diff --git a/04-example-datasets/01-hplp.ipynb b/04-example-datasets/01-hplp.ipynb index 9a5e104..c513038 100644 --- a/04-example-datasets/01-hplp.ipynb +++ b/04-example-datasets/01-hplp.ipynb @@ -36,7 +36,7 @@ { "id": "463bf2c0-ac3f-4786-9687-362393802dce", "cell_type": "markdown", - "source": "This notebook is a comprehensive guide to accessing GRIB files for the [hplp experiment](https://apps.ecmwf.int/ifs-experiments/rd/hplp/). It includes details about the available parameters, levels, and steps, along with instructions for using the `load_hplp_data` function to access these files from the [ECMWF S3 bucket](https://object-store.os-api.cci1.ecmwf.int/esiwacebucket/hplp/). The GRIB files are not downloaded locally; instead, they are accessed remotely using `gribscan`, `fsspec`, and `zarr` via their corresponding `.ref` metadata files (also hosted in the S3 bucket), which were produced up-front using `gribscan`.\n\n---\n\n## Experiment Details and Available Data Fields\n\nThe dataset contains uncompressed IEEE-754 Standard (1985) 64-bit floating-point single-time atmospheric and wave model (long window 4Dvar) outputs from the IFS.\nThe simulation was conducted on a reduced Gaussian octahedral grid (Tco399), corresponding to a horizontal resolution of approximately 28 km, and with 137 vertical model levels. The 10-day weather forecast is provided in 12-hour intervals, beginning from 2020-07-21 at 00:00:00 UTC.\n\nThe GRIB files are organized into different types of data fields based on the levels at which they are stored.\n\n### Pressure Level Parameters\n\nThe following parameters are available as pressure level fields:\n```python\n[\"z\", \"t\", \"q\", \"w\", \"vo\", \"d\", \"u\", \"v\", \"r\"]\n```\n\nThese parameters are stored at the following pressure levels (in hPa):\n```python\n[1, 2, 3, 5, 7, 10, 20, 30, 50, 70, 100, 150, 200, 250, 300, 400, 500, 700, 850, 925, 1000]\n```\n\nThe corresponding IDs and more information are given in the table below:", + "source": "This notebook is a comprehensive guide to accessing GRIB files for the [hplp experiment](https://apps.ecmwf.int/ifs-experiments/rd/hplp/). It includes details about the available parameters, levels, and steps, along with instructions for using the `load_hplp_data` function to access these files from the [ECMWF S3 bucket](https://object-store.os-api.cci1.ecmwf.int/esiwacebucket/hplp/). The GRIB files are not downloaded locally; instead, they are accessed remotely using `gribscan`, `fsspec`, and `zarr` via their corresponding `.ref` metadata files (also hosted in the S3 bucket), which were produced up-front using `gribscan`.\n\n---\n\n## Experiment Details and Available Data Fields\n\nThe dataset contains uncompressed IEEE-754 Standard (1985) 64-bit floating-point single-time atmospheric and wave model (long window 4Dvar) outputs from the IFS.\nThe simulation was conducted on a reduced Gaussian octahedral grid (Tco399), corresponding to a horizontal resolution of approximately 28 km, and with 137 vertical model levels. The 10-day weather forecast is provided in 12-hour intervals, beginning from 2020-07-21 at 00:00:00 UTC.\nThe total volume of the available dataset is about 187 GB.\n\nThe GRIB files are organized into different types of data fields based on the levels at which they are stored. These data are published under a Creative Commons Attribution 4.0 International (CC BY 4.0). [https://creativecommons.org/licenses/by/4.0/](https://creativecommons.org/licenses/by/4.0/).\n\n### Pressure Level Parameters\n\nThe following parameters are available as pressure level fields:\n```python\n[\"z\", \"t\", \"q\", \"w\", \"vo\", \"d\", \"u\", \"v\", \"r\"]\n```\n\nThese parameters are stored at the following pressure levels (in hPa):\n```python\n[1, 2, 3, 5, 7, 10, 20, 30, 50, 70, 100, 150, 200, 250, 300, 400, 500, 700, 850, 925, 1000]\n```\n\nThe corresponding IDs and more information are given in the table below:", "metadata": {} }, { @@ -84,7 +84,7 @@ { "id": "b8d06ffa-2c2b-461f-9ee3-0780131f8717", "cell_type": "markdown", - "source": "## Available Steps \n\nThe following timesteps are available: \n\n```python \n[0, 12, 24, 36, 48, 60, 72, 84, 96, 108, 120, 132, 144, 156, 168, 180, 192, 204, 216, 228, 240]\n ```\nTimestep 0 is 2020-07-21T 00:00:00 UTC, increasing in 12-hour steps to 240 which is 2020-07-31T 00:00:00 UTC.\n\n## Using the `load_hplp_data` Function\n\nTo load the GRIB files, you can use the following function:\n\n```python\nload_hplp_data(leveltype=None, gridtype=None, step=None, remap=False)\n```\n\n### Parameters\n\n- **`leveltype`**: Defines the type of data to load. Choose one of the following:\n - `\"pl\"`: Pressure level fields.\n - `\"ml\"`: Model level fields.\n - `\"sfc\"`: Surface level fields.\n - `\"wave\"`: Wave model fields.\n- **`gridtype`**: Specifies the grid type for the data. Options include:\n - `\"reduced_gg\"`: Reduced Gaussian grid (available for `pl`, `ml`, and `sfc`).\n - `\"sh\"`: Spherical harmonic coefficients (available for `pl` and `ml`).\n - `\"reduced_ll\"`: Reduced lat-long grid (available for `wave`).\n- **`step`**: The `ml` data on the `reduced_gg` grid is split into two files. Specify the timestep (`step`) to load the corresponding file. Valid steps are:\n - `0-120`: First file (2020-07-21T00:00:00 to 2020-07-26T00:00:00).\n - `132-240`: Second file (2020-07-26T12:00:00 to 2020-07-31T00:00:00).\n- **`remap`**: When using gridtype=`sh`, data cannot be directly plotted. To load remapped data on an O400 grid, set `remap=True`.", + "source": "## Available Steps \n\nThe following timesteps are available: \n\n```python \n[0, 12, 24, 36, 48, 60, 72, 84, 96, 108, 120, 132, 144, 156, 168, 180, 192, 204, 216, 228, 240]\n ```\nTimestep 0 is 2020-07-21T 00:00:00 UTC, increasing in 12-hour steps to 240 which is 2020-07-31T 00:00:00 UTC.\n\n## Using the `load_hplp_data` Function\n\nTo load the GRIB files, you can use the following function:\n\n```python\nload_hplp_data(leveltype=None, gridtype=None, step=None, remap=False)\n```\n\n### Parameters\n\n- **`leveltype`**: Defines the type of data to load. Choose one of the following:\n - `\"pl\"`: Pressure level fields.\n - `\"ml\"`: Model level fields.\n - `\"sfc\"`: Surface level fields.\n - `\"wave\"`: Wave model fields.\n- **`gridtype`**: Specifies the grid type for the data. Options include:\n - `\"reduced_gg\"`: Reduced Gaussian grid (available for `pl`, `ml`, and `sfc`).\n - `\"sh\"`: Spherical harmonic coefficients (available for `pl` and `ml`).\n - `\"reduced_ll\"`: Reduced lat-long grid (available for `wave`).\n- **`step`**: The `ml` data on the `reduced_gg` grid are split into two files. Specify the timestep (`step`) to load the corresponding file. Valid steps are:\n - `0-120`: First file (2020-07-21T00:00:00 to 2020-07-26T00:00:00).\n - `132-240`: Second file (2020-07-26T12:00:00 to 2020-07-31T00:00:00).\n- **`remap`**: When using gridtype=`sh`, data cannot be directly plotted. To load remapped data on an O400 grid, set `remap=True`.", "metadata": {} }, { @@ -113,7 +113,7 @@ "outputs": [ { "name": "stdout", - "text": "[pyodide]: Loading aiohttp, aiosignal, asciitree, async-timeout, attrs, cffi, cfgrib, click, eccodes, findlibs, frozenlist, fsspec, gribscan, msgpack, multidict, numcodecs, numpy, openblas, pandas, propcache, pycparser, python-dateutil, pytz, scipy, tzdata, xarray, yarl, zarr\n[pyodide]: Loaded aiohttp, aiosignal, asciitree, async-timeout, attrs, cffi, cfgrib, click, eccodes, findlibs, frozenlist, fsspec, gribscan, msgpack, multidict, numcodecs, numpy, openblas, pandas, propcache, pycparser, python-dateutil, pytz, scipy, tzdata, xarray, yarl, zarr\n[pyodide]: Memory usage has grown to 202.8MiB (from 49.9MiB) for this notebook\n", + "text": "[pyodide]: Memory usage has grown to 206.8MiB (from 49.9MiB) for this notebook\n", "output_type": "stream" } ], @@ -128,7 +128,7 @@ { "id": "3a68e663-c6c8-49c2-9678-929d87f772b4", "cell_type": "code", - "source": "import json\n\nimport requests\nimport xarray as xr\n\ndef load_hplp_data(leveltype=None, gridtype=None, step=None, remap=False):\n if leveltype not in {\"pl\", \"ml\", \"sfc\", \"wave\"}:\n raise ValueError(f\"Invalid leveltype: {leveltype}\")\n\n if leveltype in {\"ml\", \"pl\"} and not gridtype:\n raise ValueError(f\"Gridtype is required for leveltype '{leveltype}'. Available: reduced_gg, sh\")\n\n if remap and gridtype != \"sh\":\n raise ValueError(f\"Only 'sh' fields can be remapped.\")\n\n if leveltype == \"wave\" and gridtype != \"reduced_ll\":\n print(\"Warning: Wave model data is stored on a reduced_ll grid.\")\n\n if leveltype == \"sfc\" and gridtype != \"reduced_gg\":\n print(\"Warning: Surface level data is stored on a reduced_gg grid.\")\n\n if step and not (leveltype == \"ml\" and gridtype == \"reduced_gg\"):\n print(\"Warning: Specifying 'step' is unnecessary for this configuration and will be ignored.\")\n\n if leveltype in {\"sfc\", \"wave\"}:\n url = f\"{BASE_URL}/hplp/hplp_{leveltype}.grib\"\n elif leveltype == \"ml\" and gridtype == \"reduced_gg\":\n if step is None:\n raise ValueError(\n \"The ml reduced_gg data is split into two parts:\\n\"\n \" - Steps: 0, 12, 24, 36, 48, 60, 72, 84, 96, 108, 120 (2020-07-21T00:00:00 to 2020-07-26T00:00:00)\\n\"\n \" - Steps: 132, 144, 156, 168, 180, 192, 204, 216, 228, 240 (2020-07-26T12:00:00 to 2020-07-31T00:00:00)\\n\"\n \"Specify a step smaller than 120 for accessing the first part, \\n\"\n \"and a step greater or equal to 132 for accessing the second part.\"\n ) \n if step <= 120:\n url = f\"{BASE_URL}/hplp/hplp_{leveltype}_{gridtype}_levels_0_120.grib\"\n else:\n url = f\"{BASE_URL}/hplp/hplp_{leveltype}_{gridtype}_levels_132_240.grib\"\n else:\n url = f\"{BASE_URL}/hplp/hplp_{leveltype}_{gridtype}\" + (\"_O400.grib\" if remap else \".grib\")\n ref = requests.get(f\"{url}.ref\").json()\n\n print(f\"Loading dataset {url}\")\n\n return xr.open_dataset(\n \"reference://\",\n engine=\"zarr\",\n backend_kwargs={\"storage_options\": {\"fo\": ref}},\n consolidated=False,\n )", + "source": "import json\n\nimport requests\nimport xarray as xr\n\ndef load_hplp_data(leveltype=None, gridtype=None, step=None, remap=False):\n if leveltype not in {\"pl\", \"ml\", \"sfc\", \"wave\"}:\n raise ValueError(f\"Invalid leveltype: '{leveltype}'. Available leveltypes: pl, ml, sfc, wave\")\n\n if leveltype in {\"ml\", \"pl\"} and not gridtype:\n raise ValueError(f\"Gridtype is required for leveltype '{leveltype}'. Available: reduced_gg, sh\")\n\n if remap and gridtype != \"sh\":\n raise ValueError(f\"Only 'sh' fields can be remapped.\")\n\n if leveltype == \"wave\" and gridtype != \"reduced_ll\":\n print(\"Warning: Wave model data are stored on a reduced_ll grid.\")\n\n if leveltype == \"sfc\" and gridtype != \"reduced_gg\":\n print(\"Warning: Surface level data are stored on a reduced_gg grid.\")\n\n if step and not (leveltype == \"ml\" and gridtype == \"reduced_gg\"):\n print(\"Warning: Specifying 'step' is unnecessary for this configuration and will be ignored.\")\n\n if leveltype in {\"sfc\", \"wave\"}:\n url = f\"{BASE_URL}/hplp/hplp_{leveltype}.grib\"\n elif leveltype == \"ml\" and gridtype == \"reduced_gg\":\n if step is None:\n raise ValueError(\n \"The ml reduced_gg data are split into two parts:\\n\"\n \" - Steps: 0, 12, 24, 36, 48, 60, 72, 84, 96, 108, 120 (2020-07-21T00:00:00 to 2020-07-26T00:00:00)\\n\"\n \" - Steps: 132, 144, 156, 168, 180, 192, 204, 216, 228, 240 (2020-07-26T12:00:00 to 2020-07-31T00:00:00)\\n\"\n \"Specify a step smaller than 120 for accessing the first part, \\n\"\n \"and a step greater or equal to 132 for accessing the second part.\"\n ) \n if step <= 120:\n url = f\"{BASE_URL}/hplp/hplp_{leveltype}_{gridtype}_levels_0_120.grib\"\n else:\n url = f\"{BASE_URL}/hplp/hplp_{leveltype}_{gridtype}_levels_132_240.grib\"\n else:\n url = f\"{BASE_URL}/hplp/hplp_{leveltype}_{gridtype}\" + (\"_O400.grib\" if remap else \".grib\")\n ref = requests.get(f\"{url}.ref\").json()\n\n print(f\"Loading dataset {url}\")\n\n return xr.open_dataset(\n \"reference://\",\n engine=\"zarr\",\n backend_kwargs={\"storage_options\": {\"fo\": ref}},\n consolidated=False,\n )", "metadata": { "trusted": true }, @@ -159,7 +159,7 @@ "output_type": "execute_result", "data": { "text/plain": " Size: 2GB\nDimensions: (value: 654400, level: 21, time: 21)\nCoordinates:\n lat (value) float64 5MB ...\n * level (level) int64 168B 1 2 3 5 7 10 20 ... 300 400 500 700 850 925 1000\n lon (value) float64 5MB ...\n * time (time) datetime64[ns] 168B 2020-07-21 ... 2020-07-31\nDimensions without coordinates: value\nData variables:\n q (time, level, value) float64 2GB ...\nAttributes:\n GRIB_edition: 1\n GRIB_centre: ecmf\n GRIB_centreDescription: European Centre for Medium-Range Weather Forecasts\n GRIB_subCentre: 0\n history: 🪄🧙‍♂️🔮 magic dataset assembly provided by gribsc...", - "text/html": "
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<xarray.Dataset> Size: 2GB\nDimensions:  (value: 654400, level: 21, time: 21)\nCoordinates:\n    lat      (value) float64 5MB ...\n  * level    (level) int64 168B 1 2 3 5 7 10 20 ... 300 400 500 700 850 925 1000\n    lon      (value) float64 5MB ...\n  * time     (time) datetime64[ns] 168B 2020-07-21 ... 2020-07-31\nDimensions without coordinates: value\nData variables:\n    q        (time, level, value) float64 2GB ...\nAttributes:\n    GRIB_edition:            1\n    GRIB_centre:             ecmf\n    GRIB_centreDescription:  European Centre for Medium-Range Weather Forecasts\n    GRIB_subCentre:          0\n    history:                 🪄🧙‍♂️🔮 magic dataset assembly provided by gribsc...
" }, "metadata": {} } @@ -180,11 +180,6 @@ "trusted": true }, "outputs": [ - { - "name": "stdout", - "text": "[pyodide]: Loading Cartopy, Jinja2, MarkupSafe, Pillow, adjustText, affine, appdirs, cads-api-client, cdsapi, cftime, cligj, cloudpickle, cycler, dask, earthkit, earthkit-data, earthkit-geo, earthkit-meteo, earthkit-plots, earthkit-plots-default-styles, earthkit-regrid, earthkit-transforms, ecmwf-api-client, ecmwf-opendata, entrypoints, filelock, fiona, flexcache, flexparser, fonttools, gdal, geopandas, geos, h5py, importlib_metadata, jsonschema, jsonschema_specifications, kiwisolver, locket, lru-dict, markdown, matplotlib, matplotlib-pyodide, multiurl, netcdf4, partd, pdbufr, pint, pkgconfig, pyparsing, pyproj, pyrsistent, pyshp, pyyaml, rasterio, referencing, rpds-py, setuptools, shapely, toolz, tqdm, typing-extensions, zipp\n[pyodide]: Loaded Cartopy, Jinja2, MarkupSafe, Pillow, adjustText, affine, appdirs, cads-api-client, cdsapi, cftime, cligj, cloudpickle, cycler, dask, earthkit, earthkit-data, earthkit-geo, earthkit-meteo, earthkit-plots, earthkit-plots-default-styles, earthkit-regrid, earthkit-transforms, ecmwf-api-client, ecmwf-opendata, entrypoints, filelock, fiona, flexcache, flexparser, fonttools, gdal, geopandas, geos, h5py, importlib_metadata, jsonschema, jsonschema_specifications, kiwisolver, locket, lru-dict, markdown, matplotlib, matplotlib-pyodide, multiurl, netcdf4, partd, pdbufr, pint, pkgconfig, pyparsing, pyproj, pyrsistent, pyshp, pyyaml, rasterio, referencing, rpds-py, setuptools, shapely, toolz, tqdm, typing-extensions, zipp\n", - "output_type": "stream" - }, { "name": "stderr", "text": "/lib/python3.12/site-packages/earthkit/regrid/utils/caching.py:27: UserWarning: only soft file lock is available\n from filelock import FileLock\n", @@ -192,7 +187,7 @@ }, { "name": "stdout", - "text": "[pyodide]: Memory usage has grown to 292.0MiB (from 202.8MiB) for this notebook\n", + "text": "[pyodide]: Memory usage has grown to 297.8MiB (from 206.8MiB) for this notebook\n", "output_type": "stream" } ], @@ -219,7 +214,7 @@ }, { "name": "stdout", - "text": "[pyodide]: Memory usage has grown to 793.9MiB (from 292.0MiB) for this notebook\n", + "text": "[pyodide]: Memory usage has grown to 812.9MiB (from 297.8MiB) for this notebook\n", "output_type": "stream" }, { @@ -236,7 +231,7 @@ { "id": "7731f334-8487-4256-ac41-8b693a504b35", "cell_type": "markdown", - "source": "The following example will load GRIB files for pressure level data stored as **spherical harmonic coefficients (sh)**. Since this data requires remapping to an **O400 grid** for visualization, the remapping step is included.\n", + "source": "The following example will load GRIB files for pressure level data stored as **spherical harmonic coefficients (sh)**. Since these data require remapping to an **O400 grid** for visualization, the remapping step is included.\n", "metadata": {} }, { @@ -257,7 +252,7 @@ "output_type": "execute_result", "data": { "text/plain": " Size: 18GB\nDimensions: (time: 21, level: 21, value: 654400)\nCoordinates:\n lat (value) float64 5MB ...\n * level (level) int64 168B 1 2 3 5 7 10 20 ... 300 400 500 700 850 925 1000\n lon (value) float64 5MB ...\n * time (time) datetime64[ns] 168B 2020-07-21 ... 2020-07-31\nDimensions without coordinates: value\nData variables:\n d (time, level, value) float64 2GB ...\n r (time, level, value) float64 2GB ...\n t (time, level, value) float64 2GB ...\n u (time, level, value) float64 2GB ...\n v (time, level, value) float64 2GB ...\n vo (time, level, value) float64 2GB ...\n w (time, level, value) float64 2GB ...\n z (time, level, value) float64 2GB ...\nAttributes:\n GRIB_edition: 1\n GRIB_centre: ecmf\n GRIB_centreDescription: European Centre for Medium-Range Weather Forecasts\n GRIB_subCentre: 0\n history: 🪄🧙‍♂️🔮 magic dataset assembly provided by gribsc...", - "text/html": "
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<xarray.Dataset> Size: 18GB\nDimensions:  (time: 21, level: 21, value: 654400)\nCoordinates:\n    lat      (value) float64 5MB ...\n  * level    (level) int64 168B 1 2 3 5 7 10 20 ... 300 400 500 700 850 925 1000\n    lon      (value) float64 5MB ...\n  * time     (time) datetime64[ns] 168B 2020-07-21 ... 2020-07-31\nDimensions without coordinates: value\nData variables:\n    d        (time, level, value) float64 2GB ...\n    r        (time, level, value) float64 2GB ...\n    t        (time, level, value) float64 2GB ...\n    u        (time, level, value) float64 2GB ...\n    v        (time, level, value) float64 2GB ...\n    vo       (time, level, value) float64 2GB ...\n    w        (time, level, value) float64 2GB ...\n    z        (time, level, value) float64 2GB ...\nAttributes:\n    GRIB_edition:            1\n    GRIB_centre:             ecmf\n    GRIB_centreDescription:  European Centre for Medium-Range Weather Forecasts\n    GRIB_subCentre:          0\n    history:                 🪄🧙‍♂️🔮 magic dataset assembly provided by gribsc...
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<xarray.Dataset> Size: 18GB\nDimensions:  (time: 21, level: 21, value: 654400)\nCoordinates:\n    lat      (value) float64 5MB ...\n  * level    (level) int64 168B 1 2 3 5 7 10 20 ... 300 400 500 700 850 925 1000\n    lon      (value) float64 5MB ...\n  * time     (time) datetime64[ns] 168B 2020-07-21 ... 2020-07-31\nDimensions without coordinates: value\nData variables:\n    d        (time, level, value) float64 2GB ...\n    r        (time, level, value) float64 2GB ...\n    t        (time, level, value) float64 2GB ...\n    u        (time, level, value) float64 2GB ...\n    v        (time, level, value) float64 2GB ...\n    vo       (time, level, value) float64 2GB ...\n    w        (time, level, value) float64 2GB ...\n    z        (time, level, value) float64 2GB ...\nAttributes:\n    GRIB_edition:            1\n    GRIB_centre:             ecmf\n    GRIB_centreDescription:  European Centre for Medium-Range Weather Forecasts\n    GRIB_subCentre:          0\n    history:                 🪄🧙‍♂️🔮 magic dataset assembly provided by gribsc...
" }, "metadata": {} } @@ -280,7 +275,7 @@ "outputs": [ { "name": "stdout", - "text": "[pyodide]: Memory usage has grown to 923.7MiB (from 793.9MiB) for this notebook\n", + "text": "[pyodide]: Memory usage has grown to 927.7MiB (from 812.9MiB) for this notebook\n", "output_type": "stream" }, { @@ -297,7 +292,7 @@ { "id": "92cc1ccd-bb9b-48f2-81ab-9641c75d84ec", "cell_type": "markdown", - "source": "The model level data stored on a **reduced_gg** grid is split into two files. Specifying a timestep of `240` ensures that the second part of the data is loaded, covering the time range from **2020-07-26 12:00:00 UTC** to **2020-07-31 00:00:00 UTC**.", + "source": "The model level data stored on a **reduced_gg** grid is split into two files. Specifying a timestep of `240` ensures that the second part of the data are loaded, covering the time range from **2020-07-26 12:00:00 UTC** to **2020-07-31 00:00:00 UTC**.", "metadata": {} }, { @@ -318,7 +313,7 @@ "output_type": "execute_result", "data": { "text/plain": " Size: 50GB\nDimensions: (time: 10, level: 137, value: 654400)\nCoordinates:\n lat (value) float64 5MB ...\n * level (level) int64 1kB 1 2 3 4 5 6 7 8 ... 131 132 133 134 135 136 137\n lon (value) float64 5MB ...\n * time (time) datetime64[ns] 80B 2020-07-26T12:00:00 ... 2020-07-31\nDimensions without coordinates: value\nData variables:\n cc (time, level, value) float64 7GB ...\n ciwc (time, level, value) float64 7GB ...\n clwc (time, level, value) float64 7GB ...\n crwc (time, level, value) float64 7GB ...\n cswc (time, level, value) float64 7GB ...\n o3 (time, level, value) float64 7GB ...\n q (time, level, value) float64 7GB ...\nAttributes:\n GRIB_edition: 2\n GRIB_centre: ecmf\n GRIB_centreDescription: European Centre for Medium-Range Weather Forecasts\n GRIB_subCentre: 0\n history: 🪄🧙‍♂️🔮 magic dataset assembly provided by gribsc...", - "text/html": "
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<xarray.Dataset> Size: 50GB\nDimensions:  (time: 10, level: 137, value: 654400)\nCoordinates:\n    lat      (value) float64 5MB ...\n  * level    (level) int64 1kB 1 2 3 4 5 6 7 8 ... 131 132 133 134 135 136 137\n    lon      (value) float64 5MB ...\n  * time     (time) datetime64[ns] 80B 2020-07-26T12:00:00 ... 2020-07-31\nDimensions without coordinates: value\nData variables:\n    cc       (time, level, value) float64 7GB ...\n    ciwc     (time, level, value) float64 7GB ...\n    clwc     (time, level, value) float64 7GB ...\n    crwc     (time, level, value) float64 7GB ...\n    cswc     (time, level, value) float64 7GB ...\n    o3       (time, level, value) float64 7GB ...\n    q        (time, level, value) float64 7GB ...\nAttributes:\n    GRIB_edition:            2\n    GRIB_centre:             ecmf\n    GRIB_centreDescription:  European Centre for Medium-Range Weather Forecasts\n    GRIB_subCentre:          0\n    history:                 🪄🧙‍♂️🔮 magic dataset assembly provided by gribsc...
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<xarray.Dataset> Size: 50GB\nDimensions:  (time: 10, level: 137, value: 654400)\nCoordinates:\n    lat      (value) float64 5MB ...\n  * level    (level) int64 1kB 1 2 3 4 5 6 7 8 ... 131 132 133 134 135 136 137\n    lon      (value) float64 5MB ...\n  * time     (time) datetime64[ns] 80B 2020-07-26T12:00:00 ... 2020-07-31\nDimensions without coordinates: value\nData variables:\n    cc       (time, level, value) float64 7GB ...\n    ciwc     (time, level, value) float64 7GB ...\n    clwc     (time, level, value) float64 7GB ...\n    crwc     (time, level, value) float64 7GB ...\n    cswc     (time, level, value) float64 7GB ...\n    o3       (time, level, value) float64 7GB ...\n    q        (time, level, value) float64 7GB ...\nAttributes:\n    GRIB_edition:            2\n    GRIB_centre:             ecmf\n    GRIB_centreDescription:  European Centre for Medium-Range Weather Forecasts\n    GRIB_subCentre:          0\n    history:                 🪄🧙‍♂️🔮 magic dataset assembly provided by gribsc...
" }, "metadata": {} } @@ -353,7 +348,7 @@ { "id": "0320963f-0d01-4ee8-9cd4-d2aa765ebac6", "cell_type": "markdown", - "source": "The surface level data is stored on a **reduced_gg** grid and can be loaded as in the following example.", + "source": "The surface level data are stored on a **reduced_gg** grid and can be loaded as in the following example.", "metadata": {} }, { @@ -374,7 +369,7 @@ "output_type": "execute_result", "data": { "text/plain": " Size: 11GB\nDimensions: (time: 21, value: 654400)\nCoordinates:\n lat (value) float64 5MB ...\n lon (value) float64 5MB ...\n * time (time) datetime64[ns] 168B 2020-07-21 ... 2020-07-31\nDimensions without coordinates: value\nData variables: (12/101)\n 10fg (time, value) float64 110MB ...\n 10u (time, value) float64 110MB ...\n 10v (time, value) float64 110MB ...\n 2d (time, value) float64 110MB ...\n 2t (time, value) float64 110MB ...\n asn (time, value) float64 110MB ...\n ... ...\n ttr (time, value) float64 110MB ...\n ttrc (time, value) float64 110MB ...\n uvb (time, value) float64 110MB ...\n vimd (time, value) float64 110MB ...\n vis (time, value) float64 110MB ...\n z (time, value) float64 110MB ...\nAttributes:\n GRIB_edition: 2\n GRIB_centre: ecmf\n GRIB_centreDescription: European Centre for Medium-Range Weather Forecasts\n GRIB_subCentre: 0\n history: 🪄🧙‍♂️🔮 magic dataset assembly provided by gribsc...", - "text/html": "
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<xarray.Dataset> Size: 11GB\nDimensions:  (time: 21, value: 654400)\nCoordinates:\n    lat      (value) float64 5MB ...\n    lon      (value) float64 5MB ...\n  * time     (time) datetime64[ns] 168B 2020-07-21 ... 2020-07-31\nDimensions without coordinates: value\nData variables: (12/101)\n    10fg     (time, value) float64 110MB ...\n    10u      (time, value) float64 110MB ...\n    10v      (time, value) float64 110MB ...\n    2d       (time, value) float64 110MB ...\n    2t       (time, value) float64 110MB ...\n    asn      (time, value) float64 110MB ...\n    ...       ...\n    ttr      (time, value) float64 110MB ...\n    ttrc     (time, value) float64 110MB ...\n    uvb      (time, value) float64 110MB ...\n    vimd     (time, value) float64 110MB ...\n    vis      (time, value) float64 110MB ...\n    z        (time, value) float64 110MB ...\nAttributes:\n    GRIB_edition:            2\n    GRIB_centre:             ecmf\n    GRIB_centreDescription:  European Centre for Medium-Range Weather Forecasts\n    GRIB_subCentre:          0\n    history:                 🪄🧙‍♂️🔮 magic dataset assembly provided by gribsc...
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<xarray.Dataset> Size: 11GB\nDimensions:  (time: 21, value: 654400)\nCoordinates:\n    lat      (value) float64 5MB ...\n    lon      (value) float64 5MB ...\n  * time     (time) datetime64[ns] 168B 2020-07-21 ... 2020-07-31\nDimensions without coordinates: value\nData variables: (12/101)\n    10fg     (time, value) float64 110MB ...\n    10u      (time, value) float64 110MB ...\n    10v      (time, value) float64 110MB ...\n    2d       (time, value) float64 110MB ...\n    2t       (time, value) float64 110MB ...\n    asn      (time, value) float64 110MB ...\n    ...       ...\n    ttr      (time, value) float64 110MB ...\n    ttrc     (time, value) float64 110MB ...\n    uvb      (time, value) float64 110MB ...\n    vimd     (time, value) float64 110MB ...\n    vis      (time, value) float64 110MB ...\n    z        (time, value) float64 110MB ...\nAttributes:\n    GRIB_edition:            2\n    GRIB_centre:             ecmf\n    GRIB_centreDescription:  European Centre for Medium-Range Weather Forecasts\n    GRIB_subCentre:          0\n    history:                 🪄🧙‍♂️🔮 magic dataset assembly provided by gribsc...
" }, "metadata": {} } @@ -409,7 +404,7 @@ { "id": "658ac441-3d9d-46ab-9e5a-d4c5a159679b", "cell_type": "markdown", - "source": "The wave model data is stored on a **reduced_ll** grid and can be loaded as in the following example.\n", + "source": "The wave model data are stored on a **reduced_ll** grid and can be loaded as in the following example.\n", "metadata": {} }, { @@ -430,7 +425,7 @@ "output_type": "execute_result", "data": { "text/plain": " Size: 958MB\nDimensions: (time: 21, value: 315258)\nCoordinates:\n lat (value) float64 3MB ...\n lon (value) float64 3MB ...\n * time (time) datetime64[ns] 168B 2020-07-21 ... 2020-07-31\nDimensions without coordinates: value\nData variables: (12/18)\n cdww (time, value) float64 53MB ...\n dwi (time, value) float64 53MB ...\n hmax (time, value) float64 53MB ...\n mp1 (time, value) float64 53MB ...\n mp2 (time, value) float64 53MB ...\n mwd (time, value) float64 53MB ...\n ... ...\n ust (time, value) float64 53MB ...\n vst (time, value) float64 53MB ...\n wdw (time, value) float64 53MB ...\n wind (time, value) float64 53MB ...\n wmb (time, value) float64 53MB ...\n wstar (time, value) float64 53MB ...\nAttributes:\n GRIB_edition: 1\n GRIB_centre: ecmf\n GRIB_centreDescription: European Centre for Medium-Range Weather Forecasts\n GRIB_subCentre: 0\n history: 🪄🧙‍♂️🔮 magic dataset assembly provided by gribsc...", - "text/html": "
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<xarray.Dataset> Size: 958MB\nDimensions:  (time: 21, value: 315258)\nCoordinates:\n    lat      (value) float64 3MB ...\n    lon      (value) float64 3MB ...\n  * time     (time) datetime64[ns] 168B 2020-07-21 ... 2020-07-31\nDimensions without coordinates: value\nData variables: (12/18)\n    cdww     (time, value) float64 53MB ...\n    dwi      (time, value) float64 53MB ...\n    hmax     (time, value) float64 53MB ...\n    mp1      (time, value) float64 53MB ...\n    mp2      (time, value) float64 53MB ...\n    mwd      (time, value) float64 53MB ...\n    ...       ...\n    ust      (time, value) float64 53MB ...\n    vst      (time, value) float64 53MB ...\n    wdw      (time, value) float64 53MB ...\n    wind     (time, value) float64 53MB ...\n    wmb      (time, value) float64 53MB ...\n    wstar    (time, value) float64 53MB ...\nAttributes:\n    GRIB_edition:            1\n    GRIB_centre:             ecmf\n    GRIB_centreDescription:  European Centre for Medium-Range Weather Forecasts\n    GRIB_subCentre:          0\n    history:                 🪄🧙‍♂️🔮 magic dataset assembly provided by gribsc...
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<xarray.Dataset> Size: 958MB\nDimensions:  (time: 21, value: 315258)\nCoordinates:\n    lat      (value) float64 3MB ...\n    lon      (value) float64 3MB ...\n  * time     (time) datetime64[ns] 168B 2020-07-21 ... 2020-07-31\nDimensions without coordinates: value\nData variables: (12/18)\n    cdww     (time, value) float64 53MB ...\n    dwi      (time, value) float64 53MB ...\n    hmax     (time, value) float64 53MB ...\n    mp1      (time, value) float64 53MB ...\n    mp2      (time, value) float64 53MB ...\n    mwd      (time, value) float64 53MB ...\n    ...       ...\n    ust      (time, value) float64 53MB ...\n    vst      (time, value) float64 53MB ...\n    wdw      (time, value) float64 53MB ...\n    wind     (time, value) float64 53MB ...\n    wmb      (time, value) float64 53MB ...\n    wstar    (time, value) float64 53MB ...\nAttributes:\n    GRIB_edition:            1\n    GRIB_centre:             ecmf\n    GRIB_centreDescription:  European Centre for Medium-Range Weather Forecasts\n    GRIB_subCentre:          0\n    history:                 🪄🧙‍♂️🔮 magic dataset assembly provided by gribsc...
" }, "metadata": {} } diff --git a/04-example-datasets/02-OpenIFS.ipynb b/04-example-datasets/02-OpenIFS.ipynb index 513ef82..21cb6af 100644 --- a/04-example-datasets/02-OpenIFS.ipynb +++ b/04-example-datasets/02-OpenIFS.ipynb @@ -36,7 +36,7 @@ { "id": "463bf2c0-ac3f-4786-9687-362393802dce", "cell_type": "markdown", - "source": "This notebook is a comprehensive guide to accessing NetDCF files for an OpenIFS simulation. It includes details about the available parameters, levels, and steps, along with instructions for using the `load_OpenIFS_data` function to access these files from the [ECMWF S3 bucket](https://object-store.os-api.cci1.ecmwf.int/esiwacebucket/OpenIFS/). The NetCDF files are not downloaded locally; instead, they are accessed remotely using `kerchunk` and `zarr` via their corresponding `.ref` metadata files (also hosted in the S3 bucket), which were produced up-front using `kerchunk`.\n\n---\n\n## Experiment Details and Available Data Fields\n\nThe dataset contains uncompressed IEEE-754 Standard (1985) 64-bit floating-point output from the OpenIFS 43r3 model.\nThe simulation was conducted on a reduced Gaussian octahedral grid (Tco1279), corresponding to a horizontal resolution of approximately 9 km.\nThe 5-day forecast was run with a time step length of 600 seconds using a HighResMIP based output configuration.\n\n\nThere is a single NetCDF file for the surface level fields and separate files for each pressure level field.\n\n### Pressure Level Parameters\n\nThe following parameters are available as pressure level fields:\n```python\n[\"z\", \"t\", \"q\", \"w\", \"vo\", \"d\", \"u\", \"v\", \"r\"]\n```\n\nThese parameters are stored at the following pressure levels (in Pa):\n```python\n\n[100000, 92500, 85000, 70000, 60000, 50000, 40000, 30000, 25000, 20000, 15000, 10000, 7000, 5000, 3000, 2000, 1000, 500, 100]\n\n```\nThe available time steps start at 2009-10-15 18:00:00 UTC, increasing in 6-hour steps to 2009-10-20 12:00:00 UTC.\n\n### Surface Level Parameters\n\nThe following parameters are available as surface level fields:\n```python\n[\"10u\", \"10v\", \"2d\", \"2t\", \"cp\", \"e\", \"es\", \"ewss\", \"msl\", \"nsss\", \"ro\", \"rsn\", \"sd\", \"sf\", \"skt\", \"slhf\", \"smlt\", \"sp\", \"sro\", \"sshf\", \"ssr\", \"ssrc\", \"ssrd\", \"stl1\", \"stl2\", \"stl3\", \"stl4\", \"str\", \"strc\", \"strd\", \"swvl1\", \"swvl2\", \"swvl3\", \"swvl4\", \"tcc\", \"tciw\", \"tclw\", \"tcwv\", \"tisr\", \"tp\", \"tsn\", \"tsr\", \"tsrc\", \"ttr\", \"ttrc\"]\n```\n\nHere, the available time steps start at 2009-10-15 15:00:00 UTC, increasing in 3-hour steps to 2009-10-20 12:00:00 UTC.", + "source": "This notebook is a comprehensive guide to accessing NetCDF files for an OpenIFS simulation. It includes details about the available parameters, levels, and steps, along with instructions for using the `load_OpenIFS_data` function to access these files from the [ECMWF S3 bucket](https://object-store.os-api.cci1.ecmwf.int/esiwacebucket/OpenIFS/). The NetCDF files are not downloaded locally; instead, they are accessed remotely using `kerchunk` and `zarr` via their corresponding `.ref` metadata files (also hosted in the S3 bucket), which were produced up-front using `kerchunk`.\n\n---\n\n## Experiment Details and Available Data Fields\n\nThe dataset contains uncompressed IEEE-754 Standard (1985) 64-bit floating-point output from the OpenIFS 43r3 model.\nThe simulation was conducted on a reduced Gaussian octahedral grid (Tco1279), corresponding to a horizontal resolution of approximately 9 km.\nThe 5-day forecast was run with a time step length of 600 seconds using a HighResMIP based output configuration. \nThe total volume of the available dataset is about 258 GB.\n\n\nThere is a single NetCDF file for the surface level fields and separate files for each pressure level field. These data are published under a Creative Commons Attribution 4.0 International (CC BY 4.0). [https://creativecommons.org/licenses/by/4.0/](https://creativecommons.org/licenses/by/4.0/).\n\n### Pressure Level Parameters\n\nThe following parameters are available as pressure level fields:\n```python\n[\"z\", \"t\", \"q\", \"w\", \"vo\", \"d\", \"u\", \"v\", \"r\"]\n```\n\nThese parameters are stored at the following pressure levels (in Pa):\n```python\n\n[100000, 92500, 85000, 70000, 60000, 50000, 40000, 30000, 25000, 20000, 15000, 10000, 7000, 5000, 3000, 2000, 1000, 500, 100]\n\n```\nThe available time steps start at 2009-10-15 18:00:00 UTC, increasing in 6-hour steps to 2009-10-20 12:00:00 UTC.\n\n### Surface Level Parameters\n\nThe following parameters are available as surface level fields:\n```python\n[\"10u\", \"10v\", \"2d\", \"2t\", \"cp\", \"e\", \"es\", \"ewss\", \"msl\", \"nsss\", \"ro\", \"rsn\", \"sd\", \"sf\", \"skt\", \"slhf\", \"smlt\", \"sp\", \"sro\", \"sshf\", \"ssr\", \"ssrc\", \"ssrd\", \"stl1\", \"stl2\", \"stl3\", \"stl4\", \"str\", \"strc\", \"strd\", \"swvl1\", \"swvl2\", \"swvl3\", \"swvl4\", \"tcc\", \"tciw\", \"tclw\", \"tcwv\", \"tisr\", \"tp\", \"tsn\", \"tsr\", \"tsrc\", \"ttr\", \"ttrc\"]\n```\n\nHere, the available time steps start at 2009-10-15 15:00:00 UTC, increasing in 3-hour steps to 2009-10-20 12:00:00 UTC.", "metadata": {} }, { @@ -71,7 +71,7 @@ "outputs": [ { "name": "stdout", - "text": "[pyodide]: Loading Jinja2, MarkupSafe, aiohttp, aiosignal, asciitree, async-timeout, attrs, click, cloudpickle, dask, frozenlist, fsspec, importlib_metadata, locket, msgpack, multidict, numcodecs, numpy, partd, propcache, pyyaml, toolz, yarl, zarr, zipp\n[pyodide]: Loaded Jinja2, MarkupSafe, aiohttp, aiosignal, asciitree, async-timeout, attrs, click, cloudpickle, dask, frozenlist, fsspec, importlib_metadata, locket, msgpack, multidict, numcodecs, numpy, partd, propcache, pyyaml, toolz, yarl, zarr, zipp\n[pyodide]: Memory usage has grown to 71.9MiB (from 49.9MiB) for this notebook\n", + "text": "[pyodide]: Memory usage has grown to 71.9MiB (from 49.9MiB) for this notebook\n", "output_type": "stream" } ], @@ -80,20 +80,20 @@ { "id": "5885a858-f6a6-429b-ae83-69e3f965f032", "cell_type": "markdown", - "source": "The `load_OpenIFS_data` function simplifies remote access to GRIB datasets stored on the S3 bucket. It validates input parameters, constructs the correct URL for the requested data, and loads it efficiently as an xarray dataset using the corresponding `.ref` file.\n", + "source": "The `load_OpenIFS_data` function simplifies remote access to NetCDF datasets stored on the S3 bucket. It validates input parameters, constructs the correct URL for the requested data, and loads it efficiently as an xarray dataset using the corresponding `.ref` file.\n", "metadata": {} }, { "id": "3a68e663-c6c8-49c2-9678-929d87f772b4", "cell_type": "code", - "source": "import json\n\nimport requests\nimport xarray as xr\n\n\ndef load_OpenIFS_data(leveltype=None, param=None):\n if leveltype not in {\"pl\", \"sfc\"}:\n raise ValueError(f\"Invalid leveltype: {leveltype}\")\n\n if leveltype == \"pl\" and not param:\n raise ValueError(f\"Param is required for leveltype '{leveltype}'. Available params: q, r, t, u, v, vo, w, z\")\n\n if leveltype == \"sfc\" and param:\n print(\"Warning: Specifying 'param' is unnecessary for sfc level and will be ignored.\")\n\n if leveltype == \"sfc\":\n url = f\"{BASE_URL}/OpenIFS/HighResMIP_3h_reduced_sfc.nc\"\n elif leveltype == \"pl\":\n if param not in {\"q\", \"r\", \"t\", \"u\", \"v\", \"vo\", \"w\", \"z\"}:\n raise ValueError(f\"Incorrect param: '{param}'. Available: q, r, t, u, v, vo, w, z\")\n\n url = f\"{BASE_URL}/OpenIFS/HighResMIP_6h_reduced_pl_{param}.nc\"\n \n ref = requests.get(f\"{url}.ref\").json()\n\n print(f\"Loading dataset {url}\")\n\n return xr.open_dataset(\n \"reference://\", \n engine=\"zarr\", \n backend_kwargs={\"storage_options\": {\"fo\": ref}},\n consolidated=False, \n chunks=dict(),\n )", + "source": "import json\n\nimport requests\nimport xarray as xr\n\n\ndef load_OpenIFS_data(leveltype=None, param=None):\n if leveltype not in {\"pl\", \"sfc\"}:\n raise ValueError(f\"Invalid leveltype: '{leveltype}'. Available leveltypes: pl, sfc\")\n\n if leveltype == \"pl\" and not param:\n raise ValueError(f\"Param is required for leveltype '{leveltype}'. Available params: q, r, t, u, v, vo, w, z\")\n\n if leveltype == \"sfc\" and param:\n print(\"Warning: Specifying 'param' is unnecessary for sfc level and will be ignored.\")\n\n if leveltype == \"sfc\":\n url = f\"{BASE_URL}/OpenIFS/HighResMIP_3h_reduced_sfc.nc\"\n elif leveltype == \"pl\":\n if param not in {\"q\", \"r\", \"t\", \"u\", \"v\", \"vo\", \"w\", \"z\"}:\n raise ValueError(f\"Incorrect param: '{param}'. Available: q, r, t, u, v, vo, w, z\")\n\n url = f\"{BASE_URL}/OpenIFS/HighResMIP_6h_reduced_pl_{param}.nc\"\n \n ref = requests.get(f\"{url}.ref\").json()\n\n print(f\"Loading dataset {url}\")\n\n return xr.open_dataset(\n \"reference://\", \n engine=\"zarr\", \n backend_kwargs={\"storage_options\": {\"fo\": ref}},\n consolidated=False, \n chunks=dict(),\n )", "metadata": { "trusted": true }, "outputs": [ { "name": "stdout", - "text": "[pyodide]: Loading pandas, python-dateutil, pytz, tzdata, xarray\n[pyodide]: Loaded pandas, python-dateutil, pytz, tzdata, xarray\n[pyodide]: Memory usage has grown to 124.2MiB (from 71.9MiB) for this notebook\n", + "text": "[pyodide]: Memory usage has grown to 149.1MiB (from 71.9MiB) for this notebook\n", "output_type": "stream" } ], @@ -123,7 +123,7 @@ "output_type": "execute_result", "data": { "text/plain": " Size: 20GB\nDimensions: (cell: 6599680, nvertex: 4, pressure_levels: 19,\n time_counter: 20, axis_nbounds: 2)\nCoordinates:\n lat (cell) float32 26MB dask.array\n lon (cell) float32 26MB dask.array\n * pressure_levels (pressure_levels) float32 76B 1e+05 9.25e+04 ... 100.0\n * time_counter (time_counter) datetime64[ns] 160B 2009-10-15T18:00:...\n time_instant (time_counter) datetime64[ns] 160B dask.array\nDimensions without coordinates: cell, nvertex, axis_nbounds\nData variables:\n bounds_lat (cell, nvertex) float32 106MB dask.array\n bounds_lon (cell, nvertex) float32 106MB dask.array\n q (time_counter, pressure_levels, cell) float64 20GB dask.array\n time_counter_bounds (time_counter, axis_nbounds) datetime64[ns] 320B dask.array\n time_instant_bounds (time_counter, axis_nbounds) datetime64[ns] 320B dask.array\nAttributes:\n Conventions: CF-1.6\n description: Created by xios\n name: HighResMIP_6h_reduced_pl_q\n timeStamp: 2024-Apr-05 11:05:21 GMT\n title: Created by xios\n uuid: 25d5f0a2-ceae-47e1-936f-5b1804228ca6", - "text/html": "
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<xarray.Dataset> Size: 20GB\nDimensions:              (cell: 6599680, nvertex: 4, pressure_levels: 19,\n                          time_counter: 20, axis_nbounds: 2)\nCoordinates:\n    lat                  (cell) float32 26MB dask.array<chunksize=(824960,), meta=np.ndarray>\n    lon                  (cell) float32 26MB dask.array<chunksize=(824960,), meta=np.ndarray>\n  * pressure_levels      (pressure_levels) float32 76B 1e+05 9.25e+04 ... 100.0\n  * time_counter         (time_counter) datetime64[ns] 160B 2009-10-15T18:00:...\n    time_instant         (time_counter) datetime64[ns] 160B dask.array<chunksize=(1,), meta=np.ndarray>\nDimensions without coordinates: cell, nvertex, axis_nbounds\nData variables:\n    bounds_lat           (cell, nvertex) float32 106MB dask.array<chunksize=(206240, 4), meta=np.ndarray>\n    bounds_lon           (cell, nvertex) float32 106MB dask.array<chunksize=(206240, 4), meta=np.ndarray>\n    q                    (time_counter, pressure_levels, cell) float64 20GB dask.array<chunksize=(1, 1, 412480), meta=np.ndarray>\n    time_counter_bounds  (time_counter, axis_nbounds) datetime64[ns] 320B dask.array<chunksize=(1, 2), meta=np.ndarray>\n    time_instant_bounds  (time_counter, axis_nbounds) datetime64[ns] 320B dask.array<chunksize=(1, 2), meta=np.ndarray>\nAttributes:\n    Conventions:  CF-1.6\n    description:  Created by xios\n    name:         HighResMIP_6h_reduced_pl_q\n    timeStamp:    2024-Apr-05 11:05:21 GMT\n    title:        Created by xios\n    uuid:         25d5f0a2-ceae-47e1-936f-5b1804228ca6
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<xarray.Dataset> Size: 20GB\nDimensions:              (cell: 6599680, nvertex: 4, pressure_levels: 19,\n                          time_counter: 20, axis_nbounds: 2)\nCoordinates:\n    lat                  (cell) float32 26MB dask.array<chunksize=(824960,), meta=np.ndarray>\n    lon                  (cell) float32 26MB dask.array<chunksize=(824960,), meta=np.ndarray>\n  * pressure_levels      (pressure_levels) float32 76B 1e+05 9.25e+04 ... 100.0\n  * time_counter         (time_counter) datetime64[ns] 160B 2009-10-15T18:00:...\n    time_instant         (time_counter) datetime64[ns] 160B dask.array<chunksize=(1,), meta=np.ndarray>\nDimensions without coordinates: cell, nvertex, axis_nbounds\nData variables:\n    bounds_lat           (cell, nvertex) float32 106MB dask.array<chunksize=(206240, 4), meta=np.ndarray>\n    bounds_lon           (cell, nvertex) float32 106MB dask.array<chunksize=(206240, 4), meta=np.ndarray>\n    q                    (time_counter, pressure_levels, cell) float64 20GB dask.array<chunksize=(1, 1, 412480), meta=np.ndarray>\n    time_counter_bounds  (time_counter, axis_nbounds) datetime64[ns] 320B dask.array<chunksize=(1, 2), meta=np.ndarray>\n    time_instant_bounds  (time_counter, axis_nbounds) datetime64[ns] 320B dask.array<chunksize=(1, 2), meta=np.ndarray>\nAttributes:\n    Conventions:  CF-1.6\n    description:  Created by xios\n    name:         HighResMIP_6h_reduced_pl_q\n    timeStamp:    2024-Apr-05 11:05:21 GMT\n    title:        Created by xios\n    uuid:         25d5f0a2-ceae-47e1-936f-5b1804228ca6
" }, "metadata": {} } @@ -144,11 +144,6 @@ "trusted": true }, "outputs": [ - { - "name": "stdout", - "text": "[pyodide]: Loading Cartopy, Pillow, adjustText, affine, appdirs, cads-api-client, cdsapi, cffi, cfgrib, cftime, cligj, cycler, earthkit, earthkit-data, earthkit-geo, earthkit-meteo, earthkit-plots, earthkit-plots-default-styles, earthkit-regrid, earthkit-transforms, eccodes, ecmwf-api-client, ecmwf-opendata, entrypoints, filelock, findlibs, fiona, flexcache, flexparser, fonttools, gdal, geopandas, geos, h5py, jsonschema, jsonschema_specifications, kiwisolver, lru-dict, markdown, matplotlib, matplotlib-pyodide, multiurl, netcdf4, openblas, pdbufr, pint, pkgconfig, pycparser, pyparsing, pyproj, pyrsistent, pyshp, rasterio, referencing, rpds-py, scipy, setuptools, shapely, tqdm, typing-extensions\n[pyodide]: Loaded Cartopy, Pillow, adjustText, affine, appdirs, cads-api-client, cdsapi, cffi, cfgrib, cftime, cligj, cycler, earthkit, earthkit-data, earthkit-geo, earthkit-meteo, earthkit-plots, earthkit-plots-default-styles, earthkit-regrid, earthkit-transforms, eccodes, ecmwf-api-client, ecmwf-opendata, entrypoints, filelock, findlibs, fiona, flexcache, flexparser, fonttools, gdal, geopandas, geos, h5py, jsonschema, jsonschema_specifications, kiwisolver, lru-dict, markdown, matplotlib, matplotlib-pyodide, multiurl, netcdf4, openblas, pdbufr, pint, pkgconfig, pycparser, pyparsing, pyproj, pyrsistent, pyshp, rasterio, referencing, rpds-py, scipy, setuptools, shapely, tqdm, typing-extensions\n", - "output_type": "stream" - }, { "name": "stderr", "text": "/lib/python3.12/site-packages/earthkit/regrid/utils/caching.py:27: UserWarning: only soft file lock is available\n from filelock import FileLock\n", @@ -156,7 +151,7 @@ }, { "name": "stdout", - "text": "[pyodide]: Memory usage has grown to 309.4MiB (from 124.2MiB) for this notebook\n", + "text": "[pyodide]: Memory usage has grown to 309.4MiB (from 149.1MiB) for this notebook\n", "output_type": "stream" } ], @@ -175,27 +170,8 @@ "metadata": { "trusted": true }, - "outputs": [ - { - "name": "stderr", - "text": "/lib/python3.12/site-packages/cartopy/io/__init__.py:241: DownloadWarning: Downloading: https://naturalearth.s3.amazonaws.com/50m_physical/ne_50m_coastline.zip\n warnings.warn(f'Downloading: {url}', DownloadWarning)\n", - "output_type": "stream" - }, - { - "name": "stdout", - "text": "[pyodide]: Memory usage has grown to 735.2MiB (from 309.4MiB) for this notebook\n", - "output_type": "stream" - }, - { - "output_type": "display_data", - "data": { - "text/plain": "
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" - }, - "metadata": {} - } - ], - "execution_count": 6 + "outputs": [], + "execution_count": null }, { "id": "f2d66bcd-cb4b-4a03-970e-3ce49d68380e", @@ -210,23 +186,8 @@ "metadata": { "trusted": true }, - "outputs": [ - { - "name": "stdout", - "text": "Loading dataset https://object-store.os-api.cci1.ecmwf.int/esiwacebucket/OpenIFS/HighResMIP_3h_reduced_sfc.nc\n", - "output_type": "stream" - }, - { - "execution_count": 7, - "output_type": "execute_result", - "data": { - "text/plain": " Size: 95GB\nDimensions: (time_counter: 40, cell: 6599680, nvertex: 4,\n axis_nbounds: 2)\nCoordinates:\n lat (cell) float32 26MB dask.array\n lon (cell) float32 26MB dask.array\n * time_counter (time_counter) datetime64[ns] 320B 2009-10-15T15:00:...\n time_instant (time_counter) datetime64[ns] 320B dask.array\nDimensions without coordinates: cell, nvertex, axis_nbounds\nData variables: (12/49)\n 10u (time_counter, cell) float64 2GB dask.array\n 10v (time_counter, cell) float64 2GB dask.array\n 2d (time_counter, cell) float64 2GB dask.array\n 2t (time_counter, cell) float64 2GB dask.array\n bounds_lat (cell, nvertex) float32 106MB dask.array\n bounds_lon (cell, nvertex) float32 106MB dask.array\n ... ...\n tp (time_counter, cell) float64 2GB dask.array\n tsn (time_counter, cell) float64 2GB dask.array\n tsr (time_counter, cell) float64 2GB dask.array\n tsrc (time_counter, cell) float64 2GB dask.array\n ttr (time_counter, cell) float64 2GB dask.array\n ttrc (time_counter, cell) float64 2GB dask.array\nAttributes:\n Conventions: CF-1.6\n description: Created by xios\n name: HighResMIP_3h_reduced_sfc\n timeStamp: 2024-Apr-05 10:55:20 GMT\n title: Created by xios\n uuid: dbac5691-165e-4465-bd75-e403aa400071", - "text/html": "
\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n
<xarray.Dataset> Size: 95GB\nDimensions:              (time_counter: 40, cell: 6599680, nvertex: 4,\n                          axis_nbounds: 2)\nCoordinates:\n    lat                  (cell) float32 26MB dask.array<chunksize=(824960,), meta=np.ndarray>\n    lon                  (cell) float32 26MB dask.array<chunksize=(824960,), meta=np.ndarray>\n  * time_counter         (time_counter) datetime64[ns] 320B 2009-10-15T15:00:...\n    time_instant         (time_counter) datetime64[ns] 320B dask.array<chunksize=(1,), meta=np.ndarray>\nDimensions without coordinates: cell, nvertex, axis_nbounds\nData variables: (12/49)\n    10u                  (time_counter, cell) float64 2GB dask.array<chunksize=(1, 412480), meta=np.ndarray>\n    10v                  (time_counter, cell) float64 2GB dask.array<chunksize=(1, 412480), meta=np.ndarray>\n    2d                   (time_counter, cell) float64 2GB dask.array<chunksize=(1, 412480), meta=np.ndarray>\n    2t                   (time_counter, cell) float64 2GB dask.array<chunksize=(1, 412480), meta=np.ndarray>\n    bounds_lat           (cell, nvertex) float32 106MB dask.array<chunksize=(206240, 4), meta=np.ndarray>\n    bounds_lon           (cell, nvertex) float32 106MB dask.array<chunksize=(206240, 4), meta=np.ndarray>\n    ...                   ...\n    tp                   (time_counter, cell) float64 2GB dask.array<chunksize=(1, 412480), meta=np.ndarray>\n    tsn                  (time_counter, cell) float64 2GB dask.array<chunksize=(1, 412480), meta=np.ndarray>\n    tsr                  (time_counter, cell) float64 2GB dask.array<chunksize=(1, 412480), meta=np.ndarray>\n    tsrc                 (time_counter, cell) float64 2GB dask.array<chunksize=(1, 412480), meta=np.ndarray>\n    ttr                  (time_counter, cell) float64 2GB dask.array<chunksize=(1, 412480), meta=np.ndarray>\n    ttrc                 (time_counter, cell) float64 2GB dask.array<chunksize=(1, 412480), meta=np.ndarray>\nAttributes:\n    Conventions:  CF-1.6\n    description:  Created by xios\n    name:         HighResMIP_3h_reduced_sfc\n    timeStamp:    2024-Apr-05 10:55:20 GMT\n    title:        Created by xios\n    uuid:         dbac5691-165e-4465-bd75-e403aa400071
" - }, - "metadata": {} - } - ], - "execution_count": 7 + "outputs": [], + "execution_count": null }, { "id": "32f314be-e6dc-4a81-b12c-c740fcc043d9", @@ -241,25 +202,14 @@ "metadata": { "trusted": true }, - "outputs": [ - { - "output_type": "display_data", - "data": { - "text/plain": "
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" - }, - "metadata": {} - } - ], - "execution_count": 8 + "outputs": [], + "execution_count": null }, { "id": "e909c9f3-42f8-46d6-8d04-8f0a15106545", "cell_type": "code", "source": "", - "metadata": { - "trusted": true - }, + "metadata": {}, "outputs": [], "execution_count": null } diff --git a/04-example-datasets/03-NextGEMS.ipynb b/04-example-datasets/03-NextGEMS.ipynb new file mode 100644 index 0000000..73a328a --- /dev/null +++ b/04-example-datasets/03-NextGEMS.ipynb @@ -0,0 +1,247 @@ +{ + "metadata": { + "kernelspec": { + "name": "python", + "display_name": "Python (Pyodide)", + "language": "python" + }, + "language_info": { + "codemirror_mode": { + "name": "python", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.8" + } + }, + "nbformat_minor": 5, + "nbformat": 4, + "cells": [ + { + "id": "503b82f6-82f7-4f6a-8127-7144c4c08052", + "cell_type": "markdown", + "source": "# NextGEMS data", + "metadata": {} + }, + { + "id": "33d6bacd-2341-478e-92ac-22d0d00d96c6", + "cell_type": "markdown", + "source": "> [!NOTE]\n> The online laboratory has only been tested in recent Firefox and Chrome browsers. Some features may not (yet) be supported in Safari browsers.\n\n> [!CAUTION]\n> Any changes you make to this notebook will be lost once the page is closed or refreshed. Please download any files you would like to keep.", + "metadata": {} + }, + { + "id": "463bf2c0-ac3f-4786-9687-362393802dce", + "cell_type": "markdown", + "source": "This notebook is a comprehensive guide to accessing a Zarr dataset for an ICON simulation within the 4th model cycle phase of the NextGEMS project. It includes details about the available parameters and steps, along with instructions for using the `load_NextGEMS_data` function to access these data from the [ECMWF S3 bucket](https://object-store.os-api.cci1.ecmwf.int/esiwacebucket/EW3_ICON_ngc4008_90d_Compression_test.zarr/). The Zarr data are not downloaded locally; instead, it is accessed remotely using `zarr`.\n\n---\n\n## Experiment Details and Available Data Fields\n\nThe dataset comprises output data from an ICON run within the 4th model cycle phase of the NextGEMS project (NGC4008). This simulation spans a total of 30 years and uses an ssp370-like scenario run from 2020.\nThe simulation was performed using a horizontal grid spacing of approximately 100 km (R2B8/8). \nA global, coupled simulation covering a time period of 1000 years, starting in 1300, was run. 48-hourly output data were generated throughout the simulation.\nHowever, only a subset of the data is provided: three months of data for four selected variables at three model levels.\nThe data are stored on a HEALPix grid with lossless compression, and the total size of the available dataset is approximately 9 GB.\n\nThe dataset is contained in a Zarr directory. The data are available for reuse under the Creative Commons Attribution 4.0 International license.\n\nThe following 2D parameters are available:\n```python\n[\"hus\", \"pr\" \"ua\", \"va\"]\n```\nThe following model levels are available:\n```python\n[89, 65, 55]\n```\n\n\nThe available time steps begin at 2020-01-02 00:00:00 UTC, increasing in 2-day steps until 2020-03-31 00:00:00 UTC.\n\n", + "metadata": {} + }, + { + "id": "b8d06ffa-2c2b-461f-9ee3-0780131f8717", + "cell_type": "markdown", + "source": "## Using the `load_NextGEMS_data` Function\n\nTo load the Zarr directory, you can use the following function:\n\n```python\nload_NextGEMS_data()\n```\n\nThis function is straightforward and does not require any parameters.\n", + "metadata": {} + }, + { + "id": "91c98f90-c7c9-4168-abd4-f85b7e008e8e", + "cell_type": "code", + "source": "# URL of S3 bucket\nBASE_URL = \"https://object-store.os-api.cci1.ecmwf.int/esiwacebucket\"", + "metadata": { + "trusted": true + }, + "outputs": [], + "execution_count": 1 + }, + { + "id": "6e583dd2-1735-4d6e-8403-413dcdc25ba6", + "cell_type": "markdown", + "source": "First, the package `zarr` (modern dataset format that is specifically designed for chunked access) and its dependencies need to be imported for the remote access.", + "metadata": {} + }, + { + "id": "2161d1e4-abda-4c03-8626-1e7ce91dc13e", + "cell_type": "code", + "source": "import aiohttp\nimport dask\nimport fsspec\nimport zarr", + "metadata": { + "trusted": true + }, + "outputs": [ + { + "name": "stdout", + "text": "[pyodide]: Memory usage has grown to 71.9MiB (from 49.9MiB) for this notebook\n", + "output_type": "stream" + } + ], + "execution_count": 2 + }, + { + "id": "b7b8524c-1fc2-4fd1-94dc-5c9233adae6b", + "cell_type": "markdown", + "source": "The `load_NextGEMS_data` function simplifies remote access to Zarr datasets stored on the S3 bucket. It loads the data efficiently as an xarray dataset.\n", + "metadata": {} + }, + { + "id": "0b393415-87ca-4dc7-8c72-4cdd101d6621", + "cell_type": "code", + "source": "import json\n\nimport requests\nimport xarray as xr\n\n\ndef load_NextGEMS_data():\n\n url = f\"{BASE_URL}/EW3_ICON_ngc4008_90d_Compression_test.zarr\"\n\n print(f\"Loading dataset {url}\")\n\n return xr.open_dataset( url, engine=\"zarr\", chunks=dict(),)", + "metadata": { + "trusted": true + }, + "outputs": [ + { + "name": "stdout", + "text": "[pyodide]: Memory usage has grown to 149.1MiB (from 71.9MiB) for this notebook\n", + "output_type": "stream" + } + ], + "execution_count": 3 + }, + { + "id": "62adb1fd-1fd1-4c59-a0c3-66710f4a31d1", + "cell_type": "markdown", + "source": "## Example Usage\n\nTo load the Zarr directory, you can use the following example. This will load the whole dataset. ", + "metadata": {} + }, + { + "id": "510bad61-a98c-495b-a9fa-365887b9f1b6", + "cell_type": "code", + "source": "ds = load_NextGEMS_data()\nds", + "metadata": { + "trusted": true + }, + "outputs": [ + { + "name": "stdout", + "text": "Loading dataset https://object-store.os-api.cci1.ecmwf.int/esiwacebucket/EW3_ICON_ngc4008_90d_Compression_test.zarr\n", + "output_type": "stream" + }, + { + "execution_count": 4, + "output_type": "execute_result", + "data": { + "text/plain": " Size: 11GB\nDimensions: (time: 90, level_full: 3, cell: 3145728)\nCoordinates:\n * level_full (level_full) float64 24B 89.0 65.0 55.0\n * time (time) datetime64[ns] 720B 2020-01-02 2020-01-03 ... 2020-03-31\nDimensions without coordinates: cell\nData variables:\n hus (time, level_full, cell) float32 3GB dask.array\n pr (time, cell) float32 1GB dask.array\n ua (time, level_full, cell) float32 3GB dask.array\n va (time, level_full, cell) float32 3GB dask.array", + "text/html": "
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<xarray.Dataset> Size: 11GB\nDimensions:     (time: 90, level_full: 3, cell: 3145728)\nCoordinates:\n  * level_full  (level_full) float64 24B 89.0 65.0 55.0\n  * time        (time) datetime64[ns] 720B 2020-01-02 2020-01-03 ... 2020-03-31\nDimensions without coordinates: cell\nData variables:\n    hus         (time, level_full, cell) float32 3GB dask.array<chunksize=(3, 1, 196608), meta=np.ndarray>\n    pr          (time, cell) float32 1GB dask.array<chunksize=(3, 196608), meta=np.ndarray>\n    ua          (time, level_full, cell) float32 3GB dask.array<chunksize=(3, 1, 196608), meta=np.ndarray>\n    va          (time, level_full, cell) float32 3GB dask.array<chunksize=(3, 1, 196608), meta=np.ndarray>
" + }, + "metadata": {} + } + ], + "execution_count": 4 + }, + { + "id": "f4521020-47fd-47e9-8254-f83321c920c4", + "cell_type": "markdown", + "source": "Since the data are stored on a HEALPix grid, the `earthkit-plots` library currently doesn't support plotting these data so the `pyicon` library is used here.", + "metadata": {} + }, + { + "id": "962a9a11-d103-4588-ade3-4373c847540c", + "cell_type": "code", + "source": "import pyicon as pyic", + "metadata": { + "trusted": true + }, + "outputs": [ + { + "name": "stdout", + "text": "----Start loading pyicon.\n----Start loading pyicon.\n----Pyicon was loaded successfully.\n----Pyicon was loaded successfully.\n[pyodide]: Memory usage has grown to 257.8MiB (from 149.1MiB) for this notebook\n", + "output_type": "stream" + } + ], + "execution_count": 5 + }, + { + "id": "99449502-9fb2-4097-89b0-d63634a0e250", + "cell_type": "markdown", + "source": "The data can be visualized as demonstrated below. For example, the specific humidity on **2020-02-01 at 00:00:00 UTC** at model level 89 is plotted.\n", + "metadata": {} + }, + { + "id": "d792634e-3a22-4e7d-92f8-f81f66eabbde", + "cell_type": "code", + "source": "da_hus = ds.hus.isel(time=30, level_full=0)\nda_hus.pyic.plot()\n", + "metadata": { + "trusted": true + }, + "outputs": [ + { + "execution_count": 6, + "output_type": "execute_result", + "data": { + "text/plain": "(,\n [,\n ])" + }, + "metadata": {} + }, + { + "name": "stdout", + "text": "[pyodide]: Memory usage has grown to 445.5MiB (from 257.8MiB) for this notebook\n", + "output_type": "stream" + }, + { + "name": "stderr", + "text": "/lib/python3.12/site-packages/cartopy/io/__init__.py:241: DownloadWarning: Downloading: https://naturalearth.s3.amazonaws.com/110m_physical/ne_110m_land.zip\n warnings.warn(f'Downloading: {url}', DownloadWarning)\n/lib/python3.12/site-packages/cartopy/io/__init__.py:241: DownloadWarning: Downloading: https://naturalearth.s3.amazonaws.com/110m_physical/ne_110m_coastline.zip\n warnings.warn(f'Downloading: {url}', DownloadWarning)\n", + "output_type": "stream" + }, + { + "output_type": "display_data", + "data": { + "text/plain": "
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" + }, + "metadata": {} + } + ], + "execution_count": 6 + }, + { + "id": "7106bc6e-e25e-412c-8aff-5692134155c6", + "cell_type": "markdown", + "source": "Zonal and Meridional wind can be visualized in the same way.\n\n\nThe precipitation flux on **2020-03-31 at 00:00:00 UTC** is plotted as demonstrated below.\n", + "metadata": {} + }, + { + "id": "b0371f7d-f7bf-4dd7-be17-830de8e24db9", + "cell_type": "code", + "source": "da_pr = ds.pr.isel(time=89)\nda_pr.pyic.plot()", + "metadata": { + "trusted": true + }, + "outputs": [ + { + "execution_count": 7, + "output_type": "execute_result", + "data": { + "text/plain": "(,\n [,\n ])" + }, + "metadata": {} + }, + { + "name": "stdout", + "text": "[pyodide]: Memory usage has grown to 534.6MiB (from 445.5MiB) for this notebook\n", + "output_type": "stream" + }, + { + "output_type": "display_data", + "data": { + "text/plain": "
", + "image/png": 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" + }, + "metadata": {} + } + ], + "execution_count": 7 + }, + { + "id": "9f820694-e442-487d-981a-4fbd238a806e", + "cell_type": "code", + "source": "", + "metadata": { + "trusted": true + }, + "outputs": [], + "execution_count": null + } + ] +} \ No newline at end of file diff --git a/04-example-datasets/04-ICONXPP.ipynb b/04-example-datasets/04-ICONXPP.ipynb new file mode 100644 index 0000000..4d5d2d4 --- /dev/null +++ b/04-example-datasets/04-ICONXPP.ipynb @@ -0,0 +1,289 @@ +{ + "metadata": { + "kernelspec": { + "name": "python", + "display_name": "Python (Pyodide)", + "language": "python" + }, + "language_info": { + "codemirror_mode": { + "name": "python", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.8" + } + }, + "nbformat_minor": 5, + "nbformat": 4, + "cells": [ + { + "id": "503b82f6-82f7-4f6a-8127-7144c4c08052", + "cell_type": "markdown", + "source": "# ICON-XPP data", + "metadata": {} + }, + { + "id": "33d6bacd-2341-478e-92ac-22d0d00d96c6", + "cell_type": "markdown", + "source": "> [!NOTE]\n> The online laboratory has only been tested in recent Firefox and Chrome browsers. Some features may not (yet) be supported in Safari browsers.\n\n> [!CAUTION]\n> Any changes you make to this notebook will be lost once the page is closed or refreshed. Please download any files you would like to keep.", + "metadata": {} + }, + { + "id": "463bf2c0-ac3f-4786-9687-362393802dce", + "cell_type": "markdown", + "source": "This notebook is a comprehensive guide to accessing NetCDF files for an ICON-eXtendedPrediction and Projection (XPP) simulation. It includes details about the available parameters and steps, along with instructions for using the `load_ICONXPP_data` function to access these files from the [ECMWF S3 bucket](https://object-store.os-api.cci1.ecmwf.int/esiwacebucket/ICON-XPP/). The NetCDF files are not downloaded locally; instead, they are accessed remotely using `kerchunk` and `zarr` via their corresponding `.ref` metadata files (also hosted in the S3 bucket), which were produced up-front using `kerchunk`.\n\n---\n\n## Experiment Details and Available Data Fields\n\nThe dataset consists of output data from an ICON-XPP run, a current state-of-the-art climate-scale simulation.\nThe simulation was conducted using a horizontal grid spacings of about 80km (ICON grid R2B5).\nA global, coupled simulation covering a time period of 1000 years, starting in 1300, was run. Monthly output data was generated throughout the simulation. \nThe total volume of the available dataset is about 147 GB.\n\nThe dataset is organized into multiple NetCDF files, with each file containing five years of simulation output along with all available parameters.\n\nThe following 2D parameters are available:\n```python\n[\"pres_msl\", \"pres_sfc\", \"t_s\", \"clct\", \"tot_prec_rate\", \"tqv\", \"tqv_dia\", \"tqc_dia\", \"tqi_dia\", \"umfl_s\", \"vmfl_s\", \"sp_10m\", \"t_2m\", \"sob_t\", \"sod_t\", \"sou_t\", \"thb_t\", \"sob_s\", \"sou_s\", \"thb_s\", \"shfl_s\", \"lhfl_s\", \"snow_con_rate\", \"snow_gsp_rate\", \"ice_gsp_rate\", \"qifl_s\", \"qhfl_s\", \"t_seasfc\", \"fr_land(ncells) ;\", \"fr_seaice\", \"condhf_ice\", \"meltpot_ice\", \"t_ice\", \"h_ice\", \"albvisdif\", \"albvisdir\", \"albnirdif\", \"albnirdir\"]\n```\n\nThe available time steps begin at 1300-02-01 00:00:00 UTC, increasing in 1-month steps until 2300-01-01 00:00:00 UTC.\n\n", + "metadata": {} + }, + { + "id": "b8d06ffa-2c2b-461f-9ee3-0780131f8717", + "cell_type": "markdown", + "source": "## Using the `load_ICONXPP_data` Function\n\nTo load the NetCDF files, you can use the following function:\n\n```python\nload_ICONXPP_data(year=None, month=None)\n```\n\n### Parameters\n\n- **`year`**: An integer specifying the year for which data should be loaded. Available years: 1300 to 2300.\n- **`month`**(optional): An integer specifying the month for which data should be loaded.\n\nThe datasets start on February 1st for years ending in `00` or `05`. If you need data for January 1st of these years, be sure to specify the appropriate month to load the correct dataset.\n", + "metadata": {} + }, + { + "id": "91c98f90-c7c9-4168-abd4-f85b7e008e8e", + "cell_type": "code", + "source": "# URL of S3 bucket\nBASE_URL = \"https://object-store.os-api.cci1.ecmwf.int/esiwacebucket\"", + "metadata": { + "trusted": true + }, + "outputs": [], + "execution_count": 1 + }, + { + "id": "6e583dd2-1735-4d6e-8403-413dcdc25ba6", + "cell_type": "markdown", + "source": "First, the package `zarr` (modern dataset format that is specifically designed for chunked access) and its dependencies need to be imported for the remote access.", + "metadata": {} + }, + { + "id": "2161d1e4-abda-4c03-8626-1e7ce91dc13e", + "cell_type": "code", + "source": "import aiohttp\nimport cftime\nimport dask\nimport fsspec\nimport zarr", + "metadata": { + "trusted": true + }, + "outputs": [ + { + "name": "stdout", + "text": "[pyodide]: Memory usage has grown to 71.9MiB (from 49.9MiB) for this notebook\n", + "output_type": "stream" + } + ], + "execution_count": 2 + }, + { + "id": "b7b8524c-1fc2-4fd1-94dc-5c9233adae6b", + "cell_type": "markdown", + "source": "The `load_ICONXPP_data` function simplifies remote access to NetCDF datasets stored on the S3 bucket. It validates input parameters, constructs the correct URL for the requested data, and loads it efficiently as an xarray dataset using the corresponding `.ref` file.\n", + "metadata": {} + }, + { + "id": "0b393415-87ca-4dc7-8c72-4cdd101d6621", + "cell_type": "code", + "source": "import json\n\nimport numpy as np\nimport requests\nimport xarray as xr\n\n\ndef load_ICONXPP_data(year=None, month=None):\n \n if not isinstance(year, int) or year < 1300 or year > 2300:\n raise ValueError(\"Please specify a valid year as an integer between 1300 and 2300.\")\n\n if year == 2300:\n if not month:\n print(f\"Warning: Only data for January 1st are available for 2300.\")\n if month and month != 1:\n raise ValueError(f\"Only data for January 1st are available for 2300.\")\n \n if month:\n if not isinstance(month, int) or month < 1 or month > 12:\n raise ValueError(f\"Please specify a valid month as an integer between 1 and 12.\")\n\n file_year = (year // 10) * 10\n if not year % 10 <= 4: \n file_year += 5\n\n\n if not month and year % 5 == 0:\n if year == 1300:\n print(f\"Warning: Data for January 1st of 1300 are not available as is is the simulation starting time.\")\n else:\n print(f\"Warning: Data for January 1st of '{year}' are stored in the previous file. Please specify the month to load the correct dataset.\")\n elif month == 1 and year % 5 == 0:\n if year == 1300:\n raise ValueError(f\"Data for January 1st of 1300 are not available as this is the simulation starting time.\")\n file_year -= 5\n \n if year == 2300:\n file_year = 2295\n\n url = f\"{BASE_URL}/ICON-XPP/slo1802_atm_2d_ml_{file_year}0101T000000Z.nc\"\n \n ref = requests.get(f\"{url}.ref\").json()\n\n print(f\"Loading dataset {url}\")\n\n ds = xr.open_dataset(\n \"reference://\", \n engine=\"zarr\", \n backend_kwargs={\"storage_options\": {\"fo\": ref}},\n consolidated=False, \n chunks=dict(),\n )\n ds.clon.values=np.degrees(ds.clon.values)\n ds.clat.values=np.degrees(ds.clat.values)\n \n return ds\n ", + "metadata": { + "trusted": true + }, + "outputs": [ + { + "name": "stdout", + "text": "[pyodide]: Memory usage has grown to 149.1MiB (from 71.9MiB) for this notebook\n", + "output_type": "stream" + } + ], + "execution_count": 3 + }, + { + "id": "62adb1fd-1fd1-4c59-a0c3-66710f4a31d1", + "cell_type": "markdown", + "source": "## Example Usage\n\nTo load NetCDF file for pressure level parameters, you can use the following example. This will load the data for years 2020 to 2025. ", + "metadata": {} + }, + { + "id": "510bad61-a98c-495b-a9fa-365887b9f1b6", + "cell_type": "code", + "source": "ds_2020 = load_ICONXPP_data(year=2024)\nds_2020", + "metadata": { + "trusted": true + }, + "outputs": [ + { + "name": "stdout", + "text": "Loading dataset https://object-store.os-api.cci1.ecmwf.int/esiwacebucket/ICON-XPP/slo1802_atm_2d_ml_20200101T000000Z.nc\n", + "output_type": "stream" + }, + { + "execution_count": 4, + "output_type": "execute_result", + "data": { + "text/plain": " Size: 733MB\nDimensions: (time: 60, ncells: 81920, vertices: 3, height: 1, height_2: 1)\nCoordinates:\n clat (ncells) float64 655kB 89.46 88.64 89.06 ... -27.32 -27.0\n clon (ncells) float64 655kB 72.0 50.25 72.0 ... 1.296 0.6204 0.357\n * height (height) float64 8B 10.0\n * height_2 (height_2) float64 8B 2.0\n * time (time) datetime64[ns] 480B 2020-02-01 ... 2025-01-01\nDimensions without coordinates: ncells, vertices\nData variables: (12/40)\n albnirdif (time, ncells) float32 20MB dask.array\n albnirdir (time, ncells) float32 20MB dask.array\n albvisdif (time, ncells) float32 20MB dask.array\n albvisdir (time, ncells) float32 20MB dask.array\n clat_bnds (ncells, vertices) float64 2MB dask.array\n clct (time, ncells) float32 20MB dask.array\n ... ...\n tqc_dia (time, ncells) float32 20MB dask.array\n tqi_dia (time, ncells) float32 20MB dask.array\n tqv (time, ncells) float32 20MB dask.array\n tqv_dia (time, ncells) float32 20MB dask.array\n umfl_s (time, ncells) float32 20MB dask.array\n vmfl_s (time, ncells) float32 20MB dask.array\nAttributes:\n CDI: Climate Data Interface version 2.4.0 (https://mpime...\n Conventions: CF-1.6\n comment: Stephan Lorenz (m211032) on l20308 (Linux 4.18.0-47...\n grid_file_uri: http://icon-downloads.mpimet.mpg.de/grids/public/ic...\n history: /work/mh0287/m211032/Icon/Git_lev/icon.XPP.20240717...\n institution: Max Planck Institute for Meteorology/Deutscher Wett...\n number_of_grid_used: 30\n references: see MPIM/DWD publications\n source: git@gitlab.dkrz.de:icon/icon-mpim.git@fba959455f42c...\n title: ICON simulation\n uuidOfHGrid: a668eac0-fe2e-11e4-9a47-e3e5371a87a7", + "text/html": "
\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n
<xarray.Dataset> Size: 733MB\nDimensions:        (time: 60, ncells: 81920, vertices: 3, height: 1, height_2: 1)\nCoordinates:\n    clat           (ncells) float64 655kB 89.46 88.64 89.06 ... -27.32 -27.0\n    clon           (ncells) float64 655kB 72.0 50.25 72.0 ... 1.296 0.6204 0.357\n  * height         (height) float64 8B 10.0\n  * height_2       (height_2) float64 8B 2.0\n  * time           (time) datetime64[ns] 480B 2020-02-01 ... 2025-01-01\nDimensions without coordinates: ncells, vertices\nData variables: (12/40)\n    albnirdif      (time, ncells) float32 20MB dask.array<chunksize=(1, 81920), meta=np.ndarray>\n    albnirdir      (time, ncells) float32 20MB dask.array<chunksize=(1, 81920), meta=np.ndarray>\n    albvisdif      (time, ncells) float32 20MB dask.array<chunksize=(1, 81920), meta=np.ndarray>\n    albvisdir      (time, ncells) float32 20MB dask.array<chunksize=(1, 81920), meta=np.ndarray>\n    clat_bnds      (ncells, vertices) float64 2MB dask.array<chunksize=(81920, 3), meta=np.ndarray>\n    clct           (time, ncells) float32 20MB dask.array<chunksize=(1, 81920), meta=np.ndarray>\n    ...             ...\n    tqc_dia        (time, ncells) float32 20MB dask.array<chunksize=(1, 81920), meta=np.ndarray>\n    tqi_dia        (time, ncells) float32 20MB dask.array<chunksize=(1, 81920), meta=np.ndarray>\n    tqv            (time, ncells) float32 20MB dask.array<chunksize=(1, 81920), meta=np.ndarray>\n    tqv_dia        (time, ncells) float32 20MB dask.array<chunksize=(1, 81920), meta=np.ndarray>\n    umfl_s         (time, ncells) float32 20MB dask.array<chunksize=(1, 81920), meta=np.ndarray>\n    vmfl_s         (time, ncells) float32 20MB dask.array<chunksize=(1, 81920), meta=np.ndarray>\nAttributes:\n    CDI:                  Climate Data Interface version 2.4.0 (https://mpime...\n    Conventions:          CF-1.6\n    comment:              Stephan Lorenz (m211032) on l20308 (Linux 4.18.0-47...\n    grid_file_uri:        http://icon-downloads.mpimet.mpg.de/grids/public/ic...\n    history:              /work/mh0287/m211032/Icon/Git_lev/icon.XPP.20240717...\n    institution:          Max Planck Institute for Meteorology/Deutscher Wett...\n    number_of_grid_used:  30\n    references:           see MPIM/DWD publications\n    source:               git@gitlab.dkrz.de:icon/icon-mpim.git@fba959455f42c...\n    title:                ICON simulation\n    uuidOfHGrid:          a668eac0-fe2e-11e4-9a47-e3e5371a87a7
" + }, + "metadata": {} + } + ], + "execution_count": 4 + }, + { + "id": "f4521020-47fd-47e9-8254-f83321c920c4", + "cell_type": "markdown", + "source": "The `earthkit` package is used for plotting the data.", + "metadata": {} + }, + { + "id": "962a9a11-d103-4588-ade3-4373c847540c", + "cell_type": "code", + "source": "import earthkit.plots\nimport earthkit.plots.quickmap", + "metadata": { + "trusted": true + }, + "outputs": [ + { + "name": "stderr", + "text": "/lib/python3.12/site-packages/earthkit/regrid/utils/caching.py:27: UserWarning: only soft file lock is available\n from filelock import FileLock\n", + "output_type": "stream" + }, + { + "name": "stdout", + "text": "[pyodide]: Memory usage has grown to 309.4MiB (from 149.1MiB) for this notebook\n", + "output_type": "stream" + } + ], + "execution_count": 5 + }, + { + "id": "99449502-9fb2-4097-89b0-d63634a0e250", + "cell_type": "markdown", + "source": "The data can be visualized as demonstrated below. For example, the 2 metre temperature on **2024-12-01 at 00:00:00 UTC** is plotted.\n", + "metadata": {} + }, + { + "id": "d792634e-3a22-4e7d-92f8-f81f66eabbde", + "cell_type": "code", + "source": "earthkit.plots.quickmap.plot(\n ds_2020[\"t_2m\"].sel(time=\"2024-12-01 00:00:00\"), \n x=\"clon\", y=\"clat\"\n)\n", + "metadata": { + "trusted": true + }, + "outputs": [ + { + "name": "stderr", + "text": "/lib/python3.12/site-packages/cartopy/io/__init__.py:241: DownloadWarning: Downloading: https://naturalearth.s3.amazonaws.com/50m_physical/ne_50m_coastline.zip\n warnings.warn(f'Downloading: {url}', DownloadWarning)\n", + "output_type": "stream" + }, + { + "execution_count": 6, + "output_type": "execute_result", + "data": { + "text/plain": "" + }, + "metadata": {} + }, + { + "name": "stdout", + "text": "[pyodide]: Memory usage has grown to 637.3MiB (from 309.4MiB) for this notebook\n", + "output_type": "stream" + }, + { + "output_type": "display_data", + "data": { + "text/plain": "
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s2lZVNW8bWZan3f9YhoaGcuJuNEVFRcDk7hizQdM0vvSlL9Hb28svfvGLPL/emR7bMAMDA9x2220sXryYz3/+83nfDbtevPnNb86zOhuGgaqqSJLEr371qzkfz7Zt2/iXf/kXPvCBD+Slm7v11lvzXuIqKytzLxezvS4FCrwRKYjjAgVOIsNC7utf/zq1tbUnZZ+aphEMBnMiw+FwsGbNmgkj4UtKSiZt5/XXX6ejo4Of/OQnnHfeebPqw/FapYbP1yc/+clxFkUYEU4nClVV+cIXvkAwGOQXv/hFLgvJieD+++/n2muvzbliwHjr/UwYtlQO+5gOMzg4iCRJOcu8z+ebcB2Y/LwOb9vf359zyRnebvQ2fr9/XNvDLzqTte31euno6Bi3fDjgdKrcyzPlW9/6Ftu3b+eee+4Zl1pxpscGZsDm8AvMv//7v+e5KuzevZvNmzcDjHsBHc4Z/NOf/nRK/+CZ0NzczGc+85m87BPDVFZWjsumMhxEOt19UaBAgYI4LlDgpLJy5UpkWaajo4M3velNueXxeHycRed4GZsR4ZlnnkHTNBYvXgyYvqyPPfYY1dXVeQFEwwUNJmPYAjbaUtvc3DxuvWHLqmEYOVFcVFTE0NBQni/qTKbBGxoa8Hq9HD16NOdPOdyXSCRywq1d3/jGN9i7dy8///nPZ5SKay5ompaXm1nXdY4ePZq3zuhzOxnV1dX4fD5efvnlvHvs1VdfZenSpbnzv3LlSv70pz8RjUZzon/YX3zlypUTtr106VIkSWLz5s05n2fDMHjttddyrjkAK1as4LXXXsu73q+88gqKokyYIg7MbBZPPPEEO3fuZNWqVbnljzzyCJWVlXN+mbz77rt59NFHufPOO8cFVM7m2FRV5XOf+xzxeJyf//zn4/Jp19fXT2gV/sd//EeWLl3Khz70oTkfS29vL5/4xCdYt24dX/jCF2a0zUzviwIFChTEcYECJ5WioiLe8573cM899xCLxTj//PMJhUL8/Oc/Z8WKFRMWEZgtBw8e5Mtf/jLXXXcdHR0d/PjHP6auro5LLrkEMFM1Pf7449x66628973vJRAI8PLLL/O///u//P73vx/nmzvM6tWr8Xg8fPe73+UDH/hALqgJyPP9HbbI/frXv2b16tWsXLmS9evX88tf/pI77riDq6++mtbW1ty2UyHLMh//+Mdz7gyXXnopqVSK//mf/0FRlBm1cbz89Kc/5aGHHuIf//EfGRwczFlVwXQ7WLZs2bzu76KLLuKhhx6iqamJ0tJS7rvvPvbs2ZNnPQ4EAlgsFp588kncbjcXXXTRhAFkf/d3f8dPf/pTioqKWLt2LS+++CJbt27NC9T8m7/5G/7whz/wiU98gve85z2EQiF+8IMfsGHDBurq6gBToB87doyamhpkWcbr9XL99ddz7733YrVaaWpq4uGHH6a7uzsvh/A73/lOPvzhD/PZz36Wt73tbbS2tvKrX/2KG264YVLr+3AKvNtvv51/+Id/oKSkhEcffZStW7fy7W9/e07n9s9//jN3330373//+9F1ne3bt+d9v3r16hkf29e+9jW2bNnCl7/8ZVpaWvJ8oV0uF42NjRPeG4qi4PV653zfRKNRbrvtNgRB4O1vfzs7d+7M+768vHzCgkMzvS8KFChQEMcFCpx0Pvaxj1FcXMx9993Hb3/7W/x+P1ddddW4qdHjZdWqVQQCAb7yla8QjUZZvXo1X/rSl3JWx9LSUn7xi1/wgx/8gG9/+9uoqsqSJUv4/ve/P6kwBnPa+Xvf+x7/8R//wec//3nKysr4+Mc/zkMPPZSbsgW46qqr+Mtf/sJPf/pTrrvuOlauXMm6dev41Kc+xe9+9zuefPJJGhsb+fCHPzyjymFvfetbcTgc/H//3//Hww8/jNPp5KKLLuITn/jE3E/WFDz88MMYhjEuCwFARUUFDz744Lzu77Of/SyiKPLjH/8YwzC44oor+MhHPsKjjz5Kf38/xcXFWCwWPvGJT3D33Xezd+9eHnrooQktfrfccgu6rvPnP/+Z3/72t1RUVPCFL3whzy+1pqaGH/zgB/zgBz/gn/7pn7DZbFx00UV5Jbf37NnDbbfdlrft5z73Oex2O7/97W+JRCLU1tbyrW99Ky97xpo1a7jjjju4++67+exnP4vX6+Vtb3vbhL72w1gsFu68805+9KMf8ZOf/IREIkFTUxPf+973coGfx8tw+eN7772Xe++9d9z3w7m2Z3Jsw8Ft//Iv/zKunTVr1uRS750o9u/fn5ux+ehHPzru+6nK1M/kvihQoAAIxkwiUgoUKHBGcOuttwKc8Ad0gQIFChQocLZSSOVWoECBAgUKFChQoECWgjguUKBAgQIFChQoUCBLwa2iQIECBQoUKFCgQIEsBctxgQIFChQoUKBAgQJZCuK4QIECBQoUKFCgQIEsBXFcoECBAgUKFChQoECWMzrPcTweJ5VKnepuFChQoECBAgUKFDhJWK3WvGqt880ZK47j8TiPPfYYmqad6q4UKFCgQIECBQoUOElIksS11157wgTyGSuOU6kUmqZx/vnn4/F4TnV3xnHvhkdPdRdOK8puctBzf3z6FQuccgrX6sygcJ3OHArX6syhcK3yef/LbzrVXRhHOBzm1VdfJZVKFcTxZHg8Hvx+/7y1d4f9N/PW1plMc0qY1foLrVNnBDSiIqmWufSowMmicK3ODArX6cyhcK3OHArXKp+fVs6Poe+LiXfNSzsnizNeHB8vp6sIbk4J0wrN042p+jssst3a7AX3iWJ0f4f7NF/nfOwxnshreTz3ykyuwUTXaj6OYy7X/0z7TRQoUKBAgREm0lyns2B+w4nj00EUTyUSThcRMJGAnG6905nJ+rnQatCcEiY8xpke21TnZzpBeDznb3SbsxXIw8c7m/Xng7m+GJ2JL40FChQoUGByRuux000ov2HE8dkoiqcSDDMRIzPd5/GKkpNpKZ6J9fp4tp1PJnrhOB7RN1bgztb6PROBPJ/nZLJ9jd3HdH2abyt/gQJnG7XlEVq63fPa3olguI8zaX8+j6fA6cuwRjtdRPIbQhyfKmE8U3E4l6nxycTV8LJT6cowul8+aXZ9mq3V9nS1bk9nsZ6r5Xjs8vk4Vp8Ekz2y5tOCO7atk32dxortgvgucLowF1F6ogTtfDKbPs7X8YwW2WPbLAjwU8NEz7I77L85LQTyWS2OPyj+FoCF1pO/76msZaO/O15hPFur70x8SE/W1PV87mM6i/HpfDzztd1srcjH+yIxF2v3VG2eCjE60TkrUGCmTGehHSu+XE7LGSFaz2amOv+jv9NxnYzuFJiE5pTAB8Xf8jP9nae0H2e1OD4bmaugmkqMjBbuZ4P17Gw4hpkw0QvQZNdxvizsMxW1MxGeJ1sgF8RwgamYqYgtiN2zE48znbu2BYvyqeNUC+SzVhwPW43h1FinpvLrnG1Q1Hwy3Xl4owjK0435eCmZSiTPpg8zzSwyn64sY3+jJ+olrSCM33gURGyB42Wm905BRB9fhqPpdNKpdLE4a8Xx6SjyTqV/ZYH54XhE23RuNDPNPnEmCbvZ9NXAAFnlsG6AKiMYIoago7ujHNQFxJgTrXgA3RHHcCRAFzBsKXNLAZBV0CSzLWsKBAOnCDEt2wddRFBlhIyCkLCZ/1dl81/agpCwISbt838SCpwSCmK4wMmmYGk+fqPfXF1NTxRnpTg+HTJTwOkRFFdg/jgeF4Gx2wx/brBpxL0h2pQ4qUWHEFNWxKAPIW1hr6SRWrEXAGkggJC0mgIvrYCskaltQ4jbEBN2tKIhAMSgFyGjIMbtYIAh6Ri2JLongtxRidxdhiGrCLoIqvmzV7rL5+W8zBQDg0x1O8n1r0+/siqZxysaGJY0iOY5FZJW5I5KU9SqEgICgiphyBp9QprSIR/oIqHzt8yqb0LChtxdhhT0sT9hBV3Knk8HjboVgfzAz9NlAH8jUxDBBU43Jron30iC+UTE35wq6/FZJ45PF2E8msKD9MxlppkhDqfM/wvAAecQuieM7khg2BMISRtCWkEaDJCpP0qmro3tY9rTASp6UI7UYshabrlWNIg04Ec5WodhS+VEs+FI0rd9KYELh5B6SrHuXYxhTdHtiOBdvS+v7UzDMXRnDAwBxGHRHCUBSH3FGEoGKejFtuVcBEM028cAScOwpDGUDIaigmCYf9sTGLKGGHUgBX2oZb2IIS/SkI9MbSuppfuRhvwIqkxQBS3mQFclfGv3zPi823Ytx9K8kINSDEFWkd0xFH+QRGslhqpMut2x7P+du5tQioJoMTuBqBcETJEtqRiSnltf0EXIKAiGQKa6nUxta06ID7N33yJse5ab50XQwRAmtfCfjhaQs4GCEC5wplKwKs+dUyGQzzpxXKDAfDCZKM5UdqJWdqL5wuyQNMSoE80fzE7zg5C0YNjSedtYDjSheyKklh4AS2bCdq27lmE9sHhkwavnccgWRHZHyQQ9oJtuAxyqztuu+09Xj/pkB3wkjlUhSDqGJtJk2NGdcZBUNHcUBIM+RxhrWT+W4iBaST8AhiVFYt1WYrY4qYWLibz9pZFmVYlMzA6GgKFJaDE7hiai1B1F8cTMVaJ2JHsKISs8VWcCAH3vQhR/CMkVQ1clBEnD0EREeUSguh66NufWcFCKjew3+7ehymSGvGSGvBOeu4mIHaqHQ9m/bUlK3/TcjLcdS3rpQdOqPOQncv0jYFGxbl9F8+GF5jHaEqjlPeZ5FgwwBARdZF9aQUhZqdIt2MNe5IzluPvwRuVME8UGBpqgsa/qCO1FPaQsaS7Zex4uinLrRGwxWko6sWQUbBkrVYNlSNmX0gJnL6Pv5YJQPv0piOMCJ5QzrbJZc0rAwMBwxMlUdZA6ZzcASssChKiT9PL9eevr7mje52h7BRjgqG9DyArA/qSEqEukNq9GDbkwVJkm3cER1yCyN4ytspeoJYGxbCfuZc25tsTHN5EZ9M/yCAxKr3sWMSvCJ5IWUksFmaAHNepET1rIhNx41+4hYUmSOFZFZsCHlrAi2bPmcFlD8Ubp+8smtJgj147iD+FadojYwXrSfUUIljSKL4xkTyE542SGvKS6SvP2LUgqsjeC4g8he2Kkeorpzug5IXwi0JNWBp9fB4KBnlYwVBlDFxAEA0QDQdARZJ0qrylyhbQFpXUBmjtCetEhDEeSxHlbMawpBF3EAFIr9pBubEZQJXRXDLm3BDHiNq3zkoruSKM742jFAxzO9qNi3zLKDy86Ycd5tnA6CeKUnKaluJPa/kqsav7LjYFB1BYnZI+yrX4v2qgZibw2pDQZUWXIGUITdXrdAxwubx3Vjo4uGriSTkois/29zw6DrHsSc3P10wSNgxUtxGxxRF1kUVcdrpQDA4OEJUVaypBW0gw5I6TlDJ64k4pgCRZt8lmfNxKT3eMF0Xz6UBDHBU44zSmBBae6EzMktXQfqTECGECMOtFtKUgrSEN+xLidTH3LuPWcjeOXec4x23MtPQJAJuSi42g1DmcCxR/CUhycuDOTPGzH9c2eAF1ET1lQAsGcMM6hmUFthmCKflt5P6LVXCfRWoESCJHqLCW8YwmGqqCG3PQ9dslIN5xxLMWD6Ml8cZAZ8jL04rrcZyNtId1bPGVfDU0mM+iftejfLvezWp267ckRSPcHpl3L0l+JpXkhmjdI7Kqnc8ulgQByeyVKZ6V5HmXTzcSwpjBkFUPJoBUPIKSsGPYE6SbzBUdOWXH1F+EcKsIe8uLuKznO/p/+ZKxJpLQFcZQFVBd0NEsaOWWdkRg7maJYEzS21e8jbkkiACF7FHWUO1NtbyXdvn5SFnMWaO+CZhZ31LG0c6HpOy+qPHbuC+ji1L9RW9rCztoDUGJn87IRX3t7ykbCmgRgW8PIeHPFrvW4k855PNIRDpYfY+8C8960p61cs2PTcbeVUjIcqDqa++xI2ZB0iT015qugM2nHSNiwRl1YwnbCZT1sazDdvRp6qlnVunjCdt/ozHeFwwLHT0EczwOFIJ2JGe2aENSmWPEkYmDQX3eUlDOKkrBT3FKPpMkYgs7ey54k7YyP28bzh7fmpvuFfXXUVgyRqWlDjTiQ3fnrJ7uKsFUMTNkHxRtFWZ0vwONHqtFSVtN1QZXQ0wpa1DFqDQNBVjFUGRBA0vCt24mtsm/0KghxB8qhhUgDATRHnPSqPSAZGNY0QsIGGQX7gUVYDi+k2R5ET01fIUeLOUjEHNOuN59sl/tP6v5GI8ac2F+6ALm3BCHr33xQilFfEiG5Yg+GLWlaiAF0Ea28N7etdc9SrNtX0dhXjiV5cs/ZfGMIes4HHSBjSREp7sMWcyJoIgcuehZDzheHjkE/csaCJeGgv84UT6IqYVMVFE1Bj9mxJOwIhoCScFB6ZCGiLk0ojHcvOJRnYV3WtpBF3XXzcmwZWaW9qGfS71tKO0c+6IAIqqBx/3l/zVvPG3MRckaRNAlNGj/IJS3pccucSTsLuxcQdsSwqAqKJmPJKHjj7hMmjAGqB8uwZawoqowrNbd705G2cdNrV2BgcKishb01IzNepcEirEdriBUNkLbHSbmiKPLIC3u/K0invxdd0HElnXjjrjlbss8mCtX7Tg/OKnF8qoLxTpYonk056onWPdsLLRgYaErGnD6XNFriZqquxlH6zxB1OpfsRVdUAIZCLpYMVIAhTCiMg6+uoj/QhdWeQs/ICKJOS2cAo9V0F5BcMZyNx5CcCSwlg9gqBjA0AUEy0HUIBZ2IR+swDAFbRS+2qt5x+xh8YS3pvqK8ZZbSfnzn7yTZVYIetxG4KD/7ghj0oPvCuc/KsRqsu5YjjLLSie4IhisKko5uTaOVm2JgwBonKiZgBsL4RDJbATw36/H0HJRiLNKcCKrC0R4vi0ZNAS/SnETOewbDOkbs6GDdshop7EYaDOTEpOU0flEea53SRY0db35w0vWVhB1vdzn9tceQMwqCLpKxJydcNx4YouRIA3FfEG9XBa7BIqSMTLVdIG5J0J2C7sX7GdZCi3UXvvjED/+Q3XRZkjUJZ9KBP+Y5ziMejy1j5abXrqAy+3L5cjpD0BnmaGkHjXEvLk0hJerscw5C9v2gNFKEpV0hI6mokkpDzwKcKTtHytrp9QwQsyaxp614Ei4UTcaesrKj/gAAVYNlvOW1y4G5uzTMhN3Vhzhc0YqkSSxvX0hD7wIcaTs1A/ObsjAtZ/KEMUCvbwDOHUBQJaxxB6IqI2syZUNF9HmHCDujvNq4C1dfMdGF/Qi6wNU7N2JVFeKWJAlLEkfKjjNdSK8IU8+ovJGE88kOyjurxPHZzkzzCM40w8LJZi6CXZNUBENAHA5Mm4CWc7cwVN2evzAjsyNuRwr6EBJ26vrKWf7XqxF0kaQ7TGfQyUEliqAqnPPgjQQrO2lZOzL96Tt/57j9RA/UE93bZPYr6iS8fTn2ujbSvUU4Fx0FUUfAQBTBH4hBwMzSkOwuJta8AEsghBp2ITkSIIAaMa1F9vpWvGMsyrbKfDEtRJ0o7ZUsCBZjCAY9YQdiyAOyim5LolZ0o/lCIGen/SUNDAHdHUXqK8Lx0nq69YmDAueL0aJ3WMzOlyV4uJ25iuRFmjM/+C/LsEBepOVb8HRrEtu2c0isfw0A2+Z1SFEXYtiDMMk9eSpnlKZzURj9vSpq7I3byTgS49aTUxYsL53P0PL9Zlo9wcDx8JsQztmZcx8BQBdyWT5CZd0IhkAsMEioogt7ykannEHURQxVItBWg7uvhBW4QIAdNfuJ2OPYMhbqe6spivoA2Hjw3LmfiFFUjp5lGcMGiwKZIujIf0m9LDgqANalAy7TkqwDgQSQYAEOiDogG37Q2TniPlPfb25vr7cSJT8+YS59Hr2PiXCkbQBokkbEfuL8+a2qhRtfv4yoLU7EFmfIEeJwpWntlzQJe8iHqIsUKaBoCnX9VSiazEBngH2XP2n2dTDAseIODlQfzWvbHXfij3koivooDRVhz5zal/nTkYIbxomjII7PMKbKoTsTTjcXkIkEe9qWoH3lDkLl3RNu0/DKBry9ZeO2TR2tgbHiWBXRvRGkgQDpJQc5uOQgAFLawsrH30T0hj/nVt0BiBEncnslaBLKsRoSl7yY11x0XwPRg/U4lzTjXtpMdH89oj2Fo9achjW0EZEQi1lwOkcsjbbyEYEY3b+QVHf+A05PWdDVbCaHtDIus0VRSx01O1eTsSTpXLaHtD1Bxh4nI+pmsFjKimFPIvUVIXdUIaYsZk5jwUBM2BCH/BySxlvH54uJBPCJco+YSIDPlGHhO/z/iUTyaOIXvoxa2Y0YdqMcagAB5J5SxCke1qfid3a8PrsRW2ycMF64eQNKws6R6hZiVzybW65ZMoTf/idcj17F8v0rUZU0rau35v1W08447t5SqnetosyfwKpasKgK9owp2DKiysNrn6UFOP/QKo6WdeS2dSYdOXE8V6YSwyeSifarOR145rE/0x1bJTYaXrti3vY3FaIh4km48CRcVA2VsqKjCQODPs8QEVsMVVLR0Ija4rQHeshIGdJ1pk++qqTIOOIcKB6gtLmRkqMN7LnyLziSdiqHSukI9NBa0gXA5bvW0+8epCjix5m2IesF+QKFLBgnirPm7hrtUjE21+hMLJanm2icCbOtSDN6/RNtRZ5N35pTAiXV3TSvfxkAX0dlvjA2yE3DooMuqrl9DJOxJim36Khb19C6ZuvItvY0aCKZmjYwINXvw4GEVjLAzo3PYt2zlNTykbzAhpJBrTaFrhT0YHvpfAxnPJe1wrX0SC6wDsC1xLR2pHoDWEsHEaSRPo0Wxr2PXoy1dABbTSdDL66FCVI3pTrLsdt0dF8IdDEv4K965zkUtdUA0NN0kMEFbUhpBU9vGdGkBa14AMdzGxHTVtMPUIoDBpIzTkMsgKDN/ac+kdX2VPoGj+3DbETydIJ4mEx5tymMQx6kAT8CkG48gtQfwLClkHtLkcLzN90/GzzO9HEL4srKvpz1cbkvhbj7Al5etI2kJU11fzl9q3YRdkxu6ax0pUmoGoc2Po+oSdS/cgFta7agZt2VHBaNtnWv06yYL3g1fRXY0zaWdNaj6DLXbb0YTdSxZ90bZtLfArNj9DmbztI83wgIlIYDlIYnDoRt6XYzWNlOy9rXSTsSKAkbvfXN9NcfQdYkMlKG1qIuZF2iKOynJOyjx9fPngWHc21s2reG4uiJze5xpnG2FyE5ma4VZ404nsqVYD6Ww+kpnCcT+ZOtd7JeCsb1Q8mQajyM4YxjyCroApmFx3Jfe3auQtBEDEkn5RwRLraIm5SSyuUOrty3HH931bj9DVW207HCFLD+9moW7DzHTJ9mj7Pvsr9CVrS6QgHC1ji0VuDvqcDSUmtaiNduI2YY2CpGHiipc0aKVrj/cBOHpDiSI0HJNc/nlg++eC7pviJ85+3KLUsP+LAUBfP6N5xnV4tb8azaj6PBtHBnhjwYhoCeUvBEPaSajmDZv4gS1Yq07VzktBVPb1men2LVnpUk3GGiJf3EfENkXOb5it74SG6d0bXvIkDPg5fTlJp5nuCZslotPi0E8olCK+4HVUL3htG9WR9vVUIt60Wtb0V4de2E4vhEjRX5D7+iSdebjNGCafTfS/0JlvYtAUaE1JHSNnbWHhzXhqhK9NcdIVbeQ2nUx7lHl2IRFc7ZfkkuYK3Hlx+UOmz9q++twqZazZReUwTpFsTw/DJ8PudDJIftUdoDPTT0VmObxtXBwCCppInaYrgTTmyquX5teYRy0Y66eyVK0oYt6qK8OEq3v58e7wBBRwRDNMiQIeKIMeAxK4FecGAVsi7RUtKJI1XwSZ4JhQC/4+OsEcenirHi8lRXyJpI/E7VjxPRx+FzoDtiZKo6Uas7SdcsQQsMEbUksZX3I/UHEOJ2jOx0rqiJyCkrGUcCzZJh4YsbSbujaHIGJWVDVGUsUScpd5TWVdsQVZmqfctzAVClRxuRMxbaVu5kqKIDa8RF9NgChCEXnj/ehO6IkVp8ELWyE9++xXRGrCStGSorupAG/dh2L0e7ciR9l6GZqdEMTURPK6hVnViNDKI9SaK9FMUXQbBkcC09jGXjtrzjT/UWMbR5NdbSASwlgyTdIayDRUQP1mMJhPBvGFlf8Y8E1aUxRWZjey3WhDnlX1segfIJLHjRYo44kxhxO2nXeCuoGPIgd5abWRWUDE0pb85aOtafdqZW1Mkss6ebJXk6pjveg1KMJsNGcs02DNHA0tyAWtmJ7s5uJ2uo9a3YXluDpbUmb9v5/j3NJb3Z8QrM4e2MzmoSlhRtRd2okkpZsIiyUDE7ag8wuKCNi/euwxdzIzIyC3LJnvPIyBkEQ2BLw17qe6twJ5yUhYqQDGnC/bwRGS1SKyv70DGIixk6rDGO2sMMykliUgbZEHBqCpcFF1CSmbsYnA+RHLZHOVh5jAUD5dOK481NO3IvSitam/DG3fhjHto7veiySrHmB8Gg9Zxt7K9up6ilFv/epVQPFCGrFvZc8RdwjLiCvbLYjAERDAFHyo6iy2iihqiL6KKOYAjY0maf7BnbpJbrsx1N0NjSsJdezwDXbbs47zda8FOeGQVxPENm+tAb67owdtuT7b5xsgV6zDtE+OJn85ZZdy1HjLpI+oawZSuqmUFjI6aj1nO3m38YIGgiQwtacQT9+DsWYEnayVhS7Lv0SUDA31VJ38Jmku4IDa9dQMaaJO2I4xoo5pxHr2f7dQ/QvXQ/LN2PkLQi9QdQq7ty+0qt3ZGzuYWDbhRfBOv2lXl9zgx6kFxxZLcZlZ/Y8Cqu7LqjkQLjxYt7aTPOhS2oYReGIRAoikJRFEdDW66C3DDJjlKcmoJWY/pdWqOuKYMOh6nrr6KuvwoDgx1tYdK2BJ3LRyzduj2BNBgg3XQYqb+I5Mpd1Cbs6J4IcVk1sy4YAmLSSk22kpsYcSNG3PgMZc4C+lSI5PkM1jODG3tGslMYIA55kTsrzEIwqoTSPjKDMR+/s/nI8zufgrOqsp8q3Qt9Xpr73HQGemkr6saiKlywf20uy0SeNZoR4XXtqDy6b1QhbGCQEjXicopD7m46NB3RELHUDqCJOkklSVrOELOZRgKPLuMZKqZY9+KW0wy6QvTbEhyJKmQGSubtPM5FJFcPllM9WD7hd0FHmKAjgiaZgjUTckJWHLf7u9lX0kpRWw3hi7eS9IbHbR82DDKtlQyPHrZHrsGW/dtQ0kRufNgsBS8YNFuiiGE3gibiUYbTDhqIgd68mYuL964jEJv/WbP5RhN0M2OKmsHji1EaDuCNuzEEgz73EBlZpTjsy1nfpyKppOkMmMHcRwdtyGlr3vjSV3sUe9iDa2j2s09vFM4acXw8D6f5sPJOtN2wQJ6py8PZhGpN5f4WMxK6opFavgfd40Z2jxJY4sRzqsEtK1D8IfridrwNh2lftRO5sxypowJjwI9e2Ut/3THktkoiCzpHUlBlZFBU7C9sQDnQSHqZOR1s2FJ5wng09pfPp7vHQ/lNT5JYthdLWxURIYMat+Go6UaypYk1V5PuK8Ze04Gtso/gqyvxnb8rrx017CTRXo4g6mZKuKAbxRtFsiURbWlSfX4kaxo9I5sFOkQDQTTLO0uOJLpsnhd/WzV129dN1NVJERBYrXsh7qX58RqC5V3E/IOkXFESF7yGLmvI9iTengrUQAhrzIkYl5HTFjAENEsa1ZJCdSdIVvSSdEfILFyLdtkB0hEnth0rETKWcWIZphbMEwnUkyWY5yPlm5i04X7wzeiOOGppLwgG6cYjpJfvR9mzGN0Tod5qIGmzGzfmq9BFZWXfnIO8Sqv66O0oobTKbKO3Y3KhtLAkwkLsEK02szL4kua/Sfr2RkVFJyVqvObpoVvXCDkiGKLORVIxx0hTlDCzNwy4gyQsSTRRRxd0JF3CwGBITpP0DOBKOfDG3VyQKKJu0IPNKsMJOK+Wmla6Bj0zDoI0K+AlSVhSRGwxEpYUmqQxoOqo1hSRkpE+WmIOLPGRfMpBdwQhbmfAG0TqrECQVAxXHMvBRqw7V4CkgT55GW0hY8Hzf2/FwBiXDm9sNulFpYMczBppnlv2Ogs3X8hK6fRyw9AEjb+u3EzVYBmLO+t5aO0zgOkWGDcE9tXvBkEHQ0QGdFlFywZpS2kFJWnDknAgahI1288l7gsiGAJyygaCnZWPXZdXsn60tTizpBVdUgvieArOGnF8PJzogLRTsd9Tjbe3nHMfvAmAtD1O0hGjJ+RAqfIjDpnpoOSOctLLD4zbVog58K3bnfs8fJbUSjMoKtFZhCVhMdvQRSwHmhAjLjLVHUghL+mGo+iOWE4Yy+2VuA2RoQXtOAb9xANDeftTK7qpajhmuj5KOuqCDuyAEPQQ6ypGciZxLmxHDXlJtFVgq+xDjTnp/tNVgFk+uejSV80KcoGQ2WdNxFbdjeyOk+oNkBn0oSVs6EkLoi2FGnJj6CKKN0KJM0N6yUEMwNVXTO32tePOyfCANhNRtTCQhnQR9BTB5PUN8ttMYv4D6INj3S6K6uz4uiJ0rNiFWDxI1Z4V9HWUjktZNtNsD8OcTKvyXATycDq3THk3yfO2jMttbC3rJ1o8wM4Fnfg6qqjfet6kbc1VDM9VaA4L35l8P9m6U4nmAiabPd1sdY+kXXQlHDT21lIeKsKasZBZqWDRFI6WtqMLBp6EE1/Mgytlx5a24kzZcaRt2FM2qitH+WufuOQyJESV+8oOQRlcv+VS5AlmrKLWGAcqjtFW0o0v5iYlp8lIKnLciS3qMsWZasGZtqKkrJQdWoySsqIk7ByLm3nC3ZIKmgSCkVdUxrrXdLWTBgKm2J1h0PBM8kTbYi58HVUEq8wZucUWeUof91NBxB4jbk3S7x5iqMg8pqrdKwjvb0RAwF7Uj+6JoJb1IvWUYpT2wQLzeCxxB1LGQrjMHOiLWmpp3vDyuH1Yoy4ADFHDEfRTt+U8BAQq9y8/SUd55vKGFscnm7NVFKfsMRKeMLqSQZNUdFlDtaQxRA1bxIMRtyCoMq6nLsMQNXQljTRQhGFLYVhTaIEhhLSCWj6FotNEHO4E6DLooNa2I3dUoPmHTGuDYLBo80akjEzf0XoEQ8TfWYVzKJBnjd0f6Ca1dD9SxBSIgiYihF1k4lY8veWklu3D8IZxOBKkw05T7Fb2MLR5NZkhN8WXbQZAV0WSHeVkht0yyvuJ7mtAUFREW5rYoRJEaxrJniQgSKRW70UQzHLNasyBKKsYlhEXCyVpn3LQH/3WP1fBNdX2deVRXDYr5yVK8f/lWvrqm+laso/EBZtRjtRh3zo+9+xkOYMn42SJ5NkI5ImOwbAnxhf9AGwRD3LKRtw/iGAIOUvW8VyX+bCyTieAT1T7vR0l9ClxjpV2chUegh2lJ61PJ4OZvhQcsgdzwnhZ20KaumsBOFBxjC31e+nzDrLetZ6EkuKifWtxJR15PqCVlX1g0YBY9t/JYai9gqt7fUi6lBPGBgZ7qg/jSNuQNClX8hnAF/Ng3deEPewdN1aNnikdO0Oay5RjjFluiMgD82O51G0JM8e7fwi1ZICdzhhy2oKrr5hz++rMANDTDF/cw42vX0Zbl5eMJYWcstFXf4TM0r1Y4g5UawpJlREAwRXHkbIy7IhijblQkjYC7Qvwd1aBIVD3+nnEvUGSnjBx3xCqNU3KNRKvImUshUqEs6Agjt8gzMd07kQCraXbTdeSfQxVt2OJ2zH6ivEa5rT9UFJhqKgXbeFB0gtXEX67KSxRJZA0xLAHpb0K655liFEnSBrphUfQvWEMJQO6aObnjbgRgz6kQf+EP25D0DHsCToUMwtG0+5VE66XsSQptWdoN0RIK2TqWiGbesoZcWE5vBClvZrE2q3o9jhWexo1rZgW4ss2o4bc6GkFhyEjZxSiYTuZQS/laSdqYBC/VSPiiCMoGaRstT130gG6iG3HKnoyOoovguRIoKcsiCE3lj1LaOyswZK0Y2Rt5dMNYPMplKei0Z9B2b+cSLEpYjMNx6jvqKG7Z/wDbbZWZJhf14u5uFEIljQtxd00tddjWFOISXP6NbV878Tr62KetXgm12C+XA1Gi86QqwTvKRShpVV99JLgECmuwDgrBPFoRh/PWKGcFjSO2MK02SIcsZrX/9yjS1kwUM6ByqN0ewcIusJUDZRy3uEVNDRUU75vvGvSqXZBsadt7K88woGKYyDCipZGunx9lIT9+OL5WVicO5ZPWBJ9bIzNycKQM2SqO1Aru1Arx+fEV20porYU8VA5RTEvBgYZyRzvJV0cFyA65b4wUEWNw+UtlAWLiRwxi7vMZfzt9vazedEO5KSVZU9dRcXBJZQfXIxqSZN2xlBidvZc8zgAStKGq78YX1clrv7iXMD2aPxdVfi7RuIgdEHHkDSzeNY8pPJ8o1E4Y6eQEylsTgST9bfscBND1e3oQS+O19aRxvQBszIiliyNfhzPi4ghD2LSjiFqZKo7SK7eQWr5PqTeYuSeMsSoE+vBRRNb2a3QnHVpNpQ0qcWHEKJOUuvM7A9CyvSv2oGB6+E30aiMWGf2F3eS2PBq7rPmDYI8YrlVq7pJNx1COVqPVmY+sOTOchz7lnBMUxFtKRRfmCJXikzDMQAq9l6JGLeTbmpGK+8x3/RjDvSEDVv2oZcB0v0+LMVBvAYYaQXDEBAVlVQ2OG/v8v0juZwNEGJOAgPFlBxtwB6ZOpDkRAvl2vIIRW1LaN2tcHDTcxy86DkWbr6QvvayCdefrRV5LNOJ3InE8/EIY1t1F77zdpHsKsbhTKJ7okQuGKmGqByrQWlbkFcFzt1byhUt2cDNac718YieM1FcrsDOCk4vX84TwbB/Nph+xVtdvWz1mNfLE3fiSbgI26NsrdtLe3EP9rSVq3ZuoKkoBnbQHCl8cxTCHZYoO139xKQMlSknF4TLkUZZoDOCjm4Y/LxqJDD373oWEVBtee1oGPzWf4RoxW50QWf0u/jeBc3ImkyXv59jZZ1524VLeylurctbdjIFsW5NkqlpI1N/DN0zTbXBjASK6UexpXE3W4zdSKqMLpnLDNFAVCVEVUG1mX5ll+xZhy1jxcnIs2d4fD204QWixf2IqsSBihbExdswRJ39EQ+CLuJBwp10UjVYNmk59LGUhYqo27KOYHkXQtaqLiCgpK0oaSsD1a25deOBIRLeEIZoXi/nQBFNL22a0pAiGiKok/twF5iaN7w4PtME6ulG2pZg/6VPI4bd2Defn1s+ViAFVRCjLjKVnYSr2lECIYRstgpDFRGVNJp/iNTKPWQ6KtjhjCGkrYgRJ9JAEWpFN+qCDuTWKpSuCjR/kPSiw2YmipgN2Z7CUNKQtCJFvSxUzEFjsKqNlnO3jOv30GvnkOopovymJ3PLUiv3IXWZos/9pxvQHQlSq3ZRNeSnLyVQqllJNhxADLlxPnMxaBKxS59HUCX6ty8h3R8AUSewaQta3IrkMJW8pThI9EA9sYP1GKr5k5O9YQKbXkOQdNIDfjy95ej2OLongu6MMVDbwkBtC+X7l1B+aPGMpsNOlFB2pRw4g24q9i+la+k+mte/RM3WNQSP1M7bPmbKXAPtTIxcXmpbRT+j84dIA360oiFzViFL9c5zEHWR5YZrylZnKojPRBH8RmdYGHdYovy5xCwC5I25EQzTW6C9yHQJqxoo4+beJoozdiiaHxeJjKDzWOAY7dZozjOh15IgKWqUpR00JXwMKEn+VGK+yC1IuChLOwgpaSy6xJCcRMfgjyXNZESdi/esI1wVo7avkhVtTYi6SGu32xxhDCE31gwsaKF1tWl4WPn4m5DTp6Z8syFqxC59Dj0QzFsuhtxIQR9i1IUQtyMN+c3sFaPGyvDb/wSAffP55sxjwnRfMwSdWncKTVYZXNBKT9NBnl3+OgAXFm9kR8N+DFFHW5omlU2VWXJkIdV7VqKLGqHyLrqscVRHnAX9ZWSsKQ6ds51DFS3U91RzTuviaY8rF0zd6aVlAn9vwRAQ00rOtULMKBiCgS6rqJYUUf8AStqGnLYgZZSCy8Q884YQxwUBfGLo8vaxZ91ObGEPjZs30Jr9gY8Vxg2+BEoRhK94CgQDq6IRP1ZJsrOMzKAPI2P6g9UsNivC6c44/XsXIog6/vU78oqFDIYceNZuQ9dEBE2kd89CMoN+mgwbqeX7yNS2sOz183MDhS5pjB0zrDuXZ0s3Gww8tw5DlfFv2IpkT5Op6kLuLCexbgtSXzFqRQ9U9FDUWo0qGDievxC5xxTQscueBUHH8cJFpAXT+iCIOrInSrovgOQYCdCJ7m+AUQOgqKiIFvPlwFo6SNwTQbKNlIsWI2Y6se5F++lesh/L3sU0ddRhSc7MSjebQL6ZUFMeZlfdSGXAjsp29OW7sBxeiHXf0gm3mW2Gi5PFIs2F8acb0AJDxC95Ie87rcgM2vT0lBEp7sMadVHSUj/leZyJKD7dBHGgcu7+3oOd8/GicmagY9BmjfBw8TEANu4/l5KImUN3a91eQs4Ia44sY711/h+pz/jaSaQVlvY1IhigaDIgIBYP8Ky/A4sh0ZDwctlgFU8HOmizR6lPeSiPOflVxYjPsKLKKLpIa3EX9pSNlpJOQhmwh72UCq5xAbdFbbUUtdVOmB3ipCIYGJYMcnslth2rEBOzn6mQOyvyggEFQ6Q1nG1ncDnuHcswLGlKKvrw1JRRdlgzi0g5o3Q7IijtVST7i2hGAGQ4uoDhV4U+DFJveiLX9tGydla1LprVORube7iv9ijtq3YAoGczVMitRaBkMLLP0MObXhjXjpyy4OovQTAEJFVGSThwhLy4+0vyjr/A9Jzx4nj37t3YbDbinmBeoEBBEJ94dtTtzwnPrsX7Kemsoq+jzJxalyMgGDRaJKKbXsYqXo6lswK1rg2A4iNNSBEXR+whlNJ+1LCb1gO1cCDfGhnaugzRmibRVoGeHRTjh+souvQVFH+Yokteo/eRSziUAvbWUe2KsnfdKyzbej5yxkJxax2BthqGqtpIO+P0+ftJLzpMrWAWd4itaEbpKsdoN6fQpYibdEU3eiBklpFOWbBtW4WlfUFevww5g1Y0iH3zeRwSRlJaGapC7GAd7uWHmQotOWKF0WI2dE3KieP0oIfBF85jUdqTs3yklx1gz7IDuPqLCLTXYAgGSsqKI+hHSdkm3AfMnzVZQODNuzfy5/OeAmDJ7tXsufIvpJbvR6zuMgu4tFdgOdIwoSge5njzJx8PU/UDwUArGsS6ZylCwoaQVjAsGdyBMH0Nzbko8Iw9MWkTk4niUy2E50P4nqj9nImCurejhJe9nexw9uNSFc4PlyOmR35zUVscRZW5wDpzH9aZkBRU9jgHaZPjXLF/Q1YUm+iCzhFJxWIbYiDoYsuCQwxJI2k0n/N1jmtv7ZHlaKLGgDuILWMhYU0SrOgkWNlJ1xJTRC955rJxrlyn2iIpaDLux64+rm09f3jrzPaBgJC2MtBSTTzmoL+tIvtN6bROQwICwuF6OGdUpiXByLlKGBjsWnCIHiVOxYElOAeLEAyBhCdE0mOG2FmiLlJVreiyiqjKdCzan2vL9fC1HE7n58cHcC4+gntZ/nNGtaZJdpuzHJo3TGapGTch9RazdNs6lPTkz4rTldHPreHnWSIx+bg8XwiGYZyRKRSGhoZ48sknefnll+ns7ETXzZvn0j3njQskOFkYGOiCmeRdE3X6PIO80mT6MXriTsqDxRRH/BRF/KTlNIYAFlVG1s/MdxRd0NFEnaAjzBEjRV99M77uSgxBZ7CkB8ORRFQlilpr2bD+Qvb/oY32lTuI+4Pj20rL9D58+Yz3LTljOBtbyITdJI5WM6zSmwwbkesfxXqoEeu+JRPmmq4oHeTwsl3gDaMpKnLKitBWhSHqqFl/YvuLFyDoEpkF7WQqu7Acq8G2c1VeW7GLX0ArzVYTU0UyYTexQ7UIsoZv7YjfX2jbMhLHqscdg2BJY6SVXN9FewI9YWPE1G3gaGzBVtWTSxWXO/7+AFrxIADergpqtp+LpE49tTZTcey6uYjofQPjlhsYPLv0dYKucK7U91gs+xZh3bPsuB+o8yWWJxPGujVJprILw5oivWJf3nfOwQClzY34uivRpAw7r3sYgPMPraQyOJKJYSJRfDyCuJMMrxCjHgurGR/oNB2pK+up2PvarLc7mQyL4RQ6nWQ4QJIkOhtwYUdkP0kciCzEihUB8TScGu7tKOGYNcxzvg6icibvuzdvuQRVUnl50Q48IpwXKaM87Rh3/2vX1CI93jKj/XVaojxUdAwdKAn7Wd7WiCeZ79ITdIR5Zvlr+KMehlxh7Ckbl+49j4QlyTPLJ74nVh9dQuVQKV0dAbOssztMuLSXrsX7cr/lui3r8HeOH6um42zK4b/6H5xsv2v245Ah6ET+5s8AVO5djrenHCVhp2XN6yRdEfwd1fRWtqO7Yqb7StJGIuzEpctogUEM20hmnEzIheKNEm+pJLx1xaT7FCxp3MsPoacspLqLyQz6c2PfYccgnnP3YqsYGZuEhA1BlVj+4iWIqkyzrmLYk+iOOMgqAWcKQzArDYq6hJS2YIu6sEXdCIaIKqenfc5Mx1yMNBFbjJ53Rmlvb+eqq67iyiuvxO/3H3d7U3HGi+NXX30VURSJbQ8hazIrW5uwZ2b+djSXaGENg+7OEsL2KE+vGAn2Gi5l6Y25qe+t4lBFCzFbIq/EpaSJaJJuWgBVmTVHl5GWM8iaRFrOYFEV3Akn9owtz2Iwtu9zKQM6W1qKOzEwqB4sm1DQxy0Jtrl6kNMW3P2l2CNu6kriCAg5wdVW1MWWBvNtVkjYEGMOxIibkKEh2tKIljS6KqPF7BSFAoghby4P5kyFU82KZtL1x5AGAohJG8rROqQBcwpUOW8bibZK5K5yqgNRBEPAGnfSnBKIXv4MemAI687ltDSbUb+LNCdqWQ/xi14yhd/BJoRsYnVD1Ii87YFJ+2HoAoYu0v+XTeipKfz1BB3XkiNkQi5SnWWM9QMRrSnqHDpSfxGIOpovRPzyZ8c1I6oScsqKLeqmau8KbNHxgSEzGZgmE8fDHOmzs+eqx9GUzITf21/YgNI9cQWt2TBXoTxWIKvF/cQvfX7S9Wu2n0vH8l2UH1yClFZoPXcbiipT11fF8vZGYP6EcQiN72G63VyNmwuZ2p95Iitt17LzTjtxPCyGf8MAB7OlGWyMpNKeCjsCfmRKkTkfJ5WcPum3ejtKMDA4bA/xRGDEH92mSZRlHCRElV7LiDXr7b2N2HSZkJyiMuWEa+pnJI41DO6t2ENa1Fne2khTz+R+/UFHmJcWbeeclsU0l7WRkVUu230+EXuMiD1GT0wmbY8TLRogFjBfpOtfOx9fd2VeO9tuuD/3d/mBxVQcnNhNaioK4ngEtWiA9KJDqFVdoIlYknaUF9YjRTwclGIIkgqSnmcYAZA9EdzLDxLZ24QamkcDn6hhr+0k3RegxpXJC0xHF8zncNyJkJER0kouJzWSjm5NoXsiGJY0ga5KEq4wvu4qyg8vmlOXxrqRzFQwtwW62bJwDz6fryCOJ2NYHF955ZU8uua+cd+fyBQ5CVHlCctALgjDklFIZ4XC4o566vuq6Orw55UBHrYoD6dXkVQFA4OO5bvoaziCP+rBmrGgiTpqxMxxmPQPoYoazpTdzHVoiNjSVrwJl/nmr6TRJA2LqlAaChCIemf1YjCW4XQ1A+4g/e4huvx9xGwJSkIBlI4KOpeZ1lBb2sKGg6vxJtxEbDH+unIzy9oWsqi7jqScyp0La8aCVTWF5GjBFbck2OLrZKD22Iz6ZX/5fJSOqhmJpWFBpLkiZOpaUSs7RyKbow6kqAu5vwjr/iUA1LpSJN0Runt9xDe9hFYygP3F9RztHT04GdQsP0p6kTmF5XrgOsRscIpuj5Natg+1ZADDGcuNdelBN4aqYGgietKCGnMgiAZazLQQDgeExbIpgZwN7WZ7GZH0QIDovkbUoJvhBscKPUNSiV/8AlrREELKguVQI6kV+anHnIMB6racN85PebqBaDpx/GLRMfoamif9HqDxpU24B/Kn0I/nAXq8Ankiy3HynJ152SdyGCBoEsYE/ukAa48s44IJfEnn6j6hYiBPsMOZuiucanGsGwZPx3T+HDatjn4kZKBvgmoLi7HiQeI14qzARhwdGyKX4ebHTHwe/5FSDpCkFgvFyKfcqjw6nZuKTkROMygn0QWDhKix3zFIWdqBV7OyKObjl5UjMxM3rrkc4fFj2HQJh64gGQKKIY6zwBkYvOLuZpu7jyUdDSzuqp+0P2FblKdWvsI12zfyauMuJF1k44E1CAh5wmMqDAwOXPQMCZ85M1V2aBGV+5fN5rTkOFsE8lzF8TAGBro3hBj2IBjiaRFvMUyTYeoEQZdyRY+mQrfHib75cWq3rsHXVZWnbYAp05DGfIOEyrqR0xasMRfu3lJa1mwBwUBOmcVj5LQVQReR0hZEXUTQxZyLiXMogKhLueeWJmhcv+WdOf13osTxmTmfPwEnK19kXFT5TfEhSkNFLNixGm93BXLaTK49HLjQA4x1fRezzvCj06sICFTvWUX1nlVMhqqkSTviGIKBIeikHXHCbvMmURI+FE0mY02xt7yTZP0+hIyZY9giGwgGhJxRLt91Qd60nCZotAd66PEN0BnoRVFlfC219C2cWPD0eQfBO0jF/iUE2moJl/bw3LKtBFpHttm7oJkeXWWosiMbOQsZaxpL3M6CaIAVVjv9rqFsJSg7y+JFvJzowt1Xiru/mP6IA1TZzG2ctAICiDpC2mK+yTKx4DEwyNS1IGQUlI6RHI9i1EW6sRnkUQ9qVxyxqzwnjNWyHnZd9FLua7mtElIKiY2bKY5ZEQQByZEk0VZOesFIHs3ojY9ARsLx4nrEmIvFB5ch77aSsSbZf85WhKQVy5CP9OrdkJHRDRAUFWF43MiMDCzDopiUBFYNUdGxeaPYssVGlGMLsE1QeEPQZDqeO4+F7jRi0IcWGERpWUCmti23TiwwyOENL7L4uUuRsrMP8+GLr5eMiDd/ezXBsi4MRcMSc5DO5neO+QfGiePJigRMxWzyJ083wNt2rMK2YxX1jgydS/bh6S3FGnWhpGyo1hQDC1rpXjzi61eUtnHdYB3uMcJ4vnyKZYST5h88H/SoBg4BXk2YgjibeTDHUFYUi4Abidso4c/RDIvjfkozDkJSilpRozTjyDuHX6ac3ST4E/muQ/9Jb97nG/HiQ8KNhI5BABllngWzgcEOErSRwY1IPVZqMKeRR6dzkxHxqzb8o9KkrYrl3+9XDi5gr3OQTmuMXkuczSVHcKsKCVFFEwwEwKVZCGRslGbsNCS8+FUrFWknW4U+DlW0IBgCi7rrJuyrPes/GrUlGHKFuXb7JgBi1gTFtXH6WqcPwhIQWPL8ZUSK+pAyCo6w77jO29kijOcTAQEp5ANOj0Dk0eTiZLKPouH+TTaGCmnTyNWyZivd0QOk7QnsYQ8JewLDYs4QSZqEJeZEMESkjIKctpB2xHOzFsNU7FtKsKqDopY6lKQd1ZqizxnB4owj6hKGqGMIOqImoVoypJxRrHEnR6IurHEnVaJCNDpNKr954IwXx48//jjd3n6MzmKq5vlB06vEabaHkAyBlKgxkJbo9QxQESyh+OX149YXEMYNEgutxtwGjpSVhdlp/OEqRMPtJRgRHGXNTeiixmE5gaFkKLPoxL1BlNo2nl+6BVmT8cXcuJIODlWa03v+9mosVlPQTCSMq3etoriljuakWYEuZoiUWw2KW+twDgYYqGnB01NG8bF6epoOoksa1tfX5ESqFQPdFyRU38agJc6WymZSzhiWuANb1IW7r4RgZSdDVe1ImoyYFcGqqON68Lq8t1ADA2QVw5JGd0fJlPVgOOJovhDIGoYlTUJ4FQQzP7EY9CGkLBjyyFSnErOj+IdIXfMEKffIj8u2dTViyINa1guVXea5ba3EvfQoAPYF3fT9ZROSM461rB9nYysoGukFHag17ewG5K5ybLuXs+rVjQAcThumOFZUvH+8MRtxnSZ22XMYDrNPC7avxpK0E/MN0dNklpG2hTz4uivoXmyW187UtZHJBjE6/3IFQsqCOCoArzliYREC8mARYsKeJ44BUq4okdIefF1V8xakuv7QalqKO9ldc4ih6nZcvSVYoy6KW+o4cNnTAEjq5FPicxHJwIwsHWP3lYcmU71nJapiVpBKrdhPc3kbGFDfU80GnPjUid1g5iqMzyQxDBDXDX4d1OhTDXrU/O+Gz+wFOOiPK4TkFBtDlVSlzRfxQeCiUet7NSul5X2MrQInIXAODs7BgYaRMyykMGgjzf2EiKHzACEqUQijIQAJdKqw0ICFJmxUIE/rCxlGw4E4ocUeoIMM9xOiGoUtZHiGKO+niFrMMTgmZmizRdjq6iOopFgU93HlUA0qOqqgYzEkYlKGw/YgPZYEsiHyjp4m+rJuaBfsXYcr5cgVpIhbE4QcUfaXtfJqWQ/WjIVA1Isr4aBiqITD5a10BHqpGiplUVddXl/TcgZRFxAMc/bysdVjshesMssMF7XWUnZoJHvC2HGgpduNe6BQIvx05niKLM227akQNBn3H27CsKRN4xCgtVXi7KiCjIKgixjWNLo9AaKOakmTUTII2SqFiQ2vmAHQMSeiJiNlZKJFfVhfMwMtJ4u4sABN7iQpR4ykO0zakeCQr5dvf/vbXHLJJfN0BibmjBfHyWSSzYt25D5fMbiAhqQHZRbVbyZin2OQp/2mVW9FtAgt6KVUtbC8fSH9LSMFEKZ7wM/HG/XoNsa2l/9ZRsKcTusBFg4VwbGFVAs6CU+YhCdE1JrC4nOQdsTx9JZRt20daXucPVf+BUETcT5+JWLcmRPhYcjlv8zbX8oLA6ty4qO/rQIN8rwEBQSkoJ/UNj+c70R5wssiu0rcN0TSFaVXSiFJGkJGAV3MFdewhT1Er33C9M2WNXQ5g6aoYICYkTHiDgxfmAlRJdTKbvyqjB7yI/WXEKzqRJdVlj53Oa0rdmCkNYpaaglWdhL3hEiu2W76XmUUkMzjKU65GI79FhI2tJiDheES6KrF2LOSyFseRq1vwf7SeqSIi+ibniCpZEjvOYeof5Ckw+yfkLKYwRe6hJCQkXtKydS35M6Pp6+MxRaF1yN9uJJ2VrYtoqXbjS3k4di6183At2wy+9jVfzXPz2trsLSM+CIOD5iilGQkbGyESFE/rr6SGVfgm4zRszO12Lm4YxW/LD5ItLSPaGkfAw3my0T5/iUUH5t8OniY4xHJMPlgPtxeX+0RgpUdnNtXhy7oxC1JElZz+jtqixOzJohbE2iShltTqEq5eHtvI6WZ8UP0fFmJzzRRHNN0no8bHE7pHBxfQRuAT1KMH2XGZZZngjTq3rQh0ISN27EyiIYfKc+1IoZOCykOk+I3DOJBohErjVhxIRIY83gzMPKs0RLgQGQZNi7HjRWRUhRWYiOMztKYH3/GSrMvwvNxlSP2MHpFV16b/UqC35YeICSnGK7iIxoilWknVSknL3u7abVFWC8WsaC/HHvWHUtAwKIpWOIKvriH2v5KDAxC9ihDrhCiIXCkrB13wknQFSYQHe+D6kjbWNRVxwtLt1IxVELCkiToiNDUXYszZafPPURHUQ9dS/ZRYRGoGagY1wbkVzs9HgpW4xPDROPcXETyTA0KkyEg5GZxAZRDjYijdJagKoixiffhfPZic+Z78SF6/P2I7VVIR2eWJ78lYoOIDbKVWZusBu/+5UVs3rx5DkczPWe8OH7LW95C2yfg2JrXiZT28qKrh6d9HVRk7NQkPayMFiGPc3KY+qHX21GCN+sr61Ut7HMOUpIRqB4sx5HK998cbZk6UYPEhNavCZhcOEssNHw4slM8Y53pLQkH5z5408iCSazdM+3HVBxNyJAoAUpyeSI1V4TYtSPFODzdZWSdrNElDU1W0Swp4p4QStJOyhnF0MnzXREH/dh2LyNd04pa085QTTuCLmAPeyk+Wo+UkeltOIxoiBg6pJ1x4oGhUQ0YGNYRFZBavQtx0Id132LknjIWjfKxEjIWbK+fC6KO3F2GYTNltBh1cWD5DjM3sirieOoS5MFA3vFLQR8ZWig5spBzM36E8ghoCraMBXvGhoCAu7GdPU07KGqrRcooDCxoQZcyGLJ5/lPnbsewpFl0qCn/5EadkE1dpNsS6O4o8UteoL/+KP31R9mVXW310SUsGCifVfnUidyW9g3ZiFeND7WyZBPtnyyG78ua8jBdvn7asxlidnkjBBXzmq6MFiEZAhWqFV/chSui4NYs4/xY50MMn2lCeCyDqsFXe80XMvsEl3EhFuqxkuqooHeG13ku51VAoGjUo2q0GC8GllX1oWGwhyStpPkFpr/8Kuycg52FjAjSL1DGvQxQgsxaHLxMjFeIs4ckt1PGECoiAq2kcThVWjWJuqiHyoyNpfEALbYI1UkXz/o6kBDwqFbqkx4aE14UQ+JYjw9Jl5Cy7gwbPOVE7DHqGqooPzq5OBkRph5EKikF/JYk4bJufJqMt7OKFoQ8q6+AQCBqpl1b2t5Ae1EPmqjngkfr+qroyMbFHKg8iiqp1PdWT/rbnMiiPBPmPDt6ljMbITsTATt65mw27mazmXGbDEGTcT34JoSUddZjvGCIWPdPXxxlOppTAi7X1AHM88EZL44B5IyFxlcuzH2uqBqk1zvIywt387K3i3XhUhyaQkzK4NEsVKdcFGNMGeBRmXbx0Q7TFzguqjTbg+yoOEaHv4cGdzVpOcNgnwdn0J+bQp5okDhe8Xw8QnQ+B6nZ7n+69X1T6DAx5sT2+rkY1hRuVwLVnsQQzPbklJV4yIWQLMYSWUK6ohOjIZoTxlLciuOxa3IJ7OXeUozX14JgsNBqECrvIuYNknEkCKclhEGvGXxlTaEcq0G3JzDsCYS0Fbm9ktRqU0JaDjRh2zV5Ch3Lsbrc30LShnXPUlKLDiFGXKALOF64EGnQj+YLIkadCNl7xNLcQLmu0LJ6Ky2Chbp+M3J8zbGRIJioNQ5pJetjbgb5Le6uIxSxoUsajqCPo+e/ihhzonTmR57nzmnSjpi0477/ejI17RiWNNaSAcJlPWyv38/2+v2UDxbjTNmp763GlZ48ldhk/vyjM7SMpvXcbRS1z0/1vIlS8U20vKY8zM6ag/QW93BhqIINXg23Muqmy42lOqZD0vzlyTzTxfBYnCJ8wC/SYIHHo/BcbCRl34cppjw7PzSRMJ7PHM9hNP5MkDIUNuHCkf3Rj/b9hRGxXJ79dz5gq+rmVWL8N4PcSnEu80UcnR5UlmHj/8P0hbwGD8VIRNH4Cf0EMjaqNRcbQ5X41XwRsCBlCsa6nvGW3M7OkqzzxQhl4SLKwkXIY15EZyI8lbSNora6Cb9LyWn2VR2h29fHytYm+jxDHCltZ/EY14sVrU3srjlEzJZgZ+1BKgdLsU3iMjSWifLLFjgxzEa0jl53tmJ3Ot/imSBOkVd/PpgPI9x8cFaI47HTxRZNoXqwDE/cyVMrX+F1T++4bbyqhTWRUhoTPqoqRyLzx04RGhikBQ27LuONu2gr7ibsiBKzJcB8QcfTXY5roIjSI42MDnef7CKfyIs/mUCfTFScTCYTOo0WAbpq85YNowGjh3J5oAhj77JcCjXNkSJT05YvVhHAEDiSBI5VA2ZGiOXTvDxkKjtyfxvS+Ij7qbDuW4LcXYZa3gOtNRjWNMnVO8k0mlXl5LYqGloWEi7pob3uKJ6kk7JQYMK2agYqEBDISCpySsJ7sBpfwo2BwU6idCzfjT3kRYxPnp5etyXQigdMP6/dyxA0GfZD9aIjdC44hu4P0R0wRV1zRRvVA2WsOzL+ZWCqQNdFcR8HHcG8ZfaglyXPXzbd6cox2fWY6D7V5Ax1kpALLqyoGkTRZOLWBDub9hCSU7ytbyELy0PkIk2OkxAaKgYBpDxxNJEQTuoGh9IGlbKATwLVAKt45lrSrKJAyhD4p56R30AREn+DPyeM4cQXO8lg0EyaZtK8RIwyZDxI1GFhSZWKDynPDWP02J3oKGNBVTsQo48Mu4hjR2QVds7FzgvEuBkfLxDjeaJIQMTQWRz3c0VwwfjOnEJivkEOXvQcANsAW9pK0pLCE3dRMVRKh7+XiD3GRfvX4E3ki9jGnhoae2rm3IfpXC9OxgzqmcLxWGjnw6o7HSe6/fngdBHGcBaI489//vMEbwhScmQhGwfq8r7zJF009FRzpMz0Hb5226ZcarHEwsM85WvL+RV/gTJsWctEStDossbY5einzW4GbhWH/fR7zGn4imAJfe4hQk5zwAiXdxMu76a4tY6FKLN64J8IJtrPsEAeDuo7HZisn5MxfF4FXcL9h5tILd1Pevl+GkLFWGd4TJO135wSWDJQSeSljeiShre3fEL3Et0RI7XYtBALGQVpIICUzScsDfkxlAzxi18EQI7bTEOlCOqCDg5Wd1Ac9nNh8yoCMe/YLuQQGO8fGHREeGb5q1jiDsoOLSJ4qC5PtA1fX80VJXbtE3nb6jVtqNY0YthF2BPF8ewmhIxMmTvFkQteBqDfHRzXj+kywJSnnXniWEnYqd22dsptRjMT153hh3LMmuCJVWZmkbreKhbKIo8EzOBDBYFV2HkHPhzl+RkPZkOgsp/DnT5+MCq1mB+Jc7FzdXmSv0Z1LJ0uWknTQQYfEh4kDpAkgYEEuSRmP6g8fXL0zoa0YfDtXpW+7IFIwJeZ2Fd1KnQMQmi4kNAwcneqdQIXt8koQuarVNBCmnsZoAeVHlR6UXmeKCkMbAg4kahGwVUVRgV6EhJ99ihRdMqQeYEYGQyS6DyFOZ43YKG4o4YbMQjJKQzApSlY5hirciKwRd14Yi7CTrPvSYvpxhWzxrFmLDR211Ia9p+UYlIz8U8+3liC6ThT3DfGBg/PlPmw6p7uDF/D00WDTMUZL46HiVV2ss+qE7HH8FpVrH2l1PZVsqp1MUs6GtAFnZKKfv67fP+4bctTDoysefJ/Sw7Rl03mXhTyU5YsYnm7WaEoZknQUtJJOGLFGrVQKpThGijCHvJiSY5MS5+uF/507ddMGdf/I0vMf/PY9tio7bH7HKjop3Xh0XHbB1pr8PaWkXTGiGMW5FAdWX/cUf7RFzSvmrSoyzBBR4SgI4IjbcWetmEIBsFsgF/aESd4rGqcv9fwQ0OM25E7y1ErzdRzSzrqcSdcvNa4C90TxRbyUGHVab7kGY5kt13VsoiG3nxr2UxKIzd2+nnOZ1rbxYxMxp5g/2VPseqR63PW3dkw+lzXlkcYdIZ4eNF2SjQrndaRh8yx0g6OATVYOB8HC7Fin0Z0zcT1YX9S584xOXeH0HiKKJu7RRLoGIQ5FzsxdAbROA8HV+KhHgs68FsGGUDjE50Z/p9P4gLHzMXgfOCpnb01N9xi3vNx3eB/gyPC+AqnyPJY0azb20eS3zM04XeX4uJSZjdFX4uFL1FOCJUHCCEj8D5KSaGTQCeMTgfpbO5kgUq7Rhs6DkSqsdCIlcVYERHoIM0+klT3mBl1RIS8dGwnmuNxT2goTtKw9wLAzJcvGAKqqBG3JvEknCfVv382TPS8mUrcTvd8OhOE8TDzmZ/9TGa2BrCZMF9Zl6bjjBfHdXV1LHk8zj7HIHgilKtWMqrEjupmtOI+Fia8VGXs9HWU06uM+BkujfkBgTWREprKRzIfrI6WcNAxRIstwoB3iEWddbkcwc60nWUdCwHT3eJgVMhlXhgtjguYzDUK+nSkqL2GonZzmlK1pOhuOkhfQzODNa0M1piVs0oPNRIu66Vqzwqaz9+MkrSg2dIEYh6GnCH8Me+kAnlfZTMHqo5hzViQYg7ivmDuO19HFZaknYQx+UNC0CUcL20gU95NcsMr7K86SvVAGWuOLGPQFeJYaQfN600LbH1PNYs763I+iMOCWHNOfC+PnUavqRziIxTzv+ko/ZYkdb1V9FiiHLriCS7Zex421TqthWmsFaG2PEJGVHl01cukssF0kixwMz7siITRGEBlI648K+R8+P1apnj2LsHK+TgpRkYCbsCLCljGCJOPU8LObM7e/wlq8y6OR4vfAU/iuMTwRDwW0TiQ0mkelZnioljZ5BtMQggtJ4y/WCLjlcAmwJG0wY8GNJ4hysW4Zl3Qw4JACQoqBlHMl5gmrITQOEiKBiwsw04ZMnF0XiTGdbhZk00SNexyoQCTZ5U/fqarVBqOWWib5Tg4kQgYzpev6DLexIkPSpqM4x3bz3QDzUyYS7q1sduezmL5RF1LTVKJlPQS9wbpWXQwt/zSPefjSTiJKyleeumlKVqYH854cXzrrbey++Gf8lb38DSmGTxS1lfD6+4envN1EpbS1PraaXaYU64X4+JyZ9Za4MxPCbYxkGEjLvb2lnNf6SG6SjuIB/pJZGQSliRxq2kNtGYUMpKGLpr7W/3gW07bN/hTxdkgig1BN1OxTXBtDUGnau9yqvesJOEKc/S8VylK27F4EtBXiqe/lHMfudH0W3fESazcy+4Fh4lbE6w5uoyKoZK8djOiyoGqY1QMlWBrrkNVMqQce9AsZsXBYJVppXX5hlj40qYJ82oPo3SXs/iRG+hcuof2xsO5ao6b9q3BVzJEUE5R1LpoxrnBJ/MvLUPh4xY/P6OfY6UjPtuPnfsCb3nt8ln5Kg7TXtSdE8aX4OKyMZZGUwgPjtturjRYRS53Gjw1KgANTH/bG/HlLRMgL/hKw6CTDH1Z6ybA33rnNkU/X8J3Oo6ldZ6N6sQMWGYVuMgpstgqEO6aftuxtHn7IQT/Vibjkcx7syWt85ughk2AGsM6p1HyHfj5AX2cgw0Fgd0kcSFymBQDaKTQiWefAa2kc+L4RDKVMB6+72fjxXyyLGPzwdgywCeS483adLI5kTmJTxdO5EvOgYufIeUaX+TjmeVmALiii6w9oLNgwYmNDTjjxbEkSRM+uM8piXNO9qHaj8qLjmh2mk1hKVYOksSPTAiNBSjjfOGWlUb5AmX0yyptISe6AP54Caqgs83dR33Sw8KEj8eVAVpLuqipCNPWNbkf6UScjZbVmXAmDf5PNmwnWjQSsFk1YCbj7/UOsmfB4dxySRNZ0tGAJmrsrz6Kz+WmLFJOT1sxqjVJ28odREp7saWtqJLGq427sKYtpCxpPtC5HGvW13FR3Mdhbz+uJQkcGRsL+6twJu1IhoRoCAw5wxwr6WDftY/i7Cqn+uBirAlnzgJ7SI6hFg8gpKwcDvpo2reCqn0r6GraT/eS/bywdCvv61pKTcoNMxDGMw26WouD9lEVzrwx93G/LO6tOZT7ezVm0OHJyghxk1fiJq/EizGd34dM/4IBNH5l6eYyp8hKm0Cwy8wZ3UGGNtIMobFfjGMRoFIReItF5GKniCLM/PhPlhAGSGnwxzYbVQknz8Z1mtMjgXfXeySqFbPfsznncd1gX8rgiZDOapuATTRF8fMxnW0Jgxs9IsvDpXMuAR1A5h34aCHNDhIEkBjMenovwspVeAiiYkPMxZCcSKazGA+PdTqTW3nPpPFwIibq/6l8ps1VuPmk2buETMdYC/BkwnmR5jztfY/n2y1i9L1SWx6hdt8Fuc8pOY1oiITtUY7WH6DdFmV1tIT3v//9PPnkk5xIjkscx+NxnnzySfbs2UNFRQV///d/D0BHRwd/+tOf6OrqwuPxcOWVV7J2rRmgE41G+eUvf0koFOLd7343tbW1DA4O8p3vfIe3vOUtbNiwIW8f3/rWt7jyyitZt27d3I4QKEbmLaMsP88R5SnG/6DX4uAGRgSuLeuzVl2UYW+Pi33OQay6xIpYEa+5e3jO04VgCHhjbgxm9xY99gY5mW/g0zFdvsvZ5sOsLY/gclrOyIfA+o5FPO/eQipbIrOjqJeOIjP7SSDqZXlbI/7iIcoydpAF7i3fA0BayvBK407KSoo4XN5KebCEDTs2Eq5rZr8wRFBJ5drUBQMMeNXdzUFHEJsqEXZFWRFys9rw5KXr6GxvZElHAy8s2ZJz5VjyzGUszN63/so+2s7Znlu/uacMf0c150XLeRDT3/6oPcyKaXxJZ5uJ4FwcDKDykhHn73oWEewsy5VTh5nd37XlEaILD7IxVMkz/naWY8OPfEpSpS22Cqy1CxRLAhrwVFTn52kNBQjIXblqcWvsAuWywC0WiQbr5GLsZIrfyTAMaI6KfG+fi5gmMhI+OELJLIzdmmHwRFTnkYhpqW2wCJxrF4jp8NkuFQO40iXyz2USRs/8FQpZjp3l2Emh00aGHjJYEVma/aH4TkObj8eZPiPHv+PlbEwDN5uMHKPF72Qid7L8w6ejKJ6pID6ee3yqbYYTKBRFfawcaODOqp285ulh0/7xsWPzzaxHkUwmwz333IOiKLzjHe+gosKMZFZVlV/96lcsWbKEm2++mebmZv7v//6PiooKKisreemll2hqaqKuro5HH32UD3/4w7k2n3jiCVatWoXTeXJuivNw4EXEj0wLaf6aFcoJ9AnXH0DlvrIRa5ZHtbA8FmB5ax2iLuJI22YtAib6PN0b1WQc7+Az0xt5uvUm6vfZ8iBwpRy8acdF9LkHeXHJNuwpGwlrkiUxP5eHFoAnA+kRq9CtXSsBM+PJk/5WBF+Qmwbq6bbEeWn5q0Rl00Xi7T1NOHQJl27ByP7XmPDRZo0iGwINES+Vo9o9ZB9it3OQi+QExaqdd4bqeKk/zfa6/ey/9GksUSeOkI+y5kaaXtzEoY1mKdlwWQ/hsh5aRh1TY3zyGY7Sqj5CruMTMlfgxi6I/Kb8AJQf4Pr+euSjDTPaNlDXzV+athO3mW5LF+LkbytSCMKpySFcLAu8zz8yPN7okTAMg6gOA5qBbkCpLOCSxj8kTwchPBrDgC2DCj86mD++fqxIwjtQTCcZfMj4kIh1m8Wdp3sh2ZrQ+eWQKa7X2QWucklUKAJ/DGm8ltCpluEGj8RSm/nCMP9OMGbmi+GKeAVOX2byLDjTBPR0GTlmkrHidLcQw/SiuLY8QtQaZ8AdJGqLcyxppyjqw52cn2MyMGgr6uZQzSHOi5Rxc08TT5Ud4d577+Wqq66al31MxqzF8UsvvUQsFuP222/HYhnxujt69CiJRILrr78eRVEoLS1l586d7Nixg8rKSjKZDD6fD6/Xi6qqeW0ahsFf/vIX3vrWt879iGaAHZFzsr5oNVjYiNMsyDbBlN8BkvzOGAIBrtq5AWfKkQtc6pzkBpgvYXg84nU6K+/J4GwRxgA6Og+c93Tuc53qYFWwhsA0ifSthsSbB80SygNyghd8nUjZQLqmuI+AakVGZKeznxd8nZSlHby1r4G0qJEQDHZYw7zo7UIXzcFJ0kQ0Uee+0kNUpVw0JD1siBWxrHsxfyg9hEUyKDesHN74As6kg6qBMjRRY8g7RErUWB0p4ag1RMiSptsapy5pFjGYz4pwg53FbMRFAp0XiPG0r50Fy4Is2rca0RCndCMSDTEnjD9KMUsqQ3Aa+fAPC14v4G4pmVcBHM0I/OsuF30piVsbY1xYkpmXdg0Dft5s54W+/HtVBv6eIgIDChICdROIy8HO4kkF8oBq5ITx18tkvKNeEFwiFEvwudL8VHaByn4GO4vneESnH6OzukznYlFgck7FM2M+BPlc09adjsJ4rCA2BJ2MLYmSsKPLaq7oWW15BE3QeHLVy8iqjCqP6LqbXrviuPevihp63TGO2cJ0WmIEFTN14UF/Dy+jksBgeVXVcbc/U2Ytjnfs2MHGjRvzhDFAT08PRUVFKMrIoFhRUUFfnzl4rF+/nrvvvptHH32Ud73rXXnbXnXVVTz44INccMEFVFZOXPHrRDKZH9wrxHiUMOdEi9kYroSiGBA7IYNgZaVZArWtx8/+qiM0dtfiSM8+xdCZKEyny6c7Uya7LpWVfTO+ZrkXn07Tr/S1Va8A4FIV3tq/ELc2tgbW9BSpdq4erCEj6JSlHQRGpY46Yg+ZotkwX840wcAac7Lh0GoAWoo7sagWBl1BSsIBiiM+dtQe4PniTp73dXLpUBUf7MoW7xDgop6ldFliRKQ0YVlHTttpt0VJiGnCSpqitI3zi1LA3M75RMJpeNnNQEmnlz/JIfbLQ1xc0Udv50jmg+HZlbx7NWWnOG2j35JkYUWQ00EYTyaAT4Rl2Mg+j2od6tQrzoLdIXmcMP4oxRQjT+v7O5Xl+NWEOcP23XIZy5hiJyttIg9FdFrTOjWWfDeTs1UgDzObceZUM9cxt7Oz5Iw63omY7Fk5lX/4ZEyVg3kyK/LpKoxTjhhdi/cRL+sFDNKSioCALuooqsybt12CLugcLe5kR90BAIqiXiRd5LzmlbnqtrNh0BkiXt3KUVuYISWFT7WyUpE5HyfV+JGz45WRzZ++6GMf4+mnn56m1bkxK3GsaRrd3d0sWrSIH/7wh0SjURYtWsQNN9xAKpXCZssXc3a7ne5uM99qUVERn//859F1HVnO3+2SJUs4cOAADzzwQJ67xammOlsNaoe7nx3ufjYGK+ixxLlyVOnp+RgcejwDvFbcTIc1BtkXIgMIOsIMucMsiwXY6xzEG3Nx2d4LpmzrTGG+BPFM25zt/ior+zhgH6LLGuf6/joWpKYOMJvOAlvKSDqp4XV7O0q4drCWQ/YgjQkfKUGjKG3jqNdMhSUaIvV9ZnW/qqHSXFtrji6jsbuWp1e8wjP+DtqsUWy6hIzIBS6o6ajM7kMG3ICbIadKKwJWy9zF10x8gC+rjOOIS/xPUOPuqt1UFB9lU6iCg/Yg+21h1hxdCqERoVRZ2UfakuYiXChCas59nAsn2y3CpRh8emmMHx5wUumY/sESTAlYpOnX64yP94G+k35uwMvaKbI4THd9ezIGZTLjhDFASXZoH9Jgorpso2cZzkbmWzDOl2V6vsfb4fZGGxPOFkb7h8/GujxZBdjRnI6CGEb6HizvpGP1NiqCJVwzWAeAU1MQgJ9V7iEjqww17meLuxeXprAhVM4Re5ge3wDrQ+UICAhTpBodTWVlH0E5xQveTlptEfxIXIOHGrw4lInjNwQEfMhI0okv1jMrcRyPx9F1nb1793LDDTcgiiJ//OMfeeihh3C7J76JDGPkhhFFEVGc+KCvv/56vv/977N9+3ZWr149m25Ny/CA/JeIxl+jOv8QMINnJhug0+j0o9GDynV4eAQz3duLPjO3UUMyxAveTuKSykdYmSeaphokRg9QBgadlhh7nQMcyqaYK07bSIs6YTlN2N/PkMWcZu5V4gCEnFHuP++vCAYsSLl580DdOMF2JgxSJ0IYzzcdlih/DbRxfX89NSn3vLgfjG1j+HMN0BuT+VnFbtLZ1ICqqGHRJh8gvAkXb3ntcgZcQaTyHjqtMfY4BqnEw4KqTv6bMNfhpSj7E/cj8x4CPEWUIVT8s5w0Op6guAscIguCxXyLHrqsMR4uPZJLs/Vq0040wWBTsJIXfJ2AWenuLeVJTpXV+FT6Clc5dL517vSzPl/e4aIzIfHpxVGme8yWWsfHUJQgs4r8suOzvbaLrSJbkxo/H1S5xm1mt3g8olFvEXBlL93/hTSaUzrXeyUs2awdumHQnoEnoxrb6WKhRcArwa5s+vlPUYIFEeU0mDU4mcx0PJxsvYnG/JM9xk60vzPhWTQdcwksPFGVAqfbx1RW7Ml8iGO+QXoXHiZe0sdVoSpq0uONQW5VISJn2OUa4OJgFR22KLucA0TlDKVpO+dGS+gCEkqSo6Ud1Fl10qJOjyVOUE4hAFZdYnW0hLCU5o/OAYasCRZh5cMU55WmPx2YteUY4B3veEcux9yb3vQmfve733HppZfmCeFhZqrwS0pK2LRpE4888gjLli2bTbdmPLgXSQIJA3YmDRqsE2832FnMo4TZxkjBkIVY6EcjhMZq7LQEeoij5nxIRzOTQcnA4LA9yBPZ8rc2BFKGwQ0DDfQqcZ72tzO66X5LkjIkBFnDqiq0CxlabRF+UrWLYqRsGVWRJDpqlcHVffX0WRK85O1iTaSE9eGKvIFqtgPn8LazdU8YvZ3mdOA5A0TxMG22CDVYWFecBJInbD8tpGgnw8Yq+AKltHYF+GXFXg6Xt7Cso3HKbQUEiqN+joSjHKo1cwwHuis4Wt5JF2a2gGFiaNyNmZLuv+jjy5QjzUCEzDVTRGXlIP9lyOiAJAikdJHD3V7uEsy+DAtjgPf4xQmtkSea0y2AbjJ0A9ri5pC92KvRPs36xbbx4vh9BHLic/jaZgyDkGYGIc6ECxwCpbLE5rjOd/pULncKPBUz77a/84p4RQjq8Ezc4Jm4Sp1iZvzozBjIAqQMs+DKSpuAAQypBkczBv+OmQXmb/GzlJNXtW6+mW6cPFFW3NON2Yj5M4HjzSg1W5E8XSGQyQTxROsknVFSzij2iAdLYuLZooEFLXSt2MXaWDFL+5uorRgCxs/efYoikuj0KSr3e7twawrXDNaiCwYvebr4SdUuAqU2BhXzeXkQs7plE1ZWZ7PC96PyoL0ZDbgJL0vxjCukNB0nK3vRrMSx0+lEEIQ8v+LS0lJUVUWWZRKJRN76iURinKvFVFx++eVs3bqVp556asbb7P/jb7AtO29G61YCX8z+PWl++2VwlQHnqtCdEgGDaiw4EOkiQwwdCwIXIHKQFJGED6emYDpCZC0k2RKfpg+pjmSMWAANDA46hkiKTtZTxSrs7MwK8X0AeFhFOQ1YUKwZQpqBXRSoU4ScQU0zYHdSp1gScEsCsgAZA4KaQa9qENVFdHTWUwtAPO6nTB+51Bq1HLOFKEs7sevT3wLD3qIatcy0ZtbodTVqMercaNfUznDr8Thc8XHL4tETl+C/2uWhEZHQCX6b7SeFAwhlg6IG0jrrLR6KIj5ccc+M2lgsuyl1VhO1xclgYQXVZL2Qc5mHXyHOehpwaQpRKcMTwAU4J8wEm6ooIrR+GTZXgi7q53iE4wmsgC8aEDVgb1InpptpwEoVga6TrI0tngQD0692SulNivQmRartGp+5AZKaQLtNJ+xcwNGKyybf0ID1jhGf47V2EUUaeex1UU9ah30pg0HNYJ1dxD3D2UqrAUpcZ70BZRaBT8sCGcOshvdBQMRgQIPDaQMBUxDXCqBmn+GSAHFBQMOgTIelkoBXU0hi4EEmNM85iofPwokcM0ZTBsRiIxZ6x3IZ5/vNfWsc/zh4NjDbuoujz+PJQFlkw3XzxKkuF8RmH3OS2zb7/+D4DIp5rM7OCQWFDD4j//njcMVJ25PIlgxFoqkzDMFANAQyGQnZoqKoChk5Q9SawCoYWFSFtByG7Ay4NWOhLFSEYAiklDRWn5VK1lGRduKzQIiKCfsVQ+coKRIGXJ1y4letGMB+xyDnaTVYFRUdszBUEh0Vg5IxErMcqEdHB9yIJIDE+F3lsLnGf9tFPUJLywRrzy+zEseKolBcXExrayvl5eUADA4OIssylZWVPPnkkySTyZwg7urqoqFhZqmcAKxWK9dddx3/93//N3OL85E9uGKh6VecJdUTLBs+ksHOYhLo/IoeNgN2TMtIFQoBZLZgCjmPaiEsp/n7rmU4siI0Iao8U7EXgL8nQAKDTqIE0ViOnZvKU9hnYD2bqH+jSeoG25MGT0c1NqtmMYWelECXNV9kfqRjJToG0glOmK9dU4v0+Oxu6OlcGaYquTLs33u8PFC1E4B1OHAhZv8//35Oa0f9vYU4Dxthrh6sQT7iIDoL2dZT2s6u2oNsBhqw8CY8lKAQQeMe+gln3Rk+2Lmcn1WauZg3A/9E+bhp7ND6ZXg37z0pb+hNJ3wPk+Op7TPzlp1G6AaIAnQnRDI6hFWBn+w1rVUfWhhjY+lIJoujFZdR3zV1UErnThetWWvzdWUyPmnExeHPYZ2nR1UD3Ex+ZbuxaIbBoxEdAWhOGxxOG9gEeGe5jDCm4Mm/9WTo1cApQMyATQ6R8xwCDlGgWIKQBt2qQcqASlmgTBFOih9yao7jwmyIZoPWADTn7Me/AiYeTq612XVzEdH7Jh57ReYv7dzMLMnZXPi2BMIFW9DdUcqDJdgyFiyqgtsfRjIEjqQhqaQpinohMIhLs3DAMciCpJtzwxW8ks2hP5xKFEDURXyaJWfpvQRXrnDaWA6S5I8EWRMqZ2W0GIkoMTHDw0VHGbAkc7OU5+HgnCmfzCPP7bk8X6zveB+HDh2afsU5MOtsFRdddBFPPPEEfr8fu93OY489xtq1a2loaMDhcPDAAw9w6aWXcuTIEVpbW2ednu3cc89l8+bNtJyEN4PjJVDZT0/GgD4ISBDSDP4fAXpReSz7duZGJCynsSJQVzFEb0cJzqoeXs/mVK5G4ZfZ7J8bcHB7JZg/hPkxndlEgfUOgfUOkZhu8Ptgki6Mcev9pGoXAB/uWDnn6lXzyVx9fMduPxuxXFrVx+co4zv0sIsEAWTi6Fw3zY9+rmQwEA1otoeoscVnlSvSkk2vc36ojFe9PfwYc+ARDQHDTIXBRzpW0tVZyo2dpTywzhRV36KbL1KeiwZ+o3C6uVK81Kdw92Hzen+oMcY9h51YRYOUbl6Xxe50njCeKZ9cEuMzW8379ueDGtd7RIY0eDmmM6AZvLsuzvriDKoBn9riJaqDZ5J3wJAGf4maYvpmr8j7fCJOESKagVsiJ5A7Mga9WetY1tuC/SmdOovE+Y6sS4cMgRm6ccwnpVV9c35xnimnq7tDgdODqXyDh2mw6rScu4VIRRd1/RVcPVBmGrJEzPr12WJOSwFUQAJCZlT/udES8zno7ud6JHQCHCODgYHeU4KiSzRUBCfddxiNTjJsJU47Ga7srzMrqwIaBveXNFMnS5yDm78S4c14WDyFO9SpKOY0F2Ytjs8//3zC4TC/+93vAFi+fDnXXXcdsizz3ve+l/vvv5//+q//wuv18o53vIPS0tJpWhzPjTfeyI9+9KNZb3cyKVMEflA5esrDFL2rO8uQEHiaCC8R4/0U0UmGnVXNbCee8/NsZ+RBV+FJwgmwSg7jFAVuCcgMaQbf71cZmmBa56dVu/j7rqU49BPjRuBwxfGOytIwmvkIdpuO0fuY6uE4vJ4DkdsowYNEAp0f0ccFOHMBbvNJC2kqUFiPk9KeSvY6B3lh+Wvc2F9PSWZm08CVSFzQsYo/lIy8TZenHFw7WItdl9Gz1eqG/SEbeqo5UtaOBtxBN5+nPM/360wbyGbD6SaMO+JiThj7LRr3ZP/+YGOcH2cLd/gs8LPDdi4ozrDSN/OMI0VWg3suCPLHNhuPdtq4P6ThlQQuXhDjopI0g2mRuw87qLBrrC9O88NBnX8tteSC6EYTkAXW2ATTEuyU2OMIcle2r58vkanKDh1i9iXcK8LbvSJlssA3+7QJXs1PDSdTIBc4OzhRRUqm8h+Oe4I0L92L4Ipx3Y5N1JYNTdjGTJ6fIgIiwkjBnLLJg3+7yfBT+hEBPxKLQiVcFCvCaoxolLSoEZLT7ACciBPOQA5zpj5LjutJf+WVV3LllVeOW15dXc3HP/7xGbcTCAT41re+NW55VVUVd9xxx/F0bdY8HNaosQistM2PW4GrbIBfBzX2pwwCSBwmxZNEWIKVd+Ln3glqRS2dp31Ph18S+EKJzH/1q3RO8HxtqWhjacfM3WBmSmlVHyFK8j6fSma6/2EhrCDhRuSH9LECG32oWBFpwkolCmXIc3K52EMcN04CKDRUhGhAwhYs42VPNzcOzO56/E1f44Qp50YH31VW9lGpBkh2evhF5V404FkiXMWIj/NURSDOZE43YQzQEpUQMdARGEqb99F/VMj0DXlZYtVYbhWwuVV+e8yOgTArcQygiPC3tUn+ttacPlV1eLjDygdf8eXWORaTcMsGkgj3h3Te4RXHuUoADGkGRzOwL6lzV6cpjK8pT7K0Pkm4pYSkbvCjAY31WQvxb4I6V7tF3KJZIOR0oSCQzyzmM0XeZIWyhpcvn2S9E8nogLqkK0Ln0j3Eivtp6q5hfagY+xhhfKKeoRoG+7IB6B+jhCJkeqPjz7tdl/koxfyeIVxI455+Z8Oz4/QrQn+S8UsCB5I6cd1MPXW8HEzpvBjT2ZYcuckH0dgrR3ifW2KtXSelhynvh+7ss22tXeDdXhHpJEbo20WBv/VJfK9/vPn4aaI0V+3jPRQx9P+zd57hcVRnG75ntvdV79WWLfdubGMwxab3DqGFJEBCAuQjBEIaqUBCKh1CQiC0hN57xxg33KtkSVbv0q627858P0ZlJa2klbQqNntfly/bu7Mzs7Mz5zznPe953urhR/z7MtEiOFZIyN0WZLloWYIJFyH242MXXpoIMhM9KzGRMswFfO7O/XyFhzOxM7vTZmuBPcCm0PBdMgbzYh6Mz3H1Esdxxo9UQ4jVGT7kkMy7Dcrv/3y7xEV2Fd9LUrPBLfFOnY5EncQl+YMtX4mOR0uNfNGkLCw6JdPLznY1sqxEqi1qmR9utuGWZK5M7N091AcUYQywYGozS0uN2DQyF+X33KfPtYfI1wpcYlc+O08vscEtscYsUqz7eqXuxDk06CuCHS4tlRNUzlo7/QA7CndR0JDN0Q3T0Qoq6GM6M5b96n9oIYDMtSQTqs7o9I+JTKg6neasJpoJ0YGEFdVhIYq7+NqL4xUmkX0+MESIkgyGJMvs8Mq82yFREVAEcZoaVhhF1rqVu/mHySoKOqtEHfRLqATIUgssM8Bxlom79AVakb9kCNxWFyQgK6lKXRwkwO+oQ59Vzw2k0kCQPEa+QvdwQETgFtL7vT6zU8g6CbEeF4/SzAKMZKEhDy2WKKLJO/DS2tn6PUcbU9BhQGQvXsyhsXXK0MtqTm7O480kJb//P7RwxhjnVcfpz1SLxFSLl6fKevL11rqVhW+uzoW1oGKWLYAQw+SEW2c6STdIvFGjHHdLq4a3apRp181emStRXHEebgmhQumjLWqJSws8aFXwvWn9HWQ6JFgSFmSYpReZNU4zY8MlHj0+dBhN1LhL/HZFiEdqyTaWpOY0sjeznNrkOk5qySVH7n9+Yx1sqiVAA0F+SCotQwTHAoLE85m7u//fToj8zMhpH4cqX3txDDBNF33jLcsyFQGZ+5pD+Pr0U/VBSFLJnG0VWWkS0YQJ7soAZKjhisSJv+RdU8t3kkx7SObXDSH6TtR6kfkj9UjAOdj7FQ6I04MFFcd3LkbYi5eNuHmZdsyILMKIHVW3dY0dVa8CHNPR8Ubnv79DEh4kXqedSgKc2Br7FJe+FHhtXFk7gw8zSijBx59p4HKCyITgMEutmIwpFZ4QfNGoZWe7mjZ/73ZoXyjAGUYtzSGJhWkeqtwiP99q5bfzHBhG0YwYVDJ2jUS6QeLGTcpgSIPMC5W9n/GXHUrRpHn2AKdkeUnQyqToJAaKI8iyzC6fzB5fiEWGySmI+xIXyD0MJr6GWqcxma9hpDLRI6mAF2vy0p14NF72ZJWxLbGOIq+NMxsLSQ7272vHYxa2FB/T0EW1OHt/ZjlJqLmIBFRJrRTpHN3vOUNK0PBokxi1d/pkZOKV2iHCl26Jt50h+mYjFOsEKvwynk6hnKgSONbcP2J4pGniO4u+4sCW34RQkcJyo8yn7v4FA7peGa5J99eVbLRkd0bZg8j8ljrew8lUdAgoq3+bCbIEEyd2pjDYUHMtyezEy9s4qCfIAoxciw1DWgfQ0b3/seqA8jPa+CbJ/I46Asjsw8c6GliGCW2NjkUYKTjEowKTURhXukR+vq1/KotNE6I9oCJRK7NT5aEyoOUMY4izc7zcvcvE+/U6TskceYntQnOQD+p1/KOkZ7FnAAHF10R51lem+PAD5yVKPHfQgCMg8Mu5HYRkqOxQsb3CRn0QWkIy30pUUWpu5/5aZYitjzcXhwyHeurboVy+en96BTtzSkh02gipJPaYWtljamV5ezoLOpTI7Vj/PuHl3H3IGBCH7Ge8YhAdAtUEmJLRhkborW2aQzIfuSQ+ckn8KFnFZ26J0y0qLANYRE5W4uJ4AEKyTIck836HhBZ4x9UTJjaJiovKtYkqMrrTJmR0ghRxlfdEM5gwsOY18q08yNyVyBtOiTSVEknf55Mo6cwvTBpDJ43DFTUCvyC9nz3eBzhpo/cI6wtcbMXDGdiYhR7dAJ7To7GnG4jwff6YNFoJ0o6OXOz8lzYAPqGD22syDtko8mQSxrIM9+1TROnGFmUgdXGeh4WJAZJ0Er/ZbqbMpSbPGKDCpabSpdwLAuCoSOHc3Bbu32fk43otlyaPrK3JMYZQCTI72jVMtwTY69SgFmSCslL+2agNsblJh1uGi/Pc3DnfwY5yO//bkcg6t0RQhiKdjCTDLp/M7fVBAnUmTrWIWESBGSNUx4mZTePiddyX1D4uOn3/fygSa1E1VHR4LKPHAwnfcKu8kS7YG6w8dKSIc98UjYo6y4ii0HnpTiqCGoxePS69so5ALQnYgjpMIQ2f2KoxSGqmE+hxmAA+wkk7Ic7ANuL1JZHa8cTMJjJrzHxOB/MH+FyL2stnthqq9R3IQCYapSpyn9PI14r8JEXg2fYQIWCdW6Y2EOKmlENLbh5aZzvGSLJMuV9GI8AfO0PEWmCWXuD/klUkqgSsKgG3pFSi6xLGALlagbG0Yxsp0QqDvT4ZpwROCSqDEieaBEo6c6lfpJ0aApyElWVE770bC8aywwwfNY8FkXyj7ai6VwN3cRJWtuJhJ14WEn0Fr5F0SOEdf98O1IPE2zhJwce6TmHcxb00cIxLZrmxd7rQZGcyCWOAAx2qblG8Ot1HhiHEcWl+BAE2NGsoc6mZbQuwOCnAG9UiP5vt5PpNdv5VauC+pY1YgV/M6eAHG2180aRlNkq1uYGQZGjyCbT5BWo9KtoCIp6gQKizPv1ep4ZbZzq5s7PQSJJaYLFOg0Mj826HzNMVRp6ugAKNTLZG4Cyrirl6odvJYk1AaQvzNEJMfIsnSiB3EUtRWRNWBGQsGO+ob6T2ZjzOIZLwHYvr2iVyzSZtRGEcvk2k/w83lzmvKZO8pkwCYpDXF31MUJRp1np5L7ESgJmuRF4IOSh2J7LQmUJKZhMfdc4kHosF6zD1xlDBjcXpTl6oC+ESA5giWLp+kHaAInRcQTohZDIymiM62gBkaARuTFbk5d8yYrlSYvyIi2PAJ8lIwC11/S2Svp+sIl/bO5JnFAXytZNbIAxXFKwwimzxKgOCKVqBE4pbeWWjHYCaTk/mt3AgolTBGcmoNZIgi4bwh3o0HedAjcNYi+Rex0KFgxD/pJkZ6MlGQxshFmFEGkETMhyBHH7tI/0On9NBKT5SgNVYWI6JZoLcTxOZaPmw3U9dQOIC++QbBEZisgljgDxTz6xBiVPFJfme7hzeuXblObumyI07KPDYASM/3aqkXbhCYnf1PLUgk6hVkp4eKzVwQoaPLKNEX9ObDc1q7t9n6ryret5M0yvncIJZVIp6NCbw90yBgCz3Gvgcb5Z5vDVEgVbgxAHqSmdpBLI0k7stjJZYC73DSRiPhkgR3ZFcm0OhqMpQ0eZI4lkjqTli/1y+LNrW/dr5DUWkBAy0qX08m7qPzZYGjEF1t2L7CjerBqhmF4loZv10okAmGrwZdZiqlWLXPiFEdWYlbYRoIMjRmEnL7KoeGN1zLwiDq4WALLPLK5OqFsiYRG3J10IcO0IyWkGpGueVlKw6nShQ4pOoCSj5MXmdP8rJZoEcjcA0nYh2HC3WYsVIBcHS6c1s2W9gbZOOXT6Zeq+Kh5a28b+ddj5w9eQf1xDgV9TxTZKG7WIRiwZ9NEK26zODieSxFsgiAn5kDuLnIH5OxkohOsyIPEELJ2DFMMxS3rGa0lyNlZkYsGPChlnZNxpuJ4MAMr+jjs/cHBLieDIKYwC1CEel+Pi0UUe5S029VyTDoDxdAUlAK8q4ggKVLuUaO4MiP53lJCAL3eLXoIY/LXTwEPBpo47tbRpsWolfzunoJZCfqTCgV8l8e4qbOQlBXEGlk7JrZdrLkxEEgdPCyuH1nREwigLXJo1/FzGeg9XBmOwLzSYTg12ncFEbLpTD/z2U8B3q/aEE+FApF7H0Ue5LNNHljLYUvlc9t99sgz2oY4kjjXW2OgJiiG/UTadR42F/Uh2rojz+cNLhMtBQgo8Znfd+dWYlb+FgBSbOtIoU6zuIVRXfLsr9Mo92Vib7QZKKomEYJIwlh404LvNLeCQZlwQlXgkvMFsv8kRb74VmBgFWm0XWWFT4ZKXS3U0pagwCXA4DThNMVmIpAq4u8rAiJcDdu838abeJe5c4uHRuGwWNmu6qXVtQ8qN24hm1xdtII8kQ+YGPRWc61gI5Fy2LMLIRN4sxMAcDbiQ2dzop78c3ImeQWAw8NAjkoaU9wnsjiWpPFJNVGAO8VKnj00Ylh3CuPUBZh4qvWjR80qClzqtCQMaoltnRrjTNixL9FFlDyH0uvyDAmnQfVyxp4/16Ha9V67sjy7IMb9boCEgCf13kQNepf721yn3t6Pz8ZGeiUyziDM1wBw8DLaAbbQrKaMV1+DYOkobcpuv8I+13KJEdKbrctZ9I+yt2J7DOVocoi1hDWraZm0gZI+m2JtXH7xuCnISV1KxGthBiNnouyvQzVmmjRTqR36QJPNce5BWHxE0p/cXxerdEe0hmtl4pKFRZUjIm5xLOYSOOH28N0Ry2zskkwFydjE1UcobdkoxeFDjZImLvDK9MVv/NaBkLETDbHuQvC9v5sL5H+B6ZEmBpYhvfWW/vfm03Xk4ZpSduV2QmVlOE0aZfDFX9bawjVydiZRZ63sXJn6hnCUa2d+YhzxykNv14IiFTSYB6ArQQYj9eVEAI+NwV4kjT5IweT2ZhDHQLVQBfSODhEhOF5iCnZPlI0Unkm4OUOtV83KAI6E0tWu7dqyzeOz7Nx2WFPUVA/CGB726wA3Bxvge1CDVukds6UzGmWwK9jncoMtFR5MkYPZ6IlIqxvgaHQspEOIOdb6wdNPYaW9FJKnyqEDVaF/agjn1+D2NRfiBFLWASoVYKsAEXZfi5KVUk1tHivthUAt9KHNjXf71bIlsjsNEt8a5LYtrLLzNv3rwxPafDRhzfkqLGJcmEUMY3iSpl0cii8V0/NqaMV8efoJM5J7e3VZQgwPJkL1806cnRQGVAYi9e8tGyCy8LhrGQLJzBGvrRuCPEIk95rCJXGgQK0OGiXVnNi1JMIRtNVB6TY00Qmf/SShUBctACMi2EumPHRZM0336yC2OAkzN9JGklSjtUTLWEuG66C6umd1h4tj3Ir+Y6+e12MwFZ6F7Ad3San2fL9TgCAjNsQYKWnsH95mYNH9draQ/0/DYrUpQcZkfF5BJ3I2Eio8iTwb1iPAXxeHzPrjSGySiKTSZPmIHm2DPYNfAJIb601nOtkEQpPjZZGji5JZ911joaMJI6zIqsg/GVR6IjJGNTwT+lZo4wCNxmVWGeBBZs3+9c3OeTZGqDMqnZ2WN+zMNGHOtFAf0hmCM8FJOlw2/yiXzRpEQ1Kzst3p6mx/t2JnocSANO9+jNwyt7G0vbsFiI7LHomH9ACipgJ15K8HEW9pgfw4VEKT46CBFA7lxIKaNBIIjSAFhQoUXAjYQTiYDgxm708y2riqZQkLsagxSjYw8+lhgEgpNAwIczWZ6RaFmaHGBpcmDA9z8PS2NaluxnY7MGk1rml9t6chU9IYGsHJHj030YVBIbm7V8c4qbAnOI8PXDh4Mw7mKi0yzCBep4CuVYrtWAsYvCD3SeA12rkQjj0dhZDmeQ0zcHeaQLCEcbPa7SOckW1KSiYQdebEEdGlmkwGtlv9EXM3Hsl2U+d4XY5wezAN9PUg2rONp4oRMFrk5So7vwQt57770xPdZhI44PNyZbh59ukLgoz8MzFT35sAv1Alu8itPHHdQDcAkJTIuQGuDtMIS5NQ7OZPTTHYuOuStKPBsDs8egAmEtAR6jmVTUJKDG0GncXkUAIwJ2VNhQ09aZMmHXBTGIsFAnMsuuRpJlHmsNcixmPuyMpWzwyBxhlPmkQ0InChxhnLgGdLI9I7HAHaRbGJ+R5aXVL3BjsYvpliDekMDmVg2ZhhBF1hAbjCE+94lsadVxZraX6dbQEHs/9JnoNIsuJkM0eTiM9noNlmMLsY1sR7q2o9l/389Gkyoz1PeNlnCB3Pff0eBRBWnsrF9rRUWtqDzjM1yJvG8sZykmNIMEK6LtS8v9Mvv8YBPhtlQ1hsMw0Dhc4uJ4EjHZO/uTMn2ckOHjn6UGPmvUsdkrs8wosM7dMy38FK2cZhE5waIaUYM8GYXxocYW3GzHQzUBctGSiQYnIVRGD9MEcLqhXZZxE6SGIIkq+HGKGqOoNAe1na3C3U1B6oNwLnr24aO609Lv3rDk/g5J5vgIFSHHisn+jIwWoxoeW97Wvbiuix1tal6r0rHHqUSKCkxB0uZo2N6m5s75DtIN/StcHs70bScOh5zkySK4B/tOsRKNgx070r/H8jjQ/5rH8vv1LVYy0HlEuuZGewe5ncnFbiRsxhD7vW1UJNbTgcRaOga0dIu2L20PStzbHOK6RJHp+kN8kUIMiYvjCeZQ6+xFAb491cPxaX7+tNvEOrcSOZyvgy2dacqvOSVWmsR+0dbJ0qGNlKGixxMx7RtCpo5A9/TaC7T1KjLSQpBEVCSjRnabeRdlpfSPklVs98pUBGQ8EgTC0l5DMlxfowhhAwKpaPgOydgyGvnKI/O5W2K2XuBlh8TLDolUtcCcMV7ceqg9J6OlzS/wVq2ONr9IhUtFtiFEe1C5xpfku8k2SniSAly1pB1tvD8bl7SBgRiNQJ6sfsUTsRBxONcimnMbzv7G+/tGe25f4uouvLUPL3Mx8H5iJWuw0kaID+lgDgYSw6TccAJMlX6Zp9tCXGEXJ42F2mQhLo7HicOtcy+whLh3qYM2v8Dt2yxs8fV+sP7XHuKKhJ7bK1LO8aEYJQ4XwAOV4exiPDrpRoI8QnOv1wwIrMTMLAy0EORxWkhHTWangF5iEMjViuQOsNrZERaEvC1NhU2lfCdZhgUGgcVGNVUBmS7360daQvw9M7YN6+H2vHShy28eeiPgv+/ksK5ZS7YhxDcL3Wxo0ZKkD5ColZhlC5JllCjTSYeUMB7KJSZWTIRQHjICaHZji1IQTZRg7ju47xvFHUw8xsJ1qG/57qG2i8Ro0y/GSiAP9zuFkNmRdQAfMqvS3XjrTKSj4Q0cTEfHYowsxshOPFhQjei5kmSZNDWcZ1dRqI0L477ExfEYcbh27n2xa2VWpPh5v1bP2VaRZ9oVwVTpV0KRXQ9tLQVR7W+wSPNkIdrzGk5+5EijzulouJk0/tiZ8300ZlZhRtWZh1aNH4A6gtR15q4tMfQ0hCFZ5se1QZabRM6zKUqrOaj8dhYR/tYUJEUtoBVgq3dgr+PqgByzSmmH47MTrSju4oJldax7PZcqj4p79poIyQIX5Hk4O9uLId5qR0SSZXwyaAVQdRo5DzZbNVYzWZGEUDuTPzd5qO8/GdI+Bjr2eKZg9CXW5yQjsz6rhEaC3JImYhQFjJlNUKMEN1I7ZVtiZhNHAeAa0XFeckicYRXjwngA4s1sDDkcO/VoODPbyxs1esKrby8xDF8o9W2cxyvSNNZEk44RzXZ9CSLzOR3di+XOwMbCPpZ6szAwCwO1BHiIJhJVsNYtkaMVMIkC+3wyAWCOXuCF9hCz9AJ5GoGL7Sq0AphFcElQH5DZhjxgKZBYNSSH0zM0XEEcToY1wNMXlyJJsG9XKn/fa+LxMiOPlxl5bHlb7E5yHOm6v6N9ph9uDtIQkvlZauQV+SFZpswvs98vs8crU9aZGzRLJ3DNAJX9ovE3D6cuILPOLbHPpSITDXpEBGA5JvTDrGQ5kcRyIeN4i+TwiHL4scc6wh7t/ke7gLDvddycVUoFfm5OV9roLvx6Dwu8BtbhZkqCl8QR3H9uSebWuiBnWkVOtIioD4VqQBNEXByPksOpMx8pXYUGPnJJXJcoYlcJpGmG9+BG02gfymI50lTvSL9Ll9AN5xqSyRjE1mdmRhvL2pXFky0hmS2dIxmDAJdYFXP1Lz0ya93wQwGW93GhqFbL7PVJiILAEqNItkbg7sYgMjBXL5AWg6jx4fIsjUYU90UUoXh2A/fPhnvXplLVZGBbq5q5CcGhP4xyTSeTnVs09/x+n8S/WkN0dKb3/LI+wM3JakyiUsF0rUviv+2K77ZFhKk6oVsYGwQ42TI60SrLMi84JDa4JSRgkUHklESJ3V4vHllmr0/GJIksZXKZ6EdzbUdaWTRSlL2vKIw2LSJa+orGcEE8lsJ4OCkw4YzknPp+R1dWFVvw8Is0VS9hDHDAL9PRWaH2sdYQU7UC1ig9iOsCMlYVNAVlDALM1In99h+nN3Fx3IfDpYMeb3SijE8S+FerxJ0ZsTMmP9QW7UXDUJ3YQNO9ASSeoIWDna4R52Bndncsa6j9CZxrVbHO3VtUeWTY4IX9nWkwfhl2+mSy+uwjSyNwY0rv3/WvGWoCMqhH2cYeTs9cLIVxX645ooEH16Xy5z0WHl3WNui2XYJ4JNdWkmVK/DJ1QZmlBnHc/OMdIZmNHon3OiRONov8rzP5vTUEt9UHWWQQOMuq4pl2xS3l92mKYAbY7FHu62uTVOSOcJq4PiizzyvxhlPCJcMqk8jJFmVaG2C2Xrk2f2wMkmpzkWjwTIr2aSSD7GjPO5rUk8FE8kiiy10ieCLSOFKzGickBSY1q5FaAjxHG+fbRSwRRK8IJKjgigQVf20KRdXu+mWZ39YHaZPgPJvI0SYVd2UcOjMeE8khL45NGa1YA2PXIcWJjrNyvNS4Rb411TPsSNVwOphDOXocDQMt8ltfY+E/tAAwRQOXBTKG3E9HSJlqvq8+RLukCN9wtILy2v6wNwq1AjN00YkhQVBykYfL4SSGwxlLYQygUcGqQidrD1q4ebOVH2RG3i78+Rvus1gZUMRfFxvdEiZR4KpEFZoxnIKVZJntXomXHBI/mtHBbHuQU4H9pcn8rkE5n7l6EasIM3QCu30yt9X3Huj9MFlFwSjyJ+9vDtIaghVGgVUmFRkagbqAhAqZj10yu30ylQEZv6xEqGFsHGoi7bNvWsRIjztSUTzQeYQTKXI6lMCNJto6WR09YskW3LyFgxOwstTo7vVeS1DiP60hVMBsnUC+RuDuDDXaAZ7Hg36JB1pCuCRYbRJ6CeM40XPIi+M4k4Mmn0iy/uvltTqePNkpjE81i6yxiLTVRt7OkN5IbUCmxiPzslOifpDZ9zl6gVKfjFcGowhXJ6rI1IjUjpEGOhxF8VgL4r4EJOXHafFHFoHRimFLbiPtFcmIfTvY5DZoNPPHBQ7+UWpkr0MNyDzVGuKKxLHrLm6sVW7U5cl+Ztt7btoEFVxoU/GZK8Qmj0RTUKAh2D/zvVArYBtFhPvJ1iCOEPw6VYVdrVzbmoDMnY0hstRQHYRzrSIrjQIHAzLpYWlE0awpaB/kvUgD/qHEaTTHDWcsBPxw9tvXzWMirOImIylZDXxMB5tw871kkXytu982XhkQoFVSUiuebQ91L57uQpJl2kKw2RPiFafyfORqBI40qTjDNnaD2khtejRt0Gj7At+oPh0dcXEcJya0+ERyjaFxyW/s6kxGm7t7KPG3zMFTVRIyGtnilflXXU+BjmKdwDKDwMtOZdDynUQVa10SO31K45mpFjjGJJKjEbpFUm2n73EshGz4vXA4CePxFsTh1Dk1CMj8c1k75RHej6azcqY08/stFtr8ARYkBjgmzUdGayLWvEYMHUqnKwPXT3ext13F/fuNbPKKzHUFWWCKfZfhCCn343FpPs7N9fZ6Lzm/iZOB4M5EnndIOEJwllXFNJ3QXcXrgF/iow6J3zcGKdIKnGNTkaIWIgq3SG1FUJb50iOTrKJXDmeGWpmlKe2s9G1VCSwwiCyK8B0Gi/aCYmUZjeAdLsNxzonFDN1oI9fAuOQNHwrIyLxIO9UqDz9MUpM8QJ5EpkbkPJvAvc1BLgmm8aqqgd83BFlmFCnUCjzfFqIu1GWsCWlq+FGyGl0M0qFG0m4fLm19XBzHiQlbWtWsyfCBd+hto2WwBjhcIB/uqRaRCP++AVnmhs7IW6IKjjAoRTmyO6eYS/wyO30yT7WFSFIJ/DxVTUqEhtia18hPN1g5VgoyPwbneLg0kuHEUhh7AwLvlVj5tNxCujlAsimIPySgUclkWf0kdBhxWt3o1BIGjUSmJcDuCitn53gZLMOhzS/wcb2WbKOEWSNRlNuIKMAne5J4z+ejttbCBXke5icE+axRy192m/np7GasQIEpxOlZXn65zcIRSX6+UeBhdbqft2p1POWUqQiGmKETmB7Doi9bvRIZhhCXF/b3Qu/i9FktnBACrUiv7+6oSKFQK1KYKOIMyXzqkvhTY5BzbSoKkRH65ONHGlCrBYG70tXcUhfkNw1BfpmmDEQFQeDbSWredErUBGTm6ofO7Z/MA/bhLsYb6XuRjjsZcrMnCqnT4yd8bUgAmXdwUKf28OPkgcs1S7JMQIYv3BIzdQImj8iFvjRqEhvZ5pH4oEPC0zmRMk0DFQG4NUXdbWUYLYdjWz1a4uI4zqgp71AhI5BtDEHb8D8fPkUXaXoxGhu0rzNPt4XI1QhclaAiMYLovSJBxdtOCbNKWWSkFoQBG8N7ljgoSwzAAGkbX2diKYw3Vxv54ycZWDUS5+Z4cQVV+FxqjKKMLySwpdFIi1/EotbhCgr4JWj0qcgxhliZMrCI3NKq5qH9JoosQT5pVNHsE0nRhbBrZRq8AS4r8DHLFsCghmq3yJSCVua4k3jsgJGfze5AEODcXC/Hpvm4f7+JD+p1XJTv5cI8Lx81aPn3AQMfuAQgxM9TVKQM05WmL195JF52hjg7xz/ktroIKZPh97EVuAiYti+JZ9pDaDV1zA1YWYyx36LVvn7HBlFAA8zoUyXMJAqcaRW5pTbIgy0hTjAr0bqBxMdkaY/6fr/hiNO+6Q7hEd6hvl+k4xzqwng0RWXaCfEXGgA4ExsF6NiLly9EB6lqge8nDCyMAd5ySrzVIaECvpukAg8IKOtC3JJImlrmlc6Zwdk6paBHpHszLn6HT1wcxxk1FS4V0yxBrBoZxyj2M1Kboa8zLklmo0fmMntvYdxXNFw2Aed2OBHrVIpASPmtvj3FHbUtWzR81qBl1ZR2rliknG9Qgl31BlwBkVlpHqw6pSN97rNMnq80oNwdoBVlbt1i4eaZHSTrZBJ1Mmdne3mkxMhsW4Aso8SxaX4kWeaJMsXC7DeNIY42yZwS5ugwHDySzL9aQ5yX6+XkzNhlES6c1sxcCb5q1fDcAajTODnDkz7g9l1tzLm2Bt5whlgTEkkIS6/QCAK3pKh5wxni4ZYQJ1tEjjNP3OKm4baJw91+NOkOE1nGOxaE54ePZqATQuYFXT07fTJz9AIuCd4JtOOXoUgncJlZxVStgDBIhHedK8RbnX6GWRqBdzskFtoamG8QuLc5hCRDhkbJyZ+j723r1mXhGBfFIycujuOMmkJzkKfLDbiCsU/8jya14uvMe04lx/iJthB1ejffKBg4qhgnOsYjp3hpjlLVald79J7FQyHL4JcE1leZu8WxWoS5Gf3vCUUYQ4IhyP1nVVDr1PDguhR+vd3C1VPdzLYHmWUPclqWl9/usDDPHkAQYEmSn6cvLsVdlkStW+Rve03sbFRxWcLwS9CKKPmRzb6BP9foFdnUomG3Q40kg8qrpSYoc0aei6mWEOmGyIuA1SIsSQow3drOjzbZOI4QZgYXtNPbU6jGyUPNLq5OVPcabKZpBL6ZqObuxiAvOSTeckrMNwhcYh/fLnSkgjPWHsTRMNiivWja7fEW113nNFh+eDR4kXhK00BbQOYSu4ojDIoIlmSliFI0KQ8NQZkPXT33dlNQ5hybirVuiafbZbI1Sl5x11qRSCI4LoxHR1wcxxk1OSaJNEOI7W1qZo7zsQdbBDMZGU1RhvqgTEiGuqBMdUDGJcmsdfes3C9xxq16RsN4LrTr6h8zjaN3eGn0iuxzqni3VocjIPKd5fWDbh+SYK49wLY2DTNNyuAqwxLgV2tq2FBl5IEv0phrDzLVEmRJkrJob3OLhifLjXzVqiFJl0quMcSUWY38wSjxp90mPgoFKOxTnXEodKLAtxLU/L4eAhKk6iWmWpTzsWskXq/Rs7FJy1y9wCydiE4Arx7Mfplny0y4JJmjUv3MsAWZYQ1i0yrPhzMgYNPItPgF3t6XgEaQEOShBYmAwLFY0Oo8/L05yM0p6n6FEnyy8rzdkKzmr01BirQSS4wT4xsbq1zeydpmjlV577Fmq6URjQ9+ldY797efM0wEugStFbgiWcWduywAuGUoym1jaVMidQEZrQD2/Mn5u40H3ie/B2nnjOkx4uI4zqCECwZfeVLEbWQZKlxqNOJ4GKwc2ozGzaPL7zWc83PcOIMiVW4Vx6QNnbcZJzIT4UBxyvQ26pz6Ue3jT7tNbG/TMD/TxXEzWjluigPVEFrtsY3J1HmUjT5v0nGlX8SsVUT6kmw3BadU8sbGNDY2a3iizMhxaT4uyPMwyxbk/Xodd+00kWGQOE/nZn5BM1kVeiJlVbglRazu8clskLzUelToJJEpCX6mBQ24ZZmXnSFA4LNGXffnco1Bmr1qZukEfpaqwtanIMJyI1yAij1eiR0uFa+3yjwalLFrQ7T6VAiATlQ8vOfqZb4ppWCKUGp3oDSuM20qWiWZZ9tCXDKjndROi0pHRQrfTFBzZ2OQDzuUIgxPtIXI0wqkjrYSTpQMZPkWSThGKrs8EUK4r4ifDGJ8sHMIyfBsW4i9PolpOpHzbWK3yB3Kws6DxD6fTIZaIKFTvI7U2izXFCJVF6LBpwQ9DrpU5OU1diZCxRlr4uI4Ti8GEwm6/OaIArmxc1q0wBQE55idWjfD9dgcjFhblo0FAVnGL/VEiDMNIQrNQc7L9WLX9vd8HYqhhKBK50WnG7lYHGgQNVmZKGu2/c16jraNPHJc6VKxvU3DjUfWcUSukqbhDwoEJChr0ZGX4MOoieAJnOTjvVIbf1/czi+3WdhZZ+j+PECyKcjlq6qpcai596MsPqjX0R4QuChPWaj3cb2W0g41d32cyflzWtjaqiEkwwmJcq9I2a114YM5DVPNQXwhiY3NGr6QuywHe4vKxQaBy2x6BPvQYrNYL1LcObbwSzL1ITV2EXz1yTRLISyI6D0DjxQiOUt0/ftCm4pb6oJs+crKD6a7WJQYwJrXSHmrGhrNaASBLDXkj6MwHoiB2sG+KRQTKUoH8nMeyT66/h1O331HmlEc6viyLHMwILPTK9MakllkEHm7Q2KJQWBKZ2Gk9pCMTSX064O8SFTbm3jFEaJAFDiruLV7v0PNFg7UB+1xqHGHBC6zq9jqlXitwsjyZD/qeIG7cSEujr8mxEoARBLIyTqJ5cl+Hjtg5P9m9DzosRaNsWrcY52LNdT+RnodmoPKgqWDAZnTsryAnlMzvZyfF71f3kQIv9EcM1phHekYvvKkXq87vCKSLGA3hPptO9E0udRUtOiYnTuyJaxbWtWUCCruPKmSvARlxuC57Qk8vyOxe5tTprdx2cL+12lehlJoQESJkqVbAhGPkWkN8vszKqhs0/KfL9K5fZuZadYQRZYgp8xr4k+fZlDWouOyAjd/3G3mca+bG4rd3fd7phpqwvTxFEuQt2v16EXFnuryAjfaNgtWlWKnlqJiRN6sXQLFBAQ6v1fKMLq2SKKpKiCTpJW4KN/DFHPPl+iKIn/ulvhjemy8ZIfDQEI4Uk7xZIjQQu9zHm0aXLRe0QNVGh0ISZb5R4vS1p6sglMsInc3hVhqEGgKwVvNQSr9Mm4Z0lRwaYKKPK1IYmYTFX6Je5tDpLkELp3qYnFioJ/V4kj6nN3tGjqCIkuMIosNAn9oDLK9Tc2CxNgt4I0zMHFxfIgzkeKnS8iIApyZ7eX27RZkuSefcjT5teFMVlE82uNGujZd25Y6Vfxmh6X79deq9Qh0ieQeJrIgxVgwmu/T97N7Gw00u9WcNL1/fTKpM2ArTlAU5l8bk/FLwqB+xYOxsVlDbqGfPJufLypMuAMizs7p16JkL7euqhkwvcLZOdPz5wNKjnKaObI47iLH7ucnJx/kjjdzCUiw26Hh+KDIP84tQxRkdCoZdlvY2qrh9ztMXGCQSVULZNv81DRrsaolLitwk26QWJgQ4I7OPMpXq/X8Knn0P8BAUcGRzixJssxj7QFm2JSc63DSDRJWjYQjILLJI7PCNLbieCgxPBATIYwHu97h5xsu4Cd6UfWHHSG2e2UEwCkG+dMSJ1XJXr7QuAA96z0yDUGJxUaBE80iLknm2XaJJ1pD/CxNuXc/cUn4ZPjxvDbMEWZqRspMW4AtnelGQcCvmnyD/MOZuDiexEx24RMeRU7VS9g0Ek+UGbi0wNOdgxgrgTxaDqWVu+/UanmqvP/ipoeOaKfLEGCy3xuTgSU5rl7/r3Vo+M+WRDZXm5mV6saklfjhUYMvXhsrNtcodmjNtg7sHtOwP5+W5uJAi47SoI7/bU/Eqgtx+5oavrGgGZUgD5p3bDeEKEjwEpIEbju2Bn0UHbovKNAYkql1arFqJJJMQUzanpSQpy8u5dev57DboeU+n59VejXrHVoAHEGRfx8wkKSXuXVmB1a1hCMo0uoXMeQ04qkcmwH0UNPsA713MCDjDIqcmR15hkYnyMyxB9hFgBVRLkLUWns7hgzWHvVtL8PF/1CCv6s081iJzuEOOCKJ+L5CeaIWVXskmZcdipWgRSMz2x6gy7b7gFORRsem+bgsrD8D+Pc6Gx2SQECW0QgCZ1hViIT46VYLv5zjJFE3OoHcERAwqGVertKzyiwiyTIvtUsY1TJz7LGNGse6HznUUuoGIy6OJ5DDQeB0CWRRgNtmdXDDJhsf1Cuj3VxjkF/P65jQ8zuURHHXuTZFsLaaZgnEhfEosepDeAIiZm2Is2e1YO7sxD46YEEUZI7M6xhyMVusuHFlHX/9LJ3t9UamDHOFTYVLxSu7rHzrLDeFWh8/P74GX6eNolY1dMds00v8/qTqAd9/dEMy75dYybH7SbcEqGoyUOPpcUK55bhqChP7L/7c3SmGW/0iL/l751J3hFQky0GcAQFHsOciN3pFzEOe8ejpmyMaLh77ijGtIJCggqwBnETuXOjkswYt29vU3c/sUDmlzYysLUrMbJoUbVi4gO0S4LEglvsair7X0SzDTI+JN2p0JGhlpViOJoQrKHBhnocpllC/haZrGzUEO51PXnGEyFILLDOp+EaCmlckL/8pM/D96e6IC1SjocSp4rc7LKxM9uHxqVlpFfnYJbErGOTbU7298o27+t5Ii+Ynqo8Yj5S68eKQF8eazHZ0Qu9p/snA10nAdD2kNq3MDdM7+Ntepbs7M1txr7DmNcYLroUxWDoFwGlZPt6p7XExUAsyP5zh+lrdU2OBSSvxi+N734mSBM/vSKDJpWF+pru7SMZYc0SOiymJXgoTvagy3FS2a9GpZZJaBlbKAQmeLjfwQb2OI3I6yLQGEHyQMMKc6nqnms8rzOTY/SzJdne/vrXWiIyARRaZphaZleHjXweMnDy9jaPynRREEMYA16+o4+9rlWIbP5rRwf8O6qlwKV2MQZQ46Bb57Q4zdrWEXwZ3SOS9Oh2XF06O2aUu0tTKMsE7dprJNoY4L8eDIaynVAmgEWUCnSIp1uc+kGetoyIl6uhxOCONxPYVxAMdYzBxm5rVOGQKSKTjjkf0WBTgphku6r0i/yw18kG9js8bZQJo2bnXRLJOQq+SyTZKXJLvQRAgxxgi1xjkoFvNRm+Ij0Mi03QiiWqBEzFxr9/LK1U6zsrxUedRZkdm2IaO9r5WrWNnm5qTMpQ+s8Kt4qoExcdYY3cx06Psp28fMNT/DyWGde7VY6/1DnlxHM6hfGMcLixIDHJ0qo9PGnQkhQmNvtOKQK+oS3iHEG1nE4sV0JOBvp2hM9A77PCnhQ7sU+L39lgginDPGQf5+ICFkiY9C7PcQ38oBgQlKG3R8+dPM9CpJXyd0dRcu4+7Tq7CV57ErnY1jV7ldW9IYHubmoAmyG9PqCLL6qeyc1+yrKQ9tHtV7Gow0ORSU+vUAFCYqHS2Hx6w4vCq6PCrWJDpwhcUKW/V4g70RIRPK27jpOlt/OSYGqradbyy286TZQZmdXbu58xu7bZ8i8TyPBfL80r53Ru53L27Jx78i9lOnijX0+4TcAVFdCKcnuXh2YOKIPmgXsc38tsp9lixqQS2eiRK/DLZGoEFegFtWBhuj1eiw+YkVS+xqUXDOTnKlHg0dInLoVAJAjenqNnvU7HZ5+X3Oy2ckOEj1xTCE4Qyl5pnKwxRHTOWjDRFbSCHh8G27SIaYTtUgZFIrw/1meGc82gQBCWPfFWaj/+UGTGrJa5M9bPYpuFFt58yl5rdDrqLK+WYpO7Z0NerdPyv0sDbHSEutiuLMy836bmzWsVpWT50KhnbIM9LFwEJnjuo3E/lLjVTtQJXWPTdFoYNXhG1GNc3481hJY7jTBzhi/SuKPSwq13NrnY1+eaeqNZAjXtfcTicTmCwxnMyTEf2Jfx7DXR+WUaJ3893cNsWJYpY5xVJHZez+/oyNcmLTT9+C17UItx/VjkGjUSrR026OcDTWxN5dXcCr+6289puM2oRpqd4CMkCKkEmM9XPaTPaSDEpYrXDJ/LguhTWV5rxBJV0kbwEHzk2PzPTvAjIbK42oddInJwSxKrxo093UN+hwaYPke8xYNPKPFqr4tNyC3kJPvY0GJia7GVJjoslOS5KmrW8tCOBk9NdgwrjcC4p8PCX3SKNnQsEs4whliQG8YbgqxY1ggCv1OhJMQVodCmpGO/W6fhY8HFUqp/navUsSgywMSDySpPIJVYNAlCqdbPeqSEnpGFHuyL+V6f7ohbHwxmAm0SB+QaBubKBTbLMF1VqXgrKGHQhCkxBFif68YaEiM9z3307KlIgI6pTHJCufUaT81tT0/+7DZbbOxJBHIlYp0iMZ9DjyJQAR6a0U+cReadZwwfNIY5ODbIqzcc0S+R2YUOLcg+uKXRAi+ISk6iCgCzgDQkkaGUS6Lk3PSH4qkXD8uQeN4uQDI8dMKIXZZan+DlSNvW2BsxsYu1mK3fNH5mrzeGKJrMdxri5jovjODGlK8Xi4jwv/yw1UGwNUmjpLZDHg8kojLuI5twe2NezSOuOnRaentswlqf0tSfLNrhjw1jQlQ6R0WmldvG8Fj4rt/DUliRmpnr4ybE1/TxNZRk+PmDh4zILSVPNJBlC3HFSJdYmW588R6XjXpnX9b06n0GfkekaIKSBTo/s2eludjYYmJLk6z6XLt7eZ0Onlrk8giXcQBTMaORvxY3sbNDzYYmVzxu1ZBtDzLQFmW0Pkm8KYSxo5j9fJbGuQqTNp+YPp5Xz2t4EymvNnDOnhdNmtKEW4dMyMy/uTMCESKbNx/ICD2fMbGNjlYkPdycMmBc8FNHkCoNS1WyJUQirgqfp9Vff/XX9u+9+/Q5Dvxmyvgx1LuEitkuERhKymZmN1NSk8MXmQvLSBzaeH6kIDqdLiGdmRj6fvmkV0aZZTMRsoC8Et26xsmyZwPemuViaNHibcMN0Fz/cbOtep2DNayQgAbV2ar0iRZre6q3SpWJLq4Z0vUSlW0WNR8QTEtjWquaXqRpMorZ7W2teI5Uuka0NWvySgJzR33EnztgSF8dxYo4uv5kV+eBPsPDrL1O5fc7wK4OEdzAjSbmYrEQjjIMSVLrjpaC/bgQkgZAEy3OdbKk18uC6VJw+Fc1uNd6gwOqpDnbWG2j1qDlrVivaxADzZAGabX1raQyLlXkdfHzAyqu77Fx9RO/787IFzbR7h99NCALMTvOibbLyy239HR3Ocsm8X2LlgnktnDytHZUI585uhdmtvbbLtAawG0LsbtBS4lRmUtYUOdCo5BHb4IUz0lSFoZ7jvuJba/UMy9JxKAYSj13Cs0usdtFXxMaKofY3WK7yYMQ6rWKo30uS4b59JmZYAxyb5me6MPRg+dMGRcxmGEKU2VtYW6Ol1S9iVEnkGnuEsSTDWzU6XqnWY1LLPLhfRZZRwhuCeq+Ks3K81GndzLQF0amU2ZU3dpjZ3+mYkWYOoNeMz1qIOD3ExXGcMeOYQidbaow8XW7ghFyR9CC9FrYMRd+c5PC/h/rMocy/D/TkMxYlublwXusgW8c5XPj4gIUMa4Drj2ygYncK29vUGM0yck4bNQ4trR41C7PcrFSr0aKjbATVESNxsF1LVbuGkEQvn3IAq17Cqh95WfKpMxq4ydZBeauO9/faaQsoYbZ0c4B/X1A2pMB9r8TK7oae5+Hmo2vJtAaocWjwh2LjMTyWbUrXZweKu0c67kDpD+FCMdI5tdQk94rMdgnX8DSLSCkX4duOB8NJvRjNmpLh/G7VbpFtbRouzPOgEoZ+rkIyvFSlLJq++kt79+tmtcQcWwBtXgsalcyO7am8UqWnzqvi1pkdeEPwZZOGTS0aTGqZC/M82LUSd+xUvL+nW4PsdSidpICMWSfx41W1I150G2fkxMVxnDFl9dR27l+nY3Ormn9utXBkUoDV6f7uSlNd9F1sEO48MlTkeDiN4FCLGibS8aS8Q8Xt25VG8pTpbQRCAt9c3BSTCFmcyU1Fq5b/bkvkx6sUN410g0S6oUuUaiERQGYkTXb4eoC+FS5bkhz84s1sTp7WxuJsd8zvNVGExdluFme7OW/O8Ad5VyxsYnqKF61KZnG2q9uq7uMDVgot0Xu+DvTcd12LaNdDjAeDOVJ0nU/X9+nyNum72DA8QtuVZhHOeIrhcMbLtm245JgkfjSjg1er9DhaNEwdYnuVAAXmIKUdSn7N0kQ/p2d52OtU859yE98KwnOfZ/F6TY/r0O3bLehEGZ/U6XIShBpPkM8blQh0gSnIUdNbON0Qwh9UKlR2Vb+MM/4Mu6Vtb2/n5Zdf5sCBA+j1epYtW8YxxxwDQHV1NS+++CK1tbVYrVZWr17NokWLAOjo6OCxxx6jvb2dSy+9lLy8PFpaWvjDH/7AmWeeyfLly3sd584772T16tUsXrx49N8yzoQxLcXH3HQ3Fn2IC2a38MY+G+/UWrlkfjNr9CoEIXLH1bcKH0TOE4ylMB7ouOPBXTtNVLpViILMd5c1sDJ/Yv2h44w9kgzrDpr5sNRCWYuOC+e1UJTsG7N7r+veDn8ObH4Rs1bild2JlDTr+dlxtZNqMKbXyBxT2Dstq7Jdw64GPXfFwEM9fLAQqX2JlNo1HkRy4ukrjLv+7StP6nfufXN7uwRyXBQPzGx7kGJrB48HBUqcKqYOsBAPlOt+ntbDW/tsnDStnfmZistNqldkbzCZW9/Kwe1TIyIjA3Jn3pNPEroF8nRLgM8bNagF+Me5Zb2K6sSZeIYljiVJ4vHHHychIYHrrruO1tZWnnnmGex2O7Nnz+bxxx+nuLiYCy64gNLSUp5//nkyMjLIzMxk7dq1FBUVkZ+fz5tvvsm1117bvd93332XuXPnYjINv1JUnMmNViVz7bImPvX7kVwyVl2I2eltvLffinFmKyvV2kE/3zfSBSPrqIZrgxPN9rEQMUFJKaO726HhtydUMSXJN+p9jgfy1KHzyIUSy5DbHOrsa9RR0aZjTdHwVpNLEvxjYwr7GvWcWtzGD4+qQ1WdOO6DMqNW4q+nH+TpLYm8tc/ODa/mcuwUB7IsoFHJTEn0UpzqjbqoQWmzjh31ip1crt3P4mxXzKeEX96ZwInT2rFoxqZiS7SL9WJ1rIGOM5Qw7iJ8QB/eNvbN750oYTyejHYQoxYh3xzilV16/m+GUmFzoL7gy0oTW2uNHD9VWSznCQg89GUKm2t6bAzDff8B0vUhMgwSi4taWZHXwRcVZmaneyIK45ImHQ6fatzsJeP0ZljiuLm5merqaq688kosFgspKSnMnTuX3bt3YzKZ8Hg8nHbaaWg0GlJTU9m2bRtbt24lMzOTQCCA3W7HZrMRDPaeDpNlmXfeeYezzz47pl8uzuQh3RKgqNBJq0fF9BQvScYQr++xc9yplUN+NpJAHg5j5Q852vP6W4WGrzrLCP9mzdgL4xa3irUVZk6bMbyVz9EI4eF87nASzV/VmnhpZwKrpzqGFXF9bY+dA806frm6GkunH3j4rz+Us0G0RHPva1UyVyxq5rIFzexqMLD2oBm1KOMPCrxfYkUUZGalebh8YROaAdaJuvwi932RSlmLjukmiRxTiC21av65MYVbVtUyM9WDVj36HGm3X2RDlYm/nX4Q6u2j3h8MnNI10sV6w5196vs7j1SU9021SK1JjokjxWgZTdS4a4AQzTWKVXQ/QSOxrU3Da9U6zj2yZsDtrjmikWvCFrDuqDewtdbIshwn6yqVNi7LKKEWZE4pbmVthYX/O6aWnDBnnGOnDNy2Ztv9SLFZVhBnBAxLHCclJfGrX/0KnU7X/Zooivj9furr60lKSkKj6fG4ycjIoLFRuXmWLVvGww8/zJtvvskll1zSa79r1qzh1Vdf5YgjjiAzM3M03yfOJOesWW0A5Cf4eGVXAi/utHPO7DZ21ev46+cZXL+iniybv1e0aSQCdLwM0wfLlR7sM/ubdHxVk02iMcg9Z1SMuNzocPAGxX7HiShgnX5ky8gEcTQMJrYPNeF84dwWLpzbMqzPOHwi75ZYuWJhU48wDrtvYiGMR3L/iyLMTvcwO72nYE9QgpImPQ99mcK2OiOLBohiPb8jAY0o87fTDyJXJXa//oK1lae3JlLj0KJVSXxjQTOZlgBplgB2fSjigKLrmJlWP1q1jD5MVH9eYaYo2YvdECLaoeRoZo2sKL/HSH6TvoPnaNc7RHOcwZ6hrt45n90kVijpGbEUyeFit8vbeCxE+EDCOPy1SJ7So3l2XqzUUy8rs5nPHTRgTrFy4rToZoWWZLt54sIyHF6RLbVGvEEVW1vV5Cf6uHh+KxfPH17OvT4Gg8k4I2dY4lgUxV7CuLq6mq1bt3LOOedQV1eHXq/vtb3BYKCurg5QhPUtt9yCJEmo1b0PW1xczN69e3nllVd6pVvEOXwxaGTOm9PCf75K5tTidtwBFU6fijs/ziAkCZwxo5WL5yuiY7QR2vEk2o74F+9mA3DfmRUxPf5gnWYGkLGwhcnc5Had/6EmkofDe/utFCV5mRM04CvvX2ltIoQxRB7Y6fKbKU71ctqMNh5Zn8KmTDcJxiDFKV5mpHq6fZgFwG4IoVXLvUTrOXaBc+we/Bk17NyZwj+3JmHXB6nv0HQvspud5qEg0YdNH+KFHQm8sdfe6xzOmNGKTR/CHRB5a6+NHx/TuwT4YJHakVwLeaqz1/030ghy+PFVOi9Rq/khiHYmR5ffTN9i5LESsV2iOFwY9/VeHo8843CRHIs0mOPTfexNDLBZlPFLAl/VGKMWx6A4vVQ7taSYglS2q3iy3MjZs4Y3eI4zORiRW8X27dt59tlnCQaDLF68mFmzZlFTE3n6QZZ7umJRFBHFyHlip512Gn/961/ZsmUL8+fPH8lpxTnEOGV6O+srTbywI4FVhU70aomHbt7OJ1sTefSNHC6c20LX7TLZBLIsQ0hSom0Or4rdjXp0KpnyVi05dj9JxiCFiZFXGnc9Et9fXj+yY48wzeFQ4nAWyS0edWeVu4GnC/oKvkgCUGX1otPFboZksGfs+KlOcu1+9jfpaXSpeWJzEk6/ikvmNXNkfgchGdq9ql7nGn6+2toEFiQGuSdR+V01eVXUOTV8WmbhkzIL/9qUTDAksDDLxS2rapia5KPFo+Zn72TxVY2RZFOQJGOQnxxby5SkyIsWYzFb1HXffQUUBwQMfRa8jSVDpWNE+/3CxX24QO6yeoPeIjncySKavOSuz/atiBfL6PFgUeNIxOr3sWpk7FqJ83M9PFluJH8EbhEzU718f0U9t7yZi0UbGpFLy2RltH3PodSej0gcT5s2jRtuuIG6ujpefvll1q9fjyAIvYRwFypVdMUMUlJSWLlyJW+88QYzZ84cyWmNCZFuBqHE0i+6EGf4CAJ8Y0Ezv3w3mzNntaJVSRxs0HPsgmbe35zEpx41q0w9+emxjhBFw95GPQUJPrRqmaAEoqD8efDLFD4pU7odAbl7NXKvc1JL3H9WOa/vsZNkDHJMoRNRUL53nt2HRRfdQqWvgxgeiPDvfrg8b1MSfbxXYuUcu3fIbfve12OdLhQukPseqyjZR1GyEv6UZdhZb+CR9Sn8a1MyKaYgt6yqjbg/6P/MBiqSyMxv5sJ5SlTNFxRw+UUSw4onmHV+Hj6nnOp2bXc+vq88CZ/TzFjxxU4b+6pMvL1eKdi+Is/J95Y1EDw4sQPz0fzuXQI5UgS8oToloh/ycIh1WsVwhXEs2dWu5hNZx7pyI2pRpqxFS6tHNexFpYGQiEqQMOtCo06ZmyitMRb9Tt99TuY2fUTiWKfTkZKSQkpKCs3Nzaxbt44FCxbg8Xh6befxePqlWgzGcccdx+bNm/nggw+i/kyl5iiaVEN3MgNiH2JkGOn+SOt8PW2Qz7UN7sIQ9fGHs69JTJuqgP260/q9LmTBmlVmXmtfxEnHyry7bwXJ9X6OPTrIvnoDqfaOfiV0QxkR7imfEkmLCTK8sdfW8/8OsOlD3ZGx6SlesmcILEvrSTGal+FCp5ZJMIRQCVDfoWZTtYlHqlZgTQrhROA1R4AZKV4QYOUKPQdkAYPOM7J7cAxp8xdR4jx3fA8aDZGet0n8bPQtqAGKS8VBk5kjVwQo0/Z+c7j370DP1KiZHt1mujy4LldZpW/QyDQL8wcsdtG1z5BDeXb7fVcdYOpfLGO/U8d+h54T0ttRixBI13PQpSLX1CM6VLrYPPeSBBvKbCDCJee4UYsyVY16XvP5mTnd333uQxKhLRrOb9XVvkW8H+z+6NoDXZ/nouv6d+7b71DSeXQdyt/uDiNpQIi8qM6xi1ryMJrd3XnO7g6lGqLR7KadHsHs7jBiNEfnuuAzKzqi2eoZYsvYo0uDuYY0FiQu4qsWZf3UdtFFhi56T20AMuDmiwWMWpn9zBveZ/v2B0NpDYhtO9h1/PHod/p+ryi/hyekhzGuizIscVxaWsprr73G9ddfj9DZ6guCgFqtJi0tjebmZrxeb7cgrq2tpbCwMOr963Q6TjnlFJ5//vmoI8456W9j1w+8onTCiOWAyDK5R1jRsF93GkW+11hbYWZbrYFrl/VEBdKSRP67NZGN1SaOXtjMC6+lkWT10ezQ4ZrRyo3z++Rs6QaIHo9yitkTENCrZdZWmFm3Tnlqf72miiybn90NBkocOrbVGVm3rncnuTDTxTEFSm49nQuRi7SQbdfw5UEzF8xtpc2r4o4PMzho9/P9FQ1YRDU/fC2Pe86oIClnck27lTjPZarl+Yk+jegIeyzG+xmpbNOSbApg0PSfMXt6SwKv7E7k8QtKux0eWtwqHt2YQjAkcNmqWgIH+0Roh5mT2vVMTQqinX3uUlFRflfJq+eJdVmoap18f0UDb27J4PEyIw8sacM+dWTXbSCaXGrWrctj/hQHp605AEBrtprr/jqbnx5bw+x0T9SpXX3bouH8Vr7apO59hEcNhxXJG6jP6NN2Og6m0FKTjI2h0ySiySEOCyn0sqIbqKhJX4aqAjgeiBnHklD/EQ9ssiEKMjdcdGDk99gwPjeqSO0gTd9w2sUJn6WM8lTbvJmUlA9VqmV0DEscZ2Rk4HA4ePXVV1mxYgXt7e188cUXrFixgsLCQoxGI6+88grHHHMMBw4c4ODBg8O2Z1uwYAHr1q2jomL4C5UkGQJBAV2EzupQ53CZXs6z+1CJvX8fq05idZGDXLuP/21M5oicDnY26clJ8bDtgJW381ycsKRpTL93m0fFd1/K7/7/TRceYNE0R/cxF2W5WZSllHLu8It4/CJatczmaiMz0yJHOPITAuQnKMI3wRDiZ8fVcM2LBXx3WQPpndW9fvBKHk/Fy0PHhPF8RmQZfvxmDhfMacblF/nwgJVbj6mhMNFPi0fNK7sTWZHnRKNS2qUtNUYe/DKV5bkdXDyvGVEcP0eVQ5miZC+ppgCfV1g4tbiNF6oVdd0tjGNIsinInVfv4Vf/LsLpVmExhkiwBDnnqDqe3WdjVponYprIQPnhoyF8H7EWLH3dOAZiNOkS4akRXdX7hhLIIy0TPRKGWsNS4lSkUaRUocFo94jc9UkGZ81sY2mOa8jtx0OMRuMONOGieBIyLHFsNBr55je/yeuvv87f//53jEYjixcvZuXKlYiiyOWXX85LL73E3/72N2w2G+effz6pqanDPqkzzjiDe++9d9if23vQxPQobshDndHcyBMtrLNsAbLCfB4B3AGBn7yVw7wpDjr8Kq5c1MRfNiUzM6+DpTPaufOpQj7ZlsC3T62ioGP0Fc/7Xr9WpxIdAlha3MYPzi1HJUbeFsBcYsE0sx2hxDKoT2VfyluVjn1/k57i1J4p00jT73FGx1jntnX4RZbnOnH5BV7fmwDAL97N4fKFTbxfokiO06a38bsPMihr1WHRhfjOkkaWfA3ap1giCnDbsTXc+Foet72d0/36s1sTu/OVY0lumpc5BU6e/ySdK0+qBuC0FQ18uCWR+3cmsDzBx4JM96DFOMIZSb5o137Go53X5TeTMsCiw0iitm90uS9984XD9z9cYuX1HU40A5dat8jD+0ykW/wUpwyestP3N3rq5RzKWvSkFLcjZ4x/WshwiYvigRm20sjOzuaaa64Z8L3vf//7Ue8rMTGRO++8s9/rWVlZ3HHHHcM9NWbkxTueoZiMCfFGjcx1Z5dz34v5AOjVEpeuqeGO/0xhSpab31y1j588XMyHXyWSfnwthoOmmLpX/PjBYgCuO6uMI+cMXSCj6xoOt2FJsAbgo0wcPmWe/YEzy/juywU891Ea5x87MueKONER66hyu1eFy6/ikvnNnD6zHVGQeWFHIlMSvRx/kgO1KHP/F6kkGEJ8e2kVqaZgfAA0QtIsQa5e2sDD61O57IQqls5o59aHpjMrrbcnc6w4/5habn5wBiFJ4KqTq9BrJX5+eQmfbUvkX1uT2OJWc+GxtZiqeiq6tqV72LzfSl6ah8LM3uckT3XC0LWOJpRIojFcNHct5IsmujtQNb9woTuY7VrX8cYqrWKwfiMoQZlHZFWhg6uXNg64mG6gtt9iCvGX63aSlhiI+H6cQ4fRh+HiHNJMloIMR85uw6wv5Z9vZvOdF/MxG0JcekI1f3q2kKtPP8ivrtrHX/5bwJ1PGvj2qVXkODT9BLKvPGlEU5p6rYTLS1TCeDRkp3o5YkYrf/ksnV+trmJaio+5hQ7qWvRUNuj5838L8PpF2l0azltVyzlHxwXzWBCLAWK2LcBPju095XrFop57r7RZx4YqE/ecUYFV3780bEywD1ysZTIMemPJUflOXtqZQH66hyRrgG+dWsl9b2dzx+pq7DEuT52V4uOO7+zhjiensKPMwp+/t5v0RD/nHVPHqvnNPPZWNjfeO5Mj57QyNdPFh1uS2FWuXG+zIciPLjrAtOyJLfkbK4eDvlX3otl2oPeGCmaEi+GxEMZD9Q3bWtX8eY+ZE4+BKxY2RVcwqZMPNifyxa4Ebr2ktHvWMdbUtWhRiTIp9rjwHg/G6GeMczggT3UO+SeWzJvq5I/f3cM3Vtfg84t8+JXSmD78ai5pCT5+ceV+2lwafvxQcfexY5Hf9401yvRpZYNuiC1HzwXHKYLqwyY98lQnc6Y40ahlXF4V9a062l3KCunnPs4Y83OJozCaezrS557eksgdH2ZwxaKmMRPGX7fpULUKVuR18NaXSsRx2cx2Fk9v5x+7EsakxG5eupefX15CfYuOvz2fxyufp+L2iqTYA9x8URnXnV2BSRfizfUpeHwiWnWIZJuP3DQPW/ZHkJJ2f68Zp4HutbFqW0eLLr95yD9DnXPXdtBf/I7n4rvwPqPrnFxBgccrlfZ/dpqn1yLboX6PDo+Kf7yey84yy5jODsky1LWMfR8VRyEeOY4zKoYThYtmW61a5sSlTRy3sJlH38gmL83D+5uTeG1tKmcd1cCCIgdvr0/hw68SOXZBS799RBM97rsI4YgZ7ahVEm0dGnJSY7T0fQAyEv385Bsl3PnUFOYUdvDa2lSOmNlGca6Lp36+BYA3v0zh7fVJvPllMicfMX6LVOIojEaYtHlUvLPfxp0nV5JmHqb9UxRMNtE0npw+s5UfvZ3NV/stLChyctzCRn76j2KeSfZwSYxS6ro87AESrUqEbv3uBNbvTqDdpeayExRnpHlTnMyb4uS8Y+pocWj4y//yKa0xsWZxM899lE5JtYn8dDd5aR4sxhBBk5pW1CT0+f3qknyIgozNHKTVqWHrhmT+/XYW/7plG9pDbGH5cPKcx6uwymDnAD39hZzZStMGG3q1hM0Q6naZiOZ5U6tkzjiynnOPrhu1p/FgZCT5yUgaflGSOCMjLo7jxJQBGxNn/4d6sIZHo5ZpbNVS1aTnouNqeWdDMguntXPasgbeXp/CI6/lsnZnAj+9tBQdjCq9YkeZmQRLgOLc8clZn1PYwUlLG7nnhXwATlisCGC3T+THDxazfGYrC6c5eOKdbD7ZmsQdV+8dl/OKM3rWVpiZl+EelTD+OgvgwTBqZC6Z3coz72cyb8peMpP8iMi89WUqp6/YibkzvWI06QTh196gk7hkdTVPvZfFrHwnLk//7rK2WcvdzxYyf6qDhjYdC4raWTitnV3lZpodWt7fnIzLoyJ7agJ3fzGbvDQPgiBT06THH+w9cWs2BOnoPMYT72Zx1clV8Tz1KBiqsuBQn5VleGCdYhwwO80NMjz5VSJv7rNz/bnlLCnunW7nCwi4POruwZNeK3HRccNztYgz+YmL4ziTlt0HlUpYggDtLjUfb03ikuNreOrnW/hoSyIPv5rL7/8zhZ8ua4hqfwNZLW3ca+Ooua1o1OMTqdldYWLTXqUDL85xktlZdeyd9Sm0OLRs3m/jurMqeHtDClWNOv7y33x+eEH5uJxbnJHT4RdZe9DMspyOEX0+LoqHZkVeB6+WWvl4qzJz9MTPtnHtn2bx6bZETj5CiUR25dtGM1M1lI/wCYubWLsjgZ3lFtITvTS0anF6VLR1qJFlePDlPE5b0cCZRzZQ26xjwx47Zx9VT1Zy7xmoEudsLj1iByXVJgRBJtEawGIIotdKGHQhOjxq7J0DqvW7bTzwci5TMt0c09fjPQoOt3zzLoYKeAxmszcQn5aZuH9dOgC/OL6a4hWNvLf1SDbXmMhP8LF7awJLituRJHjyvUx8foGp2R4+2ZrIL64oGeU3ijOZiYvjOJOWh27awZ//m8/bG5IJSSJvfpnK/ioTv75qP8fMb6GmScdrX6TxbJaLCyMszhuKrg60os7AmSvHb/FbWoKPK0+uZkZeBzpNz+urFzfx3Mfp1DbrSbH7efy2rTz9XgZvfJnGW+uTyEvzxh1ZJilVmxL58Ru5HF3g4MRpgy/sHC9v08NJJHVdM7HEwrfmNfPL13KxGIMsnu7ge2cd5O8v5LGr3MwPzilHq5Fjdo21Gpnff2cft/9rKvuqzNzx5BTqW7VKRFeGI+e0ctZKZXB+2Qk1/PJfRXh8InMKneSle7CGlcNOsAT7RSG7sIfNNCyd0Y7DXcOjr2fzxU47+ekezj26LmKaxUT+xiNJqevaZrhuQ8OZCYxmW1mGKoemWxj/4Jwyime109imZX+TnhtX1vG3z9KZ0+mG0uLUUN+qI8ES4Jj5LRw9N/Y2gnEmF3FxHGfSYjGG+OWVpXj9Ig++nMuGvTbKao1s2GNjSXE7l6yu5eQjGrn9sSISvSrWFI3M3s3pUXdPyY417S411U16bKYQrU4tCZZAd9EasyHEL67cz/Mfp6NRyzS06njjS6VSX1uHhiNmjK2bRpyRIZRYeOhLZVr2miOGb/80VhxuArmLomVN8G42Jr3yzM6d4uS+G3dy97OFvPBp+oBT3ANFlKPh9m+WsOegiVBIoCDDTYtTg0EbIsnWI2ozknzcfuV+3tmYzFPvZXKw3sDlJ1Vz4pLhrxs4dkEzX+238tV+G9sPWDnzyHq0GhmvX0SnkbrTLcb7Nw6/du9vSuLRN3J47Cdb0UYx69b3PAcSyLG06ZRkcPlFLLreC2Of2pLIa3sUf/JHbt7efS99+FUiGdYAFq1Eo0vNnM6BT7ItwI8uLOv+vBi3MjjsiYvjOJMevVbihvPK+fGD06luMmA391jZJFiC3HRBGb99Yiq6LDdHD6Nhlac6kWXw+FQYtGNkt4WSl/jW+hQ+3pLUK89QEGQMuhACcMz8Zk5d3khuqpeffEMpXZuR5OOXV+7nV48V8crn6bg9ahZOb2d+fPp90iCUWAiEoN6p4ZZVNb2EcTxNIjaEX8euf88qcLJulxJVNegkdBqZb55UxY8emMFxC5pJTYi8cGk0v0n4mgSjPvLC3cxkX3fxkIP1en79+FTSE3yY0oZ3LJUIN19UhsOt4pf/nMYfnilEkgRKqk38/jt7yR8Df+fhUtmoB+Ce5/OYP9XB6j7FncKF+0ACfqAob5dAHq0b0R8/TmdLrYlbVtWyvc5Au1eF06diW52Ra45o4Og1Nb3yun0BES3w9j4bc6Y4UasOrUWRcWJHXBzHCIdbxZe77NjNA0+dxRk5ggC3XHKAkCSQ1qfjy03zcuslpfz2iaksPO0g5kEWaPRtbEOSEpW1mcfGO7KtQ81N98/s/n9Rdgf7q5Rc6m+srkGlklm7PYG3N6Tw+ro0VKLElSdVcvwipaT09BwX//npFkprDPzyX9PZWmqhsV3HxcdXc+LSpqgiNnHGlqe2JJFqDjAvrCJWXBiPLd8+tZJHXs3hrqcKufH8cuzmIJnJPrKSvWwttbBm8cCiqm/0eKx+q9w0L9ecXsldT0/hxqs0MIIAr9UY4pyj63jg5TwA5hQ6yOssV//fD9N56bN0/nzaQTIsY+99+6dP09DvSGBuoZNH38jGF1CKGW3aZ2fTPjuzr9tFeh+rsb7pFMMh2vSISIsWZRkcPhUtnQsc7+q0xlyzuJGiZB8XZVeSH6GC3cIiB++XaFm3K4G//WDXsM85zuFDXBzHiDufnEJ5nZEjZ7dQkOHm1bWpnHJEI2mJceuVWJFsi9wBbNhjI8ESIMXuZ51XzWqdcs2jmZ5TK+071/xpTreV2nAIhgTK6wyUVhvxB0UqG/RcdkI1ls5cw+/9RSlLPTPfycF6A/urzFx3Vjlf7EzgP+9mAUqHd9zCZupbtOyuMPPoG3m8/HkGf/n+LlSiMoU3JdPDBcfWsHpRMx9+lUhjm5br/zaDs45q4KSlcbu3iaKyXcPnVWZ+/+29YAsw2YYqkRac9RUqoxEw40GkVIi0BD+3fqOUvz1XwDsbkrng2DqAzjQlacDPDbbPscBmDmDUBzEbRu5e0iWGwwsDyTK89FnnQrJ3snjk3PJRn+tA+EMCn3vUbKwyQxV8tj2x+z2tWmLBtHY277PxytoUri52jNl5hNPhF3lhRwJv7rVzbKEDnVri4nkt1Dg17G3U89imngp8axY3Igoyl51QM2Q6xKyCDip9LtpqOkixx/vurzNxcRwj/u+CMhLMAUQRdlWYeXdjCjvLzNQ0G7jo+GpOikf5xgybKYDbq+KkpY38971MVp9d0f1e3xXM4VN1o+kgt5VaePr9DCoblDSP4rwOtpZYcXnVONwqbr1EyU+75/qd+IMiGUk+rr57NgZtiMXF7Rw5pw0At1dk/R47ew+aqG4y8K1Tq/hyl53N+21c9rv5LC1u44yV9RRmeDhjRQM//cc0KuoN/OQbpSwqbiNvjH2Z4wzO9lojTnePrdNkpO89PlCeaiSRPJmFs1oFaxY3cedTUzhlWSNmQ4i8dA97Dpo5ep4y8xLpu4xXnm5JtZE/Pl3I5SdUo9VMH/F+ctO83Hn1Hu58agomfYg1i5vYtM+GQRfC41ORbRtbEffkV0ns79CwZnEjH2xOIiSJXHFiFUtntGEzBRFF+N1/Cmlx6Mb82ra4Vbyz38IruxLJS/eQYPHzUZkFWRZ4a58dgOk5HVw8r5lt7RpOW97AvKnDc4+ZmuXmpCtKkGQIhYRxczGKM7mIi+MYER7VnJXfwT037GTjXiuPv53NM+9n0erQcMVJNRN4hocv03KUUq0/eXg67d7It3R4FLmvQH7s/AN8+4V8tpZamDclOrH8r7eyOXVZAytmt2LsXOzh8Yn89B/TQO6Z50sKuy8e/tGOfvsx6iWOmd/CMfNbWL/bxkOv5GIxBTlrZR2Li9v52T+ms36PnXlTHZy+og6DTiInxcusgo4xNZyPEx3BRGVwcvezBdx8UdkQWx8aDFS5bbwFcjQD1xl5ivAJhpSHYdW8Zm5/rIij5rYwo885hw+Gxzpq/OwH6bz8eToLi9o5el4rJaM8XG6al598o5S/P5/P0+9nkmL3c8WJVWw/YCE9Nqc8IHWSwLKZbZy+ooFvnlwdcZvvnFrFjffO5IZ7ZnDn6mqMY1TA5PkdCXxQasOoD3LbN0owGyU6PCquvnsOAOetquGco5VFdKeP8lib91nZfsAy4HeOc3gTF8djRJI1wIlLmjl6XgvvbUzm6fezaHdp+NapVd0rY+PEFkGQObZw4Gm9vgI5/PUfHlnPvS/k8csrSshO9Q56nGAIWh0aFk1r7xbGAM99nI7XL1KUPTK7taUz2pmSuYcf/H0WL32WjtevYtW8ZpxuNZv329haYuX339nDsx9kcOeTUzjvmFoq6gyoRJm5U5wkWgNxwTzOnL6ikeK8Dn75z+l0eFTj5noyEYxHFHm4olWjltGoJLpu++wUH988qYq7ny1k0bR2rp7RikYV+/McjH2VRl7+PB2TPojFGLsqiTmpXu66Zg+tTg2J1gCCAB9+lcTi3JH5ag9Gh0/kc7eGXRVmtpVauWzN4AIxNcHP5SdW8fjb2XzruULuumY3OTE+p/WVJr6oMnPj+QdYGpa+sbXEQoLFT6tTy6Z9Nk5b0RiTWdrCDDdtzrhE+roSNyQZYwxaGbMhhEkTYtsBCw+8lDvRp3TYctbKejbWGSlr0Q64TaRFHr7yJBZmuTlhioMXPh16WfmXu+yk2P1YTb07vje/TCUn1cu5q4b2TN5ZZmbDHlu/1zVqialZLo5d0IzZECTF7qfZoeG8VbX8+qp9fLnLztZSGzvKLNz9TCGb99lYv8fO9X+fxY/uL2b7AfOQx44TW9btVCyhDLrDVxiHM1ZR15HuN8EaoMXZYxh+5Jw27rl+J7VeLU+WW3vtVyixdP8ZK/ZWmjh6XjMP3rSDa86ojOm+RVGZjepahLa30kyTK7YCTpLgOy8U8Nhb2TS1afnxxaVkpQydvnXS0iZmFyii9ZaHZiBHqU+j+d1lGR5Zn8I1px/sJYzf/DKZ+17KZ2GRg2UzWymrNVHVoI/uwIPQ2K6mtUPD6sVxP+OvK/Fh0ThQkOHBFVCRn+Tm1OXRVXOL08PBej02cxCbafAozNIZ7bS71Pz2wwymZrn5zqmVJDf2bygHWqi3eqqD617OZ3eFmVsvKSUvvSeC3NyuobzOwDsbk9l+wMr3zqxAFTa07BK6i6ZFtyBl7c4E7OZAP2cTqynEr6/a3+u1c46uR5KgvM7A3ClO3t2UjFqU+fsNu7ojJC0ODd//2yzueHIqJyxp5MJjazHoxs6eLk4P86c6ePPLVDrcamyjKBt9KDGYoBnv9IvcVA8b9tjIT/d0i0ajXuLq75fyix/N5uyVdfQfhsZ+UV4wBK99kcpb61OYXeDs1T6MJU9uSea0GHqgP1tlJiPRy48vOdDPGWgobrv0ANfcPQunR0NpjZGpWUrK21B57kOxr0lPQKZfe/nfDzP4zbf2Upjh4aFXcjl+YROFmaOzuZNleGNdKvsrTRwxs53TV0zuPtsfFNi8z8qymXGXrFgSF8fjQH66hz9cs4e0RF88uX8EONxqDtQaoyqlumZxM0fNbeX5T9L57RNTOb+4jXkZbowz2xFLexrn8Ahyl1BONIY4dVkDr69L5Vf/LmLpjDYkSaC0xkhzuxKN9gdFFk5rZ+Xc1u7Pe3wif/lfAQCr5kfny/md0/pHlCob9NzyUDEqUSIn1cuJS5s4ak4Loggfb03kkdd6zzr8841sTjmikTfWpSKKMlnJHhpadbyzIYXCDDdOt5on38vquTaLGli/x855q+pYUtzOa+tSueT4yAUT4kTPnMIOZhU42VVhZvmstok+nQlnJOkXoxGpZxzZwH0v5lFRb+B7Zx3sTltLTAowe0E7L3+exuWFY+9M8eFXSXy5K4GrTq4acWrVcDn5iAZaaowx2VcgBK/uTuCTMgu/vmrfgO5AQ7FiThtvr0/hqfcye5VY7iuQI9npDXTP5Nj86ESZ9zcnsXpRTxubnujn6fczcXtVVDfquePqvSM653C2H7Dw9vpUkqw+XvgkjalZrkldmTQUEhAFZXCmHucUosOZuDgeJ4bKY40zMLMLhpdTp9dKXHJ8DZlJXt7blsgDX6aQ+EGAHy1vIDeCPU+4UL60wMmlBU6aUrw880EGWck+TljSRLJNSaOob9GS3seer8s6Ki3B213tbiQY9SEyk7zUNOsprzPy0Cu5CMgcPa+VhdMcHLugicY2HR6fiNkY4mC9gVsfLmZBUTtZyV6uOqUKj0/FwQY9K2a38tb6lF77r27SI0kCS4rbcLo1tDnVSBK8vSGF4xfF3VRGQ4rNT1uHZugN48ScqVlufn3VPv74TCEPv5LDDy8oB8C0V835l1Tx61tnUpjh5sg5bWMS1X5/cxIvfpJGu0vNjeeXRz17FAvmTnHyzN5IcfHh4QkI/OWzdPwaiZ9eWjJiYQxwxYnVHDu/md//ZwqSNLxqcgOVpDZqJW49ppbb3sghLcHHnEKlT/jpZSWs22XH6VZz26Wlo875DwQFapt1/P36nVQ2GPjjM4W9ik5NRgw6CY9fhcurHnJ2NU70xMVxnMMSQYBjF7Rw7IIWgiGBdzcmcfsHmRyV28FRR9cxJdPTq6PsW40pyRbg+3M6o8MeFXgMAGQCclJvcSx1ulN4/KMbtidZA9x17R72HDRT36KlIMNDTuegymYK8p3Tqnpt3+pU8+7GZM46qr6XsF3Y2TmfuqyR1YuakSRlwCCKSuEAk0HCavIhCPDkexm4fWqa2jRkJn89fT1DEvzn3UyOnttCQYZyvQcqLhAJWVZSXhZN7z+t6ZoexLQ3ds2sa7rS+Y12n5OpSEkszsViDHHrN0q58Z6ZVDXqyO7Mkc1tlvjmd8v4xwOFZKX4KOjzuZGmVkgy7Kkw43SrePaDDC5dU83SGe3ox7DSZiRm5HZQ7dTQ4RMxDyONKjxSuzEk8MgbOcwu6OCaMw7GZHYzLdFHh0eN29ezSPWS38znouNqOOPIhqgHKeHR5oJEP3l2H/96M5tfXFGC3RzEbAj1iiSPFl9AJCQJim9+o578dDdf7Ezo9peerKyaF8+NjjVxcRznsEetkjn5iCYWFjl4b3Myf3q2kGSbn2JLgNVF7aSZg/3KldY2azF7Raz6/h1O3w7V4xMRkLnz6j0AlNYYaG7XMCPP1V0MJFpUomIFOCt/6G0TLMHu4geREAT6ddbh25+5sp7XvkhBpw5R06T/2opjf0Bk7Y4Eqht1NLbr+d239nLPi/mce3Rdd87kYOyvUryOw20Au0Rs339Dj7ANf30osdt3H67pQQKlEq4psRXfhwIDDRCMOoklxW1s3GMnO6W+e9v7Li0C4B+vZ/O7VQM/LwPR9bwLJRbKW7W812hga4kVQZBJsflZPquVlXNbJ8QpRquRyUzyUeXQUpwS3exkV9vlDwo02f3855lCzjiygVOWNcbsvHYcsCDJAqIg4w8IXPMnpRjSMx9kkpPqYUFR9AOScIH8+5Oq+OeGZH717yJ+eF4ZuWmxnZF1utVo1JKSgifAlEw3Te0DL/CeLPgCwqhmLeP05+vVqsb5WpOW6Ocbq2s4b1Ut2w9Y2Fpi5eY3c1ha3MY8c4CFWa14PCo+dmh55ukp3Z/7x83bMFWZeu2rq7EOFHRwzZ/mkJrgY1+lmRSbn58/Op3UBC9HzGjDpJfIS/cwt9AZdSRyvMhM8nP68kZ+8vB03tmYyuO3bfla5qwZdBL33LCL6kYdn+9IRBDA5xfYXWGKShzvrTQxd4oDtUrpnPoK2b5Eer8rwhzp76GIdXR6MtN30BH+vYUSC1My3WwtsfJyeQJHJzlJ2As3/2wPe3ZZeP3FTFw5LkyVpki7HjCa2SUmq2x+fvNCPmsWN/L9c8qZmukeVsrAWJGX7mFnQKQ4yu1lWRnQ/evNbGqa9cyb4mBVFOs5hsPGzlSPb/9xLhqVRCAkcsnqap56L4sXPkkfljiGnt9ALLHwrSVNPLc9gVsfLuanl5UwKz82VnYNrVpuun8GK1YICEVO3tqQzEdbEvstkJ5s+AICm/baWDG7baJP5bDi69GixokThk4js3i6g8XTHZx/TC1vfpnCp7VGHt6QgiDAgqkObr7oABX1et5Yl8pP/zGdH114gOwIEYTQPgsalURDq45nPsjA51FjMwVwujWU1ZpoaNPS0KoD4K5r9nSnSUwWMpL8HL+wmbU77PiDImrV19PhQquWKcjwkpFUR1O7hnlTHFEvwimtMZGfNroV8oMRSSSb9qrjrTf9BfJ8lcQ/9trZsNfOG9YAD92wkwWCl6Sjfbz6Qtaw8+q7RFljm5b/vJdFQaabC48bfvR5LDlxSSM/e3Q6c9dUUZTcY7k2ULrIR18l8s83stFpZO67ceeYeHPPm+rg462JgEAgJPKvW7ei0yie1NvLrKPatyDA+XNbsRtCPPxqDrdfuZ8Ey+hzbbusOWfkdeD2ijzxdhY3XVhGQcbYPduxQKeRmZXfMaxUsDhDE29e43ytsZpC3Z2d061CpZK7C3ssKHJw5pENvN05jfezVbXk9bE20mtkHr+gLOLCk67OacMeG3/5XwG3PFTMY7duRTvJpr+OW9TM5zsTaHVoMEbhZ3q48snWBCob9Ly+Lo3ls1o5c+Xg08whCe59IY/9VUauPu1gVFHecCJFe7tei/R3XyGoaRV7/b9v1PlwItprm2QKcfyUdt4vtZGX76a2WUtGkp+yUiVa3NCqJavPZyJFjCUZdmtkdnyYztqdCThcao6c3cpZR02+3NMu67IPm/S9xPFArN2RwHfPPDimkcZlM9tZNnNrP8GWmezj32/bYiLkVk91sL9Jzyufp3HFSaOvYqfXSkzL7qC5XcsGlx1BkPnnG9ncc8OuUe97LOnwqLjp/mL++oPdh3URovFmEkwKxYkzObAYQ70q3oHSgJ+0tIlLVtfwu08y+GoA26TBpleXFLdz+zf3dW43uYQxQFayD4dLw80PzpjoU5lQzIYQ+ekevn3qQa465eCQ27c4tHy5O4FUux9jhNz0gTDtVY9IvA71mckmiOWpzkEXuw31fheDCeNI3/nbS5v40/d2kZ7p4Wf/mM6Xu2yssnewsKidHWWDLwSTZPDmdfC7dak88loOLq+Ka884yMM/2sG3Tq0iyTo5nQv+cM0e1u1KoKGjd5pJJOzmAO2u8XFW6SuA89IVIV8VwX8+GsLvGUGAE4ra+XK3HSlGzerxi5qpa9Hx0Cu5SuVFQebFT9NodmiQZcXNYrLR3qHi+nPL48I4xkyu1jROnEnKMfNbsJkCPPxaLrptEmZDkJUZblYeV4e5qkcwD9TZN7VpyUjyTtryzkfMaEWlmnzCfTxZOEwLrhS7nwf/bzvX/nkOH2xOZGFBI2qNHDEiNp7CdTKK5IH8bYdiuMK4i8xWHVctqWPB4jbuu3sq/qDAwQY9kgwnXNzU73zcPpEvdibw7AcZuL0qFk5r59bv7j5kcvCzU73Mm+JgbYeGs8IK0XR9z/BrXtOsH7NcabdX7HbGiYS1c4HyH54u7I7I+gMCbp8K+wgK6BQm+Wjr0LC/ysT0nNF7EYcvYPYG1Hjb1fzvowz+91EGRn0Qt1fNYz/ZOmlsL5vaNWw9YOXIeL5xzJlcrWicOJOYBUVO/vaDXRxs0NPm1PDm+hT+86fZhCSB9EQvdS16bjyvjKURqlXtLDdzzPyWSbGApy+yrNjRzcxx4vWLHKgxkp6rikciosBqUq7RP17PhddzufI7ZZyQrvz+h2N6w2gZKwu5gaKk04o7uOmCMu5+ppAZ+U4O1vcMZOs71Dy6M4GKl3Px+FUUpLu54bxy8tM93YVEDiWWzWzj7Q0pnJXeP0c23GGnrNZIWa2R75459OzIcAiFlAV45xxVx3nHDJyXvWJWK2t3JuD1izS0arn1YWUp4fXnlLMsyiI6XQOurmCD1xebhlUTtuYiweKn1dmzzsTtVZNg8U+qAMf1f5/Featq4/7GY0C85Y4TZxho1DJTMj2Ah0XTHXj9Iv98I5u6FmXR3V+fK+Cpn2/p97nPtiVy5JzWfq+PBq9fxO1VkWgNsK/SiEkfIj3JN+yytYIAi6e3s2xmG7KsRCM8PjEujoeBgMxff7CbJFtPTnpcGPcQa1Hc16VisO1m5Lm49syD3VUs//B0ASFJYE+FmZOOaOSqk6swGUJR3+9un8g/XstBq5FYMr2dRdPHr+jHYBRlu3jwlVzcAQHjIOsarjypin0DOHaMhq9KlIV2WUNYyiXZfWjUEvurjHj9Kgoy3Bi0IV79IpWDDXpOWtrYPeiMli0lVubF4B6bX+TkoNfDJrVEq1PLwmmtSJLAlhI7AKIAa3fYmZrlJjOK/O6x5pZLSmMSMY/Tn3jrHSfOKNBrJb53lhKBqW7UcdfTU3j6/QwuDivLLMsQCIk43bF73A7UGPj9k1Nwe9XcdOEBPt6SiEEX4tNtSZy4pAGPX8W1Z/QvUR2JV9emkJfm7Tb/XzqjnRTL5MytnKzICJRUGymrNbCkuD2+anySsaS4nR9deIC7ny0kI8lHeqKPS9fUDOkeI8uwtdRCZpKP1M7FuE6XmnW7EgBFLE0WcZxgCVKU7eK9Vh1n9PleXYOTkATvbUrijBUNMT9+V4AgewhxvGmPnUBQZH+ViWSbH5spwJrFzeyvMrL9gIWXPkvnlotLBxW7fQdE6UmjF6qyDJffMZeLzpQIBEUMuiCb9yWQYOkZ8DY7tDz6eg6BkMgTP90y7EBErAn3Vo8TW+LiOE6cGJGV4uPXV+3jJw9Px2IMcuqyRgQBPH6lBT37qNFZQDW0apGB9zYm8+7GZPxBEZ0mhFEXYuNeOwDzpigd9fIopycBAkERqylIi0ODbZKXSp2MPHTTdr73l1nc80I+AA/8cAe2EeRPxhmavtH4viLJV54E9C4JD7DnoIm7ny0E4JLVNYOKmsY2LSEJ9leZ2LjXxpb91l5iKC3Rz+O3KU4MsagmNxqCIaVwUNdg7JLja/jtE1OZdXQdUzoFY3jUfl+lifpWXcxnsQBKOr3gQ9LgI0OPT3l/W6kFQYAjZraxoMjBgiIHaxY38fNHp3HX01N48P+2DxhB7kqrqGhV0h4WFvVPZRsu9S1aBKC1Q8M9N+xkW6mZR17LQxDk7hQLnTqIL6jcg76A2G8Bd5zDh0mYARknzqGL3RzkF1eU8PzH6bz8WRqgVF0SBZkk28iE5/YDZq64Yy433juTn/1jGjXNOu7+3m4AfAEVf3ha6fSNuhCpCT4+3ZaEz9/70W51qtm018rmfVYu+c18Pt1mp6FVS0OrliNnt1DdqOP7f5tF6QBuHHEGxmIMUZTtRBSUjvKDr5Im+IwOD4ayb4u2BDGAxRBk2cxWMpK8vLsxGVAihfuqjOyuMPHptgRuuq+Y6/8+k1sfns7PHp3Gp9sSmZLp5gfnlpOd4uklqNUqecKFMcCmvTYaWnvyYvPSvZy5sp4XBnDlaO/QEAiKYzKzUZjpYuXsFvIj5DyHs7S4DbMhQEaSj4MNBo5f2DOQSbAE+fnlJahEie/9ZTaNbf295ZU1EvB2q47bP8jk+IVNpNhHN6iXZfi/+2dSkOFmaXE7SdYAM/OVdIUWh45WpwYBuVsYA7z1Zcqojnm4U9mgp7TGMNGnMWLikeM4cWJMRpKP4lwXX+y0s3pxE6l2P3OnOHjzyxQuOq526B2Esf2AmTuenMqUTBcqlcztV5Yoi2tsAbKSPVQ3Gbjz6r2kJYbluupDPPZWNi9/nkZjmxZ/QGT14ib0mhANbcrU5wMv5/c71plH1jEt201JfKZu2Jx9VCNqsZ57X8rnfx9lcMz85pgUJvg607f4yWhyuLNSfFx/bgUH6/X8/j9T2FNhpqldS7tLjUkfQqeVuOj4WlJsfrJSvL2E78ufpVLVaKCxTUuKfXKVWF86o38Kz1FzW3nhk3RaZ7WSEJZHLctQ26LDpB+b+/J/H2Vw1sqhfaCz03x0bNTQ1qFm0bT2foOMtEQ/ZxxZz4ufZnDDPTO5/MQqTljcRDAk8MS7Wby/KRmDLoRJH+Lmiw5EXaxnMLqCAnUtOtw+xaKkuttuTkZZVQAmfRCXV01OipvZBfGGcjDSE33IEz9+HDFxcRwnzhiQbPeztdTK1XfP4bff3svlxe384v1MMpO8HD2v95SmPygQDAoRvXIfeS0XAZnffKunhKk81UmrU01ts9J476k0k5bYU/71rJX1yop7Q4hkm59Wp4an3suktMaIzR5gyfQ2zl1Vxz0v5FHd1DOyn6werocCcwqVErb33biLf7+VxXV/nc21Z1T0+63jxIbhRI3Dt88D7lhTzXqfGqsxyNIZbb0iwkKJBVzmXqkIeyrNAGjVk28KPVIE2GYKIstw42u5/Pv8su7XN++38uraVHJSPGzca2VxjHOl//jdPSRG0YaYO51AtpbauP6cckqrDUzJ6h1tPv+YeqzGIP9+O4fH385mX6WpO88b4MwV9Zy2oiEm7j/VTTp+8c9pAJx8RGO3U8n0XBfnrarhuY8zu7d1eRXJVNlo5O5nCvjj9/bG1CkiGFKcgyaLVdxomAwzK6MhLo7jxBkDLjy2lkBA5JNtifzm31M5o7iNm1bUc9db2by1PoVbLynFoJPYtNfG0x9k0NimIy3Bx7ypDs4+qh6bKUhZrQGnWxWxKldXpzi7wMm+nXZWzesRx1qN3MtOLi3Bz6+v2k9LvoRGo3iQmvaq+dndu/jPv3L5/GNlevDjrYmsXtw7VzPO8LnipGoEAR58JY85hc54BHmEDJRWMZAwHijfuO/2icYQJ3X67coDVLXs/r8MrQ4NN1144JDKIy/I8LDnYI/Ir2/V8qfOnOv91Wb+/F8zN114gEXD9PYejBS7n4p6A4VDlFsWBRlBkMlL8/DU+xmoVTJ/vm5Pv+1OXNrMMQta+Ov/Cnot8vvmyZWsiVE7ta/KyO3/UoTxA/+3A5sp2D1zZtKHSA+bkbMYA8gynLainmfez8btU9HhVsVUHL/yeRpGfYiTljbFbJ9xRkY85zhOnDHAbAhx7ZkHeernW/jVN/fzv+1JPL01katOrqS8zsi1f57Djx8q5pW1qTR2pjrUt+rYfsDCrx+bynubkvjTfws4fUUDZx7ZXxzbzUEuOLaW9hYtq6e2DxlJc00PotP1mPO7pgdRq2Wu/E4Fv717OwAH6w2s3WFHmnwBskOOy09UytnedP/AVQeFEsuwI6BxBkaX39xLGMfi+n6+PQFfUGRO4aE1hf7dMyvQqiWqGvR0eFT89B/TyE31MC27A1GQOPmIBh54OZdmR+wq5bk8Kpoi5Aj3xe1TkZ3s5bITqrEYQoO6W+g0MhX1Bp77OIOlxW389lt7KBhCfEfL9gPmbmF8+5X7Iorc5bPauOi4aqxGP1OzXBw5u41n3s8GQJJFNuyxx+RcujhhSRPHLYwHKCYDcXEcJ84Yk5vmxW4OsK/JwP0v55OV7OGEJY1cfFxN9zYnLFaslWqb9dS26PnnGzkkmAOcc3Q92j6epV0d/hlHNvCHU6ooWNo8oI/sUIuaAPbuVvaXnO7jmQ8yeWt9Cpv2WUf0XeP0xus/REqsTUL65hh33ctDeSZ3RZC76Co5HOnPYDjdKp77JJ3L1lRP2mnuDo+KraX9BwAp9gCXrK7hrqcLuf+lXHJTvdx5zV6OmtuKJIt8Y3UNi6c5ePaDjJidi9UUorFdw3Mfp9HcPrDobmzXUtlooNmh4apTK9m4105ts27A7Y+c3cqKWa384NxyNGoIhka/mlCS4d9vZQHw5+t2MS3HHXG76iYd5XVGAiEVX+238/aGFE5Z1sATP93C0uI29lePbgGza3qw+w8oQZXJeq993YinVcSJMw7c/8Od7K00safCRHWznnc2pPDOBiWd4aLjalgwrR2TIcSLn2Zw80UHePPLFBZP729P1CWMo42IdQmMrr8jieWjj23i6GOVabxQCLa+N59Hns+h7di6XivJ4wyPe27YwQ/+Nptf/LOIX1+1v9/7fcsqTwYGOp+xqmw31ozmvF/6LI3CDDcLiiaHj3Ek9NrQgLnQJyxpwmoMUtOsY81i5fl2epTBmigq1pK3PTKdxjbNqN0euijMcPPPN3I4YkYbA3m2GLRKSsv9L+Xz44tLAHj+kzS+f3bkin3fWNMTRBjKlzpaHC419a067vjO7l6pE+FIMvz4wd4zP+ccXcd5q+oISXDknFaeeX9kg4sHXs7ltOUNJE7v6H6tb9s8FkWEHG4VXp9IasL4ry8JBIVDKg85HjmOE2ecmJ7j4syVDeSleshJ7ZkaNOpD5KT4OPuoBgoz3OyuMHHbpaWcmOAbcmp4uJ2/aa+635+u1wFUKkie6uHmiw/w6Os5tMRw2vXrht0cZFp2ByXVJn7z+FTqWyLYUk0i0TnYfTZRKSAjFQh9o8fDpbZZy8dbkjh3Vd2kLuiiVjGoW8OyWW2cc3Q9ls4c67mFTjISFYGZluhnZn4Hm/fZYnY+M/LcJNsCPPhK7oDbnHxEE4/8aBtLitv4w9NTAVi7I5H1u214YlQGeijanBr0WondB80DbrOzTHnPbg6gUUnkpnoorzUgy/CDv83k78/n0eQYOo2kL67pQepbtXTkDl4FsG9UORZo1RJvrEuNevvdFSbaXaMX6W0dau57MQ+pUxvLMvzk4Wk8/nbmpE3ji0eO48QZZ05d3sipyxtxeVWIgoyh00herZK56cIDXPfX2cwq6GB+2GciFTvou/BoMIQSy4BCLJIAqWlSnDB+/GAxV59+sNcCvzjRoRLh9m+W4A8IvPZFKr/41zQuXVPNyjmtMRVckqT8XrUtOtpdav75Rg45KR4uPaG620VjMCZb9LovfS3doH/Uvev/Ay3KGy4vfprOmsWNZE2CEsGxJNnup9mhxesXEQUZl1eFJsYuHMtntXZ7vEdCFMFkkPjh+eVc99eZ2ExBpue4eP6TdN7ZmMwPzy/vdowYC9w+kdv+MR2AL3clcNzCloipDGW1ipPPtWdUMHdKBw+8nEtWspeGNi1tHYooXlI8tBtNJHF78x39FyBGu4/RRJT1WpkrT66OevtPtiayYnZrVO3IYNjNQW44r7y73RMEJZ+73aWOiePIWBAXx3HiTBCROoAES5Akq59dZWbm50dukIYTFQsXEIMJZOhpdDVOkcJMN+ddXElWtoe//nEadnOA3DQPTrcamymAxRjCZgpw5sqGMe3IDge0Gplzjq5nWo6L+17MY+3OBK4/p7x7UDRSOtwqPjmQwLMfZiDLAlnJ3u4Kh4m2AA+/msuCIgeXrK5Br418rMkujLuIJAgi3cvhonikUXmnW8XmfTZ+9+29I/r8ZMZqDFGU7eL3/5lCTbOO4hxXzKvlHT2vtdvCsKpBBwJkp0QeZJj1ShT1ypOruGR1DQ+8nMuP7i/m99/ZO2YuL/9+K5sFRe2cf4ySVnLlHfP42w92dXtY+wMC37xzDitmt3La8nqKspV85GUz27j3xTy2lirrMRIsfi48dni+9bFgsPSLSEJ8NGL6mjMqR/zZvgiCsgjyYL2BU5c3csaRsS9hHkvi4jhOnEmIwz34o6nLH3gR3mD0Fch9o29dZCX7OPHInuna3CIXwYCAxepnyYpmtmyy8+kXaby7MZkFRQ6+fVplvJTqEMwu6ODv1+/ioVdy+d0TU/nxJaVYjb0HFrIMeytNbNpr4/V1qSwsasdiDHLi0iby0z0EggK7ys28tT4Fa4adlqpEzltVxzHzW7qjMl25m61ONdf9dTbvbUrmqZ9vGedvO3GMNlXlqfcyWTS9vVdhncOJG84rZ8t+KwWZ7jGPjN/7Uh4H642csaKeJJsfg05i/lQH5s7iJHddu4/bHpnGrjIz07LdXH9uBf/9MJ2f/mM6v7hi/4D5wCPltkemUV5n5P4f7kCvlUi0+Glxarnp/mKOXdBMXpqHxGyR4xY2U5TtYtlMZcbMNT3IAhz87tt7uffFPDQqid99ex+aRV66WslIIjSWKREDMdQxYhV1joQ/KFDVqB/Svq+L7BQvBxsOjap5cXEcJ84kY1aBk8zkQeyNopwyHigqONxo4X3/3IRGI/dKBSie6eTIVc1kZnl4/oFcvv2HufzowgMsjKFv6uGIRi3zvbMreOLtLH78YDFnraznmPkt+PwiH21J5JOtidS26Lu337xfyQf9eGsSM/OcVDXqsZuDLJvVSvHsFoqPLR3wWAmWYHfnL8vw2hepWI0BfAEVr32Rys0XHSAnLD1hsAWCXYIzfNuJxjU9GPPO/stdNnaWWw7LqHEXZkOIlXPHpzhNVrKPFFsAp0dNQ5uWpnYtr65N5TdX7et24bEYg1Q19dzzFxxbB8CzH2Rww3kVoz4Hf0Bg+wEL97+ch8en4pozDmLv9Ky+98Zd3YK5rNbAuxtTOPd0I5ed0LMIMFxcpif6+W1YQaZGlwq9ITRpUwP6EutnRpIE/IHov3yCJcipyxpjdvyxJC6OY0hXqcTJvIAjzuRnS4mVDrcaBliZHa0wGcoNIdr9aLX98/GstiCz5ihC+Ju3lvLlFYu5+9lCvrGm+pBp/CYKUVAKhSyf3cpzH2Xwv48yQIb5RQ6uOKma2QXOfp2t063iy912slO8FOcqsaoS59Arv3/77X3c9sh0vvHb+f3eu+WhYm6+qJR5U52InW1WpFzecCaDKB6Iwc6tS+AMJgya2jX8++1srj79YPcCtkOBtg41Xr8Y8yhrLLjw2Fpuf6yIk49o5PQUD/JUJ3c+Vci/387i26dWIQhw9lH1PPByLrLc03cum9nGn/5bMOi+P96ayNQs15DR71fWpvHW+mTOPqqOWfkd3T7JvoDAzx+dRlWjgcIMNz++cw+CAAdLC3BN6R+N7RuBdU0PcuNli1hzSh3nX1zdb5vJSiwFsl4rdbdHhxuHyHjn0GBbqYXv/HHORJ9GnEMch0vTHTEcLaMRM9E2oCoV/P3hzSwsaufJd7Nwe+PNSjRMy3Zz26Wl3Hn1Hv5w7R5+cE4Fc6f0F8YAFmOI1Yuah90R2c1B7rx6D+etquW6s8q55/qdPPXzLZy3qhaLMcAfn5nCV2Ge1n0HUxORkzycY8ZKjDjcKu58cgrHL2xi/iQeAEQiEBQnrTduaoKfn1++XylqtDkZxw47Fxe189V+Gw+9kovDraIww01jm47N+3vuw1anBoth4AGKLyDw0Cu5PPp6zqDH37TXyjsbkvnF5SWctryRQpe6+/6666kpVDUamD+1nZsuPBB1UCsYFHj09WxcLhUqlUzArzywk10Yj4U13OHMhFwtl8vFCy+8wL59+9BoNCxcuJBTTjkFQRD473//y+7duznhhBNYsWLFRJzeiJmR38Evr+zvZxonTrT4AwIZSV5WZEQ2pR8JsRLIgzX+BqPEjy4q46b7iqlu0ncvYokzNLHymB0IqynEOUf3VFn0+kWe+ziD2QUOdpRp2FFmYdF0ZRZgIryXIx1vqMWjsRQiHR5FGM8qcPa6TocKrU41aQmTL2rchUqEn15awkufpXPfF6ncsqqW3317L89+mMGtDxXzo4sOcOP5Zdz3Yh4P/HAHOq2MTivhC4jd0WR/QODDrxLx+lWcubIBnUbm6tMPYjYEaWzTdi+mA2XbA7VG9leZeHVtKjecV05uWs8sXNd9Vd2oFB657MQqtIuj908WRZmDDQbqavX86q6dmAYpK+5yqdBopIizb+NFeBs+WQXythIz6Um+CfFfHogJCfG89NJLOJ1Ovvvd73LRRRfx1Vdf8cUXX1BaWtr9+ieffEIgMHkuVDRo1XLMTMrjfP3YfsDMrQ9PxxcQOWtW5JzAiZzWHqphdU0PMrvQyaa9sfNNjRN79FqJP1y7m/+7oJyTj2jAoOuzKHAYVeRGy0iFeKw6+Vanmt89MYXCTDdXnFR9SKbE5aZ5sUYofTxZuOn+Ym68dxbnHFWHW5R5qc5IYr2Ba8+o5Jyj67jn+XyykjwIAjz0ai7+oECyzU+LQ8Nf/pdPXYsWp0fNxr12ZuT1OPgcM7+FBEuA3RWm7tf2HjRy1V1zeeS1HKqbdPzgnHJmdbr+9L3X7rh6HwBbhjlLV1+rJynPy5SpLlLTfJhMIWQZ3n4ki5J9pl7b1tXqkaWJu6kmqxjuy1cltiEXoY834y6O/X4/u3bt4pRTTiEzM5Np06axbNkytmzZQiAQwGAwYLFYEEWRUOjQyfvqiy8gcMlv5lNee2iszIwzsfgCAnc8ORWLMcivj6lBHeHJnAz5nkM1tkuL23llbRqvfJ4yTmcUZyRkp/jQayUaWnWkJ06cl+9oZzWiGbCFR5m7/u8PCrz0aRo3P1jM3EInV51S/5Cb9wAAsxhJREFU1Z13faih10qTWtTfcfVe0hO9fLY9gYMNBl77IpX7dybg32Pl+IXNzMx3cvODM/EHBMpqDfz4wWLqW3R857RKDjYYSLX7SbIG+Ollpf3KPE/J9JBgCfC/j9JxuFRsL7MgyQJ3XbOXa8+o7OfPG36/JVoDrFncyLMfZPa7jwa7rxKTfZx+To9XcCAg8KNr5vHcxxl88mHvdm/KVBc6/fi7+ETzbEwm5hQ6UKsmV2rQuIvjpqYmQqEQ6enp3a9lZGTQ2NjItGnTcLlc/PrXv2bu3Lno9fpB9jS5CYaUS7un0jTElnHiwH8/VMqQXjO3hSRT/0HhZBDG0ZB3Yhuz8p08/3EGtc26iT6dOGFIMjz9fgaNbUrVw7YONTvLzb2mnCcLI73fw6uKDZR60VCv4+ePTmNnuZlfXF7CxatrD1lhfCiQneLjz9ftYXahE5spwG2XltLi0PB6owFBgG+dWsV3z6zAoJOob9XS0KrjnhfyuP/lXBpadXyx0z7gvpvaNdzx5FQ+2JzEd/8ymxc+yeCIGa1RC62FRQ78QcUppgtVs8gnWxNo/dTcr5rovtcS+f63FrHn7Z7tv9pox+FWnimNJm5nORJ2lpl5+v3MiT6NXoz70MLnU6IU4cLXYDDg8/lQqVRcffXV+P1+tNrhl2WcTJj0oa+Vt2ickVHbrOOxt7LYfsDKzFQ3WbbeqUSHiijuQhDg+PNq2PeXIkLxfmJSIQqwelETyZ332O4KM16/ity06DxKJwuDuWkMRel+Ew/cPZUTlzRxxsr6uCgeR9QqaHbo+OW/pnHLxaU89V4mZx+l/AZHzW1l5ZxW7n42n6/2K2LToA0SDInc91I+K2ZviRgdf3uDEql94P924gsIvPp5GjMGKJ4U6V7ZX6UErx5+NRdVoZ/UdplPDiSxdUsGbU4NBl2I1AQ/VmMQizHIZ9sVUZy9omdfH7zTU465uWziZ4oPpYhxF0m2AG2uyaX5xv0qSgMU0pblnpHeoS6M4xy+NLZpUaukmFVv2llupsWh5ZFzyjDrpGGXhZ4IIpXz7eJguYG/3z1N+XeDfsDKWHHGl017reypNPON1T3+ret3K7mWOw5YmDtlcg3C+uaH9vVZ7rtd1/uD3ZsHSkzcc1cRV51SxfJZbTE+4zhDkZ/u4YoTq3h7QzLTcztodmjZsMfGkmKl0IYgwPXnVvDNO62AiMcvcsSMFszG0IBpIzZTgAVFyud1GpnzjqmL+nzcPpE3v0xh6Yw28tM8zBY8XPfYHJYtE2lxaNGoJVxeNWW1vWXSVadUUji1xzUmIcxCb2eZBUlSSmR3SZ1DxQN5IinOdVGYObkG6eMujoXOu1ySJMSwu0Yc4R1U6TqOpsDkuqhx+tPmL6LEee5En8aokGV4szNSMTXLRVG2e1S5fpIEtQE7x64KUGsJEHLoIQNUus5pbrsfJkCzRPVbbYRAQu+BbnubhvVfJLJsWecmNcspdQZIsfuZmhV3r4g1w3mmHGo9plQ1Jc6eqFp6vo1lNi0NodmUOCegDW3rDIIMlX0T/hzoBgicVHZuBwRK+wdgOpxqNn2ZwOXnd5CSNJ2ScX6uDof2LxZMmQEXZ6t5+ONjuPx8B5sqlhMwOkkNc9u48gIDFfUGPD4VSVY/zQ4tn5Y7yEjqP9DOKxI50JHEzuZmdAOUSB+IFoeGlSvNLFulBCNKK7UsW5bAzGnJLD+qCKdDjUYtYZckmh0aQpKA1RjEnFvAwc7aO9L/s3fe0ZFcZd5+KnSOUitnaXKOtseD7XHGOWGCccDGgG0wsCywsIQFFjCwLLBkDJhgkoHPYMA5x3G2Zzx5RtIo59Ctzt0Vvj9a0ijn0JLqOWfOGVVXuFV169av3vsGTcBh87Fjh0RGZgK7Q+HXP9nBytVBjh5OfbjtXN9NJCah65Cbmeh3+Rg6fo6HqfuERhpt24HrzDeTqvvgSonRyiCD8l2PRjQx+xb6ORfHFktqJIxGozgcjv7/T9W/uNjxJF5r0/grGswrlcF3sNx173w3Y1roOhw5sJbuoJmXBY2zt3QSisq8++zmKSXg373fy0OPlfH9jx4kp8NCvNkHgMUytdLQM8VE79XARPmaBt94/1YURcDpSnLDzbW0t1uoPubkqac9xJISAJec2srZWzvTsmDBQmMyz9TyIUkh7nkin3/uzuWz762aN6ux0Dp+pophz4FrsPV44EyL7updVxmc6i36io0f/2YFV57eyunzNCuzGMa/maKyx85LL61kV3kVJxUI3PmXEu744JF+d5/lq+At2ck3/7ic4uwIzV1Wzqw4znLX8H4as4h846WNCD3d3H5V7YSNFZG4yLGGTF5+KZd3vX8vAM++kMdLLxVRmruJt+Xdy/8+VI6iif2uF5/+wmFWrh7sshEKSTzz9GYgdeDv//xNOtvNRCMCd/9mLQA1R2JYzDoOa6oSYGFWnGvOaeTIHhd/ebqAMzd3cs2/H5+QhbnPZWLg2DvIjWLu05KPSmfARDAqU5Z34sM7GJGIxKVRUw9qGvzbj9bypRuP4XOPnq3MHyugsn3NjLd5IHP+mZGVlYUoijQ2noj2bG5uJjc3d66bYmAwKQQBLjm1nfL8CLs2dbGqOIzdqpI5xkM8Fvc9n8vFp7aR07GwA9eOVzm49cZtKIoICISCZjZuCWA26+x/KyWMr7uphptvreZ4s51///FaPnvnKr77lzJCUWm+m78k2dJb5vtYg32eWzI5hrpV9AvjUT4m7YdlfvlAMTvXdXPO1vR2V1oqLC+MsLwwzLf+tIyyvCjbVgZ47NWsQetsqAhx4wUNdAQsnL+9g9zMOPc+k0s4Nni8iCVENlUEeOmQlyffyGSi/MdPV/O7R4t43wUpHeI4IvPQyzmsLgnR5rfw8R+uJRKXB41PB/a5CfbIBINyv1XU4VC54JJmsjxxNm7uRlUFikuj5BUksJhSgdVmk85/XFPFF26o4rPXVJNUBB5+JZvOYGoW5Ok9Puof85B83cqrf85B3zP6+2BgpceJZKToCUvc+0wuSWXunet9nuQgYQxgNml4xkg7KIopS/tYQZhzxbxYjteuXcvDDz+Mw+EgEonw0ksvcf755891UwwMJs2Fp7Rz4SntHKp1sKwwwmkb/VPel82iUZEf4YhFZVU8NQinu7/xSBzY50bXBDIyE7z94mbu+V0pt75ve//vBYVRdp3TAcCO07rQ3rTwzT8u47UjXvZVu/j1Z/fNV9OXLKuKUz6T9z6bzzt2nSh8MdSHd7aY6UIjQ4uGOI7INHZYuOO+UqJxkU+88/iMHs9gelxwcjs/+ruDvz2by8WntvKlX63igpwoGb3jqSDA+Sd14HUmuefJfB58ORX0ForJvO/tJwxreyrdbFzeQ4Y7SVWTg3O2dY177NePuOkKmvnyjUcpPDf1kaioAh0BM18/u5EqaxhtZYBn9vrIdCdYX9bD/ho3HW1m/v3Dmwft6yOfOIbJBB0BCyucQVwuhcMHXXznjlWsWRfA5U5yaK+Xvz2bx3vOacZhUwlGJEpyNC48uZ0nXk99FHztdysQBZ2Kggi/eaiIHeu6uXRn26DS2OOVfa5usvGrB4vJzojz4ctrMcmAAM2dViJxCY88/7mwLSYdGDuTyFVntBBPzL97yLyENV555ZXce++9/OxnP8NkMnHSSSdx8sknz9nxNR38QdOULX4GBmtKp1dPXtehqtHOD/9WBsD/bQvg7a2itFAyVPQFP11yRTOXXNEMnPAz6+o08+iD+dz6sSq2nTy4oIm4Jc7nthzkcx/ZQHvAwr//eDUWk87GZT2cubkLjzOJzawRjknYLaoR0DJLfPGGY3z17hX87B8l3Hp5HTA/FfKmylhtbe4085P7SjnebOd7tx/sfSkbpAs71/tZVniQT/xoLbKksbwozDMBC1cO+chZXx6kpau8/+9HXsmmPC9ChitJXauNC09pRxThpYMeHn11YrnVrZaUv65vQGagp97MpNQbx2XRwJVkZXGYZ/b62FgR5KYLGzjuljh62EVZRRhFkWjY6+CVwxmULwuzaWuAi69oQhDAdkgmr1vj5DV+ti4LsO1d7XQ95+Qzd67miTdOWMdbu61cdHMDv/z0Xr7+++U0tVu54vRWLj+tje6gzAMv5fBfv1qJy66Q74uzY62fUxJ+GMOv+ki9k+pmO6GYxF+eyufa85px21XO3trJp3+6mktObWXX5m4SSXFQRcF0wyzrmOX5r3ExL+LY4XBwww03zMehAdhb6eK+53L56Dtq+/2cDAzmEkGA737kEJ/8yRpUTUBaJCmlBAHOeXs77W1m/H4zW08audIfgM+ToD1gQRJ1Ljyljf3HXXzhlytRVAFR1FFUEbtV5YrTWjhve2faJYlf6KwpDbNtZYBn38rkbRu6+gsmzMXH2URF+FhlpMfa/q9P55PpSvKZa/bhHiFvuMH8k5uR4N/fVcV3/7KMc7a28/ArWZRfUcemAetYzBpX72pmVXGYb/2pAkUVue/5XDoCZhRVxOtM8rYNfsrzoxyuc/Ler24m05Vg++oAZ2zs4s5/lXDZzlYyXAori8PIks79u1NWaPO2E1P+9z2fy7vX+qnpNvN8XQYv7i7mC9dX8u17yll/ThebigMUFp/IB65dDPbvlvHAXcWsLQ3yWpuTl3efEL92q4LDqrBZbae6+YTr0sqiEJWNDjRd4M8/LMPrSqLrAj/59wPYekV7hkvhuvOauOqMFhrbrbx+xMNzezP4w2Mp/+RT1/kpyo5hkgePh32zmqoGieQJi0KGK0GGM8k9TxZyz5OFuOxJztnawQUndxjPxhgsvIR4M8CWFUHWVwTp8Bsp4wzmj9pWG2ZZ46zyIFkrFp47BQwIEBngCwfgQOPfzqmHoyeGmKEptk6/pI3VbQEuvqIFxxGZbe9q531AV6cJR7WM15WkssHOn54o4Lm3MvnAJfVU5BuZaWaST777OK8fdfP9e8v4/HVVlKfh9R3N1WOgwB74W7vfxJ5KN1+9+ajx8k9ztq8Ksml5D2tKw2xeEeSH95bxwUvqOGVtKj2bJMJVZ6TcfnIyEmxeHqAoK04gIrO30s368tQHXY43wZdvPMqeSjeKKnD/i7k88boPTRP48X1lAGxbGeDCU9rZW+VGEPRBM1I+d5Lf7vHxgYvr0QICOgLZ3gQriiLUVDnYtCUwqN3WQyae3pOF15nkqTd9yNLgfhaJyTz1ZhbL/xph+7va+IRF5Xt/LedogxOAWy+r5ZcPFFOUHePT76nGPkKxMPvyICuKIqwoSmX6qW2x8uSbPr77l3LCMYmrzmhh87IgRTmDi/hIIv1CGyDfl+Bbtx5B0+BHfy/lpYMZ3Pd8PievDhjPxxgsSXGcSApIkj7nEfP+kExzp2XaU/IGC59DtQ7u/Fcxn3z3cdYNCJZYKC4VQ5lI4vmB64RXKZy8s3vQ8j43jeIOHXpdnlYWR/jiDZU88FI23/zDMj773qq0y4e50Nm2sof3ntPEt++p4AvXV1KQlV65qQc+E0PzHY/0vDz1po/tqwKD/DUN0pfPXFPd//9Pvaea7/6lnEx3sl8U9hGKSOxc7+//QL78bW39vwlCaqxYWRxBUWHH2pQ1WRAgFJV45ZCHXz5QkjJImFRKygfv+7bPHeMvPyrlzWNuRJfO2Vs7+I+freKqM1r5030FPP9MFt/6/lv9gjqxLsnnr6vkwZezKcuL4rAqvLA/gytPb2VdWYjOgJl7nszHZtYQRdiyogdR0NB0kWxPnJ/9sxSAj19dg7fF1pfsYhBDi92U5sW46cJGbrqwkZpmG39+Kp97n8njytNbueCUdszy2DNroginbehGB14+mMHnfrma689v4MzNXYPEtEGKRS+OXzvixmFV+wVpa3cq8fi52zoJhGRy51Agy5JO6QKrRmUwOzz1po+3n9TB2rIQLBAfz5lkMlWcRBEu3dlOhlPh679fzttPaueiHe3Iko51krlNDUbm7K1dhKIy3/5zBd++9RByGiQRmcqH4pF6B//cncvtV9bMfING4Z4n8sl0Jzn/pI45O+ZiZXVJmPdf2MC3/riMS05t45Kdrf190STrmCfgWiVLDPqAdtpUdq73k+FKsqEiSDwpoa4f/OHk9ihkexMEIzIacPHNDTz5kaz+ksb+bvOw2IeyC/x8ujzUHyh30Y7U/Q+vUig6ovGp96SCQMNAfG2S737kEH98PY+z396Gs17k7kcK+eJdKzGbUmlB18kaq3NGLuXe517UJ5jLlgf5zHurqWu18tN/lPL8vgzO297BeduHz0BqOkRiEg6ryoMvZ3OwxoUsaSiqyMqiMBaTRigq4bQZVuSBLHpxvGlZcJDPT25Ggot3tCMIYJ1DYZxICkbnM+inPD/K8/syuHpXyzCjwVh+loudsUTzaRu7KcqO8fvHC7jvf/MAKMmJ8uWbjhkieQa4ZGcbbxx18+ir2Vy0o33WjzeaFXgivsijPR/P7s3A507wg3vL2bF2z8w0dBx2ru8mmkiDr4lFwN5KFwlF4Ks3H+Gn/yjleLONd53VjNOmok0j5MBq1tiyItjr2qUw0t06UOOiKDuGpgm43Aqbt3Vz4C0PyV7/3QP73Kzb0DNomz5XsaEuYyNVaWz3m9l2cjfLloc5ejiT/3hvNTazxpF6B0/vyeT/7fWxbWWAWy6r69cKA5+Fkf5fsjzIV28+yg13bMIkaTy7NwOrWaUgK06734LZpPHPF3LYV+3mnK0dHKlLuW9srAhy8ho/ywqjvHnMzXf/Us6dn9qH3bAg97PoxbFJ1vvTFvUxnapmU6HdbyYUldLSn89gflheGOZ3jxbSETCTM2D5QskUMF+U5Uf5wvVVKL3fmd/4w3JeOeThjE2jB/4ZTAxRgB3r/Nz9SBHPvZXBl26s7P/oGOmDLd0+4pKKwEsHM7BbFP7rfcfm7LgluSNb+wwmj82i8la1izM2dfO566r44l0r+fTPThR7eOOYizcrXRRkxdm6omfMd/nu/V7yMuPknjWxPlqUHeO5tzLZeaqOv9vEpVc1ATp7Xs/kpB2d1NfaKCqO4PEOF75jlS0HOHLQxf/+fgXLVwY5fNDFU4/lctXpLVx4SwPFqwPcWhLmfW9v5Ob/2ciH/ncDf/ziHmD4R+BI5dNNwAUr/fzx0SI87gQep8LBmuHvkSff8KEjkOVJcM05TRRmp6znRTlRVE3gv+5ayR0fPILZyOwCzEMRkKVItjdhCGODQYhiagD65+4c/EYhjAnT9wKSpdS/zcsDvFVtfFDMFGtLUwFOkqRjlgdbkUayXM3kx9xIL/7JoKgC8YRIZ48Fi8mwgC1EVhZHuP78VMVbq1njKzcd5cYL6rn8tBYAKhsdPL3Hx0/uK+UD/7OB3z1a0L9td1DmrgeKeKvKRVIRyPfFKciKT9iF69bL6vjVZ95C0wUa6uyUlEb5yCequfPu1/jQ7ccpLI7S1Tk4iH9oQPJolJSFWb/Jzy0frWb/q14ADtfZB7XNZtG44wNHgJRBbTK8b1snP76ilvNLQ3T4zWxaFuC2y2opyYliMam47UmyMxLcdGE93//owX5hDJDlTrKhooemTitf+91yKhvtxNIgz/B8s+gtxwYG6ciygig/+vgB/vJ0Hl97soCvnd+A1aQTr+ktIc3CDc6bTYa+6DZUhHjgxRx0fe5nhBYjJbkxtq9K+Wf2+ViOJFIH+j+OZkEe6C4xmeIik3GvGIjNonHteY386YkCbJbF78KWSKYKV6RbAOVMYrdqnLutk+u+vhkATRP44g2VuB0KDW1WvvLbFTy/LxO7VUVRBHTgtSMe4kmRHG+curaUS+U5Wzs4+bI2fv3zcj74kWpKSocbqyKrUwJ3Y48f84D+0/ccbNjUM2ybgTQ3WXE4FNyeE0I5HhN5/JEcdp7ewcc/XZla2JvPfmVxeJBbhuOITFmvEe3jP1zLrz+7d1h+7rGeDbOk83K9kza/hbVlIU7f1M3pm7pp7TajaQI5GXGkETSvIMDH3lHLv/9oNZWNDr706xXousB3PnyIfN/i7VvjYXweGBjME5nuJLdcWk+2I8nDRz3z3ZwFSVF2jJ6IiXgyfYYyXT9RDGUh8q4zW3jpYMakSs6OZfUd+v+h6w4UzEMj9CfLpmVBFFWkumlhlcWeCg+/ks2nfrpm/BUXOKIIP/3Efr75ocO8cczDJ3+yhu/8uZzmTgvvPquZs7Z0cv72Dm66sIFv33qYn3ziAF99/1F6IjKCoOOwKoRjIoKgc/HlzeTmjS34dF3A3z225TaREHjuqSz+50/l9Lxg5/lnfHR3mThyyEU8JhIOp2YDv/etldz31yL2P+Dr3/ZzXznEd368h4tvbRy236fezOyfsRmrD/+pzslnnijg7moXR6xq/3izMjvGquIQNwyoIpibkSDfN7Iw7sNhVfnCDZWcu62dd5yRstJ/8idraOqw8O17ygmE0sOOGgjL1LdZ5+RY6XHGBgZLFEGAqy9q4Bu/W86GvChFA39LM5/OdCQUlRAEHXMaTaMfqHGSVES2rBjb0pSuFOXEyPfFeH5fBmdtGVyOd6pFOQYyUcvweMca69n42T9L2LneP6H2LFQuPrWN0zeOXy55MeBxKnicCr/89Fu0dFs41uDgkVezMckaFpPGiwe8AJy61k9xThSnXeWG85v45YNFFGbH2H/cTecvzOT74pQnkrT5zWR74vzzhTwsZjW1PD9CaW4MIShSbFH6Beev7ixFVQSsNo1oRETXRcSAwKtHMgAoyIoRsIisWRfklJ1d3H1XKUKXyFmbO6k65mR1SYgLTu6E/hzwvbQMll+dPSZ+cX8JywtCVDY5+dHfS+kOmvnDF/b0p6S74/fL2L7Kzz9fyAXAalZ5Zm8mJknnHbtauGpdFz89kMln7lzF566tGpSNS+0dIkcTycU5cd5/USP/9sPVmGWVhCIRCEu8eczDbd/zcP5J7VxxWivxpEhuxvxU2FMUsJjmZlZoyYnjrh4TwKIuHR2KStS3WclwJec8l7PB5BAqXVQsD/LODV3c9Wo2X1qdmlaL1/iwlC3MwiBzyZE6BysKw4hp5FJRkR9Z8EEtK4oivHLIy1lbutKqpPR47VBUAZdd4Xu3H5yjFs0fkpiqpraUsFs1KvKjVORHefuA1Hm6nkrj98ohL7sPZBCKynT2mMjNSFDbYiOelDjW4ORYg5MX3spA1YcrRKtZJZaQ2LHDxc9fWgm/Gr0dFvOJ6/7gS7m85+wmnG0CjiMy125tQVFEXj/qRhY1PnNN1YTOrd1vRhJ1mrusuOxJNlYEeWavj18+UJwqTqJBTYudmpaURfmWy2rZtakbTYPKJjvf+uMylp3ZxO1X1vKzf5bw/57J49bL6/rF8Od+voqCrBgfv7qWUFTCatZGrDp6/flN/PaRAjoCEnf8fjnfvvUg//vnCh59NZueiMRLBzL5ySf243XOfd8Lx2RCUQnCllk/1pITx7KsYbeoRGIiPRF5UYrH+jYrf306l/O3dy3K81ssDPTZPPvtTfz9uxkcC0qscKW+jOM1PsP3eAxSlbByOHNLelnP7Nb0sWJPlQdezOHqXc0j/jadGY2xrMZ9InyoG8bQIiBjCeTC7BiaBvurXZy8JjDqegaLC0FI5UheXTK8wFYgLPPiAS/xhMixBjuVjQ56IoPFsc+dINsTJ5qQyM2IU1AUpa3ZQmFJlNXretiw2U93h5lXH83irWoPNrNOPAGrikO8Y1dLf6U+ALddBVTO2945Yt7h0VhdEuZ3n987aNm15zXx1buX85k7V+HzJNm8PEBThxWrWeXUdX4g5XaysijCNec08fkHi/nOshDXnNPEJ360huu/vpn/vO4Yz+/NZNPynv7MXbd9dz2qJvRnxRjItlU9ZHvj3PdCHh0BE3WtNnIyEvhcCd7odf/7v/9XxpdvrJzwuc0UJbkxFFUgmIhzJDT++tNhyYnjVMcFXdfHrSizUCnNi7JxWQiLWeXLv17O566rWvCWrMXIwBe9LOlctCrAI/UuVqyK0FObjbs0lWvWcK8Yjq7Df/58JZIIZ242LOwzzY613Zjk0UX+dCzJo207WbeMkZBEOH1jN68c8hri2AAAj0PhgpNPFOiA1PiRfN2KvDWG65jM79/K4cF/pDJfFAbMXHF1I1u2+/v3UV9r4we/LuOM9d1IosauTZ2cuaVr1t0LnDaVL914jH1VLjRdoCcscdqGbnas9Q8rSnLutk5qW218/XfL+Ox7q/n+Rw9y1wPFfOP3KzDJKklFwm5tYtuqHn7wsQO0do9ufS3JjfOxq2oB0DTQEfjR38t625TkaL0Tf0ieF+uxLOlzEnydPlEsc4xJ1heta4XdonHFaW2YZQ1R0Gnpmv0pCIOpMdCStqsiyP4embaY2C+M+7JXGJxAUeGPjxfQ2WPmCzdUjhloYjA1Tt/YxeOvZ5GYRFDeRJisqJ7KR+G2lQF2H8jgz0/mTXpbg/QkEJZ5dm/GjO1PEFIuKaKYEswXXdrCbR+vpKwijKYJvPGal+NVDl5/xYuuw4++t4xEXOKpNzO5/vwm3n12y5z53dotGqesDRCNC7x2xMPO9cOFcR83X9TAWVs6+a9fr+C2762nuffdn1RSAYJ/eyb1TGS4lBGt7CMhinDqOj//dvVxrjy9hTM2pWbqHn/NRzw58vgQiYkLOigZlqDleCmxrjzM2rIq9lW7jET1CwCPVeWCVQH+0m7iBi0lit2l7YZ7xQAUFe74/XISisC3bjlsVJ2cJTYvD5LhTPLMnkzO96aHa9ZEZ1DWlYf4zocP8cmfrOGCUzrwOJaWX+5iJBiWZyQjzcBiHQNzE1usGltP8rNxS4DDb21h1YZanngkl3hMZO8bXro6rFx4WRNXrOhE3BJnqKwcmmJS0yAYkZEkHVHU+yvTbVkxvP/qOjz7ViZnbOwa0yIajMgcqHFz7zO5vGNX66jrvWNXK1ed0Yo/JNPabeFovYN7nizAZU/y1ZuPjnOFRkYQ4OQ1AU5eEyASE3nwpVz+9lw+wajMTRcOzrqxt9LFt/60jC/fdJSVRZEpHS8dMMRxGtDWbcbrSs6Km4cgwMZlhqhaKFywMsBH/lHKWau6KQ6csJQYAjnFp3+6htZuC7/9z72YFqlbVDogCKk8rN1BE8yhOJ5qjuOhROMikqjhtp8QQN1BmW/fU8GXbzxmuJktMIpyYhTlzL6BR5Z13J4kJpPOBZekUprV19o45+1tlJaPLvT6hHafSP7fh0vY83omALkZ8X4Xhtsur+WUtf7+d72uww/+VsrLBzM4dW33mP1SkgB0du/PGFMcwwnLeJ+F+LK3tQ1b51t/rGBvlRuAH37sAD7P2DPpT+/JpK7VxrXnNfKHL+yhrtVK9ghjw4aKIHd84AixpEg8KQzL1bxQMCYk04BoXBwxatRg6eGxqty8vZ0/NppxlLTTU5tNT212/+99AUsj5Ytd7MSTAj1hmU+9u9oQxnNAR8CMdw6rNw798Bvv77GwWVQsZm2QJS4al6hpsbP7gIc/Pp6PNkYXevWwh7eqltbztVSYaMW8PopLo2MK44GEVymEVykc3H8ib33Z2hP99q9P5/OB/9nAt/5YwR8eL+Dar23m5YMZrCoeu29rGvzx8ULefVYzzV1WXj08/bz4b1vfTbY3zocurZ2wi+nDr2RzsMaJIEBpXmzE4GNRhLL8KAdrnOytdE+7nfOFYTlOA0rzDJcHgxO8rTTEI0c9PBpReVvvsp7abNwwLL3bUgjW03W495k8KhvtrC0LsXXlwswfvJB46OUs9lW7uO78hjk/9kx89DmsKpGYTFIR+j+kCrLiXP/2Bh56OYf6NjvxpMhVp7fiGRJUdLTBzvf+Wo4o6Pzw4weWXLo0g+lzx3f28anbNwNQfcyJ3a5wyZXNXFHRSWfAxAvdLmqq+zMec6TexeE656izvE0dqcIXO9f7aWi38syeTE5aPb2A09M2dnPaxu4Jr3/m5i7O3DzxzEBXnTG2dXui1LVa6ewxjeiSMpssSnEcjYscb069SIcSiYnYLJpRatYgbTHLOrftaOMrTxRwyoYO5Jas/t9GCtDrC7dcrCL5aIOdvz2Xh9Ws8r3bD813cxY9+6qd3PtsHl+8vhJfyDQvbZhuX44lUhbveFLEJJ/wS7/w5A4uPLkDXYdP/WQ121b2sNF54lhNHRZ278vA40iyY52fPz1RwIevqJtWWwzSj4G+x7PB739dSr4vxmffW4X9lAGlqo/I+DxJzjk55eZw5bsa+M4dqxCTKXeE0ejsrc8gijrXn9/IR/5v3YJ2WZgMeb74vJSDX5TiWJJ0/COUO+wImPjYD9aRmxHjoh3tk8pBaGAwl5RmJCjPSPBCQuXS0vZBrhV99C3rm7harD7J/9qdi8Wk8otP7zMyU8wBf3y8gBvf3pia0aqcujgeLyfxSH11pmZC+nwhR3OdEAT49m2Hh0X9/+wfJVQ2OfjAxXWsLQvxhV+uQtMYNTuAwcJlugK5qdFK3XE7gYCJM89tx2JJuRgc2u9iz+sZfPSTx8i2JwcF7w093isvZtITkLHaVLp6TKP6/R5vsfG2Mzrw9bo/uOwqrV2WtA+0b2y30Oa3TKtaqFnWyfbOfWaxRSOO9x93kuFMUpgdxyzrI5YOzfIk+fAVtfzj+Rx+/VAxqiYQjUtcefrMmP8NDKbCaCJCFHS6IjKWDe0wxPd4IH05kfuC9vr2uViQRJ14UjKE8RzQHZRp6bJw0hr/tNwb+vrfSAF2Y/XNmeq3fTODe465OWPTyFPHQwVvPClQ2eTgw1fUctqGbjjmQpY0WrvN5PvSI2OHwczS5388GZHc3mbiD78p5cBbXgCysuO8+JyP//jiEaw2lbt+Vs7V76ln45bAsKwWQ6k9bsdk1vB3W3g14uACj3/E9cJukIIa4VUKjiMypXlRfvVQEaW5UW54e2Najo2aDgdrnbx62DMtcTxfpOElnRqKKuC0j296P21DN9++7Qh//OIe8n1xirLT+8vLYOly/dZOXqp38FSVqz/v8Wj0Be6NlRd5YAqj2ZxSnGlKc6Ocf9LY528wM1Q2OijNjU5runYkgTtULM8VR+od469E6v1x0zc3AbCurLdSnwCZ7iRtfiNP/GJnMkF6P/ruin5h/N2f7OGO7+4jKzvBx2/Zwpc+u46A38yLL4yfn77PwvzxT1fy/lur2Xby6P6/DqdKckAqu3ec0UJRdowjdU6+dvdyYon0knJJReC6r21m/3EnF+9oY1+1c76bNGnS64pOg83Lg5POZ7lpWXDaTu3zwVhR1gaLhxJvgi+c3cQf9/h4JKJiK26fkEiejcIh8ymmXXaF8BxmTVjKvH7UPa2Ax7mwCk8ERRVw2RW2rxr/XI7UO7jhjpQw/vx1lf0BeM8ed6LrsHv/zBWfMEhfJiKQv/ONFTQ12CksjvDHL+4hrxmcR2VyeoPqV65KxTntOnv8j/n8whhFJVHuvquURFwgHBJHHWdNrSKampoOCa9SyD+7hw9c3MDXPnCE5i4Lta22iZ7mnNCXfevVwxnc9WAx3/jD8nlu0eRZNG4VS4UX9nm5/8Ucvnrzsf4O2NptprXLYuQzXgBMdqq6IjPB589u4revZ/FEVOb6LR2sK2lH7J02Hs0XObvyhD/9QFEyUZE70np9U3pzTbY3wbN7M+f8uPNBT1ji5UPeWYuHGK3/6cuDBEIyz+718Z0PDw96XEhuOpoOv3ygiOKcKJuWjSyOq5psvHggg6fe8BFNSGyo6OEdu1oGFS3481s+uiIyO9b656jlBvON44g8oipKJgRqa+wcPpBKofbf11QO+v2KdzZy1nltZOckuP7m2gkdy5uR5LNfOsQvf1LB739dTmFRmP+4shbHCLmD93fZ2bLNP2y5LEFFfoSmDguriidW8W4uEAR415lN/P35XBzWJB0BC4mkMGP5xdv9sx8ovODFcTgq4LXOdyumRyQu0tplpjx/fBePXz1YzDdvOYws6bx+xM2rhz186LJ6tOHpBg3mmZnKQ1yWkeCL5zTxSr2DP+zxIZAqFnLmsiBuRhbIA63HAwP1JhKEkswYvTPNh0Cub7NRkBWf02POJ8WzVOxgrP4oVLogKmExqeT7Utd6IQniPpKKwE//UcJLBzP46Sf2jxhI1x2U+eJdqzh5tZ+bL66nJDeK16n0V1vsu04bVvqpabZz4Q7DpWcpYeoWB42T99+Xz/PPZNHZnnKvcbqS2CwnxsjwKgUzkJ0zeb90SYJbPlrN2y9p5rmnsvn8b1Zw3U21tLZY+ftfivi/2w+S5UlQV+Pg4subR9xHcXaM6iY7Z22ZeJq1ueCK09u499k8altTLhWRuIjZNL2sE3sqXfzg3jKsdh/nnTcTrRydBS+O27otHKzyLejME5WNdu7fncPnrqvur0c+Wqq5X/7Hvv7fzCaN1SVhRAEjYCSNmI3iHMKKIDsEOLk4zBuNdu4/5OWZ4y6u39pJeelwgdwXpAcnqus5GCyQh1Z1SleO1jvYvgDdn6aC26Hidsy8BWgifTKSFLGaF+ZXdrvfzBOv+3jpkBevM8m3bzs0LH9xH7v3Z7CqOMS/vbNm1P3FFYHn9vrQdGFWKpcaLAz++bd8/vW3wv6//+vrB8jJixO2zOxzUlYepay8jjXrgjx8fz61x23kZsRxO5I82JCBNyNBWcXIhUjO3NLFJ3+yhm2rAmxOsw/aH378IC8f8vC3Z/KoanSwbQJuTkNRVIF/PJ/DjnV+Hnwpm1hCwmqfhcYOIb3fihPA507S5deJxMQRq7UsBDZWhNhYkfJVeuw1H/c8WcDm5T187B3Dp2cGiuYNFcPzOL9V5aK21calO4eXizSYPWazWt3AYCYB2LYiyJaCCI9Xuvn6kwV89fwG8kcRyMCImSwGWkbSWSTrOjR3WvA65j6Vz0JkOv2wJybhdS6s66xqqapjj72axY51fm66oIF15UHkMVzU//ViDv92dc2Iv/Vdv7awjNOm8PUPHp2FVhssBBxHZJ54OJcvfv0Av/15Gc1NNopKorNaI2H7Kd1sP6Wbxx/O4W9/KeT7j5Vw7IiLD36ketTj5vvivPPMZnbvz0g7cex1Kuza1M1vHy4mqU7twkmiTlWTnX/uzkXXYdfGDpzu2dd66fc2nCShmEwwLHHvs3lcc07TiIOirqf80NIx3clQTtvQTbvfjHuSwYV9/OWpPLzOJJfuHP7bs3szcFgVVhRHcE8gs8dSZajAGC9f63wgrgxy/sqUWP7aEwVcv7WTteNsE6/xYSnrHDWXbL+7RdWMN3fKPPmGD1UTKMmNjr/yEmWm+maGXaG9y0JPWMLtmP/xoe+8xnLvuOfJAg4cd/KtWw+TNUqO2KE4rGp/vMZIx4NU8RCbVevPK2uw9Ggr0olGJepq7Hzha4dQVWHOioede0Eb207u5s3XvFx6ZfOw8tVDDRnxpEBtqw1Npz8eJV2QJZ3CrKlnwBEEOFrvJC8jTn27jeZuK1vzFGZ7hFoAcnFsMt0JVpWEeddZzaNaC5o6Lfz9ubwRf9N1qGm29bszzDd2q8a15zVz6c6p+bndeEED79g1ct7mNaVhkqrIwy+PnC93qSNUukYUGvMtjMc6/nkXNfLx01q5Z2/moEwW7tLhmS2Glp5OJ0Y7x9ePunnHrhajhG8vfX1UqHSB3zyjfTPXqXBKSZgf/b0MdZ4n4Qae10jnGI5JfOMPFTz6ShafeOfxCQtjgGUFEfZVD97/0GO8GjaxsWLh5WY1mDl+/e1lbD2pm5NP7UIQQJ5j95qMzCRnn98+TBiPxIrCMPVtNnrCs2fvVFSmpJNkSefbtx3hmT2ZfPk3U8ta8c1bDrNrcyfnn9TOp99TNaEsNNNlwYvjWEJCEAT2VrpHXcfnTnLBySOLTX9I5sGXs0koafa5NUWWF0Upzx/ZypbtTbBjbYB3ndUyx61Kb0YTxenEWG1c5osRjEsIxSMHZPS5VwxN8TYfbhRjZUsYDVFIky/XeWSu+uj7t7cT9pt57q25zw4ySPiPQTAi8bW7l9ETlvnP66omXT1rfXmQN4+N/r5QNXh6byZnbk6vACeDuUHXU7OsNe1WbrqlBrM5/cefbauCbFkR4HO/WMWvHyoknpx5PfO9v5aze793ytsvLwrT2mUhOQWtleVJ0tJl5dFXs4nE5DlxoV3wbhVep4LbF2asyz1WkEmGS+HDV9TNfMMM0p50F8QjMVKb7SadbGeSum4zxaOUmu6jz7Wij+mWUJ0uY1VOO1Tr4Gi9k+vOa5rrZqUF89E/ZRHes6mTnz+Rz6nruqdVDGSiTKbE9HNvZfDTf5Ry7rYObrqwYUrT3KtLwvzu0cJRfz9i0XBY1FGNDOOxe7+XktwoRdlLJ8PKQqeu1coLHS5Cxy2Ivgz27Mnjtk9U9ZeEXgh86t3HOVzn4A+PFfJfd63kolPaWFMWIidjZlyDrjuvcVQ3o0hcJJ4Qx5zhO3WdnzeOeqhqtLO6dPJBxzdd2ND/zPvnoHbbgrccA7R0WozCGKOgaqRd9Zx0YCEK47EwiTqqfkIpDAzGSzf6rv3QezDQcqgfc3Hvs3lceUbLkkrjBvM/k7EhL0qhO8njr2fNWxtglEp7OvjcCd5/0dSEMcArhz0sKxx9qnr3gYwpF4dq95v40d/L+Nfu3Kk1zmBWSShCypWyxcbu/V6efCOT//jZKv7rtyvwd5nxroixak2Qr39nH8uWp0/e4IkgCCnXyS/fdIwLd7Rz5/2l/PdvZ674Rr4vMWqe4qfe9PGR/1vPLx8oIhIX0XX4wi9X8vxbGf2z8j53khsvaOCNMWZtxkIQRs/iNRsseMsxgDRCcAXA3Y8Usqo4xClrZz8NVEIRCIRMZI+QwHs+SSoif3i8gJsvapjvpqQNi00YA6i6gDCK+0G6CeTxAhz15UF+90gh4ajMOVvT1096pkmXfikIcOEqP79+MYdzt3XMifUYJpZXeV15iN8/JlLbYqU0b/Lmo86Aib8/m8eXbjw24u+aDq8d9vCf1048KvU7fy6nrs3Kt245QoYryU0X1rN5ueGvPBVGm0kaLYh4MiQUga/8ZgWZzgRHmh0Ul0URBJ0rrm9g9bpgv5W4riqBlOYFOcfKMCRLOmdu7qKu1cbjr/uIxEXss2wBP2drJ/98IZcn38hiX7WLL95wjK6gzE/+UcqeSje3Xl6HLOmU5MZ4b+7I+ZrTjUUhjnMzRhake465eH5fBievCcz6F0ckJtHYYUk7cWw1a7z/QkMYL3ayHQrtIROlA5YNdK+YCYE8Uz7K4wljRU2lNPzuRw4t2Ly7kyFdRPFANuVHKfIk+NuzeVxzzuy+zCYjenzuJNtWBnjtiGdK4vh7/6+M0zZ2UZI78rbVDgVJ1CdViCU3M87eKhfhmITPrS3onPvzwWj9f6SZpaFMpO8kFYGuHhP7a1L3KD9T5+vf3Y99ljM2TWS8nE2XtuvPb6Sh3cqjr2ZxxWmzm9rVatb439sO8Y0/LKOmxc7HfrCeD1xcRywh8dhrWdz0zQ387vNvTWhfrd1mTJJO5jxnilkU4ng0vnv7YVRtbkzxXqeSdjkG+5jLqQiD+aE5aCLfnYAeC+4R/I77ioJYyjqnZIGZq+C9SFzk78/moWoirkWebjAdRXEfggDXbenki48WsmVFD6tL0meKeVVJmJ//q4TL3taGaRIZBFq7zbR0WvniDZWjrvP0mz52ru+e1Jh53XlNS9YvfjLMSnGkCaT7+/7/K+ONYx6Ks6Nc/b56Nm/zz/o7ca7Gy7EqlgoCnL2lkx/8rYyDNU4u2dnWX09hNnDZVb584zEeeCmHvz6dzy8fKOGK01r4xDuP4w9NvNyz266g6fMvWha9M+pCyG1sYDAd4opAZ1gm35VM63RtQ9F0qPObeCYsc+chL88dd/KlX62gvt3KNz54eNFajefbp3ii5LuSXLAywF+fzp/vpgyiL+d1KDr5uW9B0EfMcQygLguy+0AGZ21ZOM/QQmC++/sbxzwAfPSqWrZsn31hPBlmQkSPZX3evCLl3rP/uJtv/mHm/I9Hw2zSufL0Vr7z4UO8bX0XSUXgWKODjcsmbpCxWTQc1vk3jCxqy/FMMRfVzwxmn4UgSKbCPw56yXUlsfX6hlrKOmGMjBVDmUjGirEsFGMx2jWPJAW+8nghdX5L/7ID3jiZriTve3vDoiyHvhD7nyhAV6dl/BVngIlYAQFKc6NIojZp61KON0FBVpxHX83iwlM6Bh0ToL7VisWkkZe5+PredBnp3qRTfx7LJzk/M8Ytl9dRlBNjLuY/JjtOzmbGIKtZ4w9f2EMsIXLz/2zkeLOV8vzZT/WQ74vzkSvriMZFIrE0d+AehSUtjtPh4Z6LNix1AZ4O93k2kUXIsKUG175cxkNdK/pcKkajb0AfbZCezIA/1vU+1Gbl/jonb1a6KcmJ8rF3HGfLip45C/qaCSYSHLRY+lyeK5ly15lFRvItHev6NndaUDURu2Vy1iVBgE3Lemhot/Uv6zuOUOnijWMeNi/vSSvL4mwz2X6azv16JAFf3WwjFJMp7M14M944N5TRxr2Rtp+qFXi2U2kKQsoam5sR46t3r+C/bzpG0SR86qeDzaJhW0Dp8AayZMVxOj/kM81MnGsoLtIZkSkdEPyY7qJ7qdxjQdApnGDwwnj3zHFExhQUB/09qbaMcs3jisDdb2TxZpuVS05toywvwuaVPSwvWFhloUdLQ7dYscoaPbNo+RkrGGu0VG51rSlxO5p7xFiYZG1EdwxtWZAnHyjm1ssXf877xd53B/adA8edbFkRGDZNP1Qk91lv+8a/8ca9mfIpnssc81+9+Sh/fLyAL/9mBXd88AheVxJZ1BEN19MRWZLieLEPDrOBRdZIqINNKmMVcJhPltr9VVRhUBW5sYqATJSZshQDHG638o2n81lXHuRbtxzBaZt/f7I+llpfmSzrc6P84pVsqptsVMzQh8xUrnm738Qze328cshDJC7x+esrJxWM18euTV38/bk83jzmZtOylJX4WKOdt6rcyLLOmtLZC1iaT5ZaP+8TyKtLwjzwUg7xpDDi7NTAcW4+KobOJU6bxocubSAvM8EX7lqJ3aKSmxnnP6+tnu+mpSWLuzcMYakNEDOJSYIVYxRjmCuhbNzD4WgI9MRT1rCZEMYzyaceKKaxx0y2N86n3n18zqesjf4yPcyyTrE3QZvfPCPieDL3o0/gPPpqFn9+Kp9T1vi5/vxG1pSGkKdozHY7VD54ST2/uL8Yu0XFalHpCZuoKIjwiauPIy4yl4ql3P+b38jk2WY7PWETD7yYw1VntM53k9KCy97WRk2LjZcOZnDaxu75bk7asmTE8VIeJOaaEa/1FAtGGfdtfI60Wzln2dwXHZjIvRFIWWv+7/ZDkxbGYxUEMJg7fHaF1q65CcobSjQu8puHi7jmnEYu3TkzxWxOXednx1o/rx72kFQETlnrn7LYTieM52IwgZjEE2+kqjz+v2fyufL01rTzJ59uMN5Urd1X72rmpYMZ7FhjiOPRmNKVDQQC/OMf/6C6uhqr1cqOHTs488wzAWhsbOTvf/87zc3NuN1uzj33XLZt2wZAKBTiN7/5DYFAgOuuu47S0lTJgo6ODh588EFqamrQNI3Vq1dz8cUX43JN/2E3Bow0wW9GaB27+EMfxj2bHAlVwGbS+oPxBjLf1fFkCdblRsZ8KU1IZBt9Yt5YnR3jgTd8XD7LhQRGwlbnAKA7aJ7R/QoCnLxm9iunzjbGczE6a3JimCSVpJr68kk3YdzHZIMEh243FQqyErjsypRck5YKk3bF1jSNu+++G1EU+chHPsJVV13Fs88+y549e1AUhbvvvpvCwkI+/vGPc8YZZ3DvvffS1JRKkL57925WrFjB1VdfzUMPPQRAPB7nrrvuwu12c9ttt/GhD32of5mmTT3Kcb5zKxpMjr77Nd49e/SYm9+/OVwELlVCCZE6v5nV2Seij7uaUtaS2RTGE322NuZFcIySr9h4RhcGWwrDtIRMRGLTi9yZyL0e+oEnCLChooeK/Mi0jr2QGDgWDn1GRltuMDI/v7IWgA9cnP6Blo4j8qB/4603XTQN/vhEwbT3s1iZ9BXu7OyksbGRG2+8EZfLRXZ2Nhs3buTQoUM4HA6i0SiXXHIJJpOJnJwc3nrrLfbu3UtBQQHJZBKv14vH40FRUl9JNTU1RCIRLr/8coTeT7trrrmGr3zlK1RXV7N8+eQSVxsDxuJma0EEdWFmhpkVDrbayHEo2M0afR7hmQUd/cJ4YPq2+QiarO02s7fF0f+38XwuPNwWjS0FEf7fP0q44d01U96Pvjw47v0fmm4wmhQ4XOPko1fVjrrNePuc7X4/oT5tGXvmbEaOYTAMq0nnk6c38489Ps7e2jXfzZkUsxUg2OfLn+WJc6zePivHWAxM+ur7fD6+8pWvYLGc8EETRZFEIkFrays+nw+T6USpwPz8fNrbUy/qHTt28POf/5yHHnqI9773vQAIgoCiKPT09ODxpCrZmM1mbr/99v6/J4IxeCwNshxzl/pmIfBGo50zylMv/7kKxpvMs2aSdc5f4TeezwXO+7Z28IVHi3D8vYSrrqib0SnqgdbioeL4QKuNAncSV+OJl/jA3MQTweh7S5vyzDiNL1mpbrZRkb+wUkfONANTUV6/1s+PX0uvAO50YtLzZKIoDhLGjY2N7N27l+3btxOPx7FarYPWt9lsxGKpKV+fz8dnPvMZvvzlL7N27VoAli1bRk5ODj/+8Y954YUXCIdTNWzy8/Ox2yfwVVNvNwY/gyVJV0TilQYHm/IjgwRGX8GP+SwlrWnwy1ezONJu47I1/nlrh8HMkGlX+e/zGnmx1smD9xfN2nEG9uNnql38/JUcrlw/OGjIcCkwmAw+u8oVa/386fECdMPFtp88VxJ/0DShmdj5cuUZycVIqHTBHFi8p2y337dvH3/+859RFIXt27ezbt26ft/ioegDeqQoiogDsk5LksStt97KI488wqOPPsqDDz7Ihg0bZiwgz8BgsaLpAoom4OhwQ28Oz5H8jOfDneKv+zOp6bLw3YvrcC7QCkkGg8lyKPzbaa18+fECzjyveVhhhakwUhAppITxPW9l8onTWlgzR9W8DBYv560I8NiDxRypd7C6ZC6KSKc/L0ZNbF8dQBpgIjWCo08w5QiLlStX8vGPf5xrr72Ww4cP88orryAIwiAh3IckjZ0nx2KxcNlll/H5z3+eK664gtraWu68806SyYlV/TIwWIo4LSqyqBMdUpxlvizGnWGJ373h48VaB48cdfNvp7UawniRUexNsMwX59VncidtSZrouv6oxB/2+PjE2wxhbDAz2Ew6ea4kwciSyV47jKHPX+0xN6uKw6P+vtSZck+xWCxkZ2eTnZ1NZ2cnL730Elu2bCEaHezTE41Gh7laDKStrQ2z2YzX68VsNnPSSSexevVqvvnNb1JVVcXq1avHbEe96XQ6JGMATXf8UjnHLJfMdzMWFceCFs46XSbkUekO2mAtdLqjSJYYeBPg701/FUwM3tBvTv0+Cv7ECiqD7xjhh979jZLytiZspivDxisaXHRWgu7M9RhZNGeP+XqmTttporLTQqE5lPI9Htq/hjJKv1F7rJA/fPV9IYELzwIhL8qxGWnx/GOMf/PP2i02OqMalfW9ocsDx0D/iVSBfqmcSv81w3cwxpiZ1ozw/Ok6CAVuCiu6qQyqqXXmJ5X5lIiqVpjlQquTFsdVVVXcf//9fOxjH+vPLiEIArIsk5ubS2dnJ7FYrF8QNzc3U1FRMer+nnrqKRRF4dprr+1f5nQ6MZlMI1qhh1KcfI4Mxah8k+4cs1zCivj9892MRcWbxzNAEamIpoLx3KXtEAaLpRPdFYQhhoBBRTVco7taVAbfwYrWR1PrTSDDAKSsfXc+XUBjT2ogvvPK47jjhtV4NpmvZ2qZGR7eV0h+MMSFqwLoron1kaHEmwe7VJhLO3noiIfnj3r4xoX12OOLx0HUGP/mH1Wx8r2n8vj+pbVYTTqMIhtGvVetY7uojVS0KKEIWGqc8+LaNtYzGYqLvPBiGbecvRepauFZjLv1XCqZXCazyTJpcZyfn09PTw//+te/2LlzJ4FAgBdffJGdO3dSUVGB3W7nn//8J2eeeSbV1dXU1dVx5ZVXjrq/nTt3cuedd/LEE0+wYcMGIJUP2Ww2U1ZWNuUTMzBY7BS6kzx73AWZM2fRECpdYDEP/nsCfOah4v4S1l86txG31RDGixVRgFtPaee/Hy9g7fYOSqc5HWsp60TV4M6XsznUZuM/djVjNy0eYWyQHqzOjrEyK8b9h71cvWFqc1qjjYeaDgfbrDxR6aYhYKYnLiGQqtJX4k1w9YYuMmwqFZnxETO9jFQEayKCeqquEHua7ZRnxhekMJ4rJi2O7XY7N910Ew888AA/+MEPsNvtbN++ndNOOw1RFLnhhhu47777+P73v4/H4+Gd73wnOTk5o+6vuLiYD37wgzz22GM888wzyLJMSUkJN998MzabbVonZ2CwmMl2JmkLycD44ngqgRadYQlRhAzb2PNXika/MP7uxXXku41YgcVOiTfBqaUh3jjqoXSKBTr6fOMTqsBPX8qhOypxxwUNoxaNMTCYLicXh3i53jmtfWg67Gmy81S1C1lM9d/DbVacFo1zlvVwwcoArl7jgNui8lqDgz/t8RFRREQBNuVHeO+mzkHxGH1jb0IRMPdWrRtPJE9VGCsa/Gmvj5u2zW/11HRnSj7HRUVF3HLLLaP+dvvtt09qf6WlpXzgAx+YSlMMDJYuOsSU6VUtg9EH2U8/VIwA3HV1zZjbv9bgoMQb5xtvb0CcfnMMFgBVnRYer/Tw/mn6YdYHTPzwhVx8DsWwGBvMOk1BM27L1JxVY4rAY8c8PHfcSUIVuWiVH1nSkUWdG7Z0kONURrQK76oIsqsiiKJBvd/Mfz1WRDgh8onTBvt1HO8y87lHirnzquO4hwjnkSzLU6E7KnH7P0pxW1W2FiydqpNTYemGbhoYpBE9MZG2kInlWfHxV+7l5Xon63LHT2o/lcE0oQpEkxLlmWMHu1Z1WvjdG1lcv7XDEMZLCGevwCj0TF4cd0UkkqrAk1VuHq9084713Vy4KjCjhUUM0ofR0vUNZbaz7BztsFDvN5PrnNrM1h/3+Kj3m3nH+m5OKg4jTrK/yiKUZya45ZQ2fvxiLvcdiHPFOj+QGm9/9nJqhj0QlXFbBj9XM5FJQtPg+y/kcnpZkBu3GeP1eBji2MAgDTjaYSWSFCcsjnU9VT1sV0UQkIflNx5vMB3v91A8NXK+Z+PoJVfrAybueCqfG7Z2ssPIHbqkyHUqnLs8wFefKOQnV9QMc73Z22zjjUYHdrNGd0Qiy6GQVAX2tdqo6bJglXW2F4X5+tsbyHMZVS8XExMVwxPdbqZE829fz6K6y8r/XTpyKfLWoMxf9mXiXebgBy+VkNQEHCYNm0kjpoiEEiJ3vL2BTPv00iScVhai2JPgv58oYGN+BH9U5s6Xs+mJp+SYwzw7aRieq3FxpN3GZ89sxiobMzTjYYhjA4M0YHvR5Ka4OsIyrSET568IoNT5TmSrmCH6Bs9vPF1AsSfOqaUhdpaGCMYk8lxJqros/PLVbC5b6+8V6AZLjRxnStR++L4yLlvTTSAm8WaTg6QGFknnnOU9xBSRIk+C9rAJf1TitNIQHz21zfBLXwRMVQRP9TjTFckb86JUd1l5qsrN1eu7kHvLL/Tl1d7TZOe0siDlGXHO3NWCLOnU+81YZY2EKrDcF8c7TvzFRCnNSBBJSnz+kWJsJpWP7WzjsWNu3mhy8JXHC/nepXWTtkyPx//bl8E5ywNpJ4w1Ha69ZxkXrfJz3ZbOtJlBMsSxgcEC5LkaJ2tzo0gizIbdzW7WuG5LB79/M4vuqMzhNht/3ZdJjkOhNWQi15nk0jV+zl3eMwtHN1gIXLrGz8Wr/LxQ6+SRox6W+eJ88ZxGrLKOx6pgGrv2k8ECY67E8ESOPxWh/O5NXZy7IsD3X8jjtvvKyHUmsZs1qjst7CwL8YWzmyjxJqi0KhSbU24N+a7Z+4h739YOfvtGFiWeBMc6LLzR5ACgOyZxqM1KeWZ82j748RoflrJOKjstdERMXLd5fgpEjYUogNOs8uARLw8f9XDzSe2cvWz+DS6GODYwWGC0h2X+fiCTr53fMOLvfQPidLl4dYCzKoLc8vcyLlrt5zO7mhF7o7NNop42X/gG84cowunlIU4vD813UwxmmPkWw2MxVWuyz67y3+c10hw00RmWCSVEbtyWoGAeZjIuWBXgzIoeehIiv3g5B4ukIYo60aTE154sZEtBmP/Y1TKlfQ+8d5qecik5f0Ugld85Dfna+Q382/2laLrAL17JYYUvTvE8F10xXLINDBYYz1S72FoYpjQjMesvMEnU0YHGgJm+YdUsLTxhHK/xpfXL3sAgXVhIz0pfWyfb3nxXkvV5UXaUhOdFGPdhNelEExL7W+3EVZFoUuLKdV1sKQjzZpODrsjkp1+GXovqg9l0RGSu39IxU82ecXJdCp8+o7n/738e8vA/z+QxgTpws4ZhOTYwWEDEkgIPHvHwydNbBg2CM+lvPBCLrPOZXc1846l81uVGKc1YGCVUR3tZTuYlOtvR8wYG6cJCEcNjMVO+yXNNaUaCu99VhY6ALOr9vsY/eTGHJ6rcvHMSBUtGuo+1lhgVmVK/j3W6srUwQo4zSVvIxPM1bgCeO+7kjIr5mZUyxLGBwTwxWaGm6/DRf5aSaVNZlxsjXuMYcb2ZJpQQ8dpUsh3pn1VgJl/ysx09b2Aw1ywGETweC1Ekp/zzB5tJBUHHH5XRdcadqRvrvlZ1WWfVd3om+b9L6njvPcv6//7TXh+nl4cQBGgMmIgmRZb5Jp7udDoY4niOmevBaSENEIuZ6d73eI0PuaSTUELi31dG5qwfVXVauOuVbD69qwV7GlQuS4eX+0htWGjP2WI4B4ORSYdnJB2Y8nVYNbPtmCpXb+jmjifz+dVrWZxeFmS5Lz4oN3FMEbj79SwKPQnOsoDUK6CPWSM8eMRDS9BEQhVIqCIf29k68kHSDEGAS1b7eabSzb+tDvPV/S4+/WAxK7JivFzvIJqU+OI5jeRnz35bDHE8Q6TrgDSRdhkvxakx1/dcqfOx3KkQSM6cw29CETAN8CHWdYgkBF6sc7C3yc4r9U7etamTVdmxGQv0G4t0fY7GI13F5mSu59B106H9BoNZqM/HQkLtsRJvnv9Zo2yHwn+e1cwDh718+9l8QgmJAleCHaUhthZE+P4LubSHTQD8y5rk309r5Y0mB0+9kcvVG7pY5othlnQy7cqCqzy5LTPJMpfKr3b42e+XOR428eEdbfzfC3mszIoRxDPrbTDE8QRY7ANSulQwSnfSoR8U2VWOBWW2ZM6Mi8PN95ajaAKrsqOE4hIdYZmTd7joqnSzIS/KNy6sJ9ep9J/7TAjk0faRDtd3Jpnt81HzR3+JzwTTTZ1lMHMstmdjoTLXMQs5ToWbtnfwjg1dRBMi7WETT1e7+ObT+ZxWFmR7UZg/783kWKeNLz1ehFXW+J+L6tPWBW6s66docG+9lWdbzdy2MpX3XxRghUuhVk7wnefyOWdZAFlkqAfKrLDkxbEx6EycdLWOTZeF1AdKnSqvd5pmbH+KljIZX7HWj92skuNQaPesY0VJc+q6dHiITyLIeSx/v4HXeSFdc4P5efbHs2RP1ic8HS3jAz8UjWdicTGTQtpt0XBbNHJdCuvzorSHZO7dn8HKrBj/fX4TcUXgkaMeTisL4rRoPF/jZGdJaEZKRM9Vv+xOiDzUZGWlSyF/QLGVfzVaeS0gcXpZkMvX+uekLbAExLEx4MwusxW0NFP3bWA7FnpfCCsCvz9u46OrRi/VPJlgFE0Hj1XhfVs72FxwokJfS3BqFklD/C4tpis2J9tHJrr+ZNab6vgw1nYjivhVox/DeFYMJtsHKsUYzxx3c44LKta0Y5F1LusVjnubbfz4xVyeP+7ks2eNnSc5XfpeVIEsi8bXNvXwQKOVz+918++rQ6xwqRyNw5bCMDdum9uP2UUpjtPlhi9lht6D2Z4Cnmg7FjIHAzIVTpXNGeNPmY0kkh875mZPs533bOqk2JMkFBcJxGRKepOt91+r/Mnv28BgIv0i3Z7HqbZnrO1G+m0sP1YDg8myXrHy5Q1B7qq046kr5uy8BBu9Ct0JgR5zDFHQONZpGbZduj1/ug53H7fxVKuF68sjHAzIXFYQoysu0hSVqAqlCrVcPYl0djPFghfHySYP8WR6+tcYGMwklUGJQrtKU0QkqQvkWVUs4+SuHGgd+83rWWQ7FP778UJEQSeqiGwtCJMxYAprMgwUQ+k26BrMH0ZfMDCYXcwilDlVaiMya01J/lRj4ycJkYQmUGR3km3W2VJ6Ij9wuj6TrTGRlzrMrPMk+d1xOwCvd5kBWOlWeKLFzFcvaMA5D5mSFrw4NjBYKoQUgRfaLTzdmrII/Nvq0ISsyH1syItyakmItTlRggmRHKeC06ylKkxNo13pOvAaGBgYLGYuLIhRHZS5Y3OQ7oSATQKHrPONA05qWhxA+houmqIi/3vQya6cOJcXxzjWI/Pdw04AMs0aBwIyn1wTxtflBvdgN6akyQO5s9s+QxwbGCwQXu5IfVG7ZI2gIpJjmdzXdJ4rwc9ezgGg1Bvnmxc2pO3AaWBgYGAwNlcWx/jQy16+9JaLr20KAqlYkiM9MlZRT+vx/cdHHJQ5FN5dGkMQQBZBFnQ+sTrMOu9go898nIchjg0MFgBRFRQ9lVnCIetEVZ0c6/jieKD/Zyx5InRZltJ74DQwMDAwGBuzCNkWFU2HmAovt5v49fFU5dSPjBG4PZ80RkQ+vzdVHrovuPxQQOZnx+zctjIyTBjPF4tOHMdV+FOtjXNy4xQ75r+il4HBdEmocH9DypXCIui0xkRuWRFBFqGnNht3afuwbYYGRSUUgaouK26Lyvu3t7OlIILekDkn7TcwMDAwmB2+uCHEx17zcOsr3v5ly5wK6z3pITL7iCrwjwYrDzdbAfjkmhCZFo0fH7XzWpeZ8/LibMtMnzLXi04c7w+YeLo15Zf5m1P9890cA4NpI4mwwqXikjUyzBp1EZnlToWe2onX0GwNy3SEZX519XEStT70BussttjAwMDAYC5wm3S+szXAwYCJjrjAOo/CSvfUgqxng7gKf6ix8WybBbdJ40PLw+zMTlIdkvjMm266E6kZzXSr4bfoxPHWjCTvq4jQEZuB7NcGBmlAe0zkxQ4zQUUkqKT69bcPOfn8BA2/4YTI/Ye8ZNoUErWGK4WBgYHBYsJn0Tk9JzHfzRjGoYDMtw46KXMo3LG5h3yrhpDyDuSnR+0IwPe3BfCY000aL0JxLAhwVm76dRIDg6miAWaxb/DQAYEzLaYR3Sn6iNf4iOd1c/cbWbzW4CCuinxqTWjU9Q0MDAwMDGaKJ1rM/O64HVnQ+eSaMHpTFkLvO6sjLtAel/iv9cG0FMawCMWxgcFiI6YK7O7NVAECFgFWWMaeGVE0+N/n8ilwJfjWRfV4Ozyz31ADAwMDgyVPXKU/b/EPtgewy0CvMI6r8LOjDrZlJqhwpY/7x1AMcWxgkMYEEgL/vc81aNnXcmUsojDmdlUhidagiU9XxDAvQWHc5489lnXdwGCiBBICBwIyp2QlkcZ+9AwMljwDbcGfeM3Ddl+CU7KSWCWdP9XYEAS4uHA62fVnH0McGxikMV8eIoxPtgn9wni0TBUA5U6VIk+Cbx10cnpOgjKHSpkzfb/ShzKauJ1MEOJU1p9t3KXt47bJEPSTQ9XhR0ccvLs0Sp5tdjIUmSWdzriIoYsNDMbHKsGdJ/tpjop8eZ+bFzosVIdkBAFO9iW4rCjOOPadeccQxwYGacwX1gfZ023iyRYLjVGJTbaJBZqaRfhkRZyn42H21nj4TbWdO0/2j1tuej4YSyymm7idLhM5n4mec8JhG3HdgeJ6rH0tVBE+9JwSus5KTUNosdEzyht3ouc62vW0SXBpUXzE9RbqdTQwmE0sEgi90XcldoUvbwylvSAeiCGODQzSmIgicE+NjWRvAZBfdKn8Z7ZAvml867EkwNkWmd91m4CUYJ4qAy25kxEGi03cLgQmes3T/d5MxMoOYBYE3uYY+6tvOuc63rYT2fdoHzIzgSHODdKVUoe6YFPqGuLYwCCNeaXT1C+MAawCRPVUxorxOB6S+P1xG16TxgeWR/pT6EyHoS/4dBdYBgsXo2+lOJ7QOBbXONchIorDv3AXohV7svd2oZyXweLBEMcGBmlMZXDwI3qxS8TbkQMFHcDoL426sMj/HHTyjpIoZ+YkkKeZ9nuiVjwDA4OZ5XsdqViB+4MqEir/ni1TbBr5S3cqz+hE3XAmsv102zIaM9kuA4OJYIhjA4M0Zq0nyaEeU//fb8Z0dvUK45FoiIg82Ggl06Jxki/BuXkzl/PbEMgGBnOPT4LO3lhalYnMGU2O6T7T6TomTKZdhpA2GIohjg0M0pg1Q8qAZo4TUPfdQ066estx/ue64Gw1y8DAYI64OVMmrul0q5BvEigcxWpsMHUGCumR/MMN8Tw52mMiDllL5TdeoCzgphsYLH5kaXD1oNeiOtd6daQRHIh7kgJdCZFbV4TZnpmctivFsP2nqYXIwGAxU2QSmHl7scFkGC8rjMEJepICn37TzRp3ks+sC893c6aMIY4NDNKYUruGU9IIqSml6xLhZ50qp9hFttsHq9+jPanHucSuTkkY//yYnd0dJs5+m5lvv+Im0nvMX5zixzTDQtvAwMBgITNemsTJWp/Hyjy0kHDKOh9cHmatR5nvpkyLBS+Ow80ZCGHjzd1H38NlfOkuDgQBnCadUK93RVCDIwmdIwmVjbbB1qS+8ge/rLLz+fWhSVXy+r/DdvZ0p0pUR1ShXxhDqshC1LAaGxgYGEyIkd6/M5njfKR3ebqIa1GAt2Unp72fsa5F2OGB3GkfYkwWvDg2GMxUCiqkwwNlMDq3rYzwlbecaEOmVj/VrPC2QCanlvbwRIuZIz0ykqBTHZI5HJBZ5534l/tZuQkOBkyscp3YZntmgltWRIjWG8LYwMDAIF0Y7V0+EXE9mrAe6/eZ4JnWlPFlV+7YQeLp4r5niGMDw8qc5pQ6VPJtGo3R4dF4L0Q0Xjjk7P97Z1aC3R1m7muwss4bmtD+e2qzKQf+Nw/ATLNT5L0FJsBEtN4xI+dgYGAwO9zZqXAwrnNHnoxjIZUgM5gXZqKozUAmqhVWuBRi2uj9M11EcR+GODYYEUMwzw+jDRBf2tDOPQcyeDKsD/vNIkC8d7HTpHF+foxHm63s6ZbZnDG69TjdBqPxUHSdiAZOEcSZqGhiYLAIOM0hYhU1zMYjYTAPjPce6dMNBXZt0PJ0f/8Y4thgwhhuGVNjJgaBWEM2l7t1ZEHj0dDgQSY+QC93+m1c65Uoz9T5dZWdQrvKxQVx1niU/rr26T4ojcZfAyovRk6c7Md9EsssRryBwdJmnVVkndV4Dgxmh6imIwDWKc5KLNT3jSGODabNQixfOtPMxQAgCAKXuCXOcIjous5X21SGem+9HtVpSSqYBCgQJLpCIt8+1FdERMcpCoS0JB/KlFi/wF6o7/FInGTTeSSkcSSu8/1OlS/lCPhkw2RmYGBgMBv8ya+SKwtc7B4nyf4iwxDHBjPKaCJxpMTqsLDEdLp8AbulVN7Tr+XCnd0aVYnBrhaN/Z4UOjZSFbZyZYFlZoFmBRQdShZgIQFBEFhuEVhuEWlTdF6LaExlvO5qypr5xo1C5hjVDA0MDAzSnSvcEs6FZUeZEQxxbDCvjJcrcrb2vRiwSiIfz0pZkRVd58WozjMhDY8k0JTQUYCrvSIrLCLeyeR1WwDkyAIXTUAZz6UQnuvjx0psY+4/s6Bj0O8Dhfpoyw0MDAwGkrlEZ+amLI4jkQiPP/44Bw4cID8/nxtvvBGAxsZG/v73v9Pc3Izb7ebcc89l27ZtAIRCIX7zm98QCAS47rrrKC0tBaCjo4MHH3yQmpoaNE1j9erVXHzxxbhcrumfocGCZbGL25lCEARMgsAZDjjDkRKMbYpOZ1JjtVVEWGLBa/MtiNOFoddhtOsydLkhlg0MDJY6UxLHyWSSX/ziF5hMJt75zneSn58PgKIo3H333axevZp3vetdVFVVce+995Kfn09BQQG7d+9mxYoVlJWV8dBDD3HrrbcSj8e56667WLVqFbfddhvJZJLHHnuMu+66i4997GOI4hK05xsYTJMcWSBHXjo+YoYgnjlGu5aGaDYwMFgqTEkc7969m3A4zKc+9SnMZnP/8uPHjxONRrnkkkswmUzk5OTw1ltvsXfvXgoKCkgmk3i9XjweD4qScoysqakhEolw+eWX91u4rrnmGr7yla9QXV3N8uXLZ+A0DQwMFiqG8E0P+u6DIZKXFhN9/ox+YbCYmJI43rt3L29729sGCWOA1tZWfD4fJpOpf1l+fj7t7Snf0R07dvDzn/+chx56iPe+971AakpYURR6enrweDwAmM1mbr/99v6/DQwMlhZzJYjbSOJDRmJpuZ5Mh8ncG0MwpSez8XyN5/9uYLCQmLQ4VlWVlpYWVq5cyQ9/+ENCoRArV67k0ksvJR6PY7VaB61vs9loaWkBwOfz8ZnPfAZN05Dl1KGXLVtGTk4OP/7xj9m1axebN2/G4XD0u2oYGBgsbubLMqyg8yA9XISbHEzjb2AwaSYimLqasgzxNMOk22yL4apjsNCYtDiORCJomsbBgwe59NJLEUWRv/3tb9x///2jBtDp+olUU6IoDvIjliSJW2+9lUceeYRHH32UBx98kA0bNhgBeQYGi5B0emnLCNyIb76bsWQZ2BcMq+PUSadnarIYwaAG6cqULMcA73znOykuLgbgwgsv5J577uHMM88cJIT7kKSxA4MsFguXXXYZF1xwAXv37uXJJ5/kzjvv5OMf//ggFw0DA4P0ZyG/rA3Sj6XsxrHUniVjpsEgXZi0OHY4HKnUUQNEa05ODoqiIMsy0Wh00PrRaHSYq8VA2traMJvNeL1ezGYzJ510EqtXr+ab3/wmVVVVrF69esz2tFesI6gmJ3saM0osZJu1fVud0fFXWgCEM/NoXnvSfDfDYAJM9l4N6/8lY6/vR6ULlQJMWA1f3ykTz/cR2LF2vpuRVgRGWDaTY+hUx/q4y0esZArbjvMsLSX6723J7N5n412V/sSk2TeaTlocm0wmsrKyqKurIy8vD4Curi5kWaagoIDHH3+cWCzWL4ibm5upqKgYdX9PPfUUiqJw7bXX9i9zOp2YTKYRrdBDya4+gDM80qMynNn6CrfMyl5HZqF+MTevPYn8g6/OdzMMJsBY96pd0flVm8AunFgQKcU86f7/PAFeJcIZODkbw3VqqgR2rMXz0sH5bsaCZ+iYOtZ7YqpjvXGv5pfJvDeNd1X6E3J4aNicM6vHmFK2itNPP53HHnuMjIwMbDYbDz/8MNu2baOiogK73c4///lPzjzzTKqrq6mrq+PKK68cdV87d+7kzjvv5IknnmDDhg1AKlWc2WymrKxs3LYE2r0k/EvH9cKobGUwH/T1uz1EaCTAPqI4kSjFPM6Ww7kYDxdjZKIxSA+WmuvCUmQi99h4nxoMZEri+OSTT6anp4d77rkHgHXr1nHRRRchyzI33HAD9913H9///vfxeDy8853vJCdndIVfXFzMBz/4QR577DGeeeYZZFmmpKSEm2++GZtt9twVFgOG75XBbNAesnBnk0oXGgBX4WVj72/bsLMN+/w1zsDAwGAW6BPQo5VlN96188vAexL1Omb9eFMuH33uuedy7rnnDlteVFTE7bffPql9lZaW8oEPfGCqTVnSGJZkg6mi6Tr7mz0UYOIReniZCAA7S6L40chGZjM2VmFBRSeBjg2jYqWBgcHSY6FnVJmPGZKJXpd0nL2Zsjg2SD+MClYGE6Gvn7xFlL/RyX+Sy0osvEyEAmS2YOdM8mgnyVHi3EUnJgQaSQW+lmPmBjIRjGA6AwMDgzkVdwPf7+koKgeS7u0bC0McL0IMa7JBH2MNTmuxYCeDSuI4eoXuWmzUk+AntDBSOKwM5CAbwtjAwMBgHljIgnMhYYjjRY5RmWjpMdbgqaHzJEFeIIwFgRg6EuDrHQoeJ8gOlGHCeC0W3kXm7DXawMDAwMAgTTDE8RLFsC4vPiZiUWgmyfOEAYj1SmAVaENB0KFYMGNHxIvEydg5RpwaEhROISuFgYGBwWRJoNNIglLMiMYMlcE8YYhjA0MoL2AmIojbSPIsIS7CgzJgeVHMiQDUW0N4FDPndBezMTtCABtnkMowsxPn7DTcwMBgUdFKEgciTsauiDuUVwnzAD1sw86leGgiwW/poiTm4pLOcnIK26fUnr4gYiuC4QZmMGkMcWwwCEMopy9T8TV7mTCvEaYdlf3E+pef3JNLWdTNX3KPARCQE/wtu4pCso1BwcCgFx2dACrHSXCMOB0JgYSgEZaS6OiYRQEbAiWYOQUHOchL0tqpoPNzOjgFB+fjHvRbW2M2ex3t7Hd2cmFnGZmKFRUNEACdIxkRsEGlovB9ukiIGmZBJCQl+JevmqygDa9iYXlGlGxMmEe5vjE0niZEVUIjIiUJiwoC4FBNnCPb2YxtxkSygo6KjmWU7D2dKDSRREHHhEAEjSQ6flSykFmHlYMddoJyguxE6vySokZZnh9pgfQfHZ0kjHo/FjrGe9BgVIaKMUMszz1TEcSdKDxNECsCzSiYegevgriD3ISdN13tvOJu5RV366DtMpHwIPU6XRgYLD0S6DxND8uwUI6Fh+nhFSIUx5yUxzJZplgwaxJO1YSIQFLQiIoKBx2d/MyRGh/P6yrhbZnJeT6T6fEYPYSCNnxJKwE5ztqIjy45hiboaICsCyRFDb8cp90UJSIq5OCgRZP4LWHcipl2cxRF0PBmRGk3RQmJSZ7IqEfUBTpNUSRdJDdhp8kSQkSgMOFkdSQDf0sWkiYRtkZJyEkC9iB+bzdvKDF6pAQmXcSjWMhN2CmMO8hQrERFhZfcLeiCzo6ePJyqCadqRtIFms1hnspo4FEhTKZi4azuYpbnjVxVV0fvj7fQ0WlDoROFHjTqwifk0mF7Nzo6GYLE5XgHFUN6iiAvEyYn5kTWRRRBxapJyLqIU7GzzxLmIWsbGR4LmYqVvc4OglICsy6hajpZSSuSLuLQZHxJKxmeCE5EBASKMBFuzMUvx3GpZkx6SpxP1bo+HR6gh9eIcB5OTsKBeZGl+TTEscGEGU+oGeJ56sxUBHIVcf7QX76jFx22B3N4zd1GkyUlfU/qySUzaUUVNFZEvf0WFXkeBlkDg/mkpTdloQeRMsy8TITdvTm/ATyKmUs7KwBoaspGBYZKK//yAPTWJXgss47Xk1ZyEjYqoh6cqgk5KtPc6sKrWBARyClsR0Mn2WtZnE9rc1tjNgARUaHK5qfWGqRLThByhZE1AU3Q2efsJCNpRUZA1AUUQcOkS7gUM+UxN9G2LDRRIyGnPgokXycFDeWYFJmwNUKpJmJLWlAFHUGHcl2gyxnAkbCxLOzGGbMh6RIa9NudHYlUEbCirlxoSC1TBY2EnEAqbqTZHGafs7NfMJfF3ORWrkJSLESBaO9+AvYeyGggKik0Sgp/zTmGJ2FGEXQsmoQqaISkJBEp5XS2gzIaY0ECcgJF0MhMWnGoJjIUM3pvG65pXYlTNXHE3s2f3C2ICNhUGV2AuKDyzo5VuNSUYG5qyh50vfPRWW9KYE2mipHr6GiChqRLhM1RQrYwmqATtkTpyeykKyIRkhLoQKvZj17QjtT7cZKZtPKetpX993AosymaL8TNduy8RJggGh4EWkhStEjiUwxxbDBjjCXwRqs6NBEWguhOl/Q6f6Z7sDAGVkS9dJpSLhVrwpmc5S+a+4YZGMwzGjoRNEJo+FHZGxaIiElqbcH+dTKTVlRT6v9v7ywlLqrE2300BcZ+vnMCmciqRHlbESZVJmZK4Hf0sDuvHkXQONmSx+6MGmKmBJImYlckoqKCIupIuoBLMWPXZKyajFkTERGwahI2VUZCJCDFyUs4WBYbXHZ9suJHRacLhapOBwE5TrccpyerKiUOxSTFcReZzUUUJM0k5ATOmAOzYsIRH9slwT10QUcBtS0uVOj3QI4N+Lk0L0hez4lrWtvimtR5lCatlAKlE1i3xxamR04gaALLYx5yE3a8igVZF0iIGpIu8IarjYikYNEkspM2XJFMEi05eMPuEc873PvPSy7nCSuIWGLETSkB64k4CaomgsO2SlHXMuxqDcBFad6ALVtLBv2qChqqqALw4NZn6TLF+GPOERRBIy9hZ0M4i/zEiepxo4lmmL5wlhDIw8QVeAE4QJS/4ucL5CEvAlcLQxwbpD3zZbFOF8E7GW4li3oSZCHzcCxOvTXEaYECfp1/EICIlKTFHOagvYsMxcLmUPagwb+tMRs1ZCfeO6jOx3SdgcFM0YHCwW4LnXKMw45uVDTsmgmHKlOkuiiIOyipWUlG2E2Hy0/UHEPKbGFD/UpsUSe2IfsbTcSJLWvIAoKkhJ8r5iA7mMGKlpR8c67wccHe01FEFUVUiJsSWBQzlqSZhJwkYokSl5PE5QSKpKIJGiE5SYcpgdURJiaqHHR0UdDqwKadeG0PFD9jPatHW9087W2gxRzBqklkOKN4FAtyZxbFcRu2uBWzKmNPDD3j4UxWyM7GPkbbfpCw7KWkM5+SzvwR1++zcZ5EBSf1/t+5zIdUJTLRAsWSLuGKOXDFhm8xlfMc69wkXURSRZKiQl53FpkhD76QF5Mi05jZxt8Lq9gczMauyVg0CUXQ+r27Y6LC8qiXTMUKpPpOpdWP3xRnQygLi576jJnqmL8WK59bJMIYDHFssAhYiCJ2uiTQeYUw7SiE0DABF+MhE5nM3sc6KaQmFq2axHtaV3JP7lFqrUFqrSdeIMsjHpyamSP2bp7MaOBDjesHDW1jWR6GYghpg5lGQefPdHOcOAqpAjQ34RuzjHkMjUfooUpRiYsqBVYHXsXCZR3lZCftw6a5+8jpSeXxLu0oGLR8sgJnpPWLw2bqR1hemhdMiWRl7Kno6px66kqPEpaSg8TxQIYK5bbGbFQ0GiwhnsqqYnnUy+YD2zD3mcYn0O7pUhUfWygts5zIqD7euiNtM5TxzmEk8TzVfU2VyVyTgQxsT2lekB2Vmwb97mpyYE2aCVmidMsKSSmBpEo4bamknV2mGK+527CqKf9nt2qm1RzBpsrsdXawJpxJQcJBoMWNRZcwaxKqoPf7NQ9kpLFeQFgkDhUpDHFsYJDmxNHQAWuvIHiTCM8RoguVlREvy6Nu3nS18x1zG1e0VbDb24yAQKslglsxIyCQqVi5/NWziVhiaILGntLDBJ09/C7/CADvb1zLNYmVyIioU2znRK1YBguTKBoRNLxIcxZRn0DnGHHO7C7kRU8LbaLCD9VOTvcXYtMkdGBNdpgEOq7e5+ORoEarWeTtgUK8ipX2xlwAkkDTgH3PlviZDEPbMJJ4q/M181bpUXw9XrKSI1t2VTSEXt9lFY1HAtCcWUO9NYhdlVl3fDUF3TnDXARm4hpMVNTO1LYjbTOWYB7IRM53tA+ZyTLV6zKR8xvtPMrHeC5VQaPbGcAWt6KKKkFbmJVxG96IG78tSFdZNW862+kyxUgKGqIOqqCToVjwJW1kJ22sC/sw6eKIRpPFNuYb4tjAII15gACv9gYHXYybk3AQQ6cLFXRICinhvD6URY8c5+mMBvymBBVRD2/vLKUknspT3NSUnUprFE+9XE87spVWdycvrdqLXZF5KrOBU3ryZqzdbYZbxoyRQCeJhmOE/LE9qLxAiM3YyeeERTCESgK9fxZhJJpIYkYga8g6lcR5lhCX4ibelEtS0Ggyh3nMVwfAFXjYjB0dnXYUxCH7SKCTQBs1320dCY4T5xQc/R98fcTRqG3xEhdVYqJClymO22EmLqrc3LwOgEP2Ll51tyLqoAk6/yCOrIm4VBNxUUW0CVzcWU68rpihvW+6YnCqgselprYdT8TVtqR8ThVR5XBBNS3eDkK21PO/49gmmnqtxoqoUpjXQas5youeZtpNUURdwK7JKIKGQzVR0FTC6u6NWBXLsGPMxjnOJ2O1eaLCear7nwuGHn8i1uWB9LlkZAUz+pe5Yydy2HujLryHNlHR+7eGRsycwKzIBOwh/PYgB7OaOZbl55SePEriLjR0FEHD3OuOsdgEsyGODQzSlAQ6DkSykEmi8QoROlE5Hxen4uAX8R6O21L/+iiLutGABkuQNeEMTLo04jSygNAfEBORFZKKxm5PM9uCOb3lP2YGQySPTwiVIBrHifMoQS7AxY7e4is1xPkNXQBcSwaexuL+7dSQndZ2Fy9nt5HRmU2jLnB/Vg2rwxl0yTHaLFG296TuZkJMpRzrlmME5SR2VSYmKmhCKhtDUdxJVsJGWErygjd1vF9q3cTzOzDpIhp6SnypMg+KQV5UUlkJWs0p4XZL43oAOkwxHs6sJSwnKY26OMtm4hlChNG4Ci95mLgXPwFUmsIy6yI+/HKcTjlGvTWIX45jze7EoqWmdTMUC9uCOayMpF7qTU3ZeMjmDFaduA6CiqiLNGS2Uu9rYdvxtcRHcFOYijCeaVHUt7/xBFu7u4vK/LpBy2TtxMfGi8v30GMPoYk6q5rK2NZeiCqmMjnoArijDsQB0+Fjnft8C7/ZZrLn1/chk85MVCz3MZ2PwtI8GV/IS2lHPsdzGnkst45VTeUcKqoiKSuURV1kJ+10yzFEBCyahFWTkXURb6eZrKStP3PHQnoPGOLYwCANUdC5g5YhSzXaUagkTgcKBUNCRmyqzIVdpfzLdxyfYuUFTzOlbW4KCtpH9bM8uXIDryzfR4M1BMC6UOZsnA5tjdkLamCcSVpI0oNKCWaeIMirRCiLulgTyaQ45uLnhfsBsKsySPAwQcwdqQ8XvyhA7y35A91cZcokLCmUxVwkBZVuOcbqcAZvuNrokmOgQ7UtgEM1kRu3E5EUzJqIVZPwJi2sjHjxKhYikkJW0oagQ701SJM5zCFHFyIC72hbTm7S3p/xtW8qvu/vbjlOWEoSExWykkX8NfsYd/aeg6yJnNKTi1s187S3kX8mk5TFvHjR+bmzA5smYdFkXIJIpT1AiyVCZtJKhmLhtEABeXEH8gBrcl+/HZyRezBSr+WquCuP4q7Bsx8TEQXpKITy/dlc9tpZ1PlaOJ5Tj0k19d8HTdCImxOYVJk1dRUUdeWlflPB1psebD7P+6g0u5nSV6oTDZWbH2bq/CdzntNxNRmPgX1phSaT3ZPJ86veQJEVNh9fjSpqdFmi2OMeRF0gISt0yUksrhC11h7aTVFWRL3kxR0EWzxU5PkXRPEQQxwbLHoS6ARRiaIRRUMlFdjTTBI/KnmY8CDRTBInIuVYxt3nbCMj8G4yCKPyImE6B3gCd/QWgW6yhqmIuimNuclMWlGElN9hWcxNszlEUE5w3BqgfEj6p4F4wicGvuxABsXx+ffDXEwk0fgZg7OplEfdFMddPONtJDNpBR0u7iyjNO7mwczjtJmjvOROfRgpgoasCZj0VBGA+7OOA+BUzay2u2i2BslL2Fke9eJLWrFrMs1NY9v++17dfZ8qFnIpB8p7/1YZ7Js7EhKptL5R4KK6QjRRQ9TFQdbKt7N80DZFgkrEEiMhJ8nxBXCrZrobBmcRaBvnuPPlFjGUkQTQTIu2Y3l1VOfWUdZWyLKWEkKWCKBTmVePoAuct3/nIB/iuXSXmG0BPBvHns79mY/z7TvmVNs9EwGOQ0n1MRfrj+cRc4TQIw5kTRqUys/a+w8gF/DawyhrjnHAHuTZ7CbQNBRR57KOcopGed+kgyHFEMcGi54f005gkmFmnyQHHXAP8ZtU0Imh4eitWDSbrMGKgs7LAwoSDKXa1kO1rQerKnFt62qO2Lp5y9nBxlAW5TEPD/lqeX/T2lG3f6PiQP//2z3dCKHCGT2HgSxW63ESneMtHrxq6qOq7xwbmjL5ZcEBVkS8hKQkzZYwZ3YXsTaSMgWXxFw0WUKU1qxADmbQhMDmUSz8A4nLCZq97ZS0F5Cz396/PMCJ4hRzEWzWFzwmIiJqI2ePGKkdpXlB1JCX7lH2mw7uD33MpSgaGIzX7GmnJqeBjbWreKPsEBo61Xn16EBBdw4nV22YsDCe7rWZTyE8k0z0PMoEc1qd83RF8nhMRUQLuogtNFa+5hNYIg7UY2UIec2c2lzGc2teB1IuWKOJ43RwxzPEscGiookkNgQykHmWEK8TIYzKGThQSAX8JNDpRCGChn9YyQxwIvKdXhvWNmycjxsLIq2NWfy0cB8ApVEX+QkHXaYYTeYwNk3mso4KigtS/prjZW5oa8wmKWgctwZwqiaykzZM+mAhrqOz19lB3CGyIerDqomU9QrekDy4PG1MUrmr4ACepInV4Ux0dF52t7C8uYSuxpFzfAKcdngbMVOCRzY/D8Ar7la2C6WjhFIZDKWtMZujtm4ezzvC5e0VWHSJvX6BFz1NlGaEsakyx609+JJWdnUX9gvjPneBsV4vfcFZQ7EoZso6ComEbNS3jPzRN11BNBFr0pRFbJpYf0diLkTRWMFUpXlBoqY4B4uq8FZV8NqKQ4iaSIspQs6R1WTVlSEnzXRBryf62Ez1WqWTODRIMRezFWMx1F9+YN8a2qc1QcNf2IC9OxM5Yaa7sIG25ZX9joKbQllsDo1vCJhPkWyIY4NJcYQYTxEkhk4uMuuwsQFrvxUjhoaCjhkRE8y6dXUoP++dwv4CeQRR+y3GzzLyYJ+TsNEjJYiLKm7VjF01EZGS2AUNsyayV4qzl7ZUJauCFkQ9VU613hoiLCUpjbnJB47Z/fwu7xDuhBmHZqI9rx23YmZlNANXhwWPYsGhmZB1AQGBSqufR3uj/71JC2Epyfqwj+yEjZikEhdUXKqJ3Z5mAPa5OgF41dPOyYFcYqJCSE4SF1QikoKGTlRS6JGTHHZ04w5ksPb4GvL8Y+eADtiDPL3u1f6/33S1s1ZUGN0RY2nSjYIHCRFhWFR2ftxBXtzOA77j2DUTPXICgLKYm63BHHKSJ6qLjeb7DSOLzbEEaPEIy2ZKOM6mAE0HH990FX+1LS6On/0KQXuYyLJKXB3ZLHt1x5T2NdnrnK7XZKGwR+5gszK3OfcnK5hnwgo9Ur+qigvooop10wE8rXnEHWHqN+3p/11SJSRVRJU0MhNWdgZGN9iMxHzMOhri2GBStKPQ0uvz6kflCHH+1vvbNmy83l/R/gQmYBulvERzfzqyehI8SIBmFD6IDx8yj9KTyqKAzDbsiAjE0Aig4kEalvZpJL5AHnF0ZAQuwt2fBm00Lu+oQNZFFEGnS44RExWsmoxJF4mKChICbsXcv05AjhMWk7hUMzlJG81NOejonFTcSHubD1NhE3FB5dRkPu2mKIeJE7WEiGSEiEkqsiJhT9josYfI9fvI9WdR3l5IyBrhcMFxGqUwCDptnpRdSNBTHxiaoINOyqc0KWBJOnAkrGQqJmwJK4IuYE1asCTNSONEqQ+0Rnojg22X72pdgXOUIgEzwUJyrVDQuScSpd4aIi6qnOEvZH3YN2y9NnOEFkuqn8VQKIg7uLyjYtCH4WRF8UTwL4Co+rlkPsXdZIOnxrLMlzyzi1xHGEEHa3BiU9dD9z9Zpnvt9sgzU6V0rsXlSLSJ0RGF7kTOcT4E8lDGu5ezZW0udkc5uKyK9mVVALgiDlRJZWXCyak9+TQ0Z3GosIrGnEZ0mLTZbK6tyIY4XoL4UehCRUXHh4wHCT8qP6QdEdCATCQ+iA8bEgo6UTT+QBctKCzDzCZs7AtDnTVEXEpZZ48ntP56nK6kiaApNfWf21tW06mY2K3HeZEEcUElLKdE9sOxOBExjEMzEZaSvG7qIdHlZVnUw915h4hIqfUK4w4u71g27HwGPiwyQn/5SgGBD5FFAwmOk6BWTUXoWzSJc7qLEQc8niZdIDdpH7bvPgaKGzupoKXm3r8FBCL1RancEdXLMAMxwAX9JUn7Iv2j5jgRcxRb0oI9fsKi6Io5OKl6ff+6AXsQUROxJi2YVLn/OBNhImIrKSp0ufz47YOn7X2KFS3No4jngrbGbEJigsr8ExlDOkyDP/yqrH5e9LQQE5X+ZQlRw97t680rPfJ1nKlMApvHXWNyTFYgrVQdMypIJ/rSTjcL50yLDUmVsfdMfu5mIYvisfY3FbE5nXZtpmjK+5hvYTweM9lXl1l04vYQTWsOopjjNKgnnPHO3n8K7mgqHWVBQer9XJzfSbHmhRbvjLVhNjHE8SJER6cZhSYSRNCIoxNHx45IAJWDWhyvYkHSBbpNPcTFVEEJEaE/sX4XKt+mDVkXSYipiHmzLiELAm2aztN6HMw6LtWEUzWhChpxScWhyOgCqKKOSzFh1iQ0AdyKmWVRDyVxFyZdJC6kSrtKuoAq6GiCTkWvGAZ4LLOOx4acV6MlzAF7yr3Aokk4VRMWXaKr1UVS0AhJCQJyAqsnhE4qSwWkIutzkXGHvLzsSYmdY3Y/JTEX24I55CdODBhjWfimQ59Qsies2BPWcdcdatGdCBMpnaoJGv/Y+jS6ONhytaqxjMKuXITM4Zb/mSZdrcdD3SWcmpkPN25ER6fSFsCXTN23qKjwtLeBFnOEs7uL8CVtqIJGfZcLT8TZn1psKOmWVmy6wmimRWq6id7ZZCIFQSa6n6mSbsJ4vOOMJTznqi1jke7CeCboE8QRr58uUaNu05tk1pfgz2/CHrdR3laIOWnGHXX2i+KZpq0xG5d37BnhmWDBi+OutgxM7fa0fNnONHfTSTUJTsdJLjJ1JGhDIY5GklR6soPEAHCoMvlxBzbNgkWTMOkiPaKCLsB7g2U4tBNT5wpaShgPsHQ1NmWRlBRUUcWsmJB0qb+zT0VAOlf7sB9OHVMj5WoxdPK+A9jZ7UBHx5o0Y1JN6ILOs2teQ9REsgWRJksYHZ24qBKSkiREDUEHWU9VyHIrZiIhK4JOf/qruKATkOLUuAdnS62zBimIO8hPOGZNFM8XA10ndHQilhhNthD1Wc39wriwK4eVTeXYE9Z+63RTkxNn2DZmoNhMMFSIztXzO/S4OjpRUSUsJQlbe4iICklBIyGqJAS1151Go0nTiNo6kDSJgCN1bbdWr8XUmU9fCZahGaLTsRLZUhKgc8VU/Tjn0yVmOv1gvoRoOgjg0VgIwniqVuOBH3E6OgfPeZwBCyjSbJz22tkUFgy4P7MkjPvoassYf6VpsuDFcR/pao2aLBo6LxOmBYUmkv05enWgr4u+okbJSdrITThZk7Rh1iQkBFrMEfA0c2Z3EWsiGaMGATkmIHIFwKyaYID/6UwKyD7hMDQa3xsZLijO2T9+QMrQr9SBbe37reGgD6E3IG7QuhNrclqjo5NZ1kKXM0DYEuVVS5SoJUZMThA3xRF1EU/EiSvqZGv1WrxhF66YY9Sp/7Hu9WxYBGZTLLc1ZqOh02GK0mXvokdKEJGUVGU2U6y/3K5TNWFTZZSwA1k1I6symqghaSIlMTvOmB1VUpFVGbNiwpYYOR+2IYonzmg+mvNhLZyuwJntlFszwUKxFi8UFoIonkkEBDb/63JK84LUZDeyt+wIiqQMFsZzQGZON37KZvUYi0YcpxsqOh2NKb/DPn/T3MLRO1AAle/RhkkVSEpjT7dd1FU2yBWgj7yEg5yjqZy2zcN+PcFowmek1FFDlw38eywRUJoXHPR7cdhM/QSi8UdKXTURxhJzfb+NH843cSYyRT7SuYyWnmsgbe5Odq/ag6xIyJqEJuiYegWZpInogKRJmFUZQRfQRI2QJUrUHMMX8uKM2ckKerF32LAmzViSZiyKecYyhzQ1Zc/alFkfQ8XyZFHRU4Fy5gj1vmpazBFsmkRW0oZbNeNRzJTEXKiNhdjj1kldm5E+7CYaVGcE0A1ms5I1puCaSzE29FhTFT4DBWg6COWZ+DAyRPFgFqIoPiqFp9Qfh6ZwExCoa3GTLyfYW3YEq7cHgqPH68wEQ40ljW1Fs3o8WGTieKD1eCxL1EStVGNFR/Yda6R1jhPnt3ThzenGrIt0y3GSvZWuJEQcqom8hJ2spA0VnaCU4C1XavAZKoydiglJFwiYEv3LHCNkE5gJq+5Ioq1P5A4Vu+Mx1Qj8iYjH+WAq5zOadXwscVWaF8QRs+OI2Qhbo2QGPGSGPKiihiKqiLqIJWnCnrCiSCo6OoIuUpw0kxXMQNbmJkPxRPrbbAvoPnR0aq1Bai09dJpi+OU4iqDhVE24/T5yOktY15OBLTm2r3cfI30QjrbeRJlvUdz3UkxHC3Kf0Eg3ATYTmQf6rneZYJ6JJo15jNki3e7LdBja10b6O0ezLUjxO9sM9ZNP9gbUv+5uw6GaWB85kcnnYLeVp9e/gk2VWRPJQNZFVHQyFAsro5N3iRhmLJkDL8hFJY5hdIvTWJao8axUE9nnwP8/4avGKZvYEsrGpIl4VAtWTep1jdAJSwo11gAt5jBib0CaRZWIiyp2TSYpaCTFVHGKvISdwriTmKhSbw3SLcdx9PuHzo2fbJ9QmCvROpcCeS4qidW2uDCtruoNsnOhiSr7zn+IN02pwUVWJLwRN464jYYeGz6rxrKWEiKWKAF7iKaMlMiMmmP9A9L2qnWUtc9eNbuZoKbVS7O3nbA1gprhJyIqKSu4JuJUTXgVC1lJGwVxB/IU7PpJQWWvo4MaWw8xUWV1OANXUzGumAOpN9PHeMyE8F1IDLQcpZtQTkeRPFPWZEi/6z0e6XQfJsJk7s3QdZeCGJ7pWQxXzMEVr55DlyPAs2tfY6+rnUs6yqntdtCSmQp8j0oKb7hOGEnsMWu/OJ6LGcjpsOjE8WyjoxOSkph0EYsmDfLr7bvRm0PZ7HN08KK7mZioDkvotzWYw86egmH7VtDoNMXQ0clJ2gcFyAFsC+XQ1JRN67At54fRBOxMCIuB+5iKUE43cfPKilRlvazyDLKCXqyaTFRXkVWJpKzQ4e6mg27IhnbA1+NF0kXipjgxUwJN0LEoJrJ6MijszqGwK3fYMRJSEr+jhx5bmB5biLrslHPNFa+eM2PnMZEPl4SU5EjBceqymskIu/FEXLhbCshOmhF1kaSkELKGOeBrJdibPeTiN3b1BwVOBFNpHQ9n1uBLWimrXU5Oj29SVvO57B/zbTUejXS1JqejSO5jYJsWo6BKx2s+FovxHkyX2XTl6bMedxc0EI7YWWOVyQi7yerJoMPdzR/yjkDe4G0kReSCvacj6SKiLg6K8ekz8E002H8uxfSiEMcjXdDRArSG3oSx1hu43/yCNna7m6m0B4ijoQkakiaRGfKQ3ZNJlj2I1uRDREQmmy1UABA1xXhk8wv9+5EViZ6wleeUGJnuMF09DjxRJ76gd5DfoziNzBDzzWhuBFMl3YTuVMisK6GrpC4lgt3dAIia2G8JHsqmulU4YrZR04JBKldxTU4jbe4ueuwh4gNcb/pwN+WnXC/G8Kkden1H8w8fbX04cc91dB7c+izmpIkzDm3HFRt5oN5bcpig7YQoO5pfw7qG5aMecyiv6hGCchJVlejJq6Pd3UVGyIMtaUHQBRRJJSEnUUUVS9JCvj+r/xpMxU1oOgycikxHoZzuIhnSU7TNVE7e+SYdr+1YLMRrPB6zXdVuuvSNYVFXgIaSWtorqgGoS5hJyElEXcSlmBASFsyKqf8dZ49bOWffjjHfYzBxndO/niANy3Y10yx4cdzekQG9JYIHMtrFHrp8ouvVt2SytzBl/cvrzsIRtyPoELZGqc1uYn/JMQBK2vPZVLuqvzPYklauePUcmr3t9NhCACRkhYA9SLemEc1oY1/pUcxJE56IC1tv5zqmmLElLGTLCSzK7PmrzQWleUGcDvOcCpJ0o3TvVor3byTs9RPxdBPIbybuCKFZTghaURPpKxfy1LpX0AWdlU2lrG0cWTQeKD5GTU4TGSE3roZC4uXHsYScJGwRdCnllhPKbufFiANr0E1GUyHiKNbVpDlO1BMAdDTJNunzq21xoaMjr01VR8qoKaerJo+uodehV0RvqF/J6qYKBF0gISd5YdUb2BIWKtpGKoo8mOoOKzUnNQIQscSIWGJ0uQJ0uLuRNImwOYoiqTjiNiRNImgLkxnykBlyI2oSPXYb7ZqEWNyFoEqImoioSqALSIqMKW7FHJ2dAJOhuW3TSSwbLhfTZ7T2bRatc149Ld2v1XgsNhE8VXE716J4tPzbLSuO0Lz6EKImsqqxHFfMgStqx5awpjJbLTIWvDieK2RN5pLXz6THFiJkjRC2RAhbYySkJJqgYUmYiZsT1GU3s7K5DGd88Mv19fKDKAOshJe/ena/JUtHJ2SNUJfVzLH82kHb5fh97Dy2edbPb64YLYPDUkBUZVydWbg6s8ipXk4oqwMpYSa29gi12U1ovX7mA+ly9qAJGqI+3Ce3rK0ISZPpToAmqeQfXk3usVUk7GECOa00btiHZlJoW14JQNwRJKOpCL1fj+kgQM2W14i7QlgDbmKeHrJLdaIuG7bg2FW6Ys4g7WXV6IJOwh4h5upB0AXyjq4iu3p4JUMdnapOC4o5jmJWUCxxFHOC+o17+lozJn39RAK2/OuK/uXFeQE0UUfSUtfojbKDNGW0EbKdSBQ/0GLPBAKdVz91NrbQbGd7Tl/SVSgvFJE8Ggu13bPNYhPCC40+QTz0Y11Hx5/fRNTjp3VFygC4rXothd3D3foWG4Y4ngSyJpEZ9pAZnnxpz0ve3IUqqPgdQZKSMkgYa4KGJWkmaB3+ElrRUjLtdqc7U0mJNVMMHQxmomrVRBAQcHWkZifkPRtYt9pOxBwjboqjAxbFjD1upcHXyksr9lLWVkhSVpBVCYtiJmKOEbSFiZniJGQVV0cW3qZCFHMCQZPIrqkgp2YZjWv30dZb67515TFaVx4btU3F+zfSVVQPOxggoEemcc0B2pYfQ46bkeMWRFXG05KPNeRCF3Q6S2qJugMkrVEUSwLFnEAxJRAAOW5BSpiRE2bkhAVvUwHu1lyWKUPLaICGRtQSI2KO4bEHscetiLpI1ByjxxamxdtOvTmOIqok5SSKpJCUVDRRQ9AFPGEXJlVC87sxxWwImoigCYiaiKCLvX+LqfzXmoikmLCEHJhjM2s5HqkiWjpZjfsYKd3TSJar+RbM46WAM1g4LHZhnA7p/EZjvPddwhahZvurg5a9XnGQwtcHi+PpFAhLVwxxPAl6rCEOFlWRkJP94sURt+GKOsgMeYb51SQlhcc37CZuSg5ablJkNCElivuqlQma0G/5GkhTRhvZweGiYbEykRzK02UsUTLXYrk/VV5L6Yi/L2st5lBRNdW5DZgVE4qkEJeT2BIW3FEnYmMe2XELXcV1tJcdRzUpgI4pZsUadGGJOCjYvx5JMaFJCoo5jqCLWMIOwpmdxJwhNFlBk1RqN7+BJezE21RAvGe4FXsgtqALe1cGctLcLywVc4Kwt7v/b7s/A0u4qF8EywkzoiIP838eeM8VOYG6/gjt7m4ScpKgLYysStgTVpKSQsQcAwEsSTOOuI08fxYF3TnIqoRJlZFVuT8ntICQVrMS6SiGp0o6+ClPRFQZAjp9WOwiuI90FsNjMdL4ZIk6+mfp8gu7eHDrs2iiRnyIu+diEsV9GOJ4EkTNcVoyRh5stxxfQ2lHAVU59ewrPcrKpjKWtRRhj6f8N1VRQ5FSvtFJWeHMAydhj9sQdRFJE2esQMNiYbasyRMVKHNhQR4tz/FAJF1iff2KcfdV++qO/u1rWh2Evd0k7BES9ghdJXXE3D2jblvx8g48bSdCjM3r7UBozONlNpSQ2VCCJmgg6KhykqQ1hmKJo8oKuqihyQpxZ4ioqCEnTZiiNjRJxRS34Owa/KLsdPqp2XKEQG4L7vYcvJUVrHRouKOOQYOwjo4qauNmpphvUbwQhXCf0J2JAKCh286XiJ7LCntLnaUifkdjoYrioQwt+tFHc2MmxfImAsureGTTC5gVE9k9GRR055DVk4FJW1xycnGdzSyT2+MbMS2WhtYvbl2907FHC2oo7Mpl16GT+tdTBZWHNj+HIqs8ve7VMYOtDE4wU9bkyQjj0dadSdE80vlMNcfzwG0EXcTZ7YPuVFJ2HZ2WIeJYSphRzalgwOpTXupfvurZXYBz2P41USXi7Sbs7SZpixLx+om5enot1SCoEqaYFVPcgpQ0IegCoiIjqhKCJhJ1B1CsMUK+TgDyD69BlZPEHWEO2yIkrXGyj5dTcHhtfzBcpPffQmIhiuKpMpbgHeqekY4+zKNlwzBcNoYzVPgu9pR2k2Ehi+LJjldZteVYe9z0nPYcMXOc+qwW6rNS6ThL2vPRBR1PxEVW0Jua2RwhVmahsCTE8e6Vb9LmGRw3b0tY8AW92OOpErvWhAVH3IasyiCkBIUu6Ai60D9NGzHHeGzT7v59mBSZU49uHuSDnNMroFVB5XhOI22ezv6I/G5HD5ImofRm10iMksbLYDDz7Yc89LfZtipPpwjKSNcq/9hqPK15JOwRkpY4kiIjJU3485voKqnrX6/i5R3YAl4AdEEjnNGFP6+ZYFY7cVcQS9iJoysTU8xK7rGV2IJu5HgqdZowwUGwq7Ce9vJqEtYopoQFT2seppgVZ2fWqJk00pXFLoRHErGTcacYrVxtuliVBzKRohCLVTCP9TEwmvBd6oJ4IFMty5zuDBzfBr7zhF73T0EVkZKp2BFXezZaJGXU8Oe3U5VbT8wUR9YkcgI+VFFldWMF3mjq/TQwhW66umQseHHc0mEnnvpwGSYo+m7A6fFM9kZUWswRQnLK/zdqjtPgm3g5DUkVyQi7kVUJpbewR1JWOFRY3TvtqyOpEggQlxO0eDv6i3+UtRUgqzLFnXlkhFOV0BbyF9VSp08gjyWOpiugZ/qDwN7jxd7jHbTM05ZH/pE1HN71FKo5Qcuqw7RVVOLO38Bbb38OU9yKpyWPogMbsAe8SMr46XrG+3jIbCwms3H8dG3pxGIXwZNhskJ2IsIhHa3KIzGaIBxainjo8nSmr82G2DUYi0FCOfD/27vz8CartH/g3+xN040u0IXSlrJYQMqwFJQfA8qOwOggOAIvi6OOwsDr6LzyqjMCMoKi6MyFiqCDCiKiCAziCyIgcCkgsrQqpVBoEVtKoVBK6Z7k/v3R9LEpbZpC0iT0+7muXpDzbPc5J0/OnSfP0srubkHXOZOICAAWbRWuRJ3D2R5HAQDnWxUgsNQErVUDvS1nCr0WDFOoBWrbE02NlQZoLVq0jbwMTa0HrHmCzyfHlYZyVPhbAKm+/2lcRAnUUn0Ob81T6yw/x6Eb4tCtzrIWlRUVukoERuWjRFOFC/pS5Biu4bK2orpbbFexW1VWmLUWFARdQadz8YgriMLpciv8Iy+jVVAJ1OrqTqzSVl/E5G8xIqWgPQKsOgSb9cg719puuw2dX1r3wSOuVt/6b/ZRza4+yukO7khuGltncxxhdgV9uRHddgxDSUghrBoLRCUwXg1G0p67m3yv35o28fa6t5Rkt6FEs5PF1KxJaEMJsqMYmjvGm+HM0dXWVqPDh5owOfVtt+rR4/rUd0S5vjKNWYewX+IQci4Glf6lELUVorLCojMjJKIIFnX13btytSUQjRWVxjKYjWWwqKt/WQ8sM0Fn0UJnyq3+16yD3qyF3qxHUGAQotH0u4Y1hc8nxz/3PIyi+KsABGZ9JX6w9ZGhsvpRtRa1BarWGVBb1bBWaaCyVp8DqbZooLZoEKgVaKxaBBsqoRM1EsuC0ctswJWCVlBBBbVVhW+SjijbOxl9Blmh56Gt1CMAGlRoBX5WDXSihs6qQemVIBiCSlGmqcIlXRmuVJgQrS+DqbL6wrzaCWHdxNLVzxqvu776EuP64mgqR0muu+9r7M2JjrcniTWq77/863vDUBIAfVnT1tHQT3Ce4s3vC3dy9nQHT/KFGN2NyTDdyuw/f3VAaXUiWzM2WC+2hgpAK9tfXRZtFcqCrsKqMcOiNcOiq0K5vhIlukqY9eUoDi1HNBLcWgefT4799v4/VGVXN7rYHiMQG1WEEkMZzhWYbOcxCqxqK0RT/c3FqrFC1BZYtWa0Ci2BWWOGucyCEo0FhdoqZPoVwRp9BVBVH132Kw5ElaECVo0ZorHC7FcOs185ygFc98NZ8Hn71yHAsXanHP8MUUvtBPZmE2VHR6LrJqi1X99MotzQdhp7JLEzfDHhaejKX3dvr8aNbPeKxX1xu/JWeb74frgZdRPGeJXeZ5JIX4mT6EY58x6/1Y4uN/X+7Q0dMLpumQo9UPLrF8jayzxTNhGFhYXYsWPHDUbtHJ9PjmuruWNETl4IgBDUfghuQ4Oy5FU/cat9nYTQmaObcZHFsMJqu02bGWaNBVUas/IgArPajGJjCeTnmAbX4eiorStOsajvFI7G6uZs3Wvmq29ncCbpaSy58YYjkK7i6CiyKxNRR9twtP7afdGjCcvVXbapGvuJriVjQkl0a6m9T/tyolz7NJKmfl7XHlOcyQGeKZt4Y0HepFsqOa7NmXNCgV8HZGcSwvqWiYsshtqqrr7Hn+1ZH7XXVd9ab2TbN6u+bdzMUTxHiXF95YGWhqc15FZLkhpLgt11Gkbtc4FvZnl3zX+zy92KmBgT3drq7uPenizXjfdmzrN29Fn/rvXBG1qnq90yyfHNDsiN3X2goWWaklTXV147GWqu5KChujp7b98bTeJcXT9fvQiiKU/oo5bJG55AR0TNx9EFtJ7SHJ8/3pIM13XLJMc1bvRnixtJSlyRyHgiGXLFkUBvSOKcvQWULybQ1DLU9wWPCTER1XDn50FDY6Oz26z5/GpK3uWtyXBdPp8cn1WX4aLG6vL13kon17vr55um7LQNXTzU1Fs8eVJT43LH+6M52iZepW98pgY059F8Z99PzbFdb1ofEZEzXPHZU3sde6sevun1eQufT44dcfeg46uDmjfF3RyxeKq+3tTOTXUzsbuj3s6eZuDLbU5E5O1upQTYkVs6OSaiWwOTXiJqqVpKQupNVCLik/fLqrnPXUpKCoKCgjwdDjWioKAA4eH2N75/5++HPBRN83lkQW9Ph9Bk9fUVeR/2k+9gX/kO9pX3u3r1Kg4ePIghQ4agVav6HiNy83w2OS4tLcW2bdtgsVgan5mIiIiIbgkajQYjRoyAv7+/W9bvs8kxUJ0gV1RUeDoMIiIiImomBoPBbYkx4OPJMRERERGRK6k9HQARERERkbdgckxEREREZMPkmIiIiIjIhskxEREREZGNVz0EpObedSdPnsSMGTOU8gsXLmDTpk3IyclBSEgIRo4ciaSkJGX60aNH8dVXX6GoqAiRkZG477770LZtWwDAzz//jDVr1iAoKAjTpk1DQEBAs9fLlzXUJ1lZWdi6dSvy8/MRFBSEgQMHok+fPsr0pvSJv78/5s2bhwkTJqBbt24AAKvVigULFmDYsGG44447lPW++OKLGDx4MPr169dMLeC7SktLsWPHDhw7dgxRUVGYNm0aACA3NxcbN25EXl4egoKCMGTIEPTq1QsAcO3aNbz//vsoKirC5MmTERcXh5UrVyI8PBxjx45V1v3BBx9Aq9Vi0qRJStnatWshIpg4cWKz1rOlKCkpwYYNG3Dy5EnodDr07NkTo0aNgkqlwieffILjx49j2LBhuPPOOz0daovgqv3r8uXLWLx4cb3bWLBgAXQ6XXNV6ZbQHGNWQEAADh06hPXr11+3/djYWMycOdP9Fb3FeFv+5zXJ8YYNG3D48GH4+fnZfRhYLBasXr0aMTExmDVrFo4dO4Y1a9bgL3/5C8LCwnD+/HmsX78eY8eORUJCAr755husWrUK//M//wOdToetW7fi97//Pc6ePYt9+/Zh2LBhHqylb2moTwoKCrBy5UoMGTIEDzzwALKzs7Fhwwa0atUKHTp0uKE+iYmJQU5OjpIc5+XloaysDNnZ2UpyXFRUhOLiYrRr184j7eFLqqqq8M4770Cn02H8+PGIiooCAJjNZqxatQq33XYbJkyYgNOnT+Ozzz5DVFQUoqOjsW/fPnTs2BHx8fHYunUrHnvsMcTGxiIzM1NZt9VqRXZ2NrRa+4+PnJwcuy8y5FqbNm1CcXExHn/8cVy7dg3r1q1Dq1at0KZNG6X8vffeQ58+fZhQuZkr968aM2fOREhIiN122I9N05xjFgAEBwfjz3/+s10MGo2mWet8K/DG/M9rTqsICAjAjBkzMHLkSLvyS5cu4eLFi7jnnnsQERGBQYMGISQkRBms09LSkJCQgL59+6J169YYPXo0ysrKkJWVBaD6QywoKAgBAQEwm83NXi9f1lCfpKamIjo6GoMGDUJ4eDj69OmDDh06ICMjA8CN9UlsbCxycnKUbZw+fRphYWHIzs5WynJycqDX6xEZGenuqvu8ffv2oaSkBA8//DA6dOgAk8kEAMjOzkZZWRlGjx6N1q1b44477kBcXBzS0tIAVPdNQEAAgoOD7fomLy9PeeDOuXPnoFKpYLFYcOHCBQBAWVkZLl++zC8ublJZWYn09HSMGjUK0dHR6NSpE/r164fU1FRUVVXBaDQiMDAQarWaD0ZqBq7cv2qYTCYEBgba/VHTNOeYBQAqleq6PnPnvXdvVd6Y/3lNclxz9LCuqqoqAPbfoHU6nVKen5+PNm3aKNP0ej3CwsJw8eJFAMDgwYOxbNky7NmzB3379nVnFW45DfVJUlISxowZY1em1WqVb8w30iexsbHIzc1VlsnKykKfPn1QWVmpLJebm4uYmBio1V7ztvVaaWlp6N+/P/R6vV15fn4+wsLC7PanqKgopY379euHvXv34o033sDdd98NoLpvqqqqkJ+fD6C6b+Li4hAbG6t8ecnNzYVarUZ0dHRzVK/FKSgogMVisftiWNNvnTp1QklJCV544QV0794dfn5+Hoy0ZXDl/kWu05xjFrmON+Z/XnNaRUOioqIQFhaG3bt3Y+jQoThx4gQuXryILl26AAAqKiquGwyMRiPKy8sBAF26dMHcuXOhVquZVLlI3TdxUVERTp06pXzY30iftGvXDmVlZSgoKEBoaCiys7MxdOhQZGdnIysrCxEREcjJyeGRSSdYLBacP38enTp1wtKlS3Ht2jV06tQJY8aMabBvzp8/DwAICwvDnDlzYLValdMmTCYTwsLCkJOTg+joaJw+fRodOnSA1WpFVlYW+vbtq0yre6oFuUbNk0Br953RaERFRQU0Gg0effRRVFZWXpeskeu5ev8i93PHmEXu58n8z+v3TrVajQkTJmD58uXYs2cPRARjxoxBWFgYgOrzH+tT+8F//BByH6vVik8//RRJSUmIjY1VyurjqE+Cg4MRFBSE3NxclJWVQaPRIDo6Gu3bt0d2djb69u2L3NxcpKSkuK8yt4jS0lJYrVakp6djzJgxUKvV2LBhA7Zs2dLgT7W1+6a+D5KaI/sWiwVnzpzBiBEjYDab8e233wKoPnJc0//kes7sU0yMm4c79i8AeP3116FSqZTXY8aMsbtgjFzDVWMWUJ1kP//883Zls2bNQkREhAsjbrk8mf95fdZYXl6OdevWYcCAAUhOTsYvv/yCrVu3Ii4uDm3btoVKpUJ9T8Dmt7vm8cUXX6CwsNDurgU32iexsbH45ZdfUFhYiMTERKhUKiQmJuLbb79FYWEhSkpKeOTYCTXnnI4fP1758B85ciQ+/vhjDBo0qN6+aewiktjYWBw5cgS5ubnQ6XSIjIyEiKCiogIFBQXIycnB8OHDXV8ZAgAlabJarXb7ET/nmp879i8AmD59OoKCgpTXvLOSe7hyzAoMDMSjjz5qV9aqVSvXBEoezf+8/pM1LS0NKpUKI0eORHR0NPr27YuuXbvim2++AQAYDAaUlZXZLVNWVgaj0eiJcFuUgwcP4vDhw5g6dapde99on7Rr1w65ubnIyspChw4dAADR0dGorKzEjz/+qBxdJsdMJhNUKpXdeVqtW7eG2WyGVqutt28aO0+1Xbt2OH/+PDIzM5UvLmq1GgkJCTh27BgKCwt55NiNDAYDANj1nTP9Rq7njv0LAEJCQhAeHq78sW9dz9Vjllqttuuz8PBw3q3ChTyZ/3l9clzzgVObXq9Xrjxs06aN3YVclZWVuHTpkt1J2uR6WVlZ+PzzzzFx4kS0bt3abtqN9klsbCwKCgrwyy+/IDExEQCUBOzw4cM8auwknU6H8PBwnD17Vim7fPkytFotoqOjcenSJeWcLKD6tnmN9U1UVBRUKhXS0tKUvgGAxMREHDlyRDkvmdwjPDwcarXabr9ypt/I9dyxf5H7uWPMIvfyZP7n9clxp06dUFBQgD179uDSpUs4duwYjhw5opyQnZycjJycHHzzzTe4ePEitmzZApPJhPj4eM8Gfgu7dOkSPvzwQwwYMABRUVEoLi5W/oAb75O2bduipKQEBoMB4eHhSnn79u2Rn5/PI5NNMGDAAHz11VfIzMxETk4Otm3bhl69eqF9+/bw9/fH5s2bceHCBRw4cABnz55FcnKyw/XVDPwXLlxQjuoD7JvmYjAY0KVLF2zbtg25ubnIzMzEgQMH0KNHD0+H1iK5ev8Cqh/yUvuztLi4uMFzKqlp3DVmich1fVZSUtIMNWoZPJn/ef05xxEREZgyZQq2b9+OHTt2IDAwEEOGDEHPnj0BVB/RGj9+PLZv346tW7ciKioKU6ZM4U8bbnT06FGUlpZi165d2LVrl920l1566Yb7RK/Xo02bNtddWVxzpJJHjp2XkpKCq1ev4uOPPwYAdO3aFaNGjYJWq8WUKVOwadMm/Otf/0JwcDDGjx9/3ZGU+sTGxuLatWsIDQ1VyqKiomA0Gtk3zeC+++7DZ599hrfffhs6nQ59+vThBaoe4o79680337yu7LnnnuP9jl3AXWNWUVERXnzxRbuyiIgIPPXUUy6vQ0vkyfxPJfWdzUxERERE1AJ5/WkVRERERETNhckxEREREZENk2MiIiIiIhsmx0RERERENkyOiYiIiIhsmBwTEREREdkwOSYiIiIismFyTERERERkw+SYiIiIiMiGyTERERERkQ2TYyIiIiIiGybHREREREQ2TI6JiIiIiGyYHBMRERER2TA5JiIiIiKyYXJMRERERGTD5JiIiIiIyIbJMRERERGRDZNjIiIiIiIbJsdERERERDZMjomIiIiIbJgcExERERHZMDkmIiIiIrJhckxEREREZMPkmIiIiIjIhskxEREREZENk2MiIiIiIhsmx0RERERENkyOiYiIiIhstJ4OgG5caWkpKioqPB0GERERNSODwQB/f39Ph3HLYnLso0pLS7Fhw+cwGHjwn4iIqCXRaDQYMWIEE2Q3YXLsoyoqKmAwqLFiWT7yzlV6OpxGdbaEeDoEp7WzGj0dglNideLpEJwWGV7q6RCcFhFe6OkQnBLa2jfiBIDgiCueDsFppijfaFdddJGnQ3BerO/s/2VxZk+H0KiS4tb48ciDqKioYHLsJkyOfVzeuUqc/dn7k+NQs9XTITitlcXTETinwuDpCJqgwkcaFYBOfONUJaO+xNMhOC3A33cSuaCqS54OwSkGlW/ECQDiV+zpEJymC/H+5Jjcj7/JExERERHZMDkmIiIiIrJhckxEREREZMPkmIiIiIjIhskxEREREZENk2MiIiIiIhsmx0RERERENkyOiYiIiIhsmBwTEREREdkwOSYiIiIismFyTERERERko/V0AHRzoqL1ng7BKREW3/keFmj1dATOMeg8HUEThGs8HYHTqsINng7BKWUhJk+H4LRrpipPh+A00fnGB4BOfGj4Lg/0dAROK7ti9nQIjSopbu3pEG55PrR3UW0GgwEajQaPPt7G06EQOSHY0wE47YqPxHoF8Z4OgTzJ4ukAmuCMpwNogjOeDsA5Go0GBoNvfJH3RSoREU8HQTemtLQUFRUVng6DiIiImpHBYIC/v7+nw7hlMTkmIiIiIrLxnRNBiYiIiIjcjMkxEREREZENk2Mv9PPPP+Pee+9FaGgoYmJi8OSTTyrnFu/Zswf9+vVDQEAAOnXqhJUrV9a7joKCAoSFhWHatGnNGLl3c9Su3377Lfr27YuAgAB0794dX3zxhd2ymzdvRteuXREYGIi77roLGRkZnqiC13HUpu+++y5UKpXd34gRI5Rlly1bhs6dOyMgIAD9+vXDvn37PFUNr+KoTQHg+PHjGDduHMLDw/Hyyy9ft/wXX3yBAQMGIDAwEAcOHGjO0L2ao3Y9fvw47rrrLgQGBqJr167YsmWL3bJr1qxBYmIiDAYDevfujUOHDnmiCl7HUZvu2LEDycnJ8PPzQ79+/fDTTz/Vuw6OVfZycnJw3333ISQkBPHx8XjppZeUaUePHkVKSgoMBgMSEhKwatUqu2U5TrmQkFeprKyUpKQkmTBhghw7dkx27twpkZGR8vzzz0tmZqb4+fnJokWLJDMzU/7973+LWq2WnTt3XreeP/7xj6JSqWTq1KnNXwkv5Khdf/nlFwkMDJSFCxfKqVOn5M033xQ/Pz/JysoSEZFTp06JXq+X1157TTIyMuT++++XpKQkMZvNHq6VZzlqUxGRf/zjHzJq1CjJy8tT/i5fviwiIqtXr5bg4GD59NNPJTMzU2bOnCmhoaFSUFDgySp5XGNtmp6eLsHBwTJt2jQ5fPiwFBcX2y2/Zs0aMRgMsmjRIjlx4oRUVlZ6ohpex1G7VlVVSefOnWXSpEly4sQJWbRokfj5+cnp06dFROSHH34QnU4nb7/9thw/flweeeQRiY6OlrKyMg/XyrMctemZM2fEaDTKCy+8IMePH5dHH31U4uPjpaqq6rr1cKz6lcVikV69esm4ceMkIyNDvvzySwkNDZWPPvpIKioqpG3btvLYY4/J8ePH5c033xSNRiOpqakiwnHK1Zgce5k9e/aITqeTa9euKWULFy6Unj17yvz58+WOO+6wm3/YsGHy5JNP2pUdOHBAwsPDZfTo0fzAsXHUrm+//bZ07tzZbv6kpCRZvny5iIi89dZbcttttynTcnNzBYAcP368eYL3Uo7aVERk1qxZ8qc//aneZe+66y555plnlNeVlZViMplk8+bN7g3ayzXWpqNGjZLf/e539S5bVlYmYWFh8vrrrzdDpL7FUbump6cLADl//rwyrWPHjrJs2TIREXn22Wdl8ODByrRr166J0WiUrVu3Nl8FvJCjNl24cKEkJycr5ZWVlRIZGSnr16+3WwfHKnsZGRkCQPLy8pSyxx9/XB588EHZvn27mEwmuy9lAwcOlDlz5ogIxylX42kVXiYhIQEbN26EyfTrDf79/Pyg0+kwevRo/POf/7Sbv2ZaDavVihkzZmDBggUICwtrrrC9nqN2feihh3D06FG7+XU6HUpKSgAAZWVl8PPzU6bV3D6nrKysGSL3Xo7aFADy8/PRpk399+GeM2cOHnnkEeW1VquFTqezey+3RI7atLCwEF9++SWee+65epfdvn07LBYLZs6c2Vzh+gxH7VqzH9fdx2vK09PTcfvttyvTTCYTOnTo0OJ/snbUpmfOnEFSUpJSrtPpkJKSgrS0NKWMY9X1OnbsiOLiYkRGRiplNWNReno6OnbsaPc+7d69u/I+5DjlWkyOvUxsbCzuuece5bXVasXq1asxbtw49OzZEykpKcq03Nxc7NixA+PGjVPK3n77bQDAo48+2nxB+wBH7arT6WA0GpXyNWvW4MyZM7j//vsBAKNHj8bx48exZcsWmM1mLFy4EJ07d0ZycrJH6uItHLUpUJ0cf/7554iPj0f79u3xzDPPwGyufvrU8OHDkZCQoCz7n//8BxqNBoMGDWrWOngbR22alpYGtVqN7du3o3PnzujUqROWLFmizHvkyBEkJiZixowZiI2NRa9evbB9+3ZPVMPrOGrX5ORkJCYm4qWXXoLZbMbmzZtx4sQJjB07FgBw9epVBAfbPximVatWuHr1arPWwds4atOwsDCcPXvWbn69Xo9z584przlWXU+tViMgIEB5ffToUXz00UeYPn16o+9DjlMu5ulD1+TY3LlzJSEhQUpLS+3KzWazDB48WB544AGl7MKFCxIaGir79+8XEZGpU6fyp6oG1Neu//3f/y06nU4AyAcffGA3/+LFiwWAqNVq0el08v333zd3yF6vbps+/fTT8uSTT0pqaqp88sknEhoaKv/4xz+uWy4vL08iIyOVn7HpV7Xb9OOPPxYA8rvf/U4OHjwoq1evFqPRKGvWrBERkccee0wAyN/+9jc5evSoPPfcc6LX6yU7O9uzlfBCdd+r+/btE61WK2q1WgDIv/71L2XegQMHyty5c+2Wr6+spavdpgcOHBCVSiXr1q0Ts9ksa9euFa1WK4899piIcKxqzPr168XPz08AyEMPPSQi1e07cOBAu/nqlnGcch0mx15sw4YNYjQa632DP/HEE5KYmCiFhYVK2fTp02XatGnKa37g1K+hdr1w4YL89NNPsmTJEjGZTMqFDt99952EhITIypUr5ejRozJ79mzp0KGDFBUVeSJ8r+TovVpjyZIl0rFjR7uy8vJy6devn4wbN87dIfqcum36wQcfSKtWraS8vFyZZ/bs2TJkyBARqd7/R40aZbeO7t271/uFpCWr265XrlyRhIQEefrpp+Xo0aOyfPlyCQ4OlkOHDolI9fnxf//73+3W8dvf/lYWLFjQ7LF7q/r2/4ULF4perxe1Wi0jRoyQAQMGyLPPPisiHKsaU1xcLBkZGfLpp59K69atZcWKFTJ//nwZMGCA3XzPP/+8cj48xynXYnLspVJTUyUgIEA+/PDD66a98847EhwcLOnp6UpZXl6eqFQq8fPzE5PJJCaTSbRarWi1WjGZTM0Zuldz1K61DR8+XP7yl7+IiMiDDz4oDz/8sDLNarVK+/btZcWKFW6N1Vc426Zbt24Vo9FoVzZ58mTp0aOH3UU9VH+bbtu2TUJDQ+3mW7ZsmSQlJYmIyP/+7//K73//e7vpDzzwgDz++OPuD9hH1Neuy5cvlw4dOtjNN336dJk4caKIiIwdO1b+/Oc/202//fbbZenSpe4P2Ac42v+vXbumXFzWpUsXWbNmDceqJlq0aJH85je/kddee026detmN23WrFnKgQWOU67Fc469UH5+PsaOHYsnnngCkyZNspu2Z88ezJ49G+vWrbO74CE8PBwnT57Ejz/+iNTUVKSmpmLs2LEYO3YsUlNTm7kG3qmhdn355ZftLg4DAI1GA4PBAACoqKhQ/g8AKpUKRqPR7t6zLVVDbXrp0iVERETYnWN46tQpREdHK68XLlyInTt34vPPP7e7qKela6hNu3XrhqKiIpw8eVIpO336NGJjYwEAycnJ+P7772GxWOqd3tI11K5192+g+mKmmv27S5cuOHz4sDKtpKQEp0+fRteuXZsncC/maKwCqi9ejIyMxP79+5GVlYURI0ZwrHJg9+7d6NGjB0REKasZi7p06YLMzEy7c91/+OEH5X3IccrFPJ2dk72an5mHDBki586ds7tH7IkTJyQsLEz+/ve/25XXvu1Lbfyp6leO2nX37t2i0+nk3//+t2RlZcmqVavEYDDId999JyIi7733ngQFBcmmTZvk9OnTsnjxYvHz85OTJ096uFae5ahNKyoq5O6775axY8dKenq67Nq1S2JiYmTevHkiUv0zrF6vl82bN9std+nSJQ/XyrMaa9NJkyZJ//79JS0tTf7zn/9IUFCQrF27VkSqb5cVHx8vM2bMkIyMDHnllVfEYDDwnGNx3K4ZGRmi1+tl8eLFcvr0adm0aZMEBQXJqlWrREQkLS1NNBqNvP7665KRkSGPPPKIxMXFtfh7SDf2Xq2srJSffvpJ3nrrLWnVqpW89NJLDa6LY1W1S5cuSXh4uMyePVsyMzPl66+/lnbt2smrr74q5eXlEhMTI1OmTJHjx4/LW2+9JTqdTvkFmeOUazE59jK7d+8WAPX+zZs3r8Fp9eEHzq8ctevXX38ta9eula5du4rRaJRu3bpddz/OV155Rdq3by/+/v7Sq1cv2bZtm4dq4j0aa9O8vDy5//77JSQkRGJiYuSvf/2rVFRUiIjIoEGD6l2u7gUnLU1jbXrlyhX5wx/+IP7+/hIfHy9LliyxW/7YsWNy5513ip+fnyQnJ8v27ds9VBPv0li7/t///Z/07NlT/P39pX379vLaa6/ZLb969WqJj48XvV4vffr0kaNHj3qmIl6ksTbdv3+/GI1G6d27t7z//vsO18Wx6leHDh2SgQMHSkBAgLRr107mz5+vPMjj0KFD0rt3b9Hr9ZKQkCAfffSR3bIcp1xHJVLr+D0RERERUQvGc46JiIiIiGyYHBMRERER2TA5JiIiIiKyYXJMRERERGTD5JiIiIiIyIbJMRERERGRDZNjIiIiIiIbJsdERERERDZMjomIiIiIbJgcExGRx61cuRI7duxwat5XX30Vhw8fdnNERNRSMTkmImohkpOT8cknnzR5uZ9//hn33nsvQkNDERMTgyeffBIVFRUui2v79u1YvHgxevTo4dT8gwcPxrhx45Cfn++yGIiIajA5JiKfMm/ePAwaNMjTYbhEc9fl4MGDmDBhQpOWqaqqwsiRI2EwGPDNN99g9erVWLt2LRYuXOiSmKqqqjBjxgysWLEC4eHhAIBp06bh3nvvtZtv/fr18PPzw5IlS/Cb3/wGDz74IJ555hmXxEBEVBuTYyIiN7BYLF63foPB0ORl9u/fj1OnTmHlypXo0qUL7r77bsyePRtbtmxp8rrq89lnn6FNmzb47W9/2+A87777LiZNmoRly5bhqaeeAgDMnj0bH374Ic6dO+eSOIiIajA5JiKfER8fj/nz52PPnj1QqVQ4c+YMSkpK8Mc//hHBwcGIj4/Hiy++CKvVCgBQqVTKz/X+/v4YPHgwzp49i8mTJ8NkMqFdu3ZYtWqV3TZUKhVeffVV3H777TAajRg+fDjOnz8PAA63VbPsjBkz0LZtW8yZMwcZGRkYPnw4/P39ERMTg0WLFjmsS82/NaZNm4Zp06Y1uH5nYqrbfu+//76yrqVLlyI5ORkmkwnDhw9HQUHBdcskJCRg48aNMJlMSpmfnx90Op1dXE1t5xqffPIJRo8eXe80AFi8eDFmzZqFjz/+GNOnT1fKo6Ki0Lt3b3z22WcNLktEdCOYHBORz/j+++/x1FNP4Y477kBeXh5iY2MxefJk5OXlYd++ffjggw+wfPlyrF69Wllm27ZtWLNmDXbt2oXMzEwkJSWhZ8+e+PHHH/HQQw/hT3/6EwoLC+22s3nzZqxZswZff/01cnJyMGPGDABodFsAkJ6eji+//BLPPvssRowYgcTERPz0009YtmwZ5s+fj6+++qreujh7JLhm/X/729+cjqkhS5cuxYoVK/Dtt98iKysLr7322nXzxMbG4p577lFeW61WrF69GuPGjbOb70baGQD27duHlJSUeuObM2cOFixYgC1btuC+++67bnrv3r2xf/9+p+pKROQ0ISLyIXPnzpWBAweKiEhmZqZoNBq5ePGiMv2VV16RoUOHiogIANmxY4cy7a9//avcfvvtyuvS0lIBIAcOHFDKAMjOnTuV1zt37hS1Wi0HDx50uK2aZb/66isREamqqpL9+/dLSUmJMv3OO++UF198sd66ZGdnCwDJzs5Wpk+dOlWmTp1a7/qdqX9dcXFx8t577ynr+vzzz5VpTz/9tIwaNare5WqbO3euJCQkSGlpqV1cTW1nEZHi4mIBID/88INd+dSpU0Wv11/XF3W9/vrr0rt370ZjJiJqCq2HcnIiopuWmpoKq9WK+Ph4pcxsNiMuLk55rdFolP+bTCaEhoYqr41GIwCgrKzMbr1q9a8/qqWkpMBqtWL37t2NbgsAtFqt8m9gYCAmT56MQ4cOobCwEKWlpRg6dOiNV7jW+gHn6u9IQECA8n+j0YiSkhKH82/cuBGLFy/G3r17lbarcSPtXFRUBAAIDAy8blvdu3dHQUEB5s6di5SUFLtYawQGBirrICJyFSbHROTTgoKCcOjQIbuy2ufD3iyz2QwAEJEmbau8vBzDhg3D0KFDsW7dOkRERGDSpEkui6uGu+tfIy0tDVOmTME777yD3r17u2SdNRcI1pfgxsTEYP369bjrrrswYsQIbN269bokury8HHq93iWxEBHVYHJMRD5FpVIp/09KSkJRURHMZjNuu+02ANXJbE1Ce6NqX9B26NAhqNVq9O/fv0nbSk9Px7lz57B06VIlqat91LduXWrmqX301mw2X7dMbe6qf135+fkYO3YsnnjiCZcm+CEhIdDpdA3erzguLg579uxREuRt27bZJcgFBQVo06aNy+IhIgJ4QR4R+ZiwsDBkZWUhNTUViYmJGDlyJCZOnIj9+/cjIyMDf/jDH/Dcc8/d1DbmzZuHtLQ0fPfdd3jiiScwbtw49O/fv0nbio2NhcFgwIoVK5CdnY2XX34Z+/fvR3l5eb11qbmrw9KlS3HmzBmsW7cOGzdudBhn165d3VL/2ioqKnDvvfeiU6dOmDFjBs6fP6/8VVZW3tS6tVotunXrhuzs7AbniY2Nxe7du3HhwgUMHz4cV69eVaZlZGQgOTn5pmIgIqqLyTER+ZTx48cjNDQUAwYMwLlz5/Dhhx8iKSkJw4cPR9++fWE0GpU7Odyo/v37Y/LkyRg0aBDatm2LN954AwCatK2IiAisXr0ab7zxBnr16oUTJ05g2rRpdqcQ1K3Le++9h127dqF79+5YtWoVhg0b1mis7qh/bQcOHMCBAwewY8cOREdHIyoqSvnbt2/fTa9/xIgRjd4zuW3btti9ezcKCgrsEuTdu3dj5MiRNx0DEVFtKhERTwdBROQtVCoVvv7661vmKXzeLjMzEz179kROTg6Cg4OdXm7btm2YOXMmTp48aXcxIBHRzeKRYyIi8piOHTviv/7rv/DCCy84vYzZbMb8+fOxaNEiJsZE5HJMjomIyKNeffVV7N27F3v37nVq/hdeeAE9evTAhAkT3BwZEbVEPK2CiIg87tq1aygvL0d4eHij8545c8bu3s5ERK7E5JiIiIiIyIanVRARERER2TA5JiIiIiKyYXJMRERERGTD5JiIiIiIyIbJMRERERGRDZNjIiIiIiIbJsdERERERDZMjomIiIiIbJgcExERERHZMDkmIiIiIrL5//gThqn1v0oMAAAAAElFTkSuQmCC" + }, + "metadata": {} + } + ], + "execution_count": 6 + }, + { + "id": "9ee0a8b1-6ecf-4306-99b0-93f8e65b164b", + "cell_type": "markdown", + "source": "If interested in data on **2020-01-01 at 00:00:00 UTC** the previous NetCDF file needs to be loaded. This will automatically be done by specifying the month as well.", + "metadata": {} + }, + { + "id": "30d45387-9af5-4a4b-b4bd-d026f04e644d", + "cell_type": "code", + "source": "ds_2015 = load_ICONXPP_data(year=2020, month=1)\nds_2015", + "metadata": { + "trusted": true + }, + "outputs": [ + { + "name": "stdout", + "text": "Loading dataset https://object-store.os-api.cci1.ecmwf.int/esiwacebucket/ICON-XPP/slo1802_atm_2d_ml_20150101T000000Z.nc\n", + "output_type": "stream" + }, + { + "execution_count": 7, + "output_type": "execute_result", + "data": { + "text/plain": " Size: 733MB\nDimensions: (time: 60, ncells: 81920, vertices: 3, height: 1, height_2: 1)\nCoordinates:\n clat (ncells) float64 655kB 89.46 88.64 89.06 ... -27.32 -27.0\n clon (ncells) float64 655kB 72.0 50.25 72.0 ... 1.296 0.6204 0.357\n * height (height) float64 8B 10.0\n * height_2 (height_2) float64 8B 2.0\n * time (time) datetime64[ns] 480B 2015-02-01 ... 2020-01-01\nDimensions without coordinates: ncells, vertices\nData variables: (12/40)\n albnirdif (time, ncells) float32 20MB dask.array\n albnirdir (time, ncells) float32 20MB dask.array\n albvisdif (time, ncells) float32 20MB dask.array\n albvisdir (time, ncells) float32 20MB dask.array\n clat_bnds (ncells, vertices) float64 2MB dask.array\n clct (time, ncells) float32 20MB dask.array\n ... ...\n tqc_dia (time, ncells) float32 20MB dask.array\n tqi_dia (time, ncells) float32 20MB dask.array\n tqv (time, ncells) float32 20MB dask.array\n tqv_dia (time, ncells) float32 20MB dask.array\n umfl_s (time, ncells) float32 20MB dask.array\n vmfl_s (time, ncells) float32 20MB dask.array\nAttributes:\n CDI: Climate Data Interface version 2.4.0 (https://mpime...\n Conventions: CF-1.6\n comment: Stephan Lorenz (m211032) on l20308 (Linux 4.18.0-47...\n grid_file_uri: http://icon-downloads.mpimet.mpg.de/grids/public/ic...\n history: /work/mh0287/m211032/Icon/Git_lev/icon.XPP.20240717...\n institution: Max Planck Institute for Meteorology/Deutscher Wett...\n number_of_grid_used: 30\n references: see MPIM/DWD publications\n source: git@gitlab.dkrz.de:icon/icon-mpim.git@fba959455f42c...\n title: ICON simulation\n uuidOfHGrid: a668eac0-fe2e-11e4-9a47-e3e5371a87a7", + "text/html": "
\n\n\n\n\n\n\n\n\n\n\n\n\n\n\n
<xarray.Dataset> Size: 733MB\nDimensions:        (time: 60, ncells: 81920, vertices: 3, height: 1, height_2: 1)\nCoordinates:\n    clat           (ncells) float64 655kB 89.46 88.64 89.06 ... -27.32 -27.0\n    clon           (ncells) float64 655kB 72.0 50.25 72.0 ... 1.296 0.6204 0.357\n  * height         (height) float64 8B 10.0\n  * height_2       (height_2) float64 8B 2.0\n  * time           (time) datetime64[ns] 480B 2015-02-01 ... 2020-01-01\nDimensions without coordinates: ncells, vertices\nData variables: (12/40)\n    albnirdif      (time, ncells) float32 20MB dask.array<chunksize=(1, 81920), meta=np.ndarray>\n    albnirdir      (time, ncells) float32 20MB dask.array<chunksize=(1, 81920), meta=np.ndarray>\n    albvisdif      (time, ncells) float32 20MB dask.array<chunksize=(1, 81920), meta=np.ndarray>\n    albvisdir      (time, ncells) float32 20MB dask.array<chunksize=(1, 81920), meta=np.ndarray>\n    clat_bnds      (ncells, vertices) float64 2MB dask.array<chunksize=(81920, 3), meta=np.ndarray>\n    clct           (time, ncells) float32 20MB dask.array<chunksize=(1, 81920), meta=np.ndarray>\n    ...             ...\n    tqc_dia        (time, ncells) float32 20MB dask.array<chunksize=(1, 81920), meta=np.ndarray>\n    tqi_dia        (time, ncells) float32 20MB dask.array<chunksize=(1, 81920), meta=np.ndarray>\n    tqv            (time, ncells) float32 20MB dask.array<chunksize=(1, 81920), meta=np.ndarray>\n    tqv_dia        (time, ncells) float32 20MB dask.array<chunksize=(1, 81920), meta=np.ndarray>\n    umfl_s         (time, ncells) float32 20MB dask.array<chunksize=(1, 81920), meta=np.ndarray>\n    vmfl_s         (time, ncells) float32 20MB dask.array<chunksize=(1, 81920), meta=np.ndarray>\nAttributes:\n    CDI:                  Climate Data Interface version 2.4.0 (https://mpime...\n    Conventions:          CF-1.6\n    comment:              Stephan Lorenz (m211032) on l20308 (Linux 4.18.0-47...\n    grid_file_uri:        http://icon-downloads.mpimet.mpg.de/grids/public/ic...\n    history:              /work/mh0287/m211032/Icon/Git_lev/icon.XPP.20240717...\n    institution:          Max Planck Institute for Meteorology/Deutscher Wett...\n    number_of_grid_used:  30\n    references:           see MPIM/DWD publications\n    source:               git@gitlab.dkrz.de:icon/icon-mpim.git@fba959455f42c...\n    title:                ICON simulation\n    uuidOfHGrid:          a668eac0-fe2e-11e4-9a47-e3e5371a87a7
" + }, + "metadata": {} + } + ], + "execution_count": 7 + }, + { + "id": "8110a212-0814-4b9c-8a32-9d6379c6a6c0", + "cell_type": "markdown", + "source": "The data can be visualized as demonstrated below. For example, the total precipitation rate on **2020-01-01 at 00:00:00 UTC** is plotted.", + "metadata": {} + }, + { + "id": "6750630a-8b1b-4a35-8cb7-8323a55dbf1b", + "cell_type": "code", + "source": "earthkit.plots.quickmap.plot(\n ds_2015[\"tot_prec_rate\"].sel(time=\"2020-01-01 00:00:00\"), \n x=\"clon\", y=\"clat\"\n)\n", + "metadata": { + "trusted": true + }, + "outputs": [ + { + "execution_count": 8, + "output_type": "execute_result", + "data": { + "text/plain": "" + }, + "metadata": {} + }, + { + "name": "stdout", + "text": "[pyodide]: Memory usage has grown to 734.0MiB (from 637.3MiB) for this notebook\n", + "output_type": "stream" + }, + { + "output_type": "display_data", + "data": { + "text/plain": "
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PP1409v/8n//zvPtc6Heuo3Oto0eOdXQugKkbaklJSdHjBoPhvMvAAB//+Mfp6enhL//yL2ltbcVms/Hf//t/v+jjmlpanVpqnYspN46Pfexjs56buumHw2G8Xu+sm9/Z73cheDyeBVl9zeShhx7ipz/9KX/6p3/Kxz/+cVwuF4888gjt7e2LGmdychKPxzMr8hUIBICFLQsv1tDn/vvv5/nnn+e9730vq1atwuFw8JWvfGVBxzo2NjbnykEkEplzn5deeolPfOIT7Nixgy984QsEAgFeeuklHnnkkUUdM2jn7syoJExHBqfSDoxG46xtQIs62+32Oced2vdsa7OpKOXUhMRoNJJOp2ftn81m50x7gOnfYWlpadHjUxObS/X9/vSnP+WXv/wl3/rWtwouFVPHDOd/b1PIssznP/95RkdH+fGPf1y0IjE11tmfby6XK4zz+c9/vrDqAFBXV8f4+Ph591sIO3bsKEohmppILOS80NG50dDFsY7OBTAVHZ2YmCi6WeZyOUKh0LyWVgAdHR0cPnyYL3zhC7zlLW8pPH4pbjRTongqKjYXU+kIX/7yl6mrq5tzG7fbTSgUQlXVi44OBYPBglhZKP/5n//JPffcU0j7mDqmxeJyuQiHw7NcOsbGxoDZeZoXSywWY9euXbzvfe/jr/7qrwqPT33m58Jms1FbWztnxO7s6PQUv/nNb6ioqOAf/uEfChObrq6uCzp2r9c7a1I1JT6nvj+Px8Pk5OSsz3NiYqIolWImLpcLURRnjT01SZsa2+v1zoqQq6pKKBSa9/yZOicmJiaK7BUv5ff7xBNP8N3vfpcvfelLbNmypei5hb63KR544AEOHjzII488MssOcuo7Hh8fp7q6umisqXFmXmsWs99C8Hg8c55nCzkvdHRuNPS0Ch2dC2D16tVYLJZZRvtPPPHEnJXjM6NTU1GmmZG2YDB4QcUtZy+dP/300wAsWbJk3n1WrlyJwWBgYGCAZcuWFf7V19cXBM6aNWtIp9O88sorRft+4hOfmLO4aL5jGhsb4/Dhw+c8HkEQZkXvZFku+nwURZkl+qbE4Lkif5s2bSoUzc3kt7/9LVartZCre6lQVRVFUYrEcCqVKjh6TDHXsvzatWsZGhrC5XIVfS+BQKDIwWEmsixjsViKxpvLYePsc3AuVqxYwWuvvVaUd/rKK69gNBoL+esrV64kk8kULef39/czMDDAihUr5hzXbDbT2tpa5FoyNbbf76eioqLw+n19fUVNP/bt21dI+ZmLjRs3IgjCrN/hb3/7WwRBmOUisVheeeUV7r//fj75yU/OSs1ZzHsD+MEPfsATTzzBP/7jPxZy6WeydOlSJEkqGmsqNWS+z/Zi9lsoCzkvdHRuNPTIsY7OBeBwOHj/+9/Pgw8+iMFgYOvWrXR2dvLwww9z8803F5nfl5WVceDAAZ555hlWrFhBY2MjVVVVPPTQQ0iSRCqV4oc//CHJZJJ4PL6o43j++ef5xje+wbZt2wpuFTfddNM5b1p+v5//+l//K4888gjxeJxNmzYRDof50Y9+xIoVK/j7v/97tm/fzqpVq/jCF77ABz/4Qaqqqvjd737Hyy+/zPe+971zHtNf//Vf8xd/8RfIsswPf/hDAP7Lf/kv825fXl7O2NgYv/nNb2hra6O1tZUdO3bw2GOP0dLSQmlpKb/4xS84duxYUfR4qpBv165dOJ1OduzYMWvszZs3F/Inx8bGqK+v58UXX+Sxxx7jk5/8JFar9Xwf8aJwOp2sXbuWn/3sZ5SWlmIymfjJT37C8PBwUVRuKmr46KOPkkql2L59O29961v55S9/yYc//GH+8i//ksrKSg4fPsyPf/xjHnzwwYKv8Ex27NjBl7/8ZR588EE2btzISy+9xM9//nOAouX3s8/Bs9MQQPuOPvShD/HpT3+at73tbfT29vLTn/6UnTt3FooWt27dSn19PV/4whf467/+a6xWKz/60Y/wer1F4rG/vx+Px1PY70/+5E/4u7/7O+6//37uuOMOjh49yhNPPMFHPvKRwsrEvffey49+9CM+8YlP8IEPfABFUfje975HY2MjmzZtmvPzrqur4+1vfzv/5//8H1KpFCtXruTQoUP85Cc/4V3vetcsh5TFcPr0aT7zmc+wadMmli5dOsv2rbm5GYfDsaD39utf/5of/OAHvPe970VRlFljrVmzBrfbzX333cc//dM/YTabaWlp4be//S3Dw8NF/shnc6H7LZSFnBc6OjcaujjW0blA/vzP/xy3283PfvYzfvWrX+H3+/nTP/1T3v/+9xdt96EPfYgvfvGLfPGLX+Sb3/wmpaWlfOtb3+LrX/86X/jCF3C73bz73e/m9OnTRd35FsJtt91GLBbjb//2b8lms2zfvp2//du/Pe9+H/3oRwkEAvziF7/g3/7t3/B6vdx1110F/11JkvjOd77Dd77zHR5++GHi8ThLlizhO9/5znm7Xr31rW/l29/+NsPDw9TV1fGtb33rnCLl7W9/Oy+//DJf+9rXeN/73kdrayuf/vSnCwWAqqpyxx138OEPf5gnnniC8fFxAoEAJpOJ//bf/hs/+MEPOH78OI899tic43/961/n+9//Pj/72c8Ih8PU1dUVuVdcav7X//pffO1rX+OrX/0qFouF++67j9WrV7N3795C5X9lZSX/9b/+V/7jP/6DEydOsH37dmw2G4888ggPPvggDz74IMlkkoaGBu6///45hTHAm9/8ZsbHx/mP//iPQjOKv//7v+ef/umfGBgYKNi2zXUOns26dev46le/yg9+8AM+/elP43a7edvb3laUm24wGHjwwQf5xje+wde//nUURWHVqlV86UtfKgilTCbDX/3VX3HbbbcVGmPce++9JBIJfvazn/HEE0/g9/t5//vfz5//+Z8Xxna5XDz00EN885vf5P7778dgMLBx40Y+9alPnbO5ymc+8xnKy8v51a9+xU9+8hMqKir42Mc+Nm9DkoXy7LPPEo/H2b17N7t37571/FQHuIW8t9/+9rcA/NM//RP/9E//NGusKe/pz3zmM1itVv7t3/6NaDRKXV0dDzzwwHmbEF3ofgthIeeFjs6Nht4+WkfnOuVaay/98MMP88gjj8zbZEJHR0dHR+d6QM851tHR0dHR0dHR0cmji2MdHR0dHR0dHR2dPHpahY6Ojo6Ojo6Ojk4ePXKso6Ojo6Ojo6Ojk0cXxzo6Ojo6Ojo6Ojp5rmsrt0QiMWe7UR0dHR0dHR0dnRsTs9m8oM6jF8p1K44TiQRPPvnkrJ72Ojo6Ojo6Ojo6Ny6SJHHPPfdcNoF83YrjdDqNLMts2rQJl8t1tQ9nFju2zDZ6fz2z84/KePQ/R672YegsAP27uj7Qv6frB/27un7Qv6ti/vDye6/2IcwiEonw6quvkk6ndXE8Hy6XC6/Xe+nHtT5wycd8PROPqfT2ZK72YegsAP27uj7Qv6frB/27un7Qv6ti6iofvqj9I8nPXaIjubJc9+L4YtFFsI6Ojo6Ojo7OpWc+jXWti+bXpTjWBbGOjo6Ojo6OztVhpg67FoXy60oc66JYR0dHR0dHR+faYUqbXUsi+XUhjnVRrKOjo6Ojo6Nz7XItieQbugmIy/qALox1dHR0dHR0dK4TrgXddkOLYx0dHR0dHR0dneuLqy2Qb1hxfLU/WB0dHR0dHR0dnQvjauq410XOsY6OzvWNwZDDaJKx2dOoioDJnEUQAFQMBgVZ1ub5JlMOQVDRnhFABVUVyOVEclmJVMpELiuRk0VyOQk5JwLCVXtfOjo6OjrXHjekONajxjrXCwZjDn8gWhBqqiogCCoVVZMoskAmawAVFEUkm5XIpA34AjFEUQUVAmVhMmkjsaiFXFYimTRpYjAroQIGg0IsaiGZNGEwyCiyiJz/pyhXfuHI4UzS1DqEnJOw2dNIkoLBIGM05VBVgXTKSDRqxWzO4vHEUVSBRNyMx5sojBEJW8lkDAVBLOdEJElBBbIZA4oiUNcwvqjjGh7yMD7qIhK2kU4ZkWUBWZZQVV046+jo6FwtXNYHrkqB3g0njnVhrHO1EQQVkymL05XCYs2QThnJZiWiEStOd5LN207Pu280YsFkzmE25wqPZdIGRobdmM1ZSssjhcfbT5fjcKTBkWZ02I3JnMXjjVNVMzFr3FxORFVBEDTBDBCLWhgddiMrIvGoheGhc3WaVLV9jTIWSwZJUkgmTGQyRuyOFPG4GVUR8fhi+ANR5JwmwLMZA4mEGTkncNP205hM8jk/O7M5h8udZGjAy4vPLUMQVGyOND5/lJLSCAf3NZCIW845BoDdkSZQEgUgkdCixQCCqCIIKqoioKqC9j6SJqJhK3UNo9gdKcSz5gzHDtfQ11Ny3tfU0dHR0bn0XA2BfMOJYx2dy4nRlMPtTmCxagJRMsg4nUks1iygRS5Ly8NF+0wEHRiNOZyu1Lzj9vX46espIRLW+sSLkoLPF6W8cpKO0xUkk+b8lipmcxZZEcllDbSfqpw1VndnKb5AlGTCTDxmIZU0IssiNnsaUVAxWbIsXdGP05nC4Zw+puNHshhNMoESF/fs3A9oohqmBbWiQDJpRpGFfORXS2GQZYFI2IbXFy86lrFRFzZbGqstPW8Uds+LrSTiZgRRxWiUkSSFSNhW2D6ZNBMcc3HmZNW8n9/Z7N3TUvi/yZTl9jccmXfbmUJ6LppahwmOO0nELazb1E5pWYTXXm4mOO7Kb6HicKSw2jIgqKAKKIqgRfozRjJpw1WJ0utcPXyBCG53AqNRprurtOg5QVAwW3Koqrbqkcvpt2EdnWsN/VepozMPTleCuoZRRFFlcsJBImFi4+aOc+7TfqqcaMRKZU0QqzVLf6+f40dqkCQFo0lLoQiH7JjNWbz+GB5vDJ8/XkgTWLq8j9KKEIIAu59vY3zMfdYrCKTTpnMcgUp1bRB/SUSLKs9BOGQjETcRCVlJpUxMjDtYva6HuoYxRkfcSHkhDNOiGODZp1aQThmZytEtKQuxflMnJ49VMdjvw+1J4PbEcXsT+PxRerpKOH2iWjtqUcFqzWC1ZnC6Evj8MZzuJP09AUKTjsJrpOefP1ww2ZxEZ3spRqNMJq1F8XM5CVXT9QgCSJKC2xOnpDRCJmOgv9ePLIuUloUJlEZZtrIPQVDx+mIALF3ZRyRkQ5YlAiURBFEhETdraTGAKKoYTLmi7+DwgToG+/2X/g3qXEZULNYMqaSJuXLTp1aJGppHsVgzeH0xDIYckjS9TTDoKIwlCLBiTS9V1dOrO6/sbtFSohJmcjmJ6wMVlzuprcKoArGo5awJoJr/TSUwmnLEIlbicTN6fr/O9YIujnV0ZuD1RVm9vhuLJVv0uNEkYzZnSacMDA95sFgzlM1IcZiieclw0d/VtUGqa4OFv0eGNbE7GXSQy7mIRS1kMgaaWkZoahk56zVzZDLGBRy1ytRNR5IU6hrG5twqlxNIp0xYrBncHi2HNx4zU984SjplZO+eZpJJMyNbPDz56DoEQcXuSFFVE8TlToAqMPPmNjbi4clH1xYeGxt1MzZ6tpjPH6EikohbSMQtBMdddHcu4G1dIlRFLIj0hWCxZrj1zqNFj+WyEiPDHg4fqMfpTCEZZEymHAajzLEjNWTSBgQBrLY0q9Z2I4qQyUjkciLRiBVZFgurAjrXAir+kigGg7ZSYbFkKS0PYTZnCYdtDPT5KS0L4/HGcbpShENWzpysLJqsTq0inI+a2nHqG0e5Z+cBACaCNoYG3VRUaitMN209U9j2haeXkUicP23oQiivmGTNhi4Ahga8HNrfcMFj2Wxptt58svB3d2cp/b1+tt96AtBWkiRJJR4zk0yacLkThXqA7o4yBvRJos41ji6OdV53OF1aWkQ2YyA0aUcTdyqNzSO0Lh2ctf3vf7smHxVR8XjjVNcGKSuPoCjMyk89H2XlYcrOSrsATUgpioAoqsg5iXjcTDp9LmGsUlUzgdOZpL5pFICJoB2XO0lo0kZo0oEsCwXBnclIJPJjDg96SMQtmEy5ecUskI8IWTl1/FzC8saLBAmo9Pf6GR12Ew7bSKe0SL3FmqG8IoTRmCsUAyqKwIabplcTxkZdhCYdDA96GBtxk0qZbqCiPhWrNUMyaUIQYP1N7UXpKNGIheCYi2xWIpEw0dg8gtOVYmTITU6WyGVFMmkj6bQRRRFIJsxMTkz9/mYTKA1TUhrBak1jc6Q5eaya8XOcr4vBas2wcXP73M/ZwpRXFP9G3Z4kdQ0jLF3Rj33GakAmIyFJCqKo5t1TZlNeWTyWz59geEh7H7IsEI9ZCE3aScTNM9KnLj2ZjIFI2Eo2KzE+5ryosRIJC08+uhZJUvD6o2y4qZP6Ru06NDlh58TRGszmDA5nCoNRJh4zF4pkq2rHGRtzIYoK6Rvq96FzI3FDiWO9GE/nfIiiwrZbpiMe+15pYmzUjSAwpzB+6fk2FEXAaMyRy0mEJh2EJh0cPVSLwSDjL4myNh+NmWKq8A0gHNYEgxbRne2gkMlIvLq7lVjUWvS42ZzB6UwSj1nI5SQ2bT1dcGxQFIGhAe+swruerlJCk/aCmPMHIlTXBpFlEYNBLuwvSUpRTq5OMcmkmaOH6mY9vnXHSUwzCiWnGOj3IuckOtvLSF1GcXO5EESFDTe1oyhaXrrdPi3+ohELsZhWuFnfOIrbk5x3Uuh0pXC6UvT1BCitCJFImMlktHzreNQCgorJJNO8ZKjw+3j5D0sIh+xzHte6jR1Fr2O3p1mcB8n8JJNmnnx0HaBit6dYurJ/Vt55MmnEap1eQerrLaG1bajw97Ej1QTHnKxe11NYiQFIJIwIAiTiJvwBLQc/OObk5T8sIZUyFqUmXS7KKiYpLQuTiJsZHXETjdiYCDrZ/cLSS/gqAqKksOGm4mUgry/Olh3aNVZRtPx7zYnGgNmSw+ePc/vdR8hmJYxGmVjUzMsvtiHnU0pEUdFz9HVmcaWL8m4ocazz+qaxebhI4MbjZuIxM+FJO9msgVjUwkTQwfO7lmOzp3G4kkxOajdmVRV49qkVNLcOU1M3fQueKaSn6DxTxumTVeRyBkaGvDz5qBe7I4ndkWbdxs4icex2p3C7tUTaV3e3kM1K1DeOUlIWxmSSMZlkRFHL6/X6ojQ0jZLJGIpSMc4mm5VIJky0ny4HFXp7Ssjko8xmS4bS8hAmUw6TWct5VlUBhyOF1xfj1d2txBfg9qAzm6OHalm3SRMCHWdKSSXNTASdxGPX9+epKuAPxOZ8zulK0d8boKl1GIcjTXDcwZED9WzecaqQejS14jFFVc04qAJudxLQlvADpZG8E4hKPGZhoN9HaMJOOGTF7khis2VIpYwkkyZyWe229PvfrrvM7xxAIB63zjtZFEUFk0mbEKVSRkaHZzu6vPyHtnlHNxhzoAqU/7l13knA5aC0LFyYPJdVhC6xKJ4mmzHy4nNL8Xjj2B0pXO4E/kAMQdAsF/t6AiiKqKUYZbW6CoslQyRs49a7tNQlo0nG7Y6zZNlg0SSjr8dPOGRnbMRNOm3gRlyl0rl20cWxzjWHICqUlEbw+mJIkoLLncBqy5CIm0gmzHScKSces87aT1GKL552exoBldKyCIP9Xpat7AM0B4be7hJOn6ji7jftRxQhmTCRSml+wSePV6HImt/w0hUDRWN2nimj40w5VmuaxpZherpK8HgTrFjdmz+GmcdTHGHbNCO38PiRGnq7i+3BfIHYLKeLmfT3+jh6qB5BUCmrmMTpSmK1ZVi2she7PY3Zki1YpQ32ewtFfqKoMDnh4NiRWrIZ/Se/WOoaRlm6oh9VhdCkjXjMQueZCmT5eimeOjdnO4wAPP3kKnI5idLyEGs3dBXOa38gxqatp3nx2WXkciJef4zG5hFKSqdzb1VVoKezhJFhDw5HGkFUyWalggNJNiNy172HSSaNnDlZyaq1PYV9hwY9HNrXeNnf80JRFJFU6lwFsOdmSuhfaY4crOfIwfor8lqxqHXWypdkkGloHNEKFPMONCZzDocjhaIIhbQkgETczKat7QTHHex7pYn1+TSlbNZAQ9MIK1b3IssCzz21EkUVUGQBVdUjyzqXlxvmTqmnVFzfOBxJmpcMkc0ayGYFGptnF5WZzTm8vgThsHUOcazS1xPAYJCLiuJs9gygLTNmsyKjw2483gSNzSMYDDKxqBWXWxOZJnMWuyNVEJj7XmnihWeW0rxkmMqqSQAaW0aorJ4oWLfV1E1HeLNZEaNxWh3PFMYvPrsUg1HG64/R3VE2Z55dx+kKJifs2O1pFEVg5ZrewnMTQTsdpysAaFvWT13jGNmMxNioi3hMK3Tr7/GTSptQZP3Gcamw2VMsXdFPLGbm5LFqrNY0y1f1MzzkJhm3kEoZr3srrskJByePVdG2XJsIhkNWbr3rSMGmD4rPZZs9g8cbJxK20tA0gj8QoeNMWSG/XZJUSsoi1DeNIoowOuKiu7MUQVBJJrS0k/2vNSJJCkMDXoYHvYWcfj06eGMg5yTaT8+2mRRFremPKCk4nUnW39SJ1xcnFrVgsWRpW9FPKmnMp6GNIggquZxIaNJOTd0YrUun01p2v9CmF7m+zriSqRXX91Vd57rC7YljtaUL7X5Xre0mEtaiDpMTdsorQwD5JTSNWNSC2ZLFaNQE6/Cgh57OslljN7UM09I2RCpl4NC+OsZGXRiNMl5/lFVr+5AkLdfWas8giCq5rNaNbvcLSymvnGDN+m4kSUWSpptUrJ9RaPW7365BFFScrgRrN2pL65MTNrrby4gnLNTUjlHXOH9G5PbbThT+n4iZWbuxi9ERF0MDPq0hBSAKKivW9DA54SCbMdDbHSCTMdDbPZ02AdB+ugKbPYXHF8fnjxWEemPzCKMjrlkV9LIs8MzvVt0wkc4rSVOLNtFyONKFwrtY1IzbnWD9pi5On6iks738ah7iJUCgu7OM7s4yjMYc2ayEZFBYvrKXyurJOfewO1I0tgxjMmfZ8+ISImE7Z05WFfyxDQalIKhLyyKFc/LZ368knTYyOuwpjDW94qML4+sBgzGH05UkPGlfcG6wICqoipBPsdD2MRplImErE0EnsaiFeMyEw5nOO4QkMZlyWKxZZFnAZkvjakpw+mQ5FksWszlHMrkQJx8dnQtDF8c6lw1BUHF74pRVhKips7B6XRfptBGPN04qpRWtuD1J3J4k0aiFrvZSvP4Y4ZCNZNKEM1/pPBF0kMtJxKMWgkEHVTVBMmkjY6Mupm6oXR1lWKwZauqCrF7fwysvNTM54STZb2F40I/BIGMyZ/H5Y4yPuUgmTRgNMiZTluFBH88Gndx29xEURWvkkZNFrQWzKhAO25DyndVkRSQWtWI2x/D6EiQrJ/ORtOlcudMnKxgfddPcOljoaJfNSpw8Vs3EuINb7jwGFIuGmRza33DO9Ids1kAqZcJojJJKmbAwXTQ0czxZFgrvQdajyYtEpaw8xPCQh4mgg7qGMVz5HFqHM03zkhFOHquke46J2vVMNp8GIOckjh2uxeFM4XInSSZMdHeWMjbqoqllmKUr+jlxtJqhAW+R3eCp45WYLVkUWaSxZYSJcQehkI3Bfh/xmFV3JjgPNnuK0rIwjnxjIVnWihm7O0sXaOt4+amuCdK2fIA9L7YWeZTPxdLlfdQ1aquAp09WMNDrz7vwCEQjtkIudGV1kI1bOohFLYyPakGDVNLI5h2nMBrlQnCktU2brCoKlJRGSCTMSKKCogqIgrbSkUqaSKUMqIiv41U0lUBpBI8nTvvpCvSJ5+LRxbHOJcVszrBybQ+KLOB0J7Fas/T1+IlFLQwPemnML70qskgyYcRq04Rd27LpQjqHI8XpkxV0d5YSjVgBAYMhx+p1XSxb1UskbMXrS3DkYC0DfQG05Vg4driO40dqufveA9y0TbNpmhi3MzzsZdmK/jmPV1UhnTLSfkqL/okimC054uMObPY0FmsWjzdBXf34rMIjgMrqUNHfuZxIbf04Pn+MSNhG9IyVppYR5JxIZXWQlWu0/MpYzIzJlCukSiydcXwmU/a8ucHHDtdx7HAdJlOWZav6MJly+PzTRVWppJEXnllOSWmYnCxRVh4ilTJp1koGGaMph6oIZDKGwr943nNZR7P6Wrtx2oVEVbXmKeGQldr6IJmMxNCgjxv5piPLErtfWIooKgRKIlRUTdK8ZBCjUeHgvnqGB32z9unqmI6in15ER8MbnSnLM48njqIK5DIGREnJ1wnkNJcQRwqjUWZkyEMmo/lme7xxysrDZLNS0Wd7NZlaZZiLqaYokkFBkhQSCSOJhJFsRsRsybDjtqOcOFqL052kPi+aY1EzDqfmkDI64i7q+vn808sxm7VuglZbprB6I4rQtryfVFJLIxNEpTDxstnTRbUXJ49VXzMTi/MhigqOvI96aMJReE9GYw7JIM/bjOZs7Pbpla7e7pJZ79/pSpBOG4tWJHWK0e+EOpeUkrLILEskry+G25OgsWWkYA5vn6d7W8eZMhzOFD5/nGUrtRzI0ycqGR11IogqkqTZQWXSEivX9Bbl5aZSBva/2szwkIeKqhAAvkAcX2B2wRHAscM1DPb7uOveQ1TVBnl1dwtOVwKHM0mgNILFmmN02Ikkgc2RIp00MT7mnNXoY3jITTJh0iS6KhCNWDEYZNzuJAZjjrFRJwKacB4bdaKqAqoKJl+O6tqxwgVwImhn3yvNi0p/yGSMHNyrFTA5XQmWr+zDbM1gNme5+00HC9tNBB2YTDkScROyLJHJp67YHalCgxO7I4Uii5RXOFmytJ9IxMbQgJcbWQDOh2b1tZaS0ghlFSG0zoMT2B0phgfdeP3xgmXejY6iiIyOeBgd8QAqgqii6lZb50CltFxrIDLVar661sxNW88QHHeQiJuxWjP5FvQqgqggALIikkkbKK+cRFUEIhEbwXEnx47UMDF+cb7E5zpWSVIuIOVKxeFMYbFkkAwKZrMm8s++NmYykiZUbeD2aNf8pSv6ic4o4JNlkVdeasXpSjA+5iraP5sxks0Lu3jMynO7NLEsyyLJhGme41ZZsqyfhqYxKqsnqayePKdl4NVDpaVtkNCEg7FRF3e84TBGk0wirnk/my1ZguNOVEWgtCyMOKMGYGjAQy4nEY1YSSTMjI+6MJlyKIpALmcgHrfkrQrnpm15P/GYheNHaq/EG70u0cWxziWlvzdAcMyJLIt4fLF8BNVKcK12cZckldCEDY8vMWvf8TFnoainu7OE8TEngZIorUsHaV0KkbBmmWV3pDl2uBq3J0kkbKOmbozuzlJWrO7F6Y4XhHFwTIv+TkWnz8ZizVCZb+Pq9SUKbhK5nHbhzUoKgdIo+19tRhAV1m/q5Ojh2nyhiUp94yhtywcorwiTThkQJTVvVTRaGCc0aSeVNBGLWTAaZDJZCUUW8QeiJGIWPHmngJFhN0cP1l1UXnA0YmPPS0vyf6kYjHJeEC+0bauK1ZZhyRIrZkuW1c3dlFVMcuxw3evS5cJmT+N0JZFlAYczTSplyEexBAwGmbvvPcDxozX09wau9qFeQQRU5fU3WTofpeUhKqsmKC0Lk8kYsFiz9Pf66O0OkEyaWLbMw9FDtZSWhwiURDFbMiSTZmIxC6mkZmGXTJhIxC0kE6b8Cs7l/ZyNphx3vOEwAE89vnrOa48gqPj8UeqbRghNOHA4k3j9cSyWbOG4czmJbEYinTbS3+tDzQcINDcegZKyEIosogKxiLXw3gzGHC1LBjl9ogpZlpicOHeKBkAqaV6Al7jA6RPVOF2pQqBmZh3LtYLbk9BWFeVROtvLMZpkTh2vLKwQ2B1JSkojBEojHNjbWHCGAe3alMsaCgXhr77cxKYt0zUyqqpNOoYHPZrHdNpIMmFioM8PCLz2cusVf7/XG9feGaNzHaLm88JySAYFg0HBaMohSVqnsVjUSjRinTGTVWlqGcZqy2Aw5nB7tNaiMyPOU0tuU8Rj5vysWMRgUFi+qp90ykBF1QSKIlJdG+TY4dq8JZuBTNrIQL+fwaI2pSrrN3VQUhYhHjdTVhHCkY9gd3cGsFqzlFWEUVXIpA2Mjbqobxijpn6Mo4e0Gfaa9V04nCnGx5wMD3rp7Q5QWz+OLIscPlCLKCm4XElkWSzk+abTRppahnB7khw/UqM1Rxg0YDLlCuLY6UwW8j0vDQK5rGGRVlJa17JE3MzhA/WMjbqoqQ1y651HiEUtdLWXMzw02+f1RsUfiM7ZGEaWxYKTQ0vbIP292g3n9YjRmMPrjzE67Ob1+hlYbZq/OUA0auHYoVqiEStOV5JASYSa+nEqKr2sWN3LkYO1nDlpIxa1XHU7smxG4viRGtJpQ1FNgs8fzZ/jSpH9pMOZovNMOR1nKs4RtZ3N2IhnzsdzWQMnjl6qyKUWyXZ74ni8cXz+KFZbhnDIes025wmHbLz43FKSSRN2e4rKqgkaW4YJlEZIJsyUV04i5POoAyVRstnp78hqyxCPiQz2ezlzqpJcVqKnq4TKqgmMJhlB0Ipiq2uLG0Vp4lhnIejiWOeiWbO+i/LKELmsSDptRJbFfGcsgSXLkhiNOeobzdyzcz+RsJZykM1JREI2+rpLODjuBAQs1gzrNnbgcifJZUVyOS0aEYtZiIStjI85yWaM+ZSA+W/Ezz21at7njh6qw+ePkkwZ8fljuFwJvL44TmeK1/a04vVF2LS1HVFS8AeiWsTXmKO1bYhTJypxe+LkcgLZrIQ/EEFRRCby+cktbYOYzVmstiyTE3YEQUVVBGRFJJU0kc0aCJSEqazOFd7bYL+X/t5AoRnJtYPA0ICfoQE/K9d2U1U9wZoNXTzzO8d1k7+3cOZeWp5qh3s2BoNyziXL65E1OS36fdAw23FlTS4w5+MA1bXjLFk2yDO/W3kDnhfnQsVmS1NSFinUC0z5kNvsmpNHU8sIyYSWijUy5OHJR9dybU0gBHq7SyivnGDHbcexO9K8uruZTVvbGR9z0ttV7MP+wtMrrrmCSoczSWlZeM5JLGgF3zPtNS8WtydOPG6+JP7VXn+Mm7aeoa/Hz7HDtfzh2eWYLRlc7gR2e5p9rzbStmwAtydJb5efwQEfkkEhPGkjl5v9WztxtIYTR2sAbcJmsWQQJe0eNLUycW2df9c2ujjWuWjOnKqgvDJEJGzj1VnLNSomU47lS+10dZQSmrATj5sxmWS8vhhr1ndhNMmcOVXOxLiTA681klzQLF8tiOj1N7Vjd2SQZc0qaCLo4ODexqILuccbY/P20/OOZrbEqKwOMjqstZL2+hLEYmZ6u0rIZiUsliwudwJFFvF4k3i8SXa/oFlY+fxRqmqD+AMRzOYcmYxU1FjhzMkKKqomyeVErK4MAlq3LbcngSTJuD2JfAGOCqpAImEiOO5ieNBzTdivjY+4EFCprJ7k9jcc4YVnlpG4zrvs2WwpKqomGRt1FVJ3phgddtHTVcrIkKdQQDrFi88tJZG49qJQC2FKAF/INvOJ566O8mumUOxKUl07zorVWlOhkWEXg/0+kglToWEMwIHXGhgZ9gACGzdevDCxWtOUV04iGRSCY04mJ2bnIQuCyobNZ7BYMqiqwKu7W+eYtKi0Le/H7khrLj75bpqqCivX9pBOG3C5E4VukFM0NA/Teabiot7DxSAIKnZHktLyMD5fTMt5ts6dMjezS+mK1b2UloUQRLDZ0qhoBeGZjIFcTsLuSGE25dj9hyXzRphb2gYoKw9hd6RJp4xEwjZkWSQRNyMZZDJpIxMTDsKTtgWvCERCNiaCDiqrJzh1vFoLmKRMjKVMjAEudxxzvl19bUOQqtoJRFHzfe5sL6frHBaSyYS54Cmuc2Ho4ljnohAlhR23nSCXFTl8sG6OLQQyGSOhkJ3TJ6pwOJP4S6JUVEzmq3IVVFXzky2vCGG3pzl+tCYvGCXiMQuhSXu+Wn6C4UEvI8NeqmvGaV4yXNSFTpE1YenxxCEvNN2eOM2tQzicqaKjOrS/nomgg42b2wvPLVvZx8SEFsHd90oTsZgFhyOFLItEI1aC4y623qy1k97zYiuRsJ0Vq3soLQ/R3VlK15kWEgkzLUsGqakfx2DQIhYtbUNEwlbOnKzUCvdUAX9JtNBVL5UyEhx3YrFksVgyuD0JKqsnWbmmh/2vNRZ5wl4NhgZ9DA36mJxwsHxVHzfffnxBNk7XLio333Ec0L6bsyktjxQs+AAG+nwoikBfT8msTmBXmrlE6kxBO/X4QoTwxbz+2cfwesFsyRSuGbIsoKoCPn+Msvz5EouaOX6kmr6ewCVMm1CpbxqlvnEEi0UTS82tw5w8VkVw3Ek0YsXhTLH9Vs1LPRK2kEkb8frjGE05MhkjkkFm2co+7PYUhw/UUd84xtiIi47TFSh5n3VUzaEkm5VQVWhtGyz4XL/2cjPBy1YUeP73X9cwVuToM0UyaSQWtaIqArGohcEBH/GYBYs1gzDjd57JGBgfdZPIR09FScGcd9Vobk1gMufYsuMUZnOOyiobrUsHEEUFQYC6Bi3FLxK28tyuFVitGapqJnC5E3h9MQb6fdgdqcIE+8iBOgb6z5++IMsSr+6eP/e3vCJUEP/xuAmDpGAw5jAaFZYsHaSrvRTQC2MvF7o41rlgzOYs6zZplmmv7WmZd9ZtMmex2dNsv+04JlMWo1EhFjMzOOBjbMRFLGolmTTR2jaIs0VrF9p+uhxRVItaywKkUyaWrhggHLIhywK7n19KIqkJ4talA1itWV58bmmhmr6sPETJWV7CI8PuvAsDDA16EVBpXjKMwaBQUhLJWwslMZmzBTeMRNyEIKq0nyqn40w5qirStryfQGmYPzy7vFCwZjRlaWgeZXjQU2hqAvDq7lZyueko8ERwuvLY5U7gdCa1xgn5XFZFFhAllWUre6mtH+PksSpi0avZDUpl+aq+wl/NSwaJRmyMDHmuQ5EssHdPM5XVwTmbXAwNeEilTFTVBEkmTFesDe98LEboXi5RfDU4VzrH1cBozLHt5pOYzDlOnagsRO4amodZsnSQ3u4Ax4/UcKmXrptahqlrHCUasRKLaqJKkQVKysK0LR/gwN4GJsadBMft+ANxXO6UNrk/YGHT1tOFguSpaGppWZh4zIzdmcLhTBKNWJkYd8163cMHGjh6qE5r+HEVnR4MRnk6Gr+3QeuKp2q1HPM1ITk7anrscN28KSGD/T6stgwuV4LKmgmSSZNmc5kz4HYn8pHaMnq6SpHz0d3ia57KspXT18aVa3sWJI7Phc8fpaomWLAPtdsz+XuQhKqoiKLKPTsPztrv9MkK5JzmbZ/Lael80Yj1EtezvD647j+xaDSKKOqtR68GN99xFElSGR124XCmSCZNs3wTBVFhy/ZTeLxuwpM2KqsniYStvPpyy4y8LU0QdrSX09NVQiZjKERdbPY0Hm+ME0drGB91IcsS5mMZtuw4hSSp7Lj9OE8/uYrJCSevvdzKlh0naWod4dTxKlRV4PTJSoYGvdTWj2O1pXG7E4iiis8fYyKoXeDGx1ykUiZWrO5FlkWC406WLBssFAAe2l8/q6hEkmTqG0c5cayqyMkhmzHS3Vkyq6BQOavC32KZXg6cKyfu6d+vQpIUbr79GIGSKNtv1SLWB/Y2EItaEQSVdNqQf+0rcd4L/O6xNbzhvoMAtJ+qZPP20zQ0jXL4QB3ptJFsxnDdtHMdH3OSTJg4daIKOSdRWz9GeeUkdkeq4HYCEIte3cjMudIcShXrDSWGr2Vq60dZtlIrAtY8nqcLU8srJ0mlDJfFFmvKKWL3C0tnCT6PN4brpg6yWYnWpYNF7b7XbNBSImY+1tlehiSqlFeGClaaS5YNFNIPJifs7H+tqeh6pijiVbdAy2UNF5zj/+Sja5Ek5Ty50kIhDWFk2MvqVQ7OnJrd+vpc+9tsZ1uTFuuR8soJ3O4EHe3lRfe9qf0SCRNGo4IgqBgMMktX9GHOrxIc2l/P+JjrLMeg6eLymbS2DTHQp/mPmy3ZQpH7iaPV9HSVLuI96Vz34vhrX/sa4+Pj3LNTZSLo4MiBugXmrF5+zOYMq9d34/PHOH6khkjYSjxuLvg2Xu+89PxSbPY0LleSsvIQbcv6OXGsGkFQKS0LY7VlNCuxhJnBfh+jI25Ky8O43EnuvOfwrPGefHQdcq44x3bKw3cm6ZSJw/vraVveX+QKoSgie19pZvstJ4hGLPkGIVonpmOHtRuXJMlU1QRZva6LeNyCzx+jZckQ4ZCNoQEPq9ZqkeK+bj+KKhAoibBuYydHD9UVVfpO+WzWNYzh9cWJx8zEohaC41r+4UxxfOp45awIx0TQyb5XmgiF7GTzDQHKKyYZGZrOM5bzVnAzXTzWbtAaUySTRqz5JbcjB+vyF8TLLZK1ycLUzXiKmdH9F59betVTD86N5qzidCfYtKW98KgsC/R2lXBofwPxmBmPN87m7afx+eN4vLHLFB1X8friyLJAJDy3AJkvfeJqsdiCvZmIooLLnUAQ1IJtl9OVJJsxkEppXdPO91pXC0EAWQaTOcea9d2wvpuBPh9HDtZx8mgN6za107xkkK6OslnXsMViMmdpbRvA7dGW+48erJsljF3uBJu3n2Zs1MWmLe0kEyaOHa5BELS29zNFMWhuP13tZfnVKwFRVKisniBQGqa8IgyA1xenonKC3u4bSUQJV6RuY+8rLVisGW698yjAjOCLQH3jCI0tw0RCNm6982jeqUTA5U4gy2LBGnLmd6bm/zs5YWdoYHazHRDY92ozNnuKbbecQJJUhgY8HD00bQdqdyTZcZuWarN0RT9LV/QzNOBhbNTNYP/M+4V2TZxqDiWKKqoqoCjCvL/Nq4XBkOP//t//y5EjR1i5cuXlfa3LOvoVQBSnRYfHG0MyyFfhGBRalw4UBFFwzIkx3/VoytR85rJLOGTDZM4iiipmc46Tx6vo7/VjNufI5URMphyZjIH0NXRSAjgcSVQ0M3aARNxCIm5hfNQNaFGO1rZBMhmJ4LiLaLeFTNpAPGZl2VIYHvRhNMpFy/PZjEQoZCc47qSmbgyzOYuiajP5WNRCPGaZc+lsIugstB6dSTplIh43s2TZAGZzjnTKyHBBcKpU1QSZGHcyPOQlUBKhryfA8JAHVRHZtFUr2Dt7ebSyOsiqtT15ezd3/pUEXt3dwi13HsNmy5zzcxudx8poeixwuRJMBh1nXcgF9u7RGpNU1Uww2O9FUQRc7mSRIF25poeVa3oYH3OSThkJTdoZ7Pdd8puCqgo8t2sFbneClWu7UVUtIj7zor791hP84ZllxK/Bgj2DMceGm9qLWn1PoaogSiobt5zh4N6GQpOUbMSOLxC95OLYbMlw213ajbS/18/RQwuPzhXyikXLZRHP5xKl8xXmnS2Qa+tHqawOakvyYRteTwLhPEH4sVEXsYiFWEzrpnktFKNOoRVoujVf83y6VFXNBGZLlomgg/ExF82twzS3ak0wXnh6GYmEGYNBKUqnOj8qO249jtEk03mmjDOnKueMekYjVo4fqaG1bYD2U+VU1wYpLQ9z8lg1x49UY7Onsdky+EsihaZLd77xMIcP1DHY70dRRPp7A/T3Brhn5/7CuPry+4WTSpp48tG11DWMsWptNwajTCxqweVOcGBvI2MjHkymLE5XElFUiUSshXu82ZKmqmaC1rYhTh6rYqDPj9GUyz8/P4m4haceXzvnc/GYZp9qNOXYvO0UA/0+zKYcq9b2sGxlH/GYdn6aLVlEQSUni2Qzmq2fIGgOPiZTDgSteHBo0Iu/JMz4qOeqebtXVk/yf//v/8Xj8eji+Hz8zd/8DZWVlQTc37yCr6pSXRtkxepecjkRVREw5ttVyrJAb3eATMZAJGJDzkkYDDIud4LJSTtudwKDQSGZNCJJKpu2nqZt2QBtywZIpw1IkkImbcCUbzaQSmqVsVpXNe3vqe5CZnNWs0XLGrTUgOSl6dhlNOXw+aM4XUlstjTDg17iMQvb87PQ8TEnh/Y3kM0YEASFtuUDjI26GB91z2hCMTf9vQGyGQPVdeMESqIYTTIlpRFKSiPz7rPvlaYiIXk+9ry4hIqqSeoaRvF4Eyxb1Us0YiUcsuEPRHG5Exw9VF/wQJ7ykjTkJ1ahSTszJyXDQ178gSjr8+04pwzzk0kzr77czLIVfVoVc9pQKJjp69EKQ2RZxGpNFzygEzEzOVlk3cZOQhN27bWE6Yjw+KiT4LiTro6ywjFEIzZOHptOV4hFrSiyyJoN0+2Np/yWQbtpL1/VR/upcjrby+fNy7sQclkDBqNceJ9nR6gAdtx+nGd/v5L0NdaadM36rjmFcS4ngCrg8WrNDWa6mhhdcSoGyumctdfFkU4Z2bunmckJ+4JF4PkiqVcyyjw1fru3D+Py3RhNWVaG7WRyEg1npRT5fFpx7diom6rqYt/Vk8eraFumdcKceR1oWzbA079bhc2eXkQTm8tLKmXm4L5G2Kc1BzKbcjhcSc1RYIaAjYStqMDdbzqAKMLYiAubvQRBlPO1EOd+L+NjTsorQlqh3DzpAKoqMDbqYtnKPgb6/djsaSqrJjh+pGbOyG9x++GikYr+KisPzROp1FkYAj1dpfR0leD2JHC5Exza31CI/GcyRoLjs6+L6ZSZzjMVRW4gl2qiks0Y+MOzywt/t58px+lMoUI+h9qYb5Iy17mmYrZk8XrjrFzbzZmTlYyPLa4wUzLIuD1x5JxEIm4mmzVQXTtecPnIpA2k0wZyOQOKrEWsFUVEMsgoslh0fezr8fOLX/4loihy5MiRC/tAFsh1L47dbvcVF8abtp7GYsmSTBo5dbyKSNhGJm1AMihztpTN5SQmgtoJdXYEatcTawrjFp+c2mzfaktjs6URBE3EWW1p6gLaMnsqZULOibjNcZau6COTNhKJWAs+wKqq4gtEefHZZZxd1Wq1pQsOEMExF7GYpSDQzmaqaCkasdDTVYrbE2fTltO0n65gzfquQkXvwX31NDaPYLNreVSZtIHQpI2RIS+SoRJBUFBVkeEhL4oq4A9E6e/1E5qwk04bCxEWrTBNQRQVFFks5AbPh8OZRFGEGfZiAkMD3kL3O0lS8XgTeLwJujpKOHVc84K0WNPceucx7TvKivT3+bHZU5oDRVmIVNKMqkI4bKOqZvqmfte9hxjs83DqRDUT4y5efG45ZnMWrz/KmvXdZNISBoNC23It9WAqwqotn03nF8+0ewPIZEQCpVECpVGWLNP2PbC3gZFZjTcEhoe8/O4xD3WNo/R2lVBWMUl1TbCoxWjzkmGs9gxHDtRxKcXFkqUDhf/3dvuoqp5EMqikkgYs1nw1/ZJBjh2ey73k6rF3TwugLVtvvfkk0YiV0WE30YiVXFYiUBbB7SkWz5ev7awwq1XupeRSulYUxhAUQMXojZBpOY3DmWC7azrX0uUuzrvc82ILa9Z30366nP7eEnyBCNGwle7OKfGmnZPjoy5q68cKkzsAo0nm7nsPFs7nyQk7B15rJCdrHSYvJ3ZHEo8nQTptnGfyIhZWy2ZyaH/DjL9UBvoC1NSNU1IWobQszF1vPIyiCPlCMoFcViKZMBGNWpkMOgqT8r7eABVVIcqrJpmccBCco1gOIJfVjstszlJZPcmzT61gvt95NmuYR2wJPPnoWppbh5Blke7OsvN+PjoLQSAcsl/1fO25yGaMTAQXGrgQNHu5UQlJUqmuG8fu1HoXpJJmrLYMRqOMIKjk8uJXVQWyGc31xGrLUF07XlRXc/hAHStW9zI26kJVBEzmLGZLFqs1iywLCIKKKGqBRgGIRKzEolZiMa175O03/4ITZz6ui+PzceLECQzG3CUx5T4bk1nztgUtqmi2ZKmsmkSSFP7w7PJZs/pc7mJe7eyLmkA8pqUVLGhvQcHpSuJ0pTAYcwiAy5PAbM5x+xuOEBxzEQ7bSCRMrMuL4GjUgtOZwuePzzlmJGzl6KE6slkJSVIKuaT9vX6qqieobxxFEDSf45YlQyxd3s/QgI99rzQD+c/Pk6C+aZSq6nLecN/Bgil+PGamu7OEquoJqmuDhddUFIGJcSf7Xm2a4zPRMBhk/CURzPnvp7JqEkFUiUa0QrW+ngCJhOY4cTZmc5bV6zsxGuVCLm/HmTJyWQl/IIqAZg2Xy4nUN003gTh1ohKbLU1ZRQiTSaayJkQuJxEo07pJ9XVrS5QzuwBWVB1AlrVUBKczhcWaKUqHOHmsAn8gjr8kQmjSjs8fJ5sVtQLCfFvQtRu6iISHsTtS7HpidZE9lKoKdHdoN7OhAT/jYy7ueEPxBaOqeoKxYfcl7Wy3/7VGli4fwF8SpbZ+glTKSDhsoruzhHUbuwEILaAV7NUikzby3FPakpwoKpSWh1izvRvQJkldnWX0dQdeZ00tpim2axtjtP4UTS4Ze1M/mQkXJl/xKk86bSj4sU4V/kxNhJ/bNb30OTHumtMVIRa1cvxILSeOVlFSGsk3EpIwW7KUV4SoqRvH64tz+xuOoKqaKBRElVjUwkTQyfiYk8kJR8Gh5mJwOJJsveUE4ZC9MHnd/ULbjEJTFZtd8xtubRvi2OEa+npKzhpFyyWPxcycOFpFLGph40YRUVR5+Q/aypooqlrqnS2D05VkyVJttWJkyE00aiWVNBKPmVm/qYPOjjJNJJ81mZIMcj4ooEUlt91yAjmnCZIpujtKGR2d+3OfRqD99GIK0HReb8iypN3HXAnWbexEEGBwwMPwoIdc1oCqChhNOSyWDIKoYjLJ2OxpMhkDRw/VsnJ1L4oqEAnZCjVCRmOOPS+2FV5DENS8ppoO8BgMCl5fDJs9jcOpdZz0+mL8wz/8A2vWrLms7/m6F8e7du3iznu03L1cTuSFZ5bPcky4EFzuRMHTdnLCTjYrkUkb6O4sZXjQe811ClJVkUjYPkdhj4rdkcIfiOF0JXC7p4Vwb1cJfT0BnK4k227R3utUJfZcHcOmERjo9xfZ1XScnm0On04biUZsDPQGWNpWwu9+uwanM4k/EMXhTGMyZzGZZbIZkUjYhr8kRjxmxuuPsWptN6qq+VEaDEohLcFkzGE0aR3mtBnr9Ou53ElkWWDJsgGiEa3oIZk0YjZnEUV46onVbNl+EkFQi4o2G5tHSCRMxKIWJIP2w5xpSxeNWAq2TccO1xUaipRVhuhqLyeRMLNuYycut9Ye2mLN4PVpwluS1KKVA1FUC/7GkgT7Xm3GbM6w9ZaTTATtHHitCYB41MLSFVqE1ulKIggUnCLmK3qbEihnozllXDo3l1jUxmt7WhBEhZYlQzQ2j2CxZAuTLFkWGB1ZeBrMpcbtieNwJhke9CIIFPL/RUHF5khhs6Wx2jLY7Wks1gzxmIUTx6ro6y65pCkoV5NLETGWHHG2N4zjaJ6uEZgpjI8cqM1fA2afVxfi8auqEqMj05O4WNRKcMzF8SM11DWMMtDvI5dvyKMi4HQm8QWiLF3ej9WaYaDPz9iYi4lxZ/6cP/u4VO7ZeQDQ6j5yOS3HcnjIk3efEMhkDKSSJtyeBJGwleC4A4s1jdcXwx+IUloeLhqxunYcl1tbPjcYFDIZAxZrBklSmJxwUJbfXpJKkGWBdMo456Tr+JFq7PY0Xn8MjzeOqgo4HGmCQSfNrcMEx5yzxHE6rfmj3/6GIwwPufH7Y1htGdIpQ6HYuL5plPqmUV7d3VK4BunoXAippIlM2lC45544UkM2uzCtNT7qxuFM0dQyxNIVfcSi5lmtrKc11fTvNpeTZqVUCoLKZz5zO729vRf8XhbCdS+OP/axj7F541dZva4bg0Hh9ruPEA5bGR91MTbqJjRRnD+6UDzeWOH/oqhVVw8PeK8ZJ4yFIxCPWQtFdACH9msRM+1k1NwczrbKuRzFMKoyt4A3m7PcdrcW8XS5U5w4WoXZkgWmllgURNGIzZYmGrbgcKZwuVOzxu/pKiFQEsbu0NpmCsDosIdIyIoqgNcbo6erBFFUyWSMhcixIIDdnsFu1yIusZhJ62iXFRno9xVyk6cITdrp7/UjiCo9XSUFUSpJCitW91BZPUk6LXFwb8OsiK3Xp51X3Z0ldOajvum05kWZTGgtpq3WNLX140QjFrJZCa9XiygbTdrS1LZbTvDanuZZ0aBY1Jr/HlXKKkK43AmaWkaKOl2FJm1FOXAXg9Eo09g8MuvxPzy7/KoV9lgsms0faEWwUznRoUktbz8es5CImwlNOojHzCST5rMskq5vLoUoFkwZAne+hGSeu/sYaJ/n0OCVcEjJr5DMWO6fugankibGRt2cAmz2FHUNY7S0DeJ2aytGxw7XMDrinpHqpvlbb9jcjsmUo6u9isrqCdas72a8NsjePS1kswZOHa+itCKEwaBQUxvEF4gRi2hOQwDtp8ppXqIV3tnsaSJhW6HDmcmcJZOetjRsXjKEMz9Re+rxNfN+XqoqEotZicWs+Ui0SqAkQllFiO7OEs6cnB3ZVRWRIwfruP3uIwwN+EgmNJeVVwp1H9OTgbLyEJGwlVzuxjnXda48iiJw9FAtI8PuBQtj0PREOGRn/2vNF30MqirQ2tqqi+OFMDTgKxQRiJKCzxcjUBpm87bTKIrAi88t1QRRWsu7WkjUt7e7lN7uUgzGHF5vnPKqSbbdcoKOM+X0dJcioKIo4jUXQV4o11KETFEEhofcefeOLLX14wh5OxntO9OKBsZG3ZRVTBQJ43jcxJ4X22YInBps9hRmSxZFFimvmKSqdgJDPrk/mTQhyyImc5RcTizKAZ4qanM4MvR2Bzh9onKem4nA0UPT+bSplJHRERcud4JoxIKiQE9nKcNDnll7HjlYTyppoqF5hImgs9D9biofFihEp3q6SvPtXbWqZ7c3jiKL9Pf62bSl/azl3uLjGxnyMjLkJRyy09I2iCCoOBxpPN4Et9xxjExG4sSRalIpU95Wa/Hn8fZbj8/5+K13Hr1gX9ILYUoQWmoGca05QWqglINdHuJxC2ZzhnjMes3/TueyQzufRdrl8jkWBJXMqJ9kXwWo4Nt2oPBc5Egru7uvTMqMKCqUloWJxcz5lZL5v8NE3MKJo/laAksGX0BrotDaNsiLzy0lndYEciSsBQk628sKBa0jw26iYSuiqHD3mw4WxjxysJYTR6uLVpFOHa8GWHAaQnveL3f16sU6DwmMj7kZH5t/BaaqOsjSFX0MDXiRcxIVVRNMFHWxExgZdlNWHqaucYy6xrFrslBW53pCuGpOFVeaG0Icz0SRRcbHXIyPuYhGbKxc08PNt8++iQ/2e+k4U14UUZ2LXFaz74pGrIQn7Sxb2VcolgKtsrivJ0AibiYauT4aIFxrZLMGDu5tWtC23Z1l2B0pdtymfad2e4aS0nBRdHfKYg5YVEFETd10lb3dnl5ElEVg/6tNVNcGKSkLc+xwLeNjLsoqQoUix0P76xkdduP1xfAFoiiKMK+7SH+vP58Kown4nq4S+vv8qIqIxZph2Uptxmy1ps/RdEPFaJLJZSVeem4p2o1ZsyrzB2KYTDKr10/nP8+dO3lu4jELpnxe5kTQgcORYnTEzZlTs1NsLhdrcgGQZOyNvdhbuwi9vIbMuJ/6qQ1mm1PMKlY7Vyvmc7Vmnt5Pyx/NLXDiPRdzieD5hPHldqJQ0mbipxsI3PFy0eMnj1XRfYWEMWjpRDMdWdpPlZNKmYiEbXmRO/dnnUqZGOz3Exx3cttdRyktD5NKGpFlLTobDllpbh2iu7NEq1cQVBzOFFtuPklo0saeF5fMO/bVwGZPsW6j5pSjKAKjIx6aW4dJpw10dpRhNMqsWtfFiaM1s5wmDrzWhCTJ+TQ58Zqyx9PRuZa57sXxQw89xD07D+UtbIpv7gN9fhqbhwvdgI4crCWTMZBMmKmqCRYMskeG3Bzc11CUJ2cyZ6mpG6O5dRhB0Ap1DPmKy0P761mxugdJUgmURAvL87ueWL1IT0udCyEes7DriZVsvfkkNnuWaOTSNJ3o6wng88ew2tLsfWVusS6ICmZzjmxGKhilazdSbUadShrZsLlj1n6r12m+wIm4id7uUva+0jxvswBZlmZ127JY0yxb2YfPH9OWaJ9YPef+JlOWbbecKHRXAhgddiMIKiPDHvyBGK/ubsEXiJLLigVHjeWr+hYtjvt7/YWiJZ9fSxeZDDrmdGxZKHMJv4OGcQRR4Q35qN6xwzWMDHm49baTICooKRNqzsDEHzaSizhple2cluYuMj0vkoxn42EsFWPcAyS6qkh01ZCLOLgpoJCL2RkrP4HRmKMuJyHLIq2VUUwlk8gJC5ItharC7x679JHzK9MERMWx8mQhz1hVBEZ+fddVacgRDtn5/W/X0NQ6RFPLSCGVATQnnETcTCYrkUkbCYdspFJGJFHFak/j8cYpKw8TCVvxBaKUV4SQ5emVonjMzMljNXR1lBEIRCFfyKtNpq8dYQyaIHY4Z7qCaJ+DnBOpqRtnaMDH3j3N8zaSkWVJF8U6OovkuhfHPT1a9KuqJkgibsLhTJHNSoRDNmJRG394dhml5WFyOZFoxMaO244xMuQpsuYqqwhjMsmk0yKtbQM0tmh5lONjWmHHqeOV9PWU4vNHaVveT1VNkEjYhsWaIRq2MTLsJjjm0oXxFSSXM/LCMysxGnNks5fqcxfOsmOaTX3DaNHKAcDQgGaKHhx3FnJtFUVzvZhJImFi36vNMyzn5sZgzGE2Z/NWfVrzEqstQ2lZhGxW4tjhmnkLnlQoEsbdnVqOdW39eKHVaDptpLl1mHhMWy4Oh2y8urtlruHOyUxbwuFBD+WVIZav6p3RdOXiEK0pbI29bM0YcbRORxCXr+orNJJJDZaS6KglM64VVAHnFcbziUybPUX57U8XP9YwgK1B8/H25j14TSFbwfItHLKSC3uJ7a5HNObwbDyCIMDmbac4frR6XsFyIZwdyb7kiDLWpl7sTdPCOPTa4o32DQaZ5at6KSkLk4ibEUUVizVDMmni1LGqc6YKnI2iiJw5WcXosAd/IJpv1Wzk5LFqrNZMvkI+i88fxWSSUVQBWRbxB6a7SiYTJp79/UokSaGiapKKqglO5tMj0ilTUWHxtUgqac43c8jicKRQETBIChZrhpFhzw2VM6+jc61w3f+qbDYbzz3tob5xlKb8Dd9gUFi6op9jh2oZGfYU8jpt9hQmk0xN3bR12L5Xtc41UxhN08IiUBKl/VQ5vd1aMUhw3MVLzy+b8epab3RZFgs5bTpXlitd+NXVUcZAnx9RVPH6oyxd0U9FVYiKqlBhm4E+L75AjIE+H82tIyiKFv2JxyxkznMjKy0LsWZDJ6Ko7SOK07Y2U0vDRqNMJjO3OM5mjDz56FqWLBugoWmU+sYx9r/WSE9XCctX9eLzxwspKaoqXFQVezxm4cDeBtZu6KK8MoSqQjRqpbZ+jK6O8kWPNyX8WlQLqXUHyVYNglH7PcZO1yMaswgGGYMjTuRoK9mgF1SRVnlagE4J45mPnf3cfJztcTwTqy3Nwb0NJBIm4jGLlh9vyRCLTqe1rMlVMDISQNy0j5LSCFtvPnVFc68vBqN/AskRw73iTOGxkV/ftehxRFHhzjceAjSLx3DIRi4rYbOnaVvez4bNHTz56FoWG52d8oytqR9DkUUam4eJRqwoiiaEJ4IOhoe8JBMmyspDlFeEOLS/flaaQWe71hjneiSbMTI5oecL67weUDGZcrQt76eyepKBPh9HD9Xmg0IqAwMD5x3hYrnuxfEnPvEJfvzwzxkeLL4IVtWMs3xVLyvXdhMJ2xjo8xeiTQN9Po4crJ9zvGOH6zh2uI6q6iAr1/bg8cVpbh1ElFSs1gwOp+YlPDLsxh+IFpbpLuSCr3M9IhSsmIYG/AwN+JEkzdNx7YZOjCaZTMbI+KiL9lNVDPQGUBQBXyBGZfUEt911hFjMwtGDdbNy1CWDzLpNnQwPuTlzshJJUgt2gkDeZUOkqiZ4HvEpcOp4Ne2nKtiy4xTrNk67VZw+UYnBqEXbjh+pvejVjpEhL797zM2O244jSQpuTwK3J8GSZYMX/JtQrUmy9VpetbGzDsvB1QwL00WYrbKd+WJ9c4ni81HIIR6A8opJyiqK7boG+70cOVhfyCcuRG/PttEWZURLGrekTVxGhqcjpOcrrruaCKYMvm37EPLOHulRH9EjmuPBYo95qvHOc7uWFwrZjMYcTa1DmEwy6uyGiovi0L4GNm8/TTRqQVEFlq/qI5024AtEaWkbQlGEQh5+bf2Y3u1NR+c6Y9PW04U0vSmqaiaoqpkglTKAKvDDH46wbdu2y3oc1704drvnXqIb6Asw0OdHkhTKKkI0LxkqPNff68dgkMnlRCSDMmfu5kC/n2jUgtcXx2LNIAgqE0EHsZgFp2uIdMrIq7tbWX9T+7z+sjrXP0tX9FHXMMbEuIPBAR+xqIXQpD3vg61ZhoUmbZgtWcKTdvr7fFr3nxH3DD9lbYXB44kzGXRgsWXYdstJRobcKKrAoX0NgICcExka8FBSFqGk9AS5rIHgmJNEwozRlCWbMVBaFmbJskFs9jRjI27GRt1FRWCiqGCxZEhnjMg5kRefW4bBmGPj5nbcngRNrUM8/eTqS+pWMtX1cC5btwsh9sanCv839tQiKBKtXHx6wvlykdfkAqiv+HjKNIbPHyu0C6+snmQi6KR0qA4lOZ3fLhhyGJwxJHsSS/Uw5tIgStZALmovdNabmQZxsQJ5sSkVc0XUNVQM7ihK0oypfBznitMFYfz808vzNn9pMBR3vDsfVmua6pog2ayEnJMQJYWq6iAtbYMEx1zz5skvhtCkne6OUrz+GBVVk0wEHYUbafupcvp6A3h9Ma1z6SWqRdDR0blyHDlYh9mSJR614PNr6VF2Z4rWtiEslhwdZ8r455/8HU8//fR5Rro4rntxfG4EZFlisN9f5GZQ1zDKTdumlw/jMTOhSTvjY66iSMNMT15RUvB6YwTHnfR0ltDUMkxr2wDRiBWjL3aephk61yuTE3bqGsbwBWL4ArFZz3d1lCIIKsODXiIRK3ffqy0p19QFEUWVwQEfy1ZoKxbHj9ZQXjmJI18gOhWhPH08QzJpprJ6Aq8/RippxOFMc/hAzazW0ccAmy3FzXccL6QH/e6xNYUc5PrGUVqXTudEHz1Uy+iwm5f/0MY9O/cjSSpVNcFFF9/NRZFYOxIgUvIHXO4kr7zUSihkYzFR46mxRGsKx2P3ELvvScRJD4bg4gThaSleEIUXVJSniqxMl2FMm4AOkgkThpxRa9yyupfMuJdczIbRG8bojiHHLWSjDjJjPiL7l6FktGjpfJnr81m2wbmjtIsRxnNFz6ceO2OZxHPTQcwloTn31QpMF47LnaClbRCnK4nBIDMy5Karq4SVa7opLY8QHHdw+ED9nO2WLwyhkC9sdyQprwyRyRjIZUVGhj2kU6ZZq4g6OjrXD8mEueDDPzKcv/8NQ+eZcu7ZeYCmlhEikcg5Rrg0XJA4TiQS7Nq1i2PHjlFRUcFf/MVfADAwMMCvfvUrhoaGcLlc3Hnnnaxfvx6AWCzGP//zPxMOh3nPe95DXV0dExMTfP3rX+ctb3kLW7ZsKXqNBx54gDvvvJMNGzZc3Ducg/ExJwN9PnI5UWufHIhhd6QJlEbmXIYTRYW77z1Y9NjIkNaSV86JHNpfrwvjG5ThQR9PDvqw2VNs2NxOJGylvCJMOGTLt4ItFhPPP70cOSciSQpbbz6Jy5Ogq6OMWMxMXf0YAhAOWWg/VYkoqYyNuAtR3GxWwmLJkVShq72EdGo6v9DpSuALROnrKSGRsPDko2tZs6GL8ooQb7jvIH29PmIRLX1IVSkUDWqiDjKZ6fNzbPRcrWQXxlxiLfH8VhIb9nHTNq0V7mt7mmd19ZoPwZTBVt+Pc3k7MSAXtRF8aS3nKxOcSwBfsFPFDLJBL8O/unvGIyoGVwzJlqTcKkPMzfAJE+mh0kWPPZ/QPZ+13EKYL61EMaeJ3/4sZfbpXJDOM2WEQzYqqicZG3Ez0Lfwph5Wa5pb7jwGQDYr0n6qkt6eACtW9bB2fTegNeWZ8h6+HMRjVjpO69FhHZ2riSCo2OwpbLYMkYj1otyK5sJiyVBdO05fb4A9L7ayeftpvvKVr3DXXYuviVgMixbH2WyWRx55BKPRyDve8Q4qKjRP01wux09/+lPa2tp45zvfSUdHB7/85S+pqKigsrKS3bt309LSQn19PU888QQf+tCHCmM+9dRTrFq1Crv90lV2n4t4zFqUc2y1pclmDHPmX9odKTZu1qLMr+5uIRE3I8viVesApnPlWb2+k4rKEKB1wTt6qJaxETdzCYmZneee/t1qQItw7bjtBIosIEoqmYxEKGQnmzHiD0Roah0mHLJx6nglA30+KionaWgeo7Q8giCqxKIWzOYsbk+S+sZRBvv8DA74OLi3kYrKIKvX91BTO8HocJaG5hFGhjycPlGJ2xsv5MWPDrupqJxEMqg4HKmixgaXDFmCVzaSvfUVjN4IHo8mUhcikA32BM7l7YDWaCLRXsf5hNqlEMELRyAXcZKLODHnBWj6Ur2+qOBafQJTYILQvhUQuXS2bdmKIdLLT6B4ivOo42fq6Gj3IOek6ejMArFYMgVhfHYXyGTSTDJh4vmnl6PXYOjo3Oio3Hb3YUwmuejRiy1ENpmyBEoj+PxRqmu1OobmJcNkMhKyfGWuK4tWeLt37yYej/OpT30Kk2l6htDV1UUymeS+++7DaDRSWlrK4cOHOXToEJWVlWSzWTweD263m1yuOEdXVVV+//vf89a3vvXi39EFMF8r3UBJmA2bOxge9HD0uborZNWmGdLHY+Z57bp0rhwtSwYLwnjPi61F9mULJRG30N1ZiiQphCbsDA74CnnCLUuG8Pji2O0pTh2vpKQsTGdHGZ3t5TidSZYs6yebMeBwpujuLGF02EPb8n6aWodJpwy8tqel0DIaBNyeOCWlYWz2FEbD9AXLYMyhqCITozaCF+hOMcW5hZtA8IWNuNcfpaVNy/N/6vHV511ZyU56SHRXYasfINFZw9m2bBeVKnGJudTHIJrTWGoHEEXoNE4Ai09BODti3GRWiXsmOL1tT9Hjw7+6CxAuKvfZm8/xfX7X8kIr5ykmxp00tw5jNuf0Tmw6OtchkiRTVRPEn+/fYDblsFgzpDMGchntngNaStXSFX2YTDI9XSXYHSnaT2tdNReLKCl4fTHKykO4PQmcriQT4w6C407+8MyyQut2my2Ny5Ng17N/zSuvvHLJ3vNcLFocHzp0iG3bthUJY4CRkRH8fj9G4/QFsaKigrExrevY5s2b+cEPfsATTzzBn/zJnxTte9ddd/Hoo49y0003UVm5sLacVwJjfjZUXhlCUQSOH63BYsnmW5lePFP5h2ZLhvKKEC1tgwX3i5PHqqhIu3GuOE3k0FJMJRPISQvxk9PNKa7V6vcbBY83RlPrMP19Pk4fryq4VCwWVRU4eax6zudOHKumrmGUzvYyQGSgz09z6zCd7eWEQ3Ze3b1k1j57XlpCXcMoS5YOsv3WE5w8VkUmo7XZDk/ai1rbCoKK3ZHEYJQprziD1xdDvYhivHMJ40LBmyIRfm01avY4toZ+dqweItlbySvjAi53gpq6cXq7S4hGbEXjWSpGyYacoMwW0teCKL5cKEkre19pYtOWDiYnnJckatyRFshYZ+fllb/1KSZfWQWjF77yVV45CTBLGIPWKRGgtDx0SfLadXR0rhx2R5JVa7XeEX09AVRVIJ0yICsiN23VVtCdLq2w2+ePEQ7ZicfM1DWM0dNVQmhiscEjlfrGUdqWa9ZsnWfKaD9VweSEfc4OtYmEhUTCgtN5cQGehbCoK6QsywwPD9Pa2sqDDz5ILBajtbWVnTt3kk6nsViKmxtYrVaGh7VuPn6/n89+9rMoioLBUPyybW1tnDp1it/85jdF6RaXmtLyEB5PnI728gVUTatEw1YO7q1nzYZuKqsnqazWbgr7XmnC6U5QXRPkhWcWv3w4ffNTqaiaYPW67lnbLGkbQpC0E8az9jjko4DWmiFyYQeZoJc1HXVzjj+zza0uoC8Mqy3Npq1nOHOqgo7Tl68dcjhk5/ABrXxry44TuD35nNBzzL4VWaSrvZyBXj9VNUEczhRen5Y3r/lyl1BeOcnQgI9s1lDw4n3mdyuoqJpEFJVL6lYxk5kR3sjBZaT6y/Dt2IelapQ3KAJC3rfZbM7hwkj8tIS9uRvBmEMw5Jh86frwBb7U1A43MfyrRlaf51pia+zB3tJN+OBSYDqdYWYh4hTqHJMM0KL0MLu4dKFMTjjw+mLUN47Q1xNAliUs1gy5rITRlAXA7YkRmrQRjRQfkyCoBErDVNVMEItYyGYNeHwxclmJY4fnvp7B9LVsIcWLOjo6i8NozFFZE6SpZZjerhK6OsrmXe3btPU03R1ljI+6CZRECh2IT5+cCsqoeH1xMhkJAXB749o2qlZXM9Dnx2TOUlWt2bMpisCJo9X0dgeuqdXyRYnjRCKBoigcP36cnTt3Iooi//Ef/8Fjjz02r5JXZxhbiqKIeHbbsDz33Xcf//iP/8jBgwdZs2bNYg5r3kKWsy+mLneCxpYRXJ4Ee/fMX+rTunSgyJYqnTIUuo4N9nvxeOM0tU61Mr2w/BfRnKb03ucpB5ScCIrI6OO30iwZSa86ikNSmazu1zY2yBiSJnLWDAZHAoMjgaVqFE/9AFLQh2rMIWSNOA0KsZQRjjXSZFdI7HgO46ureS0sn/NYdGZTVR1EVaHj9OVtGGA05rDaMkTCNo4fqcViS7N2ffeCHCUyGSNdHeUESiJU1WjOFQN9fuqbRmlsHiESthXSQARBZf2mDtzeJNV147z03PJFH+v5osZzHuO4n9HHb0GyJ5ETZgzOGAZ3nNKVWtGepXz6Nxs91lxwe3h9cr5riYprtWYfmBn3zHr27BQUMW6btc34ri0oSQsYzhbH6gJeX6OvRzsPqmuDtC0f4Oihalas1q5V+19rIJOWqK6dpLpWCyZ0nC7HYJRxuRN4vHGE/MuMii5yWQm7PY3LnSy4r+x+oa3gVTyTs23xQBfJOjrnQhBUDAb5nDVSHm+MtRs6CYXsHHiticl5or+7nlyF1xcjmTDR2DxCVU2Qnq5SerpKKSkNs2nLGSJhG4HSMFarNknOpA1MTti11XZBxe1NUNc4htGYY6DPz95XmomErcy89lzWLqCLYNGRY4B3vOMd1NRoVchvfOMb+fnPf86tt95aJISnkKSF5emWlJSwfft2Hn/8cZYtW3b+HfL09PRw9/u1CMrdFBeWzPz7bryMitrSdnkprDiHNjAaK/D6o1itWQRBZXTETSplJFASZeOGLLmcRC7Xhs2epqbKV9S+uFTRUi5GxbM7BEw/b/SHMHrTwGbSwyWYy7XUE2FbElWKAVWYYw4E2siYUyCoGHrqYCraJyhkmjsxJWzIcTuCImAxKGRsCTLWBOsKUaF1cCvc1t4465js9jTJlAnlCiW3L1/h5C/+cu7UgmsRX8CNnFtBVcXsm/SlpKQ0jMGgMDSonas2e5rSsnKWLbUVlqjPh7aPdkFpbHCTTDQhoPJHb5v+bssrQ1gsqwt/b9tmKnSOPJu5vqup83o+PGpxyska7ISE7Pw7SKsw2BOYSrViCzlhIV1aCrfoRVyzkGQkaxo5aUay3YdozJJ9n4e6lZbCtW9uKrA1by78ZeyvIvxu7ZK/Rpxe5fP5Y7jcCbo7F+O8UYcvEMXlSrJiuYVstg1VgdoaE5LUiiCoOBxpbPY0GzZIGAxywSZOVQUtDShjQBQVHM4UqipovvOSSmODk0S8eJI03/mnXdfnvtZeS1xv17/XM9fydyWKKhZLFlFSEEUFVRUQBBVVEVFV7flsVsJolDGZszicqaL9kwkTsZiFZMKMoggYDArVteOAj5EhD6tXze80IYoqHm88XxNVQWjSTmODSHlFCEEoQ5Y1l6ZoxIpkUDAYZCYnHNTWFF/Tnc4UgqBSVWFl06bi1zjffWaKnp6eBW13MSxKHNvtdgRBKMorLi0tJZfLYTAYSCaLL1LJZHJWqsW5uP3229m/fz/PPPPMgvf58jv2M9atLHj7mZzfV9SS325s1vOiqHD3mw4SmrRpve0FsE4EOBF24r1J87o9dbySJcsGeeZ3K8lkjKzJBRBNYUrf9DwA409vQcmGKL1HK5oRJzw0nF6Gc6yENAIdaQGYisiffQMoXupvMouAi460G1WUUexxUusOIpcEgT1Y9q1h3BHGsaSrsE8uJ7LriTUL/LQujr/4y2r++Uf9V+S1LgVvuG8/2azE0UN1yLLIxLjjsiz5WKwZ0ikjqhrH54+yaesZXn7ZzeH99chyaMHjTO0LcOZUOT2dpeRyBgRBoallmOYl2krHc7tWcOudRwGQZYGnHl/D2RHD+b6rhczo5288MR8znSxCC9j+dYaUpfzNz6KqEDvRSPxUc/6JSe5+v5ffPzJ5zt3L3zpdkOd44i7aU9PfdV95Jxu3tDM8Or39M79fSeYchXQ2WwpRVKmqDdLQpO345KNrgOLfxrKVvdTWjxMct+MPxIlFLfT1+lFkkXjcjMmUw+FIIRkUwiEbw4Neps/D4hu6dt4VPzbF9RI5vt6uf69nrs3vSqV5yRD1jaNEI1bSaWNhcqkoAk5XEos1y2TQgc2eJpkwUV4ZIpcTeeb3q1i6vI/Kqgkkw3QAM5k0YrVm6c/b4o8Ou9j/WvOcr261prlp22lC++2cOVVBPGZFEEIsX9VLdW2QRMKIzZbl5LEqujvLZuwZnnO8s5m+t8z9Oz+bj/6vOs6cOXP+DS+CRYljo9FIIBCgt7eX8nJtuXliYgKDwUBlZSW7du0ilUoVBPHQ0BCNjY0LHt9sNnPvvffyy1/+csER54Uwn2/oQn1F59rO7tC+RI83AWiCJOecpKJtulXvlNfszEIuyaFtryrg3nQIozNBaO9yartbARjL/1ssmpDWEBQJKerC/vzNqKjIgSDJDftw5F97CoNB4a67jxBPGdj9wtILeNUbl1d3t3LTttOs29hJJiPR1V52npbNF0YqOT1TLy3XLmbBMSfqItN1AiVa8dVE0E59wxgtS4aJRrTfodOlnavP7VpBKmnixeeWsv3WE0iSyup1XRzav/Df6Pm4kQvnLieSM4Zn/RHklJn4qSb8t76CKosIkjbxTyUNvNThYc0ixx1/eguBO14GIFc+Aj2lSPYktoY+Njb3kkyYOHa4lkTCxM23H0c9RxMQqy3NzXccB2Cgz8eBvQ35JVFx1na19dq10h/QzoeJoINI2MbkIp1S5puQXS+iWEfnYqmpG6OhaYRMxsCLzy1duA3nvun/tp+qpK83QGXVJIoiEI9ayGQlgmMuzOYsqZSpqNPqFAaDTG3DKPWNo2fdA1XWbezAaMrR0xWgrmGc4LiDUGjxdrzXShrF2Sy6ZHnHjh089dRTeL1erFYrTz75JOvXr6exsRGbzcZvfvMbbr31Vjo7O+nt7V20PdvatWvZs2fPZQubz8xDnmKhX87M7Q5GxgsWWjO743V3lpJJG3B746xZ383eV5oQBJXS8hC+xg5MvjBKTrvpGZ2aWDV6onO+3mKFxlx5nwIChvEAjt/dRa5iiOT6g2DOFJ6XzFlc5iz37Ny/IMut1wuTEw72vdpIJGTDbMmxYfMZ+noCc1bQXixWmzbTP3msmuC4k7r6Meoaxnh1dwvp9MIM1U+frOL0ySo2bD5TcFlxulLsf7WRSNiGIKgFIR6LWshkJEwmmYqqEAbDGfa92ozuS3t1EEwZSu7cDYCRKJYKTfgdOVxTqBwf6AtQXTvOqfF0wXry7DSyuchFnIzt2op30yFSaw9TvhaUjIGhERevPbWCTMZARdUEkkEmErayZkMnr73cOudYyYSZoQEvbk+cIwfrcboS3LT1DBZrlhefW1pw8ZmZqtV+qoxEwsyqtb3EY5ZFi+Ozr9e6KNZ5vSBJMg3NI9TUjXNoX0M+ze7CrtHptJF02khkDvF6tuuMxZJh2ape7I40dnua4SE3+15pJjxjX5M5R0mZFpBJJszsemLVee+N16oIno9F3+k3bdpEJBLh5z//OQDLly/n3nvvxWAw8Gd/9mf853/+J9/+9rdxu9284x3voLR08R2k3vzmN/Pd73530fvN5FwX0ZkXXKM3pOW7hRbuLVo8tlAkKMMhGw3NIyzJt/BtSPvYcN9ryEkz8fY6TL4woqE4DSTVX3FJIm4zxzhbKAuqiHGwCjHuIH7rC2DMnb07G7wC6WG90GWKsREPAOm0iXjMwtabT9LdWYrTlSKbFRkbdRMJ2S56QtHYPEJ3ZwnxmJWxEQ9jIx6WruijddkgRw7UL2qsY4drAS23TBDUeVJBBJ753SpM5hy3332EkrIotfVj9HYv/reqc/GYy0dmPTb21Daq7Qmgh8F+LzZ7muYlw4wMuznwmmbnOCom5/ydnn0TkqMOxp/eBqggKhwUJ/D5YzQvGcLtjeN0pshkJMZHXVRWT+bPhbmLQQ3GXKG4btPW0xgMCtGwhVh0Kn1OZe3GTuIxM4oqUFEV4sjBOhIJ06w84oWiX4t0Xk9Ikkxtwxj1jaOEQzb2v9pUJEwvN15/lNKyCIf21zE+6p6zmC+TNnLscA3LVvbhL4ksyP1opovW9cAFhcHuvPNO7rzzzlmPV1dX89d//dcLHsfn8/HAAw/MeryqqoqvfvWrF3Jo572Qnv3F2Fu7yUbsiAaZzPjs1tELxWjKUlk1SdvyfgRBy+cxpKz4tu0l3lFD9HAboGJv7kayapHbXMzKxIvrUZKXvuhrLmsnACnsxrJ/Namb8msuM4rUvVsOYjq2hN7TdXq0pgjNmgbA7U0Qi1gwmXIsX9mHzZ4imTDT3VnKYL9v0UJZkmRM5jSNLUOcPllFOj+L7+0OsHFz+6KPdGZDm7mWyaYRCgVSAC1tA+cVx3OtuuhcPErCRnrMS3rUg2u5VhNQE4jS3V3O8K/uxmBOE6ztoKQ0wqnjVecd73y/18aWYVrzDVpCkzYmJ+yoKgwPuenrDbBpyxkEUaGnKHdQc1bxB6KIIqTThvxqhJE9L023UW9eMoQkKfzhWa2ouqllmNXruglN2pmcvHI3eB2d6xG7I8X6Te0kEmYOvNZ4QU2nLoYly/qpqglyYG8DI0PnXpnq6wnQ1DqEySgjiirKAku/5rqPzGU/e7XvNTdED+SLEW/P7aumqmacatM5KuvPotC8w5yhrCKE06XZEE0E7aT6KrDWDmG1Zol21ZJ4aT1q1sgp1wAIKrasiDFYSmT/ClT58n788wlkU18t0qSX+D27ildpVMgsP0X58lMYumvpP7AEwZSFC6t3vIEQ5myHeeqEVpjp80dpaB6hrnGUMycrCU3aF9xfPlAapqxcS6upqg4VlqestgyyfHk9H3NZickJO15fHKNRpaZu9Lz2cbpAvvRkxv1kXvTjWne48Fhq7WHqcwZGzXFcq05RCgz0+y44+joTl1sr7u3pKuHMyUrufKNWQNzXHcAdiCIIsHT5AD2dZdhsKVas7kVRBazWjNbFr72UdMo0ZzGn25Og40x54fGOMxV0nLl8PuE6OjcGKpXVEyxZOkBXR1neOebKprlZrGlq6sZ54Znl5yzK1VBZva4bS97i1ulKMDmx8JSp+TTbtRSIu+7F8SkptKjt55qVlHS1kV7MIKLMjqVB7M3FedE+fxzZniU96iO8fzlK0lp4zfqKEPGYmcTTNy/qeC+WeSPIMSeOR9+I7J0kuT1f0T7jt5ir76XSFUHxhdjw7E3sjS188vB6QlFExsfcjI+5qKkbp7Z+jJVreshmDAwPeejv9SPLkhZlSxnzBU/TH3QyMS2iTx2vRJYlautHaVkyxNF8isTlQ+CVl5ZQWh5i3cZOlq/qp6VtCFG8Nm2MblgkGZM3jGgu/o0l1hxC6tG+i0xGwuuNsX5TB/tfazrPqsC5yWa0SdGp41Vsv1UrsMtmRVavL76elZaHWLO+i2TSRFd7KbIsEZ60kkhMpVDMPoaS0giSpDA8eOGrcDo6rx9UqmuDNDSPIOdEDh+sJzjmOv9ul4GS0ghjo64FCGPN49zhTHLquNb4IzRjVUgQVFzuBNGoFeUiAjxXOxBz3Yvji2WhH77BHcFSPYwpEMTkm11Ap6ogCBBvryVxprj6f00uAKf8eK5SwdN8Ark9J9M6XEF60o3inW25ovhCAJhKJlgTarimZnXXHgJ9PSX09ZQgCCpOV4KtN5+ioWmUbEZCBUwmmXTKwOkTVQz0+wGIhB38/vE1eL0x/CURbrnjKKmkidf2tMzZCOFyMDrs4clH13HPzv2YTDK19WPcs3M/B/Y2IMsi46MuZgqha2XZ63pHMGbxbduL0Tt9PVEVrSmQZFJIjwTIhR3IKRPRPWvYF8+wZcdJSstD513yPBfBMSc1dUGWrezFZtdSvIzG4uWheMxEfeMIwTEnJWURysrD+aJNEEQFpzOBxZpFlkWCYy5c7gTLVvYCmm+yjo7OuSkpC7F8ZR+5nASqisWSZuPmdg7tr2do4MpPLq22zIJXpiyWDJmMga6OMs6eJPtLImy4qYNcVuSFZ5bjdCUJjjtnbbcQ5rrXXCkdct2L4yWyB1+u+MJ+fv/ihaJiDEwgGrN4Nx8ueiYXsxI70USqvxLRnMZa1w+CSi4836zv6jkBnMt79rQUp/Xp20mu3U+2qQcxbcQZDJB2xEi5tJt2sluPJC4GVRWIhO288MwykglzIconigqtbYOUlocK4hhg9bouysrDdHWUcnBfQ34WfuXPl90vLMFmT7NunYEzJytYu0HLf41GLLz0/OzGPOezQNSZG3P5GKIpg3v9MQBSA6Xkog6SvZW41x/F5A9p25UEsVZrxXqCQWZVppT202FWrumhtCyMKJ4//3gu5HyueXlliExawmSWURQQRZBlSKVMyLKIzx9nz0stdLSXYzLm8AUi1NQGKSkNk84YMRpzmEwyY6MuHM4k6ZSRSNjKiaP69UJH53x4fTEs1iyZjNYwYwpZFigtDyHLItGItSiS6w9EMFuyDM64f1wqYlELFZXz+6ZLBpmGxhEqqiZRAYcjjcGgaOJ+BuOjbo4crGXlml48vhjrNnYRHHPy2jm6Ep+PmVHkK3Wvue7F8Vxc1IcnKghSjrL7nis8lA05iRxeQi5qJxtyIVnSmMrGSfVrSwpK2kz8dNNFHvXl43xOGKelODV5Bw3FnCUcGKe8o5lh1wkAqpd2kW3qZsMzmwviX48in59EvLgBjqKIZLISTmNxO+9Tx6soKw9jMuWueAHGTGJRKw5nimxWoiVfsAWaJdySpf0MDfrmjWZf7SWw6wWDK4J3ywFAm2ArGSOhfStBlrSmHHlhHD3ejHNZO2PP3ETJ7a/g3nCEp55aAUNeImEbt9xxjNr6xTiiq5gtWRyOFKqi3cwMBoXRcTfRqIWmFk2Eq6pIeNKO2aKleGzephnty7JALGphYtzJi89Pe61W145jd6To6wkwOuxGtwPU0VkYp09U09VejtmcZfttJwqPr9uoBSUiYStWW5rDB+oLzkkbt2hF2mOjbq352CVkfNTFspV9SAYZOTe7sHzthk4UReDooTokSWvec7Ywhrz+6grwZJ92P3j6SSeGs+551wM3pDi+MFS82/diLimeOYX3t5HsqWHmRT+XMZGLLM6v81qmVbaTCfrI1vUBYBgqI9pTCUu1H2y2qRuAwO17sL68ia5hT1FVqc7CGR91UdcwSl3DKKFJO9ms1lp3dMR1UXmkl4KWtkEamkax2ytIJo0c2t+AgMpN285QVRukpn6c9lMVZ3VAmuZ6F8gLsUW7WHKx6clFqq+C2MkmQNAKfPN2aE89vprVggtbYy/OZdrNULJkmLKWmZnHV1oemleUOt1x1m3owJwvmhHPSv/TIlRh2k9X0NtVgt2RJjzDmtDljrP15lNk0gaefWrFnLaA/b3X7/eto3O1yWYNZLMSnWfKaGyZtnQ8tK+eoUEfgdIwG27qIBqxkEpPy7WS0vAljx5nMkbiMQseT5zg+NQKuIrFmsXjiRMoibLv1UYmJ2YHcM7ZPI3xOe3gZmIwyMiyeNXvgTN5nYjjGX5lM5AccSR7HGvtMGrGgLlkkmzUihxxkuipIjPmhwX4913vnJbitHQ2kG5pR3XGydX1Yz24Gvvv7yC5YS+KJ1xogqUacng2HyB6rGV2R2ud82K2ZDGZZJau0NqTHj1YQzptYrDPT9uKPuY7V68EvV0liKJKZVkJz+9aWXh81xOryeVEbr79GDV14/OKY7g+BfL5PNGnuCTvSzGQ6K7CVj+AY2knia4alLSZNbkAh4RRZFlgrdmGaI0iWTJI5UHi7bWIM9x00mkjTz66ls2bYd3GTnI5kcF+H8ePFE/iV67uxWLNMTrsor/Pj8WSIxazEA1bsdnTRMLFdQhnN5yJhO1zurTo6OhcSoR8E6dKQEAQlMJEdHzUTX+vj+raCSwZkUP76hFElYqqycuSWhEJW/H4psVxTd04y1f1MTlhZ3zMSe48Incu5rpuzryu+gIRNuUj4tq95tpoRHbDiGPBmAVFQJBkJFsCgzdKNujBs+kIBmecXNyCHLchmtIke6tJdNRpuX2CQqq/nGzYTux0I0rSct7XuhE5IyVg11acK09hb+4les/vcT16H45nbse0/iDjDdpST2rjfixALuxgzYkWPXq8SMZG3IyOuCgrj9DdWcL4uAtFFimtCGGx5KionGToKlX6J5NmThyt4aabisV5LidhNOYKxVuCqKCeY9J4JSKwl4rFnL+XQviby0ex1Q8U/haMOYyOBJaqEd7QpBW05aI2rPkC2WzYQfRIm7bxWc2HBvt9/OGZZTjdCVat7eHEsepC+2evP4rNnuaFZ5YXeV9PEQnfMJd+HZ0bBO23e/YKTfvpSqprJ0CA4SEPzUuGyKQvz+93sN/Puk0ddJzW7BhFUWVyws4rLy2Zc/tLcV2fGHey/7VG2pb1c/MdR3nmd6tnbbPeZEPyBsnFbCgpM5OT8+dGXypumCtk4M6X8kuPGnJGItFei8Gp5dtKlhSiQSZ8YCmZcW3Gley5sIKWGxeB6JE2MuNerNXDOFEREKg5uppATz0nb322sKWzZoTKo2t0cbxoBE4crSEZH6OsIoQoqkQiFpblI8nj4/8/e/8Z41ia5vmhv3PoPRlBhvcuIzPSRPqsrKzK6uqq6pme2RmNBAmQsBBGWKxWCy2kj/ooSBdYLfRJEnCBq70Y7GIv7oVmtLNjerq7urp8VVZmpY204b1j0HtPnvuBQSaDQRvBMJkVPyCRQfKY97j3/Z/nfczRpPEphShm0BtiaLVxmm3ZUqGJhIitxY/DXl+2hONgUW7Evbrf41B3vp46Dc30Yfv4DpIEsfVWIoudRBZ6ULW7MF3KpliT6yKoOrawXH9K74sulhdfF2pJJWW892F2ucX5FqSMiCBIXLs5g6UpzOa6paQwPuGEE94cDIbsFK1CkUGtSZJJi8hkB1N8IFcQSKuNY20JMDSyyaP75eOpGtOvCzjsZpxbRkRR2vFLbtvWX35O0mMi7jajG1zlL/5imfHx8X3utzJvjTj2fn8FVcdW1nKSEYlttJCJaglP7z1C8qdKfLOV+GYrLblE/nEB4mYsK914e7J+ybKAAUnIMJ5qRmYI8ygaO8omv1HEoiqmXnVha/PT07dTsDU6yGKv9A/ZOXV6g1hUQSSixGyJAKBUZgiH9l4G+KgEciNf4vZzHP5HZ1E0+ZDrowiChOeHiyQczVBgLUoFdfgenMN89TmCPIPlerZIh9ejR6eLolInicWUqDSvXS2UyiRj55ezgZ2qXGn4nQPNCSec8GYhCBLnxpd5fL8fW2uQ0TNrvHrRze2fv0ClTtRcbKoWDMYIIwkLsaiS93/+imBAzcMfh6qWrs71h/X0i3l/5IJ+WZJE0umdv+fY+vtsRWaZNophdJFEIsFBczxG4gaQCupJTR9dpP/bSGF+5LQxQGBbGAOk2rcI/id/R9v25/G/+RgECSTxxJpcI08e9JNMyDl9bhWrLcjXvz97AHuR0GgTqFRJZLJMPuAhvW19SKdFolElmYyAUplCrU7S1uGlvcPLd1+dJpWU87NPnuNx6zCaovi8ul05cWvhqK3GxwcB1+/fq7iEqEzmCwxFFrrQDmRnFW6+P5VfJhaTYWsxMzGhxe/T0NrmZ2mhhft3hwgFDyc/9gknnHCwWFv8xGIKHFtmDMYYIBGPKXE5jVhtAdZXa+9XK+cKlujqcWHrnyKVFJh+1cHSYktF97ncNotLP++3r6+0fjqiwf43n/B/Ov4TPv/8833tpxpvjTg+4WARAwZ07mbCzW4AZHEFspSChDYCArT90degTLL16w8YTxx+wu43kZyImXh4MGkAlaokl6/NozdEiUWVJJMyFMoUKlV2ai6VkpHJCOj0cSQpGzmdSsqIRXq4+90okiRw7uIS9g0zbR0+AJqag8Rj3ahUcVTqdNVCJSeiuD4EeZKWX34DZKc49VYvwRfDPNpUodbEkckzpJIifp+BoQELW5tm+ga3cDmMLM63Vdn6CSec8CahVidRKlOAQDIpR6fPztBurlvoH3SwvtrMXgK4i7NNabRxevuznx/8OITfWz4bV3GfXvi5lv7+TdEEJ+L4DSJnxa2Wt7iR5KzHAgLDP9wioQ2zcvMHQpoIaVWSK/4WHpocsB1N3/pHX6P95hYLnqxoKpXyrfgBelMeluNCqbf1QtSaBK3tWetvNKJkbrod5XZpYpU6ycjoJsjTKFXZOazlRStTL7vygSCDAzokyUvvwBadXR7ufT+SF8eiCLc/yvq5JuIynk/04XSYSrbxuFNP1aXiacBq9/RekVIKvvsyW3AlXJAnW6+P0t3rorPbSzwmx75hoatHycjpDZ496cW+sfeKeSeccMLxRJIEIttxA4KYIZMR0BsiaLQJjKYotlZ/PgdyveTGDpksze2fv+LZk1421pqoJLaL+8y99HuV+t3jNG6ciOMTamYhLkLcwPDnn2AfmGZzbDIrjAG9vYVQW/bvyO3vGf7rP0WQRGZk4ao3/EnO5PooPFeF/l4g0TfgYHTsdTYELBHUmgSxaNY3ra3DRzIpY3aqnZY2P1ZbkN5+F8uLLTuKlpwbX6Kz2wNAn7OXT3+lR6ePcv7iMiZzBI9LS5M1wviVBX749jTh0PHL8lJPpcx6fOUOujJgOKxGEDPYWn1otQmMpgixmByTJftSbN+0EE/ICQY03PlmlGDgxI3ihBPeRrp7XTi2ssaHZmsQl8PIlevzuJzZwO3L1xb48nfnSCQUlTZTFo0mTt+gg9XlZrY2zRQK41IittAo04i+7ziJ4WJOxPEJdTMfF2BylD+NtLPWbOdZ9yyh1qwwzqXpTQzPopopnf6lFCcCeW8YjBHabn/GHxR9b98wY9+wEA6r6O13EgxoiEUVtHX4SKdEVpZaWFlqKblNpTKVF8auL94h12GGQxrufpdNK2ZuCnHDOoNMJnH93ekd6XeOS4d3UPdUPcc3ktbVPdMznrKSvPSY7l4XkbCS1WUrbR2+7RyjCRx2E26XEbfLQDDgr7P15fdZSfSfPJsnnHC4tLT60OljbDzsz34hQe+Ak3hcwYunPbx42sPZC8tVC2dU6q8ykkAiLmd+Npu6rdI2fmp9wIk4PqEqhYN7zrUD4KtlE4N2I01NW2yZ3bR5rdgt2QcoMbyQF8cTchfjdB1uo99SCqf3x1NW8Eh472ryJYn9Pg0TjwbyKbz6h+x09bh3bGPyxc5rMTy6TjSiwrowyoTchd6Q9WtLeEzohpdIhbTcTMvQnp4jmZQRDqoxmSP59ZXKdMMjp98W9uoCtbVporvXhUabwNIcwu/TsjDXmi/b3CiK/QULp0qPQ/q9E074KdLT52Bw2M6TBwNEt5/5YEBLS1uAqZed5ITsi6d9e96He3CSxEoz87Ptda3XCNeKN4ETcfwGUZg94ijbkGMkrWM+LtDz4zW2fvFbut1teXFs2WolVWYbb/MDdZCUOmeiNoL5WjbVl8Nu5PGDbDniHItzbSzOtdHW7mX8yiKJRLZcda6Qh9XmZ3B4C//EKOlWJ5dDWhR+M5GlTqS0SCauQlQmCGjcGOUZ5PIMmoIUYjk0mqw4LnddD9oVIbePWlx4jorCKcmqyzlNfPnZOdTqJJamEKfPrtHT5yKVEvn8t+MNbVOlgJqjtBZ19zrRauNMT1Z6sZZotgWx2gL09jsRRYmFuRZmKq5TO6Isg63Fj8USxu/TkkzJQGJ7Wvv4lLo94e2hs8vN8KlN7t0ZIRzS5L/XG6I4towMjthxbJl2uMHVjoTp8gumHGriAU1Vq3O1/qE4FuNtGtdPxPEJeyYn1leC2Yf0wdALPnJ3s6oOMuoc5Ksq6xfzU5y62RNChvfPbaHte5z/arKoQEQxW1smUikRQYBzF1c4d3GFmal25PI0L591IyqCnL45RWzThpToIvBkbMf6ymYv6aanyDSJbMGKpU6a3s3uP+nX0+fsY0Lu2tWZHkbARbEP9nGl3P1drs2JuIJEXEHAr2VlycZHfzhBJKxCrU4Qa6CVvtQ1OsrzqNHGOXVmjbb2rMuITJ7h1fOe/O9aXYyBoS30hihmS4RIWJmv3gg0xP/d1uKns9uN2RImkZDjdBjpG9xCLs+g1iR4+aznQMr3nvDTRquNcfrcKvd/2CmMAXSGGEpFGoUizfsfvuL3v71AukKp5VJ9rdLmQdOzSXpzEJ+3eurbWjNRvE2iOMeJOH6D2Iv/4mHzRdMa/3zjHBsIDKokZkqYj9/GB6kUjRQZuXOmbHPQ9M4EkHWhSD0bI+m2sCx3V1wPwPXrD2n709e5IUdGNwFYXzPT2eUDQN3uRGnzUGwVS7otOD97HwryXm79/YcomvykAvr8vnICOff5oK/1cRbDpSh3PkolxS9EkgS+/eIs5y8u8sHHL/j0V5cOrI0TchcKZQq1OkEwoOGwLKSCIGEyhzlzbnV7v1l6+lz09LmYmexgdaWZ97erAj66P7DtS6/kD/5R1q3o3p0RfJ695ruXUCjSnDm/QnuHj2BAzcTj/vz2ZqeyFVWvvTODIJwUWDmhscgVKS5cXmJlyVYyRaZWG0cUYepVJ6Nn1pHL0zvEcem+RUJ3agHDmXkCz0eIzPXx6a8uUi7wDg5+Zrdw9vs465m3Thwf9okvdnM4yH0e5xup4+UYqa5NLi6eZiOpZtluyAbulX+x3cGbJnJqoZHHNKnb4GefvMh//v1vLnAu3rpjP7s6NCGDoEyg6bIjNwbR9GyW3HZOGOdIBvRAiXutKCG8lJaTcO60nh32i08tLyDH/WWs1vbF4wo21ptotoU4c24FDsCPX61J8MFHr++z5QUrfr+WjbWDP4ed3W7OXlhhdqqd+dk2Xjztoak5yNV35gFIpURSSRmSBFt2E+0dXi5eWchbwGan2vF795654+b7UxhNUQJ+DS+e9rC28vqYrbYATc1BLM1BLE0RZqY69newJ5xQgMEYYfzKIh6XgZnJ7L2V6xcEWRLd6Dwetx6Py8DSfAsel35HjEdhHyIokuiGl9D2rRGa6cNwZp5gQE1koXu7r9z5slvNdaIe3iaXybdKHB+2P26p/R1ULuLj/LY1qJIINgURwwY0yeyU5nw8+wDWOq1+1FO5R001X92cMI5GFQQ+v8W5lKLMutsWLTGD6eKrsoIYIPhqEIXFj7o9uw//0xGiC72c/6dKSorjY87b0ClXy72cy31cXHa8Ueh02WDMe3dGuHh5gd6B7H5UqgSL8wcnCMcvL9DW4cNhN+YDhCRJIBjQ4twyYraE0RtiWJrCuF2GvMsFQFNzCJ9Hx+J8az5Xd7109zoxmqI8fdzH1qaZTEZEp49x64NXrC4309PnZmmhhVBIjVaXqOqrecIJtWJt8XPh0lJ2ZmTZtut3mSmEusOJXh/FaIyRSCh2vLgV9hlycwDrz+7lPye9Rr743TmSCQWI3pLr1EotfsW1bPc4xE7VwlsljuG1cGz0ya93e40Uycf1RipsV0QVwxrYWYig+Nj3I17eRPFcqc21TmXlvnP89n0ycWW+PPc4pafQWv74S0RFtriHlBGI2a2o27JtCM93I6Xk6E8tAqCwBEg4rASeniYT1eS38abxNojiUpS6f8zm7DP11Wfn+M//8d62K5enOH12DZU6ydammc0Ny3aaOPKiL+jX8ODuMN19Tnr7XZw6Y8fpMDPk7Wn4cyiTp7Op6lIiM9uuCzkSCQWP7g8xPLrO4PAWbe0+1labmZ3qIJUSiUWVdHa76R90cPP9KTbWLSzNt5KpUva2EEHIMHZ+lWBAzeZ6U/77SFhJJKykp8+d/7yy1MXLxhz2CSfQ0+dg5PQGTx4M4HYZ898X9mkpjwXvD5exfPgDD+4NcenaPFZbgJVlK36vjtCpZ3RpM6i7HPl17n53Cr9PR7Y/350DeS8W3kb2s8fNwFeKt04c5zgOonQ/bSi37+N6U/nEBOqtJhBh2V669GSpYK23VdiUYj9v3JlY1mJYmIz99ToSzT+7h8IcBCDp0xN3WAm9HAGg+ed3EMQMcl0UhcWP9944CZcFKbm702z9ky9Qd90Cjl9RjzeZcve6wuJD3b1JOqIhHVEjyDKQEUkFdDxJRNCqk6RTIqm0jHRKhkqdZHGuhXi8UtJ/iWZrEL9PRzot5K2pGm2c/sEtrLYAPq+O9ZVmOrvdnDq9zndfnyEeU+L16HE7Ddz6YJK56XYmX3RnKy62Bbh8bZ7oIz3jniYmRE/Dzo3BECUaUfLNF2OU82+em+7A7TQSDGpIJnYOW9mc3TZsrX56+lx0dE7x5OFAzYF5kiRy7/sRbtya4dz4Es8n+vLfP33cz8jpDZIJGStLu616J5ywVzq63Ayd2uTed6cIFQXfFaPu2MLr1hMMaLnz9RkGhuycObuWT7sJEA4pScTl3L87giSJdRlnjgu1aK7D0kBvvDjuyWiwZA1ldZ+0Uq4KjbDSlmtHLf7Jx9VKXExhOxOaCBGzD3VQz3K0ssW8+GHdWeGtPG+a1RjqS19WeB6Ky0MXUupc6UYWUZiDRBa7CDwdhaKpZd/9C5ivPEfKiLi+eodMtLxoMHz6MerWZkbS0fz0V+H/JzQGuSmA6eIrFJYA0ZV2ZM0+hJY0UkZEkKWRDEE+1iTzqfdEEeIxOTJ5hh/vjJTdrt4Q5cKlRVTqJEpltmPcWLMQjyvo7nWxumTlxdNePG49cnmaQEDL0MgGg8N2Xj3vQZIEHtwbwtoSYOzcKqm0yJMHg2i1UQZHHHTceoggwHWPjvg3N5koEwhaK2ZLiBu3ZlhfrVy2VpIEPO7SL91ZBJxbZpxbJvoGHLxza4r1tSbWV60MuKtbu3N+ywrFzgjigF/Hs8d9fPiL50QiG8xNd5y4VJxQM6KY4d3bk+j0cb75YoxoRIXRFGZoxI7JEubJg4GKwljdtYluZJGMOsbc824AUikZM1OdrK82YzBGGb+SnQl0bhkIBnVIklAxf/lxpB7dc1ga6Y0Xx4VUs7ZWOqmNPOF73VYt6x0HkVLYzkGVhKtlC52nCdW2MK4nEA/eTOFbjf34dNUVYCZkMIzNob5/GeNKD23bXxfeI+mgHvdX7+zaTsn7LUpeXOd+L/6/kKO+F487pUp9AyibfCgsAdzfXqHfkR30Cs9lrhw4CAhiBoGs5TcSUSFVcBnoH9rC69Hz6nk3MlkGjSZBa7sPhTLNw3tDeRHY1Bzk2s3ZHetmMiLTrzqQJBGXw8TsdIqBYTsuh5FIRMvziT4UihQtbQEsTWH4s99z/d44PzoF9pLRQhAynL+0xOJ8C9OvOquvUNtWWVpoxb5pobffwY2bs4RnUoxPDwCVn6352VZaWv2IYmaHW0YioWDiUR+nTm8wOLzF00d9bG40ld3OCSfAa5cJUcwAcPvnL0nE5SBILM638vRxH+l0+YFSYfFhvvocAL9Pi8kUIRxSEwqqGR1bp6PLTTymwLllZGPdzOZ6M7BbGBf+fxRUGjdKGQyPi4HwrRLH5TguJ7uQclXn3jTm4wKtQSMJTRRJyLAQe/2wv42itxQHVWO+lvPXbwsRBWLXHiGkZSjWsyKjnM/7Qfjinwjk+oksd2Ecn6KtywXb4jjH6+ueFZxSRkSCXXlPSyETMzS1BuF5D+m0jFBIQ2h293o5YZzJwN3vRtHq4ly8sojZEuLpo36iURWb601YbQHe/WCS5YUWUimR6ckuHj9QY23xMaxSYrkxwQd2K4HHYzxOB+s6B3JFGq02QTolUk5c59K7NVmDtEta1jIxNJoE+oUhUsGdluTC52U02AHPOvAsBWl67wGRuR6kdOXhbm6mHYMxyvlLizx93L/jJcS+0YR9w8LVd2YZHt2go9uDc8tYtgT7QXCcCrScUAmJM+dW6elz4bCbmHjUTyYjotbEUSjShILVi2+Imiiy86+zxugNUfw+LddvzpBIyBFlGb776kw20O6YUs0YmRs3imcmDypurF5+EuL4IBlUSfnMDLWyH2F8HIRI8dudfbMZkAi0bMHKTyvF0UG+kRdvexgVSAKSOk5GGyGjjhK98TD/e/TK47w4zlHp/iq8d/dyH5fioLK1vGlUFS7bwkvm3mmB3JvgkdBq4/QOOLG1+pmdrv4MBvwajKYoW3YzwYCWYEDL7/7BzPCpDW7cmmZ+th2vR8fziT6sLX7aO7x0dHmJhJV89/UZXA4zXSkr0eVOmn92D+nSBDwYrKvVyYSC+z8MM355kXBYjd+nJRZVIggS6bRId6+L/sGtbZcKPa5UGr08TbM1iLrvLqmUjOjzURIuC+mIlvGUdccgO5zWsqJxIsgyCMokUrTycCdlRJ4+6ufStXmuXJvn4Y+DRdkvBLS6OBpNksX5Vk6dXsftMtT00tIoTgTx8ae330lTc5CvPju3IzYgFlURi1ZffzxlJZPOIKz0QNMUAImEnPmZNqZfddLW4SUaUeWFcSU3vIOi0N1uLxQL4Xo10Xvv/Bv+x/9Hd9Xl9sOJOG4Ag6pshH8jxEUljpPgKHwwBAQy8hQZMbNDZL2JGSbq4TA6osKOIviLz5AM4dxsOwCix4wkTyGpYyinyvuiVqOee7fYF7m4nYWfD+qePe4+dLUQWexCqYsAr89Tvc9MT5+TM+dWSSRkOLdMfP/VGaJRVcV1+gftxKIKjKYo7R0+nj2WkCQBSRKYmerE49EzMGRncGSTRFzOy2c9PHvSh33TwuDIJh9+8oy1FSuTC9mS4SNbekRZpuz+9IYore1ejKYoyYQcv0+LfcOCQpmib2ALpSrFhUtL+eUlCZJJGfGYglcvunE5dpdqVmsSdHR6aB1cxHrxFemImqTXRFiTpF0TReY3EjcHaMoIqO9dLcjGUpl0WsbDe8Ncf3eageEt5mfaduz71bMeLl/P5l2ORFS897PJvC9po6i3kuIJjaejy43JHMbv09VZCTE70+H1GKoEzVbbjEh0uQPd4ApyQwSNJom1JYht8RQsZvPb9xQsXq0vPIj++Cgzgp1Kmxu671KciOM9kBPDOeoVFqU+H/UUwn7IaKKkFSm0PvOuc/G2CuRGCrNKOaxzAjQjS2aFMeTHavWDSyiXe/e0z/3OeBRPiVVattEcR2Fc6z1e2HZRHcMV0BMpkfKwlu2p1EnOnFtlddnKy2fdFIo4mSxNOl3aXUEmS9PSFuDHOyNcujaHrcWPY8uc/93lMOFymDCaQlx/d5Ybt2byhTm8Hh3vvj9F/6CD/kEHjx8MYGvzEwrsFp8ffPwMpTKFuG18jcdlhAIaOro8jJ1fLXlM0YiS7746g1qTIBpVlvWvjkWVLMy1sTDXxkXJjNwUQm4K4oqp6AqZSZsCiDPDqFzNzMoidfVBkiTw7Ekf73/4iuFTm9z7fiTvq53arkjW3pkV+y6HgVi0caW8C31E38Z+87gjk6VpsoYYGtkkHFbT2+8iHFJvp0WrjEYbZ+z8Cmp1gpfP9tYvF6K0eUETY3PDTHuHj9Y2L5nFAsvINtWEbyO0RT3bKNRH5caYN0Hv/KTEcbGoLaQWoVBp/YOm1LTDUVuSc8JIiCvR+E04B+YZfHme+bjwVvuiNkqYVe8gJFStLgI3P0P98CIAipkBNM8uANv34x7dISqt4xOSdV27w77ONZ9/IQPS3oLFDhpBnkJp8xJ6Nbyn9fWGKK1tfv72P/SztZnNL261BbhyY454XIZKld4WtO271l1bsTF0aouAX0MmLZa1cAX8en7/m3FsLQHOX1yircOL16MnElGxvtbE4PAWvf0OlhdsnL2wSsCvYXG+Lb++SpVCKDj1a8vNDI44yGRy7WhGJssQjShJZ0Q21y1Etouc5P6vhSeCDwIw7slOs84DBLfLcatWat5OIaIokUqJbG2at18ysmQy2QNqag7tKsO7XyrlOYcTy/FBMzBkp39oC4XiXR4/GMxWX/ToyGQEhk5tYDBmn7mVpWZmpzpJbucGV2sSnL+4iNkSZnmhhScPB3aUda6HwuutbPIhl2d4+miA5xMZ3vvgFU9blulz9AGlZ+tK9cWVZviK/X1rFa21aKGDnkk/aN5qcbxfMdvoG2Cvb3alprFz6x21AM21qWfiIvM3fqDr5fm8VTLXvvGUlZbM4fnlHRSHJ4pBUCZo/aOv859jV54AoFwYaEgbSpG7l/ponCXsKFG1upEbQ4Rn+g9k+/sRK/qxWQQhQyq8t3LH/YNbhALtbG1a0GjiKFUphkc3gGwQ2493hojHS19HQciq08GRTVTqFJFwJZcAAafDxBe/O8/N96fQ6WOYLSHmZtpw2M35QhxnL6wyPLpBPK7YFpQy5mfaGDplx+fR8vjBAHJFGlEGvf3ZYgVGU4Qfvj29p+MvRalqnHu1wI6dX8Hj0udzHucotCDaWv04Cyzu+6VSGd/iPuNEKDeGZmuAZms2kLSr18W9707R3WmmtW0WnT5OJhPn2juzOB1G/D4tqaRId68bkznC3e+y9+7AkJ2m5jC//82FHdknctdvr9cq6TOSTGa3l0kLxONy1OpExXXKGc7Kid9KmYjK8VMQxvCWiuO9iOJ612mEKIba07cdZ2ZkYSSXiYwsjbtrBd/86yml4972WikljPdiwa90PnLbUTR7aH7/4a7f9b/+BWJUu+te3Y+LxHF4wTooEh4TCdfrqo2CMoGmewPdqQWiqx1IcSXhmfpfNhohTHQDWbcChTFI0muue7vBgAajOYJeH+X6uzPEYgrufHMaoylCIq4gFqvwgiNKJBIyBoYczEy15y1glRFIJWU0W0PZdivSeAoqev3+txc4N77I+YvLbLX7ePG0h6FTdgDMTRGu3JgDBO7dGaF/MCeOa4hOagD1CuQrWhWWpjAPfywdYJhIyIhFFXT1uBsqjmG3QH6bn8+jRpRlGL+yiMtpIJWU8+TBQL48e2u7D4BEXMH335zOV5AE0OnjmC0RBCGDJIlsrDXRbAty6do8j+8P7krPtjfrv4Sme5PVpey6nd0eNNoEbqeRtqIlS7m2HcTscq0a6W0QxvCWiePDcHvYj5/mfij3JnhcECQR9be3WPnwG7j4GIDwXC/B56eAN9caWSyKaynkUop6cljrT8/v+k0IaxCje7My5ig35VYLx9HPtxpSYuc9J8pT6IaXkKlSZKJKpGTWYirTh3khBfLuBZWS5jdCGE/IXby/2IW2fw1Vh4MHwVT1lQpQqRMMndokGBghEo3x5FE/wnaUZsBf/T6LhjV8+bvz259292edXW7aOz1EIioiYRV6Q4yuntfFPh7dH9ghCsdTVkhBW/tTJAla2/y0tj3fsU2jKcbKUjPyosA9lTob1HcQ7DmCX5RIhbR0bQziKnG97347SrMtgLWlvtR1e2FGFj6xEh8QucBPuTxDMkH+hVIAXjztJZ0WdmUiaWoOYrZESKcFTOYwkbAKn1fP91+f5tKVBQaH7fkS6KXuv3IvarllZNoItl98j39iFEWzj/lnp2lt93JufJlnT3oZi2alcS2zzcXUMgaVymD0UxPFOd54cdytkIjXGChcePEO44JXEx57ucGPmyjOMSMLg19F93wfycGl7JfCznO832mmw6SaKK5GPb5bxfeY985l2v6jz3d8p7lzI798IeXuz/3eJ+Wi5cvlWq1FSO5HXO8nVVG+HQng87M770O5kz/4+Ak/A7787ByJuOJQMgV8+6KFdywe5nyv/VlzlqjySHR0eTh7YTlb5tllIJP277DgFlLZYioAEnpDhOFQ+45S4tZzE8jlGdwuCUGQSG1P7fp9WpYWWnBumUtuOzzXjW4oaxF/PtHLufHl/G+plEBPnxtLUwiPW4NOH0elytDZ7WahhF90I6m1CmeOdFCLqEqgH5vhht/APbucwpeIaFSVzVN7QLaYt7Fa6HFEyojc/XYUW6ufgeHsLEfAr6V3QMnVd2bYWGsmmZDh92vzL4M5lySZTOLGrWyu8M9/e55USs7L5928c2sav1/L1qYFhSKFSp1kIvi67yrXJyosfpStLlLBrAFEPzrPs+ddpFMy9IYYy4tWNtaaKZVVu9a0arWmXiscY34qLhSleOPF8WpSoKVML9XoQKV6KTcltlfr40FQS0dbjyBZfTaCtdWBXB8hPNO3S1C9CR17JV+/YoozTdQroovvt5G0jsWWtR3fub68wUDAnF++VOrAvdxD5a7FuFhbMFRx9bdGUm579Vqwqwtdgd//5gItrX7U6gSJuOJQLOTZ4hYRLlxaIuDX0tScdVdYmGthZrILID+4IoFMnqGlzUdHp5eZyU6cDhNjZ3Zv97JGjUwbRa6PAGGuek2ARKRvAZUqhUYbZ3PDgkyWobPLg1qTBKZwOQ0oVruJrbfx8N4QLW1+untcyOUZnI6s+I59f53WpIJWSp/X4PNRIovdKK894dz4MuGQCp0+zstn3XR0OlFpksjlKTIZBfMzrZw+u8nI6CbDpzb54dvRfHEEvT6KwRglENAy7OvasS+VKolSlSQWU2Jr8bO5YalYMTBHPffnE8HH1TuXUXfa0Y/Oc7vVRGh6gEexCKJMwmiM0NPvxGSKwqOaN9sQ3oT+800imZSzsdaMVhunf2iLnj4XTscoD+6OcG58CYMxBpAPvnS7THz6q0soFCmarAEuXlmif2iL2alOYlEVTx/3c+HyIlubZlTqJApFOr+v8gaHZpo/+BGAhNtEOq7g/oOBHf7tcnn5VIlwNO6Lb6sozvHGi2Ngl+n/qEVxIaUE8lFbf+vtYGtdPicq3N9cw/bxHdTtDljVMiF38QmW/DLHuYOvRxgX04gOakYWBrcF52e3sH3yPQCZhGKH8D4oUXyQ6zYqUf1+hXEp0mkZ8YScTHq3yDqoe1WS4PGDAdIpEZU6ydNHfVy6Ns/AkAP7RhODI5s0W4MkE3IEIZuHOJGQ8/RJHz5PNq2YKEh09bhoa/eiUidRqlIIgkQkrCIQVAMC7acWiKcEom4DwYCGeFyOThcnEZfz7Ekffr+Wq9fnsNqCzHq8JHqDpL06ZiY7WZhtpbXNz+lzqyR9BqQSvsk7r4dAOqRnbqqDy9fn0enjAKytNmNr8RKNqmmyhtDqEgydcuQzWQgCvHt7ii27iYXZNi5eWUCWVCJTx0n67Fx8cJ7nMg9WW4Cxc6tIgFKZFR21ptmqlwfBJOMvThGa6Ud/ep7m2/f5hZgGUSK87WpywtvD3Ew7mxtNZNICp/9FipvvTxEMqNmym9jaNFPsfpRMyhnZDoANBV+7XnjcelSqVL4S3k4krLYALqdpx7eeoSnagGRAR2SxmwcOWd5vWSZL0z+wxYN7tWe1KY4nqadgR6FLRfF3PzXeCnEM9V/Aw7rgRy2ECzloUZoXPwkr4bketEMrKLcGSSQUOMTosRbFsD9hvB+K0+kAGM5P5f+2ffI9W3/38a51auW4nPdqwrZR7dzLdnKuCYfnVy3gsJt3fPPjD6f46BdP8wPzD9+OlkxpptNH6ezy0N6lob3Tw9pKM9GIikRCTiyqJFNgSX2Rn1Ur39+trzWh0iRYXrRxNtrG6vb5S6XkaPUxlhdt6F5c2LVeuXPldJj47Nfj9A1s0dnjRq2K8/TxAOm0nK4eF06HAYUijUaTZOz8EmpNmq9/P8bY+VUuXFok4NcgPbjMUEqP/cIELb/8mg+lrBCefNnJ1qaFdwaCCF3rByKMc0zIXZABXtoYfzqKqErwFN+ugKv9Us7HvdAd5Lg8w28vAuGQivc/fInJbGB50cbki8oV2CYe9vPuB9P4va9jQWTbPvVqTWJXoKtOH6O904PLaUBviKPTx0CC4dF1vv/69C4xLVekMJsjyBUZIpGdfvnlsk8Ujwt7yUYBx0MQVxL0PYeQ/eqtEce18lOsZgeHK5Am5C6YN3JG6+fd25P88O3ooe17r+QGpv2Ww8xRy3ZKFdXIIqFue329BFEquY9KHJfBtFaxWW97yxVO2c9xH3XAYSYtEIko0RviKBRprLYAyk4PcnkGQZTY2jTTbA3S0+dkY72JgF/Lg7vDVM61W72f21xvorvXxeCQHZ637bDye9x6lMo0hXdztXOc9+meE9mym7n90SQA6bSAx21g6NQG06+6uHBpidWVJuamO4jHlDy6P1SwDQWzxBEmB5HSAlGTF1tLkPMXV7gb0pCJKUntpwJZnUzI3ZAGaKwwzm67/Pms1+3tuDz3x5VK52pkdANRJmHfsFQVxgAGU3b2IJmSIYgZVKokRmM2A0s8tvPebGoOcv7SImp1irYOH6mkDJk8g1yeYXW5mURcTq70qVoTx9YS2FEoR6VM5ctFV+JNzA5VaVyrt6x0I3njxfGKGMVZEAFd6QQeRjaL4ySK6w1EaSwCr553YzBGGTq1iSAcXH7e/bJXUVTrQ52j1rRM6s6t/N+piJLYSmfVdd7kQbFet503cQCoBVtLAEHI+je2tftoafORTMpQqVIYTFHMlmx0/N3vTxEJq7l+XUMjilBIZC1eOn2Mx3In4ylbvt9wb08Bt24vW8rPvNzzM56yIgRTLM656e7L+i/bWgIAGIxRvvl8jGhUWfIYctu+ML6IvtOLfvv7mckO/D4dKRHk8vSu9d5kGvEMH3e3taOiWh+v00cZGN7i8f0B+nqqi1BBkDh9Nitef/6L15lZ0imBpQVr3mosihkGhu309jl58ayHgE+bzXRi8xOPKbHbLSQTcj7c3sbCbCsDw1s79vXg3hChUGlL6V7iXI6KUjOk9a6f4zIHf8xvvDiul2oW48L0JbX6Mh8nQZwj10EebUcpsLJo5ez4Cr39Dq7fnGZ5sQXHlmnH1O9xoNYOZj/Xuuq6sjSmiy/RdNtJhTQgZnB/8S5SqvRjepwHwUZbjEttr/h8HufzUQ2ZLM3o2Bpz0+2AgH3Tgn3TUnW9/aJUJrn5/hRerxaXw0ShUC2XmaSYqkG3k11MT3Yhl6dJZ4SaAuhyzEx1kEqJZNIiy0u2vJuJut1BNNk4K+5hZ9I5SGvviUDOUiklY+73PP4Ms1M+zo4v02ytXvpZkoR8tUSAWEzO8oIVQYCR03Zmpzqx2gJcvLoIQCoFp88uo1ZnkKRszIEogiCyYyxUqlIszrUgiBJ+nw6H3ZR34yl3HHvJs38YovpNyrZVirdKHFe72OXEbamiCpXWadQFruRntt/tHhecDjN+v5NUSiQUUjN2foVzsgwPfxzC6zYcdfPqOtcH+WBretYxnJtBVCaJrrXhf3C+5HLH6dqW46BcKXKU6tjfhPNSCq02Rke3h+4eF06Hkc2NgxfEhQiihEKZorUtQDIhZ311b31PLbNUqT2U1I1GVLx8tlOsXBINqLuf8fDbkbq3V4pSVene1Pspx4lArnMslUTmZ9tZWbJx61YMjSZONFo5R+yPd0bo7HKzudGc9xfWGyLoDDHGryxgtQXJZLJpDBUKKZ9xIpWUoVCmCYeUqDUJzJYw9+8O4XEZOOhS9+Vd+bLUK5jfJLFbL3WLY7/fz9/93d+xsLCAWq3mxo0bfPDBBwCsr6/zN3/zN2xubmI0Gvnoo4+4fPkyAKFQiH/7b/8tfr+ff/yP/zG9vb14PB7+1//1f+VP//RPeeedd3bs51/9q3/FRx99xJUrVyq2pyejwbLH2bWcdbiSNfkgLn61FFh7EcjHtSNMpWTcvzPK1St6/D4dRmOEZErGxSsLPHk4cKQCudZzXMs9UHj+6712yhYXpssv8T04R2ytdM7X43p9CzlIn93iZ6JRfsbF+6gXpTK5PdDVlv6ukK4eF6fOrGPfMPP4weCBBpeVIx5TcvfbUS5dn6enz41CkWFlOchQxoiUEUn5DWVnLoqZkLsQZRnM5jBqTYJgQEMw0BjXj0LCo5Mk7UYikfrPeSnqKdZwEOxXkDciC8zbSL3nYzxlZQIXoZCGwZEZXjytbEE+fXYdW0uAREK5LY4lmq0BOrt8AEQjSjY3zAwMOfLrJBNZYby+2sTcTBsDQ1tMPOovmavcaAojk2XwerJj5GFc5zdF7K6IUW5ysNqhLnGcyWT4d//u32GxWPhv/9v/Fq/Xy//1f/1fmM1mzp49y7/7d/+O0dFR/rP/7D9jfn6ev/7rv6a9vZ2Ojg5++OEHhoeH6evr47e//S3/zX/z3+S3+/vf/57z58+j0x3u4LDflFj10MiOtlAovAmiCSASVrO5bqGpOYjDbsZsCTMyusGPd04dddMqUq8wzn2upQPTDS9iOJtNJB94eqqsMG4UopjB0hTCXaZoxH44jJe5SkVIjorRsTU6urz5PKi10t7hYXh0gx/vjJRI+XS4hEIavv3iLDpdjNYOL6fPrpKRBGSyDGZNAvumBd1WO+MrHdnAtJJIDAzb6R90kErKCAY0nDqzTiop4+53o3uyGpdCEDN0dbu5d6cxVuNKHKRA3s/LdK3bfNPGiEaz11nYcFBNZ7cb+6Z529WoNE8f9SOKGRLbgXKt7T5GxzYIhZTo9Qk02gTLCy0MDDlwOgzYWoI8e9KXzxsOwq5ZkR3tCKtL+tVXqrB31BTOIBX/X43jcgw56hLHbreb9fV1/vzP/xyDwYDNZuP8+fNMTk6i0+mIRqP88R//MQqFgpaWFp49e8bTp0/p6OggmUxiNpsxmUykUjvLpUqSxGeffcaf/dmfNfTgSrFXEVztQTusDuhN7egkKZtP9tmTfiBbbev9AQe2Fj9OhwmtLkr/oIOpl12k0yIHPb1UC/t5YSpXCSmHqI7lhbHj0/fJREtbwRp5vQ3GKO2dnoaJ4712Zm/qPVyK5xN9TL/qpJ77VRAy9PY7mZtuP3JhXEg4rGZhtn1HxTq1OkF7pwfb2WnSIR0ESq/bP7hFa7uPe9+PFJTclbhxa5qP/vApPq+WZFLOzGQHoaC6SiXA7LqlzqnVFiAaVe4q69sISj2zh2FBPojtF45XP2UXi1LW1krGpWzpdCXLq3Dl+jwP7g6V7S+zL3yvX/ocWya+/XKMjCTxs49eAWA0RQmHVDz6cYh6x7R0Ska6QS+Vh0kpY9GbSF3iuLm5mf/pf/qfUKle++KIokgikWBra4vm5mYUiteRnu3t7TidTgBu3LjBv/7X/5rf/va3/Bf/xX+xY7sff/wxv/rVr7h+/TodHR11HUBxtopGUCnw5LCoxTr8pt50kC3BurZi5eLVeT779UUMxijdvW66e91EIkomn3fjrPDW3mgOu5hGriKS/W8/gjJCodHX1+/TNWTq/ijf8Bvhk99IJEkgHldWX7CA7l43ErC20nwwjWogsZiSxfk2FIo0Tedf0LViJRZT4PPoSBW4W2h1cZx2U5FoFbj3/SgyWZqm5hDmphA3359CECASURIKqnHYzbhdBqLbeVxb231cvLK4ow337oyQSQsolWnOnF1jZqq+MeKnytvublGP6C8+F+XWC4XU+XsRoG/AUbMxQcqIRCMqLM1BwiElOn2Cy9fnWV22cpDGnqPuj/fyWzHH8R6tSxyLorhDGK+vr/P06VP+4//4P8Zut6NW77R+aTQa7PZszfLm5mb+h//hfyCTySCX79zt6Ogo09PT/P3f//0Od4tG86aJyUbdeMeVyZddNNsCdPe6CPi1xGIK7v8wTP+gg8vX5/n0V5eOuoklKXXudfookpTtAKNRJVJGoHyHKCHTxAk8HwZJ3JXe5jhe22qdV2EUdCWO47EdNjp9DLfTUIP19PgwO91OT1xBsy2ARpPAYIzidhqYmeokFNQQCatotgZLrptOy3A6TDgdRtZWrCTicrS6OEZjlI5uN6Nn1shkRKJRBXJ5BvuGGZ9Ph1KRYmB4ixvvzpBIyIhFlSzMtbK53nTgxyvKMkyQTWv3NvA2Wo/36ppVCb9Px5bdzI93hrn+7izhcOWgvFJ43QamJ7u4dHUByKYfPAiOo6DcC8f1OPaUreL58+f85V/+JalUiitXrjA2NsbGxkbJZSXpdeYHURQRxdIDwh//8R/zv/1v/xsTExOMj4/X3aa37cH/KZBJi8xMdnDm7BpffX4WmZidAZh62Ymt1U+TNVAyUOEwEeQppJQMEHbcY30DW4yOrQPZND5qdWrXuovzLUy/6qKpOYg8qiIVyAUQCKQjapIeM3AwwWWNopaO66jybB63c1Ur0YiSljYfzBx1S2pHkkSWF1tYXmwBstW7enpdXH93Br9Xi9Ec2Z46roRANJIVG8GAlmBAy/pa1npuMEbQaBM4t4w7XhpmpjqQyTINr0pXDo0mjs4Q48r1eWIxBQuzrYzPnXlj7zV4c5+To8BgjNA34OD6u7Ok0wKJhAxBSCNJ9d1/kbCSSFiBRpvcVSmvERwXQfk2vnTl2NNVGxkZ4b//7/977HY7f/d3f8f9+/cRBGGHEM4hk9V2U9lsNm7dusVvfvMbzpw5U3tb/hMVnSGJcbpqXueEw2fsrIE//yelrlEXPX3tnDunQ6W6xbVrGYIBDTK5jRvXE9g3zYfSvpaicpSqji1EdQJBzCBlBIIhDb9UZ8uEul0GtFozJvPrKkqxqAJJyg7+8bgCkyXMjRvx7V+bkTICCaeSdFCHQ4zSbH0H1biKlGen68i42JgI/P2Qu1bF56QUZum1G5VPSNJHeRcDhxhtyHOaa9dxOFd7wWrLvvCdOb2/F7/yz9Rh0YdcnkZ9Kkk0qqSnq/GWcKMxSpM1yPJCS74Qtkqd3FWBrFH0DTgAA5lMC4m4gtu3E7hdMB7c33k++mu1m5aMBocYPepmNIxcv7CfY5LJM9hsas6d/QCdPsa774LTYaw7G40ggF7fQzis5M//SWOfi2r9sllS4BOSDd1nORxilE8yw3s657WML4X7KaRbqwYOtqjbnsSxSqXCZrNhs9lwu93cu3ePixcvEo3uPIBoNLrL1aISH374IY8fP+bLL7+seZ1f/e0WK8uJmpc/4Wj483/Sxb/9izWsNj+W5hCzU6+rvhlNYc5emAAgFFTT0eXF71OjN8RZWbQxPXk4g0rubVxmCGH76AcANtYsrK8109QcxGoLYDLv7gScDgOPfhze/hTa3o4K/dgS6i47ri/fQa6L0vTup4SmBvlhWYfZEmL8yiLffjnG+XjLju0d9Zv4n/+TLib+zxgQK/l7zg0kazHOPnuH6U7R6Cj8vW5PJkuXDR5tbfNy+twa33w+VmAJlRga2aS908vd706RSpWJbquR3DP1NtPa7uXilUVmJjtYmGvD1uLn8vV5vvjduZrK6daDVhfj/Q9f4fXotrPoxDGZw7zz3j2++WIsb/XeCz+Fa3WUZJ/hWNlMDvU82+l/0sX/9//j4ee/eAbAZ7+5QOaQZi4q8dpaXL5fzvJaDx1OarbS7akWlF7reqXo6VXyP16tXuJ7P9Qljufn5/mHf/gH/rv/7r9DELIDgiAIyOVyWltbcbvdxGKxvCDe3NxkYKD2ssEqlYpf/vKX/PVf/3XNFucT3ixSKdkuq0/Ar+PenRFOj61hMkcIBtSoVClkMonuPheOLTNej77MFhuFRNuffZb/tLLUzOSL7rywcTuN24JewmoLoFKliMYU9A848lPNxYReniL0MpuqLuVT4v72GraPfkBYuYjPq0etTvLJLyew/80nB3xse6eSy8Re0tztl0bnot379KTEz//gKa+e9xAJq+judTE92UEsqkImS3NufJlQSJ33Q1epE3kfxIc/Du0IZjuhPI6t7MzKyOkNVpetDJ3aBGi4MIZsusmHPw4ydn4FUcyQyYj4fTrsG2ZOj63y+EE1t5E3nzd1mrxam+s9LpUqa3mdetVZlzAWBImuHhd+n5aAv3HuZsX9VK2ubPWUay6XXrBcerZ621xvG46auuz97e3tBAIBfvWrX+FyuZifn+fu3bucPXuWgYEBtFotf//3f4/D4eDevXusrKxw4cKFuhp08eJFOjs7icfj1Rcuoqk5yEGb2k/YHz6vnpWlnWJSJk/zyS+fEo0oMZqiTDwcIJMRmXzRyctnPVy6Os/QqY18h9VoRFmGP/hHT/Kfv/3iDK+e95YJmBJwOU2srzXjcRl5dH8Il3Pn9Hi5VDaiPOuXrFKXn+k4Dp1DPdNdhew1hU9hTtZqyx0nVpasqDUxrt2cpb3Ty60PJmlp83Hx6gJyRYZXz7sYOrXJ5etzvPezV7idBu5+d2pfFsifGlJG5P7drCj9+R88w2SOAFmL8kHgchiJRZV0976+d1+96KbJGqKnz3lgfdBx4Tj0P41mQu6q67iUqhS3PpgEYG25vj5ndGyVsfOrqDX7v09y/WKu3xtJ6/L/cuSq+Q6qpF2Vfve7v0Jy56/w/0YWX2rk9hpFXeJYq9XyX/1X/xWbm5v8H//H/8H//X//31y5coVbt24hl8v5L//L/xKHw8H//r//73z77bf8p//pf0pLS2mrWiX+5E/+JG+ZrgePW88eVjvhiEmnRJYXrYyczlqFYjEFM1MdDI7YCfo1PH3cz9CInfZOz471ahVV1bh4OWvRW1ux8OmvLjWk8lbJB3474DAX1f/jnawrhqpzM79IYQfVqOOrhVL7K2edKLZElOrY6hHG+1nuqASz2RKmp8+N123g0Y8D3P32FIm4HLk8zexUB998MUZbu59ma5CNtSa+/XKMman68iGfkMXjMjI7lc297HQYefq4l7MXltFqS0/L7g+Buel2Tp9do70zW/AkEVfw9FE/La0+3vvwZf77nUjodDFksj2Waz3h2NDUFCIcUvHF787VXbxGqUzw9EkPDrt5z/sv1Q8X98U5IZwrZFZc6XdGFs7/2y/lxqHjZqxoNHXP7XV1dfHP/tk/K/vbv/gX/6LmbTU1NfGv/tW/2vV9Z2cn/8v/8r/U2zRAoERM4AnHHoHJFz3EokqGTm1y4fIi4aCa9ZVmbv1skjvfjPLwx0EuXllAq4szM9m5o9Pa71SgtSXr+/niaf++j6QSSbeFUFDNufEV3E4jXo+BWFSBusNBwtmMpmcDZbMXdYcT9zfX8tksDppGdnKNzm150B3wXvMm+7x6Pvv1OIVi99svz+b/lstT9PQ5ufv96J5KS5+wk5UlG70DDqZfZVPH6XRxLlxe4t6dEaRMYwOe3C4jL572cP7iMkZTlOlXXdup6ExYmkJcuLxAd6+blSUrPq+Ozi43w6N2JAmS2xUBT2YH3jx0uhjjVxdQKC/x8N5QXa47Ol0MvTHK08eD1PMCXK7vKbYOz8cFegxRBATkCdUOIVzMYfgZ77dffhOK1Jw4vp1wbFicb2PLbmb0zBr9Qw6WF7M5Rt+9PcWnv7rID9+OcuPWDB2dHj7/dBx43Yns5+GaetnB6bMbKJUJEon6CjrUSq4zeD7RzTvvzTIwbOfV8x7mZ9swN4XR2TwYz73O7dV8+z72v/nkwDuNWjrnXPDdQXe6R+WjtvdtlB6g2js9jI6tsbHedCKMG0QyKcdhN9HV42LqZTdzM+2Ym8KMnNo4kIDdte1iJ1euz2cLQ4RVeNx6vB4933x+lsFhO109bs5fXMq/qPv9GtJJOa3tPpbmWxvephMODkGQGDq1icEQyxalib6elSj2v931vZim7cMvgJ1Fner10YXdorjw74gmxoosimKzct7kYivzQfTbeykPXWobx5kTcXzCsSISVvP4wRBqTZzzF5dZmGuhf9BBV4+LtRUb9g0z3b1uruiVDLizncCgStrX2+fqcgujYxuYzFGcjoMRx7DdGfj0zE630dPnYnXZSlevC59Hx70tObLfXCCdljF2fpnuXjfThnWIHq4FaiSt207Pltjx3XGkEcF4je6gRVmG02dXef6k71ArPP4UmJtp593bU6ytNBMKapmdbOPGe7N4PDqcW5aG78/vzd735y6sADAzlS2tLUkiczNZgSLKMiDB2QvLdHR5WV600dfvQC5PE/RrCPi1JBK5YbZ0SexC1OoE7V0eFudaqy57QuNQaxK0d2b92CPbhT9qdSUQ5GlSYTWeb6/tqHZaaBktRzl3iVJo/WZGMTNf4ThyVuZK+yhkP8K52A/5beNEHB8zih+kt/XGq0YsqiIUVNHS6se+YaGz282W3YJ2aRB63Vh/do/4xDlUc9lgnf1YkLW6OMmkDK+nugjcv6ASmJ/pwGSK8u7tKQCmXmTT2kmSwJlzK7iceiQJbn/0Ml9I5CCoxb/4sCm2WJeikRkq9mv9KKa9w0MwoDkRxgdALKpica6VU6c3eHR/iHBYjSDAhUvLfPk7E5kGu1ckk3JWlqz09GWzD2hKBVlJMH5lAZksG0+wumwl4NPSZA1iaQphaQojihJ9Axpuf/QC55YJSQK9Po5MlsFoDpNKyUjE5SiUaVSqbNBuIi5nffXt9uk8TnT3ZJ/9YEBNW0s24NPSvUzwxUhB8aYcOQGbFaFSQonrs/dr2k+5fraeYLq9Bt7tJWvFT5kTcXzMOa7+OIdBT1828GXqZReXrs3T3uEhOXcG+998jPn6Uxh/jiOThoVT+9pPe6eHjbWmium19ppCrFQOXZ0+SiYjkd6O3fF5s51vR5eHnj4XlqYQc9Pt9PS56R90EI2oWFnafxnbwnYfhDAuN/14nDjYwBIJW0vgENIO/nRZWmyhp9+BpTmI123g019d5ONfTtDUHMTlbPwLyex0Oz19LkzmCIm4HJksjQQolSlA4vL1eSJhNY/uD3HtnRkMxijra835yn8gIZNl6O5sZuplVzbbhgRbdjOJhIxksp10SkSlThIMaIjHFXT3uDg3vkIsqsR9xBVC33ZMlhAXLi2i1Sa3c2m3cv5cgrHzK8glkfZeO6vPs/2zotmNwhJASipRdWzhu3uppn1U61/3k2Wiku8xHG7++UZz1NrnRBwfUwp9PI/6Jjkq7n43zNV35hi/sogowplza0QMGQJPzuL78QK2X3yL6dIrkjEDio0ORtK6PZ0nsznCSpWUPY30rRJEiVRKxvOJPuwbFnIWCN/2NK7BGMPlNPLNF2OMnlnjzLlVEgkZkbBqX7kz9xp8Vo1S56XcfgqXKxbqxYNII/2cS70M5LbdiGdLJktz+fo8MlmGVy8ONjn9T5lMWmT6VSfXb85y55tRggEtM5OdXLq2wOxUO4vzjXVHSCYUfPbrcT75owlsrQHOX1zCZAmjVKbIpAUiERVPHgwAArNTHVy4vEgmLeByGUlvl51Pp2UkkzK2Ni1sbVZ3/1haaEEuTzN2foXpyU7CIRWhoKahx3UCgMSlqwuoVCkWZltYmGtDJk9jtQX493/Vx7UBPzKfGQCZNor52nOSPgO+H8dJeEq/iO0skFQb83GhboFcLIor9ZNvqnYoHq8O+zjeOnH8NgnJwwiCOs74fQY+/+1FdPoY12/OoFSlUPdsEl3qIuk14/zdbQaaIoTeuYfvxzQJV9Oerr9SlSQerx6Z3JigA4loWMWLp30UD3ahoIZnT3o4f3EFUZQQkGht95PJgEKRIpncn4W3HmFcynetUdvezzqN2H4jRXGOS9fmaWoO8flvL9Sd/umE+thcb+bCpWW0ujjBgJblxRY8bj3jlxdJJBrvjpDJiHz6q4v0D24hiBKry1YMxiiJhJyNtWZyz7HbZeTl0x4Ghre4cHmRaETFy+fdeOq2/gosL7bQ0+/k4pVFAL783TkSB1D4ZD802wJcvjbHZ7++yJsm3FvbvFy8mj233399evvlA3p6ncQTZjxuPekri2jv3AASpCMazL/+QwRJpAXAZywrgmv18a0moHOieT+ZKd50LXRQBp1aeKvEcfFJfBOmeU+oTjik5psvxnj/w5eo1ClE9esCMXKnDf/jMczXnnLvx0ECfm3d25cr0qSSBydoRDFDa7uXtnYfre3+/PeplEjApyUel7O2YsXtMrKxZmVjLXvfJpMylhdt9PY7GTu/xvMJAVfaSDxeX5BeLRkpiqlFGJerqLTX9tRCrZWwqu2jsf2BhEaT4MXTnhNhfEgE/Brk8jS5ILdgQMvLZz1cuzmLfcNCuuHlfgUW59vyn8q5cGzZLWzZLchkado7vYxfWuKH70br3lsyKefL313AavNz6do8/YNbJFMyRkY3+f6r04RCeyvU00haWn2IInR0uQgFG1sRrlGcOrNG/6CDz34zTlNTEK0ugVKZZOiUnYBfw6P7g8Rjr4OwNdoEyYSMa60pEj4Ds1I2MLleEVyKckK20Gpc3O+W6od/ar7DR3Ucb404Pg7CWG+IIkkQbkDHVfgAvC03+X5Ip2U8e9LHkKAnvvm6sMyMLMyEU0bHqw4uX5/jmy/OkknXHpgjCBIaTW2W470gCBI3359Cb9hdsGDqZRdyeZpTZ9axtfoRBYgnZDy8O0Q4rCWb/7mb+Zk2Wtu8nBtfJRRUkk7LWZhrrWmKtpRIPMrgu4O0AhTnzazFtaMRdHa7EUSJ9dWmhm73hPJMvezi/KUlzJYIr553IUkiHnfW17ujy8Pq8v599PdDOi1jbcWKSpXk/Z+9RKns2dN2XE4TL5/2cu7icv67cDibHtDa4qe7x8WLp70kkwc/lHd2u4nH5Ph9OvqH7PT2Z5+j8xdXAfji0/OH0o5y7J41lDCashUVP/nlBJBNtxcOqnn5rJvVZSvFFm+vR4/JHMF0+SXub68Ce+8vK4nYwm3W41bxU55JPmzeGnGc46jSi1y4tEB7pw/HlpGJhwPYWv04tkwNT1D/U6bbPkBxUfEJuQujKYzfqyOTFrFYQnUFsUhStnO8fG2Oe9/Xb+GBrL+p3hAjtR1Y43EZyHW6H3z8HJUqRTwuJxGXk0zKCPg19A24OLudImp+thW5LIPBFMbSFOG9D6eYfNnJ8kI2V2oioWB9zUpnj4fpyU5aWvyYm4IMDNmZm2krm8aqUUF35TrkenN41rKfettZT+W8g+gT1OoEp8fWePRgsEy58RMOAo/bwA/fjHL5+hy9/U6WFrK+xi6ngVTq+FyHjbUmhk5tImX27nYQj2eH6YXZVuZm2rf7LIkr17NJvQRxicf3hxrR3LLo9FHOjS+X/C2ZFFAoJLp7HSzMVc7B2zgkWtr8nB5b48XTHgYlA4ktEMQMBkOM0bE1mppDAETCSlIpkQf3hkhWyWO/uW4hGs0un3TXlx6wFuFaT/+2l/4QToxpjeKtEcdHfUPYNywszLUSjyuxtfq5eGURr0dHJgPTL7sIBGq7yY/6OI6aUtkdCr8vJLeMVhcHSWBlycrZCyt888XZXctWw2yJ1LW8RhOnf2gLoymCXh8jnlCg02Wl+9pK07ZPMcxMdiKTZVhfa+LjP3wKwJMHg0y9zFqSjKYI3b1OLE0h1JokTx/3MX55idNj6/T0ulhaaGFr00wioeDe96fo7XfS3uVh8kUXUkYgUWDxruRvneu4a+lszXXMSDfSElxL2wrvj1r23cg0baUwN4UQZRJed3G6pxMOmkRCwfJiC+cvLrO8ZEPKiETCKkymKJvrR906UKkTXLo2z+J8K+2te3fzcDlNTDzqY+zcKo4tEz6vHrU6SSYtIMqkfDn6g6JvYIuBYTuxmBy1OptqLhJWMjvVgctlIJlQ8O7tVzQ1h1mYO9CmIIgZzOYQ5y8uo9FmU+tdfSe703hczi9UKSQJ3C4D8biMlUUr87Od9ewBh92M57P3yi5xUNbbvbhQ/NT1wkHy1ojjo2bL/votc2vTzNTLTrS6KN29Hm7enmb6VccOn7UTaqMWAWTfyE5nn7+4iEabqLL0br75fIzbH71Eq4sRCatrElMXLi8SDGiYne4gHFQTiykRBIkr12dRaV63YX21Of/37/5hHAR2zCYE/FpePusFoH/IzuiZddbXmgj6NWQyAmPnVxk7v8rsVDvLizZOn10DwLllZmsze9zlUrSVopo1Yj9phQ6DUtkuoPJxH+QA0tQc2s5ju7VtvTzhMNnaNMPFZZTKFPGYki27mfMXl1icbyEeP7iCPtWw2vycvbCC369lZrKDmzf3tz37RhOSJHD52jzBgAajKcLaajM6fQy382DTvVmaQyzMtlW8v7P+3jPbxZpeByk2mpFT6/QPOZEk+Or3Zzgd6kKmC2P75A4qVWrbMNFb8/5L9Ru2tIZMPIbMEETV4oaZsca0vY4Yj5+q+8RxSqhwIo4PBGG7I5Fw2M20dXrp7nWRyYhYZk8DwrG5AY4LlXzGS1Hq/FmaQ2zZ6891Go2qmJ7s4PK1ee59f4oJql8bvSHGk4cDO4I5unudmCwRnFulBytJEl/njy/B4lwbAZ82awnpgolHfSzMtWAwxhge3WR4dJMvf3eWzh43fYNbLM23otPHkCeDjAfrt+DmhHApi0W92SqOmlKW5MN4xiZfdBHwazh7YZXVZesBBIKdUIl0WkYmI+TdFtxOI+srzbz7wSSzUx1H4nus08W4cmMeSQJVNEmjhOLWpgWfV4fFEsbj1pNIKLh0dZ7kgQQTZ4NMrS0BWtv8rCxWPo8+r54tu5mzF1Y4e2GF329X+2wken2U1nY/K0vN2ZkzKbv9VzIf70sgCNng51qoxegiKlPIdNFd39ebRSq3fC1uEvVs923TEEeVlaIcJ+L4QBFwOc1otEm6ur2MDG8R10Lg6ZmjbtiRs98HodQb5sqijY4uD3J5uu6sAYtzrej1MQaH7UxVqUjX1BwknRZ3BZ+cObeGfdPE08f9Vfen1cZAyJbLLiQcyn6ORRV0dnlAAFtLAJfDgMtppG/AwcCwA4Chkc38ccrScqIrHUTme8jUmc2iHDmBfFQpBesNSj2KwUKSxO2sCa/91084XOJxOUpVKp/qbGaqgy27mYtXFhAEiZWllipbaCzWlgAbaxbmZtqJRRtrvY7HlNg3X2/T0hxkdaW5whp74+b7UxhNWWE4P9taUxzH00f9tLU9QRDhvQ9f8fXvzzW0TRevLrC5YWF2qoPcC8dy6yK3b84S8KtRqlJ0dPlYWoiUzJxR15gjZEiHtASfjdK+/VWhwaDRQc319q9vmzA+jpyI40MgFMwKHlGeYiEocrzejw6feoWxoEwgJeX5uvXlOobF+Vb0hhjvffiSlSUbi3OtdZSUFVicb+HWB1NEYwpWl2ycT7weVCfkThSKFK0dPs6eX2Vuum1HVgydLpuNIhpRUYul6Mz5VVJJGROPBnZ8H4sp+fRX5SovSRiNETq6vCSTMh4/GCQWVSJJ0Nru4+KVRfSnFvE9OEdsra2mdsDrTr+SS0Vhcvu9CuXi4hvFnwstK2/StGLuHhOE4+2S8rYSCaswmiL5XLUg4PfpePJwgMvX51hbsTa8tHQ5mpqDtHd6iEaUu158DwKFIsPlawsV+oz6ae/0YDRFefW8a7syZ/l+ZKeRQuB3v77EJ3/0GLU6iUYTJxptzIu63hBFrUkwN93BeMqW3+fFKwu8eNrD2oqVwZFNLE0hgoGd2aJqHW/yrmmiGt2pBUwtXlRTI7C5v4qXhX3ZwfRrEnp97Fik99sPR5nTuBQn4vgQ8Hr0PJ/ooXWzj7VU6CcvjutF1epCVCWIzPUBlfySBJ5P9GE0RRg5vY75aphXz7u3BWt1QkEt4bCK02PrDA3bibw8RaukwNPs5COrF/n2FFsyKTI3055fTxQzvPfhKwAW5mrzK394b3j3caoSnLu4jCQJRMIq1leb83mbba0+Ll9byC+r1iSxtfjZXG+ircNLJiPgcemxNIcwX33OU1mAdFpG/+AWSmUKwWklttmEdmiN5PQockcLwSY3jk1bRVHcKGtJ4bqVBPabJIpzrCy10NHloak5hNPR+BLGJ1RmdcnG2fFl1JoEC7OvXwr9Ph3hkJruXhfLiwdvPba1+jh7YYWNtabtypcHj8NuQqFMNWx7zdYAZ86ucu/7EXzevYlCr0dHszXMqTPru17+90oqJSJJAkZThAnf674/nRbR6WKcPrtCb7+LH++M1J01pngsMZoj6AZWUAeNcHqGzoQedaj2gNvD7sMUijQaXfyNF8dwvCziJ+L4UBBYX7WyTuhYvRkdRwpFVK6Tia127Pj+r1SlUwrlCPi1PL4/yOmzq9x8f5JEXEHAr+XFs57tkq7l+e7LbPCF1eZn/NwivqCOlKOZ+EYrCY8JR+dCNgiohDUlkZCRTOz9kVKqUlhtryPPe/udPLo/gHPLTDSi3BEtDjB0ajNbUjusJBZT4nQY8Xp1GAzZ8tP9Aw4sTdsdtX4dhc2FIIIQ1pA2+1gcfYlu8wOmdV5k8dKDeSm/4/1adwstxW8LoaAmmzXlhEPHvmkhFFJx/d1ZFPI005Ov3aKmXnZx+focbpeeULD+AkG1YLaE6BtwYLaEmZ9p37a2Hg7ra0309jkbsCWJkdENOnvcPJ/orUkYF+cVz/Hg7ikszcF8qspGEIuqePmsh3fem+bbL8/krfITDwfo6XOiUKa4+90p/L76XuBLVTA1mSIEnp6h3Rxja2SGltYAgZChbAxGpUxAh+GSlkzKaWoObReUOrog1LeNE3HcAOoNBDpOb0fHmVxnM6iSQP7agllLRGsmI/LyWS+TL7oxGKP0DTi4dXsy749YrVCIy2ni8y9NRfsLQInStJntYCDZPgNQggEtX/7uHF09boymCD6vjoAvO6CHglq+/v05BFHKZ7swmsKMnN7g2eM+EgnFrvOyMNeK22VAECR6/e1IKRlN7z9kISEwHLIgOq3Ee5ZIt7pQRU8zH9VVDNIrpN4Of68DxGE9K9YWP8GAZkeAZT2oNQncrpN0bkdFKKjlzjej3Lo9ydJCa76oj9+nY2ayg+s3Z/n+6zMNLfYjk6eRy9Kcv7iEw27m2ZItX4jksPC4DFy4tIgoZvbsOqLTxzhzdhWVOskP35yu+RxVmgb3e3VotfHtsvdZmXHl+iyL87X5L5dic93ChUtLnL2wwoN7Q0gZEb9Px/OJ8oK4mjGqOHWoQplCJstwb0tGz8oYyq41QuqdbhHljAPlRPJBCOTidk+/6gSEsqlQD4vjlG1iv5yI433yNt0MB0lLRlOxoyruUAr9YHvbtq2pdkNdAhmyItnv0/H0cR+tbT76Bh2MnVthbbUZr0eP02EqI5SzZWmhekcjyrKC0nf/POOpJkBCVMXJJJR5P+lCKm0vkVBUcM0QdhQTCPh1u9wzCs9LKiXH7TIynrKS3v7d9fm7AMzKIvS7mkl0rWbTy2liENUxHxcwpKnIQVlCjqxMqCLFlevzrK9myw5PvuhidGydlSVrTdUudboYJlOEiYfVAzFPODhiURUup5HWdu+OILxTpzdQKNOcPru672l+mSxNa7sPW0uAljYfkI0pmZ1uP5JMJcmknGhEhd4Q3WP5Zolz40sE/Foe3R+sW2CXE8hGc4R0WiSVkiEIGc6cW8XaEsTaEuSbL8ZqdnXbicDnvz3P5evz3L60ju/Bedg+56X6jnLVQSv1X6Ig5QNrZ2Rhujdb2bS4aGUkv8xe+r9GCORS26ilCNJh9Ktv44z4iTjeJ/XeeG+DkK7nwatHEOfIWS8bm3NXYMtuYctuQaeP0tnlYXDYzsjoBsuLLbgcBiLbHbalKcT1d2cBiESUfPvFGOWDUiTOX1wk6TOQDukAibY/+z0Jn57IXC+poJ6U31BSJDeSeotjACw6jSjFFpovTBHpWcfw7/8jhKLjPMgpwcK2HuVzkUrK+f7rUcxNIXp63SgUaVSqJDpDtCZxbG0J4HQYSaVOutOjJlf+V6mKk0oqyGRE1teasLX4aWnz7cvCqlQlufneFOGwCseWialXncRjOSvr0WUqCYXUmMylMzSUQyZLMzhsp6vXRSYt8vRxPcHLOyn17La2eZHLM9z+6Dlup5HObg/OLSO21gAXLi3uuRppKiXn0Y9D/OLiJuo//Ab95z9jLibUNSaVct0DUCqTvPvBJJJ0DRBQNHtJda6jftqYYMdGCWTY2W5BlkJp8xC3H25WlnK8LQbDk978hH1RLG5qEWbVAruKMycs23dOV+c6mVLFL2p5KMMhDTNTncxMdWBrCdA3uMXQqQ3iMQWiKCHKMvg8OsxNYbTaBJeuLvD0SV9Jf2W5Ik1bux+Alj/6BiktkknJUJpDKC69QhCzx5EM6HB/+Q5I4oF0HnuN9E1s2YgGV5ALGSRFAiGZfUE4aD+5oyrzXo5QUEsoqGVt2YYoSqTTAgp5bTlTtbpYw1N2nbA3PG49p86s0dntYctu2q5G2c3CbCs/++TFPjKKSAwMbhGLKnlwd6T64ofI+mozl64u4Ngy1eQW1NQc5NrN7Mv/jz8M4/PoG56GMOdKoVan6Oz2cOebUYIBLadOr+6pUFMhqZSM9Xvn6b44TfTKY4a/e5dZIbZjmXJW42oolWnCITWCEMNy8zGKmWGcq224anz5aXSKt1qQ0nKSnvKBwJXGxv2ORdUs18elf98LJ+L4hIZQ7iHJdRZmSVHSdQJ2+7fWkj2hUCDvHQGnw4TTYUIQJJptATJpcdtvMNsmUcxw9sIy12/O8ODe8K6Au1RSzue/PY9WFycSViGXZxAEiVhMyYWkDZAwXnyFtm+dtv/oc+x/+1FeIBez345kr+uHZwZofv/BvvZdjTehk7Q0hTCawgydsrO5bmG9hH95MVabn45OLz98uzdL2AmNJRjQEgpqMJqiSBIIQgZJErE0hxAEkMkyNbs/yOVpLE0h2juzmUgSCTmTLyvnQD8KHNuFj/oHHFVztAP0DW4x+aKLLbv5wF7qFmbbWZq3oVJnc87n+k2328iIbWP/O5BE1A8vkfnge/RnZhl5MZp/oa9HGBdacxMJBcGAmmRCTlNzEJCyBoM9CuNa4zf2jZCm6fZ93F/fQEqW9xevJGQLjUy19tW1jL1vshX5RByfUJZ6yhIXU81lohrV8u7m9lFvoYhySJKAq0QarkxG5NmTPk6fXeXqjVkePxggVpS7M5WSE/DLt/9+/X3+3D0ZI+k1Ybr4iuG0jllxd9UlaFxHUlxWOWdVLnctk24LUgZCf/objP/+z/a9/3JtOe4YjBHk8uyswfpqU9XlNdo4V27M43IaGpbP9YT98+OdETq6PHR0ebj985c8uj+YrS7ncW4X6KhWNCObuaGn30k4rMK+bmFxvnU7f+5xLPQi8OjHQc6OLzM/27arOFExmbRIOi0e+GxHJiMnGtnZlnBQjdEU3XcO5Am5C1JWbs6NsHHmBadnT0G8stW2cDzJCdbiGbItu5kma5Cr78whZQSSwwtsbVno3epCkMSyrhGF413xuFVvtdHisbNaZT1RmSS60p6tBbBHCseEWgw3b6OPcTEn4viEiuxXFOc6CrOsPmFc62+FndXBvaUKTL7oZmhkk3ffn8LhMJFMyNhYa6rZzy8V1MF2Ba9SHexBichS7gulOrroWjtIAnZZmD6hcYPmmzS9Vm8ltWhExb3vR7hxa4ZmWwC3c29R+Cc0lnRaxuqyjdVlK929Li5eWeDR/QEkJJqtwbLiWG+IMHJ6A5UqiVye4fuvz7wx7jJOh4lgQENru4+1lcp9tiBKqDX7c23YKzlBPDBs5+Wz3n1vz+CyEjMEaeqzw9LrQObCcaKe2JWtzdcGkpxLXNOtRwR5hGyjFUESGb57nVlZBCgtinMB5IXugLVWGy2XDq48GdTdm0SXujnIF7efghgu5kQcn7Av6vGx6m0L7vIfhvrfrEu14eBz5grMzXSwudFEszWAWp3kyvV5EgkZsagSr0ePVhdncb61oFJXlgm5i/c6XCjnBhAk8dCEca1MyJ2cF2MYghYQMojaKAiZAw8ifBvI5YO9emMOgCcP+9naPJwCECdUQ2B12YpMluHm+9P4fVosTaHXvwoZBoftGEzZ6ms6XZyFuVYCfi1ej75qTvTjxuZaE60d3qriuLXNT2ubn7npjrq2X/1FV+LGrWmWF21srpe3zqeSIt29bl4+60GtTjJ+ZQGtLs6TBwN4PbWnQ5yQu/jDTA8AIVVkhyjdazC30RwBLGQyWd9mpfJ16p50x1b2D1l6lyjubQvS0VE633RuzKtFIFfKmVwK2y++J7LcTiZe2Qpfyhp9WLyprhUn4viIOOxUK42m3sADoy5BiPICuZhynVs1IX3QD2I4pCYcyiagn59tw2iOcP3mLNaWbMfc1Bzimy/O7lpP2eyFrYMrJ6tSJUmnhT1nTIhEVMgXuxHkaVStbuR6iVRw/zlb38R7e6/Mz7Sd5Do+dggsLbQik2UYHt0EYGB4E1GU6Oj0EIspWV1uJpmU43EZaszYINHZ7SGZlBH0a46NS43Pp+PU2Frez7ocky+6aOvw1r39akG/ZnMYsyXC5kbWt6xcX7y8ZKVvwInZEkahSKNWJ0mnRXr6XMjlGZwOI7VaQXNjgU8XpN2//+IrG6vW7cBsUMjTxJ1GYoo4JnO2wI/gMZHRRBnMqJGl5XlB3tHhpKVztzje2LCVtCTvh0JhG1nqJLbaXmHp1+sUVykt3tYJOzkRx0dAcQdzHKee6432rfSmnu0cqvn57S912+G4V+wknZbhdRv49FfZVD+d3S7Oja/Q1uHBvrHTZ1VhCZJChBdjO77faztVqgQXLi+h0cZ58mCQ3oEtUkmRpuYw87NtqNVJlhZaa9pWU3MI+4YF/bb1IbrYQiq4v8HzON3Lh8XCXCui2Mj0gyc0ivnZdkRZhsHhLay2INGIkvnZNtZXm6kmxBTKFMmELL+c3hDj3Hi2SqfPq91zWrJGEw6piUWVtLT5K8xeSFhbAsg2OnbEIxRSyu2qluwyBlM2lsLrriwCLU1BZDIJc1OIeExJIKDB4zZga/FzbnwZpSq1owpeLfgiWZe1/QlQifEr8/j972Q/CqCyBRD9r2cCpSY/4T/4nOmQnj+YvEZHh4uWTid970zmlwks2/BsZM9pzpqcF8nbufqrzXZW8jMuXDc8PbiP4y2f1q7R23kTrccn4viA2IuPTr2V9hpNPYK4mpDNF+6okcbmND4a1lethENqLl+bJxFX4NkeJGSy7NSc+un5Hcvv9fq2tnsZGd1Ap48jSdnAsM6urJgNBNS0tvkI+Gsvlds34GBl2cpEcG/p4OD4pWY7THJ+xx//8ikAX3x6vmpQ1AmHi0YbZ3A4Oy3+8N5QTRZirS5GS6uf0bF1MmmB3/92HEkSCAU1fPfVaRTKND7P4afuqsTsdDtnL6zg8+pKpnUzGKMYjRG8d7PuCKWe972+4Fptge2/Mvn1S4kiuSLbHzZbg6SSMkIBDUvzrSzNt2I0hblxa5r3P3zFZ78er3qdZtU+WoHQfA80Vx9DKs06CoJES2sAqzXIX/7/hjhllDCOzZOOaVFsC/9MXIaoShPXh2jpdDB6ZRpjrxPlR0vZbcwZYHm3Bbujw8nGxs7vaxHIueVqpZ5li7Np1Ot6Ue/scSWBXO89dyptrmvfe+GkB28gjXZaPywrXHG7q930hUK2kggu1SE0amrpuOLz6nk20cuVG7M8fjCIy2FCqcxOMy6G5EiycN3XU62JMzhsp7vXTSIuJ50RmHrRxcWri8Tjcnr7X0/nSRmRZmtol9VYEDNotXEEQWJ4dJPFuda8v+zjB4OoNXFu//wFkQfjQH0+sz9FQVyIz6vHbjfQtv0s6A0xvJ7DLSN8QmU02wFo6bSApTmUD54UZZnsC6YmweCwHVGUsDQHEQVAkPB69Ey+6KJ/cGtHLuBaisMcBk3NQcIhdb7ks3PLjH09yNDIZsmAN6Mxikqdgkzt/tS1Pt/BgBqZPEPA//reL7VuMKBFq00Sjylo7/Ty9eev3dACfh3ffXWG2z9/xbV3Z3h4d6isq5jRFEF/6SVJr5HhpA4IlVyukEK3vGLx9+F7c4RDStbXmnC7YsSDWhibR93qBiDp16IwRfLLT2k9vNvrRNXnJnQqhW66NjlV2IZyFtdaAveqZbGolXIp5/a7bVETRRAl0uHXhppay3nD0Y8rb504Pgzz/V5F8F4Dxw4iJ241QVzdTaIypYITahXGtfolV+Iop/edW2a8Hj3DpzZxOYzEYkqSfj3qrk2iiz11bUujiXPjvWlUqqzAvndnhFhMSSYtEo+volanmH5l5fGDAVLb1sqx88ucObeKz6tDo40jihL2DTMmc4REQp4PyMmRSonI5RmWF62oKiSTP6E8XreBaERF/4CL6+/O8Lt/uNjwwgon7B3PtvuTrdXHhUuLLMy2odEk6OxxZ3Mfp0RWlmxEo0oW5lrJpEUiESWSJNLa7kWtSSKXp45dFcRwSE2yKHBwecnGO7emmXrZtSuncyyuIJUU91w0qBLdvW4W5tqqLhePKZDJJOSKNF6PnmRiZ27eaETN+qqFzm4v7//8JQ/uDhMMaAGJJmuQa+/M4XIYaLYFmZnswDR7BkHc/awVjlO58aSc5VilTqAwhcCvy3vZLBnt2GA7XzYoTBESCRGlMoPGa6IpudvtI76UdR90rJe2HufaUip2pngMriZO6zFi5cjts9Rv+w2ML27XbDoBUm2FlEpR7v48rDH9eD3pe6ScD+9xpRF+PrUeY7lOcFcKGvnOh6WaRbgSxdbiwm3WI5BzFK5z4AnVG0Q8pqC5y8sf/KMnfPX7szx52c6Vy/O88AOB2l0ertyYQ6VK8emvLm5/kz1+mTyNKGby+0oVTOPPzbTTN+AgmZBnBbImwemza0TCKgzGbCWphdlWBranmeXy3HaUqIr8L/ea5/qnxvJCVhRMv+zmvZ+94vbPX/Dk4QB+3/Gadv+p49wyM/FQRlePi0RCzp2vTxNPKBCQyhYH6enL9ncq1fETxzmLcSGRsBoJOHthhaeP+/PfG4wRrt6Yw+PRoVIlILVr1X3x6kU3Pm/1+31z3cLAkJO2dj/PJ3q5JBp4nNk53rx6njUidHZ7eff2FLPT7XT3uFBrkgBkJIFvvjhLLKpkPCMynxTopXZ3vty4OyF3IZen+OjjFwD4EyJSJtsHRkIqVlea6Oj0IpNlx0f5dkxB1OLnQSzJ+0tWmgHF/7MZ17Y7xdSD0xX3nRsHK4nXeskJ22ruibX8Xst2iinV7uFodgay0UF/hzUWHa8nfQ98nGwnmK6+3H4od3H3Ygmu9+2wVsq99ZXPwxjYtSyUF74tnc6Sb8M5igVxJYGco5xQXrYbynZyld5uS12Pg7C618L8bBtt7T5EmcSVG3NMvehicrqNG7em2Vhr4uWzHkBArYkzOraOXh/D79fichjZXLcAAkpVErk8zdKCjeKgIZUqiUKRYW2lifZOT96/GbIid7qoUtbSQgsmS5hYRJmPrl9dsXL75y9fb1OdyL5Miepd5+ggSo++nQh8//UZbn3winfem+az34yTSZ+kxDtOeNyGHc9LNQSyKfrCdQSIHTXptEh7pzcvjgVB4uo7s8RiCpqawvzskxe4PjeQCpY/D/U+3w67GY02XnU5vSH7gh6LKRhuCyF2P2H82xs79pVOy3g+0cfKUgsjp9cRxUxeGK8uN+9wGcmtN1hm3CiVbziHUpnk9kdZYXz/h2E8bgNnx7K/R6Mqgn4tsh4PAFIaRLlEeLEDXf8GG6oI85tWgpuvxzrHuq3k2FfsYlhufHMr3IBA82r9OaAL3SPKuT4Wj7kl27GHWduKYrpKcZa9YNi7Qbpm3nhx3K2QqJLib/9UuLi1pkSpRQTvJyitty1Itccp94DmBHBO8Jb6vxS574tFcjkh3CiKU+FUE8hQ+XocRuBjOKThs9+Mo1CkaW33cfWdOV4972ZpvoXBkS26e91srpuxtQbylludPobJFKG9w8P0ZBdj51fwenUsL+wuThEJq9lct9DV48H744Wq7clkxF1R5NGIik9/dQmZLM3tj17Q2e1mab62DBdw9D5hxxVJErjz7Wk+/sMJzl1Y3mG9O+HNwmwJYTBGt0vKvzlMPBzgnfemUShSpNMiN9+f2s7ZmyaTASQB8/WnuL58p6L/cT0CWa5IYWkKV88yIQlEIwrmZ9s5M7ZOwtGU3xcU9isCfp8OhSJN/+AW4ZCK1ZXmbeNBeXLjXLErRW58HVRJzKRApo3y4S+eA/DiaU/JF6bVFStNzSHaOnzE7FZSAQO6wdVc83jlVdNiSefHxNxYmNt3buyqdYwcUChRphRoa5xlzQnhwv+LKWxLzmpdycJePN7WG1y/i6LjKG5jOZ/nSlZsVfkq2Q3jjRfHbdYIxPdnOi5nLc3d0DnRWXyzFl7Mei3AexXC5W7UahbfnLAt9TlH7gEvFL+lLMaVHvTCc7Tvh6oC1erWH488jgLJpJy1FStnL6xw5twqwYCaUFBFLKYkFNKQyYh0dntYW7HQ1eNFb4ihN8RoaXtFOKSqGFn/7EkfL5/1kNpnsYL+wa18svvbH72krb0ZjTZONHI88re+iWTSIoLADuvdCW8aEqfOrDMz1bHLL/a4IIoZdPrYtk/ua/w+HavLzVy8uoB3O6PGp7+6iNkS4satWT779QU+uLaM/vQ8oZcjQPmZ0FqDpJIJBZGwitY2Dy6nqaybikabQK1J4vNqefKoj8vX5xFV8Xwhi2JBLknZF867351Co01gaQpj3yjfNxWOT/Nx4fUxxXX5cWMkrcN9/Q4AD3/MBk6XQhQkvB4dbR0+NJ0u6HSR9Brw/nAaw9kZniTTmB+cAarH2ZRyKyweI82RyuNnrW6JlVwjah2X64ktyp3zUuegeJlyRrxedh9f2eB/qww42PiYN14c26xeFFL1qZxKVLKUFr4R7rpZStyold7gctQijGt5w6vk+1vY9lLHV8lFotxyhZ1OLQ9pqfbvJ9Cu1PRQrSI5R6XO/yAtoV98ep7BYTsmS3b/VlsQuTyN2RJh8kUXfr9m28ocYGayg5HTG7DVUjGVkSQJnI217rvdczPtbKw1EY2qUChTnB0Teee9KR7fH8xntDihfn78YZjrN2cZOrVRdzWyE46e/sEtBEFibaV6jvajQhAltLr4LnEM8Op5N6dOb2A0RXn2pA8Q6OzOpnzMZESCr4ax3HhCeKYfKfm6tH2OWgwLxX2n3hCmt99FOKwiFCxtMBJlEoIAN9+f4rsvs8JS07tOeGZgx3Zz27z73Wsf3mBAXvJYJ+QuRuK9UDDm7BDGRWTUMRT6GJ575+jabMdVsg+VuP3Rix1V8pYXbUy+6AJStC1ZGBty8eWykQ97A7usxsUlrAvHPm/HGnqXtTY3hxK/lxtHa9EWaSGDrMHVTysZ5wr/rlV3HAfeeHGco5zALUdTx+6HwdjrJFCQo9CzYc1f0MKLn38DKnEj59+KGpCyrHD7tQrhHKWswIXU6wqx56C47fW6w0pWa5xeKdxfuc6iWCgXrlupfZU6/4P0T04m5Uxt+wGfOr2KVhfHbMmmBepRywjO9oOvk/TPf6Al3MTW348ylDAyLovs2lbjI80FIpHsVGgirsDlNPLqeTeXr8/zxafnqaVa1Yn/8W58Hh1SBoZG7IiCxPxsW1lr2gnHC7kiRW+/k2dP+ipWmztq0ilZ2YIfkiTm+5wc66tNmC3ZlGdJj5lUSIeqzUlstbaXt3L9Tu75X11uxdIUpm/AyYunpcXx0nwLLoeB8xeXuf3RKwAMY3NEVzrIxFTUWh2vmBlZOOsCWWbsnZGFGSQrrKUMJAI6BEHY0f5CDMYoSmU6n60ikZBtpwQUuHBpAbk8jcwYzO532bg7Tdz2oz6S1u2y5C5dfsjgvZsonK9dUKoJ41KpUQtdRWohIUsyd+oZZ15dLqlpiq28cXkCRVpOV7t7174L3TNht9Yo1GQh0jwgwu1OCREBCYlPCdCNkjOoEeu85kmrCt+J5bgyTS1eNMqsyCkleEth7K1PSJei2H8393cl4VyL1bR46qWWN7JCahG99Vpvi8VmPf7VuXUN6eqiutRUUC1uGqV8ksu1vVw7c+RyRxZW2ytHLdWlSjEz1cXifBtaXZzhtJl+Zye3VBJktMzceQfZB9/h8hsQEjsf/ly7DiMXZCYtolCkufXBJI/vD+TFczGHmcWilnO9l/Yc1DmUJJHf/foSRlOYoZFNrt2c5cXTnpKWrwbsDaUqhUqVZPjUxva0upXEMXUHOO4MDtnxuPV1Be69CcSiSjSaBIIgMSF3cTuiRlQlGhYYDllDQG+/C/mjK8DO52s8ZWUCFz6vge++GuOjP5wgHFKjUiex/eI7IovdBJ+dAoQ9vXDnBTK7x6mRtA7kEnNxCP7J5yiVSVJtTuIbrfn9FWJpCpHJCEw87MPpNHHuwjKhoAa1OkF7pw8At0ufb+NMirwgLm5TsUC+8Js/Rky/ll/FY1vxuF88rtcS2F7Mst1AZ4eX0VcXd/1WvL+clnk48JI+ZwfiRulYlEqW4cKZax0ip4pEsJsULmWEs4n2kturRNSsw0dfTcvulTdeHJtsPvRa/67viwWwqs9NfKkZVZ87/10uJyGQtxjnyj5C5cCz3N+FAjlHqTcyqM/Xp5KleGOjdEQs7M1toZSA3NGx1GnsKiWe+wTlroo/pTqvUm2p9lZc6L5R/HJRad2SluvtjrXSYFFJONfSoUuSQCKh4Eyknf501g8u1+6RiIUnGZGOdg942/JtKTx3xQK+FuodaJJJOX6fli27ifd//oq1lWb8Pm2+oEliO00cHomcpaeSeK0n9WCtyzdKmB90Ps2AX8eTh4P0D9m5/u4Mi3OtzM+2sVcLWQ6BbBW3U6fXabIGs9atuBytLkFLW4C+wS1ePO2tUEr4hFIIQob2Ti+PHwxUX/gNIxZTEo0qGR1bxWCIgTZB7PmpksvuNS//5Itu5qY7GANEVZyLaRNPeD1GFz5v6bSATh/jzjenGY3a0N2+h+VWEO+dy3AAFvv5uEDi9BQpMsSencJ4fhpBJuF/eDa/vxbU/OzaMqt+OfGYgmBAy4VECxpXjJahZeTy124W8zPt5Xa1g+KCHYXCuBTFhrfC/2HvwXLyzOv9ltIuxVybO4e8QsBmLW4SuWXkwJQ8RkiW5Io1xj+mmSarC89G1rBZqL1y5L4vNnyGdMmq+90vb7w49jvNJHxZ60juBJayDOeEsPObUeC1CK4WbFYovMpZMYtv3kLfo1p8h6F6UGDx/qF294ZaylAWd4KNtqaNi68tj+U63FLf7xDMFYR/7tzU83JQKvVNOTFd6Eu+nzryuYFhJCeKu16n1MvdK6q4mow2umvd4utY6RqVsi7X41vt9ei5+132WRkZ3aStw0tXT/bFcmnBRku7j7Hzq/h9Kwgr3UTms6npyrWhVmpdp5GWLqjsiw77fx4kSWBhtp2tTQvjlxfQaBO8eLr7nEFWnMkVGTq73ITDKpIJOaGgJh94qVCk6Olz0tWr5ub7U2yuW7jzzWliUeWO7WWDr2bwebe49/3ovtr/U6JvwEEkoqqrBHshpe7hlozm2LgePXvSR1ePi/XVZuybZs7FVWWrre1NIAuMRbMv9qbLz5HporS8aicaVSKLRUhHNOTuU89vPkT1/l2stgCPl9SI35zm4tUFlO/dI3n3KuPJ2s5Z4Tmv1N6NcxPoTy1y/+vTDIdbMZ6fRtNlJ232kpoeIum2gGBCUKRoyxjx/+4CuVeH6GI3UkLJwLVnAHz/1WlCIU3VPqt4JrXUGFOLRihFpfGulPGnWhaN4hlxRUZeMeVqV7uPhDyJpkRBlFL4tAEWWtaQPzhDR8fr5ACeDWtJoV34eyFR88Hnj3/jxbHHYUHh1JY8gfllSliDi53ncxSnRim1TLnvipmPC3lBV83xvlyZ5YpW3QZYdAs56I673k4OdgrC/SZIz/0NtQni4m0UbyvXrsJ2VmI8Zc2LYuRSaZ/1tiDzIT3xgCGfcqgUteyvsFMuZZGtdbD+/utRImE1mUzuuLPWnp4+Jx63nrMjaxjOTWP41S8RE6oDyxCyn3SIhde7Wj5wKO+Pvt9nJBxS8+OdES5fn+fazVmmX3VuFwqRaGoO0dntprPbU/oYZlsxmqI0NQdxO41s2c18/tvxsvvKBVPmfNt1+hippAyFIkVLu4/FudZj7U97FBhNYQaGtrh3Z4R6Lfv7ne2o9d7a770YDGiZfNGzqz2lZvbqeQnN9Sc7jlGATELJ8OgGcnkGlXKWuN2K/8F2LIMkohcFjKasMSCTEXl8f4ALl5YwjM4TfF79pa7cOS1se0YVJ3LlPvrudVaWrISCGp4QYPxvPiF1+RFdPW7SYzPI1ElUrR/g+X9dL7mdmXUB+9+2IKrjDEX3VkK81iIb5fyAa9l+tf2WE+OlDHyVtplx6PG3bGGx26oGC2Yx0LzQyXKJfZajlIU7mTj4TEpvvDh+PtVJWzy440aqJcNCOT/aEXT8NhVhhL2LsULKBZ1VE9f5SNsGxO8cB2tFrZSbVi+uO1+OQpeD3HKF16DU3/Wm1aulzGax8MwJ4xyVrARpZSJvOS5cp3DQqmaZLqTQ0ryXYL5QcLcFLRxSM/miGwCPy8DP/+AZoT/5Ddqv3mPEba1ZIFezTJW71qVeeCpRuEwlAV2831Iieb/PUyol5/7dYXr6nFy+Nk8krMpWPJRJbKw2ceebUWIxBcmEnGyhmARGY4TWdh9ul4Gnj/pJpWScP1+9+/7+69PcuDXN7Z+/QKNN7PhtcNjOF59eqJgR5aeEKMswdmGF2el2wqHahE8jfe736lMvk6WRK9LEY8qGtKPwnq/mCletfaHJQSzvPGHiYT8etwGZLM0770+hHVglstDDSFrH0ssRDGcn8+tIksjCXCsXLi/B89Gyz5zeEGE41E7uaS7XVyR6l4ldfUzc0cT88y6aFkZB9AAS8fHH9Pa4ySRluL54F1GeIm5tBbzlxxlJJLMtjC23HhBd6iK2ttu9ot7ZrUqCtaPDuSumqZSGqEezFM+K12O5zo2vixEFLHVhKbBK19yGKlbvQiNl8bGqeqG75tbujTdeHK8mBV4tG/OfB2u4YSqJztzDv5eqeIomH/rRebw/XN6xfKW2lNs/sjdL1DaaSr6n1TroctewUVPx5SyP5YRU4THUIuTCTR5o8sDkeeC1GM5Znf+K2oRx4QvCSFp3YFXukkk53355hvc/fEXkZ99h+A9/UvNgWuk5K0e9EdqFlLPa1JMvuxHnTMqILC+0srpkw9bqR5IEnFsmJGl3O2JRJbGoEseWue79hIIaHt4b4uLVBaJRBatLVjY3mrBaA4xdWOWTP5rgh29PEfD/tMtcC4LE+KVFYhElK0u1WehqnU7f60xKrcJbrUns6QWnHmFf7Tkt93vSY8H/8BwXrzxjYa6VpcUWpl92cenKNFJGQJo/RY+7jZDpMQZjJB+sKpdnSKfKH9O4ZKHtg8dEV334H54vWQkWYEYVJH7uBd674/zoym6vKSOCCIMjdnr7XYSCKuJPziMllKQTSsySomz/k+3nQ6i77MTW2lA2e0nHFMTW2ncZZeqh2HWwUPz2tgV3CGTYe+GtYoNCObfRUhRf42qzuuViY0oZrUoZnHKfS23bkDwRx1VZEaM4Za9rCeamoXdclAZmT6rU0aVDGmJrbTUvX4qfsiAuRfH52I+lppzvdb2CqdR2y3WIxT7GUNlq3N7hwJbQEPXrd+w/t53fpiI7ntpaz0cuy8VercfViITV2P/mE2y/+JaMIYTMv7c0O414gSllVSk3e1AL9fqV10MmIx54wJzPq+erz87nP8tkacYurBLwqzGaYrR1eH/i4lji7PgyckWah/eG2G+gJOye8TFLjc8aknuG5fh5lo7s+L7avdnI579crEju+/iWlczdS/Sfm0GtWWPyRQ8/3h1m7PwikU4nmh+vonp5mvHLC3z31RlAQBAkNMjIHdV4qpkl6zJ6YwzrQtbVIrZpJeGygJiG7Ri5XB+bETLM6r3ELj/GPz1A3N7C+Pa2cudm+NRmdjsPxkn5TTX1PTOyMAgSxosvycSVeH88T5evhbYCI0QhGVUMIa5CoLTwK6aUpbRc9qpSorZapqZSIrSWWexKlAoWL/6tePldbmzyMGJSg5CR1aSZbKLITQ42k8yRiONwOMx/+A//gZmZGRQKBZcuXeKXv/wlgiDwV3/1V0xOTvLJJ59w8+bNqtualvlYkSeqLldIPRHx9ZBJqIiudJYVH7nvTwTw3mmEsCslkst1ALW+3OzFAgo739wjihh/q7HjUkT5w9WrfF+w3b2+JBR3XAd5/03IXdz2mEi1OJD5TXuymNVieanms7fXnNxHW03x8EinRZ5PZMvldve4EGV7L1v/piMIEufGl9BqEzz8sXw1ynqoZHWsxl7uwXREw5mEkUJRX0tQcCMoJ4xz/8/IwrR/fAdJG0X3m18g+/lXmDxx7m3o+eHbUd4bcxG5cY+r92/ybGySvsEtlubbiMUUyDQxdCPzRFc7EESJq5dWePLidT5m371LKFtcaAdWYXqMQZVEQhVh5tZ3JNUxxJAO/0o7kYXdNsbxlBXXV9ew/uw+MnWcAc/ua1NKaI6kdcwbXISn+0k4mxhJvy6SlGpxIPpMiAX+sJ2mKBteEZK1u7xUyv9fyv+2XKGtcn1ktRm3vboblrIQVwu+z90r8bOvUCx3o7CXzv5xEAadahyJOP7bv/1bgsEg//yf/3NCoRB/+Zd/icViobW1Nf/9v/k3/4arV6+iUOztjbsWAVBv51GPqJiQOzl/cYmXz3p2JP4/Ecb7p1H5bfdi1W/0A5rr2CQk7ow+Jk6GoR9u8f1mNrtK8UCz1zYclvCLrbcRv/6UDb8K3HurLFarQK53m43izX+GBdZXrYynrJg0LubdtUWav200NQcZHVsjmZTx4N5Q3QVayj2Le51ah+qBoaXcGKREaeFVSiAftsAYSetITI8QuzxBsn8JKSXDeG6Gd2RDRBe7+O4VXL3h5dkf/RrBZ2B4wIXZHOHVi2wGHHXnFuG5fsiIuL64SVdRCrSEy0J3oIlkmx28rbh7Vkhqozh++z6ZWPa+LrxOhecj5TMTWezEcH4GNrIl3gdVEmbZbmFYaHEdiJhJ+RMo0noGVRISEmtnnxLoX0K+1oH23vXX6/vNCMkqqVJLnLNCCq3JOReLchQL5/1UpC02QtSSuaS47dXWyT0rGy8GkFIypIJli+/dws89MiW8bZbjRCLBq1ev+Kf/9J/S0ZF9C7xx4wYTExN8+OGHaDQaDAYDoiiSTqf3LI73QyMGP5UqRUeXl0RCwdTLruornLAv9jII7OU61/tCVeyXVSqdTkeHk2/SEcLqKNovb7Pladq1frX91EPhQDGeslYcROs9Rw9cArfjciw3nuL6/F0y8b1FFR9HK+6bKIp33i8Sqg4HSY+JTEzNMCp8zT46ls6yxk/HeiyTpTlzbpVmW5DZqXbWV5tphCtFIbUGEFejVit0ueflsMVwKZSL/SgW+8jog1isbqyvBtkYe46Q1MBaC08eZDhzbpX2Ti9CGmxN8N4HrwiHVejNEeSGECm/EalEbmBBlIj87HskdZyJkA5JHya23poXxrD7HBR+TgUMaPvXWWja5OPwa5fImC6EMqqhvyXCl9vV7wZVErPyMN4b9zBOZste97YFeZ6K4upfAmAylOEyu7Mh7aicV4Xil6viyrGV3PIqFQspRy3p4IrTmNYaz5OrHVBNIBvPzCGqEvjuvo7XOupZ9kMXxy6Xi3Q6TVvb6xuxvb2dO3fuMDIywnfffcf//D//z3zwwQeo1W+uRSMeV/D735xEgh8V1VxnGv3QVbPo5juHuG5HZ5eQJblvsDOj9aAK6ZB7mmrKS90oCgVy7nPh//WSyYjc++4U734wiUwbJRNXVXxxOcjpsr0cw1F3yPul+rmUyMSVjKR1JLvWkGniJJxNjCPUlUrsTT1HSlWSS1fniccVfP/VaVKpw588LSecK6UaLF4mR+F0f/G2i6m3P9nrC2qp/ktAIKOPEG51EteHaZs6zXrfMqxZGYu2MfFYzvRkB5evz2IwJCANekM2Y4/1w3vY/+ZjSr3A6IaWkNRxtn71IXJTANPlF8QdTbuWg9L9QTqmyu8jdOc9lBEtrpYQkz/7HJIKFr1NbDYpicf0nNKnCfXOoAAQXge0uS69ym+v1xbbyynbRaXZh+J6C3vNkVyOSu4YxfdbLesXFtcqd08lPGaUlt3F3I6yrzn0niEejwPsEL4ajYZ4PI5MJuO//q//axKJBEplY9LSHCX1TtOd0Hga/WAJgoQkQamOupYgmMLyptgNZM5NMqXxcWX+LJG5bn5X5CNcr3isN+9yqe9aMnvL3wkgk6d594NJRDHD82SYmHx3ouZK02XV2nkccnEfF3KFJSqRu4/khiByY4jYenv+HklbfADIdFHS4doKXuT29yYKZJUqybWbMzgdJqZfdZbMDFIvtTyfM7Lwjgqhxb8VC41yQVWlREuxoK5XANeSlnKvFB+bwt6Geq0Lb9capq1WVi5MINNGSEey914squLxj8O8//OXyGSQTksk/RrSER0jaX1Ja+V6RiS63METfIy7rXz+5ZmaK3U+VTj5eDwrbGUOG+shJdFb33Fdf550XIkgYAbe1QAAv51JREFUZgi0bqFrhTjwbHu9yGIXhvXsrPd8XCCkjL8+RlMACWlHAF49VuPCYytcv5xgrVT8qpwvciWqlaXe6/1SaHkudR6kuIqU31hizaPj0MVxJpMp+b0kvb74b4MwPuHt5IOPnqNSp3j04wBOh7mudXMDaW7QkJBYlUXQb3QQm+mj1BxDubzF9VQZPCzU6gTvfvAKuTz7jH/w8UsW52y4nCbcrr13fG+aCDtoKomxclXOYp3LpFuc6FaG8t+nLV4AtIPLBJ+d3neb9nqdGlVgpRIKZYorN2bZspuYmeykkW4UewnwLlwn1x+UCoQqFkWlLITLdsO+su2UolH9SLFATv14Gc1sPy/f/R7FzCC2D+/h+uYqbBcEjUZVbG2aaevwIZNBzGdE17tFyuhnJLA7A058y4ph7B6XXg7zmMovKoWpNSfkLozGCJmkHMdvPuAP5TqiBj9TugipoI7Qq+FtkSshpRQomn2Y5RKi14x9qZWALJLvw3PSJRNXABKRD76jZ2GQJ9fuA6D/hz9gURFCJlD1JbSRs4XLJdLC1UO5FG+1zHBUWr/U+BXfbCm5jaNMYiBIhar0EFhYWOBf/+t/zb/8l/8SUczKgfn5ef7iL/6Cf/kv/2XN2/F6vXz++ec8fpQgHPrp+Mu9qYydNfDyReOmfo6Knj4noiiRyQj4vDoEQSIU1JBO1+c+05LRIKrjqLvsKJZ7EIqCanxC6drxuZRQ5X5vBL3n1Cw/j+EQd5ewrkRXjxtRzAAS0YgSUQSZLFsKOZOBVEpGwKclEjn46kZvI8UW/ZFzWhzPytwnRZNWvvTOzxlDkFTbFnJHC4HAzu3mrntLRrPrHtjPrELhdgu/y32udL+VakutCAK0tXtJJOS4XQcbxJOj+DzlnqlCCo8d2JHurfj6GXW7MzLpdNnzEQ6/3kYgvNuwVHztK7GXfqWWe6Tw2CRthGTnBoqlHjL6CEmjn9haOw5enx+tLkZLa4BMQo6oTCF32GgKZcXxjuMRMyQGF4hvNZMO6imk2v0k00VRWz0olvowy8CjCZFqt9Ni7mfpYQZV5xYKSSSlSCIqkkRXOjDFd4pbSZYmObCY/6ycHUTZ5EdMiQRaHUA2m4iozlqXZTE1QkyNzGcioIqganOi2GpBDO9se/68VbkPSl3vHL707vWrUeo+y+3HqEvs2F+l+8osg7Q8iU6bIBZ4Lfh9Umb7/9IrO8QoXbYwCWcTDrLnrPh+cohRdHqBS5eVfPTRR1gsB5MK89AtxypVdmCMRqPodLr833v1L/7V326xslxfKrcTDp8//ydd/Nu/WDvqZuybM+eW6elzs7lpxOfW097p49H9oe1qZvXx8/dmESYzXPmmBUF6fQ/PxwX+SrW8ywqStSok6qo+B/VbgT75pxY++397d31f7u1dLk8xMrqB3fH6909/dRGtLs74lQWMxhib6xZSKZGOLg+CILE430o4rGJrw/KTcT8qtpAWW7IqrZMlKx5y19X8zxRM/J+7r+2gSqL4NbTYKunqWWb1wgTar95H7s6e/933SWxHe3e3Z68U+2Xu3s/u/cX2bD06c24FtSbBkweDSNJuv8aDovBclXumCs9F7rqWun7FFuPCrAS5OZmNDduO2ady1sJCi1+5Qg21UM/1KDwXw2kt4dszZGz30P+Hf0T03Wm8Ww4i872vn410E6ZLy2h6NlFMDTM214Jbt8mIXiJoN+aPQ0Ii/MEU6WYf3rvj3HfXZqS4eHWe1jY/yt8PMTZtJQjcv/UFiuUg16+JvHw1Q3rTCwkF6LLXyP9smO6Zszu2IyEReXeepM2drbD4hRFlVEtCHeXlx/cASPoMeO9dJBNX0NftIn5mEpm9FVQJUu1bAGi/eh+Zu4mMIYQY1O/Ki1wuR/5qlaJnkpimpcOJwdmS32a5/MeF7HavyI1PibLbKN6ehERGlkaWDuXXkZCQtBHmtj1RdmcSkbhwaZGtLTP29dK+4wA9vUouXT7YMiCHLo6tViuiKLK+vs7IyAgAm5ubtLa2HnZTTjihbl497+HV8x56+51srltYXmyrvlIZgmkJYXqIjJhhwPZ6cJpf3psLQrkKTXsd/IopN/19+uwand0eABx2Iy1tAX72cdb9JMfTx9lUSS+f9WBr9XP52gIA681Bnk/077ttx5Vyft3Ff9ciOouva2HKqWq5n4t/u5RoYhWI/OxbjP/+zyrut1Slx4Og0e4VcnmSgeEt2jq83Pn6TEN8jCuxl/NT6zR6vVkKKlHsN3rQwriYWVmEXkcrcZuHxKk5lJMjmG48ILrcueMc+h+dI+G20NFj5+nQPyDJMwirg4zQl3clcfTPE3NbiSTlqNtc4C49PV+I0RShtc1PaLqf97bF7lwc5OYgjl/fJtFrIiq+Qh3VkNFGIaoETYJmXYLAL38L2hhCVIWkSqD9+n1kQRPpdifylS6UUS1RfYDp979GvtRNutWBwhzE2zuHaeosyoUB0s0epLQMxcxQXhxHfvYtQkCHpI+QDOowzA1lZxQz2RfXcpmOCkkp4wRsDpJJAcVqVjhK6hgLZ5+h++Y9xGjtsz77SQGXa2/WdWnny4qAgBDRwfY9t9swIDD5shu1uvwMxnjKiq3Omdq9cCSW4zNnzvDpp5+i0+mIRCLcu3ePTz755LCbcsIJeyA7qCwvVu+EKyPR1BwipZ7hme4pi3/7xwgpxXZp8/CeymZDaWvxSFrXMIFciucTfbx63k06LSIIWauMQpFCpU6xON/C9KvOgqUFnFtmvvzsHB9+8pzObi/RqAqlMoXLacRhN9HotFqHzV6EbjHlshKU+72WhP07B1SBsZUhXvbMkexaQ7HWVXGmodHCuNZUZDnqFWMyWZpz4yu0tvu5f3eIePxgUoKWiwmA+kRnpeqZxUFXxbluq/mWVnpxKncfFmecaHTfsTzThSosx3LtOeoHF1HH1KjanMTWdhaBiG/aCF98nQ3iVfc8rf5mbD1Roso46cUerJLIdNsq/s7yM5OF12ldNQ9A28xrP/t0q4NMVE0mqSAdUROaGkR56xEt80NEXo6QanKR6t5A5rGQYXsGQJQgJUM1eQr5egfitj+xJEpIsgwmQST561+Ssjk5dft7OL1BYHt/QlDL2otBBr67Sez8czKGINGIGt9X76BqcSGNLCE7M/n/Z+8/Y2RL0/tO8HdM+IjMSO/NTXe9v1V1yxtWt5qkWhQFtQBpBEICxRkSQwyxwGC1HwaL4S4wEPYbRyNgOBpiCX5ZzmAomia7q7u8r66q6326m95GRoa3x+yHk5E3MjJ8RqS75wcU6mbEMW+c8573/Z/nfQy29TaksAd5vpepiOF6kVtBL8Pq8ARrI5PG73HEsY+PIcZcOL94meTZh1ifjDIVEwFhx30vtyjIXsnXh/I916mkhVSR5/W27DueeY4Bfvu3f5u/+qu/4n/9X/9XLBYLL7zwAi+++OK+nb+lLUT/4BoP7/WTTJjBfyYHgcCNb4e2Lai6NcWEvjf3oGLVqjL/LlXqtVoyrhG6Dje/HcHtifHaW48LBj+lkhY2fG5aWiOMjK0wP9vKydOLnLs4SyxqQ1EkHI4U0aiNqfEugoHyLGz1Cu6qlfU0X2aCjHgpZf3NbF+M7CCYUumd3pScPADi17/jxIdebDHXjlymGerxUpUrvrL7YPY9rPY+njyziNOV5KvPTtatNHZ2afh8FHsByidOsu9Xd/f6tgAuFlBVqMxwNsWyXEB+8VOrwLDCz4tAcrEL232FxAu3sDwcw3vxMeuBBtTIs3NraZnkWjMpXxPuU1MIInw58ADdniRtURgKXadxrZPBcDOPO2/zwx8FSK218GTVztqqlxNDqzTOjKCqGuiGtfFUs2GVFNIyA33GtVWu3CY208tj9zK/NRCn+bUbOL68ztqL3+Oa7sO60oN1pWf72k2mNRKX7rDcukLXWjeqO0zo+q+4k7agizqW2T5cm8002zQsPQG+y/n1uieG58wkWrAZ3ZbC9dFbeAJe2hFg0QOLJ1CaN1CbN1F6lomPjWPZbMI6OYTm70TUd1tOux6foX16BDQB1ZpiMXMue5L04BzpwTk6gdRGI7OT/fQvDDFiLSx86ymKjwIHIo5dLhe/8zu/cxCnBsDvc5NOSciSRrL05iYmdSEWtRGLWvHE3ds+WPUmn+tFpYNXOdHDkbCT9356peg2Ab8Lq03hq09PoesioONyJ/A0xNF1gXjMSnNLhKsvThlZBh73FPTtLpboH2pTMr5ebgXZxQKKbZM7WeUGxGTnPC037+kfLJ7ne88a429+St9H7zCMfdd56rnqUA9ki0Jn9ya3vhuuiTAulR2kHMubV7cUTdlWaZ7ajBAutaJQDoWyD+z1npfzvFgfnyR57hGCqGN7PEbTKzcJ/Oris7RemsTml9cAsPesYkva0CJunM4E6c5VbDHjmtojbrofnmV5cBqXpHPxyixaahHRqsDJFQDCD4eJTffjHJkDRWTEYgjMgc4wkyLY2jdojHoRZA/oMBuy4g16sHWtIgW9O67VkE3nztAs7oSV2JWHaCrIEmgOYyBPu6PMDcxjjTtxTPbTJsZZH5ra/t3hByN4zk6STC7h/OIVpEDTjuMDTPlbkP0t2CZHGLeEcPQv0XT6CXfcN5ECjQw9OYMz6EXccr0QdZGn28G1z2K4ZF8rDf/Xb6O6w0R/9AHWliCS+yFqpJmpzeay8hrXi8OcEvJAxPFBo+vi9qC5nzdHklRs9jSx6NEtbmJSGxyOJC+8PMHMdAfe8eJptGpp8d1Ladu9kO85m3jSw8STnS4X0YiD0UDf9rahoIvF+RbOXpzjzZen2Pj8BfSUteIgsVpbfLMpN6ip2uueL8VX9neZz7OX38sRW0tLbXR3r3Mt3E5USrP4ylf0ff46JHevph2kQK50NaCre5NQwMmmP38GgGrOnU2u1bfYtc74xuYrSQyFRXE+t4ncv/MJl2J9pRJK3etiwaSlXiaynxcBgZW//gGjmpMJMYZTV/C+eAf/Zy/uqq4p2lLYb1zlZHR3dgJBF3kx2snsh6Oochp/7xyuzRYcwUYirT5WRh/DmSk8o7MggJRTbe8HkS5+bvHR1BIBOnAGvXhfuEvK7yVx+iFKsx/nV9e3nzdRk7DdOUfq1BMSa004k3bU3mXaJoeJrnSgOeIkrt0i6vWzttjOiUdndohjz9lJlLAL7ydvIm79zkL3bFyKgiYRn+mjb+oUk64N+juCPHnxayRVxvGrF5B9pcc3KeLB9d6vkTz7GPoWSV64jzY5xORy1/aLAlSf+i33N2Tn3i7Wnw6rQD724rihMUo8btu2ONkdKRq9UVaXvYbTd2T/2mKxqghH253SpEYMja6wutTEzFQHl/IskeWSb4CpRhhn/r9XsVNqQMv+vpysDJnt8u2fTsvc/v4Er5/ewPPWVzy81wfrDZTjm5ztM1lKnJZySyl1jmLW+ELBkqVcKbIFUPa2U0mBS3m22abA5JYrxjIC+Y1ADx80zbH8ylcMf/ZmwaX2WgvkckRYJTidCUZPLXHv9sBemrXj3MUsvgALzStIqkRX0BC0GZeI7IwSbpe1qIjO3raYMM6QW9a3XCtfvv5WaZGK3Kqald6j3OdlTHVv/1+fOE3SriK8/Q3BG+dIrbfscGcaEIx5PDeHbubvjLC7lmhnNph5SbQzvHCK2/51WuYHUKwprDEHA53h7eve3hbjwWIzfkscdIGZry/Q/uufIToSCBKo3Su7rpdtYhTbxCjLUpQ21cXwbeMeZESVZWaA6NYY9TQuY//iOokXb+C4cRlf2yqukVkSP/wQ1luwTp9g0tfCiEUsOiaMS1FI2LFOt2CdHiLVP0fs9S+RFzuxzA1gWSkeIJ48+xilb9FwvWjboP/pCI1WQC9/9aJU4ZrszyoRyLkUeunaLyF95MXxSdVLs6IVvGDptExHZ4CFOePCJhMWwiEHgqCTSsn7+saSiJv+zSYGqaQFT2OsrG1rIUj2KqyrIV9WhnK2hXwDoMDnj1rojcKlq09JJi1omoC00Urodgu5Qjlfxo4MhYRErrjdi4W9UDGOfBSrglbt0mahdE25YisT3NXdvc7bgT7+sv0Jm12LMNOb97j1CtDKZi9jcu+AD0WRuPridEm3nnzkT59okC/d1eyKh/WgnbbGnenpssVuPvIJ6Nx9v745VHD/fIVCyi0EkiusDxOaJ4y80onb34z8wm2sEyPcfmrntuzjDQ3m0jpjWdvnE3TZQhmeXc9h7HDKyA6xtCQ/E8Y9xv8jLev0L7WjqyJa0oq43oLY9Cz93tOWZYY2unedL9NHcq9lJnVa5lkZCTbi+vR1pGAj0YCdyKMhRHuK3o4AiUt30BoifPZglOjEAOOKCFLhcWz7Xq/2MfGzdiK/+XN617tZa9lAUGSmogKCrIEm0N/vQ+mbxzI1ZAhjQAx5aN5swbvaRdTrZ+HcXQYmrwL5X8iyx8NKxsXsl/l842ulgjnz+bHMVlEvCpWYjcdsLMw9W57RdWHbrWG/yp/Y7Slki0IkXF6JVpPjz+qKl+GxFWy2FLdLVHbaC/UUMaUFbf59KlmGzd3m9pzA0kIzjV7jxeLq+UVsnT6SK20FB+1CwW7FxMFBuJ4AJa2AlYiZ3Iwl+UR49kTY3b3O2WgLj04/xukJ0zkxhrC1qrGfIiqfhag8wazT1bNJPGZlfrb856mY60Qxq37m2jUv9qEuAnmEWkaAqS4nDVlBdtnCOPNZIetxuVR6j4ptXyz4tJ4p/TRvkHTvIs6vryP5m4j8ow/40TkVNW5DcqSYd2+iywqpoJ3RRsPpPjt4MUN39zp3whLOVP70ZdnXem2xjfaedUR7kvWhaYbldhA1/E97aHIk0N1RiNvobUiib6rb6dUqQW4MEXnnG0RfE7bJEdqvf0fo7kliUwPMRlww1YPcGKL1nW/wnJ1g5a+N7F35xu/c8UHEjhjwMnvpFuKGF9IynR0+kI3rkwlnUVtubO9jv32RvnALAIImEmsK8P2JB7R+/dK2mSH7HNWMh9nW/dw2lyO0DzrO4diI42yyB9fD4M+SSFiQ0s9HoQOT8rDajIjpto4QC3Mt+3LO7Df1emQkqORZqyT7Qz53i4w/6eyqm84OQxznI59VLTNI10Lw5QtuzPWrzKaY/3hu+0qdd1Cwln3fdm2XzJmUtoSe5JEInrpF8ORj2qdGkApYaPbDB7nSZVTZomK3p3E40ty7PVjROTLkc3vJUEgol7McHY06iOQIuFxBV0wQF0vxVg2lrMb1flkv5GZkme/bztE7mdKRPr5O4+UHJH1eXCNzOK/cI2ZXuK8JPF5ro3e5F7aumyqoLDavccUugC6hihqCLux4+ch9Kcn8e22xjR8KzYwH7aSvg63dT//cMMwNozZtIgYbSJ+YQW3zcTJgpPHMdXMqhpayoqVkNh6M0HjlATJgafIDz9x/lGADttvnSV66hyAp3BICecfJbDeYzPVzf/Q2qidEamwSrWsZyd9EKGrHdWIBJWpHCbuxtwSQlzs5/fACsxEbbLXdEWrElray0LpC8uw9uh6eZSZRnjSsZvWh3GtWTDhvUl21zEo48uK4X3OwTjTvcl8+n6haCuVy/GQMhOemCphJefjWGvn+m2HGTi/R1hFE/7qVTP7JYZvOz5VYzVKHZfsaZ1NM3FQrnms1qeYTLfnasL7WyMDFebrKcFmohnJ+d6Hrmm/fQsfLtfKW2u+27OOHlC6bWqjqXF6r8ooHfcWNvXuKlvn+7aClfD6pxXJnH1TwnpKWWVpopr0zgCBoRbfN7l/FJuFyU+dlKOVOUSoncSUMdIaZWdldTQ0K96dcd4wdAXzJ0i4ztcj6kn2OUv1Ejbjwf3GNzn/6AQAz4100TZ7kiWuFlrYwyoVbLK520GWFJUVD7VzjJuDeaCGZ8OBu9hNsCNI1P8DZdQ8Ph+5zZmF426Kc+0LSAqxtWugNGsaLYZsOMS9YgIXdbi7Zz4ZgTaErEmxZlsdUFzo6cmMIJehh7R/eAUDcymjhF9LkqgLb5AjJS/fwXr/Npa0sHdnXumj+6ZhEnyqi2lJIukD49hki98awda2DqBG6fZqRSCuzWW0ftukICAx98TqP3v6Q9aFp1vtnAAHP3/86glI8P3i2oaHSNJS5BYwKHSPfGN6/hzL25XLkxTHszuWaoVgy+0pFcrmDQTVLzSbPJ771RvwbHq6/9gStf4nE3LPMDWOqqyZ9pxwxlotXt/CsXGh9qPS3FWpvKOBEdsfR5fSOgTyfxXav5zoI6pFdJFfgbP/epAsQ6L1/nrmLt2ibHs4rvLLblSuE8+Ut3iuFXHHy9aGJx9309PmxWFUocPpyx/Jik30+S26um0Q2bsrLSZxNvkwk2aydmGLxxx9y+af/dNd3pa5/MYt4sTm03lUS86KLBG6cQbKlOXVuglRnhM5VF4vzzfQkvcgNEdo0B0EhQfzeKGgi9pYI6Ut32JSNl6TVoB/bohtb2opQoFJixrLsTtto7JunY+rZNc8tp6yjo7ojqM2byPOGS4TsiSLIKvEtf/1xKYrn3BNaR2cJPxwi+mQEgM0vriHYktzfAD3HAPK0dRFvwoqt3Y+lxU96I38J5dm+KZyOJFrCRnKtBT1tjH0hawLXZhPOr18CUuiqvKuwSjaZPmaPeBi4cY31oUnSix2kzz0h8qP3cb3/azT3rrA53bftYlXqWLmUehEslcoy+/O0LYGoyGxQn6I+2RwLcZxNuRGS5YrkvQ4G5VuXTZ5HNE1kcryLC2em6V3uY5woJA3r8b9IDvB/2mb3dUIqVbhgv90vcsndT9qa/Cb0JGNbA2a5FttqgsvKGS8kdxRBVlACjWUfN5tiFv7s86+J8T2NJbkrExnB695oJa0LhNvWaFjvyLtvscpq5Yr5Qtc/1/1nPKtiZKnfa7EaJctffm287IC8QtH35VjDSlmKM4SiVqp54Sy28tG/2IukPJvCC/l17ri+ue40PBM1+ZbIK3lGCt2bWoxfiTlDcKZ8TViaQrhbVnnr1x6iayK6KrJiUZCW25DdUZSQG8tCD0LCTvzF75A0EaVnmZBiozvhRFZkXH0LhOe7mWlbIrDp5KTowC8n6OpeYzbZwtVYG5l6e5udi9g9KWxpGyFnGLFZZDGdJnpqHIBIow+nLU3saT9KoAH36UkQNaITA7hGZ9E0iD55ZnVObzbm9aeXZJU3Xn5AIGKlxZ7C0beM5eIDYh+9bmwoaDj6l0muttD00l3AiJtSFAl1vZno5CDh+2O4XrlF/MXvGf3uKhPazjLMhdzqAJqXemle6uX+279ETEuQtKK5w8xdvgmXb+L85HUkXwsIekmhnEu1KyW5L6FPwpBwhemzVO6TXylHXhz3WXQeIuxaLoJnEZLZD7ZoTxgPVMrIHFFs0C31UFdq0cmtAJV93tr6RutYbWmUtIym1T+q02RvrK00kmpJ4bt6g7EvXwOeTVi1qsxWCQHBGFCL+dNmU43ILPf3lPrtHk8cJezaTgdVSRvKWT4ul+w2CoK+K0drtdT7RTo3X/S4ZLycWadOMNs3g3PBSA2VT7CXKj1cjHIDcQq9GBRC1wVSKYnvvh7J+32hvlTo95TKG1wo4wTkDxTLPW4uheaxfO2cC9shPEgg75GeUcy1KjvTQkYg52tjsRfj/TT2pDe9pDe9iNP9rGZcZ3SRd10iE53zpE/OorsihK1pRFUCUUOO2lHtKXxD0/iAJ11PSdpSiM1TaFYFBmEO8KatBOQU1/tcfHPtGywxB2mn4ds6k9uQhAUh7ET3xHCfnCX6tAdbuw8l0EBypQ1BUoiffgTA5x+dIS77S/62puYINpuCxWK84Fl6l3FaNGZPPGZxvhWHM8mbVx5sbz8308zDewO43Akutqo0Xb+F78NXWP78Gt0v3SU5NsHYg7Pb981z4RFa0kr0yfCOfpT7Euhd6cLfM4/aGCb24nfYP3uZxBtfE3vrcywz/aQH5/D8l39ScWBiNQI51w0p1jOPI9hIwhkFvBUdq1KOvDiG4ub47BQi41KUobSbKRIIkoIgqWgpYxLLFazFREm1y5zF/KJz/53dlkppaw8xNLbE0nwr87P1f8My2SsCXz1p5q0f3EdzRplMGn1loDPM2GzDdhnd/RTIlbhjFNp2L1X4sin8DOhcGAgSXyie27N259tNvnuihIsXnzisK0fZ7eq8eJ/YdC+HIb9Obt8vZkiIx6xYLCqyvNPnuNJnJ1e8FhPJhQRwRjhnf1/KBz5XqOQK4+z/w96zquSKpGLkE8jl9OW6jV1Z1su5kANbaAzb+BjDNh0dnY4+H1bFwkMlydqJKURNItLsI2kzLPja1ipDhlhKBjEFW9b4jDCWYzYaV7rpkiSSLT4mnUEUBCSPkTEn8miIyONhMukk05vGitHjgMbjBz2Uk48dwLfWwCfvn0PVQNdEFEXG7Ynx4isTeJuiJOJWJp900tYRwOlKMf7YOHY04uCrCJxyNdH/a1+x/svXWX0wQusb3xLpWEW6cRZLUxCy/PBbf/A5fgSa3/tHwM5+1/voPM5AE3Ojj9GtKbAoyFMDaM4YqtdIbZc88wj7/XN5/YbhWdrISis/FiI7M0zKHscWr38htSMvjufTAuGtXCXFashvi2QVRrGhCxqaLYIULy+QDyofiIq9heeesxDVWJT9fjdtQSfBgIMTwyvMTLdvlec1OawoiszCXAuOkxP8+sOLIOt8NNuww71iPxiXogyy9wpptfCTLdXvT55ZxNISIHjzbFXiu1IRXGlVvkrPcVi4Lft4OehgLiQSKnJdy73me+0LlcRxqKrE4nwzLa1hBtZO1K19pSxg2aKgu3udkMvISJMtIEq5oOQTxrnkCuV6+8sfZKXEcjGEGqzNtzHQGea85IS588aXC6Cjk5TS+BsChObbsEc8rIw9ZuXkE8BIbeZ6/21GEw1MJ0WGbTope5zxtz7C7m9Gd+tshm3Id0+SXGlDVwvJqEqDgQUSiZ1jbyTs5Nsvx+jp38BiVbBYVDb9Hm5914GS3ul3++RRD739GzS9dBv/V1fY+PIK3mv3aPvBV+g6CAJsfGbkMg7dPYXsieLLcrPY8XI004dnxsgaMmEP4Gjw0zC8tUKiQ+rUBLYnY7DlypbrN5wRy5UI5LKDp5NOPM3QX97WVXPkxXE2xerM764KJCKFG7b/rkdqq9y2FPLnykc+sV7uRHs+0QG3OnD2jzM4tMrifAtnYu1HcqJ+npifaaP/tXEm751lRNqZKeBAAmEoPoHnSw1XaPtyJ9VC0fC54rSja5MTw2v4Pr6OXiKiutA5KqWce3BcnrH5mTb6BnwknupksqhUMyaWM8blpvXKdaXINlaUc339Gx4uXJ7lVthB1/xo1e3LppxyzKWsZpml4dwVzXzHqab8c63nrHLTEJYiX2aQio8jaMgNEYb8XXn3L+ZLC/l9w4cQWHIL4I7QlmxBmxzBNzCDbk2RPDvD5I0r6A1JSHp4evk7UpY0cXeQ1FwXyo1zfC9vcCmPMK71GBCJOHjysJe29iAtbSEeP+jLu52uiXz43kUuvzBF248+Ixy1kvJ7cThXtyvztrxxg5W//iGp1TZSq89WNIoFMOtpC7HJQSSrgsUbQolbcLYHUZo2mVxrZySPB1m5/fewFaHJ5tiI49zBNfMmVE4EZN7vcZblF1ZNjr9yyn2WcsEoh865MYIrA1zp2CAR2//yiyaVEY3aWV33MHfhV4w8eHVnUFCysokpn5Wz2uXNcqxW2dkLClHJ5Jqbo/zZ79EZO71IX/8Gv/pyjM1IaruMcrFj1YJC1+84Pk+L880Mjaygd6+RXCoclFfqfhZ6WcoVM4X6TamXpHwsLbSQThtV8lZXB9BT1ppn/Mg3du/M+sGOEt4ZR5tsgVzoOMU+L4dKAuPypXkrdO5C2Z/KKQlfqNJboReh3G2VFh/p/hXw7868UGxcy35JyVTCAyOvcYaMcB7FyeTDF9FPtzD20EP8xbuk5DTJuJtYqx9xtRX/ZD+pNaMiZ7EiKbnXxGJNI8sa8Vj+WASXO0E0UtxVwOmK09G1yabfzepy/jSOui5w89th3J4ELleCYYeMIKvYO432bHz+LEi12HXbda81ia47VxiXokjOGM7+L4i/8RXWhyeZenhmx6adHRtMvPo5Y5+/iTPk3f68XH/jYhop066r1L9I07ERx4UoJ4l7hl3m/wqcx3MHlmIuHrnf6YJm5BvMU42q6jftLbSUjcT87pKXJoeTiSddvPrmIyaeRBlVXDsGinFl94BWSKDkF5aHn1LtvnB5hu7eTT7+5TmSSWvB7WrNUbyWe0HXRVaWvZzyxrDPFy4eUyiVW6HgzXLIHfPK9TnO3mYiaviL6qlnqwq6nCZ5+gm2e2cLpqgrRK6hJXe8z/c7M7mjAc4WOG4tSziX6pvFxFC++arc+1fqfpT7YlJMvMsbrcgb1VXsm13xGCK5jKqDI60RQmovrsYYXUoTKPBdUuP0whAL31zATeH7nc2rQyGcp6aQJJ0Nn4uW1ii6Bl98eppoZGeO3r6Bdc5emOeXP7uEVrQssoDDoTA8ulJQHGe2i4QdRMIOVoFLEycQbUl0VUBXno2Zw6PLNDXPENQU9BtXtpMUFOonT9sWsAiQ3mhi9R/eor/Hj7z27Jpm+rIt6qZjYgxRkdFEteh1KkQhrbafbj1HXhzPiXHWpZ3BF8WWq6Dwhc9dCivkK1PoDSh7kCtmtc4dDJWONaZW2xnZcjfK9wZfbXBTPneRehVFMdk7said2aft9Fz7HvHTt3ZEkBeyvmT/nS0ocqm3a0ahZfJcSr3wFbZG6XR0BZia6NgWxib1o1O2IERLZ92otVU2l3z9NruP5PteECCZlMn2++xujvDk5ATSQheCqBcUW8M2nXFrhAFZYGHzWXBlsTG91JzTF7UyX2DeqJVArjbjUbGy6nt1pdhr8Ho535ftu13g+ufO+24y1mRjvxftEuDmaxvA1rXKkxIvuz2es5PbfytpQ2YJIrz65iNCQSfra41EQnbOXpjHalPwrbvR1BIBkaeXmJlqZ3B4jYbGKKFg+dc2X/Ycmz2Nrd2PvtyAnlOkLJ9AtnX6cJ98iv/zq6R8Lcw+7WRMde3qP3LaSuzeGVIvfU/DaifoDeSSzwW2UBBsPubEOK+wtyI6pTjy4jibQrlMc60e1fp0ZcitGV6Ics9jWclE2xeuIJNNuf7R5fh+VpPv2RTU9WVmqp3etx/y6eBt3tGHmF3x7JqsMoNS9ufZVBtAtlfKnUwr9WdsbgnjbYoSjdiZeGyuhNQbb3MEe9cag7OjLO/hOJXEcpTyGy1Erki+LfuwpmRsNgVjTDWeEUewkZaZQcIv3CTVEGHwuxdoXO1CzAlWTrjDRN/+kEcJK+6f/WhHyqpCFuTs7/MRUA+ff2W2sMlNs1WpYK82q9NeXqxKuXIVE1u5gnpq1hBwwzads+xM0dfes87aYttOY9nWtcq3/D+mulB//i6hX/sYyarS0RU0dln2It6+wGLbPB2dAbp7/VhtRsaM1rYILW1hNtZ3C0kAlyuBJOnMzbbS0haib8DHg7vlXbt8L5GXlFa41crKra3vhc1dajB3/og8HCU+04O6lSki33XPvhYDt43gP3KMjOVkbMlGc8ZA0BCjxbMA1ZpjJY63EVVkVxwl7M6bM3NXZCbPBrnsASJ7wMhnRc6tmlPo7acS5/Ri7hjZ22WTz6qcz5css28pf+ZSvqmm73J9SaUs3Ls1yJkLczz9+CyvXpmGm0P8XIntmAyy/ZEzZIvMeuVILmX5LSZ0s31My7VI2e1JXnxlAoAvPjlF5VHgJpXgdCZ44foEoVtnWV4vXaI6H9UKo71aobcLKojGaqJgURhNeI1/I9B3/wJpWxJBFXnwg18yePMqF7csUN3d6yQEhe9TCugQDzQQPneXyIOxHe0rtAJZbNIvlDu81pQ7Nme3ITOP1aKkdTalnu9qrkO5+bYrzfSxTdKFJ2Tl9mwD72x91N6zvsNfOUO2cSx3jk2PPEWUNTa/uURypRV0ARDQgK75UW4vb/VTSeX1tx8iShqbG4XFn2VLRAvA7RsnePn1Jzy8149eoNpfNrUY/7cFdqz8Y2VnrMj+rNC2BVEltMYIYtRd1SpGtRwrcZxdaealtiTfxxM7LGg2W4q3f3if1blOIo9GGA7nzz+ZTyjnLr1k8lfuioLNeqMsRKnAh1IUCwgsNeAUK5CS4aAyI5g8Y32tgWTCwud944g3zxh9b0EqWM0L8iftr+e9LBV8V7PznF5C1+GLj08TjTpK72CyJ85cmCf2ZIj+mZ2ZHgrd00IW30qFYDnbFnOlyCYe33K7EXYKWEEXsSaMPnTyszcZ8+h0dz2zEP4f+HmipWh7OsSj2TaaXrpD5MEoZPmalpsXOJtMSfZ6u6BkKOe5H7bpDHSGixYrqZTsla1ygjUz+5Si1IrDXrNNZccUDAqjjEtRhrfm/LXFtl0CeWmpjf7OEE+iMKcrnIw8K/OsekKkRqcI3T5Ncrk97/kyuqSnbwPZorDpdyEIhY1oDQ1xVpa9RKOG1VZTRZyu5K4gvmyDSDmGkUoNXNnHzE58kEvmu6QzStoex+1vLRhcV+r+i0kb4lr+61hPjrw4fiIFmJNTeBpiWBMWUikLqiLx1ZyRvj775qdSFnxrHpq713H0rzDzxWUESSe58uzCl7IqZwRy7mCSO8BkW5FL+TpnU6w+eXYbMsK9HL/m7GNuC/ytpfq9DCq1repnshPj/m26N/m5EuP/1b3O2Oxw0fuTm0P1MFBsAMyeQItNqJKsoeuCKYz3AVlW8DZF2fh2Z7qoagVMPuGyVzFUiJ1jkfEcnHBqEM+//Sm3sGXRM9DQeUSSE2u9ND44zz0lhmBJIzqSaFlFB0pN6qWKdOT29Xyuf7nUMhAp406REcawe/6qxnBTbVxMoTRiezkG7H1lMxNQmWsAU9CZa17m5vDD7c/uz/Zx9q6RCSJx6S6WyRPEn/YWPf4lpZW4cx5NFWlrj9DRFWBpoSXvtnZHkkT8WXBpLGZl4MQam343y4vN28fL9/9CVHt9cgUyFO6f0+5NbP0LuP353W72eo/ryZEXxxk8DXE0TSCVFZ2ci64LfP+rUURR47LFha3Th2hJ7xDH+Qa2bHGZb9mpUPnQXDeL7OMUG3zyieliQYCF/MPyfZ4R1wOd4R0BCrm+q+V2xEpcLEwxXRlTE52cuzDHzYVZ/p/fDjDGTj/B3JevDOUOOrn3oh5W5lpM6pGwvWSwikltaGiME4vatiPXM+zlHmYL5NxsFvm2KTbhVtpHU8PTyBu7BUf2KmBmBfBPkyGwgevuOaaTIkgCWtyO5EjsEMf52pxN7ksfwKBgzeviV+jfe7WEFmNcijK8Vfsw40+7tNS2PceU84KdzypZ6HqUk+ot9zh7oRZzTPYLRHvPOs3dxjEff3eav7WvsrgljAPfnyO53E7Xaze4/Zt/h3VyCLVjnahiuFEUY6p5jpcGNnh0v5fOrgCb/sJuFemUjNOV3P57ZqqD4bFlevo2aGiMMf6oZ1/n1pLnEjRir3yNtNFMw0oXEyQRqa6qXW6/ui37+AH1tyQfG3Fc6I0rHxdS7dzQfFyaGtj+rNDDDsX9zKBw+dB8ZNewr7SUaIZcoVyOH0++YxWyQBdzuShEMZF8SWmlXXNwW14o+3gmsL7qZfyxwrWXJrn5nQ5rg8YXyd0RwvnIl72imLjY3kYsPIhVsyxc7j6FAkVTSctWcJVJvWnvCOJb9+Ck9oKskOArZHGsdhUr8281biO43rhdAjvfGNjdvU5cVPj/tU6xaUnS+vQEsyE7E1IU2RtCTdiw966Q9nsr+LV7J/d61TqF1bZVdLH8uStDRflxyzhWNoWOW0pg1yq2It8xMsIY4BeSn8WWVdDB/dPfYEU1xiXJ34zWFCTduwiArhSXVrdlH25dQNcFGr0xHt7reeYKlAdFkbBYnqVFW1luYmW5CZstxevvPGR5sami7BW1Jvf+CIJOZ/cKSvcKS4udqJdv0fB//XbefQutHBTbZj84NuK4ErL9i8pZgijkZ5btbF4o7VulBUNyyy/mEneFmb1yg7Ev3tiOstYtKTRbCilSeTRntrtGdhuqEciQXyTfln1FBZdJYRbnW9FUkUvXpvFvrPH4QS9EureD8HJXI8alKL8uO3mnU+WjPBWn99O6UIlPYbG+FotZ6ejarGnbDiuCoNPaFmJ9rXHfzy3LKj39Pm78aoTBOhy/lA9ytSnDcvv0bdlH/+AauiYSX+zMu58qaKx41/nKvcRaox9L3EHfo4u0zp5gasvi1/TSLSRnEiVUeZBatS4G2dRCIBfKWDMuRY0x5ObQ9meVuFLUI9A333HLGa9qmYP8tuzjhzwLQu3uXqdhYJ3QbBuqrjPVaRh43O/9ADFlA8kQx4vjfVgDTvqejjJpC6ErUt7jZ7iktHI77OPzj87w4ivj9A/6WF/1cPO7kbxBds0tEfx5AvaSSSuhoBOHM3Wg4jgXXRdILLdi6/ShugyNMW4Jg1Ysj7NBqRULMNxpqXMqt9ItPeSc1PZ2gW7LvryDa/Z/YNywzH8ZppLC9oBSjjU3O2dtNpqgoonKrm3z8fidDxm8cRVBF4g7wyQHnwKgO2Ml969k8MvOrZudIWG/AkpMnrG81MznH58hGbfyxjsPUF/4nunmZf5P2yzjUnTHi1lmlSM3zWC5fmgZCk00+Z6DQtvl+3c+Sk36NptCOv18vMc7nElkS3WJ8/eKLKtIkk5g013w/hcbL8shu+8US8NVDoVE1ODQKmfOLxD41UVQpR3nnEoKKJYUf3/1E+71T+BOOLHdO4P1s1cIjg/tGCNTvia0tEh0fLDk78n3XJTznJSiWkt6OfdpXIpuz2HVpG0r955XKqJz596DIPta/+LrE/zvSzL/t2VjjpYT9l1pxbSEncRcDxNSbMtqXF4WiVTKwhefnGHicRc2R4qXX3+MzZaipS3E9dceY7Ea53R74kTC+WMuQkEnjd5Y3u8OgktKK5eUVgLfXDHKVnu3rqWw93HtqtXF62fXeeWNx3s+VimO/Iyz5F2lKRpn01+5SK5UKOQ6oW+ztcxdaRqcjIVW6VolPTqJ69M3Cm6bEUBdN99gOWacJ9K6juYJIsycQC4zmjOznJYb4FesfRny+Q2a7A9KWubxw16mpzoYPLFG66vfc3bFy4NHCh/NDhdMKzW2VWZz2KZDFZNUbjU+KH3fK+kX+VK75Yrl5pbC+T+PG7GonVj0YFZZBEFHUZ7ZS/ZqHSzlylOL8SNzDkHQaW0P0tPrp605huOrFxnKU2p42KYTaPFhjTo5/fEPAPDljaLXsXWuI1q0HQUUyskdXmvXgnIsaZn9ys1QUHAuq5B6WZAPC1P2IL/g2apV5/hJvEvdLNXg2M/uncDURBdTE52cPL3Im+/eR1FELBYN0GhrDyJbVDY3879Irq00cu36BCtLTYSCzrzbHAS3ZR/XPrqO69QUju517J0bJAqs5BRHx967QmKhA+naTVwtUcBb49bu5siL41RKpq09tOXMvrek5dnfVfLWur1EtUWuT3Ep/1DLUhfyprGU86h1kdTYJF0rPbRPj2xvk899o21uiDaArHNpjjhqq4+p+Z3R5sUoJuqL+UbXM2jEJD+ppIXxxz3MTLdz6uwCr7/zgP/yocA/iw7t2K5QxHxuYEM1VJLDNtfyVWrffMVM7K7HLC00F9jDpFbY7GmSiZ0BzYXETzmliksdoxDluA9kH7+9I8Cpswuoqoiw2E3jzZcZ1W1QIPh58cwDpDvnilpLZU8EHfB/eXnX+fK1AYr7y14S7XlfFoodt5z4gHyfVeKKUMscuMWOd1SDsT9pWOL6+EW+GbsDQMf4yV1FY3KpvjqpwJNHvUw86ebcxRnaO0P09m/Q0+dn8kkXegGXBP+Gh5WlJnp6Nw6VOAZQgg0Ev72I+PJNlEiV2YYEHVvXGp4Lj9FEldmnLai99c9cdOTdKiyyRjwhM3Z6sWiewGrILA9k/itG7tJdbjBcIYZtOgICYty42VKwEUETWfVu5N2+lHU69tI3pLvzv9eq3k00e3z7OOVaugu5g+SSLWyOszXhMJBKWbh76wTrq4288uYjpluWCgqKbIvsXipDFqKYq0Wlqwy5S+7Wdh8NnkTRYBWT2qCqIhargrhVQCPDfouaQv0o34tVd+8GZy/O8ehBL19+eprI4xHExDPL+0BneHv82u77go4YM0RE7vOw49yqTGqt/IC1XFeAQq4B5boNVJrloRqqbUOhOfGg3SFqwZpozJGTSUgLGoqk8Ou3XueHd14tKYwLUYlg1jSRu7dOcPvGCTyeBLPT7SzOF084EAo5cLkTVbWtXmR+nyBq2Dr8WFsDVR3ntuTH2rVGOGrFYtHwemOsr9c/JuPIW44jERuplIXV5aaC1WIsVoWu7k3mZvIPdIKkoKs7L0W1g0851rEM2ZblzL+liGfbvWKqxP75hI51dhDU3Q/wsE0n6EkQ71ll3pGg797FgsctVCmpnAwb2WLIrKRXf+7dHqR/cI3BF2/x2UfndrkpbAeSbrl7TSUFxnhWICSf9atdc5TV/wsJ3r34kebu6xxcIHx/jNGAsRJSrZ+j2QdLEw45iEXsjJ1eMgI/s6j0+uX2rXIslYUsxrl9wjiWzvDoCkOjKwS+uEaPv4n1Am3MHc/sYQ+p5k3G4rsn2My5FjpmSPmqqw541PpaoXuTzxKdu02hMf6ou1vcln14LvjwxBzEp3tZSZRnqSx27yu7JgK+tUZ8OYG5hSzwui7Q2h5GlhWUEpky6k2+OWXlr3+Ic2QG95kJIg9HC+xZ+Di3vhuio2uTTb+TxcUWBgbq/xuPvOXY4UwTi9rxeAq/NUmSit+304E+84Yr2pI0Xn0Aklqzt97cAT6fP2iuy0U1Fr18wRTWpyewzg3k3dY330Xk4Ri99y4UPW4pN4sMxayBuVbkjOA6ygPmYWV5qQmbPQ3oBa24uf0sc3/KXRnJR7kiuNxgzuzvM+0UJG1Xzt1S5PstZr8rB4HbN07Q2bVJc2uoLmcoNr7mrhoUXnXQuXB5htFTy0QfjJH2N+06TnagdO541rDWjtK5UrAdOjregSXi810l21xv9vvcpazahb4r5/k6Ss+gpyGGo38R52evM1+Gq0K52qEW9zPfdZydbicWs3DhygxdPRtA7VcIT51doLU9WPX+cmMY5/As5bQt9zr51htRVYkTI+uoikQ4ZLpVlCQes5JIWLd9bfJ1nETcRqSAv4uWtBK6N8Zt4ZnT/V5Sw+Rb/itUcS+XYgK5WFR0sW1zEXSR6aS4Q1gXswYXCtbLPlchComhozRIHgXSKZl0SsbTEC/aZ0u9iJWy6u2FSvefSgqo7jCWpiBq/FlAVCWuTrmY/a40qZSFyfEuxk4tUekEW4kPbimRXGj8srb7+NGPb9Hq1Fj9u3eITe02BGSOkTvGZca5hrVOlDZfwXFPawyhW9OkVqvrLy53HNlSu7zcxVwbakkl810+F5KjjCyrtLSF6OnboKU1zIuvjBO+e4rJtLHklq8f1TLGZq9ZhEDg689Os7nh5vS5Bc5fnsXhTABage0rZ8PnJlzwRUGn0HiRaXNs/ASirCG5o1Vlqnk62cknH5wlHrOV3rgGHHlxDKCpAum0VOVgIaDFdy8jlyuQs60cxW52PoGcT6TkWmaLCeF831X7wJYrlnPbWOycxdpiWpFriUAqJSPLxkCem4IQdva/jB/mXgVvbtBfLdL8ZT8XvjMPiM937bIMZlNOHzJ94Stjcb4FSdLo6i6cW7qU8C3XilapqJLsRpUw/+fXdrnC5Z6/UPrNmHeTVHjnJJ+9Tbp3EXmpk0oCvDNYrWlef/sRJ08vVrxvMQ6r+NyLJfkgkSQVhyOJ2xPn7IVZXnvrIafOLNDRGUBVRL769DRfLxkirJbzLOx2U6k0WLHQtum0zNOpTr789DSaKvDmrz3k5RqmPFtf9ZJM5q9A3D+4zo9+fIvu3mexUmOnFrFY0tttVsJuNj5+AeeJZ8XAKpkzkkkLifj+CGM4JuK4oTGGKOq7HtSWthB2e6rovuVE2pbDkE1Dt+Q/V7kBbdnU6q1Ul9PEr9yqeL+MSC6U6i1XXFWb03Mvy/omz5BkDVXdmXg+VyBnyK6KWM6LXanv8n2fa6WupP9PJQVSgzPYOnxEJwZLbp/bf3Inj0qKkZgY/oszUx30n1inlDWoFlRyrHTIg5aSEW3pksfI65spqsyefkD0iZHdJVM4JxuldxHLXP8O16NCXFJaeXU4yOunNrikNqOqIstL3pplV6m0IMZh4LCO5aKocenqNEOjS7z57n1efesRL706Tiolc+v7Ib789Aw3vxsmEHAR3xJh2de83BzvpSjk9lWr65ZMWHlwd4CNdTd2W7rmiQrysbZq+EZfuDzLlRemEEWNodFVfu1H9zh52hDDt2Uf6YCX6PiJ7f0KXcvD0IeOhTje9HvQ8qQ5eeH6JK+9/ZDcAb7Y0my+z8oZlCalBErnauWNrwFFH1pFxn7nfNX7ZwRy5t+5VuVaWQzBtCbvhVjUhtOV3+++kJtPJYn/yzluhlwhXEoY52Z6GZcixC7cY/Oby2hZmQeyfZfzifpy3ULMPlaapaUmZFmlb6B6QVYLa1iGTB9RAg2kfM3Yu56NteWcJ7P/2ou/IhG1k1xpzzvmaa4Imj2BtLFT3GaPTblzh7V1E9foLJIzgapK3LkxVFXe/XzkC3SrlUGnlpRr5DjI9rrcCWSLEZx/41cjfPDzi3z43gUmHvcQDBSewypZDSmH/XrJufndMKmUhe4ef93PlYjb+PLTUyiKSHtnkFfffMTXn4/i97lpagnzwsvjW1sKO/KG50O0JhEk5cD79pHPVlGM9356eSu9SeUioNyljm2rVMyFGHPmzS9bLN9x7ne1ECzZbRAQIM/yYyHyCuxkcR/qfOct9Fk5mFkuKsduT+3KUZuPWgnjbCqpxpgvODVbuOro2LpXEa0KSmhnEG05fancATX7+Tb72250TeThvX4uX5vGt9awbUk7DCRXW2m8/JDYdD8gFByrc/uCaEti61xn/ReFiy2lBuaxLHYjbKXsyg0KzNe/Nr+6guRIoMacXMJw13je+tJhFOwZRk4uMTK2QiolsTDXytR4565VtnKp132tx3FVVWJupo3hk0tYbCmW5ltIVRjcXAnhkJMvPz3NmfPztLWHePn1CW5+N4QkaXg88bKPo6Wsxotm7GDl6bGwHBdGIBopnpaq2FthtqUge9t8FPJLypf/OJ9vb60c/avxjaqV5TffcYp9VsrqfNgG2cOLjtOVLBh0Oi5FC/qyl9M/8m2T+axYcGn2d1NJYccLYOY/HR3dkiLdvYTmiJG4dAfP2UmCN89slWEtTTmuIdnbZjBXKoqz6XezuNDM2Jna+s8WolyBoG0JdXHL/7jcYz9xrKGnLQWzn+jopAdnsEyf2PVd0b6li6ixnT7M+VYn69XXDnsfrmSFpx6MjBmZSe7eHGT8UU/VwriWZOuOer5Ira54cTrTnDqzzJvv3q/beTLEYzZu/GqEW98bz1BPr49EwihclbnvpcdpATVW/2wUpTjWluMM+Zamim2Xa0kqtn+p6lHlFA+ByoolZOdLrEU+yULnzBy7ktzN+RhTXXj1Z1bNSsT/UfS522/6BnykUjLp1O5BP7t/FLLmlrofxV5wskVvtm96qQIzOjrJ8/dJnZzc9V3wsxdIbxQOwivWH/N9nnkJMH2OK0fXBZqa96/yZaHxbMezvwE/AgSxMl/KWNQOuoCta5Xkcseu73VnHN2iIBUIAK20oE027ZoDSJQ1VleSEixbeB+W8bHQPczNgb9f7Y1GbTy634tvHwpH1JJaXKNU0sLH75/D6Uzx0qvjiKKKptX/5WB1uYn3ftqE3Z4qWJzksFfUfS7EcaVU6itXSMBVIlrLLZeabwm4lEDeizAoJpALHbdQ6eJi25lUj92RIhG3Usx9KF/gUW6fyke1/SY3iDOTcGtqw0byxAyp4Wl0awp5rocNXyOJ5Xb0tAxlVqCqpE/nBo6W4jAJjYMmHHIQCuzdilOt60q+sc3pNCzGN5Uwulz+GKLrArHZHmydvrziWOlcQV5tZ0KKbX9WabnzDMX6WbHxOvPdUe9/hX7jfo/5dkcSmzW9L3lx60Et+kIyYSWZsJBKSbzxzkM+++hs3hitepBIGKl2YaeWKIeDfgZMcVyEagb0Ym/M2VQyuZeTT7JagVwq3VrmfIKkMGHdRE9ZKxIbtbTYmb6h+VHSEpGwveD3metVyAe8lKUHildH3P68gLU4U6Fso2+WxV+7h2etAyXsxvpklKe+2gQulUOlKxZmPzPSZEpy7XKlVnpd821vsRopC0VBRy2ybz6huUyc3gKVVMMnpolODub9LjOOlZP5JLPNDkOJaC/7dx+3flcsI0G9f2tHZ5C11UaSiaNXfr4Wq8LPELjxzTDnLs/y2tsP+fKT0wfiXnKU+vYx9zmunuxOWSz1SjWdt15LvOVEfGf/u5BQymv9FsDaEii6b6nzlvrN5T44h93Hbr+xWFTS6eLvudkTez4/t9y/M/cq23c48+/c/zIUypM9tWHj7gtfMT/6GPunr6F9/SKuz17HstpZ3Q/eolIrVKXPnNnPwO/30NAYx+Es3783H9WuqD3bT6e1LcTZC7Ncuz7Bw3t9ZU3uuf16bbURe98yoiMrQEhUsbb7kFxxEos7LcrZY13u+LkXcn1O9+p7ehhFRzltqvczFo9baWiMU4+KcftFra5RMOjmy0/OEtx08sLLE1y6Or2dZs2Mv9iNaTkuk710nFxxmD1JF/Njq2bAy90nt93VLGlcUlrRFZnkcnvF7ckQEIy8pKUyWORb6s/3Bm36Ij8jlZbxNu1fvshsP2PIb1XO/J24cJfU2BQAnr/+MRMkYQ/CIl9u7XLdfcrlee9P2aRTMqGgg4aGWE0rUxWzGuY+700tYc5fnEXVRFYWm/jqs9NVtyUSdjDztI3+d79kddmLN+XGMbCAnrIQvHUWdLHGFrv6ctj7ajnXsl4WZIs1jSSpuD0Juno2WV6sTe7p/SRz/Wp5je7cPMH11x7T2R0gPt+Jo4Ah8LD3rXpjiuMqKTdNWaV+kfmW5PZCLVLs1GqyKGRBLpYmqZw2PO9L4G3twaJFB3KvdznuKdt9O/nMgpybXaXYfplzxvvnkYDVn77NCpVZH6v198w8m9n/z92nkP+1yW5SSQs2e7r0hhWSeW5zn9/s51wUNV56ZYLpiQ7GH3dTTVrOXMYf9zA/20r/4Do+Mc7MJ6efparLCsIuJ5i60FiW+R1mvyrtY10vmpqiXLwyC8DFKzMsLzZRi/5zUNSuPwk8edjLS69OEHmyOzOLiYEpjvNQbsqR3Ek497vDRqlcoIUevOxJrBbks6SXm6Uj0x6TnShK5f5j+bKyFFxpSO70tyzH1xygVZFI+RvQldI5mLPZ6/OTa2HOPV7ubzCFTGGCASedXQHmZqpfOSpEqWwL+pZ/sOH3XDthE4/bePKod8/HKfUcZH6fka3CJJt6P2+Zqm3POJrCuB4rGZt+D0pagAKZK/K9rD5v42NV4jgYDPK3f/u3TE9PY7fbuX79Om+99RYAi4uL/PVf/zXLy8s0NDTw7rvvcvXqVQAikQh//ud/TjAY5F//63/NwIARw+7z+fjZz37GzMwMmqZx6tQpfvM3fxOPp77BOvkG5Eo7Ya6rxFHNwFBJsEgtRXI+gVxMuLS0hnDYEsRnd05sz6u4EUWNRm+MwGZ+6zA8u87liNrbso9L4u7gvmr9LR3LXQBUWqMpu2/kWq1z/Zyzyd0285vL8Xt/XieBUqwuexk5uYwgaOhlZhPJRzVjh64LrCx5j2y2gWye1zEKCrvG1fd6CHz20RneeOchN78bquN56k89BLKqigQHJ3A/uLjru+e5r2aoeKTTNI2/+Iu/QBRF/tv/9r/ln/2zf8Znn33G7du3URSFv/iLv6Cnp4c/+qM/4o033uCv/uqvWFpaAuCrr75idHSUf/7P/zk///nPAUgmk/zZn/0ZDQ0N/MEf/AH/9X/9X29/pmm1i5LOkC8xe77gutxJtFQJXNgpQjJ/V1Js4SAoN6dmvRLZlxvskn1/JtPJklbw54XGpijptFQyGrtYAGY+sq3J5WxfCN2RID06XXSbUlbiQsI4++98gYPZx6/EEv089qNixOM2ImE7vf0bez5WscCzfNddEDRa20NsrO9fVpN6sh9FQQ4r+e59vQPBYlE79+/00z+4Xrdz7Be1FquKKtLbt1EyILRW5z1q/b1icbyxscHi4iK/9Vu/RVtbG2NjY1y4cIFHjx7x9OlT4vE4//gf/2Pa29t5+eWXGRgY4M6dOwCk02ncbjeNjY0oigLAzMwMsVhs+3jd3d38y3/5L1lfX2d6uvikWin7cXOKieFKRPJ+dqRyBXK1+5aikheHvpUh1tcKJ3N/3qJuOzoDLOf4G19SWvMKwkqj47MFcvb2hfbNezxVRFosnZUiu8pdMSFbqKpkPvKJ5AzlLIc/T/2oFA/v9TN2aonW9mBdz5N7zRu9MVJJ+VCVr64Fz3Pf2m+L5KbfTWNjDJut9n7zR5mp8S5kVd7lWllofM8dEyvtw0fNEl2xOG5paeGP//iPd7g8iKJIKpVidXWVlpYWLJZn/oVdXV2srxtvbdevX+ezzz7jf/lf/hfeeecdAARBQFEUQqHQ9j5Wq5U//MM/pLu7u+oflo9yBEGhybnYJAyVCbzDbEkuRr3fLMulHOHyPIgbSVbp6AqwUSBXcL37WCmXJEf/Ium+RVbHB4seJ98LZSmBXCg7Rj7yrfqUa0k+7n2oXEJBJ7dunODC5RnaaiCQyxkzplvmOHN+noW5g7kHlbxEVrvCYvav+hON2FlabGLs9P6UQa8Xte4rnUsnkFwJECpboc+38n4cqVgci6KIzfbsLX5xcZE7d+5w7do1kskkdvtOf0WHw0EiYZQPbGlp4d//+3/P//g//o+cOXMGgOHhYdrb2/lP/+k/8eWXXxKNGhNkV1cXTufOevWHhXqJ2+xjHoa3rFyXk+P6EBxV7PYUNlt6h79xxmq8X9kYCh3X3ruM+8wkG5++iBJo2LVPIdFRr2erHLeoQpj93sDva+DerUHOXJhDEPfu8pa5//leVGbaZrh2fYKlhWamJ3dXsztM5BsbMz6b5Yhrs3/Vn6dTnbR1BHG546U3PuZk+quta5203wsFiuJkcxj0yH5TdXTFvXv3+B/+h/+B//gf/yOnT5/m7NmzBX2Edf3ZxCSKIrL8LA5QkiR+//d/n3PnzvHLX/6S/+l/+p/4y7/8S8LhcL5D1Z18PrC5VOrDWOp8uYLgsHTEYpbiapLW1/K6mRgWESUtY89Ks5Xv+ta7P2WOf8++irXdh2hL0nDxMYFvL/J9JL3j/OVa2KoRycWsx/m+M/2QK2d9rYFUSqa1LVR64zLZdZ9FlXOXZnn8oJeZ6Q4OOstAtfe+EqPC89q/qplHqiERtxIOOnG591bM5qCopZ965nrL3jDJ1RYO+vk6rAh6tnKtgGQySSgUYmVlhb/927/lhz/8IaFQiMnJSX7/939/e7v333+f2dlZ/t2/+3clj5lKpbhz5w4fffQRkiTxR3/0RztcNLLZ3Nzkgw8+4OaNFNFI5T+hktQ6Xr14GqpMgYu9sCYe7jfa7OuVr62lrufAeTuz9xK7rmUtrl0pDvu1rRZPQ5xGb4zFuZbt+k9jasOOa1rNbz97zsOD+5W/nLrcCdraDdEUj1tZXfZuf1eq/+RSqD+VehZ3bb+VqSiQU2d4L/0uu/3tmuPA+le192mvNDTGcTiSrK54a3rczD23NAdQHPEd/eegqFUKtrYLMut3lbK3P65j1kHS1h4imbAQKpH55KCeq/2kXXPgGFwkudKKlrBV1d8Kjen7MSa63AJXrlp59913aWpqqss5qs5zbLPZaGtro62tjY2NDb755hsuX75MPL7zosTj8V2uFtmsra1htVrxer1YrVZeeOEFTp06xX/4D/+BqakpTp06VbQdP/2bVeZmUxW3v5I3sGIWplqUET3MPLtOie3PqskU8cPfa+KX/3kTKFwEpF55jA/7Na6WsVOGD9344/j2Mu6/SA4wLkX39Jv/ze/28ud/tlDRPoKgc+36BC2tEQC++OQ0kXBk+/vce1pO+wr1g0osvoXSvtXquc3Xxv3qb9Xcp1ogSSqvv/2Q+3f78RUJjq0E4zomsLb6cb90i68/P0U8Filzv/Kp9N7sdSzKnO///m9H+f/8fyeOfRDTYaaz28/w2ApffnKaYtbSg3qu9pPLeOn48Res/PUPgFjV/Sx/fy6uFWpB/4CVK1f76nLsDBW7VUxNTfEnf/InO1wlBEFAlmU6OjrY2NjY9jEGWF5epqOjsM/Yxx9/zD/8wz/s+MztdmOxWKjSqF0W5Ubb77UMbbHOcVQHvr1OGEc1IPGwEYvZcB6SZcLzl2a2hfGTh91EwjutM9X09WIuF+WSCd7LLXm9V/eeYs/AcffPV1WJB/f6OH9xtqYZAByDC3iv3+be7YGC5aH3GgORL+I+3/Gyc15XO05n71etJe2496X9ZGWpCU0TapKSMB+yRWHgxBpnL8xy+doUl69N8fLrjzhzfg6rNY0g1E/PVMpsyzzRiI3b8kZddchR7rsVi+Ouri5CoRA//elP8fl8TE1N8fXXX3Pu3DmGhoZwOp383d/9HWtra3zzzTfMzc1x8eLuJNMZXnnlFR49esSHH37I2toaa2tr/O3f/i1Wq5XBwcG9/LayyU1TlU2xibjcSTrf8Y+qMM5QjSUwl9zCDPWaCI7yA1qMaMSGy5UovWEWlVwLQdDKHNB1unuNVYGH9/p4OpU/dVu1Ank/A/cqpdBL9lF/vkuxvurFv+Ghs6fS8i67uaS04hyZwX1qiq++HGV91bvr+1qPDaWOt9f7V+vMPqZIrgUCc0/ba5JtxWZPcWJ4hYETawyNrHD1pUneevc+za1hohE7qyteVle8TDwxMm699YN7vPvrt7l4dZqePh9wsEL55JlFZp+21f08R3kcrNitwul08m//7b/lH/7hH/if/+f/GafTybVr13jttdcQRZHf+Z3f4W/+5m/4kz/5ExobG/nJT35Ce3vhsqN9fX383u/9Hu+//z6ffvopsizT39/P7/7u7+Jw1LcqUrk3rppJuJhl+ih1mGKVeWpRUawWAqec6kHHseJPOi3tCMYrRqH8lMWuydWXphAFnW+/Hit67KbmKLoOn3xwrmQxklrfg3yloQtRKh1jpWRnJMj8/bzgcCTxNkUJhwu7zJWDJKmol75Hbo7w5dcjxKI7j1eva1ooDWEtxoly84fnnrscajHmPs/Y7SkUNX/J5NLoeJuj9PRu0NWzyeqKF00V0HWBpYUm7t8eIJncHRPhW2tk4nE3skWlrT3E+UtzuFxJxh/37NjOZkvx5rsP+OC9i2hq9ZUoiyGKGldenMLTEK9JisRy5t6jSlU+x729vfw3/81/U/C7P/zDP6zoeAMDA2UF7O0X+znZHYfBLldsHcTDcvQFso7FopJOl/9IdvVssrmVxq32v0unta10UIrFonDyzALjj7pLCuN6Uqg8dDHxXI+S74e3f9UWi1XB4UyxtlKtz7FOW0eQM+cWCGw6+erzUyh5+n49xuJChot86dj2k+x2lTOW5e5jUhyrLY3VpqCkqxPHA0NrnBhaY3mpic8/PlPReJdOy6TTMnMzbVgsCqOnlgkGnKyuPAsmO3N+HlHUcbkShEP1SWN7+tw8Nluarz8/iaYVF+DlzpfHVSBXHZBnUhuOwuB2VDp/ue08jBNLT58fuyPF1HhX2fs0NMQJBssbRAtdm0IDoMNhBLl+8cnpgse0WBVeef0x62sNWym36kexe1uq9Hgp63K+vNDlks839XC/hNWGUNDF4nwz165P8emHZ9FzJlqbPUVzSwQlLWGzp4nHrYiCTmt7iPbOAKKoo6QlHj/o2SEQKqWWY1PmWPUY64plvSi2yni0X/gPF5evTdPUHOVXX+ZfCZMkld7+DZqavVy88hRR1EinJRRFQpY12jsDfP/NKKEyx9xCTE10Eo9bOX1+nmDAhShpnD63sCPTTz1o9EbpG9jg4/dLr/BBZfNjtc/hYZyLMxx5cXxS9TLH2r6e86iIxVpSyWC931QyQRQKujloFuebESpY9bda07S0hblz88SOz2tlBc1YsF976xHzs60sLzbh33BvfStgtaa5ePUpGz4PD+/1V3TsUn2kmL9mtf2rHIGc2a4acvvS8yBaFEXEbk/zj37zNt98OYbHE6etPYQg6nibogQ2XciySjJpweFIYben8PvdjD/qIRR0EI3YKTfHaqHxp56ZbWp17EtK666AvHLHnnLG3XLdpJ53YlEbLncCiyU3pZ5O34CPnr6NbXeGDZ8HTRNwe+KoioSmatz6fmjPwthAYGmhhQuXZ7lwZQaHI7U1/hurdecuznH7+6EanGcnFy7PEI3Y8grjWroT5c6xpY+r8/ZLM9yf8e6KNyjESbW87fbCkRfH+025ywwm+0uhyeboWJIFKknO0toeIhhwoijlLxEWsx5nvs+gKCIrS146uwN0dG3S1hFAEMBqVYhFbdjsaVaXvTy631t+o6nsfuS2qRDliuZy/JP3YkWGw/vyVQ8eP+hjcb6F/sF1rr86TjDgYG6mDVUVefygh2hk7zEj1QrUQiJ3P+5FRhCU29crmVMqMU4c135XLQ/v9dG62si5S7OEgutEw3bSaYm2DsNiuzDXwuJ8C2fOuPelZPnyYhNdPZtEwjaiUTsjJ1cA6OwK4HAkicfzZ2ypBps9hcud5MNfnM/7/UHPfbZ2P1fb/SQWO/h+onlXtqOD4FiI4/2y0mSfo9Dgd9wHpFKDfub7XAvaD6lPou5SVOKzeFSsfbKscurMIvfu7LbYVmqJyr6fO6+RwO0bQzRMxrj+6hNu3BhGUSRiMRtuT5xYxEYyWfnyX6XW32pebortsx8CudL2HYU+lw9dFwgFXdy/4+L+nYGtTw++2lbu9Szcx/Nvn/t5PrFbysJcz0DCco99VMaz/UJVJVaXm9hY99DeGcTuSGG1qMw+bWN5sRm9jDLKteTOzRMszLeQSkqMjC0DEAo6aGiM8+a7D5iebGf8UWXGh0KcPrvAhs9NOrX/kq9UP7wt+3jhk5doeetX2HtWea1nlY9/eT5vcGPmePvBsRDHh2UAOCztOEgKTfz7VfGp0IOYz6K8l6jxg6S7d4NYzFr2ElQ+ivXVbP/IaMSGKBkm7WDAEJWbG56Sxy82INYr4DU3e0Shc5QrkDPb1rJ9pT4/umNI7TOB7HXfWri/1etFZi/HqVQg1+KcxwlFkVlaaDnoZgCwsd6AtzlCR5dhvW5ojONb89DaHmZoZI2p8S7UqrNrGDgcSVraQnz20Tnq/fJa6fOW6ZPfhdOcm2umt99IDdk/tEoqaWG2zrEsxTgW4rhe5FpBC32f+ffzQjnW41Lf1VOIljMhlCOgDyOCoNM/6GNqIn8u4VqjqhKPH/bwwsuTfP7RGaLR8lN3lWMxyGxXK8o9VrborVewXjU8L2JmPzMB1epY+/2yV4xqzvk8zlVHgYDfxdefn8RiUQgGXVvWXZ2rL03RN+Dbc7BzozdGKOg8EKtxhnJWMe7fGdgWx8MjRhxZwO8iGHBvH2M/qU8yvWNEOcvUz+NgU+w3F+rEuW4p+8FRsQaXh86lq9NYrArLi/VzU8m18m+se4yo7Spyb2ai/0u9TOX+t5+UEr/VVtMbU117qsRXr8wJB81h+k3FXvSrsYJV03ezn5H9OGe9gxpNKkUgGHDhW2/MErACqaSMxaLu+egNW+L4sLG73wn88h8u7fjk8oj/2XMhaCDu/XqUy5EXx0+kwEE34bmllEA+LIPuYWrLXhAE6OgKcv/2ALVcHssVptluFTZ7iqsvTfH4Qc+e8xhXch/2WyRnKu7V0kqce6xqxXK1wukwcth+Q7Yvcq0y8eTzea60TfUWyflWKA7bvXneWZhroW9wnZ7eDWQ5N8MGgE5LWwhvU2THpzZbmqHRZc5fmuHilWn6B9eJ7LFYz36haSKrK43oOoQfjGDv8tFw+QGOgQXafvQZnb/1IbJ37xUOy8F0qzCpKwcVFJLtEnNcBn1dFwhsOsss6bw37I4Ube1BTp7wk1ruoO3pKRYL+GgXclGpxiJXjhtGpceslHoJ5Foc93lbGi/1MlHsmmbvW+61z76++fpwuW4vldyfUmnqanGsfOSOzfnO8zwGnR8WNv0ebt84wcnTi5w6N0807CASsbGy3MTGegOXrk3T0WkIxZWlBu7cGqK1LcT5S7OsrzYSDDhRVZGnUx2EgtWvYFVCOf2vVACr0x8khYXo+BCJxU4c/UvYu9eIPByh8cpD1KgTvDVv+i5McWxSd4q5WVQjasrZ77j6biYSVhzOVM2Od+36OIIAwYATi0XF4UxhO2HntbcesuHzcP9JOyvLXqhAGGeo5v4We5k6bH6fB8lh+p21DlrbiytKNnt9GSl3jKn3+FLOeYoJ3XKESiXP1XEdWw8jfl8DX3/egLcpgtOVxO5IcfrcAnZ7inDQydKCl66eAJ3dITq7bwPw3TcjbKw3HGi788VjZffR/P1Gx9a1hqN/mcijYQDUqJPIo2Gs7Rs0vHQb37oHPZ0/i0WtMcVxFsclxdJ+Uq4oadccFU0mxY6bOxGUGvyP031cX2mkq9fP7NP2mhyvtc1Yktv0u4lGLKyvNbKy1MQHP79IMdeNcq5ptQKumMW/3CC/WrVlL9R79SLzTB22/l1P8bRfwZHVBLplqNf9KHRds11D8rWjXItwMXLPlyt48v2/0P4mlRPYdBPYNALTpic68TTEaPTGWJhr5e4tAbc7zqVrT7lzc5BwyFHzPMmlKHduL7YSI7niNF2/Q8rnJbH4LAhxc/QRw6MraJpgFBCSffyA2sx/xTDF8RaHyRJzFKk2vVA5x8233/N4vwRRY+TkMjPTtRoYdGJRK0uLzUw+6d7+NJ2WqIVP815FYS0n2YOyLBe3lJSm3OXxQuc9aLInzUoziWQyhex3xpC9ku93Zr/I1KJPV9ov9uoHXWjf7P5dSKRnf3ZY+uXRRsDlTnLu4jy+9QYScRuRiIMvPjkDQGt7kGsvTTHxuIupia59a1Ulhol8n6lRB8EbZ5FPTtLwg8+IfvEiasxJa3uIDZ+bOzdrXzWwGKY45vkUWvXgIPx7S4me4zQYNzVH0DSB2adtFe97SWlF9gZZblpmaaEZXRcRRB2nK1XXalDV9ol8AqIWfavYccpdjSiXWlh1iy6li/aiFvZKj1ctuc9goWey0heUjCA+SsK4FJXcq3qc96DHw8PSjqOO3+fh4b1eTp01fJHnZtq2izJlgu+GRpfrLo5r0Xcd/Ys0Xn2A/4srTGkx1j89xdUXp/H1zBCN2rjojfL1Fydr0NrKMMWxSU2plYjJN4jmDqjHJYK/XNraQ/jWGhAE0HWdSqy7t2UfP3r7Jq3AyTOLbPrdOBwpUqm9JZgv99wHeZ/y+WNWGjBymKlE1NdTnJRrnayF60s+n8ZKj/E8Uq/7X01sQT3a8byQSlmYm2nnzPkFUs1RBobWCQactLQabnKqCguz+1vopBoXMtGWpOHSIwCaX7tJc9Z3c0/buHBpljs3B4nl5Nc3spSVLka1F0xxTG2Xb01qK4aKDaLlTIqH0SezWgRBY2DIx8DQOgA3vxtibcVb9v4bPjdzM21Ew3YavDGSSQt+nxtdr39Gx726NWQv2VaasqrcvlMPYbXf/e8oByaWGjdyvy92X4/i768V9boGlazmlDsHmMF9e2N5sYlUUmZ6qoOm5ggzUx1sbHgYPblUkxzJpci9z5X0OcGaovHqfZKrrYTvjeEYXMR98un291denOb+nX586401bXO5mOJ4C/PBrC21thaWG1Wdve1xo6MrsOPvSnNXJuJWLl8zBp/lJS93buyvDxfU34pczUtuLQKWSrVpv8eXozqeFesflVzHgxDJ+Va2DpJ8QXMZcgPoKjleoXMU274a3/mj2of3k8cPenn7h/ewWBXu3jqx/fmJYaPC3P07A3VvQzVj+pjqYuXsAwRLmsC3F9AVC/GZHlyjMzx60MPCXCuCqKMq9V/ZLIQpjk32TCHhWg8hVM5gnjtgH48lPB2Hw0gEH41acblSpCosB6pkDTQNjfFd3++XiNtrvyjVzlr8hloLneO0gnGQVCqgDtKlJ59wrPeLWLF25BOrteqT5Y7JuecvhvnMlCaZNNKaOV1JAFzuOK+/bbgp3L/Tt2/tqOQ5G9XthH7rpzgtCv4vrqIrFkRbEu/120SfnGBuxmtsqNWvveVwLMWxzZYinZbRtCNfAPBIsV+DWbkD+/ERyTqDQ6vbf1mtCo8f9KCkK3l8dTweQxCvLHmZeLI7UKNQuqbDSDnuEoeNo9v/9pfD4kNdK27Lvu3gyULfZ7MfYv6gr1clbhcH3dbDzpefnuLVNx/zox/f3PF5PQOtM5Tz/GXylg/ZNJ40rRF+7ZcAWGb7SK03Y+tao+n6beILnUQeD4O8Ufd2l8OxE8cdXZvbS8fv/fTKAbfm+aDSiPlaUe7AedRFsiRpqKpINGIlmZBpbo2xtNhcescsXO4EDd4Y7//sIqp6cEtVR5ViFr9aLB/n68sHJQyO2vMBxa9VLa3H+2GJroV//lG4d6Z/+DP2cs/CISff/2qY/sF1REkl4Hcz+aSnxi0sTr57mC2K/X2z3Dl/F13SaFzpRPvyJSbtQRqvPMAxsGTsoAnUIoVorTh24nhttZH1NQ+qalqND5L9GvD26jN3FBAlHYtVxeVO4XIb1fEuXnnKd1+PlX2MltYISloqWxgfJSvyQVHIcl1t5H6pF8z9ugeZ31DKj7RW1EqM70c/LSfLSb1cFarpV0fhuS0lko9z0F6+YLZqfqNvrRHfWm0D12rRfwZcSe7/8BeImkjv/Qs0rnYwF3IyIUVpfuk21tYAgRtnUYIe1JjjUN3fYyeOdU3kxq9GD7oZzx374W9ciKMyCVSL05mkoSEGgKaBKJYXjCcIOn0D6/T2b9DQGOfR/d56N7UsCllcD9I/tJYctsCsasgVLPnuTT0szHvtB6XcbY7ivchQ6jpn//b9HHuLUUnfOA73qBaU8zJQz9WdQtknKj1XV+sm9976BIB3Hl1jc66LqaTAuBRFsKSxtgbwf3mFb/0Aqa3/Dg/HThybHB52iJ8iBQtqwXEWyIm4heYWI3+luLUgMj9b6jrqnL0wh9sTZ3qyg0jYUXF2iwy1vq7FxEupySD3s6Nwzytt42H9XYXcRwpZmAtNrKXSteXbvxJKuViUasNRJfs37+cqQ4ZiKx+1EslHyeWnUD+spO/lPkOFXlBz2Y8xp/jv0HiyJYzPfPgumzE3U8mMy4SO+/QkgU0n3/ory9e/n5i+ByZ7ppKHvZQI2ms7jt+kp/PyG4+x2p7lrFz9+7eJhJ1F92r0xmjvCPL9NyOsLDUTCTs4rIPQXsi+54Um06PWJw7DxF/P7Bz74QZV6/suSApyYwjQ9/3cR4Xbsq/oy232f+UerxCH+RrnG5OKjVGVHLce20J5z1ol11ywprf//eTcXR51zTJuCTFuCdFw6SH2wQVmpjo4zHOSaTk22TOFrAelJsd6WXGOk4/ay68/wW5Xdnx2Sw+W3C8Ws6FpAqOnlpmfbSUesx7pQLxy+spRy15xmMjnzlCOD2g+ci2YpXyXS93TkuODoOEae0rsaR96ylqwrXvpC4JFwTU6Q/DGOdDLm9AP6wpAval1ACQcfn/kYhbeWgjjw0Q5v0NP2fB9+DKW5gDuk9MoV9bovAa6JuDzefjmg3OkUpZ9aG31mOJ4H6jV0sdhp1qfxHoudR71CWriSRdnOuO4PTG05gBr773OJaV04EI6JfPVZ6c4fW6eKy9OIUkan35w7sinN8w38R7l+3sYqHTyrjRYs9z7U8xfuGjbBB3JmUCQ1KJ23b2ML1rCTvD7CxXvd9THn2op5R5Vj2e42HxT7/uQz43ooMTwQfe37fk81Lr1bBo5mFd++jYCcIvSxp3DgCmOD5BavPUepsG3Ep/EQvvXSyBnjn/U6N/oxXbpKzSbsUzV/qPPcf/db0AZ9z2VsnDn5hDXX3uMtymGXqbFq1wO6qXvKN7Hw8pen7da34uqxjNNInTr7J7PfVwCQg8zha5xLa97uSsetQ4kLXX+o8JenoNdfu9RHdfHZ4hGbFxSLNw6QmP30TYjHREyvljZ/+V+v5dj15Na+Xa1a46ytqvn7znMfmq5ZNpq71tGsqV3fDffsVjWMSxWhVNnF/A2xZie6Ki5OC7lY2hyuKmF7+dxop7BwnvBakvT0BirUWsOnsPSnyr1gS52nKNEOb95L8a6nQhEI3ZAODT3vVxMy/EBcVQ6Sj3erstZhq3ngHOULMnWtp3VggZvXGNlqXQBEJstzfXXnrDpd/HZR2eIRavLVFEOh93X9yjd78PCflyrYhY+8149450f3gMgkZBZW/EyPdFJImEtsdfh5rBlDSlnjMjul/l89I8apZ6zo/779oopjk32nXIGov0YPAsFCuUOgrltqjfZ52zYbCHV+Uwgb/TNwVxzkbboNLdEaGiMEQ45uHvrRJ1be3QwRfJODksAUy6Vvmzth1Apda1Knbtdc+x5LLHbFfoHfawse4+8OD6sVOqScdhEPpQe5yp5Vp5ngWyKY5OaUmm6mYMM1stHseCk/QgEyz2HtNYGp8e3/7ZH3Nvb5Tv/G+88wOkykqnfuTlY8/YdB0yRfPDUMrDyMAiVSkVEuZZKgMB355HcMZSOFVZXvPh9DXtr7CGiHCPEYRBnB73aWQ2VWIZrPxYe3vzF5WKKY5M9UyzKPPN95u+9OvofpgGo1lblfL9tXlPI/nR9aJrRW+eZEOO7thUEHYczxcqyl6eTHQQDrj236ThjiuSDpV7XvdZ+8OW2s5qMBeWMIYmFLuO7ydqWBz6slPPSVGq1oBxLf777BXCJ3kqbvHP/IzBH5b5QlrN/uVzGS8ePP2J5sYk7N4/uyqUpjk32TKll0Nuyj0uiveC2ez3XYRiMCg3opSa/Um1XQm7EQAOaN7T9WePYU0ZmendlrGhtCyEI8PBuX1U5JHv71ukb8NHc0sila1N0dgWZmW7j8YNejrIVYC+TqMnxoVA2nVJU4gNdKNj6hzSVdZ58x3geqGZsrHUgXa183eshOMs9Z7FjV2rMqbqdOiQW27FO9XNJKeYCeLgxxbFJTTmIB+EwLsPVLF2RJqF6wjuk6cL5u3D+Lvztr+3Y1GpTABg5uczDe/0VnWbk5BIjYysANDTG6ewyclEODq0zOd6Fkj7aQ8VB+pCbHD7Kvfe1EkxrYrxsAbgf7ltHgb387kL3rVJf93pRaytzvj5TjlCuR0CersoEvr2041xHsQ8f7RnP5EixX5aRai1Eh5XAt5doevnWrs+9L97hhSdD3E4maGsP0tu/DkD/oI+lxWYCfnfZ59DU3ZbheNzCjV+NHHlhnM1RHKRNDo79HKtMyqeUcKt0tWg/54n96lO1MBrVypf6ktLKfOc0ui7g3/Ds+Xj7wfGZ9UzqTrVvgJeU1q08x4ntv/NRj0HjOAjl5EobQsiN3hDZ8bm9y4e9y0e2/TgUtNPQmKCtI1CROJ6e7KLh8XlAJ9bRyMrfvAu6SMScvE1MDjUjY0s4XUnu3xk48hUwK6FYUOdRGetr3d5K59D9dOURBB2LVan7eWrF8/MkmVRNdtLwapKmV7KEWU9uy4ULsRx21r87D7H8uYp15dljLK50EQw4GR5Zw+FIVnQO47pssKanuC35j9w1MjF5HtF1ge7eTURJO+imHCiVBJxl5rHMfwc91hWbk8qdr8rJqFHN76zVfNm7PEzn3Niej7NfmJZjk30h2+eulkEDe6GSt/ZK2lIPka+EPHh++S6Rdz9Cd++sliXIzyZFJeIk8fBV1s7c5+U3HjM/08bs07aqAvQqYT/u29ipRYZGVwHY8Lm5e3OQZNLM92ryfDM10cXURNdBN+NAKOUzm/3/Qmk6D1oYZ5PPGp4R78VWQSv5DYWydNSao75qa4pjk5KU47tUyfJMuaJ0v4Inaj041DqVVIYJPQXvv8pg7waIGomLd0HeaS3yXn2AxZViI+0kNdNLW8cqw2MraBpsrHtIpSy4PXEe3B0gFHTuqT0Z9mtpbvZpOy1tIRq9cVpaI7z9w/t8+N4F0sfIJ9rExKQ+HMZcxPnINz/mjrHZ21RrDc49RyFOn5snkbBwe7LyLC/Z58r+/DC9kBTCnFVMKqZQ6rZiD3Oh41Q7WJV6cz6MaZFq418mMLPQypjqQgw0EHvrC8hZTk2fmiBTJiATaCeKhs9XW0cQq1VF1/fQhBz26xonkxa+/vw0oNPeEeT85RkEoYY/xMTE5FhzmOaDasgVlrX4PaXE6tpKI7Gobft8lc5fR+GFJB+mODapGYUe2mcBeTsplci9EgoVGjmMb6m1iCIel6IQssPfvcuwQ0e3Jkmef4ja9uzYWloi8niQ9EYz6U0jz6p/67vhMtp1eBFYW/Xy4XuXDrohJiYmJnVhP9JPlnO8jTpUZDyMxqtcTHFssm+Um9NzL2L5KOYN3atFeSouQNwOX1zZ+kTH3rOM3BghPjOArpT3mGfO3645DuVLhYmJicnzxmFzB6llew7zPFO1OI7FYnzwwQc8ePCArq4u/s2/+TcALC4u8td//dcsLy/T0NDAu+++y9WrVwGIRCL8+Z//OcFgkH/9r/81AwMDAPh8Pn72s58xMzODpmmcOnWK3/zN38TjORr58EyKc1s2KuSVctAvFEBRa2odgFcrave7BRKL3bBY+fkPu9XdxMTE5HnjsI3DtZyj85bwPgRzT1XiOJ1O85//83/GYrHwk5/8hK4uI1JWURT+4i/+glOnTvEv/sW/YGpqir/6q7+iq6uL7u5uvvrqK0ZHRxkcHOTnP/85v//7v08ymeTP/uzPOHnyJH/wB39AOp3m/fff58/+7M/47/67/w5RNLPNHUfKiZjdi/tBrS3Q+109qZYvBhVHMue8yGQ47BZ4ExMTE5P9o5oMGpVW7jsoF4yqxPFXX31FNBrlv//v/3us1meplJ4+fUo8Hucf/+N/jMViob29nbt373Lnzh26u7tJp9N4vV4aGxtRFCMZ9MzMDLFYjN/6rd9CEIzgoX/5L/8lf/zHf8z09DQjIyM1+Jkmh5FK3z7LeTgKvYXulf1+k92rQK53QZXjgiDo6Pru6oAmJiaHn6Pgu/q8UO49qDTFW+72+3WvqxLHd+7c4dVXX90hjAFWV1dpaWnBYnmWU7Wrq4v1daOs7fXr1/nf/rf/jZ///Of8q3/1rwAQBAFFUQiFQjQ2NgJgtVr5wz/8w+2/i3FS9dKsaObDcYSpdVq2Si2c5YrQSgbiYr7UlQwie83mYT4XhRFEjZdfe8LdW4NEwrsDRk1MTA4XhcbDw7AMb1I5la4O7+c9rlgcq6rKysoKY2Nj/Mf/+B+JRCKMjY3x4x//mGQyid2+s4qXw+FgZWUFgJaWFv79v//3aJqGLBunHh4epr29nf/0n/4Tb775JpcuXcLlcm27apTiiRRgTk5V+jNMDiG1GuAqPUa5b7KVuifkHi8jdisR73u1fpuTRmF0TeS7b0ZIp8y4ZBOTw0ileXXNse5oc5juX8WzQiwWQ9M0Hj58yI9//GNEUeS//Jf/wt///d8XDKDTs5KqiqK4w49YkiR+//d/n1/84hf88pe/5Gc/+xnnz583A/KOCMfNQlnvVDnVVg0q1q7DFMl81EjXuXKgiYlJdVQ6rh2XOcjkcFCV5RjgJz/5CX19fQD8+q//On/5l3/JW2+9tUMIZ5AkqegxbTYb/+Sf/BN+9KMfcefOHT766CP+9E//lD/6oz/a4aKRjx//0w6iEbMQwH6Tm7f4kmgvsKXB2XMe/s3v9pY87g+1UdbE+J7adtS4ROnrsp/HL/deVYssa0iySjJhCtO9UO/7ZFI7zHtVGbnzSzlzQq3GUfNeHX5c7vrHiVQsjl0uF4Ig7BCt7e3tKIqCLMvE4zs7cTwe3+Vqkc3a2hpWqxWv14vVauWFF17g1KlT/If/8B+Ympri1KlTRdvz079ZZW7WdKs47Pyb3+3lz/9s4aCbYVIGxe6VKGm0dwTY3HCjaiJKFaWbX3h5nJbWCPOzLTy4O7DX5j63mM/U0cG8V0cH814dfvoHrFy52lfXc1Q8s1ksFlpbW5mbm6OzsxMAv9+PLMt0d3fzwQcfkEgktgXx8vIyQ0NDBY/38ccfoygK/9V/9V9tf+Z2u7FYLHmt0OVSz6oyJibPKyeGVhk9tczmhotYzMa924MVH+O7r8cQJQ0Bc8XHxMTExOTwUVUkyuuvv877779PU1MTDoeD9957j6tXrzI0NITT6eTv/u7veOutt5ienmZubo7f/u3fLnisV155hT/90z/lww8/5Pz584CRKs5qtTI4OFjVj4JnwU+mMDYxqZzRU4sMj64C8O1Xo/g3DP//qYlOpic7AAHZolR9fE0185ebmJiYmBxOqhLHL774IqFQiL/8y78E4OzZs/zGb/wGsizzO7/zO/zN3/wNf/Inf0JjYyM/+clPaG9vL3isvr4+fu/3fo/333+fTz/9FFmW6e/v53d/93dxOPaWXskUxiYmpdABgd5+H+cuzgEwOGRlZc0QxuGQncQO32BhOy+wGcxmYmJiYnIcqTqH0bvvvsu777676/Pe3l7+8A//sKJjDQwM8O/+3b+rtikmJiZV0NYe5OpLU3zw84uIorb9+dpKI7/4h4ugizS3hGltC+EZXqVvYIN0WuDpZBfTk50H2HITExMTE5P6YSb4NDF5jsj2xRd8Dfg+bOO86kBc8qAMbvD9nV5Gh3VeuD5Fc0tk1/4Wi05Xj3/btcLExMTExOS4YYpjE5PngGxRbGkO4BhYRNfBdWIRgMRSG7InzvXXJmhpa9kljBfmm5h41IOmiaSryFBhYmJiYmJyVDBnOROTY0xuIn3ZG6TlzW93bWfvXkdVd1qCA5tOvE0xYz9JJ5m07trPxMTk+aYehaAEUUPXzKBdk4PDFMcmJsccQVKwdfpILLejhl07vlMiTmS3IYDHH/UwN9NGT1c77/30ykE01cTE5BCSnfmpUOW6S2oz6ALZ7lblCOam5giDw6v41hqYn22jtS3EteuTzEy38fhBfXPZmpgUwhTHJibHGEtTAM/Fh1ibIiTXm7C1bQIQ+O48icUOOv/pBwAkkzJ9Az6Wl5oOsrkmJocSlztBa3sQhyOFxaJis6cRBB1VkUinJfwbbpYXm9GOobUzI4zzieKM+BVEjR/+xm1mn+YXtJnA3qdTHTluWTpDo0u0tUdwuhI0NMawWFSiERsuV4LhsWVCQQexqI1Y1L6dKSc/Op1dAZqaI9gcaex2416Fgg6mJzsJh5x7vBKVoONwpBBFHVUVsdoUREnD4UgRjdgIBZ3YbGlsdoVw2G5ayQ8hpjg2MTlGXFJaQdRY7pmiP96M9+ot1JhhLba1bRKf60JyR/G+cA9euLe9n82mYLMp6JoZZGfyPKPT2h4iFHSSSlroG1hn9NQSAOtrjUQjNmJRG8mkBU0TkCUNq02hr3+D85eMVIhff36SYMBV7CSHnpfaNHRV4H4ywYxtBvxu7ttXEEQdUdBRNRFZ0mhxG4LWalNYmG0hlZIZHF4lHrPS0BhDkjSiETsDJ9Zwe5LYHSmSSQvtnQHSKZmNdQ8NDQliMSvoAtGIHUWRWF3x4nQmsVgVTgyv4XQlsVgUohE7yaSFWNRGYNOJf8NDMmFFklROnV2gvSPI3EwboaCTRMKCokg0t4Z58eUJ/H43oYCTmel2VFUq80roxthoT+HxJEAAXYf+AR+SrBIKOnnysIdUVlrL9o4AZy/OGddJFZEkjVRKRtME4nHjuoiCUW00nZawWhUScSuSpBGL2ggGnWiqSCJhIRJ2oKoiyYSMrgukUjKHJRB6ZGyJ9s4AD+72b/X3w9GuWmGKYxOTY8Rj9xLXrk9w2ZMEngIgOQPE5ztBF3D0LwOwttpAOiWTTFpYnGshHreiaTuXRE1MngdkWaWhMUYkYkeSNK69NAWA3+emuTVCKinz8fvni1otZVnF2xwF4KVXxllcaCYYcLG+2kAyaUEUdDI5xQ8vOg2NcVrbg1h7/bjcSV5OSVisKom4BatNQddB1wRESUNVJWIxK6GAyxBvmoDDkQagtS1EJGxHSUt4m6Ns+t2sLDchCjo6sL7aSKM3htWmMvGkm0jETsBfXGBZLApuTxyrTaGhMUbfwAbnLs6h6wKioBPYdHHj2xFCwZ0W4njMit2eYuCEj47OIG0dQYKbLkRJJ52WEEUNXRc4MbwGGHneh8eWcbkStHcGAUgmLEQidgQMUTs320o8ZqOnb4PX3n6If8NNKmlBEAzr9e0bJ9jwefL+HllWaW4Ns+l3k07JWG1pXK4kqZSMpyGG25NAFHSaW8L0DfiQJA27I2W0I2khmbDgaYgTj1vZ3HDz8F7/nu98NczPtpJMypy7OMedm4NEwk5kWUFRjoesPB6/wsTEBIBX3niM1bazct2m30VYVegf9KGqAl9+cppEwnosl4BNTEqjY7UqtHUEsdnTjJ1a3v5mfrZl+9/xuJXF+WaiUVuJ5XzD7QLg8YMe0mkZmy1Na3uQU2cXAOg/YePXfnSHaMSOqkiktkSR1aqQTsnEYlZSSQuplIyiSOiaQCotkdqyUDtdSaIRO5Hw3gpjbf9+m4LTlcTtTuBwJnE4Unga4sgWFd9aAytLXpyuJOGwg0TcSijoJBop5dZQX9JpmU2/UalzdTnj/qVjs6VRVQlFyW8N7u3fYODEM9/neMxGKi2jJQRkWSOtyIxm9QEAi0UlGHAx8aSbeMxKIdG+6Xfjnm6nsTGG1ZYGAb7/1UjRlQNFkVhb8W7/nUpaSCUNy3M0Yi9yBXQavTEsVoVkwsKrbz7G40kgihqSrBHwu1laaN63bELJpJX52XYW51vRNJGOzk0uv/CUX/zDpWPhJmKKYxOTY8SDu320tIWJRq2MnlxGlnVufz/E2z80XChmpjpIJK24PXFA2GVlMTE5Xui4XEncDXF6+zdwuRPYbGkEYMPnIRazMv64i+XFZnr7NgyBA9z41TDra41ln+XurRPcvXVi1+cWaxpR0OntbufLT8/gdCWQJQ2bPU0qKZNIWLHa0jidKaxWZct9QEUQdCxWw9VJEHUkSUVJS3z56Wl0vXLhIcsKQyOrNLVEDMukaCzhR8J24jEbm343ayteVpa9HG7rdi5CySw605MdzD5tQ1VFCv22qYmu7X93trfz+EGq7BZEwo4avbSUQtgW3VZbGlUV2PS7iUQcKGmJ9s4Ap88tcPO7IVJJmXRaQpJ0BEFH18FqVQlsOndYdt2eGFarin/DTbX3PWNk8a038PXnJ4+FMAZTHJuYHFF0mpqNic5qU+hIu/lm1sXqShOrK4ZVpaExQU+vn3Ra4u6tAS5cnmV4bIXhsZXto7z308uAQNuWleuLT04f0O8xMcmHztDoCi2tYdzuBNNTHcxOd5Tcp7d/YysILIyOYZFbWWriycPubQttrhiYeNINwIO7/bu+q5bsEuuJuJVEvLp0iJkMDt6m6Lb1tFxs9hSXrj5FVUWmJjqJhO1b7ThKIngvCBX4GB8NUkkL7//s8o7PFuebuXTtKYNDq1gsKhaLiqqKaLqAgI7dnkbVRIIBJ6oiEo/Z6O7zY7en2fS7eDrVseXqIVFN31BV6cj72mdjimMTkyNGozdKV4+fwaF1/BsuggEXlv4Z3hrV+fLTU/T0+bFYFHp6/YDxZr+00EJg00WjN4rDkWbs9BLhkJ0f/fgWayuNPLzXy9RE54Eum5qY5GK1KYydWmbiSRctrRFOn12koyPI7RsnSKdlBEHf5R7U07fBieFVZqbbeTrVUUWWgsP1DHibIly7Pkk0YitbGHubIjS1RGjvCOJpiDM/28rkk65jJxJNnqHrIre+Gy74vc2Wprtvg3jMiixruNwJpic6WZxvprvXz9DICp6GOIoioaQlkgkLskUlGHASDjkJBR0ENt37+IsOFlMcm5gcYnr7fZw8s4gkqdz4doSN9QZ6+330DWwA4N/wMD/bim+9gZ7eDc5fnqG1LWJYAibbWVx45kMZi9qJRQ2fttmZNk4Mr+D2GEEnwYCThblWDpswMCmOKGm0tIYIbLp2WCnLwSi0sDsI0+5I0dQcYWXJu72E39AY45U3HgNw89sTrK0+8/ncOlrZ57VYjICqQgFLmePKsorTlSQUdCCKGr/4+0tc0pvxnHvCO//oWaaVSNiGJGv41hrQNIHu3k3u3BzEV4FbxOFDp7klQnfvBp3dAQBufT+0ayubLcWJkTUavVE0TTAEjazhbY6wvtrI08kOgkEnyYRZwOd5J5m08HSyM+9387NtzM+2ATpOV3L72UslLTQ0xvA2RRg5ucTaipeJx13PRUEoUxybmBxiPA1G3k+Ant4NdE3gwd0Bxh/1cOXFSUbGVhjJcpOIRm0ENh04HCnuz/cTjeT3hVMVicknPYyMrQKGpUmUNBZm8yf4N6k/Tc1hzl+a4c7NEwQDhoXG7kjy2luPkGWNj35xjlRq56TU0hri6ovTPLjbh3/DzelzC6wue2ltD9LRGeK7b4YRAFnWjKh4dwKHM0UqaaGzexNNE1haaGbD5yEUdGK3p3n59ScAnDork0rJyJIG6GiagCDoDI2u0twaBR36BteRJJ1f/P0ldF1ElhUuXJ7B2xxl/FEPSwvNDI+uYLEqjD/qRlFkXnnjMQ5niunJdiaedG8Hg7W2hfA2RbHZ01gsKroO0aiRxWBmusOwjBGA+x1Ij1rRtrIUNHhjpFMSfQMbDJxY56vPThIKHu3l3Y6uAJevPd3+W9MgEn4WrHXq7BxOVwq3O0Ew6GR6ohNR0rBajWDch/f7qnbhMHmeEbYNKJlnyL9hrFY4nElOnlnktbcecfP7IQYG13F5EiwvNBMKOnG5E+i6QDptBJyqikg0aiN9iNLPVYIpjk1MDiGCqPHya09oaIxvf9bdu0l37yYP7vbR3BJhc8NDU3Nsx35ff3aS6689IRRycPbCHN9+dbLoeaYn2xkaWaOtI0xre5hwuFi0tEk1iKKGJGmk0zIdXZtcvvaUxw97WF32kkhYePsH97BaVRRFRJY1Xn59nF/+7BICOo3eCLKsAfDOP7rPx++fBf1ZEFI8ZmXySScud4Lefh8NjXEavTFkWUVVRE6eXjSWSRWJdEomHrcSWHRjs6X55ouTRuqp7k2GRlZxe+LousCj+70szjdjsyvbxxFEI6gnkbDS2RXAtpVp4f6dfi5emeWlV8cRBB2nM4VvvYHlxSbOXZzj7IU5/D4Pgqjz2tuPCGy6CG7loG1pDTN44g7ptEQkYmfD52FxoYVk3EI6LaOqYkE3n4x7gApsbk3ej+47eXT/eFRUW1vx8vXnJ/E2Rekb8GGxZmeg0fE2xWhojDM/28Ljh73HJgjK5PASj9m4/f0QnV2bXH1xClnWeDrZjtsTp60jSDxmRdcFLBYFi1Xdtj6nUzITj7vZ3HQRi9o4KkLZFMcmzxHGUq0k6SSTFuyOJHZHmlDAiaYJ2B2pLX+rg38sdM2IRE4mLciyEbVud6QRRZ2zF+a3t1tZ8hrVluxpYjEriiKzMNdKQ2OM1rYwTmeCWKyw4J2a6GJoxMjvGQ7Z8a831P23PV/o/PA3b+/6tKEhxtDICnMzbVitKo/u97K67OW1tx8iy0a1MTAKDmTQNIFXXn+Cza6wON9MT5+Da9enCGw6iYSMKmCJuJX0lr9guf6lhXxylUj+58Bwv3lGxuKsaUaRAiMdlcCj+31IW/lwQcfbHMXlTGLZKjYTi1kJbLq3LEsm2ei6gMWqMHpyiUDAxc3vDJcKQdTo6TWCqD5874LpQ2yy76wsNxGJ2PE2RbfyeBdbodBp7wgyMLTGybMLqKpIOOTAZlO4feME8Zht39pdKeaoZHLsufrSJG3toV2fq6qAJOm7Pl9fa+DGr4Y52DdcQ1yIopZXXGXo7A7Q2R1gfraF2el2nK4EbR1BQgEnk+OdvPFrD3n/5xdRC+QAvXx1evvfDY2JrSh+k8rZXeBBklRefv0xs09bafTG8DbFWJxv5t7tQcBwiejoCjD+uIu52VZ0TeSDn18E2C7VK0gqCDq3MKy1skVDllX6Bnz4fR4+ef/crvPuN9GIo4D7TnaWAIGA303A//wE9OwFT0OMi5dnuH+3n/aOAC5XnBdfGUfXBTRV5OH9PlMYmxwY5aevE1hb9eLf8GCzpZFkbTt2YeDEWt5S44cFcyY0OVZIkoqmGcuxbe1BWttD6DosL3rRdQFB0PA0xHF7UnmFMUBbe4gf/fgWALduDLK61IQhQHRef/shLneS8UddbG66cbsTeJuiJBMWJsa7Klze1HFslVMtVJDDZk/z4G4vNpsC6ETCTi5l+SJm6BvYoKk5itOVZG6mhdVVLyOjy/jWPahK4TY9uNuPtznKxSszAFsVoQ7vgHUY6eja5OKVp3z+8VniMdtW9a717eIRXT2byLLGwlwL9+88q2a14Wtgw5drqTeE7m15Y9fnyaSVZNL4Kxhwce3a85SO63lCZ+z0EvOzrZwYXqOhMUZbR4hgwMX0ZAf+ooGMJiaHAd0oFZ4wXC1GxpYZ3KpACEZhqicPew+wfaUxxbFJRbg9cXp6NxBFnUTCwspSE/H44Vka+cFv3AHgF39/if4T63ktxrmk0yKJuJV4zEoqJSNJGm5PgnRa4uLlGQKD6wgCOFUrVpehTkZG1kFaxr/hwW5P4fYk8TZHsQe9LKRU+htUluOwtNBMPG5FSe/MHdnojXL52jT2rXKrAb+L6akOQgEnFquCKOqIospLr07uau/N7wdpbDDKqEqSZmwv6EiSRjRio29gg/bOEMuLTUyNd1FsIpVkbVsYA1x5YRqHY6yMK22SYdPvYn2tgWvXJ7Db09svXfOzLSzMtbLh8xx4dTGTo8O165O0toWx2ozAxA/fu3BsSvKaHGeM0tnBgBNB1HnjnYfb3yQSzzLpRCM2vv/VyKEfD80nzqQi+gbWd5TiPHlmiUjYhqqKPJ3q4NLVGQBCQQeqKm4Ltu4eJ2/+2n0e3O3Dt96IxaLQ0haiu9fPw7v9JBIWevo20HWBYMBZMMtCKT7/6MxW1KzI7e9PbIvlQrz/s4vY7Gns9jSehjgWq0J73Iu2KrJuD7C24iUWM37fiO4m7fcScgUIbLpYnG9BVSVki8K1Vg1RF9AaIthsCSbXnZxw6/S/MINoT5JWDAGeSsrEYja6tjIFrK81cOfmIO0dQU6fXUC2qOiasF0COpmQsdoUBMGIWAc4eWqZZNJCMmEhlZQJBZ3oukAyKZNMWIhE7GWn9YpGd77Y3L/TT1eHGeVuoNPSFqbRG2VkbJk7N09kla19Rlt7iI5O4yVscaEZ2CojXGFqNRMTgPFH3awux9B1gdWVRlMYmxwJHM5U3lVNgO+/GUEUNU6eWaClNYqmHv4AUvOpe04RRQ1R1FEUo6SmJKucPT+L3ZHG2xRlYa6VRw92RkGfPDNPZ/cmT6daiYQdjJ1ewmZTcXsMa+q5C3Pb2wqiTlNjFACLJY3VpuBwpug/sU5HV2CrupuxX2x4FYtVpdEbRZI0HI403341in/Dw6VrU3R2BYmE7aytNDL+uKfo74pG7US3UtGoqsT9O/10dAVobQuhqiL+DTfJhIWZ6XZSSSNoKRaViEXt2ylrntlqd+aE3ADwNQE7BZKSlvlmeeuPlWffLwA8fJY70mpVsDtSOBwpHt7vxbfWSHor+G9poYWlrZzEgqhxYmiNVMoQu7GYDUk0fE8TcRupmoguHdmi4vVGd3y6MNeyIwjsecbhTPHC9We9wdsU3SGOna4EI2PL2y8yAD29foIBpxlkZlI1oaDryKeiM3k+EASdgRNriKKGpj2zBD+818fczO68+d99PbaV+eZwW43BFMfHFkHUcLsTWCwqssVIq5JOydgdKYZHV7DZjeX8VEomEbciShouVwIQEEWjylSmWo7VmsZiVbHbU4ginBj2oesgZPVvTQMdASVtpH1yuZJoGogi2Gwqmiqy6XcR3HShqiKppMymX0FRREQRVEXkxq9GeOmVcQAuXJ4hkbDgbTJSlbk9CdyeBEuLhv+vkpZIJi1ZD5mOzZ7G6UoiCkY9eUnWSKcl5mZamZ9tpa09RN+AYfUWBCPwbtPvJpWst4VP2CrAAWyW3lrXRKYLJGuvBYPDq5w6s7jr84f3+jB9GZ8Rj9l476dXkCSVsdOLW76eIAga/YM+hseWmZtpY3XFy+J8M1abwsZ6Q5mBKiYmJiZHER2LVUGWNF58ZQJFEfE0JFAVgVRSJhxyMDfTVmBfYavw0OHHFMdHiKHRZXr7N7h3a4B43EZTcwSPJ44kG3lUwyEHJ4ZXiUWNoKBUWiaVlLfynIpYt3xZ790ewL/hRtcFnK7kdhomJS2haiKyrCKKxgMgSRrplFEMIJmUUdIyug6SZKzxG3Xbjb8lWTOsjrqArhvpiBRFRNdFurta+dWXxXPuAkyOdyHLKvGtlFSioHPt+hRg+AZfeWEaQQDZoiJJKqoiIQg6omQUKYhFbWiagK4LqIqIjlEowLnlK5yht3+D3v4N5mdbeXC3P19Tjhk6VptCb7+PsVOGmTuVlBl/3E045CAYeN4tVToWq4rVmkaWjYwQssV4qRO3noGOrk1a20N09/ixWFWePOzm6VT9XmJMTExMDhf6drA6GOkl734zTDJuJZksP33kUcAUx4cQuyOF05mkuTWMIBhlRFVFpLU9DMCLL0+gqCLBgItgwEior2sCTc0RI29vyMGXn54uK1Auu6RwJWQ/BDqgaSLpdMWH2UVuDlWA9356Je+2smxYxHVAVcVdQW870Wn0GlZoVRFJpWUEIJk8To+AjsudxOlMGi89jhQ2WxqbTcHdEEeWVSJh+3Zu5LmZ1ufKn9EoUpHE4Uxhs6dxuRJ4GuK43Als9rTRH1LGy6SqiKTTMpKooWoisaiNUNCJJGuMP+5GltUi1hETExOT44jAF5+cRpZVunr8DJzw0dIaZvJJcXfHo8jzMzMeciRZ5dyFWQRRo7OreIaF2zdPsLrsJa8QvFGX5h1KMpW/ykM4MtZRtyfO2KlFdF0wsucKxm9NJ2VUzbDUq6pIOi2h6wKiqON0Jejq2dyyntuJx4zsG5tRo5BINGInGjk61YlqgShqNHhjtLaFaGqO0OiNoSgi8ZiNZFImFrWztNhMJGwnkbAc2TKnJiYmJvtFxm0skbAycMJ3bAOPTXFcB1zuBOcuzhKN2FAUCbcngSQZDuuqKpJMWNn0uwiHHIiijs2W4vS5ORxOddexIhErsqRhdzwL+tnccGNO4scXWVZp38p+sL7WQGDThShqyLKGCGiqiMWi4nAmt7JYGJXJvv1qdGvgev76hs2eoqU1bFiCXQlki0ajN0o8ZmPD52Zupo3AVsVBExMTE5O9YbEYmmTs9CKhoINNv2fHdy+8PEE45GBpodlYXVYzhomjMQab4rgODI8uY7enWVtpRBR1FmZbSSsSoqhtZWNI0Tfgw2pT0DQBSdS2hXEkbDOCyraSRDgcaVaWmrBaFdo6DMF0FCI9TXZis6dIJixkiomcvTBHgzdGOiUT3HSRSj3zDVfSEt98OUZ7R4BGb4z+wXUEQUeWNMStHLo3vh1ifdV7kD+pDLbcPFwJXK4kVpuynSElEbcSjdgIhxx7cO3QaW4N094RpKdvg02/m3DQyfJSM5oq4N8Y2s4GYmJiYmJSO8IhJx+8d4HuHj9XX5xifraVyfEuAE4Mr9LQGKehMU5Pn3/HfoXcJA8b5sxRB0JBJ+2dQU4Mr5FKS7hcyR2ZHe7f6d8VnCaIGg0NcRq9UQQBApuuraIUR+Mty6Q4b//gPgBT451sbrro7d/Y7hOtbeFd2yeTMqKoI8sqqZS8nTM6mZTZWPdsrR7sRpJV3O4Ebk8cb1MMpzPJd9+M1u135cdIBj84vIrTlSQSchCNGhYDVTECPltaQwwOxXF7kmz6XXz39WjBKoH5sFrTnLs4i6cxzvJiM998cbLq3NgmJiYmJuXjcCZJpySUtMzcTBs9fX5OjKxxYsSogpfJyQ9GIP2dG0Moikgo6DygFleOKY4roKNrk66eTbzeKKoqEovZ2PS78Ps8BAOubYvuzHQHM9PtOF1JPJ44l1/YmRhbllUaGqNomuEvGo3YUVVpK8DuaPjFmlSGoojIssbw2Mr2Z4mEhVjUhigaJa2zy1l/97XhIiFJKjZbGkHUSaXkHL9YHW9TlNa20FZJ7AQu986sHJnt9tPV4vqr43ibo9y7NcDSYnPelY7RU4t09QQAaGqO0tEVYHmxuexz9A+u094ZYmmxiXRawmpLo2kiyYSR3k+2qFgsCqJoZJpIJs3CJiYmJiZ7QZJU2jqC28W+VpYbsVoVPJ74ju3ELDvH15+fJBY9eoYLUxyXiSSpXN6q/rK00EQ8bkUUdBoaY/T0+bHZ0gT8LuZnW1ld8fIst62dj37hprk1jLcpisOZoqMrQG//BqKoYXekEUWdtZVGQiGHUUVtK3VaIm4hEbfyPPqQHjc++PlFmpojeJujNDbGaGkLoevQ3BLZtW0qJXHp6lN0YHqis6BoHBlbZuTkCgG/i2DQQUurYYFOJmRsdsMfLBhw0NEZIBx2lMxKIknqnruayx3H2xxlerKdxa2iJvmYn2kjFHSiqkaKwbMX5kinJXxrjSXPIcsqIyeNl4zunk3oMZJHZ15AAHQd0mkj64TDmWbicRehkANNFVFVEU0TUVVh+29VE0E3sq6YbksmJiYmO/E0xHj1zccAhEN2ohE7vvUGkgkL8ZiVaNSGrj9TxbJFQdsaa48ipjguE1WV+OqzkzS3RHC6kjR6jSVruz0NAoiiTmt7mNb2MF98cnpHIYBUyrL9ppXhvZ9eJuN/6nIn8DbFaG4JM5JlWQRYXmzizs0T9f+BJnVGYNPv2Q5asFgU+gbXSadk3O4EA0Pr21tarSpWq+GD3tm9WVAch8MONv0uoxR3a4Rw2MHt74dobQvR1eOntT1Mo/fZysXdWwPbVfiyGRxa5dTZxay/HVisSskqb6Ko0dEVQBR07M4UnoYYrW1hQkFH3vNkk0xa2NxwY7UqnBheRZY1mpojZYljRZH49IOzSFv5uEVJx2pV2Nxwoygir7/zAKczbVzDres4emq5xFF38vnHZ4hGKk9xaGJiYnKcsFgUXJ4E1181CnTduTHI8lLpVT7liMd7HO3W7zP5y3rqRhU6WUXTha18u7sv64e/uEBbe5D2ziDqVslmA4FoxEE04qC1bWcKt3RaYm52d95fk6NPOi0zPWEEL7S2hejoDhgvWllEIzZaWsOMnlpk9mk7FouCqkgkkzIOZwpdF4xgTVsav8/Dhs8DCCwutGxbba9dn9j2ab5weZYLl2cLtumjX5ynd8DH9evQ2BjFt15YqHb3bnD2whyKIpFKGj7RwYCTOzdOkErJWCwq/YNr2O1G6XCLVcG69Z/xbxVVFUglLTicKTZ8bqa2rkc+npUnNZ6beNyGzZ6ivSOI3Z5GklU6OgPIFpVEzIaqSFgsKlabgqoKpNMysYgNVRPRNWG7UIyW9W9dF0A3UhTFoqVzhJuYmJgcZxyOJG+++2DHZ919/rLE8VHHFMcVIMsKLW1GYQ6jBLKFZFImmbDmjYoXBJ2TpxfxNMaMpVvFWF6wWBWuXZ8wrF6itmX90rDZlB37Wywqw6MrfL/h2XVsk+ODb72BT94/n/c7uyPFxStPGRxaI5WSkWUVi0UzynSG7STiVpJJmfOXZxFFDSUtIYo6/g03kbCDxblmFuZacDiM4hdOVwp4Jrzdnmc+ym++ex9VFdlYP49vPVW0zW53AknS0VSj8p6uCdg6QrS2hbdFZzRiJxazEg45tv2lU1n/aWq+5TadppYILS1hLFYFT0MCtzuxLXITcSuqKuJwphBFDd9aA9GInVTSQixqJ50WjZzQKRlNEwiHHehHdFnPxMTE5CCJx618/vEZJEnbSs82SVt7iP2OYzkITHFcAR1dQc5fym95yyxZN7eE6egMMPO0HU0TGBxey7v9/Tv9JBKWLcuVuOX7mPm3gLr1mXZE6pCb1IdE3JqT2URHEPQdvl0A4496sDtSWCzqdlVFhzOFd6v4Re6LV3aGjG++GCUccm6XSe7vLe1OMP64h/HHuVWRdCRZ226DJKlGbmZRJ5WSSCasiJJm9OscYSzLCt29frp7/VhtCmsrjSQTVjbWG4iE7cTjNmSLisORRJY1YjHbdvCdiYmJiUk9EHa4l83NtNI/6OONdx4QCjrZ8HlYXfGSOiK5iyvBFMcVsDjfwuJ8M7KsIslGzmJJ0rDaFAJ+w92ioTHGwNA6A0PrfPnpqaycfjo2m8LbP7wHQEtriIX5Vvy+hgP6NSZHE6GAIBRIxG0ktoKGs91/zl6YpW9go+ARr782sf3vzz8+XXA7SVLxNMSxO1I0emO4PQms1jSCYATJ2exGcGk6LaFvFbzJBL9ZrAp2W3o7T/O3X41isSg4XCkcjhTdvX42N1zMTLezuuzdJf4B0tvZOkxMTExM9puH9/qZnuzg0tWndHYH6OwOcPbCPAAP7vYBRirbUNB55A0Xz8VMM3JyiZExI6o/HreibPltJuJWkgkLyaSFRMJCKlm8fKzFmuaV158QjdiIhB2kFYn52VbCoWe5+zJp3Gx2Y1na7YkjyyqyRcXbFGV1pZGOziBdPQE8DQm++ORMvX++yXPOw3v9hEMO7I4UNptiuB2kJfoH17cD/wCWF71b2VEMJEmlrT1Ec2t4SwzHty22wU0Xi/PNpJIWw9deEUkkrKRTEsWeodFTiwyPrnLq7AKplEw8ZjyD33wxZuYpNjExMTnkNHpjeJtiOz5LpyWamo3MS4PDa9hsaSJbbn8ry150XcDv8xypokxHp6V7wBC94G2O4iVadFtdh1RKRhB0BMH4W0lLRMIOohEbdkcKhzNFa7uxLO1yJQhsGlY6dWup2GZT6OgyqpuBkfYkvXWMtWUvTyc7iEbsR6qjmBxddF1gbqZ91+eTT7po7wxy5YVpwAgSHBpZpam5hRdeHsfbFCUYcOJba2R12Usw6NxzBPLE4x4mdrljmJiYmJgcBVaXm3jvp01Ft7HZ0rgb4vT0buzI1DU/22LEa6VkBIxiZ7GoESidTsmHytr8XKizuZn2HeJAEHRsdmM512ZPY7Mp2O0pWjtCeDyJXf6ZVqu6Hcg0PdFBOGzH40ngcBrBTI3eGLrOdo7VZNLC6kojy4tNrK54icfMyHeTw4jA2oqXTz88S0/fxtYLoeH2MD/byu3vzfLLJiYmJiaVkUxaSK5b2FhvYGmxmebmiFEbYqvqq82qIEoaJ7sC2B2preQEOsmkjKJIaKpIKOhAUSSUtLHSmU7Lxv9TMlZb/YOsj/zMd+36BMMngwDbEeq6LhCPW9A1EVHStpP7Z9I2ZYLeFNUoEqCqIqGQk02/2/hOZzsYTlVFrl2fxOEw0mwNja4yPdmOqhgV7RTFOIaiiqiKhLJ1PC2r0MDzENlpcnSJx2xMPune/vuVV92sPAepekxMTExM6otvrbG84k4WxUjLKWnIFhXPlkuqxaricCaxWlVki5EOtKvLBdS3/sORF8f3bg+yMJdAEHQsVhVB1BEFfduqq2kigqBvv5kIW6nTJFEz3mBs6e0AO1nSsFgVXO6EsW0BPTs0kj8DRTGeBeaZmJiYmJiYmJhkUNIykayVyo31wskKni78Hh999FFd23PkxXEyYSEeN5aCyfYR31Nu4Iyl1xDIoqhti25R0hEwhLYka4iSIaol2SgEIsvajgC8puYo0xMde2iLiYmJiYmJicnzSyj+/9j+9+bmZt3Pd+TFcX14Vr1O143S0ahFdzAxMTExMTExMdkD2SL4IDHFsYmJiYmJiYmJyb5zWMRwLqY4NjExMTExMTExqTuHVQznYopjExMTExMTExOTmnFURHAhTHFsYmJiYmJiYmJSEUddABfDFMcmJiYmJiYmJs8Bx1nQ1pIjL44vXPTS3a2U3tDkQGlslLn+sllY4ihg3qujgXmfjg7mvTr8/B9/9RMAFhcX+eP/928ecGvqx36kQas3oVCo7ucQdF3X636WOhCLxXjvvfdQVTPHmomJiYmJiYnJ84IkSfzoRz/C6XTW5fhHVhyDIZCTyeRBN8PExMTExMTExGSfsNlsdRPGcMTFsYmJiYmJicn/v707D4uyXP8A/p1hGZaZYQcBAY3FQIFyQ+qYpoBSUREXLllupWllZbZbR8tWLTt52vTXaa+jueRWrpWWKZooqCCKgAugKEjIOizz/P5weA8jINsMM6Pfz3Xxx7zPu9zP/czMe8/LuxCRIclNHQARERERkblgcUxEREREpMPimIiIiIhIh8UxEREREZEOi2MiIiIiIh2zegjIpUuXsG/fPhw/fhyPPvqoNP38+fNYu3Yt8vPz4ezsjPj4eISGhkrtBw8exLZt21BWVoYePXogMTERPXv2BACcOnUK3333HdRqNSZPngylUtnt/bJkrY1Jbm4uNm3ahKKiIqjVagwbNgyDBg2S2jsyJg4ODpg/fz7GjBmDfv36AQC0Wi0WLFiAuLg4REdHS+t94403MHLkSAwZMqSbMmC5qqqqsH37dmRkZMDb2xuTJ08GcPkm9z/++CPOnj0LtVqNmJgYDBgwAABQUVGBL7/8EmVlZXjggQcQEBCAzz//HO7u7rj77ruldX/11VewtrbGhAkTpGn//e9/IYTA/fff3639vF5UVlZizZo1OH78OGxsbNC/f3/ccccdkMlk+OGHH3D06FHExcXhlltuMXWo1wVDfb4uXryIhQsXtriNBQsWwMbGpru6dE3ojn2WUqnE/v37sWrVqmbb9/Pzw2OPPWb8jl5jzK3+M5vieM2aNUhNTYWdnZ3el0FDQwO++eYb+Pr6YtasWcjIyMB3332H2bNnw83NDefOncOqVatw9913o3fv3ti1axe+/vprPPvss7CxscGmTZtw33334fTp09i9ezfi4uJM2EvL0tqYFBcX4/PPP0dMTAzGjh2LvLw8rFmzBi4uLggKCurUmPj6+iI/P18qjs+ePYvq6mrk5eVJxXFZWRnKy8vh7+9vknxYkrq6Ovzf//0fbGxskJycDG9vbwBAfX09vv76a9x4440YM2YMcnJysHr1anh7e8PHxwe7d+9GcHAwevXqhU2bNmHGjBnw8/NDdna2tG6tVou8vDxYW+t/feTn5+v9kCHDWrt2LcrLyzFz5kxUVFRgxYoVcHFxgZeXlzT9iy++wKBBg1hQGZkhP1+NHnvsMTg7O+tth+PYMd25zwIAJycnPP7443oxWFlZdWufrwXmWP+ZzWkVSqUSjz76KOLj4/Wml5SU4MKFC7jzzjvh4eGB4cOHw9nZWdpZp6eno3fv3oiKioKnpyfuuusuVFdXIzc3F8DlLzG1Wg2lUon6ej5muiNaG5O0tDT4+Phg+PDhcHd3x6BBgxAUFISsrCwAnRsTPz8/5OfnS9vIycmBm5sb8vLypGn5+fmwtbVFjx49jN11i7d7925UVlbi4YcfRlBQEBwdHQEAeXl5qK6uxl133QVPT09ER0cjICAA6enpAC6PjVKphJOTk97YnD17VnoaZWFhIWQyGRoaGnD+/HkAQHV1NS5evMgfLkZSW1uLzMxM3HHHHfDx8UFISAiGDBmCtLQ01NXVwd7eHiqVCnK5nE8N7QaG/Hw1cnR0hEql0vujjunOfRYAyGSyZmNmzAdTXKvMsf4zm+K48ejhlerq6gDo/4K2sbGRphcVFcHLy0tqs7W1hZubGy5cuAAAGDlyJD755BPs3LkTUVFRxuzCNae1MQkNDUVCQoLeNGtra+kXc2fGxM/PDwUFBdIyubm5GDRoEGpra6XlCgoK4OvrC7ncbN62Zis9PR233norbG1t9aYXFRXBzc1N7/Pk7e0t5XjIkCH4/fff8eGHH2LEiBEALo9NXV0dioqKAFwem4CAAPj5+Uk/XgoKCiCXy+Hj49Md3bvuFBcXo6GhQe+HYeO4hYSEoLKyEq+99hoiIiJgZ2dnwkivD4b8fJHhdOc+iwzHHOs/szmtojXe3t5wc3PDjh07EBsbi2PHjuHChQsICwsDAGg0mmY7A3t7e9TU1AAAwsLCMG/ePMjlchZVBnLlm7isrAwnTpyQvuw7Myb+/v6orq5GcXExXF1dkZeXh9jYWOTl5SE3NxceHh7Iz8/nkcl2aGhowLlz5xASEoJ///vfqKioQEhICBISElodm3PnzgEA3Nzc8Pzzz0Or1UqnTTg6OsLNzQ35+fnw8fFBTk4OgoKCoNVqkZubi6ioKKntylMtyDA0Gg0A6I2dvb09NBoNrKysMH36dNTW1jYr1sjwDP35IuMzxj6LjM+U9Z/ZfzrlcjnGjBmDpUuXYufOnRBCICEhAW5ubgAun//YkqZPxeaXkPFotVqsXLkSoaGh8PPzk6a15Gpj4uTkBLVajYKCAlRXV8PKygo+Pj644YYbkJeXh6ioKBQUFGDw4MHG68w1oqqqClqtFpmZmUhISIBcLseaNWuwcePGVv9V23RsWvoiaTyy39DQgJMnT2L06NGor6/Hn3/+CeDykePG8SfDa89nioVx9zDG5wsA3n//fchkMul1QkKC3gVjZBiG2mcBl4vsf/7zn3rTZs2aBQ8PDwNGfP0yZf1n9lVjTU0NVqxYgaFDhyIyMhJnzpzBpk2bEBAQgJ49e0Imk+klohF/3XWPn376CaWlpXp3LejsmPj5+eHMmTMoLS1FYGAgZDIZAgMD8eeff6K0tBSVlZU8ctwOjeecJicnS1/+8fHxWL58OYYPH97i2LR1EYmfnx8OHDiAgoIC2NjYoEePHhBCQKPRoLi4GPn5+Rg1apThO0MAIBVNWq1W73PE77nuZ4zPFwBMmTIFarVaes07KxmHIfdZKpUK06dP15vm4uJimEDJpPWf2X+zpqenQyaTIT4+Hj4+PoiKikLfvn2xa9cuAIBCoUB1dbXeMtXV1bC3tzdFuNeVffv2ITU1FZMmTdLLd2fHxN/fHwUFBcjNzUVQUBAAwMfHB7W1tTh8+LB0dJmuztHRETKZTO88LU9PT9TX18Pa2rrFsWnrPFV/f3+cO3cO2dnZ0g8XuVyO3r17IyMjA6WlpTxybEQKhQIA9MauPeNGhmeMzxcAODs7w93dXfrj2BqeofdZcrlcb8zc3d15twoDMmX9Z/bFceMXTlO2trbSlYdeXl56F3LV1taipKRE7yRtMrzc3Fxs2LAB999/Pzw9PfXaOjsmfn5+KC4uxpkzZxAYGAgAUgGWmprKo8btZGNjA3d3d5w+fVqadvHiRVhbW8PHxwclJSXSOVnA5dvmtTU23t7ekMlkSE9Pl8YGAAIDA3HgwAHpvGQyDnd3d8jlcr3PVXvGjQzPGJ8vMj5j7LPIuExZ/5l9cRwSEoLi4mLs3LkTJSUlyMjIwIEDB6QTsiMjI5Gfn49du3bhwoUL2LhxIxwdHdGrVy/TBn4NKykpwbfffouhQ4fC29sb5eXl0h/Q+THp2bMnKisroVAo4O7uLk2/4YYbUFRUxCOTHTB06FBs27YN2dnZyM/Px+bNmzFgwADccMMNcHBwwPr163H+/HmkpKTg9OnTiIyMvOr6Gnf858+fl47qAxyb7qJQKBAWFobNmzejoKAA2dnZSElJwU033WTq0K5Lhv58AZcf8tL0u7S8vLzVcyqpY4y1zxJCNBuzysrKbujR9cGU9Z/Zn3Ps4eGBiRMnYuvWrdi+fTtUKhViYmLQv39/AJePaCUnJ2Pr1q3YtGkTvL29MXHiRP5rw4gOHjyIqqoq/Prrr/j111/12t5+++1Oj4mtrS28vLyaXVnceKSSR47bb/Dgwbh06RKWL18OAOjbty/uuOMOWFtbY+LEiVi7di0++OADODk5ITk5udmRlJb4+fmhoqICrq6u0jRvb2/Y29tzbLpBYmIiVq9ejU8//RQ2NjYYNGgQL1A1EWN8vj766KNm0+bOncv7HRuAsfZZZWVleOONN/SmeXh4YM6cOQbvw/XIlPWfTLR0NjMRERER0XXI7E+rICIiIiLqLiyOiYiIiIh0WBwTEREREemwOCYiIiIi0mFxTERERESkw+KYiIiIiEiHxTERERERkQ6LYyIiIiIiHRbHREREREQ6LI6JiIiIiHRYHBMRERER6bA4JiIiIiLSYXFMRERERKTD4piIiIiISIfFMRERERGRDotjIiIiIiIdFsdERERERDosjomIiIiIdFgcExERERHpsDgmIiIiItJhcUxEREREpMPimIiIiIhIh8UxEREREZEOi2MiIiIiIh0Wx0REREREOiyOiYiIiIh0WBwTEREREemwOCYiIiIi0rE2dQDUeVVVVdBoNKYOg4iIiLqRQqGAg4ODqcO4ZrE4tlBVVVVYs2YDFAoe/CciIrqeWFlZYfTo0SyQjYTFsYXSaDRQKORY9kkRzhbWmjqcNvVpcDZ1CO3mr7U3dQjt4mcjTB1Cu/VwrzJ1CO3m4V5q6hDaxdXTMuIEACePv00dQrs5eltGXm18ykwdQvv5Wc7nvzqg3tQhtKmy3BOHD4yHRqNhcWwkLI4t3NnCWpw+Zf7FsWu91tQhtJtLg6kjaB+NwtQRdIDGQpIKwEZYxqlK9raVpg6h3ZQOllPIqetKTB1CuyhklhEnAAi7clOH0G42zuZfHJPx8X/yREREREQ6LI6JiIiIiHRYHBMRERER6bA4JiIiIiLSYXFMRERERKTD4piIiIiISIfFMRERERGRDotjIiIiIiIdFsdERERERDosjomIiIiIdPj4aAvn7WNr6hDaxaPBcn6HqSzkSdcKG1NH0AHuVqaOoN3q3C3judzVzo6mDqHdKhzrTB1Cuwkby/gCsBEWtPuuUZk6gnar/tv8Hx9dWe5p6hCueRb06aKmFAoFrKysMH2ml6lDIWoHJ1MH0G5/W0isf6OXqUMgU2owdQAdcNLUAXTASVMH0D5WVlZQKCzjh7wlkgkhhKmDoM6pqqqCRqMxdRhERETUjRQKBRwcHEwdxjWLxTERERERkY7lnAhKRERERGRkLI6JiIiIiHRYHBMRERER6bA4tkAlJSVISkqCo6Mj3NzcMGfOHGi1lnH7oe5QVlaGiRMnwtXVFX5+fnjzzTc7tZ68vDzExMTA3t4ePj4+WLhwoV77yy+/DJlMpvc3Y8YMQ3TBJDryvlq8eDF8fX1hZ2eH4cOHIycnR2qrqanBQw89BGdnZ6jVakyePBnV1dVSe1t5BYBdu3Zh3LhxrY7dV199hYEDB8LBwQHnzp3rYs+Nx1xyunr1akRGRsLR0RERERHYsGFDizEcO3YMCoUC8+fP73rnjcRccrp+/XqEh4dDqVRiyJAhSElJkdrq6+uxYMEC3HDDDVCr1YiJicHRo0cNnAnjMpc8N9JoNAgJCcHw4cMN2k9jspQcfvbZZwgMDISTkxPuueceFBYWdr3zlk6QxUlOThbR0dEiLS1NbN68Wbi7u4sPPvjA1GGZjalTp4qIiAhx8OBBsX79euHo6Ci+++67Dq9n0KBB4t577xUZGRli+fLlwt7eXqxbt05qf/jhh8Ujjzwizp49K/2VlZUZsivdqr3vq59++kk4ODiIlStXiiNHjoiEhATRv39/qf3ZZ58VwcHBIiUlRezevVsEBgaK2bNnS+1Xy+uJEydEZGSksLOzEyqVSsybN6/Z9t98802hVqvFJ598InJyckRDQ4Phk2Eg5pDT33//Xdja2orPPvtMZGdni9dff13Y2tqKrKysZnHExMQImUzWYt7NhTnkNDU1Vdja2or//Oc/4sSJE2Lu3LnCw8ND+vwvWLBA9OzZU2zZskVkZWWJ++67TwQGBora2lojZ8dwzCHPTS1YsEDIZDIxbNgwo/TXGCwhh7///ruwtrYW33//vcjIyBBDhw4VsbGxhk2EBWJxbGEqKiqEjY2N+OOPP6Rp8+bNE1FRUSaMyrx4enqK5cuXS6+nTZsmxo4d26F1HD9+XAAQp0+flqZNmjRJbz0JCQnirbfe6nrAZqAj76v7779fPPTQQ9Lr3NxcAUAcPXpUCCGEj4+P+Oabb6T2L774Qnh5eQkh2s7roUOHxMKFC0VxcbEYNmxYsyItPz9f2Nraih9//LHLfTY2c8nplClTxPjx4/W2FxISIpYsWaI3bcWKFSI4OFhER0ebbXFsLjl94YUXxKhRo6S2hoYGoVQqxZYtW4QQQvTu3VssXbpUai8sLBQAxKFDh7rU/+5iLnludPLkSeHs7CzGjx9vMcWxpeTwueeeE6NHj5Ze//nnn0Imk4mqqqpO9vzawNMqLMyJEydQV1eH8PBwaVpERASysrJMGJV5qa6uhp2dnfTawcFB+hdUdnY2YmJioFQqER4e3uq/lzMzM+Hs7Aw/Pz9p2pV5LioqgpfXtfEQlo68rzIzM/Xm6927N1QqFbKyslBWVobCwsJm6ykqKsLff//dZl7Dw8Px7LPPws3NrcU4V69ejeDgYNx7771d7bLRmUtOp06dirlz5+ptz87ODjY2/3vEYkVFBebMmYMlS5bA1tZ8n7ppLjmdP38+1q1bJ7XJ5XJYWVmhsrISAPDee+/pvUcbv4+a5tycmUueGz355JN45JFHEBISYshuGpWl5LCl/aUQQu+0jesRi2MLc+nSJQCAk9P/nuLl4uIiTSfgvvvuw5IlS3Dp0iVkZ2dj+fLlGDNmDCoqKjBy5EgMHjwYaWlpeP755zFmzBi9c7saXbp0SS/HQPM8FxUVYdmyZfD19cWNN96IxYsXG71vxtKR99XVctPaehqXa09er+bAgQPw9/dHcnIyfH198Y9//AMHDhxo17LdzVxy+o9//AN9+/aV2g4ePIisrCwkJCRI01577TUMGDAAo0eP7lRfu4u55FShUEhPJ6uvr8fbb78NpVKJuLg4AEBiYiI8Pf/3iN+vvvoKYWFhuPHGGzvX8W5mLnkGgJ9//hn79+/HK6+80sVedS9LyeF9992HrVu34q+//oJGo8HChQsRExMDV1fXjnb5msLHR1uYhobmzwyVyWQQfJaLZPHixYiMjISLiwu0Wi0SExMxYcIEfPbZZ3BxcZEu8goKCsLy5cuxYsUKvPTSS3rraC3PTS+muO222xASEoK7774be/fuxRNPPAEvLy9MmDDBuB00go68r66Wm9baAFy1vb0XlBYVFeGXX37BokWL8NJLL+Gjjz7CqFGjkJOTA7Va3a51dBdzzGllZSUefPBBzJ49G76+vgCAo0ePYunSpUhPT2+7UyZmbjlNTEzExo0bAQBbtmyBo6Njs+UyMjLw8ssvY9WqVa30yvyYS541Gg2eeOIJvPfeey3m1pxZSg6HDx+OyZMnY/DgwZDL5VCr1UhLS2uzf9c6Hjm2MHL55SFr+iUthICVlZWpQjI7Dz/8MPr27YuUlBT89NNP2L9/Pz7++GOkpaUhMzMTSqVS+tuyZQtOnTqFGTNmSNNmzJgBuVzebEcohIC19f9+T3799dd4+eWXERERgWnTpmHatGn46quvuru7BtGR99XVctPaegBI7W3l9Wo0Gg2mTZuGJ598EjfffDM+/vhjAGj19BhTMrecCiEwceJEqFQqLFiwQJr++OOP4+mnn0avXr060cvuZW45/fjjj5Gamoqnn34aY8eObXaV/8WLF3HPPffgkUceMfuj8k2ZS57feecd+Pv7Y+zYsQboVfeylByuXbsWK1euxKpVq/DXX38hLi4O48aNa7Hovp7wyLGFUalUAIDS0lLpvMzS0lI4OzubMCrzcfz4cfz444/Iz8+Xjoy9/vrrePHFF5GYmIgRI0bgo48+0lum8YjjM888I73+888/UVpaqjdfW3kOCwvD9u3bDdib7tOR95VKpWo1N03X07QNuPxvwast2x5eXl5658fZ2toiMDAQBQUF7Vq+O5lbTl955RX89ddf2Ldvn3Tu6969e/Hrr79iz549WLRoEYDL5yDu3r0bK1euREZGRid7bxzmllNvb294e3sjIiIC69atw6pVq/DEE08AAOrq6pCUlITg4OBWb61lrswlz2+99Ra0Wi2USiUAoLa2Fg0NDVAqlcjMzIS/v3/XO2sklpLDhQsX4sknn0RSUhKAywd9XFxc8OuvvyI2NraLWbBcPHJsYYKDg2FtbY3U1FRp2qFDh/TOKbyeaTQaAJDOBwQuX2Cg0WgQGhqKo0ePIiAgAEFBQQgKCkKPHj3g6ekJT09PaZqnpyfCwsJQUVGB48ePS+tpmue0tDT4+/ujtrZWaj9x4gR8fHy6qaeG1ZH3VVhYmN58eXl5KC8vR9++feHi4oIePXo0W4+/vz9UKlWbeW1LZGSk3v1kGxoacOrUKb2LUcyFOeX0+++/xwcffIANGzagR48e0vSIiAhkZ2fj0KFDSEtLQ1paGgYOHIgZM2bg559/NlguDMVccjpr1qxm94K2srLS+955/PHHceHCBaxYscLi/rNnLnk+fPgwMjIypPfmjBkzMHDgQKSlpZn9d62l5FCj0ei9b21sbGBtbS3tS69b3XFLDDKspKQkcfPNN4sDBw6IrVu3Cnd3d73bBl3PamtrRVBQkBg3bpzIysoSKSkpIiIiQkydOlWUlZUJLy8vMWHCBJGRkSH27NkjQkNDxfr161tc14ABA8SoUaPE4cOHxYoVK4SdnZ10q6a6ujoREhIipk2bJo4fPy5+/PFHoVarxZdfftmd3TWoq72vampqpPk2bNggbG1txbfffisyMjJEQkKCiI6OltrnzJkj/P39xa5du8SePXtEYGCgePHFF6X2q+W1qZZu5VZSUiLUarVYsGCBOHbsmJg9e7be/WXNjTnkNCUlRdjZ2Ylly5bp3ZP7/PnzLcbcUt7NiTnk9OuvvxZqtVqsWbNG5OTkiHfffVc4OjqKkydPCiGE+Ne//iVUKpXYvXu3Xs7//vvv7kiRQZhDnq80b948i7mVmxCWkcN58+YJPz8/8csvv4js7Gzx1FNPCXd3d1FSUmLgbFgWFscW6MKFC+Lee+8V9vb2ws3NTTz//PNCq9WaOiyzkZWVJeLj44WTk5Pw8vISM2bMEJcuXRJCCJGWliZuu+02oVAohLe3t3j11VdbfYhETk6OuP3226V5Fy9erNd+7NgxERcXJ5RKpejdu7d45513LHocWntfnTp1Sri7u+vdR3PRokXC29tbKBQKMWLECJGXlye1VVVViSlTpgiVSiVUKpWYOnWq3o6grbw2aq1I++OPP0R4eLhwcHAQ0dHRIjU11WA5MDRzyOnkyZMFgGZ/AQEBLcZs7sWxOeRUiMsFcGBgoHBwcBCDBg0SO3bskNp69erVYs4nTZpktLwYmrnkuSlLK44tIYcajUa88MILomfPnsLR0VEMHTpU7Nu3z6B5sEQyIXibAyIiIiIigOccExERERFJWBwTEREREemwOCYiIiIi0mFxTERERESkw+KYiIiIiEiHxTERERERkQ6LYyIiIiIiHRbHREREREQ6LI6JiIiIiHRYHBMRkcU5efIkBg4caOowiOgaxOKYiIiIiEiHxTEREVm0I0eOYODAgcjJycErr7yCPn36YMSIEYiPj8fGjRtNHR4RWRgWx0REZLEOHTqESZMmYcWKFSgpKcGWLVtw+PBhLF++HHv37jV1eERkgVgcExGRSX3++efYvn17h5crLCzEuHHjsHLlSgQGBmL37t1ITEyEra0tPD09cfvtt3c6pnfffRepqamdXp6ILBeLYyKyKDKZDDt27DB1GIiMjMQPP/xg8HlNsT5T2rp1KxYuXIibbrqpw8u6uLjAw8MD+/btAwAIIQwW18iRI5GUlISioiKDrZOILAOLYyIyqPnz52P48OFGm99c7Nu3D2PGjOnwvJ3p75XLdGTbxtaV8aurq8Ojjz6KZcuWwd3dvcPL29vbY/369Vi8eDE2b96MW265BevWrUNdXR0uXLjQpR9RN998M8aPH48XX3yx0+sgIsvE4piIrksNDQ1dWl6hUBhlXlOsryVdzU97rF69Gl5eXrjttts6vQ4nJyds2LABzz//POrr6zFy5Ej07dsX48aNQ2RkJNRqdafX/cQTT+Dbb79FYWFhp9dBRBZIEBEZSEBAgAAg/eXl5YlLly6JKVOmCCcnJ+Hq6ipmzZolNBpNq/MfPXpUxMXFCXt7e+Hj4yPefPNNvW0AEL/99luL2wcgFi1aJPr16yfs7OxEXFycOHv2rF77zJkzha+vr5gzZ46oqKgQU6dOFWq1WgQEBIjXX39dNDQ0SPOfP39eJCUlCZVKJXx9fcX8+fOFVquVYv/iiy/atd3GeVvqrxDiqn1uaZmm275afhtjW7JkiYiIiBAODg4iLi5OXLhwodX8Nc1PZ2JrK6dNJSYmNhvfriovLxdCCHHx4kURFBTUal/bKzo6WixZssQQoRGRhWBxTEQGc/78eTFnzhwRHR0tzp49K+rr68Wdd94pBg8eLFJTU8WOHTtE7969xTPPPNPq/AEBAWLmzJkiJydHrFu3TigUCrF161ZpG20Vx0OHDhXp6eliz549IiwsTCQmJuq1Dxs2TBw5ckSUlpaKe++9V8THx4sjR46IHTt2CD8/P/Hll19K8996660iNjZWHDp0SGzbtk14enqKTz/9VAjRvDi+2nYb522pvw0NDVftc2s5atz21fLbGFtwcLBISUkRBw8eFEFBQeLFF19sNX9N89OZ2NrKaVNeXl5i+/btLbZ11pgxY0RkZKQIDQ0Vn3/+eZfXN2vWLDF+/HgDREZEloLFMREZ1Lx588SwYcOEEEIcO3ZMABCZmZlS+8aNG4VCoRCVlZXN5q+rqxN79uyR2oQQ4pZbbhFvvPGG9Lqt4viXX36RXv/yyy9CLpeLixcvSu3btm0TQgiRnZ0trKys9I4sLlq0SMTGxgohhEhLSxMymUycOXNGal+6dKl49tlnhRDNi+OrbbfpvE37294+X7lM4/rak18AYsOGDVL7c889J+64445W89eYn87E1lZOmyovLxcAxKFDh1qMxVy8//77YuDAgaYOg4i6kbVxT9ogoutZeno6nJycEBoaKk0bOnQoNBoNcnJyEB4erje/tbU1VCoVHnjgAezfvx+lpaWoqqpCbGxsu7cpl//vUorBgwdDq9Xi5MmTcHFxkbYBAGlpadBqtejVq5c0f319PQICAgAAWVlZcHd3R8+ePaX26dOnd3q7relKn9ubX6VSKbXb29ujsrLyqvF0Nra2ctpUWVkZAEClUrXZT1NSqVRSrER0fWBxTERGo1Ao9IotANBqtQCAmpqaZvPX1NQgLi4OsbGxWLFiBTw8PDBhwoROb7++vh5A67f4UqvV2L9/v940GxsbAICtra3RtttUV/rc0fx2VGdiu1pOm2q8qLBp4SmTybocs6E0jl1NTU2X3gtEZHlYHBORQTUtcMLCwlBSUoLjx48jJCQEALB7927Y2tqiT58+zebPzMxEYWEh/v3vf0tHFK8s/trSWBwCwP79+yGXy9G7d+9m84WGhqKsrAz19fW48cYbAVwuahsL2z59+qC4uBgFBQXw9fUFAGzZsgUnTpzAY4891untXlkAtqfPrRWN7clvV3Q0trZy2pSzszNsbGz07iPcnh8T3a24uBheXl6mDoOIuhFv5UZEBuXm5obc3FykpaWhZ8+eSEpKwqRJk3DgwAHs2rULTz31FKZMmSLdYqvp/B4eHlAoFFi2bBny8vLwzjvvYM+ePR06Cjp//nykp6dj7969eOqpp5CUlNTiqQ19+/ZFfHw87r//fuzZswdZWVkYN24c5s6dC+By4TlixAg89NBDOHz4MHbu3Ilp06Z1ebtN+1tTUwM/P782+3zlMo2CgoLazG9XdDS2wMDAq+a0KWtra/Tr1w95eXldinHlypWYPn06kpOTceTIkS6tqyVZWVmIjIw0+HqJyHyxOCYig0pOToarqyuGDh2KwsJCfPbZZwgMDMSwYcOQmJiIu+66C0uWLGlx/rq6OnzzzTf48MMPMWDAABw7dgyTJ0/u0Dmft956Kx544AEMHz4cPXv2xIcfftjqvN9++y1CQ0MxatQoREVFwd7eHi+//LLU/s0338DOzg5RUVEYO3Yspk+f3uJR445s98r8eHh4tNnnK5dpqq38dkVnYmsrp02NHj0aGzdu1JtWUVGBmJiYdh9FTk5OxrJlyzB37lz8/PPPnepnaWkp7rzzzhbbduzYgfj4+E6tl4gsk0yY4/+xiIg6QSaT4bfffuv2J+6ZaruWLjs7G/3790d+fj6cnJwAAP/617/g4OBw1Ysfr6TVajFjxgz885//1LuAsiOmT5+OKVOmIDo6Wpq2efNmPPbYYzh+/DisrKw6tV4isjw8ckxERCYRHByMBx98EK+99po07fvvv8c999wDADh58iQiIyMxYcIEBAcHY+bMmVi7di2ioqLQr18/ZGdnQ6vVYvbs2Zg5c2a7CuOKigqMHj0a4eHhCA8Px5YtWwAAd999N/773/9K89XX1+PVV1/FW2+9xcKY6DrDC/KIiMhk3n33XQwbNgy///47oqKiUFRUpHcB3NGjR/HDDz8gKCgI/fr1g1KpxN69e7F06VJ8+OGH8PX1xV9//QWNRoPY2FgkJSXprb+iokLvVnZbtmyBm5sbNm/eDCEEysvLAQD9+/fH/Pnzpflee+013HTTTRgzZoxxE0BEZofFMRFdM0x1lhjPTus8BwcH/Pbbb6ipqUFJSUmzixj79Okj3XkjNDQUMTExAIDw8HD8/PPP+OCDD/Dcc8+1un6VSqU3PuHh4Xjqqafw3HPPITExUTqNwsPDA2fPnpXmmzp1qt79mono+sHTKoiIyKSUSiXc3d1hZ2fX7M4kjfdDBi4/aKXxtVwuR0NDQ5vrPnPmjN7rkJAQpKWloW/fvnj66aelCydrampgb28vzcfCmOj6xSPHRERkFlxdXVFdXY36+voO39+6NVeeh1xYWAhXV1dMmjQJdnZ22LZtGwDgxIkTek8aJKLrF4tjIiIyG8OGDcPevXtx6623GmX9hw8fxjPPPAMrKyvY29vjP//5DwBg586dvGUbEQHgrdyIiMiMpKSk4Msvv8Snn37ardsdOXIkVq1a1eKDW4jo+sIjx0REZDaGDBmCzMxMCCFafWy2oZWWlmLWrFksjIkIAI8cExERERFJeLcKIiIiIiIdFsdERERERDosjomIiIiIdFgcExERERHpsDgmIiIiItJhcUxEREREpMPimIiIiIhIh8UxEREREZEOi2MiIiIiIh0Wx0REREREOiyOiYiIiIh0/h9LBoiale1ddQAAAABJRU5ErkJggg==" + }, + "metadata": {} + } + ], + "execution_count": 8 + }, + { + "id": "e3153d77-e5e3-49b0-94ba-9048a71889e8", + "cell_type": "markdown", + "source": "Please note: The `earthkit-plots` does currently not support plotting data outside of years 1678 to 2262.", + "metadata": {} + }, + { + "id": "9f820694-e442-487d-981a-4fbd238a806e", + "cell_type": "code", + "source": "", + "metadata": { + "trusted": true + }, + "outputs": [], + "execution_count": null + } + ] +} \ No newline at end of file diff --git a/04-example-datasets/README.md b/04-example-datasets/README.md index b54e56f..19ab839 100644 --- a/04-example-datasets/README.md +++ b/04-example-datasets/README.md @@ -5,8 +5,10 @@ The **Online Laboratory for Data Compression** is built so you can explore vario ## Overview of the provided notebooks -- [`01-hplp.ipynb`](01-hplp.ipynb): open hplp-experiment datasets from the ECMWF S3 bucket -- [`02-OpenIFS.ipynb`](02-OpenIFS.ipynb): open OpenIFS-experiment datasets from the ECMWF S3 bucket +- [`01-hplp.ipynb`](01-hplp.ipynb): open hplp-experiment dataset from the ECMWF S3 bucket +- [`02-OpenIFS.ipynb`](02-OpenIFS.ipynb): open OpenIFS-experiment dataset from the ECMWF S3 bucket +- [`03-NextGEMS.ipynb`](03-NextGEMS.ipynb): open NextGEMS-experiment dataset from the ECMWF S3 bucket +- [`04-ICONXPP.ipynb`](04-ICONXPP.ipynb): open ICON-XPP-experiment dataset from the ECMWF S3 bucket ## License diff --git a/README.md b/README.md index a315237..ed3e82b 100644 --- a/README.md +++ b/README.md @@ -49,9 +49,10 @@ The following is an overview of all notebooks: - [`03-examples/`](03-examples/README.md): Longer walkthrough examples that apply and evaluate data compression on different variables - [`01-compressors.ipynb`](03-examples/01-compressors.ipynb): comparison of different compressors on a small temperature and specific humidity dataset - [`04-example-datasets/`](04-example-datasets/README.md): Example datasets and access via an S3 bucket - - [`01-hplp.ipynb`](04-example-datasets/01-hplp.ipynb): open hplp-experiment datasets from the ECMWF S3 bucket - - [`02-OpenIFS.ipynb`](04-example-datasets/02-OpenIFS.ipynb): open OpenIFS-experiment datasets from the ECMWF S3 bucket - + - [`01-hplp.ipynb`](04-example-datasets/01-hplp.ipynb): open hplp-experiment dataset from the ECMWF S3 bucket + - [`02-OpenIFS.ipynb`](04-example-datasets/02-OpenIFS.ipynb): open OpenIFS-experiment dataset from the ECMWF S3 bucket + - [`03-NextGEMS.ipynb`](04-example-datasets/03-NextGEMS.ipynb): open NextGEMS-experiment dataset from the ECMWF S3 bucket + - [`04-ICONXPP.ipynb`](04-example-datasets/04-ICONXPP.ipynb): open ICON-XPP-experiment dataset from the ECMWF S3 bucket ## Getting Help and Contributing