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"source": [
"# VOBS (Virtual Observatories)\n",
"\n",
"> Abstract: Geomagnetic Virtual Observatories (GVOs) spatially aggregate magnetic field measurements made by spacecraft at different times, in order to create time series of the magnetic field at 300 fixed locations (the virtual observatories). Data collected near each virtual observatory are combined by fitting to a local potential field in order to produce estimates of the observed field at monthly and four-monthly cadences. The resulting data products are suitable for studying Earth's core dynamo, being comparable to classical ground observatories but with uniform global coverage. For more information, see the [project webpage](https://www.space.dtu.dk/english/research/projects/project-descriptions/geomagnetic-virtual-observatories) and [Hammer, M.D., et al. Geomagnetic Virtual Observatories: monitoring geomagnetic secular variation with the Swarm satellites. Earth Planets Space 73, 54 (2021). https://doi.org/10.1186/s40623-021-01357-9](https://doi.org/10.1186/s40623-021-01357-9)\n",
"\n",
"See also:\n",
"\n",
" - https://nbviewer.jupyter.org/github/pacesm/jupyter_notebooks/blob/master/VOBS/VOBS_data_access.ipynb\n",
" - https://nbviewer.jupyter.org/github/pacesm/jupyter_notebooks/blob/master/VOBS/VOBS_Swarm_CHAMP_Cryosat2.ipynb\n",
" - http://www.spacecenter.dk/files/magnetic-models/GVO/GVO_Product_Definition.pdf\n",
" - (link to dashboard TBD)"
]
},
{
"cell_type": "code",
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{
"name": "stdout",
"output_type": "stream",
"text": [
"Python implementation: CPython\n",
"Python version : 3.11.6\n",
"IPython version : 8.18.0\n",
"\n",
"viresclient: 0.12.3\n",
"pandas : 2.1.3\n",
"xarray : 2023.12.0\n",
"matplotlib : 3.8.2\n",
"numpy : 1.26.0\n",
"\n"
]
}
],
"source": [
"# Show important version numbers to help debugging\n",
"%load_ext watermark\n",
"%watermark -i -v -p viresclient,pandas,xarray,matplotlib,numpy"
]
},
{
"cell_type": "code",
"execution_count": 2,
"metadata": {
"execution": {
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"outputs": [],
"source": [
"import datetime as dt\n",
"import numpy as np\n",
"import xarray as xr\n",
"import matplotlib as mpl\n",
"import matplotlib.pyplot as plt\n",
"import cartopy.crs as ccrs\n",
"import cartopy.feature as cfeature\n",
"from tqdm import tqdm\n",
"from viresclient import SwarmRequest"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Quickstart\n",
"\n",
"Core field predictions (`\"B_CF\"` and associated uncertainty `\"sigma_CF\"`) from the Swarm 1-monthly VOBS product, `\"SW_OPER_VOBS_1M_2_\"`, can be fetched with:"
]
},
{
"cell_type": "code",
"execution_count": 3,
"metadata": {
"execution": {
"iopub.execute_input": "2025-06-21T21:44:32.777247Z",
"iopub.status.busy": "2025-06-21T21:44:32.776881Z",
"iopub.status.idle": "2025-06-21T21:44:35.646534Z",
"shell.execute_reply": "2025-06-21T21:44:35.645940Z"
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"outputs": [
{
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"version_major": 2,
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"text/plain": [
" | [ Elapsed: 00:00, Remaining: ?] "
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"from viresclient import SwarmRequest\n",
"import datetime as dt\n",
"\n",
"request = SwarmRequest()\n",
"request.set_collection(\"SW_OPER_VOBS_1M_2_\")\n",
"request.set_products(\n",
" measurements=[\"SiteCode\", \"B_CF\", \"sigma_CF\"]\n",
")\n",
"data = request.get_between(\n",
" dt.datetime(2000, 1, 1),\n",
" dt.datetime.now(),\n",
" asynchronous=False, # Process synchronously (suitable for small data)\n",
" show_progress=False # Disable the downloading progress bar\n",
")"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"We can load the data as a pandas dataframe (use `expand=True` to split the vectors out into columns for each component):"
]
},
{
"cell_type": "code",
"execution_count": 4,
"metadata": {
"execution": {
"iopub.execute_input": "2025-06-21T21:44:35.648698Z",
"iopub.status.busy": "2025-06-21T21:44:35.648326Z",
"iopub.status.idle": "2025-06-21T21:44:35.720629Z",
"shell.execute_reply": "2025-06-21T21:44:35.720027Z"
}
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"outputs": [
{
"data": {
"text/html": [
"<div>\n",
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" .dataframe thead th {\n",
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"</style>\n",
"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr style=\"text-align: right;\">\n",
" <th></th>\n",
" <th>Latitude</th>\n",
" <th>Radius</th>\n",
" <th>Longitude</th>\n",
" <th>SiteCode</th>\n",
" <th>B_CF_N</th>\n",
" <th>B_CF_E</th>\n",
" <th>B_CF_C</th>\n",
" <th>sigma_CF_N</th>\n",
" <th>sigma_CF_E</th>\n",
" <th>sigma_CF_C</th>\n",
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" <tr>\n",
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" <tbody>\n",
" <tr>\n",
" <th>2025-03-15 12:00:00</th>\n",
" <td>-77.29173</td>\n",
" <td>6861200.0</td>\n",
" <td>-165.52934</td>\n",
" <td>S77W166</td>\n",
" <td>-1659.99723</td>\n",
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" <td>6.948306</td>\n",
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" </tr>\n",
" <tr>\n",
" <th>2025-03-15 12:00:00</th>\n",
" <td>-77.29173</td>\n",
" <td>6861200.0</td>\n",
" <td>-114.10077</td>\n",
" <td>S77W114</td>\n",
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" <td>2.610791</td>\n",
" <td>5.147794</td>\n",
" <td>7.928551</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2025-03-15 12:00:00</th>\n",
" <td>-77.29173</td>\n",
" <td>6861200.0</td>\n",
" <td>-62.67219</td>\n",
" <td>S77W063</td>\n",
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" <td>-34018.75447</td>\n",
" <td>2.646650</td>\n",
" <td>3.208773</td>\n",
" <td>2.465863</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2025-03-15 12:00:00</th>\n",
" <td>-77.29173</td>\n",
" <td>6861200.0</td>\n",
" <td>-11.24362</td>\n",
" <td>S77W011</td>\n",
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" <td>4.242562</td>\n",
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" </tr>\n",
" <tr>\n",
" <th>2025-03-15 12:00:00</th>\n",
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" <td>6861200.0</td>\n",
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"text/plain": [
" Latitude Radius Longitude SiteCode B_CF_N \\\n",
"Timestamp \n",
"2025-03-15 12:00:00 -77.29173 6861200.0 -165.52934 S77W166 -1659.99723 \n",
"2025-03-15 12:00:00 -77.29173 6861200.0 -114.10077 S77W114 7230.62697 \n",
"2025-03-15 12:00:00 -77.29173 6861200.0 -62.67219 S77W063 13676.14360 \n",
"2025-03-15 12:00:00 -77.29173 6861200.0 -11.24362 S77W011 13761.36345 \n",
"2025-03-15 12:00:00 -89.90000 6861200.0 0.00000 S90E000 10162.58819 \n",
"\n",
" B_CF_E B_CF_C sigma_CF_N sigma_CF_E \\\n",
"Timestamp \n",
"2025-03-15 12:00:00 9466.41664 -46018.02971 4.846682 6.948306 \n",
"2025-03-15 12:00:00 11101.56310 -39873.22506 2.610791 5.147794 \n",
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"2025-03-15 12:00:00 -6936.27266 -41157.87260 17.637059 9.164287 \n",
"\n",
" sigma_CF_C \n",
"Timestamp \n",
"2025-03-15 12:00:00 6.315719 \n",
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"2025-03-15 12:00:00 2.465863 \n",
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"2025-03-15 12:00:00 6.076086 "
]
},
"execution_count": 4,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"df = data.as_dataframe(expand=True)\n",
"df.tail()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Or as an xarray dataset (use `reshape=True` to get the data in a higher-dimensional form that more naturally accommodates the shape of the data):"
]
},
{
"cell_type": "code",
"execution_count": 5,
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" white-space: nowrap;\n",
" overflow: hidden;\n",
" text-overflow: ellipsis;\n",
" padding-right: 10px;\n",
"}\n",
"\n",
".xr-var-name:hover,\n",
".xr-var-dims:hover,\n",
".xr-var-dtype:hover,\n",
".xr-attrs dt:hover {\n",
" overflow: visible;\n",
" width: auto;\n",
" z-index: 1;\n",
"}\n",
"\n",
".xr-var-attrs,\n",
".xr-var-data,\n",
".xr-index-data {\n",
" display: none;\n",
" background-color: var(--xr-background-color) !important;\n",
" padding-bottom: 5px !important;\n",
"}\n",
"\n",
".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
".xr-var-data-in:checked ~ .xr-var-data,\n",
".xr-index-data-in:checked ~ .xr-index-data {\n",
" display: block;\n",
"}\n",
"\n",
".xr-var-data > table {\n",
" float: right;\n",
"}\n",
"\n",
".xr-var-name span,\n",
".xr-var-data,\n",
".xr-index-name div,\n",
".xr-index-data,\n",
".xr-attrs {\n",
" padding-left: 25px !important;\n",
"}\n",
"\n",
".xr-attrs,\n",
".xr-var-attrs,\n",
".xr-var-data,\n",
".xr-index-data {\n",
" grid-column: 1 / -1;\n",
"}\n",
"\n",
"dl.xr-attrs {\n",
" padding: 0;\n",
" margin: 0;\n",
" display: grid;\n",
" grid-template-columns: 125px auto;\n",
"}\n",
"\n",
".xr-attrs dt,\n",
".xr-attrs dd {\n",
" padding: 0;\n",
" margin: 0;\n",
" float: left;\n",
" padding-right: 10px;\n",
" width: auto;\n",
"}\n",
"\n",
".xr-attrs dt {\n",
" font-weight: normal;\n",
" grid-column: 1;\n",
"}\n",
"\n",
".xr-attrs dt:hover span {\n",
" display: inline-block;\n",
" background: var(--xr-background-color);\n",
" padding-right: 10px;\n",
"}\n",
"\n",
".xr-attrs dd {\n",
" grid-column: 2;\n",
" white-space: pre-wrap;\n",
" word-break: break-all;\n",
"}\n",
"\n",
".xr-icon-database,\n",
".xr-icon-file-text2,\n",
".xr-no-icon {\n",
" display: inline-block;\n",
" vertical-align: middle;\n",
" width: 1em;\n",
" height: 1.5em !important;\n",
" stroke-width: 0;\n",
" stroke: currentColor;\n",
" fill: currentColor;\n",
"}\n",
"</style><pre class='xr-text-repr-fallback'><xarray.Dataset>\n",
"Dimensions: (Timestamp: 136, SiteCode: 300, NEC: 3)\n",
"Coordinates:\n",
" * Timestamp (Timestamp) datetime64[ns] 2013-12-15T12:00:00 ... 2025-03-15T...\n",
" Latitude (SiteCode) float64 5.964 5.964 5.964 ... -77.29 -77.29 -89.9\n",
" Longitude (SiteCode) float64 1.844 13.46 25.07 36.68 ... -114.1 -165.5 0.0\n",
" Radius (SiteCode) float64 6.861e+06 6.861e+06 ... 6.861e+06 6.861e+06\n",
" * NEC (NEC) <U1 'N' 'E' 'C'\n",
" * SiteCode (SiteCode) <U7 'N06E002' 'N06E013' ... 'S77W166' 'S90E000'\n",
"Data variables:\n",
" B_CF (SiteCode, Timestamp, NEC) float64 nan nan ... -4.116e+04\n",
" sigma_CF (SiteCode, Timestamp, NEC) float64 nan nan nan ... 9.164 6.076\n",
"Attributes:\n",
" Sources: ['SW_OPER_VOBS_1M_2__20131215T000000_20250315T000000_0201']\n",
" MagneticModels: []\n",
" AppliedFilters: []</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-80504ace-2cdf-4599-960d-6ae95cff9ffa' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-80504ace-2cdf-4599-960d-6ae95cff9ffa' class='xr-section-summary' title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>Timestamp</span>: 136</li><li><span class='xr-has-index'>SiteCode</span>: 300</li><li><span class='xr-has-index'>NEC</span>: 3</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-91f4afa9-1711-41b1-929d-2c3c67df9fba' class='xr-section-summary-in' type='checkbox' checked><label for='section-91f4afa9-1711-41b1-929d-2c3c67df9fba' class='xr-section-summary' >Coordinates: <span>(6)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>Timestamp</span></div><div class='xr-var-dims'>(Timestamp)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2013-12-15T12:00:00 ... 2025-03-...</div><input id='attrs-eeb94e18-45ad-44a9-b0a2-8e83c202cbbb' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-eeb94e18-45ad-44a9-b0a2-8e83c202cbbb' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0ebd285e-44f4-438d-9bfa-7a28b3e34a17' class='xr-var-data-in' type='checkbox'><label for='data-0ebd285e-44f4-438d-9bfa-7a28b3e34a17' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>description :</span></dt><dd>Time of observation</dd></dl></div><div class='xr-var-data'><pre>array(['2013-12-15T12:00:00.000000000', '2014-01-15T12:00:00.000000000',\n",
" '2014-02-15T12:00:00.000000000', '2014-03-15T12:00:00.000000000',\n",
" '2014-04-15T12:00:00.000000000', '2014-05-15T12:00:00.000000000',\n",
" '2014-06-15T12:00:00.000000000', '2014-07-15T12:00:00.000000000',\n",
" '2014-08-15T12:00:00.000000000', '2014-09-15T12:00:00.000000000',\n",
" '2014-10-15T12:00:00.000000000', '2014-11-15T12:00:00.000000000',\n",
" '2014-12-15T12:00:00.000000000', '2015-01-15T12:00:00.000000000',\n",
" '2015-02-15T12:00:00.000000000', '2015-03-15T12:00:00.000000000',\n",
" '2015-04-15T12:00:00.000000000', '2015-05-15T12:00:00.000000000',\n",
" '2015-06-15T12:00:00.000000000', '2015-07-15T12:00:00.000000000',\n",
" '2015-08-15T12:00:00.000000000', '2015-09-15T12:00:00.000000000',\n",
" '2015-10-15T12:00:00.000000000', '2015-11-15T12:00:00.000000000',\n",
" '2015-12-15T12:00:00.000000000', '2016-01-15T12:00:00.000000000',\n",
" '2016-02-15T12:00:00.000000000', '2016-03-15T12:00:00.000000000',\n",
" '2016-04-15T12:00:00.000000000', '2016-05-15T12:00:00.000000000',\n",
" '2016-06-15T12:00:00.000000000', '2016-07-15T12:00:00.000000000',\n",
" '2016-08-15T12:00:00.000000000', '2016-09-15T12:00:00.000000000',\n",
" '2016-10-15T12:00:00.000000000', '2016-11-15T12:00:00.000000000',\n",
" '2016-12-15T12:00:00.000000000', '2017-01-15T12:00:00.000000000',\n",
" '2017-02-15T12:00:00.000000000', '2017-03-15T12:00:00.000000000',\n",
" '2017-04-15T12:00:00.000000000', '2017-05-15T12:00:00.000000000',\n",
" '2017-06-15T12:00:00.000000000', '2017-07-15T12:00:00.000000000',\n",
" '2017-08-15T12:00:00.000000000', '2017-09-15T12:00:00.000000000',\n",
" '2017-10-15T12:00:00.000000000', '2017-11-15T12:00:00.000000000',\n",
" '2017-12-15T12:00:00.000000000', '2018-01-15T12:00:00.000000000',\n",
" '2018-02-15T12:00:00.000000000', '2018-03-15T12:00:00.000000000',\n",
" '2018-04-15T12:00:00.000000000', '2018-05-15T12:00:00.000000000',\n",
" '2018-06-15T12:00:00.000000000', '2018-07-15T12:00:00.000000000',\n",
" '2018-08-15T12:00:00.000000000', '2018-09-15T12:00:00.000000000',\n",
" '2018-10-15T12:00:00.000000000', '2018-11-15T12:00:00.000000000',\n",
" '2018-12-15T12:00:00.000000000', '2019-01-15T12:00:00.000000000',\n",
" '2019-02-15T12:00:00.000000000', '2019-03-15T12:00:00.000000000',\n",
" '2019-04-15T12:00:00.000000000', '2019-05-15T12:00:00.000000000',\n",
" '2019-06-15T12:00:00.000000000', '2019-07-15T12:00:00.000000000',\n",
" '2019-08-15T12:00:00.000000000', '2019-09-15T12:00:00.000000000',\n",
" '2019-10-15T12:00:00.000000000', '2019-11-15T12:00:00.000000000',\n",
" '2019-12-15T12:00:00.000000000', '2020-01-15T12:00:00.000000000',\n",
" '2020-02-15T12:00:00.000000000', '2020-03-15T12:00:00.000000000',\n",
" '2020-04-15T12:00:00.000000000', '2020-05-15T12:00:00.000000000',\n",
" '2020-06-15T12:00:00.000000000', '2020-07-15T12:00:00.000000000',\n",
" '2020-08-15T12:00:00.000000000', '2020-09-15T12:00:00.000000000',\n",
" '2020-10-15T12:00:00.000000000', '2020-11-15T12:00:00.000000000',\n",
" '2020-12-15T12:00:00.000000000', '2021-01-15T12:00:00.000000000',\n",
" '2021-02-15T12:00:00.000000000', '2021-03-15T12:00:00.000000000',\n",
" '2021-04-15T12:00:00.000000000', '2021-05-15T12:00:00.000000000',\n",
" '2021-06-15T12:00:00.000000000', '2021-07-15T12:00:00.000000000',\n",
" '2021-08-15T12:00:00.000000000', '2021-09-15T12:00:00.000000000',\n",
" '2021-10-15T12:00:00.000000000', '2021-11-15T12:00:00.000000000',\n",
" '2021-12-15T12:00:00.000000000', '2022-01-15T12:00:00.000000000',\n",
" '2022-02-15T12:00:00.000000000', '2022-03-15T12:00:00.000000000',\n",
" '2022-04-15T12:00:00.000000000', '2022-05-15T12:00:00.000000000',\n",
" '2022-06-15T12:00:00.000000000', '2022-07-15T12:00:00.000000000',\n",
" '2022-08-15T12:00:00.000000000', '2022-09-15T12:00:00.000000000',\n",
" '2022-10-15T12:00:00.000000000', '2022-11-15T12:00:00.000000000',\n",
" '2022-12-15T12:00:00.000000000', '2023-01-15T12:00:00.000000000',\n",
" '2023-02-15T12:00:00.000000000', '2023-03-15T12:00:00.000000000',\n",
" '2023-04-15T12:00:00.000000000', '2023-05-15T12:00:00.000000000',\n",
" '2023-06-15T12:00:00.000000000', '2023-07-15T12:00:00.000000000',\n",
" '2023-08-15T12:00:00.000000000', '2023-09-15T12:00:00.000000000',\n",
" '2023-10-15T12:00:00.000000000', '2023-11-15T12:00:00.000000000',\n",
" '2023-12-15T12:00:00.000000000', '2024-01-15T12:00:00.000000000',\n",
" '2024-02-15T12:00:00.000000000', '2024-03-15T12:00:00.000000000',\n",
" '2024-04-15T12:00:00.000000000', '2024-05-15T12:00:00.000000000',\n",
" '2024-06-15T12:00:00.000000000', '2024-07-15T12:00:00.000000000',\n",
" '2024-08-15T12:00:00.000000000', '2024-09-15T12:00:00.000000000',\n",
" '2024-10-15T12:00:00.000000000', '2024-11-15T12:00:00.000000000',\n",
" '2024-12-15T12:00:00.000000000', '2025-01-15T12:00:00.000000000',\n",
" '2025-02-15T12:00:00.000000000', '2025-03-15T12:00:00.000000000'],\n",
" dtype='datetime64[ns]')</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>Latitude</span></div><div class='xr-var-dims'>(SiteCode)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>5.964 5.964 5.964 ... -77.29 -89.9</div><input id='attrs-37e7890a-2975-44f6-ae53-537c8b4223a2' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-37e7890a-2975-44f6-ae53-537c8b4223a2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-629abc0b-3692-4d5c-b81c-3d7a9a55a7f7' class='xr-var-data-in' type='checkbox'><label for='data-629abc0b-3692-4d5c-b81c-3d7a9a55a7f7' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>deg</dd><dt><span>description :</span></dt><dd>Geocentric latitude</dd></dl></div><div class='xr-var-data'><pre>array([ 5.96354, 5.96354, 5.96354, 5.96354, 5.96354, 5.96354,\n",
" 5.96354, 5.96354, 5.96354, 5.96354, 5.96354, 5.96354,\n",
" 5.96354, 5.96354, 5.96354, 5.96354, 5.96354, 5.96354,\n",
" 5.96354, 5.96354, 5.96354, 5.96354, 5.96354, 5.96354,\n",
" 5.96354, 5.96354, 5.96354, 5.96354, 5.96354, 5.96354,\n",
" 5.96354, 17.96135, 17.96135, 17.96135, 17.96135, 17.96135,\n",
" 17.96135, 17.96135, 17.96135, 17.96135, 17.96135, 17.96135,\n",
" 17.96135, 17.96135, 17.96135, 17.96135, 17.96135, 17.96135,\n",
" 17.96135, 17.96135, 17.96135, 17.96135, 17.96135, 17.96135,\n",
" 17.96135, 17.96135, 17.96135, 17.96135, 17.96135, 17.96135,\n",
" 17.96135, 29.95822, 29.95822, 29.95822, 29.95822, 29.95822,\n",
" 29.95822, 29.95822, 29.95822, 29.95822, 29.95822, 29.95822,\n",
" 29.95822, 29.95822, 29.95822, 29.95822, 29.95822, 29.95822,\n",
" 29.95822, 29.95822, 29.95822, 29.95822, 29.95822, 29.95822,\n",
" 29.95822, 29.95822, 29.95822, 29.95822, 41.82612, 41.82612,\n",
" 41.82612, 41.82612, 41.82612, 41.82612, 41.82612, 41.82612,\n",
" 41.82612, 41.82612, 41.82612, 41.82612, 41.82612, 41.82612,\n",
" 41.82612, 41.82612, 41.82612, 41.82612, 41.82612, 41.82612,\n",
" 41.82612, 41.82612, 41.82612, 53.524 , 53.524 , 53.524 ,\n",
" 53.524 , 53.524 , 53.524 , 53.524 , 53.524 , 53.524 ,\n",
"...\n",
" -5.96354, -17.96135, -17.96135, -17.96135, -17.96135, -17.96135,\n",
" -17.96135, -17.96135, -17.96135, -17.96135, -17.96135, -17.96135,\n",
" -17.96135, -17.96135, -17.96135, -17.96135, -17.96135, -17.96135,\n",
" -17.96135, -17.96135, -17.96135, -17.96135, -17.96135, -17.96135,\n",
" -17.96135, -17.96135, -17.96135, -17.96135, -17.96135, -17.96135,\n",
" -17.96135, -29.95822, -29.95822, -29.95822, -29.95822, -29.95822,\n",
" -29.95822, -29.95822, -29.95822, -29.95822, -29.95822, -29.95822,\n",
" -29.95822, -29.95822, -29.95822, -29.95822, -29.95822, -29.95822,\n",
" -29.95822, -29.95822, -29.95822, -29.95822, -29.95822, -29.95822,\n",
" -29.95822, -29.95822, -29.95822, -29.95822, -41.82612, -41.82612,\n",
" -41.82612, -41.82612, -41.82612, -41.82612, -41.82612, -41.82612,\n",
" -41.82612, -41.82612, -41.82612, -41.82612, -41.82612, -41.82612,\n",
" -41.82612, -41.82612, -41.82612, -41.82612, -41.82612, -41.82612,\n",
" -41.82612, -41.82612, -41.82612, -53.524 , -53.524 , -53.524 ,\n",
" -53.524 , -53.524 , -53.524 , -53.524 , -53.524 , -53.524 ,\n",
" -53.524 , -53.524 , -53.524 , -53.524 , -53.524 , -53.524 ,\n",
" -53.524 , -53.524 , -53.524 , -65.25984, -65.25984, -65.25984,\n",
" -65.25984, -65.25984, -65.25984, -65.25984, -65.25984, -65.25984,\n",
" -65.25984, -65.25984, -65.25984, -65.25984, -77.29173, -77.29173,\n",
" -77.29173, -77.29173, -77.29173, -77.29173, -77.29173, -89.9 ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>Longitude</span></div><div class='xr-var-dims'>(SiteCode)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>1.844 13.46 25.07 ... -165.5 0.0</div><input id='attrs-8ce50737-3323-4245-bedb-bebb2903f60c' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-8ce50737-3323-4245-bedb-bebb2903f60c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a20e4bb3-8d00-4289-8fd4-b16bc2db11c7' class='xr-var-data-in' type='checkbox'><label for='data-a20e4bb3-8d00-4289-8fd4-b16bc2db11c7' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>deg</dd><dt><span>description :</span></dt><dd>Geocentric longitude</dd></dl></div><div class='xr-var-data'><pre>array([ 1.84363, 13.45653, 25.06943, 36.68234, 48.29524,\n",
" 59.90814, 71.52105, 83.13395, 94.74685, 106.35976,\n",
" 117.97266, 129.58556, 141.19846, 152.81137, 164.42427,\n",
" 176.03717, -9.76928, -21.38218, -32.99508, -44.60799,\n",
" -56.22089, -67.83379, -79.4467 , -91.0596 , -102.6725 ,\n",
" -114.28541, -125.89831, -137.51121, -149.12412, -160.73702,\n",
" -172.34992, 2.42427, 14.42427, 26.42427, 38.42427,\n",
" 50.42427, 62.42427, 74.42427, 86.42427, 98.42427,\n",
" 110.42427, 122.42427, 134.42427, 146.42427, 158.42427,\n",
" 170.42427, -9.57573, -21.57573, -33.57573, -45.57573,\n",
" -57.57573, -69.57573, -81.57573, -93.57573, -105.57573,\n",
" -117.57573, -129.57573, -141.57573, -153.57573, -165.57573,\n",
" -177.57573, 4.42427, 17.7576 , 31.09094, 44.42427,\n",
" 57.7576 , 71.09094, 84.42427, 97.7576 , 111.09094,\n",
" 124.42427, 137.7576 , 151.09094, 164.42427, 177.7576 ,\n",
" -8.90906, -22.2424 , -35.57573, -48.90906, -62.2424 ,\n",
" -75.57573, -88.90906, -102.2424 , -115.57573, -128.90906,\n",
" -142.2424 , -155.57573, -168.90906, 8.7721 , 24.42427,\n",
" 40.07645, 55.72862, 71.38079, 87.03297, 102.68514,\n",
" 118.33731, 133.98949, 149.64166, 165.29384, -6.88008,\n",
"...\n",
" -51.38218, -63.38218, -75.38218, -87.38218, -99.38218,\n",
" -111.38218, -123.38218, -135.38218, -147.38218, -159.38218,\n",
" -171.38218, 11.95115, 25.28449, 38.61782, 51.95115,\n",
" 65.28449, 78.61782, 91.95115, 105.28449, 118.61782,\n",
" 131.95115, 145.28449, 158.61782, 171.95115, -1.38218,\n",
" -14.71551, -28.04885, -41.38218, -54.71551, -68.04885,\n",
" -81.38218, -94.71551, -108.04885, -121.38218, -134.71551,\n",
" -148.04885, -161.38218, -174.71551, 1.22652, 16.87869,\n",
" 32.53086, 48.18304, 63.83521, 79.48738, 95.13956,\n",
" 110.79173, 126.44391, 142.09608, 157.74825, 173.40043,\n",
" -14.42566, -30.07783, -45.73001, -61.38218, -77.03435,\n",
" -92.68653, -108.3387 , -123.99088, -139.64305, -155.29522,\n",
" -170.9474 , 6.00912, 26.00912, 46.00912, 66.00912,\n",
" 86.00912, 106.00912, 126.00912, 146.00912, 166.00912,\n",
" -13.99088, -33.99088, -53.99088, -73.99088, -93.99088,\n",
" -113.99088, -133.99088, -153.99088, -173.99088, 14.47066,\n",
" 42.16297, 69.85528, 97.54759, 125.23989, 152.9322 ,\n",
" -13.22165, -40.91395, -68.60626, -96.29857, -123.99088,\n",
" -151.68318, -179.37549, 40.18495, 91.61352, 143.04209,\n",
" -11.24362, -62.67219, -114.10077, -165.52934, 0. ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>Radius</span></div><div class='xr-var-dims'>(SiteCode)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>6.861e+06 6.861e+06 ... 6.861e+06</div><input id='attrs-3e221ab8-ea75-4223-83ca-47efb46bcf0e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-3e221ab8-ea75-4223-83ca-47efb46bcf0e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-097ccf3b-2ca3-4c0e-8fac-2a3cdc27f2ff' class='xr-var-data-in' type='checkbox'><label for='data-097ccf3b-2ca3-4c0e-8fac-2a3cdc27f2ff' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>m</dd><dt><span>description :</span></dt><dd>Radius</dd></dl></div><div class='xr-var-data'><pre>array([6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
"...\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>NEC</span></div><div class='xr-var-dims'>(NEC)</div><div class='xr-var-dtype'><U1</div><div class='xr-var-preview xr-preview'>'N' 'E' 'C'</div><input id='attrs-c858c4bc-3cc0-4dd3-a158-5baef1a9b576' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c858c4bc-3cc0-4dd3-a158-5baef1a9b576' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1539a329-0678-44f0-abc6-89284d7010c4' class='xr-var-data-in' type='checkbox'><label for='data-1539a329-0678-44f0-abc6-89284d7010c4' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd></dd><dt><span>description :</span></dt><dd>NEC frame - North, East, Centre (down)</dd></dl></div><div class='xr-var-data'><pre>array(['N', 'E', 'C'], dtype='<U1')</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>SiteCode</span></div><div class='xr-var-dims'>(SiteCode)</div><div class='xr-var-dtype'><U7</div><div class='xr-var-preview xr-preview'>'N06E002' 'N06E013' ... 'S90E000'</div><input id='attrs-f3499063-59af-4ea7-8118-9a5f14454f6f' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f3499063-59af-4ea7-8118-9a5f14454f6f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3fe6d6ae-06dd-49be-93e7-b8e7780dd4ae' class='xr-var-data-in' type='checkbox'><label for='data-3fe6d6ae-06dd-49be-93e7-b8e7780dd4ae' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>-</dd><dt><span>description :</span></dt><dd>Seven letter virtual observatory identification code associated with datum</dd></dl></div><div class='xr-var-data'><pre>array(['N06E002', 'N06E013', 'N06E025', ..., 'S77W114', 'S77W166', 'S90E000'],\n",
" dtype='<U7')</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-2880dc95-7537-4be3-8e36-ab2615ce18ce' class='xr-section-summary-in' type='checkbox' checked><label for='section-2880dc95-7537-4be3-8e36-ab2615ce18ce' class='xr-section-summary' >Data variables: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>B_CF</span></div><div class='xr-var-dims'>(SiteCode, Timestamp, NEC)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>nan nan ... -6.936e+03 -4.116e+04</div><input id='attrs-c414c6a5-0370-48b3-a7eb-d7b7db5e4770' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c414c6a5-0370-48b3-a7eb-d7b7db5e4770' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-bf721f55-d9a4-45f7-920a-d1c951068e6b' class='xr-var-data-in' type='checkbox'><label for='data-bf721f55-d9a4-45f7-920a-d1c951068e6b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>nT</dd><dt><span>description :</span></dt><dd>Estimated core GVO magnetic field, spherical polar (r,theta,phi) vector components [i.e (-C,-N,E) components in NEC frame]</dd></dl></div><div class='xr-var-data'><pre>array([[[ nan, nan, nan],\n",
" [ nan, nan, nan],\n",
" [ nan, nan, nan],\n",
" ...,\n",
" [ 2.44467404e+04, -1.05753846e+03, -5.41284009e+03],\n",
" [ 2.44444249e+04, -1.05404249e+03, -5.41695274e+03],\n",
" [ 2.44458180e+04, -1.05375267e+03, -5.41469374e+03]],\n",
"\n",
" [[ nan, nan, nan],\n",
" [ nan, nan, nan],\n",
" [ nan, nan, nan],\n",
" ...,\n",
" [ 2.52490797e+04, 1.71676400e+01, -4.85958908e+03],\n",
" [ 2.52494020e+04, 1.98278400e+01, -4.86109595e+03],\n",
" [ 2.52467715e+04, 2.18596600e+01, -4.85722121e+03]],\n",
"\n",
" [[ nan, nan, nan],\n",
" [ nan, nan, nan],\n",
" [ nan, nan, nan],\n",
" ...,\n",
"...\n",
" ...,\n",
" [ 7.22736318e+03, 1.11166290e+04, -3.98920297e+04],\n",
" [ 7.23048552e+03, 1.11053491e+04, -3.98712814e+04],\n",
" [ 7.23062697e+03, 1.11015631e+04, -3.98732251e+04]],\n",
"\n",
" [[ nan, nan, nan],\n",
" [ nan, nan, nan],\n",
" [ nan, nan, nan],\n",
" ...,\n",
" [-1.67255890e+03, 9.44207906e+03, -4.60491940e+04],\n",
" [-1.66268608e+03, 9.46001596e+03, -4.60279987e+04],\n",
" [-1.65999723e+03, 9.46641664e+03, -4.60180297e+04]],\n",
"\n",
" [[ nan, nan, nan],\n",
" [ nan, nan, nan],\n",
" [ nan, nan, nan],\n",
" ...,\n",
" [ 1.02101597e+04, -6.91524928e+03, -4.11483566e+04],\n",
" [ 1.01895958e+04, -6.92721754e+03, -4.11473121e+04],\n",
" [ 1.01625882e+04, -6.93627266e+03, -4.11578726e+04]]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sigma_CF</span></div><div class='xr-var-dims'>(SiteCode, Timestamp, NEC)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>nan nan nan ... 17.64 9.164 6.076</div><input id='attrs-6b093436-ce01-44a5-8bf7-a9f210cebcd8' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-6b093436-ce01-44a5-8bf7-a9f210cebcd8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e5e641fe-b033-410d-ab47-13874635ee24' class='xr-var-data-in' type='checkbox'><label for='data-e5e641fe-b033-410d-ab47-13874635ee24' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>nT</dd><dt><span>description :</span></dt><dd>Core field estimated error</dd></dl></div><div class='xr-var-data'><pre>array([[[ nan, nan, nan],\n",
" [ nan, nan, nan],\n",
" [ nan, nan, nan],\n",
" ...,\n",
" [ 3.75829946, 1.17337168, 1.91124661],\n",
" [ 3.75829946, 1.17337168, 1.91124661],\n",
" [ 3.75829946, 1.17337168, 1.91124661]],\n",
"\n",
" [[ nan, nan, nan],\n",
" [ nan, nan, nan],\n",
" [ nan, nan, nan],\n",
" ...,\n",
" [ 3.72767432, 0.8707313 , 4.08991808],\n",
" [ 3.72767432, 0.8707313 , 4.08991808],\n",
" [ 3.72767432, 0.8707313 , 4.08991808]],\n",
"\n",
" [[ nan, nan, nan],\n",
" [ nan, nan, nan],\n",
" [ nan, nan, nan],\n",
" ...,\n",
"...\n",
" ...,\n",
" [ 2.61079147, 5.14779394, 7.92855076],\n",
" [ 2.61079147, 5.14779394, 7.92855076],\n",
" [ 2.61079147, 5.14779394, 7.92855076]],\n",
"\n",
" [[ nan, nan, nan],\n",
" [ nan, nan, nan],\n",
" [ nan, nan, nan],\n",
" ...,\n",
" [ 4.8466823 , 6.94830628, 6.31571869],\n",
" [ 4.8466823 , 6.94830628, 6.31571869],\n",
" [ 4.8466823 , 6.94830628, 6.31571869]],\n",
"\n",
" [[ nan, nan, nan],\n",
" [ nan, nan, nan],\n",
" [ nan, nan, nan],\n",
" ...,\n",
" [17.63705938, 9.16428702, 6.07608608],\n",
" [17.63705938, 9.16428702, 6.07608608],\n",
" [17.63705938, 9.16428702, 6.07608608]]])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-83b1d8cd-53de-4fff-97ef-2a7957dadc8c' class='xr-section-summary-in' type='checkbox' ><label for='section-83b1d8cd-53de-4fff-97ef-2a7957dadc8c' class='xr-section-summary' >Indexes: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>Timestamp</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-0275adfe-00e5-408e-8848-906669a1344d' class='xr-index-data-in' type='checkbox'/><label for='index-0275adfe-00e5-408e-8848-906669a1344d' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(DatetimeIndex(['2013-12-15 12:00:00', '2014-01-15 12:00:00',\n",
" '2014-02-15 12:00:00', '2014-03-15 12:00:00',\n",
" '2014-04-15 12:00:00', '2014-05-15 12:00:00',\n",
" '2014-06-15 12:00:00', '2014-07-15 12:00:00',\n",
" '2014-08-15 12:00:00', '2014-09-15 12:00:00',\n",
" ...\n",
" '2024-06-15 12:00:00', '2024-07-15 12:00:00',\n",
" '2024-08-15 12:00:00', '2024-09-15 12:00:00',\n",
" '2024-10-15 12:00:00', '2024-11-15 12:00:00',\n",
" '2024-12-15 12:00:00', '2025-01-15 12:00:00',\n",
" '2025-02-15 12:00:00', '2025-03-15 12:00:00'],\n",
" dtype='datetime64[ns]', name='Timestamp', length=136, freq=None))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>NEC</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-846547d1-f6ea-497b-af9e-595e809981c5' class='xr-index-data-in' type='checkbox'/><label for='index-846547d1-f6ea-497b-af9e-595e809981c5' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index(['N', 'E', 'C'], dtype='object', name='NEC'))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>SiteCode</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-0c51f757-05c8-4b48-b8c6-f4e268fe9d0a' class='xr-index-data-in' type='checkbox'/><label for='index-0c51f757-05c8-4b48-b8c6-f4e268fe9d0a' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index(['N06E002', 'N06E013', 'N06E025', 'N06E037', 'N06E048', 'N06E060',\n",
" 'N06E072', 'N06E083', 'N06E095', 'N06E106',\n",
" ...\n",
" 'S65W152', 'S65W179', 'S77E040', 'S77E092', 'S77E143', 'S77W011',\n",
" 'S77W063', 'S77W114', 'S77W166', 'S90E000'],\n",
" dtype='object', name='SiteCode', length=300))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-eb3f34b5-138b-4ef3-bb3d-05f43a3c8e2b' class='xr-section-summary-in' type='checkbox' checked><label for='section-eb3f34b5-138b-4ef3-bb3d-05f43a3c8e2b' class='xr-section-summary' >Attributes: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>Sources :</span></dt><dd>['SW_OPER_VOBS_1M_2__20131215T000000_20250315T000000_0201']</dd><dt><span>MagneticModels :</span></dt><dd>[]</dd><dt><span>AppliedFilters :</span></dt><dd>[]</dd></dl></div></li></ul></div></div>"
],
"text/plain": [
"<xarray.Dataset>\n",
"Dimensions: (Timestamp: 136, SiteCode: 300, NEC: 3)\n",
"Coordinates:\n",
" * Timestamp (Timestamp) datetime64[ns] 2013-12-15T12:00:00 ... 2025-03-15T...\n",
" Latitude (SiteCode) float64 5.964 5.964 5.964 ... -77.29 -77.29 -89.9\n",
" Longitude (SiteCode) float64 1.844 13.46 25.07 36.68 ... -114.1 -165.5 0.0\n",
" Radius (SiteCode) float64 6.861e+06 6.861e+06 ... 6.861e+06 6.861e+06\n",
" * NEC (NEC) <U1 'N' 'E' 'C'\n",
" * SiteCode (SiteCode) <U7 'N06E002' 'N06E013' ... 'S77W166' 'S90E000'\n",
"Data variables:\n",
" B_CF (SiteCode, Timestamp, NEC) float64 nan nan ... -4.116e+04\n",
" sigma_CF (SiteCode, Timestamp, NEC) float64 nan nan nan ... 9.164 6.076\n",
"Attributes:\n",
" Sources: ['SW_OPER_VOBS_1M_2__20131215T000000_20250315T000000_0201']\n",
" MagneticModels: []\n",
" AppliedFilters: []"
]
},
"execution_count": 5,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"ds = data.as_xarray(reshape=True)\n",
"ds"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"The `\"SiteCode\"` variable is set as an index of the dataset (only when we specify `reshape=True` above) so we can quickly extract the data for a particular virtual observatory:"
]
},
{
"cell_type": "code",
"execution_count": 6,
"metadata": {
"execution": {
"iopub.execute_input": "2025-06-21T21:44:36.420172Z",
"iopub.status.busy": "2025-06-21T21:44:36.419701Z",
"iopub.status.idle": "2025-06-21T21:44:36.439551Z",
"shell.execute_reply": "2025-06-21T21:44:36.438914Z"
}
},
"outputs": [
{
"data": {
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"</style><pre class='xr-text-repr-fallback'><xarray.Dataset>\n",
"Dimensions: (Timestamp: 136, NEC: 3)\n",
"Coordinates:\n",
" * Timestamp (Timestamp) datetime64[ns] 2013-12-15T12:00:00 ... 2025-03-15T...\n",
" Latitude float64 89.9\n",
" Longitude float64 0.0\n",
" Radius float64 6.861e+06\n",
" * NEC (NEC) <U1 'N' 'E' 'C'\n",
" SiteCode <U7 'N90E000'\n",
"Data variables:\n",
" B_CF (Timestamp, NEC) float64 nan nan nan ... 1.11e+03 52.74 4.621e+04\n",
" sigma_CF (Timestamp, NEC) float64 nan nan nan nan ... 8.613 6.693 8.488\n",
"Attributes:\n",
" Sources: ['SW_OPER_VOBS_1M_2__20131215T000000_20250315T000000_0201']\n",
" MagneticModels: []\n",
" AppliedFilters: []</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-be430186-e4a8-4674-b0a5-5df900eba282' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-be430186-e4a8-4674-b0a5-5df900eba282' class='xr-section-summary' title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>Timestamp</span>: 136</li><li><span class='xr-has-index'>NEC</span>: 3</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-d40a2541-f3f4-46b4-9f9e-7b3ce774b323' class='xr-section-summary-in' type='checkbox' checked><label for='section-d40a2541-f3f4-46b4-9f9e-7b3ce774b323' class='xr-section-summary' >Coordinates: <span>(6)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>Timestamp</span></div><div class='xr-var-dims'>(Timestamp)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2013-12-15T12:00:00 ... 2025-03-...</div><input id='attrs-34bad615-32a9-40f3-a5b5-eaf11d0cda58' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-34bad615-32a9-40f3-a5b5-eaf11d0cda58' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7a786051-b268-49ae-bf37-0d5f7ad5e3a0' class='xr-var-data-in' type='checkbox'><label for='data-7a786051-b268-49ae-bf37-0d5f7ad5e3a0' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>description :</span></dt><dd>Time of observation</dd></dl></div><div class='xr-var-data'><pre>array(['2013-12-15T12:00:00.000000000', '2014-01-15T12:00:00.000000000',\n",
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" '2014-06-15T12:00:00.000000000', '2014-07-15T12:00:00.000000000',\n",
" '2014-08-15T12:00:00.000000000', '2014-09-15T12:00:00.000000000',\n",
" '2014-10-15T12:00:00.000000000', '2014-11-15T12:00:00.000000000',\n",
" '2014-12-15T12:00:00.000000000', '2015-01-15T12:00:00.000000000',\n",
" '2015-02-15T12:00:00.000000000', '2015-03-15T12:00:00.000000000',\n",
" '2015-04-15T12:00:00.000000000', '2015-05-15T12:00:00.000000000',\n",
" '2015-06-15T12:00:00.000000000', '2015-07-15T12:00:00.000000000',\n",
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" '2015-10-15T12:00:00.000000000', '2015-11-15T12:00:00.000000000',\n",
" '2015-12-15T12:00:00.000000000', '2016-01-15T12:00:00.000000000',\n",
" '2016-02-15T12:00:00.000000000', '2016-03-15T12:00:00.000000000',\n",
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" '2016-06-15T12:00:00.000000000', '2016-07-15T12:00:00.000000000',\n",
" '2016-08-15T12:00:00.000000000', '2016-09-15T12:00:00.000000000',\n",
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" '2018-02-15T12:00:00.000000000', '2018-03-15T12:00:00.000000000',\n",
" '2018-04-15T12:00:00.000000000', '2018-05-15T12:00:00.000000000',\n",
" '2018-06-15T12:00:00.000000000', '2018-07-15T12:00:00.000000000',\n",
" '2018-08-15T12:00:00.000000000', '2018-09-15T12:00:00.000000000',\n",
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" '2018-12-15T12:00:00.000000000', '2019-01-15T12:00:00.000000000',\n",
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" '2019-08-15T12:00:00.000000000', '2019-09-15T12:00:00.000000000',\n",
" '2019-10-15T12:00:00.000000000', '2019-11-15T12:00:00.000000000',\n",
" '2019-12-15T12:00:00.000000000', '2020-01-15T12:00:00.000000000',\n",
" '2020-02-15T12:00:00.000000000', '2020-03-15T12:00:00.000000000',\n",
" '2020-04-15T12:00:00.000000000', '2020-05-15T12:00:00.000000000',\n",
" '2020-06-15T12:00:00.000000000', '2020-07-15T12:00:00.000000000',\n",
" '2020-08-15T12:00:00.000000000', '2020-09-15T12:00:00.000000000',\n",
" '2020-10-15T12:00:00.000000000', '2020-11-15T12:00:00.000000000',\n",
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" '2021-06-15T12:00:00.000000000', '2021-07-15T12:00:00.000000000',\n",
" '2021-08-15T12:00:00.000000000', '2021-09-15T12:00:00.000000000',\n",
" '2021-10-15T12:00:00.000000000', '2021-11-15T12:00:00.000000000',\n",
" '2021-12-15T12:00:00.000000000', '2022-01-15T12:00:00.000000000',\n",
" '2022-02-15T12:00:00.000000000', '2022-03-15T12:00:00.000000000',\n",
" '2022-04-15T12:00:00.000000000', '2022-05-15T12:00:00.000000000',\n",
" '2022-06-15T12:00:00.000000000', '2022-07-15T12:00:00.000000000',\n",
" '2022-08-15T12:00:00.000000000', '2022-09-15T12:00:00.000000000',\n",
" '2022-10-15T12:00:00.000000000', '2022-11-15T12:00:00.000000000',\n",
" '2022-12-15T12:00:00.000000000', '2023-01-15T12:00:00.000000000',\n",
" '2023-02-15T12:00:00.000000000', '2023-03-15T12:00:00.000000000',\n",
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" '2023-06-15T12:00:00.000000000', '2023-07-15T12:00:00.000000000',\n",
" '2023-08-15T12:00:00.000000000', '2023-09-15T12:00:00.000000000',\n",
" '2023-10-15T12:00:00.000000000', '2023-11-15T12:00:00.000000000',\n",
" '2023-12-15T12:00:00.000000000', '2024-01-15T12:00:00.000000000',\n",
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" '2024-12-15T12:00:00.000000000', '2025-01-15T12:00:00.000000000',\n",
" '2025-02-15T12:00:00.000000000', '2025-03-15T12:00:00.000000000'],\n",
" dtype='datetime64[ns]')</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>Latitude</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>89.9</div><input id='attrs-2de219d7-2066-4cda-9a21-bb5ac8f65973' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-2de219d7-2066-4cda-9a21-bb5ac8f65973' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a4341d7f-b004-4f23-8caa-a798ab3e8022' class='xr-var-data-in' type='checkbox'><label for='data-a4341d7f-b004-4f23-8caa-a798ab3e8022' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>deg</dd><dt><span>description :</span></dt><dd>Geocentric latitude</dd></dl></div><div class='xr-var-data'><pre>array(89.9)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>Longitude</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0</div><input id='attrs-2e870832-54c2-4627-98ed-78f835b7f921' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-2e870832-54c2-4627-98ed-78f835b7f921' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c2710651-4920-4a12-bf10-36403ad7ad2c' class='xr-var-data-in' type='checkbox'><label for='data-c2710651-4920-4a12-bf10-36403ad7ad2c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>deg</dd><dt><span>description :</span></dt><dd>Geocentric longitude</dd></dl></div><div class='xr-var-data'><pre>array(0.)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>Radius</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>6.861e+06</div><input id='attrs-515040df-6966-45dd-99c2-b3cc8707f48d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-515040df-6966-45dd-99c2-b3cc8707f48d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-af1e8705-da1b-4d10-a4fc-eb6dd58b8116' class='xr-var-data-in' type='checkbox'><label for='data-af1e8705-da1b-4d10-a4fc-eb6dd58b8116' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>m</dd><dt><span>description :</span></dt><dd>Radius</dd></dl></div><div class='xr-var-data'><pre>array(6861200.)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>NEC</span></div><div class='xr-var-dims'>(NEC)</div><div class='xr-var-dtype'><U1</div><div class='xr-var-preview xr-preview'>'N' 'E' 'C'</div><input id='attrs-b20ea0ac-f529-44da-8f7d-582324eec73a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b20ea0ac-f529-44da-8f7d-582324eec73a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d6f383f4-c1c3-4294-800e-8ea37184649b' class='xr-var-data-in' type='checkbox'><label for='data-d6f383f4-c1c3-4294-800e-8ea37184649b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd></dd><dt><span>description :</span></dt><dd>NEC frame - North, East, Centre (down)</dd></dl></div><div class='xr-var-data'><pre>array(['N', 'E', 'C'], dtype='<U1')</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>SiteCode</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'><U7</div><div class='xr-var-preview xr-preview'>'N90E000'</div><input id='attrs-55e614b4-0747-473c-a169-45bdc95f31c3' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-55e614b4-0747-473c-a169-45bdc95f31c3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-787f028e-258b-43da-8ee1-924fd9e96df8' class='xr-var-data-in' type='checkbox'><label for='data-787f028e-258b-43da-8ee1-924fd9e96df8' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>-</dd><dt><span>description :</span></dt><dd>Seven letter virtual observatory identification code associated with datum</dd></dl></div><div class='xr-var-data'><pre>array('N90E000', dtype='<U7')</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-2d7b3570-5ccf-477c-8462-8094159b9c6b' class='xr-section-summary-in' type='checkbox' checked><label for='section-2d7b3570-5ccf-477c-8462-8094159b9c6b' class='xr-section-summary' >Data variables: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>B_CF</span></div><div class='xr-var-dims'>(Timestamp, NEC)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>nan nan nan ... 52.74 4.621e+04</div><input id='attrs-4f863875-beff-40f7-b781-d13045a7df28' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-4f863875-beff-40f7-b781-d13045a7df28' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-46b56292-d153-4e48-ab91-291c2397045e' class='xr-var-data-in' type='checkbox'><label for='data-46b56292-d153-4e48-ab91-291c2397045e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>nT</dd><dt><span>description :</span></dt><dd>Estimated core GVO magnetic field, spherical polar (r,theta,phi) vector components [i.e (-C,-N,E) components in NEC frame]</dd></dl></div><div class='xr-var-data'><pre>array([[ nan, nan, nan],\n",
" [ nan, nan, nan],\n",
" [ nan, nan, nan],\n",
" [ nan, nan, nan],\n",
" [ nan, nan, nan],\n",
" [ nan, nan, nan],\n",
" [ nan, nan, nan],\n",
" [ nan, nan, nan],\n",
" [ nan, nan, nan],\n",
" [ nan, nan, nan],\n",
" [ nan, nan, nan],\n",
" [ nan, nan, nan],\n",
" [ nan, nan, nan],\n",
" [ 1.21729553e+03, -4.33546560e+02, 4.60624670e+04],\n",
" [ 1.22057404e+03, -4.28497500e+02, 4.60575633e+04],\n",
" [ 1.21638291e+03, -4.30956590e+02, 4.60539940e+04],\n",
" [ 1.21550376e+03, -4.20454330e+02, 4.60551315e+04],\n",
" [ 1.23005912e+03, -4.25205650e+02, 4.60620027e+04],\n",
" [ 1.22648176e+03, -4.25546020e+02, 4.60534489e+04],\n",
" [ 1.21435686e+03, -4.32371650e+02, 4.60364559e+04],\n",
"...\n",
" [ 1.08537975e+03, -3.15225700e+01, 4.61684005e+04],\n",
" [ 1.10060252e+03, -2.07715300e+01, 4.61867983e+04],\n",
" [ 1.11693310e+03, -1.70576300e+01, 4.61929637e+04],\n",
" [ 1.10854584e+03, -4.16669000e+00, 4.61942822e+04],\n",
" [ 1.10554828e+03, -2.67344000e+00, 4.61950211e+04],\n",
" [ 1.11483497e+03, -5.00839000e+00, 4.61938175e+04],\n",
" [ 1.11669472e+03, 2.37085000e+00, 4.61909025e+04],\n",
" [ 1.11096739e+03, 3.96258000e+00, 4.61899728e+04],\n",
" [ 1.11400608e+03, 2.73188000e+00, 4.61871881e+04],\n",
" [ 1.12363062e+03, 2.86595500e+01, 4.61945279e+04],\n",
" [ 1.11044619e+03, 1.13279700e+01, 4.61940017e+04],\n",
" [ 1.09111275e+03, 1.26991200e+01, 4.61799712e+04],\n",
" [ 1.09524180e+03, 9.90633000e+00, 4.61854432e+04],\n",
" [ 1.09478492e+03, 3.18118200e+01, 4.62042405e+04],\n",
" [ 1.10773297e+03, 3.23774600e+01, 4.62109288e+04],\n",
" [ 1.09818858e+03, 4.29376600e+01, 4.62162088e+04],\n",
" [ 1.10343616e+03, 4.35899800e+01, 4.62190033e+04],\n",
" [ 1.10446159e+03, 4.30684200e+01, 4.62152720e+04],\n",
" [ 1.10959994e+03, 5.03409400e+01, 4.62141436e+04],\n",
" [ 1.11022240e+03, 5.27367000e+01, 4.62142489e+04]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sigma_CF</span></div><div class='xr-var-dims'>(Timestamp, NEC)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>nan nan nan ... 8.613 6.693 8.488</div><input id='attrs-eac9c0a6-19df-451e-8f85-07e6018bfa80' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-eac9c0a6-19df-451e-8f85-07e6018bfa80' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7b49e149-c13d-42f1-9438-b4d75b477fea' class='xr-var-data-in' type='checkbox'><label for='data-7b49e149-c13d-42f1-9438-b4d75b477fea' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>nT</dd><dt><span>description :</span></dt><dd>Core field estimated error</dd></dl></div><div class='xr-var-data'><pre>array([[ nan, nan, nan],\n",
" [ nan, nan, nan],\n",
" [ nan, nan, nan],\n",
" [ nan, nan, nan],\n",
" [ nan, nan, nan],\n",
" [ nan, nan, nan],\n",
" [ nan, nan, nan],\n",
" [ nan, nan, nan],\n",
" [ nan, nan, nan],\n",
" [ nan, nan, nan],\n",
" [ nan, nan, nan],\n",
" [ nan, nan, nan],\n",
" [ nan, nan, nan],\n",
" [8.61277663, 6.69260916, 8.48781771],\n",
" [8.61277663, 6.69260916, 8.48781771],\n",
" [8.61277663, 6.69260916, 8.48781771],\n",
" [8.61277663, 6.69260916, 8.48781771],\n",
" [8.61277663, 6.69260916, 8.48781771],\n",
" [8.61277663, 6.69260916, 8.48781771],\n",
" [8.61277663, 6.69260916, 8.48781771],\n",
"...\n",
" [8.61277663, 6.69260916, 8.48781771],\n",
" [8.61277663, 6.69260916, 8.48781771],\n",
" [8.61277663, 6.69260916, 8.48781771],\n",
" [8.61277663, 6.69260916, 8.48781771],\n",
" [8.61277663, 6.69260916, 8.48781771],\n",
" [8.61277663, 6.69260916, 8.48781771],\n",
" [8.61277663, 6.69260916, 8.48781771],\n",
" [8.61277663, 6.69260916, 8.48781771],\n",
" [8.61277663, 6.69260916, 8.48781771],\n",
" [8.61277663, 6.69260916, 8.48781771],\n",
" [8.61277663, 6.69260916, 8.48781771],\n",
" [8.61277663, 6.69260916, 8.48781771],\n",
" [8.61277663, 6.69260916, 8.48781771],\n",
" [8.61277663, 6.69260916, 8.48781771],\n",
" [8.61277663, 6.69260916, 8.48781771],\n",
" [8.61277663, 6.69260916, 8.48781771],\n",
" [8.61277663, 6.69260916, 8.48781771],\n",
" [8.61277663, 6.69260916, 8.48781771],\n",
" [8.61277663, 6.69260916, 8.48781771],\n",
" [8.61277663, 6.69260916, 8.48781771]])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-a07bad6d-c122-42f0-8b6f-5523f62afc13' class='xr-section-summary-in' type='checkbox' ><label for='section-a07bad6d-c122-42f0-8b6f-5523f62afc13' class='xr-section-summary' >Indexes: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>Timestamp</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-1d9f46a3-bddf-443c-840c-8eb7525fa3f9' class='xr-index-data-in' type='checkbox'/><label for='index-1d9f46a3-bddf-443c-840c-8eb7525fa3f9' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(DatetimeIndex(['2013-12-15 12:00:00', '2014-01-15 12:00:00',\n",
" '2014-02-15 12:00:00', '2014-03-15 12:00:00',\n",
" '2014-04-15 12:00:00', '2014-05-15 12:00:00',\n",
" '2014-06-15 12:00:00', '2014-07-15 12:00:00',\n",
" '2014-08-15 12:00:00', '2014-09-15 12:00:00',\n",
" ...\n",
" '2024-06-15 12:00:00', '2024-07-15 12:00:00',\n",
" '2024-08-15 12:00:00', '2024-09-15 12:00:00',\n",
" '2024-10-15 12:00:00', '2024-11-15 12:00:00',\n",
" '2024-12-15 12:00:00', '2025-01-15 12:00:00',\n",
" '2025-02-15 12:00:00', '2025-03-15 12:00:00'],\n",
" dtype='datetime64[ns]', name='Timestamp', length=136, freq=None))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>NEC</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-2552fc9e-41c1-4248-9334-f5bbe1f685fc' class='xr-index-data-in' type='checkbox'/><label for='index-2552fc9e-41c1-4248-9334-f5bbe1f685fc' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index(['N', 'E', 'C'], dtype='object', name='NEC'))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-c5bc5d6c-a2ba-42db-903d-fe649de7b249' class='xr-section-summary-in' type='checkbox' checked><label for='section-c5bc5d6c-a2ba-42db-903d-fe649de7b249' class='xr-section-summary' >Attributes: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>Sources :</span></dt><dd>['SW_OPER_VOBS_1M_2__20131215T000000_20250315T000000_0201']</dd><dt><span>MagneticModels :</span></dt><dd>[]</dd><dt><span>AppliedFilters :</span></dt><dd>[]</dd></dl></div></li></ul></div></div>"
],
"text/plain": [
"<xarray.Dataset>\n",
"Dimensions: (Timestamp: 136, NEC: 3)\n",
"Coordinates:\n",
" * Timestamp (Timestamp) datetime64[ns] 2013-12-15T12:00:00 ... 2025-03-15T...\n",
" Latitude float64 89.9\n",
" Longitude float64 0.0\n",
" Radius float64 6.861e+06\n",
" * NEC (NEC) <U1 'N' 'E' 'C'\n",
" SiteCode <U7 'N90E000'\n",
"Data variables:\n",
" B_CF (Timestamp, NEC) float64 nan nan nan ... 1.11e+03 52.74 4.621e+04\n",
" sigma_CF (Timestamp, NEC) float64 nan nan nan nan ... 8.613 6.693 8.488\n",
"Attributes:\n",
" Sources: ['SW_OPER_VOBS_1M_2__20131215T000000_20250315T000000_0201']\n",
" MagneticModels: []\n",
" AppliedFilters: []"
]
},
"execution_count": 6,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"ds.sel(SiteCode=\"N90E000\")"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"This enables rapid visualisation of the data from just that observatory, for example with:"
]
},
{
"cell_type": "code",
"execution_count": 7,
"metadata": {
"execution": {
"iopub.execute_input": "2025-06-21T21:44:36.442353Z",
"iopub.status.busy": "2025-06-21T21:44:36.441874Z",
"iopub.status.idle": "2025-06-21T21:44:36.854297Z",
"shell.execute_reply": "2025-06-21T21:44:36.853562Z"
}
},
"outputs": [
{
"data": {
"image/png": 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",
"text/plain": [
"<Figure size 640x480 with 1 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"ds.sel(SiteCode=\"N90E000\").sel(NEC=\"N\")[\"B_CF\"].plot.line(x=\"Timestamp\");"
]
},
{
"cell_type": "code",
"execution_count": 8,
"metadata": {
"execution": {
"iopub.execute_input": "2025-06-21T21:44:36.857050Z",
"iopub.status.busy": "2025-06-21T21:44:36.856417Z",
"iopub.status.idle": "2025-06-21T21:44:37.519725Z",
"shell.execute_reply": "2025-06-21T21:44:37.519077Z"
}
},
"outputs": [
{
"data": {
"image/png": 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",
"text/plain": [
"<Figure size 1000x300 with 3 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"ds.sel(SiteCode=\"N90E000\")[\"B_CF\"].plot.line(x=\"Timestamp\", col=\"NEC\", sharey=False);"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"A quick graph of the virtual observatory locations, and how we can extract the list of their names in the `\"SiteCode\"` variable:"
]
},
{
"cell_type": "code",
"execution_count": 9,
"metadata": {
"execution": {
"iopub.execute_input": "2025-06-21T21:44:37.522122Z",
"iopub.status.busy": "2025-06-21T21:44:37.521890Z",
"iopub.status.idle": "2025-06-21T21:44:37.704623Z",
"shell.execute_reply": "2025-06-21T21:44:37.703824Z"
}
},
"outputs": [
{
"data": {
"image/png": 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",
"text/plain": [
"<Figure size 640x480 with 1 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"ds.isel(Timestamp=0).plot.scatter(y=\"Latitude\", x=\"Longitude\");"
]
},
{
"cell_type": "code",
"execution_count": 10,
"metadata": {
"execution": {
"iopub.execute_input": "2025-06-21T21:44:37.707503Z",
"iopub.status.busy": "2025-06-21T21:44:37.707253Z",
"iopub.status.idle": "2025-06-21T21:44:37.713118Z",
"shell.execute_reply": "2025-06-21T21:44:37.712438Z"
}
},
"outputs": [
{
"data": {
"text/plain": [
"array(['N06E002', 'N06E013', 'N06E025', 'N06E037', 'N06E048', 'N06E060',\n",
" 'N06E072', 'N06E083', 'N06E095', 'N06E106'], dtype='<U7')"
]
},
"execution_count": 10,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"ds[\"SiteCode\"].values[0:10]"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Product collection details\n",
"\n",
"There are five products available, available through VirES under collections of the same name:\n",
"\n",
"| Collection Name | Description |\n",
"|---|---|\n",
"| `SW_OPER_VOBS_1M_2_` | Swarm 1 month data from all virtual observatories |\n",
"| `SW_OPER_VOBS_4M_2_` | Swarm 4 month data from all virtual observatories |\n",
"| `CH_OPER_VOBS_4M_2_` | CHAMP 4 month data from all virtual observatories |\n",
"| `CR_OPER_VOBS_4M_2_` | Cryosat-2 4 month data from all virtual observatories |\n",
"| `OR_OPER_VOBS_4M_2_` | Ørsted 4 month data from all virtual observatories |\n",
"| `CO_OPER_VOBS_4M_2_` | Composite (Ørsted, CHAMP, Cryosat-2, Swarm) 4 month data from all virtual observatories |\n",
"\n",
"These collections each contain the variables:\n",
"\n",
"| Variable | Unit | Dimension | Description |\n",
"|---|---|---|---|\n",
"| `SiteCode` | $$-$$ | char [7] | virtual observatory identifier |\n",
"| `Timestamp` | $$-$$ | scalar | UTC time of observation |\n",
"| `Latitude` | $$\\text{deg}$$ | scalar | ITRF geocentric latitude |\n",
"| `Longitude` | $$\\text{deg}$$ | scalar | ITRF geocentric longitude |\n",
"| `Radius` | $$\\text{m}$$ | scalar | ITRF geocentric radius |\n",
"| `B_CF` | $$\\text{nT}$$ | vector [3] | Core magnetic field vector in ITRF NEC frame. |\n",
"| `B_OB` | $$\\text{nT}$$ | vector [3] | Observed magnetic field vector in ITRF NEC frame. |\n",
"| `sigma_CF` | $$\\text{nT}$$ | vector [3] | Estimated error of the core magnetic field vector in ITRF NEC frame. |\n",
"| `sigma_OB` | $$\\text{nT}$$ | vector [3] | Estimated error of the observed magnetic field vector in ITRF NEC frame. |\n",
"\n",
"The secular variation estimates are available within separate collections (because of the different time sampling points) with `:SecularVariation` appended:\n",
"\n",
"| Collection Name | Description |\n",
"|---|---|\n",
"| `SW_OPER_VOBS_1M_2_:SecularVariation` | Swarm 1 month secular variation data from all virtual observatories |\n",
"| `SW_OPER_VOBS_4M_2_:SecularVariation` | Swarm 4 month secular variation data from all virtual observatories |\n",
"| `CH_OPER_VOBS_4M_2_:SecularVariation` | CHAMP 4 month secular variation data from all virtual observatories |\n",
"| `CR_OPER_VOBS_4M_2_:SecularVariation` | Cryosat-2 4 month secular variation data from all virtual observatories |\n",
"| `OR_OPER_VOBS_4M_2_:SecularVariation` | Ørsted 4 month secular variation data from all virtual observatories |\n",
"| `CO_OPER_VOBS_4M_2_:SecularVariation` | Composite (Ørsted, CHAMP, Cryosat-2, Swarm) 4 month secular variation data from all virtual observatories |\n",
"\n",
"These collections similarly contain the variables:\n",
"\n",
"| Variable | Unit | Dimension | Description | \n",
"|---|---|---|---|\n",
"| `SiteCode` | $$-$$ | char [7] | virtual observatory identifier |\n",
"| `Timestamp` | $$-$$ | scalar | UTC time of observation |\n",
"| `Latitude` | $$\\text{deg}$$ | scalar | ITRF geocentric latitude |\n",
"| `Longitude` | $$\\text{deg}$$ | scalar | ITRF geocentric longitude |\n",
"| `Radius` | $$\\text{m}$$ | scalar | ITRF geocentric radius |\n",
"| `B_SV` | $$\\text{nT}/\\text{yr}$$ | vector [3] | Field secular variation vector in ITRF NEC frame. |\n",
"| `sigma_SV` | $$\\text{nT}/\\text{yr}$$ | vector [3] | Estimated error of the field secular variation vector in ITRF NEC frame. |\n",
"\n",
"Sub-collections are also defined for each virtual observatory, named according to `SiteCode`, so that data from a specific observatory can be fetched alone by specifying collections named like `\"SW_OPER_VOBS_1M_2_:N65W051\"` or `\"SW_OPER_VOBS_1M_2_:SecularVariation:N65W051\"`.\n",
"\n",
"NB: VirES provides the data in the NEC frame in order to be consistent with the other Swarm products available through VirES. This is in contrast to the source files which are provided in the (Radial, Theta, Phi) frame.\n",
"\n",
"---\n",
"\n",
"The list of available observatory names (i.e. `SiteCode`) can be queried with:\n",
"\n",
"```python\n",
"request = SwarmRequest()\n",
"request.available_observatories(\"SW_OPER_VOBS_1M_2_\")\n",
"```\n",
"\n",
"---\n",
"\n",
"Magnetic model predictions can also be fetched directly just as with the `MAGx_LR` products (but it is currently *not* possible to directly fetch the secular variation predictions of models).\n",
"\n",
"For example, we can fetch the data for a specific observatory, together with IGRF predictions:"
]
},
{
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"iopub.status.idle": "2025-06-21T21:44:39.104755Z",
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"</style><pre class='xr-text-repr-fallback'><xarray.Dataset>\n",
"Dimensions: (Timestamp: 12, NEC: 3)\n",
"Coordinates:\n",
" * Timestamp (Timestamp) datetime64[ns] 2016-01-15T12:00:00 ... 2016-12-15...\n",
" * NEC (NEC) <U1 'N' 'E' 'C'\n",
"Data variables:\n",
" B_NEC_IGRF (Timestamp, NEC) float64 7.718e+03 -3.605e+03 ... 4.356e+04\n",
" SiteCode (Timestamp) <U7 'N65W051' 'N65W051' ... 'N65W051' 'N65W051'\n",
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" Latitude (Timestamp) float64 65.26 65.26 65.26 ... 65.26 65.26 65.26\n",
" sigma_CF (Timestamp, NEC) float64 4.738 2.361 5.326 ... 4.738 2.361 5.326\n",
" B_OB (Timestamp, NEC) float64 7.7e+03 -3.608e+03 ... 4.357e+04\n",
" B_CF (Timestamp, NEC) float64 7.712e+03 -3.607e+03 ... 4.355e+04\n",
" Longitude (Timestamp) float64 -51.43 -51.43 -51.43 ... -51.43 -51.43\n",
" sigma_OB (Timestamp, NEC) float64 19.96 33.28 12.13 ... 23.93 29.31 11.13\n",
"Attributes:\n",
" Sources: ['SW_OPER_AUX_IGR_2__19000101T000000_20291231T235959_010...\n",
" MagneticModels: ['IGRF = IGRF(max_degree=13,min_degree=1)']\n",
" AppliedFilters: []</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-a9eb54fc-eb70-41a4-a281-57e1562d6650' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-a9eb54fc-eb70-41a4-a281-57e1562d6650' class='xr-section-summary' title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>Timestamp</span>: 12</li><li><span class='xr-has-index'>NEC</span>: 3</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-87639e49-33dc-45d3-a874-964f59cd1c82' class='xr-section-summary-in' type='checkbox' checked><label for='section-87639e49-33dc-45d3-a874-964f59cd1c82' class='xr-section-summary' >Coordinates: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>Timestamp</span></div><div class='xr-var-dims'>(Timestamp)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2016-01-15T12:00:00 ... 2016-12-...</div><input id='attrs-ea1108ca-7dbf-42f5-a7b3-7c1243008ab5' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-ea1108ca-7dbf-42f5-a7b3-7c1243008ab5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-cf9ddab8-7276-42ac-bde7-d46656c3e5f7' class='xr-var-data-in' type='checkbox'><label for='data-cf9ddab8-7276-42ac-bde7-d46656c3e5f7' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>description :</span></dt><dd>Time of observation</dd></dl></div><div class='xr-var-data'><pre>array(['2016-01-15T12:00:00.000000000', '2016-02-15T12:00:00.000000000',\n",
" '2016-03-15T12:00:00.000000000', '2016-04-15T12:00:00.000000000',\n",
" '2016-05-15T12:00:00.000000000', '2016-06-15T12:00:00.000000000',\n",
" '2016-07-15T12:00:00.000000000', '2016-08-15T12:00:00.000000000',\n",
" '2016-09-15T12:00:00.000000000', '2016-10-15T12:00:00.000000000',\n",
" '2016-11-15T12:00:00.000000000', '2016-12-15T12:00:00.000000000'],\n",
" dtype='datetime64[ns]')</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>NEC</span></div><div class='xr-var-dims'>(NEC)</div><div class='xr-var-dtype'><U1</div><div class='xr-var-preview xr-preview'>'N' 'E' 'C'</div><input id='attrs-127f12b7-1dde-4ed6-aaf0-6bbcefdda187' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-127f12b7-1dde-4ed6-aaf0-6bbcefdda187' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2cc874ce-d9d3-4298-830d-f23b7eef0713' class='xr-var-data-in' type='checkbox'><label for='data-2cc874ce-d9d3-4298-830d-f23b7eef0713' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd></dd><dt><span>description :</span></dt><dd>NEC frame - North, East, Centre (down)</dd></dl></div><div class='xr-var-data'><pre>array(['N', 'E', 'C'], dtype='<U1')</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-828accc3-e1ac-4475-a8ab-81d950c73145' class='xr-section-summary-in' type='checkbox' checked><label for='section-828accc3-e1ac-4475-a8ab-81d950c73145' class='xr-section-summary' >Data variables: <span>(9)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>B_NEC_IGRF</span></div><div class='xr-var-dims'>(Timestamp, NEC)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>7.718e+03 -3.605e+03 ... 4.356e+04</div><input id='attrs-7b8ebc19-dec3-451f-8b0c-544883226188' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7b8ebc19-dec3-451f-8b0c-544883226188' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-025b271d-53e8-4bc5-a65d-65544f7b82b5' class='xr-var-data-in' type='checkbox'><label for='data-025b271d-53e8-4bc5-a65d-65544f7b82b5' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>nT</dd><dt><span>description :</span></dt><dd>Magnetic field vector, NEC frame, calculated by the IGRF spherical harmonic model</dd></dl></div><div class='xr-var-data'><pre>array([[ 7717.58113984, -3605.47022105, 43574.97641816],\n",
" [ 7721.22841227, -3601.94023708, 43573.56087357],\n",
" [ 7724.6403768 , -3598.63799401, 43572.23665444],\n",
" [ 7728.28764923, -3595.10801004, 43570.82110985],\n",
" [ 7731.81726771, -3591.69189652, 43569.45122799],\n",
" [ 7735.46454014, -3588.16191255, 43568.03568339],\n",
" [ 7738.99415863, -3584.74579903, 43566.66580153],\n",
" [ 7742.64143106, -3581.21581507, 43565.25025694],\n",
" [ 7746.28870349, -3577.6858311 , 43563.83471235],\n",
" [ 7749.81832197, -3574.26971758, 43562.46483049],\n",
" [ 7753.4655944 , -3570.73973361, 43561.0492859 ],\n",
" [ 7756.99521288, -3567.32362009, 43559.67940404]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>SiteCode</span></div><div class='xr-var-dims'>(Timestamp)</div><div class='xr-var-dtype'><U7</div><div class='xr-var-preview xr-preview'>'N65W051' 'N65W051' ... 'N65W051'</div><input id='attrs-3ead2e15-0ae4-44f8-804d-8c2229e0f9d7' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-3ead2e15-0ae4-44f8-804d-8c2229e0f9d7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-345a58da-6090-4c04-83ca-cf4d36e2a812' class='xr-var-data-in' type='checkbox'><label for='data-345a58da-6090-4c04-83ca-cf4d36e2a812' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>-</dd><dt><span>description :</span></dt><dd>Seven letter virtual observatory identification code associated with datum</dd></dl></div><div class='xr-var-data'><pre>array(['N65W051', 'N65W051', 'N65W051', 'N65W051', 'N65W051', 'N65W051',\n",
" 'N65W051', 'N65W051', 'N65W051', 'N65W051', 'N65W051', 'N65W051'],\n",
" dtype='<U7')</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>Radius</span></div><div class='xr-var-dims'>(Timestamp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>6.861e+06 6.861e+06 ... 6.861e+06</div><input id='attrs-1e71c8a9-933b-450a-9567-475b6ffd9328' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-1e71c8a9-933b-450a-9567-475b6ffd9328' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-23f75ab7-0419-41dc-9aa0-1d80bc8d63cf' class='xr-var-data-in' type='checkbox'><label for='data-23f75ab7-0419-41dc-9aa0-1d80bc8d63cf' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>m</dd><dt><span>description :</span></dt><dd>Radius</dd></dl></div><div class='xr-var-data'><pre>array([6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>Latitude</span></div><div class='xr-var-dims'>(Timestamp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>65.26 65.26 65.26 ... 65.26 65.26</div><input id='attrs-f72634a1-b209-4cba-99f4-465dd6031a6e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f72634a1-b209-4cba-99f4-465dd6031a6e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fd1fc95e-a71f-46f4-822e-dcd160c3e32d' class='xr-var-data-in' type='checkbox'><label for='data-fd1fc95e-a71f-46f4-822e-dcd160c3e32d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>deg</dd><dt><span>description :</span></dt><dd>Geocentric latitude</dd></dl></div><div class='xr-var-data'><pre>array([65.25984, 65.25984, 65.25984, 65.25984, 65.25984, 65.25984,\n",
" 65.25984, 65.25984, 65.25984, 65.25984, 65.25984, 65.25984])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sigma_CF</span></div><div class='xr-var-dims'>(Timestamp, NEC)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>4.738 2.361 5.326 ... 2.361 5.326</div><input id='attrs-cd44901b-5f5a-43d5-aa4b-e02490dec83c' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-cd44901b-5f5a-43d5-aa4b-e02490dec83c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-82f21426-0e40-4cbd-8432-97f4452e3512' class='xr-var-data-in' type='checkbox'><label for='data-82f21426-0e40-4cbd-8432-97f4452e3512' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>nT</dd><dt><span>description :</span></dt><dd>Core field estimated error</dd></dl></div><div class='xr-var-data'><pre>array([[4.73815316, 2.36059611, 5.32560191],\n",
" [4.73815316, 2.36059611, 5.32560191],\n",
" [4.73815316, 2.36059611, 5.32560191],\n",
" [4.73815316, 2.36059611, 5.32560191],\n",
" [4.73815316, 2.36059611, 5.32560191],\n",
" [4.73815316, 2.36059611, 5.32560191],\n",
" [4.73815316, 2.36059611, 5.32560191],\n",
" [4.73815316, 2.36059611, 5.32560191],\n",
" [4.73815316, 2.36059611, 5.32560191],\n",
" [4.73815316, 2.36059611, 5.32560191],\n",
" [4.73815316, 2.36059611, 5.32560191],\n",
" [4.73815316, 2.36059611, 5.32560191]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>B_OB</span></div><div class='xr-var-dims'>(Timestamp, NEC)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>7.7e+03 -3.608e+03 ... 4.357e+04</div><input id='attrs-15137443-00d1-4b73-a8ee-64291e6bf2cc' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-15137443-00d1-4b73-a8ee-64291e6bf2cc' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-690f3070-57c3-4d7d-add6-1f4d44dc4781' class='xr-var-data-in' type='checkbox'><label for='data-690f3070-57c3-4d7d-add6-1f4d44dc4781' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>nT</dd><dt><span>description :</span></dt><dd>Estimated observed GVO magnetic field, spherical polar (r,theta,phi) vector components [i.e (-C,-N,E) components in NEC frame]</dd></dl></div><div class='xr-var-data'><pre>array([[ 7700.48675, -3607.56976, 43594.80486],\n",
" [ 7708.25463, -3593.50206, 43595.05282],\n",
" [ 7717.00806, -3591.77485, 43585.88847],\n",
" [ 7722.43523, -3598.55633, 43570.36338],\n",
" [ 7711.96352, -3614.46232, 43573.40958],\n",
" [ 7710.57267, -3580.58256, 43582.2101 ],\n",
" [ 7727.0726 , -3578.87321, 43585.49691],\n",
" [ 7741.2384 , -3594.78341, 43574.02272],\n",
" [ 7745.23431, -3590.59896, 43573.11046],\n",
" [ 7734.01968, -3586.55198, 43583.46006],\n",
" [ 7738.63294, -3562.96265, 43577.34904],\n",
" [ 7740.31352, -3563.40418, 43569.22726]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>B_CF</span></div><div class='xr-var-dims'>(Timestamp, NEC)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>7.712e+03 -3.607e+03 ... 4.355e+04</div><input id='attrs-bc998c8a-a68e-478a-b4e8-4556a31834d3' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-bc998c8a-a68e-478a-b4e8-4556a31834d3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-cd0c410b-ade3-4373-bc59-eeb007d69d09' class='xr-var-data-in' type='checkbox'><label for='data-cd0c410b-ade3-4373-bc59-eeb007d69d09' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>nT</dd><dt><span>description :</span></dt><dd>Estimated core GVO magnetic field, spherical polar (r,theta,phi) vector components [i.e (-C,-N,E) components in NEC frame]</dd></dl></div><div class='xr-var-data'><pre>array([[ 7712.33114, -3607.17447, 43568.02602],\n",
" [ 7716.90084, -3605.09124, 43568.73366],\n",
" [ 7716.62549, -3598.16923, 43570.80536],\n",
" [ 7723.03335, -3593.85309, 43567.88205],\n",
" [ 7731.87973, -3595.20826, 43563.83324],\n",
" [ 7732.67923, -3586.61354, 43549.98728],\n",
" [ 7721.75975, -3581.98854, 43557.41133],\n",
" [ 7729.76288, -3581.77016, 43560.59139],\n",
" [ 7742.9153 , -3576.07438, 43552.13005],\n",
" [ 7747.69705, -3582.0096 , 43546.55893],\n",
" [ 7750.66292, -3569.28091, 43554.70717],\n",
" [ 7752.04691, -3564.29974, 43549.76677]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>Longitude</span></div><div class='xr-var-dims'>(Timestamp)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-51.43 -51.43 ... -51.43 -51.43</div><input id='attrs-37308b5a-41e4-4168-bac5-9a6eb4c74592' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-37308b5a-41e4-4168-bac5-9a6eb4c74592' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0ae51edf-fcf6-4f87-8fca-1402d909a572' class='xr-var-data-in' type='checkbox'><label for='data-0ae51edf-fcf6-4f87-8fca-1402d909a572' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>deg</dd><dt><span>description :</span></dt><dd>Geocentric longitude</dd></dl></div><div class='xr-var-data'><pre>array([-51.42857, -51.42857, -51.42857, -51.42857, -51.42857, -51.42857,\n",
" -51.42857, -51.42857, -51.42857, -51.42857, -51.42857, -51.42857])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sigma_OB</span></div><div class='xr-var-dims'>(Timestamp, NEC)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>19.96 33.28 12.13 ... 29.31 11.13</div><input id='attrs-43c7117e-5b11-4efc-9f83-a45d962119fe' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-43c7117e-5b11-4efc-9f83-a45d962119fe' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d8f88b55-7772-4cd3-afa3-de74a98d9e5a' class='xr-var-data-in' type='checkbox'><label for='data-d8f88b55-7772-4cd3-afa3-de74a98d9e5a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>nT</dd><dt><span>description :</span></dt><dd>Observed field estimated error</dd></dl></div><div class='xr-var-data'><pre>array([[19.9579, 33.2799, 12.134 ],\n",
" [23.9063, 35.2261, 14.4027],\n",
" [27.0912, 32.6965, 14.085 ],\n",
" [23.9002, 32.0854, 13.1045],\n",
" [37.8652, 59.9434, 23.118 ],\n",
" [31.5052, 51.4001, 20.6327],\n",
" [34.4363, 40.7544, 18.6174],\n",
" [30.3265, 35.753 , 15.2192],\n",
" [40.6803, 53.8615, 22.4941],\n",
" [34.6422, 48.8126, 21.7519],\n",
" [24.9151, 30.05 , 12.8293],\n",
" [23.9292, 29.3075, 11.1252]])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-296b6fca-df9f-4a89-8adf-6f787a865b4b' class='xr-section-summary-in' type='checkbox' ><label for='section-296b6fca-df9f-4a89-8adf-6f787a865b4b' class='xr-section-summary' >Indexes: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>Timestamp</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-85add8e6-cf57-427e-a7dd-948c96c8e2e4' class='xr-index-data-in' type='checkbox'/><label for='index-85add8e6-cf57-427e-a7dd-948c96c8e2e4' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(DatetimeIndex(['2016-01-15 12:00:00', '2016-02-15 12:00:00',\n",
" '2016-03-15 12:00:00', '2016-04-15 12:00:00',\n",
" '2016-05-15 12:00:00', '2016-06-15 12:00:00',\n",
" '2016-07-15 12:00:00', '2016-08-15 12:00:00',\n",
" '2016-09-15 12:00:00', '2016-10-15 12:00:00',\n",
" '2016-11-15 12:00:00', '2016-12-15 12:00:00'],\n",
" dtype='datetime64[ns]', name='Timestamp', freq=None))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>NEC</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-4e0b0f09-8a67-4aac-a26e-06189454699b' class='xr-index-data-in' type='checkbox'/><label for='index-4e0b0f09-8a67-4aac-a26e-06189454699b' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index(['N', 'E', 'C'], dtype='object', name='NEC'))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-c6323e1a-b2a6-4063-926b-6a928654e672' class='xr-section-summary-in' type='checkbox' checked><label for='section-c6323e1a-b2a6-4063-926b-6a928654e672' class='xr-section-summary' >Attributes: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>Sources :</span></dt><dd>['SW_OPER_AUX_IGR_2__19000101T000000_20291231T235959_0104', 'SW_OPER_VOBS_1M_2__20131215T000000_20250315T000000_0201']</dd><dt><span>MagneticModels :</span></dt><dd>['IGRF = IGRF(max_degree=13,min_degree=1)']</dd><dt><span>AppliedFilters :</span></dt><dd>[]</dd></dl></div></li></ul></div></div>"
],
"text/plain": [
"<xarray.Dataset>\n",
"Dimensions: (Timestamp: 12, NEC: 3)\n",
"Coordinates:\n",
" * Timestamp (Timestamp) datetime64[ns] 2016-01-15T12:00:00 ... 2016-12-15...\n",
" * NEC (NEC) <U1 'N' 'E' 'C'\n",
"Data variables:\n",
" B_NEC_IGRF (Timestamp, NEC) float64 7.718e+03 -3.605e+03 ... 4.356e+04\n",
" SiteCode (Timestamp) <U7 'N65W051' 'N65W051' ... 'N65W051' 'N65W051'\n",
" Radius (Timestamp) float64 6.861e+06 6.861e+06 ... 6.861e+06 6.861e+06\n",
" Latitude (Timestamp) float64 65.26 65.26 65.26 ... 65.26 65.26 65.26\n",
" sigma_CF (Timestamp, NEC) float64 4.738 2.361 5.326 ... 4.738 2.361 5.326\n",
" B_OB (Timestamp, NEC) float64 7.7e+03 -3.608e+03 ... 4.357e+04\n",
" B_CF (Timestamp, NEC) float64 7.712e+03 -3.607e+03 ... 4.355e+04\n",
" Longitude (Timestamp) float64 -51.43 -51.43 -51.43 ... -51.43 -51.43\n",
" sigma_OB (Timestamp, NEC) float64 19.96 33.28 12.13 ... 23.93 29.31 11.13\n",
"Attributes:\n",
" Sources: ['SW_OPER_AUX_IGR_2__19000101T000000_20291231T235959_010...\n",
" MagneticModels: ['IGRF = IGRF(max_degree=13,min_degree=1)']\n",
" AppliedFilters: []"
]
},
"execution_count": 11,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"request = SwarmRequest()\n",
"request.set_collection(\"SW_OPER_VOBS_1M_2_:N65W051\")\n",
"request.set_products(\n",
" measurements=[\"SiteCode\", \"B_OB\", \"sigma_OB\", \"B_CF\", \"sigma_CF\"],\n",
" models=[\"IGRF\"]\n",
")\n",
"data = request.get_between(\n",
" dt.datetime(2016, 1, 1),\n",
" dt.datetime(2017, 1, 1),\n",
" asynchronous=False,\n",
" show_progress=False\n",
")\n",
"ds = data.as_xarray()\n",
"ds"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"A quick plot comparing the virtual observatory core field estimates with the IGRF predictions:"
]
},
{
"cell_type": "code",
"execution_count": 12,
"metadata": {
"execution": {
"iopub.execute_input": "2025-06-21T21:44:39.107119Z",
"iopub.status.busy": "2025-06-21T21:44:39.106749Z",
"iopub.status.idle": "2025-06-21T21:44:40.151979Z",
"shell.execute_reply": "2025-06-21T21:44:40.151377Z"
}
},
"outputs": [
{
"data": {
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"text/plain": [
"<Figure size 1500x300 with 3 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
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"text/plain": [
"<Figure size 1500x300 with 3 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"ds.plot.scatter(x=\"Timestamp\", y=\"B_CF\", col=\"NEC\", sharey=False, figsize=(15,3))\n",
"ds.plot.scatter(x=\"Timestamp\", y=\"B_NEC_IGRF\", col=\"NEC\", sharey=False, figsize=(15,3));"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Fetching and merging all available data\n",
"\n",
"Here is an example of loading data from all the products. We merge secular variation (SV) into datasets containing also the field measurements by defining a `Timestamp_SV` variable, rotate from the NEC frame to the RTP (Radial, Theta, Phi) frame, and collect the five products into a dictionary of five items."
]
},
{
"cell_type": "code",
"execution_count": 13,
"metadata": {
"execution": {
"iopub.execute_input": "2025-06-21T21:44:40.154363Z",
"iopub.status.busy": "2025-06-21T21:44:40.153954Z",
"iopub.status.idle": "2025-06-21T21:45:27.232319Z",
"shell.execute_reply": "2025-06-21T21:45:27.231813Z"
}
},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"\r",
" 0%| | 0/10 [00:00<?, ?it/s]"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"\r",
" 10%|█ | 1/10 [00:05<00:48, 5.41s/it]"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"\r",
" 20%|██ | 2/10 [00:09<00:37, 4.73s/it]"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"\r",
" 30%|███ | 3/10 [00:14<00:33, 4.83s/it]"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"\r",
" 40%|████ | 4/10 [00:19<00:29, 4.87s/it]"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"\r",
" 50%|█████ | 5/10 [00:24<00:24, 4.83s/it]"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"\r",
" 60%|██████ | 6/10 [00:30<00:20, 5.19s/it]"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"\r",
" 70%|███████ | 7/10 [00:34<00:14, 4.77s/it]"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"\r",
" 80%|████████ | 8/10 [00:38<00:09, 4.60s/it]"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"\r",
" 90%|█████████ | 9/10 [00:42<00:04, 4.48s/it]"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"\r",
"100%|██████████| 10/10 [00:47<00:00, 4.49s/it]"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"\r",
"100%|██████████| 10/10 [00:47<00:00, 4.71s/it]"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"\n"
]
}
],
"source": [
"import datetime as dt\n",
"import numpy as np\n",
"import xarray as xr\n",
"import matplotlib as mpl\n",
"import matplotlib.pyplot as plt\n",
"import cartopy.crs as ccrs\n",
"import cartopy.feature as cfeature\n",
"from tqdm import tqdm\n",
"from viresclient import SwarmRequest\n",
"\n",
"COLLECTIONS = {\n",
" 'Swarm_1M': 'SW_OPER_VOBS_1M_2_',\n",
" 'Swarm_4M': 'SW_OPER_VOBS_4M_2_',\n",
" 'CHAMP_1M': 'CH_OPER_VOBS_1M_2_',\n",
" 'Orsted_1M': 'OR_OPER_VOBS_1M_2_',\n",
" 'Cryosat_1M': 'CR_OPER_VOBS_1M_2_',\n",
" 'Composite_1M': 'CO_OPER_VOBS_1M_2_',\n",
" 'Orsted_4M': 'OR_OPER_VOBS_4M_2_',\n",
" 'CHAMP_4M': 'CH_OPER_VOBS_4M_2_',\n",
" 'Cryosat_4M': 'CR_OPER_VOBS_4M_2_',\n",
" 'Composite_4M': 'CO_OPER_VOBS_4M_2_'\n",
"}\n",
"\n",
"def nec2rtp(ds):\n",
" \"\"\"Convert NEC coords to RTP. NB: data_var names do not change\"\"\"\n",
" _ds = ds.copy()\n",
" # Convert variables from NEC to RTP frame\n",
" for var in _ds.data_vars:\n",
" if \"NEC\" in _ds[var].dims:\n",
" _ds[var] = np.array([-1, 1, -1])*_ds[var]\n",
" _ds[var] = _ds[var].roll({\"NEC\": 1}, roll_coords=False)\n",
" _ds[var].attrs = ds[var].attrs\n",
" # Rename NEC dims & coords to RTP\n",
" _ds = _ds.rename({\"NEC\": \"RTP\"})\n",
" _ds = _ds.assign_coords({\"RTP\": [\"Radial\", \"Theta\", \"Phi\"]})\n",
" _ds[\"RTP\"].attrs = {\n",
" \"units\": \"\",\n",
" \"description\": \"RTP frame - Radial, Theta, Phi [R,T,P] = [-C,-N,E]\"\n",
" }\n",
" return _ds\n",
"\n",
"def fetch_vobs(collection, sv=False, reshape=True, rtp=True):\n",
" \"\"\"Fetch data from VirES for a given collection\"\"\"\n",
" collection = f\"{collection}:SecularVariation\" if sv else collection\n",
" if sv:\n",
" measurements = ['SiteCode', 'B_SV', 'sigma_SV']\n",
" else:\n",
" measurements = ['SiteCode', 'B_CF', 'B_OB', 'sigma_CF', 'sigma_OB']\n",
" request = SwarmRequest()\n",
" request.set_collection(collection)\n",
" request.set_products(\n",
" measurements=measurements,\n",
" )\n",
" data = request.get_between(\n",
" dt.datetime(1999, 1, 1),\n",
" dt.datetime(2024, 1, 1),\n",
" asynchronous=False, show_progress=False\n",
" )\n",
" ds = data.as_xarray(reshape=reshape)\n",
" if rtp:\n",
" ds = nec2rtp(ds)\n",
" return ds\n",
"\n",
"def merge_vobs(ds, ds_sv):\n",
" \"\"\"Merge in SecularVariation data by using new 'Timestamp_SV' coord\"\"\"\n",
" ds_sv = ds_sv.rename({\"Timestamp\": \"Timestamp_SV\"})\n",
" # Copy metadata\n",
" attrs = ds.attrs.copy()\n",
" for k, v in ds_sv.attrs.items():\n",
" attrs[k].extend(v)\n",
" attrs[k] = list(set(attrs[k]))\n",
" ds = xr.merge((ds, ds_sv))\n",
" ds.attrs = attrs\n",
" return ds\n",
"\n",
"def fetch_all_vobs():\n",
" \"\"\"Gives a dictionary containing datasets, one for each VOBS collection\"\"\"\n",
" ALL_VOBS = {}\n",
" for key, collection in tqdm(COLLECTIONS.items()):\n",
" ds = fetch_vobs(collection)\n",
" ds_sv = fetch_vobs(collection, sv=True)\n",
" ds = merge_vobs(ds, ds_sv)\n",
" ALL_VOBS[key] = ds\n",
" return ALL_VOBS\n",
"\n",
"ALL_VOBS = fetch_all_vobs()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Each dataset is now available within the dictionary `ALL_VOBS`, and can be accessed like:"
]
},
{
"cell_type": "code",
"execution_count": 14,
"metadata": {
"execution": {
"iopub.execute_input": "2025-06-21T21:45:27.234358Z",
"iopub.status.busy": "2025-06-21T21:45:27.233956Z",
"iopub.status.idle": "2025-06-21T21:45:27.262806Z",
"shell.execute_reply": "2025-06-21T21:45:27.262265Z"
}
},
"outputs": [
{
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"</style><pre class='xr-text-repr-fallback'><xarray.Dataset>\n",
"Dimensions: (Timestamp: 30, SiteCode: 300, RTP: 3, Timestamp_SV: 28)\n",
"Coordinates:\n",
" * Timestamp (Timestamp) datetime64[ns] 2014-03-01T12:00:00 ... 2023-11-...\n",
" Latitude (SiteCode) float64 5.964 5.964 5.964 ... -77.29 -77.29 -89.9\n",
" Longitude (SiteCode) float64 1.844 13.46 25.07 ... -114.1 -165.5 0.0\n",
" Radius (SiteCode) float64 6.861e+06 6.861e+06 ... 6.861e+06 6.861e+06\n",
" * SiteCode (SiteCode) <U7 'N06E002' 'N06E013' ... 'S77W166' 'S90E000'\n",
" * RTP (RTP) <U6 'Radial' 'Theta' 'Phi'\n",
" * Timestamp_SV (Timestamp_SV) datetime64[ns] 2014-09-15T12:00:00 ... 2023-...\n",
"Data variables:\n",
" sigma_OB (SiteCode, Timestamp, RTP) float64 -0.9269 -2.192 ... 12.42\n",
" B_OB (SiteCode, Timestamp, RTP) float64 5.284e+03 ... -6.917e+03\n",
" B_CF (SiteCode, Timestamp, RTP) float64 5.286e+03 ... -6.917e+03\n",
" sigma_CF (SiteCode, Timestamp, RTP) float64 -1.642 -5.558 ... 8.03\n",
" sigma_SV (SiteCode, Timestamp_SV, RTP) float64 -1.739 -4.889 ... 7.106\n",
" B_SV (SiteCode, Timestamp_SV, RTP) float64 43.97 -10.39 ... -25.21\n",
"Attributes:\n",
" Sources: ['SW_OPER_VOBS_4M_2__20140301T000000_20250301T000000_0201']\n",
" MagneticModels: []\n",
" AppliedFilters: []</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-19532b8f-b2a9-4078-8fdc-3e6a517deb91' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-19532b8f-b2a9-4078-8fdc-3e6a517deb91' class='xr-section-summary' title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>Timestamp</span>: 30</li><li><span class='xr-has-index'>SiteCode</span>: 300</li><li><span class='xr-has-index'>RTP</span>: 3</li><li><span class='xr-has-index'>Timestamp_SV</span>: 28</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-c0cd57b4-4162-421b-bec5-a3ea1037d8bf' class='xr-section-summary-in' type='checkbox' checked><label for='section-c0cd57b4-4162-421b-bec5-a3ea1037d8bf' class='xr-section-summary' >Coordinates: <span>(7)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>Timestamp</span></div><div class='xr-var-dims'>(Timestamp)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2014-03-01T12:00:00 ... 2023-11-...</div><input id='attrs-b1325868-711c-4898-9bf1-8c363944edb2' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b1325868-711c-4898-9bf1-8c363944edb2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-985cdf4a-26ab-4fbf-ae1f-11abe63a9505' class='xr-var-data-in' type='checkbox'><label for='data-985cdf4a-26ab-4fbf-ae1f-11abe63a9505' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>description :</span></dt><dd>Time of observation</dd></dl></div><div class='xr-var-data'><pre>array(['2014-03-01T12:00:00.000000000', '2014-07-01T12:00:00.000000000',\n",
" '2014-11-01T12:00:00.000000000', '2015-03-01T12:00:00.000000000',\n",
" '2015-07-01T12:00:00.000000000', '2015-11-01T12:00:00.000000000',\n",
" '2016-03-01T12:00:00.000000000', '2016-07-01T12:00:00.000000000',\n",
" '2016-11-01T12:00:00.000000000', '2017-03-01T12:00:00.000000000',\n",
" '2017-07-01T12:00:00.000000000', '2017-11-01T12:00:00.000000000',\n",
" '2018-03-01T12:00:00.000000000', '2018-07-01T12:00:00.000000000',\n",
" '2018-11-01T12:00:00.000000000', '2019-03-01T12:00:00.000000000',\n",
" '2019-07-01T12:00:00.000000000', '2019-11-01T12:00:00.000000000',\n",
" '2020-03-01T12:00:00.000000000', '2020-07-01T12:00:00.000000000',\n",
" '2020-11-01T12:00:00.000000000', '2021-03-01T12:00:00.000000000',\n",
" '2021-07-01T12:00:00.000000000', '2021-11-01T12:00:00.000000000',\n",
" '2022-03-01T12:00:00.000000000', '2022-07-01T12:00:00.000000000',\n",
" '2022-11-01T12:00:00.000000000', '2023-03-01T12:00:00.000000000',\n",
" '2023-07-01T12:00:00.000000000', '2023-11-01T12:00:00.000000000'],\n",
" dtype='datetime64[ns]')</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>Latitude</span></div><div class='xr-var-dims'>(SiteCode)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>5.964 5.964 5.964 ... -77.29 -89.9</div><input id='attrs-d43fced8-ebbf-47d4-b09e-bf56246109e1' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d43fced8-ebbf-47d4-b09e-bf56246109e1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3cb9a03b-f6ad-41da-9863-d926b9c53706' class='xr-var-data-in' type='checkbox'><label for='data-3cb9a03b-f6ad-41da-9863-d926b9c53706' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>deg</dd><dt><span>description :</span></dt><dd>Geocentric latitude</dd></dl></div><div class='xr-var-data'><pre>array([ 5.96354, 5.96354, 5.96354, 5.96354, 5.96354, 5.96354,\n",
" 5.96354, 5.96354, 5.96354, 5.96354, 5.96354, 5.96354,\n",
" 5.96354, 5.96354, 5.96354, 5.96354, 5.96354, 5.96354,\n",
" 5.96354, 5.96354, 5.96354, 5.96354, 5.96354, 5.96354,\n",
" 5.96354, 5.96354, 5.96354, 5.96354, 5.96354, 5.96354,\n",
" 5.96354, 17.96135, 17.96135, 17.96135, 17.96135, 17.96135,\n",
" 17.96135, 17.96135, 17.96135, 17.96135, 17.96135, 17.96135,\n",
" 17.96135, 17.96135, 17.96135, 17.96135, 17.96135, 17.96135,\n",
" 17.96135, 17.96135, 17.96135, 17.96135, 17.96135, 17.96135,\n",
" 17.96135, 17.96135, 17.96135, 17.96135, 17.96135, 17.96135,\n",
" 17.96135, 29.95822, 29.95822, 29.95822, 29.95822, 29.95822,\n",
" 29.95822, 29.95822, 29.95822, 29.95822, 29.95822, 29.95822,\n",
" 29.95822, 29.95822, 29.95822, 29.95822, 29.95822, 29.95822,\n",
" 29.95822, 29.95822, 29.95822, 29.95822, 29.95822, 29.95822,\n",
" 29.95822, 29.95822, 29.95822, 29.95822, 41.82612, 41.82612,\n",
" 41.82612, 41.82612, 41.82612, 41.82612, 41.82612, 41.82612,\n",
" 41.82612, 41.82612, 41.82612, 41.82612, 41.82612, 41.82612,\n",
" 41.82612, 41.82612, 41.82612, 41.82612, 41.82612, 41.82612,\n",
" 41.82612, 41.82612, 41.82612, 53.524 , 53.524 , 53.524 ,\n",
" 53.524 , 53.524 , 53.524 , 53.524 , 53.524 , 53.524 ,\n",
"...\n",
" -5.96354, -17.96135, -17.96135, -17.96135, -17.96135, -17.96135,\n",
" -17.96135, -17.96135, -17.96135, -17.96135, -17.96135, -17.96135,\n",
" -17.96135, -17.96135, -17.96135, -17.96135, -17.96135, -17.96135,\n",
" -17.96135, -17.96135, -17.96135, -17.96135, -17.96135, -17.96135,\n",
" -17.96135, -17.96135, -17.96135, -17.96135, -17.96135, -17.96135,\n",
" -17.96135, -29.95822, -29.95822, -29.95822, -29.95822, -29.95822,\n",
" -29.95822, -29.95822, -29.95822, -29.95822, -29.95822, -29.95822,\n",
" -29.95822, -29.95822, -29.95822, -29.95822, -29.95822, -29.95822,\n",
" -29.95822, -29.95822, -29.95822, -29.95822, -29.95822, -29.95822,\n",
" -29.95822, -29.95822, -29.95822, -29.95822, -41.82612, -41.82612,\n",
" -41.82612, -41.82612, -41.82612, -41.82612, -41.82612, -41.82612,\n",
" -41.82612, -41.82612, -41.82612, -41.82612, -41.82612, -41.82612,\n",
" -41.82612, -41.82612, -41.82612, -41.82612, -41.82612, -41.82612,\n",
" -41.82612, -41.82612, -41.82612, -53.524 , -53.524 , -53.524 ,\n",
" -53.524 , -53.524 , -53.524 , -53.524 , -53.524 , -53.524 ,\n",
" -53.524 , -53.524 , -53.524 , -53.524 , -53.524 , -53.524 ,\n",
" -53.524 , -53.524 , -53.524 , -65.25984, -65.25984, -65.25984,\n",
" -65.25984, -65.25984, -65.25984, -65.25984, -65.25984, -65.25984,\n",
" -65.25984, -65.25984, -65.25984, -65.25984, -77.29173, -77.29173,\n",
" -77.29173, -77.29173, -77.29173, -77.29173, -77.29173, -89.9 ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>Longitude</span></div><div class='xr-var-dims'>(SiteCode)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>1.844 13.46 25.07 ... -165.5 0.0</div><input id='attrs-a9799297-e65f-4365-8ec6-48477f3550fa' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a9799297-e65f-4365-8ec6-48477f3550fa' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e6edcd99-2db8-420b-835e-1d5565d6de6f' class='xr-var-data-in' type='checkbox'><label for='data-e6edcd99-2db8-420b-835e-1d5565d6de6f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>deg</dd><dt><span>description :</span></dt><dd>Geocentric longitude</dd></dl></div><div class='xr-var-data'><pre>array([ 1.84363, 13.45653, 25.06943, 36.68234, 48.29524,\n",
" 59.90814, 71.52105, 83.13395, 94.74685, 106.35976,\n",
" 117.97266, 129.58556, 141.19846, 152.81137, 164.42427,\n",
" 176.03717, -9.76928, -21.38218, -32.99508, -44.60799,\n",
" -56.22089, -67.83379, -79.4467 , -91.0596 , -102.6725 ,\n",
" -114.28541, -125.89831, -137.51121, -149.12412, -160.73702,\n",
" -172.34992, 2.42427, 14.42427, 26.42427, 38.42427,\n",
" 50.42427, 62.42427, 74.42427, 86.42427, 98.42427,\n",
" 110.42427, 122.42427, 134.42427, 146.42427, 158.42427,\n",
" 170.42427, -9.57573, -21.57573, -33.57573, -45.57573,\n",
" -57.57573, -69.57573, -81.57573, -93.57573, -105.57573,\n",
" -117.57573, -129.57573, -141.57573, -153.57573, -165.57573,\n",
" -177.57573, 4.42427, 17.7576 , 31.09094, 44.42427,\n",
" 57.7576 , 71.09094, 84.42427, 97.7576 , 111.09094,\n",
" 124.42427, 137.7576 , 151.09094, 164.42427, 177.7576 ,\n",
" -8.90906, -22.2424 , -35.57573, -48.90906, -62.2424 ,\n",
" -75.57573, -88.90906, -102.2424 , -115.57573, -128.90906,\n",
" -142.2424 , -155.57573, -168.90906, 8.7721 , 24.42427,\n",
" 40.07645, 55.72862, 71.38079, 87.03297, 102.68514,\n",
" 118.33731, 133.98949, 149.64166, 165.29384, -6.88008,\n",
"...\n",
" -51.38218, -63.38218, -75.38218, -87.38218, -99.38218,\n",
" -111.38218, -123.38218, -135.38218, -147.38218, -159.38218,\n",
" -171.38218, 11.95115, 25.28449, 38.61782, 51.95115,\n",
" 65.28449, 78.61782, 91.95115, 105.28449, 118.61782,\n",
" 131.95115, 145.28449, 158.61782, 171.95115, -1.38218,\n",
" -14.71551, -28.04885, -41.38218, -54.71551, -68.04885,\n",
" -81.38218, -94.71551, -108.04885, -121.38218, -134.71551,\n",
" -148.04885, -161.38218, -174.71551, 1.22652, 16.87869,\n",
" 32.53086, 48.18304, 63.83521, 79.48738, 95.13956,\n",
" 110.79173, 126.44391, 142.09608, 157.74825, 173.40043,\n",
" -14.42566, -30.07783, -45.73001, -61.38218, -77.03435,\n",
" -92.68653, -108.3387 , -123.99088, -139.64305, -155.29522,\n",
" -170.9474 , 6.00912, 26.00912, 46.00912, 66.00912,\n",
" 86.00912, 106.00912, 126.00912, 146.00912, 166.00912,\n",
" -13.99088, -33.99088, -53.99088, -73.99088, -93.99088,\n",
" -113.99088, -133.99088, -153.99088, -173.99088, 14.47066,\n",
" 42.16297, 69.85528, 97.54759, 125.23989, 152.9322 ,\n",
" -13.22165, -40.91395, -68.60626, -96.29857, -123.99088,\n",
" -151.68318, -179.37549, 40.18495, 91.61352, 143.04209,\n",
" -11.24362, -62.67219, -114.10077, -165.52934, 0. ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>Radius</span></div><div class='xr-var-dims'>(SiteCode)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>6.861e+06 6.861e+06 ... 6.861e+06</div><input id='attrs-52d85cd0-4f78-47b0-8ae7-5f97b047c554' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-52d85cd0-4f78-47b0-8ae7-5f97b047c554' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c2446457-6fb7-4971-a2a1-139636aa68b1' class='xr-var-data-in' type='checkbox'><label for='data-c2446457-6fb7-4971-a2a1-139636aa68b1' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>m</dd><dt><span>description :</span></dt><dd>Radius</dd></dl></div><div class='xr-var-data'><pre>array([6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
"...\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.,\n",
" 6861200., 6861200., 6861200., 6861200., 6861200., 6861200.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>SiteCode</span></div><div class='xr-var-dims'>(SiteCode)</div><div class='xr-var-dtype'><U7</div><div class='xr-var-preview xr-preview'>'N06E002' 'N06E013' ... 'S90E000'</div><input id='attrs-c3379f7e-0599-4dce-b505-2abde0d5c63b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c3379f7e-0599-4dce-b505-2abde0d5c63b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c846f272-7776-494d-a0e2-ab595ba8780b' class='xr-var-data-in' type='checkbox'><label for='data-c846f272-7776-494d-a0e2-ab595ba8780b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>-</dd><dt><span>description :</span></dt><dd>Seven letter virtual observatory identification code associated with datum</dd></dl></div><div class='xr-var-data'><pre>array(['N06E002', 'N06E013', 'N06E025', ..., 'S77W114', 'S77W166', 'S90E000'],\n",
" dtype='<U7')</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>RTP</span></div><div class='xr-var-dims'>(RTP)</div><div class='xr-var-dtype'><U6</div><div class='xr-var-preview xr-preview'>'Radial' 'Theta' 'Phi'</div><input id='attrs-bcf10aa8-8f44-4c36-adb1-06bcf99283e2' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-bcf10aa8-8f44-4c36-adb1-06bcf99283e2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f969e58b-2be4-454a-a79f-baf1e6b9d213' class='xr-var-data-in' type='checkbox'><label for='data-f969e58b-2be4-454a-a79f-baf1e6b9d213' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd></dd><dt><span>description :</span></dt><dd>RTP frame - Radial, Theta, Phi [R,T,P] = [-C,-N,E]</dd></dl></div><div class='xr-var-data'><pre>array(['Radial', 'Theta', 'Phi'], dtype='<U6')</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>Timestamp_SV</span></div><div class='xr-var-dims'>(Timestamp_SV)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2014-09-15T12:00:00 ... 2023-09-...</div><input id='attrs-383f7193-a65d-4841-9b67-2a98b5d2ecff' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-383f7193-a65d-4841-9b67-2a98b5d2ecff' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a13c8769-a34d-4b56-af95-b16c40d84772' class='xr-var-data-in' type='checkbox'><label for='data-a13c8769-a34d-4b56-af95-b16c40d84772' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>description :</span></dt><dd>Time of Secular Variation (*_SV) data</dd></dl></div><div class='xr-var-data'><pre>array(['2014-09-15T12:00:00.000000000', '2015-01-15T12:00:00.000000000',\n",
" '2015-05-15T12:00:00.000000000', '2015-09-15T12:00:00.000000000',\n",
" '2016-01-15T12:00:00.000000000', '2016-05-15T12:00:00.000000000',\n",
" '2016-09-15T12:00:00.000000000', '2017-01-15T12:00:00.000000000',\n",
" '2017-05-15T12:00:00.000000000', '2017-09-15T12:00:00.000000000',\n",
" '2018-01-15T12:00:00.000000000', '2018-05-15T12:00:00.000000000',\n",
" '2018-09-15T12:00:00.000000000', '2019-01-15T12:00:00.000000000',\n",
" '2019-05-15T12:00:00.000000000', '2019-09-15T12:00:00.000000000',\n",
" '2020-01-15T12:00:00.000000000', '2020-05-15T12:00:00.000000000',\n",
" '2020-09-15T12:00:00.000000000', '2021-01-15T12:00:00.000000000',\n",
" '2021-05-15T12:00:00.000000000', '2021-09-15T12:00:00.000000000',\n",
" '2022-01-15T12:00:00.000000000', '2022-05-15T12:00:00.000000000',\n",
" '2022-09-15T12:00:00.000000000', '2023-01-15T12:00:00.000000000',\n",
" '2023-05-15T12:00:00.000000000', '2023-09-15T12:00:00.000000000'],\n",
" dtype='datetime64[ns]')</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-c53bb3bb-b343-4545-91d2-4ac2cf0105e3' class='xr-section-summary-in' type='checkbox' checked><label for='section-c53bb3bb-b343-4545-91d2-4ac2cf0105e3' class='xr-section-summary' >Data variables: <span>(6)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>sigma_OB</span></div><div class='xr-var-dims'>(SiteCode, Timestamp, RTP)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-0.9269 -2.192 ... -13.02 12.42</div><input id='attrs-75260272-11c6-4021-a2fb-b5bceb5c9785' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-75260272-11c6-4021-a2fb-b5bceb5c9785' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2a995b42-9f65-4f0a-b689-15917d03d0ff' class='xr-var-data-in' type='checkbox'><label for='data-2a995b42-9f65-4f0a-b689-15917d03d0ff' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>nT</dd><dt><span>description :</span></dt><dd>Observed field estimated error</dd></dl></div><div class='xr-var-data'><pre>array([[[ -0.9269, -2.1924, 1.3443],\n",
" [ -1.3072, -2.8097, 1.8518],\n",
" [ -1.6894, -2.9452, 1.634 ],\n",
" ...,\n",
" [ -2.3183, -2.9766, 2.3984],\n",
" [ -1.1572, -3.1193, 1.8622],\n",
" [ -1.1289, -2.6412, 1.768 ]],\n",
"\n",
" [[ -3.5555, -3.7432, 2.1905],\n",
" [ -2.6451, -4.4187, 3.6076],\n",
" [ -2.3678, -4.3999, 2.3563],\n",
" ...,\n",
" [ -2.8341, -4.8042, 2.2494],\n",
" [ -2.02 , -3.9254, 2.6478],\n",
" [ -2.1759, -4.8163, 2.1646]],\n",
"\n",
" [[ -1.9647, -2.7145, 1.6386],\n",
" [ -2.0684, -3.6155, 2.2509],\n",
" [ -1.9632, -2.6693, 1.6815],\n",
" ...,\n",
"...\n",
" ...,\n",
" [ -4.7939, -9.713 , 12.4111],\n",
" [ -4.5033, -7.6995, 8.9542],\n",
" [ -4.4546, -6.2326, 6.8494]],\n",
"\n",
" [[ -5.102 , -19.1522, 12.4104],\n",
" [ -5.3013, -11.9529, 9.58 ],\n",
" [ -5.4812, -21.6861, 13.1531],\n",
" ...,\n",
" [ -6.4658, -16.9828, 16.1382],\n",
" [ -6.7684, -16.4669, 11.7666],\n",
" [ -6.0396, -17.8947, 13.0964]],\n",
"\n",
" [[ -6.2 , -14.5206, 13.2656],\n",
" [ -5.0522, -10.5084, 9.5834],\n",
" [ -4.4991, -12.785 , 13.6522],\n",
" ...,\n",
" [-10.4303, -19.4056, 18.6434],\n",
" [ -6.7133, -15.046 , 13.573 ],\n",
" [ -4.53 , -13.0198, 12.424 ]]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>B_OB</span></div><div class='xr-var-dims'>(SiteCode, Timestamp, RTP)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>5.284e+03 -2.443e+04 ... -6.917e+03</div><input id='attrs-a800959a-072b-4442-b034-b5e450129e57' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a800959a-072b-4442-b034-b5e450129e57' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b94bfb94-947a-4a94-bd77-fc9f5ffa7cad' class='xr-var-data-in' type='checkbox'><label for='data-b94bfb94-947a-4a94-bd77-fc9f5ffa7cad' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>nT</dd><dt><span>description :</span></dt><dd>Estimated observed GVO magnetic field, spherical polar (r,theta,phi) vector components [i.e (-C,-N,E) components in NEC frame]</dd></dl></div><div class='xr-var-data'><pre>array([[[ 5.28364877e+03, -2.44257400e+04, -1.60966299e+03],\n",
" [ 5.29453253e+03, -2.44292835e+04, -1.59459964e+03],\n",
" [ 5.31207284e+03, -2.44257210e+04, -1.57358681e+03],\n",
" ...,\n",
" [ 5.42983425e+03, -2.44393516e+04, -1.13219469e+03],\n",
" [ 5.42154695e+03, -2.44398745e+04, -1.11873269e+03],\n",
" [ 5.42367828e+03, -2.44395396e+04, -1.10157513e+03]],\n",
"\n",
" [[ 4.99692941e+03, -2.52473567e+04, -4.51145520e+02],\n",
" [ 5.00244597e+03, -2.52548306e+04, -4.36105830e+02],\n",
" [ 5.01061188e+03, -2.52409007e+04, -4.15418050e+02],\n",
" ...,\n",
" [ 4.91331203e+03, -2.52416185e+04, -2.81218700e+01],\n",
" [ 4.89785479e+03, -2.52429092e+04, -2.18028100e+01],\n",
" [ 4.89545556e+03, -2.52362451e+04, -8.23422000e+00]],\n",
"\n",
" [[ 3.92391567e+03, -2.59754976e+04, 3.73563800e+02],\n",
" [ 3.91476012e+03, -2.59740207e+04, 3.87538610e+02],\n",
" [ 3.91306000e+03, -2.59701897e+04, 4.03150230e+02],\n",
" ...,\n",
"...\n",
" ...,\n",
" [ 4.00498658e+04, -7.18695669e+03, 1.11391935e+04],\n",
" [ 4.00257906e+04, -7.19336090e+03, 1.11203798e+04],\n",
" [ 3.99988579e+04, -7.20431535e+03, 1.11213133e+04]],\n",
"\n",
" [[ 4.66856153e+04, 1.80937715e+03, 9.17527552e+03],\n",
" [ 4.66580257e+04, 1.79077101e+03, 9.18025243e+03],\n",
" [ 4.66452019e+04, 1.80854516e+03, 9.19259227e+03],\n",
" ...,\n",
" [ 4.61843501e+04, 1.69903050e+03, 9.41371861e+03],\n",
" [ 4.61532367e+04, 1.69906858e+03, 9.41114364e+03],\n",
" [ 4.61272360e+04, 1.69252071e+03, 9.43322819e+03]],\n",
"\n",
" [[ 4.16804179e+04, -1.02850832e+04, -6.62155424e+03],\n",
" [ 4.16549675e+04, -1.02837787e+04, -6.62888999e+03],\n",
" [ 4.16380317e+04, -1.03162296e+04, -6.64051433e+03],\n",
" ...,\n",
" [ 4.12643700e+04, -1.02031173e+04, -6.87140180e+03],\n",
" [ 4.12427004e+04, -1.01931837e+04, -6.88211342e+03],\n",
" [ 4.12302997e+04, -1.02107939e+04, -6.91663472e+03]]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>B_CF</span></div><div class='xr-var-dims'>(SiteCode, Timestamp, RTP)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>5.286e+03 -2.444e+04 ... -6.917e+03</div><input id='attrs-746cf64e-0225-4b19-892c-913891b4aaac' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-746cf64e-0225-4b19-892c-913891b4aaac' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-49ce2ab4-76fc-4c4d-8289-ce87426495eb' class='xr-var-data-in' type='checkbox'><label for='data-49ce2ab4-76fc-4c4d-8289-ce87426495eb' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>nT</dd><dt><span>description :</span></dt><dd>Estimated core GVO magnetic field, spherical polar (r,theta,phi) vector components [i.e (-C,-N,E) components in NEC frame]</dd></dl></div><div class='xr-var-data'><pre>array([[[ 5.28556297e+03, -2.44368311e+04, -1.61098054e+03],\n",
" [ 5.29783705e+03, -2.44408675e+04, -1.59572818e+03],\n",
" [ 5.31450554e+03, -2.44445889e+04, -1.57800502e+03],\n",
" ...,\n",
" [ 5.43287103e+03, -2.44690089e+04, -1.13586711e+03],\n",
" [ 5.42598889e+03, -2.44657229e+04, -1.12282533e+03],\n",
" [ 5.42462463e+03, -2.44626035e+04, -1.10576293e+03]],\n",
"\n",
" [[ 4.99470845e+03, -2.52627491e+04, -4.51604350e+02],\n",
" [ 4.99884093e+03, -2.52656171e+04, -4.34948940e+02],\n",
" [ 5.00639300e+03, -2.52651467e+04, -4.18376010e+02],\n",
" ...,\n",
" [ 4.90845426e+03, -2.52709469e+04, -2.99133700e+01],\n",
" [ 4.89538221e+03, -2.52621513e+04, -2.27880100e+01],\n",
" [ 4.89064261e+03, -2.52641458e+04, -1.11742900e+01]],\n",
"\n",
" [[ 3.92521240e+03, -2.59892221e+04, 3.73313960e+02],\n",
" [ 3.91779469e+03, -2.59916329e+04, 3.88545570e+02],\n",
" [ 3.91470667e+03, -2.59933416e+04, 4.01409630e+02],\n",
" ...,\n",
"...\n",
" ...,\n",
" [ 4.00158469e+04, -7.19181960e+03, 1.11299265e+04],\n",
" [ 3.99991069e+04, -7.19562537e+03, 1.11137956e+04],\n",
" [ 3.99738741e+04, -7.20476955e+03, 1.11185398e+04]],\n",
"\n",
" [[ 4.66714285e+04, 1.79806504e+03, 9.17404589e+03],\n",
" [ 4.66528214e+04, 1.77771735e+03, 9.17614642e+03],\n",
" [ 4.66316137e+04, 1.79345200e+03, 9.19128995e+03],\n",
" ...,\n",
" [ 4.61552457e+04, 1.69223842e+03, 9.40891630e+03],\n",
" [ 4.61350490e+04, 1.69271672e+03, 9.40563588e+03],\n",
" [ 4.61116242e+04, 1.68727691e+03, 9.42960665e+03]],\n",
"\n",
" [[ 4.16654224e+04, -1.02831432e+04, -6.61930131e+03],\n",
" [ 4.16484086e+04, -1.02808106e+04, -6.62545951e+03],\n",
" [ 4.16266896e+04, -1.03086816e+04, -6.63898524e+03],\n",
" ...,\n",
" [ 4.12389097e+04, -1.02041453e+04, -6.87027141e+03],\n",
" [ 4.12272145e+04, -1.01929297e+04, -6.88057038e+03],\n",
" [ 4.12115699e+04, -1.02094073e+04, -6.91670236e+03]]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sigma_CF</span></div><div class='xr-var-dims'>(SiteCode, Timestamp, RTP)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-1.642 -5.558 1.455 ... -12.34 8.03</div><input id='attrs-2090eb93-c014-4384-ae51-b88072d5f648' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-2090eb93-c014-4384-ae51-b88072d5f648' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7eaa6622-0f1a-4b51-89f0-890d89fe2395' class='xr-var-data-in' type='checkbox'><label for='data-7eaa6622-0f1a-4b51-89f0-890d89fe2395' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>nT</dd><dt><span>description :</span></dt><dd>Core field estimated error</dd></dl></div><div class='xr-var-data'><pre>array([[[ -1.6423739 , -5.55772112, 1.45468439],\n",
" [ -1.6423739 , -5.55772112, 1.45468439],\n",
" [ -1.6423739 , -5.55772112, 1.45468439],\n",
" ...,\n",
" [ -1.6423739 , -5.55772112, 1.45468439],\n",
" [ -1.6423739 , -5.55772112, 1.45468439],\n",
" [ -1.6423739 , -5.55772112, 1.45468439]],\n",
"\n",
" [[ -2.37506376, -5.63881293, 1.61475118],\n",
" [ -2.37506376, -5.63881293, 1.61475118],\n",
" [ -2.37506376, -5.63881293, 1.61475118],\n",
" ...,\n",
" [ -2.37506376, -5.63881293, 1.61475118],\n",
" [ -2.37506376, -5.63881293, 1.61475118],\n",
" [ -2.37506376, -5.63881293, 1.61475118]],\n",
"\n",
" [[ -1.36531903, -5.97604331, 1.54672513],\n",
" [ -1.36531903, -5.97604331, 1.54672513],\n",
" [ -1.36531903, -5.97604331, 1.54672513],\n",
" ...,\n",
"...\n",
" ...,\n",
" [ -8.6229701 , -2.85091685, 6.68145624],\n",
" [ -8.6229701 , -2.85091685, 6.68145624],\n",
" [ -8.6229701 , -2.85091685, 6.68145624]],\n",
"\n",
" [[ -7.04878155, -4.87340945, 6.8694077 ],\n",
" [ -7.04878155, -4.87340945, 6.8694077 ],\n",
" [ -7.04878155, -4.87340945, 6.8694077 ],\n",
" ...,\n",
" [ -7.04878155, -4.87340945, 6.8694077 ],\n",
" [ -7.04878155, -4.87340945, 6.8694077 ],\n",
" [ -7.04878155, -4.87340945, 6.8694077 ]],\n",
"\n",
" [[ -6.28459111, -12.34394758, 8.02961259],\n",
" [ -6.28459111, -12.34394758, 8.02961259],\n",
" [ -6.28459111, -12.34394758, 8.02961259],\n",
" ...,\n",
" [ -6.28459111, -12.34394758, 8.02961259],\n",
" [ -6.28459111, -12.34394758, 8.02961259],\n",
" [ -6.28459111, -12.34394758, 8.02961259]]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sigma_SV</span></div><div class='xr-var-dims'>(SiteCode, Timestamp_SV, RTP)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-1.739 -4.889 ... -12.11 7.106</div><input id='attrs-84020e81-058c-4278-9abf-3dd012f5a16b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-84020e81-058c-4278-9abf-3dd012f5a16b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5ce776bf-b609-48a8-b330-f854b0329cb7' class='xr-var-data-in' type='checkbox'><label for='data-5ce776bf-b609-48a8-b330-f854b0329cb7' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>nT/yr</dd><dt><span>description :</span></dt><dd>Secular variation field estimated error</dd></dl></div><div class='xr-var-data'><pre>array([[[ -1.73936752, -4.88860505, 1.51495872],\n",
" [ -1.73936752, -4.88860505, 1.51495872],\n",
" [ -1.73936752, -4.88860505, 1.51495872],\n",
" ...,\n",
" [ -1.73936752, -4.88860505, 1.51495872],\n",
" [ -1.73936752, -4.88860505, 1.51495872],\n",
" [ -1.73936752, -4.88860505, 1.51495872]],\n",
"\n",
" [[ -1.12484177, -5.08743022, 1.66665032],\n",
" [ -1.12484177, -5.08743022, 1.66665032],\n",
" [ -1.12484177, -5.08743022, 1.66665032],\n",
" ...,\n",
" [ -1.12484177, -5.08743022, 1.66665032],\n",
" [ -1.12484177, -5.08743022, 1.66665032],\n",
" [ -1.12484177, -5.08743022, 1.66665032]],\n",
"\n",
" [[ -0.905807 , -4.51680761, 1.69047581],\n",
" [ -0.905807 , -4.51680761, 1.69047581],\n",
" [ -0.905807 , -4.51680761, 1.69047581],\n",
" ...,\n",
"...\n",
" ...,\n",
" [ -3.9122914 , -3.1495883 , 5.41374347],\n",
" [ -3.9122914 , -3.1495883 , 5.41374347],\n",
" [ -3.9122914 , -3.1495883 , 5.41374347]],\n",
"\n",
" [[ -5.23467907, -3.86800695, 4.26482337],\n",
" [ -5.23467907, -3.86800695, 4.26482337],\n",
" [ -5.23467907, -3.86800695, 4.26482337],\n",
" ...,\n",
" [ -5.23467907, -3.86800695, 4.26482337],\n",
" [ -5.23467907, -3.86800695, 4.26482337],\n",
" [ -5.23467907, -3.86800695, 4.26482337]],\n",
"\n",
" [[ -4.88180476, -12.11192284, 7.10611894],\n",
" [ -4.88180476, -12.11192284, 7.10611894],\n",
" [ -4.88180476, -12.11192284, 7.10611894],\n",
" ...,\n",
" [ -4.88180476, -12.11192284, 7.10611894],\n",
" [ -4.88180476, -12.11192284, 7.10611894],\n",
" [ -4.88180476, -12.11192284, 7.10611894]]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>B_SV</span></div><div class='xr-var-dims'>(SiteCode, Timestamp_SV, RTP)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>43.97 -10.39 50.11 ... 8.997 -25.21</div><input id='attrs-867c44c3-c2f2-4e5f-94b9-fdaea4027568' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-867c44c3-c2f2-4e5f-94b9-fdaea4027568' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-cc7ddcf9-a646-436b-96bd-2049fadecf32' class='xr-var-data-in' type='checkbox'><label for='data-cc7ddcf9-a646-436b-96bd-2049fadecf32' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>nT/yr</dd><dt><span>description :</span></dt><dd>Estimated secular variation (SV) GVO magnetic field, spherical polar (r,theta,phi) vector components [i.e (-C,-N,E) components in NEC frame]</dd></dl></div><div class='xr-var-data'><pre>array([[[ 43.9665 , -10.39347, 50.1138 ],\n",
" [ 41.51104, -9.31218, 49.4896 ],\n",
" [ 38.63869, -8.54553, 52.98854],\n",
" ...,\n",
" [ -4.61408, 6.31858, 43.45796],\n",
" [ -6.91066, 8.80676, 43.94999],\n",
" [-11.4882 , 10.69475, 43.83108]],\n",
"\n",
" [[ 17.91531, -4.13894, 51.25969],\n",
" [ 12.76886, -3.90434, 51.60676],\n",
" [ 11.77726, -4.31717, 53.37328],\n",
" ...,\n",
" [-26.7556 , 13.54378, 28.45961],\n",
" [-24.64815, 8.1135 , 30.08292],\n",
" [-26.23497, 8.12527, 26.91362]],\n",
"\n",
" [[-16.63617, -4.18741, 43.54203],\n",
" [-20.37877, -4.05628, 40.46147],\n",
" [-23.94957, -2.83385, 45.63165],\n",
" ...,\n",
"...\n",
" ...,\n",
" [-73.95052, -14.48268, -9.30665],\n",
" [-69.41824, -15.93928, -13.40383],\n",
" [-67.70999, -19.21319, -11.25565]],\n",
"\n",
" [[-63.90255, -15.29834, 23.53805],\n",
" [-57.01222, -2.21278, 29.98183],\n",
" [-57.09392, -13.53245, 23.63238],\n",
" ...,\n",
" [-60.71373, -11.56751, 19.13635],\n",
" [-66.89549, -21.42742, 25.80962],\n",
" [-65.55839, -12.15764, 17.99846]],\n",
"\n",
" [[-52.61507, 3.45324, -21.79409],\n",
" [-49.80188, 2.42019, -24.56633],\n",
" [-35.53402, 43.4353 , -39.761 ],\n",
" ...,\n",
" [-50.60026, 9.5922 , -24.76139],\n",
" [-48.80855, -14.24436, -40.08652],\n",
" [-48.91247, 8.99673, -25.21145]]])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-73bc69b0-bcd2-40fe-94de-93eb70f6ef13' class='xr-section-summary-in' type='checkbox' ><label for='section-73bc69b0-bcd2-40fe-94de-93eb70f6ef13' class='xr-section-summary' >Indexes: <span>(4)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>Timestamp</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-aac9443f-e5d4-4fc5-88e4-1f2dca977580' class='xr-index-data-in' type='checkbox'/><label for='index-aac9443f-e5d4-4fc5-88e4-1f2dca977580' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(DatetimeIndex(['2014-03-01 12:00:00', '2014-07-01 12:00:00',\n",
" '2014-11-01 12:00:00', '2015-03-01 12:00:00',\n",
" '2015-07-01 12:00:00', '2015-11-01 12:00:00',\n",
" '2016-03-01 12:00:00', '2016-07-01 12:00:00',\n",
" '2016-11-01 12:00:00', '2017-03-01 12:00:00',\n",
" '2017-07-01 12:00:00', '2017-11-01 12:00:00',\n",
" '2018-03-01 12:00:00', '2018-07-01 12:00:00',\n",
" '2018-11-01 12:00:00', '2019-03-01 12:00:00',\n",
" '2019-07-01 12:00:00', '2019-11-01 12:00:00',\n",
" '2020-03-01 12:00:00', '2020-07-01 12:00:00',\n",
" '2020-11-01 12:00:00', '2021-03-01 12:00:00',\n",
" '2021-07-01 12:00:00', '2021-11-01 12:00:00',\n",
" '2022-03-01 12:00:00', '2022-07-01 12:00:00',\n",
" '2022-11-01 12:00:00', '2023-03-01 12:00:00',\n",
" '2023-07-01 12:00:00', '2023-11-01 12:00:00'],\n",
" dtype='datetime64[ns]', name='Timestamp', freq=None))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>SiteCode</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-d9f4b344-d06d-4447-8d72-87ff592d8964' class='xr-index-data-in' type='checkbox'/><label for='index-d9f4b344-d06d-4447-8d72-87ff592d8964' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index(['N06E002', 'N06E013', 'N06E025', 'N06E037', 'N06E048', 'N06E060',\n",
" 'N06E072', 'N06E083', 'N06E095', 'N06E106',\n",
" ...\n",
" 'S65W152', 'S65W179', 'S77E040', 'S77E092', 'S77E143', 'S77W011',\n",
" 'S77W063', 'S77W114', 'S77W166', 'S90E000'],\n",
" dtype='object', name='SiteCode', length=300))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>RTP</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-6e703f0c-3884-4c90-b14c-94ef303fc142' class='xr-index-data-in' type='checkbox'/><label for='index-6e703f0c-3884-4c90-b14c-94ef303fc142' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index(['Radial', 'Theta', 'Phi'], dtype='object', name='RTP'))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>Timestamp_SV</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-e549b526-e3cc-4d15-9c9a-bddf0f877695' class='xr-index-data-in' type='checkbox'/><label for='index-e549b526-e3cc-4d15-9c9a-bddf0f877695' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(DatetimeIndex(['2014-09-15 12:00:00', '2015-01-15 12:00:00',\n",
" '2015-05-15 12:00:00', '2015-09-15 12:00:00',\n",
" '2016-01-15 12:00:00', '2016-05-15 12:00:00',\n",
" '2016-09-15 12:00:00', '2017-01-15 12:00:00',\n",
" '2017-05-15 12:00:00', '2017-09-15 12:00:00',\n",
" '2018-01-15 12:00:00', '2018-05-15 12:00:00',\n",
" '2018-09-15 12:00:00', '2019-01-15 12:00:00',\n",
" '2019-05-15 12:00:00', '2019-09-15 12:00:00',\n",
" '2020-01-15 12:00:00', '2020-05-15 12:00:00',\n",
" '2020-09-15 12:00:00', '2021-01-15 12:00:00',\n",
" '2021-05-15 12:00:00', '2021-09-15 12:00:00',\n",
" '2022-01-15 12:00:00', '2022-05-15 12:00:00',\n",
" '2022-09-15 12:00:00', '2023-01-15 12:00:00',\n",
" '2023-05-15 12:00:00', '2023-09-15 12:00:00'],\n",
" dtype='datetime64[ns]', name='Timestamp_SV', freq=None))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-e71b6732-4ae1-4097-be95-43e1fb9be1a2' class='xr-section-summary-in' type='checkbox' checked><label for='section-e71b6732-4ae1-4097-be95-43e1fb9be1a2' class='xr-section-summary' >Attributes: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>Sources :</span></dt><dd>['SW_OPER_VOBS_4M_2__20140301T000000_20250301T000000_0201']</dd><dt><span>MagneticModels :</span></dt><dd>[]</dd><dt><span>AppliedFilters :</span></dt><dd>[]</dd></dl></div></li></ul></div></div>"
],
"text/plain": [
"<xarray.Dataset>\n",
"Dimensions: (Timestamp: 30, SiteCode: 300, RTP: 3, Timestamp_SV: 28)\n",
"Coordinates:\n",
" * Timestamp (Timestamp) datetime64[ns] 2014-03-01T12:00:00 ... 2023-11-...\n",
" Latitude (SiteCode) float64 5.964 5.964 5.964 ... -77.29 -77.29 -89.9\n",
" Longitude (SiteCode) float64 1.844 13.46 25.07 ... -114.1 -165.5 0.0\n",
" Radius (SiteCode) float64 6.861e+06 6.861e+06 ... 6.861e+06 6.861e+06\n",
" * SiteCode (SiteCode) <U7 'N06E002' 'N06E013' ... 'S77W166' 'S90E000'\n",
" * RTP (RTP) <U6 'Radial' 'Theta' 'Phi'\n",
" * Timestamp_SV (Timestamp_SV) datetime64[ns] 2014-09-15T12:00:00 ... 2023-...\n",
"Data variables:\n",
" sigma_OB (SiteCode, Timestamp, RTP) float64 -0.9269 -2.192 ... 12.42\n",
" B_OB (SiteCode, Timestamp, RTP) float64 5.284e+03 ... -6.917e+03\n",
" B_CF (SiteCode, Timestamp, RTP) float64 5.286e+03 ... -6.917e+03\n",
" sigma_CF (SiteCode, Timestamp, RTP) float64 -1.642 -5.558 ... 8.03\n",
" sigma_SV (SiteCode, Timestamp_SV, RTP) float64 -1.739 -4.889 ... 7.106\n",
" B_SV (SiteCode, Timestamp_SV, RTP) float64 43.97 -10.39 ... -25.21\n",
"Attributes:\n",
" Sources: ['SW_OPER_VOBS_4M_2__20140301T000000_20250301T000000_0201']\n",
" MagneticModels: []\n",
" AppliedFilters: []"
]
},
"execution_count": 14,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"ALL_VOBS[\"Swarm_4M\"]"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Note that the altitudes of the virtual observatories defined for each mission are different, so the measurements can not directly be compared. Below, we can see that CHAMP and Swarm VO's are at lower altitude so the observed field is stronger. The *composite* data product has VO's defined at a common altitude of 700km."
]
},
{
"cell_type": "code",
"execution_count": 15,
"metadata": {
"execution": {
"iopub.execute_input": "2025-06-21T21:45:27.265134Z",
"iopub.status.busy": "2025-06-21T21:45:27.264663Z",
"iopub.status.idle": "2025-06-21T21:45:27.643021Z",
"shell.execute_reply": "2025-06-21T21:45:27.642483Z"
}
},
"outputs": [
{
"data": {
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FbLt374arqyv09fWhrq4ODQ0NbNy4ESEhIWKM4rfyvXr1Ujq2Z8+ekvoSERGBIUOGwMbGRjxHuXLlAEDpPFJ8+vQJ586dQ9euXbOc2+XMmTNo3rw5bGxslLZ7e3vj06dP6Ur6064aophLo02bNum2R0VFpRsa1Lx5c6XfuKqpqaFbt2548uQJXr169VV9at++vdJrJycnAMDz588BpE5mGRUVhT59+iApKUn8SklJQatWrRAUFKRUrp9Zm/Hx8enK/3PizJkzcHd3h6GhIdTU1KChoYEpU6YgMjIyV+3269cPr169ws6dO+Hr6wsbGxts374dbm5umD9/fqbHbdy4Eerq6vD29s6y/aioKBw4cACtWrVC6dKl0+1v2rQpPn78iKCgIHG+FcUwCzc3N7x9+xb37t1DQkICLl++nC9VK1evXsWSJUuwdu1a6Ojo5Pj4169fQyaTwczMTGl7bGwsBg8ejPHjx8PBwSHLNr58ryUlJSkN/wJy9r2keC8Dqe8jPT09sdJLQfEc0w51a9q0KQwMDMTXFhYWMDc3V2ozOzVr1lQa/qStrY0qVapk28ZPP/0EIHWuHIUVK1bA0dEx04oXILU65/Tp0+jUqRN0dXWV7qOnpyfi4+Nx+fJlAEC9evVw69YtDB06FMePH8f79+8lX1dWPD09lYaEZfV8AODFixfitn///Rc9e/aEpaWl+L2uqA6T8rP88OHDkMlk+PHHH5Wu3dLSEjVq1MhwRSZzc3P8999/Ob5OIiKivMDkCtE36I8//kBQUBDOnDmDwYMHIyQkJN3ysfv27UPXrl1RunRpbN++HZcuXUJQUBD69euH+Ph4MS4yMhLq6uowNTVVOt7S0jLbfqSkpKBly5bYt28fxo0bh9OnT+Pq1aviB4jPnz/n6Lqio6ORnJycbgLTtCIjIzMcRqIo11fM6aFgYmKi9FpTUzPL7V/eHyDje6HYpjhXTvuU9n4rhtEo7pli/pwuXbpAQ0ND6Wvu3LkQBAFRUVE5ajOnrl69ipYtWwJI/aD5zz//ICgoCJMmTcpVuwqGhobo0aMHli5diitXruD27duwsLDApEmTMlwh5d27dzh48CDatGmT7ftz+/btSEhIyHReFkWy5OzZs7h58yZiYmLED5L29vYoVaoUAgICcPny5XTzreSVfv36oXPnznB2dkZMTAxiYmLE9+L79+/x4cOHLI///PkzNDQ00s3TMmnSJGhoaGDYsGFiu4oE4qdPnxATEwNBEBAaGpruvfblsthAzr6X0v6csbS0TLcMtbm5OdTV1bP9/gBS3885ec99bRsWFhbo1q0b1q5di+TkZNy+fRsXLlzAsGHDsjwuMjISSUlJWL58ebr7qFhRSjEX1cSJE7FgwQJcvnwZrVu3hqmpKZo3b45r165Jvr6MfO3Puri4ODRq1AhXrlzB77//joCAAAQFBWHfvn0ApH2vv3nzBoIgwMLCIt31X758OcN5uLS1tXP9c4SIiEhVOOcK0TeoWrVq4iS2TZs2RXJyMjZs2IA9e/aIvxnevn07KlSogF27dil9oEk7eaSpqSmSkpIQGRmp9GEkPDw8237cvXsXt27dwpYtW5RWHnny5MlXXZeJiQnU1NTEapDMmJqaIiwsLN12xUSTaX9zn1sZ3QvFNsU9U3WfFPHLly8XV7RJ68tqmrzg5+cHDQ0NHD58WGnp3rxYyhkAqlevju7du2PJkiV49OgR6tWrp7R/27ZtSExMzHYiWyC1wsXCwiJdpYWCg4ODmEDR0tKChYUFqlatKu5v3Lgxzp49K37oz4/kyr1793Dv3j3s3r073b5KlSqhRo0aCA4OzvR4MzMzJCYm4uPHj9DT0xO33717F6GhoRkmpBTft9HR0bC2tkZQUJDSfjs7u6+8GmWmpqa4cuUKBEFQ+nkUERGBpKQklX/P5taIESOwbds2/P333/D394eRkVG66r60jI2NoaamBi8vL/j4+GQYU6FCBQCAuro6Ro8ejdGjRyMmJganTp3CL7/8Ag8PD7x8+RK6uroqv6asnDlzBq9fv0ZAQIDSXEY5WebazMwMMpkMFy5cyHDOpYy2RUVFZTn5NRERUX5icoWIMG/ePOzduxdTpkxB586dUaJECchkMmhqaip9kAkPD0+3WlDTpk0xb9487NixA76+vuL2nTt3ZnteRdtp/9O8du3ar7oOHR0duLm5Yffu3Zg5c2amH7iaN2+O/fv34/Xr10qTS/7xxx/Q1dXNNBnxtU6fPo03b96IyYzk5GTs2rULlSpVEqtsVN0nV1dXGBkZ4f79+9n+xjwncvLbf5lMBnV1daVKiM+fP2Pbtm25ajcyMhIGBgbib8+/9ODBAwDIcNLQjRs3wtraOtvJlq9du4bbt29j3Lhx6YbKKchkMri5ueHYsWMoUaJEuslx3dzcMH36dERGRsLa2lppsui88uUKRQpbtmzB1q1bceDAgQyHN31JkRx6+vSpOMwMAJYsWZLuQ3JwcDBGjRqFadOmwc3NTRw6qEjaqlrz5s3x119/4cCBA+jUqZO4/Y8//hD351RuK7OyUqdOHTRo0ABz587F3bt3MWjQIKWEVUZ0dXXRtGlT3Lx5E05OThm+vzNiZGSELl264L///sPIkSMRGhoKe3v7PL2+tHLys/zLfn05fK1t27aYM2cO/vvvP3Tt2jXbcyYlJeHly5diVQ8REVFBY3KFiGBsbIyJEydi3Lhx2LlzJ3788Ue0bdsW+/btw9ChQ9GlSxe8fPkSv/32G6ysrPD48WPx2JYtW6Jx48YYN24cPn78CGdnZ/zzzz8ZfoBOq2rVqqhUqRImTJgAQRBgYmKCQ4cO4eTJk199LYqVhurXr48JEybA1tYWb968wcGDB7F27VoYGBhg6tSpOHz4MJo2bYopU6bAxMQEO3bswJEjRzBv3jwYGhp+9fkzYmZmhmbNmmHy5MniakEPHjxQWo5Z1X3S19fH8uXL0adPH0RFRaFLly4wNzfH27dvcevWLbx9+xarV6/O8bU4OjoiICAAhw4dgpWVFQwMDDKtTmjTpg0WLVqEnj17YtCgQYiMjMSCBQsy/A20o6Mj/Pz8sGvXLlSsWBHa2tpwdHTMsN2zZ89ixIgR6NWrFxo0aABTU1NERETgzz//hL+/P3r37p1uaNiVK1dw7949/PLLL9kuT7xx40YAQP/+/bOMa9q0Kfbs2YMTJ05gxYoVSvvc3NwQGRmJ8+fPZzr/0J49ewBAXGb22rVr0NfXBwCluUWeP38uVoQolp1VHFu+fHkxoZHRstiKeSpcXV2zre5QHH/58mWl5ErNmjUzPaZ69erZLsetCr1798bKlSvRp08fhIaGwtHREYGBgZg1axY8PT3h7u6e4zYV76+lS5eiT58+0NDQgJ2dndJcLbkxYsQIdOvWDTKZTFw5KjtLly5Fw4YN0ahRI/z0008oX748Pnz4gCdPnuDQoUPiqjvt2rWDg4MDnJ2dUapUKTx//hxLlixBuXLlULly5Xy5vi81aNAAxsbGGDJkCKZOnQoNDQ3s2LEDt27dSher6NfcuXPRunVrqKmpwcnJCa6urhg0aBD69u2La9euoXHjxtDT00NYWBgCAwPh6OgozmcDALdv38anT5/ypSqMiIhIkoKcTZeI8pdixY6goKB0+z5//iyULVtWqFy5spCUlCQIgiDMmTNHKF++vKClpSVUq1ZNWL9+vbj6yJdiYmKEfv36CUZGRoKurq7QokUL4cGDB5JWC7p//77QokULwcDAQDA2NhZ++OEH4cWLFzleaehL9+/fF3744QfB1NRU0NTUFMqWLSt4e3sL8fHxYsydO3eEdu3aCYaGhoKmpqZQo0aNdKu1ZLYiSmb3MaOVWQAIPj4+wqpVq4RKlSoJGhoaQtWqVYUdO3ak63du+qRY7SNt/Llz54Q2bdoIJiYmgoaGhlC6dGmhTZs2SsdntqJMRvc8ODhYcHV1FXR1dQUA2a7ws2nTJsHOzk7Q0tISKlasKMyePVvYuHFjunZDQ0OFli1bCgYGBgIAoVy5cpm2+fLlS+HXX38VXF1dBUtLS0FdXV0wMDAQ6tevLyxfvlx8/35p4MCBgkwmE54+fZplfz99+iQYGhoKjRs3zjJOEFLfZ/j/1Yru3r2rtC8lJUUwMTERAAjr16/P8HjFsRl9fUnxHDL6ym7lppysFiQIgtCoUaN0K1Fl5GtXC5LyPSMIgtCnTx9BT09PaVtkZKQwZMgQwcrKSlBXVxfKlSsnTJw4Uen7WhD+9z2XVrly5dLdr4kTJwrW1tZCiRIllFb9KVeunNCmTZt0baRdZSej1YIUEhISBC0tLaFVq1bp9mXl2bNnQr9+/YTSpUsLGhoaQqlSpYQGDRoIv//+uxizcOFCoUGDBoKZmZn4M65///5CaGiopOvLbLWg+fPnKx2fk5+BFy9eFFxcXARdXV2hVKlSwoABA4QbN26k+7mUkJAgDBgwQChVqpQgk8nS/SzYtGmTUL9+fUFPT0/Q0dERKlWqJPTu3Vu4du2aUh8mT54smJmZpXv+REREBUUmCGmm8iciIpWRyWTw8fFJV9lAVBjt3bsX3bp1w/Pnz7MdRkRZO3ToENq3b48jR45w6IqKJScnw9bWFj179sTMmTMLujtEREQAuFoQERER/b/OnTujbt26mD17dkF3pci6f/8+jh07hjFjxqBmzZrZzvFDObd9+3bExcXh559/LuiuEBERiZhcISIiIgCplVbr16+HtbU1UlJSCro7RdLQoUPRvn17GBsb488//0y3fDTlXkpKCnbs2AEjI6OC7goREZGIw4KIiIiIiIiIiHKBlStERERERERERLnA5AoRERERERERUS4wuUJERERERERElAvqBd2B4iQlJQWvX7+GgYEBJ7AjIiIiIvqGCYKADx8+wNraGiVK8HfaRMUdkysq9Pr1a9jY2BR0N4iIiIiIqJB4+fIlypQpU9DdIKI8xuSKChkYGABI/QFasmTJAu5N3pLL5Thx4gRatmwJDQ2Ngu4OfSU+x+KBz7H44LMsHvgciwc+x+KhIJ/j+/fvYWNjI35GIKLijckVFVIMBSpZsuQ3kVzR1dVFyZIl+R+OIozPsXjgcyw++CyLBz7H4oHPsXgoDM+R0wUQfRsKzeC/2bNnQyaTYeTIkRnuHzx4MGQyGZYsWaK0PSEhAcOHD4eZmRn09PTQvn17vHr1SikmOjoaXl5eMDQ0hKGhIby8vBATE6MU8+LFC7Rr1w56enowMzODr68vEhMTVXiFRERERERERFQcFYrkSlBQENatWwcnJ6cM9x84cABXrlyBtbV1un0jR47E/v374efnh8DAQMTFxaFt27ZITk4WY3r27Ing4GD4+/vD398fwcHB8PLyEvcnJyejTZs2+PjxIwIDA+Hn54e9e/dizJgxqr9YIiIiIiIiIipWCjy5EhcXh169emH9+vUwNjZOt/+///7DsGHDsGPHjnSlfLGxsdi4cSMWLlwId3d31KpVC9u3b8edO3dw6tQpAEBISAj8/f2xYcMGuLi4wMXFBevXr8fhw4fx8OFDAMCJEydw//59bN++HbVq1YK7uzsWLlyI9evX4/3793l/E4iIiIiIiIioyCrwOVd8fHzQpk0buLu74/fff1fal5KSAi8vL/z888+oXr16umOvX78OuVyOli1bitusra3h4OCAixcvwsPDA5cuXYKhoSHq168vxnz33XcwNDTExYsXYWdnh0uXLsHBwUGpMsbDwwMJCQm4fv06mjZtmmHfExISkJCQIL5WJGLkcjnkcvnX3ZAiQnF9hf46k+WAmkbmr79xReY5Upb4HIsPPsvigc+xeOBzLB4K8jnyvUP0bSnQ5Iqfnx9u3LiBoKCgDPfPnTsX6urq8PX1zXB/eHg4NDU101W8WFhYIDw8XIwxNzdPd6y5ublSjIWFhdJ+Y2NjaGpqijEZmT17NqZPn55u+4kTJ6Crq5vpccXJyZMnC7oLpAJ8jsUDn2PxwWdZPPA5Fg98jsVDQTzHT58+5fs5iajgFFhy5eXLlxgxYgROnDgBbW3tdPuvX7+OpUuX4saNGzmeYVsQBKVjMjr+a2LSmjhxIkaPHi2+Viy31rJly29itaCTJ0+iRYsWhXMG/WQ58G8AsLcfIAj/2y6TAd9vAio2yZsKliJWKVPonyNJwudYfPBZFg98jsUDn2PxUJDPkdMLEH1bCiy5cv36dURERKBOnTrituTkZJw/fx4rVqzA3LlzERERgbJlyyrtHzNmDJYsWYLQ0FBYWloiMTER0dHRStUrERERaNCgAQDA0tISb968SXf+t2/fitUqlpaWuHLlitL+6OhoyOXydBUtX9LS0oKWlla67RoaGt/MP8KF9lo1NICLC4Hkz+n3XVwE2Huq/pyCAPx7CriwAIgIAcyrAY3GAlVapSZ1CrFC+xwpR/gciw8+y+KBz7F44HMsHgriOfJ9Q/RtKbAJbZs3b447d+4gODhY/HJ2dkavXr0QHBwMb29v3L59W2m/tbU1fv75Zxw/fhwAUKdOHWhoaCiV+YWFheHu3bticsXFxQWxsbG4evWqGHPlyhXExsYqxdy9exdhYWFizIkTJ6ClpaWU/KEiJiIkZ9tzI1kOPPIH/HoAr64BiR9T//Trkbo9OQ/H3KZtOy/PRUREREREROkUWOWKgYEBHBwclLbp6enB1NRU3G5qaqq0X0NDA5aWlrCzswMAGBoaon///hgzZgxMTU1hYmKCsWPHwtHREe7u7gCAatWqoVWrVhg4cCDWrl0LABg0aBDatm0rttOyZUvY29vDy8sL8+fPR1RUFMaOHYuBAwcW++E9xZp5tdQER0bbVU1NI7Vi5cshSEDq6wsLAbvWqj+nov0nRbNahoiIiIiIqLgo8KWYc2vx4sXo2LEjunbtCldXV+jq6uLQoUNQU1MTY3bs2AFHR0e0bNkSLVu2hJOTE7Zt2ybuV1NTw5EjR6CtrQ1XV1d07doVHTt2xIIFCwrikkgVkuWpSYa0CQaZDGg0Jm+qO/KzUgbIm2oZKVUwrJQhIiIiIiJSUuBLMX8pICAgy/2hoaHptmlra2P58uVYvnx5pseZmJhg+/btWbZdtmxZHD58WEo3qShQ00it3uj+Z2rliFjVMSbvqjrys1IGUH21jJQqGFbKEBERERERpVOokitEKiWTAbbuykmGZHneJAEUlTJ+PdKvTqSolMmLVYNUVS2TLE+djPfL/iuqYLr/mXofgdTESlYxOb1GqasrFbFVmIiIiIiI6NtS5IcFEWUp7QfwvPpA/mWlTJm6gKZ+6p/d/0zdnlfnzawqJqfVMtlVwahpSIvJCUUVzIbmwCzr1D+fnMq4fSlxUnFYExERERERqRgrV4hUJT8rZRRtq7JaRkoVjCorZaRUwUiNk0rqsCZWyhARERERUQ6wcoVIlfKrUkbRtiqrZaRUweRnpUxO4qSQOgFwTiplOAEwERERERGByRWiok1RLTPgFPDLf6l/2rrnvFpGyupKql6BSWoVjKqqZaQkanKyApOUJIyqEzVERERERFQoMblCVNSpolpGShVMQVTK5CROiuwSNVIrZaQkYVSdqFFgtQwRERERUaHDOVeIKJWUOWNUNa+M1PliVD2vjJTlsqVUykhdBltKTE7mlclszpgKzZXbl7pcNueWISIiIiJSCVauENH/SKmCya9KmZzESZHtsKak1NdSK2VUNQGwKqplnpzKPuZrq2VYBUNERERElC1WrhBRwZBaBaOqapkvEzUXFn5R1THmf1UdOamUkVIFIyUGyH0S5tJywGyI9IoaqdUyqq6CYaUMERERERVTrFwhooIjtQpGVaswZTcBsNRKGVVPAJzbapm3j7KPyWm1TEFO7ktEREREVMQwuUJE35bsEjVSVmBS5QTAqkjClKqSfUxOq2UKanJfqaQOV+KwJiIiIiLKBxwWRESUlpRKGVVNACxluJLiuMyGLLkMBx7LVT+sKb8n95VK6nClnAxrIiIiIiLKBVauEBF9LVVNAJzbahlb9+xjclQtU0CT+0ohtQomL6pliIiIiIgywcoVIqLCIDfVMikSYnJaLVNQk/tmR2qljNQ4IiIiIiIVYOUKEVFRkl/VMgU1ua8UUqtgVFUtQ0RERESUDVauEBF9q6RO7quKOWOkxEgltQpGVdUyRERERETZYHKFiIgyl5+T+0ohdbhSToY1ERERERHlEocFERFR7qlquJKU80gZriQ1joiIiIhIBVi5QkRERYvUKhhVVcsQEREREWWDlStERFT0SK2CUUW1DBERERFRNphcISIiIiIiIiLKBSZXiIiIiIiIiIhygckVIiIiIiIiIqJcYHKFiIiIiIiIiCgXmFwhIiIiIiIiIsoFJleIiIiIiIiIiHKByRUiIiIiIiIiolxgcoWIiIiIiIiIKBeYXCEiIiIiIiIiygUmV4iIiIiIiIiIcoHJFSIiIiIiIiKiXGByhYiIiIiIiIgoF5hcISIiIiIiIiLKBSZXiIiIiIiIiIhygckVIiIiIiIiIqJcYHKFiIiIiIiIiCgXmFwhIiIiIiIiIsoFJleIiIiIiIiIiHKByRUiIiIiIiIiolxgcoWIiIiIiIiIKBeYXCEiIiIiIiIiygUmV4iIiIiIiIiIcoHJFSIiIiIiIiKiXGByhYiIiIiIiIgoF5hcISIiIiIiIiLKhUKTXJk9ezZkMhlGjhwJAJDL5Rg/fjwcHR2hp6cHa2tr9O7dG69fv1Y6LiEhAcOHD4eZmRn09PTQvn17vHr1SikmOjoaXl5eMDQ0hKGhIby8vBATE6MU8+LFC7Rr1w56enowMzODr68vEhMT8/KSiYiIiIiIiKgYKBTJlaCgIKxbtw5OTk7itk+fPuHGjRuYPHkybty4gX379uHRo0do37690rEjR47E/v374efnh8DAQMTFxaFt27ZITk4WY3r27Ing4GD4+/vD398fwcHB8PLyEvcnJyejTZs2+PjxIwIDA+Hn54e9e/dizJgxeX/xRERERERERFSkqRd0B+Li4tCrVy+sX78ev//+u7jd0NAQJ0+eVIpdvnw56tWrhxcvXqBs2bKIjY3Fxo0bsW3bNri7uwMAtm/fDhsbG5w6dQoeHh4ICQmBv78/Ll++jPr16wMA1q9fDxcXFzx8+BB2dnY4ceIE7t+/j5cvX8La2hoAsHDhQnh7e2PmzJkoWbJkPt0NIiIiIiIiIipqCjy54uPjgzZt2sDd3V0puZKR2NhYyGQyGBkZAQCuX78OuVyOli1bijHW1tZwcHDAxYsX4eHhgUuXLsHQ0FBMrADAd999B0NDQ1y8eBF2dna4dOkSHBwcxMQKAHh4eCAhIQHXr19H06ZNM+xPQkICEhISxNfv378HkDqkSS6X5/heFCWK6yvu11nc8TkWD3yOxQefZfHA51g88DkWDwX5HPneIfq2FGhyxc/PDzdu3EBQUFC2sfHx8ZgwYQJ69uwpVpKEh4dDU1MTxsbGSrEWFhYIDw8XY8zNzdO1Z25urhRjYWGhtN/Y2BiamppiTEZmz56N6dOnp9t+4sQJ6OrqZntNxUHa6iIqmvgciwc+x+KDz7J44HMsHvgci4eCeI6fPn3K93MSUcEpsOTKy5cvMWLECJw4cQLa2tpZxsrlcnTv3h0pKSlYtWpVtm0LggCZTCa+/vLvuYlJa+LEiRg9erT4+v3797CxsUHLli2L/VAiuVyOkydPokWLFtDQ0Cjo7tBX4nMsHvgciw8+y+KBz7F44HMsHgryOSqq2ono21BgyZXr168jIiICderUEbclJyfj/PnzWLFiBRISEqCmpga5XI6uXbvi2bNnOHPmjFLSwtLSEomJiYiOjlaqXomIiECDBg3EmDdv3qQ7/9u3b8VqFUtLS1y5ckVpf3R0NORyebqKli9paWlBS0sr3XYNDY1v5h/hb+laizM+x+KBz7H44LMsHvgciwc+x+KhIJ4j3zdE35YCWy2oefPmuHPnDoKDg8UvZ2dn9OrVC8HBwUqJlcePH+PUqVMwNTVVaqNOnTrQ0NBQKvMLCwvD3bt3xeSKi4sLYmNjcfXqVTHmypUriI2NVYq5e/cuwsLCxJgTJ05AS0tLKflDRERERERERJRWgVWuGBgYwMHBQWmbnp4eTE1N4eDggKSkJHTp0gU3btzA4cOHkZycLM5/YmJiAk1NTRgaGqJ///4YM2YMTE1NYWJigrFjx8LR0VFcPahatWpo1aoVBg4ciLVr1wIABg0ahLZt28LOzg4A0LJlS9jb28PLywvz589HVFQUxo4di4EDBxb74T1ERERERERElDsFvlpQZl69eoWDBw8CAGrWrKm07+zZs2jSpAkAYPHixVBXV0fXrl3x+fNnNG/eHFu2bIGampoYv2PHDvj6+oqrCrVv3x4rVqwQ96upqeHIkSMYOnQoXF1doaOjg549e2LBggV5e5FEREREREREVOQVquRKQECA+Pfy5ctDEIRsj9HW1sby5cuxfPnyTGNMTEywffv2LNspW7YsDh8+LLmvRERERERERERAAc65QkRERERERERUHDC5QkRERERERESUC0yuEBERERERERHlApMrRERERERERES5wOQKEREREREREVEuMLlCRERERERERJQLTK4QEREREREREeUCkytERERERERERLnA5AoRERERERERUS4wuUJERERERERElAtMrhARERERERER5QKTK0REREREREREucDkChERERERERFRLqhLCercuXOOG16zZg3Mzc1zfBwRERERERERUVEiKbly4MABdO3aFTo6OpIa3blzJ+Li4phcISIiIiIiIqJiT1JyBQCWLVsmOVmyZ8+er+4QEREREREREVFRImnOlbNnz8LExERyo8eOHUPp0qW/ulNEREREREREREWFpOSKm5sbdu7ciYSEBEmNNmzYEFpaWrnqGBERERERERFRUSB5taC+ffsiNjY2L/tCRERERERERFTkSE6uCIKQl/0gIiIiIiIiIiqSJCdXAEAmk+VVP4iIiIiIiIiIiiTJqwUBgLe3d7Zzqezbty9XHSIiIiIiIiIiKkpylFwxMDCAjo5OXvWFiIiIiIiIiKjIyVFyZdmyZTA3N8+rvhARERERERERFTmS51zhfCtEREREREREROlxtSAiIiIiIiIiolyQnFw5e/YsTExM8rIvRERE9A0R5PIsXxMREREVFZLnXHFzcxP/fvr0aZw+fRoRERFISUlRitu0aZPqekdERETFkiAIiLsQiHdr1yLh8WNoVa4Ms8GDod+0SbqhyIJcDpmGRqavcxpHREREpGqSK1cUpk+fjpYtW+L06dN49+4doqOjlb6IiIiIsiLI5Yg7G4BXPj6Iv3ULwqdPiL91C698fBB3NkCpgkWRhHnWrTse1K6DZ926I+5CYLrhypLjJFTLsKKGiIiIcipHqwUBwJo1a7BlyxZ4eXnlRX+IiIiomJNpaODd2rVA2vncBAGR69bBoFnT1JdyOeIuBOKVj48Yq0jClFm5EvqNGkKmoSE9TkK1TF5U1BAREVHxl+PkSmJiIho0aJAXfSEiIqJvRMLjx5lsfyT+XWoSRkqckJSEuPMXskzAAJCUpEltOvMkTFpSkjBM1BBRQUhJSUFiYmJBd4Oo0NLU1ESJEtIG/OQ4uTJgwADs3LkTkydPznHHiIiIiABAq3JlxN+6lcH2KkqvpSRhpMTJ1NUlJWpUUVGj9V39Lw5ltQwRFU6JiYl49uxZujk0ieh/SpQogQoVKkBTUzPb2BwnV+Lj47Fu3TqcOnUKTk5O0EjzD/qiRYty2iQRERF9QwS5HGaDByslJwAAMhlMBw1SShhITcJIiZOSqFFFRU3p/6+CkTJcCVBNtcyXSRhOAExE2REEAWFhYVBTU4ONjY3k38wTfUtSUlLw+vVrhIWFoWzZsul+4ZFWjpMrt2/fRs2aNQEAd+/eVdqX3cmIiIiIZBoa0G/aBGVWrkTkunVIePwIWpWrwHTQIOWKDolJmGzjkpIgU1eXlIBRZUWN1GFNKp1/RmoCRsWJGiIqWpKSkvDp0ydYW1tDV1e3oLtDVGiVKlUKr1+/RlJSUrrCkrRynFw5e/bsV3eMiIiICEj9hYx+o4Zi8gD4/w/uX3ywl5qEkRInJVEDQOUVNflVLSN1XhlVTwAsdoPzyhAVKcnJyQAgaagD0bdM8T2SnJycbXKF9V9ERERUINJ+sM7og7YiCVPe70/YXb+O8n5/pn74T/PhPru4LxMwOjVrooSeLnRq1kxNJjRtApmGhqQY4H8VNUhbsZsmUQOkJmEykrZaJrsYIPfzyij6n12iRqahkZqoUeFy2VKXyga4FDZRfuLIA6Ks5eR7RFJypXPnznj//r3kRnv16oWIiAjJ8URERESZkZKEkRInJVEjKUaFSRhVJ2ryawLgL68xuySMlJj/NS8tCSM1AcNEDRER5RdJyZW///4bb9++xfv377P9io2NxaFDhxAXF5fXfSciIiLKEUnVMiqqqMnXapmkJADSq2BUlaiRUgUjJUZxjVKSMJITMCpO1BARqVr58uWxZMkSlbYpk8lw4MABAEBoaChkMhmCg4NVeg7KmKTkiiAIqFKlCoyNjbP9MjExwcePH/O630REREQFSmVJGFUkatTVJVfBqDpRk1/zyuRkuJKqEzWKNrN6LTWGiJSFh4djxIgRsLW1hba2NiwsLNCwYUOsWbMGnz59Kuju5UhOkxlBQUEYNGhQnvXHxsYGYWFhcHBwyDaWiZjckzSh7ddMYlu6dOkcH0NERERU3Ki6WiazSYDzewLgnEzuq6oJgLMbrqS4N6qYAFjru/pfHJb95L6qngCY6Fvw77//wtXVFUZGRpg1axYcHR2RlJSER48eYdOmTbC2tkb79u0Lupsql5iYCE1NTZQqVSpPz6OmpgZLS8s8PQf9j6TKFTc3txx/aWlp5XXfiYiIiL4pqphXRkoc55XhvDJE+WHo0KFQV1fHtWvX0LVrV1SrVg2Ojo74/vvvceTIEbRr106MjY2NxaBBg2Bubo6SJUuiWbNmuJUmabt69WpUqlQJmpqasLOzw7Zt25T2x8TEYNCgQbCwsIC2tjYcHBxw+PBhcf/FixfRuHFj6OjowMbGBr6+vkqjMsqXL49Zs2ahX79+MDAwQNmyZbFu3Tpxf4UKFQAAtWrVgkwmQ5MmTQAA3t7e6NixI2bPng1ra2tUqVJFbO/LYUHZ9S+tx48fo3HjxtDW1oa9vT1OnjyptD9tNUp0dDR69eqFUqVKQUdHB5UrV8bmzZuz7HtQUBBatGgBMzMzGBoaws3NDTdu3FA6j0wmw4YNG9CpUyfo6uqicuXKOHjwoFLMvXv30KZNG5QsWRIGBgZo1KgRnj59Ku7fvHkzqlWrBm1tbVStWhWrVq3K9LoLK64WRERERFSM5OsEwJxXpljNK8NEDeWnyMhInDhxAj4+PtDT08sw5svKsDZt2iA8PBxHjx7F9evXUbt2bTRv3hxRUVEAgP3792PEiBEYM2YM7t69i8GDB6Nv377iKIyUlBS0bt0aFy9exPbt23H//n3MmTMHampqAIA7d+7Aw8MDnTt3xu3bt7Fr1y4EBgZi2LBhSn1auHAhnJ2dcfPmTQwdOhQ//fQTHjx4AAC4evUqAODUqVMICwvDvn37xONOnz6NkJAQnDx5MsOESXb9yyi+c+fOUFNTw+XLl7FmzRqMHz8+y3s+efJk3L9/H8eOHUNISAhWr14NMzOzLPv+4cMH9OnTBxcuXMDly5dRuXJleHp64sOHD0ptT58+HV27dsXt27fh6emJXr16ic/mv//+E5NAZ86cwfXr19GvXz8k/f/P9fXr12PSpEmYOXMmQkJCMGvWLEyePBlbt27N8noKG0nDgoiIiIjo26OK4UqSY1Q4XCnbuKQkyNTVVTZcSWqMKoYr6TdqKF5j3IXA7OMkDleSHMchTaQiT548gSAIsLOzU9puZmaG+Ph4AICPjw/mzp2Ls2fP4s6dO4iIiBBHSCxYsAAHDhzAnj17MGjQICxYsADe3t4YOnQoAGD06NG4fPkyFixYgKZNm+LUqVO4evUqQkJCxMqRihUriuedP38+evbsiZEjRwIAKleujGXLlsHNzQ2rV6+GtrY2AMDT01M8x/jx47F48WIEBASgatWq4jAfU1PTdMNx9PT0sGHDBmhqamZ4P7LrX0bxISEhCA0NRZkyZQAAs2bNQuvWrTM95sWLF6hVqxacnZ0BpFbOKGTW92bNmim1sXbtWhgbG+PcuXNo27atuN3b2xs9evQQ+7F8+XJcvXoVrVq1wsqVK2FoaAg/Pz9o/P/PC8U1AsBvv/2GhQsXonPnzgBSq2ju37+PtWvXok+fPpleT2HDyhUiIiIiypX8WoVJahWMKicABqRVwahqAmCpw5U4ATAVF2mHLV69ehXBwcGoXr06EhISAADXr19HXFwcTE1Noa+vL349e/ZMHFoSEhICV1dXpbZcXV0REhICAAgODkaZMmWUPtR/6fr169iyZYtS+x4eHkhJScGzZ8/EOCcnJ6W+W1paIiIiItvrdHR0zDSxIqV/aYWEhKBs2bJiYgUAXFxcsjzmp59+gp+fH2rWrIlx48bh4sWL2Z4nIiICQ4YMQZUqVWBoaAhDQ0PExcXhxYsXSnFf3hc9PT0YGBiI9yU4OBiNGjUSEytfevv2LV6+fIn+/fsr3fvff/9dadhQUcDKFSIiIiIqNKQOV8qqCkZKXHaVMopydSnVMgBUOgFwfs0ro8oJgBWVMqmHcQJgyp6trS1kMpk4pEZBUa2ho6MjbktJSYGVlRUCAgLStWNkZCT+Pd17RxDEbV+2l5GUlBQMHjwYvr6+6faVLVtW/HvaBIFMJkNKSkqWbQPIdOiTQnb9SyujpGba60+rdevWeP78OY4cOYJTp06hefPm8PHxwYIFCzI9xtvbG2/fvsWSJUtQrlw5aGlpwcXFBYmJiUpxWd2XrK5NEbN+/XrUr19faV9mQ6IKq1xXriQmJiIuLi7XHZk9ezZkMplYhgWkvmGmTZsGa2tr6OjooEmTJrh3757ScQkJCRg+fDjMzMygp6eH9u3b49WrV0ox0dHR8PLyEjNtXl5eiImJUYp58eIF2rVrBz09PZiZmcHX1zfdG4aIiIiICh7nlYHkuG9lAmDFubN6TYWLqakpWrRogRUrVihNGpuR2rVrIzw8HOrq6rC1tVX6UswZUq1aNQQGBiodd/HiRVSrVg1AamXFq1ev8OjRo3TtK85x7969dO3b2tpmWXHyJUVccnKypPgvZde/tOzt7fHixQu8fv1a3Hbp0qVsjytVqhS8vb2xfft2LFmyRJyQN7O+X7hwAb6+vvD09ET16tWhpaWFd+/eSb0sAKnXduHCBcgz+J60sLBA6dKl8e+//6a774pJdouKHCVXNm/ejOHDh2PHjh0AgIkTJ8LAwACGhoZo0aIFIiMjv6oTQUFBWLdunVIpEQDMmzcPixYtwooVKxAUFARLS0u0aNFCafKckSNHYv/+/fDz80NgYCDi4uLQtm1bpTdFz549ERwcDH9/f/j7+yM4OBheXl7i/uTkZLRp0wYfP35EYGAg/Pz8sHfvXowZM+arroeIiIiIigZVDFeSHKPC4UqFNVFTEBMApx4qPQlDhceqVauQlJQEZ2dn7Nq1CyEhIXj48CG2b9+OBw8eiJUL7u7ucHFxQceOHXH8+HGEhobi4sWL+PXXX3Ht2jUAwM8//4wtW7ZgzZo1ePz4MRYtWoR9+/Zh7NixAFJXwG3cuDG+//57nDx5Es+ePcOxY8fg7+8PIHX+lEuXLsHHxwfBwcF4/PgxDh48iOHDh0u+HnNzc+jo6MDf3x9v3rxBbGys5GOz619a7u7usLOzQ+/evXHr1i1cuHABkyZNyvIcU6ZMwd9//40nT57g3r17OHz4sJh8yqzvtra22LZtG0JCQnDlyhX06tUrx1U2w4YNw/v379G9e3dcu3YNjx8/xrZt2/Dw4UMAwLRp0zB79mwsXboUjx49wp07d7B582YsWrQoR+cpaJKTKzNnzoSPjw9CQkLg6+uLn376CVu2bMGMGTMwZ84cPHjwAL/++muOOxAXF4devXph/fr1MDY2FrcLgoAlS5Zg0qRJ6Ny5MxwcHLB161Z8+vQJO3fuBJC6HNfGjRuxcOFCuLu7o1atWti+fTvu3LmDU6dOAUgdi+bv748NGzbAxcUFLi4uWL9+PQ4fPiw+zBMnTuD+/fvYvn07atWqBXd3dyxcuBDr16/H+/fvc3xNRERERFS8FOd5ZVSdqMmvCYClJGE+XlCuZKDCpVKlSrh58ybc3d0xceJE1KhRA87Ozli+fDnGjh2L3377DUDq983Ro0fRuHFj9OvXD1WqVEH37t0RGhoKCwsLAEDHjh2xdOlSzJ8/H9WrV8fatWuxefNmcUlhANi7dy/q1q2LHj16wN7eHuPGjRN/Ke/k5IRz587h8ePHaNSoEWrVqoXJkyfDyspK8vWoq6tj2bJlWLt2LaytrdGhQ4cc3Y+s+pdWiRIlsH//fiQkJKBevXoYMGAAZs6cmWX7mpqamDhxIpycnNC4cWOoqanBz88vy75v2rQJ0dHRqFWrFry8vODr6wtzc/McXZepqSnOnDmDuLg4uLm5oU6dOli/fr04lGjAgAHYsGEDtmzZAkdHR7i5uWHLli1FrnJFJkhM51auXBkzZsxAjx49cO3aNdSvXx+7du1Cly5dAADHjh3DkCFD8Pz58xx1oE+fPjAxMcHixYvRpEkT1KxZE0uWLMG///6LSpUq4caNG6hVq5YY36FDBxgZGWHr1q04c+aMuPzWl4mZGjVqoGPHjpg+fTo2bdqE0aNHpxsGZGRkhMWLF6Nv375iBu/LddKjo6NhYmKCM2fOoGnTpshIQkKCOMkSALx//x42NjZ49+4dSpYsmaP7UNTI5XKcPHkSLVq0yHBiIioa+ByLBz7H4oPPsnjgcyweCvo5Sp1nJLs4QRDw8UIgojZvRsLTJ9CqZAuTvn2hl6aqJrs4QS7Hx0uX8d+YMenmlSm9cCH0XL4Tz/vcuy/i795N11cdR0eU3bxJcgwAPGrUGMLnz+niSujqoPL58+LrzNrTrFULIZ06FshzfP/+PczMzBAbG1voPhvEx8fj2bNnqFChgrgKDhGll5PvFckT2r548QINGzYEADg7O0NdXR2Ojo7ificnJ4SFheWoo35+frhx4waCgoLS7QsPDwcAMROpYGFhISZwwsPDoampqZRYUcQojg8PD88ws2Zubq4Uk/Y8xsbG0NTUFGMyMnv2bEyfPj3d9hMnTkBXVzfT44qTkydPFnQXSAX4HIsHPsfig8+yeOBzLB6KzXP8ocv//h73ATh27Ovipk9Ld8jTuA/Al/ep6w+pXxm4e/So9BgAmDgh434CePxlXBbtAQXzHD99+pTv5ySigiM5uSKXy8U1xYHUkqIvs7/q6uo5mrjn5cuXGDFiBE6cOJFlBiirGZ8zkzYmo/iviUlr4sSJGD16tPhaUbnSsmXLQpedVrWC/m0OqQafY/HA51h88FkWD3yOxQOfY8akVNRIqZaRFKOCapmCrlwhom9HjpZivn//vljJIQgCHjx4IK4UlNMZg69fv46IiAjUqVNH3JacnIzz589jxYoV4nwo4eHhSuPcIiIixCoTS0tLJCYmIjo6Wql6JSIiAg0aNBBj3rx5k+78b9++VWrnypUrSvujo6Mhl8vTVbR8SUtLSynhpKChofHN/CP8LV1rccbnWDzwORYffJbFA59j8cDnmEbae5HJvdFo3AjGzZuJrzNKwmQbo6EBjWZNob5oUYbLZX+ZhLHo3z/DpbBLeXkhJO5DgTxHvm+Ivi05Sq40b95cacbttm3bAkit+pBSUZK2rTt37iht69u3L6pWrYrx48ejYsWKsLS0xMmTJ8U5VxITE3Hu3DnMnTsXAFCnTh1oaGjg5MmT6Nq1KwAgLCwMd+/exbx58wAALi4uiI2NxdWrV1GvXj0AwJUrVxAbGysmYFxcXDBz5kyEhYWJiZwTJ05AS0tLKflDRERERETZU/UEwAbN/jcHoiCXZ7oKU9okjFZD18yHQBERqZDk5MqzZ89UemIDAwM4ODgobdPT04Opqam4feTIkZg1axYqV66MypUrY9asWdDV1UXPnj0BAIaGhujfvz/GjBkDU1NTmJiYYOzYsXB0dIS7uzuA1PXOW7VqhYEDB2Lt2rUAgEGDBqFt27aws7MDALRs2RL29vbw8vLC/PnzERUVhbFjx2LgwIHFfngPEREREVFhlpskTFKe946IKJXk5Eq5cuXysh8ZGjduHD5//oyhQ4ciOjoa9evXx4kTJ2BgYCDGLF68GOrq6ujatSs+f/6M5s2bY8uWLeKa6ACwY8cO+Pr6omXLlgCA9u3bY8WKFeJ+NTU1HDlyBEOHDoWrqyt0dHTQs2dPLFiwIP8uloiIiIiIvlqGSZj/X26aiCiv5WhYEAAEBQXhzz//xKNHjyCTyVC5cmX07NkTzs7Oue5MQECA0muZTIZp06Zh2rRpmR6jra2N5cuXY/ny5ZnGmJiYYPv27Vmeu2zZsjh8+HBOuktEREREREREhBI5CR43bhzq16+PDRs24NWrV3jx4gXWr1+P+vXrY/z48XnVRyIiIiIiIiKiQktycmXr1q1Yvnw5li1bhsjISAQHB+PWrVuIiorC4sWLsWzZMvzxxx952VciIiIiIiIiokJHcnJl5cqVmDVrFoYNG6a0rJiGhgZ8fX0xc+ZMpXlMiIiIiIiIiPLLu3fvCroLIplMhgMHDhR0N/Ldt3rdQA6SK/fu3UOHDh0y3d+xY0fcu3dPJZ0iIiIiIiIiSuv58+fo27cvrKysoKmpiUqVKmHu3Lk4e/YsXFxc8OnTp69uuyASA0lJSdi0aRNatmyJ0qVLw9LSEg0bNsTixYvx+fPnbI/39vaGTCZL91W9enUx5t69e/j+++9Rvnx5yGQyLFmyJF07s2fPRt26dWFgYABzc3N07NgRDx8+TBcXEhKC9u3bw9DQEAYGBvjuu+/w4sWLXN2D4kJyckVNTQ2JiYmZ7pfL5Uor9BARERERERGpyuPHj+Hs7IyHDx9i586dePjwIRYvXowdO3agWbNm2LRpE3R1dTM8NqvPsgUlNDQUzs7OWLp0KTp37ozdu3fjxIkT8PX1xYkTJ+Do6IgnT55k2cbSpUsRFhYmfr18+RImJib44YcfxJhPnz6hYsWKmDNnDiwtLTNs59y5c/Dx8cHly5dx8uRJJCUloWXLlvj48aMY8/TpUzRs2BBVq1ZFQEAAbt26hcmTJ0NbW1s1N6SIk5xcqVOnDnbs2JHp/m3btqF27doq6RQREREREREVbknJKVm+VrVhw4ZBU1MTp06dQtOmTVGhQgW4ubmhTp06qFWrllLVSfny5fH777/D29sbhoaGGDhwIBITEzFs2DBYWVlBW1sb5cuXx+zZs8V4AOjUqRNkMpn4GgAOHTqEOnXqQFtbGxUrVsT06dORlJQk7n/8+DEaN24MbW1t2Nvb4+TJk9ley/v379GyZUu0b98ewcHBGDJkCBo0aAAnJyd07doVx44dw/jx4+Hh4ZFlBYuhoSEsLS3Fr2vXriE6Ohp9+/YVY+rWrYv58+eje/fu0NLSyrAdf39/eHt7o3r16qhRowY2b96MFy9e4Pr162LMpEmT4OnpiXnz5qFWrVqoWLEi2rRpA3Nz80z7N2PGDFhYWCA4OBjA/55L7969oa+vj3LlyuHvv//G27dv0aFDB+jr68PR0RHXrl3L9h4WNpKTK2PGjMHs2bMxbtw4vHnzRtweHh6On3/+GXPnzsXYsWPzpJNERERERERUeAiCgIBHb9Fp5T+wn+KPTiv/wblHbyEIQp6cLyoqCidPnoSPj49YnZKQkIBBgwZhxowZaNu2Lf744w+l88+fPx8ODg64fv06Jk+ejGXLluHgwYP466+/8PDhQ2zfvl1MogQFBQEANm/ejLCwMPH18ePH8eOPP8LX1xf379/H2rVrsWXLFsycORMAkJKSgs6dO0NNTQ2XL1/GmjVrJK2kO3fuXNSuXRszZszAhw8f4O3tDSsrK9SuXRtbtmxB9erVMXDgQDRo0ABLly6VfJ82btwId3d3lCtXTvIxGYmNjQUAmJiYAEi9ziNHjqBKlSrw8PCAubk56tevn+kwKkEQMGLECGzcuBGBgYGoWbOmuG/x4sVwdXXFzZs30aZNG3h5eaF379748ccfcePGDdja2qJ379559l7KK+pSA9u2bYvFixdj7NixWLhwIQwNDQGk3nQ1NTXMnz8fbdu2zbOOEhERERERUcFLSk5BwKO3GPjHNSg+/958GYMBf1zDht7OcKtSCupqkn+PL8njx48hCAKqVasGIPXD+4ABAzBs2DDY2NjA2toa7969w9u3b8VKimbNmikVALx48QKVK1dGw4YNIZPJlBIQpUqVAgAYGRkpDZ2ZOXMmJkyYgD59+gAAKlasiN9++w3jxo3D1KlTcerUKYSEhCA0NBRlypQBAMyaNQutW7fO8nq2bt0Kf39/AKmFDCEhIdi7dy8+ffoEHx8fJCQkAEidU2XSpEmYMGFCtvcoLCwMx44dw86dO7ONzYogCBg9ejQaNmwIBwcHAEBERATi4uIwZ84c/P7775g7dy78/f3RuXNnnD17Fm5ubuLxSUlJ6N27N65du4Z//vlHvC8Knp6eGDx4MABgypQpWL16NerWrSsOZRo/fjxcXFzw5s2bTIcxFUaSkysAMHz4cHTq1Am7d+/G48ePAQBVqlTB999/DxsbmzzpIBERERERERUe6molsPLME6QtLBAEYOXZJ2hezSLPzq2pqQkAGDlyJFxdXdGoUSMAQExMTLpYZ2dnpdfe3t5o0aIF7Ozs0KpVK7Rt2xYtW7bM8nzXr19HUFCQWKkCAMnJyYiPj8enT58QEhKCsmXLKiUQXFxcsmwzKioK79+/FxMXf//9N/bv348GDRoAACZPnoxff/0VAGBlZYXo6Ogs21PYsmULjIyM0LFjR0nxmRk2bBhu376NwMBAcVtKSuqQrw4dOmDUqFEAgJo1a+LixYtYs2aNUnJl1KhR0NLSwuXLl2FmZpaufScnJ/HvFhap7xVHR8d02yIiIopvcgUAypQpI97MrLRp0wYbNmyAlZXVV3WMiIiIiIiICqeHbz5kvD084+25ZWtrC5lMhvv37+Pu3btISEjAkCFDxP13796FoaGh0od5PT09pTZq166NZ8+e4dixYzh16hS6du0Kd3d37NmzJ9PzpqSkYPr06ejcuXO6fdra2hkOXZHJZFleS1JSktIksImJiUp91dfXF/9+69YtVKpUKcv2gNRqk02bNsHLy0tMQH2N4cOH4+DBgzh//rxSwsjMzAzq6uqwt7dXiq9WrZpSEgYAWrRogT///BPHjx9Hr1690p1DQ0ND/LviXmW0TZHQKSpynFyR6vz585KWjiIiIiIiIqKixc7CADdfxqTfbmmQJ+czNTVFy5YtMW/ePNjb2+PUqVPivufPn2P37t3o3bs3SpTIejhSyZIl0a1bN3Tr1g1dunRBq1atEBUVBRMTE2hoaCA5OVkpvnbt2nj48CFsbW0zbM/e3h4vXrzA69evYW1tDQC4dOlSln0wMzODXC5HWFgYrKys0LhxY8yZMwcbN25EfHy8uFRycHAwJk2ahDVr1mR3e3Du3Dk8efIE/fv3zzY2I4IgYPjw4di/fz8CAgJQoUIFpf2ampqoW7duuuWZHz16lG5+l/bt26Ndu3bo2bMn1NTU0L1796/qU1Gj2oFwREREREREVKwlJadgWDNbpC3QkMkAn6a2ebZqUKdOnfDu3TvExcUhICAAz58/x5EjR9CyZUuULl0as2bNyvL4xYsXw8/PDw8ePMCjR4+we/duWFpawsjICEDqSjanT59GeHi4OBRnypQp+OOPPzBt2jTcu3cPISEh2LVrlzhsx93dHXZ2dujduzdu3bqFCxcuYNKkSVn2o0SJEmjfvj1WrFgBIHU55ZCQEJQsWRLly5eHq6srnj9/js6dO2P27NnZDl0CUieyrV+/vjjU6EuJiYkIDg5GcHAwEhMT8d9//yE4OFhpmWcfHx9s374dO3fuhIGBAcLDwxEeHq5UMPHzzz9j165dWL9+PZ48eYIVK1bg0KFDGDp0aLpzdurUCdu2bUPfvn2zrAwqTphcISIiIiIiIsnU1UqgWVVzbOjtjNpljaCnqYbaZY2wobczmlU1V/lktgDw8uVLzJw5E5cvX0bTpk3h4+MDOzs7DBkyBO7u7rhy5Yo4KW1m9PX1MXfuXDg7O6Nu3boIDQ3F0aNHxWqXhQsX4uTJk7CxsUGtWrUAAB4eHjh8+DBOnjyJunXr4rvvvsOiRYvEao0SJUpg//79SEhIQL169TBgwACl+VkyM3XqVKxevRqHDx9GhQoVcOvWLbx+/RoRERGYPn06wsPD8e+//6Jbt27ZthUbG4u9e/dmWrXy+vVr1KpVC7Vq1UJYWBgWLFiAWrVqYcCAAWLM6tWrERsbiyZNmsDKykr82rVrlxjTqVMnrFmzBvPmzYOjoyM2bNiAvXv3omHDhhmet0uXLti6dSu8vLywb9++bK+jqJMJebS+kYGBAW7duoWKFSvmRfOF0vv372FoaIjY2FiULFmyoLuTp+RyOY4ePQpPT0+l8XFUtPA5Fg98jsUHn2XxwOdYPPA5Fg8F+RwL82eD+Ph4PHv2DBUqVFCa+yOnkpJTlBIpaV+r2tu3b7NNoBQlinlfevTogUGDBsHR0REymQwPHjzAsmXLkJCQgE2bNhV0N79pOfleYeUKERERERER5VjaREpeJlYAFKvECpA6pOjmzZuIj49HkyZNoKGhAU1NTTRp0gS6urpYsGBBQXeRciDPJrQlIiIiIiIiosyVK1cOGzduxPr16xEREQEgdSni7FYcosInz5Irv/zyC0xMTPKqeSIiIiIiIqJioUSJErC0tCzoblAu5Di5EhkZCVNTUwCpkwqtX78enz9/Rvv27dGoUSMxbuLEiarrJRERERERERFRISV5UNydO3dQvnx5mJubo2rVqggODkbdunWxePFirFu3Dk2bNsWBAwfysKtERERERERERIWP5OTKuHHj4OjoiHPnzqFJkyZo27YtPD09ERsbi+joaAwePBhz5szJy74SERERERERERU6kocFBQUF4cyZM3ByckLNmjWxbt06DB06VFwTfPjw4fjuu+/yrKNERERERERERIWR5MqVqKgocYIdfX196OnpKU1Ya2xsjA8fPqi+h0REREREREREhViOFiJPuxwUl4ciIiIiIiIiom9djlYL8vb2hpaWFgAgPj4eQ4YMgZ6eHgAgISFB9b0jIiIiIiIioiJn2rRpOHDgAIKDgwu6K/lCcuVKnz59YG5uDkNDQxgaGuLHH3+EtbW1+Nrc3By9e/fOy74SERERERHRNyw8PBzDhw9HxYoVoaWlBRsbG7Rr1w6nT58WY8qXL48lS5akO3batGmoWbNmuu2vXr2CpqYmqlatmuE5ZTIZZDIZLl++rLQ9ISEBpqamkMlkCAgISBcvk8lgYGAAZ2dn7Nu3T9L1PXz4EMOGDYO9vT1MTU1RpUoV9O3bF0FBQZKOB4BLly6hWbNm0NPTg5GREZo0aYLPnz8DAAICApT69+VXRueIjIxEmTJlIJPJEBMTI26Pj4+Ht7c3HB0doa6ujo4dO0ruX3EluXJl8+bNedkPIiIiIiIiokyFhobC1dUVRkZGmDdvHpycnCCXy3H8+HH4+PjgwYMHX9Xuli1b0LVrV5w/fx7//PMPXF1d08XY2Nhg8+bNSou47N+/H/r6+oiKikoXv3nzZrRq1QoxMTGYP38+fvjhBwQGBsLFxSXTfixYsAAzZsxAjx49MH/+fJQrVw4xMTE4ffo0PD09MWTIEPz2229ZXsulS5fQqlUrTJw4EcuXL4empiZu3bolLkTToEEDhIWFKR0zefJknDp1Cs7Ozuna69+/P5ycnPDff/8pbU9OToaOjg58fX2xd+/eLPv0rcjRnCtEREREREREAIBkedavVWzo0KGQyWS4evUqunTpgipVqqB69eoYPXp0uqoSqQRBwObNm+Hl5YWePXti48aNGcb16dMHfn5+YgUIAGzatAl9+vTJMN7IyAiWlpaoWrUq1qxZA21tbRw8eDDTfqxZswZr1qzBtWvXsHbtWrRp0wYODg5o2LAhpk6divv37+PIkSNYs2ZNltczatQo+Pr6YsKECahevToqV66MLl26iNN7aGpqwtLSUvwyNTXFwYMH0a9fv3Rzqq5evRoxMTEYO3ZsuvPo6elh9erVGDhwoLjwTXaePXsGW1tb/PTTT0hJScGWLVtgZGSEw4cPw87ODrq6uujSpQs+fvyIrVu3onz58jA2Nsbw4cORnJws6RwFickVIiIiIiIiyhlBAJ6cAjY0B2ZZp/755FTq9jwQFRUFf39/+Pj4iPN+fsnIyOir2j179iw+ffoEd3d3eHl54a+//spwFdw6deqgQoUKYpXGy5cvcf78eXh5eWV7Dg0NDairq0Muzzj5FBkZiV9//RX79+9HlSpVcOjQIdSoUQOWlpbw8fFB7969ceLECfz555+YMWMG4uLiMmwnIiICV65cgbm5ORo0aAALCwu4ubkhMDAw074dPHgQ7969g7e3t9L2+/fvY8aMGfjjjz/EqpfcuHv3LlxdXfHDDz9g9erVYpufPn3CsmXL4OfnB39/fwQEBKBz5844evQojh49im3btmHdunXYs2dPrvuQ15hcISIiIiIiIumS5cAjf8CvB/DqGpD4MfVPvx6p2/OgguXJkycQBCHTeVHSGj9+PPT19ZW+Zs2alS5u48aN6N69O9TU1FC9enXY2tpi165dGbbZt29fbNq0CUDqsB9PT0+UKlUqy34kJCTg999/x/v379G8efMMY/bv348mTZrA0dER//77L7p27Yp+/frh+PHjMDAwwM6dOyGXy2FnZ4dKlSplmiz5999/AaTOLTNw4ED4+/ujdu3aaN68OR4/fpzhMRs3boSHhwdsbGyU+qwYmlS2bNksr0+KS5cuwc3NDaNHj8bs2bOV9snlcqxevRq1atVC48aN0aVLFwQGBmLjxo2wt7dH27Zt0bRpU5w9ezbX/chrOVotiIiIiIiIiL5xahrAhQXpq1QEAbiwELBrrfJTCv9/rrRDVzLz888/p6vGWLZsGc6fPy++jomJwb59+5SSFT/++CM2bdqEAQMGpGvzxx9/xIQJE/Dvv/9iy5YtWLZsWabn79GjB9TU1PD582cYGhpiwYIFaN064/ty+/ZtNGjQAADg7++Phg0bYsSIEQCAGjVqKFVtWFlZITo6OsN2UlJSAACDBw9G3759AQC1atXC6dOnsWnTpnSJjVevXuH48eP466+/lLZPnDgR1apVw48//pjp9Un14sULuLu74/fff8eoUaPS7dfV1UWlSpXE1xYWFihfvjz09fWVtkVEROS6L3mNyRUiIiIiIiLKmYiQnG3PpcqVK0MmkyEkJETSyjRmZmawtbVV2mZiYqL0eufOnYiPj0f9+vXFbYIgICUlBffv34e9vb1SvKmpKdq2bYv+/fsjPj4erVu3znAIEQAsXrwY7u7uKFmyJMzNzbPsa1JSErS1tQEAiYmJ6YY9KRINgiDg9u3bGc6BAqQmXgCk63e1atXw4sWLdPGbN2+Gqakp2rdvr7T9zJkzuHPnjpjUUSS2zMzMMGnSJEyfPj3L6/lSqVKlYG1tDT8/P/Tv3x8lS5ZU2q+hoaH0WiaTZbhNkTgqzDgsiIiIiIiIiHLGvFrOtueSiYkJPDw8sHLlSnz8+DHd/i+XCZZq48aNGDNmDIKDg8WvW7duoWnTpuLwn7T69euHgIAA9O7dG2pqapm2bWlpCVtb22wTKwBga2uL27dvAwAaNWqEEydOIDAwECkpKdi7dy9u376NT58+4ddff4WZmRnq1auXYTvly5eHtbU1Hj58qLT90aNHKFeunNI2xUS+vXv3TpfM2Lt3L27duiXekw0bNgAALly4AB8fn2yv50s6Ojo4fPgwtLW14eHhkWkyqjhgcoWIiIiIiIikS5YDjcYCaYfoyGRAozF5tmrQqlWrkJycjHr16mHv3r14/PgxQkJCsGzZsiyXOM5IcHAwbty4gQEDBsDBwUHpq0ePHvjjjz8ynIC2VatWePv2LWbMmKGqy0L79u2xe/duvHv3DnXq1MGUKVPQrFkzaGpqYsmSJWjVqhVGjRqFp0+f4u+//860HZlMhp9//hnLli3Dnj178OTJE0yePBkPHjxA//79lWLPnDmDZ8+epdsOAJUqVVK6HxUqVACQWgHzZbLo/v37CA4ORlRUFGJjY8VkTFp6eno4cuQI1NXV0bp160wn5C3qOCyIiIiIiIiIpFPTAKq0Arr/mTrHSkRIasVKozGp2yXOi5JTFSpUwI0bNzBz5kyMGTMGYWFhKFWqFOrUqYPVq1fnqC3FhKkZTZDbsWNH/PTTTzh06BA6d+6stE8mk8HMzCxX15GWra0tunfvju7du+Pvv//GhAkTMGrUKERFRcHKygqRkZHQ09MThw5lZeTIkYiPjxePr1GjBk6ePKk0rwmQev0NGjRAtWpfX2nk6emJ58+fi69r1aoF4H/DiL6kr6+PY8eOwcPDA56enjh27NhXn7ewkgkZXTl9lffv38PQ0BCxsbHpxpIVN3K5HEePHoWnp2e6MjIqOvgciwc+x+KDz7J44HMsHvgci4eCfI6F+bNBfHw8nj17hgoVKkj6wJ6pZHlqoiWz1yRZYmIiunfvjvv372Py5Mnw9PSEsbExPnz4gCNHjmDWrFn466+/JK+WRKqRk+8VVq4QERERERFRzqVNpDCx8tU0NTWxd+9ebNu2DYsWLYKXlxc0NDSQnJyMBg0aYM6cOUysFHJMrhAREREREREVMJlMht69e6N3796Ii4tDVFQUzMzMoKurW9BdIwmYXCEiIiIiIiIqRPT19cUlmKlo4GpBRERERERERES5wOQKEREREREREVEuMLlCRERERERERJQLTK4QEREREREREeUCkytERERERERERLnA5AoRERERERERUS4wuUJEREREREREeSY0NBQymQzBwcEF3ZU8U6DJldWrV8PJyQklS5ZEyZIl4eLigmPHjon74+LiMGzYMJQpUwY6OjqoVq0aVq9erdRGQkIChg8fDjMzM+jp6aF9+/Z49eqVUkx0dDS8vLxgaGgIQ0NDeHl5ISYmRinmxYsXaNeuHfT09GBmZgZfX18kJibm2bXnpeTklCxf5zSOiIiIiIioMAgPD8fw4cNRsWJFaGlpwcbGBu3atcPp06cLumvZatKkCUaOHCk5/tOnT1iyZAkaN24MS0tLlC5dGu7u7ti4cSOSk5MlnU8mk6X7atOmjVLcqlWrUKFCBWhra6NOnTq4cOGC0v43b97A29sb1tbW0NXVRatWrfD48WOlmPDwcHh5ecHS0hJ6enqoXbs29uzZI/laiwP1gjx5mTJlMGfOHNja2gIAtm7dig4dOuDmzZuoXr06Ro0ahbNnz2L79u0oX748Tpw4gaFDh8La2hodOnQAAIwcORKHDh2Cn58fTE1NMWbMGLRt2xbXr1+HmpoaAKBnz5549eoV/P39AQCDBg2Cl5cXDh06BABITk5GmzZtUKpUKQQGBiIyMhJ9+vSBIAhYvnx5AdyZrycIAl7ci8T1Y88R9fojTKz1UKd1OZR3NINMJstxHBERERERUWEQGhoKV1dXGBkZYd68eXBycoJcLsfx48fh4+ODBw8eZHicXC6HhoZGPvc2d4KDg9GxY0fY2NhgwIABqFatGjQ0NHD79m2sWbMGq1evxrFjx1CqVKlM29i3b59SwUBkZCRq1KiBH374Qdy2a9cujBw5EqtWrYKrqyvWrl2L1q1b4/79+yhbtiwEQUDHjh2hoaGBv//+GyVLlsSiRYvg7u6O+/fvQ09PDwDg5eWF2NhYHDx4EGZmZti5cye6deuGa9euoVatWnl3owoRmSAIQkF34ksmJiaYP38++vfvDwcHB3Tr1g2TJ08W99epUweenp747bffEBsbi1KlSmHbtm3o1q0bAOD169ewsbHB0aNH4eHhgZCQENjb2+Py5cuoX78+AODy5ctwcXHBgwcPYGdnh2PHjqFt27Z4+fIlrK2tAQB+fn7w9vZGREQESpYsmWFfExISkJCQIL5+//49bGxs8O7du0yPyUvJySl49SAKJzbcT7ev5QB7lLEzgZp6CclxWZHL5Th58iRatGgh+QdVcnIK1NRKZPqa8t/XPEcqfPgciw8+y+KBz7F44HMsHgryOb5//x5mZmaIjY0tkM8GWYmPj8ezZ8/EaoWvlZSSBPUS6pm+VjVPT0/cvn0bDx8+FD/UK8TExMDIyAgAIJPJxOTDqVOnMHbsWOzYsQNDhgzB2LFjxWPu3r0LJycnPH78GJUqVcKLFy8wfPhwnD59GiVKlECrVq2wfPlyWFhYAABu3bqFkSNH4tq1a5DJZKhcuTLWrl0LZ2dnREZGYtiwYbhw4QKioqJQqVIl/PLLL+jRowcAwNvbG1u3blXq87Nnz1C+fPl01/ny5UvUrVsXv/32GwYOHJhuvyAImDp1Kk6ePImLFy9K/uX4kiVLMGXKFISFhYn3r379+qhdu7bSCJFq1aqhY8eOmD17Nh49egQ7OzvcvXsX1atXB5BanGBubo65c+diwIABAAB9fX2sXr0aXl5eYjumpqaYN28e+vfvj9DQUFSoUAE3b95EzZo1kZKSgsGDB+PcuXM4efIkypUrB5lMhjVr1uDQoUM4c+YMypUrh02bNqFUqVIYMGAAgoKC4OTkhO3bt6NSpUqSrjm3cvK9UqCVK19KTk7G7t278fHjR7i4uAAAGjZsiIMHD6Jfv36wtrZGQEAAHj16hKVLlwIArl+/DrlcjpYtW4rtWFtbw8HBARcvXoSHhwcuXboEQ0NDMbECAN999x0MDQ1x8eJF2NnZ4dKlS3BwcBATKwDg4eGBhIQEXL9+HU2bNs2wz7Nnz8b06dPTbT9x4gR0dXVVcl++RukW6bfde34V955/XVxWTp48mbPOUaHE51g88DkWH3yWxQOfY/HA51g8FMRz/PTpU76fMz8JgoDA/wKx/vZ6PI55jMpGlTHIaRAal2mcJ5XwUVFR8Pf3x8yZM9MlVgCIiRWFqVOnYvbs2Vi8eDHU1NSgpaWFzZs3KyVXNm3ahEaNGqFSpUpihYaenh7OnTuHpKQkDB06FN26dUNAQAAAoFevXqhVqxZWr14NNTU1BAcHi0m7+Ph41KlTB+PHj0fJkiVx5MgReHl5oWLFiqhfvz6WLl2KR48ewcHBATNmzACATKtOJkyYAG9vbwwcOBCvX7/G0KFDcenSJVSpUgXdunXDkSNHcOzYMQQEBGDXrl3o3r27pHu4ceNGdO/eXbx/iYmJuH79OiZMmKAU17JlS1y8eBEAxGKCLxMLampq0NTURGBgoJhcadiwIXbt2oU2bdrAyMgIf/31FxISEtCkSZN0/UhMTETPnj3x9OlTBAYGwtzcXNz322+/YdGiRVi0aBHGjx+Pnj17omLFipg4cSLKli2Lfv36YdiwYUrTiRQWBZ5cuXPnDlxcXBAfHw99fX3s378f9vb2AIBly5Zh4MCBKFOmDNTV1VGiRAls2LABDRs2BJA6rktTUxPGxsZKbVpYWCA8PFyM+fJhKZibmyvFKLKRCsbGxtDU1BRjMjJx4kSMHj1afK2oXGnZsmWBZae3jP8H8sT04+80NNXgPdc1x3GZyclvAVRRKfO1WC2TNf5Wrnjgcyw++CyLBz7H4oHPsXgo6MqV4iopJQmB/wXC94wvBKQOhLj97jaGnxmO5c2Ww7W0q8orWJ48eQJBEFC1alVJ8T179kS/fv3E13379sWUKVNw9epV1KtXD3K5HNu3b8f8+fMBAKdOncLt27fx7Nkz2NjYAAC2bduG6tWrIygoCHXr1sWLFy/w888/i32oXLmy2H7p0qWVEjfDhw+Hv78/du/ejfr168PQ0BCamprQ1dWFpaVlpv3++PEjDh8+jH///RcA0KdPH2hqauLIkSN49eoVhgwZIp6/T58+OHDggKTkytWrV3H37l1s3LhR3Pbu3TskJyen+yz85efpqlWroly5cpg4cSLWrl0LPT09LFq0COHh4QgLCxOP2bVrF7p16wZTU1Ooq6tDV1cX+/fvT1dhEhcXhzZt2uDz588ICAiAoaGh0v6+ffuia9euAIDx48fDxcUFkydPhoeHBwBgxIgR6Nu3b7bXWxAKPLliZ2eH4OBgxMTEYO/evejTpw/OnTsHe3t7LFu2DJcvX8bBgwdRrlw5nD9/HkOHDoWVlRXc3d0zbVMQBKVsaUaZ06+JSUtLSwtaWlrptmtoaBTYP8LGFvp48yz9D3JjG32lPkmNy46Ua9XQAIKP/wchKf29DD7+H2xrWkk+X04IgoBXIe9UNq+MlERNUU3mFOR7llSHz7H44LMsHvgciwc+x+KhIJ5jcX7fqJdQx/rb68XEioIAAevvrIebjZvKz6mYzULq/+OdnZ2VXltZWaFNmzbYtGkT6tWrh8OHDyM+Pl6cfyQkJAQ2NjZiYgUA7O3tYWRkhJCQENStWxejR4/GgAEDsG3bNri7u+OHH34QkwfJycmYM2cOdu3ahf/++0+cQiKjKpusPHz4EOXKlYOpqSk+ffqE06dP4+XLlyhdujScnZ1x9+5dnDp1Srym6OhoSe1u3LgRDg4OqFevXrp9ae/pl5+DNTQ0sHfvXvTv3x8mJiZQU1ODu7s7WrdurXTMr7/+iujoaJw6dQpmZmY4cOAAfvjhB1y4cAGOjo5iXI8ePVCmTBmcPn06w9EeTk5O4t8VSZ8vj7ewsEB8fDzev39f6IbbFfinPk1NTdja2sLZ2RmzZ89GjRo1sHTpUnz+/Bm//PILFi1ahHbt2sHJyQnDhg1Dt27dsGDBAgCApaUlEhMT072hIiIixAdhaWmJN2/epDvv27dvlWLSVqhER0dDLpeny+IVZsnJKajTuhyQ9ueNDKjTuhySk1JyFKdKUa8/5mh7biUnpyD0zjscXX0Hb569hzwhGW+evcfR1XcQeuddjq9RMQHwnrnXsG7EOeyZew0v7kXiyymLpMQQERERERUHj2MeZ7w9OuPtuVW5cmXIZDKEhIRIis8oqTFgwAD4+fnh8+fP2Lx5M7p16yZ+wM/sF+tfbp82bRru3buHNm3a4MyZM7C3t8f+/fsBAAsXLsTixYsxbtw4nDlzBsHBwfDw8MjxCrRJSUniEJzExEQIgqB0Lfr6+uLfb926JWnukU+fPsHPz08cwqNgZmYGNTW1dJ+Fv/w8DaTOe6ooiAgLC4O/vz8iIyNRoUIFAMDTp0+xYsUKbNq0Cc2bN0eNGjUwdepUODs7Y+XKlUptK+bNuXz5coZ9/TIp+WWCJ+22lJTCt9JtgSdX0hIEAQkJCZDL5ZDL5ShRQrmLampq4o2sU6cONDQ0lMZQhoWF4e7du2jQoAEAwMXFBbGxsbh69aoYc+XKFcTGxirF3L17V6ms6cSJE9DS0kKdOnXy7FpVTU2tBMo7msHzJ0dYVCgJDS01WFQoCc+fHFHe0UwceiM1TpVMrDPO2Ga2PbfU1Erg+rHnQNq8hgBcP/Y8R9coJVGj6mROTnBJbSIiIiLKb5WNKme83Tjj7bllYmICDw8PrFy5Eh8/pv8FbUxMTLZteHp6Qk9PT5zs9sthQ/b29njx4gVevnwpbrt//z5iY2NRrVo1cVuVKlUwatQonDhxAp07d8bmzZsBABcuXECHDh3w448/okaNGqhYsWK65Yo1NTWzXUK5YsWKePToERITE2FkZARHR0f89ttvSExMxIsXL7Bu3ToAwNmzZ7F8+XIMHTo02+tWzH/y448/putPnTp10s1JdPLkSfGz8pcMDQ1RqlQpPH78GNeuXRNX8FXML5TVZ3eFn376CXPmzEH79u1x7ty5bPtelBTosKBffvkFrVu3ho2NDT58+AA/Pz8EBATA398fJUuWhJubG37++Wfo6OigXLlyOHfuHP744w8sWrQIQOrD7d+/P8aMGQNTU1OYmJhg7NixcHR0FIcNVatWDa1atcLAgQOxdu1aAKlLMbdt2xZ2dnYAUifssbe3h5eXF+bPn4+oqCiMHTsWAwcOLHSlRtmRyWQoW90UFZz+NzlSclJKuiys1DhVUFTKHF19RznZ8UWlTF4kdFRVLZNdokZxD6XEqJqql9QuqsOaiIiIiCj/JKUkYZDTIAw/M1xpaJAMMgx0HJhnqwatWrUKDRo0QL169TBjxgw4OTkhKSkJJ0+exOrVq7OtalFTU4O3tzcmTpwIW1tbcSEVAHB3d4eTkxN69eqFJUuWiBPaurm5wdnZGZ8/f8bPP/+MLl26oEKFCnj16hWCgoLw/fffAwBsbW2xd+9eXLx4EcbGxuK8JF8mZsqXL48rV64gNDQU+vr6MDExSZeQMDMzQ40aNbB161YMHDgQW7Zswffff4+lS5fCyMgIffr0waJFi+Dr64tt27bBwcEh2/u2ceNGdOzYEaampun2jR49Gl5eXnB2doaLiwvWrVuHFy9eYMiQIWLM7t27UapUKZQtWxZ37tzBiBEj0LFjR3FhmapVq8LW1haDBw/GggULYGpqigMHDuDkyZM4fPhwunMOHz4cycnJaNu2LY4dOybOqVrUFWhy5c2bN/Dy8kJYWBgMDQ3h5OQEf39/tGiRuoyNn58fJk6ciF69eiEqKgrlypXDzJkzlR704sWLoa6ujq5du+Lz589o3rw5tmzZAjU1NTFmx44d8PX1FR9++/btsWLFCnG/mpoajhw5gqFDh8LV1RU6Ojro2bOnOPyoqEn7YTizxIXUOFX0R1Epo6okgBQm1noZzivzNdUyUhI1BTH06cW9SKWklaJaxvMnR5S1N83RM5WaqGEChoiIiOjbpl5CHY3LNMbyZsux/s56PI5+jMrGlTHQcWCerRYEABUqVMCNGzcwc+ZMjBkzBmFhYShVqhTq1KmjtJRwVvr3749Zs2YpVa0Aqb98PnDgAIYPH47GjRsrLcUMpH5mjIyMRO/evfHmzRuYmZmhc+fO4uqxkydPxrNnz+Dh4QFdXV0MGjQIHTt2RGxsrHiOsWPHok+fPrC3t8fnz58zXYp59uzZaNu2LWrWrIm6devi2bNnCAsLg6mpKZKTk/HLL79kmCjJyKNHjxAYGIgTJ05kuL9bt26IjIzEjBkzEBYWBgcHBxw9ehTlypUTY8LCwjB69Gi8efMGVlZW6N27NyZPnizu19DQwNGjRzFhwgS0a9cOcXFxsLW1xdatW+Hp6ZnheUeOHImUlBR4enrC398/w0qZokYmcEIIlXn//j0MDQ0L5Vr2qiaXy3H06FF4enpKnqwr3YfyPKpYUZwrbeIBACDDVyUe9sy9lmGixqJCSXQZ7yw5RtVye07Fc/TwaIWwR++zvV+CICD0Tv5OEpyTuG/V13w/UuHEZ1k88DkWD3yOxUNBPsfC/NkgPj4ez549Q4UKFZSW2M2ptBUqeVWxokr//PMPmjRpglevXhXq+TW3b9+OYcOGwcfHB3369EHlypUhCAJu3ryJBQsWoHLlyuKSzpR3cvK9wk8nlG/yq1JGcS5VzSsjZQLggpgkGMi/oU9q6iUKZJLgnMRJxTlqiIiIiFQjbSKlMCdWEhIS8OTJE0yePBldu3Yt1IkVAPjxxx8RGBiIR48eoXbt2tDU1ISGhgY6d+6MatWqYcKECQXdRUqj8L77iXJJVfPKSB3WVNyHPkmde0YKqUOaOPSJiIiIiFThzz//RP/+/VGzZk1s27atoLsjiYODA3bv3o2kpCRERERAQ0MDpUrlzVyOlHtMrlCxpqpqGSmJmvycJBhQ/UTBUhI1+T1JcEEkdHIySbCUJAwTNUREREQFz9vbG97e3gXdja+irq4Oa2vrgu4GZYPJFSKJpCRqCmroU26rZbJN1Px/QiC/JwnOSVx2pCRqclIpIyUJo+pETWZxRERERERUsJhcISrC8nPoU0FUyuQkTgpVDX2SkoSBDCpN1GQVV7qqoVJ3OVEwEREREVH+YnKFqIjLr6FP+Vop8/+JmsI69ElqEkZViZrs5p/xGFztf83nMlHD+WeIiIiIiHKOyRUiEmWXqMnvSYIL89AnKUkYVSZqsooLPvkSGlVSr/FVyDuVTRTM+WeIiIiIiKRhcoWIciQ/JwnOSVx2VD30SUoSRpWJmqziosM+wbyKaicKLsj5Z6RgooaIiIiIChMmV4iowEhN1BS2oU9SkjCKv6sqUZNVnLGVLoBYAKqbKLig5p+RIi8mCiYiIiIiyg3+D5OIvilShz51Ge+MQUvd0GW8M8ramyp9aP8yCWNRoSQ0tNRgUaEkPH9yRHlHM6ipl5AUA/wvUYO0xRtfJmqyiavZwkZ8mdlEvxklarKLU8WwJsW9yC5GquTkFITeSR369ObZe8gTksVETeidd+L9Av6XhNkz9xrWjTiHPXOv4cW9SAiCkK7NrF7nNI6IiIjoW1a+fHksWbKkoLuR75hcISJKQ0qljJQkjKoSNdnFlbU3BaCaRI1i/hlAeqJGVfPPSCE1USM1CSM1AaPqRA0RERHlXEREBAYPHoyyZctCS0sLlpaW8PDwwKVLlwq6a7kiCAL27t2LDh06oGzZsjA3N0fdunUxY8YMREdHS25jwYIFqFKlCrS0tGBjY4NZs2YpxezYsQM1atSArq4urKys0LdvX0RGRirFxMTEwMfHB1ZWVtDW1ka1atVw9OhRcf/58+fRrl07WFtbQyaT4cCBA7m+/uKCw4KIiL6SlCRMThI1Xzv/TIqQLJ5LVRMFF9T8M1KoaqJgVazU9LUTAEvBJbWJiIiUff/995DL5di6dSsqVqyIN2/e4PTp04iKisq3PsjlcmhoaKisvcjISHTt2hWhoaHw8fHBmDFjYGJign///Rc7d+6Evb099u/fj++++y7LdkaMGIETJ05gwYIFcHR0RGxsLN69eyfuDwwMRO/evbF48WK0a9cO//33H4YMGYIBAwZg//79AIDExES0aNEC5ubm2LNnD8qUKYOXL1/CwMBAbOfjx4+oUaMG+vbti++//15l96E4YHKFiKgQyM38MynyZPG1qiYKLqj5Z6RQ1UTBBTUBsBRcUpuIiIoCISkJMnX1TF+rUkxMDAIDAxEQEAA3NzcAQLly5VCvXj0xZsyYMXj06BEOHToEAFiyZAlGjRqFw4cPo02bNgAAOzs7jB49GoMHD0ZQUBB++eUX3Lx5E3K5HDVr1sTixYtRu3ZtsU2ZTIbVq1fj2LFjOHXqFMaOHStWbPj6+mLatGmIioqCl5cXVqxYgYULF2LRokVISUnBiBEjMGnSpEyvKSkpCR06dICdnR38/f2VkjYODg5o3749jhw5gk6dOuHGjRuwsrLKsJ2QkBCsXr0ad+/ehZ2dXYYxly9fRvny5eHr6wsAqFChAgYPHox58+aJMZs2bUJUVBQuXrwo9qVcuXJK7bRu3RqtW7fO9JoysnnzZowcORJ79uxBixYt0KRJEzg6OkJNTQ1bt26FpqYmfvvtN/Tq1QvDhg3Dnj17YG5ujhUrVuT4XAWJ/7MiIipmVDVRcH7PPyOF1KFPgOrmlZESp8p5ZQDgxf3IbIc0qXrok6LNrF5LjSEiouJPEATEXbiAZ92640HtOnjWrTviLlzI8N8XVdDX14e+vj4OHDiAhISEDGOaNGmCCxcuICUl9d+mc+fOwczMDOfOnQMAhIeH49GjR2Jy5sOHD+jTpw8uXLiAy5cvo3LlyvD09MSHDx+U2p06dSo6dOiAO3fuoF+/fgCAp0+f4tixY/D398eff/6JTZs2oU2bNnj16hXOnTuHuXPn4tdff8Xly5czvabNmzdDEASsW7cOgiBg1KhRsLGxgb29Pf766y/o6+ujTZs2GDBgAKZPn55pO4cOHULFihVx+PBhVKhQAeXLl8eAAQOUKnoaNGiAV69e4ejRoxAEAW/evMGePXvEpBMAHDx4EC4uLvDx8YGFhQUcHBwwa9YsJCcnZ3RaSRYsWICxY8fi+PHjaNGihbh969atMDMzw9WrVzF8+HD89NNP+OGHH9CgQQPcuHEDHh4e8PLywqdPn7763PmNlSvFkDw5BRpffGhK+zqncUT07VLVsKb8XFIbkFBR8/+VG7ldqelrEjVSBJ98WeSX1Ga1DBFR8SUkJSHuwgW8GuoD/H8yJf7WLbwa6oMyq1ZCv1EjlVewqKurY8uWLRg4cCDWrFmD2rVrw83NDd27d4eTkxMAoHHjxvjw4QNu3ryJ2rVr48KFCxg7diz27dsHADh79iwsLCxQtWpVAECzZs2UzrF27VoYGxvj3LlzaNu2rbi9Z8+eYlJFISUlBZs2bYKBgQHs7e3RtGlTPHz4EEePHkWJEiVgZ2eHuXPnIiAgINMhPVu3bsXEiROhpqaGOXPm4PDhw9i8eTN0dXUxevRofPyY+n8Ib29vuLq6Ys2aNRm28++//+L58+fYvXs3/vjjDyQnJ2PUqFHo0qULzpw5AyA1ubJjxw5069YN8fHxSEpKQvv27bF8+XKlds6cOYNevXrh6NGjePz4MXx8fJCUlIQpU6ZIflYKEydOxNatWxEQEABHR0elfTVq1MCvv/4qxs2ZMwdmZmYYOHAgAGDKlClYvXo1bt++ne2QqMKC/8spZgRBwLmHb9Fp5T+wn+KPTiv/wbmHbzOcnFFKHBGRFKqaf0YKlVTUqJUosAmApYgOy/i3NHlVUSOlCoYrNRERkYJMXR3v1qwVEysiQUDk2nV5NjTo+++/x+vXr3Hw4EF4eHggICAAtWvXxpYtWwAAhoaGqFmzJgICAnDnzh2UKFECgwcPxq1bt/DhwwelIUVA6gS5Q4YMQZUqVWBoaAhDQ0PExcXhxYsXSud1dnZO15fy5csrzUViYWEBe3t7lChRQmlbREREptdz+/ZtNGjQAADw999/Y9q0aXB3d0eDBg2wYMECMc7KyirLiW1TUlKQkJCAP/74A40aNUKTJk2wceNGnD17Fg8fPgQA3L9/H76+vpgyZQquX78Of39/PHv2DEOGDFFqx9zcHOvWrUOdOnXQvXt3TJo0CatXr8703JlZuHAh1q5di8DAwHSJFQBiQgwA1NTUYGpqqhRnYWEBAFnev8KGyZViRJ6cgtMhERi47RpuvozBp8Rk3HwZg4HbruF0SATk//+fUalxedG/rF4TEUmlihWdVLFSU04TNVIZW+lmuL0oLKldUCs1Kc6d1WtVxhARfesSHj/OZPujPD2vtrY2WrRogSlTpuDixYvw9vbG1KlTxf1NmjRBQEAAzp07Bzc3NxgbG6N69er4559/EBAQgCZNmoix3t7euH79OpYsWYKLFy8iODgYpqamSExMVDqnnl76f2/TTmork8ky3KYYopSRpKQkaGtrA0idTPbL8+jr64t/v3XrFipVqpRpO1ZWVlBXV0eVKlXEbdWqVQMAMVE0e/ZsuLq64ueff4aTkxM8PDywatUqbNq0CWFhYWI7VapUgZqamlI74eHh6e5Jdho1aoTk5GT89ddfGe7P7v4p/r+W1f0rbDgsqBjRUCuBlWefZJRAxqqAJ3C3t8hRnCopKmVWnn2Ch28+wM7CAD5NbdG8mvlXraJBRCSF1Hll8msCYKlqtrDB8X9DspwAWNVDn1S1pHZBrNQEqG5YE4c+ERFJo1W5MuJv3cpge5UMovOOvb290nLAiqoNdXV1uLu7AwDc3Nzg5+enNN8KAFy4cAGrVq2Cp6cnAODly5dKK+zkNVtbW3HYS+PGjbFkyRI0atQI2tramDNnDoDUoTrDhg3D6NGjM23H1dUVSUlJePr0qZiEefQoNcmlmJD206dPUE9TUaRIoih+YeHq6oqdO3ciJSVFrMB59OgRrKysoKmpmaNrq1evHoYPHw4PDw+oqanh559/ztHxRRH/B1DMPHzzIePt4R++Kk4VCqpSRnHurF4TEeXnBMBSlbU3zfeKGilVMFKHPqlquFJ+D2vKi6FPiv5l9VpqDBFRYSEkJcFsyGAg7b9xMhlMBw+CkJSk8nNGRkaiWbNm2L59O27fvo1nz55h9+7dmDdvHjp06CDGKeZdOXTokFil0qRJE2zfvh2lSpWCvb29GGtra4tt27YhJCQEV65cQa9evaCjo6PyvmemU6dO4pwnU6dOhUwmQ6lSpWBmZibOC+Pq6gpvb28MGDAg03bc3d1Ru3Zt9OvXDzdv3sT169cxePBgtGjRQqxmadeuHfbt24fVq1fj33//xT///ANfX1/Uq1cP1tbWAICffvoJkZGRGDFiBB49eoQjR45g1qxZ8PHxEc8VFxeH4OBgBAcHAwCePXuG4ODgdEOpAMDFxQXHjh3DjBkzsHjxYpXcs8KMlSvFjJ2FAW6+jEm/3dLgq+JUoSAqZVLbV221jJQJgDlJMNG3TdXzyhTVJbVVOQGwqqplAKgsJruKGqvKJf93aAFUy7CihojymkxdHfpNmqDMqpWIXLsOCY8fQatyFZgOHgT9Jk3ypDJdX18f9evXx+LFi/H06VPI5XLY2Nhg4MCB+OWXX8Q4Q0ND1KpVCy9evBATKY0aNUJKSopS1QqQuvTwoEGDUKtWLZQtWxazZs3C2LFjVd73zIwaNQoODg5Ys2YNhgwZgrNnzyIyMhJaWlrQ19fHoEGDYGVlle39LFGiBA4dOoThw4ejcePG0NPTQ+vWrbFw4UIxxtvbGx8+fMCKFSswZswYGBkZoVmzZpg7d64YY2NjgxMnTmDUqFFwcnJC6dKlMWLECIwfP16MuXbtGpo2bSq+VlTU9OnTR5z75kuurq44cuQIPD09oaamJi4FXRwxuVKMyJNT4NPUFgO3XVNKZMhkwNAmtuIHfalxqpSflTJA6r049/Ct0jUqqmXWeznDza5Ujq5RSqKGQ5+ICp+klCSol1DP9HVhpuqKmqwSNVKTMIV1pSZAdcOaVJHM6VCtBoDUe/Eq5F2Ww5ogQ6Fe0YmJGiLKjEwmg36jRjD44oO2kJSUZ//v1dLSwuzZszF79uxsY69du6b02sTEJMO5O2rVqoWgoCClbV26dFF6nVFF4rRp0zBt2jSlbRklFgICArLsp5GRkZh4OHfuHHx9fVG3bl2oq6vj2bNnWLduHW7evAl/f/8s2wEAa2tr7N27N8uY4cOHY/jw4VnGuLi4ZLl8dJMmTbJdBCU0NFTpdePGjREXFye+zui+pD0GyPjeF2ZF43+YJImGWgk0r2aO9V7OWBXwBA/DP8DO0gBDmyh/wJcap0r5WSkDqLZaRkqiBoBKkzk5wWoZoowJgoDA/wKx/vZ6PI55jMpGlTHQaSDcyrgp/ZyTmoAp7okaVS2pLSVRI6VSRtK8MjmsllFVDJD/FTVS5p8p7IkaIip+0q4KlFerBBVnNWrUwK1btzBz5kx06tQJERERUFdXh66uLrp06YJ169YVdBdJIr77ixmZTAY3u1JKyQN5csal5FLiVKEgKmUA1VXLSE3UFIehT1IwmUNFQVJKEgL/C4TvGV8I//8p8/a72/A944tlzZbBtbQrNEpoSE7AqDpRU1ipakltVQ1Xyu9hTaoe+gTk70TBQOFN1CjOKyUBw0QNEX1rzMzMsHjxYixatAjv3r1DYmIiLC0tlVbtocKv6PyPjyRL+0E3sw++UuNU0Z/8rpQBVFstIyVRU9SHPknBoU9UVKiXUMf62+vFxIqCAAEb7mxAE5smkhMwqk7USFXUK2rya6UmxblUNaxJZcmc/5ff1TKFMVGjpl5CcgKGiRoi+pYpJrSloqng//dF34T8rJRRtK3KahkpiZqiPPRJioJI5nx5blbLUE49jnmc8fbo1O1SEjBS46QmYKQSBAH//PdPsa+oUdW8MoDqhjWpIpmT9P+rZBTERMGFMVGj6qW3maghIqLCiP8iUL7Jr0oZRduKapnaZY2gp6mG2mWNsN7LGc2rmefo3IpETQYrzYmJGikxeSE/q2WyS+bk1fNUVMt0WvkP7Kf4o9PKf3Du4dsiN8EV5b/KRpUz3m78v+3ZJWCkxmWXgMlJYgUA/nn9D3zP+OL2u9v4nPRZTNSce3UO8hQ5gNQEyblX57KNUyRgeh3phXo76qHXkV4I/C8ww++hpJSkLF9LjSkoqhrWlJNkTlZLb2e7XLZ6CUkxwP8SNVktq/0tLL0tdblsqXFSl9SWGscltYmIvl0F/2srojyiqmoZqcOaivrQJym+haFPVDwkpSRhoNNApUoSAJBBhgGOA5Cckgy1EmqobFQZt9/dTnf8lwkYAJLipCZqpNhyd0u+V9RIqYLJydCnwloto0qFbaJgQIXDmgrp0ttShzSpoqJGsaS2lFWfclJRo2iTVTBERMVL8fpfDlEaqqqWkZKoKepDn6Qo7kOfqPhQL6EOtzJuWNZsGTbc2YDH0Y9R2bgyBjgOEBMB2SVg5Clycc4VVSZqpHga+zTD7aquqFEkaqQkYWSQqTRRkxNFPVGTXxMFS40p6ktv51eiRrGktiqHPgE5W4WJiIiKDqbIiSSSkqgpqkOfpPgWhj5R8SKTydCwdENs99yOK72uYLvn9tQkwf+/ib9MwNQoVQO66rqoUaoGljVbBrcybmKiILs4tRJqYgJGlmY8xpeJmpyoZFgpw+0ZVdRkFyelokbKsCapQ5+kDleS6lsa1iRFfg5rUsnQJ7USkocrZRv3///OSB2uJCUuvxI1Xw7vkjJciYiIip6i82sfIkonP6tlisOqT/TtSVvdkHbuE0UCRlHBAQDyFHmGK9ZkFSelUiYnvB28cfPczXytqJGShFFFoubLe5idghrWVNQrZaQqiktvSxnSpJibpTBW1Egd1kREREVP8fufAtE3Jj+rZb6FoU/07ckuASM1TmqiRgpXa9dsEzWqHPoESJtXRpWJGikKYliTqoc0KfqXXbKmqCd08mvp7fxO1ACqH/oktVqGiL4906ZNw4EDBxAcHFzQXSkSCtv94qcSIsqR4jz0iSi3pCZqspPdkCapcVKHPkkZ1pSToU9ShitJlZ/DmlQ9pAmQNqwpJ0OfpCisQ59UtfS2lOFKUuKkrtSkyqFPgPRhTUSUsfDwcAwfPhwVK1aElpYWbGxs0K5dO5w+fbqgu5ZrY8eOVboOb29vdOzYUaXnePjwIYYNGwZ7e3uYmpqiSpUq6Nu3L4KCgrI9NjQ0FDKZLMOv3bt3i3HR0dHw8vKCoaEhDA0N4eXlhZiYGHH/li1bMm0nIiICABAfHw9vb284OjpCXV1d5fchLxSdX4kQ0Tcpv6tliAqL/KyokTqsSUpMTqplpMjPYU2qHNIEpN6Lf179o7KJgqX4VlZ0UnWiJr8qaqQOayKijIWGhsLV1RVGRkaYN28enJycIJfLcfz4cfj4+ODBgwcF3cVc0dfXh76+fp61v2DBAsyYMQM9evTA/PnzUa5cOcTExOD06dPw9PTEkCFD8Ntvv2V6vI2NDcLCwpS2rVu3DvPmzUPr1q3FbT179sSrV6/g7+8PABg0aBC8vLxw6NAhAEC3bt3QqlUrpXa8vb0RHx8Pc3NzAEBycjJ0dHTg6+uLvXv3quT68xp/ehNRoZef1TJExZGURI2UahkpMVKrZaRQdbWMqiYAlkqVEwVLkZPKm2+lWkaK/KyokVotQ1RUpKRZ0CDta1UbOnQoZDIZrl69ii5duqBKlSqoXr06Ro8ejcuXL4txL168QIcOHaCvr4+SJUuia9euePPmjbh/2rRpqFmzJjZt2oSyZctCX18fP/30E5KTkzFv3jxYWlrC3NwcM2fOVDq/TCbD6tWr0bp1a+jo6KBChQpKFRsAcOfOHTRr1gw6OjowNTXFoEGDEBcXJ+4PCAhAvXr1oKenByMjI7i6uuL58+dK/VL8fevWrfj777/Fqo6AgAAAwH///Ydu3brB2NgYpqam6NChA0JDQ7O8d2vWrMGaNWtw7do1rF27Fm3atIGDgwMaNmyIqVOn4v79+zhy5AjWrFmTaRtqamqwtLRU+tq/fz+6desmJoVCQkLg7++PDRs2wMXFBS4uLli/fj0OHz6Mhw8fAv/X3r1HRVXtcQD/zgiDPIeXPExJkpwgIBVUUFMxBVRSL5qWXNRQyro+Kq11LU1bZXq73R5qaaVikoYZ2cPHpF4RREANnfCBmIThCyWhAUV5zb5/uJjrCCoyLxy+n7VmLeecn2fvPT/Bw4999gZga2urc4127dph9+7dmDJlirYte3t7rFixAomJifDy8rrj2BoUFRXBz88PL7zwAjQaDdauXQtnZ2ds2bIFCoUCdnZ2GDt2LK5evYovv/wSXbp0gYuLC2bMmIH6+vpmtXEn98evJ4iIiMjomlOEuZdCjb7rzzR3Rk1zZstIIDH5ltqA4RYKbg5DrlFjjNkyzZ0pY+kzapo7W4aotRNC4I9jZcjdflo7Wyt0WBc8GNT4MT1DKCsrg1KpxKJFi2Bv3/gxOmdnZ22/Ro8eDXt7e6Snp6Ourg4vvvgixo8fry1OAEBhYSG2b98OpVKJwsJCjB07FkVFRejWrRvS09ORlZWFhIQEPPHEEwgLC9P+vfnz52PJkiX4+OOPkZycjGeeeQaBgYHw9/dHVVUVoqOjERYWhoMHD+LSpUuYOnUqpk+fjrVr16Kurg6jR49GYmIivv76a9TU1ODAgQNNfl5z5sxBfn4+KioqkJSUBABwdXVFVVUVIiIi8PjjjyMjIwNWVlZ45513EB0djby8PMhkskbXunz5MubNm4e0tDR069YNP/30E+bNm4eLFy9izJgxqKysRFRUFL7++mtERETg73//e7Nm0OTm5kKlUuGTTz7RHsvOzoZcLkefPn20x8LCwiCXy5GVlQWFQtHoOuvWrdMWPlrq6NGjiIyMxKRJk7B48WLt8aqqKixduhQpKSmorKxEbGwsYmNj4ezsjG3btuH333/HmDFj0L9/f4wfP77F7QOcuUJERERGYMr1Z5ozW8YcW2oDhptR01yGWqOmuZo7W6a5M2UMPaOmtWrubBmi1kpTr8HpI5exbUWezrbiW1fk4Y8jl40yg+XUqVMQQuCRRx65Y9yuXbuQl5eHDRs2ICQkBH369EFycjLS09N11hXRaDRYs2YNAgIC8OSTTyIiIgIFBQX46KOPoFAo8Oyzz0KhUOgUZADgqaeewtSpU9GtWze8/fbbCA0NxbJlywAA69evx7Vr17Bu3ToEBgZi8ODBWL58OZKTk3Hx4kVUVFRArVYjJiYGXbt2hb+/PyZNmgQfH59G43BwcICtrS1sbGy0MzxkMhlSUlIglUqxatUqBAUFwd/fH0lJSSguLm7U1wabN2/GoEGDEBQUhN9//x3jxo1DQkICfv75Zzg6OmLDhg2ora2FQqFA165dkZmZ2aycrF69Gv7+/ujbt6/2WElJifbRnpt5eHigpKSkyeusWbMGEyZMgK2tbbPavVV2djYGDhyIV155RaewAgC1tbVYsWIFevTogQEDBmDs2LHIzMzE6tWrERAQgJiYGERERCAtLa1Fbd/s/vg1ABEREbVZhpotY+ottQ0xo8aca9Q0R3NmyzR3poyhZ9QQkfFI20mRu/10k9uK/7L9NLoEuxu8zYYi692+F+fn56Nz587o3Lmz9lhAQACcnZ2Rn5+PXr16AQC6dOkCR0dHbYynpyfatWsHqVSqc6xhgdUG4eHhjd437FaTn5+Pxx57TGdmTb9+/aDRaFBQUIABAwZg8uTJiIqKwtChQzFkyBCMGzcO3t7ezf4ccnNzcerUKZ2+AzcWgC0sLGzy7+Tl5WkLIEqlEv3798esWbMAAI899hi+/fZbbay3tzfKy8vv2o9r165hw4YNmD9/fqNzTeVICNHk8ezsbBw/fhzr1q27a5tNKS4uxpAhQ/DOO+/g5ZdfbnTezs4OXbt21b739PREly5ddGbmNJXnlmCZnIiIiCyCIR5rau5OTc3tj74zasy5Rk1z6btQcMMYDTmjhoiMz9Tbij/88MOQSCTIz8+/Y9ztfoi/9bi1dePv/00d02juPgun4bq3a/vmmKSkJGRnZ6Nv377YuHEjunXrprNezN1oNBqEhIRApVLpvE6ePIkJEyY0+Xfq6urQvn17AEBNTU2jx6oaCg1CCOTl5ekUI27n22+/RVVVFSZOnKhz3MvLS2d9mwalpaXw9PRsdHzVqlXo3r07QkJC7tpmUzp06IDevXsjJSUFFRUVjc4bMs93w+IKERER0U0M9UgTYLiFgpvbb0NtvX0vDLlQsCEXFCYi4zL1tuKurq6IiorCJ598gqtXGxdwGrb6DQgIQHFxMc6cOaM9d/z4cajVavj7++vdj1sLITk5OdpHlQICAqBSqXT6t2/fPkilUnTr1k17rEePHpg7dy6ysrIQGBiIDRs2NNmWTCZrtNBqz5498dtvv8HDwwN+fn46L7lc3uR1/Pz8kJd3Y1bj448/jh07diAzMxMajQapqanIy8tDVVUV5s2bB3d3d/Tu3fuun8Pq1asxcuRIdOjQQed4eHg41Go1Dhw4oD22f/9+qNVqnceHAODKlSv45ptvdBayvVe2trbYsmUL2rdvj6ioKFRWVrb4WvpicYWIiIjIiAy1UHBztLYdneo1N34oaO5MGUPOqCEi49HUaxA6rAtwaw1YAoQO62K0XYM+/fRT1NfXo3fv3khNTcVvv/2G/Px8LF26VPu4zpAhQxAcHIy4uDgcOnQIBw4cwMSJEzFw4ECEhobq3YdNmzZhzZo1OHnyJBYsWIADBw5g+vTpAIC4uDi0b98ekyZNwtGjR5GWloYZM2YgPj4enp6eKCoqwty5c5GdnY0//vgDO3bswMmTJ29b9OnSpQvy8vJQUFCAP//8E7W1tYiLi4O7uztGjRqFvXv3oqioCOnp6Zg1axbOnj3b5HVGjhyJTZs24c8//0RISAjefPNNDB48GDKZDB999BGio6Px8ssvo7CwED/88MNdP4NTp04hIyMDU6dObXTO398f0dHRSExMRE5ODnJycpCYmIiYmJhGi9lu3LgRdXV1iIuLa7Kd48ePQ6VSoaysDGq1WjtL51b29vbYunUrrKysMGzYMJ3dmUyJxRUiIiIiC2Korbeb25ahFgo2xoLCRGQc0nZSPBjkhhEvBOtsKz7ihWA8GOQGaTvj/Jjp6+uLQ4cOISIiArNnz0ZgYCCGDh2K//73v1ixYgWAG9/fvv/+e7i4uGDAgAEYMmQIHnroIWzcuNEgfXjrrbeQkpKC4OBgfPnll1i/fj0CAgIA3Fjf4+eff0ZZWRl69eqFsWPH4oknnsDy5cu150+cOIExY8agW7dueO655zB9+nQ8//zzTbaVmJgIhUKB0NBQdOjQAfv27YOdnR0yMjLg4+OD2NhY+Pv7IyEhAdeuXYOTk1OT1/Hz88PTTz+Np59+GlevXsU///lPVFZW4syZM9i7dy+Sk5OhVquRkpICNze3u34Ga9aswQMPPIDIyMgmz69fvx5BQUGIjIxEZGQkgoODkZyc3Chu9erViI2NhYuLS5PXGT58OHr06IGffvoJe/bsQY8ePdCjR48mYx0cHLB9+3YIITB8+PAmZzcZm0RY2vLrZlRRUQG5XA61Wn3bf9iWora2Ftu2bcPw4cMbPbNG9w/m0TIwj5aDubQMbTGPt26XfOtCvEIIpJ9Nv+tCwc2NM4W2mEdLZM48tuafDa5fv46ioiL4+vpq1+JoCU29RqeQcut7SyORSLB582aMHj3a3F25ZzU1NXj66adx/PhxzJ8/H8OHD4eLiwsqKyuxdetWvPvuu/jmm2/uuhtTW3MvXyvcLYiIiIiI9NLchYLvtJvTvcQRUetwayHFkgsr9zuZTIbU1FQkJyfjgw8+QHx8PKytrVFfX4++fftiyZIlLKzoicUVIiIiIjK65q4rY8gFhYmI6P8kEgkmTpyIiRMn4sqVKygrK4O7uzvs7OzM3TWLYNbS4ooVKxAcHAwnJyc4OTkhPDwc27dv14nJz8/HyJEjIZfL4ejoiLCwMBQXF2vPV1dXY8aMGXB3d4e9vT1GjhzZaCGf8vJyxMfHQy6XQy6XIz4+XruadIPi4mI8+eSTsLe3h7u7O2bOnImamhqjjZ2IiIiIiIjuH0KI+/KRoKY4ODjAx8eHhRUDMmtxpVOnTliyZAl++eUX/PLLLxg8eDBGjRqFY8eOAQAKCwvRv39/PPLII9izZw9+/fVXzJ8/X+dZp5deegmbN29GSkoKMjMzceXKFcTExOhsWTVhwgSoVCoolUoolUqoVCrEx8drz9fX12PEiBG4evUqMjMzkZKSgtTUVMyePdt0HwYRERERERER3ZfM+ljQk08+qfN+0aJFWLFiBXJycvDoo4/ijTfewPDhw/Hee+9pYx566CHtn9VqNVavXo3k5GQMGTIEAPDVV1+hc+fO2LVrF6KiopCfnw+lUomcnBz06dMHAPDFF18gPDwcBQUFUCgU2LFjB44fP44zZ86gY8eOAID//Oc/mDx5MhYtWtTqFqAiIiIiIiLSF/c2Ibqze/kaaTVrrtTX12PTpk24evUqwsPDodFosHXrVrz22muIiorC4cOH4evri7lz52qnYuXm5qK2tlZnC6iOHTsiMDAQWVlZiIqKQnZ2NuRyubawAgBhYWGQy+XIysqCQqFAdnY2AgMDtYUVAIiKikJ1dTVyc3MRERHRZJ+rq6tRXV2tfV9RUQHgxqrktbWWvV1gw/gsfZyWjnm0DMyj5WAuLQPzaBmYR8tgzjy25n877dq1A3BjBxlbW1sz94ao9WpYKqTha+ZOzF5cOXLkCMLDw3H9+nU4ODhg8+bNCAgIQElJCa5cuYIlS5bgnXfewb/+9S8olUrExsYiLS0NAwcORElJCWQyWaN9sT09PVFSUgIAKCkpgYeHR6N2PTw8dGI8PT11zru4uEAmk2ljmrJ48WK89dZbjY5///33bebZtR9++MHcXSADYB4tA/NoOZhLy8A8Wgbm0TKYI49VVVUAWufsECsrK9jZ2aG0tBTW1taQSrnLD9GtNBoNSktLYWdnByuru5dOzF5cUSgUUKlU+Ouvv5CamopJkyYhPT0dzs7OAIBRo0bh5ZdfBgB0794dWVlZWLlyJQYOHHjbawohdLbsa2r7vpbE3Gru3Ll45ZVXtO/PnTuHgIAATJ069fYDJiIiIiKiNqOyshJyudzc3dAhkUjg7e2NoqIi/PHHH+buDlGrJZVK4ePjc8e6QAOzF1dkMhn8/PwAAKGhoTh48CA+/vhjLFu2DFZWVggICNCJ9/f3R2ZmJgDAy8sLNTU1KC8v15m9cunSJfTt21cbc/HixUbtlpaWamereHl5Yf/+/Trny8vLUVtb22hGy81sbGxgY2Ojfe/g4IAzZ87A0dGxWR/+/ayiogKdO3fGmTNnuCbNfYx5tAzMo+VgLi0D82gZmEfLYM48CiFQWVmps/RAayKTyfDwww9zh1SiO5DJZM2e2WX24sqthBCorq6GTCZDr169UFBQoHP+5MmTePDBBwEAISEhsLa2xs6dOzFu3DgAwIULF3D06FHtIrjh4eFQq9U4cOAAevfuDQDYv38/1Gq1tgATHh6ORYsW4cKFC/D29gYA7NixAzY2NggJCWl236VSKTp16qTfB3CfadhGm+5vzKNlYB4tB3NpGZhHy8A8WgZz5bG1zVi5lVQq1dmJlYhazqzFlddffx3Dhg1D586dUVlZiZSUFOzZswdKpRIA8Oqrr2L8+PEYMGAAIiIioFQq8dNPP2HPnj0AbnyzmjJlCmbPng03Nze4urpizpw5CAoK0u4e5O/vj+joaCQmJuKzzz4DADz33HOIiYmBQqEAAERGRiIgIADx8fH497//jbKyMsyZMweJiYn8z5SIiIiIiIiI7sisxZWLFy8iPj4eFy5cgFwuR3BwMJRKJYYOHQoA+Nvf/oaVK1di8eLFmDlzJhQKBVJTU9G/f3/tNT788ENYWVlh3LhxuHbtGp544gmsXbtWZzXf9evXY+bMmdpdhUaOHInly5drz7dr1w5bt27Fiy++iH79+sHW1hYTJkzA+++/b6JPgoiIiIiIiIjuV2YtrqxevfquMQkJCUhISLjt+fbt22PZsmVYtmzZbWNcXV3x1Vdf3bEdHx8fbNmy5a79oRtsbGywYMECnTVn6P7DPFoG5tFyMJeWgXm0DMyjZWAeichUJKI17g1GRERERERERHSf4IbmRERERERERER6YHGFiIiIiIiIiEgPLK4QEREREREREemBxRUiIiIiIiIiIj2wuNJGLV68GL169YKjoyM8PDwwevRoFBQU6MQIIbBw4UJ07NgRtra2GDRoEI4dO6YTU11djRkzZsDd3R329vYYOXIkzp49qxNTXl6O+Ph4yOVyyOVyxMfH46+//jL2ENsEU+bx5tju3btDIpFApVIZa2htjilzefLkSYwaNQru7u5wcnJCv379kJaWZvQxtgWGyuPnn3+OQYMGwcnJCRKJpNH3zNOnT2PKlCnw9fWFra0tunbtigULFqCmpsbYQ2wTTJXHBlu3bkWfPn1ga2sLd3d3xMbGGmtobYoh8lhWVoYZM2ZAoVDAzs4OPj4+mDlzJtRqtc51eK9jXKbMZQPe7xDRvWJxpY1KT0/HP/7xD+Tk5GDnzp2oq6tDZGQkrl69qo1577338MEHH2D58uU4ePAgvLy8MHToUFRWVmpjXnrpJWzevBkpKSnIzMzElStXEBMTg/r6em3MhAkToFKpoFQqoVQqoVKpEB8fb9LxWipT5rHBa6+9ho4dO5pkfG2JKXM5YsQI1NXVYffu3cjNzUX37t0RExODkpISk47ZEhkqj1VVVYiOjsbrr7/eZDsnTpyARqPBZ599hmPHjuHDDz/EypUrbxtP98ZUeQSA1NRUxMfH49lnn8Wvv/6Kffv2YcKECUYdX1thiDyeP38e58+fx/vvv48jR45g7dq1UCqVmDJlik5bvNcxLlPmsgHvd4jongkiIcSlS5cEAJGeni6EEEKj0QgvLy+xZMkSbcz169eFXC4XK1euFEII8ddffwlra2uRkpKijTl37pyQSqVCqVQKIYQ4fvy4ACBycnK0MdnZ2QKAOHHihCmG1qYYK48Ntm3bJh555BFx7NgxAUAcPnzY+INqo4yVy9LSUgFAZGRkaGMqKioEALFr1y5TDK1NaUkeb5aWliYAiPLy8ru29d577wlfX1+D9Z3+z1h5rK2tFQ888IBYtWqVUftPN+ibxwbffPONkMlkora2VgjBex1zMFYuG/B+h4hagjNXCAC0UyJdXV0BAEVFRSgpKUFkZKQ2xsbGBgMHDkRWVhYAIDc3F7W1tToxHTt2RGBgoDYmOzsbcrkcffr00caEhYVBLpdrY8hwjJVHALh48SISExORnJwMOzs7UwynTTNWLt3c3ODv749169bh6tWrqKurw2effQZPT0+EhISYanhtRkvyqE9bDe2QYRkrj4cOHcK5c+cglUrRo0cPeHt7Y9iwYY0eLyLDMFQe1Wo1nJycYGVlBYD3OuZgrFwCvN8hopZjcYUghMArr7yC/v37IzAwEAC0jwd4enrqxHp6emrPlZSUQCaTwcXF5Y4xHh4ejdr08PDgIwgGZsw8CiEwefJkTJs2DaGhocYeSptnzFxKJBLs3LkThw8fhqOjI9q3b48PP/wQSqUSzs7ORh5Z29LSPLZEYWEhli1bhmnTprW8w9QkY+bx999/BwAsXLgQ8+bNw5YtW+Di4oKBAweirKzMQCMgwHB5vHz5Mt5++208//zz2mO81zEtY+aS9ztEpA+ru4eQpZs+fTry8vKQmZnZ6JxEItF5L4RodOxWt8Y0Fd+c69C9MWYely1bhoqKCsydO9dwHabbMmYuhRB48cUX4eHhgb1798LW1harVq1CTEwMDh48CG9vb8MNpI0zdB5v5/z584iOjsZTTz2FqVOntugadHvGzKNGowEAvPHGGxgzZgwAICkpCZ06dcKmTZt0fugj/RgijxUVFRgxYgQCAgKwYMGCO17jTtch/Rgzl7zfISJ9cOZKGzdjxgz8+OOPSEtLQ6dOnbTHvby8AKBRtf/SpUva3wp4eXmhpqYG5eXld4y5ePFio3ZLS0sb/XaBWs7Yedy9ezdycnJgY2MDKysr+Pn5AQBCQ0MxadIko42rLTJFLrds2YKUlBT069cPPXv2xKeffgpbW1t8+eWXxhxam6JPHu/F+fPnERERgfDwcHz++ef6dZoaMXYeG4qZAQEB2mM2NjZ46KGHUFxcrE/X6SaGyGNlZSWio6Ph4OCAzZs3w9raWuc6vNcxDWPnkvc7RKQPFlfaKCEEpk+fju+++w67d++Gr6+vznlfX194eXlh586d2mM1NTVIT09H3759AQAhISGwtrbWiblw4QKOHj2qjQkPD4darcaBAwe0Mfv374dardbGUMuZKo9Lly7Fr7/+CpVKBZVKhW3btgEANm7ciEWLFhl7mG2CqXJZVVUFAJBKdb/9S6VS7W/RqeUMkcfmOnfuHAYNGoSePXsiKSmpUU6p5UyVx5CQENjY2OhsKVtbW4vTp0/jwQcf1H8gbZyh8lhRUYHIyEjIZDL8+OOPaN++vc51eK9jfKbKJe93iEgvJlk2l1qdF154QcjlcrFnzx5x4cIF7auqqkobs2TJEiGXy8V3330njhw5Ip555hnh7e0tKioqtDHTpk0TnTp1Ert27RKHDh0SgwcPFo899pioq6vTxkRHR4vg4GCRnZ0tsrOzRVBQkIiJiTHpeC2VKfN4s6KiIq6eb2CmymVpaalwc3MTsbGxQqVSiYKCAjFnzhxhbW0tVCqVycdtaQyVxwsXLojDhw+LL774Qru70+HDh8Xly5eFEDd2gfLz8xODBw8WZ8+e1WmL9GeqPAohxKxZs8QDDzwgfv75Z3HixAkxZcoU4eHhIcrKykw6ZktkiDxWVFSIPn36iKCgIHHq1Cmd6/Bex3RMmcub8X6HiO4FiyttFIAmX0lJSdoYjUYjFixYILy8vISNjY0YMGCAOHLkiM51rl27JqZPny5cXV2Fra2tiImJEcXFxToxly9fFnFxccLR0VE4OjqKuLi4Zm0rSndnyjzejDcbhmfKXB48eFBERkYKV1dX4ejoKMLCwsS2bdtMMUyLZ6g8Lliw4I7XSUpKum1bpD9T5VEIIWpqasTs2bOFh4eHcHR0FEOGDBFHjx410UgtmyHy2LCNdlOvoqIibRzvdYzLlLm8Ge93iOheSIQQomVzXoiIiIiIiIiIiA9oExERERERERHpgcUVIiIiIiIiIiI9sLhCRERERERERKQHFleIiIiIiIiIiPTA4goRERERERERkR5YXCEiIiIiIiIi0gOLK0REREREREREemBxhYiIiIiIiIhIDyyuEBER3aOFCxeie/fu5u4GEREREbUSEiGEMHcniIiIWguJRHLH85MmTcLy5ctRXV0NNzc3E/WKiIiIiFozFleIiIhuUlJSov3zxo0b8eabb6KgoEB7zNbWFnK53BxdIyIiIqJWio8FERER3cTLy0v7ksvlkEgkjY7d+ljQ5MmTMXr0aLz77rvw9PSEs7Mz3nrrLdTV1eHVV1+Fq6srOnXqhDVr1ui0de7cOYwfPx4uLi5wc3PDqFGjcPr0adMOmIiIiIj0xuIKERGRAezevRvnz59HRkYGPvjgAyxcuBAxMTFwcXHB/v37MW3aNEybNg1nzpwBAFRVVSEiIgIODg7IyMhAZmYmHBwcEB0djZqaGjOPhoiIiIjuBYsrREREBuDq6oqlS5dCoVAgISEBCoUCVVVVeP311/Hwww9j7ty5kMlk2LdvHwAgJSUFUqkUq1atQlBQEPz9/ZGUlITi4mLs2bPHvIMhIiIiontiZe4OEBERWYJHH30UUun/f2fh6emJwMBA7ft27drBzc0Nly5dAgDk5ubi1KlTcHR01LnO9evXUVhYaJpOExEREZFBsLhCRERkANbW1jrvJRJJk8c0Gg0AQKPRICQkBOvXr290rQ4dOhivo0RERERkcCyuEBERmUHPnj2xceNGeHh4wMnJydzdISIiIiI9cM0VIiIiM4iLi4O7uztGjRqFvXv3oqioCOnp6Zg1axbOnj1r7u4RERER0T1gcYWIiMgM7OzskJGRAR8fH8TGxsLf3x8JCQm4du0aZ7IQERER3WckQghh7k4QEREREREREd2vOHOFiIiIiIiIiEgPLK4QEREREREREemBxRUiIiIiIiIiIj2wuEJEREREREREpAcWV4iIiIiIiIiI9MDiChERERERERGRHlhcISIiIiIiIiLSA4srRERERERERER6YHGFiIiIiIiIiEgPLK4QEREREREREemBxRUiIiIiIiIiIj38D7m5CVtVYLxLAAAAAElFTkSuQmCC",
"text/plain": [
"<Figure size 1000x300 with 1 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"rad = {}\n",
"for mission in (\"Orsted\", \"CHAMP\", \"Cryosat\", \"Swarm\", \"Composite\"):\n",
" rad[mission] = int(ALL_VOBS[f\"{mission}_4M\"][\"Radius\"][0]/1e3)\n",
"\n",
"plt.figure(figsize=(10,3))\n",
"for mission in (\"Orsted\", \"CHAMP\", \"Cryosat\", \"Swarm\", \"Composite\"):\n",
" missionname = \"Ørsted\" if mission == \"Orsted\" else mission\n",
" label = f\"{missionname} @ {rad[mission]}km\"\n",
" ALL_VOBS[f\"{mission}_4M\"].sel(SiteCode=\"S77W114\", RTP=\"Radial\").plot.scatter(\n",
" x=\"Timestamp\", y=\"B_OB\", label=label\n",
" )\n",
"plt.title(\"Radial component at S77W114 (4-monthly estimate)\")\n",
"plt.xlabel(\"Time\")\n",
"plt.grid()\n",
"plt.legend(loc=(1.05, 0), title=\"Geocentric distance\");"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Visualising data from one location"
]
},
{
"cell_type": "code",
"execution_count": 16,
"metadata": {
"execution": {
"iopub.execute_input": "2025-06-21T21:45:27.645403Z",
"iopub.status.busy": "2025-06-21T21:45:27.645033Z",
"iopub.status.idle": "2025-06-21T21:45:30.045110Z",
"shell.execute_reply": "2025-06-21T21:45:30.044503Z"
}
},
"outputs": [
{
"data": {
"image/png": 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",
"text/plain": [
"<Figure size 1500x1000 with 9 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"def plot_vobs_data(mission, site):\n",
" \"\"\"Plot a 3x3 grid of the data from a given mission at a given VO site\"\"\"\n",
" fig, axes = plt.subplots(nrows=3, ncols=3, sharex=\"col\", figsize=(15, 10))\n",
" available_1m = True if f\"{mission}_1M\" in ALL_VOBS.keys() else False\n",
" if available_1m:\n",
" ds_1m = ALL_VOBS[f\"{mission}_1M\"].sel(SiteCode=site)\n",
" ds_4m = ALL_VOBS[f\"{mission}_4M\"].sel(SiteCode=site)\n",
" for i, rtp in enumerate((\"Radial\", \"Theta\", \"Phi\")):\n",
" if available_1m:\n",
" _ds_1m = ds_1m.sel(RTP=rtp)\n",
" # Observed field\n",
" axes[i, 0].errorbar(\n",
" _ds_1m[\"Timestamp\"].values, _ds_1m[\"B_OB\"].values, np.abs(_ds_1m[\"sigma_OB\"].values),\n",
" fmt=\".\", label=\"1M\"\n",
" )\n",
" # Core field\n",
" axes[i, 1].errorbar(\n",
" _ds_1m[\"Timestamp\"].values, _ds_1m[\"B_CF\"].values, np.abs(_ds_1m[\"sigma_CF\"].values),\n",
" fmt=\".\",\n",
" )\n",
" # Secular variation (of core field)\n",
" axes[i, 2].errorbar(\n",
" _ds_1m[\"Timestamp_SV\"].values, _ds_1m[\"B_SV\"].values, np.abs(_ds_1m[\"sigma_SV\"].values),\n",
" fmt=\".\",\n",
" )\n",
" _ds_4m = ds_4m.sel(RTP=rtp)\n",
" # Observed field\n",
" axes[i, 0].errorbar(\n",
" _ds_4m[\"Timestamp\"].values, _ds_4m[\"B_OB\"].values, np.abs(_ds_4m[\"sigma_OB\"].values),\n",
" fmt=\".\", label=\"4M\"\n",
" )\n",
" # Core field\n",
" axes[i, 1].errorbar(\n",
" _ds_4m[\"Timestamp\"].values, _ds_4m[\"B_CF\"].values, np.abs(_ds_4m[\"sigma_CF\"].values),\n",
" fmt=\".\",\n",
" )\n",
" axes[i, 1].set_ylim(axes[i, 0].get_ylim())\n",
" # Secular variation (of core field)\n",
" axes[i, 2].errorbar(\n",
" _ds_4m[\"Timestamp_SV\"].values, _ds_4m[\"B_SV\"].values, np.abs(_ds_4m[\"sigma_SV\"].values),\n",
" fmt=\".\",\n",
" )\n",
" axes[0, 0].set_ylabel(\"Radial\\n[nT]\")\n",
" axes[1, 0].set_ylabel(\"Theta\\n[nT]\")\n",
" axes[2, 0].set_ylabel(\"Phi\\n[nT]\")\n",
" for i in (0, 1, 2):\n",
" axes[i, 1].set_ylabel(\"[nT]\")\n",
" axes[i, 2].set_ylabel(\"[nT/yr]\")\n",
" axes[0, 0].set_title(\"B_OB (Observed field)\")\n",
" axes[0, 1].set_title(\"B_CF (Core field)\")\n",
" axes[0, 2].set_title(\"B_SV (Secular variation)\")\n",
" axes[0, 0].legend()\n",
" fig.tight_layout()\n",
" fig.suptitle(site, va=\"bottom\", y=1, fontsize=15)\n",
" return fig, axes\n",
"\n",
"plot_vobs_data(\"Swarm\", \"N65W051\");"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Visualising data from all locations (using cartopy)"
]
},
{
"cell_type": "code",
"execution_count": 17,
"metadata": {
"execution": {
"iopub.execute_input": "2025-06-21T21:45:30.047221Z",
"iopub.status.busy": "2025-06-21T21:45:30.047035Z",
"iopub.status.idle": "2025-06-21T21:45:33.228221Z",
"shell.execute_reply": "2025-06-21T21:45:33.227607Z"
}
},
"outputs": [
{
"data": {
"image/png": 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1y8rKtHDhQiUSiYJgB/OnA7uWiooKzZ07lxLuGJNcLqe+vr6CwHkqlRpxUKOvr0+RSER1dXUF05Hk/+zr6xtVNuJMDqb3FwqFVF5ePtXN2KV5PB4tWrRIpmkqlUrZAxJjsZhyuZw8Ho88Ho+8Xq99n7L9wMRyu91FB2LlcjmFw2E1Nzfb3yHThTWNiNfr1fLlyzlGAAAwjdAbAgDALGQYhurr6xUKhbR169YZG/w0TZNgegk4HA5VVlaqtrZWHo9nVNsahqHy8vIBHfVDZRUmEolSNh/AFHK73WpsbFRZWdlUNwUzWFtbmzo6Osa1j1wup9bW1hK1aHhOp9OuxuBwOEY1AGAy+Hw+VVZWqqKigkoR04hhGPJ6vfJ6vaqqqprq5gAowuFwqKKiQi6XS5s3b56WU4Akk0mZpklAHQCAaYSAOgAAw0gkEurt7bU7VfvfXC6XDMOYlhe7gUBAy5cvV2dnp8LhMKW7ZxFr7lRrvs2hfjocjpL+f5qmqUwmM+gNwOxQV1enuro65kbHuJWVlY07oD7ZrOlirEGJox2QNhFcLpcqKytVWVnJPLsAME7BYFBLlixRU1PTtKtaEggEBpx/JRKJgvL1qVRKhmEUXPf5fD4FAgG7mgsAACgdAuoAAAyjtbV12Pk4DcOwA+z5ZRytm9vtnrKAhNPpVH19verr65VOpxUOhxUOhxWJRKZdibvRCgaDikajU92MCWcYhhwOhxwOh4LBoMrLyxUKhSb0fyqbzQ46p206nZ7x/zsABhcIBNTY2EjADiUTDAa1cOFCbdmyZaqbMmapVKrgd4fDYZ/jWVnsuVxOuVxO2Wy26H1J9iBM63vdGvQ21O8Oh0M+n0/BYHBaDuAEMD4vbOrS6809Wjm/UquXVE91c3Ypfr9fS5YsUXNz87SqshUKhez72WxWO3bsUE9Pz4i393q9CgQC8vv9CgQC8nq9fH8AADBOBNQBADNCLpdTMpmUw+GYkIzboYxkvtj8jN1kMjnofooF2z0ej5xO54hej2madiDc6mzt3zFrZcwX43a7VV1drerqauVyuQGdw52dneru7h62HVPJGoFvGMaMLWU/lBUrVhR0qE9U9YP+Jdv7359uWRrAdLK2LaENHSmtqPVo7/rZFXSuqalRQ0MDna4oufLy8hkfVM+Xy+WUSCTsAIxhGAoEAtqRCerNlohWzq/S6mX/CoyZpinTNKn4AOwCBguQF1v+wqYuXX7/WvXG06rwu3XliXsTVJ9kPp9Py5cvVzqdtucwj8ViSiQSUzaI2Aqox2KxMU3hlkwmlUwm7Wt7h8OhQCBg3/x+P1nsAACMEgF1AMC0lUql7GzqaDRacDFrZQVZcxRaN4/HU/KOSr/fX5IgsxVwj8ViAx5zuVxqaGhQRUXFkEGMzs5OtbS0DPk8Vtk3r9erUCiksrIyeb3eAetZ2U792zGdWO9F/t9+ssqKT3bALBAIaNGiRSXr2LAC5lagvH/AnNLswNisbUvophe7FEnmFPI69NkDqmdFUN0wDM2bN0+VlZVT3RTMYrMtqJ7PNE09v6lTt7y2WeFUdkBgbLpODwSgtAYLkA+2/PXmHvXG0+qO7gyYvt7cQ0B9irjdblVUVKiiokLSzuupeDxeEGCfjAHdTqdTPp9PbW1tamtrK8k+c7mcIpGIIpGIvczKYq+trS3aX4DpgQoWADB9TK9ecwCYxjiJnTw9PT1qb28fNNNbGpgVlK+mpkZz584tWXsqKyuVzWbtC+mJyNzNZDJqbm5Wd3e3Ghsbx3VBa5qmHUiNRCJqaWmRx+NRWVmZysrKis7HZpkuWVOGYdiZXFNhKgJmsVhMb7/9thYsWKBAIDDs+tbfOT9Ynh80J2AOTIwNHSlFkjn1JXP27zM9oO5yubRo0SL5/f6pbgp2AVZQffv27TP+u8rhcBQM7HyqpUPhVG9BYGz/RZXKZDJ6eUuv3tgR5loCmOUGC5APtnzl/EpV+N2SpAq/WyvnV05V09GPNd1WMBi0l5mmqWw2a19vZzKZoj9H2mdgVSazpg5xOp0qKytTU1NT0YH4pWRlsWezWS1cuHBCnwvDo4IFAEx/BNQBYAQ4iZ1cLS0t4+pgHSoQPxYOh0O1tbXasmXLhJfBjkajevvtt1VXV6e6uroBmUxjDXakUil1dnaqs7NTTqdTy5Ytk8fjGbBeTU2NDMNQT0/PpM8h53A47CD6VM/PPVUBs3Q6rdbWVi1ZsmTYdbdt2zaqefQAlMaKWo9C3p2Dj0Jeh1bUDjyWzjQ+n49gOiZVeXm5ysrK1NfXp87OzgkPGoyX2+0eUBXJ6/Xa0+dY1XOWVroUcEoZr0M+h6nyTI/efPNNe6BePGOoKuTlWgKYxYoFyF/Y1KUtXTG5nQ5VBd0Fy19v7tHHD1iodDbHgJsZwKoG53K5hjx3yuVyBUH2YoHzYtPY9fb2avv27ZM6/VZVVdWkPRcGBs5f2NSlB1/frqfWtyudzVHBAgCmMQLqADACnMROnlwuJ7fbPeKAutvtlsfjkd/vl9frldvtLhhBXsp25ZdHm0imaaqtrU3ZbHbAPLZ+v18+n29cwe5sNjtowNoaPFBTU6NEIqHu7m719vZO6AV9KBRSdXW1enp61NfXN2HPM1Jr2xJqiaTlchgq9zrsgJlVAt7llDJZTUgp+LKyMtXX1w+7XiaTKRpMn83zOgPTxd71Pn32gOqCz9pM+OwN1capHsSEXZNhGHZp3Xg8rs7Ozmk1UMzr9Wr+/Pnyer1FK/g8/Y9teur/Nhd8phb4pHPfU2F/1vaq2zngpv9AvVc3d+qAxVXTpgQ8lbiA0lm9pFpXnri3/ZmSZA/OdzsNfWjPOTphZWPBcgbtzz7WFHXFBrEXk8vltGPHjpJMNTcaNTU1Kisrm9Tn3JX1T9b5+AELdceLW7StO65YKiuHY+d5wevNPZJUdCAOAGDqEFAHsEsYaSeRtZ7b6SgYIT7YKPNi62JsrOBtT0/PqIK3Vqm1aDQqSZozZ45CoVDJ2+d0OrVixQpFo1F7juv+2dT972cyGSUSCcXj8TEFpK1s8vwAq8Ph0JIlS7Rlyxb7NY9WQ0PDsCXlDcOQ3++X3+9XQ0ODwuGwXQ4um80ql8vZ9/N/H2xf1oh8axS+w+FQIBBQdXW13G63otGofD6fotHopI7GlwqDTJLsUu8uh7R6vl+HLQ7ay7tiWcUzOQXcDlX5nSUpBR8IBOyAwkjnsA+Hw0Vfx2yc1xmYjvau99mfr/zPnsshrWrcedyYTp+/4Y4PBNQx1fx+v+bPn685c+aoq6tLXV1dk34+kM8wDC1cuHDQ86UXNnXpO4+8rc5w3P5MSbLPJ07Zq9xet/9APb/LVEWuV//4xz+KZr17PJ5JDbRTiQsovdVLqu3P0c3PvGMPzq8KurWwOqDVS6oLlksM2t+VJRIJbdmyRalUasKewzAMOZ3Ogpvf71dtbe2EPScG6p+s88yGdvXG00qkdw6487kcqvC75XY6ig7E4RgBIB+DYicfAfUxMs2dJ8XF/ln5Rwaml5F2ElnrtYWTiiQyKvO5VFfmtcuv5Zdhk1R03V25A8rqjB9tB2A4HFZ7e3vJSn329fWprq6uJPvqbzQjzPNZwfV4PK54PG4H2UeShd/W1qbq6uqCQKvT6dSiRYvU2tqq7u5u5XK5UbWnpaVFra2tkgr/Xi6XS8FgUKFQSMFg0H5Oh8OhioqKEb3OXC6nXC5nB80Nwxj2fyIWi6mpqWlUr6FU+geZ9qrz2hlk5V6HGkJu7V3v0x/f7FMkmVMklZMpKZLKye0w7FLwI81OdTqd8vl89i0YDI7pf8rj8cjhcBT87WfjvM7AdFPss2599noSWeVM6clNMb3ZnrSD1hORvT7afQ53fBjt9wgwUdxut+bMmaO6ujr19vaqs7Nz0qegkaR58+YNOfjw9eYe9SUyCqdMSTk90xTVm+3JAYNW+g+4yR+o94e1PUU/w7W1tWpoaBhz20fbH0ElLmBiDTZHOnOnw9La2jriYLpVKt7lctk/+wfK+98cDoc9PYlV1W+6VEjZ1fT/3B+2ok7beuKSJLfT0OG71euElY0F3835A3GIOQCwjCbewXGjdAioj1Eml9Mv/7qp4J91qDlPRoN/cqC0inUSWT/zP2fWer2xtEzTVG88LVPSDU+8LafTKPhMW6PJ89f1uBx65NkX9cQjLUqGGnTMoQeM+TM8VceBVCplB7bzL7Cs+4ZhFMwFZs0HZt13Op1aunTpqAKEW7duLWlH/oIFC0q2r1IxDENut1tut1vl5f/KWLLm28zP9O5/c7vddkZ8PofDoblz56qhoUGxWEzhcFiRSESpVMoug+9yuQYtGZefSW9JpVJKpVL2Ng0NDaMasZ4/6n00vF6vnE7nlGSi9Q8ySSo6N7I1Z3Iqa9oZ6iGvQy6n9D8vdOqV7QllcuaALLV9FlTooOX18vl8euedd/TWW29pzz33HNEc6UMJBoPaY489lEwmlUgklEgktHK+9MSm6IC2AyiNwbK8reNDLJ1TImsqlc0pkjT0TFNUzzRFBz0+5AfSNm7cqE2bNmnJkiVatmzZmNoxlOHmfU+n04rFYgoEAmN9e4CScjgcqqqqUmVlpdLpdMGAxGg0OqFVFWpqalRZWTnkOivnVyrgktIew/5sFRu0kn+eYQ3UkzTkZ7h/tZo333xT69at0x577KG99tprQFvyrxuk0ZeQJqgHTKz+JeCtz+RgywerhFesj2C44wNmhtraWjtAbl1P5wfM838OFQg3TVPpdFrJZFKxWEyJRELJZFLJZLLge9PhcMjn89nTyfl8vkGnN0FpFfvc7zm3vGj/X7EqmflZ61bwfbDv+dGcPxB/AKaH0VTY/dnTG9UeTiqa3NmXag2KHezaIP+4QYW6sSOgPg7d0bSSmZx+9vRG/WNH36BznvQ/KR7qZDg/Q9ZpGPqP9y/XWQcvnqqXCMwK/TuJ8ksn5Xc0WeslMzk769xhGMqapvqiOzOJrc90sXU7nr1Dlz90s/28tx5/rm69/v+NaVDNUB1hpT7pzeVyamtrU19f37gzgDKZjFKp1KgC6nPnzlVPT4/i8fiYA+sul0uBQECNjY0jLpk9HbhcrnG31zAMBYPBQeeND4VC2rp165j2nU6nx9O0EXM6nZo3b562bNkyKc+Xr3+Q6bDFQR22ODgg2JU/Z7I1h7rLKf357YjaIhklsqas7gcrSy2eMfTY5oQObzPV8cwd+p9rvm0/77e//W199atfHVOb+x8D/H6/JOmkuXPV0DBXr23p0u51fr2r3msH25PJ5NjfJGAXlp8JPliWt3V8yA+euxzSK9sT6ktmix4f8gNpz933W/34xz+2n/PCCy/UeeedN2ibxlKNoti87/my2azeeecdlZeXa86cOcNOCwJMFsMw7ApBPp9PkUik5B1APp9PgUBAfr9fgUBgRP//q5dU60tHLtHf1rfYA1TebN/5XVtsQF7+8vzPcNqUHtwQV21NrQ5eUa/Xd8R07z/65HZGlM7m9Mp9vxzy/KH/dcMBi6tHnW0+WFAPQOnkl4AfavlQVfPueHFLQR/BY7+7UV/72tfsbYtdX4ykH3I4BN0m3lDX84PJ5XL2YDPrei+RSIyoTyWXyykWixVUCTQMQ16vV6FQSPX19QTXJ1D/z32x40Ox72YrsacjnFLONHXvq9v0YlOXrjxxb0mFSUPf+c53Co4PF3zha7rh6qvs35nuBZh+xlNh14p3fOO+tQXJvta1Qf5x446fXzehU4zMdjMn6jANBbxORRIZvba1R6839ypnmgPmPLFGgvT/QOSfDPcv6dIWTqorkpLD2JkZu+fccr7UgHHofyI6WFnD/PWs0eBup0N3vLhFHle64DPdf93NG9/S5ZfdXPC8Gx66WY987KNaveRoe9lgF6P5y4cqu1iKk17TNBWLxdTX12ePVG5raxv1+zqY0XbCV1VVqaqqSqZp2iOp4/G4YrFYQRDQ6lAtNs/kaDOidwXRaFThcFiGYaiqqso+WeqfmW7N+24YhkzTtOc59/v9BXO3TwTTNJXNZu3AvcfjmfSTusGCTMWCU/lzJkuyy8CnsqZkSh7XP7PWXW4lsml1xdLKRdO6489rtOGGbxfs62tf+5pOPvnkEWWSjCbz7MClNTpwac2AfeRyOaVSKbvDxbqNZNoBYFfVPxP8qOWhQbO8reODFYBviaT1QnN8wPFBKsxi/etrb+knecF0Sfrxj3+sD3zgAwWZ6vmB/fwAncshtUTSWtuWGLa8fP9jWDF9fX3q6+tTVVWV6uvr5Xa7x/juAaXX29ureDxe0n1a5eXH4sh9l+rIfZcqm80qlUppTn27/r61R7vV+rRX3c5zmnfPMfTZA6r1TndG755XoQOX1mhOW1J/3f6OcpGUIomM1rUndM2TW7QtKt3x4ha7c8zVt01vXj/0+UP/6wbpXxltbqehLV0xvbCpa9hA2mDBPgCTq1jVPI/LYc+zbH3WH3n2RV2eFyyTBh4fhuqHHGlfAkG36SeTyairq0tdXV0lvZYzTdO+RqyoqLAHbWPq9P9uthJ7IomMYqmsEpmceuNpPfj6dr3Y1GV/Ts/a01UQTJek/7nm23rfUcfp40cdLInpXoDpaKSfS2u9WDKrkM+lfRdU6rAVdUWTfSUVHDd6dzRpy0M3j2t6qV0dAfUxcjkc2m9BpV7b2qNoMquA1ymXYai2zDOg7EqxEgzWyXD/UWUfP2ChnIYhhyHlJGVNky81oAT6n4gO1tFUrDNpsPJL+eve0/JK0ef1Rlrs+4NdjBa70B2s7OKDr2/Xtu64EpmdHfEjPT7kcjlFo1G7o9wqrV3qDB+rNNlYGIZhlxuzZLNZJZNJuVwu5vkahXA4rM2bN496u0AgoFAopLKyMvl8vpK+36Zpqre3V7FYTOl0WqlUSul0elrM2zuSIFMx/YNa75kX0AdXVEmS1rbEFHZKiYwUaS2eef/AUy8OG1Afb+ZZX1+f2tralE6np6SkPjCT9c8Ez2Q1ZJa3VBhYt7JVXQ5pVeO/5k3OX75h4ztFn3vTpk12QL1Yiff8jPgXmuN6sz2po5aH9Oe3I0XLSI92zvXu7m719vaqoaFB1dVch2B6qK2tlWEYikQiikaj496f2+1WTc3AQWij5XQ65ff79f69F+r9ey8seMw0Te25p1mQ6VdfvzMb8WdPb7T7EzyutN1HYAXS+rZtKvp869ats88f+lfiOmFlo05Y2WhPRffYP1rtfobRBtKA2cga0Nv/lsvlFAqFRlVpbSIUq4TXf57lCr9b3khz0e3zjw/9O+b7B+VH0pdA0G36SCaT6uzsVHd394SX6m1ubi6Yg72srEwVFRUT+pwYnpXY03+6WUn25zSZyenmB/5WdPubH3hWS1fsIUna0hWT2+lQVdBdUFJ+uASg/p9/KlgApTPSaZj6r/fv71tmf1/3T/btf23QsmXHpLyW2YyA+hgZhvTv71umy+9fa2eufvyAhQXzG0mDl2CwTob7jypLZ3P6j/cv1w1PvK2saaquzMscZkCJ9T8JtTqaButYGknGxh577FF0+YcPP0DS0HOb9L9ITWdzg86l9tT6NsVSO7d3Ox3DHh9SqZQ9enkyApelDsI6nc5RzeeayWTU09OjRCJhB+HzbzOpHPxQrHnXi1UDiMViYy6dbpV9a2trk8vlUigUGnGpNysQP9jfP5FIqLm5eMfPTDVUCeXz9q/cGezakVB8wVIVO2VNhgpHhBYrydj/uCENnEttsO2lndl8453KAdhVFSvVPNIBOEMdH/KD4c1G8UogS5Ysse8XK/F+yl7l2tCRUiYXt5e/uj1hr5fKmrrnjT57H6Odc13615QwBNQxXTgcDtXV1amurk7ZbNauxhOJRMY0TU1DQ8OEl7Q1DKPouZH1PZ3fn2D1EViBtOp5S9QyYEsplXf+MFi59tebe5TO5sYVSANmqnQ6bVc8syoy5QfOB2MYhmpqalRXVzdlFdCKVc0rNs9yKF6rLxfZPv/40L/DvX9QfrjriGL7oH9yanR2dmrHjskLgvSfLqynp8eeZ13aOTAlHo8XZMgX+64brG/AMAy5XC55PB6SJkbJ6p/sX8XuxaYu+/whYRT/ft9hVOu/735NkvHPipyGPrTnHJ2wslFS8Up4Q1WpoIIFUFrFzuuLfT8Pdv6fnzyYn+xrbfPCpi490pDS5bdNzeubLWZHZGGKjGSusWIlGP79fcvsk+H+o8qKnSjzZQSUnhXIzu9oGk/H0l577aVvf/vbhXMU/dfXtabTpxfXNBWUb7QG1lgjQIuNDC0WxN/ZXlMOw5DP7dDhu9UN2t5YLKbOzk719vaO6fWMVf9Ry1Yp8YlklbDv6upSX1/fkKO1x1PWc6Llz2MWj8cVj8dlGIZdgj3/fl/fziBJRUWFGhoaCkrytrW1lWTEujU4YaS6urrkcrlUWVmpysrKgkoDkmZt2eDBgmvW8jfbU+pzrdArzq8VzIG64vjzdMyhB9i/D1aSsf9xwxpdWmzATbGL2cbGRvl8PvX09DCPOjBKw807PpLtBzs+WMHwdMUCzfvgWdr2l1/bjy/40Nn6c2elDivbWca9WGBfGhjw36/Rp/ZYRqmsqXgmp/WdSd30Ypf2qvMOCMivbNg5X7RV/SX/Zn3nGIYx6vk8gcnidDpVXl6u8vJye9qgSCSicDisWCw27LlQMBhUeXn5JLW2uGL9CVY/wM5A2u56xVN4/rDw6M8o4m8YsJ/+1wSlCKQBM0Eul1MikSiYNmwsA2ykndeVHR0d6u7uVkNDg6qqqkrc2pEZbr71FzZ1aU2nTxd8ofD40PihT+uxHW4tzau+N9Qx5vXmHnvbwYJiI+n3xMRKJpNqaSk2vGpytbS0KBQK2VViSpGw4XA4FAjsPCe1fs6WJIiJ1v84ceWJe/+r8o0xXwuO+oy2/vmX9uONH/q0chXz8xJ5TFUF3VpYHSiYn71//2h+AlAyk9PPnt5oPz8VLIDSy/9sDzVopf8xYCTf1zu3OVqurd/W9ddfPzkvaBbiW2qchstcLVaCof8//mAjTfgSAiZWqUdbf/WrX9XJJ5+sdevWKRVq0K//kdFrf92kTNZUzjQHDKyR/nXhmj8ydLDSSsVKOuYzTVN9fX3q6Ogo+fySQ7Hm6K6pqZHH47GzhcLhsJLJpJxOp50h7vF4CjLGrfnPxxp0TyaT2rJly4gDha2trQoEApMaILAyqPoHKyTZc8Zb2ROj1dvbq3A4rPr6etXU1MgwDNXW1tqDDCa6FFx/mUxGHR0d6ujoUGVlpebPn28/5nK55PP5dplsaY/Ho0AgoOMWVyoUCkmHXaXPf+ZMPfDUi0qGGrRo2e52J1axi1Erk6zYgDxrm3yDXcw6nU7V1dWptrZWiURCPT096u3tZe50YITGOiXEcPKD4Y1HnqnDjni/Xlz7ttLljXLVLNSTm2J6sz1pZ5MXC+wXW76kyqN73ujT+s6k4mlTbsfOzk7rucr9Lr1v74Xac895ZARh1sifNqi2ttY+97LOh/MHJlo/Q6HQtPgMFOsMK/iOP+wqve+o4/T/7nhcZkWj5i5ePqJrlqECaSMZkAdMFtM07TLsuVxu1D9TqVTJr3my2ay2bdsmv98/YJDwVCv4zC44St++9XDd9ZfnlQw1KFs+T69t7dHl968tqKB57mFL7e3zq2OMdEop+idLx5qnPBaLKRqNKpFIFPz/Wt9L+T8zmcykX9cXY/XxlFIul1MkElEkErGXeTyeggC7z+eb8Goys0H/yjeLjztL3//COfJEWuz+Savv0cpQz+8Hze9vzJ8as/80FNYx5soT95bb6VA2ayrodVLBApgAQw1oKWak39df/epXddNNN5W0rbsSAuoTbOSjQzg5BSbbRIy23muvvbTXXnv9c3TnJnVH0wp4nXIZhp2BbgXF8keA5o8MtRTr4CrW3mw2q7a2tkkJkjkcDjmdTjtTuqysTNXV1XYbwuHwgJHKVnm9wQKphmEUDbgHAoGiJc3zJRKJUWfdNjc3a9myZZM28nn79u0TWikgl8uppaVFvb29Wrp0qUKhkEKhkHK5nKLRqD2CfLID2cXmNq2qqprUUnWTxTCMgpH1gUCg6P+XdXwolo3ev1JF/0yy/GC6ZagBN/0vZg3DkN/vl9/vV0NDgyKRiHp6eoat6gBgYvQPhkvVanHPVVsko0TWVCqbUyRp6JmmqL3OKXsNzKbtH/C37t/0Ypfcjp0l3g9bHNRhi4P2fmpyPdqwIaaysjKFQiEFg0E6KjGr5GevzwYfP+pgLV2xR9Gs0tH0MwxWAYvsMkyGTCajRCKheDxu/7SuE6ejioqKKZ9PvZj+n9n6hct002Xv+VdmajIrU0nd8MTbcjqNogNl+u9DGt2UUrsS0zSVy+Xsn/n3rZ8ej0der7foIK1cLqd4PK5oNGoPpJ+MqfhmslQqpVQqZfehWIPmqqqqVFlZyTnrEIbq41y6orBE/GAlpItNjVmQ/Z7MyuNK68HXt+vFpi5lTFNOw9DHD1g4occIawCVVYEkP2El//fBHrP6MIGZZKgBLeP9vE2HgcUzFQH1SUDAHJi+Jurz2T+4lT9C3Hq+4QJgxTq4zj1s6YD2bt26tWBEb6l4vV4Fg0E7QGiVhc1nmqa6u7u1Y8eOMQflTNO0L5r6B2G9Xq8qKipUUVFRNLheXl6uhoYGtba2jvj50+m0Nm3apEWLFsnpdCqRSNi3XC5nn2hbN7fbrYqKijGfbEzWBXM8HlcqlbLfJ2vAQ1lZmaSdnVjJZLJg/sD8n/n3M5nMmEslWhwOh9rb2+1R5S6XSzU1NaqsrLQ7IKxbsd/z22LNe5j/07ooyh/gMZL7DodDuVxO6XTafp3590eSAWAN+LBuPp9vVP8f/UeZWh1e/StVDDX9y0gH3BRjGIb9v5HNZtXX12fPQUsHDzB5+gfD8+dWz+RMuRz65/34qOY+Hyqj3ZJKpdTZ2anOzk55vV4tX76ci2pgGuufVdo/w2w0HWujGZAHjEU6nbaD5ul0WrlcTuvWrZvqZg3LMAxVVlaqtrZ22IHdU6XYZ7Z/ZmomayprmuqL7hxs33+gTLHKd9aUUiMtBT/bdHV1qaury74mtq5JR8rlctkD251Opx1Aj8fjDF4eJ2u+9ng8rra2NtXU1Ki6emclNgw03JQR+b8XW6fY1JhWlQvrGGMdP6yKelVBt9LZ0vQjmKZpVxmy+gmTyWRJkofcbre8Xq89CMb6WayvE5gOrIEu/Qe0MAB2ahFQB4AJMNLqFEOtM9IOrkAgMO6AupVhm38b7gIlk8lo+/bt9nzeEyGZTKqtrU1tbW1Fg+tWifOysjI1NzePuNR9MpnUhg0bRnxxaxjGgPnhR2oyL/SGyvBwuVwjzsq3LmI6OzvHXNYtmUyqtbXV/t3tdqusrEyVlZXy+/0TdsFiBeLzA/PWLZ1OFyyXdpaUs8rI5Y9Yzu9IsbazMtDHOx98/mc7v8Orf6WKoQb8jHTAzXCcTqeqqqpUVVVld1ZYZfdisdiQ2+bPs9x/3mVp+FHi/dfpn+0x2E+C/pitrAD72raENnSk1BJJ64XmeMHc5yMtPz+aUvXJZFLxeFyBQGDMbQcw8fK/+3cG1HfOgWo9NpJzgPEMyAP6M01T6XS6IOs8kUgUBD6mawa6y+WSx+MpuAWDwXGf50+0wfoQ8pe7nQ7d8eIWO/DVvx9hqH6I0ZSCnynypxTIH7ht3Y9Go+rp6RnXc2QyGfX09Ix7PxhaJpNRa2ur2tvbNX/+/FlTiWY6Gawfsv9xQ5JebOoasN54dXR0FPQjlZKVTNGfYRj294AVaLfuu1wugu2YUv0HzTEAduoRUAeACTKS7Peh1hlpSfr6+nrV1dUpnU4rmUwOuOVyOTuY6nK55Ha77fs7duyQYRjaa6+9RnWSGIlE1NzcPKnzMOcH130+n8rLyxUIBOxA6Pz589Xd3a2Ojo4R7W80I8V7enrGHFCfrNLy0siy4U3TVDKZLMjMd7vdqqqqsgPdhmHYI+zzsxjHI51O2yP/reoH+QHY/HlN+2eW52eYSzsvpK3Ryv1vpe608/v9qqysVEVFRcn+lqPp8BrMRGSU5Q+sqa+vVzabVTqdLvp3msqLymw2a2cpWKUTp2tnLTAW+YH1N9t3TmsS8jr+WRp+YkQiEQLqwDTXf37TYnOgDqdUA/Kwa8pkMva5lxU8n87nYNaUYvk3KxtxJme3jiQDdahKV4PtYzSl4KeTdDptT3OWSqUGBMzJEJ99crmcwuEwAfUJMFQ/ZP/jRqkH5IXD4QkLpg/F6iNLJpMDEkocDkfB94fX61V5eXnR8vGmaRJ8x4SYiClrMXYE1AFgGhtpSfr8EZVWie+RsDoSRnrSZ5qmWltbRxy0nihWIHiyhMNhZTKZMQVUJyug7nQ65ff7ByzPZrPq7e21O70SiUTRToXu7u6Cucms/w2Px6O5c+fawctSsC5WxsIwjEntFLECtzt27FAoFLKrJIx3/q3RdHgNtv1En1A7nc5p2dnodDrtAR/Sv7KjrKkn/H7/oP/nwEwyWOn2iRCJRFRfXz9h+wcwfsWyw0Z7HkCJd4xGKpWyA+jRaHTM5+8TKb+Eb//brjxf7limthuqFPx06sBPp9OKRqP2LZVKTXWTMAWqqqqmugmz1kiPH6WcQjOVSqm5ubkk+yqlXC43oP+xrq5Oc+bMKVhn8+bNisVidh+Ky+Wyf+bfdzqddpLTdOxrwfTFlNLTBwF1AMCIZDIZbd68ecRl1WeT8YwyraioUDweLzo/u3UC3dLSMu42zpkzZ8AJeSqV0ubNm0fc+ZVIJLRjxw61traqsbFRlZWV9mPBYLBkAfXxmMogqVUKvaurS0uXLi3Z6OOxnhhzQr2TNaDI+v9ftmyZfeFrdQJP5NQUwEQaTen28bAqPdCxA0xvI5kDdbjtyXBBMVaGnjX3cywWK1oadyoYhmFnBubfdvWgeakNVU5+suRP3WWapn1LpVJ2AH06DuzA5LKqqmF2ME1TW7dundYVTyyGYQxIYmpra1M0GpW0s980k8mM6DjlcDjsKqJWkD3/p3WfrHdgeiGgDgAYkb6+vl0ymO5yubRw4cIxZ5q73W4tWLBg0MfT6fS4A+p+v3/ACO1YLKYtW7aMqSx/LpdTc3Oz0um06urqJO0cAd7R0UHWr3Zmrff29hYMOMD04nA47I6WXC6nN998c6qbBEx7uVyOgDqwC2BAHvrr7e3V9u3bpzyY4XK5igbN3W43AYVJMlXHh1gsph07duyS/Q0YHafTqblz5051M1BCpmlOagXKsXI4HFq0aFHBYI5MJjPmCp65XM6eunAobrdb8+fPVzAYHNPzACgtAuoAgBGpqKiwsz7T6bRSqdS0yVqYKMFgUAsWLJjQsu3WnNTjCVQ3NjYWdDKl02lt2rRp3MHv1tZWlZeX251Zc+bMKUk2/WzQ1tZGQH2GsDLYKQcJDFRTUyOPx6NAICC32z3VzQEATAGrSslkCwQCKisrUzAYlNfrZVDXLiiVSqmlpYVqUhiUYRjy+/32lF9+v58BNrOMw+HQ8uXL1d3drb6+vml53e50OrV48eIB0yw6nU5VVVXZ00ROhHQ6rWQySUAdmCYIqAMARsTpdKq2trZgmTV3cX5w3TCMATcraJx/6+joUFdX11S8FEkaUH69/83v96u6unrCL9acTqeWLVtml69LJpNFBysYhmHPx2SVi3c6nSorKxtwUm8Yhlwu17gHPAQCAXk8Hvv3mpoa9fT0zIjRwxONwNPMYRiGli9frnA4bN+mOgMLmC56e3s1b968Ad8jAIBdR21trbq7u5XL5Sb0eQzDUCgUUnl5ucrKyiZ00DKmt2w2q/b2dnV2dlIBDQWsvhi/369gMKhAIMBgm12A1+tVQ0OD5syZo2Qyqd7eXvX19U2LKR5cLpcWL14sn2/gNFyGYWjevHmSdga+4/G4YrGY4vG4PfXjWDmdTpWXl6uiooJgOjCNcPYKADOENZfYcLdsNlvwu9PplMfjmZCSeVbmZ37QdaRKGdByOBzyer3y+Xzyer1yuVxDBsutoP504fP5Bpyc53I5ZTKZgnaPlMvl0m677aZkMmmfzMdisVFdjNTX16uurq7gfTIMQ4sXL1Z3d7cd9Ld+7iodIcFgUDU1NQPmzcL05nA4VFFRoYqKCpmmqVgspnA4PG1HwAOTJZPJaPPmzaqsrNTcuXPpsASAXUgmk1Fvb696enomLJhuDa5euHChQqEQc55DkUhEzc3NE5bNiZnF5/MpEAjYQXSv1zut+mowuQzDsPvH5syZo0Qiob6+PvX29g7Zn2X1S1q3/P+h/L6q0d43DENVVVUj6vO05j0vLy+395NMJu3geiKRsPtrrZ/9ORyOgiA635nA9ENAHQCmoUQioW3btimTydiB8VIFLPOD4NZFbGtr64AMcmvd/jen0ym/3z/uE7vKykr19vaOuu3WfHrWSbbX652V8+o5HI4xDVSw5F+IWLLZrOLxuDKZzICBF/kn9LW1tQXzQuVzuVz2vOoW0zSVzWbt4Hp+oN26P9EZL8PJr5SQzWZH9Hlyu932QBSPx6NQKFR0VDJmFsMwFAwGFQwG1dDQoI6ODqYywC6vp6dHkUhEy5YtowIHAMxiuVxO4XBYPT09CofDE/IcXq9XZWVlKi8vV1tbmyTZAQagu7ubYPouyuPxyO/32wF0n89HwBBDsvq06uvrlUwm1dfXp0wmM2QAfbrI75Orqqoa8Hh+0pTVR+X1evlMANMcAXUAmIasUYwTwRolmUwm7QvZ9vb2Ue3D4XAoFAqprKxMoVBoTJ3voVBINTU19ijTYoF8SXZ2vc/nm7YnyjOF0+lUKBSStPP/IJFIKBKJKBaLKRaL2UFmq3NtqAEWbrfbvnjJvz/YnGbZbNYO5Pf/ad3PD7rnP2f+z/x2WOXvrRL4/e/nL8u/KLEuXDKZTMHNNE37/83tdnMhs4uora2V2+1Wc3PzLlNpASgmk8kolUoRUAeAWcY0TcXjcfX09Ki3t3dCpr4JBAJ2KXev11vy/WP2aGhoUDabVSQSmeqmYBIFg0G7T8f6OdT1tjW9oDXVHeD1egckd8xk+dM6cv0FzBwE1AFgGiovL9fcuXPV2to65Zm9xeRyOfX19amvr0+S5Pf7VVlZqcrKyhFf7BiGoblz505kM2cca8St0+m0R7KONKhrBYmtLOzBpFIptbW1DTmPtBVUHCq4OFi5LSuz3u122+XR8y8UxssKvqfTablcrjFljOe3x6oCMNxADSsLfzpOGYDxq6iokMvl0pYtW5hfHbOeYRiqrq62v2OsCh5WVQ4AwOyQSqXU09Ojnp6eCZvipqysTI2NjQQDZplcLjeg6lgulxtRRTtrubUfawB1//vYtUSjUUWj0YJlLpdrwNR9VnnseDyubDYrl8ulpUuXjrh6n2maMk2Ta/ZdnNVnlJ/AYd23EoRKUXkTwK6HgDoATEOGYaimpkbl5eXasWOHHbierqwLnpaWFlVUVKiqqkqBQGDGXcBYcytb5ZasILV1X5JdnqxUr800TfX19amrq2vABaZUmKEvyb4IKHaTdg5uWLRokVyugV/xkUhEW7dundCAYS6XUyKRUCKRUDgcVnl5+YgufvMzxtPptP3Tum/93r/zZbfddhvR/q0R7olEwq7QYN0kqa6uTjU1NQMy2bdt26ZYLDagEzI/873YzRplTJbOzBEMBrV06VI1NTUpnU5PdXOACWOapsLhMIPaAGAW6+vr05YtWyZs/06nU42NjSovL59x13woFI1G1dvba197WUEoYKJZ1/nF+kHy19m6dauWLFkih8OhZDKpRCIxoO8gP4BqKVa1bqjf8yvd+Xy+kh/bIpGImpubJe0cTOB0OuVyuQa9P1RCgjVowOl0cgz+p+H61vK1t7fL4XDYU8GFQiF5vV7eSwDDIqAOANOY2+3WggULtG3bNvX09Ex1c4ZlmqadBeH1etXQ0KCysrKpbtawTNNUZ2fniOdRtkqnl5eXj7kTKZVKqbu7e9g55FKplFKp1IjnOIzH49qyZYuWLFlS0K6uri5t37591O0cK8MwNGfOnCGD3ZlMRj09Peru7h40430oPp9vwMCB/CkN+t+GyrhvbW1VT0+P5s6da5fFt0pjFmPNdTWclpYW+Xw++3+Fi7Tpzev1atmyZWpqalIikZjq5gATpqKiYqqbAACYYIZhTMh0NhUVFZo7d27RAbyYebZu3cqc5pjW4vG4tm3bJsMwRtUvNtJr9mLq6+tVX18/pm0HEw6H7c9aqT5zHo/H7msoZeLHTJJOp9Xd3a2urq5Rva+5XE7hcNjua3O5XCovL1dDQwOZ6wAGxdkvAExjuVxO27dvnxHB9P6SyaSam5vt+aj9fr9dxnyqO19yuZwdZLVK3Y40mC7tzBLv7e1Vb2+vFi5cqPLy8lE9fyQSUVNT0yhbPXKxWEzJZNLOas9kMpMaTLcuQooF003TVDQaVVdX17gqL4RCIS1YsMC+0MnlctqxY4e6u7vHvM9kMqmmpiZVVFSooaGhZKUxrYz9trY2LnhnAJfLpSVLlqi5uXnEA1mAmaSqqqrkHYQAgOklEAiourpaXV1dJQuqu1wuOysdswfXI5gJent7J/X5Ojo6VF1dXdK+q4kYuJJKpdTR0aGOjg653W6Vl5eroqJil+lrSKVSevvtt0syjUQmk1FXV5ecTqfmzJlTgtYBmI0IqAPANJVIJLR169YxZe5OF9lsVrFYTFLhBZDb7dacOXNUWVk5aW2Jx+Nqa2tTMpksWaDU4/EoEAiUZF+l4nQ6VVdXVzC3+GRlHHi93oIM7/4SiYS2bNky7ve/srJS8+bNsy8QM5mMtmzZYv+vjVdvb6/C4fCEZHDmX/C6XC7V1taqtra25M+D8XE6nVq4cKF27Nihrq6uqW4OMGbW9BPWzefzqaqqapfoYAOAXVE8HldnZ6d6e3tLmp1eWVmpuXPnDlmCeDZLp9P2tYZVltntds+KLEaXy8V0R0A/uVxO77zzjlwul10S3vqcbN++XQ6Hw07OyL/f/2f+/Ynul0mn0+rs7FRnZ6edbV1dXV3QNzTbWO9tKQLqlu7ubgLqAAZFQB0ApqFEIqFNmzbN2rnL0um0Pb92Op22y5rn3zKZjAKBgCorK1VWVjZkZ0UikVBHR4fC4bD8fr8qKytVXl5esE1XV1dJs00rKirU2Ng4ok4la152p9Mpp9Mpr9erJUuWqKWlRfF4vGRt8vv9WrBgwYDM8FJeXBTjcDhUX1+vmpqaQYM0mUxGmzdvLklnjTWnvWEYSqVS2rx5c8kHnuRyOXV3d8vtdsvlcpX072TJZDJqaWlRZWXllFdtwECGYWju3Llyu91qbW2d6uYAQyorK1NVVZWkncdkK4A+Gzr6AQBDs+aN7ejoKPk5q8fjUWNj46ADZmcza/qnSCQy6LWG9Z2bH2TP/zmawHs6nVY0GrWv3crLyyflGoHrEKA4q2/KYvXPzYQB11a2dU9Pj5YvXz7kVHwzmdvt1m677aZ4PD7gGGrJ5XJ2H1I2mx0w2Kx/H9ZMmLYSwNThrAkAphmr7PRsDaZbwuGw3nzzzWHXCYfDcjgcKi8vV2VlpYLBoD0fYCQSUUdHh6LRqL1NJBJRJBKRw+GwAwyhUEg1NTXq6ekZd6aGFWQbaYZfLBbTO++8M+i+Sikej2v9+vUKBAIqKytTKBSSz+eT2+0u6fPks8qjD/UcuVyuZMF0aWcGeSKRUH19vbZv3z6hn5V0Oq10Oq3y8nKZpjkhJcCj0SjzGU9ThmGorq5OHo9Hzc3NEzIPKVAK4XBYqVRKDQ0Nu2TQAwB2VaZpauPGjUokEiXdr3UOVFtbu0sOzorH49q4ceOw6+VPJTYYwzC0aNGiYb+fN23aVBC86+jo0JIlSyb0Wk4ioA7MZrlcTlu3btXSpUtnZYWqTCajcDisvr4+RSKRIa/XHQ6HneRi3Vwu14BlTqdTyWTSvj8b3zcAY8dZEwBMI6lUSk1NTZNWonsqjSZrOpfLqaenRz09Pfa8UENlCljbWPOcNzY2qrq6WnPmzBnVXOnFLF68WMFgcMTrD9XGiQrOxWIxxWIxtba22tnwdXV1am9vH/M+XS6XvF6vfD6fvF6vfRuuA8Y0TTU3N5c8WyaZTGrr1q0l3edQ+vr6tNdeeymVSqm9vV19fX0Ffz8r+8Q0TaXT6SGD/E6n0y7/5nK55Pf7J+MlYBwqKirk8/m0Y8cORSKRqW4OUFQymdTmzZu1bNkyjisAsAspdTA9FAqpsbFx1mY0DiebzZb0OsM0TXV0dAwbUO8/cMHqG1iyZMmEBr0JqAOzmzX94WwpY57NZtXb22sH0Ucql8spl8uNOtGjfyC+WBC+2DIC8cDsxFkTAEwT6XRaTU1N02L+MpfLJY/Ho3g8Pu0yMq15oUZj+/bt8nq9qqmpUV9f37jm2u7t7R1VQH2qT6KTyaTS6bTq6+sViURGHdj2eDyaP3/+mOeKb21tVV9f35i2nU68Xq8cDod8Pp/mzZunuro6RaNRpdNpZTIZpdNpxePxEQ0UyWazdsDdCoAFAgEFAgGFQqEJz0LB2Hi9XlVUVBBQx7SXTqcJqAPALqRU88e6XC7NnTtX5eXlU34NM5V27NhRkCleCpFIROl0esjz/IqKigGDI6xrhSVLlgxaKcCa3z2dTttljfNLHBe7+Xw+lZeXy+fzKRQKjWvgNYDpr729XVVVVbNioNSmTZtKPpBsKOMNxI80AM90XcDMQEAdAKaBTCajpqamkl+4j1Z5eblqa2vtOfhmky1btmjZsmWaP3++3n777TF3OnV1damiomLEQfWKigo7Wz6/NP1kMQxDXq9XhmFo/vz52rhx44hfe1VVlRoaGkY0T3wx8Xh81vwf5XI5NTU12QMUSskqE9nd3S1JCgaDqqiomLR5EzE80zTV2to6a/6fMbuVIqgCAJiestmsYrGY4vG4fSvFcT8UCmnBggVjPu+fLayqaBOhr69PNTU1gz4+2GC4eDyuaDSqsrIymaapZDJpVySzBviOVjgcVnt7u9xutz1NmnUtAmD2mU0Z0x6PZ1ID6mM12kC8YRhqaGhQdXX1rPlbAbMRvbQAMMXS6fSA+dImm8/n09y5cxUIBLRt27YJ60SYStlsVps3b9bSpUtVVlam3t7eMe9r27ZtWr58+YhGjxqGoerqalVXVyubzdrzwofD4UkJeliZ1db9uXPnatu2bUNu43Q6NW/ePJWXl4/ruWdTh5w1l/pkiEajikaj2r59u8rKylRRUaGysrJZ9X7OJNlsVs3NzQqHw1PdFGAAp9OpYDCoXC5nV5UhOx0AZifTNLVhw4YJmR7MMIxd+lzTNE1FIhFt3759QvZvGIZ8Pt+A5blcTn19feru7h5y8HUsFlNXV5disdiQU0uNVjqdVldXV8n2B2D6CQaDmj9//rgq4SWTSTureqo1NjYqHo9Pi+qepWSapnbs2KFwOKx58+ZRuRCYpgioA8AUa29vn7JgumEYcrlcWrZsmUzT1ObNm2d1OeNkMlmSTqhUKqW2tjY1NDSMajun06nKykpVVlYql8spGo0qHA6rr69vQjrGpIGZDtZF0FAdMYZhqK+vT263e1yBGY/HI5/PNyNGD09X1uALwzA0Z84c1dbWTnWTdimpVEqbN29WMpmc6qYARWWzWfX19amsrEyLFi2S3+8nowEAZinTNEsaTM0XjUZlmuYu9x1imqbC4bDa2tom7JrF6XRq4cKFdoUz0zQVj8fV3d2t3t7eEQ2ypiQ7gLEyDGNcUzl2dnZqx44dkqRAIKCysjKFQiH5fL4RfWeYpql0Oq1UKmVPLznS0ubWtk6nUw6Hw+7DXLBggTZt2jTtpqgshUgkorfffluNjY2qqKiY6uYA6IeA+hiZpqmNGzcWLLMCD36/Xz6fjzKtAEaksrJSiURi0ucrLy8vl8fjsU+Am5qaxjW3+ExRqsB1R0eHampqxjxq1OFwqKysTGVlZZo7d67i8bgdXC9l8M4KiKfTabW0tIwoMz+TydjlDgOBgGpra1VWVjamDraysjIC6iVgmqba29tVU1MjwzCUy+WUyWSUSqXsi1Mri97r9aq+vp7zkBLYtm0bwXTMCNbgm0AgoPr6eoVCoaluEgCgxBwOh4LB4IQMgLamqKqoqNglguqmaaqvr0/t7e0Teq3i8Xi0aNEieb1eZTIZdXd3q6enZ1Tnl3PnzrWDWQAwWpFIRBs2bFB9fb1qa2tHdYzv6ekpOP5Y0020trbK5XIpFArZN4fDoVQqZU9pl3/r39fp8Xjk9XoH3KwM+FQqZR8vrUx0q5KKy+Wyb7MtS92SzWa1detWtbW12f2GgUBgl/h+xsSyBvXNxsEok4We1nGIx+MDfu/r67N/twLsPp9PoVBIgUBgspuIUcjlcopEIurr61M2m5Xb7ZbX65XH45HH45Hb7R7xCDpgNAKBgJYuXapcLqdEImGfoMZisQnLWpZUkMVmzcWH0enq6tKcOXPGvR/DMBQIBBQIBDRnzhwlk0l1dnaOq/yeYRgKBoMqKytTZ2enWltbx1RiPhaLacuWLXK73aqrq1NVVdWoTuLLy8vJqCiRbDarjRs3KpPJDHlsiEaj6unpUUNDw6j/XihUXl6uRCIxYdlgQKnFYjE1NTVp6dKlXHsAwCwUCoUmrKJYc3Oz2traVFNTo8rKymlR2rfUTNNUb2+v2tvbJ3zQpM/n0+LFi+1Brps2bRr1c1rZnBP5dwcw+5mmqdbWVvX09GjevHkjuk4Ih8Nqbm4e9PH8RIzRSqVSSqVSA6ZVswLlxQY6maY5bF/IbGMNSOjo6JDT6VQoFLIrBJBAgZGygui9vb3q6+ubtQNRJgufvAlkZYr19fWpra1Ny5cvLzpnEqaOaZqKRqPq7e0dUaktt9stj8ej8vJyVVdXE6RASTkcDjuoKv2rtFE0GlU8Hlc0Gi3pRX/+8cjlcmnFihX2c1ijSqdyXveZoKurS3V1dSUfbOP1etXY2Kiamhq1tLSMaO5mp9Np//8Eg0G7/NamTZtKMlginU5r+/btikajmjdv3ohfs8/nk9vt5oStREaaQZPL5bR9+3Z1d3ersbGROZXHqKamRtXV1YrFYnYGcDKZlMPhKBh053Q61dvbO2CwJTBV2tvbtWjRoqluBoBRyOVydslt6zpzsOtN6zoh/5bJZOz7uVxOPp/PPi/0er1cu84SlZWVisViSiQSE3KtlkqltGPHDrW2tqqyslI1NTXyer0lf57JZpqmenp6JnW6tUQioe3bt6uhoUEej0d+v3/U1/OZTEabN2+eoBYC2NUkk0m98847CgaDCgaDCoVCRaeMikaj2rJly6S3b1cLmI9GNpu14xfSziQpK3t9pOX3R8M0TZmmqVwuJ4fDQZLhDPT/2fvzMMnSss4b/54t9j0ycs+qzFp6qS7aZunWQRsQERxFlHdkZN5rZFNEfR2Y8Xc5zqjzgu8PmOunL64zOgjiNuOgtICA4wIi0AJOtyy2VUV115JZuWfGvp6IONvvj6jn1ImIE5GxZmz357riyszIiBMn4px4zvPc3/v+3oqiIB6PD7XN6CxCgvopIQhCz7bARG8YhoFyuWwGvlnfYEEQUK1Wkclkuh5QWICCVf8xkcIwDBQKBei6Do7jzL4u1p/WG0F0AsdxplgTDocB1CZQxWIRBwcHXQmUVscMl8sFt9vdNCYxiyUGs8FLpVIoFouDeVNThqZp2N7eRigUGkqGqNPpxNmzZyHLMsrlsrm4YDdRFOH1euHxeGwDpaqqDtx5IJvNolqt4syZMx1d1ziOMxMDiNNHlmXcunUL4XAYPp/PFIHpWtQ5zO3B6/VicXHRvNazXnTMKiscDqNcLiOdTiOfz1NVOzFS8vk8yuUyJfMSxASgaRri8TiSyWST/SK73lhvrELrJCqVihl0tSbuer1euN1umgtMKKIo4syZMwBq6zVrIrT1Z7+BU13XkUqlkEql4PP5EI1G4fP5JjYxY2dnp85R8rTI5XIol8u4ePEiVlZW4Pf7cXBwQIFtgiBGSrFYRLFYxPHxsTlH8Pl88Hq9AIA7d+6QJfSYI8syZFnG8fExRFE0xXWn0wld17u6aZpme78VnufrLPftfmcFNcR4cHBwMJK5z7RDgvqQYVnh0Wh0Ku2yxgld1+usskulUk/2xp3CRIpgMIhisdjRgojjOKyvr5sTFILoFkEQEAgE4PF4cOfOHdtqSCaaM+Hc5XL1NP6oqoqdnZ1B7PZUUygUTPs9j8dTN4kdVMDJ7Xb3VGE8rEANG//Onj3b0X7Nzc0hGo2iUChgb2+PAkgjIJ1OI51Om387HA64XK6mnmUUXD8Z9hmVy2XcuXPHNrlpUoPNxPgwNzdnOiL0Sjwex9ra2gD3iiCIQcIEy3g83jIJy5q41e9rWeesHMfB5XKZiZkej4esQycQjuOakqIZ6XQae3t7A3kd67mzsrJiJntPEsO2d29HtVpFLpdDMBhEMBiEz+fD4eFh3dycIAhiVDTOEYjJQ1XVppjPoGEi+0nFXaFQCPPz83A4HEPbF6IzPB4PCepDgFZMfdBYdcwyddjC1O12k4g+JFhWPrPBLpVKI7NZZVn/nWAYBjY3NxEKhSBJUtMNgGnVxypQdV03KwpJ7JgcmJuB0+kcyjggiiI2NjaQTCahKIopnA/yHBFFEeFwmBb6XcCSeY6OjiBJktnbyOv1juR6MMwKWVVVcfv2bayuriIYDJ74eI7jkMlkSEwfE1jPskbYtcbpdJrJO0QzzJ2i1WKSsvmJfnG5XFhYWEA+n0cikejJbSSbzWJ5eZnWIwQxZrAezkdHRyNricN6KVrX0E6ns66KnQKhk00oFEIqlRp4nGRvbw9+v3/iEjBEURypqB6PxxEIBMBxHARBMBMT9vb2RrpfBEEQBDFIMpkMMpkMQqEQYrHYVLSNmVQikQhSqRS1cx0wkzUDHiM4jsOlS5dGvRszgaIoyGQyZvCfCZWTHKzOZDI9P1cURVPsYMIHswWnirjxQNM03Lx50xQz2TELhUIIhUIDO048zyMWiw1kW3ZwHIeVlRX4fD7s7++TfXGXKIpi2iQCtSpzn89n9qg6jeSYYR8zwzCws7ODSqWCWCx24rm9tLQEURSRTqeH6iBC9A671jIRz+PxIBaLTbTF5zA4ODigRQkxFARBQDQaRTAYBMdxCAQC8Pv9piVjp8I6x3HweDz0vSWIU8IwDHPexdp+2X3/CoUCDg8PUS6XT3sXT6RSqaBSqZjJtOvr6/D5fCPeK6JXOI7D2bNnkc/n6+xbWT/UTv9miKIITdOwuLg4kYlakUhkpG3MyuUyisVi3XfK4/Hg7NmzuHHjxkTHtwiCIAiikUwmg2w2iwsXLpCoPiJ4nse5c+dQLpebioIpTtA7JKgTY0ulUkEikUAmk6HFhQVWud64GOQ4DqIoNjkm2DkpSJJkivJsAGVBIJawwJIXrL23J3HhPAh0XTcDTNaedK0E8mQyWSdkWo9ZIpHAwsIC/H5/RxcvXdeRyWTAcdzIrPWCwSA8Hg8ymYz5vqz2k+x8UVWVRPc2sCqgeDxe15PZ5/PB5XJ1PZlRFAXZbBaSJMHr9dpWiZzW8Tg+Pka1WsXq6mrbx4miiKWlJczPzyObzSKZTFJFxphTKpVw584dOJ1OxGIxU+SbZWRZ7isxjiDawdw82LXfKsq1++4JggCn04lgMIhQKESLZIIYIoZhQFEUc25XLpchy3LTvMv6HWaJlKOqSO8WQRBmdu03TTDHsX5ga75Jv6YEg0Fks9mRWp+Wy+U6QV3Xdezs7FC8iyAIgphKrAmn0wTTBVgP+XFee4uiSAmyA4YEdWLsKJVKSCQS1OOhS1hgpxs4jjOt/BRFObFi1OFwmL2cWX/uaQu0qKqKfD4PWZZNEb2VRXWxWEQ6ncby8jKcTicqlQpyuRwSiUTL7VcqFWxvb8PtdmNhYaHlRU3XdaTTacTjcfP121kvMoG7VTVMv0iSZFbDV6tVxONxlMtlVCoVqjTuAcMwzB5VR0dHEEWx437khmEglUrh6Oio7rN3u92mQO/xeMDz/KlOXPP5vHkOnoQgCIhEIgiHw6hUKnVtLuxu0zgBnzQqlQp2d3dRqVQwPz8/touF04DGPGKY9NoWQ9M0s+1IJBKZ6e8oQQySTsXzVs9lQtm4z2U4jkMoFILb7YbH46lLvNZ1HeVyua5NGTE7DPJ60ulaYVgsLy+jVCqNrAVV41r+4OBgZK0LCYIgCOI0mLbq9EQigcPDw7r7WJGjIAimyN54s/6v1VyIrR2YWxD7nT2XGA/oSBBjhd2gRAwPwzC6qg5lVsDWvvGCIJiW85Ik1f0uSdLY93w3DAPlchn5fN4U0ruhVCrh5s2bkCSpq4QGWZaxtbUFn8+HhYUFU0hlFenHx8dNC31Zlm0FdVmWTaELQJNDgSiKptBqDY71SiaTob7qA0ZVVZTL5baCOut12SrwwgK9iUQCHMeZle/dnpu94PV6sbS01PW5xXEcXC4XXC5X28dpmmaOP9Zbu4SX0yYQCKBYLI59wLxf4vE4DMPAwsLCzAp2tJAhxhVJkjA3Nzez302CGCTlchnJZBK5XG7qr+3AvTVRKBSCy+WCYRjI5/PIZrPI5/PmZ+D1ehEKhRAIBKYusZoYHoZh4OjoCMlkEkDteiWKYsufrNpr0IiiiPn5eezv7w98251gFRVSqRStqQmCIIippp/rOUtKtf5kv7O492nTSrdiCbidxl5ZvL5RQG+HtQWwy+Uyf6f41OlDnzgxNmiahuPj41HvBtElmqaZQp4dTFi3E93bZWX1ArNVZzcAdVlg1mwwoFZRWygUBiLI9SpYsirlQCAAr9eLRCLRclvlchmBQKBOXGTBPqtNHOt3Z31f+XwewD2rF3brBdZ/bpQ96KYRj8dje3+1WjV7D3WaAMOCoOy4h8NhcByHXC43FAFaVVUcHh6a33cWDPN4PAMJtgqCYLpjWMnlctje3u57+73CcRz8fj8WFhbgdDrNhJhpt7JnLhyzKqpTdR4xTjidTgQCAQQCgZ7ahxAEcQ/DMEy3NDaHmiVkWcbm5ia8Xi/K5bJtIgFbAxwcHCAQCCAUCsHr9dLYQ7RE13UoioJ4PG7ex5zg2iEIQpPQ7nK54PF4ep6L6bqOVCrV03P7xeoOWC6XRybqEwRBEMRpoaoqvvGNb5gOSF6vF263GzzPm0UyjS1WWWX2SbCWtmyeYJecx4RqTdOafrLfWYvVkxxD8/n8wIpA2et3Q6sWwIIg1Ans7HcS2ocHfbLEWKBpWpN9MTEdsAytUqnU9D9JkhAIBOD3+3sKxFhts4vFIsrlctNjJkXUyuVyJ7Y5SCaTSCaTfX1PVFU1e7MCNbGW53mkUqmOs9tEUcT6+joymQwODw9nompn2LBEEyuVSgV7e3u2351uSafTcDqdWFtbg2EYyGazyGazAxtzWwXFJEnCfffdN7Qg66CvGdbvALNVaryx5ByWUWqF5/k6K3s2SdY0DaqqIpVKTUzv1JNIJBIwDAOLi4szF0RnC7d+jiVzkQgEAtjf36femURXuFyuOhGdIIj+MAzDbNtE9svoKGmWJRFmMhmIomhWrbMg5qzNDQh7mJjeyzynXbBZkiR4PB7z1mlCWTKZtI0ZnAZWp7hJiVEQBEEQRL/oum4mZFqT6wax3U4S9DohlUohEAhgfn6+5fp6XGM2mqbZFr0xod3r9SIQCAzEsZaoQYI6MTJYBWUmkzF77xKzhaIopkgsCIIpLvh8vrZVrSyAE4/Hp0ac6oRhJJywanZrhrwgCKaw6HQ64XA4zJ/s4ssy+Px+Pw4ODuraABDt8fv9ZjsEdvP5fE0Tm0KhMBAxnVGpVLC5uYlIJILFxUUsLCzg6OhoqFaDjd9PwzDMlgaSJGFhYQFer7fn7Q/6O8Em44IgIBgMYm5urqesTmZl30g0GkUikTBt0yedZDIJjuOwuLg46l05dc6dO4dsNmsuXDo5FyVJgt/vNx1CeJ6HLMtTcS4Qw8ftdpsi+rT1oSOIUaHrOtLpdFuHKOJkVFVFIpEwHWwA2DqEteolyfM8BfimFI7jwPP8wBOwFUUxE4TZ67CAMVtrjRvWa7ff74cgCJSYThAEQRBjAit0ayWsBwIBrK6uYm9vbyJiOFah/fj4GA6HA36/H4FAoKVDKtEZJKj3ga7rY98f+rRh4py1r4W1HwSz2sjlcshms7SAIEw0TTMXxRzHmZnmjYGXYrGIRCIxNn2TpxFN01AqlZrEXGZT53Q6zYpq1q/V7/fj8PCQjksHiKKI5eXlEx8XiUQAANlsdqDCOquSPnv2LFZWVhCJRHBwcDDQ17CjVCrV9X9XFAWbm5umZXovVZbDcjXRNM20g+zkWHUKz/OIxWLgOA5HR0cD2+4oSSaTM2n9zsa+ubk56LoOWZbr3FLYWNlou2VF1/WpOQ+I4eDxeEwRvdHFhCCI3lFVFclkEqlUitajQ6IbK0ue5+H3+82kM7KonEwMw2iaD3IcB0mSIAgCPB7P0NYbVuc6oHUSWiwWQzgchqIopoOUpmmnklRjPa+Zq9UgK/UIgiAIgugfJqwHg0HMz8/XzSNCoRCcTic2NzcnzmW5Wq3WFTVOQlLAuEIrlR4xDAPf+MY3zIWf3++f+YVfMpnE4eEhfSGJvjEMg3p0jyGGYbS102EVCNaEGgYTlE7axqhgPfpYEIi9B2btraoqqtXqQIKuJ/XlYXAch2g0img0CkVRzEndIL4X1n1wu93Y2NjA0dFRXWXRoFBVFUdHR2abgUZYr/dQKISFhYWuKkqGPYGtVqsD3+be3l7Lz2KSEEURPp8PoVBo5sT0Rnieh9fr7cptQdM07O3tmYFfggBgOpbQ2oIghkOlUkEymUQ6naY16xih63pdtbHH4zEraKwOWURnGIYBWZbN9XS5XAbHcea6xuFwYGFhoe9rDHsdJmTLsgyPx4OFhYWmyiee57GxsYFcLofd3d2hf/9kWYYsyzg6OoLT6axrk8IS9a2EQiHs7u4in88PbZ+SySSq1SoWFxfhdDoRiUSQTqcpIZ0gCIIgxhA2Nw2FQgiHw3Vzq0kT0xuhhOL+oChNH7Bea6zvsdfrrVv4zQqGYSCRSFCVFUHMOHZCOoOJ6BzHIRgMYmFhATzP4/Dw8NT72FlFc8ZJVTSiKNZVzVSrVfM9VSoVqKraUWBobm7OrDzvBkmSTHFdVVVTWGeBMfbZcxwHTdNQLpdRLpeb9snj8WBpaalJ1Oc4bmg9Q2/cuNHRZDOTySCbzWJhYQFzc3MnPp65WgyTYVSqjKMFZSdwHIdAIGAKxxTg7g6r3RYLbhMEUEs4YwK6x+Oh7xVBDIFSqYREImGu24nxhjllHR0dmfaUfr8fXq936GNkPp+HoiiQJMm8tWtFNg4wp5xisWh+dnZzb0VRcOW4jBuJKr7tkoZvv3ym69dSFMUU0AuFQtP6qVgs4vbt27Z2qYVCAUdHR6eezFKpVBCPxxGPx832O2xOy84nQRBw9uxZFItFHB0dDa2SniUSRyIRzM/P4/7774eqqmal/NHR0dDWZP3AzpuLcw5cnu/eVYwgCIIgJpVMJjMVRTHE4CBBfYCwIOnh4SFcLpfZv8nlck1tcMwwjKFVNRIEMX2wHtqZTAaSJCESiUAQhL6rrlkvckEQmn6yCvN8Pg9N03oK4qiqau63x+PB4uJinTDO2lkw68DGm6ZpcLvdiEajfb1PoBbw0XXdfE92ATOHw4FAIABJkmAYBjRNM4NHdtcjFoQbBt1kbhqGgXg8fqKgbhgGdnZ2hu50MIzq0IWFBcRiMVQqFZTLZTMpo1wuj3X/VuYcwpwoWN9TojWFQgH5fJ4EdKIOjuPMKnSfzzdTSbgEcZqw5PdEIjGWAhXRGVZ7SubiEQgEhmINr6oq7ty503Q/z/Nmqyu7G+sDf1pYBXQmoneyvrlyXMb7n05BVjl86WALXq8PLzwTRCqVqltT2LXuY393WtHECk9CoZC5brH7bE8bRVGQSqWQSqUgCIK5PvL5fKbj0MbGBlKpFA4ODoa2H6lUCplMBktLSwiHw5AkCfl8fizHKnbeFCo6fE4eb3s0QqI6QRAEQRAzC0VChwSrDjw+PoYkSQgEAgiFQlMnrpfLZRLTCYLoCUVRcHR0hAceeACJRALFYtEUxq2ieDuhnP3eblzd3d0daDZhqVQyKy8WFhbgdDqbbBRZ4GkY472iKDg8PGz7mGq1WmdXznEcVFWFx+OxrZAep3Hc7/ef+JiDg4OhW2UHg8GB9k9nMGG6XC7XOR0ANbtJVqFaqVSGmujQC9bEEgBwuVymKEiVtfWkUins7++PejeIMcFaYenxeE5VeCGIWUPTNGQymVPpiUycLrqu1zkEMmt4v99vzsf7QRAEhEKhpnWDrutmfKcVoijC7XZjeXl54G5Euq6jVCqZArosyz0lCN9MKZA1DpmyCp7n8cVv7MAnHw7VtjSTyQylhdIgYGNFJpMBx3HmucTz/Km4L+q6jqOjI4TDYQAYqoDfDzcSVRQqOnIV3fybBHWiE8jZgCAIgphGSFA/BRRFMbOqnU4nwuEwQqHQVFR2ORwOBINBW7svgiCIdrCKbVEUsbi42Ne2NE2DLMtQVRV+v7/OmnFYFtssoOf3+82KDetNEAR4vV74fL6BWmT3cu0wDMOslpUkCXt7e9A0DTzPm2L7uHCSJX4ymUQqlRra63Mch5WVFYRCoYFv2zCMtj3UWVBPFEWEw2Gsr6/XBY8LhcJY9XxlweV4PA6e5+FyueBwOJpuJyW9TBuFQoHE9BmD47iW1Yvse0AQxHBha+50Ok3r0hnBag3Pihj6sYZnc0CHw4Hj4+OunsucozY3N7G+vt7XuK+qap2Fe68CeiMXIhLcggFN4uDkNSy5FOj6eNvZnxaN7RxPC+u6x+12j2XywcU5B3zOWiKgz8nj4pyDhFLiRMjZgCAIgphWJl/RnTAqlQoODw9xeHgIv9+PcDgMv98/sYFmQRCwtrYGwzBQrVbNRW2pVBq6FS9BEJMJz/OIRqOmyKzrOnieNy0FdV03b41/N96q1SpkWa4LPgiCgIWFBYTDYXAch4WFBQSDQdNab9BVGPl83vZ+TdPqAjOiKJr9pxttfpkgrygKVFU1f1or3dl1glXD9xIsZtcg9hmMW8DZ4XA09XdnMDv4bgOc3cIqyAOBwMCrSDvtvaSqKuLxuFnNGg6HEQ6Hoes6CoWCeV4Ns6KoW1j1lF3PSWaVGggEMDc3N9XVuZVKBdvb26PeDaIPWKKRFY7jmkTyxv66kzqXJ4hJhzkeUW/D2cZaxOByubC8vAyPx9P1djiOw/z8PBwOB3Z3d7t+frVaxebmJjY2NjoS1U8zjnJ53oW3PRqpE0JJGB0dTqezrs3VysoKdF1vubYcFY3nDQASSokTIWcDgiAIYlohQX2E5PN55PN5iKKIUChkWsJPIhzHwel0mhX4QE0QKBaLSCaTtgF2giBmE13XEY/HEY/Hzft4nh+YOKhpGvb395FMJrG4uAi/3w+Xy4VQKIRqtTp0q/BWqKqKbDaLbDYLAGbPRdZn/TQqj5PJ5NBfox+q1Sp2dnawvLxcV4lfqVSwu7t7an0F0+k0ZFnGmTNnBlZZWi6Xu65abvxO8DyPQCCAQCAAwzBwcHAw1Gr9QWG1Ss1kMlhZWYHX6x31bg0c1h90nBIdiM5g14hpcZAiiFmhVCphe3t7rJx2TgsSQltTLpdx+/ZtRCIRLCws1DlXdUo/SVKKomBzcxMXL15sSiJk/c+tAvppJrhenneZ5wtVkI6WlZWVuvOD53ksLy/j5s2bY5f0bD1vPnYtR0IpcSJ2zgYEQRAEMQ1QxGgMUFUViUQCiUQCbrcb4XAYwWCwp4XfOCGKIoLBIILBIGRZRiKRMIUkgiAIK8MQoCqVCu7cuQOfz2dWz44TiqJQb08bcrkcSqUSVldX4fV6kU6ncXBwcOpW5+VyGcfHx1hdXR3I9uLxeNfvod3jOY7D0tISBEGoS04Zd1jlVjgcxuLi4sTPdRi6rmN7e3ssrToJe3ieN9swtXLGIAhifEmlUiOZH4wDJIR2RiqVQi6Xw/r6eleFC7Is91SdbkXTtKZzU9M03LhxY2wSQKiCdHTEYrE6BwVd182Y4LgnZpJQSnSCnSMGQRAEQUwDJKiPGbIsQ5ZlHBwcIBAIIBaLTWzVuhW32421tTUsLi6SJR9BEKfKqCrSid5RVRVbW1twuVwol8sj249B9j32eDxdJZU5HI4Tq7iZLWk+nx/p59QL6XQa+Xwey8vLCAQCo96dvjAMA/v7+2OXtEO0xuVyYW1tDU6nc9S7QhBEl+i6jsPDw4lwaBkWJIR2Dite6CZBcn9/v+NEDVEU4ff7IYoiRFE0HaicTmdT0mAmkxkbMR0gYXQUCIKA5eVlBINB875yuYytra2xOjfaQUIp0SlWZwOAnFUIgiCI6YAE9THFMAxks1mUSiV4PB4YhgGe5yEIgu1Pu/vGsZejJElYXV1FIBDA3t7e2FlZEQRBEONDvyJxv4v2QdqSh8NhJBKJE10JOI5DKBTC/Px8R73Gs9ns0HptDhtVVbG9vY1AIIClpSVIkjTqXeqJSqVCiYITRDgcxtLSUkffL4Igxgt23Zj1BKZGIVQUajbMJFLY060jlNvt7rjNkMvlwsrKSkePTafTXe3HsCFh9HTxeDxYXV1tStg9ODiYGDGd0SiUEsRJkLMKQRAEMS2QoD7mKIrSs00667Uai8XGrgInEAjA7XZjb2+PqkcJgugaym4mTqLfRbskSQO1geZ5HvPz89jb22v6H8dxEEURoVAI0Wi0ox7Ouq7j4OBg7IKzvZDL5ZDL5cBxHDiOMxMFrTdJksZWBHU4HPD7/cjn86PeFaINHMdhZWUFoVBo1LtCECZPbabwzG4GD6+G8NhGZNS7M9bMcr/0RqxCqCgAf32zQCJFG7o9Z5aWluByuTpqKVAoFLC5uYloNAq/3w+O42AYBjRNQ7VaRaVSMX+Oo5sQCaOnw/z8PGKxWF3Ri2EYyOVyKBaLI9yz/qA1OdEp5KxCEARBTAskqI85/QRodV1HJpNBJpMxhfVR94hkC0u2MJ2fn0cwGES1Wp1Iy1qCIE4H62IdAGU3Eydit2hnP9sFfbxeL0KhEAKBwMDF23A4DK/Xa7rOsFu3jjKVSgU7OztTd800DAOGYbTsHRkMBuHz+U55r06G53mcPXsWhUIBR0dHHVe1EaeH0+nE2traVLRRIqaHpzZTeOcnriArKwi6JfzCay6TqN6CdDrdlQ33LMCE0I9dy5nznapm4KNXc+b/iRrdCuocxyESicDj8WB3d/fE+VaxWESxWIQkSRAEAdVqdez7YFshUXR4MIdGr9cLXddRKpXqbpPs2EgVx0Q3UIsJgiAIYlogQX3MKZVKZpZzP7DqL5/Ph1gsNlAb21YYhoFqtWouFmRZbrkY3Sk7sScLeHAhhgeiom2mbuNCjxZ+BDEbNC7WL8WclN1MnIidHapd0OfKcRlbWR0v3JjDyx5aG7rteL992bPZLPb29iYqUDsIRFGEx+M5ldfqtWLU5/OZ8x0GzVVGTygUwvLy8tDdDUZZaWwYBhRFgaqqUFUVPM/D6/X21f6p0/djGAaKxSKy2Szy+Tx0Xbd1mWDJQ5IkddzSYtp5ZjeDrKwgXVTMv9nPSKkKA7XjMMsiu2EYODw8RDKZHPWujC1svlPVDMiqjueSFbz/6RSJW3fhOA5zc3MAaueTLMtIp9PQNA2CINS1zfP5fHXOfi6XC4FAoOMERkVRuraXHzUkig6PQCCAlZUVCIKAdDqNg4ODqZq/U8Ux0Q3UYoIgiGmjlU4lCoCqgca6KYYE9TFn0BmrhUIBhUIBHo8HsVgMPp9vYL3WNU0zA8nsZyf7f+W4jA9+9Qjpsg6B4/Dqh5ewHHLjvrkIFvg8FEVpWui98oLPtLYTeeAFy248vu6lgWpGoOSK2aJxsQ7ANru51eSFJjWzSeOivfE8up1WEQq68Hv/mESuouIvbhbw5J0SXv3w8tiKF0dHR4jH46PejZEQiURORYDrp2JU07Q60WccgtSzen1kbY+Yq8Gg5rqtOM1KY1mWkUqlTOFGVVXb+bYkSYhGowiHwxAE4cTtMqEpm83ia7t5/OqTeyhUdAQ9ze9H1/U6Eb3x9U8SDLxeL/x+f4fveHp5eDWEoLuWxBV0S5AEHu/8xBUc5yv40QtVCBzwwU9cmdnKdVVVsbOzM9F2yKcBm+989GoOzyUrkBUDEq937MwzaPx+P3w+H3ieR7lcNq3OT9uqn+d5RCIRRKNRU9BMJpMniuMejwehUAjBYBCFQgHHx8entMejoVdHJ6I9kiTB6/WiWCyiXC5P5Xlkl7z8sWs5Om+IljBnlSvHZTpXiJbM6vqVmCxa6VSpkgZZ1eGReITdQlMMiM7v6YAE9RmlVCrhzp07cLlciMViCAQCXQcbdV1HoVBAPp9HqVRCpVLpaV9uJKpIFBRky7Vg3O9/aQsBl4CIW8RPfEsMiqrgo1dzSMsaZKVWqf+1/TIKFR2ZsgbdAD63WcK1eKWu4pAGqOnEetESeWA95MBWRkFJ0SHwwOsuB/G99wdGvZvEAGlcrD++7sXj696mpIr3P51qmrx0OqkhJhO32435+Xnk83nk8/mmqiBrX0hREPG5OyXwgg6HKEAWfPjSbhm5iopEvgrdMPDxr+3h6a1UnXgxLv1tP3d1F09e3R6765ogCEO3q2TWq6dBu4rRVucAO0fO+oEl8d5nMerKnU8+m8NHruSgG8ZMjHuCICAQCCAQCJyKiG6ll/OmF4rFIu7cudNRhZuiKDg8PMTx8TFCoRCi0Whd5SWjUqkgk8kgm82iWq3iynEZH72aw3GuJsypqorP/dMmNnwaJEkyx9teq+w4jjs1t4lx57GNCH7hNZfN84SdR9mSAhgGNAPIysrQzqdhMKhrpizL2N7enrhq31HBxvb3P52CxOttnXmGDRsjPB4P5ubmsLi4CI7joGlancDOfg56DiEIAqLRKKLRqJnoxirSO4G56x0cHAx0v8aVTh2diO5QFGXqzyFr8rIowCx4ofOGaMc4JBwT4wudH8Q40UpbYutlO52qUNVhAChUdUg8hye3irbtS6k4dLIhQX3GKZfL2NnZwfz8PObn5098POt1ns/nUSwWB9LH7uKcAzxngOMA3ajd8hUNIgd89mYG1+KVOjHM5+Tx/GUX4iUVJUVHWTNQ1XQUKhxuJKrYTFdnKoA8S1gvWsWqDt0AkqUyVMOAbgA8B3zkSg4b4fESnIj+aGUPZs1uPiwotpOXVpMasqSbDpaXl+F2u+H3+2EYBiqVinltkiTJvImiiMschzNnUvjUM/v4/HNx/M31I0gCB0ng4ZJ4lKoayqpeJ16wxyqaPtL+tl++Gcf/86lvIF/RRrqwDAaDCAaD5mcqiiI4jkO5XMb+/j5KpdJQXndubg6ieDpT1lYVo1lZgSRweOl983UuBtbKZI/I4UdeEDCPzSh7BV45LuMjV7LIlHWwqdo0jnuiKJoier8W5/3QzXnTq+BYKBRw586drufeuq4jlUohlUrB7/cjGo3C5XIhm80ik8k0tShoTE7zOjic8Rk4Ojrq6nVb4fP5OqqYnxUe24jUnQdBt4SKqgOcCoFrPp/Gudf6oJwaMpkM9vb2qF96l7Rz5hlFb/VSqYTt7W04HA6cOXMGLpcLXq+3qfWcqqq2QnunSTuCIMDpdMLlcsHlciEYDKJUKmF3dxf5fL7n/Z+V82/czhtismDJyx+7lqPzhugIcsUg2jGqhHRyQSUaaZXcYbdetupUrAWTR+Ih8sBX98tQdRkiD4TcQp2e0VgcSkwOJKgPAEmSJj57vl3PWMMwkEwmkclkOu4fdhKNFszfdtaDv7sjo6rVJuBsQAKAQkVHWTXgFnncF3Xi/3ioFqzeCDvw5Fbx7uBkmBnVdgFk9rPVxZAuluOJ9bgAqLtoCTwHXTegGQYMA+AAGAagG8ZUigazjrXSmNHoViDyHHwO/sRJDRO2yAp+snE6ndjZ2YEoipAkCQ6HA+FwGNFotOVzHtuI4JndDBRNR7qoIOyV8IoHa8lkVuGciRd7aRmlqgaer4l0z+xmRiJi/P1z+8hXtJH3KAyFQrY2zS6XCxsbG8hkMjg8PBxYtZkgCFheXkYwGBzI9jqhVcWonYsBAPz2F24hnq+gWNEAj4SdIo/Ld7c1yl6BNxJVaHrtushxAM9xpyroDwuO4+pEdI/HMzIR3Uqn583rHz2DDz+93TZBw05sz+fz2N7e7lvgYUmxrWBBLLt596AwjFrV+2klyUwS1vMokn0OBmD+zRwQKqqO3/7CLfPxp0UniSB2Tg3d7KOu6zg4OEA6nR7IPk8CHMdBEISB2aE3zpdH3Vu9NtfO4UU5Dv/8RRdtHyOKInw+H3w+n3kfGycahXae5+FyueB0Os0bG0s0TUM6ncatW7dQrVZP5f1NC+N23hCTB0siHfV5Q3G98aeVK0aqpJHjJDGShPR21t10Ts4mjRXo1kSxduvljbCjLsZ8WFDw1K5suiunZR06DFPPsBaH0jVrsqBIRp84nU6cO3cO6XQah4eHo96drmB9xSKRCByO1hcpZhk5KFpZM7/ucgCqhjpxa3frNj5/4wqk4Aoiaxt1QT1r/x1rRnVjAPkk2zKylBk/rhyXm5IlLsWcdRetZb+ITFmHqhvQDQNVHRA4IOwW4C7s4kN/ugXFv4JvfeR+Op5TijV7NeDk8diqC4s+qUkgb5zU2CVoeCQejtwuvi2YxksfuR/nz58f+P7SAn8wcByHaDSKRCIBAHVB01KphI2NjbbPb6wktasaZaJAWakJ2C6RR9At4eHVkO02r127huvXr+OBBx7ApUuX+np/hmFA13Vommb+fGDeM7JKZyu7u7uIxWK2/cw5jkM4HEYgEMDR0RFSqVRfrxUMBrG0tDQS0c2uYrRQVutcDD71zD6e3krhOF9BoazC7xIR9Eh46eV1nImK2N/fh6qqtslAjFu3bmFzcxMbGxsDH3MuzjkQ8dSqgGuBgMGKosNEEASz0pDdRFGEIAjgOG4sBHQ7OjlvnrwRb5ugYVfdq+s6dnZ2TDF9UOeN3TWpMYg1aDEdqFXaP/fcc1hYWEAkEhnb4zkq2Hn02c9umX8D9yrXC2UVX9/J4J1d9lbv5zrVSeX5U5spbKdKkAQeYa/U9pppR7Vaxfb29sCSt8cNnufrRGAmCrOk9nK5jGw2i2w2O7BE/Xa91Tv9Xvcz3ljX2J+/IyMajbY8XxsTNjiOM12G7BL5rBhGzUEjmUzOTFX5MBn1eUNMJu3OG6Dz6uNBjTkU1xtf7FwxUqVa4jhncZwE+j9vKP4yedglpPdzHNsV0bDz5pYeQ6ESNYsXvrZf7vucJCaXRs3KIXB1iWLf5IxDvvFsW53Kuq1r8YrprqwZtQJSq54h8jXh/cpxmXqtTxAkqPdJpVLB0dERlpaWwPM8Dg8Pe+4peFo4HA5Eo1GEQqGOLBcdDgeWlpYQj8cHkj3PRLBGC2ZVA1576V7W1wc+8AH8+q//uvn3D77lJ3D5e368aXuNA1ZjAFnV0NYyZtQ9Tol62MXruKCirBmwSjbWIO8bXxAGcG9Cw36/+lf/Az/9H37TfM6fveKN+N5/9WazL8kgq5LpAjda7Hqr2x0HO0GL2dKxcWjncx9G6vN/gKcB/AqAt7/97XjrW986sH2lBf5gEAQBZ8+exfHxse3/i8Ui9vb2UCgUoOu62TfYmjTWWEnKgrt2YhiAE+2a3/ve9+Lnfu7nzOe95z3vwc/+7M/CMAwcHx9DlmUzwGsN9DbeZxXQrbBx5pUXfCN3UtA0DYeHh0ilUlhYWEAgEGgSw1hVeSgUwv7+ftfiiCiKWF5eRiAwHlng7HxptP8Har2NSxUNPpeIR9ZC+NGX1AI4f/KPCQicA4l0CWte3fZ4Nc5xuhlzOrn2jLI6vlPsBCYmnk+6yNrqvHn8Ygx7Gdk2QWM/I99zO8C96l6O4xAIBFAoFPBbv/VbPZ83Vlpdk07rvLFWIi8vL1NP9RNg59Nvf+EWvr6TQbGiwSHW91aXBB6KpttWkLe6TnXKSRXyVsFdEji84sGFOueFk8jlctjd3R37NXQvhMNhxGIxSJLUdlxzu91wu91YWFiALMumuN7v2tuut3qnSXn9XKeA+jU2x2u2jgVPbab6bq+j67qZZEkMhkGfN6961at62o+T5ju0Fh8v7M6bk4pbrAxyzGF/03kxnjTGZwS+VhDFHCef3CriWrzSUZ/hVucNxV8mF+v50ehKaT0X2sV2rUVaJUWvK+Z726MRfPnP/rDuvFl7xZuw8PgPmi6XN1OVE8/J1aBUVxRIzpeTj7UynRXzBZw88lUdsmIg8Xd/hM/9ze+bj2+lUzHY2rqxYJDpGez+p3Zl0/rdej97PI1f4wdnUBpv1zz00EMoFAr48z//cwC1Hq6RSO2kVxQFBwcHKJVKpg2t9cZ6vLLbMOzIAoEAJEkCz/MQBKHp5nQ6ewpU6rqOTCaDRCLR1363qlC3DhC3bt3C93//9zc99+Mf//iJmaqNNuHWgcjuAkwD1eiwWwR/7FoOn7ieMy1RXCKPeZ9gXljaLZpbnTfn3/bfsLaxUWfd0+rcazx/7F5vms6b7e1tAMCZM2dGvCe90WsgxToOZQ62sP2Bn2h6TCfjTaf7diNRxSeu58xq+tc8EKhLICJOxuFwYH19HRzH4dlnn+3quYFAAMFgsKvevXb2to1Vem98UMS/etW3Nj33ypUrCAaDyGQyXe2nXe+ucQ4EuN1uRCIRBAIB28/VMAykUikkEomOKu76rUr/7Gc/CwB4+ctf3tPzT8J6TgDN1cTsPmvVetQj4a0vDELVNPPYuvN7fc1xGs8JYDKy5d1uN4LBoCmgnyQwTQuNY0mjgCQJHAAOhYpqnjcxv9M8p9hzffIhHnrooabtf+Yzn8Hq6mrdd8xuLmMN8livSS6Rw/1zg7d274ZYLIaFhYWRvPa4YjeeNV6DWAsBNua4JB5OUcD/9e0X8MYXrwOoVabbnTdXr17tuFKdva51bPM6BTPZ7JndDD70xU2zlcpbvnUDP/L4uRO3axgGDg8PkUwmO9qPSaLfliWGYSCXy2FnZ2cg+9OqN2ir4G83a/FWc/G6ILjA4zsvLze1uGhsrxPxiPj+B0P4P1+4AK/XC5/PB4fDceK1Ih6P4+joqI9PiLBjkOeNJEldrTfbiSiN/x/HOfIs02oN3G6+cdKY08man86JyeWTz+bwkSs56IaBsFvApZizzibZJfIIOLmmcaDVefOT7/vv0EOreGpXHvhcd9LjZ5NGq/hwq9juKy/4sJtV8NX9MnIVDWXNMNvB8hzglXgsKQf4q//8w02v9fr/7+/h+178EC7Pu048JyWegw4DDoFDVbv30y7GTEwG7JhbWxGzc+qvbxYQ39nE1f/6Y03P6zRu3E7/uOe66sa1eKWuwDDkEoYWP/6e7/ke+Hw+XL16deDbnnaoQr0PBEHAyspKXRVVtwsFWZZx69atge7X4uJiWwv3XmEW8eFwGPl8HolEAqVSqaPnNg4crPql1WJsc3PTdjubm5snDlRWK3jrIuxCxIGtjGJm/rBBkf3/sdXWWY/E4Gm14LFWHdstntsdn1bnTTG+jcLyWXxtv2zrjsCylxvPGYBrEsxbVdBTBvRoaGen3G7hbR2HrpfS+COb53cy3rSicQL+ygu+uvPaztKHaI3T6cTGxgZEUeypCimXyyGXy4HjOHi9XrP/cjvhtrFiHWiu0vvgJ//e9rl///d/j2/+5m/uah/tAodAe4eVUSPLMvb29rC/vw+fz4dgMAi/32+K68yePxKJoFQqmRV3jVX441aV3orGc6LR6eCDT95GVlaQLSkwDANZWYFD5PH1lIAv30wiJ6u1rPeyfULISWNOYy8vAF1VcIySWCyG+fn5mRDQG2k8b9jfTGjfTpXwmW8c2bodWKt+5xPP2G7/n/7pn0wxujHhj81lGisz2DVp1L1OGdlslgT1Dmh0WGHXpGxJga4bqKg6BE7Fr376OdyKF/Dqh5exe/267bauX79uCursXLRWuQP1le+vf/QMnrwRx9d3MsjJKjIlxWxZ8PpHz9S1UunE6l1RFOzs7HS8lpwkPB4PVldXe1qPl8tlpFIp5HK5gfVVB+yrvdolGHeyFm+VYAzcS+K5FHMiVdKwlVXwmW8c4fPPHdclYtTa69TmBA4ecAsG1oOcOW8DanMEJq57vV7bz3Vubg6qqk5lcsYoGdR5U61WzfYGnbrFsWpjJl58brNUV73VOB8atznyLNO4Pu9kvtFuzJH9K22TK6yva40z3khUsZmu1rV8G5RTITFYvvf+gNmmjx0rq01yWdVRVmvjwFf3ZfMcOGxx3vzFU9cRuxyFyHNwiVzTuQe0PxfI/WJ8YPFhdi6wntN2sV3DqNmzV9TaY3FXSHdYxG9Z1XH91m37F0vv4fL8CwGcfE5W9drG1YafjTFmYjK4clzGR65kkSnXziOvg2vqjf5nx/8AO9m507ixXey60XUVqMX/qnfPX4fIj7TlI9EaEtT74Pz5830L16xaJ5vNDmivMPRgJbOeZPaTOzs7TcFxK+1sJVvRqgfuSb1xrTT2V9aM2kXO2hfF+v9Fn0QXvFOATU4PC4r5+Vc1Ax+9Wgua9GM32ur8iC6dMa174iXVXNB5pHsXp0ahwiqoA/cW6ey8ogvceNNJhjobh245H8If/b/N21ADyz2/tnUyBtQWalarH6ulD407J7O6umqK391WfVsxDAOFQgGFQgH7+/twu93w+Xzw+XzweDwnXj9Z/3XWx7bM2VuSprn2/T7tgol2gcOAk4PIcwg4x3ucMQwD+Xwe+XweHMfB7/cjGAyalvAskcHr9WJpaQnFYhGZTAalUglerxeLi4sdOweME41CaeP54XeJCLprjkFFxTCvd9eUOdvtNV7DGquMGwPZ1kWXXcB5HMYWURSxtrYGr9c76l0ZO6zC+tNbKQA1MfJHX3K+LkGD9Vs/KNjborPzxi7hz3G3+r2sNrdZ6rdH7qDwer1YXu7tejuL2LUnqag6MiUFvGFAM4BcRTXF7jc+uGi7nStFL1Y3a+edXfW5nWvC6x89g72MjKqq17UsUDTdtpVKK/L5PHZ3d9uuHycVjuOwvr4OnudPfrAFWZYRj8dNEXmYtGq/Zu117G4xB2433gD3krys1yqeA3QDKJUq0A00JWLomg7O0FqKZKqqmgl5QK2AwSqwM7eTSCSCfD4/FAdAwv68MQzUreFbrcVZzKydKM9ew2qdayei2J1j4zxHnnVYbOek+Uarc0cNLJ+YXNG4pro452g6z9xibT5kZ/08DvNlollsssZOWKVxo7C+jrDtttTAClQdeGzVhXhRqzv37MYQ6zg0LU6U00Iry2y72G5tvmGYsVqrs8FqUMLX9st4LllBNbhq+1ovfOhC02u3OifZWGJXoW6NMVMSz2RwI1GFptcs/jkOcAh8U29090sewod/ufm53ehUjTTqH0AtcQOwLzAkxgcS1HuE47iBVYGvrKzA6/WiVCpBlmVUKpW+9+208Pl82NjYwNbWVsss+l56GZ0/fx5vf/vb63qavOMd7+iqWrQx04ddcFv9TYuw4dNYgdkqY/SkhItW2J03P/jDP4GHXvI8c/LCsgytkxqgWahgiy5W4cUqik+qoCfGg27GHbvzZuU73gTZd2+i3c1kuHEyxnOc+fgbiSpUXR7biuNxZGFhAW53rVrbMIyue3K3Q5ZlM4jN87wZoA2FQrYCb1MfW24Va698C3b++kPmY8IvfQP+dD+IVYsDwUnCqLVi1Bo4VHUBj626sOiTJmYBxmxqc7kc3G43VlZW4HLd22+O48wkhmnDWj3aWOn5v28nIFdUyKqOQ8cSNl71Jmz+1e+Zz117xZvw18kQHveXbe3+L8WcKFR0s5cXy5gGGrLl7wacx2VsOX/+vFmVRtjTWHXMxEiWoMH6rSO8htXvfDN2P/275nOt541dwl/AWZvLiDyahId+euQOAkmSsLS0BL/fP5POBYPAeu7sZ2T8+TMHKFTUWmWOquM4X8FnDtz48f/Pz+G33vce83kXv+et+Ms9EV/+xBU8uh5pctaoqrU5Sqmq1bltMOG8sec1O29PEtJ1XUc8Hkc8Hh/q5zJKWHs3Nm856bHFYhHxeBzFYvEU9q4GW8s0JhjX9zoO4Qff8hP44w/9pvm8H/zhn8AzlRjkY/vxxprkZRVdvRIPgefgknjbRIwnr25jxaN2fM1SFAWZTMZMsHQ6nTAMg4T0IdN43rBKv+eSFfzalxJ318Qrtmvxsi5A14yWyRytBC6rdS8TUQDYzofGYc5D2NM437Bza2u1Hv/zeAivDHaeXMGsmRvPM0WzTzAcl/ky0YzVebSVsJ4T55vWVNGXvQGh5bPwOXk8vl5L6LXOdYHm65R1HCInyvHDei5YC68aY7uiAPz1zQIknrON1W6Ea8k20uo6+Ibz5gd/+CfwXY+1b4XUuB+NvdNPijFTEs94YT2fLs45EPHU4n8CD7zucvO8YhA6lR12iRvDdsgQBAHBYJDW4H1APdR74KGHHkKxWMTW1tZQtq9pmimul0olFAqFrp7/4IMPnnqlV7VaRSKRQKVSQblcrqs46KeX0a1bt3Dnzh1cunQJ9913X9dZ+636frX6mxgudv1BrBmjg+otfevWLWxubmJjY6Oji5t1v6z9lQD7DFVgMvrVdsK09oDqZdz5y6eu4ff+9goQXIF/8aw5AQdOngy3Ekxrk7Egvvf+QM/7Nas4HA5TbGGUy2XcvHlz6K8dCATafica+9iuC2n8ryf/AYp/GY65M/BKPF7/vCBeeylgK4w+tSsjJWswUOvlFb7bF+ninGMqs+LPnDlzKnbuw+6h3g9fvhnHr/zFP9Vd76Llfdy8vQklsAwxeqauJxzLoGePZf207MaOVra743DeXLp0qetKTeIejf3W2Xjz2b//GsqeRUhzZ+CWeMx7RbzivKeulZH1GmYX9BnVXJjjOMRiMczNzdG50YZexjPr+dJYXf7GB0XcuXUDT6VduKNHUKxoCHslvOLBBTy9leqoQv0XXnO5rv91pxXphmEgnU7j+Ph4oDbm48ri4iLm5uydSIB7ri7xeByyLJ/int2jlVMO61PqEDi8bMOLV0Yz+PzXn8WBsIAtLJrXmMbWaSfNmV95wYf9go6v7svQDCDkceAXXnMZ33wuCsMwcHx8PNWJFtOC9bxh85RiVa/ra/u2RyNw5/fqzpsfvlgBzwFHwpxtz9t2c2M2l25cZ9FaavKwa0vDKkfZOOTO7+G3/voZ3NTmwUVWzd6xdmukVucNmzNThfp0YSess/7CbE2lBlYQXDrb1C+9k+R2u77tbF1mnT9fdqfhFLipi59NCyeta6z/d+f3uoobdwOLMbe6rhGjxS4uC3QW5+9WbxgXBEFAIBBAMBiE1+s1XbW8Xi/1UO8BqlAfQwRBgN/vN0UERVGQTCaRSqWg63rb587NzY3ENtXhcNTZNaqqikqlgi/fjGNfVvG9lyJQNAOXFn14wVqtb60gCBAEAaIoQtd1FAoF5PN5M9Di9XrxXd/1XXA4HOA4DuVyGYVC4cTPwEpjps9JfxPDpdE1wC5jdBDVUefPn+/LzcA6+barKH7tJcqCH3d6aR3wXY9dwur6uSZbdrssd2tGu91krNVr99PSYFbgeR6xWAzRaLRJbOnXwaVTSqUSdF2HoihQVRWSJNW50jRWlALANdmPvXStej7kEXHfnNO25zUA28owdj40ClwvfXAFPp8P2WwW+Xx+Ii1y9/b24PF42vasn3a+5fwcXve8EH7zfyfM691LH3oAleCqWQlR1XSkSrXeb5pef348vu7F4+veluPKuCYJUtZzfzT2W2fjzZYWxl5aRqmqoaIZkHUOoXAU/+bFXlw9KNqeI0BvbZgGSTAYxMLCwsBcvoh6rOeL6aRS0eAQFVyTI3i6uoFjvVLXkuLVDy+b/azb9VBvFM47qUg3DAPZbBZHR0dQFGWYb31s4DiuzpXFCvs84vH4qc1nWtHqey/yNXv2smbgq/tlrAZj+JrLffc6pZoVe6xthN01x9rDuNHV6cqay3xOsBrHzk4JPp8Pc3Nz8Pl82N7ensh5zqxgPW9YpZ+iGXVzmI9ezeH5y/XnjaYbgKXdiJ1b3LV4xXZu3Pi6wOlUbxGDx+rWxkTLv7lVhA7DknwTQ3bpURjFmggl8lzLNRJgf95Y58yN5xnZL08udhXrLLmCranY/LbRtaLVGGI3DgGoS/ZoTAJauaQh7J68VmWzwknrmrr/z3cXN+6GVm5A5Iw7Htg5mnYa5+9WbxglkUgEPp/PdOOk2MzgmN3I5gQhSRIWFxcRi8WQTqchyzJ0XYdhGDAMA7quw+l0IhaLwel0jnp3AdR6Zn51J4f3fW7brOCzVjXYEQwGTZs8TdOa+tm6XC7cf//9yOfzyGQyXVfuE6OnlZg46kVxO5GzUWynCdDk0ItIYGfLDrQWQO0E05MmY5TI05pQKISFhQVbi2hZlpFIJE5lP1RVxbVr1+ruCwQCiMVipo1ro5jwSz/wCD71zD4A4NUPL0PXNfzfH7+C43wVJcWAV+IRcIt41YNz+OcPCXg2LkMSeGjgcHnJhxedDYPnefA8j3PnBPA8D0EQzM/C7/ebPeAnTVzXNA0HBwdYW1sb9a6MDI7j8NJLq9B0vcmqzhoU0gwDumG0tDLtOEAwBgiCQIu2AdE43jTabntEIIw87gu7cF+4ddVDL22Y+kEURXg8Hni9Xni93pZCIzFY2Lnyzk9cgUOsrcMAICsrKFU0+FwiHlkL4Udfct58rN0a7STBvBWsAvvo6GjkwvFpEg6HEYvFmhJGdF1HOp1GIpEY68SCy/MuvGDZjc9tlu62nTHwtf2yrbW7VeCy204nc2Brb/T9/X14vV6QeeLkwNbPjf1kn0tWcDNVgW7APG84jgPPoe150y4Rw+61x2m+Q3QOi62Y9u167TvPEta/tl+GqteqOR0Chxcsty+IaXfetBqfiMnmJPvvTmKKJ41DbBsfu5ZrKqzQDaCq0rWKaI81xkxJPOPFleMyDgsKRJ5DwDndiQ6pVGpq2y2OGhLUJwhBENraxzWSSqWQTqfh9Xrh9/vh8XjMynFFUeByueByuYYW7HxmN4OsrCBdVMy/TwrMtMvqB2qfQSgUgsfjwY0bN2jRPYHYTV7HYVHcLig0asGfOF3snBRaZbk32oVN82SsX5hALAg1sZjjOPN3nufNsb0RRVFwdHRk9srsF3bN6/b6wfqCe71erKysNAXMGwWvDz55GwVFR0UD/G4Jz28QL17d474zBxuruJ7L5bpybxkF2WwWwWDwVKzfx5VYLIZvOVfC5fl7CYF2vdhqvd/sKywmicXFxVHvwtRirUT+x500gloWl2InX3uGnSTocDhMAd3j8ZguU8TpY+ek8vRWCgAQdEt116NBwXqCHx0djczKfBS0EtIBoFAoYG9vb6yFdCuPr3vvthfh4HPyeP6yC/FSzT3Orh/poGBzGmKysM5hPno1Z7aqcYkcBJ5DyCVA5AGvpMPj4HFxgpICieHQKhGDraOtY47V0bDd9ui8mU2G4T7auA27KmOe0+AQaW5LnAyNT6dLJ259Vrc2kQceWx3OvHac2Nvbg9vtti1aInqHBPUpJh6PQ1EUs6qP47gmAUGSJDPA7Xa7+w56WS0pH14NmRURQbdkBnM6RVVVJJNJaJoGh8MBSZLAcZyZyU4QpwVNhGaLVkkUjecAy1huVUlK1BAEAbFYDJFIpOt+uel0GgcHBwMTi8PhMObn56FpGu7cudNTgLtYLCKZTGJpaant4xqvge3Ei2560TKs4rqu68jn82bl+rgmm+3v78+09TvHcVhdXcWtW7eazr1GG9VJT+IKh8MIh8Oj3o2phwnr1WoVxWIRiqI03azj56CTBF0ulymeezweWqiPGXbOBt1eazrBMAyUSiUcHx+jWCwObLvjTigUwvz8vK2Qrus6jo6OkEwmR7BnvWM3RkzDNYkYLuy8sLZxY32HL845ECgfj3gPiXHCLpnUWr1JYw4xLthVGYfv9lAnCGJ86LQnutWtLeDkseiTpv46o2kadnd3sb6+TonuA2Q2I5ozAOv9asUuwK4oChKJhCm4sz6x7BYIBDruc/jUZgrv/MSVOov3XgI3hmEgnU7j6OhoYuxsCYKYLjpJomis9CMxvZloNIr5+XkIQm99xo6PjwcipgcCASwsLJhtUSRJwvnz57G/v9+VAC0Igmn9fhKN1YHtxPTGa2e3QgfP82Zy3NbW1tgKGqqq4ujoCCsrK6PelZEhiiLOnDmDzc3Nluf2pCdxuVyuExNOiMHC5u12aJpWJ7DHYgq+7e7vqqo2ie6t4Hm+SUDvdWwnRkMnfc87xTAMyLJsuqRMSgX2IAiFQm1brcmyjN3d3Ym1ux9G1R8x/bRL2NreHuGOEWNLL20jCOK0aTwft7czo9sZgiBsaWxr9uRW8a7j0j2B/fK8a2ZbuhaLRSQSiY7imERnkKA+xYiiCFVVO368YRioVquoVqvmfZlMBhcuXDjxuU9tpvDbX7iFeL6CYqUmgj+zm8GPPH6uLnDDqstVVYWmaeb+ud1ueDweOJ1OxONxlMvljvebIAhiFFA7gJOJxWJ9CS5nzpxBqVQyreJFUTR/L5VKuHPnTsvnCoKAYDCIcDhs9j23woRNwzCgKAqq1SoqlUrdTVVVsxI8FArB5/N1VWXfiXjRS3uUdox7AH/c9+80cLvduHDhAnZ2dqbOFtntdmNtba1rNwpieLAxs1VLJcMwzETcxhvHcXVzdMpqn210XUexWEQul0M+n+9qnTnp8DyPcDiMaDTaNtk8lUphf3//FPeMIMYHEkIJgiAIgjhtGoVyAKbAXtUMfPRqDsBsx3CPjo6gqmpfBU/EPUhQn1J4nseFCxeQzWZRrVbretcahoFUKtWRaN2u1ymzqJUEHh9+ehvH+QoKZRV+l2hr8Z7P57Gzs2O7rUKhQH3TCIKYOChw1BrWI70f3G63rRgOAH6/H4FAALlcru4124nfqqoil8vBMIw6YYj9LkkSwuGw+TxN08Bx3FDFwX7bo1jhOA4XLlxAOp1GKpUay4rBaDQ66l0YCxwOB86dO4fj42PE4/FR707fuN1uzM/Pw+fzkeg6YbCxup3oTswurKUIE9EH1YJlUpAkCdFoFOFw+MQ5TaFQIDGdIAiCIAiCIE6RRqEcAK7FK6hqBmRVx3PJCt7/dMqsVJ/VGG4ymUQmk8HZs2fh8XhGvTsTDQnqU4woii0D1+FwGLIsI5/PI5/P14nrTqcTPp8Pfr8fXq/X9vlWi1pVM6AbBkoVDT6XiEfWQk29YlVVxd7e3mDfIEEQBDG2OByOoQtri4uLqFQqEAQBoVAIwWDQNuDNWokcHh6eKAYsLS2Z187TyNzs1Bq+U0RRRCwWw9zcHAqFAtLpdF3SwSBxu91wOp0oFAodVSqyVjJEDY7jsLCwAJ/Ph52dnYms9vR4PJifn4fX6yUhnSCmBFVVTRG9UCh03BZlmnC73Zibm0MgEOhobKtUKi0TxwmCIAiCIAiCGB6NQvnbHo3go1dzeC5ZgawYkHgdNxLVmRXTGZqmIR6P4+zZs6PelYmGBPUZheM4s//hwsICFEVBuVyG0+nsqGe61aLW4xQgchzCXglBt9QkpiuKMrGBYoIgCOJkRFGEJEnmT0mSTkU4dTgcuHjxYtvHlMtl7O3tdWytPWjhQNd1FAoFyLIMSZLgdDrhdDohivemYIPsa8tg1fp+vx+KopjC+iBbqsiyDEVRzP70+XwepVIJsizbJi7EYjESXW3wer24ePEi9vb2hpb8MGi8Xq8ppBMEMR2oqoqDgwNks9lR78rICAQCiEaj8Hg8HV+vDMPA9vY2NE0b8t4RBEEQBEEQBHESTDh//9MpSLw+Uz3TT6JQKMyc69igIUGdAABTAOmURova1z96Boqm11XXGYaBbDaLg4MDCjAQBEFMIXNzc5ifnx/bfsmyLOPWrVsdP97j8SAYDLZ9TLFYRCqVAlCrYI9EIrY2yaw6vJVFriAIprjObg6HA5IkNX2emqaZ1YLFYhGSJCEUCiEUCtUJ862QJAnz8/OYn5+Hqqpmm5Visdi3LTxzoHG73VhaWsLCwgIMw0ClUoEsy5BlGaVSydxnwh5BELC2toZMJoP9/f2xrggNhUJYXV0d9W4QBDFACoUCdnd3ZzYBmuM4nD9/vqe2B7quo1KpDGGvCIIgCIIgCILohVnumd4OwzBmds03KEhQJ3riJItaVVWxv78/MZVWBEEQROc4nU6srq627G8+afj9fszNzbWttjUMA8lkEoeHh3X3p9NprK2t1VXkK4qCra2ttq+paRpKpRJKpVLT/3iehyiKEEURHMehVCrVCayapuHw8BCHh4fw+XwIhUIIBAIdJTaIomiK8YZhoFqt1gnsvWaqyrKM27dvY319HT6fDy6XCy6XC+FwuKftzSIcxyEcDsPj8WBnZ2egbgKDJJfLQVXVjpI5CIIYb3Rdx+HhoZkoNqtEo9GexHTgXnLdrH+GBEEQBEEQBDEMWIxMEAQIgoBisdhREcIs9EwXBAEulwuqqkJRlBNjenNzcx25UxOtoUgY0TOtLGo1TcOtW7f6rnojCIIgxo9YLIZYLDa2VelW3G43YrEY4vG47f+DwSBisVhHQfREIoGjo6Om+w3DwNHRUZ2g3u9no+s6qtUqqtXqiY9lYrgoipibm0M4HO649zvHcWZ1fDQahWEYKJVKpkV9pVLp+lp+eHiICxcudPUcoh6n04lz587h9u3bYymq67qORCKBxcXFUe8KQRB9UKlUsL29PfPV1TzPY25urq9txGIxpNPpsXYXIQiCIAiCIIhJQxRFXLhwwUzoZzGwWYW1cfb5fGYxC2tVZRgGdF2HoiioVqtQFMW8qaoKv9+PaDQ64ncw+ZCgTgycg4MDEtMJgiCmDJfLhZWVlYmrSp+fn4fb7Ua1WoWu6zAMAxzHIRQKdZWV2a4He2MVNrNzP02RQlVVHB4eIh6PIxKJIBqNdl1BzHEcvF5vXaU+m4xXKhVUq9W6n3Y2UeVyGYqidNVGhmiG53msrKx01bLgNEkmk2Pd7oEgiJNJJpMzL6YDtSqNfh03JEnC3NxcywQ+giAIgiAIgiC6Z3V11ZyrG4aBg4ODEe/R6eNyuUwB3ePxtIzDcBxnVvH36r5FnMxAo2CHh4f4d//u3+G+++6D2+1GJBLBC1/4Qvz7f//vbR//B3/wB3jsscfg8/kQiUTw3d/93fjSl77U9jX++I//GG9/+9vx7ne/G5lMpun/W1tb4DgOHMfh4sWLLXsCvOlNbwLHcfjwhz/c9fskWpPL5WyPC0EQBDG5eL1enDt3buLEdKA2oQwEAma/94WFBczPz3dtcbS4uGgbcG+V4Tmqz0rTNMTjcTz77LMDSXDjeR5Op9P8DFdWVrCxsYEHHngADz74IM6fP4+1tTXMz88jGAwORJggarjdbszPz496N2yRJMnMgiYIYjKhsbqWADeoKo25ubmOHWIIgiAIgiAIgmjP3NwcfD6f+Xc6nZ6JhGBJkhAKhbC6uooHHngAFy5cwOLiInw+39gUNcyyDjywI/DlL38ZDz74IH71V38VkiThNa95Db7lW74FyWQSv/zLv9z0+J/6qZ/CG9/4Rly5cgWveMUr8Nhjj+HTn/40XvKSl+BjH/uY7Wu84Q1vwOtf/3r8xm/8Bv7Tf/pPeN7znof9/f2W+3Tz5k384R/+4aDeItEBjb1lCYIgiMnG4/Hg7NmzYzNpGxUOhwPr6+vweDymkChJElZWVmyFRY/Hc9q7WAfr+X7r1q2Wk8p+EQQBbrcbwWAQ8/PzWFtbw+LiIgmtAyQWi41lIsvCwgIdZ4KYcKh33mBFcEEQKEmBIAiCIAiCmDlYbCgQCAwsdujxeLCwsGD+rWmabRvGSUeSJHi9XoTDYSwtLeHixYu47777sLq6ilAoNJbri1nXgQdyRPb39/Hd3/3dqFQq+OhHP4rXvva1df9/6qmn6v7+7Gc/i1/5lV9BNBrFl7/8ZVy8eBFA7WC87GUvw5vf/Ga87GUvq7NQ/cIXvoA//MM/xG/8xm/gTW96E65fv47Xve51eOc734kPfOADTfvkdrshyzLe/e5344d+6IfG8uSbRlwuV0c9XwmCIIjxx+12k5huweVy4dy5c2aPc1EUW84vxkUEVVUVOzs7Zt/7xhvL5iTGE47jsLq6ips3b45Nb162UCYIYrIhQR0DHcs0TZuJihmCIAiCIAhituA4DpIkweFwmDfr39YE1XQ6jb29vZ5fy+l0IhqNIhQK1cWqjo+PoWlaX+9jXGDujtb+55MC6cADqlD/D//hPyCTyeAXf/EXmz5EAHjsscfq/n7f+94HAPj5n/9580MEgH/2z/4ZfuzHfgzZbBYf+tCH6p7zD//wD3jkkUfwkz/5k/D5fHjRi16Ed7zjHU0HiXHmzBl893d/N27fvo3f//3f7/ctEh2ytraGtbU16p1KEAQx4bhcLpw9e5bsS23geR4ul6vtJG2cJsbFYhFbW1u4ffs2bt68ieeeew7Xr1/HtWvXcPXqVVy9ehXPPvss8vn8qHeVsMHpdGJjY2NsemCRCwFBTAckqAN37tzpuzUKo1QqDWQ7BEEQBEEQBDFqBEHAysoK7r//fly6dAn33Xcf1tfXsby8jLm5OQSDQbjd7qaYYSgUgt/v7/r1/H4/1tfXceHCBUQiEfA8D8MwkM1mcfv2bSSTyUG9tZHA8zyi0Sjuu+8+rK2twe12T2RchXTgAQjq6XQaf/Inf4JgMIgf+ZEfOfHx5XIZf/M3fwMA+IEf+IGm/7P7PvnJT9bdPz8/j83NTTPDxTAMfPGLX6yzfmjkXe96FwDg3e9+98AWykR7OI5DMBjExYsXsbi4OOrdIQiCIHrA6XRifX2d3F36gOO4salSPwnDMKAoCgnqY4zH48H58+exsrIy0u+l3++H1+sd2esTBDE4BEGYeQeaarWK27dvD8RhjQR1giAIgiAIYhoIBAK4ePEiwuEwJEnqSvjlOA7Ly8sdrTN4nkckEsHFixdx9uxZ+Hw+cBwHTdOQSCTw3HPPYWdnZ6Ln2aIoYmFhAffffz+WlpYmOqmZdOAafUfkvvjFL6JSqeAVr3gFJEnCE088gb/7u7+Doih44IEH8C//5b+se7PXr19HpVJBLBbD6upq0/Ze8IIXAACeeeaZuvtf85rX4Gd+5mfw8MMP4+Uvfzmee+45PPPMM00fuJVHH30Ur371q/GpT30Kv/d7v4e3vvWt/b5dokPYgEg91QmCICYLURRJTB8Qbrd7oib+k5gdO0twHIdwOIxgMIh4PI5EInHqNvDtFjAEQUwWHMfB4XCgXC6PeldGiqIo2NzcxNraGjweT8/bkWV5gHtFEARBEARBEKeLIAhYXl5GIBDoKz4kSRKWlpZaWr87HA5EIhGEw+G6CvdqtYpkMol0Og1d13t+/XHAal0/LUnMpAPX6DtafvXqVQC1ANvjjz+OL3/5y3X//4//8T/id3/3d/G6170OALC9vQ0Ath8iAHi9XoRCIaTTaeTzedMiIhAI4DOf+Qz+zb/5N/irv/orrK6u4o/+6I/w6le/uu3+vetd78KnPvUpvOc978Gb3vQmsiIfMIZhoFqtolKpQFVViKIISZK6zl6aNRwOx0B7zYuiCLfbDZfLBbfbDUmSUCgUkMlkqJcfQRBdEYvF6Fo5IILB4ETZUg17km8YBjRNo2SNPuF5HgsLC4hGo7ZzCTuRvVAo9C3AB4PBsbGdJwhiMJCgXkNRFNy+fRuhUAgLCws9zYO8Xi8KhcIQ9o4gCIIgCIIghksgEMDy8vLA4jWhUAi5XK7OCdHr9SIajcLv99fpRqVSCYlEArlcbiCvPUoCgQAikQi8Xu/UaWOkA9fo+xuSTqcBAH/wB38Ap9OJ3/md38FrXvMaFAoF/MZv/AZ++Zd/Gf/6X/9r3H///Xj44YfNRWa77G+v14tMJoNCoVDXc+HBBx/EZz7zma7274UvfCFe85rX4BOf+AQ+9KEP4W1ve1sP75KwUiqVcHBwAEVRoGlay+CsIAhwuVwUpGnA7XYjFArh4OBgYNucn59HJBJpep25uTmUy2Vks1lkMhmoqjqw1yQIYvoQRRHhcHjUuzE1eDweeL1eFIvFUe9KRwxzsi/LMnZ2dlCtVrG2toZgMDi015oVRFHseLHr9XoRiURwfHxszt27ZX5+vqfnEQQxvkyy5eAwyGQyyOVyiMViiEajXSWaxWIxhMNhZLNZZLPZiXKoIQiCIAiCIGYTQRCwtLSEYDA40JgQs37f29uDJEmIRqNNCfqKouDw8BDZbHZgrzsIui2EFAQB4XAYkUhkqtdXpAPX6FtQ1zQNAKCqKv7rf/2veMtb3gIAmJubw/ve9z5sb2/jiSeewC/+4i/iv//3/26Kr+2+oIO2r3zXu96FT37yk3jPe96DN7/5zVN9Yp8Gh4eHHVnaaZqGcDiMxcVFM7Aw6XYd/eJ2u7G+vo7Nzc2BbjefzzcJ6sC9Hr5utxsLCwsolUooFosolUoolUozfzwIgqhnbm5uaqyIxoVYLDYxgvow7MMNw0A8Hsfx8bF53+7uLkRRpF7cp4wkSVhZWUE0GsXh4WFXlZThcBhOp3OIe0cQxCigdXEzuq7j6OgImUwG586dq7OhPAlRFBGNRhGNRqEoCjKZDI6OjgayX8yRzO12QxAE8Dzf8sZxHLLZLBKJxNB7CBIEQRAEQRCTid/vx/Ly8tAqeSVJwvr6etP9uq4jmUwiHo+PhTbBcRy8Xi/8fj/8fj8cDgcqlQoSiUTbggSHw4FYLIZgMDgTsVTSgWv0LaizzAGe5/HGN76x6f9vectb8MQTT+Bzn/tc3ePbBZdZNrfP5+t39wAAz3/+8/F93/d9+PjHP47f+Z3fwY//+I/3vU1d1/HZz352AHs3eei63nGWzu7urnniGoYBXdehquqp9/wcB3iehyRJ2NzcHKjdO1AbmG7dutX183RdN48L+52YLViQjdmwELPN0dHR1FkSjQPVanUsFgknYb1mDwLDMKAoiu17397ehsPhGOj5xuaWszo/6xY2Jzvp3OQ4DkdHR3j22WdPac8Igjit8aybdd0ssr293fd1Std1KIrS1TqL4zhwHGeK4+xntxiGAVVVzeAXQYwCWm8SBDEt0HhGTAscx0EURRwfH/ekJ/RDL3PjYcDm2NaEVDvYfLpRN+E4Dg6HA7u7u6e1ywOllxjlrOrAjfSdOsGyTBYXF20rV9j/WWXSmTNnAKDlyVYsFpHJZBAKherK/PvlXe96FziOw3vf+17qKd0nPM/D5XLB4XBAEIS2i3vr/ziOgyAIcDgcEEWx5fP6CRqMI+wixfrKDzKgwT6rbionrLDnSpIEp9MJp9MJSZIgCAIEQTDtZCVJgiRJcDgccDgckCQJoihO1XEiCGK4lt+zimEYI18odMqgE6taielA7XOpVqsT89lMIzzPm9d0641d6x0OB5xO58ATHwiCGB/ou92aduvVbmBJ1Xbbsq7l2JqLrcmsa22WAKVpWkfXasMwoGkaqtUqiekEQRAEQRCECYsD9Kol9AoruBhmHMiqPdlV3fM8D1EUzVgH00BO0rZYnMS6Pmg1v59mSAeu0XeF+vOf/3wANQ99wzCaTqRkMgngXpbB/fffD6fTiXg8jt3d3aam9F/96lcBAA8//HC/u1bHN33TN+G1r30tPvrRj+KDH/xg39vjeR4vf/nLB7Bnk4+maSgWi8jn8yiVSpAkCT6fD16vFy6Xq+XgoigKkskkdF03gwZsMOM4DoZhmDZ5k9j7WxRFzM3NIRKJ1Nl+bG9vI5fLdbUt1o/eenM6nWNhJ8JEEVmW624kkkwGLLOWXeSI2YXneVy6dGnUuzFVyLKMO3fuTNQ17OzZs31PZA3DwP7+fke9ut1uNzY2NgZyPWOVnDQ/Iwhi0jmt8cwwDFy7do3m7Q0EAgGsra0NNEhWrVZRKpXMIJ51zVupVMyWXJVKBYqinDh3YIE9SZJMxzGWxFepVCZq7kFMN7TeJAhiWqDxjJgGJEnC2tpa277Wg0TXdSQSCcTj8b7WHA6Hw2yrpKpq3U+e5xEOhxGNRiGK9+TOQqGAdDoNt9sNv98/kDZ2LMF1WDb5p0UvMbhZ1YEb6VtQf97znoeNjQ1sbm7if//v/41v+ZZvqfs/K/F/wQteAKAWOH35y1+Ov/iLv8ATTzyBf/tv/23d45944gkAwKtf/ep+d62Jd73rXfjYxz6G//yf/zMef/zxgW9/VhEEAYFAAIFAoKvnSZKExcXFlv/nOA6hUAiJRGKiAgKiKCIWiyEcDtsOTh6PpyNB3eFwIBwOIxgMjnXWE8dxZiVFKBQCADOQI8syyuWy+XMSLI8JYlYZhwSdaaJQKGB7e3vixr1CodC3oH5Snykrsixja2sLZ8+ePfUMaYIgiFmH4zj4/f6uk32nGZfLhZWVlYGvvZjzh2EYKBaLSKfTKJVKkGW5p7mCoijUH50gCIIgCGJKEAQBoVAIgiBAVVXzxoTjQSXAKoqC27dvY2FhAXNzc0PVG0qlEnZ3dwfSYmp+ft7UHTrF5/MNzEqcwVx9ZxHSgWsMJHr+Mz/zMwCAt7/97UgkEub9X/nKV/C+970PAPBjP/Zj5v0/9VM/BQB497vfjRs3bpj3f/nLX8b73/9+BAIB/PAP//Agdq2O5z3vefgX/+JfYG9vD3/2Z3828O0Tg0fTtImz6GcV+q3EKa/X2/K57OK5sbGBixcvIhaLTaTVKsdxcLlcCIfDWFpawrlz53D//fdjYWFhZi86BDHukKA+ODKZDLa2tiZOTAfa9zbqBOYs0w2lUglbW1tkS0sQBDECgsHgqbxOO+eycUEQBJw5c2ao65V8Po+trS3E43EUi8WJnCsQBEEQBEEQg8Hr9WJtbQ33338/lpaWMD8/j+XlZZw5c8aMp1+6dAnRaHSgr3t0dGRacw8awzBwfHyM27dvD0RMdzgcp7ZmIdpDOvAAKtQB4K1vfSv+5m/+Bh/5yEdw//3348UvfjEKhQK+9KUvoVqt4q1vfSt+4Ad+wHz8K17xCrzjHe/Ar/3ar+GRRx7Bd37nd6JareLTn/40dF3H//gf/wORSGQQu9bEO9/5Tvzpn/4pZFkeyvaJwcL6WEySDaEsy7h58yaWlpZsz2OXywWfz4dKpQKXywW3223+HFSvvnFEEATEYjFEIhEkk0kkk0kSTwhijKhWq3j22Web+ilb+3kSJxOPx7sWlMeJcrmM69ev17UX8fv9dbZZrSgWi9jb2+vpdVml+vr6OiVeEQRBnCJ+v3+o6y1RFLG4uIhgMIhSqYQ7d+6MrYi8trYGh8Mx1NeYpHUtQRAEQRDELMF6bFtvgiBAFEVIklT3t2EYpv13q5+t/sdxHAKBAMLhcEexNo7jhhJDH0bspVqtYnd3F6VSaSDb43l+KO5RRG+QDjwgQZ3neXz4wx/Gy172Mnzwgx/EZz/7WXAchxe96EX4sR/7MfzQD/1Q03N+9Vd/FY888gj+y3/5L/j0pz8NSZLwHd/xHfj5n/95fNu3fdsgdsuWy5cv43Wvex3+5E/+ZGivQQwOjuPgcDjaVqkzq41BZDwNCsMwEI/HbQcEjuOwvr5++js1JgiCgPn5eUSjURLWCWLMaGcfur6+PnCrpGmjXC5PtJjOUFUVhUIBhUIBwL2KPTuHFat1bS6X60sokGUZm5ubWF9f70jAJwiCOG3K5TJKpZIZUBNFETzPQ9O0phvP8wgEAmPvAMPz/NBs3+fm5hCLxcxgndfrxcbGxti5knAch6WlpVOZ5wxbsCcIgiAIgiBa43A4EAqFmoRzNq/vhtOMW3TbDpfjONuCGettkIK6YRjIZDI4ODgYWPKs0+nEmTNnqMBnjCAdGOAMSpHumoceegjFYhFbW1uj3pWZYGdnB9lstul+r9eLSCQCv98PVVVx8+ZN6Lpu9vQul8sj2NsagiBgbW2NxKcO0DQNyWQSiURibKtVppnt7W0AwJkzZ0a8J8S44/F4sLGxQVmhbdB1HZubm1PrgsOcVziOQ7VaRTqdRiaTGXgPV5fL1ZOo/tnPfhYA8PKXv3yg+0MQBAHUrLrv3LnT1XPOnDmDQCDQ9Wud9niWzWaxs7MzsO35fD4sLS21DH6VSiXcvn17YK/XLYIgwOPxwOPxwO12w+PxnFrig67ruHbt2qm8FkGMA7TeJAhiWqDxbLLhOM4s8Br3hFc7MpkMjo+PwfO8WVxod2Ni+Wm64Kqqiv39/YEm6Pr9fqyurpKD4ZBYX1+H1+vF1atXR70rEweV/xBjz+LiIjwej1n1xnEcfD5fXYDG4XBgbW0Nh4eHiMViCAQCODg4QDqdNp+zsLAAj8eDVCoFQRDg9XoRj8cHLny43e5TsQucFhor1klYJ4jxpFQqoVQq2VYpEzV4nse5c+eQSqVwdHQ0dWPZwcEBSqUSVFXtu9d6O8rlMjY3N7GxsUGV6gRBjAWFQsEMonaK0+mcmGum3++Hz+cznUl6xeFwYGlpCX6/v+3jPB4P/H4/8vl8X6/XCzzP44EHHhhZgiDP85ifnx9az0qCIAiCIAiinkAggMXFxYmO1YdCIYRCoVHvRhOFQgG7u7tdV9C3IxaLYX5+ngp6iLGEopTE2CNJEqLR6ImP8/v9dcGblZUVeL1eFAoFxGIxU4D3eDwAaj09Bi2mR6NRLCwsgOd5GIZBA38XWIX1XC6HYrGIYrE48MpHgiB65/j4GBsbG6PejbGG4zhEo1EEAgEcHh7aOqxMMqf1fiqVConqBEGMBazvdzfGbg6HA+vr6xNTUcHzPNbX11Eul5HJZJDJZLoKivE8j1gs1lXFz8LCwkgEdY/HM/I12vz8vDlP6DeJgSAIgiAIgrCn02RPonN0XUe1WkW1WkWhUEAqlRrYtnmex+rqak8OXwRxWlCEkphq2mVvDVJM53key8vL4Hkeh4eHyOfzUBSlzmqF2dMT7REEAeFwGOFwGEAt8aFUKqFYLKJcLsMwjLobgLqf49SPkSCmjWKxiFKpZCYmEa2RJAlra2sIhULY39+n5KAeqFQquHPnzkSJUgRBTBeyLGNra6trMX1jYwOSJA1xz4aDy+XC4uIiFhYWUCgUkMlkkMvlmt6/JElwOp1wuVxwuVzw+XxdJz+5XC6Ew2HTUey0GJc5DGtvwgKRw+hhTxAEQRAEMYtwHIdYLIa5ubmJtHcfBwzDQKlUgizLqFQqpog+zNiWz+ej9rnE2EOCOjGzDMKu1ul0wu/3Q9M0HBwcNIm5mqZB0zSUy2Xk8/m6CnaiMxwOBxwOR8e2NoZhQNd187O/c+fOQG1nCGLWOTo6wvr6+siruyYFv9+PixcvYm9vb+qq1U8DWZaxvb2Ns2fP0rWTIIhTxTAM3Llzp6v2HRzHIRgMIplM1q0L2DWT4ziEQiG43e6B7+8g4TjOdP/SNA35fB6appkCerdJTrquo1AoIJvNguM4rKysmH0sM5lMVwkL/XJagrphGMjn88hkMiiXy1hcXLSttvH5fKhWqySoEwRBEARBDAC/34+lpaWJtncfB2RZxubm5qm+Zi6Xw7Vr1+B0OuF2u+FyueDxeOB2uykGSYwNJKgTMwcLbvQatOB5HsFgEJIkIZfLIZFIdPzcZDIJVVWxtrbW02sTJ8NxHARBMAN9CwsL2NvbG/FeEcT0UCwWkc1mx7J307jC8zxWVlZQqVRQLpdHvTsTR7FYxO7uLtbW1mgRRRDEqVEoFLpOyjQMA/F4vO1jKpUK1tfX+9iz00UQhJ6v+aVSCel0Gtlsti4xYX5+Hg6Hw2zt1c16ql+GncxQKpWQyWSQzWbrkiq2t7exsrJiunA1PocgCIIgCILoHUmSsLS0RHbhA2KUsatKpYJKpWL+vby8jEgkMrL9IQgrJKgTM4NhGMhms4jH43WDcifwPG9Wafj9fqiqihs3bvS0H2Rbe7qEQiEkk0kSsQhigBwcHMDv95vjma7rUBQF1WoVlUoFhmGYWaRUVVyD53mcOXMGt27dotYUPZDL5bC/v4/l5WUS1QmCOBWG5SoyLpbjw4QlFhwfH9v+37oeisViSKVSXTkB9Eov1fXdkEgkcHh42PL/e3t70HUd0Wi07v5BOKcRBEEQBEHMIhzHYW5uDrFYjOJPA4LZvY8L5DxLjBMkqBMzgaZp2N7e7jpYEYlEEAgE4PF46i7KHMeB47iu7AmdTicWFhaoj/opw3EclpaWTt2mhiCmGU3TsLW1BZ7n2/ZQ4jgOLpcLXq8XHo8HHo+n6x6r04TD4cDa2hq2trZGvSsTSTqdhiiKWFhYGPWuEAQx5ei6PjQL7mmrmlFVFfF4HNVq1Wy5pKpq2+Qx67pKEAQsLi5if39/6Ps6zGSGQqHQVkxnsDZhoVAIhmFAUZSh9qIkCIIgCIKYVnw+H5aWluB0Oke9K1NDtVrF7u7uWAnqsxxHJMYPOhuJqUZRFKRSKaTT6a6zmQKBAJaXl23/xyrWOwm0iaKI+fl5hMNhqqobEV6vF6FQCJlMZtS7QhBTgyzLJz7GMAzIslz3WIfDAY/HA6/XC5/PB0mShrmbY4fP50MkEkEqlRr1rkwk8XgcDofD1jKXIAhiUOTz+aFUTDscjqkK+LEEu26coPx+f9OaKBwOo1AoDL2P+LAE9Wq1ip2dnY4ff3x83LJ6nyAIgiAIgmgPs3e3m1cSvZPJZLC/v38qzlHdQII6MU7Q2UhMJaVSCclksmerRlYp0Y5oNNo26ON0OhEOhxEOh8nmfQxYWVmB2+3G0dHR2E0MCGKWqFarqFarZoKL3+9HOByGz+ebGXsul8s16l2YaLpt20IQBNEtw7J7DwQCUxP0MwwD29vbXYnpDocDq6urTfdzHIeVlRXIsjy0am1BEIbmFLa3t0ftXAiCIAiCIE6BWCxG9u5D4PDwEIlEYtS7YQsJ6sQ4QWcjMTUYhoFcLodEItFR5aQdPp8PgUAAgUDgxMHa6/Xi4sWLOD4+NoNuPM8jGAwiHA7D7XZPTcBsGuA4DtFoFIFAAAcHB0OvgCEIojPy+Tzy+TwEQUAoFEIkEpmq6j07Zq0qf5AIgoC5ublR7wZBEETXSJLU1Dt7kslkMl2301IUBbu7u/D5fAgGg3XrLUEQsLa2htu3bw96VwEACwsLQ0lyNgyDeqATBNHEleMybiSquDjnwOV5SqYlCILoF6/Xi+Xl5amPF40CVVXHVkwHSFAnxgs6G4mpoFKpYHt7u6eqNRbQ8fv9XQ/QTqcTa2trmJ+fR7VahdfrpQy5MUeSJJw5cwa5XA77+/tdtwIgCGI4aJqGZDKJVCqF+fl5zM3NTW1SUqFQGPUuTCyLi4u0mCIIYuisrKxAUZSek3QbkSQJGxsbU5VQ1UtyqmEYZiJdLpfDxsZG3f89Hg8WFhZwdHQ0qN0EALjd7qG1CiHnK2KUkGg7nlw5LuP9T6dQqOjwOXm87dEIHR+CIIgeEQQBS0tLCAaDUxsjGjXDcucaFBQDIsYJOhuJiadQKGBnZ6crmz1JkjA/P9+TiG6H0+mkDLkJIxAIwOv14vj4GMlkctS7QxDEXQzDwNHREbLZLFZXV6fOHj2TydCY0weHh4eoVquIRCJTJUwRBDFeCIKA9fV1bG5udmVpbgcT0x0Ox4D2bjpovL4bhgFFUSCKIpxO50DbeywvLw8tAEuCOjEqSLQdX24kqihUdGTKGkqKjie3inRsCIIgeiASiQzNZYi4xzgL6jzPU/EiMVaQoE5MBOVyGcViEaqqNt166bO3trYGj8czhD0lJgmW5VgqlQZWgUQQxGAol8u4efMmvF4vPB4P3G43PB7PRGemyrKMvb29Ue/GRKNpGuLxOOLxOAKBAKLRKDweD2WqEwQxcARBwMrKCm7dutXXdhwOB5LJJHieh9frhc/nG9AejpZ+xl1JkhCLxVAqlepuw3COikQicLvdA98uYxYEdaqCHk+YaJur6KhqBj56teYaQcdo9Fycc0DkAd0AypqBr+6XceW4TMdmDKDxjCAmA5fLheXlZYrdnwLVahWlUmnUu9ESKmAkxo3JjUoTM0GlUqnrUT4I5ufn6YJM1BEMBklQJ4gxpVgs1vUmdTgccLvdZruOSchUNQwDuVwOBwcHMAxj1LszNeRyOeRyObhcLiwuLo56dwiCmEIGUQ1jvY7F43Gsra0hGAz2vd1R0+31l+d5zM3NQZZlaJqGZ599dmDXxKWlJbhcLqiqCk3TzJ8cxyEWiw3kNVoxyYl+nWCtghZ54AXLbjy+7iUhagy4OOeAz8mjqhmQVR3PJSv4tS8l6BiNAZfnXXjBshuf2yyhqukoKTolPIwB5OpAEOMPz/OYn59HNBqlpPlTopc2TsPC7XYjEAiA53lwHGcmJBPEODHdqz9iYqlWqzg+PkYmkxnI9nieRyAQQCgUooGYaCIQCODw8HDUu0EQRAdUq1VUq1Vks1kcHBwgFAohHA4PtfqsH6rVKvb396lv+hApl8vY2toyrYIJgiAGxTDsJff29uByuSa+2qKbICfP89jY2IDb7TYdaOy4clzGk1u15INOBcFgMIhoNNrxvgwaQRDgcrn6bg0wrlitq3UD+NxmCV/dl0m0HQMuz7vwtkcj+OjVHJ5LVlCs6shXasfoWrxCYuGIeXzdi2vxClIlmAkP7386RcdlhJCrA0GMN4FAAEtLS9Ta7ZQZlPYyCJaXl8c2tkcQDIo6EmODYRgolUrIZDJIp9MD2abP50MoFDKzmwjCDofDMdWBMIKYVnRdRyqVQiqVgtvtRigUgiRJZiZr4092O41MZ13XkUwmcXx8TFXpp4SmadB1HZlMBsFgkDLaCYLom8b1gyRJPbWbsqLrOnZ2dnDu3LmJXp90uu9WMR2o2TaKothk737luIxf+1ICx0UN4IC/35HxLWvtRVtJkrC8vNzfGxkAXq93atcRrAq6pOgoawbKqo6ySqLtuMA++/c/nYKiGShrBqqajkKFw41ElY7NCGlMeJAVAxKv03EZIXauDpTkQBCjh83n/H7/qHdl5qhUKn3PYQfVSsPv95OYTkwEJKgTI0XXdRQKBeRyOeTzeWia1tXzPR4P/H4//H6/GeBSFAWapsHr9VJWG9Exy8vL2N3dRbVaHfWuEATRA7Isd9y6QRAEiKJo3hwOB6LR6ECqmzVNQ6FQwPHxMSqVSt/bI7rDMAzs7u4ikUjA5XKZVaBOp9NMtiAIYrZ5ajOFf9xJ40JEwqWYE7qumzdBEBCNRs3qcY7jIAgCNE2D2+2Gx+NBMpnsex/K5TIODg6wsrLS97ZGRTgcRiqVOjFpTBCEump8juMQDAabPscbiSpyFR2aAcAA0rKGz2+1Fm05jsPa2tpQXAQ6Rdd1lMvlrtewkwQTBZ/cKuKr+2XkKpop2qZKoArPMaDxGKm6AZEHDgsK9e0eMdaEB4nX6biMGEpyIIjxIxaLIRaLTXSS6STTb8xqkK2BwuFwX/tC1Na5z+xmIAk8FE03fz68GsJjG5FR797UQII6MRIqlQqSySQymQx0XQfQWUYTx3Hw+XwIBALw+/1N4gez3COIbvF4PLh48SJkWUYmk0E2m53q4BhBjCPsOiAKgKqh7wzXVmiaBk3T6hYPoij2ZBlrGAYqlQoKhQLy+Xxdv3didJTL5aZMa47jTHHd7XYjHA6PVIghCOL0eWozhf/74/+EVLEMr8TZCrXpdBrRaBSxWAyCIGBxcRGVSgWBQAC3b98e2L6k02l4vV6EQqGBbfM0cblcWFxcxMHBQdvHKYqCVCqFubk5876FhQUAqBPVL845EHDyKKsadAAcgKoGZMsG/uJWFfOxGF50Nmy6zTgcjoEkwhmG0XGylaZpKJVKKJVKKBaLkGV5JlxoLs+7cHneZVryf3W/jJKiU4XnGGF3jJ7alclFYAxoTHig4zJaKMmBIMYDr9eL5eXliW+BNOl4PJ6ensdid9fiZRwXNJTVmrbTT2ugg4MDuFwuOByOnvZp1rCK57fiBRzlyrh+mEehoqJQVuGSeJQVHX6XCK9TwEvvm8f5mM8U2IneIUGdODUMw0ChUEAymUShUKgT0AE0ZTStBiWoGiAKgCA64Pd6IEgOPOLx4yxlLRFDgOM4eDweeDweLC0tmT2aSVifDVol9QzKvmhQjNv+DAqW2ZoqaZBVHR6Jh1vk6ibiw3zv3QTldV1HsVhEPp9HPp/v2/53EjitZIdhYhiGKbRns1nE43FEo1FEo1ES1gliBtB1HX/3jR0k8zJyFR0VhcNHr+awma7WjWuGYSCRSCCTyWBhYQGhUAgcx6FarYLjuIEKqHt7e3C73RMbTIxEImZCWTtyuVydoM7zPJaWlhCJRHB8fIxsNovL8y6848VzeHKriGwV2MnrZkDo6lERv/TZO/iF1/j7rq5QVRXFYhGFQgGFQgGKopjJVk6nEy6XC263uymYpygKbt261WRVP0tYRVuq8BxPLs+7cCNRharLyJQ1lBQdT24V6diMGOtxof7do4eSHMaTaY1zEPVwHIeFhQVEo9Gu3eOYgEjVtoNDFEU4nc6OK9UbkyuLig7dAAzUkmH7aQ2kKAru3LmDCxcukLPgCTy1mcI7P3EFx/kKcrJSOwbWJGHDQF7TwQFIl6rIlDg88ZVdaLoBv0tEzO/EDOQEDw0S1HvEMIAPPnmbBvEOYcIkC0A0WoKE3ALSsoZitTYQ/82tInQATrHW36iWVRO/m1WzjZfeN49XP7xMnz0xNDiOQygUgtfrxd7eHgqFwqh3iRggbBIIAI+vewHcS+rxOXm87dHa2NJondiPfdGg9ttuP6dh4XkjUUWhoqNQ1WEAyFd05Cv3MlzXQw5sZRSoujGU996Nu8nt27c76jM1LUEBu2SHsFuY2KBT3XHRNCQSCZw9exZer3fUuzbzTFOQZJrey6RjGAay2SyOjo6w7FLq+qdei5fx9UPZNolLVVXs7e0hlUphdXUVTqcTq6ur2NnZGei+bW5uIhgMmkmdk9SyiuM4+P3+EwX1arVqVuRb2284nU6sra1hbm4Oh4eHuDwPPLLsw4ULF/CV7Sw+8ORtfH0ng2JFg4EKfvsLtwCgq++UYRimgM6qyhupVCpNgcQzZ84gEAiYf8fj8ZkW061Qhed4c3HOAZEHdAMoawa+ul+eiGMzLfPmVkxS/+7GRNpJTqhtRWOSA4CJSAya1u+JXZxjmt4fcQ/DMHB4eIjDw0MIggBBECBJEhYWFpqqpRsrcD//XPyujTXXVG1L663e8Xq9HQnq7Ht6XFBR1gxTkOUAOHhAEnnoutFXayCy/u+MZ3YzyMoKsiUFmm6AaeM8DLgkAZpumBXqIs+houqoqDpgGMjKCgwAmk6Keq+QoN4jqq7jQ1/cRNAt4Rdec5kG7hM4PDysC0Aw4SRT1qAbQFrWocOAwHMwdAPK3S91saqBA5qyaj7+tT18/rnjJmGdgpe90fi5nfT3LCFJEqLR6KkJ6rOweB01V47L+LUvJXBc1AAO+PsdGfO+WlKPrBioagZ+/6tpZMq62SeSzU56ybIcJGzsZIv+J7eKuBavTMXCszHIxHMcFN0wM1yTpTI0GGDT60G+d2Yd2wmdWsNOU1CgMdmhUNVhGJPTN7WVI471uBweHuLcuXMTmQn91GYKn3pmHwAmLtnQOr8AgHd+4gqysjLx82uWMT4N72XSkWUZBwcHKJVKAJr7p+YrzUlcjdd5WZZxfHyMtbU1BINBOBwOFAoFVKtVVCoVVKvVvoRWVVWRTCZN+/OlpaW+3/dp0onDB0tOAGqVMB6PB6FQyBSs3W43NjY2UCwWUSwWcfPmTfh1Ha990I+dZLF27Smr+PpOBj/9xNdPDKKqqmq6yBQKBbPFWDfs7u6C53nzujALbjTdYFfh2avF52kzrYIU4/K8Cy9YduNzmyVUNR2qboylUGhd9+5mFTOJedLnza2YlP7djYm0DoFDVTMmPqHWDrb+BDARiUF2vYqZs+ekj2fWOMeoHRym/RoxTrBWfNVqFXfu3MH58+fhcDjM9e3nn4ubbkVMFAQHwEBTtW236y1FUZDP5yEIAoLB4PDe5ATg9XqRSqXaPoa5E6VlDdW7MVIHz0HHvevDKy/4zOu5tTXQr30p0XZ+6HK54Pf74ff74Xa7JzImcxpYE0y2UyVIAo+gRzIr1DkAUZ8Dr3po0VwnWZNRrFbwhbIKHSSo9woJ6n2QLiqoqLqZKQ9gZkXHk1hYWMDu7q45MXGIPAJuEbJmoKwY0AH4XQ6sRz1IFKtN/R4as2pKioZSWqsT1s/HfPjw09sUvOwQNkFhPTZYlt8Di4GWf5/G5zps8Z71PfR6vXC5XOA4DrquQ1VVaJoGwzCaLuDDzJCzCySwicc4LV6naVFxI1FFrqJDMwAYuOeOAQMOgYOs6tjMKLXEnrvzC4HjoKH3LMtB0bjov52umokA7L1N6vFhQabG7wNLatDupr86RH7g752NBZ3A/k6yJgABAABJREFUcRzW19dxcHCATCZT9z/r9/lr++WpOTaNyQ7se9LJ4mjUtHLEaTwusiyjWCzC5/ONeI+746nNFH76ia9jL11zTPirq4d41UOLEyGsW0VnSeAQ87kQz1dQrNTarDyzmxn799AKljFuXSt84yBnLmrbVVKMaxLjuO5XKxRFwdHRUdM4DdRX1xoGmpK4jgsG/uxari7BcX5OhLB1z53M7XbXbVPXdZTLZezs7PQtvB4dHXXV13vUdNvnUFVV5HI55PN5PPDAA6hWqyiXy5BlGdlstq7V0lmPjjc/4sPHruVwI6kjJyvIlJSmIOq7vvchfNOy19yuXRV6t+i63pMQP0s02ovrxuiTT09imhIe2/H4uvdu4ikHn5M3kwrHhUbRlo3BbNU9yfPmdjS6O4zbsbEKJiyRVr1b7FKo6pB4bqqOzSRZv1uPTb2z53jEi/plHBwcrFbWVodCa9JC4OTNED2iaRp2dnYQRxC/8Klr2EvLKFW1WkjOMKBqAMcBPGoiblmpzRczpSoEGPjys/t4dD184vxZ13Vsb2/XFU05HI6muf0s0c6pr9HiXVZ1eB33nL3sknqsrYGK1XrnyRcsu/HSDT+++VzUFNEnyZ1rVFgt3gtl1eyL/j3PW8L5mA+34rXzuVUcyCrGP3kjjq/vZJAnPb1nSFDvA49TMDPl/83//Aqqaq3CupfMqGknFArhmYMSfvcfn0O+rEESOTywGMIFoE6s/Zl//iAAmF9ya+DRmlWTLlZRqmqmsP7EV3bBc4DA86jetbHoxRJwVrAG4PW7ATvubpbfYbZSs/1o+Ju/m8xgDQoPIqjaysJnGOK9YRjY3t4+sYpoeXkZkci913U6nZAkaaCVKXaTEhZIYLY5dotX4HTtvRsXFdMQeLo450DAyaOsamBhUs2oLUQDTh75qo5iVQcMwCXyCDg5027cmmU5Cou+xkX/fk41LbjHLSDTC6w3J8NuUcuOReN7FwXgY9dyPX03FEXpSrwQBAGrq6vwer3Y39+HYRhtqzkm/dg0Jjt8bb/ctDi6Fq/glRd8Y1ch8eRWEccFDWW19m1njjh2xyWRSEycoP7Mbgbp4j2br3i+0tLFZ9xgonMiX4VuGIjnq6ZAFnRLZtX6JPLwaghBt4SKqqNQVvH0VgpP3kiYCaLWSgoApzYP6obTnJ8NEl3XkUwmEY/H24qhdklcf79TEwVl1cDT+zL+6biMqmbAKQqoatm2FTA8z8Pj8eDcuXO4c+dOR21B2r0HVVU7Ci6NQ6KDy+WC1+tFsVjs6nmGYeAb3/jGiY+zClAVFahoBiqKDsBApqRA13T8yl88g+9/0D82155ZgokgJUXvy+LzNLAKUtOQ8NiOxjGOrSPH5b2y+Zl8d37G4V7i7KTPm09iXI9N41rGLdXWMtO0prFj3Pvb28WNBJ6DrhuoTlGyg52Dg2Fop3IsrJ9xo0NhY9LC2y8ZcAqc7fMBjG2S+aTw9J00PvncHo5zZVMwd4o8NN2AR+LgEtAUm3MIHBRNw63DJH7pE1/B4w+dxT+7EGs5R1ZVtcmBNJVKYWVl5VTf6zjRqo96o8U7D8Aj8bgv6sT/8VCg5blunbsrWs0CvqzqqGjAF7bLuJ2rFamcjYznenIcsVq8G3dt2x0ijzMRD9744vUTn//YRsT8Hjy4FMA7P3EFB5ORuz2WkKDeIyLP4/lrIXx9J4OcrELVa/anuHsyTnJVzTB4ajOFP3hqD8migpysQjcMpIsKVsJuvOVbN0xx1icf4vr163jxAw/g0qVLLbfFrF/SxSqKFRXyXWt4ntfhtSQ6dGIJOGs8tZnCb3/hFhJ3A9cGaj02RJ6HZtyrAhU4ru5vLbmNg/gOCgdn8OSNNTMbin2+J2VDtdoXa4YVcyDg+doXadDfI0VROrLkbKxIF0URFy5cQDweRyKR6Pn1WfVqvKTg7+7IKCl6nYBuBhLu2uZYF68iD1w7LuN/PZdvErZv3bqFzc1NbGxs4Pz58z3vX+N+igLw1zcLdZMnYPIDT5fnXXjHi+fw5FYRqZJW15f7lRd8+OubBUg819Qz3ZplaV3gbaartiLioI+Ldf/Zor+sGnCLJ09oJxUmsFsdEm4kqriZqta990W/gI9cyUE3jI6y8xuPjaIoKJfLXWclh8NhOBwObG5uNtmi64YBbweLjUnBmuywEXY0LY4Ocjr+6JksXALX0oKwE6eLQX1vWGDj73dklFUdOmpTNJY8Y3dcCoUCEokEPB4PnE5nRzbGo+bh1RDCXgmlqmYmyLVy8WlMUuxmXnTt2jVcv34dD7SZn/Wy70G3hEJZRamqQb0rpj+yFsKPvuT8RM/XHtuI4Bdecxm//YVb+PpOBpm7C1/Wwoj1Lfv//eU3kChUba0MC2UVn3pm/8TPYRjH5rTnZ4Pkzp07HQu7jUlcQBKf2yxBVmuVX6W7gpt6d53Bjlu7pF1JkrCxsYGtrS1cuXKl5/FM0zSIYvul+mm2FjAMw3RzYjfDMOD3+yHLMqrV6lBel9GYUFgLogIOAShUVVyP63h/Qeko0XFY87NGpsndqR32x6Y3F5thHRs7QWpaxUEr1oC21SK6F8FnWPMzAOA5wGepdpsFQarx2PSatN7vcbFz12JrrPvnnHj+smsm2tANozr6pGPTeI2w+7tR5GVi1rJfRKasT914Vu8gpA2tkMF6bGT/Sp1g2ORQaElaMAwgV9bhkjgzkR9AUzvBb1mbjXFs0PzlU9fwe397BYp/BUZ4FR6Jh0cS8M/Wg5h3G6iqetP3hcVWq5qOv7xRgEcq4WNXkri0HMLNRKmu3zqLVTscDszPz+P4+Nh87Ww2i8XFxYlY/w8L1kfd7rpQOLqDSmIXvvkziGxsdBTfapwf5ioaKhpQUXUcFyoDL9abZp7aTNVZvLMK9aBbgk8+xEc/+vWuYgEsVvEv3keKeq+QoN4jHAf86EvO452fuIKqqqN4t/8eD0DTDGynSvj9L23N/MBg1/dEEjhU1FoAPisrUDQdP/L4Obz3ve/Fz/3cz5nPfc973oOf/dmfbdomy6ph2/7kP+7X+kUA8DoFzPtdSJeqyMlqkyWgVQCexWNjDZBWtVpglPXYeGQt1NLq/eDzf4Stv/wQAOAAQPglb4D6rf8SmRKHJ76yC0XTzX4dn38ujl/6gW8CANs+7NZg/pM34ojnK2aGVS2GzMEl8iOtTrOzuxEEAYuLiwiFQjg4OOiqCqcxiFO4a9FloBZAsPadabTNsVpfP3NUNhdSLHP6dz/4Afz1//xt87Xe/va3461vfWvP792amV7Vaq4bZn+cKaoYsAbRGxevG2GHbQDUboF3LV7G1w9lOAQODoHD6y4H8b33B/CBD3wAv/7rv24+t9/j0ojV+t3n5KdCsG1Ho+hhfe/PX3bhI1eyyJRri1xVN9omOrQ6NrlcrmNB3Zrt/Oh6GNeTKg4LCkSeg8/Bm4GNsFuYymNjXRyxis6KDlSrOkp3H2PN5neL91we2jldDOp705hJDQBOHpBEHi6Ba/udOTw8NH93OBxYXFw0e/yOI49tRPBLP/BIXQsXOxcfTTea2uh0Oi/qdH7WCY1zgdc/eqap+nnSxXQGew/v/MQVs/+z9RgUyiquH+RRUfV7Voa1olsYBlCqavirq7XzsVWy4rCOzbjOzzrBahfeLcwiOVXCvYoXnWs6bixp9yUXYnj1Ny3jm89F67YjCALe//7345d+6ZfM+3oZz+ySQO2O06DbJDDBnOM4M8l0d3cX+Xy+6bEOh2PoYjqjMcnO6pjSaSXbsOdnwHS6O52E9djYWXx2YqE8yGNj11KrUZCaloTHk2AJn/1Y8g9zfuYWOTy84MKledfUirWtsPaMZn938/57PS6NyfOteqXPwveDMejq6JOOzSefzZnJ4I3rJKsjW2O1tEPkEfEIeOMLwgBQ15pmWr4/w65Ubzw2l1/9Fggv/AEz5tXKoZC1PKtoOsoq8KfPZuEWuVo7sXJ9O8Fxb33SC8NOEnz3r/wW/vhDv2n+vfjtb8Qjr31Dy3GIzTs+di0HgZNr5wmAfEVHvqIjeSNZc6O867z68a/t4emtFH7hNZfxorMhiKIIjuNg3K1u0nUduVwO4XB44O9tUvB6vfjC9f0m18XDL/wxkp//AwDAEYAXveUncPl7fryjbVrnh09uFfFPcRVFpd7BrZ0D2Kxj1dSYVsMs3hVNx1f/7EP4V//2Pebju4kFPLYRgcCToN4rnMFGD6JjHnroIRSLRWxtbTUJxppmwCnxUHXDzBiZxYGhsYq8VNXA8xz8LrHWJ71QrbON9MmHeOihh5q2c/Xq1RMzbH7/S1v4zb+9Cc0wEPM78fpHz+DDT2839VsBVwsGOu7axczasWGV6V/fyaBY0eBxCliPevDQctAM1DZa4jy1mcJf/t3TeOcbvqtpe+d/7L8B4bVaJebdSncOgNsh4MElv3mMreI8S6poDOrbBfeHZVO7ubnZVgx3Op24ePFi220YhoFcLoeDg4O2Fe92WcXG3UA5E9O9Eo+XrHts+84wPnYth09cz5mBEOmuAK+ndnDrvzVPZH7pd/4Y3/VYZ5lp29vbqGgGrshhMzB5LV5GsVq7NPAc4HfOVsXASViDhflKfXJEyCXg/1zL4ad/+Aebnvfxj3+878qBbqt9p5XGivUnrmbNYBTPwbQotCapPL7uhTu/h+///u9v2t7HP/5xPPTQQ7hw4cKJr93Y9/mBxQCu7mZQUdSWldnTzG89VavoZFVGLJv/nvMG6u5ngWxr1cvFOUfLY9PteAYAXymE6sZMl8hj3if0bEm/srIyMYtru/kXmwex67RpqGQzL/I6BTywGMBCwIVXP7zccn72C3/wl/iub3u0K0eaxgRLO9vzaUx0bJVQyFyudMOoOwaarqOqGqhotdYjHoeAlbC76XPqdO58kiW43bEZxfxsUGQyGezu7vb8/MZr7lwkBMnpsjluOpxCLej6whUPXnYugEdWfOB5Hrdv38Z3fud3Nm27m3kAG8++/du/Hf90KOOZ3Qz2MzL+/JkDlFWt6fj0u6apVCrI5/PI5/NdW7ePkkaL4sbrfqNzUKs5QDfzs1ZVha3E25BLwGseCOC1l8Y3OWuQNImmBuASObxsw4sffyxq+5xuj027OXCr3txMkGJzgmkSOtphZ9fazTnZ6bFpHDut65ZAuVYF2Gp+NivHohF2bHpxD+jmO2M3RpUU3UyelxW9LjZx/9xsJJvY0c01pRXtjo3sX8GTW0V8YauEolKLI/AcIN5dJzVWR1vHrYBztuIxdu3UrAUMvcRCWh2bM2/9TYSX15uOtV0C34/fX0si/MVnavWJEs9BNQwzJsQBELh7691p+C5Zj4XAwzwG/W6TfbbPfOMGPvyf3tT0mE7iACdd8wWeq33PeA5zXgde/4IFvGrdvp2n1+vFxsZGX+9rEmFrRYED/uJrW2ac0wCgJrex84GfaHpOL7FNQRCQc87jA0/ernNw43kOAbeE56+F8PjF2EwWPzbSSlOb8znwlm/dwI88fg7Xrl3rWUdjrK+vw+v14urVq4N+C1MPVaj3ibVa+pndDLZTJXzmG0dIFqp1PQ3G2Rpx0DCxgQnaLJruEnnM+534me+61yedDZIf/ejnbLd1/fr1EweCN754HQ8uBeq29+BSoCk4yOwqK6oOzNixabTuZIG3n/muB+veu7WnBvt792v2QbXnB2Uch90oVNSaQ4ABwDCgaLpZcdXYh50F9ZnlackwTv3CGY1G2wYKO+mfy3EcgsEgfD4fbt68aTsZswsmAfV27tYFQTus1cgiD4TcAg7yKg6Pdmwf/3t/ewWr6+cAnNxvvaIZSMsanriavZd5q9zLs3JL3MxUcHRKfaU67jkOGEBV0/HRL9n3A93c3Ox60mm3qLdams/qMWl87xFPzZqrMTBUy1C+V43z/PKztttjx6ZSqcDpdLZ97ca+z2x842Ag5BKw6JP6XmBOEqyis1Dh6ioqWDY/W9Sa7UR4rs7dgZ3TrY4NG886PdcrmmG6BYRcQl/2poy9vT0IgjDWleqMRhefdiJp47woXaoiXQR2UjJ4jsPnn4vjYcX+uPyPv/oyvpxy1wl4dsLxrXihqXKezQWs87Afefzc1M7FGudWwL2+ZQ6RN20Irbb81sTQsqrjOF8x7eFZsqJz5x9sX886d7YmnTa6EVh7ozcem1HMzwZFMBhEPB5v6gHYKY3Xl3A4aPZUZMetquooVnWU1VqV0t/eLuIreyVzrDm8csV22yfNA6zB4QBq49l/+MhX8fWjWlsAFnhiAXj97nHqpU2CYRiQZRm5XA75fL7nz2vUNFayWauiv7ovYz3kQMQj1I7L5qbtNtodFzuR8K9vFkwBrNU1z1pNOC3uTp1i52JT1gx8db+MK8dl22vxZofHprH6vzGRsc6e9G4LHtZSaxYFKaDZcpV9bocFpeXxsHLSsbGz07dWOrtFDj/5oAZR4AY+P5t0Go/NU7tyx1WtnXxn7I4Nz9WODXMX5DmjLhF51irTG2l3Ten32Hz+68/iay43jgsqZPXeMQBQ33YR99ZNszpuAfXHghV8lDgDf/SPWTxzUD7R+cyOVsfGSO/ivufd33Tu27U84zkOumFAEu6tcb13bfhDLqFuTjAMu/pRcCNRRaqkIVfRwXHAR67ksBFuHWNsVRDCYA4NVa2W2FN89jnb7Yi5fQDt9QB2njQmDVndHu5kVRg8Dxgant1LYl6y/y4Vi0UoigJJkjr/cCYUFitg63TTUZivxTTZdUHP7tk+v5fYpt/vx4OrUXAc1+TgRhXrNeyEdKumZnWKu379uu02OtHRiP4hQX1AWAOYT2+lUFH1up4G42yNOGiY2FBWatVqHklA2Cs1VbVYB8YHHnjAdlut7m/ETghutBlnQUNrZdQsHBtWmR7PV1CqaPB12Z+01TH4hTe8EgX3Yt3ne20/h61kETm5VrXd2IfdebcCq7Gi5jTtXf1+PxYXF3F0dAQ7gw47u/dWCIIAj8eDbDbb9D9m4dZoHdVL9ap1ksgCcu9/OgV58QyObB5f9i3j97+aRqas2wabrK9bvbuYs/Z9dom1LE6nyM38oroV1mNi7dtU1QyknIu2z7mlx7DYQeDKSmNf7kJVh8RzE9/HfpA0LqJq1oWoC2xXNR2pEnBNmbPdBjs2Pt8Bzp49C45rbX3U2PfZOr7NWtAcaB6fWlXrsbGIJQSxrGfWj+7pkv01QPGvtLXwZ1w5LkOTNciqgad2ZYg88Njq4IJP2Wx2IgR1ht08qLGHeuO8SOQ5yIp2N0HIQDxfwT+U7dsglL1LOM7f633WuC2XxN/t617bFsdxYF8rp6UaexbmYXawvmWtKsftEkMbkxXVStB225/eF5D/0hZuxQtmWyTNANJ32/RY52HWnu1A/bE57fnZoOA4DgsLC2aFd7+Uy2Xzd3bcPvYPW/jcs3GzCpkJ60zEDcv2Y4UaWAZgL9I2jpU//kCt9c5nbmRR0Wr6rKEb0FFrMcZzHIJuqafjpGkaNjc3697bJGNNdFQ0wzwmsgIcFWRwPPDV/TL+xfKy7fOt1UitKjmZSKjptcSwilpLpkyWyg2uLCSCAFYRouZiU9VqvX5bWfa2qgiz3s8C8CVFr0taYC1mmIjLfrZyK5q1YwE0W64y8far+/KJn0u7Y9OYQM6+B+rdnsMssbV4dx3zxe0S3CI30PnZpHN53oUbiSpUXe7K+v2k42LnkgfUxijDIuS6JQ6XYq4616hZPy5215SqpqNQ6WwN3urYXKvMIW3Uru0cAJfAQRIAh8DXqtQtSVrWGM4sf1fY+775ZAUlrha3Kio6vrJfNp3PWCtE6+Ot1FVCF+wdx7zzZ06MebE1L5c9BDjgO85561q7vPEF4abWJ7JiQOL1iY/dXJxzQOBrrW/NIpIW6/N2Lg+rQQm7WaXOoYEDwIdXbV+302rxxmRYOyehv9sq4isdXPsymQxisVhvH9SE8NRmCj/9xNexly5Dv7tOBwAYBjSdM51Knr/swn70QfyXP2neRi+V/CyWYl0HWx3AWOLwLBU/WmlVnNpKU+tXRyP6gwT1AdM4MExSRcegYGIDALPq5iR7yEuXLuE973lPXR/I9773vX1n1TQK7Y2B5Wk/Nq0q07sJvJ10bBo/X2vFlbUPu10F1iiOAcdxmJubQyAQwP7+PgqFQt3/7arN29FKUG+sKu93MdQ4SXzboxHc2PDh7zI/WtdDPfSSN8AIrWEzo9gGmxontGfuPqCx73Ov1sizhPWYvPiMpWdkcBXhl7wB6S/8gfnYjVe9GX9fiOLK3Qxl4GT3AODeeVTVDPP4zKJoexKN2eOtguG74iKiL32D2QMKANZe8Sbz2ADArRyHzazWcmxi1/nGXkYvWvHh0UV+Jr8vjeNTu0UtcM/doa4fnXMZ4Ze+AWnLsQm/9A3QQqt11ex2VnwsaPjmCzVxPlPWTLeAQR2PfvoyjxK76mgrjYmHf3X10HRZUjQdJe8ioi97I5Kf+33zOZGXvhHehbN1meRMmLU60Rj3LkHgYcDrEM3FYLue7bNCu2NjTYhg7XoakxXFuTVEXvoGpCzfmchL34jPHzvx2f/1DYg8h/LdBAkOtcQG5kbAnIJYb3TrQn0ajo3f74fL5RqIYOz3++v+fmwjgjPuKr4pqjcJFkxYT3KLtuPZ/9wJ4Cul46aenFXNaKpslu8mJpfV2h2SwEHnODgEHi6Jw6sejGEt6sML1ue6Pk7xeHxqxHRGY6VnrqKhpN4VkfRaT9OninP4wbf8RF2Pzne84x111Zx2tqGsXRMTQXiuVpmmW9xXmAMVibf1MBcblujYqlrv/PnzePvb317X17bx2HzkShaZcrNFcvWueMtEXP1utWBja5lZPxZAvXjbaU/1VsdGvpvwmJY1M4Hc6sRmHdfYXKCWGDzY+dk00Bg36MQ9oN1xaeeS55F4CBxQ1Wu21JQ8b08/zg52x2bjVW/GgbQEWdHhddRfJwDYJibTuFXj8rwLr7scrEuoanQ+ey5Zwa99KdHkWNIYC+C5WNP8bOk73og3vPx5HRe6bJdr39Uffyxqe6ysCRkSr09F7MZ6DFgRSaPbHItxsesCKwhhiVUsHtnskgFEV9bBveKN2PnMvfWmdQ7Qy/42xiY6vfZls9mpF9Sf2c0gXVRMF1keBlySAE034HMICDhx77pw/zeBbzM/awfHcXA6nXA6nXC73XVrKus6mDmAsYr1WUy6txZCnlScyhiWjkZ0BvVQ7wFrD3Winn4F62vXruH69et44IEHaBDoE7ue6c/vwRKS0emxsevDPq59UQ3DwObmJkqlUt39CwsLHU+iZFnGrVu3bP93Wouhv3zqGn7vb69A8a+Aj6zVVc606mfM+rD/9PM0cBzwtWJwpvo+D4PGKg01sQ0us4fo8hlooTXISq36f9kvmu4BdhZlrXoQtrLMItrT2PPeAKAktqEkd+GcW4M4t2b29V72i8hUdHC8iKBHarKZaje+XV5w4fbt2yN7n5OEXT+64t3WCWpyB5XkDqTIKtyxM+B5Dop2r/83cK/yj1VxMDHr3z+vJjj++jXHwHtyut3unhf1kwSzGWOOM2z+EKkeYX/rFqToGoLL64j5XNhKFs1M8sZ+7NYKdQ5A1OfAqx5aHPv+2+MIS1bMyoptsuKClsDVa9+A4l+CHlw1kxqsx8Qh8HBKPFTdqLP/n6Te6N2g6zo2Nzchy3Jf2/H7/Thz5kyTa8nOzo6ZTGlXCcgEDDW5AzmxAzGyCsfcGfAARL5+XsZgr8DmbdbxrJ3D0dmzZ5tE/3ZUKhXcuHGj689ikmDHhNmNs97AvrsixjqOsKQd4aWP3A/Zv9J0PWJzBeucWdFrwV8A8Do4rAWkjpygCDRV67lErqXYfevWLWxubmJjY6Pumvuxazk8cTVr2s16JR6X5522ySmN7ZGIeux6qnfS65cdGzWwjE0s1IlUjQnbjWLWWy5UoBsGfutZBx2bFrRqZ3BSYo71O8OSHKzz6lYueUBnyd1Es3V+Jz2krxyX8cWvP4vUwR0kpUUcOpbqxj9KYugeu+8Icz5j57vUKqmnIRbGpXchZHfxgocu4Pte/FBXx4I5IJ05c+bE/Z2275hdXIW/e01mMa5WCaN28UiPg8O3nfUg5pFwcc4Bd37Pdg4wqH1vvPaFXAJe80AAr71U/12+ePHiiW0AJxW21mdJ9MC9dfr5mA8VVUNQzeCh+fr332p+ZsXr9cLn85kiusPhaOv82Lhfs1T8aMWuELKb9Xk/Ohr1UO8dEtR7gAR1e6wBv6C7WYggTge7vqmz3IPkJFRVxa1bt5oq0+fm5rCwsHDiBMAwDOzu7tpWqZ8mVoGqk96ObOT/mYdVCDyHA26uaSJJdE+7PoKNiwq7ANZJPdOJ3mhVdcZED7b4Nu8H4HWI+P7nr+D/+b7LdeOqoum21zjDMHD9+vWJrWQeFezYNI5ZLFACcC170zLhif39M9+kgb+bIDToykCn04mLFy8ObHvjjt2cDoCZQAKg5cKvsUc3gKkSa0fBScmKreZ+1sU4AFv7/2kMWOzv7yOVSvW1DZfLhXPnzoHn+ab/VatVbG5u1s0d7QK96yEHnktWa9UwqAURGxMbG3sNszHwhy/WepqfNJ6trq4iFAp19J4Mw8DW1haKxWIXn8Tkwo7J7XS1LuDemJTVar5mFQkFHvi7OzJ0w6irxJq2YPmwaJyH2X3GjQkJrez3rWJWqyRUOibtsVuvdLLm6EWMv3JcNi2Sn6tG6Ni04WPXcvjE9ZxZQekS+Y4TRNvZLJNbRv/YJfW8ZN1T55jV6MZlN97Rur5/7D7rxrYTjMY51yC+F50K6tNKq+u5XYzr+cuuJpeAUY5NjXN1u+IWADh37hw8Hs+p7ddp0BjPYknaCwFX0zp9a2urycm1E6Y5EWGYfPDJ2/jQFzeRLip9F0J2CwnqvUOCeg+QoN5MYzV02CvhLd+6gR95/Nyod22maOy5wfMc/C7xVAfkSaRSqWBnZ6fJ/tLn853YT5mhqipyuRyy2ezIA5V2PYNaWWD/9PM0CDzgmVumhd0AsavGCTh55Kt6Uwa1dVGRkjU8c1iBrNZsfngOCLfInCW6o5O+3sWqDq320YPnOUR9DjyyFsL1wzzSxao5rs75HE3XuEKhQPOCHmk1ZlkraKzHrbEKlIkjP/mgAo+Dx8WNswPfR1EUZ64f1UkOM7OcST6u0DEB0uk09vb2+tqGKIo4f/48JEmy/b9hGMjlcv9/9v48SpL0rO/Fv7Hmvmft+3T3rM2ghWmDFiRkLIQ9SAiLi7jH1oIAWdgW99hw+V3AFmBJF18M/JBtYQkskGSDuNJPiJHEkYQQ0gySYMaMhlb3LL1Vde1L7ntmLO/vj+yIjoyKzMp9qXo+5/SprqrMjDffiox43+f7PN8HW1tbx37ndD17YqOIVEk71hfVWslpFxK57D5kkTvxenb+/Hm43e2t37LZrOOYTzt2EdCelGVEQ4wqq2bV06ex2myYOFW2NRM77MkOJA4OhnbdA4xz/9mjCi7vV1G5s09pV/A96wJUu3TrHtDs70hV0P3jymEF/88TRw1tJzy25Cz7vtJewUt/k8HQqqChVdJWt9D1rLXbnNN9wZ78Nup11EnruXPnzsHj8YxgZN3Tat/upBM4xbMMkskk9vb2Ojq+LMu49957e3oPZ5VRFqeSoN49JKh3AQnqjTTr003V0MPF3mdTZwxeWcBCxEN/izbQdR17e3tIp9MNP19aWkIoFOrotQxx/eDgYCyrVa0L2nv4VFsBW6JzrJW3fheP1573N7gHOFmUqeyupahhT0qZ7IPBKbu9UNVRUXUoOqBoDBzHQeA5aGYTYjheVxljuHXrVs/2wsTJtLLEDFYOAQwmwMFxHB566KG+vy5BEP2jUqng5s2b6GV7y3Ec7rnnHsdAWj6fRzabRT6f72p914kg207AluM4PPjgg20lfuq6juvXrx9zZDortLLmt4q5tOYaLK361APHWx9Ykx0owXQwnOQeYE1uKCr1PQvHAWGXgO9eai/BgQSo9mnmHmD8LaJeoaEquhunAaI7PvtCrqGPdzPHLCcHGvqbDJ5hOZbQ9awRu9vcaUh86yRZdRywtwezOsY9vBjG5e0MPvL1dSTytbZ0glqthmvXrnU0hlgshrm5uX69pTPDqJPhSVDvHnHUAyAmn8vbGWTLCkpVDX63iBdRNfTQsSc1BD2nsyfmIOF5HgsLC/D5fEin0yiXy/D5fF1lJoqiiEgkgv39/QGMtHcuTrvNBe7mZma0gznFXJx2452PRBuC52sR+ZiIq2gMFY2hdkdJ5wC4RQ4Pz7jx4LR75Bm8pxXr5wCA+bcy2iYY1SGqzsCBg1cSEPFJjtfVfD5PYvqQMP5uTsLUnfjGQPD7/YN7cYIgekbTNGxubnYtpouiiFAohEgk4hhEK5fLuH37dk9jtN93eiUQCLTdm/Do6OjMiulA473DKSmL+p8PB+va2Mk5yxDYtTufY9mS7OB38eb6megfxt/E7h6Qr+rIV4FkqdKQ3MABcAscvnvJg3ddio1y6KcS67XK2g89VwEOCmVwPPD0bgWvfyDQsF8xqtnvjVEV9KD4ofuCWIvIx5KzjOuVIaxrjDVYXtO9ZTj0e41FtIdTzGsc4Xkeuq639dh219bjgqHJGIL5p/5uG5rOzGLHNz+yjJCn7rplCO6tdAJZluFyuVCtVtseQyAQ6Mt7OUtQ2+TJhgR1oieeXE9hM1WCJPCI+CSEPBKJ6UPGqEw/ylcpqaEPhMPhtntRtqJarba9YCNOL/aNnZOI26yy4A0PUjBkmFj/NtZgiRFwf/m5KN50aQ3ffS7e8DzGGA4ODkYx5DPNsIImoijC7/fD6/WiVCrB4/FM3CabIM4CuVwOtVqto+cYInooFDrxsy3LMkRRhKqqvQ61ZziOQzwex9TUVFuPr1QqSCQSAx7VZNAqKYsYDvb7d6uWPJTsMByMef3QUykwhhOTGyKeepU0MTisfxNFYyixO0kNOpAua/jzF/LI13TU7rhtyCKPqFcgMX3AtErOslq/+108/S2IM8MkJDPMzMx0bGM+CVg1GbfEo1TTUFV1gDFkywoYgCeuH+HNjyx3VAEdCATaFtTdbvep6zk/DIxEiHRRMb8nDWdyIEGd6Bq7rcj3PzBD1dBDppndPonpo4fn+VEPgZgA7IHdcekrddZpFnB36WmUSl54vV4wxlAqlZBIJDrK3iUmA57nwRiDqqrIZDLIZDIAgJWVFcrAJogxJBAIIBqNolarQVEUKIrimNjYiYhuRRAELC4ujk3Lr2AweOJaU1VVJBIJJJPJnmzwTyOTEPw9KzQT2GktPFyauQdQcsPoMP4mT2wU8TdbZWQqGhgAlTGkKxpqGoNPvtsjetJtlieJZntFun4RxPgxOzuLWCyGYrGIXC534uPz+TxcLtcQRtYbdk3me87F8Px+HoWqikJFhVviUaioeGYrg51MuaMK6GAw2FYybjwex/T0NMW/u+DhxbDpHBDySHh4MTzaAREdQYI60RXWquhiVUPEJ2E56iURd8iQ3f74IssyIpHIsZ7sBOEEBXbHE/vfpVqt4tatWwiHw6hUKqhUKiMcHTEIOI4DY6ypw8gkbK4J4iwiiiLm5+cbfqbruimuq6oKWZZ7cpnw+/1YWFhAMpmEoihd9VHvB4wxbG5u4sKFCw0BLF3XUSqVUCwWUSqVUCqVSEgnJg5aE48OSm4YP4y/yStX6xXRt9I17OVVlBUGj0gW76PmJDc6giBGSzAYRCxWb08yOzuLfD5/4to4lUohFouNvSudtcI54pPwyGoU73jFPWZP7ieuH+GZrQyKVQ2yqHRUAe31euHz+VAsFh1/73a7sbCw0FWL1LPOk+spfO7yLgB07BxAjA8kqBMd41QVTdk0o8Ge0URi+nhhLNjGwR6UIIj+YVQrE6cDQRAgyzLK5XLLDfbc3Bxkmfq3EsSkwPM8XC5XXxNhIpEIIpEIFEXB1tYWSqVS3167ExRFQblchqZppoheqVRIQCcIom+QODg+WCuiP/RUChKvk604QRBEC2RZxsLCgimMy7KMqakpHB4etnxerVZDsViE3+8fxjC7xqnC+dJa1NQEHpgL4j2PXYEsKl1pNrOzs7h582bDzziOw/T0NOLx+NgnHIwLT66nzCSHm0cFfPHqPpKFepuyhYgHv/Gm7yQdZwIhQZ3oCOrXPV5cWoviV19/EZe3M5TRNEYYwUxBEDA3N4etra0Rj4ggCIIA6ptAo8+Xx+Mxe6Nvb2+3fF4kEkE0SvdYgiDq/dp3dnZGVqEuiiLcbjfW19dHcnyCIAhiNFit+ck5gCAIojmhUAiCIDT8LB6PI5PJoFartXxuKpUae0H9JD2gV73A4/EgGAyaNvlerxcLCwvk2NcB9oJUkedQVjToDOAApIs16p0+oZCgTrQN9eseT6wZaMToUVUVN27cgKZp8Hg8cLvdcLvdZA1NEAQxInieRzweh9/vh9vtbrBITqfT2NnZafl8n8+H+fl5ysImiDOOruvY29sbWTsfjuMQj8cRiURw7dq1kYyBIAiCGC3kHEAQBHEyonhc8uJ5HtFoFPv7+y2fm8vloCgKJEka1PD6wkl6QK96wdzcHDiOg8/nQyQSoXhIhxi2/NmSAsYYVL0upPMcwHMcIj6Z3J4nFBLUibahft0EcTLZbNa0eDf6VxIEQRCjwefzYWFhwdGqvVarYW9vr+XzZVnG8vIybR4J4oxTLpextbV1YkXLoAgGg5idnYUsy0gkEiMZA0EQBEEQBEFMAvbq9E45ODjA4uJin0YzmUiShKWlpVEPYyJ5cj2FzVQJksAj5JXMwlSfS8D9s0HMBN149OF50tQmFBLUibahft0EcTKjsv8kCIIg7sLzPObm5hAOhx3FcMYYdnd3oet6y9dYWVnpeTNOEMTkwhhDMpk8sZLFCZ/PB1VVUa1WG35u9HW3/7O6Zxj9HR966CEAaLiOZTKZLt4JQRAEQRAEQZwNmu3hW+3/rWQyGcRiMXg8nn4OizgDGA7P2bICSeDwT75jDuem/FA0ndr1nhJIUCc64pHV+oeesmgIwpl4PI5sNnsseEoQBEEMh0AggPn5+ZYWbZlMBoVCoeXr6LqOg4MDhEIh+P1+EtYJ4gyyu7vbscU7x3GYm5tDJBIBUHcsUlUVLpcLsiw3COftvJZBrVZDNpulNkIEQRAEQRAE0YJme3fGWNuvsbe3h7W1NXKrIzrCcHhOFxVEfBKWo1689WWrox4W0UdIUCfawppdE/JIePTh+VEPiSDGEp7nsbi4iJs3b456KARBEEPF7XabYpEgCOY/oL5xZYyhVCqhWCwCqPc1EwTB3KBqmgZVVTt2+hAEAaIomsc9yaJdVdW2q01zuRxyuRw4jkM4HMbCwkJHYyMIYrJRFMXx57IsY2pqCjzPo1arQVEUKIoCjuMwMzMDl8tlPtbn83V9/Fqthlwuh2w2i3K53PXrEARBEARBEMRZoR+CeqlUQi6XQygU6tewiDOA3eGZ+qSfPkhQJ9rCml1jfE8V6gThjMfjwfz8PPb29jparFkRBIHs4wmCmBimp6cxNTXVUsjOZDLI5/Pm9/ZexDzPw+12w+PxIBAIgOd5qKoKVVVNoUoURfOfJEkQBMGs9tza2gKAEzPId3d3O76+MsaQzWYxPz9PGeoEcYZYXl5GLpczXS0EQcD09DQikUhHleZA3fXi1q1b4DgO8XgcwWDQ8XpSq9Wgqip0Xce1a9f69VYIgiAIgiAI4tQjCAJkWXb8XbuW7wb7+/tmbIIg2uHSWhS/+vqLuLydIYv3UwoJ6kRbUHYNQXRGNBpFOBxGtVpFpVIxv55kMWygaRpkWYbb7UYulxvwaAmCILqD4zgsLCwgHA6f+NhAIACv14tSqeT4e13XUSqVUCqVkEwm4fP5EI1GEYlE+iZiGxXn3RAMBqHrOgRBQLVaxdHREWq1Gvx+P4LBIFwuF4ntBHHK4Hke4XAY4XAYmqaB47iuA2q6rpt27VtbW5AkCfF4HOFwGLquI5vNIpfLmRbxBEEQBEEQBEF0hs/na7ov71RQVxQFyWQSU1NT/RgacUa4tBYlIf0UQ4I60RaUXUMQncPzPDweDzwej/mzw8NDHB4etvX8Wq2GWq1mWoUaNskEQRDjgGGv3szOWNd1aJpmJggJgoB77rkH5XIZh4eHDdXqThSLRRSLRYiiiGg0ing83lNmuKZp2N3d7fr5mUwGmUwGHo+nwXq5VCrh8PAQkiQhGAwiFArB6/V2fRyCIMaTZtaR7SKKItxutymqK4qCvb09HBwcdBzcIwiCIAiCIAjiOIFAwPHnRgu6Tjk6OkIkEoEokoxGEAQJ6kQHUHYNQfTO1NQURFFEOp1uuxemvd9wtVod5BAJgiBaIggCQqEQ4vE4gHqiULlcNsVz45+15YVhkxyNRuHxeLCysmIK0Sc5d6iqisPDQ1NY7wbGGHZ3d/tS9dns2m1kryeTSZw/fx5ut7vnYxEEcbrw+/2moG5AYjpBEARBEARB9Ae/3+/482q1eqztXDvouo6DgwMsLCz0OjSCIE4BJKgTBEEMEY7jEI1GEY1GUS6XkU6nkclk2gqmGr2E3W43ZFkmK3iCIIYGz/Nm9bXP50OhUMDe3t6JVeYGmqZhb28PyWQSs7Ozpv376uoqFEVBqVQyK9KbJQ11K4bXajVsb293lY3eLb1WshIEMVkwxqCqqtnmh+d5yLIMl8sFURRN20m/349EIjHi0RIEQRAEQRDE6cPtdkOSJMffnRS7cLlcUFUVmqYd+106nUY8HofL5erLOAmCmFxIUCcIghgRhh381NQUbt682bZYVKlU4Pf7ce7cubZskwmCILrF6/UiHo/D7/dDVVWk02ns7Oz0JG5vbm7C6/VieXkZoihCkiSEQiGEQiEAdeHcENg1TQPP8xAEoavq9Gw2i52dnaFWgAYCAdRqNVSr1abZ8QRBTDaqqiKTyaBarZoierPrDM/zcLlckGUZsiwPeaQEQRAEQRAEcTZotf9u5YzHcRzuuece8DyParWKcrmMUqmEUqlkJvyrqkqCOkEQJKgTBEGMGkmSsLKygtu3b7ctUiUSCfh8PqysrJgCF0EQRD8JhUJYWFhAPp/H5ubmidbsnWAI5oaIbkUURQSDQQSDwa5fnzGGnZ0dZDKZHkbZHfl83kx0WllZadrDjSCIyWVra8tsyXMSuq6jXC633eqHIAiCIAiCIIjO6TahPRwOmy5zbrcbbrcbkUgEAMyWdpQYSxAEQII6QRDEWODxeHDfffehVCqhUCigUCicGHhNJBIIBAIIh8M4ODjoS29ggiAIAAgGg5AkCdeuXRvItSUajfYkmJ9EqVQaiZhup1AokKBOEKcQw8KdIAiCIAiCIIjRw/M8vF5v0983s4IHgFgs1vR3giBQSzeCIEz4UQ+AIAiCqMNxHHw+H2ZmZnDu3DmcP3++acBWFEW43W5UKhUA6MoKmSAIwolAIIBSqYREItF3MV0URaysrGB+fn6ggpTX6zUzykdJuxWsBEFMFlShQhAEQRAEQRDjQyQSAc83l7pE0bmu1Ofzwe12D2pYBEGcMqhCnSAIYkzRdR2MMcffqaqKZDKJZDKJcDiMmZkZHB4eDnmEBEGcNrxeLwqFQtNrTy8EAgEsLCw03cj2k1wu11eL+m6pVCqoVCq0QSeIUwYJ6gRBEARBEAQxHkQiEczOzrZ8TLMKdSpQIgiiE6hCnSAIYkzxeDxt9f/JZDKoVqst7YsIgiBOQpIklEqlgYjpkiRheXl5KGJ6tVrF1tYWFEUZ+LHagZKdCOL04XK5Rj0EgiAIgiAIgjjzxGKxthzwnGKmPM9TizaCIDqCBHWCIIgxheO4tm2R9/b24PF4hjAqgiBOIxzHDVSAVhRlaAK3KIpj1eMsl8uZ7TkIgjgd+P1+zM/PIxAIjNX1hiAIgiAIgiDOClNTU5idnW0rbupkB6/rOvb29gZSVEAQxOmELN8JgiDGGFmWEY1GkUwmWz6uWq1C1/UhjYogiNPGMDaQhUJhKHZqgiBgamoK+/v7Az+WcTxN01o+Jp/Pk+07QZwiOI5DNBpFNBoFYwyVSgXFYtH8R2sygiAIgiAIghgc09PTmJ6ebvvxzRL80+k0eJ5vW5gnCOJsQ4I6QRDEmBMOh08U1IHmi0OCIIhxIJ/PD60/WSwWg9frNYVuxpiZNOD0f57nIQhCw1dFUVAsFpFKpRwFc47jMDc3h0KhgFwu13I8Xq+3z++QIIhxgeM4eDweeDwexONxU2BPpVJIp9OjHh5BEARBEARBnCpmZ2cRj8c7ek6rmGkymQTP85iZmel1aARBnHJIUCcIghhz3G43XC4XqtXqqIdCEATRNYVCwaza3NvbQ7VaxdLSkmMvs3ZgjCGZTKJWq2Fubq7hdxzH9Sxii6KI/f19RzFdlmUsLy/D5XLh4OCg5et4vV74fL6exkIQxORgCOwLCwsIBoPY2dmBqqqjHhZBEARBEARBTDzz8/NdJeqfVIR0dHQEnucxNTXV7dAIgjgDUA91giCIMYfjOEQikVEPgyAIoicYY0ilUrh16xbS6TRKpRK2t7e7tptPJBLY399HKpUaSI/yw8NDx9cNhUI4d+4c3G43KpXKiXbvtCEniLNLIBDA+fPnEQwGRz0UgiAIgiAIgphoFhYWuna9a8fV8+DgANlstqvXJwjibECCOkEQxAQQCARGPQSCIIiesYvUxWIRBwcHqFarHQnr6XS6oTJ8ENWfgUDArJ4XRRGSJGF+fh6Li4sQBAEAThTT3W43/H5/38dGEMTkIIoilpaWKDmSINqA4zjEYjGEQqFRD2Ws4Hke0WgUq6urmJubQyAQoD6vBEEQxJkiHA73tJ423PJOIp/Pd30MgiBOP2T5ThAEMQHIsjzqIRAEQfSM0yY2kUggkUiA4zi43W5wHGf2Ntd1HTzPY2FhAR6PB0B9g7uzs9PwGu1km3eK3+/Hfffd1/IxPp8Py8vLyOVyyOfzxwT2mZkZCngTBAGO4zA/Pw/GGDKZzKiHQxBjBcdxEAQB4XAY8Xgcoiji9u3box7WWODz+RCJRBAMBsHz9XoYv9+PWCwGXddRKpWgaRp4njf/JRIJqq4jCIIgTh29Or95PB6USqUTH2fcbwmCIJwgQZ0gCGIC4DgOkiQNRDQiCIIYJjzPOwrrjDGUy2XH51SrVXg8HpTLZWxtbR37fTabBWNs6OI1x3EIBoMIBoNgjKFSqUBVVbOiXRRpqU0QRB2O47CwsAAAJKoTY8vc3BxcLhdkWUaxWDyWwNYrHo8HsVgMXq8XPM9DEATHe/fCwgJ2d3eRy+X6evxxR5IkeL1eeL1eBAKBlknVPM87uuCEQiES1AmCIIhTRSgUgsvl6uk1vF4vkslkw8/m5uaQz+dRKBTMn5GgThBEKyjKRxAEMSHIskyCOkEQE0+7VmsG09PTCIVCqNVquH37tuPzi8UiarUaBEGApmmmJfsw4TjOrKInCIJwwhDVGWMkeBFjx9TUFGKxmPm9IAjI5XJmFXQv+Hw+zMzMwOv1tvV4URSxuLiImzdvolqt9nTsSWBubg7BYNBsNdMLvQoOBEEQBDFO8DyP6enpnl/Hvlc31j3RaBSHh4c4Ojoyj0cQBNEMEtQJgiAmBKNShCAI4rRh2LzbcbvdyOfzSKfTUFW1ZZ91xhhUVcXOzg6Wl5cHOVyCIIiu4TgOi4uL0HWdejQSY4Pb7T5mpSoIAlZWVgAAqqqiWq2a/yqVCiqVSttCeyAQaFtMB+r39O3t7TMhpsfj8YZEhl45C3NGEARBnA0kScLq6mpfksUMBzlVVREMBk2RnuM4zMzMwOPxIJ1OIxQK9XwsgiBOLySoEwRBTAjUR50giNNKM6G8Uql0/Fput7vX4RAEQQwUw9GCBHViHJBlGcvLyy0rskRRhCiK8Hq9KBaL0HW9o3u0UeXejoMMYwxbW1tnwu7d6/ViZmamr6/ZzdqJIM4KVw4ruJ6o4UJcxsVp2jMQxDjj9XqxvLzc1zZq8Xgcqqpienr6WMsZo5UbQRBEK0hQJwiCmBBIUCcIgmgOz/MQRbEvdnAEQRCDRlXVUQ9hYuB5vuN2IUR7uFwurK6utmU1rus6Njc3G/qMtksul0OxWEQgEABjDJqmQdd11Go1SJJkCvqlUgmpVOpUJ5vIsgy32w23241YLObYQ/4kGGOoVqsol8uo1WoQRRFutxsul4sE9VMOCcLdceWwgic2inh6twJVZ/C7eLzzkSjNIUGMKaFQCAsLC321X0+lUtjf34fH44Gu62TtThBEV5CgThAEMSG0sjomCII4q3g8HszMzODw8HDUQyEIgmgbRVFGPYSxJxAIIBaLwefzoVar4fr166Me0qnC4/FgZWWl7cqvRCLRlZhuoGkaMpnMsZ+rqooXXnih69edBLxeL+bm5uByuXoK4GezWRwdHaFardLe8IxBgnD3XDms4ENPpXBYUFHRGIxP4PVEjeaPIMaQqakpxwryXmCMIZlMAgDK5TJu3bqF1dVVKlwiCKJjSFAnCIKYEGq12qiHQBAEMTa4XC7MzMwgEAj0dbNNEAQxDKhCvTXLy8sNtpt0ne8vgiBgdXW1LQt2A1mWwXEcCbkdYiQudDLXzTg8PKQe6WcQEoS758phBZ++mkO6rKGmMYABssjD7+JxIU5CGkGMGwsLC4hEIn1/XcPRxaBWq+HmzZtYXV2Fx+Pp+/EIgji9kKBOEAQxIZCgThDEuMFxHAKBACRJMv8ZlVeZTAbZbLavx3O5XPD7/eY/ElgIgphUSFBvjV20lSQJsiw3rIf9fj8URSGBsQsEQehY4A2HwwgGgygWiygUCigWiz3biwuCgJmZGSQSiVO513G73X0T04F6lT9x9rieqKFQ1UkQ7hAjESFV0lBWdfhkHh6Rw0vmPXjlqo+SEQhijOB5HsvLy/D7/QN5/XQ6fexnmqbh1q1bWF5eRiAQGMhxCYI4fZCgThAEMSGcxiATQRCTDWMMS0tLprCtaRpSqRQSiURfgr6iKJriuc/na6vHK0EQxLjDGCNB/QTsCVMcx2FlZQW3bt2Cpmnwer1YWVkBx3G4ffv2qe653W8CgQCmp6e7ei7P8wgEAmbguZO5N3p8Gz3EZVk2LdDD4TAODg5MO9bTgNGfvl1LfTvlchmlUgmiKEKSJIiiCF3X+zzKs8Ek9x2/cljBfkGByHMIuwWIPEgQbhMjEaGiMnhEHvfGXPiRh4I0bx0yyZ8fYjKQJAmrq6twuVwDeX3GWNNEf8YYbt++PbDKeIIgTh8kqBMEQUwIJKgTBDFOGFVlhuiRTqext7fXU7CX53n4fD74fD74/X64XC6qQicI4tSh6zrZZp+Az+c79jOXy4W1tTVks1nEYjHz/hAIBAYqqJ8GMcFITAsGg30LWGuaduK8C4KA2yURGzngJatRXFqKOj6O53nMzc0hEAhgZ2cHiqL0ZYyjZHl5uWsxnTGGjY2NU1mRPuzPk1GlXKjqE9d33Dp2kQcuLZKQ3gkX4jL8rrpzlt/Fk5jeBfZzkJI5iH5jtEXp9n7ZDtVq9cQYxc7ODgqFAmKxGLxeb9PHMcZQqVQgy3Lf3GcIgpgsSFAnCIKYAHRdp0omgiDGAlmWEY/HEQ6HTXt3ADg6OupKTOc4DsFgEJFIBF6vt+E1CYIgTiPDFAsnVQw+OjrC7OzssZ+73W643Y3vIxqNQlVVHB4e9n0ckyzGWYlEIgiFQn19TY7j4Pf7USgUjv3O7XYjFovhhZSG3/nSs8iWFfzZ5T386usv4tKas6gO1IX/8+fPI51OI5vNolwu93XMw2Rvbw/Ly8tdrWusyYST+hm2c+Wwgic2inh6twJVZ0P7PBlVypmKhpKi44mN4sTMozH2XFVH0MVj1i+NZOyTeg5enHbjnY9EJ3Ls44L186Mz4KvrJTy9WyZhnegLoVAICwsLA9//l0qlth6XzWaRzWbh9XoRi8UQCAQaxlatVrG3t4dCoQCfz4e1tbVBDZkgiDGGBHWCIIgJgKrTCYIYNV6vF/F4HIFAwLFqvNNKclmWEY1GEQ6HB5qRThAEMW4MK0lyksXgRCIBl8uFcDjc1v2lVTVRL0yyGGdlEPPD8zxWV1dRqVSQyWRQKBQgy7JZ3cVxHK5cuYVsWUG6WE8iubydaSmoA/Wq9ng8jng8DkVRkM1mkcvl2g6IjwuFQgFbW1tYXl7uym3H5XLhyY3UxH6GDaoaQ6mm4788nUSuqqGiMRjyxPVEbeDv50JchsgDOgMqGsPTuxVcOaxMxDzaK6xH0TN9ku8jk5oIMC5Y2w3IAoeKxlBRdVTUurD+7FF1os4HYryYmprC9PT0UNzoOk3OK5VKKJVK4Hkefr8fgUAAtVoNiUTCdJgqlUpgjA3dTe/J9RQub2fw8GL4xPUUQRCDgaKXBEEQE8BpsD0kCGLycLlcCAaDCIVCxyoC7bSbWS5JkmnrSnbuBEEMGyMQNqrrD2MMmUxmKMeyVjfWNIZPX80BQN+D37FYDOFwGLIsI5vNIpVKoVKp9Py6Ozs7SCaTmJmZgd/vb/k3M+zMc7lcz8e1MslinIEsy5AkaWCv73a7Hd0EAODhxTBCnvqxJYHDZqqEJ9dTbQeBJUlqENcPDg6G9vnpB/l8Htvb21hcXOz4mrO8vIzPPJ9HoTb4z/CguHJYQamsQdUZDksqcKfThSzyQxOIL0678ZJ5D766XkJN06HqbChCfj8Yhwpr633E+H4S5m6SEwFGjd1NQuSBh2fc2MgoZlJMTdNRqHITcz4Q44GR5PKy+xdwcWZmaMft1u1G13XkcjnHtSVjDNVq9cQYSa8YArok8Lh5VMDXrh1B0XSEPNKJrj8EQQwGEtQJgiAmAKpQJwhiWFhF9E56mLcjqMdiMczMzJCtO0EQQ0fTNCSTSSSTSTDGIMsyXC5Xw1cntwxDgBcEoS9uGolEYmiCoFHdWNMYyqqOa8kqfucbib5ZtfI8j8XFRQSDQfNn0WgUkUgE5XIZmUwGpVKpJ3G9Uqng9u3b8Pl8mJmZaVppzXEclpaWsL+/j2Qy2fXx7NjFuJKiT5yoOajq/Xa4tBbFr77+Ij53eRdfu3aELz93gKc2Ul0FgSVJwuLiIkKhEHZ2dkbSDqubitdsNgue57GwsNDRsURRxCseWMJfXMtC1Uso1jRcS1bxoadSEyMOXk/UMMcAxgAwwC3yCLq4odtFv3LVh2ePqihUuZFVeneK9Vx744PBk58wIKxV8iIP7BeUsU8qunJYwaev5pAuaygr9Xs4Cb/tYSQiHBZU000i7Bbw4LQbb3gweKxtwyR8lkYFOSTcxUzS2KsAnIAv376Jr63n8ejD8wMXhHVd70uSpxPlcnmggvqT6ym857ErOMxXUaioEHkOVVUHOKBQUfG5y7skqJ+ANSFB0XTzK1X4E71AgjpBEMQEkM/nRz0EgiBOKYaVmfFPlrsLjLQSyV0uFxYWFkYa1CcIYjLp1dpQ13Ukk0kkEglommb+vFKpdBxgEwQBLpfL/CfLMhhj0DQNmqZB13XzsRzHHfs3qD7fzTCqGz99NYdrySqKNR35an+sWt1uNxYXFx0DiRzHwev1mtf8g4MDHB0d9fReisUibt26hbW1Nfh8PsfHcByHubk5SJKE/f39no5nxRDjUiUMJDFh0AQCgZEe/9JaFJe3M1A0vSPr92YEAgFcuHABe3t7Q0tO6bX/dzqdxuzsLARB6Oi4l9ai+NU3XMTv/tV1fGszhbLCIPH6xIiDF+IySgkAPIdpnzCyz4y10lsU6uKq8fNxZJyqq425M87/J7fLY231bcxdqqShrOrwSsNzQzgNGI4ENY0BrNFN4uK0Gxen3SQUN8E6LwDG5jM8Sqz3znxNR0VlAKcBDPjMt3bwtWuHeNW9030X1hljYIxB13UUi8W+va6dcrmMSCQykNd+cj2FDz9+E0f5KrIlBYwxqDqAO0lqpZqGL16tr3XPTflJJLbx5HrKTOYsVFUUKircEo+KoiPgFuFzCXjVvdM0d0RXkKA+IOwZMPTBJAiiW6rVKgqFwqiHMRbQ5o0g+svS0hKCwWBfrI/j8TgYY1AUBaqqQtM0cByHqakpxONxqkonCKJjjMqMbFmBJHAdBd10XUcqlcLR0VGDkN4LmqaZfRUnBWO99KGnUlA0Zlq1pkrouNLa4/FgenoaHo+no2r9YDDYs6BusLu7i3PnzrW8p8TjcUiShO3tbdNhoBcGmZgwaGZmZhocBEZFr9bvdgRBGFq1ulPFJtBZxSvHcV2vg+pzdAG/+KlvIVtWJqpK+HqihntlHmDAz74sPtLxWq+F4y5yjZvN+sVpN64nalD18tiMqRnG3FVUBo/I496YCz/yUHAsxzouGJ9VUYDZMz3sFiDycEyCMYR14u7cHZUU/PXtMnTG4BE5hD2C6ZAwie06+oH13lnVGIB6vEHgOGiMoaRoKKW1vgnrjDFsb2+jUCj0bd1/Et1ayZ+EvTLd5xJMIVjTddRUhqqmI1mo4VN/tw1NZwi4RUwFXGQDj7vzt5Muo1TT6t1mGENe08EBSJdqyJS4hrkzBPZhuCYQkw8J6n3GKQOGPpgEQQDdV1ilUqkBjmpyGKdM/UmFEhIIK0Ygul/4fL6GqkGjUpOEdIIguuXydgbZsoJEvgadsbaCbowxU0gfhSX0OGKvMCyr9UCmtdJ6MSRB1eC4RuB5HjMzM4hGo20lYCmKAo7jTNHd7XZDkiQoitLze6lWq0gmk5iammr5uFAoBLfbjUwmg1wuh2q12tNx+5mYMAwMwXnU1ekG/bR+t2JUq+/u7iKbzfZxxHdpVbHZLpIk9ZS8eGktil95/YP4469fm6gq4UJVx7vu1xHxCLgwBuMcN6G6GVab9XGprh7HMTlhHyeJ6a1xquj3iBwuLU6GA8uwuJsgpAMM+OwLOWxnFTy9W0FJ0VGo6dDrtwjkOCBd1qGDQRa4iXS26RVr24WaXhfTvbKAiE/C/bNBPL+fR7pYQ6mm9U1YT6VSA1sHNGNQ+wxj/1OqavC7Rbx4KYxXXpgyLcs/8dSmKRZXVR1gDNmyAlnke3IAOg1YK/srSv1e7xJ5aDozK9QN63xj7gyB/TPf2unL2pQ4/ZCg3gcMkWw3U8bnL++hUFVRVXUzA8b6wRyUnckk0attI0FMItYKq5BHavsGrev60KwMxxnqg9YbvdpUEnVOU0LCzMwMwuHwQI/hJKTTGqA7yPmoe+icm2yMqtZCRW0ZdANg/p3vj4nY29sb8cjHB0EQ4PV68Q9nZvBD/8CLb++X8ft/vY5ntjLIlRUUagxfWS9B0xl8Mo+IR8BPf1fEvM8Fg0HTRv0kNE3D0dEREokEBEHAfffdB57nwXEcgsFg33qbHx4eIhQKndiixOVyYWZmBjMzM6hWq8hms8hkMqjVal0d156YUFL0sQ2ULywsjI2YbmC3fq+qOj78+E3zd91iJA+4XK6+t1S4clhpq2KznTEyxnoS1V9x3xz+9vo+ntwe7yph+75NZ0BN7d0poh9Mgihs7Ddee97fNMlpFIyzbb61wlrVMHZzN84YSSaFWj2GXajpkHgBs36J5g6NcZSSouNn7tfAccAffDsNnuOg6AzsjgX33RpsQGMMXolH0MUjX9MnytmmGW63u61WSUaSRqaio6wCIY98rMjQWozYSlhv1467Vqvh4OCgn2+3JS6XC263eyB270+up7CZKkESeER8EkIeCT/9veca3v8Dc0HHYs5+OABNMvbK/qDnuLW7JPC4eVRomDtDYK+oOrJl5cwnJRAnQ4J6l2g6w0e/sdHwIczc6WmhM0DgOTMDxvhg9tvOZBIwbpIAzGCXXVQEQIFOG/bAOQXQJxtrhlyxWrceavcGncvlhmZXNI7YNzDUB60zrPOXq2pd21SeZZxs3CIeYWib4EGI+KFQCPF4vC+v1S7WTbOi6R0lFp117BtDsnNrn26T2fo9Blrndo+9qtUedPvU323jsWd24ZJ4CDyHkEfCL//gfdg5quGFo8qZDqYHg0HMzs4eq4z97nM+8DyP9zx2BTVVR6mm3am8ZSjUdPCCgC9vMiwtTuG7VsJwuVxtHS+bzWJvb8+s1tE0DdVqFR6PB0D93tMvQd2w9VxeXm7bet7lcmF6ehrxeByJRAJHR0dd2cFbe8iOqwW8x+NpKqaP+ppkJMlUVR2FiopntjJ4z2NXer4+cxyH6elpBINBsy1DoVDounrMnowq8uipYrNcLmN/fx+zs7O9ieoPLuNL17LghRp8Ijd2+yGnaleeA2Sx99ZC/cAqCo/b/WESEqDH0Tbf6Zwb5l6tHcYtKdvJ4t0v8xRrsWFv92EsGRgDVB3g6mV0kHnOrEbnAMhC/brnd/F47Xk/vnSjMBHONs1wuVyYnZ2F3+9HsVjE1tZW0xglz/PYrUio6gIqqg6/W8SLlsLHBOFLa9EThXXDjtst8XCJAv7l953HW1+2euyYjDHs7e2Z7nj9hOM4eL1euN1u85/L5RqYA5+91dX3PzDjqBtZ58/QDgx96svPHZwZzcmKNe5uVPY7nXvWx9vnrlBVoWoMkkAOi0RrSFDvEo0xvP/PnzPFcgaA6Qw6AIEDgi4RP/SieZyb8psfzH7bmYwzxk3xi1f3kSzUM1e/eHUfSxGvKSpWVR3/8QvPIVGo3RGNuWNZQ05fT3NA0qllgGFJYm0d0G6WXj/HNQnB4HFMRPjoNzbwwb+6gYqqmX/HkEfCw4vhtp7fj76P7WDP6ja+jmrT10wI9krj2QdtEubvzn6vK5vKXsfS7tzYHzvqoIM1QGPYuBkMIyHBapdpVES1suRtl1Ao1Jee6e3gtEnm+fqxKfP3ZKwbw+ydxE2yc2sfwy7PqIT8j194Dg/Nh4a27nbq/93uGm5S1l7DoFnQrVhVUa5pKEMDVwFEgUdV1fFbf3kDR7kqyrUa/OujD/aPikAg0LSC256oYN13FCoqnrqdwuWdbNPgpZ1MJoPt7e1jPy+Xy6ag7vV6sbi4iJ2dnb6sb0ulEm7cuNFxJTbP85ienkYoFMLBwQFyuVxXxx9nC/jp6elj9/lxSWwzzr0PP37zjkuCipqq43OXd/syFiPgHY1GoWkaDg4OOm6f5dQzPezuvWIzmUxCFMUT2xW04h/cE8N/eOPDuLydgchzSFcV7Coi7gnobVUODgKrWOjUvzri0eESxkNQBxqTYv702dxY7DcmKQF6nGzzrW4IjRXW3NjM3Ti1rWtWrOARObxixduXfeZpocGy3Gj3cWcPy3GAyMOcO/seHUBDAsVaRHZ0tvnQU6mxXqOKomi62hlrCr/fj/Pnz2N3dxelUgkcx4HjOAiCgEgkgnA4jKcyW9D0I/hcAqYCrqaCJtBaWK+qOpjOUFV1CJyKD/7VDTwwFzz2WoVCAfl8fiBzsLS0hGAwOJDXtmMvxIr4JCxHvS3XRsb8AcDvP3ELiqY3tMk6C/blzVovt3vuGRixe40xfOKpTcdzjSAMSFDvFgaomn4nK41r6MfglDnVrp3JaRDWjeDhTrqMQlU1BYijfBX5imrOU6Gi4vm9fL1nBQeAoSEDraLojl9bZaZNMtZ5K9U0s2VAXtPBAWbrAHuW3qMPz2E+7BlYwNUpGDyO56m9gm/UiQjGZ/6zf7+LXFmBDiB4QoacE8FgcGDZlgZVjTVkdcsCh5rGzA3CalhG1CsMzcLSHsSyCsFRrzBWYrrTptQ+f/0SQTsZk9P8uUUeQRc3VDtSe8VAq7kxKsBrmn7sMaOyT7Va4Bk90XgO4LnhVAQZx89UNOgM+MubRehgDZUXxuM6SeYYpphuva8ZHnhuke8osagf45g0u3SnjaHPJXSVmNWPsUza/AGNdnlel4BcWcEzW1n8/VYWX7t2hN9403cO/H3Y+38bazjr2sRqfWgI6ADGZu1lF/ZHKfTbg27GGktj9euyyHMN+wueq9sMj1rcHBUnVZY7Vbc8cf0IT22kkCur4FsEL63out7UZtMu8IXDYUiShM3Nzb44MKmqitu3byMej2N6erqjiiGXy4Xl5WWoqop0Oo10Ot2xFXwrC/hRBsrt+wb7/XjUiW3GMX/+U88gU1JQqmn44tV9AOjrtU4QBMzPz8Pv92Nzc7Pt5/WjZ3ozDg4OIAgCotHu36MxP9b7xCvOxfEd4eELiHax8LXn/cf6V7tGJPS3YlxEzlb73nGtEh4H23ynPbhHurvPHKe5syYg1LTRrUk++0IOn7ySQ0nRTZtyoNHi/YfuG45wOO7YYxg++W5cIuzJAwx4+0siLffc1p85OduUFQaJ18cm8cMKz/OYmppCLBZzXFdJkoSVlRXH5z65nsInntqEyhgEjsObH1lu657uJKwbTsA8qxcvaow5rls6SSbjOK7tpM75+fmhiul2R7pO9/v2NlkVVcdhvtqX1jrjiiGCG62XeZ5DoIu4OwAomg5B4JArqmA4nfNmj+sMqX7vVEKCerdw9SoIIyD2oCcPMbeHqaU1vO4VL2lpx9GJsD5p1SnWjKqKUheC7+zXwXEc1DtBxKhXRrpUQ65ct2BTE1uoJDYhxZYgx5ZMEdn6FQxmZtr/9y+u4eZRoWk1+6TMlxUj6FpR6gEQa5JGRdFNNwRrlh4PFR/75m24CruQC/v4hTe/Bm9+7ct6Hos9sHaUryJXVsc6y+1zl3exky6jWNNaJiI4BbEB4Nlnn8Xzzz+P+++/Hw8++GDX43CqntJZ/XPgFoWOb+qCICAcDndcWdEuVY0hV9EbsrrVO1kw+aqOXAU4KJTB8cDfbJXx3UvO4vDNmzexvr6OtbU1nDt3ruvxOGUCj0IIbjY2u3D5pRuFYxZg1vnLVxtF0GYC+2mdP3tPtmZzIwuc2WPR6D2W1+/apz69Wz5x/P2aQwNrz0zDAk8WOMgChx+9OJykDiNgVVL0euXbnfkr1OqL348+nUamoneczJHL5SBJEg4ODhAOhxEKhfp2DbRiv695JQERnzRUcbBTu/RuxeNB3UMM4SPgFvHipTBeeWFq6A419vlzuoc6Pa/T9at1Dgue2Z7Wv/ZkwLWYD8/t5eqJHQDSxdpQhCR7YKOq6gBj5trEWPvfPxvE8/t507Fpyu8+tvY6Kfl2EJ9h+zxaxznKtg3GvurclN+sJPC5BEz53dhIFs39hcBzbfe37vc9ZBxoNxnTWqHxwFwQl7ez4Dm1ZfDSSrFYhKIojnNYLpePPd7n8+HcuXO4ffs2qtVq52/MgUQigUKhgKWlpbYt6g2MiuF4PI5SqYRkMtlR1XqzQDljWkfCST/Pwf39fQQCAfA8f2x/DvQ/sU1RFDNBgjFmBqutX3meh8fjMZP6Lq1F8ap7p/GZb+2gpGhIFmo97zObXQcNt4aTEiasbX40hgYRpZ9r6N3dXQiCgFAo1PVr2BO2Hvv7XXzD25sw3O45aN0TfWu3YvZKr2kM39qtHOtf3UEuw9AYhMjZzWf4iY0iDgsaKnd6zI/LvrcVg7TNb2cOnRwkvBKP++IuvHjePXYV1sZ+rqaxgSdcNZu/K4cVfPJKFpmKbsamDJvycUtAGCXG/N3Up1CoxhqcNoyijs3NIgDgh5Y7F1qtzjYSr4/tvBvtcTrlyfUU/uMf/wWufftZsNA8ZlfPQ9E6KwyyJ3vuZsr4/OU9aIxhKuByXLc0c2OyI0kSzp8/j2w2i2Qy2XINOjU11VPiWydY12np7VtAdhcr3/EgfuH1/6ijtVAz96lntjL4+U89M7bFcd3y5HoK//WvbiBZqEK703oZ6S3o5UN8/6XXdPw+nVoSGfM2bJfgQeAU11EHWLh32iFBvUsEjsMv/uMHoGg6nv6zj+B3f/N95u/E970Pl37xFx2f14mwPi5Bq3axfziDnnrQ9f7Z+kLD+l7e/MgyPvHUJmSRx97X/gi3v/AR83Vir34rFl7948cq0wtVDTxj0BiQq6pNq9mdKpLHXXC3VlHFA7Kj/b21p4eZpceAzNf/BOnHPwYA+PE/+Hf41E//HF73z97VtmW+vW/IQa6C5/fzxyznJYFDVWWoqDqyZWWsrGafXE/ha9cO64FyxsDzHLyycCwRwSmI/ap7p/Hsn38U/78P/yfz9d73vvfhF5t8hk8ah70ak+M4eCQefpeIn/m+813NWTQaHYigfuWwglJZg6YDJeVuVrchyvEch6ohFOtAuqw5Vsh+888+jg984APm67773e/GT/3UT3U1nmaZwKMW0p2q0DW9vmizWoAZ4rAxf4p+VwR1EtgjHgEz1/4Mf/KRD5rHO03zZw8gNJsb9U6WvCGm8xwgCfXHVFQdFbW1sP57v/d7fTkHAeeemaOywGtW+SYLdZFoPaM0VBi0k8zxylUfLiINTdOQz+eRz+fx67/+6/j1X/9187jv+re/hJe84Sd6ulc2u68NexNnBJytdukMMK2/m91n7eKxfRNlFYz/8L/+VsM68J/a7sPtzmOriv7pEyzLBoV9/qz3ULvo4RT4aHc99jM/98sNc7j6undg7lU/3vX612r1HvFJeHA+iKNCBTvpegVDxCcPpcK/WWDDWJsYa//9bBWazkzHpqN8DZrOzLWXtZfgF67sm+5Exjza9yLdrmPs2AUbY5yjrm41eOvLVu8IwI2V/bLIQxI4BGUeW+nyif2t+3kPsWPvmzrMPqrd9I6+tBbFv/y+8w2JCpupEj76jY2m1zNJkprOYbMqIFmWcc8992Bvbw+ZTKblmKzi3XZWAQDHdU2lUsGNGzcgy7J5XI7jMDU1hXA4fOJ75zgOPp8PPp8P1WoV29vbjgkBzbAGyhnTOhJO+n0OKoqCr3z7Nh7fKDZce4z9eS/3Y8YYarUaSqUSisWimVDRDpIkIRqNIhKJQBRFPPrwPJ7aSJn3vV6qqd7//vfjl37pl8zvrddBjuMQDodxeHjY8Bz7uWVfa8kCh9c/EBxI1ebW1hZ4nu+oXYGVY5Voio5CtXv77XbOwVbOXMba9FqyiqOSOtY2xkD/Rc52P8P2c+5vtsqo3HFsDLsEfPfS+ArpVgZhm9/uOXjMhnsMXeysGPu5QVcmN5s/Y85qd+I6PAf4JB7fu0oW71bs87f0/W/DzCt/zHTa6Nf8DDIhpRe8Xi90XTet2zvlyfUU/tm//gVc//zvmz8T/8lP4uEf+49djcea7Pm6i3NmzPrydsb8vUG7gvrU1JTpEBOJRFAoFJBMJlEoFBoeFw6HMT093dW4O8FejX/7L/8nkl/9KABg/RPAS9FcW2qGVXOyttbJlJSxLY7rBuP9VdW6k6PAAeW//ST2vvKHAOrayK0O98NOLYkyJeXE4rxxxqlY0hoXI7qHY8Nq0HuKeOihh1AsFrGxsYFnn30WDz300LHHXL16ta3qECdh3QimCTxnBte8koAffvECfu0NFwfwjvrD7z9xCx/5+jrSRQVel4AX2yw2nCwjv/DXT+E9b3ndsdf61Y99ASvn7msIuhoBWsPKw7BENwQY4yu4ug2/bKvwtgrurarThk0nlur2YHVm9xauffCdxx537898CIgsnZhsYBUPcmWlXh3K2F074DvidNAjYTXmNfvdj1OCh32h4JZ4fM+5GB5ZjToKJEYQ2zhpWHoLt/7bvzj2ur/6sS/gda94pO33aB+Hzhi8cv+qMV944YW2g1VWmvWvNioK/tFUATpj+ODzckNWt3WTn6lo0GFqOwDubsTmlD188f9+x7HjfuYzn+m4uuZPn83hsedzyFV1uEUO98VH3yvdngHPGI4JvwHX8Wpgp8CcISIbd12eA4TMNq797vHz77TMH+B8DjoFLY1gnCzUe7hpOhx7wNsrNzz5HfzwD//wseP+q9/8H3j5i+7r6P0365n5+vuDeOODo7XAs1cDXUtWUbxjRS81SeYwzjXjsyvxHLxyfX6nvBIuxOWm8/ed/8d/R2h+tePrl71H6zCF9K985SsAgNe85jUN47G3AynV6huvZglYxvrCvp4w7qHWhMfC/jq+/TvHA6bGfbiTNce//7MrZqUeGPp6D+kW+/wZc2Svmrcn/bE7SX8Czx1z3LGvSWa0BD75f/3YsWMv//R/Q3zpHqzGvB31PW/WJxiou9kA/bUUbhd7AmOrtb8xv8bay+p4wwHgec5sASDmdvDsfz5+DjqtpTtJkmm1R/HKAhYinrFZC1qx7jeOjg7xn/5qs2UVm6ewjZ9/x/Hzr5v7sBWn5KzVsIyNjAJVZydaDBv21MvLy12PYX5+vuvqmlb9CO1/92b74c985jN4+ctffmKVUzabxc7OzrGKert4V1Tq9zyOA6a9In72ZbG27/ELCwsdB4gVRcGtW7c6Xn/bK9VPWpPdvHnT8T7cyzl45bCC3/u7DI6K2jGnk26Ts6rVKo6OjlAoFLpK1rATDAYRjUZx9bCKz397r61zrRntxGTS6TR2dnYAOAvDTuv0yIDXgBzHYXV1FT6fr6vnWz+n5UoNAseOJZ56PB5Uq9WWjhXtnIPN7KKNPWHQxSNf01FWGIIuvmHe+nE9GwT2z6p93O3Szvy1OufqjmIcXr3mw7suxfrx1oZCP23zT5rDVr2/R5183y7W+RJ59HXczebvN/77n+DzR+GG9mt1t7UQ2btbaDZ/b/4Pf4g3vOyhhr/RuF7PuoXjOMzNzSESiXTcFs66t3nsq3+LT//Sm489pl1tpJ1jNYuba5qG5557ruXzJUnChQsXHC3sq9UqkskkMpkMfD4flpaWOmoh1A32RHoluYXNDx+PC/Yyf07tfnpdC44ap/2JW+Khp7Zx5QM/eezx3cxfs3a8RmxonPfBVpq1xbXGYvY+9A6EgwFcvXp11MOdOKhCvUeef/75pj9v50PbqmJdu2OXxhgG1lesX1gr0SI+CSGPdOwCbc0wM77f/lbR8fUu+or4EYce6a+7OOd48bReFOwVyXb7+GxZgSzyI6+qARqtXYpVDRGfhOWot+m47Fl6f/g/r+Oaw+Mye7fhDy4ce+92+3OreKDrzNCrwIPBLQmmgDAVcOEXXvcAAIy8BYFTQNpadTEVcOEdr7inZRW+9XNWPHT2oPvDP/8GPrcpHKsCc/rqNI5+Z651s6Br1r/a+vUfxuviW7Os7leu1jevqZKGjYxyrEL22es3HY/9icev4g2BhbY3iFZ77aCL73smcLcc66HI1wMfdwqB4ZG4BgswOydVvqQOnM+/TucPON7PbhzmD7hbwWCnWbKHNVPbGjwxhHV7xbqw8YzjcT/7N8/h6/log3h80nwMsmdmr1jncS0i37GK48yAzEnJHDWNoaIxVMsMn3+hYCaCNJu//c2bKHhm27KaNnDatMX9csv72qAxMo2tmbnfvJk0N0e6xpCvqOAA1HOt7grAzRxOrNXE+c11x+Ma92GjIv6karsGpxUAMb+MH3hoduRrPvv82e93T22k8MT1RMN6gunMTMJijDVdjxnzef3aZcdja6lt5OJLZt/zL17db5gTp0RNezLH9z8w0zCHo55L+9rEPl67O5Wx9rL3Cwe7e95md5zPwY987q/huuCcVHmSXb99XN9zLtZgST/OmfnWed731PDORwrHgvDPHlXwzH4ZXolH+YVvO75ON/dhg2Y9cZOlCjTUhX2g+0rSdvD5fD3ZSV9ai+LydgaKph9z+Pjw4zfx3F7OTNLYbrIfXl9fx6OPPnrisUKhEDweD3Z2dlAs1veGrRIawYBctbPqvmw227GgLkkSzp07h8PDw46coppVqjdrO7C+7vwZXl9fb2l5bF1DGesUa+JdsqigrNSvxr04nSiKgqOjo767ZeVyOeRyOURkGe9++Sx+8KEZ/Pevb+CZrQyKVa2j/pUnxWS+cf0QT1y9DV1TzDWSsa68m3xY/88wbZAZY9jY2OhaVLfGkj7x9Wv45kYWT26X8exRFT//mlX8oxetQZIk7O/vI5FINH2dk87Bk+yiIx4Brz3vx5duFMbaxtiO3X5Z5IH9goIrh5WOrs3tzJ/9egbcPefcIo9pv4BXrnaXWDEqrLb5xvfd3tNazWE5sOBo8d5qDz6O2J3HjM9qP9wcms3fp7/xHEqLl0zr8nFJuB83vvbMC86/SO/g4vRLhzuYIbO8vNyVU4pdrKtev+L4uHa1kZOwu2bZq60FQTBbzzgxNTXVNKbqcrkwPz+Pubk5AOg4saAb7K3xkNl2fFwv89fKAv49j10Ze0HYTqsEgQvT+/j/ODynm/k7yWFuHF177Vi1JmMfV2IMQY/U0EbwP/zeYBNHTjMkqPfI/fff39HPm+EkrCuajnJNRU1lqGp6X/qKDQJ7ppg9eNmKTufP3k+lHXHTKQunnz3jusWpf0Un47q0FoX/R16F3/13x38XnlsBBP7EZAOreKBouln5ZATynfqEjFJIb3ZDM26kL2qSadcqiH20sIYDh+NVfbNI5Kv42Ddvm1Vg9vm0z+tJ4+iFbgT1Zv2rja86q4vpssA13chZRTynCtlyeNHx2N+qxLBxJ3BoF/qARqtOe7b2pcXxyTK3itSGcCnwwF/fLkNnDBFPa3s5u5hsn8Onp5ccn+c0f+0Iwg9O1fuGjsv8taKZ0O70mFbCusrPOD63FlxAuqyb4rHRoqDZMa1JHWG30PfKgX7SjlWcPZnj8Y2SWd2ns7u28M3mzx2vZ91b29G0Wn8Mo0drt9j7A18/zGMnXbnT0/VuhXorFxfrPUe7EwkVOA5yzPkaaL0PN+tdZrfgKlY18BwHt8TjBx6aHRtXIqd7qOHIYlSj25MR3BJf/17ioeqsZQKkGHWewwcfuB874M3kh6N8tWnPceN7a9/5USdznIR9TevUTsC69jL6hVdUrWEe/dPLjusYNTgPQdOPJTBY53Am6G44H+3JvcY8PrIaxTtecc/Ikyo7xe12O/a3zlfr66J8VUfNP+/43G9VYti/Y/8LwNG23SkRDDjeE1fgOGhg5rVjkMlaHMdhZmYGsVis54CgvZegcT0zEmmMpNu3PjDr+PwXvehFEAShrXNclmWsrq4imUziK9/ePG7py3NQ7zhfcBwQ7HD+CoUCDg4OEIlE2rYGBer91QVBaPvxBnaLX2vbAXv7mrW1NcfXsP78pARNDoAs1K+31iRa350KzpcuePCPL87iJUvBRjeyFmiahkQigWQy2bK6uVdqtRr29/cR5Dj88P0BbCYLYAwdBX2bxQ5WV1fx+Sefx3/6q00zwdhaFQw0CsN2x6lh2PH2KqoD9XvE361H8cStjNkT/JPfTiEej+PSWhTxeBypVKrp3/Gkc/B6ogatHj5oaRe9FpHHzsb4JPohcrYzf/YEbceWTBMyZwZW23yNMYidXypNWs3hZYeE53G2eG/FxWk3ridqUPVyXxIRDJrNX1KeBVN0M/FlEufMYBAtc4wYw+WC8/3lpQ+d78txxpVYLNa1mG4X61howfGxnWojzTjW5sQmanq9XuTzecfnchyHZDIJt9sNr9fb9BjDENIB59Z4D77yu/Df/t/jj+11/pws4ItVDbI43oKwnWaxJiNZ1F/2OQrq3c6fk/ZkxIaM+MNmqoQn11NjN4d2rcnQM4x9m1WreO9wTvlTCQnqPfLggw/ife97X0O/rve///09ZRDZP7SfeGqzoa/YuGXC2PtUdhK87Hb+7MFdO60E93HooW69GZSqGvxdirBO8/emd/48fuDN399WsoGTeACMnwtCM8sVI4DfadVF4+dsBV+o/lxDD/XIq94COb4M/c5xjCowe3Wd8bXbcXRCN4J6s/7VxlevxEPgNQTdPC60sSlxqpBl86sov+otSH7tY+bjIq96C5TgIg6Ld3uuywKHino3EPo3W2V891I9YPWt3QrSZc202pv1S2Oz0WsmXL5subsNnX0Ob6RWEPnetyD9eOv5OyngYrfcm7QKh5NoJayLsaVjcxj+3rfAFV+uVyAzoFDTIfFc04DFOCd1NOOkhATr7wVBwPnpMv7H00eoqvWAlMBzUDQGaWoZ0Ve9BSnLZ3j1de/Aa1/x0gaBsllfU6dkp0G4dPSLS2tR/MabXmRaf9t7e9vXB602UffPBvF8yA39+9+O3S//gfkc6334ietHx3qXWQVhe/Kf4bTy6MPOIt84YMzPex67Aga07DcP4MQESCV4AcLrfgIbX/iIeYx3/dwv421v/0H8/KeewU66Av2OANSs53jD9xifZI52cHJwcvrMWPuFN87jEj6+8Q5sfOG/m4+Nv/qtiC3e45jAUFI0FFMqtlJl8ByHL17dx4uWwg2fd6d5PGntPY4Eg0FIkgRFUWxVwzCFNUwtO95D1NAiUiUNH306jUxFP2bbbrWcNRK2gLqYbu+Je2/srtX7IJO13G43FhcX4Xb353WdHD6siTRGxfonbwpYfV3jOfhj7/gZXNVmcfsbG/jEU5tm4rU9GcZ6n3hqI43PXd7HV1/IIF+uoaTo8MmNImerHuoncXR0hKOjI/j9fkSjUQQCgbaCp530UbdiPeeUOy4xRjLgX94s4ptbpTu2u+fw7ne/u6F368/+7M82WEVbHaes1uSMATWNgQPAcXcrs3RWF9MbKzhrZiU3z/MQBKHpP8YYkslky2qvfsMYw6pPxU+8KIBPX83helJDoaKC6Qwf+lrj2kPTNNRqNSiKAkVRMDc3h3//7/89fu3Xfs18vZ/7uZ+DLMt4+kaqIcHYWhVstBAadR9hxhhu376N8+fPd5TwYeWla3F86u+2UNNqKKs6vr2Tb0hGWF1dxebmpqNd/7lzrc/BC3EZUW9dLRV4NLWLbidZdhzpVeRsNX/NEnZHfc71g4vTbrz2vB+fvJKDzhi+dKOAtUh376fZHJYDC9hPFici4bld7K5y/Uiuc5q/hX/4NiCyBI/Y2lFvErDeB1tdgzp9zd/5RgKHRQ1MnDu2H/6xd/wMXnep98rqcaYbi3f7vt8Q6yLL5+D6Jz/Z0EO9F23Ejr1q2HDzMvZ6S0tLKJfLODg4QKlUanguYwzVahUHBwdNk0+GwUluaku5/mlLdqz7d1lUxloQttJ+rCnaV23OoFVx3pefOxi7glfgrkZnaE3WivRRa2GnCeqh3gXWHuoGzz77LJ5//nncf//9fbvgGTTrBTkOH4J+jW2Q8zdOdNKPsBM6mT97ssG4X1CdepPb+9n2Q7T5xJe+gf/4ia+AhebhmlpCTWXQGWtZmd6pjWov3Lx5s6uAXqse6qoGXPSk4RK4rnpAWV/78nPX8fTVG0BkESyyeKwPIWCx6gTAA5CFxr7P1qD0pG72OsXoR5jb30DpcAve6SXw0aWmPbDt/cPtVXe99P+bJJx600bKu7h5ax1SbBGuqWXU9PrmyTi3miUknOb5m56eRjAYhMvlAsdxLcXhBz15iLk9TC2t4XWveORYxao9Eev+2fr82KuCR9mXy6mHer9pVmnpL+9DLuwfuw/bE8LsvbKNBDGe50wLrknpadaP9YR1Pv3l/WNrGeMcPMhVjgu+lnm09vYedd/5UfDkegpf+OuncLS1jqmltWO90+0tbwp3+rED9WpDSeBP7Twmk0ns7e2Z3zer9E3vbaCa2IYUW4R7ahlusb42sVezGtXm9v7B8wERmYpuJnvZe+J2WlnVSY9OjuMQjUYxMzMz0J6PTr34yjUNwp05UhKb4DLbWFpZhRpaggZA0eqCb1XTW35mnVwmAi4B98VdeOMDATwwgGp+SZIQjUYRiUQgis3rDK5fv45qtdr1cezJgOU7CaY8B4TdAv7PV8ZxcdqNmzdvYn19HWtraw1iut1ZwVgTSpY2RAzONtyTuqa2JxF4JR5eWcAjiz68YtnT9Hywz+Gk9V32er1YW1vrukru8ed28V++/DyuJauoaEDUJ+MnXr6Gn3zlPQDqbgCbm5uoVCqOz292DrZy5GiHSeg53I/+1k7n36B6Zo8Lf/psDo89n0OuqvdlD2WdQ8Pq/TTOXz8+V06v+fVnXkBq7zb00AI2MAtVZz33tx8H/vTZHD51NYtcVQdnu3d2g3FvvXxQMd2E3AKHVbaPB10JvOpF9zVtuTIJ17N2iUajmJ8/OYm7mYtVwEGsc9rP9RsnpyMAODw8xOHhYcvnXrhwAS6XayDjcqLZXtZwAbPeo4HBayPjrC9ZOemcaxYvGYa29PtP3MJHvr5uFpXa/4ajpNO/r+GORD3UO4cE9S5wEtSHQbObxqiwW72fhqDbIGnV72NSgufDxskW36kCrl9zZ/2MAc2r6obteqBpGp577rmBvHY/NwQn2VEaFerWYCBwNxh9Vnt6OSU9OPXAtgb0DWG9VaXcWZhHu0Bh/R7AsfPRWh1oVLrZg6ynaf7m5uYQi8Wa/r7ddYU9sUnTdTM5huM4cBZhZCHiGdmmbBiCejc4bQgNMcmaINZrct1p56Se47QWPRljDr94dR/JQs2s/OdOoZBukMvlzLWOE/a1CwDTPcew6tbZXSHduPhJfGNSoNN9etrf/f2k2frM5XI1/HO73ZBleaBCuhVrIs1fPbdXt468M0fGnNjnwul+YRfWnYR26/2EMQZN05DP57Gzs9PX9yQIAmZmZhCJRI4JmYwxPPvss+hHyMQQd40WLIwBPpnDg1NuvHje3SCqOAnB1gRUQxC2tiFqZld+Ul/RccWaTGCcY+1+rpwSLyelKnh6ehrT09NdP/9P//rb+MDX91Co1vepL7snjB/6znlcWoshk8kgm806Vqk7YXfA6vf1bNywnze9CpH9FpvHkUElDZzmhGeDfn2+rK9lTUIa18ShbrhyWMH/88QRMpX6vTPk5vFPHwydeD6cFGcx2qFxHDDtFfGzL4udOFeTcj1rh3A4jMVF59ZbQOs97Kj3/XYqlQpu3Lhx4uOmpqYwM+Pc8q7fPLmeOua2Ng5xk3EWhIHmBQnjcs5ZtbBxSkjoRqMjQb17yPJ9ghgnq0WrZXmxqnVs9X4W+dzl3foNQakHNAZpD35asFuVDKI3uRUn29VxoFgsjnoIbdGqX7h1A5MqaY4i8FkU04Hm9ohOCQr2/uHJUgUaGHgA3mPWnqcf+9w5fQ/UA1qqXkamokFnMK30jaD/aZo/nuchiiJCoRDC4XDLx7a7rrBahNVUHYWqfre6FQw+WTx1Ilw/sbYZsQvCg0oQO4100nOccMaYw0cfnm+oljjNCQknCUfN7sFGaxuJ5xqs3u3inFV4B3N2kukXoVAIS0tLfXu9brDeN+6b8eH/+tQzkHgNIg+EPQL28qo5F0YSAg9AFgW4RB4eWWhIhjECtEZ/ea/knNTBcRxEUTSryTc3N/sicgP1xNXd3V2k02nMz8/D4/GYv9N1vW/HMc61xZCET17JoabVW7A8e1TBM/vlOwIIj3NxNzbSCjIVBRVFBwcOXpnHfTHXMeEdaGxD9A+/YwXBYPBO0LaeHMAYw97eXtPeouOKk2V+TdORKgGfvprDerrmKI4bwtJhQUVFq59/YbeAWb/Us0XwMDg8PES1WoUkSQgEAh33VX9o2tXQE/wvnk/iK9eSHVskG4Km0ZYL6E+v53Gmn/2trVbvQRffN2vvcaMfPejtOInDp3H+rt/pDZ+70x/+01dzAND2vFljBUYLPaO1Rb3dmTBWrfR64eK0Gz96MWS2F/CIHPYLCq4cVprGUZolpVn3/4bD0D1RuW9rNrfbjVqtBl3Xe36tfmKPzT0w48HrVsOOj20qpKP5Om2UMMawvb3d1mPT6TSmp6cH3i/d0EwS+ZrpSjcucROjHz2AsWuR5tQrfdzOOWtLrHGKP/TSjpnoHBLUiY5oZv86bhfhccJaDVSq1cX0mF/GDzw0OxY3g3HGfqM/q8kHkyKo22nVR28QNmenDacEBXv/cCMALYs8ot6zm5RwEkavupKi1wOyd9Rgo4/mJM+fy+WC1+uFx+OB1+s17d37jbVvmVHdCtD9rBOaCcJEZ7Tbc5xojnXOTvv5mM1mu3qeIRI0c0Ex7hV24X1Q1WAcx7V0HBkF331uCj/3fct4eiNpCh3NkhBiQQ9+/NJKQ/JQsySjk+4ngUAAFy5cQC6XQz6fR6lU6ovoXS6XcfPmTcRiMczOzoLjOLPXeD8rvH/oviDWIvIxK/d8VUehxpDaLt2t1gcHjyxgPuLBT3/vEmaF43sC63rx4OAABwcHfRvrqLGLdYYw0piEwDU4D91K15Aua6jdab0gi5MnxhnXrUQigZmZGUxNTbX1vFqthlqtZgrDJaVkWiR/8kqu7f7WZ0XQdMLa31rk0VK0a4a9avvS4umoEm6GPRGhG3HYyhMbRRwWNNQ0/dQkPDthnGs1jaGs6riWrOJ3vpFocNNoFiuxf0YNsdgj3XUyOW2fWePeaU3eeHq3fKwVnj1eYiwP1Cb7/7e+JNLzucVxHEKhEKLRKDweD8rlMjY2NsZGVG88XxgCLhFfvl3B5cxGw5pr0oR0A0VRmrYysaOqKvL5PILBwSTY2TWTmqaD5zlwGJ+4ybgKwnaHWude6ePBOMYfJIGHpjH4XAJpdEOALN+7YFSW76OGLMs7x8mqxCsJ+OEXL+DX3nBx1MObCE57oLcduu2f3g6nybLqrNDMxvI0B2r6waT10WzFvffeC0EQzGD/sDE2igDGanMzrpbvBEGMBkVR8MILLwz8OJ32R28H6/pMEASsrKzA6/X25bX7SbFYxPr6uvl9s1Ys//DF5/GyC8421r2u9Wu1Gm7cuNHXwPXi4qLp8rK+vj6Q5Fa7IMJzHFQdx/rLG4HER1YjuHnzZttB49PGSf3kVcbuuudwgF+ezDWeE0tLSwiFQic+Lp1Omy0R7BbJzdoLGNirXQ2rbbfI9dyWa9L2m71av58Fq3c7/bAcN+b9b7bqrmLowIZ7UnFqbWFvKSMLHGSBwytWvJjySg2fUeNaaG2h1+wzflowPl+G85y9FZ4hpDdr0dPr/t9+PYtGo5iZmYEgCOZjCoUCtra2xqbdijFnqYpm9l+su9/cXWecm/LjE09tOtpsj6uQbqDrOp599tm2Hx8IBLCystLRMawtj5q1/mymmazGvHhoPjS28zcOWFsMFqsavC6BtKYOsCYjCByHf/l95/HWl62e+DyyfO8eqlAn2sLJdoMsy0/GsNywWpUsRDx49OH5EY9schjHzK9hE41G+94vkphcjEqkQQTwTzP2eZtUdwSPxwNZHm21AV2XCYKYBIbl8NPKkadXJEnC6uoqXC7XQF6/V0SxMZzQrBXLQ+ebV9j2ek+RZRlzc3Ntr5VDoRAikQgqlQoqlQoKhcKx1gCFQsEU1CORyEDOJasLgrW9DyeIkETnav3FxUXcvHmzbzb0k4TVAp4xmEkIil53HmJ39RPIPHdqqlqNVj7tYD1PrRbJzu0FGiv7nayRz2pbrl4qrs+K1bsd43pmFYfzVeCr66VjVcRO2Fs1AIBb4PCS+cHdX8cBx9YWdzKD1DvXtZrGwIHh8y8UzAp0p4r0s/JZtTvP2VvhGTcCawuekyr+u8HtdmNhYaGhTQzQmNg0LlyIywj7ZOi8hkJFhchzqKo6SoqGUlrDZ761A4EHaipDVRtPm+1W8DwPSZKgKEpbj8/n81AUBZIktfV4e+W0W+JRUXQE3HcrqM9N+fHE9SNHzeQXXvfAWM/fsLEm0gJwdEGeIq3pRKxJHsa5V7rTklnRxsMd4zRDgjpxIpNkuzFuWC3LT2tvSmLwRCIRaJqG/f39UQ+FGCMGGcA/zUz6vA3KnowgCOK0MemVvBzHYW1tbeRJVK1op8WIKIoD71UZDochCAIymQzy+XxTwVkQBMzNzUEURfj9fgD1HupbW1soFAoNr2f9vyRJ2N3dRbVa7WmcgUAAmqahVCoBaFyTiKKI2yUJmwXgO5cijvtFt9uN1dVVbG1tHUsCOAs0S0IoKTqKSr26k+Mw8cLSysoKJEmCKIqmI1E72MWBVu0F8lXgL28WoeNuT2HjY6MzBt8pttpuh1Z23E7CsJOD2Gm3erfjJA4bYudX10tNe6sbVdrWVg1ukce0X8ArV32jeCtDpVlrC1ngUFbqzhsMgM6AklL/kBqf0bNQkW7HPl/2VnhWIX1QLXhEUcS5c+eOXZsPDg5wdHTU1+N1C8dx8Hq98Pl8eMO5AO5ZK5vi282jQoOte0nRwIw+3xw3NtbkneByudoW1IF6m592BXWjUC5bUsAYQ17TwQFIl2rIlDh86u+2oenMFNpJM2mOVV/SNAaXxKNc0xoq+l9ElektcWrFbE3yILv34UCCOnEixs2jVNXgp4tbR4xrbxJi8ojH42CMnaq+iARBdE4gEBj1EAiCIMaeQqGAVCo16mH0BM/zYy2mA2ir7Ui7Acte4DgOwWAQwWAQqVQKu7u7jo/TNA3b29uYmZkxq8oMS/29vT2kUikEAgFTbDfw+Xw4f/48rl271lHA1k6hUMDa2hrK5bJpBctxHHw+HzweD+4/QTjVdR3JZPJMiukG9sRIq/PQdrb+t5lkEdPlcnW91puZmUEkEoGiKNjc3ISmaSdW9gOWnsJ3rJHPUrVrM06quF4Ny4h6hYYKf0PY4wGE3QJm/dKZm79mYmdN05EqoaHS36kdl+8UtWrohGZOakclBX99u2y6TJx19wgD63wNsxWe3++HLMvgOO6YmK4oStdiuiAIkCSpL4mgHMdhenoasVisYY12ac3TEI926pfO3WlR+gMPzU5ci1KXy9WQGHkSnSR6GoVyVVVvEC+NSv+qqgOMocQYgh6JNJMmGM7Hu5kycuX6OparADxf/1uQC/LJ2NsKMIDOvRFBgjrRkifXU9hMlSAJPCI+CSGPRB/ODiFrXKJfxONxJBKJsenFRBDEcAkEAmNr+0sQBDEu5PN5bG5uTrwtdrs2z6Ok3Qr1YRKJRJBOp1Eulx1/XygUUCgUEI1GMT9fb8PFcRzm5+cRi8WaJjFwHIfZ2VlsbW11PTbGGG7fvo2VlRV4vd6On7+zs4NcLtf18U8jk+48ZKeb88KKLMtQVbVhv9iqst/e79qwRj4r1a6taFZxXVaAg0IZ4Oq9q0W+nqBgWE3L4tmxenfCSew0zjWj0t/e75oH4D3jrgiA8/XsZcuNIvukti0bBMNshef3+7G8vIxbt245/l4URbjd7hNFcY7j4PF4Gv4ZIn0+n8f+/n5PbjgzMzOIx+MnPs6IU1uFdUXTEfJIE9mitNME1HYSQg2shXLWHupGpT9ZlZ9Mg/NxtZ68obO6I8IktRcYJU6tmF0iD01ndO6NgPHfpRMjw7jgZcsKJIHD9z8wQxc3ghghHMfB5XKZNpEEQZwdfD4flpaWBm6bSxAEMekcHR1NvJjO8/xEXO/bGeMwKtStGOL4zZs3Wz4um82agrrBSUlroVAI5XIZiUSi6/Fpmob19XWsra31LJ4Sp49+nBPZbPbYz1pV9pM41xyniuuSescenwGMwbzfDNpqetKwip32Sn97v2tZ5BH1nt2K61actqShQTDoOfL5fFheXj5RhJVluamgbrScCYVCTddOhkOOoiioVCrY3NzseKydrn+twvokO6s2S6JsRqdr7GaFctY+1oqmT+z8DRqr87HPJUDXAbfEkzV+m7RqxXxuyk/n3gggQZ1oinHBSxcVRHwSlqNe+nASxIhxu90kqBPEGcPj8bS1iScIgiCAWq026iH0DGNsIpICOI4Dz/PQdb3pY0ZhW+/xeDA9PY3Dw8OWj+mGaDSKdDrdk2MUYwzZbLZj8XRhYQGCIEx8OwPCGVEUEQqFen6dds5tEunax15x/TdbZWQq2p1+w4D/jNqUt4tTpf+w+l0TRK94vd4T9+GapuH5559vum4Lh8OYnZ1ty7GH4zjIstx1e5mDgwPUajXMzc11XIU9qfH+arWKTCbT0XP65Z40yfM2TAzbfAAIeSS8+ZFlEoE7gFoxjx8kqBNNsV/wHl4Mj3ZABEGQ3TNBnDFEUcTKygoEQRj1UAiCIMYeXddPRX9pxhgURQFjbKwr1TmOw8LCAnZ2dkxRXRRFzM3NQdM0MMYQDodHMrZwONxSUO+2EliWZayuruLWrVtdJz3IstyWJasdnucxPz8Pj8eDnZ2dro5NjC9TU1N9SZ4Mh8Pw+XxIpVJIpVLULqxPGML6K1frwjoAsshvE3ul/zD6XRNEJ0iShJmZGQiCAJ7nzX+GHXsrdnd3j60HRFGEz+dDJBKB3+/veDy9OOEYbW+Wl5dHktQ4bFqt9ZyIRqNnYl7GCattPononWPX50hMHz0kqBNNoQseQYwfoVAIiUSi64xVgiAmi3Pnzk1EH12CIIhx4DQJR7quI5/PIxgMjnooLQmFQnC73djb2zPt1odt8+7E/v5+099JktRTJbDhHHP79u2unl+r1ZBKpTA9Pd1VwgTtA04XVivgfmGIQ1NTU7hx48apcO4YF6i6vzuG2e+aIDpBlmWsra11vXYxil4kScLU1BR8Pl9bQnwzNE1DPp/v6rkGlUoFN27cwPLycleC/qRQqVQc25w0IxQKYW5uboAjIppB1fzdQ/rc+EERWqIldMEjiPFCFEWsra3h1q1bp6ICiyCI5kxPT4+FKEEQBDEpiKIIl8uFarU66qH0DMdxE9Nj2+VyYXV1ddTDMFFVFblc7tjPw+Ew5ubm+uL6EggEzOr8bjg6OkKxWMTc3FxH9vPVahVHR0ddHZMYT7xe78CcHDiOoz0jMVZQQgIxbhiOOt0yPT2N6enpvoyFMYatra2+vJau69ja2sL58+dPbUyhk+p0n8+HhYWFsXZ+IohmkD43XlAzToIgiAnDsJqkfsoEcbqhzR5BEERnGBXSk44gCJBl+cw6lDDGUK1WoapqyyC3pmmoVCooFApIp9M4PDzEzs4ONjY2jj3WqALuZwuVSCSCqamprp9fKpVw8+ZNR7tYJxhjbT+WmBwGKXhrmma2YyAIgiCOo2kaNjc3x+JamcvlUCgU+vZ6mqZha2vrVK4bisWiY/KkE4azEMVQCYLoB2dzh04QBDHhuN1urKysYGNj41QujgnirCOKIiKRyKiHQRAEMXH4fD7Mz88jlUqhUqmMejgdE4/HO+4HedrY29tDKpUyvxcEwfzH8zxUVYWiKB0Fv/stphtMT0+jWCyiVCp1/RqpVAqxWMy0jW2GrusoFotdH4cYT8rlMqrV6ol//24gq3eCIIiTqVQqWF9fh8/ng8fjgcfjgSRJQ09wb9WupltKpRIODw8xMzPT99ceBYwxHB0dtb1WdrlcWFlZGcgakCCIswml5hAEQUwoPp8Py8vLVMVKEBOOPVOa4zisrKyc2cpEgiCIXolGozh//jxmZ2dHPZSO4Diub7ahkwpj7Fg/TE3TUKvVUC6XUSwWUa1WOxLTfT5fX/tTW+E4DoFAoOfXaef9CIIwcec00R7WBJJ+QoI6QRBEe5TLZSQSCWxtbeHatWu4detWy+KVWq2Gzc1NbGxsIJfL9Vzowhgb2P7faDMz6VSrVdy6daujxNNIJEJxFYIg+goJ6gRBEBNMIBDAuXPnKNuSICYYeyX6/Px8R/1UCYIgCGcGUfE5SAKBwJm3oyyXy9A0rafXcLvd4HkeLpcLkUgES0tLA01A9fv9Pb9Gu4H4eDyOtbU1Cg6fMtLpNCqVSt+dx8769YQgCKJbyuUyFEVx/F0ikcD169dNi/bNzU1cv34dyWSy6zUMx3FYW1sbWGLl1tbWQFuMDBLGGBKJBG7cuIFyudzxcwmCIPoJ7cIIgiAmHLfbjYWFBWxubo56KARBdEEymTT/HwwGEQ6HRzcYgiCIU8SkJRwOqop62DDGUKvVIIpix3+DarXa8/EXFxfhcrmG5uLkdrshCEJHQXRBEMBxnBnc7mSefD4fzp8/j62trVNRcUbUHQpu3LgBnufh9Xrh8Xjg9/vh8/l6et1en08QBHGWKRaLDdbvuq5DVVVHa/ZarYa9vT0cHBxAkiTwPA+e5xEMBhGLxdo6Hs/zmJ6eRjgcxrVr1wDU1xjT09MolUpIJBJdvxdVVbGzszNxLpe1Wg07Ozu03iEIYmwgQZ0gCOIU4PF4wHEcZV8SxATDcRzm5+cnaoNLEAQxzkxCD3VRFOHz+RAIBBAMBkc9nJ6o1WrIZDLIZDKm1bQkSXC5XPD5fIjH4yfe40KhECqVCjKZTFdVXqIoDlVMB+r372g0iqOjo46ed99996FarYIx1rGbgiiKWF1dxY0bN/qShECMB7quo1AooFAo4OjoCOFwGHNzc10nBwmCAI/H03FFH0EQBAHs7Ozg4ODATHhsp42GrusN9+VisYhwONzRdVyWZdx3331gjEGWZQD1xHue5zuyO7eTz+dRLpfh9Xq7fo1+Uy6Xsb29Db/fj5mZGdNZhTGGdDqN/f39jtr82KEYKUEQ/YYEdYIgiFOAJEmYmprqaXFNEMRoob7pBEEQ/WWcRSSv14v5+fmhi7+tUFUVmUwGqVTKtDm1BiI5jkMsFsPU1BQEQQBjDJqmIZ/PI5PJOFYPKYoCRVFQKBTg9/vB8zxSqRTK5TIWFhaOCck8z2Nubg6zs7Pm6+bz+bYDoqqqolgs9sWGvRNisRgSicSJ45QkCR6PB6FQCBzHwe12d31MjuMwNzeHjY2Nrl+DGG8ymQxKpRIWFxe7EkCMZI1xvhYSBEGMM6qqNjjKdUM+n+/YhU6SpGM/m5qaQrlcRj6f73os6XR6bAR1xhh2dnZQrVZRrVZRKBSwtLQEQRCws7ODQqHQl2MQBEH0E4raEgRBnBLi8TjS6XTTPk8EQYwvbrd76MF/giCI0864Vqi73W6srKz03ZLesCJVFAWapkHXdfOr/R9jDB6PB4FAAIwxJJNJZLPZloFHo4dlKpUCz/Md9+Lc2dlp+JscHR1hcXHR8bEcxyEYDCIYDELTNGSzWVNcHEdEUUQ0Gj0x6B6LxRCPx/t2XL/fj2AwiFwu17fXJMaLWq2GW7duIRgMQpZlSJIESZLM/xvJLYqimKJEpVIx/99LZR9BEATRO90I6k5omoZgMNiToJ7NZjE3N2dWgo+SdDrdsC6sVqu4efMmOI7r272rl8RFgiAIJ0hQJwiCOCUYFT3US50gJg8j4DkOG1uCIIjTgjUYJ4pigwBs9KkUBMEUnsrlcscicafIsozV1dWuxHTGGKrVKkqlEhRFMcVzq4jeCblcDgcHBx2PwxDlO8We4NDuawiCgGg0img0CkVRUCqVUCqVkMvljiWSSpI0sr7RsVjsREE9mUwiFov11ZXAqOanKqzTTbOkCWPtSMI5cda4cljB9UQNF+IyLk6TaEaML522dXHi4OCg49YyTui6jnw+b9rYjwpVVR3XoIyxvq1nJEma+HZKBEGMHySoEwRBnCKCwSACgUBPGasEQQwfxhiKxSICgcCoh0IQBHFqWFlZQbVahdvthiRJ0DQNxWIRtVoNoVDomJ2moii4du3awIRJo+91J+09GGMol8vI5XLI5XJt9e+cBNxuN+bn5zt+niRJCIVCCIVCmJ2dRSaTwdHRkTkv0Wh0ZBb6sixjZWUFe3t7Tf9OiqIgn8/3NcAryzKmp6e7So4YNDzPk9A7YGh+ibPIlcMKPvRUCoWqDr+LxzsfiZKoTowFoijC4/HA7XabX40+6L3QT9elThMwB8Hh4eHAxzE1NTU2bZUIgjg9kKBOEARxypibm0OhUKAqFYKYMCqVCgnqBEEQfUSW5YYgpiAILYVMSZIQiUSQSqVOfG1BEBCPxyGKornmMqpqjOCd9SvHcfD7/R2J6YlEAolEYuBV88PG7XZ3nFjgBMdxiEQiCIfDyGazqFariMVifRpldwQCAfj9fqTTaRweHjr+7XK5XN8rpoxz0RBXjXMOAIrFIjKZzImvEQ6H4fV6zfNY13UUi0UUi8WuxjQzM4N4PI5KpYJCoYBCodD1axEEQVi5nqihUNWRq+rm9ySoE6NClmXMzs7C4/E49j7vB+FwuG+FM6OOFZbL5bbW2r0gimJfbPYJgiDskKBOEARxypBlGVNTUzg8PBz1UAiC6IDTUnVIEAQxyUxNTSGbzbasmonFYqZd/CAweqHv7+8P5PVHzdzcXM9iuhWO48YqaMpxHKLRKMLhMJLJJIrFoilwcxw3ENHfSC5wIhKJIB6PY39/H4VCwfExoihibm7u2DnNGEMmk8He3l7bldAcx2FpaclMGvB4PPB4PJiamsLR0dFYVtITBDE5XDmsYL+gQOQ5BF08/C4eF+K9VwATRDcIgoCVlZW+2Lq3IhgMHmtfNIkwxrC3tzfw44iiSO30CIIYCCSoEwRBnELi8bhZqUMQxGRAgjpBEMTokSQJ99xzDzY2No715+Y4DisrK/D7/X07HmMMiqKYfdwrlQoURRl59dAgqdVqI+tzPkx4nsfU1BSmpqZGPRTTFaBQKGB/fx+VSgWSJMHlcsHtdiMSiTgmiBhCvd/vx87OjqMgLwgCBEGAKIoQRRFTU1PweDyO4zAcIOyfLYIgiHawWr2LPHBp0YNXrvqoOp0YCca6cNBiunGsaDQ68YUz2WwWpVJp4MepVCqoVqtD+dsQBHG2IEGdIAjiFMLzPFZXV3Hr1i0KWBHEhECCOkEQxHjgcrkQCASO2VEaVti9whhDLpdDIpFAtVo9Vvl7msV0ANjZ2UGtVsPMzMyohzIyKpUKjo6OEA6Hh9ruxe/34/z589B1vaPKLUmSsLKygkqlAsaYKaDzPH+sP6mmadjf3zfbIlh/L4oilpeXcfPmzb69J4I4zVw5rOB6ogZRAFQNuBCXz7R4bLV6D7p4zPqlMz0fxOgIBoOYnp6G2z288y8ajeLo6Gis1omMMaiqimq1ilqtZn6t1WoQBOFYL/lhui8VCgUS1AmC6DskqBMEQZxSJEnC2toa1tfXSVQniAlAUZSOA9wEQRBE/1EUBel02vF3t2/fRiwWw8zMDHieN3tNq6oKjuMgSdIxgdFKqVTC/v7+UKpzxplkMnmmBfWdnR2Uy2Vks1kEg0HMzs6C4zioqgpN08AYMyu+RVFseU51QzdrDY7jzMpzXdfNcXIcB13Xkc/nkUqlUKlUzOd4vd5jbgSUQEgQ7WFUY6dKGsqqDq/EI+IR8M5HomdWRL4Ql+F31a9fZPVex0i6OOvJFsNCEAScO3euqRPLIBFFET6fr2n7lkFjJIRWKpUG8bxVS5hRrXd5nh9qwiJBEGcHEtQJgiBOMbIsY3V1Fevr6xPfa4kgTjuDCJgTBEEQnXNS9U8ymUQmkwGAY73WRVE0e0Z7vV643W7wPA9N03BwcGA+76wjSdKohzAySqUSyuWy+X0ul0Mul2v5HEEQMD09jUqlglAo1Ne2A52iKApu3Lhx7Ny3I8syvF7vsZ9Pul0tQQwLoxq7UNPBABRqOiSew/VE7cwKpxen3XjnI1ESkO9gtcD3u/gznWwxaFwuF2RZBs/zIxHTgbqgbU1a6waO47oSmnVdx+bm5sjE/E5ZWFiALFPCDUEQ/YcEdYIgiFOOy+UyRfWTAl8EQYyOpaUlEtQJgiBGTK1WO2b17kSzNZWqqsjn88jn8/0e2qniLFtwdlOtpWka9vb2ANQF7WEL6uVyGYlEAqqqolgstnwsx3FYW1tzFNMBtKxkIwjiLkY1dk1jZoX6Wa7KtlZiv/HB4KiHMxZYLfBrGsOnr9aTs0hU7y8cx2F5eRlbW1sjHYeiKD0XyszNzXUsNGuaho2NjYZkwHEmGo0iFAqNehgEQZxSSFAnCII4A7jdbqytreHGjRujHgpBEA4sLCwcs0QlCIIghgtjDLu7u6MexpngLAvqkUgEmqahUqmYdqmdEAwOX0hKp9PIZrNtPXZlZaWpmA7UK9epHRVBnIy1Gvus91CnSmxn7EkX15JVfOipFM1Pn5mfnx+LdctJCW0n4ff7EYlEOnqOoijY2NhAtVrt6djDwu12Y3Z2dtTDIAjiFEOCOkEQxBnB7XbD4/FMTFYpQZwVpqamOt7YEgRBEP0nk8lMjJXlpHOWbTgFQWjoH6/rOmq1GtLpNJLJZNPncRwHt9uNcDg8hFE2EolE2nJu4DgOgiC0fMxZtvsniE65OO0mYRSNldjG9zQvd5MuPn01h2vJKsoKg8TrND99JpPJjMW6pZtkNI7jzDZEU1NTbTviMcaQz+ext7c3EUlwHo8H4XAY4XAYPM+PejgEQZxiSFAnCII4Q5CgThDjRTQaxfT09KiHQRAEceZRVRX7+/ujHsaZQJblkVRZjys8z5sVVYFAAJqmQRAE8DwPQRDM/48yQOzxeBCJRJBOpx1/L0kSIpEIIpHIiYI5Y2wQQyQI4hRjVGIDONO291asFvg/8lAQH3oqBYnXaX4GQLFYxPr6Omq1GkRxdFKK291ekoTb7UY0GoXH44Hb7e6orRxjDIVCAYeHh2MfO5QkyRTRx8FBgCCIswEJ6gRBEGcIIxBGgSyCGA2CIMDv9yMQCMDv9490Q04QBEHcZW9vr2lfdKJ/BINBLCwsnFjFfBbhOG7ovdE7YW5uDpIkoVAomH3gg8EgIpEI/H5/WwH7UqnUtnU8cbaxioVntdKW5uAuVvt7mg9nC3yan8FjOMrs7OxgYWFh6Mf3eDwtf+9yuTA9PY1gMNiRiG5gCOnGPX5UGEmEHMcd+z/HcRBFEaFQCD6fr6v3SRAE0QsUxSUIgjhDeDwenD9/HgcHByiXy+A4jsR1ghgCXq8Xs7Oz8Hg8tOkjCIIYMzKZDIl8Q2B6eroju1FivOB5HtPT05ienjaTTzpJjNA0DVtbW4MaHnGKoH7ZNAdOkP39XZws8N/4YJDmZ0ik02mzAnyYSJIEr9eLUqlkCsuSJEEURQQCAYTD4a7XWMlkEnt7e30bK8dxCIfDKJfLqFQqbT3H4/FgeXmZWsMQBDHWkKBOEARxxnC5XFheXgYA7OzsgDGGc+fOoVAo4ODgYMSjI4jTRyAQwNLSEvXyIgiCGDMqlQr29/epb/qQEEWRxPRTQjcOA5PSh5UYPdQvm+bAClXqH4cs8EdPKpUaSZX62toadF03q7X7gdErvRsEQXB0eGKMIZ1Ow+fztfU64XAY8/PzFDMhCGLsIUGdIAjijMNxHDweDzweD3w+HxKJBBRFgaIoUFV11MMjiIkmGo1ibm6OBASCIIgxQlEUHB0dIZVKjXooZ4r9/X0kk0nwPI/Z2dm2g6zE5FMul5HJZEY9DGICuHJYwX5BgchzCLr4MysWkmBahyr1m/PgVL1n9CtXfTQnIyCbzWJ2dnboLWw4juvrMSuVSkfuMXaXy5PaJbUTU5ybm0M0GqWYCUEQEwEJ6gRBEISJ1+s1q9drtRquXbs24hERxGTB8zx8Ph9kWYbX6+26fxlBEATRfyqVChKJBAl7I0LXdVSrVQDA7u4uzp8/T/fIM0IymRz1EIgx58phBU9sFPH0bgWqziDywKVFz5kVC6lneB2q1D+OPcnglauUnDYKdF1HNptFNBod9VA6hjGGcrmMbDaLTCYDXdcdH+dyueD1esFxHDiOQy6X69hpxu12o1arObaaFAQBy8vLlGBJEMREQYI6QRAE4Ygsy1hdXUU2m0WxWEStVhv1kAhirPF4PFhcXITL5Rr1UAiCIIg7MMZQLBaRSCTI2n2MqFarZg9S4nSjKAqy2eyoh0GMMYZAeFhQUdEYeABht4BZv3QmxVOrxfkbHwyOejgjhSr1j0NJBuNDKpVCJBKZmOTAarWKZDKJXC7XVuV4tVpFIBDAzMwMdnZ2OhbTQ6EQFhcXoSgKDg4OGtYC1C+dIIhJhQR1giAIoil+vx9+vx+MMRwcHCCRSIx6SAQxlvh8PqysrFDPL4IgiDGCMYbt7W0S88aU3d1dZDIZhMNhBAIBCqqeUpLJpGNlGtHIWe4TbQiENY0BDJDFs2v1ThbnjVCl/nEoyWB8qFQqE5UcuLm5aToFtUsikUCxWDzxcZIkNQjufr8fCwsL4DgOsixjaWkJsVgMh4eHcLlcmJmZodgJQRATCQnqBEEQxIlwHIfZ2VlIkoS9vb1RD4cgxo54PE4bQoIgiDGCMYadnR0S08ecUqmEUqkEoG4LGggEEAgE4PF4ANSro4xg7LhXgDHGwBij9YCFWq1Gdu8nYLc6P4siqlUgFHngJfNn1+qdqo/vQpX6zlCSwXixv78Pv98PWR7/xAaPx9OxoA4A5XK5adKj2+3G0tISZFk2i3CMVpL29ZDX68Xq6mo3QycIghgbSFAnCIIg2iYWi4Hneezs7Ix6KAQxFgiCgJmZGQQCgVEPhSAIgrgDYwz7+/sT1SvdKhycVdmgUqmgUqng6OgIzyVqeCFRxflo3fKZ53m43W54PB54vV74/X4IgjDS8RrtBIrFIsrlMiqVClRVhSiKkGUZLpfL/CfL8kQkBfSbw8NDqk5vgZPVOXD2RFQSCO9C1cd1qFK/NRen3TQfFkbp8KHrOnZ3d7GysjL29/iZmRnkcrmmPdNbIcuyo+X7zMyM2fJudnYW8XgcgiAMdC6eXE/h8nYGksBD0XQ8vBjGpbXJcAnoJ/Z5OOvzQRDDggR1giAIoiPC4TAODg7a6rlEEKeZaDSK6elpiCItpwiCIMaJw8PDiaqKtQsH736QwSWMd1B2kDQTUoxq9mQyCY7jEAgEEAqFRiKuK4qC3d1d5PP5Y79TVRWqqpqV9waCIGB5eRk+n6+rYxqB00kJlDLGkMvlRj2MsYaszu9CAmEdSi6oQ5X6zpzl1hDNsK4ZDIeLxZAEVcPQ5qlQKEyE9bskSZiensb+/n5HzwsEAlhcXEQymUQqlTJjgS6XC36/v+Gxg4yNPLmewucu7+Jr145QqKooVFS4JR4uUcC//L7zeOvLVgd27HHjyfUU3vPYFRzmq+Y8VBQdAbeIqYALv/r6ixOxViSISYQiwARBEERHcByHYDCIVCo16qEQxEjwer2Ym5sz7WgJgiCI8UHTNBwdHY16GB1hFw5q6tkW1K3zUdMYPn21Lspag+KGWJvL5RrE9UAgMFDLdcYYMpkM9vb2Oq7w0jQNW1tbOH/+fMcBZyNwmi0rCHmkiQiUlkqlrqrgzgpXDivYLygQeQ5ht3Dmrc6Ju1ByAVXq26HWEM5cOazg01dzSJc1FGs6dAb85c0idDB4JR4RjzC0edrf34fX64XbPd5/k1gshkwmg0ql0vZzIpEIBEHA9PQ04vE4crkc8vk8YrHY0KryjXXQTrqMUk0DA8B0hqqqQ+BUfPCvbuCBueDYr436xeXtDLJlBdmSAsYY8poODkC2rIAB+PDjNwHgzMwHQQwTEtQJgiCIjolEImMhqFOGNjFMOI7D/Pw8wuHw2Nu5EQRBnFWKxeKoh9Ax9v7Bqs5Q1c6uTbYxHzWNoazquJas4kNPpZoGxa3iuizLOHfu3EAq1hlj2N7eRjab7fo1VFXFrVu3TCv4eDzelrhuBE7TRcX8ftyDpIVCYdRDGFvsFZWXFs+ukD7I/RztFScT4+/22vP+oVYZjyvUGsIZY15SJQ1lVYfAc9B1hppeXz8VajoYg2NS3iDQdR23b9/GPffc07TfeC/YXWq6da3hOA5ra2tIJpNIJpPQNK3l40VRbGhvx/M8wuEwwuFwt2+lK4x1UEWpJ+q5RB5VVQfPGHQAFVU7MyLyk+spbKZKkAQeIa/UUKHulngUKiqe2crg5z/1DF517zQefXj+1M+JlUlzdCImDxLUCYIgJohxWRh4PB74fL6RBq2prxoxTCRJwvLyMlWlEwRB9IFBrmcmUVA3LH6N6rOyylBWNXz5yeSZFNmM+fj01RyuJasoKwyMaW0FxWu1GhKJBGZmZvo+rmw225OYblCr1VCr1ZDP55FKpeD1eiFJkvlPlmV4vd6G5L2HF8MIeeoBekngsJkq4cn11NgGChljjnb4RGNFZVlhCLp4zPqlM/c5Bwa7n5vEvSIlAEzm323QUGuIuxifEVEAvrVbQbqsoaIyeEQe8wERmYqOkqKjrOqQBa6tpLx+oigKbt++jbW1tb4l9lltzut9sjncPxvE8/t5KJrelWuNtdr8hRdeaCmqRyKRkRcTWAXkeECGJHB41b3TEHkOn7+8h4qqoaLoZ0JEtjoWSQKHf/Idczg35Td7qD9x/QjPbGWQK6vIlBR85ls7+Nq1w1M9J1Y++o0NfPCvbkBjDD6XcGbeNzFcSFAnCIKYEMbN6jEej480aE191Yhh4fF4sLy8PJBMc4IgiLPGINczuq4jk8n05bWGzcVpN64nalD1MrQ71VVfXS/h2aPqmRQUjPf7oadSYEzrKCieSCQQjUb7et9WVRV7e3t9ez0DXdcdK7l9Ph9WV1fNIPaltSh+9fUXzaD6l587wFMbqZHvB5qRy+U6spPthkkUH+0VlV6pv8LYJM2JPbEA6O9+bpL2imTnXWfQ58QkQq0h7mK/fsoCh5p219r9rS+JAECD4G4k5Um8PrRzqVKpYGtrCysrKz0J0VYhPV2soVTTAA4AA/azVWg6A89zqKo6Pvz4TTy3l4Oi6R0lqyqKcmKFeiQS6fo99AO7gPz9D8w0CKSvuziHDz9+85iIPM5rpF6wOhZFfBKWo96G3vEPzAXxnseuoKbqKNU0lBQNpbR2qucEuPt5+ezf7yJXVqAxIF3izlxCATEc+tZc7Ld+67fwIz/yI7hw4QJCoRBcLhdWVlbw1re+FVevXm36vI997GO4dOkS/H4/otEo/vE//sf4xje+0fJYf/Inf4J3v/vdeO973+sYMNnY2ADHceA4DhcuXICqqo6v87a3vQ0cx+ETn/hER++VIAhiFFgXTtmygsvbmZGOx+/3w+VyjeTY1o1l0HV2M7SJwSNJElZWVkhMJwiC6BPW9cxhvooPP34TT673p41MJpM5MTA4zhhW50b8tabpSJXqldlXDgcrTo4jRqX6fXEXvBKPssLamg/GGI6Ojvo6llwuN9Rzq1gsYmtrC/v7+9jb28Pe3h4WXRWEBBWVmoJUoYZMqYa/30r3dBxN01CtVlEsFpHNZpFMJpHNZlGpVMBYd20HdF3H/v5+y8dcOazgT5/t/rw2hJXHns/hQ0+lJubzYYi8RkXlvTFX34TTSZoTY6wvJKooKTo8Etf3/ZxxPR33vaIxF19dL+KwpCJT0VCo1sW/s8QwzolJw5iTJ7fLABguLXrwsy+L412XYmdSTDeSLQo1HaoOx+voxWk33vhgED90XxA/8lAQEY8wkmtAoVBAIpHo+vmGiPyZb+3Ue4Yr9fWHcGeBqN25P4s8h0JFxVMbKbz/z5/Df/vaTfz8p57BOz/+v/Dv/+zKievrk1qz+Hw+yPJoP4PWfYOiMSxHvQ2i6KW1KH76e89hKuCCW6rLXBVVH4uYab+xVupHfBJCHgkPL4YbHmMkYP7wixewEPHAK9WdEk7rnACNn5dcWYHO7uSeMIaSomEnXcFnvrWDn//UM219LojWkAbcxwr197///SgWi3j44YfxHd/xHQCAq1ev4mMf+xg+8YlP4DOf+Qx+8Ad/sOE5/+bf/Bv89m//NjweD1772teiUqngL/7iL/ClL30Jn/zkJ/HGN77x2HHe8pa34OMf/7j5/Yc+9CH87d/+Lebn5x3HdePGDXz84x/H29/+9n69VeIUYNhMSgLfcQYfMTzGxd58HGhn4TRsOI5DPB7Hzs5O28/heR66rnd9THv2/lnvOUgMFo7jsLy83FZvU4IgCKI9DOvqqqr3tccfYwzJZLLPox0uhoCspfdQVutVV2VVx7NHFdx4ooofvRjCD90XHPUwh0qzSvXf+UaiZZWeYaXu8/n6khQ3isS6XC537GcLXhVeEdBlDtBUXL61i8+7Fbz83ln4/f621yyKomB3d7elLTvHcXC73VhYWIDb3f46u1gsQlEUx9/1qxLXWn1c09jQeuT2iiHyAoDfxeNHHgqeqYpso4J+v6AcSyzo51wAd6+nRrWqIVCP25yQnXcdp2STfp8Tk4b1M32WW0N89oUcPnklh5pW/5x4pMbK9GbnifUaMArXjmq12tXznlxP4cOP38RRvmr2C/dKAiI+qcHqXRI4TPnd2EgWkSkpYIwhXaohXQS2UmXwHIevXTvCb7zpO5uurU8S1KPR0cZh242D2l18jPkZ9/Y4nXBSpb6VS2tRXFqLHmsXMA5x5H5j/7xwHAePxEMWeLgkHuWadqxSnyrWe4M04D4K6n/2Z3+Gl770pcc2Wr/7u7+Ln/mZn8FP/uRPYnNz0+wh8pWvfAW//du/jVgshm9+85u4cOECAOCb3/wmXv3qV+Ptb387Xv3qVzdYizz++OP4+Mc/jv/8n/8z3va2t+H555/Hj/7oj+I973kPfu/3fu/YmDweD8rlMt773vfin//zf04BcaLhZlKoqihUVATcIqYCrlNrezKJON30z+rfx6lfUquF07AJh8NIJpNtWTpyHIf77rsPmUwG2WwWgiCgWq2iVmsv+97I0D4sqKhoDDyAsFs4sxtLO9Z+YqqGibB6HHfm5uaoZzpx5qBkNmLQGEEvJ3tGI8Bh9ALs5DwsFApdBy/HiYvTbmxWBHg1hvviLjx7VEGxxlDiGP7o77PYzipnLpHQ3lO9WNORr55sib+9vQ0AEEURXq8XXq8XgUCgK4cln8/Xc2JoPzDmwhCl/2aziCsHZeQLBVycdpvv0XifdrtZXdeRzWaxv79/YsU9Ywzlchk7OzuQJAnVahV+vx+BQAA+n8/RyrZYLGJ3d9fx9ZzW8kB3wq8hTNc0NvQeud1irNVfe94/kLW6VawXeWC/oODKYWVs5sPaG1vk0eA0Nijh1JqQM449uUdh5z2ubQEGmWwyiZAj390ErMc3SigqOhgDfDKHB6fcePG8u63rqFG1Pgp4vnNTYEM0PcxXUaioCHrEY32grXs1AHjPY1fAABQqKkSeQ1nRoLM7bj13nKAAOK6nm1VzAvVEwkAg0PF76BedCMiAs4j85ecOTo146mT1ftL7sc6JUVRoVKhP8lwAzvqO/fMC4FjbhLNigW8wiIJS0oD7KKi//OUvd/z5u971LvzWb/0Wbty4gRdeeAEPPvggAOA3f/M3AQC//Mu/bE4kAHzP93wP/sW/+Bf4wAc+gI985CP4t//235q/+1//63/hRS96Ef7Vv/pXAIDv+q7vws/+7M/iD/7gDxyPvby8jHPnzuHP//zP8dGPfhTveMc7+vJeJw37h+esVmUbN+OddBmlmgYGAIwhW1bAgJaLjNPKuFXqO/UI4vl6oObyduZM/G2sf5ObR4VjcxH3y20tnIYFx3GYnZ3FxsbGiY81gnKxWAyxWMz8WSqVwuHh4YlBPcreb8QqoG9nFTy9W0FJ0c1+jBGPMFYBo0kkFAqNeggEMTQomY0YJsZ55dTj71N/tw1NZwi47wZFDIG91Zq1VaXtJOISOPzIQ0HceKKKEsegM6Co6PjqeglP75bPXA9VqzCmaAwVjd2xxMeJ1cmqqiKXyyGXy2F/fx+yLJuis9frbSvozfM8/H6/Y9X4sLk47cb1RA2qXj5WjVwqlVAqlXBwcABJkhAMBhEKhSAIAtLpNNLpdMfW9eVyGeVyGUC94i6ZTILneXi9XoiiCEEQIAgCisUiisVi09fp51renmQx7B65nWIVkwcl6tqTLZ7cLrdMOBk29mrbS4tuzPqlgQu741q5b08wGIbr2jDOw154cKqe7HSW7m1OjOLcGCesTia5qoayWl8D8RwgC6c72cIQTUtVDX63iBcthfHT33vumMW59ftfff3FhhjiF6/uI1mogTEGRdPxzFYG73nsiuO+bnFxEbdv3z5W5BIIBDA/P99VUkC/6EZABurzc3k7A0XTkcjXoDN2KsRTw+ELQMeV5tZ9V7asTPw+367v8DyHQIvPi5PWYLXAn9R5cMJJU7AWlNoTDrqBNOA+CuqtMDISjL4blUoFf/mXfwkAeNOb3nTs8W9605vwgQ98AJ/97GcbJnN6ehrr6+vY2dnBwsICGGP4+te/jpmZmabH/pVf+RX8+Z//Od773vfiLW95y5nqgeqUreOWeFQU3TFANWoxdZA4Wea4RB6azuCW+L7aTU4CzSr17ZmPwx6T9YaIOwUPbpE/lbY0TtizUUWeQ1XVx34u/H4/gsFgWwHGXC4Hv99vfs9xHGKxGPx+P65fv+74HGNDlSppQ83eH2eMTXaqVLc+5TkOis5gtLos1HRIPDc2AaNR0m0VhsvlMtcvBHHa+eg3NvDBv7qBQlVFVdUnMplt3Cvrx318o8Buz2gEOKqqDtyxrcyUOFNgd9rHWNesp3Gfd3HajR+9GMInr+RQUnQoOkNF1VFRcSaFdbtgaCQStmMBb6VWqyGZTJrCsLGWDQaDTYPHuq4PtYf6SVgrtDXGIDosWRRFMd9nv9F1/USrWCuDqMS1JllIvD62ibbW3r9lpb5YH9QavVWyxSi4clgBV63vZ42/v1vkoDGGxZA0lBYW9srncThH7OfEsOy8jeSCTEVDSdHxxEZxLO4ddqH/lau+UQ9ppJxlq3e7kwnu9EJ2Cxy8MocfvTg5YnqnYrSTvbldHHTCLrA/+vA8Pnd5F8/u5rCRLKJY1SCLzsKhy+XCuXPnsL29jXw+D0EQMD8/j2Aw6OhCM0x6EZCN5xYq6qkQT4195JsfWe5avzESFBL5GgoVFZ+7vDuRcwHcfS+GvuMWeUwHXE0/L80s8E9TWwAnncfQFIyCUmNvbbjCqTrr+zjOigY8cEH9Yx/7GF544QXce++9uOeeewAAzz//PKrVKqamprC4uHjsOS95yUsAAJcvX274+etf/3r8wi/8Ah5++GG85jWvwbVr13D58mV89rOfbXr8Rx55BI8++ig+97nP4Q//8A/xUz/1U315X4wBv//ErbGp7LXTrBo7r+nggGMBqtNse97KMufclB9PXD86Zjc57My1YVaKNzs37BfWYQvrn7u8Wx+TUg9UGT2CRinwDzvwbSwKsnf6H9W1dG7kc9EOs7OzyOfzYKz1DbmZNXyzxfqVwwp+5xsJHBbrSRZhl4DvXhqPwLEh9APAYkgaqs26scku1OqLI67+SYbMc9BR7yc27IBRL/aB/bQedKrc76ZHZ69W7ySejS+T6twziHEbG6/P/v0ucmUFGgMEnhvbBC4rTtnX/aqs7/dcWy0L7eM769cKpwCHPQhgCOz2fYx9zX5aW3T80H1BrEXkhmqtinZ2hXXDvtUQpOwW8J3Oha7rZvW6KIqIxWKIRqMNSXWapmFzc7Nl9fWwuTjtxmvP+/HJKznojOGx53Jj2Q7A3jO939WW494n254EO4w1ejvJFsPAeO//+4oOnTF8fbMEgQN0ABwDvnSjgLXI4PdO43aOjOKcMLgQlyHygM6Aisbw9G5lLNoCjKuLwCg4y1bv1kQTw8nELfIIuriJW+PIsoxwONz24zu1N2+FdW39nseuQBaVlsKhIAhYXl5GsViEx+MZi6KCXgXk09RTvdU+shMeXgxDEjjojKFU0/C1a0cTNxdAY+JJPCBDEri2Y+XN2gJMqnuB8T4OchU8v583k9MNncfQFIyCUmNvbbjC6X0W1E+rBuxE3wX13/iN38DVq1dRLBbx3HPP4erVq5ifn8cf/dEfmdlZm5ubAOA4kUC9P1k4HEY6nUY+nzd7dgSDQXz5y1/Gv/7X/xpf/OIXsbi4iD/6oz/Co48+2nJMv/Irv4LPfe5zeN/73oe3ve1tfclQUHUdv/u1m2Pbg9suTlqrsSuKfixAZbU9f24vNxGB5XawVqY3s8x5YC54zG5yJ10eSrbWKHq62zO5ml1YhymsP7mewteuHdYr0wHE/DJ+4KHZkQnp9kXXMJwcrIuCkFcaC9cA+/isAX/797IsIx6P4+joqOXrNOuXLkkSXC7Xsd6n1xM15Ko6NAaAARWVjTxD2wgM/s1WGZlKfbHCc4Bf5uERB7/Zs26y/TJvBmKMYw9b3HcKlFrHYfR0b9bb3W5p18v8Navc76ZHp7Wf2EmCl118282U8fnLe9AY69oNZhAiWz+Tt4YlAvZ7zK2ce8ZtLWfQatxuiYdLFPAvv+883vqy1Y5f10iwK1ZV6AwQOCDoEvFDL5of+X2nFc0cXXqtrB/UOWK1LKyqurnetiYCSAKH+2eDmAm6j/VItAv7J301EiEmSah36vFnt6mz72Mqqo5DS2/Ily6f3jYdVhGZhPU6Thbw1rnoxupaVVUcHBzg6OgI0WgUsVgMxWIRBwcHUBRlUG+la1Stft3OV9vrKT9snHqmh91C39fy49Yn25rc+a3dCtJlDRWVwSPyuDfmGrhdsT3ZYljCtR1DJNXvJFwXajpcAgeAQ00frkX/OJ0jxrwM85wwuDjtxkvmPfjqegk1TYeqs5GL12dZQLYy6OSjccb63g3nGd+QYiv9RhRFLCwswO/3d1ThbcTwK6retzaPdlG5lXDIcVyDk+Qo6ZeAfFp6qlv3kcb33c7Hq+6dxme+tYOKqkPR9Imq2HeK1XebeGJtC9DrvA4Dp5iAtb2Dzhg4joNxyTF0Hrs7tb2tbK+cFQ3Yib4L6l/84hfNUn4AWFpawsc//nG89KUvNX9mWIN5vd6mr+Pz+ZDJZFAoFMzJBIAHHngAX/7ylzsa00tf+lK8/vWvx2OPPYaPfOQjeOc739nR85thVJFmywpkkR+bD18zcdLae9ApQFWoqHhqI4Unricg5nYgF/bxC29+De65cL8ZkAMmJzhnD7YagVCnfhrGIsO4GNmztZ599lk8//zzuP/++80eEL2OzW5vae3pPsjzSRJ4aBo7Vqlvv7BahXWnRVe/5sRIeihWNfAcB7fE4wcemsWvveFiP95uW8dv1rMcHACGtpwcepkPezbqP/mOuZG3YmhW+WcE/J/fzx+rBIzH40in06YQefPmTayvr2NtbQ3nzp0DUA9U6rp+zP6K4zjE43Hs7Ow0/PxCXEbQxaOi1v8ewRFvsK2BwZJ612KdscZgplNA++bNm/jaMy9ACSxgfmWtK9HbLj6/YsU7dAHdOhZ7UP9OoTz+8mYROhhkgUNNu/vV6O3+2vN+7N5eR2rvNpLSLNLyHIo1HTrrPhhszWg/VrnfRY/OUqkExhie2kg3fD7t4jiAhnuNW+JRqGpgrN7rLd2BG8yzzz6Lz37tKWxoYTxbDjYk9XSzUTipf1K34qD9mjWIDemT6yn8weefwONPPgMWXoAWXOgpyegk555xW8sBzmuFamITSmILxdgi5NgyqqoOgVPxwb+6gQfmgm2P3d4Kh+M4eCQefpfYlTjfL1oJyDeP6vsHw13oKF/F0eZN1BJbkOKLcMVX4BZ5s/rgo9/Y6DiJZVDniGE7WFX1xvW2pbUL0xm2UmXwHIcvXt3Hi5bCeH4/75hE0eqrmNtBLbkFMbII3+zq2CaKNMNuW9ksgGC9nj21kcLl7SwefXgOolLEPWHBFJ+//swLkPI7eNWL7jPXIpNMu8J6q/uo0/psUrFbwFvn4rDA2rIzdpoPXdeRSCSQSCR6HqNVXO33es2oRC4p+rGe8uvpWlfH69f54VRp2EvP9JMYZIVru3PiJArZ18DDEk6NZItirf/CdTvzYRVJea5eEWckHwOc6R41zH3duJwjdvF42P2gX7nqw7NHVRSq3MD+Bp3Mx1npFd5qToaVfDROGPOhBufx+aNww3v3SsNNNOknmqbB4/F0JKYbMfzM7jpqyS0E187j4cUX92U8duHQSOw1fjeOGALy/sYNJAt7+EK0jEtrP9D16016T3Ujhs9nt1He2Yf/JR4A93T1Wo8+PI+nNlJmHGdSKvadeqbH/TLE3A62v3UN/nLncXhrS4Fu4weDplWyv8hzKCsajCJzHgxCdgdSfg/fe+lF+O6XfKfje7G+5o0euzqcJQ3YTt8FdeONZjIZfPvb38av/dqv4dWvfjXe+9734pd+6ZcAwLQEbnWDOck2uFN+5Vd+BZ/97Gfxvve9D29/+9tNL/9eMKpI3RIPVWPYzZQbbOBHYSHaiThpDVAZtueZkoLU1/8E6cc/BgD48T/4d1h93TsQffmPQdMYXBIPgeeOBdA7qd4zAqKDzgYzbsLNKtOtWIN3RrZWoariw4/fxB/+19/C7/7m+8zHvu9978Mv/uIvdjUmp+A4HDKIBmWz+uR6Cp94ahMqYxA4Dj/x8nsaguZO47NX/1xai+L973+/+XkGup8TJzv+qYALjz483/N77eb49p7lAlfv72bt5VlT9WPuBb3Mh1XUKFY1RHwSlqPekYkZxpiazgsD9rNVaDoDf+fnVmeL1aAbs0IBv/d7v4cPfOAD5mu++93vNu1WCoUCgsHj/fLC4TAODw/xrZ18Q+Dx9Q8EsZ2tZw2OcoNtDwxyd/p5gatXqIs817S36Y0v/xG+9McfNl8r9qq3YPHVb+4469qpn9oweg/aceptBtz5zIChdmdVp9q+Fmo6FI3ht/7Lh5D46sfM14u96i2YesWPQdEbg8FAPVguiiIkSYIkSdA0rcFy1Sl46ZHuBi+7zWzXdR3lcrmh15TOWIM47nMJmPK7cZSvmkl2eU0H2B07S9TXM+24wfzMz/1yw70m+qq3IPLyHwMYutrwNfsc9yN5y2lOvnBlH48+PIf5sKfjalq7UHaQq+BLf/TfsPGF/24eM/K9b4H68v+tq9YkdvEYOO7cM8h7b6txtRKP7WuF9Df+BKmv3f3cRF71FoS/53+DDqCiam0HR1q1whllpr59XFahuFS7s1lk9XuPVxaw89U/RvKrHzWfv/q6n8D3/O/vwvP7eXz+23sdJ440c/DpxzliJG9++PGb5nrb2tpF4DgoqCfh6IzhKF/FV184gqazY8J+q6+Zb/y/5hoeAMLf+xbgH/2zviWKjMKe3i6wW8fy4cdv4qmNFHJlFRxUfOybtxFwCXALDKthGV//s49j68t/CAD4bTSuRSadVsK6033UoNX6bFKxz4XhINSOnfGg58PJ2jniEfpWGdusp/yzRxU8s1/u+Hjdzoc9aeCopOCvb5dR03TUNDaUSkNrn2yRr/fr7oeVdTtz4vQ5NMJZOmPwjUAcGtV8OFXZeiUOosDjnz4YMsXbfrV66oRB9VLv9BwZdfWx1QJ/EH+Ddq8jo+ojPwpazcmwk4/Ggff+9u/iTz7yQfP72de8Ff5/8KPme496h5d81G8YY9jY2MDMzEzLKnV7PP7Gl/4Hdr/8BwCAAwBfjr4Pl7qMO9uxJ/Y+s5XBex67MpZisuHcufe1PzZjAe/5n4C41X0cHpjMnurW+Pz2V//IPD9+/A/+HW51GYN3ci2YhIp9p57pib/+BN7z+d83H9OpLmGfi27iB4OiVRGmsfc3QvQ8B/Ach+r/+hTW/6J+jjz7cWCpyXxYnRv+6X/uTVE/SxqwHY71e9Q2FEXB93zP9+Dpp5/G3/7t3+KRRx7BY489hje84Q148YtfjKefftrxeZFIBJlMBrlcriE7oR02NjawtraG++67D88//7z58ze+8Y34zGc+gw9+8IN417vehbe97W346Ec/ij/+4z/Gm9/85rZf/6GHHkI+n8dvf/DDUDWGfEUBuxM859H4VeDqvSinA2545MH2ISnXNBzm6wt0w7az3WMbz1VqNVRTu8d+L0bmwAkSrKc/z3Hg+Xovhqqqmz/3uQTIAg8GwH2nYZc5Lkt/BoHn4HeLCLikvs9NuaYhX1VQrGp3xoqO5sGYQ05THOfj/PnzcLlcHY/pMF+BqjHT9qw+tvo82udtEHOSLtVQuZPBJPAcwl4JEe/xC4t1/nTWeD6FXRy2b68fe85Jc1KuaaiomqHJggPqC5k74+E4wCMJiHjlgX9WjPEY86HZ+obYz22dNT93eabixo0bx16/nXOkl89svzCESZ/PZ46p2byA4wDLuctx9fpf+/XOL2jY39k6dqzl5WVIkgSO4yBJEqoqQ0XVGs73QqWGRKEGTa8HoHiOg8ADEY9wxyJwNFQ1hnRZaxjX/5+9Pw+TLKvvO+Hv3WKPjIiM3LfKrKzqtSgacLcQotkkIWbUIBBCQh6P0I4leYB5X2PPKy8IzwN+PHo9Y2QJCYRlIb/WSKIHtVhksCSgaQRylWmaorq6tqzct8jIiMhY737fPyLPrRs3buw31jyf5+knuzJjOecu555zvr/f98cwgIdjwDEAzzFQNQMltXx/W5+shqZASe9XfaZAxlWGAcsAfp5BwMPW7KekGSjKOkpq+cNZprfHRdIMyGo5ikBUDMiWsYz0gWThGKeiELlkrD911fl4BCfnYbCCOeaQIAWn+8EwjLKwLilIlzSo+v1jzjIMPBwDn8CcLsqZto8Rz/NQdMZx7CbY7wPrz/Lfy2OebjjPERiGAQ8V2cOdqs8m1wjpV9jPYyrceGOh3n1M2tvJeGN/npExnbTTaT7U1M/T41vrnvHEZgHuvmUTyzDguft9sI9nFW21jLMMU/nMJc+lTp695BnXzGc4PWPtx4MEY5joKmSH+YhvfA7ghKbnnPa5QDefva0ek5rPHpgxO/epcY1MzZ9DXmWgavfnpSzLVPSxVrvItUK+3u1rxPod9uvRy7M1+15vjLH+hKY4XiPe8TmMhfxtzzHJ9apqhjnfb3Ze3W1Ksob9k5IZeGAd6WuNI+Mz8wj4vH2dUzQDsRdv1qbOOkcgz2AyVyHzC1ZXTds9K2R+NiqkSxoKigHj9Bh4OAZjvur5laIoXTkeZL7k4RnIqoGcrFfc2xzLIOxhEfaydT6lve/NinrF/AxA3WNgpZ3j4XTdkTkfaQHLAF6Obfj9bmCfKwON59f1aHRMrN9nn/+T50ajtQzDMOB5Hqqqur6h6PbaoZnjYZ+XcyyDuNcAyzQ/nnUT63qm03UC0Nx9U+u4dGMcaBXreOXG/dnsOOK0th6ENX83qHdMdJZ33GPoZNwadPIlCYd71ete7/gsWN4z8H1vZX7Gsqy5/2XFvh6oNYdvZ9+5Fq3sB/eDivWxKkM8dv94tKsT9APrfoumyo5rmk6OR7ooI1Msr+8Ao2pfZZCwnzcA8LI60vvV42o7x+T+sai9f9BLamlHTvvvZB8ButrW8fjZn/1ZhMNhvPjii660fRQ14Fq4nqFuRxAE/NRP/RS+/e1v4/Of/zwef/xxLC0tAQB2dqofokBZ4MlkMohGoy0fyHr8xm/8Bv7iL/4CH/3oR/HzP//zHX9eLOBBuiiDYRhoevnGI7cf+UkS99JFGUB3b0RRLT8YjVMhwtfCze/3cJgK+5A5kSA5vUBV7m9in66SdcOArhnlzEPLTZ4tGeZmPcMw4FkG2qmYbl0iarqBXElFSdZcHbSdNkSbFe3JcSATDUV1rpUnSVLVoOQkGMunA7KHK2dXaWTChEohvRtBBdZ2OYnjLHM/4MGO31PebC15Kyddhm4gnSs5vsfpmFjbYJ0w1go86cXDylHIOBWArEILOSfkvJbk8n+6YVRcu0Gm+WvE3o50US5vArdxz3aDqvNkOy724BmeZaBo9zcJyXiXq1En/aQgwuvnAAZQT2sJllFM4aIg319QAqcbc0Z5Q7JfiyqyQWld6NbamAw4bKwZmvM1YmgKGE4oi8MGUFCAkqpVLSLd3hxsts/WzZWcrCMr6jBgVAjkTot++0aV9aeoGChJzscjxAPBkK9izFF1w/H5STYfNVGDbmjmI4g53YwZ87Hw8Sw4jis/ozUNuq47fm89NE2D3+vFVNhXNW4QwbO8WVoWJQMerkp8A2A+G0gQkfWeAQzIsuOTF15Gh0aeoYaBgqSh5NXqjhGN7mM3grfIszInKciJqvl8Z2C5d09f28pPcoUbNZ69Ps6AyrHQT4+HjnKggqhWHxMy1kuK3vVxtnLeodR9rmeKMlIF+XS+dv+eth+P+0JEea7AQ4fTyBrxMpBZrvI5XZQhqZz99oOs6Y6Bct0S08l1yAAI+wTwHOMoYtd6JjsFW5joquP3MroKlhHAssz9+YYBiIqGg6xY8RxjmXJdPutxIv/uRmAjcP/esc4XyXc5CdeAs7Dv9LNUkJFy+E5DU5AThbYC90py+bhZNxhwGkDVi7VNI/weDuNBD1IF+TS42Tgdm2s/e/MlGZLBj9ymvZdj4PVzCJii6ul9Y5lfcKro+F5ZlgdC6HKLgIeFpGnQ9LLNtKwBx8Xy/Irn7gfbqTXmq50cDyIS6QYAuRxoCMC0vGZJACLv/rXnPZ2bpksacNp3hoF5DNIlre51L7dwPOoJyVYxnUHZhaMXYjpQPgYyWx4ZyVyr1vy6GeodEyKEWUVS4H6Qqf16s39vudYlY4otLMtC1/WK0lhEuGkX+/EwGAZZUW/7fDS6RmTVMPejgPvHogXn465D+k3uU1bpTMRt5r6pdVy6MQ60gnW86vQ4EJo5Hq2srXuB20EFdmodk0JJgsKxA3Mcuol1fyBfcl73coaK8YB/pPqu6zo0TQPPV0ovZO+eJO3oqvM10mhPsRXK83UPEjkRjFF/P7jX2AVEvcazr9PjYd3nbjbou1+Y10idNU0nx8PHc2AZBSxT/o56+yr9wklIJ/ssilhA2uE97RwT81g47B8kcmJPgwysOoGTdlQr2D+bzbp2PDphlDVgO10X1AFgYmICAHB0dAQAePDBB+H1enF0dISdnZ2qwvQkYuHy5cuutuPlL3853vGOd+Czn/0sPvWpTzV+Qx1YlsWb3vQmXFlP4VM17CmtP7ttGXFlPYWvXdvDs5tHVXWNW+HGjRt49NF3Vf3+oV/7JIIzEwh6ObN+sr3ONHe66V/WB8qTJQYMPBbLTGLZaRjGqfBRrnvx8z+wgl98sr0aIPbj8MendprEPvvnf2AF727xs4nt6NrtA9z5+Puq/v7hP/oS3vLyx0ybjPs1LWBeB5X2pDoCHh6iwnZUA7bVPty3CNFRlMtRVmEfj1fUsb93+hyrBSvSB7jtcExefPHFipolFRZG20cVFqfkAcCyDMb8QkvtaZdGx+PJi5NQNB0vq1O2wKlmy1vmVXzofY2vEaut716mhC9e24eo3r8m+mUp85WvfAUA8KY3vQn/8i+u45kXyyUPah0Xq90rUF07WlT0mtfI0i99HOGZMGStvGAs24CXF0z3x4nyMRFYo6Le4HsfH8dSHyy/6ll1XqzTHqutX2rvALd/t/p4vPt//0NsYLyq/rjAMgh4GLz2XACajgr7SFJP7W0PjeEdK92xeq+sZcfgfNyL7x2UkJcZU0jmWCAosHhwojX7yusJEb/zre/g6v9Vewyxjzn17o9Pf3MDn/jKHSiqalqJvnE1gtddWkQsFjM3JDVNw/r6OkTRWUyox9LSklmigFz/PosldyvP3Fo27HJyH9u/73xM/uSObpYiaTR+25+BAS/X1PjWCZ/+5gY+/tW7EFWtqfrO9X6S56aSPKl5PPL+GXMst9aYX/WFECreBAPga7kpfPnFAxznAcNgwLJlq+5ujbOfeu4e/uCFddMCP+DhMB8rfxeAipI3n//uHrIlDtrpvMluK26dN1rnCqHSAR599CdrHpNaVukVtbVZFpLa3lygnWPyu/99Dam8fPq8NxAN3O/T6mTIYmtf+5nsO31uknsOKNdQ31y7hQ+976drHg9yn5KSRtmSCt0wTueqDMCUgx29PAuWZQbG3o3QjrV6rTn8yz/wH5D3j5WzdS3zLnKM633Hp567h9/6uzvIiaoZPOQTOLPsxSAdr7+7vY9C/gQ7Jwqe3xOROzjAi7/jPBeZWojibQ+N4eKEp2XL227Ww7ZCstnIJkQrXE+I+EOHsiz6cRobDmPrb/6HP8VbHm79e2p9dy+OTzPt+OyLWdw+llCQdehGeX6l4/7c8kcnDXzQYQ7/zDPPOB73Wn2z/v47e2LFd/p4FmPe8vxkISKY76s3h3Sj7/b2lBQDPp6pO29bW1vD+xocDydrc+v8VYdhuhV5uLI49K5LEXx/l+asTlxPiPjPDte/9Vw0a7Nd75hcK8XwuZtZZESt6lw3+nyGYfDQQw+B4+pv0G5tbSGbzTZsZz3I8XCj7ECja4R8F6mHTY6FR0wAaG886wZ/fiOLz93MIivpDe+LRjRzTJ47qLR6J8elm+NAM1iPw5iXLa8vH+nsXm3meLSztu4W1nVvyMu6Vo7DSq1j8vj/+klI4fBAHIduYj/neiqDtd9znot838q5PrSwNVqdn83NzWF8vLJ+Mdm7JzWR+ewRbvz7xnusbkDWGI8OUI1osn9B1mvsyaHjPrzbx6MfpayahWhNJyUFcjKJb/9b94+HdY+8Ex3JbWrt3RPt6N1PnseNGzfwjne8o+q97R4T6z4f2T+w7qd1W68gbfjNz11HIgdzb6JZ7ajd40H2S91kFDVgJ3oiqD/77LMAgNXVVQCA3+/Hm970JvyX//Jf8PTTT+MDH/hAxeuffvppAMBTTz3lelt+4zd+A3/+53+Of/2v/zWefPLJjj+P1FyoVQPTeiN6+O7U5yAb9CclBQLH4Icenm5bqH3kkUfwkY98pKIe9K/843+On/3Vd1Y8aOwDr8AxptBuTgpOhQL1dNONbN6R+qg3D3LmoO1GzVInEabTWpdfuDaO/3TvFyrquE684T343CaLvzl4oSq4gAQT5DS9Ijpf1wwUZQ1jfqFuLXe3sIu/xAPTx7OYCntb+v6qup+RBcRe9zMVNTrf+A/ej7x/xvzu+wEGasXmftDLOQaadPN41Ktb38rxsNdXIdf9LuJYfkvlNbL8ll/El3Z5/M3TL1TdFz6BRV7SzMCCMR/fk2uiEVfWU3j2dqJ8fACEvLxjm+y1TK3jHxnvMpEFRF/3M8hYrpHY638GXHwJRaV8VzCndwfHlqP/SI3pomFgzC/g0ekgHh4fjM3Y9Gk2vZ9vvv6htZ7nnWQY38j8ckUN9fe///34xbe/qmpjsqQaEDUDUsnAF2/lIXDluuxkMOl2PTWv14u9kgpRY3EiqdANICWWoJ6OaQzKgkrYw2E8yONnX72A7zsfhyRJSKWcciOrj8v/66lX4FP7v4y/+ZP7x+OjH/2oOdGzjzkFSYMBqaLuuLXGtA7AI/D4n5+Ywz/4vkWEw+EqWzWO47C8vIx79+7VzBKoRSqVMgV1+/Xf6iLMPmcwRfmxi+De8vPY+NIfVB2Tp/wpXN1Imc+2F7Yz+ODTL5iipP14kLGmF+MrALznNct4eHas5jyonRrqwBKSY/+soqa8/Rqxju2k3tU/vqRAB/D/3NhBiViao2w1281x1qkmWyIn4d986SUk83LFvMi02WOAMS+Ptz42V3EerT8rr6vxqvmZ9Zg41ee219gm9brbmQu0c0y40wws7TS4sGynxuDpb+9A0w1zntjWHOU1y+C3ax8P8v6HZ8fwoc9dh6zqZacgo2wDbRiAqGv3M8ENAyclBR6eHYhaerXqhtej1hx+feFCRbBFXlRxdSOF5+4kHRfq1iDArVQRfg9nzg3iIQ8WYwFsHBe6urZplYtRBoF5A0B5rCbP3hdLv1pRozP2+p9BaHoZPAvcSIj4y9u5CoFjISJg56ScBeIkiDkJASSYyyqW9rvmp72uNhE+mfhi1Rx+/gd/Fl88imIhUQ44swYYNCOOW19DghlIHW+364W3egwA4BNXU1C08txKPk31yMvlOc2VwgTe/NPV8zOyZ2Htn70mODn3y1EPNjKK2WciJnMsA10v17NXdQ4zIQFvfbA3ojKZgwLASsyDT1xNwTDK1+ztYwkf+2bSUfRdXV3F+973voo6v9bjQa7/ekI1uQ/6GVBR6/oXVR2iCnxtvYgbR1JT12W9Y3LjVhaaga7Wh5+enu5YUCfHgwSYlBQDAqvjTlJuua31jge5V958IVR17h3crvsKqaUua4Z5X3ziaqqtsarRMfmEJcCgXzXTa2GtKc+zwEFewfWE2FH7Go0jd5Iy8pLe8tq6W5D2ZCXd/LfbbXE6Jpee+gXIYwsQlcE4Dt2EHOO8rJeDM2OLmHnje3Dw1U+br/mpX/hVvOUJd4XjQcHv9wOoFi8FjsGPvmz2dB34IJ731F77ukk7a4xuYd/DH/Ofrku+7zVI+rt7PKw6yqAIyQSyFnv340unewKvwF+PH9Rc97aLtZY2Wftd28mYf+s1jfburfqO07q3k2NivS/I/oGB+/tvH/rc9a5eI1fWU/jk19dwlJNQlDSEWtQJ3D4enTDKGrAVV2qoP/fcc9jb28M73/nOCisTRVHwe7/3e/jABz4Ar9eLW7duYXFxEUC5cP0P//APIx6P41vf+hYuXrwIAPjWt76FN77xjfB6vVhfX6+I5GqWWv75hHe96114+umn4ff7USqV2qqhXigUsLGx0fC1drHb7axkctPZM7I7zfa+ceMGbt68iYceeqjuDWgXE6wDcaPsPTejwezHwc0ooivrKfyb//uv8ML3bkAJz0KIL5rZ9yQr/34NrupsfJxmBHUzO87e3k/aIvwCHg6xoNDR9Vedqb6N7MEm+PgivBNLiIc8eGwx6hhg4JQR5SwYuItjYIGBjo+H04NeTm5BPt6Gb2IJ/Ok14uTccOrwbFowT4S8+Pd//5U9nbBY79NQqpzR+ZfHcfOa8Qks3v6KefyrH7vU8ueSayRbUiAebUFJbsMzsYCxmXNmtorTRqSsM8jLmikC/sZbH8UUkzVrIvcSq8jt5qbw2toa1tfXsbKyUrFZa/3Or28UUVB0UwhkLRPIVrNqWiEQCGBhYQEej6fmfVMW83k8dXkWc1F/1b2by+Wwu7sLVXW2YrZzcHCAbDZb8zljH3Oqs23LYhzbgtOJLMtYX19v2ULzwoUL8Pm6s8FhfRaGSgeOz16ncd1jy2y2Ho9uZx/3ikZzkU89dw9/8LfrSGQlGIaBf3K5fO39H9/jAeN+7dL5mB+/+RMv75kLij2w0Mm5J+Tl8WtvvID3vGa5pe+pd0wa3TO9csgh2N0Lah2PTp7JzcxX7RtYJVmFrBqQNL1i7jZIGdedYD8mFY5Bdyodg+znwB4ESK6Zh2bGMD3mw1OX5wBgYDagNE1DMpk0I+Cd+NKVG/jDr14HIvMIz5wz5x1O2bUqKenBAFMBHu9/TbzieUuy+VIlraJmuz3z2Q0BuZMMdSv2OU1B0SEebUE+3oEnvgD/5BICAou5MI+MqJsBBnah2Cl4wC4ys0w5CJDsLrAMECOuOh1mPbrVf6voTX6ymR3w2V387BsvYWH5vBlUAMAMoMifZpybLlunJ59jGGio7HPQdjy7lfXYyjGwZ+vXypy/NOVznK82+oxBEgmtOGXUV7g9NXld2o+JNbiGY4F3XYq0FDDBsiweeuihpjKD9vf3cXx83PRn18Iu7nZy3modj1pZvm6NZ25ivaZLitFxhrbTfdONDHC3sd4jbo5Xtda9vcgIbwU374tGrK2t4c++8SKeL8bBxRer3PgGcQztlHr7Kj86mQGf3XPcGxlkWh3PHnnkEfz3zYyj26V9/6LZffhRoJk9/G4eD7KPkC4oPc1CrkejjPFuHo9+BxiQfYO8pN4PuG9i775bx6RbWlut72rWobMRrR6P5eVlBIPBlmqonzUNuBauCOp/+Id/iJ/7uZ/DxMQEXvWqVyEejyOZTOJ73/se9vf34fP58OlPfxo/+ZOVVpUf+MAH8LGPfQyBQAA//MM/DFmW8Vd/9VfQdR1/9md/hne+851ttafRwbx+/TouX75s1q7spqAOdM9Gw82brlv0wkKlF8ehlk2v0yBvzxgEYP6u21YyTsfCzc1z+6bst9aOTeGcZQCBYx0DDPp1bZJJktWGt9PAglqfbQ+uqBdsQQQOL8+1Jah0gv0aIRmdH7/ldaU8hT2oBgDOTwRxkiugWMg6Zq1cT4i4m1IwMzkBsJx5nxwfH2N/f9/lI1CNU3aVddMt0Ia1ebt8/lYWn7mercqA6ubifnx8HLOzsxVZ3U4R1M3cN6qqYm9vryqbhmVZjI+Pg2VZZDIZ+Hw+zM3NVdUTs2OdyNpLRliFoPmYv+lrVpIk3Lt3D5qmNXwtIRAIYGVlpSrzvZfYAx2sQTqdHI9hptZ49vt3/VUiYK+ORb3gh14I2vYSI/Wz3ruPU6ClXaztlcBvbcufXN2qCHbt1Tyt3zSaz9qDAFmWwWTYW7WB0G+LRMMwkEqlkEgkmhrLyXOeWLxbbZqtgqjVXcrHMbg848Mr5nzm3MWegd1NAdltAYocgxtHIq4dSBBP3RlIMADpCzkAdqHYHjzg4RiUFMNRZO5GgEGnONmg5yTdXMPYRXCeBaJ+Dvs5FTmpWky3Owg59RlAyyUFukWt7PJG56qWGNLtuanb2PvRjghu/Sw3hFi7DXAtVFXF7du3oet6y221YxdP3RIQGwnHgyioA90VU7slVHeDXgv/1mfyIByPXpwre/C8YQBBD4NHJn0jm5lO9jV0wxhIN592aWU883q9uHjxouO+5FlZr9txCkLvx37xoOkptUqMdkvEtWMNMOimeGyHXA/lsniKWRYv6OLefSdt62aCLPmObiWHNkM7gvpZ04Br4Yrl++tf/3r8+q//Op599llcu3YNyWQSHo8Hy8vL+Imf+Am8733vw4ULF6re9+/+3b/DY489ht/+7d/GX/3VX0EQBPzgD/4g/vk//+d47Wtf60bTHLl06RLe9a534c/+7M+69h1WnlgZx7WdDBRNR7pQzorr1B6xUzuIXtELO5kvXNvDbrpk1pftxnGoadPbgtDUC67tZHBSUrp2TdhtUO4kcthNi9ANAwzDQDsdoAJCdYBBPzZdiQ0vANfPk/2zSVaXvQRCRY1fm61vP44JuUZOTsVJ/fScuVWSoN49n8lksLOzU/V7Yk3JMDLOnz9v2mKFQiEwDAMX4r5qYrdvtW8oe3gW4wGuZwvdtz44hpWYp2f1R2tt5tntn5q9Vnmex9LSUvna0nXzJ8dxZp3IqamppttHvrNsuYSKrNt2xTiv14upqamWgjWKxSLS6XRbEZNuYS87YS+p0WtxchCwP5uJ48Y/fP1q34Q+6zXr4dmeC7aDZOMH1C6T0I/noH0OM6g187pJrfkscdsh8zivJQjEqXxSP68zXdexu7uLk5OTpt9jtcAGUGFxa83EJg4xAKAaBm4ciXjhoFTlrvPacwHTHt4uNHazLEsnkGNwMeHBQT6FvMRUiMYFuezYQIR0ci14bII7sU1XTwMJrCJz2DuYFvhALRt0mBnrJVXHekapmAOmSzp0GPALlTXBX3suAE1HlSjp1OdB6DtQ2wbdboP/6efTOD/uqbi+7UGmw2hNTM6/VeD53EtZ7JwoLQmoTmUf2r3nU6kUYrFYw2BNnucxNTWFg4ODlr/DzqUpH+4kZah6yQwqasUC34nrCREHeQU8y2DMO7hjoBP2++LKTqmjY0EYdKt3O92wfnfCKqQPUqa+9b7ohvW7NaCppJYD0VgG8HDs0I2l9bAnKViDB+Bje1r6ZBC4nhCxV1IRP9rAVqoIgWMxEfYM1P5xr7FnIRNnvX5oGU5lBntdysqesHaUkyAq5THIbnHebez721upIq6sp3pWqrZwWm7SWhav3/eIff/tr186xNWNlGsJsrUCSwZN17NDNeAyrmSonzVazVAH3LXPGLRIqn5yZT2FDz79AnbT5bp/vbB1tX73oG3G9tqmhTwEDrNilXjc74eftY3dOk+1Sh7U+vcgUC+jsxfjSC6Xw9bWVk2RnGVZrK6uwuv1mq/f3NzsWntq2bcOg41lJ3Ach6WlJQSDwX43pSlqZd22e2/puo7bt283bU8PlK/NBx54oGFWfS9w+3iMCl/5ylcAAG9605v63JLBnCNQKE7UciQZxKx9VVWxtbWFYrHY0efYs+Psm8D30rKZmWydrThloDdTZ7wdupnRae0/gArhhwQYONWWr2WbTkTmyYAwMAJ6I5wy1omVOQkqsLoUEacCa/8GLcuyWWrZ4IunQg9QvtZ5tjLI1MezmAoNhuNAu5B5PxGTW5nv2zPTfTzTsYPVyspKU3NxXdextrYGSZLa+h4rdreCTty4ms3wHtQMdYL1uvBwDN6wEsSvPBHv+PMG2erdTjeztIchW99tt4J6zxiBZRDwMG27ZAwiTkkKsnY/eCDq4/BPnpwYqHPeLo3GM+v1bi1reNYC3+1cWU/hH/3x8zjOSxVZyP3O1O+H1bmTmDoISRLdcleu9V1Orn7tlsXrJm5n7zu5EfSrZGM7GeqUMv3fFT4jWDNCOtmYGpbM9F5RzvwvZ034BBavf2CyL5lOg4Jb11kr30e+Y1DFg26eJ/tnN/r3INDvjM5wOIyZmZma2cG6ruPevXt48MEHwbIswuEwFhcXsb293ZX2kIh8WTOG1sayFTweD+LxOKLRqJkxPgy4fS+xLAufz4d8Pt/0e3RdRzab7WuWOmEQxxZKJfQcUYaFdh1Jeo0sy9jY2IAsyx1/lj1j3f5vsjFszWAmGer27Ev7e4cBe5vf+/i4Y4CBXSi2Bw/0wkmnWzhlrAssUxVUEPLWziAcxnMP3G+3XfC5dihCVMvqebkEQvn/RynIlMz7i4oOUTMgqjpEtZyl/fxeydFpoF4N4E6zS5PJZFOCOsuyWFhYwL179zp27rJnZZM+3T6W8ImrqZaEzjtJGXlJN4XjmZAwlNfHxQkPeBbQDUDUDDy/J3aUoc1zgGYAfoEZmoz9bmVpOwVwuPXZbuKmW4FdXCZziKBnNPcZSLBRuqSV3U4AMDDAoFw+pxw8MDqZ+PWwXu+SZpSPgmHgpKTAw7NYGg8M5By72xAdQ1K1gc1C7tUaqFYZv6JhuOIY2gndcle2J53ZgwnG/IMdcGLN3nfDNYC4LBeVctkyH89iaggy0ymVUEG9h3S6uVorM/0s33T2ge2py3N9blH/6dcmPhUPhgfrufrKV+4BAH68B/VxCI02gjRNQ7FYRCgUAgBEIhEAwM7Ojuv272Tx3CuL9X4RDAYRj8cRDof7Wgd8UNA0DYVCoeX3UVMfCoUyqgzSPK5YLKJQKEBRFPM/SZJ6NgY7zQ1GeY7QKMCg0e+HHev5bhRUMErYgwq2T2QkCppZVz40guJPLet7Iqz/zVrBrCnv5xkzuKJbtve5XA6SJJnOXPXw+/2Ynp52zfqdXOfWrHvD0PDZF7Pma+oxzFbvdi5N+fDKOT++tl6ErOlQdaNtwfd6QsR/vZuHphvgWODNF0JDc+90w/qdBF3IWtntopyBOJjXihtBBU7ism4YCA5RuYxWnn/24AFSImXUkxScsJ57WWuuhNKoYxdPRUXHmJ+Hl+cGKgvZzTVQvfJm1gRJYu1uvUYGQd9xUzy21yAnZVFJqbF+Wv63gpsJsl+4tocvv3iAolwW0+MhD37k0ZmBDCSg1IcK6kNEt+tjDyO9jiajUCjtoSgKOI6DKIpIJBINX5/NZk1BHSiL6hzHYWtrC7quu9q2Ud0gBsrW7ufOnUMgEOh3UwaKfD7fljDTikU8hUKhUFrDMAwkEgkcHR31uykjPTegVNNsUMGocmnKh/e/ZgLPbZSDDZ3qwY8KVjG5Vk35nKQjJwHHRREa7tvee3gW44HOM9OtJJNJzM/PN/XaeDyOXC7XVlCoE6QPZUcOralMdbt99zDUCG+GJ5eDuHEkIS8xHYnJREAWVQNjXhaq1qUGdwGnLG3i3NDK+bW6X5Cgi6iPc8VKvds4BRV8/lYWOyflbE0yNtqD7UjJGKvrg1VcdsPRohe0Yn1vFZBF1YCfr10iZdSpDCwwEPJyCPs8eMNDg1lCqVPqicbk70RIt4un/bC17gW1bNy9PIenLs9C1Y2aWdmDdI10w12ZWLofnEjQdMOsszlMmdluJcgSZwIwQEDg8COPzuBf/dglF1tK6RVUUB8i7JFCwzDo9IJByqihUCjVHB0d4fDwsKX3nJycIB6PV2RshEIhrKysYHNzkwqbTeDxeLC8vAyPZ/AyAPqNKIptvS+TyWBqaopm+VMoFIrLqKqK7e1t14QiCoXSGm4HEUxNTcEwDGiaBlVVkc1mXftsN3AS1okQxjLl+vFaD2zvM5kMxsfH4ff7G76WYRgsLCzgzp07rgUYExHVKVN9PS1XiIWpolaVsR/1cUNr9W7FDcvvUcjat2ZpZ8SyPbO1JEKj69+esUwylYcl6MJ+HXxjs4iCUq59DpTdO3x8WSgnVu7kJxk3iJPFMIrLJCDEeu6d7gOn8zwsQQPd4E5SRkE2IOlA2C+MrGgMODvnWu26AVQJh8Bwiaet4mTjbugGJFUHCxV/9K1NeHm2/O8hyMp2211Z4BhI6v05VUDgEAsKA2vx3g1IgixxJggIHOZjfuqyPMRQQX2IoNnYFAplGGmlTjVB0zSsra1heXm5Irva7/fj4sWLKJVKkCQJiUQCmjZEof89gud5nD9/HjxPH/NOhEKhtjIgFUVBPp9HOBzuQqsoFArlbGIYBra2tlAsFvvdFAqF0iY8z5sBr8FgEBMTE2DZcqYnucdzuVw/m+iIU015kmlKMrC7mVVrGAbW1tYQDocxPT0Nn6/+dwiCgOXlZRwdHbXtuGTHKVP9xpGIFw5K8HAMRNWAfpqoz8DURwbavrsd7JbfsmY0ZYE/aln7JEu7qOgVJRFqiatWiCBL7M7zsg6BHa6gC+t1kJd189oHAMMAikr5X6pe+ZM5fVU3nCx6hf3cy5qOVBEV94FTZvqw2Nm3i/X5cJ7V4eEZ8/fPbRSQKmrweniMC6Of/EaEwZOiAsMwkC7KyBQZPPOdXTx7O4HJkK/C0vwsiKd2sdQUz43ysxOGAVHVwIAZ6cACgt1deTkeQDIvQ9F0CBwz0tdCLawJsmf1GIwadKd9yKDZ2BQKZdiYnZ3FxsZGy1nluq5jd3cXq6ur5oYcULYxD4VCCIVCkCQJqVTK7SYPPVNTU1RMr0MgEIDH44Esyy2/N5VKUUGdQqFQXCSdTlMxnUIZcvx+P3w+H1iWxcTERIWbD8MwmJ+fx927dwfWZcqeod9KHWE3yOVyKBaLeOCBB8BxXN3XBgIBnDt3Drquo1AoIJfLIZfLQVGUtr/fnqmek8qCqKobMCyCIgPAJ3QvY7/fEEFR1gzTAv9j30xW9NUp+GKUsvbtWdpmSQQHcRVwtngPeVgzc3kYgy6s10GzGeqjUDfcfu6Jawe5D5ajHmxkFPP3ZyEz3Z6N/8GX6WBk4M++lsDtYxkZUQPDMGemFjIRBiVVR15UwbMMJFVHUdFQTGs4ysnQdKPC0vysHBPgvljKswy+eG0foqpBVPSqTP6zcjwifgH/9C0PA8CZTg6lCbKjB91tp1AoFEpX8fl8WFlZwfr6esubaJIk4fDwEDMzM44229FolArqDkSj0X43YaBhGAbT09PY3t5u+b25XA6yLDdlpW8YBkRRhM/nozbxFAqF4oCqqi2XhaFQKINHLperm2HN8zwWFxexvr7e45a1h9sW+M2gaRqSyWTT5YVYlkU4HEY4HIZhGDg8PEQymWz7+ysz1YGSqldkqDMMEPVyePXi8AqGjbAHFhRkHTnpvu25XVAkNt8k4mBUsvbrlUSwBhlwLPCNzRJkTa8QlV97LmDWGx8Wu3Mr5DqwBk4A9WuoD2tf7VjPvf0+OC6K0HDf1n7UM9OBatcF/TTC6Nt7IhSjHHDEGAZKsoal8cDIC2VWYVDgWKwd5Stqpau6MfCW5m5TSyx9y6XZurXmR5Vax+Ms9L0eNEF2tKCCOoVCoVC6jtfrbVtUPz4+hizLWFhYqMrY8Pv98Hq9kCTJzeYONQzDVGT0U5wZGxtDMBhsq15vOp3G9PR0xe90XYckSZAkCYZhgOM45HI5pNNpcByHxcVFhEIht5pPoVAoI8HBwQEt3UKhjAhHR0dYXFys+fdgMIjp6WkaRFOHo6MjlEolzM7Owuv1Nv0+hmEwMzODQCCAnZ2dtmus24VEaw11ACMrpFuxBhYomlFhe04EReK0T2y+ffxoZu3XE1f/Zq0ARa8sB5A37lu8v/XBsX43vyP6EVQzSDjdB6QG8jDb2reK3bWCYcrW/5phgDkNNGIZBrGgB5cXov1ubk+wC4NX1lP4wrU9PHv7CIqmj7ztvRNOYulZFlDPct8pZwMqqFMoFAqlJ3i9Xly4cAGpVArpdLolW8JcLod79+5haWmpYnOJYRgsLy9ja2sLpVKpG82mjCgMw2Bubg537txp+b3ZbLZCUE+n09jd3a35ek3TsLGxgXA4jJmZmZY2SCkUCmVUyefzyGQy/W4GhUJxiZOTE0xNTdWd50xMTKBQKCCfz/ewZcNFPp/H3bt3MTU1hcnJyZbeOzY2hgsXLmB7e7vttdErF8bw2gcCCAQCKBaLyGazbQv0w0ot23NTUGQZ6BgNm+9mcBJXZUs5AAZlO/SQZzQy9Cll7PeBqhvgWYz89W7FHmQUxDFKqoFxPwevwOHRhRimx3wjb+NdDyKeXllPUUtrCoVyJqCCOoVCoVB6Bs/z5uZQPp/H9vZ20xs0kiRha2sLFy5cqLBBFAQBKysr2N3dxcnJSbeaThlBvF4vJicncXR01NHnNFv7l9S4PHfuHK3DTqFQziyGYSCTydAsVQplBDk6OsLCwkLNvzMMg4WFhYGupz4IEAv3QCCAYDDY0ns9Hg9WVlZwcHDQdGksjuMQj8cxPj4Onr+/TTg+Po5UKoW9vb2W2jAKONmeWwXFYbY0b4da9bU9HAMPV7Z5nwwIZ+Z4nBWs98GdpHwmz6/VrWBrK4OAZuDtj0bxg4+t4tWrrQU9jTI0K5lCoZwVqKBOoVAolJ7DMAzC4TBWVlawt7cHSZKaEtYlSUKpVEIgEKj4PcuyWFhYQCAQQCKRONP2sYZhQNO0Knt8ijOTk5PIZDItOSbYLfVr1Qsl2K3lS6USFdQpFMqZJJfL4eDggJZqoVBGlEwmg6mpKXg8tTNUeZ7H0tIS7t2718OWDSeiKLYsqAPluerc3Bymp6eRz+fN/+zzXZ7nMTExgfHxcXN+q+s6dnd3IUkS5ufnMTY2diYFdQIVFO9jPxajVDucUp+zboFvxcsx+Ec/9DAikUi/m0KhUCiUPkAFdQqFQqH0Db/fj9XVVQBlkXF3dxeiKNZ9TyaTqRLUgbJIH4/HEYvFsLOzg2w225U2DwOKolBBvUnIhuPm5mZL77ESDofNLHePxwOv12v+9Pl8EEWxQlB3un4pFApl1MlkMtjZ2el3MygUSpdJJpOYm5ur+5pAIIBoNErLPjRAlmXz/3VdRzabBcMwTQs5HMchEokgEonAMAzIsox8Pm8GKEej0Yp5rWEY2NvbM12/Dg4OsLKygnA4jFwu527nhgwqKN6HHgvKWYZlWYyNjfW7GRQKhULpE1RQp1AoFMpAQMT1ZDKJRCIB47RGnZ2TkxPMzs5W2L5bYVn2zNX5s5NMJuvabVIqCYfDGBsbazoIwx6s4PF48NBDD9V8vb2GJRXUKRTKWUPTNBwcHPS7GRQKpQekUilEo9GG852pqSkqqDeA1KMXRRHr6+umC5ckSZiammrpsxiGgdfrrVnjntjMW88JcRqIRCJnXlCnUCgUhmEgCELNvSgKhUKhjD5s45dQKBQKhdIbGIbB5OQkLly4UNNGW9M05PP5mp9hGEbTNa1HlUwmc6Zt79thdna2KvO8FoIgtPTZVtvTQCDQ9PdQKBTKqHB0dETrJVMoZ4idnZ2GAa4ejwfj47Teaj2I+L2/v18xt08kEq4GIxiGgYODAySTyYrfk6CIcDhMBSTK0HI9IeLPb2RxPVHfCY9CaQTHcXQspFAolDMO3dGlUCgUysDh9XoRj8dr/r1eBjvDMOD5s23AwnEcFW1bRBAEzM3NNbVAblQz3Y7f78f58+cRDocxOTnZbhMpFAplKFEUBcfHx/1uBoVC6SGyLOPw8LDh66ampmiZojqk02kUCoWK0kEEt8pbGYaB/f39qnGa53nT1pjjOGpxPCKcNXH5ekLEJ66m8LmbWXziaurM9JviPl6vlz6vKBQKhUIFdQqFQqEMJuFwuObfSqVSVQaFlbNudz4+Pk4jp9sgGo3i4sWL8Pv9NV/DsmzTdSutBAIBnDt3ru51TaFQKKOIJEk1g+AoFMrocnx8DFGsL17xPI/V1dW6c6+zTCaTwfr6uuPf3BhXdV3H7u4uUqlU1d94nq8Qj2ZmZjA1NYVoNIpgMAiPx0PXG0PE9YSI371yjI998/hMict3kjLyko6spCMv6biTlPvdJMoQwjAMFhYW6o55uq6jWCye+fKDFAqFMuqc7RQ+CoVCoQwsjaJ/Dw8PMTY25lgHMBAIYHV1FYlE4kzW+6P2me3j8XgwPT2NjY0Nx79Ho9GG2f/ZbBaHh4dmZk89twUKhUIZdejGIoVydjk4OMDy8nLd13g8HiwuLuLOnTs0+KYFOh1bNU3D1taWY/Y7cD8YighIgiBU1W03DAOapkGSJJRKJRSLRZRKJSiK0lHbKO5CsrQTeRWiZpiZVXeSMi5Ntea8NUxcT4g4yCvgWQZjXhYhL4uLE57Gb6RQbMzNzdUN/NI0DZubmygWi/B6vVhYWKCBYhQKhTKiUEGdQqFQKANJMxtq+/v7OHfunGOksN/vx7lz5yCKIo6OjnByctKNZg4c0Wi05RrflEqCwSAEQajaDGQYpqlghUQiAUmSIEkSCoUCQqGQY+AHhUKhnAVo7XQK5eySz+eRzWYb2oWTeuq0PETzdGI9LMsyNjY2IMu1s3UNw4Asy3XnsKTUFs/zCAaD5u9VVUWxWIQkSdjd3YVhGGBZtmsBVhzHme0QBAGCIJj/z/M8stlsXXezUYdkacuaARiAhx99cZkEEeQlHTwLPLHgx5PLwZEOIKB0h1gshlgsVvPvqqpic3MTpVIJQDkYaW1tDbOzszSwnkKhUEYQKqhTKBQKZSBpZsMln88jn8/XtdH2+XxYXFzExMQE1tfXRz5Tjmandw7DMFhdXUUul0OhUIAoivD7/YjH4w3rp0uSVGVvmkqlMDs7280mUygUykBiGIajlTCFQjk77OzsYHV1tWFwocczuuJeN4hGo229r1QqYWNjA5qmNXxtNpvF5ORky99hrb9OAn0ffvhhqKpqBp2S/2RZrhDD7f/PMIwZPG39Sf6fZdmG7lF+vx8Mw+Do6KjlvowCFyc8CHnLx4hngVfOjb64bLV6H/OymAkJI91fSnfw+Xx11/GKomBjYwOSJFX9LZPJUEGdQqFQRhAqqFMoFAplqGkkqBP8fj/m5+exvb3dg1b1B47jqLWYS/A83zAa3QknJ4R0Oo2pqamOMokoFAplGCFBSRQK5eyi6zo2Nzexurpady7E83R7qlk4jkMoFGr5fcViERsbG00HGCcSiZoltlqFYRgze7ydtnf63dPT02AYBolEoqffPQhcmvLhvY+P405SxsUJz5kQlq1BBKOejU/pDhzHYWlpqWbATiOnD6trB4VCoVBGh/phnBQKhUKh9AmO4zA5Oelo525FlmWoqtqURXwkEhnpKOFgMNjweFG6i5NwpOv6mSk5QKFQKEC5luT+/j42Nzf73RQKhTIAyLKMnZ2duvP1sbGxhk5AlPtomtZSzflWxXSg7DJCLNtHgampKUxMTPS7GX3h0pQP73hk7EyI6cD9IIK3PTSG9z4+fmb6TXGPhYWFms4phmFge3u7btmMZpI+KBQKhTJ80BBgCoVCoQwkJJMgHo8jmUzi+PjYcTMnl8vh5s2b4HkeS0tLCAQCdT93ZmYGmqYhk8l0qeX9o1HfKd1nenoaoihWLa5PTk6oHT+FQjkTGIaBra0tFAqFfjeFQqEMELlcDolEAtPT045/ZxgGs7OzWF9f73HLhg9N03Dr1i0sLCzA7/ejVCpBFEWzVjnDMBU/AWB/f7+t0lfFYhEHBweYnp5uaK0+DExOTtZcV1JGi0tTPiqkU1qGYRjMzc3VFcTT6bRZM90JlmXp3gyFQqGMKFRQp1AoFMpAw/M8ZmZmEIvFsLOzU3PhoqoqNjc3cf78+bq2hAzDYH5+Hn6/H/v7+91qdl+gWT39x+v1YnV1FZubmygWi+bvm6lTSaFQKMMOyWakYjqFQnHi6OgIPp8PkUjE8e/BYBDxeBzHx8c9btlwsrOz05PvOT4+Rj6fx/z8/NCLRBzHIRKJjGRwNYVC6YxAIID5+fm6+0mGYeDw8LDu50QiEeocSKFQKCPK8IeXUigUCuVM4PV6cf78ebP+nROapmFzcxOqqtb9LIZhEI/Hcf78+ZGq1zgKWSOjAMdxmJmZ6XczKBQKpeccHR1RkYJCodRlb2+vbnbw7OwsLl68iImJiZGapw87kiTh3r17uHXrFjY3N3F4eIhsNjuUQaOjXAKMAlxPiPjzG1lcT1SX4joLnPX+twNxSFlZWakrpgPlRI5G414sFnOzeRQKhUIZIOjqhEKhUChDA8MwmJycRDgcxubmJhRFqXqNLMvY3t7G8vJyw6jgQCCACxcuYHt7eySy6TiO63cTKKf4/X7TghMAjVCnUCgjTz6fRyKR6HczKBTKgBMKhRrOi7xeL2ZmZjAxMYGtra0K1x9Kf1EUBYqiIJfLASjPcYPBICKRCKLR6FDMef1+P6anp5FMJocyIKAVridE3EnKuDjhORP259cTIj5xNYW8pCPkZc9c/XRr/3kWeOWcH08uB8/UMWiVZrLSCbquNxwzPB4P/H6/W82jUCgUyoBBU9koFAqFMnT4fD6cP3++psV5oVBo2s6d53ksLy+PRBQxzVAfHBiGwczMDDweD4LBIKampvrdJAqFQukqVEynUCjNMDs72/RryTy9lkU8pf8YhoF8Po/d3d2heA5cWU/hU8/dw1/eKeAbRx4kmSii0ehIrqOIuPq5m1l84mrqTGQs30nKyEs6spKOvKTjTlLud5N6Cul/RtSQKGj42nrxzJz7ViHr9Way0gnNBODEYrGhCCyiUCgUSnvQDHUKhUKhDCWCIGBlZQXb29vI5/NVf0+lUpicnIQgCA0/i2EYzM3NQVVVM9tiGKEZ6q0jiiLy+TwYhgHP8+A4DjzPg2VZcyHMMAw4jmt5YRwMBvHAAw90o9kUCoUyUBQKBZpBSqFQmkLX9ZZez7Is5ubmkMvlWn4vpbccHR3B7/djbGys301x5Mp6Ch/63HUkchLyooqwj8dk2IsPv+0SHrswhZ2dnZF6llnFZfLvUc9UvjjhQchbDo4IeVlcnPD0uUW9hfS/qOgQNQOypiMvMWfi3LdCMBjE3Nxc00J6K0SjUdc/k0KhUCiDAxXUKRQKhTK0cByHxcVF3Lp1y3GDrRUBlGEYLC4uYn193bTpHjZoJHR9SqUS8vk8ZFmGoiiQZRmy3FzWAsdxppWl3++nx5pCoVAsDENWIoVCGQwKhQI8ntZELo7jMDExQceaIWBnZwerq6tdEao65dpOBiclBSdFBYZh4KSkwMOzuLaTwRMr41hZWUEikcDR0VG/m+oKZ1FcvjTlw3sfHz9TNvdWSP+f2yjg+T0Rqm6cmXPfDDzPY3Z2FmNjY22t5xu9JxQKNZXQQaFQKJThhQrqFAqFQhlqOI5DNBpFKpWq+P3k5CR4vrXHHMuyOHfuHO7du9e00DooWDOqKffRdR3pdBrpdBqi2L7VnaZpSKVSSKVS8Hg8iEajiMVidMFMoVDOPIZhoFAo9LsZFAplSNjd3YUkSZienm5p7hqPx3F8fDzyNa+HHV3XsbW1hfPnzw+ce9blhSgifgGSqpsZ6hG/gMsLUQBlsWx6ehqhUAjb29tQVbW/De6QsyYuW+vFv+ORwXRJ6AWXpny4NOWrOB6jfu6bIR6PY2pqqqNxqVFpCJqdTqFQKKMPFdQpFAqFMvTE4/EKQX12dhbxeLytzyK1GtfW1oZqw67VTJ9RR9d1HB8fI5lMun4eZVlGIpFAKpXC8vIyfL7KDQrDMGhwA4VCOTMwDANBEKAoSr+bQqFQhoRkMolSqYTFxcWmA2A5jsPk5CQODg663DpKp0iShM3NTUxMTPS7KRU8sTKOD7/tEq7tZCBwLBRNx+WFKJ5YGa94XTAYxIULF7C3t4dsNtun1roDEVdHHVIvPi/pCHlZvPfx8TPRbyt2Af2snPtGBAIBzM3NVa3Z26HeGp9l2YEtd0GhUCgU96CCOoVCoVCGHq/Xi3PnzqFUKiEUCiEQCHT0eR6Px8xUHxbcWCCOEru7uzg5Oenqd6iqinv37iEWi0FVVdNKXtM0RCIRzMzMtOySQKFQKMOGJElDn8VHoVB6T6FQwN27d7G4uIhgMNjUe8bHx5FMJumYMwQUi0VsbW1BUZSBcnR6YmW8SkB3gud5LC4uYnd3F5lMpvsNo3SEvV78WlrFD1yMQNd1yLIMSZL63MLuQgMK7sPzPHiehyAIiEQiiEQirgW7MwxTM8N9fHy8YQY7hUKhUIYfustLGTlEUUQ6nQbLsohGowNZu4tCobhPOBxGOBx27fMCgQAmJiaQTCZd+8xuQoXb++RyuYZi+tjYGCYmJmAYBtbX19v+LpIJbyeTySCfz2N+ft7V65JCoVAGCcMwsLu7C8Mw+t0UCoUyhKiqivX1dczMzDSVzcyyLARBoIL6EKHrer+b0DbD/Gw7a3bf9nrxj0wHsbi4CKBcuuvu3bsj7aRjDyi4k5TPxHkHAL/fj5mZGXg8HvA833WnOJ7nwbJsxdjGsuzAOXJQKBQKpTvQ3XfKSFEsFrG+vm4ufEqlEpaXl/vbKAqFMrRMTU0hm80ORT31XC6HmZmZfjejr2iahkQi4ShwExiGwezsLGKxmLnYnpycxNHRkevtUVUVm5ubiMfjmJ6ephHrFAplpNA0DXt7eygWi/1uCoVCGXIODg7AMExTJZuGqSTTMNBt4XVY57+GYeDevXsQRbHfTWmZs5itbK8X/5qLU+bfOI7DwsJCR0HUg449oODixGiWg4tEItA0Dfl8HgAwMTGB6enpnpZbYxgG09PT2N/fN383MTFBExwoNbmynsK1nYxjiREKhTJ80NGeMlKUSqWKKOJRjkClUCjdh2VZhMPhugLtoCBJEkRRPLPW75Ik4c6dO45/I/V9PR4PZmZmqo7R9PQ0IpEIkskkRFE0bdvd4vj4GIVCAYuLi9Q1hUKhjASqqmJtbY3OtSkUimvs7+9jbGysoT04FdTd4XpCxHMbBTy/J0LVja4Jr7XskXtNq4KGpmlDKaYDZzdbmdQM53m+Kls4GAwiFoshnU73qXXdgwTFvPlCCKqGkXUlIOK5YRhIp9Pw+XxNlwtxm/HxcWQyGZRKJXAc11QwGOXscWU9hS9c28Ozt4+gaDoifgEfftslKqpTKEMOFdQpIwWpY5tMJmEYBqLRaMXfNU1DMplEJpNBLBbD5ORkTyMZKRTK8BEMBodCUAfK2T3nzp0bqXHNMIym+lPLRYBhGCwtLTW0Xff5fFhYWDD/res6FEUx66JnMpmOsjBFUcTa2hrm5uaqnk0UCoUybJycnFAxnVKTs2Y1THGPbDbbUJgQBIGK6h1CMpgTeRWiZoDkkLstvE5MTCCRSLj2ee3QrqBBaqjv7OwMnfX7WchW9vv90HXdsTb69PS0YyDHKArqZ8GNIBQKYXx8HGNjYwDQtJtJN2EYBgsLC9jd3cXExMTABA4NOmcpU/vKegof+tx17KZLKMoaWJaBpOr45NfX8NJ+Foqmn4njQKGMIlRQp4wULMtienoa8XgcqqpWZSHu7e2ZdXUTiQQYhsHk5GQ/mkqhUIaEcDiMUChk2ooNMvl8HicnJwMv2Oq6DlEUUSwWUSqVIMsyGIYBy7JgWRYMw0DTNEiSBEVR4Pf7sbi4CI+n9mZQOBzG6uoq8vk8RFEEx3EIBAIIBAJ131cLlmXh9XrNjPJYLIZUKoWTk5O2hXVd17Gzs4N8Po/Z2Vm68KZQKEMLrV9MqcVZ2NyndI9mBHWv1zu0mcODAslgljUDMAAPz7ouvAqCgKmpKdy4ccO1z2wVJ0EDAK7tZJoSMSKRCDiOw+bm5lCJ6nb781EbgxmGweLiIgRBQKlUwn+7d4y7KRkXxj14bD5Ucy3s9/vh8XiGopxbs4yqG4Hf70c0GkUkEhlYK3Wv14vz58/3uxlDAxmPT0rKmcjUvraTwUlJgaiU702eZZAXVVzdSOG5O0mEfTwmw96RPg5nKYCCcrYYzKcShdIhPM87TrrsVruHh4fw+XzQdR0Mw4DneXi9XipyUCgUExJ9fPfu3aEQEA4PDxGJRAYuS10URWQyGRQKBYii2NKmVKlUwvr6Oi5evFi3DqPf74ff73ejuVWQSPh4PG7Wbcvlcsjn8zAMAzzPO2ZIOEGy3UlAl9/vP7NW/RQKZTih2enNc9aytUd1c5/SGwqFAlRVrSug0PI5nWPNYOZZ4JVzfjy5HHT1Xp2Zmel7/XS7oOHjWUT8Ai4vRJv+jFAohJWVFWxubg6VMwKxPx9GOI6D1+uFz+czA5wZhjHXj6SUFwBcPxTxf/zNeqVIF3NeBzMMM3KCer/dCMLhsLn3UCgUUCwW2w548ng8pohOx/nR4wvX9rCbLkFUdTNTG8DICq2XF6KI+MslbASOwWTIh43jAjJFBYZh4KSkwMOzTQd4DRPU6p4y6lBBnXKmmJiYQDqdrtgEPD4+rsg8ZVkWy8vL8Pv9AydIUSiU/sDzPEKhEDKZTL+b0hBiUz4Ii1Bd15HJZJBOp1EqlTr6LNKvQRCeOY5DJBJBJBKp+P3m5iZyuVxTnyHLMnZ3d81/e71eRCIRxONxGtRFoVAGnmEIMBsESLZ2qqiBY4F3XYrgrQ+O9btZXcUu1B3kFVxPiEMr7LTCWQue6BbZbBbj47U3XbsVPHmW6HYGczweN+2Z+4ld0Hj9A1N46vJcy5v6gUAAKysr2NjYoM+/LjMzM4N4PN70XhwJmkgXFPPf9c6vIAiutHNQ6Jcbgd/vx/z8fMXanKyNSfD59vZ2zfeHQiH4/X54vV54PB54PJ6BzUSndM6V9RSevZ1AUdZgGAayJQUvbGfwoc9dH0mhlWRmv/vxJdPaHQA+9LnrMADkRRVhH99ygNcwUM/qHhjdAArK2YI+rShnCpZlsbq6ClEUTVHdXkNJ13Xcu3cPHMdhfHwck5OTfY+splAo/UUUxaaF0kGgUCgMhKC+s7ODbDbr2ucNutA8Pj7e9nUiSRISiQQkScLi4qLLLaNQKBR3oYJCc9xJykgVNWQlHQwDfOZ6Fiux0RZbyeb+cxsFPL8n4spOCc/vlbqSATtIUKt798jn83UF9VAoNDTlmAaVbgV/sCyL+fn5qqDTfvHEyjg+/LZLrljO+nw+nD9/HhsbG01nOHMch7GxsZGr291NiHtks1iDJpoRp8Lh8Midj166EZAym+Pj4zXPE8dx0HW95mcQy/5BX9tT3OPaTgaKZoBlGDAsA55lUJA0eHhl5DK061nbk+eRwLFQNB0CV85QB0ZDaL6ynsInv76Go5xUZXU/ygEUlLMHFdQpZw6SaUoIh8MoFArQNA2pVMq0J9I0DUdHR8jlclhdXaXZ6hTKGWZ/f3+oLP4abUT2qg1uiunA4AvqoVC5Zl8nTgYnJyeQZdms4T4xMdFWDXgKhULpJmNjYy1bep7F7N2LEx5wLMAwgGEAsqbjsy+Wn42jfAwuTflwJylD1UvIiBp0A/jaehE3jqSRFZqp1b07MAxTs/6x9TXz8/O4e/fuUM3PB4VuBn9MT08PjJhOeGJl3LXNe4/HY4rq9Z6Bfr8f4+PjphV2Npvt+rU6Ks/Ydo7T48vl89uM+0A4HIbf7+/YPa2fkHPNc4CqoWfnPBQKYW5urqm1ab1s81Ao5Mq63lqfGQCt1TygXFlPYSu7g/QAAQAASURBVCtVhMCxmAh7IHAMAOZUUGawlSriynpqZM5bPdcM6/No1GrKk/4kchLyoooxP4+glzOt7rMlFbKq4wvX9oa6nxQKQAV1CgU8z5uLvlAoVBVx3GqELIXiJtZFAp109AdJkoYuEy+Xy6FUKvXVEvPk5MTVzxsGtxCywevxeJBIJNr+HLLBUygUkE6nTbcUaoNHoVAGhampKQiCUFG6oh5nNXv30pQP77oUwWeuZyFrOmTNwO1jCR/7ZnLkM7aJ9XtR0SFqBmRNR15iRlZo7ncd21EhEAg0ZRUuCALm5ubqWgpTqrmeEPHZF7NIlzSUlHI9arfuSY/Hg1gs1vHnuEW31tE8z2NlZQXpdBqiKEIURUiSBACIRqMYHx+vWoMFAoGuup1Zn7E8i6F+vrQSSGwXpJ66PNfwPQzDYHZ2Fvfu3eukmX3DWkqmpOoICCxifq6r8yqO4zA7O2sGiDQDEc2dAiTcKAdhPfearkNWDXAsg8mwd+iFyVHCep4EjsEPPTxt3qekxvZfv3SIZ28n2i7JMWg065rRarmKQYf0pyhpCPl4PLYYxS+/bhUA8MGnX0CmqKAoa3j29tFIBVBQziZ0Z5ZCseDxeLC8vIz19XUYhoHbaR1r6RJ25W284dEFKqxTesqoRSy2wiAFEmxsbJglIoYFwzCwsbGB1dXVvmU3uxmEEI1GMTU15drndROGYTA1NYVYLGYGY8iyjGQyWdf6rhaGYeD4+BjpdBozMzN9dx6gUCgUQiwWg8fjwebmZsPxzZq9K2sGPvtiFutpuaeZVf3irQ+OYSXmwWdfzOL2sYSCrCMnlTO2R9kK3W79ruqGKTSPSialFWsdW54rX/Pk95TmadZKGyjX683lch05AxH6lfHZS5yEODeDP6anpwcm+LXb62iO4zAxMWH+2zDKwQm19ot8Pl9XBXXyjB12R5BwONzSWqddQSoQCGBiYgLJZLLttvYLcq7zsl6uxSzrENjuBasJgoDz58+3XHueuI0cHx9X/S0cDnfUJqutdLakQtV1GAaA09tv2IXJUcJ6j8aCApbGA+a5KdvA60jmZOiGgWe+s4urG6mh3/dsttRIq+UqBh17f375datm31//wBSe+c4uRFWHoun0HqUMPVRQpzTFIIlb3cbj8eDEM4kvXNvDV146gCSr+Nz3DnF8fIw3PLqA8fHxgVkoUkabUYtYbIYr6ykzUlXR9IEIJPB6vUMnqANlu7yNjQ2cP3++L5nNbgnqoVAI8/PzQxfQJAiCufFwfHzclphuRdd17O/vIxaLDd2xoFAoo0swGMTk5CQODw/rvo5k78qagZKq48aRiBcOShWZVQBGTmQlkP584moKimZA1AyIqg5RHW1hndR1tYqVdoF92ASfeljP81lzY3ALRVGg63rT6+3Z2VkUCoWO5ur9yPjsB0SIE1UDfp7FA3EvfvzRsbb7SAQzVVXh8XhcyTp1i16voxvNzbu9FhsFR5BAIIDFxcWu1k+3Mj09DVmWXS9R1m3s8ym3A2OscByH5eXllsV0QiQSqRLUBUHA8fEx4vF4y/eFda8oL6nIiyoEjoGmAwYAFoCmGUNjIU722a31tK0/R2H/vd49Sv6WF1UUZQ2iqiORk/DJr68BGM6a4lbt5BefPF/3tVbhfdhrqZN+v/vxJcdr96nLc7i6kTKdCoblHqVQakEFdUpDPv3NDXz8q3ehGQaCXm5kbFhqQaKZd9MlFGUVDABZM/Bn11JQNRWvmD/G0tJSX62UzypnKbADGL2IxUZU3nsaWLa8mO53IMHk5CTy+Xzfvr8TZFnG5uYmVlZWeh4I5EYQAsuyLW+sDBKGYWB/fx+pVMqVzxsbG6s4FsfHxygUCuA4DhzHQRAEeL1e+Hw+8DwPURQrsrYYhgHLsohGo21vjFAoFIqdeDyOo6OjuoFDJHuXZGnnpPuZVYYBfPr5NDKiPpIiK8GesZ2VtCphnWQUDo4s5Q5WoTmRVyFqBsisZJgEn2Y4a7XUu+E2IMsyfL7mPovjOKyuruLk5MS04G6VXmd89gt7WYJOxHSgvEYaRAcpa73eWFAY+XU0uQfffCGEnROlyhFkGPB6vVhaWmppvdpIwGkEwzBYWFjAxsYGisViO83uOdZzrWroqqMGwzBYWlqC1+tt6X2KoiCXy6FQKKBQKDj+/ejoCKIo4ty5c019plVITxdkc68o7OOxHA8gmZeRl1RomgGPwOKvXzoc6Exnp8AAn8BCVHTzZ9jHD719faN7lAjK9mPxwnYGH/rc9aHrezvOKOTvw+xM2ky/7ed60O/RVrDrFGdNtzirUEGdUpcr6yn8zlfv4jgvQTOAdJHBM9/ZHan6JnZINLOoaDAMgGcZlFQdt48lfOJqCu8FYBibuHDhwsjVs7VHSA7KA2AQs5a7CekvgLYXiMOG1bZLVMobkD6eHYgNkGAwiGAw6LggHAZKpRLS6TTi8XjPvlNVVVcy1CORCDiOc6FF/SGfz7sipvM8j2AwiNnZWfN3qVQK+/v7dd9T6xwcHh5ibGzMrHMZCASG+jhTKJT+YhhGUy4cVlHVMICSqsPDlefZ6xkFim4ABlBUdDy3URgpIYtgzdi2C+vWjMJXhfrdUvchoqWslc+zh+9eVl0/sYqWPAsc5BVcT4gjeT1b6za7GQjTiqAOlOc88Xgc4+PjTQcyWgMBepnx2U+sZQncEOAikYhLLXOPWvV6R3Ud7XQPPrkcHBq3F57nMTEx0bILpFuW/izLYmlpCffu3Wup3EQ/6NZ4W4uFhQUEg8GW3pPL5bC1tWWWQGj02lwu19D+3Z50QWzdfTyLqbAX//QtDwMo7+NupYr465cOB9bh0SkwwAAAw0BO08EA5s90UYas6vjCtb2B6kOzNHuPPrEyboqQn/z6Gl7YzqAgafDwysCdv0a064wy7M6kzbb/iZVx0+Y/XVAgqfpQuxEA1XOOh2bGcPMgdyZ0i7POaKmBFNe5tpOBZhjQjfK8xTAMFBUNxbQ2ksK6NZo5HvQAuoqon8N+TkVJMWAYGj77YtkSyufbwblz54Y2c9KKU4TkoEREDmrWcjcg5+HLLx7gOF9e0M3H/PjNn3j5yPXVCjnHiZyEvKhizM8PnBvG/Pw81tbWoGlav5vSFqlUCuPj4z0br9yoZQmgpc3UQSQQCCAWi0HXdTOL3P6fYRhQFAWKokBVVbAsa/7N4/GY2eZWiP17PRoFNGSzWdPiMBAIYGVlZSSeZxQKpfe0khFqrzP9nT3RrCtunGryombg+T1xZEVIwFlYV3XDFGAlvwEvN1pjsl1ofuWcHwsRYeRqjdudCL6xWcS3tot416UI3vrgaHkPWLPxZc0w18mdnst8Pt+WfTjDMGbwYT1R3UmYso5LzWR8diMzvxvY20n+6xSWZVvOXO021gDtgqRV1evtJ80IjO3g5Ijxjkc6cx7oBV6vFxMTE4hEIm25qLkpQPE8j+XlZRwcHKBQKAzser+X7ifT09MtB8xkMhns7Oy09J5sNltXUHdKuggIHGJBoWqviIiyVzfKY/8gJGZYqRUY4OVZaLpRkaFelDXoBlCUNTx7+2gorbFbvUetmdoefjhtwdt1GB1mZ9JWHWFIXyVVH2o3AsIXru2V72lFAwzg4ESCphtgWWYkAgYotaGCeptouoFPf3NjpDNHycAY8pYvE00z4BVYlGQNRVmrENZHwarDHln0gw9P4WURBQaM00warSJTHSiLbMNum2uf2JEIyZOSAg/P9lW4HuSsZbexnoe8pJpBLOmCPJLBAwTrOS5KGkI+Ho8tRvHLr1sdqD57PB4sLi5iY2PDlc/r9SacJEkoFAoIhbqf8mYYhmsW54lEoqeZ9W7DcRzm5+dd/1yGYRCJRFwLXCgWi9jb2wPLsmAYBhMTEyPnwEIp0wsLskGzORu09owirQbjWAWdlZgHn7iagsAyEFUdil5eZxUVHZ99MYv1tNw1O9NBwElYv7JTwqtCGmL+0XIOsWfHAqNba/zSlA93kjKKShFZSQfDAH/83RPsnCh4cjk4Mv20Z3abjm4dnstsNovZ2dm2Av2aEdWdAgF+/NExvOOR5kT8XmeKtoNTsM4r5/wdX38Vmf0XlYHZC7EHaId9/EjuGVi5nhBxkFfAswzGvMPhquD3+zE5OYlwONxRIK/bApTH48HS0hIMw8DNmzcHTlTv5blmGKbl9Xc2m21ZTOc4ru73tJN0Ya1JPWjz/vtOqNWBAauToYra6Vc3UvjW2jFEVUdeUodSlGvnHh1mW/BOSlAM8nVbj3YcYUhfh92NwJoMVw6AMcAwDLTT4DmeZcyAgQ8+/cJAJYtR3IHulraJZhj46F++hLBv8DIp3cA+MP7oy2bx1OU5AKiyqBFVHSel4RsArThFMy9PhPD953hks9mKmo8lxYDA6tgr8SMhONgndiRCMuzj+xoVOAxZy25iPQ8MAJYBWIZBLOgZ2Y0Ap42PybB34MR0QigUwszMDA4ODjr6nH5twu3t7WF1dbWr1t6iKGJ3d9c1y7xhz1DvFqTm39zcHERRxMbGRlN2y/VIp9Pm/wuCMNSBDBRn7HM76waOG4t3e3kW8h39fGZ3u89uM6ziv8/nA8MwbWXg2TPW/+vdPFLFchDrjSMRLxyUEBBY+HnGFTFoUCECrKqXkJV0aDqQFfWRy9K3BlP8+Y1sV7KbB4WLEx5wLMAwgG4ABUXH19aLuHEkDaQA2w7k/rWvkzvNnFRVFaIowu/3t/V+IqoXCgVIklT1904DAXqZKdoqTuUkcDo0d3r92dcwM9OHeMOjCy73oD3IWnqQA7TdxHoueBZ4YmGwn488z2NxcRGBQMAVR6xuCVCD6NbV63MdDodbdg0grmfNwnEcVlZWaq71O0m6IBbig4Q1i3ci7Gm4Rrq8EMVWqmjukw2bKNepuGy1BQcG353UjRIUg3jdNsLqQtCKI4zdjWDYgt+c3CZ8PAcvz8Lv4SBwDCZDPmwcF5AtqcgUlZFJRKXcZ/jVwH5hAKqmI12UkbHUFX9oZgzTY76heMjVopFVFrHSsW+aDpsdC6FeNLNh5ABU1nz08oBX4JFReVzdSPe0v27XOK81sVudDGHtKN/XqMBeLYoHYfPa6TyMwlhSj2HJTLcTj8fBMAwSiUTbkevdssdshCzL2NnZwdLSEhiGqRpPrD/XjvIAUBUtXes+URQFqVQKR0dHrrZ5EGsz9pp6YxTLsmb9804FdSsHBwdIJpOIx+PmNT9q1Lr+h03IbBbrmJstqdANA09/e8cMoOukxItTPcBynSD0ffFot2Fzq8+d4jSfA+Cq+N/L+Q3LsvD7/SgWi229356xTsS5nKTDAJCTdOSkshj0/F5pZIV1q8inGwZkDfi9bybPRH/dzG4eFC5N+fCuSxF85noWRUWHohuQNR2pIkYqeMC6ThZY3bXMyWw227agDtx380kkEgDuZ1YTS/c3XwiZJSdaDQSwli8YpKxgIrwl8mqFkM4xDDSUr7+8xLQdAGAPJPjudmZgBHWBY6FpBoJezvUAbTeep24nYljPxZiXxUxIGNjxhIinbpUIsJ6PX3zyvCufaWV6ehp7e3uuf2679PpctzPutrpWXFpaqhDTrfNisg9pL0U56PtETjjtm7eTxWsV5Qa97Kob4rI1u30YtAY3S1AMwv50s3TiFGINihK4sjMu+f2g4+Q2MR/zVwSQAOV1vazqZiJqIicNjNsEuc66VI3mTEAF9XZhAJ5jwZ/WRSgqGgopFdupEliGwbO3j4ay7nGzVlkkeso6QRgmOxYr9YTbkxMOhUIBuq7jFfNhfHh2Dn99O9WX/tbK5u1kA7yePcunnrsHRdORzMnIiyq+cG2vZ+fVqQ6L2xPoQcmka8cmZ5ixHvd+L5LaEdSIBVo0GsXx8TGSyWTLQqbTBvLHTjfMFyJC16xtrydE3LmRhff5fewXgKs7eZQUA3lJdazZBaNc+yfg4SAqeoUjy//w6DQenfKiUCggn887Zv+4QTv1Mzth0ERWc3woKuBY4A0PTOLC9FhVm6anp1u22asHqetOagnOz8+PhCMLwf48Jde/2yLroCyI7f0VOAaSakBSdbPEiwG0tcCrVQ+QO7U865eLUS0bNmuf+1XWxmk+F/RymAz5GgY8AKjYcASqA5+sm5GKpre9mdUqXq+3bUHdilWcMwygpOpgGQaKXr6eRLXzLMtBxZrtyzIKdMNAoqCNbCBBt7KbB4m3PjiGlZjHzBguKvrABw+0U5bI7jRxJymbv2+XXC6H6enptt8PwBTUidBM3C8CAouYn8ObL4RwVFRbDgToRn/dgAhv8qmY7uNZjHkZLEc92MgoUHWjowAA6xpGMwyEAv2voW5dW6qGAY5h8O7Hl1wV0zsVhwAgEAi40h7CoAZ12OmGmO7G+ahHLBZDNptFPp939XPbpdfnOplMIhqNtlTOoZWMdp/Ph2AwCMB5b4jssbMsg/CQJF04YV8jsSyDiZCnrSxeIsoNQ9lVN8TlYbN+d6sERS/GN7foxIWAYL3Gh6HPQGtuE9ZrmIxvg+A2Yb3OVBeTcs4ao7M72mM4hsGv/48PmxtW6YJs1j02DANHp5EnL+1nhyrjqdWs4GG0Y7Fjf/hZ+xuJRBAIBHBycoKxsTE86PHgdlLsWX+tm/Hk3JwUFRgdbgY3ciEAysdF4BjohoGirOHZ20c9iQrshcD86W9u4ONfvYu8pJY31/uUSdfMeRglnBYV/Vok1RPUmiktwHEcpqamMD4+jmQyiePj46asbskmpTUrpiCXM+/+Zq0AHYa5yefmJqt9I5GIE6TJilYuNZDTdBj3E1qgawZyogoASBdkZIrAZ7+9jedu7nV9EzgYDFaIuI3EyUYOHmTBDqAq69NpMd/qNWHFMAwUi0WIoghFUeDxeODxeCAIAjweT9NR/Nd2MjgpKjjKidAN4DP/fQc6gKCHRTwo4INvWgbP83gpUcTKmIBzAaWpz7VjzdraOSl/BhFtcrkc7t27hwsXLlRslkiShEwmA+NUqATKAScejwderxder7dlu8BeYX+e5k6v/06EZcA5u6Lf1udObiDL8QCSebniWs+LKq5upHBt5wS/9sYLeM9rlpv6/Fr1AB+aGcPNg5wp6Hbbxs06PgCoacPGntYzc7usTSvBE/brj7hdHeVkaLpRM+Dh33zpJfO8ZUuKY+ATGbesm5GSqvdkTeJmHV27WLVzolTYF49ili+B9KWYzMPQATCoCCQYNWG9MoBCg2YY4EerdLzpwHA9IQ588IDdWriVa816Lt0oaySKItLpNKLRaEvZj/b5YCZVwpWtHNIlDXm57HqRl3UILANVgznWtBrM6nZ/O8VaYznq46rOXzuBEnZe99Ac0noAf/CtHehg8PR39vGyxXjfy7rYBStFc2+D2K3MQ7IOUJT25up2rM/JbgRiuwHLsjh37pyrJbzczAStBcMwmJ+fx927d/teS926d9CtoHs7mqZhZ2cHy8vLTY+9zbyO9OX7Hwwh5eBuZQCAYaC8PcfAx7OYGvDMdE3TzPUwUD4OoVAI390rmOsvUSlfQz6ebTuL16ns6iBluxKcEqPaXQMOk9bgVgmKXoxvbuCm8G/tM1mzAoNzTRPacZuwJqI6uU30I0jErkFQ2ocK6m3CsYy52WjNgjnOy+XMLk3H1Y0UnruTBJ/dhSd/gH/67jfh/MWHKgbZQcleItQTl5t9D3lg3rhxAzdv3sRDDz2ERx55xPW2unHsmomqEgQBExMT5r/r2c+42We7sPzQzBgEjkUkINR1D2j0mU7ZwbVcCF7/wBSe+c4uRFWHouk1H+hu9bsXAvOV9RR+56t3cZyXoBnle5m3ZNK1MjHtpN/NukF0m5KsQVS1pgWFdvtsPbdEeOnXIsnaFrugZi/jQSx3N9du4Wh7HZOLKzi3+mDFeDEzM4Px8XHcu3cPqqrW/F573UGSFaNoRlkg0MsLMbLJ5+YmK8lYIRuJzKlk7mEZ6DDg4RjIGuD3cOVsTt2AnNyCktpBaGoR7PiiKcJLam+EDGt2utOkHUCVgGbP+LSWsLA+o1mWQcQvIOjlTOGPLFCl5BaU5DYK8QV4J5Ycr4lGwuj29nbdWnI+nw/xeByRSKSu6Hx5IYqwj8NJkam4RnJS+Rz9u6/cQ0bUUVR0cCzwrksRvPXB5rP6rXU2U3sbODncAj++AO/kEv5uu4RXL5Y3Yh+b4ys2ShRFwb179+puMvE8j3PnznVk19oNrAt9T34Pmb0NhKeXgNiiKSy3EzlsH9OJoNlP6/NazjbvWmWwubYFaWYG51YfxnN3jnB1I4VsSQXLqPj4V+/i4dmxhu1sFKHdzTmuk4BO5ksk09sq8kekQzzmK56O4Q9XlLXp1Dqx1U0FMo+UVL3iWlFPs9FrBTzc3M9BUstjuK4bVYFPJCiKAczNSO14C/tH28jvL+G5O4tdtbp3U1AHKm3ggcrxyprla3d44Tlgb3MdQm4Xr3/sQayurrrarl5wacqHOwUORVnHVIA3AwnqZeivra1hfX0dKysrQ9fnS1M+vPlCCJ+5noVuGPjcS1nsnChNCbnD1G+7NTrPAgd5BdcTYktzqW72mcwXM2LZrahVNwi3a4vv7u7i5OQEc3NzuHv3bsM1iHPArAaBBWTNgF9gIGvl4FWS6Wkfa1qhF7XUmznfzdRY7qSffr8fc3Nz8Pv9ENZECAKHdEHpmgNNs+tNe1BfO4JVI9y0HiaJGrVo9d7u5Jx2G4ZhcO7cuYaZ+a3uLbiVCdoIQRAwOzvrqgOYlVbv614H7BQKBSSTSUxOTjb1eo6rHQlnnb8VElv4o2e+DH58Aez44v21EgAvz5rOTK0Gs/eLg4MDpNNp89+kry8cyBBVAzlJBZvZBneyjx949Svwcz/6eFtZvLUSAAYh25Vg379+eSiPZS6DUGkCQHvt6tX93ilkXRoqHWDnOy8gVGpvX9y6RlQ1AwI32MkJRPj/0jeuYuc7hbb2xe3r4he2M/jQ564PVKZ6reA9PruLne/cbni+ndwm+uHi57Q3VHvHktIIKqi7AHnAPXV5Dl+4tocbe1lsHBeQKSpI/e2fIv31PwIA/PR//BdYfssvYPb1P42IX8C7H1/Cn1zdGhhri3YtO5xqX/zh7/yf+N1/+xHzNR/5yEfw67/+66610w2r7najqmrZz6xs/1fX+uxU6zRdUBALCvjRl822VVOznezgpy7P4epGypwUOS0gP/rRj+Kf/bN/1lG/WxH6O4EcV0ktbxJxDDDm5fHE+XHcPMhVTEwbPcQ77XevasTbsWdQnpNEAMCnTvtL2uZ0bbXbZ/uDe8zfv0UScScQVQ2ioiPodc7qI3ZaT397B4nn/gTHX/u0+RnxN7wHyz/4P5liLKl1f3l5Gevr644iI8lKSpc0lJSyDEKyYuwCgXWTzw2sGSshD2t+h59nqkQIAywY6PiLP/6P+G+f/RQA4BDAm3/6l3Hhh/5+T+1KrYK6PXKVZGqSZwAR0OwZn8QymWcZlJRTK3uUBSjymoMTCZpuAAyQ/uafIvXsH5nfG3/DezD95LsrrolGwmipVKorpgPlrKvd3V0cHh5idna2Zq34J1bG8cE3LePPv71Zcew9HIOSqmM9o5zW2gVYBvjM9SxWYuXrxlonlPwkG8fWjY2spGH/uT9F2tLv6Ot+Bsb3/6SZDfmGh3i8w5s2+5vP5xtmbKiqis3NTTz44IMDUYPdPnfYf/aPsfGlPwAA7AN45y//Y0Rf85NtRQ47BekQQbNf1udOmemPLUbh+d5f4Kc/UDlX+eWf/oe4tnMCllGhA9AMw7Gd9URspwhtMj/uRt+cBHQyXyKZ3uRZw333L/DV//xb+Ialz0tPvtssa6MbRssBD9Zn6XN3jsxAwGYi6+3zZrs9+z99y8MAUPH55LoEyhuOiqbXzVAP+3gc/+2fVFzjsdf9DPTX/lTXrO7dFtTtOGX52h1ePByDg6//KY5Px7P/C8D73vc+/NIv/VJX29YNvBwDr5/D+18TrxivibCeyBt4bqOAS1M+/P7v/z5+67d+y3zvMPZZ1crz8pxUPqfWbPxa5XCGsd8kq5Sc0ys7pZYE62702Zq5TKyFi4puukG0UnPbak1MAgY+fyvbUWZlPp/HP/kn/wQf+9jHzN/VWoPUcqDRdCAosHhwwotXzPlcy/R06m+rARL1aOZ829cY3aixTMR0oPu1bZtdb7Ziu9oJbloP1xPUW7m33XAb6DZLS0umrXctWt1bcMNiuBUikQiy2WzDdV2rNHuun9soIJHXIGvdC9ipx+HhIYLBYFPlCqLRaNUa2LrezMk69r/+JxXr7OjrfgbjP/BTCJ66W5FA+GFxeNV1veJ+JgEQibwKUTPAAsj/3Wdw8NXyPtLN/wwsZj+CJ9rcIx7EbFcr1v2awpXP4Ov/tbwG+d/Q/t64k9ZAfj8okHXpi3/5aWyf9hlor89PrIzj3Y8v4eNfvQvNMPAHf3sPa0f5vgdL2LHOA5Lf+BN86IufMv/War/JOSbXdEHS4OF7Xy6uFrUSw1rtt30u0SsXP0KtvaGjAXWUHAYYoxmPWkoFjz76KAqFAjY2Nhz/TgbUzbXbeOnfV0+Mln759zCxeB7jAQ/SRRkFSUPAy+EVi1E8eXHSnEAAtYUtt3HDsoN8xv7GXXz33/1C1d9ffPHFjrOX7VY3JPMr4OEwH/O31O5/+RfXzezriZAHP/8DK/jFJ8833Z5PPXcPf/C360gXFHjze6712S74WW0722mnvb1k87jZY2YXIazXx40bN/Doo4+23W+nc0qE/ld0IDA71UEmG9bWjC8vz5nWttaJqfWedGpDu/2uZQfcq4AapwzK9z0sAQyDT971m1lxToEqnZxr673W6bnthCvrKfyjP34ex3kJOoAxH4/Hl8fNcdd6XqzZyju//ytVn7XwSx+HJ74EAwDLMIiHPPiRR2fwww/GMScUcXUzbW50AHCs22jdPLVabru1yWddxKq6YVo/NqrTvra2hre//e1Vv3/mmWdQCs9X2JX6eAYPTnjx44+ONWxvK32Mx+OYnZ01/90o+9dzGtFuD4wg1nHkdeXsfIBlGXg4tuIz2JMd3Pn4e6va8g///TO4URqrGKPqjcWiKOLu3bt1j4WdBx54AB6PcwCFrus4ODjA12/umcfPWi5AtbhaBj0MFscEM2udiO8kG8vPM3hgOoTbhwVTmFGSW9j+/V+t+t75X/w4vBNLYBim6nmRy+WwubnZsF88z+OBBx7omfX7V77yFQDAm970JgD3x9y9TAlfvLZvlvlQjrex9cl/WPX+//vLf4tPv6RWRR/bz7XTWF6rVIDd+rzbY32tALXJsBfveZjHT//ID1S958UXX8TVTMBcvNeq120NZJwM+bBxXDDdZNqdm7SDfT5D7n97zcVXLEbxQ7OKY5+bPddO1CoZYj33rWaB18vmtwcQWJ03AOca6ptrt/Chn3lL1fc88r/8PpZWH+jKddjO2Ncu9k1LspqVk1vY/VT1ePbMM88MfPayna2tLQBlUQK4/0z/u+0SMmJ5DTQV4PHOuRN88Bd+qur9w9Zn+zklFgzCqZOOfe5Ub64yDP3+8xtZfO5mFllJN+dSjYTebvTZyeJ9ISKYZRZIze1Wgied3CQ6KWdUq9/WNYj9eU/W0WRcDnl5jHmMrgSB2ufbbmWSNjrfbh/nWjAMg4cffrhiLldvf8AJ+/ysFs2uN52ei90WHKx7P+3Oe2o9J1u5t/uZtdwMDMNgcXGxIjDaiVb3FvpVW1hVVdy6daup0m7N0Oy5vp4Q8bFvJpEo3H/ev/818Z6fa0EQcOHChboZ6FZUVcXJyQm+/tIufutvD3BU0CCqZee7bYc9lYd+9ZN415u/f+AEw3qQ8exVr3oVtre3zd//7pVjfG29CPF0cc6kd7D2ier1Zqf74kDtjNlersfs7SHPhJO9ddf1gEGuLf6p5+7htz/7Ndf63O6+fa+w7oPUWm+20+9+PNcbtcdpTyXo5fCIP4ff+1/eXvWeVnSQeqUq3aaWa+GH33YJP/nGVyIYDOLFF1/s2vePKjRDvQuQyJM//M8v4iWHv2upHeQnl6BqurnQI7Urn7uTRNjHg2MBWTXAsUyFba11w8ytm86phkI70UAkIi25s+7495s3b3b8ALXWwwTQdubXlfUUnr2dKH8WAIFjW44MskZllXb3HF/Tap+tduRE8LswFTJFznYjmDqJ4K5Xu+bmzZuO72mm37XOaac24LU2up022q3fYbVhMSDVzVRvp99OD7Ggl+tKjfha3++UQQmUD73VTpYIjE9/ewdfun6AX3vjBYQP2jvX9nst5OX7JqZb3QnY05q6Tm2xTp621/edPzC9ByO+BN3AaUakZFqCPzQzhpf2s5BVDezdPCJeFulSeTHp51k8EK8WoN227HOKkI76OMyEhIaW4OvrzmP4+vo6fuiHygt9UuvUbrnrVKcRgOOGH8mQt1tSLi8vIxQKVXy3PXKVZGqSZwCxSiaBaXaR0ypuTo/5TDHKKhBO6UXccej3D89p+LlXvLzKGaVWRo7P58OFCxewu7uLUqnUVBbJ8fFxRQCBFZZlMTc3hx+LxXBwcIBisYhL8zH89jcPkZVUqJoBWdWhGwZkzcBmVoWsGtBPN35U0yZeR15mkNrMlTPyUc6gZk6cn18RKQHOe97Rksrr9Tq+x8rNYwVHmgdZbwZA6wGCndiF2xdAmdMxTz8t84GMs32jJ3+AD7/tDY7n+tPf3ICi6VWb9U7PFmtwZK+sz50CguxONDvf+ZrjZ9y8eRPv+fEfx8OzY+Zn2ReQ9iAWkgXej3IlZP6VF1UUZa3KKp3Ml+r12elcN+oHOdZbqWJFBmTRMDDmFyoCZVuNrK+XzW/Nzmj2GvrswfOOv3/9lILve3wJ13YyrtdUr1fyxG3sWb7k2aLWuLeffeHWUIis9bg/Tyhv2MpaOXDqs990Wm2Wn9nD1Gf7OSVBX9ZyOIZxv9zMQZ25yjD0m2Q2y5qBkqrjxpGIFw5KdQXRevOzepbB9RxrnCzep0Ll739yOdh2bfE7SRmqXqqoWW49f618Xq1+kzWI09rPy3N45ysXMBf1m3sn58LALF9s+nubxdpfN63f653vUni+ap4fEJzXGJ0Sj8erAiPr7Q90QjNr7F6UiHPCDethr9cLlmWh65U13pu9t50cz3qdtVyPVso9tbqf0q/awjzPw+/3o1h0Z+xo5lyT81xSDbAM4OEYvHKuP/b+iqJgb28Pi4uLTb2e53msZRl8cU1CTi4HdQMAc7Lr+Pofmtfwr37skmvt7SWZTMb8/+sJEc/vlcpiOgNEvRwmuQTWHN7Xyb44wSnbtRuOIc1gF0IverP4rsPrOun3oNbZJvvsyvG249/b6bN9ndsPa/Ba2AMb3uA5cHxdO/120w2mE+ol/Vn3VH7P4b3N9tuqPdgD5rshsPfLHXfUoYJ6l3hiZRyhH389fvdfVP/tkYcfQsrDo3B6MZMNuIzFqtYwykl1BoC0xbbWnvnU6U3nZh1nMvBPLKzAabr00EMPNd0me3YxsdO01sOMBYWqzK9m211eABpgGQY+gcXrH5hsq5YN2eAMvdKPn/6P1Se72T4DtQU/q/Vnq+fYyR6/HQG3lrVbrf416reTbUrAYvXUicBcy+qP2O/WE+yd7GYMVNdUb6ff9nadlBR4eLYnGwD2+5zYnId9PHiuLAiFfXyFSKnqOkqyBknR8PGv3sX/+viM42dfLwSROxWarPes9d4tSFpH91qnWPsvKjrG/Dy8PIdffeMFx7ZY7bS+NCPjQ39S/ZlPvf7v4fmsF8f5cuQowzCmJbjVQhwGkBHZstWkl0M8IOAnL4/joXh3H79kg1Q+zfLy8M3byK+srNT9Pdn0tlvuEnvW5agHGxkFql4WdWUdUDQDin4/i9DJ0vXJ5SAuzwRq2gNaJ54enoXAMVXPAOt93Uzkp1XoDJVm8PS/qf7ehx56CI+sVNcu++L39vGl6wd46vIs5qL+is/3+Xw4f/48/vq76/jk1X3kJK0ii4TjOLAsC8MwIAhCVQCBE36/3zwHjwKYnp6usN+2Bxv4BA6qppkZ6izDQNXLdt5A2dklFhTwyJN/D7/3Z9Xf9y/+wQ/jRmmsprCsKTxKkgwPz0EzgEtzYbxyMYLnt0/wpRtJfGsjA1VP4Q//btMMEGw2a9d6z3IMU3WMneYJiqZjvChD1nR8+OnvmgsgA4ChG9Bxv8zHq2v0ud65NmtZS5opzrNM88+WblqfOzo3oDpALVSq/+yy3mMk2I24PNgt7ImI3Y9yJYqm492PL9W1SifXSr0+W8+11UqQCM21XG40zYBXYBEJCBVR3qSUk4dXXA8yaPUaqjUfed0TL8enr245Rqi3YnXvNJ7Kstx0+9zAagFPBMO9+CP47aerX/s3x1E84aINcz95cjmIG0cSUkWgpOqQvM7zs1rP8kHGek7twRKk1AkJ4ltGzPEzhqXf9rlUTqoWntfTcoX43Wh+ZqXWMbQ61ixHy3NCnmXg4Zgqi/d3PNK+MGsPGLCev1bLBdXqNxnn7GusomEg6OUxF/VXZOoZhoH19XXXhDEr3bC6r3e+rznM88cDXMdiOsuyEAQBxunaJhqNYmJiwvG13aht22iN7ebeVau4YT3MMAwCgQDy+XzF75u5t0mwtNXxzM0SYU60Yi3v9/uxtLTUdPmXVvZTrMkhsaDQ80DOQCDg2rjR6Fzbz3PQUw6yenK5vn1+Nzk5OUE4HEY0Gq37uqqMTknFmF8oZ3TWWHv9yttf151GdxnDMJDL5QA4B0C8etGPNz92GV/+ePV7W9kjrscTDmvWfoiQVrE7FhTwskcfhsNUvKN+D2Kdbau47J9yDjhpp8+DFCxhxx7YJI07r0HaPdf2YL1eBk/UdERG63sqzWAmpJ46ERDNz6r1uZV4Z5+vUTHdHaig3kUeeeQRfOQjH6moC/Qr//if42d/7n84FQSUilrqBmBuiIqKZlrTGoZR3iC1iIP2+rDt2EsC7kaq3B/4x3Fy8xew8aX/YP7tox/9aFMZy/aMKLuNplPt5WYzv6wbptZs7YhfwFOX51ruL+lzuQ1RvP2X/t945vf/bUt9tratkeDXbrCE3QaoHQG3XrSY/Rpv1O9u19O2T7acglDqfU8zmepO93a9flsXgdYN+G7UiHe6F+z3uTWDcqZQnqBMhr0VIuWV9RSyJQU6AFHV8Nf7At75y/8Y/88n/7/m5y6/5RfxF5ss8rdeqrpXne7dybC37XutE5z638w4V76/fwT8dvW5/v/8ox8zx6zDrIibBzlz4kUES6fs6V9+3SpePhfE+vp617L5rDXToz7OtPC0Z4LXYnV1Fe973/sqaru9//3vr8iQIJ/ziaspKJph1nQVVeC4KEI79VcnNcvL1viA59S6lWUYKPr993xtvXhaQxR4+OHabXPK1Kx13TcjQFW+ZrzhfU0m+XlJRSovgwHwR9/aRDQgVI0vVzfS+NPvHiOrAHnFgGYY+PztIqanpvCGhxY7rivu1D9rsMHrH5jCfJhDMpUByxg40Xz41uaJY0mHxWx1v9/95tcAQE1h2W5xbbU3ty5CdBJIwQCK1tyi6NpOBomc5HiMyXc4zRN+9cHy63fTJXMB5LWUA7CW+XDqs9O5VjS9IkALBqADYFEu9+B07nvFF67tYTddQkHWKkTvWgFqzTy7yHhJgt3I8atlYe/Ggsx+D5NrDkCFm4Tdwv7Db7uEpy7PVd3/1vY002frc7+WjTuZm5NACgYC3vrYXFVQK8ny73ftx1r9zvtncFJarwruaybroZHdYq8FdUKFw8uDLwdre35FX/czUCOLA5XF1wlVQW2RBcRe9zNIf/2PzNf81C/8Kq5JkygNaRCBU7CEtdRJTgKy/BQWf+g92P7rT5vvs89VBh3rXMowUCE8O2asNzE/swrpJMufBDNaHWuyInCYL4Fhy5l0l6d9ZjCkGyIduU7t56+kGDAMraVMdad56Yc+9CFzHLev/WqtsRiGwfLyMg4PD3F8fNxR/+zYHRa+sVns2IK93ny8lBArBPxW5vm1aFUQdUNgttPomd3vLCt7Vlk71sN+v79KUG9m7UWCpes5nrlJK9bykUgE8/PzLZV4anY/xZ792it3PyvN1BBvltXVVfzUz/8q/vQP7iut5Jl941YW39kTGzrb9YO9vT0EAgHHEmXNZHTWWm92mqndLwzDcAxcswZArE7Fq+7rbvS5W44hzeAU7PKW174CfIt7xI1wSnzqd53tikCCiXMd6QF2BiVYwo5dmO3Gue518EQ9Ib2TPZVG2J0IiOZHtL5nvrPryvkm+yzvfnypJ/byZwlaQ70NGtVQt3Pjxg3cvHmznA1jq/PllG3llAWj6oajfTXJHGJZBmN+oeXaxN2oRUJqfhxs3IWQ38f/9CPfj3/5P/9I3TbYBzDSL2u923b6Z/0OJ7ttNzbArZ8tH23hDdMKfuXtr2tJTG+2dncrdKP2Sq3aYU7XeDOf4VZf7dTKXmzVbrjReWnUbyeHgG5ZudTK6GxUr53UgAqtPFYxJn36mxv4+FfvVtUgRHobucMtBCYXgdhi1b1q/9npvevGcWmlxl8t2jnX9Wona5qGo6MjHB8fu1aTrVbN9HY32NbW1rC+vo6VlZW6VqL2jVtS95RjGKiWTN6gwOJ1y4GK2pzkPcSS/u2PRPDr73x1x2JzJzRzrv/RHz+P47wEjYhrzKmQ6al0T6lVV7tb4qtTcIGmaVBVFV6vt24AWr1+k3E7kZVgONzvOO0/xzIV7gwcy0DVdJBfsWxZgG4UAFjvGJPvcBp7/unlcpDKb35PMM9FvTG3mXNdS2T18pyjO0EvIOPNl188wHFehnE6D4z4mxP36/W7Vr3ublnY27/voZkxvLCdqeiXh2Or5ryTYW9LdQIbnetmrnHiHgUGiAc9+IevX+1LncJWsPe7Vg21ZhbZTnPAywtR81qY5Qs4OTnpcQ+d+dKVG/j9v/oeiqE5eCaXEPVyePViuTZ0JxmjvcReQ92OvbSLmtwCk9nF4rllqJFFV2s5DwK1aqwz6R34Crv42TdewlueeKTi9U6ZlY0yLu1/t1umd+PacQocIBnrZP704MR9UaXW/KxRHXqrY41kEdqDAot3vyyCixOetizem+2jPbu2VaHZ2u9Lly7h/PnzuLqRbmvNl81mzXvMTf78Rhafu5lFqnQ/OcLHM3jDShC/8kS8rc+0n+9uXZPj4+OYm2s98LmZuqfN1lAn1HpmD0Id3U5rqde79urd29Y1Xi/GdnItZyUdPp6pGIMIHMdhbm4OY2Njba/dGs1Jrfsx7dau7xRFUXDr1q2232+9Z8kaOHewAeV4B6vnV5D2zzs6ibQbjNMt/H4/zp8/X3GuHcs4Gqi599jKvuGg8pWvfAUFUcH/+T2mquyG031C7usnn3wSr3rVq7rSpn6MjY3G/m6c60F4BtRrS6h04HqfO33muEU990e3z3Uvxv6aQrqBin2kdvdUWm2DU5m9gMDh7a+Yb6ssRrP74MvLy7SGeptQQb0NWhXU28G6WQmgaqFoz9axbtY3s1HdqdjYqO31NmOt/bHX+yQDmMeSUdZsv+ph3yhtZzO23mf/7rNrSOVlsAwwEfLi3//9VzZtnem0senGxKCZxW2vP9MtcbNX1Ds/QG0b/lpRuhMhT9cmQNbrkAhXVmv3WiJLvQ0O60SGlKSwC2j2e9Upc9Wta7pVunEPNPOdzWRPE2RZxsHBAbLZbEvfY9/w/fytLD5zPYuiokPR7wvUb3toDO94pH7NdDdwEvOJ9XtR0cGxwLsuRSrqtzttDr3vB2bwjtde7np7O8UecGKvL01EXxKdT0q7ZEuqawFOvaSesOzUf6fAAknRwLEsZFVvalHU6Bg7jT2/+qAEjgH+01bItfu923Omdtpj37gKCBy+fzWOx5fHXRO5e5VlbQ/+41gGymkQBkACMSqfN914rjS6xsM+HhyLlssXDCL2a3ovU8IXr+1DM4yaLlD24LyqoDGfgJ9/LISHu2g92yrkGZMqauazyC7kAeiagNgpjQR1wNnWmzjAWDd3XzHnqxDemrHxbcXqt1c4BfFZ5ztEED4qKvjGZgm6YcDPM3jlnL8imK9W0KE9I/PNF0L4r3fzHYnA7fTRKjw72bSPBziz3bWy+HWjbFE55r3ff1JDfedEwd9tl5ARy8+QqQCP978m3vXzTGxxSaZ6LZGu2c964ZjFtzZO2lpTGoaBGzduuBbUam0XOX8F5TSg0MVj3ErWcKvMzMzUtHevRzNB/K0K6vXo5Ryl1vd3IuioqlqzfrgT1nPulhtBK99ba/yLRCKYnZ0Fz3fH9LSb+2StUiqVsLbmVA27PvWe0dYAdA33A5ycgqgGicnJSUxPTwOo3CuyrnHdKOM4yHzxS3+FVEHCv/0eV/G8nQrVnx9Eo1EsLCx0rV29HBv7GezS72dAr9vSjz1N+/f3Yw+/m8ETZJ8pL6mOe1j9OMbW9TZJmgCA+Zgfv/kTL2+pLbXcip3uUSqotw+1fB9Q7FauTjeP9aZ77s5RU9YnvZiY2u3BiUWsdTNSN4zqDXJUWmoQEd6NzetmreDa/WyOYcAyZRtYzTCats4kdcS7YVvmZI3s1mdabWeevZ2o+8Ah16l9w7Yfdl2tUsta6AvX9nB1I2U+3ElmV80gEZQn2d2s92W9DjUD5RIRogoGaLteu9XWjpSkcMq0td+rvRSe6k1i7fWcelGv3mnsrvedHo8HS0tLKBQKSCaTZi2uetg3VpajHlxPSObGHcu0VjPdDez2rM1s2ju95/Js/+rDtcJ7XrNsWjs73ffE9p/UWyKlXWRVR1HWIKo6EjmpZzWhOsVu61mrvrSTnbx1rvInV7fMcbPRWFjrGDu5fZg11E9uwwDwmz/xmKtzmkE5P9Z5A7FkDwjljetfeO35oeyz3e5MM4yyiM7cdzWwZt53w+EFaHyN24NCB2ETp12s57d8Td0z3SDSpxZzz95OVDltkOf+y+YjuHmQw7fWjs1Fuiip+Mz31IHa/CXPmD+/kcXdlFyuTY37Nao//XwaGVFvytFlEMVloPI5alrAy7oZ2OVkHU5E4nqCXDdFu05wqrFOzt+NhIi/vJ1DUdGRP93gNgBkGeBv1goV5WaIkHG/3Ey5f8RSOXtam/ovb+WQk/WKa0dgma6WD6hllV6QK23an98T8baHwxWCPxHfgx7WDCSodU0/uVw+huX/7744R/oGEIt7zayp/rFvJh2DG2rdc+T6PCqUbZFZtrzYasX6lWEYRCIRZDIZ9zqIyvN340jEtQMJsqajqOgt2dw7Qe7zdElDSSlfxG5cizzPY3p6umF95FrYn+OiquOk5L4Vr3XN1093GPt84dpOBi/tZ5uem/A8D0EQoChKU99nHZfGvCxmQkLP7ldreZGSYkBgdaylFPyPf+8BjI11N2C73/b+VuwW/Y2oV3qDgaU0HAxzzUjKopFn9SDNp6wcHR0hFArhxYTU1TKOg8qV9RQSORGqZqCoME09bwmtlERoh16t35w0hW7uc9qx2qF/6rl7fVmT9fJ55LQH3yvrdydhFuhNSQGnZy35fSdcWU/hd75611z7ciyDYA1r917hdO8+851diKoORdObPt4k+OHGXrZiv6jbWsRZhQrqQ4z1pnt4dqyiLnutG4VMTNupndhq2+y1R9NF2bTLJBZ2jep9utke+0apmyLzr73xAj7+1bvQDAOTYa/j8a9l628NbHB7kdCNSZX13JJI9Fr1PayTLWuGM9BeLfd+YBWVPXw5KpA8oAqShryk4je/fAsci4ZBIt18OFuvQ7tNeyeT3HoiQ78FBaeoReC+A4a9ntMgTyCCwSCCwSBkWUY6nUY6na5ZY51srGTEcj3f46LoaK3eqw1SKxW1bB3+3eg9fr+/q+1zE/v4WqvEA7nvH54dq7J06nZNKDdp9DxpppZ9q/WlnY5xvfd/5Ssb5vuGkVpWak52YKOycWXfJLBmP0+P+bomoNdqS7PX5ahwbScD7fT5waCctVlUNBTTGg5OpIryCmTNoOkGFE03F+k8yyAvq7h9rOMTV1MDI74SLk54EPKykDWjokb1ekapK64SBlVctmIVKgWWAc8CUT+H/ZxqWoeTQAIiEpcUA7JmOIp8VgGH/Jv8HISgAidh/dqhaIoWZK1JTGnlU8sLu5AhazpSReCzL2axnpZxkFfAswx8fPka0YzyMfIL97PEexGsaJ0XrcQ8+MTVFBTNQNE4FWV0IF3SqgR/3TAQFJqrudvM/Kwb2EW6gqwjJ5WDHr61XcRrzwWg6aiytgbuX3/k+pRUHQDT9kbh3NwcNE1rKpi11T5emvLhYsKDg3wKqSLM4IF2x0inbOF2rsVoNIpYLAZFUSCKInieRywWA8dxLX2OlVrP8a1UEVfWU648MwfJ5heo3B9oJ1ElEAg0XSKFPMMA9DRYGrA/W8qB3ImigZvHKp7osgGavVZvv8R0oDVB3e4aR+YYVsGcuI1sZJSKoL5hKUuztbWFKzvGwAQ89AoS2PxqX3lu3GqN+3A43P1G9oBBCHbp5zOhH99t3YNPF8rBWL0Qtcm57pcwa33WdnK87cmoklreR+UYYMzL462PzQ3UfspTl+cqEviaOd5X1lP44NMvYDcttlwOkNIeVFAfEZrNRu5mpnaj7+JZBqJSrifGAmCZci3VXt3g3YzYs2fS2SOVgcoFFxFdiR3wsE1A60WiA/eztyoCOHQDOsoPLY5hBlrctGPfKFg/LpjZ2nlJg2ERM3sVJOKE/Tp0S/wepAxNK9YMdEnV8W++9BKSebkqm24Y3BAIHo8H09PTmJqaQjabRSqVQrFYrLCkJBsrRUWHqBlmRqePYxDwMFXW6sNEIBDodxPaxhotXU9Ytluk1XOVGSaaGSc6HUsGdSxyA6do/6CXM7OEreVDhnHeUI9G9w6le1xeiGIq7AUAaJoBr8CiJGsVThtei9V+xC/gyYuT2M2UAAACxyAe8ODeUc7MXutm9m471Mv4hVEprual6uxje9byp59P4/y4py9Ba/Ww9pMILuVMYFQEEhCRmPz7xpGIu89J5tzhekI0heUxL1uR/T1oddlJVrmqlyCf1gwnooWHY8AA8HAsVN0wRUirkEEseK1Z/H6ewdwYj/2cipJiwM872+b3so/vfXwcz20UTJt2A4BqGEiLWpXgP8iZjQSrSKdoBkqqAVEzIJUMfPFWHgJ3v2wBueesbhLLUQ94lkHUx8Er8HjTIzNtzfNZlsX8/HxL9tut4JThaxhaW5nqZBwSVaNlEYfneYRCIUxOTsLr9bbdn3pYn+NOTnbf59Xg97Qv2lvXfOTf/Z4nOCWqGEBT7lN+v79pQR0AHpksn7d+BUuTMej5PRHf2srjdpeDgcl8kLgA9nNeqGkaisViw9eRAK+vbxRN1ziOAfwCi7CHcRTMB9X9phHf3S/gpe0CGENHLCAgEuhvwEMvMNdpWQmPXyzvZ48Hmn/esiyLYHA4nPicsAqS9qSVfpz7fj0TrG5xBUnr6Xfbg4yaFVnbSSq0usxqmtHXQP52znW9ZEaSdDbm5+HlOfzaGy/gPa9Z7kFPmqdZfc/KtZ0M0gUF2mkQsZdjR2q/aBChgvoI0exmdrcytRt9l3Ug4xgGT12exVzUPzIbp7UilYNeDpMhH45ykrngIqIrsQMetkGuViT61Y0U/tPfbVZkmAkci0hAMB9eXp7Dr77xwlD1F6iMCiTRmOMBDwAR2ZLalyCRWu0ctmPbLvagnZv7OUiqXpVNNyxuCFaIFWUkEoFhGJAkCaIoolgs4jKbwXsfR5Xdaa9q6nULQRBGInK70T1od70YdPcESm+wb8ymizIyRcbMEraWDxnGeUMznKXn16BgX7ADcHTasDsFWN0mDMPA//aZb0Ng9Z5nzzWLU8YvyeS2Z4kd5BV8/lbWrDdtzVouKDpuHcu4nZLxd9slvHpxsJ679qxjp0ACIhKPeVmkRQ0F2UCRMfDH3z3BtX2x4lhcGC8fG5L9TcxKBylowpq96ZTlB8A8BnYhgwid1ix+geVwPuaBqBrmNd1vgZqcV2LTfi8tD4zg3y5Wkc4qQOkGoGinTgKss5tEVpIw5mXwxIIfb34ojh97zaW228HzPAKBQFOCWTu0YnPvBBHcjooKNAPwC0zDoAmO4xCNRhGNRuH1ertuM2yllpPdyqMypsLtXZdX1lMD6TpmX4f6BNZ0n/rg0y/U3QtoNoDY7pDy5HJ/BDkSvKQZIrKyBt6lYGB7IGW/avXWo1AoVAS2O0HOUyKvoqTeT7QI+wT86Mum8bKo4ni/9ssppBPspef+3oIP73x8ZaTn71YRNS8pYAF4OKal4MJwONzTsdhNSL1p4oI5CEkr7YjLnTIIVvetiKztlvu1v4/s4f/8D5zvi/Dc6rm2t58kM5I94qJhYMwv4BUDLjZbAxWbKW1weSGKWFAol50FuuKATKmECupnkF5uWLZq1zrs1NoQP8rJ0PRy7XB7/elhyZy14xSJTuppln1DYdau/tGXzfbUtrVb2B/mpC4yz0kjGSQy6JBJJcn2zZbKFun2bLpB2HTpBIZh4PP54PP5EI1GMTU1hXj8GJdnjnHtoDiUke12GIbBwsJC05aTxWIRJycnEAQBfr8fPp8PkiQhl8vB5/MhFAp1ZF/ZbdqJOqWMNk6uPtJpNinQu/IhlLOHfa7ejFuA/T2/9uopvHRYHIpnkT2T224d/o3NYkU9amvW8npagaiWhb10SatpEz8oOAcSlIWZN18I4TPXT1Bkypv/BUXHt/dEaCgL51EfB80AVN24n/3Ns2bQwfWEOBB9djqfTq+p9TtrFj+x0X5yOYgnl4MDN7+yWt1bz2W/Bf92If1ZiAj4zPUsZE2vuOdI2QInNwlV5zATErA6Vs4g7WTO5/P5uiaoA7Vt7r+2XsTze6WKIBAS+MFzwM6Jguf3RNNJwcMx8HAM3nwhVPN8T01NYXJyEgzDOP69Fzg52al6eV+kVQt4q7WuwDED5TpmTx557s6RuR7NFJWaJfGA8jXXCBL0ky5pKCnluWC/gpm8Xi9+4OF5fHN/E1pOgqoZ2MuUKjb57ZmQjZJ37OfWyZEJ6L8bQSO7d+t5kjUDLAN4BQ5hL29mPu7s7CCTyfSmwV3G6toz5mUxFeAwYWSQTPowMTHR7+a5jl2cCwgsOBYY87G42MK9OD7e/zGrWezZvZ//7h6ypXJQF8tgIJJW7OOvW/W1a2ENquin1X0rWk4zLipO4/Zzd44qkgGLhoGgl4ei6V3sWW1aPdf2fpNkRuse8bCIza2UF3hiZRy/+ROP4QvX9gBgYOZKowwV1Ck9ZdSzj2ptiKunA/crFqN48uLk0AvLVqyR6KS2Cscw0AwDoqpD0QwsjQcGzkalHZxEsFZrAlPcpTLbl62ZTTdK8DyP6elpTExMYGLiGC8/PoamaW19ViAQgMfjAc/zKBaLXd1QrAf5flEUcXx8bNaP9/l88Hq9Zm11XddRKBQa1rskQQiRSATxeLyvG4u1GPXnIaU1arn6WLOE6cKI0itaGZ+KxSIeivN4KD48pUbsWWFW63BSj1o9tcyzZi1nShoSBQ1kS6mWTfwgUkt4ttZ6JQE8Hr4sLL9izoejYvl5bM3mv7JTGqhAgnaz/OzlAOwZ3oPQNyeaCSIYJt764BhWYp6q8wCgppuE1Q0jkUhgZmam7bleLwIw7Tb3olZeJ4tquX48KVNAyjGUhbmy9T1JjtWNsiOBWmPKz3EcJiYm+j7ntTvZ5SUVuqFAVLSGmdtW7Na6saAwcK5j1mflw7Nj+NDnrkNWdRRlDUVFw266hC9c26tqM8uy8Pv9KJVKjp9LgmZSRa0i2KeXDjDELS0WiyEQCOAiw2A7Z5iZqv/5v21VlSeyW+o6JZEQAefqRgq76RKKigYYcHRkGoTAeF2vLSLZz1PYxyPsE/D6Byuv8Xg8PjKCutUVxnpNHhwcwO/3D7WtuRP2euEPjHsQ82vwcs2Ns36/H7Ozs0NT1s4pu1dUyvWmiSNnxD8YTiHWfcBmBMdWgn7qWYYPgiDbTKJiIxeVWuM2+WlNBuz3+W7lXDuVOSbPoWHbI27V7p7uL/YWKqhTKC5Sb0O8X/VleoE1c9saYUz63e/Jlps4ZXKN4jkdJs5qti/HcWYmiiiKKBQK5n/1Fv8Mw2B8fBzxeBweT+XGjKIoyOVyyGQyPRXXFUXB4eFh1e+JyJ9Op1v6PMMwUCqVUCqVkMlksLCw0FQ2CIXST86aqw9lNEgmk/1ugiuQTWJZM6oy1K1Zy89tFJAqao7C3qBjF56JkFmvhAwROi9OlH/eTcnISuU5xjAEEjRiGC13geFtdy1q9cfJTcIeSEACMefn59uy1G11jtku9lrUWUmDqBmQT4N3VNtP5tTj3sMy0GE0FFUDgcDAWApbnew++fU1cEwJmg7spkU8851ds7a6k7Budb+zChiDvqdgDST48osHOM6XM62//OIBgOpssYmJCWxvbzt+FskCFtVyEMUDcW9PnCg8Hg8EQcDY2Bii0WhVsImi6eA4BoWC5lieiFjq5jQdDGD+nZxzq4CTLSnQjfKajTlNxgD678hkF90uzYVxYWYG6XQakiSZr7NmpouagbBPwCuWYo77fV6vt6d96BZk/H3zhZBjiZHt7W1cuHABPD+cMoNTCQJ7uYl3PzYOIVNo6vNmZ2cxPj7e9yAnO7WEZafsZFUv7x35BRYhLz9wjpzNCo5ONuZEPPbynNkvJwGdJMmxLINwnzLTnfrSSFhu5KJSa9y2WqIPUjJgs+fa3u9BaX879KO0AaV5hvNJR6EMMGdxQ9xJ0DwL/aYMDmc5sIFhGPj9fvj9fkxMTEDXdWSzWaTTaRQK9xd8Xq8XY2NjiMfjNRe6giBgfHwcsVgMmUwGBwcHbWe/DwqiKOLevXuYnp523ByiUAaVszyuUYaDXC6HbDbb72a4glO2cr2sZSdhbxix2og79ccudDplplEo3cLJTcLpfjs5OYGqqlhcXGxJzDEMo24QqttY7zcirFst3a0Z6sT63moJX2+8GcT5LZnDvPjfD8w61EVFQzGtVYis02M+rE6GTCHDavs9CAJGs1jnbc98ZxdFRcNxXna0f49EIjg5OTGfoWQM5rlyWQ2eZTDmZXtW1iESiWBxcbHuaxqVJyKWukSsIn8n59wu4IABfAIHL8/C7+H67sjkVHOYZDb+6MtmcXk1gGdv7OLLLx3hv23myveuYiDsF+pmrLIsC57nTQe2YeTzt7L4zPUsdMNAzM85OtSoqort7W0sLy8PnIhcD2sQD3EGsyYIWctNTLM5vJhp7nOj0ejAHYd6wnKt7ORBLlXarOBotwHPaeVSMpKqg4WKP/rWptlne81tYhnu41lMDYBVeCtZy/VcVGqN24OQge9EK+LyqOyhnNXEsWGBCuoUSpcZlcG8ETRzm0IZDFiWRTQaRTQahaIoUFUVXq+3pawVhmEQi8UQDoexublZ05JwWNB1Hfv7+zg8PMTs7CxisVi/m0ShUChDjaqq2N3d7XczXKWVrN+zkiFsf80oWY1TRotCoYA7d+5gfn4eY2PNlaDQNK2ngjrBHshiD+JxCuapRzgcxtTUVA9a3jpPrIzj6JYPOUnBfMxviuVFRUMhpWI7VQIDgGUZeDgWUlm9AICBETBa5anLc/ctzU/ryCdyUkXtWgCYm5vDf7uXxNfu5SqCK0gwxRML991Cuk0za6NmyhMRS13r38k5tws4RLh59+NLA5FFaBfdrBn2VzdSePfjS/iTq3vmeWVZBmG/0FTAh8fjGVpB/XpCxGeunyAj6mYJiloONYVCAclkEpOTkz1uZXsQgZmcUzCoKEHAsgwmQh6z3MT2dnPZ6R6PZyCDnJyEZQYY+OzkWjQrODran0saWMOAbqCcoS2qYADHmtuDFFTQbtayvRxLrXF7UM/5WRWXqa4yuFBBnUKhUCiUEUUQBAiC0Pb7eZ7H8vIytra2KrLdhxVd100BiIrqFAqF0h6GYWBvb29oN4cp7TNqgQSU0ULTNGxtbSEajWJ2drahoNEru/dadHI/cRyHWCyG8fHxqhJOg4bfw8Hv4fCbP/FyczM/XZBP66uXX6NrBnRDAwOm77bfneJUR95au5YIGGtHeXz1ZhqpvARRM0yxMi/rEFgOMyGhJ+Otx+NpuvZ1q26MTtm/g1rLtlYGPgmI+P/93SbSRRmiUg7CaSXgw+v19rScmpvcScrQ9FNTAaZcR7ueQ006nR4aQf0L104DJJSyIx93Wn6ABH/4eLZCtAyFQk197qCWmnMSlq2Z6YOanVyPZgRHJxvwvUwJX7y2D1HVqo7BINfc7kRYtpZjGUZhmorLlEGCCuoUCoVCoVBqwnEczp07h+3tbeRyuX43xxUODg4G0oaNQqFQBhnDMFAsFpFMJkfmeUChUEaPTCaDQqGAhYWFukJhJBLB4eFhD1vWOYFAALFYDJFIZGBqpjeLdTPfWmvcMMqZoBG/MFCZgJ1gryNvrV379Ld3oOmGxVrYAAzAwzLQUbb772VZDUEQ2l4TNRI4hknAqZWBTwIiVE2HqOgY87eesTroQS+13DIuTnhwccKD8UA5OIljgXddql+CQJZlKIrSUVB/L7iynsKztxPlzHQA8ZAHjy1GK6ze7ed4bGwMDMOYJSxqMagBp07Csv3nIN+jneA0Vr3l0qzjsRj0Y9CpsEyFaQqlc6igTqFQKBQKpS4sy2JxcRE7OzsjUS83HA5TMZ1CoVBa5OjoCIlEot/NoFAolIYoioL19XVMTExgamrKUXz2eDyYn58f6PIVHMchFAohHA4jFAq1VCN+UCGb+U9dnsMXru0BwEBmAroB6Yu1dq2k6hW1eYMeHkEeeOWcDwsRoSW7fzeQJKnr3zEsAo5TBj4JiChIGkI+vimLdzter7cbzXWF6wkRn7iaQqqooaTq8HAMZM0wSw+8cs6PN18ItXRdFgoFRKPR7je+A67tZKBoBliGgU9g8SOPzuBf/dilusEfHMeB47iGgnmxWISmaQNp+z4s92IvoMeCQqG0y/DPxikUCoVCoXQdIqrv7u4ik8n0uzkd4ff7+90ECoVCoVAoFEqXIY4ay8vLjhmT0WgUiUQCiqL0oXXO+Hw+hMNhhMNh+P3+kQ0CPStiRi0LeKu18BvOhzHF9Mf5RVXVgRX/+o01IMLDK4j4hbbssAOBQDea5wp3kjLyko68rMMAoJ7WYchJOnIS8LX1IqZCHN77+HjTQR7DIKjba1E/dXkOQONxief5hhnqQPkYjI2Nmf82DGNkx3IKhUI5a1BBnUKhUCgUSlMwDIP5+XlwHIfj4+N+N6dt8vk84vF4v5tBoVAoQ8Xk5CQEQcDe3l5Tm4kUCoUyCEiShPX1dZw/f74qw5thGIRCob7XUwfK2Y+Li4tN1+mlDA9263O7tbBhGLh9+3bfAjskSRpo0befdFKzmMDzPHw+H0RR7EILO+PihAchLwtZMyoy1FmGgaIbkDUdeYnBnaTctKA+DPXiOzmvPM9DEIS69+ve3h5OTk4gCAIKhQJKpRL8fj8mJiZM63gKhUKhDCdUUKdQKBQKhdI0DMNgdnYWPp9vaEUVuoClUCiU1mEYBrFYDIFAAOvr6wNbI5JCoVDsyLKM9fV1rKysVInqgyCo+/1+LC0tDXzdYUpn1Mp+7XdgBxXU6+OGm0IoFBpIQf3SlA/vfXy8qob6zomC5/dEqLqBkJfFxYnm68BLkjQUddTbPa8Mw+D8+fO4detWzdeoqoqTk5OK35VKJWxvb0MQBMTjccRiMeoMQaFQKEMIFdQpFAqFQqG0TCwWg9/vx9bWFmRZ7ndzmoZhGExPT/e7GRQKhTK0eL1eTE1NYW9vr99NoVAolKaRJAkbGxtYWVmpEDGCwWAfWwWMj49jZmbGsc475ezQb0Gd0l1CoRCSyWS/m+HIpSmfY/b59YSIO0m56drpVorFIiKRiFtNHDgEQQDHcdA0reX3KoqCg4MDJBIJxGIxxONxeDzNByxQKBQKpb/QGTuFQqFQKJS28Pl8uHDhAubn5+HztbbI7hfxeBxer7ffzaBQKJShJhaL0c0/CoUydIiiiI2NjQoRhOd5xGKxnnw/ydjkeR6BQADz8/OYm5ujYjqlrxniVFDvPoFAYOhc0i5N+fCOR8ZaFtOBcg3xUcYwDOi63tFn6LqO4+Nj3L17t+PPolAoFErvoBnqFAqFQqFQ2oZlWcRiMUSjUSiKAl3XYRgGNE1DLpfDycnJQNkC07qUFAqF0jkMw2Bqago7Ozv9bgqFQqG0RKlUwtbWFs6dO2cK2ZFIpKvZwYIgYGFhAcFgEIZhDJ2wRuk+giCA5/m+rJvaybKltAbLsgiFQsjlcv1uSk8YZUHdMAwcHh4iFAqhVCp1fM9SMZ1CoVCGCyqoUygUCoVC6RiGYaqyFUOhEGZmZnB4eDgwFnd+v7/fTaBQKJSRgNZ9pFAow0qhUMDOzg4WFxfBMEzXBA2GYRCJRDA7O2uOmVRMp9TC7/f3RXClgnpvmJycPDOCuiRJ0DRtJOeKmqY57m2QYNNwOAyv14tEIoGjo6OGn+f1eqlLCYVCoQwRVFCnUCgUCoXSNRiGwczMDGKxGCRJgqIoKJVKyGQyfWkPXaxSKBSKO5yVTWEKhTKaZLNZ7O3tYW5uzhVBnWEYcBwHjuPg9/sxNjaGYDA4koISpTv4fD4qqI8wgUAAs7Oz2N/fb+r1HMfB4/HAMAyIotjl1rnPqAYPcRwHhmFgGEbF7w3DwNHREcLhMBiGwfT0NDiOw8HBQd3PU1UV+XyeOulRKBTKkEAFdQqFQqFQKF3H6/VW1C6fnp5GKpVCLpfr6QYBtdmkUCgUd6AWlRQKZdhJp9NQFAUTExNtvX96ehqRSAQ8z9OgTUrH9MtJiz7Pe8f4+DhyuRzy+XzD10ajUczOzqJQKGB9fb0HrXMPlmVHdkwkYrmTUK7rOpLJJBYWFgAAExMT4DgOyWQS09PTSKfTVUEzmqZhY2MDFy5cgM/Xer16CoVCofQWKqhTKBQKhULpOYIgYHp6GtPT09B13ay9LkkSNjY2uva9kiRR23cKhUJxAb/f3ze3EQqFQnGLfD7fcr1fnucRj8cxOTnZpVZRziL9WqNQEa93MAzTtNDM8+Ut+1Kp1M0mdYVRd+aIx+PIZrMoFotVf7Pfx7FYDLFYDEDZpWBzc3MozymFQqFQylBBnUKhUCgUSl+xRrALgoCpqSkkEomufNdZsTTUdR3FYhGCIMDj8dCsfAqF4jo0OIlCoYwKduveeng8Hly4cGFksy8p/YPM22VZ7un3tuvQ0AuurKdwbSeDywtRPLEy3u/muEKz61EiSvf6enCDURfUGYbB/Pw87t69W/X8GBsbq/k+nudx/vx5pFIpHB4eVrhDrK+vg2VZMAxjBl6QmuwUCoVCGRyooE6hUCgUCmWgmJqaAs/z2Nvbc/2zz4Kloa7r2NzcNLOteJ7H4uIigsFgn1tGoVBGCZ/P51hDkkKhUIYZUrNY0zTouo5QKIRIJAKgPMcKh8NUTKd0jcnJSezu7jr+7XpCxJ2kDJ4DVA24OOHBpanOsssFQRhYwe7Kegof+tx1nJQURPwCPvy2SyMhqrcqqEciEYiiaJYuYxgGuq4PdJYzya4fZbxeLxYWFrC9vW3+zufzQRCEuu9jGAbxeBzhcBj7+/umBbymaVXXxtbWFlZXV6mLBIVCoQwQo/+Eo1AoFAqFMnSMj49DEARsb2+7JoJzHDfyGZW6rmNjY6PCfk5VVWxsbGBlZQWBQMD8falUwv7+PiKRCOLxeD+aS6FQhhiWZeH3+x3tLikUCmVYWVpaMsULImD1E1ISyTAMCIJwJoSqs0w0GsXx8TFEUaz4/fWEiE9cTSFV1FBSdQQEFjE/h/c+Pt6RqD4xMdH3a7wW13YyOCkpSBcU89+jIKirqtrU68i9HgwGcf78+aq/F4tFJBKJpuqx95pRz1AnRCIRyLKMw8NDAPWz0+14PB4sLS1BkiSk02kcHx9XvcYwDOzs7GB1dXVg71MKhUI5a9CwWgqFQqFQKANJOBzGhQsXXBPB5+bmGkaMDzOiKGJ9fd1R3DIMo6LWcT6fN1+7v78/lFaCFAql/0Sj0X43gUKhUFzFKlj3W8AolUq4c+cO7t69i7W1Ndy6dQuKovS1TZTuwjAMZmZmqn5/JykjL+nIyzpUHcjLOvKSjjvJ9ufwLMsO9HP88kIUEb+AWFBAxC/g8kK0301yhWaCxTmOqwiEdiIQCGB5eRnnz59v+Npec5YCfyYmJhCPx+HxeBCNRqFpGo6Pj5taXzMMA5/Ph5mZGYRCIcfXiKJYFWBDoVAolP5xdp5wFAqFQqFQhg6Px4Pl5WXcvXu34w1Er9frUqsGC03TcHh4iFQqVfd1sVgMQHkTZ2trq2Iz5+joCPPz811tJ4VCGT1isRgYhqlpT0uhUCjDhCAIfc+s1HUdkiQhl8shkUhU/I1kq49ygCgFCIVCCIfDphU0ULZ3D3lZyJphZqiHvCwuTnja/h6v19v3670WpHb6ux9fgqLpI1VD3e/3m6W5ahGNRpsO6AkEAlhaWsKtW7cGpgzPoF5X3YBhGMzOzmJ2dhYAcHh4iKOjI+zv72N8fByTk5NN2cAvLCxgbW3Ncc+jUCiMvNMehUKhDAtUUKdQKBQKhTLQcByH+fl5bGxsdPQ5kiSNXP2xbDaLvb29htaBY2Nj5iKc1N6zkk6nEQqFwPM8GIaBIAh0s5ZCoTSEYRjEYjGkUqmBruVJoVAojQgGg1hcXOxpVrphGNB1HYqiIJ/PI5vNolQq1RXFBkUwo3SX6enpCkH90pQP73183PUa6oPIqNZOJ8zMzGBtba3ua1p1DuB5HuPj44624f3gLGWo27HuN6RSKaRSqYoAg4mJCUxOTla8J5vNQlVVxGKxqkAqoCyoT0xMdK/RFAqFQmmas/uEo1AoFAqFMjSEQiEsLy9XZVa3wjBnqJ+cnECWZbN2JsdxSCaTODk5aer9REw3DAOlUgk8z0PTtIrXbG9vV/x7dnaW1lanUChNsbCwgHv37lWNKxQKhTIsFAoFbG1tYW5urmsBmKIo4ujoCMViEZqmtTWn9Xjaz0imDA/EBvrg4MD83aUp30gK6HZGtXY6we/3IxqNVpTjsuL1etsagyYmJpBKpfoedOPxeFqqJT7oZDIZnJycYGFhoanXh8NhMAxTcR6s8+NMJlMhqMuyjK2trbqfWSgUYBhG38uQUCgUCoUK6hQKhUKhUIaEUCiE8+fPY3Nzs2X793g8PlTZ6aqqIp/PQ9d1lEolpNPptj4nGAwiEonA4/Fgf38f2Wy26WNHaqvPzMzQxTuFQqmL1+vF+fPnkU6nIcsycrlc3zd0KRQKpVWKxSLW19fxwAMPdGxZbBgGRFHEyckJJEmCLMuQJKmjz2QYhgrqZ4h4PI5CoVCRqX4WILXTAYxU7XQrtdZW1xMiDmQDr+HTLQcRCIJgugb1i3A4jIWFhZGxfFdVFbu7uzAMo2YAhB2WZcHzfM01N8uy5v/n83lsbm5WCfB2yJ5AIBBoqf0UCoVCcR8qqFMoFAqFQhkafD4fVlZWcPv27Zbel8vlMDk5ORT2cyRDyo1Mz0KhAEmSGlrC1+L4+BiyLGNxcbFi8d8vdF1HsViEruvw+/3Ulp5CGSC8Xi9mZmYAlEWp7e3tloOfKBQKpd9omobj42NMTU219X5JknBycoJMJgNZll1tmyAINMjRAqmzLXDsyNXZBu7XZv7W2hHuJOWRtXi388TKOD78tku4tpMZuXMKlMcYu8vY9YSI5zYKeH5PBMPx+PKtdFtW9xMTE0in030JapyamsLk5ORIjVGJRMI8ls2WNiJlPOr9fW9vD4FAAPv7+zAMAxzHNVz7F4tFKqhTKBTKADD4u8oUCoVCoVAoFtqp0yvLMpLJpCn2DCKGYSCVSmF/f9/Vz21XTCfkcjkkk8m6G8uGYUDTNHAc13ATRdM00+ZU1/WK/zcMw9y0IP9fLBbh9XqRz+chiqL5OQzD4IEHHqCiOoUygAQCAayurmJnZwf5fL7fzek51xPimRI/KJRRI5lMIhQK1RQvFEVBoVCALMtQVRWKopj/0dIXvYHU2U7kJORFFWEfj8n/P3t/HubIdd734t+qwr41Guh9m+6Z4TKc0UhU7owtShStJbIcUbYsWwn1u3nEXMmW4iVy7Fg/35+dXMZKxMQ/xY5iR7IpMVJkJxFtyQwlkTYl09xGpsQZi6SGM8PhzPS+N7oBNPYq1HL/QJ+aQqEKKOwF9Pk8jx5qGkChDgqoc877fd/vG3T3Xb/tV9Yz+NIPk0jlRQTcLD5xJnIo5pWzc5G+uo5a9vf3y9o9XNop4KELcexkRPCSApaVAaYxq3uXy4WxsbGW7yerwXEcpqamEAwGO/aenUAQhLJq/1wuZ+l1tfbePM+D5/myYzudzoq5w+l0Ynx8HPv7+8jn82oLNwqFQqF0FyqoUygUCoVC6Sn8fj98Pp/lTS0hHo9jeHjYthZ0e3t7ZX0S7QSxcQagWtKJolj2P6BUoTozM2Par55YqdZbNWFkdakoCorFIhXUKRSb4nA4cOTIEaRSKaytrR0aC3gSGM/w8qEQP2jyAKUfkWUZi4uLmJmZUUWMfD6PTCaDTCbTtHV7oxyW+6gVSJ/t/VwRiqJgP1+Ey8H2Xb/ti2tJZIsKUnxJgL2+K9B7bY+jtw6/visgw8sQJAUAA4+DbcrqPhKJIJfLVVTBt4NIJIKRkZGecIGrl52dnbJ/C4JgqY95I65ufr8fLperrGVSsVgEx3GYnp6u+3gUc/rd2UTPYRsvhdIJ+m/Go1AoFAqF0tc4HA74/f66BXVZlrG7u4vR0dE2nVlzNNonvRMUi0VLfeN4nsf8/DympqYQCoXKHlMUBfv7+w0Fg81s8OyaHEGhUEowDIOBgQFks9mu9vTsJCQwnixIyBVlnFvK9q34cdiSByiHC0VRsLy83O3TKINWKN6E9NnmRVmtUO/Hftunp8IY9LkhSRICLha3DLm6fUpthYg/h0n0uWXIhYCbBRjA53bhnttGcO/piYbHzzAMJicnUSwW694vWyUQCGBsbAweT3/O+YVCwXDva0VQ1+9PWZaF1+tFNps1fY3L5cL4+DgWFxfLnhePx+H3++s7eYoph8XZhHDYxkuhdAoqqFMoFAqFQuk5Gq0MisVicLlcGBwcbPEZNYckSV2rdmo1sixjZWUFfr8fHo8HbrcbHMdhd3e3Lrt+r9eLsbExFAoFU9tCO/R1p1AotbmWkHHuSupQVDHfMuSCgwVkBShICl7aKODSTqEvx02SB2jlJIXSGeyaFNoNtH22+7ny7uxcBL/7M6dw7vIyJn1SS++xdktMJeLPfr6IAa+zb0Ufl8tVJnSfGvHgE2ciWM9xuPvkkZaMmWVZzM3NoVgsolAooFAogOd5pFKpppwu3G43xsbG+s7eXYsoiobJVMPDwxVV60YwDINAIIBCoYBoNIrBwUGsrq5WfQ1xXNP/JrXtzijNY+RsogD44vPzANB395vDNl4KpVNQQZ1CoVAoFErPUSszvBrr6+tgGAbhcLh1J9QkjfSFt0I4HLZUWd4Ostls1Uz8WvA8r/ZvN8NugUAKhVLJ+cU4fu9vFrCXzsO/yPR9FfOpEQ/ePOHFs4s5CJKMXFHGo5dT6mP9hFpVByDg7v/KSQqlmwwMDJi21Dms9HOfbaC8Wvufv+NWLC4uNn1Ml8uFQCAAh8Nhq70QcFP8SWSL6r/78fq6XJVz5akRD94/N9fSamSGYeByueByuVTnsHw+j5WVFRSLxbqPF41GMTY21tQ+3O7Isozl5eWyz4dU/IfDYVy+fNnScY4cOaJ+ThsbG1X3xE6nU73uWut8v9+PsbGxRoZBMUHvbOJxssgURLyymsQD37rUV0k85xfjWInn4ORYDPicfT9eCqWTUEGdQqFQKBRKzzE4ONhUX7i1tTWIooihoaEWnlXjtMOOb2xsDNFoFLIsI5VKtfz47YZY9OthWVYNDNEKdQrF/lxcS2K/UERKkCFITN+Ky1runvXjSoxHPAfkRRnX9ng8dCHed8kEpKru+q4AB1eqUF9MCBAlHAo3AgqlkwQCgW6fAqWD6Ku1/+37T2LA4YAoik0dd3p6Wm0dEIvFkEqlMDExYYt2Ak6OhSQp8Lu5vrTvJxglBDscDvh8vra/t9frxfHjx7G2toZ0Om35dZFIpO/FdEVRsLa2Vpbo7nA4MDMzU/e1IZ9TIpGo2vLI7XZjdnZW/U4MDQ2BZVmEQiG43W71tXb4ffY6JEHpvjMzKEoynByLc9djeGU1iSwvQQHfN5Xb2vnDyTF43xvGcWw4UDZel6PYt0lLFEq7oYI6hUKhUCiUniMQCGBychJ7e3sNW6FtbW1BFEWMjo7WHRyIx+NIJpPgOE7NKg+FQg0HGdph9+71esEwDEZGRnpSUDdDURSEQiEMDw93+1QoFIoF9NUgNxLFvhSXtRCh+dHLKVzb45EvKlAUqS+TCchYHroQRzwnIS/K8DlZDHq5vr7GFEqnsVK5SgSDfrZAPyzoq7VfXd/HPzoWqirO1WJwcFAV5hRFQSwWgyzLWFhYUCtwu8X5xTgeubACUVHAMQzuOzPTt99do2plK725WwXHcYhEIpYF9UgkgvHx8b4W02VZxvr6etmemWEYHDlypGExW1EUbG1tmT7OMAxmZ2dVu3eg5F5AqtL39vawvb2N7e1tDA4OYnR0tKyCnWIds3YSJ8ZDeOBbl6CA76vKbe38Meh3Yibiw/13zarjdTmKfZ20RKG0G3onplAoFAqF0pMMDg5icHAQOzs7aj8zhmHq6gu3u7sLRVEsZ9zLsozt7W3s7e2V/Z0Et9xuN7xeLwYHB+Hz+WoeUxAEJBKJpqzRzYjFYvD7/chkMi0/djdRFAU7OztIpVKYmZkxtE2kUCj2gfS5/eLz82pVBIP+r1TXCs2KIqmV6v/lhV28ecKLu2f9fTN20ks9I8hQAGQEGU6W6cue6pd2Cri+K9AKfEpHIbbN1SCCwU66JAwEPQ4MB909LwwYobVC77exEUgyGgBV+AiFXE0J6lrBPJfLQZZlADcrcwuFQkOJxq2ACEA5XsKg34miJHf8HDqBLMtlezPtnHLbbXLH3Lf0e1kzBgcH+15MF0URKysrFY5x4+PjTVWGk17qZq56kUikTEw3ej0hkUhgf38fIyMjiEajfX092oFZOwmjPUo/VG4bzR/AzT0ZSby7uJZU/95PHIY1AqW7UEGdQqFQKBRKTzM8PAyn0wmn0wmv14tkMolEImG5cn1vbw8cx2FkZMTwcUVRkE6nsb+/j3Q6rQafjOB5HjzPI5lMwuPxVBV8c7kclpaWqh6vGTKZDFKpVFPW+HamUCggFothcnKy26dCoVBqQIIZ2iqQ+QTUSnUAfSlS6ivVs4KMNA88u5jDlRjfNxXcpJe6IClqhXo/9lS/tFPAQxfiyPAyAm62b64fxf5YqU4ngsF+rghFUbCfL8LlYHteGNByfjGOxy9u4LlrMRQluazSsN/QCh9EFFAUBRzHQZKkho65urqK48ePw+FwGCbc7u7uolgsYmpqquOCnZkA1G9ks1l176efU1zOV/HGiVJ/+9HRUXg87ZlfBEGwlHB9GCrTeZ7H8vIyBEEo+3s4HMbg4GDTx5+cnESxWKwQ6xmGqdl6Tl+NLssytra2IAgCJiYmmj43I/pViKx2f9HuUfqlctto/tA+BsCwYr8fMHMjoFBaCRXUKRQKhUKh9DQMw5RteKPRKCKRCDKZDLa3ty0J6zs7OxAEQbWAJ9nomUwGm5ubDVmyFwoFLCwsYHZ2tiIgkk6nsbKyUlc1fSOsrKy09fjdRtvjjkKh2BujKhBFYfDVlxJIFmSIstKXIqW2Ur0oKShICgRJRjyHvqnS1/dSFyX0ZU91Uomf4mX1370+JkpvYKV/ur69RtDj6AthgECC5OuJPHKCBJYtiXz9lDCgh1RQEhiGQSgUQiKRaOh4oiiC53k4HA5Tu+/9/X2EQiEMDAw09B6NUk0A6ie0n7t+Trm8mcWtgzf7qx85cqQt51Br/8myLCYnJzv+Heg0PM9jYWGhIkHF7/djYmKiJYkELMtiZmYGi4uLZfGEkZERw+p0nueRSqUgy7Jp/CGVSrVcUNcnKzk5BvfcOoJ7T0/0xW+x1v2lnyq3tUkRv3D3UcPnmFXs9zJk3BeW4lhP5FEQS/fVfhgbxX5QQZ3SdfR9vg5Lv69+zfyjUCgUO8AwDILBIPx+P5aXly1ZqieTSQClynG/3w9BEJrubS6KIubn5zExMYFwOAyGYbC/v4/V1dWmjkspwfM8ZLlz9ogUCqU5jCrVl5ISBFkB+RX3o0hJBOdzS1m8tFFAriirFvD90k/+1IhHHQOpuuu3nuqkEh8AHCywlSni0k6hp8dEsT8cxyEYDNZ8nl4Q6LeYChEACsVSkNzjYPsqYcAqAwMDdQvqHMepIrnf74coilUTjjc2NuD3+zvWr9mKANQvaAV17Zyid3VJp9PgeR5ut7vl5+B2uxEMBg2TKjweD6anp9vyvnaCtDnQi+mjo6MYGhpqaVW+w+HAkSNHsLCwAFEUMTY2hmg0anhOKysrNeMPoihCkiRwHFf1eVbQCumJrICcIAEMAAV47OV1XFiK902Frz5ByehxoLcrt61WZ2sr9p0cg5V4DucX4z01Vi3aljepfBGyUvoaS7LS82Oj2BMqqFO6ir7Pl8fJolCU+77f12GxKaNQKJRuw7Js3VXgsiybVm3oCYfDYFkWiUTC9H0URcH6+jq2trbAcVyFpRylcRRFwcbGBhiGgSiKLQksUCiU9qKvVE/li4ACcCwDSVHg6NOfMRGcL+0UVAv4fFGBk5X7LomgX3uq6xMjzq/l+8q6n2JPIpFI1cRBfaJ+v8YV9AJAP1VP1oPf74fH47HkwEVsq30+X5lAWMvuW5IkbGxsYGZmpunzrcVhsueVJAnFYqkilPROf8/xgKmLy97eXtusvcfGxir2u5FIBGNjYx1JVCZxUQBd+R3v7OyUOZ25XC5MTU3B5/O15f1cLhduueUWCIKAdDqNK1euYGBgAJOTk+pvs1AoWE7mLxQKllqBVEPv+oGDWwTHlNbjBVHGfr73+4kD1gvaer1y2+r5k70Y0Saeem27p5Mn9C1vwAAuBwdBlHt+bBR7QgV1m6Ov3u6nDGOg8qaXlmQwQF/2+wKMbcp4UcYXn58H0Jt2MhQKhWJ3Gu0zWItoNIrx8XEAwNDQENbX16tWwkuS1LZzOcwQZwGSrZ9KpRAMBvu63x+F0uuU9SvkWPCCAEEGZAX47o0M5gZ73x7cDK0FvJOV+7LXeD/3VD814sH1XQGinKfW75SOEImYxwi0YmS/i8yHxRK8FgzDYHZ2FktLS1VFdafTiYmJCUNx1EricCqVQjabbVq0q8b5xTi++Pw8YmkeWb60R+q3GKAWIpbqe6ebJWUlEgmMjIy0xSnA7XYjGo1ib2+v4xbv5xfj+NQ3XsF6ovT9fe5aDJ/9+Td27LqnUinEYjH13+FwGOPj421PzBZFERsbG6qQn0wm4fF44Pf7sb+/r+5prdAKQV3v+uFzchj0O3H7WAhXt9LI8CJESYGT620nuHqSdnq9crtar3g9Z+ciuLiWRFGSezaBgGDU8oZlGMiK0vNjo9gTKqjbGH31dj9WbTs5FpKkwO/mUCjKZRXqvTh51UK/YHGwDDIFEa+sJvHAty711bWl2A/aZoByWJmZmTHsj9YMAwMDGBkZUf9NstqvXbvW9r7oFHOIVZ7f78fY2Bi8Xm+3T4lCoZigFUcuLmzg+8sZpHgZiiL1TW9xM/Q9x6/vCurf+4FqPdXJ470MtX6ndIqBgQHDPrsEEl/YTQuQFaXvLHoJh8US3GpBjcPhqCmqDw0NGYrpiqLUrFAnxGKxtgnqRvHOfrfwJ4K6vne6WVKWoihIJBIYHh5uy/mMjo6qgq7L1bmEt4trSSSyRUhyac+cyAodFbv29/fV/z89Pd32RIJ8Po+9vT1DwXxra6uhY1pxqKhFNdePr76whC88cwOSouCRCys4MR7q2TmlnqrzXq/crjfxTCtE92ryBJk37zszU9ZG2MmxeOTCClyOYl/qS5TuQgV1m6LN1CTV2/v5IhSgb6qZzy/G8ciFFYiKAreDw8+9eQoTYS+cHIv5WKYnJ69qnF+MYyWeg5NjMRR0wckxGA54sLSXRZaX4HL0h5VOr3EYRGbaZoBy2HG73Th+/Dji8TgSiQREUWz4WB6PB6Ojo4a9LJ1OJ3w+n6V+7ZT2ks1mMT8/37GKAwqF0hjEnvjbTh6vbuXUiuZ+6i1uhrZSvVaVWi9i1FO9X8Z5WKzfiSWxkRVxL0HGQZI7emk8Rn12tZBgeKYgIidIfWfR+/jFDWynCri6le77fWy9BTXVRHWn04nBwUHD9ykWi5aTjDOZDAqFAjye1v9eiMiV4yUEPA68aTqMj7/9WF9eWwLpS16td7qeTCbTNkGdZVnT70m7IHFRr4sr2YwDGPS7OppIEY1G1d9IO3vFi6KItbU1ywks9WDVGt4MvQipj4cWJRkcxyCVFXs+Vl1P1TbQ+5Xb9bR+OTsXwX1nZno2eaKW+8CJ8VDPJkdQ7A0V1G2IfiGtrd7up2pm7QJ60O/ERNirZhs/fG6hZycvI/RWbO8+MYp7T5d6IT3wrUtwOYp9l41r93YFh0VkNmozAPT+b4pCqRen04nR0VGMjIxga2sLe3t7GBsbQzgcRjKZRDqdRqFQqBlgCofDhmI6QZblVp86pQmSySR4nsfs7CwV1Sm2wmydpP+7XddRrebtJyaQzWXLeosfhkp1bZWaICnqeENdPq9WYzbOXr6u/W793i9JEGQc8Zykth8Y9HI9MR6v12vYz1efEK6tpiP72l6PK2gtoWVFAcMw4Pp8H6tvh2ilDaLD4cDc3ByWlpZUG2mfz4epqSnTPtj12ofHYjFMT0/XNxgL6EWufhfTzy/G8aPVBIJiQU3Kmk+IODboqHovyufzUA5+A72MPv7mcbJ414kRjIY8HW9T4fP5THult7LgJhaLtUVMBwBBEBp+rRUL9F63PtfSSLuQekX4XqZXkyestAzp9eQIin2hgroN0Wdq3jkdxt23DOPc9RheWU0ilRchiDIev7jRszcBbbX2oN9ZMUH10+Stv8kP+p2YifjUsZCJ3cmVNktAb7sPaBfKGV5Us6v9bs42Pd36XWTWbgL0bQY8DrbvF4QUih79xnh8fBzDw8NqQGloaAhDQ0MQBAHXrl2reqytrS04nU5Ta7iBgQE1oEWxB/l8HisrKzhy5IhpcPEwc5gEXLu40hhVofndXFnPwkxBLGuF1G9tn/SEQiG8eaokIz90IQ5FkdRK9f/ywi7ePOHF3bN+2wtg9aLvNU7G+6snJPhc/XO/MhpnPzgQ6K3fr+wUsJUp9sV31aolsd0h48gIMhQAGUGGk2V6YjxGValmPdM//TOnbDPHtQKtJbQCgIUCj4Pr232sNj424HPWZYHOcRxmZ2extbWl9sWuJr6yLAuO4yxXqe/v72N0dLSlluC1qmP7De3vllFkvGnUhXfdEsZv3vsGLC4uVnVPk2UZgiC0tZK63RjF34YCLpyZjdiqhYOR0AygofuqKIqIx+PtOlWIoghJkhpKGLdigd7r1ueERtuFNCLCd5tG1wC9mDxQT8uQftKXKPaBCuo2w0hoJpmaJ8ZD+NQ3XkEyV0ROkPDctVhP3gTMqrX1WUT9MnnXusmT8dTKEOzEuTa7WNAvlBUAUBQkcgKSOcY2Pd36WWTW/75uHwuVtRmwS1JDv2B3J4ZW0yvCm/Y8SQsRrRMFYLwxdrlcGBkZwc7OTtXjr6+vIxgMGoqz4XAY29vbtI+6zchms1hdXcXMzEzPV3i0Ev06pZ8FXDMRohvj01ehkXXS1j6vigdQFKQlGQxgqUqt12EYBpOTkygWi/jEmYhaqZ4VZKR54NnFHF7ayPedsE6q1PTjzRYV8JLUN3259ePMFxU4WbknRM1qaK3ff7Cax/n1PMAAL20U8Gt3RXt6bL3cJ15rVa9P5vA52ZoWy3bA4/FUOCJpE/VTedGwZ3o/zBFGltDRgAs/eXKs7/ax+qpdJ8fgfW8Yx7HhQF17LI7jMDk5afl9XS5XXQnA8XgcY2Njlp9fDSvVsf2E0e/2+YKE+X1gaiqL07OzWFxcrJrgkM/ne1ZQ147fjvE3bdzg3PWYWgjFizJ+78nXsJsR1N/mPbeO4E2cAAXAV19YqvobjcfjNeMBDMM0FTMoFot1C+q1itu09Hp1b7P3ml6aU5sZay8mD9TTMqRf9CWKvaCCuo2oJTSfnYvgnltH8NjL6yiIMoqS3FOTGUGbDaev1tbS65M3YP0mbyVDsJ20KsisF6rdDhaSrMDBMuBFGbmihPVEvqvuCka97PtJZCbXYDctQFYU9XdmlLjS77SzSsPMiaHfBCgt1YQ3UlnZDcu2WudJ7j/EieLxixu4sBQ33WyMjIxgcHAQhUIBy8vLhu/h8/lMRVmHw4HBwcG2ZqTr0fc47Zeep60mnU4jFothZGSk6vMOS6KMNsBFhN1+FnAfv7hRSvgrSoACPPbyOp67ttOVNQDJlOdFuew+JR0E1cj6SXufJRn1JIBHEoYAmAbee61a0e/3Y2ZmBsAKgFKlelFSUJAUFEQZBbE/hXVtL3UyXkVRIMlMX1ijE7TjdLJyz4m0ZhDr94KYhaQAUIAU31/JAr3UJ97Iqv4TZyI910N9eHhYXWsa7TucHANeVPqyZ7odLKE7gVnV7kzEh/vvmm3rezudzroE9WoV1PXS7dhXJ/nqC0v4wjM3UBAlFIqy+rvlJQUpXlTHPnsgqpu1Dtve3obP52upS0C7Mbpvhbz2dK7UxzdIu9Wrm2nwogwwABTgGz9cw+QdAlgA/+kHr5nGf2RZxt7eXtX35jgOx44dw97eXs3nmlEsFuHxWJ/LrBS36enl6t7DdK9pdqy9lDwA1N8yRK8v8aKMLz4/rz5md/R7+l7b4/cjVFC3EVaE5ntPT5QJAXbI6KuXeuxEumk90uwNqprbgJ5ujNPIFpyIsI1UkpsJ1ceGA5iPZfCdy1vYywhdc1cwyv5uVmS2Y7Wuk2MhSUpZkKUoKaaJK/2A0eJC30ewlSK3mRPDfr4IBcAXn5/Ha5sp23wnWkE14S2RE5DIAqvxPFiGwXcub+EnT47VXVnRKvSVn6U9MAOPg4WTY3BlI1W1zxJQCjI5nU4MDw8jFoupf2cYBtPT0wgGg1WrnMfHxwGgI6K6NnDsYIHZsAtLySJEWenpnqftguf5qo+bWXHbJfDTKvTj9Ls5NYBEBNxWrke6uekjc8J3Lm8hJ0hqL9ZcUUIuIXXFPUdbCaB30tCun7TC+XPXYnji1U014FcaCwBFAcsyGPA61e8qWXu1ax5sJ8FgEDMzM1CU5TIxL8VLFcJ6L4h7VtGLlyxT+q72m+W9fpzfW87h+6s5fOjUAN5/W+92jr9lyIWQm0VBlAAGCPVABbQVerFPvNaqXpAUPHo5hQ+eDOFn76j9/bJLQqLb7UYoVDpfI9E16HFgNupTKyd7NS6kpVcsoVtJN13z6hVmW1UdXU91bK9zfjGOzz9zA3sZHjKAkMeB4yMBw9+t1+vF9PS0aTJ3sVjE4uIijh49CqfT2ZFzr3fdbuQQl8gKZfetalWknUBfDa6PG+QUBSGvExGfC4mcgFS+lEjCMQwkRSmJ64oCGYAoyaYJyOl02tBxYHh4WG23EAqF4HK5EIlELFWzG2G1bYN+vLWK27T0cnVvL1qZN0qrxtorQm0jVfX6hPZXVpN44FuXbP9dNnKhvbqVtuTASWkfVFC3CVYXlvoAXK/13K63V1K3rEeardiuN/Ov09fVzBacBGjrzXS3Ot5uuStUy/5u1t7erFq3G+LL+cU4HrmwAlFR4ORYBDwOcAdB9n5dPJotLrSbN6B12ahGlmXaSsJMQcSFpTjOXd/tC+tko8xyvfDmYBnkiyVhR1YUxNI8vvHDNUiy0pWx6xfK+t7Ei3tZ9e+1sqyHhobAMAwYhsGrWzlciwnw7sdRlHarJkswDIPx8XEwDNNwxrlVSOA4WShdg71cARIUsIAaSF5MCE1XZNklyNwshUIBe3t7GBgYgMNRuQw2s+K2S8uSVqC9jxEHnTunw7j7luGyRKBm1iO12i608zPUBgIAlM3/YACPg1Pv242seVqFvhKgWgDj4XMLKEpyWUKTogAk9CZLN7+r5P6rd+fopaqMYDCIo0ePwuvdVF039MK6IMmI59B3FdxkvPzeJgQJZZb3/ZJAQETaXDGHFC+DYYCvX0phbrB355dTIx782l1DOLeUBQBMDThxfVdQH+tl7Gj9TtYkpOJcW3mut3i/tsfjoQvxmr8do8r2bo2RrD8BY9F1JOjGb733hPp4PwRQ+7klmxHdds2rV5RtRWV0I9WxvczFtSQkRYGsAOzB+rPa7zYQCMDhcJi6ARBRfXBwEF6vFx6Px3Av0wxGRSjaJE/tORut9Um8gKxBcZB/Tu5b3RTTJUnC4uIiCoUCgFKSCKMAkqSo8Q0Su7jvzAweubAC10FCPokjZHgRYESwABwcaxpP8Hq9ZXbuDocDMzMz8Pl8Fee1sbHRsO17PdXpQOOia6+6x/ailXmjtGKsvdKOQ7tnrifhjnxGX3x+Hq+sJpHlJbgc9nH4MSvYu7AUL3PZIy3i2IP7rLY1hZ2vW79BBXUb0Ij4CnS/53a9NHpz7ob1SLMV241m/gGdua5mtuBvORYty3SyssDSBuazvGTJXaGTVkHt6tlErGOzglTW57Rb4oteICE27zMRX9sXj93KYjTqR0YWF9rNW6uCMfokCq1l2bHhAM5dj+GV1SSSBtbJ+sr1XljQm1XE6IU3rQMFqfwk2dvasQOdSf7SJyiRz/viWhKvru+rAuKRg8qealnWHMdhKeuoSCowSqDRBxoYhsHY2BhyuVxdlor1QgLHuaKMgqSoltEcyyAvyrgSK+CVrTx8ThaDXq6hALE+yPye44GesUzVw/M8Njc3EYvFMDs7WxaI0AY3B3zOsoBQq0XXbt439RX4wwYBrmY21GZtF8AAmYLYtrYvRkHA4YCnbP73OTlMDnpx35mZCqG/20H7autdfaKQUYW6i2PBi7J6/9W7c/SSRSNQaq1x9OhRpFIpOJ1bFcJ6rijXJZb1EqdGPLieZZHIS3BxjJpAkOEZ21cHW+WWIRc4FmAYQFEAQZJ7PjlCmxChdY7pdXcBu1m/k883npOQF2W4OAaCpMDnZOF1MHjzhBfvOR7AyxsFXNvjkS8qcLK1Lfi1le3k390Yn9PpRDgcBmBNdO2Ve3ot9LbC/eYMpMUOwnI3KtQbiZH1MqenwhgJlj43jmHwy+84XvV3yzAMwuEwdnd3TY8pCAK2t7fVf4+NjWFoaKjpc9WuoUlhgtbmnCTKkyR1AKrArF3rE+c+sgb1OTkM+p22+D3v7OyoYnppPbmHlzcLEGUWbgeHn3vzFCbCXnVvdmI8ZGixHNm/BgXAb/+j29W9xFOvbVe0kRoZGcH29jYCgQCmpqYMkx8URbEUJ3A6nfD7/Ugmk+rfSFKFVeotbtPTa9XejYqutY5l53tWs9pJL1jkNyv6a3UXl8Mezs9GRUza9hNkz68cxFpJvM/BMmWtKYjA3ktW9r0MFdRtQCMLy1640elp9pw7OYkZ2WZbDaQ3Y2PVqetKFkOZgqhWZxUlBWdmI/jY245a/pyNAvO13BU6aRVUTQCtd0Gvz8Al1rEkkO1zcWq1LhFfdtJ8RyYzs+vQ7k1LPRnM7Xhv7ZjJb5UsLtqxeSO/TyLI6i3LToyH8MC3LkEBDHtwkcr1XqhYN0tEMcssv/f0BB6/uIHtVKFsc03G3mk7JbPNhHYTeHJiAE+9tl3WQ0lr1T8fy6jjIYEFEiTQJ9CYVeQTi/gbN26Y9sRrFn2gW5QVOFgg7OWwmRaR5kvBjTRfus+fW8rWFSC+tFPAo5dTSOQl5IsKckUZf/pyEm4H07BAbwdEUcTCwgKOHDkCv99fEdx83xvGK2yzmxElzSq2Oxk0NqpMN7Ne1Cbe1SuCG7VdgFISzdrR9qVaEDCWFiDJiun8r70udnZ9MkoU0vdQ11cH6d05jIJ9dodhGAwMDCAYDGJ/fx9+f1IVLB+9nFLFMkWRWubGYRfcXOke+xNz/rJ7ux2qg1vBqREPPnRqAF+/lIIglay5+8XeXu8c0w/uAnayfj+3lMVOpiSmA4Aol9b+af6mm8NIgMN7jgcQy4lwsqVkwFoW/HapxB8ZGcGFpUTLW5UZYReRoFmhp9ewg7Ds9XrBsqzl/UmzFeqHyeodaPw7PTw8jGw2azkZe2trCwAaFtVN19CotDnXtnkDcLP9mUZAJw5QdmuZlcvlsLe3Z+h4xILBcNCNibC3THjVxxPIv59+egkA8HN3zaoOUvpCLHLd7xgbwckjw6at4hiGQSgUKhPKjXA4HIhGo2XPI4lXVmhF5XGnXVWboZWV1r1Qtd2quVyf2GbHZOxWaCZ2+S4b3X/18UbyXzCAx1ly2fO6OLVwYGkvq7amIAL7K6tJfOobr9jm/tuvUEG9yzS6sDTLDrty5QquXr2K22+/HXfccUcbz7x+msloM5vEWj1e7Q2tEdvsZrONq31GrRqrdnFvVJ1VK6tNG3w+dz1mKTBPqMcqqNnx1iMc1DqOPltMW23ndznwlmNRnJmNGNpdWRUSmxlvLaG31VjJYPY4S5m+v/KO47j/rtmy1zc61mrfPW0fwXYIVEb3av1nbCZ4fOvZF/HK1StIBMfhjE4jkRMgiDL+2/cWbBHE0mL0fbeSiELuG1euXMG3n7sMfmwMR46dUKv2s7wEBZ1JMDFDb4MFABeW4mrFp9aqX58FSvbAWnv/QlGGtLeCzM4KnNFpuKLThhX5LpcLHo8HuVyubWPTVsURW3YAeOhCHIoCZIsyZAUoSApe2ihYChAbVYLK8VXsb6+Ci0zBNTQDwP69VKshyzKWlpawo4TwP3+4Vea04kitIyhlcd/tt+Pe028sSwarV5SsVrENBR1xNKlVma6/L5+eCsPJMZAVpW4R3KjtgiTLEEQFRVlpWdsXK0FA8SCop50Xr1y5gkcffRa33347zh7MQXYPlADWqg70VnGnp8J48nsX8OyPvo+CbxzOoemebF/AsiwGBwcRDoexsbGBU0gAIPc4qcyNg02uwZFaxz97xym896y99kL14uYY/NLZaNn9WFsd7E2vY3FxEXNzczh27Fi3T7du3n9bCHODLjU5opa9/fz8fE+MV+8c04i7gB3H2k7B2cp4ye/gB6t5FA7E9JKNcqlCnWUYFOWbn7coAZ84E7HcrqaTlfhm4/V6vbiWkPFvv325pa3KjOiUSHDlyhWkUinTCudeECvqodY+1y7CssPhwMjIiCrIVsPtdoNlWcPHrOzr7VCR3wqsxjCa+U5zHIfZ2VksLy9b3jtubW1BUZSyVhFW0LvRkTU0KUwYlXZx+cprUMKTkEKTZW3eAICFAo+TqxDQO1FcUQ+yLOPJH17H315PlgnppG+Sy8FA3lvG3qU1XIkW6opP6QuVckUJy3s5fO6pa6roVeszGRwcrCmo5/N5KIoCt9sNnufVhFMr6B1FAeDJ713A2svZuuNxnXRVbQa96NroeI2OZbdiRv395v4TDrgyWw2NtRtFcPVgNH8G8lt49NFXeu67bHb/1ccbtc6Y3uwm3uTJYXhyDu992xn1/ElrCq3AnswV8djL6z2XTN9LUEG9izSzsDTKqPnvn/8D/PHvf0Z9zmc+8xn89m//dtPnaGRzU+/iqNmsY6NJ7Kmv/Ql+53d+R31Os+M167Ndj212s9nGesGHvPbBBx9syViNFvf3np5ouCJd3yPaiohrJbGimfEaCYL1nJ/ReMl3wsjCanLQi4+97WjZccmi1WpflmbHW0vobRVWM5gVufRfjhHxub+5hvlYRr23NTrWWt+9dvYRrOderRc8HnzwQTyqGW/kno8gfNc/QZYX8fTVHfxwOVF3tXqz92Hym9Pf2/XXlli8W03QMLq2H//wPz+o2ue7UqmuR399tD2Ukia9iVko8LscquMB2RA/+T/+GH/5xf+kHiv6E/dj8ic+bJgVOu31tlVQJxBhnUACyVdiBVzc4iFIMnJFuaySU9t31KxXMQsg84OvY+uZr6rHHnz7RxC45z5sZYr49uupnq0KfXU7j4curGO/oCB7cE/Z/d4jeOCJh9Xn/Lt/9+8w8dZ/DKEoYS8rQK4ighutm0gQQ1uxzYBR75vt6uFtNQHO7L58z60jeOzl9QMXG2MR3GydSNZ72uSiRy6sqOuPZoLH1eYiEgQkVdkkYbDaWEfuvk9du/W6TZrRHPSAbg5i33ZfV3rGtwKGYTAxMQGWZXEKe/jEmYgqxqZ5GYkX/gKJ5/8UAPCp/wGsfvKT+MVf/MUun3XzaKuDkwUJuaKMz33+Ibz46M371Cd7dKxkznjoQhxFSVEF6HgOZRbwX/rSl/CHf/iH6uvsPF4z5xir82UnxqpNwLM6bxsJzi9t5Jt2FKg1XqN1CQB4HQxOj3pwx4gHDg5Y2y+qnzepSNevi6yMsd2V+NXGu1H04asvLrS8VZkR2rhFu+Y+MueS8T744INl+z4joacX5yZCrX2u3YTlaDSKRCIBnudNn+PxeDA9PW34mNV9vR0q8pvll3/zX1uKtbbiO81xHGZmZnDt2jXLDgLb29vY29sz7dNd7Ty1bZHIfnf33CNl4/25j/8m7vhH96tt3gAgGnDhJ0+O2U5A16IoCp784Q380Qvb2MmIZUK6x8Ei5GagvPyXePHRh/EigP8b9cXitAIk+WwKRQm8KCPNixWW+UZxH5/PB5fLBUEQqr7X3t4eBgcHsbW1hVAoZGghr8cooVq/z603ttyJuaNZtDHnZsdrd6t77fVYe+Z/4cP/8svqY43oBvUUwXUSo/lz99wj+PC/bFwD69Z3udb9l9xTtXGUx/77f8VjX/p9fO/gGI6DseoLhh741iUIoqwm+OQSEhXW2wSjKIpS+2kULSdPnkQ2m8XS0lJTx3n43AK+/HeL6sLyo2+dq7u3B7mpbC7dwI8+97GKxy9fvtxwNbNefL3vzExZMNSqINKKrGOjrKsP/+RbK57XzHjJ9SB2PT5XSSyt53y/+sISvvDMDUiK0jJL5ytXruDkyZMVf693rHqRt5HvHPmMdlI8lAOr85DXiTvrrIg2qqAir21mvNV6PjciMuu/E646LKz0E77Zc1sx3lrvUY2nn34aAPDOd76zqlBrmEGnAD5XuXiR4UVVmJSVUh9n/8FvqZnfbau+e43w/3zzkioqDQVcln83Ztf2ll9+CNLAlNouYDjoNjym0fVo9H6q/64AjCo0kXu70bW1eg+s9j3OeMfK7j0+N9eR62YVo2QNUqHO4GawQPvbMhvvBz/zCJblCFJ5sWwe+c13HMEom+7wyG5i1m9U33d0NuzCUrJYkbnPJNYw/9A/rzjuiV/+EziHZpAX5aZ6tLeKlZUVAMDMzIzl1/zx+T08u5iDIMnwuVhMSjv463//zyqe99n/9ud4IhZWgzEsgEGvA//4TSO480gE1/cE7GQEPHFxE5KilFlt63th6a24yW+xlYkmtZKQtE4/1X67+vsNAFPr+lrjadaOrpo7CpmLtPOg/v3Mxvq17/wdvvqaWFG9b5ds/EYxG+8b/+V/w/js8Z4en6Io2NnZQSwWU+9vG8uLuPbHlfepxx57zDYVvvWgv59d2ingv7ywi52sBGFvBWtf+uWK1/zN3/wNTp06ZVpJyDAMJEmq2p+1Wxi5opB55X3DSXzqY/+k4jW9cG2rjctovpyfn8cHPvCBiuO0cqzN9nj/31dS+NbVlGpp73GwGAk0Nv/XGi85VyMhxOg9G0kU0NPs51ONauN1jN+O//r97bK5qJ2WyWbONa2aG7RzEBHUP/nJT6r7vna/v55229tb2dO3Iv7XarLZLBYXFyv+7nA4EIlEMDxsbFdtNYahbxFn14rWajzy3RcsxTBa/Z3e2tqqe75mWRZzc3Pwer2mzzE6T+29JpDfqro3ePziBgDYXpiRZRl/deEa/vT8huqCQ+askJvBmye8mMO24fqiWnxKGz/TQmJGuaIEHMTBJFlRi3KqxX2SySTW1taqjodlWZw4cQLpdBp+vx8cx9X8DLT3HJ+bwywbx6O/c19d49XT6Xt3o5xfjOPJ713AAx95b8VjjcTSzeLX3aYdmlAr4sytRj9/vndSbPra1roXtmstUu971qMZ1IqX6OO7s7Oz8Pv9uHz5csvH2u/QCvUu0SqrJ5JRs7OyYPj41atXGxaY9dk6/+MHy0jkBGR5qa7snVb3uDg9Fcbay88aPq/R8Wqvx1DQVfekobeK5xgG952ZaeoGTCbtvUsXDB+vZ6xE6C+IkhpQb+Q7Z2Tj2kjldzV7latXrxq+xsp4yXfNSs9nK+h7yNRjYWXVLqfR8eqzn5vN9jYSaoGbVcz6z9aoRzn5zm4k83ji4iYyvFjWT/7hb/+g4bGS3+eAz9nUd69ezi/G8dy1ndJCBICTYy3/bsyurT+/A3Z8Th0H6U/01ReWyvriGvWmJ1WmzdyHS4I6UJSUsnt7tWvb6FivXr2KD37wpqWytlKdVHB3O6td7/ii701s9BmYjffsYAE5wa1mhZLK41c3Uhidsm7B12pIVZm2klNBZd/RvVwBEioz9wdSO5g3OK6wtwY+NAUFQEaQ4WRLlrYAygLarQhwm6E9dqiO55NqNtU6lgF8Dha3M9v4a4PXOVIb+MSZo2UVhxyj4IfLCfzlj3aQK8rICKXPVVaARI7B1j4PSVbKkrvuvmW47PvejgCvUVV8TlEQ8jorHCdq/Xa1v41q7U+goGy8QOV6T189Xc94alWkG92v9O9nNlZXZgu/+9M/UZezjP789PcPOwRbzMZ7V5THP7NZ0KteGIbB6OgofD4fnM4NfALAN3f+HtcMnvsX37uM/5/NRVcrnBrx4M0TXjy7mENuzzjomkqlMDY2VvNYPp8Pq6ursFNevbZ1CZmr8kUFiiLh0RdeM3zN4uKi7QV1bcUzmSMyQskJR1uBTzAStsjfq1mhk3nNyHlG+5xbhlxN93g3srTXOwpYpdZ4ybkKB2K6VggxErnrrUg3op3W72bjXVpagid8sqMtvMj6l8x9qbwIQZTx+MWNlrxnrT1uJ1uWdcJW3sqe3o6Vjn6/X+3N7PP5EAgE4Pf74Xa7q9qHWxmv3Sry60G7tvuzb3/P8DkP/Ol38alPjFU4UrXqO22WHFcN0s5qbm4OHk/l/crKeT766LOGxyZ7g164fpIk4fEXX8Pnzm2oCeV+VymBXDt/PPXUy4avv3DhAm677TZLojXh3tMTuLAUV7/v+sRqbdxH30YrHA7D6/UiFouZ2r8PDAyoPdetYKQ5nHUV8KjBc+uJLevnjnr3Te1Gu7c+5c8aPqde3aBa/LrbkOvx3//nZfzI4PFGNBKrsexOop8/3RnjvVAz32WtVXorx9tM21wyJrO/68dK4h9G8RMSlycxZACQZPvsBXsNKqg3iKKUMmQaCZa1cmFJbiqBMeNqrNtvv73ucyM/dDL5+twcMgURoiSrPRzqse5t1cZBe2O4lPUbPqeR8WozZhu5HmZW8UXJmj1TtWPu54vg9o03MlbHen4xjs8/cwN7GR4ygFATi3sj4anRgLFZooXZuGqNt9mkCCP0iRyNfF5auxwjAbSR8RpltTW7Kddfj8cvblRsCGp9tlrx4r2nxivEl4xsfH6Xsn6kNWKy9nuldX3wuzm87w3jHRNgyYYzy0tgGQYeJ4t7bh22/J5m1/C37nsnMt6xMuH8iVc3y6pI9UKVtje9/j6stRY3OzftfZj0MmYYlN3brfRKr3es5O9mi9VaFmjtriYh1Cv0mY33/fecwTsOMvfJvOJgGbx4I4brGxymBpxds0bX2uoqCsoq1UnfUelAXNEHrL3p0/jOFyqPGZmYAe9i1Yo7Bwtc2Sngr66lVYtbUvVOLFhbWcGuryL71RMSHByD/30lVSHma+1gSZUgGTcAeDgGb57w4J7obfjPBu81NzeHYxrBhwTaL24XUJCUUpuAg1wEBqUK2tIGhama3NWoyGyGfn7wu7mqrVms/HYBVG1/Qqzrtd+fRuckvTitT9CyIqSbUW2sd2jG6XJYt6Wv5gTQ7gz3WpiN91c/eA8yKO1j7CL+N0owGMTx48cRCu3Amz6JR/6g8jkv5aIt6/PcTRwOB97/xgnM72/AOXMMRl1vre4NQqEQjhw5gpWVFct2sp2ifK4qBcF5t3GSwNzcXCdPrWGIAC1Iijr35kUZ1/Z4/JcXdvHmCa+6PvCGJgyPoR1rtXlN7zxDjv3dGxl1rpwNu+BgGbg4pqEe73rBmby3djxWK7rNriH5u75veyurxathZv1O/tvoOs5svGfOnIFjPILHXilVfrazhZcWcvxPfeMVJHNF5AQJz12LVYg9jVBrfaGPEbVzvJ2wdbW6pz8zW3pPOwnL4+PjGB8fr+s1VsbbK1bvZmtPUowCkxjGKykvfuORH+L4sA/zuwXkBAkZQWpZ4n81K/5qSJKkJiW5XC7172aVxfXuDexOsVjE8vIyLq6lkOFlFEQFXgeLW6NufPBkqOzebXZPDofDuHr1KoLBIAYGBhAKhWr2pzeKHWq/WyTuYyZOut1uTE1NYXh4uEJY5zjOUsIkwUxzCOSH8H8bPL/ea3u2wX1Tu6l0tjX+zBr5Ltuxl7o2VvarH7wHf/xvKp/T6O9WH8sGujdmoxbC7fgu64tiWjHeVrTNbeSebCSsk7j8K6tJ/Iuv/RCCeDN+Q6kfKqg3iCjL+PLfLTYk2rVyYXkzcyiCP1v4GJae/G/qY7/0m/+6LqsLo77TfjeHuagfS3tZZA8yaCI+l1qpbpaJpl+UNto73eg8SxOkA7e87xdwXdML5cEHH2xovNp+wUMBV93Xw6gqupXi5uDAJD7wi/8Kj33p99XH6xnrxbUkpAP7bZYBPA6uqcV9q4L/ZokWd9xxBz7zmc+U9eOqNd52Zj83O159Vb8+EaXe8bYj+1l7nkCpGv/KRgqxNK9aV5P7ldXPVjuBqz2qB6Yw+PaPqP1NAWD2vb+Aby6zyLz+mqEd8vnFOFL5Ikq/rtLv8/67Zhsep1X0C5+Qt7Tgufe0caDTCLNre9977lL//fC5BRQlWa0iTUsyGKBCqOJFGdBUmZL7sNUsSn2WqSiLKBZleJwcBFFu+ntk5XtstFgl49rPF+FysGXzSSeqSRql1ni1i9cnL23i/LoABaV7cMAgO75TkCC4vpJN23fUMGA9cgyf/OQny3p+/tqv/Rp+/N47K4L6RGAmVe6k6p3UWGgD9tqKOfKYlSA1EbQXEgISeUm18MseVP/95ev7ZRb2egGd7BsY3BSARwIc7p7149hI1HCs2spAbaCdVM25WAYySjb6DAAXx4JlSgLAXXNhfOjH2++mcXEtiQtLcawnSlX3ZlXxWqz8dvXrHLeu/YnW6r2ZZDajDWeGl8pbiDQgpFsda7VAmFkrFL0TALmHJ3ICkjmm5Rnu9WA2XmLlb3erRqtwHIfx8XH8w3/4D/Hrv/7r+M//+WZKTPjtH4F7eKblPZA7BcMwGBgYQDgcRiAQwO0Mg0gkiscvRrF/tXzfV8/eAAACgQCOHDliWjHbTfSuKvnwNMbecT+2nvmq+hz9fdnO6OfelzcKqv1smgf+dj4LGcqBFXwY/+Sjv4w///LNLDbtWPUtXPTzmt555tnFHFhGQVEuORMBQIrnEXKX+o9rE97IXGx1THpHATKeeirejx0zXl+Q8Wo/u04nI+rFfG3CYKMJgkbj/Y3f+A1wY7dVBIs7dT8+OxfBPbeOqO2tipLckiByI3Nuu6i1H28Ftcar39fUs6e0I1bG2wpHznZTa+3JMgAXnsLEu/8vbDz1FfV1g/d8BPLAFDZTAnbSRXWv43OyODrA4R+fDmEY+1hby8HlcsHr9SIQCNQUZbU0KqgDJVF9fX0ds7OzYBimrhhSI/E4O6AoCpLJJLa2tvCjzSy2MkU4WAYhN4uAm60Q04Hqc5CiKEilUkilUhgZGcHIyEjNc9DHDrX/JnGfWuIkEdZHRkYQi8WQTqcxMTFhuVq+upNlpGXXVl9sdXEtqf69W+hF74x3qmXj1cdLjZwGOolRrKzVv1s7uKqYxwRb/13WtydpxXjJd7KWa2A1mrknG8XlU3kRolxyywLV0xuG9lBvgJMnTyKZSsP/kYfq7rXdzh5C5xfj+MoT5/D8+VfgjE5jYGK2Zo/nxy9uYDtVwNWttCos63u8vPvEqFqpaqWXejt7qhj1zTjlz5aqi+rsk9FMv2Cj47Wyv4jRpBHIb+Hq1at1j1WbKMExDH7lHcc7IkhaoVYvdavjtWM/Mi1W+tdbGW87flv6Hupmlr4k4aSRz1Z/3kisIr29At/wNDA4rd5zSGUnmAMxmWUgSrK6mR0KuPFH/583t2zRaiaU6K9Xsz2/q13bWtWNRlZhw0G3Yd9zn5PDB+6cxKd/5pTpuej7aDkYBhzHtGwusvo9Nkvg0t4/7f67BmqP9+FzC/jDv72OVEEEUPp+H7hhN9VztB1YsWWfn5/H4uJiqVpbJ2Toe6pyDGNoH0+q5bRVdbKiqAJ0rSC1to8wSVJwsCVB4f/7htLn/P+/WMoXJedwU0Av4TwQv7UVfPrkhmpjJeeh77GqdSAAyhMEfD4fpqen4XQ6rVyOutDeR1L5ImSlNNbJQS8++/NvtPS7tnKf0q5z9E4hrXCTIL/5nRQPRSE9BwEZAMcAIY8T73/TRNNrrHrvU/rWG0bVS1r3EK3LSDNzZ6vQj1f/OVfr6dhrSJKEp59+Gv/9uxfwUi4K9/CMaa9qO+P1erGwsACWZfGud72r4nFyDbeWbgD7G7jzDXfgp3/ixxoS4hYXF5HNGltidpsK8Ti5BkdqHf/sHafw3rP2DuxXQ98XnMxRLAP4nSxuG3LjrH8XjtRGxRxE5tp4Xrq5bsbNeU3vPIMD9xQAUJjS8zkGCHs4/PTtIdUCvhU9x8l4iKh021BlNaAZRnNuO9vFWEXrSJPiJXV85PP72TusWe/q0Y43fMs/wH/8m4WuJpC2M4n1ypUruHbtGtxuN37qp35Kfb9OCOlaWr2/M8NsjdEL+5pGMBqvHfvvGlGW+H8gdmjXniwAlmUQ9jkxHHTj/hMOLM9fx5IUxiv7HqQKUlkSca29nVVRlnDjxg0UCoWmxjg1NYVrCbmhGFI98bhuIwgC1tfX8eLiXll7LqvOJrX2fUNDQ2qFuFkP9Vp0oljAarywldfWTkUQZufSqvG2U8+pF7M5pdW/2272j29VHL3e92zVeM3ino3G8Jsdq1YLy/IiZAXg/8cvYXAgSHuoNwCtUG8Cj5O1bAfRCmvxWpydi+DiG9+AH2UC2E0LyCQKZZUxwM1+yEDJ2ms9UYCsKGAYBiRZUlt5RLJn7z09UbbpOTEeMt0E6TNwjCoPG0WfIfXet91Zt/hNsvWa6RespR3Z1doMKcIdd9xR101Tv5F53xvGbbeR0Vas6hc9VsfbC9nPViyRzMbbbL+Ves+T2PqQ95iN+rCbEZrK0tNnr567PoRXVufU6ndyz9ELEdLBvcnrZBFwO/DL7zjeUjHdaKMPwJIVWj1U+y7rPxsj23uzRd2J8RAev7iB71zewl5GsGTTqL+HtroSxsrvVpslaWSB9ty1Hdw+VgpQ2vl3DdQe7+mpMAb9TuQEUU0MIeJvvRar7cZK39Fjx46ZVgTqK7m0Vu/af39vOadW1QmSooq/DCOBO1iHVPtMru8KSPEyDgrt4GIZzIWdSBZksIwEWVHg5Mot7F0GAnot+/1qYyWfV62qOe3fcrkc5ufnMTMzA5/PZ3pcqxjNDWTdBQbwuRx1taiwep8yu1e0wr1GX0GmFandDq5lCYG1frdmiZfa1hukeklBqZXOmdmI6gSgvae1MsO9UfTj1X/O1Xo69hocx+Hd7343Tp06hedeWy/7fdpBnKuF1+vFxMQEvF4vlpeXTZ+nXsOpo8gMzeBGkcWDf/VaQ0GaoaEh2wrqRpXq3tEjyAdCFdezF64vwcwyXWsFv7ofwpsnRjEW9JdZvJOKu4Cm3Yp+XtO6xhARuOSkAjgdLDwco1akt6PneCMW8No5Vytit6NdTD0YOtI4Si1utjLFhttJkPEODQ3hCy/uqs4yQHcsVY0qDV/bTLVkj3DHHXdga+tmk4puiS/a/bgCvq2V6kZrDDtU+lmlnoQHo/H2gtW7WYsk/drz3tPjmAh7NZ9FyWnumy9cwnev7tUl3O7s7MDhcCASsfZZDA8PY3V1talxbm5u4ltXi2XuVVZjSPXGH7vF3t4etra28Op2viK5K+zhMBZwNrXHBWDYj75e2hE31v9WH7+4Yelat/La2skK3ewzbtV4tfHSbo+3muNrK3+31WL27cRqm1O7jrcdrUubHau+Ej/Di9i0bppC0UEF9QZxsCw+cOekpWCZWY/tdiwsyU01UxBVsX8nzeP3nnxNFcWcHIPhgAe7aQGSXAoGslDgdzlUYdnoh25mXWN2DtpAXas2DY3ayhhlBjXTL9jovNoxoRBngHrtQqvb/NiLZhZg7bR6bzWNfHdb0W+lXvQLs9967wkAaHrhr/2NnBgPHSQXsBVVf3ohol1Z7eR7t5sWICsKHnt5Hc9d28FwwNPWpAUjat0/zB7X/t2qTWM7NnKNoj1/YoFWmpdkrMbzYBkG0YALP3lyDMeGA7awEauXs3MRfPbn34RvnF9ANpstq8wmwZetTBHffj2lBsG71WO9WYwEZq3AcX1XwI24gMyBLTtzUDl+oFWqNum1gtS3DLkQcrMoiCWhc9DL4f43DwIAmP0tgAHeddRfEeBqR//6eoUIURSxsLCAiYkJy8E0I8zmBn2/9FbaibZrnaN/j1oJRp1Ab3Gvb72RluSyynmzVjrdqMCzgv5zJnPuE69u4slLWzUTF+w6LgLDMBgfH8d73G6c2tjApZ0C/vj8XlPinMPhgMvlgtvtLvuvw+FQ7VuLxSIymQwymQyy2SzqMYHjOA4jIyOIRCKW7GDJNdRX1u3ni1AAfPH5ectiWCAQgMfjaboKrl1oe6o7WbnCelubsJUryuBY4G1HfBj2OW09p2ot082s4J9dzOGljTwARhWpiYD+tiO+mvOakTD9nuOBtnwmtSzgX9rIYzbsQsTHVZy3vv2LXhABqifatRuzhMHvLefw/dUcPnRqAO+/rf5KdZ/Ph+WcE89d2yklb6GUSNotoVUbRG5nS5Buii/6e2e1FoatxKj/qx3nz3qrL43WA71Q7GBkf65tkWRl7XnXLaM4FqrfSWNjYwMOhwOhUO17xsDAAPb395FKpeoeI+FHm1k8ezWh3mMCbkfbYxudQlEUbG9vY3d3F0BpnsjwclnyU73tTPRwHAe3241gMNiSc653P6X/jWn/DaAsFnr7WAivrCY7fq1bmSzUzB5D+9p2un9o9Q5RUuDk2NovagOdjOt1et5uV5tTq2jHy4syvvj8PIDasXvtb/Pzz9zAXobveOvSWuiLm/7dl7rz/e0HqKDeIAwDfPpnTlm64bejx7YZRhknmYKIq5vpUiDwIHIdS5fEdZYt9fokokUrRCujgGgrb/D1ZgwZJTTUk5nZLRqdtKxmctmFRnvR9FLSAEH/3TWyzgVuitet6LfSyDkaLcxa+V5WFn/tDtjrk49yRQm5hITYQaJRO5MWWs29pyfK2nLU+q13QhirF+31yPAlm39FUZA/2BCSNiN2tg004+xcBKdGPVhYWFD/pg1yk4ptYtNa6qHaexbFQKXArP93wM1CkBRVFOAYQJBLoqS25/n5tbxp/9VTIx782l1DOLdUqqjUVoKsFEobgl86G7V1teLGxgaKxSJGR0cber3Z3FCrX3ovYIf7k35dom+9oa9eMnNPscNYzNAnNGV4EfGMAJYBPvc31zAfyxjeZ+1k61iLSCSCV7dy+OLfv4btdLFucY70L49EIvB6vTWFbo7j4PF4MDQ0VCamC4Kg9uDM5/Nlzw+FQgiFQvD7/WDZ+gIa5dWWuNn7tSDiwlIc567vlolhgHFyJMMwmJiYwOLiYl1JAJ1EXwF9cbtQZrO7lytAVG46njzxegZe58051ay1hx3QzpNzgy48dCGOoqSgICkHiZIly+GiVEqCzwgynGyp4q6WiKsX7TsxH2oTILTjyBeB7UweYEpuPQEXWzbvk+SIsJdDIi+1VBBpxZi0CYPXdwVcifFI8TIYBvj6pRTmBuv7bDmOw/T0NJ7+wSqKBxb9Hidbl7NMOzByGqw3SacadhBbtfdOl6Ooxh+++sJSW9ZP3Zo39Q5n1eJyWiGdtIFkDxzjtEKCkbsYaSt47+lxiLLSVkfOVmBmiV3vnn9oaAiFQgGngLrvq6urq5idnYXf76/53ImJiaYE9eu7Aoqyfe4xrUJRFGxtbaluRFoHl7CHs2z1Xo3x8XFEo9EWn7l19PcObetVUiQXS/Oq6+PWPg/pYCHkc3Idu9aNFr0BlSJko/fKTt5nz85FcN+ZGbX6+JELKzgxHurK76pTe81GkiaqJYPUU1TWjbisvki0lpuNvtBvOOABL0qqQyXHMLbTY8h359/TCvWGoYJ6k2izOx4+t2B4c9AH5totBmjPiWTfpvKlvqKkykaUS8HX2agPJycGWn4+7b6x1yM2GyU0jPSAUNao0EzG241MrkbQJ4EQy+dqvxNin0J6l9o9aUCLvjJaayHLgIHbyYJjGTWI7+RYDPicHV1MdKoSsZGq7Fa+v/Z7R4IH4oGYbvffjRY7VZ03ivZ6EAt7ABj0lwKoejeBel07uk0ulyv7t9ZClFRsi3JJGcgIMhQFePRySn1uP6ANSGurBgFUVLGneFn9u5mVeq3PpRU2tu1kd3cX0WgUHMdZqkglaIPRnZ4bDgtG99R6AtO9xumpMDiGAcsAkgKkeNH0PmsnW0crXN8TUJBZFOWbLhhEnDMTGd1uN8LhMAYHB+FwNLZV1v6m3W43hoeHMTw8DEEQkM1m4XK54PP56vrtG6EPYp67HjOsWNc6lRkFGn0+H6amphqylnW5XBAEoalxWMHIeptjGEgotffQOp7ICpArlubUNH+zSlqfqGW3xCtt4sAPVvNIFiSICsDKSlmCQL0Cc6fnQ30CRIqXkBMPesUf9HQn12UvV4CEm8kRibwMGQr8LnslQug/Q44tFVgoCiBIctU1m1F7gj3Zj/OJdXU+Hwq61FZ73cSo9YpZkk699/68IOGzNnGW0+8Dn3h1U11PEQfDZq1ZgcoCAKAz82YtlzttpTyAyjY3KLWoIkLCp77xSkVyoYNlUChKaiLTn35/GW4HC16U2+rI2SytipUxDIOpqSnIsox0Ol3XaxVFwcrKCubm5mpaiTscDrjdbvA8X9d7EG4ZciGwzIHjOFvcY1pFIpHAc6+t46ELccRzUpmDy9mp1swb2Wy244K6UUsvcu84dz1WFhMhhSBOjgEv3mx15nNymBz0dvRa11v0BlSK4GdmIw3vMTq9PylKMjiOQSor1uVyQpKXADQ9/3XSMazepAm9wEzmD+0+BKhM9O12ZTqBjNeqm40+xk9+myGvo2ryPaW3oYJ6C6iVDdUtsaM8+5Y1vJH91ntP9OQP22qGlDbwPBR09VR1o5HQXEtEMsr67oUA+9m5m71oaolm5xfjZfYpoR4TP/WV0bwoQ5FLVrIMAKZQqkSBArXvWCv6rVAq0SYf6e3teuX7RLBzJaRVyBjuPT1RttEASu0vtK1M9vPtt2dsJUaVBcRClFRskwp1bQ/Vhy7Ee7JS3QyzoL6+ip38t5sVae1GURS8/vrrAGCpSkV/n3JyDJ0b2oj+ntoP91gzzs5F8CvvOI4vPHMDGV4EL8qG91k7VBbWiz459S2zgxjxSGU22A4W+AeTPrzvDeP4iZNT8Hg8TQvdZrhcLrhcrb2vab+bpKWOvmKdOJWxbGlcRvPnwMAAfjC/i/M3tk0FZo/HA1EUwTAMQqEQwuEwPB4PBEHA2tpaWQV+OzCz3hZlBbKiQJBL91YylwoHlb9FWYEgyYjnbiarAaUq6gwvq20AAHRdYL85T+7h2cUcBKkkEtw25MadEx7bWtjr0VbHaxMEFJSqdRxs6boQAUCbHOFzsrg16sYHT4ZsOc5TIx586NQAvn4pBUEq2Qsb9YvXW+6T7+xqWkZeSpQJuHap5LWapGPF/hS4GfCP5EqJy7E0bOMsp40/kIr8RE5AMseoCe/k+tw+FsJoyGP5Ghm1G+xkAYDeaSAtleIM+/kiBEnGZ7/zOjxOFn43p1a5kuITn5PDoN+J4YAHS3tZpPIikrmiWv2qAICiQJTVPJiSpa2ioCBKYMC01ZGzWfRxxGb2/AzDYHp6GsvLy8hms3W9VpIkLC4u4siRI/D5fFWf24ygfmrEg39xlwe7sq9v9gq5XA6bm5uqxTtJTtc6uDQ7d7jdbgwNDbXmhC1SLRHGyTEHRTcsPE62rBBkNuora+/arXh3vTbZ+udf3tiv2GNYEY27sT9ptGL7U994BeuJUoul71zeatgluBvOJ/UkTegFZjJ/EOcTo0Tf1zZTFUVz3SwY0LvZVLvO+hg/+W3e2UM6BaV+qKDeAqxkQ3UrEFetyqaXF1RGGVJaGzIAFYFnu2xU60G70av2/TIKtPfaePWTkDaYC5TboEsHto5sld6ldkWfKJHhS5tUVh0TozpJlKweFdv0W+lXtMJ6r98b+wGj+VL7myELbzsGaYxQFKWiQh0wrtjW9lDNFxUoitR3lerVMOrD3s8Qe+WdnR3Mzc0ZPsfMhpNU/tC5gdIK7r9rFifGQxVrSWKDS6xdtWvMY8OBivW33eZO/T4IKAVG1hJ55AUZJTmAwfPLecynNhGNRnF2ztvNU24KMzGMOJV5DhKsjVyvzi/G8blz60hkePiXc/jVt4ziDWNeKIqi9ngPBAKG7+t2u3H06FFcu3YNxWKxbeMzmiP0/bf1c+rafhEvbRTUHuRE+CTW4vmDSvZzS1lcifHI8HJLrGKb5e5Z/8H5MAi4WduKy7UgwvrdswW1VcvUgFO9LlqhmSRH9MJ4339bCHODrqr94peSRaR4qbw9Qb5QamsEAAcCtcvBdl1c1mIlSYdULZsJN3pB+ePHBbAA0jZrR6evyHccBPt5UQYOBPZEFliN58EyjKkAYmSFrl2zddr9zMhpgLSqyfASFEVBhgcSOaasko5U55OE5ge+dQmCKCMnSGryi9vBqskGHAsIYimhiQgg2mPY5TtNaEcve5ZlMTMzg6WlpbqTyoioPj09XbWnutvtbujcyPz4hslQW3tKdxJRFPFXF67hmfl9xHMSHCyDgItVK9SbTcj2+XwYGhpCMBhsW3KlGWYtvY4cCOavru+XkkOPRSuK5Mjru7kWr9cmW//85b2cmmB2bDhQEfsxKrTqVgy83optoHR9EtmimpgUS/MNOS92y/mEvI8VJwB9bJ/MH8T5RJvoSwT2hVgWqXzRVkVzVotj9TH+Xi3SotQHFdRbQCPZSZ2kX6tstBlD2v4afjcHgDEMPPfiuGtZvxv1iO/F8RpNQk6OwYWlOP7sB8vqv28fCyHgLt26OIbpSfsUvYC7kczjiYubkBRFzYLXLpLtdk/pV/rl3tiP9HLSA8MwGBkZwc7OTsVjRhXbpIeqokh9W6leDbtbtbeDbDaLQqFQYfuon9+JDaedK38ovYuRawuxwSUiA1ljAsAjF1Yq+tvZsRWHdm5/+NwC9vNF8AciKseWhIGCKGMnzVuuurQzRmKY3qnMyPVKDeQWJLCcE3uKH8ePWw/AMwyDaDSKra2ttoyLoJ8jjP6t59JOoUL4JNbiPicLBwssJAQk8hKyggxZMbaI7yT9lmBmNLcbWaH30njN+sUXxEore45hIEMpVfKiXJS083xeLUknmSvisZfX1VZtxDGH7GuJ4wlJHpAB27Wj049P2xeczH35A1vzko0rXzFmo9fwoly2Zut0u0H9uEirmnPXY7iwFEcqL5ZaZBy0gjQT/I1iM3o7fABl72PHPZqRG10r1yscx2F2dhaLi4soFAp1vZbYv1fr1+311p/od2mnoLqwPL9SwMRE7daRdkeWZTz+4lX8/rkt7GRL+6Kwm8PbjvgwNeBs2sFlbGys41XpWvQCM1lbn5wYwFOvbavulWdmI/jY245WxES6fX3JfceqTbbx80suRI9cWCmLbwOlgjl9gmw3Y+D1VGwDpes76HciJ0iQFQUMw5TtP6wkKBv1F+/kGsKq9mUW29c6nwDlAjtpIWK3ojmrMeJejldSGoMK6i3AatYKpfXos/j280UIYmmrqu2ZbueNai30k5G+x7hRj/heHa9RMPf783s3hQSdDbodM5/rQTs5v/fUeN85SVAorUZ7j3j43ELP/D6i0SgSiYSlyj0SRCfB/8NYqX4Y2dvbw+TkZNnf9PM7seG0a+UPpT8wssEtaQM3bVwBVKy/XQ7W9q049Emq+p6wRtU0vbwe0+9RL64l8er6foUdJ4CW2GVGo1GIoohEIgFJklo4kuYwEj6Jtfh4wIFkQcZGSkRelMGxDOQDi/gMz+D6rmAD+/f+pFZyRC9g1C+efL+A0r485GYwF3FjLVMSL41ESTvfW4ySdEjVcq4oIZeQVIt0bQW0rAAcy8DtYAGGAceg48KyFfTBcn21+Xcub2EvI6gCiH7MREDXWqEzYLq+ZjMSAU6Mh7CezMPB8ZAkBW4nC45lTCvprAoEdrqeQPm8DVQKb0DrKzqJqL60tFS3qA4Am5ub4HkeY2NjYFm27LFgMIhgMGi5VztJIiMuLJxDsv36rBaKomB1dRWvrqeQ4mVICgAFKIgKxgJOvP828wp/K3i93o73S9djlAhDvsMXluIAboqYdi0E0YrMLkfR1BXJ7PnaPQbZ/zpYBjlewncubx3Y3jMVrSq6FQOvp3f72bkIPvvzb8LjFzewnSqU7T8uLMVx7vquYYKydk46dz3W1f7i9WhfRvMHUN6SWCuwMwwDr5NFwO2wZdGc1f2gXX+blNZDBfUWQX803cHIzooBA7eTReCg10w/BJ61wU1tj/Hnru3g9rFQT/aIr4Z2vGSRZGSD3stj1NOvThIUSqvpRs+oZlAUBRsbG3XZ4GqD/4e1Uv2wkUqlMDExUWYvqBf/+mF+p/QGRlUyeivYC0vxssdrBc3sgFEgiFgnGlXTaOebXv0N6teT2ut6YSmOv19KqKKK3s6fvN4qDMNgbGwMIyMj2N7ext7eXquH0zB64ZNYix+NuHB+LY+CqMDrYDERLAns5PFmrGMphwN9v3itlf2bJ7x4+2wAP/2WO/DqVr5nk3MI+kR/4ghILNLTUqmxtgyAY4CQ24H3v2kCw9waFMD2a3ag8p557+mJMgFEP2YioGtdB+xqe66fAwFrNtF2j0sYWe6TSvQzs5GOFZ84HA4cPXq04fkvHo8jn89jenoaLtfNuYf0al9YWKgp1pPK9HhOummD7mJ7stiGoCgK1tfX8f35GLYyRXgcLApiqeAm1KJ5enJysuMW70aY/dZ6qYDPqCCsmq250X2JJBBIsgxBVCCIMjK8qBZZmbWq6PRnU69bsfb6avcfSU2CsgKoFet6BxTSvqOb/cXrnQ/0zzdqxUUEdjvOm0DvxR8pnYFRSANHimVOnjyJbDaLpaWlbp8KBTC1zbbrzbhRDK1fFcDn6s+KNX0QU2+DTiex1vD0008DAN75znd2+UwoFGs8fG4BX/67RdWt4qNvnbN1X7hkMom1tbWGXqu1qc0XFYTcLH769hB+9o7msvD7lZWVFQDAzMxMl8+kMWZnZyt6FPdydSylt9EGqI2qKKsFsHttjWYknB8bDpTZG8uKApejVDnxK+84jvvvmm3rObVrfUYCeMT2FwAYBnBwLIYCLrz7xCguLMWbDhrJsozr16+3tad6o+j7rhNb3ICbxSfOlMbaS9bjFHuht66fmZmp2h+5V9H3Sdf36nY7OPVe2S/7TaMxawX0XnEd6Cf0FsjaFjVBjwOzB/2ntZb1nYiZpVIprK2tQZbl2k/WQfqy6/cExWIRCwsLFfOq9p5zfVfAt66Wqrg9Dga3Dbnx4TuH8LNvO93UeLqBoijgeR7PXFrF4xc3ypKVZsMuRHwc7p71Nz1PDw0NYWxszPLz++V+1m6aidmQPcZKPIenXttWi8o4loEkK+rv+04btBBpZq+uv39p59BCUa5wQGFZBiGv0xbjbhW9EOvotfhjPczOzsLv9+Py5cvdPpWeg1aoU3oekvH08LkFcByDVFaEy8H2ZQWzUUZ4P1dsG1UR2X2ypVAo7aXeTOBuUiwWsbm52fDrtZXqTlam1XJ9TiqVqgie2b0qiNK/1PruaR9/+NwCipJsyfLQjujX2KR3PAloOTkGhaKMvCCBL0r4wjM3cGI81FNjJJBzvri2D5YRISkAy1Ta+ett4esdK8uyGB8fVxOd7ITeWtyoVzkV0imNov1+jY+P96WYDlTauWp7dferqGw25n4ca6+gbwFJHANIb97lvRz8bg7vPjHa0eKTUCiE48eP48aNG3WL6rIsY2VlBXNzc2X9051OJyYnJ8sKu7S90onQ7GAZhNwsAm4WHzwZwm0R+4f9FUVBLpdDPp9HoVBAoVAAz/N4dTuPhy7EsZMRUZAUsADCHg53jHhalmBeKBSgHLR0oLSOZmI22nstqVY3KrKyg6jczF5db/NPEnmTuvuZ1gGlW5XpeloVm++FWEcvxR8pncP+MyuFYpHDcJPTLixI0I8sJvp5vGb/plAoh496ejd1C1mWUSwWsbW11XQfWWJTS6vl+p9UKoXx8XEa0KH0HP2wBte2GyKB+ZyiIOR1Yjbqw0Isi1S+CBmApCg9lzSg5excBL/yjuP4wjM3Kpy9gHI7f6O+8lbxeHpjvurF3t0U+xONRrvek7cTHMb9+WEcs10xa1FDevOWWrl0p9jG5XJhdHS0oeRqWZaxvLyMo0ePltm/+3y+sudd3xWQ4WUkCxJkBUjxPEJuBmenvGr1tizLEASh7Dh2QVEUJBIJ7O7uQhCEisfJ+ARJARQcOAW1NsE8k8lgZ2cHo6OjLTsmpTUxm8NQZKWdT06Mh/DAty5BAWztgHLYLNB7If5I6TxUUKf0DYfpJqfPju738VIoFIoWOweyNjc3W943lgb7DweiKCKfz1cEyygUu9Mva3CjwPxw0I3feu8JvLaZKhOg7d4vvhb33zWLE+Mhw2v2uz99yrSvfD3U6vVKofQroVCoLgthCoXSGPoKTyI4AaQ3b7GriX6RSASJRKKh+VAURVVU5zgOQMn9xefzIZfL4dJOAVuZIhwsAxfHoCApECQZosxhLOAs2zsuLCxgZmbGdnuMvb09bG1tmT5+y5ALATcLAHCwwJsnvC2xedcTi8Xg8/kQDAZbetzDTitiNoepyMrsfma38RJnkF51JmuEfv7eURqDCuqUvuKw3eQO23gpFArFzuzv77dcTKccLlKplO2CXRSKFfphTVotkHV2LoIT4yHVIeqp17ZxYSne01UZZteM/I2IEU6OaSiBgArqlMPI0NAQRkdHqdsMhdIhzOYyOyT6MQyDiYkJLCwsNPR6nuexsrKCI0eOgGVLwvKm6MNf/HAD51ezak/x06MeLCWLEGXFsIKbiPO33nqrKs7bgVQqVfXxTjq1ra2t4dixY7as5KfYH2qBTqEcLqigTqFQKBQKhdIkiqJUzbCnUKyQSqVoIJ5C6SLVAllaW/h+r8rQ95VvJIGACuqUwwTDMJiamsLAwEC3T4VCocA+wpTP50M0Gm046TqbzWJ9fR3RaBR/v5zEg09ex/p+HnlBBgNF7Sn+M3eEqgrPkiQhmUzaphWFLMvI5/M1n9cppzZJkrC5uYkjR460/b3aiSAIiMfjiEQiNDmgQ1AL9P4dK4ViBhXUKRQKhUKhUFpAsVjs9ilQehxBEFAoFOD1ert9KhQKxYDDVJXRTAKBLMvIZDLtPkUKxRY4nU7MzMzQuZtCoRgyNjYGt9uNzc1NKIpS9+v39/exv7+P566ksJfOoyBIUBTA42QR9DhUEb2W8Ly3t4dIJNKRxN1isYitrS24XC5Eo1E4HOXyQz6fb+izaCd2qt5vhGKxiMXFRRSLRSiKgvHx8W6f0qGAWqBTKIcPKqhTKBQKhUKhNIGiKCgUCmBZFrIsd/t0KD3O4uIigsEgBgYGEAwGabU6hWIjDltVRqMJBLlcjs6HlEOB3+/H9PR0hVhEoVAoBIZhEIlE4Pf7sba2Zqky2wijnuLvOBbCW46PIJFI1Hy9IAhIp9MIhUINvb9VJEnC8vKy6lSzu7uLwcFBRCIRFItF5HK5mnbv3aCXHUZkWcbS0pKa4C8IQpfP6PBwmJJtKRRKiZ5e9RcKBfyH//Af8LWvfQ0rKyuIRCJ473vfi09/+tOYmpqqeH4ul8PDDz+Mq1ev4s4778RHP/rRns9Ao1AoFAqF0l12dnYQi8W6fRqUPkGWZbUSZW5uDn6/v9unRKFQNBymqoxGEwjsGCinUFoJwzAYHR1FNBqliW8UCsUSbrcbR48eRSwWw87OTt2vN+spnkwmMTo6ing8XtMxbXd3t62CuizLWFlZKWv7oigK4vE44vF42963Fezs7MDj8cDpdHb1PHK5HLa2tuD3+zE6OmrpNel0GjzPq//OZrPY2NiAy+VCMBiE2+1u1+keeg5bsi2FAlBNtmcF9UKhgHe961144YUXMD4+jp/5mZ/B0tISvvKVr+Dxxx/H97//fRw7dkx9fiaTwY/92I/hypUr6t++/vWv48knnwTLst0YAoVCoVAolD6AVuFR2oUoit0+BQqFcsipN4FAURSk0+k2nhGF0l28Xi+mpqaoQEGhUOqGYRiMjIygWCxaqirXY2TtrigKtre3MTw8jHw+X7XlilbobjWKomB9fR3ZbLZt79FO8vk85ufnceTIEcstPBRFQbFYhNPpbDq5SlEU7O7uYnt7G0BJgHK5XBgcHKz5Wv1nLsuymsCwu7uL2267jSZ/tZHDlGxLoVBNFujNswbw4IMP4oUXXsBb3vIWXLt2DX/+53+OF198Eb//+7+PWCyGj370o2XP/4M/+ANsbm7ib//2b5HJZPAXf/EXeO655/C1r32tSyOgUCgUCoXS62QyGdonltI2aLIGhULpNQqFQs0KOQqlF2EYBmNjYzh69CgV0ykUSlMMDQ21/JixWAyRSATDw8Omz2mneJFOp7G/v9+243cCURSxsLCAZDJp6bmLi4u4du0a5ufnsbu723AytCiKWF5eVsV0gtXkhGrPE0WxrHqdQqFQmoFqsj0qqBeLRfzRH/0RAODzn/88AoGA+thv/MZv4PTp03j++efxwx/+UP373//93+P+++/HO9/5Tvj9fnzoQx/CT/3UT+H8+fMdP38KhUKhUCi9i6IoyOfzWF5extLSEt2gUtoGFdQpFEqvkcvlun0KFErL8fl8OH78OIaGhmiVH4VCaRq3290W6/WNjQ1Eo1HMzMwYiufttHtvZ/V7J1EUBWtra9je3oaiKIbP4XkeCwsL6pqnUChga2sLV69exfLyMra2trC7u4v9/X3kcjkUi0X1WIqiQJIkiKIIQRCQSqVw48aNiiR9juMwMjJS83ytCOb5fN7K0CkUCqUqVJMt0ZOW79/73veQTCZx7Ngx3HnnnRWP//zP/zwuXryIb3/72/gH/+AfAABGRkbw4osvqlYs6XQaFy9exNmzZzt9+hQKhUKhUHoQRVGQSCQQj8f7JmBAsTfd7uFHoVAo9RIKhbC5udnt06BQWgLtlU6hUNrF8PAwUqlUS48piiI2NjYwPT2NW2+9Ffl8HhzHweFwwOFwtLVCvd/caWKxmGrRr0WWZSwsLECSJMPXpdPplrS+mZ6ehsvlqvk8QRBqPscsMYBCoVDqgWqyJXpSUP/Rj34EAHjzm99s+Dj5O3keAHz84x/HW97yFtxxxx2488478cILLyCTyeD+++9v/wlTKBQKhULpedLpNDY2Nrp9GpRDQjgcRjAY7PZpUCgUSl04nU44nc6+C6xTDh9OpxNHjhyBx+Op/WQKhUKpE6/XC7fb3XK3s1Qqhf39/Y7vJawIu72Gw1Eum5DKcjMxvVWMjY2VVX5Ww0oLEo7jmj0lCoVCoZrsAT1p+b6ysgIAmJqaMnyc/J08DwDOnj2Lb37zm/D5fPjrv/5rzM3N4emnn8bk5GT7T5hCoVAoFErP086MfgpFSzAYxOTkJK2Go1AoPQfP81RMp/Q8fr8fx44do2I6hUJpKwMDA2057traGjY3N9su/Grp5bk/Go1ifHwcMzMzOHr0KG677TacPHkSkUhEfY4gCBBFse3V3uFwGNFo1PLzOY6rOVfROAaFQmkFVJMt0ZMV6qSviM/nM3zc7/eXPY9w77334t57723vyVEoFAqFQulL9BnqFEo78Pl8mJ6epmI6hULpSbLZbLdPgUJpikgkgvHxcToPUyiUtjMwMICdnZ22HHtvbw/7+/sYHR1FOBxu+z1NFMW2Hr9d+Hw+jI2N1fx8dnZ22i6me71eTExM1H2tfD5f1ZZ0tEKdQqG0AqrJlujJyDCZwMwmGNobhEKhUCgUSquJxWLdPgXKIWBkZIRWEVAolJ6l1f1gKZROMjExUVaRSKFQKO3E7XbD4/FUFUObQRRFrK+vI5fLtb0a0OVytW0c7WR4eLimgF0sFpFMJiv+zjAM3G43XC4XWJYFwzDqf8n/yL5OEATk83kUCoUy3YJhGPh8PgQCAUQikYb2gX6/H/F43PAxhmEs9WKnUCiUWlBNtkRPCuqkB4xZ9nsulwMAy/1GGkGWZTz99NNtOz6FQqF0AnIfpfczCqU6siz3ZV+4foLYDGrtpXqRlZUVdYNCAjH6/08CNRQKpTp5QUJBlOBxcPC6eqc6p1fXZ4qitLwXLIXSKZxOZ9sqRQ8zvXo/o1A6hSzLKBaLbRUi1tbW8Prrr7ft+EBpL9ZJi/lWwDCMpfu+KIoQRVHdb66vr8PhcDS8H5NlGYqilAnvzWC0/nK73ep7bG9vN3V8CoXSf8iyXPdr7KDJ2oGeFNRnZmYAlBYERpC/k+dRKBQKhUKhNEOvWthRehMSUKsWWHO73VRUp1CqkBck7KQLkBWAZYoYCXp6SlSvFzskDzQSmKFQ7IDD4aCWuBQKpSuwLAun09lWUb0Trcv6eV+iX980m9zcajcyIsprq0dbIdRrkWUZsiyXVeFTKJTDBdVkS/SkoP7GN74RAPDSSy8ZPk7+fvr06badA8uyeOc739m241MoFEonIJUC9H5GoZjD8zyuX7/e7dOg1IBUpvf74p1w5MgRBINB8DyPTCYDv99PRXYKRcPD5xbw5VcWkcgW4XNzuHM6jI+//RjOztnfzrne9dn5xTg++61L2M8XMeB14nd/+lTHx6koChYXF9XKBAqlVxgaGsLY2Fi3T6NvoftNCsUauVwOS0tLLU9O83q9OHr0aNv3CPv7+1hdXW3re7SDkydPVv1sBEHAtWvXANzcb771rW817SFcDUmSwPM8nE4nnE5nYydswubmJvb29tR/Dw8PY3R0tOnjSpKE7e3tCkt5r9cLv9+v/o+2LKNQeotGfrN20GTtQE8K6m9961sxMDCA+fl5vPzyy7jzzjvLHv/GN74BAH3V7J5CoVAoFEp3SKfT3T4FCqUCRVGQTqexurqqBt4cDgeCwSCCwSD8fj+ttqMcak5PhTHgdYIXZWQKIl5ZTeKBb13qitjcbi6uJbGfLyKRLYIXZXzx+XkA6Og4E4kEFdMpPUc4HG6J4EChUCjN4vP5MDc3h6WlpZZapw8NDXUk4dbn85VVSfcKsixX3TOlUqmKv8ViMUxPT5sKUoqiQBAEFAqFsv8Ry3in04nbbrutNQM4YGRkBPv7+6qzXiwWg8/nUy2arWB03rlczvD7mM/nkc/nsbu7C6B0/f1+P4aGhugelELpU6gmW6In04dcLhd+9Vd/FQDwq7/6q2W+/X/wB3+Aixcv4m1vexvOnDnTrVOkUCgUCoXSB+TzeSQSiW6fBoVSQSKRwPLyclkViyiKSCQSWFlZwWuvvYbFxUXs7e3RlgWUQ8nZuQh+96dP4c7pMIIeB7K8hJ00jy8+P4/zi/HaB+ghSPKAz82VJQ90cpy09zSl1wgEApicnKTOLhQKxTZ4vV7Mzc21tNp3c3MT+/v7bRe6nU4notFoW9+jHdT6XPb39yv+lk6nsbKyUrYPKxQKWF9fx/z8PK5cuYLr169jdXUVsVgM6XRaFdOB9tjjcxyHiYmJsr8RsbsaiqJga2vL9LytJnfkcjnEYjGsr683dP4UCsX+UE22RE9WqAPAv/7X/xpPPfUUXnjhBdxyyy24++67sby8jBdffBHRaBRf+cpXun2KFAqFQqFQephYLIbt7e1unwaFYogV54RsNotsNovNzU0Eg0GEw2EEg0FqyUc5NJAK7Qe+dQkK+L6tVCfJA198fh6vrCaR5SW4HEVcXEt2ZIyyLNPEHUpP4fV6MT09TcV0CoViOzweD4aGhlqWqCaKIlZXV8EwDBwOByYmJuqqWq6H4eFhJBKJllbYt5OBgYGq1dSCICCfzxs+lslksLKygpmZGWQyGayurlpOWnC73Q2dby1CoRBCoRBSqRRcLheGh4drvkYQBEvCu1VSqRQEQYDL5WrZMSkUin2gmmyPVqgDpQXGM888g3/zb/4NfD4fHnvsMSwtLeH+++/Hyy+/jOPHj3f7FCkUCoVCofQwPM93+xQolJZB7OFff/11bGxsIJfL9ZwlI4XSCEaV6vv5ktjcT5ydi+Djbz+G4aAbg34nnByDlXiuY1XqVJik9BLj4+PUkpZCodiWoaEhOBytrYFTFAXFYrGsz3ar4TiuJ9poMAyDiYkJTE1NVV2/GNm9a8lkMpifn8fKykrNfZXb7Vb7podCofpP2iLT09M4fvw4brnlFgQCgZrPd7lcGBgYaOk51PrcDjPnF+N4+NxC37llUQ4PVJPt4Qp1oJRV/OlPfxqf/vSnu30qFAqFQqFQ+gyPx9PtU6BQWo4kSYjH44jH43C5XBgcHOxYb0UKpVvoK9VFSYGT69ncclNI8sDjFzfw3LUYnnptGxeW4m2vxmdZFtFotKUVThRKu/B6vfD5fN0+DQqFQjGFZVmMjIxgY2Oj5ccmSbXtWvsPDg5ib2/PtsnpXq8XU1NTlqrErTiCWRmnw+HA3NwcOI6DLMttdQtjGKauOAbDMJicnESxWEQul2vJORQKhZYcp984vxjHA9+6hP18EQNeZ1+5ZVEOF4ddk+1pQZ1CoVAoFAqlXVBBndLvCIKA7e1tFItFjI+PU1Gd0tecnYvgvjMz+MIzNyApCr78dwuYj2Vw7+mJvgpmnZ2L4OJaEkVJRiJbBC/K+OLz8+pj7WJ4eBjJZLJj1u+Xdgq4vivgliEXTo3Q+ZpiHSsWuBQKhdJt2iVMy7KMQqEAr9fb0uMSGIbB7OwsNjc3bVepHI1GMTY2ZmnPoyhKy4Thqakp1XHAju4oLMtiZmYGy8vLphb39dDo5ybLMhKJhGEig8fjweDgYNvs8tvN+cU4vvj8PGJpHlle6tj6nEKhtB4qqFMoFAqFQqEYQAV1ymEhHo/D7XYjGo12+1Qobeb8YhwX15JwciyKkozTU+FDFcQpSjI4jkEiXUQyV8RjL693pIK705yeCmPA6wQvymrf+E994xXcc+tI2xIIiM3r+vp6y4+t59JOAQ9diCPDywi4WXziTISK6hRLjI2NtdVql3I4OIxzKRnzYRirXWAYBqOjo1hZWWn5sff399smqAOA0+nEzMwM0uk0lpeX2/Y+9RKJRCwnEIui2HQveJ/Ph5GREUvW693G4XDg6NGjEEUR+XweuVwO+Xwe2Wy27mPxPF+XC4KiKEgmk9jZ2UGxWDR8TiaTwe7uLvx+PyKRCEKhUM8kg5PK9J00j0xBhMfJquvzB751qe/2IVro3EHpR6igTqFQKBQKhWICwzC0zzTlULC5uQm3290TAR9KY+iDOUGPA8NBd18HcfQQoTlTEJETJBREGTtpvu8qRIj1+xefn8crq0mk8mJHEgjC4TDi8XhLqpuqcX1XQIaXkeJl9d9UUKdUw+12Y2xsDMFgsNun0tcchsD5YZxLv/rCkuru0u9jtRvBYBA+n69lVtyE3d1dhMPhtieQ+/3+th6/XuoRYJupTg+FQhgeHm5r0kI7YBgGTqcTTqdTTT5bW1tDMpms6ziKokAQhJrV5Iqi4NnLa/jBtU3MhVlLa7lsNotsNguHw4FoNIpIJGLLqn+CtjI9x0sIeByI+FxI5ARkeQkuRxEX15J9eU+lFveUfqX/GsdRKBQKhUKhtICtrS0qplMOFTs7O+r/VxQFPM+bVglQeo+La0ns54vYzxUhSjL280VVTP7qC0t4+NwCzi/Gu32abYUIzR+4cxKTg14EPY6yCpF+Gv/ZuQg+/vZjGA664XGWtv0FsXTdL64l2/KeDMNgYmKiLcfWcsuQCwE3i5CbRcDN4pYhV9vfk9KbcByH8fFxHD9+nIrpbYYEzr/8d4t9dz/VYjSXtvO+2m3OL8bx+WduYDfDYy8rIJbm+3asdoRhGIyNjbXl2Ovr60ilUsjn801XYpvBsqytxM56epdb6Z9ejX5xuxsfH1ft6uuhVquCQqGA3//W3+Nf/eVl/PnFPTx0IY5LO9aTGERRxPb2Nq5du4adnZ2OtRyqBzIvvryaRLogwu/mMBJ045/++BEMB90Y9Dvh5BisxHN9N2dqEwkS2f6eJymHD1qhTqFQKBQKhWJAuwILFIpdcTgcSCaTyGQyyGQyamCCVK4HAgH4/f66glEU+6C3ASd2gxeW4jh3fRdBjwN+N9dWW3A7cHYugrNzETXQ88pqsm8rREgCweMXN/DctRiKklwWuGvHWL1eL4aGhrC7u9vyYxNOjXjwiTMRXN8V4OBKFerk7xSKlrm5ub4RNeyMvjcsgL67nxL0c2nQ48CA14nTU+Fun1pbuLiWhKQokBWAZQCOYfp2rHbF5/MhEokgHm+t4JbP58vs5P1+P2ZmZlougDudTtvsq61WqOdyuaY+71QqhUQigUik9++BHMdhcnISq6urkGXZ8usKhYJpixVRFPH4i1fxv17ZRbIgg9QwNOI4JEkSdnZ2sLOzA5fLBY/HA7fbDY/HA4/HA5fL1TVreJKARSrT3zQdxsfffgxn5yI4MR5S1+dPvbZd1UGqWCxib28PPp8PwWDQ1lb35xfj6rgyvKjOk+3ef1AonYQK6hQKhUKhUCgGTE1NqZn7FMphIJVKGX7feZ4Hz/PY29sDwzDw+Xzw+/0IBoPweDy23tRTbkLEVdL39dz1GF5ZTSKZK0JRFCRyApI5pm/7iushY3vgW5fgchT7VhDRJhBYDdw1y+joaMN9N61CAq60lzrFjGg0SsX0DmBkgd6v91Ogci7t9x7qp6fCGAmWbJs5hsEvv+N4345Vi93aF4yOjiKdTrfVOSqbzWJjYwNTU1MtXds7nc6m7NNbiZVxKYqC9fX1pt9rc3MTXq/XFrbviqKo/2NZtu7r6/F4MDo6iv39fcvtB8wq1BVFwRPnr+IvLsYhSAoUBWAYQJKBrUwRl3YKDa/lBEGAIAhlf3O73RgcHEQ4HG6o0r4ZSAIWAAx4naqYDpTmkotrSRQlGYls6XdtlIhWKBQwPz+vOid6vV6Mjo7ask0bWQ+sJ/LICRJYlkHQ48CRqA+7GaHt+w8KpVNQQZ1yaCEL5MOwCaJQKBRK/XAch+npaSQSCWxubkJRFIRCISqwUw41iqKovet2dnbAcRz8fj9cLldZsEaWZfX/A8DAwAAGBgao+N5liLgKACfGQ3jgW5egAMgURDhYBrwo921fcSO0wki/7wWsBu5aAcMwmJ6exvz8fFuD/9pe6oKk4NHLpfmZiuqHG7/fj1Ao1BeVgb1AtQq8fkU7l/Y7h2meBMqrK4uSbJu+v6RKeGlpqa3vs7+/D5/Ph2g02rJjOp3Olh2rGbxeryWXrXg8XtOu3AqKomB1dRXHjh3rqO19Pp/H2toaJEkq25MRWJaF3+9X3cdqVXDH43FsbGzUfR7pdBq7u7uIRqNlx//OSzfwuXMbiOckCJICv4sBA8DFMTi/lseVGN/SBEme57G1tYXt7W11beDz+TqyJ611/9QL7kaJaBsbG2XXL5/PY2lpCaFQCOPj47b5fQE31wOFYsnJwONgMRJ04+TEAJ56bbvt+w8KpVNQQZ1ShlZkno9lAKAvLR+NsqgPg8UlhUKhUOqDYRhEIhEEAgEUCgVsbW11+5QoFFshSZKlJJN0Oo29vT2Mj4/D5/N14MwotdBX2c3HMmX2fKSvuB0Cye1EW8H98LmFvhYMrATuWoXD4cCRI0fKqmpaDemlLkgK8qKMa3s8HroQp5Xqh5yxsTFbVAQS7Fbp2mqqVeD1C4e9GOOwJBAYVVcC9hF/AoEAotEo9vb22vo+m5ub8Pv9LXP4cLlcLTlOs/j9/pYfk2XZqjbogiBgc3MTU1NTTb+XIAiQJAmyLJf9LxAIlImq29vbVRMCZFlGOp1We8Q7HA4EAgGMjo4airON9iaXZRlbW1tIJBIYGxtDMBjE/v4+LszHkOFlFEQFXgeL24bcGPZzOL+WR4ovfZaNWL/XQlEU7O/vY39/Hy6XC5FIpCNV69Xun1YSlqLRKPL5fMVaOpVKIZPJYGRkBJFIxBYt2bTrASfHqBoLAFxYioMXZYiSAifX/XOlUJqBCuoUFa3InMoXISsAA+C5azF89uffaIsFZKsgWVP7h9TikkKhUCj14XK5EIvFKizEKBSKdfL5PBYWFhAKhTA2NmabANthRh/kOQx9xY0g+6D9fNE21WjtoNOVhh6PB1NTU1hdXW3L8Ukv9Ucvp3Btj0e+qMDJym0JxFJ6A4Zh4Ha7u30aAOxb6doK9ALzfWdm+lZoNirGGA66++ZaVqPfk0H0GFVX2q19wdjYGIrFYtsd0zKZTMsE9XA4jHw+j0KhAEEQ2pZkVwurgno4HMb29nbNfuHRaBROp7Nmwn0ymcTAwACCwaDlc9Wzv79vupZyOp04fvw4OI4Dz/PIZDJ1HVsURSSTSYiiiNnZ2YrHh4eH4XA4sLW1VVcPdQLP81heXkYgEMD5xTi2MkU4WAYhN4uAm8UHT5b6rF+JlZIAAm4Wtwy1d48oCEJZ1frAwAACgUBLRWmr989aib0DAwMIhUJIp9OIx+Nl15ckLcTjcRw5cqSr6x8yXrP1wH1nZvCFZ25AUhQ8cmEFJ8ZDh2JeofQnVFCnqGhFZklWoKAkqCeyQt8F0kjWFC/KFRaX+/n+DBwets0QhUKhtApFUbC3t4dEItHtU6FQ+oJUKoV0Oo1oNIrh4eGO2iBSqqPvK+7kGKzEczi/GO/r9SPZByWyRfCi3Nd2952uyB8YGACAtorqQKmXupOV4WCb78FpRy7tFHB9V8AtQ66+Gler8Xg8tqjSsnulazMcNoFZX4yxny/C5WD74lpW47Akmmkxq66007gZhsHU1BSWl5eRzWbb9j6tTHp1OByYnp4GUNpXi6IIQRDAMAw4jgPDMFhcXDRtEeNwONRq7EZhGMayoM5xHCKRCHZ3d2se02r1dq15qZl4bbFYxMbGBqanpxGPx+t6rZZMJoN8Pl/h8EIc+4LBIDY2NtTK9nr5wcIuHroQR4YvrdXOTnlx96xfXdN84kwE13cFOLhShTrQ/hY+2qp1hmEQCAQQDAYRCoWaqlyv9/5Z6/kMwyAUCiEUCiGfz2NlZaXs9yIIApaWljA3N9eVhHUr4y1KMjiOQSorHpqEbUr/QgV1iopWZNZWqA/6XbbKyGwWfdaU1uKSZI7303iB8snNrhsDCoVCsSOyLGNjYwPJZLLbp0Kh9BWKomB3dxeJREK1qqP91e0BqWImlZVPvbaNC0vxvq5A1Cfb9rvdfaeFkk6I6p84E8G5pSxe2ijg/FoeL23k8eaJ8mBtr3Jpp6AGoQNullraV2FsbKxr762t2j53PYZYmrd1pWu9kPGtxHOHSmDWzw9Bj6Pnr2UtiFtNLM0jy0sA+iMZpBa90i+eZVnMzMxgaWkJ+Xy+Le/RrrYZDMPA6XRWWItPT09jYWGh7P2DwSCCwSA8Hg9EUWxKzLXaP50QjUZrCuqSJFk6lsvlqtruyihee2w4ULbmDoVCcDqdpkkHmUwGiqJUFYFZloWiKFUdAmKxGGZmZgwfczqdmJmZwfz8PAqFgukxzLi+KyDDy0jxMkJuFmMBZ9laRpsg2Y31jqIoqhX+xsYGfD6fKq7XW/mtTdQl/652P6nn+V6vF8ePH8f6+nqZU0WxWMTS0hJmZ2c7LqpbOX99wtJhSNim9C9UUKcAMBeZAeDYcAAX15IAer9Ko1rwqJ8ruMnktpsWICsKHnt5Hc9d26HCOoVCoVRBEASsrKw0tGEEaDUZhWIFSZKwubmJfD6PiYkJW1QWUkpr/otrSRQlGbtpAclcEZ976hq8Lq4vK9VIEF1rd6+A79tK9W5U5A8MDIBhGKysrLTl+KdGPLi+K0CU80gWJMgK8OxiDldifM8L0NogNPl3L4+nXYyPj7elR64V9FXbHieLQlFGyOuA3831/L5bG0eRZBmCqMDv5lAoyn0pMJtZ2h+GHupGDgT9dn2r0Sv94jmOw5EjR7C4uFi1X7ZVtPvWN00EDHtptxOfz4e5uTkIglDRExwoiblHjhxBLpdTe4kXi8Waojeh3rmBvF82m0U6nTb8jEVRrCqUEwRBQCKRQCRS+b3SJq+k8iJkRcE3frgGSVYq3D9GR0extrZWcQyGYTA5OQmGYTA8PIxIJKJW9EuSBJZl4XQ6wXEcFEWBLMsoFosoFotIJpPY399Xj5VKpcDzvKmAzDBMw3u1W4ZcCLhLrzWzdbfTeieXyyGXy2F7extutxvhcBhDQ0OWEsC14rGV+2e9z+c4TnUk2NraUpMkBEHAwsICZmZmLH03W4WV8zdL2O7lPaV+rXAY1giUElRQp9QUmfvF5qlWlm2n7Q87xfnFOFbiOTg5Fh4ni5wgIVeUkEtItGc8hUKhmJDP57G0tGQ581wPrSajUOojmUyiWCxiZmbGFhbw/ZxoaZXTU2E4OQayoqBQlMGLMrJC/1aqae3uFfBqpfqnvvFKz4theowq8jsxzlAohJmZGayurralhyoJ1uaKMgqSAkGSEc8Bj14uVfD06jxsJQh92HE6nYZiRSfQxhlI1XZOURDyOvGm6TA+/vZjPXnvMKq4J4KPy8Ei4Hbg5948hYmwt2/mSm3f+wwvHgpLez0k4SrHSwh4HD39He53iJX6/Px8w3PqpZ2C6u4iygoCbha//nYfbm/xuVrh8g5/cM/ZNxWlfD5fmVBIWrMZoa3obiTZilTIAzAU1CVJwtDQEBRFwc7OTtVjbW5uwuPxlJ27PnnFyTHgRQW8KAMH7h8KUJb06PF4kMlkkM1mkc1mwTAMjhw5UnZcjuNM91LEZp/jOHg8HgSDQYyMjCAWi6mOfPl8vmpFtt/vRy6Xqzju2NgYYrGYqQ0+cROqVnCgXe/YqYUPz/PY3t5GOp3G9PR0zYSTet0utM93cmzNokaSMBEMBuF0OrG1tQVBKNnki6KIxcVFHD9+vCM91Wv1TteiTdi2Wr1vV776whK+8MwNFEQJhaKsJlIetjXDYYUK6oecWiJzv/QTtJpl228JBGQzWMqUYvCWY1Fc3UojkRWQE6S+6hmvDXwDsGUQnAbnKa1CnwlJv1OtZ3Nzs2ExHbBXdjWFYkeMHByy2SwWFhYwOzvb8coY/TqilvXiYeDsXAT33DqCx15eR64oAUrJtpjY9H31haW++0z0leqpvIhkrth3SajdHCcR1ZeXl1t+bL31e64oIy/KuLbH46EL8Z5NbtMGoTvZW7SXCAaDHW8bYiS+aqu2h4PunhUizSruieAjygocHIOJsBe/cPfRbp9uS9D3vVcAVdTqV0t7oz2lvtKwV7/D9dKrsRqPx4OxsTFsbm7W/VqSAL6TEVGQFJC64/mktb7grcLoXupxsnA7OPzKO47j/rtmTV87MjKCVCqlCucsyyIcDiMSicDlcuH69etQFKWpal0zUVKSJDAMg5GREXg8nqrJgoqiYHV1FceOHYPD4SiLxZPkldmoD7sZoewzMGpD5PF4VCFfUZSm3b3cbjempqYwMjKCfD6PUChU9fnDw8NqIjRhZGQE0WgU4XAYOzs7FUkO2n3fz95hfnyjFj52chrK5XK4ceMGpqam1GQLPdp7ST3zozaxt5omwfM85ufnIcuy+je9xbuiKEilUhgeHrb8/o3QiIbS69bv5H717R9tIJUvQlIAlin1iGcAw0QYO3J+MQ5Jbn1y82GBCuoNoijo+SpmKyJzv/QTtJplW2+fE7ui3wyyLIOhgAtnZiP42NuOlgnt3bbvasXGxciCjmMZW9nr0T72lFZgVjVBvutE8LGL0N6OwEQngh35fL4i67peaDUZpV4OS4sAfSWMg0VZn2MSJJidnYXH05nPQT9HDwc8ptaLjdxvezVICwD3np7AhaW4+tncPhbC1a00nnh1s28r97QBLUGU1STUnXR/WcCbjbMTybbBYBDj4+MNCQC1ODXiwakRDy7tFPDo5RSu7fHIFxU4Wbmnk9u63VvU7gQCgY69l3Y9ThLVWZZB0OPAndNh3H3LsC3W4Y1SreKeCD52iCO0CnI9r2ykyvreux2sOvf3y1gJtfaUVioN+wV9IYqdCmusrh8jkQgymUzd/cVJArggKYCCA+cJFm+aHmz21C1jlMiiyKUqbY4R8bm/uYb5WMY0sZXjOMzMzGBvbw+BQAChUKhMYD5+/DgANCU6m+1HtIKmlWTBYrGI1dVV7Cgh/NtvXy6LxQ8H3fit954AgDJnkGptiBiGaWkimcvlstR7m2VZTE9PY3d3F263G36/X52DOY7D+Pg4wuEwNjY2kM/n63bu07bwsWNxgiRJWF5exsjICIaHh8uuQbNFelY0CUEQyr575G8Oh6PMHSCbzbZdUG9EQ+ll63ft/SrLi5AVgAXAMoyaUKlNhLGTy5k2gW4+lsFz12KQ2+AWdliggnqDiLKML//dYk8LY1ZEZqN+gi5H71U0W82ytUOmVCuCruTaks2gx8Gqm0CttX23g7utEpm1PeJFWYZS2g8gkWNs0y/eqI99rywaKPbArGoikROQzDGq4GMXq6F2OH4QWyVJUdqaMGO1F5seIog6OECUgPccD0CUoFaTLSYEiBL6XjCl1I820KAXmPsJfSUMDvZwfzufxfdXc/jQqQG8/7YQRFFU+791QiR5/OJG6d56UIUdSwuQZKXCerHa/VYrtM/HMgCg/n87BmmtorcsvLiWxKvr+6rI0q+Ve/pgDxEcejW52Az9OImrVSf2QJFIBLlcrqx3ZyvRCtBOVu6L5DbqfmOM2+3uyFxhJKTjII7ucbAY6eGKdIK+6EJfca8VfPpBbD2/GMenvvEK1hOFg0pPBgNeZ0XyXD+MFTD+Duv3lI+9vI7JQW/fzHNajPrdPnJhpawQBeh+YY2R22S17yPDMJiensb29rap/bmeSzsFbGWKcLAMwh6ubP/xY0ej7RpaGdrkHW0iCy/KYBUFkgKkeNG0pzjB6/ViamrK8D1a0UbK7Bj6avRCoVDzWNlsFi+spKrG4sl/T4yHKtoQ2WUN6vP5MDMzY/q41+vF0aNHkUgk8NjV1+teu9jV+l3Lzs4ORFHE+Pi4Kqo3W6RnpRe5WYKHPrnCyvexWert/U7oVet3rdbCMAy8zlL7m3tPj2Mi7C1LhLGTy5l+bedgGfBiSTuhNAYV1Jug14UxqyKztnrB5Sj2bHbumdnSOKqJL93OlGqFwKztmT4UdJkexw4941shMut7xGd5GQpKsQ1FUWzTL5783jIFsekKIKONoJ2qkjsF2WgCqKgU7LfPwmyzKcmKuhgigk9aYzXUTZHDaDNB/kuuSz2JPecX4/j8Mzewl+EhKe1LmJFluaHgPhEK4zkJeVGGz8li0MvhPccD+O6NTMXfaVVZbQ5Txfajl1NI5CVkBRmyAjy7mMNLG/m+Eta14ySVMBzDQFSUUq/jgoKvX0phbrB0vWVZxtLSEoaHhzE4OGipYqIRzi/G8dy1HeQECbKigGEYiAdBO731otn9Viu0F6XSNcRBYN7FHQQGbRKkbQSyZiRo3auCHkffWsBr18ra5GKjKqFeRjtOsgd64tVNPHlpq6bVajMwDIPJyUkUCgXD3qStQGsd2g/0i/tNrfm9nvk/EAhgenq6acvbWugTW4mQ7nNyGPQ7u5683Sr0RRdmFfe9Pk7CxbUkEtmianvq5ti+7Rlu9h3W7yn7qS0gwawin2UYyIpiWIjSzXOtuE4KDEVloHxvTSqD19fXTcU0I6eos1Pl+41OtM/QCzwh783kVAfL4ImLm8jwYtm6W2ul/NpmqmNrzkwmY/h3vaBu5XO7tFPAja0snCyDQb+zZiy+lwvcGIZBJBLBu950HM8tvwqWFRFwszg57gfLshVV1lrsbv1OiMfjEEURU1NTYFm2YYGZoE9kNrrOslwSc/XfP47jIEmS+rkODrbfacLK+ZrR7GfVDfRFmEZrP5II02n3r2qQtR1JiBdlgEFn2yT1G1RQbwKPk+1pC8B6bnzN3CS7jb5K8t7TE1Wf381MqWYEZqMs1nefGK26se92z/hmRWZ9AgLpEZ/hRUiSAreTRV6QujqJacXvM7MRzEQKuLqVbtgmz6yfnVGVXLeDOu3q802+69+5vIW9jKBWE/hcXMVn0Q82tNU2m9rqR22vLfI5iJICJ9feAKMZ+sXmhaU4/uwHy+r9idgGW6naJGIGL0qQlfYnzJDNSD2QqrGMUErqyQgynCyDlzcKhn+vt6pMX/1+GETmw1SxTRIuOJaBLCsoiDIKYklYt2PwoB60gTvSz9jvYuF1MJgNu3Bph0e2WMqQlhWl4rcRi8UQi8Xg9/sRDofh8XjAsmzZ/5oJ/JXWfApYhoHLwcLtYOF1cRjwOiusF83ut1qhXZYVUngPWVIgKxIYMGW9x3upT5we7Z5A+5kcFgt4O1YJtQqyB8rwIuIZASwDfOGZGzgxHmrbGFmWxczMTEUvyFZzJcYjw8s9fz/ttQQBvTCuF3KMrF/rsYb1eDw4cuRI28Ufo8TWfhPSgfJE9VpCTz9Axut1cSXhEujpvve10LsYar/DRo46vSBu1KJWRb7bwcHtqF6I0unz1d9rOIaBpCgVovLvPfma2n6B7K1HQx4cGw5AEBkcCfow6crj1e28eh8GUNEzPezhMBZwlt1nO3lPNavSfu+pccO+6pmCiAtLcZy7vtuxNWcqlTL8u17QjEajyOVy6vMdDgdkWVbXN9r5zetx1YzXApUFbr22lzi/GMflzTT+6VuOlsUESY/vvb0901Z7drd+J6RSKSQSCUSj0ZZoJ//HkTCm3AUIQgqFgk+tSFcURd0X6797QOn75vf7EY/HMT4+jkjE+L1FUUQymUQwGITb7a77/PToE6/reZ12T0kKcOz6vSbx7VotUbrp/mWGvp0z0Q3mWSqqNwoV1BvEwbL4wJ2TPWsBqK0K/IW7j1p6TaM3yW7TiOVKtzKlGhWYzXqmz0R8VV/XjZ7x+opU/URj9fPWLsKzvIRBv1PtEU+OD6Cr/eL1QihZ8H/0rXN1CcxaYfrc9VhZPztSHaevkutGRb722gIwHHuz56P9rmcOetYAJdEiXRDLPgttBjNg34VZLay059AnL2wk83ji4iYkRcEjF1baGgw3Q//7/v78XlmW/dY+D0kuJUPwomx6nbS/o0JRRsjrAAOmImGmVYltLMsiGo1iZ2enrteRqjFBUtRK9ICbxZ0THsRyYtnf67EtMxIjD0OV+7mlLHYypWsL9IewrEdbsV0QFXgdLCaCDiQLMlK8VKralmRk+PoTMLTv0ekqf23yx9p+ES9tFNTxsAB8Tha3Rt344MkQTo148O3XU/j6pRRkRcGglzOtuMxms8hmK0Ukl8uFmZmZhvut69d8RpvkavdbvdCeyhfLKtSJdSxJInrqtW1btKJpBu2e4OFzCyhKcpkFfD/MvXp6vUrIKqenwuAYBiwDyAAkRWn7GN1uNyYnJ7G6utqW42tt0gVJwaOXS4HuXp5LSIKAnZ1M9Ilxs2EXlpLFsvkAqAyO12NrPzg42Fbhx6iqVZvY2qv3cD2NJOb3OtrEfI+TxbtOjGA05OnbMVt1MbRDW8BWUK09g9vBqm5CglhKwu/2973avYasH/Wi8tXNdElkZ0o9x1fjeTBA2drz1pEALq8nURRLCUp3DLsNe6br197tvq8axYmM2o9qHe20VspJgzVnuyrWJUky3H8AxhXqU1NTSCQScDqdYFkWS0tL6uPa+c3pVGrGawnddlJtlGoFXAzDYGBgAAMDA8jlctjb2zN0CewVZ55MJoNotNQqoVntJJVKIR6PAyi1IpyamoKiKFhdXTVN7gCAgYEBDA4OYnR01NS1R1EU3LhxA6IoYn9/H8eOHWv4PFsxX2gTRrpV6GeFeosRjdy/uhUD0CcCaAve/vHnqaDeKFRQbxCGAT79M6fKLABTeRGCKOPxixu2+/FrabYquRuL7Ebf0yjL2oqg2q2K/EYF5mo906uhzVLqRCWrmaU9+S1V+7y1C2l9hVjQ46joEU/QLsI7vTHU26oQC+6iJNdMZCHnTITRgiiVVV+Tfnb6CnWtVVunnDP0QZgBbym5wWjsRkHZeq49SSgoFEuiOctA3TjqK9TJZvOV1SQ+9Y1XejLwZbVSRP+9f/jcAjiOQSordtWaVuv4oc+ylw42oA6WqbhOWgt/cs211pMff3tp4W/U27YV1zoajWJvb6+uKnVSNWZURT436KoQGGvZlmmFdBJ8Jnv2Rqvc2w05ZwCYGnA2VElPjvGD1TwKogwZpd+4IMmI59AXQghg3iLg/jeXrNn0VoyN9I2rp8qv2bHov98k+YNlGBTlm73SXQ4WER+niukA8P7bQmW/keu7AgDr11gQhKb6rde75jMLkujXKQDKel2S3uO93jJKjz7jXTv39kqisVX0VUL9UsGn5excBL/yjuP4wjM3ICkKhoPujoxxYGAAu7u7yOfzLT+2PuHt2h6Phy7EezZBiwTkkwXJFi1CzBx09Oe5lytAQvl8YBQcryd4PjAw0LZxGSWsB00SW3uZRhPzexmzxHyrhSa9RL3JEnYuojFq96Zft1UT0rUV+dupAr4/v4fCgTtUN7/vVu41RqJyKi8CKO2ti1DKCg1IkYWawM4AgqRgIS4Y9kzXzxvtbKFhpVhAi/Y7ebOnOOqqWG/GOTGTyRhWAwMlcVI5aBdFIMn5ALCysqL+XduzPuRmEapzDamNq+ymBWQKoq21h3w+jx9c27RUwOXz+eDz+TA2NoZ4PI54PK7GYfQxlnr3iZ0im81ClmX8/XKy5p5SkiTE43GwLAu32w2PxwOO41Qbd5JYcGmngMVrG7grBRwfYKqK6R6PB+FwGEDt368olu4d+XweiUSiIWv4VrrddqPQrx70awbA+jnqf7edjAEYxen7aV/ebaig3iTki/ipb7yCZK6InCDhO5e3EFudxyyXxPvvOYM77rijy2d5k2ZuBOT1RjfNK1eu4OrVq7j99ttbPt5G+4rrX1dv1qnZZqLVYzVa3FkRmLVY6eNhxNm5CO47M6MGzYwqWZsdr3YctSztzc5Xn8VKRGOrgQ1tdlitfvGtGq+TY1UhdMDnrBD+ax2DjJdk38pKSTyWFQUhr7Osn51ZlVytgPaVK1eQSqUatvkx2rCSauPLG/uWxl5rIWZmca/N2CbWZvrPQrvZTOaKeOS7L+Db39zBb933Ttz3nrsaGnMrsPrbbuYednoqDG5/HfzSPPKhCbyCo10TNvT3J63Vu5NjMBzwYGkvq14n0h/OqJ2BPnud/K5/72t/g1fmryAWnEByaLrpRSrHcRgaGsL29nZdrzs14jHc3Gn//r+vpFTbMqNKOSMhXQ0+swxkKGCTa0gtruEKexwO7pauW8BrRfBkoWSlyDJA4MDW22qQnwjAxIYQALC3AjG5DufQNPKDUz0vhADGlemkYtubXsfi4iLeMzeHu2cny/rG1SuY1FPl18gYzi1lEc9JWEoWKwR0EndiDr68HgeLkLvyuzA/P4/FxUXMzc3hlqHJhhMAZFnG6uoqbr/99oaqaloRQK51jIXrV5G/9n3AOwIMTNmin1or0CYkaOfe+NoC0plNPBnJ4+zcT3b7NFuGfrwX15JYuH4VrsxWW/ZB3eD+u2ZxYjxkasHYrn1fOBxui6BOgrGPXk7h2h6PfFGBokh49HIKiwkBooSq7VS096lmKnlaBRGcc0UZBam1LULqGauRg46LY+DiGLztiA+SXEqadHEMCtLNREqz+YBgNXgeCoXgcDQXzqr2XX784kZJ4CpK6nmP9LgduNF4G03Mtztm19aoOrZfx9svyRL6dm98bBlifA2RyTkMTR+tsKyvJqSTvTRJWicxiG5dfyOLd/295sqVK1i7ehV3HVxbIiq7DloJ3T4WwiurybJWeC6OBS/KNxPYORYFUcZmRoTXwVT0TNfTrgp1K8UC1e7LZmvOahXr+gKVelsk1mpHoxfUtYRCIaRSqTI3Lq+DwVuOBPB/3n0CgfwWHn30WcvrqdNTYTg5BrKiICdIeO5azJbW76IoYmlpCSPOPPxOBji41qXxvmI6XqfTidHRUQwPDyOZTGJvbw88z6vf004kijeKLMv4xnOv4Is/TCArKHCkN3DvjGKoCe3t7VW4IXIcB47jIAilNY82Mf6715M1xzs2Nmbpd8swDILBINLpNABgfX0dPM9jbGysrvHqRfAnv3cBay9nG9ob6OOFdmppYLZmqPVd1tJsq9tmzls7/wP2S1boZaig3gLOzkVwz60jeOzldeSKEm58989w/rk/BQD83wB+6V/9Dr7wn/59d08Srdk8GGUOPfW1P8Hv/M7vqM/5zGc+g9/+7d9u+lytirBWznXQ72x446A9l1aP1czuqJbArD0vIiDW6uNhRlGS1UpWvXXlgw8+2NR49YLg7WMhODkWHidb10Sir/QuOVsxdQU2rGTQtWq82uvpd3N43xvGTbOoa45XViADYAGwTMm+q1ZvN61zRpaXDCuUyVj/8A//UP13I2MlEzTZsJJq4+W9nKWx18pG1F/73EFCgZXqELLZFEQZ68/+L8QP7ssf/sq/wUKL71ONJCWR5BdtMoC2qpFUZpPKiXruYU997U/wvf9487uc/Yn7obzr/+xKpbpR9adRewBBlJETJLU/HLHur3XNn/ran+BRze82cs9HwL7tvqYdGiKRCHZ2dkwz0htFXyl3JVbAjXO8Gnw2EtK1wecbT/0vfPdrXwQAXAPwN/d8BFM/cV9XLOD14n9OvCmkKgqQ5mWk+epBfm1l28sbBSTykmpDmP7B1xF79qvqc8feeT+YH//HqhACVM9O74bdebVzMRKgSWX6B0+G8P1v/pl6TwaAT37ykxh76z+BKOfLKhGtCCb6KghS5dfsZ6JPniAOAgQioJPkD5/TPKniS1/6Utl433Xfx5E58bMN2zJLkoR8Pg+fz1f3uNqNfn0x+96PYeSeD/dFEB+orB76p//it7D4xMMAgAf+J7D1I3vshVqFtlL98l99Favf/bL6WCv2QXZAO0bt2rkd+z7CwMAANjc3W3IsPdpgrKJI6vz7ylYeLo6BICmG7VT096lPfvKT+MVf/MW2nKNVtH3UtWuGZp1c6hmrPgFOUUrzviApYKDgidczCLpL9//Tox4sJYuq44qVxDArwXNSidUo1fZ95xfjeO7ajtpXOxpw4SdPjvWc05UWs/E2mphvZ6pd23qrY3sBs/H2erKEPnk/w4tIvPAXSD5f2tNvobTvi6U/DElW1KKLakI6oVuOlPrxaWNHRu0kzK6t0d5aW71Pkgv0CeyZgggni4qe6Xp4nocsy2BZFizLgmGYpkV2K8UCVuJx9VSse5wsMrxUVqBSb4vEcDgMSZKwvb1dERfw+XxVP5dwOIyX11L4+qVVJAsyFAVgfQ6cmhvH3z7yUN3rKa32UBBlFCXZlgLZ9vY2JEnCqREPPnYnEFcCuPTX/wMf/pefUZ9TbbwsyyISiWBwcFC1OW9nonireD1WwH6uiMWnv4a95/4U30NJE9KPNZPJVLxWkqQyd0Qr42UYBi6XC+FwuC6XNq2gDpRs5bUV7lbQrh12v/cIHjjY9wH17w3I/dhuLQ20CU/aNYPr1W9a/i4D3emp3uvzfy/AKK2OFB8CTp48iWw2W9YLhSwO5q9dxfUvfKLiNf/8jx7D//W+u+sSXVq9uHv43AK+/HeLSGSL8Lk51Ta3nuPrRcn7Tzjw4Z98a8XzLl++3HDFgpEIe3UrXVYBOxRw4aNvnatqy9UKCxLtMbj9dXzvP95f8ZxGxkqu74WlOL4/v4esIKm9NkmPbStja0V/6mquAydPnmxqvOQ7R5IhfK7SpkZboWrl2pgJ1fVs+Gt9/5sdr1bEJhmyVq9nrfF6nCzcDg73nh7HRNhr6b5Q7TsSyG+pYyWBs09+8pMtubZks0ZE4Hp+p2YCs97ev57v+vnFOL7yxDn8yb/4QMVjv/unT+K9bzvTcKJNI/cX/efmcrBqNXZOkMr67hIL+3rHbPZdPvLxP8HQ9FFb9n006hunr0w3c1kwGuuJf/ElSKHJhu4VhN3dXWxtbTU9NiNIhfKVWAFZobQMY5lSIFNrj62v4vKm1/GBD3yg4njTv/gFDI7PYiLowNGIqyOWrxXV5AfBdAAAUxqPgy2Nh0Wpb/ZtQ27cOeFRqwH19uBaUUOJr+DiH/3zive99Zf+BMrglKFQS2z1ZmZmOmZ3XgszAZpjbn4mpDLd6Np+9r/9OZ6IhdXPmQUQ9nD46dtD+Nk7QmXvo7dd14oXUwPOsr838plor7k2eYIF4OIqBfRqtv/z8/OG4z3z618EH5wqSzao5zxHRkYwMjJieUydwOw+9bt/+iSOHLutLf0eu4nZeL/2nb/rqjtMq3n43AL+66PP4kef+1jFY83sgwhPP/00AOCd73xnU8dpBv3aeZaN49Hfua/iea0YL2Fpackw0NgqyPx7bY9HmpehDYSwDOC3cF9+7LHHbFGpDhhXiTdy7zS7J2vHqk+Au7bHIyuU+hA7D+Z7soRhAHAsMHgwX90y5Ko7met/X0nhW1dTSPEyQm62bN7jOK5hRxKg9r5Pu173OFl84M5JfPpnTjX0XlZod3uyWuNt9/t38n5mZax279VaD9XGm/GONeT02G3MbNv5nWWsPfzLFc+f+sU/his6DTClogsSl7D7eP+fb15ShdGgpq1ZK+NT+gT2/XwRASeLj94ZrHtfxLIsHA4HwuEwotEoOI6z/Fp9wYdRnKjR8Vbrsa4AgIKbBSosA7eDVd0urcSVCTzPIxaL4fLly2BZFm9/+9vhcrlqzkMPn1vAHz97A/FsESwDDAXc+PUzvobj6I06uHYKnudx/fr1siTuGY+At761sfEKgoDr16/j1e28Lfb21bi0U8AfPP4yLvznj1c89sILL+DHfuzHwLIslpeXywRts2OR9nAcC3zo1ADef9vNvX8gEMCRI0caWgcJgoBr166V/Y1hGBw7dgwej/XP9PxiHE9+7wIe+Mh7Kx5rZG+g3XdYiSW3E7N4erMaWCds2I1avZjdJ2ZnZ+H3+3H58uWWvf9hgVaotwiScfLZh17CdYPH/+rc3+NKPlghFhkF0b76wlJZ3zqjH1cjmx5tBpFZH16r4yTvvfbys4bPu3r1al03z2oV6eRm+pZj0TIRtlpmDTleo1XbBG31rLy6YPicRsZKbsypfLFMQBvwWuvzbtabu5HsRLPs3KtXrxo+3+p4tXZO2or0oqTgzGwEH3vb0br6lWqtnRq5pvoen3or9GbGq59sSX/zRi3kWjFecgztxoU4EERizV1bAHByLCRJqcikBurrLarP1nvi1c0KMbWRKn/t8dcmJPyJwWNf/asX8P24t6EFTKN9fvR2P9pqbOWmjgpZKtl4Wa3G12L2XeZSG0jlZ5DMFW3Xu1fblkH7va/1/Tcb64QSR9JzRLWRr3e8giDUbfdeD2Tzd+McjxxTCkDLClCUqtuhPnVx0fiAiTVkh2bw+p6Aa3EBL20U8Gt3RU2rwVtRsU2ypkk1OTnn2bALER9XJuCSIL++GlBvDy4rCvzOkv35FLOPiwbvGxW2kHPOICtUVr+7JQWCqODbr6fUavd8Uala7dzoZ6J/nb6HrFbY1lfvM6jsJW52bR2pDXzizNGynur6nrL6fuzkcyXiOwB890amTJSvtwJca1MvSAoYpTQOhgXCbg4/Pl1dQNezuGg83rcNJLAWOabaMjtZua4KhEwmYztB3ew+5c5s4ZEL3r4J6hPMxvvwt7+Ho7fc3hdjBErzeXFv1fCxevcGdqVi7Tx/xfB5rRxvJBJpq6BeXqmOsmQuF8eU9Vi/s/C64TEWFxdtI6iTljLaRIFG7p1m92QyVv08Qz4zv6a1C8cC31vOQ5BkNTmOzFdmLXGqoe2l7mCBrUwRl3YKODXigdvtbqpasta+Tx83IXucdtAJgddsvN9+7gJe2PPg9FS4b/qHV7u2Ge9YS2JEdsJsvA/86Xdx4i3v7rmxmrng+Zwc3PyO4Wuc6U04Ro40lUjdafQuGAG3o2K/32w8Tu94qY353TrIIh6PA4Bafc4wDHieVy2n9ciyDEEQsLOzg93dXUSjUUSj0ZqtN6w6pTY63loV66SFHClQEWWlTMyyGqtzu92YmppShchqbRP1bSADHifAMOAYBr/8juNwbb3U0FjJePXVvM9d27HN9353d7cisf3tznnD51oZr8vlQjQaxSll1/a91E+NePC2gQQuGDz24osvYnJyEjMzM5ienkYymUQsFkOxWDQ91nuOB9RWAd+9kcHcYGk9FQwGMTEx0fA6yOVywe/3I5vNqn9TFAWrq6uYm5uz9Jsm95JT/qzhcxrZG+jXXp2uptYn5+gr0z/+9mNNa2Bn5272VE9ki+BFuaxFRbNzdbOtjynWoYJ6Czk7F8HvfuQ9+MbvVT6mDExiPVGo6A2rXfQRa55v/2ijJLSiZMet/3EBlfZ7Vn4crbI10gofl7J+w+fcfvvtlo9nxRbcqgjb6mwf7Q2dmz6KawbPqXesxDKEiOFgAL/bgbcci+LMbKSunukkwNVs7y8je3mzcVkZr/6aGiVD1LK0t3KO9VBNYD47F2lqvHrrOG1/80Z/a82OlxwDuClwE1uZQMC4P47V7/L5xTgeubACUVHAMQw++tajuP+uWfXxeu8z2kUF+V0Qu2+SLDIT8ZW9Rz2YjUsMjquAAd2CAAEAAElEQVS24NUWMEYir7b3F/lcv/rCUs1rrt8Aaaux9RXqVuz96xnvxOwx7Ftot9DuKpVq1Pu9NxvrL7z/bfjqa6JqI282XrOxdsK859SIBx86NYCvX0qVBZ+r9Ryfm5szPNYdtxzDEsugIJbE7RQvq5tMo6rlVmR16wPdZudsVA0oyqXP18genNife9O34T8bvO8H7zqBJ2IcipJSZnH71ZcS+LlpCYoCfOXVRIVAorXWH/Y5VUG6kUx3bZDAwQKzYVeZjbs+YQAKDAVo7edldm3n5uZwTCOYEBEfKFXvaa3yM4J8UBl48Lk6WPUaaZMfOLZcNLJiH68VUoiAQpInGnFEMBvvPW+6DflgCA9diMPJyhXJA9pzMkqEyOfzkCSprqqZdmN2n+IDY9hfL5ZtpoHOtuRoB2bj3WQiZYmMvc7ZuQjefvZNuPJnlY/VszewM/q1c3zAWFRs5Xi1dpftQt+jmyRBkaprIkgXg5OGrze7f3UTbaKAk5UrBOhaVJuDgJtJdGSe0SbAkcQwALhrpjy5rJkEPr21/fm1vJpAd+eks6FjEqrt+1qVmG8VbZJuu+YCs/E+vsJA2l/sq6Qus7EKgbG+qkwnmI33xbgHL7+4gslBLz7782/sibEa9RPX2rbfcdc/xIf/7N9WvO6f/aO7es7xpxT7KO0VPE4W99w63NJ4nBH6fbbe3jmdTmN5ednSsWRZRiwWw+7uLnw+HzweDyKRiKHIrI+VvXEqjPt/bBL/x5Hy92/FeI0KU4wS9NsZ76jWBpIIW1eu5Axfa3Ws2vhZva1R2w3P8xV25cVB4/WU1fGSnuq90Ev9njcZxzDm5uaQSqVQKBTU30s4HMb+/j4SiQRyucrvhCiVXO2yggInJ2M958DP3nJL1WQOq0xOTuLGjRuQZVn9G8/zuHHjBiYnJxEMBg1fV+la3FxsWYv+93txLan+vR0YuXhoXWK1bpkkJhvIN3+f0us5pEVFM87DhFa1PqbUhgrqLeaOO+7AZz7zGV2fxF9AcGLOsDcs6d9ChHYHy6BQLIkqDIAsL1X8uM7MRixXRuqFoFZlH9+8iTpwy/t+Adc1/TIefPDBujKR6qlIrya26LNZWZZRj99M8sBNcfBOPBUsv7b1jLVaFfNw0I2Pve1oXVW3zVYwm52jurA0+C5bHa/+Jl5vRXq70AvM2iQEo9+ulfFqK/EH/c6G3R/ahVEF+JMMg5/7+G/iL7/4n9TnWb22+j4yg34nipJc9pxGkgH0iwrtAqbZ7ESjazv0E/cjPDlnuIAhATQjy3l9MtQbJgdwdSutVtZbWQRVq8bW9lBv9Hdt9l1+1333ViQcnZ4Kl52Htt9aLwSbzMZ633vuwtFbKq2OtIkPG8k8nri4aegG43a7cezYMWxubpZl7raa998Wwtygy3Lw+dixY/jkJz9Z1uP0137t1/Dj7z6N//LCLnaypUoOj4PBlZ0C/upaWhV5tVXLQHkfrkaqtLWCRLXXVasGrGoPPmI81veevQNTBha3i8kipMmSkCzKN4P9ITeLREFCVlCQ1fV1DXs5S1XsekiQgPQ138sVIOFmBbo+YUBfvW8kQJtdW20VJKnw+/brqbJEDPJ5ep2Vn+vds6XExysxHkAp+SHs5bCZFqtWMRr1ti+ICryOSgGlEWqNt9p36/9l78/DJLnKO1/8GxG5b5WVVVlVXVtX9SJ1S01LAtQGgRBgBuNhsfHAc/H1bxC2MdgG23PHg5nf2DO6+DfmGQ9extiDDZaZEdjXeJBBlsBXMEIgNUi420itVm/q7uqqrn3Nyn2JjOX3R9aJjoyMzMo9cnk/z6On1V1ZmedEZp445/2+7/c1JjToPz82Afju2lWcOjwKAJbvO4AKa/Ib78Xzj18o65zTrZjNd/xtPw9lYLJsIle38vPvvB/febL4HPS+j34Cz+24kGxRT7x2o987q5OHEH/zg9j53iPaz2s99+2Hw1GaQNMKzCqmZwcdRYK0EpzE//ELv4q/++LntMcY1+VOwkyAfmE1s28LDqDymnxhM4v1ZB42noPPwRfZyhvvBfVUou83p2vbIiQlg/heYtjXLsYxvyvCNfcSXn/7BF53eLjm5y23Luststu1D97PRa0ZmM33te/7VWS8B5Cq0W2rUVqduGs211/5d7+Dp9bs2EoU2pIB7ZtvMzFeuzPzEXzjmoKZd/wiFp78K+1xgw98EHxoCrKiYjcldsVcq+knDgA3TL63/99//RNWDbsu9PGjYb+jrAtGvfGpepAkCcvLyzX/nqqqSKVSSKVSSKfTJfdHs1jZTx/zISRHcPnyLtxuN3w+H7xeL44dO9aU+VYTi2pG8Yoes8pWo5uoXthqxntrdD6sVDDRTi5tidqeIeDk4XcJeM+Pvx6+BuYrCAIGBgaws7PTsb3Ub8VTJiqecbe2tjA1NQWg0EZhcHAQg4ODEEURsVgM0WgUuVzh3H502AG/U4AgCHDYBcRkG15aTeHUbOOCusPhwNjYGFZXV4v+XZIk3Lx5E+Pj4/B6vYhGowiFQrDbC4mMRqfOpHuyqeuU/tzRyr2YsQgw7HMVfW/TqmrqFtqM764xYTnaBOdhNifjeks901sH9VCvA7Me6kYuXbqEK1eu4NixY0i6x8r2hrXxHHLSXv+2vWplDhwcNh48Bwg8j1RO0voxB9x2zAx5sJ0U9+2F0Mw+20bMeuqdGszi3Q/cW7P9ubE/kr6XDbOAr+bAZdbTeWKwPjvnSujf21rmatbDu9Eq5mZSqZd6rfPt9N5kZokmbHy1zLfT+xfpefj0Dfz5M3OIJEXwHBBw2fG6oQzeMibD73XjJ3/yJyv+vlmP62auKew1arH7rpVLly7hiWfOIucbw8HDt5f02AIHOG0CnDYePM8hmZVK1mjWF5LnOYT9TtxxIIBLa3FsxnPaOh32Oy3t96Ofr9ln2UxAZ+8pm69ZTzErK9f3o9L3tlx/9mRO1nqrDXkd+OUHDpe8Z6qqIpFIYH19vaz9nRXMzc1hfn6+UL2s6216eiGFSFrGQjSPeE5GVi62GQdK7eSB9mR5m1miV1O9ZjZX/XOy6veUqODfvUoCB+APLti0YH/BKi2GaFbRkhX38u1g36uM1wv81fSdNesfX+75KjkO1Dpf9tr/9fRW0XwE/lbfX9aj3nhdjdXtld7zcta+9fTlbcZ8y1WR6nv36q+70yZA4Hk47TyEPbePTtiHmK1T1fSU7FbYfEXfGB65LHXsnrBRzsxH8D++eRrPnjkHNTgBOTDRlP1RJ/RQ16P/rEaWb8CeXMPP/cTr8Z9aIGRsbGxga2ur6c9bDfqe5JKiFlxIsIED8gYeuPv2onWq3H2t1vtcs2G9x1nSl13nAlM2iW0P/Zqc8U+UXItqxPlmU+meFHLb8Dv/8ja89VUH63puY8zGqvXYeC9gsYJmJ2mzs9A3FjmkvQdacp4zg61nvtm72xYjMN6DWhETaydmro5X1hNaDC23vYj89hLsw5NwDE1DBcBzXFdUqNf6+a83HtcJ1BM/avV8VVXFzZs3m9JuJRgMQhAE8DyPl1ZT+IOnbyKRk2HjObzxSAhvPzaEMOKmv8vzPDweD5aXl7G0tISTJ0+a9lS3GuP+zBh319vM6wuozNacRt/bWnol1/q89cR9zsxH8NtfO4doStzbM3jwgfuO4v5jBwA0Nt9YLIalpaUSO/l6zqXNbIPHns84JndixfSMy/P8vnNXFEVzTPznm1F88+W1lhS9qKqKxcVF037uwWAQkiRp68LU1BQGBgaaqhuUox291I36kcPGl7hJV9orNGO+5dws6vkO16tNUA/1+qEK9RZxxx13FH2pKlUjGgUqvQX8V84uFt2Yk1kJN3fSRZWRT13eMLV2aWafbSPGTOqbrhDSohNvcZvbfZjRbFtwvT17K8TNW5uKMfzMz9S+YDajh30rKWs3Z/gs70e7bfLqoVLWm/G7Ww59pTYLunSyncrJySAEjgPPAbIKxHMSfrDtwmtHRCiiWmJXbia66pNe/Lo+Ms2ac7MzhY0Y31t9j614Jg9FBbL5PScRAFBVSEohyclpssEacNtx/9EwVqKZovYLrBL6jMXVaeU+y/rPP3P0YAkDbL4uG19U0d3pleuVvrflWgpABRQUbLRkWTV9zziOQyAQgM/nw8rKCmKxWJtmVJnDhw+XiI+sKuzrl+K4HhE1e2+HIZDO7MlZ5Zq+ShtoXZZ3vVVrZnPVPyfALG45CLwMt43Dz796sCTYr6/oZtX6slq4LgEnj4SoVNV3lh3A337EV2Sjb1YpXY/gUGm+QOH9kRUtBxM8B/gc5pWCxmul/1mlCvBqrX2bQaX5lhNR2J8Cz0FRVIgKcyYoJJCIsgwOMrgsYBMKngxWV2sA5utUJeecbkc/30NHb+0pWm3f125OzYZw/q5X4aWkr5BcJytNPXN1CkWf1ZkjsAtHIQVGqmp3UysjIyPIZrOmAb5Wo6+IZoJ03DaCdd8BnPKHSpLXjK0+jH+2IhFpP1hLlnReKbRG2VsjEzkFiRzwnblUicDOkr7YmmxMHOMBBF0Cxnx2vPv2QFvmwWCV98b2MUlRgapK+IvvzcFms+FNx80tZSvB1qlqe/y2iiInCOS0SvVPPHquqTGNO+64A8/tuCDH5pFO5Yv6grZjrWqHvT3jjjvu0JIkthKpkj6o3bA2m1W9xjMSFFXFeiwHmWVWAvCPzUDW9RE/NhbAaMDVscn+QOWE/UrvUbXxmk6kHjveVs83lUo1RUwHgGg0CuBW0vNmotBGJeDk4VEyZcV0oCAiJpNJBINBBINB8DyPra0thMPhpoytmWREGQ+fvmFakc4qW6spoGr0vdU7H+p7qtdr/d5oC9Xzy1EkcjLiOQUBJ4/bJ0KamA40Nl+vt1AIYGzbU2sv9UpOZ/UK7GZV8++949YZ1263a/8FAvvvoXie1/7/xw4N4eWVmNZzG2jeuZbjOExNTWFpaalkzz00NITFxUXt70tLS/j+K2tYydpNY/3NXKeM2k4zY6vsM74Rzxa1GpYUFf4a2rc2Y75G52EWc/3my2t48sI6PvaWI1W3PSWr9/ZDgnobKScWVaqWPX4gULSJvtX7uSDuVFpUm91n2ziXSv2o98NMjGzUFrzYnr25Im6jFdfdIDI3w27ukecW8LnvXje1UO406j3Qlzv4dXoQ/NRsCB97yxF87rvXkcxJyEkK0nkZkqwgnlHxh/94ucjyXJ/Mw6qW2YHdZeMxUkdv705Dv2acXYjg+bkdpPNyQYTcW2ONSU5mlfP6dZptgho5yLQD9vln/emchvmyqgdmZa+vXGe/34nzKke5lgIuO19whbHzeOryBp65umkauOR5HpOTk3A6ndjc3LRwJvtj1ttcf0i8ti3iekTUhILdjKIF1sv1q+5k9IfqIfcunAKHu6aLD6pGa31jP/m3H/Hh29eT+/bs1lfqsezz+2e8Tc1w34+jwwXbeKBQma7vCV/L61dKcGCfIVFWK1r7thqjsM+s9JnAP+63IZpVigStTF7FXtv6Ql9KXXKQ1UlO5TDbv3ayI0g96MWizUQOAsfVFCTodMzOXJ3+uasH9lnVtxFqRcUnx3GYnJzEtWvXIElSE0ZeGyWCtKwgkgYeeWEXmym5cP/ELecX4Nb6ZPyzIPqiqKVIsyujjBit342tX8wE9ueX0tr9RN/qQ0vOs1m7RyjXPiYjKbi6k8N//ser+M8ud8XPX6V11djj1wrR1RhfiWckRNN5PPqj5ZoDq5WwMsnfLN7QzKSBSi5c1Qi1nUS5qle7wCEnFZJCgeIe4420DGs3Zu0aW5Gw30l0qh2v0+mEz+dDLpeDLMtFPZXrwZgQW+8ZU5ZlbGxswOv1wuPxNDSmRtGvLc5EFqmcjD//57mi76axpWc7P8f6AoJ6EpbKOcey57m8Fq9qbTk5GUTQ44AiKwi47fixowfKPrZWbDYbHA4HRFEs2hPUWqlubN2mTzKsNwFSH38xftZdLheOHDlS0/MZaaXAzPM8pqensba2hkgkArvdjnA4DLfbjampKczPz0NVVe17nRJVhPwu/O5Pvapln2/jeaPRJBH9vuBbF9exkywkYQz5HCWFnVbs/djrPXz6BpI5SXOV/dx3r+P4gcC+e1t9gkAn3Vt6HRLUO4BKVZn6n7FqSlbBwiojAZh+YYzZLs3eXNdTVbOfGNlohWqrKlwbyabudPtzRjOSJP77d69jJ5kD24J3suhW64G+3Cazmw5+D943g+MHAkXzAAqZtNJeRZUK4K9/eBO7aVHLsmVVy/oDeydnu9cCWzNOTgaxGEkXWeRUG5QwboJakT3abMwcPfTzPb8cxcsrsZLPgI3nIMkq7AK/zyt0Fmb3Q/bnYiSNpy5vaHZPj724YiqscxyHkZEROJ1OLC8vo1M75lTT21wvFLAq7duGCnbh17ZFzO+KltjU1gsThxcXo/s+hmEUNJjgXqlnt75SD2DZ5+0VmavtXd+s17DKshgoFfaNFZ8PvnoQAIrGuZXO4/s3MwDHw++2aclBnZ7kpL+PVLtv7DbR/fxyFJuJXE1Bgm6hXIVBp3/u6sHM9YXtH2sJuu6Hvl9muyknSM9H88gZWqk4hOKWE2Z/MtH3T57b1lxi9AldrbCHZ/c8vS09SybTC+yirCIrq8hlVHzzlSTc9uLxex21ty5pFcZ7E2v/kcmr2Enly57Py1ni6hNljSKXVec6fXxFlBSkchIyooxcXsZ/+99XMbeVrMsGVL82AbAsyb9c0sBjL67UvFay9xUADod9FdtYddN5HSguPjFWvVbb/rHTMSZ390rCfjmM7pxvOz7aMe+b3W7HzMyM9ndFUZBOpyu2OC0Hq0zfzcjISirctsYdrtbW1nDo0CFwHLf/g5uMWfz6N08UWrJG03mgxor0VlJvwpIxuYVlC9r2WiCeXYjg9LXtouRJACVnEHav+dlTByFKMu6aGmzqNZAkCYIgaH+vt5d6ORefpKjAznN1ufVVOp9ns1nkcjk4nfX3PW9EYK6mrSbHcRgfH8fIyAgEQdC+ax6PBzMzM7h582bR9VbVDF5Y2Map2RCSySTW19fhdrsRDofhcDQn8bKZSSL6fUEmL2tt8zKi3HBhZzPRu8oqAGRVrRhPPjMfwScePYeV3SyAQoLAT9w51jH3ll6HBPUuwqyChVVGlvvit0pgNhtTJRvHbhcj663eNlbiA50rsAGlSRLVZr+xeeakws2J5wCB4zo6K6qWA325TWY3HvzYmsC+k7bcPBRVhW3P7iaZlSDJSkmWbb29XLqFZjlcGKs+OvU7UM18jdV2Ag+IkgpFVfHFH9yoK6hnJeXuh2fmIzi7EEEyKyEtykjnZaR35bLC+sDAABRFwcrKSrunUDWVqo+NQgEL6t8z7sK3ryeLqgnabVPbTozXqNI1YwfITqrUa/V70o7XqGYMRmHfTHQyjvO+6SzWcg684diklhzU6UlODLN94zfOr5ZUrzdix2gVtQYJuo1yyXWttjW2AjPXl3JB10bmHAgELBHUgWJBmlmNp0QF3F4QjuOBoFPA66ZKW33o/2Sib0osVIPvpLOQUUjMEmUVX70Qh6yoLbvvlksmYwL7swtppPIKFBVQVCCdL3YCaUWrj0bQz2d20IHPn40AUJAU5RLxAEBJ/AEcABV49EfLJa2cvE6hI0QufeD8iZdWEc/ktXZdtQrP+ipn1t6KAyztq21MGkiLMrKSgs1Erigpp1xBCLsHsiozVVXB8xwcAo+cpJi2seqE83olV0r9Y4wCgLHq9ZPvOA6gVMzqJvSV2sN+R1cnBlRLN9nx8jwPr9cLt9uNTCZT9e+ZVaY3w+Eqk8lgc3MTHo8HDocDdru9yBK7VTD3TebuyNYWllSvd/jrBPeLSvHNci58QGlyCyuiCftcWNhJIWpInvz9Jy9jOykimZMgcBzedfIAJEVt2blEkiRsbGwgGo0WFTRUqgqvRLmkyXqdFPRJ+u+9w9zOfX5+HlNTU5ptfT0YBWZg/3NtOaeTcvt0m61UIvR6vdjhB7Gdi8LGcwg4C9fpSMgORVGwuLgIRVGQzWYRjUYRCoUQDodNn6tW6tFhzLSn4n1BQa/gOQ6DXkdTCjubxanZW66yzPW3Ujz5/HIUu6l8of0LCgkCnXxv6TVIUO8yjF/0Tvji6w9F+upOdrM2bkS6UYysp3rb6l5s9VJr9pt+ntm8goDbBqdNwK++5UhXvK/A/gd6Vrls3GR288GPrR3ffHINWUnGf/iXx4raSvhq6B/TKzRjPW2WMN8OKs3XrKJbX8ldbzVJJ2Jc89jGWy+sG+c5MDCA9fV1yLJs8ejrw1i5xqzg9fbajWRp9xpmNvpWV+r1C/UI+ydGXHjnwYPw+/0A0BVJToD5vlFWFDzx0ioEnitqyaK3SAU6P1EAqD1I0M00o41SJ2PcI7D9oz7oynrIA/ULPx6PB4IgWHqv1duK2nkONh6YCRZab1RzH2Cib36vEpzZNDtsPBRVRS6vFpK10J77rnFNnRyw46sX4hBlxbT3eyeJ6UZYUPwf50Rc2kgVWaQ/fm4VTjuPjCgXJUMLHAdZVQsxCVVFQlbAAdpntlMCkWyPfjjsK4qjVBKezf7U9/aVFRUqCpdiNyVaet8w7r2ZeMyScoyJDsxRgFWh76YKYs5eDBmKrEJRZXDgStpYWX1eL+fQaBybMWbGik/Kncc74XNaD51cqd0qOtXqvRIcx2F6ehrRaBTpdBrpdHrfe/HphRQ2kzJEWdHcz5p1D9na2ir6u81m03pSOxwODA4ONlQBbETvvimrgMDfWlsEngPHcXjfayY7rs2CWXyzUkwDMHcuZElpDz1+oRAX0CVPXllLIKur8v3S8zfhtPEtaw+4tLSEVCpV8u+N9FIv5+IDAPO7YtVOcPp+7JVs5yVJwvz8PEZGRhAOh+t2W6i1eIclSzCnE+Oep5r3Sd/W1W234b5JH/7lq8bw1ldNg+M4BAIBRKNRAICqqtjZ2UE0GkU4HEYoFGoo+aVWHaZcIZxZe8vRgKsj7z3MVXa/olWg8HkY9NoLcwW0BAGiPZCgTjQFtlDrLXPPLkTwgXunSzYi3i4VI43V25VuYPoKIyt7sdVLtdlvZvO8p4vmCVR3oOfAwWnvzQxqt0OA2yHgX+3duPWf7256HzuJTkh0agbGeRgrubNSoU1ANwg5+2F0btAL6/rgJXssz/MIhUIlh/tuwxhYN/bN7sae6q2gHTbrRHNhvRa7KcnJ2MP34JAHN7ZSharCvcecvrZVYpHaTb26awkSdDP1JOJ2G/o9Ats/sqAr6yF/diGCL//wZt0VSxzHwe/3a4E6q2jkHmDmCsNE+as7ItL5QhCM5wCfo/333XffHtBanlRyAulUToy4MDU5if/8/14tskjPQAaXhRbcZ8nQrA0IO+/phdtOFLmM7brKCc/7/el1CkiLtwSQTgi66vfebK2MGoL+u2kR0TSnOQowG3dwt6rMOBTe5wG3vUh87wSRyxjcZ1VybF6scvTYWABn5iOaG4HAd05lfTMxuvB0eqV2M+jmBALWSxkoCGWiKCKdTiOTySCdTiObzWqPvbCZxQurWWRlVoDCtzQhS5IkSJKkVdBvb28jEAhovZ8b5fxyFLKqQlEBgQMCThveffc4Dod98EWuwGUT8IvvONHw67SCcsUC5WI3lc5KZsmT8YwEVieuAICqIivJmiNIM++lyWTSVExnNNJLnf0+E9arcerjeR6Komh/r9V2fnNzE6lUCpOTk7Db7VWNUY8xoXW/c5SZoxTb87Dz4yPPLVR0TdG3dR3yOnB8OowfP3lQe8zExAR4nkckEtH+TZZlrK+vIxKJYGxsDIGAeeV+tXMGqtNhyrktdNK+oBqMRavlzlCnZkP4zPvu1trfdMu9pVcgQZ1oCmyh1gstm4kc/vqHNzUbcP1GpFu/6PrNiRnlMpA7wQKoVoyZisabLYCSSqpunCdQ/kCvKIUKBoEDONi7+rNbDd0kPBDtx3g4YwFyqwNyzcRMWGdrubHCMBQKYXt7u2N7qdeKMcubZWkTBTrBAp2oDpfLVdRjr1uSnIxVB3eOD2BhJ6210pHlQlWM3iK1W3rE69nP2apXMAaAuinxoVaMAT5WRfr83I5WIZLMSvir79+oeY+pr3yxkkbuAeVcYa5HRPBcoQ/7yVEX7hhxWSJid/v97eQBr6lFOs9xpq5i1fQT7SSqEZ7L/Wns7ct6qHfSeqtfK/WVkNm8ognozFGA2bjrEyRGA66ODZQbg/usSo7Ni1WOrsdykGSlZ2JmZnSre2OjdJPVeyU4joPT6YTT6cTg4CCAgmiWyWTw/PVNPDmfQB48BI6Dyy7gzcdG8C/umkY8Hq8oiDaTeDyOeDwOv9+PcDisJdfuh6IoWF5ehqqqOHDgAByOQsLRiL9Q8S5wHD72liN48L4ZAMDTT9/QfldVVUiSBJvNVrHqWBRF7O7uIh6PY2hoCKFQaz8DZjGNSrGbcmcls+RJh42HrChaK8BWtYhUVRUbGxv7Pk4vaouyiq9djAOorlLd+BxmTn0nxzwIBAIYGBiA1+uFLMuIx+M4fWUN68l8kQ16NQmRqVQKN27cwJEjR4rOq9VSrdjKHmt0ndTv07/58lpRLP9T7ykkieiTKPZr68pxHA4cOACXy4X19fWihANRFLG4uIiJiQlt3aiHauPU5dwWunHN1d872N/3+44S7YUEdaIplKvyZb2YmQ24fiPSzZxdiCCWyRf1ogFQlIHcTT3izTC+p8ab7b0zoaJKqm6dpx7jgT6azoNXVSgABIHr2gNQLdANmaiE/nDWyxWGZsFLY4Wh3W7HxMQElpeXrR5u0zBmaSdzCi5t5Xq2jzrRmzTSn85KjMECoLDfBApiusPO4+WVWFGFk75HfDf16jZztmJ76k4VRurBuJd+6vJGxT6W3Yx+/8h6yGfzClRVhaoCqZyEp69s4kc3d2vqr+7z+cBxXE8kr5m5wrA/f+qOzrVW73QEQcCpWT9Ozd6ySJdVtWxwv1vPOpWE53J/dkvC+35B/0pW6Z2MWXDfaF2fFmXIqgqO4+C28/A5bT0RM2NCHgBtv9JrsaP96Ear91r40WKsJP4bcNsR9jvx3tccxNBQCENDQ5AkCfF4HLFYrC3ieiKRQCKRgM/nw4EDB0yt4FVVhaIU9iibm5uIxwsibCqVgt/vx7Caxy/e7cdc1IMHTszgdYeHtd9VFAWKouDmzZtIpVJQFAVutxvhcBh+v18T1lVVRTKZRCQSQSKR0H4/lUrVJagrioJcLqe9PhN2U6kUXC4XgsEggsFgkbBvjN00src2O6fo1+xm79sTiYTmQFAJ1pqNuexd3cnh82cjNcUvjM/hsfOw8RwSqhP/FHFB3hFxcjKPU34e/3wzim+cXyskKUhKYQ8y7cbrJ51Vv14+n8fm5iYOHDhQ1eONVCu2AuZ7HrZPjxlaNX3j/CrOLkRKeq7v19aV4ziEQiH4fD6srq4imUwW/XxlZQVutxsulwvb29va921gYABDQ0NVzVn/WX749A3Tz1svFYjVau9PtB8S1ImmUU6A6EYb8EqUCwKGfS5s7fURB7qrR3w5Ts3esn7X32xVABdXY0WHg26epx79TXg1msE3z6/1fK9PgqiVWjJju5n9KgyDwSDy+XxV2dPdRK32ZQTRSVRbkdKJGIMebD+yGEnjqcsbphVO3dir2+hsxar0mK2vvlKik+dRDfq9tFkCQTeIQrWiDwJlRAmipCIrKVAUtaa+jUDBXtPv92vBt16BWok0D4fjVkWYvq1EtwdTzSgnPFf6s1uuQ7lEB6OjQLfMB6gc3DdWjnZ7NZ2eM/MRfOLRc1jZLViCf+viOu6eCvZk7Kgc3Wz1Xg3GdgaViolsNhtCoYK7myRJSCaTyGazyGQyyGaz+/Zmr5dkMon19XUcPHiw6N9FUcTc3Jzp6yqKglgsBgA4NmTHsSE7Rvy3Km63trYgioVe3XqRPJPJYHFxEU6nEzabDfl8Hvl83jQZsNpziqqqyGQymu15Op0um1yYSqWQSqWgqqqpWN+sRDLj87Ty87yzs1Px56wyOhzOw+P24G9e2MArW1lk8irsvFJT/MLo1LeZ4fDCahbfuRbBP7y8WdR7+8p6QkuG4nkOwz4HTsyM4bXjalEbhGrmFwwG62pR0KjYarSCZxbwl1bj2ErktNi/3uWmmjXb4XDg4MGDiMfj2NjY0L4rbL4TExPY2dlBPl9IBEin0wgEAlXb3+vX1Uo26L2wzvZSckCvQoI60XSMAkSvbZjLBQG3EiJkRUXA3V2Z0/th1nclmZVwcycNr1PoucMBUHwTfseJA3QTIwgTasmM7WbMKgz11srDw8NIp9NFh+puh2VpA6A+6kTX0a0V6mbok1VZtbo+cMLWp27r1W1cV1lgitn66kVXAF2/Dyt3dnjsxZWuseqvBaPo95WzixVtfvernOJ5vo2jbx/dbrXeKaRSKQwMDGh/75Vgajl6fX5Gun2++1kpN6NytJNgxTXbe7ExFcBWIofn53Yw6LX3ZOyIoU/+OH1tq2d7xbP3uJ5iIpvNhmAwqP1dVVXk83mIoghZlrX/JEnSrKN5ngfHceA4DqIoIh6PV+Va4/V6tR7wetbW1moS8be2tjA4OAi73b6vYJrL5ZDL5So+xufz7fuasizjxo0b+z6XHkEQqnrubmFgYED7DLD3X/9ZCIVC2pnvPaOjGBsbw3/6h5cRSWThdXA1xy/0e7L/d17EPy2nNWF5Ny0imuawHstBVlRgzwSA9Yy/a2oQ46Mu3Lhxo8IrlLK6uopDhw5VbBdgRqNiq3GfzlxT5ndSSGYleJ1C3S43HMdhYGAAgUAAu7u7WF0tOJWw75zf7y/qt76zs4OxsbGqnrtf4o+Mbt//9DokqBMtoZezacoFAaW9ippes68y3mxPX9vSBW35njocmEE3MYIwp59siPQVhsYNPMdxCIfDPSWoU+Uc0a04HA7YbL13vKm0rzZLZO2G9VgvJhgtQ1mlxNmFCL78w5ta38duFZ7LnR2ykoLNRK5rrPprQb9/ZhXDxgpTs96exvc4Fot1RA91onNZX1+H3+/v2cQLorfppViDvk+6KCvg+UK7Do7jkJUU5GW1Z2NHxh7x+rYL3bIv2w+z/VqjxUQcx8HhcBQ5jewHszqPRqMlFvJer1cT88zOA8wOvhZUVYUoilVX0VbC6/XuO9dsNovNzc2axPRAIICJiYm6enJ3KszVoFpOzYbwuz/1KpxbjGDElsWRgf1/pxyHg0JRUZmN55CTFMh7iRweu4BBr73kcx8MBmvas2YyGezu7tbVAqAaC/Rqfh+4ZQGf1jkM33803JArDEt6GBgYQCKR0JIfBgYGigT1SCSCcDhc1We3n+KPROfTexEnomPopcOBEbMgIAsE9ZKYzjAGxbotaEsQRPPp5cQpMypt4D0eD7xeb1v6wrULqpwjupFeqk43UmlfbUx+ZJXd3bAuG6v09JUSz8/taJaK3dQj3oxKCQTdYtVfL8bP7pn5CP7TP1woSi4we49VVcXa2ppVwya6hHw+j52dHdNKRIIg2oe+T3rAbcfMkAfDPieurCe0WFkvxo70FdtGq+ReKbapxeK91QiCgMHBQQwODmoV6zzPlxXR9ayvr+/7/BzHwel0wul0wuVywe12azbtxh7llbDb7XC5XNpzuFwu2O12099nVvO7u7tIp9NVPT9QECdDoRA8Hk/NVc69CNtvKoqCpaWlugsebg/Z8H+/+068vBIrOpfs155jdHQU8Xhcq6yvhvX1dUQiESiKApvNhoMHD1adGFGNBXo1GONczfxOC4JQ5Erh8Xhgt9s123dFUbC7u4vh4eF9n6vf4o9EZ0OCOkE0QK9adVWCbmIEQTB6OXHKyH5rXzgc7ilBnSC6kcHBQauHYBn6SvVGAytWYFYpwaxEbTzXM8Kz/uygt+pXUahUv7wWx9xWEncgC7+z8WqoTsMYlGe2mWbv8T2TfkiSZO2Aia5ge3sbQ0NDVKVOEBZiFGU++Y7jPR8rM1amN2KV3MmwZIlaLd5bjcPhqEqI0z9eX/ktCEKR4O1yueB0Ok3FaVmWwXEcbDYbeJ7H8ePHIUlS0X+qqmrPU61jViQSwcbGRtU29KwnPbOhJ0rheR7T09NYXl5GLBar6Xc5jsPw8DDuHB3Cjx0a0v69mnXMbrdjcnISi4uLVb+eoihaKwFRFJHNZqtOEG+WBXqrYvzpdBo3b96EzWbTClB8Ph8mJiawsLCgPW5jYwNer7eqfvL9FH8kOhsS1AmiCfTbot5v8yUIggAqr33sEJDJZNo8KoIgAGBsbEyrIOlXeqW3nD4obxc4hH0uLOykuqZHfDXoEyBUFALxZxcieObqFhQV+K1X5ZHKyTgzH+n6ueoxBuWZbab+PWbJBb90/yEEdVUsBFEOZgGsr4IiCKK9lBNlejV2pK9Mb6ZVcidi3JfVa/FuNQcPHtT6r7N2BOUquxVFQTQaRTqdRjqdhiiKAAquKDzPI51Ow+/3w+l01j2eVCql9ZiuBMdx8Pv9mp09VaOXRy983zsziUAgAFEUoSgKVFWFoiiaiM2EbOBWokIoFDJNhqh2HQsEAjh48CAWFxe1z1otZLNZOByOqpIlmmmB3op1Oh6PQ5ZlyLKMXC6H3d1d8DyP0dFRjI+Pa599VVWxuLiIQ4cOUZII0TWQoE4QBEEQBNEgrJd6LRnJBEE0h4GBAQwNDe3/wB6nV3rLGYPywK0e8XaBw2Ik3RNCM5snq1SPpvOQFRUqABWAoqg9kTygp1xQHihOLji3FMX//cRF/Jv7JzDhIEGd2J9IJEKCOkFYTK+K50aMlem9VpFupJdcKpkYvZ8oHYlEylrEK4qCmzdvNtS7XJZlLC8vV3yM2+3G0NAQ/H5/T/VHbxW1WqCLoohkMglBEOD3+5vmcuP3+3Hw4EHcvHmzZlF9bW1Na3c0MjKCkZGRso/t9O+l3g2CoSgK1tbWMDg4iHA4jK2tLQCFRJX19XVMTU21e5gEURckqBMEQRAEQTQBlqVudnggCKI1OJ1OjI+PU7UGOj+wUgvGoPyn3nNC6z3+1OUNnF2IdLX1O6O4Uh2IZ/JQ1IITOsehZ5IHGJU+o/rkAlap/r9e2sG/OMjjxIjLwlET3UA6nUYmk6nKMpQgCKIR9P3ifRb1Em83/ZIswQgEAtjd3a14ro/H4xBFEQcPHqy5snZtba2iA4/b7cbs7Cy1MqmBWp26HA4HQqHWfKZ9Ph9mZ2exuLhYd/uira0thMPhimfcTv5eVvpO7O7uYmZmBqIoarb8DoejXUMjiIYhQZ0gCIIgCKIJsCr1/bLNCYJoDk6nEzMzM1S1oaOTAyuNcGo2hPPLUeRlBbupPHKSgi88O6f9rJvRi8x2gcfcVhJe+SZyktJTyQOMcp9RMxv8l1ZiuLnN48OvAYnqxL5sb29jcnKSEqwIgmgpRkegXhfT+xGHw4EjR44gFothY2OjrPidzWaxsrKCmZmZqp87n88jGo1WfO2DBw+SmF4jnebU5fF4cPjwYSwuLtbVFlBVVSwvL2NwcBBer7fr9jYHDhyAIAjY2dmBoiglP8/lcpiYmADHceB5vmI1PkF0GiSoEwRBEARBNImBgYGKh26CIJoDE9Op11r/wAJlOUnRbMEfevxCT4jNRpH577+xjJzUe8kD+2G0wU/lZNgFDte2RRLUiX2JxWLI5XKYnJyEy0WfF4IgWkMvOQIR5eE4DsFgUKtWZ/bURmoVvlOpVNmfCYKAgwcPmvbxJirTid9Lu92O2dlZrKysaJXYtRCLxRCLxeBwODA6OoqBgYEWjLI1cByH0dFRjIyMQJIk5HI5iKIIjuNgs9ng8Xhw/fp1iKKI4eFh5PN5qlInugZaoQmCIAiCIJoEq1JfXV21eigE0bM4nU7Mzs5SsKnPMBNbVeR6Umx22QTwXB4ep9BzyQP7oa9Ud9gKfTBPjPstHhXRLWSzWSwtLeHIkSNdV81FEET30KuOQEQpPM9jaGgIg4ODWFxchCzLRT/3+xvfo3AcB6/Xi9HRUTidzoafr1/pxO8lz/OYnJyE1+tFIpHQhOVaEEUR6+vrXSWoMziOg91uL0mCV1VVuw7b29vY3t6Gx+PBwMAAQqEQ7eGIjoaiUARBEARBEE0kGAxic3Oz7n5ZBEGUx+VyYWZmhsT0PsXMFrwXxWa3Q8CI34V7poJa8oDDlt+3H2SvYKwyuiPswMLCgtXDIrqEXC6HbDZL/dQJgiCIpsHzPGw2GwRBwMzMjFZpW6sAPjAwgFwuh3Q6Da/XC6/XC7fbTRbvbSaVSiEejyMcDrf8XMlxHEKhkNaznYnJTFwXRRH5fF77NzN8Pl9Lx9huOI7D+Ph4USFKOp1GOp0GAAwNDVk1NILYF4pEEQRBEARBNBHWA4qq1AmiuZCYTgDmleq9KDa7HQI+8qbDRZXaVveDbCfGKqOxsTGsr69bOCKim4jFYiSoEwRBEE2H47iGxE1mhU1YRyKRwOLiIlRVRT6fx/T0dFtfn+M4OJ1O02SMeDyOxcXFon+z2Ww9KTAPDg4iGo1qIjpjbW0NHo+H9nFEx0LRKIIgCIIgiCYzODiInZ2dshnGBEHUBonphB4zW/BeFJv1ldp2gcf55aj27/3G0NAQtra2SqxWCcIM+pwQBEEQRHNQVRW5XA6yLMPj8XS1HXc6ndbEdKAgYKdSKXi9XotHViAQCOD2229HLpeD3W7XXBF6EValPjc3p70fDFEUSVAnOhaKSBEEQRAEQTQZlnluzC4mCKJ2XC4XZmdnezaYQNSH0Ra8V0VmffJALFNIHugle/tqYdaqJJQS1UDWuQRBEATRGJIkYXV1FfF4XPs3QRAQDAYxODgIl8tl4ejqY3d3t0S83djYwKFDhywaUSlmPcd7FZfLhdtvv11rl6iqKnier7mVAkG0ExLUCYIgCIIgWoDf74fb7UYmk7F6KATR1UxNTZGYTphitAXvVc4vRxHL5LGbymt/74d5G6F1gKgWEtQJgiAIojGi0WiRmA4UHGB2dnaws7ODgYEBjI+Pd9X+LJ/Pl/xbNpu1YCQEw2azkQsd0VXQKYMgCIIgCKIFUH80gmicoaEhylAn+p6Tk0EMuO0Y9Np71t6+GsyCoARhBgnqBEEQBNEYg4OD8Pv9ZX8ei8UwNzfXNYK0LMtIpVIl/64oCjkgEQRRNZT+QRAEQRAE0SJ8Ph98Ph+SyaTVQyGIrkMQBIyMjFg9DIKwnH6xt6+EoigkqBNV0839XQmCIAiiExAEAQcPHoQkSVpVuqIoRY8RRRFzc3MIBALw+/3w+/0QBAGKokBVVdPqdVVVwXEcstks4vE4BgcH22JxHo/HS+zeGTs7OwiHw7R/IAhiX0hQJwiCIAiCaCGjo6MkqBNEHYyMjHSVhSBBtJJ+sbcvB4npRC0YA/6dTDqdRiKRwNDQEFmeEgRBEB2HzWbD6OgoUqkU0ul0yc9VVUUsFkMsFgMAuN1uZLNZqKqKwcFBhMNh2O12JJNJbG1tIZ1Ow+VyQRRFKIqCWCyG2dnZlt8Dd3d3y/5sc3MTgiBgaGiopWMgCKL7od06QRAEQRBEC3G73RgYGNAOmARB7I/D4UAo1L/iIUEQxWxvb1s9BKKLyOVyVg+hKkRRxMLCAhRFQTqdxszMDFXHEQRBEJYgyzI2NzeRSCTgdDrh8XjAcRzS6TTS6TQkSarqeTKZjPb/u7u72N3dhdPpLLo3623ic7kcFhYWMDs727JkajaHSnTL3oEgCGshQZ0gCIIgCKLFjIyMkKBOEDVw4MABEhWIpnJmPtLXlundTCwWq1hVRBBGRFG0egj7oqoqlpaWtGr6VCqF9fV1HDhwwOKREQRBEP2EqqrY3d3FxsaG1ktcFEUkEommvcZ+YnU2m8Xq6iqmpqaa9pp6qknMZFX1dAYlCKISJKgTBEEQBEG0GKfTiXA4jK2tLauHQhAdz8jICPx+v9XDIHqIM/MRPPT4BcQyedgFDg/cNoJ3nRwnYb0LyGazWFlZsXoYRJfRDYJ6LBYrquIDCj1cfT4f3QMJgiCItsCSu+LxuNVDaWm7lmr2Bel0GpFIhGzfCYKoCG/1AAiCIAiCIPqBcDgMp9Np9TAIoqMJBoMIh8NWD4PoMc4vRxHL5LGdELGym8VjL67goccv4Mx8xOqhtZQz8xE8fPpG184zn89rdtgEUQuyLHf856acde7q6mrHj50gCILoDXZ2djpCTAfQ0jNgIBCo6nHr6+tFdvQEQRBGSFAnCIIgCIJoAzzPY2JiwuphEETH4vF4MD4+TjZ7RNM5ORnEgNsOl71w/M1KCjYTOXzh2bmuFZv3g1Xlf/EH812ZPCDLMm7evFl1v06CMNLponS58eXzeezs7LR5NARBEES/kU6nsb6+bvUwAAA+nw8ej6clz60oStWtg1RVRSTSXXtmgiDaCwnqBEEQBEEQbcLj8SAUIothgjDicDgwPT0NnqfjCdF8Ts2G8Kn3nMBP3zOBiUE3/C4bklkJZxci+Pj/8wIeeW7B6iE2HVaVv5vKd13ygKqqWF5epgohoiFUVbV6CBWp1E92d3e348dPEARBdDed0lKH53mMjY217Pmz2Szy+XzVj++GtjEEQVgHRawIgiAIgiDayOjoKOx2u9XDIIiOgOM4DA8PY3Z2FjabzerhED3MqdkQfvenTuAz77sL90wF4bLziGck7CRz+Nx3r3eN2FwtrCrf4xSQzEo4txTtmkr1RCKBRCJh9TCILqeTBend3V3EYrGyPxdFEel0uo0jIgiCIPqNTkhk5jgOBw8ehMvlatlrVEpgM4MEdYIgKmH9ykkQBEEQBNFHCIKA8fFxq4dBEB2B3+/H2NgYJZkQbePUbAgfedNhOG0CeA5QAGQluasquKuBVeXfMxWE32VDKicjlsnj/HLU6qFVRFXVjrEfJbqbThLUVVVFKpWCJEnIZDJYXV3d93ei0WjrB0YQBEH0HZIk4ebNm8hkMpaOw+l0Ynp6Gl6vt6WvU6vjEbUbIgiiElQGQhAEQRAE0WYcDofVQyCIjmBwcNDqIfQdZ+YjOL8chV3gkZcVnJwM4tRsSPt39vde5tRsCB97yxF87rvXkZVkZPOKVsH9qfec6Jn5s3k89PgFOGx52AUOi5E0zsxHOnaOyWSSKoOIptBJgvru7q4monMcV9XYUqlUq4dFEARBdCmiKCKZTILneQwMDIDjuKp/d3V1tSOcgMbHx1supgO1V6iTaxpBEJWgFYIgCIIgCKLNVLL5JIh+ged5+Hw+q4fRV5yZj+Chxy9gM5FDMivB77LB6xRwbCyAK+sJ5GUFA257T4nK5XjwvhkcPxDAF56dw7mlKFI5GSoKvcYB9Mz8WaX6N86v4pmrW3jq8gaeubqJB24bwbtOjnfcPKkql2gWnSSoC4Kg/X+148rn81BVtSaRhCAIguhNVFVFJpNBPB5HPB4vSj7c3t7G+Pg4PB7Pvs+TTCYRj8dbOdSqaZflfK33UUmSIMty0b2bIAiCQZbvBEEQBEEQbcbv91s9BIKwHI7jSChoM+eXo4hl8oil85BkBbtpESu7WXzvlS2s7GawnRSxmcj1nP15OZj9e9jv7Mpe49VyajaE6ZAHeVnBdqLwnj/24krHzVOW5Y4J8hLdTycJ6vUkj6mqSrazBEEQfU4mk0EikcDa2hpu3LiB7e3tEiefbDaLGzduYHV1FbIsl30uRVGqajnSDgKBANxud1teq9bXURQFkUhhfyyKIlZXV7Gzs9OKoREE0YWQoE4QBEEQBNFm3G43iepE39NJYke/cHIyiAG3HQMeO2wCD5etUHkh770XNp7rWVG5HN3aa7xW2HvvshdCAFlJ6bh5xuNxWheIppHP560egka91rrU/oAgCKJ/URQF8/PzuHnzpibwViISiWBubq5sMtbOzk5H3Fc4jsPY2FjbXq8e4X5nZwebm5u4du0aIpEI1tbWyEWJIAgAZPlOEARBEARhCSMjIx3Ru4wgrEJRFLKzbTNMPGY91Oe2knjm6hbysgK7wCHsc2FhJ9Wz9uflMPYaH3DbcXIyaO2gmozR+p29553UU71Z1ekXNrO4ti3i6LADJ0ZcTXlOovuIxWIYGBiwehiQZRnr6+t1/a4oim3pL0sQBEF0DszePRqNQlGUmn5XFEUsLCxgdna2xLK8UwTh0dFROByOtr1ePQl2kiRhc3Oz6N9WVlbgdDrbVllPNA9RFJHP5+HxeCj2QDQMCeoEQRAEQRAWwKrUSVQn+hkS1NvPqdlQkXh6Zj6C88tRTUB+6PELUJErqlTvh57q+mSDk5PBnpwve+/PzEeKeqqfXYh0xHucy+Uafo4Lm1l8/mwEyZwCn5PHR+8NkajepyQSCSiK0rYerWZkMhksLi7Wbd3eCZWEBEEQRHtZW1urqiK9HNlsFjdv3sTExITWYksQBDgcjqbstRrB5/NhaGiora95Zj6Cs3Nx2ARAklF3wqWqqpifn8fk5CQCgUALRtpc2BnPLvDIy0rPnm+qYXFxEdlsFj6fD+Pj421N6CB6DxLUCYIgCIIgLGJ0dBTpdLpirzOC6GXI3tl6jAL7p95zAl94dg7nlqJI5WQ4bAVb8H4IwOgF54dP3+jZwNOp2RDOL0eRlxXspvLISYrlbgSqqjbFovvatohkTkE8p2h/J0GdaDeqqmoWsY0Qj8cxMjJCiWcEQRB9QjKZbEhMZ6TTaVy7dq3o36xMMGO0857GEki/e2UD8bSIjKTAY+cx6BbqTrhUFAWLi4sYGxvD8PBwC0bdOPrE2WROQjIrwe+ywesU8MBtI3jXyfGePN9UgsXbkskkrl+/junpafh8PotHRXQr1q+kBEEQBEEQfYrL5cLhw4fhclGwn+hParUxJFrPqdkQPvKmwwj7nRj02nvS/rwSZ+YjeOjxC/jiD+Z7uo8866nucQpFbgRWzTeZTDYlwebosAM+J4+Ak4eNB9aTeVzYzDZhhES3EQwGLREPZFnG0tJSw2I6UHBt2N3dbcKoCIIgiE5HFEWsrKy07Pk74dy1tLSEdDrd8tdh+/nHXlzBWiyHhKhAUoCkqCCZU3BtuzEHmPX19Y64nkb0817ZzSCazkOSFeymRazsZvHYiys9fb4phz6JQ1EUbG1tWTgaotshQZ0gCIIgCMJCHA4HDh06hGAwaPVQCKLtdGIggrhlf/4Lb5jFB+6dxvnlaN8EXs4vRxHL5LGbymMzUegj34tzZ+/xPVNB+F02pHIyYpmCG4EVNEs0PDHiwkfvDeHUpBsAhzPLGXz+bIRE9T4kFGp/9ZUsy5ifn0c8Hm/ac25vbzftuQiCIIjOJJvN4saNG01x6zHjwmYWX78UxxOvxPH1S3HL9kX5fB43btzAxsZGS8+BbD+fzRdew8FzsPGAz9GchEubzdYRFf9GjPN22njYBB4umwAAyEqKpft9qzC+V9lslpzyiLohy3eiozH2+6C+HwRBEEQvwvM8JiYm4Ha7m1LRRBDdQiceZPU9xft5v8nm/tDjFxDL5DHgtuMD9073/F6cVW7nJKXn+8jr32OHLW+ZG4EkSU0VIE+MuHBtW4SkZMj6vU9xu91wu91tfU0mpmezzRUpOjFgTxAEQTSPdDqNhYWFlgnMFzaz+PzZCCJpWbM9d9s4vHrcjftnvJbsj7a2tpBIJDA6Ogqfz9d0G3i7wEOWVQTcNrgE4K5RByYH7FiO5fHCahZnljN4YTVT9zXweDxNHW8zODMfwWIkDbvAY9jvgF3g8MBtIzgc9mFuK4lnrm7taSscFiNpnJmP9NzZphzGz5csy8jn89RLnagLEtS7mF4P9jGbks1EDsmsBJedRzavwO+yIex39mRQi2FMJOjV95ggCIK4BcdxGBoags/nw+rqKlKplNVDIoiW02kV6mz/GcvktSBEP/aZY7Aqh+2EiGg6j//21FW4HQIG3Pae3Yuzyu1+6SPP5svOHqxipZ1zjcViTX9OZv0OoKgSiUT1/iAcDrfldXK5HFKpFFRVxe7ubkNi+oXNLK5tizg67Cj6nLY7MaDd9HpciyCIzqIT15xW2odf2Mziaxfj2M3ISIoKVACJnIJEDvjefBqXtnJ19xNvlGw2i5s3b8LhcCAUCiEYDMJma1yqOjMfwVfOLkJSVQgch3ff7sM7byv0y/76pTgkJYNoVoai1n8NWuUkUC/GM+zbjo+WnGH1vdWfuryBswuRnjrP6bWUua0kAGjXYGBgAJlMpujxmUyGBHWiLkhQbwBZliEIQttez7gwsMyiXg1osQBeLJ2HqqpIyAo4ALFMHg4b37NBLWMigd9lg9cp9H1AlyAIol9wOp2YmZlBLBbD+vo6JEmyekgE0TKsrrxjgQUAOBz24fS1LWwlcohnJCiqisdeXMEzVzf7dh92cjIIu8BBUVVk8wpykoKUKANAz+7FgdLKbVbJ8chzCz2Z7Gp0I2h3MkkrBHVm/X56IdWUSiSie/B6vfD7/S17flVVkclksLOz07TP7hOvxPHVC3EoqopBt1AU2Pd6vU15jU5ELwD0alyLIIjOQC8mdlIsXVXVpjubMIyV6W47B1FWwXMc8ooKUVYQSQNfu1hwCbJqbySKItbX17GxsYGRkREMDw83VLHO9IR0TkbQbYMo3UpWYAmX6byCrFy4BskcV7OTUSaTgaIolp9lGfqWVYNeO6ZDnpLP9qnZEM4vR5GXFeym8trvWf0daAZ6LSWeyUNRAQ7Aty6u4yfuHMO/PDGGIacToihqDnm5XM7aQRNdCwnqdaKqKhYXFzE7O9uW1zOKrDaeQ05SwPOFG0yvLIAMvU3JgMdeUqFulR1hOzAmEuymRUTTHB57caXnsseMdGKmKEEQhBVwHIdgMAi/34/NzU3s7OxYPSSCaDocx8HpdFr2+mfmI/jEo+ewslvoocbzHDwOAdl8wQovJ6lI52Wkd+W+FdZPzYbwwG0jeOzFFaTzMqACLhvf8wIzcKtymwVfv/nympbs2otuWXo3gnYmk7QykKy3fm+0EonoHsbGxppqHStJErLZLGRZRi6XQywWazgIy6rRbQKwHMvj2YU0UnkFrAsKC+zb7XYMDAw0YRbtRX+uL/czu8BrSWypXO8nahFEJ9CvbTVZTH1lN4O0KIPfi6l/4dk5XF6LW3INkskkIpEIvF5vy6rTr22LSOYUZCUVbhuP24eduGfcpdmep/MKMpKCS1tZXD+dw/tPDODdtwdaMpZqUFUVGxsbiMfjmJiYgMtV3z6NtW8CAI+Nw9HhW1XIxoRLSVHrdjJKp9Pw+Xx1jbHZ6OdcSTPRP65XrN/PzEfwhWfnsJXIIZbOQ1ZUsKZyW4lckZ5y75FBXLx4EQCwubkJv9/f805ARhRFQSQS6cjWe90CCeoN0M4PnlFklRSAAwcbz0GSVdiFzsiIagZGm5J3vuoADod9RZs9q+wIW41ZIgFLnshKCmKZ3rWb1CeNCByHj73lCB68b8bqYREEQViKIAg4cOAAgsEgVldXS2yqCKKbcTqdTe+XVwvnl6PYTd06dCuyirQoI+C2Y2bIg+2kiN2UiLQo97Ww/q6T4zi7ENH25sfGAriynuh5gRkoruRg57BYJg8VwBeendMe0wuwAFsyK5V85luZ1CtJUktbP5hVInVCNRbRGoLBYFMDo7Is49q1a5Blua7f1wvnkgxNQNcLGTxXqBhUVIDnAJ7j8OqZEAIBD0ZGRiy9T1ZLJTfFXzosQgXwyHML2s+SOalniibqLQqgYgKi3VRqq9nLrph6sS2bL+w3bDyHZFbC2YUITl/bbsteVlEU5PN5OJ1OSJKEpaUlyLKMeDzektcDitvf+Jw8fubOgLbvYVbwl7aySIkq0pyKr16IY3bQYfneKJPJYG5uDpOTk3UllenbGQ1xSRwNFmsmJ0ZcODHiwoXNbENORslksiMEdXY/+cC90/smhxgThrvd+t24rnmdAtJiIYlWVVVwHIespGAzkcMXnp2Dqh6C3vdnfn4eBw8e7Gk3IKBwLXK5HNLpNLa2tjquZUG3QYJ6A7Rr0TQTWf0uGwQeECUViqriK2cXcfxAoCsXPyPfOL+Kld0MspKCYZ8D0yFPkbDaq7Zg5RIJ9AfSXskeM+P8chSbiRwiSRE8B/y3/30Vc1vJntzQ66GDNGHMEu/HzwJ9D/bH7Xbj0KFD2N3dxcbGRt2BXYKwEmN/2HqrDprFyckgBr12pEVZq1AfcNsR9jvxyXccBwAt2FBJWDcmfvbaWqYPSp2cDOL8chQvr8SKBOZebsfEhOacpGgB6GRWwrmlKB56/ELPnEWMATb2mW91Um+r7RaNlUidVo3VTMr14O5G6pmL1+vF+Ph4U8eRyWTq2nPpg/TsM+cQiq12WX0GBxUcAJfAwePg8P4TAZwYdWN6erqpc2kVldwUkzkJ20kRHIA/+OFl7WcqAKgq0qqKgNuOu6eC+MibDnfVWmq0jy7XKsN4zulU2+l+o95K7W49txorOPVtNZkr5qM/WsaTF9bxrpMHMB50F31mu3HOQOn6FHAXkgfCPhcWdlKImiRLtqJiXVEU3LhxA9lsFjMzM9jd3W35eZ7dR99+xAdJRsn9lP3/9dM5pLnCPUlR1Zqtz1uFqqpYWlpCNputKblM/3n90OunceXKlbKPbdTJKJlM1jSnVlCPRqJPGN5OiEhmJXzj/GpXfr/ZupbOyfC5bLhnKoj7j4Yxt5XERjyLK+sJLYnv3FIUv/X3L+G1417ce0DAiREXFEXBwsICDh061JOV6vl8HpFIBLu7u9RKsomQoN4ArezLxahUrb0YSeOpyxvYTeWhItcTVRJn5iN45uom0nu9Ge0CX5KlrO8Lwix6gO6fN7sJpHKy1u+EJRLoD13dnj2mR3+IWYykoSgqeA6QVSCek3re5t74/dYH5bvxsELUhv57zTZ4vZ4dbsYjzy3gc9+9DllV+27utcJxHEKhEAKBADY3NxGJRKweElEnvSR6VMJoacts9XxOHh+9N4S3jVk791OzIXzmfXcX9VA33oONwW+jsP7oj5YhK6pW5eOy83DaBC0Y2Ssi+6nZUNH49QJzN1cWVoM+oYBZFJ9biiKVk3vmDMZg77Nxj9JKRzRRFFvyvHr0lUidWo3VKKxPajKnaGtst86pnrn4fD5MT083vZdpPc5AbPybSQlZ+ZZwLimF/+H2jEgdPAcFKjx2Hm4bV1QV1002nJXcFFO5QsKaAiAvK9rPnDYesqJqVaHdJqaz80syJyFXmBSgosTFBkDReZ85vLC9RDe2cOyFZPBqKrXNXDKN7gvVxqmsFqTNKjjZnjWbV2DjOWTzMjKijKwo40vP30TQY4fXKWif2W5N/tAXbPldNi15Byh8N1WgKFmyFRXrqqpieXlZa2/DKtNbSbX30RMjLrz/xAC+eiEORVXhtnF1WZ+3kq2tLU1Ut9lssNvtZR9rFJd/443jmNynu1gjPdWz2Szy+XzFMbUavUbC/l7NZ/bkZBB2gYOiFhzanrm61VXFe8Z1rdx+gukt55aiiGckRNOFa3VuRcAvvTao7bl6sWAlnU7jxo0bVg+jJyFBvU44jmt55ko1IuvZhYgWzOr2Kgk231ROBs9xcNl5PHBbuGQuxiqRbp53OUHNGJTUZ4/VepNs9nibdXgyu/k5bBwCbjtESekom/tmHIDMMqBZz7h4RoKiqlpQvpetUxlm12Nuq5Dd2Q9JBcYeXqxKg2WHm1U+9uL1ODMfwX//7nXsJHOQVWDXMPdeF9brXVtsNhvGx8cxPDyMra0t7O7utnCUraVfhGU93SZ61PMemVXmsYo8HoAoq/jaxTgOjGXxwHBrx78fRqG40mPMhPWcpAB7VT5QUajKg4QvPX9TC1j22n3dKDDr2zFZ1Yey1eg/J8cPBPaCsLmuP4uUg81Xn/T2xR/caIl7VCvt3o10ejVWI7A+qdGsjHRewemFVFfOiSU97GZkZPIFUXm/98fv92NqaqrpYjpQCEZWgz6B7MXVLHYzMkRZBdRbwjmrUNcL6JMDdtPKwW6pkirnpsgqQK9tJqAiDw4FK3sm0nXzGcd4fhF4DjaOg6yqJS42YZ+r6Ly/HstBVtSCAA/AZeM7LiHNrKLeaOdfTTK4/nkAdIwIX22ltjFZkgnPLIGimorOTnAjqFTBqY/DPPHSKuKZPGQVRXEJ9pnV9xwHuiOJ0Fiw5XPaisQ2s2TJ/SrW62Fzc7PI1r0dwh3bE8Rzivb3cvfRd98ewOygo8j6vNoK7XaRSCSQSCQAAIFAAOFw2PQ+WSQuq8CP5rcweaxyMaRZT3Wfky/qu16JGzduYGpqCh6Pp/aJNYFqe6cbOTUbwgO3jeCxF1eQlRTkZcXy2HstsPearWvlnG7Y3x96/AJESdHct6I5Ho+/kkLAH8BbTkx1xL6r2clXZOveOkhQ71DMxEYzkfVT7zmhZdqkcjIcNuvFx3ows+EJ+51aVq+eXpm3UVDjea4oY7JcIgEAS6zfy2V/1XMgMDvExDJ5hP1OvPuuUQDoGJv7ZvR2Z8HIrCQXHcjYn3aBQ05StaB8L1mnlhPOjb3zWI8b6Cx3e61aWX8tWDIF6+HFqjTYId1Y+djJYkwjfQO/8OwcclLhvedQyN5uV8/WRml0s9sMhwqHw4GJiQmEw2Fsbm4iGo3WMRPreOKVuJYNP+gWOurQ3mzMAu2ZvKoJy/O7omlA3Wr04r+NB2aCDoQ8glZBV6k3bDwnF1XmsYo8gec0u+VPfP0KPhaVar6vWkW56l2tsiUng1dV7X6WyErggJ66rzP0AnMz94jdQK+cRaohLysQBA67iTyi6XxL7s0OR3UBy2bRDdVY9XB02AEbDygqkJVVvLCa7Zg5sSQrACV9Sc2cTFgilsfOVwxq2+12hEIhDA0NtURMT6VSWgC/EuxeGUnLRdbuXkepcM7ul/vd7zuhJ2slzOzO9W6KLG710OMXIPA5cAA++PqDRTbS3Yjx/CJwQMBpw6lDoaLKc3ae2UqIkBVVO+/Le5sij13AoNfecWddo3MYq05mex2jZb9ZMri+Mn8zkYMsq3DaeUiKavkeoZpK7dxecQd0Qjv7U1IAqICqAmlRxrcurgOA6XtoFu8D2lsYU20FJ1AoatDHrNi1YJ9Z1nP83FIUn3j03L6f3U6oyt+vYMs8WbJyxfrHb5fhdghVjyMWi2Fra6vZ06vIhc0s1pN52HgOAWfl+yhDb30ezynaGZX9rJOIx+OIx+MYGhrCgQMHin6mj5v7HAIOh6qrHNc7GdWaSJ7P57GysoKjR4/WNpEmYWzNVcv37V0nx3F2IaJV9HdSclcl9Ml8g147Btz2ik43xrZW7J52dQf40+fWMTw8jFOz7RfUjYln1Vj311Lo6Pf7wXFckeuRIAgYGBjA4OBg1W0UiFJIUO9AzDIIq8m0cdi6awHUU21mEaMX5s3mzAQ1l43HSAW7M+MNoN3W70Yrt3qCw2YBaH311oDbrm3KO8Xm3tjb/XPfvY7jBwI1zVmfwc5zheAkB2g942aGPNhOikWZ3lYnEjRKObFBfzhjB/GErEAtFHAAABS5+HDeDaKqsfeaMYHA2LuHXQvWw4uJqSzZwFj52GliDHt/2bz0fQONonClvoHJnKRdBw4cnHYeGVHWskY3E51ppduoGK6/zzfDocLhcGBychLhcBhbW1sdL6yzwPqzC2mk8oXvv6R0trAM1F9NXy7Q7hBuCcvn1jPw2PmOSizQVwmmRAWyAmwkM+B44IdLGdw25MBCNF+2Nyxb1I2WtkG3gKVYHilRRSafq/m+2gnohXX9PWA1msE3z6+VJND1wn29EmZ7RFbVA3TW+t0seuEsUg0sMJnMSi3rp95uQR3ojmqsWjkx4sKrx9343nwaoqxAUqyvvGf3+x8uFXqTggNeWM3iN+4bAoCKTiYeO4/bhpz4mTsDJXPw+XwIhUJaoLAVKIqC1dXVfR+nv1cmxcL5RlFVeCuMfz/Gx8fh9XrrHHnrMRMKh32OIjdFxqfecwJLF8/AZRPw4Xfcac2Am4RenGTnF6dN0BLuzVxspL29PTvvV+q1biVs7Poq5V1ddTI7txst+43J4PrK/NVoBvFMoV8rly24fFp5rq22UtssfqHfz8mKAlFSkZMV7CTFongFgLIJ9Fa4EdQSZ33wvhkcPxAocSNgn1nWc5xZJpvFadi+mO2HZVVte/KEWRyqUsEWo1x7n6gh/pmVqhfURVHE8vJys6ZWFcZk6FOT7pJEtnIw63NRVpGRFFzdyeHzZyMduzfa2dnBwMCAVhnOPn8fuHcaeVnBiC2DQ/7a2qfohfWvX4pXfe7P5XLI5XJwOvfxl28y+ljbh+8/VPPvGz/33eA2ZozFve34aFX3U/35XZ8UbVX7LuM8mKNNKidrbiDG98IsSUofT87kCuuUAg53jPlwfNiO4eFhRKNR+Hw+DAwMwOv1kpDeBEhQ7zBqySBkmC2A7N+7gVozixiNZGE1SqPW5/o5D/sdVR+qrLR+N1rt19ovs1xFvv4QY+xZqp9rO+2l9JuSk5NBCBwHngMUALKqVn3NjRnsPApWd0YL2E++4zgAlBxenrq8YZn1da2fcTMrOBZI0AvnLLNbfxA3q1B3CLxm+9/poqqx95r+TzYvVVVvbVpUVUumMDvUlmsF0SlizJn5CD7x6Dms7Gah7M2L2+sbqBeFjT3XyvUNZOsA62VmnHunWenuJ4bv56xg/Nw006HC6XRqwvrm5iZisVizpl2EsSq5Vitw1lc0I6maO0Emr3assAzUb9NeKdAecPJIiAoSucK/J0UFdr66fm2txpgEIPAcJHWv2lwBdjMyfrSahYzyvWFdNh4BZ6mlLQD819NbSHNqzffVTkNf2cJ4x4kDZZ1ZrLyvtxLjHpFV9XTa+t1suv0MVg3GhN5WuEdZIagD3VWNVS33z3hxaSuHZI6DjQfWk3k88UrckkQ1/f0+Le3dK9TC/eORF3YRzSplnUwcNh4hj1AkRvM8j8HBQYRCobYErHd3d5HL5So+xnivdNtvWboPuoW6xHSHw4FQqLPXELPCgHJxgVOzISTnrfmONwMzhzG9GKs/x5m52DCbb/15v9NECn2cJpWTipzD5L3vpr7nfaVkcH1lfk5SwHEF1wye44qeo93CstExsFKctZqE+a+cXdTiWixe8ftPXi4qkjBLoG/n3q+eOKtxX2tWPam3TGZxmstr8aJkBCZCMymzXfv8Wl1AjVSqWGefW5et+jY1yWSyqDK01RhbpgScPMZ89qrvQ8z6/GsX47i6k0Mmr8LOKx1xNi3HjRs34Pf7cSPB4b8+tYBYNo+A04aPvX4Es776rn295/5EItFWQd3YL77e85Y+Sbgb3Mb0tv6sNXItY9TP18r2XWwe2wkRiqpqjjZm7hjsHrIRzxbu1aJc5BLz6I+WIcsK7EKhtZ7XLsBl4/DqcRd+/GgQ7/qx45adt3oVEtQ7jFortRn6BcG4mF66dAlXrlzBsWPHcMcdd7RjGlVTb2YRQ39oefj0jaLDSbPnbazI1AtdtdxoGp1zpf4orXqvjZl+9YisZhm6lSry9XNlAdpyN7lG520mBhdnjx8oyrDd7/BXrgLXaRPwrpMHMB50m15D9ufDp28gLyvajdUs+7eV77WZmFvpM24UCPW9xQAUCefsAGvsnWfsoW7MDmfWYne4E5gRonj3A/davp4ZK/KMlnDGynseKlx2oagKuZzziLHy8YcvvIRnz5zDo0sTePLCTF2tB5rF+eUodlN5rVqBhwobz0NWb4nCxp5r2BPczfoGGtcBNvff/9v/jXNzlxAZGIc6ecjypAqz74ZRDK9ke1guGGd0qLDFVxBbWsGPfMm6A25OpxNTU1MYGRnB3NxcU/vTMpt2UVZK+oBWsnFlNqf6vqIcAJfAQdxeRD6yDDE4AfvwdE3Csr5qPNC0WZa+hj44YbRp189Pb3seSctFFdzGQPtdzi08dfkV2PwTUAcn97W2rWaczehHr59vVlLhtvEY99uwmZIRzcpgnyZmAVmpN6xZRcTc3ByOJy/iXHYY7tHZqu6r3YSZyP67X/4W1l96HlnPAdiHpzrefaVWylX1RJZvIJFcw5OhDE7N/oTVw2wJxjOYEFvBu6bVjtinNAszkcjoHtXIvpTnefA839Ze6gyzaqw/eW67aovuubk5zM/PY3Z2FocPH277+I0Y+4B+/2Zas05vVqJapTmX6yPOsa0fB0iqivlovqKTif7+4XA4MDQ0hGAwCEEorQpsla2wse+k2bxZj1p2r7x92Il7xl0NJTCYzdEqzL7X9RYGdBNs3qJvDI9clkqSp/crejGe5czO+51CUSu+1QXkdhbhHZmGf2wWTjsPgef2deMqV5nvdQpQFMBl50vO/u1MKtA7BioAAro4qy+zjq997XtFn3GzfZyR4wcCJefCK2uJIhe+Sgn0rWa/mGO192zjtTCzTGaij96FUFUKSbMCBwgc17Z9fiUXULP3uhLGvS2LWSW2LiGRy1eVVNjOfY0xwYudK93JZTz11GrV+xR23/r82QjsvNLQ2bRdJBIJfP9SHNuJNOI5BXkxj28/9wIO81t17c/0/edrSbaMxWIYHh6uex61UtQvHsCT3z+L5RdTde3Fm+FI2w7MEoUK3+1zNc2bfb+trFQ3uoAxR5uQx7EXVyy8F3rRPC8rUFRA3LoJKbIM78g0MDiFXL5QyLa39CGekxHPAd+bT+OF1Qyevh7Dz91/HK8/Em75vPoFEtQ7DKNYWsvGS7+Ysmre//nf/wh//oe/pz3m937v9/Af/sN/aMnY66HRzCLAPCvrqb/9C/z2b/+29phG521WkQmg5mpC/YEllZPrzqZiG1k9n/70pxuec6V+1yy7utbEAeMBtJYMXbObnLFHZaPzrigGq8BjL65gYtCNX33LkaqTCMpV4lf7fd7PXrMZ7zUjI8rISjIeeW6hbGX5fp9x4+aLVaDre8PphfNabbHPLUURz0iYf+qv8ewzXwIA/PsG590MzCryylWocwCGfA78xJ1jVQcS2AH205/+NP5C934PvumD+Bz+tWUWyScngxj02pEWZQCFed09FTTtr8cEN4HjIKvV9w186m//Al/TzTn+5gfB/fjPWVbpWO57XSKGG2wPH/3RMh4/t1rUN9AYjNNXrDz513+Ov//CHwAALn0ZePKbv4B//cv/V91BSqfTiWtRBeeXq7crK4fRpp19rhOKgoRus85ECGMfVL3Nub6vqPri3+Ofvvaw9jpDD3wQk2/+gFZZV6n/qzF7/NfvUOEUmmtfZWbXrrdpN87LIXDI7lXeqyhcI4ErWNfqA+0Xv/U3+JMvfk57nbf/7Efwxp9+EDahcIiv1fq+3kx643MY7XeZCPPgqwcBFOx5WaKApKiw8aipN+xf/uVf4rOf/az295/+pd/ET3/o4z1Z2cv49Kc/jYd061nogQ+Cf+MHmm6bbTXGqp7/z699EvPfLHy3H/obYP2l38bn/uA/WznElsH2Qde+9WVsf+8RfB+dsU9pNuXco5px3rTZbBBFsdlD3hdjNVZKLNzTvjOXKkkUMgrSxvXs13/91/FLv/RLbZ+DEX3lPXNGSYqFJM9GK/ArzXm/PuIzQQeiORlrCQkpUQHU8k4mJ0Zc8Hq9GB4ehs/nK2tN2azqLDNstluhsnLztgmArAJuO1d3RXql17USs/Pm2372lxsqDOgGjPOeevsvwPGafwW1DoG0GmG23ZgVEiRzEm5+52+w871HtMf9ym/+Nj70sX9bVbJKpcp8VpBhZVX++eUoZFXdq5QHXDYBH3nT4YZihvo56+MVQHE1/35uo61gv5hjI7Eks3lHDTEgfTGF0ybgV99ypG3V6eWSfep9r/XfYRYT/j8nC+LlJx59CZ95310V59ZOQd2Y4HXbkBP8ub/HJ/79rfNmtfsUtjdiCXL1nE3bidYznuMQcPDYee7v8Gff+p/az2vdn9VrfZ/JZCDLctsS4/T60fb3v4KHvnkrplLrXrxRR9p2YJYotH36K/jZf1PfGcTqSnUzFzB23/zK2UXNHYPFGLUinuf/F3b34uIAcPAnfgEDP/Y+0xZ8WUlBVgK+eyOF85sv483HimPzstI+B41eg1Pb6T/SI9x5552IJ5L4z195pqmbw2bYiBcJg/EVXPrT0pvGxYsXG6qYMOuHW0tWeLlq4HoPwQ+fvoEv/mBeE+XfMSHhoQ++o+Rxjcz74dM38NnvXEMiKxUqMjmUVJruN/ZyNlP1zNkYPHjwuA0/+xNvKHlctXOupt816432C2+Yrao3C3tfNuM5qHs23gG3vSZhudx89dUwd95Z2outlvfaOE5whYOAwHOQFbXuebPqco9DwMSgu+b32XggZQeCO9zxht5rPY88t4D80nmoKvAHF+wlyQQOw2Gw2gr1amyvq4U999zVK7j2uY+W/LzR9axRqu2hDqCua1HuM37Hr/0l/q/3v7WuPknNgH0+gVvzquT0YLR+r/TZKDfn2Y/+BcZmjlT9XWwmlb7XQGm7ht2UqFkmAgDH3eobWG4tLDfvo7/6eRy+7di+a4jZHgIA/uPXzyOSysLnaFxkjefkIpt2ngPsQnG/bPtelRnbxBt3mTwHePfE5VPebXziF/+Pktf8wP/vf2IBY0WCLatUM1a/MTu6gJPHv3uVBL+Tx/T0dE1zrDR3veWdy8aV2LSbUexMAbjtPEZ8t4SYubk5/PRP/3TJ733mr/4O39wKFlUWmFUUGivRjeMMOHm851gA772j+pp9vTVvVr7Vv/b2YfP+r/VUw5eb9xv//SOQByZ6tsrN7Ht917/5KxyYOdIzFepGys37b7/1A3zg7fdZMKLWcmY+gt/8wjfw/f/yYMnP6t2nPP300wCAt771rQ2Pr5m06rw5NzeHTCbTzKHWhHENrHTv+pk7A3AnVkzXs8cee6wjKtXLidv7OYhUotwazub89UtxPH4ljkhG1s7LXsN9xNjbtdw4BgcHMT4+vm+PR30cwOMU6jpnliMajWJ5ebmqe7bAA+8/MYB33964V04wGMTk5GTDz9MI5dbwn/m9r+CmEtJEumr35J26nhkpN+/jv/aXkAMTHW2BWw3lCgnyO0tY/MIvlzy+3vtXq1wj6sEY5xI4Dh97yxHcG0w3HEfSv4Ze5LGqEl8/lnK2zc2In1V6LaucCMzeA3aeaNacWUz4V2/PAgA+e9mJ+w4PVbznrK6uIhKJ1DepGtCf1yVFhc/J453hqOk5u5Z9ilnVeye3ZbPxwAw28JX/+KGSx9W6P6vnfM1xHI4fPw6e5+uZSk3oYz83515pigbSqCbVSox9z5up/Rifu9n7SeNrmV3jcjqbMfltZ+kGbprcrz/+h3+N8YOzRW6JLH6XlQvBKY7jtBg/03sSj3wUgwE/Ll682NR59gOdkf7ahciqik//4+WiDQpQf0+kZmRXG6t511+5afq4K1euVC2yVqpWNook1Yy73KarkexmY1W/M7nc0Lz1Y2XzX4yk4XYIRRWZtVSaVrKZqmfORmuXZ8+YL37VzNlYeVmu33Wl3mhmmGW41Zuha7RbYpVsy1eumD6+ls84y2Id8NiLPpPGz3at8wbQkDhQzl7z7y993/TxtXy+2XM+8dIqfvlowbY7LysVK8srfcbN7LCatfliz/2Zz7+AayY/f+hL38YnPjpW9WvtlxBUawCg1ZUHV8p8xh3JdUuzRc3mbfy3eq9tuTnbk2uwC0exGEkXkkHauMnf73ttZnv4xEuriGfykE36BpqtheXmndxYxOaBWfz+k5dx5/hAxQQGfZsGr1NA2OfCTjqPpKiC51Bz/zOjwIA9Id0lcPA4OLzxoAeygqLNumjoo21mB86quNbPnzd/4d0VSAOjBXtxtVD9fmkrh7cf8eHb15OmAoGNB3KyCikj4yVDv9h6xN9yAQQ2BlWFaeW9vkKd44CgU8DrpooFg/n5edPX/NHF60gOvLqootDOczi9kNKSCNjhiCUbzAQdRbby7FrsV91vhFU1iHvvs1n/Wj0nRlw1B1LKzXtz6QZUPly2xUk3U+57fd9QDj9273TPVuaXm/fDT3wfh44e67n5npoN4W5/GmY7tFrPH51Os8+bDIfDYamgbrRKN3NX0Vcp3ZN9xfR55ufnKwZsm9WaYz+M1WUsAY1V4LP7ai1B8XJr+Pz8PDL+iUJ1GM/B5+CL7pv6+4h+XOWuwdDQEMbGxvYV0wHz9mCfePRcU5KzWIVZuXl/7bnLSE+eQlYqBNolue6XKsLj8VT1uFaKluXW8BdfvgT74dd1ZOVao5yZj+AzX/q26c/u9CTxrn95vOMEhloosnY3VBQj2pz4GaMTKvPNihPe+aoD2rrwta99zfT36pmzPhZi5edD/x6XayFa7rvd6LytFOD2q8hv1pyZSx+HgqCel5WK9xxFUZBOpxuYWXUYBeVTk4Vz5/r5S6aP32+fooedD41n007qqa63Zw84eSC2Yvq4WuYN1Gd973Q62yam6/WjNzvWTR9X62fcLJ5nbK1rBWY6UjO1n3ZUqlfTWlX/OuViqy+dnsOfmTz/cVcMbzIkdeoTbZJ5FZn8rSp3pveUrRAh9oUE9XpRAUku2DCrAH7/ycvYTop1VVobNwAA6raA1C8E6QMHYXYrOXbsWFVjMrPrNlawsn64/N6/79dvolxfjnqs3vVz1m/kbs6ZB2OqmTejnPD/48dHMBpw1XxAL2czVe+cjUkEbzp+F/7c5HHVzNnYZ6hSv+ta+9s3c4Ot/2zfqswfM31sLZ9xlsX6zlcdKBGP6wlUNPtAdWr2lr3mdkJExjli+rhqP9/6BIpUTtIsiXmOQ9Bjr7uyvJUH51OzIXzqg2/Ho79f+rOXEp6qNjpmh2pj0gSz1mmFbWS9lHtf3//jP4bzy1FcXot3bHBnv01hOcrN+a2vuweXMhy++fKa6Qa0ldTyvWbzPBz24XPfvQ5ZVavK1i837+D4DOKZPM4txfDSUgzfurhe1mKfJUSxPktbCVET8UN+Jx541UG4HdmqRQujyKq3ZtULxOWswlkVXDk7cPfsrOnrvubOI1jf4pHOKwWRXlYQSQP/+EoCCfHWoV5RVXjtPA74Cv29M3v3sb96eRc+ncUssyevxQrdzDaPiQKzg46S3vBmPdQBmFbeze4zb2Yvx8TxwnUt9MFllf/s8LOTzkLGrYryAz4bolkFZ5YzmgV/NVWIzNoOQMWqwUYoN++RqUOI7bXIMLY40dNJFU/VUu57/aZTd+GRDrvfNJNy817jQpa17mg14Snzz/eFlBeTVfTZ7Caadd7UMzo6imQyCVlukipZByxRSO+EwtZ0vSOKqsq4lDfvkcnWObPnMCZEtWKdNZsPAMwOOvD5sxHkZbXovlqLBXy5NfyfkoNYeG5Hm9cbD3pK7NvLjctIOBzGyMhIVWI6UJrgEc9IiKbzeOzFFTxzdbMhYZ1Zr5eb945jDGr+Vp/aZvWYDQT2r3KvVI3ZDMp+fwfGTUW6bkZ/RlxLmCczvOrO43jwvpn2DqyJGGNbXqdQFOe54/7X4i/+V+nv1bqOdwpmrbqGfY6imGO5udU7Z6uTCMpVphu/p/0wb2OyT7PmfGo2hM+8727cOP9D5PKF+JHZPedw2IdsXsKIkMHRYHNbkRlhVdS7GVmroh7z2Sues8vd08wwWp83+37XDPRnWJ+Tx2vuPIKvmDyulnkzqkkCNKLqW8S2CGOBXS5Uf1y8HK1sqVPt6zMt4fS1LdNEIV9mGP/e5HfrmbdxP9nMnurlihhraR/M1tpLQ2/Cn/126c9f/epXQxCEonMU229fjwFnN2R8fy5S4kiM1n5UexoS1OuFA2wCD5edRzIr4cpaQrPFBqoXxKvZANTKrYXAjdjbfh6rT/0P7We/8u9+p2ymjtmCxYRvY7WysR+ujeeqyuJpVV+OYrHVhqPv/DCu6fqHfPrTn66peteYvcsWuntnQnVZDZ+cDGLE7wRQ6CXcaB8ho1idlBX8ym/+dlH/wmrnbFZ5WU+/63LjbOZNV79xyEkKnlpz1zXvclmsxoNyveNv9rz1PdWl4WkE3/RBRJ/9kvbzSt9rPfp5Z/MKOI4Dz3HgOeCDrz+I8aC7Y4WKO+64A7/3e79X1Psq9MCDwOAUNhPlNzr6IAnrDV8uIeivf3gTu2kRqZxcVYJQOzCb96/8u9/B6W0nNufnytqrGa3nje9rJwtTZnP+9Kc/jfBdr8JLP5gvWpdVAF94dk5LLNBb7DcjQUZPrd/rB++bwfEDgapfs9x7LZ64C8/P7Wib761EDt97ZQuyomqbcWPPOiawS3tiuj7w+U83dvCDxSTGXfmmiazlRIj9Dp6HDx/Gr//6rxf1Jf2N3/gNvOPUHZg0EellVYUoq3Dbi6vdD4UcWIyltARbWQESuUIVnl5wFmW1avHAeDg3Vtg1IoDsN2/9Nby0lcX59RwyUiFZgFX+CxwHGbf2Yayi/FDIgTPLmZLq/v0SCeoJGDRj3p/+9Kfx4x94V0nvMOO+0OxQD9TvDNUuyq1nSfcYYpn5oj7UQO9UqpvNe/xtPw9lYLLnescz3vHGe/HXhvPH8JsfxOM3eTwf6b0kgkrnzVrOXQyHw4Hp6emy1cDtxGyNZ4K0qhZcS9YdBzD1tgex9NStnsNv+8BHcUkK49tndkyr3I0JUWbrc6sq2MtV4F/dyeFPnts27WHOkuWAveQwkzV89id+HudzYWRlCTyAoEvAmM9el/X56OgowuFwzb+njwOIkoK0KCOdl5HelRsS1lmlmdm9a+LHPwQMTsFt44oS7hrF6/VW1UOdnYlZKyI2z2NjgbqS/40k3WN4y8/9Or77N7fmPPzmBxGaPGRJT2gjzbClNT0jBicReuCDiOh6kx595y/hHW+8t9lTaCvs88LEiHumgrj/aLjo2k3FS/cq3equYiwYMXNaLLc/68Y5V1OZzuileQOln22zeTdzzqdmQ0jOu5ARZYT9zpJ7zqM/WoasqHDbOAy662u3Vi1PvBLHVy/EIcqKdi7Wi93lzpu1Vmnr3W5YguC1bVH7eaM0su9hv/v2Iz7d/mUcSw3OW48+zvH1S/GK48xms0ilUvD5fHW9VrUYC+ze8cZ7YGvy99oYe2/nWbVcgWdpolCoqetZqyrVv3F+tSCm5wtit965slY9rNx69rrXvQ6qqkIURaTTaciyDLfbDbfbjRM8j5+GuQv173yJFPV6oR7qdaDvoX762paWDV1Pv+RW9v1ii9DNuauIri5gcHwGw1OHig6U7Au1Gs3gm+fXtP7ebMEy/mlmh20XOIR9LizspKrqp9WqvhzGaznDR3BqMIt3P3Bvw33Em1EJ2QoBy6yXuiO5jmPHjtVlb9/JQWmgvHPAHe4EZoRoVe/1fn2lOhX2+fzWxXXsJEXktm5CiiwjNDFb8r0u97tmltC/clsWfqcd73zHv7BgVrVz6dIlPPHMWSzIQVzKBErmw64DgLJCusBzkFkTaF2veLP1rlM+G5cuXcKVK1dw7NgxPLfjwhd/MI/NeA6qWpgHh9J+OOVcJgBYmm1aLfo533HHHWU31vo/02JBRGS9ygfcdtN7Vif3aTab9ycePYeV3SyUvYxnzvDZNSZV6Nuz6MVH9p0Q8zJcglLVIb8d9rRzc3OYn5/H7OxsyWHXrI/57cNO3DPu0g7OAPAnz23jQ4dzAIDPvGyDjTfv7V5N77daEwNaMW82jj95bhubqVv9aM0q7/XJDgBKeqEHXULNPdVbSTKZxOrqaslepdxexKyv2cyQp25nKCvYbz3rpPtNM2HzFn1jeOSy1LJqyk7hzHwEv/+3/xvnXr6EvP8A7ENT4HkOYb+z6l7DjG7pOcw+y2sL15HfWcKbTt2N1736rrrPeJFIBKurqy0abWPo70cpUSm09thdhrK7BGFoCs7hqSLh3BhlYSErlhDFnEVYj3EAmm1rLY4qzZiH/h7J7jFXd0REs4X9M2tfMjlgx+rNedgTK8j7J/DD5JCWwOWy8Rjx1ddb9cCBAxgaGmpoXpWSaD2OW+2sall7FhcXEY8XEvHYPVsKjOObW8GWvE/j4+MIhaovymDVTuAAdS/Rkuc4rT1dPeusft+Z3TtvOoenMTx1qO5YVbPWs2osU6t9HuP1039O7nAnYIuvITw1i3e88d6uvFeZtYbab89k3Kt0I2audJW+990+53r3k90+b6D0vd7vPNCsObP1zDd7d8k9pxCGKLRaG6zx/FXLmfvCZhb/9fQWolkFqgp4HRzuCLtMk7v2O2/Wgt5evtH7n1nf91qeb7+xWDVvr9dbVzV8LbDPPoCita2Z32srz6pM22HxTp7nEHDby+5Bmr2eNbOnun5PBdTePrgczZrzzMwMvF4v9VCvAxLU6+DOO+9EKpXCwsJCQ3ZbtW4A6kG/EOhF/0GvXRMYkrmCTY2qsyQXdAsWy141CuD6wCdgvUBT74JvdvjmeQ7+Mtm7nUQjCRmtSmxoNZU+0/t9/5p5Y7QK9nm9tBrHwk7KNJkHQMkB2uyz/ZE3HUZy/hyAzg/YmlHus+B28BAlFaKkFLWoMK59ZglBHqeAkMehVarvlyBkBca1zmj3zWz82Z9McGfzryUBqtMwOqmcW4pq9689HV2rUuYA8Pyeq4ohiaLewKpVsO/9RjxbkhhQbjNudo/WWx8OOLiOElkrUc0h9sJmFvLuGgBgEUMl1rpBt4C1hKTZ4ZWbezMDBY3y9UtxPH4ljmhWhkPgcHLUhTtGXPv2hjcGKNphLVwLhw4dqtgj1iwIbEx0ZOseu6fNDHlw5/hAV3yfGcY9Sbetx7XSjnNPJ1Au+bPW+023COpA5cTNeu6za2tr2NnZaeGI64fdI1jSElQUEvlwa9+1Z1inidSsQl0vVi9E8yUtUth9KiUqRWt+K5K7jPNgESG96J9Xb/07D8AhlIruZoldtYzR7XZjZGQEfr+/KfMC9hfWKxU/GM/H+VwW25Fo2RYvzU64O3bsWFUV6mbzTOYk7bPIc4DPaat6r2vcX+udkdhz1VI0YqQZ61k5y1TeJG5VKa7RSCyhW2jWfajbaHUrhE7kP/3DBTz24gqyklIU4+nlOdeaNNFsjOtZ0R4ok0cil68qgZtR7txm5hrDEr5fXM3i0lYWKVEFxxWSp3/r/uGWn/PY2TSeU7Qk91odWvTzjedkLQFcn2BYzTXTJ9xXOts3A/28q3mtgYEBhMNhuFzF82iWu0q7tJdmn1X3K+QzxrwaSZxrlGYkFBj3Gy47j5++ZwK/+1MnWjz66iFBvX7I8r1B9NbbeqH54dM39t3I6zd7bzs+2pINQCULNGZ3rKKQ0aygcFjmuUJV3352Xkb722b2ja4Hs54XDltlW0nT7GTsZdh3gJ3Zfhgt9Ku1I+nmyqh6bP0qZbN3+ntshH3v2HvIrkFWUrCZyOH3n7yM7aRY0lu53Gf7aeudNeum3GchmZM0YVXgOXjtpUESM7HRYcsX9VJnf2+0JUWzMbZ8KCc4GYUn9j1hfbVddh6SrGI1mtn3ntUp6O87xw8E9uyYoM3bWKHuEHjk9qzCAWjtSvRrxtmFSMevffp5V+soov+dh0/fKLI+tPGF62ATWj/2ZlCNHfmJERcWs4UJ3TVdOODqBWegUPln55WKvd9Y7/R4TtH+bpUIbbSd/6k7igMM5azn9dZ0LGBxZjlTlfV7O3A4yvfdK5cwxIRzlvAUz0gACp/leCaPc0sxvLQUwzNXt/CZ993V0d9nhv4epr/fdItrUK2cmg3h/HIUeVnBdkJEMivhG+dXe2qOQPl79FOXN7riflMP+veWtWXZTYuIprm6LLfHxsaQy+WQTCbbMPraMFqnx3MyMlIhKZ2J6X5nQXDWB8SNAqyxSjyRA3YzCqS9BPeMpOLsagYvb2aLWpw0aw0vZwHPqutlVQXH8hD3zhDinlrLWqrEczkEnBxOTdaXsDUxMYFgMNj0XqP6s5JRWGfnJaN1aSWnOjtfaDejT4xo5nvB8Pl8VYvpZvNkLmbMzajava6ZA5QoF+67HNBQtXszMdp4O3XOXMmshLMLEZy+tl2xFZbRlTHg7i6h2cyulYkyAIqSIszaF+p7iPca5Vr69ep8gcKcn7m6WYhjopD40m2xrVooVwg17HNY+l6ztfiHc9v43vl5qEq+6oQrsyQ9APjOXMo0gc3YSsbr4OAQOLz/RHPajuyHsaf61Z0cPn82UvX9sNx8BZ4raUNTbl/BniOSltvW110/72piKLFYDLFYDH6/H+FwGB6PB488t4DPffe6dv9pRKBl6xxQfbvhejCeVe0Ch8VIGmfmIzW9ZrkkGH1hCICSSu53vupAw5Xc9VKPvqTHuLcKuAvvN3MMJbofEtSbgDHQXU22kL4fRas3e2whMG4+mMCgP4w4bQLedfJAXb2UjQK7FZgt+GcXIliMpE0PScaDmcdEeOtkzBZ5Feb9pI2Z52aHrG7paVnuM20MHHzg3umyFdrl+kp1C8ZrwII/V9YSRdXKrLdyt322q8Xss5DKSQUxnQMCThveffd4yZz3Swiqpfe1FRjHXy7AYuZSIO2t97IC5CQZf/NPi12VVMMwihZmPdT1Fod2gdPcCfSB1W7r51vPvVbfZ0tWFIiSClVV8O3rScwOts7KvZnU07fc+DvV9Ag3ititPJzvR6N9zU+MuHBtW4SkZDoiQQAAOI6DIJSPQrB9GdufsHsYSwa7lfDEaw4jl9fiWjBxy0Qo6WSM61ivV3CfnAzCLnBQVBVpUcYzV7dqDsp0A8aEprysYDeVB9DawJeVGJN8jcl8tSSwcRyH0dHRjhTUAfOkpXRegcADbzzoQdhj33fNZj/7/NkI8rKKLAvSchwUDpCUgrCezhfO60lRgZ3nmrqG6+fBqt6M7i4zwcI9UB/IZ6K7KCuQlELP9HrE9MHBwabMoxxmwjo7L51diOD8cgzvOnkAkqKWWPZCVZGQFXAA9lpeQlJa914AhYq2emDzfNfJ8aLKLrMkgstr8ZJzgjEukFZVBNz2jnN+0e9l9cF4o2MVS+ZhvYz1icbJnKy5WgW6LB5QqaeswAOipEJR1aKkaq9T0B7TiUnizcKsWKSX58soJLIV2oy47DweuC3cFZ/lWinrOoJCsUgnvNf5fB5hxPCuo24A7qp+hyXW7WZkiHviMmsJY0xg20lnIeOWa4yiqvDWUNHdLNjZVF8drqoyvnYxrv28Eixxnc3XZeMRcBY79CRywPfm06aJ4PprlpVUuG08bhtq/TU4MeLC24/48NULcSiqWnUMJZFIIJFIYC4O/NnTa4ikRMh7rsC1xuCtWueM8dZaE4TLtVhh92gWh7x3JoTdVL7gKgkgI8qYDnnw4H0zLZ1fJcolv1cDi2mkczJ8XbbfIKqDBPUmoxfK2d/NvjD6A0G7FkHjgbIay9huRL/gf+viOr5zeRMAtKol4Fb27mIkDbvAY9jv6FpbKP0iryKnVap/4tFzJT2TjQewbj5k7Vd9sBLN4DPfegWqqlas0O5m9NdAbyUD3EqU6QeLt3IBM4Hj8LG3HKlqE2YUKTshQagW9huvce2X5ELQJapLqlGBrhKigOreJ2O1p9l9sJ5M225CL9otRtJ46vIGdpISbJz1Ams7qUaUb1TEbjb1JBLo6aQEAaBQnV6pGtEoypndw/QJT8CtbHZVVZGXlZI9UKd/r/X7OH1bhpyk4PefvNxRgkajnJoN4YHbRjR70rys9KzAzDCKQL16vylXmW8U9ar9TLtcLjgcDoii2MZZ1IZRkK71nmGsEmciNsCVVKG1sgLLeJ8xm0850b2eMY2Pj7dcTNdjPC+dXYggnpHAQcKXnr8Jp40vOivqiw2yeQVOG49sXmrpe8FxHAKBxqxqjUUeZkkEp69tlzhZmcUFwn4nPvmO4x21TunXGH3MyuhYxZJ5cpJSlBiRkJVCiwYUkq5dNqGr4gHGhEM2r920WHBm2yv25LmC2FaLDX6304/CxZn5SFEsc8Bt77nKx0pCeqcUiyiKglQqhZWVFUiSVPXvGausvQ7zSnS9awwAOPhbrVcG3UJbxXSGPiFQVeWqK8uB4nOpvlUMez6WYJiVFGwmVfzDpXiJ25y+Mr2d10CSC/eOlFhbEgEAnF+OQ8wX2rLoXYHZueCR5xZM2+uaJb9Zsc7pnahqSRDWV9SzIkbmGMnu0SwOeXE1BrdD0JLkB72OjtAn9PpStejX50GvHQNue8/fk/oR6qFeB/oe6kZq6WdhpaVjr9pJ6nn49A189jvXkMgWNjZuh4DjB/xFdti9JDaW6wc2MejGvTMhPHV5A5vxHNQ6eo11A8bAARMKFXXP9rvHeqMZMesZVk2iTDf16KyWfljf6kW/Of/K2UXTKoduq1Svl37p52uErRW7yRzcNrUjLMCbxeLiIgBgenra4pF0FvWKPa0gGAxicnKy4mNq7S/HvsuXVuNY2EmV7IG64Xv98Okb+OIP5rGdKNj1OmyFuTMb6YlBd0lSaLfu3fqxx2k995te2J8Z9+bxTF77TFdjI725uYnNzc32DtoijC1KmHjdyn7djVDvfWV8fByhkHXf9TPzEXz8/3kBO8mcViXGcXtuXrqzot4qPJ0VEd3dbul7MTAwgKmpqaY9H0MfH2BnYxVagVihTUEb4gKtXs/0+4b9WmExV8Zqk647gUotCWw8h2xevtV2gucQ9Nh77jxnliBtfM/75TzXD/soZo+dzEm3Ep5UFK3T7Zozk0w4joOqqnj66aehKAqOHj2KVCqFeiSVSr3IK7nGmPVWtwpj6xplr+J8xFe5JUq5/QNz/fnhUgbRrKwlCPn2kg1YFXsmr9bdv73R+ZoJ+tXEUvS/K/Ac3vmqA+AEoaQlqdcpaI6K5e5hVsXrau3dblZRX2l++p+PBlwdtabVqvN10/pMPdTrhyrUm0y5zNlyj7XqS9Vt1Zf1cHIyiEGvvWDdtle1ZLTD7qV+UvoKJ2Nf7YurMdgFHgMee1f3D69EueqDSrbfvUQta0+v0w/rW73orw2r8mQZr/X0Bupm6s207XbYWvH8K6sYdWQ7JjhPtI5Gq9ybhc1mw+jo6L6Pq3UN19//jXugbmnpYKxiNlrZ76ZEfOP8Ks4uRIoCE90YMDezDqy1x3a30c/3G/3e/Pm5Hc1SeyuR27e/ejAY7BtB3bhOd8KaXYla7yterxfj4+NwOp0tHNX+nJoN4WNvOVLSx7RSgn08HsfiYmudEoLBYEuet9jJDhWD890cFzDuGyq1wuq2ZDRjcF7fU9aYQCBwXN3tGzsZ4zUwCjLsO/y246M9u49g9EOv+DPzEfz3717XEp8EnoPXgop0WZaxsbGBWCwGWZbBcRw4jkMulwOAhtrSGB3E9MJwNa4xnYBZ6xpRVpDMVW6JUm7/cOvfd/C9+TQyUkGkZ7b3uxnF0up8M7t7O69U5fZX6oAn4NuLMvKSormOsHYl67EcZEUtaT/D2rFY5cBRa7y5knOIsR3trTgkj3tnQvjw/Yf2HU8ul4MkSeB5Hg6Ho2JLuUap1ona+NheXJ+JW5Cg3gJIzOkMTs2G8Jn33V1StQQU22F3m9V5JYxBSnbIuLmThtcpFB3AeumQpYfNaSWagU3I1WT73e3Q2kPUglFcr6c3ULfT7vYrncKp2RCOBjmsrKxYPRSij5iamoLdbm/Z8xv3QKxSqRu+18YgBXDLyh4ouCxdWo0X9bmttfdeJ6EXmFlV/n7iardjZv1utHjsVdjcrm0msLKbhaKq4Dhu3/7qDocDgUAA8XjcqqETTSIcDlsupjMevG+mKKl0v+9gIpFo6XgEQYDP52vZ8xvbMXS7wFwNvXQmNgvOG+MavezOpheQmQORUXDqpSKZcpi5FPRaLBO49X7npILrghXFMbIsI5fLYXNzs0g0V1W1rmp0M2ppMdYpidFmmLWuabQlyv0zXlzayiGSRontvcfenp7p5dAnEdh5paa5Gt/HcVceLkHBgMuGpChr7UqYvb+x/UwnJL/pE2UfPn2j4j3HGGfTj7vROKQoirh27Zr2d57nMTIygqGhoYqt5eqllphhv8YX+xGyfK+DSpbvRGdSrx12N6O3eGPZq7/whtmqsr16gV4+WDaTXrAUJZpDv35n+nXesVgMS0tLVg+jqZDle+cyNjaG4eHhtr1eL3yvWfB0I56taI3XrQI025uzvvFW2nm2i3IBcbP3sRf3Z8bPNOuJyvMchn2OonMK+w7fNuxCSI5YPHKiUW677TY4HM3v/95q0uk0bty40dLXCIVCGB/vrd7HRnpxPWsXtdrs9hJGy2AmOLH9gkNXJNONjj3VYtwv8TwHv8uGe3qsV7zx/W5newZFUbC7u4tIJKJVoJeDzpvmNLOSvpztvc/Jd0S7umbNlT3P4IAfm1lOSwg3ahadlPzWijbHtZ7bZVnG5cuXS/7d6XRifHwcXq+3+glVSS1j7KY4BFm+1w8J6nVAgnp30k2LWrPo5wMYUR0U4CCI/iSRSODmzZtWD6OpUICjMxkYGMDk5GRLMsb7AdZffTeVh8cpaH1ue6FnqF5gZuKqXlifGHR35bwqwd7PzXiuUOmk69+sn2+v78+MfeX1fQYBFJ1fPvKaQRwN0vrRzRw7dgw2W3eZI6qqiuvXr+8rrjTKoUOH4PF4WvoaVtPr61mr6cc4FlC6/5kZ8mA7KZoKTr16bfRFMqxCvxf3R8ZiILbfbXbCQD6fRyaTQTabhaqqCAQCSCaT2N7ehizLVT0HnTfbT6fa3jdrXC6XC0eOHOmKtV6/LltZtLe8vIxoNGr6s9HRUQwPD1PsoQpIUK+f7jrVEEQD9JL1V7VQX22CIAjCDJ7nrR4C0QewTHE60NZPOcu8h0/f6Pqe3HrrQKOwnpUUxDL5rpxXJdj7mZOUooq7rKRgM5HDF56ds3qIbcHsvX/q8gaeubqJsM+l9YcFgOU0j6NBqgHoZjY2NjAxMWH1MGpie3u75WK63W6H2+1u6WsQ3U8/xrEAwC7wkGUVXqeAsN+JT77jOAD0RWzLzNEm4O5uZ6JyGCvTW2FtncvlsLW1VSLAbW1tNeX5idbSibb3Fzaz+PzZCJI5peHKebvdDlVVu2Kt7xRL89HRUaRSKeTz+ZKfbWxsIJ1OY3JysqW91Yn+hgR1guhxuuGmTBAEQbQXEtSJVsPzPKanp+kg2yDlkiPNenKfmY905Z7PTFxllfcnJ4NdUbFRLcZ+xsxpgAXMzy1F8dDjF/Dx22W4Hb3/3Tk1G8L55SjysoLthAhFVbGVEDUbX7vAYTOt4spOHseG7FYPl6iT3d1dDA4OdlUldiTS+lYDgUCAEs4IwoQz8xF85ewiJFWFwHH4wL3TRf13e5lyFu9395jFO+P8chSxTB7pnAxfk+eZzWaxubmJeDzehJESxC2ubYtI5hTEc4r293oF9UQigY2NDYyNjTVziC2hU4r27HY7ZmZmcOPGDVN3iUQigfn5eRw8eBB2O50fiOZDgjpBEARBEESfQYI60WrC4TCcTqfVw+gJzJIjWUBDX917diHS1RagemGdCc5Ggb2b58cwvp9Gq1OHLY+s1B+COnArOSSZlZAWZUh7YvrBPXvf71zZwHdVFXeN2nH/jLfjqpSI6lhZWcHhw4c7fv+hqiqSySQkSWr5aw0MDLT8NQiiG9GLrINeO/KyYvWQ2gabezZfmLPLxmOkyRXbnUQ5J6ZGiUajWF5ebvh5CMKMo8MO+JyF/YzPyePosKOh59ve3obNZsPw8HAzhtdSOqVoz+l0YmZmBvPz81CU0ntENpvF3NwcpqamWtJXnehvSFAnCIIgCILoMzo9oE10P2Rj23r01b3dbP1uhI3fWKGVkxTNEr3b56hHP1+HLQ+7wCEvK8iIck9V55fDmBzCkifuHB/AU5c3tMr1aCaPS1u5hmw1CevI5XKIRqMIhTr3c5zP53Hjxg1TC9FmY7PZ6D5JEGXoFFvhdnNmPoLFSBp2gcew36H1iu8li3cjza54VVUVW1tb2NzcbNIICaKUEyMufPTeUFN7u6+vr8Pn88Hloj1utbjdbhw8eBALCwtQ1dL2UJIkYX5+nvqqE02HBHWCIAiCIIg+gw4TRKuh6vT20EvW73qMFVo2niuyRO+FSnU9RlE5kZWQyEj43b99AQLP9Ux1fjmM7gRMPDm7ENEq10UZSOaUhmw1CWuJxWIdLajH4/G2iOkA2b0TRCU6xVa4nTCr91imkFj3tuOjPS2k62lGxauiKIhGo4hEIshms00aGUGUpxW93aPRaFdYv3cSXq8Xhw4dws2bN8u6C21sbCCVSmFychI2G0mhROPQp4ggCIIgCKLPEEXR6iEQPQzP83RYbRO9aP0OlCYKhH0uLOykNEv0XqjEN8IcB5I5CbJSqLLYSuRgEwqOIr04ZyPGoLqxct1r4xq21SSsI5VKQZKkjr0/pFKptr0W2b0TRGU6xVa4XbBEwt1UHoNeO6ZDnr6afy3Isoy1tTX4/X54vV5sbW1hd3fX1PaZILqJWCyG0dFRSrirEbfbjcOHD2NxcRGZTMb0MclkEnNzczh48CC5ABAN05knGYIgCIIgCKJlkKBOtBKn00mBgDbSi9bvxuo0oNgSvVcq8Y2cnAxC4DhwAFQU3ERcNr6vLG/1GCvXBQ64sbkFIEtV6l1KIpHA4OCg1cMoQVXVtgnqgiDA4/G05bUIgugO+tXmvh42NjYQjUaRyWTAcRxVpBM9Qz6fRzqdpp7fdWC32zE7O4u1tTXs7u6aPiafz2N+fh7T09N0jYmGIEGdIAiCIAiizyBBnWglPp/P6iH0Hb0YiK1UrdwrlfhGTs2G8LG3HEF+6TwAYHLQhQduG8HhsA/nl6PaY/oNfZ/5WDoPF6/gI/cOkqjehaysrMDlcnVc/3BRFCHLcltei+zeCYIw0o829/WQzWYRiUQAALlczuLREETz2d7eRiQSQT6fx+TkJBwOcmaqFp7nMTExgUAggNXVVdM2PrIsY2FhAQcPHqSYBVE3JKgTBEEQBEH0GRSAIFqBIAgIh8MYGhqyeih9Rz8EYo2V+DlJwReendN+1is8eN8MvvnkNWQlGZ95390AoPVV7fVe6pXQ7HDTeQx67Li+Q73Uu5VsNttxgno7Ibt3giDM6Deb+1pRVRVra2tWD4MgWkoikdD+f2FhAdPT08hkMggEAhAEwcKRdQ9+vx9Hjx7F5uYmtre3S36uqiri8TgJ6kTdkKBOEARBEATRZ1CFOtFMeJ7H0NAQhoeH6aBvIf0QiGWV+DlJQTIr4dxSFA89fqHnRGa3Q4DbIeDUbAgPn76h9VXt1SSCajC6MJwYD1g8IqJeeJ63eggl2O32tryOIAhkM0oQBFEH6XS6ba05CKITEEUR169fB1AoiBgbG7N4RN0Dz/MYGxvD4OAgNjc3EYvFtJ8FAgGMjIxYODqi2+m8kwxBEARBEATRUkhQJ5rJoUOHMDo6SmI60XJYJf49U0H4XTbEMxJWdjP4xvlVq4fWMpiQ7HEKRUkEZ+YjVg+trbD3/hfeMItPvecEXnd42OohEXXSiXbnPM+3RVT3+XwdOX+CIIhOR5Ikq4dAEJaRyWSsHkJX4nQ6MTU1haNHj2J4eBjT09OYnp6GzUY1xkT9kKBOEARBEATRR8iy3LY+oUTv4/F44HKR7TLRPk7NhvCRNx2G1ylAUVWkRRnPXN3qWYHZmESQysmIZfJaT/V+4tRsCB++/xBOzYaop2QX06mCcjs+U2QvShAEUR903iD6GWrZ1xhOpxNjY2MIBMjhimgcEtQJgiAIgiD6CKpOJ5rJ4OCg1UMg+pBTsyE8cNsIPA4BPM8hLys9LTCzJIKw34lBrx0DbjtOTgatHpaldKooS+xPp7537ehtToI6QRBEfTgcjo5sGUIQ7UCSJCqKIIgOgfwNCIIgCIIg+ggS1IlacDgc8Hq9pnbuNpsNwWCw/YMiCADvOjmOswsRxDL5vhCYWaX6+eUoTk4G+66HupFOFWWJ/elUd4FgMIiNjY2WBaydTmfberUTBEH0GoqiQFEUq4dBEJaRy+Xg8XisHgZB9D0kqBMEQRAEQfQRZBdGVMLpdMLr9Wr/UX8xolPpR4H51GwIp2ZDODMfwcOnb/TNvM0gQb07cbvdHSuo8zyPUCiEra2tljw/VacTBEHUTyqVsnoIBGEpiUSCBHWC6AAoQkYQBEEQBNFHUIU6YcTj8WB4eBgej4cEdKKrYAJzP3FmPoKHHr+gVeZ/6j0n+u4aEN1LLpdDKpWC1+u1eiimkKBOEATReSiKgs3NTauHQRCWsrW1BVVVMTo6SomlBGEh1HyEIAiCIAiijyBBnWAIgoCJiQnMzs4iEAiQmE4QXcD55ShimTx2U3nEMvme7h1fCQokdieKoiCRSFg9jLLY7faW2LJzHNexSQQEQRCdztbWFrLZrNXDIAjL2d7extLSErU/IAgLoagZQRAEQRBEH0GW7wTP8wgEAhgbGyMRnSC6jJOTQQy4C4JfP/SOLwetXd2L3++3eggVEQQB+Xy+qc/p9/vB81TPQhAEUQ9k904Qt4jH45ifn8f09HRLkgAJgqgMnUIJgiAIgiD6BEmSIMuy1cMg2gzHcfB4PPD5fPD5fHC5XFTdSRBdSj/2jjeDrWOqqlo9FKIG7HZ7x/f/FASh6c8ZCvXn95QgCKJRVFWl6nSCMJDJZDA3N4eDBw/C7XZbPRyC6CtIUCcIgiAIgugTqDq9vxAEAQcOHEAgEKDKOILoIfqxd7wRnufhcrmQyWSsHgpRJYIgYGpqquMTuprtfmC328nunSAIok4kSSJ7a4IwQZIk3LhxA9PT0x3v/kMQvQRF1giCIAiCIPoEEtT7h0AggKNHjyIYDJKYThBET9Lplc7ELZxOJw4fPtwV75nT6Wzq8w0ODnZ8EgFBEESnYrPZmr4uE0SvoKoqFhcXkUwmrR4KQfQNFF0jCIIgCILoE0RRtHoIRIsRBAGTk5OYmpqiHsMEQfQ0ZHHZ+TidToyNjeHQoUNwOBxWD6cqQqFQUxPRgsFg056LIAii3+A4DtPT05SYRBBlUFUVN2/eRCqVsnooBNEXUJSNIAiCIAiiT6AK9d7G7/djfHwcdrvd6qEQBEG0nG6odu5XAoEAQqEQvF5v14kgNpsNQ0ND2Nraavi5fD5f1yQSEARBdCpOpxOBQACxWMzqoRBER8JE9ZmZGdofE0SLIUGdIAiCIAiiTyBBvXcZGhrC2NhY1wkXBEEQ9WK322Gz2SBJktVDIVDoax8KhTA0NNT1iV3Dw8NIJpPIZDJ1/T7HcfB6vRgfH2/yyAiCIPqTYDBIgjpBVEBRFCwsLODQoUNwuVxWD4cgehYS1AmCIAiCIPoARVHI8r1H8fv9JKYTBNF3cBwHt9uNRCJh9VD6GrvdjqGhIQwODkIQBKuH0xQEQcChQ4eQTCaxvb1dlY2qzWZDIBCAz+eDz+drqm08QRBEv+P3+xEIBBCPx60eCkF0LIqiYHt7G5OTk1YPhSB6FhLUCYIgCIIg+gAS03sTl8uFyclJEtMJguhLvF4vCeoW4XA4MDo6ikAg0JP3II7j4Pf74ff7kclksL29bVodabfbMTw8jMHBQRLRCYIgWsDa2hpSqRSCwSCSySQURbF6SATRscTjcSiKQnsSgmgRJKgTBEEQBEH0ASSo9x42mw0HDx7smYpAgugEzsxHcH45ipOTQZyaDVk9HGIfBgYGsL6+bvUw+g6v14vp6em+uf+43W5MTU1hbGwMOzs7iEajEAQBw8PDGBgYoKA1QRBEC4nH48jn83S/J4gqUBQFiUQCAwMDVg+FIHoSEtQJgiAIgiD6AOox21twHIeDBw92fZ9agugkzsxH8NDjFxDL5GEXODxw2wjedXKchPUOxm63w+PxIJ1OWz2UviIcDveNmK7HbrdjbGwMY2NjVg+FIAiiL1BVFYIgIJ/PWz0UgugaYrEYCeoE0SJIUCcIgiAIgugDSFDvLXw+H9xut9XDIIie4vxyFLFMHtsJEYqq4rEXV/DM1U0S1jucgYEBEtTbzM2bNzE2NoahoSGrh0IQBEH0MPF4HNls1uphEERXkUqlrB4CQfQsJKgTBEEQBEH0ASSo9xYul8vqIRA9Almc3+LkZBADbjuSWQlpUUY6LyO9K5Ow3uH4fD6rh9B3qKqKeDxOgjpBEATRUmw2ki4IolZkWbZ6CATRs9BdiSAIgiAIog8gQb23oOp0ohkwi/PNRA4Cx+FjbzmCB++bsXpYlnFqNoRPvecEvnF+Fc9c3cJuSiwR1s8uRPCp95zoG1G9GxIuHA4HBEGg4GGbcTgcVg+BIAiC6HE8Ho/VQyCIrkRRFPA8b/UwCKLnIEGdIAiCIAiiD6C+c70Fx3FWD4HoAc4vR7GZyCGSFMFzwH/731cxt5XE4bAPeVnpaBG1VZyaDeHUbAhn5iMlwnpWUrCZyOELz85pj+1l9D3lB9z2jk0k4DgOHo8HiUTC6qH0FU6n0+ohEARBED0Ox3EYGRnB5uam1UMhCIIgCBLUCYIgCIIg+gGqUO8tkskk/H6/1cMgupyTk0EIHAeeA2QViOckPPqjZciKCr/LBq9T6FubczNhPZmTkMxKOLcUxScePdfz14b1lN9N5ZGTlI5OJCBBvf14vV6rh0AQBEH0AeFwGMlkEul02uqhEERXwPM8VacTRIugbxZBEARBEESPo6oqCeo9Rjwet3oIRA9wajaEj73lCIZ9TngdAjgAOUmBJCvYTYtY2c3isRdX8IlHz+E//cMFnJmPWD3ktnNqNoTf/akT+Mz77sI9U0H4XTbEM5J2bR56vHevC+sp73EKWiJBp86XLGHbi8PhgMvlsnoYBEEQRB/AcRwmJydJICSIKrHb7VYPgSB6FroTEQRBEARB9DiKokBVVauHQTQRRVGsHgLRIzx43wz+9P98Nf7VayYxMehG0GOHTeDhsgkAgHRe7gvxeD9OzYbwkTcdRtjvhMteOEZnJQWxTB7nl6PWDq5FsJ7yLJEglZM1y/tO+xx4PB7q6d1GBgYGqPUIQRAE0TYcDgcmJiasHgZBdAUU/yGI1kGW7wRBEARBED0OVaf3HtS7lmgmenvz88tR2AUec1vJkv7hTDzuRMvvdsAEZmYBn5cVDLjtODkZtHpoLYO91w89fgEqch1rec9xHEZHR7G0tGT1UPqCgYEBq4dAEARB9BkDAwOIRCJIpVJWD4UgOpp8Po9IJIKhoSGrh0IQPQcJ6gRBEARBED0O9ZvrPdxut9VD6CmYkHxyMtgR4qBVMGGdoe8fnpcV2AUOi5E0zsxH+vY6GXur9wMskeALz87h3FIU8YyEaDqPx15cwTNXNztGWA8EAnC73chkMpaOo9fhOI6SugiCIAhLcLlcJKhbxIXNLK5tizg67MCJEWr7YrwenXZ9Njc3EQwGIQiC1UMhiJ6CBHWCIAiCIIgeRlVVbG9vWz0MoslQ79rGMKvEZoLxA7eN4HDYh7yskMBuEI+fubqFpy5v4OxCBJ96zwkA6OtEhLMLEcQy+Y4SlVuFvlJdlBSkRRnpvIz0rtwxwjrHcRgbG8P8/Lwlr98vOJ1OsnsnCIIgLKGdCV2dJpBayYXNLD5/NoJkToGNB1497sbkgB2SjL68PsbrMRN0YCGah6So2vW5f8Zr6XWRZRlbW1sYGxtr+2tTsjrRy5CgTliCcWGlhZYgCIIgWkMikUAul7N6GESTIUG9PvTCcDInIZmVYOM55CQF4ACowKM/WoasqPC7bAj7nfjUe070/f701GwI55ejyMsKdlN55CQFv//kZWwnRc32vN+u0/nlKGKZPLYTIhRVxWMvrmiJBr16HYyW96wdgF5Yt/oaeL1ejIyMYHNzs2Wv0e8BdupVTxAE0Tvok0wLyaXFf3ZanLYdgvqFzSxOL6TwwmoW6bwCgQfeeNCDNwwocNj6L6HswmYWX7sYx25GRkpUoKjAd+ZSUKDCY+fhtnEdISC3k9MLKWwmCy2xAGAnnYUMFdhrW/69+TReWM1Yfl12dnYQDofbVqVu5m5mdcItQTSbpgvqf/RHf4Tvf//7ePnll7G5uYlsNouxsTG8+c1vxm/91m/hzjvvNP29L33pS/izP/szXLp0CQ6HA6973evwO7/zO7jvvvvKvtbf/d3f4Qc/+AFGRkbw8Y9/HMFg0PRxX/3qV/Hwww/jRz/6EWKxGAYHBzE2NoZ7770Xb33rW/FzP/dzzZg6USVn5iN46PELiGXysAscjo0FcGU90bfBOIbeNpKqogiCIIhmoKpqS0UFwhrIbrc+2B50ZTeDtCgX4h2qioKWzkHgOMiqWhDXVRWxTB4OG9/XPcP1nJwMYsBtR05SkMxKuLKWQE5SwO8lJHzh2TlcXov3zR6WXY9kVtJ6zG8mcj1/HcxcC5iwnpUUxDJ5y78z4XAYqqpia2ur6c+tr0jyOXl89N5Q3wSPGSSoEwTRC+gLe4D+c9wxSzJ12Xlk84r2Zycml7rdbtjtduTz+aY/t15Ij+dkZCQVilrIuf3mK0m86i4FnAg8dWanL8RjY2JBRlIg8BwURYWoFJTjRE5BItc5AnI7uLCZxQurGWQlBQoKnw9ZLVwPgeMgQ0VWUpCVCtfl0lbOsv2iqqqQZbnlgrrZuYAlq3eKkxXRHEj7BThV3fvGN4nh4WGkUimcPHkSExMTAICLFy/i6tWrcDgceOyxx/CTP/mTRb/zb//tv8Uf//Efw+124+1vfzuy2Sy+853vQFVVfPWrX8V73/vektf54Ac/iC9/+cva3ycnJ/FP//RPGB8fL3rchz70ITzyyCMAgNe+9rWYnZ2FLMu4ePEiXnnlFTidTmSz2ZrmeOeddyKVSmFhYaHq3zHaSgLoy0XkzHykqPeeoqoQeA6yooLnOQz7HPiFN8ziw/cfsnqobeXMfASfePQcVnazUNXCtRhw2ztu49pOyMWgPTz99NMAgLe+9a0Wj4QgiFaQSCRw8+ZNq4fRFhYXFwEA09PTFo+k9YRCoZI9L7E/D5++gS/+YF6rKHbYeK0S3esUtCRPFlTU//towKUlPHZqxU47MNvLs+vYycHXVlEpGM0+P/UEj7ppf2asROmUBGlVVbGxsdH0lidfvxTH41fiiOcUuGwcbh924mfuDPR04NjIzMwMfD6f1cMguoRuWs/6iX6Pr+gLfWRFgSgVYpPsvt3re75ySaYqNA0MHACe5xBw23HPVBD3Hw13zDXJ5/NYWFhoqgsbS5jbTErIyoVK4z3NWLse//4uCQDw2UsOBJy9XZVtvB48AI+dx7jfhmhW0QR2nuOQV25VZrtsPEZ8Qs8mHLJq/as7OaREBQIH2G08XAJXZP0ez8nadQu6BLznWADvvSNgyZiPHz/eUkHduJ6wRYTpPezvDhsPn9OGj73lCB68b6Zl4yGqY2ZmBl6vFxcvXqzp9/pB+92Ppleo/8M//ANe85rXlNhQ/vmf/zl+9Vd/FR/+8IexuLiofZGffvpp/PEf/zGGhobw/PPP4+jRowCA559/Hm9+85vx8z//83jzm9+MwcFB7bmeffZZfPnLX8af/umf4kMf+hCuXLmC97///XjooYfwl3/5l9rj/v7v/x6PPPIIBgcH8e1vfxuvfe1ri8Z07do1/NVf/VWzL0EJbGHZTOQQz+S17LZnrm7hM++7q6c2ZZXQX4dkVoJd4JCTVC2Ly2XjYRc4LEbSODMf6avr8oVn57CdECErhQ2sIheqolQAX3h2DgD65noA5GJgBiUYlELXpDbo+pjT69elFdV5hPUMDw9bPYSuhFUUAyjbK92YBPuti+v4zuVNLeHR4xAaFku7GX0fbcfe3j3sc2FhJ4VoOg+1zyr79dXaLNGAXYfdtIhomusIG/RWor8G7LtzfjlqeZU+x3EYHR2FqqrY2dlp2vMeHXbA5+QhyioykoKrOzl8/mykZwPHRvx+f9eJ6b2+16uFctbO/Vyh2y9zNlZj6+Mt+r1ML18T/ef/9LUtbCVyiGckSIoCdU8P3E1zWusfswS5XnCTZHuWrUQO2XzBrtppSI7U/5nMSji7EMHpa9tNSRpsBna7HYcOHcK1a9cgSVLDz6e3NBf3xHSXjYfLBohKIUlPlFVwHKCqKKo+7tWq7GvbIpI5RbseDhuPkEfAg68e1H5uE4DlWF6r6M/KKkRZQTLH4dq22FPXA7iVZBBJy8hICrwOHoNuAW8/4ivqJa+v7Gc91deTeVzYzFpyTXieb9lzm60nHruAQa9di+XvpkSkchIyooxcXsbnvnsdxw8EunYN7XdI+22BoP6GN7zB9N9/5Vd+BX/0R3+E69ev45VXXsEdd9wBAPjDP/xDAMDv/M7vaBcUAF7/+tfjl3/5l/HZz34WX/ziF/Gbv/mb2s/++Z//GXfffTc+/vGPAyhkH/zGb/wG/sf/+B9Fr/m1r30NAPCxj32s5IICwNGjR/Ff/st/aWC21cH668XSeU0w5QBs7VkCAr0vluoX2HROhs9lw8yQR+u7qBdNn7q80RdWIMaKFlEuWGZCF7BNZiWcW4rioccv9GwQjlHucKOoKtZjOc3FgFmKAr3/vWFUSjDoh340Zof6/a6JsZqwmw+89WIUhYw9jPr52gDlezv10nXJ5XJIp9NWD6PnsLp3bjgcrttut9YeifsFVfXtarrhPsT6P1eaExMHgUJFe0aUixIeE1kJHFAklvbDvlWP8ToChcC8CmgV2pKswi60LnjTaegTDdh1sO3tW/VW8PrH9hr6a8ASqK0OuHMch7GxMaRSqaZVJpwYceGj94a06qRMXoWdV3BtWwSAnu6tzq5nt7BfH89+EA71yWKV3DQEHlqFbq86jBgF5X7q8Wo8O4d9rqJ4C9vLmMUZeuVsZCzwYZ9/u8BBVm5VIKu61j8JWSna8zGhvZsFduN1CLhL56I/H5y+tlWULGh2TZ68sI53nTyA8aC7rddBEAQ4nc6GBXUzkVTfExy4JR57sYOMpMJl45CV1Z4V1i9sZrGezMPGcwi6BNh4lMxNP0ejNbysqthK5/H1S/Ge2hOxJIOspMJt43HbkLlL0YkRV4mwfmY5Y8lnRBAEcBzXkueutJ7o91rfOL+KJ15aLRSZAshKck+3yDJr6dsJzh7NgrTfFgjqlWCZCSwIyMr7AeB973tfyePf97734bOf/SyeeOKJoos6MjKC+fl5rKysYGJiAqqq4gc/+AFGR0eLfp9VZYXD4ZbMpxrOzEewGEnDLvAY8Ni1CnWoKvKygnNLUXzi0XN9sXnXB1bCfic++Y7jAG5lQZ9fjuLllZhmw9mr1RxmfUWYjdLMkAd3jg/gcNinbVxTORkqejsIV+lwo3cxsPFcTycZlBM6zi5ECtY5eRlQoSUY9Go/mmqE4HJJF+AAVVGxFMloFmUDbnvPVBEaPyPGJAPjdWMBMxbUZ58Zs2BAt1+bWihnSaW/Lr0QTGy0qw8Tjm0CijKu+xVjpnm7e+dyHIeJiYmyfaP2o9y9tlz1TaVEHH319k6yICJ1i/OSXjDfj5OTQQx67QUrTEOFOltX03kZ6V256F7cbcHVejBeRyawr0Yz+Ob5Nciqii/+4AbmtpJ9c3/RJxqY3Yt7df+qR59IbqzSt2qvykTgWtq17Qdb9z9/NgI7r8DGA5c2s/jHqwmtEqlXguoMu92OqakpOJ1Oq4dSFeX2ev0kHMYyeQy47fjAvdP4ytnFEmtnvTCmqoWqS3BAXu6tBHZjMoEsq3DaeWREuS96vOqLW9jZeWvPHZHFW9hexhhn6JWzkf4asPtTWlW1GNx2Uiz6bEiKWrRXZns+JrSbCezdcn3YfZoVOt09FcRH3nS47LiPHwiUJE2ya5LNy8iIMrKijC89fxNBT/vjLkNDQ0ilUg09RzUiKfv/xcUoPLKKN896i6qyO6VfdjNgCQbJXGF/c2py//0ME5CfeCWOr16IQ5QVPHktCY+9UMHdzddDD3MpAgCfk9+35c+JEReubYuQlAyiWRmK2v7PiM3WGunPrHDSbD1hZ8bDYR8+993ryEoysnlFc73opvWzmkRMs5a+Zg53vbLnNNIv2m/bBPUvfelLeOWVV3Dbbbfh0KFCf+wrV64gl8shHA5jcnKy5Hde/epXAwDOnz9f9O/vec978MlPfhInT57EW9/6Vly9ehXnz5/HE088UfQ49pxf/vKX8Yu/+Ivwer2tmJopZtnQ73zVAS1AeWk1joWdFOIZCdF0vi827+UWWP1cB9x2JLMS0qLck9Ucpgd77PWY2UsyYPO8tXHN9XQQrprDDfsOMUvRXksyqFQx4LLzSIuFjZeqquA4TkswEPb+Xx/M7+YkFLPrUE4ILpd0IXAc8lC1XleK3BuWq2bXRt/bF0BR31923VjArHAJOe0zYwwGdOu1qZRgUOl3jJZUxuvSK3bFtR6e9AI6s25jvdG6/TDcaFW5WQ85UVbxtYtxAGj5NbHb7Zienobb7a77Ob5xfhUruxmkRLkokF6u+ma/9dfGc8jkZa2VUS86L52aDeEz77vbNMOciaUsOZLdi7sxuNoMWLDk4dM3IAgcdhP5nj7jlMOYaKC3gk/lZDhs+a6/t1SCtVXISUrRfkT//Xjywnrbeyf6fD74fD4kk8mmPSerVGeJVuc3slrPVQD4zlwKzy+l8f4TA3j37db0zGwWgUAAExMTZftvdkKltzGx9NJq3HSvV41w2O3Jpkww203lkZMU/PUPb2I3LZa1dmbCmAqAU4FUTi6KPbDn7Lagr7GQIZWTtDMily0kXgPmZ+peSJAzOz+ys7O091ln8Ra2lzHGGfRnRlFS8Fffv9F1nwVjQqnXeUvYMCv0Yf+vL3Iol6yuPzuydo2dXHGpL/ga9Nox4LZXFNOB0mRB/TVhFafyXtGYFUl0fr8ffr8fiUSirt/XV2IHnHxVIqlT4PArp4aKkq31dueRNNp2RmwFLMEgnlMQcPIY89mrnockAwIHZPIFd6+kWGin0M3Xg8HiCUZ79/1gInw6r1hiie/3+5v+nOUKJyutJw/eN4PjBwIlLbK6JfZmTFY0O+OXa+lrdLjr1XhBP2m/nNpo+VIZPvOZz+DixYtIpVK4fPkyLl68iPHxcTz++ON4zWteAwB4/PHH8VM/9VO455578MILL5g+z+DgIKLRKOLxeNEicPnyZfzar/0azpw5g8nJSfzH//gf8bM/+7NFv/v9738fb3rTm6CqKsLhMN773vfijW98I+677z4cPny47rndeeedSKVSplnu5aqPh30O/MIbZvHh+w9pjzPLmPY4Cn0m2MbDl1nHlStXcOzYMc0qoRsoJ/7st1Ds93vdej2A4oAayww2vt/lFmMWhPM4BdxjSEi4dOlSy69JK4Ik+9nOsfccQImlqPGmrf9MteN6NAuz9YIJoJrl2N6f4ACnTYDTxsPtEIpszvVrjd9lq+kz8vTTTwMA3vrWt7Zv4iYY10R2HcDtCcE8p21IWFsEs6SLY2MBnFuKYicpatmADoFHTlK06zPDR3BqMIt3P3BvV39G2AeE3cQ1GyfddXPsBcz04ruZ8J7fWYIQX8U9r7oDn/zZf9EVmzmzTXw5uzq2dj3y3EJRVmzZ6xJfAaIreNOpu/Hz77y/K66HkTPzEby0tIuAFMWdI5WryYwWbRlJAc9xyCsqVBUQtxch7SzDNzKFe0/chjtGXFUfINtpj764uAgAmJ6eLnp9Y/+yV4+7MTlgLzkIGyvy9X++uJrF1Z0cUqICRQWUnSXkdpYQGJvG4IGDLa1EtNvtOHz4cN3Z5WwdYdXkxkxpY/XNfuuv/r7E1qD89iKkyDJCE7MYnjrU1UJELVRao6WdJQiJta5aV5tBuTMOH1uGN7OJT37grfjA2++zephtxWi1W805r1P2Z/Vg5pijF7N4Dgi47Hj33eNF60Sr9/DZbBbXr19v+vN+/VIcj1+Ja5VHAsdBUlVtrkGXgN+6f7iu+8Pc3Bzm5+cxOztbVfyi2c4yHMfhwIEDGBwcLGsXWk2AsVmU+4zo94R6R0C9U5Xx3MTWJuM9jt37PA4BE4Pujg5yml2P/c7YZntlvViYy8sQeB6ipMDjFIrOWvW+v+1cz9g1EX1jeOSyVHQvUvb2tSoK77vXUdrjVf/Z0J+jui3gzb4Tc1evIL5+E87haQxPHTJ9P4FS+3v92cjsO9Ut18MsnjbDRzCOXYSnZvGON95b9RwqucGZ9R132oS2J49Vop69yH4Yz9bGZNz94p3NQhRFXLt2rWZ3NmMlNjvPuRMrZe+9+5039cnoetv4bhGSzRzZ3hmOwhZfrWovYrTPdwgcRFn9/7P352FyXPW9+P+uql6ne3r2VRppJFm2FiNsgww4tmUcAwYMIYQQJxAMmDWLIQRCHsyNH3Jj/y4kTsJyTQBDMGDigMMXDM41YIwXjGMJbCNsWbYsjTSaGUmz9Cy9L1X1+6PntKqrq3qb7unt/Xoeonimp7v6VNWpc87nnM9p2vIQjNdKuWUi/r7UMYlq2759e9WzC93+yDF87dEJLEZS2Xq11DHWUsbxGmVCkjEWcnBqKec7XzjWjcu2D1i2peYnjyKxcBLO3o3wDG7Oy3BnHtc2j+HbHUO1y2R8fBw+nw/PPPNMRX/fyrHfYmoWUL/qqquyS/oBYGxsDN/85jexb9++7M++/e1v421vext+53d+B7/4xS8s32fjxo2Ynp7GzMwMRkZGyj6Ob33rW7jhhhuwuLiY8/PNmzfjfe97Hz7ykY/A4ymv0rILqBcKklt1xqwG4Yx/E3r8Ozh+39eyr7/55pvxiU98otwiWHfmcrAL8hV7D2PDt8fnxNCx/4fvf+XW7GuapTyAwg+MYg1Lu5lfn3rj+bj/P/4NN954Y/a1tSgT0UhWdb0qHSe7SSfiGhEPpEL7tRonJnicMt504Qb8/e+dj1tuuaXq5WGXhn2tDzO7+sJlWjFgnmRw7d5NOZ9fbBJKsWukUQZsRYNMbPlQLBBsN+nCWCYActIWhxNpnPjZnVh48I7s5zZyPVLsGjGuDgUyg7Yep1J0XzfzYMA3/+1fcfy+r2Y/d/vr34Nvff7TDdGAtWOsB8TMVvMkAvPg4Y7hAPZPBLP7NgU8Duwd780+l0S53PetL+K/vvxP2c8av/rd+NMP/FXTBAfNdYKuqrh0sxcDHc5sR81qJbqYVS9ahWLYfOWx72D+oW9k37933zswdsW1Ja1WN3c8a7263TzAYV5VLmafOGUJGnI79ooM/OJEDElVQ1LVs51/878dThnBR/8TJ+8/W4/0XP4OjFx+LQb9pZVJuRMMNm/eXPHMcqt6pMOp4BXb+rB3vLfg6hu7+td8b8X2/xcO3H1b9jN7970DG674k4YPRFST+b4zP2uarR5ZK3Nbb/rBbyNoqEca+dlbK+bsZfO/uAtH7r09+/tGbZ9Vg3nvRFU/G8wS9cR69GkAYHp6Om9cYK3MA/Lj3S48PZtAJJVZleVzSdg14Cm64s3sK1/5Cj73uc9l//uGG27Ae9/7XttjsBrMNz+ry3kGSZKErVu3Fs2MYh5ULafPXw67fp65TSiC4xIAr0vBJdv6ctp6hQKHxsmmVosiylHrVfvm8vjgX9+I/suuzfluxuxuxc6NsX9w14HJ7NhDNcpjveozc5mMXvUu+C7+w+xCBq9Lzu4Tb7fHq9UEuVIGvBvN3/3gaXz5c7fizANfz/5M9PEA64wD5mtW/PeB40E8dnQhm+HIWB7Fxm7qyWocbeV/vlPw2Vvu+4t7xrjPuKbp0JBZpdvvd+Pzf3JRQ5TN3/3gaXz/yWnE01r2Xp595K41P3vtJtEVWjhWi/I4duwYotFoWX8jJsSJldhv3BHA/KP/WfDZaxVQF56ejeN7z6zkTML2OGQE3M0RSLaaYLDw6Hfwn187288r1BYxvo8YazBPSvc45JL6zI3EeF5jKR2Rx7+D6Z+d7eeVUibG9yqlvVYtHo8H55xzTlXfs9w+jd172E1QapRJbOZJSHZjIubFCUuPfSdnHOAP3vdRXP32DxacjFVswuNaJjUWstaAeivHfoupWUBdWFpawm9/+1v8/d//Pe6//378wz/8Q/aBfeedd+Ltb387Lr30UjzyyCOWf79hwwbMzMxUXKgAEAqF8L3vfQ8/+9nPcODAARw+fDj7u5e97GX4+c9/XlYKTauAeiWrj41/a268J+cncfIrH8x77TPPPFPWrMFK0uGulWioif2eK53dbay8kvMn8Otbr897TbnlUeizatXhLWWVebnv0eNz4uoNadz0jqvzXltpmVh1oIyDXxqAPp8LH9i3raJBBeBscD6cSOfNXC3nGjHuSQIAfX4XLgpE8G9/+aa8167lninlYVdph8AcQDbWF+bVtaXcv3azr79347UFy2StAxzVunesZkwXCgSXW5/tnwji0//x06Ll0UiKXSPm/Yv7/C68ZvdwWbM6Dx06hN27d+f9/AOf/z6++Be/V5PvtVZ2+0CbZ3saV9GKVbZpVcuuGLMa4LArj+1/9iVsO3dH0TqqHs9c42fbpbWUJaDTnQkej3e7cHwplbcS3SrYrAcncfDzH8j7rLH33oahjVvwxh0BbO93WQ7OmzueHoeE8/rduHDUg6nlFABUfVDBOMBhNaChSBJU5E8acMqZMhDFIAEwL8STJcDnlDGSOoUf///y2yOb3nsbukfGs9/Raqa53SoI4yQH8990dXVhbGys4jKxqkcKPW/trmG7yWX+2Gn88Wt+J7883vdv6B/b2lSDz9WwfyKI+35xwLJ9Vmo90kr2TwTx7/c+UpX2WSsQ9+Pp4y9g4kv5dWs122eNyNwPMGYOWq/2WSqVwvPPP1/2KrZizHW4cQ9RMRnLbrDUalW5NzSNN73pTXmf8/3vfx/btm3L+TwAOZPHdMOzv8ej4I07Avj9XYGyJ7lt2rQJgUDxVPWVZAwql1377D9+/CjueDad0yYUW2VJADb0ePGPb3mxZRY4q8BhtQYv7VaCVqvuL9Re1bo2ZoPfV+0cwoHjwbKzB9iNbVU6Ue6BBx5ALKnilG9b1Sepi+O1e/bu+suv5GTOAQqnry81i16jPcfN1/D3f/44fvvZ9+S9rpJ61a7v1cjlUunYyFo+T5SRmOytY+3jZ9ViHj/b0OPFB1/stmzDr7U8ii0cq9WE2+effx7JZLLk19utxP7Y9X+U91rx7AUKB9TF+1pN6G6GQLJ5gsHL/Qv4wl+/Pe91xvIoxmrbtG5D26TRmVfcy0tTeO62/DZ8OWUiyjkYy0zcMrfXqmlgYCBvz+m1MLdvdnlDa+7nif7R7Eoim0lvoNNd8YTGarEbjxWTFY11vRh3TM2fLBrLs5qMJdpa5sVB1ZrkaWetAXWhFWO/xdQ8oC6kUim84hWvwBNPPIHHH38ce/fuXdOy/7WYmprCbbfdhs985jNQVTXnRJdi9+7dCIVC+PrXvw4AiCVVzIYyD+HMgG1mRrfPraDT7YTXZb3XmFksqSKUSCGSUJGKRZBamct7TaB/GJ2dndkbNqlm9sEyf47xvTT97HEpsoTBTk/2tbGkinhahcehlHycxY4/HE9n9iND5vP8HkdZ5WD1nisrK0gs5ZfH2NhYSR19q/eNp9VsGUYSavZ3PrcClyJDB9ZULqWeg3LebzYUzwZIHGocK/On815XapnYlYEsZfayX46lkFZ1aIYHhCJLGOnyVnwuTy3HclYNyJIEWS7/XgGA2VAcodWHDgDoyZjlPVPONbIUTSIYSULXAW31GAtVkbIkwaFU53xWUgZ27ynqIj0RLVomkUgk8/ll7DMirp20qiMUzwTGKqnz7N63GvWRlfngEs6cms77eaB/GP093TX5zLUo5RoR9QyQ/xwoxcrKCk6ePJn3c3f3ADYM9BV9v1qfM6vPy+wBuTpYKgFep4IOl5Ktx0R9K8P6PpYkCbIE9Ppc6O5w5by/XXk4AgNweX3o7nDC41Asv7NVW6DS+r5c2c9erbMFY+1lnajV8PvVcvE6MvUadEBNRLEwdybvtc7AAByejuyqbWC1I+jNfM9oUkMsnRnU13QdkrSaRXX1X0GWJHQ4JXS4ZLiVYkdYXCqVuRc02YHFmApVy3y+LEmQJGSP13xcQH5ZmY9ZliQoMuDR4rZlIrm8ea/3ueRslD6e0pE0nCNR5sZyBDLnoMMlw+OQ4XK5bNPslqIWzxoju3vG1TUAuDoqbhM3s0L1iMPTAa9TQU+Hqy3KArAvj0Z99taSuB+TsQiSy9VvnzUDq/4RktGi5VFN6XQa6XS66u9rllB1rMS1bL0vSxJcigSPU8o+F9KqnvO8FM8rJR1DODib955dfYNQ3B2Ipc8+MxQJSK8+74CzW0aJ9xLPlGRaRyipQdUyzz+PI/PsdTmkvGeww+Eoa5sRY/ssMzyhQ5KkzHEA2dWalT4P7OoRX+8QNIfHsk0IVNY2Ft9nLe3bzB6Zmb40oOf0eV2KvObjK/SckV3enD4qgIq+SzXbD6FwGGlVRzAp5bTRq9FGKFav+nqHMNTXU1FfXYyVRJNqXt+jkZ7j5j6IBEBNRJBemc97bTXGz0R5iDE/AHAoMro7nOgx9a3qwa5P5pNSlmMB1XrWWI2RrFdfsBhjnSRLQKfXAY+etKxHqlke2ee9ttr/kSQ4ZKkm10oikSh5slxC1bEYO5vpTzwn0/EoTp/OH2MdHh7OtsdEf9PpdBZ8f9Ef1nTjRLdMOyDgqU7ft5qMxwysZj+06fcay6PS9+7xKg1XBlZCCS3bdpIlCXI6iuhi/rOmnDIR159xrEKRa1MmLpcLsixX/PfG9hCAnLE4RZbg0RMIzp7K+7ty6pF6jqNZHYvx++aMsa3WXz63glhSzR6vsU2jJaNlxa7sxvHMCo1hrsU73/lOdHZ2rjmgLrRS7LeYyjZjrIDT6cQf/dEf4de//jV++MMfYu/evdkZXVNTU5Z/E4lEsLS0hO7u7qoVKJBJJXDLLbcgmUzi1ltvxb333rumQo2nM5WJrp9NuVtJA9vrynRyYm4Vi7KGxRWLz1IlxMPJzA1ruNnC8XQ2cA3A8oYUk+MWo0kk0oopiJpaU2VlVQnIUiaYLjpylfC6MoELyNaNlUr2ASkWNF2JZQK+1Qh+GyvetVwbQKYsBjs92UZpUrd+KJZSJladLt1wnEux1VRVhoafqLwrvUbi6czsO2MwvdNb+WSLTrcz8xBTV+8Fxbo6K/UaiSVVBCPJnIC/uCrMA0KivDQAmp75bpXc74OdnqoGI8V7ikZO2qZMwmkJzmTpx2w1+ULTdWirF0imvHSEYjpiSbXiukTUgbXS6fMivzsAxDUZs6F40eNe7+BxKdfIWsvM9v6QnViMJgHY3/PGgba1PkNKYdfQNtapMffZa9U48cw8acqu3rErD8dqhzmWVLEUzXSiZSmz2kd8TjSZGVgS94X5mWusV8S/1ZrMthjN1F3GOltaHa/X9Ux9ZQ5m2w24GztxKdmNBYvP7PC4kAQQT2tn31OWEE1qSKg60lruwIEsYbW+1HMC15quI5ICYmk1J5BvNbhfKh3ASlzL6aAaBy4Sqo5kWrcMZEjZfVMlODL/kXPCXA4JsmZdJm6XE2lJyraBNF2HrgLLcQ0SrCcW6LoOVQdimp7zXqJMfC4gIGlrukZq8awxsrtnPG43UsBqYEUr+HxY77q11uzKRHE4M22GlFrSM6dV2JVHqc/eViLux3ktDas1VAlNRqyM9lkzyunvivaqbN1erVV5KIoCVVWrvkrdzL367FmMqYCWeT4kVB3xdP6kLUFb3eBZ1a2/c1RTIKe03L9B/vPcoUjZZ1zmfypcinR2EpkOxFIaEmkJSip3EFeW5bKC6QBWz5ELs6F4po+kn+1fa6uvycwbK7+/EEuqSGjW/d40FOg2bcK1WGv72uNQIEupTPtntY2hqXpmnMFmDKecz9Nt7hmH0wlZkfPaumsZe6jG81l8ZdFGtromIgm15IUN5uCuqum2ZdLT2bHmfqnbkXlu66tt7XhKxemVeNUmC661HSTGI3P65kr1xs8Am/IAsn0yAEipWkM8w+zGZ2XdYTkWUK29hY1l5Hc7GqZtG0uqSK1O4nEo0mrmMidk3bqvVe3yiLnPBtaB1XPiqH6ZSJJU8Llu7APGU3q2r6jImSCZW5Egu6wDVS6bn9txKxLcXgUdhkCy6G8mVB3zER0Bj4xOV+WBzmqym2Bg1+9dS3kk0/qa+vrrSYxrAJk2hiwBfq8b0cX815ZTJm5FQo9XyV6PYrwhuTrhoFplI0nSmoPpYvwNos2Ks/W+LAEdHg+CFn9bTj1ibG8Yh1/iaTX7+/UgYkXA2cl+XV5n3gLETrcTnW5n3vHqAGSvjCmLgLpdeZjjPObFQeJSEDXbYjSFpKo17EKFVo79mq1bQB0A+vv7AQBzc5mL67zzzoPb7cbc3BympqawcePGnNeLmQt79uypyfFcccUVuPXWWzE/nz9zsxhZlnHllVdi/0QQDx6cwUMnqr+nwZ999JP44q03Z/+7d9916L7krdlUtqv97czxSIDfraDHp6ymn4BtyoizqSNkJNKoSuqI2x85hq89VXpK0XLsnwji099+Ai/85B4sPnx2/8UPfvST+Mu//MuCf2efwlyButrAFgPoiixlg6lib6hK04zUsjzOph1xYOHRX+XsSVmsTMzHJ1KqFNt7uBpp6vZPBHH7ahosRZLw5688B9deMl7x+4n3zN2j84c55fGW938M3gteXzSV3P6JIL798FEcOK5hJZbOBPxXZ86aUxZ61mEfk7Uyphw78bMf5ezf0rvvOmy44lxs6Fndf3ziKQDI1mfmlL5n095jdR+9TL2hA5lBBZxdzelQ5Jqkoakm8956vfuuQ9+l56DT47BMTSyusTMrcRw+HUJKlYumbqz1nonVZrXfoP9l51je/znpiU7OrWkri3KJequSPTrLOSd5e1J+9JPo3/TKnLR1sizB45ShaYAiY/XZ6kA8Jec9a+3+rUZ6xP0TQfzjPU9jNoS8NKvX7BlFIpHAgwcncvZKT2t6Nt34xi6nZWpyowceeCBnH7kPfehD6Bt6Ce45vIKluJqzN1y3V8GpUDpvj7RXn+PHT14IIxhVEUlpuanVV9/XmGq+0j3EjkycwGJMxWefceTtR7bd5r2sUu0W+1yrMnn57ldk08GZv6Mg0saPdjqwFNey+9aLxpxISS86rB0uR7aubuS6xHzP3HLLLXjZNfty9m63amvm7r8mN+TztFJW9Ugy8HI8NZFJ6eZxynjThSP4+6vPr+NRrp9yn72tbv9EEG//y4/n7DfYf8V12Py7O7LPBWP7rFWJ9ur0YiyvDT9+9Xswsm+X7TZAa7WyspJN21prxi1IQgnNMnuMeAae3YbFgcVf/iqn79t9+TvQ/Yq3Ql79I/HMkAF0OGWc1+/O2af9/zu0gnuey31Wy5KOlIac7DI+09+WmurdSqF02cXSVhbuh3hx4me/zunTjF71LgRevn1d2qCVsNuTW9P0vDGcYs96q5T0L/zkSczc/+/Z12x89bvxrj97Zc32J16Le+/7KRZDcXz5qMfymjg7cTEzFlGojXy27SvSj4v2txvTD+b2e0sdGymFfRr8arXlxRjJVlxXxhiJcTzSuP+sz61A+c0j+PmdZ9urt9xyC1772tdWdJxWn3twaqnhxkaKjc9atVmrVSaNSFxfyzHrMYz1LA9xzeyu0RjJ3NwczpyxmjKRn7Y7kykkt9+5afXZadXPe+UrX5n972Ip3+0+/3vPrODQXByRZGaStc8p4/Lxjrruqy76wYfm4jh4OoGkqp1Nx74l0w4oVh6Vfu7TFludNRK7rdp2DXrw6MMPVrVMyt2Sp1SVbB1nHu87cDyIlVgmq5MY8zX336pdj9R62xyrzzPHihRZgs8QxwFQcv1VaXkYn6si9pBSNUwGo7j/2TOm1PPVidOsZcKFnVaK/RaybinfgUwqgTvuuAP/+I//iI9+9KMAgNe97nX4f//v/+Ff/uVf8OEPfzjn9R/60Ifwuc99Dp/5zGfwsY99rOzPy6zIsp/Z89nPfhYf/vCHsW/fPjz44IMlv6/YQ/07P3+i5jf5oUOH8MOHDuC42o1DsUBOx1TsDya+p2TRETEGA8XeDGKfBxFELXWv90JqXeGJPfeWZo4hdGYSPaPjOXthWQXARKPeqUjYMRzA4dOhnH1lzUFT8RpjR6TSYEcty8M4+BRNqkjOTyK5cBKB4c0YGT/H9rMK7Q0urhWxF0itAmS1CjQaz/ncyaNYmjmOzqFNQM9Y0Q651aCP26Hgmj0jGO32FtxfrZGDpsbz/T9P/AYP738Kqc4RaF0bAQnocCp4xbY+vLpnHhKAp9SNBQe/xEQTq8kXEiS4nTIUWap7J7oUdvWquc407lGumepZuz3vG2lAoRyHDh3C4cOHkfQP4/5TzrzBoh6fM6+OtAoQmyeg7NnYDaDwXoWlMtartS5bUR47duzArl278vZPcjnkzH0hZpCurowKeJ24cKwbl20fyHvmmleoy4bXV1rPiuOym2Rw6tQpLCycnVdut093MUePHsXExAS2bNmS3bvV2ME078ve4czs1261R7gI7gejKo4vpbJBZbs9X8vxzJHjCCU1/ONBR3bPdmNwoZrMZQLkD0rE05nVIFaTBQDk7NtnLMeVpJqd8NgsAUfzPQNYt8eM9at5kkqnx4Hxvg7sHu2q2r679WQuE6v9K6329m1VhZ69jbb36nrYPxHEp//jp3jqt4eQ6hyBs28MkACfy4E3XbgBV3Rm0n23ckAdsG7DdwyMAT1jZQXZyqXrOk6cOIFwOFydL1JE/mC+lB3MF8/LjV3O7OQ38WxMzE0iOT8FR99GuPs3ra6MyfyNeGaIvV/NA7BW+5Z2rLbXVU3PO44er4K/unwD3vDyXWvaagQoHBw3Pg9En1X09eNp1bQAILcfklyYRGphCr7BTXD0bWqK+sPc31yJpXLGcJQiixvM+1cbyyQ+ewKphSk4+zaib+NW3PC72xtyUrPdHurmtoDdwgar/UZF+1o2tb9PHH0O7vBpvGHf3jXvi21mHoep1sKULz50FMFwErIEBDxOvOGC0aJjR4XaWMZ2k1X7rNqM/ZEen7Muk+vtysOqHNejTBqBeR95u3PTKuURi8Vw9OjRvJ9bTWqzmkxmZNXPEyoJqIvj+Mwjc1iKa9nxA+8676tu7o8/MRNHNKVlJ4NLEjDY4cCHLunLOZ5C5VHJMdQieGz1OeVOmjf+zZMzcTy/kEAspSPglvPGJqpZJmJP9aV4JpvQFVt8+ODFfWt6TwDo7u7OC14WGsc2tzc8ThnhhJod8zIHmY1/X816xG7v8lrE3IzPdRErAta+YKya5WFue8AwJr3WhZvV2kPdqFViv8VUNaD+yCOPYGZmBn/wB3+QkyYslUrh3/7t3/DhD38Ybrcbzz33XHaWzP33349XvepV6Ovrw2OPPYbt27cDAB577DG88pWvhNvtxsTEBHp7y784rr/+emzduhXXX389hoeHc3534MABvPa1r8XCwgI++9nP4oYbbij5fXfv3o1wOIJX/f13izZOqsmuYypWTpoHJc0DsObKUQQ/RJBkrQGgWgcY7WYFG4Na5k6ZqGjEwIFxYMbvduQFTc1lvJbvUsvysJrxbq5Ur927yWJ2v3Xg0Bj4Wq+AVS0YrxG7TrZdB76ZAheVENeMCBCLsvmbF6WhAfjcIVfOgFV2ZaUpgF7roOl6s6pXxHd1yBJiqbOpr2QJcCpyXl1izOpgXH3TrNeTXYPNKotHwOtEb4cLi9GkZVaUak+2qNdEFvMkqQG/B0dmQ3kZLYyDulYdkmqvVC80yUDXdRw+fBiqqhZ5l8oYg/NH5pO45/AKVhJaWYHsp2fj2aCyMRi/1hXqXzzsqmkHvRirGe122QDMkxyeno3jV2d0HJgKt0zA0WrymtWqtJSaGcwR9UuHS6laNodG8Xc/eBrff3Ia8bRm20Fv9Al71WAe5G3UFaa1ZnxOiCCbBKDP78Jf7U6i0+3E669+Vb0Pc11Ytcfs2h2iTX90LhMMr3RwLZFI4MiRI9X9IgWYB3ftBnmtno0uJbN9yaWbOzDQ4cx5ZhSaKGd8LxF4f/U5/uznGweMuzwKrr98G96/75yalYHdxPf9E0GsxFLZDHKAdT+kmdvZ5sntZ7Nf5Qf/CgWQjWUinpsSGnuS1gMPPADAeoKQVRvB2N90yBLuPXgqb7JFNTM+lcN8Da91/OzsqrhUzqo4q4nbhcYx6pklbj0nPRf6/GpOdGh2VmO/rdKWtqPrOo4dO4ZYLJZ99okJ3MZnqXllerl9xUoD6gDww+dW8N2nVxBNaUhpmYlu3RVOJDcqJXhsntgnMuKIiJAEwOOoXjDXjggeG8cNLhz1lBz0LsZufME82V+81mqCQbWulXKO+bO/nMdsJDP2ZjWpoRKBQCB7nZYyCevg1BK+9ujZTLayLMHrUqBpgMcpVy17bTG1DCCbP8dqLNilyA23YMwqBlSNZ10lAfV2if0WU9WA+te//nW8613vQn9/P17ykpegr68P8/Pz+O1vf4tTp07B4/HgjjvuwFvf+tacv/vwhz+Mz372s+jo6MCrXvUqJJNJ/PSnP4WmafjOd76DP/iDP6joeN70pjfhBz/4AWRZxote9KLsCTt69CiefPJJAMBrX/ta/OAHP4DTab3HkJXdu3djaSWE4fd/tWEaJ6U27K0CxqLSrOeM0lLZVazmTrZdIL2WM5vqwa5SNaciNs/uL5TOvtkHcksNYpmvlWo/nBuVGMyPJFVA1/E3ezLpez7zW0fRtP/VTrfZKMz1inE1/mr2ZciShD6/CxeMdedMYCplAkK9nw+VKDRpx/zdrt27CXcdmMwpP6vtAJpt4NPMWDcCyNYziiTZZrSwmggn/hUDpGudlGdXZ6dSKTz33HNr/t6lWOtM80pmkFuZnJxEQtXxdKyn7inkKs0G4Ha7sW3bNvzqxFJJq0qahZhpbt5qRrTLBvwePHtqJVuHiLpDTFipdAueRmOVwagVspxUoh0He62IOvzA8SAeO7qAaEoFdODje9JwKBJ2v/R32qY8zPdHocw4IlObmIDwmt3DFfXtCqWIrbdqPRuN72UVvP/SgSDCSQ19fi/+/k0vqvn1Zl55pMgS0obAsCxn9q206oe0Wh1ZKLNeqRmh1jqxZD0UCqgLdtn0xEQCu4xQ9eqbrnXMxFjfqZqGZFpHMq1ZpsBvhnGMeowhic+0Sodb7/KoB6uJOO02aTEcDuNH+w9ng5NiPEKRzm6Nstbg7VoC6oD1RLe1BGvNgXJz5hvzBDqxSr+a266t5XirGbg2Z+YxThYAzm5TJ8pGbElnNcGgWBaDavvi/gU8OBFFUtUst/GpRFdXF06lfSWN6xXK2isW6613/W4V66jGmGKxiXzX7BkF0JgLxsrJxlKKSgLq7RL7LaaqAfWJiQncfvvteOihh3Ds2DHMz8/D5XJhfHwcV155JW644Qacc471jOevf/3r+MIXvoBnn30WTqcTL3/5y/HJT34Sl156acXHMzU1hf/+7//GT37yExw6dAjT09OIxWLo6+vDBRdcgLe97W1429veVnZKMxFQD7zzyw3XOKmkIVvvGaXlstuPDBYDtMbV9+ux90a9mB8I5o6n1CJBvlIVmtVvDny22iSLYswD2B89PwUNwFde8OYFzps51W65CjWqdgwHMBTw5Kwasdsf0mr7hGYOhJWaTrBQHaTIEtwtWPdUcyCtFs9eXddx6NAhrNfOPpUGkKtprQMc9aYoCsbHx+H1egE0X/usELssScZOq0iHrlusUF+vGfHrYS17DLeaUtORtgPz5L6P7clkctBHdrdVeZifrXZt+uzKdYh9qB157flSntO6rmNiYgLRaHT9vmSDeXo2jrm0Fy/bPrJuK3ztJsgbM8jZ9UOaffK3mdUEg0KZGZqxb1ZKQN3IOAlPW52kK8M6I1SzMqdJv2rnEABYjnGZt41q13EMI2O7UlX17GrCVh7zK8RuUUkr9b1L8fixBXz2x0/jiekI4ulMK0EG4HVWL7V6tfqb1eg7W6WzNwfKRcDa/K9V4H29+vGVpOEvhTF1uqafLQMRLBcNR6ec2cpRkSXEUvWdYCBYTYxY6+efVv249cHJopknrZ4pjbKYym6cdq0ZHo0ZTZpx4U+1suVUElBvl9hvMeu6h3qrEAH1zX/+700/wCk0Y8e0lFlFpQ6mtAoxMHngeDAvFXGrrzK2U6hz0UoD9OUwDk76g4chAQh2nds210Qh5Wz7YLf6uBW2TzArtR4Vr5tZiuHeg6eg6npLTTCotlo/n44cOYJEIlH1921UzRxQdzqd2Lx5Mzye3A5zK7VhitWvol0HwHbVdqsMlJpX7FsNkptXV7XStWBktWq/2c9vpYx9m3dsDkOW0FYr1IuxSpEv9s2TTNnIytnSLJlM4oUXXoCmaev7hRrE0NAQBgYG1vUzq73CppkVy8DXCgGxcgPqVv13t0OxzQjVjOwmTRaadNdu4xjFJliJMa9y9p5vRcW2PWymIFGlcu6beArLYhsdCeh2K3j5WG6q77VolP6m3Upv80prwRiwrmaK9Wof/1oCyXbbrol07isJFbG0fjYjjgR4nfWfYGA8fjHRwG7v9nL8Ys6Nbzw+mbcXuXklejNM6K7WJGyr/dmbNaOJeWJeJeVRiz3U2wUD6hUQe6j/r2890BKN+WZXzX3PW4GxA1ooFXE7KRT4bNcyEcod4KDStWrwo1RWKdJbZYJBs5icnMTKykq9D2PdNMoAR7ncbjfGx8ermoKqlbRSx1coZbJfO6WCL5YNpd3abfsngjj5zP7shEerbUPaqTyM7PahNqexFKtvSh0cXFxcxPT09Pp9kQaxYcMG9PT01O3z272tLJSaEapZVdLfbIcxnkLXf6Fto1q1PIRSt0IIJ9TspMQ+nwsf2Let4YJAtVQsa16zT8QpxGqLCGNaaJ9TwrBPwdZeV9UC6UKj9Dft9iKv517g5TJubSNS0q81kFxoi5tHjkfw8PEoIikNug74XBJ2DXgaYoKB8TjNkwIquYZdLheWnP22k5at7qFG72dWI3tfK03krkZ5MKBeOQbUK7B7925EIhEcP3683odCZImDE1QqBtRpvbBeWn9nzpzB3NxcvQ9j3TTKAEc5Ojo6sHnzZiiKUu9DaVhWqdkadfZ8OUrJciIC7saVA82Ylq4U5okT5r1jW31w2Oze+36K2VAcX3jOY7tCsZ3KoxCr7cBgWrFeLDjZbqnfJUnC2NgYAoHKVj1RbbRqW5n9TSqVXcYGq60QvC4FmgZ4nHLbPQ8LpS1u1q0hSmWelCrayMbn/kjAjXdd4K9JcLRR+pvGwKt5H3ZjoFrsoW4MGDscDrhcLiiKAlmWs/+K/ymKAkmSsLS0hHA4XPfvU00/fG4F3316BZquN9wEA0EE/5+YiSOt6RWVR39/P4aHh8vONNno9UY1jrNZvmsp1vpdGFCvnKPeB0BE1Xfxlt6mfzAQUWthvbT+XC5XvQ+BCujq6sKGDRsgy3K9D6WhXbylF5964/l5+4SJwHOzKlQn3v7IMSzHUlheTd2ZGSeU4JAlhONpPHVyCTfd83RLDR7v2diNLq8T4Xga0aSaGRzVdYRUDRKA5VgKLoeMg1NLLfOdC4mnM/s/imtAlEO7lkch4l4qtKrx3t+eKrjvoiRJcDjaY2hElmVs3rwZPp+v3odCJmwrUzsTKX3nQgnEU5ktOBRJgqrrUFfXgblNWyFcu3dTSwePAetsDQenlrAcS2XLyeOQMdjpbrnJlmbGa8TcRu5wnp1A99rdQ+iMn6n34dbU+YMevH9vr+Vq7PMHPTn/LUkSfD4f/H4//H4/3G53SfsJd3d3IxqN4syZM4hEIjX5HkKh71NNbzgvgC09rpp/zlqcP+jBkfkk0loMK4nMPX5kPlnysUqShL6+PgCltyuapf1RjeNslu9ailb6Ls2mPXqNRERERG3G7XbX+xDIgqIoGB0dRVdXV70PpWkYA2atMqO8EBFcTqS1bBDQ51Yw4Pfg+EIEkYQKlyPVUsFU88QJq71j06qOmaUYbn/kWMtfAx6HAllKoavDabtC3TyxpF3uDztW9cTBqSX8dno5O/C+HEtBB/Dlh49m/0Zoh8lNDocD4+Pj8HgabwCZiNqXedVxwJtp94hJUa24FUIpzOUi2oM7hgNwKjL6O11Nn7a4VOay8LmVvO2SjGVw+PAC0ul0nY+6tsyBcyOXy4XOzk74/X74fL6K2zgdHR3YsmULIpEI5ufnkUwmoWkaNE2DqqprOfw8hb5PM37OWmzvd8Hvzpwzv1vG9v7SF0r09PRwKzmiGmNAnYiIiKgFMaDeeHw+HzZu3MhOboXaZRa2CC6bVyQBmVTwLkdm37fJYBT7J4ItUybmgKj47jNLMdx78BTiaRV3Pj7ZFunOvS4Fg50efHDfNts9dJ1KZoX6s6dWmmb/w/VgrieMk1M8Ttkyy0M6nUYikajjUdeey+XC+Pg4s9cQUcMRK66jCRV+jwMXGLa2aefJYj86OIPpxRgiSRXQdSxGk1iKSliMpNDjc+KqnUMtH0gXzNdIofT2uq6j3Xa3FavQRRC92uMAPp8vL7NNKpXCwsICgsEgNE2r6ue1u7Ws2O/v76/hkRERwIA6ERERUUtq9Vn5zUbsWdsuaYVpbewmDxhXcd//7BkcOB5sueCp+bvf/sgxKIqESEQtusq4lXhdCt5z2VbL39ntISrLmRSerZS9YC3Mk1MeOTKHp04u5WR5uGgsgCNHjlR9pVUj8fl82LRpExRFqfehEBHlEZl5gMwkKGPq8naZTGm2fyKIh56fzewlv7pvvEuRkUhriKc1pFQdm3o72qZsCl0jZul0uuWe6bIso7e3F319fZAkCaqqZv8HZFaSr/cz3ul0Ynh4GP39/QgGg1hYWGi5cq+nSlbS9/T0cOIk0TrgiB4RERFRCwqFQvU+BDLo7e1lMJ3W7OItvTg4tYSUqmExkgLQ+sFTcwp8u1XG7USs1DLvIepxyC2ZvWAtjMGYnSOBbJYHY8r8Vh4A7unpwejoaEn7pRIR1YNx8lM7rkS3kmnr6ZAlCR6Xglds68NQwJOTjca47UurK+caicfj63hktaUoCvr6+tDX15cTMG+kPqXD4cDg4CD6+/tx6NCheh9O2/J4PBgcHKz3YRC1hcapgYmIiIioasLhcL0PgVZJksT0a1Q15lU6rT6gWmiVsY5Ey69Ut2KeZGDcV/Xw6VDLZi9YK7sB+e7ubiwtLdX34KpMkiQMDQ1lV7MRETWydl2Jbsfc1rv+0q1tnwK/1GsklUqtw9HUltfrRSAQQG9vb9Nkl5FlGV6vF7FYrN6H0nbEhAZZlut9KERtgQF1IiIiohajaRoikUi9D4NWdXd3c990qhoRFPzRwZl6H8q6sVplrCPRtivVzZMMxB6iB6eW8Nvp5bbJXlAJqwH5gYGBlgqo+/1+jIyMVH0PVSIiWh92E8A48aC4ZglAm3V1daGrqws+n69pv8PY2BimpqYQjUbrfShtwePxYMOGDfB6vfU+FKK2woA6ERERUYuJRCLQdb3eh0HIzNYfGBio92FQCzpwPIjlWKrtViKLQeYvP3y0rVeq2w2qi5XraVWHU+FKlVK43W4EAgGsrKzU+1DWxOFwYGRkBIFAgKvSiYiaHIPn5dF1HbFYrCknyCmKgg0bNjT9CmOXy4UtW7Zgbm4Os7Oz9T6clrdp0ybumU5UB81dUxMRERFRHu6f3hicTie2bt3Kji5VndhDezGSwnIshYNTS/U+pHV18ZZevO/ybRjodKPDreSsVN8/Eaz34dXNxVt6ce3eTXBIEjRdx10HJtu6PMrRSPuRlsvn82HDhg0499xz0dXVxWA6ERG1lZWVFRw+fBjHjh1ryn5wV1dX0wfTBUmSMDg4iNHR0Yrfw+fzcbu0Irq7uznGQFQnrVFbExEREVEW90+vP4/Hg61bt8Lj8dT7UKgFib01e3zOtthH3YpYqX7hWDc6PQ5EEmpbTi4wS6kaFEViebQ4l8uFwcFBnHvuudiyZQt6enpaZjCeiIioHEtLS1BVtd6HURHxPG81vb29FQXFOzo6sHHjxqacGLGeOOGAqH6adxo2EREREeWJx+NIJpP1Poy25vP5sGnTpqbd/44an93emu1GfO+b7nkaLkcKTkXCZDCK/RPBti0TMdkCAMujDM2wqru3txednZ1wOp1wu91NccxERES1pmlavQ+hIg6HA+Pj402dJaeQoaEhpFIpLC8vl/T6jo4ObN68GdPT00gkEjU+uuYVCAQ4aZ+ojlqzxiYiIiJqUwsLC/U+hLamKArGxsYYTKea496aGWJywY8OzuCh5+dw/7Nn2m5feSOWR2W6u7tr8vyUZTmbhj2VSsHhcMDr9WYHQuPxeM7/NE1DR0dHNpVnJBJBNBqFLMsYHh7mKnQiIiKT9QyoS5IEh8MBRVHgcrngcrngdrvhcDgQj8cRi8UQi8WQTqezr3e5XHA6nZAkCbIsQ5IkKIqC3t7elk7bLUkSRkZGigbUXS4XhoaGEAgEsLKygpWVlXU6wuYj2oNEVD8MqBMRERG1iHQ6jaWlpXofRlvbsGFDy64yIGpUF2/pxcGpJaRUDYuRFIDMPvPtGkBmeZTP6/Wiv78f8/PzVXk/n8+H7u7uovuidnR0ZP9/XdehaVrOhCy/31+V4yEiImpVLpcL0Wi0pp8hAuiyLGPHjh2WrwkEAtn/P5VKQdf1bCC9XRWb7NDd3Y3R0dFsW4mp3gsbGRlp6UkYrSidTiMcDiMej8Pj8aC7u7veh0RrxNE+IiIiohaxuLgIXdfrfRhtq6enJ2cghYjWjzHVebvuK2/E8ijf8PAwBgcHceLECUQikbL+1uVywePxwOv1IhAIwO12l/35YsUaERERlW7Dhg0IBAJYWlpCKBSqen/Y6XRifHwcp06dKutvCAXPhSRJGBoaygbTdV1HOBxer0NrOgzGNh9d1/HCCy9kM1YAgKqq6Ovrq+NR0VoxoE5ERETUAnRdZ7r3MnR0dKCzsxOyLCOdTiMYDEJV1Yrey+12Y2BgAF1dXVU+SiIqFfeVz8XyqIwsy9i8eTOWl5eRSqUQDAZzBsGMvF4vhoaG4PV6GQgnIiKqE0mSEAgEEAgEkE6ncebMGSwuLq7pPT0eT3ZF+tDQEAPkFXK5XOjv78fCwkJecL27uzunXJeXl23bXITsFkLUPMQWEcbr+tSpU5AkCb297Js1KwbUiYiIiFrAysoKO6BliEaj2WCILMsYGBjA4uIi5ufnkUqlSnoPt9uNwcFBBAIBdm6JGgD3lc/F8qiMLMvo6ekBkMk8cuLECcTj8ezvFUXB0NAQenp6WPcTERE1EIfDgQ0bNqCnpwczMzM5z+9S/35oaAjd3d18xleBJEkYHh5Gb28vZmdnc7anGxgYyP7/KysrmJqayvt7t9uNRCKxHofa8Dh5vzmNjIxgYmIi52eiburu7obX62Vd02QYUCciIiJqAVydXr6FhQWEQiFs3LgRHR0d6OvrQ29vL1ZWVrJ7XHk8HmiahnA4jHA4jGg0ml2RzkA6EVFrczqd2Lp1azYFqSzLXJFORETU4Do6OrBt2zYEg0GcOXOm6F7eQGYS3fDwMJ/xNeByubBx40b09/cjGAxmMwAAQDgcxsmTJ/P+RpIkjI2NYWZmBtFodL0PuaF4vV7und6kfD4furq6sLy8nPPzYDCIYDAIp9OJQCCAvr4+nuMmwYA6ERERUZOLxWJt38msVDKZxMTEBHbt2gVJkiBJErq6uvJmgHu9XgwMDEDXdQbRiYjaiCzLCAQC9T4MIiIiKoMkSejr60NXVxdWVlZyUo7rug5VVaFpGnRdRyAQgN/vr+PRtgePx4PR0dGcn83OzuacG0mScvreHOdANnMSNafh4WGEQiHLiT2pVAoLCwuIx+PYsmVLHY6OysWAOhEREVGT4+r0tSknQM5gOhERERERUXNwOBzcr7iBDQ4OIhQKwePxwOv1wu12Q5Ik6LqOF154od6HV3d+v58B9SbndDoxOjpqua2BEIlEkE6n4XAwXNvoeIaIiIiImpiqqnnpo6g83LeKiIiIiIiIaH35/X7L7ADJZLLt9093Op3YuHEjxypaQHd3N9LpNE6fPm37mlAoxMkTTUCu9wEQERERUeWWl5dzUqRR+dxud70PgYiIiIiIiIiQ6aNv2rQJ/f396OrqgtfrbbvVuyMjI233nVtZX18f+vr6bH+/srKyjkdDleIdSURERNTElpaW6n0ITS8YDMLhcGBgYICzv4mIiIiIiIjqLBAIIBAI5PwsFovhxIkTSKfTdTqq9SHLsuXKfWpekiRheHgYqVTKMngeDoehqioURanD0VGpuEKdiIiIqEklEglEo9F6H0ZLmJ2dxbFjx5BKpep9KERERERERERk4vV6sW3bNng8nnofSk0FAgHIMkN3rUaSJGzcuBE+ny/vd7qu49SpU3U4KioH70oiIiKiJrW4uFjvQ2gpsVgMCwsL9T4MIiIiIiIiIrLgdDoxMjJS78Ooqa6urnofAtWILMvYvHlzXvYFIJOBcmVlBRMTEzh27BgX0DQgBtSJiIiImpCu60z3XgOcBU5ERERERETUuHw+Hzo6Oup9GDXTyt+NMuNOY2NjlpkWpqamEIlEEI1GcezYMczMzEDX9TocJVnhiCERERFREwqHwy2/b1g9OJ3Oeh8CERERERERERXQqqu4nU4n99FuA5Ikoa+vL+/nmqbl/HcwGLTcc53qw1HvAyAiIiKi0s3Pz2NlZQWJRKLeh9KSvF5vvQ+BiIiIiIiIiAqw2oe6FbT6/vB0Vnd3N+bn54uO78VisZadQNJsuEKdiIiIqImcOXMG0WgUqqrW+1BaztDQEDuvRERERERERA3O7Xa35EpubkPXPiRJwujoaNHXxWKxdTgaKgXvTiIiIqImws5Vbfj9fvT399f7MIiIiIiIiIioCEmSWnKVeiqVqvch0Dry+XxFV5/HYjHE4/GCr0mlUpibm8Pi4iISiQT3Xa8RpnwnIiIiaiKKonB1epU5HA5s3LgRkiTV+1CIiIiIiIiIqASDg4OIRCItM0YiSRJ6enrqfRi0znw+H5aXl21/r2kaXnjhBXR0dKC3txeBQCC72EbXdSwtLeHUqVM5+6+73W5s3bq1JbM41BMD6kRERERNhI3h6hsbG4PDwWYxERERERERUbPweDzYsmULJiYmmj6o3tnZiZGREbhcrnofCq2zUsf5otEootEoJEmC0+mE0+mEruuIRqN5r00kElBVlWOIVcaRQyIiIqImwsBvdQ0NDbVkmjgiIiIiIiKiVufxeLB161ZMTEwgnU7X+3AK8vv9kGUZsixDkqTsvz6fD52dnfU+PKqTcrd21HUdyWQSyWTS9jUi4E7VxRFZIiIioibC2aXVw33TiYiIiIiIiJqbSG89PT2NSCRS1fde67Z7iqKgt7cXvb29DHCSpUKB8Ur5/X5ua1gDDKgTERERNRGm/1o7SZLQ1dWF4eFhdjCIiIiIiIiImpzL5cKWLVuQTqcRCoUQCoUQDodz9pUu18jICDRNw5kzZ8r+W4fDgcHBQXR3d5e9Apnai1XK9rXy+/1Vf09iQJ2IiIioqfj9fszOztb7MJqSz+dDd3c3AoEAV/oTERERERERtRiHw4Genh709PRA0zTEYrFseuxEIoFIJFJ0xbksy9i0aRP8fj9isRiCwSBSqVTJx+DxeLBp0yYuiKCSxGKxqr8ntzasDQbUiYiIiJqI1+tdc8qxduLxeNDd3Y2uri6mVyMiIiIiIiJqE7Isw+fz5QQXdV1HPB5HKBTCysoK4vF4zt+4XC5s3rwZbrcbQGYM5txzz0UikUA4HMbS0lLe3xgFAgFs2LCBk/ipqEgkgrm5uaqnfA8EAnA4GPqtBZYqERERURORJAmdnZ1YWlqq96E0DFmWsynUuru74XA44HQ64fP54PF46nx0RERERERERNQIJEmC1+uF1+vF4OAgkslkNrjucDgwOjqaFwyXJAkejwcejwd9fX1YWVnBmTNncgKhkiRhdHQU3d3d3FqOCorFYjh16lRNUr0DwNDQUE3elxhQJyIiImo67RRQ7+vrQ3d3N9LpNNLpNFRVhcPhyAbNnU4nZFnG6dOnAQAbN26s8xETERERERERUTNwuVzo6+tDX19fSa+XJAldXV0IBAJYXFzE3NwcnE4nNmzYkF3VTlTIzMxMTdK8A5lFJrwOa4cBdSIiIqImE4lE6n0I6yYSiWBkZKTeh0FEREREREREBCATWO/t7UVPTw9XpFNZUqlUVd7H4XCgs7MTuq5D13VIkoTh4eGqvDdZY0CdiIiIqImEw2EEg8F6HwYREa3aPxHEwakl7NnYjYu39Nb7cIiIiIiIaJ0wmE71MjIygq6urnofRlthQJ2IiIioSaiqiunp6Xofxrry+/31PgSilicCwk5FRkrVsoFhBoqL2z8RxE33PI3lWApORcK+cwdxzZ5Rlh8RERERERHl2bx5M+bm5hAKhaDresXvU62V7lQ6BtSJiIiImsTi4mLbNZgZUCeqLREQng0lEI6n0elxwOdWsGM4gMOnQ0ipWl6gmM46OLWE5VgK86EkNF3H95+cxkPPz1qW37YBf86EBSIiIiIiImovXq8XmzZtgqqqWF5exuLiYkV7qmuaVoOjo0IYUCciIiJqEpU0sJtdR0dHvQ+BqKWJgPByNAVd17EYTWIpKuH0cgKqpgMSAB3ZQDED67n2bOxGl9eJcDyNaFJFNKUiuqjmld/dv56Cquno9Dgw0OnGp954PsuQiIioSTELTXUUK0eWsz2Wzdqw/KgRKIqC3t5e9Pb2IpFI4NixY1BVtaS/dTqd6O3ltbveGFBvAXwAlMdcXiy/8rHMiIjqIx6P1/sQ1l0ikYDX6633YRC1LBEQTqQ1hONpOGQJibQGdTX1nCJJUHU9Gyj+/pPTOHA8yIDwqou39OJTbzwfPzo4g4een8NiJIloUs0rv0RaA3Qdy7EUXA4ZB6eWWH4G7F8QEVGzsNruxS4Lzf6JIH50cAYAOCHRQJTLQ8/P2WZDMpZzl9fJtqdBOdcg5bK79lh+VAuqqmJxcRFerxc+n6/ga91uN4aHh0ve5nFsbAwOB8O7640l3oSMgw0A2Lgog7nBYUzFyPIrDRtta8cBQyKqhKZpSCQS9T6Mdbe0tMSAOpXMuBf40bkwAGTbKeb9wSlDBISN5WYcYBLtZREojqZUTC/G8NVfHLPcd70dXbylNztR1zxAJ8ovnEhnU+o7FQmTwSj2TwTbtsyM7PahB8BrjIjWhH1ve1Zlw/IqjXm7F6ssNADwo4Mz+PEzp7EQTgIAHnp+Dv/4lhe3ddka20qibWnMhiQmbQLAlx8+irlQApGEikRaw5cfPgoAbVt+xn7OI0fmMBdKYCWWtrwGr927if0fk0LXnrH8fG4lb3LH0tISVFWFy+WC0+mEy+WCLMv1/UJ1ZJwoxL62vVAohJmZGaRSKciyjHPPPbdoALzUsa+BgQFmc6wTBtSbjHmwYcDvYeOiDOZGr0jFKK+uxGH5FVdKx4HlZ89qhi0AdlrLwE4+tat2DKYD7bkqn8pnHCAJJ9JYiaWg6QD0TDuvw6UgntLYXrEhAsKCVUYn46BwJJHGA4dn8T/HFrLlKgaf2nmipTGwbpURyzhh4f5nz2RT6LdzmQHW+9D/+JlTSKZ1aLqed41xhR+1C2Pd0c51RCVKWf3arsxl0+V14tq9m/Im1PH5ZG3/RBCTwSicigyPU0Y0qeZkodEBfPq+ZzEfTmIxkkQ4kYbYAWYulGjLcUdRl80sxXDvwVMIJ9KZMpMyvxfZfOJpDbOhRLb8xGREj1NGOJ7GUyeXcNM9T7ddO97czxFlEk9l7tVE+mwmpMVoJlD8r/c/D1mWspM5270NJcZipxdjZwPpyM8kJba+Mm519arz+tCTXsh5P0mSEAgE0N3dDb/fD0mSsr/TdR2JRAKRSASRSATRaBS6rsPpdMLpdKKzs7Np03Sb+4S6RV+73a81ILMq/fTp01hcXMz+TNM0zM/PY3h4GEDmOolEIvB4PNkgu6ZpmJqaKvr+Xq8Xg4ODtTl4KkrS9dVcdFSy3bt3IxKJ4Pjx4+vyecYBmYNTS/jaoxPZwQaXQ4aq6dkHKSsue4VmoolyZPkVZlWGOgDomd6Bz+XAK7b1Ye94LztcBuZZpE+dXEIkoaLDrWC8rwPz4WTdOq0PPPAAAODKK6+s6edUyjwAfWYlns0qYVdeHHgqnznzCcuvMS0uLpac+qlVdHR0YMOGDXC73UVf2+j1GdWOeYBEB6BpOkQnRwIgSZl/ZVlCwOvEhWPduGz7QM5sevO/rP/y/d0Pnsb3n5xGJKkCeqaMJWT+jwQpp03NiQvWbn/kmGV/TvRDdgwH8MrALDrdTrz+6lfV+3DXhdUgp6bp0HVAByBL4h7ODNht6PHy2qKWd8cvj+O2n7+AeFpt6glh69U+s5q4ZB73Yf2RX9/KsgSPU4amrQaBRJDTZpysnQPspWShEWOzYvscSICunW0vybKELq+zrcpTXHOzoQSWoinoug5NBxRZgs+loMfnzCtHUX6yLKHT40BvhwuL0SQiCRU9Pife/Ttb8J7Ltq77d6lHf9OqnyMmDAe8zuyYonFCsa7rZwO8q+O17d6GMre/O4pce8bnRpfHgY1+Cb0dCi4b9+H8QU/OeyuKgq6uLrjd7mwQvdge2Dt37oSiKDX8xtVnvBbFRCEgt69tvNZ6fM62ia+YJ1OfOHECoVAo73XPzCawKAWwa7gDG1xxxGIxOJ1OnHPOOVAUBadPn8b8/HzBz5JlGdu2bStpjKyQ8fFx+Hw+PPPMM2t6n3bEFeoNzipFuXEWZHq1cSsaFyuxNJaiqZyZVO1QcRUjOqOqrsPnVvCKbX05QbkBvwfHFyIsPxOrTqkoM1GGxkabWK306xOLnJiAwrNIxQzbw6dCOY21YmmGWp3VNWfVMZBsyssqrWo7dVbNzJMLrP41lrOq6nA7ZaQ1neWHyrMhFEo5vZbya+aV2oqiYHh4GIlEAktLS0in0wVf73A4MDw8jK6uLhw4voiDU9NtGeS0u4cLlUGx+74Vy0+sbo2nNACA25H5rlYr1MXz98DxIB45Mp/zXDb+a67/xL3cTs9kK9fsGcWB40HMhhKWA8fmFVpffvgonj210rLXXiXEnvXheDpnVdtiNInFCHAyGMNFezLtmL/7wdNtcc1Z7UMfSaQzwXQAsiTB7ZCRSGuIpzUsx1Lcg96k0TI4VfL8anfm9uMPfzODlVgKqp6ZVGKsVwG0/URiu35jXkAE+atf23GFMJApM5FCW7SZHLKESELNCXI6bFZsWo1VtEMf0WphiSxL6Pe7sHe8F9dfujVvAcVKLNPX6XCeDdothJM5447tku1RtNOXoynomg4NgCIBAbcDb7hgNNvOEdensfw8DhmDq+nL7zowCZcj1Xbb5lj1c4zXzcev3pl93YHjQTx2dAHRlJozKUbUie1WBxqfEyKrRH+nKy9jSaEJWdGUikgijeklQJKBJ2bi+NAlfTlBdVVVEQwGyzo2VVWbKqBufn5IWJ3wCuT0tcW1Fk2piC6qeds4NFJbda2M181dByazsbvLz+lHhxZGWgUcCrL/Ti2n8MRMHKo+D0XScdGoFxu7nEirQOBoDA6XG31yJG/Chtno6Oiag+m0NlyhXoH1WqFubkxYzaAypme668BkbuqS1Yen3+3ANXtGgKUpuMOn8YZ9e7Fr166aHnu92XVGNQB9Phc+sG9bdsW/cS96c/mZZ1T5Y6dx+PBh7Nixo6XL0CoQbJwh2u934d2/syVbhqLRJlYr2c1Ia8fyM6/kF7NIjZNgNF2HIktQxWo6QxnW+h5upBWdxpnLxmvOvNJQlgCnIluWV6FyVDUdjpVpuMKn8fFrr8S1r76kXl+1ZgoNLNkFjRyyhHhKPTu7VMqkr7IrPyxN4/KLL8C7Xn9ZSzSC7Vjt52o3YFRsIoi4912hmTWV38TEBCKRSJW/6frw+XzYsmULgMzEmHA4jMXFRUSjUTgcDrhcrux+ZL89HcPzCwm4HUr+AKnhGnz5RS/OOR+V1GeNFoAQCk3IsppwJV4vsnjY3feteg/b3a9We6iLgU6xQkasGDL/a6z/RHA+NT8Jd+QUrnrFRS1VfuWyCpQVe+aI63aXN4RxZakt+iOF2LW1Y6vP4799cRoSgP/7nKft2tLmslEkCdfsGUFa00tO3WwXZDx06FBLlp/dHvS1qKPsytCc7cjYpjfWA+agUaM+h2vFWH5h73DBgLBon4vBap87N52q1UTiRgzKVaO/Ka4Tf+w0Thw9guNqNw7FAnljFeY+oN0KRGMZDgU8bRMUvumep3Hi6PNYmjmOntFx9I9txYDfgyOzIazE0pAlIOBx4uKtvZYrNu362I167a2V1bhOcn4SyYWTCAxvxrZzd+R950L1cbGVxheOdeN9l29r2TIU1xMWT0JdnMa7X38pPvG2V+W9vlD5WW1VsJ737nqPn1llRdjlDcGxcgoDY1tw9aV7i15/ok9kPAftsIDHPL5YTl/EfO8bV2N7FAl7hj148+5A0cBnIeeccw48nsr/fr1Y9llWxxR279qJHTt35fS1zRMSRJYJY3bWVtj+1HivxZJpJNM6EqoG6IBTkaBqGlyKhKSqZ/+VJQkpTUdybhKphSl4+8fgHBjL/t7ncsCj6BjvdqG3Q8kG27f3u7LXWldXF8bGxqryHbhCvXIMqFeg1gH1coOZ5r0NjbP6RQds+X++g+BD38h+xgf/+kbc9k//UJPjrye7shOdUVkC+v1ufP5PLsqrrAulhO9wKQg9/h0cv+9r2dfffPPN+MQnPrHO37C2iqV0t0sRZBcIbbfyA85mQ8jZE8qULm3AMMPWmH3C3Gk1DqKY7+FqlV+jBNSNE4hEkMMqmCEB6PO7cMFYd8G0TOaZuDqAxUf/E4sPt249WGhCAooEjXQd2bSqiixlZz0XKr/tr38PvvX5Tzddw7cUVhPa7FIe2q2IMU8EWX7sO1gylN/41e/Gn37gr0ruwD5+bAH3P/E8ZEnPa1Q3sqdn4zgyn4TbqaC3f8By1X6hoFyha7Dviusw/rtvyw7ghSeeApBbnxVaIQcgLwvQUMBT10GFQs9hc6DXOEj81MklLIQz6euM6f2M9/vSL7+TU37lXoONrtSgjLmuLDTZyHgvL63xHm4HVlvcGJ/pS79sj/5IOcwTssR+hB97UQoA8I9PO9uuLS1Y3dN2eyJbDeSZB42V3/wAP7/zc9n3L7X8miHga5fG1Fw2aw063HLLLbjxxhuz/y3K0DyAL7K/mScumYNGAEqevFhrtTzP4r2f+MHX8MVbb87+fPvr34POl7+1aMBSTK6eDEZz2qbmicT1DsrZTWRZa39TXF/P/PcdOPmTs3Vg7753oPuSP7IN8FpNPjS271VNy0vD3YpBYeBs3+b/feuLmLn/37M//+Bf34h3/vlHsu0iRZLw5688B9ddMl5SBoBGufZqwWorksVH/7Okdkyh+qTYpNlWuQbtnteH/vsO/NeX/yn7OqtncaHyE8+7xUgKTocETQM8Tnndym09t7CwKr/5R+7KeY6UU352i/ZaNQW8eZsqWZaQ+NV/5TxHirUFzfuFa7oOWQL8Lhleh4SLRr2WKeBLsWXLFvh8voq+Wy0UmjBtDI5HHv9uznPE7hosFte6aucQDhwPYjmWygbYG/0atNuSWbQngMwCJbtIqwRg0TQm03P5O9B9yVuzvweQs5jM75LR41Xw/r29uOy8EQwPD2czG6y17cqAeuUYUK9ALQPqVvsZ2c3kKZTq80cHZ7KrsmNzkzj11T/Le90HPv/9llldU0ogWHRGRQehnPdKzk/i5Fc+mPfaZ555piVWN1Rjf/lCKXJavfyA/PtONe0JVWivb6u9v42ZFezu4WqUXyME1O2CG8XS7RbaksAc7Jw7eRTPfv69eZ/dKvVgsQkJqqYXTGusyEAynRmYswoW25Xfm2++Cx//41cVLb9mGIwWzPtVFluRUej3YiJIcu4Epm7Pv4e3/9mXLFc2GIm65cHnZrEcSSCW1tDhzDSqX32OPye4LoLXIq1UPYPuT8/G8cjxCJ6YiSOa0hBLa/C6HIgmVds03IXKW188iWP/9oG8z9n03i9iw9btuGrnEF6sTMHjUPD6q19V0gpv43YvohMkSxI29Hjxj2958boP5Bd7DlvtyYjVZ002vTkyHS+PU8n5GyyexPO3vT/vc7f/2ZcwMn6ObRCjWCrZZrq3jcrdDmN+8igmLdoxpdzD7cr8bFcXJnHU4h5uledwtYi64Fz1BBJpDZ895GqbtnSp7PagL/QcSc2ftCy/T33jvrzVXYLVSjirlYiNUAdaBX6snh+lrkizqiNPHH0ON73j6rzXfuob92EafZYpZottqWF8DpvPpduhFO23V0uhrERrTVkv3vvU8Rfwm3+9Pu/3Y+/9Ipx9YyUHhKt5nqvJbiXgvnMH8TL3KQDAKd+2iu6V2x85hi9870HL8tv6gX+Do29TySnIC+3/6lAkDHS667Y3cy0Y6zG7/twzzzyTzZZQ6pZCdllpWikgLIJxol6Tl6dwxKItXelz2GoSYiShosOtNP3EBKtx7X6/C1dvSFs+R8opQ2NdY5y0FfA4sHe8t+blth7jZ+tRfub3bqV6D8h8z4/d/RSmF+PQDdkCD9nUgcXKb/9EEPf8ZhpPHpvF9EoSkWSm7+1xyBj0Z4Kd5Y67bNq0CYFAoKy/qRW7MVnzuEO59WChzMuiDRhJqOjxORv6GrSa4CIWxRnHbpyyBIec2a4qlrZYob40heduy+8Pb/vAFyH3jsEhy4intZy2iSIDnW4FF27qwb7zhiwXh1Q6IYEB9cpxD/UGYrWfkdgvxrgnSrFOyMVbenHxll5sG/Djtp+/gDPHZixf99+P/AqHYp1ldxgbZeDAeDx5HUvk7itTTodSlJ+xwjx+dNrytT986MCaB7Hqve+ZXfmJvZ5KXSkgys34vtUqv0IrDBth7zhjGYrMEFZ7QpmZy8z838Xu4Zu+8RN87P3DRVfiFSubWFLF7Y8cq1v5iT2hogkVfo8DF45147LtAxVdc3Yzcb9+52E8a/Ee//3Ir3Bc7bFtfNT72iqFufFrTgdZqI43r9Ytt/ye+u0h3OQbKVh+VjOrG3VF5/6JIP7vz1/AQjgBDZmO+TmDfsyHk3kza8Wegpn+hWT5zBGTEp597HncbfF54TOTmB3ZYrnHsFWAVVudAxlKaIinNHz74DI8SqbRPt7twvGlVDZ4LYLulXTu1sIYSF9JqIirenaGbiiezmZCAABN1RGKZ9Iah9TMPlx25TmoxXDM4vOk5WlEE1vx42dOY/M5KchSCnf88njONjgiqCI+Q+wDORdKQtV0OBUJaQ3Q9Ew6+rl13leunOew1aQ1Vdeze5jJkoQ+vwuv2T2c8zePP3Acz1t89srpE9C6Nlru4fjsqZWcySXmQdL1TDFcbebnhx3xDPjNI0fxBYvfF7qH293FWzJ7Yotn6I/ueQ5HLV5X7DncbsS1+cADs4glVbzpwpGCbelS2oKtxm4PervniEOWEJk/afled/74MfzsdH5/B0DegHMireXtXb3WgaxqEfebud1gLhvx/Pv+k9N46PnZbL0NnG0Diu9uHlRNHPml5Wd//b9/CWXry7LPUEmSkF59nhjb9Oa9hZeiqZzncCKd2a9Z1zL/KlIat/38BewcCdS8XEVfREzSEM9Eu4kApT7vjOM7s5NWrRjAEToFx+DmkgLC5vNsnkhsLl/jvqXrVYbLqwEu47W2aWcCOoAv/epoRYH+PRu7IS1b94cv6orhmtftLPn5ayxDseJQBFu6vE50eZ3Z+6BeqjHeZtWPiM4ct3zt4cOH8eY37yp5nMx8nOaAsI7m3595/0QQDz0/m2mXI5Mhb5MWxRGL1x4+fLiiMUFjee4cCeCme56Gjky9+9TJJdx0z9NN2TayG9fu8jrhDk9Z/k05ZSju4S8/fBQHjgexEsv0JSMJtenLzXg/1br8zM+RVtiT3lyGkYQKWZLgcSl4xbY+KCdO4JDF35VSfuJ+feTwKfzdD36LlKojrupIqhrCCQlH5pNlj7lomlbW66vN6poTz3Bzm1qMSwyWWQ+K6+mme56GyyHnBKInFiLZCXiN8Oy1UmjRw2IkhR6fE6/Y1pfZkjmtwSNreNU5vry908W/B3/5Gzxn8Tl7O4LYc9EehCUf7j88d7ZtIknwumREUzp+PbmER48GcyalzoUSiCQyz6mDU0tNff82GwbUG4R5RVzAa91ZK+fmuO6ScewcCeC+TSpu+k7+7/WuDZhejJfUYRRBAbE3ZyPteSE6b6KxUW4g2I4xsP7v3hX8m0UZfveohlcWaHSUEgi2m8m9XoPShcpvLcdQSvntX/TkNdrEAwuAZTpl8+xnkTq9UcpQkiR4naVlQyim2D38m1CHbYfBbnWm26Hgmj0jGO32wqnIcIfiiCRUfPFXR+tWfmJgFAC6vM6KZxXbBUgu3tIL/5v34Yv/K/9vMvVgDD86OGM7IaTQPlPmmfoA1j2gVOmEBCvll98oZi2Cj4UansZB3Gqt/qmWg1NLUHU9u0WIx6HkTGgrlEq20DPn0HYZd386//O6R8cRjqdx4HgQjxyZz9sTM6fsALhkCenV40toQDKpIbr6XgvROFScDV6HkxqccmWdu0pYBdJF5NwlS9CQmZkbT4vUpJl0WB6HhKQKeF32E0H2bOyGPzZsWYaB4XGkVA3hRBppLZOC7Tv/cwKL0WT2uea2Wb0oBvzH+zowtRjLdlxSqrauAzKVPIftZknbpazf2219DweGN0MDskGX5VgKOoBP3/csjs1FshlXZAnZ34ngseh4i9nm6zlwv17Ec+VQ3+X4wo35v7e6h9t9f2Aj43N5b/erLe9hu+cwZerFv7/6/IJt6d+EOvCxu5+qa6rs9WYeDLbLQmLsw343OI4zFu8V7xjJ6Q+bB6lEveyQpWyQQ5Q3kKkXFyOZ9Pz1HsiymhRuLhvx/IumVEQXVdz96ync89QM3E4Ziixl07VbDqoGRi0/N905Aml1XyaPU4HbIcPrUizb9CJolExriCbVnOewmLy4FE1B1nVoAFRdX5dyLTZJo9iEhFL6YR2D1vtdvuZ3LsLLLyovIGzsgxj/xly+8bSG5VhqXcswkdZyJqBGU2o2Lf18OInF1fIr1l4wj6P84e++DE/9e/7rPvWOV2PXrvGyjlWU4TV7RnPGHURf5ODUUvZ1660akxXtJmr6hzZZvn7Hjh0VHWurBoSBTH2eWt3v1uOU8Zrdw7h2+6hlO6bS8jMyBombdWKCVb1nHtf2x/rxtxZ/W24ZivKYXorBoSSQSKlQZBmRhAqXY33qvGqyWx1cy/Iztxfuf/ZMw/bjCi2cKTYZMODN9M2uv3Qr/C/psOwPl1N+l+0YwccjmWyiT8zEkdZ0+N0ytve71vo1a8JqgRAA23aiWJxjN5HQbkymUBkaJ1mLVOm/nV7Ojl9eYNgG6PZHjjVEP8Z2PBOAIklQdR3xtIaUqmPveC+uv3QrHnnmBDZ0qAXH3nY5duOuf87/7vcG5AAAzUFJREFU+bWX78Zll+1Ab28vfs8UEzFvo2ZeHNLpcWQnxdzxy+Nt0RdsBAyoNwCrFXEXVCnFT+ZB+Ro4Tt6cs9/Z+NXvQefolpI6jHf/eiqbSlTMOldWO0ifvu/ZbCr6eq1OMgbjanEMF2/pxcV/8XuQjt+Ys1dN9+XvQLRjJGdVUqF9YK0eSGdW4plVzat7uhg76evVmKlX+fVfcR1OaL3ZjhYAy5niLkXOSdsork8xsP+t1cCJ1Wz4VihDu3u4d991QM9YNphpXBkH5K6q0YHsag8ZaXzjsRPZhtJfn5+GrutYiqbqdg2aG1i1+Lxdu3bh5ptzy3Djq98NV/8mRJMqfvzMaQC5kzjM20eYy8Y4mWMllsru8f7Q83Prmi66WhMSCrEqv+2vfy86N27NG2B2yBLuPXgK4UT6bHoonG14Ggdxq7H6p1r2TwQxGYzC73Zkj/fPXnmO5YS2cjMXWJXfBz/6SSTPf7Fl4/j0cgKquKCQCbD6XRIuHHYjGFNx8HQC8bSWPU4VOtTVSLoIXnc45XXr3D09G8eXDgQxG07nBNI9DhkBd2ZvsY1dzuzM3KnlTPDB+DN/oBsBX0eB8uzNK8Pff99HcXpkHPOhJIBMcWk6MBuK5w1CWK3wFpMDxaSJHx2cwaGZlWzqsfUakKnkGVJoQN2K3TXYf+kleW2VcDyNw6dCiKcy6fllZFa+d7iUnOCxuGfFysJ4WrOcYNMKSr2Hl2MpuBxnB+ObKUNHrZX6HDaXTztPSBDs2tK9+66D1r0xLyBsziTRiuVnrgOLTczbNuDHJ597F6YMez72X3Ed/MObc7LOmAepxHPEmJpcrPzt8TnhVOTVfxtnIKtQ2RjbuJFEGrGkihhUSPHMHtLQkf3u5kFV/8atiF9xHRYevCOnDHs2bMmb7GxXBlYr44zP4YNTS5hZiuHeg6eg6joGOt3rsmKp2CQNuwkJxv6SOH6nIudkyclu4bfnfKhXX4/j9301+7mbXvNuvOTFL6poArbVRGK78l3PMrTaAg7ItPskZMaTrNoLhQIj4tr64F/n1oG33HLLmrIFmsuw3pl3jCt7jZMVzRORi9UvthM1X3YJ5r3VLUPBHBBeiaWRTGtNOVlO9Amdioz+The6vE5cs2cUu7bk90WqVX5A7krOZpuYYLd1af64dvXK0Fzn3HVgMnvvNupqa7s2y4HjwZxx4aiuI+B11rT8gEwZZiaPaFiMpPIy8dSL1fPAvCWLectH82RA6zKsTvnt27URG92JnO32jswnMbGYLHnbPa/XW9N073YLhMRWj8nVtq8Y6xTlZc4slP/MqawMzc9b8/glsPb05dVQKJAunqVi8YuxjXX+kAcdEScAZ8H337ZtG2644QZ87nOfy/7sQx/6EF760peit/fsuKPVZFQdyJmwKCalbl6dlHrvb0/ltJka/bnR7LiHegWqvYf67Y8cwxcfOopgOAlZAvr9bnz+Ty6q+oV/6NAhHD58GDt27EDYO1xyh1EHoK3OKgZy9+Y076fR4VKwoce77jfueg0W3fWTX+J/f+unCHmG4Owbs9z/1W7/Ph2r9bDF/rowBY/Xex+b9Sq/Q4cO4YcPHcD+RQ9OaL3ZPaLEqoTFSDJvLzNZLm0faHO5t2IZivI7rnbjUCxQ0r7AYj/CRFqDblh5C2TK92/2pAEAn33WnXNPt+peSsZ68K4jWs6+aOY9sc37EhrLptPjQG+Ha3XgNZVdeSEhs6Lskm1967rv2Xrew8bniHk/JPO1psgSfK7chqd5ooIoN3MduZ7Pk/UaQDOW365du/Jmo1s9U3t8Tly+fRDnBxLYPejOBq/DCQ1Oh4xzB3147kwYaVWHQ0ZO8Hq99lD//w6t4J7DK1iKq9m9xEQg/bJxX0nH4HQ6cd555xV9nfkaNJ63d2+JIqVquPVpV9H9BwvNdK9HZ64e97Do+Fql7DTe0363A9fsGcFkMJoTPJZlCQGvM2dlYb0ynayXYvdwwSwThnvaKs1yK5VTIYWew+Z6v97BjXqy26PT3BY0P1PFfXnhWDc29XZkA5Otek+WY/9EEJ/+j5/iqd8egt41ip6NW/PqL3Nb70LDqhnzis8OZyaF6FDAkzdg2cgDWWKw8Ie/mclmIVFkCQ5ZgqrpOd/dPKjqVGTc8+DjOWVYaWakQs+9ek4EsQt4WG25kg2Wr15HKVVDLJlGMq0joWp59RoA/Pu9j+Dh/U/B2TeGkfFzanadNMJkGnGtbU5MQNN1/N/DHridMtKabvnMNAZGji9EctobYm/zS/riee2Yarn9kWP42qMT2dT/9eiL2PUJXDZbS5nvu1K227JqC1bze4h9iwFgQ493XSear0WpW5XVsvzEcRhXqjf63sJA+fdOLcrQfP5q1Y8rZQ/1QhParMbfM1u7IduO6/I6C7Yjqll+Vn2ZerZhRPZe0Xa1GtssNGZnzmhq9T3WWn66ruPQoUPQdT07NhOMqiVvu+d2u7F161YoilJJERVkFRAWfQRImX/EFnyKnLvNXjnnfa1laG6j/N0Pnsb3n5xGPK3ltL/XO66Ul93Fov9ungT44lEfTpw4gWQyWfJnHT16FBMTE9iyZQv27NmDzZs3Q5blgsdmnrAo6rm94724/9kzmF1J5IzRlFKG3EO9cgyoV6DaAXXjA0yRpDWniS73s4t1GMOJdM7qyz6/C2M9HTkPNcWiA77eld96EQ8osYpNdPTsgkLmB7s50A4J8LkcOQMytWwANoJCHUbdEJgUjUmrFYbGfbpE4OSy7QN5D5dWLkPR0RLXoPmaM3a4xaphsa2EuB4/9qIUJEnCCfeWvJmerVx+QH6DyXhPioCucfuIanaCWoVVGepaJk2nIgEBjxNvuGA0p+FZ6mSu9ZzUIQYBxD5I6zloYdc4Ng7ivGjYi6NHz+4+LGZDv2z7MF51wRbc/dCTODwbX7cAupkxyC+C+qUG0gWXy4Xt27dDkqSyPtvYmZl77teYDcXxlaMda6q/GmEQul4KBTALDbgAyJtgU69JluvN6h42B9JFO9k46ONS5Jw0y+0Y7LRb0STadOYJHu1yTQGlD9gWeqaGE2reBDdz+bVbfWc1aQrI39bFqh0syltk0wIywaJ95w5UPJBVT+ZBa/OKG7v7rJH2jq8Hq/vOqi8rSxL6/C68Zvdw22feuPe+nyKeVjG2+2IA+e0Fq2dkqYGRarJ6JtWjL2JecGDVTzWWkdjSLa3pDZEVxxgYqccE/VIziVmtgq3HubfSKPWsuYyM9VYpfdj1PmbzfVSL53Cx9pld+na7BVfG8WMxLrx3vHddnw/mSRy1KrtSjuMvvv0EFsKJ7GQ/tymAbq4LrWIRlW5/WI6jR48iFotlFxYEY+rqsx/wOWWc1+/Gm3cHLMdDBgYGMDQ0VPVjsgsIGychZDPQGcbq6r1llHEilm4YT13vycBWE4OKbcMXiUQwOTkJVVUr+kyPx4MtW7aUPbmilO0OSmk7MaBeOQbUK1DtgDrQuJ0qu/2Bgdy0K6ID3iwz86vBrqFkt3+f3czEdknNaGZstBkHSsVK1qGAp+CDvVAno53K0Gpigt3EFqsJNP7gYXgcCl5/9aty3rcdyg8ofa904+utOhtiMocxXXQzzCavBrsBfbdDsZ0gVspkrvWc1NEogxbiWMz338LCAk6dOpX32m3btkGSJLzwwgvrfZh5RJC/nKC+JEnw+/3o6upCZ2fnmmdpP/DAA4glVZzybWuL+qtWSlk1aDVIWc+B6EZh1xE3rliPGDPxSGfTLJfSaW9FjTrRqt5KCagLVlkmlqIpaKsT3CRkrjWHIueUXyM9+9ZTsXZusd+bg0VX7RzCgePBigay6s38XUvtA7RTX8GOVV/WGBjucCp404Ub8Pe/d369D7XuzPWZ3aB/vQIjRuu1ytXqc60m+9hN3jBOYpaRaUu4HfXJdljKd1nPwGChyZ92AWDzKthGmMBX70wdxvtA1TQk05k6zjgBq9GyU63HautC7TOrRS/FFlw1SpuhEVaqG7P3AmfbrsZMMOZrrtTJgNW2uLiI6enpvBXqLkVCUtULrlTfsGEDenp6qn5MhQLC5gVC672Ys9TjliTAIUtIqXrdMsWUkhlN13UsLS1hZmYGlYZVnU4ntm7dCqezcJr4Ulj1BUuZHMOAeuUYUK9ALQLqzciqA95sqYnWqlBQqJTZsKXuv9uq1prKk4M5hVO/lNLoKGfAtpWVc08Wm8zRjoPTQHXrtXrc241cn0xNTWFpaSnnZ7IsY+fOnQgGg5bB9kbm8XjQ19eHQCBQ1VRnrM/qr14D0Y2i2Ar/QmmW6719Ur1ZDUKatxWo98qn9VRpfWY14VeCZJkN4eDUUs1XcrWiYqvcjQNZ7dAfbmfmOr9eA/uNzqo+s0qv3Ujl10h9Eav+fjiRzj4rxWpDqQ7bZpX7XWpNTHgSe1HbbU9USkr9Vm9nWLFKFw1pdQtQQ5po0XY1bjcjtmWo9/Ou1uPSdu2zShdclTJ+vF7qvVLdWIaqqmfbrlZtLWN51aO+0XUdJ0+exMrKSs5e6k/OxPH8QgKxlA6PQ7JcqT4+Pg6/31/1YyplfL0Rx7zMxw1IOVvrNNpWrolEAjMzM4hEIhV/jqIo2LJlCzye6meXLGdyDAPqlWNAvQIMqNtr52ASVaYRH+jNrNzyZACqMqWs4OQ1TdUyMTGR12Dv7OzE5s2bMTk5iZWVlTodWfm6u7sxOjpacI+oSrE+axztXA8W++52aZbrNXDQSIqtLLOarAFYD641u7XUZ1YT3ADYBq/aKcNYtRRrB7I/3D4qXeXfToqt6GT5lUeU0cxSLGdLNwaD89MGd7gU220X7dJFt+vEskKZI9KqZpldyVXh/su1VsvnsF19ZpVuXmTYaKY2ar1XqhfaZqDRpNNpvPDCC0in09mf2e2p/tFXbsLmjszrzjvvvKqsSrbSrM9Q83lvxAn6mqZhbm4O8/PzFa9KBwC3241NmzbB7XZX8ehylTqxiAH1yjGgXgEG1Atr1gqcqB0xAEXU+OLxOBYWFhCNRpFIJABkUoV1d3fj8OHDFe/ZtJ4kScLIyAh6e2vXLmB9Rs3CKoBgDna284C4XYDcbo/ZRks5Wg21qM/sUkGKVLf13Dez1bA/THQW22e1w8yHZxmfcR6njFds64Oq6TnbMphXojdSVoR6K7ZtUTiRzlk1LNqq9d5/2U6tnsPFVqi3wmS6dsw+W6lwOJwXG3p6No7vPbOSXane63Ph+su24k9eMgxN02qyOr0VNUpbWtd1LC8v48yZM0ilUmt6L0mScO6559ZsQoVRKXUSA+qVc9T7AKj1XLylt2kbDkRERI3G4/Fgw4YNAABVVZFOp+FyuZBIJJoimA4AmzdvZueRaJW5rSz+2xhYv//ZMzhwPNjUA3KVKNSP2LOxG11eJxJpDeF4GodPhXJWnC1Gk1iKSvj+k9NtWXbFiPILx9OIJlXE0xpSqo5dowFEkmnoyKxGeurkEm6652mW3xqwP0xE64F1zVniGQcAXV4nrr80E/y76Z6n4XLItgHgRgna1Jux/Ky2LWqWVcPCet8bF2/pxafeeH5TlE0x4tgz904mGCfOPeXy+/0YHBzE7Oxs9mcivfuXDgThdcno9rmwZ2M3Ojo66nWYTanezzdd1xEOh3HmzBnE4/GqveepU6cwNjYGSZKq8p52WqlOakQMqBMRERE1OF3XIUkSFEXJ7ju+ln2b1pvP56v3IRA1vIu39OLg1BJSqobFSGYG/MGpJXaAV4mBAbFqZiWWSZ3oXl1xJlK6xtMalmMplp2JKD9zGsVr9ozimj2jOauRdCTw5YePZv+OiIiokdkFD4oFFOodtGkUhYIvVhNBKV8rXUsMxpVucHAQXV1dSKfT0DQNqqqiry+GkeFhHFlIsvyaiK7riMViCIVCCIVCVQukG62srCAWi63LBItWqpMaDQPqRERERA1scnIS4XAYfr8fnZ2dCAQCUBSlaQLqLper5jNwiVqFeYUVV4Tkyl01k7vi7OhcGA89P4dwIo20qsOpyHU+2sZjzIZgNUh60z1Pc6U6ERE1JavgAQMKpWNZkRGvh9K53e6cPbG7u7sxMgLsq+MxUXlCoRCmp6eRTqer+r4ulwuKomTHw5xOJzweT1U/g9YfA+pEREREDUpVVaysrADIzGZdWVnB9PQ0fD4fYrFYnY+uNC6Xq96HQNQ0uCKkuEJldMcvj+O2n78AVddx14FJ7BwJsAwt2AUdjBkAIgkVLgdX+hMRERERUevRdR1zc3M5afurobOzE319ffD5fFxc0oIYUCciIiJqUHZB82ZZnQ4gZ7Y2ERXHFSHF2ZVRStWgKBJWImkGgyvAfTOJiIiIiKjVqaqKqakphEKhqr2n1+vFxo0bOQbW4hhQJyIiImpQzbIKvRCv11vvQyCiNsGU+WvHLAlERERERNSq4vE4JicnkUwmq/q+AwMDDKa3AQbUiYiIiBpUswfUHQ4HAoFAvQ+DiNoEg8HVwSwJRERERETUapaXlzE1NQVd16v6vk6nE52dnVV9T2pMDKgTERERNahmD6j39vZCluV6HwYRtREGg4mIiIiIiMhobm4OZ86cqcl79/b2cr/0NsGAOhEREVEDSqfTSKVS9T6MkiiKAocj06wUnQiHw4G+vr56HhYREREREREREbWxcDhcs2A6x77aCwPqRERERA2oWVan9/T0YHh4GIqi1PtQiIiIiIiIiIiIAGQWq0xNTdXs/YeHh5mZsY0woE5ERETUgBo9oO50OrFhwwb4/f56HwoREREREREREVGWruuYnp5GOp2uyft7vV50dXXV5L2pMTGgTkRERNRgotEo5ufn630YBW3bti2b5p2IiIiIiIiIiKhRrKysIBQK1ez9h4eHuXd6m+EoKBEREVEDCYVCmJychK7r9T4UW4FAgMF0IiIiIiIiIiJqO4FAAD6fr96HQeuMI6FEREREDWJ5eRknT56s92EU1d3dXe9DICIiIiIiIiIisiQWg1Qz5bskSejv78fAwEDV3pOaBwPqRERERA0gGAxiZmam3odRktnZWbjdbrjd7nofChERERERERERUQ5JkjAyMoLTp08jnU6vORNkV1cXhoaG4HK5qnSE1GwYUCciIiKqs5WVlaYJpgNAPB7H0aNHsWHDBnR1ddX7cIiIiIiIiIiIiHJ0dXVlx600TYOmaVBVFel0GsFgEMvLy0Xfw+v1Ynh4mCneiQF1IiIionpr5P3S7WiahpMnTyIcDmNkZASyLNf7kIiIiIiIiIiIiPLIsgxZluFwOOB2u+Hz+TAwMIC5uTmEQiHoup4zPudwODA0NITu7m5IklTHI6dGwYA6ERERUZ11dXWho6MDsVgM8Xgc8XgcsVgMqVSq3odW1OLiIlZWVuD1euH1etHR0QGv1wuHg81MIiIiIiIiIiJqTB6PB2NjY9n/FgF1XdchSRID6ZSDI51EREREDcDpdMLpdCIQCAAA0uk0JicnEY1G63xkxamqinA4jHA4nP1Zf38/hoeH63hUREREREREREREpREBdAbSyQoD6kREREQNJhwOY2pqCul0ut6HUrFYLFbvQyAiIiIiIiIiIiJaMwbUiYiIiBqEruuYnZ3F3NxcvQ9lzbq6uup9CERERERERERERERrJtf7AIiIiIgoIxwOt0QwXZIkBtSJiIiIiIiIiIioJTCgTkRERNQg5ufn630IVdHV1QVFUep9GERERERERERERERrxoA6ERERUQOIx+OIRCL1Poyq6OnpqfchEBEREREREREREVUFA+pEREREDaBVVqf39fWho6Oj3odBREREREREREREVBWOeh8AERERUbtLp9NYXl6u92FUTJIk9PT0oL+/Hy6Xq96HQ0RERERUkVQqhampKXg8HvT398PpdNb7kIiIiIioATCgTkRERFRnkUgEuq7X+zDKJssyent70d/fD4eDzUoiIiIiam4LCwuIRCKIRCIIBoPo6elBT08PXC4XFEWp9+ERERERUZ1w5JOIiIioziRJqvchlM3v92NsbIwDi0RERETUEnRdz8kapes6gsEggsEgAEBRFLhcLrhcLvT09MDv99frUImIiIhonXEPdSIiIqI6a8bV3SMjIwymExEREVHLiEajSKVStr9XVRWxWAzLy8uYnp5exyMjIiIionpjQJ2IiIiozpotMN3X1we3213vwyAiIiIiqppoNFrya9PpdFNu2URERERElWFAnYiIiKjOmimgLssyBgYG6n0YRERERERVVc42TL29vU25bRMRERERVYYBdSIiIqI6a6aA+sDAQFOmqCciIiIiKkSWSxsmdTgcGBwcrPHREBEREVEj4WgoERERUZ1JkgRFUaCqar0PpSCn04m+vr56HwYRERERUdV5vd68n0mSBEmSIMsyZFmGoigYGhpqqgmxRERERLR2DKgTERERNYBGD6h7vV6Mjo6WvHKHiIiIiKiZeL1e7Ny5E5qmZQPoTOtORERERAAD6kREREQNoVFXuXR1daGvrw9er5cDikRERETU0hRFadh2ORERERHVDwPqRERERA3A4/EgFovV+zCyurq6MDw8DKfTWe9DISIiIiIiIiIiIqob5uwkIiIiagBDQ0NwOBpjrmNnZyc2btzIYDoRERERERERERG1PQbUiYiIiBqAw+HA2NhYvQ8DQCa430rp3XVdb+j96YmIiIiIiIiIiKhxNcYyKCIiIiKCz+dDf38/5ufn63oc4XAYHo+nrsdQDl3XoWla9v83TgaIRqOYnp5GIpFAb28vBgcHGyYTABERERERERERETU+jiYSERERNZBkMlnvQ0AoFEJ/f3+9D6MoXdexvLyM2dnZbLkdPnwYnZ2d6OzsRCwWy5mcEAwGsbS0hIGBAfT19UGWmayJiIiIiIiIiIiICmNAnYiIiKhBxONxrKys1PswEIlEkE6nG3Ylt1UgXVBVFUtLS1haWrL8W03TcObMGQSDQWzbtq1hvyMRERERERERERE1Bo4gEhERETWIRgimCysrK+jt7a33YeQoFEgvVyqVQiKRYECdiIiIiIiIiIiICuIIIhEREVGD6OjoqPchZJ06dQqKoqCrq6veh5IVCoUwNTVVlffq6elpqPImIiIiIiIiIiKixsSAOhEREVGD8Pl88Hq9iMVi9T4U6LqOkydPIplMor+/H5Ik1fuQ4PF44HA4kE6n1/Q+nZ2dGB0dbYjvRERERESNb/9EEAenlrBnYzcu3tJYWZxaBcu4/uzOAc8NERERA+p1wUZI4+K5ISKiepIkCYODgzhx4kS9DyXrzJkzUFUVw8PD9T4UuFwubN26FcePH89J+S7LMhwOBxRFsZyQ4PF40NHRgY6ODni9XrhcLgbTiYiIiKgk+yeCuOmep7EcS6HL68Sn3ng+x4yqaP9EED86OIOHnp9DStVYxnVidZ0D4LlpEByzJiKqPwbU15ld44QPxPoq1ngXjRanIiOlatl/ec7Wj7nhKM4ZAFyzZ5TngYhaht/vR1dXF5aXl+t9KFnLy8sNEVAHzgbVT5w4gXg8jr6+PvT39+P06dMAgC1btmBxcRGapmUD6LIs1/moiVoLB/SIiGqD9WvtVVLGB6eWsBxLYTGSyv43z091iHHS6cUYokkVspyZ9MoyXn/m6/xHB2dw4Hgw59wk0hq+/PBRAOD5WSfGMetwIg1FkvDnrzwH110yzmdGAzDHDHguaovXPNUbA+rrzNg4SaQ1fPq+ZzEfTq4GaSXsO3cQ2wb8DNquE2OjZDGSzGu8A8hptITjaXicMuIpDZ0eBwY63ZyZuQ6ME1GcioQdwwE8dXIJC+HM6sQfP3Mar9k9nL13eM+sH6uJDlaTT1ifNS42RhuPJEkYGxtDb28v5ubmEA6H63YsgUAA3d3d8Hg8dTsGKw6HA1u3boWu63nBclmW0dfXV6cjo2pi/dQ4jM/3o3NhrlJqULxnqFS8VtZHueXMVdC1VepCCqvztWdjN7q8TgBAl9eJPRu71/vwW9L+iSC+/PBRzIUSiKc0AIDHIcOpSJgMRrF/Iph3Llh/VZexjTcZjMKpyOjxOeFUJByaWck5Nw5ZQjiexlMnl3DTPU+zjqox85h1JJGGpgOyBPzrT5/HL4/O4/DpUFltct4/a2fVLxIxg06PAz63gn3nDmYXf7HMq6NemUx4/siMAfUaswoudXmdSKQ1hONpHD4VQiKtARIAHbj711NQNd0yaAuAM56qyDwLFquZX0Xj/cDxIL75PyeygXYdAHQdIVWDBGA5loLLIeNHB2dYsa5BKQHZR47MYS6UwEosDU3XcXo5gZSqQdMz7zEXSmTvHU50qJ5CwfGjc2GcWYlnG+9iosPh06G8ySechFJblQzUMSjSHFKpVDaYLssyNE1b92NYWVmBz+dDIBBY988uRpKklk/b3q6dN6b9rD/jtQcAN93zNGZDCYTjaThWVydxBVljEOdqZimGew+egqrrbG+1GQZtG4/5OSYWT1yzZxSAfYZCroKuDbuFFMaVtgCKZpP81BvPb8t2WTVY1VOiLhLti4A3E4gS4wr3P3sGB44H8yY9GBdbGBcl8byUz3wORDDwRRu6cPh0CBMLkZxzM+D34PhCBJGECpcjlVdHtWvfpRasxqxXh0Ch6sBKIo0Hn5uDquk59dmzp1Zs7wc+/9fOfM+IfpGIGSxGk1iKSvj+k9N46PnZbH1m7NMCzFRsxa7+KLYY0qoMS800XKzO4j1DVhhQrxFzOhYRXHI7FFyzZwSTwSieOrmElVgaAKBIElRdzwTXTUFbHciuZJ87eRRLM8fRMzqOTdvO5Y1cBmOK8G0D/myQVsy07HAq6PE5sw+7x44u5ATa3Q45b7KDU5Hw0PNzWJ6ZgLQ8g49feyWuffUl9fqKTcdq5XmhgKxTkZBI61B1HRIyszKBTFBF3DvinhENyRNHn4M7fBpv2LcXu3btqufXbSrmRqLxXESTKjQd0HV9NaAFQAdOLyeganre5BNzfcZzUz2FBhTMDUar55Jo/EMCwvE0vvqLY7jvFwd4XqrEbsKQXefW3OCPxhPoQRznD3pw8HQUjz71HJyhaey74Dxs27at5ON4ejaOI/NJOBQgrQIv2hDAOV35v9/e78L5g/kr0U+dOgWPxwOfz1dxWTSySgd+jOes0vqslE5jOwSUrSb6lNJZthucXet5aWdWQaABvwdzoQSWoynouo7MY0OyXUFWLFsNz01lrMrVuCpmafX8iMHWQoG4QqkpDx06hMOHD2PHjh08N1W01iCD3XkpNNBnd57NWfPaNXXvWs6J8W/9sdM558Zy4v7q4ol7npqB2ylDkSXLgXXjKuhCK3SbXSkD2JVu72ZuB8ydnMBToQ4su4dyxneMK20/dvdT2WddJKECOJvq2tjPumbPKN5z2da1F0ADq0XqYnOfdZc3BMfKKcygB3NaL6IJFX6PAxeMdeN9l2/Dwakl/HZ6OWdiifg3m348peYsSuLk/cqI54Fo481NHkUoehr9qZ1Iyf155wbITDzRkUBa1TGzFMPtjxzLmYBpvmd4PkpnvP/MY9by0hSkpWk4ejZC7h1DIq1B1TOtPlGfHTgexCNH5i3vB2M2CFHPcdKWPbuxHFEHRZIqoOuIzk4itTAF3+AmOPo2ZcfYoikV0UU1O04qJj0YMxV3eZ24du8mZvWEfXvWbjGkQ5Zy6iCr/pGIoXUObQJ6xnKyB2wb8Je0wIgTHckKA+o1YL7ZdQC6lgmWK1Ia9x48hT975TmYXorBtToQVSiQKFayn374PxB86BsAgFMAFq58J77a++clD9a3K9EZ+/Ezp7EQTq6mh5XQ4VIQT2nZmZaisSca7+ZAuzlQdXQujEMzK3jse7dj5v5/BwD88b//L9z9vo/i6rd/kOegCGNjzrjy3CogG9V1BLxOjPd15GyRsGM4s2LSfO+IhuT3v/5/sfDgHQCAvwXwwb++Ebf90z/U6ys3FXPHyhgc1/WzM2Nl6HDIMlRdzzbmzZNPzPWZ1bm5+eab8YlPfKIu37UZiXpNpGAT95BVlhPjLH9zxo20BkAHdB2IJNK4+6ufzz5neF7Wxm7CkFVj/Y5fHsdtP38B8bSal9Whw6lgg28Fj/7gmzh5/9cBAP8C4I/e/WfY/Zq32QbBhadn4/jSgSCCURWxtIYOp4z7XojggmEXNnY5MbWcwhMzcaQ1HQ4ZuGjUi41dTqRV5Lz31NQUzjnnHCiKUuuiWxflrOgsFsQ68bM7c+qzV77tBvyf/31TwXZZsZVr5k6jmPDSim088/VvnOgDWKf9tCu/bQN+3HVgErOhRN55MbcBKmkzt/r+eHZBoLlQEqqmw+dWLJ8t9z97Bg89P4t95w7CIUu49+CpvPrM+O/0g/+Rd24u+r13t1x5VpPdREfjqhhd06EBUCRAVXXLQJzV5Drj4NKh/74D//Xlf8q+/uabb8ZVf/yBNV337dQ/tZvkU84EKXN2iINTS7jvW1/MOy+f+MQn8gbHjavTzClIxeT+P3/lOdmgrcia146pe60mpZYa+DH+7amHvo3j930t+7sP/vWNSL7o93KCIIokIa1piCVVxKBCigMORbbdAvDavZuy589qhW6zK1b2+yeC+NjdT2F6MQ4AeOj5OfzjW15c1rkxtwMAoG/fdei+5K3Z8R2x0nYllpmQJJ51nR5HdlLDciyF+VASmq7j+09Ot9y5MLNarVyNILUYW5gPJbHw6F14eLW/CQB9V1yH8d99GwY63Xjf5duyn2OcWCKyR4YTaazEUjmT+40LK1wOueWDHdV4phrfw/g8MN4zzwPY/vr3oP/Sa9Hldeacm2v3bsq23e98fDLbjhCTUsTYRDvcM9VityhPjFkvPHoXjhqeNa982w1QX/ymnMmvxxci2cmV5sUsVmnJuXVFLqvsXFaLv0QdBF3H0mPfyY6fAcAfvO+j2PW663Imh5snPYhMxSLAftvPX0Ba16ta5zYLqwkk5ske4vlhjNF4XTKSaR2J1TrI3N90yFJeDK3n8ncg/TtvxVJUyo6bmhcY/ejgTF6/ybgNBu8ZEhhQrzKr/X/cjkxnSdYzgxyqriOlannpouxSXT91cglzk8dyKmkAOPPA13Hftpfh1ye2YaDTjWv3bsJdByZLSkPRLgMbxoHB8OpeMwCgqTqiSRUBrzM709JYDsbGu1Xnev9EEHcdmMSJo89ng+nCf335n/Cs+zz0j23ljEwb5o6aceU5YJ0NYKDTjY9fvRNAfmoc80P4qZNLmJ08mtOBBoAv3nozLn/165hFoAhjo6Grw2m7Ql0C0Od34YKx7pzU71arpIudmxtvvBFvetObuBKqBMZBJjFByKXISKTzs5yIdFNisoo540anxwFV05BM61g5fTzvOVPueSm0mqTVA1FGhSYMmdOxHZ0L44e/mcFKLAV1dT+0lPH8QcLksZPZYLrwn1+7Dbu9ezAwtgXv35spR/Mq86dn4/jeMytYjKkIJzMBl1BCQyiRxM8iKWjQIUsSUtrZWTI/OxqBBh0dThk9XgXv39uL8wc9SKVSOHPmDEZHR9evIGvAPFhhXNGZUnNX6RUa2BCdr8T8ZF599vM7P4f39O/BK17yYsv0buZ0ZSJoKdLCicGoeErLHNvqhJcHDs/i1ycWW6aTLcrXfP2L1c/mzEEiaGueIGQsP0VGtj6zagPo43vx8oteXHA2ul1dZZcSs5XaeuYBC5FBK736vLhwrBuXbR/IlouYhCqCDXf/eioT3NX17P6OKTU3W83CGetz82J1K7pGx4umbm2XPoyZ3URHcb8Y284SJLiccs5EB+MqDPPkOtFWuPO+R3HMELQFMu2A7wVHoHdvtB3oK5RSEWiP1Wrm54UiSbhmzwjSml4wxbR5DMBYNzkVCYCEuZNH8azFeTkZ2I1DsYDlpOJHjsznTbYQk/v/9afP4w0XjOLavZuybfNIQoWORNusVLdqpxUL/FgN+s5NHsOkIcABZOqznX85DjWwISd99f6JoOFZJ+UNrBufZRt6vNg73ouUqrXkiihjcNVc9kAmADS/GtwGgMVIsqTvbzyvcxb9zYWH7sD4Sy/H6152cc4ExmRaQzSpZp91F6w+647OheFU5Gz/N57WsBxL5ayWbrVnkflZYxekLvdZLIK28yeP5vU3Fx68A/te9Vp8/I2vyr6XSK8v6lWRPVI8tyABHqcCt0OGvHoviQySrZzVwW4ybrmT3MzP5Wv3bsKJo8/hJtM9c+Te2/H2P3oLrr70wpzPSKkaFEVCJKJCN7QjxKQUMb4XT2uYDbXPs0UoJSud1dYHxkV50PXswqLNchC/Nj1rfn7n5/Af7/gjhL3DOe0tHSjYJpBlKVvPmcfBW1k5ab2N2bnsFn9BApSV6bz67L++/E/4+w+9C9fsebFlxi8xiQvITBrXNA3h1XulnSYGAfaThc2TPcyZe/adOwgAuP/ZM5hdSeQtAJMARGcn887N4sPfQO+uS4Cesey4qXGBUTSp4sfPnAaAvNXrTkXCVTuHWrIPQ5VhQL2K7Pb/Ma7WECugRCVuvBHN/w0AO0cCuOmepxGKnrL8zMT8SSwPbIIO4Fv/cwKL0WTO7HTxvsZjbKcUosaBQZEiXAIgr6ZYM8+CBc423gs9bMX7rpw6Yfm5C9MTSPhHs4PjrTp4VClRfiJ9lHnleaG01UB+Q9x474h7Jhiyvmdu/+EvsHX7jpI65KXst9JqzA3J179oxDI4fnQus6+zuK5L6VQXOzdf/P7D+HyBwG05e+BUmiKw0YmBIuMgk1uRsWOkE/PhpG3QT0xWscu4cdeBSTx3xPq83PSNn+CaN3bYppE3DgKLTCAA8ONnTuM1u4dzGqNWq+Fa6RxZBWDNE4bM6dgcsoR4KjNJRUZmkFWsAhXnLz4/afl5C6cmofRtwh1PLGIpriGt6fC7Zbz6HH925Xk0pSGW1uB1SkiqZwPoydXrR1qNpCuSBBVnfx5OanDKEo7MJ7MB+mAwiEAgAL/fX+OSrD6rfbeMKzplAJGEmk37aZfVwRzE0henLT/vzOQxPOgftUzvlhMIxtmgpUgLJwajAt6zE17iaQ2a1jqdbOPAUWR1wqO4/rs7nJaZg8TAu3mCkLH89NWBjtT8ScvP/eFDv8IDp105g0qlrOgU2zUZ054b98drldU35gELc2YNq4G3Lm9m4l00mel/GO8pY30mnkvqyozlZ5+ePIqwd9g2dWuxPkyrT9oyryg2Z6IxPtcng1Hc/+yZnIkO5lUYwNnJdeLnkVnrZ83UxAvwnTdkubWS1T1jPK52WK1mVZ9JAL7x2InsxHqrFNM33fN0dkK8eR9OWc4EXDVNx9L0hOXn/vcjv4Jz2yuyg+O9Ha7Veil3awbj5H6x56oI2l67dxOml2LQkchJfd0q7bNiGWaM7TRjsNSqXjGeJ3Gda4tTlp+7cuoEhgY35wQsRDYWVddz9iE2bwEojgM4O8lfDCy3yoQiUZ+JZ4f4ziLF+mwogaSauQ8kAD0+V8EVYVbtb3nZun32h9sUfPz3zs/+tzFoK54tl20fyC5UcSoSXrGtL+dZ6FTklt1P1epZUyitd6kLeZyKjL3jvVCPLuGIxesu7olbjvEcnFpCStVyFisZ2wjGVMntkNXBnEGo0DPVrr6wmtCyoceLK1ynLT/7fF8k773N14l4dolJKWJ8T9yPrZ4FxW5inHlbD/EsMd875gmt5uv8Ylcc37P4XFf4NN5jWCwkxrGNi1nMbQKPQ8agxTh4KzPGasSEx9Fub97iH2N71Tw5xLz4q9PjgHp61vLzDh8+jDe/eVfeOCmQqTuNmYqfOrmEUDwJrC6U6fK2zypo8wQuMYHEPNnDKkazfyKIA8eDef0i8S9C1vXZhV0xzPZ4c8YlxXhLQtWwEE7m9ZtkWUK/34VNvR1tc89QcQyoV4lxNqx5jxlxw119/kjZHSBRcdzXG8NNd+b/3jOwCR0uBeF4GunVhqaYiWZutJgbYYX2pGwVVgODQwFPwZUvgPXkBqv37d+4BVZdNf/gJgDIDo5bBdZL6RC3SqfZzHheurxO25Xnlci5Z+7K//0pqTc7UGRO4Q/AMvhnXilv3uuulc6NcX+YHp8Tm3o7cN0l40X/rtg9I15T6NzcP63g737wtG0Av9CArXH1lTGoW06KwEZn7AgYB5nM2Rusyq3YLPadIwHb8/LEshcH//tZ2zTyxv3YY6uBYQCYCyXyGqPm1XCtNLBu9YzttJgwZE7HltYASZLgdcrwux05HTxx/pY3bcMZi8/09I0hltYwsZRCStMhA4imNHzjyaVMUHH1Zx1OGef1u3HhqCcv0N7hlOF1SBjvduH4Uirn5363jO39rpzPPHnyJAYGBtDT09M06d/t9t0yruhUNR2KLGfTftpldTDfB7v2vRT/dnf+Z7r6x2zTu4n3NK/AFoF28wop4yB+q6Tny5nwaHH9m5+txoF38wQhc/lJEhAY2Wx5z0g9G5BWteygktUEF/OKThlpfOOxE9nAcN6ElxZafWM3YGHX3jGvILOaiGAesDpxVMZN38n/bE9/pu1sTN2qA/j0fc+i3+/OOcfmVb4AWj57gPHclDKx8MDxYM5EBxgGU82T67L7DG7YYnnfOPvGcupAu3vGKkOO1Wo1EThrlXa0sT4TWyJpAKDriKfVnDIXbQCxIlxMiF82DXg7ZAkpVYOmA87ejZafq3dtAIDs4LgIzovVacb7QEzuDyfS2XprOZbKZs378sNH8dTJpewzsBXaZ8W2SbBrp4nVrcDZeiWRUqHIMiKJdM6g76ad58EqpN6/cUtewOK6S8axcyRQcGDdGLS9Zs9odlKZU5FbalGE+dkhyl5sZRVNqNnt3naPdhXMemXOvCHO6/kvPh8nLJ41m7dtzzsW87PO3B/eO96L6y/davl7oLXG04zPGrEtkl1a72J7MFtl9vH6hi0/9w379lr+3Gplot1Y3u2PHGv5rA7mDEJWE4GAwnsRi0yE5swLiV7rc7Njx468n5nbJOYgshibEM8WYxaUZ0+ttNTER/N1bnzGAMiZKCSeJcm0ljOhV5yT/k6X5XXuj/Xjby0+23xurBYaWbUJyhmTbnYiVjOzFMNKLJ2d8Gie8Cv+Fe1V8+QQq8Vf/ot9+ON//195n2k8L+ZxUmM/S0walyUJHpeCV2zrw97x3pY+H0bmiTlivP19l28DgJx90fds7MZ7Ltua/dtC/aJsf9NibPNT73g1wt7hvL+768BkdqzI3G/yOOSWGH+h6mJAvQrs9hmyWvlcSaWY+bvXwHHyZtx4443Zn//++z6K37vuNTmp2vyG2emRhAqX42xKKnMqemOl0KoP0lJWm6/tfTfiCeVGfPHWm7O/e8v7P4adV/9OTsfOHFg3dpjtAv1A6TN/m43deanm+bG6Z0avehdSnRswvRjP2WtapDAXswJdq3vamQcHxcpA0ShuxXNjnuxQ7UaD3bnpvvwdSHZtyNsD3GqPUKsBW2PgVgR1JWSCuq0Q5AByMzvYDTLZDWYUqwPtzkvvvuuAnjGkVc02jbxxP3aRCQRAzp525pS0xkCU1SBAs7Ha7kUMcJsnDAEo2rk1v/fBqc15z5qxq96JHedtw6lQGpGkBuiAIkuIpzOplnVkzoXLIaO3Q8GbdwdyUsEfmU/CoSBnr3S7nxupqorTp09jdnYWvb296Ovrg9PprE3BVoHVuSmUqUF0pIpldTAOBI2t5N43e//wz+Ddfp5tejfjexoHNMyD5aIdKQbgW2nlrdUAqV3g027gvWD5De7AVX+de8+MX/0e9G7alnPfWU5wMa3oFO0DsVXQhYZUsMYgcqusvjH3V4r1X8zBiKLX6SXjec+a8auvx6svfUnOJC2PU8ZKLIWnTi5n90mVLFb5fuzup7KD+62cPQAovS9pN9Gh0PNGPGvuS3w0Z6/unn3vQP+GrXjDBaPYNuC3XfFknnRUaLVaNJFJqaisrsRp9vNjrM/EKhdN1/MmfhpTTIsV4WJCvBjYNddNK7E0ejZsxchb/gwH7r4t+5m9+65D9+iWvGdJoefF1eeP5D1njL83pr5uhfZZsW0SzO00UTZideve8V7MhhIIhpOrGe5yz1NmkvXrsD1qftZcjzdecbHlM63QwHqh4EYrLoowPjtE2U8sRHLG0z5+9U7LdrFV8EpMVsye1ze+Ci9B7rNm02vejbDXOmhoPjfm/nCx37cS8V1vf+RYwbTeVinWrbZGyEkf37UBb3rvX+P7X7k1+3m33HKL7fZi5Yzn1Xoco56KZRAyjuna7UX87KmVnCwZ5swLV196IRw3594zxc6N1UQXq/pLPPPEZLxW2ifa/KwxB+EAWD5LzOXhcysFUkr34uYyzg1gHXC0SjPfylvy5DwvEplJ16JfF4qnc1OEr06UMwbQiy/+2opjFZwXu2fJ9ZdubanyL0TUF8YsI+ZYiDnGZq4vCvaLLPqbxnNjtcCo/H5T68XQqHSSrut68ZeR0e7duxGJRHD8+HEAmVkzX3t0AouRFDrcCi6s4V4khw4dwuHDh7Fjx45sRWCefWjcS93Y2LKrFADkpD/581eeU9KKVDrL7rzY7ZOqyFJ25ZtIT2pMRW8cSIkk1JpfV61MnJukfxh3PJvO25dotT2VXVGSOQ+ZRrDLZkWi1bkx7inaTOfogQceAABceeWV2Z+tV+Pg0KFD+OL3H8ZDZ5xQuzbkBMzFPSH+hWR9TsyBdvFH5nuqFTpsdjPNq+3QoUP44UMHcFztztub01jmoqxdhrRXYuU6ANvnjnk/omYfTK9kX+VKUxOLc5PwD+N3X3YBFhYW8C8PTyGc0OCQgW6vgpPLKUSSOiQJ8DllXD7egcvGfXmB8WqRJAnd3d3o7++H2+2uyWeUylyflXtu1rI3obkdYJXerZQBi3bqnFXyXUvZ/874e+N5Mc9Gt+uwm1d0xtNqXpYa42CUcfVNj8+Jd//OlpwZ9GTNWJ9dfeley4F4456psgT43Y6cVb4iLaNd20CsVGzGNrRV+6wSlTxv7vrJL/Hpux5Awj8M/9B4Tt+wUL1qzvxkfs6LwXyxSlqkUGyFe8Zc5xcqc3O9YdWXAPInVh87chifvusB6F2j6Bodr3jw264ebbWt4QrtzWnVFjCP6Yz3deDYXAQrsRQ0AAGPA3vHey37fH//zR/jzh8/hpR/BMPj51T1mhbHJdIzd7gUbOjxNtW5KVafFRtPM68e/9qjE9l9U0UfscOVP1kROFuf6V2jGBk/p+RyK6W9IbYYK5b9sFkVWnlrtXLTPO5oniBvbEf5Y6fzxs+qdcyt2o42fzerTA122fx2DAewfyKYrc/6fC58YN+27D1lLC+rsc21Hrd45onJeLIsYaDT3ZTP/3L6m2Lc44e/mcl5lgx2enK2aCm1PKp5blrh2VKM8dnidEjQNECRYbkyfS3ZSNdyXgrVWa1anxUb1xTnTTzn11JflHtuSuk3rde47HoYHx+Hz+fDM888U+9DaToMqFfAHFBvhJvJqnFlDuZaDSqJxs2B40GsxNKQJaDf78bn/+Sipq0QGk2xwLpI5weUFsxtxZmD68VqfzWrFepiUoPd4GApncRmOT/VGrBdC7vzYi7bUs6JsdO4EE5mJz60SpBjvRvVhfaetEp7ZZ71XGxAuRU6COs5qc7Kw8/O4LHnZ7C5M/PfXzoQRDCqQpGBPzy/C284L7AuxwEAbrcbHo8n538OhwOSWFZaY+b6rNJzU4trs1Wu91ZUqK5qt051I9k/EcTH7n4K04txAECf34XX7B7OmQxs3mLDLnsA22flK2WAr1iQ3vwe7TB4W6pS6g2rc7Aez5JWel5ZtWOL1eXGoIgiA8m0DmV1MNfuWq3lc6AVVhEWq88KlZ/5+xdbLLJekxXtslS2Wn1WaG/oveO9uP/ZM9k6XSwaERPdZVnKyeyznpMOWqkeK8S8rZW57MWkh8VIEpFEGpqOuoz5VjIBvVEVWpBiNWl3OZbKZq8RzxKxCK6e9YfVdnWtMslRsFp8aE4NXqxtUK/jbqUJjmbGMRqrcdpGf75aHb/V5KRmwIB65RhQr4A5oA40ZoOt2KCFsZISM+N0nJ193WwrORqd1cq3HcMBPHVyCQvhZHbmlUg3LgYHRQp/sQqnnQefqsUuSAgUnmFuDs6Ic9PMM23rPWBrZDfoVeqArfl1DHLUTiM+8+qlEa4zXdcRDodx5swZ/GpyCUfmk5bp2utBURS43W709fWhq6urpp9lt2KAdQDVGuvE2jCuALRKtVdosKnZswc0UvusWlohMFhNrDcaj1W9cdXOIWzq7Sh6nmp5Ppv9WimlPrP7jlZjWuateOpRLtVcQddMrDIwiYCcVfayegRB2ulZY74/zGVvnvTgcsjwux11yUpaaHJGM/XRSm2fmYNu5mdJpRnrqsm8sEWRJFyzZwSj3d6mfd6YNdvz02qig3HScCMF/itVzqTSZpjsYMwS3Wz1GQPqleMe6lVScO+GOim2P6VxP16fW8lJf9Iq+0A2EnGN2GUTAGCZCllUzq20p129VXq/mvflEufGuBdyq+3XtZ4qPS92f3fxltL3XKPyNOIzr14a4TqTJAmdnZ3w+/0YHAxhfn4e0Wh03Y/DiqqqiEaj0DSt5gF1s0Y4N9QeWCfWRqFytWtXG38PZAb7XY4U22cNgHVyLtYbjceq3ig1EFfL89kO14rddxT973A8nR0LSak6NvV21HWbQnFcibTWVuMA5vP0qTeeb7ldUj0nO4hxThFE/v6T0zhwPNiSY5tWY77GsgeAA8eDOb+v1+QC47Vz+yPHkFI1LEZSANCSY5vmsUNzuTdCvS6O4Y5fHsdtP38B8bSKOx+fbLgVwWvRCOVcDlF/xVMaAMAhSwjH0zhwPIhHjsy3xLkppT/QiOfNPFnrqp1DuGbPaPactXJ9RvkYUG9hxSopq+DgI0fmsjOyXQ4GbWvB/GCwelCYBwd3jgTyZkG1emetEVndUztHAg05c44yGrEhRq2nUa4zSZIQCAQQCAQQi8UwPz+P5eXleh8WAGBoaKgun9so54aIaqNY0J0B3MbCOpkaHeuNxiLOR6ONhRivk3YeByg2ua0erCZhtOqClFLqq0asz8xj0fW+n2uhmZ4lKVWDokiIRFTouo7lWAouh9yS90yjM0+SGfB7cHwhks2K2irnphn7A8bAeY/PiU29HQCAyWAUTkVGj8/ZsvUZ5WNAvcWVO8i0cyTAlRwNwC7o3kgdlXZVyoQIIqJ683q9GBsbw9DQEILBIILBIDRNq/rnyLJc9H03bNiAzs7Oqn82EVExbKcRUblYbzSWRh0L4XVyViOVRaNOwqiVYmXfSOdGaKZg81o0YtlbadeMG43IfG8Amaw5zIpaf+aJQE5Ftlyx3gz3PK0dA+ptzio42A4Nm2bVLA0yIiJqDC6XC8PDwxgYGEA0GkUymcz7n67rFb13IBDA6OgoTp06ZbkSXpIkDA8Po6enZ61fg4iIiIjaGMdCqFSNOgmDzuL93DiYcaOxWG2twXNTf+Z4mdWKdZ6X9sGAOuVhw4aIiKi1KIpiuUpcVVUsLy9jYWEBiUSipPdyOp3o7u7GwMAAZFnG2NgYBgYGoOs6ZFmGLMtQFAWSJEGSpGp/FSIiIiIiooI4tklUGt4rjYvnpnGYz0Wrb11B9hhQJyIiImpTiqKgt7cXPT09iEajCIVCSKVSSKfT2X81TYMsy+jq6kJ3dzc6OjryAuUej6dO34CIiIiIiIiIiKj2mOG5vTGgTkRERNTmJEmCz+eDz+fL+bmu69mAOlebExERERERERFRO2P2gPbFgDoRERERWZIkCYqi1PswiIiIiIiIiIiIiOpGrvcBEBERERERERERERERERERNSIG1ImIiIiIiIiIiIiIiIiIiCwwoE5ERERERERERERERERERGSBAXUiIiIiIiIiIiIiIiIiIiILDKgTERERERERERERERERERFZYECdiIiIiIiIiIiIiIiIiIjIAgPqREREREREREREREREREREFhhQJyIiIiIiIiIiIiIiIiIissCAOhERERERERERERERERERkQUG1ImIiIiIiIiIiIiIiIiIiCzULKB++vRp/NVf/RXOPfdceL1e9Pb24iUveQn+5m/+xvL13/jGN3DxxRfD7/ejt7cXr3vd6/DLX/6y4Gf853/+J2644Qb8wz/8A5aWlmxf993vfhevec1r0N/fD6fTicHBQezZswfXX3897rzzzrV8TSIiIiIiIiIiIiIiIiKiltbOsV9J13W92m/62GOP4XWvex2Wlpawa9cunH/++QiFQjh06BCmpqaQTqdzXv+Rj3wE//Iv/wKv14tXv/rViMfj+NnPfgZd1/Hd734Xv//7v5/3Ge94xzvwzW9+M/vfGzduxOOPP47R0dGc173zne/EHXfcAQB46Utfii1btkBVVTzzzDN47rnn4Ha7EY/Hy/p+u3fvRiQSwfHjx8v6OyKiRvPAAw8AAK688so6HwkR0dqwPiOiVsH6jIhaBeszImoVrM+IqFWMj4/D5/PhmWeeKftvWz32W4yjqu8GYGZmBq973euQSCTwve99L69A9u/fn/PfDzzwAP7lX/4FfX19eOyxx7B9+3YAmRNzxRVX4F3veheuuOIK9PT0ZP/m4Ycfxje/+U18/vOfxzvf+U4cPnwYf/iHf4ibbroJX/nKV7Kv+6//+i/ccccd6OnpwU9+8hO89KUvzfnsI0eO4Ktf/Wq1i4CIiIiIiIiIiIiIiIiIqOkx9luDlO9/+7d/i6WlJXzmM5+xnF1w8cUX5/z3rbfeCgD45Cc/mS1QAHjFK16BD3zgA1heXsbXvva1nL/51a9+hQsuuAB/8Rd/Ab/fj5e+9KX40Ic+lHfCvve97wEA/vzP/zyvQAFg+/bt+D//5/9U9kWJiIiIiIiIiIiIiIiIiFoYY79VDqgvLi7iO9/5Drq6uvCe97yn6OvF8n4AeMtb3pL3e/GzH/7whzk/HxwcxMTEBKanpwEAuq7j0UcfxdDQUM7r5ubmAAADAwPlfxkiIiIiIiIiIiIiIiIiojbF2G9GVVO+P/roo0gkErjqqqvgdDpx99134xe/+AVSqRR27NiBt771rTlf/PDhw0gkEhgYGMDGjRvz3u+iiy4CABw8eDDn52984xvx8Y9/HHv27MGVV16J559/HgcPHswrfPGe3/zmN3H99dfD5/NV8+sSEREREREREREREREREbUkxn4zqrpCXWxiPzQ0hMsuuwx/+Id/iM9+9rO47bbbcMMNN2Dbtm347ne/m3395OQkAFgWKAD4fD50d3djcXERoVAo+/NAIID7778fF154IX784x8jlUrh29/+Nq655pqcv3/3u98NSZLwq1/9Clu2bMH73/9+fPOb38TRo0er+bWJiIiIiIiIiIiIiIiIiFoKY78ZVU/5DgDf+MY3cPDgQXz1q1/F3NwcJiYm8JGPfASRSARvf/vbs7MOwuEwAKCjo8P2PcXMAvFaYefOnbj//vuxsrKCQ4cO4Y//+I/z/vbSSy/FN77xDfT09GBubg5f/vKX8Y53vAPnnHMOxsfHccsttyAej1fluxMRERERERERERERERERtQrGfjOqGlBXVRUAkE6n8c///M9497vfjf7+foyPj+PWW2/FW97yFiSTSXzmM58BkMl/DwCSJNm+p3hNpd7+9rfjxIkT+PrXv44//dM/xY4dOwAAJ06cwI033ogrrrgCsVhsTZ9BRERERERERERERERERNRKGPvNqOoe6p2dnQAAWZZx3XXX5f3+3e9+N+6++248+OCDOa+PRCK27xmNRgEAfr9/Tcd13XXXZY9pamoKt912Gz7zmc/g8ccfxz//8z/jxhtvLOs9NU3DAw88UPExERE1AlH/sj4jombH+oyIWgXrMyJqFazPiKhVsD4jolahaVrZf9NOsd9CqrpCfXx8HAAwPDwMt9tt+/vZ2VkAwKZNmwBkvqSVSCSCpaUldHd3Z09ANWzcuBG33HILPvzhDwMA7r333qq9NxERERERERERERERERFRs2PsN6OqK9QvvPBCAJl8+rqu5y3nX1hYAHB2xsF5550Ht9uNubk5TE1N5W1Q/8QTTwAA9uzZU83DzLriiitw6623Yn5+vuy/lWUZV155ZQ2Oioho/YiZtazPiKjZsT4jolbB+oyIWgXrMyJqFazPiKhVyHL566zbKfZbSFVXqL/oRS/Cli1bEIvF8Pjjj+f9Xiz3v+iiiwAAXq83+xC6++67814vfnbNNddUdDzFcvAfPXoUADA6OlrR+xMRERERERERERERERERtSLGfjOqGlAHgI9//OMAgBtuuCEn+v/rX/8at956KwDgAx/4QPbnH/nIRwAA//AP/4AjR45kf/7YY4/hS1/6EgKBAK6//vqKjuU973kPbr75Zpw+fTrvdwcOHMD//t//GwDw5je/uaL3JyIiIiIiIiIiIiIiIiJqVYz9VjnlOwC8973vxc9+9jN897vfxXnnnYdLLrkE4XAYv/zlL5FMJvHe974Xb3nLW7Kvv+qqq/ChD30In/3sZ3HBBRfgVa96FZLJJH76059C0zTceeed6O3trehYFhYW8LWvfQ1/93d/hxe96EXYvn07gMzshCeffBIA8NrXvhYf/OAH1/7FiYiIiIiIiIiIiIiIiIhaCGO/NQioy7KMu+66C1dccQVuv/12PPDAA5AkCS996UvxgQ98AH/6p3+a9zf/+q//igsuuABf+MIX8NOf/hROpxO/+7u/i09+8pO49NJLKz6WL3zhC3jd616Hn/zkJzh06BB+8pOfIBaLoa+vD1dffTXe9ra34W1ve1tevn8iIiIiIiIiIiIiIiIionbH2C8g6cWSzVOe3bt3IxKJ4Pjx4/U+FCKiNXnggQcAILunCRFRs2J9RkStgvUZEbUK1mdE1CpYnxFRqxgfH4fP58MzzzxT70NpOlXfQ52IiIiIiIiIiIiIiIiIiKgVMKBORERERERERERERERERERkgQF1IiIiIiIiIiIiIiIiIiIiCwyoExERERERERERERERERERWWBAnYiIiIiIiIiIiIiIiIiIyAID6kRERERERERERERERERERBYYUCciIiIiIiIiIiIiIiIiIrLAgDoREREREREREREREREREZEFR70PgIiIiIiolnRdRzKZRCKRyP6rKAp6e3vhcrnqfXhERERERERERETUwBhQJyIiIqKWpOs6FhcXMTs7i3Q6nff7+fl5dHZ2YmBgAB0dHXU4QiIiIiIiIiIiImp0DKgTERERUUvRNA2hUAizs7NIJBIFXxsKhRAOh7Fz507IMndDIiJaL/sngjg4tYQ9G7tx8Zbeeh8OERERUcNgO4mA+lwHvPaI7DGgTrQGfMAQERE1Bl3Xoes6pqensby8DE3TSv7brq4uBtOJiNbR/okgbrrnaSzHUujyOvGpN57P/hQRERER2E6ijHpcB7z2mhfjVOuDAXWiCvEBQ0REVB/JZBKhUAjxeDxnX3QAWFxcLOu9+vr6MDw8XIvDJKIGwcGFxnNwagnLsRQWI6nsf/PcUCl4P1MleN1Qs+M13D72TwTx5YePYi6UQCShAshvJ/F6aA/r3V4u5dqjxsQ41fphQJ2oQqU+1NjIISIiylXJszEejyMYDCIcDiOZTK7p82VZRmdnJwKBAAKBACRJWtP7Ue2Ja8apyEipGttVVJDxejk6F8ZDz88hpWocXGggezZ2o8vrBAB0eZ3Ys7G7vgcE9tsa3f6JIH50cIb3M5WNg8y0Xkp5jphfU+rf8BpuLLVqM4hzPRtKIBxPo9PjyGsn8XpoH5W0lwtdm8V+V+zao8bFycrrhwH1dcCOeWsyPtScioTJYBT7J4LZBvGPDs7gzEoch0+H2OGnHAwKEFE7Mw4AOBUJ+84dxDV7Rm3rwXg8jrm5OSwvL6/pc91uNzo7O9HZ2YmOjg4G0ZuEMYASTqSznfuBTjfbVWTJPBjkkCUk0hpkOXPPc3ChMVy8pRefeuP5DdNPtno2bRvws63eIMT5mV6MIZpUG/J+riRIRrVj7HM/cmSOq+2oqLXes3ZBTuP7Ash5zbV7N+GuA5NFA6MMlDSWUvuzlVxT4lxHEyr8///27jw8kqu8F/+3qnrvllr7aPYZj2dsj4fBGGYItgcTAphggzEGxyEkzuUaCMs15OYSbi4/QpIbnJWQ4AfCFrYLuQSMw5rLYhYz9oBtsB0zNrZnxtLMSKO1W7137ef3h6bK1d3VUkvqVrek7+d56pHUXV1Vra4+deq857wnEsBl23twZO8gHh3LAJivP/F8WLuWek4spb68WMfDxTpi+J17b37hHp5bHcjvPFooTlXvNbQ8DKi3WKO9xnhSd6Z6n4vz+M2HdrijXu7+1RTueWoaFw9345GzGaQKOmwhIEkSlA684afWWei88QsKxMOKb6Nd9Y0XywhqBK8n1OmcG7XZ/Px18msPj+PBkTTe/Rs7sa9XgWVZ7mLbNgzDqLutUCiEaDSKYDCIiYkJAMCWLVtQLpdRLpehqipisRiGhoYQj8cZRF9jqgMoAgCEwFxJh27a+Naj51jOdYhOuvY4ZUy2ZEAIAdMGJEiIBGSOsugQ3vPl1iMXrGgbS+mgutB5Wn1tuvMXY7BsUVFXX6jzF7WW8/mohg0Ay/4+L7esWmxEV3UDdqNBMmqNzx0bxUd/dBKqaUE1bESCMlTDbvpou0669tHyNSv7hV+QE6gMoB/a1VexztETMw0FRjsxq8tG5ns/O5peUvCynurP+sjewZrryVLOB5ZTnWO558Th3X1uG/Gnjj694Ohyb8dDzbTxiZ+ccrexWEeM6vOKwfTOs9D1yul84Tx/96+m3HIJQE0nICHa/GbWMAbUl8myBT53bHTRm/fFCiumLetM9T4XADWPH9rVB8Oy3YrUZFaDYdmwzxdMMgQiAcXtHeScNxydvD45N++WEBWBcqfjxVxRrwkKZEpSTaPdxcPdeGIyj4JmwrIEwkEZiiw1NJqT1i6n7AHgfsaNNhgvVm55t0m0mJVk0ljotQ+MpHEmXUJQkREJyijpFlTDQipfxn2/GsfQ/u5Ftx8MBpFMJpFMJhGJRNwg+eOPPw4A6Ot75jjF+Y5t1LkWOl+qAyjhgOzWsUq6hXuemqnodU3tsdK0k8tp6FvoNU5jkGbavp0XvSN8aPU1I02pX0rKxbJWLLZf57wpqCZKugXNtCvq6n6N5bQ6vHWHga7Qsu+H/M4BoLLTcvU1abFpI+qNnG80SEbN98BIGh/50UmkChosAcgSYAuB7miwodF2jaTKrXdeAAt3gmdgq/M0EoRqdDtOOdUbD7pBTm+bsGbaeOxctmKdI3sHMZ4pA6gfGPUO6GEbYmeorjOopo1s2ago6xsZRe5XJlSPSPYG7wuqiW89eg5/cf2BRUctM97Qeep1ulloIJ+3frJQVoTq++aALKGgmnjkbAbv/8bxuh0xqvfTSdmjqNJC2Zqcnwe39WBHXwyGZbvXnb/5zq8gQcJMXkOubLqdgEzbbuO7WdsYUF8mSwjc/h+/QiA3jlBhEu+5+cW4+WVX1KznbdAxLYGgIrvPrYW0ZRuNt8LhBD6dz+Vbj57Dg6Ppms8LQEVFyhICEuZv3GRJQn8ihMu29+CJyTy+/csJFFQTmDuL/NQZ9G7ZhR179rFSs05U37zPeQLlTrpRnD9twgG54vHqRrvJrAbT0zFDUgEzdRZ66iwmRnfiwdGLed6sMw+MpPHuOx/B+JwKAPjuY5Nu2eGX0cAbcPcrt5yK04knn8D02acR6t+Oe566CH/32mc3fY4vVrg7i1/HDL91qhuMnQYaYL736ulTTyFzbnRJ16qFghy/msi5HY5iIQWXbYnhxHQJpi0QD0nYOxCqu11FUdwg+lLStTOY3lyLfd8fGEnjO/c+iHBhEq+8+hD279+/6PaqzxdvGVedtuzqfUOYyqn46akUVNOGYdmsN7fZAyNpfOInp5aVStd7/cqeG4GUPYf33PxiXLD34kXPs4UalLyNQX5lG0eMttdK05R6z7mZM6egz56FOrAdYsce3wCIU24593Gqafvut3pUh1P3curqfo3l1HrV3/eXXLJpWR1EvedNeuxppAoT+Iwyh1Gr1922t0NzQTXdUc0LTRtRb+R8I0Eyao1HxzKwhIAtABnzbTLJaBCDXeGGgun1pn6YPnMKX/nB/dASw7C6t1acF85912xBP1+vlurerxU0E4ok4e2/fiFuuWLXqv1fyF8jQahG73/8yqlfTeRQmBhFeXIU5Z5tkHAB4mGlYp1LNncvOqcx6y6dpbrO4ASsvWX9QsHL6k451WXG4d19SJQn8cTDP0YiMYygIsEWoqZD8WKdCBlv6CzV50RQketOE+HcIzvXC8OyF8yK4Gy7NHUaRuostu66EOnIEIqaBQENn/jJKbz5hXsqAuaA/70Rz5HOVK/OWX0e3XxohxuLzJUNPHI2CwgBWZYQUmRopnDvh2h5GFBfLgHMHP0S5n7yeQDAb3/mfbjzzf8DL3/DW2sap19wQT++/egELCHw6fuexqmZAq47uKVpacuoOaorHE7gMxKQEVQkPH4uh5m8VvN5XXdwC647uKWiIuXckG/qjrif9S/Hs8iWDKTv+zf3vJkAkH/ZG/Ho5e+tmdOCI9jXHu/Nu4T5kZFOoNxJNxoLKuiNB2tGrlc32llCwMm+IgBkf/plzN0zf95MASi+5L/gEz1vBeDfa5pBzrXFaeSbzeuw7PnPfiav4cdPzrh/+42SctJJVpdbTkPA0a98EjM/+py7H/XXb8Enht4OoLHzZrHyaKlzYVNrOY11331sEqmCDmC+Y8Y1lw5XfC7VQUxvGsx4WMFgIoJHv/VZnLv7MwDmr1WpF/8+vrXrj2qmo6g+T5w5Kp1Uy9myAQHgb77zKzw9U0SubMAWgBmRsXdXBK+4sB8nZnXsHQjhwFCk5j0pioJNmzaht7eXwfEWayRYXu/77px7/+dj/4jR7/wLAOB/ArjxfN3Yb+oSb3DDOV+8Zdw9T03j6n1DNaNxnBFAzg0j683tUW8am0Y/E2+9e/zH/4r0Pc/cU+16+X/F5qt/2/e64j1vvD3snfPF2xBZfR5/6ujTHDHaZvVG8C3l9c716/QPvojUj5+p4xRfdAuk3/gdvPvOR3zr2c71RwIQVGTf/XpTatYbhcoyZ3V5O2D0xoPY0ReruW+uN2e593P80oNnas6bp74IbH/ZGxF53mvdTHPeenfesiEBC04b4dfxq5EgGbXOwW09GOoKAwAUScJ1BzdjS0+0obnt6039ULj/K269GAB6X/h76L3yJkiQ3PuuJybyz3SgF3CvTU5HjbmijqJmzgf6JeCjPzqJSzZ389xoI7/sF4OJCEZTRRQ1C6HAM52oGjlvvOUUAPzp149X1I2B+WvV3mt+t6IsqxfAWkmnRWqdsm65abf/4voDdc+N6tG+ACruwSsG3ZwvM5wA6d3/92N473vf627r13/nNsQufAVU00ZBMxfNoNBJ8QbbtmFZFoLB4Krvu9NUd/p12k6qv9+PjmUwndeQLuju9eJtv35hTVaE6bxWcS7sPvs9fOcfPwAAeBzA3mtvRdev3VTTSejWIxewfFlj6mVr2jOYqDmPDMvGn7/qAD7xk1P46anUfFsxgLAi4+LNXW7nv2I739Aax4D6sgk3KOr46if+Hr8M7AV6t1c0TsvSfE+yXNlEpmRUVKxXmraMmqe6wuEEPp0boJFUEQXVRHfUfx69xSrZyWgQmXMjNefN2e99Gr945asqGmzqjUZ1jpM35Z3HubglwvPFqpOm3bRF3ZHF3tf6NdpZtg3dFNBnz+D0PZXnzbm7P4OfXnIFxjPlmrSD1Z07eP50Nm/jsG7Nj3Jw0lRb5ye1qc5o4FSev/Cz05gr6TXl1mAigl/96vGKYDoAzPzoc/jpgatqzhvvcdQbpeOdjmBTd6Si4uYNajAd6uqrzlJQON9YB8x3zKj+XKrnF3YajJ1g5tjTJyoaDQFg6oefxdeedRWmciqemMxXdB7zG80VDyvunJVOI6NqWPPBjPMZXJwgul8gHQCi0Sh27doFRVFa/B/cmJaattRvrkBvQ/HE6ImKBkNgvm78q/BFSAzvhG4KKLJUM61JQTXd88Up40qGhdKcha89PI6tvdGKMoWp6NrPb9RLVySAy7b34MjewZqU6n4ZMdzON+dG3WC6Y/Q7/wJr+/MQGthRcZ4BqDhvgooEzRQV50t1YN2L84+210Ij+BpJsVyROnfs6YpgOgCkfvw5xPe+AJmB7TUZopwAKSQgFgrg4uEuPDqWwa8mcr4dBquDG+yo2j71vrfVozar5yz3/m1aArYQvufN2e99GnsvfD6Q3FZT767ucOhXtvhdk7xznN565ILV+UeRa6F6wkKjff2mJdJMG/rM6Zp68dxPPo/Nzz6Cge0XuAHYXNkEMB/Et8Qz1yanowYkuB3mbcxnvfSmaeWAitVV75oEzAc9BTQ3y+hC00UEFbmmo5gzWvDUU0/U1I1nf/w5XPxrL8bBbc/xPaZ6wdeldFqk1inrFqbzKj79yEhDI3q9zzkdO517cKezllNmOG08f/N/v4+7PMF0APjRFz+Mq/7ncxGMb64JjgKoqWc3Y5qUZhkdHUWpVEIikUB/fz8SicSG7ijvfAYLfb8PbuuBIknzU5Zg/nrhBEmrOzQ758ItlwTwzx/8QMW+Tnz7U3jNFS/B6UhfRSehxfZPnWWx65Xf5+icZyem824W1MGuMN7z8ksAzJcZ//ufZf8d0qIYUF8muU7Zn5k4jUT3VrdxOls20B0NIiBJbqXcqVg7vReXm7aMmqte73JndHlJs5A431hYL1VYvYqUc1P32S8+hl/57Pu79z2EH06Gahp9qkdqAVJFkNRJP8abrvaqvrhd+6zNFQHsxW6OF2q0A4DPfvEUHvfZb3biNKaHdro9EgHUZlk439P1u49NVAQzvEF2ah9vr9CSZqE7GsSu/hgGEuGKoGW9jAamZUM17JqOPgDwlgd/6LtP73njNCR7gxtOcLx6lM5cScdcETibLs9PayFLiIXmg2BOUIPpUFeXX7p/SHCnHQHmU557ey//aiLn3mAnY0HflKblmbO++5s++zR+nNjiNgpCoOY8KZ2fo/I55wNrR0/M4JGzGeTKBiRJQlgGYiEJrzvQXTeQ7ujt7WUwvQX8RhZXp7N1prnxppmrniuwuqG4MHnad3+p8RGU45shxHxD8tz5aU0sW7iBWOd8cco453yuV6YwFd3q88tE4R31MtQVxpG9g24Ay+lwA8C3041b7uTP+e7PTI8hNLADJcNCMW3ibHo+dbIkSVDOnze7+mOYLeju+eINrPt17mJnjNXjl+Gm3kjjhQJcnzs26k4VMtgVdlMYpgoT/jvOjgED22syRDkBUicw+sRkHj8/Pdfw/Ossc1ZPdeeFet/b6qkDqucsd/6ezesIKPPnQLDOefPsrhKme6O+99kL3cd5j9UJnDM9c3v5fSZe1fNZV99HO9evF+zpd69dE3Pjvvu6esjA77/2Mve1ofOZDb0j0p0pAYH5js/RkFxxT/7gaBr/52enKzowL1YeUXMslP3i5kM73GvPlx48g0O7+irKF2892dvx3GnbdbZdmDzju+/rdoiazmRA5Tk4mIi4bQR+7ZDV19lnbU1iX6+MVCoFWZYRi8UQjUYRj8cRCLDpv1lUc76DuF+2o8U6B1bfg3sHLHjryo+c8mv9mz9vTsR68MjZjBscrT4XqzuCtTveIIRAuTxfhy8UCigUCgiHw9i5cydCofrTva13ThlR7/t9eHcf3v7rF1bUgb31Iqcd0TkXBDR86ps/893X4V4VJT2MUOCZ7G6L7Z86S73rldNJZ6Hz6O9ee5nvdJCHd/fhLzduv5YV41V1mRTZvxdHz+adwPkerc5FzLn592skNCxRUXGj9lmokc3bK365F5nDu/uQeM3V+Of31T5ndm2GZNk1jT7e0agzeR22LWCeb5F2Rl54b7qA2nSqbDRsvYVuxpZ7rnhfV++86d680+2R+O47H3FvupwGbm/v+IJmVgQznE4ab92nIqTI7igKnjerp95c0+95+SULfg7Vled6FeD33Pxi/PZnak8c57x5cDSNoydma4IbTnDcb3R8+fwIYwCwrfk5vJxOAE7aIPZsXR31pinxZlcBKgNZzmfu3GBf+6zNFQ3GTj0lu/0C+DU5h/q3u+eFU75UnyfOefzmF+7B83b2YFtCwsh0FpItIyADl2+J4siu+KLBdIDzn7dC9XnjdISoTmcLoCbN3B2vv7yiV3x1Q3H38E5M+ewzMbQDAvPXH2c6FOt8OeIEYqsbCBeaj5BWl18HDOd6Ud2Zy5vFwLLtiiA4gIoUyk7nm13P2o+nv1S736uedxBTSrQm64YMgUhAwZCnh331OblQ5y4GRlvPr37jNBj7pXpfKMD1kR+dRKqgwcZ8+sKjJ2Zw86EdON33Arz/i7X7fsWR5+HxctQ325dzvTuTLuHuX01VTE0SCsjsDNgBqucM9abqrg6OVo9c985ZHlTmO95Y9vzIdN2cr5/82q89B0/5nDc3vvgwLth78aL3P4tldvFmc+mEqSWEEDAMA4ZhwDRNmKYJy7JgmuZ85yRFqViCwSCCwSBkWV5zdTC/uoNfUNo5bzTTrhjZ5w2Y9saDOLSrD//1qgvw6FgGj/SW8ZGv1u7zHa+5GvvPb98vS8FCWeOc55xUrE59zJkqabF0zrRyC2WtMSwbiiIhVzQRChjuOgAqpoOsvo5424GS0SCGdvjfU73y6kM1nW+cc9DJBDVzfio4772Vt67svc4mwgp6wjLe9Lwe9x6rVCq5+0skEujp6UF3dzfkOm3ZnU4IAVWdH2UZiUTaVkZFAgpkyaipyyw2NVb1AJzqwVHeNp500n/gyyuvPoRCdPh8Bx7DPSf9Ms/5nZNeq9XmZ1kWhBAVj2mahtnZWWzZsrEG+Hj/59Xlj1+c4ZYrdtWdOsY7yl1gvhxQJf/P8ZVXH8KvR4drtlO9fwAV7cJLeT+8VrVWvetVI+cR731bgwH1ZZIkCR/4wAcq5jR57VvejWtufknNHOrewoWNhJ3Nr6Bp5miW/fv315w3e699E7p27PFt9PGb989JBe2MvHAqSk7PxHpp79jLuXVanULU77x56//4/6AfePb5kZ/z00k4N11OA3f1fG3eYIYziitXnn/8k4+cqnjNQg0R1ByN9Eqtl9EAQMWNlF/F6eaXXYGnFzhvMlU3XW5wwxMcrx4d78zNLcT8yNJkNFiTNogV6tbzZjaoTvdfb75h72fuvcG+5YpdNdt+dGwnHlLeW5Ey7Nff8E5Yey+qSfXuN5rr0s1d2Bkz8OSTT2KTbOFNz+1ZcJ70eqanpxEOhxGLxVb+TyPf86Z61Ka3sfc7xycr0sw9OpbBrUcuqN9Q/PwrMButPG9e+5Z345KXX+nWZZzpUBRZqpt+0NvznmVKe9XrgOFcL/w6czlZDAqaXRkEDyo1KZQHu8J4z6teiuei9lr10f95k3ueOdceAOhPhHDNpcO+0y7xHqszVE8r4mTcqpedzS/A5XQU1c6PBJMAFDULj5zNnJ+25hACVXWc22+/HX/yjut9R8dXd0x8cDTt7q8rEkBQkXAmXcIDI2mWN23knTNUAvD5n55GTyzoO2LXe4/ufNbeQQy/HM9CNy2EAzIMe35E8HOf/ayae6od17wRhejwog2O1QGs6swuTuC8XVNLmKaJYrEIVVWh6zo0TYOmaTWBjEZIkoRgMIhwOIzu7m50d3d3dMYgv2lIAP/ODM554+2cXB0w9aZLPby7D58CsP1lb8TZ733a3c7tt9+O/fv3V2x3KXWZR8cyMM5nGgMqpxmoTufMMqk1Fmrnq/4eX3dwC647uMWtZzjTQTpTFlWnS35m29tq7qmcc8cZWeh0vnH25WSCMs/Xz/3qWt7rrC0EsmUbpinjrsdyAFBzv+WMDJYkCT09PRgcHOy40cFCCHexbdv9qWka8vk88vk8LGt+HmBFURCLxRCPx9HV1YVwOLxqxxkNKRjqiuCNV+72zZrinRrLyZbkNwCn+h68oo1n14UIXHsrTnz7U+7z3jKnel52b53GW8+udw2qzv7TynJmZmbG9/FMJoPh4eE128Fjqfyy1/h1xKoujxaqm9Rcz6RtC16rFsraBWBJ2XWYjWd11bteNTNeRUsjieXUsDe4Sy+9FMViEaOjo3j88cfxxBNP4OKLL66oUC9msUZCNiKub97zpnC+p9hCjT7OBTJXNt2UdbIsVYxqPbSrD3f/asqtpO3f3I3HJ3Lu32+8cjfncGuh1fjOVpc39eYwfY7npqt6ZJkTzCjrFkq6hXc/a/4G7m9/GZifv+n8aA5ZljCQCPG8aaGVVkIbPefqnTd+acHqZbvw7tNJF8QpJ9qj3si/heZFq5cNYbFzzu/cWeimzzAMTE9PI5PJLKsBt57Nmzejv79/0fV++MP5aQ5e/OIXN23f68VC502973IjjS1+5ZBf3bg6pSXruGvDp44+jU/fN+I2DoaqMlHUOyfqBcEXSqG80D2V99qzWNrK9XIPtZbLs4UCj/XqltX3O97zLRKc/6nIMnTTrrivWem9+EIjjWn1PTCSxjv+9SGkChosMT99jSJLGOwK170n8Rvl6dwTx8IKApIERZEqPtsvfe8Y/uZLP4RIbsHmXRc29Jk75eF07nyQWprP7BILKdjaG62Zi7vV5ZBpmsjn8ygWiyiVStB1vSX7AeYD7IlEAr29veju7l7y61tdnlVfq/w+k2oLzYldb971idGTkLLn8J6bX4ybX3bFio7ZbzTrnsGEO1VSUbPYhgNA13VkMhn09PSsegC43tQln75vxC1fnCmLFrsnrlc39jsHG8m0cP/TKbzv3x/FdF5DybAQUiTolkAsKKM3quAth/oW7MQsSRL6+vowODjY1nTwQggUi0WkUikUCoVl3z8ODAxgaGhoVYKz9cozv7Y5p85zcFtPw+0+3utHojzZUB2n+lxdbKoS5zprA+iOBHBoV9+K033btl2TDcUwjLoBdQDo6+vbMKPUnetUvfb5hTIcLKa6LLnlkgBChcma82ahuslix7fU90PN08o65a5duxCPx/HYY481dbsbAQPqy+ANqLcCe/pQtepz4uZDO2oqSkDlnEscabwxNJrerjqY4bzmDTvysAXw4cdD81kPzs+L3EhDBK1cuxr+l3LTRZ3Fe/PiNOQ0cgO82Ii9lbBtG7Ozs5idnYVt203ZplcoFMK+ffsWXW8tB6BabaXnDcuGjaleg38jZchSguBUa62XZ8sJWC/UUfTI3sGWZd5io2BncTpzqaZV0+HT7zOv/vxecsmmmqxt9TqtL+X6tpwOjc1mGAby+Tyy2SyKxWLL9+fnggsuWHLmoFaXZ8sNRCzlHGhFfchvm2wLfIZlWTh16hR0XYcsy9i6dSuSyeSqHoNfO1wzr0ULTfHm97hpmvjhL8/g509PQ4IN0wICCvDwORVPpTSUDYHusIxXXdyNG/Yv3vlFlmX09fVhYGBgVQPrpmkim80inU5D07SmbDMYDGJoaAjJZLKlgfWFyrPFpnp45OwcDmzuwnN3JN3pNVaT03nxwdE0cmUTEgBZltATDaI/EcS7X7wLBzfHKjIEOL/78QbRnewBS7V161b09vau4F2tDYuV7cvpGFa9/cUGbS60/6Vee3itWh2t/j8zoL58DKgvQysD6tVz4zo39U5vSDZoblyN3MQtVIHjebO+Lecm/4GRNM4+9gAkAI9Y23jeEK0BnXTzIoRANpvF1NQUDMNY/AVLpCgKuru70d/fj0hk8VTxaz0A1UqddN7Q2sJOFe2x3sqzRs+jhTqKtupcZPnYeZbSCXApI41X87iabXZ2FpOTk6uyr4Vs2rQJg4ODS3rNapRnKykfOu0612nH0w5CCIyNjSGbzVY8vpzzbyX8Oly1o21W13VMTk7i2MlpfPzBNAqajURYdkeiH59WfR9vlCRJ6O3txcDAQMsyAZimiVwu1/IOQYFAAH19fejp6QGAmhTy4XAYwWBw2dtvpDx7YCSNb/7nOH785DR0w0I8JOEPDvVj/2Dl/zYUCiEUCiEcDiMUCiEQCFQskiS503domgZVVX0D14qiIBgMuksgEHB/d4L2D4yk8adfP46ZnIq8ZiKkyLDt+exBhrW0jhjNNjw8jP7+fkiStOr7Xk0Lle0LZThoRifPRjqPLtbBp7ruw2tV67W60y8D6svHOdQ7iF+v52Q0iKAi8yafFp3XzVnHmY/LOz8Pz5f1r5Hzw+81hZH5Sv1fvPgAK0REa0CnzJNUKBQwOTkJVVVXvC1Zlt2GA6dBoKurC4lEYt3fWK+WTjlvaO1ZTv2CqFqj55Gz3lLnkVzpsbF87CxL+awXmleyncfVTLquY2pqatX362dmZgamaaKnpwfRaLTdh+Na7mfTiR1qeN0F0ul0TTAdgPs9WK2gevVc6k4Zs1qfjxACqVQKU1NTEELgxKyOgmYjp81nBDsxq+PAUAQHhiJ4y6E+nJjVsXcgtKRgurOfdDqNdDrtzrG+lHnJhRBuim9n0XW94udyRzAvlWmamJ6exvT0dN114vG4O4VFs0eJ27aNvT0SYnYZqmYgp9mwbRlPzqg1AXVd16HrOgqFQlOPwUtRFAQCAXz/0RRSuRIKmo1oQMJFAyE8Z0sE3ztZcDti7B1Y3WkVHJOTkygWi+jq6kI0GkUkEvFtA3A6RjgLgIrfbduGZVnustDoeu9rvduQJAmyLEOSpIrfZVmGoiju4nR4WEpbxUJlh1OXqe5U6mQYXSm/sqyR41ts6sCNfq1qtUY+N2oPBtQ7yKNjGWTLBkqahUQkgMvOp+N0Hp8rGu56LLTIy9voxAKXlosVIqK1oZ3fVSEEJicnkUqlVrytcDiMLVu2IB6PN+HIaDEs44lorVjt8orl49q21j8/Z7ocb+O8E2Rx5knvlMSStm0jlUohlUohEomgt7cXPT09UBSl3Ye2LGxrW11O4MovEGXbNnK5HObm5hYcwTw1NQVVVRGPxxGPxxEKhVrWAbddHa6EECgUCpienka5XHYf3zsQQiI8HwCuDoA6gfWVymQyyGQy7v/Vu/hxUn53ShnViGKxiGKxCFmWEY1G3SUWiy179LqmaZibm8Pc3Bwsy8LuHrnuZ7WanODynt5AxfG85tJuHBiKYHdvaNkdMZopn88jn88DmL8WhsPhirTziwXH20GSJHR1daG/vx+xWGzF5dBCnUpXarllmXONzJaM+eyEZQMCwCd+csrdLrUOO/12LgbUO0h1IPTNL9wDADiTLiGoyOiNBxkgpRp+vapZ4BIRUbMJITA+Po5MJrOi7SiKgsHBwQ2R2o2IiIiomm3byGQySKfTNdl+JEnquMCBH1VVMTExgampKfT19aG/v39FqZTbgYMRlsa2baiqClVVIUmSm2EqGAxCURQIIdwAq99oZcMw3A4ksiy7i6Io0DTNfW4x2WzWHcGuKAoikUhFtqtAIOAei3ffQgh3HWc972hUZ7Esy02znTBNHBlSoFhpjIxkEQgEEIvFkEgkakZx27YNXddhmqbvcTsjkjVNc9cLBoMIhULuT1mWkU6nKwLpjpWORF8KXddbtu1OYdu2G1x3BAIBRKNR95z2nlOKorjnaCaTgWVZME0TpVKpphPIan5Wjah3PM3qiNFMQoimZMFrNSEEcrkccrkcotEoBgcH0d298pT5rczItNTtOtdIzbRRUE1EgjIKqolHzmbw/m8c74isLuvdWu80ul4xoN5BqnueAHADpUFFwksu2cQ5jamGX6/qW49cwPOEiIiaym8uw6WQJAn9/f0YHBxcsyOZiIiIiJZLVVV3FGO94OFaCKZ72baN2dlZzM7OutP4OPP4BgIBmKbZ1HqfaZrI5/MIBoOIRqMr2jZHfy1MCIFSqeRmSlBVtWnnpzPqdKUsy1rSnNzLST1u2zYMw3D/du6HQqEQYrEYTNOEpmkV6yzleJYSPOzEAOh64pQv9TgdDcbGxhbdVqd9Vp12POtJuVzGmTNncOGFFyISWT//Y+81MqjIOHpiBo+czaCoWQgFDGZ1oQ2LAfUO4+158qmjT7uBUs6FTfWwVzUREa2GlczvlkgksHXr1jU3comIiIhoMc6IunK5DEVR3BGnzqjdbDaLubk5lEqldh9qSzkjdL2jW03ThGmaOH36NPr6+pBIJJaVocgwDMzOziKdTlcEdSORCGKxGGKxmPt/d+a3bQRHf9WyLAvT09PuKFzyV32uE9HGJcvyumzr8F4jL9ncjfd/4zhCAYPxB9rQGFDvYAyUUiPYq5qIiFZDIpFY8gh1SZKwefNm9Pb2Mr07ERERrRuGYaBQKLiLX+BRlufnrG3GSNy1zpkjNxAIIJlMIplMIhqNLlg/FEKgXC67o/r9OCnI0+m0+5gkSQgGg+7iTantBNydz4ae4XT+mJycrJu2nIiI/M3MzKzJ6U8axfgD0TwG1DsYCypqFHtVExFRq3V3dy85oL5r1y7E4/EWHRERERHR6vCmvy4UCg2laWYgvZZpmkilUkilUggEAkgkEu6c1oqiQJZlmKaJYrGIUqm0rP+hEGLR0cPOHODOfqsFAgEMDQ3VzJO9njiZFUqlkrssJ205EdFG553+xMmaEo1GEYvF1lWAnfEHIgbUOx4LKiIiIuoE3d3dCAaDS2po4+gfIiIiWqt0Xa8Yhc4AeXOZpolMJtOWfQshYBjGgvXacrmMPXv2NHUO+HYSQkDTNBSLRRQKBRSLRZ7TRERN5nRQcgSDQTe47gTamb2PaO1iQJ2IiIiIFiVJErq6uipSai7m9OnT2L1797oe3UNERERrm2ma0DQNqqpC0zT3d84fvbHpuo6xsTHs2LFjTQc/dF3HzMwM8vk8U7kTEa0yp/NWLpcDMN+uEo1GEY/HEYlEEAqFEAqF1k3nLaL1jgF1IiIiIlqUEAL5fH5JrzFNEydPnsTAwAAGBwc5Yp2IiGidceoHqVQKsiwjFAohHA4jHA4jFAohEAh0TDBS0zSUSiU3HbizMHBO9eTzeczMzGBoaKjdh7JkpmliZmYG6XQaQoh2Hw4REeGZKWS8o9gBQFEUN7geDAbdn86ykoC7ZVnIZrNQFMWdaoWIlocBdSIiIiJakBACY2Njy5pXUQiBmZkZzM3Nobu7G4lEAvF4nDdxREREa5ymaZiYmEChUKi7TiQSwY4dOxAKhVbxyOY5Ka6z2SxyuRw0TVv1Y6C1b3p6GtFoFF1dXe0+lIZls1mMj48zpTsR0RphWRbK5TLK5bLv87Isu4F2b+fFcDgMRVF8Oy/ato1UKoXZ2Vm386AkSYjH4+ju7kZXV9e6muOdaDUwoE5ERES0zhmG4aYxdX7Ksozh4WFEo9EFXyuEwLlz55DNZld0DKZpIp1OI51OQ5IkxGIx9Pb2oru7myPXiYiI1phcLoezZ88uOvJVVVU8/fTT2Llz56J1jpVyAuiqqqJcLiOfz0PX9ZbukzaGs2fPYs+ePWtiGqNyuYyxsTGOSiciWkds23anpakmyzJkWYYkSe4CzLfBVGfhEUKgUCi4nSG7urrQ19eHRCLRMRmFiDoZA+pERERE65Rt25iYmMDc3Jzv86dOncKmTZswMDDge/NkWRbOnj274Miz5RBCoFgsolgsQlEU9Pb2ore3d000UhIREW10uVwOZ86caXh90zRx6tQphMNhJBIJJBIJxGIxCCFgWZbb4GtZFmKx2JLrA9lsFqlUCuVymUFEagnbtjE7O4utW7e2+1AWpGkazpw5w+8BEdEGYtv2sjOS5PN55PN5BINB9Pb2oqurC5FIhMF1ojoYUCciIiJah0zTxJkzZ2rm5qo2NTWFUqmEHTt2VNw0aZqG0dHRZaV5XwrLsjA7O4vZ2Vls3rwZ/f39Ld0fERERLY8Qwh2ZvhzOyKpUKrXgeslkEkNDQw0F1guFwrKPh2gpOj24kMvlMDY2xjTvRES0ZIZhYHp6GtPT01AUBfF4HIlEAuFwGIFAAIqi1E0tT7SRMKBOREREtM7ouo6RkZGGg+H5fB6ZTAa9vb3uY9PT0y0PplebmJiAbdsYHBxc1f0SERFRfbquI5PJIJvNrso85NlsFtlsFslkEr29vYjH4zUNuKZpolQqYXx8vOXHQwSg5VMWNMq2bRiG4XZQ0XUdmqYt2omWiIioEZZlIZfLIZfL1TynKAoCgYC7BIPBip/RaJRT+tG6xoA6ERER0TqTyWSWHAyfnJx006w6KdnbYWpqCoqioK+vry37JyIi2miEENB1HaqqwjAMGIYB0zTdZTWC6H6cwHogEEB3dzcikQjK5TJKpVLbjok2rng83pLtOvPimqYJ27YhhKj4aVkWdF2v+G4SERG1gzNFT716WCAQwPbt21t2zSRqNwbUiYiIiNaZ5cybaFkWRkZGcMEFF0CW5bY21k1NTaG7uxuBAKuqRESdpFgsIpvNIhKJLFhO27bdtNEptm1DVVUIISDLcs1SL/WkE4xyglDOYlmWb9DKIUlSxVJvBM5aTntpmiby+TxKpRJUVXX/v53KNE2k0+l2HwZtYOFwGKFQqGnbs20bk5OTyOfzq54RioiIqFVM08TIyAg2b96Mvr6+NVtXJqqHrZRERERE68xyb1qcm5/du3dDkqS2Na5bloXJyUls27atLfsnIqJKuq5jamoK2WzWfezcuXNIJBJIJBIwTROGYUDXdei6DsuyEI/HsXXr1iUHoYQQ0DQNhUIBhUIBxWJxweuRoijYvHkzenp63GNNp9OYm5uDZVnLer+N8gb2nfkmh4aGOi7VpTMCPZ/PI5fLMTU0UQNkWUY8Hkc8HkcymWzadi3LwunTp/k9JCKidWtiYgKTk5OIRqMVSygUYpCd1jQG1ImIiIjWmZU05BuGgbGxMYTDYaiq2sSjWppMJoN4PF4xrzsREa0OJ6hdLBZRLBaRz+d9g9pO0NtPsVjEiRMnsGnTJvT39zfUeJbJZDA5ObmkLCmWZWFsbMydR9gb9G8127YrRreXy2Xkcjls3759VedbFkJUdGjQdd3t5OAsnTwCnahTBAIB9Pb2IpFIIBaLNb3R3zRNjI6OtrWOTUREtBqEECiVShUdyBRFQX9/P/r6+piRkNYknrVERERE68xKG81LpRK6urra3th37tw5CCHQ29vLXsxERC3gjFyuXkqlUlNGdwshMDk5iWw2i61btyISidRdb2ZmBtPT08ve10pe20y6ruPUqVPo6enBwMBAxXt25krWNM0Nclenn693DXced9ZxFidwzoA50fIFg0EMDg6ip6enZRkmbNtmMJ2IiDY0y7IwPT2NmZkZ9Pb2or+/n6PWaU1hQJ2IiIhondF1fcXbyOfz6OrqQj6fb8IRLY8QAufOnUM+n8fWrVvZg5mIaIUMw0CpVEKxWHTnz14N5XIZJ0+exMDAAIaGhiCEcOfu1jQN5XIZ5XJ5VY5ltWQyGTfbiizL0DStKddnImq+aDQKVVUxMTHhdlZRFAWbNm2Coigr3r7TuYjBdCIiovnrYjqdRjqdhiRJCIVCFYuiKBUdSJ3XSJIERVEqplySZblmPed3Zx1nPQbuaaXYKklERES0jliW1bQguK7riEQibW/8y+fzOHPmjDu3OxFRM9m2jWKxCEmSEAgEEAgEoCjKmixvhBCwLMtN863ruvtTVVUYhtHW45udnUUqldpQo6mLxWK7D4GIFpHL5XwfTyQS6O7uXvZ2bdvG3NwcZmdn217+EhERdSJnqilN01q+Lye4HggEEAqFEAwGa36uxXtAWj0MqBMRERGtMc4Nh9ND1+lpK8syZmZmljT37EI0TcOmTZtgGEZTUv+uRKlUwuTkJDZv3tzW4yCi9UXXdZw9e9Z3dHQgEEAikcCWLVuakgLYtm2YpumOqJAkaVkNNtVpw72Bc8MwKub07kQbKZhORGtbLBZb1uuEEJibm8P09HTT6uVERES0MpZlwbIsd4qraoqiIBaLuUs0Gm3ZVDC0NjGgTkRERNThLMvC3NwcyuUyVFWFruurFpAol8vYuXMnRkZG2h4ESaVSGBwcZOp3IgIAqKqKbDZbEaT2pv8Lh8OIRqN1X5/P5zE2Nla3w5BpmshkMggEAhgeHl7wWJyGGWcxDAOmaVYsfoFu51gDgQA2b95cE7wRQlSkZ1+t0RtERBtdV1fXsuqcxWIRExMTbc/wREREREvjZHx0sj5KkoRwOIxIJIJoNIpIJIJIJNKU6WBobWJrJBEREVEHEkIgn88jm80il8u1LZhdLBaxfft27NixA6dPn27LMXjpus6AOtEGZlkWstms28loMX19fRgeHq4ZWWBZFs6cOdNQ2To7O4tsNlsTsJckCYZhQNO0ZWfxsG0btm3DMAyMjIxg586dEELAtm2cPXsWhUKh7RlCiIg2mmg0ii1btiz5dblcDmfOnGnBEREREdFqE0JAVVWoqopMJuM+HolE0NfXh2QyyeD6BsPWSCIiolVk2zZKpRIkSUIwGEQgEGD6IKpg2zampqaQyWQ6IojiBJu6urqwefNmTExMtPV4NE1bdvpNIlrbnKCzrusNvyadTqNQKCCRSLgp1mVZhmVZS+qotBpz3wohMDo66o5Az2azLd8nERFVGhwcxNDQ0JKn5CgWizh79myLjoqIiIg6haqqOHfuHCYnJ9HT04OhoSEO/Ngg+CkTERG1mG3bSKfTyOfzKJVKNQ34iqIgGAy6AXZFUdzRb96RcLIsu+ss1MDjjGxz5meltaVUKiGVSrX7MFx9fX3uedTX14dSqdTWIA9THRNtTLquY2RkZFmBbV3XkU6nW3BURES0XkiShB07dqCrq2tJrxNCIJVKYWpqqu3TIxEREdHqcdp7hRDYunVruw+HVgED6kRERC2WTqcxOTlZ93nLsmBZVsPz7Dmj24PBIEKhEBRFgWmaMAzDnbPVtm2Ew2Hs3LkToVCoWW+FVkEn9WqVJAn9/f0Vfw8MDDCgTkSrRgiBXC6HiYkJmKbZ7sMhIqJ1SpZllEolhMPhRe+fhBDulB+pVAqFQmGVjpKIiIg6TTAYbPch0CrpnBZbIiKidaq7uxszMzNNS98thICu69B1HcVise56mqZhZGQEu3btQjgcbsq+qfU6qQPE5s2ba24M2h3wz+fzyOfzSx49RERrixNIn56eZkcaIiJqOcuyMDMzg5mZGSiK4mYOCwQC7jRduq5D0zTous7R6ERERARgvt2XNgYG1ImIiFosFAph7969OHv27IIB8FZw5pvdtWsXIpHIqu6blkeWZWzduhUzMzNLmie42Xp6etDb21vxmBAC09PTbTqiZ4yNjWHv3r1tD+4TUXMJIaBpGnK5HLLZLAPpRETUFk4GMSIiIqKFDAwMsL11A2ErJBERURMYhoGpqSkEAgFEIhFEIhGEQiHIsgxgflTvrl27MDMzg7m5uWXNAbtcpmni7NmzuPDCC9s+p3qhUMD4+DjC4TCGh4dZ6ayjt7cXPT09KJVKmJubQzabhRACiqK4qf69af+DwSDGx8cbnjbAEQqFKrbl3V71SPlSqYTJyUmUSqVmvtVlsSwL+Xy+JuBPRGuPbdsolUrI5/PI5XKren0kIiIiIiIiWqpgMIitW7cikUi0+1BoFTGgTkRE1AT5fB6ZTKbmcVmWa5ZwOIxwOAzTNN3RD0IIN22gJEmQZRmKorhpBp3XAvMj+GzbhhACkiS563t/2rbtzqtumibi8Xjbg+mZTAbj4+PunIMnT55Eb28vhoaGON+QD0mSEI/HEY/HsWXLFjegXs/Q0BDS6bR7HnnPKee1TmePSCSCcDjsnlN+LMtCuVxGqVRCsVhc9ewKiymVSgyoE60xzpQlpVIJ5XIZ5XIZqqoybS4RERERERGtCfF4HDt27FiwjY7WJwbUiYiImqC7uxsTExM1QQHbtmHb9pK2JYSom2YwFouhq6sLXV1dCIfDbQ+SN0IIgVQqhcnJyZrnnNHXyWTS7WjgjJr2vjenE4HTCUGSJEQikVV9/04HhnZYKPDt6O7uXtK8TU7HBqfThfO7YRhQVbXjUy3Pzc0hmUyyNzBRhxJCQFXViqVcLi/5mkhERERERETUCRKJBHbs2NFQOx2tPwyoExGtMsuyUCgUYFkWYrFYU4Oi7Qz4bXSBQAC9vb1Ip9Mt3U+pVEKpVHLTyyeTSWzatKlpFTknmK/ruhto9Y50N00TQghEo1HEYjHE4/Ga4LeXbduYmppCKpWqu0/btjE3N1fxmCRJbspxy7JgmmbN66LRKAYHB9HV1dXy8352dhaTk5OIRCJuOvZO7InqfH7eQLmzOP9H7+9r3dmzZ7Fv376O/CyINipN0zAzM+NOVUFERERERES01jGYTgyoExGtAtu2kU6nkUqlauYGVRQFsVjMDU5Go9FlBQedgJ+iKO4oX+/PYDDYUNDJSccKAOFweMnHsZENDAy0PKDuZZomUqkUisUiduzYUTPndT3edPC6rlcsmqY1NHpQ0zQ3xb2iKIhGo+4ocsuy3J/LDaYIIRYdIV0ul3HmzBmEw2EMDAy4c9Y7afCdFPjedPnLOY6pqSnMzs4CAFRVxcTEBCYnJ5FMJtHb24tgMOhmFHAWJ2gdDAYRi8UQiUSaXuE2DAPFYhGlUgmaprlB9I0UwHI6f0Sj0XYfCtGGp6oqpqenkcvl2n0oRERERERERE3DYDoBDKgTEa2K6elpNyBXzbIs5PN55PN5APOpnZ3geiKRaCittaqqbjpty7LcUczVFEVBMBh0F9M0IUkSJiYm3GCqE0wHgN27dyMejy/3bS9oPY6mD4VC6Onp8Z1LvZVUVcXJkycrAsrVgWRvSm+/VPIr4WRdaBdN0zA+Pr7gOrIsIxAIIBAIIBgMuj/D4TAikQgCgUDF+WjbNrLZLGZmZiq+Ew4hBDKZzJI+60gkglgshkQiseRR9U5Hl3K57M5n7ndcG40kSez4Q9QByuUynn766Q3VoYeIiIiIiIjWv66uLmzfvp3BdGJAnYhoNXR3dyOTyTSUYtm2bRQKBRQKBUxNTbmPJxIJDA8PIxKJ1LymXrC+mjN6VlVVAHCPp1467mYHqpzAazabRaFQQCAQwODgIJLJ5LqplAwNDbUlza1t2+7nSrVs23ZH4ftRFAWRSASRSASKoiCdTjc9Jbozh3A6nUY4HHbPfSew7h3h76RtL5fL7tLsjhDrQTweXzdlB9FaZRgGTp8+zWA6ERERERERrSt9fX3YvHnzuhsURsvDgDoR0SqIxWK4+OKL3TTW5XIZqqq6gbJGGqELhQJOnjyJ/fv31wSQenp6UCqVmjZidWBgAENDQ+5+nGCkkyI8EAggHA4vOv+7EAKGYaBUKiGXyyGfz1e8V13XMT4+junpaQwODqK3t3fNV1BCoRCGhoYqOkNQ57Msyx35vRo0TcPY2BimpqYgy7IbRGdAamn6+vrafQhEG97k5GTTOyARERERERERtUMgEHCzkK6HtmpqHgbUiWhdcIJQy7nAreS1SyVJkjsK1rt/Xddr5l52fhYKBXfede9oVq9EIoG9e/eiXC4jm80im80uuXFbURQkEgn09va6gW4niF5vW5IkIRQKIRKJIBwOIxAIVKSO13W9oQChYRg4d+4cVFVdF73+BgYGEAwGMTExwVHFtCDnu01LEwgEsH379pZNSUFEjUskEigUCrzeERERERER0ZohyzL6+voQDocRCoXcKVLXers0tQ4D6kS0pjjBZ03T3PTJqqq6I7MDgQAURamZK1yWZZim6btYluUGhp0lGAy6v0uS5AaFvT+FEO42nKCzd45qWZahKErFMS20OBdsb/pn72LbNoD5AJx3Pe/PSCSCaDSK4eFhFItFt4HbsqyKVNLOSFhnju0tW7ZA13UUCgWMjo4u6fPQNA2apjXl802n0xBCYHh4GIqi1OxL13WUSiWEw2FEo9GOreBIkoSenh4kEglMTEwgm822+5CI1o1EIoFt27YhEGA1lqgT9Pb2oqenx81Ik8/ned0jIiIiIiKijpVMJjE8PIxgMNjuQ6E1hC2RRNSx/NKjq6rqBpb9OAHu5e6rWYFhAO4cyEvhBMqdIPpKVQfdq7dr2zZs28a5c+dWvK9mmZubQzabxcDAAHp7e1Eul1EoFJDP5yv+n4FAAF1dXeju7u7YeZSdUbRbt26t6MzgdG4wTRMzMzMc1UfUgGAwiOHhYXR3d3dsZxqijcwwDJTLZZRKpXYfChERERERERGA+ZHoztSlkUgE8Xgc0Wi03YdFaxAD6kTUEUzThKqqFSPPNU1bMHi+HjUrkO7dnvfnWmHbNqanpzE9PV13HdM0MTc3h7m5OciyjEQigWg0ikAg4C5OhoB2B9udTAB+vR6TySTGxsZWbe5uorVCkiT3u5xMJtHX19f27zIRPUMIgWKxiEwmg3w+z85hRERERERE1BESiQT6+/sRDoeZxp2ahgF1IloxbxC4+ncAFaNxvaN0LctyR4UvZ1Q5kcO2beRyOeRyOd/nZVlGJBJBLBZDPB5HLBarSSlfj2VZ7nzwzuJNu+8ssixX/B4IBBAMBt2fiqL4Vt6CwSB27dqFTCaDmZkZd/oCoo1EURQMDQ0hFAot+p0hovbSNA2ZTAZzc3OsvxEREREREVFH6evrw+bNm9mmRE3HgDrRBuTM/e0EBkOhEGKxWMOv13XdTelZKpWgquqaGwFNG4tt2+75Ojs7CwBugN1Jse+kv/cuhmE0bcSdd7RtKBRCKBRCMBh0f08mk9A0zT0+oo0iGo1i+/btCIVC7T4UIvLhTeVeLBZRLpfbfUhEREREREREFQKBADZt2oSenh4G06klGFCnuh4YSePRsQwObuvB4d197T4cWgFN0zA3NwdN09wgenUq9e7ubmzatAnhcBjAfADSOxrX+b1cLnM0Eq0LztQCq0UIAcMw3MAE0UanKAoGBweZyp2ogwghoKqq2wmtVCrBMIx2HxYRERERERGRL1mWMTg4iP7+frYvUUsxoE6+HhhJ4/3fOI5s2UAyGsSfv+oAg+prlK7rePrppxcdZZvL5ZDP5xGJRKDrOufBpKY5Pq3ixKyOvQMhHBiKtPtwiKjNJElCf38/BgcHG556gYiaz+no5Yw+L5fLKJfLzDpEREREREREHS8QCKC3txf9/f0IBBjqpNbjWUa+Hh3LIFs2MFc03L+dgDpHrq8dtm3j9OnTDQfHhRAcOUtNdXxaxccfTKOg2UiEZbzlUB+D6kQbjCRJiMViiMfjiMfjiEaj7DFMtMq8wXNVVd3gOTtQVmInQKK1jd9hIiIiovUvHA5jYGAAyWSS7Uu0qhhQJ18Ht/UgGQ0CAJLRIA5u6wHAketrja7r0DSt3YdBG9iJWR0FzUZOs92/2bhFtL4pioJoNOoG0CORSEfd4LBjIK1nTuBc07SKRVXVmul+qBI7ARKtbfwOExERkYOd7NaveDyOnTt3dlQ7E20cDKiTr8O7+/DnrzpQ0+C80Mh16jzhcBj9/f1IpVLtPhTaoPYOhJAIz1dwEmEZewdCbT4iIlopWZYRiUQQCoUQDAYRDAYrfu/kmxp2DKS1xkm/bts2hBCwLAumafouhmFA13UGzpeJnQCJ1jZ+h4mIiAhgJ7v1LBaLMZhObcWAOrmqR2w5i1f1yPWgIuNTR59edJRXvdFgHCXWWpIkYXh4GKZpIpvNtvtwaAPx9gR9y6E+9golWoNkWUYoFEIkEkEkEkE4HEYkEkEgEIAkSe0+vGVhx0BqJ29A3DAM96d3sSwLQoiKhVrHW19hJ0CitY3fYSJqNY54JVob2MlufVIUBdu3b2cwndqKAXUCsPCILSfoHVRkGJaNmw/tgGHZCCoyvvTgmUVHedXbdvXjznYZXF8627ZRKpWg6zosy6pZdF1v9yHSGrWcG0a/nqA37O9u8ZES0XJJkoRoNIpwOFyxBIPBlgXOq+sWzbj2l3ULqmnhgZF03W3Vm9KGqBmcdOu6rkPX9YrfnVHkDJB3Dm99JSADl2+J4mUXJmBaYEM50Rp0YCjScEdeBsWIqNpi5QJHvBK111Ku3exktz4NDQ0hGAy2+zBog2NAnQDUH7HlBL2n8xoKqomuSACDXWE3HXwjo7zqred9XDNtfPRHJ6EoElOwNsg0TeTzeeTzeRQKBab3pKZbyg2jt2Lr9ATNqBZKho2jo8Wm3Wg6+wkoYIM30QpJkoT+/n4MDAwgEFi9KuHnjo3ioz86CdW0oBp2Rd1iudf+B0bSmM6rsAXw4TsfwdX7hnDdwS0126s3pQ3RchmGgXQ6jUwmA8Mw2n04a9ZSGsiWs65fvcFbX7EF8OOREoYSChvIiTpUI9/9A0ORhsqFjz+YRrpkQZGB1x1I4pUXdddsn0F3otW3Gvf7ft9tv052R3bFK/bNEa9E7dNI+2T1d9vbyQ4A/v3x3LLLFNYJOkM8Hm/3IRAxoE7z6o3YcoLe2ZIBIQSyZQOhgOw2RC80yuvxxx/HN+95EKNWD4JKN3rjwYr1vK83LQFLCOSKprtf52ezGrxt28bExARs20Y0GkU0GkUsFlszaWsNw0C5XEapVEKxWES5XG73IdE618gN4/FpFUdHi3jonArTFkiEZbzswgQCMmALQLUEHjqn4vi0WvHaU6dOYWRkBLt378aePXt89+/XqOU0fpVNG7GgjN7owg3frPQS1ZIkCb29vRgcHFxR797lTNvywEgaH/nRSaQKGiwByBIq6haHd/e59QctMYyXX3WooW0/OpaBJObrE+NzKr728DgeHE37BumdKW0eGEk3NG0NkZ9SqYRUKsUpdZbJe30G0FAHvuPTKr5+7DE89NhJBPu3YXD77gUb02ZKBu49XYZu2dAtgVhQRjQguY3kzsiVkmFDtQR0y0ZBk9hATrTK6tXXl1JOHJ9Wcd8jTyKYH8fVl12EctfWuvcAJ2Z1pEsWcpoNSQK+cjwHAPjeyYIbTNvVE8JoxnDvb9jRhqj1Grnfrw64+wXe/coUp/3B7N6Cb8/01JQlfp3sHp/R3OePT6uYLBgIyBK6wzJHvBKtouPTKu56LIe5soWyMZ/tq7q+Xi/gfmAogm8+mcNXjudgC+Hbhnjq1Cnc88iTMLq2YsvO3b5lymIdbmh1hMPhdh8CEQPqG1m9VO7ehmUn6K2ZtjtC3RsUP7Rrfr3qUWC333473vve97p/73r5G/G7f/CHFet5R4mdy5Tx7UcnEA8r7tzs9VLQL5dpmpibmwMAt/FTURQkk0kkk8m6wXVn/konfbppmu5P72JZFmzbRldXFwYGBqAoyrKP1bIsaJqGUqnkBtE56olWUyM3jE6lcrpgQrUEnBlsTGu+gvnjkRJ0y4ZpC5yYnZ924MSsjnu/9jl87/9+wt3Obbfdhje96U0V2/UG6Z0KKwAUNBsF3YYA5n8K4K7H5hvBqivT1YF+NoRRJwkEAggGgxWLJEmQJAmKokCW5ZrFua44KaOFEG52kuo5l2VZdrdXb1mJhaaKWeg1n/jJKWjmfEOVDECWpPPXfQln0iW89i3vxlc/8ffua75w7a34wh1/U3caGqfOcnBbDx6bnA/QA4Bq2siWjYrsOd4OAACaXs+g9c00TbdTY7FYhKqq7T6kjrZQh7bqBq/9g+GKDnxHR4s1HeqOjhbxzf/7WZy9+7PudoZ//RbcFfs9AKhp8EqXLBR0G7YABAAJQN62kdcqG8nfcqivpr7ABnKi1qoXKHfq/NuSQYxljYrv5ULlBAD8r7/9CEa++1kAwIcA7L7m99F/xW/53gPsHQhBkQFJAoQAdMvGfzyZR163UTxfbqRKKiw8c3/jvZdhR12i1nCC2t77/aD8TEe36oB7SJEqOszt6pkvD6o7w3zti5/Bv336o+5+hl98C7p/7SZ3nweGIjWd7FTTxnRB4OuP52raJg5vYzCNaDV42/VKhu12tAnIwGTBqBi44x0QpFvCbScEgK8czyKjzrcfOus6r/vLD/1zRfnQf/XvYduLbnY74W5LBvHwORVzZcutI/zgVBE/PVuqyXDDTJqtp+s6g+rUdgyob1ALpXL3Nih7g97exmugsiH6uoNb3Nc8/vjjFcF0ABj9zqcReP1NOLz7QMXjzr6++tAYTCGgSJIb2K9OE+/8XO5IsmAwiEAgANM03ccsy0I6nUY6nUYwGEQkEoFt227w3Pl9KVRVRTqdxsDAAPr7+yHLcs06ThDEmd9c07SKxXuMRKvJL5hd74bRqbDq1nxrdSjwTMV2WzKIoYSCgiYhEZYRUOYby86dHsFTnmA6AHz4wx/Gi1/8YuzZs6cmSI/zFd4fj5TQHZYQkCUkQrJ7A102bTyV0vDxB9MVvcf9Av0ccUadxOmM5c024gTZI5EI4vE4IpFIR80P5Q1mHz0xg5m8hqI2f42sN+2L87pvPXoO9zw1g4JmQjVsdEcDCAcUXHdwM0xb4J6nZnDnD36GX3mC6QBw4tufwnd+67U4vPsa37pLPKzg4uFubOqO4LJoELplY2tvFIZlu0H6B0bSACrrLYd29TU0bQ1tXIZhVATQNU1r9yGtGYulZKxu8Ho6rbsd+AIyztdByhWjRGfGRiqC6QAw+aPP4dFLXoCZ0u6aEWbVwXRZAoKKBMOuHIl+w/5upnYmWkX1OtQ4o0J/cKoIGwKyNP999d5JO3OhVpcTgeyYG0x3jHz3s7B3PB/YtqviHsD5rl+1M1aRwWJOtaBbAooswbbns+cB8/c33nsZjk4jag1vh37nfr86cFYdcDft+e9pXrORU4GpQhlCmr/uK+c72X792GMVwTIAmPzh55C8+AUIbN5ZEZRzOtn97GwZGdVC2RR48FwZAfmZ8qgnomA4EeR3n6jF/Nr1YkEZmxMBZFQbD4yVK7JIOJ1idEtUtBPuHwzDsuc70EnSfId+pzPedx54vKZ8SN3zeUT3/hpCAzvcOonTeUeRJViWmM9spYqKDDdLyaRJy3fq1Cls3rwZPT09aybjMK0/DKhvUAulcq+XGtXrU0efrtsQ/c17HvTdZ7gw6Zse1jmWkmahNx50g/ZOOvigIuHB0TT+z89Ow7DsZY8kkyQJiUQCmUzG93nDMJo2CtyyLExNTSGVSiEajVYE553fiTqNX4XVuWEE5ucb8va4dCqsACoavZ2K7csuTLjrOje/2ckzvvu+55EnUe7a6qZxcoL0iiTBgjg/0l3B4W0RDCeCCCjAw+dUPJXSUDYEgrLtNpb5Bfo54ozWAm+Q3cmoEgqFEIvFkEgk0N3d7dtJazVUB7MjQdmd/9xv2hfnNU4gfa6oo6RbkGUJXZEAnrO9B29+4R4c3t2HTx19GoZlIz0+4rtvp/7wiZ+cwkxec+sucyUdc0XgbLoMWZKw8zILw90R/N1rn+3u9+5fTeGep6YxmIhUdAAAsOC0NbSxCCFgGAaKxaIbRNd1vd2HtSY1kpKxusFromAiGpBweNt8NpoHxspucM0ZJVqcPuu7v9zkGXRt2lkzwszZdkiREFIkXLUzBstGRYdBbyN69bzLDLATtUb1lFIAKqdeOB8gk1AZ0D6yK44ju+I4OlrE03M6JvKmO1JMfdq//hDIjSMRvsC9B6gO5r/uQHfF/UQ0IGNL13xDvTdLlt/otOp00ES0fNXplK/aGavIVOFtX6i+xuvWfAcczRLzo0/FfEDd6ez/xMmnffcZLZwDsAsPjJXx0Lmy20nmrYf7AaTw45ESyub8992wKssjtisQtZ5fu15fTMEFfSE8MFauGIk+MqfDtICXXZioaScEgL7YfKY/RQZed+CZzrR3HfuV777tuTFgcIdbJ7GFQDw4X0cYy5koGnZNhpt6mTWouWzbxvj4OAqFArZt28agOrUFA+ob1GKp3Bt9PVDZEP3ASBoPzPlfMHbu2eubXtVvW87IeKdB/KenUm5DvGba+MRPTgHAkoPqCwXUW8E0TeTz+VXbH9FK1AtEOyMy/HpcvuVQn9vgfGJWx8m07jaQmRZww/5ud/uJsIzk8A5M+ez7wUIffnos5aZxioeeSds2mjFQMmxYQmBbMohXXjS/zd29IXz8wTSCsl1xY1sd6OcIElrLdF2HruvIZDIIBoPYtGkTksnkqt84VHfEKwmB7mgQl3kC415OAH58roySbs23bAGIBGQMdYUrXuPUA/q27vYtH0atHrz7zv9EQTNRUE3EwwpUw0ZAllA25oNu85lfBFTTwuHdfXh0LAPDsjGb12ELgZm8DssWbn3nuoNbcN3BLSvKfENrj23b7nfKu6iqyuxATeA396lfSkZnFNhdj+U8DV4ShhNB7B0I4fEZzQ2uOaNEE0P+9Ye+zTtq9uHUTerNq+pk4qke2VL9Phab052IGuPtoOKtp1cHyqtTujrpVp16/PFpFY/PaG4Z44wmD/Rv893vbx6+GFt2JirStXuD+aYFvObS7or7iVsu73XX9aakr96nN9MFywei5avuiNcdljGcmL/n//fHczDtcsV3tvoaH1CAsazhjiqHBPSEFezrP9+OENviu9+L916Ak7bwnTP9yK74+bIGdcsjImqteu16APD4jOZ2rHl8RsUjk2W3nfJlFyYwUzLd67pTz/Be1//5gRQeOqciHRr23fcLL9uHUQQq6iS9UQW3XN6LkTkdXzmeq8lwEw0+MwWF3/0PNVc2m0V3dzeSyWS7D4U2IAbUN6h6qdwP7+7zHUW+0Ou9r3v/N45j2u5D/4tuQerHn3PXv/3221GIDiNbHqkZ1e63LWcfToO4asxXoAOyhIJq4pGzGbz/G8eXPFI9kUgs919GtO7Vq7AuNJeZkyrV4W0g8/bcdhu4dydwb+bNFXOo97/o9zAT3gKjZLppnPb1h/GaS+e3/c0nc/jK8RxsIfC9kwXs7g25I8m8AX1vylbv6HhWYGm9MAwDY2NjSKVS2LZt26rOHeXXEW/wfGAcmM9c45d9xrl+x4IKeuNBXL1vCNcd3FJneplt+I72PyrmUN977Ztw32wEJb1cMbr9yN5BnJop4LuPTSJVmG8ol2UJkYBScbwF1URJt2CeD6ZXdwBYD4F0IQRM04SmaW6A2PndsiyEQiGEQiGEw2H391AoBEVR2n3oLeH9f6iqWvF/aVYmIqrlbRBXzfmRnn4pGYFnAlXVgSznml09r3lABi7fezFSxtsq0jL+1n99G/ovv9g3OF7v2u9ksvE20FcHxKqDbgyYES2fXwcVb0DMKQ/eeri/7hykx6dV/PvjOUwWDBQ02y1j3NHk23ZDueb3K9K+v/Od78SvXXZRxb6d0a0Aasqc6owUzs9/fzznv8/z8zNzpCrR8vl1xFuoo/xkwcDegVBFp33HkV3zHebmf4+7nf3Rux3Dv34LJn/0TPvkb/3Xt+H6Ky7Fxx9MP5Mdo2o6mIU65znHXh3YZ/sDUfPUuz4DqOiYm9cq2ym9HW+qr+s1WTl7ttWUD+985ztx66ufW7dOcmAogt29oYqOwdGAjIsGwnjOlkhFZg0n+8W2ZJDlQwtMTEwgHA4jEuH/lFYXA+obkDdgfuuRC2qe8xtF7qc6Fbw3dfvO3/gdXP3S38ThXhWvvPoQ9u/fjwdG0nXTq/qllQdQk/p9MBHBaKqIomYhFDCWPOdpIBBAJBKBqqoNv4Zoo1iowupNrVZ9o9vI653nDwxFcMP+/4ZTv/UK3PPIk3hcG8BkaDOKul2RxskJpgPzlVdFAop6ZWp37zYBjiijjaNcLmN6ehrbt29ftX3W64gHYNHsM0FF8g2kV2//8O4+3Hrk7/D4O/8LnnjiCRwvxvGd8QBm8/MBc7/R7dcd3IJvPXoOADAcnkA0pFQcr5Ppxpkyxm80/Vqi6zqmp6eRyWQQiUQghICu6xDnR/H6MU0TpVKp5vFAIIBoNIpkMomurq41G2A3DAPZbNYNnmuaxql1Vplfg3hvtDYl4+cemqsIRFVnuvF2jKseTXJgKAIcfit++1Uvw8jICHbv3o09e/ZUjF5z0j4CWPD6Xz1Ctro+s9jzRNQ4vw4qTjDMr95e/d2tTgUdkCV0h+Xa0eRXvR3Rt766pnxw9q1bAg+fU3073S7UCae6PKgewc57DaLlc8oHp8OKt1M98Ez7wmKZZZx1qx9zvrtbrnk9/ugNr0Agd84tHwDUdODzXvMXKheq6z1O6nmOZCdqrnrfQ+exjz+YhhCoaaes9zq/rJwX1ykfFuug6+zf6RjslF3OvYmT/cKZh51zqzefaZo4deoUtmzZ4k6PyBTwtBoYUN9gFguYO0Fxv7nRF1Oduv09r3ppnRFo843xj45l3Mdt20YqlcLc3ByOT5VxIqVj/3ACz92RxLuObMUT02Uc3NYNRVFw+3dOIqSYblC+kRH1Xr29vZiYmGj0X0a0ofhVGv3SpzojSpznF3q9nz179mDPnj3uzWhQluqmZ2+0YZsjymgjUBQFiUQCQ0NDq75vv85vnzr6tFtvqJ6SxS/7TCP279+P/fv3Y9tIGj/9xnEA9YPy3mP64Q+nfY93qfWETiSEQDqdxtTUlBssXmnnQGdamnw+D0mS3JRpiUQCsiw347BbStd1zMzMYG5urt2HsuHVaxAHKlMyjmQMGLaA7HmdN9ONX8e46lFoTv3BUT1n+lMpDR9/ML1gY1UjHQAXep6IGlevHt9ovd27XndYxuFtEXd6iOrR5BhavHyYKZlLasxebAQ7ES1fdfngDaY7Gsks46f2u7sFwP6adbyd+Rq95ldn8DPPz7Oc12zktcr08SwriFpjsWme/NSfHrK2fFjK/r37dfbhZr84Xz5wbvXWEEJgfHwc4+PjkCQJiqJULIFAwP09Ho8jFou1+5BpHWBAfYNZLGBeb270xTiN1Tcf2lGRPr6a85g3qP8/X3oBtgTL0DStsiHtyTm85VARB4Yi2LoNAHKABfz+s+M4mdIRj4Zx5wNP42enczBtseiIekdfXx9CoRBmZ2dRLBYben9EG12rRoI30mjdaMM2R5TRWiFJEiKRCAKBAGzbhmVZFT+rRxvHYjEkEgkkEglEo9GO6nVbnQq+ekqWlQSwVxKUr97OWg2kA/MZCc6dO4dyudyyfQghkM1mkc1mIcsyenp6sGnTpo4etT46Ogpd19t9GISFG8S9KRm92Wj8rtPL6RjnPx+7vehrF+sA2GgHQSJaWHWDt9Mht9F6u9+c60sNhi+1fPDbDssDouZr9X1+o9/dpX7HqzvrOCPUZUmCYVemj2fZQdQ6S/3uNrvT7EIDkpzsF9552NlO2VrO1G+madZdZ/v27Zx3nVaMAfUNZrGA+XIar5eSJh6oDOrbto2fHD/jjj5ppCHtmdQqqWfmPZEk2JaNR86kFz1mSZLQ1dWFrq4uqKqK2dlZZLPZBdOlEtEzmj0SvJFK8GLrcO506lSyLCORSCASiSASibjzWC8UFLdt2w2wOz1qO5VTb/jET07hkbMZFDULAlrFSPWVbn8tB8NXwjRNTE1NrfoIbNu2kU6nYVkWtm3b1lEdOBymaTKY3kEWapyqTIlYPxsNsLIG82f2YbOxiqjDeL+jfnOpL1RvX2njN8sHos7WaFtAJ2WOqZfBz5k7uTp9PBF1jtXoJFed/WKxTJ+0esbGxtysj0TLxYD6BtNIwHypjddLTRPvDeongpWVzKWmdnbnPVEkRAMCPXYOk5OT6O/vRzAYXPTYI5EItm3bhi1btqBcLqNYLKJYLKJUKjHATlRHp40E59zp1MmSySS2bt26pNfIsgxZlhEIrI1qmjf7jIDmO1KdliabzWJ8fLytc4Fns1l0dXWhp6enbcdQz0rT3VPzLTbPYKsDZ53W2E5ElerNpd6K0aN+r2f5QLS2dVqmiHrHs9T08US0frUq0yctnxACZ8+excUXX9yRAwdobVgbLbXUVM0e7bXUNPHVQf0DmyJIpVLIZrPLSvnkHemyf3A+lfvs7Cz6+vqwefPmhgpIWZYRj8cRj8cBzBewToA9lUotmC6EaKPptEYpzp1OnSwU2hgjE/xGqocCxqKd7KiSEALT09OYmZlp96EAAM6dO4dYLNZx5zED6mtPq9KuNuu1RNRa7e6Qy/KBiFYDyxoi8sN2y87A0enUDAyo04otJ018dVA/FotheHgY4+PjOIDFU580EtBLp9MIh8Po7+9f8nuSJAmxWAyxWAx9fX2YmZlBKpXiqHWi8zrpRrHdDXREC8nlcm6lvdOCks3mHakeChgNdbKjZ5imifHxceTz+XYfisu2bczMzCw5y0KrsaMjEdHa0mkdcomIiIhWC9stWysYDCIUCiEYDCIQCLhTJzq/O3/LstzuQ6V1gAF1aopmjHoPBoPYuXMn8vk8JiYmYBjGgus3EtCbmppCd3d3Q+nf61EUBcPDw+jt7UU2m3XntXXmuPX7u50pWok2GjbQUScrl8sol8sAgHA4jEQige7ubjcjynqznE52NN/xYnx8HJZltftQahQKBQghOiolWjKZZEdHIqI1ppM65BIRERGtFrZbLk6SpLqL87yiKAiHwwiFQgiFQgiHwwgGgwyU06piQJ06iiRJ6O7uRiKRwOzsLPL5vBuIWA7btjE3N4ehoaEVH1s4HG54O0IIWJYFy7JgmmbN785PIQRs24YQwl38/iaihbGBjtYCTdOgaRpSqRS2b9+OZDLZ7kNqiWZPLVOPqqqYnZ1FJBLpyHm+FyOEQLFYRDqdRi6Xa/fh1GUYBnRdRzgcbvehuKLRKIaHhzExMdGU7SmK4vZgVxTF9+bdu+TzeWia1pR9ExERERER0frGdkt/3d3d2LJlCwIBhilpbeCZSh1JlmUMDQ1haGgIpmmiWCyiUCigUCgsOnLdaRR1Gka7u7tX6aifIUmSm1KkGQ3Qpmm6oxxVVUW5XF70/0BERJ1rYmICsVhsRRlUNiohBGZnZzE9Pe2OUJ6amoJhGFAUpeNGU1czDANzc3OYm5tbM9dy0zQ7KqAOAH19fZBlGbquN7S+LMsVqd+89cXlnC8MqBMREREREREtnaIo2Lx5M5LJZEe33xBVY0CdOl4gEEAymXRH8mmahlKp5Kb6qF7WYyEcCATQ1dWFrq4u9zFvkN1ZOKcoEdHaYJomnnzySUQiEbd8j0aj6/Ia1kzFYhETExNQVbXicW9mmBMnTmBoaKhto9Zt24au6+7Ibuen83snpnVfTCfWLyRJQm9vb1v2PTAwgFKphFKp1Jb9ExEREREREa1FkUgEO3fu5AATWpMYUKc1JxwOd9woqXaoDrILIWAYhhtcZ0MvEVHnU1UVqqpiZmYGiqIgkUggFovVpKBWFAWyLHdswN2yLMzNzUHXdYRCId9U2dV/S5IEWZZrFu/6Dk3TMDk5iXw+v+ix6LqOiYmJVQuoW5aFyclJqKoKwzA6Mvi8Up163rVLIBDArl27MDExgbm5uXYfDhEREREREdGa0N/fz2A6rVkMqBOtE5IkIRQKIRQKIZlMwjRNjIyMMCUpEdEaYVkWstksstms7/N+mVmcct/pbBYIBNoS/MxkMpicnGza9qqD7NUj0hezmvPTz8zMrMugajgcRjQaRTwer8iQQ/OdGE3TRFdXF3RdR7FYbPchEREREREREXU0WZbbMj0vUbMwoE60jti2jVKphEwmg2w2684tS0REa58TxFtoBLQsy26A3fkZiUQQDodbGmhPJpOYmJho2vZs24Zt28t6rSzLGBoaatqxLMS27XURTHeC584SiUQgy3K7D2tVCSFg2zYsy4JpmjU/nd8Nw4CmaaxjERERERERETVIURTs3LkTiqK0+1CIlo0BdaI1yknx7qR2L5VKSx7BR0RE64tt224aeS9ZlhGNRhGLxdyfgUDzqoGBQACXXnopCoUCzpw509Zg46ZNm5r63haiadqamRNdkiQ3k4E3q0E4HF5XwXMnMG4Yhhsgb3RhkJyIiIiIiIiouUKhEHbu3MlpfGnNY0CdyMMZfeQ3j+tiI/u8I5sWWmRZRiwWQywWa3i+EGdUoqZpUFXVDaCvx3laiYio+WzbRrFYrEhNHQqF3NHIzij2YDC47JHskiShq6sLF198MbLZLAqFAorF4qoGnGVZRl9f36rtLxKJYHh4GLlcDqVSadX2W48zDUAwGKz4udLPtpM4wfKFluVmNyAiIiIiIiKi5gkGg9ixYweD6bQuMKBOdJ6qqjh58mTd553gevUCwA2WNyqVSgGYv6DEYjHE43HEYjGEw2E3laizqKoKTdPYOExERE2l6zp0Xa+Ys12WZTdNvBNkj0QiUBSl4WCsoijo6+tDX18fhBBQVRWFQgGFQgGlUglCiLrXVEmSajq0eTulLXQtlCRp1eeQlyQJAwMDGBgYgGVZKJVKbseFcrnc1H0pioJAIOAuwWCwInAeDAbXfOo0J716dYDc+9hayQhAREREREREtNEZhoGTJ08iFAohHo8jHo8jkUisWmZBombiWUt03mLpToUQTU8FahgGstlsRTCDiIioXWzbRrlc9g0GK4oCRVEgy7L7+0KPOUFfZ17uwcFB9zq63KC3EKIiuO4Ntk9OTrY1dbmiKOjq6kJXVxeA+eCwqqqwbdutQ/gt1c97/3feAHonjy53phool8solUruHOPeetNivzv/CyIiIiIiIiJaX5xBHXNzc1AUBTt27EA8Hm/3YREtCQPqROeFQiFceumlMAzDbRAulUpNH2FGRES0Fi01G4vDO5q6enGeazRY7IxC9+vJ3GnzgCuKsqo3h94gdauD75ZlIZfLuZ0vVFXl/ONEREREREREtCjLsjAyMoItW7as6rR9RCvFgDqRhyRJCIVCCIVCSCaTAOYbqHVdR7lcRqFQQDabZaMxERFRg0zThGmaC3ZQCwQCCIVCFWnmw+HwhkkBZts2NE2DrusV074YhgFg8dHd1WRZdrMGNPLT28FhsWB8Pp/H+Pg4TNNswjsnIiIiIiIioo3o3LlzmJubw8DAALq7uzs6Mx8RwIA60aIkSUI4HEY4HEZPTw82bdqEVCqFdDrN1KRERERN4ATdS6VSxeOBQKAiyO783mmj0RthWRZ0XXfnAvcGz53AebPYtg3btpcV9PbLJBAKhRAIBJBKpZDJZJp6rERERERERES0MZXLZZw9exaBQAB9fX3o7e1FMBhs92ER+WJAnWiJgsEghoeHMTg4iFwu5zaGq6ra9AZxIiKijcw0TRQKBRQKhYrHndHs3qXdvKPMnYC5N3i+VjrhOcdMRERERERERLQaTNPE9PQ0pqenEYlEkEgkkEgkEIvF1uSgClqfGFAnWiZFUdDb21vxmNOYrqoqNE1DPp+HpmltOkIiIqL1Sdd16LqOXC7nPqZpGiRJwrlz59DX19eyILsQAoZhQFXVikXX9Zbsj4iIiIiIiIhoo3DaWWZnZyFJEuLxuBtcj0QiDLBT2zCgTtREsiwjGo0iGo0CAGKxGM6cOdPmoyIiIlr/hBAQQiCdTiOdTqOrqwuDg4OIxWLL3qZlWTWBc03T1sxocyIiIiIiIiKitUoIUZG5UJIkRKNRxGIxxGIxRKNRpoinVcOAOlGLaJqGiYmJdh8GERHRhpTP55HP5xGPxzE4OIhEIlF3XSFERYYZJ3jO1OdERERERERERJ1BCIFSqYRSqeQ+FgwG3SB7NBpFJBKBoihtPEparxhQJ2oBwzAwOjrKhngiIqI2KxaLKBaL6OnpwZYtW9zUYM787Pl8HoVCAZZltflIiYiIiIiIiIhoKQzDgGEYFdMChsNhN5NwNBpFKBSCoiiQJKmNR0prHQPqRE1mWRaD6URERB0mk8mgXC4jmUwin8+jXC63+5CIiIiIiIiIiKjJNE2DpmnIZDLuY7IsIxQK+S7BYJDBdloUA+pETXbu3DlomtbuwyAiIqIqmqZhenq63YdBRERERERERESryLZtd4o/P05wvbe3F8lkcpWPjtYCBtSJmsgwDGSz2XYfBhERERERERERERERETVA13Xouo5CoQDTNNHf39/uQ6IOw4A6URN5U4gQERERERERERERERHR2jExMQHLstDX18e518nFgPo6Yts2bNuGZVnuz0Z+B4BoNIpYLIZ4PI5QKNTmd0JERERERERERERERES0+qanp91pAxVFcZdAIFD3b+f3QCDAIPw6xIB6E5imibm5OciyjEgkgkgkAkVRGnpdPp9HPp+HZVkIhUJIJBJIJBKLvl4IAU3TkM1mUSgUoKoqhBDLfg+qqmJubg4AEAwGEY/H3YUB9sYNDAwgHo/DMAxYlgXTNOv+XMnnRURERERERERERERERK3lDFJtlCzLSCaT6O3tRTQabTi47gyCNU0TpmnCMAwA8zE7Z453BurbhwH1FRBCIJvNuukfvAKBgBtcD4fD7k9d15HP55HL5VAulyteUywW3aB2PB5HIpFAV1cXwuEwJEmCEAKqqiKXyyGbzULX9Za8L8MwkMlk3PTlwWDQHcEei8UQiUQgy3JL9r3WSZKEWCzW0Lq2bVcE2HO5HDKZDAPtREREREREREREREREa5Bt25ibm8Pc3BwikQh6e3sRi8XcQHm9pZGgvTe4Xr00MtCXlo8B9RU4c+YM8vm873OmaaJQKKBQKCxr28ViEcViEVNTUwgGg4jFYiiXyy0Loi/EMAwYhoFcLgdgPmgciUQQi8UQjUYRDAYRCAQQCAQgyzJ7yDRIluWK0f9dXV0YGhpCKpVCOp2GbdttPDoiIiIiIiIiIiIiIiJaLlVVMTEx0bTtOfG6YrFY85yiKAiHw77B9kCA4eCV4n9wmYQQdYPpzWYYBrLZ7KrsqxFCCJTL5ZoR9sB8sN0Jrnvni/BbFEVh8L1KMBjE8PAwBgcHUSgU3F5J3nTx1QsRERERERERERERERFtXJZloVQqoVQq1TynKApCoRAzJK8AA+rUVEIIt4fMYiRJqugh4+05EwwGN3SwXVEUJJPJRdcTQtQE2L2Bd2eUu1NI1vu52DqGYbQlOwIREREREREREREREREtn2VZvoNkqXEMqFPbCCGgaRo0TfN93i8lhSzLUBQFiqK4v7cizbwTqDZNE4ZhVMxjYds2ZFle8tKKDgLejADLJYSAbdvu+/S+X+d3joQnIiIiIiIiIiIiIiKijYgBdepYuq43PCraL9Du97fzuyRJFUHy6gCyaZpNfz+SJLnBdW9HAO9xeUfoh0IhyLK8on06gXJvsNwvYM40H0RERERERERERERERES1GFCndcG2bTd43Km86dkbPc5AIFARYPf+HggE3AB5dcDcWTiynIiIiIiIiIiIiIiIiGj5GFAn6mCtGi1PRERERERERERERERERItbWT5pIiIiIiIiIiIiIiIiIiKidYoBdSIiIiIiIiIiIiIiIiIiIh8MqBMREREREREREREREREREflgQJ2IiIiIiIiIiIiIiIiIiMgHA+pEREREREREREREREREREQ+GFAnIiIiIiIiIiIiIiIiIiLywYA6ERERERERERERERERERGRDwbUiYiIiIiIiIiIiIiIiIiIfDCgTkRERERERERERERERERE5IMBdSIiIiIiIiIiIiIiIiIiIh8MqBMREREREREREREREREREflgQJ2IiIiIiIiIiIiIiIiIiMhHoN0HQERERERERLTWHJ9WcWJWx96BEA4MRdp9OERERERERETUIgyoExERERERES3B8WkVH38wjYJmIxGW8ZZDfQyqExEREREREa1TTPlOREREREREtAQnZnUUNBs5zUZBs3FiVl/Wdo5Pq/j3x3M4Pq02+Qhbu20iIiIiIiKijYQj1ImIiIiIiIiWYO9ACInwfP/0RFjG3oHQkrfRqlHux6dVHB0t4qFzKkxbcAQ9ERERERER0QoxoE5ERERERES0BAeGInjLob4F51BfbI517yh35++VBr2dIP10wYRqCTclXTO2TURERERERLRRMaBOREREREREtEQHhiJ1g9SNjD5vxih3Z18nZnUEFODhcyrmyhZ0SwACCAXkFW2biIiIiIiIiBhQJyIiIiIiImqqxUafO0Hwl12YgGmh7ih2P96R7wDw8QfTSJcslE0bIUWCbgnEQzKiAQmXb4niyK44R6cTERERERERrQAD6kRERERERERN5Iw+1y0BSwgElGeeW2z0umEY0HUdp06dwp49eyq2W/3a/YNhFDQbBd2GAGALgXhQxr7+MF5zaTcD6URERERERERNIC++ChERERERERE16sBQBC+7MAFFlmAL4HsnCzg+reL4tIq7Hsthrmwhp9koaDZOzOru6z75yU/izJkzmJycxKtf/Wp88pOfrNiud+R7umTh6bSOgCwhEZIRkIFESEZfTGEwnYiIiIiIiKiJGFAnIiIiIiIiajLTAhQJKBsCBc3G0dEiPv5gGk/OaigZNqJBqWJ+81OnTuHDH/5wxTY+/OEP49SpU+7fzsj3SEBC2bQxUTABCFy1M4b/cnkvbtyf9J2vnYiIiIiIiIiWTxJCiHYfxFpz6aWX4qmnnsLOnTvbfShERCtiGAYAIBgMtvlIiIhWhuUZEXUa1bQxV7ZgC0CWgHBARtmwYQtAkoCwIqErLCMSmO/nXigUMDU1heHhYQDA5OQkAKC7fwiRaAwCQEiRAAB5zYZmCYjz2+4Ky+gOK77H4XdcuiUQUiR330RErcD6GRGtFyzPiGi9OH36NPbt24fHHnus3Yey5nAO9WWonseOiGitCofD7T4EIqKmYHlGRJ0mHAaS8aWsH0Z/f7/7d19fX911l7Jdv+MiIloNrJ8R0XrB8oyI1ot9+/YxxrlMHKFORERERERERERERERERETkg/ndiIiIiIiIiIiIiIiIiIiIfDCgTkRERERERERERERERERE5IMBdSIiIiIiIiIiIiIiIiIiIh8MqBMREREREREREREREREREflgQJ2IiIiIiIiIiIiIiIiIiMgHA+pEREREREREREREREREREQ+GFAnIiIiIiIiIiIiIiIiIiLywYA6ERERERERERERERERERGRj3UdUP/FL36Bv/7rv8ZrXvMabN26FZIkIRKJLPia8fFxvPWtb8UFF1yAcDiMRCKByy+/HH/3d38HTdPqvu7YsWN4xStegb6+PiQSCRw+fBif+9znFtzXsWPH8J73vAfvfve78cQTTyzrPRLR2raUcsq2bRw9ehR//Md/jOc///kYGhpCOBzGnj178Ad/8AcYGRlZcF/NLqdSqRRkWUY4HIaqqr6v37t3LyRJwvXXX+/7/GOPPQZJkjA4OAghxILHQkRr2+TkJP7wD/8Q+/btQzQaRV9fH5773Ofij//4j33X//znP4/Dhw8jkUigr68Pr3jFK3Ds2LEF9/Fv//ZvuO222/CXf/mXyGQyFc/dddddkCQJV199te9rz507B0mSIEkSPvShD/mu85GPfASSJOG1r33t4m+YiKgOVVXx/ve/H/v27UMkEsGWLVvwxje+EWNjY77rl0olfPjDH8bb3vY2fPKTn4RlWat8xES0UbS7vgYAo6Ojbp1soeXP/uzPmvCOiWgtWsttaY5du3YtWs696EUvauj/QUTrE+ObHUisY9dff70AULGEw+G66z/55JNiYGBAABAXXHCBuPHGG8XLX/5ykUgkBABx1VVXCV3Xa1531113CUVRhCRJ4uqrrxY33nij6OnpEQDEH/7hH/ru65Of/KSQZdk9rkgkIr773e827b0T0dqwlHLqxIkT7jpbt24V119/vbjhhhvE1q1bBQDR1dUljh496vvaVpVT+/fvFwDEPffcU/P6qakp97V9fX3Ctu2adT72sY8JAOLVr371Yv8qIlrDjh075pY5+/fvFzfddJP4zd/8TbFz506hKErN+n/4h38oAIhoNCquv/56cc0114hAICAURRF33XWX7z5+93d/t6Is3bZtmxgfH3efn56edssyTdNqXv+lL33Jfe0NN9zgu4+bb75ZABD/+I//uMz/BBFtdOVyWVxxxRUCgNi8ebO46aabxOHDhwUAMTg4KE6ePFmxfj6fd+tbzvLSl75UWJbVpndAROtVJ9TXhBBiZGREABDxeFzccsstdZd///d/b8W/gYjWgLXeliaEEDt37hQAxI033li3nPurv/qr5f+TiGjNY3yz86zrgPpf//Vfiz/90z8V3/zmN8Xk5OSiJ9wNN9wgAIh3vOMdwjRN9/GpqSmxd+9eAUB8+tOfrnhNOp0WyWRSABBf/epX3ccnJyfFhRdeKACIH/7whxWvKRaLIpFIiFtuuUXMzMyIM2fOiGuuuUZceOGFTXrnRLRWLKWcOnnypLjmmmtqgteqqorf//3fFwDEjh07ai6MrSyn3vKWtwgA4i//8i9rjvfOO+8UAMSzn/1sAUAcP368Zp03vOENAoD44Ac/uPA/iojWrPHxcdHT0yOi0ahv4+r9999f8fcPfvADAUD09/eLp556yn382LFjIhQKiWQyKdLpdMVr7rnnHgFA3HHHHSKfz4sHH3xQ7Nq1S9x6660V61100UUCgLj33ntrjuMd73iHACAOHjwoBgcHfd/L9u3bBQDxi1/8ouH3T0Tk9b73vU8AEC94wQtEPp93H//gBz8oAIgXvvCFFev/+Z//uejt7RU/+MEPRKFQEF/+8pdFKBQSX/jCF1b70IloHeuk+poTUN+5c2fz3iARrStrvS1NiGcC6iMjI8v8LxDResf4ZudZ1wH1aoudcP39/QKAmJycrHnuQx/6kAAg3vrWt1Y8/rd/+7cCgLj++utrXnPXXXcJAOK6666rePwXv/iFACAymYz72MMPPywAiFQqtcR3RUTryWLlVD3lctm9+P34xz+ueK6V5dQXvvAFAUC8/OUvr9n2u971LgHAXedjH/tYzTq7du0SAMQDDzyw1LdMRGuEMxLpjjvuaGj9V7ziFQKA+NCHPlTz3G233SYAiL//+7+vePyDH/yguOyyyyoe+9CHPiQOHjxY8ditt94qAIi//uu/rtn2ZZddJvbs2SP+/M//XAAQTzzxRMXzo6Oj7ggG740JEVGjdF13e/o/9NBDNc8fPHhQABA///nP3cde+cpXine9610V611//fXitttua/nxEtHG0Un1NQbUiWip1lpbmhAMqBPR0jG+2X7reg71pQqHw4uu09fXV/H3t771LQDwnUvz2muvRSQSwd13310xv/DQ0BAA4OjRo+5j9957L6LRKJLJ5LKOnYg2tkgkgn379gGYnwfYq5Xl1JEjRwDMz5li23bFtu+9917s2LEDr3nNaxAMBiu25Rzn6Ogo4vE4nvOc5yz5PRNR55ubm8OXv/xlJJNJ3HrrrYuur6oqfvCDHwDwL7Ocx775zW9WPD40NISRkRGMj48DAIQQuO+++7Bp06aK9Zwyq7o8yufz+OUvf4krr7wSV155pe869957LwDgiiuugKIoi74XIqJq9957LzKZDPbs2eNb9/Er44aGhnD//ffDMAwA8+XVo48+WlO+EREtV6fV14iIVku72tKIiFqB8c3WY0Dd46UvfSkA4AMf+EBFYGh6ehof/ehHEQgE8Du/8zsVr3n00UcBAJdffnnN9kKhEA4cOABVVfHkk0+6j2/btg3XXnstbrjhBlx33XV4yUtegttuuw1vf/vb2UBLRMtiWRZOnz4NABgeHq54rpXl1I4dO7Bjxw7kcjn853/+p/t4sVjEI488gquuugrRaBSXX355TXDK+fsFL3gBAoHACv8DRNSJ7rvvPmiahquuugrBYBB33nkn3vWud+Htb3877rjjDkxNTVWs/8QTT0DTNAwODmLbtm0123PKMadcc7zqVa9CPB7HwYMH8brXvQ6XXXYZ7rzzTtx2220V6zkB9fvuuw9CCPfxY8eOwbIsXHXVVXj+858PRVHqBtSdbRARLZVTV/Krk3kf99ap3vzmN+P+++/H/v37cdNNN+GSSy5BOp3GLbfc0voDJqINodPqa0REq6VdbWlERK3A+GbrMaDu8Vd/9Ve49NJLcccdd2Dv3r143eteh1e84hXYs2cPdF3H1772NVxyySXu+rlcDplMBgB8byK8j585c6bi8S984Qv43d/9Xdx///144okn8Cd/8ie4/fbbW/PGiGjd+9KXvoTp6WkMDg7iiiuucB9fjXLKCS45wSYA+NnPfgbTNN2RnldeeSXOnDmDs2fPuuswOEW0/j322GMAgE2bNuHIkSN43eteh3/6p3/CRz/6Udx2223Ys2cPvvKVr7jrO+VQvfIqHo+jp6cHc3NzyOfz7uPd3d24++678ZznPAff/e53YRgG/vVf/xXXXXddxet3796NrVu3IpPJ4Pjx4+7jTnl05ZVXIpFI4NnPfnZFmeZdh2UWES3XYmWcX53s8OHD+PrXv45YLIb/9//+H3bv3o0f/vCH2Lp1a+sPmIg2hE6rrxERrZZ2tqURETUb45utxyGBHps3b8Y999yD3/7t38b3v/99PP300wAASZJw4403Yv/+/RXrFwoF9/dYLOa7zXg8XrMuAPT09ODTn/50Mw+fiDaos2fP4l3vehcA4C/+4i8q0rusRjl15MgRfPGLX8TRo0fx3/7bfwPwTODpqquuAjAfpPqHf/gHHD16FK9//esr1mFwimj9mpubAwB8/vOfRzgcxr/8y7/gVa96FQqFAu644w78wz/8A97whjfgoosuwsGDB91yqF55BcyXWZlMBoVCAV1dXe7jl1xyCe6+++5Fj+nIkSP40pe+hKNHj+JZz3oWgPnyqK+vz72xuPLKK3HHHXfg3Llz2LJlCzKZDB577DGEQiEcPnx42f8PItrYFivj6tXJrrvuOgaciKhlOrG+BgCnT5+GJEl1n3/44Ydx2WWXNbQtIqJq7W5Lc+zevbvucx/60IfcYyQiWgzjm63HgLrHo48+imuvvRaKouDrX/86XvjCF6JYLOLOO+/En/zJn+A73/kO7rvvPuzZswcAKlKF1tPIOkREy1UsFnHDDTdgdnYWr371q/EHf/AHFc+vRjnlN0L93nvvRTKZxIEDBwDAHal+77334vWvf707X3EwGMTzn//8Fe2fiDqXZVkAANM08ZGPfARvfOMbAQADAwP44Ac/iDNnzuDOO+/E3/7t3+ILX/iCWx4t1HjajDLrS1/6Eu6991687W1vg2maeOCBB/Abv/Eb7n6dgPq9996Lm266yU0Rf+jQIUQikRXtn4g2rsXKON47ElE7dGJ9DZhvwPWbz9NRPQcoEVGjOqEtzXHjjTcikUj4Plcd/CIiWgjjm63HgPp5hmHgda97Hc6dO4ef//zneM5zngNgvqfFO9/5TliWhT/6oz/C+973Pvzrv/4rAFT0si2VSuju7q7ZbqlUAoC6F0YiouUyDAM33ngjfvGLX+Cqq65yyyav1SinLrnkEgwMDGBiYgKnTp3Crl27cP/99+PKK6+ELM/PLLJp0ybs2bPHnZPYma/40KFDC45sIKK1zSmDZFn2ne/3jW98I+688078+Mc/rli/WCzW3eZKyyynE5BTHv3iF79AqVRyO/4Az3QCOnr0KG666SZm1CCiplisjOO9IxG1QyfW14D5gP5nP/vZZb+eiMhPp7SlOf7+7/8eu3btWtE2iIgY31wdnEP9vJ/97Gd46qmncMEFF7gnm9dNN90EAO4NBDA//1MymQQAjI2N+W7XeXzHjh1NPmIi2shs28Yb3vAGfPe738Wzn/1sfPOb30Q0Gq1ZbzXKKUmSKoJPjzzyCPL5vJvu3XHllVfisccew9zcHINTRBuE0zAwPDxckUKv+vnp6WkAz5RD9cqrYrGITCaDnp6eior/Uhw4cAC9vb0YGxvD6OhozRQVwPwcUTt27HCD7iyziKgZFivjeO9IRO3QifU1IqJW6KS2NCKiZmJ8c3UwoH6ec2L49cLwPp5Opysef/aznw0AeOihh2peYxgGjh8/jnA4jIsuuqiZh0tEG9zb3vY2fPnLX8a+ffvwve99Dz09PXXXXY1yypv23Qk8eUd7On8LIXDfffcxOEW0QTiV+Lm5Od80UalUCsAzPV0vuugihMNhzMzM+FbmnXLs4MGDyz4mbycgp8wKh8N43vOeV7HelVdeiV/+8peYnp7Gz3/+c8iyjCuuuGLZ+yUiWqhO5n18JWUcEdFSdWJ9jYioFTqtLY2IqFkY31wdDKifNzw8DAB48sknkc/na55/8MEHAaAmBcu1114LALjzzjtrXvOtb30LqqriN37jNzjfJhE1zf/6X/8LH//4x7Fjxw58//vfx9DQ0ILrr0Y55U2hfO+99/rOje4EsH70ox/hgQceqAhqEdH69KxnPQu7d+9GuVzG/fffX/O80zP28ssvBwBEo1G8+MUvBuBfZjmPXXfddSs6Lm+ZdezYMTzvec+rGZF15ZVXwrZtfPjDH4aqqnjWs561YIMLEdFirrzySiSTSZw6dQoPP/xwzfPNKuOIiJaiU+trRETN1IltaUREzcL45ioRGwgAEQ6HfZ8rl8tiaGhIABC/93u/J1RVdZ8bHx8Xz3rWswQA8d73vrfidalUSnR3dwsA4qtf/ar7+NTUlLjwwgsFAHH33Xe35g0R0bqzUDklhBAf/OAHBQAxPDwsnnrqqYa2uRrllGEYIh6PCwCip6dHPP/5z69Zx7Zt0dvbK3p6egQAceDAgRXtk4jWho997GMCgDh06JCYmZlxH//5z3/ulgdf+cpX3Me///3vCwCiv7+/opw7duyYCIfDoru7W6RSqRUd07Fjx9zyCoB4z3veU7POww8/XLHOO97xjhXtk4hICCHe+973CgDiiiuuEIVCwX3cqeNdddVVbTw6ItqoOqm+NjIyIgCInTt3Lvv9ENHGshbb0nbu3CkAiJGRkWVvg4g2FsY3208Swief0zrx7W9/G//7f/9v9+/7778fkiTh8OHD7mPve9/73F4YX/va1/C6170Opmli69ateN7znodyuYyf/vSnyOfzuPzyy3HPPfe4aa4cX/3qV3HTTTdBCIGrr74aAwMDuPvuu5HJZHDbbbfhn/7pn1bnDRPRmrOUcuqRRx7B5ZdfDiEEXvCCF2Dfvn2+27z11ltr5i9fjXLqJS95CX7wgx8AAP77f//v+OAHP1izzrXXXov/+I//AAC89a1vxUc/+tEV75eIOptt27j55pvxla98BX19fbjiiitQKBRw7Ngx6LqON73pTfjEJz5R8Zp3vetd+Kd/+ifEYjG89KUvha7r+P73vw/btvHlL38ZN95444qOyTAMJJNJlMtlAMA3vvENvPKVr6w57p6eHrdn77/927+5c04RES2Xqqp40YtehPvvvx+bN2/GkSNHcPr0adx///3o7+/Hz372M1x44YXtPkwi2mA6qb42OjqK3bt3Ix6P47WvfW3d9S6//HLcdttty9oHEa1t66EtbdeuXTh9+jRuvPHGmliDIxaLsd2MaANjfLMDtS+W33qf+cxnBIAFl8985jMVr3nooYfE61//erFt2zYRDAZFPB4Xl112mbj99ttFqVSqu697771XvPzlLxc9PT0iFouJ5z73ueLTn/50i98hEa11SymnfvSjHy26rl+55mh1OfVnf/Zn7jHcddddvut84AMfcNf54he/2LR9E1FnsyxLfOQjHxHPec5zRCwWE/F4XFxxxRXi85//fN3XfOYznxHPfe5zRSwWE8lkUlxzzTXi6NGjTTumF73oRQKAkCSp7giql770pW6ZNT4+3rR9E9HGViqVxPve9z6xZ88eEQqFxKZNm8Qtt9wizpw50+5DI6INrFPqa84I9cWW66+/fkX7IaK1az20pTkj1BdaksnkivdDRGsX45udZ12PUCciIiIiIiIiIiIiIiIiIlouud0HQERERERERERERERERERE1IkYUCciIiIiIiIiIiIiIiIiIvLBgDoREREREREREREREREREZEPBtSJiIiIiIiIiIiIiIiIiIh8MKBORERERERERERERERERETkgwF1IiIiIiIiIiIiIiIiIiIiHwyoExERERERERERERERERER+WBAnYiIiIiIiIiIiIiIiIiIyAcD6kRERERERERERERERERERD4YUCciIiIiIiIiIiIiIiIiIvLBgDoREREREREREREREREREZEPBtSJiIiIiIiIiIiIiIiIiIh8MKBORERERERERERERERERETkgwF1IiIiIiIiIiIiIiIiIiIiHwyoExERERERERERERERERER+WBAnYiIiIiIiIiIiIiIiIiIyAcD6kRERERERERERERERERERD4YUCciIiIiIiIiIiIiIiIiIvLx/wNl37Lk10cLwwAAAABJRU5ErkJggg==",
"text/plain": [
"<Figure size 2400x1200 with 1 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"LINE_COLORS = {\n",
" \"Radial\": mpl.colors.to_hex(\"tab:blue\"),\n",
" \"Theta\": mpl.colors.to_hex(\"tab:orange\"),\n",
" \"Phi\": mpl.colors.to_hex(\"tab:green\"),\n",
"}\n",
"\n",
"TITLES = {\n",
" \"Radial\": r\"dB$_r$ / dt\",\n",
" \"Theta\": r\"dB$_\\theta$ / dt\",\n",
" \"Phi\": r\"dB$_\\phi$ / dt\"\n",
"}\n",
"\n",
"def make_sv_map(ds, RTP=\"Radial\", var=\"B_SV\"):\n",
" \"\"\"Generate overview map of SV from a given dataset\"\"\"\n",
" # Set up underlying map to plot onto\n",
" fig = plt.figure(figsize=(16, 8), dpi=150)\n",
" ax = fig.add_subplot(1, 1, 1, projection=ccrs.PlateCarree(),extent=[-180, 180, -90, 90])\n",
" ax.add_feature(cfeature.LAND, color=\"lightgrey\")\n",
" ax.gridlines(draw_labels=True, dms=True, x_inline=False, y_inline=False)\n",
" GVO_LOCATIONS = np.vstack((ds[\"Longitude\"].values, ds[\"Latitude\"].values)).T\n",
" ax.scatter(*GVO_LOCATIONS.T, color=\"black\", s=3, zorder=2)\n",
" # Add fractional year to use as x-axis\n",
" tvar = \"Timestamp_SV\" if var == \"B_SV\" else \"Timestamp\"\n",
" ds[\"Year\"] = ds[tvar].dt.year + ds[tvar].dt.month/12\n",
" ds = ds.set_coords(\"Year\")\n",
" # Min and max values to use for scaling\n",
" min_y = np.nanmin(ds[var].sel(RTP=RTP).data)\n",
" max_y = np.nanmax(ds[var].sel(RTP=RTP).data)\n",
" min_x = np.nanmin(ds[\"Year\"].data)\n",
" max_x = np.nanmax(ds[\"Year\"].data)\n",
" scale_x = 10\n",
" scale_y = 40\n",
" # Loop through each GVO\n",
" for i in range(300):\n",
" # Extract data for only that GVO and vector component\n",
" gvo_record = ds.sel(RTP=RTP).isel(SiteCode=i)\n",
" # Get x & y values and scale them, centred around the GVO location\n",
" # Scale values between 0 & 1:\n",
" x = (gvo_record[\"Year\"].data - min_x) / (max_x - min_x)\n",
" y = (gvo_record[var].data - min_y) / (max_y - min_y)\n",
" # Shift values to centre around the lat/lon position:\n",
" lat = float(gvo_record[\"Latitude\"])\n",
" lon = float(gvo_record[\"Longitude\"])\n",
" x = lon + scale_x*(x - 0.5)\n",
" y = lat + scale_y*(y - np.nanmean(y))\n",
" # Plot these points onto the figure\n",
" gvo_xy_verts = np.vstack((x, y))\n",
" ax.scatter(\n",
" *gvo_xy_verts, transform=ccrs.PlateCarree(),\n",
" color=LINE_COLORS.get(RTP), alpha=0.8, s=1\n",
" )\n",
" # Create scale indicator\n",
" dx = scale_x\n",
" dy = scale_y * 20 / (max_y-min_y)\n",
" p_x = 160\n",
" p_y = 105\n",
" ax.arrow(p_x, p_y, dx, 0, linewidth=2, head_width=0).set_clip_on(False)\n",
" ax.arrow(p_x, p_y, 0, dy, linewidth=2, head_width=0).set_clip_on(False)\n",
" ax.text(p_x-2, p_y+dx/2, \"20nT/yr\", va=\"top\", ha=\"right\")\n",
" minyr = str(np.round(min_x, 1))\n",
" maxyr = str(np.round(max_x, 1))\n",
" ax.text(p_x, p_y-2, f\"{minyr} - {maxyr}\", va=\"top\", ha=\"left\")\n",
" fig.suptitle(TITLES[RTP], fontsize=15)\n",
" return fig, ax\n",
"\n",
"fig, ax = make_sv_map(ALL_VOBS[\"Swarm_4M\"], RTP=\"Radial\")"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"You can now repeat this graph, changing the key to the `ALL_VOBS` dictionary to one of:\n",
"```\n",
"'Swarm_1M', 'Swarm_4M', 'CHAMP_1M', 'Orsted_1M', 'Cryosat_1M', 'Composite_1M', 'Orsted_4M', 'CHAMP_4M', 'Cryosat_4M', 'Composite_4M'\n",
"```\n",
"and `RTP` to one of `'Radial', 'Theta', 'Phi'`. For example:"
]
},
{
"cell_type": "code",
"execution_count": 18,
"metadata": {
"execution": {
"iopub.execute_input": "2025-06-21T21:45:33.232199Z",
"iopub.status.busy": "2025-06-21T21:45:33.231689Z",
"iopub.status.idle": "2025-06-21T21:45:36.162674Z",
"shell.execute_reply": "2025-06-21T21:45:36.162129Z"
}
},
"outputs": [
{
"data": {
"image/png": 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"text/plain": [
"<Figure size 2400x1200 with 1 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"fig, ax = make_sv_map(ALL_VOBS[\"Composite_1M\"], RTP=\"Phi\")"
]
}
],
"metadata": {
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