diff --git a/.env.example b/.env.example
deleted file mode 100644
index 51874a61..00000000
--- a/.env.example
+++ /dev/null
@@ -1,2 +0,0 @@
-# Optional keys
-FRED_API_KEY=your_fred_api_key # You need to request this from FRED if you want to use it
diff --git a/aieng-forecasting/aieng/forecasting/evaluation/__init__.py b/aieng-forecasting/aieng/forecasting/evaluation/__init__.py
index 63a03c80..1114b95b 100644
--- a/aieng-forecasting/aieng/forecasting/evaluation/__init__.py
+++ b/aieng-forecasting/aieng/forecasting/evaluation/__init__.py
@@ -20,6 +20,7 @@
compute_rps,
multi_backtest,
)
+from aieng.forecasting.evaluation.compare import ComparisonResult, compare_multi, compare_results
from aieng.forecasting.evaluation.describe import describe_spec, describe_task
from aieng.forecasting.evaluation.eval import (
EvalBudgetExceededError,
@@ -47,6 +48,7 @@
"BacktestSpec",
"BinaryForecast",
"CategoricalForecast",
+ "ComparisonResult",
"ContinuousForecast",
"EvalBudgetExceededError",
"EvalResult",
@@ -62,6 +64,8 @@
"backtest",
"cached_backtest",
"cached_multi_backtest",
+ "compare_multi",
+ "compare_results",
"compute_brier_score",
"compute_rps",
"describe_spec",
diff --git a/aieng-forecasting/aieng/forecasting/evaluation/compare.py b/aieng-forecasting/aieng/forecasting/evaluation/compare.py
new file mode 100644
index 00000000..39073ead
--- /dev/null
+++ b/aieng-forecasting/aieng/forecasting/evaluation/compare.py
@@ -0,0 +1,204 @@
+"""Diebold-Mariano forecast comparison for BacktestResult / EvalResult pairs.
+
+Wraps ``macroforecast.tests.dm_test`` (the ``comparison`` optional extra) so
+two predictors evaluated against the same :class:`~aieng.forecasting.evaluation.task.ForecastingTask`
+can be statistically compared on their per-origin CRPS/Brier/RPS loss series,
+rather than only by eyeballing ``mean_score``.
+
+The Diebold-Mariano statistic itself is metric-agnostic — it just tests
+whether two paired loss series have equal expected value — so this module
+works for continuous, binary, and categorical tasks alike, as long as both
+results were scored with the same metric.
+"""
+
+from __future__ import annotations
+
+import logging
+from typing import Any
+
+from aieng.forecasting.evaluation.backtest import BacktestResult, ScoreMetric
+from aieng.forecasting.evaluation.eval import EvalResult
+from aieng.forecasting.evaluation.task import ForecastingTask
+from pydantic import BaseModel, Field
+
+
+#: A single-task, single-run scored result — the common shape shared by
+#: BacktestResult and EvalResult (predictions, scores, metric, predictor_id).
+ScoredResult = BacktestResult | EvalResult
+
+_log = logging.getLogger(__name__)
+
+
+def _task_for(result: ScoredResult) -> ForecastingTask:
+ """Return the task backing a result. Field name differs: spec vs eval_spec."""
+ return result.spec.task if isinstance(result, BacktestResult) else result.eval_spec.task
+
+
+class ComparisonResult(BaseModel):
+ """Outcome of a Diebold-Mariano comparison between two scored results.
+
+ Parameters
+ ----------
+ predictor_a_id, predictor_b_id : str
+ Identifiers of the two predictors being compared.
+ metric : {"crps", "brier", "rps"}
+ The scoring rule both results were evaluated with.
+ n_common : int
+ Number of aligned ``(as_of, forecast_date)`` pairs the test was run on.
+ statistic : float or None
+ The Diebold-Mariano test statistic. ``None`` (rare) if macroforecast
+ could not compute one.
+ p_value : float or None
+ Two-sided (or as configured) p-value for the null of equal predictive
+ accuracy. ``None`` when the test is degenerate — most commonly because
+ the two loss series are (numerically) identical, so their differential
+ has zero variance and the test statistic is undefined. This happens
+ legitimately when comparing near-duplicate predictors; it is not an
+ error.
+ metadata : dict[str, Any]
+ Passthrough of ``macroforecast``'s ``TestResult.metadata`` (e.g.
+ ``statistic_type``, ``hln_correction``, ``variance_estimator``).
+ """
+
+ predictor_a_id: str
+ predictor_b_id: str
+ metric: ScoreMetric
+ n_common: int = Field(description="Number of aligned (as_of, forecast_date) pairs used.")
+ statistic: float | None
+ p_value: float | None
+ metadata: dict[str, Any] = Field(
+ default_factory=dict, description="Passthrough of macroforecast's TestResult.metadata."
+ )
+
+
+def compare_results(
+ result_a: ScoredResult,
+ result_b: ScoredResult,
+ *,
+ horizon: int | None = None,
+ **dm_kwargs: Any,
+) -> ComparisonResult:
+ """Run a Diebold-Mariano test between two BacktestResult/EvalResult on the same task.
+
+ Aligns the two results' per-origin scores on ``(as_of, forecast_date)``
+ rather than list position or ``forecast_date`` alone: ``run_eval_loop``
+ (shared by :func:`~aieng.forecasting.evaluation.backtest.backtest` and
+ :func:`~aieng.forecasting.evaluation.eval.evaluate`) skips origins
+ independently per predictor, so the two ``scores`` lists are not
+ guaranteed to line up; and for multi-horizon tasks, ``forecast_date`` alone
+ is not a safe join key since two different ``(as_of, horizon)`` pairs can
+ land on the same date.
+
+ Both results' ``scores`` are already proper-scoring-rule losses (CRPS,
+ Brier, or RPS — lower is better), so they are passed to
+ :func:`macroforecast.tests.dm_test` with ``input_type="loss"``.
+
+ Parameters
+ ----------
+ result_a, result_b : BacktestResult | EvalResult
+ Results to compare. Must share ``metric`` and target the same task
+ (checked via the first prediction's ``task_id``).
+ horizon : int or None
+ Forecast horizon passed to ``dm_test`` for its HAC/HLN variance
+ correction. Defaults to ``result_a``'s task ``.horizon`` (the max
+ horizon) when omitted.
+ **dm_kwargs : Any
+ Forwarded to :func:`macroforecast.tests.dm_test` (e.g.
+ ``small_sample``, ``alternative``, ``hac_lags``).
+
+ Returns
+ -------
+ ComparisonResult
+ The DM statistic, p-value, and comparison metadata.
+
+ Raises
+ ------
+ ValueError
+ If ``result_a`` and ``result_b`` have different ``metric`` values,
+ target different tasks, or have no overlapping
+ ``(as_of, forecast_date)`` pairs to compare.
+ """
+ if result_a.metric != result_b.metric:
+ raise ValueError(
+ f"Cannot DM-compare results scored with different metrics: {result_a.metric!r} vs {result_b.metric!r}."
+ )
+ task_id_a = result_a.predictions[0].task_id
+ task_id_b = result_b.predictions[0].task_id
+ if task_id_a != task_id_b:
+ raise ValueError(f"Cannot DM-compare results for different tasks: {task_id_a!r} vs {task_id_b!r}.")
+
+ by_key_a = {(p.as_of, p.forecast_date): s for p, s in zip(result_a.predictions, result_a.scores, strict=True)}
+ by_key_b = {(p.as_of, p.forecast_date): s for p, s in zip(result_b.predictions, result_b.scores, strict=True)}
+ common = sorted(set(by_key_a) & set(by_key_b))
+ if not common:
+ raise ValueError(
+ f"No overlapping (as_of, forecast_date) pairs between '{result_a.predictor_id}' "
+ f"and '{result_b.predictor_id}' for task '{task_id_a}'."
+ )
+ loss_a = [by_key_a[key] for key in common]
+ loss_b = [by_key_b[key] for key in common]
+ resolved_horizon = horizon if horizon is not None else _task_for(result_a).horizon
+
+ # Lazy import: the `comparison` optional dependency need not be installed
+ # to import this module (only to actually run a comparison).
+ from macroforecast.tests import dm_test # noqa: PLC0415
+
+ dm = dm_test(loss_a, loss_b, horizon=resolved_horizon, input_type="loss", **dm_kwargs)
+
+ return ComparisonResult(
+ predictor_a_id=result_a.predictor_id,
+ predictor_b_id=result_b.predictor_id,
+ metric=result_a.metric,
+ n_common=len(common),
+ statistic=None if dm.statistic is None else float(dm.statistic),
+ p_value=None if dm.p_value is None else float(dm.p_value),
+ metadata=dict(dm.metadata),
+ )
+
+
+def compare_multi(
+ results_a: dict[str, ScoredResult],
+ results_b: dict[str, ScoredResult],
+ *,
+ horizon: int | None = None,
+ **dm_kwargs: Any,
+) -> dict[str, ComparisonResult]:
+ """DM-compare two multi-target result dicts task by task.
+
+ Intended for the ``dict[task_id, BacktestResult]`` / ``dict[task_id,
+ EvalResult]`` output of
+ :func:`~aieng.forecasting.evaluation.backtest.multi_backtest` and
+ :func:`~aieng.forecasting.evaluation.eval.multi_evaluate`.
+
+ Tasks present in only one of the two dicts are logged at ``WARNING`` and
+ omitted, and a task that fails inside :func:`compare_results` (e.g. no
+ overlapping origins) is likewise logged and omitted rather than aborting
+ the whole batch — matching the resilience style of
+ :func:`~aieng.forecasting.evaluation.artifacts.cached_multi_backtest`.
+
+ Parameters
+ ----------
+ results_a, results_b : dict[str, BacktestResult | EvalResult]
+ Per-task results for two predictors, keyed by ``task_id``.
+ horizon : int or None
+ Forwarded to :func:`compare_results` for every task.
+ **dm_kwargs : Any
+ Forwarded to :func:`compare_results` (and in turn to ``dm_test``).
+
+ Returns
+ -------
+ dict[str, ComparisonResult]
+ Keyed by ``task_id``, one entry per successfully compared shared task.
+ """
+ shared = sorted(set(results_a) & set(results_b))
+ only_one_side = (set(results_a) - set(results_b)) | (set(results_b) - set(results_a))
+ for task_id in sorted(only_one_side):
+ _log.warning("Task '%s' present in only one result set — skipping DM comparison.", task_id)
+
+ out: dict[str, ComparisonResult] = {}
+ for task_id in shared:
+ try:
+ out[task_id] = compare_results(results_a[task_id], results_b[task_id], horizon=horizon, **dm_kwargs)
+ except ValueError as exc:
+ _log.warning("DM comparison failed for task '%s' — skipping: %s", task_id, exc)
+ return out
diff --git a/aieng-forecasting/pyproject.toml b/aieng-forecasting/pyproject.toml
index 11c07640..f6e95a08 100644
--- a/aieng-forecasting/pyproject.toml
+++ b/aieng-forecasting/pyproject.toml
@@ -40,6 +40,9 @@ numerical = [
"lightgbm>=4.6.0",
"statsforecast>=2.0.1",
]
+comparison = [
+ "macroforecast>=0.9.5",
+]
[dependency-groups]
dev = [
diff --git a/aieng-forecasting/tests/aieng/forecasting/evaluation/test_compare.py b/aieng-forecasting/tests/aieng/forecasting/evaluation/test_compare.py
new file mode 100644
index 00000000..927f9ce4
--- /dev/null
+++ b/aieng-forecasting/tests/aieng/forecasting/evaluation/test_compare.py
@@ -0,0 +1,272 @@
+"""Tests for the Diebold-Mariano comparison helpers in ``compare.py``."""
+
+import math
+from datetime import datetime
+from unittest.mock import MagicMock
+
+import pandas as pd
+import pytest
+
+
+pytest.importorskip("macroforecast")
+
+from aieng.forecasting.data.context import ForecastContext # noqa: E402
+from aieng.forecasting.data.models import SeriesMetadata # noqa: E402
+from aieng.forecasting.data.service import DataService # noqa: E402
+from aieng.forecasting.evaluation.backtest import ( # noqa: E402
+ BacktestResult,
+ BacktestSpec,
+ MultiTargetBacktestSpec,
+ backtest,
+ multi_backtest,
+)
+from aieng.forecasting.evaluation.compare import ComparisonResult, compare_multi, compare_results # noqa: E402
+from aieng.forecasting.evaluation.eval import EvalResult, EvalSpec, evaluate # noqa: E402
+from aieng.forecasting.evaluation.prediction import ( # noqa: E402
+ STANDARD_QUANTILES,
+ ContinuousForecast,
+ Prediction,
+)
+from aieng.forecasting.evaluation.predictor import Predictor # noqa: E402
+from aieng.forecasting.evaluation.task import ForecastingTask # noqa: E402
+
+
+# ---------------------------------------------------------------------------
+# Fixtures and helpers
+# ---------------------------------------------------------------------------
+
+
+def _make_task(task_id: str = "test_task", series_id: str = "test_series", horizon: int = 12) -> ForecastingTask:
+ return ForecastingTask(
+ task_id=task_id,
+ target_series_id=series_id,
+ horizons=[horizon],
+ frequency="MS",
+ description="Test task",
+ )
+
+
+def _make_backtest_spec(
+ task: ForecastingTask | None = None,
+ start: str = "2005-01-01",
+ end: str = "2020-01-01",
+ stride: int = 3,
+ warmup: int = 24,
+) -> BacktestSpec:
+ return BacktestSpec(
+ task=task or _make_task(),
+ start=datetime.fromisoformat(start),
+ end=datetime.fromisoformat(end),
+ stride=stride,
+ warmup=warmup,
+ )
+
+
+def _make_eval_spec(
+ task: ForecastingTask | None = None,
+ start: str = "2005-01-01",
+ end: str = "2020-01-01",
+ stride: int = 3,
+ warmup: int = 24,
+) -> EvalSpec:
+ return EvalSpec(
+ spec_id="test_eval",
+ task=task or _make_task(),
+ start=datetime.fromisoformat(start),
+ end=datetime.fromisoformat(end),
+ stride=stride,
+ warmup=warmup,
+ )
+
+
+def _build_data_service(*series_ids: str, series_start: str = "2000-01-01", series_end: str = "2026-01-01") -> DataService:
+ """Build a DataService with one synthetic, linearly increasing monthly series per id."""
+ dates = pd.date_range(start=series_start, end=series_end, freq="MS")
+ svc = DataService()
+ for series_id in series_ids or ("test_series",):
+ df = pd.DataFrame({"timestamp": dates, "value": range(len(dates))})
+ adapter = MagicMock()
+ adapter.fetch.return_value = df
+ meta = SeriesMetadata(
+ series_id=series_id,
+ description="Synthetic test series",
+ source="test",
+ units="units",
+ frequency="MS",
+ )
+ svc.register(series_id, adapter, meta)
+ return svc
+
+
+class ConstantPredictor(Predictor):
+ """Test predictor that always returns a constant forecast, with a caller-set id."""
+
+ def __init__(self, value: float = 100.0, predictor_id: str = "constant") -> None:
+ """Store the constant point forecast value and predictor id."""
+ self._value = value
+ self._predictor_id = predictor_id
+
+ @property
+ def predictor_id(self) -> str:
+ """Caller-assigned id, so two instances can be told apart in a comparison."""
+ return self._predictor_id
+
+ def predict(self, task: ForecastingTask, context: ForecastContext) -> list[Prediction]:
+ """Emit one constant prediction per requested horizon step."""
+ offset = pd.tseries.frequencies.to_offset(task.frequency)
+ point = self._value
+ return [
+ Prediction(
+ predictor_id=self.predictor_id,
+ task_id=task.task_id,
+ issued_at=datetime(2024, 1, 1),
+ as_of=context.as_of,
+ forecast_date=(pd.Timestamp(context.as_of) + offset * h).to_pydatetime(),
+ payload=ContinuousForecast(
+ point_forecast=point,
+ quantiles={q: point + (q - 0.5) * 5 for q in STANDARD_QUANTILES},
+ ),
+ )
+ for h in task.horizons
+ ]
+
+
+def _make_single_prediction_result(
+ *,
+ predictor_id: str,
+ task_id: str,
+ metric: str,
+ score: float,
+) -> BacktestResult:
+ """Build a minimal, directly-constructed BacktestResult for validation-only tests."""
+ prediction = Prediction(
+ predictor_id=predictor_id,
+ task_id=task_id,
+ issued_at=datetime(2024, 1, 1),
+ as_of=datetime(2020, 1, 1),
+ forecast_date=datetime(2021, 1, 1),
+ payload=ContinuousForecast(point_forecast=100.0, quantiles={0.5: 100.0}),
+ )
+ return BacktestResult(
+ spec=_make_backtest_spec(task=_make_task(task_id=task_id)),
+ predictor_id=predictor_id,
+ predictions=[prediction],
+ scores=[score],
+ metric=metric,
+ mean_score=score,
+ ran_at=datetime(2024, 1, 1),
+ )
+
+
+# ---------------------------------------------------------------------------
+# compare_results()
+# ---------------------------------------------------------------------------
+
+
+class TestCompareResults:
+ """Tests for ``compare_results`` against real BacktestResult/EvalResult output."""
+
+ def test_backtest_vs_backtest_returns_comparison(self) -> None:
+ """Two differently-valued predictors on the same spec produce a ComparisonResult."""
+ svc = _build_data_service()
+ spec = _make_backtest_spec()
+ result_a = backtest(ConstantPredictor(100.0, "low"), spec, svc)
+ result_b = backtest(ConstantPredictor(300.0, "high"), spec, svc)
+
+ comparison = compare_results(result_a, result_b)
+
+ assert isinstance(comparison, ComparisonResult)
+ assert comparison.predictor_a_id == "low"
+ assert comparison.predictor_b_id == "high"
+ assert comparison.metric == "crps"
+ assert comparison.n_common == len(result_a.scores) == len(result_b.scores)
+ assert comparison.n_common > 0
+ assert comparison.p_value == comparison.p_value # not NaN
+ assert 0.0 <= comparison.p_value <= 1.0
+
+ def test_eval_vs_eval_returns_comparison(self) -> None:
+ """EvalResult inputs work identically to BacktestResult inputs."""
+ svc = _build_data_service()
+ spec = _make_eval_spec()
+ result_a = evaluate(ConstantPredictor(100.0, "low"), spec, svc)
+ result_b = evaluate(ConstantPredictor(300.0, "high"), spec, svc)
+
+ comparison = compare_results(result_a, result_b)
+
+ assert isinstance(comparison, ComparisonResult)
+ assert comparison.n_common == len(result_a.scores) == len(result_b.scores)
+
+ def test_identical_predictors_give_degenerate_result(self) -> None:
+ """Two predictors with identical (zero-variance) loss series yield an undefined p-value.
+
+ The DM statistic's denominator is the variance of the loss differential;
+ when the two loss series are byte-for-byte identical that variance is
+ zero, so macroforecast reports p_value=None rather than a spurious
+ number. This must not raise — ComparisonResult.p_value is Optional for
+ exactly this reason.
+ """
+ svc = _build_data_service()
+ spec = _make_backtest_spec()
+ result_a = backtest(ConstantPredictor(100.0, "a"), spec, svc)
+ result_b = backtest(ConstantPredictor(100.0, "b"), spec, svc)
+
+ comparison = compare_results(result_a, result_b)
+
+ assert comparison.p_value is None
+ assert comparison.statistic is None or comparison.statistic == 0.0 or math.isnan(comparison.statistic)
+
+ def test_mismatched_metric_raises(self) -> None:
+ """Comparing results scored with different metrics fails loudly."""
+ result_a = _make_single_prediction_result(predictor_id="a", task_id="t", metric="crps", score=1.0)
+ result_b = _make_single_prediction_result(predictor_id="b", task_id="t", metric="brier", score=0.2)
+
+ with pytest.raises(ValueError, match="different metrics"):
+ compare_results(result_a, result_b)
+
+ def test_mismatched_task_raises(self) -> None:
+ """Comparing results for different tasks fails loudly."""
+ result_a = _make_single_prediction_result(predictor_id="a", task_id="task_one", metric="crps", score=1.0)
+ result_b = _make_single_prediction_result(predictor_id="b", task_id="task_two", metric="crps", score=1.0)
+
+ with pytest.raises(ValueError, match="different tasks"):
+ compare_results(result_a, result_b)
+
+ def test_no_overlap_raises(self) -> None:
+ """Disjoint backtest windows for the same task have nothing to compare."""
+ svc = _build_data_service()
+ spec_early = _make_backtest_spec(start="2005-01-01", end="2008-01-01", stride=3, warmup=0)
+ spec_late = _make_backtest_spec(start="2015-01-01", end="2018-01-01", stride=3, warmup=0)
+ result_a = backtest(ConstantPredictor(100.0, "a"), spec_early, svc)
+ result_b = backtest(ConstantPredictor(100.0, "b"), spec_late, svc)
+
+ with pytest.raises(ValueError, match="No overlapping"):
+ compare_results(result_a, result_b)
+
+
+# ---------------------------------------------------------------------------
+# compare_multi()
+# ---------------------------------------------------------------------------
+
+
+class TestCompareMulti:
+ """Tests for ``compare_multi`` over multi_backtest() output."""
+
+ def test_compares_shared_tasks_and_skips_unmatched(self) -> None:
+ """Only task ids present on both sides are compared; the rest are skipped, not raised."""
+ svc = _build_data_service("s_a", "s_b")
+ spec = MultiTargetBacktestSpec(
+ spec_id="mt_bt",
+ tasks=[_make_task("a", "s_a"), _make_task("b", "s_b")],
+ start=datetime(2005, 1, 1),
+ end=datetime(2020, 1, 1),
+ stride=3,
+ warmup=24,
+ )
+ results_a = multi_backtest(ConstantPredictor(100.0, "low"), spec, svc)
+ results_b = multi_backtest(ConstantPredictor(300.0, "high"), spec, svc)
+ del results_b["b"] # simulate task "b" missing on one side
+
+ comparisons = compare_multi(results_a, results_b)
+
+ assert set(comparisons.keys()) == {"a"}
+ assert isinstance(comparisons["a"], ComparisonResult)
diff --git a/implementations/BAA10Y_forecasting/00_RagPrototype.ipynb b/implementations/BAA10Y_forecasting/00_RagPrototype.ipynb
new file mode 100644
index 00000000..54ba1253
--- /dev/null
+++ b/implementations/BAA10Y_forecasting/00_RagPrototype.ipynb
@@ -0,0 +1,9663 @@
+{
+ "cells": [
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "3_AMgsqVfjJ2"
+ },
+ "source": [
+ "In order to run this NB (=notebook), one needs to have a HuggingFace account and Token (say: \"nimportequel\"). Put the following into file .env \"HF_TOKEN=nimportequel\" (without quotation mark) just as people define FRED_API_KEY. Then one also needs to set JupyterServer to our project .venv. Below is a brief description:\n",
+ "Click the kernel name in the top-right of the notebook.\n",
+ "It’s the only clickable item on the right side of the toolbar.\n",
+ "\n",
+ "A dialog will appear:\n",
+ "“Select Kernel”\n",
+ "\n",
+ "Choose:\n",
+ "“Select Another Kernel…”\n",
+ "\n",
+ "Choose:\n",
+ "“Python Environment…” \n",
+ "or\n",
+ "“Enter interpreter path…”\n",
+ "\n",
+ "Choose \"+Create Python Environment\"\n",
+ "\n",
+ "Choose \"Enter Interpreter Path ... Browse and Select a Python interpreter from anywhere\" \n",
+ "(in my coder workspace, this item is the last option being listed)\n",
+ "Paste your full interpreter path:\n",
+ "\n",
+ "/home/coder/agentic-forecasting-c1-bmo-one/implementations/BAA10Y_forecasting/.venv/bin/python\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "collapsed": true,
+ "id": "636f09e2",
+ "outputId": "be85a077-11cf-4f16-f96d-bcbc0d44fcf7"
+ },
+ "outputs": [],
+ "source": [
+ "#%pip install langchain langchain-community langchain-huggingface sentence-transformers pypdf rank_bm25"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "4yL7nbpAgEtK"
+ },
+ "source": [
+ "Run the following to see if access to HF is OK."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 1,
+ "metadata": {
+ "cellView": "form",
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "7aff7458",
+ "outputId": "7cb84e13-ac89-4019-a5c3-8e7db85a65cb"
+ },
+ "outputs": [
+ {
+ "name": "stderr",
+ "output_type": "stream",
+ "text": [
+ "/home/coder/agentic-forecasting-c1-bmo-one/implementations/BAA10Y_forecasting/.venv/lib/python3.12/site-packages/tqdm/auto.py:21: TqdmWarning: IProgress not found. Please update jupyter and ipywidgets. See https://ipywidgets.readthedocs.io/en/stable/user_install.html\n",
+ " from .autonotebook import tqdm as notebook_tqdm\n",
+ "Note: Environment variable`HF_TOKEN` is set and is the current active token independently from the token you've just configured.\n"
+ ]
+ },
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "Successfully logged in to Hugging Face.\n"
+ ]
+ }
+ ],
+ "source": [
+ "# @title\n",
+ "from dotenv import load_dotenv\n",
+ "import os\n",
+ "from huggingface_hub import notebook_login, login\n",
+ "#from google.colab import userdata\n",
+ "\n",
+ "try:\n",
+ " #hf_token = userdata.get('HF_TOKEN')\n",
+ " load_dotenv() # walks up from cwd to find the nearest .env\n",
+ " hf_token = os.environ.get(\"HF_TOKEN\")\n",
+ " login(token=hf_token)\n",
+ " print(\"Successfully logged in to Hugging Face.\")\n",
+ "except Exception as e:\n",
+ " print(f\"Error logging in to Hugging Face: {e}\")\n",
+ " print(\"Please ensure you have added your Hugging Face token to Colab Secrets as 'HF_TOKEN'.\")"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "LcVWy8Y_gVUN"
+ },
+ "source": [
+ "For the moment, ensure that only \"intfloat/e5-base\" is selected."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 2,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "f3fb7592",
+ "outputId": "1c15426c-b8c0-487f-d5f5-155b784e0de1"
+ },
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "Embedding model selected: intfloat/e5-base\n",
+ "Model kwargs: {}\n"
+ ]
+ }
+ ],
+ "source": [
+ "# @title Configure Embedding Model\n",
+ "EMBEDDING_MODEL_NAME = \"intfloat/e5-base\" # @param [\"intfloat/e5-base\", \"FinanceMTEB/fin-e5-base\", \"all-MiniLM-L6-v2\"]\n",
+ "MODEL_KWARGS = {} # @param {type:\"raw\"}\n",
+ "E5_MODEL_NAMES = {\"intfloat/e5-base\", \"FinanceMTEB/fin-e5-base\"}\n",
+ "\n",
+ "#Do NOT use in bootcamp because of potential license issue\n",
+ "# If using FinanceMTEB/fin-e5-base, it might require trust_remote_code=True\n",
+ "if EMBEDDING_MODEL_NAME == \"FinanceMTEB/fin-e5-base\":\n",
+ " MODEL_KWARGS = {'trust_remote_code': True}\n",
+ "\n",
+ "print(f\"Embedding model selected: {EMBEDDING_MODEL_NAME}\")\n",
+ "print(f\"Model kwargs: {MODEL_KWARGS}\")"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 3,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "#v001\n",
+ "from langchain_huggingface import HuggingFaceEmbeddings\n",
+ "from typing import List\n",
+ "\n",
+ "class E5Embeddings(HuggingFaceEmbeddings):\n",
+ " \"\"\"HuggingFaceEmbeddings + E5's required 'query: '/'passage: ' prefixes.\n",
+ "\n",
+ " E5-family models (intfloat/e5-*, FinanceMTEB/fin-e5-*) are trained with\n",
+ " these prefixes; omitting them degrades retrieval. Only use this wrapper\n",
+ " for E5-family models — all-MiniLM-L6-v2 was not trained with this\n",
+ " convention and should be embedded unprefixed.\n",
+ " \"\"\"\n",
+ "\n",
+ " def embed_documents(self, texts: List[str]) -> List[List[float]]:\n",
+ " return super().embed_documents([f\"passage: {t}\" for t in texts])\n",
+ "\n",
+ " def embed_query(self, text: str) -> List[float]:\n",
+ " return super().embed_query(f\"query: {text}\")"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "collapsed": true,
+ "id": "f0d48811",
+ "outputId": "4ad79b53-430e-4f6c-da45-329b01e90c9e"
+ },
+ "outputs": [],
+ "source": [
+ "#%pip install chromadb"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "id": "2APCwzjIhHri"
+ },
+ "source": [
+ "Use the immediately following RAG to create vector store because it uses an advanced embedding model pretrained for financial sector. That model is under MIT and may require authentication (from HuggingFace). Note that one might need to adjust \"data_dir\" to point to the right location holding raw unstructured data and \"persist_directory\" to save the generated vectorDB files."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 4,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/",
+ "height": 907,
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+ ]
+ },
+ "id": "a296cc99",
+ "outputId": "acaab241-0576-44dc-a078-9d5d3689a95b"
+ },
+ "outputs": [
+ {
+ "name": "stderr",
+ "output_type": "stream",
+ "text": [
+ "/tmp/ipykernel_6928/1568176166.py:13: DeprecationWarning: `langchain-community` is being sunset and is no longer actively maintained. See https://github.com/langchain-ai/langchain-community/issues/674 for details and migration guidance toward standalone integration packages.\n",
+ " from langchain_community.document_loaders import PyPDFLoader, Docx2txtLoader, UnstructuredPowerPointLoader\n"
+ ]
+ },
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "Removing existing Chroma DB at ./chroma_db_big due to potential database corruption or dimension mismatch.\n",
+ "Processing 2 files...\n",
+ "Produced 12 semantic chunks across 2 documents.\n"
+ ]
+ },
+ {
+ "name": "stderr",
+ "output_type": "stream",
+ "text": [
+ "Loading weights: 100%|██████████| 199/199 [00:00<00:00, 3511.68it/s]\n"
+ ]
+ },
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "ChromaDB PersistentClient successfully created at ./chroma_db_big.\n",
+ "Successfully indexed 12 chunks and saved to ./chroma_db_big.\n"
+ ]
+ }
+ ],
+ "source": [
+ "# 1. Force upgrade to modern library structures\n",
+ "#%pip install -q --upgrade langchain langchain-community langchain-huggingface langchain-text-splitters chromadb langchain-chroma openai-whisper unstructured python-pptx docx2txt pycd ..pdf\n",
+ "\n",
+ "import os\n",
+ "import re\n",
+ "import shutil # Import shutil for directory removal\n",
+ "import whisper\n",
+ "import chromadb # Explicitly import chromadb for client creation\n",
+ "import datetime # Import datetime for date parsing\n",
+ "from collections import defaultdict\n",
+ "from typing import List\n",
+ "from langchain_core.documents import Document\n",
+ "from langchain_community.document_loaders import PyPDFLoader, Docx2txtLoader, UnstructuredPowerPointLoader\n",
+ "from langchain_huggingface import HuggingFaceEmbeddings\n",
+ "from langchain_community.vectorstores import Chroma\n",
+ "\n",
+ "# Updated path to /content/gdrive\n",
+ "persist_directory = './chroma_db_big'\n",
+ "\n",
+ "# Remove the existing Chroma DB directory to clear old embeddings if dimensions mismatch\n",
+ "if os.path.exists(persist_directory):\n",
+ " print(f\"Removing existing Chroma DB at {persist_directory} due to potential database corruption or dimension mismatch.\")\n",
+ " shutil.rmtree(persist_directory)\n",
+ "\n",
+ "os.makedirs(persist_directory, exist_ok=True)\n",
+ "\n",
+ "def extract_date_from_filename(filename):\n",
+ " match = re.search(r'(\\d{8})', filename)\n",
+ " # If YYYYMMDD is found, append '0000' for HHMM, otherwise None\n",
+ " return int(f\"{match.group(1)}0000\") if match else None\n",
+ "\n",
+ "# New function to extract date and time from document content\n",
+ "def extract_datetime_from_content(text):\n",
+ " # Pattern 1: \"As adopted effective January 24, 2012\" -> YYYYMMDD0000\n",
+ " match_adopted = re.search(r\"As adopted effective (January|February|March|April|May|June|July|August|September|October|November|December)\\s+(\\d{1,2}),\\s+(\\d{4})\", text)\n",
+ " if match_adopted:\n",
+ " month_name, day, year = match_adopted.groups()\n",
+ " month_num = datetime.datetime.strptime(month_name, '%B').month\n",
+ " return int(f\"{year}{month_num:02d}{int(day):02d}0000\")\n",
+ "\n",
+ " # Pattern 2: \"For release at 2 p.m. EST January 27, 2021\" -> YYYYMMDDHHMM\n",
+ " # Handles various timezones (EST, EDT, CST, CDT, MST, MDT, PST, PDT)\n",
+ " match_release = re.search(r\"For release at (\\d{1,2})\\s*(a\\.m\\.|p\\.m\\.)\\s*(EST|EDT|CST|CDT|MST|MDT|PST|PDT)?\\s*(January|February|March|April|May|June|July|August|September|October|November|December)\\s+(\\d{1,2}),\\s+(\\d{4})\", text, re.IGNORECASE)\n",
+ " if match_release:\n",
+ " hour_str, ampm, _, month_name, day, year = match_release.groups()\n",
+ " hour = int(hour_str)\n",
+ " if ampm.lower() == 'p.m.' and hour != 12:\n",
+ " hour += 12\n",
+ " elif ampm.lower() == 'a.m.' and hour == 12: # 12 a.m. is midnight\n",
+ " hour = 0\n",
+ " month_num = datetime.datetime.strptime(month_name, '%B').month\n",
+ " # Minutes are not captured, assume 00\n",
+ " return int(f\"{year}{month_num:02d}{int(day):02d}{hour:02d}00\")\n",
+ "\n",
+ " return None\n",
+ "\n",
+ "def load_audio(file_path):\n",
+ " model = whisper.load_model(\"base\")\n",
+ " result = model.transcribe(file_path)\n",
+ " return [Document(page_content=result[\"text\"], metadata={\"source\": file_path})]\n",
+ "\n",
+ "# ---------------------------------------------------------------------------\n",
+ "# Semantic chunking: section headers -> whole paragraph/bullet blocks -> pack\n",
+ "# ---------------------------------------------------------------------------\n",
+ "# Replaces fixed-length RecursiveCharacterTextSplitter slicing. Guarantees:\n",
+ "# 1. A chunk never spans two different named sections.\n",
+ "# 2. A chunk is built from whole blocks (paragraphs, or a whole contiguous\n",
+ "# bullet list) -- never split mid-sentence or mid-bullet-list.\n",
+ "# 3. Blocks are packed greedily into paragraph GROUPS up to max_chars,\n",
+ "# rather than emitting one chunk per paragraph.\n",
+ "\n",
+ "SECTION_HEADERS = [\n",
+ " \"Financial Conditions\",\n",
+ " \"Credit Markets\",\n",
+ " \"Monetary Policy\",\n",
+ " \"Liquidity and Market Functioning\",\n",
+ " \"Risks to the Outlook\",\n",
+ "]\n",
+ "_HEADER_PATTERN = re.compile(r\"(?m)^(\" + \"|\".join(re.escape(h) for h in SECTION_HEADERS) + r\")\\s*$\")\n",
+ "_BULLET_PREFIXES = (\"•\", \"- \", \"o \", \"* \")\n",
+ "\n",
+ "\n",
+ "def _split_into_blocks(text: str) -> List[str]:\n",
+ " \"\"\"Paragraphs as atomic blocks; a run of consecutive bullet lines stays one block.\"\"\"\n",
+ " raw_blocks = re.split(r\"\\n\\s*\\n\", text.strip())\n",
+ " blocks, buffer = [], \"\"\n",
+ " for raw in raw_blocks:\n",
+ " raw = raw.strip()\n",
+ " if not raw:\n",
+ " continue\n",
+ " is_bullet = raw.lstrip().startswith(_BULLET_PREFIXES)\n",
+ " if is_bullet and buffer.lstrip().startswith(_BULLET_PREFIXES):\n",
+ " buffer += \"\\n\" + raw # same bullet list continuing -- merge, don't split\n",
+ " else:\n",
+ " if buffer:\n",
+ " blocks.append(buffer)\n",
+ " buffer = raw\n",
+ " if buffer:\n",
+ " blocks.append(buffer)\n",
+ " return blocks\n",
+ "\n",
+ "\n",
+ "def _split_sentence_safe(block: str, max_chars: int) -> List[str]:\n",
+ " \"\"\"Fallback ONLY for a single block that alone exceeds max_chars. Naive regex --\n",
+ " flag long blocks for manual review rather than trusting this on abbreviation-heavy\n",
+ " Fed prose (e.g. 'U.S.'); nltk/spacy sentence tokenizers are sturdier if this matters.\"\"\"\n",
+ " sentences = re.split(r\"(?<=[.!?])\\s+(?=[A-Z])\", block)\n",
+ " chunks, current = [], \"\"\n",
+ " for sent in sentences:\n",
+ " if current and len(current) + len(sent) + 1 > max_chars:\n",
+ " chunks.append(current)\n",
+ " current = sent\n",
+ " else:\n",
+ " current = f\"{current} {sent}\".strip()\n",
+ " if current:\n",
+ " chunks.append(current)\n",
+ " return chunks\n",
+ "\n",
+ "\n",
+ "def semantic_chunk_document(text: str, max_chars: int = 1200) -> List[dict]:\n",
+ " \"\"\"Section-header split -> whole-block packing -> sentence-safe fallback for oversized blocks.\"\"\"\n",
+ " matches = list(_HEADER_PATTERN.finditer(text))\n",
+ " if not matches:\n",
+ " sections = [(\"unlabeled\", text)] # e.g. FOMC statements have none of these headers\n",
+ " else:\n",
+ " sections = []\n",
+ " if matches[0].start() > 0:\n",
+ " sections.append((\"preamble\", text[: matches[0].start()]))\n",
+ " for i, m in enumerate(matches):\n",
+ " end = matches[i + 1].start() if i + 1 < len(matches) else len(text)\n",
+ " sections.append((m.group(1), text[m.end():end]))\n",
+ "\n",
+ " results: List[dict] = []\n",
+ " for section_name, section_text in sections:\n",
+ " current = \"\"\n",
+ " for block in _split_into_blocks(section_text):\n",
+ " if len(block) > max_chars:\n",
+ " if current:\n",
+ " results.append({\"section\": section_name, \"text\": current})\n",
+ " current = \"\"\n",
+ " results.extend({\"section\": section_name, \"text\": p} for p in _split_sentence_safe(block, max_chars))\n",
+ " continue\n",
+ " if current and len(current) + len(block) + 2 > max_chars:\n",
+ " results.append({\"section\": section_name, \"text\": current})\n",
+ " current = block\n",
+ " else:\n",
+ " current = f\"{current}\\n\\n{block}\".strip()\n",
+ " if current:\n",
+ " results.append({\"section\": section_name, \"text\": current})\n",
+ " return results\n",
+ "\n",
+ "raw_docs = []\n",
+ "data_dir = './unstructured_data' #need to adjust/customize the directory for the raw files location\n",
+ "supported_exts = ('.pdf', '.docx', '.pptx', '.mp3', '.wav')\n",
+ "files = [f for f in os.listdir(data_dir) if f.lower().endswith(supported_exts)]\n",
+ "print(f\"Processing {len(files)} files...\")\n",
+ "\n",
+ "for file in files:\n",
+ " file_path = os.path.join(data_dir, file)\n",
+ " filename_date_val = extract_date_from_filename(file) # Existing filename-based date as fallback\n",
+ "\n",
+ " try:\n",
+ " file_docs = []\n",
+ " extracted_content_date = None\n",
+ "\n",
+ " if file.lower().endswith('.pdf'):\n",
+ " file_docs = PyPDFLoader(file_path).load()\n",
+ " # Attempt to extract date from the first page's content for PDFs\n",
+ " if file_docs and file_docs[0].page_content:\n",
+ " extracted_content_date = extract_datetime_from_content(file_docs[0].page_content)\n",
+ " elif file.lower().endswith('.docx'):\n",
+ " file_docs = Docx2txtLoader(file_path).load()\n",
+ " elif file.lower().endswith('.pptx'):\n",
+ " file_docs = UnstructuredPowerPointLoader(file_path).load()\n",
+ " elif file.lower().endswith(('.mp3', '.wav')):\n",
+ " file_docs = load_audio(file_path)\n",
+ "\n",
+ " for d in file_docs:\n",
+ " # Prioritize content-extracted date, fall back to filename date if not found\n",
+ " if extracted_content_date is not None:\n",
+ " d.metadata['file_date'] = extracted_content_date\n",
+ " elif filename_date_val is not None:\n",
+ " d.metadata['file_date'] = filename_date_val\n",
+ " else:\n",
+ " d.metadata['file_date'] = None # No date found from either source\n",
+ "\n",
+ " d.metadata['source_file'] = file\n",
+ " raw_docs.extend(file_docs)\n",
+ " except Exception as e:\n",
+ " print(f\"Error processing {file}: {e}\")\n",
+ "\n",
+ "if raw_docs:\n",
+ " # Semantic chunking (section headers -> paragraph/bullet groups -> sentence-safe\n",
+ " # fallback) replaces fixed-length slicing. raw_docs is one Document per PDF PAGE\n",
+ " # (PyPDFLoader) -- merge pages per source file first so a section spanning a page\n",
+ " # break, or a bullet list split across pages, isn't cut there.\n",
+ " pages_by_file = defaultdict(list)\n",
+ " for d in raw_docs:\n",
+ " pages_by_file[d.metadata[\"source_file\"]].append(d)\n",
+ "\n",
+ " splits: List[Document] = []\n",
+ " for source_file, pages in pages_by_file.items():\n",
+ " full_text = \"\\n\\n\".join(p.page_content for p in pages)\n",
+ " file_meta = {\"file_date\": pages[0].metadata.get(\"file_date\"), \"source_file\": source_file}\n",
+ " for chunk in semantic_chunk_document(full_text, max_chars=1200):\n",
+ " splits.append(Document(page_content=chunk[\"text\"], metadata={**file_meta, \"section\": chunk[\"section\"]}))\n",
+ "\n",
+ " print(f\"Produced {len(splits)} semantic chunks across {len(pages_by_file)} documents.\")\n",
+ "\n",
+ " #embeddings = HuggingFaceEmbeddings(model_name=EMBEDDING_MODEL_NAME, model_kwargs=MODEL_KWARGS) # Using configured model\n",
+ " #20260808\n",
+ " if EMBEDDING_MODEL_NAME in E5_MODEL_NAMES:\n",
+ " embeddings = E5Embeddings(model_name=EMBEDDING_MODEL_NAME, model_kwargs=MODEL_KWARGS)\n",
+ " else:\n",
+ " embeddings = HuggingFaceEmbeddings(model_name=EMBEDDING_MODEL_NAME, model_kwargs=MODEL_KWARGS)\n",
+ "\n",
+ " # Explicitly create the ChromaDB client\n",
+ " try:\n",
+ " client = chromadb.PersistentClient(path=persist_directory)\n",
+ " print(f\"ChromaDB PersistentClient successfully created at {persist_directory}.\")\n",
+ " except Exception as e:\n",
+ " print(f\"Error creating ChromaDB PersistentClient: {e}\")\n",
+ " print(\"This often indicates a deeper issue with ChromaDB's installation or interaction with the file system.\")\n",
+ " raise # Re-raise the exception to stop execution if client cannot be initialized\n",
+ "\n",
+ " vectorstore = Chroma.from_documents(\n",
+ " documents=splits,\n",
+ " embedding=embeddings,\n",
+ " client=client, # Pass the explicit client instance\n",
+ " collection_name=\"my_rag_collection_e5_base\" # Explicitly name the collection for a fresh start\n",
+ " )\n",
+ " print(f\"Successfully indexed {len(splits)} chunks and saved to {persist_directory}.\")\n",
+ "else:\n",
+ " print(\"No documents found to index.\")"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 1,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "/home/coder/agentic-forecasting-c1-bmo-one/implementations/BAA10Y_forecasting/.venv/bin/python\n",
+ "Name: openai-whisper\n",
+ "Version: 20250625\n",
+ "Location: /home/coder/agentic-forecasting-c1-bmo-one/implementations/BAA10Y_forecasting/.venv/lib/python3.12/site-packages\n",
+ "Requires: more-itertools, numba, numpy, tiktoken, torch, tqdm, triton\n",
+ "Required-by:\n"
+ ]
+ }
+ ],
+ "source": [
+ "#Diagnostic\n",
+ "import sys\n",
+ "print(sys.executable)\n",
+ "\n",
+ "!uv pip show openai-whisper\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 5,
+ "metadata": {
+ "id": "4970b54e"
+ },
+ "outputs": [],
+ "source": [
+ "def normalize_date_filter_value(date_val, is_before):\n",
+ " \"\"\"\n",
+ " Normalizes a date filter value to YYYYMMDDHHMM format.\n",
+ " If date_val is YYYYMMDD, it becomes YYYYMMDD0000 (start of day) or YYYYMMDD2359 (end of day).\n",
+ " If date_val is YYYYMMDDHHMM, it's used as is.\n",
+ " \"\"\"\n",
+ " if date_val is None:\n",
+ " return None\n",
+ " date_str = str(date_val)\n",
+ " if len(date_str) == 8: # YYYYMMDD format\n",
+ " if is_before:\n",
+ " return int(date_str + \"2359\") # End of day for upper bound\n",
+ " else:\n",
+ " return int(date_str + \"0000\") # Beginning of day for lower bound\n",
+ " elif len(date_str) == 12: # YYYYMMDDHHMM format\n",
+ " return int(date_str)\n",
+ " return None # Invalid format\n",
+ "\n",
+ "def query_rag_with_date_filter(query, date_before=None, date_after=None, threshold=0.4):\n",
+ " \"\"\"\n",
+ " Query Chroma with optional date restrictions.\n",
+ " Example: date_before=20260312, date_after=20250101\n",
+ " \"\"\"\n",
+ " search_kwargs = {\"k\": 3}\n",
+ " filters = []\n",
+ "\n",
+ " normalized_date_after = normalize_date_filter_value(date_after, is_before=False)\n",
+ " normalized_date_before = normalize_date_filter_value(date_before, is_before=True)\n",
+ "\n",
+ " if normalized_date_after:\n",
+ " filters.append({\"file_date\": {\"$gte\": normalized_date_after}})\n",
+ " if normalized_date_before:\n",
+ " filters.append({\"file_date\": {\"$lte\": normalized_date_before}})\n",
+ "\n",
+ " if filters:\n",
+ " if len(filters) == 1:\n",
+ " search_kwargs[\"filter\"] = filters[0]\n",
+ " else:\n",
+ " search_kwargs[\"filter\"] = {\"$and\": filters}\n",
+ "\n",
+ " print(f\"[DEBUG] Query: '{query}'\")\n",
+ " print(f\"[DEBUG] Search arguments for ChromaDB: {search_kwargs}\")\n",
+ "\n",
+ " # Get results with relevance scores (0 to 1 range)\n",
+ " results = vectorstore.similarity_search_with_relevance_scores(query, **search_kwargs)\n",
+ "\n",
+ " print(f\"[DEBUG] Raw results from vectorstore: {results}\")\n",
+ "\n",
+ " if not results:\n",
+ " return [], 0.0, True\n",
+ "\n",
+ " avg_score = sum(score for doc, score in results) / len(results)\n",
+ " needs_web_search = avg_score < threshold\n",
+ "\n",
+ " print(f\"Confidence: {avg_score:.4f} | Needs Web Search: {needs_web_search}\")\n",
+ " for doc, score in results:\n",
+ " print(f\"- [Date: {doc.metadata.get('file_date')}] {doc.metadata.get('source_file')}\")\n",
+ "\n",
+ " return results, avg_score, needs_web_search\n",
+ "\n",
+ "# Example Demo:\n",
+ "# results, conf, search = query_rag_with_date_filter(\"inflation outlook\", date_before=20260312)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 6,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "ARwU4OoUyj3X",
+ "outputId": "691329e5-b884-427f-f0b4-c0839a724879"
+ },
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "BM25 Document DB initialized.\n",
+ "[DEBUG] Query: 'holdings of Treasury securities'\n",
+ "[DEBUG] Search arguments for ChromaDB: {'k': 3, 'filter': {'file_date': {'$lte': 202509180001}}}\n",
+ "[DEBUG] Raw results from vectorstore: [(Document(metadata={'source_file': 'monetary20250917a1.pdf', 'file_date': 202509170000, 'section': 'unlabeled'}, page_content='Redeem Treasury coupon securities up to this \\nmonthly cap and Treasury bills to the extent that coupon principal payments are \\nless than the monthly cap. \\no Reinvest the amount of principal payments from the Federal Reserve\\'s holdings of \\nagency debt and agency mortgage-backed securities (MBS) received in each \\ncalendar month that exceeds a cap of $35 billion per month into Treasury \\nsecurities to roughly match the maturity composition of Treasury securities \\noutstanding. \\no Allow modest deviations from stated amounts for reinvestments, if needed for \\noperational reasons.\"'), 0.7610264417125636), (Document(metadata={'section': 'unlabeled', 'file_date': 202509170000, 'source_file': 'monetary20250917a1.pdf'}, page_content='Recent indicators suggest that growth of economic activity moderated in the first half of \\nthe year. Job gains have slowed, and the unemployment rate has edged up but remains low. Inflation has moved up and remains somewhat elevated. The Committee seeks to achieve maximum employment and inflation at the rate of \\n2 percent over the longer run. Uncertainty about the economic outlook remains elevated. The \\nCommittee is attentive to the risks to both sides of its dual mandate and judges that downside \\nrisks to employment have risen. In support of its goals and in light of the shift in the balance of risks, the Committee \\ndecided to lower the target range for the federal funds rate by 1/4 percentage point to 4 to \\n4-1/4 percent. In considering additional adjustments to the target range for the federal funds rate, \\nthe Committee will carefully assess incoming data, the evolving outlook, and the balance of \\nrisks. The Committee will continue reducing its holdings of Treasury securities and agency debt \\nand agency mortgage‑backed securities. The Committee is strongly committed to supporting \\nmaximum employment and returning inflation to its 2 percent objective.'), 0.6811431805797739), (Document(metadata={'source_file': 'monetary20250917a1.pdf', 'file_date': 202509170000, 'section': 'unlabeled'}, page_content='Decisions Regarding Monetary Policy Implementation \\nThe Federal Reserve has made the following decisions to implement the monetary policy stance \\nannounced by the Federal Open Market Committee in its statement on September 17, 2025: \\n• The Board of Governors of the Federal Reserve System voted to lower the interest rate paid \\non reserve balances to 4.15 percent, effective September 18, 2025. \\n• As part of its policy decision, the Federal Open Market Committee voted to direct the Open \\nMarket Desk at the Federal Reserve Bank of New York, until instructed otherwise, to \\nexecute transactions in the System Open Market Account in accordance with the following \\ndomestic policy directive: \\n\"Effective September 18, 2025, the Federal Open Market Committee directs the Desk to: \\no Undertake open market operations as necessary to maintain the federal funds rate \\nin a target range of 4 to 4-1/4 percent. \\no Conduct standing overnight repurchase agreement operations with a minimum bid \\nrate of 4.25 percent and with an aggregate operation limit of $500 billion. \\no Conduct standing overnight reverse repurchase agreement operations at an \\noffering rate of 4 percent and with a per-counterparty limit of $160 billion per \\nday. \\no Roll over at auction the amount of principal payments from the Federal Reserve\\'s \\nholdings of Treasury securities maturing in each calendar month that exceeds a \\ncap of $5 billion per month.'), 0.6768074289063368)]\n",
+ "Confidence: 0.7063 | Needs Web Search: False\n",
+ "- [Date: 202509170000] monetary20250917a1.pdf\n",
+ "- [Date: 202509170000] monetary20250917a1.pdf\n",
+ "- [Date: 202509170000] monetary20250917a1.pdf\n",
+ "[DEBUG] Raw results from vectorstore: [(Document(metadata={'source_file': 'monetary20250917a1.pdf', 'file_date': 202509170000, 'section': 'unlabeled'}, page_content='Redeem Treasury coupon securities up to this \\nmonthly cap and Treasury bills to the extent that coupon principal payments are \\nless than the monthly cap. \\no Reinvest the amount of principal payments from the Federal Reserve\\'s holdings of \\nagency debt and agency mortgage-backed securities (MBS) received in each \\ncalendar month that exceeds a cap of $35 billion per month into Treasury \\nsecurities to roughly match the maturity composition of Treasury securities \\noutstanding. \\no Allow modest deviations from stated amounts for reinvestments, if needed for \\noperational reasons.\"'), 0.7610264417125636), (Document(metadata={'section': 'unlabeled', 'file_date': 202509170000, 'source_file': 'monetary20250917a1.pdf'}, page_content='Recent indicators suggest that growth of economic activity moderated in the first half of \\nthe year. Job gains have slowed, and the unemployment rate has edged up but remains low. Inflation has moved up and remains somewhat elevated. The Committee seeks to achieve maximum employment and inflation at the rate of \\n2 percent over the longer run. Uncertainty about the economic outlook remains elevated. The \\nCommittee is attentive to the risks to both sides of its dual mandate and judges that downside \\nrisks to employment have risen. In support of its goals and in light of the shift in the balance of risks, the Committee \\ndecided to lower the target range for the federal funds rate by 1/4 percentage point to 4 to \\n4-1/4 percent. In considering additional adjustments to the target range for the federal funds rate, \\nthe Committee will carefully assess incoming data, the evolving outlook, and the balance of \\nrisks. The Committee will continue reducing its holdings of Treasury securities and agency debt \\nand agency mortgage‑backed securities. The Committee is strongly committed to supporting \\nmaximum employment and returning inflation to its 2 percent objective.'), 0.6811431805797739), (Document(metadata={'source_file': 'monetary20250917a1.pdf', 'file_date': 202509170000, 'section': 'unlabeled'}, page_content='Decisions Regarding Monetary Policy Implementation \\nThe Federal Reserve has made the following decisions to implement the monetary policy stance \\nannounced by the Federal Open Market Committee in its statement on September 17, 2025: \\n• The Board of Governors of the Federal Reserve System voted to lower the interest rate paid \\non reserve balances to 4.15 percent, effective September 18, 2025. \\n• As part of its policy decision, the Federal Open Market Committee voted to direct the Open \\nMarket Desk at the Federal Reserve Bank of New York, until instructed otherwise, to \\nexecute transactions in the System Open Market Account in accordance with the following \\ndomestic policy directive: \\n\"Effective September 18, 2025, the Federal Open Market Committee directs the Desk to: \\no Undertake open market operations as necessary to maintain the federal funds rate \\nin a target range of 4 to 4-1/4 percent. \\no Conduct standing overnight repurchase agreement operations with a minimum bid \\nrate of 4.25 percent and with an aggregate operation limit of $500 billion. \\no Conduct standing overnight reverse repurchase agreement operations at an \\noffering rate of 4 percent and with a per-counterparty limit of $160 billion per \\nday. \\no Roll over at auction the amount of principal payments from the Federal Reserve\\'s \\nholdings of Treasury securities maturing in each calendar month that exceeds a \\ncap of $5 billion per month.'), 0.6768074289063368)]\n",
+ "\n",
+ "[+] Local confidence is sufficient.\n"
+ ]
+ }
+ ],
+ "source": [
+ "from langchain_community.retrievers import BM25Retriever\n",
+ "\n",
+ "# Initialize BM25 on the same splits used for Chroma\n",
+ "bm25_retriever = BM25Retriever.from_documents(splits)\n",
+ "bm25_retriever.k = 3\n",
+ "\n",
+ "print(\"BM25 Document DB initialized.\")\n",
+ "\n",
+ "# Example usage of the date-filtered search:\n",
+ "# This will find documents strictly before \n",
+ "query_text = \"holdings of Treasury securities\"\n",
+ "#\"target range for the federal funds rate\"\n",
+ "target_date = 202509180001\n",
+ "\n",
+ "results, confidence, needs_search = query_rag_with_date_filter(query_text, date_before=target_date, date_after=None)\n",
+ "\n",
+ "print(f\"[DEBUG] Raw results from vectorstore: {results}\")\n",
+ "if needs_search:\n",
+ " print(\"\\n[!] Local confidence is low. Recommendation: Search Google/Web for more info.\")\n",
+ "else:\n",
+ " print(\"\\n[+] Local confidence is sufficient.\")"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 7,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "77388dbf",
+ "outputId": "317ec7e6-b415-4b86-c542-4190fd7bd562"
+ },
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "Successfully connected to Chroma. Found 12 chunks.\n",
+ "Hybrid Retrieval (BM25 + Chroma) is now fully ACTIVE.\n"
+ ]
+ }
+ ],
+ "source": [
+ "# @title\n",
+ "#%pip install -q -U langchain-chroma langchain-community langchain-core rank_bm25 langchain-huggingface\n",
+ "#build both VectorDB search and document search with BM25.\n",
+ "import os\n",
+ "from langchain_chroma import Chroma\n",
+ "from langchain_huggingface import HuggingFaceEmbeddings\n",
+ "from langchain_community.retrievers import BM25Retriever\n",
+ "from langchain_core.retrievers import BaseRetriever\n",
+ "from typing import List\n",
+ "from langchain_core.documents import Document\n",
+ "\n",
+ "# Fallback implementation if EnsembleRetriever cannot be imported\n",
+ "try:\n",
+ " from langchain_community.retrievers import EnsembleRetriever\n",
+ "except (ImportError, ModuleNotFoundError):\n",
+ " class EnsembleRetriever(BaseRetriever):\n",
+ " retrievers: List[BaseRetriever]\n",
+ " weights: List[float]\n",
+ " def _get_relevant_documents(self, query: str, **kwargs) -> List[Document]:\n",
+ " all_docs = []\n",
+ " for retriever in self.retrievers:\n",
+ " all_docs.extend(retriever.get_relevant_documents(query))\n",
+ " return all_docs[:5]\n",
+ "\n",
+ "if 'embeddings' not in locals():\n",
+ " embeddings = HuggingFaceEmbeddings(model_name=EMBEDDING_MODEL_NAME, model_kwargs=MODEL_KWARGS)\n",
+ "\n",
+ "persist_directory = './chroma_db_big'\n",
+ "\n",
+ "try:\n",
+ " vectorstore = Chroma(\n",
+ " persist_directory=persist_directory,\n",
+ " embedding_function=embeddings,\n",
+ " collection_name=\"my_rag_collection_e5_base\" # Added collection name\n",
+ " )\n",
+ " count = vectorstore._collection.count()\n",
+ " print(f\"Successfully connected to Chroma. Found {count} chunks.\")\n",
+ "except Exception as e:\n",
+ " print(f\"Error connecting to database: {e}\")\n",
+ "\n",
+ "if 'vectorstore' in locals():\n",
+ " chroma_retriever = vectorstore.as_retriever(search_kwargs={'k': 3})\n",
+ "\n",
+ " if 'splits' in locals() and splits:\n",
+ " bm25_retriever = BM25Retriever.from_documents(splits)\n",
+ " bm25_retriever.k = 3\n",
+ " ensemble_retriever = EnsembleRetriever(retrievers=[bm25_retriever, chroma_retriever], weights=[0.5, 0.5])\n",
+ " print(\"Hybrid Retrieval (BM25 + Chroma) is now fully ACTIVE.\")\n",
+ " else:\n",
+ " ensemble_retriever = chroma_retriever\n",
+ " print(\"Chroma Vector Search is ACTIVE. (BM25 requires 'splits' in memory)\")"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 8,
+ "metadata": {
+ "cellView": "form",
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "0b63c19d",
+ "outputId": "8710cf00-6d2c-465e-a578-3d115e1e6750"
+ },
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "Hybrid EnsembleRetriever initialized successfully.\n"
+ ]
+ }
+ ],
+ "source": [
+ "\n",
+ "# @title\n",
+ "from langchain_community.retrievers import BM25Retriever\n",
+ "\n",
+ "# Robust import for EnsembleRetriever\n",
+ "try:\n",
+ " from langchain.retrievers import EnsembleRetriever\n",
+ "except ImportError:\n",
+ " try:\n",
+ " from langchain_community.retrievers.ensemble import EnsembleRetriever\n",
+ " except ImportError:\n",
+ " # Simple implementation if the class is completely unavailable in the installed version\n",
+ " class EnsembleRetriever:\n",
+ " def __init__(self, retrievers, weights):\n",
+ " self.retrievers = retrievers\n",
+ " self.weights = weights\n",
+ " def invoke(self, query):\n",
+ " return self.retrievers[0].invoke(query)\n",
+ "\n",
+ "# Initialize Retrievers\n",
+ "chroma_retriever = vectorstore.as_retriever(search_kwargs={'k': 3})\n",
+ "bm25_retriever = BM25Retriever.from_documents(splits)\n",
+ "bm25_retriever.k = 3\n",
+ "\n",
+ "# Create Hybrid Ensemble Retriever\n",
+ "ensemble_retriever = EnsembleRetriever(\n",
+ " retrievers=[bm25_retriever, chroma_retriever],\n",
+ " weights=[0.5, 0.5]\n",
+ ")\n",
+ "\n",
+ "print(\"Hybrid EnsembleRetriever initialized successfully.\")"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 9,
+ "metadata": {
+ "id": "b75dd440"
+ },
+ "outputs": [],
+ "source": [
+ "def normalize_date_filter_value(date_val, is_before):\n",
+ " \"\"\"\n",
+ " Normalizes a date filter value to YYYYMMDDHHMM format.\n",
+ " If date_val is YYYYMMDD, it becomes YYYYMMDD0000 (start of day) or YYYYMMDD2359 (end of day).\n",
+ " If date_val is YYYYMMDDHHMM, it's used as is.\n",
+ " \"\"\"\n",
+ " if date_val is None:\n",
+ " return None\n",
+ " date_str = str(date_val)\n",
+ " if len(date_str) == 8: # YYYYMMDD format\n",
+ " if is_before:\n",
+ " return int(date_str + \"2359\") # End of day for upper bound\n",
+ " else:\n",
+ " return int(date_str + \"0000\") # Beginning of day for lower bound\n",
+ " elif len(date_str) == 12: # YYYYMMDDHHMM format\n",
+ " return int(date_str)\n",
+ " return None # Invalid format\n",
+ "\n",
+ "def query_hybrid_rag(query, date_before=None, date_after=None, threshold=0.4):\n",
+ " \"\"\"\n",
+ " Queries the Hybrid Ensemble Retriever and calculates confidence.\n",
+ " \"\"\"\n",
+ " # Note: EnsembleRetriever typically returns documents without scores by default.\n",
+ " # To provide the confidence metric you requested, we use the base Chroma retriever\n",
+ " # for the score while using the ensemble for the document set.\n",
+ " search_kwargs = {\"k\": 3}\n",
+ " filters = []\n",
+ "\n",
+ " normalized_date_after = normalize_date_filter_value(date_after, is_before=False)\n",
+ " normalized_date_before = normalize_date_filter_value(date_before, is_before=True)\n",
+ "\n",
+ " if normalized_date_after:\n",
+ " filters.append({\"file_date\": {\"$gte\": normalized_date_after}})\n",
+ " if normalized_date_before:\n",
+ " filters.append({\"file_date\": {\"$lte\": normalized_date_before}})\n",
+ "\n",
+ " if filters:\n",
+ " if len(filters) == 1:\n",
+ " search_kwargs[\"filter\"] = filters[0]\n",
+ " else:\n",
+ " search_kwargs[\"filter\"] = {\"$and\": filters}\n",
+ "\n",
+ " # Get ensemble results\n",
+ " docs = ensemble_retriever.invoke(query)\n",
+ "\n",
+ " # Get scores specifically from Chroma for the confidence metric\n",
+ " results_with_scores = vectorstore.similarity_search_with_relevance_scores(query, **search_kwargs)\n",
+ "\n",
+ " avg_score = sum(score for doc, score in results_with_scores) / len(results_with_scores) if results_with_scores else 0.0\n",
+ " needs_web_search = avg_score < threshold\n",
+ "\n",
+ " print(f\"Hybrid Query: {query}\")\n",
+ " print(f\"Confidence Score: {avg_score:.4f}\")\n",
+ " print(f\"Action: {'TRIGGER WEB SEARCH' if needs_web_search else 'LOCAL DATA SUFFICIENT'}\")\n",
+ "\n",
+ " return docs, avg_score, needs_web_search\n",
+ "\n",
+ "# Example usage:\n",
+ "# docs, conf, search = query_hybrid_rag(\"inflation trends\", date_before=20260101, date_after=20250101)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 10,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "iOeipKrUM9Zf",
+ "outputId": "cb768336-771a-49bd-c966-ead9b3328941"
+ },
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "Hybrid Query: Increase the System Open Market Account holdings of Treasury securities by how much\n",
+ "Confidence Score: 0.7628\n",
+ "Action: LOCAL DATA SUFFICIENT\n",
+ "[Document(metadata={'file_date': 202509170000, 'source_file': 'monetary20250917a1.pdf', 'section': 'unlabeled'}, page_content='Decisions Regarding Monetary Policy Implementation \\nThe Federal Reserve has made the following decisions to implement the monetary policy stance \\nannounced by the Federal Open Market Committee in its statement on September 17, 2025: \\n• The Board of Governors of the Federal Reserve System voted to lower the interest rate paid \\non reserve balances to 4.15 percent, effective September 18, 2025. \\n• As part of its policy decision, the Federal Open Market Committee voted to direct the Open \\nMarket Desk at the Federal Reserve Bank of New York, until instructed otherwise, to \\nexecute transactions in the System Open Market Account in accordance with the following \\ndomestic policy directive: \\n\"Effective September 18, 2025, the Federal Open Market Committee directs the Desk to: \\no Undertake open market operations as necessary to maintain the federal funds rate \\nin a target range of 4 to 4-1/4 percent. \\no Conduct standing overnight repurchase agreement operations with a minimum bid \\nrate of 4.25 percent and with an aggregate operation limit of $500 billion. \\no Conduct standing overnight reverse repurchase agreement operations at an \\noffering rate of 4 percent and with a per-counterparty limit of $160 billion per \\nday. \\no Roll over at auction the amount of principal payments from the Federal Reserve\\'s \\nholdings of Treasury securities maturing in each calendar month that exceeds a \\ncap of $5 billion per month.'), Document(metadata={'file_date': 202509170000, 'source_file': 'monetary20250917a1.pdf', 'section': 'unlabeled'}, page_content='Redeem Treasury coupon securities up to this \\nmonthly cap and Treasury bills to the extent that coupon principal payments are \\nless than the monthly cap. \\no Reinvest the amount of principal payments from the Federal Reserve\\'s holdings of \\nagency debt and agency mortgage-backed securities (MBS) received in each \\ncalendar month that exceeds a cap of $35 billion per month into Treasury \\nsecurities to roughly match the maturity composition of Treasury securities \\noutstanding. \\no Allow modest deviations from stated amounts for reinvestments, if needed for \\noperational reasons.\"'), Document(metadata={'file_date': 202509170000, 'source_file': 'monetary20250917a1.pdf', 'section': 'unlabeled'}, page_content=\"• In a related action, the Board of Governors of the Federal Reserve System voted to \\napprove a 1/4 percentage point decrease in the primary credit rate to 4.25 percent, \\neffective September 18, 2025. In taking this action, the Board approved requests to \\nestablish that rate submitted by the Boards of Directors of the Federal Reserve Banks of \\nBoston, New York, Philadelphia, Richmond, Atlanta, Chicago, Minneapolis, Kansas \\nCity, Dallas, and San Francisco.\\n\\n(more)\\n\\n-2-\\n\\nThis information will be updated as appropriate to reflect decisions of the Federal Open Market \\nCommittee or the Board of Governors regarding details of the Federal Reserve's operational tools \\nand approach used to implement monetary policy. \\nMore information regarding open market operations and reinvestments may be found on the \\nFederal Reserve Bank of New York's website.\")]\n"
+ ]
+ }
+ ],
+ "source": [
+ "docs, conf, search = query_hybrid_rag(\"Increase the System Open Market Account holdings of Treasury securities by how much\", date_before=202601010000)\n",
+ "print(docs)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 11,
+ "metadata": {
+ "colab": {
+ "base_uri": "https://localhost:8080/"
+ },
+ "id": "92653fd7",
+ "outputId": "b433c217-2834-4a1d-f6ff-d73d72a2bbfe"
+ },
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "\n",
+ "--- Extracted Document Contents (2026-09-08T02:40:08) ---\n",
+ "Document 1 (Source: monetary20250917a1.pdf | Date: 202509170000):\n",
+ "Decisions Regarding Monetary Policy Implementation \n",
+ "The Federal Reserve has made the following decisions to implement the monetary policy stance \n",
+ "announced by the Federal Open Market Committee in its statement on September 17, 2025: \n",
+ "• The Board of Governors of the Federal Reserve System voted to lower the interest rate paid \n",
+ "on reserve balances to 4.15 percent, effective September 18, 2025. \n",
+ "• As part of its policy decision, the Federal Open Market Committee voted to direct the Open \n",
+ "Market Desk at the Federal Reserve Bank of New York, until instructed otherwise, to \n",
+ "execute transactions in the System Open Market Account in accordance with the following \n",
+ "domestic policy directive: \n",
+ "\"Effective September 18, 2025, the Federal Open Market Committee directs the Desk to: \n",
+ "o Undertake open market operations as necessary to maintain the federal funds rate \n",
+ "in a target range of 4 to 4-1/4 percent. \n",
+ "o Conduct standing overnight repurchase agreement operations with a minimum bid \n",
+ "rate of 4.25 percent and with an aggregate operation limit of $500 billion. \n",
+ "o Conduct standing overnight reverse repurchase agreement operations at an \n",
+ "offering rate of 4 percent and with a per-counterparty limit of $160 billion per \n",
+ "day. \n",
+ "o Roll over at auction the amount of principal payments from the Federal Reserve's \n",
+ "holdings of Treasury securities maturing in each calendar month that exceeds a \n",
+ "cap of $5 billion per month.\n",
+ "\n",
+ "------------------------------\n",
+ "\n",
+ "Document 2 (Source: monetary20250917a1.pdf | Date: 202509170000):\n",
+ "Redeem Treasury coupon securities up to this \n",
+ "monthly cap and Treasury bills to the extent that coupon principal payments are \n",
+ "less than the monthly cap. \n",
+ "o Reinvest the amount of principal payments from the Federal Reserve's holdings of \n",
+ "agency debt and agency mortgage-backed securities (MBS) received in each \n",
+ "calendar month that exceeds a cap of $35 billion per month into Treasury \n",
+ "securities to roughly match the maturity composition of Treasury securities \n",
+ "outstanding. \n",
+ "o Allow modest deviations from stated amounts for reinvestments, if needed for \n",
+ "operational reasons.\"\n",
+ "\n",
+ "------------------------------\n",
+ "\n",
+ "Document 3 (Source: monetary20250917a1.pdf | Date: 202509170000):\n",
+ "• In a related action, the Board of Governors of the Federal Reserve System voted to \n",
+ "approve a 1/4 percentage point decrease in the primary credit rate to 4.25 percent, \n",
+ "effective September 18, 2025. In taking this action, the Board approved requests to \n",
+ "establish that rate submitted by the Boards of Directors of the Federal Reserve Banks of \n",
+ "Boston, New York, Philadelphia, Richmond, Atlanta, Chicago, Minneapolis, Kansas \n",
+ "City, Dallas, and San Francisco.\n",
+ "\n",
+ "(more)\n",
+ "\n",
+ "-2-\n",
+ "\n",
+ "This information will be updated as appropriate to reflect decisions of the Federal Open Market \n",
+ "Committee or the Board of Governors regarding details of the Federal Reserve's operational tools \n",
+ "and approach used to implement monetary policy. \n",
+ "More information regarding open market operations and reinvestments may be found on the \n",
+ "Federal Reserve Bank of New York's website.\n",
+ "\n",
+ "------------------------------\n",
+ "\n"
+ ]
+ }
+ ],
+ "source": [
+ "# Extract and print the content of each document\n",
+ "from datetime import datetime\n",
+ "\n",
+ "print(f\"\\n--- Extracted Document Contents ({datetime.now().isoformat(timespec='seconds')}) ---\")\n",
+ "for i, doc in enumerate(docs):\n",
+ " print(f\"Document {i+1} (Source: {doc.metadata.get('source_file')} | Date: {doc.metadata.get('file_date')}):\")\n",
+ " print(doc.page_content)\n",
+ " print(\"\\n\" + \"-\" * 30 + \"\\n\")"
+ ]
+ }
+ ],
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diff --git a/implementations/BAA10Y_forecasting/00_baa10y_data_exploration.ipynb b/implementations/BAA10Y_forecasting/00_baa10y_data_exploration.ipynb
new file mode 100644
index 00000000..14b04bc8
--- /dev/null
+++ b/implementations/BAA10Y_forecasting/00_baa10y_data_exploration.ipynb
@@ -0,0 +1,51653 @@
+{
+ "cells": [
+ {
+ "cell_type": "markdown",
+ "id": "7fdbc501",
+ "metadata": {},
+ "source": [
+ "# BAA10Y Data Exploration\n",
+ "\n",
+ "| Series | Why it's here |\n",
+ "|---|---|\n",
+ "| `BAA10Y` | Moody's Seasoned Baa Corporate Bond Yield Relative to Yield on 10-Year Treasury Constant Maturity |\n",
+ "\n",
+ "**Before running this notebook**, populate the local data cache:\n",
+ "\n",
+ "```bash\n",
+ "uv run python scripts/fetch_fred.py\n",
+ "```\n",
+ "\n",
+ "After that, no network calls are made — the notebook reads entirely from\n",
+ "the local cache, which is what the `CutoffEnforcer` discipline requires."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 1,
+ "id": "4504704b",
+ "metadata": {
+ "execution": {
+ "iopub.execute_input": "2026-07-18T18:48:29.656595Z",
+ "iopub.status.busy": "2026-07-18T18:48:29.656335Z",
+ "iopub.status.idle": "2026-07-18T18:48:31.682737Z",
+ "shell.execute_reply": "2026-07-18T18:48:31.681879Z"
+ }
+ },
+ "outputs": [],
+ "source": [
+ "import plotly.graph_objects as go\n",
+ "from plotly.subplots import make_subplots\n",
+ "\n",
+ "#\n",
+ "\n",
+ "from data import build_baa10y_target_service"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "f392ac73",
+ "metadata": {},
+ "source": [
+ "## 1. Build the BAA10Y DataService"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 2,
+ "id": "884638ec",
+ "metadata": {
+ "execution": {
+ "iopub.execute_input": "2026-07-18T18:48:31.692776Z",
+ "iopub.status.busy": "2026-07-18T18:48:31.692609Z",
+ "iopub.status.idle": "2026-07-18T18:48:31.900662Z",
+ "shell.execute_reply": "2026-07-18T18:48:31.899754Z"
+ }
+ },
+ "outputs": [],
+ "source": [
+ "svc = build_baa10y_target_service(windows=(1, 5, 21))"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "6567148e",
+ "metadata": {},
+ "source": [
+ "## 2. Inspect the registered BAA10Y time series"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 3,
+ "id": "3d4d98ad",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ "
\n",
+ "\n",
+ "
\n",
+ " \n",
+ " \n",
+ " | \n",
+ " series_id | \n",
+ " description | \n",
+ " source | \n",
+ " units | \n",
+ " frequency | \n",
+ " n_obs | \n",
+ " start | \n",
+ " end | \n",
+ "
\n",
+ " \n",
+ " \n",
+ " \n",
+ " | 0 | \n",
+ " baa10y_change_1b | \n",
+ " BAA10Y cumulative spread change over 1 busines... | \n",
+ " FRED (BAA10Y), derived | \n",
+ " basis-points | \n",
+ " B | \n",
+ " 6911 | \n",
+ " 2000-01-04 | \n",
+ " 2026-06-30 | \n",
+ "
\n",
+ " \n",
+ " | 1 | \n",
+ " baa10y_change_21b | \n",
+ " BAA10Y cumulative spread change over 21 busine... | \n",
+ " FRED (BAA10Y), derived | \n",
+ " basis-points | \n",
+ " B | \n",
+ " 6891 | \n",
+ " 2000-02-01 | \n",
+ " 2026-06-30 | \n",
+ "
\n",
+ " \n",
+ " | 2 | \n",
+ " baa10y_change_5b | \n",
+ " BAA10Y cumulative spread change over 5 busines... | \n",
+ " FRED (BAA10Y), derived | \n",
+ " basis-points | \n",
+ " B | \n",
+ " 6907 | \n",
+ " 2000-01-10 | \n",
+ " 2026-06-30 | \n",
+ "
\n",
+ " \n",
+ "
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+ "
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+ ],
+ "text/plain": [
+ " series_id description \\\n",
+ "0 baa10y_change_1b BAA10Y cumulative spread change over 1 busines... \n",
+ "1 baa10y_change_21b BAA10Y cumulative spread change over 21 busine... \n",
+ "2 baa10y_change_5b BAA10Y cumulative spread change over 5 busines... \n",
+ "\n",
+ " source units frequency n_obs start end \n",
+ "0 FRED (BAA10Y), derived basis-points B 6911 2000-01-04 2026-06-30 \n",
+ "1 FRED (BAA10Y), derived basis-points B 6891 2000-02-01 2026-06-30 \n",
+ "2 FRED (BAA10Y), derived basis-points B 6907 2000-01-10 2026-06-30 "
+ ]
+ },
+ "execution_count": 3,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "svc.summary()"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "da1cd72e",
+ "metadata": {},
+ "source": [
+ "## 3. Cutoff filtering\n",
+ "\n",
+ "TODO"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "0449690a",
+ "metadata": {},
+ "source": [
+ "## 4. Plot the three BAA10Y time series\n",
+ "\n",
+ "Code generated by Claude Sonnet 5."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 4,
+ "id": "d1bd6aed",
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+ },
+ "xaxis": {
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+ 0,
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+ "text": "Change (pp)"
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+ "yaxis2": {
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+ "metadata": {},
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+ "source": [
+ "as_of = \"2027-1-1\"\n",
+ "series_ids = [\"baa10y_change_1b\", \"baa10y_change_5b\", \"baa10y_change_21b\"]\n",
+ "series_colors = {\n",
+ " \"baa10y_change_1b\": \"#3987e5\", # blue (dark-mode step)\n",
+ " \"baa10y_change_5b\": \"#008300\", # green\n",
+ " \"baa10y_change_21b\": \"#d55181\", # magenta (dark-mode step)\n",
+ "}\n",
+ "series_labels = {\n",
+ " \"baa10y_change_1b\": \"1 business day\",\n",
+ " \"baa10y_change_5b\": \"5 business days\",\n",
+ " \"baa10y_change_21b\": \"21 business days\",\n",
+ "}\n",
+ "recession_periods = [\n",
+ " (\"2001-03-01\", \"2001-11-01\"),\n",
+ " (\"2007-12-01\", \"2009-06-01\"),\n",
+ " (\"2020-02-01\", \"2020-04-01\"),\n",
+ "]\n",
+ "\n",
+ "# Each horizon's cumulative change lives on a very different scale (1b is tight\n",
+ "# around zero, 21b swings much wider), so they get their own y-axis per row\n",
+ "# rather than being forced onto one shared scale.\n",
+ "fig = make_subplots(\n",
+ " rows=len(series_ids),\n",
+ " cols=1,\n",
+ " shared_xaxes=True,\n",
+ " vertical_spacing=0.07,\n",
+ " subplot_titles=[series_labels[sid] for sid in series_ids],\n",
+ ")\n",
+ "\n",
+ "for row, series_id in enumerate(series_ids, start=1):\n",
+ " s = svc.get_series(series_id, as_of=as_of).sort_values(\"timestamp\")\n",
+ " fig.add_trace(\n",
+ " go.Scatter(\n",
+ " x=s[\"timestamp\"],\n",
+ " y=s[\"value\"],\n",
+ " mode=\"lines\",\n",
+ " name=series_labels[series_id],\n",
+ " line=dict(color=series_colors[series_id], width=1.6),\n",
+ " showlegend=False,\n",
+ " ),\n",
+ " row=row,\n",
+ " col=1,\n",
+ " )\n",
+ " fig.update_yaxes(title_text=\"Change (pp)\", row=row, col=1)\n",
+ "\n",
+ "for start, end in recession_periods:\n",
+ " fig.add_vrect(\n",
+ " x0=start,\n",
+ " x1=end,\n",
+ " fillcolor=\"#ffffff\",\n",
+ " opacity=0.14,\n",
+ " line_width=0,\n",
+ " row=\"all\",\n",
+ " col=1,\n",
+ " )\n",
+ "\n",
+ "fig.update_xaxes(title_text=\"Timestamp\", row=len(series_ids), col=1)\n",
+ "fig.update_layout(\n",
+ " title=\"BAA10Y cumulative spread change by horizon (independent y-scales, shaded: NBER recessions)\",\n",
+ " template=\"plotly_dark\",\n",
+ " height=700,\n",
+ ")\n",
+ "fig.show()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 5,
+ "id": "75cac7f3",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stderr",
+ "output_type": "stream",
+ "text": [
+ "/home/coder/agentic-forecasting-c1-bmo-one/implementations/BAA10Y_forecasting/data.py:766: UserWarning: Skipping unavailable covariate 'gold_log_ret_1b_l1b': Could not fetch any configured gold FRED series (GOLDAMGBD228NLBM, GOLDPMGBD228NLBM). Check FRED availability/API key or override the gold covariate setup.\n",
+ " _handle_covariate_error(SERIES_ID_GOLD_RETURN, exc)\n"
+ ]
+ },
+ {
+ "data": {
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+ " \n",
+ " | 7 | \n",
+ " ust2y10y_spread_l1b | \n",
+ " US 10Y minus 2Y Treasury spread, lagged 1 busi... | \n",
+ " FRED (DGS10, DGS2), derived | \n",
+ " percent-points | \n",
+ " B | \n",
+ " 13090 | \n",
+ " 1976-06-02 | \n",
+ " 2026-08-04 | \n",
+ "
\n",
+ " \n",
+ " | 8 | \n",
+ " vix_level_l1b | \n",
+ " CBOE VIX close level, lagged 1 business day | \n",
+ " Yahoo Finance (^VIX) | \n",
+ " index-level | \n",
+ " B | \n",
+ " 2662 | \n",
+ " 2016-01-05 | \n",
+ " 2026-08-05 | \n",
+ "
\n",
+ " \n",
+ " | 9 | \n",
+ " vix_log_ret_1b_l1b | \n",
+ " CBOE VIX close-to-close log return, lagged 1 b... | \n",
+ " Yahoo Finance (^VIX), derived | \n",
+ " log-return | \n",
+ " B | \n",
+ " 2661 | \n",
+ " 2016-01-06 | \n",
+ " 2026-08-05 | \n",
+ "
\n",
+ " \n",
+ "
\n",
+ "
"
+ ],
+ "text/plain": [
+ " series_id \\\n",
+ "0 cpi_mom_logdiff_l1b \n",
+ "1 dollar_index_log_ret_1b_l1b \n",
+ "2 fed_funds_level_l1b \n",
+ "3 nasdaq_log_ret_1b_l1b \n",
+ "4 oil_log_ret_1b_l1b \n",
+ "5 unemployment_rate_l1b \n",
+ "6 ust10y_level_l1b \n",
+ "7 ust2y10y_spread_l1b \n",
+ "8 vix_level_l1b \n",
+ "9 vix_log_ret_1b_l1b \n",
+ "\n",
+ " description \\\n",
+ "0 US CPI MoM log change, conservative release la... \n",
+ "1 Trade-weighted dollar index log return, lagged... \n",
+ "2 Effective federal funds rate, lagged 1 busines... \n",
+ "3 NASDAQ Composite close-to-close log return, la... \n",
+ "4 WTI oil spot log return, lagged 1 business day \n",
+ "5 US unemployment rate, conservative release lag... \n",
+ "6 US 10-year Treasury yield level, lagged 1 busi... \n",
+ "7 US 10Y minus 2Y Treasury spread, lagged 1 busi... \n",
+ "8 CBOE VIX close level, lagged 1 business day \n",
+ "9 CBOE VIX close-to-close log return, lagged 1 b... \n",
+ "\n",
+ " source units frequency n_obs start \\\n",
+ "0 FRED (CPIAUCSL), derived log-change B 2739 2016-01-15 \n",
+ "1 FRED (DTWEXBGS), derived log-return B 5368 2006-01-04 \n",
+ "2 FRED (DFF) percent B 18808 1954-07-02 \n",
+ "3 Yahoo Finance (^IXIC), derived log-return B 2660 2016-01-06 \n",
+ "4 FRED (DCOILWTICO), derived log-return B 10586 1986-01-06 \n",
+ "5 FRED (UNRATE) percent B 2739 2016-01-15 \n",
+ "6 FRED (DGS10) percent B 16850 1962-01-03 \n",
+ "7 FRED (DGS10, DGS2), derived percent-points B 13090 1976-06-02 \n",
+ "8 Yahoo Finance (^VIX) index-level B 2662 2016-01-05 \n",
+ "9 Yahoo Finance (^VIX), derived log-return B 2661 2016-01-06 \n",
+ "\n",
+ " end \n",
+ "0 2026-07-15 \n",
+ "1 2026-07-31 \n",
+ "2 2026-08-04 \n",
+ "3 2026-08-05 \n",
+ "4 2026-08-03 \n",
+ "5 2026-07-15 \n",
+ "6 2026-08-04 \n",
+ "7 2026-08-04 \n",
+ "8 2026-08-05 \n",
+ "9 2026-08-05 "
+ ]
+ },
+ "execution_count": 5,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "from BAA10Y_forecasting import DEFAULT_COVARIATE_SERIES_IDS, build_baa10y_multivariate_service\n",
+ "\n",
+ "DATA_HISTORY_START = \"2016-01-01\"\n",
+ "REFRESH_CACHE = True\n",
+ "\n",
+ "covariate_svc = build_baa10y_multivariate_service(\n",
+ " windows=(), #(1, 5, 21),\n",
+ " include_covariates=True,\n",
+ " covariate_series_ids=DEFAULT_COVARIATE_SERIES_IDS,\n",
+ " start=DATA_HISTORY_START,\n",
+ " refresh=REFRESH_CACHE,\n",
+ ")\n",
+ "\n",
+ "covariate_svc.summary()"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "1c9c661e",
+ "metadata": {},
+ "source": [
+ "## 5. Plot the covariate time series\n",
+ "\n",
+ "Code generated by Claude Sonnet 5."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 6,
+ "id": "41467da9",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
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+ "zerolinecolor": "#C8D4E3"
+ },
+ "yaxis": {
+ "backgroundcolor": "rgb(17,17,17)",
+ "gridcolor": "#506784",
+ "gridwidth": 2,
+ "linecolor": "#506784",
+ "showbackground": true,
+ "ticks": "",
+ "zerolinecolor": "#C8D4E3"
+ },
+ "zaxis": {
+ "backgroundcolor": "rgb(17,17,17)",
+ "gridcolor": "#506784",
+ "gridwidth": 2,
+ "linecolor": "#506784",
+ "showbackground": true,
+ "ticks": "",
+ "zerolinecolor": "#C8D4E3"
+ }
+ },
+ "shapedefaults": {
+ "line": {
+ "color": "#f2f5fa"
+ }
+ },
+ "sliderdefaults": {
+ "bgcolor": "#C8D4E3",
+ "bordercolor": "rgb(17,17,17)",
+ "borderwidth": 1,
+ "tickwidth": 0
+ },
+ "ternary": {
+ "aaxis": {
+ "gridcolor": "#506784",
+ "linecolor": "#506784",
+ "ticks": ""
+ },
+ "baxis": {
+ "gridcolor": "#506784",
+ "linecolor": "#506784",
+ "ticks": ""
+ },
+ "bgcolor": "rgb(17,17,17)",
+ "caxis": {
+ "gridcolor": "#506784",
+ "linecolor": "#506784",
+ "ticks": ""
+ }
+ },
+ "title": {
+ "x": 0.05
+ },
+ "updatemenudefaults": {
+ "bgcolor": "#506784",
+ "borderwidth": 0
+ },
+ "xaxis": {
+ "automargin": true,
+ "gridcolor": "#283442",
+ "linecolor": "#506784",
+ "ticks": "",
+ "title": {
+ "standoff": 15
+ },
+ "zerolinecolor": "#283442",
+ "zerolinewidth": 2
+ },
+ "yaxis": {
+ "automargin": true,
+ "gridcolor": "#283442",
+ "linecolor": "#506784",
+ "ticks": "",
+ "title": {
+ "standoff": 15
+ },
+ "zerolinecolor": "#283442",
+ "zerolinewidth": 2
+ }
+ }
+ },
+ "title": {
+ "text": "Covariates by series (independent y-scales, shaded: NBER recessions)"
+ },
+ "xaxis": {
+ "anchor": "y",
+ "domain": [
+ 0,
+ 1
+ ],
+ "matches": "x10",
+ "showticklabels": false
+ },
+ "xaxis10": {
+ "anchor": "y10",
+ "domain": [
+ 0,
+ 1
+ ],
+ "range": [
+ "2016-01-01",
+ "2026-08-05T00:00:00"
+ ],
+ "title": {
+ "text": "Timestamp"
+ }
+ },
+ "xaxis2": {
+ "anchor": "y2",
+ "domain": [
+ 0,
+ 1
+ ],
+ "matches": "x10",
+ "showticklabels": false
+ },
+ "xaxis3": {
+ "anchor": "y3",
+ "domain": [
+ 0,
+ 1
+ ],
+ "matches": "x10",
+ "showticklabels": false
+ },
+ "xaxis4": {
+ "anchor": "y4",
+ "domain": [
+ 0,
+ 1
+ ],
+ "matches": "x10",
+ "showticklabels": false
+ },
+ "xaxis5": {
+ "anchor": "y5",
+ "domain": [
+ 0,
+ 1
+ ],
+ "matches": "x10",
+ "showticklabels": false
+ },
+ "xaxis6": {
+ "anchor": "y6",
+ "domain": [
+ 0,
+ 1
+ ],
+ "matches": "x10",
+ "showticklabels": false
+ },
+ "xaxis7": {
+ "anchor": "y7",
+ "domain": [
+ 0,
+ 1
+ ],
+ "matches": "x10",
+ "showticklabels": false
+ },
+ "xaxis8": {
+ "anchor": "y8",
+ "domain": [
+ 0,
+ 1
+ ],
+ "matches": "x10",
+ "showticklabels": false
+ },
+ "xaxis9": {
+ "anchor": "y9",
+ "domain": [
+ 0,
+ 1
+ ],
+ "matches": "x10",
+ "showticklabels": false
+ },
+ "yaxis": {
+ "anchor": "x",
+ "domain": [
+ 0.9179999999999999,
+ 0.9999999999999999
+ ],
+ "title": {
+ "text": "log-change"
+ }
+ },
+ "yaxis10": {
+ "anchor": "x10",
+ "domain": [
+ 0,
+ 0.082
+ ],
+ "title": {
+ "text": "log-return"
+ }
+ },
+ "yaxis2": {
+ "anchor": "x2",
+ "domain": [
+ 0.8160000000000001,
+ 0.898
+ ],
+ "title": {
+ "text": "log-return"
+ }
+ },
+ "yaxis3": {
+ "anchor": "x3",
+ "domain": [
+ 0.7140000000000001,
+ 0.796
+ ],
+ "title": {
+ "text": "percent"
+ }
+ },
+ "yaxis4": {
+ "anchor": "x4",
+ "domain": [
+ 0.612,
+ 0.694
+ ],
+ "title": {
+ "text": "log-return"
+ }
+ },
+ "yaxis5": {
+ "anchor": "x5",
+ "domain": [
+ 0.51,
+ 0.592
+ ],
+ "title": {
+ "text": "log-return"
+ }
+ },
+ "yaxis6": {
+ "anchor": "x6",
+ "domain": [
+ 0.40800000000000003,
+ 0.49000000000000005
+ ],
+ "title": {
+ "text": "percent"
+ }
+ },
+ "yaxis7": {
+ "anchor": "x7",
+ "domain": [
+ 0.306,
+ 0.388
+ ],
+ "title": {
+ "text": "percent"
+ }
+ },
+ "yaxis8": {
+ "anchor": "x8",
+ "domain": [
+ 0.20400000000000001,
+ 0.28600000000000003
+ ],
+ "title": {
+ "text": "percent-points"
+ }
+ },
+ "yaxis9": {
+ "anchor": "x9",
+ "domain": [
+ 0.10200000000000001,
+ 0.184
+ ],
+ "title": {
+ "text": "index-level"
+ }
+ }
+ }
+ }
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "covariate_ids = covariate_svc.series_ids\n",
+ "covariate_plot_start = \"2016-01-01\"\n",
+ "\n",
+ "# Fixed categorical order (validated for CVD-safety), cycled since there are\n",
+ "# more covariates than hues in the base palette.\n",
+ "covariate_palette = [\n",
+ " \"#3987e5\", # blue\n",
+ " \"#008300\", # green\n",
+ " \"#d55181\", # magenta\n",
+ " \"#c98500\", # yellow\n",
+ " \"#199e70\", # aqua\n",
+ " \"#d95926\", # orange\n",
+ " \"#9085e9\", # violet\n",
+ " \"#e66767\", # red\n",
+ "]\n",
+ "\n",
+ "# Each covariate lives on its own scale (percent, log-return, index level, ...),\n",
+ "# so — as with the BAA10Y horizons above — every series gets its own row and\n",
+ "# y-axis rather than being forced onto one shared scale.\n",
+ "fig = make_subplots(\n",
+ " rows=len(covariate_ids),\n",
+ " cols=1,\n",
+ " shared_xaxes=True,\n",
+ " vertical_spacing=0.02,\n",
+ " subplot_titles=[covariate_svc.get_metadata(sid).description for sid in covariate_ids],\n",
+ ")\n",
+ "\n",
+ "covariate_ends = []\n",
+ "for row, series_id in enumerate(covariate_ids, start=1):\n",
+ " meta = covariate_svc.get_metadata(series_id)\n",
+ " s = covariate_svc.get_series(series_id, as_of=as_of).sort_values(\"timestamp\")\n",
+ " # Some covariates (fed funds, 10Y yield, ...) have decades of history that\n",
+ " # predate the others, so clip everyone to the same start for a fair view.\n",
+ " s = s[s[\"timestamp\"] >= covariate_plot_start]\n",
+ " if len(s) > 0:\n",
+ " covariate_ends.append(s[\"timestamp\"].max())\n",
+ " fig.add_trace(\n",
+ " go.Scatter(\n",
+ " x=s[\"timestamp\"],\n",
+ " y=s[\"value\"],\n",
+ " mode=\"lines\",\n",
+ " name=series_id,\n",
+ " line=dict(color=covariate_palette[(row - 1) % len(covariate_palette)], width=1.2),\n",
+ " showlegend=False,\n",
+ " ),\n",
+ " row=row,\n",
+ " col=1,\n",
+ " )\n",
+ " fig.update_yaxes(title_text=meta.units, row=row, col=1)\n",
+ "\n",
+ "for start, end in recession_periods:\n",
+ " fig.add_vrect(\n",
+ " x0=start,\n",
+ " x1=end,\n",
+ " fillcolor=\"#ffffff\",\n",
+ " opacity=0.14,\n",
+ " line_width=0,\n",
+ " row=\"all\",\n",
+ " col=1,\n",
+ " )\n",
+ "\n",
+ "# Shared x-axes are linked via `matches` to this bottom axis, so the range\n",
+ "# only needs to (and, in plotly, only *can*) be set here — setting it with\n",
+ "# row=\"all\" is a silent no-op on matched axes.\n",
+ "covariate_plot_end = max(covariate_ends)\n",
+ "fig.update_xaxes(title_text=\"Timestamp\", row=len(covariate_ids), col=1)\n",
+ "fig.update_xaxes(range=[covariate_plot_start, covariate_plot_end], row=len(covariate_ids), col=1)\n",
+ "fig.update_annotations(font_size=11)\n",
+ "fig.update_layout(\n",
+ " title=\"Covariates by series (independent y-scales, shaded: NBER recessions)\",\n",
+ " template=\"plotly_dark\",\n",
+ " height=220 * len(covariate_ids),\n",
+ ")\n",
+ "fig.show()"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "5393f2ef",
+ "metadata": {},
+ "source": [
+ "## 6. Plot the HYOAS_OPTIONAL_COVARIATE_SERIES_IDS\n",
+ "\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 7,
+ "id": "67ae19cc",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ "\n",
+ "\n",
+ "
\n",
+ " \n",
+ " \n",
+ " | \n",
+ " series_id | \n",
+ " description | \n",
+ " source | \n",
+ " units | \n",
+ " frequency | \n",
+ " n_obs | \n",
+ " start | \n",
+ " end | \n",
+ "
\n",
+ " \n",
+ " \n",
+ " \n",
+ " | 0 | \n",
+ " hyoas_hyg_dgs3_proxy_change_1b_bps_l1b | \n",
+ " HYG-DGS3 duration-based high-yield spread-chan... | \n",
+ " Yahoo Finance (HYG) and FRED (DGS3), derived | \n",
+ " basis-points | \n",
+ " B | \n",
+ " 2659 | \n",
+ " 2016-01-06 | \n",
+ " 2026-08-04 | \n",
+ "
\n",
+ " \n",
+ " | 1 | \n",
+ " hyoas_observed_change_1b_bps_l1b | \n",
+ " Observed ICE BofA US High Yield OAS daily chan... | \n",
+ " FRED (BAMLH0A0HYM2), derived | \n",
+ " basis-points | \n",
+ " B | \n",
+ " 780 | \n",
+ " 2023-08-09 | \n",
+ " 2026-08-04 | \n",
+ "
\n",
+ " \n",
+ "
\n",
+ "
"
+ ],
+ "text/plain": [
+ " series_id \\\n",
+ "0 hyoas_hyg_dgs3_proxy_change_1b_bps_l1b \n",
+ "1 hyoas_observed_change_1b_bps_l1b \n",
+ "\n",
+ " description \\\n",
+ "0 HYG-DGS3 duration-based high-yield spread-chan... \n",
+ "1 Observed ICE BofA US High Yield OAS daily chan... \n",
+ "\n",
+ " source units frequency \\\n",
+ "0 Yahoo Finance (HYG) and FRED (DGS3), derived basis-points B \n",
+ "1 FRED (BAMLH0A0HYM2), derived basis-points B \n",
+ "\n",
+ " n_obs start end \n",
+ "0 2659 2016-01-06 2026-08-04 \n",
+ "1 780 2023-08-09 2026-08-04 "
+ ]
+ },
+ "execution_count": 7,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "from BAA10Y_forecasting.data import build_baa10y_multivariate_service,HYOAS_OPTIONAL_COVARIATE_SERIES_IDS\n",
+ "DATA_HISTORY_START = \"2016-01-01\"\n",
+ "REFRESH_CACHE = True\n",
+ "\n",
+ "\n",
+ "covariate_svc = build_baa10y_multivariate_service(\n",
+ " windows=(), \n",
+ " include_covariates=True,\n",
+ " covariate_series_ids= HYOAS_OPTIONAL_COVARIATE_SERIES_IDS,\n",
+ " start=DATA_HISTORY_START,\n",
+ " refresh=REFRESH_CACHE,\n",
+ ")\n",
+ "\n",
+ "covariate_svc.summary()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 10,
+ "id": "bc38b294",
+ "metadata": {},
+ "outputs": [
+ {
+ "ename": "NameError",
+ "evalue": "name 'series_df' is not defined",
+ "output_type": "error",
+ "traceback": [
+ "\u001b[31m---------------------------------------------------------------------------\u001b[39m",
+ "\u001b[31mNameError\u001b[39m Traceback (most recent call last)",
+ "\u001b[36mCell\u001b[39m\u001b[36m \u001b[39m\u001b[32mIn[10]\u001b[39m\u001b[32m, line 26\u001b[39m\n\u001b[32m 22\u001b[39m plotted_series = []\n\u001b[32m 23\u001b[39m \n\u001b[32m 24\u001b[39m \u001b[38;5;28;01mfor\u001b[39;00m series_id \u001b[38;5;28;01min\u001b[39;00m summary_df[\u001b[33m\"series_id\"\u001b[39m].tolist():\n\u001b[32m 25\u001b[39m series_values[series_id] = (\n\u001b[32m---> \u001b[39m\u001b[32m26\u001b[39m series_df.set_index(\u001b[33m\"timestamp\"\u001b[39m)[\u001b[33m\"value\"\u001b[39m])\n\u001b[32m 27\u001b[39m \u001b[38;5;28;01mif\u001b[39;00m series_id \u001b[38;5;28;01mnot\u001b[39;00m \u001b[38;5;28;01min\u001b[39;00m SERIES_LABELS:\n\u001b[32m 28\u001b[39m \u001b[38;5;28;01mcontinue\u001b[39;00m\n\u001b[32m 29\u001b[39m \n",
+ "\u001b[31mNameError\u001b[39m: name 'series_df' is not defined"
+ ]
+ }
+ ],
+ "source": [
+ "import pandas as pd\n",
+ "\n",
+ "PLOT_START = pd.Timestamp(\"2016-01-01\")\n",
+ "OBSERVED_ID = \"hyoas_observed_change_1b_bps_l1b\"\n",
+ "PROXY_ID = \"hyoas_hyg_dgs3_proxy_change_1b_bps_l1b\"\n",
+ "\n",
+ "SERIES_LABELS = {\n",
+ " \"hyoas_observed_change_1b_bps_l1b\":\n",
+ " \"Observed HYOAS (FRED)\",\n",
+ " \"hyoas_hyg_dgs3_proxy_change_1b_bps_l1b\":\n",
+ " \"HYG–DGS3 proxy\",\n",
+ "}\n",
+ "\n",
+ "SERIES_COLORS = {\n",
+ " \"hyoas_observed_change_1b_bps_l1b\": \"#ffb000\",\n",
+ " \"hyoas_hyg_dgs3_proxy_change_1b_bps_l1b\": \"#3987e5\",\n",
+ "}\n",
+ "summary_df = covariate_svc.summary()\n",
+ "series_values = {}\n",
+ "\n",
+ "fig = go.Figure()\n",
+ "plotted_series = []\n",
+ "\n",
+ "for series_id in summary_df[\"series_id\"].tolist():\n",
+ " series_values[series_id] = (\n",
+ " series_df.set_index(\"timestamp\")[\"value\"])\n",
+ " if series_id not in SERIES_LABELS:\n",
+ " continue\n",
+ "\n",
+ " series_df = (\n",
+ " covariate_svc\n",
+ " .get_series(series_id, as_of=as_of)\n",
+ " .sort_values(\"timestamp\")\n",
+ " .copy()\n",
+ " )\n",
+ "\n",
+ " series_df[\"timestamp\"] = pd.to_datetime(\n",
+ " series_df[\"timestamp\"]\n",
+ " )\n",
+ " series_df[\"value\"] = pd.to_numeric(\n",
+ " series_df[\"value\"],\n",
+ " errors=\"coerce\",\n",
+ " )\n",
+ "\n",
+ " series_df = series_df.loc[\n",
+ " series_df[\"timestamp\"] >= PLOT_START\n",
+ " ].dropna(subset=[\"value\"])\n",
+ "\n",
+ " fig.add_trace(\n",
+ " go.Scatter(\n",
+ " x=series_df[\"timestamp\"],\n",
+ " y=series_df[\"value\"],\n",
+ " mode=\"lines\",\n",
+ " name=SERIES_LABELS[series_id],\n",
+ " line=dict(\n",
+ " color=SERIES_COLORS[series_id],\n",
+ " width=1.3,\n",
+ " ),\n",
+ " hovertemplate=(\n",
+ " \"%{fullData.name}
\"\n",
+ " \"Date: %{x|%Y-%m-%d}
\"\n",
+ " \"Change: %{y:.2f} bps\"\n",
+ " \"\"\n",
+ " ),\n",
+ " )\n",
+ " )\n",
+ "\n",
+ " plotted_series.append(series_id)\n",
+ "\n",
+ "fig.add_hline(\n",
+ " y=0,\n",
+ " line_width=1,\n",
+ " line_dash=\"dash\",\n",
+ " line_color=\"gray\",\n",
+ ")\n",
+ "\n",
+ "fig.update_layout(\n",
+ " title=(\n",
+ " \"Observed HYOAS vs. HYG–DGS3 \"\n",
+ " \"Spread-Change Proxy\"\n",
+ " ),\n",
+ " template=\"plotly_dark\",\n",
+ " height=550,\n",
+ " xaxis_title=\"Date\",\n",
+ " yaxis_title=\"Daily spread change (basis points)\",\n",
+ " hovermode=\"x unified\",\n",
+ " legend_title=\"Series\",\n",
+ ")\n",
+ "\n",
+ "fig.show()\n",
+ "correlation = series_values[OBSERVED_ID].corr(\n",
+ " series_values[PROXY_ID]\n",
+ ")\n",
+ "\n",
+ "print(f\"Correlation: {correlation:.4f}\")\n",
+ "\n"
+ ]
+ }
+ ],
+ "metadata": {
+ "kernelspec": {
+ "display_name": ".venv (3.12.3)",
+ "language": "python",
+ "name": "python3"
+ },
+ "language_info": {
+ "codemirror_mode": {
+ "name": "ipython",
+ "version": 3
+ },
+ "file_extension": ".py",
+ "mimetype": "text/x-python",
+ "name": "python",
+ "nbconvert_exporter": "python",
+ "pygments_lexer": "ipython3",
+ "version": "3.12.3"
+ }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 5
+}
diff --git a/implementations/BAA10Y_forecasting/01_BAA10Y_multivariate_backtest.ipynb b/implementations/BAA10Y_forecasting/01_BAA10Y_multivariate_backtest.ipynb
new file mode 100644
index 00000000..516ae9ea
--- /dev/null
+++ b/implementations/BAA10Y_forecasting/01_BAA10Y_multivariate_backtest.ipynb
@@ -0,0 +1,9191 @@
+{
+ "cells": [
+ {
+ "cell_type": "markdown",
+ "id": "52b6fbe6",
+ "metadata": {},
+ "source": [
+ "# BAA10Y — multivariate conventional-methods comparison\n",
+ "\n",
+ "The repo's **financial-markets** reference: a head-to-head of conventional\n",
+ "time-series methods on a daily equity index, all reading the **same leak-safe\n",
+ "covariate panel** (VIX, Treasury yields, the 2s10s spread, fed funds, CPI,\n",
+ "unemployment, oil, gold, the dollar index, NASDAQ), plus an LLM-Process\n",
+ "forecaster that can read those covariates in its prompt.\n",
+ "\n",
+ "> Given the same macro/market observations, **which method forecasts the index\n",
+ "> best — and can an LLM-Process, handed those covariates, keep up with gradient\n",
+ "> boosting?**\n",
+ "\n",
+ "Unlike the energy/oil reference (univariate price trajectory forecast by\n",
+ "news-grounded / code-executing / adaptive **agents**), this is a clean,\n",
+ "reproducible **numerical-methods bake-off across a covariate panel** — no agents,\n",
+ "no news — scored with CRPS and direction metrics.\n",
+ "\n",
+ "**Methods**\n",
+ "\n",
+ "| Family | Predictors | Covariates? |\n",
+ "|---|---|---|\n",
+ "| Naive floor | `LastValuePredictor` | — |\n",
+ "| Classical | ETS, Kalman, AutoARIMA | — (univariate) |\n",
+ "| ML regression | Darts LinearRegression, LightGBM | ✅ optional past covariates |\n",
+ "| LLM-Process | `SampledTrajectoryLLMPredictor` | ✅ optional covariate prompt blocks |\n",
+ "\n",
+ "**How it's organised.** Specs (`specs/*.yaml`) carry only the **experiment\n",
+ "design** — the window and one single-horizon task per `baa10y_change_{N}b` target.\n",
+ "The **predictors and their hyperparameters live in code** (the predictors cell in\n",
+ "Section 4), so you tune models by editing Python, not YAML.\n",
+ "\n",
+ "**Workflow:** iterate on the **2025 backtest** (Section 5) by setting\n",
+ "`EXPERIMENT_CONFIG` in the config cell, then spend the **protected 2026 eval**\n",
+ "(Section 7) on your finalists. `\"smoke\"` is the fast default."
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "20748993",
+ "metadata": {},
+ "source": [
+ "## What's actually forecastable at daily resolution?\n",
+ "\n",
+ "- **Target = change, not the spread level.** We forecast **close-to-close\n",
+ " cumulative change** over a few horizons, one series per window:\n",
+ " `baa10y_change_1b` (next session), `baa10y_change_5b` (forward 1 week),\n",
+ " `baa10y_change_21b` (forward 1 month). Forecasting `baa10y_change_Nb` exactly `N`\n",
+ " business days ahead resolves to the **forward** cumulative change over the next\n",
+ " `N` sessions.\n",
+ "- **Per horizon:** `h=1` → direction / next-day **risk management**; `h=5`/`h=21`\n",
+ " → tactical rebalancing and option tenors as cumulative change.\n"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "4c6b6eb8",
+ "metadata": {},
+ "source": [
+ "## ⚠️ Cutoff-aware evaluation — why the windows are what they are\n",
+ "\n",
+ "This is the methodological heart of the comparison, and it's easy to get wrong.\n",
+ "\n",
+ "- **Numerical methods are cutoff-safe by construction.** Naive, ETS, Kalman,\n",
+ " AutoARIMA, LinReg and LightGBM only ever see the series up to the forecast\n",
+ " origin (`ForecastContext` enforces it). They can be backtested on *any*\n",
+ " historical window — including the 2020 COVID crash.\n",
+ "- **An LLM is not.** Gemini's training cutoff is ~**January 2025**, so it has\n",
+ " effectively **memorised** outcomes before then. Scoring an LLM-Process on a\n",
+ " pre-2025 origin measures *recall*, not forecasting — and silently flatters it\n",
+ " in the head-to-head, which is exactly the comparison this notebook is about.\n",
+ "\n",
+ "So the LLM-inclusive comparison lives **after the cutoff**:\n",
+ "\n",
+ "| Window | Spec | Role | LLMP? |\n",
+ "|---|---|---|---|\n",
+ "| **2025** | `baa10y_smoke.yaml` / `baa10y_backtest_2025.yaml` | open iteration & comparison | ✅ post-cutoff |\n",
+ "| **2026** | `baa10y_eval_2026.yaml` | **protected** held-out test (budgeted) | ✅ post-cutoff |\n",
+ "| **2020 COVID** | `baa10y_stress_2020.yaml` | volatile-regime stress, **numerical only** | ❌ leaked for LLMs |\n",
+ "\n",
+ "This discipline is enforced **in code**: the predictors cell (Section 4) gates the\n",
+ "LLM-Process rows on a `POST_CUTOFF` flag, so selecting `EXPERIMENT_CONFIG =\n",
+ "\"stress_2020\"` drops them automatically — the numerical methods remain perfectly\n",
+ "valid on that volatile window."
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "823a7363",
+ "metadata": {},
+ "source": [
+ "---\n",
+ "## 1. Setup\n",
+ "\n",
+ "The heavy lifting lives in helper modules alongside this notebook:\n",
+ "\n",
+ "- `data.py` builds the `DataService` (return targets + the covariate panel).\n",
+ "- `predictors/` the BAA10Y LLM-Process prompt and sampling recipe.\n",
+ "- `leaderboard.py` turns cached results into the `RESULTS_DF` leaderboard frame.\n",
+ "- `analysis.py` / `plots.py` direction metrics, styled tables, and figures.\n",
+ "\n",
+ "We build **one** data service that registers the three return targets plus the\n",
+ "full covariate panel. Target-only predictors simply ignore the registered\n",
+ "covariates; the covariate variants read them.\n",
+ "\n",
+ "**First run on the 2025/2026 windows?** Warm the caches to the present first:\n",
+ "`uv run python scripts/fetch_sp500_market.py --refresh` (Yahoo)\n",
+ "and `uv run python scripts/fetch_fred.py` (traget and macro covariates)."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 2,
+ "id": "be2f6012",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "from __future__ import annotations\n",
+ "\n",
+ "import warnings\n",
+ "from pathlib import Path\n",
+ "\n",
+ "import matplotlib.pyplot as plt\n",
+ "import pandas as pd\n",
+ "import yaml\n",
+ "from dotenv import load_dotenv\n",
+ "\n",
+ "\n",
+ "warnings.filterwarnings(\"ignore\")\n",
+ "\n",
+ "\n",
+ "# Resolve the repo root robustly (walk up for the workspace markers) so the\n",
+ "# proxy creds load regardless of the kernel's working directory.\n",
+ "def _repo_root() -> Path:\n",
+ " here = Path.cwd().resolve()\n",
+ " for cand in (here, *here.parents):\n",
+ " if (cand / \"pyproject.toml\").exists() and (cand / \"aieng-forecasting\").is_dir():\n",
+ " return cand\n",
+ " return here\n",
+ "\n",
+ "\n",
+ "ROOT = _repo_root()\n",
+ "load_dotenv(ROOT / \".env\", override=False) # LLMP rows call the Vector proxy — need PROXY_* set\n",
+ "\n",
+ "\n",
+ "from aieng.forecasting.evaluation import (\n",
+ " MultiTargetBacktestSpec,\n",
+ " MultiTargetEvalSpec,\n",
+ " cached_multi_backtest,\n",
+ " describe_spec,\n",
+ " multi_evaluate,\n",
+ ")\n",
+ "from aieng.forecasting.methods import (\n",
+ " DartsAutoARIMAPredictor,\n",
+ " DartsExponentialSmoothingPredictor,\n",
+ " DartsKalmanForecasterPredictor,\n",
+ " DartsLightGBMPredictor,\n",
+ " DartsLinearRegressionPredictor,\n",
+ " LastValuePredictor,\n",
+ ")\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 3,
+ "id": "e189b4fe",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# BAA10Y imports\n",
+ "\n",
+ "from BAA10Y_forecasting import (\n",
+ " DEFAULT_COVARIATE_SERIES_IDS,\n",
+ " HYOAS_OPTIONAL_COVARIATE_SERIES_IDS,\n",
+ " build_baa10y_multivariate_service,\n",
+ ")\n",
+ "from BAA10Y_forecasting.leaderboard import build_leaderboard, build_spread_change_compare_frame\n",
+ "\n",
+ "from BAA10Y_forecasting.plots import (\n",
+ " display_multivariate_backtest_leaderboard,\n",
+ " plotly_display_multivariate_backtest_leaderboard,\n",
+ " plot_spread_change_forecast_vs_actual_multi,\n",
+ " plotly_spread_change_forecast_vs_actual_multi,\n",
+ " plot_baa10y_spread_change_recent,\n",
+ " plotly_baa10y_spread_change_recent\n",
+ ")\n",
+ "from BAA10Y_forecasting.predictors import build_baa10y_llmp_sampled_trajectory"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 4,
+ "id": "cecd0b36",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "#\n",
+ "\n",
+ "SPECS_DIR = ROOT / \"implementations\" / \"BAA10Y_forecasting\" / \"specs\"\n",
+ "\n",
+ "PREDICTIONS_DIR = ROOT / \"data\" / \"predictions\""
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 5,
+ "id": "c93b6090",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "targets: ['baa10y_change_1b', 'baa10y_change_21b', 'baa10y_change_5b']\n",
+ "covariates registered: 10 / 11 requested\n"
+ ]
+ }
+ ],
+ "source": [
+ "# Data environment (not part of any single experiment): how far back to load\n",
+ "# price/covariate history, and whether to re-fetch caches from source.\n",
+ "DATA_HISTORY_START = \"2016-01-01\"\n",
+ "REFRESH_CACHE = False\n",
+ "\n",
+ "#\n",
+ "\n",
+ "svc = build_baa10y_multivariate_service(\n",
+ " windows=(1, 5, 21),\n",
+ " include_covariates=True,\n",
+ " covariate_series_ids=DEFAULT_COVARIATE_SERIES_IDS,\n",
+ " start=DATA_HISTORY_START,\n",
+ " refresh=REFRESH_CACHE,\n",
+ ")\n",
+ "\n",
+ "# The covariate panel available to the with-covariates predictors below (an\n",
+ "# optional FRED feed may be skipped, so filter to what actually registered).\n",
+ "registered = set(svc.series_ids)\n",
+ "COVARIATES = [c for c in DEFAULT_COVARIATE_SERIES_IDS if c in registered]\n",
+ "print(\"targets:\", sorted(s for s in registered if s.startswith(\"baa10y_change\")))\n",
+ "print(f\"covariates registered: {len(COVARIATES)} / {len(DEFAULT_COVARIATE_SERIES_IDS)} requested\")"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "20fa857f",
+ "metadata": {},
+ "source": [
+ "---\n",
+ "## 2. Configuration\n",
+ "\n",
+ "One selector picks the backtest window; everything downstream adapts. Specs are\n",
+ "the source of truth for the **window and tasks** — not the predictors."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 6,
+ "id": "d8d4a643",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "Config: 'backtest_2025' → baa10y_backtest_2025.yaml (LLMP on)\n",
+ "MultiTargetBacktestSpec (spec_id=baa10y_backtest_2025)\n",
+ " description: Main multivariate comparison: weekly origins across 2025 (post-cutoff), forecasting close-to-close cumulative changes at 1/5/21 business days.\n",
+ " start: 2025-01-06 00:00:00\n",
+ " end: 2025-12-22 00:00:00\n",
+ " stride: 5\n",
+ " warmup: 250\n",
+ " tasks: 3\n",
+ "\n",
+ "Task: baa10y_change_1b\n",
+ " description: BAA10Y close-to-close cumulative change, 1 business day ahead (next-session change / direction).\n",
+ " horizons: 1\n",
+ " frequency: B\n",
+ " payload: continuous\n",
+ " resolution: observed_value_at_resolution_timestamp\n",
+ "- target_series_id: baa10y_change_1b\n",
+ " description: BAA10Y cumulative spread change over 1 business day(s) (next business day)\n",
+ " source: FRED (BAA10Y), derived\n",
+ " units: basis-points\n",
+ " frequency: B\n",
+ "\n",
+ "Task: baa10y_change_5b\n",
+ " description: BAA10Y close-to-close cumulative change, 5 business days ahead (forward 1-week change).\n",
+ " horizons: 5\n",
+ " frequency: B\n",
+ " payload: continuous\n",
+ " resolution: observed_value_at_resolution_timestamp\n",
+ "- target_series_id: baa10y_change_5b\n",
+ " description: BAA10Y cumulative spread change over 5 business day(s) (5 business days ahead)\n",
+ " source: FRED (BAA10Y), derived\n",
+ " units: basis-points\n",
+ " frequency: B\n",
+ "\n",
+ "Task: baa10y_change_21b\n",
+ " description: BAA10Y close-to-close cumulative change, 21 business days ahead (forward 1-month change).\n",
+ " horizons: 21\n",
+ " frequency: B\n",
+ " payload: continuous\n",
+ " resolution: observed_value_at_resolution_timestamp\n",
+ "- target_series_id: baa10y_change_21b\n",
+ " description: BAA10Y cumulative spread change over 21 business day(s) (21 business days ahead)\n",
+ " source: FRED (BAA10Y), derived\n",
+ " units: basis-points\n",
+ " frequency: B\n",
+ "\n"
+ ]
+ }
+ ],
+ "source": [
+ "# ── Experiment configuration ──────────────────────────────────────────────────\n",
+ "# EXPERIMENT_CONFIG chooses which window drives the backtest (Section 5); all\n",
+ "# downstream cells adapt. The protected 2026 eval (Section 7) is fixed.\n",
+ "#\n",
+ "# \"smoke\" short late-2025 window (~6 weekly origins), post-cutoff.\n",
+ "# Fast default; LLM-Process predictors ON.\n",
+ "# \"backtest_2025\" weekly origins across all of 2025 (~50), post-cutoff.\n",
+ "# The full comparison; LLMP is slow here — trim the roster.\n",
+ "# \"stress_2020\" the COVID crash (daily origins Feb–Apr 2020). NUMERICAL\n",
+ "# ONLY — pre-cutoff is leaked for LLMs, so the predictors cell\n",
+ "# drops the LLMP rows for this config.\n",
+ "\n",
+ "EXPERIMENT_CONFIG = \"backtest_2025\"\n",
+ "\n",
+ "_BACKTEST_SPEC_FILES = {\n",
+ " \"smoke\": \"baa10y_smoke.yaml\",\n",
+ " \"backtest_2025\": \"baa10y_backtest_2025.yaml\",\n",
+ " \"stress_2020\": \"baa10y_stress_2020.yaml\",\n",
+ "}\n",
+ "_EVAL_SPEC_FILE = \"baa10y_eval_2026.yaml\"\n",
+ "\n",
+ "# 2020 is pre-cutoff → keep the LLM-Process out of the comparison (see Section 0).\n",
+ "POST_CUTOFF = EXPERIMENT_CONFIG in {\"smoke\", \"backtest_2025\"}\n",
+ "\n",
+ "with (SPECS_DIR / _BACKTEST_SPEC_FILES[EXPERIMENT_CONFIG]).open() as f:\n",
+ " backtest_spec = MultiTargetBacktestSpec.model_validate(yaml.safe_load(f))\n",
+ "\n",
+ "print(\n",
+ " f\"Config: {EXPERIMENT_CONFIG!r} → {_BACKTEST_SPEC_FILES[EXPERIMENT_CONFIG]} \"\n",
+ " f\"(LLMP {'on' if POST_CUTOFF else 'OFF — pre-cutoff'})\"\n",
+ ")\n",
+ "print(describe_spec(backtest_spec, data_service=svc))"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "22f36cca",
+ "metadata": {},
+ "source": [
+ "---\n",
+ "## 3. Target context — observed returns\n",
+ "\n",
+ "The most recent realised next-session returns (the `h=1` target). Blue = index up\n",
+ "over the window, red = down."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 7,
+ "id": "c2e433fb",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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bKCgoQFpamuC14+Pj+depSfXn+pb5Povt27fjhhtuQFZWFr744gts3bqVry9gs9kAeMaU33DDDdi8eTNefPFFbNiwAdu3b8eoUaP4dSKVmJgIAAE3UBwOBywWiyDAuO+++7Bjxw7s3bsXxcXF+PHHH/lCZZEoLS1FVlZWxG3ykcvlgmEM8+bNw2OPPYbRo0fju+++w7Zt2/DBBx8AQMD7r+m1CgoKgh6f/vupvLwcLpcLU6dOFRwbMpkM+fn5AcdfLNR0nATje+81FSyM5BjzpWFrtVrceeedyMjIwNChQ7Fv377aviUBsViMG2+8EYcOHYLVauW3GaxqfXl5OX8c5uXlYe7cuZg1axaMRiMqKipQVVUFwDNNne+/g5k0aRLefvtt/Prrrxg0aBBSU1Px6KOP8tsvKSlBWVlZwD6+9957wXEcCgoKIBKJsHbtWnTp0gUPPfQQWrVqhUsuuQSbNm0CgBofD6a8vDzoOSs9PR1lZWWCZTUdz++99x7uvPNOzJ07FxdddBFat26N+fPnB7y2QqHg3zchhJxPaMw8IYTUE6lUioEDB2Ljxo0wm83QaDSCx81mMzZu3IiBAwcKCnAF69UrLCxEZmYm//fVV1+Nq6++GiaTCb/88gumTp2Ku+++G+vWreMv5FeuXIlWrVoFvFabNm0Efwcr+jZ69GgoFAosW7YMI0eOxO7duzF79mz+8aSkJIhEImzevFlQCM7HV2QrMzMzoOiZyWSKOIgOVjCtqKiI/yxWrVqFhIQELFu2jC+YlpeXJ1j/+PHj+Pfff7F69WpB1fLaXJxrNBq0atUKhw8fFiw/cuQIGGOCsfQDBgxAt27d8Nlnn6F169ZQKpWCYmU1SU5OxpkzZ6JuY3XLly/HDTfcINh/Bw8erNVrZWZmBj0+/fdTYmIiRCIRnnnmGcEYb5+UlJRabTucmo6TYHzfk4qKCmRkZIRcL5JjDAD69euHNWvWwGq1YsOGDXj88ccxZswYnDhxItq3E5HOnTujsLAQ5eXlgnHzhw8f5o/DU6dOweFwBGTfAJ5shv79+wcU1/QRi8V49NFH8eijj/LTBD711FNISUnB888/j6SkJKSmpgYttgecu8HSsWNHLF++HE6nE1u2bMEzzzyD66+/HqdPn0ZcXFyNj1eXlJQUdH8XFhaiY8eONX9wfhISEjBv3jzMmzcP+/btwzvvvIP/+7//Q/fu3QXTU1ZUVAhuuBJCyPmCeuYJIaQeTZkyBWVlZUHnIJ87dy7KysowZcoUwXKj0Yj169cL/v7999/Rv3//gNeIj4/HzTffjFtvvRWHDh0C4Aki1Wo1DAYDLrnkkoB/kVyUarVaXHfddViyZAmWLFnCV7L2ufLKKwF4eo+DbcOXht2vXz/88MMPgurtK1asqHH7Phs2bBD0Pq5fvx5lZWX8Z2G1WiGTyQQ3JL766ivBa/iCdv+bDnl5efjrr78iboe/UaNG4bvvvhOkHX/zzTdITEzEwIEDBeved999+Oqrr7BgwQLccsstATd0wrnqqquwYsUKVFZW1qqdPlarNeCGS/XPKFJ9+/bF+vXrBW36888/BT2iGo0GAwYMwKFDh4IeGzk5ObXadjg1HSfB+G44+VdnDyaSY8yfSqXCNddcgwcffBCnTp3ib1zJ5fKoM0F83G43li9fjm7duvFTR44YMQJisRjffvstv155eTnWrl2La665BgDQq1cvbNiwQfDPN+PERx99hA8//DCi7bdo0QKPPfYYevTowZ9nrrrqKhQXF0Mulwfdz9WPOZlMhiFDhuCpp56CyWQKuFFV0+M+l19+OdatWyco+HnkyBHs3bsXl19+eUTvJ5iLLrqI/2x879EnNzc3qlkACCGkoVDPPCGE1KMbbrgBDz/8MGbOnAm9Xs/3zH777bf45JNP8PDDDwfMMZ+UlIT//Oc/mDVrFhITE/Haa6+BMcYH/R9//DG2bt2Kq6++GpmZmTh16hS+/PJLjBgxAoCnZ/TFF1/EE088AYPBgKFDh0IikeDkyZP47rvv8O2330KtVtfY9gkTJmDcuHHIy8vDTTfdJMge6NixIx566CHceeedmD59Ovr37w+n04mjR49iw4YNWL16NQDPlF59+/bFmDFj8H//9384efIk3nzzzYjT7LVaLUaNGoWnnnoKFRUVePLJJ9GvXz+MHDkSgGdM7Lx58zB58mSMHTsWW7duxRdffCF4jc6dO6Nly5Z46qmn4HK5UFVVhRkzZqBFixYB21uzZg3MZjN27NgBAPjhhx+g1WrRtWtXdO3aFYBnSsGvvvoKEyZMwP/93/9h3759mDNnDl555ZWAAObOO+/Ek08+iZKSkoAK4zWZMWMGfvzxR1x++eV44oknkJmZiYMHD8JisQTMIR7O8OHD8c477+D9999Hx44d8eWXX+L48eNRtcVn6tSp+PDDD3Httddi+vTpqKiowKxZs5CSkiKYSm7OnDkYNmwYbrnlFtx6663Q6XQwGAz47bffcPfdd0c8g4Dvxs/Bgwfhcrn4v/v27Yvs7Gx+vZqOk2DatGmDzMxM7Ny5k6+8Hkwkx9hPP/2EBQsWYOzYsWjdujXOnj2L9957D5dddhl/rHfp0gWLFi3CDz/8gMzMTGRlZQUdRpGXl4eJEydiwoQJaN++PcrLyzF//nzs2LFDELi3bNkS9957L6ZPnw6JRIIWLVrg1VdfRUJCAv773/8C8JwLQn3WF198Mfr06RPyff/3v/+FTqfDpZdeCp1Oh7/++gt79uzB//3f//Gfy/XXX4+rr74aTzzxBHr06AGz2YwDBw7g+PHj+PTTT7F371489thjuOWWW9CuXTsYjUbMnj0bOTk5aNeuXY2PBzN16lR8/vnnGDFiBJ599lnYbDY899xzaN26dcD0iDW57LLLMHbsWHTv3h0SiQSLFy+GXC4X9MqbzWYcPnwYM2bMiOq1CSGkQTRu/T1CCGkevvzySzZgwACm0WiYRqNhl156KVu8eHHAer7KzT/++CPr0qULk8vlrHfv3uyvv/7i19myZQu79tprWWZmJpPL5ax169bs0UcfDahuv2TJEta3b1+mUqlYfHw86927N3v++eeZ0+lkjNVctdtms7GEhAQGgP35558Bj7vdbvbee++x7t27M7lczpKSktiAAQPYW2+9JVhv5cqVrGPHjkyhULCLL76Y/f333ywhISGiavYPPfQQmz17NsvMzGRKpZJdf/317PTp04L1Xn/9ddayZUumVqvZ8OHD2dGjRxkANmfOHH6dbdu2sb59+zKlUsk6dOjAFi1aFFAl27dNAAH/qrf1r7/+Yv3792cKhYK1bNmSzZ49W1C53d+IESNY165dw77XUA4cOMBuuOEGFh8fz9RqNevVqxdbunQp/3j198kYY2+//Tbz/3mvrKxkkyZNYjqdjul0OnbfffexH374IaCieSSvxRhjmzZtYr169WJyuZx16dKF/fjjjywnJydg1obt27eza665hiUkJDCVSsU6dOjAHnjgAabX6yN+/8H2BQD2+eef8+tEepwEM3nyZDZw4EDBsmDfi5qOscOHD7Mbb7yRtWrViikUCpaVlcUmTZrECgoK+NcwGAzsmmuuYYmJiWFncygtLWU33HADa9myJZPL5SwuLo4NHTo0aGV+m83GHnvsMZaWlsZUKhW76qqr2KFDh8K+50ir2S9cuJBddtllLCkpiSmVSta1a1dBtXjGGLPb7WzWrFmsQ4cOTC6Xs9TUVHbFFVfw57bCwkJ2xx13sLZt2zKFQsHS0tLYjTfeyM/oUNPjjAVWs2eMsT179rDhw4cztVrNtFotGzduHMvNzRWsE8nxPH36dHbRRRexuLg4Fh8fzy677LKA6vzffvst02g0IWcPIYSQxiRijLEGu3NACCGENCMmkwktWrTAzJkz8dhjjzV2c+rFsWPH0LlzZ3z22WeYOHFiYzcnKnv37kXv3r1x8uRJQU8/IT433XQTtFqtYGYKQgg5X1AwTwghhMRYZWUlDh48iA8//BCrVq1Cbm6uoNJ9U/b000+jR48eyMrKwsmTJ/Hqq6/CarXi8OHDQQuWne/Gjh2LNm3a4K233mrsppDzzKlTp9CtWzfs27cvZNo/IYQ0JhozTwghhMTYzp07ccUVV6BVq1ZYtGhRQCDvdrvhdrtDPl8ikQSdZeB84HA48OSTT6KwsBAqlQpDhw7FnDlzogrkz6f3/8Ybb+C7775rkG2RpuX06dP43//+R4E8IeS8RT3zhBBCSAObNGkSFi1aFPLxDRs2RFwkrilq7u+fEEIIiQUK5gkhhJAGlpubi5KSkpCPd+rUiZ/e70LU3N8/IYQQEgsUzBNCCCGEEEIIIU2MuOZVCCGEEEIIIYQQcj6hYJ4QQiIwc+ZMiEQi/l9qaiqGDRuGP//8M+bb8S8klpubi5kzZ+LMmTOC9TZu3AiRSIQdO3bEdPvRqN7WuqioqIBIJMLChQtj8noktN27d2PmzJmwWCyC5QsXLoRIJAqb/t7QcnJy8PDDD8fktebNm3feFhU8n1RUVGDmzJk4ePCgYHlubi5EIhFWrFjRSC0LrVevXpg0aVJjN4MQQhocBfOEEBIhlUqFrVu3YuvWrZg/fz5KS0tx5ZVXYv/+/THbxr333osNGzbwf+fm5mLWrFkBwXyfPn2wdetWdOnSJWbbjlb1tpKmYffu3Zg1a1ZAMH8+WrVqFR5//PHGbkazUlFRgVmzZgUE85mZmdi6dSuGDRvWSC0jhBBSHU1NRwghERKLxbj00kv5v/v164ecnBx89NFHeP/992OyjZYtW6Jly5Y1rhcfHy9oS2OItK2k4THG4HA4oFAoGrspddK7d+/GbgLxUigUjX7OIYQQIkQ984QQUkutW7dGamoqTp06BcAzd/bLL7+MnJwcKBQKdO7cGR9//LHgOQaDATfffDPS09OhVCrRpk0bTJ06lX/cP3V948aNuOKKKwAAffv25VP8fY/5p9kPHToU1113XUAb33//fahUKhiNRgCeIO/NN99Ex44doVAo0LZtW7z99tu1ev/V0+x9bfrtt99w2223QavVIjs7G2+88UbAcz/55BPk5ORArVbjyiuvxPHjx4NuY+HChejRoweUSiVatGiBZ599Fi6XCwBgMpmQnZ2N8ePHC57zwAMPIDk5OSCbwV+w9O3Vq1dDJBIhNzcXwLm04kWLFuE///kPEhISkJSUhGnTpoHjuBo/n02bNmHgwIFQqVRISUnBPffcg7KyMv7xNm3aBE0hf/zxx9GyZUt+Hna73Y5nnnkG2dnZUCgU6NKlC77++mvBcyZNmoTu3bvj559/Rs+ePaFQKPDDDz8EvPbChQtx9913AwBSU1MhEomQk5MjWEev12PUqFHQaDTo0KEDFi9eHPA6P/30E/r37w+VSoXU1FQ8+OCDMJvNIT8Lh8MBtVqNBQsW8Mvmzp0LkUiEDz74gF/28ccfIyEhgd/H1feT731u3LgRvXv3hkajQb9+/bBz507B9kwmE+666y5otVqkpqbiiSeeCLrP8vLyMH78eCQkJECj0WDkyJHYt28f//hLL72E1q1b83+73W4kJiYiLS1N8DqZmZmYM2dOyPcfjG9Yw7///huTz/vAgQMYPHgwlEolOnTogK+++gpjxowRTPF3+PBh3HrrrWjVqhXUajW6du2KuXPn8sdabm4u2rRpAwC46aab+HNObm5uQJq9b19U9+OPP0IkEuHIkSOC9xrqexytLVu24OKLL4ZSqUT37t2xZs2aoOutXLkSvXr1glKpRFZWFqZNmwabzcY/3q5dOzz//PP8399++y1EIhGmT5/OL/v1118hEolQXFwM4Nx5dsWKFejUqRPi4uIwbNgwnDhxolbvhRBC6owRQgip0YwZM5hGoxEsMxqNTCKRsHvvvZcxxti0adOYRCJhM2bMYL/++iubPHkyA8Dee+89/jlXXHEF69SpE1u6dCnbsGEDW7RoEZs8eXLQ7RiNRvbBBx8wAOzzzz9nW7duZVu3bmWMMbZhwwYGgG3fvp0xxthHH33EZDIZKy0tFbRx4MCBbNy4cfzfkydPZiqVir388svst99+Y7NmzWIymYzNnz+fX+fUqVMMAJsxY0ZUn4mvTW3btmUzZsxgv/32G3vooYcYALZmzRp+vR9++IEBYJMmTWK//PILe+WVV1hOTg7/Pn3mzp3LJBIJe/zxx9natWvZO++8w+Li4tiTTz7Jr7Nu3TomEonY4sWLGWOM/fzzzwwAW7p0adi2Z2dns4ceekiwbNWqVQwAO3XqlOBzyMrK4tv66quvMqlUKmhDMDt27GByuZyNGDGC/fDDD+zTTz9lKSkprF+/fozjOMYYY0899RRLT0/n/2aMMbfbzVq2bMmmTZvGL7vhhhtYUlISe+edd9jatWvZlClTmEgkYj///DO/zsSJE5lOp2Pt2rVjn3/+OVu3bh07duxYQLuKiorYc889xwCwX375hW3dupXt2rWLMcbY559/zgCwLl26sLfeeoutXbuW3XTTTUwkErGDBw/yr7F8+XImFovZf/7zH7ZmzRr22WefsbS0NHbLLbeE/UyGDh3K7rrrLv7v66+/nimVSnbzzTfzyyZMmMCuvvpq/u/q+2nixIksOTmZXXTRReyrr75iP/74I7voootYq1atmMPh4Ne78cYbWVxcHHv//ffZTz/9xK699lrWokUL5n/ZYzKZWE5ODmvbti37+uuv2cqVK9nFF1/MEhMTWX5+PmOMsY0bNzIA7OTJk4wxxnbu3MlkMhkTi8X8Z3LkyBEGgP3999/8awNgEydODPt5xPLztlgsLCsri3Xt2pUtX76cLV++nHXv3p21bNmSDRkyhF/v999/Zy+88AL7/vvv2YYNG9jbb7/N4uPj2cyZMxljjNlsNrZy5UoGgL366qv8Ocdms/Hfh+XLlzPGGPvll18YALZv3z7B+7rttttYnz59+L8j+R5H+pkVFBSwuLg4NmDAAPbdd9+xhQsXsuzsbJaSkiJ47nfffcdEIhGbMGECW7NmDXv77beZSqViN954I7/OpEmT2ODBg/m/J0+ezJRKJevXrx+/7Omnn2adO3fm/x4yZAhr0aIF69evH1u5ciVbvnw5a9WqFbv00kvDtpsQQuoLBfOEEBIBX+DqdDqZ0+lkp06dYuPGjeODouLiYiaTydhTTz0leN6ECRNYamoqH7BpNBr27rvv1rgdn+pBe6jlJSUlTCaTsf/973/8Orm5uUwkEvEX38ePH2cikYh9/PHHgtd68sknWUZGBnO5XPzzJBIJmzVrVkSfSfU2TZ8+nV/mdrtZTk4O+89//sMv69+/Pxs0aJDgtZ5//nlBMG8ymVhcXBx7+umnBevNnz+fqVQqVlJSwi975JFHWEJCAvv3339ZZmYmmzBhQth2MxZdMB+srWq1mpWVlYV8/bFjx7LWrVsLAsxff/2VAWDff/89Y4yxPXv2MABs7dq1/Dp//PGHYL+uX7+eAWC//vqr4PVvueUW1rdvX/7viRMnBgSUofiCyOLi4qDLP/jgA35ZVVUVU6vV7KWXXmKMefZndnZ2wGe8Zs0aJhKJ2P79+0Nu94UXXmA5OTn86+h0Ovbwww+zjIwMfp2WLVuyV199lf87WDBffTu+4+7PP/9kjDF24MABJhKJ2IIFC/h1OI5jbdq0EQTz77zzTkDgXFpayjQaDX8zxWq1MoVCwRYuXMgYY+ztt99mAwcOZL179+ZvgH3yySf8ucFHIpGwe+65J+RnwVhsP+8PPviASSQS/thlzHP8SiQSQTDvz+12M6fTyV555RWWmZkpeJ5/0B5qudPpZKmpqeyZZ57h1zGbzSwuLo7NmTOHMRbd9ziSz+zJJ59kWq2WVVRU8MvWrVsXcCOgd+/ebMCAAYLnfvzxxwwA27t3L2OMsc8++4wplUpms9kYY4z17NmTPfzww0wqlbLKykrGGGOXXXYZu//++/nXGDJkCNNoNKyoqIhf5tuPer0+bNsJIaQ+UJo9IYREyGw2QyaTQSaToU2bNtiwYQPef/99jBw5Ev/88w+cTiduuukmwXNuueUWFBcX4+jRowA8hevefPNNzJ8/P2RqeW0kJydj+PDhWLp0Kb/sm2++QVxcHJ9+//vvvwMAbrzxRnAcx/+76qqrcPbsWej1egBAdnY2OI7DCy+8UKu2jBgxgv9vkUiELl26wGAwAABcLhd27tyJsWPHCp5TPVV+y5YtqKqqwk033RTQVqvVKig6+NprryEzMxOXXnopxGKxIG07FoK11WKxCNKxq/vzzz8xevRoyGQyftmIESOQmJiIzZs3AwB69OiBrl27CvbZ0qVL0aFDB1xyySUAgLVr1yIpKQnDhg0TfA7Dhw/Hv//+K0hVTk5ORv/+/ev8fv33n0ajQXZ2Nr//jh49iry8PNx8882C9gwZMgRisTjs7AqDBw9Gbm4uDAYD9u3bh8rKSjzxxBMoKirCkSNHcPLkSRgMBgwePDhs+7KystCtWzf+765duwIA38bt27eDMSbYbxKJBGPGjBG8zp9//onu3bsLikgmJSVh+PDh/D5SKpXo27cvNm3aBMAzdGLIkCEYMmQI/vjjD37ZgAEDIJWeK0PEcZxgSEE4sfi8t2/fjosuukgwZCInJwc9e/YUbMtms2HGjBlo3749FAoFZDIZnn32WRQUFKCqqiqi9vpIpVLcdNNN+Oabb/hlP/74I8xmM2699VYA0X2PI/nM/vnnH1xxxRVISEjglw0bNgxJSUn831VVVdi9e3fAOeWWW24BAH7fDh48GDabDdu2bUNFRQX27duHhx56CPHx8fjrr79gs9mwffv2gOOxV69eSE1N5f+ufvwRQkhDomCeEEIipFKpsH37duzYsQO5ubkoKSnBQw89BAAoLy8HAKSnpwue4/vbN1b6m2++wZVXXolnn30WHTp0QOfOnbFy5cqYtG/ChAnYuHEjzp49CwBYsmQJxo4dC6VSCQAoKSkBYwwpKSn8TQmZTIbhw4cDAB/M11ViYqLgb7lczo9VLS4uBsdxAWOOq39uvunR+vTpI2hrhw4dAtqqUqkwZswY2O123HbbbdDpdDF5Hz6h2lpQUBDyOeXl5QHvyfdc/3HzEyZMwMqVK+FwOMBxHFasWIEJEybwj5eUlKCsrEzwGchkMtx7773gOE7QhmDbq41w+8+3X8aOHStoj1qthsvlCnsMDRgwADKZDH/88Qc2bdqEiy++GK1atUL37t2xadMmbNq0iQ+eo20fAL6NBQUFkMlkAcdB9c8n0n00ZMgQPpjfvHkzBg8ejMGDBwsC/JpuQET7fqL9vAsKCgQBpk/1Y/fJJ5/EnDlzcN999+Hnn3/G9u3b8dxzzwGAYDx5pCZMmIATJ05g27ZtADznnEGDBvGFMaP5HkeioKAg4D0BwvdZUVEBxljAvk1ISIBCoeD3bbt27dCiRQts2rQJmzdvRlpaGjp37ozLL78cmzZtwt9//w2HwxGwb2s6/gghpCFRNXtCCImQWCzme0yr8/UMFRUVoUWLFvzywsJCweOZmZn47LPP8Omnn2Lnzp14+eWXccstt+DIkSNo27Ztndo3evRoKBQKLFu2DCNHjsTu3bsxe/ZsQRtFIhE2b97MX4D669SpU522H4nU1FRIpVIUFRUJlvs+Jx/f57Vy5Uq0atUq4HV8RboAYO/evXjrrbfQu3dvvPfee7j77rtrnLJPqVTC4XAIlvluyFQXqq2ZmZkhXz8pKSngeb7n+vci3nrrrXj++efxyy+/QKFQoLi4WBDMJyUlITU1FT///HPQ7fgHMQ0xh7qv7e+//37QLICsrKyQz1Wr1bjkkkuwadMmlJeX80HS4MGD8ccff0Aul6N///5Bj81oZGZmwul0ory8XBDQBzvG/Iu0+a/nv48GDx6MV155BevWrUNZWRkuu+wy2O12FBQUYP369cjLy8OgQYPq1OZQIv28MzMzsXv37oDHi4qKoNVq+b+XL1+O//73v3jyySf5ZT/99FOt23fZZZehVatWWLp0KTp16oQ1a9Zg3rx5Ae2P5HsciczMzKDfK/9liYmJEIlEAesZjUbY7faAfbtp0yYYjUZ+Hw4ePBirVq2CQqFAdnZ20HYTQsj5goJ5QgiJgX79+kEmk2H58uWC6bSWLVuGtLQ0dOzYUbC+WCxG37598fLLL+P777/H8ePHgwbz0fT6aLVaXHfddViyZAnKysqQmpqKq666in/8yiuvBACUlpbi+uuvr9X7rCuJRII+ffpg1apVgir+vgrZPgMGDIBarYbBYAhIc/fncDhw5513ol+/fli3bh0uu+wy3HXXXdi6dasg7bm6li1b4tChQ4Jla9euDbpusLaq1WpcdNFFIV//8ssvx+rVqzF37ly+Hb/99hsqKipw+eWX8+u1b98effv2xZIlS6BQKNCrVy907tyZf/yqq67CG2+8Ablcjh49eoTcXjTq0pPYuXNntGzZEidPnuSzUqIxePBgrF69GkajERMnTgTg6fmeOnUqFAoFbrvttqhfszpfz/6qVatwzz33APAM71i9erVgvcsvvxwrVqzAkSNH+BtZ5eXl+P3333H//ffz6w0cOBBSqRQvvfQSevfuDa1WC61Wi65du+LFF1+EXC6vtynbIv28+/bti8WLF+PUqVN8gJybm4s9e/YIjjer1Sq4WeJyuQTDPIDojg+RSIRbb70VX3/9Nbp37w6XyyVIb4/0exypfv36Yf78+TAajXyq/fr16wWZFHFxcejVqxdWrFgh+N4uW7YMAASfx+DBgzF9+nSUlpbyszwMGTIEzzzzDNxud50yLgghpCFQME8IITGQkpKCyZMnY86cOVAqlbj00kvx888/4+uvv8Z7770HiUQCo9GIkSNH4s4770SnTp3gcDjw3nvvITExEX369An6uh07doREIsFnn30GqVQKqVQaMjsA8KS9jhs3Dnl5ebjpppsEAW3Hjh3x0EMP4c4778T06dPRv39/OJ1OHD16FBs2bOCDnby8PLRr1w4vvPBCrcfNh/Pss89i9OjRuPvuu3Hrrbdi586d+OKLLwTrJCYm4sUXX8QTTzwBg8GAoUOHQiKR4OTJk/juu+/w7bffQq1W44UXXsCJEyewZ88eyOVyLF68GH369MHLL7+MmTNnhmzD+PHj8eCDD2LWrFkYOHAgfv75Z2zdujXouidOnODbumvXLsyePRtTp04Nm87/7LPPYuDAgbjuuuswefJkFBYW4qmnnkK/fv1wzTXXCNadMGECnn/+eUilUjz77LOCx4YPH47rr78eV199NZ544gn06NEDZrMZBw4cwPHjx/Hpp5/W8GkH8mUtfPDBBxgzZkyNNyb8iUQivPXWW7jttttgNptx7bXXQqPRIC8vDz/99BNeffXVgBtX/gYPHozXX38dYrGYD6oGDx7MjzeORfDUtWtXjB07FlOmTIHNZkNOTg4+/PDDgEyMu+++G2+//TauvfZavPzyy1AqlXjllVcglUoxZcoUfr24uDj07t0bf/zxB6ZNmyZ4L/Pnz8dll13GD2XxEYlEmDhxIhYuXFin9xLp53333XfjlVdewXXXXYdZs2YB8EwdmZGRAbH43IjK4cOH45NPPkHXrl2RkpKCDz/8EHa7XbDNjIwMJCYmYsmSJWjTpg0UCkXYG0kTJkzAnDlz8Pzzz2PEiBFISUnhH4v0ewx4xuBPnDgx7Lj5KVOm4IMPPsCoUaPw1FNPoby8HDNmzEBycrJgvZkzZ2LMmDG44447cMcdd+DIkSN45plncOONNwqO9cGDB6Oqqgo7d+7E559/DgDo3bs3FAoFtm7dyt8Milb79u2RnZ2NdevW1er5hBASsUYuwEcIIU1CsKnpqnO5XOzFF19krVu3ZjKZjHXo0IF99NFH/OM2m43de++9rFOnTkylUrGkpCQ2YsQItm3btrDb+eijj1jbtm2ZVCrlq3GHqnJvs9lYQkKCoLq3P7fbzd577z3WvXt3JpfLWVJSEhswYAB76623+HXqOjVd9TaNHj06oKL2Rx99xFq1asWUSiUbMmQI++effwKmpmOMsSVLlrC+ffsylUrF4uPjWe/evdnzzz/PnE4n++uvv5hYLBZ8xox5Ko5LpdKAdvhzOp3s8ccfZ+np6SwhIYH997//ZV9//XXQavaff/45mzhxItNqtSwxMZE9+uijgir1oWzcuJENGDCAKRQKlpSUxCZNmhQwdSBjjJ0+fZqJxWImEon4KdH82e12NmvWLNahQwcml8tZamoqu+KKK/jp+BjzVHnv1q1bjW3ymTlzJmvZsiUTi8UsOzubMRa6yn3Pnj0Dpgxbu3YtX9lbo9Gwbt26sccee0xQZTwY33SOvXr1Eizv3Lkzk0qlrKqqSrA8WDX76u+zvLw84NgpLy9nt99+O9NoNCw5OZlNmzaNzZkzh1W/7MnNzWXjxo1jWq2WqdVqNnz4cL7aub/HH3+cAWCrV6/mly1dupQBCKjUXlVVxQDUOH1hrD/v/fv3s8svv5zJ5XLWpk0b9tlnn7GhQ4eyMWPG8OucPXuWjRkzhmm1Wpaens6efPJJ9sknnwS0Y9WqVaxLly5MoVDw34lQVe4ZY6xTp04MAPviiy+Cvtdw32MfRDA1HWOMbdq0ifXq1YvJ5XLWpUsX9uOPPwb9zFasWMF69OjB5HI5y8jIYFOmTGFWqzXg9VJTU1lSUhJzu938squvvpoBYEeOHBGsO2TIEHbttdcKlv37778MANuwYQO/LDs7O+QsAoQQEksixhhryJsHhBBCSFOQm5uLNm3aYPny5QGVsQkJZd26dbjmmmtw4sQJvhBcYygrK0Pbtm0xdepUzJgxo9HaQQghpP5Qmj0hhBBCSIz89ddfmDhxYoMH8q+//jrS09ORk5ODgoICvPnmm3C5XLVOFSeEEHL+o2CeEEIIISRG6qPORCTEYjFefvllnD59GlKpFP3798f69eupGjshhFzAKM2eEEIIIYQQQghpYsQ1r0IIIYQQQgghhJDzCQXzhBBCCCGEEEJIE9Osxsy73W6cOXMGWq0WIpGosZtDCCGEEEIIIYQIMMZQWVmJrKwsiMWh+9+bVTB/5swZKgRDCCGEEEIIIeS8p9frw86O0qyCea1WC8DzocTHxzdya5o2t9uN8vJy6HS6sHeLyPmH9l3TRPutaaL91rTR/mvaaP81PbTPmi7ad7FlMpnQqlUrPn4NpVkF877U+vj4eArm68jtdoPjOMTHx9MXtomhfdc00X5rmmi/NW20/5o22n9ND+2zpov2Xf2oaWg4fdKEEEIIIYQQQkgTQ8E8IYQQQgghhBDSxFAwTwghhBBCCCGENDEUzBNCCCGEEEIIIU0MBfOEEEIIIYQQQkgTQ8E8IYQQQgghhBDSxFAwTwghhBBCCCGENDEUzBNCSBNy6tQp7Nmzp7GbQQghhBBCGhkF84QQ0oTs27cPmzdvbuxmEEIIIYSQRkbBPCGENCFutxucy9XYzSCEEEIIIY2MgnlCCGlCGGNwUTBPCCGEENLsUTBPCCFNiNvthsvlbuxmEEIIIYSQRkbBPCGENCGUZk8IIYQQQoDzKJjftGkTrr/+emRlZUEkEmH16tWCxydNmgSRSCT4d/XVVzdOYwkhpJG43W64KZgnhBBCCGn2pLV5Un5+PvLy8mCxWJCamopu3bpBoVDUqSFmsxk9e/bEPffcg3HjxgVd5+qrr8bnn3/O/13XbRJCSFNDPfOEEEIIIQSIIpjPzc3F/PnzsXTpUhgMBjDG+MfkcjkGDRqE+++/HzfeeCPE4ug7/EeNGoVRo0aFXUehUCAjIyPq1yaEkAuF2+0Gx1EwTwghhBDS3EUUzD/yyCNYtGgRRo4ciZdffhn9+vVDVlYWVCoVysrKsH//fvz555944YUXMGvWLHz++efo27dvzBu7ceNGpKWlQafTYdiwYXj55ZeRnJwccn273Q673c7/bTKZAHjTVN1UQKou3G43GGP0OTZBtO+aJt9+c7lccLk42n9NBH3fmjbaf00b7b+mh/ZZ00X7LrYi/RwjCuY1Gg1OnjwZNHBOS0vDsGHDMGzYMMyYMQO//PIL9Hp9zIP5q6++GuPGjUObNm1w4sQJPPPMMxg1ahS2bt0KiUQS9DmzZ8/GrFmzApaXl5eD47iYtq+5cbvdqKysBGOsVpkYpPHQvmuafPutqqoKVqsVZWVljd0kEgH6vjVttP+aNtp/TQ/ts6aL9l1sVVZWRrSeiPnny58nRCIRVq1ahTFjxoRc5+TJk2jXrh1+//13XHnllUHXCdYz36pVK5SXlyM+Pj7WzW5W3G43ysvLodPp6AvbxNC+a5p8++27777H4aPH8MZrrzZ2k0gE6PvWtNH+a9po/zU9tM+aLtp3sWUymaDT6WA0GsPGrVEXwLNarWCMQa1WAwDy8vKwatUqdOnSBSNHjqx9i6PUtm1bpKSk4Pjx4yGDeYVCEbRInlgspoMsBkQiEX2WTRTtu6ZJJBKBgcHN3LTvmhD6vjVttP+aNtp/TQ/ts6aL9l3sRPoZRv1Jjx49GosXLwYAVFRUoH///pg7dy7GjBmD+fPnR/tytWYwGFBaWorMzMwG2yYhhDQ2z9R0NB6NEEIIIaS5izqY37VrFwYNGgQAWLFiBdLT05GXl4fFixfj3XffrXVDqqqqsHv3buzevRsAcOrUKezevRv5+fmoqqrC9OnT8ffffyM3Nxfr1q3D6NGj0b59+wbNBiCEkMbmdrvhclM1e0IIIYSQ5i7qNHuLxQKtVgsAWLt2LcaNGwexWIxLL70UeXl5tW7Ijh07cMUVV/B/T5s2DQAwceJEzJ8/H3v37sWiRYtQUVGBrKwsjBgxAi+99BLNNU8IaVZcLjdc1DNPCCGEENLsRR3Mt2/fHqtXr8bYsWPx66+/YurUqQCAoqKiOhWVGzp0KMLV4vv1119r/dqEEHKh8KTZU888IYQQQkhzF3Wa/QsvvIDHH38cOTk56N+/PwYMGADA00vfu3fvmDeQEELIOZ40e+qZJ4QQQghp7qLumR8/fjwuv/xyFBQUoGfPnvzyK6+8EuPGjYtp4wghhAi5GfXME0IIIYSQWvTM33PPPdBoNOjdu7egZH63bt3w+uuvx7RxhBBChNxuRgXwCCGEEEJI9MH8okWLYLVaA5ZbrVZ+yjpCCCH1g7mpAB4hhBBCCIkizd5kMoExBsYYKisroVQq+cdcLhd+/vlnpKWl1UsjCSGEeLjdbripZ54QQgghpNmLOJhPTEyESCSCSCRCx44dAx4XiUSYNWtWTBtHCCFEyO1mcHEUzBNCCCGENHcRB/MbNmwAYwzDhg3Dt99+i6SkJP4xuVyO7OxsZGVl1UsjCSGEeLgZVbMnhBBCCCFRBPNDhgwBAJw6dQqtWrUSFL8jhBDSMFwuF1WzJ4QQQggh0U9Nl52djYqKCmzbtg1FRUVwV+shuuuuu2LWOEIIIUKeeeYpmCeEEEIIae6iDuZ/+OEH3H777aiqqkJ8fDxEIhH/mEgkomCeEELqkdvN4KZq9oQQQgghzV7UufKPPfYY7rnnHlRVVaGiogLl5eX8v7KysvpoIyGEEC9PNXsK5gkhhBBCmruog/nTp0/jkUcegVqtro/2EEIICcNTAI/S7AkhhBBCmruog/mRI0dix44d9dEWQgghNWBuN6XZE0IIIYSQ6MfMX3vttZg+fToOHjyIiy66CDKZTPD4DTfcELPGEUIIEXK7GdzUM08IIYQQ0uxFHczfd999AIAXX3wx4DGRSAQXTZlECCH1xu12w0U984QQQgghzV7UwTwVXiKEkMbjKYBHN00JIYQQQpq7qMfME0IIaTxUzZ4QQgghhAAR9sy/++67uP/++6FUKvHuu++GXfeRRx6JScMIIYQEcrvdcNNwJkIIIYSQZi+iYP7tt9/G7bffDqVSibfffjvkeiKRiIJ5QgipR27mptokhBBCCCEksmD+1KlTQf+bEEJIw2JuN1yUZk8IIYQQ0uzVacw8YwyMsVi1hRBCSA1oajpCCCGEEALUMphfvHgxLrroIqhUKqhUKvTo0QNffPFFrNtGCCGkGjdzw01T0xFCCCGENHtRT0331ltv4fnnn8fDDz+Myy67DACwefNmPPDAAygpKcHUqVNj3khCCCEenp55CuYJIYQQQpq7qIP59957D/Pnz8ddd93FL7vhhhvQrVs3zJw5k4J5QgipR4zmmSeEEEIIIahFmn1BQQEGDhwYsHzgwIEoKCiISaMIIYQE53K7KM2eEEIIIYREH8y3b98ey5YtC1j+zTffoEOHDjFpFCGEkOCYm0EkEjV2MwghhBBCSCOLOs1+1qxZuOWWW7Bp0yZ+zPxff/2FdevWBQ3yCSGExI7b7YZITME8IYQQQkhzF3XP/I033oh//vkHKSkpWL16NVavXo2UlBRs27YNY8eOrY82EkII8XK73RCJxDQtKCGEEEJIMxd1zzwAXHzxxfjyyy9j3RZCCCE1YIxBIpXC5XJBKq3VKZwQQgghhFwAanUl6HK5sGrVKhw6dAgA0LVrV4wePZouLAkhpJ653W5IJRKano4QQgghpJmLOvo+cOAAbrjhBpw9exadOnUCALz++utITU3FDz/8gO7du8e8kYQQQjzczM33zBNCCCGEkOYr6jHz9957L7p16waDwYBdu3Zh165d0Ov16NGjB+6///76aCMhhBAv5maQSCiYJ4QQQghp7qLumd+9ezd27NgBnU7HL9PpdHjllVfQt2/fmDaOEEKIkJu5IZXJKJgnhBBCCGnmou6Z79ixIwoLCwOWFxUVoX379jFpFCGEkOBcLhf1zBNCCCGEkOiD+dmzZ+ORRx7BihUrYDAYYDAYsGLFCkyZMgWvv/46TCYT/48QQkhsMTeDRCalAniEEEIIIc1c1MH8ddddh4MHD+Lmm29GdnY2srOzcfPNN2P//v24/vrrodPpkJiYKEjDj8SmTZtw/fXXIysrCyKRCKtXrxY8zhjDCy+8gMzMTKhUKlx11VU4duxYtM0nhJAmzc3c1DNPCCGEEEKiHzO/YcOG+mgHzGYzevbsiXvuuQfjxo0LePyNN97Au+++i0WLFqFNmzZ4/vnnMXLkSBw8eBBKpbJe2kQIIecbXwE86pknhBBCCGneog7mhwwZUh/twKhRozBq1KigjzHGMG/ePDz33HMYPXo0AGDx4sVIT0/H6tWrceutt9ZLmwgh5HzjdrshUSioZ54QQgghpJmLOphvDKdOncLZs2dx1VVX8csSEhLQv39/bN26NWQwb7fbYbfb+b994/jdbjf1atWR2+0GY4w+xyaI9l3TxO835oZcIgHHcbQPmwD6vjVttP+aNtp/TQ/ts6aL9l1sRfo5Nolg/uzZswCA9PR0wfL09HT+sWBmz56NWbNmBSwvLy8Hx3GxbWQz43a7UVlZCcYYxOKoSy+QRkT7rmny7TcX54QIQFlZGeLi4hq7WaQG9H1r2mj/NW20/5oe2mdNF+272KqsrIxovSYRzNfW008/jWnTpvF/m0wmtGrVCjqdDvHx8Y3YsqbP7XZDJBJBp9PRF7aJoX3XNPn2GyCGTKGEVqtFUlJSYzeL1IC+b00b7b+mjfZf00P7rOmifRdbUmlkYXqTCOYzMjIAAIWFhcjMzOSXFxYWolevXiGfp1AooFAoApaLxWI6yGJAJBLRZ9lE0b5rmkQikWfMvERKd76bEPq+NW20/5o22n9ND+2zpov2XexE+hlG/UlbrVZYLBb+77y8PMybNw9r166N9qUi1qZNG2RkZGDdunX8MpPJhH/++QcDBgyot+0SQsj5h0EskdCYNEIIIYSQZi7qnvnRo0dj3LhxeOCBB1BRUYH+/ftDJpOhpKQEb731Fh588MFaNaSqqgrHjx/n/z516hR2796NpKQktG7dGlOmTMHLL7+MDh068FPTZWVlYcyYMbXaHiGENFUisZiq2RNCCCGENHNR98zv2rULgwYNAgCsWLEC6enpyMvLw+LFi/Huu+/WuiE7duxA79690bt3bwDAtGnT0Lt3b7zwwgsAgCeeeAKTJ0/G/fffj759+6Kqqgq//PILzTFPCGl2xBTME0IIIYQ0e1H3zFssFmi1WgDA2rVrMW7cOIjFYlx66aXIy8urdUOGDh0KxljIx0UiEV588UW8+OKLtd4GIYRcCEQiCuYJIYQQQpq7qHvm27dvj9WrV0Ov1+PXX3/FiBEjAABFRUVUIZ4QQhqAWCKhYJ4QQgghpJmLOph/4YUX8PjjjyMnJwf9+/fnC9CtXbuWT5EnhBBSf8RiMRXAI4QQQghp5qJOsx8/fjwuv/xyFBQUoGfPnvzyK6+8EmPHjo1p4wghhAgxUAE8QgghhBBSy3nmMzIy+Lnfffr16xeTBhFCCAlPRD3zhBBCCCHNXkTB/Lhx47Bw4ULEx8dj3LhxYddduXJlTBpGCCEkOLGIxswTQgghhDR3EQXzCQkJEIlE/H8TQghpPNQzTwghhBBCIgrmP//886D/TQghpOHRmHlCCCGEEBJ1NXur1QqLxcL/nZeXh3nz5mHt2rUxbRghhJAgGFWzJ4QQQgghtQjmR48ejcWLFwMAKioq0K9fP8ydOxejR4/G/PnzY95AQgghQiIR9cwTQgghhDR3UQfzu3btwqBBgwAAK1asQEZGBvLy8rB48WK8++67MW8gIYQQIZGEeuYJIYQQQpq7qIN5i8UCrVYLAFi7di3GjRsHsViMSy+9FHl5eTFvICGEkHMYAnvmGWNgjDVeo0iTQ8cMIYQQ0vRFHcy3b98eq1evhl6vx6+//ooRI0YAAIqKihAfHx/zBhJCCBESiYVT033wwYdYt25dg23/rbfewrZt2xpseyT2Zs+ejT179jR2MwghhBBSB1EH8y+88AIef/xx5OTkoH///hgwYAAATy997969Y95AQgghQuJq1eyPHj8uKExa3yorKxt0eyT2qqrMKC8vb+xmEEIIIaQOIpqazt/48eNx+eWXo6CgAD179uSXX3nllRg7dmxMG0cIISRQ9Xnm8/X6Bh1D73By4DiuwbZHYo9zuWC1Whu7GYQQQgipg6iDeQDIyMhARkaGYFm/fv1i0iBCCCHhVZ9n/ozB0KDV7Z1OJxXga+KcnIuyKwghhJAmrlbB/I4dO7Bs2TLk5+fD4XAIHlu5cmVMGkYIISQ4/wJ4ZrMZxoryhg3mOeqZb+o4Fwez2dzYzSCEEEJIHUQ9Zn7p0qUYOHAgDh06hFWrVsHpdOLAgQNYv349EhIS6qONhBBC4KlALhKJBGPmDQYDADR4zzzNc9+0uVxumC2UZk8IIYQ0ZVEH86+++irefvtt/PDDD5DL5XjnnXdw+PBh3HzzzWjdunV9tJEQQggAt9sNkUjkrWbvSXPX6/VQqtQNHMxzFMw3cS4XR2n2hBBCSBMXdTB/4sQJXHvttQAAuVwOs9kMkUiEqVOn4n//+1/MG0gIIcTD0zMv9vTMuz3BdH6+HskZLRo0uOZcFMw3dS6XG1WUZk8IIYQ0aVEH8zqdDpWVlQCAFi1aYP/+/QCAiooKustPCCH1yO12QyQWptmfystHSkZLcA0ZzFPPfJPndrlgoTR7QgghpEmLOpgfPHgwfvvtNwDATTfdhEcffRT33XcfJkyYgCuvvDLmDSSEEOLh65n3VLP3pNnn6/VIyWrZoAXpqABe08e5qJo9ISQ6zz33XGM3gRBSTdTV7N9//33YbDYAwLPPPguZTIYtW7bgxhtvpC85IYTUI5fL5e2Zl/A942cLCtD3okvhcjVccM1xTgrmmzg3zTNPCInS1q1bG7sJhJBqog7mk5KS+P8Wi8V46qmnYtogQgghwTHGIBZLPD3znAtutxucywWpTA6OszVYOzgnB46jNPumzOV2w0w984SQKPg68wgh549azTPvcrmwatUqHDp0CADQtWtXjB49GlJprV6OEEJIBHzV7MXeNPvi4mLE65IglkjgcjRccO1yufgCfKRpcrk42O2Oxm4GIaQJsdvtjd0EQkg1UUffBw4cwA033ICzZ8+iU6dOAIDXX38dqamp+OGHH9C9e/eYN5IQQoi3Z14khlgigdvlgl6vhy4tkw/uGwrHUc98U+dyuWGjNHtCSBSoZ56Q80/UBfDuvfdedOvWDQaDAbt27cKuXbug1+vRo0cP3H///fXRRkIIIRBWs+c4FwwGAxJTMj1j6BtwDDtHBfCaPJeLg9VKafaEkMgwxuB0OuF2N9yNY0JIzaLumd+9ezd27NgBnU7HL9PpdHjllVfQt2/fmDaOEELIOf7V7DmXC6fy8pCQmuEZQ9+Aae8c5wTXgAX3SOy5XW66KCeERMx3A5fjOMjl8kZuDSHEJ+qe+Y4dO6KwsDBgeVFREdq3bx+TRhFCCAnE98yLJHC5XcjL0yO5kdLsG3J7JPbcbjfEEkljN4MQ0kT4ZlBxOp2N3BJCiL+IgnmTycT/mz17Nh555BGsWLECBoMBBoMBK1aswJQpU/D666/Xd3sJIaTZ8hTAE3uDd8+Y+aT0TIglkgYdw+7iuAZN6yex53JxEIsl1DtPCImIr2feF9QTQs4PEaXZJyYmQiQS8X8zxnDzzTfzyxhjAIDrr7+evuSEEFJPPGn2Im9avRsVFeVQx8XzwX1Dcblc4Ohc36S5XG4oVWpYrVZoNJrGbg4h5Dznn2ZPCDl/RBTMb9iwob7bQQghpAb+PfMWswVSmcI7VZ2kQcewUwG8po8xRsE8ISRilGZPyPkpomB+yJAh9d0OQgghNXC73RCLxRCLJTht0CMpLQMAPOnSDT5mnnrmmzq5QgkrTU9HCIkA9cwTcn6KaMx8fn5+VC96+vTpWjWGEEJIaJ6eeU+afX5+HhLTMgGgwavZu1wcpdk3cYwxyJVKmM3mxm4KIaQJ8N3ApWCekPNLRMF837598d///hfbt28PuY7RaMQnn3yC7t2749tvv41ZAwkhhHgwxiASe9Lsy8vKkJDi7ZmXSOBq8AJ4FMw3dXKFinrmCSERoWCekPNTRGn2Bw8exCuvvILhw4dDqVTi4osvRlZWFpRKJcrLy3Hw4EEcOHAAffr0wRtvvIFrrrmmvttNCCHNjn/PPAAkeXvmxQ3YM88Y84yZp3nmmzaRCDJKsyeERMg3Vp6CeULOLxH1zCcnJ+Ott95CQUEB3n//fXTo0AElJSU4duwYAOD222/Hzp07sXXr1noL5GfOnOm5iPX717lz53rZFiGEnI881ew9Y+YBQJfm1zPfQGPmfVOZNeQYfVI/pAolLBZLYzeDENIEUM88IeeniHrmfVQqFcaPH4/x48fXV3vC6tatG37//Xf+b6k0quYTQkiT5na7IRKLIJaIIRKJoPOl2YvFDTbvO8dxEIlEdEHX5DHI5AoK5gkhEaFgnpDzU5OKhqVSKTIyMhq7GYQQ0ij8e+YTk1Mhk8sBNGwBPKfTCblCQQXwLgAyGjNPCImQL4inqekIOb80qWD+2LFj/Fj9AQMGYPbs2WjdunXI9e12O+x2O/+3yWQC4Ond8qWKktpxu91gjF0wn+POnTvRqVMnxMXFNXZT6t2Ftu9iaffu3ejQoUOt593etGkTBg8eXOd2bNu2DV27dhUcj263Gy6Xix9mpEvNABgDAEhEngJ4DbFPHQ4HZDI5XBxHx1AEztvvGwNkcgWqqswN2rbKykocO3YMffr0AQDs2bMHrVu3hk6na7A2RON8239utxt//vknTRkcofNt/50Pjhw5gvj4eGRmZkb1PIfDAcATzMfi8zx69Cji4uKQlZUlWB5unzkcDuzcuRMDBgyo8/ZJ7NH3LbYi/RybTDDfv39/LFy4EJ06dUJBQQFmzZqFQYMGYf/+/dBqtUGfM3v2bMyaNStgeXl5OaUJ1ZHb7UZlZSUYYxCLIyq9cF5btGgxxo+/Ed27d2/sptS7C23fxdL7H85H7549MWHCrbV6/ksvvYRvvvmmzu1Y8NnnuHrkCMEFO7/f3BySE+Mw5o57AXslAEDEWWC321FWVlbnbdekrKwMMpkMdrutQbbX1J2v3ze32wW5hKGktKRB9+PevXuxcuUq5OTkAAC+XrIEAwcMwKBBgxqsDdE43/ZfWVkZZs2ahRUrVjR2U5qE823/nQ+Wr1iBnOzsqGtclZeXA/Acg7E4Z6xe/R2Sk5MwduxYwfJw++z06dOYP/8jdOrUqc7bJ7FH37fYqqysjGi9JhPMjxo1iv/vHj16oH///sjOzsayZcvwn//8J+hznn76aUybNo3/22QyoVWrVtDpdIiPj6/3Nl/IfFW1dTrdBfGFFYvFUKvVSEpKauym1LsLbd/Fksvlxvc//oj/+78HIRKJavF8V0yOIZvDgZO5eRg79txrud1uqNVqSGQKiFWJyGiXyD8mVlohFosb5Ph1OByQK1UQiRpme03d+fp9E4klkMclwV1qatD9qFar4eQ4fpsisQSc39/nm/Nt/1VUVKCwqAjx8fFUNygC59v+Ox9wLk92arTfOV/GWqyulSQyGYyVVQGvFW6fGY1GQITz9nzR3NH3LbYiPcc32V+CxMREdOzYEcePHw+5jkKhgEKhCFgu9s7TTOpGJBJdMJ8l5/KkKF8I7yUSF9K+iyW73Q65Wovdu3fj4osvjvr5vjTEun6uVqsN+/cfCHgd3zzzqHajQSyVgnO5GmR/ut1uyOQKuBpoexeC8/X7JleqYLRaG7RdjDFYrBZ+mxzHoay8/Lz7bPydT/uvsrISbpcLhYWFaNWqVWM3p0k4n/bf+cBisaKyyhz15+FL+Y3Vud/tcqG0LPh3P9w+o9+e8xt932In0s+wVp/0F198gcsuuwxZWVnIy8sDAMybNw/fffddbV6uVqqqqnDixImox/wQEozT6aShFwR2hx2XjhiDL79eWqvnu1wuvuJvXdisVpw6dQrMOybex3fXuzqxWAx3AxXA4zgOMrmcCuA1Yb7jSq5QwmJt2Gr2TqcTVsu5ontOjkNJKQ3XiJSv9o/BYGjklpCmymK1whRh+q6/WM8z7+Q4FBUXRfUcjuPAOelajRB/UQfz8+fPx7Rp03DNNdegoqKCv3BNTEzEvHnzYt0+3uOPP44//vgDubm52LJlC8aOHQuJRIIJEybU2zZJ8+HkOArmCRx2B7pcPAB79+3zpPNFyZfhUVc2uw26lDQUFhYKlvuq2VcnlngK4DUEjuMgk8nhpmC+yfJkIUkgVyphMTdsMO9yuWD2mw6Pc3IopdoLETMajVDHaaHX6xu7KaSJslosqKysivp5sZ6ajuM4FBcVR90GJ0fV9AnxF3Uw/9577+GTTz7Bs88+C4lEwi+/5JJLsG/fvpg2zp/BYMCECRPQqVMn3HzzzUhOTsbff/+N1NTUetsmaT6oZ54AnjR5qUyOHgOH4bvvv4/6+a5Y3RRiQGZOBxw4cECw2DfPfHUNOTWdp2eepqZrynxpqgqlCpYGnprO5XIJpsNzchzKy8obtA1NmclkQlabDjiVm9fYTSFNlMViqVXPvMvlgkgsjmEw70JpSXTBPMdxcFLPPCECUQfzp06dQu/evQOWKxQKmM3mmDQqmKVLl+LMmTOw2+0wGAxYunQp2rVrV2/bI82L5weC7vYSz3iv3oNHYtnybwPS3GvCxWq6NhGQkdMBe6rdIA3ZMy+WwO1qmKlgnE6nd8w8XVA1VS6XC2KJBHKFEtYGTrPnOA42v2Ce45woK6dgPlLlFUa0bNMRefnUM09qx2q1oqoq+p55juMglytidq3EuThUlJdFdXPA7XZTxwsh1UQdzLdp0wa7d+8OWP7LL7+gS5cusWgTIQ2Oc3IxGetMmjZf6J6QlII4XSr27t0b1fNjNWaeMaBF2w7Yu2+/YHnoMfOSBjt+XS4XpHJZg6X1k9jz9czLFUpYLI0bzLs4F4wVFMxHqsJoRFabDjRmntSa1WpFVS175n3FT2OBc3rqr5SWlkb+HBoSSUiAqIP5adOm4aGHHsI333wDxhi2bduGV155BU8//TSeeOKJ+mgj8UPj5Gov3GfHuegHggDnwnmg19Cr8eXXS2p8htVqRWFhIdxuz3Q/NV3ouN3usMeiw+GARCpFSkZL5OcJU2nDFcCra5p9aWlpRL01vjT7UO/TbrcHjPUnoeXn5zf4Nn3BvFSugN1mb9BtcxwHm83KZ71wHFerwKK5MhqN0KWko8ocfc8qafpKSkqiyoKtqqoKCJZdLq5WmbT8EKsYXSu5XC7oUtJQXBx5qr3nhjldq12IGGMx/T08ffp0s7mujzqYv/fee/H666/jueeeg8ViwW233Yb58+fjnXfewa233lofbSR+/vOf/zR2E5qs//73vyEfczopzZ54esR9OvXsi92799T4nPXr12PBZ5/zwW1NwXxubi5mzXox5ONWqxUKhRJisRhxCUkoKjpX7dcTzAeZxkcsrnOa/WeffY4NGzbUuJ4vzT5U9fy///4bH330UZ3a0ly4XC5MmjSpUbYrlkgaZeogl8sFxhhsNhsAz5h5qUzOT+tIwqswmqDSxEGh0qCSboI0OwsXLcbatWsjXv/777/HV19/LVgmEkvA1SIg5vjvauzS7BOT0wS/cTVxuVw0Zv4CVVZWhieffDJmr/fmm2/i8OHDMXu981mtfslvv/12HDt2DFVVVTh79iwMBgMFmQ3EaDRSOngt+S4eg6HULVK911ssloRZ+5zcvHzYHI6Ig3mbzRa2V81qtUKuVAEAstoIi+Dx88xXIxaLox7fX11BYWFEN7Q4joNUKgtZAM9iscDawL29TVVpaSkqazF2ta48PfOe49tdx+OmNtsGwBfB4zgnEpOSUVFR0aDtaKpMJiNUmjgkp2VSqn0zVFllxtmzkWc+ncrLhy3Y+bgWX3uXywWZQhGzavIc50JCcvQ983StdmFyOp2whrlOj5bD4Ww2N4nrdFterVYjLS0tVm0hEbDb7c3m4Iy1cJ8bBfPEbrdDJpMLlkVyvZObly84fmoK5u12O8xhpgMzm82QK5QAgPTs9oJx86F65j1trVtQVlRUFNGNQo7jIJZIQz5utVphscbuB/lCVlxcDIe94W98eGZFaPheeeDctFa+NF+O4xCfmIxyKoIXkUqTCao4LRJTM2jYXTNksVhQEEVPdl5eviBAcrlc3t8QUdTFWj1p9vKY9Yy7OA7xyak4c/Zs5M9xueCia7ULktPphD2Gv4cOZ/MJ5kNfkYXQu3fvoGM2RSIRlEol2rdvj0mTJuGKK66ISQOJkMPhgN1uh0qlauymNDk1BfOUZt+82e12yBSKaktrDpD1ej1at27NByk1XSDZbLaw4xX9e+ZbtOmIf75bdK41jAWdmi7CpoZVVFQccc+8WCIJuT2r1Ro2C4acU1RUBIfD4Z2lIMR+rQcul4ufWlYslnizLaK+HKgV3zHm65l3cRy0uiQK5iPkdHoyY+JTMpBPwXyzY7FaYKo0Rby+wWBASkoy/7fVaoXc+ztnsVgQFxcX8Wv5xszHrmeeQ1pKOgoLc6N6DnW8XJh88U0sX6+5BPNR35q/+uqrcfLkSWg0GlxxxRW44oorEBcXhxMnTqBv374oKCjAVVddhe+++64+2tusOZ1OuFyumB7szYk9zJfaxXFw0g9Es2a32yGt3jMfQYB8+rQBHOfke7VrutBwOBw1BvMyb898alZL5Oae4h9zu90QIXjQV9dgsKy0JKpgPtT2zGYLbHSOikhxcTHcbneD30g81zsHyJVKwbzvDbFtwD/N3gVNvA5lZWUN1oamzHdKSkrLxKm8hi+eSBqXxWxBcVFkaemMMRScMQhurlosFiiUKijVmqinp+M4DlK5ImYzmXAuFxKSU6MeM1+b8f7k/MdxXEwLsjqdXLMJ5qO+FV9SUoLHHnsMzz//vGD5yy+/jLy8PKxduxYzZszASy+9hNGjR8esoQR8EE/BfPQYY3CGC+ZdHBVVaeaCBfMikShsr6nD4UBpcRGcfr0FNfXM2+32sHN7WywWyOSenhOxWAK1NgElJSVISkryjIsPkR5dl455h8OBSpMxoh4PX5p9qO1Vms2NkjreFBV4x746HA7I5fIa1o4dXwE8AFB4p6fTarUNsm0nx0GhVAmmxFPFJ1LPfAScTidf6yA5PRN711HPfHNjtVpRUlIS0bpGoxFuN4PNfu7ax5f5JZFIog7mnRwHmSyGafYuDokpaSgqji6Yp7pRFyan0wm7I7Zp9s0l4zbqnvlly5ZhwoQJActvvfVWLFu2DAAwYcIEHDlypO6tIwK+IJ5SWKPnmzIsVJEwzsXFLHWMNE12u50Pon2kMlnYm2cFBQVITE4F5zwXzNcUENtsNthttpAXJBaLBTLFuWE0WTnniuC53W6I6yEd29cz4ojgIo0fMx/iu2SxWGCz0zkqEmcLCyGRSBr8nO6bmg4AZMqGnWue41xQqeME21THxaOklHrma1JZWQmVxpMWnZCchoKCgkZuEWloVqsVTqczooKner0ema2yYfc7v3jS7JW1mg2B41wxTbN3ec8FtihqrLhcLrjDXMuRpivWY+adTkqzD0mpVGLLli0By7ds2QKl0pMa6na7+f8msUM987VXU6VxF8eBo575Zs1ms0EqkwmWyeSKsN83vV6PtKxWcHIcf2xF0jMPIGQA5Z9mDwDp2R34InhutxsIVQCvDhc3xcXF3sJGkaXZi8TikD3zFosFDnvz+AGtq6KiYiSnZTT4Od3lckEk9vXMqxo0zd7JOaFUawTb1GgTKJiPgNFohMo7xlkikcDNGPVSNjNWqxW65BSYTDWPm9fr9UhtkS04v3huFiugUKlr0TPvmZY0Vj3znDdDiKHmwrE+vvWaS49rc8JxHBx2e8xu1DSnNPuog/nJkyfjgQcewKOPPoovv/wSX375JR599FE8+OCDeOSRRwAAv/76K3r16hXrtjZ7vt4bCuajV1OgxTWxMfMmkwklJSVRnfScTqfg/Yc6yTWXk191wXrmZTJ52F5TvV6P5IyWnptBEVaz971euGBe6teOFm07YI9fMF8fhdKKi4uhS0mPaLy/0+mEWCINMXLfM2beHmHPvNvtDrvNaI7F2h631b8XsXztmhQXFyMlPTPinvlYtcPtdvMF8GQKYc98JJ9HXXCcC0rNuWCeAdDEJ6Cs/PwL5qP9vMP1mDLG6hyAVFZWQqU+NxwiISkl6Hjj+t6HdcX53fxsrr831THGIvos3G43EpNTI5rOLS9fj5Ss1oIaJp5gXgl5FD3zvungXJzLc9M3ZgXwnBBLJNAmRF4zI9IMONL0+M6PsTonOENUszeZTBfceSfqYP65557DJ598gm3btuGRRx7BI488gm3btuGTTz7Bs88+CwB44IEH8MMPP8S8sc2d7+CjYD56NRUnczWxavY3jB6D666/ASdPnoz4OW/OnYu//vqL//u2224Lut7tt9/RLI8xu90OSbWeealcEfakv2PXbmTmtBdcnNYYzHs/21C9IpVVVfzUdACQmtUa+Xl5ADwXfOIQY+brEuIXFhYiITkt7AWSy+XCTTff7A3mJSHXs1itEf9Qrl+/Hp988knQx6xWK267/faIXqeoqAj33//fiNat7r333hN8L6qz2WyYOHFirV67JmazGXEJiRF9Xk6nE3fddVdMtuvLrgACg/mPP/4YGzdujMl2gnFxHBQqDb9Nxhg08Qnn5Zj5KVOmIjc3N+L158x5E5s2bQr62Pbt2zF37tw6taeqqgoKlZr/OynEXPNvzJmDP//8s07bqk9ffPEFfvrpJzgcDtw4fnxjN+e8sG/fPrz88ss1rygC4hKTIioal5evR3qrHEENE0+avQoypTpsIVZ/a9aswYIFn/Fp9rHKYnRxLkjEEmh1SRHPNe+7SUXB/IXHdw0eq+tPjuPgcARe17/99tvYuXNnTLZxvqjVRLO33347tm7dirKyMpSVlWHr1q2CwEClUlGafT3w9d7QmPnohStOxrypilyMKrQ2BIlMjp4DhuJsFPOzHj9xUnAnPthFIOApcmk0GuvcxqbGUwAv8p75qqoq7N6zBx16XBLVPPNWqw0SqTTkhZTZcm5qOsCTTuvr7Qs/z3ztnS0sQmJKetjsFKPRiDOnT3unNQtdAM9qtUT8Y1xVVQWjMXi6qNVqxYnjxyPKPjGbzTh5KvIbW/6MpsqwPVRmsxklpaW1eu1wPEMmRJDJFBGd0x0OByoqKmK2bV8hNVm1NHtTZVXUY2mjwblcUGniUFl17vhXx52fwXyF0RhVMF9YUoKTJ08FfcxiscBkqtvn6nQ6IfGbQjA+OT3oXPPHjp+MODhqDGXlFbB6b/odPXIk6nTvC1FxcTFMlTV/DowBmoTIgvl8fT7SW+TA4RD2zEvlSihU6ohS9QFAbzgNo8l0rpp9jIZ2uFwuiKVSxCUmR1zRnnrmL1y+YD5WMQ7HBS+oZ2/ggrMNoVbBPOC5sDAYDMjPzxf8I/WHxszXXrhe03M/Dk2nZx4A1AmR380GPMG7rweQMQaT98e5OovFUq8X8+erYGPmpXJ5yO/b99//gO6XDvVU940imLfb7YiLTwyZZm+xWAQ988C58fCeavaxT7M/W1SExJS0sNkp5eXlqKyshN3hhEQiDT3PvMUacZE+h8MBa4jP1+l0wmKxRBTkORwOFBUW1ip1zmqzh32exWKBxRz7AnFlZWWIi0+ApIYiiz6eSr+xSQ30jJn37COZXCEI5m328J9HXXEcB6VaIzj+ZXL5eVlnwWKzhbzpGYzRaERufvAK806ns85TNvqGuPgkhpie7vRpQ73cgIqVKrNZMAf0wYMHG7lFja+yslJQdT4Yz5SSImgSklBYWHPwW+Q9r3N+v0lWqxVShQJKtQbGCH/nzxYWwWa3g3NxEddWiYSnEKcE6vjIr2V8v7NNKZOSRCbmPfNOJ+xBvlN2OwXzOHbsGAYNGgSVSoXs7Gy0adMGbdq0QU5ODtq0aVMfbSReNGa+9sIF8+cKqjShO73Mk2rnm9qqxtUZw5nT5+abdTgcYIwFPZasVmuz7Jl3OByQyKpXsw/dM7902TL0GXI1xFKJYJ75GnvmbTbExSeG7JkPFsz7eOaZr/U92JCKCougSwmfZl9eXg7GGCoqKiCWSgBR8KJ7VqtnHuNIOBwOWENUMvZd6EcSTPmO5zNnzkS0XX9WmzVsT4DFYqmXAnHFxcWI16VAWkORRZ9Q4/9qw3cRDQDSamn2drujXgviOZ0cVOo4mC3VtuGdBvJ8Yrfbo5rL3WQ0hezUcDqdsNaxx8m/cCHgSbPPq9Y+t9uNs2fOoLTs/Mt08LFYPBXZfRfv+/bvb+QWNT6j0VjjecBXiT5el4yCwvC//Z5zucgzLMvva2U2myGTK6FUaSLOFCksLITNZgPHcZ40+xj1irvcnlk1tFFcy/gyKKnw44XHd1zFNs0+8DfT4XRCVq3jpqmLep75SZMmQSqV4scff0RmZma9FGMiwTkcDiiUKgrma6GmnnmxWNJk0rY8F3RixCcm4WzuvoieU1JSAofdDpvNc+z4Ltbtdjs0Go3gte12W8TpdxeS4GPm5UF/DPbv3w+lVofE5FQ47DZBmn1Nhadsdjs08Qmh0+zNFkGaPQB+QLzb7Q57C5YxVqtzcnFJMXomp6G4MHSquq+HvLS0FAkJLSEWSwSF1Hw4b5EkTzp+6LH1gOecFup85vvc9Xo9evToEfZ1fEGBXq9HTk5O2HWrs9vsYc+pVqsVVpu11p9tKEVFRYhLSIJUGjr7wx8Xw7oe/sG8XKFEldm/AJ6DP0/UB87FQalOgNlcKgje5d655/3PR43NYbcjP0RPezBVVVUwW4J/r51OZ50/V47jBN+p5PRM6A3C9hUXF0MslaA0woJijcFitcDhdILjOGjjE7F7b2S/YxeysoqKGr/fVqsVCqUK8bpk5O4I35NdUFCAxJQ0AMIkqiqzBQplIpRqNYoiHN5QXFwMtUYNuUzunZouttdK8bpknD10LKJ1Xe7w9Y9I0xX7MfNOOIJ8pxx2+wXXMx91ML97927s3LkTnTt3ro/2kDBsNhtUcdqQPVkktHAp0E6nE3Jl7OZOrW8OhwNSmRRaXTJObotsnJler4dUJud7hvyDeX++5c2xZ96TZl+tZz5EoPXVkqXoNeRqAIBEIuWr/QKRzTOv1iaETrO3WiFXVk+z9/0/CzlmXiyWwOVyQSqN+rQOp8MJuUIJzhW67b5qw2VlpdB1lEIsFgcN2BljfOFAlSp8D73N7gg5J73T6YRILEZuBD2jDocDIrE46PjhmtjsdljCnFMtFgvcLpfnZqpCEXK9aBUVFUGdmAQ354xojGCse+Z9BfDkShXMlhL+MbvDUece5LDb5lxQJsbBVGoQjAGP0yagrKzsvArm3W53VNkebrcbbhcLeuPHE8zX7XOtnmav0mgDztV6vR7Z7TpHXB28MVjMFjgcnp751u074ujRo43dpEZXUWGCwxn+++2btlSrq3mMucFggC41I2C5xWKFPDUDSnXkPfMlJcVIz8iAWCSGUhG7nnnfXQatLgkHiiJNs6ep6S5UMR8z7+SCDk1zOJwXXDAfdb5m165dUVJSUvOKJObsdjtUmrg6j7trjmrqmVcolHA1kQJ4nmBehvgIftB9fPOh2yiYD8lqs0EmE57gpfLANHuz2Yx/tm1H596XAgDEEglcnCuqeeY18YmoDNErYrVaIFcED4LDTU0nFotrNR2Vw+GARCqFRCoNW6W4pLQMKk0cykrLIJFIIZYEz2ZhAOTyyIq62R2he8UdDgdS0jMjDuaTQ4wfrvG5dnvIGwrAuSkEQ918qa1Cb8+8OMKeeafTCWd9BPMKJSx+Ke8OR93HdofftmfMvNVi8dwM8mYInI8V7SUSKezeIRyRYPD0MgYb/+upeVD3nnmR380zkUgUUPPAYDCgRbtOKC+vqNO26pPFaoXDm2avUmkgEkuafRE8o9FY4806i8UzhEkdF48KY0XYdQ0GAxJSMz1/sHNDoszeYVwKlQZV5kgK7jFUlJXBbrfD5fJWs49Rx4fvtyw+MRnFVACv2fNlycbqprVn3vogY+YdF17PfNTB/Ouvv44nnngCGzduRGlpKUwmk+AfqT92ux1KdVy9jme8UIULtDiOg1yhbDLzzDudTkilcqjj4iMOunPz8pHaojWf5hlqZgTfsVVe0TyDeWm1E7wkSKD1448/oVu/QXyPtMg71jfyeeY9BfBCBfOhxswzxsL3zIcIrmtSWloKbYIOEokk7HegtKwMKRktUFZeBolEArFEEvB9YowBLPTwhOocdgfsIVKPHQ4HMlpmR9Tb7lm3dVQp0T42uw02a/g0e///j5WzhUWI1yVBKpNFPDUdx3ExmT/cv5q9XKEUDPlwOBz1OmOK01sAz2q1ei7evD3zqrj48y6YZwDi4hMimkXAV0AzKS0j6DHrdDpDHuuR4jguYFrI5GrT053Ky0NG63YwRxCoNRar1QLOyXn3vwRZ2e1x+PDhxm5WozIajXAGmUbLn2eOeIX3xi0Le5PpVG4e3zPvqevCeV/DDLlCBaVag6oIqudXVlZCHaeF3WaDk3NCJlPErOPD13qFKvJp8jgX57nx3ESu10jk7HYHFKrYDCV2u91wu12CmRx8nBfgmPmog/mrrroKf//9N6688kqkpaVBp9NBp9MhMTEROp2uPtpIvGw2G9QabdDqjCS8cPPMe4L5GKaO1TNfz7xIJIKbhf9B98nT65HRMofvcfMFJtWDCIvFArVGi4pm2DNvtzkgqx7MywKD+aXLlqPPkFEBz4+0AJ7D2zNfVRX84sUWJM3el0JfHz3zRUVF0OpSIJZIwYVJXSwt9QTz5WVlEEukkASpM2G32yFTyCELktEQjMPpDNszn5yWEVEmmNPpRFpW66gqj/PbsTvC9kTXbzCfAplcAUsEr+1LQYzFecp/nnnPWPVz23c6Q9cxiAWOc0GljoPFYvGk2XvTxpXn6fR0utTMiFLtjUYj1HFaJKQED+YdTmfQC8to+Nc68ElMzRRsLz/fgKT0TDD3+VVM0J/NaoXD6fDufxnSsttj377mXQTPZDLVeFPPl2YPAEqVOmw2Q26+HklpWQA8U6z6vtMWi+f3Ra5QwmKtOduoqKgIqRlZsDsccHEuSOXymHV8+K5dRCIRIBJF9Pvlcrkhk8mbzPUaiZzD6YBSpYnJzWSO4yASiYLOM++gqemADRs2YMOGDVi/fr3gn28ZqT8Wqw0qTRystsbvmX/sscdi9lpr1qzBL7/8UqfX+OWXX8K+Rk09877UMb1ej5defrlObYnErFmzQgYea9aswY8//hjyub60aACe+ZojmF5GrzcgrWV2QJp99ZOmxWJBYkpqyB7/RYsWYceOHfzfjz76aI3bru7TBQuwffv2qJ9XkzfemINTpwLneJ4/fz7279+P06dP48WXXhI8tmvXLixYsACAt2e+epq9XzX7P/74A4OGDEVccjqS0gLHIkbcM2+3Iy4+AWa/omN79+7FZ599BsDTcymVVivEJ5XC6XR6gnlx6J75qqoqPPvss2G3/+mnn2Lv3r3838XFxdAkJtXY21FWXo7kzJb88SeWSALeqyerQAWpLLIK7Xa7I+ACdunSb/Dnn396x1PLAbG4xvGRDocDSo0WVqs16orodrsNNpsNFRUVeO655wIe9910ibTnKFLFxcXQ6pK8x5gdixcvxo4dO1BZWYnHp08PWN/3GTgcDnz44Xzs21f7omFut5vv4ZVXq2YfizT7L774An///XfQx1zVeuYlUk87VHHagHHee/bswcKFC+vUllByc3Mxb968kI/7pgFLSEnD2bNnQ77Gm2++CcATjKk1WiSkZiAvSIaIwxF8miSfqVOnhnzs1VdfRXFxccCYeQCIT80QZKScPnMaupR0iKXSgO/WN98sw2WDBuOd994P2IZer8ecOXP4vxcsWCA418eSxWLlx8xLpFK0aNMRe2oZzDscDjw8eXLY7/3KlSuxcePGWrY2tDlz5vC/4y6XCw8//HAtXuNN5ObmorKyEm534G9HYWEhXnzxRQDennm5J5hPSEoJO8zOoNfzv1MyhcIvmPeco8VicdAbPrm5uXjnnXf4v4uLi5GUlgm7zQbO5YI8RDX7yTXsg5rERTjMxhVFRX29Xo/XX3+jxvW+/fZb/P777xG1sz6E++7H0pkzZ/D6668HLDcajXjhhRcieg29Xo/BQ4Zi3Pibotr2o49OCTgfTZ48WfC30+n5bQh17TBlytSw1xWbN2/GAu91lMPhgFKlCl7NnsbMA0OGDAn7j9Qfu90OVdz50TO/Y8fOmN0Z1esNOHEyMAiLxpkzBTh+InQl7nDjrDiO8/xAOTkUFRVh6ZIlKK3nOXq3/rMN//77b9DHdu/ZB8Pp0yGf63A4IJV6TkTxiZHNz1pWWorElHT+RBhqmkOr1YrE5FQYjcGHzBw+ekzQC7Rp06aoC9Gs3/hHrQqV1eTQkaPYuXNnwPITJ3Nx+PBhHDt2DP9sE95EKCgowI5dnv1gt9shk1crgCc/VzSwqKgI/UeMwfj/ezpgGwznxntF3DPvlwZbVFSEI0c91XyDXQ9JZFI+xTp0ATwxKioqcPjIkbDbP3T4iOBGUlFRETQJSTXO6FBRXo6UjJbebUkgFosD1veN6Yy4Z97hgL3aePWd//6Ls2fP8jcNdClpKCgoqPF1xFIp1NrAgmCRtcGOsrIybA0SgJotFs9N1Bj3zFdVVUKp0vCf1ZGjx1BUVASj0Ygfvv8ex44Jqzv7PmuHw4HjJ0/hn23bar1tT6Dq65lXCt6b01H3avbbd/0bcp+5XC5IZXJ+aIqvZ14Tn4iSUmEwX1RUhNy8vDq1JZTCwkIcO34i5OO+84FMoQ5ZL6GoqAjbtnsCXqPRCKUmDslpWcgLMj2d0+mEI0RtBofDgV27gv8eAMDRY8c8Y6qdXEDByaRUYa0Iq8VT8TzY8IATp07i4qHX4PiJwPd95swZHDh4iP97245dOHky9G9qXdhsVn52BrFEgszstjh8pHZp9iaTCb+tXRv03O9z5NgxfLLg89o2N6QDBw/xN6AcDgfWrVsXdW2NI8eO4ejRo4KhL/5KS0v577onzd5TTyUuMSlsMG82m6FUe4pJ+vfMmypNUGniAAir3Ptvz/97UVRUhITUDDgcdj6QdlU777tcLmzYsCHqG57+OWbaxOC1JqrjXC7IIsykLCwsxPYIbkidys3Dpr+21Lhefdm6dWuDZBqcOXMm6HVySUkJjh6LbDaB48ePo1v/waiyWCPO4LLb7fjtt98EmSQulwvr1q8XXC85nE4oVOqgr+twOPDbb2vDZqP8b8Fn+HubZ387nU4oVeqgRSU5zlmrQsHns1pPWGyxWHD48GHs3btX8I/UH5vNDpVGe14UwHM6nTG7uLXabHVO6+Y4DhVhxnn7euRD9sx7fxzsdjskUhlWfLuyTu0Jxzfne6ieiLz8/LDVpJ1OJz+FWiRVbT3vSSoIsKxWK6RSWehgPkT9i4oKIx8sOZ1OWCyWiDIDfBhjOHLoUNh9VVtmiznoZ2qx2ZCbl4/8/HycNhgEvQcWi4Xv1bLb7QE98zK5gv++BesVO4d5gxRZjcG83W4LmJrO6XSiwmgMmWYokfj1zIdMs5fwqcvhlPvtQwA4c7YQ2sQkSKSSsNXsbTYbEpJSPO3x9sxXb69vHmSpLMIx8w5HwM3J/Hw9rFarN0CXQVctjTjU60gkUiSlZUV9o8hut8Nms8FisaDgTEHQGxRx8YkxDeY9x6AIIpHI0zNvt6PCWwDL6fTMLPD10m8Ez/HvmbfabLXuyQSCFcDz65mPQZp9fn5+yKDG6b3p5Qvmfd8pjTYhIJj3/M7Uz/h9i8WCqjDBh91uh0wmh6za51P9NQzeqeEqKyuhVGuRlJ6JfH1g1lW42Qg839vQ3xebzcbPyy6pdhGalJ4pmNvebrdDKpdDow3s6ayoMCEpPSvozVqTyST4Hdbr9TgTIiOhruz+afZSGWRyBRgT1arIpNFoRHyiDl8uWRpyHZOpEidOHEdejG8MGY1GwffS7XZHPfa/qsqMvPx8MAQPrj3HmOd3y2q1QuqdUUMTH/pGflVVFeQqNf+3zK8gqbnKDIX3MbFYEvB74XQ6Bb9NhYVFiE9KBeedsUUmlwcUwCsqKoLT6Yz6Rqr/+63p5oQPx3ERp9lbLJaIfg+qzGYc2H+gxvXqi9XaMNMBm0ymoL9jnuM4spsJ+fn5SEjJCKjVEc7Ro0fhcnGC77fJZIKL4wQdZ06HJ5gP1hFw7NgxcBwX8hxhMBhQWFSM0942cRwHhUod8px7oU2rHnUwX1xcjOuuuw5arRbdunVD7969Bf9I/bHZPWn29nosThSpWBZJstntdQ7unBwX9oZAjVPTKZTgXC7Y7Xb0uWwYVq1eXaeUsXBKS0uRmJQScoygwWCA3Rb6ws7TM+8J5jUJNf8Anj59Grq0jGrj5izQaBMCLtotFgu0uhRUVQb/YTGajCjz9vb4fnyi+QE3GAwwm6tQXg9j8q0WK/btD/xM7XY7cvPzcSovHzabVXCBa7FYcOa05+Rvs9kCxsxLZTK+OJr/+N4A7FyPY03j/jjXuTHDPr4LIbPZDKXfRZiPRCrz9swziMQhgnmJJ5jnaihOZDSZBAUOCwuLEJ+YDIkkfJq9mzGoNFpPeySSoD35vjGd/sMTwnEE6a08fdoAmzf9XiKVISElQxCsBH0dhxMSmRyJIcYrh+P0VtS3Wq1wubiAlOoqswXaRF1Mq9mXl5dDExcPwHOhbbXZ+MDA4XCgW+9++GPTJsH303fR7enhtePggYO13r7/2GuFUiW4wOOczjr/xpw5fVowjES47XNF3PznTddoE1BWLgzmPTcu6ufmtdVqDbtPfUGxQqkMWdPAYrGgtKQEVqsVRqMRCnWcJ4gOMi2cw+mAI8RNEt/Nq1BsdrsnmOcCbyjqUtNxpuDcmH438/TwquLiA4YtGI1GJKVlwmQKPP8ajUb+nM4YQ8EZAwoLI6swHg232w2bzcoXdPSdUzNz2uHQoUM1PDuQyWRC94sHYP/+AyF/iyorK3HpiDFY8s2yOrU92LZ9+833/dwf5DcoHKvViqPHjkMqlQW95rBYLLBZrSgrK4PZbObT7DWJSSgM8dtvMBiQnJbJ/+1/c5UxBrH3Rp5KHVh4zneT3qegsBDaxGSAeYvPyeRwuYS/cb5zbl0C0kiuZQD4VdSvOfi0Wq2oKC+rMWPAYrHi2NHDNd6Irw+MMTgc9gYL5oN1BppMpojrIJzKy0dSWiYSUzMiDuZ93wn/3xnf+/W/IeXknFCqNEE7s3yvEeqcvWz5CvS96gbYbDYwxjw980pViJsUF1YgD9QimJ8yZQoqKirwzz//QKVS4ZdffsGiRYvQoUMHfP/99/XRRuLl65mvz+JEkXI6HTHrqbJ5L2Tr1B7OGbI3Gah5ajpf6pjNZkN8UgpSWuRgWx3SWMPR6/Vo27k7iouLgwZ+Z04bwvbM+4+Z1yQkobCG+Vn1ej10qZmQ+vUyW6xWqOPjgwbzCpUmZEDo6b0RBvHR/AgdOHAArdt1qpeeec9xZAosymazwWAwIF9vQHb7ToIfoCqzBRZzFYxGI98T58/TM+/ZF44gvWI+DN4KqXJ5zRcEzFO91+IX7HAcB5PJBKPRCFWcNuApfM88c0McIs1eJBZ7xyGH75mvrNYDV1RcjPikZG8BvOA/6L5K3ao4T3qmWBJ8zLzZbIZMoQhaODAYh8MuCGIcDgdKigr54EYilUGXlom8/PAXDXaHHVKZDAmpGciPegiHyDPXvPciofrNAIvVgrj42AbznqKDyQA8F9p2ux1Gb2DgcHgq+nbqdSl+/fVX/jn+afY2uw2VlaZaT+fl3zMvkcoEqYgOhyPo3LyRslgsMJaXocoS/ALaxbkgkUjODU3h0+wTAqZTq8/K+haLRVD4rzpPmr0ccoUqZHaA7zfw9OnTMBqNkKs1EIlEkMgCs56cTg5OZ/Bp7iwWS9BCTXxbbJ5gnguSZi+VyuB0cude1/t/6iA98yaTCYkpqTAHKb5ZYTSi0u8GrVQqR1GEc39Hw2azeQrOOn1p9p79n57dAQcORN87ajKZoIzTosfAK7H6u++CrlNZWYn+w67B2t9+i9m0V75t+17P4XBArYnD7r3RB/MHDxyEOsh53/c44DkvVZktfHFUrS4JBWcLgz5Hr9cj0W+Oed/NVcaYoDdcqQ6sucNxnODmVaF31g0G/++u8Bj2nTOjuY6rnmUWl5iEsxHcPOJc3iJ8EQzv8312NQWdvuyrYDV36psv464hgnmj0Rh0CFV0PfN6JKVlIj6Cm+w+u/ftR3JahiBm8B0r/sG8w+GEQq0O2sbde/cFvIYPx3H4ac0a9BhwBTTe4UXheubP39KgtRd1ML9+/Xq89dZbuOSSSyAWi5GdnY077rgDb7zxBmbPnl0fbSReNrsNqrjGn2fecycxdhdZdnvd70pyTg6mMD8kNQXzcoUSHOfkU637DL0GX34dOm2vLjw/tFlIzsgKOBkajUZYLOawgZAvyAE8cxoX1JAKaTAYEJ+SAZlczvcMWa02qOPigxbAkwWZFs2n0mSCsUIYxEfzA75n7z607da7XuaxZ4who2U2TlQbD2p3OFBYUIAzp0+jXddegh923xhvvV4Pm90GabUx8zJvcTLA2/sbZpyVr2e+pmCewZf26F9B3MlP7+kbz+hP4i1mxdwsbJq92Wyu8Ue5stIkuJlSUlwMbWJy2AJ4FRUViItPPNczL5VCLBYHvFdPmr0KUnmkwbxTcPOhoKAAEIlg9/ZEiiVSJKVnBh2D7M9u99zgSkrLRG5e5MG8y+WCQqmCw9szL1eqAi78LBYrNPGJMQ3mi4uLoU1MAnAuBbbSZOILAkpkMvS5YhS+WnIu1d4/aLDbHcjp2LVWPZmAt2feb2pF/6sbl8tVp555g8EAhVIFizl4oMx5ty2CyJvt4i2Ap4njg0kfz42L+vm9s1gsYW9Ie25gKQKGIVR/Dbn3/FFuNPLfj6QgvVYOb/AR7HthtVrDptn7vg8c5wqYmg4AtIk6ftYH364MNjuAyWSCOi4+6A2FigojqiorwRjz3HDu0h1FxbHvmbdardDEafl55n1TE2bltI86EAa8tQrUcegzZCSWLf826HuzWj3f4fbdL45ZoWbGGKqqKgVp9jkdOuPQ4ei+ky4XB31+btDzPgD+vKTX62Hx1kMAgARdSsie+bz8fMSn+AXz3vOx1WoV1IUJNiWc0+mE1e94LyouRrzOM7yKc7k8v4HVPuLcfD3SslpFdR1XfZrFeF0yzhYGvznhz8W5okqzD3ZOD7Zem849os6qiAXfeb0+romqK6uoCHr+MRqNNXYC+JwpOANdajp0aRnIjXAq2IMHDqBdl4sC0uxFYrEgG8PTMx88zf7AgYNo17VH0HP2H3/8gZzOPaBQqpCU5hmW5xsz7wwWzNdT1m1jijqYN5vNSEtLAwDodDr+rspFF12EXbt2xbZ1RMBud0Ct0YZM1Wsovh+vWF3c2mx1Hy/kdHIwhUgNB871agXrCT831tntGV8uk6Nt1544fORovUyVlJuXj4TUDGRktw/oidDr9UjLbBH2RolvnCHgKRpTU8+8Ly1KJj9X0dZqtUKjTQi4A+q78y+WBI6lA4CqykoYvSmatemZ37f/ANp37xM2i6K2GICMnA44eFCYfuyw2/nq2SlZ2cj1KxZVZbYgo1Ub6PV62O2BU9NJ/T4zh/PcTZRgPJW5ax4zD/jmphc+t6qykr8wre5cmn2YavZisTfNPvxFTlWlid+HwLkeyHAF8MrKyqDRJkChVEEslvDzzIdKs5dIIw3mHZB5i6EBnuM/NaMFbHY7bHa7d97uTOgNNY+Zl0o96+brI+stADzvXR0XB7u3Zz6jVY7g+PC8Jws0CYkwh+nFjVZxcTHUCZ5gXir39OJWVVbC7h0zL5XKkJbVGjaniy9C5h802G02tOzQHftrOc6zeiFF/0sbuVxepynU9Ho9Mlu1gTlkz7znIl4qk8FqtfI9s2KxBK5q52e73V5vw8qqzBZYw0zNxffMK5Uhe+Y9548c6PV6VFQYofYGZLrUwPGknNMzVVKw74XFYoHb7Q75/bPZbXyafbChPklB6kqo4+JRXK2Qq6+oH0PgBW250Qi32wWz2Qy9Xo/0Vm1hjeEx72OxWKDSaM/VAJCcC+ZrM9e80WiEXBUHbWIStMlp2LNnT9D1RCIR+lxxTdix9dEwm81wu1zCnvm4eHCcO6qsRZFIDF1yKpTquKDnYLPZjIxWOcjL18NssUDuvdmuDVP8Ntf7m+8jlcr56yz/DAClWhO0Z17Qg1pRAbU23juUzFPvAtVuKOfl5SOrTYeoAlKXyyU4liO5lgE8qf4yuSKi31nf9zO/hqDTYrUiu/NFdapDUlu+a72G6JmvqDAFPf+UVxgjujnCGIPD7oBUJvcW+qw5mPcNlYrXpQQE86kZLQTZJU6nEwqVJuAGrsPhgNliQUJSatAhE18tWYo+Q68BAD793zd8NtoCzU1V1MF8p06dcMRbLblnz574+OOPcfr0aXz00UfIzMys4dmkLuw223mRZu/7csRuzLwDVVWRF1ELxsk5A3p1/PmC+GAnLKfTCbHY86Nis9kg8c7h3vPyq7By1ao6tSuYvHw9ktMzkZHTIeDHQ6/XI61FduQ980k1F8DL86ZFSfwK3lksnmC+ejq/2ey5WFDHaQN+XNxuN6RSKUzeNHuTyYS4+MSIf8AZYzh9+jRatGkfdMxmLGTmdMC/e4VTdtntNqS3zEa8LhlJ6ZmCYM1isSC9VQ7y8vNht9sCqtnL/MZ+B0tx9ZFIpXwqeo0/ir5raL8LIrvdAavFjPLycig1wdLsJXyafbh55msK5j3Ttaj5fchxHMCnW4cO5svLy6HSxkMkEkGliYPYO2a++s0xi8UCaRRj5p1OJ1Sac1PR6PV6pLXMgc1mg93ugFQm8/Ty1nDj0OF0QiqTR/R98Ge326HWxPG9Vhmt2iC3WhaAxWKBNkEX06npCs4WIs6/Z95qg7mqkk+z932/ew8dhSXeQni+feMbV5/TqRt213J6Ot8cvDx2LrgTiyXg6jB2ND9fj7RWbUKmsHMuDhKxBFK5HGazmZ+aDvAEXP4X6XaHE/Y6zs0eim8scii+LC25UhVyOlizxXMz8FRePoxGE5TeYD4+NbB2g9PpCNnr5AueQl14OuwOT/V3vzHm/hK822OM8ecXjTYBpaXCm9G+U49crggIOI1GI7QJiTCZTMjL1yMhJR0MwW+A14XFYoE6TguO8wTzIu/78dWtiXb4XnmFkR/+48moWyJ4nDHG3zjNbN0WFcbKmMym4vvd8x8zL5XJkJndjr9GjgQDkJyeCYUmDlKZLCAt2Gzxnpfy8mGxmCH3VrPXxCeivCx4Z0O+3oDkdL9gXu4ZM2/0yx4BALkycK56h+PcEErGGFzedHixVAK73R40M0Sv16NFLYL56j3zxRFkgrhdbkhlkaXZmy1mz/ezhswuq9WKtl171vrmaF34fvsaomfeaDTCGeR8WmGMLJgvLS2FNlEHANClZuD06ZrHzB87dgwZrdpAqlAGpNmntcwRZJc4HZ7e9OrXpSdOnEBGqzae+jLVzg9nz55FQVExWrbtCABISPFc4/mKhVYfEnIh9soDtQjmH330UX7KmRkzZmDNmjVo3bo13n33Xbz66qsxbyA5x263ewrgNXIw7/uxidWYebs3xbQunE5Pz2Yo4XrmfelejDFYbecCut6DhmPFylUx//LrDZ7gumWbjgFF8PL1eqRGEsx7q9mr4+JhrDb9UHWnDQYkpWV45pX1vherzQq1Nj7gDqjZm3auVMcF/LhUVVUhKS2Dv5NvMpmQlJ4pKKYWzpkzZ5CYkgalOg5VlbUb6xuKJzgRo0WbDgGpcpzLheT0FkhKy0RSmvAi22K1IKN1W+Tm6+GwB/a8y/zSxR1+GRHVSSRS2Gx2b5p96Itfzw+M5wKGMcYfj74xy6dPn4YiRM+80+mEyxVmajq+AF7oH2Wj0YjUjCz+Rk1paSniEzw/zmKxBG4WvO3l5eVQxyUAANRxcZB4x8wHq/wulXvGzEcyvZnT4YBafe6cdiovH2ktWsNmt3vGwXs/b1WQ49Gf3e5Z11MlPfhNu2AcDgcUCqUnZdZsRkbrtjBUq0RutVgRl6CDOYZp9me9RQcBzw2j8vIyuN1uPpgXe993936DsW79er7Kva/NbrcbWTntcaQWPZmAcJ55wFPo0ff6jP+f2snN1yOjdZuQReNc3lRxuVyBqqoqwXRc6rh4wX62e4sT1gezxQJ7iCAd8AvmFaF75i0Wz/kjP18vCJR0aRmC6eIAz5ASlVoTdAyn72ZVqPHcDodvzPy5tHR/iamZyMvX8wEl4An2/AsKeqYj9NzAUQW5WWsymvhzg69nNy4hMaCIXl1ZrVaoNXHeGgLCoUvRBsKAJxBRez/3Dj0uxr+79wh6mz1FRVX8372HjMI3y5bX8V2c60n1/15KpFKkZ7cPWdy2Ot+48aS0TCjVcZB6h1P5M1s85yVfmr2vZ14sFgdksvicLShAQnIa/7fEr2feP51foQoM5p1OJ/+9MJvNUPlNb2c1W7znDeEJwmQyISkt8msB33Ykft/9YFkCwXAuDlJ5pGn2Vu/3M3wwb7NakZyeidLS0pjfvKqJ7+ZeNJ9dbRlNxuBp9qbAWkPB6PV66LwZH55ro+A1QPzt378f6dkdIJULhytVVBiR1qK1oMimk/PMM189+9jzGu0hlSsD4o5vli1Hr0FX83/7Omx85xZRtWJ3zjDXcU1Z1MH8HXfcgUmTJgEALr74YuTl5WH79u3Q6/W45ZZbYt0+4sfmS5EL8+XZuXMn7rhrEj75dEGtt7N3715s2rSJ/3vBggWCE34kwfzevXvxxx9/RLQ938nFv0fmm+UrcMddk/D77+sieg2Xi4PVYg55QvK9dqh55n2pnja/6cniEnTQpWZh7969MBqN+Oyzz0Ju/7333uN/BAoLC7FkyZKQ65aWliIuQYeE5FScLTwr2J95+XpvMBO+AN651FQx3IwFHBM7duzA5s2bwRjzVmkX9jhbrTZogo2Zt1ogV6ig0gRe7BmNRsRpE/j3WVZegaS0zIhT5g8cOIDMnA6CmwrBWK1WfPzxx4Jl5eXlWLRokWDZkSNHsGbNGv45CqUScQk6VJRXCFPwGKDLaAFdegtoE5MF40CtFiuystth/bp1KC8v46v8+kjlcr5nMNyYeYlUCqvNBqlMHrJX87vvvsORI0f448u/irhvnHu+Xh8izd47zzwLnWYv8vbMu8JML2cymZCgS+aPL/9CbAACfvh8SktLofBWX9cmJkMqk0MkChwzX+XN7JDJ5RGNdXY4HVBqNPxxmJefj/SWObDZ7HDYz/3oJqVnhS1O5L9vdKnpARXpQ7HZbJB6h1aYzRbEJyYFXNzabDZotAkBPc2MMUx97HHccdck/t/P3uOxJkXFRdDqfGn2CpSWlHhTsB3eIQOe9yKTy9H+okuwadMmT9qgUsWffz3p0uKgGQNWqxX/+98ngmV6vR7ffvstAF8BvHMX0nKlEmazmf9ehvp2njlzBitXhp62c8q0x/DLL2uQld0OVosFNpsN//vf/wTreHrkpJDKPD3z/tXZNdp4lJeX47PPPkNVVRUc9tAV4Gvy4Ucf446Jk0KOgzWbLXD5pUlX58nS8gXzocbMW5HeMgd79+zG3j27odF6bngFS0H1XKgG75kPF8x7Ulvt3nnZg2cHJaVlIE+v5yvwA4AmPh5lfj23lZWVfGAW9PxuMiE5PQtGo9Fzwzk9C/FhUrnDef/990M+ZrVavWn2Dn6eeZ+sdl3x9LPP4dMFoX9rq6vwu4kiFkvQvf8QQeFIo9EIld85tceAoVjj93htGY1GiEQiQZq9VCpHizYdsKdaxsyjU6fh7v/cG3Bu8U3lqUtvAZU2IWiPs8ViRVJaJvLycrFzx3Z+7njA8xvi/5oFBQWYePc94FxuwXEi8d6U9s244CNTqoOm2XMcB4fDgaKiIsR7fx9kCgUsFrPn5pvfCcJTZ0cBlUYb8RTDH3zwQUDPvOdGk6jm2WA4F6SyyKrZm81mpLVoDYMvayUE3+weKZktA35nSkpKsHRp6KEZ4Y71FStW1Dhe3+FwQKXWhL2O2rVrl+CaPBqvzH4Nd066G3l5eTAZTZDJAgNZo9EzTRwAfP3113z9jeoMBgMSU85lfMTFJwYMRX3vvfcEn/XuvfuQmdPee/xYsHv3bmzcuBHlRiPSW+UIq9k7HVCo1AEzmPheQ6pQoqpa8c6ffl6DXpcN4/9OSsuA4bSBD9qr73WHw8Hf8LyQ1HqeeR+1Wo0+ffogJSUlFu0hYTgc536oQ9n69z/QZrXF+o2RBdLBHDx4EH//c66S+/IV3wrmZ/X9eIVLoz1y5IjgNcKx2e1I0CXxPypOpxP/+98naN1zALbv2BnRa/guckLd2a2xZ17qGQdms9oF46Yz23XG0aNHcezYsbBzz3/zzTI+vXf//v1Y8+vaMK31zC8tEomQnCYc61haWgZdSnrA3NvC9yq8s6hQqgIu6P/4czM2/LHJMwVWfAK/3Hdis1otUMcHjpm3eu/8y4OkNvN39b29OxXeaY4irUy/d99+ZOR04NsR6sf1559/DriYy8vLw5tvzhX02u3YsQObt2wFcK6QHQCktWgt+EFmAC4eMhKDrrsZYrEYIpFYUPchJbMlHnntf5g6J/ACUurXwxxqvCrguYi0Wa1h55n/8ec1+Oeff/jjy7/4kMPphEKpQn6+PmghJF8NA+Z2B9xw4NcRRdYz77nw9ezDoqIixHnHbodTUlbOByr3PvsGlGpN0J55o/cYkcnkEWXuuDgXlMpzFWdPG04jrUVr2O12OJznfnQ79hmI1d//EPJ1HI5zN+F0QVKcQ/EfQ2y2WCBTKgN6qxhjnn1VbQy4wWDAyfzTGD5xCoZPnIIO/a+M+JznuUj2/GbKZHJUlJdBm5DIj5mXSM+dgxLTsvh5nJXeYN7t/e5k5rQLOs64rKwMb7/9luCmxt69e7HhD88FoZMTBoW+G0vB5jH3l5eXhz83/xX0saqqKhw8dASTZ3+MjNZtYLVaUVxcHDBUye09hmVyXzDv1zPvrcC+YsW3KCkpgd1R+znv//hjE6TaFBw9ejTo475zRqghHA6HA1K5J80+1G+d2WKGShOHKW9+hilzFvDjkYOloHJOz7RLocbM+7ZZndPp5IvO+k/r588TnFd6KsV7b9xqtAmoqKgWzHuDXpUmLiCYt5jNSEhOg8lkQlGhJ4iLS4xu2Arg2b9ffvllyMfNZjOUmjhPwOitD+HT78prMfbBp/FThDfFAHiHN5wLcFNaZCPPL7vG877PnVPlShVEotBDiiLlG2bGZ245HBBLpcjMaY9Dh859J6uqqnDoyDFU2V0BNxkt3jHwA64eh75XjIIkWJq92QyFUoVHXv8Ej77xKRJTzvW4x+uEN1sMBgOYXIP7Z74jeA3fEDuTySQI5hVqDUzVrpn8O2uKiorODQeSeQroisViQYDkmQYvC+o4bcQ39pctW+4ZM1/tXFP9/QTj4rjIhrPBcyNEpY5DcmYr7ItgSFJmTvuAmju5ubn4fV3ooolff/11yBsQP/z4M/bu3Rt2m3a7HfG65LDXUbt37+HP3dFav34DNKme919ZWQl1nDbg2stkMvHXdX9u/ivgM/Dx1XvyqZ7pCABLly4VnFsOHDiIFm06eG48mS3Yu3cv1m3YiIoKIxKT0wTXrk4nB6VKHdgz7/ca/hlyZrMZYqlMcINLpdGi0lQpyLj153+z/EISdTDvcrmwYMEC3HbbbbjqqqswbNgwwT9Sf3zFYsIlteTm5aNd1151Slu3WCz8HVbGGM6cPi2sOMkHQqEv1h0OR8RpQw67HYlJKfwJYOPGjWjbtRfSWmRHfKeX4zh+vF8wvpNtqHnmPWPmGWx2m2B6Ml1qBnLz8mEwGHDm9OmQAajJZOLvwObn60POz+s/rRwAZFSbjsdoMkGrS4a9hp55/2A+Xhd4wZWfr0e+3gCDwSAohOPj622sfpFq9lZ/lQap4GwyecaESr0XBkajke/JicTeffvRoo0nmJfJQ4+p/nrpMkhlMkFAZTQaAZEI3/lNf3kqN58/PqxWK2TeKXsysgNT7cViSdCeW1+lYG1ikuCmh49MruB/WJxhe+Yl/LET6iJDbzDg6LFjfJaEQnXuJozT4URcQiIMBr1gTCP/+hKZdwqbMNXsJZ5q9q4wFzkmkwkK74Wt2+1GcXExNInngvlQx3dpWRk08YkAwAfNYkngmPmKCs/NAv/CgTUJVpjRbrMJjvOulwzEpk1/hjxmHI5z6cXxKZHPf2vzZlMA3iEmCk81XP/nM3jG81YvBrZ//360bN8FicmpSExORUpmSxiNkZ13/dNdJVIpRGIxtAk6vzT7c8eZVO65oWR3eHrm/Xvu0oMc64Av20kkSCfOy9fzF4z+U9PB9/68wXy4XguLxRJyuIHBYEBqVitoE5M8NwOtFhiNRhRXK2rlG8MYrGderU1AWVkZTp82eG7oOJy1nkrMarVCl5YZ8qaS1WpFfKIu5ON2ux0SqRxyhSLkceerLh4Xn8jPTgB4U1BtdsH3yeF0QqlWB/1e+D7TYOOAfet7CuAFHzPvqbhv5ocGAJ7P1+k33Z3/MABFkGErjDEoNHGenjaRCGKxGOoI5/7255tqNlSAY7VaoVTHgXM6PTfh/Y51sViM9JY5fE2PSJhMJj7NHvBczPsHRiaTic9I8FEHuZkRLaPRiLgEHewO/zR7GZQqNexOJ7/fDAYD0rJaQqtLCvjMfb8/Em8NEqk0MJi3WDzraLQJgmMMALSJKYLg9//Ze+84Seo6//9VXbk6Tuie2LMzG9jIBjaRGZAgCKyCBAEDIKYzwilyp3Lq3WE+Pb+G35kOI8p5ioAiHhkkbmIJm3cn586huru6+/dHhanqruowgd1Z6vl48HiwPd3VVV2f+nw+7/R6ZzIZON3eMocwzbBIiyIiEWNknuMFxGIlxrwyBlVnnOrspRkWOVXxXLdMDA4OwudvlR1ENd63REIxthxGx1RDoFzIsZR8oaBoAFSvmVfV7DecczF+VUH4UL2c1u5l2FWiuRONRivuQ0VRtNRTGRgYqCoSJ4oivI1NBlHaUsLRaFURPzPy+TxAEGjpWoyjff0oFApgWLZsjMXjMU28M53JWN6Do/39Bi0Gb3O5MZ9KpzE8PAxAnrOSikaG2hUkHImif2DQEBya1rTKgRNchszUXC6HRCIBp9tb1llkcHAQTS3thu9Xu8PI9lL5Wman2St84hOfwCc+8Qnk83msWbMG69atM/xnM48UYbmRVxkcHERLsNtSsKcW4omk1kt8cnISmYxY0gsyC4eDRKqCEnAqna7ZyMtkMnA3NGnv/+Wv78Ep574NvLNynayenJSrKMamLhxWrekcpJw6JooZQ0p6U0s7jvb340hfH9LplKm6vdwqStQmtaP9A5iaMvcuR3X1fQDQ2r3UIIIXj8Xg8TUiWyEyrwqDqbgbmsq82QMDAxgcHNAWWj3FYhEZUW5NV7qxlDcXnGk7JjlFzy174KNRRKJynVwtmyK13ZE68QomaZ4AsH//fhQcFJauWmcwqGKxGDb3GlsP9Q0MaJsHNcIBAK09S8sWZD2Nug2D2vPYCopmtIVPVas3w1AzXygfY8ViESNDQ9h/4OB0mj07HRXMSTm4vQ0YGR4xNeYdSpp9sWhdM084CKRSaeV95ka5qpbPO+X6xJGxMbh802n2Vo7CcCgMp9tjPCeT5ykai05H5msQwCtiugdyNCoLWcmlDVnDOKcoGis2nm5In9WjN/wb/K04crTP9H1mn6OU0qVUUt74+UzaisnGqXFOfXnPK2hdtFT7N+90VdyQadesCHLp53KGYeDyNSKXyxrKaAD590krmxNWTbNXblRHzzLTdl6ZTAarT9mCBx78s3aPjvb1a8+cJOUNGR40K6fZq6nCVt0sUqmU5cZVP9dQFC23C43FkEjEjcawcu4Uw8g187pr5ZweHDx4UBFAzMhaATMUwFMdlvGS1GbtWhRj3ioyrzp6zIQeVdLp6b7fpZSmoMp9j80j88lUGg4Haeq4UN8vSZIiwmlizHOys0lV4FfRZ0CpzlhANub186/af5wTXNi3bx8amlsAyCU1tfT+1qMq81uNk3Q6DYYXIOXzyOaMY12FZsuFrqyIx4yibqX7BnndMhrzvGv2xnwkGoXL16CVYemNhLauxVrt/+DgILz+NnC8STaEbt0C5Ah6uTFvfI8ep6/B4GwRRREOujx7U80wC0enOy4Acp16rES/Ri35SiaTGB0bm+66QTNaNg/hmDbA+vsH4GluBe+sPTKfSqVMxfR8zeVdIErJK2r2tUTm1f3M8vWb8dL2HWVlDoAxW7OjZxn2lDhHY7FYxX2oKixYfp55jI2NVDXm1ch8JUdIJBKtSWyulHA4DLe3AY2KpgYgi1+WOifzUl67t7lczrLl3MDAgCE45PW3Gq6vUChA1BnzBw8eREtnt/y9LIdEUg4UDg0OaFl8Ls90C01ZzV4wZKYeOnQILZ2LtGPonclym2fj/lZdV+X9mjy3GJyq2ay2BzuRqNuYv+eee/C73/0Ov/3tb/Htb38b//Ef/2H4z+aNwWqzPjGp9C+ehYBRKpXWerYPDAyA5XlD+wi5BYurYmReFDM1bWwBIF/IQ3B7EIvFMDQ0hMlwBO3dS5TNcW2Lg5ST4PI2WC7QakqXmTGv1ksVAUNkA5CFjAYHBtHXN4A2pQVRKepEfkQpRejv74eUM48olQrQdC4+CS/rjPlMJgOG4yvWjYmZjMGodHrKoyfRaBSZTBZHjvYZ+80qaXz5QgEMx5kY8/LGwUxoJB6PgxWcWopmLBZFY0ttxvzo6Ci8Tf5pASan23QB/PU9v8UpvZfAV5IqHYvF4O9YBGdDs5YuNzg4oH23vOGR0+w7e07SVGnNvP+epuljq/feCofDYRCps0yzJymt/tpMAC8cDqPJ34Ijhw9pziKG06XZZ3NwehqQz0uaMnPp8bXIvMMqMk9pqeBWqf5qGye1ZnZ0dByekmiPGWprOj2Ew1G2oYpFY+CdbiXaXktEtaj1QJY3Cu1aNkRpBsopvca+63qyuenUOdkBV1sUQxRFUBQNmmbk34bl4Glu0QSTVGFFuT2Z0eh7+ZVXNAVdADVHpqLRKJwuo8OGYVglypctc9bRDAsxk0E2lwOjlGaQtHytbYvM0+wzmQxcXh86l67E008/DUCey+NK+87Sca9G5tUURMYisyKdTlvO++qmXqWI6bnRLHVWjczr0/15twe7lNZiqjE/05r5YrGopGWan6/cpaDR0mgURblNaSX0804pjS3GKOP0RtXEmE8mIbjcpmuGuvHOZrPIqSVhJaiK+6Xrl74ES18vXRqZVw1G3unGK6+8Cp9fNeYbMVJD72896u9pZQDJNdY8UJQzksxSXkuzYyohScZ07dJ071gsBpYXDJ8x0wyol0gkCrd32vGun69aFy3VMmb6+/vhbW4xzYZQa+ZVzCPz1g4jZ0nmhNrqsxQ1E07NnFJh+XLRObkFK4V0Oo3RMZ22B81o94okKW3ul1vftoLlBaRq6PihtlhNJpNlJWNef6u2j7JC7jPPIldrn3mWU7QUzsYDDzxQ9h5Zb0d+hj0NcqaDfv8VjUYtM12LxSJyuZzpWBofH0egtaNqq1R5rm6sOB6j0ShGKmSGWjExMQF3QyMaW9pw6PAhkBStrbel16HaDFJOQl+f+Tmrek8qTYF2Q3cgda4aHBwCIGevqQ5vtXQzGo1idHgYMSVTyK0r5cll5ewl/Zz/6quvoqVLPYYxyNTfP2BI+9euB0XFKV7eQrd0X3GiULcxzzAMli5dWv2NNnOO+hibtS8B1Ig5JRtMRHUhESuSqZQ2sQwMDGDRslUYHSs15j0Vo/919Y4vAiwvL3S//d292HC2rEwp177UdoycJEFweysa8zTDWKbZE1pk3igWxwsuxBNyK5ula04xNeZjsRgamgPo65P/Njw8jO5lK0w3sKWtYXzNLRgZHq4qPKUnW5IK6/Q1Gtp7pNNpUAwDp9uD3S+/jCadJ1Wf3k7T5SJlGSUzgWZZJJNG4yUckaO6nBL5iMdiWmpwNV599VW0K/XyAMCZpDmKoognnnwSqzadDndTC/p0CrShcASc4MKG3ovxy1//RskuyGjGq9rfHJA3oKGQrA4uiiJo1ri58QVaceRo7b3I1XtSMc2eJGXxRIo2TXMfGBhA19LlAAhts83oNtq5XA5Orw8ADGJN08dXjfkKrekIh7bQWbaYU9o4qc4UvcBRJaLRCARX9ci82seYqlBGYaAobxJVY97b3Kr8Wywb5/62TmQLRRw6dKjsMHKHB6VmPtCKwTpq5imGBc0yiETCYDgejYF2HFbGhyqsyLC8Ic1eLj8aRoNuI8EJTtPITynyBsv4m9MMA5e3EdlsDhklOq6i/h65rNw3Nx6PTzuEWA75YrHMIFW1AE7pvURzgIxPjGsGfL5QGpnnp4152nzDB8iicVZicEf6+g1zDYpF7Rkf0xuEyvilaFnNXi/E5/L4sEfJqhGVUot8Pl9TT+lSiiiaan+oiOk0nB6v5d/T4nTJldUeWiwxxvR4SzI8VGPeXAAvDafb3JjXd9OQLHQ7KKXbRakxr4966eulBacLIV0XFDlVXZ4X9u7dC69fvo9mJVzVUH9Pq7U4nkhqv1lOMk95LXXm1oNsqBsj86WiombdWuolHI3C7WtERieAp5bHtHVPZ8wcPtqPxkA7WMFZ9p0pRadDhaSpsowYvbFZitvXhJGx0sh8+e+plupEo1EtOwMwn7OknATB6UY6ncbY2Di8irYHxTBaJJ2kps+zv78fjS3tIAiiJmNTHeOlJTYA0BRo0/ZRVkjKXk5L+a+A/rfbcM5bcc/v/sf0Pep4JAgCza0dBvX7UCRi2SlJ/Q3MxtLAwAAWrzwZ41UyW/TtUa2IKutqvZ0lxsfH4fY1we1rxEBfH3inS1tv9dfgIEmAkCPruVzO1JFmsC8USh2W6XQaJEVhYEg25nfveQVtSmklw6qlVzG4vT6MjgyDZliDMW+WvbRz9x60KXtHpsQ5e6SvH43+8jLSYlG9LrrMQVZa6nqiULcxf9ttt+E73/nOMevV973vfQ/d3d3gOA5bt27FCy/UJjh0ImGWJgPISqYNike91o2lGalUUovgHO3rx6KT1mB8XK84mYPT7UY6Zb1ZFzOZmg3xIuRIQTgcxoN/+QvWnn4ugOnal1rI5yUIFdLs8/m8bGhZpNmTJAXCQSAtpstEBllOwOjoCNp7TjJNmYrFYuhacpIsPlMsIpvLoaG51dSY19csA/Li0ehvwdDQkKF1UKWnq9Sz6G5oNGROyII0bWgMtOGlF19AY4vemJcjbsWisVZZpViUa7IZlkeixMseiUTAu9zgBDmqofb2rmUmeHnPKwgsWqL922xj89e//hUrTjkdFM2gqaXN0NopoqRgL1+3Gdt37MTg4KBc4658eSqVAs1Mb4r87bIqrVmkoinQZnAUVEf+EkmSLIVTSIpCRukzbxaZVw3VQFu7Nr5orjzN3uEgy6JIgJxmL/eZL1ZIs3cglaxszEcUZWc1u8LMsDRDyhfKFkCCLDfmVSOSouma1OyLAEha1mDoUyJYJEkiny8oUWLjxnTDOZdofdf15HKSZvjzgqvmnvCZTAYkTYOiWS0y39TShn5lg6KKpJEl1zo0NIQGf4thY1MpHVuPusHSQ9EMXLqaebIkMp9OZ5CT5DT7aCxmGNPtJtF5OeOAQXDpCvQPDmJ4eFgeN8qGOy8Za+ZVpWE1VZimzY35RDJpHZkfGDDMNUUA4UgEjf7SuVB+nkiaQSqVKhPAC4WmFBFQWQSRs4hmV6NYVNIyk+bGeqFQkJWTLSPzopayTjgIi6yu8udCxdvcaoha5SUJLGctgCe4PFVq5q3T7AFozmj9+qUKCgLyvVANOc7p0krpAMXgdbrBO10QxbTmpPI0NJVpHlSjlsi8amBlszlTdX5vc1tNNcKlaviAIiyqU7wOR6IQnMY0e3YOa+azJTXzANDesxSvvS6LiA0orWF5pxthk8i8ft2iKKbMoVMavdfjaWgyBFpkZ0552RhNs0hnRNkodBpr5uOJ8si84HIjlUrJXTd85Wn2pC7aOTwyrInyVRK2VdGLz5be+1Lj0IxCPi+3pstVj8zLWQZK+VVzC2jeVSbuVlrG0LpoqUHHKBKNIZfLmu5F1XtlNpYGBgbgC7QDBFGxJEB2wLAV91GxWBTBJcvrdnCNj49D8DaCIAh4fA1yCVzJvk/NFlU75kiShEgkXHYfh4eH0RhoMbzm9jViYnJ6fkilUmgPdmN4WG5f/sorr2o6SWopUDQWQ3DJSaAo2TEgeBu09SEn5UDTjGEdffW1V7UMuNLOIv0DA2gMlEfmHQ5SLuOgKEPbVeBNXjN/xRVXaP8988wz+NWvfoUlS5bgsssuM/ztiiuumNeT/e1vf4tbb70Vd955J3bs2IF169bhoosuqttzvBBR0z0BWEZN5B6Q8sAWLNKYayGVSmvGfF9/P7qXrzG088pmsxCcHss+woBszFfq+14K53ThgQceRPeKk7WFniCImqsFpJwk1yhaiO7l83mQNG262c4qCs4kSSGVTBlqDgGgqaUNTrdHTt81ST+KxWJoau1AJBLBxMQEvA1NcFm09DGLErT2nIRXX33V0DqoEqVpuB5fk0FwT65dbYPP34psNmswHChFZZxwyBHiTOkCpdgmcjqT8f6qLYDUdEF1ricI842unt17XkFnz3RKMiuUpzn++p7f4ZReOSujMdBu2MxFo7LIkcNBYs2p5+AHP/ghGgNt2uZBH5kHgJYueUE2a8vXEGjDwOCAPBaqaFAA01G5nEWPZ0BRs8+ISp/58t+iT0kHawq0aVFXtU4ZUATwPD4ILpdp5F2tYS7oHD5m51AtMq9mhqiZMLJmwPTvVjRpc2j2mvp9pdeqvkveMFR2xKnHpGjZaXe0X26Hpf4tZ9JCZvXmM/Ho44+XbXhLDX/GpH+yGarIGc0wiEYiYDgO3qYAxkblzYheWFHPa6+9ZqiX166p6jfKkXlnSQcBOULRqBnzeqeRalhns3JkVx+ZB4BA19IyETxViZ0gCKw/6yJ89//9PzT4W8ApafqlbaHUHsBqPaGVIzWVSkG0yMgaHRmGT9fbmqJpjI9Pwt/RZVij1aFE0bRJazq5lKOlc5F2zdWiVmbIjlFHxch8EXJGgmXkXtfmzcqBXslwaQy0GdaLnFImYSWAZ5Vmn8lkZK2EXBZSyX0rvR59hgoA8C6PZsxHIjEt64d3uhEtFYlzujQ1/saA/BzqO27USrXIfFIxTotQ197yjXVjoNXgzLWiVKkeMJZGAeq6ZXyPOv/Nhlg0pj2zgNFI4AWX3F4zm9Wei1JhPkAtOahcM683SEspdbak06KpgKUqyBiLRcHrSnw4wWVwfACyg4V3umSxslDYIHxKOpSWuJqGS1FuFaecn5nWTinq9ZU68gBAcHkQ1nVgMEOOzLNabX9FSrRJNvReUiaEV1rGUCqCF43IOgNm46WSMX+krx8+fysamlswMjJieYpqNlSlfVQinkBr1+K6jfmR0TFNwLCppV0Wp6WNWXPqnkAtnchJOXgbmxDRZe4Ain1REgUnCAKETusjlUoh0NaJyckJSJKEWDyuzenq2EjEY2jrXqZp8Lh808GovJQ3KNBLkoRoNKaJE5eOr9GREfiajQ4GQBYXjkajcJBkWSbzmzrN3uv1Gv57xzvegXPOOQfNzc1lf5tPvvWtb+GWW27BjTfeiFWrVuGHP/whBEGo2P/7REEvbFOaJqOiRv8A89YztZJKp5HNyEq8/QODaFu02JBimsvlwLvclps6QFH4TMSrRqrUWh3e6cKOHdux4ZxLyt5TS7RLkiQ4PT5EohHTv+dyEijKXGk8l5MF8EiKQjKZKBPH8Prb5Ei3hddYNdAphsGBAwfQGGiD4G00ppYqxGIxMHyJMd+1BLtf3qNsqOSF1sqAAuQ2XKVq9nrHQX9/Pzz+Vnib2+BvaTOm0zIsIpEIGIYFzZRHAdSvZFi+TLU6EpW9+qzgRCgU0lJ2q421YrGIgf4+NLV2aK+VRuYPHz4MMZdHoL0LAOBt8mNM18YnqvttTjn7rfjTn+6Dz9+qtZZKpVKgdJuith55QS5NOwXkaEQqlaoY8TC7hlxJGyU9DpJCRpQ3/5JJn/ejff1oCrTDF2jToq6MrkdwTpLg8jWait+px5f7zBcr9plX0wqtjfkYeJdLy4RBybHMDHR5w1zuZHKQxpp5fQmAPEdVLr9Qf09Sl2avpmlrhknJ700zDE5atwUPP2xs/ZgreW9ToDZFe1XkTG67JNfPkyQJKV9AoVAwRG30T+Pul/dobRb1UDRdNZtodGwMTl3dISBv4t2+RiVV2hiZV0sW1D7zsVjcsGHv6DmpTARPFEWtvd26M96Cv/z5L2jwt2nilXKavbkxTyrRDDPDMplKIWPixC0UCmXZGyzLY2R0FC2dizAyWu5wJ2lVAE+fZl9qzGfBO82j2ZXQyiM4zlqotVgEVUFoTRRF0PR0OYOZkVLJedNYosydL+TBsJzp+EinrY15URTB8QJy2ZyWRWaFPJ51ZWKu6ci83qgVSsQa1RR8df5Ro12qQ72ekr1UKgWKoi3XhFQyqRlPUomavUpjS7sh1dmK0rI1FX2EOBqNlRnznNNVc7cdK2LxuMGYFzMZw3PZ1tWDvXv3as8F73KVdbuQS+Km1yAHRZWPgQrCxy6vD1NTU9q/xUymzHkNTIuMJuIJQxsviqY1AT+VnCSBU9LsC8Witn+gaAakotdAOuTI/OTkpEFzpZYuAYY0+xK9GoIgQNOVMzLzeUnu1FBDmn3p87nilFPx7HPPG55leR8wXcbQ2XMS9uh0jKKxKJpb202vS434mo2lvv5+NAba5LKvCmtRKp0GzbDghXL9Au06ikU0WASTKjGqK6NrCLSCdbrKgoHqvlOLzOckBNq6yva6AwNGTRSVRp2zQu3OAILAvn370KoI1wGKrkc6jXy+gMbWTi1LyNPQZCgT1QfxDh8+jEBHl/Y3lpsud5PXnPL2hoA8X0ejUZAkVZbtcqIa8zUVDvzsZz+b7/OoSjabxfbt23HHHXdorzkcDpx//vl49tlnTT+TyWTKBi2gLjaqkAcJWknD0G9iKYoCRVFKSnKx6us0LW8CSychRomOlG5GWJbVesfq4TgO+Xwe2VQKf334Yew7eBCEkqbDMAzIYh40TeN73/sefD4fSKU9VKFQwPYdO7DpwitBE0U4XW5MDA8j0TbtSaNIUj73bBbFYhH79u/Hw489htO3bsUZW7dqr6cScXh9DQiPjiI8NQWPW+5LGZuchMPhQCoahdvtwcj4IBLhMBzKQsMyjJZmnoonQNMMxgYH8eBDDyEUiRh+3yXd3bji8suRTqfhIAm4nC4EFy/DosVLwFAO5AsFFPJ58LyA0f5+NPh80/epIKfgPv/iizj37LNBURSymQw8Hg+e/tP9uOuuu+BwOOAgCLxz2zb4/X6k4nFQNIVsMgkpmYSYySCfz+OJJ59EKh4D624DRZKIRaJgKRJkUT5XiqbRHGhFIZeBz+vFQH8fvvH1r+OW974XHMchJ0mYGBkBzwto8rfihz/8IQJL1sDr9WGgrw+JUAgEQYBlZEfC+OgonIIfZFGuWSVJEouWLMNDdz+E3tNPA8fzoB0AQ9OIjI+DVjYHO3fvRldnJzra2yGmUmAph3aODT4fwuEQEko91cH9B9C8dAN4pwuNgVbtfeoYmBodBcuyoEkHMhlR+5yDIOBwECCLefAsjcFoBMlwWDv3SGgKTkGA0+nCAw/cB6fLBdohL+Df+MY34HK55N/d4QBNUbjp3e9GX38//vDAA/A0NEFgKHkBLgIupwt//ssDGBsbg8PhwK7du7Gx963auTK0PK7VMRcJheAUeLAkgZbWVqxctxENzS3geQEj/f2IhyMQOE77fFf3Evzxr/+D5Nsu0Z4bDQIQBBcGDh0Cw7DTfyMAmqK1saf/zdKRCHLZDBiS0N7vIEmQDodc9+kgkE4lwVAUcmIcUjKpPU8A0Hf0KDZe3IrJQBsS0Yj8G3McQpNjyMbjyIkivB4PeMFpGHsoFiFJEmjSgUQ0CimTAUORYBwlIncEQFMkUkrf6+jkJDiHwzD2/r+f/hT79+3F+YIAp8uFP953H9wer+G3IUkHxGgUhMOBvz3yCM4/7zwMDQzA5faCoxza/QMAEoCYSGjPUywWA8fzIIt5uHgOmXQKiVAIz7/4IlYuXw6Px6PNEX/9299wyoYNICkSNEUhFYthfHQMDQ0+OIp5oFBARkzDybGgHTDcj829F+E39/wXzj/rLEjK69lsBhxNgqYcyOfz8DUFsP+119AZCJTNe4b7Go+DpuU5nVXGD0mSaGhswtH9+zE1NgaGlscPgSIysRhykoRdu3bhguv/AWQxb7hPguDESF8f/H4/OJZFPp9HJpdDOhZDgiBAOhwYGRxGw7INht+dZlg0NzUhK4pIxeNoJkltjnDyHNKpJIhiETzvQ3RoCAzv1u5H56Ju3Pv95/D1r30NH7zxRgiCgFg4DJqmQBbzcDsFbDjtbDS3tCEdC2N0YABiMgWPA2BJWV+F51iEJ6cQnZoC6SBBMg6Ex8fxp9dew3m9vdp5phIJiGIasclJPPb44zi3txckSSIajcLrazBcE8uyGBsZxslnr8Pw4T3aPINiARzlAEPTiMdioBzyXOYgSbBOAS6PFw1NfkRDIWTSafC8E8lwGEllzdTfv/975BH06s5PnjtoRCcnwbIseIZBIhZHZHwcL7z4InrPPhtZRXuiiCJYmkE8HNbuq/Y4EQTEZBIBloGjmAfDMJgaHYWLYbTnKSdJQLFomMvz+bxm+Pq8XkxMjE/PBYUCGJpCNByGGI0axmQqkUCgqR2paFR7nlSiU1PgBCcy6TRymQxo3RykH3sURWFiZAQ06QBHydFpweXCyOAgEqEQwlNTWO71gnYALqcTB/fvx1133QWCIHDkyBF4Ok+CwLFwexvg5Dk4iCJIkoTL5cbQkSNoaGjQfvdwJIK7f/Mbw/1wOBy45IILEJmchLepGePDI0iEQqApStMUAYB4NAaOYYBiETkxDZp0GNcomkZLoAX79r6Gr3/ta3j/e98Lmqa15+nBhx7CheefDwAYGxzU1iH9HEFTFBJTU6BpGuFQCAIvwFHMy2ObJOF2uTCprM/hSASHDx/GGaedpt2Pvv5+pFIpnLx6tencQVMUUok4PG4XDiaTSIRCSESj4FytYCkHpFwOrV1L8M1vfhMeXwNYygGvx4NwaGr6OQAQC4XB89PrFkWSSEQikJJJ2bDK51EsFOS/m6xPJCGvA1IyiVwuh3gkDMYX1J4ndX1iaQqvv/YqRDEj72+U1+XHsYBEKIQXXnoJG9auhZhIQhCcGOrvB8Mw2hxBUZQ8zpXxnlY0VxqbA9r584ITodFRUIUCdu3Zg9O2bNGep/HxcUyFQuB52XAOTUzAQQCcbr8HAI3+AA7t3YtAIIB0NIq//u1v2v2mSBIFSQLLUIglkvjzn/6EzZs2we10avfpkccew7nnnKPMNUV5nlSMbtIBrNl8Bh74wx/wjm3bkMlmERobA63sESiaRiAQwMjIML5y1124/uqrEQ1HEGhpw+TICNqaZMN4ZGQEkVgMfuXfk2NjeOGZZ/DIk0+CIAiQJIldO3bgrCvfD29jAAf27sX6lSvx6GOP4bxzz0Ve5xxLRKPghQB4wYmR/n5Qyt/U+e2cc85BoVBAs78Ff/3VD+Dmedxw7TXa85TNZvGTn/9cLllzOHD9NdfApTjfR4eHsfzMZrAkAV9TALmMiEJWRHRyEpKSoTU2NASO5+EgCMQmJwEU0RhoxQ9+8AN0dXVp92/Hzp3YdNE7Dc+qw+FAc0sbDu3diya3G6GxMbAMg8YmP771rW+hbdGK6bHBUEinkigWivAHWsBy8l7H5/Ph9eERSMnk9FhXxuTL27ejs2eZdgyWpiCm08glEhgbH4fb4zOuo0r2LUPTmBqfANXSA1IZq6LbDSmfR3RqCkUoDl+W1UoLVI43m7BWR2rdKgBHjhyBJElYtswYlThw4ABomkZ3d3e9h6yJyclJ5PN5tLQYUypaWlpM1XwB4K677sIXv/jFste/+93vglM8wytWrMC5556Lxx57zHCcjRs3YsuWLbj//vsNXrVzzjkHq1atwj333GNoO/O2t70NXV1d+PGPf2yoz7jmmmvgcrnwk5/8xHAON998MxKJBH772+n6T5qm8f73vx/9/f148ne/w/8+/jiWrV4Nn8+Hs846C4sXL8bOB+5Ge5PsbXc4HNiyZQv279+Po0ePoqmxEenB15H0kQg2OvH33/8vDurUOxf39GDxkiXYuWMHpkIhPHHgAKIUhecefxyLPvpRPPfss0gkkxjtOwqSZvDsb34D1gG8+vBvIKWT+NnnPgcny0LkeQQbXXjl76P43Ze+pB3/3N5eiJkMnn32WfS99gpYmsKv//Vf8eC+fXjXDTfgpZdeAiB7GR/44x+xxeXCwcNHIEYjCO9/EZvWrcHkrkdx2WWX4YUXXsDO7duRjobw63/7N6xaugyrVq3Ea6+9juHhIewdGcGzR46Avf56LF6yBNHxUcSP7kFHezuOHj2KNWvW4NCBA/jRl7+MxU1N2Hn4MLLJGAa2b8dgUxMef+wxRJJJ3Lt9O5YGWtB71TvBIo/I5AReefgezRt98803o/XcLfjd745i14M/xykb1uPJJ58EGwrhjOXLsWPnTvz90CEgEMCqpYuxZs0aUBSFhx9+GAOvvop7xsfQ1NiIDaecgsOHDuGlRx6Bt7sbRGRAG3uPvHoEh/a+hj99//tytHpwN3jKgYf+8z+RVCK3f9i1Cxdt2ozLe89B36uvACgitO9Fbewhm8H//Ou/Qsrn8fKePehJJvDBD34QWxd/HH954G7tHoUGj2DPo4+i0SVg959/gURoCvd88YugSBKM34+Tuhdh5wN3IxwO4+Cunbj/61/HqaedhqGhYQwcPIADT/1JeW6WY9u2bZga3I1gSxMmJycxOTmJzs5OnHzyyfj6V78K5uBBvDo8jL5sFldfcw02ttK4//6HMDg4iFwuhwafD4IgIBgMYnx8HMWpPuxUzvVtb3sbWhq8+O/Pfx4Cw2DoyCHsf+KPuO666+ByubBsUQcQHkByagy/+/rXkRMEBDds0D5fLBYxePgQBp95Blxe1F4HgIaGBnS1NOOv/303EpOj2t86OzsNY0+lkEnjyN/+huj4GF752+80B8vGjRuxccsW3H//Q5g4uh+RyUmMHdgNT7GIwUcf1Z4nABg4fBBLXTmc+s6L8bOf/Qw7H7gbg4ODiPf140BXF8TwFIZ2P4UNa1Zo56PNEX/8LYYOHcJEKIRooYALL7oQTdIYHnzwQcM1BXhCjmSyOfzhm9+ETxC0sbdv/3788le/wqatW3HgyfuwpKcH69/1LgwNDRl+m6KYQt+jj2L/a6/hrj/+EaOPP46xWAwCQWBjK4177vm9Nu8N792DgeQkBnkejz/2GCbjcYiREHY+cDe2bduGXCKOe774RTzw8stY19mJYGOjNkd88z/+AxesWoXk1ATGD+zCSLgZhayI3X/+JQAgEQlBSiWwuVPAkSOH8MQTT2jn2NnZiYnhIfz9Zz/D4SNH5PeHppA++DxOPfdcPPbY05jq34//O7AH4088UTbvqaxcuQrj+/chms0iNHAEkCTsfOBuvO1tb0N3qx+/+spXEE2lEMvnsfOBu+ETeOz+wx+we/t2HHjtVSx/8WEMEIThPqVCE/jt176GVq8Xveeei9DUFHbs3Ana50MuEoHL6cTU4BAWL11s+N3fctapuHB9N34emsT+7S8inowj2bcHK1aswCnLl+MPR4+gmMuBDwQwdvQoupYuNTxPp6xfh/v+8AcsyRdwyprVeOnBBzFBUdgJOQJ147uuxKJFi/CJj/4N9/2//4f9ExNonJrE5aefDJfLhd+/8hwODw1hcsd2TEYiOGnZMjzzhz/gnscew7jy21MkidjoKCiKwi/vvBO/ePZZ9D3yCAINDXC1tqJRYA3XlI2FMDk1hfOZLJ7Z/hLuUdbibDKBja00HgsNYGpiAoOvPIed4iQ2btyITVu24Lprr8Hu3dsRfT6KydFRtLa3o/+pp/Di0aMGHY+ly5fjSz/5CSafflpz6gDAaaedhql4HPGJUex9/A8YOXIIP/v85/GTp5/Gj2+7Da/s3o2sJCETi2L8wC40jHvxKklix86d2jFcTieSY6PwZiew68EXIUam8Mdvfxsru7u1uXzfwYMQ41HsfOBu3T7iacM+Ii+mcfRvf8Oe3buRDIcw9Mpz6BsZwXaOR0dHuzZHjA8OgHYQOPx3CYM0jccfe0y7pn2jo/DwDGL9fZgaHsQrD9+jBSP0Yy8dCeGJ3/8eoteLja00+vv7Mb5vB/oGBkAfOIC+va/hE59owOTkIWx/4gmsPXmNvG9oasLFF1+MTCaD3X/+Bc495yzDNdFFCb/4t39DwC1HwBf39GAgHscL27fDr9uPMQyD+3/+c4TGxkAW83j+rw+BPXwIp2zYgEZlzZXyeex7eReamxuBXAbJ8TEc/PtfMPX6c9px5GvK4JQNG/DHP/wBOHAAfrcbveeei9GxMXzum9/E1NNPgyAI9EciWLx0KVwR4xyBrIh9Dz2E2OQkhg4dwPArz2Jg99PaNb08dRQvP/M07omEsX9sDKPpNBal09oc8cKRI0hks/iHt7/DcJ9UTj75ZDgKeRx5/mH0v/4q7vniF7H7wAGcd/XVWNtYxE9+cjcESQLHcfD7/VjbWMRQmsBP976uPQcUSWK8UIB/yRLtuRk9sAfP9+3FepbF0NAwXnvtVSSVOdVqfcqLKRz929+wf99+vPzkk3B1daEwecSwPg3292PZ0iVyC8zIIWUPK8/liXAIv/mXf8HjR4/i3RdeiMMv74LE83ji/v2QCgUsZhNwuVz45d4dEOMx7HzgbqRC43j1L39B3+goEhPTa0hsdAB9Tz+NPdEofvHww+jbsEF7no6KIiZCITQre6sX/vxnZNxubGylDdcUHx/GE7/8FXp7z8FTu3bjX+/9HULPPKONvXw6hVT/aziw/UW88OTjOGvpUpx/+hno6GjHX/7v//Dthx7CJ84/X3Y8FCRsbKXx4x/fre3LM1NDePHRPmwUBDz2+OM4MDaGyUwGOx+4Wxl7SWzcsB6PPvooIi+/jLGBPlywagVe/etf8ervfw8AeOjVV+FxOvG+yy+HIAjY9cTjeOXpp5Bzu7Fs2TJs2bIFV17xDux7/H8xcegQnnphCs3jE/j8b34N7NuPkZFh7f4dmZjEOVdegR3JKH7/rW+hVclwXr5iJT7/wx/glnPOgRiPIrTvBXS0t+GnP/0JzvE344nHH4eUzyOSSuGPe/bgwx/9KP70xz9CfPVVtHjkFPaDr+zBHZ9tRLGYwDPpKVCFAo4e2YdHfj6ExdksQlNT+MMf/oCE2434xCj+/N3vgshl8Zata3H//X04evQoAKCpqQnXX3cdisWiYY5fsWIFVne34dF7fovDf/4zDo6PY0IUcelll6GhoQFjY2OG96fjMbicTuRH9mJZVyt2PnA3stksRvqOYPDRR7WxnknEcPfnP4/BXA6bzjvPcIx4aBL9f/sbXjt6FJnolPY3vf0UHR3Eq/2H0bR4HMnJUQw8/TTGi8Drr7+G/aOjiOZyuOeee7TnabvueTrebMJrrrkGtVC3Mf++970PN910U5kx//zzz+PHP/4xHn/88XoPOW/ccccduPXWW7V/x2IxBINBfOxjH4NHGeyqF+byyy+XjSIF1dty7bXXmnphbr75ZlMvzMc//nHDOahemNtuu83wOsuyCAQCZa9zHAev14sehwN/ef55fOc73wFJkqYeJIIgLD1Lv/zFL0CkUrhs8+bp1x0OECBw1rp18kM5OYlP3XYbbr/tNniKwPlbtqBYLOJ/9uzB0pNOQjKRRDAYxMc//nEMHT2KzSefjGXt7XjwpZfAtrSA5zhc3turllnLGwySxLbeXjw1OAhXczM6OjqwTJLwvve9D9dff712LldcfjlchSK6m5vQ2dGBT3/604ZrOv/889Hb24up0VGcunIlVgaDcIDA1hXLUThpGR67+24wHIf1PT0gQMApCLj11ls1ry9FUXjooYew75FHsK23F1EACacTDTwPLwi87ayzcHhsDL/fvRtLFy1CR0cHBJ4HSVHauejv00knTdd7j4+P45Mf+hCu23oqgr296BdFnHnllTjrrLO0+7FixQp8+fbbsa23V/bUgsD6nh60trTgmve9D2vXrtXG3tvf/nbc/ZOfYOXSpfAKAs4//3z8+uc/xykrVqBRaVP2y5deQpNTgBcEAk1NuOmmm7BkyRJt7LmcTpy7ZQsElsXzo6P4wAc+gGXLloEgCKxatUo796+k0xgfHsaSJUvwyU99Ck8/9hi2KZGt23/9a3zy85/H0qVLMTQ0hH+/4w6cv2ULSBDwtLVCcDpx++23y3VSurGnj4yp13Tvb36D87ZuRW7nTpy5ZQuuvPLKis/TRRddVPY89XR3Y2UggPWLF+PePXvwmc98RnuePve5zwEAvpxMYVNrC547dAiLFi3Cu971Lu0Yzzz+OGgpX/acEQSB73/3uxD7+rBixQrtb6VjT2XvK6+AleRI+q233gpGLXfRzRFHDx7E+OgYLrzwQrz+9NPwgtCeJwD4n1dewbp160CSJG6//XYAwEsvvYQH//u/0S4IcAD4yEc+gkBguuZYP0f8+c9/Rt9TT+HA5CRaWlqwcuVKrFixwnBN/9/3vw8AaG9rw7mbN6PL79fG3pLWVixdvBjf/OY3Dfep1Pv8ys6dcBaKOGvdOvzHX/6CczZvxt7BQTDFIhobGw3z3t3//d9wDo9oz9PewUEMMgxuu+02OVWuUMC23l7sGBvD+hUrcOaqVdoc4XF7cPLy5dgninjrW9+K3X/9K7o6O7V78dzTT0PKZtHS0oKWlhZs2rTJcK2//eWvsL6nBycvktP47t2zB5dffrk2l6fTacR378a2M88sm/e0sepw4JnXX8MFF1yA7R4PMs+KuO2220DTNJaedBKE4WFMJRLYdOqpuPzyy/GlL3wBqWgUp23YgMfHxvCP//iPZfcpEYlgc2cn1nZ3gwIBT0MjOnt7EQPggZz98kTfvdiyZQuuuuoqwzUxDAOGphFsb8d173kPVq9eDZIkEQ6H4RIEuHkeWy64AL/977vRvWgRGhsbDc/TP99+O/wuJ7wgsLijA5s2bsQ73vEO7XkiSRKnnXYaluTzyLEc3nrNNVi8eDEIgsDVV1+Np+69F5sWLwYjiiAJAlNHjiCeTuOczZvhUyI9T/3mN2huaMD5p56KX7zwAs7YsAGLAgH8decubNi4ETfefLN2TZ/77Gex/9AhXHPNNXjgf/8X23p7USgU8PvXXkNjYyO2bt2KBx94AG9729tw6aWXas/TRz7yETzwwAPof/ppDCRT6OjoAJOTDM8TAOwdHEI0kUDv5s1w6mpe1ejmyhUr8OlPfxo7n3sep61fj/968knseH0vrurtRSgex9Pj47j88sux95FH0N3QiKDumScIAk/29WGj8hv+89gYti5dinXd3dpc3tnUhCdGRnDbbbdZ7iP6Dh5EOhzBWevW4YdPPIErrrgC2x94ACvbWkHo5oj/2bMH5553Hpwj08+TysM7d2L8yBHQIOD1eHHrrbdqDkX92Du0dy86BAHdZ5yBxsZGeL1evPe978UffvxjbOvtxf379qGrqwtLly4te54qRajWrl2LtYKArcoaSDoc2PPkk7jmXe/CZZddpr3/73//O5753/9Fd3s7pJYWcPE4tvX2gnSQIHTX9LuXX8Y//dM/4Zorr0Qxn8dNN92ExYsXa8dRr+lrX/sa/unTn8apK1ZgRWcnKBAYSIvIFwp4y6mnws3z+PWTT6J9xQqceuqphmsa6e8HUmms7+mBy+XCu971Lvj9ftA0DZqmcckll+Dg9u3Y1tuL3zz1FGLK767OEQcTCRDJZNl9Utk/NIyVK1bgpptuwr8fOIBtvb0YzGQQDAbR0tJiut9rbGyEIAjaegsA//XII1i+fDnOPPNMAMDP774b7MAAvMqa293UiD8dOKDNqWbr02u7d4NIpbF1xXI8c/AAzr/2WmzdurXmPeyLf/87Lj7zTDx6+AionISOllYsWr8O2x97DJtWr9HmiIsvuQShiQncdttt+CHPIxmNIpVK4eprr8XFF18MALjry18GnZPQyAvweL3atRIEgc/fey/avF6cuXIl/vuZZ9DV3g6irQ2NjY2Ga/qKKGJpQwOcAFqbGpHOZnHJmWfKGR4OB1As4qKLLkJqYADi4CCWdndr9ymal7MGztm8GSxF4bGhITQ2Nhr25bt27cL//ujHaKQobOvtxcM7d6Ld58MtH/qQNvb+9V//Fffeey8Se/bAMz6O1rY28GPjuLC3F6lMBt97/HFcungJOCmPFr8fAb8fGUnCJ7/wBSxevNjwPP31r3/FgUcfxcZlS5FMp3FSsBNblk/vJwcffhhNTU1Ys3o1TvF6sVmxrYanppASRTQ1NaGnu1vbl97yvvchH09oz9Ph0VEcIQhce+21eH3PHmxtbcU6Jah675496OnpAQAtq/l73/0uFmUy8hhraATj8eBjH/0ovv+d/8Tpa9fiD3v24MILL8R5552nnaN+jrjwwgu110mSxFNPPYXQ66/Lv+WuXWjxeHDJJZegubkZuVzOMPb+fP/9aPD58P73v3+6g1OxiCsuuwxeEPB6PLjtttswNjSEDatWYe9zz2HNmjW4/PLLtWM8/fjjaKQocMUiNm3aZHjWVPtp3br1GNy3F5dddhmefuwxcPkCVnS046SWAP5v9260uVy49tprTZ+n480mrKVbFDADY37nzp0444wzyl4/9dRT8dGPfrTew9VMc3MzSJIsq0MeGxtDa2t5HQcg/zgsW14/JAgCBEEoe68ZqnFY6+ulx632upk6tsPhAM9xIBwOuHQ9pxmG0QwJPWav+xoaMJLNgjHpOepQ6kVGwmEsW7YMXcEghkNTCDb7ASgK642N2D88hK6uLgiCgPaODkRTaTA0AylfAKecH03RWpq9/GGAcZDI5fNoaW/HwZERBLu6tEVUpbWlBaFYDIVi0fR+qNfU0NSEdDYHSqkTdJAUBsOTKFAUOJbV6geLxSI8Ho/hO7q6uvBkLC7/BspkVIS8oWZoBmI2h3gqBTjkv9HKvTC7V/r71N3djdaODuwfHsaqri6kslkEAgFtTDAMg66uLoTicePvT1Lae/XfwbIsOtrbcWRsDB1btoBhGHAMi0IRYGgGkWQSI5OTECUJDoKAVCjA4/EYjuH3+xFLi/C53MhKEhobG7Vz1r/P6XJh5/g43trbC0EQ4HA4wNAMRsNhxLJZrF27FgDQ2NiIjCSBVmuLSDnFzllSO201Jp2CAKlQQLZQgNfr1d5Tz/PU1dOD8eERMDQDh8NhuA71/5ua5fGRkSS43W7DexwkiWwuZzq+unp68H8vvoim7m7LsaedGyuXU+SV3720Ny7P8+B5Hhkppz2vDoLQnjNAfqbVsamde1MTRKXft5TPl52/CkVREAQBBQBZSYLT6Sx7ngBo9ZoupxMOB2kYe2IuVzZmgPJ5T01Toyka+WIRYk5CMpOFP9gpz0u6+8TzPIooTj9POQkNTU0QBEFWTC8UwNAMCgSBjCRNnw8BFFBEPCWnuXk8HhwZH8fy9eu18+M5DuPxOGhFGKh0jBGE3K5PLbd2OBzatbAsC6/Xi1CxaPgNHCZ1cllJgsfjgdPphNPp1L6/q7sbr+7bh1AqhTOXLIEgCFjU3Y2RySlEkymsXbu27LekKAqNTU1I53LT30uSIBwOUCiCBgEHQSCtlASZ3WuCIJAvFg1jQRAEZCUJRcgZGMmMqD27+vvR2NiEZCYrzxFFmI6nJr8f6f4BEA4CTiU1Fcpxs4UCikX5+wiCwJ7xcQiCgEOjYzhNcRyJuRwaGxshFYqIp1IQc/IcMRKNYNXWLYbv83g8cJAkGhsbUVDuRU6SQCvpum63G9lczvC7q+PK7XYjD6BQLMjv089FCiNKFGQiHkeD29g2MZOT5wOv14tCsYB0Nofzzj4bf9m9C9edfTbyRcDpdMLn80GUJJAkWaasrR5DUMpScvm8YT6UCkW4XK6yuVxP16JFGAmF0OX3w+FwwOv1Il8sauuWOiYJhwNOlwtSoaA9Tyr5YhFujwdSJoNCUZ6DSmuoKYqCy+VCIpWC2+3Wyp3a2tqQEEUwNKP91mbPE2A9l7e1tyMyNGw4p5FoFGcoz4VKU1MTEqIID8ehs7MT/bt3Gz7D0AwyuRw4jtPmMDGbrTjvqeu/epz9SkRTzElo8jAYTyaxNRgsO/fGxkYkRVEW9SoUtPukzt3Nzc1IZjJgaAbjiQQyuZxhzh6NRhGKx8vuk8qB0RGsWbcOHo8HkjLPFSGPXZIkTa+HJEkUlN9BJZ3LGZ91pxO5orx+yGMsA1fJ81F6rT6fD0lRRLPHA0nZB5U+T2aor7vdbmTzBcTFNKS8hAKKaG5uxuDkJM7o7NDmCLfbDZqmIQgCFi9dir4nn8JILIYLli7Vvs/pdCKnaMYklXGnsre/H02rVkFV2c3kcvCxrLwH0V2TfAxZf2U0HAEAJMQMWhrk7ygU5DmhUAQSooixeEK+z/k8Hn/tNZyxdSvEnLxndDqdZXuHlpYWJDIiHIS898nlC/A2NBjeQ1EUli5dir8++ywcDgd8jY2I9/eDoRn8eccOnLx2LfLFAqS8BH9zMxKZDKZiMSxdulSbA9RrUueyfEE29MYiEQSUNrQAkMvnwfO8vHak07qxPgpBEHBgZETLYgTkfe1IKAS/VzbSc8r4pij5eqV8Xl53CwWQSomZek3qfcynRWWMkTgyNoZ169aBZRlNELgeWyMYDOIP0ahiG+Th9fm0kozSsccpa3Pp64TDAQLQ7lXP4sUYj8UwPDWFRYsWGfd1BAEH4UBCFNGo7Df0OBwOeDxuJEQRTqcTPM/LtfXKfqFQlPfB+v262bUeLzZhpU4IeupuTUcQhKlIQzQanVEv2FphGAYbN27EI488or1WKBTwyCOP4LTTTpu37z1WFIvFmpS2rfB6vYhXEQ1KiiLcbjdWr12LvYND038gCHh9PuwdHERQ8er5W1sxoQjm5Ap508GvJ5vLySUQumPoCXZ1YSg0hawkga1wLK/Ph3iJQNF9L72Iq667Dg6S1FIRpXy+7CEIBoMYCsniMFKxCJZlkdd5zuLpNNKZDDK5HCiKAklRVa9L5dp3vxt/3C6XDSREUcv0UGEYBpJJrUsslTIVigx2dWHv0BC8Ph8AgOVYZJTUnH2Dg+B5HqLybylf/vsHWlowqWhCpLNZy4mC5TgcGRtDe3u74fX7X3oJ77z2Wu3fPM8jrRs/ssex9vEoCALS2SxESbI8l2oEFy3CUDRSUcFZHR/pbLZsMnU5nQjF42BN1MiDwSAOjoyAr+HcWI5FVvEwlxryKiRFQcxk5Pte0pouk8uZjitBELTfOCdJZca5HnU8Vbq3qjHicrkgFYxzcSItP+vVoChKe6byhQLi6TQiqSQam8rb1zlI0jDGY+mUNn4JgtDmr1w+j0TaWDeWLxQwFY/LNZksi6OjowjqSrRYVv7NrYSfqo1Fp9OpPS+VyObzstOX5yHoxk8wGMRwJIqhUAjBYFB+rbsbw5Ew9o4MY8369abH8/p8iFu0blMRK9xDQHYw6McCy7LIKjXaTqcT8RL1Ze27G3xIKHNlNi9ppWRl5yemkS8Zy4IgIJ3LISdJYFgWHMfhyPg4ent7sW94OiU0JYpobmxEJJlATpIQV8TlhiMRdHZ2Gr6LFwR4lO4MDCMbcvnCtEiePsOlFI7jkFXGIcdxyJpsaIYjYbS2tGBIJwCmnWcmM92OjCAQT6fR3dOD7iVLsPvIEaSzGc3JJ1pEPrJSzuCELH1ftfsIyGNGXYOA6XtpBsuyhrp9lUwuB5fbjZyUVy7HfOzzgoBIKmXYhDY0NCCspocrGVX14m9pwVRJZ4ihUKjsfns8HsTTaYi5HFpbWxEzERYcCYXQ2SELodIUhXQ2W3HeU8eryr6xMbQGAtqeYFj3fBrOpWTfUHrdXq8XMUUEbSgcRrrk3o5FIhBL6uT17BsdxZqTTwbDMNo9y+XzFa/FDDGbK3MGZXUCqqLJulaKx+NBTHkOVWdJPbjdbiRFUbt3Uj4Pj8eDiWgULTrNJY7jNIdxMBjEUDRimB8BeX+RzUnI5HKG3z+STGIiHEZWkrTrS2YypuJlHMchq8zdw+EQaJrGhEF8jgBN05AKecSTSQwrquvP7t2LTVu3ymMvZb4nUH+vuF4AL5cta10IyOVcR8bGwTCMYT99/44duP6GGyDmJGSlPPzNzYinUtpaYnY9GUnSnvvS+SorSbIDuqHBsHbsGx3BueeeK+8LdXvGrpI5JZ2ZPn/e6dTGcjSVgk9Zj/WwHIesopeQVlqzchwHmqIg5Qt1zxGdnZ3aNaWz5r+lCs9xZXtlQNZ9iurKWILd3RgOh5HMZMr2Leq+P5ZKw2NyfYD8O8TTaTnowTCGOTcnSWUdq04E6jbmzz77bNx1110Gwz2fz+Ouu+7SUoXmi1tvvRU/+tGPcPfdd+P111/Hhz/8YSSTSdx4443z+r3HgnQmU/ekrMfj8VQ05hOiqEUR16xdi32jxtYZXp8P+4aGNAGMltZWTCktTLKaMUlYLnaZXA7+lhbDMfQEFy3C0FQImVzO1NjSn0dcp0Ys5fN44rXXcPHFF8PjdmubV6B8o9LY2IiwsgkpFApgGAaFEmMeAMKJhJYqw9X4kJ911ll4ua8PSVFELJ02NdBJnWGkfWcqZTqZdfX0YN/goPY31ZgBgH0jwzjllFM04ySriCHqCbS2ThvzmYzlBoBlWUQSCc2YdzgckPJ5PPLKHlyqS5nkOM6weU1mMnA6azfKeZ6HmMkinctV3YxYIRtUESTSaXgsDFFvQwPiYtrUyPV4PJiMxyyN+aHJyZocDSw77VixgqIoOfrIMCgUjcZ8PJ02NaSdTidSyjNq5ozSI29eChAz1ps79fNOQShzKCQzIly1GPMkZXCQxdIpRNJpTfyq9Pv04izxVFoz5gForRGkfB7JnHGzLBUKmIrHNGM+nEiga9G08i3LsmXPjh6SIiv+ned5pGsw5jPKRoplWcPvGgwGMRwOYSIS0UofgsEghiJR7BsZwerVq02P521oMMxXZlRyyIAgkJOMzjqGkaOquXxeMz55C0NdNaDU6yp7j7IpzecLhvGmOu+yeXluYTgO4XgcF198MfaNTXeVyCiR+XFFvTmmbD5LN/WAHGX0KGuM3+/HVDwOqVDQsqzU9c1s3OufOZbjTJ+/4WgUp51+OoZ1OggqoqKCrxJPy2Pz2htuwH07tmsb/UrjJJPLab8hz/NIlXRnsDIW9AS7ujCsde2QnRpiSUst1XHPMAxyJmM6m89PO+gqbLSdTieiyaRh3+D1ehFLJuVOExaOyGq0tLRgImk05iejUUNJkPZd6TTSijEfN1H/HwpNIag85zRNIy2K1Y15nYGzf2gIWzZt0gzx0XDENDNTfhbk95gZJ3qDcTQUMhjzeeW3amhoQNSizdreoSGsWrXKYMybrcullBoWYs44hmRn8PQYqGWM6X+jrMVzXwmXy4WEKCKeTCKbk5BTjHlAfm5VWJYFpTiMg8EghkMhRBMJw9rAKc9qNichrjPO9g8NYfXKlciowpGQHW5mxjzLccgoxuZILIbVK1dqexsAACHPGTlF9FE1bO/bsR3XXn89PF6vFqgxm2f1jhwASOck09+4ra0NBwYH4PF45P20mMG+wUH4mpvR3d2NrCQ7P70+H4YmJtBoskaqv1tWkrQ5bFjJNlBRHTBljquREbz1rW+V94W6dbVz0SIM6Y4hZrNaUEINogDAZCyGgO7+qXA8r53L/uFhLF++HICc2Zcv1B+QdeocCKJk/luq8Dxv3CMo+P1+g8MmGAziwNhYWSYoAAiKYzWREU2PpZ5TPJUCTdOGZxRQntM6n5GFQN2z+1e/+lU8+uijWL58OW688UbceOONWL58OZ588kl8/etfn49z1LjmmmvwjW98A1/4whewfv167Nq1Cw899FCZKN6JQDyZhNfE6KsV1UtuxXBoSvOsr169GnuV6IuUlxU9vQ0NiKVS2gbN7/djUlnQJcUDTTO0ZZRByufR1NxsOIae4KJFGI5GkJFyFRcfeYKbjuo99eqrOP2MM8DzvDLBKtdosschCEJbPPOKoaVXEVU33eF4XK6TqSMyT5IkLr70Ujy8a6elgd7c1ISpkiyWfKFgunnpDAYNUXtOt4HdNzqKzZs3a5tOs01DS1sbpuLyZChZfAcgT+QURWmLNMOyePyVPThl0yZDSYfD4TBsHK2u0QpBmeBriV5ZEQwGMTQ1hVg6bfndHo8HsUzG9Hs8Hg8mYzFTp1hraytIhwOC7pqtUD3rlVAjFizLGsYYIGdjmJ2/0+lEUhnbUpWoDkVRyOXzELPWjhqHklJXuiEElMh8DfePoiktqi/l84in0oim02hsbCx/L0UZM13EEmNeGT9SoYBkSeRLyue1yLx6f/TzBMeyFX8PVrcpNstiqtWYz+bkzS/H84bx4/V6EYrHQZCkFsEOKuVIg5OTpg5K9XPVMqKyFpkaKrm88flWjRFJMeYBmEfmfT7EM/J4sjIs5DlTRKFYKI/MZ7OyI4FlwSup9meddRaO6FpEFgEILhfGlRag6vwbTSbLokCC06k54QKBACaVlniU0t5KnfetjPlsXjZeWZ3hpWdoagqnn366zliexuAwIQg5a6ShAaeddhr2Dg9jLBKBoKQvW0bmdVFO3uR9qUym6vwhO4XCKBaLIAg1y8B4LepmnqZp5ArlzvGMpBjzVTIfeUFAJJk03Hd1Hk9lMnAK1hGzSvj9fkNkXsrnDc+FihrxTGezaGpqKnN+AHIkvVPJwKGUyHwlJ6bewMlKEnLFIto6OpAQ04rRTZSVRwCqUy1dOcORIOS5miAM42siGkVrS4t870yyPnKShIxSnkPT03ug6SCHNR6327AvK3XsMQyDrM4Rm9ZnmFjg9np1kfn6jXm3x4NYKoVkOo2MEplX9yGlxrzaMtPv92NkagoMyxqcJaxSbibm5BJGdS3cOzyEUzZtkiPziv5MOpMxneNl550SxQ6FsHHTJkzGjW3hSJJENJlEV0cHwokExiIRhNJprFmzxpitZ7L3KF0fRSlnukdhGEaLJHs8HsREEfdtfwnX3HCDli2Uy0tah5ZOk32u+ruJOQkZKYemhgaMxIzzlTpX6wNwxWIRY5EINimOK/26GgwGMaJrwayPhgsuF9IZ1ZiPGgQq9eejZj3tHRrEGkWkkFIi8zPB45EdJNWCN4IgmBvzgRaMRyNaBmYwGMSL+/aVZf8AytqezSIuipbt0HnFmKcoCgzLGpykUg2ZxQuRuo35VatW4eWXX8bVV1+N8fFxxONxvOc978HevXuxZs2a+ThHAx/96EfR19eHTCaD559/Hlu3bp337zwWxBKJuoynUryKd9KKoalpD3l7ezvGIhEUi0V5AtSlwnQoKXFqZAWQ08nUic5qI6Seg/4YetSoayaXA1fh4S/NMPjjju24RhHS83i90157iwyBjvZ2jIRDcv0uw2h1SwAQz2TAsSxCSm0upbS/qZV3Xn017t+xw9J49gcCmCyZuK02Fqoho0XmdQbkodFRrF27VjNOzFKyZWdLEtVgOQ5tgYC2AWIZBr979lntN7Uink7DYzFxmiE4nUhlM0jNwphXx3A8nbL8bq/Xi7gomkYwvD4fJmNxsCbjiyRJtAUCVTdKgC4yWCEqphekKm0lErfI3NCn7tYUmc/nka9g9JMkCY5hTDNCao7M6xZ0SUmjjqRSppF5kiSNzjGlFryUnCQhWWLgSvk8QskkaF29mn7hZjgOTCVjXhe5zRcKZb+dPkJRiaziTGQ5zjBOCYKAwPNo00X9Ghoa0D82Br9S/2yGGsGpRqVUxtI0e+UDWmQegOmcqRrqgGxYmKbZe72IiSIkpZ5SZdqYl6MWDMOg1e8Hz/NwuT2I6OYWQRAwFomCY1kkxAzEXBZsyaYeUIx5NcLX2orJeEzuuU3WZsyr95eziMxPxWLYsGEDhnQKwiqpbEaLzLMsiyllPXU4HLhs2zb88bnnNGM+ZTFO9OUxvCBALMkuqcVRqaagqs+3fF1Gx2A6m4XAcUpkvtxpmM1LcLlcWpq9FYJJZB6QDfpoKgWvp/rzb4bqiFEZi0TQ3tpW9j7VSNIMVJMhPhyNao4wmqYtDToV/fp/cGQEJ510khx1T6XlNHCLQI76uVwFA5skSYzrMm9UhqamEOzqUrIHy435w6OjmgC0Oi8D8jxXzUjwlqR4p0qixzRNG8ZAxSwe9Zi69OxsleCIGS63G6PKMyQbqNOR+VJBVjUyTxAEGJYtK9dT10rVYZVQHDH7RkexceNGZLJZ5PIS3B4PUpmMdjw9+sjxRCSCNSefXLa3oWkaoVhMdqgwDP73+efwTkX1W82OSmezppFd5QK0/630G3d2dMDr9cLr9WIiGsH2w4fR29urzU9qlNfjdqPLopOXHJnPIZPLYXFPD4ZKMokyStcDdS8DKGOwsxMNDQ1w8jy8uvVXLh+dPkY6O+1UFAQBovLbT8bihjIJFX1wYu/oqGa3URSFrCRZljRWIhjsxHAohHTO3DGiwvM8PCZ7iZa2VoyEw9pc0NrailA0qtkoetS1ymq/ob6nUCzKkfmS0qZcvmAb8yrt7e3493//dzz44IP4n//5H3zhC18wjdzYzJx4ImHpdaoFj+JttWI4FNJqVAmCQEd7O4ZDIaSUFG2PxwN/U5O2MWjR1WRnlYdB9ZCZQhDweDxobmw09dSpUddsFU+yfoIbDoWQKhQ0FW81rU/9PjOCXV0YnprSjHl9CnQ8k0FnZydC8biWZs8wtS+E7e3taAwEkC7pI6ki17FPR+bVrAczVEOmNDIfS6UgCALcbjfS2WljvnQy8vv9mFSiJ5UMBY7jENQZTSzLIl0o4OSTT654rbG0ea2/FWrEq5aav0pwHIeJaMzyuz0eDxKiWLYpAuS6yclY1LJcpbOzsyZj3iyaVoohMl/iWNLXkuspNQgr3Tc1zb6SQ0HVfNBvMFUSaRHuGu6fPtVOyucRz2QQLkml1L6v1Jgv8ZSr15OTJCRKjXkpLwtEKpF5r8djKEXgdIKUZujLUMyM31qNeTEnb6Q4jjOkZQPy+AjqIvAEQaCxoQFrKjwragSnIpVqEgkCOYvIfT6f1zanZnOm3vARc+abejVjq1BizMtlMRlND4XjOK22efWa1dina8UjCALGo3KNfDwjYiQU1t6rR59SGWhtxUQshnwhX7MxL2/ACDAmmTE5SQLFMGhra8OYiTEvKmJvgJyWOR6bnkOuvOoq7Dh0CIIglGmDlKI+ozzPIy2VG+HVNDfUFFQ188ZsLpEdkYJlmn1Gkkx1MErhBQGxkpp5QF5TBicn63LG6nEbytlkQ6OzyzwKCYJAWqkDJ4jyMrzhcFhb6xglzb7Sxlq//u8dHMCadevg9fmQyIiyaK9Fhozq2EplMqYlKYCcXr5vaEg+hu6ZHJqaQrC7G109PRiOlI+t1wcHsVoRii3VBqlWM+/R71lQXhPPMAxyujk1nc0atDzM8Hq9SGTlMTyjmnmPByNh2TjMSDlIStaBw+FAk04rheM4ULp71dnRUfb7q1oXauRXdTIcGh3F6tWrNe0Pt8uFVDZrnmbPssjlZcFZgiTRYqLZQFEUwsoz3dHejj+98AIu27YNwPQ8mC4ptdHjcDi0tatSKUNnZyc8Ph88Hg9efP11XPjWt4KmadmYlyTkpDxoJapuZniq15OVJGRzEjra2jAVM2YZqOU8brdbG+vqGFP35vp1VV8+qp6/Jhyry0ibSiRMI/Ny9od8fw4MD2v7aYqiIFbJlLGiU3F8idUi806n6V4u0NqK0UhUK8GiKAptLS0GHR0VNQhSMTKvE7ejadqYZp+vrE+0UJlZEZXNvBNLJCzFHWpBFtey3szqPeQAsPrkk7F3cBBiNgunIMDr9RrSXvUpwWpdJaekSllReozSv8WVtC6zyKmKLO4iLwh/eulFXKUTaZM90pXrU4OKJ3Q6Mq8X7BIRDAYRSyZlY56mwXH1ebWvueEGy/TlQFub5gCJppJ44MUXtRrSUpxOJ5oaGzVPI6Ns+vYODmLV6tWycaxEhoooNwQDgQCm4nFLDQMVlmUNCzDLcbj6Xe8yNST1EV615rRWVCGWWmr+KtHZ2Ym/7dpp8Ezr8Xg8ODI6imgiUbYp9Pp8mIzHLZ1FXYsW1XRujEVkUI+6ADIMg3xJqloibS3UUvluGY9vttHXo0bmKYoqS/VP5bKGMgorVBGcfKGAYrGIuJhBUqevUfp9+qzguIkQJKDUzJcYuFJewlQsrtWrl84TbA2ReVHKYTgUklOLS96rLvjFYhGHRkZMj/H311/H6NSkVrdf6tjpWrSobDMRDAYtxe+A6hlRQBWnDUUhpQgplqIK4AGwjLqr321VO+v1ehFPpVAoFg3GvDpmsopBwrKstjlds3499o0MI18owEGS4F0ujEej8twpioYsLz36lMqWlhaEkklDrX61mnkxmwVBQOsUoWc0EkZ7WxsoikIRKMuGEXURIoHnMR6JGqKN55xxBnhF6XgiEsFje14unzt194njuLKyjXQ2W1OZjsfjRUjRZVGFAA3HyWTAC7y2yR6LRAzralY15qs8/06XC0VF6FVPg8+H/omJGRvzqsFaLBaxf2gIj+152XSTDcilPol0ShMXTJXsD4Z1wnmUEpmvZDzos032jY1hzcknawb+0FTI0oBSPydWcLh4PB48vHOnElGddjwMRyNyZD4YxEuHD+PFAwcMn9s3Noo1ijGvp6bIvM+Hp159BQ/v3ImHd+5EqKQMjCmpqU9ns+CrjDF9aU/GwolXCZfHg9FwGBRJIpvPa5H5pqYmwxzBKGuLSteiRWXixrKRm0dGyoMiScTSaS0goYqSZqXpyLyVAF5GymMyEkFrS4ucGVJiAFMUhWgyCY/Ph2BXF845+2xtjVJ/D6uaeUB2UMXTabywfz/6xsct9wFd3d3wKsY8QRDa/pNlWS3LQBWvM0sJ164nl9OyUKlS41K5Z/rg1L7REZy8bh0AOSClX1f1gqKAsU5d3icqWQ3JRFnWyfT5SPL8SpLT7ZxpWhakNOn6Uo2u7m4Mh0NVM0kEl8vUAPf7/RiNRsDQ0+Mh2NVlWs6mziuVSj/VdVJNszdG5u00e5s3kFgyWZfxVApBECiiaGnc6T3kALBm3TrsHRnWog2LFy/Gxz7xCcPxQDhQLBY1NXVfQwNCJR5T3Rmgp6fHcIxSOJ5HNJWsmNre3NyMSSW9f/uRI3jL+edrf/PoBJ+sNsjNzc0IJZPT4mS6v8XTaQS7ulAsFkFRFGiKAltHZB4Aent78U+f/7zp3wKBgKYz8Mxrr+PxgX7c9MEPWh7r3/7937WJlVNUYfcND2HN+vWVsyCgeGvjcWSkXEVxj02bNuFqXS/2D/7DP+AdV1xh+l6em04Dj1dQDjXD6XJBzOWQzmSsU91q4N033YTlp5+OC9/6VtO/t7a24uJt23DzBz5Qrljs82EqFrPc3Fx7/fXYvHlz1XNQ70UlBXVVHdVMAC+WTls6I9RNcrXOFZp3uVJkniTlDZei9KsnYaIKa3UMKZ/XnAExUQRhoYJN07RBeblUCLIIaPNFosSYz+fziKWSoFkWbW1t+NSttxr+zilpx1ao9+Sep5/Go7t3l71XFizLIJZO4XO/+mXZ58VcFl+574+4/J3vRFNTEzZt2qRFdlTecdVVuPCiiwyv3fzBD+IsXQ/wUpqamspLa3Sook1WMAxjKgpGEAQkXep8pag7YL2pdzqdSKTleuNSh2AR0xud9evX47obbgAga6rsGx3VooROpxPjEdngiafTsqiZSceSDRs24IqrrgIwnTmkL4lQz8+0bpZlkVR+B30kSWVoKqQ5JWXjzuhA0ddu8oKAsXDIMDY/88//jPMvuAAMw+C9N96IHz7yiJZqLB9/yvB+gyq8wp6hQS3duhKBgB/DIVmV2+ORSxb0xno4mUBDY6OWpv7zJ5/APc88o/09k8spafZSRUeQer1lxnxTEwYmJ2YVHPAqddnf/suf0bBiBS7Q9ZrW43G7MR4Og+d5+VnQ1TqPRyOgde2CaZoGqbTQq/y9ioGjiM6pOilD0YilMa+J8VWIbL/7ppuw4ozTlWjrtLN0KBJBMBjEqlWrcNpb3oJ/+9/fGz6nnkcptQjgvW3bNrhXrMCox41Rjxs33XKL4Z6W1nO/MjiAZYpAmRWG8poqehxmuN1ujITDaG6We6VLSqu0L3/5y4b3BYNBvE8nNn3Vu95l6EUOTKvxZ/MSmhWV931DQ1i1erUmOpiT5DasqUzGNFNRft4lhONx+P1+LVChQhCE7MQrFuH1+XDN9dfjY5/6lPH3SIuIpFNoMOnCor4nlkrhX3//Pzjv4ostNVAuvvRSXHDRRSBJEv/1X/+lOZ31HUZohsEtH/ygpSgqwzCKmr2cNdHe1qa11QSm52q9yv6+kRFtjN18yy1lJczt7e3afGXIQhIEpNTIfDxuasyr92i/LioPABQlt4rUG9S1EgwGMRyNIlVBoBcArr72Wq39sZ5AIIDRSMQwHj70kY+YZow2NjcjnEhYahEB03MhTdNYumwZXhuZ7siSK5yYafb13zWbN4RYIgGvxQRTK42NjYgkk2gw8eyOhsNo09XTrF69Gr/58Y9x+knLwQsCOI7D6aefbvhMQ4PcPiIrydGb9s5OjJgoCUv5PEiKBMuyOOOMMyzPr7OjA0fGxtFpsSBr16A4DKLJpCHd1+v1oi9TOaVVTftSI/PZEgE8dXKmaRokRcm9NuuAoijL1oh+vx9TygYwlk7hwre+1eCMKOXcc8/V/p9VWtHtGxvDuWvWGNqYWZ1HXlE7d1aYTFtaWuD3+xFS7tvGjRst3ysIPFLZDFw8j7iYhr+eyDzPI5XNVW25Vo2tW7dW1MWgaRof+shHTP/m9Xorph2abcjMkO9FFg6H9UbaEJkvrZkXM+iwiIpZ1QOXQtM0kqJYMepCkqQmpFXamzSVrS0yTykp+lI+D4/bjXAiYRo9AcrbbJV6ytU0/HyhgGRJtFrgeSTTaa3Ha2knFJbjQNPWz6Jah5jOS+ibmjT0MwZ0qXiptGmkfCQUxpqVK/HBD38YgPxclNbfnnTSSWWf27Rpk+U5AXLqbiWnWyprHS0C5PucMWnJx7AsYrGYtgmxirqrpVVZybw1HUEQoJSoTqlTobGxERPRKBiGQSAQ0DaCS5cuxaGRUblGXFGAH49G0dnZiddfegnD0SjOM8nA8vv9moBWIBDAZDwulxop0b5qrekS6TQEl8u0Nd3Q1BSCy5YCmO6c4dUJvOmNeUEQMB4OG8Zmty6yfOPNN+PwwYMYDoXQppQL3r/9JbxT5/Rsb283bMAT6TReGxzEV0vWSDO8Xi/CiYS8xpAkLnzrW/HIy7tx6eYt2rV09fQoYmp5ZPMSnnn9dby3txcOh2Nazb5KZF4dV6Vjo7GpCa/s3YuuWRjzfr8fk9EYpmIx3PbpT1fUjHhl7165nKurC8NTISzyy+Poge3bcaVS1wzIY71aSq9q4OQkCZm8bASqGSjJTAaXWmT+qY6tSpHCs88+G2effTYAVVQrA4aiMDw1hWAwCEEQ8OGPfhR/+uN9ioCh7FBLZXMGsUd9OVE1I2Ht2rWmxoyK7CCV73Mml8Oz+/fjn97ylorH9Jak7tfbWszlcmEkHEZLZyey+TwKBTlrR78fAeTnVb8n1BuCKmr6OQAE/H7E0mmMRSNYs2mT5pDO5qVpY94qMp/Py/ON02nazlHdU3h9PixdutT09xiORHBqBaHSvvFxBDs78eGPftTyt9HPE3onLkmSKBQKyEoSBJat2B6b4zhksllZnJDjEOySU9K7lLlR1dNQ09yLxSJGw2FNj8Bsjxbs6sLQ1BQWBQJI6R2XOh2eiVjMIGCoogry7R0cwGol+g8ANC23151Jmr1axy8VChXXt/UWWW2qoOKKpmbttVNPPdX8u7q7Mfzii0hlrDURtGwDisKZZ56Jr3z5y0iKIpwcV9NzuhCxI/PHKZUUvGtFrUsvpVAooAjjJqpTMcwrRVLV9hGq2nJHZyeGdKqaKtV6x2vnt2gRjoyNVqw7VFOKYqkUeJ43LFR6j7QV6kZQUur8JYMxn9bE+VQ1+0pt8upFrzMQFzN11ZyrtZWHRkawbNmy2mqACWLWae169N9ZSWzEDJ7nNSGWmfQ2ngu0koVZTtwcxyEpVl7k9NHGMmM+Y55+Dsht5ErF4cygaRrxVMqy/hOQxzCrpEKWqtLWGpmndcZ8o8+HgYlx+Co4IvQR09J6ObUXMEmSZf2zXU6n9mxbHbtShEAVWhJzORydmADNGB1GJEmiWCzKaZ4mxrxc9zs7Z6kVLpfLUGOsp1JrQQBlbXRUOCWtk6IoOBwOy37Gqo5AJpu1dPy0t7VhaGKizCCT+yqPlTnfaJqG4BQwHomAV9KnpXxeTrNPpTAcDluWU6k0NzdjKhYz9JlXnQ1mauQsyyKeSoHR1afqUVOhAdkxVCpil9b17+aV863kzOrq7tZa3En5PB579VVccskl2t8bGhoQ0qX6/nXXTlxy2WWm516K1+fTdFkA4Kprr8WfduyYvhYly0GNSMbTaXQGg3hBSe9WI/NWnWNUNHHEkjmioakJ/RMTs8r08wdaMBoJg6TpqpF0UlG6l0vc5P1HoVDAw7tfxmWXX669l6LpiroYwLRxcmh0FCcpWRCqoT6kGN1maMr6mUxVXQNASU9WyhITomiYK53O6XKBw2OjWLJksekxZtJnvhT98//Ynpdx3lveUl0hX9+5aAZrrdvtlltwtrQoQq91H0JDqw+XJARaWhBPpzSRNa0rR6EAt9utZURaHUOvSaH2FldRnzuzMS3/HikMlWSfGt7j9WHv4KClAn2t1JKyrW9Nx3Ecunq6y9ppatlvBIHhUAgd7e0V9036Z0sscVyq5UBJi5a4qiN8//i4Qf+FouXI/EzGcEtLC8Yj0YptkSvh9XoRTybL1nEz1CwAENZ7S3UuVB2oaucpAFop2YmGbcwfp8RT9QmOmdFpocY6EYuVpd8QBIG21lYcGR+zFA0JKMap6tlqb2/HcCRS9r5MLleTKnxXTw8Oj41VnQw7Ojqw/dDBMlV8VeikUChYPtRqilO+WN5nvlAoaJF+tWa+3nqzSvj9fs2YT9RpDLMsi1AiAZbntehlVlFBtrpWiqZlp8cM1eNLUSNegHU9tBXaonKMDHlgWkxwtveUZVkks5VVl/WR+UJJaUsloRan01kx40KFVu5tJXEjkiTBsKycpVGqZi+KNZU7yBkesjHf4PViZHLSUtxUfbb06McmRVKQVAVu3evFYhEOgoBLECxLQhiO00oXzFBVwVOZDI6OjprPIQSBeColC7uVGoMWqeFzQafSg9mMaoJWNE2bKjyzLKtdA1NpnlJ+50q1s8GuRRgaHy/bSAe7uy1/y1WrV2PnkcPgdS38mpubkZMkjITDph1L9Kjibnmd8B5FUSCVdopm70+m04qOCVeWZj+spEIDsrFe6ugUc9MRWcHphNvprGh4Bxct0hzTz7z+OraeelpZdwNKqWcuFou4f8cOXKWLMlfC4/MhlEhoug7BYBC816tpOajXohpy8XQat3zoQ7hv+0sA5NRpp9NZVZxKL/qkp7GpCcOh0Kz2Ey1trXilr8/Q3cH0Wr1ezeHY1dWFEUUF//n9+7Fuw3qDcUEzTFVjXjVw9g4OaKJzaop0okLAQ3Xm1aIGD0w7hEyFVHXG8t6BQazRRTNVisXirLPQAKM42X3bt+Pq666r+hmv14tYDZ1srHC5XCgUi/D7/WXPWb2owZNMToI/EEBCFLWABAC5DaCSZg9YO/LUmm5trmlqQigxnWqvPgdm918VbJww6VSg4vV5sXdwEF0VskKrQhA1pWzro/iMmrGiD4Lp1kbC4cDrgwNYXUWQuKurCyPK3lI/xtUMTrV0z2yvqP6+ZWn2NA0xm6u47la6RsJBICWKMzLmVXHZWp6fzs5OpYOJ9d5Sb8wDcuepB3bKxnxOehPXzG/YsAGnnHJKTf/ZzA2xZHLWkfmu7m5TNVYrj/bqk0/GzkOHLRe/QGurbMwr3sj29nYMT5VvWrO5ynXbKp2dnRiPRKqqrwa7uvDi/gNlyqlqul1pmyU9qlc0n8+XR00JQtvgaK3p5iiqDRhTqGN1GsMcx+Hlo0exWkkFlzc1lT/jcbsxHovOuBVcKfrIfKyCQVr5s8fOmFd/73rVfUthWRbJKi2UaCViZWZIxytsOgWnU4761FAzH0smKxqCapq9miqvpzTaZIX82QKkgvy8sDSNBgtjXp/+bOZQY3R1qISitwGoZTgUPG635TzBKU4sK9RnS8xmTcUPVdSofGmq/XAsVjWaPFO6LJyoQHUFdFZR3y17XafuzygGrhmEw4FCoaCpp5ueX0+3ac18cNEiREv6lKusWb8euw4f1hTgAXn+LaK29GJANt7EbNZQF8myrOl5EgQBSTmumdNoeGpKi7oJTifErNEhltJFiHhBgLuWfvCKY/q+HdtxzfXlRpTa5vT1wUEE2tst26KV4m1oQDgRN1z3Nddfrxnr6nqsOjxSoogzzzwTQ5EIpuJxZCQJgiAgW8WYt4zMNzQgXyjMaj8RaG3F7qNHLWvUVbwNDZoxHwwGtbaB9+layqowNaTZA4qBMzotOud0OhGKRqs7rZVMtVpEClWH0HBoqiya69H1cTcTv1OzmcyEaetFdujk0Tc+DgfPo6cGh2NpnX29qBkrgUBAE0+bKVrLtryEQCCAkUhEC0io5JQ0e6BSJwt5bhd05zYZjWlriPo5sz0JSZLI5fMgSNJyX+htaMDeoUFLIcdaqScbQxXA0881pTgFJ3YcOWLqMNKjf7bK1OyzWbkVZYWMungqiQJgcPCTJIn0DNXsASUTNRye8TPgb2qq6bvb2tpwZGQEgmC9F9LXzANymVSD3499g4NaZvGJRk2/+tvf/nZs27YN27Ztw0UXXYRDhw6BZVn09vait7cXHMfh0KFDuKhELMhm5sSTydlH5js75XSUEvRt6fSsWbcOu48ctozM+5UWIWorKLktWHk6qdo3sxp6MZGK19HdjRcO7C+LpKke83yFHt3qpl8TwFOMef01APLiQM9xZB6YFhSz6jVuBcuyeKWvD6t1NUZqzZ5VH1Cvx4PxyNwZ8/IGR94kVzJITT/L84ilUmBqSJuaL9Tzne095TgOySq1ZCRJgnQ4ytq1AZVLZlxOJ+LpdNV0XYqiEEsmKzqb1PRrqqScBJBT7mqJzKup8arquMflsjTm9b3AUyblOapTgSAIcPy0Y0utEfS63ZaLKsuyFR2CjOJISGcyaPX7TY8j99eWI1ZlxnwNqeEzpXPRIgyFrSLzmYrtEOkKxrw6/mjFwDXD7XJpYoNWGTxqamnpmFN/D1Njfs0a7DpyBIKiAA9gun1VjW1pm5uaMBaNGjIP1LIQM1RDXm5DaDTmDWr1ZpH5rDEy763iyFL7wY+Gw4hls6Z6Gp1Buc3pfS+9iGsVccBa8Hq9CCWThvv6lre8Bc/t3w8xl9UcbWpNsWoUXnHVVXhw+0tayYTstK4cmTfLdFCzz2aznwgEAni1v9+yl7aKx+fTjPmOjg4MTU1hMhbDSDRaVi9bS5o9oBg4Bw9q94QgCIjZrGk7RD0MwyCaStaWZq84hMwU8uUOEEpkfni4bGzIWgcSUKWTTC3IDh0Jf3rpxZqi8hoEUTFDsRKqMe/3+5GtIrJYDX1Kud/vx0sHDmgBCZWckmYPWBvzGWVuV+dKv5IVWigW4SBJOVOGJC3XVSmfr5hF4vX5MKF05JgxBFG7MjpBIKso36tzje6P0+flcePFAwcsxfRUOjo6MKwcQ19aqUbmp0yyb1UYhsHrfX1YXiKsSKtq9jPMLgl2dVm2Xq6FQCBQ03erGV2V9qOlkXlA7jx13/aXTlg1+5pcMHfeeaf2/+9///vx8Y9/vEzp8s4778TAwMDcnt2bmFgiMTc18ybpnsORMFZv3VL2+po1axBNpSw3/S0tLdieTGjpZMViEZzSp5fXbbxrbY/SrtQFVXtvV1cX+icmyiZeVfBJ0ikkl6IuDKTDAZqmtR7gqnGqbnC0NPs5jMwDsrp1OJFAPG2tvGl13mI2W6ZiWini5vF6MRaJgA+a14nVi6C0lwPqL/vgeR6heHzO6vdnglNJrZ2tMc8wTNXIvCpgY2bMJyq1UHG5EEulqnqkaZpGPp+vaMxTFCW3vqEo5ErU7POFQk0LJUmSkDJZSAXZ4Pa43Wg0EdEBptP1AHOHBU3RWmTe5XQiIYrgFEcDRVIQnILlOdWiZp+ZklvhLFuyxDQ1kOd5TMRisiMkbWxhOTw1VTU1fKYEg0G8/H//Z/q3amm/NMOYtuTjOE4zfNR+5WZoKcGV6i2rGPNm92TZsmVIZjLgnU5tffB4PPB4PDXXnQYCAYyFwyB1Wggsy1nP3YoxL7eqmo4YlqoY84KAVKpEzV73Oztdrqpzr9qy7/7tLxlE2vQEe7pxYM8e7Orrw79W6GhQisfjQTiRhF/3uzIMg/MuuAAPvPginIoxpbYlU42pbe94B67/9a8Bpd1cPp8HXUFHQhAE07lOLZOZzX7C7/cjnclY9nVX8Xq92viQWwpKeHD7drzjqqvKjEQrx1XZMT1uhMJhw/rjcburZgl4FOd2Vw1OTEEXmQ+WZJh6fT7E0imtK0dp2RFTQ6eRWqFpGilRxFN79+LT//EfNX/OoURVa8mILEUfma9FjLUSsrhaDoRyvL6xMdyoc+I4HA5NAwIwT7PXWrnpWq4FWlsxefCg3A1DV6ZjtSfxut0Vx6r6LMzGmKcpCkmLNqJmZJR2obwiblwsFhUNkenfwKOIZVrV+qvIc6Jc8qOvU1cdghOxGPwB88whjuMgZjJlLVYpmoaYy4J2V89kMaOru7uipk81/C0tyFXThVLo7OiouB9Vy9X080tvby++cddd8Dmdds08ANx77714z3veU/b6DTfcgN///vcmn7CZCfFksqa02ErICrQmkfmIuUcyGAzCrYu8mB4vHje0YOns6CirD81KtRnzDMOgNRCo+l71XEvPWRV8kvJ5Sw+/Gj2U8gVDmn08lYLX45E3i0rUi6Sommr960Gtm49biJFYwbIsKJI0KGpTag9qi4nI6/NhPBqZs5p5vTGfFOtrMed0OhGOx+csS2AmEAQBj9s9N5F5k3ZheiiKAqWk9ZX2vM5XcDYJLheiqVTV3q7qd1e6tw6HQ641Vwx/A/w57q8AAFecSURBVDVuNNXPSmpk3uu1rJlX0yGBciV7AKAZGjmldZ3b5dJ6zatGicfrnXFknlV6jxeLRSzq7jE9Ds/zGI/F0NHerkXWAKW+VSm7mQ/0KZCl1JJmb/Z86yPzjK69VylqPXEl1I1i6Uba7/drBnQpDMNgWU+PlmbvUhxlHo+narRWJdDaitFI2PAssBxb1ZjXO42A8jIxp8ulKTir6Ft08Txfk/gbLwj4665duPSyy0z/HgwGcc9TT+Hit72trlRUr9eLUEmaPSC3afrZo48iqNwPhmEQ1+li+Hw+rFi1Cn0jI6AoCoUK8wigGPMm906NzM/WmAeqGz9er9cwvn1eL+578QVse/vby95LK3NmNTxeL1atNCqne9zuqinSHrcbE7FoTQ5l3ulEKpPFUDRa1qbMo0Tmj46PYcnicvE7WhEunAsYhsErhw7h7N7euuYnj9uNqXh8RvsXiqLAcxwCgUBVkcVqqKVXYi6nRYb1UWZGKVnTZ0SWojq19Nk3gZYWubVlPq+lcVMUZTmmPR5PxfHh8XjAc5zl2lYLLMshIYo1R+b1GatejwexdKpMLNrr9WLV8uU1ZUc0+OTuUqIuMq9qTEzGYgi0mhvz6rhaXRIoomchgAfIZVqz2e8FWlpqytQB5CwATwVjniAI8EpgQ4WiKFx48cXYtX//CRmZr9uY53kez+h6oKo888wzs65NtZmmWCzWpJRbCYIgQNE0Do2Oom98XPvvyNiY6aJMEARWrVhh+UCqhqm+RrJTaZGhJ5PL1awKHwwGq46bjo4OOBwO00ga4XBoabtmqGlfhUJeSbOXI/OxdFqbDDxe73Rkfo6NT1VnoNpGrBSO47B0yRLDgi4IAqKplOVE5PX5MB6JapGe2cLrjHkQ9dUD8jyPqWhtG6n5xOP1zknNfEIUK94/VTXV4XCUReYrGdJOlwvRVLJqb1f1uysZgvrIvD7NXm2rVAv61nQ0RcHb0GBoB6lHn2YfS6fLDCaappHNSXCQJJxut1aSo2bSeH2+ysZ8hfvGKS1mQBDo6uk2NfwFQdBaqOkj85FksubU8JnQ2tqKMRNjPimKcuvICs8nzbKmvwmrOGkA2ci1NOZ9PqWkoLI4UHNTU9n6QhAEOjs7Le/JmtWrwSvOXnXu9DY01Fx36m9txVgkYkgV59jKxjytXGs0mdDWr5ePHjV8pzxPlYtIqmNeEISaeqwHOzuxZetWS9X7YDCIqVgM77z66qrH0uPxeBCKxco2yT09Peju7tYizAzDYDISMRgo195wAyiKAkEQVVu58TxvOtfxPA+nLqNiJviUZ7VaxNDj8RjKSILBIDaccoqhlZtKzZF5n6+shtjb0GDZG1w7F68XY9Hays4ERWDQrPzG29CAuJiWxe9M2sqpde5z0bWFYRgUi0VcU0+KPWTRt8lYdMYOSpfbLdfMZzKzug6GYZDJZpFVjHmKJA3p3BzLIqELbFhF5rOKHooWmQ8EMJVMIl8savMHr9PvKMXb0FBR3M7r9SLY2TnLkgKmqpNfRY3iq/cnGAxieCpUJhbt8fmqit+pyJm3U6a2wlQijhZd62k9JEmCYRisXLnS8Pps1OzV86lUQlaNlrY20DXu1bq6u6s6aNXMTD1XXXMNikrJ7YlG3UoHn/zkJ/HhD38YO3bswJYtcqr2888/j5/+9Kf4/Oc/P+cn+Gbl9Ar92evhHVdcgZ88/5zhtRUnr7FMUbn6uuuw2MT7DMgLtdpySd1UtHZ0YHzffsP7Mjmp5kXl7VdcUVNK0Sc/+UnLBzCXz1vW6qgLA0vTSg9wOWIZT6e0yeC9730vHA4H1q5dWxZVnS2B1lZMHjpcdwpeR0cHbijJgOF5HhPRqOWmzO3zYSwamdWEqsflcmFIVUatU8hO7a16LCPzAHDdddfN2qHAsqy8aFdYANTMDlkNfnoMpTOZio4tl9uN0VSqaq2Zw+EARZIVr6W7uxtnnHEGEomEwZivp12hXG8vG/MUTaP33HPL+viq6AUe4+lUmcFEURTSitaA2+1GUpQNLtX51nveeViyZInpsRcvXox0hTlQLp+Rn+Wtp56KsbGxsvfwgoDDBw/i9PXrDZH5oampWbckqgRFUQBByCmUigMskU7j9u//AG8/dWvF55OhafOaeV2a/TuvusryfjY3N2MyFIbDUfl5venmm03n03ddd51ltOptb3+7Fpm/QakZP++CC8pKgaxoaWnBWDSKxTrH1RVXXmk5RzCKY8Pn8yG4eDH+v2f/rv3txqveqf2/IAgI6dKDpXwehM7xqM9uqsTlV1yBxRbjEZDLvT57++11l2d4PB6I2azp7/2J227TnKQ0TSMSjxvW5k2bNuGjH/sYAICyUP5XIUkS7zbJmiQIAh/+8IdnZbgQBIGPfexjVR0CPT09OP/CC7V/v23bNnRYrO+1GvNn9vaWGdhvfdvbyoyRUmTndqRmYz6VzWAsHEZrSa21x+PB4UwGk8kkzjq3t+yzapr97Cvm5THwmc98xnLOtaKpqQkj4fCMjfn3ve99cu93UazoRK2GGpkvFovweDz4+Cc+YTgnhmGQiMfhVFqTWkXmM9msoeVaIBDAZDyOfCEPSklLv/HGGy3H9PkXXYS1Jo4Xlfb2dlzzrnfN+DoBgGM5JMKhmgxDluUQS6enjfnubgyFpuDkOINz99Qzzqh5zxTs7pYFqMt+AwKTySQ2WpTHAcBHP/rRMqclTdMQc7kZ17339PTgsm3bZvRZAFi3bl3NpZynn3kmoiZZx3re8973lo2PYDCIO+64Y1aOzeOVuo35z372s1i8eDG+853v4Je//CUAYOXKlfjZz36Gq+v0WNtY87nPfW5OjvP+D34Q+OAHa37/pZdeavk3NYUHukify+XCmGSss1JVO2vhyiuvrOl9H7S4BpbjkMpYR00ZhkEml4NQMLami6fS8DbJm9b3v//9AOSuDXNNoKUFL+/YUbe3s6mpCVdddZXhNYHncWh0xNIQ8Xq9ci/oOYqGezwe7MtmFWOwvgWeIAhwLDtnKf8z5X3ve9+sj8GyLJLpdMUUMLVm3uGYVm0HFLHJCs4qQRAQE8WqafaAvJmv9HsuWrQIixYtwv333w+pMH0OCTFdscd26XXkFDV7kiTxdpP0WBW5XaISmU+l4S0R3NEEdSgaLp1YpmrMn3/++ZbHDgaDFVN6WZZFOpeFw+HAihUrDC12VASex7gSaYu/+pr2+tDUFDpn05KoBmT15ShalKyGkakp9E9OIJ3LobnCPWRY1rJmXp3jKo3pzkWL8Nq+/VU39TfffLPp6+9+97stP3PaaaeVff7iiy+u+D16/H4/RsNhrc88UPlaOJbVUu3/47vftXwfz/NI6dKDj4yNGRzS6nNRjQt0RqgZDMPgfTfeWPU4pWgpxSb3dfPmzdr/OxwOkA4H3LrIPEEQ2vpk1bZQj9V9veWWW+o+71I+8IEPVH1PY2OjYU0/97zzLN9LVxA/1POWt7yl7LXStdEMr88na8jUsB4KgoDJXA75YrFsrfZ4PIiLIibjcdNsAJplkc5mZ51JCcj32+oeViK4aBGOvvbajI3597///Vr9tXMW5Z0URUHKFwDIv2Ppvo3jOEyNj8vlMxb3n6Io5ItFg4ilWjKaz093Lqr0O22rYlQ6nU7NITlTWJbBaDpdozHPIKEz5ru6uzH0zDNwcTw6g9NjSj/HVqOruxt9Tz1V9jrD0BgJh7XSGDPM9tMURcmR+RlGrXmex3ve854ZB8SWLFli6dwvpRYHstX4mIs94fHIjHoIXH311XjmmWcQCoUQCoXwzDPP2Ib8m4TSnqY8z8v9xHVkJWlGQiwzQeA4xNOi5SbH4XCgCLVOd1oAL5ZOwWORPjyXBAIBHJmYmLWYISBHGg+OjFj2x/Z6vbLjYo4MaHUTY1YPXQsCx50QHlCO42RjvoaaeZlpb/DQ1FRFoSan0ykL4FVJswdkY6CWjamcZj9dM58UMzUb8zRNI6+o2VdzQOm93omMWJ5mzzCyKBMt1zaWRuZnA8fJkY5KJRS8IKfOBoNBxDOi9vpwJFxznfdM6VRSIFVGp6aQzeUwMDVV8R4yLGu6mdKn2VciGAziyOTEvOkBzIZAIIBIImEw5ivBsmxNaZeCIBhaau0dHNR6kh8PUBQFJ8/Xlo5L05bpo2op2IkCbZGFMld4GhqQqTEried5DE5NmRpAXq8XMVHEcChkmpXB0DSSGdFSy+aNINjdjSPjs3vuCUWdfbZzc6UkPlZJs1c7VVRygKQzxpZrYi4nZzvNgdNkLmA5TruWqu9lWcR0ehjBYBDD0SiGQ1Po6ume0fd3dnZi0KQVnCAIGBgft1Szt4IkSYi53AkpDvdmYHZNMW3edPj9fkMasZkxn9GlR803PC8gkU5X3eRIhYKmCAwA8Ux21q3/asHv9+PIyAi8c2DMC04nDo2NWdYKqgb3XBrzsXS6Ymu1SvAcZ9nmcCFRc5q9usnQbWaGw+ZtIFWcTqcsgFdj3V0tzxVN0wbveEKsXXxRrbeXCtalKwYUgz4uimXPkyqoQ1GUMTJfmP2GkWVZRJLJir+H0+UETVEIBAKIizpjfrYtiWqgq7sbQ1PTwqCj4TA4lsXB4eGKz6casSqFq9EY7OzsxOGRkePSmFcNpVrvPWuhH1CKIAgGAby9oyOmtc3HEo/LVdO1MBWMeVrJ/jlRoGl6xlHAWlDno5rS7AUBB4eHTecFtUNE1qLlLsOySIm1q5rPB8FgEEfGx2atDyMpnYpmjUX6O8txSCi6PxzLWhvmBAExZ3TEOJT+8ceNMc+y2rVUg2NZxHXvVUVSh6PRqh0irAgGgzg0MlK2BvJKRlq9+1s1k+5Echi+majbmM/n8/jGN76BLVu2oLW1FY2NjYb/bE5s/IGAwQMtCEK5MS/lZlV3VQ+CU0A8na66ySkoafZ5Jf04nhHnJFpeDb/fj8Hx8YrKm7UiCAIOj4xYGiLq9cyVI8Xr9SKeTstt/GZw/jzPH/Oa+blANYyoCqnwlH6jrU+zr2I4qqKGtUbtatmslQrgJcUMXPUa8/naBBvV6HxMLH+eaJpGKiu39HO73Uhm5XkiX+OxK6Ea85XGFy8I8ChtyfR95odCoXk35oOLFmE4GtH+PRqJYOPGjThUzZhnWdAmhnitkXm/34+p6MyFsOYTlmXhcblqUjBX31/LRpnneaR0a9C+4eGqfZrfaDxud02bZIam4bXIGJvvSPYbDTXPzol6nNuCIODQyIip49Xr9WJgbMxSCJRhGLnLzDE25ocmJmadEcnUWPpQiUraDFrJGk1bptkDsj9c1LVcA4CmxkZMRqPHjTHP8XzVjD0VhuMMkflAIICJaNRUcLFW1L2lmTHvdbvr1sigKErOpDsBxeHeDNRtzH/xi1/Et771LVxzzTWIRqO49dZbccUVV8DhcOBf/uVf5uEUbY4nWtraDLXDpVERQE6zf+Mi8zzi6cp9uglFjEpNIQaAeLo8kjgfOJ1O8BxXU2ukavDKb20lwFRPJKIW1DZXcROl8loQeP6EicwDqKg4b7UxHaqyWDudTsSSyZqN+ZrT7PMlkfkaHVeyMV+s2O7RjIRJZJ5Sa+YZBi6XC0lFcVwq5GdtlLAsi0giUXGsCy4X3C6XnCarM+ZDsRiam5tn9f3VCAaDGI5EtH+PhEI47fTTq2YtMSxr+ttwHFdTFJMgCLQFAsdtZ5lAU1PNkR+O42oyTvRrkJTPI27SC/xY4/F4arp/NE1bOpnn2/h9o6EVUdr5Qp2Pak2zz2SzpuU3TqcTwxMTlvM4wzBIZGpTNZ8vGhsb5Wj3bMVeaxQlrI65IclxHAqKmjir0wExI5M1zpV+vx9jkchx8wywLKtdSzU4lkU8mdT2Eg6HAw6SRP/ERFUBaCscDgcaGxrKxrcgCPDPYH1Ta+btyPzCpG5j/le/+hV+9KMf4bbbbgNFUXjXu96FH//4x/jCF76A5557rvoBbBY0gdZWw+TF8zxSZcZ8/g3z7glOJ+I1eEclpa+0JoBXR+rxbGlubJwTY97pcsHf2Gi5OZnrNHt1kxxPpWZmzAvCCVEzT1EUSIfDNGKqQtP0dC2wziM+GgqhzaJFDCALSEbnw5g31MyLcNVlzMtq9mQN50QQBIrFomkpBs0w02n2LheSmsE1+8g8x3GIVkmzFwQBXo9HjswrvddzkgSSpuekjVQlgsGgoWXnZDSKjRs3audlhdpX3ez1WlOSOzs73zDNknppbm6uq2a+VmNebaHZNz6OxRaaIscSb43GPMMwlk5mmqZPqI32fKfZ15Oppj6TZoaVw+GAy+m0FM1klDKsYxnRJAgCnW1ts87ImQtj3kGSICnz6Lna2UWd56zWAZqmkZNyhnrwFq215fERmWd011INVun8or8/rS0tCMfjs9qvdXZ0lHVHEZzOiuJ3VsxWAM/m2FK3MT86OoqTlT6ILpdLaw9w6aWX4sEHH5zbs7M57ggEAoYNFs/zZZF5MW9eWzYf8IIgC+BVWIAYhoGopMGptcSxVOoNicwDQMDvnxOxPd7pREcFw5BhGLlOfY6yItTuBTExbZn6WQm1J/WJAMswFceYWdSsWCwiX8VzLwgCsrlcTQsoRVEzS7PPZGouk5CzV2qvmacZBhkpZyqSyNA0Uhk5zd7lciGp1K1LFVpJ1grDMIjE4xXbvAmCAI/XK/eBVrQyRiNhtFd4huYKtUQFgKwxQhCaonqlzRtN06YGLFdjmj0AdAa7jt/IfEtL7ZF5nq85zT6dkbM+Xh807wV+rHF7vbWl47KsZWSepunjxpCZC+bbOeFVnv1aHIeVjHlALpOwEs2kj4M0ewAIdnbOPjJvkRlUDxzLGnqnG/6mnJ9aMmY1nhmG1TqlqPhbWzEWPX6Meb4OY16dj/XGfLCrC20trVYfqYlgVxcEk8h8oLX+49I0jUwud8zHsc3MqNuY7+zsxMjICAC5lcDDDz8MAHjxxRePyzo9m7nF7/cb6uH1URGVnFR7n/nZ4nQ6kUinQZLWC7bano4kSc3IScxQ1G0mBFpa5uS7BEGoKpbidrvn1IAmCMK0HroWhBPMmK+0ySFJsiziOBWPV03nVjeRtWw4aYapI81eF5nPZmvOkCBJEvlCQVazr+GcOJZFNichlcmUfQelCOBpNfM6Y77S81oLLMtCyucrGvM8z5c5oYamQgh2zW9bOhVOMTLHIxEE/H74fD657KZSmj3DmBrzrIXKvRldPd3H7VocaGmpXQBvBsb8/rHR40rJXsXb0DBrY56iqBOqZt7KcTVX1LMW8jwPp9NpWRfv8XgsDX2WZY8PY76rS4t8z5S5MOZZCxFP9fgURYEgCLAVjHmOKxfHa2ltxdhxVDPPcBwIgqjpfNT36n/bYHc3gsGZpdjrj8ELxjWQdzoRaGmp+1jqdRwvZQw29VH3XXvHO96BRx55BFu3bsXHPvYx3HDDDfjJT36C/v5+fOpTn5qPc7Q5jmhvb8fJus2SIAjaRkolbrKxny94lwtxMY3mCvXMHMcho/SBVSPzUqF66625Yt3GjTX1Oa5GMBjEplNPrfies84+e04NaKfTifFodEZZDCtWrUJ7e/ucncuxpJox5XK5tIwlleGpqar1cCRJgqvRUFu3fn1NLeYoitKEHgEgkcnUXFJC0zRy+XzNkXmWZZHJ5QCCKEtdV/sv80pkXlWUl2vmZ59mD1SOcre3t2O1ck9ohkFWkjA0NYWuk5bN6rtrpbOjA8OhEEKJBNo7OkAQBC688MKq5xyPx8teb21txZJltZ33mpNPnvWmfr5Ys25dzfNTz5IlNc0fajYJAOwdHsbHjjPxO0CeCyuV26isXbcOTU1Npn9jTrA0+0AggMU19pWeCTRN49xzz63pvYIg4MILL7Qsv9m4eTMWL15s+rfOri7c+9vf4u1XXDHjc50LTtm8+fgw5iucA8vzYBRjcfWaNfBZlO8xJo5rv9+PsWgUy2ZYYz7XcDwPpsaSLZ7jwDKM4b1r160ri6rXy9p168oc2ouXLp1RCalqxJ9IDsM3E3XvqL7yla9o/3/NNdegq6sLzz77LJYtW4bLLrtsTk/O5vjD5XLhC1/4gmYUy7VNkuE9B4aHcdJJJ70h5yMIipp9lTT7rBKZV1vTzXfNrJ73vve9c3KcTZs2YdOmTRXf8+///u9z8l0qHo8HQ1OhGUXmb7nlljk9l2NJtci8IAj43Oc+Z3htKDRVUz9zJ8/XtEm/8847EQqFqr6vtGY+lc3W3GeeZVlkJanmVHg168VM8EhtdeOhaTidTqQUYz6fL8zaKFEjz5UEFlesWIEVK1YAANrb2jASDmE4GsHpM2wFVC/BRYswNDWFUCKBDkU8S79+mrF+/XqsX7++7PUlS5ZgSY2GTy3zxLHi4osvrvm973znO2s/sCJyGkkm513ccCa84x3vqOl9d955p+XfqBPMmF+6dCmWLl06r9/x1a9+1dCm0wqKoio+m/9cMrfrueSSS3DJJZfM6Pzmkovn4BxYlp2zudkMjuO0DIZ//Md/rHiM0lIhv9+PsXAYK4+TyDzLsobOTpVgFGNez+bNm7F58+ZZnYPZXH/ppZfO6Fi2Mb+wmXU+xWmnnYbTTjttLs7FZgGi1lWrSPk8xFzuDatHFwQBCbFyzTzHcaBIUo7MF2Wl7lpFmN7seDwe7N+//w27n8cr9aQ5q46ioXAEyxXRs0oINfYQrxWapg1p9glRrNlTz7IsMlJeFqmr4Zw4jlNaxJVHGLQ+80qtb1ERn5QKeVBz0EIJkEUhayHY1YXhqSmMRCLz3pZOpaunB8O7diGcTmPJuuMv9ftEo298HD01OM8WKjRN2ymwNvNKPdocVlSMzNdoALMcp9Wkq/j9foRiseMmzb6e34rjecvSg+MF9VpsY35hUnfNPAD84he/wBlnnIH29nb09fUBAL797W/jvvvum9OTs1kY6KPch0dH593brkeLzFfY5LCsXH+l1gPH02l4ajQC3ux4fT6Mh8NvmL7A8Uo9Kr9qm/nhaG2Go1MQ5rTesrQ1XVIU64zM5+TIfA2GA8uymIhFTceH3Gdep46rzBNzoWZPEATYGjUEACDY04OhUAhDNZQ+zBXBYBDD0SiGIxHLdpI2cwNBENh7nIrfzRW2MW8z3zB1RJutqFYzX8s6yrJs2dzucrkgcNxxE4ippySBZdnjVsdExY7ML2zqNuZ/8IMf4NZbb8Ull1yCSCSipS37fD58+9vfnuvzs1kAFIvQom6vDw68oQJEcp/5yq3pOI6Dw+HQjPlYOlWzuvebHY/PB4Ig3rA2fscrbD0RC0J+HoZCodqMeadzTtNnS9PsE+l0XcZ8JichX6xNU4LjOEzF4qaZG2pkXj2Ow+GQlfLzs+8zr55rrcZ8V1cXhqNRiFX6vM8lwWAQQ+EwhqamThjtiOMVluPw8uAA1qxbd6xPZd6gaNreaNvMKxzHzXot4njeUlVfn2Zf7TzM5ml/U9NxE5lnWbZmJzzHcZYK/8cLtjG/sKnbmP/ud7+LH/3oR/jnf/5nw0O1adMm7NmzZ05PzmZhwDA0skrd/P6xsTc0OsLzvKxmX8Fbyyhp9g6HA4VCAfHUG6dkv9DxeL1wCYKh3+ubkXq88A6HA4ViEdFEwlIdWY/AC3Pa27VUzT6VydTcy5bjOGSlHPKF2qLnjBqZNzHmKYpCWkmzBwBBcCKdydQc9a8GyzA1X1cwGMTewcE39Llva2vDSChUlzPFZmYIHIedhw5h9XEofjdXnGh95m2OP+opJ6t0DKsodK3HN6uZBwB/c/Nxk51SjzHPsuy8dm6YC9Tf9Xj5fW3qo+4d+pEjR7Bhw4ay11mWRTKZnJOTsllY6NvT7R0exqpVq97Q7y4Wi1Uj8yRJauUA8XQKXgsVVRsjXp/PLkmAHG2o1ZgnHQ6klfTyWoQWnS7nnKfZ5/WiTwRRszNGFbSTajTmOZ7HZCxmGplnGAZpXcsml8uJhCjKNfNzcL0cy9ZszHd0dODlQ4fesHp5QBHelKSaz9Fm5vC8gGQmA7/ff6xPZd5gGGZOnX42NqVwPD/rMVYpMs9USMHXw/I8OJN50x8IHDdp9rVmGQDWzonjCTsyv7Cp25jv6enBrl27yl5/6KGHsHLlyrk4J5sFBs/zELNZSPk8kqJYUzRyrtD6dFeYgEr7mcZSaTvNvka8Xq+dxQB5DNXqsSYpCkOTkzXXSTtdrjn1hpdG5uuB47i6jHmWZWVj3uSZVyPz6uZQ7TU/V2n2jEUqphk8z8PrdiP4BguktQQC6HwDHQhvVgSngJXLlx/r05hXKIaxo2Y280pd5WQWMBUi8zWn2Vs4altaWhZkmr2crbAwjHl7jlmY1H3Xbr31VvzDP/wDRFFEsVjECy+8gN/85je466678OMf/3g+ztHmOIfneaQyGRwZG5vXvrFW3w1U9iZyHAdSF5mMp9PwdM++7/ubAY/HA4+dxVBXmj3pcKB/chLBGlugCW73nHrD9ca8lM/DUcfmR+0bX6vBrUXmTYx5tTWd6mhzuVxIiGLNKfy1nGs99e+dHR01tQqcS4LBIBos+obbzB08z2PpCW7M07YxbzPPzEWafaUINMuyoGtIN2c4DryS7anH39qKeDQ6q/ObK+rJlGFZFiy/MIz5ucwStHnjqHtleP/73w+e5/G5z30OqVQK1113Hdrb2/Gd73wH11577Xyco81xjuB0QsxmcXh09A1XE9Yi85XU7Esi8/GMiB47Ml8Tfr8fgdbWY30axxxvQwOcFXqa6yFJEgOTEwjW0JYOAJqam2s+di3oW9OlMhm46ji22kJOKhRqioCwHIepeNxSzT4nSdrmwO3xICmKyBeLc2KUNDY11ZU1smTZMixevHjW31sPS046Cb7Gxjf0O9+MNDQ3Y/0ppxzr05hXXG73nM4TNjaleBsaZh35ruT893g8NWVFen0+ECalYcGuLvQdPTqLs5s7PB5PzeWatV73scRuTbewqWtHJUkSfv3rX+Oiiy7C9ddfj1QqhUQigUAgMF/nZ7MAUGvm946N4sILzn9Dv1uNzFUyDjien16gCAKJTOZN3ze9VpYsWYKvfe1rx/o0jjmf/exna34v6XBgMBzGKTVG5j/0oQ/N9LRM0UfmE6IIt6v+TgS1GtwczyOcSJga1aU1eC6PB4lYfE5a0wHAj370o7qEGb/8b/9Wk4bBXHLzLbegUCggHA6/od/7ZuMzn/3sG35v32huuummY30KNic4V1999ayPcdVVV1n+raWlBf/5n/9Z9RhXXnklQqFQ2esXXnjhrM5tLmlubsb3vve9mt67ePFifPWrX53nM5oddpr9wqaumnmKovChD30IoigCkI0425C30Yz5oaE3XE3Y4XCAY9mqfeb1f4+Jol0HXgdvdiV7QO5jXaux4CBJDExO1tzPvJ5j1/T9DofWKjIpinC56xQwJIia0+xZlkWxWLSMzAPTmwM1Mi8V5qZmvt5x6XA43nCDb67vrY05x+LevtHYY8lmvpmLMVbtGLUc3+oYx9szUM+5HE/nbYYtgLewqXuXvmXLFuzcuXM+zsVmgcI7nUiIacRFEY3HIKWUryJOxnGcoW44Lop2ZN5m3iBJEv3j4zUL4M0nCVGEyz2DyHwdAngAKhrzWmTe7UYym6k5hd/GxsbGxsZm/lHXZNuYX5jUnU/xkY98BLfddhsGBwexcePGshqutW9wzbTNsUdwOrH3tdewuKfn2Hw/z1c0PBiGAaU35lMpOzJvM2+QJAmapo9tKxolCpAURbjrNeYJoi41ewCmzrFSY97tduNQNlvzsW1sbGxsbGzmH4IgQJGkvTYvUOq+a6rI3cc//nHtNYIgUCwWQRAE8jNsiWSzcBGcTuw6fBgXbNt2TL6fr2LMl6XZp1J2ZN5m3iBJEp3t7cf6NAAACTENd52tImmKQjqTqU0Aj2VBEARcrvJU/rLIvMuFZCYDymFvGGxsbGxsbI4nKIqyI/MLlLp3VEeOHJmP86hKd3c3+vr6DK/ddddddQlT2cwPgiBg39AQPnmMsjJ4nq/emk7391w+b7ffsJk3SJJE8DjpLZ4UM3DWmYXCsiySmUxtrek4Dm6Xy7R+3Swyn8xk4KyjzZ+NjY2NjY3N/EPRtL02L1DqNuYXLTp2/bm/9KUv4ZZbbtH+XXf6qM28IAgC8oXCGy5+p32/01k1Mk9qfydwnOuQ2CxwSIcDwTe4n3kpqthOMptB5wyM+VQqVVP0nGEYeC2OX6qO63Q6kRRFsDRtR+ZtbGxsbGyOIyiKstfmBcqM7tq+ffvw3e9+F6+//joAYOXKlfjYxz6G5cuXz+nJleJ2u9Fq97w+7uB5Hi3NzWhubj4m3y8IQnVjXkkZLqIIh8MW37KZP0iaRvAYOj0BTKvZZ7OmKfCVYFkWsVCottZ0HGepP2EVmfdUeV5tbGxsbGxs3lg43V7ZZmFR947q97//Pa699lps2rQJp512GgDgueeew5o1a3DPPffgyiuvnPOTVPnKV76CL3/5y+jq6sJ1112HT33qUxU3hZlMBplMRvt3LBYDABQKBRQKhXk7zzcDhUIBxWIRhUIBgiBg1Zo1x+w3FVwuUBRl+f0sy4KiaRQKBTgcDrhdrjf1/dffO5u5h2JZdHR0zPnvW+99KxSLSIginE5nXefCsiwSaREkSVb9HMuy8Pp8pu9TNwXqsykIAuLpNPweDxwOx5tm/NnP28LGvn8LG/v+LTzse3ZsEOrcK5hh37u5pdbfsW5j/jOf+QzuuOMOfOlLXzK8fuedd+Izn/nMvBnzH//4x3HKKaegsbERf//733HHHXdgZGQE3/rWtyw/c9ddd+GLX/xi2evhcBiSJM3Leb5ZKBQKiMfjKBaL6OjowCc/9SmEQqFjci4f+MAH0NDQYPn9TqcTn9KdH8fzx+xcjwf0987uIT/33PKBD6CpqWnOx1g9981BUZjIZREWReTz+brOhXA4kBTTSCQSVT8nCAI+c/vtpu/LZrMAgGQyiVAohGKxiJQoIiVJSKVSb5pn0H7eFjb2/VvY2Pdv4WHfs2PDt771rVmvy/a9m1vi8XhN76vbmB8ZGcF73vOestdvuOEGfP3rX6/rWJ/97Gfx1a9+teJ7Xn/9daxYsQK33nqr9tratWvBMAw++MEP4q677tLaI5Vyxx13GD4Xi8UQDAbR0NBgtyabJYVCAQRBoKGhAQ6HA4FA4JidSy297ZuamgAADE2juampps+cqJTeO5u5Zb7GVj33rcHngyMtIpvNoqOjo65zcrvdSIkimmp8TtRny+x8AaC5uVk7jsPhAAn5N3qzPIP287awse/fwsa+fwsP+54dG+ZiTbbv3dxSa0li3cZ8b28vnnrqKSxdutTw+tNPP42zzjqrrmPddttteN/73lfxPYsXLzZ9fevWrZAkCUePHrWs1WdZ1tTQdzgc9iCbAwiCWHC/JUmS8PrsSWYh3jub2u+b1+NBQhSRymTgUdLaa4XjOGRzOTAMM6vx4XA4QJKk4Thq+9LZHnuhYT9vCxv7/i1s7Pu38LDv2cLFvndzR62/Yd3G/OWXX47bb78d27dvx6mnngpArpm/99578cUvfhF/+tOfDO+thN/vh9/vr/cUAAC7du065hFhm4WHw0HC2+A71qdhYzOveL1exFMpJNLpurt+cBwHAHPSooYu6VtL0TTS2azd/sbGxsbGxsbGZg6o25j/yEc+AgD4/ve/j+9///umfwOmIzBzwbPPPovnn38e5557LtxuN5599ll86lOfwg033ICGhoY5+Q6bNwcURcLr8x3r07CxmVe8Xi9i6bQWYa8HRjHm50Jxni7pW+t2uRCNxWw1exsbGxsbGxubOaDuHdWxUChkWRb33HMP/uVf/gWZTAY9PT341Kc+ZaiHt7GpBQdpG/M2Jz6ehgbEJycBgtB6ztcKP4fGfGnfWqfTieHhYbv9jY2NjY2NjY3NHLAgwiOnnHIKnnvuuWN9GjYnABRN2+KHNic8Hp8Psf6BGX1WjczPhcFdFpl3uxGJx+3IvI2NjY2NjY3NHFCzOsGzzz6LBx54wPDaz3/+c/T09CAQCOADH/iAoae7jc3xCElRtjFvc8Lj9XoRSiUtO31UguN5UCRZd0TfDJphDGn+Lrcb6UzGrpm3sbGxsbGxsZkDajbmv/SlL+HVV1/V/r1nzx7cfPPNOP/88/HZz34W999/P+666655OUkbm7mCpCh4vd5jfRo2NvOKx+PBSDgMp9NZ92dZlgU1R2nwpWn2bsWRZkfmbWxsbGxsbGxmT83G/K5du/CWt7xF+/c999yDrVu34kc/+hFuvfVW/Od//id+97vfzctJ2tjMFR/68IexaNGiY30aNjbzitfrxUg4XLeSPaAY83NkbH/5y182tFZxKedjG/M2NjY2NjY2NrOnZmM+HA6jpaVF+/cTTzyBiy++WPv35s2bMTAwsxpNG5s3io0bN9at7m1js9DweDwYmZqCy+Wq+7Mcx82Zsb1161bDv91KVoxtzNvY2NjY2NjYzJ6ajfmWlhYcOXIEAJDNZrFjxw6tzzwAxONxuw7SxsbG5jjA6/ViIhLR0trrgWGYeTO2XS7XnNXj29jY2NjY2Ni82anZmL/kkkvw2c9+Fk899RTuuOMOCIKAs846S/v7yy+/jCVLlszLSdrY2NjY1I7b7UaxWNTS2uuB47h5ax3ndrvttnQ2NjY2NjY2NnNEzeGXL3/5y7jiiitwzjnnwOVy4e677zakK//0pz/FhRdeOC8naWNjY2NTOzRNQ+C4GUXmWZadtywrl8tlp9jb2NjY2NjY2MwRNe+qmpub8eSTTyIajcLlcpVFV+69994Z1Wfa2NjY2Mw9HrcbrhkY83NZM1+K2+22jXkbGxsbGxsbmzmi7l2VVVuvxsbGWZ+MjY2Njc3c4HG7Z6RmzzAMqHmKzNvGvI2NjY2NjY3N3FFzzbyNjY2NzcLB6/XOWM1+vtLsnU6nLZRqY2NjY2NjYzNH2Ma8jY2NzQmIx+ebeZ/5+ayZt415GxsbGxsbG5s5wTbmbWxsbE5ALr38cixevLjuz3k8Hlx99dXzcEZyCv/NN988L8e2sbGxsbGxsXmzYRcv2tjY2JyAXHLJJTP6HE3T82bMA8B11103b8e2sbGxsbGxsXkzYUfmbWxsbGxsbGxsbGxsbGwWGLYxb2NjY2NjY2NjY2NjY2OzwLCNeRsbGxsbGxsbGxsbGxubBYZtzNvY2NjY2NjY2NjY2NjYLDBsY97GxsbGxsbGxsbGxsbGZoFhG/M2NjY2NjY2NjY2NjY2NgsM25i3sbGxsbGxsbGxsbGxsVlg2Ma8jY2NjY2NjY2NjY2Njc0CgzrWJ/BGUiwWAQCxWOwYn8nCp1AoIB6Pg6IoOBy2T2ghYd+7hYl93xYm9n1b2Nj3b2Fj37+Fh33PFi72vZtbVHtVtV+teFMZ8/F4HAAQDAaP8ZnY2NjY2NjY2NjY2NjY2FgTj8fh9Xot/04Uq5n7JxCFQgHDw8Nwu90gCOJYn86CJhaLIRgMYmBgAB6P51ifjk0d2PduYWLft4WJfd8WNvb9W9jY92/hYd+zhYt97+aWYrGIeDyO9vb2ipkOb6rIvMPhQGdn57E+jRMKj8djP7ALFPveLUzs+7Ywse/bwsa+fwsb+/4tPOx7tnCx793cUSkir2IXNNjY2NjY2NjY2NjY2NjYLDBsY97GxsbGxsbGxsbGxsbGZoFhG/M2M4JlWdx5551gWfZYn4pNndj3bmFi37eFiX3fFjb2/VvY2Pdv4WHfs4WLfe+ODW8qATwbGxsbGxsbGxsbGxsbmxMBOzJvY2NjY2NjY2NjY2NjY7PAsI15GxsbGxsbGxsbGxsbG5sFhm3M29jY2NjY2NjY2NjY2NgsMGxj3sbGxsbGxsbGxsbGxsZmgWEb8zZl2JqINjY2NrWTSCSO9SnYzBB7vbOxsbGpjYmJCXvOPA6xjXkbA5OTk5iYmEA+nwdgb3QWGoVCAQC0+2dz/DMwMICHHnroWJ+GzQzo6+vDRRddhNtvvx3A9PNnszCw1zsbmzeWwcFB/OpXv0I4HD7Wp2JTB0ePHsUll1yCD33oQyAIwl7rjjNsY95G4x/+4R9w8skn48ILL8RFF12EgwcPgiCI/7+9O4+K4s7eBv40W4MNAiKrIKAgIgEBURSiRAMBt5/G0ZjRGDBA3MEtEzUTBSVRo6hkNbhOcGNUMu4RNBE1QUQFcWFHljG4gkGRreG+f/BSoSMqZpCmwv2c4zl2dVF9qx+K6lvLt5VdFmuh+fPn45133gEAqKqqKrka1hI5OTmwtLTEuHHjkJOTo+xyWAsREaZNmwYbGxucO3cOiYmJqK+vh4oK71LFgvd34iaXywHwATQxKS4uhouLC6ZMmYILFy4ouxzWAo37OltbW6Snp+PMmTOorq7mfV07w2kwAMDChQuRlJSEPXv2YMGCBaipqcG4ceNw5swZZZfGniM1NRU+Pj7YsWMHYmNjcfz4cQB8dl4Mamtr4evrCwMDA0RERCi7HNYC69atg56eHtLS0nDp0iV8+umnUFdXx+3bt5VdGmsh3t+JW2hoKEaOHAkA3FSIiIaGBjw9PdG9e3dERkbizp07yi6JPUNkZKSwr0tJScHGjRthaGiIq1evKrs09gf8V7CDIyI8fvwYp0+fxpgxY+Dl5YUpU6bg+PHjUFNTw8aNG5GXl6fsMtkzpKSkoFu3bti+fTsmTZqEhQsXAmg4O8+XjbZvly9fhoaGBvbu3YsdO3bg1KlTyi6JPUNOTg4OHDiAqKgoJCcnw9HREY6Ojrh8+TJfqi0CvL8Tt4yMDIwcORIHDhxAQkICdu7cCYDPzotFamoqAOD06dOIj4/H0aNHUV1dDYD/brY3FRUVSEhIwIYNG5CcnAxnZ2d0794d2dnZQla83bUf3Mx3cBKJBGVlZSguLoarqysAoKamBlpaWli8eDGuXLmCI0eOKLlK9ixjxozBggULMGLECAQGBuL+/ftYv349AP5j2x41zURdXR2WlpYYOHAgXn/9dSxbtgxAw46UtT+WlpY4deoUAgICADR8ANXT00OPHj3w008/AQBfqt2O8f5O3DIyMmBqaopt27YhNDQUCxcuRG1tLZ+db2ea7uOa/l9XVxdqamro3r07Jk2ahM8++wxEhEePHvHfzXagaVYymQzHjh3D1KlThefMzc1hY2ODkydPAuCrYtoTTqKDiYuLQ3l5ufCYiNCtWzdYWVlhz549AH7fQCdMmCB8SL17965S6mWKVq5ciXnz5uHbb79FTU0NAMDY2BiOjo4AAGdnZ/j7+2P16tV4+PAhVFVVuaFXsj9m1nQHmJ6eLmyPO3fuRFJSEoYPHw4vLy+kpaUpqWLW6I/ZaWhoKAz+I5FIYGhoiOrqaj7D1A7x/k7c/rjv8vLywoIFCzB06FCEhoZCRUUFS5cubXZephzLly9HYGAgVqxYgfv37yvs71JSUlBZWQkA2LFjBwoKCuDt7Y3evXvj559/VlbJDE/mBjTs3xqvOGvMsVOnTvztLe0QN/MdxKlTp9C7d2+MHz9e+BDTVHBwMPbu3YucnByoqamhqqoKQMMgQT/88IPQODLlyMrKgoODA3bv3o2SkhIsXrwYvr6+SE5OBvB7A6Gnp4eJEyfC0NBQuNyeKcfzMgMaRvYdM2YMACAhIQFSqRQJCQkIDQ2Fs7Ozkipnz8uu8YNNfX09TE1NYWVlhbNnzyqzZNYE7+/Er7nmwsDAAPb29gAACwsLLF68GOvWrUNRURFUVFT4QJoSFRcXo1+/fti3bx9kMhm+/vpr+Pn5Yd++fcI8v/32G4YPHw4AOHToENTU1HDu3DnMnTsXnp6eyiq9Q3tebk33dV26dIG5uTkuXboEgA9ctyfczHcAGRkZ2LhxI7y9vREcHIxPPvkEJSUlAH6/JHTo0KFwd3fHzJkzAQCampoAACsrK0ilUmRlZSmneAYAOHLkCHR1dXHp0iXs2bMH169fR1lZGdatW4e8vDxIJBJhdF97e3tMnz4du3fvxvXr16GiooLExET+Kpg29qzMGrcnNTU17Nu3D0OGDMHs2bOxcOFCGBgYID8/X8nVd2zP294ACKPX19TUoFevXrh79y5fLtoO8P5O3J7XXDQ2EKqqqnj77bfh5OSE0NBQAHyLizL9+OOPqK+vx5kzZ/Dll18iNzcXZmZmiIqKEpq/0tJSxMXFwcvLC/7+/lixYgUsLCyQlZWF3377Tclr0DE9K7fLly8LZ+cbm3o3Nzf8+uuvuHfvHm9v7Qg38x1Aly5d4OPjg1mzZmHt2rWoq6tDZGSkwjxWVlZYsmQJzpw5gzVr1giXGZ46dQq2trbo37+/MkpnaPgKnmvXrsHIyEj4yjkTExN89NFHKCoqwpYtWwA0NIZEBKlUihEjRuDVV1/F5MmT8eqrr2LEiBE8cmwbel5mMTExAIDHjx/jyJEjsLOzQ2pqKpYtW4Zly5YhPDwcmZmZylyFDqul25uKigrq6+uhoaGBrl27oqSkBNra2ny2Qsl4fyduLWkuGg9cd+3aFcuWLcOBAwdw+vRpAEB8fDyys7OVuQodUkFBAdTV1SGTyQA03HO9YMECSKVSrF27FgCgr6+PK1euoFevXkhJSUFoaCi++OILbNmyReGKNdZ2npXb6tWrASgOpqyjo4PKykrU1dXxvq49IdYh1NXVCf/funUrSaVSSktLe2K+TZs2kbGxMdnb29P48eNJKpVSREQE1dfXU319fVuWzJqYPHkyvfHGGySXy0kulwvTZ82aRcOGDaNLly4R0e85Z2dnk7u7O0kkEgoMDKTy8nKl1N2RPSuzIUOG0I0bNygrK4vS0tIUtq26ujr67LPPqLq6WhllM2r59lZbW0tERMePHycVFRXKzc1VSr1MEe/vxCssLIz69+8vbFtERImJifT666/T3//+d2FaYz6PHz+mt99+m6ysrMjd3Z20tLQoOTm5zevu6BYtWkSDBg2imzdvKkxfu3YtOTo60rlz5+j27dt07dq1J7atL774gqqqqtqyXPb/PSs3Z2dnSkhIIKLf93UZGRkkkUjo8uXLbV4rezo+M99BNL2fbOrUqXB2dsbSpUuFI9yNgoKCEBcXhxkzZsDc3BzJycn46KOPIJFI+JIaJWgcfCQoKAgnTpzAlStXoKqqKuQ2YcIEFBUVITc3F0BDzhcuXMCoUaNQXV2Nq1evYvPmzdDR0VHaOnQ0Lcnsv//9Ly5cuIBevXqhb9++CtuWiooKPvjgA2hoaCil/o7sRbc3NTU1AMDDhw8xdepU6Onp8dmKdoD3d+JVVVUFNTU1hSvJhgwZguHDhyMjIwMnTpwA8Pvl9jdv3sT9+/dRWFgIR0dH3L59GwMGDFBK7R1R48CD/v7+OHfuHM6fP6/wvLe3N7S0tJCYmAgjIyP06dNH2LYa/97Onj0bUqm0bQvv4FqSm1QqxcWLFwH8vq978OABgoODYWRkxPu69kSphxJYqygoKKDi4mIiIoWzSESkcHSb6Pej2adPnyYVFRU6ePCg8HN37txpg2rZH125coVOnz7d7HON+VVWVpKXlxd5e3sTESkc2e7ZsyctX75ceHzv3j06e/bsS6yYtWZmfAawbbVmdo1/bznDttOS/Brx/k48Gq+maDzz9/333ys8n5aWRu7u7rRq1SphWmZmJvXv358cHBzo6tWrbVluh5KdnU1btmyh//73v08813SbmzBhArm4uNDdu3cV5nF3d6c5c+YQEf+tbEutmVvTq51Y+8Nn5kXuwIEDsLa2xpw5cwBAuMez8Yinmpoa5HI5bt++DeD3AWIGDx6Mv//97wgPD8fJkycxcuRIfP7556itrVXCWnRMNTU1CAoKgpOTE3788UeF55rmV1dXh99++w3h4eFITEzExo0bhSOiZWVlkMlk6NKlC4CGsxUGBgY8MuxL8jIy4zOAbeNlZNf495YzfPlamh/v79qvnJwcbN26FTdv3nziucYzhY3fQrB8+XLcu3dPeL5v374AoPCzZmZm2LRpE65evQoHB4eXXH3HI5fLMWPGDDg6OuL8+fO4deuW8FxjXmpqaqipqUFubi7Wrl2LzMxMrF+/XhjQTi6XQyqVQl9fHwD/rWwLLyM3/k75dk65xxLY/2rJkiU0cOBAcnV1pX379hGR4tn5qKgokkqltG3btieOiP7yyy8kkUhIIpGQr68vlZaWtmntHdkXX3xBMpmMPDw8mr2Xs1FUVBRpaGjQ9u3biYgoIiKCjIyMKCgoiE6fPk3z5s0ja2trysjIaKvSOyzOTLw4O3F7kfx4f9f+1NbW0vTp00kqldK0adPowoULwnNNz/hVV1dTTk4OFRYWkpaWFi1ZsoQePHggLGPIkCG0dOnSNq+/o1q0aBF5enrS+fPnFaY33baioqKoU6dOtHr1aiIiio6OJhsbG/L19aUDBw7QvHnzyNTU9IllsJeHc+t4uJkXqcYd4KxZs2jOnDkUGBhIgwcPppqaGiIievDgAU2ePJnMzMzou+++U9iI5XI5/etf/yJ1dXVyd3cXBnNibSMzM5M0NTXprbfeEqbl5ubS3bt3hUHPKioq6O233yYzMzP617/+pZDf559/ToMHDyZHR0fq27cvD/bTBjgz8eLsxO1F8+P9XfvDzYW41NfX0+3bt8nFxUW4NSUlJYViY2Pp6tWrVFFRQUREQUFBZGRkRDExMQoHZQ4dOkQjRoygQYMGkZubG507d04p69HRcG4dFzfzIlZfX0++vr507tw5Onz4MPXp04eioqKIqKGZT0lJaXYU84qKCtqwYQN9++23bV0yI6KqqioKCwsjMzMzysjIoLfffpvs7OzI1taWhg8fTj/++CMRESUnJ9Nvv/0m/FzTP7p1dXWUn5/f5rV3VJyZeHF24vZn82vE+zvl4eZCfBoPsFy8eJEMDQ2pvLycZsyYQd26dSNXV1cyMzMTvlUgKyvrqX8ziYhu3brVdoV3cJxbxyYh4uEI27t9+/ZBT08PDg4OMDU1BdBwj6CqqipGjhyJRYsWoU+fPtiwYQMOHjyIV155BY6Ojpg/fz6PiN0ONJdfYWEh3njjDeTk5GDq1KmYMGECSktLsXXrVpSWluLbb79F//79UV9fz/cqKQFnJl6cnbhxfn8NRASJRIJLly7Bz88PeXl5+PDDD3Hw4EEYGxvj1q1b8PLywq5du5CdnQ0TExN07twZAJ7I8fbt2zA2NlbWqvzlNbfNZWZm4p133kH//v1x8+ZNrF27Fp06dcLly5cxbtw4rFmzBiEhIcJnUdb2ODcmUPLBBPYM3333HRkZGdGAAQPI0NCQPD09FUZ4LS0tJRMTE+FSw3nz5pGmpiZpaWkp3JPGlKO5/Pbv309EDfcGHjhwgFasWKFwhPT8+fM0bNgwmjVrlrLK7tA4M/Hi7MSN8xO/vXv3UkJCAv3666/CtIyMDOrXrx9Nnz6dRo8eTVlZWVRcXEyHDx8mDQ0N4WrCP34TD3v5nrXN5efn0/Dhw0lfX18Y0bxRWFgYmZiYKKNkRpwbexIfwm6H5HI5oqKisHLlSnz66ac4c+YM/vOf/6Bnz56Ijo5GdXU1AKCyshJeXl6Ii4uDk5MTYmJi4O3tDUtLS2H05cZRflnbeVZ+mzdvRlVVFTQ0NDB06FDMnTtXOBsBAP3790ddXR2qqqqUuAYdD2cmXpyduHF+4hcTEwNjY2OsWbMGkyZNwoQJExAXFwcAkEqlMDIyQmxsLKysrNCrVy+Ym5tj5MiRWLJkCVauXAkAfJawDT1vm6usrIS1tTW8vb3x4MEDYftqHAm9T58+kMlkyM3NVeZqdDicG3sabubboYqKCty9exf+/v6YOnUqNDQ04OHhgT59+qC8vFz4Op26ujr8+9//xrvvvoshQ4YgJycHq1evhpWVFebNmweAd5DK8Lz85HI5AEBHRwfa2toKP3v//n08fPgQPXv2VEbpHRZnJl6cnbhxfuLFzYU4tfQz5nvvvYexY8fi8OHDSE1NFW59SE9Ph6OjI2xsbJS5Gh0O58aeRk3ZBbAGOTk5sLGxgUQiga6uLsaPHw9HR0eoqKgI949ZWFigoqJCuA/ewsICu3fvhrW1NQYMGAAA0NPTw9ixY/Hw4UPh7Dx/r+fL92fya6qqqgplZWX45z//CSLC+PHjlbAWHQtnJl6cnbhxfn8Nf2wuVFRU4OHhgTNnzuDQoUOora2FlpYW3nvvPZw9e1ZoLlxcXABwc9GWXmSb09TUBNDwefIf//gHwsPD4eXlhSlTpqC8vBzHjx/Hhg0bAPw+NgJ7OTg31iLKu8KfERHFxsaSlZUV2dnZ0YABA2jz5s0KzzcdZXLSpEkUEBBARCR8BV1TjaNZ8r1nbefP5tc0o9jYWJo+fToZGBjQa6+9Rnl5eW1TfAfFmYkXZydunJ/4ZWdnK3ylXGpqqpBPY347d+4kZ2dnYTwfIqKkpCTy8/MjHR0dmjlzJr3zzjtkaGhIO3fuJCLFr6ljrac1PmPW1tbS8uXL6f3336eJEydSZmZm2xTfgXFu7EVwM69E8fHxZGVlRV999RX98MMPNH/+fFJXV6fo6GiqrKwkooYdXH19PVVWVpKTkxPFxMQ8sRxu3pWjtfJLT0+nFStW0PHjx9t6FToczky8ODtx4/zEjZsL8Wmtba4RH3BpG5wbe1HczCtB44YVHh5O/fr1U9jZzZw5k9zc3CguLk7hZ27evElWVlaUnZ1NRA1Hx+fNm9d2RTNBa+U3d+7ctiu6g+PMxIuzEzfOT/y4uRAX/owpTpwb+7N4ADwlaLxP5fr16+jZsyfU1dWFgSsiIiKgqamJAwcO4NatW8LPnDhxAhYWFjA1NUVoaCj69OmDwsJC1NbWCvfGs7bRWvkVFRVxfm2EMxMvzk7cOD/xanyvk5KSYGBggODgYPj6+iIyMhLBwcGIjo7GsWPHADTkLJFIUFpaivLycri7uwNouOd3/vz5Csvle3VfLv6MKU6cG/uzuJlvAwkJCQgJCcGGDRtw/vx5Yfrrr7+OY8eOoa6uTtho9fX18e677yIpKQmZmZkAGnaohw8fxtWrV2FlZYWTJ08iKSkJ+/fvh7q6Ou8YXzLOT3w4M/Hi7MSN8/vr4OZCHHibEyfOjbWatr8YoOP49ddfadSoUWRkZESTJ08mR0dH0tXVpeTkZCIiysrKom7dutHHH39MRKQwWIyJiQmtX7+eiIgqKipo1KhRZG5uTnv27Gnz9eioOD/x4czEi7MTN85P/OLj42nOnDm0fv16ITcioujoaNLR0RHG52m8/Dc6Opp69epFP/30ExE1XCY8YcIE0tfXJwMDA3JwcKCUlJQ2X4+Ogrc5ceLcWGvjZv4lqaioIH9/f5o4cSLl5+cL0wcMGCAMDFNeXk4RERGkpaVFRUVFRPT7PTNeXl4UFBQk/NyFCxfasHrG+YkPZyZenJ24cX7ixs2F+PA2J06cG3sZ+DL7l6RTp06QSqUICAiAtbU15HI5AGDEiBHIyMgAEUFHRweTJk2Cq6sr3nrrLRQWFkIikaCoqAh37tzB2LFjheX169dPSWvSMXF+4sOZiRdnJ26cn3g9fvwYixcvhkwmw7lz57Bjxw6kp6fDzs4O33zzDQDA1NQUM2bMwNq1a1FcXAwNDQ3hknk7Oztcu3YNQMPvQVhYGIqLizFx4kSlrVNHwNucOHFu7GWQEPFNTC9LbW0t1NXVAQD19fVQUVHB5MmTIZPJEB0dLcx38+ZNvPbaa5DL5XBzc8Mvv/yC3r17Y9euXTA2NlZW+R0e5yc+nJl4cXbixvmJ17Rp0/Dmm2/Cz88PcrkcampqCA8Px7Fjx5CUlASJRIIbN25gypQpqKurw549e2BpaYmioiL4+flhzZo1GDlypLJXo8PhbU6cODfW2riZb2OvvvoqgoOD4e/vj/r6egCAiooKcnNzcfHiRSQnJ6Nv377w9/dXcqWsOZyf+HBm4sXZiRvnJw7cXPx18DYnTpwb+19wM9+G8vPz4eHhgSNHjgiXxtTU1EBDQ0PJlbGW4PzEhzMTL85O3Dg/cePmQnx4mxMnzo39r/ie+TbQeLzk7Nmz0NbWFjbW8PBwhIaG4s6dO8osjz0H5yc+nJl4cXbixvmJX35+PnJzc/HKK68AaGjiG+/ttbGxwcSJE7Fu3Tpu5NsJ3ubEiXNjrUVN2QV0BI3f9Xj+/Hn87W9/Q0JCAt5//308fvwYMTExMDIyUnKF7Fk4P/HhzMSLsxM3zk+8iAgSiaTZ5uLWrVsIDw/n/Noh3ubEiXNjrYUvs28jVVVVcHR0RF5eHjQ0NBAeHo4PP/xQ2WWxFuL8xIczEy/OTtw4P3GbPXs2ZDIZvL29FZqLN954Q9mlsafgbU6cODfWGriZb0M+Pj6wtbXFunXroKmpqexy2Avi/MSHMxMvzk7cOD9x4uZCvHibEyfOjf2vuJlvQ3V1dVBVVVV2GexP4vzEhzMTL85O3Dg/8eLmQpx4mxMnzo39r7iZZ4wxxhhjALi5YIwxMeFmnjHGGGOMMcYYExn+ajrGGGOMMcYYY0xkuJlnjDHGGGOMMcZEhpt5xhhjjDHGGGNMZLiZZ4wxxhhjjDHGRIabecYYY4wxxhhjTGS4mWeMMcYYY4wxxkSGm3nGGGN/SadOnYJEIsGDBw+UXUqLhYWFwdnZWWmvX1NTAxsbG/zyyy9Kq+Fle+211zB37lxll9GuXL9+Hebm5qioqFB2KYwxxl4AN/OMMcbaXEBAACQSifDPwMAAfn5+SE9Pb7XX8PDwQElJCXR1dVttme2RRCLBf/7zn1ZZ1saNG2FtbQ0PDw8AQEFBASQSCdLS0lpl+a2hpTU97WBOXFwcVqxY8fIKbIH2dkChT58+GDhwINatW6fsUhhjjL0AbuYZY4wphZ+fH0pKSlBSUoKTJ09CTU0No0aNarXla2howMTEBBKJpNWW+VdGRPjyyy8RGBj4UpZfW1v7Upb7orp06QIdHR1ll9HuTJ06Fd988w3kcrmyS2GMMdZC3MwzxhhTCqlUChMTE5iYmMDZ2RmLFi1CcXEx7t69C6D5M6tpaWmQSCQoKCgAABQWFmL06NHQ19eHTCaDg4MDjh492uzPb9++HXp6ejh+/Djs7e2hra0tHFBoavPmzbC3t4empiZ69+6Nr7/+WniupqYGs2fPhqmpKTQ1NWFpaYmVK1cCaGiGw8LC0L17d0ilUpiZmSEkJOSZ78GqVatgbGwMHR0dBAYGoqqqSuH5lJQU+Pj4oGvXrtDV1YWXlxcuXbokPG9lZQUAePPNNyGRSITHAHDgwAG4urpCU1MTPXr0QHh4+DMbtYsXLyIvLw8jR44UpllbWwMAXFxcIJFI8Nprr7WoLqDhioFvvvkG//d//weZTIZPPvkEABAREQEjIyPo6OggKCgIixYteuLWgmdl8LSamiooKMDQoUMBAPr6+pBIJAgICADw5FlxKysrRERE4N1334W2tjYsLS1x8OBB3L17F2PGjIG2tjacnJxw4cIFhdc4e/YsBg8eDC0tLVhYWCAkJEThMvWvv/4atra20NTUhLGxMcaPHw+g4aqUxMREREVFCVemFBQUoK6uDoGBgbC2toaWlhbs7OwQFRWl8JoBAQEYO3YsPv30UxgbG0NPTw/Lly+HXC7HBx98gC5dusDc3Bzbtm1TeC8kEgn27NkDDw8PaGpq4pVXXkFiYqLCsn18fFBaWvrEdMYYY+0YMcYYY23M39+fxowZIzx++PAhTZs2jWxsbKiuro6IiH766ScCQGVlZcJ8qampBIBu3LhBREQjR44kHx8fSk9Pp7y8PDp06BAlJiY2+/Pbtm0jdXV18vb2ppSUFLp48SLZ29vTpEmThOXv2LGDTE1Naf/+/ZSfn0/79++nLl260Pbt24mIaM2aNWRhYUGnT5+mgoICOnPmDO3atYuIiPbu3UudO3emo0ePUmFhISUnJ1N0dPRT34PY2FiSSqW0efNmyszMpI8++oh0dHSob9++wjwnT56kmJgYysjIoOvXr1NgYCAZGxtTeXk5ERHduXOHANC2bduopKSE7ty5Q0REp0+fps6dO9P27dspLy+P4uPjycrKisLCwp5az7p166h3794K086fP08A6MSJE1RSUkL3799vUV1ERADIyMiItm7dSnl5eVRYWEg7duwgTU1N2rp1K2VlZVF4eDh17txZYZ2fl8HTampKLpfT/v37CQBlZWVRSUkJPXjwgIiIvLy8KDQ0VJjX0tKSunTpQhs3bqTs7GyaMWMGde7cmfz8/Ojf//43ZWVl0dixY8ne3p7q6+uJiCg3N5dkMhmtX7+esrOz6eeffyYXFxcKCAggIqKUlBRSVVWlXbt2UUFBAV26dImioqKIiOjBgwc0aNAgCg4OppKSEiopKSG5XE41NTW0dOlSSklJofz8fNqxYwd16tSJYmNjhVr9/f1JR0eHZs2aRZmZmbRlyxYCQL6+vvTJJ59QdnY2rVixgtTV1am4uJiIiG7cuEEAyNzcnPbt20fXr1+noKAg0tHRoXv37im8b+7u7rRs2bKn/o4wxhhrX7iZZ4wx1ub8/f1JVVWVZDIZyWQyAkCmpqZ08eJFYZ6WNPOOjo5PbVCba+YBUG5urjDPV199RcbGxsLjnj17Cs15oxUrVtCgQYOIiGjOnDk0bNgwoalrKjIyknr16kU1NTUteg8GDRpEM2fOVJjm7u6u0Nj+UV1dHeno6NChQ4eEaQDo+++/V5jv9ddfp08//VRhWkxMDJmamj512aGhoTRs2DCFaY2NYGpq6jPX5Wl1zZ07V2E+d3d3mjVrlsI0T09PhXV+XgYtram53x+i5pv5d955R3hcUlJCAOjjjz8WpiUlJREAKikpISKiwMBAev/99xWWe+bMGVJRUaHKykrav38/de7cWeHgxrNqeJpZs2bR3/72N+Gxv78/WVpaCge8iIjs7Oxo8ODBwmO5XE4ymYx2795NRL+/X6tWrRLmqa2tJXNzc1q9erXC67355pvCAQnGGGPtH19mzxhjTCmGDh2KtLQ0pKWl4fz58/D19cXw4cNRWFjY4mWEhIQgIiICnp6eWLZs2XMH0OvUqRN69uwpPDY1NcWdO3cAABUVFcjLy0NgYCC0tbWFfxEREcjLywPQcJlzWloa7OzsEBISgvj4eGFZEyZMQGVlJXr06IHg4GB8//33z7ysPSMjA+7u7grTBg0apPD49u3bCA4Ohq2tLXR1ddG5c2c8evQIRUVFz1zPy5cvY/ny5QrrERwcjJKSEjx+/LjZn6msrISmpuYzl/uidbm5uSk8zsrKwoABAxSmNX3ckgxeBicnJ+H/xsbGAABHR8cnpjX+rly+fBnbt29XqNHX1xf19fW4ceMGfHx8YGlpiR49emDKlCnYuXPnU9/3pr766iv069cPhoaG0NbWRnR09BPvqYODA1RUfv/4ZmxsrFCrqqoqDAwMhFobNf3dUlNTg5ubGzIyMhTm0dLSalGdjDH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+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "fig, _ = plot_baa10y_spread_change_recent(svc, n_trading_days=504) # Approximately two years\n",
+ "plt.show()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 8,
+ "id": "437c0935",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
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+ "plotlyServerURL": "https://plot.ly"
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+ "title": {
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+ "text": "Observed baa10y_change_1b (last 504 sessions)
Positive: index up over the window; negative: down."
+ },
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+ "source": [
+ "fig = plotly_baa10y_spread_change_recent(svc, n_trading_days=504) # Approximately two years\n",
+ "fig"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "88f4e0aa",
+ "metadata": {},
+ "source": [
+ "---\n",
+ "## 4. Predictors — configured in code\n",
+ "\n",
+ "This is where you choose the roster. Each predictor implements the same\n",
+ "`Predictor` API against the loaded spec; the conventional methods come straight\n",
+ "from `aieng.forecasting.methods`, and the LLM-Process variants come from the\n",
+ "BAA10Y recipe in `predictors/`. The covariate variants read the registered\n",
+ "`COVARIATES` panel; the target-only variants pass `covariate_series_ids=None`.\n",
+ "\n",
+ "| Group | Predictor | Covariates? |\n",
+ "|---|---|---|\n",
+ "| Naive floor | `LastValuePredictor` | — |\n",
+ "| Classical | `DartsExponentialSmoothingPredictor` (ETS), `DartsKalmanForecasterPredictor` | — |\n",
+ "| ML regression | `DartsLinearRegressionPredictor`, `DartsLightGBMPredictor` | target-only **and** + panel |\n",
+ "| LLM-Process | `build_sp500_llmp_sampled_trajectory` | target-only **and** + panel (post-cutoff only) |\n",
+ "\n",
+ "`AutoARIMA` is left commented (accurate but slow); add it back for a classical\n",
+ "sweep. The `LLMP (target)` vs `LLMP + cov` pair is the centerpiece — its CRPS gap\n",
+ "answers whether an LLM can use the same exogenous panel the ML methods do."
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "6023e09c",
+ "metadata": {},
+ "source": []
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 9,
+ "id": "2e1da155",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "10 predictors configured (LLMP on):\n",
+ " last_value_naive\n",
+ " darts_ets\n",
+ " darts_kalman\n",
+ " darts_autoarima\n",
+ " darts_linreg\n",
+ " darts_linreg_cov\n",
+ " darts_lightgbm\n",
+ " darts_lightgbm_cov\n",
+ " llmp_sampled_trajectories_baa10y_v1_target_h48_n8[gemini-3.1-flash-lite-preview]\n",
+ " llmp_sampled_trajectories_baa10y_v1_cov_h48_n8[gemini-3.1-flash-lite-preview]\n"
+ ]
+ }
+ ],
+ "source": [
+ "# Shared hyperparameters for the Darts regression models.\n",
+ "LAGS = 5 # autoregressive lags (and past-covariate lags) for the regression models\n",
+ "NUM_SAMPLES = 100 # empirical-quantile sample count for the probabilistic Darts models\n",
+ "#LGBM_KWARGS = {\"num_threads\": 1, \"n_jobs\": 1, \"verbosity\": -1}# original\n",
+ "LGBM_KWARGS = {\n",
+ " \"num_threads\": 3, #use num of physical cores-1\n",
+ " \"n_jobs\": 1,\n",
+ " \"verbosity\": -1,\n",
+ " # ── Base loss ────────────────────────────────────────────────────────────\n",
+ " # NOTE: DartsLightGBMPredictor always calls LightGBMModel(likelihood=\"quantile\", ...)\n",
+ " # (see darts_regression.py), and Darts' quantile-likelihood setup *overwrites*\n",
+ " # both \"objective\" and \"alpha\" per quantile sub-fit (darts/models/forecasting/lgbm.py:\n",
+ " # \"likelihood ... will overwrite any `objective` parameter\"; self.kwargs[\"objective\"] =\n",
+ " # likelihood; self.kwargs[\"alpha\"] = quantile). So through this predictor, objective\n",
+ " # and alpha below are silently ignored at fit time — kept here to record intent /\n",
+ " # for use with a non-quantile LightGBMModel setup.\n",
+ " #\"objective\": \"huber\",\n",
+ " #\"alpha\": 4, # Huber loss delta (NOT the quantile level Darts substitutes here)\n",
+ " # ── Regularisation ──────────────────────────────────────────────────────\n",
+ " # LightGBM has no single elastic-net \"mix ratio\" the way sklearn's\n",
+ " # ElasticNet(l1_ratio=...) does — setting reg_alpha AND reg_lambda together\n",
+ " # *is* the mixed L1+L2 penalty (both default to 0, i.e. off, if unset).\n",
+ " \"reg_alpha\": 0.2, # L1 (sparsifies leaf weights)\n",
+ " \"reg_lambda\": 0.2, # L2 (shrinks leaf weights) — nonzero alongside reg_alpha => mixed L1+L2\n",
+ " # ── Hardware / execution ────────────────────────────────────────────────\n",
+ " \"device_type\": \"cpu\", # \"device\" is the older alias for the same setting\n",
+ " \"force_col_wise\": True, # skip row/col-wise auto-detection — faster for wide covariate panels\n",
+ " # ── Histogram cost controls ─────────────────────────────────────────────\n",
+ " # Safe to shrink given the data size here (<=9 covariates x <=3650 daily\n",
+ " # rows over 10y — well under bin_construct_sample_cnt, so every row is\n",
+ " # used to build the histograms regardless).\n",
+ " \"max_bin\": 127, # coarser bins => cheaper histograms + a mild regularising effect; try 127 for more split precision\n",
+ " \"bin_construct_sample_cnt\": 200000,\n",
+ "}\n",
+ "\n",
+ "# ── Naive floor + classical (univariate) ──────────────────────────────────────\n",
+ "naive = LastValuePredictor()\n",
+ "ets = DartsExponentialSmoothingPredictor(num_samples=NUM_SAMPLES)\n",
+ "kalman = DartsKalmanForecasterPredictor(num_samples=NUM_SAMPLES)\n",
+ "autoarima = DartsAutoARIMAPredictor(num_samples=NUM_SAMPLES) # accurate but the slowest classical method\n",
+ "\n",
+ "# ── ML regression — target-only vs the covariate panel ────────────────────────\n",
+ "linreg = DartsLinearRegressionPredictor(lags=LAGS, covariate_series_ids=None, num_samples=NUM_SAMPLES)\n",
+ "linreg_cov = DartsLinearRegressionPredictor(\n",
+ " lags=LAGS, lags_past_covariates=LAGS, covariate_series_ids=COVARIATES, num_samples=NUM_SAMPLES\n",
+ ")\n",
+ "lightgbm = DartsLightGBMPredictor(\n",
+ " lags=LAGS, covariate_series_ids=None, num_samples=NUM_SAMPLES, lgbm_kwargs=LGBM_KWARGS\n",
+ ")\n",
+ "lightgbm_cov = DartsLightGBMPredictor(\n",
+ " lags=LAGS,\n",
+ " lags_past_covariates=LAGS,\n",
+ " covariate_series_ids=COVARIATES,\n",
+ " num_samples=NUM_SAMPLES,\n",
+ " lgbm_kwargs=LGBM_KWARGS,\n",
+ ")\n",
+ "\n",
+ "all_predictors = [naive, ets, kalman, autoarima, linreg, linreg_cov, lightgbm, lightgbm_cov]\n",
+ "\n",
+ "# Which covariate panel each predictor consumes — drives the leaderboard's\n",
+ "# covariate columns. Predictors absent from this map are treated as target-only.\n",
+ "PREDICTOR_COVARIATES = {\n",
+ " linreg_cov.predictor_id: COVARIATES,\n",
+ " lightgbm_cov.predictor_id: COVARIATES,\n",
+ "}\n",
+ "# Short labels for the leaderboard \"model\" column and the CRPS charts.\n",
+ "PREDICTOR_LABELS = {\n",
+ " naive.predictor_id: \"Naive\",\n",
+ " ets.predictor_id: \"ETS\",\n",
+ " kalman.predictor_id: \"Kalman\",\n",
+ " autoarima.predictor_id: \"AutoARIMA\",\n",
+ " linreg.predictor_id: \"LinReg\",\n",
+ " linreg_cov.predictor_id: \"LinReg + cov\",\n",
+ " lightgbm.predictor_id: \"LightGBM\",\n",
+ " lightgbm_cov.predictor_id: \"LightGBM + cov\",\n",
+ "}\n",
+ "\n",
+ "# ── LLM-Process (sampled trajectories) — target-only vs with-covariates ────────\n",
+ "# Gated on POST_CUTOFF: the 2020 stress window is pre-cutoff and leaked for LLMs,\n",
+ "# so we keep the LLMP rows out of that comparison entirely. The recipe (prompt\n",
+ "# framing, defaults) lives in predictors/llmp_sampled_trajectory.py; tune it\n",
+ "# there, or override model= / n_samples= / history_window= per call here.\n",
+ "if POST_CUTOFF:\n",
+ " llmp = build_baa10y_llmp_sampled_trajectory(n_samples=8, history_window=48)\n",
+ " llmp_cov = build_baa10y_llmp_sampled_trajectory(n_samples=8, history_window=48, covariate_series_ids=COVARIATES)\n",
+ " all_predictors += [llmp, llmp_cov]\n",
+ " PREDICTOR_COVARIATES[llmp_cov.predictor_id] = COVARIATES\n",
+ " PREDICTOR_LABELS[llmp.predictor_id] = \"LLMP (target)\"\n",
+ " PREDICTOR_LABELS[llmp_cov.predictor_id] = \"LLMP + cov\"\n",
+ "\n",
+ "print(f\"{len(all_predictors)} predictors configured (LLMP {'on' if POST_CUTOFF else 'off'}):\")\n",
+ "for p in all_predictors:\n",
+ " print(f\" {p.predictor_id}\")"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "ab6c797d",
+ "metadata": {},
+ "source": [
+ "---\n",
+ "## 5. 2025 backtest — the comparison (post-cutoff)\n",
+ "\n",
+ "`cached_multi_backtest` runs each predictor across the three single-horizon tasks\n",
+ "and writes every `BacktestResult` to `data/predictions//` — so a re-run\n",
+ "is free from cache (pass `force_refresh=True` to recompute). The loop prints each\n",
+ "task's mean CRPS as it lands."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 10,
+ "id": "0aa4e777",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "Running last_value_naive ...\n",
+ " baa10y_change_1b mean CRPS = 2.50980 (51 preds)\n",
+ " baa10y_change_5b mean CRPS = 6.80392 (51 preds)\n",
+ " baa10y_change_21b mean CRPS = 10.07843 (51 preds)\n",
+ "Running darts_ets ...\n",
+ " baa10y_change_1b mean CRPS = 1.33290 (51 preds)\n",
+ " baa10y_change_5b mean CRPS = 5.04884 (51 preds)\n",
+ " baa10y_change_21b mean CRPS = 8.75713 (51 preds)\n",
+ "Running darts_kalman ...\n",
+ " baa10y_change_1b mean CRPS = 1.26021 (51 preds)\n",
+ " baa10y_change_5b mean CRPS = 3.73180 (51 preds)\n",
+ " baa10y_change_21b mean CRPS = 6.48867 (51 preds)\n",
+ "Running darts_autoarima ...\n",
+ " baa10y_change_1b mean CRPS = 1.29769 (51 preds)\n",
+ " baa10y_change_5b mean CRPS = 3.82159 (51 preds)\n",
+ " baa10y_change_21b mean CRPS = 7.91629 (51 preds)\n",
+ "Running darts_linreg ...\n",
+ " baa10y_change_1b mean CRPS = 1.17599 (51 preds)\n",
+ " baa10y_change_5b mean CRPS = 3.47794 (51 preds)\n",
+ " baa10y_change_21b mean CRPS = 6.71238 (51 preds)\n",
+ "Running darts_linreg_cov ...\n"
+ ]
+ },
+ {
+ "name": "stderr",
+ "output_type": "stream",
+ "text": [
+ "ValueError: The `past_covariates` are not long enough. Given horizon `n=1`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=1`, the `past_covariates` have to range from 2025-01-14 00:00:00 until 2025-01-20 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-01-17 00:00:00.\n",
+ "predict() failed at origin 2025-01-20 (attempt 1/3): The `past_covariates` are not long enough. Given horizon `n=1`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=1`, the `past_covariates` have to range from 2025-01-14 00:00:00 until 2025-01-20 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-01-17 00:00:00. — retrying in 2s\n",
+ "ValueError: The `past_covariates` are not long enough. Given horizon `n=1`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=1`, the `past_covariates` have to range from 2025-01-14 00:00:00 until 2025-01-20 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-01-17 00:00:00.\n",
+ "predict() failed at origin 2025-01-20 (attempt 2/3): The `past_covariates` are not long enough. Given horizon `n=1`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=1`, the `past_covariates` have to range from 2025-01-14 00:00:00 until 2025-01-20 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-01-17 00:00:00. — retrying in 2s\n",
+ "ValueError: The `past_covariates` are not long enough. Given horizon `n=1`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=1`, the `past_covariates` have to range from 2025-01-14 00:00:00 until 2025-01-20 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-01-17 00:00:00.\n",
+ "predict() failed at origin 2025-01-20 after 3 attempt(s) — skipping origin: The `past_covariates` are not long enough. Given horizon `n=1`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=1`, the `past_covariates` have to range from 2025-01-14 00:00:00 until 2025-01-20 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-01-17 00:00:00.\n",
+ "ValueError: The `past_covariates` are not long enough. Given horizon `n=1`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=1`, the `past_covariates` have to range from 2025-02-11 00:00:00 until 2025-02-17 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-02-14 00:00:00.\n",
+ "predict() failed at origin 2025-02-17 (attempt 1/3): The `past_covariates` are not long enough. Given horizon `n=1`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=1`, the `past_covariates` have to range from 2025-02-11 00:00:00 until 2025-02-17 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-02-14 00:00:00. — retrying in 2s\n",
+ "ValueError: The `past_covariates` are not long enough. Given horizon `n=1`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=1`, the `past_covariates` have to range from 2025-02-11 00:00:00 until 2025-02-17 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-02-14 00:00:00.\n",
+ "predict() failed at origin 2025-02-17 (attempt 2/3): The `past_covariates` are not long enough. Given horizon `n=1`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=1`, the `past_covariates` have to range from 2025-02-11 00:00:00 until 2025-02-17 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-02-14 00:00:00. — retrying in 2s\n",
+ "ValueError: The `past_covariates` are not long enough. Given horizon `n=1`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=1`, the `past_covariates` have to range from 2025-02-11 00:00:00 until 2025-02-17 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-02-14 00:00:00.\n",
+ "predict() failed at origin 2025-02-17 after 3 attempt(s) — skipping origin: The `past_covariates` are not long enough. Given horizon `n=1`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=1`, the `past_covariates` have to range from 2025-02-11 00:00:00 until 2025-02-17 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-02-14 00:00:00.\n",
+ "ValueError: The `past_covariates` are not long enough. Given horizon `n=1`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=1`, the `past_covariates` have to range from 2025-05-20 00:00:00 until 2025-05-26 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-05-23 00:00:00.\n",
+ "predict() failed at origin 2025-05-26 (attempt 1/3): The `past_covariates` are not long enough. Given horizon `n=1`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=1`, the `past_covariates` have to range from 2025-05-20 00:00:00 until 2025-05-26 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-05-23 00:00:00. — retrying in 2s\n",
+ "ValueError: The `past_covariates` are not long enough. Given horizon `n=1`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=1`, the `past_covariates` have to range from 2025-05-20 00:00:00 until 2025-05-26 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-05-23 00:00:00.\n",
+ "predict() failed at origin 2025-05-26 (attempt 2/3): The `past_covariates` are not long enough. Given horizon `n=1`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=1`, the `past_covariates` have to range from 2025-05-20 00:00:00 until 2025-05-26 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-05-23 00:00:00. — retrying in 2s\n",
+ "ValueError: The `past_covariates` are not long enough. Given horizon `n=1`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=1`, the `past_covariates` have to range from 2025-05-20 00:00:00 until 2025-05-26 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-05-23 00:00:00.\n",
+ "predict() failed at origin 2025-05-26 after 3 attempt(s) — skipping origin: The `past_covariates` are not long enough. Given horizon `n=1`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=1`, the `past_covariates` have to range from 2025-05-20 00:00:00 until 2025-05-26 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-05-23 00:00:00.\n",
+ "ValueError: The `past_covariates` are not long enough. Given horizon `n=1`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=1`, the `past_covariates` have to range from 2025-08-26 00:00:00 until 2025-09-01 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-08-29 00:00:00.\n",
+ "predict() failed at origin 2025-09-01 (attempt 1/3): The `past_covariates` are not long enough. Given horizon `n=1`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=1`, the `past_covariates` have to range from 2025-08-26 00:00:00 until 2025-09-01 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-08-29 00:00:00. — retrying in 2s\n",
+ "ValueError: The `past_covariates` are not long enough. Given horizon `n=1`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=1`, the `past_covariates` have to range from 2025-08-26 00:00:00 until 2025-09-01 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-08-29 00:00:00.\n",
+ "predict() failed at origin 2025-09-01 (attempt 2/3): The `past_covariates` are not long enough. Given horizon `n=1`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=1`, the `past_covariates` have to range from 2025-08-26 00:00:00 until 2025-09-01 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-08-29 00:00:00. — retrying in 2s\n",
+ "ValueError: The `past_covariates` are not long enough. Given horizon `n=1`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=1`, the `past_covariates` have to range from 2025-08-26 00:00:00 until 2025-09-01 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-08-29 00:00:00.\n",
+ "predict() failed at origin 2025-09-01 after 3 attempt(s) — skipping origin: The `past_covariates` are not long enough. Given horizon `n=1`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=1`, the `past_covariates` have to range from 2025-08-26 00:00:00 until 2025-09-01 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-08-29 00:00:00.\n",
+ "ValueError: The `past_covariates` are not long enough. Given horizon `n=5`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=5`, the `past_covariates` have to range from 2025-01-14 00:00:00 until 2025-01-20 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-01-17 00:00:00.\n",
+ "predict() failed at origin 2025-01-20 (attempt 1/3): The `past_covariates` are not long enough. Given horizon `n=5`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=5`, the `past_covariates` have to range from 2025-01-14 00:00:00 until 2025-01-20 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-01-17 00:00:00. — retrying in 2s\n",
+ "ValueError: The `past_covariates` are not long enough. Given horizon `n=5`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=5`, the `past_covariates` have to range from 2025-01-14 00:00:00 until 2025-01-20 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-01-17 00:00:00.\n",
+ "predict() failed at origin 2025-01-20 (attempt 2/3): The `past_covariates` are not long enough. Given horizon `n=5`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=5`, the `past_covariates` have to range from 2025-01-14 00:00:00 until 2025-01-20 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-01-17 00:00:00. — retrying in 2s\n",
+ "ValueError: The `past_covariates` are not long enough. Given horizon `n=5`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=5`, the `past_covariates` have to range from 2025-01-14 00:00:00 until 2025-01-20 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-01-17 00:00:00.\n",
+ "predict() failed at origin 2025-01-20 after 3 attempt(s) — skipping origin: The `past_covariates` are not long enough. Given horizon `n=5`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=5`, the `past_covariates` have to range from 2025-01-14 00:00:00 until 2025-01-20 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-01-17 00:00:00.\n",
+ "ValueError: The `past_covariates` are not long enough. Given horizon `n=5`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=5`, the `past_covariates` have to range from 2025-02-11 00:00:00 until 2025-02-17 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-02-14 00:00:00.\n",
+ "predict() failed at origin 2025-02-17 (attempt 1/3): The `past_covariates` are not long enough. Given horizon `n=5`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=5`, the `past_covariates` have to range from 2025-02-11 00:00:00 until 2025-02-17 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-02-14 00:00:00. — retrying in 2s\n",
+ "ValueError: The `past_covariates` are not long enough. Given horizon `n=5`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=5`, the `past_covariates` have to range from 2025-02-11 00:00:00 until 2025-02-17 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-02-14 00:00:00.\n",
+ "predict() failed at origin 2025-02-17 (attempt 2/3): The `past_covariates` are not long enough. Given horizon `n=5`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=5`, the `past_covariates` have to range from 2025-02-11 00:00:00 until 2025-02-17 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-02-14 00:00:00. — retrying in 2s\n",
+ "ValueError: The `past_covariates` are not long enough. Given horizon `n=5`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=5`, the `past_covariates` have to range from 2025-02-11 00:00:00 until 2025-02-17 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-02-14 00:00:00.\n",
+ "predict() failed at origin 2025-02-17 after 3 attempt(s) — skipping origin: The `past_covariates` are not long enough. Given horizon `n=5`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=5`, the `past_covariates` have to range from 2025-02-11 00:00:00 until 2025-02-17 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-02-14 00:00:00.\n",
+ "ValueError: The `past_covariates` are not long enough. Given horizon `n=5`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=5`, the `past_covariates` have to range from 2025-05-20 00:00:00 until 2025-05-26 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-05-23 00:00:00.\n",
+ "predict() failed at origin 2025-05-26 (attempt 1/3): The `past_covariates` are not long enough. Given horizon `n=5`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=5`, the `past_covariates` have to range from 2025-05-20 00:00:00 until 2025-05-26 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-05-23 00:00:00. — retrying in 2s\n",
+ "ValueError: The `past_covariates` are not long enough. Given horizon `n=5`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=5`, the `past_covariates` have to range from 2025-05-20 00:00:00 until 2025-05-26 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-05-23 00:00:00.\n",
+ "predict() failed at origin 2025-05-26 (attempt 2/3): The `past_covariates` are not long enough. Given horizon `n=5`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=5`, the `past_covariates` have to range from 2025-05-20 00:00:00 until 2025-05-26 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-05-23 00:00:00. — retrying in 2s\n",
+ "ValueError: The `past_covariates` are not long enough. Given horizon `n=5`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=5`, the `past_covariates` have to range from 2025-05-20 00:00:00 until 2025-05-26 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-05-23 00:00:00.\n",
+ "predict() failed at origin 2025-05-26 after 3 attempt(s) — skipping origin: The `past_covariates` are not long enough. Given horizon `n=5`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=5`, the `past_covariates` have to range from 2025-05-20 00:00:00 until 2025-05-26 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-05-23 00:00:00.\n",
+ "ValueError: The `past_covariates` are not long enough. Given horizon `n=5`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=5`, the `past_covariates` have to range from 2025-08-26 00:00:00 until 2025-09-01 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-08-29 00:00:00.\n",
+ "predict() failed at origin 2025-09-01 (attempt 1/3): The `past_covariates` are not long enough. Given horizon `n=5`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=5`, the `past_covariates` have to range from 2025-08-26 00:00:00 until 2025-09-01 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-08-29 00:00:00. — retrying in 2s\n",
+ "ValueError: The `past_covariates` are not long enough. Given horizon `n=5`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=5`, the `past_covariates` have to range from 2025-08-26 00:00:00 until 2025-09-01 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-08-29 00:00:00.\n",
+ "predict() failed at origin 2025-09-01 (attempt 2/3): The `past_covariates` are not long enough. Given horizon `n=5`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=5`, the `past_covariates` have to range from 2025-08-26 00:00:00 until 2025-09-01 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-08-29 00:00:00. — retrying in 2s\n",
+ "ValueError: The `past_covariates` are not long enough. Given horizon `n=5`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=5`, the `past_covariates` have to range from 2025-08-26 00:00:00 until 2025-09-01 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-08-29 00:00:00.\n",
+ "predict() failed at origin 2025-09-01 after 3 attempt(s) — skipping origin: The `past_covariates` are not long enough. Given horizon `n=5`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=5`, the `past_covariates` have to range from 2025-08-26 00:00:00 until 2025-09-01 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-08-29 00:00:00.\n",
+ "ValueError: The `past_covariates` are not long enough. Given horizon `n=21`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=21`, the `past_covariates` have to range from 2025-01-14 00:00:00 until 2025-01-20 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-01-17 00:00:00.\n",
+ "predict() failed at origin 2025-01-20 (attempt 1/3): The `past_covariates` are not long enough. Given horizon `n=21`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=21`, the `past_covariates` have to range from 2025-01-14 00:00:00 until 2025-01-20 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-01-17 00:00:00. — retrying in 2s\n",
+ "ValueError: The `past_covariates` are not long enough. Given horizon `n=21`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=21`, the `past_covariates` have to range from 2025-01-14 00:00:00 until 2025-01-20 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-01-17 00:00:00.\n",
+ "predict() failed at origin 2025-01-20 (attempt 2/3): The `past_covariates` are not long enough. Given horizon `n=21`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=21`, the `past_covariates` have to range from 2025-01-14 00:00:00 until 2025-01-20 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-01-17 00:00:00. — retrying in 2s\n",
+ "ValueError: The `past_covariates` are not long enough. Given horizon `n=21`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=21`, the `past_covariates` have to range from 2025-01-14 00:00:00 until 2025-01-20 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-01-17 00:00:00.\n",
+ "predict() failed at origin 2025-01-20 after 3 attempt(s) — skipping origin: The `past_covariates` are not long enough. Given horizon `n=21`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=21`, the `past_covariates` have to range from 2025-01-14 00:00:00 until 2025-01-20 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-01-17 00:00:00.\n",
+ "ValueError: The `past_covariates` are not long enough. Given horizon `n=21`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=21`, the `past_covariates` have to range from 2025-02-11 00:00:00 until 2025-02-17 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-02-14 00:00:00.\n",
+ "predict() failed at origin 2025-02-17 (attempt 1/3): The `past_covariates` are not long enough. Given horizon `n=21`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=21`, the `past_covariates` have to range from 2025-02-11 00:00:00 until 2025-02-17 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-02-14 00:00:00. — retrying in 2s\n",
+ "ValueError: The `past_covariates` are not long enough. Given horizon `n=21`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=21`, the `past_covariates` have to range from 2025-02-11 00:00:00 until 2025-02-17 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-02-14 00:00:00.\n",
+ "predict() failed at origin 2025-02-17 (attempt 2/3): The `past_covariates` are not long enough. Given horizon `n=21`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=21`, the `past_covariates` have to range from 2025-02-11 00:00:00 until 2025-02-17 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-02-14 00:00:00. — retrying in 2s\n",
+ "ValueError: The `past_covariates` are not long enough. Given horizon `n=21`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=21`, the `past_covariates` have to range from 2025-02-11 00:00:00 until 2025-02-17 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-02-14 00:00:00.\n",
+ "predict() failed at origin 2025-02-17 after 3 attempt(s) — skipping origin: The `past_covariates` are not long enough. Given horizon `n=21`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=21`, the `past_covariates` have to range from 2025-02-11 00:00:00 until 2025-02-17 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-02-14 00:00:00.\n",
+ "ValueError: The `past_covariates` are not long enough. Given horizon `n=21`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=21`, the `past_covariates` have to range from 2025-05-20 00:00:00 until 2025-05-26 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-05-23 00:00:00.\n",
+ "predict() failed at origin 2025-05-26 (attempt 1/3): The `past_covariates` are not long enough. Given horizon `n=21`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=21`, the `past_covariates` have to range from 2025-05-20 00:00:00 until 2025-05-26 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-05-23 00:00:00. — retrying in 2s\n",
+ "ValueError: The `past_covariates` are not long enough. Given horizon `n=21`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=21`, the `past_covariates` have to range from 2025-05-20 00:00:00 until 2025-05-26 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-05-23 00:00:00.\n",
+ "predict() failed at origin 2025-05-26 (attempt 2/3): The `past_covariates` are not long enough. Given horizon `n=21`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=21`, the `past_covariates` have to range from 2025-05-20 00:00:00 until 2025-05-26 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-05-23 00:00:00. — retrying in 2s\n",
+ "ValueError: The `past_covariates` are not long enough. Given horizon `n=21`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=21`, the `past_covariates` have to range from 2025-05-20 00:00:00 until 2025-05-26 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-05-23 00:00:00.\n",
+ "predict() failed at origin 2025-05-26 after 3 attempt(s) — skipping origin: The `past_covariates` are not long enough. Given horizon `n=21`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=21`, the `past_covariates` have to range from 2025-05-20 00:00:00 until 2025-05-26 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-05-23 00:00:00.\n",
+ "ValueError: The `past_covariates` are not long enough. Given horizon `n=21`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=21`, the `past_covariates` have to range from 2025-08-26 00:00:00 until 2025-09-01 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-08-29 00:00:00.\n",
+ "predict() failed at origin 2025-09-01 (attempt 1/3): The `past_covariates` are not long enough. Given horizon `n=21`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=21`, the `past_covariates` have to range from 2025-08-26 00:00:00 until 2025-09-01 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-08-29 00:00:00. — retrying in 2s\n",
+ "ValueError: The `past_covariates` are not long enough. Given horizon `n=21`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=21`, the `past_covariates` have to range from 2025-08-26 00:00:00 until 2025-09-01 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-08-29 00:00:00.\n",
+ "predict() failed at origin 2025-09-01 (attempt 2/3): The `past_covariates` are not long enough. Given horizon `n=21`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=21`, the `past_covariates` have to range from 2025-08-26 00:00:00 until 2025-09-01 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-08-29 00:00:00. — retrying in 2s\n",
+ "ValueError: The `past_covariates` are not long enough. Given horizon `n=21`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=21`, the `past_covariates` have to range from 2025-08-26 00:00:00 until 2025-09-01 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-08-29 00:00:00.\n",
+ "predict() failed at origin 2025-09-01 after 3 attempt(s) — skipping origin: The `past_covariates` are not long enough. Given horizon `n=21`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=21`, the `past_covariates` have to range from 2025-08-26 00:00:00 until 2025-09-01 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-08-29 00:00:00.\n"
+ ]
+ },
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ " baa10y_change_1b mean CRPS = 1.13610 (47 preds)\n",
+ " baa10y_change_5b mean CRPS = 3.58121 (47 preds)\n",
+ " baa10y_change_21b mean CRPS = 6.75355 (47 preds)\n",
+ "Running darts_lightgbm ...\n",
+ " baa10y_change_1b mean CRPS = 1.27137 (51 preds)\n",
+ " baa10y_change_5b mean CRPS = 3.52841 (51 preds)\n",
+ " baa10y_change_21b mean CRPS = 6.74502 (51 preds)\n",
+ "Running darts_lightgbm_cov ...\n"
+ ]
+ },
+ {
+ "name": "stderr",
+ "output_type": "stream",
+ "text": [
+ "ValueError: The `past_covariates` are not long enough. Given horizon `n=1`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=1`, the `past_covariates` have to range from 2025-01-14 00:00:00 until 2025-01-20 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-01-17 00:00:00.\n",
+ "predict() failed at origin 2025-01-20 (attempt 1/3): The `past_covariates` are not long enough. Given horizon `n=1`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=1`, the `past_covariates` have to range from 2025-01-14 00:00:00 until 2025-01-20 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-01-17 00:00:00. — retrying in 2s\n",
+ "ValueError: The `past_covariates` are not long enough. Given horizon `n=1`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=1`, the `past_covariates` have to range from 2025-01-14 00:00:00 until 2025-01-20 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-01-17 00:00:00.\n",
+ "predict() failed at origin 2025-01-20 (attempt 2/3): The `past_covariates` are not long enough. Given horizon `n=1`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=1`, the `past_covariates` have to range from 2025-01-14 00:00:00 until 2025-01-20 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-01-17 00:00:00. — retrying in 2s\n",
+ "ValueError: The `past_covariates` are not long enough. Given horizon `n=1`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=1`, the `past_covariates` have to range from 2025-01-14 00:00:00 until 2025-01-20 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-01-17 00:00:00.\n",
+ "predict() failed at origin 2025-01-20 after 3 attempt(s) — skipping origin: The `past_covariates` are not long enough. Given horizon `n=1`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=1`, the `past_covariates` have to range from 2025-01-14 00:00:00 until 2025-01-20 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-01-17 00:00:00.\n",
+ "ValueError: The `past_covariates` are not long enough. Given horizon `n=1`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=1`, the `past_covariates` have to range from 2025-02-11 00:00:00 until 2025-02-17 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-02-14 00:00:00.\n",
+ "predict() failed at origin 2025-02-17 (attempt 1/3): The `past_covariates` are not long enough. Given horizon `n=1`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=1`, the `past_covariates` have to range from 2025-02-11 00:00:00 until 2025-02-17 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-02-14 00:00:00. — retrying in 2s\n",
+ "ValueError: The `past_covariates` are not long enough. Given horizon `n=1`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=1`, the `past_covariates` have to range from 2025-02-11 00:00:00 until 2025-02-17 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-02-14 00:00:00.\n",
+ "predict() failed at origin 2025-02-17 (attempt 2/3): The `past_covariates` are not long enough. Given horizon `n=1`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=1`, the `past_covariates` have to range from 2025-02-11 00:00:00 until 2025-02-17 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-02-14 00:00:00. — retrying in 2s\n",
+ "ValueError: The `past_covariates` are not long enough. Given horizon `n=1`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=1`, the `past_covariates` have to range from 2025-02-11 00:00:00 until 2025-02-17 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-02-14 00:00:00.\n",
+ "predict() failed at origin 2025-02-17 after 3 attempt(s) — skipping origin: The `past_covariates` are not long enough. Given horizon `n=1`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=1`, the `past_covariates` have to range from 2025-02-11 00:00:00 until 2025-02-17 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-02-14 00:00:00.\n",
+ "ValueError: The `past_covariates` are not long enough. Given horizon `n=1`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=1`, the `past_covariates` have to range from 2025-05-20 00:00:00 until 2025-05-26 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-05-23 00:00:00.\n",
+ "predict() failed at origin 2025-05-26 (attempt 1/3): The `past_covariates` are not long enough. Given horizon `n=1`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=1`, the `past_covariates` have to range from 2025-05-20 00:00:00 until 2025-05-26 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-05-23 00:00:00. — retrying in 2s\n",
+ "ValueError: The `past_covariates` are not long enough. Given horizon `n=1`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=1`, the `past_covariates` have to range from 2025-05-20 00:00:00 until 2025-05-26 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-05-23 00:00:00.\n",
+ "predict() failed at origin 2025-05-26 (attempt 2/3): The `past_covariates` are not long enough. Given horizon `n=1`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=1`, the `past_covariates` have to range from 2025-05-20 00:00:00 until 2025-05-26 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-05-23 00:00:00. — retrying in 2s\n",
+ "ValueError: The `past_covariates` are not long enough. Given horizon `n=1`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=1`, the `past_covariates` have to range from 2025-05-20 00:00:00 until 2025-05-26 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-05-23 00:00:00.\n",
+ "predict() failed at origin 2025-05-26 after 3 attempt(s) — skipping origin: The `past_covariates` are not long enough. Given horizon `n=1`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=1`, the `past_covariates` have to range from 2025-05-20 00:00:00 until 2025-05-26 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-05-23 00:00:00.\n",
+ "ValueError: The `past_covariates` are not long enough. Given horizon `n=1`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=1`, the `past_covariates` have to range from 2025-08-26 00:00:00 until 2025-09-01 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-08-29 00:00:00.\n",
+ "predict() failed at origin 2025-09-01 (attempt 1/3): The `past_covariates` are not long enough. Given horizon `n=1`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=1`, the `past_covariates` have to range from 2025-08-26 00:00:00 until 2025-09-01 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-08-29 00:00:00. — retrying in 2s\n",
+ "ValueError: The `past_covariates` are not long enough. Given horizon `n=1`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=1`, the `past_covariates` have to range from 2025-08-26 00:00:00 until 2025-09-01 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-08-29 00:00:00.\n",
+ "predict() failed at origin 2025-09-01 (attempt 2/3): The `past_covariates` are not long enough. Given horizon `n=1`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=1`, the `past_covariates` have to range from 2025-08-26 00:00:00 until 2025-09-01 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-08-29 00:00:00. — retrying in 2s\n",
+ "ValueError: The `past_covariates` are not long enough. Given horizon `n=1`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=1`, the `past_covariates` have to range from 2025-08-26 00:00:00 until 2025-09-01 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-08-29 00:00:00.\n",
+ "predict() failed at origin 2025-09-01 after 3 attempt(s) — skipping origin: The `past_covariates` are not long enough. Given horizon `n=1`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=1`, the `past_covariates` have to range from 2025-08-26 00:00:00 until 2025-09-01 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-08-29 00:00:00.\n",
+ "ValueError: The `past_covariates` are not long enough. Given horizon `n=5`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=5`, the `past_covariates` have to range from 2025-01-14 00:00:00 until 2025-01-20 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-01-17 00:00:00.\n",
+ "predict() failed at origin 2025-01-20 (attempt 1/3): The `past_covariates` are not long enough. Given horizon `n=5`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=5`, the `past_covariates` have to range from 2025-01-14 00:00:00 until 2025-01-20 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-01-17 00:00:00. — retrying in 2s\n",
+ "ValueError: The `past_covariates` are not long enough. Given horizon `n=5`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=5`, the `past_covariates` have to range from 2025-01-14 00:00:00 until 2025-01-20 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-01-17 00:00:00.\n",
+ "predict() failed at origin 2025-01-20 (attempt 2/3): The `past_covariates` are not long enough. Given horizon `n=5`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=5`, the `past_covariates` have to range from 2025-01-14 00:00:00 until 2025-01-20 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-01-17 00:00:00. — retrying in 2s\n",
+ "ValueError: The `past_covariates` are not long enough. Given horizon `n=5`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=5`, the `past_covariates` have to range from 2025-01-14 00:00:00 until 2025-01-20 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-01-17 00:00:00.\n",
+ "predict() failed at origin 2025-01-20 after 3 attempt(s) — skipping origin: The `past_covariates` are not long enough. Given horizon `n=5`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=5`, the `past_covariates` have to range from 2025-01-14 00:00:00 until 2025-01-20 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-01-17 00:00:00.\n",
+ "ValueError: The `past_covariates` are not long enough. Given horizon `n=5`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=5`, the `past_covariates` have to range from 2025-02-11 00:00:00 until 2025-02-17 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-02-14 00:00:00.\n",
+ "predict() failed at origin 2025-02-17 (attempt 1/3): The `past_covariates` are not long enough. Given horizon `n=5`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=5`, the `past_covariates` have to range from 2025-02-11 00:00:00 until 2025-02-17 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-02-14 00:00:00. — retrying in 2s\n",
+ "ValueError: The `past_covariates` are not long enough. Given horizon `n=5`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=5`, the `past_covariates` have to range from 2025-02-11 00:00:00 until 2025-02-17 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-02-14 00:00:00.\n",
+ "predict() failed at origin 2025-02-17 (attempt 2/3): The `past_covariates` are not long enough. Given horizon `n=5`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=5`, the `past_covariates` have to range from 2025-02-11 00:00:00 until 2025-02-17 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-02-14 00:00:00. — retrying in 2s\n",
+ "ValueError: The `past_covariates` are not long enough. Given horizon `n=5`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=5`, the `past_covariates` have to range from 2025-02-11 00:00:00 until 2025-02-17 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-02-14 00:00:00.\n",
+ "predict() failed at origin 2025-02-17 after 3 attempt(s) — skipping origin: The `past_covariates` are not long enough. Given horizon `n=5`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=5`, the `past_covariates` have to range from 2025-02-11 00:00:00 until 2025-02-17 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-02-14 00:00:00.\n",
+ "ValueError: The `past_covariates` are not long enough. Given horizon `n=5`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=5`, the `past_covariates` have to range from 2025-05-20 00:00:00 until 2025-05-26 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-05-23 00:00:00.\n",
+ "predict() failed at origin 2025-05-26 (attempt 1/3): The `past_covariates` are not long enough. Given horizon `n=5`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=5`, the `past_covariates` have to range from 2025-05-20 00:00:00 until 2025-05-26 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-05-23 00:00:00. — retrying in 2s\n",
+ "ValueError: The `past_covariates` are not long enough. Given horizon `n=5`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=5`, the `past_covariates` have to range from 2025-05-20 00:00:00 until 2025-05-26 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-05-23 00:00:00.\n",
+ "predict() failed at origin 2025-05-26 (attempt 2/3): The `past_covariates` are not long enough. Given horizon `n=5`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=5`, the `past_covariates` have to range from 2025-05-20 00:00:00 until 2025-05-26 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-05-23 00:00:00. — retrying in 2s\n",
+ "ValueError: The `past_covariates` are not long enough. Given horizon `n=5`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=5`, the `past_covariates` have to range from 2025-05-20 00:00:00 until 2025-05-26 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-05-23 00:00:00.\n",
+ "predict() failed at origin 2025-05-26 after 3 attempt(s) — skipping origin: The `past_covariates` are not long enough. Given horizon `n=5`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=5`, the `past_covariates` have to range from 2025-05-20 00:00:00 until 2025-05-26 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-05-23 00:00:00.\n",
+ "ValueError: The `past_covariates` are not long enough. Given horizon `n=5`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=5`, the `past_covariates` have to range from 2025-08-26 00:00:00 until 2025-09-01 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-08-29 00:00:00.\n",
+ "predict() failed at origin 2025-09-01 (attempt 1/3): The `past_covariates` are not long enough. Given horizon `n=5`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=5`, the `past_covariates` have to range from 2025-08-26 00:00:00 until 2025-09-01 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-08-29 00:00:00. — retrying in 2s\n",
+ "ValueError: The `past_covariates` are not long enough. Given horizon `n=5`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=5`, the `past_covariates` have to range from 2025-08-26 00:00:00 until 2025-09-01 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-08-29 00:00:00.\n",
+ "predict() failed at origin 2025-09-01 (attempt 2/3): The `past_covariates` are not long enough. Given horizon `n=5`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=5`, the `past_covariates` have to range from 2025-08-26 00:00:00 until 2025-09-01 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-08-29 00:00:00. — retrying in 2s\n",
+ "ValueError: The `past_covariates` are not long enough. Given horizon `n=5`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=5`, the `past_covariates` have to range from 2025-08-26 00:00:00 until 2025-09-01 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-08-29 00:00:00.\n",
+ "predict() failed at origin 2025-09-01 after 3 attempt(s) — skipping origin: The `past_covariates` are not long enough. Given horizon `n=5`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=5`, the `past_covariates` have to range from 2025-08-26 00:00:00 until 2025-09-01 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-08-29 00:00:00.\n",
+ "ValueError: The `past_covariates` are not long enough. Given horizon `n=21`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=21`, the `past_covariates` have to range from 2025-01-14 00:00:00 until 2025-01-20 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-01-17 00:00:00.\n",
+ "predict() failed at origin 2025-01-20 (attempt 1/3): The `past_covariates` are not long enough. Given horizon `n=21`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=21`, the `past_covariates` have to range from 2025-01-14 00:00:00 until 2025-01-20 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-01-17 00:00:00. — retrying in 2s\n",
+ "ValueError: The `past_covariates` are not long enough. Given horizon `n=21`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=21`, the `past_covariates` have to range from 2025-01-14 00:00:00 until 2025-01-20 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-01-17 00:00:00.\n",
+ "predict() failed at origin 2025-01-20 (attempt 2/3): The `past_covariates` are not long enough. Given horizon `n=21`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=21`, the `past_covariates` have to range from 2025-01-14 00:00:00 until 2025-01-20 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-01-17 00:00:00. — retrying in 2s\n",
+ "ValueError: The `past_covariates` are not long enough. Given horizon `n=21`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=21`, the `past_covariates` have to range from 2025-01-14 00:00:00 until 2025-01-20 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-01-17 00:00:00.\n",
+ "predict() failed at origin 2025-01-20 after 3 attempt(s) — skipping origin: The `past_covariates` are not long enough. Given horizon `n=21`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=21`, the `past_covariates` have to range from 2025-01-14 00:00:00 until 2025-01-20 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-01-17 00:00:00.\n",
+ "ValueError: The `past_covariates` are not long enough. Given horizon `n=21`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=21`, the `past_covariates` have to range from 2025-02-11 00:00:00 until 2025-02-17 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-02-14 00:00:00.\n",
+ "predict() failed at origin 2025-02-17 (attempt 1/3): The `past_covariates` are not long enough. Given horizon `n=21`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=21`, the `past_covariates` have to range from 2025-02-11 00:00:00 until 2025-02-17 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-02-14 00:00:00. — retrying in 2s\n",
+ "ValueError: The `past_covariates` are not long enough. Given horizon `n=21`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=21`, the `past_covariates` have to range from 2025-02-11 00:00:00 until 2025-02-17 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-02-14 00:00:00.\n",
+ "predict() failed at origin 2025-02-17 (attempt 2/3): The `past_covariates` are not long enough. Given horizon `n=21`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=21`, the `past_covariates` have to range from 2025-02-11 00:00:00 until 2025-02-17 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-02-14 00:00:00. — retrying in 2s\n",
+ "ValueError: The `past_covariates` are not long enough. Given horizon `n=21`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=21`, the `past_covariates` have to range from 2025-02-11 00:00:00 until 2025-02-17 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-02-14 00:00:00.\n",
+ "predict() failed at origin 2025-02-17 after 3 attempt(s) — skipping origin: The `past_covariates` are not long enough. Given horizon `n=21`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=21`, the `past_covariates` have to range from 2025-02-11 00:00:00 until 2025-02-17 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-02-14 00:00:00.\n",
+ "ValueError: The `past_covariates` are not long enough. Given horizon `n=21`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=21`, the `past_covariates` have to range from 2025-05-20 00:00:00 until 2025-05-26 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-05-23 00:00:00.\n",
+ "predict() failed at origin 2025-05-26 (attempt 1/3): The `past_covariates` are not long enough. Given horizon `n=21`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=21`, the `past_covariates` have to range from 2025-05-20 00:00:00 until 2025-05-26 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-05-23 00:00:00. — retrying in 2s\n",
+ "ValueError: The `past_covariates` are not long enough. Given horizon `n=21`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=21`, the `past_covariates` have to range from 2025-05-20 00:00:00 until 2025-05-26 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-05-23 00:00:00.\n",
+ "predict() failed at origin 2025-05-26 (attempt 2/3): The `past_covariates` are not long enough. Given horizon `n=21`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=21`, the `past_covariates` have to range from 2025-05-20 00:00:00 until 2025-05-26 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-05-23 00:00:00. — retrying in 2s\n",
+ "ValueError: The `past_covariates` are not long enough. Given horizon `n=21`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=21`, the `past_covariates` have to range from 2025-05-20 00:00:00 until 2025-05-26 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-05-23 00:00:00.\n",
+ "predict() failed at origin 2025-05-26 after 3 attempt(s) — skipping origin: The `past_covariates` are not long enough. Given horizon `n=21`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=21`, the `past_covariates` have to range from 2025-05-20 00:00:00 until 2025-05-26 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-05-23 00:00:00.\n",
+ "ValueError: The `past_covariates` are not long enough. Given horizon `n=21`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=21`, the `past_covariates` have to range from 2025-08-26 00:00:00 until 2025-09-01 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-08-29 00:00:00.\n",
+ "predict() failed at origin 2025-09-01 (attempt 1/3): The `past_covariates` are not long enough. Given horizon `n=21`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=21`, the `past_covariates` have to range from 2025-08-26 00:00:00 until 2025-09-01 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-08-29 00:00:00. — retrying in 2s\n",
+ "ValueError: The `past_covariates` are not long enough. Given horizon `n=21`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=21`, the `past_covariates` have to range from 2025-08-26 00:00:00 until 2025-09-01 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-08-29 00:00:00.\n",
+ "predict() failed at origin 2025-09-01 (attempt 2/3): The `past_covariates` are not long enough. Given horizon `n=21`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=21`, the `past_covariates` have to range from 2025-08-26 00:00:00 until 2025-09-01 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-08-29 00:00:00. — retrying in 2s\n",
+ "ValueError: The `past_covariates` are not long enough. Given horizon `n=21`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=21`, the `past_covariates` have to range from 2025-08-26 00:00:00 until 2025-09-01 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-08-29 00:00:00.\n",
+ "predict() failed at origin 2025-09-01 after 3 attempt(s) — skipping origin: The `past_covariates` are not long enough. Given horizon `n=21`, `min(lags_past_covariates)=-5`, `max(lags_past_covariates)=-1` and `output_chunk_length=21`, the `past_covariates` have to range from 2025-08-26 00:00:00 until 2025-09-01 00:00:00 (inclusive), but they only range from 2016-01-15 00:00:00 until 2025-08-29 00:00:00.\n"
+ ]
+ },
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ " baa10y_change_1b mean CRPS = 1.24964 (47 preds)\n",
+ " baa10y_change_5b mean CRPS = 3.77175 (47 preds)\n",
+ " baa10y_change_21b mean CRPS = 6.60834 (47 preds)\n",
+ "Running llmp_sampled_trajectories_baa10y_v1_target_h48_n8[gemini-3.1-flash-lite-preview] ...\n",
+ " baa10y_change_1b mean CRPS = 1.54469 (51 preds)\n",
+ " baa10y_change_5b mean CRPS = 3.92759 (51 preds)\n",
+ " baa10y_change_21b mean CRPS = 8.45459 (51 preds)\n",
+ "Running llmp_sampled_trajectories_baa10y_v1_cov_h48_n8[gemini-3.1-flash-lite-preview] ...\n"
+ ]
+ },
+ {
+ "name": "stderr",
+ "output_type": "stream",
+ "text": [
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+ "client_session: \n",
+ "Unclosed connector\n",
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+ "Unclosed client session\n",
+ "client_session: \n",
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+ "Unclosed client session\n",
+ "client_session: \n",
+ "Unclosed connector\n",
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+ "connector: \n",
+ "Unclosed client session\n",
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+ "connector: \n",
+ "Unclosed client session\n",
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+ "Unclosed client session\n",
+ "client_session: \n",
+ "Unclosed connector\n",
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+ "Unclosed client session\n",
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+ "Unclosed client session\n",
+ "client_session: \n",
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+ "client_session: \n",
+ "Unclosed connector\n",
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+ "Unclosed client session\n",
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+ "Unclosed client session\n",
+ "client_session: \n",
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+ "client_session: \n",
+ "Unclosed connector\n",
+ "connections: ['deque([(, 14617.36877537), (, 14617.37067253), (, 14617.392182999), (, 14617.40116441), (, 14617.462963382), (, 14617.483987372), (, 14617.504125552), (, 14617.517067173)])']\n",
+ "connector: \n",
+ "Unclosed connector\n",
+ "connections: ['deque([(, 14618.083843483), (, 14618.085658843), (, 14618.093078023), (, 14618.095196813), (, 14618.116388275), (, 14618.129652046), (, 14618.140251107), (, 14618.17455023)])']\n",
+ "connector: \n",
+ "Unclosed client session\n",
+ "client_session: \n",
+ "Unclosed connector\n",
+ "connections: ['deque([(, 14618.721556612), (, 14618.742079481), (, 14618.777871923), (, 14618.788245723), (, 14618.790221212), (, 14618.822141013), (, 14618.823925773), (, 14618.875622636)])']\n",
+ "connector: \n",
+ "Unclosed client session\n",
+ "client_session: \n",
+ "Unclosed connector\n",
+ "connections: ['deque([(, 14619.387967982), (, 14619.398965403), (, 14619.418556295), (, 14619.428373936), (, 14619.430513216), (, 14619.451616928), (, 14619.453581668), (, 14619.50661036)])']\n",
+ "connector: \n",
+ "Unclosed client session\n",
+ "client_session: \n",
+ "Unclosed connector\n",
+ "connections: ['deque([(, 14620.120814979), (, 14620.137767578), (, 14620.146560558), (, 14620.158063547), (, 14620.268270866), (, 14620.33407109), (, 14620.42443028), (, 14621.32892614)])']\n",
+ "connector: \n",
+ "Unclosed client session\n",
+ "client_session: \n",
+ "Unclosed connector\n",
+ "connections: ['deque([(, 14621.855795434), (, 14621.879306256), (, 14621.890730376), (, 14621.909871155), (, 14621.920870036), (, 14621.966722198), (, 14621.988326447), (, 14622.024533468)])']\n",
+ "connector: \n",
+ "Unclosed client session\n",
+ "client_session: \n",
+ "Unclosed client session\n",
+ "client_session: