{ "cells": [ { "cell_type": "markdown", "id": "7fc85c72", "metadata": {}, "source": [ "# Extract variables at bottom of ocean: an example with Age\n", "\n", "This notebook shows a simple example of plotting ocean Ideal Age. Ideal Age is a fictitious tracer which is set to zero in the surface grid-cell every timestep, and is aged by 1 year per year otherwise. It is a useful proxy for nutrients, such as carbon or oxygen (but not an exact analogue). \n", "\n", "One of the interesting aspects of age is that we can use it to show pathways of the densest water in the ocean by plotting a map of age in the lowest grid cell. This plot requires a couple of tricks to extract information from the lowest cell.\n", "\n", "**Requirements:** COSIMA Cookbook, preferably installed via the `conda/analysis3` conda installation on NCI.\n", "\n", "Compute times were calculated using the (48 cpus, 192 Gb mem) Jupyter Lab on NCI's Gadi with conda environment analysis3-24.04." ] }, { "cell_type": "code", "execution_count": 1, "id": "04991c93", "metadata": {}, "outputs": [], "source": [ "import intake\n", "import matplotlib.pyplot as plt\n", "import xarray as xr\n", "import numpy as np\n", "\n", "import cartopy.crs as ccrs\n", "import cmocean as cm\n", "\n", "import logging\n", "logging.captureWarnings(True)\n", "logging.getLogger('py.warnings').setLevel(logging.ERROR)\n", "logging.getLogger('distributed.utils_perf').setLevel(logging.ERROR)\n", "\n", "from dask.distributed import Client" ] }, { "cell_type": "code", "execution_count": 2, "id": "f05d0caf", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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Client

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Client-6e3854c5-4ce5-11ef-842a-0000007ffe80

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Connection method: Cluster objectCluster type: distributed.LocalCluster
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Cluster Info

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LocalCluster

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4ba4cc0b

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Status: runningUsing processes: True
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Scheduler Info

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Scheduler

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Scheduler-e654c3d0-98e4-459f-b820-63d9d9224243

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Workers

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Worker: 0

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\n", " Nanny: tcp://127.0.0.1:34005\n", "
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Worker: 1

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Worker: 2

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Worker: 3

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Worker: 4

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Worker: 5

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Worker: 6

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Worker: 7

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Worker: 8

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Worker: 9

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Worker: 10

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Worker: 11

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Worker: 12

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Worker: 13

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Worker: 14

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Worker: 15

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Worker: 16

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Worker: 17

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Worker: 18

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Worker: 19

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Worker: 20

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Worker: 21

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Worker: 22

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Worker: 23

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Worker: 24

\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "\n", " \n", "\n", " \n", "\n", "
\n", " Comm: tcp://127.0.0.1:33399\n", " \n", " Total threads: 1\n", "
\n", " Dashboard: /proxy/41765/status\n", " \n", " Memory: 3.93 GiB\n", "
\n", " Nanny: tcp://127.0.0.1:33231\n", "
\n", " Local directory: /jobfs/121869575.gadi-pbs/dask-scratch-space/worker-vymj6mlo\n", "
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Worker: 25

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\n", " Comm: tcp://127.0.0.1:40407\n", " \n", " Total threads: 1\n", "
\n", " Dashboard: /proxy/36615/status\n", " \n", " Memory: 3.93 GiB\n", "
\n", " Nanny: tcp://127.0.0.1:34735\n", "
\n", " Local directory: /jobfs/121869575.gadi-pbs/dask-scratch-space/worker-7dnclco5\n", "
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Worker: 26

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\n", " Comm: tcp://127.0.0.1:41109\n", " \n", " Total threads: 1\n", "
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\n", " Nanny: tcp://127.0.0.1:43921\n", "
\n", " Local directory: /jobfs/121869575.gadi-pbs/dask-scratch-space/worker-ic_w0xw7\n", "
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Worker: 27

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\n", " Comm: tcp://127.0.0.1:34875\n", " \n", " Total threads: 1\n", "
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\n", " Nanny: tcp://127.0.0.1:38009\n", "
\n", " Local directory: /jobfs/121869575.gadi-pbs/dask-scratch-space/worker-chxyv9um\n", "
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Worker: 28

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\n", " Comm: tcp://127.0.0.1:33655\n", " \n", " Total threads: 1\n", "
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\n", " Nanny: tcp://127.0.0.1:38465\n", "
\n", " Local directory: /jobfs/121869575.gadi-pbs/dask-scratch-space/worker-bjy8vmtd\n", "
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Worker: 29

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\n", " Comm: tcp://127.0.0.1:43069\n", " \n", " Total threads: 1\n", "
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\n", " Nanny: tcp://127.0.0.1:39631\n", "
\n", " Local directory: /jobfs/121869575.gadi-pbs/dask-scratch-space/worker-jklexs9l\n", "
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Worker: 30

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\n", " Comm: tcp://127.0.0.1:45651\n", " \n", " Total threads: 1\n", "
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\n", " Nanny: tcp://127.0.0.1:41247\n", "
\n", " Local directory: /jobfs/121869575.gadi-pbs/dask-scratch-space/worker-ukvzl7me\n", "
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Worker: 31

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\n", " Comm: tcp://127.0.0.1:34691\n", " \n", " Total threads: 1\n", "
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\n", " Nanny: tcp://127.0.0.1:35371\n", "
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Worker: 32

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\n", " Comm: tcp://127.0.0.1:45553\n", " \n", " Total threads: 1\n", "
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\n", " Nanny: tcp://127.0.0.1:35025\n", "
\n", " Local directory: /jobfs/121869575.gadi-pbs/dask-scratch-space/worker-q766d_2r\n", "
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Worker: 33

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\n", " Nanny: tcp://127.0.0.1:39359\n", "
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Worker: 34

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\n", " Comm: tcp://127.0.0.1:46449\n", " \n", " Total threads: 1\n", "
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\n", " Nanny: tcp://127.0.0.1:41543\n", "
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Worker: 35

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\n", " Nanny: tcp://127.0.0.1:41643\n", "
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Worker: 36

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\n", " Nanny: tcp://127.0.0.1:40889\n", "
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Worker: 37

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\n", " Comm: tcp://127.0.0.1:38713\n", " \n", " Total threads: 1\n", "
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\n", " Nanny: tcp://127.0.0.1:43731\n", "
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Worker: 38

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\n", " Nanny: tcp://127.0.0.1:44901\n", "
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Worker: 39

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\n", " Nanny: tcp://127.0.0.1:45947\n", "
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Worker: 40

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\n", " Nanny: tcp://127.0.0.1:34989\n", "
\n", " Local directory: /jobfs/121869575.gadi-pbs/dask-scratch-space/worker-rduj1is_\n", "
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Worker: 41

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\n", " Nanny: tcp://127.0.0.1:38679\n", "
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Worker: 42

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\n", " Nanny: tcp://127.0.0.1:42353\n", "
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Worker: 43

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\n", " Nanny: tcp://127.0.0.1:36979\n", "
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Worker: 44

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\n", " Nanny: tcp://127.0.0.1:33017\n", "
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Worker: 45

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\n", " Nanny: tcp://127.0.0.1:32915\n", "
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Worker: 46

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\n", " Comm: tcp://127.0.0.1:38595\n", " \n", " Total threads: 1\n", "
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\n", " Nanny: tcp://127.0.0.1:42359\n", "
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Worker: 47

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\n", " Comm: tcp://127.0.0.1:36193\n", " \n", " Total threads: 1\n", "
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\n", " Nanny: tcp://127.0.0.1:43029\n", "
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" ], "text/plain": [ "" ] }, "execution_count": 2, "metadata": {}, "output_type": "execute_result" } ], "source": [ "client = Client(threads_per_worker = 1)\n", "client" ] }, { "cell_type": "markdown", "id": "233bcc4e-809d-4c04-af82-bc35e6ef580d", "metadata": {}, "source": [ "Add a database session. No database file has been specified so it will use the default database that indexes a number of COSIMA datasets" ] }, { "cell_type": "code", "execution_count": 3, "id": "197969e1", "metadata": {}, "outputs": [], "source": [ "catalog = intake.cat.access_nri" ] }, { "cell_type": "markdown", "id": "490cf263", "metadata": {}, "source": [ "Now, let's set the experiment and time interval, and average ideal age over a year." ] }, { "cell_type": "code", "execution_count": 6, "id": "5327500e", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "
<xarray.DataArray 'age_global' (time: 12, st_ocean: 75, yt_ocean: 2700,\n",
       "                                xt_ocean: 3600)> Size: 35GB\n",
       "dask.array<getitem, shape=(12, 75, 2700, 3600), dtype=float32, chunksize=(1, 7, 300, 400), chunktype=numpy.ndarray>\n",
       "Coordinates:\n",
       "  * xt_ocean  (xt_ocean) float64 29kB -279.9 -279.8 -279.7 ... 79.75 79.85 79.95\n",
       "  * yt_ocean  (yt_ocean) float64 22kB -81.11 -81.07 -81.02 ... 89.89 89.94 89.98\n",
       "  * st_ocean  (st_ocean) float64 600B 0.5413 1.681 2.94 ... 5.511e+03 5.709e+03\n",
       "  * time      (time) object 96B 2099-01-16 12:00:00 ... 2099-12-16 12:00:00\n",
       "Attributes:\n",
       "    long_name:      Age (global)\n",
       "    units:          yr\n",
       "    valid_range:    [0.e+00 1.e+20]\n",
       "    cell_methods:   time: mean\n",
       "    time_avg_info:  average_T1,average_T2,average_DT\n",
       "    standard_name:  sea_water_age_since_surface_contact
" ], "text/plain": [ " Size: 35GB\n", "dask.array\n", "Coordinates:\n", " * xt_ocean (xt_ocean) float64 29kB -279.9 -279.8 -279.7 ... 79.75 79.85 79.95\n", " * yt_ocean (yt_ocean) float64 22kB -81.11 -81.07 -81.02 ... 89.89 89.94 89.98\n", " * st_ocean (st_ocean) float64 600B 0.5413 1.681 2.94 ... 5.511e+03 5.709e+03\n", " * time (time) object 96B 2099-01-16 12:00:00 ... 2099-12-16 12:00:00\n", "Attributes:\n", " long_name: Age (global)\n", " units: yr\n", " valid_range: [0.e+00 1.e+20]\n", " cell_methods: time: mean\n", " time_avg_info: average_T1,average_T2,average_DT\n", " standard_name: sea_water_age_since_surface_contact" ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" } ], "source": [ "experiment = '01deg_jra55v13_ryf9091'\n", "variable = 'age_global'\n", "start_time = '2099-01-01'\n", "end_time = '2099-12-31'\n", "\n", "cat_subset = catalog[experiment]\n", "var_search = cat_subset.search(variable=variable, frequency='1mon')\n", "darray = var_search.to_dask()\n", "age = darray[variable]\n", "age = age.sel(time=slice(start_time, end_time))\n", "age" ] }, { "cell_type": "code", "execution_count": 7, "id": "6023d3ad", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "CPU times: user 38.1 s, sys: 6.99 s, total: 45.1 s\n", "Wall time: 46.6 s\n" ] } ], "source": [ "%%time\n", "age_mean = age.mean(dim='time').compute()" ] }, { "cell_type": "markdown", "id": "ba07690c", "metadata": {}, "source": [ "The age variable is a 3D variable. There are a number of ways to extract the value at the bottom of the ocean. This notebook outlines two ways this can be achieved: *(i)* using masking and using *(ii)* indexing.\n", "\n", "In this case masking is much slower than indexing, but for some use cases this has been the opposite. The masking approach has the benefit of not requiring the depth grid information." ] }, { "cell_type": "markdown", "id": "4fa52b04", "metadata": {}, "source": [ "## I. Masking approach" ] }, { "cell_type": "markdown", "id": "08c3675e", "metadata": {}, "source": [ "Create a mask of all the bottom cells. Can achieve this by taking the data, shift it up one cell in the vertical grid, find all non-NAN cells, and then negate this mask. Then mask the same data with with this mask, which will select out only the lowest level of non-NAN values in the data.\n", "\n", "In a second step turn it into a boolean array for neatness." ] }, { "cell_type": "code", "execution_count": 9, "id": "9e49a4c1", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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" ], "text/plain": [ " Size: 39MB\n", "array([[0., 0., 0., ..., 0., 0., 0.],\n", " [0., 0., 0., ..., 0., 0., 0.],\n", " [0., 0., 0., ..., 0., 0., 0.],\n", " ...,\n", " [0., 0., 0., ..., 0., 0., 0.],\n", " [0., 0., 0., ..., 0., 0., 0.],\n", " [0., 0., 0., ..., 0., 0., 0.]], dtype=float32)\n", "Coordinates:\n", " * xt_ocean (xt_ocean) float64 29kB -279.9 -279.8 -279.7 ... 79.75 79.85 79.95\n", " * yt_ocean (yt_ocean) float64 22kB -81.11 -81.07 -81.02 ... 89.89 89.94 89.98" ] }, "execution_count": 10, "metadata": {}, "output_type": "execute_result" } ], "source": [ "%%time\n", "bottom_age = age_mean.where(bottom_mask).sum(dim='st_ocean').compute()\n", "bottom_age" ] }, { "cell_type": "markdown", "id": "7ba898d2", "metadata": {}, "source": [ "Load some things we need for plotting. Bathymetry for plotting the land mask, and lat/lon:" ] }, { "cell_type": "code", "execution_count": 25, "id": "47824424-bbe8-43d2-91a2-aa55cc27371b", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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<xarray.DataArray 'geolon_t' (grid_y_T: 2700, grid_x_T: 3600)> Size: 78MB\n",
       "[9720000 values with dtype=float64]\n",
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       "Attributes:\n",
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       "    units:      degrees_E
" ], "text/plain": [ " Size: 78MB\n", "[9720000 values with dtype=float64]\n", "Dimensions without coordinates: grid_y_T, grid_x_T\n", "Attributes:\n", " long_name: Geographic longitude of T_cell centers\n", " units: degrees_E" ] }, "execution_count": 25, "metadata": {}, "output_type": "execute_result" } ], "source": [ "geolon_t" ] }, { "cell_type": "code", "execution_count": 26, "id": "c915e75e", "metadata": {}, "outputs": [], "source": [ "cat_subset = catalog[experiment]\n", "var_search = cat_subset.search(variable='ht')\n", "var_search = var_search.search(path=var_search.df['path'][0])\n", "darray = var_search.to_dask()\n", "bathymetry = darray['ht']\n", "\n", "land = xr.where(np.isnan(bathymetry.rename('land')), 1, np.nan)\n", "\n", "ds = xr.open_dataset(\"/g/data/ik11/grids/ocean_grid_01.nc\")\n", "ds = ds.rename(\n", " {\n", " \"grid_x_C\": \"xu_ocean\",\n", " \"grid_y_C\": \"yu_ocean\",\n", " \"grid_x_T\": \"xt_ocean\",\n", " \"grid_y_T\": \"yt_ocean\",\n", " }\n", ")\n", "geolon_t = ds.geolon_t\n", "geolat_t = ds.geolat_t\n", "\n", "bathymetry = bathymetry.drop_vars([\"geolon_t\", \"geolat_t\"])\n", "bathymetry = bathymetry.assign_coords({\"geolon_t\": geolon_t, \"geolat_t\": geolat_t})\n", "\n", "bottom_age = bottom_age.drop_vars([\"geolon_t\", \"geolat_t\"])\n", "bottom_age = bottom_age.assign_coords({\"geolon_t\": geolon_t, \"geolat_t\": geolat_t})" ] }, { "cell_type": "code", "execution_count": 27, "id": "a9cdc20c", "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig = plt.figure(figsize=(10, 6))\n", "ax = plt.axes(projection=ccrs.Robinson(central_longitude=-100))\n", "\n", "# Add model land mask\n", "land.plot.contourf(ax=ax,\n", " colors='darkgrey',\n", " zorder=2,\n", " transform=ccrs.PlateCarree(),\n", " add_colorbar=False)\n", "\n", "# Add model coastline\n", "land.fillna(0).plot.contour(ax=ax,\n", " colors='k',\n", " levels=[0, 1],\n", " transform=ccrs.PlateCarree(),\n", " add_colorbar=False,\n", " linewidths=0.5)\n", "\n", "ax.gridlines(draw_labels=False)\n", "\n", "bottom_age.plot.contourf(ax=ax,\n", " x='geolon_t', y='geolat_t',\n", " cmap=cm.cm.matter,\n", " vmin=60,\n", " vmax=200,\n", " transform=ccrs.PlateCarree(),\n", " cbar_kwargs={\"label\": \"Age (yrs)\", \"fraction\": 0.03, \"aspect\": 15, \"shrink\": 0.7})\n", "\n", "plt.title('Ocean Bottom Age');" ] }, { "cell_type": "markdown", "id": "47a9adb4", "metadata": {}, "source": [ "## II. Indexing approach" ] }, { "cell_type": "markdown", "id": "e28faaa5", "metadata": {}, "source": [ "Here we grab the `kmt` variable out of `ocean_grid.nc`. Note that this is a static variable, so we just look for the last file (give `n=-1` as keyword argument to `getvar()` below). The `kmt` variable tells us the lowest cell which is active at each $(x, y)$ location." ] }, { "cell_type": "code", "execution_count": 28, "id": "bf95e19d", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "
<xarray.DataArray 'kmt' (yt_ocean: 2700, xt_ocean: 3600)> Size: 78MB\n",
       "array([[0, 0, 0, ..., 0, 0, 0],\n",
       "       [0, 0, 0, ..., 0, 0, 0],\n",
       "       [0, 0, 0, ..., 0, 0, 0],\n",
       "       ...,\n",
       "       [0, 0, 0, ..., 0, 0, 0],\n",
       "       [0, 0, 0, ..., 0, 0, 0],\n",
       "       [0, 0, 0, ..., 0, 0, 0]])\n",
       "Coordinates:\n",
       "  * xt_ocean  (xt_ocean) float64 29kB -279.9 -279.8 -279.7 ... 79.75 79.85 79.95\n",
       "  * yt_ocean  (yt_ocean) float64 22kB -81.11 -81.07 -81.02 ... 89.89 89.94 89.98\n",
       "    geolon_t  (yt_ocean, xt_ocean) float32 39MB nan nan nan nan ... nan nan nan\n",
       "    geolat_t  (yt_ocean, xt_ocean) float32 39MB nan nan nan nan ... nan nan nan
" ], "text/plain": [ " Size: 78MB\n", "array([[0, 0, 0, ..., 0, 0, 0],\n", " [0, 0, 0, ..., 0, 0, 0],\n", " [0, 0, 0, ..., 0, 0, 0],\n", " ...,\n", " [0, 0, 0, ..., 0, 0, 0],\n", " [0, 0, 0, ..., 0, 0, 0],\n", " [0, 0, 0, ..., 0, 0, 0]])\n", "Coordinates:\n", " * xt_ocean (xt_ocean) float64 29kB -279.9 -279.8 -279.7 ... 79.75 79.85 79.95\n", " * yt_ocean (yt_ocean) float64 22kB -81.11 -81.07 -81.02 ... 89.89 89.94 89.98\n", " geolon_t (yt_ocean, xt_ocean) float32 39MB nan nan nan nan ... nan nan nan\n", " geolat_t (yt_ocean, xt_ocean) float32 39MB nan nan nan nan ... nan nan nan" ] }, "execution_count": 28, "metadata": {}, "output_type": "execute_result" } ], "source": [ "cat_subset = catalog[experiment]\n", "var_search = cat_subset.search(variable='kmt')\n", "var_search = var_search.search(path=var_search.df['path'][0])\n", "ds = var_search.to_dask()\n", "kmt = ds['kmt']\n", "kmt = kmt.fillna(1.0).astype(int) - 1\n", "kmt.load()" ] }, { "cell_type": "markdown", "id": "bd2b5887", "metadata": {}, "source": [ "Provided that `kmt` is loaded, `xarray` is smart enough to figure out what this line means, and extracts a 2-D field of bottom age for us." ] }, { "cell_type": "code", "execution_count": 29, "id": "63e6be5a", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "CPU times: user 213 ms, sys: 88.9 ms, total: 302 ms\n", "Wall time: 201 ms\n" ] } ], "source": [ "%%time\n", "bottom_age = age_mean.isel(st_ocean=kmt).compute()" ] }, { "cell_type": "markdown", "id": "5cf05515", "metadata": {}, "source": [ "And here is the plot:" ] }, { "cell_type": "code", "execution_count": 30, "id": "1bc2c720", "metadata": {}, "outputs": [ { "data": { "image/png": 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3Nc3bNXe/vPeEkkSC/P+vkUQiyX2P5JH7wiEgIAgCyv9v7isIQoGnQv7/P5TyPSeChP+/n5QVc72OirIEiUq+96JUilT2WpluvnUj8P/3sxLKKsqFnwZ57vs9//nmRyaTIUGCREmChP+ft2K/vP8RkMlkKEmUkEgkirXL5HLyn7REIkFJSRn+/7zL5fLc50BJCUneWBIJBYevRO+Zd+b18unyOxdBEHLfS0pKheYVBHnu8/2B3y//zKGcfyNSmfT/4///tS3F7zFdXV3c3d3p0qULHTp0wNrautTGFhERESkPRHMNkUpPTk4Oly9f5siRIxw+dITIFxFUr1adRo0bUb9+fXR1dUttrlu3bqGjo8OJEyeIjo5GLpejpaWFgdQCHVX93AtLq1RiY2NxcXHh9OnT2Grao6GspRhDQ1udmk7W1Heuh76RHqEBz3lyP4Rn/s+RCVIQJAjkXtDKkKEiUUMuyPAY7Mr58+eRROugLFEttXOqCJSUoOMAd2rUtyU5MZW/t50n4eWril6WAgMHZXx8fAptr1evHo8fP1b8baFhx4vMZ0WO0aZNG17cSsknNKQk5bykeZcmHD16FIChQ4eipaXFmT+8UVVSB0AulxOXE0liTgwmJibExcWhqqpK69at8ff3Jz09nR9++OGDz3HmzJno6OiQlZWFXC6nWrVqODk54Xs8WLHPK50IUlJS6Ny5M3Xr1iUxMZFr165x7949VFVVycnJAcBQtSpZqinI5XIyMzMVxyspKaGurk5GRgYA2traZGRkULt2bQICAqhfvz7Dhw9n5cqVxMfHk52dTf6fnObNm3Pt2jXatWuHl5dXkedRr149NDU10dTUJOROFCBBR9kAoFQv6ksbVTUVHFvUw7GFA6/ik7l++g6Rz2LKZW5BEBDIFfGvU7+TLVZWVpza7P1Bc8gFOXJBioqSmmKbTJASnx1F/Wa1iY2NpX79+jg6OqKtrY2/vz8BAQHo6+tz4sQJ7O3tGTp0KKqqJf+uS0lJ4eHDh/je9SUkNAQrSyt69upJz549ad269TuNJSIiIlIRiMJLpFKSmprK6dOn2fPnHk6eOomKsgpNmjShcZPGODg4oKWl9fZB3oOHDx8yf/78Qtt1lAxRUlLGRqs2ypL80S+BdNMoYmJiaOPQBdd2TajbqAbPg6O4e/khAXeCSUiNJT4nmnTJK7KzsxXHamhokJmZqfgvQLVq1Wif0ZwJ9aUF5rd2+ScrWKdFTQDUmzsrtsUv38PxA1pcT80d3ycjvBSejffDys6MwVM/RU1TjTN7LnPjzN0KW0txZMrSCUy9DaAQPzVr1qRDhw5c2ulLTGYY8TlRWFpaEhkZCYC9vT0dOnTg6tWr3LlzB3vdZqj+/6Kz2YB6bNy4EWdnZ+Li4qhRowbW1tZ06dIFHx8fQkJCMDQ05MIeH14qheHm5sann37K9u3buXHjBk2aNOHhw4eYmJhQs2ZNJkyY8MHnGBUVhaenJ5MmTcLNzY2goCDmzp2LrVY9WvdxxtfXl6dPn5KRkYG2tjZVq1ZFLpcTERGBlpYWDRo0QEtLi6dPn1K1alUSEhLQ1tYmODiYqlWrKrYnJyeTlpammFdVVRV3d3fOnTsHwNbvpyKzrceECRNwcHDg1atXPHv2jK5du2JiYkJWVhZ79+4t8hzWrl2LqakpycnJnD17Fl1dXTZv3oyNjQ16enrI5XL8/f2pXbs2derU4cmFaNSVNT/4uStN1NRVce3QiJbdXAgLjODM3ivERSWU2XxSIYdnOfeoWrUqOdHKRGY+BUBPT48q0upoq+i9t2AVBAGZIEVZovLGMeSCnJoeVTh06BB2Wg3Qr6NC7dq1admyJVWqVOHmzZtcvXqVu3fvYmtry7x581BRKToB58iRI5iYmNC4cWM0Nf95bdPT03n06BF379zlzp07SGVSunTpyoAB/enUqRM6OjrvdY4iIiIiZYkovEQqDSkpKRw9epStW7Zx+fIljI2NaeralKZNm1KjRo3/p82ULXK5nPPnz9OoUSNMTEwQBIEBAwYAoKtkQHWdBkiFbFQkakgkElTVVajTzJbWndzQ0tHi3hV/zp/zQpagQushjly5cgU/Pz9cXV0xMDBAVVWV48ePA+Du7o6SkhKGhob4nX6KmpImKhLVYi9oXDVtcNNRY8DPFgVEV1FkXcsVFY9XBQFwP0yH66nZZS7I2n7aHPcersRHJ7J18T5SX6WX6XzviyAI+CVfUfxdo0YNYmJiUM7UwEzDFmdNG07JLxMfH6/Yx8bGhmXLljFgwAA6GrhTTeOfNCdvY18ePXpE69atGT16NDExMcjlcmxtbfHz80NbWxs/Pz/U1NSwt7enevXqinU8ffoULS0tVq1ahUV8FZyGuNCmTZtSOc979+5hY2ODkZERvr6+LFmyBG1tbSZNmoSmpib16tUjODiY7Oxs1q9fz8uXL6lduzbPnz+nYcOGTJgwQXFBfP78ecLDw9G/q87BhL8xMjJiwYIF5OTkMHnyZADU1dXJysqiZs2aWFpaEh4eTkREBPPmzSM4OJjNmzfzySefkJKSgr+/Py9fvgSgXbt2jBo1ikGDBgG5kbP8Yg5g6dKlVKtWLTcVN99nJDg4GCUlJTZu3IiZmRk3btzAzs4OtVjjSiXCtHQ1ce/RjMbu9bl1/j4Xj1wnOzOn1OfJlKUTITwu9PzlR12ihX4VHfRSLdBW1Svx2Dr1ZXh7e6OiooKdnR3VqlXjqXcM2spvFnM58iySpQnI5FKsba2p3dSGVq1aoampyaVLl7C2tsbGxgZtbe1Cx+7Zs4dDhw7lrltdne3btxeaSy6X8/TpU27evMlNn5vEx8fTurU7I0YOp0ePHqWaFSEiIiLyIYjCS6RCycjI4MSJE2zdspUzZ89gWsWUVq1b0bRpUywtLSt6eQDcuHGDn3/+GQAdHR1SU1MxNTWlW7dudOrQmfjoRLxP3yIi4wnq6uqkpqZy48aNAilVampqDBgwgMsH7qClrKNIO3tX3ia+sq7d5vGqIDY8yo3ElFfkS1lFiZGz+mNpZ4bPuXuc3HmhRMe5atoUub20113UPNmyHLa9/CfSoqysnFurpKRE/fr1cXZ2xsjIiOjoaF68eIGXlxe7d+9m0KBBOOq3LjBumjSdSxo3iYiIUIw3adIkqlevjpWV1RvXJpfLmT9/Pl2SrLlg9pIRI0ZgampaGqdN//796datG66uror0xXbt2jF27NgC+wUFBTF//nz66X+CplKuWBG6a/Lo0SNFLVZOTg4vX76kbdu2GBkZsWrVKtq2bcuoUaP47bffuHTpEl999RW9kgP42jcGf39/Ro8ejbu7O9evX8fV1ZX58+fz/PlzNm3aBEBAQACamprY2toCuUJx165dODg40KtXL3R1dYmPjyc5OZkqVaqgr69fYN1SqZTff/8dQRCwtbWlbt26HDlyRJFGWk/XFbX3/KyVFaaWxnQb6oFRVQNO7b7Io5tBZTZXZMZT4rIj/1+PWvCnXl9fHxNpNXRU9Is5umgyZWk06VGHJ0+eEBERgZKSEgYGBjRo0AC/v0OK/W57/WaHqqoqgwcPxtTUFCcnJ6Kjo/Hy8uLChQvY2Njw7NkzmjZtSoMGDbC3t2fdunX4+/sDMG7cOFq2bFlsamFkZCQ3b97kyuUrvIx7SccOHRkxcgRdunQpEDUTERERKW9E4SVS7shkMs6dO8fmzVs4fuwYOjq6tGrdkubNm1fKYun+/fsr/r927dp069aN5m7NuX/7IRdPXuHZk1AMVE3xT7kBwIABA0hPTyc8PJzAwEDat29PyKX4AimK70ue8HK0TcXaRalAeqGbjhqrXga/ZYTSp61NPZrPbIeymgp3fr1GnH/BOhY3nX9qQPLW+ibyRFfeuZbkuPxCzVXT5q3CzVXThuNJ13mR+ZQdO3YwZMiQIvdbuHAhs2fPVvxdv359mjZtyp2D/zzPgiAQrvSApKQkpkyZgrm5OaGhobRs2ZLQ0FDs7OyKXUdcXBxbt25FSUmJT6Is2KcfzPfff//Gtb8Lc+fOJTAwEJlMRu/evUn2CqBqt0b07NlTsc+hQ4fw9fVlVKYjHrlZrCRmZ7GrljEBAQFkZmYilUoVEWdVVVUcHR3R09Nj5cqVGBsbs3btWgICAnj27BmnT58mIyMDd3d3kpKSuHnzJuPHj6d169ZIJBI8PT1p2rQp+vr6XLt2jXr16uHr64uVlRV+fn4kJycDYGFhgaGhIY8ePaJRo0YkJiYSERGBhYWFIr1RV1eXhIR/0vasrKyIiIjAzMyM6OhoHB0dUVZWRhAEzMzM6CyJ55ZRbeJueBGjW5Vnz55Rt25ddHR0UFZWJi4uDktLS7Kzs1FRUUFbWxsNDQ0u7vdBWaKKhrIWqhL1Uqkta9i8Hp0GuhMR/ILjf3iRkpj6wWO+jiAIZMnSCUy7U+TjDnpuqHxAPalMkFKjbRXOnTvHF198wa1btwgICMA0xw4N5cLRK4BseSbpshTULKXEx8fTpEkTHB0dqVmzJpqammhpaXHnzh3OnDlDUlISz579U2PZsmVLkpOT8fPzA3Jf76lTp2JhYVHsGp8/f463tzdXr3iTmprCJ92788UXI2nfvj3KyoVr4ERERETKElF4iZQbjx8/ZsvmLWzdupUcaQ6tWraiZauWVK9evVIXyT948IDAwEDq1atHgwYNCAkJISgoCH9/f65duwaAo35r7r+6DIClRk20VHTRUNLOdYt7D/JHaMY5ZCtSBYujKKFREgHyodRtUpN+E7uRlpzBxjk7K21qYVHIBBkPk735448/GDp0aIHH8iKbbdq0wczMjEcnIsiRZ6GqpI6SRIkseQZZsnS6j/Lg5MmTVKtWjZiYGMaOHYuJiUluGqqqaoGavvykp6eza9cuzp07h6mpKbGxsUCuYcf48eNL7RwnTpzIJ5I6NLVUZsK9y1haWvL1119jbW2NTCZDWVmZoUOHsr+JB1aauTUx83SzuXjxIr169aJly5aKNK1Xr17x4sULIiMjuXbtGkFBQdwa3ZnxvnEkJCQQGBjIhAkTFIJr8eLFyOVykpKSSE5Opn79+nz55ZecO3eOquEPcLE0wbF9fZ5GJbLRJ5EOtuD9UovDhw/j5OQEgIqKCrq6uigrK2NmZsZQewnPX77ii59zzUs2btyIqqoq2traJCcnEx0dTbVq1VBTUyvwPAiCwL1791iyZAlt27bF19eXpKQkACZPnoy9vT3Z2dmKOjZVVVXkcjmpqalkZmaSkpJCUlISly5dIiwsDIBqWvboqBh80A0VTW0NOn/ehjpOdpzde4U7lx6891hvIs/0Qk1Jk0xZKmpKGuiqGClqFD8EQRBw6GbFn3/+iYGBARMmTMDb25u0tDSaNWvGpT/uFfs9KAgC2fJMWg9qREBAAMnJydja2tKmTRtFFFQqlfLixQv8/Pw4c+ZMgahyfkaPHo2rq2uxaYWCIBASEsLVK1e5fPkyaurqjBg+nJFfjKRevXof/DyIiIiIlARReImUKQkJCezZs4ffV6/i4dMQGjduTDuPdjRs2PCjuNsokUhQUcktJE9JSSEiIoKrV6/i5+dHREQEnTp1Iup6OhKJhIz/X9C874WYq6ZNsSKrIs0yiqN1d1fa9WlOaMBz/lh2gP9npH00ZMjSCEr9JxLQoEED5KE6SCQSxWsoledQpYk6SUlJisiJv78/pqamuLu7s2PHDjw8PBgzZkyBsZWVcy3hpdKCJil5xMXFMXHiRKysrPDw8KBmzdxQU+3atUv1HPfs2cOLFy9Yom5Gr/sXGTFiBG5ubkBuJLdKlSqkpaURv3cKAFcehNFx1g7mz59fYC3+/v7MmzevULpa9+7dmeSmT7O6VvRYfZ3Y2FhcXV3Ztm2bYp9t6yZz9KQP61eM4+Xtp4RoO9FS+RGakn/e409fJFB/7HqqVKnCy5cv2bVrFyoqKkilUl69eoVMJiMqKoqnT58qxJizs/MH1e7cuXOH+Ph4Onbs+Mb9kpKSePDgAdHR0aSkpJCamoqNjQ2PHz/m2bNnJCcnM378eK7ufFDATv9dqNmgGj1GdCA2Mo4jm8+QklR8fda7kCFLQyZIkQk5KEmU0VUxLJVxi0IuyKnT0Yzw8HAEQaBp06akpqZy//591NTUaNasGV7b7qBchNNifqTybDp80YxHjx5hYWFBq1atMDQ0zDX2kMkQBIEXL14QERGBj48P3t657oz169dX1CPWqVOHZs2aYWpqWqRph0wmw8/Pj/PnvPD1vUv9mtUZ/ZUnAwYMwMjIqPSfHBEREZH/IwovkVJHLpdz8eJFfv11HUePHqeGXTVatGyNm5vbR+M0paSkpLh4lslkpKamMnz4cAAaN25MaiCoK2u9d0QrD88qNXG0TcVp36BCzoR5VBbRlT8K5ziyKRYu1oRdeIr/vnuVZo3vSt7XX/6LZfdhTvj5+ZGamkpycjL9+/enfv36AGRnZ+Pp6cngwYNp3rw5CQkJ6OrqFqo1UVVVRSaTKeqjiuKbb75BX1+fWbNmlcGZ/cP69esJCwvjxYsXLF68WFFzNm3aNF6+fEnCvqlIJBLUmztjUmsk2dnZpKamsm3bNjQ1Nbly5Qq//PILkJtG+8knnxAdHU3VqlUJCwvDx8cHPz8/1q5dS/v27ZkxYwZ169YlJiaGefPmkXm8YOrkA3k15CjhqPRPCllwZDwNxv1aIPoHuQY0peHw+CFs2rSJs2fPoq2tjY6ODsnJyQr7/DxsbW0JCwtDWVmZTp06kXo1AQkSjFQNMFIx4HZm5Fvn0dBSp8vnbajtVIPj288Vqv3Ki2C7atqwcLgU4+m5pj+vktPIvOHLr8dvkRryEhdLE4IeZXDFQh8VFRVOnTqFg25zlCRKH/x9lbeOPPJSgR1tC6ZJxmVlsNlSi9u3b6Ovr8+wYcPw8/PDx8cHU1NTfp7bgwb21d46l1wux+dOEBt3+1OrVi0cHBwKCDDFfHFx3Lt3j3v37iGRSMjJycHX1xcAJycnBg8eXGwae2pqKtevX+fq1cs8exZKz57dGT9+Im3atKnUmRgiIiIfJ6LwEik1YmNj2bp1Kxs3/EpiYiKtWrvTtm3bSmOSURLyR7hkMhkymQzIvUC/ffs2K1aswEzdlqoatu89h6umDRse9S2wLU90wbvVM5UneRdcbjPaYlDdiEd/+hJ++dlHK7peJ0OWhmYNKXZ2dooi/NdT1k6cOMHBgwfZtGnTGy/K1NTUiIqKQkdHB3X1wmYDDx484K+//qJevXpkZ2fTp0+fCin6//rrr/Hy8qJOnToIgoCamhqrVq1ix44deHp6oqSkxOrVq7l27RrLly/H2Ni4kPPcb7/9xvnz5xUXqptXDsA84nmxcwoeszh//jxubm4YGxsDcODAAT777DMAOnXqxPDhw3n8+DHq6uqKaGBlIiEhgfDwcOrXr8+ZM2fYvn077dq1w8/Pj5ycHEaMGIFEIuHvv/8mKCiIpL9mcmhGbInaPdRzrsWnIzry8lE0Wkcf4WiWhNO+QUXuG/gkgnrNJhXY1r9/f6RSKXfv3kVfX596EdXQVdFRzJkhTUVDWfuN7qlFkb+2VKdFzbc6q0KucOo2eCOnT58GcgVq69atiY2NJTIyEs8xbejeyYUqJm83+EhOTmfG4otoaWnh6uoKwNOnT7G2tkZDQ0OxX2pqKsHBwcTHx2Nqaspff/1F06ZN6dKly1vniIyM5MKFC1y5fAlDQ0PGjhtfqmY3IiIiIqLwEvkg8uzXf/11HcePn8Devi5t2rTDxcXlo2pmWZzgysrK4ubNmxw6dIjo6GjMVe0wVjd/5/Ffv0udR9a126R6B5dYdOVRnmJHIbgMNDCf05pMdR1SNvtw5U5kua+lrMiRZ+OfcgN3d3e6d+9e7N3xKVOmEBkZyffff6+Igt27dw97e3uFSIuKikIikTB58mT69u2rEBT5mTdvHunp6UycOJFp06axceNGDAwMyuz8imL79u2cPn2aFQ5uGKTnphX+mHOe9u3bF0i/CwgIYM6cOezZs6fAxbogCPj5+bFo0SLq1avHnDlzCAgI4I8//uC3MS1p4fDPBbzGJwV74wUGBhITE0OrVq0UY3br1o3w8HAePnyInp4eK1asQEtLS/G5rKwIgoAgCArzkdd7Af4woz8/fjNQ8XdeqwdA4UD6+mdIR1+LT8d0wczUmHubfbCPz009dLRNpfa2PrTr8xM6OjrcunWLlJQUgAINr6tVq4auri5PnjzBxsaGPdZOGDrKaH/kHk+fPuXC0QW4t6hfNk9IMQiCwMlzd1jyy0USExNp0KABmpqaPH78GCUlJeZN70yblvVL1DbkweNw/jgURrVq1dDW1lYI3ClTppRKj8ecnBxu3brFhQvnefw4kO7duzF+/ETatWtXLm1NRERE/r2IwkvkvUhMTGTbtm2sWb2KV8nJtG7tTrt27TAzM6vopb0T+QVXTk4OcXFxvHjxgsePH/P06VNUVVVxcnLi2t6H7+3+lefO90nf9ELC61251283kNuXK4+yapqcJ7jGOWQjU1MjdkQ3ZGrqNJU85sWa+wrL+rKYuyKQynN4lv4AZU3YvHlzocflcjmenp7UqFEDFxcXqlevjr+/P7/99htbt25FS0uLa9euYWJiwosXLwgLC2PgwIGFomZZWVnMmTOHV69e0a5dOw4cOFBI1JQ1crmcoUOHkpOTw/jx42l6NguA+9zml1B/+vfvT48ePd44ho+PDytXrgSgVq1aZGZmYmNjQ+vWrTl27Bh+lxYU2F9i9I+TolQq5dy5czRo0KBARPzVq1ds2bKFDRs2IJVKiY6OxsDAgM8//5wmTZpUagGWx9y5cxW252kRe9HUfLOdfZ4Q2/P1iwK99iQSGNCjPTW72ZN9NpCsS09BgGRpBpND/wT+6ZsGufbw3377Lbt37yYoKEiRCgq5ovbr0a7sO3QVDf26/PxD2wp9LmUyGRNmn8Lb2xsrKyscHBwIDQ3lyZMnODs7s+I7D4wM316/Jwhw5WYkNx+mYW1tzYMHD7h9+zZNmjQpUPP1IeTZ3F++fAl9PT2+muzJiBEjyv1GiYjIx8rixYv566+/FO1DmjdvztKlS6lTp45iH0EQmDt3Lr/99huJiYm4urqybt06HBwcFPtkZWUxbdo0/vzzTzIyMvDw8GD9+vVvbdmyfv16li9fTlRUFA4ODqxatYpWrVqV2fm+DVF4ibwTfn5+rFmzmt27d1O9ejU6dOhE06ZNS+UHrrTJyMjg+PHjyGQygoKCsLOzw8/Pj7CwMJo3b07Lli1xdnbm77//5saNGygrK2NpaUnVqlW5cegBWm9pCvo2SlNwvQsfWiuWf906LWqSKVfBW6iPgITmkkfIr/sr9s0fqfs3iC+A+68us3bt2kLpRXK5nNGjR1NFVo2QjIcK58MxY8bg4eHBrVu32LJlC7/88gvBwcEFflTyc+jQITIyMjh16hRZWVl8/fXXNGvWrDxOTcHBgwc5cOAAWlpaGBoaEhQUhIaGBlFRUbi4uKCnp8dXX331VqMBQRB49eoVP/74I7179+batWsKC/3bZ38osG9+4QUQGhpKcHDwW6MIFy9eZMGCBZw/f54vvvjirWYYFc3Zs2fZtGkTzs7OrF3YD1fntxum5I+CvR4B169mSKNRzUiJfIX6gftce5kb/cqQZ/KqWTZHjx5FVVUVZ2dnOnfurGhq3atXL7p27VrI+MXCwgJTU1PMzMzYtKIfFuYVZyaRkyNlmOcBpFIpAQEB2NvbY25uzrVr11BTU+OnOT1p2qRkhjOJKfA0AqLiBZ49C+Xo0aOoqKgoersNGTKEOnXqFJn6WxKkUik+Pj6cO3eGkJBQBg0axOTJnjRo0OC9xhMR+a/QuXNnBgwYgIuLC1KplNmzZ/PgwQP8/f0VqetLly5l4cKFbNu2jdq1a7NgwQIuX75MYGCgwkRp/PjxHDt2jG3btmFsbMzUqVNJSEjgzp07xZq17d27lyFDhrB+/XpatGjBxo0b2bRpE/7+/tjYFJ1WXdaIwkvkreTk5HDkyBFW/fwTt+/40rJlczp06ET16tUremlvJCgoqFBPpDwXua5du+Lt7c3u3btp1qwZTy/FoqakUcxIbyZ/TcTrtVuVgbymym+zpIfCdRzpcjWuKTVECWjrDBpq/1wkvn6BWBLh5VmlJtdTsxnnkE09z9qkegcze5tKpRJtifqhfP755wpL8zwEQWDZsmWkBApoKuuQIU8liid07tyZiIgIQkNDqVmzJlOmTFGkfL3Oq1evWL58OW62mvx56TE5OTnMnDmTRo0alcOZ/cMXX3xBamoqS5cu5cqVK/SJSodX1Rjm0wMMe6Cjo0N6evo7p0AKgsDp06fx9fVVmBsUh1wux8vLi1q1aimsw9/E2bNn6dixI6NHj6Z9+/YlXlN5k7/v37xvB/HdtH4lPvb1z1be51VFSxXH4S7oWuhz97frJIcnKY5Jl6UTWieWq1evAiicIW1tbfn0009p2LAhy5cvJzExkemTuvDH/ru8fPmSyMjcVOH7V1bTsOVXivGEhCPvfe4fgiAIjJ91Em9vbxo1akSjRo04c+YMMTExuLi48KOnG+ZmbxeJqenwJAIiY0FbPZ0/D3gpGnbXqFEDTU1NEhIS6NWrF25uboUi0iUhJCSEs2dPc/XqNVycGzPZcwo9e/b8qNLrRUQqipcvX2JqasqlS5do3bo1giBgYWGBp6cn33zzDZAb3apatSpLly5l7NixvHr1iipVqrBjxw7Fd+yLFy+wtrbmxIkTdOrUqci5XF1dady4Mb/++qtiW7169ejVqxeLFy8u+5MtAlF4iRRLUlISv/32Gz//vBIQaN++I23btv1onAnzyMrK4vnz55ibm6OqqsrTp08J++sG0mgdlAQlbqfdp4WeC0CRDXvztg342aJEBeUfE3k1ZjotChsYpMnVuCZpiIoStGsCedcneUIOKCTm8gsozyo1GfBz0Y1N84QgvF20nRtvQftfX7zzub0v2g5SDAwMaNKkCTk5OTg4OKCqqsqiRYty3esuJSkioV8YWaFjFI2STTYLHkQzZ84ctLS0FL2HBEFQpNIlJCSwdu1avu5Yk9GrcvtQWVfRo2b9JowbN67czg9yTQl0dHRyo7s3bmBtbc3XX3+NkHCE7UcTWb58OdnZ2SQmJjJ8+HCaNm36TuPPmTOHEydOvPXmTEREBP7+/nh4eJSovUSXLl04deoUf/75Z6WttTlw4ABHjx4lKysLPT096tSpw5HtEzCrWnIr97zP5ext+TIJJGDXoQ41u9XDf989IrxDiz0+U57J86wXXHh1DXt7e1q2bMmDBw/w8/Nj4sSJfDO2IVqa6ly8+pA6tSyo7vRPVKyihJdifkFgwuxT3LhxAw0NDcV7786dO2RnZ1O/fn1mT3KlRvU319qmZ+ZGwMJjwMQAzAzTsDbTRCKRkPQqjVnLrnD+/HkaNGhA+/btMTExeee1pqSkcOHCBc6fPwtI+PrrKYwZM0ZMQxSpNNy4cUNxU6Y0cXR0VJjc5KGurl6iiHJwcDC1atXiwYMH1K9fn2fPnlGjRg3u3r1b4CZkz549MTAwYPv27Xh5eeHh4UFCQgKGhv98lzo6OtKrVy/mzp1baJ7s7Gy0tLTYv38/vXv3VmyfPHky9+7d49KlS+9z6h+MKLxEChEeHs7KlT+x6fdNVKtuS5cu3WjSpEmlvdB5G3l1XDKZjJ07dxIYGEhAQADy+MOlPldiUip/7L3AiIEenL7gy8FTYYSFhbHjl2Hs2HeR76f1R0Wl6AvMcxfvc+SkD/NnDcJAv2hxO+n7M0wd5Uh126qlvvb8pGfChTugogwezpCXSZo/epbH61E0Nx21YgUXUEC0wT9W1HlRtvykegeXq+gCSJMmU6eNJUZGRshkMm7cuEGtWrXQ0NAg9GIiAFudzajn+U8K1PCdT0hOTuaLL75ALpdz/Phx7t27R0hICIsWLUJJSYklS5ZQrVo16qS9YNPdp4pjp02bhouLS7meY34OHjxI93aWfP6ZOwD2LWYyYcIEjI2NGTx4MEpKSsyfPx9TU1NUVVULOMgVR//+/WnRogVXjk4HCqcZ5iEIAhcuXKB69eoliqCvXr0aT09Pli1bVqIoWUWSZ7KhpqbG2b/m0MrN4e0H5SPr2m1F3Vd+jGpXodHoZkTdec7jffcR5G/+CU+WphAnTUDVTQc/Pz8iIyMxMTEhNnCTYp/8r09FC6/8JCalMnnOKc6cOcP06dMxNTXl4cOH+Pr68vLlS0xMTKhXrx6j+9ekbi0rVFULp7xnZucKsIDQHO7du8eDBw84evQolpaWREZGKurkVFVV2bp163tFreRyOXfu3OHkieOEhoUzevRovv56SoWlMomI5NGkSRMC7wejqvR+KbZFIZVno6qnRGJiYoHtc+bM4ccff3zjsYIg0LNnTxITE7ly5QoA165do0WLFkRGRmJh8c+1w5gxYwgLC+P06dPs3r2bESNGKGpa8+jYsSPVq1dn48aNheZ68eIFlpaWeHt707x5c8X2RYsWsX37dgIDA9/11EuFyleYI1Jh+Pr6snTpYv766zAuzk34dtYsatWqVdHL+iBUVFRQUlJS9FTq168fwcHBzJkzh+u3AnBzqQtAdnYO4779m6+/cCpRf5nXkclk6FcbQnp6OlpaWuz66z5OTk44ODiwb98+eg9P5dGjR3hdi+TM3q+KLLjfeeQpAQFxZGbmEBwfRU27wnd0P3E3YffBy8yeUtgpr7TIE13KyrnphSoqhaNc+cmLCOanqChaqncwz2/JuR+mg6NtagFxluodXOC/Oi1q0mzw5VI9r5KiraJHxNUUIsh1i9MSzAiMjqC9riNznNULCK48Ng+sweBt/kilUjZv3oyenh7W1ta0bNmS7777DshN2c3MzCRKXx93d3datGjBokWLaNy4cbmeX35OnjzJvn37mDnzLhKjRjx58oSAgAAEQUBFRYXNmzczffp0FixYQHp6OgBr165FQ0ODJ0+e0KRJkyLH9fT0ZNWqVVStG4S3tze1iskQk0gk1K5dG39/f2xtbd96c2fIkCF4enry+PHjSi+88tJNlZSUGD1lOwHXl73zGAN+tsDx/86HeSQEveTakvM0Gd8cl69a4fv7DXLSik8h1lPRRU9FF3zBmrZkm+aQLEthnMMBRWqx0753P7/ywNBAhz9W9+XWXUcmfrsXbW1tWrZsybBhw5DL5SQnJxMYGMh3y84TGRlJbGws9vb2nDlzBoBWrVphbm6OkjSKU14P2LhxI87OzgwcOBBlZWXkcjk5OTmEh4cTEBDw3jcXlZSUcHFxwcXFhaCgIE6cOE7NmjXp06c3M2aUfyqxiEgegiBQRd0afVXjUhszVZqETD+Z0NDQAttLEu2aNGkSfn5+RUbhXq+pFwThrXX2JdnnfcYtS8SI138cQRA4d+4cixbO54bPTdq4t6FL164fnTvh6ygrKyt+WKVSqWK7r68vS5YsYf2KcYwd3onIF/FMnH2EZ8+ekZaWRmhoKGF+v2NtWeWd5hMEgU4D1iGTyejfv3+BUHgeebbcbm5uhIaGsn/LZNxc6hT4Ajh0/AY62hp8u+hoIXOC8iArG87fznVU83ABNZVcs448wVQS8teI5SdPVL2N8o5wlQTPKjUVZiOvk5d+mpgCNx7CkKEj0dPTw9zcHF9fXywsLHC20uD8oxhWtanHkINX2b59OxoaGqSkpCgKhyuCOXPmUNfOgKfP09i6eji9hv5MtWrVmDBhgiL17/jx4+zYsYOGDRvi5+eHsrIyHh4enDlzhsmTJxe4k5ifpKQkRbqy99/fY1rFoOhFGPbAy8uLmjVrvlVM5dm2z58/n9q1S2a6UFFkZ2dz+PBhDh48CMCvP41n7PCi6xBep6hUw9fTcdXUVek1uhPVq1lwa503adEp773WfwRY0f3CKgtPQ6KYs/IK165dIzMzk9q1a3P58mUkEgnr1q0jIyODqVOnArlpSrdu3QJyXXibNGlC69atsbe3R1NTEyUlpUK/D6VJdHQ0J0+c4OKlizRzbcrs737Aw8Pjo3DmFPn30LhxYxIDs0tdeMlNU3j27Nk7Hffll19y+PBhLl++XCDDQUw1FPlPkCe4vv9uFo8DAuncuQsdO3as0IvA0iAvrRByXaiKentPnToVPT09Xr16RdWqVenduze1atUiJyeHSZMmUb16de6e//GN80yYfQp9fX0Wz3DLndeoJ/b29sjlctTU1FBTUyM+Pp4qVaooom1GRkZkZWURHByMk5MTp0+fRl9fn1atWnF0+ygAvC774dKoFrq65d9MVyqHczdBLof2zv/UdL1NeOUJkvz1b6+7tD2/JX/j3NYuuXeaK5PoctW0YYx9Fk+MY2j/WTO01FU5c/cpqy9Fk5KSgoODA+7GSez2S0MikdCgQQNMTU3ZvXs3M2fOREVFhYMHDxIZGUlYWBidO3fm4sWLDB48mHr16lX06QGwcOFCvP6ahl3jSaSmptKwYUO+/fbbAvvEx8czdepUDv0xg86f5f64OTs7c//+fUxMTFi1alWx46empvLFF1/QoUMHTu+ZWOx+4dEQHAFtm+SK/uJSEyG3CW/nzp3x8PB4t5OtIA4dOsSePXuYOrEX7Vo3oEMbpyLTjfP39CtpiwiJBNp+2hyXdk78ueow4U8Kf36Ka4hcFG46arkGK4C3z2Nq17AoUXPjikAQBOLikzl66iaes7ZhaGiIiYkJmZmZ/LV1EnVr51pMh0e8ZOXmB0RHRxMWFkZmZib6+vq4ubnh7OysSEPP691Y2qSkpHDmzBlOnTpJvbp1mL9gEe3btxcFmEi5UBmElyAIfPnllxw6dIiLFy8WyqTKM9f4+uuvmTFjBpArmkxNTQuZa+zcuZN+/XINi6KiorCysnqruUaTJk1Yv369Ypu9vT09e/YUzTVEygdBEDh79izffzeLwKAndOnSlc6dO6OpWf4X+qVN/rTCkvyIyuXyQqklL168YNmyZUQ+/LXIY/IuCCUSCWfOnKF9k3QkRj2ZPHkya9asQVtbm5TwXYrxs7OlKCsrKWoPsrNzsKw/DgsLC5SVlVFXV2fWVx507/xu5gWljVyem16YkQXtnEHrtTKePCH1NnOR/IIrj7wUxTcx4nZ0yRdbRsgFGQ+SvWnRogVdnpsydpA6Ix+lcezYMT5rbQ9VHYiLi6NPnz7o6uri5+dHVlYWtWrVQiKRYGxsjKqqqkLsBwYGsmnTJtLT04mLi8PY2JiBAwdWaP+Q11myZAl79+7F1dWVxMREfvjhhwJ9UyC3LcPIkSP5a/s3WFma0MDeBh3rQSgrK5OZmVnkMfmZNGkSL1++pHbt2lw9/h0mxnqF9pH9X/Q71Yaq+dISixJg/fv3JywsjClTprz/iZcj06dPJzw8HHNzc6KiogCQxR0qdOEdv3zPezt8OrdpQMeB7hz6/TSPbz8pcp93EWAA6e2hryySHr9Mfuf1VGamfb+FA0ev8yolmypVquDg4EC/fv3Q0tIqUwGW10LixIm/qVunNvMXLKJDhw6iABMpUyqD8JowYQK7d+/myJEjBdqs6OvrK649ly5dyuLFi9m6dSu1atVi0aJFXLx4sZCd/PHjx9m2bRtGRkZMmzaN+Pj4AnbyHh4e9O7dm0mTJgH/2Mlv2LABNzc3fvvtN37//XcePXpUYenqovD6jyAIAmfOnOH772YR9CSYrl270alTp3+F4FJSUkJFReWD0kYyMjI4dOgQISEh7P1tLHVqWb71mJwcKR59VxEdHU1OTg5qamq8ePGCW+eWKu62fixcvQ+JydDKCQzeM+hZlOh6W7SrMggugExZOsoSFcLkDxg8eDAnTpzg2LfdmH7oKcbGxuzZswdLS0umTZtWoPg3P2pqauTk5CiE15QpUxSW3YaGhowYMaKQC1RFc/r0abq2rsLMBQcZPXo01apVK/C4VCrl5s2bbNu2jbgnW3gZl4yF/QgA1iwZzeRvN1GlShWWLFmi6MfyOklJSaipqf2/Ce1l9k7pgKOdWSERHxQOcUnQvGHB418XXxs2bGD8+PHs3bv3g869PMlLMwYYNGgQO9cWtJi/12+3oo7rfVsr1HasTt/x3Ti3/wo3z98vdr93FWBQMBL2sSOTyfC6/IC9h69y6XoI8fHx6Onp0apVK/r06YNEIkEqlSKXvzlK/75kZGRw+vRpTpz4mzq1a4kCTKRMqQzCq7j39tatWxk+fDjwTwPljRs3FmigXL9+fcX+mZmZTJ8+nd27dxdooGxtba3Yp1q1agwfPryAycf69etZtmwZUVFR1K9fn59//pnWrVu/+4mXEqK5xn+A69evM+XryTwOCKRbt0+YOOmrf4Xggn+iXO/7QxkSEoKPjw/3799n3jc9GdhneIl/AK/55BZjC4KAsrIyJiYmSKVSrCxK7wuuPPALhoRkaGr//qIL/omG5RdgOi1qYs0/4quyCK08cuRZaNTKISkykpiYGOzs7Gjbti01a9bE9evvyMrKYvfu3YSHh9O6detiRVce+e9jtW3bltu3b2NnZ0ePHj2KrPuraBwcHPh24QaioqKKdGC7efMmq1ev5vyheSgrK6OmpkK9evVwdXXF2akmgiCgpaXFihUrFMLidQwMDHj48CE7duwAYNBqL24t/YzXy7BtzSHoOaSkgW7RGg6gQJpKeno60dHR2NnZvfO5lyUrVqzAwcGBjh07oqyszNOnuS6Wc78dyPev9fXK/3n5kH52QfdD2L7sAEOmfYqqmireJwvfCMmb433E178FZWVlOrR1okNbJ+RyOSpVPqVevXrs2rULHx8fZs2ahaGhYZnVf2lqatKrVy86derE6dOn6dfvM+rVrcPPq9aUeyN1EZHyoCTxHYlEwo8//vhGV0QNDQ3Wrl3L2rVri93ndcMPyI24TZgwoSRLLRfEiNe/mODgYGbMmMapU6fp1q0bn3zS/V8juCQSCaqqqu/94xgSEsLOnTvR19dn+fc90NPVYsikLdja2vLX5uFFHvMoIJxJsw7y8uVLtLS00NHRITg4GD09PTQ1NTE1NcXzC1c83Bt+NNb74dFw7wnUtYHaZRh1z6tfqUw1XOnSFHKqJDJu3DgsLS2JiooqkHqQlyJYEktoJSUllJWVi22cXFmRy+UMHDiQqVOnFtmr68qVK4SEhHDsj9EAvEpOw7D657Ru3ZqLh6Zg3XAihoaGpKSk8OOPP6KlpfXG+aKjo/H29ubly5ecmNICKJi+ejcQVJWhQWEPE0XkSyaT0apVK7Kzs7lz5w7AOzd6Lmu+/PJLYmNjFX/r6+sjlUq5d2lFgf5T71PX9TbMbKowdEZffM7c5dJRn0KPv6vo+liMN96FlJQMVvxyiE27rrBy5UomT57M1KlTWb16tSLdvEaNGu+Uuv6+ZGRkcPz4Mf7++286d+7EsmUrqFmziA+AiMh7UBkiXiIFEYXXv5C4uDjmzp3D779v+n/6RF+MjIrxc/4IyXMsfN8o1+PHj9m3bx8N6xpR1boJV65cQS6Xc+/ePYb0a0NqjiHZ2dmM/dwJQwMdFq29zMmTJwGoWbMm8+bNIycnp0A/o/T0dIKCgvDz8yMwMBBtbW3s7OxYv6gnVU0NSuvUS5WkFLh8L7emxvXdWgy9M6+bbbxvLcuHkC3Lom4HC3xPB2HdxIicnByGDBnyXo1TX0dZWVmRovRvIigoiPPnz+N10JOsa7f5Kyqdz8esZOPPExg9tCNTF1wiNDSUQ4cOoayszO7du984XlJSEmPHjsXAwICoHZMKPKbe3JnEZLj+EDq65vaQy8/rKYe+vr588sknxMXFoaysTEZGhsItsqK5d+8eixcvZvDgwURGRnLhwgUWfjeYb7/uW2jf+OV7Cggv+HDxZWppzNAZffG9/JDUE88/aCwoXfFVnlbOBtWHYmdnh6WlJd995Y6rc64T5oGj1+g3Itfe/8SJE3Tt2pXvvvuOBg0akJSUhJ6eHkpKSgqzJolEUiCNuCxISEjg4IH9XLl6ldGjRzFnztxS+W4S+W8jCq/Khyi8/kVkZWWxatUqFi5cQJ06tRkwYFCB3Nd/A3nNLT8ksvDNN98QGhqKvb09DRs2pEOHDmhoaHDq1Cl0dHSwtbUlOzubhw8fIpfLCQ0N5fbt2+90Vz07O5vdu3cjlUrf6OZWUUilcOYmqKlCuyZQXgG6pFepdOq/Gn9/fxo0aICxsTEBF5+TJUtHAAxUq6CilGtQkSXPQEmihBLKqCgVbGoqCAIZshSkghRtFT2UJW/OmjZ30+LUqVM0bNgQDQ0N5HI506dPL7XzUlVVVbhX/tuYN28ex2a0x9xIl6SaNTl+NYc+HpqkpmbS4bPlqKioEBgYiFQqZdeuXQpX0aK4evWqIk3k0W8TsDMveENIEOCGpjN2FmBTREeLPPEVEBCAm5sbSUlJ1K5dm6CgXAOXL7/8kpYtW5bSmX8Yly5dKuCkZWVlRfj9XwrskxfxKs419PXmyfkpTpzlRbS0q+rQbEobwi49JfjE4/c5hULkCbB6nrXfarQDsOmPM3y3+ACxsbE0adJEEaHU1tamc+fOtGlqTPOmdWnoYKsoji9Nxs78mzt37tCuXTvu3buXW4h/bg5ZWTmY24/GxcWFkJAQgoOD6devH3369ClynNKoIy4pz58/Z8+fuwgMesLs2d/h6elZov5IIiJFIQqvyocovP4lnDhxgkmTJqGkpMSgQYMKFCT+G8j74SuNtI88W+EmTZq88SLxQwkODmbNmjVE+RfuqF5RSKUyzl68x4tkGwwNDdmzZw/LZnegmk1VfG4HYW1pgoV56UVHpVIZX8/z4vr16xgYGBAbG0ufPn2oV68emZmZXLx4kczMTKysrHj69ClHjx6lTp06aGhoYGxsjJKSEpGRkSQnJ2NoaKjo45SVlaXYL6/hr7GxMenp6QQEBKClpYVBig2qSmrIBBmh8vusWrWqzNolvG6s8W/i6NGj9OrVi759C0ZrWrdujaurK40aNWLRokW8fPmS2NjYN4qfZ8+e8e233+Ls7MzuCW5YVylsVR4mNyVW14aWjkWvR2LUE1ncITQt+uPq6srDhw/R1dWlatWqjBs3rtK0xLh16xZVq1bF1NSUP/74g/Pnz2Nubk7Eg/WKiE+e8Hqd4wf+Sdl8k/gqivwNzZXMdNEc15ynpwMJOft2d9F3meNtAqzHoAUcP50b6bawsODFi4JpxnZ2dvTp04fHjx/j5eXF6sUj+GJwB6RSWZF2++9LQFAEIzx3YGRkxMmTJ4kL3oGRoS6N2s3BzMyMgQMHcu7cOW7fvs2PP/74xmicqqpqmZtv5PHw4UN2796NXC5n3bp1dOnSpUznE/l3IgqvyodorvGRExISwpdffsnly5fp168f7du3/2jqi0rKhxpovI6ZmVm5NIi2trYmJiaGfmN38urVK169ekVOTo6icadMJsPCwoJ509qjpalOVnZuFK9Rw7IxChjmeZBTp07x+eef4+5uwoULF7hw4QIDnz/n+olvycjMIi0984PnSUnJ4M79YPb8/ZzLly/TvHlzBgwYgJaWFiYmJooLG01NzQIXEy4uLgwYMOCt40ulUpSUlAq8z6VSKa9evUJTUxNVVVXOnTvHlStX0DI0RMjOpqlJ0zK/IP9YRZcgCApBWxSRkZGF3A7ztru4uAC5F9aPHj3CysqKgwcP0rhx4yLrvVJScpv8pqamoqmmWuhxAHNJPEEpNqSmg04RJWNCwhEEQUBDQ4NmzZoxevRo1q1bx9OnT1m/fj3ffPNNCc+8bDlx4gT+/v40bdqUr776il69enHu3DmGf/0X21cVHVnJ45O+6QC5pjRFRMICM6L5Q7jH/trNCIowKPBYAaEWHI/e6iu4erZGli0l/FLpXChdT83m+iM1GB0KhCpcD9PSMjl/+T7KysoK0WVgYMDixYu5desWu3fvZtq0adSoUQPIrTFcvnw5AAtWHufPI7kizMzMDC0tLQ5u/ZIa1cxQUlJCS+vdoj557UIszY3xOjgFv0dh9OtWC7X/t/Zo2bIl169fR1NTk+7du9O9e/e3jpn3/V0e0a/69euzYMECzp49S//+/XF3d2fNmjUFGs+KiIh8fIgRr4+UjIwMlixZwvLly2nRogX9+/dHT69wf5yPndJILawo5HI5YWFhyOVydHV1MTAwQE3tn7vRUqkUf39/Fi5cyKBBg4iLi+PatWtMnfgJc2a8XYC8K/3G7kRTU5NPP/2UoKAgalskYV/Hmlo13uzUV1IEQWD0jGPcvHkTR0dHTExMaNy4cYXW3GRmZpKcnIy+vn6Zpevk1YF8jO9RAG9vb9asyXVUGzduXAEDHl9fX9auXcvLly8LGfM4ODjw9ddfo6enx8aNG9HS0iI8PByJRIKLiwsdOnQocj6ZTMa+ffu4e/cuF+f3xtyosCB+YOiMtibUq1b8upOT03HpOAdtbW1kMhlaWlpkZGTQtGnTYucuLzIzMxk2bBgADRs2JCIigpYtW+Ln50dYWBhXTy7GzaVusRGvt9H5bG6vrqPt7Ii5K+F+mM4bI2MG1Y1oOrkVD3bcIepOxPud1Ftw01Hj+8wzREQUHH/Pnj1vremSyWRkZGSQnJxMTEwMDRo0UDQf9/Hxwc7ODh0dHUUtpa2tLaMHNsClUU2MjQr/7oU9j6W60xgAjI2NsbOzIzExkbZt2/LTd+3Q0cl9LzdqN4cePXq8V4ZIad8QfBPJycns3bsXb29vZsyYwTfffPOvMcoSKVvEiFflQxReHyEnTpxg/PjxaGhoMGzYsH+lA9KHuhZ+DEilUlavXo26ujqXDk8FcnuDSaUyNDULioS0tEy+WXKZuLg4po52IelVGlPm7MfCwgIzMzPauRqio62BkaEuEgmkpWfh3txBcYEBIJXDmRugoZbbJLm06T70d4WwK4t6jcrKx26s8eDBA3bs2IGxsTG9e/fGzs6OjIwMXr58yfz58/G9uIJaNSyQGPVESDiiOO7cHS08PT1RUVFBRUUFHx8fVFRUSEtLw9XVlR9++OGN8x47doydO3fSs2dPtg6pi6b6PxGwWEGfANVatHeBt/kw7D9ylY077zJpeFPm/nQSe3t7evXq9SFPyQeT14agZs2aZGVlKepEExMTAUiL2Kv4jL8uvnRa1FT8/aYeeADWLko8vyVX9AB7E1UczGg0phl31l8jPjD2rfu/D79F78TS0pKZM2eyd+9ekpOTmT17dqnOIZVKCQsLIyAggMDAQHJycmjUqBFjB9ajiVMNhcjLyZFy7WYAC1ZfICsri4EDB3Lv3j2uXbtGw4YN2bikB3q2A2nSpAkzZsx4r7WUZ+0X5Kavb9u2jaysLH799Ve6du1a5nOKfNyIwqvyIQqvj4jo6Gi+/PJLTp8+Tf/+/fHw8PjXpRXCh7sWfiykp6ezdOlStLW1C9wRzszMRBAE1NTU0NHRQUlJibi4OEWNRHp6OllZWaxevRpBEIiKiiIpKQlBEEhJSUEikZCdnc39+/fR1tbGwsKC7ye3IUe1Nokp0LEpqL/9Ou2NCIKAVCrjVXI6T0OimbfqAklJSXh6en7YwB8hKioqCIJQppbTZc3u3bt59uwZ1apVw8XFhR9++AFNTU0uH59PE6e33Ngx7FEootG4cWPGjRv3VjMauVzOzz//TGZmJhe+74KWRq74kgsSLsob4qT0FPMWdYs9XmLUk7p166Krq4udnR379u1j9uzZNGzYsNhjKgI/Pz9+/fVXBEHg5tlFBSzloXjx9TbhlcfrEa+ijDdcNW2wdLXBfkAjfFZeIvl50vudTBHE5STwV/wJIDfFety4ceV2QzAtLQ1/f3+CgoJ48uQJjx8/pmvXriyZ1QmHujZIJBJu+wYzYvJWhgwZwt27d9m3bx/Sl3+x77A3g0b/xI4dOwpkI7wrebVf5VHnKZfLOX/+PHv27KFLly6sXbuWqlWrlumcIh8vovCqfIjC6yNAEAS2bNnClClTaNCgAUOHDq1UPWtKk7z0jX+rUcG7kpCQgEQiQSaTMXHiRFq0aIGZmRkvX75k4sS3uyVmZGQQExPDkydP6NatG6qyULq2/bAaAblcTrMui5BIJGhoaGBqaoqTkxO1atUqN5voysS/wdHw1q1bBAYGEhAQQFpamkLkZ8ccLLHRQZ7j4OnTp/nyyy+ZNWvWW/t65bFt2zZOnjzJ851TMNHPPcZfboOAhMYtq7zxWBvHScyaNQtj48rVuFwQBEJCQrhw4QJXrlzh/KEfaeZSp0Brhfx8iPCydlFi9rZ/SrbfZEc/sGd7qnnU4trSC2QmpJfwbN7Mlrg9CuEBMHz48Aozg8jOziYiIoKLFy/y/PlzPDw8WDWnHQmJKbj3XELz5s05e/Ysvy4fhntzB2Ytv8aFCxcYM2YMVaq8+b32JvJuGJZ13688EhMT2bFjBw8fPuSnn35i5MiR/8nvX5E3IwqvyocovCo5gYGBjBo1iqCgIIYPH06TJk0qekllxsdcz1UeJCYm4uXlRc2aNalfv/47pfOpqamRnJzMtm3byMnJ4bflA6hb2+q91qFk3AsNDQ2WLFmCubn52w/4l6OmpkZ29rs5z1U25syZA+TatOdx5MgRurd8x58Hwx7Url2bESNGvFPEQy6Xc/HiRfbs2YOxsTFnf+iOppE5vvKadGqh8sZ2B71HbqVOnToV9t14/fp1LC0tkclkPHv2jOfPnxMREUFUVBSOjo4M+bQ+g/q2RkVFuVjRVRQlTTfMI3/U6219wEaO7IlRTROuL7+ANPPDUuRG1cuk6YUDBbZ5enri5ub2QeOWBjKZjIMHDxIWFsbP8/rQqIEd3YduIDIyErlcjpqaGg0bNuSzLtXoM2zJBzfizqv3hPL7Hbtz5w7btm2jdu3abN68mdq1a5fLvCIfB6LwqnyIwquSIpVKWbZsGfPnz8fDw4N+/fpVisagZcF/oZ6rIslLg8kTB4GBgSxbtgwHBwc2rxyMfd137/V27NRNps89gLW1NaNHj/7P3mnNe+9+7MJr5syZhISEYGVlhVwu58WLF1y7do1mdUpeCySTyejQby1WVlYlcogritTUVK5fv87FixfZP6U9MRZtsVcKx6pFrWKP+eX3v7n1KJNPPvnkveb8EE6dOsXWrVv55JNPkEgkaGpqMnlkY5o2rlXoxsi7iK78vKsAy6v3epP4UlKSMHByT4zUtbm19iqCPPcywE1HrUT29fkbKr9KTsOw+ucc2vEt1pYmOLebWunSPePi4ti+fXtuPdfYRsxedhFlZWW8vb1p164dT58+xdramq5du5bKd1l5Gm9Abnr6vn37OH/+PN9//z0zZswo01YpIh8PovCqfIjCqxLy8OFDhg4dSkJCAmPGjPlXmmfkUZr9uUQKk/f8FiUMoqKi8PT0ZM3i0fTs1hQrC5N3uugQBIH6rWbRtGlT3N3d0dbWLs2lfxQoKSmhrKz8UUdpw8PDWb9+Pe7u7ri5ubFs2TKePXtG8+bNuXr1agFDjaLIM904f+k+MxceLZFRQXR0NE+fPqV58+ZFvudiY2NZunQpx9d9RxaquLQs/qIh8kU8bl3mMH369HJpE5GHIAgMGDCAo7tn80knl7fu/77CK4+Sph7mRb7eFvVS01Bl5Kz+RIZEE7snt8dX/h5gr5NfkOXZxxdaY2oGerYD+fTTT+nfv/9b1/qh5M3Rp08fGjRoQPXq1VFXVy/yPSWTyRg1ahR+V1bi1vl7nJ2dcaipzrY/r7Jo0SL09Qv3lPsQytt4A3LNNzZu3IixsTE7duzAwcGhXOYVqbyIwqvy8e9zZviIkUqlLFy4EBcXF2xtbVmwYMG/WnQpKyujoqKCVCoVRVcZkSdqi8Lc3JxRo0bxx0Ffhn65k0bt5mBSayS/bjn5xjEFQcA/4Dl/HbvOtPHtCQ8PZ+zYsf/J11AikXz0tYiXL1+me/fuqKqqMnbsWGJjY+nUqRMhISElOj5PmLm3qE9aWlqJfoxDQkJYs2YN33zzDQEBAQVSHCG3abOpqSk2jma8VDJG9ga9YWlhTJ06dbh+/XqJ1ltanD9/HktLyxKJLqBQo2H15s5F/ivuWJ0WNann+fY0MkfbVNx01HDVtHnjftmZOexedZg6TjXg/8L2TdEuNx01xb+8PmOv88A/DKDcXCW3b9/OiBEjOHLkCD/++CMTJkxg4cKFbNq0iaNHj3LhwgXCw8MVvepMTU3JyZHRsWNHAgMDSZOaI5FIysQUSC6Xk52drYiKl0dWQM2aNVm4cCG2trY4OzuzcOFCMYtERKSSIcaiKwkPHjxg6NChJCYm8v333/+rBReIJhrlgaqqKoIg5DarLabnS4cOHQr0PEpKSmL16tWc9Y5hx5oBaGvnprfKZDLOX/Zj+a9XiY2NxcrKisDAQKKioji6ayaf3r5NVlZWic0U/i187MIrJyeHK1eu0LeLHdf9lGnXrh1eXl7MneqBQ90Rb4x2hYTF4B/4nG4dc8WCiooyv/00lPa957B169Y3pjqZmZmhoqKCh4cHc+bMoW/fvtSt+497YVJSEku/64m+DqipwMtEMHvDDdvvPdsxZ8UZBEEolwvcnTt3cuzYMRJDdr3X8erNnUlJyUC/2kBq166Nh4cHC6e3QE9XC5lTAxKTUolPTEFXR5OnIdF0NO6Fh4cH2dnZdGlTjZmefYhfvqfIsfNHxVw1bd4Y+UpOSOXBRh86erbmbvx14h7HcD01u8jIl6NtKpBr5GE8vXCfwYjIOOb+f01RUVFFNt0ubTQ0NOjcuTOdO3cmJCSE69ev8+TJE1RVVRnUw47UtEy2H7jAixcvSE9Pp3379tR1ncCLbw/g7OxMmzZtaNOmTZmuMScnB2VlZVRVVcsl9VBNTY2BAwfi4uLCxo0bOXDgADt27HivXmUiIiKljyi8KhiZTMby5cuZO3cunTt3ZurUqR9ka/sxoKKiUqDmSKT0UVJSQiKRMGvWLGJjY1m/fn2JjtPW1sbExITDhw/TMSaGdYs/Y/bSszx//pz69evTvXt3haHGvXv3iIiIYOeRZ3zxxRf/OdEFucLrY3YzVFZWpk6dOryITuDVKyljxozB1dWVr747gPfxb9547NmL95j6/R/UqlULc3NzLl++jI6ODh4eHkil0jcKLxsbG6pXr87o/nU5ftyU4ODcOqa0tDR+++03bt26hZpaLyQSMDeBF3FvFl6tmztgYnKXQ4cO8emnn77Xc/EmEhMTycnJITs7m02bNgGQHrkPDY13+67OH9Ea7fkLEomEgQMHEh0djXP7H/i0W0NWrD0MgJ2dHXp6esTExNC7d2/q16/PqVOnmDV/B4YGOoya8hnKysqFrOitXZSwdkmHA1pvjGDlRcSSQhJ4uPsujUa5cm2ZF2kxqYrjXhdgTvsGFTuelaUJszw/44zXvQ8SXnFxcRw6dAi5XI6dnR0ODg5YWLy9yXv16tWpXr06crkcb29vuvWfT3bMQT7r2aLAfkLCETQ0NDAyMnqv9b0PMpkMQRDKNfUwL/p18OBBXFxcmDMnNx33v9RjUUSkMiLWeFUgz549Y/DgwYSHhzN+/Hhq1Sq+gPzfguhcWD6oqalx+/ZtFi5ciKqqKk5OTshkMrS1tZk0aVKBfbOzs9mwYQNpaWmkp6fTo0cPFk13Y89fV/j7YhR79+7F3NyclStX/iv7xn0I/wZHw8ePH+Pt7Y0gCIwePRpBEDh69Ch+fn74XVpQ7HGbdpxl16GHfPrppzx79kzhvFpSYmNjWb16NY+uLqZRuzno6OgwatQoxowZw7K5w5k2qRcAiclw4xF0cuWN7oYymYz2n60hIyODSZMmoa6uXvzOJeTBgwcsWLAAV1dXNDU1iY2NpX9PR6ZN7FWoyfm7omTciypVqmBlZUW9evVo3Lgx06ZNU9TaOTo6Fvl5Cw8P59q1a9y/f59Fsz+lX6+WRdaP5dWE5W+unBf9KioNsc6nDajawJxrS70KOB3miS9H29Rio115xMUn03vERry9vdm7d2/Jn4z/k5mZybBhw2hgb0v9ujY4NqjO3qMPcHJyolOnTu8UzdywYQOpqakc3DyO/Ue9cXOuQ3JqOq2a2RMdm0SPIWtwdnamY8eO5WpEURG/gUFBQWzYsAEbGxt27dpF9eof1lJE5ONBrPGqfIjCqwLI68s1efJkWrZsyaBBg/61joV5iM6FZYdUKiU5ORk1NTWePHlCtWrVMDQ0xEI3hOZN65CenoVEIkEiAW2r/kyfPp0GDRqgrq6OIAgMGTKEYcOG8dvSgq5wXpf9SEhKZdfhQI4cOcKePXsKXfgkJCQQEhJCXFwcnTp1Ks/TrnD+LY6Ghw8fxtIkg/sBaYwaNUqxfcuWLUilUmZ/1Qb3FvULvPZSqYwqtUeyatWqD4p0njx5kps3b1KjRg3S0tIIDg4mJiaGB1dXUdMuN7IqCHD2JjjVBlPDt4+59rfj/LzxHEuWLPngtMPhw4djbW1NwPVlHzROcVy94U/rbrMAGDNmDB4eHiU+NjU1lS+++AJ5/GHFtjwB9nhVEPfDdACKbKxcZP2XBFy+bIUsW8rdjdch35VBnoshQD3P2sXWoj3wD8WxlSfAewmvrKwshg4dSsaLfaj/v8v7nr+uMGj0T4wfP/6d0gIFQeDmzZv89ddfhIaG4uHekPOX/KhTpw7m5uZYWVkRGhqKr68vv/zyS7lG7Csi1T4zM5Pdu3dz9epVVq9eLfb9+o8gCq/Khyi8ypmYmBhGjhyJj48PY8aMwcnJqaKXVObkXaCKzoVlw5YtWzh9+jQqKipMnz4dV9emNK0nwcyk8L4Xrjxg9ZZbHD9+nDFjxvDw4UOSk5O5deYHVFWLvuv7PPIlTdp9q0gxVFVV5fnz51haWqKmpsbNmzepVq0aS5cuLcvTrHT8GxwNL126xJkzZ5g3owdHzkcWSNPLzs7m+fPnXLlyhaioKK4e+xYtrdwoT0ZGFtUaTaJTp05YWFiQlJREdnY2ysrKGBoa4ujoWOKUablcTmBgINu2baNz58786NkM0yoGBfZ5EAxyARxLmBTg2nkh7dq1o3HjxiU7oBjGjBnDhp9G0793yw8apzhSUjLYd+Qq2loabNhxC4lEwvDhw98oAuRyOc+ePWP//v1oamoWmRJ6r99uhfCCN5tm5EdVS5UW33oQcT2M4BOPCzyWP+0wz0q+qLVVbzwZLS0t5s2bV6I5X+f8+fNs376djBe5wi06JpG6zSbz+++/v9d4giCwYsUKfH19FVH/WrVqIZfLqVOnDufPn2fNmjWKSFR5UVGOvr6+vvz222+4ubmxZcsWTE1Ny21ukfJHFF6VD1F4lSMnTpxg2LBh1K5dm5EjR6Krq1vRSypzRNFV9iQlJbFy5UqWz/0MtJwx0IGWjm8+5snTF1y98RhjI12SU9L/33dIiRrVi2+InOcMpqSkRFx8Ms8j46hua0r9ljOYPHlyuRTTVyaUlZWRSCQfVQRXEAS8vLy4du0aSkpK6Ovrs/mngbj3nI+LiwtdunTByMiI9PR0Ro0ahZWVFRYWFoSFhaGhoYGqqioPLi9CRUWZPQevMGjMT7i7u2NiYsLgXrWRywWOekVx//59nj9/jrm5OWPHji10cffkyRNq1qz5WhRNyvr167G1tWXn2n4F9o9LgjsB0NEVSnKT/nnkSxq1+QYTExPmz5//3s/XypUr+WKgM6OGdHj7zh/IhSsP8Oj1PU2aNMHKyoq6devi6OioqMl59eoVvr6+nDhxAgsLC+zt7dmwuGuxNTt5tV/Pb8kLNFd+G7qW+rhNb4PvJh9ePowGCtd6OdqmFop8eV32I+BJBJNm/Ma6deswMSnizk8JSE5OZvTo0cQG/YG6mir61Qbi7OzM9OnT32u8PKRSKeHh4fz666/ExsaSlZWFo6Mj33777QeN+yFUVCZISkoKW7ZsISgoiD/++IMuXbqU29wi5YsovCofovAqBzIzM5kxYwZbtmxh2LBhtG7d+j8R4s+7o1deTST/y0yePJmDf64jLlmZTs1yneBKgkvH+dy5c0fxt42NDYMHD2bB1KYF9hMEgdu+wfgHPsejdUOqOY1BLpfTqFEjTExMGDFixH+uaFtFRQVBED6qGwqrVq0iOTkZX695qKjkvl537gUzcOwGatWqRWBgIMOGDWPZsmWMHdae6V/2YsiXu4iLiyMzMxNjY2MuHZ7Kq+R0jGsMxtDQkMTERJo1a8a1v2cWmGvqgkv8/PPPAAUa6ub1vwKwtrZmxowZCmF25coVfvnlF6Qv/ypQ3yQX4PQNcHUAI72SnWtGRhb1W82kQ4cO75TCl59NmzahpqbGsT9Gv9fx74JcLufW3WBkcjlqqiqs2nKX06dPY2lpiba2NmFhYQwf0ILWze3p2LZRicfNSz9M9Q7m+FsMN/KwaGpNwwGNSPn5EvLEjEKP56Ud5o96aZj3U9in79lTtOPi2zh27Bg7d+6kS5cuDOvjwJgpv5GcnPxeaYtvIicnh5iYGPT09NDTK+EbqgypiLovQRC4fPky27Zt44svvmDZsmX/+pKH/yKi8Kp8iMKrjPH396dfv9wfpEmTJpVrg8+KJE90iXbxuT9wKSkpKCkpoaOj8/YD3oPZs2ezYsVyHKpLqGFV8uMiIuPIzMrhlx2PWbNmDY6OjnTv3p15X/9zJ1sqldFj2O9kZWVhZmZGYGAgbm5utGrV6j9xA6E48iK5lf2mgkwmY9OmTaiqqnL37l2unZxXbGRz6OQDJCQk8OuS3nz53TGePHmCRCLB2tqak7vHF9j3yvVHTJt7mM0rP8fGyhQ9vdz0uHMX76OtrY6bS10EQWDqgku5dWSWlhgYGNChQweqVKmCl5cXmzdvBkBdXZ2OHTty7Ngxlv44jOlf9i60truBoKEG9u/gCyCXy+k9cisRERGMGzcOAwODEh8bFhbGjBkzSHi2EwP9svncvo28785XyWloqKu9s4tifvK7H+ZFwYBiHQw1ezdAxcaQ6sdOISmmkZrTvkFkZeXQrf887j54Trdu3ejRo3Bj5ZLSv39/vE8twc2lLpEv4rFu8AVDhw6lW7du7z3mx4KysrIidbk8fzOjoqJYt24d6urq7N27F3t7+3KbW6TsEYVX5UMUXmWEIAhs3LiRqVOn0rFjRz777LNydU6qSCrqB6QycuDAAfbv3w+AgYEBGzdufO+xXr16RUBAALdv3yYpKQnIjbqoqqoyadIkTE106NC0dIVQRGQcvYavx9HRkc6dO5fq2B87ampqH8V73MfHh5UrV9LEqQZ9ursx07PvW4+RSmWoVe3DpEmT8PLyok2bNvwyvyM5OVLa9fkZW1tb1i/shqHdYGrWrKmw5zYyMiIsLAx/f38aNGjAvBldaduyPpFRCXTou5Rnz57h4OCAqampolG8t7c3p0+fZlAfN9b+dhyA+1dW0cC+WoE1vYiDgFBoV7Svwxu5esOfiTP/5IsvvlDUKr6N33//nZH9HRnwaat3n7ASExQcyfiZB6hSpQrbhxRsyJyXmgggKCkR06c9qnFJGF+4qdgnf5RLEARqukxBKpWyYMGCD4qYZGRkMHz4cGRxhxQ3dAKfRNJ7+Fo+//xzatd+e/Poj52KqvuSSqXs37+fM2fOsHLlSsaMGfOfvqn2b0IUXpUPUXiVAUlJSQwfPhxvb2/Gjx//n2pc+F8QXYIgEBERQXh4OKmpqYSGhlK9enWioqIYNmwY8P+0oVu32LhxI6ampgwfPpw6deq8049Zeno6z5494+nTpwQEBKCkpISTkxPpR+LpoG/IMJ8evIx7xYPgbFJzqtCmMehpl955jp91krNnzzJu3DhsbW1Lb+B/Cerq6mRlZVX0Mt7I/v37OXDgAJMnT+bnH9q+07FfzTlHbGwsC2e0VUTITnv5MnXOfqKjo4kN3ES95t8wZ84cVFVViYuLIz4+nqSkJExMTNDX1+fo0aOcO3eOX5aNYfTQDor0wcAnkSxe78OzZ89ISUkhJSX3R9zNzY1GjRrxy/yOhdYjlcGp69CmCegU3Q/8jQQ+iaTn0NWMHTsWK6u3h4V9fHw4ceIE/t5L3n2ySsyWXecY9dUvAGS82I+6em6aW9a12zxeFVRgX6mOFtEDOlMj0pd6I9wKjZUn0P/4448Ptu8XBIEff/yRxbN707Orq2J7cnI67r2W0rJlS1q3bv1Bc3wMVKQD8MOHD/n1119p0aIF27Zte6cIsUjlRBRelQ9ReJUyt27dom/fvlSpUoVx48ZVivzx8qIiLHLLm4CAAP7880+srKzo3akGlubGPHn2guk/bKNDhw60b9+eEydOcPXqVXR1dUlKSmLu3LnUrVu3xHPExcVx5coVbt++jb29PR3CE/GNsuRO5osC+3lWqclA7x6cvgHmxuBcr/TOM++Cav78+WVypzkxMZHg4GCqV6/+3kX4FcnHYCXv7+/PTz/9xN97vqWVm0OpjJmXule1alV+W/oJgybuQSqV8tlnnxV7TFJSEtOmTWPBrP58MbgDqqrKhRw0E5NS2X/Em69mbiY7O5vsmIOKGrT8XH8Ipga8UzptfsKex9J14M+4urri7u7+VvfASZMm8TJo8/tNVsnIX+uVlp1DtZUH+X3VRL74v3FI/PLcuqy8iBfkWscn1XXmdgC0dgLdIp6uNr1XkpycXComFfHx8UyYMKFQc2qpVEaHfmto0qQJrq6ubxjh30NF9bxMTk5mw4YNvHz5kgMHDuDi4lKu84uULqLwqnyIwquUEASBNWvWMHPmTPr06cMnn3zyn2o2mye6KvOF6IcQFxfHli1b0NTUZOOy/tSrYw3kvu7KJr0xNTXF0tISY2Njpoxpzu6jz/j7778ZM2ZMiS2tAwIC8PX1JSgoiGpRZkTIspFI3vweGjLtU2rUscL69wM03lN8Y1OAZ6HR2FpXKbEJRqcB6zh79mypFra/evWKOXPmEBUVBUCdOnWYN28eycnJHDlyhODgYKpVq8aIESNKbc6yoLJbyQuCwNSpUzmyYwqNHWuUyRzPI1/i5D4DV1fXt75esbGxnDt3jufPn3P37l3Mzc2JfPhrof1ycqRc9H6IU/3qVDHRL/R4yIvclMMWDd9/3dnZObTp/RM3btxgypQpqKmpYWxsjJWVVYHv7MzMTBYuXFhmPbwqkvjle8iRydFys0PPvVmB+i/IFV95zZJDwmIIDJegrmVKKyd4XQ8nJqVSy+UrZs2ahbW19QevzdfXl3PnznF42wQszI0U29PTs6jV1JPly5eXu/V7RVFRNzPlcjnHjh3j0KFDLF68mK+++kpMPfxIEYVX5eO/UXRUxiQmJjJs2DBu3LjBt99++07RjX8DKioqSCSSf6XounXrFleuXEEul7N9zXDs6xa8sJBKc/PwW7RogbGxMT4+Pixdd4mmTZuyfPlytLW1CQgIwMvLC3d3d+7cuUNERARSqZSMjAy6du1KdnY2V65cwcbGhidXX6CjbEykRPpW0WVpV5Ua9W05tu0cKg9U2PCWc6nZZBwWFhZEPFhf5OMZGVlcuPqAzXsfERUVxaNHj0r1vezn58fy5cvJzs5m9uzZBVJw165dy4MHDzA0NCQgIIB79+7Rr18/mjRpUimdtiQSSaWO6l6/fh1nZ+cyE10ASa/SqFWrFqdOnWLgwIFvfJ1MTU0ZNCi3NujevXvs379fcdPiz03TFH2yVFVVWLDqPL6+vjy7ux4T44IZA1WN4OEzyJFCMW3n3oqamirX/p7JrbtPWLbhBq2dDTnldZ9nz55hZ2fHsGHDkEgkJCUlkZCQ8H6TfASoKiuRczOU+Juh6LSoWeCxPKt4uVxOjcZjUVZWxuvsAR49kxTqpWZooIPf5RU06/wDU6dOxcLC4oPW1ahRIzQ1Nek3ZhM+Pj44ODiwcfnnDJn4O6ampowcORIrKyvmz59foG46MzOTkJAQ7ty5w+3bt6latSohISH07duXJk2aoK2tXSm/S96EVCpFWVkZVVXVchVfSkpK9OzZkzp16rBw4UJFbzVDwxJ0MBcREXkjYsTrA7l79y69evWiatWqjBs37j/Rmys/eaKrst75L47MzEwiIyOxsbEp8u5pREQEBw4cwMbGhpVzumJiXPjuO+RGFq7fDODbRUewtLSkT58++Pj4cOzYMaKiorC3t+fJkyfk5OTQtm1bnt9KQEOijUQiIUuezpO0e/Ts2ZPg87HvfEdx/KIhCHKBDd/tZLyJHYO8ur5x/+BnL7hy3Z/hgzyKnOvG7UA69/2Rxo0bc/fuXa6fWkqbnj/Qs2dPINfquWvXrnTv3v2d1glw584dTp8+TVpaGt26daN58+ZERERw/PhxMjIyuH//PgCtWrVi0ohm1K5hwVczf+fKdX+FDblUKkVDQ4O2bdtiaGjI06dPK6w1Q2W3kj906BCjBzSgZSmlGL6JL75aS2qWLgMHDizxMcOHDyfy0Ramzj/D4pntMDTI/d7MyZHSoNV0Bg0axLlz5/D6a0ahlMMr96CWFUU2CP9QBozbztWrV2nVqhWGhoacOHGC0HuFI3MfO9k+d0n1KfputY6rHWquuVH6F1HxDJm0lTt37nD28BKSsm1pUAPMirh5HvEijr4j1zFs2LASG5i8jczMTIKCgjh8+DBxcXEkJydjZWVFREQEACYmJrRo0YInT57g7+9Pt27dUFFRYf70dpibGvIqJZ3xU3/l7MXc75fly5dTpUqVUllbeVKRrVlSUlLYsGEDMTExHD58+IObkouUL2LEq/IhCq8PYPPmzXz55Zf07t2bXr16oab2/la/IiIiIiIiIiKVDblczsGDB/nrr7/45ZdfGDlyZEUvSaSEiMKr8iGmGr4HmZmZTJgwgUOHDjF16lQaNGiAIAiV3uGsNKkskS5BEPD29lak6vXuVAPzqobI5HKUlZT4fukx7O3taetqzJmr0WRnZ3Pp0iVunluChZkxNZ2/JC4uDgBXV1fCw8NJS0vD1tYWXV1d5k7vjEujgrk1D/xDGPX1dpydnWnVqhUaGhpERkaya9cuUlJSeP78Oebm5pik2ZXJOUuUYOqqsTwPfsHeNccAShTx+hDkcjlmdUcwbtw4Lly4QN26dXF2diYsLIw6deoQExNDlSpVCqSi5OTkMHr0aFq0aMGsL9sxceYOVFVVsbOzo3/3Onz6iRvZPnfxGH3tndZy/vfmqLk25oF/CONn7EZJSYnx48ejqZlrdZeUlMSFCxfo3btwL6jSorJbyZ8+fZro6Gi+mdAaczMjbK1NS32O8IhYxkz7k6ysLL788st3qmnNzs5m165dhIaGcnTnFGytTcnMzKJ1j0V06NBBUdB/5coVrl+/zsk9X6Ovl9t3Kv4V3AvKtZUXy07KlqYd5xAUFMSXo7sxf/ZgAB48hbSM3GbWRT3/gUERuHacjru7e5G1fydPnmTv3r0YGBgwevRoHBzeHpVNSEhg9erVrFn0Oe4tGhR4bOL0DezafwmAZcuWKZpxA6SlpSGVStHV1f1X1FxXpONhjx49qF69OlOnTsXb25t169Z9dKmbIiKVATHi9Y6EhobSq1cvMjMzmTx5MsbGpXcX4WOhMoiupKQkzp49S0BAAA0aNGDbz30KOaWVhNu+wTx59oImjjVQUVHGrlrRDa4FQeC2bzDfLPybzMxMRowYgYGBAXK5nG3btpGcnMyKOT35ftkZgq9HoqdqjLKkbO5rdB/enkat67N04nqyMgrX1blq2uCTEc658RYYT3+z4UZJuX4rgBadZ6KqqkqdmuaYWdbmzp07JCYmoqurS0pKCgsWLKBWrX9Eqq+vL7t378bc3BwfHx+O//kdXTsWbMLUyG7le69pq7MZTvsG4TnXCy8vLwYPHoylpSX79u3j2LFjpWoK8jpqamqVuqZRKpVy9uxZsrKyuHLlCk9vr3qvz8ebiI5JpG3vJTg6OtKpU6d3bg4uCAJPnjxh8+bN2NjYEB0dTY0aNRg6dGiBi+R79+7xyy+/EHRzLVVNDZDL4dSNXIONCupr/K8kPT2LIV/toVatWjx8+JBnz54hl8sJCQlh3swBfOPZB8i19b/kCzZVoVYxXhrp6Vm07rmUqlWr0qpVK+zs7JBIJERFReHp6Ulc8A4yM3PoPGAlffr0eWPT3ri4OCZOnMjvqyfyxeAOPA2JIjklg0YNc29s/X3mNt0HLlDsP2HCBLS0tP7VbnwV5XgIua/HmjVr0NTU5NChQ1SrVq3c1yBScsSIV+VDFF7vwNmzZ+nXrx+urq4MGTLkP+OslJ+KFl1SqZTbt29z+vRpVs77jHatGhZpO10axMQmcf9RCIvWXFBcFLq7u1O9enXFPr/88gthYWEc3TmFYd3/KpN15EdLR4Ppa8dx89w9Tu66+Nb9fZ9NKdX5BUFQ1FT5BzxHR0eDz0b9xoABA7CyskIul+Pt7Y2vry+xsbFERESQkZEBwJgxY9iwuCtZ124zeXQoPhnhpbauH+216X39JHPmzGHu3LkAZSa8PgYr+fycPn2arKwsdqwp3vL9fREEgaMnbzJn+d/Uq1ePTz/99L3GCQwMRFtbu9j+Wrt37+bmzZsMHz6chdNcuekPhrrFX/iLlJyY2CQSElN4GBDOjLn7ePHiBTk5OfTp04d+/fqxYMECflsxhAb2ub38NDXVSEqVcM0PWjiCwRvE7937T5m15DQREREYGRlx9epVtq+fzJD+bRVzdxm4CicnJ7p06VLsOEuXLmXzz0NwrF+dg0evMXn2Tv78bSKt3BxITEqlw2cruXv3Lkd3z2bxWi/u37/P5MmTcXJyKs2nqlJRkb/FOTk57NixAx8fH/bv30/79u3LfQ0iJUMUXpUPUXiVAEEQ+Pnnn5k9ezYjR47E3d29opdUIVTkF31qaioXLlzg9u3bODk5seWnTwv0eXkfXrdQznP2Um/ujEwmw6Hlt9ja2tKhQ4diGwj7+PiwZcsWmjVrRtT19A9aT0kY9k1fLO3MWDT2lxLt/7rwSk3NQFtbo1QMKRKTUhk0YQdqamp8/vnnXLhwgZMnT2JpaUliYiKWlpb06NGDtWvX0qlNbdYuHcO9frsZcTv6g+cuCrNmmtSqVQsrKytmzpxJ//79sba2LvU735XdSv51srOzmTlzJv7eKxAEgYzMbKqaGpTqHIIg0LL7Mrp3706NGmXjpJiYmMj8+fM5d3AW6jqWRMbmXviLfBhPnr4gKiYRHW0NnNtNVWwfOXIknTp1YtOmTTx58gQLCwtFSv3tsz8QGAaRL8G9EbytQ4VUKiMyKh7zqoaoqeXesExLy8Sk1jDMzMyoUaMGKSkpfPHFF0U65z1//pxNmzaxc/1oBo7dwJMnT9i0ZhIjP8+94M/JkaJu1hdzc3O0tbXZ89t4hn+1lbFjxxZIPfy3UdG9My9evMjWrVtZtGgRnp6eouV8JUQUXpUPUXi9hczMTEaPHs3Jkyf5+uuvC6RS/ZeoKNEVHx/P/v37SU1NpXnz5iz7ttUHp0y9LrjyYzi1H2cv3mfy7D9p3bo1HTp0KHYcQRBYvXo10fdT0FM1Kna/0qKqlTHjFwzl2LZz3Ln44K37e1apyTCfHoq/Y2KTMK83nLjgHRgZvr/7plwu5/DfPny35Ai9e/dGT0+P06dPo66uzu71Q2jbexnNmzcnIyOD8+fP06JFC/xPRqL0Fnv8DyVN+orgtPt0796dY8dya99mz56tcEUsLZSVlZFIJOVeY/EhrFmzhufPn2NoaIiWlhapqanUr1+f8YMb0MK1XqlcMPn6PWPmopOMGjWqFFZcNA8fPmTv3r1cPDqHW4HadG72/rbyIoVp7PEjcrmcBw8eIJFI+PPPPwvt4+npScSD9QhI8L6fG3ms/45ae8LsU5w7dw5nZ2dSUlLw8vLi1+WjWbHBi+bNm9O2bdtCNVmzZ88mODiYE/t+oGu/eXRs68SpAz8qHte1+ZxffvmF6Oho9u7dS1paGo0aNaJPnz7v81R8NCgrKytuBFXE5dyTJ0/4+eef6dq1K7/99ptY91XJEIVX5UMUXm8gMjKSHj16kJaWhqenJ0ZGZX9xXRnJ+2Ivz9SqtLQ05s6di7a2NhuWD6Zls+JrAN6FN4kuzYm9afvpCmxsbOjcuTN6enpF7pdHeno6I0aMoK6OC+rKmqWyvjcxYcEQNHU0+cnzt3c6zlXThg2P+gKwYMU+HOtXo3vnpu88/6vkNL78/iR3796lRo0aaGhocP36daRSKWcOfEv9erY8CginQYvcZpvjx49nhkYsPTfHvvNc74MgyKnb2YJ9+/YBuWYpbdu2pVGjRqU6T2W3ki8KuVxOVlaWwoAkMzOTgIAA7t69S0xMDKsXfEard7Sez8rKZuJ3p9iwuCuvktMJevqCL2ft45tvvimLU1Bw4sQJvL29+XXdChyqF21tLvJhVKk1hPiEFLZv317oQvqrr74i8uGvKCkpkZqeW+/VrD4U03GjSDz6rqZVq1Y4ODjw6tUrfvrpJ+rWrYuhVipZmPLnn3+ybds2xfsVUNSHbVs3GUtzIxzrVy/Q561Vj+W4ubnh4uKCIAgkJiair69f4obxHzN5dvMVJb4SEhJYtWoVOjo6HDmS21pFpHIgCq/Kx8dv81NG+Pj40LhxY/T19fnuu+9E0VVOouvVq1fs37+fFStW8M2XXbh/cX6JRVfWtdvEL99D/PI9ZF27Tda124UeL0506X/9Ge69ltGuXTv69ev3RtH1+PFjZs+ezU8//YSHh0e5iC47BxtMrUw4uuXMOx/rkxFOI7uVNLJbyb51oXw3/jLbXY+W6NiUlAx27b/EwAl/4tJhDiYmJnz++efEx8dz5coVVs4byODPmlHdpiqxL5M4MuACLfWaUku7Ed67Hpab6AKQSJQIPB1NnTp1gNzPcFn8MFT25slFoaSkVOAiVkNDAycnJ0aOHMnYsWMZO20HE2afIux5yV6v+IRkmrSdypYtWxg9eT05OTJS0zIV/ZXKkubNmxMTE4OQk8TLpDKf7j/Jjg1fK5pJ+/v7K7ZLpVJiYmJo8clSQsJi0NGCutXANyjXdKOk7Fo3lL/++oukpCT09fWZOXMmR44c4ZOOzgrDqu3btyvc++bPn8+WLVsAiIpJxMPdsVBz7eM7J3Dy5EmePXuGRCLByMjoPyG6AMXzpKqqWiHujUZGRnz33Xfo6enRuHFjbt68We5rEBH5WBAjXkWwb98+RowYQd++fenatet/Nm+5PFMYgoODOXXqFCkpKayY8ynuLRze+qMZv3wPgMK5L+/v19FpUbNYwQVgNK0/nQeup169erRo0eKNc16+fJmbN2+SHqCCVMhBXUlT8f6QCdIyczKcsnIU2VlSfvl2W6mMd2Nna9SbOxf5mCAIXL3hz7o/7nP+/Hnq1KmDIAjcv3+f9PR0TExMGD6wJYu/H4KSkhJ37z9l75Cz7EsMxVCtaqms70P45YeatJq6hQEDBtC7d29evHiBiYlJqfXZq+xW8u9DVlYW165d4/79+6SmptKyZUtW/9j+jcY1K345hJmpIYP7tUEul9NpwDp0dHQYNGhQma83LCyMGzdu0LNnT4Z88g6hFpESIQgCJ8/f5ZP+8wEwMDCgc+fO9O7dm4iICBITEzl16hSWlpbs/20oNx4po6cNDWuWfA5fv2cMHLuBadOmoa+vT//+/alatSoxMTGsWbOGr776igYNGjB48GC++eYbntz+FS1NdczNir8JmpCYgnvPJUyePBl9/f/e+6IiGy1D7vvmxIkTHDhwgG3btvHZZ6Vv6CPybogRr8qHKLzyIQgCixYtYvHixUycOJEmTZpU9JIqjPJIXcjJyeHq1avcuHGD5ORkXr16hVwuZ/wIDxb8v2dMcYxzOPDW8d101HC0TQXA2iX3LuDzW3LF/+cxP92UyMhI+vXr99Yxp0yZgnGKXSEx/ionjtB0f2poNURbRb9UxXp919r0Hd+N337czYvQmFIb93XjjajoBC56P2Tznnt4eXlhb2+Pv78/2trapKWlAaCrq8ur0B2KYz7EDr4scepVHS8vLxYtWsSQIUPo2rWrwtb6Q1FXV/9X9+yTSqWcPn2au3fvKu6ep6SkoKenx4HN46hR3RzI/b4MfBLJq+R0Jn9/ABsbm3K90MrJyUFLS4vly5cTERHBkR1fY2VhUigSIvJubNl1jm/m/omenh6xsbEIgkB2djbq6uqKqFMeZ8+eJSwsjAObx3P5ntI7pxyev3Sf8TN2MGfOHMaNG0daWhp6enqkp6cjlUrR19fH0dERFRUV2jUz57tFu4h6vK1Yc5i0tEymz9mGXNUGDw+PD3gWPl7yXFcrSnwB3Llzh3Xr1jFr1iy+/fbb/+zN68qAKLwqH6Lw+j/Z2dmMGjWKU6dOMW3atP90b4q8L+6yvqu/du1arl69ipmZGampqaSmpqKtrc26ZaMYOqBtof1zcqSoqqqw3fUoq14WH8Fy1bQBcoUXoBBf+ckTXzpf9cGh5TfMnz8fFZXC0SpBEHj8+DFpaWlERUXx5MkTsgILFw/LBCkPk6/RWq8Zl5NvYK/riqqSesmeiLcwfc1YkhNS2Pjj7lIZL4+tzv/0LNvpaMXq1asxMjLi5cuXmJqaUqeGCRNHdaVTWydm/PgHR076YFrVGuXnlT/tdlTLLFb6xxISEoKqqir6+vokJCTw+++/v3O/qfx8bFbypckff/xBr47V+GJwruHM1Rv+9Bn+M02bNqVZs2bUrl273NekqqqKTCbD19eX48ePk5qaSr169di3cSiamqXz+fuv4dxhHgDTp09HSUmJuLg4tm3bRnBwMImJiRgaGmJpacl3332HRCLBy8uLmzdvMmvqEAxMqtOmiQTld8h2+2zMDtTV1XFxceHrr78u9Phtr58YNWUHP0zpTGpaJp3aNaKKiT6RL+LpN2YTCQkJQG7t5ZqFA+g+aDFr1qxBV/f9DYQ+dvK+p2QyWYXVooaGhrJ8+XK6du3K77//XmoZByLvhii8Kh+i8CK3MLRnz57ExMQwZcqU/2w9F5Tv3TJBEAgICODHH3/8/9xQt249VFRUePDgAVnRBxQOhk5tf8DPzw95/OG3RlnyhFce+SNfeVi7KGE8fQDbdp/n7LU4evXqVWicJ0+esG/fPmrWrMmNE/dRkahioFql2Lt3eT2uYjLDMVIzQ1Xpw39oGrvXp8eIDqz7djsvoxI+eLw8suVZZMkyyDKMJzIyUpGbv+CbzryMf0W/ESv43LA3vlllY/1e1sgFOTKrBKpXr05V6Qta1bdhxE9HWLJkSYE+bO/Kx2YlX5ocOnSIPp1s6NOjOQAymQyntj8wYMCAChFdUNhhcuTIkaSlpRHm9zvWllUqZE2Vkbx6V/XmzmRdu11kmrHfo1DcOn2Lubk5sbGxbNy4UXEzKjMzk2HDhnF8z/d8MmA+gwYNIiQkhGHDhmFoaMjLly+5efMmzs7OONY1oFWTkkcdZTIZw7/+i9DQUMaPH8+RI0e4evUqUVFRODg4EBsbS58+fdiwYQPDhw+nTycr1mzxITAwkGHDhlG/fn3kcjl79uwhLCyMNm3a4ObmVjpP3EdMZRBfCQkJ/PTTT5iZmXHkyJH/9LVVRSEKr8rHf154hYeH06FDBwwMDJg4ceJ/3gpVTU2tXL+oz549y6ZNmwBo2LAhQ4YMwcTEhBkzZnB053Ts61hz4Og1vvhqLd26daNvYNU3Rrvyk1+A5Rdf9Txro97cGUEQqNf8G2bOnIm2tnaBY8PDw1m2bBmmmTVRUaq4RtnfrBvPyxfxbFm474PHEgSBDFkKICFNP4YXL17QvbMLWdfTCcoR0Fc1+fAFVxJSpIloVRfo3LkzK1as4O7Fn2nc5mt27979QQX3H6OVfGmRkJDA9u3bufb3TMW2l3Gv6DF0PVOmlG6j7pJSVATy7t27HD9+HB0dHdYv6U+jhh+eXvqxk99YSKdFzSKFV3JyOgbVBxXZgsHPz4/Nmzfjf20FR07cZOiAtly7GcDoKdsVDcsh1wnYysqKmlUTcKpv9voUCgRB4HlkHFdv+LN2yzWysrK4d+8eO3bk9gUUBIGjR4+ip6dHy5Yt+R975x3W1NnG4TuTFfZSkCEgDlyoiLhaV62r1llXa12tbbW1tmqt2uGoVVvHZ61aR+toq1ZrnXXvheDeCAjIUJYIAcJI8v2RJoKAbIKa+7q4Ljg55z1vEnJyfu/zPL9HIpEQGxvLnTt3iIuLo2XLlnh4eOjFSOJ5ojqIL4VCwbJly3j8+DEHDx7ExcXQ9bwqMQiv6sdL3QHl+vXrvPbaazRq1IgRI0a89BdxfVygX3nlFWJiYmjWrBkNGzbUvQeDBw8moOtkvL29ad++PfXr12fxtz3p36lgX5miCMyMKhD9ysuxU9dxd3fPJ7qSk5MJDg7m8uXL9O3bl3ObbpX9yT2FUq25WS+pAUeLDo0xMTNm+y/7y3xOtVpNtlqBWq3ijvyCbruLjQtupvWJPGOMQGCCpf60ZaVgKrIgPPwSMpmMbt264e3phJubG+fPny/Xavjz6GhYUVhZWXHz5k3mLtpKg7ou/LEzlPDwcNLT01GpVHq5fhb2XjRr1oxmzZpx9+5dhoxdyY71H+PtVXZ767zuqEUZ0lRHtGZD94OeZC64+AmLfA4WFqZ0796dlStX0q1bN15//XVdxKtx48Z06tSJT789yMrveyKy64ObmxupqalkZ2fr0sicnZ2Ry+WcjMsiNyeUenWckckKur42aj8NW1tbLC0teeONN/Dyyu/KIRAI6N27d75tTk5OODk5lf0FeQlRq9Xk5OQgkWgu8PoQX8bGxkyYMIFff/0Vf39/Dhw4QMOGDat8HgYMVBdeWqVx4sQJ2rRpQ7t27Rg5cqRBdEkkeulNJJVKeffdd2ncuLHuPVCpVJw4cYJatWoxduxYXF1dsbOz49SgoHKfTxvtAhj/5Z/5zAAOHz7ML7/8wqE/z/DgxmPO/Hmj3OfTolKruJ56huupZ3iouF+iYzr2a0PU3RgeJTwu1bnUajXy3BQSs2K4nnqGiPSb3JFf4JVXXqGerCUNLdpgk1r7mWmTzzsigYhBgwZx9uxZbty4gYmJlAs/vMWaNWu4evVqucZ+WYUXaOpops3eSJ+359KptR1v9/PF1dWVM2fO6G1OarW60Ot3nTp16NChA4dPlPz91rahyPvzrMerK1lngrkfpMonukAjwp41790b3iPk/GL27t2rq53S0rNnT/bv349IJGTCB28QGRnJlClTCtTumJmZUbNmTabPP0Cn/gtp2XU2EVH5TYHUajXDhw/n7bffLiC6DFQsWvGldSnWByKRiFGjRtGuXTvatGnDiRMn9DIPA/rjxIkT9OrVCycnJwQCAf/880++xwUCQaE/CxYsyLff2bNn6dixI2ZmZlhZWfHqq6+SmZlZ5Hnd3d0LHfejjz6qjKdZIl5KtbFt2za6devGoEGD6Nev3wt781lStKua1SV9auPGjcTExDBq1Chyc3PZtGkTO9eP5ay8/IYG2nSb7OwcMjIydP26Ll68yNmzZ1GGybCS2GNn5IRQUHEfD6FAiLeZ1iVTc+OuVqu5n3EH0ETDspUK3U1903Y+mMqM2b6qYLQrV52DSqUiUynHvJGKWOkt0nIeUbuDDVnZsXhLLIjKCKF9n5a4mTbAy6wpjSzaknJZjZHIGJHg5ehtE7z1LklJSURFRXHol22YGUu58tNIfvnllzKLr5f5WiEUCpk9ezaenp5sW/cFvV7zo6ajFfcjbrJq1Srk8oImNlXBs6JtrVq14sflB8stluWnQwv90fYM1DdPC8Jbi0O4EinL96NFfjr0mXNOSEwlKSkpn9mQWq0mMTERgPMX7zL9swHs2/o1v//+e6FjaBuof/755wwbNoz+o1bme3zsO204d+5ceZ6ygVJQHcSXQCCgX79+DBo0iG7duvH333/rZR4G9EN6ejpNmjThp59+KvTxuLi4fD9r167V/c9oOXv2LK+//jqvvfYa58+fJygoiHHjxj0zcBIUFJRv3IMHDwLotdXBS5dq+Ouvv/LRRx8xfvz4l9ouXotIJEIoFFYLlza1Ws3ly5c5ffo0nTt3pkGDBkydOpXTe75iSsC/BGZGlWq8Z6UZjpuxn44dO5KTk8P27duJjY1FFSFDLKy8G2sTsRmNLdoi+E/QtTJ14wxKMpRp3JVfQiowQQA4m3jS+a3WxIQ/ICz6Diq1CovaEm7fuoMazQq2pdiOx7mJhJzSjJ1AAjn7s7EQ23M3N40GFi25uTcGC4l1pT2f6o5AICA7xAR3d3f+DBHTvhHUtDFn06qP+XjapgJ1LCUd82WOeNna2jJmzBimf7+Odu3aEdDYmFsh0RgbG+vNtUytVhd6M6lWq3U39x98vpwVP35Y7Fha8wngmb3/8qIVYfCkp6A+yFvDpSXvYtXZG9L/nF7l1M/TrvDpVMqMTE2rhMTERGxsbMjMzGTVqlWoVCr8/PxwqmHDzTv3eb3/t3z44Yf5Ug21qFQqVCoVYrEYc3NzLl26lO/xVb+fo3///hX11A2UgOqQdgjQqVMnLC0tGTZsGMuWLWPEiBF6mYeB8qFWq0lNTc23zcjICCOjwt1ku3XrRrdu3Yocr0aN/DWhO3bsoEOHDvlawHz66ad8/PHHfPHFkzrjOnXqPHOe9vb5TZa+//57PD09eeWVV555XGXyUgmvZcuWMWXKFCZPnkyDBg30PR29U50c2lQqFVu2bCEtLQ03Nzfat29PWloaUqmUuHF7gdLf1D1d43UlUsaKG9nkrP2T01aXeO2115g5cyY9evQg9FAC4iqI/wryRNECM6MQCcQYC82ob96SzBw5EYqbNO9RH5lMxtJZq8hRZTPko75cu3YNhUJB/fr1CTkei5nY0KuoJAgEAiwfuXJpezittodzbmN7OrRrRErKCq5du0ajRo1KPd7LLLwAateuzddff838+fPJlmuEfZcuXfQmvJ52X42IiODQoUO6+rNHjx7x7+GSX+Pyiq+ieLpuSkvSgk064fN0LVVeN8GinAXLilHrFhi1bkHSgk3cWhxS5H5n5dmcvSGFMREsWVX4HJu0bsH+rd/Q55252NnZYWJiwndf9qFPz1a6/Wo4WNOlSxdu3rzJ3r17iYiIwNramhUrVuj2yc3N1Vy/4+KwtLTks9nH+XH6K1y9EcH169eZPn16hT1/AyUjr/hSq9V66/PVokULJk2axPjx48nMzOTDD4tfFDFQdryldrgbV5ypSWy2EadSogo0Kf/66691LtXl4eHDh+zZs4d169bptsXHxxMYGMjQoUNp3bo1YWFh1KtXjzlz5tC2bdsSjZudnc3GjRuZOHGiXrNXXhpXw/nz5zN79mwmT56sN+vj6kR1aLKoRaVSsXz5cpydnfn8vRaM+GQdU6dOZcuWLQx7sy6ps+I5K88udcQL8ke9jqRdx0qgxqKlLUeOHOHtt9/m0o6wEptdVAU5qmwm/vAe6lw18yb/D7FQipGwYHG6gbIxwd6LAUe70rzzV6SmprJ48eISH/sy9/AqjPT0dM6fP0/Dhg0LrCpWNVpjoL///pujR4+y+49JTJu9kToN2nD9+nXC7l4nJGg5RkYld5HJK760YsbFT1igbqooXPyE+aJP8tOh+f7OS0WKsMsDn/T7W3Hj2WJ4ySr3fHPIazsPmqhIcalp5q5D8fX1xdPTk86dOyMWi1GpVCgUCjIyMrCysuKnn37i0aNHqFQqLCwsGDJkiMHdTo9Ul+//kJAQ5s+fz4wZM5g0aZLe5vEi06xZM+zvWVSw8HrIdYu7XLlyJd/2Z0W88iIQCNi+fXuhbXxAc7/+/fffExsbq3MaP3fuHAEBAdjY2PDDDz/QtGlT1q9fz88//8z169eLjXwBbNmyhSFDhhAVFaVXo54XvsZLrVbz9ddf89133/Hll18aRNd/aG9U9C26AHbt2kX9+vVZNf9N3hm3lvHjx5OVlcWNGzd4o5tfuWq7AjOjCMyM4pj8JubeAoLlV4iOjqaBrBVXd0ZWK9EFUNvLFVsHa/b+fhQzsaVBdFUwixNCaVZ/HlFRUSxc+Ox+cE9jiHblx8zMjA4dOlSq6FKpVMTGxhIVFUVERISuqbu24br2/VCr1URHR7N3715CAhdR18uZ22HJ+Pv7c/bsWVyc7cjNLV1qlTaKZNS6hS6qVVLRpd331uIQbi0O0aUBFpW+WJF1YvUnPPmOG+vz7GvnJ2Mi2PRprE5o5Y3IAcWKriMnrmJhYUGbNm1IS0tj6tSpDB48mG+//ZaJEydy7NgxRCIRUz8dyImdX2JiYsKUKVMMokvPqNVqcnNzEYvFel359/b25ssvv2TOnDl88803huvrc4RAIMDCwiLfT0lEV0lYu3YtQ4cOzdfeSXuv+v777zNixAh8fX1ZtGgRdevWZe3atSUad82aNXTr1k3v7qjV666zglGr1Xz55Zf88ssvzJgxw3Cx/w/tiqS+crzzEhMTwx9//IEycTtjJu/C398fCwsLLl++jLe3NyKRiACZtMziK0eVhVggJUR+EdldGd6yZpg8lEE19Zfo/nZH0h6lE36j9NE9AyXDRCSjtX9rBg8ezJtvvsngwYMBuHXrFi4uLshksiKPNdwYVA1qtZpFixaRmpqKs7MzEomE+/fvk5ycjLGxMfb29iiVSmJjY6lZsyY+Pj60b9+e+DtrkEjEHDlxlbp163LhwgWysrK4dC2SazcjaeVXl/R0BWZmpevXaDtpELL/TCvKQr7URPKLr6KiYKWhKOGmMdV49rXzrDybsz5bWbLKXSc0SyIEXx/8MwcPaoxLxLnhyOVyDvz1BXXrOCMQCHSmJzHxcOOeB4EXLxIertnvWZ8xA1WDSqUiNzcXiUSiW9DQBx4eHkyfPp25c+eSlZXF3Llz9TIPA9WDkydPcufOHTZv3pxve82aNQEKlAnVr1+fqKji75ciIyM5dOhQtTB1eaGF18yZM3WiS98Kt7pQncw0FAoFv/32GxFXVnHl+j0uXLigK5q8evUqn4xsSdKCTZyVi8uUZggQkXELI6EJ5zv0Z8zF+IqcfoVjZmGKU21H9qw/rO+pvPAkBufgbtqQf/75B4VCwbvvvsu3336LWq3m448/pnnz5gWaqb/MjoZVzcWLFxEKhdw4NReVSoVarebtj/9i06ZNODk5kZmZSY0aNfj955HU8XQiPROOXADhfwsqs5ccoVOnTkgkEj7++GMOHTpEn+GaCGdSUhKHtn9DuwCfUr+nRaUa5nUNzIu2aXthaMfJK8RKm3JYlECqP8Eb+elQrkTyn6EGxS5efTImghU3Sia6AD58pwXb144iKTmNWs75m6/PXfgX0+b8jr29PfO/HoyJjS+Hjz5g5syZBtFVjdAuwOo7hdrV1ZXp06cza9YsTE1NmTFjht7mYkC/rFmzhubNm9OkSZN8293d3XFycuLOnTv5toeEhDzTtEPLr7/+ioODAz169KjQ+ZaFF7bGa8GCBcyZM4fp06fj6lq0u93LhDavW5+rW1qUSiUrV67ki3Gv0rRhbTr0+Z633nqLP//8ExMTE0JDQ0m5t56PGm8HKLXwepyTTJYyA7V1BlbpLs9Fyl7/D7pT19eTOe8t1fdUXhp6ySz4w+gmVlZWdO7cmT/++IPo6GhMTExYsmRJvuJhsVisl153LxOhoaF89913uLm5YW1tnc/WXKVS0atXL0JCQrh16xbJycnEx8cTd+s3HOyt2H8OWvqAiSQLh7ojWbNmTT5hpa1nuX79On///TfLvh9G51ebFDWVZ5K0YJNOOBUlurQ0cZMX2OdpQaZNZSzKmONZPC2UtOmMeef3tOgq7HqqrYd9uu6rtKSlZbJu0xE2bz9JSHgSvXr1QiQS0bVrV8Nnp5qiTTnUt9FWVFQUs2bNYsaMGXz++ed6ncuLQmXVeN2wDCU8PLzEx8jlckJDNdcmX19fFi5cSIcOHbCxsdHdo6emplKzZk1+/PFHxo4dW2CMxYsX8/XXX7NmzRqaNm3KunXr+OGHH7h+/Tqenp6AxjWzT58+jBs3TnecSqWidu3aDB48mO+//748T71CeCEjXsuWLWPWrFl8+eWXBtGVB20xrb5Fl1qtZs2aNXh4ePCqsRK/AT/wyiuv8Ndff3Fo62RqOduhVqtZ32oXUDrRpVarAAFJWTGYiS2xz/BEKKymeYV5EAqhfvM6XD51Xd9TeanYJU9lnVcT1tZKZcGCBXz11VdkZGSwYMECdu/ezdChQ3X7atOnDFQOYWFhzJ07V1cz1rx5c/z9/XXCKysri2+++Yarx+diYiLlYXwK8nQFjg5WAFhbQMxDBc3bDqNHjx4FolnacZo1a4ZCoaDPO/NZ878PGPhmyRyx8mI7aRC2aIwsChNWeSnssbzbmrjJuR+kwsVPWKAGrDTC51n29yVJ19ZeZz8ZA3Pe1fR0vLU4RFcz9qy5qNVq5i3+m/VbNT1zNDdBpiQk3EYsFtOpUyddrx2D+Kp+aFMOxWKxXvt5urq6MnXqVL799ltMTU0NbocvEMHBwXTo0EH398SJEwEYPnw4v/32GwCbNm1CrVbr0v+fZsKECSgUCj799FOSk5Np0qQJBw8e1Iku0HyPaHsOajl06BBRUVGMHDmygp9V2XjhIl5r167V+fwbjDSeoLWP1XeT5Js3b7Jt2zaaNm3KxLhsXMe64zr8J9zc3DizdzqWFmaA5oZmRPCDUo9/L/069tJayCRWFTzzyqVNtxZ0HtiOuR8sI1uh/zTQl41L4ROpUf894uOfpKM2a9aMKVOm6P6uLgsXLyrafj7jx4+nWbNmuu1BQUEoFAouXLhAUlISN09/X2jDzDtRkJKaS/c3x9CiRQtGjx79zPONHDkSIyMjoq+twNi47Fb46/x3lvlYeBL9ymtLDyWLfhXWc+zpVEityCtJ1EvL0z0QtemKgxY5FTonlUrF6E9+4rc/jjBz5ky8vb1JSEjA1tYWoVCIQCAwuII+B0gkkmpR/x0SEsL333/P//73v2pzs/y8Ul0iXgae8EJFvP755x/GjRtnsIx/CpFIpPc0AqVSyYYNG8jNzWWJtSdR56QEq0W8O2sfGRkZHNo6CUsLM3w9Suc0pxtfreR+5h2MRWaYiS2LP6Ca0eq1ZsSExxlEl57w9VhIDbcaujqv/fv3s2PHjnz7GGq8Kpdhw4bh7+9foAYoOTlZ51plampaQHR1enMGX096i7r1GxIVp3msXr16bN++HXt7eywsLEhPT8fHx4c7d+7g4OBAfHw86enppKenM+X7kyz5plOZ592zfwa7t5oW+lhesaMVL8WR12yjtKl+RbkuFhbt8jdxLVJ8Pb09MFOz/9kxEQCM9ckfCRMKhaxd+jFKkTMbN25EJpPRoEED2rRpg42NDYCub5S+oyoGikYb+dJnjy/QuB1+/vnnjBs3DltbW3r37q23uRgwUNG8MBGvkydP8vrrr/Phhx/i5+en7+lUG6pDXVd0dDRr1qzh1VdfJffvJ53Or6bfpNnbrdi4cSMDTXoSpIgu9dhqtZqErGgylKmYii2xlzo/dzfINVztGTtzGGu/20xUSKy+p/PSUkecgfuIV3XXj6d7GBkZGZGVlaWn2b3caBtf9u/uxeC+7TE11dgW7z0YTM9Bs4m4sgqJxJigEHNMlNe4FxlLLSdbUh6nE3k/gYyMLBav3Et6erquLUCvXr1wdnbm+vXrnNhRvnqSywP/yJc+WFRaX2HiK2+919O1XlBy8ZW0YBOQX3wVN6eymhZB/qhYgEzKoEVOurlmZGTRvPNXpKenU6dOHUaOHIlUKjVEvfKQlpZGbGwswcHB1KtXj+bNm+t7SkD1uGfQEhQUxM8//8z+/ftL3CTXQH4MEa/qxwvRx+vatWv07NmTYcOGGUTXU4jFYpRKpd4uoLdv39YUQibUzSe6HmYnECmLIzs7G4FAwMn00tk0xyuiyVXlcDX1JHFZ93A28cbBqNZzJ7oAug5qT0ZapkF06Znec9qRmvrkfzSv6DL08NIvUqmU5s2bM/+nA8hc3uJckMbZqmO7xlw5uZicnFz8X5tKWloaTZs04r3hXenepQVD+r/C1E/7Y2dnoRNdb731Fn369OHAgQOkpqbmM1CpCJ5VS1XathiliXjZThqErI2XLhL1dG2ZVvSVNPJWHNoeiYGZUSxOCKXVsBOM9dlK1plgTE2NuHJsNmHBi2nkbcbs2bPJzMzMF/V6EcnOziY5ObnIa4Vareb69ev8/vvvfPvttxw4cICdO3dy//79Kp5p0WgNhCSSkjcbryz8/PwYOnQoPXr04Pp1Q/2zgReD5/7qFxkZyWuvvcbrr79Op05lTxd5EdHeOOorX/vMmTOcPn0aYbQVNwRJQBIA+96vgffyM1jLrNmxYwePHz/GxaJkNwPZqiwSs2JIy03GTupEXVkLjEWFp/k8DwiFQtzruXBqb5C+p/LSM+3Tf+n2ziv6noaBImjcuDFHjhzh7t27tH59Cubm5mRnZ+Pm5oa7uzuvv/46t27dooa1O50CHPIdO35MDwJa1KVlc40oyc7O4fxFP37ecJXVPwwo85y09V1n5VKK65dVGE+7G2pNNsqLi5+QK5EFtz8tup6VblgWAjOjaDUsikMfhCJr44W0dQs+/eANajmdZubMmYwYMYK6detWi5v6ymDFihWkpaUhlUrp168fLi4uqNVqpFLN675jxw5OnjzJkjnD2LpqOBs2H+Ps2bPVLpqjVCrzRb70SefOnXn8+DFdunTh3LlzuLm56XU+BgyUl+c64vXo0SO6dOlCkyZN6Nu3r76nU60QCASIRCK95NKnpqayatUqQkJCyAoxRiR4ou8n2HsR3bUlaWlp7Ns8mS8+6YWTsUe+fQpDpVYh8pRzKy2QmvVsqCNrhlAofK5FF0Cb7i1AAMd3Bup7Ki89E+rYolAoCn3MEPHSPwKBgPHjxzN+/HgsLS0xNTVFIpFQs2ZNDhw4QOfOnbG3t+ffI7cL1KcIhUKd6AKQSiW0bdWAP5YN0rkiloakBZtY579T03y4FFGsvMLnWT2+yoq2AbKsjRc9+2eUaB7+Jq66n4qi8/JYWg07QdaZYNxcHPh8XB/+Wf8JM2bM4P79+5Ue9ZLL5aSlpVXa+IWRm5tLZGQkwQe/ZsX8wZw5c4Y5c+bw9ttvc/PmTQD27dvH4tlD6dOzFWKxiBFDO/Hph704ffp0lc61JGjvHfJG/vVF3759ady4Ma+99hqPHj3S93QMGCgXz23EKysri969e2NlZcW77777XKaYVSb6cGBTq9WcO3eOAwcOkBkhxEJig1DwRNtvH2nP9+li5n7wCw9vr8Pe3pLFfc5hb1Sr0PEe5yRi7Kri9u3b2EtrkXYzkbqyFggiTXlR3m6/Tk2ICX9Abrah2FzfPMrOKnIl3iC89Et2djbHjx9n9erVLFy4kEWLFpGYmEh0dDQqlQoPDw8GDRpE//79GTH8rUJdDysKbQ+v0qYNloSKiHZpkbXxoiehJe43Vhm0GnYCf5MIVtzoT8P6boRfWknPoUv45ptvKi3qtWvXLoKCgggLC2P9+vVVJhxSU1ORyWSIxSKaNfFkx2+exMQm4dJoFAqFApVKxffff8/MhcuY/v0OUlJSePDgARKJhOHDh1fJHEtLTk4OUqlU72YbAoGAESNGsHDhQnr37s2hQ4d0UUQDBp43nsuIl1qtZuTIkcTFxTFu3LhK/ZJ9HtE2eq3KC2VKSgpLliwhOjoaUbQNFhKbfI8f+sCJLRZm7N69mxYtWrD/6KUix8pRZZFkHk5Exk1u377NbB9/ahrXpq5Ry+c+wpUX25rWWFjLOLy1+q12voxcrlOTunXrFvm4QXhVPUqlksmTJzN79myuXLmCqakpWVlZmJmZ4ebmRrNmzcjIyODkyZM0bNiQXxcNJkcpoaID/Vlngrk88A8uD/yjTMcHyKQF0vzyCiEXP2GhxhoVQVFirrCar4qMemkJzIxirM9WLg/8g5rR97GxseHBgweoVKpKEUXZ2dk0bNiQMWPGsHjxYtavX8+dO3cq/DxPY2lpiVwu51HKk0img70lv/Zpw9WrV5k1axYmJiaMHz+e6OhoXT1pTk4OcnnFRz8ritzcXF2DZX0iFAoZN24cDx48YOTIkYbrsYHnludSsXz11VccPnyYSZMmYWxsrO/pVCsEAgFCobDK8rJVKhWnT5/WrEBfVXD3YHy+KBdoeiTZThpEVIKMtm3b0rBhQ5avD0StVhOYGYVSnYsiNwOXdhbEZoZzMy0QpVLJjTNLaWLZnr+ijfR+0a8MuvRviyIji3u3qk9h9ctMREQETk5OhT72Iv7/VWe0JgTfffcdUVFRNGrUCKFQyNKlS/Hw8ODo0aMsWrSIhQsXIhKJuHBoFlePz8bMVISRFB6nV+x85KdDuRIp40qkrEjr+KIY61N8ZEwblaoo0aU15cg7XmGpjXnFl9Yoo7L58uOO7Nq1q4BraGnJzMzkwoUL+QxxAN5880327dvH0pldmPZJZ/bs2cNXX33Frl27yjv1Z3LixAnkcjmK/1qCrPPfScu6/2PxERGxZ9JJCVewcuVKpk+fjnmuA7XFTWhs0Y7GFu0QCATMmjWLdevWERERUa1EhbavV3UwRDE2Nuazzz7j4MGDfP311/qejgEDZUL/n6RSsm7dOhYvXsw333yDlZWVvqdT7dCmGFYFCoWCJUuW4OPjgzjWFiNx4V+iWWeCuSy14MyZM3z++edIJBJq166NQ93RKDOEpOQkAHBnN0z8qDfDBkxkRO9/GNLtryp5HvrCq3Ftrpy+qe9pGABaGrsQLE4r8uZCIBDoNdXmZSEnJ4cffvgB0Ky079wwHjcXB8xqDWbZsmXIZDK2bNlCZGQkS+cMxL9FwX6NWZkpbNkZzgdvP2nCrG00DPmbDZekSTEU1ZS4ZKmGK248Md4Y65PNlUhZoRbyFUne5ytr44XLfymHTdzkekk5BM3zlJ8OpUMbLyZERupu5kUiUZkMoDZt2oRarebIkSOYmZnRpk0bmjRpgkgk4u2336Ztr/ksn/cWysTt9Bn5Kxs3bqRx48a4uLhUSpaMVCqle/fu1KxhU+jjtlInYi4lIxM4IjOyyvfYzb0xiLAh5F4sKtVRoqOj6dWrF02bNq3weZYFpVKJUCisFj3YrK2tmTx5Mt988w2enp7VNk3TgIGieK6E16lTp/jggw+YOHEiLi4V15PgRaEqUwxv3rzJtm3byAiHq2GRiAQFRZdaraa5sTO37yfy3vIdjBs3TpfX37t3b9q1a8eWLVs4ceIEXh41UGSLuRWezYje/1T6/PVNo4B6iCUiDm89pe+pGACOyK9R3/nZaVbVaRX6ReT06dPs2bOHscPb8XqnZni4OWJiounX9fOCMSxfsQInJydu377NjVNzi7x5loqyMbewBTQC5Nbi/K0q8gmPrZoWDoMWBT9TfOV1CSxPbVdRoksrAOWnQysk6qV9LloBJmvjBUFFt+xo4iZnAl4sTggtcp/C+LVFDbzGeTLs1xvcvHkTa2trbG1tSU9PRygUMryFFW5JCrbti2Hj3myaDPOiblom5ubmPHz4ECcnJyQSSZHC6+rVq1hYWODq6qp7v5OSkli4cCE2NjYc3PIp5uYmhEc8YOCYX7C0tMTd3Z0OHTpQt25dJn6zk8ePH7Nx2Uj+N6sXIyb8QXx8PH369KFRo0aleq7FERAQwFdffUVCYldea7mmwONCgRBLid0zxzATWxB3NgO1SsbVq1c5c+YM/fr1w9HRsULnWha09V5CoVDvi1AuLi588sknfPDBB3h5edGmTRu9zseAgdLw3DRQjoiIoHnz5rz55pt07dpV39OpdlRGY0q1Ws2BAwewsrLC398flUpFYGAgx48fx9bWlrjAdMTCoguknVqbce7cOczNzZk0aRIODhqLZ5VKRVJSEiKRiCVLlnD79m1qGHlgI7FHIjKqsPlXZz6Y9TZiqZilU37V91QMAFLvTIYNG0aNGjUKf1wqrRYNRV9UMjIyeP/990mN/B2ptPBryq5959myN5LfFvV9ZopabALcuZ1O43O7dGmBWrEUIJPmE06BmVH4m7gSIJPSxE1O/QneRQqwvE2SyyO+nk49dPETImvjlS8SBxqxVJo+Xs9CK8Dkp0MLTZU8K88udZqhv4krc97NxXfjKWxsbJg6dep/qXYaZ9CcnBzu3LlDdHQ05ubmiEQiHj9+zIMHD8jKyuLTTz/FzMwMiUSiS2fLy6FDh7hw4QL29vbEx8eTmZmJn58fe/fu5aNRnflmymDdvg/jU7gfk8i7H69l0qRJmJo+eY5JSUn89NNPbFn1AQ3quRD3IJnew38mODiYoUOH8sYbb5TqeRdFZGQkkydPpp7MDyORSYWMmaFMw6q+GIlEQsuWLfHz89Nryl91aq4MsH//fnbs2EFwcDDu7u76nk61xNBAufrxXES80tLS6N69Oy1btjSIriJ41qphaVEoFBw+fJigoCBu3bqFSCTC39+flJQUmjVrRnaoMQnh2UWKLqVaiXUTIadOnWL27Nncu3cPW1vNCnRERAR//vkntra2PHr0iJ49eyKJtStQF/YiI5GKcaxlx79/HNP3VAygWWBISkoqUnSBwdWwsomOjsbDw6NI0QXQ6/WW9Hq95TPHSVqwiZgQM1IGd2f6eglqlUbkPBEVrk/9rW0EDP5yV8YuDqE+BVMPs84E/xedKlmq3tMiJq9pxYobUp340tSNAVtjaeL2JIqgTcsri/DKm2b4NLI2XroonzbtsDRRLn8TV5ascmfTp5ox7gdlY2FhQf/+/REKhVhYWGBhYaHb39nZudgxtSmHT39/JScn8/Vnr+ve84yMLHbuO4+PRw8mje+j20+tVuPXZToxMTHIzIyZPHky/fr1o0OHDgDY2toyfvx4+o9awoEtn1PL2Y51S4ezfpMr85b8ztmzZ/H19aVRo0bUq1evzPWctWrVwt7eHmlWxdWdm4rMyQ6BNFUmiR6JzJo1iwEDBtCwYcMKO0dp0DZXFovFeu/vBdC1a1diYmLo0aOHbpHXgIHqTrWPeCmVSt544w1iYmKYMmVKtegpUd0QiUQVYqiRlZXF7t27uX79Oqnh2dhIawACVCjJVecgFRgX+6WUmpOEpFYO6enpxMTE4OnpiY+PD3fv3qVXr178+++/KCPMkAhfXivYjv1a065HS2aNXoyhbKh6oHRJZsaMGUU+LpVKKzSabCA/d+7c4bfffmPHhgn41Cuds17WmeB8kZyz6dm8tvhNVnz7OwkxSaUaSxv9KqwHlrbOS1OzVThFRY2edgvMK7yeRpuKWH+Cpn6ttOLraeGVN5KW11q+iZucEcEPSjW2lnMb2+vGTavvSMevd/DVV19hZmZWpvG0C4d5U9hSUlKYO3cuB/6agpdHzSKPjbwfT+93fsLPz4/M8EC+GNiODtO34OzszMCBA6lTpw4AMTExrFq1ihYtWrBsdndkMhPiHiQjMzPh2q1I5v50knv37tGvX78yC5u5c+fSqlUrzv5ZfO2uUp2LSCBGqc4lV5VToiiZUp2LqHY6/fv3x9u7YH1jVSGRSFCr1Xqv9wJNLej8+fOpVasWO3bsMNwjPoUh4lX9qPZhhq+//porV67w8ccfGz5QhVBRjZIjIiL4/vvvcXV1RRxti62REwKBUDO+QIyR0KREK4EZSjkZGRm6Ly6zBCcij6eQE2XEpk2byI0wfalFF0DTtj5Eh8UZRFc1Ijc3t0hhZXA0rHzq1q2LSCSiUZuPuXL9XrH7Z50JJutMMEkLNnFrcQi7t5rqmhkHZkQRdz+BGi72pZ5HYGYUixNCmfabmN1bTXU/oK3zKjzaVZwj4NOPr7gh5UqkTDfnwhoxP516WBYKE11Q/ubNn4yJ0I2Zsj6OOYOas3///jKPV5jDoZWVFfXr1yfwQtG1aQBuLg5YWlpiZmbG9SQhuVuTmG/1Bu+lNWLXrl2sWrWKjIwMnJ2dmT59OpaWlnTqv5AWXWbi3/UrJBIRrVvWY9f6MRzf8QWnTp1iwYIFRTZTfxZTpkzh7t27tB7iU+Q+8twU0myjSbeNQ+yVTqpVNA8loTTq5UpCVjRKddHf5SKBGOU9MzZu3KjXRsI5OTkIhcJq0cpHLBbz8ccfc/nyZb755ht9T8eAgWKp1qmGu3fvZtGiRcycOROZTD9OTNUdbYpGeQKXubm5rFy5EpMEBw6uOl+uG00rsR13oi+QnJxMgwYNEMRoxjITW2D22OI5kPqVi7mVGRbWMnb9ekjfUzGQB0dHR9LT0wttymlIM6x41Go1YWFhREZGkpaWRlBQEPfu3cPU1JT0jGff8GobGGtEkOl/giV/jdLD6AQcXey4dq5s89OlH/4XAStu39KMq41+FVYndlaeDf9Fo+4HqahfDs+AokSXlrJGu0DzPKb99iSK5x8hJsz6OtHR0dSqVavU46lUKl2vKLVaTXJyMjt37kShUDDwzeJfhF3rx9Jl4GKuXbtGdEAthAIZZiIjxib5cDkqirlz5+Lj40PDhg1p2bIl7dq1A2DevHm8/fFmpn/cliYNa2NrY8HhrZ/w5awNnDlzho4dO5bqeQiFQkaOHMnGjRsRecp5cDMFY5EZAgSIBRJaD2jMiRMnmDJ5Sj5X5tzcXIKCgujYvzWXL1/Gwtqa2IupGItMEQvyp98KEPLw4UMeP36MtbV1qeZXkWj7e1WHTACZTMaECRP4+uuvadWqFT169ND3lAwYKJJqK7zCwsIYOnQoo0ePNjgYFoFQqIlIRUVFcfbsWWrWrFlqd5/U1FS2bdtGdpwI83J2glerVTTqVps7Wy+QkZGBpaUlGTHlGvKF45XercjNyeXu1eJX9Q1UHQ8fPsTS0lLf03hpOHr0KCtXrtT9vXjuKJr4vEtIWCwuzkU7vyUt2KSLbmkt2gsTPvH3E/Fs6FbueWqa/9bgfpDm7579M0B3/rKPWRmNip+mMMMOLc9KlywpeV/3AJkXq0a2YPL2fYwePbpM42mjXrt27eLIkSPM+KwXI4d2fuZCoDatctuRqwQFBdG4cWOmPLrH29kmbH6coNvPON2R81HXEAqFbNy4kVGjRlGnTh0mTZrE9evXmTx7L3Fxccya0ovOrzThi0/60bbXd88UXhkZGRw9epSbN29ia2tLgwYN8Pf3JzMzk7CwMBQKBbGKKIyNjenatSvp6ekEBgYyZcqUAtcasVhMQEAAAG3atEEul3PM4hhXrlzBxsaGR48eYWNjg1KpJDk5mUFvDNK7mYRKpUKlUunMNvSNq6sro0ePZsiQIVy6dAkPDw99T8mAgUKplsIrIyODN998k7Zt2xpsQp+BWCzm3Llz7Nq1i0UzBzJqwuoSv14qlYqDBw8SHBzM49AcbCRFGwuUlNodbBEIBPz+++9s376d1EMJZGCIFOSlfvM6RNyO1vc0DOQhLfcRns/o7WOIeFUswcHB7Nu3j/r16/PVZz3o+VoLzMw0hgSvtCm6tibrTLBOdBUXZXoYnUTA683LPVd/E1dW3ND8rol8yWniJqcJT8SLv4lrlTQezkvWmaLt741at9AJkrw1XVrKIxqfRa2oFCIjI8t8vFKpRCqVEhgYyNolo+nYvnGBfYoyDmnqWRNzc3PeffddpFIpy5YtQ/r4SaqpQCDAzsiJ0EMJpCtymT59Oj4+Prz33ns0btyYxo0bs3TpUibP3EpGxnr+/m0CCoWC8PDwAjfw165dIygoCJlMxrZt2zA1NeWXhe/zybT17Nu3j1u3bgFQr149jIWmKBQZDBkypMSvg42NDTY2NrzzzjuAJrKkTetTq9Wo1epqkeIHmrlVF4t50IjWu3fv0rt3bwIDA/O5WxowUF2oHp/ep/jwww9RqVQMHTpU31OplsTHxxMaGkpISAjx8fHMmdqbCTM2M2rUKEDjBpWVlVXosY8ePeLvv/9m1qxZmgtlhCVWEvty17G8+q4vN2/epG/fvojFYuzs7LihMIS78mLtYImZhQkndgXqeyoG8iARGBEXF/dMV1CD8Ko40tLSmDnlTW6cmstbfdrqRNez0NZyldT2PD4mEWt7S6TGRbsklgRtbZa29mtE8APdT2VxVp6tE0qlrfPSChOtKHu6OXNlia7FCZr+Y6ampmRmZpZ5nMzMTHr37l1AdL3zyVaWrtyNVf8FXL33sMBxDdzsOb/wHdavX69xFpRKyVIWPo+axrVpbNEOr7hazJs3jyVLlpCSkkJISAitWrVCrVbj32USS+YM5s8//2TXrl35jndwcGD//v1s27YN0CwU16hhTfdODYmJ0XznrV27ls8++4xp307NF9ktC2KxWCe0BAJBtRFdWnJycvRqcf80w4YNQ6lU8uGHH+p7KgYMFEr1+bT8x+bNm9m+fTvz5s2rVh/m6kJUVBR79+7lk0/G86qvmk59txAdHU2nTp04fPgwGzZswNnZmZMnT9K5c2f69OmDnZ0mdSchIYElS5aQG2OETGzDpZjwCjMOOHfuHJ6enrovhbCwMIxFhtWmvLTr2ZKcrFyiQmL1PRUDeTAWmeJauyZhYWGFOoUZIl4Vy40bNxjzVp9i99OKiFuLQ0qdGpeRlkl6agZ2NW2ILeRGvSLQCkB/E9cSR71KkmKYt6YsbzPl3FwlUz/8kXkrPs8X7XpW9EuL1jr+6blXJLcWhyAQCEhNTcXEpGx9rG7duoWfXzOUStB6baz4dR9btmzhgJUV3bt3Jye38AUS9xrWiMVi5HI53bt35+7du9w9GF/ovgKBgAhlJrZyD8xvilm+fDlOTk4kJiZimVaLNgPa4Odbh/P7Z+DWdBytWrXCzs4OgUCAo6Mj06ZNY/Xq1bw//FU6tG2EpYUpkz7uS4bSjvT0dJ27Y15r/RcVtVpdrVIOxWIx48eP54svvqB79+4MHDhQ31MyYCAf1UrZREZG8t577zFmzBhsbGz0PZ1qw6lTpzhy5AgSiQSJRML3sz/H3lrI2fOXuHDhAq+99hrLly/Hy92R4EPzsbKU8cZwS3bv3p2vOeT169cJSLHniqRi3/a3LO34Iz2E8ePHAxAYGEhqaipmIkPNTF7qNvUgMsSQZlgdOX/gCk2bNi30MYFAUC3SaJ53fvrpJ06ePMlrr72Gb+P86VtFWaA/MdEofYPfhLhk7J0qT3hpKa25BpRMgD0drZKfPA88cdnUCi5pQHPmT/6Jj3v7Y9zGr0LnW1L8TVypP8Gdm/136Bb6yoKrqytJSSmE3bfEraaQ1j2+Y9WPwxgyZAihoaH8PqIBxm38ikw5bFLfmr///psbN26Qm5uLLc+u8xEKhDxQq0gNycXd355GjRqRkHCEkAMP6XJgNQDvm/uzefNm0tLSGD9+PDKZjMaNGzN58mQ+++wzZs7fzMG/v6XTK01YMP01PHzfRyaT4evri5eX1zPP/6JQ3VIObW1tGT16NGPGjKFVq1a4ulZ+TaUBAyWl2sSslUolgwcPxt/fn5Ytn90k82Xi9OnTXLx4kVO7v+T8/hns+nMaihwjvGqp6DbgW9zd3fHx8WH9z5/w+6rPsLKUER7xgLCwMObNm4ejo6NuLF9fX46ZRFfY6r1arWb8q7msN73JBx98gEQi4dixY1y6dImMWxKDDXceZJammFmYcnb/RX1PxUAhmIkt2bZtW7XoS/Oi0qpVKwD+XjMq33btTbT8dCjy06HcWhzC/SAVu7easuKGlMUJoWUSC4lxydg72ZZ/4pVASZ6PrI1XvkiWiZGEBb9MRiAQ6F6z9JPnad/uY75Yc4ix/9uNf+uPCqQbVgWBmVG0GnaCxo0bc+5cGa0k0USI5HI52w+Ek56h4MGDB2zYcoy1P77JwSmv5nvuhTGzW2MsLS1p1aoVv3uU7PknZcdhLDTj6NGjhVri70hLIfWqgITbcjZs2EBKSgqgaZg8a9YspFIpsxYfJj4hBXtbSz4Y2Y2tW7cybdq0Mr0Gzytal8PqgvZecvDgwc9MIzdgoKqpNsJrzpw5REdHM2zYMH1PpVpx//596nua8s+eQEQiETfvgXuNXIykAlRJ/xB+YTE/Tn+Fwf3b06yJJ4mJqdRp8QHvvPNOAdcjKyurQu2yS0uOKovr8tPM+LgGk0/eZvz48ZiamjJlyhSWL19O0oVchIJq869VLWjTww9lrpKw62UvPjdQeZiLrYkPfczx48cLPGZINSwfCoWCuXPn4uzsjKurK6amRrrHtM2Pn45wrbghLXE9V1EkxiZjV/P5ypzIm2Z4a3FIAZGh7V8GGmElFglp01Czmu9ib8Gmqf11+4FGvOWNnAXIpJXqqJh5R8L169f5+eefyzzGnj17qFfXG4mRObfO/Mjot7s8U2zlxcbchDWDPZicoCI81kaXBvprixpMsPdigr0Xgy0dsPeT4tHRFmehBDN1Ginmmv8zZ2dnHt0qvA7OWGjGsWPHmD59uq5xrLe3Nxs2bKBLly68+ub3XLp+D1trc0Cz0KA12ngZ0LocVifx9fbbb3P//n2+++47fU/FgAEd1eLu+NKlS8ydO5cPP/wQY+PiC61fJvr06YNNDV9GjPsf0fFqHiZm0qTVIAaNWsDj1PQC+38xcx1qtZpTp06xZ8+eAo+LxWLUZXQaVKk1/cJqt7dDKpXy/b/hTJw4ETs7O06ePMmMib0Y7TjEEOkqhHq+nsRFFl5vYKB6YG9Ui+PHj5OUlKTvqbxwXL58mQkTJvDZB6/ptuW9mb4fpGLab2Kd4KoIEuMeYVdTf32OikIrBvISIJPmE13aBsdPm2sYtW6hi2RpX79v3+lA5q7pTB/yCk625hpB5u+L0PZN7AbMQ/x+L1z8hDRxk+te28oSXyKBmB8EdqSlpZWpAXFubi6pqalYyXK4dzEOo+s38Uou/XVT+3yXrHJnySp36k/wZtAiJ5q4yVlrfJXo6GicnZ0x6WjFq8N7M3jwYEQiEQkJCcjEVoWOaSa2wFriQEJCArt379ZFx7dv386MGTO4ffs27btP5fqtSIKP/IiTPXzzzTf89ddfpZ7/84rWgbG63AMYGxvz4Ycf8t1333H58mV9T8eAAaAaCK+cnByGDx9Oz549DX0XCsHIyIg9e/awctFHHDqbzPXr11myZAlBV2Lp3H8hEod++cLoy3/8gBN7vqOxtwlbt24tMJ6rqysKZUHB9izUajXG9bK4lnqalJwEUlNTadu2LZMmTaJOnToAXL16leOzHxCkMNQwPY1QKMTazpJLJ2/oeyoGnoFUaIRNrIy7d+/m226IeJWPvItp48bkb2wqPx2ap44rP+WtRUp68AhrB6tqcxNYGHkFVxM3jVV9z/4ZNN0yhKZbhmA7aRBJCzaRtGCTzia+sOiPVpBpRZlIJOLqig/YNuMtjK7dzGfSoaUwAVgRrLghZXBzO65evQponHSjoqKKTePNyMhg6tSpSKVSZHE3iVPbUpqP3SN5JorsXJLTMpG18aL+BG9WXntA+5n7+eehAnWzxtT5tS/BB7+lTp067N27F4lEQosWLWjSpAlubm5k3TEqcnyBQICLSV3cTOpTp04dli5dCsDhw4cBeG94V+xsZOw7cpEOb0zj/MVQPNwd2b9/f7nSL583lEpltYp6eXh40KNHD955551qYf5hwIDePx3ff/89aWlp9OlTvMvVy0q9evUIvJZJt24WNGjQgPDwcBwdHVGpVLz55puItPZPgEQipnkTT97+cCUzZswoMFZSUhJiYeEWyxPsvVicUNC+2EEIhwI1Fujufg506dIln/vb33//jYODA1fuVm4R+/OKb3sfAC6dMAiv6k4KIjZv3oyDg4NhIaiCmTS+Tz5jiLzRnMqwOU9JfIwAsLKz4FHC4wofv7QUFuXSRra0uPgJC4gkba1XXsFVkvqtOs62xCSm8trUDfyvRqsym5Tknf9YH837VJSdvvY5RuzK5XfFGvbv349AIMDd3Z2QkBAmTJigM85SKBSEhYWRnp6ORCLh9OnT1K1bl50f+6NSqziugiQssCMV0CwARiU8ZufZO/wRnICRkRFGRka8F2DHnfuJLNl9GZFIhJmZGVZWVqjVajw9PRk5ciQLV65lyswtmJqasnDmQCaMakm7gHfZ+e95FizXmGhYWVkRFxuDg5FLka+BQCDASmrPpe3hSOrkMnXqVFq0aMG///7LojkjMTGRsmz1vygUCpQqIRM/7Mn8//3NokWLMDExYfr06dSsWVPnehgUFERcXBxNmzYtYACRlpZGTEwMtWvX5siRI7Rv3153XHVGqVQiFAoRiUTVpraqT58+TJs2jXnz5jF9+nR9T8fAS45ehdeNGzf47rvv+Oqrr6rVCkl1Y+DAgUilUhITE1myZAmenp6smD8ItVpNk4a1C+x/JzSGWrVqFbhxfPDggaZJpbDgxTtblcU/yQX7br36ri9Hjx5l/pfzsbS0xMrKKt/j58+fJz09nehTadV6ZVmfNG3bgJSk1Grh9mTg2UiFxshkMrKzNTeYhmhXxbBmzRqWLFnCvKe253Ut1FJRrnsqlZrk+MfY1rCuFsLrac7Ks2ny3+/aOqynDTUgv8gqqWGGVti2APbOHkpW4D2ulLO8NDAzijl+TnReXnQ7jLzv3UCTngQopPTsn4HtpEEEXbzL+5NW8umnn7J3717Onz9Ps2bNUKvVKJVKmta3ZMSQjpCWjFAAToJkopU2fLLhHNevX8fY2Bhzc3OaNGnC22+/jo2NDQqFgt3Hj2Nj05Bly8YgFAoRi8UoFIp8kdbx48dz6NAh7t+/T21XRwQCEItF9O0VQN9eAZw5f5tvfjxEhkRU2NMqlPQ7Inxe9dH1+Zr+3e+8PfBVjpyO4M6dOzjayQgNj+P1jr4cPnmNzMwsli5dioWFBW3btqVjx47s3r2bR/cyiYuLIzExkZEjR1KzZk1UKhVLly6lVq1aLFmyhOTkZOzs7PDzK961sjqQm5uLRCKpNsJLIpHw3nvvMWvWLPr06YOPj4++p2TgJUZvakepVDJ8+HC6du2Kp6envqbxXKBSqZDL5fzwww9s/2089bxrPXP/i1fDdTeOedm2bRsJt9OwM8rfW0SpVnIrLRCf/v3xP2XP2YwIPrKrzckAFZGRkUyZMqVIYXz48GFyw00RCQzCuShquDoY0gyfI3JjjDhw4AB169Y1LCZUEDKZDDMzM67fiqRhfTfgiejKG+2qaKvz5PgUbByt4FqFDlsqikrnC5BJuRKpESZAoemA8MQ2/lmiK280rED65taHLE6omN6Bu7eWvDej5r10ha2m9GQTjdt4MX9GH/qPGE9qaioZMVswNs5v9qR9Hlk5uVy5HIixz+tYWloyc+bMQj+LpqamhWbLPF0rbmRkhKWlJZmZmdSt41xg/5DQGG7evMndW4to7bOsRM9PKjQi6sRjGlq0wbuzI1EPBTRr4smVY7NQq9Vs33OOmo7WBPjV425YDG+9t4rLly9jl+6JQqFg+vTppMfm4GDkQtKFXHJUxmzcuJHHjx8jkUioW7cu696pR7qPGVMeGJOcnFyieVUHtL29xGJxtXGK9fLyomvXrrz77rucO3cuX6aQAQNVid5qvFatWkVsbCz9+/fX1xSeCy5evEhqaioXL17kxqm5xYquXfvOM/rjn/joo4/ybY+PjychIQEbaU3dtkvhE/nj3wHYNZPQqFEjHj16xGnbS4g85Iy/v4mQkBAGDRpUQHRpV7EOHDiAQqFAiOECVhT2NW2QSMUEHrqk76kYKCHmYmssLCzYvXu3IeJVQWRnZxMdHU2r16YCGnHwtOiqDB7Fp2DjoL9+goWJrqeNNO4HPTsSXlyUq7CaL63oOivPLjR9vLT4m7gywb7sPanuB6mQnw7FN+gWdnZ2dOnShUEfbESpVKJUKsnOzuH46eu6vmStp+/k5/03USqVdO/evUIWQAICAsjNzaVT/yUAhIbH8eWsDQD069Wapk2bkpVd+hogkUBE2OFEQg8lMGz8FjyaT2Dwh3+iVqmRSsQkJacSEZXA5cuX8TJrikgo4saeaCwfueJk4olYqPlfkAqNyblrivEDB15/VIuB4iQs+szluxPXmG6dxrlz56qNiCkJ2pTD6rR41b9/f2JiYli9erW+p2LgJUYvYYr4+HimTJnChx9+WCH25i8qp0+fJiUlhQ6v+DOqryPCYmRy8qM0hry3hM8//xwTExNAs/J05swZDhw4wOZVY2nUwF23//bd55gxbycjRozAysoKhUKBvb39kzqMrCwePnxIjRo1UKlU/PnnnyQlJXH69Gl8fHw0OfZxDlB9rqvVDr/OTcnJziUp7pG+p2KgFMSeSeeO7R3at29froawBjS8/fbbAPR7ozVJCzZxP0ilE12V0dBXS/LDFDwbulXa+KUlr+CCJ+6FRUW7nsWzLNYr+rXVzru0QlkX9YqU4eKnieyJxWJGjRrF0aNH8e34NUqlEplMxoMHD8jJycHa2poaNWowduxYRCJRhTUwF4lEDBo0iCVLlhAYHEKzJh68PfBVAMzNTdi94T1AsyDp67GwTOcwNTXFyMiILVu2cOGCJ9nZ2dy/f58WLVpgKbbDVGRe7BgWjWHx2UP0UWkieR/41eWHzWbYZMg4efIkHTp0KNPcqhpt1EskElUbwSiVSnn77beZMmUKffr0wcHBQd9TMvASohfh9fnnn9OgQQN8fX31cfrngpSUFP73v//x756/8HYVFiu6Pp22hj//DuSLL77A29ublJQU9u3bx+PHj0lMTOTBgwc0auCOXJ7JpWvhfP7tP1hbWzN58mSUSiX37t3j8OHDpKWl0aZNGzp27Mg333xDeHg4PXr0IC4ujosXLyIUCnE0ckN+T4VIbEY1Wsyqlng1cuNBlMFG/nkkM1ZNfHw81tbVz5L8eeH+/fscP34csVjMvr++oo04m1uLQ8pt9FBSkuMf08LBqlLPURrOyrPzuRjm7bFVlobH8tOh+USbNs0QKlbQ5hVy/iaupRo7X8ph/wxUKhUCgYCOHTvSsWPHfPvm5OSgVqt1C7IqlQqJpHAzqLKgVquJi4sjoOtkchP+pn7dwo00yiq+gv4KQaSywkZSg6ZNm3Jmz0Wcjb1Iva3G3axBicZwdnamZcuWnD9/HlcjZxZuMSVIEYUKKUePHsXPzw+ZrKALaHUkNzcXqVRarTIHmjdvTr169Zg0aRLr1q3T93QMvIRUufA6efIkW7du5YcffqjqUz9XWFlZMXLkSB7Ey7ESJ+Jes84z9x/Yuw1LVuxi6dKlODg4IJPJ+GR0W2rVtKVdj6nM//ZdMjKyeOXN+Tg5OdG9e3d+//13vvrqK7KyssjOzsbMzIzExEQ6duxIUFAQWVlZ2EprEnb8IQKBGGcjLx5kRWAndUYsNNR0lQRre0uCjlzR9zQMlAErsT2PwyM49+gRJ06cYOTIkVhbW1er1JnqTFRUFKtXr2bN4hGs+XEA5ndC8qUYVrboAniUkIK1vf5SDbVCJS9a8ZXXwbC0oiuvK+TT4utps5KKIO97VZ737YE8EwsLiyIff1pkqdVq1Go1QqGwQqJemzdvxsnJic2rP0RYzGrmoQ+ebSRSFBKhES6m3oQeSnimQ2JR3Nn/gGyVClO1I8bGproWLUKBEBMTk2ojYEqK1l6+Olm5v/3220yaNInRo0fTrl07fU/HwEtGld49K5VKPvroI958801D+k4xZGZm4u7uzr59/9J5etdi92/lV5ex776OzMyYEUM76Vby1Go1fXr4czboNivWnSA8PJxLly5x4cIFJBIJQqGQ119/HTc3N9avX4+3tzdZWVkEBQVhleqK2OTJF6G1kQO5ZEMZGzC/bHj6uCIQCAw28s8pIqEYuVhKekICcddT+Pbbb2nWrBkDBgzA1LTkJgMvG48ePeLnn39GpVLx96/jqF/XRZcWp00xrArRBZCSmIpEKkZmaYb8cen6F1YkhaXq3Q9SUb9N6URX3vRCrdjKa8sva+MFWyvGSKMiCZBJ8Z0o5a2f7tKvX79SHatSqSpMeLm5uXHq1CladprExWMLadqo6JYR037T3+KiVGhc5GPFCcbqhlKp1KWMVhfRaG9vT+/evfnoo4+4dOmSwWjDQJVSpZ/g9evXk5CQQPfu3avytM8lYrGYBg0asHfvvyXa//jp66z4bR87D97Uia6k5FTcfT9m/9FrWDs0YMaMGUycOBHQWMu/8cYbSCQSDhw4wD///IMs2QkXFxeioqJIvyEu0O9LgBBzsXWRfcAM5KdpOx8UGVkoMrL0PRUDZUAkEFPTygVVpgATkYzEh0kEHbrKt99+W61Wb6sTarWa9evX88sPw7h6fDb167qQtGCTThwU1ii5MsnNUZL6SI61fdFRlspA25xYG+3SCq4AmZSxPtm6JsnFORVqf7RNlOWnQ/MJLdCIrVuLQwp9rCJpalQDlbr04mdtc0dWOdzm3V/OMXz4cBo2bFiq47XCqyIICAjg22+/ZcGCBfQf+RPbdp4pUtDNeTe3UhpMl4fqJF5KQ3VrqgzQo0cP4uPj2bBhg76nYuAlo8o+CXK5nKlTpzJ48GCDoUYJ0JpjeHp6Yi4zKXb/BnVd2L/1G15tq/lSCw2Po36rcSiVSjp16kTXrpqomY+PDw4ODmRkZLBnzx6ME+2xE9aAdAEigYDoU2kAhaZT5apzSMtNwUysv9Sd5wk3b2diIwxNpZ9njE2NIEuMCDFKtRIbiSN1GtYkOjqa2rUL9tB72dm5cyc5OTn4NatToEmy/HQoZ+XiKot2aUlJfIyVvSX3Q+Oq9LyFobGOL9gkGQpawmsp1PUwKAR40v8rb61YEzc5Z29UzHesv4kr2aocLjvd4VbofdJUJlhKSpetktrNDNFOEVOnTi3THCo63dDW1hZbW1umTZvGX//uZ9rcf6hfvz53797F09OTd/rWp9frfthOGgS/bS12PJVaxaOch9jUMUEoFNKgQQMu7LyDsah8zY4Lq6WTSCSFtoqp7mijXhX1HlYEUqmUQYMG8cUXXzBgwIDnojm1gReDKhNe8+bNw8bGhlatWlXVKZ9rhEIhOTk5Giv5q2G82rbRM/d3sLeiS4emur/nr7yAp6cn777Vki9nbeS9995DpVKxaNEiLNKdsBeaQDKIRSWPXkmFRtQwrj4OYdUdc2sZJ/cE6XsaBsqBsZkR6iwhRiIT6pn7IRFIuXYkDGNjY4PwyoNSqWTRokVYWVlxYsdkkn/YnO9xndD4LaJCz5uSk0CWMhNH46IjEymJaVjZVm3E6+naLm2q4f0gVT6RpKWwPlxa8lrD50UzpjxfFFHrkjjn3Vw6L6+Y56FWq6np6MjNpCSkyaXLdvA3caXf3J3MmjWrXPOoyHRDLTKZjH79+tG7d29CQ0Pp3r078fHx/HPoNjPm7cTc3Jw1W4dB/6Lr2s5tbM9r84/T2LUlrVu3xtLSksuXL3Ox1kXk93MxFckQCsqexjbB3ivf+x5mHkd6ejo2NjZlHlNfaMVXdRFeoImAHjhwgPnz5/Ptt9/qezoGXhKqRHjFxsby448/Mn36dENhegkQiUS6Vb5Ro0bxzkfLibryU6nGaHNMRWt1G35dfIq+ffsC8O+//9KqVSuC7odUxrQN5EFb33X1zC19T8VAOTAyMSIrQ3PjIxUaAWAptuXy5cv06tWrQKPWl5V169bRsGFD1vzQm6QFm4rcL0AmJTCz4s6rVqsxKSay8DgpFUvb4m28q5K8KYZa0aWNchUW4SrMxv2sPPu/yFaexyJlNHGTcz9IVWr3waIQCAQ8OJeJDbVLdMegPa9WeDo7O2NkZFSuOVS0u2FexGIx9erVAzSmVt7e3vTq1YuUlBSGjP2Jy9dmsiFgd4HaRH8TV84LTDAzM+ONN97Qbffz88Pd3Z3du3cTFRWFxNgYiURC2k0BEuGzI5ET7L1o4ian/gTv/0xT3OmZpyF2LXUS0dHRuLiU3rRD31THWi+BQMDQoUOZM2cO77//Pk5OTvqekoGXgCoRXrNnz6Zp06Z4eZW9AePLRN6+F87Oztjb25fq+HX+OzkrzyYxJ4lQRTx1bWyIjo4mKCgISYydQfxWAY0C6pOVmU1W5vOXFmLgCcYmRigy89foCQRC5PdzuHTpEgEBAQD873//Q6lUUrNmTQYOHPjcFcCXh+TkZGJjY/n3jw8K7S2V1wSiZ384+1vFCAIAa2nxfXhSElOp18yzQs5XGrTiI2/vLhc/oSaF7T+K6sWVP8pV+DVE+xrmjaydlWfT5KnHq4KnRZ52Tv28HnMhU4q5efmEr/ZGvapu2gUCAdbW1rRo0YIew1ayYe9Q+t+8zd2l2br3pombHCtnO+Li4grUodnb2zNixAjd36GhoaxJWIPQ1BRjY2NcXFy4sj8UmdhK933sb+JK66lmvL8hnPgp13F0dKR2vCkrvx+ApRrqBV7kmw1mz3VKXHV0OKxTpw5NmjRhzpw5LFu2TN/TMfASUOnCKzIykrVr1zJnzpzKPtULgfbirVKpUKvVHDt2jM/Gvlri4y8P/IOzcs0XvZ3Elnptm7F7924CAwNR3TdDIDKIrqrAtY4T8dGJ+p6GgXJiZColqxBzFHujWuzZs4dWrVohEAhITExky+oPWLAymGnTpjF37lw9zFY/nD9/ninjOgMUae4gPx3K7q0aJ8gAGRUa9SqOlKRULKs41RDyC6InjZK9ddsKq+nSRjbyUpyAKvD4jYoTtqWhMCMKkUCgq1cuL1pxo1QqK2S8ktCtWzcuXbpE7+HLSU/XuGI2bNmQ77s7Ym/phJGrI40bN2bfvn3PNA3z8vJi+vTpGBsbk5WVRXS0xiL+0KFD1PWui5eXF68TQ7c5Zxg6dCgNGjTg8ePHBAUFUb/1FHJzc5HJZEilUj57s2T9wKoj1THqBdCvXz+mT5/OlClTcHWtXoYqBl48Kl14zZw5E39//+cyNK4PtF8sly9f5p9//uHx48d4u3Qs/kA0omtFnqLqAJmUNmlC3nuUhNFja6ykhkawVYWlrQXXzt7W9zQMlAOBoPCIF4BQIMLX15dz584REBCApaUljvZWrF/Sn6YdrpKenv5cr0yXhqysLFxrPTsqr7WR11JRaXAlITVZjoW1fhvOFlbXBQXTC0sruqo7W+5aEKI6h1wuL3fTX5VKhUgkqlLhBeDr64uvry+gafAcHBxMrwVH8PHx4Ve/prRtZs6J4MfFjqO9HpiamuLt7Y23tzcDBw5EoVBw/fp1froUz8SJE3UZLtbW1rz22mt07NgRoVD4wkTRteJLm9VTHXB1daVly5bMnDmT1atX63s6Bl5wKlV4hYWFsXHjRubNm1eZp3mhEAqFZGdnc+DAAdLT03n06BGzftjGx+/1RiJ9do776jBTxHlKTuTiXCbfOIOZ2Ap7s5oIBS/Ghbu6Y2VngUgs5PbFUIyMDQ6ezytSY83nTa1WF/o+3joaxT33ewQEBODu7s6l+VtoWtOGrz/rxdZ9B3nzzTereMZlZ8eOHZw/fx6BQIC7uzsPHz7EzMyM7OxsHB0ddW60t27dwtXVNZ+oNDc350F8Gjm5kCsq+JWSci4ClUSM2FhMcGa0bntVfTYUGQqMTY0wtzIjW1E1KU4tTGoB4GemeY6Rl4XU/dCLXDXknr4IgDwwgpjLmmvytQf/ReSMIChdI1CDM6PL9BqJjcUYqav2unNZ/UD3nJ9mok09Dh48SJ8+fcp1DpVKpXdLcolEQkBAAK1ateLEiRO0e2M+EomEUaNGlWk8oVCIqakpLVu2pGXLloXuo+/nvHLlShwdHRGJRLRv3x5Ly/K5GiuVymrpbN23b1+mTJnC1KlT8fSs+tRkAy8PAnUlxnvHjBnD3bt3+fTTTyvrFAYMGDBgwIABAwYMlIvFixfj5eXFqlWr9D2VCqNZs2bY37PA3bjiss5isx9ywzKU8PDwEh9z4sQJFixYwIULF4iLi2P79u35Fiffffdd1q1bl+8Yf39/zp07p/v7/fff59ChQ8TGxiKTyWjdujXz5s3TmeMUxvLly1m+fDkRERGApqXSV199Rbdu3Uo894qm0pZSHj58yIYNG5g9ezZZWYYGsiVBIpGgVCp1dqvz5s1j6XdDaOH7bFOST/3/ybeSDJCUHYettGalzdVA0QyZ2BtLWwuWTzM0ZnyesXWy4d3J/flxwi9F7pOlykBYK5OAgABsbGxYsmQJbawcyfJyYcCAAdja2lbhjPOTm5vLL7/8grW1NRNG+WNhYcrcn04REhJCfHw8r776KnZ2doSGhnLs2DGGDRvG0lndmdhqh26MGUNzsRrXl32HLmJvZ4lfszrcvB3JmM828OGHH2JmZoZKpeK7777j5K7pZK7aVehcZv0uLnCNqkre/3YIBzaf5N7N+5V6nqejPtqIV/+5NXTb5IGam5WYCyrW3n6y8q/P16e85KiyMfLM5r3UhgjyZFY0dEnjvYe3GT9+fIWk3mrrg6pTmlpVsHr1ak6dOsX8+fNxcNAYyrz77rusXLmy3I6RRZGamsrHH3/Mv1u+IqBlfQDCIx4w6L3lfPLJJ+V6PwUCQbXsSda9e3dmzJjBnDlzdK+zgYohPT2dJk2aMGLECPr161foPq+//jq//vqr7u+nI6PNmzdn6NChuLq6kpyczDfffMNrr73GvXv3EIkKb9tQq1Ytvv/+e52537p16+jduzeXLl3Cx8engp5d6ag04bV06VJ8fHwMhYolRCAQIBAIdKJrwYIFWFhYEOD3bNE11mdroXUAMmzJUlSvi9rLgm0NG6Lvxhpe/+ccAZClyC7mfRSjDJNxXnSePn364Ovry5nLl7GLVLF//34GDx6sFxfRiIgI1q5dyxtvvMG8L9rotm9eoenDl5GRxf4jl7h9N5q7ajXOzs6kpaXhX3eRbl9/E1fizmVj1eoivbs/sT9v0tCNqeM7893/ljF58mSEQiFdunRh6EfrmaUw09Uz5W0SnLsmQq+fh9RH6ZrWAJU8h9OKcJ3JRIBMSpMaKbj4CRELNDdx8tOhiNHUdAmBXIXmtarutVwKZQZerzhy/2QqAoGAbJUCqfBJXntMZhiJ52IY6VkXyX99q7r2kdP/dDQNGzassHpHbSPll43Ro0dz584dJk+ezJo1axCJRGRmZpKUlFRpFugWFhZ8++23fDL9d07tmoqZmTF1vWowZ2ovJkz/jq+//rrMKYMV3RS7onBzc8PHx4effvqJmTNn6ns6LxTdunUrNspkZGREjRo1inz8vffe0/3u7u7O7NmzadKkCREREUWmh/bq1Svf33PmzGH58uWcO3dOb8KrUq5g6enpLFu2jB49elTG8C8keS9AiYmJxMbG8vuyd555TNaZ4AIWvo16uXLl8QkylPJKna+BojEzNyH8VuWurBuofIyMpWQXc6OuVOeSmB3Lwb8+ZfPmzXzwwQdYWlpSO8kZlUrFypUrq/TGIjs7m99++42tW7eyf8vn+URXXkxNjejTsxVTP+3PhqZWdJS34ta/sfn2CcyMYsUNKbcWhxSwPe/Ts1W+qEPLli25ceMGRg2yuR+kyie6AMb66HcRIi0lHXMr/ZqdaBsj795qyoobUp0RUnUXXQBqVOzZs4dsZSZir3RupZ1HkZuuu4FOyomlW7duSAQiBi1yYsDRrgwJiqdZs2b07NmzwuahUqle2nYoM2bMIDMzk6+++kr32YuPj6/Uc7q5udGzZ09eH7xU50LYvUsLvp38Bhs2lC+jQ2uWUt3o3r07S5cu1blYGigctVpNampqvp/yZrcdO3YMBwcHvL29GTNmzDP/v9PT0/n111+pXbt2ic37lEolmzZtIj09XdcKRh9UivBat24ddnZ2elOTzyPaju5JSUksXbqUPX9OomaNorvTj/XZSqthJ3R/+5u4clF+nY0bN1LTqDZigX4Lcl9WHGvZIhAIuBlkaFL9vCM1lpCd9WwzhhxVNrGKMJas3I2lpSVCoZB33nmHG4oook48RiQSsXbtWp19dGWSk5PDrFmzGNanPoH7phXqNJh1JpisM8EkLdjE5YF/MNZnK9N+Exe4+c9rDb7ihpRPxkTka4yckZGVr6GtQCDAw8OD9Dqac2rd+rSNgptuGVJxT7QMyFPkmFtVvbOhi59QJ0J3bzXlSqQsn7vj8yC6AIyFZriZ1CfbMZkHDx7g5+dHmmUcQo80XEVGqNVqjM/Do9wMAmbspnnnr2jYsCHt2rWr8Lm8rFEvCwsLVq5cSWhoKOPGjQM0/QO3b99eqdbsjRs3xtHRkX6jn9TfDO7XHhMTE/78808iIyPLNK5SqdRl+lQnGjZsiJ2dXYF6o+eZeiYSAmTSCvvxMRGTkpKCpaVlvp/ytFHp1q0bv//+O0eOHOHHH38kKCiIjh07FhBzP//8MzKZDJlMxr59+zh48GCxkddr164hk8kwMjJi7NixbN++nQYN9NeWocLvztVqNcuWLaNz587V7gNVXdG+Tps2beLOnTtsWDaaJg1rF7n/Ov+dBb6wo7JiiMm6RwNZKySi6ucY9LJQ19cLlVKF/HGGvqdioJxIjaXFuuAZi0x55ZVX+Ob7P1mzZg0Anp6eSB3VKJIziD+vJj7rPqampgwZUrni49ChQ3z2QWcG92uvS0EurLcSQGBmbKHb4YnoevrY3VtNGT5J87uxsYTU1NR8jWM7d+7MlO0H+VH4RPBpI2VFNQquKtIep+PsUXQKiz54XkQXaGoZIzNv0SChFTKBhKw7at4a9RYpKSlcCA+lkUVb7CW2bHeJZFCPQdSuXfT3V3nR/s9VpxS1qsLKyorly5fz1Vdf8dP893hveFf6jFzLvn37KtUs4K233mLt2rU06/QNFw9/A8C21cP5a8cZ1m4+yMOHD/nkk09K3TJAH73ZikMgENC5c2eWLVvGBx98YLiPLQIrK6sCors89YZvvfWW7veGDRvSokUL3Nzc2LNnD3379tU9NnToULp06UJcXBw//PADAwcO5PTp0xgbGxc2LAB169bl8uXLpKSksG3bNoYPH87x48f1Jr4qfNkoMDCQyMhIvYbxnjeEQiHx8fFER0dz5dgsmjctuq4r60wwixOeNCnNVilwIpnjj4OwN2lc6aIrIuMmOSpD7VJRuHjVRJ5qEF0vAlIjSbGphgApl9X4+fnx999/o1AoMDMzY+LEiaSY3UeFCjsjZ27fvs3WrVsrdb6XLl1iSL/2+RZmAjOjCv15Gn8TV91PUeSN1AiFQlq2bMnBgwd12zw9PUlISODcPSn3g1QYtW5BcloGv+6/hNjftwKfaemRP87AzNxUb+ff9GksZ+XZ+V7D5wljkRlNLNsjEUr/i1IIObL2Ahf/DkMgECAUCAnMjOLhw4e4u7tX6lzUavVLfTNsY2PD8OHD2bTzJmKxiH9+HUloaChHjx6t1POOHDkST09PWnadTUTUQ4RCIW/1acv+TR+xYv5QFixYwLp168jMzN8dPT09nc8++4w9e/YUGLO6phsGBAQQGRnJ+fPn9T2VaotAIMDCwiLfT0UavdSsWRM3Nzfu3r2bb7ulpSV16tShffv2bN26ldu3b7N9+/ZnjiWVSvHy8qJFixbMnTuXJk2asGTJkgqba2mpcOG1YsUK2rZt+0z1aSA/OTk5nDx5kuP/fP7ML5Sn0wsBPNrb8+/j67iYeFf6l1GmMh0BQsSCZ/cTe5mxc7Ih+eEjfU/DQAUgNZKQnV2yvk9Zd4y5cfQes2bNYtu2bTg4ONCnTx+smwgRCUQYxdlz7do1/vnnn0qbr5WVFRH340t8c18SsfUsVi/ozenTp/NFHjw9PQlTJHA++SFC2zdxHrKQD3/ag1v9dys1Hao40lMzkFlWjfDSCtsmbpo6W23aZd7Hn6doV0lpayKuktSxl7nOS4ufnx+pqalcvRGBSCTi6N+fcu3aNYKCgir1vAMHDuStt96i59AlhITG6La38qvLlWOzSXoYysSJE/n888/5999/WbVqFT/++CO+vr6FChnttaO6vZ/Gxsa0bduWFStW6HsqLy1JSUncv3+fmjWf7c6tVqtLXVtWlmMqkgoVXo8fP2bz5s107NixIod9oblx4wYSiYSZn7+K9BkNkn09Fub7ss5V5RCVfoU9e/ZQ29QHE3Hl1y8YCU2oaVy72l0kqxPmVmbEhD/U9zQMVABSY0mJG+4KBAIsJXaYxtfEzMyM6dOn4+fnR1JSEplKOQKBEEmsHRcuXKi0+TZs2JBzwXeKfDyv0Cqr2Mpb5yWVSmjdujWLFj1xQhSLxZiLjGlkacvC97uy4+tB/PJJT2KT0lChv3Si9NQMzCyqNuJ1JbLqa8r0RQdTIy7WzmTy5MlVds6X/Xvogw8+YNB7K0hNzUAkEnFwyyccOHCgVL2VyoKrqyujRo3Cr/MXtOk5j2Hjt6BUKpFIxJw9MJ+bZxbyvznD2LtnO/XcJbTyrUlqaip3797l33//LZAiWl2jXh07dmTz5s08fvxY31N5IZDL5Vy+fJnLly8DcO/ePS5fvkxUVBRyuZzPP/+cs2fPEhERwbFjx+jVqxd2dna6xuvh4eHMnTuXCxcuEBUVxdmzZxk4cCAmJiZ0795dd55OnTrx008/6f7+8ssvOXnyJBEREVy7do1p06Zx7Ngxhg4dWqXPPy8VKry2bt2Ki4tLpacavEjcv38fC9Nc3F3s8m0f67OVsT5b8fVYiK/HwgLHiQRi7Iw88JY1x0JSNb2ChAIhUmHl9Ax5ERAKhYglYiJuGxwNXwQkUgk52aXrFyQQCBgflc7kng04ffo0bdu2JSUnQfMYmnYRldWDyMLCggcPU/JtK6/Qepppv+UvC17zQ28sLCzYuHEjoPkMZCiz+PB8EB/09EMoFPL3qVs0aNCAXHXJRGxlkJ6WianMBKGw8m/Wta+1NuJ1P0j13KYYloQJ9l5cra+kf//+pa7xKSt5awtfVmxsbOjXrx+vvbUYlUqFsbGUI39PYvXq1bpmsZVFjRo1MDU1RSF/SFRUFG+OWKt7zMHeit49/Hmzuz/3Y5N4562O3Lt3DwsLC9q3b8/cuXP5999/CQ0NJTU1FaVSWS3fS3d3d5ydndm2bZu+p/JCEBwcjK+vL76+mrTziRMn4uvry1dffYVIJOLatWv07t0bb29vhg8fjre3N2fPnsXc3BzQRCFPnjxJ9+7d8fLyYuDAgZiZmXHmzJl8PdfCwsJITEzU/f3w4UPefvtt6tatS6dOnQgMDGTfvn106dKlal+APFSoucbvv/+Ov79/RQ75wqJSqbh9+zYeHh7YWqiJT0jh/SnbGTO4EdPeP1Hs8QKBAFOxeRXM1EBJqeWlKd6/d/v5bYRq4AkSqZicYlwNC2NE8ANev2VGdsdsmjdvzm7b3ajkSoQCEfL7uXz77bf06NGDVq1aVeh8Dx8+zIaf3uXHtWd024qq53r68fIIswObx9H4lenI5XLu3LlDO6OGDLJriVHrFpz9/Tg2FqZ0sJEw5WYQDcxbIRFWvflPplxTd2JiZkx6WmYxe5cPramJi5+Q3VtNX3jRNTzwDRa0+7LYlKCK5GWv89LSuHFjwsLCGDt1L7/M64mNtTnHd0yjU795TJkypcL6pz2NWCxm9OjRzJkzh6++GsZff/1VQAz71HNlwbcj6DZkKR999BG7du1iWG4kJ++ZceTuWUxqBvGXhQSxWMznn3/O6tWrqVGjBo0bNyYzM5OQkBBMTU25cuUKxsbGiMVi3Q21RCLB0tKS999/v1Ken5ZWrVrxxx9/MHLkyEo9z8vAq6+++sx08/379z/zeCcnJ/bu3VvseZ5edNCaXlUnKmyZIT4+npMnTxpMNUpAZmYmP/zwAxcuXKBJYx9MpAo69p2PnZ0d477YmG9fpTqXtOxHpFhFkq1S6GW+CVkxKNWVs0r/IuFe1wVlrorcUkZJDFRPyhLx0nI9M5vExETs7Oxo2rQpSdlxADgauyJ9YMc///xDcnJyhc01JCQEhUJB+tRjxdYPFWayUVITDtBE47XI5ZkEBt9BLBYzefJkvLy8MBcZU0NqSWZmFt9tOsnVBDUzjl/n37c742fsSlpOSoU859KQm6MkS5GNqblJpZ7H38SVX1vUYKyPpp+ZNuoFL2Zt1/DANwDNQmBVRi0MwusJvXv35vz589y4rfnfcqppw8SxnThxovgF3PLQuHFjXnnlFaKionBycuJ2SEy+x51r2rLvyEUEAgHu7u506NCBxSlmiIUSrKWOnEmyRX3Pgpy7pty5FI6PSzNO/n2B7du3s2vXLnZu3suh38/w6GYOCZcU3D0bTVa4FEGkFbmhZhgZGbFhwwYyMirPzCogIIDjx4+TkJBQaecw8PJRYVfKbdu24e3tjZ2dXfE7v8RcuXKFefPmMW96b35bOhqhEPoNn897771HfHw8qocaUxK1WoWixkOup54hKecBuQ8lCNFPHrRIIEKA4UuuOJzcHchMr9zVdANVh8RIXGYRfV+Zxb59+/j3339xdHTkgSKCx9lJgCZNWJxgxcyZMyusv9fjx4/5eHR7RgQ/qJDxtDxLfF0e+AdLv1lN77d/RC6X87akGT2vWOr2uRcZT40aNUhPT2fHVwMY/vcpzD2uEp5xldScZJTq3Co13MhIy6x04QVParuuRMq4EikjQKaJ8FVUumd1Qft8rly/h5mZWZUKIYPBxhOEQiHvvfceb43R1HsBvNndnzNnznD/fuWmvX/44Yd069ZNU9e64DB1/T5g1foD3Lx9n0vXwnlr5AKdFXj9+vWJiIjg9bEFF+dDLt2jQTNvrCT2ZNyUkHPXFA+zRlhIbDEVmSMVGmMjrYGx6Emd5s51oxn6Zj3++OOPSnt+dnZ21KlTx5BuaKBCqTDh9ccff9CyZcuKGu6FZP/+/Rw/fpzD2ybTLqABMQ+zuX4jhEGDBmFmZkZkZCRWEm0PHAGPIxTUNvXB3aw+dkZOiIX6cRO0kdZAKKh+xa/VDWtHK1KT5cXvaOC5QCwRk1NCV8OnEQiE1JO14MCmE5w6dYqWrVrykHBUak1huanIHIs0Z3799VdiYmKKGa14VCoVaf8G6v4u701+SY5fcUNK5L81eVP4Gh3lrcjAEYFAQBM3OT37Z9CgngtzvhzAvXv3SErLpGsrb2JTMxgyZAgdB/uTmhXJ49zEYs9TUWSmKzAxq3y33bPybJ34ymsh/6JFuwJkUiKiHtJ/5E+MGTNGL3MwiC8N9vb2DB48GMd6I4iKTsDezpLNqz5g165dLFiwgLS0tEo9/4ABA0hLS+NRag6/b7/OB19sYfu/N1i4cCG1atUCQCQS8emnn3LkyBHs/aSk5T5CqdYY7oRei8DOyQYL65LXCF4bvJm3+rQlLS2N/fv3ExsbS1xcXIU/N39//0oVdwZePiqkxuvRo0ecPXuWwYMHV8RwLxyRkZH89ddf2Nvbc2z7REQiEQPf30izZs3IysqiQYMGbNmyhdRQJZYSzReJQCDA0dhNzzM3UBrMLc0IvxlZ/I4GngskUjG5OWV34jMSmWIvMqVrn1bs3buXvn37kpaWRuTxFEDTfDk7Usjq1auZOnUqUmnZa5/u379PSKAVUD6L3EvhEwFNv8BPSnkvnaXK5lSakp5+QmRtNL0I3x3SkV+3XKKRuyOvt/Ci+4Q1nP/jDxzMjOnZoBbBYVWXIVEVwktb3/Ui13VpaeImJ/hyGAEBAVhYWFT5+bXphvpsU1Cd8Pb2xsrKCltrTe13k4a1Ofr3p5wOvMWHU5bw5ZdfVlo6qFQq5b333it2P209V3h4OFZWFwgNDcXIyIiMWypi7z3Ew8eVy6duluicI4IfMMF/JydOT2LIR38yefJkrKys8jnaVQQtWrRg48aNpKSkYGVlVaFjG3g5qZBP4f79+3F1dTWkGeZBrVaTkZHBjh07WL9+PUvnDGD3hvd0tqmrF/TDw8MDNzc3EhMTuXPnDhZiGz3P2kB5MDI14uH9JH1Pw0AFIZaKyckpf73e/pXnqF27NmFhYQWai0qFxsjvKVm2bFm5zqFWq7mT9SR6VNroyq8tauhEF4BR6xa6FLmnUaqVhGSGc90jnBNWwVysdZuLtW5zrVYox82DeO9OFmmn7pJ1JhiBQMCJHZ/TaGBXbDq25uDpn1j96RvEpyvItDRGnpvCvfQbZXvSpUSRnlUlES8tATJpka/hi0DTLUP4fukh2rVrp5fzG+q8CtK+fXv+2RuYb1sb//o0btyYw4cP62lWBfHw8GDAgAFMnTqVDh06YFIvm7DrEXj6lG6xeXFCKL+32cOWlcPIevAXderUYdeuXWRmZhIREVEhkT57e3tcXFyKNX8wYKCkVIjw2rFjB02aNKmIofKRm5tbadbLlcXt27dZuHAhEydO5IsvvkAqlXLh0De0bO6db7+Bvf5CKBQSGhrK8uXLyY6QGr5EnmOEQiEikZCYexVbY2NAf4glZa/xepq7xx7g5eXFw8CCBjnWUkfc3d3Zs2dPmccv77Wj6ZYhBbb17F+waD0mK44jpudw7lmbt956i2nTpjFp0iQmTZrElClTmD17NhKJhFd3XaPV9F0sX/tvvibU5uYmDO3YmDOLRlHL3oLwjGsYWQt5nJNMlqpy6yMzMxQYm1V+Owyt6NVGvV5U8aVWq0lNTdVbFMBQ51WQnj17snjVCboMXIpS+SRav2JuL06dOpXPZru64OvrS7NmzQhNvEFtH5dSH784IVTXcufkzkmkpqYyZswYpkyZUmEGI02aNGHHjh0VMpYBA+VONVQqlezbt4+JEycWv3MpCAsL4+effyYnJ4f//e9/FTp2RaNWq7l37x5yuZxt27axY/3HuLs6IJHkf3nz9uNq0aExkXdj+O6776hlUgdbqSHa9TxTw1VTm3f/bqyeZ1KQXFUOHq/aER4ejji6anq+vQiIJaIKiXiBpvn4tV1RRd4o3twbg9grnR49epRpfJFIhDJPnyx/E9dio17+Jq6suNG/yMdtJw2C3544GGaqFARJrjGk9xAiIyOZMmUKNjY2tGvXjgYNGpCWloajoyP9+vWjX79+yOVyTp48ya+95vHPp+2xtTBFfjoUgDrAUHtbFgBfD/Rj5m+HMVfak4MzQoEIkaBCO50AmoiXsWn+iFdJXicDhdN31G+0bt1ab+dXq9XVsv+TPjE2Nmby5MmcPHmSFl1mcvCvz7CztcDMzJh3BvgRGRlZLTOTOnToQHR0NMamRtg72ZAQW3rHV1+PhVwKn0hOTg4qlYp33nknX2NdgMWLF9OtWzfq1q1burF9fVm8eDFKpbJaNns28HxR7m+3oKAglEolderUKdVxOTk5hISEcPLkSdq0aYNUKiU0NJTLly8jFAoxMjJi2bx3mLv0SHmnWGZUKhWxsbHUqFEDsTj/SyWXy9m+fTvm5uYEBgZibW2NWCxm489jqOPplG/frDPBtBqWf+WllmcNYsMe0q5dO5Iv66+xqIGKwam2I2q1usz245XJw6xI7NOMkEgkqIFOo1rw94r9WFZR4+3nFbFETG4FCa9nkZz9EDOxBcqsLGJjY3Fycir+oKfw9/fn9u3bqMI16VfFiYm8aYV5ORt0mzt3Y7AwNyU7J5cxDRSsuqkRK9fTbxOfHs+pU6eQ3FHj6+vLrVu3OHjwIH/99RdNjWuR7WGBra0t7du3x9LSki5dulC7dm26zN7Epo9fRfvMZG28qAtcb+JC9pZE1jbpzC+3otmbdoHc3Fzqm7dEKqzYtEBFRhbm1rICxiEVLb6KMiZ5kUSev4krZ8IuM336dL3NwVDbVTTt2rXD0tKSD7/cyZaVwwCISbYgOvoOzZs31/PsCicqKoqcDCXu9WqVSXiBRnydv/MxPd/OJSurYL1rYGAgjx8/5uuvvy7VuN7e3uTm5hIcHGzoVWug3JRbeB08eJBGjRqVeuVp6dKldGztwpghzbh87Sbpwbfp4GjNin+nY2ysSc0IDY8rIHiqitzcXObNm4ednZ2m/srCgm+++Ya//vqLO3fuIBKJGD+yHaH34pi6/hMa1i88N1lTpB5RYLuzR01u/XWS1KsCxHpoKGqgYnFwsSO7DM12qwJnEy8eXVIBmgL4LVu28EjwiNSMJExEZtgZOet3gtUUsURULnONkqJQZvAwK4rpqV3ZuHEjkydPLvUYTk5OZGVlIcQEMc92P51g76X7Xa1Ws3XnGeb9dJiMjAycnJxo2rQpMTERKBQKTB1NMf+v1t3PvCm+skaIo0VkmWRxVRFKt27dCN11C7FZbezENghiBahj1By+tgrLZk7UdG1K165dGTduHO+s+AUTExPeqyHizRZumBhJ8HSy4VTnNMb/EoQP5sxz7sfNeiH0lzvwxfXUUr8Oz0KRkYWxScFr7bOaTFeEUHoRXQ0DZFLOCgTVItXPYLBROPXr12fbtm0EBofg38Kb/33bGbem4xkwYAASiX4ckosiKyuLvXv30sW/B+71XAg6crXMY7Ws+z8+sfPkhLOa5cuXM3r0aJ1xUcuWLblw4UKBZs/FIRQKadSoEQcPHjQILwPlptyqZu/evTRu3LhUx+Tm5pKRkcGc6ZqVmC5hMUwLb0YTk2yd6ALw8qhJdHQ0OTk5VXahiI+PJzIykp07d/LNpF4M6tuOfu98z70YBdnZ2YSFhXHl2KxnjpF1Jhj56VDuB2msowMz89f9GJlIsatpQ3SYZrvGVjU3j5W8gecNO0crMuX6aXBdWqxSXZEJapBgcY+YpDAEdllYp7oZWgY8hVgsQlkFwsvJpDaOaheiutphFlL2psqurq4YP4QIpaZWqqgIy1l5NsP/+/3YqessXHmCcePGYWZmlm+/06dP/2d1/6T3lfi//xEjoRF+cT4QB76yhvmOU6qVXHkk4sqR29T0SEUmk2Fvb8+XX35JZGQkW44cYeWCY0x9vTZdW3gxdvUZEhISaGfbHBuJGW3DfHF0k/NrC1NW3JBWmGBRZGRhb25J2H9/FzVueSNT2mNftL5deTkrz8bZy5nDhw/TqVMnvc3D4GxYNBKJhFdeeYUZCw5wYLM3AoGAvn37sm7dOkaPHq3v6eUjODiYD0e05+g/Dwno7Ffu8ZYkhsF2mLOyPV9+twB/f39OnDiBh4cHw4cPZ8uWLQwaNKhUY/r4+LB37169RnkNvBiUK0E6NTWV4OBgGjVqVOJjlEolv/32GwEBAVwe+Afr/HfSeXksgZlRuPgJyToTrPsBeKNrQ86fP1+eaZYYhULBvHnz2PXPn+zc8AmD+mrcmv76bTLJycls37692OeqjXB1Xh7LiOAHhTY0dXJ3JDU5jfT/mh0+zkkkI7dy+2wYqFwsrM1JS3k+eniJBGKMRKZYKZwxFphRq1YtspWGxs9PU1WphgBCRKxevRpn57JHHzt37kyMRxJqtXbBp3DxkHd70KW7dOzYsYDoSk5OZv369YT8W3rHQZFAxOs2Hehr153Wqb7Uc81m5cqVhIeH4+bmxvDhw+nVqxc/HonhtfnHWVurESf8u2Mn1vTwaeL25HMUIJNybmP7AufwN3HN91MS3JQWSEyKXsDTjlVe4aQdJ0AmfSGjXVp2rhvDvn37Kr1H1LMwOBs+m7Zt2/L48WPd34u/7oitrS3r1q0jNbViI8pl5dixY2zatImf51wgJvwBJmZG2DhaVcjYncxgz++f0LKhlN2/T2DPxvf5ZV5P7ty5U+qxGjduTFBQkF7/3w28GJQr4nX8+HFq1KiBg4NDsfvm5uZy7do1jh49yv0rCcSfzyLwqX06L4+F5XnNCU7w+9vW9D9wgEaNGlVqr5Br166xZcsWVi0aRdeOvrrtV29EMHriRgAuXryIkZER0LfA8ev8d7I4IbRE53KuXSOf+52VxB4joekzjjBQ3TE1NyEuKl7f0ygVMrEVdS2ak5gYi9RNSkD7lpz9s2Q9VF4GqirVEDTpUu3bty919kBeXF1dadOmDXcd7hJzumSLAGcupeDnV7A+Nzg4mIZKb7zNPUs9jyhFDHYSG0xFmkjZpfk3SUxN5PTp0xw6dAgAZ2dnUlNTuXfvHoL+rRl/J4Hg6GA+cq3HcRdfoqKisLW15e3MB9xaLOfXFjUKXcTSkjc1sLA0QX8TV3IzcxA/Q3g9PZb299KIprzHnpVn5xNfLxKBmVH83mYPvr6+xMfHY25urpd5GITXs5FKpeTk5E+B/2PZIP7Zc46pc35gyJAh1KtXT0+z0/DPP/+wefXHfDJsP7k5SmLuPcTV25nkhynlHvuTMRGsuNGCUcO65Ntelv8ZBwcHHB0dOXbsGL169Sr33Ay8vJQr4nXo0CF8fHyK3e/q1avMmjWL8PBwHt3Iwd6oVonPMXTDI17xlLF58+byTPWZ5ObmMnv2bIIOfJtPdO07fJEhY39h+PDhLFiwgOHDhxf4gsk6E1wq0QXg5OFIbPhDAJKy43igiMTw1VE5ZCrlVZKGYmQiLXNBcHXgiy++YMeOHYaUnf8QCP6LeFVhO4uESwo2bNhAdnbZb9QDAgK4d+8euarC6w39TVz5tUUN3d9hYWF4eXkV2E+tViMTm+lSC595TpmUqKwYEnOSyVJlcT7tPC7STAJkUsb6ZPNWXSvmejenX1wGS+rL+CTTiC7p99jY1p2wD7ujCJEQGhpK165dSWnXHLFYzIABA/D09GS6PJrxihi+uZSS7zkUxdOiKW9E7GnhVZaoWVl5EdMOFydomt8+evRIb3MwCK/isbe358Ll/Pcnb/ZoxbF/pvLHH38QGlrye5fKoFatWqwffV33PkaFxODmXTF1x4GZUSQt2FRgu5WVFbGxpXcg9vHxqVb90Aw8n5RLeO3fv79Y4XXp0iUOHDiAONaGO/sfYCKSlf48RzN4+PAhSUmV05z27NmztGnTBnPzJ7UMOTm5fP7NViZPnoyDgwMZGRls3ryZo39/rttnnf9OWg07USrRBf9FvCIe8Cg7nvisaESIn0uDjaznID0tISsaFapKP49ILOLh/erXI6UkZGdn88UXX/DGG28YbmL+QyTWCI6qqPHSIhUakxEBX3/9NSdPniyTCBYIBHTt2hWrxsICx/ubuDLWJ5umW4agUGTTbchy6tevX2iReXR0NMaC4nteaXtUCQNMSFdG8kkjAYde7cHEty3o2T8DFz8hTdqY8oq9Mzx2J2ifLbVMZPik1CTntmb8mAf2jLN159KlS3To0IEuXbpgY2ODr68vU6ZMoV69euxMPkDTN2ujVqsJzIwq9qcwcjJzNKmGxfyL5x2jtCmCefd/UaNdebn+bxQ7duwoEFWpKgzCq3g6duzIl98XbP7r6GDF8R1T2bhxo94W3BITEzEzM+NAarBuW+SdihNeoMmkelp8zf2yR5kaIvv4+BgaKRsoN2UWXg8ePODu3bvPFF6BgYGcOHECxR1pufqyZCkV3Lx5k7/++qvMYzyL+Ph4vhjXId+2kLBY7O3tMTExITMzk2XLlvHF+K4ofv6Hdf478fVYWGrBBZqUNCs7C0zcVWCfQR0ja1QoUaqrnw15cUQr7lb7CImraT1ElWwaYWVngUAgIPY5bZ5snGyPRaoz5zbd0vdUqg3i/3rwVVWqoRZLiR1miTW5c+cOv//+e5nGCAgIoG7duihqPMS1vSUf23nyfUML/L+0ZvSjUPxem4X/67OwtLRkwIABhY4RExODg7Tofj8BMmm+xsADQmowt7nmu+BKpIzdW025H6Ti900CJqyOYNP9u4Qp4nXXiyuRMtJys3ll51WmZexjfU4yDx484O+//y5wrtq1azN37lxSU1Ox95Pib+KKgwASsmJoKMlmUh0p0+uZ4GedwHu1n6QHPi3CcjM14kBs9OzvoqdTFV/EaFVFIRFKadmyJYGBTxcOVA0G4VU8Hh4e5OTk0LHfYpIf5a9PcrC3wsPDQy/vX2RkJPPnz6f3a56Yi6112++HxmLtYIVZnoXw8tJ5eazONwCgdct6XLlypdQZDT4+PoSEhPDgwfP5XW+g7BTWnqCslFkNHT58GC8vL2SyghEshUKTMqNQKEi7LkQoKF+TQ3sjZ4ba1CFIVTmucR06dOCzrxfRslkd7O0sAahXxxmpVMrXX3+NXC5n9eJRTBl1lEXlPJeTuyOJD5IJDQ1l2rRpbNu2jRsHDpCtUpQpGqhPRIgMX3o86eGVlpKu76mUCRORWfE7vWRoI15VZa6RF6FAxMNABeaNMli0aBEtWrSgfv36pWp82rVrV7p27crBgwf5MewM0nQprW7Wonfv3sXWdHz//ffcuHGDNjV8CzyWV2zBE6v0AJmUK5Gy//7O1v19rGkyt249omavXgRdu8amsJN8ENacO4psjt6SgB1YWFiQmppKzZo1SUtLY+/evbi6ujJr1izc3d1xdnZGKBRy8uRJnI3r8EB4nxhpPH2H9EUgEDBszRpEAglKdQ6eZhI6mbtyO+00vzR7lYV3c54IKIErapUasYmEXEXx72teAVcWXvRolxbRgWwC3QNp27atXs5vcDYsng8++IDg4GBadJ7B0X++xM3lSV3+32tG0KzT13h4eJSoXr+iePDgAR+OeBWrtWqMRE9EliIji8S4JFzqOHH7YljRA5SSVsNOcCm8BaCxh2/dujXXrl3D17fgda4ozM3N8fT05MiRIwwZMqTC5mag+rF//37+/PNPTp48SVRUFCqVClNTU5o1a8Zrr73GiBEjytRzE8ohvI4cOVJo9++EhARWrlxJejiYi60RVsB9uUAgYFdaIrXEVuUfrBBsbGzw9PQk8n6CTniJRCL2b/qIx6npiIRC2jVeXiHncnJ3IEWezBtvvIGVlRWjRo0iPj4e9b3nS3QBOBoX3rvsZcPR2a7KIyMGKhex6JFuZQABAABJREFUNtVQWflpqoUhEAiQXxeRrcph2+U9CG23ExAQQN++fRGJSh7B7dKlC126dCl+xzykpKTQzbpjge1Pi66S0OOaJeatW7Jt2zYePnxIjRo1OJ2Wip3EFmOhEZIYOxKzYjEX10QoEBETmIrcR85ff/1FPXM/xMkS5I80z9fTrDEmQnNy1ApkChW7Nu7Hqb4dNYzckQpNiMq8hey/7wh3aW1upz7imwaOvH/xOjWNaxOYEUWXrFxNndejZ6dJG6JcJcdIWNDAoSoxCK+S0aJFC2rVqkWPIYs5v/9rTE01qb4SiZhtaz/kjbeXMHz48EJrPiuS8PBwVq1ahZGREWMzm3JWUfB6FnU3Ftc6zhUqvEDTYFnbPH7lvDdp/8ZcGjVqVKp+sXXr1jUIrxeYf/75hylTpvD48WO6d+/OpEmTcHZ2xsTEhOTkZK5fv86hQ4eYNWsW7777LrNmzcLevnStoMocijp27Bj169fPt239+vWsXr2anHvG+ULHFUGmMh1HR8cKHTMvHh4eTJtXMHfX0sKswkQXQE03R+7evUuNGpoCd6VSyb17957LL43nLUJXWdjWtCIr8+VY3X5ZEElE5GTrP/1XKjTGwcgF2zQPTE1NmT9/PnfvVm6Kb25uLgrlk8LzvGmFZ+XZz4zkPJ2C+OaALD6NzaJTRgAe4qaYJ9UiLDc9XyTJzsgJY5EZUqExUqEx6TdFOAm8MRKa5EtRl4mtEAlFGIvMsDVywsnEEyIscTR2xUpiRz2Zpv9PYGYUxiIpC+9exaiHNU2MnxgipWdk6izlSxLJKsys40XicU4SCmVGucbIVSvLZQhTXgzphiWnRo0adOzYkVGf50/p9fZy5ty+r/jtt99QKCons0itVqNSqYiOjiYrVkj03QesfRRT6Ofw/t1YXOrUrJR5+HosxNdjITbW5gx+05egoKBSHd+gQQOOHTtWKXMzoH++++47fvjhB2JjY1m7di1jx46lV69edO7cmYEDBzJz5kyOHj1KWFgYFhYWrF+/vtTnKJPwiouLIyIiIl/Kyv3790lLS0N9zyJf2LgiUKvVyGoL863cKhQKpk6dyvXr1yvkHO3bt0cul3Pw6OV82309FlbI+FocXe2IiYnRWeMLBAIcHBxQV4EBhIHKwcLGnMz06m80YqDkiMUilLnVJ4opEAi4siOC9LsCjh07xvfff09YWBiZmRX/fycQCKhj2kL395m0LE6kphcquJ4WWoMW5U+92L3VlCuRMoIU0SWu8xUKRJiJS9c6RCAQ5P/eEdtR09ibSXOCMRY+cTLMVmQTKnziwlce84ziyPu6VNc+Xmp7ORE510jNSSZLmUmmMp37GSGlGiM6K7ZUvTwrGoPwKh1t27bl8uXLZGfnj1K++uZ8EhMT+fHHHyv0fOnp6Rw+fJgvvviCefPm8e+//2IpscPDrOj/meiwB9R0c0QoKl+ZyrO4PPAPxo/pwdmzZ0t1XL169bh37x5xcXGVNDMD+uT8+fP06tWrUNOpvDg7OzN//nw+++yzUp+jTP/V2g7gZmZmBAcHs27dOn755RfiL1XOzeejnIc0bdoUU1NTFAoF+/fvZ9asWXRo48mJEycq7DyjR4/mizk7+HDaPkDjWliRqKQ52Dpa4+3trdu2f/9+2rVrh7CSDSAMVB4ySzPkj5/P+i4DhSOSiMitRsJLi6nYnISgbDJChSz65mcWLFjAxo0bkcsL9u3Kzc0lLS2N9PSS/29eu3aN2rVrA5Clyubk40BWPfydk6n5i++1IqyJm5xBi5wYHvgGPftnYNS6RYExy2JCVBFYSu1IVucQbBxPmm00OaossjKzMTLOnzJZnBti3khXaSJez0ONl+UjV9wkDXmQFYE89xESgRSpyKRUEdVUZRpubvpLOzcIr9IhEAgICAjgrx1niI1LJi1Nc9+2e+PHuLi4YGtrS1hYxaT4HTp0iDlz5rB7/WHMkmqgvmeBeVItJMW4OCc9SCY3JxfHWiWvay0tI4IfkLNyJ0qlslSO2WZmZtSuXZuTJ09W2twMVE+USiWXL18udwuNMtV4nThxAgcHB3bu3MnNmzdJvyvAWOiIoCIKugqhtl8NpFIp2dnZLF26lHf6+/LTrO8QCgU07/xNhZ1HJpMxZcoURo8ezTtv1qaJmxwSKmx4WvdtTGpqqq427pdffkEul5NxS2wQXs8xJmbGRN0tfU8QA9UXsVhUpVbypcVEJMPERAbRcCX8LrduzcXBwYGWLVvSvHlzDh48yJkzZ3B2dubx48eYmJgwbNiwZxp0qNVqZs+eTdOmTbntrUZ1KY7HOak0b96c9PR0TgouIJPJsA+1YICtG8MD38h3/P0gFdN8tubbpu9Ij42kBjfizmJpaYmroKZGeJlICcwMySeiStsk+UVxPBQIBJiIzPCWNdNtSxPFY6Y019XLFYcQYbGrw5WJQXiVnhYtWrBk9W98Ne8fendtyMI5o6jlbMflozP5eu4f3L17F0/P0jdPf5pLly5hmlADmVHp7m/Uaoi99xBnjxrERcaXex5F0Xl5LP+b0Ygp69czYcKEEv8f1a1blxMnTjBw4MBKm5sB/TNhwgQaNWrEqFGjUCqVvPLKK5w5cwZTU1N2797Nq6++WqZxyyy8Hj16REZGBtlhRpiIiu/3Uh7+XP4uP63ey48//kjr1q0ZN+Y1ABSKbExNTSv0XAKBgNdff53YB8l4VOjI8ChWY+VqZWVFREQEWVlZKG4bVYgBSVWToUzDVGRe/I4vAVIjCckPU/Q9DQMViEgsRqmsvsIrL9ZSB9TxalIe5hDhEMGJEyeIv5WGlcSRlAQ1v7bw5pHLY95ftIj3338fV9fCxYJAIGDDhg0cPXqU2rVro2in4BU0C1IuLi6oVCrS0tL4448/2G6bSPfExzozItBYxIMmyqNvwaVFLJTgbFyHTFESvzV1Yp/iScQrr3gqrYB63gVXYeSoslCqVdSiLsbiktfvGvtZFOpuXFUYhFfpsbe3x87OjuDgYP73SyQL54zSPRZ0KZQcylejr40MPHjwAAt1rTItLMfce4Bz7RoEH71arrkUx+8/5ODo78ipU6do165diY7x8vLi+PHjlTovA/pn69atDBs2DIBdu3Zx7949bt++zfr165k2bRqnT58u07ilXqbKzMzk1q1bSJItUd+zQCKsXNEFULOGDXOmD+Pi4W/4sZuNbntqWkap3GhKymuvvcb8n48CFfsF6+JaSxfSvnPnDomJichzUyps/KoiQ5nGXfml59IQpDIQiUUkPShf6NlA9UIkFj5XTpUCgQCJUMq9o8kow2TYSmvq+teNCH7A5n32bOxYlzVr1pCYWHSjb6lUSteuXfH29qZx48Y0btwYDw8PJBIJRkZG2NnZMW7cOLy9vXFvOrbQMaqL6NJiLrbC3d0dhUpJtiIHqZGkzNGuF5FslQJZQyVxinvczbhAbNa9Eh+bmpNEenp6pTvhFYfhu6j0DB8+nE8//RR7e3tGfvaPbvsPM0cQHBxcJpONjIwMduzYwRdffMGllbuxfFx8WmFRxEXGU8OtdG5xZSEwM4p1w+tz4MCBEj/nOnXqcOPGjUqpsTVQfUhMTNQZ4e3du5cBAwbg7e3NqFGjuHbtWpnHLbXwunjxImKhCDOxZfE7VwAT7DUX9KwzwWSdCUZ+OpSkBZvIOhNMekZWqayVS4q5ubmuZqIiv5RrOtfkxIkTfPnll1haWnL79m3C0q/SSFr5F5eKxEhogpdZU8MqIyA1liIQCEiMLXmOuIHqj6iamWuUl8DMKN7fnMbPAW7873//K1eOulAoxM/PDzMzM06cuQFoCtWra02TkciEpKQkxsTfxlpphJtMk25ZlVGr6uyIqFTnolarsZHWxMW43jNND/KiVquJyrqNj49PJc+wZBi+j0qHUCikVatWTJ8+nYcPH9K0w1fEJ6TQoJ4L3381hEuXLpV4rJSUFGbPns3SpUuRSqVYpbgRjx3iMoougAdRCTg421aqwYaWyR9Gs2jWW/z444+oVMUbndnb2yOTyUr1Ghl4/nB0dOTmzZsolUr27dtH586dAc0CQ3m0R6n/owMDAzEyMS6xQ1V5WZwQylifrWz6NJZNn8ZyP0jF/SDNB2PrzjOEh4dX+DmFQiEqlYoRwRXbnbxGLUfu3buHt7c3xsbGgCbXOtj2Bu/PaEBiVsz/2Tvv8KiqrQ+/50wv6ZWEFCCE3jsIiCDqFRALdsWOetWLerF+KrZrL1e9YkNsF9GLYm9gAWkRkN4ChBCSkN5mMn3mfH+MCemZJDOZSZj3efIoZ/bZZ085++y111q/1WFpX19Tbisi27Svzapj3ZXYhEgkSaI4P+jx6k7I5DK/1fDyJXd+bkbIC+GFF15gz549VFRUtCuk0mazER4ezorP3Qnm7jDDwEUo1lN8uIpJfW3I25hv4k0C0fjSyPRU75Wjl4cRrvBczEAQBK6NvoSNGzf6TILcU4Lhhu0nNjaWa665hksuuYSzL30Zo9GMSiljzZo1rZ5bVVXF9u3beffdd6k8bMd5RM/2VVle+S7KiypwOlxE94hsvXEHyTDncM6MUaSlpbFjx45W2wuCQN++fcnIyGi1bZCuy7XXXsvFF1/M4MGDEQShVlk9IyOjnqp7W2mz9bRlyxYUCgWCw3eTnFNyIDrKQR6NIAh/KU799WIxLBvtdv3dfM1ZvPXhehwOh9dDDtVqNd4MXtDo1OhDtWRlZXHo0CH2799Pjx492L9/P1deeSWPv/AlJc4Shk5LJ39jYCrkWZzVmJ1GkjSNC2efqkT1iECS8GiXLEjXQSYTcXWRHK+2opJpsRfI+fPPP1m3bh25ubmcdtppzJw50+N59M8//+S2607njgWzsG7cGrDerhqsLjMhPZVoeoYxwGAjVF+T5+W7a2aYcxoZWt0trHGLJZfrLhtPRkYGU6dO9ds4goZXx0lLS+PMM89k0Gn3MHxQPHa7nSNHjjQpsuFyucjIyOCrr76ib9++FO2uJkIZ69XxSBIU5pYQlxRNUW7z4dHe4uZBK3nzd3dR5REjRrT6e0pNTW1zDbAgXYvFixczZMgQcnJymDdvHiqVO7VKJpNx3333tbvfNnu8du7cWVuDylfEjFKxy7S/2dff2KvEuOEwOp2a6HAZmzdvBty7sI8++ihPPvlkh67vi3jxiNgwDFVGqqqq6NGjBxERERQWFlJdXc2nn37KuHHjiIuLI2ud7xR8OkpIfwGT04CyE/L6ugphUaHddoF+KiOTizgd3deYVohKctcbqNghoS3uwVBVAU8++SQvv/wy69evZ+PGjTgczReQPn78OAP7JQGw4s6Tip6Baljok2TcrI1DhotKlwMpLJtZF5lqDaPWJOXbSqB+Dr4gKTGaqqoqv44haHh5h9GjR3Pvvfey52AJ8y8eU09W3uVy8cEHH/DQQw/x3HPPcfToUTQlcRRsNhOq8I1XqiS/jJgE33u8wH3PHr/5G5KTkz2S009JSWHnzp2dMLIg/sButzNt2jSGDBnCnXfeSc+ePWtfmz9/Puedd167+26T4WWz2cjMzKw3AG/jcNnZsWMHM2fObHEijVp0KU6ni2PHi7BarQDs2rULs9mMUqnEbre3uHBoCUEQKCwsbNe5zREZF05FURUjR47kxhtvxOl00qdXPK8+cyPl5eXs3r2b3NxcXIILk9Pg1Wt7C2ummj66of4eRkARFqnHbmvf7yxI4CKTyXB1w1DDphAFkQ8+MaPIi+bFSwYxSnWcjz/+uMXi9PHx8RzLrb9J5Ctjw+bqeBhb0dEKHJKEDBeCUoGEhH5SWr0ixzV4wwhrLqcrEEMNO4okSYSHh/t9DEG8Q0xMDDfddBMPPP4R7733HgcOHGDNmjW8/PLL7Pj5AJrCeJxH9GT/Vo5cULTe4V+4JCfF1jxKrPlYnZ65motPlBLTI6q9b6XNXLu1gAcSBY/CLJOTkzl06BA2W2B7+4O0D4VCwZ49e3yyodMmw+vAgQPIRJHCP32XhyQhIUkSu9cdptCS0+SEmmHOwbpxK6NmLCY6tidjx44F3EqBy9+4hRMnTnDPPffwwAMPtMuAslgsRER0TE61IcOm9yWGcs4JcfD+++/jcDgoKDKw+NnPAWqroOv7gjm8GJcUeIs+URCDu4oN0IfpsFnt/h5GEC8jysRumePVGjc/kslLb5fx+2WT+PHHH2ujCRpSVVWFRq3k5gZ1u7xB2owYHD1LubEXbN5/G/sNf1Btr+KQcbt70eZqW3ygyWnA4qzm7PhkRFxExmi4fPEkAGZdFNg5tV2ByN93sW3bNkwm/36WwWeT9+jduzdLlixBFEXWrVuHadVuCncbiFYltrkvh8tOtaOSClsx+ZYjVMhO4OxR4dG5JfllRHeSx6uGOz4zYTAYyMlpeeMlJiYGuVzOwYMHO2lkQTqbq6++mqVLl3q93zYZXrt370bp0qCR67w+kBp6TYmioqICkJAJ8iYn03GaZJb9uB2nrYKQkBBCQkIwm80cOHCAEUN7cXzXf8jd/ToP3T2b//73vxQUtE0kY8OGDYwfP947b+gvysrKWHPgKJc9dQOiy4jBYODCWWN4ZNEFgFslpX///kyfPp1Ro0ZhcQZmnleQ+mj1Gqxmq7+HEcTLdOccL0+4+L1SbqoYzJo1a8jLy2v0+sGDB5n7N/cc+XLxYa94uyRJYuENkRw7dow5c+bwYlUun6zaQEREBMkKPVaniTJbIRU2d1V7s9NIgSUbg8MtbONw2cg3NxZbCh8g55Y+aQxYmI5McOGSncxj009K6xQvVF0PWnfzep3YmMS8WQN4++23OXDggF/GEAw19D6FhYVERkYSvyuMPXYlYW0QXqmyl6Lub6WXTItdslJmKyRUFJgTMZNYKRVNYbxH/ZQUlBMZF97p3+2S0fG89957VFc3vw4TRRGdTtshWfEggY3NZmPJkiWMGjWKBQsWcNddd9X7ay9tMrwyMzNRyrxbsLgu1Y5KVq9eTWpqKpHKeKJVCU22m6BXMqDawaGsAiorK7HZbHz11Vc89eAFKJUnXd8Xzp5ARkYG69at83gMBQUF/PDDD2xZ6Z1dDEmSODe+Gr1eT0pKCgP7JbPkxVtQq9Xsz6rm32//AsA/bp5Nbm4ucXFxbqnKdhQcDNL5qLUqrOZgqEF341T1eNVlSWk2b09IZsmSJY12f81mM/8Y/UWHDS5JkojCSbWjEmW6mW+yZQwdOpSvv/6anz+/j5KyKtLS0jgclsOQ4UOYHjaOORGnMU6TzHhtH4ZqUrC73PefKMgJVUTVhvnVGDhvhvbi6pT+/PzUdjZ9vB/0Go/G5k0DqbsZW3XZZLRxzvSRHNi/i6effpqysjJ/DymIF1i5ciUqlYq7Holp9fdrcVZTbiuixJqPlFKBPNHGzJkzKRloRCPTk6RNR66I45jLQqgiymNDqrKkClEUCI3oXNXUGz6u4o3nruSdd95psZ1MlAU9Xt2YPXv2MHLkSEJDQ8nMzGT79u21f56oXzZHm6QAMw/uRymo232x1tCIIQyQp2Et0SGXtRw77DysYuzINDb+sQ9RFNmzZw9z37qqXpuwUB1H/nyTa/7xUavXttls/Prrr2zatImv/3sX/5m3tV2LioUxabxcfLj23yangVfyDvNmak9mjA/nk1XrmR4iEB0dzXXXXUdubi7LP3yLf7/xNb179+a3335j9erV9FD1JtaHRm4Q76BUK6ko8W9ieRDvI4riKZPj1RILPjHw9Qtn8bd/LeGpp56qPV5VVUWG+ViHyor0PiOKffv2UaRQMDQ9nSFDhjBw4EB2795NZWUl0y94msGDB3PNNdcQHR1NRUUFb775JpYsG73VyahFFb3UKfRSp/CHYTsmZKQpnLxV8BG71v+buJhwAFRKBQcO5fLSEx8xrFhiptkBHqzjmlIlDNI0vVPjiYsJx2q189hjj/HUU0+h0Xhm4HqDoMfL+zz00EOUlpZy5auvMlEaXnvc4qxGJsixSzaEBPemcrRGQ2pqf9RqNePHjyc0NJSqqqq/VFLbP486nS4qSw1ExIZTWda5ue+3XfY90aM1HDp0iL59+zbZJjwigoMHmxeCC9K1+fXXX33Sb5uemocOZaKS+W4yNbsMHDbtY0jopFbb7qgoYePuA5xxxhls2LCBsWPHNjnxJvaIJC8vj0OHDhEVFUVkZON44X379vHxxx9zyXkjuPbScURHhrZ7J7eu0QWQODoMZXEyCqUWce8utjyzmjLHELJMWTz33HPce++9HMpy53eVlhSwbl0xUycO5tC2YO5BV0CpVlBtDFav726IMhGXK5iwDzDvrh0UueoLaZx++ums+WQDUcoe7eozbUYMRqORRx99tNG8PWTIEB555BFkMhla7cnNp/DwcM466yy++eYbbBFQUlKCRqMhMjIS40YFSlGFeagK1sGF175GdHQ0mzZtAkCj0RASEsITZ55GiUPG/pczGbAwHeOGw4CccZrkJud8b4YH1u2j7vXqKit2VRQKOb9+9QQatYonX9/OE088wSOPPIJS2f4Cum0lKLDhfaKiopg1axY//vgjpiMC/U7vSU5OOSqVgCDIufbahURFNS1+ERISwm+//UY//WjUHdhELi+qJDIujOwDx9vdR3sJ26HiB+sPzRpeSUlJHNgfNLy6K++99x6XXHKJ1zeRPDa8JEki89BhZqinkOWj/COtLJR0/ShED8Ls9KkSmsMaRo0axa+//sqw/uHk5pfQM6F+HLJSqeCb/97FwAm3AXDDDTfUFkEDeP/997FYLPy66j56xEfy1fd/cNaEd7xSIDpWgNVr1zJ8+HCUSiXn3PAbdlsYP5NDjJRGoSuTH374AXAvKnQ6HaWlpazduIckdbBWVldALpdhqgoaXt0NURb0eNUgCiLJycn1vArTpk1j06ZNOPLtyEXPlc1qyMjI4Pnnn2/WSxESEtLk8aFDhyKXy4mNjSUyMhK5XM6qVavI6ZmDQuXixIkyPvjgg9p6K5mZmfTrE8ORY+XExsbS+5KeFFeffL4c33LyO27O+PIVDY25zr6+t5igV7Lj4uUM//RyAJ6+dyKjB8BTL77ITTfd1ORmp68QBCFogHmZ0aNHExcXx+bNm0lISODqq6/26LyjR48SEhKCy9WxXNmKkirCo3xbwqg5jjiMqO12iouLiYmJqfdaRkYGGRkZOJ2OoMe1m3L//fdzxx13MG/ePK6//nomTpzolX49zvEqKyvDYKimZJDRKxduCkEQ0MhaFu6oeViFz52E2WxmxIgRHDlyhB9+3c8Tz/+vyXP6p/fk5y8eZ2C/JLZv3157/OjRoxQXF7Pmf3fQI979cJhzzlivGF02l4XVFesYOXIk0fZUzNWWerLjRkc5aWlpnHPOOajVaqKiotBqtQySxQFw3OK7uGGLs5oyW9sER7oLTslJhb3Ya/2JMhmm6qDh1d0QRSFYFLsO48aNY/HixTz33HPk5OSgVqu57rrrcCSUYXI0DgGqspdSbM2j2lHZaCE8QhWPSqVq10JFFEUGDx5MbGxsbbHn888/n0cffZRrr72WRx55pNboAnjiiSewOnVYrVYumjUE1bABCIr6G3t1JeUb5ofV0BUNos5ik9HGzmN6Sp9bUXvsojkTef3py/i///s/Skp8X/wWgh4vX5KUlMS8efOYNKn1aKQaDAYD/xjZC6286U0UT6ksMxAa2bE+OsIVFiUbNmxodHzdunV88PrfMZnMlJeX+2FkQXxNbm4uH330EeXl5UybNo3+/fvzzDPPtFmwryEeG17Hjh1Dp9NRXV1Nhd13E2l29b4WX695SE4eP5DU1FRkMhl33XUX+fn5XDhnQrPnTZs8hJeevJ6EhAQMBgMrV67ko48+4puPbqvX7v1xX3X4PZRY8zlYvZWYmBjsh7WEhodgrKzvJQyRR1JYWMi//vUvzlD3ZZapF7faRzFQm8D06dNJTGy7bKunyAQ5SrHz4u8DCZfkoFrrTcNLwFgZDAvtbgRzvOrz5+dHEPJCKdtvZcWKFSxfvpyUlBRuu+02wgbIGD63FwApMjXKdDN9T0tk1tXTGXBGMoaoXIyOCsC9ON4Wt5+pU6d6dXyCIJCQkIBCUd/7FhkZyT333MMrr7zC2owCvl39B9Jfbfa/nEnSGJFhKcYm63n5w/hqLaSxOcPQn2SYc9hktPHge3JuHrSy1gAbNzqdNZ//Hx988EGnjSXodQgc8vPz+eCPjiv+VpUZCPOj4bX1RDy7d++uZ9hnZmaydetWVny+Hr1Ow7Fjx/w2viC+QyaTMWfOHD7//HOOHz/OTTfdxH//+1+Sk5OZM2cOX375Zbs2aD02vHJycoiPj+e2225Dk+y7BUmMquXizJuMbgWrbTuPMH36dADS09MZPHgwp40b0OK5H6w6RHx8PE899RSXze7Dpu/+j5josHptGuZotZUJlw0kz3KYtLQ0Yiy9EQWRkAg9hor6hpcoiKiKYzAct9NXE0eSMpKXXBvZElXOeeedR0xMjM9qeSlEFXp5WOsNuyEKUUWifaDX+hMEgeqg4dXtEGUiUjDHqx5KUU2IPALHYR3Z2dlUVVURGxvL3XffTVlZGfbEEgrSKrjsssuQyWR89tlnVFVV8dBDD6FPE4gRIGqUnP79+3PWWWd16thVKhXnn38+z776HS4Jhn3iDos7vsVVa3zdPMjGBL2y3t/mj6bU66duceXW/tpLS0ZV3X7rGmH+Nsbqvu8ZS/IZ0ftFdly8nGGDe2Gz2TCbfR8VEPR4BRZbt24lRNHxMNPKMgOhUf4zvNSiiqFDh/LTTz8B4HA4WLp0KWm64UjrIpEQWq35FaTrExsby6RJk5gwYQKiKLJ7926uueYa+vTpw2+//damvtrk8YqOjkan06HX66l2VLZ13B4hCAJFlhxsLkuj1+o+WBwOJ846dXbGjx/P/IVNhxrWYLFYWLlyJS8/cRlzzx2PTuddhUa7y8Ybb7zBqFGjUBfEoRDdIS/6EC3VVfUX5y7JRZW9lLh+YfwQepyHi79hzpw5PProo8TFxREdHY3dFawPFciIorugdMPvNkjXRxCFoLhGC6SlpfHmm2/y9ddfk52dzXnnnccDDzzA3//+d37++WeKiorQ6XRkZWWxadMmFi5cSIZzOxUVFVx44YV+GXNsbCwXXXQRAHOvXUqfpecDJ42vGgOs7p9xw2GWjY5vl1HTGcaXJ/34yyC7dqs7HEcmk3WaRyDo8QoMjh07RlRUFHKh7fmfDTGUG9GH+U/hOcOcw55vjrN//342bdrE77//zqBBg9DJQzlgLwfEoMerG1NYWMjzzz/PoEGDOP3006mqquKbb77h6NGj5Ofnc8EFFzB//vw29elxMtPx48eJiIgA4IwzzuBIyhEOr/FeyFYNTpeDE9ZstPJQlGLThtEmow3NvVv5vPoP1Go106ZNY+jQoXz22Wct9v3JG1dgsVyMVqtqtk3NQ2qCXtlm79eAmYns+wy+u+cMvnuwtPZ8bagGk+Hkjp/dZaMiJIcePXpw/fXXk5WVRUhICP37969t09FkTYfLjijIEIU2lWprF+M0ye36vLo62hD377PaEDS8uhuiKCD5yOPcHTi8pphqh4Of9qxl8+bNlJeX8+yzz1JRUcG3335L2cp7MZhtbLCILF2xgxkzZvDqq6/6PQk9PT0dgH79+jHhb4+z+fuHOHzdqlqRjaQxJ+fL41tctcdvHmTjyTEJPPievE2GT0ck6Zs6r7VrN6WQ6M/8NOvGrXz27gKmznmSRx55pJ5KpbcJerwChxUrVmA6JEPlhZQGY2U1ao0KhVJeL0++MxEEgeq9MvaF7MNqtVK23YEoyHDhQqGQBz1e3ZTZs2fz448/kp6ezo033sjVV19dTyxIo9Fw991389JLL7WpX48Nr9zcXMLDwwEYMWIEq1atQiPFe/0hqpeHk6Dug9CEM66u/G6aOpal/7qZBXe/Q69evejZs2erSbyiKLZodNW9TkY7IiNi15ey6PbziZkxiVnbV/DyEvdxXYiGsqKTHsIqRxlWq5Vt27aRlZVFWFgYF1xwQb2+kpKSOLRxM0pl271yLsnFXsMmUrWDCFM0LfXqTZr7vCRJQuxtoPqQ0OEE20BEF+oWgqk2BMU1uhuCINbzqAdpjE4ehk4ehrPIQWnVYe6++25uvPFGkpOTGXH1V4Qr3OHSleE5lJWVdaq6XWuMGTMGp9PJmJmL2b/xGQB2XLy8nsphQ75ZqeXmQUYytrbtWr6SpG/uOoHE+CvXsWx0PNnZ2Xz33Xf87W9/86nxFfR4+Z+KigoArxhdAOZqC06HE32YjvJi30RaeYIgiPx3ZCTfrNTysuDeZJYJ7pIXeXl5fhtXEN8RGxvL2rVrmTChef2IHj16cPTo0Tb167E7JD8/v9bwEkXxryRm7+8wCYJA0rBoDPoTzbbJMOegl6m5cM5EVn/2f/zvf/9DFEV0Oh0T/vYUy1eubff12/vwSpeH8Zm0j+deXYXJZK33ANfqNZjqeEXEGAuCIBCvSiHMmkD//v1r5ZO///57Fi5cyNGjR9tdM63Ulg+4jVh/c3xfYZvkps0OAzFjOqf2S5H1OIWW9i9WdKEaJEnC4adduCC+QxCFYI6Xh4jI6N+/P5H2JFatWgXFGsLk7rIeoiCiKI1g2bJlAeeRGD9+PIIg8PPanQAM//TyWkn0pDFi7b+Hf3o5AxamMyzFrejbXgPKl4ZRc30HgjF27dYCBoaMY8PXf/Lkk0+ydm37n89BAp+vvvqK8gM2r/UnSe7NTX+GG9YwY0l+o8iesLAwcnNz/TSirsO6deuYPXs2CQkJCILAF198Ue/1xYsX079/f3Q6HREREcyYMYOMjIx6baxWK7fffntt2tOcOXM8+uxff/11evXqhVqtZtSoUfz+++8ejXnp0qUtGl3gtllSUlI86q8Gjw2vgoKC2lDD/Px8QkJCEHwUxla6x4q8snUPSelzK1i2/Gf279/Pu+++y+233865557LYy98S1FxhU/G1hTLRsez2vk7RqORqVOn8vHn62of4AAavRqT8WTOWnV1NXJDCHHqFMIUUZw4caI2zPCXX37hxIkTZGdno5W1z0sUqYxncOhEZB7UQ/MlgiDQU9O32ZDRpii05mI0+q5kQV0iFHFEKuPbfb7aA+9pkK5JUE7ecwRBQHUilhB5BLriBCKUcfU8D3p5GElJSY0eooHAokWLePi5H7jmzs9rDcPhn15O1KJL67VTTRxdb073t5hFV0MhqohRJaIt6kFmZibvvPOO1++vpgx7g8FAWVlZvb+gJ9t3uFwujhw5Qog8wqv9VleZ0IYEphJzeZaZkuJTszxPW6iurmbYsGG89tprTb6enp7Oa6+9xu7du1m/fj2pqanMnDmT4uKTKU0LFy5k1apVrFixgvXr12M0Gpk1a1aL9/Qnn3zCwoULefDBB9m+fTuTJ0/mnHPOaTY8dMWKFU0eb4rjx483WWqgNQTJw23I0NAQLr74EsrKyti/fz9iXliteIQvcUoOBMRGuUoLY9KYnzGHLX8eYsYFjxESElIbZ3n48GHefvttPvjPTZw2vu0KdiN6v9im9uMu6U9+fj5XXnklTqeT++67jxVv/533r9lDhjmH25++hm8//AVtL4lzT4/noYWrUYoalH99fkNmJ5OXl8dVV13Fxo0b+d/7XxKvSkbdSk2zIP5l5NTBzL5mBo9e+7K/hxLEy8y+ZgbVVSZ++Xyjv4fSLSi1neDMS0/j7LPP9vdQUCqV2Gwnd+QlSWL58uVUVlZyx3Xu3c2cPPfDXqtRMXPacFKSYgF3ztL+lzPZeUxfq7DbEg09Tr401gLBu+Upw85LZefOndxwww3ExsZ6pU9RFJHJZFRUVPD111+zf/9+tFotUVEnw+0dDgfFxcX885//RKMJzIV8VyYnJ4fvvvuOsj+9a9xefc+F7N50gO2/7/Vqv97A5DRy3LwHsyMwxdBGjhzJ5IIoRui8N/ccMJ/gU+UBsrKy2nW+IAisWrWKuXPnNtumqqqKsLAw1qxZw/Tp06msrCQmJoYPP/yQSy65BHA7gZKSkvjuu++aVcodN24cI0eOZMmSJbXHBgwYwNy5c3nqqacatZ86dSqFhYVce+21zJkzhwED6qulV1ZWsmHDBj766CPWrFnD0qVLmT17dpvev0cuK7vdjsFg5KsPf2T7j5ko82M6xeiyOKvZU7WRHNMBnNLJG3mcJplLX0oAYMzIvpQdea/e5J2Wlsadd97Jhde8xI3/aNq6bomGEsLNIUkSD7w0jm+++YYrr7wSQRCQy+UsWrSIK295k7j+u7ktuhchOi2PPDuVL774giUf/IFeHl5rdAHs/jqHoxmF3HvvvXz++ef0UKUGja5W8FRqv9CSg8nZuMCrN1BplMFwtG6KIAoBFxrXlVGLWvbta7lGY2dS1yMnCAJXXHEFM2fO5Is1eaxanUupqQdl5gR2HoK58//D9Iv+zcY/DtR6vpqr/dWQuoaWr4yumnF0JQ/czi+zsRxR8MYbb1BaWuqVPsvLyykuLubpp59m2w/7UebH4Dyip+gPa+1f2Z9OZpT24MMPP/TKNYPU56effiLnjzKv92symAPW46UQFFicNux2u7+H0qlIkkRVVVW9P6vVO8anzWbjrbfeIiwsjGHDhgGwbds27HY7M2fOrG2XkJDA4MGD2bix6Q1Sm83Gtm3b6p0DMHPmzGbPWbt2Lc8//zy//PILgwcPJjQ0lL59+zJkyBB69uxJVFQU119/PampqezZs6fNRhd4KK5RMzHGq1M7RSWvBqWoITw8nOuvn88XX3yBQqFAo9EgnxCKauLo2naCIDQKT4uPj2fRokW8++67bb6uauJotmeNpvS5FXyzUsusi0zoJ6Ux/sp19dqNnavmkuue480336z3II+Li2Px4sW89NJLhPXM5natnLsfWcG8efPYvqrpHYIwRTR6awQ2l7nduV2nEgcNWxkQOrbVdmGKKJ9tEqjVqqDkeDdFEASCdpf3MDkNXDC1c2t3tZW0tDTS0tIaHZ88eTLHjx/ntvuXk5aWxqdvXukOO7x4OcOAncf0tW098YJ5G39c0xuoZVqsxwT+85//cMMNN5CQkNCojdlsJjs7m+zsbAwGAxUVFaSmptK3b19SU1MRBIGsrCx++eUXlEol58++AE1hPJoWbGKTFEd5+T7Ky8tr0yeCdJzc3FwqKip8UiPUZLSg1Qfmukj2l2R+WVkZcXFxfh5N0/SKMTMsxnspHI5yMxVZFYSF1f+uH3nkERYvXtzufr/55hsuvfRSTCYTPXr0YPXq1URHu/OFCwoKUCqVje7ZuLg4CgqaDvUsKSnB6XQ2+l5aOgdg1qxZzJo1i9LSUtavX092djZms5no6GhGjBjBiBEjEMX220IeGV4lJSUoFapONbrAnZg9ZMgQoqOjeeyxx5AkCZfLxWOPPUbGeamMG+2WBnarFWqprq5GpzvpKapJeLvq5pf48I0723z9qEWXMn/RyX8vG53JtVsLMDur0fV1sXO/mUsuuaRWdKSGrKws7r//fsaNG8emTZu48847KdxjoGRry25ZmSBDI9O32CaIm/4hYzxqp5bpqHZUIgpyNF72IipUimAeUDdFEASk4HfrNeSColbtrKshiiIpKSnce++9LF++nInnPs2X79/C8E8vdxcJTqmzoPGjEeb2fCX7LORwnMb7fatkGqw58M4775CWlsbs2bMJCQkhNzeXb775hry8PCqOWdDK9MgEOTJBwaGNG8idksuRI0dQqVSEh4dzg0XF/5xalCrPVItvcun5+uuvufrqq2uPS5LEzp07sVqtjBs3zqvv81Tg008/pWq/hNoHqeWWagu6ABDXaApREFEqlJSUlASs4eULwsPDG9UvU3lw/7XEtGnT2LFjByUlJbz99ttcfPHFZGRktBiO7EmJkoave1rWJCoqivPOO8+zwbcBjz1e6nbImnuD0h12Pir7iDvvvLNW+e/OO+/kkhufIWvby7VWZ48ePSguLq5neAEMHjyYKy5qOc/LaDRjszuIjGhZzGL4p5fzh93BgIn3cM45l9a6QBty/PhxFAoFx3cUkxrhFs1Q2rU4CS7kvEVbZIPdYarelxlWqhW4nMHvtDsiBkMNvYpMUFBdXe3vYXQIURS58sor2bZtGxP/9hjfr/hnrfFVw7AUI0ljRI5vcbFpb9cLAWyJukZX3Xph7ak3VheVqEE6rmbH0UwOHnwelUrljmI5JKGTx6NpsPTQyHQUbDajlXowRBXDntwSXsZBbE8nCqVnFXJ2nEiiTJPF8uXLMRgMHDt2DEEQiImJYdeuXej1egYNGuTxezjVyczMRC6Xo5b5JrrEYrIS1aNzvJPLRsfXFv/2FJVS47WQ2a6CIAiEhoZ6tU+dTlcbeTB+/Hj69u3L0qVLuf/++4mPj8dmszXyVBcVFTFx4sQm+4uOjkYmkzXybhUVFfnVSPbIhVVaWopC1jkS3w1RiErsx1QsXryY7OxswP1hjh8/nrnXvlu7OLrqgoH8/PPPTfYRE93yj2PynKcZNvW+Vsditzs48+JXOOuss5o1ulwuF19//TW9VcOIViXSMywVu82BM7hA9xuhikh0cu9OEAAKpSIYathNEQQh+N16EQmJ/Px8fw/DK4waNYqbb76ZmxZ9AlBP7RDchZeTxoge5YD5Al8ber7IWxMEgXBFjDsv66gO6WgoulZC1gRBYI/tZO1Ou83useH1h+U4NxT1545rR/PcQ7P4/YJRbHt2Hl9NTeHf/7qGf//737UJ/EFaxmaz8eGHH1K523fzpcVkRaPtnM3/uqHDnqKUKU85w6szkCSpNm9s1KhRKBQKVq9eXfv6iRMn2LNnT7OGl1KpZNSoUfXOAVi9enWz53QGHs1SVVVViJ7XWvY6GpkeV7mL//73v1x22WX07t2bCy+8kM8++4whUx7k64/+wWUXTuHFN9dSUFBAfPxJiXCTyURYaMshZs88NJfSstYFGN5f8StxcXGcfvrpzbaprq4mOTkZY5Xb367UKLFaumYM/qmC6y+PWFtDaRVKOa6gNHG3RBAFX5QpPGVRy7TdKvk8OTmZqqqq2n/XGF91vV/+YIJeySajrUNhgb4IKfQUQRCQtXOt4bA5kCvkf5WCaP3mfaXkCMw/8pfxqCTjrQ2YHAYOVW9nlG4ohnQLJSUltTkmQRojSRJvvfUWjjwVGrnv1ohmk7XTyrcMSzFCcevt6iIiqzcfBGmM0Wjk8OGTNdCOHj3Kjh07iIyMJCoqiieffJI5c+bQo0cPSktLef3118nNzWXevHmAu17a9ddfz913301UVBSRkZH885//ZMiQIcyYMaO23+nTp3P++edz2223AXDXXXdx1VVXMXr0aCZMmMBbb71FTk4ON998c+d+AHXwaKVZVVWFIHVuflcNkiRRbitEKwvBkiXn9ddfr32AX3jhhVx00UVMv+Ap8vJLWXjjFP78889655vNZvYdyCEru3nX8cxpIxg/uh8PP1X/oWkyWXnqpZVMu+AlBk9+gOVf7G1R/hLcUvZHt50s/qxQKrBbPVtwOCUHdlfQSOtsSmz5VNjbONMCMoUsGGrYjQmGGnoHSXIR0h+fxMr7E5PJ1Og3UmOAHd/iqp/71Yl0VOWwbvhgTb2yttYt80d4pcPu3gSTyduWZJRhzqk1NBWiijFjxmAWtSQURnPw4EGvj7M7sXLlSvr27ev1ul0NsVlsKFQKn16jIwiIQcOrFbZu3VorTAFug2jEiBE8/PDDyGQyDhw4wIUXXkh6ejqzZs2iuLiY33//vV7I70svvcTcuXO5+OKLmTRpElqtlq+//hqZ7OQ9f+TIEUpKTnrCL7nkEl5++WUee+wxhg8fzrp16/juu+/aXPTYm3js8cJFG8otew+bZCHHfJBqbQnxtnRUpTp27tzJ6NFuVcNBgwZx+eWXc8F1b/Cfpy/hqVd+JCwsjEmTJgEwbNgwrv77fzhn+hA+fmdRs9fRaVW88uY3XDlvKulpiQDcfP/XAFxwwQX1vGitYXVZcEoOZIIchVKO3eaZ4VVgOYZdspGqPVk3wOGykzolEpPJ5PXaGEHcxKqS2nWeTCYGw9G6KYIoIAVdXh3G4jThiCtnQO/RJCcHRq6Ttwzq9PR0flm3i+lT64ed1+R4wUkPVGdQc50JemU9zxe0vcZXc7lbbTW+OtNz5rA7AJAr5Nhtjnb1oRCV2DJBIcIhaz4jZD5QiugmrF27FqPRyKHVRT6/lt1qR9lJhldb87sAcApBw6sVTj/99Bbn3s8//7zVPtRqNa+++iqvvvpqs21qUpLqcuutt3Lrrbd6NM6msNlsHD16lD59+iD3gmfXY4+X1L55rMOoRA399KORy+U4E8vJEo7zv//9r1616KFDh5KYmMiNd32IyWTi559/ZsWKFbhcLiZMmEDfvn2Ji215RyY8TMfDiy7mxn+uIPNwHi6Xi127dnHmmWe2yegaMmQIEcla9lRtRJIkFCoFdmvrH55LclHtqEIr1hf42GvYxLfffktRke8nt1MVp+Sk1FrwV8ih58jksmDuXjdFQAjWaPMC2r5OFi1axAUXXODvoXidadOmcd0/3uHgobx6x6MWXeqnEdWnbo6Zvwo31/WctUZbvWoNcTra5/FqDodkD4YZNkFVVRVvvPEG+/fvJ39j5wjm2Kx2lOrOMbysTjMFluw2nSM5CBpe3RCTycT111+PVqtl0KBB5OS457o77riDp59+ut39emR4ORwOv9a0Ucu0hFcnYT4m0I/efNJrFEuXLuWHH34A3HHhl19+OQ8++CD33Xcfubm5lJaWsnjxYgoKChg1ahRDBrbsVlQqFfz4ex6RkZHMv+MDBk9+gD59+qBWty2hUy6Xo1QqWf/d0wiCgEIhr92Jaw5JkthdtR6HzEKE8qRsZqW9hNDQUMLDwyk73LUVwQIZg72MUvuJNns4ZDIxKDneXfG+COYph8lpwGw2d9taSQkJCdx6663MuPBfFBVX1HutJuSws8MNWxL06Khh01K/nrzeWru6IX8Nz294blN9uVwSLpeEXNF2w8voqEDWp/53lTQkplGdolOdAwcO8Mwzz5CdUUzZn842qQt3BLvVjkLZOYaXCydmZ9vuW0miW+WwBnFz//33s3PnTn777bd6tsCMGTP45JNP2t2v/xQz2ohapqXMXsgx83G2lUfw98R0DjVRFyYyMpKnnnqKxx9/nGHDhvHoo4/icrlYGxfHRXMmNiu0cfRYIVVVVdxwww0dHuv8+fO56Z/vY3coEWUCdoeN6ph81Go1SqWSkv3VqGV6FIISUZAx6oI0TOtPYDAYkJtPfiXDzuxL375/49ChQ+4q28H0L5+gFNU4RAsyoW23g7vWU9Ar0l0J5ni1H7OzmqjBKiZOnObvoTSJu0B2x7/f3r17M27cOPJOlBEbE17vtRqp+c4ON6xrfLXl2p2Rl9WUDH1DY6smRLGp11sLnZRcLrcwThtRiCrKD5gJ/Wttb3IYkBnNxMTEtLmv7srevXv54osvUBfFIlN07tLR6XQhtuN7bQ8amZ5eusGdcq0ggc0XX3zBJ598wvjx4+ttMgwcOJAjR460u98uY3gBxKmSUUQ5ebzwEF/0n8T1hw402S4qKooXXniBf/zjH5SVlSGKIpWVlXz9wxauvPj0Js+558mfGDJkSIfHuHbtWg4dOoTL5WLU7P5glDDaq1AoFDz44INkZWVx5MgR9uzZg81mRqVSUVRUhFKpJLw6CUF20gmZmZnJ+eefT1FREb1798bS9NsN0kEsLhNypwqX5ERA9HgXTwjWeuq2CKeIy8viNKEQVcgE7+WyVNhLCO+r4IwzzmLw4O6/gDl+/Di9Upou8Jk0RgSMtTW9OoPWDK2Ghk1n0dBYajgGT2TqW8sZc7kkxHZ4YVSiBpWoqf23KMiazBU5VcnKyuLrr7/Gma1D3sYNSm/gcrm8FkIaJIinFBcXN1m8ubq6ukPeXo/vIFEUUKn9U5ekLoI9hUt6ylhvKMFms3HixAl69OjRqJ1MJuP555/nq6++wmXJ54dfdjB+9ECai/qbdUYyP/5+oukXPcTlcvHLL7+gLo1GQwxZv5Yw5aqeKJVK1Go1jz/+OBaLhaioKGQyGTqdjsTERPbu3cuZZ57JphV76/VXUFbGww8/TElJCZIk8XDPOSwv2YxDjEUvc9el6ixXf3cmXtUTnVbHCeth4tQp6GTN1/warenJVnMu4C6oKkkExH0RxLuIoohcLuvW363VZcZkq8ToKKevfrjX+pUEO1dffT09e/b0Wp+BTFxcHLOvWsIvnzcWbwq981IGATfN/5Tdx931gbZU+z90YZK6t1f7q5kTwT1HNvVaU/fSDqmg9vgOqaDe/Frz/225ByVJQqlRtemcspBsFBXhhMjCa4+NUcqotIc3e86pRHFxMStXrkTIC0Wn8Y+yYE34qFqnRgrAvGqZPWgUdkfGjBnDt99+y+233w6cXG+//fbbTJgwod39CpIHW/Z33XUXv/34O4/86//afaEgQYIECRIkSJAgQboT7777Ln369OHFF1/091AaMXLkSK52apkak+i1PreVF/Gv8mNkZWV5rc9AZOPGjZx99tlcccUVvPfeeyxYsIC9e/eyadMm1q5dy6hRo9rVr8cer7ysAv614LV2XcTbmF3VHDbuYHDIRBySDSnRwKJFi5qUefz44485ceIEu3bt4uKLL+atZ89vtt/TZj3JP//5z3aPy+Fw8OKLLyLLPZlMnjY9llGjRnHk1d04XA4+LP4MtVqNVqslLS2Nin2OeiEONVQ7q8iq3s1ll13Gt99+y0x5OmP0qfy7YDXy+DCKiopITk6mV69e5OTkIAgCiYmJHNlYiFrU1oYO2V02FGL33bVvimqngUp7CQnqXm0+t9R2AqVMU2/3syE1O7qD7hiPXCFn6RMrGu3UQv1dYF/Q3M5ykI5zwU3ncPxwHlt+2eXvofiEaqeBrGr3e9NqtURLyUg4CZPHdMiLXukoZcw5g5g9e7a3hup1FAoFTqcTl5eFccrLy3nxxRdxOByEhYVx4blDuHLe6fSIj6zXbneAeb9qGKNTNjme1uaVhvOQJ+f4in++soB3//UJZQUV7e7D4qpG09vF3Llz6d3bu57BroQkSbzyyitUHXKhFfV+HYsuTMs/nr2Op27+T0CG9x8zZNKnTx9/DyOIl5k4cSIbNmzg+eefp0+fPvz000+MHDmSTZs2dSg1yWPDy+WSsFoC4yEhSHIuvfRS9uzZg/OgmgnjxvHDDz8wa9asRm2jo6PZtm0bkydPZtmLzRtd4J5oCgoKiIyMRKlsm7Hicrl4//33iY6OpuCwGQCjo5LB6mTkcjm2GXK02lDMr5hJT09n165dVFZWEuFMJFIZ16g/maSid+/erFy50i3nH92L7fajJLvCseTZOWgsZ8SIEQwZMoRLL70UQRDIyMjAarWy/bd9WJ1m1twwnjFvrKG3djAhishG1+iuiJKCUCm6Xb9XyS5ilkwoFJp6Cfh1F6MOwR2vqkWBDRdWiw2H4Ki9Xs3r3r5f6uY9ZJhz2GDJqnd8uBDfqXVzujMulwuHwxkwc563ESQZDocDhUJBpDEMgyufMlklfZWhiEL7Cja6JCcGfSF9+8717mC7CBERERgMBubPn8+AAQPYtWsX51/zKiaTicfvO4/zzhmLQiFn5H8vRrx4OTuP6RkjFztNeKMhDeeKDeXt66dmvquLv+4bQRCwmm0dun6JtYiBIb1OaaMLYM2aNSQnJ7N/bz5WPyt7qbTu9ZjFbPXrOJqjppRBkO7HkCFDeP/9973aZ5cS16hBEAQqKys5fvw4akckGz/egz2hlLPPPruR1+vMM8/kzDPPZPHixZRXGLni7x+h0+n49M0r6y2m73lqPVu3biUvL4/evXtzxx13tGlM//nPfxg0aBCbV+yvPRY/XM/kyZMJDQ3lf//7H9XV1SxfvpyMjAyOHTuGJEmEpSpwHLNjk6yIiKhl2tr3WF5eTlVVFVOnTsW6N4TD5nwKbdWcG96XskQ5KSkpJCUl1b6PcePGMXjwYI4c+ReTKpM4fen33DGuPxNTInn0ewsmp4GU0THkbatALw9v56cf+IiCiCio2nVuiCKCI8ZdVNpLSNb1p8SWBwjMCnfH89ZIHo/TJCNJUoe8Aw0NqZba1bxe89+Gyec1Y+rsoqVBuiYyQU6aegROl5ND1u30UPciEl27jS5wC5LExMTQv39/L460a/Hyyy/X/v/YsWMZO3YsNpuNdz78kOvvWMKXH93D6ae5d0qHpRjZeUzvM9XDzpoHWlIo7GzaInh03JRJjKpn7TO3hihlD44dO4bdbkeh8E9Ok78pKipi8+bNiDnhCB2YE7yFKIrBmplBOp3marMJgoBKpWqzg6YG/99R7SRzTSEhISHEDQnBhYvqYxJfffVVs+379+9PVJ8riY2NxWQysW5jfSGLvXv3cv755/PdinswGAxtHk9RURELDtffMqzZURYEgdtvv51Fixbx+OOPs2PHDsYzHIfBTG5uLo6EMo479nHQuJWdlevYWbmOclsh8+bNY+DAgYiiSKa9CrOop1BWytKqTQwcOJCzJ0fz6qvuHdUaXC4XJ06c4N9/3MZjj8znlYwDXPrpOvYb/mDQ6b2YPXs2KeOiIbWSKntZm98ngMlp5ITlKPnmLEyOtn9WgU5v3WAilHFkV+8jWplItDKhnsFVs8iQXCCIjW8hTxcfDWWSm6pV05Rx1pTR1ZbrBmkdiY4Z1V0BpahGI9cxJHQS0coEopUdywEQBBGz2eyl0fmWzgxXUiqVXH/99bz22mvcdv/HSJLEkI8vAdzG17AUY7P1t1qqyxVItFaDq7MUFOVyGS4PF+hx6mRUYuM6naIgcsmYHuzdu7eJs7o/JpOJpUuXYstWBoTRBe6i2EGvUpDOJjw8nIiIiEZ/4eHhaDQaUlJSeOSRR9octu6Rx0uhUBAg918tMkGGtqgHJ6zZ2LQ2oqpTa42nphZMF198MatWreKDDz5g8uTJ3P7ACr54/zZEUeDAoTy+/WgB4H4gm0wmHA5HkzljzaHR1M/TcklOSktL61nEkiRRUlKC47garSyEFN1IhpyVwuavdxMn9kKl13LCchSby0KYIobf3tuOgmjK8k5OOD2ENI6YdpG3egfz3plPWIiWG+58CLlcTnZ2NgsWLKC6upqHn1rOy0/dwJ23zCFh0M306NGDyy67DKVSyYIFCygpKeGzzz6jpKSEqKgosjOK0cvDPdrxHnBGT375JROtVkt28T4Gho6rfc8j5vahsLCQnI0VKEUVDsmOXOhau4aCIKKXh6OVhzT6LdVdXPS3mwiThdQeb8/ioua8hkZYU7Vtato3dU5T4wvSAaRTRzHUW+/T4qwmMzOT6upqdLqm6yWeyqjVakRRZMiUB8nLy+Occ87h1QuSOf5mNrMuMjFsS/2H985jHcurCQTvd2deX/yrFIunC3RlE0ZXDacdC+WuHV8yZMgQZLJTR7GupKSEN954g4rDtiZTIPyFUqXAbg3cAsWCSLu9H0ECl/fee48HH3yQa665hrFjxyJJElu2bOH999/n//7v/yguLub5559HpVLxwAMPeNyvR5ZFaGgoojwwFyFhFUkcMP9B2rg0evceyapVq7jgggsatRNFkRUrVvDtt99iNBrp168fp527GIfDwaBBg/jk22Mse9FttOn1eqqqqggLC8PpdLZ6Q1VVVVFSUsLwXx5lOzCi94sUWo9z0Ux3zpnL5eLxxx9n2rRpPPbYY7z22mvYciwoRTUHfjhBuCK6tq8kdToGRzkSLkDE4qymwl6MC4nEAVHEafU4tw/CJIQzJPUZDlfvRBumIiIigkceeYT+/fuzbds2XnvnOxbeMofHnl1BcnIyd999d70xR0dHs2DBAkwmE5WVlfwW9hu7du1i/Pjx7Pz6KHKxeWPp2NoKkoSBFJRnMyBkbO3xUlsBu3ZVs2PHDvc1FImU2PNI0w5DLde1uUCxPxEEAVmD26NhOI1eUqKRKZtd4DRlUNU9vwZP/t2wL38vqLo7EhKnSCkvr6GW6Tgn4gzeeecd/vGPf/h7OAHJddddR1VVFenp6fz222/MfGo11dXVnDdwELIhIj+uzSI0NJTFUjjDUv466S8DzF+5YN6gM0IRZbWGV8dD0u7dU8WM+TN45513uP7669u0CdtVKSsr4/HHHyfEEB9QRheAQqXAFsCGlyh3r5ODdC/ef/99XnjhBS6++OLaY3PmzGHIkCG8+eab/PzzzyQnJ/Pkk0+2yfDyyI8VGhoKYuApyYC70GGSsj/r169ny6oDHDp0iH379jXZVhAEZs2ahUKhYMWKFfTr14+QkBAsFku90JPx48fz9ttvs3jxYu6//342bdpEbm4un3zyCWvXrm3Ub25uLmPHnjRAlo2OR4Daqvc1KlfZ2dlERkYyb9489P2b/jwd2HBFGdH0s6MdaOegcRtipJ1R0waRlJREREQEfU9LoDI8B1EQSdMNIzExkSlTptSGJS5atIiJEydyxa3L2HOoioULFzb7+Wm12lpv2BNPPEF4eDi2+BKSp4RRZD1OqTWfAkt2o/OUoppkbf96u+UxqkSko6H014/htNNOo8SeB4A1qoxS2wnMzupmx9EVqBvqN06TjORwIciE2mNNhds05QVryTNW81rQ0PIvkqv7hxr6gjynnY0bN1JSUuLvoTSLP7/XxMREBgwYgEwmY/r06dx333089NBDRCWOIzx+DAsXLuT000/nphP72FflDgUflmJs9/U6u0hyU9fvtDBDhds4cjRXrLONrH1/B5edN4Bly5Z5pb9AZ/v27ZzhSEErDzwDQqGUY7d553v1CWLQ8OqObNq0iREjRjQ6PmLECDZt2gTAaaedRk5O29ZnHnu8XELgJjbqZeGk6YahEFRYDol88sknTJ8+nSlTpjTZfuPGjRzb+QYR4XpMJivbdh5m0rgBta+//uTZwNkArN+8j/OvfoHrLp/C+TNTefeTHWRkZGA2m3n44YfZuHEjZWVlFBQUAG5vF0CEIo7//e9/ZGZmMm/ePHcul8OBy+UiOjoao9GIXFI1Cu1TihpUkZEMHz6c7777jlBZFCdOnODEiRNEKRNQCAq0iTKOHz/OgPDeFLhcuHJC+cP1ByNHjmTt2rXMnj2bW265hV27dpGcnOxxqIRMJmPq1KlMnjyZAwcOEBMTw3fffYezTIbdaUUuKj1atKhkGgy7YUjoJHLMmRw/fpxkdX8q7SWoRW23WdC6HE4EUWg296qG5oyylqibtxUoieunEpLkFosI0jZSpobTTz2PqKgofw+ly6BUKunV62Tpi4EDB3L33Xfz3JIlDE3owZ35VncuGO7ww+Y8XxaXlWJ7KUmqhHrH/Rly2Nrc6E1qiuw67N7LBXrt4d1Ej1awe/fuDslHBzoul4tff/2VKbLR8NeGaSCh0iixmgPX4+sSnEHDqxvSs2dPli5dytNPP13v+NKlS0lKSgKgtLSUiIiIpk5vFo8Mr7CwMJySI2BDbwRBQCcPA0AhKHHmR/Hjjz+SnJxMampqo/ahoaGE6N05WVqtiskTBjXb92njB1KcubT231fMmwpA+rh/8uCDDzJkyBC++OILPn6nfv0vlUyDlKsmNyq3tsZWQkICX375Jeeddx5Dhw7lk/2fMCBkbL1Yc5kgw3kshO8O/Ype3oMwrRyDI5oQeQRywS3UIZVIxKrs/FG9D5mgoKcmjaSUFB5++GEqKirYv38/cXFxXH311Wi19RWbPEEURQYOHMjAgQMZN24ce/fu5eOPP0as0hKvTmm9g78wOCrQRsuRqkPJqTpAnDKZYmsu0arEDqmn+ZO6hpDT5kSUiW1aVLS0CGrK2+XvHetTFUkKhhq2lUJLDn0UI7nooov8PZQuT0REBPfffz/vvfceywb25dp9hcBf3q9mQg/tkp1KR1Ujw8vfdNbGkUKpwGF3eF04peCPaj49/ilhYWEkJ3fP+XjDhg2MHj2ard91vtG1Pesu/tiWyfUXfo68mZqjGq0aa4BKyYM7vz1oeHU/nn/+eebNm8f333/PmDFjEASBLVu2cODAAVauXAnAli1buOSSS9rUr0eGV1RUFHanrcuIz8sEGcrCaD744AMmTZrE9OnT673es2dP9mceZ8jA1HZf4/sVdxMZEUJEuJ7qVy5Fq1VR+tyKem0EQcDhsCMIAna7nYM/FaBIM7Fnzx4mTZrEd999h0tqvDsnE+RE13l4Noy3FgSBHupe2FwWDhm2Mzt8Mn9uyCfKmUyIJg5FXjTZ2cW8VPoSFouFkSNHMn369HZNDOHh4UyaNImYmBhWrFiBWm+leLeJEEXrFv7YWYMoLy9n586dVFVVoZHpsUs2Smx5xKqS2jyWQKFmATHINgJB9M7qvMbYqmt8NXXNIJ1DR0sFnIrok+RceOGF/h5Gt0EQBObPn8/LL79MjxA7Z0tpwEkZ+oaEyPQM1p26Uv4KlW/C0eSiEulEJEuXLuXhhx/udmIbxcXFfP/996iL4pCLnbvI2551F+s372Px0x9jdYnNGl4qrRKLKXANL5vDSnR0dOsNg3Qp5syZQ2ZmJm+88QYHDx5EkiTOOeccvvjii1qnzi233NLmfj02vCw2c5cxvCRJQhRkiMcj2bt3L7m5uVx11VWIf0l/63Q6DEZLh67Rp1eP2v/X6dweq+MNVKlqFBLBvYNZKFgICwvjySef5Oabb3YbtEVWVO0Mv1OKaqJVifxhPsZpujQ2mY7W1uc6M3Q4b/x6ES6Xi48/+51/vfgiERERzJkzp15Yi6ekp6dz//33c9ddd2GwuA0vSZKQkOp5r0ptBYw8sz+71hzm00/XERERQXx8PKNGjSJ3gwFREJk6fzglJSXs/Ta3zePwF03Jujttjibl5D3tqymvVtDTFRhILgnRS0b1qYJcLsdkMgV3fr2IKIrcdtttvPvuuywv3kdCQgIKhYKroyrAGOtRH/7ctKk7j/na86VQKnyWB6QQlfQbOpQtW7Ywfvx4n1zDX/z222+Eh4cTlqKmdFvn5lGN6P0iNpeF5d9cx7DBvWpTNRqi1qoCtngygMVmDoZXd1NSUlJ46qmnGh3fsWMHw4cPb1efHq0ao6OjsdttTXpnAhG7ZGVP1QYckh3jHhk6nY4vv/wSSZJwOp0cO3aMYYNSvX7dncf0jNMks2x0POM0ycwJDSM/Px+Xy8Xu3bsByNtSCcDvv/9OaWkpx8wHyTFltvuacepkjI5yflCuY3fVBlySi0p7CStt31FQWI4oilwxbyp71z/F0hev4IUXXqhVHWwrCoUCmUzGmbPOwCk5qLAXk2n8k4gRIiFDXPQ8LYRccyZfffUVBk0hCxcuJCYmBmO2i/yN1bUGWlZWFsuXL8fqCvyaP1X2UlySq0l1wmPG0mY9XnVztJoTyejMxPMgbUOSJK95M08VUlNT2bp1q7+H0e1QKpXcfPPN3H333Zx33nmMHz+eB0uzOrUWWXtpTu3VFyhUcp8q303eomDDhg0+698fSJLE3r17ycnJ8VsJCKWo5po5qxjR+0W2Z93VZButXoO5g5vlLbEwJq3d57okJ3aHPejxOgWorKzk9ddfZ+TIkYwaNard/Xjkw4qMjATAITlQCoHvZleKavrrx9TWjzr4YwH6wU7+/ve/U1lZicPhYOrcZ0npoSS/ROLD164hrXePVnptGevGrQxLMTJrjAiITDim5OdKFRMnTsRisaDX67EYTGhkevrrR5OensT06dP5YekGDldvx+Hq3aKEe0s4JDv5OTn07dsXsUhEkyIxaeQ5/PDzn1xz+ckwy359E8n46QnOu/o1Bg8e3C6J3BdffJFt27axb98+evfsCVkmSktLyc3NZf78+bz99tsYjUbKysr46quvsBwXiFDU35k9+GseCQkJyCJMOI8rAlpmvtpZ9Vf+oNgoFNBqsTW7ddHWnd6WPF3BMMPOJxhq2HbUanWbC0kG8RytVotWqyU6OppevXpR9mcFUR6EfJ8qKFVKbBbfCTBccJGNV7+s6FZzw5EjRygvL2fMmDFkry33e+51cx4vjV5NWVFF5w7GQxyS29hvq8BCkK7DL7/8wrvvvsvnn39OSkoKF154IUuXLm39xGbw6C6Ty+WE6ENxSIGrKtMQlUxTOzkKgoBxj4xISxJx8lSioqKYP38+6YOncsYZZ3DNPz5kwMR7WbthT+35LpeL2Ve/zT1PrW9xZ9Fms1NUXMH+l91eq+NbXBzf4mLWRSamh4WR/Vs51RVmdDodLlx/jU1L1i+lrH1/Bxq5jjT9cI+Nj4ZjkSSJGFVPBoWMR13ozgVTqVSMGjWKDz/f0+j81OQ4UlNT+f333z26XkNEUWTMmDE88cQTnHfeeej1elzZes477zx+/fVXnn32WZYsWcLWrVsxHZERoYxr9JDSyPRMmDABAFt8CTanFUkKzAVbD3WvZr8bq8lW6xVpTTCj7v+3ZRc4aHT5B8kV9Hi1ld2rs1i/fj3Z2dn+HkqrdAVvUUsMGjSIvtEn/D2MVmlqzvPVnKZUK7BZfOfxKvxTwGazYbUGbshbWykvd0fF/PDDD343ulpCq9Ng8qHHa37GnHaf65DshIaEnRK13k4lcnNzeeKJJ+jduzeXXXYZERER2O12PvvsM5544okmZeY9xeNfSnR0NI4iGwS+w6tJBEFAI9NzqHoHWGD//v1MnjwZuVzO8OHDsVgsXHrjPcTExKDT6egZKyKK0axevZovvviClJQUBvbR1PY3dGAKF889jf4T7mL0sJ48SuO8KSksm6Lc45irraRG9mO/dLjJsWlkjROlG+KUnIiIHK7eQS/t4FrvWKZxG4nqPuj/2vkcp0lmk3Mnv/76K5PHNJ0DsOSp87nytg+YNm1aq9dtjuzsbF5//XXkcjlqQtm+KgsIQyO58zvyC6vRNvO+BEEgc3UhQrJAZmYmOp2O6qpq+uvHoJJpmjwnUKi7aBho7uuVnc+GkvENhTaCdD6SJNXmhAbxDL08HOtxM8uXL+eMM84I2FyY7uCtiI+P57desSTv8PdIPMfXm0gqtdKnoYZv7FWy6O6zWLt2LWeddZbPrtOZjBgxgjVr1uAsbV+0TWehDdFgNvomNWGcJpmbB61s9/kOl43ouGCYYXfib3/7G+vXr2fWrFm8+uqrnH322chkMt544w2v9O+x4RUfH8/xwmKvXNRfCILIgJBxWF0mlr/zP06cOMEFF1yASqVCrVbzyiuvUFFRgcvlwuFwEB0djSiKuFwuSkpKWLNmDVu2bMHlcvHflRuZOW04ffv25esf1nFWr3Qm9j456c9Yko9TchAmj8ZkNKPTazli2k2MMpEKRzHp+pEtjrVmR9biMqEWNRwz7SNSGU8f3VBEQYYkSVQ6SrC4TBwx7ebGuCsQBIE39l7Err2jufa2V3hp8T1N9l1tsrBnT2NvWFuIiYlBrVajKohBFE9a454uakRBxHhUjlbUMEY2lKzkPA7kbCFG2RO1TEu4Ijagd+AATH89CDqyoPAk/DBI5+MKFlBuFyqZhrVf3MmAiXczatQoFIrAXtB1VZKTk8nPzyeZ5hd8gbB505lzmLvWk++8URnmHK7/LpZXT+zpNoaXXC7njDPO4EjKEbJ/K/f3cJpFF6rFWGnySd8Z5hzsLivl9qJ2qS3bJRvJ8fE+GFkQf/HTTz9xxx13cMstt9C3b1+v9++x4ZWU1JOj2/O9PoDORimqUIoq1KKWzT/sIDc3F4PBwOmnn05hYSGiKBIXF8ewYcNqd7xFUSQ2Npbo6GjCw8MpKipCFEUWnvE5lQ4YGjqZt8uO83ZZ/WvJBDkymRyTwUx0RAzxqlQUogK9FN7iGMOHC2zYsJHhw4eza+s2+uqG00s7GEEQMDkMFFpziFUlkWM+wLnnnsuuXw4jCAIT9G4p1qGDUtn2a9Ox0na7g3Mvf5Hbb7/d489s586d7N+/n6SkJMaMGYNSqUSv1zNnzhxWr16N86iuXXlaKlFFgqYf2Y5K8vPz6a9Jw+A0ctycyXFzJmm6YbX12QIFt5KjC1GQYTaYEQQBhVLOSFn7a+c0rNtV1+vVHan7GQYqkssVDDVsJ/dM+I4JEyewZ8+eDoVjBGkemUzWolFbV9zHX5idRtSirtM2MNQalc+L7N70ZxGa3hoMBgMhISE+vVZnsX//fk6cOIHVqQjIiBNBENCFaqiu8o3hBSAKMo8ij5rC4bKRlNTTyyMK4k9+//133n33XUaPHk3//v256qqr2lyrqyU8dimkpKbgFHznxu9sFKKKeHUKjsM6FCei+OHDdexafZgdP2by7fu/sGTJEt566y02b95MVlYW2dnZzJgxg/PPP59//etfLFiwgAzVTkpDsjj9mhFU2ksotRVQbivCHFeAK7mcAks2xZZcqg0mRK30V7hjSG0NrsqIHAos2egGOdANciBPqybffJS1a9fSp08fju7MQyeGc6h6B+X2Qo6bDjLkrF5UOUpRy3RIksSuXbsaiVe0xK0Pfs/EiRNJT0/H5XKxbds2fv31VxyOpmVkc3JyWLFiBdddPIieUVU888wzvPzyy9hsNsaMGcPMmTOxxZe4C2w3oLU8CoWoQicPxSW5PYwHzIdRJ+kYGDKeUaNGcbh6J6FDJZwuJ2W2woDIy7C5zGSb9iFJEsYqt8dLH+a5GlTdkMJAWBz5A4vLxDHTAX8Po0VcQTn5dpNhzuHlC1JYuXIl+fldf7MuEMnJyQlo2f5xmmQkRzkuOk8JWaVVdUqtp7AsTbtzpAMRmUxGeXl5wHr4tXo1oij6zOMF7k3yEHn7xDGcgoOU1BQvjyiIP5kwYQJvv/02J06cYMGCBaxYsYLExERcLherV6/GYDB0qH+P3RTJyckISv8vfH2BXFQQoWxgvByDnCNl7N/wFenjk5DJZOzZs4ewMHcSZVxcHPn5+UycOJFXXnmFxMREKisrGT9+POeeey7Hjh3DNtnm/vKqsxk7dixTLxzDtm3bKKl0e3hCCMHkMFG4MYe4uDjCwsJQx0GKmEJoaCjVcdWU5lYQr0pFKWpADplrChkQMhaZICNCEUdoRU8E0e3tGpZibPW9VlRUsGfPHvbv3w+4vXmXnTeEV199lX/84x+N8loyMjK47rIJnDtzNOfOHE3MhyKbi4+watUqLrnkEkaPHk1hYSFarZaXzo3GuOEw+klpfLpuL39fspoIZ2KjAtAN0clDiVH2pNiWy5EjR4iIKCPp0GBSNAP4/fffGasfwR7zQURBJFwR07Yv18uoZFp6aQdzuHonCZI7r08XoiGjuOmwnoaerKZoqo5Xd0Yj05Gs6Y/RUYlWpg9Iz5fkkhDlgTeursLPiytZ/sbNLHr8C2699VZ/D6fbsXHjRkYdVDJIr2STsbGXx98e8wxzDtPCJ3XqGNQaJcbKap9fJ1oeSWZmJn/72998fq3OIDc3l7Dy5ID18OvDdVhMVhz2zq0x5imCUiI5OZiP3R3RarVcd911XHfddRw8eJClS5fy9NNPc99993HmmWfy1VdftavfNhledskKgXlv+gStPAStPITy7S7ARTz9wAIuycWRoyfooe7Fzow9hCtiao2PiIgI/vvf/1JWVoZKpWLSpElUFZowmUxs27YNuVyOTqcjUhlPiDOCJG0YMkGGyWhAGeNizpw5iKLITz/9RI8ePdBX9kAl1rj/3WF3sr8WqsnafozTJDNBr2TWRSZAxLpxK6qJo5t9T/9766omj6//s4KMjAzGjRuHJEnIZDLWrl3Lt99+y9Ln3wVgx8XLebm4AADp8GH27t3LoEGDOOuss7jnnnvYsCGSt56/ioqqav7x9q+o1WrGS33JdFRRYs1HLw9DLWvsHVKKahI0vdHJQzE4ytHq5ZjKDJTJc0lUp/GHcTuJiYlYneW4TFF+z/0SBIHeusGIuHPtdH95vNqbr9WwtlfD2l/dEatkIs95EMks0D9kjL+H0wiXy4VCDKpUtZdNRhvzR6RRXNy184IDEbPZzJ49ezhXM6lJo6uGQDC+OhO1Tu3TWk81HE7KZe5Zc31+nc4iOTmZ3ZlZhCoi/T2UJgmJ0FNV3jEPgy+xS9ag4XUK0K9fP5599lmeeuopvv76a95999129+XxyiIlJQWTtRoCLwS40xEFsdZDVpOMKUkSdpeVP7/LRCmqCRF7YnWZ2XFiBzNnziQ2NhbncQ1KmR4toNWcrBs28G+J5OTk8Le//Y2lS5cybNgwrEeUSKIaVRM2Ro2xBTAsxciAhakdfk/PPngm42b+H++//z5hYWHY7XZcLhfffPwAISHuL/3arQW17Z1Htbz33ntcccUVDB8+nOeff56tW7dy9W1vY7VaMZvNjBo1isy9VYBbuVEmtJxoH6aIJkwRDVXgkjkJscVSYD9KcnIyycnJrF+/noSRCdgPa/1ufNXktEmShC40sG8Kfy/AmkIrC8FZDQNCRmN32ZALioAKdXG5XIiywBZ3CWRqfm8DBgxg8+bNAaNwKAhCQIQstxdJkliyZAkPhCaxKa9lD0Cg3fO+RqNTYTb53vByOp306tVYxbirMmjQILb8tJtQAtPwCosIoaqs9Wgef2GyGklJCYYanirIZDLmzp3L3Llz292HxyuL5ORkrDZLk7k8QdwPdKVMjV4ehlJUAaAQVIwYMYLCwkLCwsLQ9ZWodlTVO0+SJDZs2MBtt93GDz/8wHnnnUfWL6UoRXVtm3GaZNbcksD2rLtYNjqemwfZGJZi/MvoSkc1cXS9v/aQkhTLx2/dzobvH+fZRy4mpWcIC66eyrTJQwC3t6suclFJSEUi//vf/9i3bx9Op5MxY8ZwxhlnkJOTw4WzxrFx40aq7G7FEZ08FIWo9Hg8oiAjRpXIVVddRWhoKOvXrydelYrZbOaE5Wi73qMvcDld6EK0XuvPF4ulQF2A9Q8ZhYTEPsNmyuwFrZ/QiQTreHWcEb1f5M1n5rJu3Tp/D6Xb8N1339GnTx825bUs5tPQi34qoOkkj1dycnKXqFXnKcnJycT1DwvYDYnQyMA1vJySA6st6PEK0jY89niFh4ej1+mxusxoZV1bzcfsNGJyGohS9mi9cQcQBZGyP52otEoUCgUOhwMJkSp7GVaXiRhVT8rsBeTm5PDAAw8wevRofnl3W70+lo2OZ/inF9X+e/inl/tkrIIgcMaUoQAcPJRH9vEqzp/l3qUufW4Fb+xtbDTJBQXOggi2bt3KN998g9VqRalUMmbMGNb8fuCvz6BjeTLbV2UhI5KhoZMpsxewf/9+eqq9L+/ZXpxOF1ovebx8lesViB4vOPnb6KUdhNnp+9yMtuByupAFPV4dZvqotxF6OSkqKiI21nMRoCCN2bdvH3v27GFkXv9WQ/5PFWOrLhqdulPENTLXnsBg+Jn+/fv7/FqdQUREBH369MHUw0T+xsCahwHCovRcNCWSxf93V+2xEb2bVm3ubKwuMyH6EMLDw/09lCBdCI9XFoIgkJraC6vTN0XsOhMBEaETk9WsJhs2q51Yex/08jBKbfn0HZeEyWEg13yIsWPHoi9NJPOnQsD90FwYk/aX0dW0oSVJEi6Xq/bfVVUmNm05QGVV8xNndo5nyoBhoVqKi4u5+IYltceaW7irZBpy1xtwHNYhOx6J+ZAclUqF2ez+nfx7mHdkVgVBIEIRx9ChQ8m1HCK7eq9X+u0oDrsTnb5jhpcvF0mBanTVRScPR94Gb2hn4HK5EIIFlL2C8RB89tln/h5Gl+brr79m1apVXFWW3q4w6+5uiAkCaPS+lRyvQSvTU1JSgt3ePVSeBUHg4osvZvfu3f4eSpOER4fx3Ju7/D2MJrE6zaSmdp+w0yCdQ5tm8IEDB2BzdX3DSy3TEqns3IJ3laUGwqLcnsJeusFU7JBQybQka/pjOaCqfZgujEljgl7J/Iw5LXq3rr1rFTHp1zNkyoOcfv6L9Br5d6bPXczf//kmW7cfbtQ+O6eQ3iMWkH+irIne6qPXaZgxYwZqtZryCiNRiy71+H0qRTWG3SK9xREMC5vCg3tPJsUujElDkly4pLZJDDtcNiRJQhREhGPh9NOPJlGT1mx7SZLIqu5YgWhPsVvtaD00vBoufsZpkhsdq6uC2FT7thLoRhe4xWKiOvl+bA2XMygn7y108lAKCwsxmXy/KPaEQA2pao78/Hz27NnDwupR7Le0X/ClqTmlu6DWqpHJREyGzlmf6HQ6jMbADH9rD4WFhU3mrZmdRr+nl0TEhlFeXFn7b+vGrX4cTX2sLjMDBw7w9zCCdDHaZHgNGjwIlzyY49UeKsuqag2vGmSCjAhlLOO1KbUermEpRi59qfVivDt27OCqq65izpw5FBYWEh0dzcSJE9m4LYfJ5z7IGRe+zDc/bmHjHwf47//W0nvEAgASerSeQGuzO1CpVKSlpfHuf9fU86x1hJeLD1PpKKXImtum845U72JX1e/YXe4wErVMi+KvPLrmCJVHdorxZbXY0OjVrbarWfDULH5aMqoa5mfUbd+ehVN3XnD5CqfTGRTX8CLnVCTxzjvv+HsYASXg4ikffPABizU92FzdPTwsvkAXqsFuc2Czds5n5HQ6iYhoX92nQCQ/P58jW/IaHc80/kmF3TNlUkmSvB4RJZPLCI0Ioby4sja8cPyVgZMzKskdDBo8yN/DCNLFaNP2Wb9+/XDKfFsZvrtSWWogPLpxwcskUcnZp+cx9z//qN3J8UQg471XruHHn7fz3H8+Qq/XExERgVKp5JlnngEgKyuLL38+zIEDv1FVVUVCQgLl5eXcfP93vPn0uS32/cS/f2PcuHGkpKRw3XXXccVFU9vxjpsmXBEDLYsbNiJdP/IvY82zRZMgCEQq490KiT7GYrKg1bcurtHQ89ScIdSUAeYNo6kreL4CCZdLCuZ4eZGfTRbs5eVUVVUFdOHfQOPgwYOEhYXx3YEor/XZFcKP24ouVNcpYYYAFqeJWF3jsihdGbVa3aRnq6e6Lw6XHaFXFabDIhqZvsnzJUmiwJpNiT2PwfpJXtvgiIgJxelwYqxwexcDJberBqfMRnp6ur+HEaSL0SbDa8iQIVSZKpC0UpfcOfQn5UUVxCU1Lv6rElXsXC9j8nMr2hTSl94nkdlXvMA111zD8OHDUanqe4B69+5N7969mTlzZu2x7Oxs/v3vf0Mrhtfhw4eZP38+oihy6aWXsvjlTR6PyxcIgkicum3GhyiIiIL38obsLhsHjVsZHDqx3nFTlZmImHCvXacpWjLaWltABT1d7cPlcCLKggWUvYn1mJwVK1Zw0003+XsoXQKz2cx///tfxpYNAS/9FLubwVVDSLgOQ4XvhSHMTiMkGDn/fN+IXPmL/Pz82hIpddHKQ8g1H0J2QIZKpsXsNDYyvjZ/NIWfth1h0fJChqVM5/CGfEIV3tkoiO4RSWlBOYEYHSxJEpXV5QwdOtTfQwnSxWjTlm56ejoSUrfI8+psyooqiYgNb3Q8ShHBef3coWptiV3e+McBBg0axLhx4xoZXc2Rl5fHzfNPb7VdeHg41dXuh9js2bNZv369x+MKFIqsuVi8qJSnEJX00zf2RBqqTChVzbvwDPayJnNKaookt1QsuW6YYcOQw7YuoIIGWNtwBlUNvY5eHk5paSllZa3nmfqSrpDjlZmZyWOPPUavogQ0stZDmT2huxpdUGN4+Tbnyu6yISRWc++995KYmOjTa3U2lZWVKMTGvzONTE9f/QiiVYmU2QowOMobtRl9+c9UxMYyfPhwTj/9dBJHei8EM7pHJCUe5KX7A6vLjCAI9O0bOCrLQboGbVpZyOVy+vROw+wKPMnRQKesqILI2LBGx2sKIUPTIYZWqx2zubFE7ivLtpCUlNSmMbz55ptERYa0uvCw2+1oNG7BCLlcTkJCQsDJfbeGxWmk0Hqco15UP2yqDpmhzIhc0fx2dL7lKA6p6bwDZ1IZESNEHK625yW0xZBqybgL0jROZ7CAsi+YWhjNmjVr/Hb9rhKp8eWXX3KHaxzJqo4t8Fvb3Oku6MN0GH3s8YoYKuPqq69Gr2863K4rU1ZWVlt/tDmSNf2JVdVfc9hcVkp1R3nu9Z+ZOnUqqamplJc3Ns7aSyAbXhZXNX36pCGXt1/wJsipSZtXFqNGjfSqJ+FUoaywAq1eg0bn3lWyOE2onFUMS3Hv0ukn1Vfps1hsTDz3aQZMXMSw0x9k3k0f1hpMFouNzMxMzjjjDI+vb7FYCA8P59HnVrWqbKhQKBDrSGmnp6dzx8OjsLl8X5zSWyRp+tFT3Re7y4rN6btxl5dUIqsTkiZJUj3Dtl/IKBSispG4BsDYsWM5ePAgew2bqDrdwWbTMTLMOWwyZbO+urEyZVO0ZIAFvVztx+V0IZMHQw29TdZoDTExjUOug9SnqKiIMLl36gOeCoRE6H3q8bK5rDgcDtLSmlfT7crYbDbkrYTmN7VpUWkv5vLLL+ehhx4iOjoamUzmVUMkNjGKorxSNn80xWt9eguzs5qRI0f4exhBuiBtNrzGTxiPSxlUV2orVrONqnIjMQluVUFREOmtVpI0RiRpzMmvweVyseCu1wlLvYKcnByeeeYZnnzySYxGIwvu+xaADRn76du3b5smuD/++IPCwkKqq6s5cKhlVcHIyEhKS0tr/z1hwgSef/0nqiMKSJio6xKhOoIgIBNlqGQaSmz5TYZIeIOSE2UIooBc6f4uqhxlZFU3rodSs+NcVzBj22eHiaruTbKmH1u/3s9B41ZMTgNmp4FiW57Hu9VB1ULv43Q4g6GGPmDPz0fZtm1bl5hD/IXL5SIiIoJNxo4LWTWnotrdCIsKobLM0HrDdlLtqGDIkCE+69/fuDcM26ZeLEkuwnqpGDRoUJ1jktdUkEVRILZnNEvenRVQSoY1SEo7EyZO8PcwgnRB2rw1MW7cOAy2CiRVUGCjrRTnlxKTEEXOoXyUopp7hsWjn5RWL8SwtMzA2+//xLJly+p5na655hpWrFjByOmLsVgsqNVti/s3Go2sWPpPLp57WqttZ05OpLCwsHZnukYtUZIkvvnmG8TJIrnrffeQ8wZ2l5V9hgxSNQMAGWZHNSFy78v/Fue7vYcxCZGcyC4iVB5JiDy8xXPqGl8Z5hwilHGAW71RFNxeFp28cVhqS/01tbDyZXiRwV6G1WUhTBHVqrR/V8TpcAY9Xj4gVBFJSkosy5cv54orruj06wuCEPBGn8lkIiwsDAq92293VDOsISwyhMpS3z2TogfoGDt2rM/69zcKhQIXnkcySZJEdcwJpk+eXi/00ul0em1dGBUfgSRJeFgms1ORJAmDrYJx48b5eyhBuiBtNryGDRuGw2nH5rKgkgXgHRHAlOSXEf2Xx2vZ6HgGLExHNXE0kiRRWFSBWq0grt98NBoNWm19iXJRFLn88vYrKZ1++uk8/e9/s/L7bJ554Ex6pcQ12zatVw++XVvA4MGD6x0XBIHZs2fz/PPP45SUyITAXZjKBLfgRZ7jMKFCDKW2fGLVPb1+HYfNgeSSiI53G16CICA0kCCTJAmHZG+UI9awXpen8vENDbe6fTTs11eoZXpsLguV9hJKbPmk6YYjF9tYJyCACeZ4+Y7MnwrRDrSzdu1apk71XqmK7oLRaCQkJKT1hu2gM+eIzkIQBEIj9D7zeFmc1cSHhLiN4W5IRUUFpaWlaGSelXmodlTiijMwe9ZsJk48qfIrSRJyudy9MSx1fGM+LjmGotwSBKFHh/rxBTaXGafTwbBhw/w9lCBdkDavLFQqFQP6D8TkrPLFeLo1RXmlxPaMYpwmmaQxYq2nq7CoglvuXkJoiJb09HRef/11r19bq9Vyzz33kJqayvnX/Ievf/ij2bY2uwOrtbGgRw29evWi2lHZ6HgghbWIgsj555+P0+nE/ldumq9y1BwOJ9HxzXvTbC4LJyxZzb7eVP5XXRqGG3a0oLI3UIhKVDIdWlkIKdqByAR5QHzv3sLpcLYomhKk/QiCgGGvwLZt23jllVeorGw8l5zKiKKIyeSbmlRdRWjDIdmpdni2xggJ1yGIIlVlvsnxihupY/r06T7p299YrVbefvttjIda9gI7JQeltgI0A2zEDddz77331jO6AN566y3++c9/otfrveL1SkiJ48Sxog734wuqnQYGDBiIUum9kjVBTh3ataV7xvRpWNrglg7ipiCnmPikGG4eZKsnphEVGUJRhYw+o+8kMzOTEydO+OT6MpmMMWPGcOedd/Ls62s569L/4HK5cDqd/Lx2JwaDu0zAh5/vp0+fPs32M3nyZBJGtLz7t2x0vN+NsKxfSunTpw+Sxp2TaHZ49zcrSRJltkKsNgthsc0rXalkGpK1/dt1jYZeME9k6Gvo6GcvSS5KrPlU2kqbfF1AAAQ0Mh2CIPBJ6Q9Yu0mpCYc9GGroS+SiAssBFQU7jDz77LNs2LDBa7khLdEVQg3LysoICQnh5kEdz/HqqlidZsrtnsVaRsSGUVVuwOlwen0cLslFdXU1/fr183rfgcD7779PyT5Ts6HtdpcNZboZR0IZ488dyvz587njjjsIDw9v1FYmk+F0OjEf8o64xpxLR5OXVRBwRZMBrFRzxvRp/h5Gl2LdunXMnj2bhIQEBEHgiy++qPe6JEksXryYhIQENBoNp59+Onv3Nlal3rRpE2eccQY6nY7w8HBOP/10zObm1x2pqanuSKQGf3//+9+9/RY9pl2G15QpU7DJOqdKfHeiKLcEXYgWp7Z+ftb7K35l06ZN9O3bl+eee46UlBSfjkOr1XLHHXeQmprKwEn3kT7unzzx71+44rb/AnDo0CF69+7d7PmxsbFUVVVhdzXtFauRyK/5rz8NMOFECAaDOwSlQpXX4f6ckoNqRxUGRzlloUeJ7q+lsrKSuNRQFsb4R/GqLQWV24LNZaXSXkqu+RA5pgONZO918lC08pMhUT3VfVEK3qk55G+cTifyoOHlc/TyMFSFMeTn5/Poo4+ydavntQy7K+vXr+fSAjM7j3U/2XJP0clD6anxrD5SeHQY5UW+8ZqanQaio6N90rc/MRgMvPHGGyiVSsIUzb+/RU+NZcKECTz66KPMmzePyMjIZtuKooi2KhZlE/XA2oogCJQUO8jLKuhwX77AJjMxZUrgKS0GMtXV1QwbNozXXnutydefffZZXnzxRV577TW2bNlCfHw8Z555Zu36DdxG19lnn83MmTP5448/2LJlC7fddls9PYSGbNmyhRMnTtT+rV69GoB58+Z59w22gXZtTUyZMoXK6nIcenu3yuvwNbeGpqCoNBA28eTktXPPUV5Ysoa7776bF154geuvv77FH5E3mTFjBtOnT8dqtaJUKnnkkUcoKCxHp9O16kK/8sorWbp0KfKCuGbDCmZdZGIW8M1Kd75ahh+cIRqZniGhkyi1FpBfcYSeoQ5kQvt35A4atvG3s4fxj5tnc8Z5D2EosGKoNBISpufHijKq7KWEKqLa1XdzIhl18dSA9UYivUqmoY9+CMeq9+OUnDgkO3Kav9+701zgtDuRBUMNOwW5qODQ6iIEVyh//vknmZmZXHDBBW0WEPKUQPd4FRQUkB7THzHEyKa9wVCm1oiMDaOixDeGl0Oy+3wjtDPJz89n48aN7NmzB1uOAn0LQlBf/341Z1/6InfeeWer/e7atYvCwkJ0HuaJtUZMYhQ2yVUrXhVIOFw2KqvLmTx5sr+H4lckSaKqqn44sEqlQqVqWmzrnHPO4Zxzzmm2r5dffpkHH3yQCy64AHB7Y+Pi4li+fDkLFiwA4M477+SOO+7gvvvuqz23tQLWDcuXPP300/Tp08ev+cXtWoFGR0fTK6U31UWVhIndbzfIVwxLMVLtqqBaFwG4vQcb/zjAlClTGDt2LG+//XanGV01CIJQu8CZOnUqMy56jjPPPLPV81JTUxkzZgxzpifwrzszgPqGw85jegYsTMC44XBtrTKKffMeWkMUZIQoIojSRyHZJOhA+LlSVHPwaBXX/WMpU6ZM4UBGNoZSE8lJSXxbsZZYuRxon+HVlFHV8FhLxlnd17zp+UrRDaj9/2pHFbo0iSlTprDug51eu0ag4XAEPV6djVJUU7zFxkH7PiorK7nlllu8fo2uoMSrUCgQu8A4A4WI2HCfFdmNFVUkJCT4pO/O5MSJE6xcuRKr1UrJXjM6eST6Vua3y25ZxtVXX01oaOvG1ObNm7EeUaIUvfO7TerTg/yjhQG5SWJ0VtE7tXeX8oRG9xVJ6uu9tWVOjkjFdxWNBGceeeQRFi9e3Ob+jh49SkFBATNnzqw9plKpmDp1Khs3bmTBggUUFRWRkZHBFVdcwcSJEzly5Aj9+/fnySef5LTTWlfrBne9uo8++oi77rrLr8+Cdn8TZ50zE5MrKLDhKctGx5M0RkRvLMOSnFQrrHHZhZNr41g9meB8yYwZM3jkkUcaJc02x+jRo/nPexmNDIFNRhubjDb2v5zJg+/JuXZrAddu9W/IgEyQI5PJsLg6FiIbpezBmDFjePzxx1m3bh0RilgMxWaUaiUuyUkvVYxXHhbN5XF5Ir7RXDtvoBTVREdH8+qrr/qk/0DBaXciV3ivEGgQzxAEgUhFPAaDgW+//dbfw+l0vv/+exISEhj+6eUM//Ty2nBtb9GdBHBqiIoLp7TAN3UaQ8ZFEhHh/TIknUlmZibvvvsuRTtM2DI1hCoiPVIkrqyspFevXq22s9vt5OXloRC8V1YkqW8Cxw/le60/b2J2VXHWOWf5exh+Jzw8nMrKynp/999/f7v6Kihwrw/j4uqrbcfFxdW+lpXlFihbvHgxN954Iz/88AMjR45k+vTpHDp0yKPrfPHFF1RUVHDNNde0a5zeot2G17Rp07DLu0civa9ZGJPmNrompZFw7nCqVCdDDT//ZnOXlalNSEjAYDBw15cTWBiT1uih/sZeZcAoaClEJT2s/dHJQnFJ7U/C1svD2LRpEzfeeCMRijiUooqC44XI5DLS9MPZbi7H7GpZxMPusmFynoxbbuoz8jRvq7M/X4WopGSrnaGh3TvMwvFXon5QYKPzEQQB+yEtBoOBTz/91Ot9B+IuOrjrd/3xxx98+d71AOy4eLlXiih3dyLjwikrqvBJ32NsheTldTw32F9kZWXxySef4DyqQyNrW86gp2I3f/75JyNHjvSqByGpbwI5AWp42eQmpk0LCmsIgkBoaGi9v+bCDNvSZ12kOmUJan6PCxYs4Nprr2XEiBG89NJL9OvXj3fffdej/pcuXco555zjdy92hwyviuoy7K7gg6E5xmmSWTY6nlkXmYhadCmqiaMJ04PZCta/dAqefe2nDtXn8jcpKSmMOuMertx4Lm/svYibB9m8vkvrTZJlKvYZMtp9vkJU4cxXESf0pteQRAQEjh7ORhAEtJFqtLJQ7o4d3Oz5xdZcCi05yJPqS9vXNaA2mY7yY9U2oHVhkroS/p25m90VQrY6gsPuAAhKyvsJQRA4uCafo0eP+nsonUZJSQl9+/atvbd8Ja7R2V4vX15Po1Oj1Wt8Jq5x64Iz+frrr3E4HD7p31c4nU7Wr1/PO++8w9ov72tX/q1M1vrcZ7PZ+Pbbb9n1TXY7Rtk02hANkbHh5B7xjbpzR7D/ld8VNLy8S3x8PHDS81VDUVFRrResRw93PbeBAwfWazNgwAByclrfgD527Bhr1qzhhhtu8MaQO0S7Y2mio6Pp17cfxuMVRChjvTmmLs84TTJPXuMAHOgnpdeGFQIoFaBVQ6URjh7JJCYmpkvXgpg3bx4qlYpBp93P+PHjee/TyxkOzAesG7ey/2Vb7QJik9HGzYNsPgk7lDws2HjcZeOKmPPZafVMqrgpQhVR5JkPozGFokRHaWkpkiSRkBpL9olDLMz+jDT9sCZFPCKVPRirSWZbvnsXtalFiUtyUmYrIFxxMim0YW5Xc7leNccDxdPYVamRppbLZTRf0S6ILxEFGaLoXYnwQPV2AZSWljJlzMn8UF95uzpzbvC1kRcZF46xshqLyTd3acmyPNLT09m/fz9DhgzxyTW8jcvl4pVXXqF3796s/fJBzhj5Vrv6cTqdOBwO5PLml4lr1qyhOsdFlNJ7YdnJfRMoOVGKudo3dTc7gtFRQf/0/kRFtS+PO0jT9OrVi/j4eFavXs2IESMAt1G/du1annnmGcCtK5CQkMDBgwfrnZuZmdmsaEddli1bRmxsLOeee67330Ab6VC23aw5s7AIvqkW35W5eZCNqEWX1nq5atjy5yHe/e8aqg2lvPDmBq6/8z2uvvpqP46048jlci644AIWL17MkSNHuHjBR+TkulU0VBNHM/zTy7n0pQTmZ8zhjb0XMfzTtnv3PHl455oPUWTJ9ai/jhhdNSRq0lCdiEUQBEIUkTjsTpKSE4lVJZGuH9mk0eWSXBw3HSTD8GeL9a4m6dLorWv6Id+wrldDPDG6zE4jVfama3MFceOw/xVqGPR4+Q2ZIPdqIeFA9tJaLBa++eYbnG8beH/cV+y4eLnPrtWZ3vHW5quOEhUf4bP8LnB7HW+fEMb27dt9dg1vUlZWxjPPPMOoUaP46NWLOXfSe+3uS6lUtuj1slgsZGRkEKmIa7ZNa0iS1KhMSUp6IscONh3eeci43a9RVhbBwKw5s/x2/a6M0Whkx44d7NixA3ALauzYsYOcnBwEQWDhwoX861//YtWqVezZs4drrrkGrVZbGxEmCAKLFi3ilVdeYeXKlRw+fJiHHnqIAwcOcP3119deZ/r06Y0k610uF8uWLWP+/PktbiR0Fh0yvGbMmIEZQ0DvIvoD14PjkCSJouIKjhw9gcvl4sNPfuWi615h+0GJHXtyGDp0KA8//HCThQi7IjKZjNtvv52EhAQuuekdxp71BOUVbjXDusYnwJpb2hZf68kObbw6lRPWLFzJ5Tgke6vtvY3VbCOqhzsJu7kFnoBAvDoVpxiKQlC1GkLYHjz5rERkVNpLqbD5SWayi2C3OYICG36ms1Ve/cXPP//M2KJwYhTuung7j+k7XEDZITmafTZ3ptfLk2Lv7SUqLoLSggqf9A1ur+OEAUkcPHiwUwp8d5QVK1bw0mMX8epjZ3ao8LDVaUaj0bS4WbF69WqMx5wIQvvv0ZSp4eSK++odS05PbDa/K1HdB7ngn7IlkiRhxsD06dP9cv2uztatWxkxYkStR+uuu+5ixIgRPPzwwwDcc889LFy4kFtvvZXRo0eTl5fHTz/9REjIyVqhCxcu5P777+fOO+9k2LBh/Pzzz6xevZo+ffrUtjly5AglJSX1rr1mzRpycnK47rrrOuGdtk6HVhWTJ0/GbDNhE82oZFpvjalLszAmjbPm/Yslz1/HA0+uwmQyoVarGTZsGA8++CAREREIgoBCocBm6175cYIgMGnSJCZNmsTatWt58fUvefyBKxq1i1p0KePeW+nVh7FCVHLvvffyzjvvENczDsMxGSFytyFkdZqwuMyEtbO+lieYDCYiYsKQJIk8y+Emi38KgoC6nfdJjSHWmpS8Jx4vlUxDoiatI6r6pwQOe9Dw8ieSJHk1DDtQhTXKy8vZvHkz/wyZ4NV+Mwzb6aVOJkFZ3yPRncKQo+LDKcjx7QaSadMRIiMjMRqNflcebo3y8nKGDEzh5kEr292HS3JCTwOXX/73ZttUV1ezY8cOIhXxberbKTkQkdUadIcOHeK8885j55fZACiUcnqkxHLsYNPRK1q5/z5/q8uMxWY+5et3tZfTTz+9xflXEAQWL17cqhz9fffdV6+OV0Oys7MbHZs5c2ZAzf0d2k7UarWMGT0Wg6PCS8Pp2ozTJDP3mVhKS0tZcNc73Hrrrbz00ks89dRTXHrppbWytIH0A/AVp512Gss+3tDs6/9+O9XjvpoKjWnq2A9vbOK8885DJpOh7yNQZXfXdjE5jWSb9jYKafAmlWUG9GE6BEEgTNF0fQ+L04Q5rgCbq3lhjbp4mqtVt01T7SVJosJefwdIFMQO7VSeCjiDtbz8ikTgexg6isPh4JlnnuFqyyAUdSS+NxltvNHB4smTQsc0Mrqge0nKR/eIpMSHoYYZ5hy+WaklNTW1UW5JIDJ69GjWrN3ZbuNakiTCh4n87W9/Iza2+dz9H374gaojjjaF71baSzli306Z/WSov+pEbK3RBZCUloChoprK0sBLYTE6yhkzZixabdDJEKRjdHjldd7cOdgULctnnypMTyniX78dJCYmhttuu43ExMRm20qS1K3DaGQyGRMnTmTEGY8Q1/9GCgrrPxxVE0ezbLRnu2VNhao0F76y7bPDDBs2DLvdjr6PQOhQiRB5BKnaQeSK+yiz+aaeWGlBORq9uxB1jaetIXJBQV5eHiW2+mpN3loItfSwrXZUnBIGvzdx2J1BVUO/InhdTS7Q7oHDhw9zxYVjSFSenDOCEvKeIQh/5Xj5qHhyXZ6bncjq1at9fp2OYrFYWHb31nafX2LLJzw8nHHjxjXbxmAwsHfv3nriT56gFFVuMTGh+Q2F1P49m/V2+RubwsR5c+f4exhBugEdXvmfeeaZVFrKkKTuvzvZEg6XnUsyfuK3zbk88MADDB7cvKQ4eK7C15W56KKLKC4upqSkhP+8812j14d/ejkLY9K8ft3dX+cgHXd7n0RRREqqRCmqSHD1J0Qe2XoH7aAwtwRFK8pOclFBH9lIeqhSvbrr3JqcvCAI7tDCv35vlfYS8s1HvHb97orD7giKa/gRu8tCz549vdZfoM23LpeLQ4cO0SfVXXKkO+MLL1toRAhyhYwyH0nJ1yU2XIdcLqeoqMjn1+oI4eHhlLUzAsnushLWS8nFF1/cYrvPPvsM01GhzfeTRqYnojKVEEXzz+CU/j3JDkDDS5JcVFrKOPPMM/09lCDdgA4bXsOHD0en01LtrPLGeLosFpeJnj17cu6553pUnM3lcnVrjxe4FzpPPvkk48eP54P/beboscZqgvMzfLODpJJpkbJDiYqKoqSkBEWKFbPTiEL0jXR/XlYhoiii0rTcvyC07YHlkwWLPIp4da82nVNhK6bcFtiLDm/jsDtRBHO8/IZdsnXbsB6DwcAjjzxCZWUlF8+dxDcr3e/T194uXwpdtHZdbxPVI4Ly4qra0g++5tFF57B27dpOuVZ7iYqKIn5aUottJEki0/Bno+NVjjKmTZvWYl5laWkpRUVFzUZ1dAS5Qk7P3vFkHwg8w6vaWYVer2PYsGH+HkqQbkCHV/6iKDJr1myMTt/FWXcFREEkPT2dAQMGeNT+VPB4gTsPcOHChdxwww3c8dBXTbbxhdcL3N/JkZ9LiDb34nZFFFUO30moF+cVI0kSPfv0aLWtv3MsBEFAbGN+l04eis6Pic3+ICiu4V8q7MX07dtYpKa9+FNcQ5IkKisr2b9/P9u2beOHH37g79dO4cv3rufT03/slDF0J1ENgNiEKIrzO6cshnHDYURRDAgp6pYoLy9n+5oDLbYRBIE++qFNvtaacuMvv/xC2X6LT9YuyX0TMFaZKCus8HrfHcXgLGfWrNndfrM8SOfglV/R+RfMxSIzeqOrLss0/aDaQrqeUNPuVDC+ANLT0zEajXz5XUbtMevGrVg3buXSl9omL99WFKKKJUdhzeQpPjN6XC63GENi77apPHmDugsqX9XoUYgqlKK69t8l1nzMzu59zzvsTuReLAwaxHOckoPQRLVXDS9/UFBQwKeffsrDDz/M+++/z86dO+kdb+BvU3uw4JqzeH9c05tR3sQfBldnbC7F9IyiOM/3hleNF/I/728L+N/jli1b0Mpa3yBrqs6kThbGvn37mmjtxmazsWfPHp+F6/cZnELW3sDcHLDKjJx/wVx/DyNIN8Erq4oZM2ZgtFRh1ZhRyTTe6LLL8fJbKQy9a3ObzqkJN3Q6OydUwp+Iosh1113HPxc/Rt/eCQzs7w6HGH/luk4bw7VbfSOsUYPFZCUuqWlFw+6GVhaC/K8kaZfkosCSTYKmt59H5V3sNkcw1NBPiIgUFRWh0+m81qcgCJ1Si0mSJHbu3EleXh4ZGRk8v3geZ71+eT2FTOvGrXw8+XufjqM1tVNf0Vke/ZiEKLb+uqtTrqWflEbhmh9ISmo5jM+fWK1W7HY7Gpm+XedLSISFhTX7+k8//YTxmJMopW82i3sPSmbj99t80ndHsDpNVFsNzJgxw99DCdJN8IrHKyQkhNMmnUalo6T1xt2QcZpkZGNHtFpwsCGnSrhhDWq1mmuuuYYLr3uNQ0eaLpDYlTFUVBMZG97hftqySGpJit6XCyCtPKQ2X05ACMgwRKOjEqfUflU8h90R9Hj5CUEQ6devn7+H0Ways7N5+OGH2bNnDxaLhdGjR3PuzNHI5TKsG7fy/riveH/cV6y4s/H85838ru4WVtgUsYmd4/ECd6ihzWZr0TDxN0ePHu1QnTGjo4KBAwc2+VpxcTHbt29vc90uT9GGaIhPjuHo/sD73VY6Spk08TT0+vYZtEGCNMRrq4qr51/Noj/v9VZ3XYoJeiVl5UbKysooKysjMtIzV7zL5UKh8E8Vdn+Rnp7OzTffzLmXv8in79xKkfU40coERKH96nGe1rvyNaUF5aT27/iOaF2DqeZ9NWdE1bz3mgLKLfXXsC9vfWYt1S7zJ9WOShSissmwGk8Ierz8h9VpJlKtbr1hG/B1jteWLVtYsWIF6799hOSe9aW2G4YUDktxh+nuPOZezHnL6PL3POjtuaU5wqNDUaoUFHWS4QXummtWqxWVStVp1/QEk8nEpk2b+OOPP7Af0SAX27emkJCwWq2Nj0sSH374IdajCrRy32wUpw/rRX52EcbKwFP3tMgNzL/man8PI0g3wmuZgueffz6V5nKsTrO3uuxSVJss5OXl8eabb3ocOniq5XnVkJCQwH333ce86//DCctRqh3dQxEzP7sQjc67D2VPPVdNtWm4+OmsRVGgEKdORiW2P/TZbrOjUAUNL38gCrIutSm1adMmMjIy2P37M/WMrhovF7iNrZo/b1Cz4XKq3M91iU+OoTi/rNMUDfWT0ujRoweFhY2Vef3F3r17eeWVV3j++ecZmgbOLH27jS4Apajmjz/+qA3HNRqNbNq0iSVLltCnTx+08hBvDb0R/Ub04eD2wCtxYnWaMVgqOP/88/09lCDdCK8ZXhEREUyfNp0Ke7G3uuwybDLaiIkKo19aIrm5ufzwww8en3sqyMo3RUhICIsXL+acc87hlQtiO9yfv5UCAY4dyEWUiSjVvpGsbw5PPV0N2wbCZxbI2K0OFMqus/jvTlhdJsLDw73ap688XseOHWPNmjX8uOJ2wkLr56TVhBS2ZGx5w9sVKAZYZ42jR0osBTmdW97i6NGjHpWK8TVGo5HHH3+cLVu2sOzlK9m97kl2vWhqs1JtQ8LkUaSlpXH//ffz+eef88ILL7D13Y3kbzOw91vfSbzLFTL6DE4JSMOrwl7E9GnTvT4XBTm18eqK/+prrsaiqPKbZK+/yDDnYH59FQcP51FSUkJiYqLH556qhheAUqkkMTER+1ljO9RPa+F4nUV+tlu8o/fA1sMNPV2c+GIh09D4avgXxI3dZm+1KHYQ35B2Wg+mTJni1T599VxatmwZP3+2CHWDDZe6nq6m2HlM3yGjK9Du1c4cT4+UWE4c6xzDa4JeiSRJWCyWgJCTf/LJJ5k1ox+f3zoK432/cvOglR4/I1qa5wVBYOeX2fz6xQPMduQjz43CIKjRtlOsw1N6D0rBZDBTeDywNAIkScKiqOLqYJhhEC/j1RX/3LlzsTktmJwGb3bbJXj4AyU5H91JUlISsbGee3BcLtcpF2pYl759+/LeyuYlbLsSLhfYrXZS+/f0qH1bHpYd7asthl4QN3arHYUq6PHyB0aj0eNcWU/w1Rzrcrmw2+3ERNcXXWjN6PIWHTF2as71hsHkzb48oWefHuQe8a1KbQ3DUoxUbzwSMF4PrVZLxs4y9r+cyRt7la3O2c0ZW80ZYHOnfsRza4ROW5cMGd+fPRkHO+VabcHkNGBz2Zg7d66/hxKkm+FVw0un03HllVdSxakXbphhzuHnxZVs/G4xb775JkVFnu/GSZJ0ynq9kpOT2b59OxZnx5JqWxOY6CyqKqpJSI3rcD9tfT/NCYw0tyBq2DZocDXGZrWjDBpefqGsrAy1F8U1fBVmWFVV1UhivK7RtfOYvvavLh31dtWlLZ7qhotwXxhMvp6DI2LCUGlVnR5qGAiRPJIkIZfLSdobzbVbC1pVtW3tu/D3vK9Qyuk/sk9AGl5VUjFXXXUlWq3W30MJ0s3w+mr/1r/fSrm1qEMyzl2Vl4sPU7zwR7784A6WLFmCxWLx6LxTOdxQFEVEUeSgcau/h+IVivNKiYwLb/b1hgsdbz74mjKu6hpvnlzLFyGHXXUuCHq8/IPNZSE6OrpLzIkymYzKysraf9dVL2zK2Kr586Z0fA1NhQ17Gkbsy3Bmb5PYJ56CnGIc9s4R1nhjrzuENBAMr7179xIXF8dOq3dEPvy9UZk+vDeVpVUU5ATWZr1TclBuK+KWW27x91CCdEO8/mQbNmwYA/oPoNzWubtRvqQtk9O1Wwvo2yeBu24+g02bNnl0zqlseAE88cQT9O3b1yt9+XsH7/ihfLQhze+QNTW+lnYtO0LDxVZdr1hTYSe+4kj1blyS7wvXehur1Y5SHTS8Opsx5/dn0KBBXu3TVx4vq9WKTFa/FEZNeOEmo63eX10m6DtXgKc7kdw3kdzDnVcHsmbOFEXR481UX7Fq1SpyN3YPFWCA4ZMGsnvTAX8PoxHltiIGDhjIsGHD/D2UIN0Qn6z277z7ToyykoDYIfIHNw9aybw5k/jtt9/Izs5utb0kSad0uKFCoSAtLY1Ke2Al17aHfdsOIZOJhEc3XciyOVXBpqTf22KkNUdN+5ZEOnxtrKbrR3RYccsf2CzBUEN/8OeffzJ58mSv9+uL59Gvv/7KQ3fObHS8KY9WIBtfHfFyt6aq6m1S+/Uk+2CeT/puiTsXTGPNmjWdft0afv/9d/r27duqZLy/vVieEhqhp/fgFLav3+vvodRDkiSMshIW3rXQ30MJ0k3xyWrosssuQ66SYXCU+aL7TqcmXMvTh1OGOYcpw5aw7qsHWLZsGUZj6wnWp7rX67LLLiNmkK71hgFOeVElTqeLAaPTmny9udpabaEtBlRTnq26xliQ5rFZbZ1eGuBUx+w0EhYW5nX1OF8IBaxfv549e/ZwzoyRwMkww4YhhnVpyQvWVenMDR2NTk1MYhTHDvpO3rwhy0bHE7XoUq67Ygb79++noKBzRD3qsmPHDtatW8eRn70bkufPZ8DwyYPI2nOMqjLfCtC0lSpHGXKVjMsuu8zfQwnSTfHJSl+lUvHPRf+kUgysuN320t6wrDPHvMM7L13Dyy+/jM3W8kP2VDe8FAoFVVWdF0JxwnLUZzXnqqtM9B7guUHlrdyLlvppytPWnFfNk/5OBWwWO6pgqGGn0vu0WM4991yv9+vtUMPPP/+cY8eO8cePjyCTyerldnUGdb1lE/TK2r+O4M1FuK8W9Cn9Eik5UYbJYPZJ/00x/NPLAfdv6PF7z+W3337rtGtbLBZef/11/vzzT6TsEIRWIgfaMmf70+gSBBg5ZTDb1u3x2xiao0osYtE9i1CpVP4eSpBuis9W+gsWLMBkr8Lk6D7xyO3h75d+x4MLz+LLL79ssd2pHm4oiqJXdrk9ffDEq1IJk0d3+HpNUZxXQlxS0323xcjyhshFc8WTG77W3P+fyljNNlSa4MO3M9m79ihZWVle79ebhtcff/xBUVERq969Fr1eU3t8WIqRYSnGTvFk1b1GoHnQfDl/9BqQTPaB4z7rvymsG08KP40e3odjx451ynUtFgvPP/88+l0KCjabEQVZ6yd5iL/n+LShvZDJZWTu8P693hGqHVWYHAYWLFjg76EE6cb4rBpgREQEN9x4I5+89xkRat8scDsLubrxxzRJ3ZutZs/CHV64fztSciUOh6NF48LlciGTyXC5up4QgTdQKpUoOhDaNVrjrp/Vlu/GFxw9kEuvAcmomngvTf2WAFSSssXXa6h5bw3bbTXn1r7/hu0bUtO24edU02fdc/z9WfoTSZJQqhSoNapTNl+1s5k6ewxRUVH+HkazOJ1OVq9ezc+f34vD6Q5fLHtlJai0uBTu+6e1e9gTxuhOzh1bqjvHoGrPvd7UnFMzl/mCtCEp/PrFpibnVl8wWtMThyQi/iXMaqy2ExYW1vJJXsDlcvH222/TuySRE0oHKjx7v5789raaczvt82uOiWeP4s91e1Ao5BBAQQUnTEXceN2NAVOzLUj3RJB8uKLIy8ujd6/ePP3M0/Tu3XgBGCRIkCBBggQJEiSIP8nKyuK+++7j6NGjJCQk+Hs4XmPkyJHc1VvP2X0Tvdbnhpwi7tzkm+iEUwGfebwAEhMTuemmm3j6kedJ1Q705aV8TlM7e3VpbafQJbkQU43Mnj2b9PT0ZtvJ5XIkScLp7JwaJYHEv//9b0yHRJRi+wqnNvyO/OmpWfTqzfzx8w7WfrG59pinv6HW2rV0fnPntvRaW8dzqnjABAHuff3vvP7A+1SVB1YCeHfE4KxgwpyhnHXWWV7tVxAEFApFq3m2rVFYWMiyZcv4/asHOHDjKnYfry+i4S3PVF1vV0Nau8YYnbJN42h4j7fl3m5pPvHFHDF0Yn+GnTaQD5/9vNE4fDknjdb05KWMuYDb4zn+7Ed58MEHfXa9Tz75BL1ez4Ef2yaZ35E1St1zfT2/n33F6Ygyke8++KXZcfjjGZNt2seCmxZ0K6MrSGDiU8ML4P8e+j/efucdyl2laOUhvr6c12hYdHaDJavZHJlxmmSsltYfds4DcpYblnPrrbcSGxvbdBunE4VC4XXDq6ioCL1eH9BV2JOTk9m8YzdhitZDjSRJotpZiV4eXnvMIZws1DtBr2SDB9+Jr6goqSS1X09+qjOGuuOroW6B4+FCPAAbyt27SE3ld9Vt3xCrxdbkNWr6dlhaLmTcsO/hQjwZ5pxGv31PfuvdBZvFhiATT6n37C/sDjvl5eVe79cb+V0Gg4G33nqLT9++mf9N+x5QAyfvJ2/mV22yOJoVyqh7D0/QKxtdd1Mr93hd6ub5bLC0bed6nCa5xfnEF/dLr4HJHNqZ3ajvhmNvTTSorTgEB64/tqKaOBqFXIbFYsFms6FUejdcz2Kx8N5779GjRw/UP7na9Bm29n1A/e+k4TPEYXF0St6XPkzHkPH9eevR5bXjqTuWmvfQ2fOtyVFFpaOM/3vo/zr1ukFOTXxueMXFxXH77bex7I0P0dLP15fzOg3lt5tSh/N0wpIJchzH9SxZsoSHHnqoSSGNuiIb7c31qqio4O2338ZqteJyuVCr1ahUKqqqqhgwYAATJ05Er9cTGtp0rSl/UVFRgVzwPOC73FaEThZWKxVd9/vxd6J59oFchk4c0Gq7topntKZc2JJh1pDmfs+ttfX2wiaQsZitqDVBSfnOQCGqKCnxTS2/jhheGzZs4Mcff2TFWzfTP70nGfzpxZE1zSajrZ7x5UldsLbgy/vXF33LZCJpg1NZ91VGi+06Q4n1wnOHcuDAAYYOHeq1Pg8cOMDHH39MWmFP9v7ZNm+PpyVuOvK6t5hw1kiO7MmmV6mWIprfXOxsyoQT3HH77c1uiAcJ4k18bngB3Hfffbz++hIMUjkh8ojOuKRXaeuCtiVUMg1pA5LZvHkzEydObLJNW0Q2nE4n69evx+Vy4XA42Llzp9vwevEapkwc1Kj9HY+s4fPPP6eiooLY2FjOOussUlJSOvy+vMGJEydQy5qvgVMXQRBI0jYO2fTUQFg2Op5rt/quHsuujfsZPW0oWr0ak9HSpnNrxt2e31xb27d2jbqbC6ei8WU12VBpg8qGnYW3vQjQsRpen3/+OcXFxWxd/Sg6nbpWNn5YirG2XpcvN3l80XdXM7oAUvr1xPr/7Z13fFNV/8ffSXebDuiCQmmB0gIFyih7CwqigCgC8ig+TnCDv8etj+tBVBTEyVABB6KCKKAoQ2TLbgulUFrKKnTPNEnTjN8fNSVNs5ukabnv14sXkNx7zrk3955zPuf7Pd+vQkneRdenqDkov4h0nwqfIckApGXKGTLEMZ4jGo2GLVu2cObMGQaW9CJFY3lMsnXB19T5rsbX34f+NyTx1cL1tHOjiBqVqlLkWinPPf9cUzdF4DrBJbHLQ0NDef311yght9lEBzPWqekmn41Ngrvk9VvYv3+/ye/VajUikcjihEEul7No0SIuXbrE0N5+DOsTwJrP7ufM3wuNii6AD18fy66f/4+UnW/wzksTWL9+PTt37rSp/c5AKpVSUVGBiMYnOj0ov2gxr819R/JYmdym0XWZ4uLZK2i1WpKGue/eRl24esPn2VQiZmP57Fp6ri+FTIGvILxchkwmc3iZ9roaFhUVkZ2dzfYfnyQgoP6+0+YqusB5E29nCrqEPp2aNPT4S6tq16i/+eEvsrKyiI6ObnSZhYWFLFq0CE9PT+QZ3qRUWy+6GoMjcr7Zw8Ab+5Cbk8fl7Ktukz9Sq9VSTC5vvPG6W0dTFWhZuCxp1BNPPIF/kB8lNa7P+u4IdJNM/cmmvQNNVNvWeHl5mY0Io7N6mSItLY0XX3yRF58cyy+rHuBfd45k1ozRdO7Y1qo2iEQi+iZ1Zvcvz7B37162b99OdXV1vWMKCgp45ZVXGr0p3Rq+//57Xp53K2ILCSKt5YBUSVKM+YAIusmTsygvrqRrnziT3xsT8TpcLWjM5fu6nlHIqvEVcnm5hKgBgdx8880OL9ce4aXValm3bh0LXpzo8PY0d5rCPaxr3zhOH8t2ah3W8MrbG3j++ecblVxXqVTy66+/snTpUjqci+Do+qx6i6ymFrSs/cwcA/06cO/BSdw6VeZS8eXr78PgcX0p+D2nrh3uMM6U1OQhCfbj8ccfb+qmCFxHuMTVEMDHx4clH37Avff8mxBtOB4il1VtN9a4etkz4Pw04TP2H9xPjx49TIbZ1wXZMEVlZSXPPH4zt90yqO4znRvMAamyXrtWJrdhaXptJzsnUUnvH2bWfefl5cmB315m3ktf8NlnJ3nsscfq6s3KyiIzM5OioiKnR/q5fPkyi1+uwsNBSSIPyi8yv38UKzHtUvhBYZZTXeZyMi7RvX8XwPZB09S+QmfgDgOgu6KQVeMXIAgvV3D58mWnuD3bKrykUimrVq2iY8eOjBmZVPe5rn/V0dT7SPUxFmjDGK7oTxxNVGwkvv4+nDtl3BJvDGf069X7j+Dn52c2F6cpcnNzqa6uJicnh927dzNy5EjEF1uRJaqsO8Yal28djfkdU6atodvceA6sOl9XljMZ6NeBgJvbc/V8ASWZhVaNe65ArVVRor3CVx+ubpSQFhCwFZeqnzvuuIN33n6Hy6dyifR2j31FltCPXGiIvZ376xlSQkNDGTFihMljtFotV65cITs7m82bN+Pr60t6ejojR47Ez8+PP//8k/T9HwBQvHAtYz8zHXq2nvBI7wCJ6wBYsiIWnyHJBAT4MmJIItKaPN577z2ee+45cnNz+fXXX4mPj3dZQmdHuBnq89IqT+YkKpkbHscHhVlGj3FmR398z0n6DE/EX+ILRoJUWrO/yt69Xq5C17aWut9LXlWNr7996Q0ErEemqiCsdWt8fR1/r20VXitWrOClp8Zyy021e3oMBRe4l+gC69vjjHfV2e9+t+Q4MlPOoVbV70Qt9YmN9UzR56D8ItKuN5GZmUlBQQHt29cP3a7RaNi2bRslJSUEBARQWVlJ69atEYvFHD9+HJFIRFhYGDExMQwp7Y32lypEIpFV1kNT0ZTtvY45tCHjg0ywMilzYxjo1wFviTdDb+rHoQ/3Gm1PU1FUk0tij+7cfvvtTdYGgesTlwovkUjEsuXLGDRwEMEe4fh6uG9oc2uxp1MUizyYOXMm8+fPp2vXrtx+++31NpVrtVp++OEHMjMzeeftN3l9lARPkYY033u4ml9K28hWvP3iOHbdeZApJgSFKfTb99RDMCcxk94/zOTuaaO4exoMnrCAr776iry8PBa8dDtLvznKqVOnWLJkCa+99hoBAQE21WcNKpUKjUaDl4PcDHUclF+sFZqYF1+WGOjXgcd+TObGO94iXNHZ6siLFzOvoNFoSR6dRPX2qzbXqf+3o9AXccYWFcwtNBgrS//vlohCVk1gK8c/8wL1KVcVc9/ERxxerqHoevbZZwkMDCQqKoopU6bQunXruu80Gg0bN24kMjLSqOhyN7FlK454T5tiAah7che2r9tnV/3mRIyt96N41yE0Gg1LlizhzTffJCsri+3bt1NUVISXlxfDhg3j/x4eSElpJZ1i27B7fzpyhRLFplj8xX6Ir4ghTY7nP94+1gpHY9djy30wvE6d94ur6DSuKyVZRZSdK3ZpveZQqGUU11zht+UbGhV8R0DAHlzu79e3b18efPBBfvh6Pe20CS3uobd2RXH3V6l8068HZ2+N4Y0FCxg5ciRdu3ZFJBLxxx9/oFAoUJ33I+dMHpsPVbL/96MOb+tB+UUOHoGBiesYLPHm3oOT+Gj+ndz31ErS09M5eDSGyMhIDh8+TGlpKStWrGDu3LkOb4enp2fdBMnRz8O138J4IAlry7j/v3JqampIrzjApEmTOPPnFasWDkryS+nWrzMpRoSXteLGkVE19csydj/c1bLWVChkCiLaCZuunYlWqyW4g69DAhYYYii84uLiuHr1Ko/OSuaRZ94gKioKqVRKTEwMOTk5JCUlsf7ze4Fa1zIdzV10gel329o+sSn2drXpEE5gKwlZaTl29U3WRmy1ZgF10ctlaIp/5slXt/PEE08wdOhQ1n3+EMFBAfjrBeBJmbaGj9KvnS/xsG/hRl9kOWoPbmOEp7Xl699Pv1B/YkZ2Yv+7TR/AS4dWq6VQe5GHHnqIPn36NHVzBK5DmmSj1YK3F7B27feUVRfSyrv55E1wdACC+4/mw9F8xNoQampq+P333wEICAjg0p5yfDz82L3pIBP/PZZDO1JQ1VhOqmzP4FjrzgYfdFpU+//VkznIDPomdeK+eT9SUFBAr169KC4upri4mNatWztUIGk0GgoKCogi1OHuhjoMVwptHXRmHyvkl96juOPUXuLi4sjIyGD5p9N5eOoms+dlpuQwYGxvu9qsw5n7vQShZR6ZVIGvsMfLqXQd3xY/v05OCyWvL7wefvhhsrKyWPDRRrIOf8D5iwV07tiG9NOX6NGtA15e14bEtfNq3bdbgugyh6Uxoyn7iB4DEzhzLJsapQr8nFePsZyGxqK9Vu8/woevj2XJa2MajIFz/nHhd7QLnyN/C2cLZcP7GD8xkatHL1N5udyl7TBHWU0h+Kp5a8FbTdYGgesbl0U11Cc4OJiPP/mIIu0l1Frz2dbdBWtCbuswjH5oGBHRMKKPh8iTwz9mcmV/FVf2V3F2WwGif9zuMlPOIatUMOWG4Q0GBnNlmmuPJYbeu5en791GcFAAUVFRiMVicnJyOHv2LB9//DHvvvsuBQUFVpVlDQUFBSQkJDgsoqE5dL/b3HDT0QZN8URKMW936MH27dt58MEHufOBjzhy9in6+bYzec6hHSl4enlwIVxuV3uNRdJs7KClP6mw5C5oKoWCrpyWjrxKgV+AsMfLWWi0ak6cOOGUaIZgfH9XYWEh0dHR+Pn50C0hGm9vL/r06lRPdBnb13U9Yc2Y4YrJc4+BCShTSpza19hS9lMPnQca5oa7Jrpqacy9sSWqoSVcJXCMPS9B0SG06duOzI3pLmmDNai1Koq0l/j4k48IDg5u6uYIXKc0ifACuOuuu+jbrw8FqktN1YRGYW0naMnVwdIAN8C3A1f+yKbTuAREHqJGh2G1pk4dfTot4ur3OYSFhREUFMQrz0zjxO75fL/8IT777DPOnz9vdzv08ff3R6VynQC3x09ex4dZahKudGD16tV07NiR0Lj7+DL/O7YtH2j0+LKiCpTVNXZbvfRFj6VJkC2DrOEeMlv2dBkrp6WiqFLgJxGEl7Poc1tnRowY4TSXc2PCq7KyksLCQsorqoyeox8dtqVbu9yZ9p3bIgnwo+hUfpPUb8oSaCjK9UWXs4IhuWs/a24e0fWOXpz/KxtFacNFx8bOY+ylQHWRfsl9mTFjhsvrFhDQ0WTCSyQS8dXXX1GhLkSqKmuqZjgEc1YBWzBlwbp69BJqpZroIR0d0Vyr6tRxTlWF6EIIPlcj+O8z0xGJRHTu2JYd659lzZo1DkmIHRQURHl5uUuTazdmQpVZU8GEsmiKiorqcp/1eGK1yeNzz+UR1zPWrrpM7cVyBNa4oFpDUw2irkCweDkPmUrK3r17GTp0qNPqMCa8xo4di5eXF4eOnm1w/OqBGwXBZSXOfudvGtGfq0cvo1HZFlXXnvHYnLeIIQekSqr3H2FO4jrmJK6rV58z+kJ7y3OmtcvSdUb2jiIwKojs3zJMHuNqd8NKVSkV6iJWf7W6xcUWEGheNJnwAujYsSPvLnyXAs151FrL+5fcFVtd+WxGC2c3n6LzhK6IPZ3/k5m6lj6dFtGn0yLmJK4jMiIEPz8/MjMzHVJn27ZtkakrHFKWNTRWKG+rkjOupB1JSUlMnz6dxMRECqovGxWPx3afJKiVBLGnuFGRAN0heqA7tMGVyKQKfHy98fB0TH45gVqUagWXNRncfPPNTs+hY/hOymQyLl68SLJBcvPr3b3QVipUlYhUxVTUlDisTN24M0gSQ9vkaHIPWtffGBNbjRmPzY0PB+UXGXT37gbeCI4c/xvjlaF/vjOw1Caxl5hudyZxZsMJVAr32Eqi1qq5qshm4XsL6djR8QvYAgK20KTCC+Cxxx6ja2ICharmNaFzhIXLmjp05B27THllFZqBIU6tUx9Tg8lB+UX6dFpERTr89NNP7N692+461Go1arWa+Ph4YgaFNaa5jWZueBxzw+OsHux6BrSnVatWdO7cmdtuuw11kJT/jNWi1WoZ+q8eeHWRUVFTQvrB02i1WrSDa0NX2/PcGFolHWVh1bXHFjdCUyvKLdHqJa9SANTmYhNwGApNFcOGDWPYsGFOq8PYqrZCoeDTTz9l2XuzaBUiqfu8eOFaoOUH0nAkMo2cEo0Kiadj98oM9OtARI+2qOQ1lGYXWX2OLW701pZnzoplyk27MX2zPUJOfzHP2fMSa9rU6cYElJXVXP77gsWynL1orSs7X3Genn178OijjzqlHgEBW2hy4SUWi/l2zbeUqgqavcuhMRrTEdbrjLRw+ddMxkwagoePa4NRmuocvcTeaM4Fcvr0aZYuXcqOHTtQKq2buGi1Wj799FPmz5/P4sWLycjI4Oaspg3b/UFhFrdOlbFkRSzbH4li+yNRFgeElYtn8Ndff9GmTRv+97//sUEbjqZDKenp6YwaNYqEEe3RaKAkv5ykod3qneuIQdLaPWCWzm1M/fq0NPGlUWtQyKrxkzgxpNp1iJfYF41Gg1jsvCHImJvhzz//zN139Gbk0B71Pt+8zl8QXTbSxjuCVt6RiEX1rcGGQaAMPzPE2DHtBseQe+giWOl97sh+1FjbTP3bFhfFxrbFFM5yRTdWjyX8wgLoNC6B9LUpLvvtjKE/X9lRmUaZuoBvvv3Gqf2NgIC1NEk4eUO6dOnC+++/x/PPvkistofVCWqbA/rWicZOSgtSr1J1o5RON8ZzdvMpB7XQNvStJFA7uSk6UkO1WkZcnJY5c+YQGxtLcHAwN954I7GxsTz//PO0bduWXr160adPH6Kioti7dy+RkZHs/GkefTotQgl8TV6TXJM+lw5r6DYUJENr3ZDmk8Wlw21Ymu7dwI0lKUZKSHAAFRW1LpLBwcH1Nu1mZ2ejVte60J48dIbht/ZvUJ/+qqolDFdDHRndUFe+YTv0/2/O9cbwuWhJyKRyweLlYC7JM4nzGe7UOnTCq6ioiOPHj7N//3569uzJEw/dUu+4WmuX5Zx8Ag3R70PMiRBb+gWfIF8ierQl48dUm9phC7o+y1bXREvHOMoLwVrcRXDp6HFXH3L/vkD5eevcTxvjem9N2SptDbmKsyxespguXbo4vA4BAXtwG/n/2GOPMXjIIApU510aZMEVODJAwun1aXQcG49PsHtNBH08/Dn0wxk6e/TB83IoJSdqOHbsGK+++irvvT6TLd/NZfotMaxevZr/+7//Y926daz+4E6ntcdekXvfkfriTzI0juj+Yub/W8XK5DYM9OvA3PA4lqZPpfcPM0lLP09RUUN3mOLiYtasWYPiYK0oO/D7UcRiMd2T6+8rsXVl09QKrK4sRw5gLd2aZS2ySjn+gsXLocT4JRh9bxpLVlYWO3bs4KeffuLkyZPs3r2br7/+muF9A9i7+UW++/SuBqvegrWrcRjzhrDVfUz/2PaDYyg+U4C8WOawNhrD0fuzGrsvy9a63E10RQ2IJrB9MGd+PunEFllGN9fSarXkq84zfPRwwcWwiVGpVLz88st07NgRPz8/OnXqxBtvvIFGcy1wzmuvvUbXrl0JCAigVatWjB07loMHD5ot96effiI5OZmQkBACAgLo3bs3X3/9tbMvp9G4hcULalcnv13zDV0TulFanU9r7zZN3SSL2NrBOqJDLsspoTA9jy4Tu3Pym2ONLs9eTFk4dPnHfMR+XNxdzvlzH6LRaMgvKOPmsf0Yd0Mfft16BLlCiVxRzbqN+zmWPY++nRc7rE2NJeODTKL7i+usXpKhcUj3ZdUKsP4q4NqG4Zlzlhrt1J966ikkEgnFyhAifKJRyKqpKJXSf0xvTh3JqmtvYy2h5gS9PWXrn2NqX0NLtGqZQ1Ypxz9QEF6OxEvsi1Zb7dAyr1y5wieffMIn79yLJKAdHpIexEV70P6/o02eo4tiKOBcTPUbDfoYEbQf1pEzG044rS2OCsBhqkzDz6+HBSuvAG+6TU0ife1xVPIai8c7awzRf85KavJR+1TzzbdfC1EMm5h33nmHpUuXsnr1ahITEzly5Aj33XcfwcHBPPXUUwDEx8fz8ccf06lTJ+RyOYsXL+amm24iKyuL8PBwo+W2bt2al156ia5du+Lt7c3mzZu57777iIiIYNy4ca68RJtwG4sXQEREBGu++5Z81QWq1fYlnHUFTR0++8zPJ2g3oANB0SFN1gYdlu5Dn06LOHHqAu0S7+fK1RLEYjETxw9g2m3D8BB7oFZr8AibQuIt7R3arsYMeEvTvdm8zh/pvqy6P/roBBnAmqVz+OGHH/j44485d+5c3eeJiYmsHN+biSHXQmWfPpZNdFxUvbIc8RwZPo+2uLba8ywb2/PnrPw17kBVpZyAIMEVzZEMmt7N4dHFDh8+zOqPZzN5wkBuGJGEXOmBOUOlILrcj7CukXj6eJKfesXpdTladBnrEx1RrqE7uCNFi7G+3Jp9eYZ0n5ZEWU4Jecdyra7XGejuTbVaRoHqAt+tXUNERIRT6hKwngMHDjB58mRuueUWYmNjmTp1KjfddBNHjhypO2bmzJmMHTuWTp06kZiYyKJFi6ioqCAtLc1kuaNGjWLKlCl069aNzp0789RTT9GrVy/27t3risuyG7cSXgDjx49nzpzZXNVkoXHDEPPuMLGUFVaRsyOL7jN6N3VTrBoE7p34E926deNqfgl/Hz5DaZkUgMBAP2bNGM348eP57bffSJ5q3AfbluhOjnD30JVx6XDD/DH6outqXgm9e3Ykbdf/WL5wBt988w2lpaVAbW6yZzeV17s/uzf+jaeXB116dazXXkcNpI6K5mVNm0wd40p3G1chq5QTIFi8HIZaq2Lv3r3cdtttDi03NzeXXomxAFQroUYFEhN6eU7iOkF0OZBj0jSUGtOWDkMrk6m+KmZUZy7uyUGrds52A8P9qI7qf50tJCy109769e+BOTd2c7Tp047wxDac/NZ6Dxxnek2otWquarKZM2e2W1s9mjtarZaKiop6f3R5TQ0ZNmwYO3bsqEs/lJqayt69e5kwYYLR45VKJcuXLyc4OJikpCSr27Njxw7OnDnDiBEj7LsoF+E2rob6vPf+exw48DfnT+XQ1rOzYCY2QvaWDNoNHEfUwA5csTLXSVMhEonwvhJOv95xtO0+G19fX5a+92/GjOiFh4eYN58dy533nyYjIwPDR1J/9U1/Um+u4zbmSmJrR39AqiSJWvEV3b/++oTPkGT+Pe8nvvrqKwYlJxDXtT++vr5MuqkbqampjBgxgkuXLhHkEV3vPGm5jMqyKoZOSOZsWo7FNus+NzUImvrOUDzZMojaYikzbLdhOS2FqgoZbWOFVVNHUakqZWT//nh42JcbTaFQkJGRQefOnQkKCgJq3QwLCwsJD6sNbV4hgwBfMJZ+bU7iOrvbLmCcSK8IPA2iG5pzLTQUQAP9OuAXFkBY90hOfuc8F3pj40hjREtjMVW/rXt/bcHwui25l5vDO9CHxJl9SV97nOoKhc1tMPV/e6nd15VDQmI8773/XqPLayn4dmuLZGCc5QOtxD/Ii7LfjhEcXD+VxKuvvsprr73W4PjnnnuO8vJyunbtioeHB2q1mvnz53PXXXfVO27z5s3MmDEDmUxG27Zt2bZtG2Fh5tMMlZeX065dO6qrq/Hw8ODTTz/lxhtvbPQ1OhO3FF5eXl78svFneiT2pFh+lTCfKMsnXWeolWoy1qeROK03BalXmixRoS2uFX06LWL8beMpLi5m6TcpPPP6eqqrqwkJCWHs2LGkpqYiV1fj5xFgthxrO+jGRNk6KL/I4AtxJMVI6yxf+gKstLSUZ555hh9//JGD335Lnz59KCsrY+rUqZw8eZLu3btzeW9lg3LTD52h/w3mV3AMBZMlgWXsWvW/s0aA2TvwteRohjqkFTLB1dCB9Bjdid69e9t9/r59+6gqOcOGDRsIDQ1FqVSiUqn47bt5dcdUyiDQSDciJEl2Du18ru3JtqZvNXZczMjOFKRdYffV2lVxR1uRrNpj5uC6LJXfWNHVWBpbV4+ZfSnJLODqkcs2n+uM/cLFyqto/Kv5ZePPeHm1nOjY7khISAgXLtTP1ebj42P02O+//55vvvmGNWvWkJiYSEpKCnPnziUqKop777237rjRo0eTkpJCUVERK1asYNq0aRw8eNCsu2hgYCApKSlIpVJ27NjB008/TadOnRg1apRDrtMZuKXwAmjbti2/bPyZMTeMwU8lIcAzqEnb446uU3lHL9NhWEfib+vBqbUpTdoWazvQ4xvOEdhTQ8+ePZk5c2a973r27MmPP/5IpZF91Y1dHbPn9/ugMIuB0g4MlnjXCbBosvAZkoxUKkUul/O///0PjUZDamoqO3fuZOPGjUilUoLK2+ElbtgJ7d54kEE39aXHwHhOHsw0W7+hb7/uOqwNK29MFJlb4bV3ILTWEtlcqaqUIQkWhJcj0Gq1nD59msTERBYsWMCzzz5Lhw62vZtyuZw7bxvKV0v7U1JaibeXF4EGrqAVVRBo8JOlTFvDAal3Yy9BwAzWii5DjmuvcuPQSRz5ZF+jLPaW6nRGMA1Ti0+umDPYU4ej7kf7obG06hTKnje32l2GoXtjY8aPKlUFheqL7PhlB23auH9wtuaOSCSq8ziwxDPPPMPzzz9fl26nZ8+eXLhwgQULFtQTXgEBAcTFxREXF8egQYPo0qULX3zxBS+88ILJssViMXFxtda83r17k5GRwYIFC9xaeLndHi99hg0bxjvvvsNVdRY1GsdGwLIVd51QnlxzjPaDYwnp2LpJ22Ht/iKRSETFCRHZ2dn8/PPP9b5r06YN1dXV9RJpG4oMR4b9tfbYDwqzWJruTeoFCQAqlZrTp08zZMgQvLy88PHxoX379lRXV+N9JZxWFbFGRReATKqgtLCcoTcnN7rt+pMTS/7/xixgpo61lZZu9aoqlxEQZN4KK2AdX7/Tg9atW/P+++9TWFiISmW7pb60tJQdu9MYe+eHnM2+2kB0Qa3wCtb7yVYP3NggF59A49DfH9TYvVJ9R/RAmldJaXZxvc8dtXfJkQGxDK/TEfvEbL2HjQ3k0dh7ERAZSPc7e5O66hBKB+2VbMw9rNFUc1WdxbsL32XYsGEOaY+A45DJZA3SeHh4eNQLJ28MrVZrct+YI89xNW4tvKA2LPek2yZyUZ7R5ME2rJm4uhpZYRVZv2XQ8+5+iDyax144sUhM/kEFx48f5/Ll+i4KV69eJTJJUu8zYwOSKdc7Z0Xy03HpsAbVwWP4+/vX26OyYcMGpDkaRCIRYpH51+rorhO0iYnAw9Oxr5+zNmAb1mGu7KaO+OkMpBUyAgL9EHu4fXfp9mxc9zcjRozA17c2D2H79rZHM42NjeWj5ZspKSnh7U/3Nfheo611NdRp5TmJ6/igMMtivz1Y4s1giWssYq6qx1k4MiDQoIAYRo0fQM72zHqf22vNceb4bMpd0difxpTZ2DY5s06xp5jeDwzgwu5sijIK7C7HUe3RaNVcUZ9l8pRJPPnkkw5pj4BjmThxIvPnz+fXX3/l/PnzbNiwgUWLFjFlyhQAqqqqePHFF/n777+5cOECx44d48EHH+Ty5cvceee1fK+zZs2qZ/1asGAB27Zt49y5c5w+fZpFixbx1Vdfcffdd7v8Gm3BbV0NdYhEIlauWsnQzGFcPN30wTb0xZe7TDBztmUS1T+aTjclkL3ldJO2xVp3AZFIhDg3mBUrVvCvf/2L+Ph4AB555BG+++47PGhowTMWecmYO4qzfpekGCntk0Xc/unRuvZC7WpObm4uEo9rfsgD/TowJ7F2JXBpundd+wH2/3aUMXcMZfrEMUTsrQ2ycUCqdImgN7ROWXOvjO05M3ZuS7V8VVXUJnINCPKnslTaxK1p3vxRHcDEiAgCAwOJjo7G29t2AaKzlFdWVvLco0MafF8lBxEQ4Fcruiw9684WQabK1/9cF2FR95m5iIuDJd4Wv7dURmNw9Pvdpm87tBotecetC0VuTVucPTYblm/4m+j+b/i3o+tuzL5ce0mY0hOtRkvmL02bKBlqrRtXVeeI69aZL1d+KQRic1M++ugjXnnlFR599FEKCgqIiopi9uzZ/Pe//wVqrV+nT59m9erVFBUVERoaSv/+/dmzZw+JiYl15Vy8eLGe5ayqqopHH32Uy5cv4+fnR9euXfnmm2+YPn26y6/RFkRardY5cVsdTEFBAYldE/GUBRDpG9PUzQHca99XcGwrBj09kn0L/kR6taJJ2mBqgm4OlaYGv4Qa+vbtS+fOnXnuuecYMGAA1Wd8TZ7jik3Xxuqck6hkUVtvcnJyeOyxx+osXkeOHGHTpk38/dZt+Hh54jPEshvhruOgrIEbBzT8TiarxsfHE9XB40j3ZfHSKs9GBxQxhTULCMYmrqb2OLTUfV7PfvwIXy9cz9ULjlnhvR6prCklX3SO2NhYsrOzmTdvns1BNrKysli9ejWfvnM3N4zoZfSY3ALIzoU1d1sWXdBQGDkzzLy9Ik83eTf2ualynXkdjrR4DXtpLJf25nBhV3aj6nbVeGzPb2jst2hs5MKmEF2RvaPodW9/9i3YgazAsYtQ9lxPvuIC6gAZJzNOCvm6TNC3b19evKULtw6Mt3ywlew5cYHZK/bWy10qYD1ub/HSERERwY6/djBo4CB8avwJ8TKeydqVuJPVq/x8Ked3ZtPr3mQOvLsTrcb1etqeSben2AtlpgebT+6g58gLfLJwNt5Lq/kY173Q1rR7t/QMGUpffPJ8ePzxx+tWXZRKJefPn+f06dN8ejyX5+feYVWdCdFwKANkCvDX05jb/0rlpjte5Zabkln3xHijucQM295YrLV+mbpHxoKAtDSkZVVIgoV9Xo3h7se6s/zrQgoLC/H19SUhIcHmMtatW8eeTS/VhY03RnkV5G87b5VroasxJaAsYekcw3KdnaPM3r7CsIzwxDb4BPtyaX+OxeMNy3Xl2KtvubIFU7+DIxfSTI1fjr4/fmEB9LonmRNfH3G46ALb5w9lNYVUiAo5sPOAILoEmhXNRngB9OrVi7Xfr2Xa1Gn09u1ApHet+LJ1BczRk0N3EWBnN6UTmTSWjmO7cG6r+Yh5zsKeKEUikZhwn3bk/S1n+d8ZzmyeScy5b2i1WsQdqhg9+ma6d+9ez51h4cKFPPHAcN59aTltIloZLbt44Vo2r7sWYk03GN+85Db2f32JPmUH6wRWUrKIe++9l82bN6Pt24vUC1c4KM9y2HUaYhh0w1LY+usVaXmVENmwkVws9GPUqFGsX7+eESNG4OdnW1JqjUZDVlYWIRYEcLkUzp4rqfu/sWe6ue+x0uGu12HO60H/9+g8PoHzf2ahqTG/wGTsXFdiTEDZKsQc3Ye6wr1eh9hTTN+HBpJ78AJ5x2x3CXU0sR5+/C47x4/rf6RXL+OWbwEBd6VZCS+ASZMmsfD9hbz47IvcKh5DkGdgg0mztbkzHOEaZSrgRlMMEBqVhrTVRxgwdwT5aVepymuYR8oV6P8Gzpi0W/qNHS2Eh93dk5KSknq+xjrkcjn3/2ssqdO/468L14KC3DpVxqXDmn8iIfob3cMVffws8b07M3b2lWsfHqn9K0LTmcHdP25QnzP2URl7f9xlMcFdkJZXERgiWLzspcOIYFatWsXy5ctZu3YtkyZNsun8mpoaNmzYwF133YWXl+lhS6uttXhVXC4z+r07CBV7rV7NEXNjc6vOoQS2D+HIp/ubomk2Y8tvZovFsSnD0VtLt6m90Grh9E9Gcr04EGvSo1SoKtlcuZ33Fr3HxIkTndoeAQFn0OyEF8ATTzzB2TNn+W7lGiZIbsBXL3S3LZ2VoThoCSv7ZTklXNyVTdK/+ze5y6Ej7quxQclaYe0ItFotW7ZsYf78+Ua/9/Hx4fz/vmZpuj9wbbA9sMqzzj3F1LVv+2EvPQZ2pWvfzpw+Vn9/g7fY9B43cN6g3NiN2y0VabkMSYjE8oECRrkj3oO/AgOpqqpiwYIFREZGWnVednY2v/76K5cuXSIsLIy1n800e7xCCcoaLRWXy00ecz0IH0cGc3AUhn1W3IRuXPgrG5W8pola1DisfYbMLWJZEyyqqYka0IG2ydHsW7ADjco6y2RjMHftCk012+V7uf+hB3j88ced3hYBAWfQbOMjL16ymEEjB7FTvh+1A8LMG4bDNhYS1p06Q3NkbkzHw8uDzuO7Nmk7HBF+31QQB2eIAmNlyjVVxMbG1gsdr49KpeKnDdfWL/TzsVgKYV1eXElpYTkjJw+q+8zYM+foPDTW0FyedVdRWSYl0I33eLn77/X9qWratGlDVFQUnTp1sir6WFFREatWreKLRTPJObaEI9v+a/I91FEuBa/icg5U1O4ZMrwv14Poag4Ex7aiVecwzu9oGpd4W7H2mTkgVdYTvObGQMNn0x1FV2C7YHrM7EvKl4eQF8uatC0qrZo/ZfsYNGowiz5Y1KRtERBoDM1WeHl4ePD9uh8I6xjBHtkhnBWcsSkmvY1Fo9KQuvownccnEBQd0iRtcOT9skbAOUqIGZbjK/bn6tWr/PHHH2zdupXi4msJPk+dOkVRURHiRoSwPfDHMdrGRODt621U/Dcl7tAGd6GyvAqJm7sa6j8/+n83NRqtmpycHN544w2bzvv555/55tOHiY9rZ3WY6HIpSM+bdrG2ZgLdEoSZu1m7DIm7uRsX95xzWPJdZ2Lv82BrTkVH97dZ/jvQarWUqyqRqeU2n+/p50Xf2YM5t/UMRafyHdYue9BoNeyRHSS8UyTf//C9xQUYAQF3ptkKLwB/f3/+2P4HylZq/pYdc5r40sddJjOWqLhYRvYfZ0i6rz9ir6b5mZ3pDudIlzhzFjSxSMwn4fEkHMqgYxsFL730Em+++Sbff/89X375JQe3zqe1p/0T8kPbU9CoNYyZOtTuMpyNIMBqoxq68x4v/dVyd3IR1Wo1VLcpJDk52eYcOyKRiCt5JZYP1KNMCtnnbDvHGLpkyvYkVTZ3jquSNLsyGbStBEWHENYtknPbzjR1U6zCGhFrytJlDF1fqtVqyZRlc0FxufGNNEJs1ShEIhEHJalsKf3TtpNFkHRff6ryKsna0jQBr3RotVoOyo6jaqXlj+1/4O8vBDkSaN40a+EFEB4ezs5dO8nzKiRVfsolddqSdLYpyd5yGpVCRdcpPZusDY2dsBub9BvbhOxMYfB0WhlrLnkRvAZKS0vJyclhZP/W7P/tNaJyLwHXVkXtaUvWifMkDenmNBdKR3E9C7DKUmmzCSev/zsZuqq6+vfTokUul5OamsqHH35o07n33HMP85dsY/ikhcx54TerzimXQvmFUsCxCz/WiDB3EFzm6nYXIdbl1u611q6K6qZuitMx9i7quFB9maPak4R7hTqlbk9RrVXoJsUw7gi7xaZz4yclIokMJGXlIbBhPdsZz1mKPJ08r0L+3PUn4eFNn0ZIQKCxNMvgGobExsayfecOhg4eiq/Mh67+cU6v01J0OXeYoGo1WlK/PMTQl8ZSeCqfwpN5TdKOxgTZ0J03N7z2N/2gMKvuc/3y7cWW9qTKtAwZMoS3XriFEUP+iXAYFQpsbHCsYZsGS7zr2j43PK7e6ujVDWeJf70TXXp15GxajttHFHRGZEV3p7K8Ci9vT/wCfJFXKZq6Oc0GscgD75JWxPaOQSKxLTiJt7c3Tz/9NDKZjFdeeQUWTDB7vKIaFEotFZdKG9NkixgLXGFssukOQsewDU0ddCO4QytCu0Zw4uUtTdYGWzH3OxreS3OJ5Q2J9Y0mlmgHtdJxtO3XnphRcex/+0+rA58MlniTFCOl9w9TAUiatobUCxJunVq7L+ylVfZNNU/LzpKhymLfnn3ExsbaVYaAgLvRIoQX1Ob42vzbZsbfNB5fsQ+xvtc6NFs6TluxZI1pamRFVZz6PoVes5LZ8+Y2lJVNs8rYGBeoWkuQ8XJcKVCGBvqyfNOzJr+3NCHTiUfd57UDVW2Utm2H4NH/TmHtPevc7hkyxfUkwJSKGhTyagJbSZqV8GrqDfsqTQ3ZVWkEXfZg3rx5Np8vFos5ffo0PXtattqXSSHQX4S6ujbYkrF+wlHBNdxBVDVHukzszoVd2U02DjkSc3OH5to3BkWH0POefqR8cYiqfOvS0cxJVBLdX4VkaHzdZ71/mEnvuu/X2dWW84pLHFKk8vvW34VcXQItihYjvABGjhzJ2h/WMu2OOxkjGs600FiL5+gGUEetArqjpSL37wuE92hD0r/7c/jjvTa5DrgbhgOZPRNL/XNsEYQfFGZxr5HPb50qq0uQbDghS4qR1v079UL9Ff/UCxKYtobeP8wkrj2cyAbvQG+wfR+0gAuoLJUS1EpCweWipm6KUYytrBt7vg0nhc5cPBo0rTuDRYnceOONNp9bUFDAunXrUKlU/LxqtsXjyyohWFL7Dh40eIfqX1OHZiOcHCEU3SWSY6vOobTuEkba6sNN3RSrsfW+WRsJuaktj8bwCfal3yNDyN5ymoITV60+L/WChM6PRbLhqowZep/bK7gALlbn8lflfn5Y/yMjR460uxwBAXekRQkvgMmTJ/PVt19z36x76eHnTXf/KKvOc8eO0JGc/OYoQ18cS+fxXcnecrqpm+NwbHHPa4z1bU7iOpamT633WegzM0g6vIbo/mIkQ+u7ufoMSaZ6f21W5G7A2nlXMKR6/xFiBiWTnqmi+5292fNJll1tE3AuFf8IL3fB2ufYXA4ha98De1fwjx8/zmOPPWbTOQAZGRmsWbOG71c8QlKPjladU1oJbULh3oOTmLH/CBkfZJJ6QVLXr+tHRz0or72mphQkunZZGnv0j7MHdxBdAAlTenJuW2aziGRoCUtzBd1vaureu9tcw8PHg+THhlJ8uoDsP2wLenLvwUlMm/0N69at455HlpC25wOW3H7Q7rbkVufxZ8Vevvr2ayZPnmx3OQIC7kqLE14A06dPR6FQ8OjDc5gbPoYuftYl6zRl/dLvPN2tw7QWlULF8RV/M+g/oyjNKqLkrOtX7RsbidDS5M9W8WUPpurWuQwaw2dIct2/b526ls3r/OsG5ej+YqT7stg87wqVt/UgamDDdjW1u5g5mpsrTWOoLJUS6EbCqzGuu8asXIZh6B3x22ZnZ+Ppadswo9Vq+eGHH9j368uEtg6y8pxaV8NusbX/9xmSTO8hyfQG7gVWD9wI1Beatf82bZGwFVsFkv5xznSHN1evs+vSEdGzLQEREg5/tNcp5TsDe54Ba39Tt0IEve8fSI2shhPfHrXp1KXpU3nqtR3k5uaycOFCnnnmGSbPWsINDLJ8sgGDJd5kyvP4pmovy79YwfTp020uQ0CgOdAihRfAvffei1wu5z9PPc3TEWPp5Gt9NBxLkat0NDcRVnGpjNPr0+j9wED2zt/epH72plbbrXF7aq7+80CtRWzdNauXToSBEs91abQf0pFht/anZkfDvCnNLeiGu4U2byzuZvEyxJ5FB32xZSjwTeUasuU3ValU5OTk0K1bN6vPOXHiBFFRUVaLLoAqOag1EGQi8OSMxVEw7wqG4ssUtvbt+vfOXVz73AYRJNzWg6zfMlBXq5q6NRaxJEwbE0jFHecM3e9MIiBCwv6FO9GqbduHUF1dw0cffUSHDh1YvHgx06dP58YjfnhIxFZdq/59O6co5MPCnSz68APuvdeYU7+AQMugxQovgDlz5lBdXc3Lz73Ak2E3WG35sgVjVjJ3dlu8uPscrePC6PvwIA4u3o1W03QbvqwRULYIDVeJknu6fsWivZMJDwu26byUfyI96Z4NXZRDXbtVChWl2UWMGD+AHTs2GS3D3cUXGJ/EtwQBVlFSSZsOEU3dDKDx1mNLZToKjUZjdX7FrKws1q9fj5+fH7+snmNTPSWVECIBsYkEKRkfZHJA6hgx5Opn2ZUizhljV/Swjoi9PLi455xDy3UGzrzX7jgn6DQugbb9otm/cCcqmXURDPXJuOdHjt5wJ2kXA8EbOAr8k67P0rOkf6/PyvNZUvgnby18m9mzLe/nFBBozrRo4QXw1FNP4e3tzX/mPs1jYaOs3vNlK/oCTH9VzFCQ6X/m6MAe1pL29VEGPzOK7tOSSF+bYvI4VwlIeyd8jpjU23Put4U/UfyUjN++tW1yaE29J789xohXbyKyTzvyj+fW+84dBZe5/UPG/t+cBVh5cSXBrQObuhlWb+BvLKZcXK21eg3wjaY0+DxhYWFW1ffNN9+wc8NzRISH2NzWkgowZSCr3n/kn8A2SqPBeRydl9HS5L0xFjFXWNP0x6XGjlGefl7ET+rBia+P2GxNcQX2JMe29jzd/XNHwQW1grjzuAT+fn8X8qIqu8pYmq67D7Y9l/rHnpJd4ZOiv3h/yWLmzLF/TBUQaC60eOEF8Mgjj+Dv788jD89mTugIegU4LneGscHJkp+3pdwq5jbmGvvc1o5dU6Pm2LIDDHl+DOWXyri877zZtthbj6tozMTTHne4jv6JPP/YcJvr6jY3Hj7I5EC6t8k2V+VVIr1SQbfbe9YJL3cUXPbSnAVYeUklwaFNL7x0OHvvn6lyrc3Jd0hxiZDIENLT0wkPD0ckEpk8ViaTERgYaJfoWvzZRkLbj+DUqVNEhZTQPiqUoQO7ERlRW5YjrF2Wrld3r6yZfDZGOOn3z44WYIblOqL8Lrd0o/JyGQVp1kfJcxWuErDuKL7a9G1Ht6lJHP54L5W55Q4p09oFZf37nlp1iWXFu1m6YjmzZs1ySDsEBNyd60J4Qe2eLz8/P+69ZxYPaofSTxILmA/3bQljAsperC3LkpAzjJRlSrzJi2UcX/E3yY8NRXq1km4FlfXKc7eBwpnY6vJ4EFjzUAYDV8jrBc6whG7D/+CBG83e31M/pDBg7ghCOrWm7FyJ1eU7E3Ohx+2Z+DfH/V/lxZX4+vvg4+dNtdz174erLF3GMBZ8wxIarZoTaWmkpaWxYcMGPvzwQ5PH+vj4UFJi27NeVFzBIy/8wtatW/nqq4l88cUX9O7dG7n8FP957XvOHf2gzr3XmLXLlmsxdqz+O+Eqd0BHii5nCC19AiIldBjRmX1v73BouY2hKfbeudtYGtYtgl739ifl84OUZjVdaowj0vN8UbKPr775mjvvvLPJ2iEg4GquG+EFMG3aNPz8/Jh+5zSqNEpGBMXXia2kGGmdCLNVgLkTlqxt+u4PJZmFnP4pjX6PDEHx0R40JTKjx+qXZ07MXU8clF9Euk+FdF8WkqFxVguw4oVrOSA1/9oVnylEUSKn57/6sufN7Y5obqOxxqXQVhHW3MSXQlaNQl5NcGiQ2+byciWWfj+xyIOuXbvywAMP0KGD+eciJyeH8vJyLl4upEN76wIhyeTVrF+/ngEDBpCbm0tUVBQKRW1y623rnqN44dp/XKGMiy5bMLYYZYuVyx1xdCJpw/uTeFdfLu09h/RKhU1tcMZY0lx/I0fTOj6cvrOHcPLbozbl6nI0uysyWVt+hB/W/cjEiRObrB0CAk3BdSW8ACZOnMhvv29h0i0TKdfICfXoWusCY0SA6Ui9IGmUZcydaLC6efQy2nbBSB4YSOXHe9HKa+p/b+J8U5+7owCzVhDYKgQ2r/Pn1qkypPtqg2T4DEnmp00HePq/33H+uPHV/dBnZnDws0V19Zni1I8p9J09mKAOIVRcLLO6Tc2N5ia+yosqCQkNdKnwcgdXU3tzgS353wzGTX2GOXPmMGrUKKPuhgqFgpdeegkAqVRhdZs6tA8n8/BnZF/x4u9jl4iIiOC9/95KUo+OVO8/wlOraoc3e5+vxno0OMMl0Nj+K1dguOimuzZT/X3b5GgkbQM5tnS/0bKMYe/Yod82Z7lh2os7jYet4sJIfnQI6d8f58qhSw4te7DEm3sPTgJqUzeYum6tVssneUc5o8lmyx+/C8mRBa5LrjvhBTBq1Cj2HtjHmBGjiZRVMjgwua6jSDJyvKEQaykiTId8UzrisAACZiUj/fxvaMQm6MbuP3MGzrLCfFCYRdLhNgBEUyu+brtlIEk9Ym1uoyH5KVeoLlfQ8+5+7HvLfVx1wLSQdWaQFHcRaGXFFYSE2xbNsrE0JpKlK6JgGv42+v9/4t8bAVi6dCmdOnUiJiamwfm+vr58//33LFy4kBMZF+je1fo9uHGd2pJbDg/MCOPVJ/tQvHAtc6YftfpZMTxO/17poo4afm4MV0/03UVYGMPT15Nud/Yi48dUVIpr4ePtsW5ZK6ac5S7ZGNxh7NMR0rE1yY8NJWNdGrkHLji07OKhcj65cJoDieavV6PV8LfsGHkeBezbv5+ePXs6tB0CAs0FE8F3Wz69evXiSOoxFBFq/izfi0qrBmqj9CxN97ZLUOmsZYZCze3RQtU3RxH5e+M/1Zj0tA93Gngai+HEUofuWbl0WIN0XxZisZjOHduaLGf1wI1WT4Qz1qcRFB2CJMr6fEauwJnBHMwFdLB0jCsoK6ogJNS9fg8wLVpdda90v4thfX4eEvw9AvH39yc62rygio2N5WSGbZNC6b7jlFVoWThlM3MS1zH2sysOFej612SuXF00W/0/ht8ZozmNFToRZOxa9IXPiDuTkF6p4OqRy3Wf2SK6jFka3UlQWYM7jX0hHVvT/4lhZP58kkt7cxxevmqnlJgc86l6VFoVf5bvRR5aw9G044LoEriuuS4tXjpiYmI4eOQg40bewO9ntzM2ZBS+Yh/gn47TwMXQFKaOSYqR2iTgmjTxplKN9Iu/CXx8OL43d0Wx5XSji3Rn90NzWJPEWR/ds5J6AWYMPVL3uXRfFpcOa+qeAf37YM2E+OrhS3Sb2ouk+/qzb757Wb2cibF7o/sNTAlgw++cRVlROe07mxbWjsYaS5/+vXEHt0RD4gJ6c8njJCkpKfTu3RuxiWRbkydP5q233qJb/C5mTrXOBUnatQ+aXVKqy2pdFBtjGZ0bHlfv/4MlcQZHWHdv/yzbS64on/Hjx8NuBeFeoSaPtWeBrync6Sz14brvPWJb49M/mur3d1nd/zcmIbE74k7jXau4MJIfG8qZn09wcdc5p0QpjvQ2vydToVFwULqH1nFt+P2vHYSGmn4fBASuB65bi5eO0NBQdh86wICbBrGrejvjY4uYk3jNX9zSwGhOdOn+tsYSZs2KqLNXR7UV1UhXHMBnUAw+Qzs6rFzdiqUjo0A6m93lf6P+xwpqbCXf8P/6K8HSfVlkfJBZJ7oOSJX13JZsIX1tCkHtQwiObWXX+S0Fa/fo6f52lgApLayglQtdDa0VEcau2VrB5gz02yISiZgxYwbLly9n4cKFdQEwDPH29ubZZ5/li7Up9B3zGhs2/83RlCyKSyqoqjJ+TlE5dOopYWn61Lo/x889bdMzMNCvQwPRZQzDPsxY/7VkRSwf3hlHUFAQW7duZUPxFiZ2qo3WaM9E19i44U4WIP12iD3FiO7oxZnNp9h3ofRaf6iu4nBlSoNz3Ok6HIU1v7H+eGjqj7WYOy80IYL+jw9FuSmddkcv27xv2xGUqcrZWr6VbmMGsOvgfkF0CQhwnVu8dPj7+7P+l5954bnnuO+TT1nYbQDJMbr9Xo5dvbJkBTNm9TIUX87cV6YprEL6xSECZw9GU6mge/nZepEfzdES9rvpUGlVSNVVBHuadysztMBkfJBpYOFqGFHNFreb/OO5KErl9JqVzJ43ttl4FS0La6wZ+pNtZ1jEygrLCQmzTXgZa7dhNEhT55nDlnvhKgzDzuvauO/bk0Rq4ujRoxuPPvoo//nPf5BIJISHh+Pn51d3vlqtJjo6mvLycu64921iYmK4cOECXiIfugcNbFDfnDfuZs/mQ6Qfyqz7bG54nNH7bS4qqy2YEl8HpEqeeug80IbJoja0Ci7mnaotSKZEwPuqhgVh3WJaU/er5lwL9b/rPL4rmho1OdvP1vs+QOxPH0kPi6K1JePo67VkTQzrHkn/2YOR/ZSG8ujlet8ZnuMsC92V6jz+qtzDY/Oe5K233zZp6RYQuN4QabVa90sn34R8+eWXPP7IozzbuReTo65ZfQwjGzoCYwOqJeFl6XxjWDu46x8nj42iaPwwwn7djd+lPKvqsaV95iZA7uSqYQ2GOa5M5QuydvA1jNAVltiG/o8P5dAHuyk+U+igVjdfHOVSZ48Q8/X34YXPHmPBI5+gkFUD5gWOOdfIxhyrf3xTCyzDz8G8sFRqFHQaEc6vv/7K4MGDmTFjBunp6Sxfvhw/Pz/UajXh4mgknq3wFvkiEoFIdG3Spiv7hGchz3w4m/eeXEZVpdxsew3fP2emDjHXf1nbBxiLrOtu6F/nsC5hBD4xjMpP9qF2UELe5obh7+5McWnuGWvTpx197utP1Q+p1KTkWn2eIzkty+KQ4jifLv2M++67zyV1Chinb9++vHhLF24dGO+wMvecuMDsFXs5d+6cw8q8nhAsXgbcf//9dOzYkdsnT+aCoorHOnbHQyR2ipufscFff1U2KUbK0nRvDqR7MydR2UAcGbN+2dtOw/P8zl+h9Z+HKJownIhfduKTZ3v4bHPWOWMrdqYiU7lqsLA3cbRuZd+UVcPWCb7hfTiQnkdVgZSes5L566UtNrfPnbHnnjtKaJgTDqZQyKqRSRWEhAWRd9GyCG5Mgl5nneMI9J9tU264uu8M3wNvsS+X91byQORdjLgngo++/Jrq6loRK5fLeSjyXxxSXGpQniE3JfVBmltBD1U4/GM0M7aHRf83bWw/bslilhQj5UC6eZcu/X7RVB/pjIW+xmJsb9lgiTeIRfjP6INiV/Z1K7r0cbY1z1x/2X5wDD1n9KHqm6PUnMq3eLyj0Wg1HJamkKO5wG+/b2H06NEuq1tAoLkgCC8jjB49mr8PH+bWceNJOXiQJcn9CPR0XmfaIFw9oHNxtDQxNQxtb61boDUEZJ5H4+NFwcRRRG7YjndRmc1lGGuHodC0hLE8LY3FsKwGYsdCxK2GEzDTE2BbrF2mSF15iCHP3UDb/tFcPezYHCxNgTG3I0f+tjpMuUmZqssa98TSwjJaRYQQU+jX4DtX4g6BNCztfTT8Tv9+HlHkcuSFXI6fexmtVsux1GzumvRNPdFljrBukRRl1E4ujUXcu/Yc1LbJUsAka9wQTb3/+mXOSVSyVG+xTB/9vb/GOF51EbVWQ7Ik1mw7XInuWk3t0fUd0wVEIhTbM42dft3Q1O6To27uit9NCUi/PIgqu7juc1cFuVJqlOws34tXG28O/XGUhIQEp9YnINBcEYSXCRISEjiccpwpt97GlH1/MjZkFM8n+bqs/qX/rJrOSZT+k9xZaVFMGYowR4ivwBNn0Xh7UTB5NJHrt+NVVtnoMu3Zp2YuT4s9A4qlSZapybktOWWsqccaBku8oaiKsvOlJE7v3ayFl7X3TYetv62t5VtCX0jonglxSQ2928VwLt3yRNNRz6uzcKZ12dqky306Lar7d8A/eyqtsRaHdovg5LfH6n4XQ+ubpXfPsA8yZpEyRlKMrk82jb7osqUf7uAdyq8lKfQNqJ/vzNl7e81h7h56RAXhOzqOyk/2NSr/o4B91InfcQn4DImlctl+1JcbWh2d3eeUqcr5U76fnv178NOmnwkJCXFqfQICzRlBeJkhJCSE7bt28Nyzz/HJko+pODaEDj7tAOpcAV2BPfU4sm1BR0+h9faiYMoYItZvx6ui8WU7co+FNZYwUxYue8s1FGCmVhXN1WNrWOjjn//N6P/dTOfxCWT/fsaqc5o7jQ1/7KhVaP3fuaSwio5tgzDn3e5IAahv7XV2yHhnhJvWYWoPmzFxZeimaEhApASfIF9KzhZxoOZa9FEw7JuV1M9MeO2adGLGUNSYcgN0RpAjwzJCvQJo7SVBpqlucGxTii+jeIoJmNkXxc4swcWwCahz87y9F14J4VR+ug9NvuvdUy9W57Kr6m8ee+Ix3n7nbTw8PFzeBgGB5oQgvCzg4eHBe++/R99+fXng/gdIUnWjl3/3WreW9GuTMUeLsDkWssC7EhEQfCAVrYcHBVPGEPnTNjwrZQ4p21ECzFrx5WxsDQVsC32qVeSnXiHulu5kbz0DGltb17TYer2GE01D1y194ar7t7UWxsY8L20qFIg7hRqNkmfoEuuIZ05Xhk6gOMJKZa+AM7w2Y/82haHY0o9+qPvM2jaGdW9DydkiNP+ILv322dIXW3L9a0y/bk8U2DJVbb8q8fAFpGaPbWr8bu6GVqlGseNsUzfluqLu/ffyIODufni09qfi471oy+unXDDWFzpyYUWr1ZImO0WqMoMvV33JXXfd1ajyBASuFwThZSUzZ84kISGBWyfcSrGsnGF+yXiLr1k5DqR7u9QK5mpEQMjeY2g9xORPGUvk+m14VpmPJGYLhm6S9mBsQmq498PWibAj95U5Ap8fjiN+cwK97kkmbfURyyc0A8y9Mw32P+oJ9cbuEzPcr2OtRVRTXIU4zN/ocfqWMUc/N6b2CpoKKGFpv5XueFPXauwaDI83JjKtvW5zURkticLw7pEUnboWbfXaQlXj7rmj9siacvW21LflVpfSOyC6QRnuZu3yjAvDZ1AMFYt3caCiusn3N11viPy9kNw/EK1GS+Wn+9DKa+q+c0W4eKVGyV75YaR+cvbu3Eu/fv0cXoeAQEtFSKxgA/369eNE+gna9Y5mc9UOSmrK6n1/QFq7qXqpiahWzR0R0GrXEfwuXaXg9rGoApwbXMCaxNOmMBWMw9HuaoYb+p2OUoNizznaDYzBO8h1ew4dgSvukzUTQFPuoLoAApbKUBdVIQ7xBw/z3acjJqP6ibebYnJreD+stSZaOs5UUnJrQu6LPcWEJoQzuvoycxKVDvMOMHQ31A9WZAxj/ZMx4WZNWQA1GhUlN7dD/E/ofEcsRjkDkZ8XATP6INt8Ck1RlSC6XIy4tT+Bjw9DU6FAuvxAPdEF9d8//cAojV2E1FFSU8Zm6Q7a947hRPoJQXQJCNiIILxsJCwsjB07d/Dg4w+xuWIb2fLzRo9bmu7tVoOloxABrXYexic3v1Z8SfwdXocxsWXvCrT+oGPNhNBcOebKdiWKzafQVqsY+eiQZjPpcfR9MvY8mBPqlgS8Lc+XtkIBag3i1o5/9g2x1R1Qd5/NnWfP+2A4mTP8zhbM5SuzJil06/hwlFIlXiXO21fkygUVmbqaK8oytpan022HlCjvkHrfu9s44n9nEqrccpQHzjd1U647PDqEEPjkcGpOF1D19RFQ1fc31z23piJRgukE4NaQJT/P5optPPTkw2zfuZ2wsDD7LkRA4DpGcDW0Aw8PDxa8vYAhQ4cwc8ZMCjUlDAzqi5dX/dt5WKXhcHbt5Oz+rk3vrvbl6dpO1hFtCdlzjLIR/ci/fQzhm3bhKXXMni9z9Iyr78N+4pLpCclgn4aP9uGq2uvuH2CfAPA0GOQOqzT1yjpcpbS7bFuR/XKCgOl98OwagedJ+xJcOxvDe2Hs/vSMltK2X+1nuUcbblrT/cY9oxsKI8PnQaPXnZn6rmecgp7AiUuedWWeuCRB4+UJRp4ZU2iKq/CICkJTobB8cCMw9hw78zxr8FRprLpXujbo3jsdPlpvUrTXntlkv/Z1/x7q28liuRG9oijKyGOPg/vWnnGKuufN8593u2e0tN5zpd/nmHomNYbDqoV7lV9dSq6qlFva9KtXrgbP2vp87Locp+Cd3B7PmNZUfLzHpvdFoPF4dY8kYGoS8m1nqD5wAbyv3X9d36obo0yNQ/r9gu699PS1/DuqtRr+LjvKOdUFflj/IxMnTmzMpQgIXNeItFqtEAO2EWRnZzPplonIymS8+OZLRERENHWTBAQEBAQEBAQaTUFBAe++/S5enp5s+m0znTt3buomCdhA3759efGWLtw6MN5hZe45cYHZK/Zy7py52L4CphCWrBpJ586dOXL8KE88/gRzn5jLyOBBdPQ37uajW0F1JO361fcWNWY1cCZaoGxoH+SxUYT/utsheb4chSmLmDWWr57RUrMWNX3rjaXyGmtpM1VvusSboc+PIevXU+Rsd8/IYsauuWe01OnPreFvZ+n31Ld+WYPfTQmI/DyR/ZJufyPdCEc+o6bKNizf0BJ2RH4ZqG8BM8Q/PIDBz97Azpd+Q6OsH9HQVP9q+KwZI/eohuG7NgDQsWNHPmvXgwAP45YuMP28GKvfmmfK0vPZ5Hh5EDRnMDVnCpFvvT5SWbgFHiL8JybilRCB9NujRnN02Yrhe2eOHNlFdpX/zcy7Z/LhRx/i59e0SeMFBFoCgvByAH5+fnz+xeeMvXEsD9z3AFcU+ST79cJDVD+fxQGFigPFtZMAeyMgRvc3mESo609YxTWaumMuHXaNCGv912HKhvSmcOIoIn7+E28n7r2whaQ2Zca/0O2ZqFaZPPdEli9g+vv+nmIOFMsYLPGu/bdUCZ71f5sGe0T+Oa4xe536e4rr2l1RLKMm7Qqdx3fj3PazqBWm29tkGNyTpBgp0b3FRp/bxlJ/L0z9e2Hp96z9vuF5plDnVeDdr73ZZ6g50V/3OznhelT/PJeDJd71ytfVqXtPeova1DveGKHxERSfKURZ0TDP1RZpCfelb6R3cBhRQwew/pG+SPdlNXjWjNH32xnkSydy4XIh57cfoH+fTohEIjI+qE2S3aAvqdE9b9famhQjhfpxDoyeazRyYo3x/spd9nf5T0xEK1ch//UUaAQnGVuwNmWKYdALkb8XAff2R+TjScWS3Q3CxduLufdLh1qr5og8layaC3y5+kumT5/ukLoFBAQE4eVQZsyYQb9+/Zgy6Ta2XN7JCN9BBHlaHjj1hVIDYWUjhqIrur/Y6QJMBITsT0Fco6Lg9jFE/LIT78JSp9bZGIwNhObCNZsaOC1tUjYMRmBrrilLDJZ4U/XdcULebEPfhwZx+KO9jS7T0ehfq6mFhsY+n00xOVUXVuER5h6TYnfH0rNuSxj68J5tyT+ei0arQaqW4SnywN/Dj8ESb+458G+ePTGSqLatOJt9FZ/BiQC14ssC1fuP4AXEAW3kWqr2ZwMNF7r0n1XD59lUCHlDmlvKEa8+7fDq2ZaKRX8JossMhlEorQkQpd936b8n4ggJkvsHor5SjvSLg2Bg3W0M+v2xsbyIFSopuxV/0zo6lOO/HKdLly4Oq1tAQEAQXg6nS5cuHDl+lKeeeIqvv/qaIX796OwX2+C4A1IlSf/8W18kOQr9snTiy5mWMBEQfPgkIpWK/CljCN+8C98rhQ6vx5GYGygNQ0vrjk+9ILEqHK/+McYS7Br+225UGmQb0wm7vSfDEiPZm57fuPKaCU1tCdAUSRGH+IG3h0MnRdcThu+CObRaLZ5+XrSOC+O3Q7/zU/5PAIwbN44ta+6pO65vUu3+k1ZZ5yheuLbuc/0+z1g/a404s9RvOkNQNXX+LnG4hIA7elH17TGHWVwMcdRCVFPQ2MTbxsS7Z9cIAv7Vj+p9OSj+OF3rz+/g9pkiS36eA/KjzLp3Fh98+AG+vs0rZYmAQHNAEF5OwNfXl2UrljF+wnj+PevfXKkqYJBfH7zEXvWOW+rCpMuGQsx5ZJKXqyLntlEknD1A67Ir9b41NnnRb4+r3CMNMbY6aTjhqc3PVj8ps+GEISlGWpfHTffbGpZjbMLZmImH8sB5fEd0QnJvf3h2s93luIKl6d7MQWl0YaA5oZUq0ciUeIRLUOe6h2ttc8OUxVj3TtRatarocH8CH3/8MckJycRfusCVK1f46tO53HxjX0JbBxktW19IGT5bht4ApvpDU8+ko5IsGyvTrfD2QHJvMtX7z1OT4bwFHVP9pDvizLFaC8Te3oGK5EQqf0yj5niuXeXY0kbdsR+eEHGg8jBXPYpY8/0abrvtNrvqFhAwRW5uLs899xxbtmxBLpcTHx/PF198UZcHTqvV8vrrr7N8+XJKS0sZOHAgn3zyCYmJiWbLXb9+Pa+88grZ2dl07tyZ+fPnM2XKFFdckt0IUQ2dzOXLl7lz8h2cSctgVPAwwr1CGxyjG3gaI4hsnbg6V3xBUev2nO08iM45h4kouuCQMptycm6NW6K1FjRnIA4LIOi5G1D8eZadP6Y5tS5bsOXZtvb3dZcJWuDjw1DszaEmxb4JkkB9DK1eByuOcdkvn7UrniQo0J+KmihaB3uiUVyiuETKd5tzuHr1Klu3bgVg1qxZrFp8O1DrOqgTX9Y+V+bcCsH0c6frD4xZL/SPMcRdnmNTBMzsiyjIF+nyAw5zMdR327Z275MjsSTwDL93lVuoxtODkjGDqG4bRvivu8k4YmSzoBka0870ihKeSTtEXM9urP15Pe3atbO7LAH3wx2iGpaWltKnTx9Gjx7NI488QkREBNnZ2cTGxtZFyXznnXeYP38+q1atIj4+nv/973/s3r2bM2fOEBgYaLTcAwcOMHz4cN58802mTJnChg0b+O9//8vevXsZOHCgw67X0QjCywWo1Wrefecd3nj9dSYG9mJ8SE8OVl3rWPWtXvYKIntEibPFV1lwJBnxw4i5dIKovEyn1mUPttwzY0LK2CTCVmyddOisZYZ/A/hPS8I7OZqyN7ZyIM+5EwZr3Cx1x9061XyON1ufXXeZsPpP742mVI5CiPLWaIwlZe7VoZI3g2q4f1oi73zyF3PnPslXX33Dzp07kUrrP99eXl7MmzePt58bUu9znbuh7hlzl2fH3fEZEovvmHgqFu9CK70WyMRcP2d4b/UFqbHvTJ3raOuXu++pUwUGUHjLcMRKFWFb9nDy9DXPGP174ejr0Gi1fHXpDMsvnOa/r77Ks889h4eHh+UTBZoV7iC8nn/+efbt28eePXuMfq/VaomKimLu3Lk899xzAFRXVxMZGck777zD7NmzjZ43ffp0Kioq2LJlS91n48ePp1WrVnz33Xc2XpXrEFwNXYCHhwcvvPgiY8aO5a6pUzlfeZVX43oT5RfwzxFNk1zZ0r6HxhJSnk+PjJ2cShiJ0suXmEtpiBxei/3Ycs3R/WXANZc4/UGwMQOiqXNNTTx0gkf/b534kq1LxatnFIEPDmLwB7utClZgDaY2Y+vQt2hdOqwhifruWJcOXzvWklXBGlxpSTSHukCKZ7vgJqvf3TAU3LYcrztHq9VytOoCKbf05L4lXwKwc+dO+vXrh1xejVgspqbm2qLVK/+ZxusvzKz7vylLlzOeE0e4CbsjHrGt8bu1O5XL/64nusC0Fc9QYOm+sxRgwtjv4qjfyt0FF4C8Q1uKbxqC/9kLtNpzDJFGQ1JM/XvujOu4Iq/i9ewUir3F7NqzhwEDBji8DgH3wdH2FS1atFotFRUV9T738fHBx6dhxveNGzcybtw47rzzTnbt2kW7du149NFHeeihhwDIyckhLy+Pm266qV5ZI0eOZP/+/SaF14EDB5g3b169z8aNG8cHH3zQyCt0LoLwciEDBgwg9dQp5j3xJHet/Y5nOvXiljYxiET2yxFzE9f2ybXlBg7rgs+Q5LrPU6atsaocR4ixQGkJPdO3c6rbKJTefsSdO4S4GRtZjd0T/dV0Rw2S1rot6T7XTQKHf3MUyYMDudijDfx90WI95oIbGJtQWro+3f2pFarUE121/3esu2hT7g3RFEgR9zGdc+p6Q7cIYA2mLFyjDv+ORCLh6pI/EYvFxMXFERkZycCBA9m1axcHDhzgxhtv5NChQxQUFDAwuf4qrqtEV0tD916rAvy4PDUZ2aZTqM+XmDz+gFRZl5YjKUZaT2hZcsO25nNT2NrHOrJPNoe5sdJYn6cFKpITqejXnVa7jiA5nePE1unVq9WyOe8C751LY8ZdM1n04RIkEuH9aMn0Sghh1aFz3DFvZqPmmvqsXLkLH88agoPrLzy++uqrvPbaaw2OP3fuHJ999hlPP/00L774IocOHeLJJ5/Ex8eHWbNmkZeXB0BkZGS98yIjI7lwwfRWlby8PKPn6MpzVwTh5WIkEgkrVn7J5Dtu54F772VXWQEvdk6ilXf9VQJT4eCtiUzYbW48PkOSue+xJaxeu5NuG7vxw+cRJHatTezc+4faFeJLuYWIRWJUK3+j6yebmTJlCk/nq/AUm6/DktXC8Ht/RSW9Tm7jVNeRZCSMoGvmPjw0jcsXJBkaV/dvayKSORPd9aZeMD7QO2LwNzdx0VmYDkiVqM4UoMoqosfMflw9chmNyrzQ0VnLjAkwc9HGovuL634Dw/vv6r14TSW+1PmVeIQH1Ib0dNO1BEOrjLOtNJbKNSbMtFotudWl9MKTkJAQioqKGD16NCEhIWzfvp2srCweeOAB8vPzyctY/s9ZDzYop3r/kQafOfO5cEdLl+G+KWOLNKb6Eq1YzMUxI1Fn5KM8cN5sPeaCQjlT6NgqunR/O7NNlhYoDYNHaby9KL5xMMrQECLXb8O7qMxpbdOnVKngrexUTigqWfPjj9x6660uqVegaVn86Xp69ejCslV/MOe+8Y0ub826XWzflcqRo2m0atWq3nfGrF0AGo2G5ORk3nrrLQD69OlDeno6n332GbNmzao7zlAYarVai2LRnnOaGkF4NRG33norJ0+f5qH772f69j94JSGZ4WFRJiNwmfq/jt4/zCQzK5d7Hl/Fjl5T8AEmTxjIz1uOkZSUxI13vEW/fv3w9PTkl19+YejQoezbt48ePXrg4eFBfHw8a9euZS1w//338+n8m/H2vuZrrpvUSPdl1YsEptVqkcZWkFlcgaJGzcDocCRDe9drm3RfFt41Cnqc2sHp+GGc6H4D3c/sxrumYXhiydC4eta54oVr6yb4+p/rY/i5vruRLZgSkNa6ZOr2Ml063FAw2+Knb89EISlGWrcCLV15kKDXb6bfo0M5/OE1n2prJt/mJpOG7TIXOc5VNKU1Q1MiAxGIQwPQFFU1WTvMYSxaYFNgqu5SVTk/Fm3C09ODly/VhuX//vvv0Wq13HXXXaz65ElGjRjCyRxvXnrc/Gbppl6AcQfM9TPm+hQtkJU8GA+RCNmGEyaPs0f4mBODrsBZ9UX3F6PVaimRV1NRXcPl8ipUGi1tA/2IDw0yOvlrNbI16R2G4llWSZvvf8ej2jXv5O6iK/wvK4Who0dx8ssvCQ8Pd0m9Ak1Pq1atWPXV90yefCs3DO9JfJz9wVMuXi7ksWeWsWr1t8TExFh9Xtu2benevXu9z7p168b69esBaNOmDVBrwWrbtm3dMQUFBQ0sWvq0adOmgXXL0jnugBBco4nRarV89dVXPDF7NjeEtmXl3v8RElx/MqlzDbwoq+RwaQEd/AIZ8dmdtPppF8HD4+uEh1Qq55sfdzFr+ij8/HwQiUScOn2JHkOf4H//+x8+Pj4UFhaSnZ1Nx44dkcvlDBs2DI1Gw8mTJ8nNzcXb2xtvb2/2798PQHBwMB07dmT6LTHEdWxDu7ah+Ppem8y16/EI7du3JzExEX9/f86cOUN+fj79+/fnrWdHEhEeXG8Aku87SkZYP4rLYWAiBAXUCiV98aTVaikrr+KZ+X8y5cYohg3qRnBQQN33A8fPR6PR0Lp1a6RSKZWVlXh6epKSkkL37t3x9fUlJiaGqTd3xNPTgx5dO5DQpR1icX3RZE/kM2PY4maSekHCwcpz3BkfRCvvhjlSHBVaX9qtE8VjBiJdeRDVqQKH5cpxl30TliLMuYqg/xuFfEsGNaeuj/xptmJKcCk01WxUbmPQoEH88ccfBAQEkJyczCOPPFJ3zJUrV/jhhx+49dZbmTAmkSQzeVyr9x8h44P6AXyuZxdDW9/TiqQESpISqViyG22F8Xxd9rgF6p/nKrc/Z9IuWcRfOXn8qAknNzcXmUxGUFAQ/v7+BAcHIxaLyczMJDg4mJ++fBDfkxlI92WhBfIjOpMT04f2uafQ/nKSDk7Mq6mjskbJ+1kp7Cy+ykfLljFr1iy3twYIOIenH5vM3gMZ7N2yAC8v220uGo2GG6e8SsfYSL74eptN586cOZNLly7VC64xb948Dh48yP79++uCa8ybN49nn30WAKVSSUREhMXgGpWVlfz22291n918882EhIS4dXANQXi5CRcvXuThhx7g5MlUli2azYQb61tx4gf+h6ysLO6//34UCgVlZWXk5+ejUqno0KEDYWFhFBUVcfLkyboNjhqNBqVSyZkzZ3j33XdtWqGAfwRQWRnnz5/nypUrFBYWUlRUhFKppE2bNgxPDuPl+d8yceJE7r777rrzNBoNO3fuJDMzk9LSUtRqNcHBwfTq1YtnHu5NdbWKwkoJZbJAxMpsHvvPxwQHBxMdHU1ubi65ubkUFhbSo0cP+vXrx6lTpwB495XJDBvUjYD2d/HJJ5+gVCoRi8X4+fnh6+uLTCYjICAAlUrFuXPnuHjxIp6enpw/f578/HyUSiWenp4EBAQQGhpKUFAQEomElx7rz99HztC/bxfaRrYy2inpW/zA8mBpTkC9c+YY59uFUpVxlk/6jCDQ09vkarDOcmbPpOXqnTehah1MuxXrOZHjb/V5zWVyZG4viasm3QH/6ofqSjnVOwVriyHGRJdMLed4xGnkcjm+vr4UFxczYMCAev2HPkePHqVXr16MHSQhopXRQyheuLbuHRGoxZZ3WN6hLUUThhOxYQc++cU27dFq6Wi1Wu4rOkNHZSlfvXU3be9ewrhx4+jXrx9t27Y1uj8qNzeXp59+mhtuuIHtPz6JSg3HDxRTVO1PfNYBQioKTNbnSBG2t+gq/8s8Qp/hQ1nx+ZdER0c7rGyB5odCoWBAv65MnjCQN/QCElnL+5/8zGdfbiEl7azJ8O6mOHz4MEOGDOH1119n2rRpHDp0iIceeojly5fzr3/9C6gNJ79gwQJWrlxJly5deOutt/jrr7/qhZOfNWsW7dq1Y8GCBQDs37+fESNGMH/+fCZPnswvv/zCyy+/LISTF7AerVbLl19+ydNPz+P2WwayaP6/OZ2Zy7xXf+LgwYMAfP3113h7e9c758KFCxQXF+Pj40NCQgJeXl6mqnAYly5d4uTJk4SHh5OcbNwFUJ/i4mIyMjJITU3Fz88PT09P4uLiGD58OPn5+bRu3Zpz587h4+NDVFQUGo0GT0/PutW5iooKfv75Z3Jzc7l06RKvvfYaERERdrW9qqqKoqIiZDIZBQUFpKamEhMTQ05ODqWlpUCteX7DytlEhIcA16xj5gZGQ9dES5awP/IuIpF1ZminGv4XrGLYMW9aedYXSPpCwtBqZcmFR+3tzeUHbqcms4C4HX/WfW4sUEdTuQE5E1dMxH1vjEccFoDsu+NOr8saHGXZbEz9+ugH3ChTlXMkKJ1z584hEonQarUsW7aMkJAQo2WdPn2arVu3MnfuXKaM8kJs5HXSiS64vi1chlgbnKcmJJC8O8fRevcRAs6cv+5FV65cyso2vgQFBfH5wkl0G/IcZ8+eJT4+nsLCQpRKJZ9//nkD7wl91q9fz+bNm5HJZEyYMIGHHrgHby8tI/r4EODvgVQqR6uFwEA/o+frUiAAhD4zw+gxxiy8UDvmeDx8K0+/tIqffj3I4sUfcN999wlWLgEA0tLSGDx4ANt+ep3B/btaf176eYaMf47t23cyePBgu+revHkzL7zwAmfPnqVjx448/fTTdVEN4VoC5WXLltVLoNyjR4+6Y0aNGkVsbCyrVq2q+2zdunW8/PLLnDt3ri6B8u23325XG12FILzckEuXLvHwQw+QlnacPj1j+XXrEVasWIGvr2890dUSEIlEeHl5oVarUavVTd0cNBoNarWa9evXk5mZib+/P28+N4EbhveifPGPVgkvydA4q/eb6Fbqv4rOITw8nJuPWT95tGZClNGmO/5Tkzi69ACds4tsPr+5YWpfibPw6tkW3zFdqPxgt1PraQ4YE1363/2s2YpGo6GoqIiHH36Y4cOHm+3PFi5cyONzZtKrRyd6G3EzNFwMEYSXZfTfC1GAN4FPDKfV+fOEHEg1mnOrOfQRhvtpraFGo6Gsppor8ip29exARkZGXW64SZMmsWzZMqKjo2nTpg0DBgyoN/mzlqtXr9K+fXvOnTvHTz/9RFZWFpGRkUgkEqqrq5FKpfj6+hIREYGnpyehoaGMSA5h9Y/H6dWrF0sXTLCpPq1Wy/qN+5n70kp69erDis+/pH17IeqqQH0WvnEfy1b9zvG/FiORGBf/+igUSgaM/Q+33TKINxd+74IWtnwE4eWmaLVaVq5cyZNPPkFsbEeefPJJkyvDLQEvLy+0Wi0qVeOiHTqa4uJi/vrrL9LS0vDz86NDhw5MGNWOPUcruCVaQemJy8SHBfFpRe1gWlNTw2NDQhmdFIuXp4fNG/4NJ5GGuXEMJxlL073NRhhLvSBB+8gQgqNDqHjtd1A2nKA4OjyzO+/lcNTkXGdZEocHEPT0KMpe/NVtIxs6G3OCS5/u0RV0Wj6Jw8ezmDDtDVauXIm/v2kX2FdffZW3F7zJ4F5e/GN4roczkyO72mXVUViTrBhA6yEmf8oYPKUyQn/f51b5Fa0lur+Y0Gdm1LN6mkKuVpElLedAchdSU1NRKBS0bt2a0NBQ2rdvT8+ePfHx8XFYAmFPT8+6nHPmplhqtZrS0lKUSiVXr14lNTWVP/74g+xjy4iJDjdrWdNqtZw4dYFFnx8jNTWV3NzLKBQKPvzwI/79738LVi4Bo2g0GsaMTKJzx7as+OAxi8f/3ytfsvdABvsOprvEm+p6QBBebs7Vq1d54okn2Lp1KzNnzmT06NEttkPVvdT6CVLdierqajIyMsjPzyckJISKigrkcjmbNm1i0qRJxMfHo1QqycnJ4dixYyQmJjLr9gTC8vOIy5Pa/LuZm0zoixtLQif1agghr49DdbmMbe/sBOzL0WVNXdYe01Q4fCItFhEyfwK73txGkkzp1kl1fyq5TJW6invCE2w+15qIiPrXfFVZxqkR/pSVleHr68sLJSL6/PgvtFotIR1n0aNHD+bOnWuyrCtXrvD7778z98lHuGkgGL46xlx/nS2SrEn+62qMvWeWLFZaoHjcUFSBAURs2IHYDTwNLFGiVOAj9sDfw5OlnUM4fvw4NTU1pKWlkXn4Uzp3bNvgmVDfFsJrv+dy9epVADp27Eh0dDQJCQm0bt3aKe3UeXBoNBq7FhGXLl3Kzp076dWrF1lZWchkMuRXfsTH59qEV6vVcvjYWe57aiUdO3ZEo9Gwb98+brrpJj7++OO6CHECAqa4ePEivXp2Y9UnTzF5gum9UH/uTmPy3W9x9GgKCQm2jxsCxhGEVzNh8+bNzJ49m9atW/PAAw8QFRXV1E1yCh4eHnh4eFhcKXR3NBoNqamp5OXl1eYfystDoVDg4+NDeHg4U/2kjOrYhtZ+xvNemEIXyt9W15qqztEU3zwM2YYTVO8/X+873Sq5u4olR2FqoqwvKkwJJnPCY+iLY8jecpq847kWy2lKdlZUotQoGRcSCjgmvLzhnkO1VsOKuNYsX76chx9+mPj4eN544w1ei+3JcmUxgYGBHD58mP/7v/9jwIABRsvctGkTqampLFn4HKGtJfTs3PAYdxBerqjT2nboMCe6tFoth877EjCxB637RhH541ZOnvaqd7ytez21Wi1npGXkyqvwFosZFtrWYQuDG4YksHPnTkpKSvDz86OmpgaNRkNCQgKTJ0/Gx8eH3377jdWrVwNw89i+lFfI2LV5PjMeWcOZM2eYNWsW7du3d5glyxy6sUulUqHRNC5IhlqtJj09nbfeeotTBz4mI/MSq9dn1CWTbdu2LQMGDGD9+vWUlJSwbNkyIS+XgE2sWbOGp558hLQ9S2gT2TByUWmZlKThT/HCvKk8+p+lTdDClosgvJoRUqmUl156ieXLlzNp0iQmTpzY4vZ8AYjFYjw9Pd1m35cjUSqVlJaWcvLkSVJSUigoKOC7G7ujzvQhYbCPVXvIdJiLdqgLxjEn8drkuvDmYcg7tad8wQ40pfIWL7R0WDs5tleI9Lo3GXmxjLObT9X73B3FFzg2n1eUVyUrxSmUl5ezdfpQer76b/yi7kQkErF48WLatm1LaWkpL7/8MkVFRSxatIjAwECCgoJMljlr1iwObn+Xy2UxDO4JrYwE0GqqoBrmXHrtOc8UptwFrb1W/fqUGjWbr57n2+oSJk6cSN++fcn9/FuqCovxk8VQra2htWcAEg9fLlYXI9fUEBMuI8ovgLXtJYzJLkSpUfN392i6pJzFV+xJr1fG8tHKw2RnZxMfH0+7du1YsWIFffr0QSwWI5fLCQ0NpVWrVmzZsoUuXboQGBjIh/7RFFbLaevrT7VGzbGyIjxEIjZHSQgNDa2LwiuVSunYsSN33HGHRRf7VatWsWXLlrr/9+jRg7i4OKZPn27WVc9RiEQiPD1rI+GqVCqHLBguXLiQI0eO4OnpyU033USbNm2Ij4+nQ4cOqNVqNm3axMaNG3n44YeZP3++0eiKAgKWuOuOEVRUytj03csNFkz+9fD7lFfI2PzH4RbrZdVUCMKrGXL48GEeeughCgsLueeee+jbt29TN8nhNNZlo7mwY8cO9u/fz8mTJ+natSteXl5UV1cTGRnJQzP7ERIcgGTbES6cqGH8DWF4io2HqTcmwAw/0wBXHridmmoNFfO3133eXAWYMybc+q6C1gqUjmO70KpzGMeWHbC7XvtZi6kAABOPSURBVMPk1pY+M8RZyZEtJWAuqikhq91lSkp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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig = plt.figure(figsize=(10, 6))\n", "ax = plt.axes(projection=ccrs.Robinson(central_longitude=-100))\n", "\n", "# Add model land mask\n", "land.plot.contourf(ax=ax,\n", " colors='darkgrey',\n", " zorder=2,\n", " transform=ccrs.PlateCarree(),\n", " add_colorbar=False)\n", "\n", "# Add model coastline\n", "land.fillna(0).plot.contour(ax=ax,\n", " colors='k',\n", " levels=[0, 1],\n", " transform=ccrs.PlateCarree(),\n", " add_colorbar=False,\n", " linewidths=0.5)\n", "\n", "ax.gridlines(draw_labels=False)\n", "\n", "bottom_age.plot.contourf(ax=ax,\n", " x='geolon_t', y='geolat_t',\n", " cmap=cm.cm.matter,\n", " vmin=60,\n", " vmax=200,\n", " transform=ccrs.PlateCarree(),\n", " cbar_kwargs={\"label\": \"Age (yrs)\", \"fraction\": 0.03, \"aspect\": 15, \"shrink\": 0.7})\n", "\n", "plt.title('Ocean Bottom Age');" ] }, { "cell_type": "markdown", "id": "67e898cf", "metadata": {}, "source": [ "## Some remarks" ] }, { "cell_type": "markdown", "id": "c2776657", "metadata": {}, "source": [ "A few things to note here:\n", "* The continental shelves are all young - this is just because they are shallow.\n", "* The North Atlantic is also relatively young, due to formation of NADW. Note that both the Deep Western Boundary Currents and the Mid-Atlantic Ridge both sustain southward transport of this young water.\n", "* A signal following AABW pathways (northwards at the western boundaries) shows slightly younger water in these regions, but it has mixed somewhat with older water above.\n", "* Even after 200 years, the water in the NE Pacific has not experienced any ventilation..." ] }, { "cell_type": "markdown", "id": "748d4ab9", "metadata": {}, "source": [ "## Notes on performance" ] }, { "cell_type": "markdown", "id": "ed43c41a", "metadata": {}, "source": [ "The indexing method requires the data to be loaded into memory and appears faster than it actually is if this isn't factored in. Calculations with large datasets that do not fit within memory will struggle in this case.\n", "\n", "The indexing method does not perform well in a `dask` workflow where lazy loading is being used. \n", "\n", "The masking approach does not suffer from these limitations and when in doubt should be the preferred method. It also has the advantage of not requiring the grid data." ] }, { "cell_type": "markdown", "id": "7af57484", "metadata": {}, "source": [ "To illustrate this: a single month of bottom age from the original data using masking" ] }, { "cell_type": "code", "execution_count": 35, "id": "e390395d", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "CPU times: user 9.56 s, sys: 2.29 s, total: 11.9 s\n", "Wall time: 13.4 s\n" ] }, { "data": { "text/html": [ "
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       "Coordinates:\n",
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       "    time      object 8B 2099-02-15 00:00:00
" ], "text/plain": [ " Size: 39MB\n", "array([[0., 0., 0., ..., 0., 0., 0.],\n", " [0., 0., 0., ..., 0., 0., 0.],\n", " [0., 0., 0., ..., 0., 0., 0.],\n", " ...,\n", " [0., 0., 0., ..., 0., 0., 0.],\n", " [0., 0., 0., ..., 0., 0., 0.],\n", " [0., 0., 0., ..., 0., 0., 0.]], dtype=float32)\n", "Coordinates:\n", " * xt_ocean (xt_ocean) float64 29kB -279.9 -279.8 -279.7 ... 79.75 79.85 79.95\n", " * yt_ocean (yt_ocean) float64 22kB -81.11 -81.07 -81.02 ... 89.89 89.94 89.98\n", " time object 8B 2099-02-15 00:00:00" ] }, "execution_count": 35, "metadata": {}, "output_type": "execute_result" } ], "source": [ "%%time\n", "age.isel(time=1).where(bottom_mask).sum(dim='st_ocean').compute()" ] }, { "cell_type": "markdown", "id": "607a1043", "metadata": {}, "source": [ "The same with indexing (different month to ensure no caching effects) is significantly slower" ] }, { "cell_type": "code", "execution_count": 32, "id": "47eef423", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "CPU times: user 1min 18s, sys: 3.82 s, total: 1min 22s\n", "Wall time: 1min 25s\n" ] }, { "data": { "text/html": [ "
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       "Attributes:\n",
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       "    units:          yr\n",
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       "Coordinates:\n",
       "  * xt_ocean  (xt_ocean) float64 29kB -279.9 -279.8 -279.7 ... 79.75 79.85 79.95\n",
       "  * yt_ocean  (yt_ocean) float64 22kB -81.11 -81.07 -81.02 ... 89.89 89.94 89.98\n",
       "    st_ocean  (yt_ocean, xt_ocean) float64 78MB 0.5413 0.5413 ... 0.5413 0.5413\n",
       "    time      object 8B 2099-05-16 12:00:00\n",
       "    geolon_t  (yt_ocean, xt_ocean) float32 39MB nan nan nan nan ... nan nan nan\n",
       "    geolat_t  (yt_ocean, xt_ocean) float32 39MB nan nan nan nan ... nan nan nan\n",
       "Attributes:\n",
       "    long_name:      Age (global)\n",
       "    units:          yr\n",
       "    valid_range:    [0.e+00 1.e+20]\n",
       "    cell_methods:   time: mean\n",
       "    time_avg_info:  average_T1,average_T2,average_DT\n",
       "    standard_name:  sea_water_age_since_surface_contact
" ], "text/plain": [ " Size: 39MB\n", "array([[nan, nan, nan, ..., nan, nan, nan],\n", " [nan, nan, nan, ..., nan, nan, nan],\n", " [nan, nan, nan, ..., nan, nan, nan],\n", " ...,\n", " [nan, nan, nan, ..., nan, nan, nan],\n", " [nan, nan, nan, ..., nan, nan, nan],\n", " [nan, nan, nan, ..., nan, nan, nan]], dtype=float32)\n", "Coordinates:\n", " * xt_ocean (xt_ocean) float64 29kB -279.9 -279.8 -279.7 ... 79.75 79.85 79.95\n", " * yt_ocean (yt_ocean) float64 22kB -81.11 -81.07 -81.02 ... 89.89 89.94 89.98\n", " st_ocean (yt_ocean, xt_ocean) float64 78MB 0.5413 0.5413 ... 0.5413 0.5413\n", " time object 8B 2099-05-16 12:00:00\n", " geolon_t (yt_ocean, xt_ocean) float32 39MB nan nan nan nan ... nan nan nan\n", " geolat_t (yt_ocean, xt_ocean) float32 39MB nan nan nan nan ... nan nan nan\n", "Attributes:\n", " long_name: Age (global)\n", " units: yr\n", " valid_range: [0.e+00 1.e+20]\n", " cell_methods: time: mean\n", " time_avg_info: average_T1,average_T2,average_DT\n", " standard_name: sea_water_age_since_surface_contact" ] }, "execution_count": 34, "metadata": {}, "output_type": "execute_result" } ], "source": [ "%%time\n", "myage.isel(st_ocean=kmt).compute()" ] } ], "metadata": { "kernelspec": { "display_name": "Python [conda env:analysis3-24.04]", "language": "python", "name": "conda-env-analysis3-24.04-py" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.10.14" } }, "nbformat": 4, "nbformat_minor": 5 }