5UnxMZX7jUZpDL8YBt4opIeFgAWP9otCWi24UBEJk1wsEElrCwtZpGAdqh+tcsywTfheL0JcFGrvMUySbUrIlLhdxIPacPm+zf10mPKEDNWAYjMZUgsP0od2X5CSKf8p1BXhNtI3UX5jk4Y/IGZ4/d5afyxeffyE2BuzDwYCu37hB5y+cpxLwkGgbxOVEDS4DGo9Rwxibbz81xwksPOVSVam8e7wowci79v0NGo36Qp86mdBCtUI//clbVK4ATiMFWtzfSdq9JhrGsVGCf67wS847T2fPnaePP73KNKVIl6KAFHjF67fv0T/+0+/p//kPf0e1qqT67SYLh4mdsHRQj+evjyk80NjXJb5nmQ2B9uB9GMKNeiUVvYCliMEkqX4bMoAM7G5uUqHcpvbeDt29VaPl1RNUq9eoVBFjrN6s8gCH07O2uSVGDzpTj8dUrTYon68wBKvV7dInH/+JNja2aXVlhU6dPEGryytsUGOCgrb4y6++pV2OzEjdUyz2eoKV30dFmBlRx7ytNa4/IbPLAGpWhlFepaWFBVpZWqLFxSanRetlqXWTiSSp1f5qk/q9I3x9gETusdHep96gR9vbewxl/P6HW7TYQNSwxItrqVylYgEZBGRlSrwA46Ru3XlIl187T/VGjXZ223T33gOu8/HP/Ny5k6yIEI1caFSlvoTreyWij4XpwukjtNuRuiAeNyBeUCif9SAz4yTgftmp0sUD9PpKzc+wtVyJNjZ26eo3N2fCuVqdPq1ttOj4aoUXrNwoh+yxUmxPNLIn3xWcfgw2eCbt/MT3J0qxa4X8iPxjz2cCGv08FWtValTLNF5cVGrPEXUHfVYOXWRb+112pKAUuf/ZSGCCvK1ivjn74ajMDcIXpviEGG406HVVkStMTZ0lzwQkgQ6JoDFu2+oPDLpnjhbbkRgHmm0CGyWcJQRYwD+JfWhQflwQetLxpEB5doA0gs1gb4MLS5+qsRJZSEQ2GXAwJyrAHnSdCfc6QTkdFbVEMZPMRHaPQsDHGaDB+YQRyhldKNIRGx3vvvs235Nbt27xPqAUO50W3bp2gy69ckmUBx5IHg2tl6jVgqIGNEspE5HtcrU3c3m6YrVvgqwO0QGBsBbKXAcIYws9D0EkdPf2Hdpr7fLYA10xZsZP3nubTp44xogEBJO4UJtr9SI8xsRMPMCz7R3oAGRiLl28RFe/ucbHHyFqnoNxVKRBv03/1//8V/rf/j//lZaX6sIsZYZOuuWa+DRq4KXGjOk8G7cWVQ8xYg0uFQAzlubqBknSWRawHobHefDgHm2s36dypcmwqbUH92lhYZEaC02q1Ruibwow+ocMBYRTViyVaAjIer5ANVD1M8w/T7fuPqAvPv2cYYPLK8sMj1xZXaFmU/b99dXv6Nbt+xydDnjygJt9nIcv98B6VJm9bsEiCzCGwAgsDHUegFqBYY7g4kKzzsEtOJfQKZJFFt2D9fnY6jLDx+A4IZuHGm3o0U6vTb0O7suYvvvhFlWKYDNGYK/CaBfJFBAzOcKGuvNgg2q1Kr1x+SJTaz9c26Kbt+7wWm9lKhgfl145TQ8fbvG9H4wmHBRH5st6SVbKObp0bkWzMIBQoiZXMn3SNkLrefDc1Y4Q451XUv0M65xAPxEM3tru0udfXJ8JI2x3+7S92aLSCuwoGMTioAksW6BtZp1YYMwMdlkL/XjWbU0vhTYRSXZX6ATYQUVA54GOacCRAtRRalHRUJpRHT3JUgEujxIPgalGgjGD8/laqDCl4NQDSaX6E1nR4agnjom2vRBCNHHwgz7E89CAY6J2loMEkYkPO4V9wroftOrFEc+ncRH1yTFrZdC9SDIRA438FmfH8hKQzAuzoDgyFlm3oKQ4bD7FatoygkcltCcOkb7nkygpXyo8Wuc88TjTLCrlof+E4OPChfOCrvjySzZSsDV4Da5fv0EXzp/nrLQkYgtUry3SbmtTEhOHjJoc2nFCJgYPa29nl8qlMh90/eEGG1hsuGDSFAr0k5+8R82FhhiTmgI0bGSICCQadBWotdel9fUtKmGi1yscaSqCJUcLWxlqPBwybAXQhWu37tFv/uX39J//5pccrUCBuY/I8341ixQN1wj5keN6B04+RxF1cMTsO1gQnaVqDyu80pASDBfgvDutHZq0EUmpUrEEAoouFcslWlxeZAcKfay6XWSxlNYV0YrhiKOMrNyGI85uffXlNzSc5OjIsaPSe+XqD9Ruf8md02FoSZd5iC36T+AshUVNF3vj7GA4gPzNri8mXRmsNBVaqNdYIS0uNLgIE4s9MykqvzXDU3RBcLkihqRgUWdyg1qNlgZDjni12nu0vbVLW9sDHg81RAJQkzOCktzVyL9GSgpF6o+BTe5TtVLi1PnuHqJA6Gmj16L+RKVaoZ2dFt2+9YAny9kTy3R0WaIM5qzjXpahyLRhMQ+dPBSBMNQZLShjYwNELk+5icJBOAsjcEqc2721Nbr6w11ePPcT9CA4slylEaCVDjYWaWf0PoYMbTRywnhMUerqqA3FmlIyqGaWQvri9rJvhsCV8lSq5qk5Qa+gBY5kwUGCMsUPIAu430ygMh5Qf9DX5tKRgpgdKR6K0lcM+z2y2uRsScDaa4DNnysrAcHR8DE568U1hWNWDFabw/9zP408FcfiMMHJwg8qJwH/KUJhwGGCEoAyQKAhL1EzXxhrhbCmkKC80yxC4R5rMybOVnF2zSiLYxDBmvFaKi7hRyX3lpG9MpSCwFU4MqwRal6T8hOu93j33Xd4W0TOhCQDzlObrl+/TufOn5fr0Qxus7lCrdaW+Mo5aaItx5k7Ts9MbDyEiKhAYqDjEEhBAGSQn9Bmu0Wbmzv6jBHlzXFvtFcunldjWyLDUjsYoTZyiEiagr6rn3/xNd29c4+z3SsrK4wIuXUrQjHRAxAN4pGhGOXytLaxRf/X//3P9P/6h7+jeh1Q8Bh4nJIZ9VQScRZgLoQDn6wqJYoyE/0f6jViNpZ1SwGNgIuUzw0YalocdLmuCz2ctjYr1FxYpHoDBBAgVsK6I5H2Tr8HPAIjRHAqg/GY66xv3bpNS4sNOnFsifUw6pW/+vobrpeO5sDjN60NmXP9Yd2o+tM7TRqfCSQ/cFbgHKGhKohzajU4SRX+LGRqfICXjWLpXokgCsoEwGZaLpapXq1Tf6nP2TK0LaG1bc5SsPMzKdBgMmRHHQ6IGeN5BB2LFbp5e4OOH1umvTbIsVp06/aDmDVS3Q8HtdXq0d27G7we1atlunT+OFWLsbAHWZ8hwyXluXLpATtQamfxvbZmR3JzLCPCnxjiACq3UKCHD1v0zXe32BmZJdh+fXOHlhckiybjR4ILcJ7MgQ/QPSUJijknDwSIWQ8Xxpr5zPEJl8dwoLTEATnYFPUa6pGk4SqTj/RH1Ol1edyJzhTyAm6Dgxp33LehIjgcK5/cCKLmQpUziGCB9gEKg7ylmV5h/1hwMWaf8Ig0OKm2N8oARnCeoDvHyDwVqKjIrAK/FyF/nGXi35pFdAHHPPTfRIH5+8DV2X5Cttzbz4kCPHfHJ2lIXqxDszfCuqL9YhmZHB4o2GN1HhWJSrkcXbx0nvr9Hn333feaWJB6NlCVn79wLmTYC/kyNRsrtNPZ4qbyTzfjRHna2d7jv9B0cdAb0t7OXuh3AAfm9Vdfo9MnTrGiMFY4qRVwBkkiVZejG/fu0//3v/0jQ/FwpxB9Q9QCBAqs7As5uvDKK9Ta2aMH9x5w86phocgp9tWlBv3y/fckfagMfKmTDmnDoHiUj5nPcSqtaHhgJzCq0mT9YffBC+P9nzt7mhabDbpx4yY9XFtnTGyxUKFCGUpgl+sSqvUKFQroVpqnPtK+e3tUry/wAgoa9/w4R7dv3aHeoE/5PBoA7nF07ezZU1Qs1umf//lfeXLCmhMKZmB0XQTjAP8pEQ2zv7UpocAGsChIdA9QtEalwoxuS004SHWq1uEQFiXiz96+0O+yQ5ODI4HMhJwEqD4tUyP4+QSYRRwxONdVjB/AWaq0uzdkqvjmUpOzmqDsHQ4H1Ot3OFrI9Wf9Ht1f6zCt6I3bt2l7B0b9cIrgBbTy16/dCdh91Pv8cGuNHfCjS1WJ3HMtjeKDA5wCWdA4gSV6Bb0vSkxcQDFwhb1KoGIoWb599y7de7B5qBYfW7st6vaWxOGyEWVKR1/LM1OMsT6vYHc7Q9+z4YTMVLzVMv4TK1GSQIVhcorzDQvuZMLOZKFSoiqzuNl3pNm0dfGGsw9lByUOpdGD4psQO6jLK02myo6hBo2i6oMS6mCraYrQA1YA7lyC0shhXGGRn1CpjAVMKFMM8ocE3KQgrFrjIhwn/CQb/RUA6dNmhuaM+47raWVgawf0BfpF8dwzw4nHv0QF2em1ZzaZTSiUfsucJuvpZFE6DEGGivJ9GVG1UqG3336TBsM+3bl3l/tYwf1Hf7pb12/SufNnOaqIZ4hTbjQWaHdPnquNi7k8OwkooJBVKDBT6ubGDgcYsH5w7cRelwMD2Gycn9DiyiJdufwG5UvVkNHHExNO1Wje8f+8fxhGBfqfv/ktffDR50z+EaB6qGtDd0529IlOnjlFN6/d5CawqI+gUonuPdigDz/6nP76r/+MRuNejP8dUsRhilF9GfdSWynn6CMjDterk2KaeILo4oVzXPt0+859unfvIbXbm3wHCsUaO1C7O2WqVOtUKlWJCiU2KqFflxcWQX3LAZfeoEUP795lSBkyBMNBh/b2kF1ZoNXVBbp7XxpbIgCGWinMfb4vQjnrHuLUBUvNrkHUXaDRsk0FB+NG4BekBXCOFho11p94D9ArIaWRoJJ6MzSBjpswNzGNgLtDb6pgMBvDqGNMm4D2Xki6AMMDCqNYrNLD9Q4HClcWmkwshJURhiPuFQx4rM9rD3ao1x/Tzu4Oj4NON+mkGOin3erT1W9vhb6AyPRcvXaXLl88TkUef7pWDzGOrSdnDMiZCKxb6ka1vZ/qRtEjvD7m83Tn9gO6cx/MoAcrzp02YP5DDXbh8WvGPyhGx36qjpOdlcGx+Ucz8cGxCD3/nAGfGqsRzifoBFy7kR5xLTaM6lKRGoUas/iJXhJHBllDZKq4RAGlGAga90Zsl/S1Pgfj49wZ1MgLvEx0pdgdYQy4jBPTcqvuDOdhzpijMOe6YJj7qkuBxMD9wzYFQPrNgbIfIKpUP8oP2OiEmbaIP3g6C8zWJkn0cXzTeSvks1vtdKyeS7ZecutdnIb6bNzxGKYXGaxwasiMyj4LDHMfjPp07drNcJad9h7dvnWLTp+F8yT2M7Kd9doCoziequOE5lJSjDlhpp5Bp68zIEcDGH4Tos3tPfr+xh1aPXKEFhcXqFYXAgmkF/kmK2OeDGyivXaX/vt//0fa2NxS6EyBvUb0cEDNj61KgDX0Ol1xNbkOBfztffrh2nX6s1+8I9AtB5FJ3+lkUZqrCQnv+b9VXaUnIcQmvEZxEvvRSbyytECLb1/hgsI7d+5y7RGiwrlekfo9pNfLTJ0K5wlpcyxwgLrh2pBN21hfo82tTa7TKBXGTNlar1Xphxu36NsffiAqjqm+gN49qP0SHjNkapiEwAgwEvlNWdRlYY8RJYuQwzADfScTWNTr1ARLDRb7ep3fK2saPOTnrI6F08AwGsu0sbVH12/dpY3NXa7bOnX8GJ07eYzqVURlBHIm6020KvCnZFYFXlHkgVui48dW2aEoI2wwRnq8yJG5ldKKso2N6fqth1SujunM2eN05+7DhNNkwrYDnCWmk42CM7i3ts3F14iIQFGZY2WGLxfU672LOGn8HV1zczJRuAtrZ9Ae0p17G7TblqzXYWR9a5dZ/ZgYQnHIlpG1sw2Lg/UWigEoXZMEc4xzFkhfzKDyfIvDM8TVzCnCYmuGjYD5opKORBExEmTngp0i2xNidQwliEqSe0nliJ0thlOwYWIRMquPiHMJCtjgAqBMt/MzxqIYmRLoEyKxIzgww4F0E1dIQpEzxnIOaBrNrJVI3SMiaUpASTugiliZcMZqnKxrQzSdMeeWQcD1FMN7yDRyYtKKbtnYgBITanCbg7hnAvPzT92/SPa4CJFPbYaIOcesQBzlKFJuBDhvmd55523e771792TM5omdJ0TSzp4/J/4cO0+oeVqi7d1NCRI8QZR9LvtLQJCEzCEMaIEQw7CDgdPvdajfHdIE9IkauO+NB3Tv4Tr9t//+T7S0skxHjxyhI6vLtLy8xJmJWq1ERc7uKIkI1+vl6ZPPvqQPP/iERuihyHVCYpSPUKzv4LpXv/mWs5A2JqE3BzSijfX1RL+YdD3eTIKTyUSp/CUIKWEj/oZCnpIZp7BUhXOyDESEq/J7gLFXqvTqpQt09sxpunv3Ht25c4fa7RZ1BgiaFajT3qVCsUKFYpWLvRvVKjtITEoxHNH9u3eo1dpheDUyJG9cfp1GkwHr4G+u3qJyrUjleplKFUHAwOgfbg+0H0M8YdOPlkWKv7E2aH1lETVpJao3qlRHcLFeZyZA1ues3wU6xnWszpu20BsGymCUp8+/vU63765pVqdC504fp4vnjlOtlA92hodfW0bTQ6mQjV5dWWbYH8YaBEiWWr3CKJdFWuK1GXVNd9e/Y4It1NGsb65PP1/HCZJ2Gnr9ET1c36Wjqw2Fd0thPjJN6s8zLE0yi1GPxeCeQVolcw/7Aa1e7t6/S7vt3qHn2vrWHrV7PbZN2BHlDJP2DFRUQniWfA/lM8s7xb5+5v+DoRnfhJPl3rdJ6sbvOOgqzZaFYKL05PNlcmZLCkQcDhWefolqVAtjgKHoSisO/YdxhdIQZKmk95KNGoWyG5GFq3Nix0wdN/lsei5jW4xdtsZAyAKbC4mN0NpHoYA4B0VqQF9gHQtEEnjWgPHlcA+F1tvqp7xdxMFFWCNaMw5DD+uTToDQxkQuLQao41h35575wtvjMR0IGxf2GNdcgtIdGQAiunL5MvV6A7bHzZZCrf3t27fo3Nlz0vh6hHtfoWpluunvEzlO8IZxnt1On8bdvpGryEQej6g7HNHVH27S99fvSm1IucyY4iNHVpnwYPXIMi0vLXEzKhj9aDj1m9/8nh4+xORVY6xSZodpzKxwemfGRN1W24ULYGxJMefO9g6z9iwtNzIdpzQjR8ajSLF9WLQ4Rsd8OC4YkY4hTN7Xo3G6FANxyDU/cHpOnj5Jt+/coQf317igm/qIdAlbUr6IKBT6eQxZMSDCsL29zfU4iPQfXVrgqD0e9pUrF+nUhZP0P/7x33gCAioF+BQziUARqxnGfqH0MePtMOBLOaIy1yKJowbaS0TBYISxc1QRRifr0yVjWRYko62WOWD3Relsc3nqj0b0r3/4JEHpDSr2r5oN+k+//gU16gWZ7Az4NapbWTQQheX3XfF+BXU34wlDEYAdRsNiLq4GpAER2VyB7j3cojOnVqm50KTBzWnqSFZyyDpgIcjI+iNLsr3bpka1JJnNAC+IESdkEdIiTnfIQfE/ZJl29nq0udN5ZGp0ZL7gdIK0IhRQuuNajR47Mgp6MJiDfcIJECxCYNFLdWS1KSP33BqhRsfJVng2yPSpqvukLJSu/iiVqZJ8uVKghuio0i4rAyDDIUF8YeMlQAn0qvT4Nm8sihaPYUWn5vWb0+gYI6VZhRa7C1wI4xLuGeAt8O+Y/4sdEf2HiBoCFeijg0wpO1wKaUH2HIWmaJtgBbv5MvX7oElep7t379M2GLzGE6pWq3T6xAmmXa9XoASRJZf7IuyC2hndxWGDq2R91VxDwUBmExPZfN7oLcO6AWQpkzzP3XfffpeGgxHdX1vXiCIyT7t059ZtOn32DIfezOFrNldpr43AVydCs+bydEUr/dlOwHpVFRZV/AhKY8gBx8nArK1ol8GZetjdoIfrG3T1u2syh/IIZpVYhy4tLdHSyhItLizSsWOrtNtq0T/9028ZJiVjZcLEAv1uO6yxck4yt+xv3pI/n9DDjTUmpiiXNcWV5Gja14mCQSS6IBYzutBjwgnjceuLIGFMBv1qNQVyI8wYBaHA2TOn6NjRFWZZvXd/jWFlIEigXJuzLGAaLJbL1C9VeG1qd9rUb7XYkSoViJvSYx2CMXXu5FFqNOq0+S9/YtIbNO+FzrRMk0G7GWkBvamOESDlgGKBiQu6sl6t8n4qaDpeFNImYSKzwJI4VUyeAdpoXc/0E0Fj2JpcKNC3P9yhz7+6Fu4VdOj9tU26efcB/c2fv0t56KWUvcJrNKBegUxH7hsybs16lUZjISJB5By9KYGEwH0qlip08846NRsNrpm+92Bt6jkzsVNZ6o7ggEnAK7kNWPQajYoGHFETLHBTBKY4eGeBce2/OTWW1AuFPQGkiOjNQ8AznKDNysZWi44fWYhZftYNQl3gx56urJr1MuNc2IxCYNEidMgKexsgTFTODQf0A+vCkLmJ/c+slU6oM3IBSwl4WJ1ujvW1+HjijLMDyG02cO+HNHJQVtEa5jhZk3hx1hj1oucjDotGbxwNOQf5uHR3TEOun0KWCYqRqxHD9eOUQMbF+ypIMBGBRbhXBa4VlhrivD5v1GVbtg5OmPRmRQZI7CJ8sz+Y0M5eh7qtPo+ZWrNGR4+scGuh3HgQEg582lYUmPM2VpRE9j3hIMZ9YDzwHNMMMPaC0pK337pC49GA7t1bM6XKtuXde/fo1CmwRaJlwoTKueLTdZxwETDWx4jgwxiNDWTC2OLmi+BUh6IY9KjVbtH9Bw9cPxVkN6pcz4Ob8+DhAwvRcVoNyqLb29VGfWY9uHNQ2snRQAaMGNNg6fExHRv0nq8qCWsKkCP3vkxAFV0EAuTJ4EymhBi3ad2mzcBUmFNo3inHqFaL9MrFc3Ty+DG6d/8hPVjf4AJ81O9MUHzf7WithUwYYGCRamzUanTm9Gk2jhi6kRtzFOrk0RX67totdggYEstU1igwLnC9D4oXAempVUsMtSuVKtwtu8xQuJJV58g5c8ZQjWDu3TOkoRlywRBWaEGArkXo1IiGtNUCXft0lmV7D3jla/TGq2elz1WguxWly9kqJmgYhUwDDAGQQxhGV+rqwKIE5rddGg63aWu3Qx1Qw08mXNfEhA5OwG5Xb6DRXYHvZac3oEF3upkUYAuImoxHAlUJzI+KnbWFzy/DiV4mkzwXge7sohj08SP5D9Z36OTRJV7ZeAwyS14yEyGFsrGJbCIM4Ay2tMjpRipTbR2t528JXa3HYEi95G8Esqf1aTaW7bLT9QvO1xNkSYwqR46FuMBZdCxEYE35hyaz/tqUft69p6NHnC2GzoGRcgRyJYGMKr06FAM/X8PQs1Fk0IMCR9Ysiha7pAM6kqfBpEQjqnHW8u6DB/TDjTt0+85D2mv3BLNtHeBzRN/+cIs++ewL+vX779Frr5zhIAivPspCxPApB7ZKOLP74GoNo8/3SJcbwHjxAver0azTe++9Qx989AmtbwjEBe9vbG7w+nTq1Gm+IQzFKBSpWV+i7T0YB9n0+HN5UolBunKlxM8WtUUYT+if1uv0xGny2Q2bWD5uh/YciAyPBwwxAYsaGsKitx/DxtXws7peNjxAmgCWNeiK6VPi/cIgBlpE6maIrly5xMygMXDoIcIHOE/aD8fPa1kWQsw/HDtkbe1SzVYI1y8GrTS1jFluZIExT0+cOEZHjh6hh2trDLVD3Q6YbgeDHOUGQFxITS3DUwEtLuTo7KkTTEeOekw5TI6dnqMrS/T9rfvs75VBntCEc1pkxlGwp9XKQHJU2EninlAMvRMIlwRDrCYHCBoUdiLjAiPRWR9uLY6zXmDeYRtuPD6iuw82Mu/12sY23b63RquLYDBmJqMAc5LmxqgrHaoRLTAtkDeAVGRrpy0QUTRHn4CsoEf9vT3aaa3Rw7UdWlpq8P7BTpd8vsTZzWqtpEiNIRGQRf3kGoXap04XTMBGpJSX0gEDYAfyBWv5YgPAAtsT6g0HtAV4/RPpzT06urrA/Xs8G2Qy8IYshKWPonE9BcW2PzgjHxnjRhqMoyzdpyaFwedEJ0X7T+B5MaMqzpruR+nH7bihAsvBScKx9PQFMeDJKywAyVvracc9GjIklAUJO1eE+xWBFBO9grJ0rA3s03K2KS/6k7PZQtEumScEIuA4jQSWyiU5MniGIKApVChPZer0RnT34QZ9d+Mu3X+wwcQZXK/NCnHMAeu3r1ygn7xzmaplIaIQ6KQ6vhpYyQrxJS459Dm1W+DbiBhcEJkkwNZrDHMfjT6ntTWdd+MxbW1t8fePnziuGcXJ03WcMEkZnjcLDxysK6PjkZsk/xf5KjHB+4MW01HHokGLGE+og6wFKs3tfb4D4T+O/pw8cZQpjleWF+nn775LCwtN9BPXaTs7s8QQH+eLGZbXFjpveooBmMpAOHpiKXJ052j+o3H6Kx+8DG4wAk44QnXm1ElaWVnm+qf1zS2mhAYdd/CcNd2I4s8jK8s07InfzlHrPBTqmN64dJ6aZdRIEStoRAzhJKBWCHA3cwARERAsrExcLALcJZkjD9pTybHI+FsWCpA1yyJ+u5iBhqXl55orcqHmrGLgqzduMzPb2ZNHlcWEK1p0QRVnkckx2HGy4kZQgRa45g39KQBHBPa/223RxtYuRy/wve+v3aNGs+Io53WcIvqmvRasiWqWtLvS+AyLANMBMyGeYXKnho9aC5OQKdpr9Z/IYTLZaXUZmogIjEG/JAsRR6RNZt8bJoqL2GSkuQOUBuMytRhZXRfH0zRNb+n+RBCAo2X+GDGayOfiG5DwNrPvS4jC2rwy6EZY/fw8NAfSaEzDToQhjoMHY5rkYUD4RySGlBS4yrUgohyw2oFdT4hB8gVQmUrNA5bEnT1Ql35HP/xwi9eqcWGoxbXwmDTrrTVIMKa29nbpf/7zb6lY/BWdO3PchW5itDHWUOlMUity2g+NwZ0EhFjekGa+8vS4h8tP3nuPPvr4I1rf3AwBgPU10JHn6MSJExEuWCjQQnORdvd2Zj6buTy+GCkOtyYolKi1h8BMgdc31LIimhl0ZHpN8vo0eNZqdPm6IDVigqJRL0Toj2d0Gte4ZKPWpHffvUKLTTSvX6TTp06oas0ucErC13VHbp+JPxJw2iSCRs7dvW9OlDpNoZbRjE3tV8S6wAzOyZhWl4FWaTA50vr6JrU6HQ7OAn0icwqx8jytLq5QtVCiHlAxHEKRs4Ax+NblS3T6zFEqFqTpeNEyRkq0zNwGXFdpjYA1CMSsb9BRln2PBAdc95gK0IbHqk6gkGaYHSErMhqZwgnMEgSF//jxN3T21FE6deIolRiOLU6KBPWApABsHfuVzBPODfAnOETdvvSc7KCWaa/H+gWQcHxva0t6a3GPRD8EJ8jkSM0qrlvgpdMDCgyrIJQoFRXRwnAthZFrJoAZZsNosJEARM2Iz6eXdvAfQ9A+ZG+vQ7VyidvVGLmSd5zE+ZFni3XajOno6AfTU21C58DgOUCvhCvwxqM6+l4/ciDa7KnYJgASaMJN2XJpiRxcbCtXr8MtZZIGfHD9HLuxsdNF4gsLoHoWuxjIYD4HG4+A4HHWU45T1EA2VBt04QSESkyYJNDF/BhU5aIzAZHPK9U8/mY7oICSjDxtbezQ99/foRs373FNHIEttIjvyfOxZQKfffjRF9Ta2aa/+ov3eSwK4lxtXfUffOAhZLKNfMclVngp5IgSCLsMnimZ0PEYen4owcPmAr399lv0ycef0cbGJq8J2P3G+gbft+Mnjh56/B3aceqj1wEgYYdBekzNNykWj1EHRu8n3UWzcGcs/vgP2ZezZ8/Sr375M6qUcZO4siDcYKMzD9SJbhKkYJ+xCNAmhTsuD8Zg3RxwqZppCoYmMm7KCCa9aZBR0WLK8YjnDHrpNJsN2tzcpq3tHXagLCABvPKZk8c5etTnonqLWEs2ANPk3KmTemwcUyLckjiSh+MN3lBEaIu+Un/GbWwgJskJYj2MZg/0t+F47Z5ub802xIA7/+HWPbr7cJ1OHlul4ytLHOVEtI7JFThyJlEz074S3cjxYl+p1+nq9bu0tbOn1LHCwATIIRiKcJ6lErJUkQkFu+q0ZrPymPQGcOLHqgCE7SYBqcrnGO9aBR5ea4gQIWt3EO0MeZsnFlzvw409Kp9c5XS4ZGc1r2JGk207Ekhh2oZJulHpmIMYBOwcGQwv0JcmoXzsbGoPJemkHSe78+014OAcJ4umpi2lmDSZ+hvHsw7l7mRTRlxUvzGKHRUjIEPc6BeBL2RsUc+k4zrQqmoGDfcWvR4m0kFS4I+abctPyoRSvK3tPfru+1t0684DHhtYbJkJlGsDeYJp+4GYpZIzylFnMKJ//M3v6H/7f/890/Gb8oPBrCouZNfD2FElyb05eN7hvLzIWIgd5DWzzsaeHHlpeYHefecd+ujjTxh6wHDNItHG5jpf96lTJ+V7IzTWRm+ShQPH5FweXQB5YWKAEmCdCMgUuIam3+vRoAtIyiF3lPY8QtDeQe4SgUtXVJE+hstk7e3ucVANlOec5dUapRhF9HM2K/Xkd54ke0pC83zYwH07gV2SmhIfnLH6aUasqK4EnF/el9pWzNdGrU6VUxVu5L25tc1BVOnjQ1zns7ywwAYsuz3a64fXNoYzj2kFDHy+Xgx1ThMJUNr1iI6MtStBf9p76jiF2x8uPokUYMh/uHbV4QrRRVQekLNZAsKA72/cY6KhY6uLdOzIIjPSMhRZ4c3SskGdTGjUXJ4dn053QO1Oj65euycGMFAp5SJVaqAnF/pp3DcC9NEJsjdZ0Pb0KGj3xpTvo2eXBCaNPNZUE2CjjXqZ2c3wTGG3cebrKepNBJzXNlt06tgSt3MxllQ9kySk3KyLXFh0YzDAZwingrDJ4Lhso5aYwfZCFihC0cON8tkoF4BgJ8ZKAxQJIqgp8YwSR7RMkgbz/X7kCLHBJo/JRJ1QDN6x86g6H+ihyESrjLUgHMF7GOd5oVIvSNcdDirzdaA2irM4E9a7hWKB+v0JXbtxm364eZd5EGCmIXDEjXLZqZYz4FYExhiqqJBvv7vOrMw/++m7oudwTzko6dag0Osg6s/gGGYE7KXmV60drg+WWjqbf2ie/fY7b7LzBBZK1A0Dg7G+Dsg70bETx56u48SLv7mMIRROjyZuAZlKW81KkdkARLRlTPTJR5/TT956gyrLdY7a+M2UhCYu3gxtCKHyTKUggd9ZTe+SBfIm7KAFiJGyyxirF/j9UeznfsyJkkZbQkeJ90DCAAYWYJsRIQNUEYs/YAZYILGdzOXYuI1pC0Kk2iJiOO50D4LY0T1GG8RRiVESK8KXwP80qxiUq4/0J+4D+hHtHUyGAOr1a7fuMx3skRX0empwo0SZ5DgfdMPWGhf0ui+XaLvdpUavS9u7LT6f1VVQ0la0H8mA7xdozFE78LiCq8HXtZ423gsdOzB8eOEfjqk3gDNBz0Q2tlt09MgyFZEKR0o8FE7aWTrxrHqaTQoLv8tOhWt0r2VR16wSby8Rl5hxsho0rXXyPk3KQPJF3rIwBvyOj7/GsZVwutx+/LlOXa5+wzuQ7hgCj8C8F0PJF/LaDzPVcVZKm/sxI5RkXbHA9npjevDgDv1w/RZt7aJGBL1x8pQrIrorPZ0MgsI9M4DnLqH4vKbZnDE3yIYi2m616Q9/+oj+09/+hThbamjx+YZIp8+q+fugdSNh7bL7alFFF9dGxI8/HjPr5OrqKr3z9tv08ccf0x6IaBTfvbm5wc7SsWNHebdMG7wfHmsujy3FSZkqhQpbQTA4MGZ7wzYz6BkyFfocBfuYWGi5EEPJqZ35CW2SUpcJmWWN+rgkjemjDz+nn7x9hYvPrQGnfDdmqyILresbF/S2bQO0gAsypXVqCi6V+MwFGC2rZL/ZaQJdM5wmDTpyPxy8xygC0V9AJ8BJRZP6WgWQr740jm1UaDDp05DrR7SiSBtnSkDJAkfRmZG+OIIKCdklheBPrHedFuCbI2X7NDcg3IOU4zTrQbHe7IidcJAAGXH9zkO6+3CTVhbrtLq8wJB7u6bAQsfHl2z0XqvHPWtwvsePLFIdfQzhLPV6fEw4WAc5SAcJDoukgpbQyCnoMOG6mxyCmTmu8ZtBSvzEsrbVpqWlJrcSKSiSYP/1TVqGBHEopOAAexSRz/xoRDKEsFM9nyIvV+wvlD0WIjNeDIJK8bFkxCIkM8QRUyQbiX05mOx0w2pnF/NYN6cF9UniznGfQ63m4h/Vmcj+gGkP2VmeD9aoOl+kwSRHG9ttunP3Jl2/8YB2W13WlyCA4P5jUHxsDogzBF0EMilhekQt8JgGPRBi5Onjz76mEyeO07nTJ0Nod1ocHizYvelNrJRCs3jqPEn2T4haJFM2oZWVJXrzrTfp88++4ACMMPtOaH19wznfT8lxMqcJu8UNuPT6Rbpx7Rbt7cDY2GfxzpRHjDuEQZvjpm9ff32V3n//PR3UbqA7bzSctkJkvPiULn/POVvJ78rBzUi0ScJIUWMx4ei8RssQpeeGvcAfi7OECBBql7D4c9+m0YA7TaO4U+p7JszOg2avoIAEdrjTsZ4Kku3gYcyNvdS4UidN/5Br4eOLoxTONfDyW22JFBdaXxxjUknfm2QE0ZvmUeHwIeGrH26csYBC9M6DTbq/tsUdyRcWtJM8Z9LsPISLH3VT7XY3ULyiKzSYUSCAbKBnCVL/3313nZ5U4C8UwKBhgVeD5I2IBq2Yrn9W0u0PaWtnlxab6BI/1G7cCi9lcRHl9BhPjGOMEacYHJMeX2eA+egYCQ8vMgSFR+1IKiYznB1zZ/h+GQ6f9xF7TpliFeJWhebZHAz7POAOJ4Pd4S05Z4GUcARbiSAwaxBDxm9m2kOivBAbFaPz/ObWBlMfr23u0QBhMlltmao4x9ACzTSypwrnXoxIDnwMwepZZAKcAt5nQ41xDvTddzfo2NEj9O5blzVLRTPXnuAoGT5bvKHEow01mAY5Cs9Zonh8loUCHTt6lN55+x369PMvqN3aC7CZ9YcPONJ47Dgobq2ucS5PW5hJDdA8ZPYwxnp92t3c5Xpcs4+qlTK9+96b1O226YvPv+Xie56KaaconUL24paEzM8zxAhVAA279sMteuutS+pAxMU7Ub+pATMz5KY/jzp1OtiRDBaYk2TGJgf5AgsYSA0sowRHAo1ek4FH7nszij8M7dYMFMOM0H+P0Qc5ye7p+ijNY5UtMzTjTAZVIFLXqeem5ylOlAQarOm3ZZskI6+siC5ybHVi3keYQgOYY5ED1bRQT+M6DiPIQN1f36G1zV2muQYRBNcsF0RzskHMdW9EGzu7nGHC33AqyyPUPFdpaXmJdSlINgaDNep0Ds9klylIbit8me+n9iXCTxd1xc9YEJDd2WvTEgIB3A5lthNvJ5zQj8ys5D5We083TZrxznGyvoMxzJUIK+jraWRI4rxsG/N7XRN0tvIS1xH3GbgD3WXJpumsRpbEILrcJ2FGhvMU5gUzzQoJkfRDkEweMk0YS/cfPqB79zeZ1AoBCnaWpFe3ImQQxBxLYDLwF0igxcohoH/Fks0ziudff/tH+l/+4e+pXi+LnRsCN5EegvEW5mSm7H75XJiQzd4xXgW51rgtt8ApEh09ukqXr7xOn37yGdcCmiP84MFDerqOkzV1m+Tp0qULjAe8d+8uFbpab+wJSNKLeUZEjdk3HoVNJURq88xsBQ58pvvkVFzE2fqoc5bDZJ+lHSczDv1n0UlIGqcYGBZ54kiZQQuwmE9lnJCxGNJoIO+DKIE5/OFgKeW64INh7Mn3YcnzEUPzNlmcuDbcUWLLYqWNLdMsaK6ZmSxmkfLZp5TtddZ94v3pfv31RwcyTzVuMJuN1Z4liBzu7nX4B8YsYIm1SoEqZWmqZo3idnalbxgW+DNnT9Lq6jL3pdja2qWHa5vUbnUObDJ7WMGEY7pZpbbnJouS1X8uAjhio45mvuLOiMJXY9lCdkrFv+/aaItHxonbc+ZGhUKg7cxxKzyORaqeFCntPOkOg+EvTr0qA427MezYz7vU8uDd80cVD/2B8WP75y70qBVkciCtDQTD3AiGY4fu3dugzY1taUAN5yhf5h4OzITF9wF4bXVqJPWoa0lUk8D/o/8aHHgYzBg3RkMNRfPBnz6kY0eWuLA9KwKarpsM0Umjb93nvsQIZMwG4Dd63504fpzhsZ9//pk0T2RWtQmtrT3kAurlIyvzjNMzEmTCvc7Z2txhyB5eYk0B4c+V1y/RymKTvlu7z3O9g55nPa3P87aAT8+mHKRyrcIGDUhxmAwiy/HKEAlK52h7G70XzcDISmnpKaiRkkA2qExFZSeznaZY6+ucE6+HmCFuyFBSrLnWHw6fg9wB77Gu5M9FZ2Jb73AE5jAP4eF6UWG3DFne9PLFTqU0vRddqr21FKVhEHvW04q84DpQrQOyDBYvFWqbJJuTp9dhuZ9DaHo0Ty0XpW78EQT6ASQ1+MH6inGH/lCoIeb1Gq0JWh3KFepStD+e8DrUbrXo4YN12tltsc7MYrx7HIHNYyWuMKC55uvRLumxBfdyd7dD9XJJeyBNh78Ttg0/omi/cGDSs+daYNFe2nf0YBxUTfVRjPVE8b0IKnBQi8wLsE3M0Xdv6gknZqn183KXY61I7HtTy3sixpoKslo8VoxPbeMhzIjMuoe6tP6YHq49pIcPNtlGAcqH4HnANuXaMiNCUwZZLbswO8Kgg2i7gJpytLzBtuKjCp0lyEr+9OEnXO8U72EsH4kZb2uDoG5nIphruT5//6bFHDL0DT116gS38fn8y6+YcCbtF+wnuclht5zLXOYyl7nMZS5zmctc5jKX/6DydMIOc5nLXOYyl7nMZS5zmctc5vLvWOaO01zmMpe5zGUuc5nLXOYyl7kcIHPHaS5zmctc5jKXucxlLnOZy1wOkLnjNJe5zGUuc5nLXOYyl7nMZS4HyNxxmstc5jKXucxlLnOZy1zmMpcDZO44zWUuc5nLXOYyl7nMZS5zmcsBMnec5jKXucxlLnOZy1zmMpe5zOUAmTtOc5nLXOYyl7nMZS5zmctc5nKAzB2nucxlLnOZy1zmMpe5zGUuc6H95f8PVTJoJZf2Sp8AAAAASUVORK5CYII=", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" } ], "source": [ - "print(tag_info)" + "# Plot a few frames with detected markers\n", + "fig, axs = plt.subplots(2, 2, figsize=(10, 6), tight_layout=True)\n", + "axs = axs.flatten()\n", + "video.plot_detected_markers(detected_markers, frame_index=500, ax=axs[0], show=False)\n", + "video.plot_detected_markers(detected_markers, frame_index=1000, ax=axs[1], show=False)\n", + "video.plot_detected_markers(detected_markers, frame_index=1500, ax=axs[2], show=False)\n", + "video.plot_detected_markers(detected_markers, frame_index=2000, ax=axs[3], show=False)\n", + "plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "With this, we can now run the ``find_homograpghy()`` method. This method finds the map between the detections and the provided coordinates for each frame. As we did not do detections in every frame, we further provide the skip_frames as used before so that the homographies can be interpolated." + "Having detected the markers (apriltags), we now need to provide information on the real-world coordinates of our markers. This is solved via a marker_info dataframe, which we generate below.\n", + "\n", + "The marker_info contains information about where the markers are located in real-world coordinates (in this case, the computer screen coordinates in pixels). Each marker is identified by its unique ID, and we specify the coordinates of its center as well as its size.\n", + "\n", + "The computer we used for this experiment has a screen resolution of 2560 x 1440 pixels. The markers were placed at the corners of the screen (with a 50 pixel margin), each with a size of 200x200 pixels. The coordinates in the marker_info dataframe reflect these placements." ] }, { @@ -377,25 +177,63 @@ "metadata": {}, "outputs": [ { - "name": "stderr", + "name": "stdout", "output_type": "stream", "text": [ - "Computing homographies for frames: 100%|██████████| 353/353 [00:00<00:00, 597.75it/s]\n", - "Interpolating homographies: 100%|██████████| 352/352 [00:00<00:00, 15188.47it/s]\n" + " marker name size center x center y\n", + "0 36h11_0 200 150 150.0\n", + "1 36h11_1 200 2410 150.0\n", + "2 36h11_2 200 2410 720.0\n", + "3 36h11_3 200 2410 1290.0\n", + "4 36h11_4 200 150 1290.0\n", + "5 36h11_5 200 150 720.0\n" ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/plain": [ + "(
,\n", + " )" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" } ], "source": [ - "homographies = rec.find_homographies(\n", - " tag_info=tag_info, all_detections=all_detections, skip_frames=30\n", - ")" + "from pyneon.vis import plot_marker_layout\n", + "import pandas as pd\n", + "\n", + "width = 2560\n", + "height = 1440\n", + "marker_layout = pd.DataFrame(\n", + " {\n", + " \"marker name\": [f\"36h11_{i}\" for i in range(6)],\n", + " \"size\": 200,\n", + " \"center x\": [150, width - 150, width - 150, width - 150, 150, 150],\n", + " \"center y\": [150, 150, height/2, height - 150, height - 150, height/2],\n", + " }\n", + ")\n", + "print(marker_layout)\n", + "plot_marker_layout(marker_layout)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "with this, we can finally transform both gaze and fixation coordinates into the screen's reference frame:" + "With this, we can now run the ``find_homograpghy()`` method. This method finds the map between the detections and the provided coordinates for each frame. As we did not do detections in every frame, we further provide the skip_frames as used before so that the homographies can be interpolated." ] }, { @@ -407,38 +245,56 @@ "name": "stderr", "output_type": "stream", "text": [ - "Applying homography to gaze points: 100%|██████████| 10695/10695 [00:06<00:00, 1596.87it/s]\n" + "Computing homographies: 100%|██████████| 6992/6992 [01:02<00:00, 112.68it/s]\n" ] } ], "source": [ - "synced_gaze = rec.sync_gaze_to_video()\n", - "gaze_on_screen = rec.gaze_on_surface(homographies=homographies, synced_gaze=synced_gaze)\n", - "fixations_on_screen = rec.fixations_on_surface(gaze_on_surface=gaze_on_screen)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Besides the step-by-step process we have shown here, calling ``gaze_on_screen`` or ``fixations_on_screen``, computes derivatives with default values." + "from pyneon.video import find_homographies\n", + "\n", + "homographies = find_homographies(\n", + " detected_markers,\n", + " marker_layout,\n", + ")" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, - "outputs": [], - "source": [ - "gaze_on_screen = rec.gaze_on_surface(tag_info=tag_info, overwrite=False)\n", - "fixations_on_screen = rec.fixations_on_surface(gaze_on_surface=gaze_on_screen)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " homography (0,0) homography (0,1) homography (0,2) \\\n", + "timestamp [ns] \n", + "1758493517556588888 4.353780 -0.550944 -4053.765073 \n", + "1758493517589911111 5.301771 -0.667602 -4963.924687 \n", + "1758493517623233333 4.732940 -0.542657 -4450.053021 \n", + "1758493517656555555 5.429459 -0.612509 -5092.626504 \n", + "1758493517689877777 5.314940 -0.583451 -4959.439257 \n", + "\n", + " homography (1,0) homography (1,1) homography (1,2) \\\n", + "timestamp [ns] \n", + "1758493517556588888 0.583868 3.769592 -1214.706373 \n", + "1758493517589911111 0.652812 4.574443 -1456.144463 \n", + "1758493517623233333 0.508835 4.079739 -1202.814462 \n", + "1758493517656555555 0.672325 4.775235 -1510.127187 \n", + "1758493517689877777 0.617168 4.761420 -1464.540605 \n", + "\n", + " homography (2,0) homography (2,1) homography (2,2) \n", + "timestamp [ns] \n", + "1758493517556588888 0.000506 -0.000549 1.0 \n", + "1758493517589911111 0.000679 -0.000485 1.0 \n", + "1758493517623233333 0.000545 -0.000497 1.0 \n", + "1758493517656555555 0.000730 -0.000480 1.0 \n", + "1758493517689877777 0.000712 -0.000454 1.0 \n" + ] + } + ], "source": [ - "Conveniently, on screen fixation data can be epoched just as well as any other type of data." + "print(homographies.data.head())" ] }, { @@ -450,202 +306,124 @@ "name": "stderr", "output_type": "stream", "text": [ - "C:\\Users\\jan-gabriel.hartel\\Documents\\GitHub\\PyNeon\\pyneon\\epochs.py:445: RuntimeWarning: No data found for epoch 0.\n", - " warnings.warn(f\"No data found for epoch {i}.\", RuntimeWarning)\n", - "C:\\Users\\jan-gabriel.hartel\\Documents\\GitHub\\PyNeon\\pyneon\\epochs.py:445: RuntimeWarning: No data found for epoch 1.\n", - " warnings.warn(f\"No data found for epoch {i}.\", RuntimeWarning)\n", - "C:\\Users\\jan-gabriel.hartel\\Documents\\GitHub\\PyNeon\\pyneon\\epochs.py:445: RuntimeWarning: No data found for epoch 2.\n", - " warnings.warn(f\"No data found for epoch {i}.\", RuntimeWarning)\n", - "C:\\Users\\jan-gabriel.hartel\\Documents\\GitHub\\PyNeon\\pyneon\\epochs.py:445: RuntimeWarning: No data found for epoch 3.\n", - " warnings.warn(f\"No data found for epoch {i}.\", RuntimeWarning)\n", - "C:\\Users\\jan-gabriel.hartel\\Documents\\GitHub\\PyNeon\\pyneon\\epochs.py:445: RuntimeWarning: No data found for epoch 36.\n", - " warnings.warn(f\"No data found for epoch {i}.\", RuntimeWarning)\n", - "C:\\Users\\jan-gabriel.hartel\\Documents\\GitHub\\PyNeon\\pyneon\\epochs.py:445: RuntimeWarning: No data found for epoch 50.\n", - " warnings.warn(f\"No data found for epoch {i}.\", RuntimeWarning)\n" + "C:\\Users\\qian.chu\\Documents\\GitHub\\PyNeon\\pyneon\\preprocess\\preprocess.py:66: UserWarning: 297 out of 48219 requested timestamps are outside the data time range and will have empty data.\n", + " warn(\n", + "C:\\Users\\qian.chu\\Documents\\GitHub\\PyNeon\\pyneon\\preprocess\\preprocess.py:103: UserWarning: 227 out of 48219 requested timestamps exceed max_gap_ms=500 relative to neighboring samples and will have empty data.\n", + " warn(\n", + "Applying homographies to gaze points: 100%|██████████| 47695/47695 [01:27<00:00, 543.33it/s]\n", + "C:\\Users\\qian.chu\\Documents\\GitHub\\PyNeon\\pyneon\\preprocess\\preprocess.py:66: UserWarning: 4 out of 476 requested timestamps are outside the data time range and will have empty data.\n", + " warn(\n", + "C:\\Users\\qian.chu\\Documents\\GitHub\\PyNeon\\pyneon\\preprocess\\preprocess.py:103: UserWarning: 2 out of 476 requested timestamps exceed max_gap_ms=500 relative to neighboring samples and will have empty data.\n", + " warn(\n" ] } ], "source": [ - "from pyneon import Epochs, events_to_times_df\n", - "\n", - "event_times = events_to_times_df(\n", - " rec.events, t_before=1, t_after=4.5, event_name=\"fixation onset\"\n", - ")\n", - "\n", - "gaze_on_screen_epochs = Epochs(gaze_on_screen, event_times)\n", - "fixation_on_screen_epochs = Epochs(fixations_on_screen, event_times)\n", - "eye_states_epochs = Epochs(rec.eye_states, event_times)\n", - "gaze_epochs = Epochs(rec.gaze, event_times)\n", - "saccades_epochs = Epochs(rec.saccades, event_times)\n", - "blinks_epochs = Epochs(rec.blinks, event_times)" + "gaze_on_surface = rec.gaze.apply_homographies(homographies)\n", + "fixations_on_surface = rec.fixations.apply_homographies(homographies)" ] }, { - "cell_type": "code", - "execution_count": 11, + "cell_type": "markdown", "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", 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", 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/plain": [ - "(
,\n", - " )" - ] - }, - "execution_count": 11, - "metadata": {}, - "output_type": "execute_result" - } - ], "source": [ - "saccades_epochs.plot()\n", - "blinks_epochs.plot()" + "with this, we can finally transform both gaze and fixation coordinates into the screen's reference frame:" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 11, "metadata": {}, "outputs": [ { "data": { - "image/png": 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", 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", "text/plain": [ - "
" + "
" ] }, "metadata": {}, "output_type": "display_data" - }, - { - "data": { - "text/plain": [ - "(
,\n", - " )" - ] - }, - "execution_count": 21, - "metadata": {}, - "output_type": "execute_result" } ], "source": [ - "eye_states_interpolated = rec.eye_states.interpolate_events(rec.blinks)\n", - "eye_states_epochs = Epochs(eye_states_interpolated, event_times)\n", - "eye_states_epochs.plot(column_name=\"pupil diameter left [mm]\")" + "fig, ax = plt.subplots(figsize=(8, 6))\n", + "plot_marker_layout(marker_layout, ax=ax, show_marker_names=False, show=False)\n", + "ax.plot(\n", + " gaze_on_surface.data[\"gaze x [surface coord]\"],\n", + " gaze_on_surface.data[\"gaze y [surface coord]\"],\n", + " alpha=0.5,\n", + ")\n", + "\n", + "ax.scatter(\n", + " fixations_on_surface.data[\"fixation x [surface coord]\"],\n", + " fixations_on_surface.data[\"fixation y [surface coord]\"],\n", + " s=5,\n", + " c=\"black\",\n", + ")\n", + "\n", + "# Plot where the artworks were\n", + "# There were 1200 x 800 pixels in size, centered on the screen (2560 x 1440)\n", + "ax.plot(\n", + " [680, 1880, 1880, 680, 680],\n", + " [320, 320, 1120, 1120, 320],\n", + " color=\"black\",\n", + " label=\"Image outline\",\n", + ")\n", + "\n", + "ax.set_xlabel(\"Screen x coordinate\")\n", + "ax.set_ylabel(\"Screen y coordinate\")\n", + "\n", + "ax.set_xlim(0, 2560)\n", + "ax.set_ylim(0, 1440)\n", + "ax.invert_yaxis()\n", + "plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "To plot anything more meaningful, we need to actually manually manipulate data" + "## ArUco Markers" ] }, { "cell_type": "code", - "execution_count": 13, + "execution_count": 12, "metadata": {}, "outputs": [ { - "data": { - "text/plain": [ - "Index(['fixation id', 'end timestamp [ns]', 'duration [ms]', 'fixation x [px]',\n", - " 'fixation y [px]', 'azimuth [deg]', 'elevation [deg]',\n", - " 'gaze x [surface coord]', 'gaze y [surface coord]', 'epoch time'],\n", - " dtype='object')" - ] - }, - "execution_count": 13, - "metadata": {}, - "output_type": "execute_result" + "name": "stderr", + "output_type": "stream", + "text": [ + "Detecting markers: 99%|█████████▉| 1035/1044 [01:38<00:00, 10.54it/s]\n" + ] } ], "source": [ - "epochs = fixation_on_screen_epochs.epochs\n", - "data = epochs.data\n", - "data[0].columns" + "rec = dataset.recordings[1]\n", + "video = rec.scene_video\n", + "detected_markers = video.detect_markers(\"5x5_100\")" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 13, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ - "C:\\Users\\jan-gabriel.hartel\\AppData\\Local\\Temp\\ipykernel_28488\\3893021640.py:5: UserWarning: No data for colormapping provided via 'c'. Parameters 'cmap' will be ignored\n", - " plt.scatter(\n" + "Overlaying markers on video: 100%|██████████| 1044/1044 [00:25<00:00, 40.55it/s]\n" ] - }, - { - "data": { - "text/plain": [ - "(-600.0, 600.0)" - ] - }, - "execution_count": 24, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" } ], "source": [ - "for i, epoch in fixation_on_screen_epochs.epochs.iterrows():\n", - " data = epoch[\"data\"]\n", - "\n", - " # show x and y coordinates of all fixations as scatter plot\n", - " plt.scatter(\n", - " data[\"gaze x [surface coord]\"],\n", - " data[\"gaze y [surface coord]\"],\n", - " label=f\"Epoch {i}\",\n", - " alpha=0.5,\n", - " )\n", - "\n", - "# add the image outline to the polt (image has size of 1200x800, centered at 0, 0)\n", - "plt.plot(\n", - " [-600, 600, 600, -600, -600],\n", - " [-400, -400, 400, 400, -400],\n", - " color=\"red\",\n", - " label=\"Image outline\",\n", - ")\n", - "\n", - "plt.xlabel(\"X Coordinate (surface coord)\")\n", - "plt.ylabel(\"Y Coordinate (surface coord)\")\n", - "\n", - "plt.xlim(-800, 800)\n", - "plt.ylim(-600, 600)" + "video.overlay_detected_markers(\n", + " detected_markers,\n", + " show_video=True,\n", + ")" ] } ], @@ -665,7 +443,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.13.3" + "version": "3.13.11" } }, "nbformat": 4, diff --git a/source/tutorials/video.ipynb b/source/tutorials/video.ipynb index 6dc8f71..b735923 100644 --- a/source/tutorials/video.ipynb +++ b/source/tutorials/video.ipynb @@ -4,15 +4,15 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "# Scene video and scanpath mapping\n", + "# Scene Video and Scanpath Mapping\n", "\n", "In this tutorial, we will map gaze data from an eye-tracking recording to video frames, estimate a scanpath, and overlay the gaze fixations on the video. We will use the `pyneon` library to work with Neon eye-tracking recordings, which contain video and event data, including gaze information.\n", "\n", "---\n", "\n", - "## 1. Setup: Loading a Neon Recording\n", + "## Setup: Loading a Neon Recording\n", "\n", - "First, we load the Neon recording, which contains video and gaze data. Ensure that you have installed the required libraries such as `pyneon` and have the recording dataset available.\n" + "First, we load the Neon recording, which contains video and gaze data. Ensure that you have installed the required libraries such as `pyneon` and have the recording dataset available." ] }, { @@ -91,15 +91,15 @@ "source": [ "---\n", "\n", - "## 2. Mapping Gaze Data to Video Frames\n", + "## Mapping Gaze Data to Video Frames\n", "\n", "In Neon recordings, gaze events are not naturally synchronized with the video. To map gaze data to specific video frames, we can use the `map_gaze_to_video` method. This method requires the `pyneon.video` object for determination of video timestamps, the `pyneon.fixations` object to make use of PupilLabs fixation detection pipeline and the `pyneon.gaze` object for improved time resolution of gaze estimation.\n", "\n", - "By default, Neon reports fixations with a single coordinate. This is computed as average between all gaze coordinates over the interval dennoted as a fixation. However, this clashes with the funcional definition of a fixation as _tracking a fixed point in space_, used by Neon.\n", + "By default, Neon reports fixations with a single coordinate. This is computed as average between all gaze coordinates over the interval denoted as a fixation. However, this clashes with the functional definition of a fixation as _tracking a fixed point in space_, used by Neon.\n", "\n", - "Imagine looking at a fixed point, for example a street sign, while you are walking past it. Despite the movement of your body and the relative movement of the sign, the fixation will be stabilised. As such, taking an average gaze coordinate over the enntire duration will not correspond to the location of the sign, or the fixation, ar any given point in time. Feeding this point into an optical flow algorithm would, with high likelihood, lead to tracking anything but the sign.\n", + "Imagine looking at a fixed point, for example a street sign, while you are walking past it. Despite the movement of your body and the relative movement of the sign, the fixation will be stabilized. As such, taking an average gaze coordinate over the entire duration will not correspond to the location of the sign, or the fixation, at any given point in time. Feeding this point into an optical flow algorithm would, with high likelihood, lead to tracking anything but the sign.\n", "\n", - "Therefore, we use partial averages of gaze locations around the respective frame's timestamp. As the video is sampled at 30Hz while the gaze output nominally reaches 200Hz, we expect to take the average over 6 subsequent gaze points. This achieves a trade-off between recency of the reported gaze position at the given frame and error minimisation, by averaging over microsaccades around the actual fixation target as well as random errors." + "Therefore, we use partial averages of gaze locations around the respective frame's timestamp. As the video is sampled at 30Hz while the gaze output nominally reaches 200Hz, we expect to take the average over 6 subsequent gaze points. This achieves a trade-off between recency of the reported gaze position at the given frame and error minimization, by averaging over microsaccades around the actual fixation target as well as random errors." ] }, { diff --git a/tests/conftest.py b/tests/conftest.py index 5e1455a..0200ae1 100644 --- a/tests/conftest.py +++ b/tests/conftest.py @@ -1,55 +1,210 @@ +import re + import numpy as np import pandas as pd import pytest -from pyneon import Events, Recording, Stream +from pyneon import Events, Stream from pyneon.utils.variables import nominal_sampling_rates @pytest.fixture(scope="package") -def simple_streams(): - gaze_ts = np.arange(1e9, 5e9, 1e9 / 50) # 50 Hz - eye_states_ts = np.arange(2e9, 6e9, 1e9 / 100) # 100 Hz - imu_ts = np.arange(1e9, 4e9, 1e9 / 200) # 200 Hz - custom_ts = np.arange(0, 6e9, int(1e9 / 30)) # 30 Hz - gaze_df = pd.DataFrame( - np.random.rand(len(gaze_ts), 2), - index=gaze_ts, +def sim_gaze(): + ts = np.arange(1e9, 5e9, 1e9 / 50) # 50 Hz + ts = np.delete(ts, 2) # Remove one ts to make it non-uniformly sampled + df = pd.DataFrame( + np.random.rand(len(ts), 2), + index=ts, columns=["gaze x [px]", "gaze y [px]"], ) - eye_states_df = pd.DataFrame( - np.random.rand(len(eye_states_ts), 2), - index=eye_states_ts, - columns=["pupil diameter left [mm]", "pupil diameter right [mm]"], - ) - imu_df = pd.DataFrame( - np.random.rand(len(imu_ts), 2), - index=imu_ts, - columns=["gyro x [deg/s]", "gyro y [deg/s]"], - ) - custom_df = pd.DataFrame( - np.random.rand(len(custom_ts), 2), - index=custom_ts, - columns=["custom x", "custom y"], - ) - for df in [gaze_df, eye_states_df, imu_df, custom_df]: - df.index.name = "timestamp [ns]" + df.index.name = "timestamp [ns]" - gaze = Stream(gaze_df) + gaze = Stream(df) assert gaze.type == "gaze" assert gaze.sampling_freq_nominal == nominal_sampling_rates["gaze"] + return gaze - eye_states = Stream(eye_states_df) - assert eye_states.type == "eye_states" - assert eye_states.sampling_freq_nominal == nominal_sampling_rates["eye_states"] - imu = Stream(imu_df) +@pytest.fixture(scope="package") +def sim_imu(): + ts = np.arange(1e9, 4e9, 1e9 / 200) # 200 Hz + ts = np.delete(ts, 2) # Remove one ts to make it non-uniformly sampled + df = pd.DataFrame( + np.random.rand(len(ts), 2), + index=ts, + columns=["gyro x [deg/s]", "gyro y [deg/s]"], + ) + df.index.name = "timestamp [ns]" + + imu = Stream(df) assert imu.type == "imu" assert imu.sampling_freq_nominal == nominal_sampling_rates["imu"] + return imu + + +@pytest.fixture(scope="package") +def sim_eye_states(): + ts = np.arange(2e9, 6e9, 1e9 / 100) # 100 Hz + ts = np.delete(ts, 2) # Remove one ts to make it non-uniformly sampled + df = pd.DataFrame( + np.random.rand(len(ts), 2), + index=ts, + columns=["pupil diameter left [mm]", "pupil diameter right [mm]"], + ) + df.index.name = "timestamp [ns]" + + eye_states = Stream(df) + assert eye_states.type == "eye_states" + assert eye_states.sampling_freq_nominal == nominal_sampling_rates["eye_states"] + return eye_states + + +@pytest.fixture(scope="package") +def sim_custom_stream(): + ts = np.arange(0, 6e9, int(1e9 / 30)) # 30 Hz + df = pd.DataFrame( + np.random.rand(len(ts), 2), + index=ts, + columns=["custom x", "custom y"], + ) + df.index.name = "timestamp [ns]" with pytest.warns(UserWarning, match="Following columns not in known data types"): - custom = Stream(custom_df) + custom = Stream(df) assert custom.type == "custom" assert custom.sampling_freq_nominal is None + return custom + + +@pytest.fixture(scope="package") +def sim_blinks(): + blinks_start_ts = np.array([1e9, 3e9, 5e9, 8e9, 10e9]) + blinks_end_ts = blinks_start_ts + 100e6 # 100 ms blinks + blinks_end_ts[0] = blinks_start_ts[0] + 50e6 # first blink is 50 ms (abnormal) + blinks_end_ts[-1] = blinks_start_ts[-1] + 500e6 # last blink is 500 ms (abnormal) + blinks_df = pd.DataFrame( + { + "blink id": np.arange(len(blinks_start_ts)), + "start timestamp [ns]": blinks_start_ts, + "end timestamp [ns]": blinks_end_ts, + "duration [ms]": (blinks_end_ts - blinks_start_ts) / 1e6, + } + ) + + blinks = Events(blinks_df) + assert blinks.type == "blinks" + assert blinks.data.index.name == "blink id" + return blinks + + +@pytest.fixture(scope="package") +def sim_fixations(): + fixations_start_ts = np.array([0.5e9, 3e9, 7e9]) + fixations_end_ts = fixations_start_ts + 200e6 # 200 ms fixations + fixations_df = pd.DataFrame( + { + "fixation id": np.arange(len(fixations_start_ts)), + "start timestamp [ns]": fixations_start_ts, + "end timestamp [ns]": fixations_end_ts, + "duration [ms]": (fixations_end_ts - fixations_start_ts) / 1e6, + "fixation x [px]": np.random.rand(len(fixations_start_ts)), + "fixation y [px]": np.random.rand(len(fixations_start_ts)), + } + ) + + fixations = Events(fixations_df) + assert fixations.type == "fixations" + assert fixations.data.index.name == "fixation id" + return fixations + + +@pytest.fixture(scope="package") +def sim_saccades(): + saccades_start_ts = np.array([2.5e9, 5e9, 8e9]) + saccades_end_ts = saccades_start_ts + 50e6 # 50 ms saccades + saccades_df = pd.DataFrame( + { + "saccade id": np.arange(len(saccades_start_ts)), + "start timestamp [ns]": saccades_start_ts, + "end timestamp [ns]": saccades_end_ts, + "duration [ms]": (saccades_end_ts - saccades_start_ts) / 1e6, + "amplitude [px]": np.random.rand(len(saccades_start_ts)) * 100, + "amplitude [deg]": np.random.rand(len(saccades_start_ts)) * 10, + } + ) + + saccades = Events(saccades_df) + assert saccades.type == "saccades" + assert saccades.data.index.name == "saccade id" + return saccades + + +@pytest.fixture(scope="package") +def sim_events(): + events_ts = np.array([0, 4e9, 9e9, 10e9]) + events_names = [ + "recording.begin", + "stimulus_onset", + "stimulus_offset", + "recording.end", + ] + events_df = pd.DataFrame( + { + "timestamp [ns]": events_ts, + "name": events_names, + "type": "recording", + } + ) + + events = Events(events_df) + assert events.type == "events" + assert events.data.index.name == "event id" + with pytest.raises( + ValueError, match=re.escape("No `duration [ms]` column found in the instance.") + ): + _ = events.durations + with pytest.raises( + ValueError, + match=re.escape("No `end timestamp [ns]` column found in the instance."), + ): + _ = events.end_ts + return events + + +@pytest.fixture(scope="package") +def sim_custom_events(): + custom_ts = np.array([1.5e9, 4.5e9]) + custom_names = ["custom_event_1", "custom_event_2"] + custom_df = pd.DataFrame( + { + "timestamp [ns]": custom_ts, + "custom_name": custom_names, + } + ) - return Stream(gaze_df), Stream(eye_states_df), Stream(imu_df), custom + with pytest.warns(UserWarning, match="Following columns not in known data types"): + custom = Events(custom_df) + assert custom.type == "custom" + assert custom.data.index.name == "event id" + return custom + +if __name__ == "__main__": + ts = np.arange(1e9, 5e9, 1e9 / 50) # 50 Hz + ts = np.delete(ts, 2) # Remove one ts to make it non-uniformly sampled + df = pd.DataFrame( + np.random.rand(len(ts), 2), + index=ts, + columns=["gaze x [px]", "gaze y [px]"], + ) + df.index.name = "timestamp [ns]" + + gaze = Stream(df) + assert gaze.type == "gaze" + assert gaze.sampling_freq_nominal == nominal_sampling_rates["gaze"] + + step_size = int(1e9 / gaze.sampling_freq_nominal) + new_ts = np.arange(gaze.first_ts, gaze.last_ts, step_size, dtype=np.int64) + print(gaze.ts[0]) + print(new_ts[0]) + + gaze.interpolate() \ No newline at end of file diff --git a/tests/test_basic.py b/tests/test_basic.py index 153452c..221e9a9 100644 --- a/tests/test_basic.py +++ b/tests/test_basic.py @@ -8,7 +8,7 @@ def test_basic_import(): assert hasattr(pyneon, "__version__") -@pytest.mark.parametrize("dataset_name", ["boardView", "screenFlash"]) +@pytest.mark.parametrize("dataset_name", ["simple"]) def test_get_sample_data(dataset_name): sample_dir = get_sample_data(dataset_name) dataset = Dataset(sample_dir / "Timeseries Data + Scene Video") diff --git a/tests/test_events.py b/tests/test_events.py new file mode 100644 index 0000000..fc97625 --- /dev/null +++ b/tests/test_events.py @@ -0,0 +1,95 @@ +import re + +import numpy as np +import pytest + + +@pytest.mark.parametrize( + "by", + ["timestamp", "sample"], +) +def test_crop(sim_blinks, by): + ts0 = sim_blinks.start_ts + if by == "timestamp": + t0 = ts0.copy() + else: + t0 = np.arange(len(sim_blinks)) + tmax_index = len(t0) // 2 + ts_first_half = ts0[:tmax_index] + + sim_blinks_cropped = sim_blinks.crop(tmax=t0[tmax_index], by=by) + assert np.array_equal(sim_blinks_cropped.start_ts, ts_first_half) + + # If none of tmin and tmax is provided, should raise ValueError + with pytest.raises( + ValueError, match=re.escape("At least one of `tmin` or `tmax` must be provided") + ): + sim_blinks.crop(by=by) + + # If cropping after the end time, should find no data and raise ValueError + with pytest.raises(ValueError, match="No data found in the specified time range"): + sim_blinks.crop(tmin=t0[-1] + 1e9, by=by) + + +def test_filter_by_duration(sim_blinks): + # Check that blinks have expected durations before filtering (50 ms, 100 ms, 500 ms) + assert set(sim_blinks.durations) == {50, 100, 500} + n_blinks = len(sim_blinks) + + # Filter blinks with duration >= 100 ms + filtered_blinks = sim_blinks.filter_by_duration(dur_min=100) + assert 50 not in filtered_blinks.durations + assert 500 in filtered_blinks.durations + assert len(filtered_blinks) == n_blinks - 1 + + # Test inplace + blinks_copy = sim_blinks.copy() + result = blinks_copy.filter_by_duration(dur_min=100, inplace=True) + assert result is None + assert 50 not in blinks_copy.durations + assert len(blinks_copy) == n_blinks - 1 + + # Filter blinks with duration <= 400 ms + filtered_blinks = sim_blinks.filter_by_duration(dur_max=400) + assert 50 in filtered_blinks.durations + assert 500 not in filtered_blinks.durations + assert len(filtered_blinks) == n_blinks - 1 + + # Filter blinks with duration between 100 ms and 400 ms + filtered_blinks = sim_blinks.filter_by_duration(dur_min=100, dur_max=400) + assert 50 not in filtered_blinks.durations + assert 500 not in filtered_blinks.durations + assert len(filtered_blinks) == n_blinks - 2 + + +def test_filter_by_name(sim_events): + # Assert initial event names + expected_names = [ + "recording.begin", + "stimulus_onset", + "stimulus_offset", + "recording.end", + ] + assert all(name in expected_names for name in sim_events.data["name"]) + + # Filter events with name 'stimulus_onset' + filtered_events = sim_events.filter_by_name(names=["stimulus_onset"]) + assert all(name == "stimulus_onset" for name in filtered_events.data["name"]) + assert len(filtered_events) == 1 + + # Filter events with names 'stimulus_onset' and 'stimulus_offset' + filtered_events = sim_events.filter_by_name( + names=["stimulus_onset", "stimulus_offset"] + ) + assert all( + name in ["stimulus_onset", "stimulus_offset"] + for name in filtered_events.data["name"] + ) + assert len(filtered_events) == 2 + + # Test inplace + events_copy = sim_events.copy() + result = events_copy.filter_by_name(names=["stimulus_onset"], inplace=True) + assert result is None + assert all(name == "stimulus_onset" for name in events_copy.data["name"]) + assert len(events_copy) == 1 diff --git a/tests/test_interp_and_concat.py b/tests/test_interp_and_concat.py deleted file mode 100644 index 561eef9..0000000 --- a/tests/test_interp_and_concat.py +++ /dev/null @@ -1,64 +0,0 @@ -import numpy as np -import pytest - - -@pytest.mark.parametrize( - "float_kind", - [ - "linear", - "nearest", - "nearest-up", - "zero", - "slinear", - "quadratic", - "cubic", - "previous", - "next", - ], -) -def test_interp(simple_streams, float_kind): - gaze, _, _, custom = simple_streams - - # Before interpolation, the time differences should not match the nominal sampling period - assert not np.isclose(gaze.ts_diff.mean(), 1e9 / gaze.sampling_freq_nominal) - - # Default interpolation - new_gaze = gaze.interpolate(float_kind=float_kind) - - # After interpolation, the time differences should match the nominal sampling period - assert np.isclose(new_gaze.ts_diff.mean(), 1e9 / new_gaze.sampling_freq_nominal) - - # When inplace=True, the original stream should be modified and return None - gaze_copy = gaze.copy() - result = gaze_copy.interpolate(float_kind=float_kind, inplace=True) - assert result is None - assert np.isclose(gaze_copy.ts_diff.mean(), 1e9 / gaze_copy.sampling_freq_nominal) - - # Interpolate custom stream without new_ts should raise an ValueError - with pytest.raises(ValueError): - custom.interpolate(float_kind=float_kind) - - -def test_simple_concat(simple_streams): - gaze, eye_states, imu, custom = simple_streams - - # custom has a larger temporal range, so gaze.concat(custom) should not trigger any warning - concat = gaze.concat(custom) - assert np.array_equal(concat.ts, gaze.ts) - assert list(concat.columns) == gaze.columns.tolist() + custom.columns.tolist() - - # eye_states starts later than gaze, so gaze.concat(eye_states) should trigger a warning - with pytest.warns( - UserWarning, match="new_ts contains timestamps before the data start time" - ): - concat = gaze.concat(eye_states) - assert np.array_equal(concat.ts, gaze.ts) - assert list(concat.columns) == gaze.columns.tolist() + eye_states.columns.tolist() - - # imu ends earlier than gaze, so gaze.concat(imu) should trigger a warning - with pytest.warns( - UserWarning, match="new_ts contains timestamps after the data end time" - ): - concat = gaze.concat(imu) - assert np.array_equal(concat.ts, gaze.ts) - assert list(concat.columns) == gaze.columns.tolist() + imu.columns.tolist() diff --git a/tests/test_stream.py b/tests/test_stream.py new file mode 100644 index 0000000..7456eb7 --- /dev/null +++ b/tests/test_stream.py @@ -0,0 +1,101 @@ +import re + +import numpy as np +import pytest + + +@pytest.mark.parametrize( + "by", + ["timestamp", "time", "sample"], +) +def test_crop(sim_gaze, by): + ts0 = sim_gaze.ts + if by == "timestamp": + t0 = ts0.copy() + elif by == "time": + t0 = sim_gaze.times + else: + t0 = np.arange(len(sim_gaze)) + tmax_index = len(t0) // 2 + ts_first_half = ts0[:tmax_index] + + sim_gaze_cropped = sim_gaze.crop(tmax=t0[tmax_index], by=by) + assert np.array_equal(sim_gaze_cropped.ts, ts_first_half) + + # If none of tmin and tmax is provided, should raise ValueError + with pytest.raises( + ValueError, match=re.escape("At least one of `tmin` or `tmax` must be provided") + ): + sim_gaze.crop(by=by) + + # If cropping after the end time, should find no data and raise ValueError + with pytest.raises(ValueError, match="No data found in the specified time range"): + sim_gaze.crop(tmin=t0[-1] + 1e9, by=by) + + +@pytest.mark.parametrize( + "float_kind", + [ + "linear", + "nearest", + "nearest-up", + "zero", + "slinear", + "quadratic", + "cubic", + "previous", + "next", + ], +) +def test_interp(sim_gaze, sim_custom_stream, float_kind): + # Before interpolation, the time differences should not match the nominal sampling period + # and the stream should not be uniformly sampled + assert not np.isclose(sim_gaze.ts_diff.mean(), 1e9 / sim_gaze.sampling_freq_nominal) + assert not sim_gaze.is_uniformly_sampled + + # Default interpolation + new_gaze = sim_gaze.interpolate(float_kind=float_kind) + + # After interpolation, the time differences should match the nominal sampling period + assert np.isclose(new_gaze.ts_diff.mean(), 1e9 / new_gaze.sampling_freq_nominal) + assert new_gaze.is_uniformly_sampled + + # When inplace=True, the original stream should be modified and return None + gaze_copy = sim_gaze.copy() + result = gaze_copy.interpolate(float_kind=float_kind, inplace=True) + assert result is None + assert np.isclose(gaze_copy.ts_diff.mean(), 1e9 / gaze_copy.sampling_freq_nominal) + assert gaze_copy.is_uniformly_sampled + + # Interpolate custom stream without new_ts should raise an ValueError + with pytest.raises(ValueError): + sim_custom_stream.interpolate(float_kind=float_kind) + + +def test_simple_concat(sim_gaze, sim_eye_states, sim_imu, sim_custom_stream): + # custom has a larger temporal range, so gaze.concat(custom) should not trigger any warning + concat = sim_gaze.concat(sim_custom_stream) + assert np.array_equal(concat.ts, sim_gaze.ts) + assert ( + list(concat.columns) + == sim_gaze.columns.tolist() + sim_custom_stream.columns.tolist() + ) + + # eye_states starts later than gaze, so gaze.concat(eye_states) should trigger a warning + with pytest.warns( + UserWarning, match="requested timestamps are outside the data time range" + ): + concat = sim_gaze.concat(sim_eye_states) + assert np.array_equal(concat.ts, sim_gaze.ts) + assert ( + list(concat.columns) + == sim_gaze.columns.tolist() + sim_eye_states.columns.tolist() + ) + + # imu ends earlier than gaze, so gaze.concat(imu) should trigger a warning + with pytest.warns( + UserWarning, match="requested timestamps are outside the data time range" + ): + concat = sim_gaze.concat(sim_imu) + assert np.array_equal(concat.ts, sim_gaze.ts) + assert list(concat.columns) == sim_gaze.columns.tolist() + sim_imu.columns.tolist()