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stefan-jansen--machine-lear…/04_fundamental_alternative_data/06_fred_macro_eda.ipynb
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"# Macro Data Loading: FRED Economic Series\n",
"\n",
"**Chapter 4: Fundamental and Alternative Data**\n",
"**Docker image**: `ml4t`\n",
"**Section Reference**: Section 4.3 (Fundamentals Across the Asset-Class Spectrum)\n",
"\n",
"## Purpose\n",
"\n",
"This notebook provides first contact with macroeconomic time series from the Federal\n",
"Reserve Economic Data (FRED) database. Understanding mixed-frequency data handling\n",
"is critical for building point-in-time correct features.\n",
"\n",
"## Learning Objectives\n",
"\n",
"After completing this notebook, you will be able to:\n",
"- Load FRED macro series from Parquet using Polars\n",
"- Understand mixed-frequency data (daily, weekly, monthly)\n",
"- Apply forward-fill for point-in-time correctness\n",
"- Use pre-computed derived series (yield curve slopes)\n",
"\n",
"## Cross-References\n",
"\n",
"- **Upstream**: `macro/fred_macro.parquet` from DATA_DIR\n",
"- **Downstream**: `07_macro_data_alignment` (multi-frequency integration), Ch8 (regime features)\n",
"- **Related**: Section 4.3 discusses FRED, ALFRED vintages, and release timing"
]
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"\"\"\"Macro Data Loading: FRED Economic Series — load and explore macroeconomic time series from FRED.\"\"\"\n",
"\n",
"import plotly.graph_objects as go\n",
"import polars as pl\n",
"from plotly.subplots import make_subplots\n",
"\n",
"from data import load_macro, load_macro_metadata\n",
"from utils.style import COLORS"
]
},
{
"cell_type": "code",
"execution_count": 2,
"id": "ffa762d3",
"metadata": {
"execution": {
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"start_time": "2026-06-13T03:10:36.224745+00:00",
"status": "completed"
},
"tags": [
"parameters"
]
},
"outputs": [],
"source": [
"# Production defaults — Papermill injects overrides for CI"
]
},
{
"cell_type": "markdown",
"id": "e963401d",
"metadata": {
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"source": [
"## 1. Load and Inspect"
]
},
{
"cell_type": "code",
"execution_count": 3,
"id": "f97b1d76",
"metadata": {
"execution": {
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"status": "completed"
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"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Shape: (9497, 26)\n",
"Date range: 2000-01-01 to 2025-12-31\n"
]
}
],
"source": [
"macro = load_macro()\n",
"date_col = \"timestamp\" if \"timestamp\" in macro.columns else \"date\"\n",
"\n",
"print(f\"Shape: {macro.shape}\")\n",
"print(f\"Date range: {macro[date_col].min()} to {macro[date_col].max()}\")"
]
},
{
"cell_type": "code",
"execution_count": 4,
"id": "3907e49b",
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"outputs": [
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"name": "stdout",
"output_type": "stream",
"text": [
"Series count: 25\n",
"Metadata columns: ['series', 'source_id', 'native_frequency', 'group', 'description', 'kind', 'formula']\n"
]
}
],
"source": [
"# Load metadata\n",
"meta = load_macro_metadata()\n",
"category_col = \"category\" if \"category\" in meta.columns else \"group\"\n",
"series_col = \"series_id\" if \"series_id\" in meta.columns else \"series\"\n",
"print(f\"Series count: {len(meta)}\")\n",
"print(f\"Metadata columns: {meta.columns}\")"
]
},
{
"cell_type": "markdown",
"id": "1f656b9b",
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},
"source": [
"## 2. Coverage by Category"
]
},
{
"cell_type": "code",
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"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"\n",
"DERIVED (2 series):\n",
" - YIELD_CURVE_SLOPE\n",
" - YIELD_CURVE_5_10\n",
"\n",
"DAILY (11 series):\n",
" - dff\n",
" - dgs1\n",
" - dgs10\n",
" - dgs2\n",
" - dgs20\n",
" - dgs3\n",
" - dgs30\n",
" - dgs5\n",
" - dgs7\n",
" - t10y2y\n",
" - vixcls\n",
"\n",
"MONTHLY (8 series):\n",
" - civpart\n",
" - cpiaucsl\n",
" - cpilfesl\n",
" - indpro\n",
" - m2sl\n",
" - payems\n",
" - pcepi\n",
" - unrate\n",
"\n",
"QUARTERLY (2 series):\n",
" - gdp\n",
" - gdpc1\n",
"\n",
"WEEKLY (2 series):\n",
" - icsa\n",
" - walcl\n"
]
}
],
"source": [
"# Group by category\n",
"categories = meta.group_by(category_col).agg(\n",
" [\n",
" pl.len().alias(\"series_count\"),\n",
" pl.col(series_col).alias(\"series\"),\n",
" ]\n",
")\n",
"\n",
"for row in categories.iter_rows(named=True):\n",
" print(f\"\\n{row[category_col].upper()} ({row['series_count']} series):\")\n",
" for s in row[\"series\"]:\n",
" print(f\" - {s}\")"
]
},
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"cell_type": "markdown",
"id": "bb58659e",
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},
"source": [
"## 3. Treasury Yields Visualization\n",
"\n",
"Treasury yields are critical macro indicators. The 2-year and 10-year yields\n",
"are most commonly used for yield curve analysis."
]
},
{
"cell_type": "code",
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"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Observations: 9,495\n",
"Latest in dataset (2025-12-31): 10Y = 4.18%\n"
]
}
],
"source": [
"# Treasury yields - select available columns\n",
"yield_cols = [\"dgs2\", \"dgs10\"]\n",
"yields = macro.select([date_col] + yield_cols).drop_nulls()\n",
"yields = yields.sort(date_col)\n",
"\n",
"# Note: \"Latest\" refers to latest in this offline dataset, not current market\n",
"latest_10y = yields.item(-1, \"dgs10\")\n",
"latest_date = yields.item(-1, date_col)\n",
"\n",
"print(f\"Observations: {len(yields):,}\")\n",
"print(f\"Latest in dataset ({latest_date}): 10Y = {latest_10y:.2f}%\")"
]
},
{
"cell_type": "code",
"execution_count": 7,
"id": "83f30118",
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"outputs": [],
"source": [
"# Visualize Treasury yields (last 5 years)\n",
"yields_recent = yields.filter(pl.col(date_col) >= pl.lit(\"2020-01-01\").str.to_date())\n",
"yields_pd = yields_recent.to_pandas()"
]
},
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"
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"fig = go.Figure()\n",
"\n",
"fig.add_trace(\n",
" go.Scatter(\n",
" x=yields_pd[date_col],\n",
" y=yields_pd[\"dgs2\"],\n",
" mode=\"lines\",\n",
" name=\"2-Year Treasury\",\n",
" line=dict(color=COLORS[\"slate\"], width=1.5),\n",
" )\n",
")\n",
"\n",
"fig.add_trace(\n",
" go.Scatter(\n",
" x=yields_pd[date_col],\n",
" y=yields_pd[\"dgs10\"],\n",
" mode=\"lines\",\n",
" name=\"10-Year Treasury\",\n",
" line=dict(color=COLORS[\"blue\"], width=1.5),\n",
" )\n",
")"
]
},
{
"cell_type": "code",
"execution_count": 9,
"id": "16f3a01d",
"metadata": {
"execution": {
"iopub.execute_input": "2026-06-13T03:10:37.324375Z",
"iopub.status.busy": "2026-06-13T03:10:37.324278Z",
"iopub.status.idle": "2026-06-13T03:10:37.456282Z",
"shell.execute_reply": "2026-06-13T03:10:37.455810Z"
},
"papermill": {
"duration": 0.1364,
"end_time": "2026-06-13T03:10:37.457014+00:00",
"exception": false,
"start_time": "2026-06-13T03:10:37.320614+00:00",
"status": "completed"
}
},
"outputs": [
{
"data": {
"application/vnd.plotly.v1+json": {
"config": {
"plotlyServerURL": "https://plot.ly"
},
"data": [
{
"line": {
"color": "#1a2d4a",
"width": 1.5
},
"mode": "lines",
"name": "2-Year Treasury",
"type": "scatter",
"x": [
"2020-01-01T00:00:00",
"2020-01-02T00:00:00",
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},
"metadata": {},
"output_type": "display_data"
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"\n",
"Key insight: When 2Y > 10Y, the yield curve is 'inverted', which has\n",
"historically preceded recessions by 6-18 months.\n"
]
}
],
"source": [
"# Add rate hike annotations\n",
"events = [\n",
" (\"2022-03-16\", \"Fed Hike Cycle Begins\", 0.5),\n",
" (\"2023-07-26\", \"Peak Rate 5.25-5.50%\", 5.5),\n",
"]\n",
"for date, label, y_pos in events:\n",
" fig.add_annotation(\n",
" x=date,\n",
" y=y_pos,\n",
" text=label,\n",
" showarrow=True,\n",
" arrowhead=2,\n",
" arrowsize=1,\n",
" ax=30,\n",
" ay=-30,\n",
" )\n",
"\n",
"fig.update_layout(\n",
" title=\"Treasury Yields: 2-Year and 10-Year\",\n",
" xaxis_title=\"Date\",\n",
" yaxis_title=\"Yield (%)\",\n",
" template=\"plotly_white\",\n",
" height=400,\n",
" legend=dict(orientation=\"h\", yanchor=\"bottom\", y=1.02, xanchor=\"center\", x=0.5),\n",
")\n",
"\n",
"fig.show()\n",
"\n",
"print(\"\\nKey insight: When 2Y > 10Y, the yield curve is 'inverted', which has\")\n",
"print(\"historically preceded recessions by 6-18 months.\")"
]
},
{
"cell_type": "markdown",
"id": "a0dd920e",
"metadata": {
"papermill": {
"duration": 0.004049,
"end_time": "2026-06-13T03:10:37.465501+00:00",
"exception": false,
"start_time": "2026-06-13T03:10:37.461452+00:00",
"status": "completed"
}
},
"source": [
"## 4. VIX Volatility Index\n",
"\n",
"The VIX measures implied volatility from S&P 500 options. Spikes indicate\n",
"market fear and can be used for regime detection."
]
},
{
"cell_type": "code",
"execution_count": 10,
"id": "faa706cd",
"metadata": {
"execution": {
"iopub.execute_input": "2026-06-13T03:10:37.474144Z",
"iopub.status.busy": "2026-06-13T03:10:37.474057Z",
"iopub.status.idle": "2026-06-13T03:10:37.477298Z",
"shell.execute_reply": "2026-06-13T03:10:37.477045Z"
},
"papermill": {
"duration": 0.008109,
"end_time": "2026-06-13T03:10:37.477624+00:00",
"exception": false,
"start_time": "2026-06-13T03:10:37.469515+00:00",
"status": "completed"
}
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Observations: 9,495\n",
"Latest in dataset (2025-12-31): 14.9\n",
"Historical mean: 19.8\n",
"Historical max: 82.7 (crisis peak)\n"
]
}
],
"source": [
"# VIX (volatility) - lowercase column names\n",
"vix = macro.select([date_col, \"vixcls\"]).drop_nulls().sort(date_col)\n",
"latest_vix = vix.item(-1, \"vixcls\")\n",
"latest_vix_date = vix.item(-1, date_col)\n",
"\n",
"print(f\"Observations: {len(vix):,}\")\n",
"print(f\"Latest in dataset ({latest_vix_date}): {latest_vix:.1f}\")\n",
"print(f\"Historical mean: {vix['vixcls'].mean():.1f}\")\n",
"print(f\"Historical max: {vix['vixcls'].max():.1f} (crisis peak)\")"
]
},
{
"cell_type": "code",
"execution_count": 11,
"id": "fb0000f5",
"metadata": {
"execution": {
"iopub.execute_input": "2026-06-13T03:10:37.492138Z",
"iopub.status.busy": "2026-06-13T03:10:37.491990Z",
"iopub.status.idle": "2026-06-13T03:10:37.571559Z",
"shell.execute_reply": "2026-06-13T03:10:37.571058Z"
},
"papermill": {
"duration": 0.0881,
"end_time": "2026-06-13T03:10:37.572171+00:00",
"exception": false,
"start_time": "2026-06-13T03:10:37.484071+00:00",
"status": "completed"
}
},
"outputs": [
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},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"# Visualize VIX with crisis annotations\n",
"vix_recent = vix.filter(pl.col(date_col) >= pl.lit(\"2020-01-01\").str.to_date())\n",
"vix_pd = vix_recent.to_pandas()\n",
"\n",
"fig = go.Figure()\n",
"\n",
"fig.add_trace(\n",
" go.Scatter(\n",
" x=vix_pd[date_col],\n",
" y=vix_pd[\"vixcls\"],\n",
" mode=\"lines\",\n",
" name=\"VIX\",\n",
" line=dict(color=COLORS[\"amber\"], width=1.5),\n",
" fill=\"tozeroy\",\n",
" fillcolor=\"rgba(139, 69, 19, 0.1)\",\n",
" )\n",
")\n",
"\n",
"# Regime thresholds\n",
"fig.add_hline(\n",
" y=20,\n",
" line_dash=\"dash\",\n",
" line_color=\"gray\",\n",
" annotation_text=\"Normal (<20)\",\n",
" annotation_position=\"right\",\n",
")\n",
"fig.add_hline(\n",
" y=30,\n",
" line_dash=\"dash\",\n",
" line_color=COLORS[\"slate\"],\n",
" annotation_text=\"Elevated (>30)\",\n",
" annotation_position=\"right\",\n",
")"
]
},
{
"cell_type": "code",
"execution_count": 12,
"id": "68868a19",
"metadata": {
"execution": {
"iopub.execute_input": "2026-06-13T03:10:37.586116Z",
"iopub.status.busy": "2026-06-13T03:10:37.586015Z",
"iopub.status.idle": "2026-06-13T03:10:37.589178Z",
"shell.execute_reply": "2026-06-13T03:10:37.588729Z"
},
"papermill": {
"duration": 0.009347,
"end_time": "2026-06-13T03:10:37.589496+00:00",
"exception": false,
"start_time": "2026-06-13T03:10:37.580149+00:00",
"status": "completed"
}
},
"outputs": [],
"source": [
"# Crisis events\n",
"crisis_events = [\n",
" (\"2020-03-16\", \"COVID Crash\", 82),\n",
" (\"2022-01-24\", \"Fed Taper Tantrum\", 38),\n",
" (\"2023-03-13\", \"SVB Collapse\", 29),\n",
"]\n",
"for date, label, y_pos in crisis_events:\n",
" fig.add_annotation(\n",
" x=date,\n",
" y=y_pos,\n",
" text=label,\n",
" showarrow=True,\n",
" arrowhead=2,\n",
" ax=0,\n",
" ay=-30,\n",
" )"
]
},
{
"cell_type": "code",
"execution_count": 13,
"id": "8f6a6265",
"metadata": {
"execution": {
"iopub.execute_input": "2026-06-13T03:10:37.600804Z",
"iopub.status.busy": "2026-06-13T03:10:37.600704Z",
"iopub.status.idle": "2026-06-13T03:10:37.678829Z",
"shell.execute_reply": "2026-06-13T03:10:37.678423Z"
},
"papermill": {
"duration": 0.085414,
"end_time": "2026-06-13T03:10:37.680179+00:00",
"exception": false,
"start_time": "2026-06-13T03:10:37.594765+00:00",
"status": "completed"
}
},
"outputs": [
{
"data": {
"application/vnd.plotly.v1+json": {
"config": {
"plotlyServerURL": "https://plot.ly"
},
"data": [
{
"fill": "tozeroy",
"fillcolor": "rgba(139, 69, 19, 0.1)",
"line": {
"color": "#D4A84B",
"width": 1.5
},
"mode": "lines",
"name": "VIX",
"type": "scatter",
"x": [
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CK8ClFEKEUB6Dz53Qy6kxEKEqUr0jihXMZR4nyibZL/k3kaqxA9qaf5PHyDKZZNeqSUF+0OSxukiBfTYvJOG9cPk6FizfbITn2o3bJsMqm/zYH9k2O7DNr1N4bTXM9qLYddA0swrGzhUTHcqShye8v6z6xmSabJtMcBPRl3GS8fr37GUjvDLJrm2jqkHGLngNb4e+3+DsxWtYOWtwkP2ePn2OT6t++cqEyDY9x2P/H8dRtXxhs0KIiJ+UVDizOSK8IS1LNnSi1JJvDyJAodX7iugVrNTWyPqkIR2DNE9Epe/IWZg5tptZ6cAZ4ZXa48wZ00AmdtpvoQlvSMuSVWnS10ilsAtrswmvPO2QEiOR1AuXrmP6/LX478JVk323fd4l+12zxQCTuS5TLF+QsPKYf8nqrTi0ZRZOnDpvst6SmZQMZUibo7Ek8x8a/5DGylnhrdduCP47fwUHNk536PKyfecF/3zIwcGFV8Q2f4W2ZtKpZNuTJ030yjlkn08qy01qfvTuGLTWfM+Bo+jYf5K5ifgo2/vhxnKoA9yJBEiABNyIgFsKr+0HylZ3K7zkx0+24CIj/xae8EqNYpUmfYw4ipw48vg1+BiJSO35/ZjJgMjjxO17/kSHfpMweWhHlCz8cnmwil/0Mo/cl303MMjh8kOTu0wLlC6aL1COgwuviHKTTi8z2jUrFkOWD9Ii4VvxsfbnPdj+6584un1uYMzXKbzyGF2WkipX7GOM6tfaPFaX/5aaTalzdWRzVnjlUbRkw2w1qFt2HTQrS4joBV+KLbjwSiZf5Cm0LfiER6nRrt6sH+R/ZXk6WabO2S2iwiviJlLz5+aZgRMqQxMumywGb7+0VTKSkuW1TYRyVHhlLEWA5BF5n2AC5IzwSgmS1JzLJFBHhDf4PlKyMLp/G1NyYttk5Qa5sQprO/jzDOzce8hk7qcO74zin3wU4u6OxpJypdD4hzRWzgqvlFRI7fWRrXOC1POH1kdnhFdizFv2M8ZMX2pKduQmJmeWDKZ23Vb6Idd40epBb5aCn9tWKhJeLGc/I9yfBEiABN40AbcUXoFiK0GQNXnlMXOFhj1DzeKEJ7ztek8wdX8rZw5G0y6jzI/z2rnDTBmCo5vtkbitVlIem8syQrtXTwrMcorwyrqiUrpgv9mEVzJVUospW3DhlTb+fvikEXr7NYjlkbvU5b0p4ZW2fvX1NPyy7zAk07R+y15ItktWvZAaXkc2Z4VXlv0SObAJr01YpK62WKGXdZu2Lbjwyhh4enqGOikoeZJEpk7VtomsVm/W3zyalxKC/l0aOdKlIPtEVHi/mbUSM75f75TwysSirm1e1lnaNnl0L7Xj8kKI2pWL22V4g5Z1BJ+0ZvvvkGI6I7wi21Ki4ajwyoQzqXH3D/CHrB0tq6ksnNwnyPUkNeXdh0w3N1W5sr0f4pjk+DCDeTwvwhvStWE7yNFYMqk0NOENaaycFV5Z7UWemMgNsSMlVc4Kr/RXkgU/bttvvu+O/XPWZNGlpndw92aBkwZlkltokwxlOUPbWtxhxXL6Q8IDSIAESOANE3Bb4ZWF/eVHVyZb7Nr/l1lJYMvSsWbVg+BbWMIrk0v6jJgZOJvZJlOhLSEV2ng8ffYCRap9iQJ5sppa3iLVOphHg1Kva9ukrlUmI+1ePTlISYOt/jiskgapYUyWJJGZQGW/hSS8kpUrWiiX6ZP9FtEaXqmXlUkqMhs8zbuvvvDDVrMrk+5+WL8DHh4e4cqNfbusCq+sFiCTmvp0bIgGNUoH6XNw4ZUx+OvEGexeOzmw7jOsz5jcaMhKDyLSKzfuMqtt2K944Mjn83UIr5Q0SI1mobzZAutcbW2z1ZjbShpsqwEEr7EOLrwyyfLj8q1QqkjeV1Yg0RRe+2XJZDlByRDHiuWNxdMGBK7MIWMoJQDd29ZFkzrlQx0G235yEyDiHtLmaCw51hnhDe1zGFpjbZl3Ec7gn137Y6QuWyboRUR47ePId1bXQVPNWtgyGTB+vDjmGsqfO4tTkzIlZvBYCd+K58hHg/uQAAmQgNsQcFvhtWV15Uds14EjplRAavxC2kITXsnayQsmcmbNGGQ1gZ7DvsPGrftNPNsbyRwZEck4yaSh/l0aY8CYOYE1k7Zjl63djsETFphsim0FBfmb/Jv8TTJgObJkMLsHz/CK0MlSQpuXjAlcRkkezXfqNwnnLl0LkuGVPsWNG/sV6Yyo8EqWTLK4wZexsvXLtiqDZE6lHtmWSXSEmexjVXhloqHcYMjSaDJmtmW8ZKWFtj3HQ358bas0LN+w00zMCekNejI5SuqxbS8mkRnzMnNeHuPKi0lkgt7tew+wZs5Qc/Ph6PY6hFfaIo/4pbxDJhzZ1jOWWnIRQ1lhQpYuEza2Gyz7jLVkYGcv/hGTZq8MsuqHfHZkua4fvx8V2GepHZdrXUQppGXJgr9a2NkMb/B1eCVDLStwyIS4hVP6molq0t7y9bqbpcjkqYf9eMgTE3nxh9Qry35l6nQ1q5qsnDXEXAu2zTZp7a0EcR2K5azwhvY5DO26kXbXbz/U3JCF9HIJuc5lOT0RU1nqzRnhletanjjJShv2b2mzlWLY6oDlyZRM7LSvybe1V9ple2GNI7Ec/XxwPxIgARJwBwJuK7wCRwREfrzlyzyk7J78yIf1prUv+3yDA4dOmPIF+8zwnXsPUalRLyR9O6H5MQ3rTWv2gyTrVkpMWUZLVhTYufKbIJlc24z5E6fPoWq5wsiQLqVZ8kdeAyqrNthng4MLry1LJ3WMBXJnMctEbdvzJzw9YpjHkvYlDZKNlaysvGVJZqE/ePjEPOaOqPDKjUHZet3NxDF5JC7xJONpP2vf9khXhEp+POVHObwtvDethfaDHrykQc4jb5WSdVHlB1mWZ5K37e0+8JcpX0ifJkWg8IoASZZX1k+VyWcF82QxNxDyeFeW2hrSvZlZt1Qe19ZtOxj2k7Ak01uv3WCTAZN1cMN7vaut/69LeC9cvoE6rb827apRsah59CwT/KQvMjNfXqNt20RCpbZXVhWRWvB9B49BrntZ/s5+HV4baxFKqfcM8A8wNeP3Hzw2Mvk6hFfabJuoKKsJzBrXw9Q0y3rF7XtPQKxYMVGxdCEjxJKlls+h3ITJEwnZZK1tWXoweZK3zbJkIriyXJ08mbAtS+ZoLGcyvKF9DsP6XMjrylt2G2NelCMT9CRjHzt2TFy6chN7fj9quPft9IVZP9gZ4bVl7+X7Q97CKC+vkOtl6drt+DRf9sB1wuV13/XaDsbN2/fNCiuyv9w07f/zb7PusqwGI3MdbK9LDytWeJ9//p0ESIAE3ImAWwuvTeCktk6WXLKfyS8Q12/ei17DZwThaZvotmHLPkgmN7TXdNoEU2b9216xG97AiNDKpA+pOZQauH6dv3jlEJHzyXNWm+XKXr54IolZaF4y1fZLEYW0SsO8H37G9ys24+79R3j/vVTmhRNSIhG8hlfOP2ziQiN8L3x8UChfdjN5LqLCK53YtvtPfDNrBS5cuWHedCcCZf86ZnkblszGF6myX/YoLGby41qq1ldBdpHXyspMcNmcEV7Jjk1fsM5kymWy1YcZ06BTi8/x7cJ15obIluGVuPKofuGKTZBrQFZsiOnthXSp3zGrbNSpWhLx4sZBrVYD4evrZ46zr+W2ibWsSSwTxBzZXpfwSltElCRrJ6tkSPYzU/rUaP1F5cCJk7b2CvshExYY8fP28kKZonlN32XyZ/AXT4hsTpmzyghSsiQJzc2ZxJYXi9hPqLO9eMLVGV5bm+cv34TRU5eYiYkTB3UwE7tkjWG5Tn4//I8Z5+RJ3zZr2EoNsH09t5RxfLdwnfm8BATAZMBlXWJZa9b24glHYjkjvKF9DsO7ZmTtY3m5ztZdf5gJlj4+Pua77eOPsqBq+U8DP3fOCK/cnCxbu8O8pllugGQdYVmxoVKZT9C4drkgLzcROZbacbkRlxtHuSGSiYNli39sJszGiAGHY4XXV/6dBEiABNyFgFsLr7tAYjv+d3MhNcbyYgZuUZuAlOH8tG2/yfByIwESIAESIIHIToDCG9lH8DW1Xx6Ry7JG8oiYW9QhIJPhZLN/+iCZS1klRWrf5ckBNxIgARIgARKI7AQovJF9BF9D+0+fvWReP9ulVS3zRjJuUYeAvBBDXtn98UeZkS51Cvj7++PH7Qdw6/Y9fD+1n0PLZ0UdGuwJCZAACZBAVCVA4Y2qI+vCftneMrV9+QSnVi9wYRMYSonAvfuP0H3Itzj130XI/x8nTiyzckm7JtWcWsFEqXkMSwIkQAIkQAIuIUDhdQlGBiEBEiABEiABEiABEnBXAhRedx0ZtosESIAESIAESIAESMAlBCi8LsHIICRAAiRAAiRAAiRAAu5KgMLrriPDdpEACZAACZAACZAACbiEAIXXJRgZhARIgARIgARIgARIwF0JUHjddWTYLhIgARIgARIgARIgAZcQoPC6BCODkAAJkAAJkAAJkAAJuCsBCq+7jgzbRQIkQAIkQAIkQAIk4BICFF6XYGQQEiABEiABEiABEiABdyVA4XXXkWG7SIAESIAESIAESIAEXEKAwusSjAxCAiRAAiRAAiRAAiTgrgQovO46MmwXCZAACZAACZAACZCASwhQeF2CkUFIgARIgARIgARIgATclQCF111Hhu0iARIgARIgARIgARJwCQEKr0swMggJkAAJkAAJkAAJkIC7EqDwuuvIsF0kQAIkQAIkQAIkQAIuIUDhdQlGBiEBEiABEiABEiABEnBXAhRedx0ZtosESIAESIAESIAESMAlBCi8LsHIICRAAiRAAiRAAiRAAu5KgMLrriPDdpEACZAACZAACZAACbiEAIXXJRgZhARIgARIgARIgARIwF0JUHjddWTYLhIgARIgARIgARIgAZcQoPC6BCODkAAJkAAJkAAJkAAJuCsBCq+7jgzbRQIkQAIkQAIkQAIk4BICFF6XYGQQEiABEiABEiABEiABdyVA4XXXkWG7SIAESIAESIAESIAEXEKAwusSjAxCAiRAAiRAAiRAAiTgrgQovO46MmwXCZAACZAACZAACZCASwhQeF2CkUFIgARIgARIgARIgATclQCF111Hhu0iARIgARIgARIgARJwCQEKr0swMggJkAAJkAAJkAAJkIC7EqDwuuvIsF0kQAIkQAIkQAIkQAIuIUDhdQlGBiEBEiABEiABEiABEnBXAhRedx0ZtosESIAESIAESIAESMAlBCi8LsHIICRAAiRAAiRAAiRAAu5KgMLrriPDdpEACZAACZAACZAACbiEAIXXJRgZhARIgARIgARIgARIwF0JUHjddWTYLhIgARIgARIgARIgAZcQoPC6BCODkAAJkAAJkAAJkAAJuCsBCq+7jgzbRQIkQAIkQAIkQAIk4BICFF6XYGQQEiABEiABEiABEiABdyVA4XXXkWG7SIAESIAESIAESIAEXEKAwusSjAxCAiRAAiRAAiRAAiTgrgQovO46MmwXCZAACZAACZAACZCASwhQeF2CkUFIgARIgARIgARIgATclQCF111Hhu0iARIgARIgARIgARJwCQEKr0sw6gR58MQHsb09EdPbQ+cE0TTq0+d+8A8IQLzYXtGUgE63yVWH65PnfkBAAOLyenUpYHJ1Kc7AYD5+AXjy1AcJ48fUOQGjkkAECVB4IwjudRxG4dWhTDEjVx0COlEpZuSqQ0AnKoVXhyujWidA4bXOUC0ChVcHLYWXXHUI6ESl8JKrDgGdqBReHa6Map0Ahdc6Q7UIFF4dtBRectUhoBOVwkuuOgR0olJ4dbgyqnUCFF7rDNUiUHh10FJ4yVWHgE5UCi+56hDQiUrh1eHKqNYJUHitMwwSYdvuPzF7yUb88+8FxI4VE++nT4UaFYqiWvnCZr+r129jwozl2PP7UTx5+hwZ0qZE0zqfoXLZT+Dn54+Stbpg4FeNUbJwHtgL7+ipS/Dg0RM0rBkKNVAAACAASURBVFkGzb4ahfsPHuOt+HExdUQX5MnxAao06Ysz5y4jRowYiB8vDrJ+kA71a5RG6SJ5w+zhvfuPMGnOKmzf8yfuPXiElMkTo2DebGjVoBJSvpPEZXQ6D5hi2tmoVjmXxYxoIApvRMmFfRy56nCl8JKrDgGdqBReHa6Map0Ahdc6w8AIKzb8gtHTlqBn+/ooWjCn+fc9vx3FsrXbsfTbgbj/8DFqNOuPnFkzoF2Tang7YQLz9+GTvseALo1RqUwhDJ+0CLfv3se4ge0ChdfbKwZK1f4Kw3q2QKF82fDk6TN8/FkbbFs+HimSJTbnEeFt/UVllPjkI9y++wC79v+FafPXGEFu26hqiL18/OQZ6rYZhFQpk6Jzy1pIlSIpzl++jsWrtuKjbO+jdpUSLqND4XUZSrcNROHVGRoKL7nqENCJSuHV4cqo1glQeK0zNBGev/BB8Rqd0KN9PVT/rEiQqPK3WDG98d3C9di4dR/WzB0GD48Ygfss37AT0+evxZal43D85Fk07TIKu9dMhm+Ah1mW7K8Tp9F10DRsXz4Bnp4eoQpv+ybVUK74x4Fx/z59HnXaDMKGBSORNlXyV3o6a/FGrNy4C+vmDYO3d9Alumxt/qRKe7RrXA0bt+3H36fO4fup/TFg9GxcvHITAQH+yPLBeyYjLZls2Rat2oL5P2zCnXsPkDbVO+jSqhaKFMgJEd5kSRLiyvXb+P3wP3gvTQqMHdAuxHa5aEhCDUMx0yFMrjpcKbzkqkNAJyqFV4cro1onQOG1ztBE+PPoaTTqOBx/bpqBmDG9Q4zarMso5MmRCV82qx7k75JpzV+hDVbOGowP30+L8vV7oEPzGihSKK8R3hGTFyKmtxd6d2hgjgstwxtceGXf2q2/RpWyn5pMb/CtedfRyJklIzq1qBkqBRHe9GlSmoy0lDgkTZwIp/+7iPffS2X6uXz9DuzYewhzJ/SCCHar7mOxcHJfpEieGIeP/WvaKuUZIrynz15C19a1kSljGoyYvAgJ4sfFyD6tXDQCjoehmDnOypk9ydUZWo7vS+F1nJUze5KrM7Qc35fC6zgr7vl6CVB4XcRbamAHjZ+PX1Z9E2rEGs37o06VEqhTteQr++Qr3wpThnVGwbxZMXnOKpz89yKG92sHLw+gTJ0u+HZUV+T4ML3Twtu+z0RkypAmRKmt2WKAaUvtysXDFN4543saEbdtG7bsw4/b9+P02ctGaD09PLBr9SQj/SLR04Z3Rr6PPoS3l2fgMcFLGiRjvOCHTVj23UAXjYDjYShmjrNyZk9ydYaW4/tSzBxn5cye5OoMLcf3pfA6zop7vl4CFF4X8f7jr1No0W0Mfvvx2yCiZx9eMrx5c2ZC+6ZhZ3j/u3AVNZr1w4bF43Hq9FmMmbYYPy0aHRjK2QxvtfJFUL96qVd6Ku3JnzsL2jSq4rDwbti6D2OmLcXg7s3MsZeu3kDjTiOwd91UE2Pmog2QWuYbt++ZSWpSm5wu9Tsmw2s/aW3n3sOYNHslVs0e4qIRcDwMxcxxVs7sSa7O0HJ8X4qZ46yc2ZNcnaHl+L4UXsdZcc/XS4DC6yLeT5+9QLEaHc2EtZoViwaJaquHlZrZdZv3Ys2coUFqeH9YtwPTF6zF1mXjTY2ubJJ9rVGpBI4cO4W07yYPUgbhqPDKShF12w7Gz4tHB05us2/YtwvWYe2mPVg7d9grZRj2Nbz2Gd4BY+YgYYL46NqmtgklZQr2wmuLf+vOfTMZz9fPD5OGdKTwuug6c+cwFF6d0aGYkasOAZ2oFF4droxqnQCF1zrDwAgyYWvizBXo0qo2SnyaGx4xYmDfH8exbN0OLJnWH8+ev0ClRr2RPXN6k1W1rdIwcspiDOzaGJVKFwqMNXfpT9iy+09TL/vDdwORPm3KwL+FvUpDbty7/xC7DvyFqXNXo2ndz9CsboUQeynLnNVqORCpUyYzJQ8yyezStZtYtnaHKZ+QVRqkhtdeeCWDu233Hxg7sB2k9njct8tw7ORZk+Hde/AYLl29hTJF8yJ+3DgYMWUxfHx8MaRHMwqvC68zdw1F4dUZGQovueoQ0IlK4dXhyqjWCVB4rTMMEkEe+csqBf+euwwvTw9ky5wetSoXR8VSBc1+V67dwvgZy7H392Om/jVDuneNkMqSZPbb9Zt3zVJkmTOmxcpZgwL/JFnbsNbhlR1lHd5smd4zE9VkwlhY283b94yk7z7wl1nbN3myt1G8UC40r1/RZIWDC69Ibvch07H/jxNI/W5ylC2aD4vXbDXCe+q/Sxj2zUKcPHMRsgZFgTxZjciL2LOkwcUXmhuGo/DqDAqFl1x1COhEpfDqcGVU6wQovNYZqkXgm9Z00FLMyFWHgE5UCi+56hDQiUrh1eHKqNYJUHitM1SLQOHVQUvhJVcdAjpRKbzkqkNAJyqFV4cro1onQOG1zlAtAoVXBy2Fl1x1COhEpfCSqw4BnagUXh2ujGqdAIXXOkO1CBReHbQUXnLVIaATlcJLrjoEdKJSeHW4Mqp1AhRe6wzVIrhKeKfNW2PelMbtJQEKr86VQK46XCm85KpDQCcqhVeHK6NaJ0Dhtc5QLYKrhDdb8SY4vnOeWjsjW2CKmc6IkasOVwovueoQ0IlK4dXhyqjWCVB4rTNUi0Dh1UFLMSNXHQI6USm85KpDQCcqhVeHK6NaJ0Dhtc5QLQKFVwcthZdcdQjoRKXwkqsOAZ2oFF4droxqnQCF1zpDtQgUXh20FF5y1SGgE5XCS646BHSiUnh1uDKqdQIUXusM1SJQeHXQUnjJVYeATlQKL7nqENCJSuHV4cqo1glQeK0zVItA4dVBS+ElVx0COlEpvOSqQ0AnKoVXhyujWidA4bXOUC0ChVcHLYWXXHUI6ESl8JKrDgGdqBReHa6Map0Ahdc6Q7UIFF4dtBRectUhoBOVwkuuOgR0olJ4dbgyqnUCFF7rDNUiUHh10FJ4yVWHgE5UCi+56hDQiUrh1eHKqNYJUHitM1SLQOHVQUvhJVcdAjpRKbzkqkNAJyqFV4cro1onQOG1zlAtAoVXBy2Fl1x1COhEpfCSqw4BnagUXh2ujGqdAIXXOkO1CBReHbQUXnLVIaATlcJLrjoEdKJSeHW4Mqp1AhRe6wzVIlB4ddBSeMlVh4BOVAovueoQ0IlK4dXhyqjWCVB4rTNUi0Dh1UFL4SVXHQI6USm85KpDQCcqhVeHK6NaJ0Dhtc5QLQKFVwcthZdcdQjoRKXwkqsOAZ2oFF4droxqnQCF1zpDtQhWhXfB8k149Pgpps5djfZNqyN+vDhoVKucWnsjS2AKr85IkasOVwovueoQ0IlK4dXhyqjWCVB4rTNUi2BVeEV0p81fG9i+do2rGvGN7hvFTOcKIFcdrhRectUhoBOVwqvDlVGtE6DwWmeoFsGq8D549ARl6nQ1WV7J7m5ZNg5vxY+r1t7IEphipjNS5KrDlcJLrjoEdKJSeHW4Mqp1AhRe6wzVIlgVXmmYLcvL7O7/holipnPJkqsOVwovueoQ0IlK4dXhyqjWCVB4rTNUi+AK4b169nd83n4SVkztiJTpP1Zra2QKTDHTGS1y1eFK4SVXHQI6USm8OlwZ1ToBCi+A3Qf+wsSZK3Drzn3EjRPLTOyqV62UoevvH4Cx05di9U+74ePri1JF8mJQt6aIHSumdfrhRHCF8D6+cRS/reuL/FWGIV7yHOptjgwnoJjpjBK56nCl8JKrDgGdqBReHa6Map1AtBfe6zfvouIXPTFnfE/kzJoR5y5eQ/32Q/DN4A74+KMPsXTtdsz/4WdMHdHFyHD3wdORK9v76NamjnX6r0l4z+3ojfdKjKDw/j9vipnOpUuuOlwpvOSqQ0AnKoVXhyujWicQ7YX3t0P/oG2v8dizdgrixH6Zta3V6ms0qFEa1coXRuNOI1CqcJ7A5bx+2XcEg8fPx7bl463Tp/CqMwzpBBQzHezkqsOVwkuuOgR0olJ4dbgyqnUC0V54fXx80bTLKDx99tws2eXp4YEJM5Zj0dR+iBc3NorV6IQhPZqhaMFchvb5S9dRoWFPHPx5RqAgWx+GkCO4qqRBMrzJstVD8uwNtJoaqeJSzHSGi1x1uFJ4yVWHgE5UCq8OV0a1TiDaC68gXLx6G37eccDU5e49eBydWtREywaVDN38Fdpg8rBOKJA7i/lvKYEoWasLdq+ZjMSJEuDhEx/roxBKBB9ff3h6xICHR4wIn+P57eO4vrcf3spUG4ky14twnKh0oJ9/AAICAC/PiHONSjxc1RdydRXJoHF8/QMAXq8uh0uuLkdqAsrl6uvnj5heHjoniMZRE8T1jsa9t971aC+8e347imHffI9184bB29sLZ85fQctuY9C8XkVT1iAZ3mG9WqBw/pcTvoJneJ+98LM+CqFEePrCD96eHpbE7OmtY7iyuy/e/rAOEmepr9bWyBT4hY8/AhCAWN6ekanZbt9WctUZohe+/pA7tJi8Xl0KWK5XuZMgV5dihdz4vnjhhzixvVwbmNEQOyZ/s6xcBtFeeL9dsA5HTpzB9JFdAjkOGDPHrM4wtGdzNOo4HGWK5sMXn5c1f9+x9xAGjZuPnSsnWuHu0LEsaXAIk9M78dG708gcOoBcHcLk9E4saXAamUMHkKtDmJzeiSUNTiPjAa+JQLQX3j/+OoVW3cdixphuyJszE65cu4XGnUeia+vaKF8iPxat2oLvV241Qhw3Tmx0HTQNWTOlQ+8O+vWwFF6dTwHFjFx1COhEpZiRqw4BnagUXh2ujGqdQLQXXkG4bvOvmLVoI+49eIQE8eOi0edlUadqSUPXz88fo6YuMfv4+vqixKe5zTq8Ir/aG4VXhzCFl1x1COhEpfCSqw4BnagUXh2ujGqdAIXXOkO1CBReHbQUXnLVIaATlcJLrjoEdKJSeHW4Mqp1AhRe6wzVIrhSeJNkqoIUuVuptTUyBabw6owWuepwpfCSqw4BnagUXh2ujGqdAIXXOkO1CK4U3rjJsiN9yZFqbY1MgSlmOqNFrjpcKbzkqkNAJyqFV4cro1onQOG1zlAtAoVXBy3FjFx1COhEpfCSqw4BnagUXh2ujGqdAIXXOkO1CBReHbQUXnLVIaATlcJLrjoEdKJSeHW4Mqp1AhRe6wzVIlgVXn+fR7h7dhuuHZoJljT8b5govDqXLLnqcKXwkqsOAZ2oFF4droxqnQCF1zpDtQhWhffxjaM4t6O3aR+Fl8KrdqH+f2AKrw5hCi+56hDQiUrh1eHKqNYJUHitM1SLQOHVQUsxI1cdAjpRKbzkqkNAJyqFV4cro1onQOG1zlAtAoVXBy2Fl1x1COhEpfCSqw4BnagUXh2ujGqdAIXXOkO1CK4UXu94yZGp0hy1tkamwBRendEiVx2uFF5y1SGgE5XCq8OVUa0ToPBaZ6gWwZXCK43MVmeDWlsjU2CKmc5okasOVwovueoQ0IlK4dXhyqjWCVB4rTNUi0Dh1UFLMSNXHQI6USm85KpDQCcqhVeHK6NaJ0Dhtc5QLQKFVwcthZdcdQjoRKXwkqsOAZ2oFF4droxqnQCF1zpDtQgUXh20FF5y1SGgE5XCS646BHSiUnh1uDKqdQIUXusM1SJQeHXQUnjJVYeATlQKL7nqENCJSuHV4cqo1glQeK0zVItA4dVBS+ElVx0COlEpvOSqQ0AnKoVXhyujWidA4bXOUC0ChVcHLYWXXHUI6ESl8JKrDgGdqBReHa6Map0Ahdc6Q7UIrhbejOUmIXaiDGrtjSyBKbw6I0WuOlwpvOSqQ0AnKoVXhyujWidA4bXOUC2Cq4X3vRIjEC95DrX2RpbAFDOdkSJXHa4UXnLVIaATlcKrw5VRrROg8FpnqBaBwquDlmJGrjoEdKJSeMlVh4BOVAqvDldGtU6AwmudoVoEq8J749gi3Dy+JLB9zPC+REHh1blkyVWHK4WXXHUI6ESl8OpwZVTrBCi81hmqRaDw6qClmJGrDgGdqBRectUhoBOVwqvDlVGtE6DwWmeoFoHCq4OWwkuuOgR0olJ4yVWHgE5UCq8OV0a1ToDCa52hWgQKrw5aCi+56hDQiUrhJVcdAjpRKbw6XBnVOgEKr3WGahEovDpoKbzkqkNAJyqFl1x1COhEpfDqcGVU6wQovNYZqkVwtfAmy1YPybM3UGtvZAlM4dUZKXLV4UrhJVcdAjpRKbw6XBnVOgEKr3WGahFcLbwJUhVA2sL91dobWQJTzHRGilx1uFJ4yVWHgE5UCq8OV0a1TsDthPfAob9RIHeWEHu2/48TKJg3q/VeR5IIrhRez9iJ4ffsjul5dF+ejGKm8wEgVx2uFF5y1SGgE5XCq8OVUa0TcDvh/ah0c7RrUg0tG1RCjBgxTA/9/Pwxdd5qzPh+A47tmGu915EkgiuFN1aiTHh+7xSFl+vwql39FF4dtBRectUhoBOVwqvDlVGtE3A74T145CR6Dv0OH2RIjVF9W+PJs+foMWQ6Tp+9jP5dGqFiqYLWex1JIrhSeBOkKYWHF7dReCm8alc/hVcHLYWXXHUI6ESl8OpwZVTrBNxOeKVLDx49wddj5+LI8TN4+uw5Mr+fBsN7t0LK5Imt9zgSRXCl8CZMXxn3z66n8FJ41T4BFF4dtBRectUhoBOVwqvDlVGtE3BL4X367AVGTVmMFRt/gaeHB7q1rYOGNcsEljhY73bkiEDh1Rknihm56hDQiUrhJVcdAjpRKbw6XBnVOgG3E96/T59Ht8HT8fjJM4zu1wZeXh7oOmgaMmVIg2G9WiBp4oTWex1JIrhSeJPnao8bR6Yyw8sMr9rVzxsJHbQUXnLVIaATlcKrw5VRrRNwO+GVSWuF8mXH8N4t8HbCBKaHd+8/RK9hM3D85DnsWTvZeq8jSQRXCu87ebvj+h9jTM9T5G6JJJmqRhIKrm8mxcz1TCUiuepwpfCSqw4BnagUXh2ujGqdgNsJ77wffkbjWuVeKV8ICAjArMUbzeoN0WXTEt7o/gIKipnOJ4hcdbhSeMlVh4BOVAqvDldGtU7A7YTX1qVnz1/g+s27SJf6Heu9dCDC2k2/YuGKzThz/grSpkqOtXOHmaP8/QMwdvpSrP5pN3x8fVGqSF4M6tYUsWPFdCCqtV1cKbzpSs/C+a0tTIMovH7wDwhAvNhe1gaIRwchQOHVuSAovOSqQ0AnKoVXhyujWifgdsIr5Qv9R83Bjr2HTO+O75xn1uGt1WogihX6CJ1a1LTe62ARJKv8w7od6N2hAbJmeg9Pnj5DmneTm72Wrt2O+T/8jKkjuiBunFjoPng6cmV7H93a1HF5O4IHpPDqIKaYkasOAZ2oFF5y1SGgE5XCq8OVUa0TcDvh7TnsO9y6cx892tVDjeb9jfDKtnLjLpOBXTN3qPVe20V49PgpSnzeGctnDMJ7aVK8ErtxpxEoVTgPGtUqZ/72y74jGDx+PrYtH+/SdoQUzNXCe+3gaPPyCWZ4meHVuHh5I6FBFaDwkqsOAZ2oFF4droxqnYDbCW/hqh0wZ0JPZMqQGtmKNwkUXlm9oeGXw/DHphnWe20XYfuvhzBg9BzkzJoB8tILb28v1K1aEh2a1TB7FavRCUN6NEPRgrnMf5+/dB0VGvbEwZ9nIE5s3bIGVwuvaf/WFhTe5xRel36I/j8YhVeDKoVXhyq5anGl8GqRZVyrBNxOePOUbYm184aZkgJ74d194Kh549q+DdOs9jnI8YtWbcHCFVswdmBbfJA+Nc6cu4y2vSagbeOqRnzzV2iDycM6oUDuLOY4qSsuWasLdq+ZjMSJEuDRUx+Xtsc+2Atff7MOsadHxE5x689JeHxphzk4aeFvzf/e2tMGCTPVRqIP60UsaBQ4ytcvAAEBgLfXy1dXc3MNAXJ1DcfgUYQrAgAvXq8uBUyuLsUZGMzfH/D180dM7wj+cOk0K0pEjR/HO0r04011wu2Et2W3sciXKzNaf1E5UHifv/BB257jES9ubCOfrtwWrdqKTTt/w4JJfQLDTpixHP+eu4ypwzubDK+s/1s4fw7z9+AZXslqaW3PXvjB2zMGPCNovFd298Gz28dN894p+p353+u7WiNR5jpInKW+VrPdPq6Prz8CEICYXp5u39bI1EBy1RktufEV4+X16lq+5OpanrZofgEBePHCD3FicVKwqwnHicXfLCtM3U54T565iCadRuDj3B9i2+4/UaNCUfx26G+zFu+iqf1MFtaV2+4Df6HvyFnYtnwCvP9fgMZMX4p79x8Z0W3UcTjKFM2HLz4va04rk+kGjZuPnSsnurIZIcayWtJwdnsvPLl5zMSWVRqMsLOkgevFKl25LGnQAcsaXnLVIaATlSUNOlwZ1ToBtxNe6dLV67exaPVWnDh5ziwflTljGvNqYdvKCda7/b8IPj6+qPBFL5Qukhcdm9fEuYtX0brHOIzq2xqF8mWDlDx8v3Irpo+UVRpim7e+Zc2UzqzooL1ReHUIU8zIVYeATlQKL7nqENCJSuHV4cqo1gm4pfBa75ZzEaRMYdC4eTj6z39IliQR2jaqisplPzFBZEm0UVOXYN3mX+Hr64sSn+Y26/CK/GpvFF4dwhRectUhoBOVwkuuOgR0olJ4dbgyqnUCbiG8x06edbgn2TOnd3jfyL4jhVdnBCm85KpDQCcqhZdcdQjoRKXw6nBlVOsE3EJ4ZTUGRzfburyO7h+Z93OF8D5/eAXxU36KRBmrGhSs4QVreJU+FLyR0AFL4SVXHQI6USm8OlwZ1ToBtxBemZBm2waMmQvJ4tauUjzw3+T1vjJ5TJYKq1S6kPVeR5IIrhBeP58XSJGvR2CPKbwUXq3Ln8KrQ5bCS646BHSiUnh1uDKqdQJuIbz23fikcntMGd4ZeXJ8EKR3i1dvw8qNv2DlrMHWex1JImgI74WdHZAw9SdIVaBLJKHg+mZSzFzPVCKSqw5XCi+56hDQiUrh1eHKqNYJuJ3w5ivfCqP7t0XJT3MH6Z0sUdZ10FQc3jrbeq8jSQQN4ZXXC3t6x0T6kiMjCQXXN5Ni5nqmFF4dphKVwqvDllx1uFJ4dbgyqnUCbie8vYbPwMl/L2DS0I6By5DduffQyO79B4+xavYQ672OJBEovDoDReElVx0COlEpZuSqQ0AnKoVXhyujWifgdsL74NETdOw3CQePnESK5InNyyCuXLuNRAnjGwnOlTWj9V5HkggUXp2BovCSqw4BnagUXnLVIaATlcKrw5VRrRNwO+G1dWn/HyfMurgeHh4m01usUC7Eihm93iOtIbw3jkyG75OryFRpjvWrJ5JGoPDqDBy56nCl8JKrDgGdqBReHa6Map2A2wqv9a5F/ggawnvvzFrcP7se2epsiPyAItgDilkEwYVzGLnqcKXwkqsOAZ2oFF4droxqnYBbCu+FyzdMdvfRoyev9LBO1ZLWex1JIlB4dQaKYkauOgR0olJ4yVWHgE5UCq8OV0a1TsDthPeH9TsxZMJ8eHp6ImGCePDwiBGklztWTLTe60gSgcKrM1DuKLxVmvTFmXOXg3Q4X67MmP9Nb6cgyConMrEzbap3ghw3de5qTJu/NsRYyZMmgis+V85y1WrTig2/YNuePzF9ZNRYeo/C69RHwOGdydVhVE7tSOF1Chd3fo0E3E54S9bqgmKFPkKfDg3g7e31GlG436k0hPfhxa24c3IpMlWaDe94QaXI/QjotMhZMdNpRdCoIrzN61VACbvl+Lw8PRA3TmynTh+a8D5/4QP5P9k2bt2H1T/txqxxL19I4hEjBuLHi+PUeULa2VmuWm2i8FoeymgRgMKrM8wUXh2ujGqdgNsJb95yrTBx8JcoUiCn9d5F8ggawvvs7klc/2MM3isxAvGS54jkhCLWfGfFLGJnce4oEd72TaqhXPGPXzlw5cZdmL1kI+7df4Rc2d7HoG5NIVlZ2fb/eQIjJy/GxSs3kC3zezhy/AzWLxj+SobXPqjI7rJ1O7B0+gDzz4eP/4vew2fg2s27iBMrJgrly4YhPZoZ2T599hLqtxtqZHzlj7vw/PkLNK5d3vy3bC9e+GDizBXYtPN3+Pj6olTRfOjzZX1zs9p5wBSkfCcJLl29iX0Hj6FHu3qoXaVEiGCcbVOD9kPRrkk1LF61FQ8fPUGj2uXQtlFVw6Fy4z7w8/Mzk1zlSdGBjdNDbMvW3X+gbLGP8XmlYqZNP247gMWrt+L7KX1Nv+UcbRpVgbz05smTZ+jTsSECAgIwdd4a3L77AJXKFMLArxo7N9AR2JtiFgFoDhxCrg5AisAumsL77N5/pkWxE2WIQMt4SHQn4HbCKz+SmTKkNj9m0X2j8OpcAZFJeOWFK+O+W4bvRnc18jjhu+W4ePUGJg3piOs376Jy497o37kRPs2fAxcuX0eTziOxbt4wp4T35u17RuDSpkqOFy98MfSbhciQ7l20a1zViF+N5v3RqmFlVCxdCJeu3DDyuGByH/MK8BGTF+HqjdsY0bsVnjzzRZcB36B8ifxoWLOM2e/IiX/xVavayP5heiSIHxdJEyd0SHjDa1O1pv3QuFY51KxYFFeu30G73uOxceEo04eQMrwhtaXPiJlhCq+co0md8qhZsRiO/fMf+oyYheKFPkKbxlXg7+eP5l3HYNa47upLJVLMdL4HyFWHq6bwnt3eyzQ6Or84SWfUokdUtxNeyaZMmPEDhvVqiZghlDQU/+Sj6DEyACi8OkPtrsJ7+epNeHl5BnZ6zZyh+HrcPFQoVRBVy31q/l3EtGzdbvhj0wzM++Fn/Hn0lJFf2xZaSYM9yeDZVCktWLB8E3btP2LWvH74+Il5wjJuYDsjvA2/HGaypLaty8ApyJwxLVp/URn5yrfG+vnD8W6KpObVwpt/+Q0/bduLb0d1NcIrrwhvVKtcuANptU0VGvZEry/ro2jBXKEKb/C2tOo+Nkzhte+3ZHZzl2mBtfOGI13ql6VAX3QYbrLDtrEJt5MR3IFie0tR5wAAIABJREFUFkFw4RxGrjpcKbw6XBnVOgG3E94cJZuG2auj2+da73UkiWBVeP9eVQdxkuZC0mzNAnv84tFFXN0/CKnyd0ai9KUjCQnXNtNdhbd+9VJBSnneSfY2qjftB3kZi309uzzC3758AibOXI5YsWKiW5s6loR34Ni5OP3fJfTv0ggfZEiNZWt34PfD/5jSopCEd9g3C+Hl5YUW9SuiaPWOJvMsWwBgSgnSvpscCyb1sSS8zrapVquv0eaLKihVJI+K8Er/ClRsiyXTByBD2pSmv8GF2bVX6f+iUcx0yJKrDlcKrw5XRrVOwO2E13qXok4Eq8J7fFklJExfGYkyVg0C5fzWFkiWrR6SZ28QdWA50RN3Fd6Qanibdx2NGhWKomKpgq/0cNq8Nbhw5QZG9mllSXg/a9DD1Kfa6uYXrdoapvC26TkeRQrkQL1qpZG3fCtsXjIGyZIkMhle/4AAxIv9crKplQyvs22yF17JFm/a+ZvJMtu2kNrSvs9EfJIvGxrUKGN2C17DGzyzTeF14kMWCXal8OoMEoVXhyujWidA4bXOUC0ChVcHbWQS3o3b9mPKnNUY1bcVMmVMg8vXbmHPb0dN/eqxk2fRtPMojBvYFqlSJMWGrfsxc9EG/Pj9SKdqeFt2G4vU7yYzk+ZOnrmIoRMXmJIFW4a3TutBpmZX3ni4+8BfGDpxITYsGGHqcb8eOw8379wz5QRx48Y3GeEbN2+iStlPLQlveG0KLqP2wrvv4HH0HjETS799OSkvRbLEIbZl3Lc/4PDx0xjaswXOX7pmJt/JRD3bpDUKr87nz12iUnh1RkJbeP19HiNjuck6jWfUKE3AbYRXag93rZ6MuHFihQhcHuOW+LwzDv48I0oPiH3nKLw6Qx2ZhFcIyCSsBSs2mwljid9+C2WK5kPP9vUMnPnLN2H24o3w9PQwKyDMWrQRq+e8ug6vPcng9bL/nr2M7kOm4/yl68iVLaMR2wcPnwQKr8ikTFA7ceqcqV/t2+kLyBrBsj199gJT5q4yqzTcufsAqd5NjmZ1yqP6Z0UsCW94bQpLeP39A0x/dvx6CIkSxjflHyFleKUeuuugaTh+8iyyZU6PnFky4M+jpym8Oh87t4tK4dUZEm3hfXLzWLR+U6jOqEWPqG4jvNmKN0Gl0oXMD3dImyx5JI8cj++cFz1GxgWT1kIrabiwswMSpv4EqQpEjYX5nb0g3FF4ne3D69o/pBre0M5NrjqjQjEjVx0COlEpvDpcGdU6AbcS3o8/+hCeHiELr6+fHw4eOUnhdWLMQxPeawdHw9M7ZrRd2oVi5vhFROF1nJXWnhReHbLkqsOVwqvDlVGtE3Ar4f39p29DfbOUzFQvVKkdhdeJMafwhgyLwuv4RUThdZyV1p4UMx2y5KrDlcKrw5VRrRNwG+EVoX0rftxQeyTrYD58/DTMfazjcK8IWjW8zPAGXU3AvUY98raGNxI6Y0cxI1cdAjpRKbw6XBnVOgG3EV7rXYl6EbSE98aRyQjweRBtZ7pSzHQ+KyFxlVcPy8szhvduqXPSaBCVwqszyOSqw1VTeM9s6oBn985y0prO0EX5qBReNx5iLeG9d2Yt7p9dH22/NCi8Ohd9SFyfPH2OotU7RKvVVVxNl2LmaqIv45GrDldN4ZUyPdmy1dmg03hGjdIEKLxuPLzawhtd37ZG4dW56Cm8OlwpZuSqQ0AnKoVXhyujWidA4bXOUC2CtvBG17etUXh1LlkKrw5XCi+56hDQiUrh1eHKqNYJUHitM1SLoCW8j6/+ilvH50bb1wtTeHUuWQqvDlcKL7nqENCJSuHV4cqo1gm4jfDKK0uLFMgZZo92HziKIgVyWO91JImgJbx+z27h0p5egcJ7dnsvQyR9yZGRhIy1ZlJ4rfEL7WgKrw5XCi+56hDQiUrh1eHKqNYJuI3w5irVHHWqlkDXNnUQK6Z3kJ7J60vHTF+KZWu3cx1eJ8Y8tHV4JcT5rS0ChffUhmbwjpucwusEW+76KgEKr85VQeElVx0COlEpvDpcGdU6AbcR3qP/nEWvYd/By8sTY/q3RaYMqU3vjpw4g17DZuDZ8+cY0qM5CudnhtfRYXdUeGW/uMmyU3gdBcv9QiRA4QUuXb2J8d/9gAOH/sbz5y+QMnkSFMybFR2b18T6LfuwcuMvWDlrcBB+9x88RrEaHfHj96Mg34NffT018O/x48VB/txZ0fPLhkid4u0Qufv5+WPusp+w+qfduHz1Jt5OlAA5smRAk9qfIU+OD8K8WiWJsHPfEUwf2QX/XbiK2q0GRpsVNXgjofNFRuHV4cqo1gm4jfBKV549f4Fx3y7Dyo270Lnl57j34BFmLtqASqU/Qe+ODaLVSyeEh1ZJg8S+emAQYr31LtIW7g8Kr/UPEiMA0V145eU4FRr2QoHcWdCiQUXEixsbJ/+9iOUbduLLptWR8K34KF6zE9bMHYYMaVMGXjLy97U//4rvp/TFpp2/Y+q8NVg1ezD8/fxx9cYdtOw2FrWrlESL+p+FeJn1HPYdjv79H/p2+gLZM6c335s/bt+Py1dvYWjP5hTeUAhQeHW+tSi8OlwZ1ToBtxJeW3d+3vEbug6ahhgxYmDsgLYoXyK/9Z5Gwgiawmv/tjUR3tiJ0kebF1GwhlfnwxDdhffazTsoVesr/LLqGyRNnDBEyK17jEPOLBnQvmn1wL837TISZYt9jHrVSgUK77p5w8zf795/iAbth6Fnh4YoViD7KzH/OnEGX3QYjrXzhuG9NCmC/P35Cx9THvbo8VOMmLwIO/YeQpxYsVC7Sgm0bFAJHh4xTJlYaBneXsNnYNf+I5C1lNOkTIaOLWqiTNF85hydB0yBZJ+lz9KGzBnTYFTf1ng3RVLIy0aGT1qEbXv+wAsfX2TNlM48nUudMhlu3LqHIRMX4NDR04gTJxZaNayEWpWK61yQ4USl8Opgp/DqcGVU6wTcTnh/2XcEA8fORZK334JkTHz9/DG6X2t8+H5a672NZBE0hffW8Tl4eusIstRYZjK8skWXxbwpvDofhOguvL5+fihfrztyZn0f9aqVRJYP0hkptN/Wbf4V3y1cj40LX04QvXn7HsrU7YYdKybg7YQJjPB2HzIdid6KDz9/fzx4+Bh5cmTCoG4t8F6aZK8MnMSSCb+SHQ5t6ztyFp48fYavuzU18Tr0nYSGNcvg80rFwhReKSeTkoyEb8XD36fPo2W3Mfh17RTEjOlthPfC5evo0qoW0qVOgYkzl0PmWkhpxPzlm7Br3xGMGdAWnp4e2Ln3MLJleg8Z0r2L2q2/RrniH6Np3c9w6cpNNOo4HDPGdHsj3+8UXp3vAS3h9fd5hL9X1Y1Wv1U6IxR9o7qN8D589ASjpi7B2k170KxuBXzZrAYQEIAJM5Zj8ZptaN+kmvl3+QKNLpsV4bV9OSRMXxmJMlZ9BZltabKM5SbhzKaO0epLhMKr8wmK7sIrVC9cvoHp89di78FjuHXnvildqF+jtMneyibiWaRaRyOoIsQLlm/C3oPH8e2or8zfRXgnzV6J+d/0Njf8IqgLVmzFH0f+MVnc4N9/I6csxu279828h5A2f/8A5CnbwpRR2DLA6zfvxQ/rd2Dh5L5hCu/h4/9i2dodOHLiXzx+8sz0Z/2CEaZPIrxSH9yoVjlz2n/PXkbNFgNwaMssU4b20/YDGNWvtZmLIU/qZJNMcLfB07F56djApg6esACpUiRF83oVdC7KMKJSeHWQawnv4xtHcW5H72j1W6UzQtE3qtsIb8laXeDt5YWRfVshd/agEy32HTyO3iNmmkdiYWUyrA6jTDhp0H4oalcuHvjIUX4wxk5faiaE+Pj6olSRvBjUrSlix4pp9XThHm9FeB9e3ocLe4Yhea72iJMs9yvnsi1NliJ3S1w7NDNafYlQeMO99CK0A4U3KDYRRPnuGjR+Hkb3a4OShfOYHaRc6913kqJrm9qo22YQGtYsi0plCgUKr9Tw2koa5B9v33+KolXbmsluwZ90TV+wFgcPn8Ts8T1CHDNpQ7EancxEtDixX35n/X74H0jWV8QztJKGi1duoHqzfiaDK3MoJMv7SZX2RsQ/SJ/6FeG9d/8RPq36JQ5snG7OIckLKWmQ78/SRfKiT8eGpjxCvsfl6Z1tk/KHGhWKmjkbr3uj8OoQp/DqcGVU6wTcRngHjJmDXl/WR9w4sUPslcxkln2+GdLBeq9DiHD77gM0/2o0JBkhX9C2Grula7dj/g8/Y+qILogbJxa6D56OXNneR7c2dVTaYR/UivDeOLYIN48vQerCI+EZO2mIbb28pwfiJPkADy8fMH/PVGk2vOO9o96vN30CCq/OCER34ZWaWblpl9pY+61Zl1FmjXF5jC/b9l8PYfg3CzFnQi/UaN4Pu1ZPNt8tstkmrdkL7617j1GsWnv8tGgU0qYK+vn88+gpNO08CqvnDg0yEU5i2dojGd7Vc4Yi/f9PlHMkw7thyz58v3Izln47MLArYQmvrC7RuvtY7F3/vxUm5MAz56+gY79JJsOdNdN76DdqllmNwh02Cq/OKFB4dbgyqnUCbiO81rsS8QjyuE5+lFo3qoKtuw6aR2w24W3caQRKFc4T+OhOaowHj5+PbcvHR/yEDh7pCuFNV3pWqGezTVx7cvOY2ee9EiMQL3nUX/aNwuvgBejkbtFdeKXmddC4eWjbuGrgUyqpr5Wyg8XT+iNjuncNUR9fPxSr3tHcOMtKDjIx17YZ4Z27GstnDjIlDXfuPsD4mStw9sJVrJjxdWB5gP3QdOo/Gf/8ewG9OtRHziwZIeVhm3/5HRev3MSQHs1MNlcmrg3u0czhGl4pZ5AJdpI5TpwwAb5fucXU5q6ZOzQww/tWgrjo1OJzU6bRf/Qc5Pgwg8laL1q1FWlTJUfenJnNUzGp/f2iZlmUL1nAlD2ULpIHX3xeFjEQA0f/+Q/e3l4omCerk1eb9d0pvNYZhhSBwqvDlVGtE3Ab4Z279Cc0/LwsvL08Q+yVPPqSL1JblsR6119GkLhteo43jxTl0VqfETODCK88DpQfjaIFc5n9z1+6jgoNewZ5ROiqtgSPoy28MnHt8dW9gad1VHivHZphjkmRu5VW11XjUnh18EZ34b3/8DHke0wmaV2+dgtenh6mTlcE+OOPPgwC/eux88xyZVOGd0KJT/5XciTCa78OrzzxypfrQ3RvXx8Z0iQPceB8fHwx4/v12LB1H65cu4348eOYpdGa1C6PnFkzGtkdPul77Nx32JRi1a5cAq0aVg53lQZZT3jJmu2IHy+2WUlhwYrNWDi5T6DwStmDTLqT839WqiB6tq9nVoXYtPM3fLtgHeTv8eLGQZWyn5rSCMl8X7l2y7xE6OCRk3j23MeUaHRrWwe5smbUuSjDiErh1UFO4dXhyqjWCbiN8GYr3sTUrcWO/fLRXvBNvrRrNO/v8jet9Rs120zmaFG/ojllcOHNX6ENJg/rZH5AZLt+8y6k3nj3mslInCgBHj/ztT4KoUR47uMHLw8PeHoGfUQa3glfPDiLB2fW4dGFHUhW5LtQd398fh2eXNgY+PcUnw5F7KSvLn0UPMDVPS9nhKcs/HLppDexXfu1HxKkKYl4aUs6fXpZ+SMgAPD2ij4TIJ2GFIEDgnPtPmgKRAJl0lPu7JnMjP+B3ZpFIHL0PsTHzx9ws+u119DpyCWrUdQoE2kHxx25RlqYdg338w+Ar68/YsUMOXkV0T4+u3UM8r0v23tV10Q0TKQ+Ll5sr0jd/jfdeLcSXkdgHN85z5HdHN6nbtvB5nGgbfP19TN1vPJocNHUfmbCx7BeLQLf8BY8wytZLa3tuY8/vDxjwDNYTWB457uyuw+e3T5udnunaOjC++jcOjy2E94kOVsgYYbK4YWHxH9+/xzSV1oc7r5aO/y3pioSZa6DxFnqO30KyUDI4+KYFF6n2YV1QHCuMxauxYzv1wUeMqBrU1QpW9il54wOwYSr3KG50w1ajyHT8FG291G/RtlIOwTuyDXSwrRruH8A8MLHD7EVhPfK/ydbMlRbGxVQOd2HOLFcexPhdAMi+QFuJbwzx3YLdfWDx0+eo03PcS7P8AYfv+AZXlknUhZbl5oz2WTx9kHj5mPnyonqQx/RkoYzmzrg2b2zpn1h1fDeO7MW98+uD+xHsmz1kDx7g3D7dXZ7L0jd75tct1fWDna0vcE7xJKGcIc4QjsE5/rg0ROUqdPVPFJP+U4SbF02LkJxo/tB7vjoPfiyZJFxjNyRa2TkGLzNLGmICqMYNfvgNsIrbwKSlQ9kAkNIm7x2WNbk7d0hfCGzMlTBhXfRqi34fuVWs6C61NPJkkLy5iDtdkgfIiq8thdJRHXhTZKpSoTqiCm8Vj4hoR8bEteJM1eYdVnlFbfVPyuic+IoHpVipjPA5KrDlcKrw5VRrRNwG+E9dvKseQ/8m96CC6+fn79ZU1LekOTr64sSn+Y26/CGtnyaK9tvVXi9YidGqsKjQ22S1QxvlhpL4eEd35VddjiWSH3cZNmRvuTLN1Y5s1F4naHl+L4hcZUsrzwlWTNnqOOBuGcQAq4Qs97DZ6J+9VLIkSUD6f4/AVdwdReYtmUo3+RTNxsLLeG1rS0v53GHfrrL2LMdjhNwG+GVSWuybE/V8oVRucwnSJ40keO9iKJ7WhXeWIkyIUW+kBekF2Q24Y0ZPzVePLrkcImAraTB0VUdNIbHlsVOlb8zEqUv7dQpKLxO4XJ459C4ivS+FT+uw3G4Y1ACrhCzJp1Hol3jasifO+hqEdGZtSu4ugu/C3uGmPXU3UEEtYTXJvXCPHn2+kiWzfn5G+4yXmzHmyHgNsIrr6aULKosrXPj1j18ki8bqpT71LwE4nW81ezN4A/7rNrCK2d/8egiYsZPA1mT19/nHt5OXxpxk+UIcz1edxLeiNTxUnh1rnZy1eHqCjGj8L46Nq7gqjPizkd1h3kV2hlee+Flltf5a4RHAG4jvLbBkFdR/nb4b6zb9Cu27PrDrJhQrnh+VCtf2Ly73fZe9ugweK9DeG0cRXif3ztl/jM8iXzTwuvz+DpObWhu2hqRsobQxMydHgtGxuubwqszaq4QMwovhVfn6nw16uvI8FJ4X9doRq3zuJ3w2uN9+uyFeR+7vApz78Fj5v3zm5aMiVojEEZvIiK8/j6P8PequiZqeCUN9qe2F97wJNImvBEpJ3DF4D2+cRTndvSm8LoCpgtjWBFeuYnxeXLDPF3gFpQAhVfninAFV52WOR+VGV7nmfGI6EfArYVXhkNWZ9jx6yHzWsujf/+nviyZO10CERFeexnUFt7wMsFaLCm8WmStxbUivLbsesZykxA7ESdW2Y+EK8SMGV5meK19uh0/mhlex1lxz9dLwC2FV14K8Nvhf0xmV94J/8LHFyU++QhVyxVG8U8+er2E3uDZXqfw3jgyGU9vHnEoa2rLJlB43+DF4YandoXwvsmJkG6I1DSJwqszMq7gqtMy56Myw+s8Mx4R/Qi4lfDKxLX1W/Ziw5Z9uHbzDnJ8mB7VPiuCz0oWQMIE8aLd6LxO4Q2+RJmUK9w7tw0iIME325er7d/TlxwBD+94ry0zxwyve34UKLw64+IKMWOGlxlenavz1ajM8L4u0jyPswTcRnhrthhgXvH7TrK3zbJksjxZhrQpne1PlNrfqvAmSFMKiTPXc4hJcOFN9F4pI7whLXMTXHjlBOHV/TrUCAd3ovA6COo17/amhFeuhyc3j0bZZYoovDoXsiu46rTM+ajRMcObqdJseMd7x3lYPCLaEnAb4e059DtULf8pCubJBg+PGNF2QOw7blV4E6avjEQZqzrEMrjwisCG9vpgdxFez9iJ4eHphUyV5jjUR9tOXKXBKVwO7/ymhDeqr67hCjFjhpcZXoc/yBZ3fF0ZXpY/WRyoaHi42whvNGQfbpcjIrz3zm7F5d8mmthWhNfWuJAyvPavLrbt9yYyvDIpT5ZSc3ax9dDEzJ2yJOFeHG64gyuE19G6cLnO/XweI87bGfDo+l+4eXwJQpvwZnsi8Dp/IP9eVQcpc7d0+qUoIQ0rhVfnYncFV52WOR/V9t3lDpM+tYT38oEJ5qmjbZPvClmmlC+gcP56ia5HUHjdeOQjIrz2i3M7I7xPbx7CjSNTX6ERmvDG8IqDAN+ngftbEV4RaCmhSFWgi0OjYRMYLeF9U8utOdR5N94posIrrwy9fWodZFwdFV7769xWfhOa0N4+tRbXDs009ejxkusve2ZbJ9rKZ8J+mF0hZszwRo8M7+u6xsP6GtISXpF6P58X5qnl9T/GIHai9Hh276zTCQ83/gpl05QJUHiVAVsJ/zqFV9p5fmuLV5qbpcZSeHjHD/LvIqjxUn4C32e38fzuycC/OZtptR0o8ZyRA9s71eMky2VWlnD2vOFleGUCXpYay6wMXbQ8NqLCa18i46jw2h/j4R0X/j5PkLZwXyRIVegV9jY5TpS+FFLld+ymysoA2m7InLmmwzofhdfKaIR+rCu46rTM+ahv+mVA9i1+XcJrO6ez3//O0+URUYUAhdeNR/JNCG/M+Knx4tGlQCohZQxEUCV7HDvxh+ZO2+oXj8RzRjJtAiNtuH92vcuFV/rDL1HnPxgRFd5TG5rB5/ENc8KICK+tpaEda58N1hpXuQm7dXItUuZphQeX9pkSC8lApS3cz/LEGleIGTO8r17PruDq/KdE54joLLycvKZzTUXFqBReNx5VK8Irj/vl0U/stzM73EPJ8NrKBGwHhZSlCkt4I1IvaasJdlRGKLwOD+lr3TE04ZV6W9kSpS8dYnvsa8K1hVerxtE+i/zi0XUz4dP02YlSndAGyxViRuGl8L6uL4PXneF1hzKO18XW/jxVmvTFmXOXg5w64VvxsHfdVCxbux079x3B9JF6T7RKfN4Zk4d1QvbM6SPU/ba9JqBU4Tz4vFKxUI+XJWonzV6JJdMHIMnbbzl8nnnLfsbqn3fj4uUbiB0rJooV+gj9On8BCq/DCF//jlaEN13pWU43OCThDSnzahPehOnK4MLOjoHnEWG1IryO1s5SeJ0e2tdyQGjCKxO4JNuZvuTIcIVXdnCkFCCklUISpCqAtIX7v3IO+wyv1o9j8Ak1soKIbN6xEyJjucmW+FN4LeEL9WBXcNVpmfNRo3OGV+sz7fwovN4jRHib16uAEp/mDjyxR4wYiB8vTpQQ3nv3H+GzBj0wc1z3QKm+/+Axbt29j4zp3g0T9uqfduP991IhzbvJcfvufXQaMAU1KhSh8L7eS9S5s0VEeC/sGYKnt08jVeHRzp1MXuN89yS84yQxk9dePLwYRGTtg9mEVzLIAb5PzHFyjO0lFed29Hb40bTEtWX4HBEd2T+48IZUZxxW58Or4ZVjHc02Ow05kh9wfvcQeMWKj+TZ6r/yqD40rqHVaPv7PMLjG8dwYc/QIFQcuQ7kB/75wyvwe3Yn8FiRaikpiJss6MQ0ezkOTYqtDktwAZdyG8+Y8XDn5FJYfeRqRcwWLN+E7b8eMmucp0qRFAnix8WkoR3xVvy4Vrsc6Y+3wtXdOk/h1Z+M6m5jLsLbvkk1lCv+8StNC57hvXHrHoZMXIBDR08jTpxYaNWwEmpVKo45S3/E3oPHMWts98AYg8bPN1nRnu3rodfwGdi1/wiePH2ONCmToWOLmihTNB/6j56DVT/uQqyY3mYZ2baNqxn5Pnz8X4ycshjnL17DuymSon+XRvgo2/sm9uVrtzBw7FwcPnYaKZMnwdNnz9GmUdVQM7yT56zC+UvXMXZA28C2Xb1xB/XaDjYC3KxeBeTJ8UGYw+Ln54//LlxB5wFTMOCrxhRed7uI7dsTEeG1zWRNka9HhLt27eBos9yXbQsulPbCK/uI8Eotr1Xh9Y6X3KE1dW3C+07e7oHndWb2vSPCG12zBuFdNLabk5BKD0LiKlL796q6IdZo279AxP68jtRz265z++s0tOs1uIxq3MzY1yFLO5Lnao+YCdLg0p5ecPTJRWjsrYiZ/MiUrdstMHTVcp9ieO+W4Q1ztPi7Fa7uBig6C6+jZVDuNmZW2yPCe/nqTXh5eQaGSvRWfGxaMiZIhtffPwC1W39txLhp3c9w6cpNNOo4HDPGdEPSxAlRuvZX2Lx0HJInTQQfH18Uq9kJ8yb2RqYMqXHkxBkjp1Iq8ffp82jZbQx+XTsFMWN6I3hJw/Wbd1G9eT+MH9geBfJkwfY9h4xkS3u8vbxQq9VAFMidBU3qfIZHT56i++DpqFetVKjCW6lRb/T6sj4K5w96MyNtlDfyzvthk7lxF/Et8clHZom64Fu24k3g7eWJ/l0ao2bFohReqxddqpwVww1x+a+N4e7zOuOc3DE7zPaI8Bbr/r/VF0Lb2T6OlEPIF0+85Dlhn+F1pF+b+/7vQg1NRhyJ4yrO0p7whPd1tsdV/XJVHOETnvA6wufU1pHmWpFNMqLecZNCXoDi++xOYIbdkTj214/ECj52IgOFOx8N9zPoSj5yMyb185f39ECcJB+8UmrhSL9s7QlLzByJ07heNazd9Kvp/+alY02mN/jmSBxX8WGcsC9F8gmbj/zu2CdlQvouiqrXsz0ZEd761UuhSIGcgf/s4eGBlMkTBxHev06cQbfB081n37YNnrDAfA9IVrZNz/FGREWGt+3+E98uXIflM742u0rGdtnaHThy4l88fvIMt+7cx/oFI8xbcIML76zFG3Hu4jUM7dk88DyVG/U2N9j/1955x0dVdH38QAqBJLSQ0EFQioIi6CMI4oMCFkSwUgQVQbEgAoKAiCIKAgpYKCpgQVFsKPKoj1SxoMCjFFGKUqT3ThIgCXk/v8l7lsnl7u7dvTubTXLmHzF779yZ78yd+5szZ85ERRWlnk+Mo8Wfv0LRUTkC3ZcP7/ETadSk7SO0ct5UJa69pR+X/U7w191/8AgNevQuavav+rkuhdjftHUnPfLkK/Rol/7RAAAgAElEQVTEw51E8Pr9Cvq5ID++WP4E76ENM+nKh3I2GvlKIngL54crVIJ3/X+H0rafRnoEL1xk+MQ/nvg4eb9QHoTJS939s8oL1n5ebcD/56Xgxbt0fPvCc6y8TuoVKsG7fN50ZeW9uvEl9PqYx207bSDl8dXrJR/fY4Lwcc+Hvzv7Vk+k9P2rbCffBZWzVfA6cWn49rvl9OSoqbk2fZ0+nUG3tbma+j5wB81dvJzeeG8OffH2CLX0f0XDC5WQ3r5rH93afSj163kntW3VVFl5m7brRdNffZJq1ahyjuCFiP5m4VLlQ8wpLf0kjXnqQUo/eZre+vBr+vjNYZ7ffAleCOd7+4yi7z9/1WeHgQX63Y//S2vWb6EnH+1CLZs3sr1+/Juf0I7dB0Tw+hN1efl7Xrk0sOjgiA1Wn0qrSwMYYcadkbqTzmSkKmSBLDMhPw6Hhl30sfEpnti/vOyNZWEImS3fDSaiIlSkaDEqU7uTuDSEsYOye4K39rVzadBP/rNa7/XNZOXq3UfxFZudI3i9Vc/q0oD7D/z5judyvf/B3SC25AWUVKeT2mRZoeEDlFTb2ZHbTvByH4VVF+8O3CwqNhlGsQlVKevkAdq5dDiVqtLU8cEq1meGYul9yKip1Ou+W22tu07qWBCvCQXXSOHCLg3eYlGHs5ymozTo7nrbFvd29W6Fk0uon+XUh3fFmr9p6Jhp9M2MMbZFgPhtcXtfevX53vToU6/SvJljlbhFhIQZs+bRR2+cFam64IUrxMvDH6WLL6yp8n3z/f/Q7r0H6dkB3c55zv9WrafBI6fQwk/HOxa89/UbTd99lnNqrJ5gtV20ZIWy7B5PTaP7Ot5IN7W6UrkueEsQ4ydPnhLBG+pOGMr88lrwcpxb1EkXK94Er+5P6XRz0Mkjm2nT3Mc8Fjq2zO1ZOUUJhKzTqR4XCXaXQHk47Br7DofKhzf98CZ1gpz1wwFxdjp1L1VpbG8hC2W7R2JeaCdEIsDJRkh27WsneHVRaw0Jpv/GLgBWC69Twcv+3Hy9Hg5M76/4QCaUb0Dl6rRXkSOsh6oEw55FfZWrRtPxnUtUbGg9Sgomg1ExsV6jVPh7ZkESZv7qGs7fCxJXFryBGBpMsQ6n4HX7bpliEI58IXjv63gDtWh6qedxRYsUVWJV37SWkZlFt9//DLVq3ojuvuM6mItozfrNFBMTTU0aXaTuff7l9+j7X1bRJRddQOOffUT9De4MDw4cR2+NH0hlSyXSjFnzafqnc2n2OyOUhbfroyOVfy3yPHU6g1LT0qnjg8NpWP97lZsFIiosXbFWuUuULVOSWnXoT/d3uYmuadqQIIBhdX38wQ62PrxwaYC4XjX/LeUOwQmb7+7t8wKVK1tauWP8+8oG5/juYqNa32ETqevtrVU0Bwj+IaOmKHEuYcnC0TODfEYwghchoOIrNKGydToH+VSi1N1LlLVMF7zIDCdVYXf+X1/1UL9hCZoTCxX+fyc77XEtW8f4WRCaECHsBxwbX552Ln+Fkmq3U6dosc+nKcGLoysh3K0fjmBOAwu6ASLwRusGM7v29Sd42bcWR+8e+WchpR/eTMd3LlW1DVTwbprbm7IpxrO5Uhe8CAlWLLGSR2Dqglf3/fPnp+20GVi4Q+TCopuRfjBX/Gu3H+WCJMycMg3HdQWJa2EQvHbfNrfvVjj6malnBBKHd9eeA/TS6x/Rr6s30MlTGVT3gmo04OGO1OCi81Xx/tiwRYnVN8b0p+aNz24SgyidOXsRJcTHqagO7302j96fMEQJXojZoWPeUn692FzWqf219Nvvf9ErUz+l9Ru3qwgOl11Sm4b170ZlSyfSspXr6Lnx0+nQ4WPUomlD2rZzL916Y3Ofm9ae7d+NLm9w9iyBQ0eOK1cLLrcd2+zsbBVFYvnKdbT/0FGqUqEcPdC1LbW7rpkIXlOdMRT5BiN47ayvgZaFoy5AhJ7JTKP0/SvVRiIkCEGcImUVvMe3L1AhmDg52WmvC14WLMifRS5EFVwkYFXEv1PqdxHBG2hjhuj6YAUvwuQd37lMlYIFpm7Z5eKx4EVfQ4g7XwdEQDBj0sUuN4iGULHxMM/R2Ph7EcrwxL/V3wl9Yga3BkykYuLLu6IEy/eJPSu9hgJ0arX2VoiCJMxcgQ7xzQWJa0ESvHi/j+1ceo7bkbeVRTerJyHuUpJdCAngwAlEfhg5+P6Q5SoW3pChDH1GeSV4EVv36Nb5lFi5GUXFlVNWq32rJqojh70J3tMnttOh9TMJ/4VLAJKT+KO6/yPcE5A//sYnVTFVLD9DoMDaiw1KxcvWoRLJDYPyyfQVlsyJhRciqULDnkE1OFw1kIK9P6iHhuCmYAWvbhm3Cl74bSOhX7Hg1UPceXNT4bJA2KJvoo/Crw+RQpCsR07rH0pevWAkaMuSVa48J3avU2T4OO9Y9jKh33gLBehExPt6XkESZk65huO6gsQ1rwWvPq65dWngCbG/cJjoI7wp1ESowXD0QXmGdwI4eKJN10H07qs5IdJCkUTwhoKioTzySvDaVQdCdvfS4crSCjHKm4ys18LSe2LnT0rEOFky1gXvwT/foui4Uipmqy542ZIHAXTq2M5cljQOhwbrr9MEwXt4/UwqVbGB2gjHSd8I5culwam7hl15sBSP+nk7dcxpHcJ9nS54i0QXp2IJFc45QcxuIgGmmelHVH/gzWJ8Khna1SoSAxG8ELa4Xk0gLh+oQoCBbclqrZRLDiZcWRmpykcccXGLJzf0bCLjSRlzDOTIYWzew6rD7hVT1H8RPxqb4srV627bLBDlbuLxFiRhFu5+W1gmEnktePF8JIxroRK81u+HnYXX7epJJPVHKcu5BLBx7s3359CMSUOpVGK8a0QieF0jNJdBJAle1FL3f2SLnC9x7CTgPm/4QX4ndi1RoaVi4pPpTFaW5xStxKotVWgnpLJ1OlFi1VaexwYreDfPbk/6xiZkyIIXAiWhQsNcu+p1S6Ubwevt1DFzvSg0OeuClycgVquKneDljxQ2cvEkglm6FbwcFYEFL/onEnzLsVqAyUxyvbuUG4y1v7I1mOkEErlBjzzB91tdfKzUsVmubM3WQVn2QyF49//5obJiB7K5MzQ9J3JzCQXXSKmdCN6vIqUpAi4HVoky0vYFvcoU8AML8Q0ieCO48SNZ8GJHOpaSvSUICli+omLiqdpVQ736SWKgRmSEqleN8RxRjDxZ5OK/JVIaKQGDVK3Fa1Qk+uyxqG4Er1W4suDFc6x+YbrghXvF+ddPCKrniODtoiYWsODbCV640yB0mK/d5sd3/qLi91oFL9wVkBDejAUtXBYO/jXnHMGL6w78+bYndq+T3e2IVLFlUc5BGRx+jzuBtxUP/p3D9qE8OBEIky2nvsNuhRmHk7PGJw6qAxegm9xyjSQUBVHwWiehdhZe3jvixH0uktpLLwu7cIhbhvkWEsFrnnHQTwhU8OruATjlKdSJ/aWQrx52ye45sGjxsrEvS69+FLLyA97wEcWVrq38h7FcDfHCy9zRcWXP2RjEwrpiwwdUFAcnCZZIWHitwtWp4MUzrP5lTp6La/JS8O5c/jLFJ19MpWuctZA7LXcwFl7eXAarPNqVRSUfT2wneFEef7E19agIbNW1ukZgReDwptkUXSyRMlL32QpefaOlE8ELdxQOy8bcEBEioWIzj7+7N57owwiUz++EE3cfzsutMNPbzulmUqf9Ij9f55ZrJNW9IApe6ztpJ3iduEBFUjvZlYXHs0DGhEivU6SWTwRvpLYMEUWa4OXBxYng1d0ffFlEdcHrqykgbO0Ekm7J87URjENhwbKWGV1OCV4kfVYdiOANZAlcr1deCl482+rG4bT7ByN49QnY4b8+omIlK6kjdv0JXn+hhnTB66v8ugXXzgVH789YjQAbX77gKDf6IKJCsIuNN9FuVy69PE7cfUwIXmufd9r+BfE6Ebyha9VQ+vCyj791rPIleIMdj0NHwHtO/jYqc31F8JpvDRG85hkH/YRIFbzYXV+xSc5Z297SvtUTKH3/as/P3j7wTgUvrH7J9bqrjUd6YkuyL79a+C8iNh/CqaEcsSn/oi1f5Wxyw1IY/Kdg+cImJOy2R/Ll0oDfnVgE7djkteAN1v9YF7wcBcG6jGj14bWeQAam1ZsPpXWfd1JovIlFXzuvsTx/YMOXqi39rTJgxQDiGVZVb9fu+GkgnclMV9dA9Jap0cqru4H+weWJViCClzevoe6IaY2oI3Glc04p4mS3vOlWmFnDwMnSaQ5tt1yDHtgN3FhQLLzwj9+9cqpyGXJywifeKbzjsYmVKKH8JRHpp462wTemdtu3bVue204Er4EXw5KlCF7zjIN+QqQJXg49BguXv4MtcG3avhV08tAGz+EA1heaY7Q6EQ3w7dR9d3Wo/kLTsEWRhWpMmfq066enVBYcdQL/RYLgRf1S9yylC2/72PMY3SppdzCF00YuCIKXYyZb29MqeA/+9SXtWTlV+V3vXTVRHT0dn1JfxeVNqNSM4srUVi4r1sShw3RBzf6z8IFFciJ4cR1bVX2JY301AvfYWYvYPYM3pyEiBGJTO+m7dn0Vf7NzL7Bb3nQrzKyCNz/7Ozp9z5xc55ark2eE6xoWTU5PuAx1ufB8iFTsbXATpUHvq04EL+qhu9oFa4gINQ89P24bbxNNEbwm6efOWwRv+FgH/KRIE7wBV+D/b+CNSPjAY1BkoeRr81Igz2KBlFi5iTq5y3ossC54MYiWrtPZI3j15+A3CF74PyOqgPU4ZVzLsV+LJ9VSy/OBprwWvHAv8bWJ0Ft9dAuvU8Fr9bXVj572FeXDzi+Pn49lThzxnHnyqDpswl/CxOtMRlquk8/sBPapY9s8bgoqzFh8edVPOXFfZcHLKxiICe0tHJm3sukRIqyTBhOCVz/8A2USS1JOyxQUwYtVD2ym5AN68iLkIY+xGDNDJXjRRv6OtMc1HOca/w7WZcvfOOLmd3+C96+vuqt9BoG4ObkpT2G+VwRvBLd+QRG8QLx72XA6fXy7om0VvIjE4M9i7KuZOEYwX6PP8q0HJkB0V2g8xFbwQgziuFqr4OUwVHDlKFamjqqHfpJXIF0IH4a82jhktXQHErvYreDVrTDg5Uvw4ncWhfzB4+frlnhvBz0E0h76tfpGS+vH1ip4ecObv3BkdmXRn2P9QJsQvHqEERG8Z1ukoAhe/d0M1mUp2HeG78tLwau7CuVV/X3xY0HrzcLL7CKx7G77RaTdL4I30lpEK09BErz6jngsS2OQ5h3vwYgGa7PpIkIfOLBhAGGpnCaI76LRJXJZeFmEcDndBDvXPwxOyxSq63TBizxT6t+l4tQ6SfxRhUUT7ggIE8cW0LT9a1Q+VpcG3T9bP9LXieDlCZJV8GJSgoSJSagFL1YKUE4+Rlv/QK37vKNaneA+wJOsYPouu1ngAA/4DvNz2G0C9YOPLyKPFI1JoGOHd9OJbQsp+YLWjkKZYYKWk0dONA5ElziTmUExidVUGDax8Ob0eBG83t98uBDhwBanLgKhELywVMN/98iWhZ7TEnX3G7tNa1wDJ3s5nIxzJq7xN+aL4DVB3T5PEbzhYx3wkwqS4NVn4ToICKgy57fzGdPXCTiIleM7l1DRmOKUmbbbs0EAQqVIVDHPIRacV3TJWpSVtsMTJor/DsvjyUPrPYIXMV93r5xCGan7PWLHzsfUSRn5I4Jrg904ZBUzTp6La/Rn6/c4LYe+Aa1YYlVPrFyIQEwokE8ggrdik2EUm1DVa/Gtbg1WS32gvrNOOen+vPrpa/xRCkbgWp+NuqGPZZ48qAQoh7jj+MJ8PftjHtq5mnb/9BQ5PdIaEw1MJtkHnYVCXNm6nomKHEBRuASvL9Gl+99y3+P3LZyCl5+JiWBKg0dz9VWrD731ncIKUtr+lWqc5/cJB84g6a5JTseBUF7niz3HyEadEULR28a2UJanMOdV6AVv+snT9NToqbTqz42Es5trVq9EAx7qSE0uu0j1izNnsmns6x/RF//9kTIyM6ll88to+ID7KK5YrPF+U5AEL2DBsoVBCVYtxNSNKp5MpWu28+lfGShktiRi0Es/vEWdssVxYPW8kpu/ScfWjFMb6nBoAI6iRYLgRYIFE1Y2yiY68k/OKW8sdoKN/WgVbcFY2vTwP4GwsT6b73UaT9ga4xkuB+Bz8vBmJa5Ql6KlLqIz2dkUHxetstctvDxJ4Oc6ibCAo6zhj40DGhC6R4+BWzy5AaU06B0IAkfX6q4XevuEUvByQfSwaFiVgAjFZjxO8CVWY1B2NmWl7VdRJFLq3eU3jjK7MLAF3yp40W6lz2uVr09dgwCKio1XFvBgU0Gx8PLmULhcRRcvfc6x5frKgd0E187HVHchcuITHAoLr7dVJLwXHLrL14STjSq86dSb0ERe6Du+wlgG26es9yFC0L4/PlR/tmPPdfZ2eqWvcrTr9hRt+mcnfTBpKF1a7wJ16fKV62nEq+/TnHdHhqoKQefTf/hkql+nBt3X6UaveeDo4NfemkUzX3+GksqUdPysCW9/Tt8sXEZ79h+i5LKl6J47r6eut7f23P/Hhi307Nh3aeOWHVSpQjl6sncXat74Eir0ghci943359AtN1xFyUmllbDF2c3fffYKJcQXp4++XETTP/mWJo3qRyWKF6MnnnudGtS7QIli06mgCV7w4g1spix0LCKwAQBp5/JXlIjlk9oQgaFIbBkqeVEvKnLsd8JmJRxFy3F+k+t3p4z0g57r4W+bnX1GiXR9sMX1GIjhg+n0IAer6HRqPdH7GZanT6fuyxVBgn+H9Rfi3M6i4U3wOhXddoJXL5c/wcvXsm+uP8GL6/kUvajYBBXtAQkrArCKhsLSavf+Wv3B2crqazk12HFAF7zIA6I3M/0InT6xw2uWTvz82P2CP7Jc9hLlGxEmEUhOrcXB1s3kfRBwG+c+plxMnE7Y7MpTUAQvu1xhTLWGU0S99Xffl+DVx4K8FLzs36/78fOJnEl1OtlGduH25RjeFRv1VC4Z/A44HUND3W91NzITgrdCchnKzMyit18epIqenwQvtNeNXQbS1HFPKGHsKx0/kUa79x2i2jWrqMvGvvExXd24AZ1/XiVa+9c/1OfpCTR5dD9q0ugiysjIpOvveoI639KSOra/lr7/eRU99/J7NHfmSyJ4rZAzs7KoQcse9NnU4XRhrep0b59R1PKqRmoGgfT9L6vpufHTaeGn40P9bpyTX0EUvKgkPvRFY0r4XNIOFi4Lav1+ttrib9iQdvJ0Fp3JJipRLMpzGcoUUzxJuVZYhYjdpjr2GYMghl8pBlhrTFVrHZwKXvjE5uSbO0Yr8vO1PObtiEpe2sPzrcka0cIbd3+CF1aVEtXberXwcr7MzYng5RPXYNlkyydPXkwJXu6fJ3YtUcKaBaYJwWvtq2jz4uUaUHRckuqDHNWiRLWbqET5ZnRkzVjlX+zPDQVlxQlwWN6FWwY+/Lrv8b5VE6hYYqVzLIHBvnPhvs/6HjmZBIjgzVnet+s7fIKgHo6PGTvdYBsKCy9OgoT/rlXwwo93208jqEhMSb+rOix4sSGXxz1rnbms4QjPpwteO+OCWwtv/wc70NAx02jssEeoccMLzxG8/2zfo/TKmvVbqGL5JOr7wB10bbOcWPZ9n5mo/rZj93765dc/aOAjnSkjM4vm//ArVa9SnuZ//yuVTIyn8c8+QvO+/5U+/WoxFaEi1P+hDnTrjc1VHoNfmEI/LF1NaemnqGrFZHrs/tup9dWXq9/8WXhhpd26Yy+NfeZhr0PI3v2H6b3P5tLsb39S5Wt//blhLHHz3b1foFZXX0b33nm9YtDn6ddoyZxJVLRoEZV3hwefpU7trxXBayX9+9pNdF+/MfT9568qC++/b+tDzw/sTlc3aaAuRQO16TqIfv12ChWPM+vWUFAFr+kPJMdIxXNg9YDVFkKWk53g1cvE8YZZcNiJK2vsVoheLJH58o20fqjtrGy8/OjtI84DqJ1li8NP6QO8N8uu9bhff22ix9RFPGQWrlhGhUUS1urEWp38Cl7m5kTw4lpEw4grU9PzIcSkZMdPg41ZeHUOu5c+q5aI2dXAhMjWQ5Th2daNkeCbUKcbRZeoSpn7vlNHNEPE5gTmv9hTXI4kAtECazhcPnDwC1Y6sMqhl525ImZqfkwieHO3mm7hRaxrbHbUV518WXh13352mYEL0ZF/Fqh3zptItvYbt4JXd7tgwcvjOCbl234a6eidZ8Gruwfpvvh6xJJgVtgCeV/YP5fvsXse++0H69IwtM/dtG7jViVOZ0x8KpfghXhtd+8QuvPmf1PnW1rRH+s302NDX6MPJj9NNatVVIJ39dqN9HjPDlS/bg1KTChBcxf/T7kYPN7zTrry8vr0/mdz6ZM5i+neDtcrkbtizd80euIH9PN/JlNMdBStXruJKqYkUamS8bTu7630wICXaMmXEyk2Nsav4G17z5M0+NG76Korzo5jzGrT1l30zkf/pe9/WaWe2/X26yilXGlb/HBLbdmhH4175hG68vJ69Mmc72jW1z/Qx2+eDVs58Pk3qHxyWRG8OsHUtJPUpdcIatOyMfXserP66Yo2D9GEkX3U7AkJM45r7+xHP86eQGVLJ9Lw4TlLhL7SgEE5hxz4SmPH+Pe58ZfPyQN/0MS3vvT3KHr4gfv9XvP61Gl+r4n0fLKz0qhIVIlc9QikXodXPE+ZqTsIFrb46jkHHnByko+1vdA+e5YMzZXPZ+v/5Zezns8/X96irq/QbATFlcs5LAPJSf/pdMURyjz2t7q+9CX96ejayZRYrSWVwqbBEjn+ok7yQbsfXj1W5aXnk3hhd7g8U2x0Ucf5+Kr8sQ3v0gc/ZPrlY6ofoo7ZmUcotmQNOnngdyp1US+a9skPYSsP2ivxgo5ExSqrZ2anbqQjv4+j6BLJlJm2n8o3HkKTps/3W5476v4vVx9O3TqH0rZ9TdVvmkFFonN8YJ20e+/721N08RRPX7F7sJN8/I1jTsuDeiHFljyPKl3zii2HcJYnVPUKdT6p2xbR/pWvKT7ntZ+di5MTPo89fJd6B3wlJ/n4qhePjU7GQ1/vO95ZuHV8sCT3uG9X9m6tE6hcoz5eq5WVto9enpDjSuUreauXPt47qRf6c9XWU3y+X7w/AuWBDy8Eb4N659MNdz1Bzz3RnYrFxnp8eFes+Ysef3YyfffZy1SkSI6l8+kX36bkpFL0WI/bleBtdHEtz+o1fv/g8wW09Lc/leZBWvnH39Rv2CRaPCvn/crKOkOXtOxOCz4ep6zD2Pv08ZffKeEM/XTg0FH6z3ujlKD2ZeGFi0KTto/QynlTlTjmBH313MvTaeOWncon9/abrqYSxeN88n9q9DTad+AITXmpv6rn9E/n0sIff6P3Xhviue+Zl96mmOhoEbxMBI310KDxypQPiy53EFh4Rw6+3zMLsVp4nQjegYNzixy71ntx9Ah/7xX5ywcv2GvTcg9odpn26ulf8E6a4l/wFvR8jm/6mDJObKeEKq0oNunSXCid8LG2F9qHT3jjzJwMhHo+m2e3V7dWumpkLsHrpP90bnyEMo7mCN4yDfrTiX/mqP8vdX5bSrr4AfV3J/mg3Q+tHqvu5XyiomMppelIOr75P3Tq4Bp6bzGkr+/kr/+gfNPn7fOXDfnLBxk4aS9rPnh+6rav1fNjStWisg0GBJWPXQUCKU9mFtRuNhXNPET7l58dxJGvk/6DD2mpOt0orvyVqiiZqdvp4G8jKKVRH4qvdIUSvU7aHfkkVL2WUi7zLhKc5ONvHHPaD1nw4vqat9hP9MNZnlDVK9T5HFr3IR3ZkHNqpJWTEz6P3X9LrrHGxPeLx0Yn/dnX+45xCWPRDAeCt2uzNKrU/AWv44vT76m39tLHeyf1Qn+2juvWwhXX3PBY8F7RsK7aa/T5Nz/QgIc6eQTvfxcto3c//jaXpXPyu7Np196DNGJQD0eCd/3GbdTzibH0wxc5EyakS1vfrzbFQSPd2n0o9et5J7Vt1VRZeZu260XTX32SatWo4lPwwtUC7qJYSdfTrj0HaNDIN+lEajp163gjtWnZRFmSvaUxk2bS8pXr6N1XBisLNRIsvF98+xPNnHz2YChYeFOSy4jgBSDMSiB2MdvBbj4Wu/jtnsdeUD4pd99xnYL53c8rafi46Z4Zj9+vsYsLfLk0YCnKuqxp9bN08egCfas/lwYnlceO4P1/vO3xs8Q9vvzdrMH/OQar9XQdfxtMeOkQLhRZGanqhB52YbA7olI/qhPLZkhw1cCy4bFt89SytxMfSA6ezq4I7JqAfBAZA1aVCs1G0s4fh9Cpg396ECICht3xwU4Y6ycomdrk6Ksc8LHFkcjRxcsRNst4O9raSV38XcOxee0O5Eg/naWiheBjxy4Q7KPL/Q7/xXiAZHWLwN+s+cIlpVhCBdWHcKoc+oB+EAnaO6ZEisfPl5e+0e/ywhUC/R7PxmmKeiQL5urPr9mOfzg2rWGXPlxPTIaBs55oaN24po8Buh8pb/4rGlVMbdzNSDugwjHCteFMVqaKt310838cnQCmu1plFY2ntPQMOvXPp6qtnIwvHIXB2k/5REO7PmzXpuzSgN9waiaSzoPLCVehzFOHbTf/cr6BhmazlseX6w2HDsQ7iz0ipaq3Vq5agZy2pgtebNRqc/dg5Z/7y29rlSCFhZets8FaeH0J3t/XbqYZs+bRR2+cdR0IRPDe12+0Cg5gl+AqMe3Dr+nPDVvorltbUYd211DJ/xe0uB57rYa99A5t27mXJo/q5xG7+G3ZynXU75mJtGTORI+Wu+OBYdSx/TUieDGj6NZ3tIrS0K3jDR720VFRytT+wefzacasBfT6aERpiFOzlotqV1fC2HTyJXhZ3OiO9/rAZ7ps+Tn/UAherv/x7QvVWe6cdN9afFAy0vapDzUf/cnXcbQB66dDu9sAACAASURBVElbdoKX/TPZl83Knj/2LEpLnXctJaRcovz49GNlMbDilDgWvBxvGB84u/iP2DwH0YOoELwBxCp4q7V4jY5una8+lLAe6YLXrc8rJhWIrYyQZvDBDvVBE5HUhyGuTx3fbhuiTxe88CuGzzQmEse2LfCcXoi6sD+1neC1+kyzwGYG3A/RX7KziU7sWpZLqPibiJliyZFHeMMlyslhAiGO0EcQUtBptBG9nOEQvP526YeCW7CCl9uUJ6X6BJP7EEdK8XcqI9cTY1RchSa5BC/q6G9Coocw1JnoZQrE7x954HAaROXBGA0/XiRs4ER9Wdz7KhfvWwjW15f5Yr/EiZ0/eULGYfKI7wFPUPVNeoE8Sxe8qBssvIhGUK1yeSV42YcXbgFdbmutfHh7D32NPtR8eP25NPgSvIeOHKcHB46jt8YPpLKlEmnGrPnKnWD2OyP8Wnjh0gBxvGr+WxQVVdTra7Bl2256+6P/0qIlK+jpvvfQDddcocQuDJTFYmOUpRr/RSpSpKjaV3X6dAa17jRAuWp0uLkF/bDsd3rmxbfp2w9fFMG78McV9NjTZ831TB6ghvXvpnxWYDafM28JZWZm0jXNGqo4vP78SkIxkHkTvPoLow/0InidUQ+l4MUTscnt1OENakOR3h48KeGNQ1w6DHDYfLX71xfP2S1vJyy4XWEpSdv/xzmV5GfqH1e2quiWZXzEePc/hCoEFqyzEMDWgZ83XEBgIGYlDpfQrawQofhowDLEsY9rtP2Ati3qS3QmS0UIcCt4uaLgmyPovB9U4azl8+dVuuBly3qVq0ZTVmY6HfzzbY/o5QgW+MAmVm3liTZiF2UE/YAjUYCKHo1Cp2Q96Q6/BSMugyVvXRnhfLBCUq3FBE8dnUYbKUiCF98BbFBExJvjO5cRBCFbOPXYubCentizUkX4gKBKKH+JmoRznHLdqsqbUflvHCmlcuN+PpuQxx6MFymX9/UpeO1iiXuLgsIRcxC3vfJVL/rtRvqJjhivMD7tWw1LX1GKT6mvOOkTJV+RGnjcDUSE6gXUV1x5nOWQkWxAwPX6Jr2ECg3JH2t+hlXwQqtgI1hMTLQnDi8EI3xi/0CUhpQk6tvzzlxRGtwIXgjr8W9+QjNnL6KE+Di6s20Leu+zefT+hCF+BS/qgLI+278bXd6gjt923X/wCO3Zf5gurluDjp1IoyvbPnLud7BqBfr6/dHq77AQIzoFfIErVUiiJx7prOpd6OPw+iWdhxd4E7z6R0BfAhHB66yxQi14+am83MyCgOOhYjlTDwnGlgpY2U4f20jxyRdT5ukTVKLs+XRsxy+eAxbYWqwvSeJDHxOXlCtWKw/IdoIXVt/YkhdQuXrdVQzkw5u+VBYPLoO3Y5L1OJywRPg6ypetMEmX3E8Hf5+mhDFEdKgEr7NWLbhX6YIXFk3EiUZ4PSQ+Drl4ckMqW6dzLghobyRvrhhsVT68YSYVjY5Rrgp6H8K9Na4dpQLnn8ZqRWqOP3VCpcZUtUk/V4c+IB8ny/3eBK8++XJqhbT2ENMWXn6H2P3En5Uz0B7M4wJWaDJPHVcTALsIHGw9xTuJa9GOuvDSBS/605nMdDVhQrIT0Hbl1I/HTbqoCx3euoRO7V/u6TMQllgpwqrR4c3zKSNtv2eSzZNru/GCD5MIxKWJx2G+x3qsOU55PJOR5jnJDRN6q3sg6sh80d+rNz/rD+q0nXTBy9Fl9PjwnA/zd8ra6fMj/TpEg8AmNeyRClcSwRsu0kE8x4ng1WefInidQTYleDmMDtqkZJUrPYHPUSoOE4V/W8Wmt1Kz1cqbH65aKtu1hKLjSlH15kNp3eedPFk5jR/rTfByuBz+QLLV0K6sEE57fnuJzmSdosy0fconLb78ZTmn6Wnh4Jy1jlxlJaALXhN0uA9ABOmWJ7tnoU1hKQzWyguRCzcZTAL/+qqHsjRCVNudmMZ+nVwO3W9ZF0CwQpat2Trgk7NMC14ufzAhp5y0s3VcgMsPtyXGIAguWHpZ8GZnpXtWA7wJXutz4UObnXHMr9+2Lnj1VSh23cLzUvf9nsv/2rp6YOe/jvKoQ34qNlWTdidJd/vB/gFMyA9umOk5Xh7jLwtpCNDDWxaolTOEicQhN8n17lKP0d3Bgpms2MUuR7vAJQeTDnZB4mPW2QDC7mUcqi1YC7MTVnl5DQ6eQIjXd1990nOghOnyiOA1TdhF/t4EL/tqImsRvIEDNiV41SC5uLc6lQ0fchyFC6Fbstp1VCyxKm1bnHPyDwte66leXBP+SHCcXuuHjf3S4JYAi23qnqXqeRi0eTMcBC+fNuRLrOrHJMfGp6jBGBuD4DsJNwZOPCh7o60fySuW3cD7pK87TAtePFuPXe2tLPhAl6zeOmifWeTLwsgqru0ENFt3IRjLX/qocl/Yt3qSEgpJ9Xt4XFyCtYyZFrx8OljJqq2Uj7seDzYUPcRO8B7fvkC5VvH4g4lF+uHNFBNfmYrGFFebVJEwtpw6sVf5amMc8bYKoE+I2afVrh7eBC/GAtTdTvBWu2qoGmt4cu1tjNEPBXLCDWXGPWXrdvb0EeaCsbNi45xNVhDS2GjMvrScNyb5F1z/Gm39cYTHhcxO8GIFDxx1/2ZYq3nyxgd66D66OLkRbhXgkli5Wa7VGmaNsRtuJygbXFas+zycMMgv1+BoYZxsO2PSUCqVGG+82CJ4jSMO/gHeBK/d0jXPSNMP/u3I1yn4UuX/O00KXohYfIAhepH0j4ndsboYiI9uneexPuAe9rXl3cU7lo2no/8sUvlZ/TGxBIlNO5x4g4R+PK03ywnuYUsHJk7Fy9RUAd7tkpMNI2nH9tHRTR9RmfOut918lf97Tt7UIByCl/sRW51QU/QlHL2NhFPnMBHDzn0c0x2MhVf3T0d/ww5+fp43wYud9rxZkSdnmESmNOjtaQynVkhr65kUvFi637vmAxUpAMILRzoHsgPfX0+D9Q8HirCrFFu8radEcj5ouzLnt1NjEyz0vB/Azr9bfzaLMIhcCF4cRmFXD6srDEXFYXBRYxkELw5EyTp94pwIG8gXblzoC07GGH9cvP3O7jswPLC49zXJQ3lRLrZW82rb1h+fp2IJ5dWGYGyA46PH4U+d8w0eoay3POHA33j8Zcuz9bvAZbaO5fx3J1EuguVS2O4TwRvBLR6o4NX9NSO4WnleNJOCF5XDRydt3wqKKZHs8YXzVWlczxETcJ2+izjHArJU+cXCbxNWAd1NAIL14IaPKH3/KvUI3pAByy82juE+3dJhVw4spaUfWE1larTMZdXFEjISrCK6wPBWF9Nc87zj5FEBwiF49aqxEGABgg/x8V0/UzJ2t6cfDFrwcrQRPIsta7ya4U1EWVcLINjwDuih7ry55fhrLlOCd8/KKeo9gqWwaExpJdgx2bU7WdFfGb39zlZR/J7SoBfBhxvJ26qRznH3suG5NjqyP7jds1hA6xtm7ZbYrYI3ruI1lH1yF5Wq1kpFsSkSFa1EIKybegITpEOb5ysf5HAmlAtRa3hjG56dULEppe1fSTFxpdQKHSYE2POAtqx8RT/l8sMh/PjfcBthay6XHyttZc5vT1mnU1XIMYhsjoxinbDxPWi7g3+8lWt/Bn4TwRu6XiGCN3QsQ56TE8GLDweESlLt9sonztfydcgLmE8zjFRhxhYAiFYkWNI4+XITgPVi+0+DlFUZu/chiDF4ZqUf8HwIfTUVfyTRl7Kzz6hlQA5d5utjaM0zUrnm027qKXa4Ba9145LOj/uKL2sllnXxoccRtXriJXhMoCA0kNBfEX/ULjSet5371vbk5WpfO+7t+oBTwcu+nHAPwPKyfmyvXb76RjsWNxDqZzKOUJkarZTwtfNZDqSfsqjGPVbLKK8ksXsTrtHHD0ySdy4drsYLX6s/uI8FL48NuKd0jZZK/OlJF7xFouOoZL3+VDo553Q2q+USrguweHNC3nC5yMuwgygjEiZS+rHxbKHGb+yOkPPvHEME+m2Na0apb6+evG2yw+QsrmxdrytgGMt3LX1WWeE5ieAN5M3wfa0I3tCxDHlOvgQvXkQkLBdhwMD56Vji8jeAhbyQ+TDDSBVmEBPYPYxlNySEDcMOergn+POLte7eD7RZWGzjOZknD6ol7ECXGCOVa6AsIu36cAtef/WHBbh4Ui2q2LCnijONgxWs4gdCAGNSYuWc092QIBxPHdtFxctdqsYtFgVs+dJjWON6p4KXRRksiCn178r1TF91cSp4dQGrH7wBK+vhLQtVPXVxbw0FqIfuQ3mCcQex1oOfofukejj//z4CFat563xP3GbdKg5mZ04epOLJl/o9UEWPeoCJMJLu08quKiwOY0vVpoSL+lFi/NkjY3WrMo8rPFFBfv5cK/z1yVD+rh92gbJy/f09AytiUdElFG839cF34Mim2crfGnlmZ51SPsXWCaS/8sjv5xIQwRvBvcJO8PKyIDu9p+1flWuTgghe/w2an4QZZvwZJw8aj0ELwYy4rm5i3eYnrv57SeRcEWmCF0vB2CjJcU2tAk7fwKTHg+VoAfHlG6kxiwWvN6uxU8GrWyx56dnJyWZWwYslajsLrjU0Gos9DjsIax+EdlzpmqrTYHn7TGYGlanTWcXbxopLzoa7icqqGopd92ADCy6W4K3h6NhCCUsqDjyANd2fW5Ov3s6TYbQXt53e5uxewYI38by2FFPxplyCFxZUuF5FRRf37DHh6C4Yc7AyafIkw0DeZu5PJZIbqsgQvM8C4dqKRhf37LfAhAJtixMr4T6WVK+7q/FTLyO7ueFvmBxydAe7A4ICqVthv1YEbwT3gP3bV1HWkT8pqWYrz+yOlwX5dBzedIRqIGRQpSbPRszAEaloRZiZaRnhaoZrpAleCBWOOIIaw+qJZX51TGrlJmozD8RYdLFEzwl+EIGIw6ovXUPo8gQLVmP4eWLDD+Ke4thjbJJyOoGHQODg/hC7cLnwZxGD4D11YA0llK6oGg7L0rx8DJcBRDFA/FX2z+QNdsgbsVv1DZ58rDiHkvK2IuMtZjCP607cMvgZ3tzXwBWxukMlIHlCAveM5Ho9lPtUqSpN1QEJPLnBtyf50t5qIpNQpSVlJ1ycS/CaeTPClysffoMnoo7RcUlqE2A4wi6iz/AmuGDCo4WPUuQ/SQRvBLfRlp/HUdr275TLwoW3faxKioHY6uDPm0wCCc4dwdU2XjQRZmYQC1czXCNN8KKW3pZ5eTMax57lOM5MxtuGHetRx7georlyk2EBiQpeJvcWygnCEjvvIVpT047TzkV9lfUsPuUStSEJwgJCGf6ZLOaxeYk3fx5aP5MyUncqwYvDHmBhxSmLWMaGWEVMV0Qc8CbU9RBqiOTA7iAcs9eJu4M1vquZXpc7V0wocKIbJii8SRBWbRxKgsQGGPw7Myub0k9mFijBGw7G3p6hvxsieN21hAhed/yM3v3XN70o4/hW9QzeJGJ35rjaRb1ziVpu4hNyjBYsn2cuwsxMAwpXM1wjUfCiphBBGSe2U+reFWqTI4tULAUjXi9vTNI3T+nCSKfFp/UhasOZzFTlv6hHH3BKFtbn/X++pe6HAEW4KAhYxJjGRjEWlgg7dTLtGB3Z8LEyKJRE7Ol/FuZ6DIt2/JEttrprAvtpsgWUrXCob9WrxthaWNk/lCcGHO6K3SbwdxzEwe4REOiIo6uf9IXYrIFYv52yc3qdvkkW91gNLSJ4nZJ0dp0eMrDWTW84u0musiUggjeCO8bf856gjOP/KL8nLPchUDeWC8WS667RRJi54+ftbuFqhmukCl6uLQQfLJ/YQIVQTLyUjg91RtoBFUYM/uFpe1d4QjTZkcL1iAqCyTv+jV37wSwZ65vYYJ1F4sgCuj9udIkUdTIgJwhV9tGEmE2ofJVHtOsuCh4LpxYOjA+cQV7eRD0/R98UBesyDhnAIQd8AAJcMqJLJNOpI1s8x4xDoOPvELuw8MKFIFg+oeilEL17V01UEx1rfUXwhoLw2Tz0I8ITkiqENvNClpsI3ghu8F1rvyHKSKOoqCLqcAFeHnTq1xbBVcvTookwM4NfuJrhGumC10yt3eWqLwOzhdnqboEnxJSsRYkVL1NWagj2EimNVExsRFZAgosEUonkS32Kb1yn3BuOb/d76IpuhdZP+oK7BzY/ccg2PFe3jutEIsHooQsxvWwieN31XV93i+B1x1YErzt+Ru8+fDSV6ORRiokuStZQKUYfXMAzF2FmpoGFqxmuIniD4wpLLAtXCOBTh9eruNSwQuNwgUyKo6LFkiix7HnBPcDlXfpx3MgKhgyEJEQ0A4QFhJUZhxYc3DCTTh7OcRlJrtddWdA5+oPLIhi5XQSvEawqUxG87tiK4HXHz+jduuA1+qBClrkIMzMNLlzNcBXBGxqusEjqkQvymivKc2L3z5R+aB3FJlTziHPUFtF32J2D43PzprHQ0DCXiwhec2xF8LpjK4LXHT+jd4vgNYNXhJlwNUPATK55LczM1CrvcxWuZtpABK8ZrmLhdc9VBK97hsZyEMFrBq0IXuFqhoCZXEWYCVczBMzkKoLXDFcRvO65iuB1z9BYDiJ4zaAVwStczRAwk6sIXuFqhoCZXEXwmuEqgtc9VxG87hkay0EErxm0IniFqxkCZnIVwStczRAwk6sIXjNcRfC65yqC1z1DYzmI4DWDVgSvcDVDwEyuIniFqxkCZnIVwWuGqwhe91xF8LpnaCwHEbxm0IrgFa5mCJjJVQSvcDVDwEyuInjNcBXB656rCF73DI3lIILXDFoRvMLVDAEzuYrgFa5mCJjJVQSvGa4ieN1zFcHrnqGxHETwmkErgle4miFgJlcRvMLVDAEzuYrgNcNVBK97riJ43TM0loMIXjNoRfAKVzMEzOQqgle4miFgJlcRvGa4iuB1z1UEr3uGxnIQwWsGrQhe4WqGgJlcRfAKVzMEzOQqgtcMVxG87rmK4HXP0FgOInjNoBXBK1zNEDCTqwhe4WqGgJlcRfCa4SqC1z1XEbzuGRrLQQSvGbQieIWrGQJmchXBK1zNEDCTqwheM1xF8LrnKoLXPUNjOYjgNYNWBK9wNUPATK4ieIWrGQJmchXBa4arCF73XEXwumdoLAcRvGbQiuAVrmYImMlVBK9wNUPATK4ieM1wFcHrnqsIXvcMjeUggtcMWhG8wtUMATO5iuAVrmYImMlVBK8ZriJ43XMVweueobEcRPCaQSuCV7iaIWAmVxG8wtUMATO5iuA1w1UEr3uuInjdMzSWgwheM2hF8ApXMwTM5CqCV7iaIWAmVxG8ZriK4HXPVQSve4bGchDBawatCF7haoaAmVxF8ApXMwTM5CqC1wxXEbzuuYrgdc/QWA4ieM2gFcErXM0QMJOrCF7haoaAmVxF8JrhKoLXPVcRvO4ZGstBBK8ZtCJ4hasZAmZyFcErXM0QMJOrCF4zXEXwuucqgtcPwzNnsmns6x/RF//9kTIyM6ll88to+ID7KK5YrHv6fnIQwWsGsQhe4WqGgJlcRfAKVzMEzOQqgtcMVxG87rmK4PXD8KMvF9H0T76lSaP6UYnixeiJ516nBvUuoAEPdXRPXwSvcYZ2DxDBawa7cDXDVQSvcDVDwEyuInjNcBXB656rCF4/DO/tM4paXtWI7rnzenXl97+spufGT6eFn453T18Er3GGInjDh1gErxnWIniFqxkCZnIVwWuGqwhe91xF8Pph+O/b+tDzA7vT1U0aqCu37thLbboOol+/nULF48y6NYhLg/sOLoLXDEPhGj6uInjNsBauZriK4DXDVQSve64ieP0wvKLNQzRhZB9q3PBCdeXe/Yfp2jv70Y+zJ1DZ0ol04Ogp963gJYesjNN06sRhY/lLxkJACAgBISAEhED+IFDtvGr5o6ARWkoRvA4svCMH309XXXGxrYXXpOCN0D4jxRICQkAICAEhIATCTKBcqWJhfmLBepwIXj/tec9jL1Drqy+nu++4Tl353c8rafi46bR41isFqydIbYSAEBACQkAICAEhUEAJiOD107AffD6fZsxaQK+PRpSGOOo/fDJdVLs6Pdm7SwHtElItISAEhIAQEAJCQAgULAIieP20Z1bWGRozaSbNmbeEMjMz6ZpmDVUcXohfSUJACAgBISAEhIAQEAKRT0AEbxja6O8tO+iF12bQX5t3UEZGJjW6uBYN7XsPVamYrJ7u63CL9JOn6anRU2nVnxvpyNETVLN6JRUDuMllF3lK/uXcJTTh7c/pwKGjdHHdmjRycA+qVrl8GGqWt49wywbMvlm4jPbsP0TJZUup0HNdb2+dq1LHTqRR935j6IEuben6Fv/K2wqH6ekmuTrJO0zVDPtjnNTd17vsq79mZ2fTkFHT6LffN9C+g0coqXRJ6tDuGurZtS0VKVIk7HUN5wNNctXrsWP3furSawR1uLkF9brv1nBWMc+e5W+M9NVf5y5eTlM/+Jq27tijDmpq1fwyGty7CxWLjVH1Gf/mJ/TWzG9y1a3Zv+rTlJcG5Fl95cEFm4AI3jC079IVa+mvTdupRdNLKTY2hsZM/JAOHDpG708Yop7u63ALiNw33p9Dt9xwFSUnlVYnvr35/hz67rNXKCG+OG3cspM6PjScXnnuUbrkwvNp8vTZtOqPjfTxm8PCULO8fYRbNmPf+JiubtyAzj+vEq396x/q8/QEmjy6HzVplDOZeHXaLJr97Y908PAxeunphwuN4DXJ1V/eedujzD7dX939vcu++ismze99NpeaN76EypUpRev+3koPDhxHMyYNpYvr1jBbsTzO3SRXrhrGgB6Pv0iYO0C4FRbB66vP+euvM2cvVJGMLq1Xi44cO0EDhk+m61r8i3p3v80jeDE5G/JYV08Pio6KUgc8SRICJgiI4DVB1U+eEMCPDX2Nln/zhroykMMtMrOyqEHLHvTZ1OF0Ya3qNOmdL2j9xm0qdBrS8RNp1LRdL/pmxhiqWiklD2qXd490y+bu3i9Qq6svo3v//5ARrsmdPZ+l+++6qdAIXmsLmuKK51jzzrveE/4nm+J6+nQGLVu5joaNfYc+m/qcEh2FKYWaa2raSbXK8+A97WjBD79S5QrlCo3gtfYbfYwM9NsDa/GGjdtp4gs53ypYeA8fPaHi3EsSAuEgIII3HJQtz5j24de0+OdVNGPiU+qXQA63+H3tJrqv3xj6/vNXlYV3wHOvU4WUsrmOOm5xe181iMDaU5iSGzZYFm3ZoR+Ne+YRuvLyermwFXbBa4orIFvzlv7q7F321l+Xr1xP9/UbTeXKlqKJI/vQxRfWLExIVV1D2V8xeXho0Hhq2/pKuq3N1TRk1NRCK3itfS7Qbw9WHC6qfR71uf92j+D98IsFlBBfgpLKlKSbWjWh7p3aFLr+KhUOHwERvOFjrZ4Ef17MkvExurxBHfU3f4dbcBFhaYAPWZuWjaln15vVnx8d8irVvaAaPdr9rE/ZjV0GUt8H7qDrW1wR5trl3ePcsnlq9DTad+AITXmp/zk+j4VZ8Jrkapd33vWg8D7ZJFeItCW//kFDXphKs6Y9R5UqlAtv5fLwaaHmOnTMW3Re1QpqhQepMAte6xgZyLcHrnhwEfv8rec9Kw7bdu6lzKwzFBcbQ+s3bafh496lB+9uR3fd2jIPe5A8uiATEMEbxtbdvG23WhrDDPfWG5t7ngwLr6/DLXAhBnJYGqpXKa+st7wRBbNsLLH163mnJz9YeJ974j7PcchhrGKePMotG0ThWL5yHb37ymBKTChxTh0Kq+A1ydVb3nnSgcL8UJNc9ap0evg55fvfqf21Ya5h3jzOBFcwhMsYp8zMLOXHi/0SH0wamjcVzYOn2o2RTr89cxf/j55/+T2aNu4JZZzxlqbM+A8t/W0tvf3yoDyooTyyMBAQwRumVl69dpPy2x3U6y5lodWTv8MtEH0BYhfRHRD/V991PfHtL2jD5u00YcRjKkv48F55cy/6+v3RShwX9OSGDXz9hr30DsHSMHlUP1uxC36FUfCa5Oorb+mv3t9lp/2VGd58z5PUvXObXJPrgsrXZH/VmRU2C6+vPufk2/PJnO/Upus3xvSn2jWr+Ox+r0z9TI3F45/tVVC7qdQrjwmI4A1DA/y4bA0NGTWFhj/RnZo0utDzRERswK5UX4db7NpzgLr1Ha0sNd063uC5F/fhflgf7nrkebVprX7dGvTGe3No2Yq1aumooCc3bDCQYxKBEDkjBvXwhMopUqQoFY+LzYWusAlek1z95V2Q+6y/uvt6l/311xVr/qIFP/ymfE0RzeXT/yym6Z/OVRNf+PMW5GSSq5VbYRK8/vqcv2/P5Hdn01cLflHGmIrlkzwoi8cVU0YbWH0RteH86pVo3d/baNCIN+j5gT2oZfNGBbm7St3ykIAI3jDAHzXhA5oxa/45T0KoK1h7fR1usfDHFfTY06+dcy9iQQ7r3039fdbXPxAGl4OHj1L9ujWVy0ONahXDULO8fYQbNoive2XbR86pAPz1IBKQRr76Pn29cCmdSE2nYrGxFBMTRV++M1IJioKcTHJ1kndBZeuk7t7eZX/9deeeAzTqtQ9ozfrNlJqWriK4DHykc6HYtGaSa2EWvP76nL9vz209nqYNm7af8zpjwzUmYfguLlqyUsWPr5Bclrp1uJ46FhL3m4I6xkV6vUTwRnoLSfmEgBAQAkJACAgBISAEXBEQwesKn9wsBISAEBACQkAICAEhEOkERPBGegtJ+YSAEBACQkAICAEhIARcERDB6wqf3CwEhIAQEAJCQAgIASEQ6QRE8EZ6C0n5hIAQEAJCQAgIASEgBFwREMHrCp/cLASEgBAQAkJACAgBIRDpBETwRnoLSfmEgBAQAkJACAgBISAEXBEQwesKn9wsBISAEBACQkAICAEhEOkERPBGegtJ+YSAEBACQkAICAEhIARcERDB6wqf3CwEhIAQEAJCQAgIASEQZLB00gAAB/VJREFU6QRE8EZ6C0n5hIAQEAJCQAgIASEgBFwREMHrCp/cLASEgBAQAkJACAgBIRDpBETwRnoLSfmEgBAQAkJACAgBISAEXBEQwesKn9wsBISAEBACQkAICAEhEOkERPBGegtJ+YSAEBACQkAICAEhIARcERDB6wqf3CwEhIAQEAJCQAgIASEQ6QRE8EZ6C0n5hIAQEAJCQAgIASEgBFwREMHrCp/cLASEQGEksHPPAbqu0wBV9SJFilDxuFiqXCGZml5ej7p1vJFSypUOCMvlN/SkkYMfoOtb/Cug++RiISAEhIAQcEZABK8zTnKVEBACQsBDgAXvmKEPUu2aVelEajr9vnYTffrVYjp2PJWmjRtIdc6v6piYCF7HqORCISAEhEBQBETwBoVNbhICQqAwE2DB++Hkp6nBRed7UJw6nUE9nxhLhw4foy/ffYGKFi1Cv67eQC+8NoN27T1IGRmZVKVSMt3f+Sa6+bqm6r523Z6iTf/s9OSBe9Ysekf9/4Iff6PJ786mzdt2U0pSabq1TXPq2eVmiooqWpjxS92FgBAQAgETEMEbMDK5QQgIgcJOwJvgBZc167dQp4eG0zsvD6YrGtalZSvX0eo/N1Kji2tTQnxxWvDDb/TG+3Pos6nDqe4F1ejI0RPUssPj9GTvLtSi6aUKbbmypWjRkpU0dPQ0Gtr3HmpY/wLatmsfPTV6Gt1zx3V0z53XF/YmkPoLASEgBAIiIII3IFxysRAQAkKAyJfgzco6Q5e27kFDHutKnW9paYvrmjv60kN3t6OO7a9Vv9u5NHR8cDi1bX0l3X3HdZ48ZsyaT18t+IU+ev0ZaQYhIASEgBAIgIAI3gBgyaVCQAgIARDwJXjPnMmmS1p2p6f73q0ELdwcPv5yEf2w7HfatecApaadpENHjtHjPTvQfZ1utBW82dnZ1KBVD4J4tqbkpNK0eNYr0hBCQAgIASEQAAERvAHAkkuFgBAQAv4E77q/t9IdDwyjGROfoob1a9GjQ16lDZu30/2d21DdWtUpMaEEPTrkFbqzbQuvgpdF8+ghPZWVV5IQEAJCQAi4IyCC1x0/uVsICIFCSMCbhff06Qx6+MmXlV/urGnPESy1sPa+9PTDdMM1V3hIYaParTdc5RG8zdo/Sk8+2iWXuL2tx9N0/nmV1L16gtVXNq0Vwk4nVRYCQsAVARG8rvDJzUJACBRGAix4Rw15gC44rzIdPZZKGzZtV2HJ4LLw9suDqGa1igrNzfc8SeVTylKPTm3o2IlUmvf9r/Ttd8tpwEMdPYL33j6jKKpoURrYqzPtP3iUmje+mOYu/h89/uwk6nJba2rTsjFFRUXRshVraf3GbTT2mdwiuDC2gdRZCAgBIRAIARG8gdCSa4WAEBACmg8vw4grFkuVKybT9f++nDrd0pKSypT0cFr71z80bOy79PeWHVQxJYm63t6KPpq9iG5rc7VH8OIaRGDYsm03VUhJom8/fFHdv+inFTTtw6+VyI2NjVHiulP7a8XNQXqhEBACQiBAAiJ4AwQmlwsBISAEhIAQEAJCQAjkLwIiePNXe0lphYAQEAJCQAgIASEgBAIkIII3QGByuRAQAkJACAgBISAEhED+IiCCN3+1l5RWCAgBISAEhIAQEAJCIEACIngDBCaXCwEhIASEgBAQAkJACOQvAiJ481d7SWmFgBAQAkJACAgBISAEAiQggjdAYHK5EBACQkAICAEhIASEQP4iIII3f7WXlFYICAEhIASEgBAQAkIgQAIieAMEJpcLASEgBISAEBACQkAI5C8CInjzV3tJaYWAEBACQkAICAEhIAQCJCCCN0BgcrkQEAJCQAgIASEgBIRA/iIggjd/tZeUVggIASEgBISAEBACQiBAAiJ4AwQmlwsBISAEhIAQEAJCQAjkLwIiePNXe0lphYAQEAJCQAgIASEgBAIkIII3QGByuRAQAkJACAgBISAEhED+IiCCN3+1l5RWCAgBISAEhIAQEAJCIEACIngDBCaXCwEhIASEgBAQAkJACOQvAiJ481d7SWmFgBAQAkJACAgBISAEAiQggjdAYHK5EBACQkAICAEhIASEQP4iIII3f7WXlFYICAEhIASEgBAQAkIgQAIieAMEJpcLASEgBISAEBACQkAI5C8CInjzV3tJaYWAEBACQkAICAEhIAQCJCCCN0BgcrkQEAJCQAgIASEgBIRA/iIggjd/tZeUVggIASEgBISAEBACQiBAAiJ4AwQmlwsBISAEhIAQEAJCQAjkLwIiePNXe0lphYAQEAJCQAgIASEgBAIkIII3QGByuRAQAkJACAgBISAEhED+IiCCN3+1l5RWCAgBISAEhIAQEAJCIEACIngDBCaXCwEhIASEgBAQAkJACOQvAiJ481d7SWmFgBAQAkJACAgBISAEAiQggjdAYHK5EBACQkAICAEhIASEQP4iIII3f7WXlFYICAEhIASEgBAQAkIgQAIieAMEJpcLASEgBISAEBACQkAI5C8CInjzV3tJaYWAEBACQkAICAEhIAQCJCCCN0BgcrkQEAJCQAgIASEgBIRA/iIggjd/tZeUVggIASEgBISAEBACQiBAAiJ4AwQmlwsBISAEhIAQEAJCQAjkLwIiePNXe0lphYAQEAJCQAgIASEgBAIkIII3QGByuRAQAkJACAgBISAEhED+IiCCN3+1l5RWCAgBISAEhIAQEAJCIEAC/wfRctoIMFdezQAAAABJRU5ErkJggg=="
},
"metadata": {},
"output_type": "display_data"
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"\n",
"Regime thresholds:\n",
" VIX < 15: Low volatility (risk-on)\n",
" VIX 15-20: Normal\n",
" VIX 20-30: Elevated\n",
" VIX > 30: High volatility (risk-off)\n"
]
}
],
"source": [
"fig.update_layout(\n",
" title=\"VIX Volatility Index Through Recent Crises\",\n",
" xaxis_title=\"Date\",\n",
" yaxis_title=\"VIX Index\",\n",
" template=\"plotly_white\",\n",
" height=400,\n",
" showlegend=False,\n",
")\n",
"\n",
"fig.show()\n",
"\n",
"print(\"\\nRegime thresholds:\")\n",
"print(\" VIX < 15: Low volatility (risk-on)\")\n",
"print(\" VIX 15-20: Normal\")\n",
"print(\" VIX 20-30: Elevated\")\n",
"print(\" VIX > 30: High volatility (risk-off)\")"
]
},
{
"cell_type": "markdown",
"id": "5aa89663",
"metadata": {
"papermill": {
"duration": 0.006447,
"end_time": "2026-06-13T03:10:37.694460+00:00",
"exception": false,
"start_time": "2026-06-13T03:10:37.688013+00:00",
"status": "completed"
}
},
"source": [
"## 5. Yield Curve Spread and Inversions\n",
"\n",
"The 10Y-2Y spread is a key recession indicator. Inversions (spread < 0) have\n",
"preceded every US recession since 1970."
]
},
{
"cell_type": "code",
"execution_count": 14,
"id": "048cc2af",
"metadata": {
"execution": {
"iopub.execute_input": "2026-06-13T03:10:37.713782Z",
"iopub.status.busy": "2026-06-13T03:10:37.713639Z",
"iopub.status.idle": "2026-06-13T03:10:37.717167Z",
"shell.execute_reply": "2026-06-13T03:10:37.716731Z"
},
"papermill": {
"duration": 0.014412,
"end_time": "2026-06-13T03:10:37.717482+00:00",
"exception": false,
"start_time": "2026-06-13T03:10:37.703070+00:00",
"status": "completed"
}
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"t10y2y = DGS10 - DGS2 (10-Year minus 2-Year Treasury Constant Maturity)\n",
"Yield curve inversions (spread < 0): 1,467 days (15.5%)\n"
]
}
],
"source": [
"slope = macro.select([date_col, \"t10y2y\"]).drop_nulls()\n",
"inversions = slope.filter(pl.col(\"t10y2y\") < 0).height\n",
"total_days = slope.height\n",
"\n",
"print(\"t10y2y = DGS10 - DGS2 (10-Year minus 2-Year Treasury Constant Maturity)\")\n",
"print(\n",
" f\"Yield curve inversions (spread < 0): {inversions:,} days ({100 * inversions / total_days:.1f}%)\"\n",
")"
]
},
{
"cell_type": "code",
"execution_count": 15,
"id": "467c9a82",
"metadata": {
"execution": {
"iopub.execute_input": "2026-06-13T03:10:37.738330Z",
"iopub.status.busy": "2026-06-13T03:10:37.738198Z",
"iopub.status.idle": "2026-06-13T03:10:37.742117Z",
"shell.execute_reply": "2026-06-13T03:10:37.741665Z"
},
"papermill": {
"duration": 0.014923,
"end_time": "2026-06-13T03:10:37.742551+00:00",
"exception": false,
"start_time": "2026-06-13T03:10:37.727628+00:00",
"status": "completed"
}
},
"outputs": [],
"source": [
"# Yield curve spread visualization\n",
"slope_recent = slope.filter(pl.col(date_col) >= pl.lit(\"2020-01-01\").str.to_date())\n",
"slope_pd = slope_recent.to_pandas()\n",
"\n",
"# Create color array for positive/negative\n",
"colors = [COLORS[\"slate\"] if v >= 0 else COLORS[\"amber\"] for v in slope_pd[\"t10y2y\"]]"
]
},
{
"cell_type": "code",
"execution_count": 16,
"id": "9b009d3b",
"metadata": {
"execution": {
"iopub.execute_input": "2026-06-13T03:10:37.763206Z",
"iopub.status.busy": "2026-06-13T03:10:37.763048Z",
"iopub.status.idle": "2026-06-13T03:10:37.826962Z",
"shell.execute_reply": "2026-06-13T03:10:37.826567Z"
},
"papermill": {
"duration": 0.076138,
"end_time": "2026-06-13T03:10:37.827871+00:00",
"exception": false,
"start_time": "2026-06-13T03:10:37.751733+00:00",
"status": "completed"
}
},
"outputs": [
{
"data": {
"application/vnd.plotly.v1+json": {
"config": {
"plotlyServerURL": "https://plot.ly"
},
"data": [
{
"line": {
"color": "#0a1628",
"width": 1.5
},
"mode": "lines",
"name": "10Y-2Y Spread",
"type": "scatter",
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"
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"fig = go.Figure()\n",
"\n",
"# Main spread line\n",
"fig.add_trace(\n",
" go.Scatter(\n",
" x=slope_pd[date_col],\n",
" y=slope_pd[\"t10y2y\"],\n",
" mode=\"lines\",\n",
" name=\"10Y-2Y Spread\",\n",
" line=dict(color=COLORS[\"blue\"], width=1.5),\n",
" )\n",
")\n",
"\n",
"# Shade inversion periods\n",
"inverted = slope_pd[slope_pd[\"t10y2y\"] < 0]\n",
"if len(inverted) > 0:\n",
" fig.add_trace(\n",
" go.Scatter(\n",
" x=inverted[date_col],\n",
" y=inverted[\"t10y2y\"],\n",
" mode=\"none\",\n",
" fill=\"tozeroy\",\n",
" fillcolor=\"rgba(139, 69, 19, 0.3)\",\n",
" name=\"Inversion\",\n",
" showlegend=True,\n",
" )\n",
" )\n",
"\n",
"# Zero line (inversion threshold)\n",
"fig.add_hline(\n",
" y=0,\n",
" line_dash=\"solid\",\n",
" line_color=\"red\",\n",
" line_width=2,\n",
" annotation_text=\"Inversion Line\",\n",
" annotation_position=\"right\",\n",
")"
]
},
{
"cell_type": "code",
"execution_count": 17,
"id": "ba9231f0",
"metadata": {
"execution": {
"iopub.execute_input": "2026-06-13T03:10:37.854105Z",
"iopub.status.busy": "2026-06-13T03:10:37.853979Z",
"iopub.status.idle": "2026-06-13T03:10:37.917866Z",
"shell.execute_reply": "2026-06-13T03:10:37.917403Z"
},
"papermill": {
"duration": 0.079813,
"end_time": "2026-06-13T03:10:37.919580+00:00",
"exception": false,
"start_time": "2026-06-13T03:10:37.839767+00:00",
"status": "completed"
}
},
"outputs": [
{
"data": {
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"
},
"metadata": {},
"output_type": "display_data"
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"Inversion statistics (since 2020):\n",
" Days inverted: 789 (36.0%)\n",
" Deepest inversion: -1.08%\n",
" Most recent value: 0.71%\n"
]
}
],
"source": [
"fig.update_layout(\n",
" title=\"Yield Curve Spread (10Y minus 2Y): Inversion Episodes Shaded\",\n",
" xaxis_title=\"Date\",\n",
" yaxis_title=\"Spread (percentage points)\",\n",
" template=\"plotly_white\",\n",
" height=400,\n",
" legend=dict(orientation=\"h\", yanchor=\"bottom\", y=1.02, xanchor=\"center\", x=0.5),\n",
")\n",
"\n",
"fig.show()\n",
"\n",
"print(\"Inversion statistics (since 2020):\")\n",
"print(f\" Days inverted: {len(inverted)} ({100 * len(inverted) / len(slope_pd):.1f}%)\")\n",
"print(f\" Deepest inversion: {slope_pd['t10y2y'].min():.2f}%\")\n",
"print(f\" Most recent value: {slope_pd['t10y2y'].iloc[-1]:.2f}%\")"
]
},
{
"cell_type": "markdown",
"id": "1c7224f0",
"metadata": {
"papermill": {
"duration": 0.014355,
"end_time": "2026-06-13T03:10:37.953671+00:00",
"exception": false,
"start_time": "2026-06-13T03:10:37.939316+00:00",
"status": "completed"
}
},
"source": [
"## 6. Mixed Frequency Handling\n",
"\n",
"Economic data releases at different frequencies:\n",
"- **Daily**: Treasury yields, VIX\n",
"- **Weekly**: Initial claims (ICSA)\n",
"- **Monthly**: Unemployment rate (UNRATE), CPI\n",
"\n",
"**Forward-fill** is the correct point-in-time approach (no future leakage)."
]
},
{
"cell_type": "code",
"execution_count": 18,
"id": "1a9e32a0",
"metadata": {
"execution": {
"iopub.execute_input": "2026-06-13T03:10:37.982911Z",
"iopub.status.busy": "2026-06-13T03:10:37.982705Z",
"iopub.status.idle": "2026-06-13T03:10:37.987723Z",
"shell.execute_reply": "2026-06-13T03:10:37.987323Z"
},
"papermill": {
"duration": 0.022982,
"end_time": "2026-06-13T03:10:37.988171+00:00",
"exception": false,
"start_time": "2026-06-13T03:10:37.965189+00:00",
"status": "completed"
}
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
" DGS10 daily 9,495 observations\n",
" UNRATE monthly 9,497 observations\n",
" ICSA weekly 9,497 observations\n"
]
}
],
"source": [
"for series in [\"dgs10\", \"unrate\", \"icsa\"]:\n",
" non_null = macro.filter(pl.col(series).is_not_null())\n",
" freq_info = meta.filter(pl.col(series_col) == series)\n",
" freq = freq_info[\"native_frequency\"][0]\n",
" print(f\" {series.upper():6} {freq:8} {len(non_null):,} observations\")"
]
},
{
"cell_type": "code",
"execution_count": 19,
"id": "d365c21b",
"metadata": {
"execution": {
"iopub.execute_input": "2026-06-13T03:10:38.021007Z",
"iopub.status.busy": "2026-06-13T03:10:38.020790Z",
"iopub.status.idle": "2026-06-13T03:10:38.030738Z",
"shell.execute_reply": "2026-06-13T03:10:38.029827Z"
},
"papermill": {
"duration": 0.028552,
"end_time": "2026-06-13T03:10:38.031597+00:00",
"exception": false,
"start_time": "2026-06-13T03:10:38.003045+00:00",
"status": "completed"
}
},
"outputs": [
{
"data": {
"text/html": [
"<div><style>\n",
".dataframe > thead > tr,\n",
".dataframe > tbody > tr {\n",
" text-align: right;\n",
" white-space: pre-wrap;\n",
"}\n",
"</style>\n",
"<small>shape: (10, 3)</small><table border=\"1\" class=\"dataframe\"><thead><tr><th>timestamp</th><th>unrate</th><th>unrate_filled</th></tr><tr><td>date</td><td>f64</td><td>f64</td></tr></thead><tbody><tr><td>2024-01-01</td><td>3.7</td><td>3.7</td></tr><tr><td>2024-01-02</td><td>3.7</td><td>3.7</td></tr><tr><td>2024-01-03</td><td>3.7</td><td>3.7</td></tr><tr><td>2024-01-04</td><td>3.7</td><td>3.7</td></tr><tr><td>2024-01-05</td><td>3.7</td><td>3.7</td></tr><tr><td>2024-01-06</td><td>3.7</td><td>3.7</td></tr><tr><td>2024-01-07</td><td>3.7</td><td>3.7</td></tr><tr><td>2024-01-08</td><td>3.7</td><td>3.7</td></tr><tr><td>2024-01-09</td><td>3.7</td><td>3.7</td></tr><tr><td>2024-01-10</td><td>3.7</td><td>3.7</td></tr></tbody></table></div>"
],
"text/plain": [
"shape: (10, 3)\n",
"┌────────────┬────────┬───────────────┐\n",
"│ timestamp ┆ unrate ┆ unrate_filled │\n",
"│ --- ┆ --- ┆ --- │\n",
"│ date ┆ f64 ┆ f64 │\n",
"╞════════════╪════════╪═══════════════╡\n",
"│ 2024-01-01 ┆ 3.7 ┆ 3.7 │\n",
"│ 2024-01-02 ┆ 3.7 ┆ 3.7 │\n",
"│ 2024-01-03 ┆ 3.7 ┆ 3.7 │\n",
"│ 2024-01-04 ┆ 3.7 ┆ 3.7 │\n",
"│ 2024-01-05 ┆ 3.7 ┆ 3.7 │\n",
"│ 2024-01-06 ┆ 3.7 ┆ 3.7 │\n",
"│ 2024-01-07 ┆ 3.7 ┆ 3.7 │\n",
"│ 2024-01-08 ┆ 3.7 ┆ 3.7 │\n",
"│ 2024-01-09 ┆ 3.7 ┆ 3.7 │\n",
"│ 2024-01-10 ┆ 3.7 ┆ 3.7 │\n",
"└────────────┴────────┴───────────────┘"
]
},
"execution_count": 19,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"macro_filled = macro.with_columns(\n",
" pl.col(\"unrate\").forward_fill().alias(\"unrate_filled\"),\n",
")\n",
"(\n",
" macro_filled.select([date_col, \"unrate\", \"unrate_filled\"])\n",
" .filter(pl.col(date_col).dt.year() == 2024)\n",
" .head(10)\n",
")"
]
},
{
"cell_type": "markdown",
"id": "c09572ff",
"metadata": {
"papermill": {
"duration": 0.025286,
"end_time": "2026-06-13T03:10:38.080813+00:00",
"exception": false,
"start_time": "2026-06-13T03:10:38.055527+00:00",
"status": "completed"
}
},
"source": [
"## 7. Multi-Series Dashboard\n",
"\n",
"A combined view of key macro indicators helps identify regime changes."
]
},
{
"cell_type": "code",
"execution_count": 20,
"id": "b0adb12b",
"metadata": {
"execution": {
"iopub.execute_input": "2026-06-13T03:10:38.152454Z",
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"
},
"metadata": {},
"output_type": "display_data"
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"\n",
"Dashboard interpretation:\n",
" - Rising yields + inverted curve = Tightening cycle, recession risk\n",
" - VIX spikes often coincide with curve moves\n",
" - Use together for regime detection in Chapter 8\n"
]
}
],
"source": [
"# Build the three-panel macro dashboard in a SINGLE cell so the inline\n",
"# backend does not capture progressive-render intermediates with only the\n",
"# first panel populated (feedback_split_cell_figure_bug).\n",
"fig = make_subplots(\n",
" rows=3,\n",
" cols=1,\n",
" shared_xaxes=True,\n",
" subplot_titles=(\n",
" \"Treasury Yields (2Y, 10Y)\",\n",
" \"Yield Curve Spread (10Y-2Y)\",\n",
" \"VIX Volatility Index\",\n",
" ),\n",
" vertical_spacing=0.08,\n",
")\n",
"\n",
"# Filter to recent data\n",
"start_date = \"2020-01-01\"\n",
"recent = macro.filter(pl.col(date_col) >= pl.lit(start_date).str.to_date()).to_pandas()\n",
"\n",
"# Panel 1: Yields\n",
"fig.add_trace(\n",
" go.Scatter(\n",
" x=recent[date_col],\n",
" y=recent[\"dgs2\"],\n",
" mode=\"lines\",\n",
" name=\"2Y\",\n",
" line=dict(color=COLORS[\"slate\"]),\n",
" ),\n",
" row=1,\n",
" col=1,\n",
")\n",
"fig.add_trace(\n",
" go.Scatter(\n",
" x=recent[date_col],\n",
" y=recent[\"dgs10\"],\n",
" mode=\"lines\",\n",
" name=\"10Y\",\n",
" line=dict(color=COLORS[\"blue\"]),\n",
" ),\n",
" row=1,\n",
" col=1,\n",
")\n",
"\n",
"# Panel 2: Spread\n",
"fig.add_trace(\n",
" go.Scatter(\n",
" x=recent[date_col],\n",
" y=recent[\"t10y2y\"],\n",
" mode=\"lines\",\n",
" name=\"10Y-2Y\",\n",
" line=dict(color=COLORS[\"blue\"]),\n",
" fill=\"tozeroy\",\n",
" fillcolor=\"rgba(46, 64, 87, 0.1)\",\n",
" ),\n",
" row=2,\n",
" col=1,\n",
")\n",
"fig.add_hline(y=0, line_dash=\"dash\", line_color=\"red\", row=2, col=1)\n",
"\n",
"# Panel 3: VIX\n",
"fig.add_trace(\n",
" go.Scatter(\n",
" x=recent[date_col],\n",
" y=recent[\"vixcls\"],\n",
" mode=\"lines\",\n",
" name=\"VIX\",\n",
" line=dict(color=COLORS[\"amber\"]),\n",
" fill=\"tozeroy\",\n",
" fillcolor=\"rgba(139, 69, 19, 0.1)\",\n",
" ),\n",
" row=3,\n",
" col=1,\n",
")\n",
"fig.add_hline(y=20, line_dash=\"dash\", line_color=\"gray\", row=3, col=1)\n",
"\n",
"fig.update_layout(\n",
" height=650,\n",
" title_text=\"Macro Regime Dashboard: Yields, Curve Slope, and VIX\",\n",
" showlegend=True,\n",
" legend=dict(orientation=\"h\", yanchor=\"bottom\", y=1.02, xanchor=\"center\", x=0.5),\n",
" template=\"plotly_white\",\n",
")\n",
"\n",
"fig.update_yaxes(title_text=\"Yield (%)\", row=1, col=1)\n",
"fig.update_yaxes(title_text=\"Spread (%)\", row=2, col=1)\n",
"fig.update_yaxes(title_text=\"Index\", row=3, col=1)\n",
"\n",
"fig.show()\n",
"\n",
"print(\"\\nDashboard interpretation:\")\n",
"print(\" - Rising yields + inverted curve = Tightening cycle, recession risk\")\n",
"print(\" - VIX spikes often coincide with curve moves\")\n",
"print(\" - Use together for regime detection in Chapter 8\")"
]
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"source": [
"## Key Takeaways\n",
"\n",
"1. **Mixed frequencies**: Economic data releases daily, weekly, or monthly\n",
"2. **Forward-fill for PIT**: Prevents lookahead bias in feature construction\n",
"3. **Pre-computed spreads**: Yield curve slopes ready for regime detection\n",
"4. **21 series**: Treasury, credit, volatility, labor market indicators\n",
"\n",
"### Next Steps\n",
"\n",
"- **07_macro_data_alignment**: Multi-frequency integration, point-in-time queries\n",
"- **Ch8**: Building macro regime features\n",
"- **Ch12**: Macro factor models and regime detection"
]
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"source": [
"## Optional: Live FRED Updates\n",
"\n",
"For production workflows with live FRED API updates, the `ml4t-data` library\n",
"provides a `MacroDataManager` (Treasury curves, credit spreads, incremental\n",
"updates) and a `FREDProvider` for custom series. Both require a free FRED\n",
"API key from\n",
"[fred.stlouisfed.org](https://fred.stlouisfed.org/docs/api/api_key.html);\n",
"the parquet files above are sufficient for the rest of this book.\n",
"\n",
"```python\n",
"from ml4t.data.macro import MacroDataManager\n",
"from ml4t.data.providers.fred import FREDProvider\n",
"\n",
"mgr = MacroDataManager()\n",
"mgr.download_treasury_yields() # Treasury curve\n",
"mgr.download_credit_spreads() # IG/HY spreads\n",
"mgr.update() # Incremental refresh\n",
"\n",
"provider = FREDProvider()\n",
"provider.fetch_ohlcv(\"UMCSENT\", start=\"2020-01-01\") # Consumer sentiment\n",
"```"
]
}
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