diff --git a/opencharts/aifs_medium-2t-wind.ipynb b/opencharts/aifs_medium-2t-wind.ipynb
index 34638c9..f5af052 100644
--- a/opencharts/aifs_medium-2t-wind.ipynb
+++ b/opencharts/aifs_medium-2t-wind.ipynb
@@ -222,7 +222,7 @@
"metadata": {},
"source": [
"## Reading and processing the data\n",
- "Now we can use **ecmwf.data** to read the files."
+ "Now we can use **Metview's read() function** to read the files."
]
},
{
diff --git a/opencharts/aifs_medium-mslp-rain.ipynb b/opencharts/aifs_medium-mslp-rain.ipynb
index 74c7d3a..b126ebd 100644
--- a/opencharts/aifs_medium-mslp-rain.ipynb
+++ b/opencharts/aifs_medium-mslp-rain.ipynb
@@ -220,7 +220,7 @@
"metadata": {},
"source": [
"## Reading and processing the data\n",
- "Now we can use **ecmwf.data** to read the file."
+ "Now we can use **Metview's read() function** to read the file."
]
},
{
diff --git a/opencharts/aifs_medium-mslp-wind200.ipynb b/opencharts/aifs_medium-mslp-wind200.ipynb
index d0f638e..819523f 100644
--- a/opencharts/aifs_medium-mslp-wind200.ipynb
+++ b/opencharts/aifs_medium-mslp-wind200.ipynb
@@ -273,7 +273,7 @@
"metadata": {},
"source": [
"## Reading and processing the data\n",
- "Now we can use **ecmwf.data** to read the files."
+ "Now we can use **Metview's read() function** to read the files."
]
},
{
diff --git a/opencharts/aifs_medium-mslp-wind850.ipynb b/opencharts/aifs_medium-mslp-wind850.ipynb
index fc59f47..b317114 100644
--- a/opencharts/aifs_medium-mslp-wind850.ipynb
+++ b/opencharts/aifs_medium-mslp-wind850.ipynb
@@ -284,7 +284,7 @@
"metadata": {},
"source": [
"## Reading and processing the data\n",
- "Now we can use **ecmwf.data** to read the files."
+ "Now we can use **Metview's read() function** to read the files."
]
},
{
diff --git a/opencharts/aifs_medium-rain-acc.ipynb b/opencharts/aifs_medium-rain-acc.ipynb
index 2e6347a..da3167c 100644
--- a/opencharts/aifs_medium-rain-acc.ipynb
+++ b/opencharts/aifs_medium-rain-acc.ipynb
@@ -215,7 +215,7 @@
"metadata": {},
"source": [
"## Reading and processing the data\n",
- "Now we can use **ecmwf.data** to read the file."
+ "Now we can use **Metview's read() function** to read the file."
]
},
{
diff --git a/opencharts/aifs_medium-t-z.ipynb b/opencharts/aifs_medium-t-z.ipynb
index 194c848..27a601c 100644
--- a/opencharts/aifs_medium-t-z.ipynb
+++ b/opencharts/aifs_medium-t-z.ipynb
@@ -215,7 +215,7 @@
"metadata": {},
"source": [
"## Reading and processing the data\n",
- "Now we can use **ecmwf.data** to read the file."
+ "Now we can use **Metview's read() function** to read the file."
]
},
{
diff --git a/opencharts/aifs_medium-tcw.ipynb b/opencharts/aifs_medium-tcw.ipynb
index da52e54..49b1831 100644
--- a/opencharts/aifs_medium-tcw.ipynb
+++ b/opencharts/aifs_medium-tcw.ipynb
@@ -211,7 +211,7 @@
"metadata": {},
"source": [
"## Reading and processing the data\n",
- "Now we can use **ecmwf.data** to read the file."
+ "Now we can use **Metview's read() function** to read the file."
]
},
{
diff --git a/opencharts/aifs_medium-uv-z.ipynb b/opencharts/aifs_medium-uv-z.ipynb
index a1c8aee..57e7c6b 100644
--- a/opencharts/aifs_medium-uv-z.ipynb
+++ b/opencharts/aifs_medium-uv-z.ipynb
@@ -218,7 +218,7 @@
"metadata": {},
"source": [
"## Reading and processing the data\n",
- "Now we can use **ecmwf.data** to read the file."
+ "Now we can use **Metview's read() function** to read the file."
]
},
{
diff --git a/opencharts/aifs_medium-z500-t850.ipynb b/opencharts/aifs_medium-z500-t850.ipynb
index 57213b0..16d0aa4 100644
--- a/opencharts/aifs_medium-z500-t850.ipynb
+++ b/opencharts/aifs_medium-z500-t850.ipynb
@@ -219,7 +219,7 @@
"metadata": {},
"source": [
"## Reading and processing the data\n",
- "Now we can use **ecmwf.data** to read the file."
+ "Now we can use **Metview's read() function** to read the file."
]
},
{
diff --git a/opencharts/medium-10m-probability.ipynb b/opencharts/medium-10m-probability.ipynb
index fb02d52..33efd5b 100644
--- a/opencharts/medium-10m-probability.ipynb
+++ b/opencharts/medium-10m-probability.ipynb
@@ -228,7 +228,7 @@
"metadata": {},
"source": [
"## Reading and processing the data\n",
- "Now we can use **ecmwf.data** to read the file."
+ "Now we can use **Metview's read() function** to read the file."
]
},
{
@@ -1936,7 +1936,7 @@
"id": "c3923afa",
"metadata": {},
"source": [
- "**ecmwf.data** library has a built in function to calculate the speed from u and v components. It takes u/v fieldsets as input and gives back speed intensity. \n",
+ "**Metview** library has a built in function to calculate the speed from u and v components. It takes u/v fieldsets as input and gives back speed intensity. \n",
"Note that we can give a fieldset on N u/v components, not just one pair. \n",
"\n",
"In this case we will calculate all 51 ensemble members at the same time. \n",
diff --git a/opencharts/medium-10ws-mean-spread.ipynb b/opencharts/medium-10ws-mean-spread.ipynb
index b56e327..c76aafe 100644
--- a/opencharts/medium-10ws-mean-spread.ipynb
+++ b/opencharts/medium-10ws-mean-spread.ipynb
@@ -227,7 +227,7 @@
"metadata": {},
"source": [
"## Reading and processing the data\n",
- "Now we can use **ecmwf.data** to read the file."
+ "Now we can use **Metview's read() function** to read the file."
]
},
{
@@ -1897,7 +1897,7 @@
"id": "53047080-6c36-4903-90de-4349374c1552",
"metadata": {},
"source": [
- "**ecmwf.data** library has a built in function to calculate the speed from u and v components. It takes u/v fieldsets as input and gives back speed intensity. \n",
+ "**Metview** library has a built in function to calculate the speed from u and v components. It takes u/v fieldsets as input and gives back speed intensity. \n",
"Note that we can give a fieldset on N u/v components, not just one pair. \n",
"\n",
"In this case we will calculate all 51 ensemble members at the same time. \n",
@@ -1958,7 +1958,7 @@
"metadata": {},
"source": [
"In the end we still need to calculate the mean and spread (as standard deviation) of the wind speed. \n",
- "**ecmwf.data** has built in functions to calculate mean and standard deviation of a given fieldset. \n",
+ "**Metview** has built in functions to calculate mean and standard deviation of a given fieldset. \n",
"Since our data has only one date,time and step, mean() and stdev() will be calculated over the 51 ensemble members."
]
},
diff --git a/opencharts/medium-2t-dp.ipynb b/opencharts/medium-2t-dp.ipynb
index 9bd8575..b1b8dc7 100644
--- a/opencharts/medium-2t-dp.ipynb
+++ b/opencharts/medium-2t-dp.ipynb
@@ -210,7 +210,7 @@
"metadata": {},
"source": [
"## Reading and processing the data\n",
- "Now we can use **ecmwf.data** to read the file."
+ "Now we can use **Metview's read() function** to read the file."
]
},
{
diff --git a/opencharts/medium-2t-long-probability.ipynb b/opencharts/medium-2t-long-probability.ipynb
index ed1da13..67bb859 100644
--- a/opencharts/medium-2t-long-probability.ipynb
+++ b/opencharts/medium-2t-long-probability.ipynb
@@ -228,7 +228,7 @@
"metadata": {},
"source": [
"## Reading and processing the data\n",
- "Now we can use **ecmwf.data** to read the file."
+ "Now we can use **Metview's read() function** to read the file."
]
},
{
diff --git a/opencharts/medium-2t-mean-spread.ipynb b/opencharts/medium-2t-mean-spread.ipynb
index 2882f34..87e3b74 100644
--- a/opencharts/medium-2t-mean-spread.ipynb
+++ b/opencharts/medium-2t-mean-spread.ipynb
@@ -227,7 +227,7 @@
"metadata": {},
"source": [
"## Reading and processing the data\n",
- "Now we can use **ecmwf.data** to read the file."
+ "Now we can use **Metview's read() function** to read the file."
]
},
{
@@ -1167,7 +1167,7 @@
"id": "ae04fc14",
"metadata": {},
"source": [
- "**ecmwf.data** has built in functions to calculate mean and standard deviation of a given fieldset. \n",
+ "**Metview** has built in functions to calculate mean and standard deviation of a given fieldset. \n",
"Since our data has only one date,time and step, mean() and stdev() will be calculated over the 51 ensemble members. \n",
"\n",
"We can convert the mean value to Celsius in the same go."
diff --git a/opencharts/medium-2t-probability.ipynb b/opencharts/medium-2t-probability.ipynb
index 0195b77..f171b1a 100644
--- a/opencharts/medium-2t-probability.ipynb
+++ b/opencharts/medium-2t-probability.ipynb
@@ -249,7 +249,7 @@
"metadata": {},
"source": [
"## Reading and processing the data\n",
- "Now we can use **ecmwf.data** to read the file."
+ "Now we can use **Metview's read() function** to read the file."
]
},
{
diff --git a/opencharts/medium-2t-wind.ipynb b/opencharts/medium-2t-wind.ipynb
index 552a5e5..1b77aa7 100644
--- a/opencharts/medium-2t-wind.ipynb
+++ b/opencharts/medium-2t-wind.ipynb
@@ -226,7 +226,7 @@
"metadata": {},
"source": [
"## Reading and processing the data\n",
- "Now we can use **ecmwf.data** to read the files."
+ "Now we can use **Metview's read() function** to read the files."
]
},
{
diff --git a/opencharts/medium-bulk-shear.ipynb b/opencharts/medium-bulk-shear.ipynb
index 107cc31..5cb3e8a 100644
--- a/opencharts/medium-bulk-shear.ipynb
+++ b/opencharts/medium-bulk-shear.ipynb
@@ -301,7 +301,7 @@
"metadata": {},
"source": [
"## Reading and processing the data\n",
- "Now we can use **ecmwf.data** to read the files."
+ "Now we can use **Metview's read() function** to read the files."
]
},
{
diff --git a/opencharts/medium-cape-cin.ipynb b/opencharts/medium-cape-cin.ipynb
index a28e54d..9e04437 100644
--- a/opencharts/medium-cape-cin.ipynb
+++ b/opencharts/medium-cape-cin.ipynb
@@ -234,7 +234,7 @@
"metadata": {},
"source": [
"## Reading and processing the data\n",
- "Now we can use **ecmwf.data** to read the file."
+ "Now we can use **Metview's read() function** to read the file."
]
},
{
diff --git a/opencharts/medium-cloud-parameters.ipynb b/opencharts/medium-cloud-parameters.ipynb
index 47b379c..3de68f5 100644
--- a/opencharts/medium-cloud-parameters.ipynb
+++ b/opencharts/medium-cloud-parameters.ipynb
@@ -185,7 +185,7 @@
"metadata": {},
"source": [
"## Reading and processing the data\n",
- "Now we can use **ecmwf.data** to read the file."
+ "Now we can use **Metview's read() function** to read the file."
]
},
{
diff --git a/opencharts/medium-divergence.ipynb b/opencharts/medium-divergence.ipynb
index 930affe..84fc4e6 100644
--- a/opencharts/medium-divergence.ipynb
+++ b/opencharts/medium-divergence.ipynb
@@ -215,7 +215,7 @@
"metadata": {},
"source": [
"## Reading and processing the data\n",
- "Now we can use **ecmwf.data** to read the file."
+ "Now we can use **Metview's read() function** to read the file."
]
},
{
diff --git a/opencharts/medium-ens-tp-2t.ipynb b/opencharts/medium-ens-tp-2t.ipynb
index 485d3cf..edb2092 100644
--- a/opencharts/medium-ens-tp-2t.ipynb
+++ b/opencharts/medium-ens-tp-2t.ipynb
@@ -221,7 +221,7 @@
"metadata": {},
"source": [
"## Reading and processing the data\n",
- "Now we can use **ecmwf.data** to read the file."
+ "Now we can use **Metview's read() function** to read the file."
]
},
{
diff --git a/opencharts/medium-ens-tp-ws.ipynb b/opencharts/medium-ens-tp-ws.ipynb
index 575cb56..0f28e38 100644
--- a/opencharts/medium-ens-tp-ws.ipynb
+++ b/opencharts/medium-ens-tp-ws.ipynb
@@ -1,6064 +1,6064 @@
{
- "cells": [
- {
- "cell_type": "markdown",
- "id": "38853673",
- "metadata": {
- "tags": [
- "open_data",
- "probabilities"
- ]
- },
- "source": [
- "
\n",
- "
\n",
- "\n",
- "# \tCombined probabilities: wind speed >10m/s and total precipitation > 1mm"
- ]
- },
- {
- "cell_type": "markdown",
- "id": "1021c665-3367-4187-907b-56150150c647",
- "metadata": {},
- "source": [
- "This notebook will provide you guidance how to explore and plot ECMWF open dataset to produce the map from the ECMWF open charts web product. \n",
- "The original product can be found on this link: https://charts.ecmwf.int/products/medium-ens-tp-ws \n"
- ]
- },
- {
- "cell_type": "markdown",
- "id": "6b309684-6246-4ec6-9eae-32dc718bbbf8",
- "metadata": {},
- "source": [
- "\n",
- "
\n",
- "\n",
- "
"
- ]
- },
- {
- "cell_type": "markdown",
- "id": "dc2a95b5-55bb-4ed6-9b2e-6dd7c78f2220",
- "metadata": {},
- "source": [
- "The full list of available Open data products can be found [here](https://www.ecmwf.int/en/forecasts/datasets/open-data), and more information can be found in the [User documentation](https://confluence.ecmwf.int/display/DAC/ECMWF+open+data%3A+real-time+forecasts+from+IFS+and+AIFS). \n",
- "\n",
- "Access to ECMWF Open data is governed by the Creative Commons CC-BY-4.0 licence and associated [Terms of Use](https://apps.ecmwf.int/datasets/licences/general/). \n",
- "\n",
- " In applying this licence, ECMWF does not waive the privileges and immunities granted to it by virtue of its status as an intergovernmental organisation nor does it submit to any jurisdiction \n",
- "\n",
- "To find out how to obtain the access to the full forecast dataset at higher resolution please visit our [Access page](https://www.ecmwf.int/en/forecasts/accessing-forecasts)."
- ]
- },
- {
- "cell_type": "markdown",
- "id": "cd17417b",
- "metadata": {},
- "source": [
- "## Retrieve Data\n",
- "This product takes in input 3 parameters :\n",
- "\n",
- "* [Total precipitation](https://codes.ecmwf.int/grib/param-db/228)\n",
- "* [10 metre U wind component](https://codes.ecmwf.int/grib/param-db/165)\n",
- "* [10 metre V wind component](https://codes.ecmwf.int/grib/param-db/166)"
- ]
- },
- {
- "cell_type": "markdown",
- "id": "65228bdf-8506-4758-9e77-9a4b29bb5cee",
- "metadata": {},
- "source": [
- "In this example, we will use: \n",
- "- [**ecmwf.opendata**](https://github.com/ecmwf/ecmwf-opendata) Client to download the data\n",
- "- [**Metview**](https://metview.readthedocs.io/en/latest/) library to read, process and plot the data "
- ]
- },
- {
- "cell_type": "markdown",
- "id": "97418925-2ec6-4187-9498-b873a82c3206",
- "metadata": {},
- "source": [
- "First we need to install them in the current Jupyter kernel: \n",
- "\n",
- "Note: If you are running the notebook on MyBinder or already have the libraries installed, go directly to importing the libraries.\n",
- "
\n",
- "\n",
- "Note: If you don't have these libraries installed, click on three dots below, uncomment the code and run the next cell.\n",
- "
"
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 1,
- "id": "f561dd57-6865-4130-8a44-bdd81d6cb68c",
- "metadata": {
- "jupyter": {
- "source_hidden": true
- },
- "tags": [
- "install"
- ]
- },
- "outputs": [],
- "source": [
- "#!pip install ecmwf-opendata metview metview-python"
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 1,
- "id": "2435b085-2d29-4715-8bed-9d66f613b341",
- "metadata": {
- "tags": [
- "import"
- ]
- },
- "outputs": [],
- "source": [
- "import metview as mv\n",
- "from ecmwf.opendata import Client"
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 2,
- "id": "4b19ac2b",
- "metadata": {},
- "outputs": [],
- "source": [
- "client = Client(\"ecmwf\", beta=True)"
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 3,
- "id": "29fcc5f3",
- "metadata": {},
- "outputs": [
- {
- "data": {
- "text/plain": [
- "'medium-ens-tp-ws.grib'"
- ]
- },
- "execution_count": 3,
- "metadata": {},
- "output_type": "execute_result"
- }
- ],
- "source": [
- "parameters = ['10u','10v','tp']\n",
- "filename = 'medium-ens-tp-ws.grib'\n",
- "filename"
- ]
- },
- {
- "cell_type": "markdown",
- "id": "8a78b44c-68d7-43b0-8ba1-47bc9d5aeb9e",
- "metadata": {},
- "source": [
- "We need to put both **cf** and **pf** as type **type** to download all 50 ensemble members as well as the control forecast. \n",
- "Setting date to 0 will download today's data. \n",
- "Removing date and time altogether from the request will download the latest data. \n",
- "Try commenting out date and time to download latest forecast!"
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 4,
- "id": "4e6e44b2",
- "metadata": {
- "tags": [
- "download"
- ]
- },
- "outputs": [
- {
- "data": {
- "application/vnd.jupyter.widget-view+json": {
- "model_id": "",
- "version_major": 2,
- "version_minor": 0
- },
- "text/plain": [
- ": 0%| | 0.00/245M [00:00, ?B/s]"
- ]
- },
- "metadata": {},
- "output_type": "display_data"
- },
- {
- "data": {
- "text/plain": [
- ""
- ]
- },
- "execution_count": 4,
- "metadata": {},
- "output_type": "execute_result"
- }
- ],
- "source": [
- "client.retrieve(\n",
- " date=0,\n",
- " time=0,\n",
- " step=[21,24],\n",
- " stream=\"enfo\",\n",
- " type=['cf', 'pf'],\n",
- " levtype=\"sfc\",\n",
- " param=parameters,\n",
- " target=filename\n",
- ")"
- ]
- },
- {
- "cell_type": "markdown",
- "id": "1ef9138d",
- "metadata": {},
- "source": [
- "## Reading and processing the data\n",
- "Now we can use **ecmwf.data** to read the file."
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 5,
- "id": "5f1ac1a4",
- "metadata": {},
- "outputs": [],
- "source": [
- "data = mv.read(filename)"
- ]
- },
- {
- "cell_type": "markdown",
- "id": "d945fa28",
- "metadata": {},
- "source": [
- "The **describe()** function will give us the overview of the dataset. "
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 6,
- "id": "f0ee89c6",
- "metadata": {},
- "outputs": [
- {
- "data": {
- "text/html": [
- " \n",
- " \n",
- " parameter | typeOfLevel | level | date | time | step | number | paramId | class | stream | type | experimentVersionNumber |
\n",
- " 10u | heightAboveGround | 10 | 20250108 | 0 | 21,24 | 0,1,... | 165 | od | enfo | cf,pf | 0001 |
---|
10v | heightAboveGround | 10 | 20250108 | 0 | 21,24 | 0,1,... | 166 | od | enfo | cf,pf | 0001 |
---|
tp | surface | 0 | 20250108 | 0 | 21,24 | 0,1,... | 228 | od | enfo | cf,pf | 0001 |
\n",
- "
"
- ],
- "text/plain": [
- ""
- ]
- },
- "execution_count": 6,
- "metadata": {},
- "output_type": "execute_result"
- }
- ],
- "source": [
- "data.describe()"
- ]
- },
- {
- "cell_type": "markdown",
- "id": "06be44d9-1766-4f21-81f1-e6f2b02131a5",
- "metadata": {},
- "source": [
- "And an overview of one parameter, where we can see more information, such as units or type of level."
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 7,
- "id": "ee78df38-8d38-495d-8f6a-bbaf2db55c4f",
- "metadata": {},
- "outputs": [
- {
- "data": {
- "text/html": [
- " \n",
- " \n",
- "
\n",
- " shortName | tp |
---|
name | Total precipitation |
---|
paramId | 228 |
---|
units | m |
---|
typeOfLevel | surface |
---|
level | 0 |
---|
date | 20250108 |
---|
time | 0 |
---|
step | 21,24 |
---|
number | 0,1,10,11,12,13,14,15,16,17,18,19,2,20,21,22,23,24,25,26,27,28,29,3,30,31,32,33,34,35,36,37,38,39,4,40,41,42,43,44,45,46,47,48,49,5,50,6,7,8,9 |
---|
class | od |
---|
stream | enfo |
---|
type | cf,pf |
---|
experimentVersionNumber | 0001 |
\n",
- "
"
- ],
- "text/plain": [
- ""
- ]
- },
- "execution_count": 7,
- "metadata": {},
- "output_type": "execute_result"
- }
- ],
- "source": [
- "data.describe('tp')"
- ]
- },
- {
- "cell_type": "markdown",
- "id": "138808a1",
- "metadata": {},
- "source": [
- "We can use **ls()** function to list all the fields in the file we downloaded."
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 8,
- "id": "c6b4a817",
- "metadata": {
- "scrolled": true,
- "tags": []
- },
- "outputs": [
- {
- "data": {
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\n",
- " \n",
- " 127 | \n",
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- " 10v | \n",
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- " 10 | \n",
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\n",
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\n",
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\n",
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\n",
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\n",
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\n",
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\n",
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\n",
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- " 135 | \n",
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\n",
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- " 136 | \n",
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- " 41 | \n",
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\n",
- " \n",
- " 137 | \n",
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\n",
- " \n",
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- " 4 | \n",
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\n",
- " \n",
- " 139 | \n",
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- " 10 | \n",
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- " 13 | \n",
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\n",
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- " 140 | \n",
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\n",
- " \n",
- " 141 | \n",
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\n",
- " \n",
- " 142 | \n",
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\n",
- " \n",
- " 143 | \n",
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\n",
- " \n",
- " 144 | \n",
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- " 10 | \n",
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\n",
- " \n",
- " 145 | \n",
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- " 21 | \n",
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\n",
- " \n",
- " 146 | \n",
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- " 10 | \n",
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- " 14 | \n",
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\n",
- " \n",
- " 147 | \n",
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- " 32 | \n",
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- "
\n",
- " \n",
- " 148 | \n",
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\n",
- " \n",
- " 149 | \n",
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\n",
- " \n",
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- " 22 | \n",
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\n",
- " \n",
- " 151 | \n",
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- " 40 | \n",
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\n",
- " \n",
- " 152 | \n",
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- " 31 | \n",
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\n",
- " \n",
- " 153 | \n",
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- " 14 | \n",
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\n",
- " \n",
- " 154 | \n",
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- " 41 | \n",
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\n",
- " \n",
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- " 23 | \n",
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\n",
- " \n",
- " 156 | \n",
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- " 42 | \n",
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\n",
- " \n",
- " 157 | \n",
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\n",
- " \n",
- " 158 | \n",
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\n",
- " \n",
- " 159 | \n",
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- " 10u | \n",
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\n",
- " \n",
- " 160 | \n",
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- " 24 | \n",
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\n",
- " \n",
- " 161 | \n",
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- " 10 | \n",
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\n",
- " \n",
- " 162 | \n",
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- " 10 | \n",
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- " 14 | \n",
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\n",
- " \n",
- " 163 | \n",
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- " 10 | \n",
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- " 32 | \n",
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\n",
- " \n",
- " 164 | \n",
- " ecmf | \n",
- " 10u | \n",
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- " 10 | \n",
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- " 33 | \n",
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\n",
- " \n",
- " 165 | \n",
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- " 10 | \n",
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- " 50 | \n",
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\n",
- " \n",
- " 166 | \n",
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- " 33 | \n",
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\n",
- " \n",
- " 167 | \n",
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- " 10u | \n",
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- " 10 | \n",
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- " 15 | \n",
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\n",
- " \n",
- " 168 | \n",
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- " 10v | \n",
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- " 10 | \n",
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- " 24 | \n",
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- " 23 | \n",
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- "
\n",
- " \n",
- " 169 | \n",
- " ecmf | \n",
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- " 0 | \n",
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- " 0 | \n",
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- " pf | \n",
- " 42 | \n",
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\n",
- " \n",
- " 170 | \n",
- " ecmf | \n",
- " tp | \n",
- " surface | \n",
- " 0 | \n",
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- " 0 | \n",
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- " pf | \n",
- " 15 | \n",
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\n",
- " \n",
- " 171 | \n",
- " ecmf | \n",
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- " 0 | \n",
- " 0-24 | \n",
- " pf | \n",
- " 24 | \n",
- " regular_ll | \n",
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\n",
- " \n",
- " 172 | \n",
- " ecmf | \n",
- " tp | \n",
- " surface | \n",
- " 0 | \n",
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- " 0 | \n",
- " 0-24 | \n",
- " pf | \n",
- " 6 | \n",
- " regular_ll | \n",
- "
\n",
- " \n",
- " 173 | \n",
- " ecmf | \n",
- " tp | \n",
- " surface | \n",
- " 0 | \n",
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- " 0 | \n",
- " 0-24 | \n",
- " pf | \n",
- " 7 | \n",
- " regular_ll | \n",
- "
\n",
- " \n",
- " 174 | \n",
- " ecmf | \n",
- " 10v | \n",
- " heightAboveGround | \n",
- " 10 | \n",
- " 20250108 | \n",
- " 0 | \n",
- " 24 | \n",
- " pf | \n",
- " 42 | \n",
- " regular_ll | \n",
- "
\n",
- " \n",
- " 175 | \n",
- " ecmf | \n",
- " 10u | \n",
- " heightAboveGround | \n",
- " 10 | \n",
- " 20250108 | \n",
- " 0 | \n",
- " 24 | \n",
- " pf | \n",
- " 34 | \n",
- " regular_ll | \n",
- "
\n",
- " \n",
- " 176 | \n",
- " ecmf | \n",
- " tp | \n",
- " surface | \n",
- " 0 | \n",
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- " 0 | \n",
- " 0-24 | \n",
- " pf | \n",
- " 25 | \n",
- " regular_ll | \n",
- "
\n",
- " \n",
- " 177 | \n",
- " ecmf | \n",
- " tp | \n",
- " surface | \n",
- " 0 | \n",
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- " 0 | \n",
- " 0-24 | \n",
- " pf | \n",
- " 34 | \n",
- " regular_ll | \n",
- "
\n",
- " \n",
- " 178 | \n",
- " ecmf | \n",
- " tp | \n",
- " surface | \n",
- " 0 | \n",
- " 20250108 | \n",
- " 0 | \n",
- " 0-24 | \n",
- " pf | \n",
- " 16 | \n",
- " regular_ll | \n",
- "
\n",
- " \n",
- " 179 | \n",
- " ecmf | \n",
- " 10v | \n",
- " heightAboveGround | \n",
- " 10 | \n",
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- " 0 | \n",
- " 24 | \n",
- " pf | \n",
- " 15 | \n",
- " regular_ll | \n",
- "
\n",
- " \n",
- " 180 | \n",
- " ecmf | \n",
- " 10v | \n",
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- " 10 | \n",
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- " 24 | \n",
- " pf | \n",
- " 6 | \n",
- " regular_ll | \n",
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\n",
- " \n",
- " 181 | \n",
- " ecmf | \n",
- " 10v | \n",
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- " 10 | \n",
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- " 24 | \n",
- " pf | \n",
- " 24 | \n",
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\n",
- " \n",
- " 182 | \n",
- " ecmf | \n",
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- " 0 | \n",
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- " 43 | \n",
- " regular_ll | \n",
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\n",
- " \n",
- " 183 | \n",
- " ecmf | \n",
- " 10u | \n",
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- " 10 | \n",
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- " 24 | \n",
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- " 8 | \n",
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\n",
- " \n",
- " 184 | \n",
- " ecmf | \n",
- " 10u | \n",
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- " 10 | \n",
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- " 24 | \n",
- " pf | \n",
- " 44 | \n",
- " regular_ll | \n",
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\n",
- " \n",
- " 185 | \n",
- " ecmf | \n",
- " 10v | \n",
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- " 10 | \n",
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- " 24 | \n",
- " pf | \n",
- " 33 | \n",
- " regular_ll | \n",
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\n",
- " \n",
- " 186 | \n",
- " ecmf | \n",
- " 10u | \n",
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- " 10 | \n",
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- " 24 | \n",
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- " 25 | \n",
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\n",
- " \n",
- " 187 | \n",
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- " 10u | \n",
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- " 10 | \n",
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- " 24 | \n",
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\n",
- " \n",
- " 188 | \n",
- " ecmf | \n",
- " 10u | \n",
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- " 10 | \n",
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- " 24 | \n",
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- " 16 | \n",
- " regular_ll | \n",
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\n",
- " \n",
- " 189 | \n",
- " ecmf | \n",
- " 10u | \n",
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- " 10 | \n",
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- " 24 | \n",
- " pf | \n",
- " 35 | \n",
- " regular_ll | \n",
- "
\n",
- " \n",
- " 190 | \n",
- " ecmf | \n",
- " 10u | \n",
- " heightAboveGround | \n",
- " 10 | \n",
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- " 24 | \n",
- " pf | \n",
- " 7 | \n",
- " regular_ll | \n",
- "
\n",
- " \n",
- " 191 | \n",
- " ecmf | \n",
- " 10u | \n",
- " heightAboveGround | \n",
- " 10 | \n",
- " 20250108 | \n",
- " 0 | \n",
- " 24 | \n",
- " pf | \n",
- " 26 | \n",
- " regular_ll | \n",
- "
\n",
- " \n",
- " 192 | \n",
- " ecmf | \n",
- " tp | \n",
- " surface | \n",
- " 0 | \n",
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- " 0 | \n",
- " 0-24 | \n",
- " pf | \n",
- " 35 | \n",
- " regular_ll | \n",
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\n",
- " \n",
- " 193 | \n",
- " ecmf | \n",
- " 10u | \n",
- " heightAboveGround | \n",
- " 10 | \n",
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- " 0 | \n",
- " 24 | \n",
- " pf | \n",
- " 17 | \n",
- " regular_ll | \n",
- "
\n",
- " \n",
- " 194 | \n",
- " ecmf | \n",
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- " 0 | \n",
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- " 0 | \n",
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- " pf | \n",
- " 26 | \n",
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- "
\n",
- " \n",
- " 195 | \n",
- " ecmf | \n",
- " 10v | \n",
- " heightAboveGround | \n",
- " 10 | \n",
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- " 0 | \n",
- " 24 | \n",
- " pf | \n",
- " 43 | \n",
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- "
\n",
- " \n",
- " 196 | \n",
- " ecmf | \n",
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- " 0 | \n",
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- " 0 | \n",
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- " pf | \n",
- " 44 | \n",
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- "
\n",
- " \n",
- " 197 | \n",
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- " 0 | \n",
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- " pf | \n",
- " 17 | \n",
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\n",
- " \n",
- " 198 | \n",
- " ecmf | \n",
- " 10v | \n",
- " heightAboveGround | \n",
- " 10 | \n",
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- " 24 | \n",
- " pf | \n",
- " 7 | \n",
- " regular_ll | \n",
- "
\n",
- " \n",
- " 199 | \n",
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- " 0 | \n",
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- " pf | \n",
- " 8 | \n",
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\n",
- " \n",
- " 200 | \n",
- " ecmf | \n",
- " 10v | \n",
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- " 10 | \n",
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- " 0 | \n",
- " 24 | \n",
- " pf | \n",
- " 25 | \n",
- " regular_ll | \n",
- "
\n",
- " \n",
- " 201 | \n",
- " ecmf | \n",
- " 10v | \n",
- " heightAboveGround | \n",
- " 10 | \n",
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- " 0 | \n",
- " 24 | \n",
- " pf | \n",
- " 34 | \n",
- " regular_ll | \n",
- "
\n",
- " \n",
- " 202 | \n",
- " ecmf | \n",
- " 10v | \n",
- " heightAboveGround | \n",
- " 10 | \n",
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- " 0 | \n",
- " 24 | \n",
- " pf | \n",
- " 16 | \n",
- " regular_ll | \n",
- "
\n",
- " \n",
- " 203 | \n",
- " ecmf | \n",
- " 10u | \n",
- " heightAboveGround | \n",
- " 10 | \n",
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- " 0 | \n",
- " 24 | \n",
- " pf | \n",
- " 36 | \n",
- " regular_ll | \n",
- "
\n",
- " \n",
- " 204 | \n",
- " ecmf | \n",
- " 10v | \n",
- " heightAboveGround | \n",
- " 10 | \n",
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- " 0 | \n",
- " 24 | \n",
- " pf | \n",
- " 8 | \n",
- " regular_ll | \n",
- "
\n",
- " \n",
- " 205 | \n",
- " ecmf | \n",
- " 10v | \n",
- " heightAboveGround | \n",
- " 10 | \n",
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- " 0 | \n",
- " 24 | \n",
- " pf | \n",
- " 44 | \n",
- " regular_ll | \n",
- "
\n",
- " \n",
- " 206 | \n",
- " ecmf | \n",
- " 10v | \n",
- " heightAboveGround | \n",
- " 10 | \n",
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- " 0 | \n",
- " 24 | \n",
- " pf | \n",
- " 35 | \n",
- " regular_ll | \n",
- "
\n",
- " \n",
- " 207 | \n",
- " ecmf | \n",
- " 10v | \n",
- " heightAboveGround | \n",
- " 10 | \n",
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- " 0 | \n",
- " 24 | \n",
- " pf | \n",
- " 26 | \n",
- " regular_ll | \n",
- "
\n",
- " \n",
- " 208 | \n",
- " ecmf | \n",
- " 10u | \n",
- " heightAboveGround | \n",
- " 10 | \n",
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- " 0 | \n",
- " 24 | \n",
- " pf | \n",
- " 45 | \n",
- " regular_ll | \n",
- "
\n",
- " \n",
- " 209 | \n",
- " ecmf | \n",
- " tp | \n",
- " surface | \n",
- " 0 | \n",
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- " 0 | \n",
- " 0-24 | \n",
- " pf | \n",
- " 9 | \n",
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- "
\n",
- " \n",
- " 210 | \n",
- " ecmf | \n",
- " 10u | \n",
- " heightAboveGround | \n",
- " 10 | \n",
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- " 0 | \n",
- " 24 | \n",
- " pf | \n",
- " 9 | \n",
- " regular_ll | \n",
- "
\n",
- " \n",
- " 211 | \n",
- " ecmf | \n",
- " 10v | \n",
- " heightAboveGround | \n",
- " 10 | \n",
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- " 0 | \n",
- " 24 | \n",
- " pf | \n",
- " 17 | \n",
- " regular_ll | \n",
- "
\n",
- " \n",
- " 212 | \n",
- " ecmf | \n",
- " 10u | \n",
- " heightAboveGround | \n",
- " 10 | \n",
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- " 0 | \n",
- " 24 | \n",
- " pf | \n",
- " 27 | \n",
- " regular_ll | \n",
- "
\n",
- " \n",
- " 213 | \n",
- " ecmf | \n",
- " tp | \n",
- " surface | \n",
- " 0 | \n",
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- " 0 | \n",
- " 0-24 | \n",
- " pf | \n",
- " 45 | \n",
- " regular_ll | \n",
- "
\n",
- " \n",
- " 214 | \n",
- " ecmf | \n",
- " tp | \n",
- " surface | \n",
- " 0 | \n",
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- " 0 | \n",
- " 0-24 | \n",
- " pf | \n",
- " 27 | \n",
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- "
\n",
- " \n",
- " 215 | \n",
- " ecmf | \n",
- " 10u | \n",
- " heightAboveGround | \n",
- " 10 | \n",
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- " 0 | \n",
- " 24 | \n",
- " pf | \n",
- " 18 | \n",
- " regular_ll | \n",
- "
\n",
- " \n",
- " 216 | \n",
- " ecmf | \n",
- " tp | \n",
- " surface | \n",
- " 0 | \n",
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- " 0 | \n",
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- " pf | \n",
- " 18 | \n",
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- "
\n",
- " \n",
- " 217 | \n",
- " ecmf | \n",
- " tp | \n",
- " surface | \n",
- " 0 | \n",
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- " 0 | \n",
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- " pf | \n",
- " 36 | \n",
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- "
\n",
- " \n",
- " 218 | \n",
- " ecmf | \n",
- " 10v | \n",
- " heightAboveGround | \n",
- " 10 | \n",
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- " 24 | \n",
- " pf | \n",
- " 36 | \n",
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- "
\n",
- " \n",
- " 219 | \n",
- " ecmf | \n",
- " tp | \n",
- " surface | \n",
- " 0 | \n",
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- " 0 | \n",
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- " pf | \n",
- " 37 | \n",
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\n",
- " \n",
- " 220 | \n",
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- " 10v | \n",
- " heightAboveGround | \n",
- " 10 | \n",
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- " 45 | \n",
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\n",
- " \n",
- " 221 | \n",
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- " 10v | \n",
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- " 10 | \n",
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\n",
- " \n",
- " 222 | \n",
- " ecmf | \n",
- " 10u | \n",
- " heightAboveGround | \n",
- " 10 | \n",
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- " 0 | \n",
- " regular_ll | \n",
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\n",
- " \n",
- " 223 | \n",
- " ecmf | \n",
- " 10v | \n",
- " heightAboveGround | \n",
- " 10 | \n",
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- " 9 | \n",
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\n",
- " \n",
- " 224 | \n",
- " ecmf | \n",
- " 10u | \n",
- " heightAboveGround | \n",
- " 10 | \n",
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- "
\n",
- " \n",
- " 225 | \n",
- " ecmf | \n",
- " 10u | \n",
- " heightAboveGround | \n",
- " 10 | \n",
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- " 28 | \n",
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- "
\n",
- " \n",
- " 226 | \n",
- " ecmf | \n",
- " 10v | \n",
- " heightAboveGround | \n",
- " 10 | \n",
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- " 24 | \n",
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- " 27 | \n",
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- "
\n",
- " \n",
- " 227 | \n",
- " ecmf | \n",
- " tp | \n",
- " surface | \n",
- " 0 | \n",
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- " 19 | \n",
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\n",
- " \n",
- " 228 | \n",
- " ecmf | \n",
- " tp | \n",
- " surface | \n",
- " 0 | \n",
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\n",
- " \n",
- " 229 | \n",
- " ecmf | \n",
- " 10u | \n",
- " heightAboveGround | \n",
- " 10 | \n",
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- " 0 | \n",
- " 24 | \n",
- " pf | \n",
- " 37 | \n",
- " regular_ll | \n",
- "
\n",
- " \n",
- " 230 | \n",
- " ecmf | \n",
- " 10u | \n",
- " heightAboveGround | \n",
- " 10 | \n",
- " 20250108 | \n",
- " 0 | \n",
- " 24 | \n",
- " pf | \n",
- " 46 | \n",
- " regular_ll | \n",
- "
\n",
- " \n",
- " 231 | \n",
- " ecmf | \n",
- " 10u | \n",
- " heightAboveGround | \n",
- " 10 | \n",
- " 20250108 | \n",
- " 0 | \n",
- " 24 | \n",
- " pf | \n",
- " 19 | \n",
- " regular_ll | \n",
- "
\n",
- " \n",
- " 232 | \n",
- " ecmf | \n",
- " tp | \n",
- " surface | \n",
- " 0 | \n",
- " 20250108 | \n",
- " 0 | \n",
- " 0-24 | \n",
- " pf | \n",
- " 1 | \n",
- " regular_ll | \n",
- "
\n",
- " \n",
- " 233 | \n",
- " ecmf | \n",
- " tp | \n",
- " surface | \n",
- " 0 | \n",
- " 20250108 | \n",
- " 0 | \n",
- " 0-24 | \n",
- " pf | \n",
- " 46 | \n",
- " regular_ll | \n",
- "
\n",
- " \n",
- " 234 | \n",
- " ecmf | \n",
- " tp | \n",
- " surface | \n",
- " 0 | \n",
- " 20250108 | \n",
- " 0 | \n",
- " 0-24 | \n",
- " pf | \n",
- " 28 | \n",
- " regular_ll | \n",
- "
\n",
- " \n",
- " 235 | \n",
- " ecmf | \n",
- " 10v | \n",
- " heightAboveGround | \n",
- " 10 | \n",
- " 20250108 | \n",
- " 0 | \n",
- " 24 | \n",
- " pf | \n",
- " 1 | \n",
- " regular_ll | \n",
- "
\n",
- " \n",
- " 236 | \n",
- " ecmf | \n",
- " 10v | \n",
- " heightAboveGround | \n",
- " 10 | \n",
- " 20250108 | \n",
- " 0 | \n",
- " 24 | \n",
- " cf | \n",
- " 0 | \n",
- " regular_ll | \n",
- "
\n",
- " \n",
- " 237 | \n",
- " ecmf | \n",
- " 10v | \n",
- " heightAboveGround | \n",
- " 10 | \n",
- " 20250108 | \n",
- " 0 | \n",
- " 24 | \n",
- " pf | \n",
- " 37 | \n",
- " regular_ll | \n",
- "
\n",
- " \n",
- " 238 | \n",
- " ecmf | \n",
- " 10v | \n",
- " heightAboveGround | \n",
- " 10 | \n",
- " 20250108 | \n",
- " 0 | \n",
- " 24 | \n",
- " pf | \n",
- " 19 | \n",
- " regular_ll | \n",
- "
\n",
- " \n",
- " 239 | \n",
- " ecmf | \n",
- " 10v | \n",
- " heightAboveGround | \n",
- " 10 | \n",
- " 20250108 | \n",
- " 0 | \n",
- " 24 | \n",
- " pf | \n",
- " 28 | \n",
- " regular_ll | \n",
- "
\n",
- " \n",
- " 240 | \n",
- " ecmf | \n",
- " 10v | \n",
- " heightAboveGround | \n",
- " 10 | \n",
- " 20250108 | \n",
- " 0 | \n",
- " 24 | \n",
- " pf | \n",
- " 46 | \n",
- " regular_ll | \n",
- "
\n",
- " \n",
- " 241 | \n",
- " ecmf | \n",
- " 10u | \n",
- " heightAboveGround | \n",
- " 10 | \n",
- " 20250108 | \n",
- " 0 | \n",
- " 24 | \n",
- " pf | \n",
- " 38 | \n",
- " regular_ll | \n",
- "
\n",
- " \n",
- " 242 | \n",
- " ecmf | \n",
- " 10u | \n",
- " heightAboveGround | \n",
- " 10 | \n",
- " 20250108 | \n",
- " 0 | \n",
- " 24 | \n",
- " pf | \n",
- " 29 | \n",
- " regular_ll | \n",
- "
\n",
- " \n",
- " 243 | \n",
- " ecmf | \n",
- " 10u | \n",
- " heightAboveGround | \n",
- " 10 | \n",
- " 20250108 | \n",
- " 0 | \n",
- " 24 | \n",
- " pf | \n",
- " 47 | \n",
- " regular_ll | \n",
- "
\n",
- " \n",
- " 244 | \n",
- " ecmf | \n",
- " 10u | \n",
- " heightAboveGround | \n",
- " 10 | \n",
- " 20250108 | \n",
- " 0 | \n",
- " 24 | \n",
- " pf | \n",
- " 10 | \n",
- " regular_ll | \n",
- "
\n",
- " \n",
- " 245 | \n",
- " ecmf | \n",
- " 10u | \n",
- " heightAboveGround | \n",
- " 10 | \n",
- " 20250108 | \n",
- " 0 | \n",
- " 24 | \n",
- " pf | \n",
- " 2 | \n",
- " regular_ll | \n",
- "
\n",
- " \n",
- " 246 | \n",
- " ecmf | \n",
- " tp | \n",
- " surface | \n",
- " 0 | \n",
- " 20250108 | \n",
- " 0 | \n",
- " 0-24 | \n",
- " pf | \n",
- " 47 | \n",
- " regular_ll | \n",
- "
\n",
- " \n",
- " 247 | \n",
- " ecmf | \n",
- " tp | \n",
- " surface | \n",
- " 0 | \n",
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- " 0 | \n",
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- " pf | \n",
- " 10 | \n",
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- "
\n",
- " \n",
- " 248 | \n",
- " ecmf | \n",
- " tp | \n",
- " surface | \n",
- " 0 | \n",
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- " 0 | \n",
- " 0-24 | \n",
- " pf | \n",
- " 38 | \n",
- " regular_ll | \n",
- "
\n",
- " \n",
- " 249 | \n",
- " ecmf | \n",
- " 10v | \n",
- " heightAboveGround | \n",
- " 10 | \n",
- " 20250108 | \n",
- " 0 | \n",
- " 24 | \n",
- " pf | \n",
- " 38 | \n",
- " regular_ll | \n",
- "
\n",
- " \n",
- " 250 | \n",
- " ecmf | \n",
- " 10v | \n",
- " heightAboveGround | \n",
- " 10 | \n",
- " 20250108 | \n",
- " 0 | \n",
- " 24 | \n",
- " pf | \n",
- " 29 | \n",
- " regular_ll | \n",
- "
\n",
- " \n",
- " 251 | \n",
- " ecmf | \n",
- " 10v | \n",
- " heightAboveGround | \n",
- " 10 | \n",
- " 20250108 | \n",
- " 0 | \n",
- " 24 | \n",
- " pf | \n",
- " 47 | \n",
- " regular_ll | \n",
- "
\n",
- " \n",
- " 252 | \n",
- " ecmf | \n",
- " tp | \n",
- " surface | \n",
- " 0 | \n",
- " 20250108 | \n",
- " 0 | \n",
- " 0-24 | \n",
- " pf | \n",
- " 29 | \n",
- " regular_ll | \n",
- "
\n",
- " \n",
- " 253 | \n",
- " ecmf | \n",
- " tp | \n",
- " surface | \n",
- " 0 | \n",
- " 20250108 | \n",
- " 0 | \n",
- " 0-24 | \n",
- " pf | \n",
- " 2 | \n",
- " regular_ll | \n",
- "
\n",
- " \n",
- " 254 | \n",
- " ecmf | \n",
- " 10u | \n",
- " heightAboveGround | \n",
- " 10 | \n",
- " 20250108 | \n",
- " 0 | \n",
- " 24 | \n",
- " pf | \n",
- " 48 | \n",
- " regular_ll | \n",
- "
\n",
- " \n",
- " 255 | \n",
- " ecmf | \n",
- " 10v | \n",
- " heightAboveGround | \n",
- " 10 | \n",
- " 20250108 | \n",
- " 0 | \n",
- " 24 | \n",
- " pf | \n",
- " 10 | \n",
- " regular_ll | \n",
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\n",
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\n",
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\n",
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\n",
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"
- ],
- "text/plain": [
- " centre shortName typeOfLevel level dataDate dataTime \\\n",
- "Message \n",
- "0 ecmf tp surface 0 20250108 0 \n",
- "1 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "2 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "3 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "4 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "5 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "6 ecmf tp surface 0 20250108 0 \n",
- "7 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "8 ecmf tp surface 0 20250108 0 \n",
- "9 ecmf tp surface 0 20250108 0 \n",
- "10 ecmf tp surface 0 20250108 0 \n",
- "11 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "12 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "13 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "14 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "15 ecmf tp surface 0 20250108 0 \n",
- "16 ecmf tp surface 0 20250108 0 \n",
- "17 ecmf tp surface 0 20250108 0 \n",
- "18 ecmf tp surface 0 20250108 0 \n",
- "19 ecmf tp surface 0 20250108 0 \n",
- "20 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "21 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "22 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "23 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "24 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "25 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "26 ecmf tp surface 0 20250108 0 \n",
- "27 ecmf tp surface 0 20250108 0 \n",
- "28 ecmf tp surface 0 20250108 0 \n",
- "29 ecmf tp surface 0 20250108 0 \n",
- "30 ecmf tp surface 0 20250108 0 \n",
- "31 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "32 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "33 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "34 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "35 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "36 ecmf tp surface 0 20250108 0 \n",
- "37 ecmf tp surface 0 20250108 0 \n",
- "38 ecmf tp surface 0 20250108 0 \n",
- "39 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "40 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "41 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "42 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "43 ecmf tp surface 0 20250108 0 \n",
- "44 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "45 ecmf tp surface 0 20250108 0 \n",
- "46 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "47 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "48 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "49 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "50 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "51 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "52 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "53 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "54 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "55 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "56 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "57 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "58 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "59 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "60 ecmf tp surface 0 20250108 0 \n",
- "61 ecmf tp surface 0 20250108 0 \n",
- "62 ecmf tp surface 0 20250108 0 \n",
- "63 ecmf tp surface 0 20250108 0 \n",
- "64 ecmf tp surface 0 20250108 0 \n",
- "65 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "66 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "67 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "68 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "69 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "70 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "71 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "72 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "73 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "74 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "75 ecmf tp surface 0 20250108 0 \n",
- "76 ecmf tp surface 0 20250108 0 \n",
- "77 ecmf tp surface 0 20250108 0 \n",
- "78 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "79 ecmf tp surface 0 20250108 0 \n",
- "80 ecmf tp surface 0 20250108 0 \n",
- "81 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "82 ecmf tp surface 0 20250108 0 \n",
- "83 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "84 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "85 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "86 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "87 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "88 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "89 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "90 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "91 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "92 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "93 ecmf tp surface 0 20250108 0 \n",
- "94 ecmf tp surface 0 20250108 0 \n",
- "95 ecmf tp surface 0 20250108 0 \n",
- "96 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "97 ecmf tp surface 0 20250108 0 \n",
- "98 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "99 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "100 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "101 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "102 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "103 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "104 ecmf tp surface 0 20250108 0 \n",
- "105 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "106 ecmf tp surface 0 20250108 0 \n",
- "107 ecmf tp surface 0 20250108 0 \n",
- "108 ecmf tp surface 0 20250108 0 \n",
- "109 ecmf tp surface 0 20250108 0 \n",
- "110 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "111 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "112 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "113 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "114 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "115 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "116 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "117 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "118 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "119 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "120 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "121 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "122 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "123 ecmf tp surface 0 20250108 0 \n",
- "124 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "125 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "126 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "127 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "128 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "129 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "130 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "131 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "132 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "133 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "134 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "135 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "136 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "137 ecmf tp surface 0 20250108 0 \n",
- "138 ecmf tp surface 0 20250108 0 \n",
- "139 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "140 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "141 ecmf tp surface 0 20250108 0 \n",
- "142 ecmf tp surface 0 20250108 0 \n",
- "143 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "144 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "145 ecmf tp surface 0 20250108 0 \n",
- "146 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "147 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "148 ecmf tp surface 0 20250108 0 \n",
- "149 ecmf tp surface 0 20250108 0 \n",
- "150 ecmf tp surface 0 20250108 0 \n",
- "151 ecmf tp surface 0 20250108 0 \n",
- "152 ecmf tp surface 0 20250108 0 \n",
- "153 ecmf tp surface 0 20250108 0 \n",
- "154 ecmf tp surface 0 20250108 0 \n",
- "155 ecmf tp surface 0 20250108 0 \n",
- "156 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "157 ecmf tp surface 0 20250108 0 \n",
- "158 ecmf tp surface 0 20250108 0 \n",
- "159 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "160 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "161 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "162 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "163 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "164 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "165 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "166 ecmf tp surface 0 20250108 0 \n",
- "167 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "168 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "169 ecmf tp surface 0 20250108 0 \n",
- "170 ecmf tp surface 0 20250108 0 \n",
- "171 ecmf tp surface 0 20250108 0 \n",
- "172 ecmf tp surface 0 20250108 0 \n",
- "173 ecmf tp surface 0 20250108 0 \n",
- "174 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "175 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "176 ecmf tp surface 0 20250108 0 \n",
- "177 ecmf tp surface 0 20250108 0 \n",
- "178 ecmf tp surface 0 20250108 0 \n",
- "179 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "180 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "181 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "182 ecmf tp surface 0 20250108 0 \n",
- "183 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "184 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "185 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "186 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "187 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "188 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "189 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "190 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "191 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "192 ecmf tp surface 0 20250108 0 \n",
- "193 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "194 ecmf tp surface 0 20250108 0 \n",
- "195 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "196 ecmf tp surface 0 20250108 0 \n",
- "197 ecmf tp surface 0 20250108 0 \n",
- "198 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "199 ecmf tp surface 0 20250108 0 \n",
- "200 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "201 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "202 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "203 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "204 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "205 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "206 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "207 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "208 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "209 ecmf tp surface 0 20250108 0 \n",
- "210 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "211 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "212 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "213 ecmf tp surface 0 20250108 0 \n",
- "214 ecmf tp surface 0 20250108 0 \n",
- "215 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "216 ecmf tp surface 0 20250108 0 \n",
- "217 ecmf tp surface 0 20250108 0 \n",
- "218 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "219 ecmf tp surface 0 20250108 0 \n",
- "220 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "221 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "222 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "223 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "224 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "225 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "226 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "227 ecmf tp surface 0 20250108 0 \n",
- "228 ecmf tp surface 0 20250108 0 \n",
- "229 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "230 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "231 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "232 ecmf tp surface 0 20250108 0 \n",
- "233 ecmf tp surface 0 20250108 0 \n",
- "234 ecmf tp surface 0 20250108 0 \n",
- "235 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "236 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "237 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "238 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "239 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "240 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "241 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "242 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "243 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "244 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "245 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "246 ecmf tp surface 0 20250108 0 \n",
- "247 ecmf tp surface 0 20250108 0 \n",
- "248 ecmf tp surface 0 20250108 0 \n",
- "249 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "250 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "251 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "252 ecmf tp surface 0 20250108 0 \n",
- "253 ecmf tp surface 0 20250108 0 \n",
- "254 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "255 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "256 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "257 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "258 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "259 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "260 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "261 ecmf tp surface 0 20250108 0 \n",
- "262 ecmf tp surface 0 20250108 0 \n",
- "263 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "264 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "265 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "266 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "267 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "268 ecmf tp surface 0 20250108 0 \n",
- "269 ecmf tp surface 0 20250108 0 \n",
- "270 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "271 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "272 ecmf tp surface 0 20250108 0 \n",
- "273 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "274 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "275 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "276 ecmf tp surface 0 20250108 0 \n",
- "277 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "278 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "279 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "280 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "281 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "282 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "283 ecmf tp surface 0 20250108 0 \n",
- "284 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "285 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "286 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "287 ecmf tp surface 0 20250108 0 \n",
- "288 ecmf tp surface 0 20250108 0 \n",
- "289 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "290 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "291 ecmf tp surface 0 20250108 0 \n",
- "292 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "293 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "294 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "295 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "296 ecmf 10u heightAboveGround 10 20250108 0 \n",
- "297 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "298 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "299 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "300 ecmf 10v heightAboveGround 10 20250108 0 \n",
- "301 ecmf tp surface 0 20250108 0 \n",
- "302 ecmf tp surface 0 20250108 0 \n",
- "303 ecmf tp surface 0 20250108 0 \n",
- "304 ecmf tp surface 0 20250108 0 \n",
- "305 ecmf tp surface 0 20250108 0 \n",
- "\n",
- " stepRange dataType number gridType \n",
- "Message \n",
- "0 0-21 pf 14 regular_ll \n",
- "1 21 pf 23 regular_ll \n",
- "2 21 pf 50 regular_ll \n",
- "3 21 pf 6 regular_ll \n",
- "4 21 pf 33 regular_ll \n",
- "5 21 pf 32 regular_ll \n",
- "6 0-21 pf 23 regular_ll \n",
- "7 21 pf 42 regular_ll \n",
- "8 0-21 pf 50 regular_ll \n",
- "9 0-21 pf 41 regular_ll \n",
- "10 0-21 pf 32 regular_ll \n",
- "11 21 pf 15 regular_ll \n",
- "12 21 pf 24 regular_ll \n",
- "13 21 pf 41 regular_ll \n",
- "14 21 pf 14 regular_ll \n",
- "15 0-21 pf 15 regular_ll \n",
- "16 0-21 pf 24 regular_ll \n",
- "17 0-21 pf 33 regular_ll \n",
- "18 0-21 pf 42 regular_ll \n",
- "19 0-21 pf 6 regular_ll \n",
- "20 21 pf 6 regular_ll \n",
- "21 21 pf 24 regular_ll \n",
- "22 21 pf 42 regular_ll \n",
- "23 21 pf 33 regular_ll \n",
- "24 21 pf 16 regular_ll \n",
- "25 21 pf 15 regular_ll \n",
- "26 0-21 pf 34 regular_ll \n",
- "27 0-21 pf 7 regular_ll \n",
- "28 0-21 pf 25 regular_ll \n",
- "29 0-21 pf 16 regular_ll \n",
- "30 0-21 pf 43 regular_ll \n",
- "31 21 pf 7 regular_ll \n",
- "32 21 pf 43 regular_ll \n",
- "33 21 pf 34 regular_ll \n",
- "34 21 pf 25 regular_ll \n",
- "35 21 pf 35 regular_ll \n",
- "36 0-21 pf 26 regular_ll \n",
- "37 0-21 pf 17 regular_ll \n",
- "38 0-21 pf 35 regular_ll \n",
- "39 21 pf 17 regular_ll \n",
- "40 21 pf 44 regular_ll \n",
- "41 21 pf 8 regular_ll \n",
- "42 21 pf 26 regular_ll \n",
- "43 0-21 pf 8 regular_ll \n",
- "44 21 pf 34 regular_ll \n",
- "45 0-21 pf 44 regular_ll \n",
- "46 21 pf 7 regular_ll \n",
- "47 21 pf 16 regular_ll \n",
- "48 21 pf 43 regular_ll \n",
- "49 21 pf 18 regular_ll \n",
- "50 21 pf 25 regular_ll \n",
- "51 21 pf 17 regular_ll \n",
- "52 21 pf 44 regular_ll \n",
- "53 21 pf 9 regular_ll \n",
- "54 21 pf 35 regular_ll \n",
- "55 21 pf 45 regular_ll \n",
- "56 21 pf 27 regular_ll \n",
- "57 21 pf 36 regular_ll \n",
- "58 21 pf 8 regular_ll \n",
- "59 21 pf 26 regular_ll \n",
- "60 0-21 pf 18 regular_ll \n",
- "61 0-21 pf 9 regular_ll \n",
- "62 0-21 pf 27 regular_ll \n",
- "63 0-21 pf 45 regular_ll \n",
- "64 0-21 pf 36 regular_ll \n",
- "65 21 pf 1 regular_ll \n",
- "66 21 pf 18 regular_ll \n",
- "67 21 pf 19 regular_ll \n",
- "68 21 cf 0 regular_ll \n",
- "69 21 pf 9 regular_ll \n",
- "70 21 pf 37 regular_ll \n",
- "71 21 pf 45 regular_ll \n",
- "72 21 pf 27 regular_ll \n",
- "73 21 pf 36 regular_ll \n",
- "74 21 pf 28 regular_ll \n",
- "75 0-21 pf 19 regular_ll \n",
- "76 0-21 pf 1 regular_ll \n",
- "77 0-21 pf 28 regular_ll \n",
- "78 21 pf 46 regular_ll \n",
- "79 0-21 cf 0 regular_ll \n",
- "80 0-21 pf 37 regular_ll \n",
- "81 21 pf 1 regular_ll \n",
- "82 0-21 pf 46 regular_ll \n",
- "83 21 pf 37 regular_ll \n",
- "84 21 pf 28 regular_ll \n",
- "85 21 pf 19 regular_ll \n",
- "86 21 pf 38 regular_ll \n",
- "87 21 pf 29 regular_ll \n",
- "88 21 cf 0 regular_ll \n",
- "89 21 pf 46 regular_ll \n",
- "90 21 pf 10 regular_ll \n",
- "91 21 pf 47 regular_ll \n",
- "92 21 pf 2 regular_ll \n",
- "93 0-21 pf 2 regular_ll \n",
- "94 0-21 pf 38 regular_ll \n",
- "95 0-21 pf 29 regular_ll \n",
- "96 21 pf 29 regular_ll \n",
- "97 0-21 pf 10 regular_ll \n",
- "98 21 pf 38 regular_ll \n",
- "99 21 pf 20 regular_ll \n",
- "100 21 pf 47 regular_ll \n",
- "101 21 pf 39 regular_ll \n",
- "102 21 pf 21 regular_ll \n",
- "103 21 pf 10 regular_ll \n",
- "104 0-21 pf 47 regular_ll \n",
- "105 21 pf 48 regular_ll \n",
- "106 0-21 pf 11 regular_ll \n",
- "107 0-21 pf 3 regular_ll \n",
- "108 0-21 pf 48 regular_ll \n",
- "109 0-21 pf 20 regular_ll \n",
- "110 21 pf 11 regular_ll \n",
- "111 21 pf 3 regular_ll \n",
- "112 21 pf 49 regular_ll \n",
- "113 21 pf 2 regular_ll \n",
- "114 21 pf 12 regular_ll \n",
- "115 21 pf 4 regular_ll \n",
- "116 21 pf 31 regular_ll \n",
- "117 21 pf 30 regular_ll \n",
- "118 21 pf 5 regular_ll \n",
- "119 21 pf 48 regular_ll \n",
- "120 21 pf 13 regular_ll \n",
- "121 21 pf 40 regular_ll \n",
- "122 21 pf 39 regular_ll \n",
- "123 0-21 pf 39 regular_ll \n",
- "124 21 pf 11 regular_ll \n",
- "125 21 pf 20 regular_ll \n",
- "126 21 pf 4 regular_ll \n",
- "127 21 pf 21 regular_ll \n",
- "128 21 pf 3 regular_ll \n",
- "129 21 pf 49 regular_ll \n",
- "130 21 pf 22 regular_ll \n",
- "131 21 pf 12 regular_ll \n",
- "132 21 pf 30 regular_ll \n",
- "133 21 pf 31 regular_ll \n",
- "134 21 pf 5 regular_ll \n",
- "135 21 pf 23 regular_ll \n",
- "136 21 pf 41 regular_ll \n",
- "137 0-21 pf 49 regular_ll \n",
- "138 0-21 pf 4 regular_ll \n",
- "139 21 pf 13 regular_ll \n",
- "140 21 pf 50 regular_ll \n",
- "141 0-21 pf 30 regular_ll \n",
- "142 0-21 pf 12 regular_ll \n",
- "143 21 pf 22 regular_ll \n",
- "144 21 pf 40 regular_ll \n",
- "145 0-21 pf 21 regular_ll \n",
- "146 21 pf 14 regular_ll \n",
- "147 21 pf 32 regular_ll \n",
- "148 0-21 pf 5 regular_ll \n",
- "149 0-21 pf 13 regular_ll \n",
- "150 0-21 pf 22 regular_ll \n",
- "151 0-21 pf 40 regular_ll \n",
- "152 0-21 pf 31 regular_ll \n",
- "153 0-24 pf 14 regular_ll \n",
- "154 0-24 pf 41 regular_ll \n",
- "155 0-24 pf 23 regular_ll \n",
- "156 24 pf 42 regular_ll \n",
- "157 0-24 pf 32 regular_ll \n",
- "158 0-24 pf 50 regular_ll \n",
- "159 24 pf 6 regular_ll \n",
- "160 24 pf 24 regular_ll \n",
- "161 24 pf 41 regular_ll \n",
- "162 24 pf 14 regular_ll \n",
- "163 24 pf 32 regular_ll \n",
- "164 24 pf 33 regular_ll \n",
- "165 24 pf 50 regular_ll \n",
- "166 0-24 pf 33 regular_ll \n",
- "167 24 pf 15 regular_ll \n",
- "168 24 pf 23 regular_ll \n",
- "169 0-24 pf 42 regular_ll \n",
- "170 0-24 pf 15 regular_ll \n",
- "171 0-24 pf 24 regular_ll \n",
- "172 0-24 pf 6 regular_ll \n",
- "173 0-24 pf 7 regular_ll \n",
- "174 24 pf 42 regular_ll \n",
- "175 24 pf 34 regular_ll \n",
- "176 0-24 pf 25 regular_ll \n",
- "177 0-24 pf 34 regular_ll \n",
- "178 0-24 pf 16 regular_ll \n",
- "179 24 pf 15 regular_ll \n",
- "180 24 pf 6 regular_ll \n",
- "181 24 pf 24 regular_ll \n",
- "182 0-24 pf 43 regular_ll \n",
- "183 24 pf 8 regular_ll \n",
- "184 24 pf 44 regular_ll \n",
- "185 24 pf 33 regular_ll \n",
- "186 24 pf 25 regular_ll \n",
- "187 24 pf 43 regular_ll \n",
- "188 24 pf 16 regular_ll \n",
- "189 24 pf 35 regular_ll \n",
- "190 24 pf 7 regular_ll \n",
- "191 24 pf 26 regular_ll \n",
- "192 0-24 pf 35 regular_ll \n",
- "193 24 pf 17 regular_ll \n",
- "194 0-24 pf 26 regular_ll \n",
- "195 24 pf 43 regular_ll \n",
- "196 0-24 pf 44 regular_ll \n",
- "197 0-24 pf 17 regular_ll \n",
- "198 24 pf 7 regular_ll \n",
- "199 0-24 pf 8 regular_ll \n",
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- "data.ls()"
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- "**ecmwf.data** library has a built in function to calculate the speed from u and v components. It takes u/v fieldsets as input and gives back speed intensity. \n",
- "Note that we can give a fieldset on N u/v components, not just one pair. \n",
- "\n",
- "In this case we will calculate all 51 ensemble members at the same time. \n",
- "First we need to filter out u and v and sort the fieldsets."
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 9,
- "id": "40575705",
- "metadata": {},
- "outputs": [
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- "data": {
- "text/html": [
- " \n",
- " \n",
- " parameter | typeOfLevel | level | date | time | step | number | paramId | class | stream | type | experimentVersionNumber |
\n",
- " 10si | heightAboveGround | 10 | 20250108 | 0 | 24 | 0,1,... | 207 | od | enfo | cf,pf | 0001 |
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- "u = data.select(shortName='10u', step=24).sort()\n",
- "v = data.select(shortName='10v', step=24).sort()\n",
- "\n",
- "speed = mv.speed(u,v)\n",
- "speed.describe()"
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- " pf | \n",
- " 48 | \n",
- " regular_ll | \n",
- "
\n",
- " \n",
- " 44 | \n",
- " ecmf | \n",
- " 10si | \n",
- " heightAboveGround | \n",
- " 10 | \n",
- " 20250108 | \n",
- " 0 | \n",
- " 24 | \n",
- " pf | \n",
- " 49 | \n",
- " regular_ll | \n",
- "
\n",
- " \n",
- " 45 | \n",
- " ecmf | \n",
- " 10si | \n",
- " heightAboveGround | \n",
- " 10 | \n",
- " 20250108 | \n",
- " 0 | \n",
- " 24 | \n",
- " pf | \n",
- " 5 | \n",
- " regular_ll | \n",
- "
\n",
- " \n",
- " 46 | \n",
- " ecmf | \n",
- " 10si | \n",
- " heightAboveGround | \n",
- " 10 | \n",
- " 20250108 | \n",
- " 0 | \n",
- " 24 | \n",
- " pf | \n",
- " 50 | \n",
- " regular_ll | \n",
- "
\n",
- " \n",
- " 47 | \n",
- " ecmf | \n",
- " 10si | \n",
- " heightAboveGround | \n",
- " 10 | \n",
- " 20250108 | \n",
- " 0 | \n",
- " 24 | \n",
- " pf | \n",
- " 6 | \n",
- " regular_ll | \n",
- "
\n",
- " \n",
- " 48 | \n",
- " ecmf | \n",
- " 10si | \n",
- " heightAboveGround | \n",
- " 10 | \n",
- " 20250108 | \n",
- " 0 | \n",
- " 24 | \n",
- " pf | \n",
- " 7 | \n",
- " regular_ll | \n",
- "
\n",
- " \n",
- " 49 | \n",
- " ecmf | \n",
- " 10si | \n",
- " heightAboveGround | \n",
- " 10 | \n",
- " 20250108 | \n",
- " 0 | \n",
- " 24 | \n",
- " pf | \n",
- " 8 | \n",
- " regular_ll | \n",
- "
\n",
- " \n",
- " 50 | \n",
- " ecmf | \n",
- " 10si | \n",
- " heightAboveGround | \n",
- " 10 | \n",
- " 20250108 | \n",
- " 0 | \n",
- " 24 | \n",
- " pf | \n",
- " 9 | \n",
- " regular_ll | \n",
- "
\n",
- " \n",
- "
\n",
- "
"
- ],
- "text/plain": [
- " centre shortName typeOfLevel level dataDate dataTime \\\n",
- "Message \n",
- "0 ecmf 10si heightAboveGround 10 20250108 0 \n",
- "1 ecmf 10si heightAboveGround 10 20250108 0 \n",
- "2 ecmf 10si heightAboveGround 10 20250108 0 \n",
- "3 ecmf 10si heightAboveGround 10 20250108 0 \n",
- "4 ecmf 10si heightAboveGround 10 20250108 0 \n",
- "5 ecmf 10si heightAboveGround 10 20250108 0 \n",
- "6 ecmf 10si heightAboveGround 10 20250108 0 \n",
- "7 ecmf 10si heightAboveGround 10 20250108 0 \n",
- "8 ecmf 10si heightAboveGround 10 20250108 0 \n",
- "9 ecmf 10si heightAboveGround 10 20250108 0 \n",
- "10 ecmf 10si heightAboveGround 10 20250108 0 \n",
- "11 ecmf 10si heightAboveGround 10 20250108 0 \n",
- "12 ecmf 10si heightAboveGround 10 20250108 0 \n",
- "13 ecmf 10si heightAboveGround 10 20250108 0 \n",
- "14 ecmf 10si heightAboveGround 10 20250108 0 \n",
- "15 ecmf 10si heightAboveGround 10 20250108 0 \n",
- "16 ecmf 10si heightAboveGround 10 20250108 0 \n",
- "17 ecmf 10si heightAboveGround 10 20250108 0 \n",
- "18 ecmf 10si heightAboveGround 10 20250108 0 \n",
- "19 ecmf 10si heightAboveGround 10 20250108 0 \n",
- "20 ecmf 10si heightAboveGround 10 20250108 0 \n",
- "21 ecmf 10si heightAboveGround 10 20250108 0 \n",
- "22 ecmf 10si heightAboveGround 10 20250108 0 \n",
- "23 ecmf 10si heightAboveGround 10 20250108 0 \n",
- "24 ecmf 10si heightAboveGround 10 20250108 0 \n",
- "25 ecmf 10si heightAboveGround 10 20250108 0 \n",
- "26 ecmf 10si heightAboveGround 10 20250108 0 \n",
- "27 ecmf 10si heightAboveGround 10 20250108 0 \n",
- "28 ecmf 10si heightAboveGround 10 20250108 0 \n",
- "29 ecmf 10si heightAboveGround 10 20250108 0 \n",
- "30 ecmf 10si heightAboveGround 10 20250108 0 \n",
- "31 ecmf 10si heightAboveGround 10 20250108 0 \n",
- "32 ecmf 10si heightAboveGround 10 20250108 0 \n",
- "33 ecmf 10si heightAboveGround 10 20250108 0 \n",
- "34 ecmf 10si heightAboveGround 10 20250108 0 \n",
- "35 ecmf 10si heightAboveGround 10 20250108 0 \n",
- "36 ecmf 10si heightAboveGround 10 20250108 0 \n",
- "37 ecmf 10si heightAboveGround 10 20250108 0 \n",
- "38 ecmf 10si heightAboveGround 10 20250108 0 \n",
- "39 ecmf 10si heightAboveGround 10 20250108 0 \n",
- "40 ecmf 10si heightAboveGround 10 20250108 0 \n",
- "41 ecmf 10si heightAboveGround 10 20250108 0 \n",
- "42 ecmf 10si heightAboveGround 10 20250108 0 \n",
- "43 ecmf 10si heightAboveGround 10 20250108 0 \n",
- "44 ecmf 10si heightAboveGround 10 20250108 0 \n",
- "45 ecmf 10si heightAboveGround 10 20250108 0 \n",
- "46 ecmf 10si heightAboveGround 10 20250108 0 \n",
- "47 ecmf 10si heightAboveGround 10 20250108 0 \n",
- "48 ecmf 10si heightAboveGround 10 20250108 0 \n",
- "49 ecmf 10si heightAboveGround 10 20250108 0 \n",
- "50 ecmf 10si heightAboveGround 10 20250108 0 \n",
- "\n",
- " stepRange dataType number gridType \n",
- "Message \n",
- "0 24 cf 0 regular_ll \n",
- "1 24 pf 1 regular_ll \n",
- "2 24 pf 10 regular_ll \n",
- "3 24 pf 11 regular_ll \n",
- "4 24 pf 12 regular_ll \n",
- "5 24 pf 13 regular_ll \n",
- "6 24 pf 14 regular_ll \n",
- "7 24 pf 15 regular_ll \n",
- "8 24 pf 16 regular_ll \n",
- "9 24 pf 17 regular_ll \n",
- "10 24 pf 18 regular_ll \n",
- "11 24 pf 19 regular_ll \n",
- "12 24 pf 2 regular_ll \n",
- "13 24 pf 20 regular_ll \n",
- "14 24 pf 21 regular_ll \n",
- "15 24 pf 22 regular_ll \n",
- "16 24 pf 23 regular_ll \n",
- "17 24 pf 24 regular_ll \n",
- "18 24 pf 25 regular_ll \n",
- "19 24 pf 26 regular_ll \n",
- "20 24 pf 27 regular_ll \n",
- "21 24 pf 28 regular_ll \n",
- "22 24 pf 29 regular_ll \n",
- "23 24 pf 3 regular_ll \n",
- "24 24 pf 30 regular_ll \n",
- "25 24 pf 31 regular_ll \n",
- "26 24 pf 32 regular_ll \n",
- "27 24 pf 33 regular_ll \n",
- "28 24 pf 34 regular_ll \n",
- "29 24 pf 35 regular_ll \n",
- "30 24 pf 36 regular_ll \n",
- "31 24 pf 37 regular_ll \n",
- "32 24 pf 38 regular_ll \n",
- "33 24 pf 39 regular_ll \n",
- "34 24 pf 4 regular_ll \n",
- "35 24 pf 40 regular_ll \n",
- "36 24 pf 41 regular_ll \n",
- "37 24 pf 42 regular_ll \n",
- "38 24 pf 43 regular_ll \n",
- "39 24 pf 44 regular_ll \n",
- "40 24 pf 45 regular_ll \n",
- "41 24 pf 46 regular_ll \n",
- "42 24 pf 47 regular_ll \n",
- "43 24 pf 48 regular_ll \n",
- "44 24 pf 49 regular_ll \n",
- "45 24 pf 5 regular_ll \n",
- "46 24 pf 50 regular_ll \n",
- "47 24 pf 6 regular_ll \n",
- "48 24 pf 7 regular_ll \n",
- "49 24 pf 8 regular_ll \n",
- "50 24 pf 9 regular_ll "
- ]
- },
- "execution_count": 10,
- "metadata": {},
- "output_type": "execute_result"
- }
- ],
- "source": [
- "speed.ls()"
- ]
- },
- {
- "cell_type": "markdown",
- "id": "f410bce3-3233-44fe-9157-bd6c678a9f19",
- "metadata": {},
- "source": [
- "To calculate the probability of wind speed being greater than 10 m/s and total precipitation being greater than 1 mm (0.001 m), we need to mask where these conditions are filled for each ensemble member. \n",
- "First we make an empty fieldset object, and then we append each mask field to it. \n",
- "Finally we can calculate the probability by calculating mean of this fieldset and multiplying by 100. \n",
- "\n",
- "One aditional step we need to do here is to calculate the total precipitation between steps 21 and 24, because the raw data has the total precipitation accumulated from the start of the forecast."
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 11,
- "id": "def32e2e-7acc-4059-a422-49148ec11166",
- "metadata": {},
- "outputs": [],
- "source": [
- "mask = mv.Fieldset()\n",
- "for number in range(51):\n",
- " speed_n = speed.select(number = number,)\n",
- " tp_24 = data.select(shortName='tp',step=24, number = number)\n",
- " tp_21 = data.select(shortName='tp',step=21, number = number)\n",
- " tp_n = tp_24 - tp_21\n",
- " m = (speed_n > 10) & (tp_n >= 0.001)\n",
- " mask.append(m)\n",
- "\n",
- "prob = (mv.mean(mask))*100"
- ]
- },
- {
- "cell_type": "markdown",
- "id": "7b5c9496",
- "metadata": {},
- "source": [
- "And finally, we can plot the data on the map. "
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 12,
- "id": "9b17202e-7df4-43a4-ac65-71eadbacd218",
- "metadata": {
- "editable": true,
- "slideshow": {
- "slide_type": ""
- },
- "tags": [
- "open_data"
- ]
- },
- "outputs": [
- {
- "data": {
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",
- "text/plain": [
- ""
- ]
- },
- "execution_count": 12,
- "metadata": {},
- "output_type": "execute_result"
- }
- ],
- "source": [
- "# define coastlines\n",
- "coast = mv.mcoast(\n",
- " map_coastline_colour=\"charcoal\",\n",
- " map_coastline_resolution=\"medium\",\n",
- " map_coastline_land_shade=\"on\",\n",
- " map_coastline_land_shade_colour=\"cream\",\n",
- " map_coastline_sea_shade=\"off\",\n",
- " map_boundaries=\"on\",\n",
- " map_boundaries_colour= \"charcoal\",\n",
- " map_boundaries_thickness = 1,\n",
- " map_disputed_boundaries = \"off\",\n",
- " map_grid_colour=\"tan\",\n",
- " map_label_height=0.35,\n",
- ")\n",
- "\n",
- "# define view\n",
- "view = mv.geoview(\n",
- " area_mode=\"name\",\n",
- " area_name=\"europe\",\n",
- " coastlines=coast\n",
- ")\n",
- "\n",
- "#define styles\n",
- "prob_shade = mv.mcont(legend= \"on\",\n",
- " contour_automatics_settings = \"style_name\",\n",
- " contour_style_name = \"sh_blup_f0t100lst\")\n",
- "\n",
- "title = mv.mtext(\n",
- " text_lines=[\"Combined probabilities: wind speed >10m/s and total precipitation > 1mm\", \n",
- " \"START TIME: \",\n",
- " \"VALID TIME: , STEP: \"],\n",
- " text_font_size=0.4,\n",
- " text_colour = 'charcoal')\n",
- "\n",
- "ecmwf_text = mv.mtext( \n",
- " text_lines = [\"© European Centre for Medium-Range Weather Forecasts (ECMWF)\",\n",
- " \"Source: www.ecmwf.int Licence: CC-BY-4.0 and ECMWF Terms of Use\",\n",
- " \"https://apps.ecmwf.int/datasets/licences/general/\"],\n",
- " text_justification = 'center',\n",
- " text_font_size = 0.3,\n",
- " text_mode = \"positional\",\n",
- " text_box_x_position = 6.,\n",
- " text_box_y_position = -0.2,\n",
- " text_box_x_length = 8,\n",
- " text_box_y_length = 2,\n",
- " text_colour = 'charcoal')\n",
- "\n",
- "# generate plot\n",
- "mv.setoutput('jupyter', plot_widget=False)\n",
- "mv.plot(view, prob, prob_shade, title, ecmwf_text)"
- ]
- },
- {
- "cell_type": "markdown",
- "id": "0813538b-be17-49c8-a6b0-c70634d6114d",
- "metadata": {
- "editable": true,
- "slideshow": {
- "slide_type": ""
- },
- "tags": []
- },
- "source": [
- "To generate the png file you can run the following cell."
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 13,
- "id": "961a379f-c8cd-4313-9169-48692f483c39",
- "metadata": {
- "editable": true,
- "slideshow": {
- "slide_type": ""
- },
- "tags": [
- "png"
- ]
- },
- "outputs": [],
- "source": [
- "png = mv.png_output(\n",
- " output_name = \"medium-ens-tp-ws\", # specify relative or full path\n",
- " output_title = \"medium-ens-tp-ws\", # title used by a viewer\n",
- " output_width = 1000, # set width in pixels\n",
- ")\n",
- "mv.setoutput(png)\n",
- "mv.plot(view, prob, prob_shade, title, ecmwf_text)"
- ]
- },
- {
- "cell_type": "markdown",
- "id": "ebd615be-4157-4f88-b566-0b70341cc432",
- "metadata": {
- "editable": true,
- "slideshow": {
- "slide_type": ""
- },
- "tags": [
- "open_data"
- ]
- },
- "source": [
- "Note that plot produced using open data dataset will slightly differ from one from Open Charts. This is due to different resolution of the data. \n",
- "Open data is on 0.25x0.25 resolution, while high resolution data is 0.1x0.1 grid."
- ]
- }
- ],
- "metadata": {
- "author": "Milana Vuckovic",
- "content_type": "Software & code",
- "data_access": "ecmwf-opendata",
- "kernelspec": {
- "display_name": "Python 3 (ipykernel)",
- "language": "python",
- "name": "python3"
- },
- "language_info": {
- "codemirror_mode": {
- "name": "ipython",
- "version": 3
- },
- "file_extension": ".py",
- "mimetype": "text/x-python",
- "name": "python",
- "nbconvert_exporter": "python",
- "pygments_lexer": "ipython3",
- "version": "3.11.9"
- }
+ "cells": [
+ {
+ "cell_type": "markdown",
+ "id": "38853673",
+ "metadata": {
+ "tags": [
+ "open_data",
+ "probabilities"
+ ]
+ },
+ "source": [
+ "\n",
+ "
\n",
+ "\n",
+ "# \tCombined probabilities: wind speed >10m/s and total precipitation > 1mm"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "1021c665-3367-4187-907b-56150150c647",
+ "metadata": {},
+ "source": [
+ "This notebook will provide you guidance how to explore and plot ECMWF open dataset to produce the map from the ECMWF open charts web product. \n",
+ "The original product can be found on this link: https://charts.ecmwf.int/products/medium-ens-tp-ws \n"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "6b309684-6246-4ec6-9eae-32dc718bbbf8",
+ "metadata": {},
+ "source": [
+ "\n",
+ "
\n",
+ "\n",
+ "
"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "dc2a95b5-55bb-4ed6-9b2e-6dd7c78f2220",
+ "metadata": {},
+ "source": [
+ "The full list of available Open data products can be found [here](https://www.ecmwf.int/en/forecasts/datasets/open-data), and more information can be found in the [User documentation](https://confluence.ecmwf.int/display/DAC/ECMWF+open+data%3A+real-time+forecasts+from+IFS+and+AIFS). \n",
+ "\n",
+ "Access to ECMWF Open data is governed by the Creative Commons CC-BY-4.0 licence and associated [Terms of Use](https://apps.ecmwf.int/datasets/licences/general/). \n",
+ "\n",
+ " In applying this licence, ECMWF does not waive the privileges and immunities granted to it by virtue of its status as an intergovernmental organisation nor does it submit to any jurisdiction \n",
+ "\n",
+ "To find out how to obtain the access to the full forecast dataset at higher resolution please visit our [Access page](https://www.ecmwf.int/en/forecasts/accessing-forecasts)."
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "cd17417b",
+ "metadata": {},
+ "source": [
+ "## Retrieve Data\n",
+ "This product takes in input 3 parameters :\n",
+ "\n",
+ "* [Total precipitation](https://codes.ecmwf.int/grib/param-db/228)\n",
+ "* [10 metre U wind component](https://codes.ecmwf.int/grib/param-db/165)\n",
+ "* [10 metre V wind component](https://codes.ecmwf.int/grib/param-db/166)"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "65228bdf-8506-4758-9e77-9a4b29bb5cee",
+ "metadata": {},
+ "source": [
+ "In this example, we will use: \n",
+ "- [**ecmwf.opendata**](https://github.com/ecmwf/ecmwf-opendata) Client to download the data\n",
+ "- [**Metview**](https://metview.readthedocs.io/en/latest/) library to read, process and plot the data "
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "97418925-2ec6-4187-9498-b873a82c3206",
+ "metadata": {},
+ "source": [
+ "First we need to install them in the current Jupyter kernel: \n",
+ "\n",
+ "Note: If you are running the notebook on MyBinder or already have the libraries installed, go directly to importing the libraries.\n",
+ "
\n",
+ "\n",
+ "Note: If you don't have these libraries installed, click on three dots below, uncomment the code and run the next cell.\n",
+ "
"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 1,
+ "id": "f561dd57-6865-4130-8a44-bdd81d6cb68c",
+ "metadata": {
+ "jupyter": {
+ "source_hidden": true
},
- "nbformat": 4,
- "nbformat_minor": 5
-}
\ No newline at end of file
+ "tags": [
+ "install"
+ ]
+ },
+ "outputs": [],
+ "source": [
+ "#!pip install ecmwf-opendata metview metview-python"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 1,
+ "id": "2435b085-2d29-4715-8bed-9d66f613b341",
+ "metadata": {
+ "tags": [
+ "import"
+ ]
+ },
+ "outputs": [],
+ "source": [
+ "import metview as mv\n",
+ "from ecmwf.opendata import Client"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 2,
+ "id": "4b19ac2b",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "client = Client(\"ecmwf\", beta=True)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 3,
+ "id": "29fcc5f3",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "'medium-ens-tp-ws.grib'"
+ ]
+ },
+ "execution_count": 3,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "parameters = ['10u','10v','tp']\n",
+ "filename = 'medium-ens-tp-ws.grib'\n",
+ "filename"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "8a78b44c-68d7-43b0-8ba1-47bc9d5aeb9e",
+ "metadata": {},
+ "source": [
+ "We need to put both **cf** and **pf** as type **type** to download all 50 ensemble members as well as the control forecast. \n",
+ "Setting date to 0 will download today's data. \n",
+ "Removing date and time altogether from the request will download the latest data. \n",
+ "Try commenting out date and time to download latest forecast!"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 4,
+ "id": "4e6e44b2",
+ "metadata": {
+ "tags": [
+ "download"
+ ]
+ },
+ "outputs": [
+ {
+ "data": {
+ "application/vnd.jupyter.widget-view+json": {
+ "model_id": "",
+ "version_major": 2,
+ "version_minor": 0
+ },
+ "text/plain": [
+ ": 0%| | 0.00/245M [00:00, ?B/s]"
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ },
+ {
+ "data": {
+ "text/plain": [
+ ""
+ ]
+ },
+ "execution_count": 4,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "client.retrieve(\n",
+ " date=0,\n",
+ " time=0,\n",
+ " step=[21,24],\n",
+ " stream=\"enfo\",\n",
+ " type=['cf', 'pf'],\n",
+ " levtype=\"sfc\",\n",
+ " param=parameters,\n",
+ " target=filename\n",
+ ")"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "1ef9138d",
+ "metadata": {},
+ "source": [
+ "## Reading and processing the data\n",
+ "Now we can use **Metview's read() function** to read the file."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 5,
+ "id": "5f1ac1a4",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "data = mv.read(filename)"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "d945fa28",
+ "metadata": {},
+ "source": [
+ "The **describe()** function will give us the overview of the dataset. "
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 6,
+ "id": "f0ee89c6",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ " \n",
+ " \n",
+ " parameter | typeOfLevel | level | date | time | step | number | paramId | class | stream | type | experimentVersionNumber |
\n",
+ " 10u | heightAboveGround | 10 | 20250108 | 0 | 21,24 | 0,1,... | 165 | od | enfo | cf,pf | 0001 |
---|
10v | heightAboveGround | 10 | 20250108 | 0 | 21,24 | 0,1,... | 166 | od | enfo | cf,pf | 0001 |
---|
tp | surface | 0 | 20250108 | 0 | 21,24 | 0,1,... | 228 | od | enfo | cf,pf | 0001 |
\n",
+ "
"
+ ],
+ "text/plain": [
+ ""
+ ]
+ },
+ "execution_count": 6,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "data.describe()"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "06be44d9-1766-4f21-81f1-e6f2b02131a5",
+ "metadata": {},
+ "source": [
+ "And an overview of one parameter, where we can see more information, such as units or type of level."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 7,
+ "id": "ee78df38-8d38-495d-8f6a-bbaf2db55c4f",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ " \n",
+ " \n",
+ "
\n",
+ " shortName | tp |
---|
name | Total precipitation |
---|
paramId | 228 |
---|
units | m |
---|
typeOfLevel | surface |
---|
level | 0 |
---|
date | 20250108 |
---|
time | 0 |
---|
step | 21,24 |
---|
number | 0,1,10,11,12,13,14,15,16,17,18,19,2,20,21,22,23,24,25,26,27,28,29,3,30,31,32,33,34,35,36,37,38,39,4,40,41,42,43,44,45,46,47,48,49,5,50,6,7,8,9 |
---|
class | od |
---|
stream | enfo |
---|
type | cf,pf |
---|
experimentVersionNumber | 0001 |
\n",
+ "
"
+ ],
+ "text/plain": [
+ ""
+ ]
+ },
+ "execution_count": 7,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "data.describe('tp')"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "138808a1",
+ "metadata": {},
+ "source": [
+ "We can use **ls()** function to list all the fields in the file we downloaded."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 8,
+ "id": "c6b4a817",
+ "metadata": {
+ "scrolled": true,
+ "tags": []
+ },
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ "\n",
+ "\n",
+ "
\n",
+ " \n",
+ " \n",
+ " | \n",
+ " centre | \n",
+ " shortName | \n",
+ " typeOfLevel | \n",
+ " level | \n",
+ " dataDate | \n",
+ " dataTime | \n",
+ " stepRange | \n",
+ " dataType | \n",
+ " number | \n",
+ " gridType | \n",
+ "
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+ " \n",
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\n",
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\n",
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\n",
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\n",
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\n",
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\n",
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\n",
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\n",
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\n",
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\n",
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\n",
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\n",
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\n",
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\n",
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+ " 215 | \n",
+ " ecmf | \n",
+ " 10u | \n",
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\n",
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\n",
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\n",
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\n",
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+ "
\n",
+ " \n",
+ " 305 | \n",
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+ " 0-24 | \n",
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+ " 5 | \n",
+ " regular_ll | \n",
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\n",
+ " \n",
+ "
\n",
+ "
"
+ ],
+ "text/plain": [
+ " centre shortName typeOfLevel level dataDate dataTime \\\n",
+ "Message \n",
+ "0 ecmf tp surface 0 20250108 0 \n",
+ "1 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "2 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "3 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "4 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "5 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "6 ecmf tp surface 0 20250108 0 \n",
+ "7 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "8 ecmf tp surface 0 20250108 0 \n",
+ "9 ecmf tp surface 0 20250108 0 \n",
+ "10 ecmf tp surface 0 20250108 0 \n",
+ "11 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "12 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "13 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "14 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "15 ecmf tp surface 0 20250108 0 \n",
+ "16 ecmf tp surface 0 20250108 0 \n",
+ "17 ecmf tp surface 0 20250108 0 \n",
+ "18 ecmf tp surface 0 20250108 0 \n",
+ "19 ecmf tp surface 0 20250108 0 \n",
+ "20 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "21 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "22 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "23 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "24 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "25 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "26 ecmf tp surface 0 20250108 0 \n",
+ "27 ecmf tp surface 0 20250108 0 \n",
+ "28 ecmf tp surface 0 20250108 0 \n",
+ "29 ecmf tp surface 0 20250108 0 \n",
+ "30 ecmf tp surface 0 20250108 0 \n",
+ "31 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "32 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "33 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "34 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "35 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "36 ecmf tp surface 0 20250108 0 \n",
+ "37 ecmf tp surface 0 20250108 0 \n",
+ "38 ecmf tp surface 0 20250108 0 \n",
+ "39 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "40 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "41 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "42 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "43 ecmf tp surface 0 20250108 0 \n",
+ "44 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "45 ecmf tp surface 0 20250108 0 \n",
+ "46 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "47 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "48 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "49 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "50 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "51 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "52 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "53 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "54 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "55 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "56 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "57 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "58 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "59 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "60 ecmf tp surface 0 20250108 0 \n",
+ "61 ecmf tp surface 0 20250108 0 \n",
+ "62 ecmf tp surface 0 20250108 0 \n",
+ "63 ecmf tp surface 0 20250108 0 \n",
+ "64 ecmf tp surface 0 20250108 0 \n",
+ "65 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "66 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "67 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "68 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "69 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "70 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "71 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "72 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "73 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "74 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "75 ecmf tp surface 0 20250108 0 \n",
+ "76 ecmf tp surface 0 20250108 0 \n",
+ "77 ecmf tp surface 0 20250108 0 \n",
+ "78 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "79 ecmf tp surface 0 20250108 0 \n",
+ "80 ecmf tp surface 0 20250108 0 \n",
+ "81 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "82 ecmf tp surface 0 20250108 0 \n",
+ "83 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "84 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "85 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "86 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "87 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "88 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "89 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "90 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "91 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "92 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "93 ecmf tp surface 0 20250108 0 \n",
+ "94 ecmf tp surface 0 20250108 0 \n",
+ "95 ecmf tp surface 0 20250108 0 \n",
+ "96 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "97 ecmf tp surface 0 20250108 0 \n",
+ "98 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "99 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "100 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "101 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "102 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "103 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "104 ecmf tp surface 0 20250108 0 \n",
+ "105 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "106 ecmf tp surface 0 20250108 0 \n",
+ "107 ecmf tp surface 0 20250108 0 \n",
+ "108 ecmf tp surface 0 20250108 0 \n",
+ "109 ecmf tp surface 0 20250108 0 \n",
+ "110 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "111 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "112 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "113 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "114 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "115 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "116 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "117 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "118 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "119 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "120 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "121 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "122 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "123 ecmf tp surface 0 20250108 0 \n",
+ "124 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "125 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "126 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "127 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "128 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "129 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "130 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "131 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "132 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "133 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "134 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "135 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "136 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "137 ecmf tp surface 0 20250108 0 \n",
+ "138 ecmf tp surface 0 20250108 0 \n",
+ "139 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "140 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "141 ecmf tp surface 0 20250108 0 \n",
+ "142 ecmf tp surface 0 20250108 0 \n",
+ "143 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "144 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "145 ecmf tp surface 0 20250108 0 \n",
+ "146 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "147 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "148 ecmf tp surface 0 20250108 0 \n",
+ "149 ecmf tp surface 0 20250108 0 \n",
+ "150 ecmf tp surface 0 20250108 0 \n",
+ "151 ecmf tp surface 0 20250108 0 \n",
+ "152 ecmf tp surface 0 20250108 0 \n",
+ "153 ecmf tp surface 0 20250108 0 \n",
+ "154 ecmf tp surface 0 20250108 0 \n",
+ "155 ecmf tp surface 0 20250108 0 \n",
+ "156 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "157 ecmf tp surface 0 20250108 0 \n",
+ "158 ecmf tp surface 0 20250108 0 \n",
+ "159 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "160 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "161 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "162 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "163 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "164 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "165 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "166 ecmf tp surface 0 20250108 0 \n",
+ "167 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "168 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "169 ecmf tp surface 0 20250108 0 \n",
+ "170 ecmf tp surface 0 20250108 0 \n",
+ "171 ecmf tp surface 0 20250108 0 \n",
+ "172 ecmf tp surface 0 20250108 0 \n",
+ "173 ecmf tp surface 0 20250108 0 \n",
+ "174 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "175 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "176 ecmf tp surface 0 20250108 0 \n",
+ "177 ecmf tp surface 0 20250108 0 \n",
+ "178 ecmf tp surface 0 20250108 0 \n",
+ "179 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "180 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "181 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "182 ecmf tp surface 0 20250108 0 \n",
+ "183 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "184 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "185 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "186 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "187 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "188 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "189 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "190 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "191 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "192 ecmf tp surface 0 20250108 0 \n",
+ "193 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "194 ecmf tp surface 0 20250108 0 \n",
+ "195 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "196 ecmf tp surface 0 20250108 0 \n",
+ "197 ecmf tp surface 0 20250108 0 \n",
+ "198 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "199 ecmf tp surface 0 20250108 0 \n",
+ "200 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "201 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "202 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "203 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "204 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "205 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "206 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "207 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "208 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "209 ecmf tp surface 0 20250108 0 \n",
+ "210 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "211 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "212 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "213 ecmf tp surface 0 20250108 0 \n",
+ "214 ecmf tp surface 0 20250108 0 \n",
+ "215 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "216 ecmf tp surface 0 20250108 0 \n",
+ "217 ecmf tp surface 0 20250108 0 \n",
+ "218 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "219 ecmf tp surface 0 20250108 0 \n",
+ "220 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "221 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "222 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "223 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "224 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "225 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "226 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "227 ecmf tp surface 0 20250108 0 \n",
+ "228 ecmf tp surface 0 20250108 0 \n",
+ "229 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "230 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "231 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "232 ecmf tp surface 0 20250108 0 \n",
+ "233 ecmf tp surface 0 20250108 0 \n",
+ "234 ecmf tp surface 0 20250108 0 \n",
+ "235 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "236 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "237 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "238 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "239 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "240 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "241 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "242 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "243 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "244 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "245 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "246 ecmf tp surface 0 20250108 0 \n",
+ "247 ecmf tp surface 0 20250108 0 \n",
+ "248 ecmf tp surface 0 20250108 0 \n",
+ "249 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "250 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "251 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "252 ecmf tp surface 0 20250108 0 \n",
+ "253 ecmf tp surface 0 20250108 0 \n",
+ "254 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "255 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "256 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "257 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "258 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "259 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "260 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "261 ecmf tp surface 0 20250108 0 \n",
+ "262 ecmf tp surface 0 20250108 0 \n",
+ "263 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "264 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "265 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "266 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "267 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "268 ecmf tp surface 0 20250108 0 \n",
+ "269 ecmf tp surface 0 20250108 0 \n",
+ "270 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "271 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "272 ecmf tp surface 0 20250108 0 \n",
+ "273 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "274 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "275 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "276 ecmf tp surface 0 20250108 0 \n",
+ "277 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "278 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "279 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "280 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "281 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "282 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "283 ecmf tp surface 0 20250108 0 \n",
+ "284 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "285 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "286 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "287 ecmf tp surface 0 20250108 0 \n",
+ "288 ecmf tp surface 0 20250108 0 \n",
+ "289 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "290 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "291 ecmf tp surface 0 20250108 0 \n",
+ "292 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "293 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "294 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "295 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "296 ecmf 10u heightAboveGround 10 20250108 0 \n",
+ "297 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "298 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "299 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "300 ecmf 10v heightAboveGround 10 20250108 0 \n",
+ "301 ecmf tp surface 0 20250108 0 \n",
+ "302 ecmf tp surface 0 20250108 0 \n",
+ "303 ecmf tp surface 0 20250108 0 \n",
+ "304 ecmf tp surface 0 20250108 0 \n",
+ "305 ecmf tp surface 0 20250108 0 \n",
+ "\n",
+ " stepRange dataType number gridType \n",
+ "Message \n",
+ "0 0-21 pf 14 regular_ll \n",
+ "1 21 pf 23 regular_ll \n",
+ "2 21 pf 50 regular_ll \n",
+ "3 21 pf 6 regular_ll \n",
+ "4 21 pf 33 regular_ll \n",
+ "5 21 pf 32 regular_ll \n",
+ "6 0-21 pf 23 regular_ll \n",
+ "7 21 pf 42 regular_ll \n",
+ "8 0-21 pf 50 regular_ll \n",
+ "9 0-21 pf 41 regular_ll \n",
+ "10 0-21 pf 32 regular_ll \n",
+ "11 21 pf 15 regular_ll \n",
+ "12 21 pf 24 regular_ll \n",
+ "13 21 pf 41 regular_ll \n",
+ "14 21 pf 14 regular_ll \n",
+ "15 0-21 pf 15 regular_ll \n",
+ "16 0-21 pf 24 regular_ll \n",
+ "17 0-21 pf 33 regular_ll \n",
+ "18 0-21 pf 42 regular_ll \n",
+ "19 0-21 pf 6 regular_ll \n",
+ "20 21 pf 6 regular_ll \n",
+ "21 21 pf 24 regular_ll \n",
+ "22 21 pf 42 regular_ll \n",
+ "23 21 pf 33 regular_ll \n",
+ "24 21 pf 16 regular_ll \n",
+ "25 21 pf 15 regular_ll \n",
+ "26 0-21 pf 34 regular_ll \n",
+ "27 0-21 pf 7 regular_ll \n",
+ "28 0-21 pf 25 regular_ll \n",
+ "29 0-21 pf 16 regular_ll \n",
+ "30 0-21 pf 43 regular_ll \n",
+ "31 21 pf 7 regular_ll \n",
+ "32 21 pf 43 regular_ll \n",
+ "33 21 pf 34 regular_ll \n",
+ "34 21 pf 25 regular_ll \n",
+ "35 21 pf 35 regular_ll \n",
+ "36 0-21 pf 26 regular_ll \n",
+ "37 0-21 pf 17 regular_ll \n",
+ "38 0-21 pf 35 regular_ll \n",
+ "39 21 pf 17 regular_ll \n",
+ "40 21 pf 44 regular_ll \n",
+ "41 21 pf 8 regular_ll \n",
+ "42 21 pf 26 regular_ll \n",
+ "43 0-21 pf 8 regular_ll \n",
+ "44 21 pf 34 regular_ll \n",
+ "45 0-21 pf 44 regular_ll \n",
+ "46 21 pf 7 regular_ll \n",
+ "47 21 pf 16 regular_ll \n",
+ "48 21 pf 43 regular_ll \n",
+ "49 21 pf 18 regular_ll \n",
+ "50 21 pf 25 regular_ll \n",
+ "51 21 pf 17 regular_ll \n",
+ "52 21 pf 44 regular_ll \n",
+ "53 21 pf 9 regular_ll \n",
+ "54 21 pf 35 regular_ll \n",
+ "55 21 pf 45 regular_ll \n",
+ "56 21 pf 27 regular_ll \n",
+ "57 21 pf 36 regular_ll \n",
+ "58 21 pf 8 regular_ll \n",
+ "59 21 pf 26 regular_ll \n",
+ "60 0-21 pf 18 regular_ll \n",
+ "61 0-21 pf 9 regular_ll \n",
+ "62 0-21 pf 27 regular_ll \n",
+ "63 0-21 pf 45 regular_ll \n",
+ "64 0-21 pf 36 regular_ll \n",
+ "65 21 pf 1 regular_ll \n",
+ "66 21 pf 18 regular_ll \n",
+ "67 21 pf 19 regular_ll \n",
+ "68 21 cf 0 regular_ll \n",
+ "69 21 pf 9 regular_ll \n",
+ "70 21 pf 37 regular_ll \n",
+ "71 21 pf 45 regular_ll \n",
+ "72 21 pf 27 regular_ll \n",
+ "73 21 pf 36 regular_ll \n",
+ "74 21 pf 28 regular_ll \n",
+ "75 0-21 pf 19 regular_ll \n",
+ "76 0-21 pf 1 regular_ll \n",
+ "77 0-21 pf 28 regular_ll \n",
+ "78 21 pf 46 regular_ll \n",
+ "79 0-21 cf 0 regular_ll \n",
+ "80 0-21 pf 37 regular_ll \n",
+ "81 21 pf 1 regular_ll \n",
+ "82 0-21 pf 46 regular_ll \n",
+ "83 21 pf 37 regular_ll \n",
+ "84 21 pf 28 regular_ll \n",
+ "85 21 pf 19 regular_ll \n",
+ "86 21 pf 38 regular_ll \n",
+ "87 21 pf 29 regular_ll \n",
+ "88 21 cf 0 regular_ll \n",
+ "89 21 pf 46 regular_ll \n",
+ "90 21 pf 10 regular_ll \n",
+ "91 21 pf 47 regular_ll \n",
+ "92 21 pf 2 regular_ll \n",
+ "93 0-21 pf 2 regular_ll \n",
+ "94 0-21 pf 38 regular_ll \n",
+ "95 0-21 pf 29 regular_ll \n",
+ "96 21 pf 29 regular_ll \n",
+ "97 0-21 pf 10 regular_ll \n",
+ "98 21 pf 38 regular_ll \n",
+ "99 21 pf 20 regular_ll \n",
+ "100 21 pf 47 regular_ll \n",
+ "101 21 pf 39 regular_ll \n",
+ "102 21 pf 21 regular_ll \n",
+ "103 21 pf 10 regular_ll \n",
+ "104 0-21 pf 47 regular_ll \n",
+ "105 21 pf 48 regular_ll \n",
+ "106 0-21 pf 11 regular_ll \n",
+ "107 0-21 pf 3 regular_ll \n",
+ "108 0-21 pf 48 regular_ll \n",
+ "109 0-21 pf 20 regular_ll \n",
+ "110 21 pf 11 regular_ll \n",
+ "111 21 pf 3 regular_ll \n",
+ "112 21 pf 49 regular_ll \n",
+ "113 21 pf 2 regular_ll \n",
+ "114 21 pf 12 regular_ll \n",
+ "115 21 pf 4 regular_ll \n",
+ "116 21 pf 31 regular_ll \n",
+ "117 21 pf 30 regular_ll \n",
+ "118 21 pf 5 regular_ll \n",
+ "119 21 pf 48 regular_ll \n",
+ "120 21 pf 13 regular_ll \n",
+ "121 21 pf 40 regular_ll \n",
+ "122 21 pf 39 regular_ll \n",
+ "123 0-21 pf 39 regular_ll \n",
+ "124 21 pf 11 regular_ll \n",
+ "125 21 pf 20 regular_ll \n",
+ "126 21 pf 4 regular_ll \n",
+ "127 21 pf 21 regular_ll \n",
+ "128 21 pf 3 regular_ll \n",
+ "129 21 pf 49 regular_ll \n",
+ "130 21 pf 22 regular_ll \n",
+ "131 21 pf 12 regular_ll \n",
+ "132 21 pf 30 regular_ll \n",
+ "133 21 pf 31 regular_ll \n",
+ "134 21 pf 5 regular_ll \n",
+ "135 21 pf 23 regular_ll \n",
+ "136 21 pf 41 regular_ll \n",
+ "137 0-21 pf 49 regular_ll \n",
+ "138 0-21 pf 4 regular_ll \n",
+ "139 21 pf 13 regular_ll \n",
+ "140 21 pf 50 regular_ll \n",
+ "141 0-21 pf 30 regular_ll \n",
+ "142 0-21 pf 12 regular_ll \n",
+ "143 21 pf 22 regular_ll \n",
+ "144 21 pf 40 regular_ll \n",
+ "145 0-21 pf 21 regular_ll \n",
+ "146 21 pf 14 regular_ll \n",
+ "147 21 pf 32 regular_ll \n",
+ "148 0-21 pf 5 regular_ll \n",
+ "149 0-21 pf 13 regular_ll \n",
+ "150 0-21 pf 22 regular_ll \n",
+ "151 0-21 pf 40 regular_ll \n",
+ "152 0-21 pf 31 regular_ll \n",
+ "153 0-24 pf 14 regular_ll \n",
+ "154 0-24 pf 41 regular_ll \n",
+ "155 0-24 pf 23 regular_ll \n",
+ "156 24 pf 42 regular_ll \n",
+ "157 0-24 pf 32 regular_ll \n",
+ "158 0-24 pf 50 regular_ll \n",
+ "159 24 pf 6 regular_ll \n",
+ "160 24 pf 24 regular_ll \n",
+ "161 24 pf 41 regular_ll \n",
+ "162 24 pf 14 regular_ll \n",
+ "163 24 pf 32 regular_ll \n",
+ "164 24 pf 33 regular_ll \n",
+ "165 24 pf 50 regular_ll \n",
+ "166 0-24 pf 33 regular_ll \n",
+ "167 24 pf 15 regular_ll \n",
+ "168 24 pf 23 regular_ll \n",
+ "169 0-24 pf 42 regular_ll \n",
+ "170 0-24 pf 15 regular_ll \n",
+ "171 0-24 pf 24 regular_ll \n",
+ "172 0-24 pf 6 regular_ll \n",
+ "173 0-24 pf 7 regular_ll \n",
+ "174 24 pf 42 regular_ll \n",
+ "175 24 pf 34 regular_ll \n",
+ "176 0-24 pf 25 regular_ll \n",
+ "177 0-24 pf 34 regular_ll \n",
+ "178 0-24 pf 16 regular_ll \n",
+ "179 24 pf 15 regular_ll \n",
+ "180 24 pf 6 regular_ll \n",
+ "181 24 pf 24 regular_ll \n",
+ "182 0-24 pf 43 regular_ll \n",
+ "183 24 pf 8 regular_ll \n",
+ "184 24 pf 44 regular_ll \n",
+ "185 24 pf 33 regular_ll \n",
+ "186 24 pf 25 regular_ll \n",
+ "187 24 pf 43 regular_ll \n",
+ "188 24 pf 16 regular_ll \n",
+ "189 24 pf 35 regular_ll \n",
+ "190 24 pf 7 regular_ll \n",
+ "191 24 pf 26 regular_ll \n",
+ "192 0-24 pf 35 regular_ll \n",
+ "193 24 pf 17 regular_ll \n",
+ "194 0-24 pf 26 regular_ll \n",
+ "195 24 pf 43 regular_ll \n",
+ "196 0-24 pf 44 regular_ll \n",
+ "197 0-24 pf 17 regular_ll \n",
+ "198 24 pf 7 regular_ll \n",
+ "199 0-24 pf 8 regular_ll \n",
+ "200 24 pf 25 regular_ll \n",
+ "201 24 pf 34 regular_ll \n",
+ "202 24 pf 16 regular_ll \n",
+ "203 24 pf 36 regular_ll \n",
+ "204 24 pf 8 regular_ll \n",
+ "205 24 pf 44 regular_ll \n",
+ "206 24 pf 35 regular_ll \n",
+ "207 24 pf 26 regular_ll \n",
+ "208 24 pf 45 regular_ll \n",
+ "209 0-24 pf 9 regular_ll \n",
+ "210 24 pf 9 regular_ll \n",
+ "211 24 pf 17 regular_ll \n",
+ "212 24 pf 27 regular_ll \n",
+ "213 0-24 pf 45 regular_ll \n",
+ "214 0-24 pf 27 regular_ll \n",
+ "215 24 pf 18 regular_ll \n",
+ "216 0-24 pf 18 regular_ll \n",
+ "217 0-24 pf 36 regular_ll \n",
+ "218 24 pf 36 regular_ll \n",
+ "219 0-24 pf 37 regular_ll \n",
+ "220 24 pf 45 regular_ll \n",
+ "221 24 pf 18 regular_ll \n",
+ "222 24 cf 0 regular_ll \n",
+ "223 24 pf 9 regular_ll \n",
+ "224 24 pf 1 regular_ll \n",
+ "225 24 pf 28 regular_ll \n",
+ "226 24 pf 27 regular_ll \n",
+ "227 0-24 pf 19 regular_ll \n",
+ "228 0-24 cf 0 regular_ll \n",
+ "229 24 pf 37 regular_ll \n",
+ "230 24 pf 46 regular_ll \n",
+ "231 24 pf 19 regular_ll \n",
+ "232 0-24 pf 1 regular_ll \n",
+ "233 0-24 pf 46 regular_ll \n",
+ "234 0-24 pf 28 regular_ll \n",
+ "235 24 pf 1 regular_ll \n",
+ "236 24 cf 0 regular_ll \n",
+ "237 24 pf 37 regular_ll \n",
+ "238 24 pf 19 regular_ll \n",
+ "239 24 pf 28 regular_ll \n",
+ "240 24 pf 46 regular_ll \n",
+ "241 24 pf 38 regular_ll \n",
+ "242 24 pf 29 regular_ll \n",
+ "243 24 pf 47 regular_ll \n",
+ "244 24 pf 10 regular_ll \n",
+ "245 24 pf 2 regular_ll \n",
+ "246 0-24 pf 47 regular_ll \n",
+ "247 0-24 pf 10 regular_ll \n",
+ "248 0-24 pf 38 regular_ll \n",
+ "249 24 pf 38 regular_ll \n",
+ "250 24 pf 29 regular_ll \n",
+ "251 24 pf 47 regular_ll \n",
+ "252 0-24 pf 29 regular_ll \n",
+ "253 0-24 pf 2 regular_ll \n",
+ "254 24 pf 48 regular_ll \n",
+ "255 24 pf 10 regular_ll \n",
+ "256 24 pf 3 regular_ll \n",
+ "257 24 pf 39 regular_ll \n",
+ "258 24 pf 20 regular_ll \n",
+ "259 24 pf 11 regular_ll \n",
+ "260 24 pf 2 regular_ll \n",
+ "261 0-24 pf 48 regular_ll \n",
+ "262 0-24 pf 3 regular_ll \n",
+ "263 24 pf 4 regular_ll \n",
+ "264 24 pf 49 regular_ll \n",
+ "265 24 pf 30 regular_ll \n",
+ "266 24 pf 21 regular_ll \n",
+ "267 24 pf 12 regular_ll \n",
+ "268 0-24 pf 20 regular_ll \n",
+ "269 0-24 pf 11 regular_ll \n",
+ "270 24 pf 48 regular_ll \n",
+ "271 24 pf 20 regular_ll \n",
+ "272 0-24 pf 39 regular_ll \n",
+ "273 24 pf 39 regular_ll \n",
+ "274 24 pf 3 regular_ll \n",
+ "275 24 pf 11 regular_ll \n",
+ "276 0-24 pf 21 regular_ll \n",
+ "277 24 pf 4 regular_ll \n",
+ "278 24 pf 40 regular_ll \n",
+ "279 24 pf 49 regular_ll \n",
+ "280 24 pf 13 regular_ll \n",
+ "281 24 pf 21 regular_ll \n",
+ "282 24 pf 12 regular_ll \n",
+ "283 0-24 pf 4 regular_ll \n",
+ "284 24 pf 31 regular_ll \n",
+ "285 24 pf 30 regular_ll \n",
+ "286 24 pf 5 regular_ll \n",
+ "287 0-24 pf 12 regular_ll \n",
+ "288 0-24 pf 30 regular_ll \n",
+ "289 24 pf 50 regular_ll \n",
+ "290 24 pf 22 regular_ll \n",
+ "291 0-24 pf 49 regular_ll \n",
+ "292 24 pf 32 regular_ll \n",
+ "293 24 pf 41 regular_ll \n",
+ "294 24 pf 23 regular_ll \n",
+ "295 24 pf 31 regular_ll \n",
+ "296 24 pf 14 regular_ll \n",
+ "297 24 pf 40 regular_ll \n",
+ "298 24 pf 13 regular_ll \n",
+ "299 24 pf 22 regular_ll \n",
+ "300 24 pf 5 regular_ll \n",
+ "301 0-24 pf 22 regular_ll \n",
+ "302 0-24 pf 40 regular_ll \n",
+ "303 0-24 pf 13 regular_ll \n",
+ "304 0-24 pf 31 regular_ll \n",
+ "305 0-24 pf 5 regular_ll "
+ ]
+ },
+ "execution_count": 8,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "data.ls()"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "5d01fb63-a91b-4042-a4c6-1f7ce18df9fa",
+ "metadata": {},
+ "source": [
+ "**Metview** library has a built in function to calculate the speed from u and v components. It takes u/v fieldsets as input and gives back speed intensity. \n",
+ "Note that we can give a fieldset on N u/v components, not just one pair. \n",
+ "\n",
+ "In this case we will calculate all 51 ensemble members at the same time. \n",
+ "First we need to filter out u and v and sort the fieldsets."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 9,
+ "id": "40575705",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ " \n",
+ " \n",
+ " parameter | typeOfLevel | level | date | time | step | number | paramId | class | stream | type | experimentVersionNumber |
\n",
+ " 10si | heightAboveGround | 10 | 20250108 | 0 | 24 | 0,1,... | 207 | od | enfo | cf,pf | 0001 |
\n",
+ "
"
+ ],
+ "text/plain": [
+ ""
+ ]
+ },
+ "execution_count": 9,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "u = data.select(shortName='10u', step=24).sort()\n",
+ "v = data.select(shortName='10v', step=24).sort()\n",
+ "\n",
+ "speed = mv.speed(u,v)\n",
+ "speed.describe()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 10,
+ "id": "c7d67d01",
+ "metadata": {
+ "scrolled": true,
+ "tags": []
+ },
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ "\n",
+ "\n",
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\n",
+ " \n",
+ " \n",
+ " | \n",
+ " centre | \n",
+ " shortName | \n",
+ " typeOfLevel | \n",
+ " level | \n",
+ " dataDate | \n",
+ " dataTime | \n",
+ " stepRange | \n",
+ " dataType | \n",
+ " number | \n",
+ " gridType | \n",
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\n",
+ " \n",
+ " Message | \n",
+ " | \n",
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+ " cf | \n",
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\n",
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\n",
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\n",
+ "
"
+ ],
+ "text/plain": [
+ " centre shortName typeOfLevel level dataDate dataTime \\\n",
+ "Message \n",
+ "0 ecmf 10si heightAboveGround 10 20250108 0 \n",
+ "1 ecmf 10si heightAboveGround 10 20250108 0 \n",
+ "2 ecmf 10si heightAboveGround 10 20250108 0 \n",
+ "3 ecmf 10si heightAboveGround 10 20250108 0 \n",
+ "4 ecmf 10si heightAboveGround 10 20250108 0 \n",
+ "5 ecmf 10si heightAboveGround 10 20250108 0 \n",
+ "6 ecmf 10si heightAboveGround 10 20250108 0 \n",
+ "7 ecmf 10si heightAboveGround 10 20250108 0 \n",
+ "8 ecmf 10si heightAboveGround 10 20250108 0 \n",
+ "9 ecmf 10si heightAboveGround 10 20250108 0 \n",
+ "10 ecmf 10si heightAboveGround 10 20250108 0 \n",
+ "11 ecmf 10si heightAboveGround 10 20250108 0 \n",
+ "12 ecmf 10si heightAboveGround 10 20250108 0 \n",
+ "13 ecmf 10si heightAboveGround 10 20250108 0 \n",
+ "14 ecmf 10si heightAboveGround 10 20250108 0 \n",
+ "15 ecmf 10si heightAboveGround 10 20250108 0 \n",
+ "16 ecmf 10si heightAboveGround 10 20250108 0 \n",
+ "17 ecmf 10si heightAboveGround 10 20250108 0 \n",
+ "18 ecmf 10si heightAboveGround 10 20250108 0 \n",
+ "19 ecmf 10si heightAboveGround 10 20250108 0 \n",
+ "20 ecmf 10si heightAboveGround 10 20250108 0 \n",
+ "21 ecmf 10si heightAboveGround 10 20250108 0 \n",
+ "22 ecmf 10si heightAboveGround 10 20250108 0 \n",
+ "23 ecmf 10si heightAboveGround 10 20250108 0 \n",
+ "24 ecmf 10si heightAboveGround 10 20250108 0 \n",
+ "25 ecmf 10si heightAboveGround 10 20250108 0 \n",
+ "26 ecmf 10si heightAboveGround 10 20250108 0 \n",
+ "27 ecmf 10si heightAboveGround 10 20250108 0 \n",
+ "28 ecmf 10si heightAboveGround 10 20250108 0 \n",
+ "29 ecmf 10si heightAboveGround 10 20250108 0 \n",
+ "30 ecmf 10si heightAboveGround 10 20250108 0 \n",
+ "31 ecmf 10si heightAboveGround 10 20250108 0 \n",
+ "32 ecmf 10si heightAboveGround 10 20250108 0 \n",
+ "33 ecmf 10si heightAboveGround 10 20250108 0 \n",
+ "34 ecmf 10si heightAboveGround 10 20250108 0 \n",
+ "35 ecmf 10si heightAboveGround 10 20250108 0 \n",
+ "36 ecmf 10si heightAboveGround 10 20250108 0 \n",
+ "37 ecmf 10si heightAboveGround 10 20250108 0 \n",
+ "38 ecmf 10si heightAboveGround 10 20250108 0 \n",
+ "39 ecmf 10si heightAboveGround 10 20250108 0 \n",
+ "40 ecmf 10si heightAboveGround 10 20250108 0 \n",
+ "41 ecmf 10si heightAboveGround 10 20250108 0 \n",
+ "42 ecmf 10si heightAboveGround 10 20250108 0 \n",
+ "43 ecmf 10si heightAboveGround 10 20250108 0 \n",
+ "44 ecmf 10si heightAboveGround 10 20250108 0 \n",
+ "45 ecmf 10si heightAboveGround 10 20250108 0 \n",
+ "46 ecmf 10si heightAboveGround 10 20250108 0 \n",
+ "47 ecmf 10si heightAboveGround 10 20250108 0 \n",
+ "48 ecmf 10si heightAboveGround 10 20250108 0 \n",
+ "49 ecmf 10si heightAboveGround 10 20250108 0 \n",
+ "50 ecmf 10si heightAboveGround 10 20250108 0 \n",
+ "\n",
+ " stepRange dataType number gridType \n",
+ "Message \n",
+ "0 24 cf 0 regular_ll \n",
+ "1 24 pf 1 regular_ll \n",
+ "2 24 pf 10 regular_ll \n",
+ "3 24 pf 11 regular_ll \n",
+ "4 24 pf 12 regular_ll \n",
+ "5 24 pf 13 regular_ll \n",
+ "6 24 pf 14 regular_ll \n",
+ "7 24 pf 15 regular_ll \n",
+ "8 24 pf 16 regular_ll \n",
+ "9 24 pf 17 regular_ll \n",
+ "10 24 pf 18 regular_ll \n",
+ "11 24 pf 19 regular_ll \n",
+ "12 24 pf 2 regular_ll \n",
+ "13 24 pf 20 regular_ll \n",
+ "14 24 pf 21 regular_ll \n",
+ "15 24 pf 22 regular_ll \n",
+ "16 24 pf 23 regular_ll \n",
+ "17 24 pf 24 regular_ll \n",
+ "18 24 pf 25 regular_ll \n",
+ "19 24 pf 26 regular_ll \n",
+ "20 24 pf 27 regular_ll \n",
+ "21 24 pf 28 regular_ll \n",
+ "22 24 pf 29 regular_ll \n",
+ "23 24 pf 3 regular_ll \n",
+ "24 24 pf 30 regular_ll \n",
+ "25 24 pf 31 regular_ll \n",
+ "26 24 pf 32 regular_ll \n",
+ "27 24 pf 33 regular_ll \n",
+ "28 24 pf 34 regular_ll \n",
+ "29 24 pf 35 regular_ll \n",
+ "30 24 pf 36 regular_ll \n",
+ "31 24 pf 37 regular_ll \n",
+ "32 24 pf 38 regular_ll \n",
+ "33 24 pf 39 regular_ll \n",
+ "34 24 pf 4 regular_ll \n",
+ "35 24 pf 40 regular_ll \n",
+ "36 24 pf 41 regular_ll \n",
+ "37 24 pf 42 regular_ll \n",
+ "38 24 pf 43 regular_ll \n",
+ "39 24 pf 44 regular_ll \n",
+ "40 24 pf 45 regular_ll \n",
+ "41 24 pf 46 regular_ll \n",
+ "42 24 pf 47 regular_ll \n",
+ "43 24 pf 48 regular_ll \n",
+ "44 24 pf 49 regular_ll \n",
+ "45 24 pf 5 regular_ll \n",
+ "46 24 pf 50 regular_ll \n",
+ "47 24 pf 6 regular_ll \n",
+ "48 24 pf 7 regular_ll \n",
+ "49 24 pf 8 regular_ll \n",
+ "50 24 pf 9 regular_ll "
+ ]
+ },
+ "execution_count": 10,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "speed.ls()"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "f410bce3-3233-44fe-9157-bd6c678a9f19",
+ "metadata": {},
+ "source": [
+ "To calculate the probability of wind speed being greater than 10 m/s and total precipitation being greater than 1 mm (0.001 m), we need to mask where these conditions are filled for each ensemble member. \n",
+ "First we make an empty fieldset object, and then we append each mask field to it. \n",
+ "Finally we can calculate the probability by calculating mean of this fieldset and multiplying by 100. \n",
+ "\n",
+ "One aditional step we need to do here is to calculate the total precipitation between steps 21 and 24, because the raw data has the total precipitation accumulated from the start of the forecast."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 11,
+ "id": "def32e2e-7acc-4059-a422-49148ec11166",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "mask = mv.Fieldset()\n",
+ "for number in range(51):\n",
+ " speed_n = speed.select(number = number,)\n",
+ " tp_24 = data.select(shortName='tp',step=24, number = number)\n",
+ " tp_21 = data.select(shortName='tp',step=21, number = number)\n",
+ " tp_n = tp_24 - tp_21\n",
+ " m = (speed_n > 10) & (tp_n >= 0.001)\n",
+ " mask.append(m)\n",
+ "\n",
+ "prob = (mv.mean(mask))*100"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "7b5c9496",
+ "metadata": {},
+ "source": [
+ "And finally, we can plot the data on the map. "
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 12,
+ "id": "9b17202e-7df4-43a4-ac65-71eadbacd218",
+ "metadata": {
+ "editable": true,
+ "slideshow": {
+ "slide_type": ""
+ },
+ "tags": [
+ "open_data"
+ ]
+ },
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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",
+ "text/plain": [
+ ""
+ ]
+ },
+ "execution_count": 12,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "# define coastlines\n",
+ "coast = mv.mcoast(\n",
+ " map_coastline_colour=\"charcoal\",\n",
+ " map_coastline_resolution=\"medium\",\n",
+ " map_coastline_land_shade=\"on\",\n",
+ " map_coastline_land_shade_colour=\"cream\",\n",
+ " map_coastline_sea_shade=\"off\",\n",
+ " map_boundaries=\"on\",\n",
+ " map_boundaries_colour= \"charcoal\",\n",
+ " map_boundaries_thickness = 1,\n",
+ " map_disputed_boundaries = \"off\",\n",
+ " map_grid_colour=\"tan\",\n",
+ " map_label_height=0.35,\n",
+ ")\n",
+ "\n",
+ "# define view\n",
+ "view = mv.geoview(\n",
+ " area_mode=\"name\",\n",
+ " area_name=\"europe\",\n",
+ " coastlines=coast\n",
+ ")\n",
+ "\n",
+ "#define styles\n",
+ "prob_shade = mv.mcont(legend= \"on\",\n",
+ " contour_automatics_settings = \"style_name\",\n",
+ " contour_style_name = \"sh_blup_f0t100lst\")\n",
+ "\n",
+ "title = mv.mtext(\n",
+ " text_lines=[\"Combined probabilities: wind speed >10m/s and total precipitation > 1mm\", \n",
+ " \"START TIME: \",\n",
+ " \"VALID TIME: , STEP: \"],\n",
+ " text_font_size=0.4,\n",
+ " text_colour = 'charcoal')\n",
+ "\n",
+ "ecmwf_text = mv.mtext( \n",
+ " text_lines = [\"© European Centre for Medium-Range Weather Forecasts (ECMWF)\",\n",
+ " \"Source: www.ecmwf.int Licence: CC-BY-4.0 and ECMWF Terms of Use\",\n",
+ " \"https://apps.ecmwf.int/datasets/licences/general/\"],\n",
+ " text_justification = 'center',\n",
+ " text_font_size = 0.3,\n",
+ " text_mode = \"positional\",\n",
+ " text_box_x_position = 6.,\n",
+ " text_box_y_position = -0.2,\n",
+ " text_box_x_length = 8,\n",
+ " text_box_y_length = 2,\n",
+ " text_colour = 'charcoal')\n",
+ "\n",
+ "# generate plot\n",
+ "mv.setoutput('jupyter', plot_widget=False)\n",
+ "mv.plot(view, prob, prob_shade, title, ecmwf_text)"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "0813538b-be17-49c8-a6b0-c70634d6114d",
+ "metadata": {
+ "editable": true,
+ "slideshow": {
+ "slide_type": ""
+ },
+ "tags": []
+ },
+ "source": [
+ "To generate the png file you can run the following cell."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 13,
+ "id": "961a379f-c8cd-4313-9169-48692f483c39",
+ "metadata": {
+ "editable": true,
+ "slideshow": {
+ "slide_type": ""
+ },
+ "tags": [
+ "png"
+ ]
+ },
+ "outputs": [],
+ "source": [
+ "png = mv.png_output(\n",
+ " output_name = \"medium-ens-tp-ws\", # specify relative or full path\n",
+ " output_title = \"medium-ens-tp-ws\", # title used by a viewer\n",
+ " output_width = 1000, # set width in pixels\n",
+ ")\n",
+ "mv.setoutput(png)\n",
+ "mv.plot(view, prob, prob_shade, title, ecmwf_text)"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "ebd615be-4157-4f88-b566-0b70341cc432",
+ "metadata": {
+ "editable": true,
+ "slideshow": {
+ "slide_type": ""
+ },
+ "tags": [
+ "open_data"
+ ]
+ },
+ "source": [
+ "Note that plot produced using open data dataset will slightly differ from one from Open Charts. This is due to different resolution of the data. \n",
+ "Open data is on 0.25x0.25 resolution, while high resolution data is 0.1x0.1 grid."
+ ]
+ }
+ ],
+ "metadata": {
+ "author": "Milana Vuckovic",
+ "content_type": "Software & code",
+ "data_access": "ecmwf-opendata",
+ "kernelspec": {
+ "display_name": "Python 3 (ipykernel)",
+ "language": "python",
+ "name": "python3"
+ },
+ "language_info": {
+ "codemirror_mode": {
+ "name": "ipython",
+ "version": 3
+ },
+ "file_extension": ".py",
+ "mimetype": "text/x-python",
+ "name": "python",
+ "nbconvert_exporter": "python",
+ "pygments_lexer": "ipython3",
+ "version": "3.13.1"
+ }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 5
+}
diff --git a/opencharts/medium-ens-wave-ws.ipynb b/opencharts/medium-ens-wave-ws.ipynb
index bdac1a3..a2e2a15 100644
--- a/opencharts/medium-ens-wave-ws.ipynb
+++ b/opencharts/medium-ens-wave-ws.ipynb
@@ -292,7 +292,7 @@
"metadata": {},
"source": [
"## Reading and processing the data\n",
- "Now we can use **ecmwf.data** to read the files."
+ "Now we can use **Metview's read() function** to read the files."
]
},
{
@@ -1270,7 +1270,7 @@
"id": "f8a0e223-e999-42b6-acaf-63fbae74177b",
"metadata": {},
"source": [
- "**ecmwf.data** library has a built in function to calculate the speed from u and v components. It takes u/v fieldsets as input and gives back speed intensity. \n",
+ "**Metview** library has a built in function to calculate the speed from u and v components. It takes u/v fieldsets as input and gives back speed intensity. \n",
"Note that we can give a fieldset on N u/v components, not just one pair. \n",
"\n",
"In this case we will calculate all 51 ensemble members at the same time. \n",
diff --git a/opencharts/medium-frz-rain.ipynb b/opencharts/medium-frz-rain.ipynb
index 75d8c33..102b25e 100644
--- a/opencharts/medium-frz-rain.ipynb
+++ b/opencharts/medium-frz-rain.ipynb
@@ -268,7 +268,7 @@
"metadata": {},
"source": [
"## Reading and processing the data\n",
- "Now we can use **ecmwf.data** to read the file."
+ "Now we can use **Metview's read() function** to read the file."
]
},
{
diff --git a/opencharts/medium-indices.ipynb b/opencharts/medium-indices.ipynb
index a47e6d8..e1acb4a 100644
--- a/opencharts/medium-indices.ipynb
+++ b/opencharts/medium-indices.ipynb
@@ -267,7 +267,7 @@
"metadata": {},
"source": [
"## Reading and processing the data\n",
- "Now we can use **ecmwf.data** to read the file."
+ "Now we can use **Metview's read() function** to read the file."
]
},
{
diff --git a/opencharts/medium-mslp-mean-spread.ipynb b/opencharts/medium-mslp-mean-spread.ipynb
index bbb31ae..9080d9a 100644
--- a/opencharts/medium-mslp-mean-spread.ipynb
+++ b/opencharts/medium-mslp-mean-spread.ipynb
@@ -274,7 +274,7 @@
"metadata": {},
"source": [
"## Reading and processing the data\n",
- "Now we can use **ecmwf.data** to read the files."
+ "Now we can use **Metview's read() function** to read the files."
]
},
{
diff --git a/opencharts/medium-mslp-rain.ipynb b/opencharts/medium-mslp-rain.ipynb
index 5b4b261..fca1e92 100644
--- a/opencharts/medium-mslp-rain.ipynb
+++ b/opencharts/medium-mslp-rain.ipynb
@@ -219,7 +219,7 @@
"metadata": {},
"source": [
"## Reading and processing the data\n",
- "Now we can use **ecmwf.data** to read the file."
+ "Now we can use **Metview's read() function** to read the file."
]
},
{
diff --git a/opencharts/medium-mslp-wind200.ipynb b/opencharts/medium-mslp-wind200.ipynb
index c74385d..2142002 100644
--- a/opencharts/medium-mslp-wind200.ipynb
+++ b/opencharts/medium-mslp-wind200.ipynb
@@ -271,7 +271,7 @@
"metadata": {},
"source": [
"## Reading and processing the data\n",
- "Now we can use **ecmwf.data** to read the files."
+ "Now we can use **Metview's read() function** to read the files."
]
},
{
diff --git a/opencharts/medium-mslp-wind850.ipynb b/opencharts/medium-mslp-wind850.ipynb
index f6d92fa..852356e 100644
--- a/opencharts/medium-mslp-wind850.ipynb
+++ b/opencharts/medium-mslp-wind850.ipynb
@@ -282,7 +282,7 @@
"metadata": {},
"source": [
"## Reading and processing the data\n",
- "Now we can use **ecmwf.data** to read the files."
+ "Now we can use **Metview's read() function** to read the files."
]
},
{
diff --git a/opencharts/medium-mwp-long-probability.ipynb b/opencharts/medium-mwp-long-probability.ipynb
index 7331165..5078606 100644
--- a/opencharts/medium-mwp-long-probability.ipynb
+++ b/opencharts/medium-mwp-long-probability.ipynb
@@ -229,7 +229,7 @@
"metadata": {},
"source": [
"## Reading and processing the data\n",
- "Now we can use **ecmwf.data** to read the file."
+ "Now we can use **Metview's read() function** to read the file."
]
},
{
diff --git a/opencharts/medium-mwp-mwd.ipynb b/opencharts/medium-mwp-mwd.ipynb
index 726c922..d0fabb4 100644
--- a/opencharts/medium-mwp-mwd.ipynb
+++ b/opencharts/medium-mwp-mwd.ipynb
@@ -218,7 +218,7 @@
"metadata": {},
"source": [
"## Reading and processing the data\n",
- "Now we can use **ecmwf.data** to read the files."
+ "Now we can use **Metview's read() function** to read the files."
]
},
{
diff --git a/opencharts/medium-mwp-probability.ipynb b/opencharts/medium-mwp-probability.ipynb
index 40835fa..cfcf330 100644
--- a/opencharts/medium-mwp-probability.ipynb
+++ b/opencharts/medium-mwp-probability.ipynb
@@ -224,7 +224,7 @@
"metadata": {},
"source": [
"## Reading and processing the data\n",
- "Now we can use **ecmwf.data** to read the file."
+ "Now we can use **Metview's read() function** to read the file."
]
},
{
diff --git a/opencharts/medium-mwpts-mwd.ipynb b/opencharts/medium-mwpts-mwd.ipynb
index a2e1615..3c627b4 100644
--- a/opencharts/medium-mwpts-mwd.ipynb
+++ b/opencharts/medium-mwpts-mwd.ipynb
@@ -190,7 +190,7 @@
"metadata": {},
"source": [
"## Reading and processing the data\n",
- "Now we can use **ecmwf.data** to read the files."
+ "Now we can use **Metview's read() function** to read the files."
]
},
{
diff --git a/opencharts/medium-mwpww-mwd.ipynb b/opencharts/medium-mwpww-mwd.ipynb
index 92a64a9..1e608b6 100644
--- a/opencharts/medium-mwpww-mwd.ipynb
+++ b/opencharts/medium-mwpww-mwd.ipynb
@@ -191,7 +191,7 @@
"metadata": {},
"source": [
"## Reading and processing the data\n",
- "Now we can use **ecmwf.data** to read the files."
+ "Now we can use **Metview's read() function** to read the files."
]
},
{
diff --git a/opencharts/medium-precipitation-type.ipynb b/opencharts/medium-precipitation-type.ipynb
index 7309cd1..890442f 100644
--- a/opencharts/medium-precipitation-type.ipynb
+++ b/opencharts/medium-precipitation-type.ipynb
@@ -193,7 +193,7 @@
},
"source": [
"## Reading and processing the data\n",
- "Now we can use **ecmwf.data** to read the files."
+ "Now we can use **Metview's read() function** to read the files."
]
},
{
diff --git a/opencharts/medium-pv.ipynb b/opencharts/medium-pv.ipynb
index 385feb6..6aeb776 100644
--- a/opencharts/medium-pv.ipynb
+++ b/opencharts/medium-pv.ipynb
@@ -192,7 +192,7 @@
"metadata": {},
"source": [
"## Reading and processing the data\n",
- "Now we can use **ecmwf.data** to read the file."
+ "Now we can use **Metview's read() function** to read the file."
]
},
{
diff --git a/opencharts/medium-rain-acc.ipynb b/opencharts/medium-rain-acc.ipynb
index 25b5b5b..1400381 100644
--- a/opencharts/medium-rain-acc.ipynb
+++ b/opencharts/medium-rain-acc.ipynb
@@ -214,7 +214,7 @@
"metadata": {},
"source": [
"## Reading and processing the data\n",
- "Now we can use **ecmwf.data** to read the file."
+ "Now we can use **Metview's read() function** to read the file."
]
},
{
diff --git a/opencharts/medium-rain-rate.ipynb b/opencharts/medium-rain-rate.ipynb
index 4de19c8..50ae9f5 100644
--- a/opencharts/medium-rain-rate.ipynb
+++ b/opencharts/medium-rain-rate.ipynb
@@ -195,7 +195,7 @@
"metadata": {},
"source": [
"## Reading and processing the data\n",
- "Now we can use **ecmwf.data** to read the file."
+ "Now we can use **Metview's read() function** to read the file."
]
},
{
diff --git a/opencharts/medium-rv-div-uv.ipynb b/opencharts/medium-rv-div-uv.ipynb
index 9facfca..0e914ee 100644
--- a/opencharts/medium-rv-div-uv.ipynb
+++ b/opencharts/medium-rv-div-uv.ipynb
@@ -219,7 +219,7 @@
"metadata": {},
"source": [
"## Reading and processing the data\n",
- "Now we can use **ecmwf.data** to read the files."
+ "Now we can use **Metview's read() function** to read the files."
]
},
{
diff --git a/opencharts/medium-simulated-ir.ipynb b/opencharts/medium-simulated-ir.ipynb
index b6fb2d3..93466d1 100644
--- a/opencharts/medium-simulated-ir.ipynb
+++ b/opencharts/medium-simulated-ir.ipynb
@@ -182,7 +182,7 @@
"metadata": {},
"source": [
"## Reading and processing the data\n",
- "Now we can use **ecmwf.data** to read the file."
+ "Now we can use **Metview's read() function** to read the file."
]
},
{
diff --git a/opencharts/medium-simulated-vis.ipynb b/opencharts/medium-simulated-vis.ipynb
index 24dd6ad..d388762 100644
--- a/opencharts/medium-simulated-vis.ipynb
+++ b/opencharts/medium-simulated-vis.ipynb
@@ -185,7 +185,7 @@
"metadata": {},
"source": [
"## Reading and processing the data\n",
- "Now we can use **ecmwf.data** to read the file."
+ "Now we can use **Metview's read() function** to read the file."
]
},
{
diff --git a/opencharts/medium-simulated-wv-wbpt.ipynb b/opencharts/medium-simulated-wv-wbpt.ipynb
index 216da1c..33e74f4 100644
--- a/opencharts/medium-simulated-wv-wbpt.ipynb
+++ b/opencharts/medium-simulated-wv-wbpt.ipynb
@@ -206,7 +206,7 @@
"metadata": {},
"source": [
"## Reading and processing the data\n",
- "Now we can use **ecmwf.data** to read the file."
+ "Now we can use **Metview's read() function** to read the file."
]
},
{
diff --git a/opencharts/medium-simulated-wv.ipynb b/opencharts/medium-simulated-wv.ipynb
index ec1c795..b1600ab 100644
--- a/opencharts/medium-simulated-wv.ipynb
+++ b/opencharts/medium-simulated-wv.ipynb
@@ -185,7 +185,7 @@
"metadata": {},
"source": [
"## Reading and processing the data\n",
- "Now we can use **ecmwf.data** to read the file."
+ "Now we can use **Metview's read() function** to read the file."
]
},
{
diff --git a/opencharts/medium-snowfall.ipynb b/opencharts/medium-snowfall.ipynb
index 5777add..5e892b7 100644
--- a/opencharts/medium-snowfall.ipynb
+++ b/opencharts/medium-snowfall.ipynb
@@ -271,7 +271,7 @@
"metadata": {},
"source": [
"## Reading and processing the data\n",
- "Now we can use **ecmwf.data** to read the file."
+ "Now we can use **Metview's read() function** to read the file."
]
},
{
diff --git a/opencharts/medium-specific-humidity.ipynb b/opencharts/medium-specific-humidity.ipynb
index ceed50f..1c29104 100644
--- a/opencharts/medium-specific-humidity.ipynb
+++ b/opencharts/medium-specific-humidity.ipynb
@@ -215,7 +215,7 @@
"metadata": {},
"source": [
"## Reading and processing the data\n",
- "Now we can use **ecmwf.data** to read the file."
+ "Now we can use **Metview's read() function** to read the file."
]
},
{
diff --git a/opencharts/medium-sund_interval.ipynb b/opencharts/medium-sund_interval.ipynb
index 5c2fc5c..f614af1 100644
--- a/opencharts/medium-sund_interval.ipynb
+++ b/opencharts/medium-sund_interval.ipynb
@@ -225,7 +225,7 @@
"metadata": {},
"source": [
"## Reading and processing the data\n",
- "Now we can use **ecmwf.data** to read the file."
+ "Now we can use **Metview's read() function** to read the file."
]
},
{
diff --git a/opencharts/medium-swh-long-probability.ipynb b/opencharts/medium-swh-long-probability.ipynb
index 49f7812..653ff92 100644
--- a/opencharts/medium-swh-long-probability.ipynb
+++ b/opencharts/medium-swh-long-probability.ipynb
@@ -224,7 +224,7 @@
"metadata": {},
"source": [
"## Reading and processing the data\n",
- "Now we can use **ecmwf.data** to read the file."
+ "Now we can use **Metview's read() function** to read the file."
]
},
{
diff --git a/opencharts/medium-swh-mwd.ipynb b/opencharts/medium-swh-mwd.ipynb
index e26ac40..aaa24df 100644
--- a/opencharts/medium-swh-mwd.ipynb
+++ b/opencharts/medium-swh-mwd.ipynb
@@ -217,7 +217,7 @@
"metadata": {},
"source": [
"## Reading and processing the data\n",
- "Now we can use **ecmwf.data** to read the files."
+ "Now we can use **Metview's read() function** to read the files."
]
},
{
diff --git a/opencharts/medium-swh-probability.ipynb b/opencharts/medium-swh-probability.ipynb
index e6b4780..ef184f7 100644
--- a/opencharts/medium-swh-probability.ipynb
+++ b/opencharts/medium-swh-probability.ipynb
@@ -220,7 +220,7 @@
"metadata": {},
"source": [
"## Reading and processing the data\n",
- "Now we can use **ecmwf.data** to read the file."
+ "Now we can use **Metview's read() function** to read the file."
]
},
{
diff --git a/opencharts/medium-t-z.ipynb b/opencharts/medium-t-z.ipynb
index fc832f5..17346a5 100644
--- a/opencharts/medium-t-z.ipynb
+++ b/opencharts/medium-t-z.ipynb
@@ -214,7 +214,7 @@
"metadata": {},
"source": [
"## Reading and processing the data\n",
- "Now we can use **ecmwf.data** to read the file."
+ "Now we can use **Metview's read() function** to read the file."
]
},
{
diff --git a/opencharts/medium-t500-mean-spread.ipynb b/opencharts/medium-t500-mean-spread.ipynb
index 6f87e43..2b163fb 100644
--- a/opencharts/medium-t500-mean-spread.ipynb
+++ b/opencharts/medium-t500-mean-spread.ipynb
@@ -264,7 +264,7 @@
"metadata": {},
"source": [
"## Reading and processing the data\n",
- "Now we can use **ecmwf.data** to read the file."
+ "Now we can use **Metview's read() function** to read the file."
]
},
{
diff --git a/opencharts/medium-tcw.ipynb b/opencharts/medium-tcw.ipynb
index 6187dc8..3f8a288 100644
--- a/opencharts/medium-tcw.ipynb
+++ b/opencharts/medium-tcw.ipynb
@@ -183,7 +183,7 @@
"metadata": {},
"source": [
"## Reading and processing the data\n",
- "Now we can use **ecmwf.data** to read the file."
+ "Now we can use **Metview's read() function** to read the file."
]
},
{
diff --git a/opencharts/medium-thermofeel.ipynb b/opencharts/medium-thermofeel.ipynb
index 0b3f392..16ce7a0 100644
--- a/opencharts/medium-thermofeel.ipynb
+++ b/opencharts/medium-thermofeel.ipynb
@@ -1,1125 +1,1125 @@
{
- "cells": [
- {
- "cell_type": "markdown",
- "id": "japanese-particular",
- "metadata": {
- "editable": true,
- "slideshow": {
- "slide_type": ""
+ "cells": [
+ {
+ "cell_type": "markdown",
+ "id": "japanese-particular",
+ "metadata": {
+ "editable": true,
+ "slideshow": {
+ "slide_type": ""
+ },
+ "tags": []
+ },
+ "source": [
+ "\n",
+ "
\n",
+ "
\n",
+ "\n",
+ "# (EXPERIMENTAL) Thermal stress (Thermofeel)"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "guided-friend",
+ "metadata": {},
+ "source": [
+ "This notebook will provide you guidance how to explore ECMWF data to produce the map from the ECMWF open charts web product. \n",
+ "The original product can be found on this link: https://charts.ecmwf.int/products/medium-thermofeel \n"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "guilty-volunteer",
+ "metadata": {},
+ "source": [
+ "\n",
+ "
\n",
+ "\n",
+ " "
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "7f9c43d3-f11e-4707-b18b-6ffe9f655fb6",
+ "metadata": {},
+ "source": [
+ "Some ECMWF real-time products are governed by the [ECMWF Standard Licence Agreement](https://www.ecmwf.int/sites/default/files/ECMWF_Standard_Licence.pdf) and are not free or open. Access to these products depends on your use case. To find out which licence applies to you, please visit: [Use cases and licence conditions page](https://www.ecmwf.int/en/forecasts/accessing-forecasts/licences-available). \n",
+ "\n",
+ "To find out how to obtain the access to the ECMWF forecast data please visit our [Access page](https://www.ecmwf.int/en/forecasts/accessing-forecasts)."
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "celtic-heavy",
+ "metadata": {},
+ "source": [
+ "## Retrieve Data\n",
+ "This product visualises 5 parameters separately:\n",
+ "\n",
+ "* [Universal thermal climate index](https://codes.ecmwf.int/grib/param-db/261001)\n",
+ "* [Humidex](https://codes.ecmwf.int/grib/param-db/261016)\n",
+ "* [Wet bulb globe temperature](https://codes.ecmwf.int/grib/param-db/261014)\n",
+ "* [Heat index](https://codes.ecmwf.int/grib/param-db/260004)\n",
+ "* [Wind chill factor](https://codes.ecmwf.int/grib/param-db/260005)"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "living-barrier",
+ "metadata": {},
+ "source": [
+ "In this example, we will use: \n",
+ "- [**ecmwf-api-client**](https://pypi.org/project/ecmwf-api-client/) to download the data\n",
+ "- [**Metview**](https://metview.readthedocs.io/en/latest/) library to read, process and plot the data "
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "controlling-hands",
+ "metadata": {},
+ "source": [
+ "First we need to install them in the current Jupyter kernel: \n",
+ "\n",
+ "Note: If you are running the notebook on MyBinder or already have the libraries installed, go directly to importing the libraries.\n",
+ "
\n",
+ "\n",
+ "Note: If you don't have these libraries installed, click on three dots below, uncomment the code and run the next cell.\n",
+ "
"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 1,
+ "id": "2fb82dee-e345-4443-b846-c53bb6f05307",
+ "metadata": {
+ "jupyter": {
+ "source_hidden": true
+ },
+ "tags": [
+ "install"
+ ]
+ },
+ "outputs": [],
+ "source": [
+ "#!pip install ecmwf-api-client metview metview-python"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 1,
+ "id": "mysterious-collection",
+ "metadata": {
+ "editable": true,
+ "slideshow": {
+ "slide_type": ""
+ },
+ "tags": [
+ "import"
+ ]
+ },
+ "outputs": [],
+ "source": [
+ "import metview as mv\n",
+ "from ecmwfapi import *\n",
+ "import requests"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 2,
+ "id": "negative-vegetable",
+ "metadata": {
+ "editable": true,
+ "slideshow": {
+ "slide_type": ""
+ },
+ "tags": [
+ "import"
+ ]
+ },
+ "outputs": [],
+ "source": [
+ "filename = 'medium-thermofeel.grib'"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "infrared-corpus",
+ "metadata": {},
+ "source": [
+ "If you already have the access to the ECMWF archived forecast data, you can use the next cell to download data from the [MARS archive](https://confluence.ecmwf.int/display/UDOC/MARS+user+documentation):"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "incorporate-nothing",
+ "metadata": {
+ "tags": [
+ "download"
+ ]
+ },
+ "outputs": [],
+ "source": [
+ "server = ECMWFService(\"mars\")\n",
+ "server.execute(\n",
+ " {\n",
+ " \"class\": \"od\",\n",
+ " \"date\": \"0\",\n",
+ " \"expver\": \"1\",\n",
+ " \"levtype\": \"sfc\",\n",
+ " \"param\": \"261001/260004/260005/261014/261016\",\n",
+ " \"step\": \"12\",\n",
+ " \"stream\": \"oper\",\n",
+ " \"time\": \"00\",\n",
+ " \"type\": \"fc\",\n",
+ " \"grid\": \"0.25/0.25\"\n",
+ " },\n",
+ " filename)"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "warming-vacation",
+ "metadata": {},
+ "source": [
+ "Alternatively we have prepared small sample dataset to explore"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "ea484272-a074-428d-bed6-f9962302159c",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "url = f\"https://get.ecmwf.int/repository/opencharts-sample-data/{filename}\"\n",
+ "r = requests.get(url)\n",
+ "with open(filename, 'wb') as file:\n",
+ " file.write(r.content)"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "elementary-basin",
+ "metadata": {},
+ "source": [
+ "## Reading and processing the data\n",
+ "Now we can use **Metview's read() function** to read the file."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 4,
+ "id": "printable-polls",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "data = mv.read(filename)"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "sharp-litigation",
+ "metadata": {},
+ "source": [
+ "The **describe()** function will give us the overview of the dataset. "
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 5,
+ "id": "fewer-closer",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ " \n",
+ " \n",
+ " parameter | typeOfLevel | level | date | time | step | number | paramId | class | stream | type | experimentVersionNumber |
\n",
+ " heatx | surface | 0 | 20241228 | 0 | 12 | None | 260004 | od | oper | fc | 0001 |
---|
hmdx | surface | 0 | 20241228 | 0 | 12 | None | 261016 | od | oper | fc | 0001 |
---|
utci | surface | 0 | 20241228 | 0 | 12 | None | 261001 | od | oper | fc | 0001 |
---|
wbgt | surface | 0 | 20241228 | 0 | 12 | None | 261014 | od | oper | fc | 0001 |
---|
wcf | surface | 0 | 20241228 | 0 | 12 | None | 260005 | od | oper | fc | 0001 |
\n",
+ "
"
+ ],
+ "text/plain": [
+ ""
+ ]
+ },
+ "execution_count": 5,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "data.describe()"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "heavy-analysis",
+ "metadata": {},
+ "source": [
+ "And an overview of one parameter, where we can see more information, such as units or type of level."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 6,
+ "id": "drawn-agriculture",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ " \n",
+ " \n",
+ "
\n",
+ " shortName | utci |
---|
name | Universal thermal climate index |
---|
paramId | 261001 |
---|
units | K |
---|
typeOfLevel | surface |
---|
level | 0 |
---|
date | 20241228 |
---|
time | 0 |
---|
step | 12 |
---|
number | None |
---|
class | od |
---|
stream | oper |
---|
type | fc |
---|
experimentVersionNumber | 0001 |
\n",
+ "
"
+ ],
+ "text/plain": [
+ ""
+ ]
+ },
+ "execution_count": 6,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "data.describe('utci')"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "coupled-somerset",
+ "metadata": {},
+ "source": [
+ "We can use **ls()** function to list all the fields in the file we downloaded."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 7,
+ "id": "relevant-composite",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ "\n",
+ "\n",
+ "
\n",
+ " \n",
+ " \n",
+ " | \n",
+ " centre | \n",
+ " shortName | \n",
+ " typeOfLevel | \n",
+ " level | \n",
+ " dataDate | \n",
+ " dataTime | \n",
+ " stepRange | \n",
+ " dataType | \n",
+ " number | \n",
+ " gridType | \n",
+ "
\n",
+ " \n",
+ " Message | \n",
+ " | \n",
+ " | \n",
+ " | \n",
+ " | \n",
+ " | \n",
+ " | \n",
+ " | \n",
+ " | \n",
+ " | \n",
+ " | \n",
+ "
\n",
+ " \n",
+ " \n",
+ " \n",
+ " 0 | \n",
+ " ecmf | \n",
+ " utci | \n",
+ " surface | \n",
+ " 0 | \n",
+ " 20241228 | \n",
+ " 0 | \n",
+ " 12 | \n",
+ " fc | \n",
+ " None | \n",
+ " regular_ll | \n",
+ "
\n",
+ " \n",
+ " 1 | \n",
+ " ecmf | \n",
+ " heatx | \n",
+ " surface | \n",
+ " 0 | \n",
+ " 20241228 | \n",
+ " 0 | \n",
+ " 12 | \n",
+ " fc | \n",
+ " None | \n",
+ " regular_ll | \n",
+ "
\n",
+ " \n",
+ " 2 | \n",
+ " ecmf | \n",
+ " wcf | \n",
+ " surface | \n",
+ " 0 | \n",
+ " 20241228 | \n",
+ " 0 | \n",
+ " 12 | \n",
+ " fc | \n",
+ " None | \n",
+ " regular_ll | \n",
+ "
\n",
+ " \n",
+ " 3 | \n",
+ " ecmf | \n",
+ " wbgt | \n",
+ " surface | \n",
+ " 0 | \n",
+ " 20241228 | \n",
+ " 0 | \n",
+ " 12 | \n",
+ " fc | \n",
+ " None | \n",
+ " regular_ll | \n",
+ "
\n",
+ " \n",
+ " 4 | \n",
+ " ecmf | \n",
+ " hmdx | \n",
+ " surface | \n",
+ " 0 | \n",
+ " 20241228 | \n",
+ " 0 | \n",
+ " 12 | \n",
+ " fc | \n",
+ " None | \n",
+ " regular_ll | \n",
+ "
\n",
+ " \n",
+ "
\n",
+ "
"
+ ],
+ "text/plain": [
+ " centre shortName typeOfLevel level dataDate dataTime stepRange \\\n",
+ "Message \n",
+ "0 ecmf utci surface 0 20241228 0 12 \n",
+ "1 ecmf heatx surface 0 20241228 0 12 \n",
+ "2 ecmf wcf surface 0 20241228 0 12 \n",
+ "3 ecmf wbgt surface 0 20241228 0 12 \n",
+ "4 ecmf hmdx surface 0 20241228 0 12 \n",
+ "\n",
+ " dataType number gridType \n",
+ "Message \n",
+ "0 fc None regular_ll \n",
+ "1 fc None regular_ll \n",
+ "2 fc None regular_ll \n",
+ "3 fc None regular_ll \n",
+ "4 fc None regular_ll "
+ ]
+ },
+ "execution_count": 7,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "data.ls()"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "6d491dc0",
+ "metadata": {},
+ "source": [
+ "The grib file contains both parameters, and we will use the select() function to filter what we need."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 8,
+ "id": "50e885bb",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "utci = data.select(shortName= 'utci')\n",
+ "wcf = data.select(shortName= 'wcf')\n",
+ "heatx = data.select(shortName= 'heatx')\n",
+ "wbgt = data.select(shortName= 'wbgt')\n",
+ "hmdx = data.select(shortName= 'hmdx')"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "passive-receipt",
+ "metadata": {},
+ "source": [
+ "## Plotting the data\n",
+ "And finally, we can plot the data on the map. \n",
+ "First we will plot the Universal thermal climate index."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 9,
+ "id": "personalized-integrity",
+ "metadata": {
+ "editable": true,
+ "slideshow": {
+ "slide_type": ""
+ },
+ "tags": [
+ "import"
+ ]
+ },
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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",
+ "text/plain": [
+ ""
+ ]
+ },
+ "execution_count": 9,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "# define coastlines\n",
+ "coast = mv.mcoast(\n",
+ " map_coastline_colour=\"charcoal\",\n",
+ " map_coastline_resolution=\"medium\",\n",
+ " map_coastline_land_shade=\"on\",\n",
+ " map_coastline_land_shade_colour=\"cream\",\n",
+ " map_coastline_sea_shade=\"off\",\n",
+ " map_boundaries=\"on\",\n",
+ " map_boundaries_colour= \"charcoal\",\n",
+ " map_boundaries_thickness = 1,\n",
+ " map_disputed_boundaries = \"off\",\n",
+ " map_grid_colour=\"tan\",\n",
+ " map_label_height=0.35,\n",
+ ")\n",
+ "\n",
+ "# define view\n",
+ "view = mv.geoview(\n",
+ " area_mode=\"name\",\n",
+ " area_name=\"europe\",\n",
+ " coastlines=coast\n",
+ ")\n",
+ "\n",
+ "#define styles\n",
+ "utci_style = mv.mcont(legend= \"on\",\n",
+ " contour = \"off\",\n",
+ " contour_hilo = \"off\",\n",
+ " contour_label = \"off\",\n",
+ " contour_legend_text = \"Blue/Red\",\n",
+ " contour_level_list = [173.15, 233.15, 246.15, 260.15, 273.15, 282.15, 299.15, 305.15, 311.15, 319.15, 373.15],\n",
+ " contour_level_selection_type = \"level_list\",\n",
+ " contour_shade = \"on\",\n",
+ " contour_shade_colour_list = [\"#1b335f\", \"#215a94\", \"#3f8abe\", \"#72B6D8\", \"#D0E4EE\", \"#ffffff\", \"#FCDAC6\", \"#e37e64\", \"#c0423d\", \"#660821\"],\n",
+ " contour_shade_colour_method = \"list\",\n",
+ " contour_shade_method = \"area_fill\")\n",
+ "\n",
+ "legend = mv.mlegend(legend_column_count = 5,\n",
+ " legend_display_type = \"disjoint\",\n",
+ " legend_entry_text_width = \"80\",\n",
+ " legend_text_colour = \"charcoal\",\n",
+ " legend_text_font_size = \"40%\",\n",
+ " legend_text_composition = \"user_text_only\",\n",
+ " legend_user_lines = [\"Extreme cold\", \"Very strong cold\", \"Strong cold\", \"Moderate cold\", \"Slight cold\", \"No thermal stress\", \"Moderate heat\", \"Strong heat\", \"Very strong heat\", \"Extreme heat\"])\n",
+ "title = mv.mtext(\n",
+ " text_lines = [\"Thermal stress (Thermofeel) - Universal thermal climate index\",\n",
+ " \"START TIME: \",\n",
+ " \"VALID TIME: , STEP: \"],\n",
+ " text_font_size=0.4,\n",
+ " text_colour = 'charcoal')\n",
+ "\n",
+ "ecmwf_text = mv.mtext( \n",
+ " text_lines = [\"© European Centre for Medium-Range Weather Forecasts (ECMWF)\",\n",
+ " \"Source: www.ecmwf.int Licence: CC-BY-4.0 and ECMWF Terms of Use\",\n",
+ " \"https://apps.ecmwf.int/datasets/licences/general/\"],\n",
+ " text_justification = 'center',\n",
+ " text_font_size = 0.3,\n",
+ " text_mode = \"positional\",\n",
+ " text_box_x_position = 6.,\n",
+ " text_box_y_position = -0.2,\n",
+ " text_box_x_length = 8,\n",
+ " text_box_y_length = 2,\n",
+ " text_colour = 'charcoal')\n",
+ "\n",
+ "# generate plot\n",
+ "mv.setoutput('jupyter', plot_widget=False)\n",
+ "mv.plot(view, utci, utci_style, legend, title, ecmwf_text)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 10,
+ "id": "c7e3d0c6-0a0a-453d-8ef8-c31db8d6160c",
+ "metadata": {
+ "editable": true,
+ "slideshow": {
+ "slide_type": ""
+ },
+ "tags": [
+ "import"
+ ]
+ },
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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lUvl///d/+ialpqbGxcXRNO3k5LRixQoAQGxs7Icffnjp0qXS0tL//ve/VlZWX3zxRUJCApfLXbhwoY+Pj/5WnTa/geYyhPDKlSvz58+HEH766acSiUR/r9zcXIMrY2Dw119//corr8yaNaupqenvv//+4Ycf9Lf+8ccf2r1+//33cePG6SqJiYnR3wtCqL/YuVvGwNA5GEkthueKXC5vamoykvase2JgtoHOb6sSzAZUVFRYW1ubeDgDHWQDVWITxZfr6+vFYnFH99JCUVR5ebmtrW2HdPcN9upcJQwMTw7j2BgYGBgYehXMGBsDAwMDQ6+CcWwMDAwMDL0KxrExMDAwMPQqGMfGwMDAwNCrYML9GUzip59+8vf3j42NBQBUV1e/9957q1evZrFY27ZtS05O/vXXXwEAV65cSUlJeeONN7S7VFZWfvvtt7/++qtxtd/XXnutvr5etxgZGTl58mTtjhcvXly1atV3333n6OgIAEhMTFy9evX3339fX1+/fPly3S5+fn6tCi0y4sUmihcDAE6cOGFnZ6ed5d1yLwMMLuybb75pcAe109J1a/z8/MaPH69dAyH09/efO3eura1tq2fUIUsYGFqFabExmISnp+eBAwe0f58+fdrMzIzFYlEUtWPHjszMTO2EKqlUWlxcrNtFpVJppwkbV/v96quvfv75Zxsbm9GjR//888+zZ8/W7djQ0JCVlXXy5EltycOHD2dlZalUKrlcThDE9w9ZvHhxS4MZ8WITxYtlMtmqVauWL19+//79lnW2PGjLC9vyDra8QXK5HMfxlStX/vTTTwqFYt26da1erg5ZwsDQFkyLjcEkoqOjf/zxx7q6OolEcurUqRkzZgAAUlNTDTSL26Kl2q9uYhYjXty14sUAAHt7e52QmEGdLW+lKWLWLW9Qfn6+Ts86LCzs4MGDLW9ZRy1hYGgLpsXGYBI8Hi8yMvLMmTPV1dV5eXladaWWmsXtolP7NfG4jHjxsxYv5vP548eP13b2tqyz5SmbImbd6g3Ky8t76623lixZsmrVKq30pcEt66glDAxtwbTYGEwlLi5u8+bNJElGR0cTBNFSs9jEerRqv6YflxEvfqbixcYvQsut7YpZazG4QampqXZ2dtrxV2dnZ+14p8Et66glDAxtwTg2BlMJDw//+uuvd+/erX2RaTWLv/vuOwDAtm3bjh49qhNLNIJO7df0444YMeLll18GALQrXmxhYaFbzMnJOXPmzOeff64VL964caNWvHjevHm6Vktb4sXazjp98eLs7Gzjp+Pv7+/i4rJ48eKMjIz09PT6+vqcnJywsLDVq1f7+fkZbKUoyhTxYmdnZ/29WhY2MFirOxwdHW0gXqzdOnnyZG0fr4F4sQEGe7Wk5YVtqyoDOByOm5ub/hqDW9ZRSxgY2oJxbAymgqJobGzsuXPnAgMDQWuaxREREUlJSTpN4d9//123b0u1X9NhxIufqXix7tCt1jlnzpw//vhjy5YtRi5sq3fN4AYtWLCgpWKkwS0zbonOfgaGdmG0Ihl6M4x48RNSV1e3du3alt6rh4pZM/xLYBwbAwNDm1RXVyMIoo17ZGDoKTCOjYGBgYGhV8GE+zMwMDAw9CoYx8bAwMDA0KtgHBsDAwMDQ6+CcWwMDAwMDL0KxrExMDAwMPQqGMfGwMDAwNCrYBwbAwMDA0OvgnFsDAwMDAy9CsaxmUpGRsYcPf773/8aFKiurr5582aX2PYc2Llz59y5cydNmvTDDz+YmKGmF/DTTz+dOHFC+3d1dfWCBQu0GvymEx8fr0vQCgA4evSo/mKrZboDqamp2izhWpYuXVpfX99TjH9CLl68OGfOHG2yUwBAYmLinDlzSktL2yp/+/Ztg0QTRujdb4nuw79aBLmisjIh4YQpJUfERGuTAn/zzTfaNS0Vx3Nyco4cOdKvX7+nbOUzgKKoPfsPyeXydkt6eXpEhIdpkyb/+eefGo3m+++/P336dGxs7HOw81lw5WpqTu7ddoux2expkyZo84ZrT1aXN7xDh6uvr1er1SqVCsMwBEH69+9PUZTxMh2q33TKystPnz1vSskR0VFSqVT3ZgcA5OTkqNXqLjT+SSBJ8lB8vClfJJ4eniHBQbq87QsXLgR6edu1ZeRyuX7mILVaLZfLy8vLTTSmB70lejT/asf2869/rN+TjKC48WKkWvFuWcWI6KEGSYE/++wzoVC4bNmy2bNnf/bZZ7qMzDU1NdpMxwcPHjQlb7J2q66Yl5fXMz5vUFxcvPS7LVKRT7slBwlPnNsf1jJpclNTk77NH3300Zdffunn5/fLL7+YmZlNmTKl1dTPBhfkOZxpSz7875/lFv3bLQbvnh87KrZl3nCDE9edmrW19XvvvRcUFLRixQoLCwtd3gMAQHx8/OHDh1ks1ieffHLr1i2lUjl27Njly5ffu3ePz+f7+fnZ2dnpl9FmaHvq/PLn2jyOO4q187TLaspl8qNerk4URemcgVZ479SpU11l/JOQl5d34mJqyODh7ZbcsHlrSHAQaCNve01NzfLlywsKCoRC4eeff87n83/44YfMzEwOh+Pj49PWg7F9+/ZW87aHh4d3+W+hF/OvdmwAAJxrhqCE8TKI+kHLRpsUWPv3kiVL3nvvvZkzZ+bn5w8ePDgoKGjZsmVHjhyJjo7esWOHNtPx6dOntRmQDx8+/NdffwUHBwuFwjVr1nz88ccSiWTFihWzZ88uKCjIzs7WL9bRrC6dAxdYQLFzu8UIvAboJU1ubm4eOHDga6+9pkvurLV51KhRp0+f9vX1PXXq1IYNGwy2hoWFtXpBns+ZGsDm8bl2JrxEajKBXt7woUOHavOGHz9+vNVT27Nnz+nTpwMDA0+fPr1+/Xr9msRi8fr16/fu3Xv06FE7OzuNRnPs2LHg4OAVK1Z8//33WuehX+bZ+QZLVx8Ub6fFSXAFAJQDAK5duzZt2jTtSplMBgAgSbILjX8SbB2dvf0D2y2WeemM9g87OzuZTFZQUJCTkxMREaFNb5uQkODp6fnTTz8dOHBgz549EonEycnp+++/X7FiRX19fVvPfHZ29qJFi6Kjo1esWKHN2659Sxw+fLjLfwu9mH+7Y+sQLbM2T5w4cd26dbr+SR3aTMeXL182JW9yy2LdjZZJk2Uymb7NcXFxS5cuHTJkiKurq5WVVcszauuCdH8M8oa3dWqjRo168cUXY2Ji7O3tbWxs9GsYMGAAAMDMzOzGjRvaNVevXl20aBEAICQkRJt5vGWZLqd///6//PKL9u/o6Gjd+h5h/JPTMm97cnLyggULAAABAQG7d+8WiUTaxeDg4DNnzrT1YAgEglbztvfE30IPgnFsnaeysnLfvn3Dhg1buXLl559/DvQyMmuzYZmYN9mg2PM+DRNomTR5xIgR+jbb2dlZW1v/+uuvL7zwAmjtjFq9IF16TqZikDe8rVOzsrJydHT8+eefJ0+ebFCD7qbr8PPzy8jI8PX1vXjxonb3lmW6LT3aeNNpmbfdx8cnKysrODg4PT09ODiYzWZnZ2eHhYVp08a29WC0lbe9J/4WehDdcbC326JNCqzltdde+/LLL1944YUvv/wyLS3twoULDg4O2ozMOqcVGxt79erVBQsWvPXWWz4+jwa0DPImt1Ws+xAVFaXRaCZMmPDKK6+sWrXqtddea2lzXFxcYWGh9pvUYGu7F6Q7o80brlQqtXnD2zo1AMCYMWPy8vJiYmJarUf/psfFxZ06dWrSpEnp6en6aU4NHowupGVq7x5k/FNBm7c9MjJSFxEzbty4EydOzJs3LyEhYdKkSePGjTt69Ojs2bPPnTsH2n4wBg8evH///ldeeUWj0SQkJOjeEj3xt9CD+FfnY/vwk883Hc1td4yNVMvfeGHAR//3brsVtpqR2cQMyB1KlPyEFBUVhc1fXmsW0m7JYXjaiR2rtH+3TJps3Oa2tj7PM23JqHlvVLpPaL/crYNJm/6rH/+mT6unkJCQcPXq1f/85z/t1p2SksLlcr29vVeuXGljY6Nt5j5r/u+zr6V949odY2sovz+IXb5k0YK2CnSJ8U9CTk7OjuMXosZNabfkgdUrfvrua+NlamtrdWlXaZquqqqysrLSbW31wTCSt71rfwu9mH91V6RYJBTSxSiFGi+mppQi4QhTKiSIVnyktbW1KfuaWOypwGKxiOqbjpqadkui1o/e7Fwu1+BFb9zmtrY+zzNtibqhEqRuabdYU9ldgw8UfVqewrZt2xISElqOtra1+4cffiiXy83NzV988UVTdnlyhAJe6oG/UKydn7y8sWHULGOOv0uMfxLYbPaFowcLczLaLUmA9ido6icThxDqezXQxrPN5/P1/9B/S3Ttb6EX869usXWIK1eupKSkvPHGG11tCEMvQa1W99zRqR5tPEOv51/dYjtw6FBKWjrW3u9T0dw8ZOAAAseLi4sNNhnM1mRgMJ0e7Rh6tPEMvZ5/tWPLu5s3fdErQpHYeLGK0tIbF066ubjorzSYrfnee++tWLGisLDwP//5z5kzZ3bv3i2VShcvXvzsjGdgYGBgaBUmKrKTaGdr7tu3b+LEiXv27AkPD09LS7t27RqKopmZmSkpKQMHDuxqGxkYGBj+jTCOrZMkJyeHhYUBAAICAtLT0wcNGpSWlnbjxo0FCxakpKTk5+f7+vp2tY0MDAwM/0YYx9ZJtLM1AQDa2ZqhoaFpaWkoig4bNmzHjh39+vXrnoKwDAwMDL2ef/UYW0dJSkoaOXKk9u+VK1cuX748ISGBw+H83//9H0EQHh4eXl5eTk5OGIYNGjSoa01lYGBg+Nfyrw73/2nFz/1j4wRCofFiVeXl+ekpS1qLBNGfrcnAwMDA0B34Vzu2W7duH4qPN6XklMmTfLy9n7U9DAwMDAxPzr/asTEwMDAw9D6YAAcGBgYGhl4F49gYGBgYGHoVjGNjYGBgYOhVMI6NgYGBgaFXwTg2BgYGBoZeBePYGBgYGBh6FYxjY2BgYGDoVTCOrRVWrly5bt06AIBCoVi6dGlMTExCQgIAICMj480339y5c+eQIUO0QpFxcXE//vgjAGDVqlX/+c9/usrgurq6uXPnxsTEbNq0qS2z9+7d293Mfg6YcmV27ty5e/duJyenwMDAwMDAoKAgkmw/k/Kzpt2HsBva3J2hafrDDz+MiIhYtWoVYK5qb4dxbIZcu3Zt+fLllZWVAIAVK1aw2eyff/75zTffBABs3br1q6++SkxMHDBgQFJSklwuz83NPXr0KADg/PnzERERXWXz77//7uLisnv37h9++KG4uLhVsy9fvtzdzH4OmHJlEhMTNRrNvHnz0tPT09PTr1+/jqJo15ptykPY3Wzu5mzcuLGmpubYsWOXLl2Sy+XMVe3dMCLIj9HU1PT+++9/+umnDQ0NAIDk5ORPPvnE39/fxcUlPz//pZde+uqrr8aNG0fT9M6dO+3s7CZOnJiUlCSTya5evbp+/fquMjsuLs7NzQ0AoNFouFyuvtn37t3Tmj1mzBi1Wt2tzH4OGLky+je0trb28uXL2laso6PjjBkzutBmEx/CbmVz9ycpKUkqlc6fP3/OnDk95Ulg6DSMY3uMN998c968eTKZrL6+vrm5WS6XW1paAgAkEolcLvfz8/vpp58AAE1NTe+++65QKJwwYQJBEP/884+dnR2Px+sqs4ODgw8fPvzZZ599/fXXZmZmBmb37du3e5r9HDB+ZXQ3dPv27RKJxMPDAwBgYWHRtTab+BB2K5u7P6WlpX379l2yZMm0adOioqKYq9q7YRzbY9jb21+6dCkvL08qlc6aNSskJCQjI8PFxSUvL89bTwSZx+OZm5vHx8f/8MMPOI5PmzZt6dKlXWj2rl27Nm/efPbsWbFYDADQN9vT01NXrLuZ/RwwcmW8H1e19vHxmThxYpcYaYCJDyHoTjZ3f+zt7cPDwz08POzt7evq6pir2suhGVqwa9eu5cuX0zR98+bNvn37hoSEfPTRRwZlvvjii7Fjx9I0rVarhUJhYmJiFxj6kPHjx/ft2zciIiIiIuL27ds9xezngIlXZtu2bba2tv0fUl9f31UG62j3IeyGNndnbt++PXTo0DFjxixbtoxmrmpvh1H3bweVSiWVSntcp0QPNfs50BOvTE+0uXvS0NAgEom0fzNXtRfDODYGBgYGhl4FE+7PwMDAwNCrYBwbAwMDA0OvoudFRTY3N+87sA8AAGi6O7hlCsJO7IUgxmxHjNaJQGh07x4DBJ25dD0XGvzLTrgbQAPjQy3Gfmnt7dsbMP4bRDEsLm48hvU8N9HzLH7/g/evX7uK4CyEJmHXPXkQ0DSAAAASYsb9UKs7oyjS6lsOIgCFELZdIalWohAAmgYAUBRFsFgYhms3tfrepAGtVsgJdnearAZ1/3UlymYZi8PvUhNMhaZpI49Eq6jVKhTFAADQ6OPUxr5qHMc7tEu3hQaAptv0UNpro1EraRrgBMtwX9q0CAT48EhPG5VKSbSw6mkC2/mGrqquKystWbL09Wdow7Oh5zk2tUqh4dkVcwfAkqyusgEBYKDd3XtS8+Imc4XHwEZVx3Y3E/PtnKz017AwJMjLksAQDdX+72NigA0LQwAAR7ZtwDB85PS52vVFd7NrqyoCBw7RL3zrxBaCL/COmNAxE58NEEIhG+Ox8U61cp8ym755ec7Hq403nZ8uCIRUB2O1aJpKSdhubufiETCoQzsWF97LunVD3tRE05S0vt4/ODQwLFy3tbK8jMvl8YXCVvfdsX7NzEWLO3S47oyGJCsalLrFZmktR2imWxRycT4LrS0vunXxmIf/QAfvQIqiFWqqXq7q2sC68vuFBVm3B46Ie3aHsBSyCKxNzTCKoj6YN06tVDw7A54dPa9LC6EpRF7/nL2ap6RSxJLrFikALpZ6WPMa+5kXd6J7SanR6C+iEPq5miMINMWrgYe9J4pmOUWS5ja2uvVOHt7lRfeqyor1C5fkJHuGj+uohc8IKyGbz+kWXg0A4Orb/+aF+K62whgKufTMjpVu/uEGXi0z+aRKIW9rLy0Ozi4xYyeMn/HChJlz5i55rbqyIvViom5rVXlZUUFeqzsW5t+1c3R6cuP16dobjup9u5RmX60tydXfKpWrS+sUGq6N9/AFZZWVp7b/nldYVNek7PJw8csnjwwYPuqZHsJ4cy3v5iWCxaWeqQXPjJ7n2J4/1jyphCVvUHIN1qdVOMlIbpTmAAE61mSjKRrVu/CuNnw2y1StVRyFtEZ9+sDOA3//2ScoTNvdpMPG0Vkhf/TKa5ZW4yze82yUGIGDIzjaPXwaAACAQXELMlJOdrUVbVJRmH3x4N+DJiy0dHA32OTiN+D8vtUU1YF3TszYCfcLC6oqyrWLFlbWVeXlrZZMOnUyIiq6cza3hUKtqWhobmpWqTUkZdrX21MEQsjCEQAAqVaV5abZ9xnQsoyGpChA2/lGeg2fU3Qr6dbpbWpl83O2Ux+KJLkCAfKMJZhRxNjvsTjnJsSIZ9LH+uzpFq+87gyPUHmKqlIrW/+GvcuLuEhFjIEH7UBxqwVaBUJI0o8eqXq5umUZP1u+qzkXa/HkqUlapdYo5E3Ncrmds2tNRZn+1uL8XEd3L91i+omNfYZMNd2wZwQLR61ELDM+++SOX1XNsq425wEIQUCa7j726HPjwuHi3JvDZ77B5gpabuXwhMFRk68c29yhOsdOnXl07y7t3xZW1mXF9wEADXV1mTdv6Hxkxo10K1tbrJMDbDRNAZqmNSTVrNLUNanlSlKlIQEAbBwVcQgURVEE6fCA9NNAzCUAABkX9vgMaqdPHsUJn8hJ7qGxt09vvZd+rqvabRBBSM2zzZjDwhAjg691lcV8C7tnasAzhXFsxsAQKtiyKKXcmaJav1AIRdYAy3h6ih9yIxxJMrFaLpcAej+Y+kZlyy8nN0tumKt4ZF/LlrurAB73wsLBo8bnZd7SaNQNtTXa9TUVZWLzx8o3lBXaeYeaaNXTBwIJj2UjYlsIWDiKAgjqyu93qwRXfpGjLx3Z1NVWPIZC3nhm50oLO9eQmGlG3jvmts42zj63Lx4zvWacIAL6D7h2+SIAAMUwNy/vXf+sv3T2lKJZvm3dXwe2b963dWPp/cLho8d2znKVhiqtl5fWNVc0KGplKrlSXdekrJIq1RqKBpBNoGwCRZCuCRnCUaiuv09weDyJjSnluSKLoDEvCcztrh1aVV2Y8azNawlJakzMmJOWeOb0gZ0qpbL9oo/DYxsLsLhz+biN79CO1tl9YBybMcJtCm7X2KuoNp8AUlqNIFADkBNUnBzw45D9XNDO4AcAgE089kWsoWiSfOzDEIEQR1FAAz6BiVo8fyqSAgB4+AXmZ96Knjjz1P7tFElSJJl0/NCA6NG6YrXFOXxzk37GzwIEgdZCDpeFomj3fcb8B8UV59zsaiseUZp3+9LhvweOnW/v4dduYTe/ARq1sjDrmun1B/YfcCstVds+Cxs8dPqCRaMnTwsaMHDO4mWjJk6JHjM+ZuwEtIOx3RAAlYZsVKhr2oihqm9Sga4er6JokHMx3ruDg83mjl4h45dIq4rTE/5WNNY9I9ta5calC/3CI00p6ejh1Vhfe/bgro4eAmm7H1KtlEMIEfxZBmQ+Y7rvS6fLCbUuvCezrOV7q9zCNE79aGh4rSgWX2Plplt7kwpMoobFwARvmGm8Zh6XeGyRgxt8m0NI18iUciWZfCaBW5ZusFXw0NX1CQrLuXlt8OiJSccPndizNXRwNE48qvnGiU39YueZfr5PCz4LtRazbcUcrDuNqLUFm8evrbjf1VYAmiSTj22tLr03fMYbHF7rwYotCRw2sTAzra4j9g8aPiLpdCsji2wOVySRmF6PjialpkqqlMrVbQV8qkiK7GrHdjMxvt+QOHMhp6M7Qoi4hcb6Rs3MTTmWlbSP0nQwALqz1FSWWdubFMJjaevA4fFl0oYO1Y8ggGh76P325eN9wmI7VGF3g3FsLYGkyLqPo0LKdcm1HlMvdKon8TpEoHQNoQkODVEaIjRESEc/hXOglCT0QxkbgOQQPdkKlMciRzGgab12CDgctm6Rz8YD3Mzpx10ASYFzubWHb1cUVjfeTbtEph1UNdYBABwkrGhvCwHrgWPz6hd8N+OmmaV1k1SKoIi9q4d+JcomqdDC4Sldkw4g4BJY9whXMYXwuPkXD3ZxqtXa8qJTO371DB7Sb3CHuwEHj1+YenqPQt5oYnnPPn3ra6p3rF+z65/129b+VVFa0tEjGmDKmFnXfuA01lc3NdbaOPuwCZRHdCYcA2dx/KNfsO8Tfj3h7+I7l566hS1RNjebHjkyMCYuK/1qU6Opvg1BgLWQA9tosdE0XV9VZmbjIOYRrRboEfS8eWzPBAhIXABsnCHO0UDMkizAaPI8FQFUD5wWTQMpSQicQwCgUZqiSE0TYJHK1r9DE+koW1g6Fu6/TocUAjeDrVwuh0JQQFEAAB4H7+dmbuR3T3sM6utof/92auWpDZNe/T87KwmGIvpHjRgRd+Ho/pjJswxadflpp6xc2+/OeurgaNdEB3QaBw//szt/76qj0zR1/ex+jVoVM/NN2KkQOIiiQycvTjywfvi0V02sYfzM2SqlkmCxSI1m+4Y1kdEjXNw929+tDdrtaRZzia6Ny01J2DZk8oNpeUIeodAoyE5FZgrM7ULGvlKWez310F8eYaPFNs5P1czH6FCHsFBiNnnRayy2qe1RSwHbSD9k/q3L7v7hAAAu3oO9Q4/5sn6K0BAhOSLazpt0CaTcQim3MKV7hNwxqAaKqjUEqq7zodNP0zEtd2xU0Y0qUK9GpBRh/LdRRtkdoqe4wbwRyDHs8ckA5mY8kqIAAAiE/VwlBl7t/oW9TWUFj1XFcxu/YJmdo2P+1QtYi7eIpa2DWqUkSY1BJFvelWN+w19o/1o8PVAEijiYGb/n9cub2TgWZKQ8SQ3VlRX7tm7csX5N6qWksuL7O9avybhx/V5e7tqff8i4kZ6fk9VqaH5tedHpbb84ePYLGzmrc15NC8HmhcRMSzywrgO7sFgAABTDXnhpyfXky9m3b5m6J01TFEXRlIZ8cE4YCvksDEUgjiIoAhEIWRhixmNZCdnWQo61kM03GqTwrMlMOeUZGIkTD/pIEAgtBE/0iNp6BoWMW1xfln8j4W9FU/1TMLEFJKkxmMbTLn2C+mO4SQ0sMY/AjX6M3MtIdfQOAloVJKPzAbozPdgndwgaIrSdN01wIIKpEFxOAg0JAA2ANkaPfPA/G6iGwDPH6HFP7vIpgJylR9jQxXHwUAbwz6W9AQB9fRwINkvbe+nnIkFRxMA/QgRtKLglK79nHRSlXRPiKJRWVzh6eFeVtj6jAEFQaW0N2/7RNDtKraJoiuA+V70oSwGrO8eJGGHwpJcTNv3PtW9Yp2u4cOJY7ITJfIFw65pV+TnZU+e+ePXKxcJ7BXFTZ145f8bRxTXx1InI6BGePn215SlSc+30XgDo4TPfQNp4hTXJGgvz7pIkqWxuVmvUAAC+QAgAwHHCxcODzXlsVqXQzDr12p3Ssq8Hxc12dHWTN8nKiu+7e/dp13IEQSbOmrt1zZ/efv6mnKmGoisaFAAACY/FZQEAAISIiEeIaPqh7CINAaAffa/BLhxea5LWVZUU9Al77CMVQyCKwM412rRAiLgERSnljdmJ+zkic4/+o57ku6QlWemp3gEhT7FCHSgCuQRq5MyrivNsnLw6qsHWDenNjo2GCIlxoJWTmi0GCGxUQ5oCwNisVioGxp+DMQqabaRQhygHDgfpyYOQRB8sr8xjNs1lK9UUl4V5OYpFXEL98ENezMWDHIRclDp4RVFeL1XXlTcqa2z7hNbLFNlFlapm+chpcwqy7ty8ktQyVsrVxzfx2MEpL72mW3Pn7C6XgCHgecHBERGPwBGkh4oUCM2slU1NFEWZ3mPWUFd3IzXFzcvbwdkFAECw2GePHRk9aWpDXS2XLyiukTn5hTkBQEMQN30Oi0CcPTyTL5zTOraSvDupp/e5+Ec6ePjm5eS4e/sYHheCjX+ulJiZ2zm58AUCjGBrKFon+FjX2Ji+a6eyuRnH0LraWrHEDAAAEGjnGWBvyU09dzTxNM7mcERicfrV5Mmz57f7koIQWtrYVldWWFhZt1VGpSEVKlLIxXV1NSk1PBbyyIHBbuHJDEg+tiVywiLDtRBycbRR2foQuOmwuIJ+I+dJq4rTjq6x9Qix62PShxEHR7gsXCpXqdv2rHVVFU4e3k9oXktQBFoK2cafh8zkU4MmLHzqh37+9EzHhqKkkz9F8EiAoBBAjRKtuw/rq3ST5GmuiLRy0+BcNUCaVVQbYRyGxCLH7lABdXRnYsMQBHq42/DZLA1FUSRFUXRZZX19QxNNAwCQdM6Ifg646/1tMo5TvdtkH2cJjiE6ryYoT68rykoVS5TNcg6bmDVnHkWDtPMnpVmXKJKuxbDIUeMwnPD0D4rfut7AsSXs3MTh8Sa+uER/ZUlOcuyyXztxFp05cQjFPBaCwB7q1bS49A25eSE+cNh4E8vv3fx3/8ghm1atnDhrbvyeHe99uXzVD8spimqQNpaWltndSvMNHQgAADSolilRBJ7Yv2fWoleam6QpCdvNbJzulijM3FTpV6+gKFZSeG/YqDEAAJWazMjKvZmcpFIoPPsFe/gFtXpoMQBOPgEAAJVCgeG4QYiB7MRm736DRTYuAIDK+wWrV/z4wksvC0Vi/TIatdqg43rIiJEHd2ybufBlg2ORNKVQks1qUqXR6gFD7kOJHBVJUrRRbfyuJiP5hEfAIIJtKBgEAGCxnoJj0yK0dAgZt7T4zqW0+DWeA8cKzNuZ1EzgCJtAMYxV0aBoS9OjvrqKy29lYr7pEDgi4uAYitCUVqudAgCiELYVMKJFVl/DEYhQrDfoX/c8x6YBiIYlrIFC8Eivg02Ye3PMnHFFPY3zKIxQQpZcTQEVMN5A0ycMuVwNrAqAoXxRu0AEerjaCAScBwdEEYACBAAnFxsXmgI0BSECEaSRpDPdXrWpSfLIXIFypwHbQO3uHBwZHh2Vd8esrKhAJm0YMeUFiYUVAMDB5RVtAbms8fLJI9qIR+zxZ04ua0xLOhseMzrp2MGhY6doVz5PGS0+GxOwcSMD0T2FQXELdvzyrimOjdRosu/cHho7+uDOraMnTc3LzgwfPKwo/665pTWK4fPe/ezYjo0l9/IeODYAAAC5d27yzSyzkk/W15SGjpzJ4QuTrtyycvFOPHEEAhAc2v/c8aPlpSUYV6zRqIeOm2ai8AfBbqVfwX/E7GuHVvvFzGLzxFaOrrGzFu7aupVWK1567S1dd9mv33xhaWMzb+nrAICSosKy4vtOrm5efX0P79o+bvpMmoIAAhoAhUpd1/SYJk6TUsMlUGshW6ZUN6lIkqK77YwOWV1VXcX9vgNaj1lvKejzhDj4Rtj1CbubfCxferLvsGk4qxVvqkWhonlsGkMQAkVUmlbeTjUVZWILq46OsRlgzmM9+FU+uEEm9ZTeSDwYEtX1QkVPhZ7n2BAUbTljRqWhVIAAuBUAAGiA6f5MizfI5IGms1QrASPGwTC0r48DQDFVi44FkqJJAAFAAQ3Aw/nX5eaRlZLw0IJDdOYxNPwlwLW0FrDYbI5vSDig6fzM2yd2b+WLRPauHn6h4drR4JKCu+Y2Dz4DSfKxz0xZQ/3Ul1/HcFypeKTA/dxktCz4bDaBdJ9+pydBJ69FtJfIJvPWjfyc7Ga5vF9o2J0b11ks9oDBQ5NOn9AlhxkwfOThLesAABq16mbyxZKCu2IBwYFyrvUo9+ChiadP1tfVIywuxFkkSTXUVN/JyCy7l+ft3y/jRvrctz5+whOBEAkYtSD96Prg8a+gKM5ic0bPfLHifuHB3bsmzpylLfPWf77UBt2dPXZErVa5e/vs2fw3huEqpaKxQSoQiQAAEAAuC2dhaJOSBIBWaigCRfgcTCsoLMFYIg5Fdtd7T9N0yontQya90laBZ+GNEQTzGjhO0Vh35+xOoYW9a0gMbDHzFQCg1JCNTWoOG1W3cflKCvIcHp+30wk60ZLWymqz+Y/NoYQQdvVkjU7S8xzbU8cSlHsgWUeoSZ3Y19ZGTCGoTlgBRSALR3EMaVZqWv0cAwBQCHbPabaXWK66vBZyJdKoJQBIAAC+oQM9/AKz06+VFubn3EwrvZfvHRBcmJtVVlgw89V3AQAkqdGffw0AsLJ3tLJ3TNi5KWbyTN3KhrJCu6nPWEYLAks+i4X3Eq+mxS9y9KX4jcOmvWq8WH5O9vAxY/kCIU3TezZtAABY2dqRJKlWKbWezczKZlDsWABA4rGDBbdTRSxVZR1fAfjJ1//gsDmWtnaRoydJrGwAAGNnPxr+aWpsOL6vw+IRrYKzOH2GTbt5fGPQmJe0a6wdnW8mJzU0NIhEIgAAimF7Nm1QKBQ+fv1CIwYBAGcuXMwTCFgswyYgiiJCbitvZxoAiCDYgziRbseN8wf7DhiBtZ3J7Nn1oLIFksBRL9YW5147tNopYLCVy6MpNywMQxEgV2kalZq2OkKViubcO+nj5hj2CT8HbibF+w9qJUVOj4wH67FmPzU4QB4JE09SnUx6JBI96HNAENjXWdLfxyrU28LX1SzU25LDavOjobK+uY6WEDGfQJeBlYe+vHpoDUVRGo36ZnJSaWE+RZEIgphb2Sia5RGxY6e98pa2X6K2stzcytagKpVSCSDQRfrWFufwJFaGx3vaEChC4MZiq3oi/oPiinPbjHqnKCr5wrn62lovX7+D27cCAJSKZhaboxXJjRk7MWbsBPAwwsPF21fVJDXnKiIGh01883v/qMklhXkiM4uI2LEhw0amnGtF+APF8Nhpc57WufAl1g59I7IvHdSt8QoISUtL17khkqTmLF4WEj6ookEhU6iFEnMWqxNB8N0oTkRHTWmBRq20cWk/IvTZYebgGTJ+ibyu6vrRdfKGau1KIRcV8wgjAfRyWWP81vWjp88jOn4vcOzB/FE2gVoKWR2dS0qqVXJpvdCszeihHse/usWGACoWHjtDj1SBDs+xRzHUw9WaxSaUahpDYX9vKwSBNAAP2mkQ+jpLUnOq9HfhECiXhWol9bLuNwz0ZSO2gYhtoKr6YsKvrzYDntglVKlsJtUae1cPsYVls7xJo1bxhWLt7iqFgsV5MAeToqi0pDOhQ2LupF72D3uUrOvmyS1BY1/q3NUwEREX57N6w/ByS1hcfm3FfTNrx5abkhPPnTi4P+v2TXmTTBuLQbDY8qYm7VimxNwcAK3XoO/fzUja8xeGISGj5rn0CUBQ1Ms/aOH7n0ssrNf/77OA8CGDR7ciMM/mcEOHdLgn3AiWLn2b6sqLM6849AkHAIjNLTIK83Ux+Vp/DCGANGiQqxuA2krEwp9xkpTnAKlWpZ07ED3zTePFVOpn7pEhhC5BUQ6+EdkXDyAI6hUxXqZAzfgoG0ObVK031y4c2R/3wkKDiRxaFM3yqtJi/cQd+pjzWWwCAQDQFEAQQHf8g+PW5YS+A0Z0cKduzb/ascXCIzdhqByXQHXH1OwQBPr2caQgolTTAABna4HWq+nDYWNOVvyKWrmPsxiBkENgGIbQNFCoNGoNRVG0SkNpJ1yXWESOeHnCzYO/1GQe8Yua5jVwfFVZSZO0QSgxO3Ngl3/YIFcfXwCAmZVNRlqyX/8IAEBa0pnSe/lgCCgrKggaNEx3UIWsXmT5lLNE6iPiYDwW1jN73dtn4Ni5Fw+uH7f4C4P1Jw8faGyo9/b1L8zL1ZCkuaU1AABBEEDTlF6yArVKkXPx4K0r5+Je+pAnsbqTeuXkvm0QQllDw+AxE1AM8/QLCIqM6sT3eOdwCRp++8x2nthKYusmEEka62t1mx7EFkEo4bMqpQoAQJOSFHN7vGO7krBlwKgXjEVO0XSzmqpt6rAWfufACJZv1AxZXcWN4xvNnby9Q6IU6jazW1jZO969c8MvdCAAIC3pbFNjw+DREwEA97Iz0i9fkFhYNTfJ+gSGIAgkSRpFIY+FESgCAY1hiHYkDCKd6RmmSbKuojhwiKkhwT2Cf2lXJAJhnOQaYu1r1m94Pz+XoAC3QD8Xb09brO1E6fp4utvoNJFRBDETsOgHfz965ZMU7WjJC/W25HEIDhsHCNRQNEnTOI5yOTifR+hkRGhAn8iuxsNfGvbmOmlV+dFfX60tSHXx7mvr5Dp+3uLigtzM61cBABwen8Xh5txM02jUJ/dsDRkSTVOU/gD1s5bRQiDkc4heMHmzLRw8AuqrygxW7tvyD4fLJVhshbJ58IiRapVq/IwHURi6UHuVUn7tzN6Erb/k5ha6DpggtLBDUazfgMiR0+bGTp0z6cWlZw/t0aiUjXU1nfNqFEVdOnmkEzv6Rs28l3a6WVaPoChFPgq60t1EHEMsBAQAQK7scqXiJyXv5iULO1fj/WkkTdfKlKa8/gUc3HhiFx1iHiFiG5NH5Uusg8e+zOGLk/b+UVvaeuJyAEBwZBRFkgk7N9EUVVJwt7aqAgBw9dyJipL7kxYskUvr/P362Io5VkK2jYRtLWTzWBiOIRiGPmF8R8bVUz6hUU9SQzekFzo2BIEuTpZ9vez7+Tr69nH08bL3dLdxcrAwk/AJFs7jsd1drUfYlWAIWWQVo6RopYZWUUCDIDiHE+Dn0tfbnsdps2eSYOG+Po5CIU/nyYI9zHEcBQDwCHScv7WL+aOeBBpC2mQ3cL9ecTKrRtZ36qjXf2uqrzz669Jbp7cBAAaPnlicn1t+/572b7VKuW/9H2ZWNiiKFeXlOHk+msj5TGW0IIRmAqK3ttV0tJTXGj5mfGVZqaOrK6BASVGRSCLRdRaFDxlm52CXcnz7xUObnPuGK1HLRW9+MCzGsEexIPuOxMLqzKE9U1+YayVkIx2/iAiCnNyztayooP2ijwMh9B8x79apLaRGrYvbBACQmke9YSwcsxayMRR2VVLNp0JjfXXJ3dveIU/nBQ0BYGEIYcJkBjEX57EwPpewEXIlfIKNt/llbOXWL2Tc4obygrT4tc2y+lbL9BsQaWFrt2ftb/2HjaA0ZFrSWY1aPTh2dOHNK2EDwy0szOkH5j210U2apioKc2xdu3JI8lnQ27oixSKui5MVCRH6waREgOEAA4DFA0IzIQuFGprmNt4TNdzMcFvWcnclRSMslre3Y1lZTVlFvf4mK0uhmYjP5XNUFN2sprgs3MdJxGVhutjH/s4iFoaEOolIir5f18m88gIWhiBo8JiXAQB3zuw4+uurli6+UeMWHt+zzTsgxMM3wDd0oG/oQI1afelkvLSuNmbSg3hISq2iIf0sZLQIDBNxUQxBEAR2xxi4p8rQKa8k/PNffXktsZnZpNnz927+W2JhXlJYaG1nr10vq6sqyUjEaLrP4HFCsQUNAEnRCILwOQSHwOqaVEoNBQCoqyxJPLLP0dUdwzGJuRmGIdYidlWjQtNBSacxsxZcOnlkyqLX2i/6OBjB8h/+wtWDf3H5tgiENABVFeVCsfixMhhiJXxqajvPH5qmUo5tHTKlzfh+HSZ+U9AAVDea1F3JeujJIAK4BMYlUIoCapJSKEkFSWoej+mHEHENjrHvI8u+eIDgCjzD4xDE8A0cOiRGO9oaNnyktLYmODIKNDcUFxZMm99CQuVpkJN23iu4BycUbYve1mJzcbTSgDbD0JUkjaqkTmWHslwW61Y6W/HFj0v3qija3t7cwc5Mt8bR3szO3hLjsrXz1dxsBSFe5mw9r8bDUXMBAQDYu/bXEAdef2exn63A/GHeB9MnhJbWN9MPX3m+w2eOefMPc0evU6s/4KsLa0rvHd68NudmGkVRGI4PGTNp7OxFbC5PW/jO2V3OAU//AUUQYM7HCQztBbOwTYEvtmxukulrFquUyu3rVrM53Akz5zi4uN4vyM+5mXx+z19ZqWeChk+JGPeiQGyhvWH0w71QFLEQsMx4BKZu2vzzd9bWVnwuy1wirigtBgAgKLQUsk2fQF+QdZuPqvsG9cc6mAJUB0dopoQCc1yutfN0/KER4yZ2rqruSXLC1sBhE3VKx21BkpRC9ZQVclrEH0IEgSwcFfEJaxFHzG3llhEcvn/MHDuvkJsnNhdnXmmrZnsXd9+QAZZCVuKphLipM56u2Vpomi4ryHTw7PcsKu9aepVj4/NYCGaspwehNJ73NuQ6zaUQDABgKWaHels6Wgv83SR+LhJCrxtBoaGtbcx8+zi4u1rZ20gsLETaT2w+Fw/2tLA15xlMrwxzFWMQyUpPLb2XV3Yvz82C62sniPG2mBJoMznQZkKA9XAvc0HbEwB0qDSUwVxvt+CYUa//5jd8VuO9y6zGzLr7GRtXfEO3UIsvyUn27GCCYFOwEnD+JS5Nh0vfkJvnD2n/ljfJfvz84wFDho6dNpMiNR4ulpZcRWH27cGTXgodMYPNbVv3CEIOC+Pz2BwuRyiWRI0em5N1x97pQaITBIEWfFNbSLWVFZ8ue6nqfv6E+UvaL90qNK1Sapw8fLKvnQMAIChqMCGyR1OYmSqQWJnbtpNERqZQlTco6uSGmUK1WSk6f3ijnYJcFo638fMRWDgEjnoRQvTa4b+kVa3om4u4uI2YTWCovKmJaHtO3pOQl57k7h/xLGrucnpPVySEwN3dVvtBhkDA5+KWQjYNIKCBmIcTBAoAUJ1anmsTpyIkAAAEgZ52IoBAiqYBDYR81gAfy8p6RVm1XCJgldc1KdUUxAkOTnAEQBse7GDBc7UTkBSgtYez4DmbsVkYiiFA27eeffPavLc/yUhLdvHqAwAAEOgiRCwFrFF9raQKdVWjIruquanFDE0Ewn52AidzDgt77GuDpukzB3Y6eniTYl9Soyq6lSSimlMP/xU0cj7GftBca5ZWExz+s5DR+rd5NQCAa2BM4q4VAjvvnX+ve+OTz6PjxiUeP3jzwgELc3PPkCELP/mtrR3FZma11dVmFha6NSmJF15598MD2zdfT74sEIpoioIPnwfTxahChkSzUSphz7aZtk5ic8tOnFFJVnpgaH/vkIEpx7eXF2b1pvAfaW1FUWba4MmLjRdTa8gGeetB9jQNOpeVAkcgi0AADY18SUMILYUcmUIlVbR+dHuf/rZeQQXXTuVfO9lnyGQWV/TIMOrBAH1M3PhTRw6NmjilE0Yagabpopz04TNef7rVdhN6j2PzcLNFEIyiaXdbgbWEAxFoMIpBXlnNcgnt6z6IJCk1SRMEChEIIXQV0JmJCeyAUSQNrCQcKzGHpGkna355TVNuqVS3u5CH21vySW0OKgSO8LEUcTDdEVQKRWFuptjMwszKpr6mulULEQSIubiYi3tY8pUk1awiC2uaS6RKuYp0krD72Ys4hOEPbP/fq+yc3WTSekDTto4u/cIHA7AIAHDvxvkzf/8HAsRn8ERHv8jrxzb6RD7l5x4AwMIeDavVVlUd2L7Z3bvP0JGjn/qBuglKpSLx5PGbqVc1FQXW2Zksgrhz+cT1i6coiBfUKj/635utzjHS4dGnb35OlpnFI5Xq0vtFUaPjrGxsU5IuhEUOvXHtamDYIw1JBMKW4nCt4hs5gm9h1wmvhiKQRTZn3UzTKkP2j515fs+fyjZe8T0OUq1KPrZ1+PR2xh1piq6WtTlgRtF0rexBM45DoEIOXidXqdSt9FgiEGrDntUkhaGIuYCFIZBub9gZIkDAJdQUaH58+hqOQA0FaEAjCObef5SiqT7zwn6BmY1baCxEEACAVKHhsjAUhTb2DvXHj2XcuO7k5g4A4PEFT+XTJDftvGfg4Cevp3vSSxybj6cdh89Vk5SjtcDKjEsDoP/GUNZXKVO32lmJ0MBxDc1qFEO0HTE0APZiVoA9L72ywL4s2WPQqKv36jU0DQAgadrWkmcuZNMQqNUUCQALR1AUAgAQCKO8zAUcjCTJxGMHFfImiqIINtvOyXVI3GQAgLWDU37mLQTFMq4lj54xr1neZKDVDRHIRlA2jkp4RCANNBSNo496NOprqlLOHsdwQiGXu/r4WtraB0YMMUiP6xIw1CVgqEouS09Yf+fcTml1qe+wp+nYuAQm4GAo8mC08lZa6s6/13r28bW0MZQ+6U3QFLVt3V+vf/zZpYMVhdfj+7j1zc3Nx808F7357q20VI1aA4zmKHZx99xxYW1oxAPHRlFU9p2bxfcKrl2+9N6XyxEUTb14AQAAAdBQVF2Tpi2vxsZRAKBCrfcepIGzt29HT0fEwVBas23t37MXL9WugRBGTnx5zRdLVapmgjA14XK35dLhfwaMno0aT7BJg9omdWt5XluBx8IwFLEUsBvlhm0sBIHWIjYKAQ0gSVFazUwaABPjUcRcXKnS9vU8gM/G2Sy0ulGp1lAAADZPHDhqQV1p3rX4NY5+EdZu/QAA9U1qcyELADBt3ou3rl+7cv4sTdMVpSVzXmlH+K1daJoqvnurtzbXQI92bAgC3VysOGwWjqMURNQkhSKIrYQDAGgsuSsrzvEbPsGMS8hVZEN5fm1jodJyyCCxkrSzTC6sU2koWVm+vKLQISjoaFJicOTwgqw7uKwyysv2VHaNNu5ZQ9IIhgDwWE8FBHCYl7kZj7h5JSkv89ag2LFW9oZCFf2Hjrh0Ir6qvMTexf3Itg0cvgBF0MFxE1tX7IYAe+jV1CpVWtKZ0sKC0CHR1g7O7c55Irj8sMlvVhVl3jqxMT3hb0VjvdDGyT96Dl/ypNI4Ih6uGxXPvn3rnz9+nf3y0r4BgcabLD2dyuK8YH+npP3r3Pz75107WXz7/sBhw2PGTgAA+Ae3L7+J4bidg1NJUaF2LA1BkM9+/O2Ld14bNWmqxMKCpumaqkoAAE2DOrlK2VqbAGinVfAJCKC0mW5UtDmZt30o6lrimfv38qcveEn/riEoxrXtk7R/XdT013p0n+Tti8ccfYLbVYHSkORjnwhG0fXl8zm4TPGYHzLjEdqYUgAA2vE+fwSBIh5RpzcxnIYAgdBSwFaTpKyZbFZrAAASO/fQ8e5FtxLT4td6DRoPJNbNSg2bQDEM6xfSX0PSCAIPbPmnrdyBleVlBMESm5m13GRAduoZ79DhHT2LHkRPdWwO9uYSMR+gKA2AigaAplEE+rmaYRgCAECK0uOiY25f3h3z4rLGmrLz2QnmfWJHzpx/8fhhhbxp5JgpJTLyVHZdRfr5G4qGvk5WJQV33X37WVjb4ixioIvoUkG9weEwBPpY8cx4BJ+NCdjY1fMnAU1PenFpW+ZFxI7VXyy/f+/coT1KRTOG46SGxHDM2t6ZJxRKLK1xghCIJI0N9ZUlRemXLoRHjwqMGGrQPjPO7VNbQye+JrRwAACUZqak7PtFJW8SWzv5Rc3iW9qbXo8WFoZoKFo/1svbz/+HtRufTx6cLqGiMDvv9hV1c7OKRgfFzauuqtKo1Sq1JnRwSPrVZK1jMxE3b+/iwgJdkAiG4x98/T9tbD2EQGxmcfv6Nd/AIKVebB6fhSs1pJp8sAYCACDIz8lRICyR2WN9jziGsDBEoX4QRA4BRBHAYWE4CkmKwhEUQjr5/JmigjztzQqLHDI0dpSBhQiChEQMu331wqUjGweNXdCxK9VtqCjMVinlLn3b+dqgaVAlM4wWaRVzPgtDoVypwTmo9h48SAQOIU3TfDbKwp/0+Wc9ytIKEARyCQwAACEgMNRcgMoVSINCLeTgAEBe6PDGPuHZFw9SFOk9aAKLzSEwVNeTiQvEZaWltnb22t21XyeyRumuf9Y7u3nUVld6+foHhBrLekpRVFlBlk//pynh1t3okY4NRRErK4mKpAAAdhY8MZ9AEUjgKItAAQ362QtyRRxFY51/2KDDG1fJ713guUQiOI6i2JAxk+prqk/u2cTh8c2bamNee/vKyWP9wgebWT787qOBgxnHvUmVm39fYGZF0bSAhYt5mLcVT/sgVpeXnjp6wH/AIA/fANMNtnF0sXF00S0qFc11VRWN9XW5N68rFfKmxkaBWGJpax83u3WlOOOommVarwYAsOsTps3kW557LTV+tVIuZQvE3gPH2Xi2k2keRSCHhfIIDEcRigYGqu0d8mpWHIyDtV7+1Xe+BTibQ+AAABVJG0yArWzWNLeREuFJQCCgW4yEkGrV/dwbxbm3KFJj7ewZOmI6QXCOH9zX2Ci7fO7MqElTS2tp18psmbThnz9+XfBqO9qDOs4fPzZt/mMJiLVeTUNS1Y3KoOFjzh3clXc3T0VBgsUKjBiK44SQg0GIUzSlUNM4ClAEKcy/++f339g6e8x89b1HZ4EASwELQigCgKYpigYI1DYhIACApunMmzeSE89FRscOjmk9CZkO/+BQeyfnw5v/zP7fx4FDx/YL6W9iBrhugqy+JjPl1NCprcxDNYDWXqn2QBHIJhAAoJCLq0iKhSIqktR22zyY6wKfwoRoFEFwFNF+wYg4hH5rmQaAy0Y5D8XquCxUyBHyR8yorq7MOL+LK7J07z9SpzFUXlJCscVl9c0AAA6BmfOJgrzc0/GHZi5azOMLAADxu3eoVSpdl3hL7lw65hvezkPS0+l5jo2mAZtNyEgKAGAuZDta8h51FdLA2YzjbsGzi5t8KyXJP2zQ3dPrw6e87uz3KKTVzMJyziuv1UmbLp2IL8q4MXn+Ip5ApF8/BDDYQXzm5w/e/2k1TT8KC6Qo6vLJI0pF87i5L2HGu/Xbg8XmaF0dl4XLler2d2ib/LRTls59W6638QzROrOGqqKsC/tunNgMEcTa1d87cgKbb9hTQWCoheCBVpY24PNJfsZffPpJ5u0HMvmffvppUFDQ22+/nZub+957740aNSrt5s2N69dHRERU19at+uP31NRUNpv9xRdfhISE9I82bF48FVgIwkKhTENpKLqu4n5BxlVZXTWKY45ewYPGztel36RpOj8nK3xIlKWNTVjkkKN7d8pqK/JzCt/5/FsAgEatvp582TcomMszNgWew+XpF4AAaEhKpaHq5GqapgGgB8VNra0s11YYv2W9b1CIXdRQAAACEe7DjmcXN8/lf6ytbFQCAFRKZXFBrpuPH3wkgwVoigY0fWjPNjaHKxSLq8rKGqXSPv0C5i97w8RPEDMLy/lvf371xE5VU/XWtasGDh3u5fsMxdieIhSpuXJs89ApS0zrRzXpQSYeai0CAFko1FB0zcPZ2RBC2FmvRtM0AgGtNwgn4RHNalJD0izM0HgaPBZdiSBQwmPx2HZc4byqwsxrh1a7BkebO3oBAFAU093lZpXmdMJppVw2Y+HLvIcD+WOnzTx5+ED27Vvefv4trSI16try+/6Rncxn0lPoeY4NRSFEEBaOetgJzQQs7SjE/Qv7HCInWIm4IU5iHIXnzx4fPHrChU1fugQP13k1IRvnsFAMQQAEXEIokJhVl5VkpKUU5WYLJWZR46clHTs4bPxUAEB5UT6Lw2morRGbWwAAcm9dT798gWCxQofE2D9xDkB9mp84P/3d5KPD5n9lpIDI0mnAlLcAAJRGk3ft5KWdP2gUzQjBtvMMdg8dxeILAQAS3tNUgHzz7XcQUi2VShcsWODj47NixQo2m/3zzz9PnTo1Ozt75/btX3311SeffOLh5V1XV/ftt99+/fXXSqVSo3lWoXrS2vK6/JtlJYUyDSm0dPAMGiIQW7QsVpiXy+XxL509pY1JGzB4mLz0uptLs7bJtfPvdSEDB+38e92IsRMcXFz1d0y9lFRbXWXr4Mjl8TTqxz5TKBpUNiipx1+vZlY22j8mLliSfSP17z9+jR03Udd7qYVgsbDa2q0b1hEEmysQVNwvDB0cXSGvTU48L22ohwAW5t+d8eJLZhZW0oa6gNAw4+62LfrHzriwd7WFmai48F5PcWwX9q8dMOqFdudia4EQMS309NHDTwOAIlDMZWmFktEn+F209Ig4huAYAh4PbTNiFIEhCASWzn0snHzu3066d+Nsn8GTtT/VezmZdVUV1eWlTu4eY0aNNqhvxLiJO/9e16pju5F42H9wL/dqoCc6NgAgl415uZmzcETr1SAEQkrKzj457IUXtQ0sUqO5e/kAR2DhEzlRu4+Yi/NZOP3wKcVQZNToUXlFZSf3bm9qbGBzuQc3/pVz67parSQ1pKK5acG7n52L34PjLBRFrR2cpi02tTOqQ7QbK2wcSq0CAJgoo4VgmOeA0Z4DRgMAVAp5fuqJpO3LKbUaw1A7Vy+f/tF2bh2Ou2sVcwsLLoZ8/vnn33zzjUQiSU5O/uSTT/z9/V1cXPLz8xcsXPjVV1+NGzcuMzvnrbfe2rRp0wsvPGV9S4rUVBTllBZkNkvrKZqytLLtH9g/fGhcnVJTp2wlHIOiqHU//4CgqFqlggjq5etHkeToydMa64Yq132tLcNis2wdHOcveyN+1/b83JwhI0Y+PBaZdftm3JQZ1ZUVdTU14UOH6dcMIeCzMamizUa5d0Cot1/ApSN7pi0wFEyqKinuFxRcWlrO4fEd3DwvnjzCxcHw0WN5fL5+z+GDjDmdJXLiotVfLF348c9PUslz49qp3Z5BQwQmZxyEEAg4aFsz2HRoSMMOcA4LkQBCoaY6ESdiomEmFuQSmEypgRA6+Q+29QrNTtqvrM46vPEvBw8fWydXR3dPCxt7iqZbfpi2+qmqVsrl0vpWEzP1MnqeY1OTFIE9GMuFAArYaJiz+Po916K72Qf+/hMnCBaHQzWVV8rqhi/6TrcXh8Dox280hiIeznZnEOjpHzQwZgwAoCgv287ZDcMevDUmzGtfeq5ruX12h0vgsE7sSLC5PpETfQZPtBFyAE3m3ki8dmbfmV2/AwBwnLBx7uPuP8DOM6DTASM1NTUlJSUjRowAAMjlcktLSwCARCKRy+Xu3t4//fQTACAzO4fNZq9cuXLp0qXh4eGdO5AWjUpZXZpfXpQrrakAAGAYZuno6RM6nCeUAABQBJrzcACAkEAb1VRLkca7mRkCkXjWS6/8542lIydMup58OXjAQDMLS4HEilQplArF3i3/VJaV0jSNIMj4mbPTrybH797hFxxyvyA/Lztr5ITJEnNzfQej1lAYArQtPw4LNeLYAAAAxZUkpe0D1l/tH9rfH4D794uzs+9mpV/VKJoUlIbL42k06qc4JIagGM+2b9KB9cNnvq6fKaIbkn/rClcgtnfv2OdXG7nPHoOkaNpwojXksjA2TndcsLpj0BSQKpQCFo60MUmcy0JlD/t1cBbHL/oFl6Dy7IuHRByNjaMzhiICdgcehrQz+wKHdiAYqufS8xwb8TAwoZ+dwMOKjyAAgXDYuKmn9m/vNyDS1sm1vrLo8o7/Dnt9pW4XHEVaVdBAEbj0nXdVJFnVoAQAOLl7tyzTnSnLuTZiWee/tR/OzMN8QqJ8HsqiqxTyu+lJty4nXDi4gaI0KIriBNvKycve3d/R05/gmNQ63LFjx/z587V/h4SEZGRkuLi45OXleXt7G7xnhg0b5u7uvn379gEDBphotkImra0srisvqq8uAQCQJMVic8xtXdz8BrQa/E1RtJqiURSiEKIQtHzR3UhNcXZ3BwCwORx37z6R0Y/G1V18B/z+2asjZy2T1tcd27d72Kgxtg6Ogf0HYBhWUVLi6ukd2D9cIBIZVKihaKlSY85jAQBwFPIItEllLHBfpaYa5BoRF9P3bRRJvjl/VtSoMcWFhaPnLnG1t6wqK9n1z/rykuIxU6Y31Nc2NjRY29n7BYV04vujpqoy9VJSQ10dhNDR1atfQN/L8Rsjxr3Y0XqeG+WFWdUleWGjZndoL5qmlW3nPxNzCYWGUqg0CAKg4XcFAM9FdkepIWUKUqYkzXkEh8BaduBgKIIikNT7GuOb2YSMW1xx9/qdY2uDh47litxbVpuXnal9pPWR1dfQgOaLn6iJ31PoeY4NRxEAAIoANwsu/jCsrqlR2iyTWdk5qpXNl7Z8G73ke33ZbCHX2EcNgWLWYkhTQKZQy42+gLoVzdJqnMN9kih8HtGaQiub2zc8tq9e0JSsvqYw62rB7eTU07tItQbSNA0hhDRXIDGzchBY2FnYuZjbOHH4j97vW7ZsiY+P1/49e/bsmTNnfv7557GxsTiOG4xCAQB++OGHPn0ey5pB03SzrKG5sU7eWC+trWxqqFYplTT9IPkcRyAys7K39/TvEx5ryumjCCQeFtPvc6qtqsIJQiASYTjWLzRsy5o/cYKoKC2xdXjUUTNozLyizLT0q8lzFi8bMHjYiUP7zxyND42I9A0MNjIqycFR4mF0AA2gmE+AJlVTa72gOmQKNQKBkP2otxxBURt7h4a6OpzAb1xJNB8z3tbecfbipQkH9paXFLt5e3v79iu9X7hj/RozS8uREya3ZU/GjfRbaanaIAhrW7v6ulppQ72FlXVY5FB99S/buqqbifH9Bo9ttZKupbG+OuPKyaj2FEZaAiE04+PVjQ8i/hEEiDgEBECuJnkExiFQHqApGgM0NL1z8Ony4MGkQY1MZS1CsBbtNgihhZBV2aDQH5aDAPQLGYiGhN9Iis9KPRcyYhqHJ9TfK/nCeYPoXABA2pm94WM69mXQc+l5jg0CYM7Do70t2Tiqu9cXjuwbN/dlBEVP/vlO+PR32DyxrjyfjXH0SrYGjSEIQICEzxKSdI1cqdabPEsgUMglZEq1oo0ZtV3Fk8toGcuNqAdfbO4bPso33DBksao4r7rsXl1p0a3827KGWo2iWattN2veG5cvX9YV8/f3v379ulQqtbCwAADI6ms4ljYAgHlzZpmZWQAAzMzMKioqAACnTx8pKS3SjrhzeCKOQMwXWdi69hGYWZkYLNAqCAS6L29Ebx7D0f27MQyfufBlscT80I5tLu4eYolZYNhjnaIIQSAIAhEIAEAxbPTkaaRGcz3lys6/1wGaJliESqmKHT/JzPJxsSsI0Me69aCYR/BYdK1MaSROT9qsxlDIffjZTtP0wg+/RRGYfPLgoZ2bxeaWQ4dE4jiqrxkoMTf3DQzOzcw4f/zYsFFjWq32yoWzC19/W1thZVkpimEWVq20a119w9LPHSjMuubs087MkOeMslmWfGRTp6eTszCUgyM0BBwMYxMPklRoA+tpGgAAEWhM7PFZoz+GV9WotBKyWo7qYQhiLWSrSVqlITEUBTSNYwiOIjQAgUMnKOTSG+cPISgePHwyiuEAgMRTx929fQx0rmtKC4RmVsRDddleT89zbDiKEBgi4eIaUpN35yZFUXkZNx3dvTAcP//P596R48wdfXSF2Rgm5BCmR2igKLQSsBRqSipXq0mKjWNmfBxCyCLQZhVZ27bi3PNHWllo592+HIYRnvAj1dLB3dKhlW4QmxbtY4IgLB42DnQ9ITyRYZeI78BY12czj+0RD/9WKZUAAIJFAABcPDykDXU2Do6tjl35RcYlJezXLaIYFhoRqZskpFQqtq7+Mzg8wsAjtgDiGBTz8GYVaaTpVitT4Xqf7RRNUyTtEzbMNyKGxebUNqmsRWwAIEXTUC/837NP3+TEc23VKZZImuVNHC4PQqhLJtcqgcMmJh5YJzSzllg5GD2X5wepUV/Yv3bwpJfa0c0yAoRmfFYrz/pzzSxIt5UaFEUAhkDtuC9F0ZX1SgsBQeCIweAeiiIoCtjEo/QjutrYXOGA0XOqSwrO7VlVXa+iCZGPn3/LpzH9wuGoae3P/Os1dOvhYiPUVJQd+HtVQ12NXNYY98LCwIihaUfX8sys3UIem3go5HUiXheycdRKyLaTcEQcDD58L3IItPtIEFUVZfJMjg1rixaxYE+HymZ1YaOq1X9//PxpUW2D9u9yueHWZzE7GwCgS33WpKbUJA0AUKtUmbduCIRCO0cnmqZdPb0nzJwjEAiVzYqWu/sPGt3cUJ5+NbnVylks9twlr6mUys1//a5WtSNywSEwMY/VcrRfpXx03OpGpXZqMAKhGY8FAODyBVolGoJAAYT//Plr1q10g7ekk4tbSVGhbjHnzu1rly9q/1arNRqTNaUGjV94/ex+hbzRxPLPFJqmEw+sCxs5k80Vtl/aCF39s9VoKK1uCNROrn8sfAly9NwVBejKRqVMqeloMnMLe9fomW+o1So+XeXgaGOwtTDrmrNPMNKqpF8vpUc6Nnmj9Or5kxPmL+k/dERwZBQAoPD62cbK4tDxj32S8NkYgaJt1NEeEEAIMQzR/7Ljszpb29Pm9qmtAaMWPGElzc9mQJGiAUnTrf6TNTZoSOrhomGxZ/ENTSBQ8jANnm7i+eHd208fOaRUKLJu3Vz78w/7tm6kKOrCyeMB/R8EsFxNunDp7Kn92zbt/Htdwv49OItDqZraOgROEGGDh3K4pkrGCLmYwaBvwMAhBzetbmyoAwCQFN3YrNbOdGITUD/fA59AAQAUSe7fuqm6oly/BltHp8qyUt3ihZMJJw7t17o6RxeXswlHigvv6bbmZWeeORqvbbMagCBI5ISFFw/9TZNdP9h8+eimPgNiROY9XnebpOkamaq+SanUkGV1irL6Zn2lf/12mJb6JnV5Q7NSRXa0XTnjlfcqZET+rSuXjmxUKeTalRRF3b2e5BHYphBJr6RHOjauQDhq+jwMxyEAKAKp+oLsi/uGzP9cVwBCaMFnibgd6IQ0BQ6Boghk4wja1VnK9GW0OgcEgMvq6tN49uDoI9lLFEIEAplUei83d9TEKffu3nV282iWyzkc7sY/fvMPDtWqx1aUlhQX3XNydR89aeqMF18aOCw6atrSkowk4wcKDo8w0h/4OFDIxmxFbDEXRxAIIXTy8B41fd7Zg7vv5WQCABoVGq1E8r4tG/eu+01aW6PdTaXSAABix09ic7gG42S29g63r1/TGTB/2RtT5izQSlFERMVERsfm52RvWfPnqfiDSadP3L5+rU+/gM1//d5QV9fSOILNC46adPHwP6ady7Mi7cxeB3d/a0fPrjXjqaCV0WpSklVS5YMkUDKVSvPg00HR2vclRdHVMmVlg4LsSL8KThD9I4fyrLyCh05KPbnz2pm9FEXdTDzsGzHyyc+iZ9EDHRsELByxErLM+ISNmCPG1Sf/+e/Md1bYSXhcNibmERYClq2IzWrxHfTkaJMwSfgsc8EzSWhrIm3JaLUPBASGiHmElZBlI+GwMOMxNb0Btt5TgEIAITi4Y2vU6Lg+/QJljVKSIvsGBJbeL+IJ+BRFrfnpf9vW/mVla6eQNzu4uGp1O0USiV/YsPrKEuMHcvPyycvOMtEqGkAERXhs3FbEthWz7SRcB0vxxPmvFOZkZt+4BgCQNasBoNUq9aI33rlwaIe0trqqrGT9bz+u++VHaUPDu19+axAOyhcK5y55TSAUbf7rd0WzHCcIL18/ncq7mYXFkBEj5yxe1i80zNbBccLMObYOjrMXL929cX2r5kmsHZ37ht64cNjE03nq3LlynC8yd/IJfiq1de3XG01T0uZWuoKrG1UUTZMk1dhGDlIAgJqkKxuULeePt8WpI4fOHDlsbmnF5gsjxr1o79b31NYVJXdv2zj7tL9z76LnOTYIAQQQx1AOgQFA7/jprbiFn3D4IgSBEi7BY2EsHIXPpikCIaySKsvqmisbWhmMeW7kJSf4xcwxsTCKQCEHsxKybcRsOzHXSsTmsTD8Kem6dn+U5KOzxBAIAeTyeZfPn9mxfo2dg6NfYLCltU2/0LC0K5eP7dsNAJj4whwIIZfPkzVK9esxt3W6dyfF+LGs7ex3/bO+trr1NLOtow3Dh4DAUWsRe/Tk6XVV5SknDoq5OADQy9dv75aNYok4N+3itdNHFi57feEb7xQV5B3asfVOelrLyvoGBI2fMXvbutVUGx2JVja27t4PZlawOVw2l9tWSUevAAzD829ebnXrMyU3PYkiSa+QYU+rwq59zsk2OtmFHFSbudR49w8F6OpGpSnd9ImnjptbWE6dv1AXImTj0ocrlNi79T23Z1VjXVVnrO+x9OzhxH2/vR8+era1y/P7HsEQqCa78pdCqVU0oAh2GyM6D8PZEQSIOCxtr6m+uc9kIKu7wkKhAH/0hNMAQBpMemEeACAn487ttKtsDvf0kcOBYQPmLX3d0sbGwspaGx9k7+RSWVbKFzyKWRgyefHRf75z8TWWDSR2/KRmedORPbumt9DHapeK0pJVP3w3duqMqdOnldwv2vjnr7NfWRYcHhEc/kDptLqy4vTRQ9L6ehwnpA31+bk5zm4efKFhVIVIIhk5YfKan79f8t5Hxo9YXVlhYWmFtD0I7Rsx6uLhDSJLO3Nb57bKPHUKs65Jq8tCYqY9tyM+Uyialspb/3TgaGeRQmjGI6oaH413snGEjaM0oDGIEgRS16RSqMhmFck1OsCfnHiO1JBBAwbqr6wpK+QKJYFRk9QqRdrpPQAiIcOnYERX9jY9N7rAsa1cuZLD4bz00ksKhUJf9z0jI2P16tURERF//PHHmjVrfHx84uLioqKi3nvvvVWrVpWWln799df69Zzd9YeVs7dP/+jnaTwbR9TPKJrQNIzIaBEoYi5gQQghoHWRYP8mR2aIhIVx9GTUaRpQEAAaHNqxlcXh1NfV7d64/uW331v784/2Ti6W1jYAgOMH9zXJGhsbGsZNm6VfFV9sqWxqbCvBoxYEQdhsTlttIOOIJJK6mmorWzsaADtHpylzX9y6+s85r7yqSzZrYWU9YaZJzXR7J+fwIVEXTh7XCloeP7ivrqaGYBH9Qvp7+PQFABTfK7hz43ph3t1x02cZrypi7ILTO36LGLuAKxB34qQ6Smne7fKCrAGje8skYpqukSpVrb0uEOSRvDKBI2wcxRAEQQELQ1jYY7H+ZjyiHlHLFGoOgehHZcsapUmnT0rr6wEAEEIHF5eWExnTzx/UhvjjBHvA6DnS2orEg+ttXX18enWKUS3Puyvy2rVry5cvr6ysBADodN/ffPNNAMDWrVu/+uqrxMTEAQMGJCUlyeXy3Nzco0ePAgDOnz8fERGhX8+dS8ekteVDJi1+zvZzWV3cxi3Nueox4DF5CBaGSLi4lZBtJWQh2oe/q+ObuwnVCk1xk6qsSa2ktAH0oLGutig/D0HRitKSYSNHL3rz3b1bNlrb2e3YsEbRLK+tqlIqFHFTZwwYPExiYZgBwMV3wM3zh4wfEcUwazv7q0kXOmRnZVlp2pVLFlbWDs4u2jUiiWTS7Pm7/lnXoXp0BIaF8/j8Xf+s37Npg52j08yFL0+YMbu8pHjrmlXb163Oz8kOHxK1+J0P9DVWWgVCZMikxRcPrifVJqXrfBIqCrMLMlJ6j1cDgKTpVr0aAICigEJNPYzSheYCloiHC9g4gaEGM9gghBIuYSVi63s1UqPZ9fe6sEFDpi9YNH3BomnzFw4cauirctLOu/mF6Yf4C82so6YtE5nbnNr+S2l+xlM6y27Kc31NNzU1vf/++59++mlDQwMAwED3/aWXXtLqvtM0vXPnTjs7u4kTJyYlJclksqtXr65f/2igW9ksSzt7YO4nq5+n8VqeJI3Fk9MsrcZZPG2jgUugfDaOaUP9aAD+3Y2zVnmod0xXytWWbHzlLz81qjT3792ztrMfMW6Cq6f3oR1bffz7BYWFf7T0JY1GczL+4IRZs1ksto9/v5a1DRwzZ8eKtwOjJho/aNTouJTE84d2bB0/06R3tFqlWvfrT0X5d2cufEW/YxBBkFYj8k0kZOCgkIGDdIsohkVGx0Z2vHeDYHPDRr9w8dDfQ6Y8Q03wquK8zKunh05pMyV9T6TZqABzjUxpzmOxOzWD6MSh/cPjxhnq3eihUSlL824Pm/Zqy022rn1tXHxuJR27e+NiaPRUrlDSCQO6P8/Vsb355pvz5s2TyWT19fXNzc0Guu9+fn5a3fempqZ3331XKBROmDCBIIh//vnHzs6Ox3skBoMR7BnvftfmYZ4lZJcOUl0/trHPkKk4As0FbAx9OHjGOLT2UFN0qVSelZtn6+j08tvv29g7AADqamqybt+8dO7MgMihb376hbypCUGQe7m5m/9a6eXr7+Pfz9u3ny6wEACAEWwUoqpmWbtK0GGDh+7euIEiSSMjWDpwgvjg6//Km5q0id901NfVGMgryxqlh3Zsy7p9Y8rcF/2DQ59EJrRDiMxt3ftFXDuzN2T4E0m4tUV1SUHGlZMm5w7tCdC0Qt16MKQ+NU1KK4SF4x3zbWXF90mSdHE3NhEi9fSu4OipbW2FEOk3OE6lar5+Zj9Nk/1jZnRe2KW78ly7Iu3t7S9durR///6zZ89mZWVpdd9pmtbqvuuK8Xg8c3Pz+Pj4yMjIkSNHfvPNNzExMfr1oCjWZvTEMwZC+LzeJ62gldEyE7BQ9F8R0/gU2bh2VXlJyZgp07VeDQBw+dzpxe/839e/rUJQ1MXDy8rGFgDg499v8pwF1nb2BTk5X7z96uqf/qtfiV9k3MXDG005nLeff8bNdBNtw3DcwKsBAJzdPEgNqa8ZvXPD2vycrFGTpm7887dPXl1cV1NjYv0toWla8yBXjknYe/qzufy76e1M5usENaUFdy4fHzJlcTdPmmM6NE1XN6pqZCaFMjYojaY0ag1La5v6WmO3vq6yGMfZrWa60IcgOANGveAVPOz8vtVdEv76THmuLbYvv/wSALB79+67d+8GBQVhGKav+65fMjo6OjU1lSCIgQMHNjc3R0c/1wgRI6AItBFyGhVqFo7WNanIFsm9nh2qylxLGwcbMQdDGK/WYXJu31z67vs6rwYAUDTLb1xNzrp945V3PwQAkBqNVhNL14M3c9Fig9h9/0Gjt363xJTDOTi7pF255Bf0RILCweER6VeTQyMiy4rv79yw9ua1q5+t+M3F3TNi2JP+HGiarmhQ4Cgi4uJtJXUywDd85OUjG4UWNlYOTy2JfE1pwe1L3dGrXTp7Knzo8M61iVVqSqlpM4AIRSBFgwczACAQczrcVMJwXJczslXSTu8dZrIspJm14/AZrxdmpp7e8VtA5FgLB7eO2tM96YJQiGnTHsTyGui+6/P55w9kRDAM0w7IdR8gArWaJrYitpKk62TKlrkrnzpsArt8fMvwmW+gjFczDQQCFEL1w1vTLyhkRGR4uYLWdSYHDxyUfOF8Q13d4V3bBwwZlngyIWacYQ5GsxZPJsEV1FeUiK2NqQkDANQq1ZO/rB1cXPZt3VRbXRU7ftKcJa8u//BdDqdjHRVZt26qVEqhSOTi4aW/XnsJ1CRV3agEAPBYKJ+FYyhifDJz+Ji5Z3f9Hj567lMZmKkqzsu4crK7ebWMG9ctrG32bP5nYGe/HhRtS55CACyFbBRCkqJImkYgbJmnxji30lJzM26LJG1e/8zkk55Bg1Gjnq8lzn1CHb0C088fzL5+LiR6GpsrMChA0/RHH3104cKFuXPnLl26tK2AdgRB3n33XTMzMwAAhDA1NRXttKjhk9HFj5S+7nsP4kFMAoQEhliL2VZCFp+Nd/QZ1ae+pvro9r8Tdm2qq65stYCQjSrljf+GnO5PCxyBtlycQCAAgEDhh2+/ycJxXQI/AICVja1apfTx63cq/qC8SWbr4HgvN6fdageNW5B4cG27xazt7EvvF7ZMPtchuDx+7PhJ2oE6CyvrH9dt0pfnz8m48+nrr5w9dsRIDRdOHKNpuig/f9vavy6cPL5j/RrteoNesiYlWSFVVMkUao2x/kkIkSGTXrl8ZNOTB0lWFuVkppzubl4NAJB168avX3+GoRhNdXJWD4G1+XUg5OAoAgEEKIoQGNrRN0bCgb0KuTxu2szRk1uf56eQN1YV53dOsQVBseDhU4KGTU45vuNmYjz1+Olv3Lixpqbm2LFjly5dksvlbQW0azSaefPmpaenp6enX79+vau8Guhyx9YrgDiGiri4jYhtL+HaSbh2Eo6tmGMn4Wj/tpdw7c04lkJ2q89xXXXl1XMncAIvK7onFJudj9/bsoyAjWennLBz93/259J7wBEEQ6ANFycQSFJ0k4akH4/9uZGaMnjEyPEzZ3/wzf+4XF5EVExFWWlRfp7xau3cfOurykwxYMyU6Ts2rLme/ESjFxIz86K8u+UlxXezMvRjK+5mZfz1w3If/4CA/sbmjNOAPh1/yNnDw9HV9eyxeAvrB+MuGAp1meh1qNRUbZPK+LgbRrDCRs8+v2/1k2hWl+Zn5KYnDp70cnfzagCAyXMWvPj623J5U6NU2n7p1iBQBACAoQgLfzDzDEJoI2LbStgCTscaUvpQFFVfU9M/cgiL1WZuwpTjO/qPnNnpQwAAuALxkEkv23n4nd31e/7tRxktkpKSGhoa5s+fP2HCBC6Xm5ycPGvWrJYB7QCAy5cv//jjjz/++OPOnTufxJInpNs9WD0XGmhzAmgDTB5IJcEHaQwhgSHWIra1kM3Ry1t98fjhP794HwBwJ/UKwWJJ62qt7Z3K7xfqV2vGZ4m4+I3E+IFxc5/vCfVseBgCAMAQaMnFIYS1CrKqWaOvGpOXlZl48vjnby37zxtLeAIBACBu6owrF861W7O5rVPB7daz2DxWzNJqziuv3r9XcO9uTklRYV52ZifOAieIF15ecjs9rfT+ff3GmYdP3xV/b52zeJmZRZsx3wCAuUtee/3jz26kJF+7dNHc0nL4aN0MSGjOZ7UcWmPjSLuTIAViiz5hMaknd3XidAAA97OvF2alDhq/qNvGQN5MTRGJxSx2JxU6UBQKOJi1iG0hYFuLWCgCCRyiKIJA5EkGEUqLCq1s7YwVyM8wt30skX2nsbB1iZ75hlopp8gHXQ6lpaVOTk4//vjjt99+W1NTYxDQ7urq+tNPP40cOVK7xsPDw8PDw96+ne76Zwrj2J4rGIaY8Qk7CYcL1FUlxZlpKZMXvdYnOKwwNwtB0JAhw8OjR6eeP6m/CxtHSJWKpik278myUv1rQCAQ4AgPf/BssxAowBGSppvUjw3pu3n7yJuaJs9ZsHrXQa0Qflnxfa3+iHEiJ76UcnKHicaMnjR1819/xO/ecfrI4QunTmTcSFcomjt0OmwONyZu/JARI0uLizq0IwAPghTGz5z91mdfefTx/enLT3UtLQSBVkKWvncpvpvJadGMaxVb1z4ic+vMq6c7as/dGxcr7ucOHDOvozs+N+pra1OSEvlCEbuDw5l6QF3LDEUQKyG7ZQa+TpBwYG9EVJuKIaRGnZF8ou+A2LYKdALvkCiIYBSgAQD29vbh4eFad1VXV9dWQDsAwMfHZ+LEiRMnToyM7MpEOYxj6wLKiu+fP37owN8r+WKxu3cfoUjs5RdYVVZcXV4GEYTF4aiVKggAggACRyCElxI2+w4Y0dVW9xjYKGL5eJ+PhIWx0Me+ly+cPK5Raxa98U5AaBhOPIhMS0k6Hz50WLv1C82sVXIZZXQMhqIohaJ598b1u/5ZP2zkGGd3j5kLFzu6uJKkZtOfKxXN8o6fFnB2c9+3dWPqxUQDgea2WLPi+50b1m7+63dtbOeoiVPsHJySTp/QFUARxFbEthVxbMVsMxZ1/tDug9tNmswAAPAKGdZYU15W0AEBi8zkk3JpXWjMdNN3ef4c2L45Zuz4j7778UkqgXpBOAgC2dhTGGoSScyM+NrUk7tCoqc+5UYwDXRR32+99dbvv/8eFxfn7Ozs4eExe/bsDz74oH///iNGjDAIaN+wYUPYQ7ow7q9niyD3RC6dO3077dqttNR3v1i+c9M/Jdnpg6NjsbCQmqoK74AQAEDYwIi00wcnzZ4PAa19UvNvJc/56K+uNrzHgLUWvG7Jwcrkam38KkVRedmZL772lkEZhbyZw+W13LclWnmtVlVISooK43dvhxCRNzXNW/q6Nq5y59/rhGKxWCKhaFooFqdeSoqM7vDH9eCYkQ11ddWV5Ts3rJ2z5FUWi01TtEJNEThEHwtMpykK5GVnOLm5j5o4JevWzXPHj0yePR8AMGXu/HPHj9H0g+eKpmn4IF0d5PD43n5+WbduKprlbb1A62pq1GqVdsIfAKD/yBfO7/mTL7ESiNuP/0o/f5DF5fcbPLbdkl3IzWtXb6WlTpmz4OlW+1TCmI18SNWUFmA4IbHqWIJG3WPQFqTeEX19fc+dO9fQ0CASiUDbAe2zZs2aNasdAdLnA+PYnjcDhw4vL74/6YV5fKHgzY//w2azaAAsrawmzJjdqFBDCDlsnMPlakedC+7mXDp1jM3lIwhCUrRSTRkX+WYAALTanYYjkECg1rHdvn6NLxCqVSpdWw0AUF9b21Ifsi0GjZm38+d3WnVs5SXF/ULDDLT7Jsx8Qfe3s5vHxdOnQKeCyUUSiUgiEQhFiSePO7q4KVXKZgp3cPPEUUTMxQkcATSoalSqNJSLZ5876Wm7N24ws7CcOOvB6Oxvy7+yc3Dcs2mDSqkCAKAYplYp46bO1HrfcdNmhYQPMtIsOHFof7O8ad7S17UTvCCEkRNfPrvr92HTluFEmxENNE0nJ2yxcfZx6du/M+f8vKitrj5//OigqGgDwZdugpOb2+3r11rOjKQo6vrZ/dEz3+xohbJmdZOKFHIIFq7Vl0Uec3M03aQ0nI0n0rsy3TygnemKfN5ACCfOmqtSKtJTrhzds2PH+jWrf/pvYf5dHgsFANzPzcy8cd3L109bOOnMKXVdnpP/kLLi+9vW/rV13V9HDhxstdpta//asWGtyUmcexUQAByBHEz7D+G00fOj++FSJFlRWtwkk+lvTU+5EhBqLMLwsaoIgoZQ1SxrucnWwbGm0nDOhoG36NMv4FR86/fRFMytrKurqnKysjat+v3o9r8BAGqSqmpUltcr6prUKg0FAKiWKSbMnDNt/sLouHG6icbzlrymVqtZLHZToxRBELVKGdB/wOFd2x6cFIo6uLgaOa63rx+KoicO7detwXAiYuyCxP1raLoNtV9Sc37vXy59Qru5VwMAHN61zdrOITrOcC5jN2Hg0OGZN2+0XJ9+dl/A0Amwo4H1NGhWUyRF1zUpy+sVZfWK8vrmhiaVSk1qNKSGohqb1Y2KJ5qs0rUwLbYuAEHRUZOmAgBoQDcrKRYO1//yY2RsnMjONetWuq2lmTYbpKxRKhSKqksam9XYiUMHYmcupAA8uv2f7Zs2KqT1MXHjHVxcFPImNpcHIcQJYtr8hVvW/Dlg8LAuPr3nC45CLoqYsduePfQQ7Ry2yvKy2+lpr330mcHW4qJ7LRN/AAD2bd1obmE1JHaUQb9NQOSYi4c3Rk031Jm9eOaUq0ebOn737ubs2rhh7NQZ+TnZLbfKpNLa6ionN/eb166qlMrQiNaH35UKhYpGBw+Pc/AJSDy6v7ay3MzKBgBAUrT8ofAuRQGlmmI/nkfext5h/rI3kk6dGDttpnZ6XPzuHQiCFOXnObm5t2WzjsCwcACANveNDp7IzDdidErC9pbC/Gql/Py+NaEx08SWXRkgZwoNdXUoiqIoYmTuc5fTcopFXWWxRq20dGj/3hlA0rSBrARF0zKlRqZsR9+yp8A4tq4EAlgvV9E0PWTCrMNb1keOnsDmcEXWTomnTtxOv2ZuaePh5aqpdbp167bY3IoCEADA5nJrq2vGz1t8bMc/viHhaUlnzMzNeQKR0MxSQ1IIglEajUqtSklKdPf2sXd6fikiuwQOhlhzcBPzpbNRpAGQpUWFrbbMfPz6Zd26aaDrn5+TdeLQ/rBBQ2wdHHXNaC2+EaPTW5PXqigrmTZ/YVs2kCRpbWt3L+8uRZEGgxwURa3+6X829g7mVla1VVX5OVksNtvF3bNlz9jVi4mWNvYAACs7hykvvW6w1UrIqpOp1BQtV6rZBAJaqInk5WSdOXZ41qIlQrEYRVHfwOATh/a/8PISLq8dcWfw0LcZYO3oKa2pyEw51SfskaarrL7m8pGNkRMWPZUA9GdHSuJ5nCCuJ18eOnJ0RWlJV5vTJpfPn3Hzeiz+kKap1FO7o2cYPgCmUCdTPclMxO4P49ieK6RGk5uZ4eXr92CUAgBSrTq4aa3E0jooMsrOxa3kXl5Oxk2RgNc3JFIqbci4dDBk3FJXFRCIxNoa/MMi1nz76cQFS/hCUXFB7uRFrxVk3eEJhFb2jhUNCreAsI1rVqmam2urK1ksVu92bAiEElarkSKtg6MQAbCqolybaJgiSZVKqeskvH8vf1BUjMEuYon51LkvZt5MTzp9wsCxAQAIrqC24r6+HMy+Lf+EG20xu3v3qSwvY7M5Y1qIRyAIYm1nN3rytLLiojvX08RmZsf27Z7+4kstHdvAoVEJx47Hb12P44TY3NLC1s7e1UN7IhgCcRSxFLLlakqloSgK6IeVrPvlRzMLi2nzFx7cvvXimZNFBXkQQcOHDBs/44V9WzZ69fXrHznExMi6CyePF+bl8oXCibPmQgg9AyNTT+0qzbtt5+4HAKgqzruZdCRq2qvdPF+zRq2WNzWd2rn1nS+W19VUEW3Pfe4SNGp1VUV5QW52fk62t6+/QQv++rkDAYPH6mdcMw4ENEkDmqaVRtUseweMY3uupF9NLr1fdCstVa1SNckauTyeR8AAFMOEYgmO4xiGiyTm9+9mR41/S/t+SUg/ILRw0J+/xubyzKysAQBDxz7IIeLq46vb6ujuZe/qcXD9yne++MaIQkEvAAJAIJCNdiC+GYMQQYCPX7+MG+n2Tk4b//wtYlj0qElTy4rvnz12xDcouOUEWDNLy5ixE3CcyL59c+XyL338A0aMm6jbOmjcgqSD68Yv/lK3pq6mpt2XY1F+/owXX2p105S5C+J376yuLI8YHt0ydaQOBMNDhsQAAGiarq+pqiotvnQiXt7YGDdpioWdDYAQQsBjoTwWCh8PyRs1aWralUvfffju8DHj01OuvPz2B9m3b+7euCEscuicV17NuJH+9++/DI0dpe0JN06/kP63r6eWlRSfPHwgdvwkAEBozPTEA+v4Esua0oKywuzhM17rhsIiBiiVisRTxyvKSgkWUVFaoq9Y1rUU5GZfOX8OwzEbewcXd8+IFp9cteVFaqXCytFY8hoDmlVkjeyZJ4ztJjCO7bni6Op2+/o1Lo/PFwqnznsRQnj54kUMx1POnfALHejhF+jhG+DhG/Agyv/aCSsXQxktgUjy8kdfGzkEgiBckdnF06eGj+nWodVPAoZAAY5IOpjNnAa0Uql0dHU7vHv73s1/D46JHTlxCgAgfveO+cveIFhtti2GjhwdERX9yauLDYaX7Nx8G6rK9de8+PrbW9f8adwMI5rxHC7PSDcmACDx9Ak7B0dXd08zHpFfVCI2tzSzsLK0tvYNDOET1Nmj8ek0PXbaI1Elg84mB2cXB2eXyOjYdb/+2NzUxOXxh48Zp1IqtaEffQMCffz8r1w4e/Vikr2T0+CYkUYsEZuZLfvgk+LCewd3bNE6NgBAxNj5u39+u09YTETcfOMXoZvA4wv+8+OvdTU1h3duHzxiZHrKFVOc+nPg2P4985a8zhe2rslAUVTqyV0xL7zVoTrZOMpjYU29ZRTNOIxje65Y2djOX/YGAKCqonzn32vtHJ0HRMW4BwzQDbcQ7Eff+3dTEobN/6plJVh7WQFHTHnh1J7NsPemIBUSiJjo8KNL0eD9VxbGjp9kZWO78PW3dZ2Q/UL638u769XX18i+OEEs/3MthhtKSJjbuhTcTnb1G6BdRBCExeYYN6PTYxskRRWXVqanJNva29M0uJuVETd3sbenOwtHv/ng7WXvfxw3dcaeTe0nODWzsPjg6/8qFM3b1qxa8Oqb2jimB/ajaERUTEQU2L1xfV1NjcTc3LhJDs4ur/7fp9q/KVJz8fA//UfMzM+4SlHUc8uD+uRIzM0xHD93/OishYu72pYHjJww+cyxeKVCMXbajJZzK6+d2h0SPcX0TsgHQCjiEM1qknqOyba6ih7z8PUyLK1t5i55zd3b+8T+3QCAlgMblFoFACC47Y/nt+TwlrWWDi4qdS/8NIMAsNHOeDUAQGFhEY/Hz7hxvbK8TD/+PjQiMj3lSru7t/RqAIAhk1+6euqR2GuzvInNbqcrkiI7Obyh1tBD4ib3Gxglk0qtbGxt7B32rP6lIOsORZIatTo/NxsA4OzmUXC3/RwFAICy+0XpV5MzbqZXlpdVlpXeL8ivrarSbR03fda548byBhjQLGs4veO3fpFj3AMjg6ImJR/b3NGz61oUzfKmRmlVRXlXhVRQFHUu4eiODWv3bd24e+OGtCuXGxsaPPv03fn3OoOSlUU5GEGY2xmbmNEWEAFmvN6WLLtVmBZbV1JTVWXZhrDp7bM7XAKHda7aoMioG5cu5GU7+vj1qoQAOAIFBCLqlFcDANjYO/oFh97NvDNh5mOB6SiGdVqLiC+2VMnlugZKo1Sqbi+li/HmlBHYOMoj8IGREQMGBFeUltrYO3j26btjw2pbB0e+QKBNRePl63/5/BlT+tNcPb1/XLcp6/bNm9euEgQLJ3C5rKmsuMjHPyA0IvJO+nUfvwATDassvnsr8UjY6LkEm1tZXlZfKxOa29+5lOAbMapzZ/r8mThr7k9ffLx59R9zFi+zdXgUDVR8r0AgEj+jOQA0TR/du0vW2KhVTO8/KFJ/wglFUVfOn9E3BgCgUatuJB2JmdWR6dg0rVBTFA3YOEQQRN12urjeBOPYuhI7R6cta1cd3bc3aNCwQSPH6W8qzbkau+zXzlXr5O6dfDrh7LF4sUSinzO6R4Mj0JaHY0+ghqcB1IwXX9qxfk3L9/6TfKc79w29cf5AUNRkAICVja2Tq/vFMycHDW9d27OitMTM0pgevxZZo/THzz7qGxA8fcGiR2shkPAxGkCAcR1dXH/68lMOh/Pmp1/99MXHH3/3E5fPBwCIJJJGkwX6CBarX8ijedNqlUqjUV8+dzb79q2igry4KTNa3auupubo3l0oik58YQ6bw81KPdNQVTZ85uu/ffvVnfRrVrZ2Tq7uJUX3Jk2MvZ+d7ugdaKIxXYtAJFr6/scXz546FX9w7pLXdOv3b9s0fMy4Z+TY0lOu2Du7BPYf0OpWBEFaxoxcObJ5wKgXOhSVo9Q8iBmBEPIItNfMVDMO49i6Eht7Bx6PP/WV94jH+6+apdUEh/8koxTTFr8pJODGlT+88NJSU96k3R8RgTyJV6uqqtq+70B49Ehxa+NGNE23K53XFoPGzNv+89taxwYA6B855OjeXdcuXwwZOKhl4aL8PDdPr5brDeALhG/95+sje3Zu+G3Fwjfe0Rmp0Wi0PaIIirp4eFaUlhzauXXZB59ovRoAQKFoZrUdBWOE4nsFG1b+LBCKaqoqnNw8Ghsa2hp3PLRz66xFr0gb6g9s2+JsTVg4eGinZr/56RcAgMrysuqKCjaH7eblc2H/Wr7EoqMahl2FWqUSiiUWltZ30tN8Ax/k6qwoK+VwOy3zb4yy4vs3r13VjribyL2Mq+b2LkIz6w4dSPdU0zT9L/FqgBlj61qybt28m3nnjy/ea256XN7p2D8+kVOesPJmEjg4u2o0PVgXRweGQO6TSaSfPn36cmLi9eTLYYOGtNxqbmlZV1PduZoRggAAKJoeKe6PmTI9587tVguXlRTzBe2nH7qXl9vYUD/jxZfSrlwqvldQVnz/0I6t//3kg8RTj7T5b6elVldUCEUSfX9cW1XVue8YiqI4PJ6G1Lzw8tIxk6e9/Pb7rXo1mqZZLPa9vLsHtmwQwBrv0OGegY9NrrKyse0bEOjm5QMAGDx+4bWTuxTyxk7Y8/y5nZ4W2H8ASZK8h18JapXKysauvKT4KR5Fq2WsVCoSDux94aVWJvi3hbyxvjDjWp/+HdYY7aZZ754xTIutC9jw24roseOd3TyUiuawwcNGTpsnfzxVWENlkZ136BMeRS2rrywvM56csJuDQkgDGgLAw5AOzMRujZkzZw6bMGXjunXa9z6p0aDYo4cfQuRJeiMDh467fGRT1PQHXViV5WVt6SnLZbJ27whFUQe2bbmblbH8j7Wx4ydtWrXS3tnlZmqKSGImbajXFYsZO+F68uXC/LtNTY39IwZ7+/kDAO7dzXFx9zQ4O1NwcnOfseAlR1c3481WCKGjq2vBnRQ3B2HkxIUEYSwEFKJo5KSXkg6uj57+eofFDJ87kdEjdm5YS2o0kdEj1CqVork59VJSaMSg/NwcsZmFj58/gqK1VVU7/l6z7INPOneIe3m55xKOagOXJsyco6/BbRyapi8f2TR44qL2iz7cQaEhWTgKAezVAiNtwrTYnjdKpYJgsa6cP7dj/RqNRjNz4csY/thdqCrKFJjZPoUDKRQCYbdWMzIOigALNmbPI+z5hDn7Sb/ASJpWkdoeRzrnzu1t6x5LA9RQVyOWmHW6ct/wUaV5j5poV86fjYxuZYwtJelCn4DAdmtrqKtTKRUoijbLm1hsdv/IIfImmcTcwtrOPun0iVtpqdqv/sExI4Viib2Tk1Aoqq+r0e5bVnxfrVF/8MqL9/JyO3oWTm7u7XbG0jTNpuptrC2GT3/VuFfTwuYK+8dMv3TU1DRvXQhfIHzh5SV1tTVb1vy58591R/bslDVKI6JiGhvqD+3cmp+bLa2vX/HlJ2YWVp0+RPKF83NfeXXmwpdnLnzZrCPS+DfOH+w7YATBNimnEgCApOmaRlVVg1KmUFU3/lsmZevDOLbnjUatVqlUQpFo1KSpoQMjG+RKqfyx3sLbp7f4j5z7FA5EQU17EXrdFhSBZgTGwxEcgU8ytKZDpiY1FB00YOB/P37/r5/+G/64rodGQ5rSxIFtzwzUymtp/1YqFK32N+Zk3DGeQKAgNzv1YmLp/cL3vvrOs0/f1Sv+d+bYEXsnl2nzF/kFh0AAvH39jx/c93+LX/zvx++fij84fsZsAADBZt9Mvbpjw1oAAEXRrh5eYyZPR56B6odCJj2zc6WDZ7+AIePaL/0QkaWdk1fwzcT4p27PU4fD5b364ad8gYDL5VpYWxMs1poV3/ftF9QvpL+tg+P29X85uLi2pRpjCgiCdLQlDQCoKs6jSI2tawdmjqtJGgCgJqkGuYbutdNZjcF0RT5veHzBwtffrq2uvnT2VF1NNZcvLLlfFDdviU6KSS1vElo86Xh7fU3Vqb3b5r708hPb2wUgEIoJVEA8zc4rNQkoirp09pSdo5OPfz/PPo9piBhPh62DbnvAoqW8lgE5d263+5GecSP96sULTY0yVy+vJe99tG/bpsK8u2eOHnrto8+iRo397M2lE2bOOZsQ//I7H2Tfvrlvy8YBg4cJRGJtM7T/oEdjXVGjxmxb95eLh2dJUZGbp1f/yFaGFTvK/ez0uzeSBk9c1Fa7gaKou5kZTm5uLTO6OXoH1lWW3MtIden7pB3szxq+QDht/qMeP7VKtW3dX02yxvur8928fHCceMpZqttDpWpOv3CoY/H9beTa/VfRIx2btLby1sUj/oPiutqQzmNmYTFmynQAQENd3dWk85S0Crd2UlN0/rUTFk7GJDDapbQwX8znJMYfeGHRK2YW7ShHdE+4GCJ6ql4NAKCiyF1/rxsxbqKdo5PBpsryMl1W6E6jL6/Vqpu8fT1VX+yqVeydnK8n469//Nm+rZuWzJjI4fLcPL1vpKbcuJp8+fwZBEFSLyWqlCoLK2upg+PAYcP/+O/XMpnMs0/f0vtF5xKO6jSvq6sqHV3c+ELR4JjYmqrKFV98aufohKCoWqVisVm+gSF9+pk6R017OldP7ODyRbpBxJbQNL1t7aoLJxM+XP6DNnLEgH6D4xIPrOOLzC3sOzOzuKvACWL+sjcqy8uunDtzNyuDpulWcxuZAkVRSkVzR/e6fGhjxNgFHVXdRBGIIMC0r7XeSY90bAKJ5b2Ma3evJ45b8g3W8aZ9t0IkkQyPG79mxf+c3b18QiPyko9HLWxFRstEIIRXjh/o6x8wfe78HurVcARacp7mPc3Kyvriiy88/QPCh0YbeLV7ebkb//jNs49vRFSnElo/jlZeiyWyJVitBAWUFBWy2WzjYkaBYeGBYeE0TdfXVg8ZMQoAQJJko1QKIWLv5OLg7GplY7t/2+Y9mzb0C+0/fsbsrWv+fOnt99kczj+//+Lm5VNb/SCwk8ViV1eWDx05GgBg5+jkH/yonURqNGcTjty+nho9Zrwp8ZMNNeUpx7cHR002tzWWKWL/1o3njh/t2y/IyLzJyAkLT+/4LWLsAq5A3O5xuxVWNrYeffomnTn14fIfOrqvoll+4uB+WWNjo7ReX73MFO5cSnDuG8oTdngWHYRQwMYb5L0hIrpz9EivACEc9/JnudcubPpmUeyc9xw8era+BoIgc5e89sf/vo2IHAIhwEweIjYAQliRcyMwtL9x+druDAahGav9lKEd4tdff0VRtKSo6FT8AQ+fPvqhaI0NDVGj4pLOnLx25dKIsePbeu+QFI2a0LczZPJLR//5TsPzanUYRiASyxobuXxBu/VACAVCsVqlqq+tRVHUycWNJDXjps/SbrWyszt56MDdrMz7BQUKRfPWNatGT5oqMbcsLiwYOnK0tp/sVPwBc8vWZzuhGBYzdoKiWb59/ZrhY8Y6u3kYsSQj+URDVenwaa+i7cmTNslki958FwBwbN9utVqDoqido6OVrX1Rft7wMWO13XcQIkMmLT6/Z9XwmW+gWCv6ZN0ZsZn5R9/92K54pgH3C/JPHz08YeYcibm5WqUyPQwSAFBdUiCT1nZavYVDoIxj65F4hgxx7hu894+PzK2dYue+39XmPBE8vsDVwyvl9I5+A2MJBKpMUClFEQgoKj87Iy/rjkrRzOfx5I31nj4+PdirIdCKjZuQCrtjrFq1CgDwxz+by0tLDd4s2qZM6KDIy+fOJJ0+kXBgL18oNDO31GjUr7z7oU5vwsQBC77YsqK4aODkyS0DBGiaRjsS787l84oK8rJv37Jzcg4dGKlNIKfFxd3z5bcfPO1Zt25uXftnSdG9obGjLp8/21BXJxRLAABNMtmUuS8aqZ/N4c5ZvGz/ts00Tbu4t5L6pLlJeuXIJjf/8L4DYk0x2N2nT+LJ425e3rXV1Yvf+YCiqNKiwsryMksbmyN7dur6YAk2t/+oFy4e+nvI5O4iN2wiLXuwTYEvFNnY2UvMzQFN4zgBAG3ivDKVqvn6uf3Rs97qxEG1YAhixiNqmzoQPibiYlwCq5NpFJoeP4+7Bzs2AADB4c96b+W1k7v++WrhuJc/N95b0s2Jmzp93X/mO4dN7idg1TSptJJuGALFPAJFgJqkMQRCCBEIIISkRnP84L6Gulpv/4CpM6ZxuDxZo9SUmb/dGQKFT92raTl5+kyTrPHF195qdSuXx4+OG69obh4wZBiG4TJpw7kTxzb++dsbn3yuLWBivIBC0cwW28HmCt2ayvKyrFs3cRzPvHUjatQYvkBgoq760vc/Tr2UVFn2k4OTS8y4Ca2WoWk64cDeuUteS7tyuSA3p3/kkLzsTHdvH20sSbvPA4bjEILcjDstHVv+rStF2WkDx85nc9tvX2qxc3Ty8es3fubsq0kXVi7/ctGb7zq4uDq4uNbV1BTl5+mXFFvYuvsPvH5uf9CwSSZW3nORmJs31NeTFFXdqCQpmstCRRyTwk8uHvx70LgXn0R7iAaAw0LZalShMkl025zP0uZbNxPgVTJKre7ZA3Q927FpCRkx3bt/9IFVnzp4+A2b9mpXm9NJKHWzjZNzQGj/7ev/mj5vEcbnQAghoAGE9/JyUxIvaF9YCIIgCGyWy6Pjxut/RfZ0r6bthHwWNWs0moOHj7z95bfGi/kHh+Zm3hk4dLjYzGzO4mW/ffvlzWtX9aUUjZOXnblp1cppc1+8ceqfkOgHqjGl94v+XvnzyImTh48Z22rDyAjBAwauo+kJs2Zb2diSGk1dbY2F1YPexfsF+TRN2zk6FeblJhzYK5NKP/7vTwCAQzu2+gUFZ968UVVRbkqaWaVS6e79WKCHStF05ehWGxfvYVOXmW4qqdEc27dbYm6ZcSM9Oem8naOTLnymoa7m+MF9EVEx+hGh9p7+9dWld9OTPB5XLemtNMg1GpIGADQpSIVKYSFgYagxj3XjwkGPgEHcjg+ttQBKuESFWkG1nKQNHyRbZ+MohkIEQp1JEEILHlEpVZI9ObtNb3BsAAC+2HzOR6sux/+z6ZuX4xZ92hObbhf2rekfM8PFw0sgEu/atN7W3nHgsKjK8rL62trL506/8u6HPSjBVUfBEWjOxohnE6P87rvvTpszv93PZFmjVH8+e0RU9MrlXy59/+Pg8AiDkq0murt2+dK7XywXisU3Tv2jaJKyeUIAQGD/AesPHL2efLkoP7+jjq248J5KqVQ0NwMAUi8n/fzVZ4H9B/zft99DCJtksr9//8U/JNTSxhZBEBabrVGrMRyXy+VsDterr29lWeSB7ZtVSpVnn75hg4e2Wj+EcOSEyYmnjuuCGAvupBRmXA0bNbujwR0ohnn19S8qyNuy+g8ERWLHTYIQ3kj9f/bOM66JrIvDZ0oqIQldei+CKIIgxYK9K3bs3bWXXXXVXddVd93VddW1d8XewF6wYkdEmlIUrID0HlInM++HYKSEEBAUfH1+fjCTO3fuhGTOveee8z8REpGIpaXl3Mqt6taUi0+PR5eC+Pom+mY2tbpWk4NGowlKhcpNSjlJ5ZVIjPjV5rZnvEmQy+XmDrUIW1UDiiJGPGa+QCohPq3b+Fp0Nh1DAahqfhQoihrxmJKmvGj7RgybAp++4118e53f+Xsza6eugbXL/Pjq5Ga8U9Sr1DMwHD11RtrbNzcunAMAfSOjMT/M+oatGoaCEZvWQFZNJBZzDYwsnVxUzj6LCgounDpGpzNIuZzN4fQM+KTP2ca3HU5bdjpoL4fLc3B2AYoCQAABigKRlGDSsfKWUiwSSiViLp8PAG7t+5aX10JRVCIWWdmqi9FQkvb2TUF+nmLn79WLpJYentER4S5u7meOHOrcq2+L1u57//u3bQf/Z08jre0dcrMy7ZycE+Ni8nNyDu/aZmphqahcg9NoypD0mIjwkwf2VigRUA4Do2bC0lIAEAtLHl8+0szaqc4Ojy59ylK2S4qKkhPjQ8+FOLVoJSgu2rN63eyly1XOKrx7j70TvN2z+4g6RP01IUytbFNfp1g5fsqbJMhqFbeFJYWJETfVpFXUARRF9LXpJAUUUIowKBxFqZqqECMIwqRjOIY2UbHJb8qwAQBX12j0ku0RV48cWDGx17hFRlYqUmoaIWkpz3QMKkgIKrYovtZ4viQ0BG0gqwYAQUeP+3XtqbBqhExGEDJl+jBJksGH9o/6YUZ1Xjs3z7afSoogiJwk5XKqoFRKyCktGcbn0BW/eZlU+vfShRNmz1c0dPHtFfXnD+X7ef/mjY9/DekEeTnZegaG716n7Nu8Ye+ZywDQrku34EP73X38crOzxCJhTlbm1bMhqW9ej5g09ejuHWaWlgV5eQEjxwwZM/5DWqpQIIh9+qSSXxEA3Ly8C/PzL5w81sa3XfnKXk8fPUhOiKcoys2z7cunYR/eJHr3HMXk1IM3W5vHc/f2VS5zW3m2rc5JjiBIu/6T7gTv8B8yvcaoy6YKRb1IetG+z6Aqh1UYNpIkH1480GHglPrPAUcQFAEAROFurJWHsYlOqL81w6bAq+co13Z9z+/8jc3V6zNpKYo29tsMvxTUuaktMesFGtpQW2sAUFhYmBgf333ICACQSaX7N28QlJT8+PsfindfPH/m7u2ryV6UAgxFsovFis2jUqmcJZMzaDgARD66P3Ly9PJx80wONz8rVdeozJCgKKr+UXU5+OTDsJs8Hd3E2BhhqeBD6nsTc4uk53GuHm3OHjv0NuWlWCTk8fnW9o6devZhsbU69+p7+vD+ZiZmibExu9ev7TlwyKsXSVwez83Lu2rn/j1752Zn3bp8UZvL7TVoKADICSLxWezoqTNKCnKeXDtu3aKt/5DpGn4ItaWGABY6w6vnyHvn9nQcPP0LK3p8GQg5JZVK6VUKCZEUVdVghF8Kcu88WHNByO+ooYna45phcXjDf/rP3s0vaNXkxCc3v/ZwakAkKFE+B/9/YGKoiVb9x/crCQ8Pd23dWvH/+JgosVhsYvFp8zXu6ZMWrT0iH95fNHVCfm6OBv0hWDkBiIJSmcL1d+PCOW1eBbFphbyW8qW+oVHqm9dq+rWys7exd8zJyLBr7vzT738WFRQAAIZhRQUFIyZO1TMwdHJ1a93Wp8+Q4Z169UExrGOPXv2HjeTp6Fra2mtxtF+/fDEgcLRQKKwuTUrf0GjY+Em2js2P791VKihBMYwiyajbIc8fXm4/cIq1izr5yoZGW8fA0aNT5PWTX3EMDUehUEZRKnaq5FUWTYkRNwwtHP4PHwINxDdr2BQ4eXYZt2zPq9j7x/6ZJSjU5OH1FXj24Iq5Q8uvPYovDQtHjbVoWEPO0w8fPuz/UWW/makZR1tbuSyQEwRFkjiNVlxYyOPzNZT2x7FPo5WTFEFSANCxe6+0t2/KNysvrwUA/j17X79wtlRQbVky51atJ8yeT2cyRk6Z5tmug7m1dWZ6mnOr1gNHjXsa/gCn0eYtW+HXudvLhHhFezqD0WfI8B+Xr5KIRSRFjZsxh6LIZiam6gfv4NKiW/+Awzu3JseGk4UpgGv79BlHo2u6YG04jK2bc/WMGv/ss7YQhPxFwvNm5lZV36pk7LLfvywpyLFrpaIy7Xfqxjdu2AAARfG+k5d3HfVTyNZfbhzZoKHc7Zfk2YPLvn3Hfe1RfCFwBGHTUH0m1oxNawibFh4e/u7dOwCIj4/X09PT5XEBoKig4O+lCzlc3uDRZZ9zQX6eopR2p159PHz8tq4p808mxMY8ffTgbcpLlZ3TKu4FZn74sP73XxOfxbTxa1+ppb6J5ZuECMX/URQNGDHmyK7tRPV5r69fJklEYitbe4qi9mz8NyUpAQASY6OHjZ/86kUiAJQUFW39e1X5U+7fvHZ417bWXt4A8Cop0cbB8d6N0Iy0VDUfDpvFsDFmHd2+nqbn5Nhahd/ya+Ho4V+cm5nxJvFrD6Q+KZWSiVERLb1VpDTI5Z9iFMWC4vjwa57da9AR/U6t+PYNmwIDE+uxv+zSM7EMWjUx6entrz2cT5BSKUJRdBbnaw/kS4AgiD4Tb8aicekN4n9cuXLlTz/9tGfPHgDg8/mPHz8+sGdXUUFB8KH9ru5tho2fhNPKlJx4fB1hqUAxpJ4Dh8xeWpaLfe1ciLBUcDJoX+TD+5U6pygorZjrqqVrqM3jjf5hZtX9ofYDpzy5dlz5UtfAwKt9x5cJqstqA4CBkXFWxofc7CxBcfGTB3ctrG0BoPuAgacP7sdx2q+zpi6cMraooOBN8gvlKe26dP9376E+Q4YDwLvXKTKptLSk5OjuCnXmsjMzEmJjSLmcJMnYu+ee3jjdPmDCkk2HRk6ZpqWBuNeXxKvnyKQnN0sK61jHvNFBUSIp4dGhS/iNy1XfxNAyGRo5Ibt3bo9fwKRvcovxK/L/YtgUtO40aMwve17FPDiyZqayetbX5cHlg829un7tUXwJ6BjCwBAG1oA/YLlcbmBgkJ2dPWDAgPnz5w8cODD45Ilta/9ksbVEwlJxOW31Vy+SVIrQT563oKiggJDJ3MupWAEAQkGpWFopZVUsI+yaOz99+KBqPxy+gbhUUN49YGlj9zYlpbqRa/N4LVq737h4PiMttWO3nhY2tgDAZLEnz/1J39AQQdGlf6/vHzjy6SMV1wKAvNyc8LthXfr0NzQ2Dj60/2HYTZGw9O710HvXrxKEbP/6Fbt+n6ZnatcuYBKTzdU8XuZLgiBI+4FTwy8GSaW1lsBvhJAUJScpQxOz4oL8qu/KP0YmPji/36vnCE1Ktn6nVvx/GTYAwHG8z6Rfe09cejVo7bkdywip+OuO523845Yd+3/dMTQ0KIJwaKipVsNF9QMApKen0+n0IUOGbNq0SUdHZ8acuZNnz/vtr7VWtvbDJ06ZteQ3JvPT48PQ2ESlv5HD5fYdGojTaB9S3ysPkiRVKJQUiSo7EkuKit6lJLdo7aFyPDaubaNvn1G+1NHTKyosiH78SGVjBEFatvHS1dd/9SIxK+ODIn4EAFAMa+XZ9kPqe5KUt+vczbmVe9Vz096+SX/7dsy0WTQ6fcy0WX2GDDc2Nbty5rSphUWnbl0S7p3BEIpu0Bxn1n85dRpQ9bj0xml0334T7p/ZrTLgommhnANhmIqgX7GMQACibgVbu3jy9D63ZNJ3qtLY4+AbCB0D05GLNr+Ke3T47xlWzm1qJSBUjxTnZ9HZnG84+RpFgIYiOgycjTfsPe7fvz84OLhTp05nz57lcDg7d+7MlUIRAfatPOxbqTA8uvr6KIplZ3wwNDap+q5Px05p79+W5RFSVFaxqOrOrEwq3bd2ReCEidUVf/HtOebo+rlKeS0AGDFx6tnjR7h8vq1jhWrI+bk529auzkxPa+nexsm1ZWZ62uXgkwEjR7PYWgBg69hckdkGAMrRZqanNTM1e3Tn1ruUFAzHflv3n/JbxGSxre0djU2Nz+1dV1Rc4tdnTPOWbg3xHcMQ0KMhCECeDKT1pL6kxdN18e0VcfVY216j6qfHrwShVo9KRlCvnoUzmFrmjq2/2JD+r/hmH6maYNvSZ/xv+7S4egd+nxB799yXH8D9s3u8un2zm8YMDDFk0ky16A1t1QDA39/fzs7u3bt3BgYG3t7eAEDWtJLw7uAf9/SJyrfad+3h3aGT4v8ESamMN6LR6W6ebUmiWoVZlE7HEExcWlz+YL9hI+5eDxVXLDh5OmjfgMBR6/YEtW7r8zIx3szKOivjw7ljR9QMfue/a14mxGekvg+cNHXouEl4uUB/uUz69MapyOunKXazqb9scHFzb6CZk5yCPBkAQP3+eY3M7Q3MbBMjbtRnp18aqlSsTiC/MPNt1vuXdS5J850a+b82bAo8uw8f+9venLQ3B/+YkhKneg+jgcjLeK+Q0fr2oKOIMZvOpn2hL5i1tfXGjRuLi4s3btyoo6NDAtSo4IqgKGiwY09UzDnS0WI04zENuQwjHmPE+PHRjx+qObdlx76PLh2scFEE4Whz83M+ZZ5kpqehGObq3obJYnu26zB57oIlf62bt2xF4CTVhV0UkSAURSbFxQwaPb7CWyT5/FHovXN7LF28zFq0F5QIa7y7z0RGQbYMNJOPrwU2rt6lxfkfXlUba9PIoSiQEiQARNwO1a6SSSISFL58fLmpL0kbOd8NGwAAiqJdR84buWhzYvj1w6unfXgd/wUumpbyjG9YQ+5REwVHEV0m3qA7auUJDw8fNWrUxIkTk5OT58//MV9GZUtU5MBWwsCoWW5WVg2NqugP0XEEw1AajuEYRgGizeOrOdfFu2f6q8rfJd9OXRLiYpQvpRKJUtpRE0LPhfy9dOH4WfP6B47Cy6SSgKKo5Ki7Yae26JtY+g+Z8fJFSlzkk9HTvkSlCzkFDVG8q03XYa+ehRfn1/wHaoTIP8rpN2/tVZSXGxd+79NbMumzG4db9ZjwZTQYYyMjTh7Yeyf0SnFh4Re4XOPhu2H7BE5n9pv6+8A5f4VfOnxszazM96qTmeqL8EtB7furVqdt0mAIot/wm2oKCIJYvHjxvn37du3atX379vU798oA2b19m/olBEVRCtEQqFrOowoMHCnvyatkrWuM0mZpaedlvCt/xNTCMjfzU/q2hY2tnZNzlfNUIxaL2Fqc7v0CFLUC6BiCIcib5+G3Tmxmaml3Hj6nmaXT8b274iIjWnq0KR8s0xTx7Tsu4soRmaTB1531jnKVr83X6RU4jsnWOntge/zTcLmciLm6t2WXUTidqcFX73OJefI4Lzt76LiJDi4tTh/cV5ivIj7zW+W7YauMFkdn0Oy/+v2w/P6ZXcf+mZWT9qrmc+qESFDCN/qmVmx0FNVlYmYc2hfzQG7YsKFFixabN2/GcZwgSQaHu+Tvf7sPqKw5WwmKonKKJTJC3rKNZ1S4Ol8iAKAoashlGfFYzXgsYz4TrTjRZjCZguLi6s4FAN/+4++f31u5Twyjav9goyjq1IG9+Xk5ynzwpGePQ4/9RwHSJXCOMgyBp6PTc+AQKzuH2vbf2MBwWrsBk8OCdzZCUQW1UEUiWfnXDi3dA8ZPZ7LYp/6db+PZk6mtAwBU7bSIa03EvTvp79527t0XQRBjM/Oh4yaFHAlSn7//LfHdsKmGwzcYMndd74m/3AnefuyfWVlvk+q3/29PRgtDkWZsnE/HG1QlqxKxsbGpqamzZs2aPn36wIGDgo8eAgDDZjXHT0vl5OvUzOiIx8+iImt8bmIogmMIhiEoilZasmlzeWePH1ZzrrGVc3FuZX8agoDqiBS1nA7a59O+w5BRYwFAsUojCHnn4XNsKm7T9ggYHHblUt2MgUwqrcNZDQeTw23daeDjK4e+9kBqgVxOEXJVH77gA9/IlsUrqxbb0Cu21y9fKJL3FWjzeEPHTnwWFRlyJEgqkTTstRsB3w2bOnh6xkPmrus3Zfndc3sP/z097UV0ffX8/P6lpiijRUMRLg1TKkshADiK0DGEjaEGTPzL7aoBAEBqauqHDx+ePn1qbW2dnZ09e9HSCbPmaXIiiiIcFk1Lm5cQF9fSo01KYkKdx5D27s3AkWPUt9Eztnrz/HH5Iy1at4mqJqGtOi6fPoHJpd28PXISHtw7tRlB0c7DZ9u4qpDFevUiSSwWH9qxpVb9375y6ciu7at//vHds2gdHPg4hdXq/AZD39jKyMLx+aPQrz0QTVE5r3sfdx+jM0k6T1k1qaE9kShW+Q+ozeN17z/Qv0fvE/t3N/DFvz7/p3lstYLDNxg6959SQcGNw+tvn97h2TPQyaPT53RISMVySt5UZLRwFMFRhJBTBEVp01E+HZdTVJaIoCEIj47RaijJ0lAsXLhQLpcvWLBAV1e3VCzDuToGZporoyN8Fq0gI00kLG1mbJ7yMsHBpUXdhkFnMGk11RLrMGjypf2ry4e/Nm/Z6sDW/zx8/DT87M4dO+TYwhUXZoUc3tzKs+PYSQsEUrJISkjLhX7KpNKw0MvZGRn2zZ079+qTmZ5eqxvJzc4KHD/h5unjx4L2+bbZDIDIKCit73DHumHj6h11O+R9UpSFk4r89MYGRcGL2KevEuJodLqckCMIIi3KIGUlTH0HXcNmymZoQ/5s7t0IJWQylW/p6hu07dDp5qULytqw3yTfDZumaHF0BkxbJRULbx3fHHHlSHOvbp7dh9d8mioeXT7com2P+h1ew4EiYMKmySlKRFBaNBQAMAQxYdO+4pCysrJiY2O1tbVDQ0PXrl1bKgdr99rVXqEAmAyaTCJisGvYJFOPq3ub6IhHbdv7q2nD4RvIRCKSJMtPolt7eUc+uCeVSkxNTe0dnCgULSwo4PA/1ZLGUcAAEIDQS2dfhF9pxhLaeXTp1KWfYrmsTUc/vH0XHvMsMytTIpEwGAwAxK9z1279LADgZfxzRTlvDZETRElRYfi9O9euhR47dkxxkIuDmAKVTrUvj3unQfdCdmnrGuoYmn3tsdQASVFvkuJ7j5igeFmU+fbds7stuy2q1KwhvBvCUsGb5JcxEY9bt/Xx61StUJ+Ds0vUowcyqbS6OkffAN8NW+2gM9k9x/9MkmT4haCDf0xuZunoP3QmncmuVSdv4x+PWrKzgUZYLxTm5587ftjFzf3D+3f9hwcSJA1HEU6DyPHXDoIgZsyYUVpaKhaLW7RosWjRIqirV8fQ2MTW0UlQXKxQQ64bzq3cDu/apt6wAYBVC8/o22c8uw5RHrl95ZJIJPT067D57z8YNFpWVhaCIHuPnYyLe+bt44ujoIXBh9Q3q5f/ZGFhsfqfrbr6zXJFRKZQZsSmvX/9avny5WZmZh39O3XoMZ5CKjudzK2tb166oLLuqEpIkjQxtzA2s9x76KjyIAqAAjSONRsAgN+AiTdPbO4wcAqj0bs6WFpaJYUF2nwdYVHu66fX3XqrCH6u9wVbTET485ioVm28+g0bUeO0xqdT54e3b3bs0aueB9Fo+G7Y6gKKor4DJvgOmJD45ObJ9T8ytTidhszUM7XW5FxBYQ5Li9tIZLRQBEEQqtKsPDM9LSbiMY+v8yH1/d3roZ7t2ps62jWSL8qGDRu6d+/er18/AMiVUUwMAQBJnVYVKIrOW7YSAMLvhn3OkLhcnqC4mMNVVyrat+eYYxvmlzdsI6dOj4uM6N1/QGpiXFpaGo1GYzKZwYcOhIaGBhsb+7dr8zzqfkFR6fR5v3p9lGPWZ+GlMhJD4MWLF3p6eitXrgQAEQlFsgrmp1RQcuHUsXcpyb0HD9Pwa0aj03sOHAIApSQo5mgUQK4MiIYPSdccFMPbB0y6d3ZP5+FzGsnPRyUUQNsuvS4d3effp//r8Avu/aYiSOXRYihSvx78KyGndA0MRk/VVBrQ0sbuwc0bImEpi60VGxmRGBc7bPykxvyp1pZv506+Cs09u4xeuqPTkJm3T289vHrasweXajzlTvBOj7r6MOsdOgqcj9UzMQS4NIyFo2Kx6Omj+8+jn14OOblg1V+WlpZfJCetZubNm/f06VOFVQMAFJBCAgo++/nL5fPPHz8iKKmjQ7Jdl+73b15T3wal01FAROXktQybGXftO4BDR0eNGuXp6Tlt2jQrK6sXSYk2ptyuvs1Dr15GtMz2H7vkVbHIQFT4gwnjxj158mTFihWKIywUeDTAkLJ/ImHpiX277Z2cPX07XDsXUtt7IQAKCQAAggSCbPDIvdrCZHM9uw4LvxT0tQeiDpIEJovdY8jIO4f/ad17IoapcNqzGXg9JmjLpFJhqaBGt0El+g4NPLZn5+GdW8UioVBQ8i1ZNfi+YqsX9Eyth8xdR0qld87uOvTnFD1jm07DZrA4qsXU8zNTrZ1rtyH0meAIwsJRGUnJKJKiEEWOmURO0TCER8e0aJhUTonkJB1F9Vm4jKRs7ex/Wbsh5UXi1ZBT5mZmpmx6I6kVVVJSEhT06aFGQ0FEgOizE4J6BgzOz825ePK4U8tWbp61VjjTNTDIzc6qccfCybvbowv7+46eJyHLctgQCgQ52ZMmTfLw8Bgc0Icuz01MTBo5fmlhiXjbgXN/rZtV/nSSJC9cuBAcHLx9+3Ycr/CzZaFApwMKQAFcOXO158AhguJiioLM9LSMtFTjWsTUAEmBUA5yCugoNI7NtcrwDEzMHVrH3r3QqkMjjX1AEJATssRbR1kmbng19WgYWH1akaTncc1b1lpMWSIREwTh16X7g5vXho2fXI/jaQx8N2z1Bkqndxo2CwDePH98dsevIKfcOg9s7tmlfJsvL6OFo4gRi8Yoc9lRYkLOo+MUBSUyuTa9bK1myMY/lMq4dAwAaCjCwFGhjHz/6lVWxgce/UumpakjLy+vqKioc+fOAGBlZWVgYMDS4mTm5g4fP6XOMY1KdPUNAidNvXDymL6hkZmlVW1Pb9elW+Sj+z4dO6tpc/36Q2lG5I3b0UePftrHEuH8HyYM5TDRVy9iu/cf23coEwBMAS5cuGBQsWjAmjVrJBLJf//9V8mqKVBssiEAzo72186fCRgx5sHtG0PHTjx9aP+4GXNq5fWiAMRkvan1NwTmjm4F2elvEyKtnNt87bGogiJjruxx7jTszhUVJUYVVAnF/yzyc3Kat3Kr7VnaXK6wVPAo7Kai4FF9DqgR8N2w1T/WLdpat2grFgnuhex8Enpcx9C0w+ApPD1TAHh0MajLiLkNcVEMARRBCJKiAFAAOoaiKDBQhE3DGB8DsBgowqDjAIAgoDBjH89FzDmfvtn6DPyDXObfs3d+5ofyzb4uu3btatu2badOnbKzsy9cuJCens7lcodO+OHzrZoSOyfngrzcOhg2Cxu7B7duJsbGsLU42ZkZY6fP5utWkL7NzsxIe/fWSle7VFBaWFi4c+fOwCH94yLvAkDnrr3NrCqrhFSyarm5uREREcePH4eaaOvW0tjM8sC+vT0DBgcfPsDj65SWFHF4/NquamuUkP66tGzf597ZPRyenr5mG9tfDIoiH5zZ4egboMU3pCiSkMmURdvLg9SrUKSgpFjf0Ki2Z71NSXF19/xWg/6/G7aGgsnidBv1EwC8fxkbeuhfqVBo7eotEgp0jWrhGtIcBBAzDl0gk4sJioEhn2OQcBRh4+j6lb/9+vPCehzhZ+Lo6Pj27VtXV1cA6NKlCwAUEVAqr89E1w+p79286lJsAUXRUVOnA8DbV8nNTMxOH9wnFgl923ds7eUtk1MkUFkf0nk6uiIQmeuLzxzbmRwX9sHbteegCTXmwAGAVCr97bfffHx8amypwEKfN3natJ1bNptbWcdFPp4xcSxBgVgOUgpkZCN1MNYBv/4Tb53Y5NdvQnU+/y8PRVH3zuxx8e1NaBkDQNvOPe5ePtN5wLCqLevRCyKVSLI+pNd2h0wsFj2+FzZuxpx6G0cj45vaMGycWDi0GjZv/cjF2woy3wryMo6unR3/8Mpn9qkiCQYBBECbhhmw8M9fZukx8efRT8+eOVNz0y/FoEGDXrx4celSWXiOhAIhWcGqpb9/p/JEDbl65nRmehqvXCaZShAEUET1gwlDwMnO3pzLWjRn5rKFP4Uc2i/KeGfExpkY6u7m+sOEod07eNKBGBg4cc+RKz4de2ti1QBg3rx5I0aMmDu3Fgt9Ey57+dKfi3Myop9ELF+2bObUKat/XcyWCfXpwMaAgUI9lr3+WqAo2mHglAfn9pLyhqguUBceXtjn6NlJ19hK8VK/mSmTrfX2hUpdm3r7A5QKBObWNrU6haKo0wf3DwgcrfJdBICOQiNI7fksvq/YvhAoihbl50z+4wgJEH4x6PDqaTQWy73DQHuPDnXojY6hJEmVF54gKYqgKLyepoIIwPx587hqQ9i/PO3bt9+wYUOPHj1wHJfKK7jLxCLhno3rlq/fXOfO83NzFasu9SAA2jiQJJTKP61+cARoKHCxTwYDQdHFixf/++86YWFGnx7+HC6vVZsOHTr2kogFaW9e8nVUF91WiUgkatmy1rKiKMCPc+eiFHXt2rWZM2fq6+vPmzdv165dOjgAAAVQQID443oXQwAFIBpal7e+oTO12vQYcf/cvg6DVNeu+5I8vBRk5eJtZG4vLVd71rdbn2unDydGPyFJeZsOXY3MLAAUE6N6sxsMJqO22o8XTx336dipkrdcCQVAUoAiDa/61ZB8N2xfCFIqRRBUIaPlP3QmAAgKcx5eOBB+9Qidza6thWPjCAfHM4QyGUnhCMLEUSaGoPXquO/Tp0899lYv3Lp168aNGwBAUiAiAQDEIuH9Wze69ukvFokL8/PCrl6uVW2z8ujo6WkSQ0hSIJCBAR3oKBQRgCLAQkELq/DRy2TSpLjH714l9OjQisXtfvTkOWUwZ//h04O2rWjh7qf5wDp27HjgwIFp06apb7Z+/fqCgoJVq1aVPzhv3jwrK6vg4GCSJPX19ZXHEQBdHEoQKJUDDsCjAQ2BEjkISSCalLOSr29s6+oTHXamtf/ArziM8CuHzO1amtq6VH2r+5DRoAhqPbx7wNgfAIBXr2HGJUVF6osCVkIsEspkUlvH5mraEFTTtmrw3bB9MR5cOuDs1a38EQ7foPuYhQAgKMx5dOng49CjOJ3u3LZHC78eKKr674IAoAjgKKJNwzAEacam5YkJ/S+uPvxVIAiCRqNFRUW5u7u/TvsQ/+p1YV5ecWHBlTOnzx45SGcyza1s7JzU/VzV061fwOFd28bPrNnjJwcolQMXB2ZFV6JIKEiIDf/wPgWn051bevcZOlUxMQ8+dzUnJ0cRD8LXNRCJBCRJqt8UCQsL++effywsLBYvXtyrV6+ffvrJz89Psb9YHQKBICYmJj093dS0QthtQEAAjUYzMDDw8qqcZKKNAadcFXFtDLRQKJKDWF5hKw5DgIGCjARZo3zYmdq7FuZ+SIl9YNeqFtOFeiQi9JiJtYuybJDKnyKKosyP+kSMek0LlUmlOF6LrYcrZ057+dXFS9S0aHqGDQVAEECQRpc9qp63CU9HLdmu8i0O30ARZiIuLY64dvzo2tkoglg5tm7ddVj5jXEaiugycQaKKM0YDUWafVXNxi/JkSNHEhMT161bJ5FIBKVCp5at+Dq6ErFo+b+biwoLLp0+8ePvf3xO/ziN5unX/vG9ME0SXcs/4vNyMuJjHhYX5jFZWs6tvD18Kmj0FRQUSCSS8lGOrm5+d66e7NQ7sLrOxWLx7t27//jjDz09vZ9//vnYsWNDhgxZunTphQsX1Azpt99+++233zIyMioZNgD48OFDdevvSksHFAEdHEQIFMk/lSBno8DFgQLIl4G4Ua7nXHx6PLwUxNcz1jer3W7T5xN1K9jIwr68OnN1bkaurl5eVoaRiSlWr6nQz2Oi2vi207y9RCQ2s2pcoaQNQdMzbAiCMDFEn4EXS+VyCuR1qNj4xREU5rC0OFUn6TQUkVOUcq+IqcXtMHAqAPBoVOLD0Eu7lkskYg5f381/QPMWbXVZOP3/YGVWHV27do2OjhaJRLa2tn0HBGiZWCqfvKaUVb1cwsXN/fjeXTUaNhoCbEr64nnc65expFyuZ2jS2quTNk/1jsWWLVv8/CqsJHoMGLfxj5lqDNvgwYNJkoyJiXn27Jm7u/uFCxeuX7+up6enWK0CQHx8/Lnz5xf89BO9YvqRQmTr82FhQAIIPu7AKXLaEAAdHHIamc6WEp/eY24d3+zTZyybW0P4Tz0SeeOkvom1ZfMK6XTVyfY3b+0ZF37PeMBQ9TsGhEx2++olLQ7HxMJS39CIo61un7uooKC4sLBWsf4m5hbJiQn2zTUt2t5EaXqGTYE2HdOmYxSAQCoXEKSMpIhGlnqDIEBDEBlJUdXIaGEoYsimyUkqT0zISApRKMgBkBRw6PR2XQb4dRlQICay01Iirp9+cmE/giDW9i06dhtsYNwgCQONHFNT07Zt2xIEMWzYMAAoIED4cZMeQRAXt/opaILhOCjqzCEgr5jORVFUbvrrDy+ekqWFGI7bObp1HzAOw1T8gh4/fnzr1q0lS5akp6dHRESIRKLy7+J0OgKIUFDM5qh+ZikiPydNmiQWi+3s7LZs2SKVShcuXLj/QJBAJLZt7nLp5m19M8vr168r1mHJycmxsbEODg5aWlp0Ot3U1FQ5hXr69Glubm5WVtbatWsHDRpkbW2NaZYbrIWBFgYUBSSAMugQRYCLQyHRGLPcEATtOHjaneAd/kOmY5qFm34mT28F65vYVE0SRxFAUaha55WvZyASlpYW5Rtwqy2EKygpPrl/T4+AwRRJpr9/Fx8dVVJcjCAIiiL2zi0cnF3YWhUEoG9eOte1b/9aDbt9tx7H9uz8btgaNYjSwlEgJEgRQRIUpTASFAJAAUlR8gb7ETJxlI4gEpKUkqqWjRTwmXiRlJDIKZUyWnQUYaAIoAjOpuWLCS0aqk3DAID66KZHAHSZuK6dk5PdrwBAkuTT8JunDv1XWlKIoph9cze/LgF6BjVXi/66UBSVk5NjaGgIALaOrTBVwhka4uTkdO7cOQDIycnRMzAgSAAEKACCrMtWNx0BCirvG5EkiQAwENCjg5SEEgIyMt6+S4opLsgBgGbm1u3ad+dq81V2GB0dHRsb+/jxY7FYLBAIioqKZs+eTafTCwoKKrX06xZwOWTfkLHz1Axv0KBBBw8epNFo+/fvnzFjRlZW1i//bLx67kzcyxQTC2s3L+8rp472ATh37lxBQYGbm5tQKMzIyCAIIjg42MfHp23bto8fP87IyGjbtm3Hjh0pinr06NHZs2eHDRtmYWGh4UeEIIB9lDVRwEJBANC4ymx/BKczvHqOuHduj/8QTbWA60zE1SNGVk6WTh4q3kMQBo6JpCrqIvj3GxJ6bG/AiFFyuTzywT2hUNjSw9P5o2hIRlrqlTOnAydNVViv8g5DQiZ7mRB/48I5YWkpnUHvMzSQwWACQPr7d+qXdKpGh1TSGRGLRWwGk0KRJuD70pimbdiUIAho0VBFtbDyEBQllVMSOSklKYKk5IqAZooiP0Y21zmoFUFAj4ErpKqEMjJfSkgrmVAEMBSasWlP46J1PpofHEVQBEgK5GSZMj0A0CtulVXnqEBR1NO3m6dvNwAgpNInD0NP7F9XWlKEIqi5jYNXu95Wdo1iFkZR1JIlS+7evTtmzJjp06dLJJLly5cnJycvWLCg96CJz54927Nnj6+vb2Fh4ebNmyMjI5lM5u+//+7h4aFUN66O1q1b//3332FhYX/++WdoaKgBHQUAgoJsCZmfl69bLupPo3EiwEagqOLzB6FINhBFqcnPUp6VlhQhCKJrZO7o5sfiG+AIsFDgqvrFPH78ePXq1ebm5r6+vt7e3hMnTjxx4sSIESOYTKarq6vCqJfHu33vNVdOqRlbTk7Ozp07T506BQBv3rwxMTGZMGFCmkDabcAgZRs5SYWGhrLZ7AEDBlQ6PTw8fO/evc2aNQsICFAe7Ny5s7u7+/Xr11UatlwZyKmy3wMTBW0cEOqTthYJgCPAwQABYGIgbSyZY5XR1jF08uz89MYpj65DG+4qj68cbmbdXLVVAwAALQau0rBxtLUmzJ536/IFthanY4/eXD4/7OrlosJ8n46dZVLppdMnJs6eX7XyNQDgNJpzKzeFCbx0+kRWerqFjS0AsFhsqVRCZzBqNX4mixUTEY7heG5WVn5u9u2rl//eskNHT69xBgfVjW/EsFUHjiA4jrDLhSGRFMgpSk5RMpICCnAMKZWSYjkp1cC9gqGIcpdLTlEfpRaBTUNZNHquSFZKkMpuaCjCwlAAiLgSFDB6PouG4ShwaJiiUGSRlGDVJpap8n3R6T7+/Xz8+wEASRJxT+7funI8L/sDUJQWl9+8haeHb1cuv3YP+voiKCgoLy/vypUrs2bNGjdu3MaNG5lM5oYNG4YMGfLixYtjx46tXLnyl19+cXJyKigo+PPPP1etWiWRSAhCo4flzJkzFy9evH79eoW3jSCI7Tt2PI2Js7S1m/pj5VqO6pGRUPLx/0V5mZlvEzPfvhSkxoRfPmRmae/p10PrY+QOSYFADhxctZzBqlWrrl27Zm1tLZVK7927BwCJiYlFRUUODg4bN27cuHGjVKpihcPh8TPS3xirUoR69OjRokWLtmzZoni5ZcuWBQsWAACmmBMpx1xUKBAIBg8eXLUHb29vb28Vxdi0tbULCwtVfhoogORjkLdADiISAAGy3FIYARCSQAdoOBdIvdDM0qkoNzMp8pZTG3XSnXWDoqhHFw9YNvc0tVMn5MbAURoNlckquCMRBNFn01EM7Rnw6U/WqVefu9dDj+/dJSgp7tC9l0qrpoSQyfZv2ejp197Cxvb961cR9+8IhcLQs8GDx0yo1V30HRr4PPophuEubq1fvUwaP3MuR0cPAOhIo9YIrRXfuGGrCooAiiA0QJgfv0IsFkoBFEkJIUFKCajk1kIAcAxRuA216Vh1ksAIgAGLpi2nCqWETE4hCBiyyhZhpcXFFmZWldrz6PX2yaMo7tbW362tv+JlXk7Gk/tXg7aulEhEAKDF5Ts4e7h5dvxiTsv79+8XFxePGzdu9OjRbDb78ePHv/zyi6urq5WV1evXrydOnLhy5cp+/folJyfPmzfv4MGDI0eO1LDnyMjIf//9d8GCBa1bl4VWjx49OiMjo0Vrj1pZNYqiinI/ZL1/mfvhDSknAYCra8TQ1n+VWjxr4WodncrRB4q9pepwdXX19/e3sbFRhCPm5eXl5OQ4OTkBwJs3b+Li4oqKin7++edKZ/UbOuXiqV1T5v1VtUMfHx97e3s9Pb2MjIzly5c7Ozvb2NjIyMpl8xh0hr+/v+Z3DQAYhlEUdf78+a5du7LZFarj0hAovxMor5LJpHD5NtalWgUcPfwfXzmc8SbR2Lru6R9VoSjqwfn9ti29ja1rco0giC6bnlUkVh5g0TEei4aqEvXv0K2H5gNQ7L09j4mysLbtP3yURCy+fvGspjfwaXSIq3sbQUlxfHRUQkz0hNnzAYAggY0BRdXRsd/Y+L8zbCpBAPh0nE8HkZwslMgVcSgIAggFWnSUR9dUgYiJIc1YNKWTEwAe3b5k7+zWMKNWjZ6Bcc+BE3oOLJvE5WSlxzy+eXzfWnFpKQAgKGJsbmPv6Obs5lNd8MJn8uHDB2dn52nTpg0dOrRTp05CoVAR7K6joyMUCps3b/7vv/8CQHJyMpPJ3Lx58/Tp01UuL6qCYVhmZmZ4eLgiaCI4ODgzM3P27NmJr9+qP7G0KD83403uh7fC4gIMAQRBtfWMDS3s7N3aox+jP0IOH5gya66OVi3iDo4dOxYVFZWfn//mzZu///5bYdj09PT09PQAICcn5/fff//vv/+MjFQErVnYOOdnZ1bXs52d3a+//pqdnf3XX3+1atVKJCezRLJKWyCjxo9funTpzp21K8Xu4+NDkuS2bdumTp1aXlmGgTWmatmfjVfPUWGntmrrGHL4evXSISWXh4XsdPXpqWFGAY6hPBatSCQDAD0Og0nDPl8+gUanT563QFBSoiyQTZJyDaOBzh47hCJo/8BRipevXiQ+Crvl07HzlDk/kggCABSAhARDOshIEMpBTDX2pbl6vhu2CrAwlMX+3CyT8l/gh2HnZ/7872d2+DkYGJl26z+2W/+xipcEQbxIiHzx7MmjO5ekUglQFCCINk/HzMrO2q6FtUNLZRppnTE1NfX29razszM1NS0oKPDw8EhISLCysnr16pWjo2Olxv7+/ra2tseOHWvbtmb14ebNm9NotOLi4oULF7Zo0eLBgwcuLi4+Pj4WLdyUbcTC4sLs9MKc9IKcD3IZQVEkiiBaPD09Y0tnr64cbZ4BDaBKeWgMgJJJjWpj1fbu3RscHDxw4MCwsLBDhw5Vyh4jCGLRokU///yzSqumwNjC5nnUA5UqJEuXLiVJsl27drm5uQDAwlBLDkNEkMVSuVhOkRQFAHyDZq4tW54/f75//1rExSmyvG1tbYOCgry9vT08yjaKEAAUKksky6TS8Lu3RUKhm5e3vqGRTCZVxCw0fhAEaT9w6u0Tm/2HzaTRP3fMckJ2J3hHa/8AndoomHNYNARBikWyerFqClAMU1o1AIi4f8/VvebaPfdvXrOxd5TJZIqXRQUFD2/fHDNtphaGMFEoIsp+C9RHoUg6CkISCmX1M+avwnfD1oAQUikAMNmcGlt+MXAcd2np7dKywgopK+NdSmJMzJM7184dIgiiLPUdQbR5OoYmlkZGFqbWtiYmNrhmRZvmzZs3c+bM/fv3W1lZ2dnZjRo1KjAwcPny5d27d6fRaHJ55XXBP//807y5Ri4jJpN5//79SZMm5eflkDJhzofX7f3aRj8NE4rFr2PDEEAAQVha2jwDEwMze3u3DoqwbzoK8o/TT0WZaQD48ObVpYsXJsyahwAwUOCiJB3Iqg+f2NjY3bt3FxYWstns0aNHd+jwSbJh0qRJY8aM2bFjh3KtVp5Vq1ZNnTpV6TJVSf9hM4K2/ladvNbbt28pijI3L3uSIgBsHGXjqEAmL5GRMjklJalx02fPnTy+VoZNAYfDmTlzZlBQEJfLtbe3BwBMoexczti/SX5x93qof8/e2lxe5MP7+Tk5RYX5k+b8pLIOSyMEp9F9+024d2ZXp2GzP0ebUSoV3Tm9w7vXKG2dykFANaLFxJn0erNqVXn3KtmwmTFFUepvUFff8Oie7fqGzVzcWjNZ7Iunjg8dN5GFIHwc8vLykpKSnNr4UhVHyUZB0lgqVtWF74atAbkcsteznaYO9K+IkbGlkbGlH1QOrktPfZ3+9mXmh7eJzx8XFmQDAEWQFFAIgiqUXxhMFkebp6XN5/J0tTjaLLY2l6dna+MUFhZWVFTE4/EAwNXVNTo6uri4WL9i1OKsWWUVonV1dbOysgCgpChfJBSIRKUSkVAsKhWLhcLSEmFpiVwx00QQBEUoOYlKMkcNGXD8xGkDA4PR43+QaRsCTd2UnImADAGRHKDcc9vG2ODpw/uTZs/jYqCFAQBKEESlB8S1a9e2bNly8OBBDo+f/v5dUFBQecMGAHQ6fc4cFYU/7t+/X1BQUOMGGF9XTywSkiShUkHNxsbm/PnzBgYGeXl5y5YtW7t2LYfDAQAODePQMClJ5YqIUjnVvkPH2i7alIwdO3bjxo3z588Xi8VSqbSwVBZy/AiLrYVh6MBR465fODd53gJFkE73/gMBIO3tm/s3r9dZjfPLo8XTbeHT80noUa+eo+rWg1hYfO/sXr9+E9jV5HjUCNaQogq9Bw/bsHLZ7CW/GZmoK1/s3Mptzi+/lxQVMllsAKCA4rDZfDoEBQU9fPjQ1dX1+OHDXB6ve48ehh07KpMg+XjDWeQG57tha0AS4yIW/rH3a4+i7pia25iaq9tRKC7Mzc/NKizIExTllgoEmR/eiyUiFodjZumgsGoK6HS60qoVFeTq6hsBQHFhHrfi/sf7N0kiYSmdzqAzmDxdg2ZsDoulxeZwKyVBnwl9/Dwlx8y2VXJy8riJP6xcv8nExl7NIGkoaKEgI4GgQE6BkAQ2Cuv++UffwECUk2ls2kzRrE2bNlFRUUrXHABYWFi0aNHCyMiIIKkXL14oIh7VU1RUdPz48UePHh06dKjGxgDQwr3dnaunq1MhMTAweP369dKlS8eOHTt58mRfX9+pU6cymUwAoKOIiRZNJCd1dPjFxcWaXKsqCIJwudxjx46lpaXp6+u/ePN+yo8LFTP6o7u3d+rVt5JWjpGJ6eWQUz6dOjcVhyQAGFo4FOVmJkbcaO7VtebWFREU5IRfPtRx8A90plZDjO3zuXHx/K9rNyjMlXoMmxkbNjMGAAwBWxu7Db//UlpSbGtre+DAAUWDjIyM48ePB586hWEYSZIIggQGBirKFzfoLTQQ3w1bQ5GXk8HiqJDR+pbg8vXVJBUUFhZKJJLym0yvXsZZWDl+PLfyrr6Lm68mF83NzU1LS3N3d8cwbNq0aa2d7HNk1WphKGSjUQAdHAoIICgoIYBJg4kTJ65atWrzujUbNmxQtGzbtu2+ffuUhi0jIyMuLq6goCAvL09PT69Pnz6HDx9Wdrtnzx5bW9tOnTopjwgEgoEDB4rFYjabPW/ePFyzPPQe/cdsWDm9OsP27NmzP/74Y/PmzTwer0uXLhcuXJg2bZqDg8PSpUsVDVgYevXKlfXr12tyraoUFxfTaLT27dvr6uqy2ewsadleS9+hgWlv31RVFKTR6QNHjT2yc1v/wFF1KNn8tbB37xB5/UT6q3iV6vvVkZfxLjrsjP/QmTi9dlliXxIURTWxagCAANAwRJuGauHYqEH9PFs4slgspaMbAIyNjefPn698KZVKFyxYUFhYWVugqfAtP3a/LueOb+/St44OkG8DPp9fKXTicvBeiVhUXXsNodPpXC532LBhv/3224ABA3bv2B7/NLJqM1xRJg0pq5FGR4GLA4YAQUEBAXw+X19f38rK6pdfflE4ZBAEKe+H/Ouvv8RicXp6+j///AMAKIoqPIEAQBDEjRs37t69W/5yHA7nwIEDt2/fHjx48KNHj9TfQnFxcWxsLADgdDqKYkKB6iXXihUrtm3bplz79uvXb+fOnVwu988//1QcCQsL09fXrxS4rzlRUVHe3t5mZmaKHsrPzKvTyTUwahYwcmxMRHjdrvi1aNNt+Ku4h8X5WRq2T38Vn/AotPPwOY3ZqimoUSsXRRBtOmqqRTfVovPoZZVAHBwcylu1qtDp9E2bNuGqFOOaBN8NW0ORk5FaKUbjO/WCv7//uHHjXFxcnJycNm/efPr0aTdXFXlFTByM6GBA//QVZ6HAwQBHQEzCrbsPfHx8Fi1aNGrUqGvXri1ZsiQlJUX5jLhw4cKbN2+mTJmydu1ahXiHUChU9rx79+4xY8akpaVVuqKpqSmO48nJyeoz8woLCwMDA/fs2aN42b7boEvBKvzVWVlZFhYWSmuqZMqUKXQ6/Ycffpg4ceLJkyd/++03NddSz6tXr2xsyrmaNfM5YRimYTZ9o8Kv77jHV47IJMIaW6bE3H+b8Lj9oKmN3N1CkqRIWFpjXIwWjhowafTqMnDVot3ISg1rTqP+yzVdUl7E6jcz+9qj+DZJT0+3t7cXi8VLliwJCQlZv369rha7agCXsjx0eQ5s37L65/mSwtwTRw/17dsXAJo3b87hcCZMmHDkyBErKytFM4FAoEgPatWqlbe394MHDyZOnKiME4mPj+/fv79AIFA5vOXLl6vxDb5+/XrEiBEikWju3LLCb17te75Jfl61ZWRkpJ2dncpO5syZs2nTpu3bt2/YsIGuWahqVUQi0YcPH2QymYyEYqJy/oMaeDo6WR/Sgw/tv3jquFhUs51oJGA0evsBk8OCd5JV9YnLEXfvkri0xK/fxC82sDoT9/SJnoGBXO0kg44h+qymuur6HL4btgbh6pl9/YfXUPL4m0EoFP78888EQVQn11S/SKVSDocze/bsYcOGOTk5tWrVCkWgau1GxXZaJfr16/cyKemXebNX//mnYjHEZDL37Nnz6NGj5cuXd+nSRdFs+PDhXC733bt3UVFRS5Ys2bRp0969exViIgoOHTrUubNqxSYOh1NdzqxYLP75558XLFhgYWFR3mhxuPyM9DeVGmtra5eUlEAtEYvFV69eVe+eEgqFu3fvPnr06JBxk2hMVh4BJXKQkLUocDhuxpyBI8eaWVlH3L/XFMpGlcHkcFt3Gvj46mGV71IU9fjqUQ5Pt4Vfry88sDqQnfEh+vGj4sKiHf/+XV0bDEWMWLQmGfvx2Xw3bA2CsKTEwEhdAO63BJPJTExMDAwM7N69e1JSUkNfrlWrVj///HPXrl29vb2VPjGV32MxVWHRlpKS8ttvvx05ciQkJMTF5VMcAY7jdDq9vHsNRVF3d/e4uLi1a9fSaLQhQ4aUDwZBECQyMnLEiBHVjVCRRV71+JEjRwYOHGhoaGhsXEHerO+QSRdP7arUuF27dikpKdVdojoOHTrE5/O3bt0aHh5+6NChXbt27d27Nzw8vLyNjIiI8Pf3nzRpkm4zkzLt49qDYphLq9YyqXT/lo1FVcoXNFr0ja2MzB2ePwqtdFwuk4ad3m7t3Mampc9XGVityM/NPXlgj62D04jJP0xfuFRlGxQBHh2l/b9WcPx/XKU2NA9unbN3rp/yYI2fbdu2KTx1ycnJBw8erHMgg+aMHTt27Nixr1+/XrZsWVFR0YIFCwiC+OPfjaIqHqZKv+m3b9/q6upWMioKPD09z507pxQUJggiPDw8Ojp62LBhKmtPq999EYlERUVF3Cr7Ew8fPly/fj2TyUxLSyNJUtmJSnmt2m7wkCR55coVIyMjb29vZ2fn1NTUoUOHMplMuVyekJBw/vz5kpISf39/OQUPIyInz/LLkQIBda1tAQAANDq9S59+YpHwypnTCILIpDJCJus3fEStCqlgCKAAcqqy6EnDYePqHXU75H1SlLLstVhYfP/MHq9eo7i6TSPUk8Vm2TV3USiJVPc9oaEIv/4EaZsc/7933nA8Crs4a/GGrz2KL0R4eLijo2NQUNCaNWu+gFVTcvz4cXt7+4KCgujo6JMnT2qhUIp82iVCAegY6JTTfCAI4tChQ8qQjUqMGjVq3rx5SsOmiNpv0aKFSquGIIhEIqka1qFEUfCz6nGKohRZaK6urmvWrFmyZInyraryWsXFxTXaNoqiUlJSHjx4QBCEWCzu1q2bQrSMy+Uql6QYhrm6urq6ukql0ocPH6bnFxmYW8owWn0p3TJZ7IEjywTb8nNz79+4xtfTe5uSAgBGxiadeqn4AJXgCPBxYKAgBxDJQSwHBCkTLWxQ3DsNuheyS1vXUMfQrCAr9emt4A6NOFmtKiy2Vs+Awcf2VCsTigAwVQku///w3bDVM1KpGBqZjFaDkpOTU1JSIpPJTp069csvv3zJS9vb2w8f/qkuORMFobxs4s9EQafiV3vBggVz586tzhqx2WyJRLJu3TpFgRgOh7Nv3z41l1YfFjhgwIADBw5UVfTX0dF5+fKlg4NDVlbWwoULy79VVV4rKCioVy/Vmz0URd28eVMgEHz48MHJyWnYsGE1TikICuh0ur+/f44MDu1Vbd0/H119/dycbDMr68CJUwDgxsVzJ/bvoTPoASPGqAzeoyHAQAEAMAAOBhwMAICkIFdWuQBsveM3YOKt45tsW/mlvoztPGwW2gTj2u2cmj++G9a2g3/Vt5gYqsdsendUj/xfW/WG4HLIfq/2TWDzub5o0aKFiYlJSUnJF7Zqrq6ujx8/Ln+Eh4MBHVgo0FHgV5QzvHnzpr6+vo+Puu2ToKCg169fa3JpgUCgWHhVR6dOnWJjY8VicaXjvXv3Pn36dF5e3ocPHxQVD5TwdfUkYlH5gD17e/tK46EoKjEx8eDBg9u3bzcxMbGwsJgxY0bnzp1rtGoUBbkyyJJCjgzkJMhk0gsnj4Xfva3JzdaW0VNntGhdluTete+A4RMmywmiIC9XZWOVG0AoAno0wBp4bwjFcF1jq8dXjrQLmNwUrRoAeLbrkJyUUDV4B0cQvf/LSMjyfDds9cyLuIh2XQK+9ig+l4SEhOjo6PJHrl+//vPPP+fm5ubk5ACAUCgMDw8/ePAgAOjq6u7evfsLj7Bfv35Pnjx5+fJl+YM4Aro0MKBV3l07fPjw8uXLa+yTz+c/e/asxmbNmzdXpAqowc7O7tWrV9evX//vv/+UB7t06ZKRkfHrr79OmjSpqjSJS2u/O1dPKl927do1Pj5e+VIoFG7YsCEnJ2fo0KEzZsxwdnZ2d9d0HxdBgIkCQYGUBDlA74FDnVxblZaoTleod2RSma6+gcq3qluVYR/T6hsIkiQfXgri6hn1Gr/48eWDDXilBsbVvc3z6KeVDlLQ4NOCxs//u2GvXwrystja3Eae16menJycv//+WygUyuXyXbs+heodOXJk1KhRc+fOJQhCS0tLS0vL0NDQwcFh0qRJq1evNjP7Ckl7//3338qVK5lM5qpVq9Q0W7hw4eDBgzXRuFqxYsWcOXNcXV1nzJihvsMau8rIyHB0dDx+/PirV6/KH9+yZUv79u3LC2kq6dF/zIZVM5TyWjiO4zguEAg4HI5AINi1a9fkyZOrBqRoCA8DqRwUdUjycnMe3r7RsXvPunVVK0qKirRV3awCNY/fhovmEwtL7p/b29p/oJ6xJQCY2bs9Dj3h0Karjl79VG77krT08Dyxb3elyjVyiiqVkTiKSOSkDuP/9An/f3rbDcSZo1s796k2CryRQxBESEhISEjIjz/+WH6toABF0Q4dOlSSt1fAYDC+ZNiIEn19/U2bNp09e3by5MlGRkZsNruSOzQvL2/VqlVeXl7KqBD1KLbWJk6sh+RcHMezsrKEQmGlvSWpVNqsWTOViy2lvJayAGzfvn0PHTo0ffr0gwcPfo5VAwAEAS0cCuUAFDx9eH/cDBVFCRqCa+dDOvVSvbpFkLJNNQVSCiQkECTIKMARTbPFa0t+5vunt4LbB0xisrkAIJNKtfTMnh7bF/Xk6eRFf9Dqmu3+tUAQBMUwiUSskKWmoQgLQyVyslgmpyggKEpEUHw6xqY14al23fhu2OqTJi2j9c8//2RkZDRr1gwArl69euLECcXxyMjIzZs3V90xUvDXX385O6tQtPpiBAQEBAQEJCQkrFixYurUqevWrVMYgNOnT58/f37evHnqt9aqoqWltX///gkTJnzOqBYuXLhmzRoMwypZIw6Hc+7cuerO6tht0MXTu4eN/0nxsl+/fuPGjbt//37r1q0/x6opYKEgkIOEIITC0s/sSj0lRUUXTh4jKRIBxN3btzo/pILbt2/n5OS0b98e0TOmPgb9N1DkyKu4h1nvXnj3mXBwxw4ujy+RiHk6OjhOG/vjH/fO7d6/cXXA2B8UEvhNCEFx0dvkZMcWrgCAIsDAERmJSElSkZ4olpPZYopPof9vof//X3fboDR1GS0Oh2NlZTVz5sxRo0ZNnz5deTw4OHjmzJmtWrWq1F4oFM6dO7d3796BgarF6b8kzs7OZmZmJSUl8+bN09bWFolEfn5+R44cqdEDGR8ff+TIkdWrVyuPbN68eeLEiUOHDlUT0F8jpqamEolEJBKxWCzNz2rTrsetcttsAODg4HDhwoU1a9bUeSRKKAAK4Nzxw30GD/v83pQgVbbKQs8F9w8cWWM2W+rbt8dDL3Xwaevh4RF67VpuqXjw8JE0DJVStdBA0RCKoh5cCEp+maJtaJMUtG/EpB+0tLXLbxn0GDX/xtENd66eHzr+h3q+dgPTzNTMxNxC8X+ZHPJERKVcCZKiiiVyFBAuvSlXDq0l3w1bvXElZF/g+AVfexR1Z9iwYaNHjxYIBLq6uu3bt1cel0gkVeX13rx58/vvvy9ZsqSqwfta/Pvvv7U9JTY2duHChb6+lcvljB8/fsaMGdu2bfsc20ZRlPp0N5WwtbTTU18ry+D9/PPPkydPrvMYKoAARYFcTqovSqkhGACGAhMBCkBQUZaTr6dfXFio3rAlxEanJCYMnzjFVIsOAP0HD4lLeRu0Z6cOi27h6OLiWXe3R3ZmRn5OjpWdnbKey93QiwkPL3Cb2QfOWMJiq05WQ1HUf8j0vX/OlRMTMbxplAhXIJNJGR9jdMlqwnEICgqkBAD8/9i2/zvfa8MhEpQYGKurBNHIWbJkCYZhVlZWu3btUuYXz5kzJysrq1J0Rnx8/KpVq7Zu3dp4rFodWLx48dGjR1euXJmRkVHprQ4dOgQEBGzcuPFz+pdKpTwer1YrNgDoP3zq5eBPIaY4juvq6laKQKkbGACKAIahEsknr3LdqkjSEDCkgwENtHHg4qCFVejHu4P/43thx/fuevUiUeXppFz+5MG9/oGjMJyu8JiVEGBiYTVyyvTBYyY8uXuLkknrMiwAkiQV0synDx24cfFcRlpqavLztzE32/WfNHL6guqsmoLCgkLT5j4Pzu+v26W/FvbNW0Q+ug8AyYkJl06fuHT6xPkTR1/Gl8lqP74XpviPnIQCCZEvaXplGerG9xVb/fAo7IKdc+uvPYo6MnfuXIFA0KlTp5YtW7Zq1aq4uBjHcTabffz4cUdHx8mTJ1dascXFxXG5XL0mGEWmJCMjo6ioSGG6FMGfUVFRmzdv3r17t8J7OWLEiHHjximqjNahf4FAIJVKraysFNkRmlNVXmvhwoU//fSTcmB1RlGLtV3XHrevXOoZUBZNUzenH4pUiFrk4SCTgeRjVxxt7sCRY0mSPLBlo7W9Y3mPX3bGh7DQK4RM1mvQUACQAwjloI0DF4M8CkgKnkZGOjk6ajHpQvmn/sViEYPBrLE+CwCcP3Gkc+++Vrb2bl7eWR/SH1w5UZz7wcDW26llzb/Nx/fuaPEMXr+Iyd+zNmDyIg0/iq+Ocyu3KyGnDu/cauvUvGP3XhiOIQjy7Gnkga3/+fp3CT4UxGCy3DzbAoCcgmKpnKLg/yF3+/uKrX54cOt874GfFW7wFZHJZGKxuKSkpFWrVgcPHhw9erQi3v327dtjx46FKnp0IpGIx+MRBHHp0qWwsLCvMubPZMeOHYpbAwAjI6OEhISjR4+yWKzyxmPlypXlVa9qxf379+3t7UmSVAj61Qpjc+vnUQ8+vTQ29vDw0CTHQD0iEkgAfUOj0hLVdU01p+pTQwevnHmGomivQUN3b1hbflZ04+L5waPHjZwyTRmjIaYAAOgfS+U1b+UmlUqfP7qv7O3tq+Sju3cc2Prfvk3rszMrr63LE/nwvpmltZWtPQDICVlyxFU3T5/xP6/rM2Q4TqvZu9hnyHAn15ZSYBiZWabEPqixfeOh16Cho3+Y6dOxM4fLZbG1mCy2Z7sO42bMyc78wNZiH9qxhfj4JSQpKJGRhdJvf9327ZvuLwAhlSII2nRltGbOnKmtrW1hYbF58+aHDx8eO3ZMUSReIpEcOHBg6tSpldqfOXPG3t5+ypQp7u7uAoHg0KFDFEUparXI5XKCIPbs2VPnOmFfAJIk37x5o4y5z8/PNzExWbduXaVmlpaWffv2XbVq1bJly2p7iby8PBcXl6tXr9I0eKRWov/w6UHbVpSX1zIxMTl58uTjx4/btm1b294UFBAgkgMFgKJoqUCQn5urq69ft65AVZIZhgAXg0J52bpQgbGZeZc+/e/fvN6hWw/FEUNj4/y8XAOjZso2BAUkAAqgjYEWCkKcPjxwxNGjR4qkMrGcSnv7FsOxCbPmyaRSsUgUciTIv2dvhemqRHFhYUpiQuCkqQBQUpD9+PJhz+6BPAOTWtwUippaWGpzeT49hz+8FMTXN9E3VV1GvEmAIEi7Lt1d3Dz2bVp//sSRQaPHK46TFFUkIRGQ877p/bbvhq0euBiyt237Hl97FHVnyZIlLi4uf/31l0wmMzExKS0tJUkyNTWVTqdXtWoAsGbNGmNjYx0dHZW9Xb169b///vv8FUZDcO/evVu3br18+XLYsE+RgSRJ8vl8le2HDh2amZk5f/78DRtqp2otk8nodDqXy61DuTK+roFYWEqSBIqW/TwtLCx0dXVDQkL4fL6Dg4PCKSeRSK5du5aSktKvX7/qSpIqkXyMK8jNznr9MunCyaO9Bg2tW2g7ggBTlVOQhYGMqhxI4ujsnBAdeTn4ZPf+A3EarSAvj8WqkPKIAUhJYKIAAAI5SCkQAHQZMurAtk1t/Dr4jCsrekdnMOgMxtjps0PPBudmZbXxbQcA2ZkZd0KvyAlCUFLczNTM2a01AKTEPsh8k9Rp2CyMVpeplZGJ6eGdW+VyojDnlP/gqWxtfh06aTzo6On9tOLPp48eXAk51XPgEMU3h6QoedOpolc3vhu2euBFXET/P/Z+7VHUHYIgdHV1AeDHH38MDw//888/aTTazp07MzIyXr16ZWtrW6m9+sQ1KyurW7duNeBw60RERMT27dv19PRIkpwxY0abNp/EGuRyuZoTZ8+effLkyWnTps2bN698rVH1lJSU2NnZrVu3Tn295upo4d7uztXTShWShIQEDMNevHjx6tWrR48eyWQyDMMoiurevXvPnj2vX79+7do19WopGAJyCsQiYcjhIO+OnbMzPlQyMJqDAzCrmetzcUAQkJFAUCCjAAFgITBt/Nj7UbHb//nToJmpi1trDpcLH0WzMAD+R/0zCqBU/ql4zVhVKeQK9+a+TettHZvr6OldCTk1fOIUJrMsPIeSy59cO87RMWgXMKlutwYAnXv3BQCJRLxn/Zqi3X8Nm72qbgayUeHh4/fqReLR3TtGTpmGIAiHhup+64ok3/jtfQGauowWQRBGRkbK+H5vb+8LFy7Ex8d7eHiEh4efO3fuxx9/rFWHf//9986d1RbU+Fps2rRJERvC5/MPHDhQ3rBVV/BaybBhw9q0afP777/XKImZnp6+fv16oVAoFAp//PHHOn8rKslrxcXFdejQwdTUND8/f/z48ZUa9+7dW30tAlAsjCSS0HMhXfr0s3VsXrdRKaharLw82hgAVlZ6BgFgoHD16tW8vLxFPy+hMxi0j5IidBQqlXamKECq5sSpYtiEyfdvXs/6kN6itYfSqhXlfIi4dtyrlu7H6mAwmIGTp188eejB+f0dBjexzDaV2Do2l8vJ0LPBPu07pH94p+Pt/ZmxSI2cb/nevgxNWkYLAHr37j1x4kRv77LMoVu3bonFYnd393PnzrVo0UKlhpYaLly44Ofn9/kyGfVLWFiYk5MTm81+8eLFypUrIyMjy7+rSbhdcHCwlla1weLFxcVLliyhKEpXV1ehUPyZA8bpdBRBlfJaz58/nzt3rpmZ2ezZs0ePHl21PYIgcrlcjYVmonDmykUHZ9fPtGoAoMn6BYEy72JISAhFUaNGjVK+xVDVngKQaZyXzdHmKqM6FSQ+uVmQ+b7z8Nn1mIKmZ2BoamWvZ8CLvHGyTdf6TGn/Wjg4u0gl4vB7dwo/pG7ZvNnX11dLS8vS0tLa2trGxqbpTs1V8t2wfS5NWkYLAK5du1b+JYfDIQhi6dKlBw4ciIuLK7+y0YSbN2+uXLmyXgdYD9y8eXPgwIFJSUmvXr1atGhRpcAWHR2dkJAQJyen6OjoESNGqPyFczgcS0vL6voPCwtDUbS8ZvTn077boEvBe4eOm//s2bPS0tI9e/bk5+c7ODiobGxvbx8fn+Ds6ooiqgOdxSTIpHVMDqtEKQksAE0CD1JSUjgcTvfu3SsdJykgAUgAGQmkQiISgKpTEW2ZRPjo4iFzx1a+/eo/Jtm7g/+l0yfdWtqlRN+za92+5hMaPS1ae7Ro7YEjMBUl79wOw2i0l69Srl+/XlBQgCAIRVHNmjUbMGBAVlbWo0eP+vTp81kV1r8q3w3bZ5HyIrpJy2hVxcvLy8vLiyCIixcv/vnnn7U6VygUSqXSSpXGGgMTJkxYtmwZj8fj8XhVvXa///77pk2bnj59qqWl9e+//1YNe4mKijp27JiHh4fKzs+fP3/79u160wf5iFf7njcuHv3xxx9zcnJ2795No9G4XG51n62nj+9vv69gXb5Cp9G1OBxrewcv33baNJSOllUwuXHjmr6RUfOW9ZBQT1CQLwV9ujptfgVRzxNd2niVykGrohnMkwFBlUl8fQ6ZbxPjH13z6TOWzVUdx/SZcLS5pSXFti39Im8c13qjb2z9uYvdRgJBQZEcdevQGQBa+7bXL1f9Likp6cyZM3p6egiCuLq6Nlm79t2wfR5XQg40aRmtSly+fFlXV5ckyUWLFo0dO9bOzk4gEBw/flzDp/bGjRsbg25kVVatWsVmswUCgaGhYdV3URSdN28eAERHR4eGhlZ6VyAQxMTEmJmZVVeD7cKFCwcOHGgIT87b1PRh44e379hVTRuBQHA7LCzpzfsW7m06du+F4ThFUS/jn584dGDI2IlFeXlXzwbL5YSZta1f5871NTAZBYUy4OE1FJfJycnhGxgJ5MDCPq0jSQrkdVqclYeiqNi752UScefA2QjSUD60q2dOu7R2x2m0tj1Hh53aqq1jyOE3YVEClRAU5MlAn172B3JyclLkbt6/fz8pKenrju1z+G7YPoumLqNViZ07dw4YMCA0NJTBYHTo0CEpKWnu3Ll+fn41nwkQGxubm5vbrVu3hh5kHaDT6Zs2bRIIBKWlqoXt9+zZ8+LFi6ysrPXr15c/LhaLp0yZ0qdPHz6fv379elNTU2vryrlNDAajgfYnjG1aP7oVnF9YWlJSUmlrTSgUPnjwICUlRUtLy9+/k2ePvvKPtgJBEMcWri/jnx3buxNFsf4jRqmXktIQ5KPgCEUBioCUghwZsFDQxqtduqEoQsrlBIaVEMD7+KQRfrZVK8zNiAw95uY/sOHyzCQSccihIDcvb8UaF0GQ9gFTbp/a2mnoTJyucpewCSOjIFcKHAzo6Kcse29vb0UZ4SbKd8NWd5q0jJZKzp07l56efvnyZX9//1mzZjk6Ourr6y9evFiTczdv3rx9+/aGHmGdIQiCw+FUJ0kcExMzY8YMCwuL8gJaGRkZq1evnjJlip+fX05OTseOHZcvX/7rr79W2uhCECQhIaEhavfYOrS8Ebzl+sMUZfnv0tLSBw8evH79msVi+fn5KaYRJAXZVeRNug0YeGj7lsnzFmgSGqMeHAEaUvbgUyKUQwEBJXKQUpQ+TfUlLE1NsjLSjc0slOkUQhIEss/ybz1/cKWkMLtTvcaJVOJlQvyjsJv9h48qX3oUpzN8+46/e2Znp2GzP/8j/VqgoHpWIaOggAAEAQwAEGAigMgIAqMRVLXCyo2cbyoS5gvz8NaFpiujVR3Pnz9nMpmTJk2ytLQcPnx4ixYt1GuIiMXimzdvzp49u3fv3p+jhd+g6Ovrv337Vk0DBEEsLCzKaw3PmTNn+vTpdnZ2iYmJADB69Ohbt27t3bu30pIOAP7888/PLCsTGhp6/fp1aZXgjvDwcAmJ9unWzsXF5fz58zt37gwJCbGzs5s2bdq4ceM+JWUjKp49TCarS59+ty5f/JyBKaAo0MErWDUAYGNl8fpSCimpkgdYIocsKeXUxvtK8ClBSbFii40CKCFAXc6gWkqL8m8e38Q3NPXpM65BBfgj7t8ZN2NO1YLaWjzdFj49I0KPNdylGxQMAX16ZeWz8lAUEBQQJAjkcP9pjK1LKwqaavjId8NWR6RSMQVU05XRqo7U1FQGg7FmzZqJEyceOHBAoa1VHUePHu3Zs+dff/01cuTIESMab86Ds7NzeHi4mgYIgrx582bOnDlCoVBxpKioaNiwYdevX1ckZbPZ7JcvX0ZFRVU18yKRqG4FxEmSXLNmzZgxYxISEnbs2NGuXbtKeiixsbFFEu3s989u3Ljh6en5ww8/jBkzxsbGplI/Mkr1w8fGwUkiFiUnJtRhbBXGCSBUNc9XmDqKAqEcZBUbiORQLChFGazhk6aePXKQhQIAiOUgr+tTMinyVtTtkPaDppjZt6xjFxpDr97ZaGjhoGNomvjkZkOPoSHAEMAQYKI1R/0AQFZGhr6RUYOPqcH47oqsI5dD9nt36PW1R1H/TJ48efLkyQRBZGVloShKp9N/+umnOXPmqAx279ixY58+faRS6ezZs/39/b/4YDVl+PDhkydPVpkBBgABAQEeHh4tW7ZEUZTNZm/bti0yMtLPz2/AgAGpqamKhIcZM2bo6emJRCIAIAgCx/GXL1/++++/FEUxGAyFtzY6Onrp0qXm5ubTpk1TClFWR3h4+KZNmwICAhRxK0OHDl2wYIEyU4IgiAkTJkil0l/+/vv+5b2DBw9UymtVRSivNgOs9+Bhp4L20eg0lfqKGkIBlMhVpFQrJ8UEBflEhVVd9ONHz+LiEATBaXhpqSCfABYKkmoMsHqEJYWPrxy2buHdPqCe405VQlFUpbyIvJxsXX0DpfvRwb3jk2sn0l/Fm9q6fIHx1CNSErJlQGn2V/D06/D47u0GH1OD8d2w1ZGmLqOlhsLCwpEjR3I4HC8vr8GDB7u7u69YsWLp0qXlBQkVD3dTU9N//vknOTm5ulD4RgKO4wxGtdNwGo2mSG4LCwsrLCzU1dVls9njxo0DAIXVEYvFFEWdPn0aAMLDw2fPno1hGJ1OX7dunX45KWEWi2Vvb7906dLFixcfOHBAzXhWrlxZWFi4fft25scSkQYGBjNnzlyxYkW/fv2ysrJu3bqVnZ3do0cPLy+v/PSE+9fPdOgxVGVXFIBU7YNq8JjxR3Zt4/L4uvp1T8OQU5AnBQ4OHAzkVJnYcXm94/fv36ejiIWZORPkF4JP0rT5Iyb/gCIgLCxA6Qw5BYI6uSCTntzISX3t138CnVkP8S+acOn0Cb/OXZQvH98L+5D6vjA/v2fAYGOzsjAxz+7D757ZzdU10NZREWTbmJFrHLejo6dXXJCPaiZf0Aj5btjqQlOX0aqOly9fHjt2LDExsaioyN7e/vXr1yRJpqWlyeXyXbt2rV27VtEsJydnzJgxtra2crm8TZs2U6dOLSwsFAqFdfPIfV0OHDgwYMCA06dP37hxQyaT4Th+7NixFy9eXLt2TZlZzGQyfX19p0+fvn37dmUcR1WcnJysra2XLl3q6emp5opr1qzh8Xg///xzpeNeXl62trZXrlyxtLQ8cODA/fv3FQPo2mfkljVzqzNsxQQQap9WKIoGTpx6aMeWMdNm0T6j5IIcoIQAMQkEVdmjSJJk6LkQPQPDZxxOdnp6px69zC2tCAAcwNZQJ0cG0trHQQoK8yJCj9i29G0/SIUMd8NRUlRkZVcWHPT+9av3r18PCByV9u5NfEyU0rABgF+/8WGntnUYNIXGaHrfeU14+uiBnqERimjkt2yEfDdsdeHcsW3d+4/52qOof+bNm+fh4ZGamjpy5MinT58yGAwXF5eJEyeuXr2axWKRJKmw5QYGBkeOHDl16tTz588jIiLS0tKsrKymTZvm6ur6008/NSF7LxaL79y5w+PxHBwc9u/fDwC7d+8+ePDg3Llzly1bVl4yQ19fX5Opq/otyby8vGXLlhkaGioWglXR09NT+kuVV8fpdAzFlPJaldCkshaNTu87bMTlkJMDAlU7YzWEBJBUNFFygkhOTMjLyWrftbudk/PblJd2Ts2NLa2Ij+2LCCBJCmrzeKQo6vmDy8X5me0GTqHTa1d//PMxt7ZOehbn5Nry9pVLt65caOPbjs5gPLh1Y/QPM8s3w3CaT5+x987u6TRsVsMl0jU0L54/Ky4sIOQEnc4oyM/DUMzHvxNFUVdCTukbGXfpO+DBldNfe4x15LthqwtZH947utROa6rxI5VKdXV109LSHB0dZ86cOXHixNevX48cObJ58+ZsNnvFihXlG+vp6U2bNq38kfHjx4eEhMyaNWvbtm1fduAa4enpOX369EmTJpUXCVPkAMjlcqU0/pQpU6ZOnTp27NiCgoI//vijsLBw5syZOI6fPXv289N6FLWwaywxUxUf//5XzuwfPGZu1bc0fKYaNjPGMDw3O0vfsH4iAsRi0emD+3GcZmFj8+T+vWkLFwOAcq2jgKCgVA5UbaxaQXba05unndt2d23Xp17GWVv8Ondb//uvTDbrTfILr3Yd+w4NfPc6xdLWvuq0hs3VadW+3+OrR7x7NdI5rlgsunvtqoePn55BBZcpRVFJz+KeRUViGNq6rQ+LrSUWCqzs7Aip9OLJYxiGde7dn6+rizXZ5Rp8N2x1IOVF7Dcmo6WATqevXLnyjz/+WLBgwevXrzkcjkQiuXfvnpubW3FxsVQqrbF26KBBg96/fx8UFKTYoGpUTJ48edCgQRs2bDhx4sQ///yjOMjhcCiKsrKyunTpUp8+ZU9SDMOOHz++ZcuW+Ph4Gxub33//fe3atXQ6vWvXrjQarao0iYZkZGSw2ew6WDUAaOPX/f6NEJVvyTSOx+jat/+l0ycGj6ljgopMKlV4MsUiYXRE+JuXL3sGDFaYSV//LtWdpXm0CCWXxz24KBaWdhoy4ytWikEQZMLs+edPHLG0te/Spx9FUbevXBo1ZbrKxnom1sX5Wc/uX/paZlgNImHpsT07+wwZfun0ibHTZysOknL55dMnCKEgNy8vcPxEPT19Oo7REKCjZX8p96mTSCgLc2VXn3rf+Plu2GrNlZB934yM1pEjR7p27Wr0Ma7XxsZGIaW4bNkyAwMDPp/frl27p0+fjh49eteuXbNmzaqxw3nz5s2YMcPOzk5DvZIvia6u7qpVq6ZMmaKIfFEcxHF8/PjxixYtioyM7N69O0mSIpFo7969gYGBiluQyWQEQaSmprJYrEouxNTUVHNzTXVn1q5dO3bs2DoPnq3NzUh/Y1xRa4OiQPNybyRJEkStQzgEJcVJz+IS42IwDGdpsSUiMZ1Bv3s9dGNQfaZzpSXHvYi87d55kI7R19fxIQhZQV7umB9mAkD43dtt2/ur2Zu0buEddTskLTnuC+Qh1Aghk0U+up+SmEBnMEmSHDZhMkeb69SiZdjVy2KxqDAvjyBkffr2bWFjefLkSX0mrqeqsB4KwME0U7luxHw3bLVGWFLcdGW0MjIyIiMjs7Kybt68yefz8/Pzz5079++//1Z6QL97946iqBUrVmzbtu3nn3++cOGChYWFhpfYtGnTtGnTGqFhU8DlcqOiory8vACguLg4MzPz1KlTLVu27N69+7Vr1+RyubGxMUVRimh7a2trU1PThQsX8vn8Y8eOlS9hFRsbu3TpUn19/enTpyuL/qgkIiJiy5Yt7u7urVrVXYO4Z8DEKyH7Js5eVf6gmNRUnookyeP7dg8dO7HmlnJ5XFTk65dJUokUKIrD5Tq5thw1dQaKovm5uXQGnaPN7VGxasznIBYUR1w7rm9q1WVEZUfryQN7+bq6bXzb65YLPW1oHobdzExPm7V4GYbjAJCRlqrF0VZ/inunQXdDdnF0DPj6dalIXo9cPH3czsm50nagZ7sOCbHR5haW+np6TBS0cACAgoKC9PR0BoMhk8kiIyMzMjI6d+5sZvbtOKK+G7ba8eDWOQeXRh3arobc3NyZM2d27NjRxMSkY8eOJ0+ePHfu3Pz588eOHdu8eXOCIAiCaNOmzYwZM8aMGSMWi1u1arVz587c3NynT59W2lFTA47jbDZbLBYrY9kbDwcOHMjJyWGxykIScBxv27btxYsXTUxM0tLSYmJinJycSkpKjIyMiouL9+zZ8+zZs3fv3iUmJq5du7ZSYcZHjx6NHz/e2dl569at1Rk2giB++eUXkUi0efPmz/w0LGycCvOylS8V8RhijfWOblw8171fgDaPp6ZNSVHRvRuhBXl5rdv69B82EqdVVvdQGpgan/WaQFFUQvi17NRk795jWJzKAyPlcn1Do6LC/Ij7d/Kys03MLXz8OzHrWvVbQ+6EXqEx6INGlTnS5QTB19FLiIlu6aEuzBUA2g2YePP4pvYDpzDZ9fDJ1AGxWHTu2JH83Gwbh8pF3nEU8WvjzkIrKFaPGTMmIiLi2bNnTCbTw8OjQ4cOO3bsmDtXxSZuE+W7Yasdj8Iuzlq84WuPoo4sW7Zs9erVChnfRYsW0Wi05cuXp6Sk/PTTT97e3lwulyCIZcuWhYeHl9cyXr58edVKLuqxt7cPDw9vhCnbJ0+etLOz27hx47Bhw0xMTBwdHd3d3SMiIng83siRIxctWvTs2bOLFy8qyqvOmjULx3GhUNi+fXul3odAIHj06BGTyRSLxSKRiMfjvXr16u7du1UrsoaHh2/cuHHChAn19TmYmNnEPb3f0qNdngxkJGBohUwy9RTk5ZlZVSsZLJNKz584gtNo7bv2VLk8wgCQj8Wv64XMt4nPHl519evl4tOj/PHIh/dTEhMwHMdwTFfPoEvv/lw+HwBeJsSf2L9n3Iw59TYClaP6kD58wqc08EunT7Tyatu5t+qqDuVBMbxdwOR7Z/d0HT4HqakgOwqAVvwwMaTumiwKLgef7DFgEF9Xt9JxDEAHB0aVECM2m13pa8nj8cq76Js638htfBmkUjECSBOV0YqOjs7JyVGK0/fv39/CwuKHH36gKEoZFYLjeEBAwM2bN5VLkNTUVARBqqtvWR0+Pj63b99uhIatuLg4OjpaR0fH2dk5IyMjKCjI09Pzv//+O3ny5PHjx//77z9zc/PevXsrGru7u+vo6LDZ7PJRM/Pnz7ezs8Mw7MmTJ8XFxZcuXfLy8lIKcSkgSXLFihX5+fk7d+6sx2Vrn+FTD21b2dKjHQkgr02yLahNs331IvHOtasBgaN0Db5EurFIUBR57QTf0LTriLlVA+UJQiaXy0mSxHBWfl7O1bPBJEkCRdEZdDX1wesFsuJ25ZvkF2Kx2NJG02AflhbXo/Pgh5cO+PWfpKYZAqBLAwSBAlmZbVPUhq2zhCYAyKRSQkZUtWoIAFeVVSsPRVFRUVFxcXGKJM7PGEXj4tu5ky/AldP72nbo+bVHURd++uknmUy2e/du5REDAwMjIyNaFXdT27Ztd+7cqZi7CQSCCRMm/Pfff7W9nLu7e9V6no2BAQEB9+7dt7Wzu3DhwowZMxQ7bQAwa9as6dMrRL5dvnx59erVnp6eGzZ8WqDfvXtXmYWmWN0mJycXFRUdOnQoJCRk3rx5zs7OhYWFs2bNCggI6NevX/0OXltbRyoWkSSBfPzZVifWXhUcx07s34MgiKt7G2W5UUFJ8dljhy1tbMfPnKs++1AO9SCGS8nlMffOC4vzPXuOqM5l592hk3eHTp97pTpxcv+edl3KHBVygji8c9ucX34Xi4RJz59xeTzDZiYcroo8wvLoNrMwd/SIu3epZftqgyRRABoKKIAODvkykANQFFCfF30YExHeuq1P1eMYAuyaJgPXrl2j0Whjxoz5lqwafDdstSIxPmJRYGN8XtdI9+7dg4KCFi9erKOj069fv0OHDnXu3Hnw4AohAAKBQCHPP378+N9///2PP/6g0+kWFhbFxcWxsbGtWrV69+6dkZERnU4/cuTI7du3S0pK8vPz//nnn6q6iCiKUtXJF35Vxs2c6+rXydrOdtfav27evNmlS1mculAoTElJGTVqFJ/Pd3BwGDdu3KNHjzw8PKZMmaI8lyTJbdu2KUvz4Dj+119/KWq8ffjwYc6cOZs3b87Pz8dxfNmyZVXLttULjq28b18726rLEABAAbg4COU1SGopGDR6vOI/x/ftNre25mhzAeDJ/Xvd+g4wMjGt2v7znWOVeBMf8TrukVvH/nomDVVErRI3Lp5Lf/9u+MQpTGbNWd4JsTG2jk5Kby2G43N/XXH76sWS4mL3tr75ubkvnj+LCn84d9kKxUdXHRaObiV5me8SIy2bq85zVazPAICOgi4NSuR1kWUBgPzc3OTE52KhqGOPXknP4yoFjAAAggCrmrlKdnb2xYsXXVxc4uPjeTxepefAt0FTzZn/8hTkZXG0eU1IVqM8PXr02LVrl5eXl0AgSE5OtrS0HDBgQPl7OXny5MyZM//44w8AOHDgQH5+PkmSdDqdx+OtWbPm0KFDU6ZMWbdu3fjx48eMGYMgyIIFC7hc7oULF6pT+zUwMEhI+Fxd+fqFICkRQTq4tKAxWCOnzjh3/rzyLTabHRoaumLFirlz51paWi5cuNDb27u4uFhZZW358uUTJkwYNWpUJdkwDodjZGTUunVrc3PzjIyMkpISDoejqEFc78gpaNFt9NPHNxXyHzgCWhjwcMA+zvdxBPCavp4tPTxTPur952ZnVpevrY1XljyuM/mZ72+d2CSXSbuMmPvFrBoA+HXuKiwVHNuzM+3d2xobx8c89fBtV/4Il88fEDh69NQZzq3c2vi2KyooGDBitHqrpsDFt2fqi9j8rFSV75aP4KCjoEcDI4ZGywuZVEpRlFQiiXx4//DOrRH37xgZm+TlZh/fu6tFa4+qrmYmAtwq/RYXF+/atevOnTsDBw6k0WjDhg37Jq0afF+xac6Zo1u79WukEgNKYmNj165dy2QyURRFEGT06NFt2rRhs9nXr18/cOBA165ddXV1+/Tpw63iVAkNDW3ZsqWuri4AdOvWTVFIZcaMGf/888/du3c7d+5cqf2kSZP+++8/NeKQgwcPPnLkyJ9//lnv91hncsSEYhUS8+RxYmzMohV/UgASEsQkYAA4gpqYmWMIWFpa9urVKykpSXl3q1evtrOzW7p0qZrO//nnH8UCLicnp6CgICUlpW652GpAEaDTcATFxaXFWtpcPRoAAB0FIzqISCBI0MZAQkK+2lDJ5i1bndi3283LWyQslRNyrBoHlJAALgYF8lrEp1RFVFocd/c8itE6Dpr25XOuGQwmW4szZtqsnf/+PX2hur/dndArhfn5auasr14kvk5+EThJU9VKv37jb57c3G7ARCa78g9NsTxTfPFoCGAIEBQQiDpPb1FBwYVTxxgMhlgkYmtpuXp4jZwyXTFaM0trqVTC1lKx669yWnL69GmFvjkA6OjoaHg7TZHvhk1TcjJSG7+MVmZmZklJiWJ/iyCIadOmbd26lcVi5eTkTJo0qU+fPg8fPoyMjFQaqhs3bojF4r59+y5ZsuTGjRsTJkwAgBEjRnTs2LGoqAgAcByvatUyMjIYDIb6sqKtWrU6fPjwH3/8oRDOb5C7rQ35EkL8US1Y38AQxbDjRw6PmzKtfDEzDAE+DkwUAGDz5s02NjYzZswwNzd//fr1Tz/9pL5/U1PTLVu2AMC2bdsmT57cm1X8KAABAABJREFUELeMADBRcO844MGFfT1GzEPLHWejZc4XJgZ0srKiY4VOEEQgKNmzcR1fV7drvwHVNZNRUELWYg+vEoRMGhN2RiIude88hKVV8yqn3slIS71y5nSfwcPCrl726Vj5C1yeu9dDdfT1p8xXF/cb+fBBl979KIrSUOoewbAOA6fcCd7ZuUqlb5IC8mOhH/TjLml1Xt9SQcmT+/devUgc9cMMlQ5VnEarmpWhQPYxJ6Q8FEXVWA2YBCggAAPgN2Xj0CQda1+elBexBsaNPXsxODj44MGDbDY7LCwMAHAc37Nnz8GDB3fu3Ll06dKOHTsCgK+vb1xc3Lt37wCgsLDw3bt3eXl5paWlirrMin5IkuTxeJWSWi5cuEAQZYq7CodbjeNRbL9NmDDh7Nmz9XmftURCUh9KZcXST08PMyvr4RMm4zS6tGJtKjkFhQSISACAlStXtmrVatWqVV5eXkoJLk3w8fF59OhRvY0eQEZBthTyZUAC8HBo7ds143WSmuerDl6DaoR7Wx+RUDh4zAQ1upEUgFTj7O8KJ1Lk80eh98/tsWvdwa/fxK9i1R7evrH3v38ZDOada1e1uVw3L3Xp82lv39SYpubq7sFgMmtVwIXO1PLsMeL+2cqVreQUFBEgI4GiQE6BrEqpBCWCkuIT+3Y7ubacOOdHTbYJKyEjobRKqGVeXt6JEyeCg4OFQuG+ffv27t27b98+mUymbEACFMpALAehHPI1EdhurDRlo/wFuXJ6b+DE2uVyfXn8/f0vXLjw/v37qk6G8sq/M2bMOHbsGEEQhYWFw4YNk8vle/funTVrlsK5UVRU9Mcff1hYWCi3lwBgw4YNd+7codPpPXr0AAAHB4eMjAyl2L8aunTp0qVLl5kzZ1pYWNRYe7PeoQAKxEQJQcpVO9QoUi5HKwaRyykoJoBBBz09va5duwJAu3btVJ1bLa1bt968ebOfn199hZkVykBGgYwCmRR0aKCDA1ubm/vhjWE1eWkYAhwciolqnVvu3r5MFutR2E3fTl3VX7q2fsiU2Afvk6Kcvbu1qJid9iU5vm+3RCxy9/btPXiY+pb5uTmXTp9o296/xj6bt3Q7FbRPvYGsCl/f2MbVOybsrJt/QPnjMqpywfGqkCQZcjgocNJUlW5GAEAAcKQsH6460yiSA6fct/vOnTvOzs7Ozs5//PFHQUHBkCFD+Hz+4cOHBQIBn89HEISgIF9W1hsFIJIDUafasI2B7ys2jRCJShu/jJaent6+fft69uz566+/njx5srpmdDp93Lhx48ePnzlzprm5uZWVFZPJfPLkydmzZxMSElavXj1ixIjyiQFhYWGvX782Nzcvr7gzbNiwdevWaTiwf//9d+3atQKBoM63VlsIisoSydIE0iKpXKVVE4tF7bp03/zXqjW/LEqIja54LhTIqp5RC9q3bx8VFfVZXZQD+/gbVQxMRkKXgIn3zqmLzuVgwMbUKdg2b+n2/vXrJ/fv1tcgU1/E3Dz2H06jdx4+u5llZfGLL8b+LRvtmzuTJNlz4BD1LQmZ7Oyxw4ETpzq4tKixWwRB6lZv09zRDWewUmIfVLh0TdaiuLDw4PbN/j16V7VqGAIcDHRx0KWBIR30aWBEA365AKLyyKhPIZckSUZHRytim7t06TJ58mQeny+joLhU9PuqVbHJr7OkkC2FEqHw0b2w/NwcxVkUQOMMb66R7yu2mrl346yjc9OQ0UpMTIyJiQkMDFRmGVcHhmHKjNfAwMCXL1+eOHFCJpP17t3bx6dCTszevXtJkvT29nZxcVEe7Nev39WrV2fPnl1cXLx//371Szcmk7lo0aIffvjBs3nlHNKGgKQgUyiTVh+uLpVIdq9f28zUzKW1u62D46mD+6USSfn5uISEIgJ4df1x6OrqJiUl1fHkKpR/sCj2ZmysnS7nZ1d/BgAAHwc5BeJqVgYIgoycPDXpaURI0N7B4yZ9zqMr821iwuMbpnaunQPnfPVqyxxtbWMz86cP79foS3ge/dTXv4vmlVfl8jqmULv69Hh0cZ+OXjM9M1vFEYpSnY4tlUjycrLfv3mVnJgQOHGKSv0wOlL5a4kgoIWBmFSxbqMAigjQowGKwOHDh/v3729ubq5QhZVSUCQDGQVeXXuWEuTt22Fy4gYFFFtLy9W9zcVTx5UFAZoo3w1bzUTcvTxz6cavPYqaCQ4ODgkJycvLGz58eK38YFwu18nJSV9ff9euXVXf3bt3b1pamlJTSsnmzZvT09NXrlypSQqEi4tLhw4d4sPPaT6qukFBDVYNAPJyslu39WnXpayS5/xlKzf9uSL9/bseAwYptuIpAKEcWCjQ6+TRePLkifoi2ppDVSlMI6egiARTc5vnMQ9auKlTmtbBIVdWbV0bGgKdfLya8bUPbfuvfc8+mktsKMlOS0l4FGpgZtdp2MxGUmxz8JgJQds26RoY1NgyOTFeqQmpCUbGJqeC9g0dV7OKdCUQgL4B488f2ezZZyxLW4eiABCgKi7aSLk8LPRKZnqamZW1qYVFu/b+gJQ1kH9siQDQ0GoDOtgoSFRFw0opyJLIzx8JcnVurvwJl8qhRA5yCrIzM1KSEuSEDEUQNkdLYbxtHZsnxj69cWJr1+GVc+OaEN8NWw1IpWIAYDKbQAH4mzdvzpo1q25bWRwOh6ymAgqdTq9q1QAARdGoqCjNLeizZ8+sLC3rMDbNkVNUlogQVxSbiokIfxH/XPH/ovy8wWMnvHqRmJmepmxAo9PnL1/1Mv55eQtNAojJOhq2nJwczYshqAcBMKRDiRzE8k/qghgFfYdPPbRtpXrDhiLAxqCoSggAhgCGgC4NAKB58+YsLc750Ou1Mmy5aa+fPbqqb2zZYdAPKNaIniEoigpLBVa29jW2VJPqoJKOPXrt27Rew8YIAjRFegYCWjiggPYfNuXCiR0Bo2bjOI2kQA4gkENq+oeHYTcJqUwul7fr6N+7b18AoCOghZWlu5EUiEkQkyAHYCLAqb5AGgMDlFC9EDx5KMivczczc/NsGeAAJICUBApALBbtXPe3u7dvK8+2zi3dcBotJyvz3o3Q969evo26PmrB32KRUCqRaP4RNSoa0ZeycXLl9D6vDjW49RoJY8eOXbFiRZs2bX788Uc1GWbVUQc/0qVLlzZv3qxh4yFDhgQHra3tJWpFtvCTVXt8N8zawVEiEmWmpw0bP0lxd1KJZPPqlXqGhgW5ueVPRFHUybVyPS31mr9yABQA+fj0YZXb09LS0rp69Wr37t3rJZ0fBeBhoI2CkCxzLfJwoNF1xCIhSRIoqu4nzMagVF75RnAE9MuFiBsbGYpLSzPT05qZ1hz3m52WkhB+TdfIsuOgqY3KpCmp0WJlZ2bER0cxWLXT8DxzJKjGaBQlFAXatLK8EQUMJrvbgLFXQ/b1HfaDQnwkKyXp9rVrUyZPVvNTVUxNapTFEsmhWK46hPX1yyS+nr6xmblcEYRZ7i0mkzVm2kyZjBCLhMf27rSwtn31InHExCkH/p7Ps3C/d+MWSZHVTXYbP43xq9moaEIyWt7e3lu3bj169Ogvv/zy+++/89TWKKmKkZHRs2fPXF1dNT9FT08vODi4RvGCU6dOlZaWMhgMsVicn5/P4fJrNTANKZHJJSRJUVRGWqqJuQWNTtfR1bsccrJHwGClzaYzGJa2tn6du6W9fVNdPzQUcABCrWGjAPKkZZ4fxZZJCQlMBLQxQBEYM2ZMYmLili1bevTo4ejoWC93hyLAwSoEubVo7XPvxtmO3dVFSaBQlgJcHhkJBAX4RzvMYDBmzJixfffukZM/VSZCkcohkZlvE5Oe3NI3sekwsJGaNAV0Bl0oKFHTICMt9e2rZA13196mvCwuKiopKuTr6puY12IVXtUXzuPrt2zT4e71YBd3/xMnTtja2s7+GIpcFalUiuN4jRMjEqBIBlJK9XeVJMm710PVlESwsisTN3d1b5P65rWHt8/9c7vHL1mvTNKIvndN/QAaLY33C6qeR2EXrOxbVCooXO/k5WRosblNSEbLxsbm119/3bt3759//llcXGxqarps2TINz6UoisFg1Opy6enp6vU4FKAoGh8fHx0dbalH/Pfff/9uqLWqsnoIgoiJiTl59ryxhaWJuWVcZIQ2jw8AMRHhBEEISwTl04CGjJ0IAMZmqmNcFcnOCvuhZrJKUJVj2wgSBABiEpgocDFo3ry5k5PTunXralvxR3M69xq55e856g0bAGhhQJBlTioUAYoCFKm8GcOhY9p0mjYGJAAFwECAhkL+R/n51JexydF3jSwdOgye3vh/Cxwur7ioSE0DqVjM0eYW5ufV2NXLhPjgQ/vtmzu39PCya+5cY3uSJF+9SBKLhHQ6HRULeWwGn8/X1dVVTjEtbJrn52Yd3LNpxryl5X9rkZGRe/fuZTKZIpGIyWRKJBIEQeRyuaWlpZrflxwgV6pu+nX26MGufQdo6IlpZmpyJ3hHuwGTlFZNThDFRYVNMiay6Ro2G8eWJ/avk0mkA0bOsHOse2Fi9Zw7vr17wNgG6rzh6N27940bN7S1tcvHMdZIdna2lZVV1eMkSf79998MBqOq+gaO45pIbAwePHjw4MEFBQVL5wxXJIfVIxcuXFi3bp2bm5t9c+fM7GxdfYPu/QeaWliiGCaTSoMPHTi2d+fMxb+WPwVBAKEAUaXzy0Q+rYrUPcKr+bkTFAjkICaBiwELQ3SrVBKpR3A6HcVoQkExm6MuCZqFAkWDYgI4GLBQkFGAIRV0ICUSyYEDB9p6eVWSFtRGqafRD98mRlk4uDWe8JAa4fFrUIpKeh5HZzCVJQ6qQpLkkwd3E2JjvDt06tijV0bqe0VKgFgkZDBZSjtx93poRlqqsZm5fXNnbS7vyYN76e/fNm/ppqWlJSwqTHuZUFpaKhQKCwoKxGKx4iwOh6Orq5uanLB44VwJgSoVD0xMTDZt2qQQPcjKytLT01NsXYeEhEyYMOGXX35RKc+mLHyTl5OtxeEUFxUxmaziokIzS6vrF86+e53i69/VpJoJXCVkEuGd0zv8BkwqX/E1LPQym8X+ynGudQVpcmkKSxbOAYC//tkEAIX5ecf3rSnKz+naf7SHd5d6v9aapRN+Xr2/3rttaAIDA9euXWtkVK2uhErmz5+/du3aqpIiqampivKkJSUlS5YsiYyMZLPZly5dys/Pf/Lkya+//qrUyK+RbWt/ehKfvXnrdj09vVqNrTqWL19uZWU1bty4n3/+WYvDmTj/Z6LK/nqlYDYMAR4OOACCQB4BRLl1GQZgyNAotbNABkK1uw8oQrFQ5O3zmKioqPHjxzfQQifq4Y03r+IHj6m58HFVdSUlN27cMDc3L+8yJQhZ1KMbGWmvLVv4GDq4N60HBEmSatLObl2++CL+2aBRYw2NTVS2oSjq4PbNPv5d+Do6iXGxr5NfOLq0eJuSgtNobC2tooICQ2NjO6fmL+KfMxhM/569P6S+f/UiSVgqaNHaw8LKioWjegwcR1VfPT8//927dxRFJT693mfwBL5uzQXwCgsLFy1aZGtrqyiWVHaPAPmyMuG0pGdx8TFPSZLU0dMHgOKiwpKionZdugmKi18mPKcoIEmye7+AqpGiijBLoEAqFd0+vcu3/3imFjf1zRttvg6GY+9fv468F/Yq4alXG8/Z8xq7NkVVmuqKTQFfV2/agrVisTA4aOO1s4fcvTv1CKhFCK96moSMVlXevXtHp9Nra9UAwNraOioqqmolaD09vfz8fC8vr/Pnz6emptrZ2ZEk2bFjx82bNw8ZMmTr1q0+Pj4axqqgCLJgwYKVK1fWocZbVfLy8sRi8bhx4549ewYASxYvzpNVMFQKtHm8kqIibR6PhoAWRjFRRJnNqo1C4ccgaQyAjWkqWFBjpRiSQoRyMHdxEwgEMTExDaS64u7b9e7105q0VDPvTk5OVi6jRULB47uXBMWFrb27eLXvBQAFMpBQ9VOP7ctQdQ5BUdSrF4nFhYV3Qq+UFBdxtLmHdmyZufhXFlur6umxTx7bO7s4OLsQMllGWmprL28mi11eoiUzPe3dqxR3b1/DZsYMDHGytXF3tFMYMhRBGCozpT+iq6urWMS7tnA5fXDj4DFz6YwaYlj4fP6uXbsOHjw4adKk7t27Dx8+HAByZZ+0S969TunUs6/KDIdWnm0BQCwWndy/p9egoQZGzT59SgDaOHAwkEhEl87sGjhkPEuLF/f8eUJ0tEhGZGRktOvSfdasWYtmTkC/dm5i3Wjahk0Bk8ke9cNSkiSvnQv6a8k4UwvbYeN+/Pw611dC9o2cvKheRvjFOHz4cGho6Jo1awDg0qVLffpUW/CwKgoXf9XjbDZ7+PDhmzdv3rp1q5PTJ1EJRR73zJm1S3axsrIqKVG3t685CxYsQFFUIBD8+OOPih+8ykUUKZcr3BI0FLQqPnfYGEgpEJFAQ4CPf4qnqBEdHAqJalPEFFAAGIC3t/e2bdsaTk5Mi8vLSn9jVNfN5szMTMUcKDc7/cm9qyiOe3fozdP59JTUoQEFIKWgUFZDmOiXIetDuoFRM7Q21bQpijq8c9vAUWNtnZqnJCb0HDgk6VnMP8uWtO/W3b9Hn/LrtvPHj/B19fw6dwUAnEYj5ETLNl6VLGUzUzNF+CgNRYzZ9GrWZjVAozN6DZ54/sSOwWPmarIHNnbs2NGjR//999///PPPwoULGWiZYROLhHnZ2cJSgZrUPSaTNWz8pKtngwNGVChOUiqHV0nPr53aaWjpdubsBQ6HExUV9dNPP/F4PJICIQWcpuF7Vs23YNgUoCjac+CEngMnxDwO27R6LpPNHjx6rqlF3UuHiEoFegYqajA2WsaPH5+YmMhmsxcvXiwSidLS0i5cuLBjxw4NT3/z5k23bt2qHk9PTz916tQ///xT3qrVGYlEIhaLP78fAOBwOObm5gMGDOjateuz+MQiQvWTV1BSwuXzoaKEhxI+DjgJWqi6NU1V6Cjo06CAUJ0VqwAB0MIAR3FNBKPrTM9Bk66E7Bs/e1XdTr9z546DtfG5Y9v0DI079xnBUJWviQAwENDBIY/4rCo29cKz6KdPH96fMm+hJlnYRQUFIUeCtLlc++Yu71KSM9PTMtPT9vy3rlUbL30joyM7t187f7aVh1fvwcO4fH5+bg5Oo3Xo3lNxbkpSgqL8U3Wd0zCkblZNAV/HoG37XjcuHunWb7Qm7VEUXbp06dSpU9PT001MTaVyiHgcnhAb0yNgkJ5BDS5NJoudmZ4mFgkVaiYIABODq5cvpkRcGTj+JxtT45s3bqSmprLZ7KtXryrKerDZ7JYtW5aWltb9Dr8q345hU+LW1t+trX9WxrvgQ5tKCvPbdQ3w61xteY7qaEIyWgpIknRxcSEIws3NTSKR6OnpOTg4tG3bVsPTU1JSxGJxVdMlFAonT56sr6+/Z88eLpe7alUdH6BKlixZsmDBgrNnz4aGhtJoNB0dHS8vr169etVhF6q0tBTHcVtb28mTJ+87enzZ4kULV/5VdS5fbkaseqepbjNTFAE9GuQTICFVP+5xBGgoAICkIbNczS0d8vNqkNdSiVQijgq/8SL6pqvjhP6B02qMDaGjwMWgqHptZQ2RSaWaC1lVpWuf/iZm5n//smjJX+t0Pu7UFubn81XF6chkUhRFxSIRk8UqLi4aMXlaXm52fHRUr0FDSblcMkOcnBB/6uC+5KQEQibV0TOYtuBnxQifPLxXUlQ0eMyE8r3RUYSGISggcqAYKMKl12LVqBJza8fcnA9PHlzz9Ouu4SmBgYHBwcFz5syJvndLIJaNnDKt5nMAAGDY+Mkn9u+xtnPo0LkrTsOTo8Nfhl8cs2gdg8UpRSArN3fKlCm0chVwxGJxZGQkja66Jk7j5xs0bAqMjC1nLPqXkErPHt/+1+Lxpla2Q8bOZ2vsnwy/c3H2ko0NOcB6QyqV3rlzp3Xr1rGxsXv3Vi6ToSG7d+9WWfeZJMk2bdrMmDHDyMho0qRJnzdSEEskxcXFAoHg7NmzO3fuLCgoyMrKCgsLGzly5LJly2oVwwkAGIbNnDkzPT19wYIF/+7av2/3rkpWLTYyIulZnM6nQJX63y3QxaGIgFJ55cc9vVz9Yg6Hk5iY2Lx583q/ugITM5u4p/dbemhahSAnKy3y4TUgKQdXbyf3rs5uPjWfAwCKdG+yZmV6BQ9v30h9+5YiSTqT0czENP39e2s7+4S4GCaLLZVKbOwd4p4+6RkwWJlKpTnOrVoPGz/p0I4tc35ZDgAZaan//fH73zsqfPMVpSdiIsK1ebyAEWOU0yZtHk+hS4KiKE6juXl5v3/9SigUYhjWyrPt65cvo8IfsLW0jM0tegwYpOwNQYCNowZM2ucs0VTS2qvTjYtH3iQ/t7avWYsZAKytrUNDQ9++ffssJnrC3J9EGgtY6uobjJsx5/3rlDW/LbG0MCWL305Z8i9F1wIAKQXuHbseOR0ydsRw5eyGyWS2a9fuyIGddbipxsA3a9gU4HT6kLFzASDmyd3tf/+I4GiPgPEuLWsoPyEWCxEE+fxdui9ARkbGrFmz/Pz8goKCPkcmoKCgQKGOWgkOh/P5qzQlTAZj1apVBw8f/fvvvwFAR0dHR0fHyclp9OjR8+fPnz9/fuvWrTXsiiAIxVLsypUrurq6MopEUXT5vJmBk6Y2dy2L5E5JjO87dLgiRgCBmhUc6gYPBxZapntEQ4CkgADQwUC5UBw9evSuXbsazrD1Gjz58M5VNRo2Ui5/Fn3/XUq8vpFZ516BDCb7zp07bm5uFEAxATIKdGk1xM6I5Cpic1Ry6/JFnEYbPmGy4rrJiQktWrd5+uiBj38X++bOwlLBy/jnP/y0+OD2zSbmlvRaZk8CQBvfdrcuXzi+d5dcLs/PzW7Vxqv8uy/jn4eFXubydRycXXT1DeIiI9RUnOkfOEr5/xP794z+ofKeMYoAB8f0WQ31qOzSZ2TI4c18XUMdvZqDJM3NzZOTkxMSEqZOnVqHEhQWNnbTfvrpybXj/pPWoHSGMt3FyNRcSkLM61QbC3MWBnSkAeaAX5Zv3LApcfPs4ObZobg4/8yhLReObbeydw0InFad6QoNOeDdodcXHmHdoNFopqamz58/RxBk//46ZiZs2bLFz0+d6qCCenG4Gxsbr1y5stJBDofz77///vbbb9u3b9ewH2XZuefPn//655qgnTtauLdBUfR5VKTSsHXtG3D1zOmsjA/TFy7FUITRYJvhdLVyyQiCODs7b9q0qV+/ftbW9S8pwNPRk0nEauS18nMzIx9ek0rELVr79Q+cAQAkBTISXr561crbL0dalmyeKwUuXkEIqhLi6jcUyxNx745UKuncu6/iJYphji1cAaBTr7JQJrYWR2Fp2nXpFhcZ0cavveY3S8hkqxbO7di9t6WtvWML19gnj9v4tW/j88moPwy7mZmWOvXHsrCvkMMHeg8ZrmHnZBUJfwRAC0cbzqoBAIIgA0ZMDzm0acDIGQxGDQVFcRzX19dv2623FDSdZJSnIDst6lZIpyEzMBq9UhInhuMCgaBUDkIScApYGGg1ZePQlANfag+Xqztu5m+L/wqyc3Dd/Ne8f5f/EPM4rGqzxPgI384BX3pwdUJRIRBBkMDAwFqdKBAICgoKACA6OjoyMnLq1Knq24vFYlo1RejrBS6XW6sVZ0xMjMJIMFjsffv2+nTqIpVKYp48Lh/6xdPRGTxmgom5hUwqxb7qJLR9+/YzZ848e/ZsA6WNOrt537txttJBQiaNCr95/vi2+JiH7boM7Dt0qpWdCwAQFGRJIYeAYom8FHDZRwkVGQWFBIjVeLdq+gRfxj8P2raJw+X1DKhBZU2BtZ3Dq5cvNGmpRCwWmZhb5OdmJ8ZFnw7aKywVtG3vr9y0uxx8ks3WGjR6vOKlsFRAEHINy0/nZGXq6OuXP4KjiC4TN2A1+D4TjtN6D5l08eQuiqrhJxAdHW1qYSElQUzWOkg1N+Nt7J1znYbOwGiV9zivng1uZmpm69gcACgKZADFcsiWNuFCo03ZKH8Gbdr1aNOuh6C48NyxbVfP7jcwtggYMUPPwBgACvKyONq8xi8dpGDOnDldu3ZVhPUTBFGj1v79+/dPnDhBEERxcXFhYaG1tTVBEExmzYKwv//++/jx4+tlzNWhFGLQhNu3byvUqjw93MMePtr737+knFy46u9KgQlisaggL4/OYHz1LzqGYQ4ODh8+fDA1rf9Q2859Rm/5a7ZSXivtXfKzyLskRbq6t3P/KFwgloOQBCYKbAz0aAAI0EmZPg2kJEgVxbIp4GDArN5hS0dARTpIOULPBds3r8VGKYphxmbmp4L2yeVyBEF6BgzmVSn+Xp6YiPBnUZHDJ0wVCUsdXFy1OJz9mzecCtpLkRRLi11aInD1aOPqXlYsniTJ4/t2D6kYAKKGrA/p+oafsj8xFDFi0dTnpdUjHG2+b6d+184dUp+JGxISMiBwdB22HDLfJb2MutdxyHSVUUIyqTQzPS3bzFzfqJny0aeomNPkFDwUfPXf+9eEw+WP+mEpACTHRx3e+adEJHRp7ZeR/q5bvzE1nttIGDJkyL59+y5evPjy5ctmzZoFBQVVsm15eXksFovNZr958+by5cvR0dF79+5VpH/x+XxNLhEZGanYIqqau12P3L9/X6VuUFWkJCUVlpaUlCgSsIYMGTJkyJACAgQysup05MjObUPGTkQAOI3gm66trS0UChuiZxzHURTPznifGPe4qDDX1Nyua/8xtI8T82KibAuQpICggIWVOU4d7GyjI8K9vavdfyIpKB8uwUShpIo4spJbly9a2zm269I96Xlc0LZNvQYOMTQ2qXHkHbr1UPynpKjoxqVzA0dWq2CXEBud+SF9zLRZAKDN5d4JvUKj0wgZ8fjenb5DApWeTyVxT594tevA1exLfvVssFQs7h5QFjCCIMCjo1/MqikwNrPJzf7w+N6Vtu2r3QdJS0sztrSS1NKyvUt6mvEmocPAKdU16DdsRNq7t3FPnxQV5A/WeCrQmGkEP/dGgL2L+1wXd5Ik71w9+SwyrLggqyg/16t9z689rprp3LkzAPz555/29vaOjo55eXmVNEe2bt0aFRXVsWPH+Pj40aNHz5kzR2H5arRqQqHwxIkTYWFh5ubmixcvboh1Rnnu3bs3YIC6rIwcESEjSZICgqK2/vnnnDkVNMt1cKAoVFTlB4/TaBiGVVJH/MLk5eWVlJRYWVmVlpbu3LnTwsKic+fOLVpoFAWnCVKJ+NnTeyyW1rE9a8bPXsHjV/CnKYqmKv2LMgqEckqRqN6jR48tW7a0bdu2uhzhfAJICvTooFjF4Qhg1Ri2h2E3eTo6CuvSxredm2fbc8cPW9k5ePjUvHcLACiALp/HZrEjH95v46s6CubBrRtT5pdpO2E47uTa8t3rlIlzf3JwVr1GTIiJHjH5hxovjSMQeu6MiZl5y3IRKAwU5dO/wrPR1b3d7SsnXiZEOTiryOgPDw/X09Mr//EjGgjCpMTcL8rP8u5Vw2TdzNLKzNIq/O7tY3t2GhqbdOnTr5Zjb1x8N2yfQFHU3NaxlZd/4KRFl07tvn3lBFub27XvqOauXjWf/PWgKKpPnz6xsbGxsbGDBn2KUX716tX169eTkpI2bNiQnp6+ePFizfv8448/3rx50759+x07dnwBryxBEImJib/++mt1DQokhEBWttv99NEDB1e3qrkBfBxkMiAokEok925c0zMwSElK0NU34HC5agIivgC//fabr6/v06dPMzIyrKysZsyYceDAgfDwcMXmqJOTU3Fx8atXr3x9fVUGhZaWlmppqRB/IuXypOdPXr+Mw3Gaq0f7KT/+vXHFtEpWTQENBYqEzMyMgtxcuZxwdXLQ4pZ16OrqevTo0QEDBqjMItfCoJiAYgJ0lM+Jap6jdDqjfCYZTqMNHjMh9FxITES4mojETyAAAL0HDbl55XLI4QMSsYTN0RoQWCFzWZtboQyTm5e3mp6FpQItbY4moh4ysej+9St79h/IFskkcgoAcBTRY361B2OnXsPPHtumo2doYFRZz2/79u2bt2wpKPcnUKyn1ZSLf/7gCoKiHp012vIEAO8Onbw7dEqIjTlz9GClz79p8d2wVeBy8L4RExax2Zyh4+YDQF5O+sWTe88f267N1+sZMM7GoRa1yr4YXbp08fDwGDJkiI2NzerVq3V1dUtKSuRyOZ/Pb9euXXBwMADUVjQkOjr66NGjDTPeypw6derixYuzZs2qboNQIJOXyD6tExKfxY6eOkMgr1CcDOCT0+zA1v96Dxqa+SG93/CRDAaTiQL3633NhUKhqalpu3btkpKSOBzOmDFjUBSdOLFMlFkulz958sTS0rJVq1Y3btxQGLaVK1caGxvL5XIHB4e3b9++ffu2fBwpSZIpSdHJ8U8RFHVs4dlnyGTlrokWl5eR/qZSLSdCJntw5Ur6hwydZibNTM1AThzbu8vW1pbD4VAUlZaWlp2d/ezZM4VAWiVYKDDoFRLX0GrWCO9fp1jbV85I6zFg0MPbNw7v2ubr39nGQd03kKTK5ND8e5YV9X14+0ZKUoKd06diMbWS0YqJCG/t5fP6ZVLSszhdAwMmk/XkwT2eji6Xx+s5sEKhn/S01BYtWtBQxIhNE0jlNBRl4gj2VQUS+w2beurA+oCRM5msTxMaqVRKp9NRGp0sF+avxqQBQMydc2wOz8HDv7YDcG7lxuZoHdiykfpeaPTbQCwUGhh/SufSMzAdN/M3AEhPfX0lZO+pA+u5uvrd+o1uuEI5dYPP59+4cQMApFJpQUFBHRSQK8Hj8YqKing83u3bt2NiYgIDA42NjetjpCpITk4eM2ZM+/aqY74LpUShhCQ/7mCnp77DcRoACBU6WKqeP3xdPQzHFR4tBgp6X088ISsr68iRIzNnzuTxeJaWllUbYBim2OLatm2br6+v4mC/fv1ev349ePDgly9f2tvbb9iwQSwW5+XlJcZFiEqyJWKxk6tnr0GTqj7oew6aFFpFXuvatWs2Njb9+/dXHvFv65Gbm6sI1UlOTlZfMQ4FKJ8mgVZRbxGLRacP7m/p4alS2Mm3U1cf/y43L/2PvfMOa2LpwvjZTSFACISO9CIIgoIgIoqigiCIil2wgxQbdr32Xj+7gqCiqNi7olixVxQbRWlKEekQQggpu98fqzGXGpqg199zn/uYze7sBMicnZlz3vfyh7jX/QcNISSdJMGud9/j+0NePX3i4NSfcPik0WgiUah6SU5MKGOxSCRSz379S4uL2GVlk6bPIlMoCW/jYq5HiQoPAIBbySNmq2QEUWj9HCMAABKJ7DHS/9LJkBET5ojWS3bs2OHu7s4R1qwMVwUcx59eO6Ld3lLbuP6RisutuHDsiINTfy29n49EeobtR0zwWep3u7EfopVpE7/INkIdMlqa2ga+QesAIDszLfp8+PkjO2XojL4DRkmu2vBraJyuf3UWL148e/ZsMplsYGDQu3fvJUuWmJubz5kzp8aTw8LCPDw8Ghr5uFzu3LlzcRyXlZWtw/imnP8zql0/f+bSqUglZVUDYxPbnr3y+CBLrkEQa/i4iYf37pw0YzaKIC1UlF0vlZWVN2/ezM3NnTFjBk6i5POASalLZHny5MmPHj0KCQnx8fH5+vUr8cM0NjYW8HmDXHtvWD4DADqY25SWY6pq2jdjnplb2YuuFQqFBQUFampqInktFot18eJFFoslLS1NpVKraGGjKKqqqgoAfD5fWlqiVPif1/77UeJLWsqdq5eHjZtURzYjgiBOAwfnZGVeO3eaTKa4DRtJlqBuJCUpsadT/4e3bpB+xG8Mx0gSO3e7Dx9VmJdH1M+J54+YdbZ6+/LF944BUFB49+yxbRdLCZv9ZcjKyTu6jLh2/uDA4VMAAMOw9+/fBwUFFUmQOCzk8x5cCLOwd1PWMpDkXqfC9ysqq1R/SJSTl5dvSUPBFuVvYPvJs3tXZizdXfc5mtoGPkFrASA/N/vmxYirZw9QKFSbHi49+g6srTz2d8TIyCgyMlL08suXL8eOHUtMTBw6dOiAAT9TtrKzs1etWlVYWOjr69vQW6AoyufzJ02a5OjoWNs5OIDwx1rIq6ePWaUl3Xv3Tf/0Men9W9uevWgooJVcTIoKP8xK5MlQKgCMTLLtbp/y/k0nKyuZ1thdEwqFERERzs7OHh4eQHgOIPVUjNJoNCcnJ0tLy507d2ppafVx7BX75Oa3rHQShWLS0WblplDxLO2EhIRdu3YNGDCgffv2AHD27Nnc3FxLS8tevXpp6hi+fnr33tM3vr6+DEZdBqQAQCaTG1RiAQAMElT+qKB6/zo2/dPHidNnSbILq6GlPXTsxK+ZGZdOHqvkVtr36VtdTEvA5+fnfmOXlb14eJ9EIqlqtPMY6SXauuNV8iSJiATKqmriufvi6BoafvmU1NG0Aw0FKRTevno5b9bMGs9sXdTa6Road3p052LPfkNCQ0OJr0m90zV+JefBhQNd+49iKEr0gHvrykX7Pk7PH8Ro6epVf1dC9+02yJ8zFjcRLpeDksi0mtTNa0RFTZMoFeCwWbejjm9dEQAAhiYWfd3GKig2j4tm22HChAkTJkzAMGzatGk0Gq1Pnz5JSUmbN28mk8nfvn07duxYQxNMUlNTr169Wl5erqOjU8dpFQJMpMKY+jFJQ0vHqIPpwZ1bH96+oatnkPUpHsdxDoeTl5e3d+9eFEVpKJAowBYAHREyZaUUW+mvOzg4uGPHjiKRERRARbIBGRNUdO2kW84qeXrvilnn7jb2NWvjmpmZdejQYefOnebm5r179y4rK5s5c+ajR4/Wr18/fPiQc4e3uI2aVW9Ug0YNWygC8mQoEUBWZmZywgdRKbSEtNPWGTZuEo7jpw4dQFBU1+BfBR6XTh4rKigoZ7Nn/LOMVNOGa7OMswbGJrfPn7HraMzhcBYtW+bm5tb0NlsI007d7t88Ny/In8Mnbd++XYjX45RUVlLw7GpET88p0rL1//YJHt+9paKmLiVZDftvxN/A9p3r58LtejfmT1yGzhg0KgBGAYZhLx5HHw1Zxa0op8sze/Qd1Mm6BQu/fj0oiu7du3f+/Pnnzp1DUXTjxo3z5s07fvx4I2xZ9uzZk5eXd+TIERkZGS6XW15eXt1Tu5QnKOVhOA68ysrrF85yOZzXTx+fPrRfVaMdgyH/6f3r2TNnMhgMHo+XmZm5d+9eFRUVBoPh5ubGpEBSUtKkSa1TjhMeHt6lSxdJJMoI+LzKlKS4zykJmFCgqqFjY9+fLqdQ71VnzpxRVVUVCoV79uwh9s969uxpYmKycuVKOlaspVV/ARkAJCYmGhoaStjPkpKSs2fP4jjetWtXXbNOd69dHTmxkaLYCIKMnOhz6eSx4oIC8cxGTnn5uIBp7LKyGqNas4AA6Gpp87mcWbNmkcnkiRMn2tq20ZxnNpt9+vTp27dv21poDfPyA4BSQV3ZIgXZ6e8eXe0zaga5mrBIHdj3cZJnMjnlbKFAgJJIv+8UrQp/A9t3PsW/8vSe3pQWUBS1c3Czc3ADgJzs9HvRp6MvRCAAeu3NHV1Hqqj9TtZuVUhLS7tx40ZeXh6NRnN2du7fvz+GYT4+PqtWrWqc2dj27dtPnz4dFBRETPVycnI2btxoZmYmfk4pDxNg+KunjxPextn27H3z8nkVdXXzTp2kSQgJgWHDvmcwS0lJGRkZTZkyhcfjJSUl7du3z87OrrS0tLCwUEUCy67mAsOw+/fvp6ena2lpSRLVvmamfvwQW84upVCoRqZWLoMnSJ71l5qaSqfTiZ0zV9ef1ZYqKip79+69cSni3fO7fdzqF0gUCoVkMpkQwq/tnLKysqSkpFevXgkEgsmTJ1MolNevX588GNrFxqYp7jMoinp6jY8MCxF38tTQ0k5OTBBJh4hzL/paJ+uujb4dAQIgTUbVZCjNqOvdEiQkJGzevFlKSqp379779+9HUfTSib39h0zgU2qdh2Ukvc5Iiuszclq99kPixD5+SKFQ9dubUCjU85FHytllE6cFNccnaH3+BjYAgML8bBk5SSfvkqChqT/GZyEAYBj26tmdMxHbylklZArVrHN3B6chMvTmvNcvYPny5WPGjLG2tuZwOHFxcefPnxcKhV5eXk2R9B05cuTIkSOJfy9btqyKrJcAx9llrPPHI407mhNiE1p6eooMuYpvmSQSqV27qjMSGo1Go9FsbW21tLT27t3bu3fvXxnVAGDPnj0ODg6iPP4aKS7M/ZTwquBbFgCoaxnYOrjK0uXrOL9GcBy/cuXK1KlTazuhn7v3nvXTawtssbGx5eXl9vb2FApFQUHh4sWLcXFx/v7+VLEodfLkSSkpKT6fX1JSwmAw2rdv7+fnJwo/3bp169atmxCHfH496eb10meA+42L5wYMHUG8dBo4+GT4fm09gyrmakUFBUWF+aJKgEZDQRF1mbZuMMZisVatWrVnzx7RYjIPB/vBk8+d2uc4aiaJXEP/E57f5FVweg5p2AQ6Mz3ta1bmoFFeAKClpz9CT/9MRHjT+99G+BvYAAAundznOqguibZGg6JoV3vnrvbOAMDlsB/fu7p/+z+8Si5VitbR0t6+j0cbD3JXrly5cOFCz549nZyciCM1Fjw1GjabvW7dOj6fr6enJzqYkJBw6erV7G95U2YvkJP/PvTL0uVQBGr01hEnNjbWzc3t8ePH/ftLat7YRHbt2qWsrNylS5cay6tLivJTEl/n5mQAAFNJtb2ZdTeHJg3QN27ccHFxodY+WyKTySQSubysVFbuZ9RksViFhYUxMTG6uroaGhq7du3S0tKqrKxctGjRt2/fTp48WVBQIC8vTyaT7ezs5OTk7OzsMAyr4+GAhIAMCuxqRnQNop22zoNbN8SPWNnafU75JL4++fzBvZSkxGHjJzbhPgAACAKylN9AAHb69OmLFy8myTLyeIAggAEIMcApstb9Rz++criKLBaO469jzssrqpl1a/Bf+62rl4j5GbuMlZOVpWNgwC5jNdvHaG3+BjYAgPycrPYda9CwaV5oMvR+bqP7uY0GADar5Mn9q/u3/8PjVZLJFCMzK3tHD0KFuU1x8eJFIi+jhdqfP3/+9OnTu3TpAgBcLnfJkiXFxcWqqqoeo8fG3Lkj2/B1ztTUVFdX1/j4+BbobM20b9/+9u3bw4f/LPvN/fol7dO7ooJvCIIoKKoYmlja9HBprttxudx6J6M9+nlev3Bo+PhZAJCamnrjxg15eXkVFRVPT0/C68fExCQvL48oKtDS0ho/fjwAYBj26dOns2fPLly4sF41bQBgkKESA17TJm0oioqvhaYkJXTr5Sh+Qtqnj2N8/Rv6F4gggIrVL5NRhEklyTXZ87qlmT9//qBBg9QMO7CE32WpRSioaBqYd3v74FLnXt+V54QC/sOL+zvY9FHXa4zVH4lEQlEUEwrPHjlk1ME08W2cx8gxVU/CQTKrojbH38AGKR/j1NrVlZvXEtAZCv09xvb3GAsAPB73+YPoU4e2ctilAKCqoW1p62huZd/q9QNv376VkpJqRFQLCwurqKhwcXGpTfHk06dPwcHBFRUVVlZWRFQDAB8fn4CAAFtbWwyHPD6oJSZlfE4j/I4JJDGgGjx48OnTpxEEiY6OFt9/ajkGDBjw5XP6uZOHlZkyfB4XAURZXauDhS1TqRkKCqtTWFjI59fjMdnFrt+96NPEv2/cuBEQEFDll0gikarXHaIoyuVy+/TpI0lUI1CgQGHTFiQN2hunJCWK9B6LCwuqpOk7urod3rPD03sCs1p6EQAgAFIklIQgCIIDABlByCiCIggFBRRBWDwhV4gJcWBKkeQobT2qPXjwAEEQDw+PfH7Ngpxa7TuVFOSkvH1s1LlHRTnr0aWDti5j5JXUG3c7aRnZ+DevXz197DJ4qIZWLQshCKC/p+fo38AG188e8vJb2IodoFJpDk5DHJyGEC+TE+Nin9y8eekojuMkClnPsGOXbv30jMzqbKP5efz4cXBw8J49e6q/JRAI7t69+/TpU11d3bFjxxLjIIfDefHiRUVFhb6+vpOTE4lEolKpmZmZKIriOI4gCI7jHqMC09I/MxWV5OTktmzZIp54Ulpa6ubmZtPVtlAAAgwX4khft4Gnwve/fvakpKhI18Con7uHAIdyIcjWOUAZGBgYGBgAwNGjRz99+mRsXLVYqlkQCgVfM1Iz0hJLivMBx420GChV7kNS+sygWS1xOxGfPn3S0NCQpBZejqFIyGvRaDQJH01KSkpiYmKqqEvXDQUBJQoU8+tJQ68Dq27dT4bvFwU2crU9JA0t7bH+046F7h3rP62617Y0Ga1j24yQfKziUdA2EQgE+/btCw0NxcRqN6tj3t3l8ZVwBEHS41/08pwiJd2Y1C0CfaP2eTk54wNnNLqFtszfwAYVFeVKKm0oZbG9qVV70++7NTwe983ze3evnyjK/wYAKJmko9fBwrpne9MuLapNfO7cuXPnzu3fv7/6w/uuXbuSkpI6deo0efLkly9fTp482crKqqCgQFFR8cmTJwMHDpSWlt61axcAyMvLHz9+nMvlzp49Ozk5ed68ea6uruy3b3ft2mVvb19SUrJ79+7Y2FgajbZy5Upra2t9ff0iAVQS9cwACIKM9vErKy2Vk5c/cSAUx3FAkHIhyJAkeoa0t7c/d+5cYGCgnJxc038gvEru18zU7C/JpSUFAICipHbahh2teigo/lwVTP4c2vQb1QGHw7ly5UpQkER5a67DJl0/Hz5oTBBJsmTLhISEmJiYMWPGSHi+CAoCKlQoFUCFEBohLEgik7X1DZLev+tg0an6u9+ys65fOEuXk+PxeDHRUS6Dh4q/iwAwJFhdbPtRrbCwcM6cOT4+PlQqlS1mxVAj7Qw6Prp0cNj0TTRpOgr1nFwHXXv+UcVIVfivB7ZHt88bm9eQXtxGoFJptg6uIgMdHo/7/vXjFw+jr57eT5jtyisqG7bvZNGlp7jEZROJioq6c+cOYdtW5S0Mwz58+BAREUG8NDIy8vDwuHPnTqdOnW7fvr1y5UobG5uLFy/26tXLx8eHuHzbtm00Gm379u3Dhw//+PHjyVOnVq9evWTJkg4dOhQXF69bt27NmjWVlZUCgYBEofKqDY1E8oh5F+vDe3fKM5muQ4ZJM+hyEvzZGhoaOjs7x8fH1+E3VhsYhhXmZX/NTM3NyRDy+TjgVCqtnbahuXXPGuXzCQh7mmaJo+LweLwTJ07w+Xwcx319fSVcJ9TWNS7O/3bkyJHp0yUqYnn06NG0adMa10MEQIEMJATKhY1ZlnRw6n903x5VdQ0FJSVOOVt0HBMKr184OyFwBlEIcXz/vioXklFEmvQb5IPUQXZ29ubNmzkczpw5c4h1+7r3LN89jMIwwei5O+6dCek3aoa0FJWL1+qQJ0ISd5s/jP96YHt6L6peGa22A5VKs7brZ233U1kxJzPtQ9yjc5G72axiBEFxHGMoKOkamBqaWhq0t2jErG737t0fP37cunVrcXHx0aNHU1NTBQIBl8tduXKlrq7u1atXq8QJOp1O+KhNmfI9XyslJeXixYuPHj2aMmXKoEGDnj9/vmTJEgsLCz09vbS0tMmTJ69evdrDwyM5OXnWrFlHjhzx8vIiLiRTKLV9BS262Fh0sSnIy7186oSFpZVxO1U93Xq2RdlsdkxMjCRaX3xeZW5ORl5ORkFetoDPQxAUAFdW09LQ1O9oaS95ueuMGTP2798fFCTpJElCYmJiHBwciPVVSaioqDh16hSKooWlHHdHkzryJ0Ww2WyKxGpVtSFHAjICpfwGzyEQBBk6dsKNi+c8vcZjGMZmsegMBreCE3X2lLPHEFF5nzyTySopERd+pKC/az1xWlraxo0bifX5oKAgIyMjPg6FAsCwmnW9AQATCh5dPqRn1lXHxBIAuruPf3T5UJ9h/ihS/0SZjAKGV33m+LOj3X86sHG5HARFJZfRaoNoaBtoaBs4ix3Jz8lMfPfi8e1Ll08Eww9xOQVFFU0dQ21DU0Mjc5pMzevyK1euzMrKsrW13bp167Zt21JSUry8vObPn4+iaE5OzvLly9u1a5eUlCSuIVkjlpaWPXr00NXV7dOnj4ODA4fDIbL4mEwmh8MxNTXdunUrACQnJ9NotN27dwcGBhLBkiwtU7cUnrKqmpKKCkIiP3z5KikxoY7ckJcvX166dGns2LFVlKU4bFZB/tei/JyC3Gw+n0d8tSkUKRV1rXbaBp1selXf45EcOTm54cOH79+/f8qUKRLGNhaLJRQK4+PjTU1NmUxmaWkpkbXIYrEOHz4sIyODomhxcbGLSwOSKh8+fEj8/MsGOJ88uKlHX/d6L7lz506zVEdIo0ChQqkAeBJMI0QgCFCpFD6Pt2fTWs8xY+kMBoZhezauHTTKW1zAsIud/ZsXz3r1//lLJ7f9RcZqZGdn/+9//ysvL1+6dKlIr5yPQxH/uwInWtPPjctmPb5yyMZphLzK9wpOOlPF0LLni9tnbJxHoFBPbKMgIPy3xw0KIE0CGgoVQqjEAcNrCHIIAOD475k78t8ObNfPhXd3rOoo/7ujoqGtoqHdy+Vf1oLZmWmpSW/evrh3+/IxAY9HHMQBpzOYquqaquraWnodXr+OVVZWTU9PX7t2rYGBwT///CO6XENDY//+/VeuXPHz86t3KSwrK6tXr17t2rVTVVXlcDjW1tYJCQl6enqpqakmJiZVTnZ0dDQ0NDxx4kS3bt24fEG9NX39PYYAgKm5xemD+4i4FhUVlZaWNmPGzz1wbgXnwb2bncz0P71/+uXjc0woBBzHAUcAkZWTV1RWV9PQ7WhpT6FWzURoOjo6Ou7u7gcOHKisrBw+fHj1QnJx0tLSTp48qaamZmdnd//+/ZKSEjqdXlRURKVSeTzexIkTGQwGhmHr16+X8O7l5eVXr17l8XhOTk4oiiqpaPAruRgmqDe91sDA4PPnz81ikk5GQIkCPBzYQgAADAce8bOvBoIABQEaClQEgC49zd8/Lin54a2bUtI0HMP7urobm5ohAGUslhyDAQA4hrFKikX2Ajjg0nXYJbQZsrOzV69ejeM4juNCoVBKSiogIEA8WxgDyOfhyI+pWlVbIIC8zOT3T673HjqFIvWvR3Atw46swpzkuEftLXvW8YMgKh+kSMD7UT+AIKBAAmkSAAANBQyHShxKBT+fRRAAMgKyZGCVFElkk9P2+E8Hto8fXg4eU6uCw5+EpraBpnYNa1n5OZlZGclZGSmpn870sdbGcexbbiKXxy8m5f1v+RMylaqgoMxgKsszVRSVVC1MDeXk6hdLVVdXHzNmjIqKip2dnaampre39+jRo1esWNG/f38KhSIUVl2p2rJli6mpKQDoGhhx6szox3GMy2FXcsoq2Cx2ac7DRzcrivJePX1EJpOvnTtALCFiGMYu56owZS0sOl2Jig6YOpPxb+fllkZbW9vf318gEERERNDpdDc3t9p23ZSVlQ0NDUeNGgUA1Q3BCVAUVVeXKJ/7xo0bWVlZAwcOFPctMrXs/vDm+d6uI+u+Ni4uTiRR1ixQERApUOfykBodBMgAyv+eHhu0b69j1F78SHpq8uE9O7x8A2nS0g9u3xgz2U/kYYQCQml5b/cGkZaWtnr1agqFsnLlStFTwoIFCzZs2KCmpsZmswGgBgk6HFAEqW1vMin2Lqsgp8/IGd8LGv6Nqa3T8+vHFJTU1HXbE18dFH4uZhJtIjjQSUBCACEBGwMUAQYJKGKREEVAGgEpCpQJgYcDGUCODDlZmScuXJCVkUUbotHVdvjvBrbC/GxZhkKL5ha2fYjpnVW3vjW+y+Ww875l5OflFOd/S/34ns26z2aXcDkcAEBRFEFQDMMwTEihUIUCASAIQkJwIT507IyHDx/yeN/9Gy0sLOLi4lgslrKyMgCUs0sY8koAMHG8N53BBABFRcXc3FwAuHXzUl5RHp/LpdBo/IoKipQUhmNCgRBFfny5EIQmLScly6DJ0BkKSs9efZCTk5/1z+aIiAi3YT/30qKionp07qylpdVOx/js2XPy8vLNO2pLAplM9vHxKSgoCAsLMzQ07NmzJ/HxxYmKipJEk4xKpRYUFFS/XBwul5uVleXjU1VUydnDe/f6oHoDG5/Pl5FpqQV5EvJ9ka0KkkwEZGTpZp273LxyQU2jnfeUwH9tqSF4K351L126dPLkycWLF1tYWBBHBALB0qVLt23bxuVyly5dqq+v7+bmlpOTIy8vTzxq1KaqWtt6Ko7jL2+eVFDWsHX1rqMntq7eD87s1VFUQOkqPByoP5x1hQBlAuDjQEWBhAAASP+YpdXWDXmxaJCbm9urV6/Edy/ruHVb5r8b2FpORuuPgSZD1zEw0zFoTAmdeM4ClUoVjcs02ne3exyp+iWz6OlW94xNHKPO34WGK1HQ0dM/cOBA7969CX8ye3v748ePE77VXl5eR44caUT/mwVlZeWpU6eWlJRERUUpKSm5ubmJHqT4fH5FRYUkGZujRo3au3fvzJkz61gEplKp5eXl1Y+jKBlFkCryWtUhFspaKBODVOvA/a9lN7wmszFVdQ0AmDgtiF5NyhWBWvMsWhqBQHDmzJlFixatW7fOz8/Pxsbm+fPnkZGRgYGBxBbpvn37Hj16dPXqVUVFxQ0bNtTdGlZt7REAKspZjy+HW/UerNSunkcfMoq4DfO9dSZ40JjppShVlDBMAlBowuguLS1dVlbW+Otbm//ufOXXyGj9RZyzR3cIBfyvX7+uX7/+9LmLSdm5X8v5ov+4dRSm1g4PA3vXgZMnT/706dOuXbsqKiqYTKaSklJBQQEAxMXF2dvb19tIyyEtLa2hoTFhwoS0tDQi45TNZkdERBw7dkwkuVI3UlJSXl5ewcHBGIbV6Av6+fPnQ4cO6erq1nh5z36e1y8cqvsWfD6/5ZYuZNAaYhuK1JSVUFOgUlRWLikqqn4cab2shmXLlrm7u3fo0GHbtm2xsbFLliwh7K3FHXB69uz5zz//+Pv7V1H3FocQks6trJqvmJeZ/PhyeM/BPvVHNQTkSaAgQ+s/eHz0uf0qZJza5J9KSUkJj8fLycmRcA28bfIfnbG1iozWH8/WrVs/fvyIIAifz+/Xr5+3d9UllJys9LNnzz58/HTp0qVkJTWuEBoXzKogxAFBUXd39+Li4r1799Lp9JKSklevXuXm5qamphoYGHTo0EFymagWQktLq2fPno8fP3779m2vXr0aZIygrq4+ePDg9evXq6mpoSjq5OSkq6ubm5v79OnTnJwcXV1db2/v2gZQK7t+MT/ktWpDqpqiR3PBw4GCAoMMLAEIcUAQICGA40AnIfRqy2I1jsmdbGyPhOyet6pqBg0OOIbXOh1sIdLS0lasWNGvX7+hQ4cCgJKSkoT18jVSLIDqhZsJz2+ySwr7jQ4iJtAUBKgoCHBCuOA7KAIoAjQEGOTvPzR5BWXr7s73ok/1GTC60f0BgNTU1OvXr1MolIKCgt69ezelqdblPxrYrp895OX3T/3n/aU+srOzRfvkCQkJwcHBXC4Xw7ClS5dWD2wAEBMTExK6HwfI4zVbHzAcKjGgocBkMufMmUNMPhITEzt16jR+/PjMzMwjR47UbSjToiQmJp4/f15DQ0NVVdXT07Nxjairq2tpaU2cOJHD4Tx8+PDWrVsqKio9evSQxJ1HjqGYk5mqoV2rpyiGNcPjhThEViSGAx8DCgrKFEDIUCkEKRJIozUk/mE4FAlq3opTVdfQ1qsh7wmHBlQUNB0Mw7Zs2ZKSkrJp06bqpriNgFtNP1oo4D+5GqFlZE5I9RN7bwpkoKKA4VDI/34+GQFGTbtlWnrGhQU5r57etu7u1OheZWRkuLi4tG/fPjQ0tOmlja3If3QpsqKivA1K6f92XLlyRVReDQAdO3aMjo6m0WgyMjI1bvkAgIKCwrz5Cy7dvtdEKy9xcICKH7mWoiU1U1NTQlNRW1tbU1Pzzp07hw4dysjIqKysjIqKIhYqfw1CodDZ2bmJkZVMJnM4HACQkZFxcXHx9fUdPHiwhJ5zrsMmXb94uI4TuFxuU/pWnWI+VAihEgMMgIdBJQ7SKChQQBoFqGlmJoQa5i4iatz8w3DAflUm+unTp8eOHaunp7dnz55miWoAIIWAeGwqK86/e3KXRU93ffPv264YDlQUqCgAAIqAAgVIP1I8assB6WzTm1VS+CU1sdG9ev/+vZGREQD81lEN/psztke3z5uYWbd2L/4EPDw8PDw8RC8DAgKmT59O1E1369Zt6tSpXC5X39ScXVTQravNwIEDi4qKcZKKsUUnQ9OOzTsm8WsqABLh4uJy8+ZNDw+PkydPysnJ9ejR49KlSwCAIIhAIOjbty/xZW4JcBx//vz5gAEDGt1CTExMaWkpi8Vq9Gqqtq5xSWFebe9+/fq17pTLRiBDggohoAhgOOBI/aMMBQEyUquSMreCU93mG0EAbfnskYcPH4aFhVlaWtaoMNcUEAQQAAoCCALJ759lfHzXd9QM0r9lbsSnpBQE6GTAcKDV2QtH15GXT4bIM5UUFFUb2qUbN2706dPnd1Vz+Tf/xcD2e8lo/Ra4ubmZmZn973//U1FRef78ebdu3YgJCgaQU4GxS4uf3bw2c2aQHKli8qJ5svKK9TbYUAQYcIS4bO1bLoSyhkg4URTJBALBoUOHWiiwFRYWRkREuLu7112pXQc5OTlXr17t16/fwIEDFRUb/3PT1DF8//KBRdcadG8fPnzo5tZUc+oqyJFAroGyYtIk4NdY7wbQy9nl/o3rfQb8S0IFaakszu+wWKy5c+cqKSnt2bOnjgSQpoGTAI+LPi6roDhwpJ8Qh0rsX9FdgEGF8Of8rPquZHUQBHEfMeXyiWD3kX5SUvVXnYrIysr69u1bgzRu2jL/uaVILpeDksi/tYxWG8TW1lZaWhoAZs2adfHiRdFxrhAARelMpQGjxy373w5lNXW0WXUUReAAFcLGjHNRUVF9+9ZcxtdESktLIyIipk2bVl1vRXLU1dUXLVqUlZXVxOQXtxFTHt45X+Nb7dq1S01NbUrjAIDVp+pUL3IkqC2jT8/IODfnK7eCI34QQWqSM2k+ZsyYMXv27FWrVrVYVIPy0uLo4zvNrXt2d3Cjk0CeDEoUEFdTweC7gEuDIJMpLp4To8+HEzrpksDhcE6fPl3jpvhvyn8usF0/F27Xu5mfT/+ycuXKNWvWAACVSsV/7HwIcSj78bXk/zutqyVohH8Hi8XKy8szNKw1q6IpXLt2bdy4cU1MOEQQRFZWlsVi1VFAXVhYSKha1IGcHLOCy8GwGuZEX79+1dLSakonAYAjBFY97qf1UIHVJd7Uxc4+8d3bKgdbbsYWGhratWvXFvrDIEhOeP3s1qk+IwLU2+mJDpIQUKD863PxceA2/IsjS5fv2tP11pVjkpzM5XJDQ0MnT57c6pnDzch/LrB9in/Vo+/g1u7F7wqLxXrw4EFmZmYd5xCBjY9DAb/mPLeWAAGQafhU8Nq1ayNH1qPK0WhcXV2PHj3KYrGa2M7z58979uxZ26DD4/Fmzpw5e/bsetsxt+pxP/pclYMZGRnZ2dkKYpL5jYNOAoWmZRvwMKgjMhoamyS+fyd+hIwg5JaJbCkpKU+ePBG5VTQ7mFB4+8qxkuL8ASMCyZSqq4XUf28V4wCVjfoStdM21NYzfv7wWt2nvXnzJjQ0dMKECVX+BmqsmPyN+HNCtCQU5mfLVJMw+EsdFBQUxMTEyMjIKCoqXr58OTs728zM7OzZswBAuIlWgUQiCQQCIUAhvzHWXI2GjEi0A1EFDocjL99SSpJMJtPf3//o0aMBAQFNacfa2vrKlSu1aZSsWrWKxWJNnVq/5Gk/d+8966f3cRslOhIZGamkpDRp0qS2kAInGs253Iqkd28zP6cX5OVadLFRb6eZlfE5JSmxpLCgglMuLfNduYbSMk5sBQUFS5cu3b27pfbgS4ryblw83Mt5uEY17dZC/vdMSBL+r3VdAQbQqPV70052D26eTUl6Y9TBsvq7GIYdOnRIX1+/einenTt3JFQPaLP8twLbxRN/ZbQkIicnZ+3atVwuV0ZGpnPnznl5eXFxcZ6enp07dyZOOHToUHBw8NSpU1NSUvLz85lMZkVFRUpKyogRI4qLi7/mFqC1G3K2BFJoW7TXkJWVzc/P//LlS22yIJLAYDCysrJKSkqqz6u2bdv28OHDFStW9OjRo952yGQyiUQm5LXYbPaNGzdKSkrayLbK7du338QnkKVlhQIhiUy26GJjZWunpaef8PZNRnqqpq6ebc/exYUFMdej3IZ9n2FLtcBerUAgmDlz5tq1a6u4HTUX7189zPz8cei4WZRqJn9lQqjEAAfgCQH9t1VaUx4Qe/UffvVMmIKiirJqVeuG8PDw/v376+hU1algsVipqal+fn6Nv2sb4L8V2Aq+/ZXRkohFixYtXLiwjj2GSZMmTZs2bdq0aRiG6enpFRcXx8XFWVpa3rp1CwDevnpp7TSgifWz1GomUrVBQRucg0dQ3Wqg6VRWVj58+FBNTa2iouLjx4+TJk26cuVKYGBgUxqkUChlZWXigY3D4SxevPjdu3f//PNPv379ar/6X9j19ogI3aTQzjw7O3v8+PHNVZLVFAQCQXh4uJlll7GBM6v/rs06W4r+raSiWvZjXZeEggy5+SPbkiVLJkyYoK3dbGb0Ivi8yltXjmrrmYirdYtTIfgZy5q38HzA0MkXju0aODKAJv1zmzY5OVlTU7N6VAOACxcujBkzpjl70Br8hwLbXxktyamsrDx//jyTyfTy8qotbWH79u1paWnizlLi5PPrMbmvAgI/yp5+2EERniblGHCEIKjJCFEEFa1VIr0OWCxWbYYyjQbDsLi4uMTERBqNRiKRunTpcvXq1XozO+rmyJEjY8aMIYrNRaxduzYzM3P58uWOjo6SNBIbGxsXF4dhWFFuxvDxs06dOvXmzRsrKytV1QZXOzUjHA4nNDR08PBR0qrt6n6CKS4sjL5wVvmHIw8ZQSjN7TKanZ3NYrEk/Hk2iG/Z6U9irvRzHyPPrLmgniuEOna0mvhBSSTygGG+V8+EDh0bJCrFu3XrVm1zMqFQKCsr26RbtgH+Q4Ht+tlDXn4LW7sXvwd79uwZO3YsYe68ffv2Gs+hUqm1RTWAH2WkOAgAx8QSs0kIkKv5mBCpH3QS4ADlQqAiIE36vrRIJwGdBGwhlAtruIpojdGoZ/evX782urysOkVFRRcuXBAKhebm5gEBAaJdKy0traaonLx58yYrK+v06dNVNkIkdx8FAA6H8/r1a2Ig27/ts5BfPn369PT09Hv37vH5/M6dO5ubmze6h42Gx+Pt27fP19e3UppRh+wIwbmjh8YHzqC2mKYlAERERIwYMaJ528Rx/NGdC0KhwNN7OvLD2KyED3wcFCg/TdHYmEQmPo1Gls7o5Tzs5qUIV89JAFBYWKiqqlpbOpKlpeWTJ0969uzZkj1qcf5DWZEVFeVKKs3gEfxfQFlZecqUKXJyclu2bGlcC3IkUKGAChUUSIjoC4wAMMmgQgFZ0r/ka6koKJCBjAAFAQUyyJCqbpjRSaBCBTkSSKFAQoGCAIMEqlRQo4ISpZF/xEZGRmlpabW9m56e/vTpUwmbev/+/YkTJ8aMGePn52dvby+eiyEvL9+UrPGnT5+uWrWqd+/ehFRKI8BxPCIiQqRR6Tps0vXz4QiCGBgYjBw5slevXlFRUc2uFSkJx44dGzduHMgwJEmdlWcqike1ltDSSkxMlGSrUnLKWMWXTuzVNTRzdBmJiNl18gH4PwrUeBgU8OuSE4NmGqNVNXT025s/vXcFAK5du+bkVKueZJcuXV6/fl2bJN7vwn9lxvbo9nljc5vW7sVvw7p16xISEjp16tT00hbC3pAthEoMyChQEEARUCADobNQiQGCgrwEUy4UgEEGAMDwpi7OEPD5/CrZgIS0uYaGBoqiO3fuxDDM2NjYxMQkMDCQRCIRFegAcPLkybKyMgRBUBT19va+d+9eVlbWtGnTmqFPYsTGxr548aKyshLDMEtLy6SkpIMHD3p5eYm6IQmPHj169uyZuKpkFXktbW1tFxeXR48e9epVgyhJy5Genq6mpkZXVCkR1r+l9C07S0WtZS1Ujhw50q1bt2Zs8O3Le1lfkt2G+VKlqtZ3YziQAJhkAACWsJ76TgoCzGZKWTUx7/ok5vLHD7FcLrfuAo+JEyeGhob6+ta8Hfhb8F8JbH9ltBqEp6dnSkqKqalpczVIrCiKxy8SAjKkxhSfNdfeSnVb6rt37wqFwi5dukRGRvbo0YPBYDx//vzFixdXrlxxcnJSVlbu06ePqakph8Mhipw+ffp05MiRPn36NKMQEYZhHz9+fPfunZSUlCiJPz09vaioyMTE5Ny5cywWy9bW1samnqc0Ho93586dDx8+zJs3r4r2VBV5rc6dOx8+fDglJYX4yBoaGtWFGZudmzdv+vhOKcIkSpSQkaWzy/5dDtis+2sCgeDGjRvh4eHN0hq3ovzutRM6+h3ch9dQCYcRCY84CAFIADIo8Opch2zedF/7PoP2bFncxa4e+X8Gg+Hr63v69GnWb+s1+p8IbFwuB0VJf2W0JMfMzOzgwYPjxo1r164dsUTTcjLBrYWiomJycrK5uXlpaen79++LiopIJFK/fv309fWXLl1KnMPlcq9evfr69eulS5eiKBoSEvLp0ydRC8bGxsbGxtVb/vTpE4vFqjf2VAHH8YsXL3779s3CwqJv377iyv2JiYny8vKi7MeoqKjjx487OjrWsUcYERFhbW0dHx9fXVHRbZjPkZA1osCGIMikSZNYLNabN2+SkpIKCwu/ffs2YcIEkRtRs8PlcikUChtQvmQroAwFhZLiIvFwS23WzJFt27ZJYifExkC2vjCTnPD6Q9zj/oPHy9Jrro9EAVAEBDgIcSAhIE2Csmqbx+InyzZr7ieHwyHRtXMz4jnlNjKydZU0ELHt2aPbzXn7X8h/IrBdPxdu5+he/3l/EQNF0YCAgLt375qbmx8+fDg3N9fa2rqJtcZtiqKiIh6P9+7dO3l5eWdn5xolhmk02vDhw4uKioghNTAwMCIiYvjw4bW1WV5efvLkSWlpaYFA0NDAdu/ePR0dneoj7Js3bwBAPAPb3d29oKDgyZMnOTk5EyZMIJFIVdZUY2NjGQxGly5dMAy7fft2lQ0VOXklLpeDYQIU/fn1ZzAYotXIw4cP15gX9/bt25ycnI4dOzYlIV4oFO7fv3/MmDENspjt5uD47P5d+z6iD9JsgY3NZsfHx0viFypdp2k3n1cZE31KjsH09J5RdztSyE+NFQRAlgRl1dZjUQTIAHKkf0lHNp2TJ0+OHj1amka9du7gkDHT6hVupZBbv3K/cfwnAtvHDy8Hj6lfmuEvVXBwcHBwcACAYcOGAcCBAwd8fX0pFMqMGTPMzMxau3eNJC0t7fLly1JSUmVlZdOnT69Dg5GAw+F8+fJF9HLChBoK/F+8eEGEHykpKU9PT0VFxUOHDr1+/Vpy+YacnJz4+HiR+YCIR48epaSkTJgwocrES1lZedCgQQUFBSdPngSAoqKirl27lpeXZ2RkIAhiZGQ0atQoALCxsfnf//5HJpOrZLET8lriKiTiGBkZLVu2bMaMGeLz0djY2K9fv+ro6GzYsCE4OFjCzyUOn89/8ODBhw8fhg4dqqysXNgQbcn2pmZPYm6LAhu5+RZKP3z4UOO0uzp1uHV/Tvnw+umdfh7e8hLoEjDIII3+TImkk4AnhIp/n0MBUK5aw91Unj17pqury2QyAcDBeej1C+E1Lpb+Gfz5ga0wP5sur9DSewb/BXx9fX19fdls9vTp06lUqpycXIOSzn8ZAryu59yrV6+6urpqa2vLyMhIYnxSWVkpEAgePnzYtWtXQug9Pz9fIBCICstu3bpFoVB8fX3F/8YmTZoUGRlZUlLSrl07IkuFz+dXVFTk5+dnZ2dzOBwKhYKiqJSUFI7jQqEQw7Dqs+H79+9zudyJEyfW1jdlZWXiXT6fn56eTniQVvlQ8+bN27t3b5XA5uzhvXt9UG2BrVOnTvfu3Xv48GFmZiaXy83NzbW0tHz8+PHMmTMPHjy4c+fOen9oIoRC4cePH9+/f89isVAU7dGjh+Tl5OIU5ufJ/JhEklFEgdpsA5eqqmppaWmNb9Xh8CeCz+fFXDvBUFDyHDtTQh8dBL7bh4pgUkHI+1n3SUK+50k1I5mZmfHx8T4+PsRLFTWtDha2T2Iu2ff5M4Vz//zAdvHEPhePvzJazQadTj98+HBhYaGvr29gYKCDg4O4iXZboFwI8rX/Xdva2paUlNRRgVcFJpPp7OzM4XB27do1ZMgQIyOjo0eP4jhuZmYmLy9vZ2f36dOnGlMivb29P3z4kJOTIycnV1lZCQBUKtXKysrV1XXv3r3e3t71Sg+rqam9fPlSkk5SKJQ6ph3dunU7cOAAhmEqKirEUieKklEUJeS1qp/PYDCIXcbU1FQZGRkNDY27d+96eHggCGJpaXno0CF7e/t6S9+ysrIuXbokIyPTvn37AQMGVBepalDG/ofXrxycvmfoUFGkubbYMAzbuXNnjbnvGA5srJ4Syc8p8a+e3urrNoappNaUbiAASlQo4AEfBwqAAqVWB5/G8eHDh0ePHlWRdTY06VyUnxP/5klHS/vmvFnb4M8PbH9ltFoCJSWlCxcuREREZGVltXZfqlJHVONwOC9fvpwxo55dkCoQA1/fvn1v375979694cOHX7t2zdLSMjMz89ChQ3VMQWoc/U+dOjVw4EBJBPU7dOjw/PnzioqKBqX4V8fGxkZOTu769evic8qefYdcPx8+fEJdtgCiCjyRZZ2NjU2nTp1279797NkzBEGsra0tLS3FL8nLy/vw4UNKSoqcnJy/v39t5SJ4AyUQv33N7tXflfg31kxVbGlpacuWLfP09CRMaKuA1ln4z+dVxlw/yVBQGjo2qFkMT1EAZSqUCUCO3JzFxRiGnT9/ntgvr/5u156u0RcOKam2E7fO+TP4wwPbx/jYvzJaLQeLxfr8+fPcuXOLi4tVVFRa1JWxWThx4sTYsWMbdy2FQhkwYIDo30pKShoaGra2tg1tJycn5+3btyQSSRJlZB6Px+FwmhjYACAuLm7YsGHiSR9Wdv1iok83oikqlUqkzPF4vJCQEEtLSxaLdf/+/ZycHBRFVVVVzczM6vVurag9FbBG+HzemYhwLV3d7o79BDgiySJhbcTHx1+7di05ORnH8a1btxJ7Tg0iJenNu9gHdUhkNQ60zmeyRlBcXHz48OFBgwbVIRHQf/CEi5G7XTwn1pbG+Zvyhwe2mxePePn909q9+GOZMWMGm80+depUfHw8lUr9559/atPfanWEQuHhw4dNTEwaMZCJk5ycfO3aNQaDce/evRqf9OtlypQpqampL1++rDuw8fn80NDQXr16NUKqGMfxN2/eFBcXFxUVsdlsT0/PQYMGRUZG6ujoGBgYtG/fnjhNjqGYk5mqod0wYRQul0vIUsTHx3fr1u3cuXNlZWXOzs6SlwdU4g02hh7rNxUAPiXEH967066Xo6JtVzq1wRObFy9ebN261djY2NHRcfr06Y3Yd6/gsO9GHVfT1Bs6dmZDr/013Llz59OnT1QqlcfjMZnMKVOm0On0Os5HUdR9xJTLJ0M8vWeQq3kO/L784YGNW1GupKJR/3l/aSx0Ot3Y2DgmJubgwYOt3Ze6yMvLU1dXb7oC3pMnTwICApriOi0rK/vy5csahdXFeffunZycXKdOnSRv+dOnT+rq6jExMbm5uZ06dTI0NLSysqJSqcHBwVpaWvHx8S4uLjdu3BAFNtdhk65fODR55toG9f/+/fsDBw4EAFNT06NHj/bt21dCzbAKDLgYCDAQNFbA3tiso1EH09jHD9dv3DDB16+9horkm22hoaGvXr06cOAAldrI4fv9q4fpye/7unvR5RQa10JLc/HiRS0trYZaSUjRZPoN9L527sCg0X9O6vifHNge3T7f/q+MVsvj4OBw+PBhDodTb+p8K1JWVtY4O01i493Ly4vBYAiFQgsLi9u3b7u7N6kscsSIEYcOHXJ2dq5yXCAQiDalrKysHj9+XEcjGIbt2bOHTqerq6vn5eXx+XwFBYWnT58aGhoOHvyvVDdfX9+8vLxRo0ahKEoSK13S1jUuKcpvaOe1tLS+fftmZGREo9EaZDNdJoTaKrIRiXNJUBSt4HCoUlJXL18cO2GimnQ9v9OioqJ9+/YlJycTW4OS91ac0pKCmGsnTcxt2vLQz+Px8vPzhwwZ0ohrFZXVO9n0enDzbK/+tdZo/l78yYHtr4zWLwPH8bYc1QoLC69duyaJnCOPx8vMzBSfgqSnp/fq1ev06dOE6jmR/e/m5taUlAEGg8FisSZNmjRr1iyRd6tQKAwICJgyZYq1tXVSUhKTyfz27VtlZaVUNUl7DocTGRkpEAg8PDw0NDSysrLc3NzquB2TySQWYHEcx/+deaGpayQuryUJZmZm27dv79KlS4N+45V4XZtqVPS754MQBwSquhQJ+Pyoc6eEQqG5pfXr50+NzTqOD5xx6eSxp0+e9e/VQ4ZS84rijRs3Tp8+TaVShw4dOnfuXMm7Kg6OY0/vXSkrLa5R9bFNcfHiRWIm3Tj0jMwL83I+vH5k3uX31vUn+GMDG5fLQUnkvzJavwYEQXJycqp4hrUdTp8+HRgYmJeXFxwc3KlTp8GDB9eW5BIREVFUVLRw4U97I3l5eRKJZG9vX1xcPHPmzLKysnv37jU6quXm5gYFBamoqKipqTk7O2/cuHH16tXE2uDTp0/9/PwqKir27t1rZWWVlZU1ZcoUUVQrLi5+8uRJly5dNDQ0rl+/PmTIEJHmluRqZ/n5+VUM2NyG+x7du6pBgY2Q4Nq3b19gYKDkWS1sAZCgLtcxBbGhqJgPnB9zO15l5ZGQ3YNGezMUFJLevbV37KtjYAgAg0ePfXTn5vpNG3vb2Tr07Mlms1ksVlFRUV5eXnZ29rNnz9TU1Hbt2tUUFe+sL8nPH0R16+Wupdu+0Y38GrKysng8XhO/gNb2zreuHGUqqWm2+c9bL39sYLt+Ltyud12PsX9pRlavXr1s2bKQkJDW7kgNCAQCKSmpixcvnjp1islkvnz5Mjo6+tChQ9XPjIqKMjc3z8jIyMrKEm2hxcfH29nZiTZm5OTkPDw8GtcTLpe7YsWK5cuXW1lZAcCaNWtMTU1xHN++fbuMjIyOjo6rqyuCIL17965+7YkTJzw9PW/evCknJ/f161dxJUnJUVBQKCwsFD8iJ8esqCavVS9MJnPixIkhISGGhobm5ua17bGVCwEBkEIBAHg4yKKAAXCFUD1xRHyFEoefJ+A4fulk5MARo1XVNQDA0tZO/Kqe/frb9HB4cvPa+dmzyWSynJycnJwcnU7X0NBISkpauHCheFQTCAR3796VMN+nksuJuX6KoaA4dOxMcceZOtizZw+VSq1Sp//LOH/+vEgyuyk4DRx76cReOkOheRM+fz1/bGD7K6P1K9HU1FRXV3/x4kUj0t9bGhRFv337duPGDQMDAxcXFz6fX5ttdG5ubu/evbt27Xro0CEVFRVzc3MURbW1tRudbiAOm82eOnXqtGnTiKiWn58fGxvbp0+fe/fuBQYG0mi0BQsWXLlyRVpaetWqVdUz2Wg0mrq6+oQJE7Kysho9C6FSqTQaLTw8XE9Pz9HRkRiCza16PLx5vrfryAY1paioOGfOnIKCgpcvX16/fr13794WFhYVGHCEgCJAAuDjUIkB/kP2F8OBh4MyBTASVODAEYIQBxwHFAEEASH23Y1IiEMh//uiZUlR0cUTRx2c+qtr1pqnQ6NJOw8Z5jV8WBW9qxMnTmzYsGH+/PmGhoZv3749fPjwmzdvOnToIElge/MiJiMt0dF1FEOhAfmoOTk5NBptyZIlGzZskPwqABDiwBI0yZvm5cuXXbt2bbrDFAAgCOI2zDfq7P56FS/bOH9mYCvMz5Zl/JXR+qUsXrx42rRpb9++bVBCwS+AzWanpqZSKBRillZUVHT//n3xE3J5oEwBEgLl5eUyMjIoik6ZMiUnJ+fAgQOmpqaNk4AS59KlS0eOHJGTk1uxYoVIY1NFRUVBQWHSpEmiRVEOh7N69erJkyePGTOme/fuixcvFm9EVVU1Ly9PTU2t0dmYBKNHjwaA+Pj4ffv2de7cuUePHv3cvfesn97QwEagrKw8YMAAoVC4b98+CwsLtrAGz0zsRw6kEP8evWQRkEUBwwEQQHBAEMB+2GkW8YH/Y3stJSnBwam/oUk93klCDEoEoPQjMBDFW/r6+sOGDTt27FhBQQGDwSgsLJw0adL48ePrbirvW+ajW+ctrB0akSQyZ86cjRs3amtrBwYGYhg2evToPn36SHJhIR+EeD06cHUQExOTnp4+efLkxlxcE1Qp2hCvmnejd+/eLS0t7evry+VyZ8+enZycPG/ePFdX14SEhNDQUHt7exRF586dS+iJIwgSGxtLqk9nuYX4M4f+iyf2uQ76K6P1S6HT6REREYRq4rlz54qLi1u7R9958uSJsrKyKHOETqenpaWJr8jhrCIE8Hv37nXs2FH0MKShoeHh4ZGWlnbv3r2m3P3Lly9Xr161srKKiIioohw9adIk8bK/3Nxcb29vOp1uYmKSkJCwZ88e8ZMNDAySk5Ob0hNxlJSUNDU1U1JSAIBMJpPIlPKymvUSJQFFUWK6UPfILMT/tceGIoACEJuVxA8dw0H4owlMKEz68I4uV5e1CgECQEYhKipqxowZ06dPX7NmjbGx8f/+97/u3buvX79+3rx5WVlZixYtqjuqVVZW3LwUkfD26WCvae3NGiNUxGQyuVzu/Pnzw8PDw8LCzp07J+GFxFJtgzZtCwsLT5w4ER0dHRwcLCcn14xRjaDG1ddXr16tX78+Ly8PALZt20aj0bZv3064IkRGRq5evfrhw4cCgWD8+PFv3rx58+ZNXFxca0U1+FNnbH9ltFoLf39/b2/vM2fOLFmypHEa8M2Oq6urq6ur6CWVSp02bdrevXunTJlSVFR07do1BQUFDoejr69fZXJmaWmJYZiBgUFT7p6Zmdm5c+cas/IcHR0PHDjAYrEYDMbjx49tbW3v3r3LYDCkpKTs7OySkpLETzYxMQkODi4tLW1iQibB6dOniSQa4mXPvkOuXzg0fPysxrWWmJhIeNLS0Fr9oBEAFAEhBlDLWEesyGE/Ln/+8H45u+zrl880aWl55ndHIRICKAKA/5zVkRGQQmDbmpVMBYVdu3ZVyQm6du3ayZMnd+/eXV2pUpy453cz0pIcXUc0ZWMJRdGKioo9e/Z06tSJw+FgmKSuPPJkkEZr+6nUwI0bNwoKCtzd3YuLi+3t7ev+aM1FeXn5/Pnzly5dSghGP3/+fMmSJRYWFnp6emlpab6+vqtXr/bw8CgqKnr69On//vc/ANDW1iYsJlqFP3DGlvIx7q+MVitCp9MnTZrUig9r9SIUCoVC4cmTJxMTEydPnuzl5eXr61vjkmOXLl0kEXWsA319/TqEjJcvXz5jxgyiGsHLy0tbW1soFM6dOzcqKqqgoED8TBKJNGPGDENDw507dyYkJDSlSwAwY8aMkpKS8+fPEy+t7PplpCU2oh0+Dh9S0i9fvdrZ0hLDgYzU7G+OIqBABjUqSFf7oygRQJEACvlQwAfODy/pmOtROI6NHjdJU0n+1pnjJVnpMigwKaBKBVUKqFJBkQxUBGRJwBByz0Yc4PN4CxcurBLVWCxWZGRkaGhoHUN/dkbK+WO75OQVB4+Z2vR0iQMHDrRr1+758+fJyclLliyR/MIGiajk5OR4enoqKCjo6+v/mqgGAEFBQePHj8dxvKSkpKKigsPhEOlLTCaTeCjcunUr4SPPZDKNjIyMjIxazqhWEv7AwHb97CGPUX6t3Yv/LsHBwXVXFrc6x48f9/Pz8/PzGzBgQEuLW2pqanp6ei5btqzGd42NjTdt2jR79uzMzEwDA4N58+Z9+vQpOTnZxsZGKBSuW7euyvkdOnSYMWPGo0ePanNakRAEQYYMGdKuXTvRb4qhwMzISC0W/DRPkQS2EC5fuTJ25rwKGiOHB0WCmiVFEACymEunEIdyDEoFkM+HCgwqhMDF/lXl1k5b52vGFy01FSsL8xnTpsZcj2JSQAb9OVpJk0CFCp9evwgI8FdUVNy0aVP1mx48eLCiomLq1Kk1PgeUsUsvnz3wJTVhiNd0ow6WDfjMdeLu7j5z5kw/P79mHNbfvn27aNGiK1euEC9dXFyio6Obq3EJ0dTUfPLkyYULF2JiYpKSkqytrRMSEnAcT01NNTExET+zQ4cOQ4YMGTJkSNNVfprCHxjYKirKlVRa82HhP05RUdE///wjENRRs9TKdO3a9eLFi7/sdkOGDKHRaLVlY+vq6gYHBxPLthYWFv369YuIiFi5ciWJRLp169aIESPS09PFzyeRSKNHjz579mwTe/XmzZsXL16I6rV7Dpp89fwhjhDKJFZxJAISU1GpuLBQiAMZAVm0ZjdOIQ7FAsjjQR4f8vmQx4MSPhCZJjUGQhNzi05d7aKuXefjUFJSUuPsn4fDjp07jxw5MmbMmBoTAoOCgmxsbDAMU1NTI9I1icVBoVBw+25U1JVTpo7D2/cYxMXb+hgYHBw8a9asly9fnj59GgA0NDRyc3P5/Ib4tDaZVatWhYWFBQQEDB061MrKytvbe8GCBV27dnV2dq4i6BMeHm77gyY+fjWFP22P7dHt88Z/ZbRalaVLlz558qSioqL+U1sJwmklOjpafO+tRZk3b14dZUbiMsfr1q0jhLUuXLgwderUDx8+BAYGmpmZTZ06VVSIzWAwNDQ0Hj58SPibN5Ti4uLLly9nZmbOnz+fKADHAZhaxqyifAAQYD9zFOsABygTAoaDtX3Pp/fuug8fJcABA6AiUFFTrPo+IZN4OqhjYPD62ZNiAVw4e1aU94HhUCoACgp8HLhCXEtHt7ZKDKJscdiwYcTuZj4feBiQhJDx7vHnxFemDoNNe7gDAA8HvgDKhIDjgCCAIkBCgIqANAokBCpxkGpWX7RGwOFwpKSkdHV1N23aNHny5JEjRwLAsGHDQkJCunfv3rVr11/ZmREjRhD/sLCwiIuLY7FYysr/cgwfM2bMmDFjfmWXaqOtP600lKf3olyH/M2HbGW6detWUlJSZarRprC0tKzgCW7cvPlrbjdixIh6VY9FiOYfwcHBCxculJaWzszMrOJb7ebmJhQKg4ODv3z5IjpYIYRcXv3tFxYWCgQCHx+fEydO7Nu3Lzc3t1wIQgAVHaPkVw8EOLAkmGyX//Cd0dTR1dTVu3n5AgBUYA1zWauN969jjwTvHuA5nI9BeSVfpN1VKgQOBqUC4AiBW8ljqvy092SxWMRi3YkTJ8aNG5eenh4WFiYqpSchUPg1/dbJ3VwMHEbNVNT46auAAwhwEAIIcOBhUCGEUgHk8SGXB0X874ulrcjatWsnTZoEADweT/SHoaqqOnPmzOvXr7NYrNbqGJVKrRLV2hR/1Iztr4xWG8HX1zcxMTE7O1tfX7+1+1Irgwe6/TJHAmVl5RUrVjTiQnd39wcPHmhpafn5Vd02dnR0tLe3v3LlyoMHD7y9vVEUpZGALMGTKpVK/fLlS0JaxkDviZXcymsXThWxK+gMeR4w75w/oKRjKq1efxqFNArlyPfYpmtglJfzFQBwHIRIAxSNq1NaXHzlzAkTM3PfoLkoiQQA9o59Lly4MHToUACQJwMC3yu742KfW3S2JK5KS0ubOXMmhUK5ePGivr7+gQMH/t1m/v2bF6SV2zmOmIaiqCTGAhj+fd2Sh0MxDjy0mZ3SCCRxlSspKbGzswOA169fiz8bRUVFeXh4/LLkkd+OPyqw/ZXRaiNoamrq6ent27cvIyPDy8urtbtTM2fPniWS1H8BNBotNzdXTU2t/lPFKCoq8vHxkZKSevny5cuXLzdu3FjFm41KpQ4bNuzz5887duwYOHCgsbExpfaREgfAcEBw7Pz586O8x6LyKpUYAFXKdfR4DAd2GYtMJh/f9OT180cx+fl67dQHDRpUR99ICDBIkF/BO3noYDmbZW5pTRyXcMZG3I4mLQMAGIZxytkysvTcr9k3L18YNcmXOE5g3MHs3dNHxL/RH5KSXC737JHwo0ePEse1tLR0dHRIJNK4ceNEotIAUFlZ8fx+VEVF+YBB3mUk2QblxYjAceAIQQoFWrMub1ViUMIHJhWotf/KMAzjcrnEv1+/fi3+0QoKChq3EP0f4Y8KbH9ltNoIAoEgJydHWlo6MjJy0KBBdVsd/nouXbqUlpbWv3//jh07/po7ent7h4SErFy5skFXKSoqjhs3buvWrV26dHn79u24ceNcXFymTZtWJVdCT08vKCjo1q1bt27dcnV11dHRqdGgB8Mhnw/J8fGm1t1UDIxFDjLEDIYohTa17UMm82ga7VRU6lGT4vF4p0+cKOVw3TyHKamovnj84FhYMENegS7HsHXoVUdhNSYUvn7+9P3rWARBlFXVykpLyRQyVUqqkltJo9HG+U9DxVJFEADAMPHkkaSkJDk5uR07dgQFBUVFRaWkpMydO3ffvn3l5eXbtm0T/aUJBPxn96+WFhc4OA0llLFQDIoFP2VQGgQGUCrAqRREcvu3uuHhUCwAIUCZEJRqGoPZbPbFixdv3bpFrEMCgJSUVE5OjuiEIUOGnDt3TvTuX6rw5wS2wvxsuvxfGa02wf379y0sLKZNm+bu7h4VFdWKdZo1kpqaOnXq1JZO9BfHxsZm3759XC63oTcdOnRojx49li9ffubMGWlp6YcPH86cORNF0fHjx4vLcpJIJFdXVz6ff/fu3ejo6G7dutnYVE2hIiFAQUCAgRABIQYogmN41XG6m+uYvQvGdOgxsnv37nX0qry8/ODBg8OHD2/Xrp0QBxzAzbGXvUOvsgpuOavsVPh+b79A8VmXiKKC/HNHDzs4uUyaPgsAuBUcdlmZsuq/JrIkAAQBHIBVXCwoK5FCMMJqvLS0dOXKlVlZWdLS0l26dHn9+nVWVhZR/9C1a9ewsDDichzHXj+9k/UlubvjQFWNn2t3VBTUqFAhhBIBNGLXTIAjRQJgkGqoOSN0wiQHBygTfJ/aCsS6cvTo0QcPHpDJZBKJRKVSHRwcjhw5IsqOGTdu3JIlSxYsWLB69WoajZaUlPTLHst+R/6cwHbxxD4Xj79pI22C58+fOzg4oCjavXv32NjYthbYvLy8jhw5Mnr06F+5RTFlypQlS5Zs3bq1oReqqamFhoYS/3Z3d3d3d2ez2b6+vpaWluHh4a9evaJQKFQqVSgU8ng8Hx+fwMDArVu3mpiYyMnJVWlKiQJZiW919fTVpECAISwB8HEcE9voQVEyU1m5OD+3jv7cvXs3JyfHy8uLyB34nt+PgCIKGE6TkqKNmOBzdN9eF4/BJsbGAsJcDQcAKC0uvnzquNuQYYaGBggAICAtK6MmJyMAwDDAAIpLSorzvt2/diUvL4/NZjOZTBkZmffv348aNWrx4sUFBQVBQUGbN28uKysrKC3j8PgLlq4QAAwYNor+Y0b3Ie7xp/hX1t2drO2rmrgSVOKNiWrfr8WgEMepCKJA/v6pKzFgCUAIQEVBUeKhtFQAfBxIAEL4GRGTkpLi4uKOHDlS21VUKnXLli3Pnj3z9fXdt29fG3dAbHX+nMD2V0ar7ZCZmUmk1Pft27ehYue/AHV19T59+pw7d05PT09Cpdqm061bt1evXk2dOnXjxo1NDKh0On3OnDkzZ87s37//kSNHNm/enJycXFlZ+fnz50uXLh07dmzo0KHHjx9v166dq6trlWXJcja7V88eAEBFQZkKPAwpEwAfgAQQunuHWWdLfXOH2PvXoqONqtdCFBYW8ni8T58+BQQEVO8VCYBJhiIBKDAV/GfPu3DkUPeOxgDAEgBHCAWFhRciD/sHBNJlZGSql6WRYOXKleXl5QwGY+jQodra2iJfHoFAsHz5ch8fHzMzM39//z59+pw6fXpS0FyatEzRj+zNCgxyk9+kvL7f0cp+6NiZNf7QhAAsAXAbHtYoCGA/9g4xHOHikMcDEgoofBcvBgCuEApxUKTUnwwixIGLgRAHFAAR0xyJiIiQxA3Vzs7OxMRk27ZtxC+3wR/mP8MfEtg+xsf+ldFqOwiFQmIJpWfPnh06dIiNja2+Mta6tG/fXlVVNTIy8pcFNgAIDAyMjo6ePn26tLR0t27dJk6c2OiVc6IAlvg3giB5eXl8Pt/V1bWwsPDr16+nT5+urKw0MjJKSkoKDAwU3+OUk5MrLCwUJaFQUVCiAg5QKcAYDEZKYiKdIacoL8OQV9i1a5eBgUGvXr2IMPzx48eYmBg1NbU6nImoKKhQAAcgIQgZ/x528r+kRt+8hUrLzpw2TV6m5pXYuLg4Lpe7a9eu6m+RyeT169cDQHp6Oo1Ge/P2bY++zuLrnF/TEpJe3tFq36nnqJkq1TIxMIBCPmD4z0THBoEAKJABAyjh/3SJwwCqKEHiAFwMivg/TQZqg4//iJEACIDMj99/UVGRhKqk+vr6MjIyRJroX2rjDwlsNy5FeE9ZXP95f/nlNGLx7dcQFRVVbzFpdnb2hg0bKBQKiUTq1q2boaFhly6NXxX4/Pnz0aNHjx8/zuVyz507N27cuB49egQEBDRxY1hWVpbFYlEolLt371paWrq6up45cwYAUlJScBx///69lZVV7969LS0tURT19PTct29fQECA+EIWApD6MbFjB2Pzbj0FOJzfHa+pqWLffWZOTs7hw4c9PT05QLoRc3+Gv3+9+ssi5REZGZmysrKUlJSkpKQAvyk1qoc8ePDg8OHDMjIyAoFg9+7d4m9hGHbw4MF+/fqJhvtbt2517dr11Nlzg8f5EEdyv3xMeH5LXa9Dn5HTEATl41AmAMa/hzQEAIN/6XU1AhoKcmRg/XtzrnpVAw+vv7ZdCgUpFHgYkBCgk4DIYk1KSpJcgsvb2zswMPBvYKubPyTVopLDUVJpki36X5qRgoKCtlydTVBUVMRkMus4IT4+ftmyZWvXrg0ODl65cqVQKIyKivLz87t06VLj7qivr0/sltFoNG9v7/DwcDk5uUmTJvn5+TVF4mvq1KkxMTHXrl2ztrbOzc2NiIiorKxcuXKlk5OTmpoah8NJTU3dsWPHiBEj5s2b9+rVK3l5eQ6HU6WRV69e9ehqo0IFKRTsB0+6deEQAKioawRMnXr01JnUL5lm1rYlwgbkSEhJSQUHBycmJo4aNao2RezIyMiIiIh27dphGFbF03z37t0nTpwQV8scO3bszZs3iwsLDYxNCrLSYs4E53z56Dgs0NTWSWSzUlFNowsBUCGDLAmoKFAQoKAAAGQEKLWof1UBh+8F2rIkkBL7ECQUVKggR/qXKj/+72SQGkEAlCigQgFVKsj+uPj9+/dVFBfrgEajMRiMtv/9al3+hBnbg1vnTf7KaLUl8vPzt23bVuUZvK2hpKRUUlJSh3j/1q1bQ0NDiXU8JSWlCRMmAAAxt/D396dQKDo6Ot7e3g2Su62S0DFy5MiRI0fyeLz169d//fq1DtktSSgrK6NQKNu3b+/RowcAPHjwgLB89PT0dHNzY7PZR44cCQsLq6ioSE1N7dKly/DhwwGguLj44MGDd+/eNTMzs7GxUaYAWc84pigfw6GADwiQrXv2Li4syM/9ZtrJEgDkSfUnARYUFHA4nIULF9ZxTmZmpqysLJlMzsjIWLVqVZUC9qCgoKFDh2poaJSUlAQEBFCp1CNHjnA4nA4dDB5e3K/STt9xqD9SLV4KcCgTVi2mJrwFCHAcSgUgQwIqChgOlRhwMODh/wqHKPxrZiayyKGjwMW+J8IQ/2eQQYYExQLgY4AD4DgIcKjXbR2B7/FV/Efh6OhY33U/WbBgAfGkFRAQIF7c9hcRf0Jge/Hw+sylbXoM/a+ho6PTxqMaADg7O4eHh7u6uhL+nzweTygUSktLE+9u2bJl2LBh1SvwyGTy7NmzAUAgEMTGxm7atKlr167jxo1rSk+oVOrKlSvnz59/69YtZ+ea0/nqhUwmVzHAW758ufhLOp0+derUqVOnEh7it2/fvnPnjpqa2sCBA58+faqpqbl+/fq1a9eamZkpUEBbz+j9q0fqnXpiOOjo6T25d2fUxCkAUCGESiEwqfWIKMrIyFRWVtb2LovFCg8Pf/HiBZGjP3r06K1bt1aPgtra2gCwatUqEolkaGj4JTWhvaaMuoFJjSFNRG2GcAQIAgo/tsFQBKRJIE0CDIdyIXBxwAGoCMiiUC6Eyh+JIVI/ghAVBQoAoVmG4cARgjwZyAgokaECw8uEiBD/LiFdQ3ZMneTk5LRv317y8zU1Nffv38/lcidPnjx//vwqBrbNSBm7TCixsVyb4rcPbFwuB0FQKvXX1ST9pW4yMzM1NH6DZWFlZeWgoKD79+/fv3+fRCIhCMLj8QijbQ6Hk5KSsnTp0jouJ5PJdnZ2dnZ248aNa2JgI9iwYYOvr2/37t1bup5dUVHR09PT09MTAOLi4nbs2GFnZ6epqRkTEyP6xbkN9z2yd1WgTc9KDBRUmKpKyoqKTKJkTZZcV1QrKytLTU29e/eur69vjScUFxf7+/vPnDlz7ty5RKW5i4sLYeVVIzNmzEj6EFtenP3t6xebXoNLyitQEkk0v8IxLCc7q532z8QxDCQScRYHRUCODOJTaQUUcACWAAQ4yIlFKSUKFAqAhwH8yJPkYlAqACqKkOG74GSJEMoxUCI3oLittLS0EbqLNBotLCzMz8+vyipuM8LlctHmKkr/tfz2e2zXzu637zOwtXvxl5+8ePGiQ4cOrd0LiSCRSH379g0MDPTz8/Px8RFtBW3ZssXHx0fCRqysrG42h5gymUxesGBB3ct3zY6VlVVERIS2tvaLFy/at2+fm5tL+A3JyTEruRWYQCCNgjQJRQWVdBASm1LVt5HYQryAB5lfc3bu3BkVFSUQCGbOnFlbSQOTyVRSUnr48GGNXjPiCASCuTOnvHp4UUNNefj4oG4OAzw9Pe/euC5L+r49VpT3be3cGfu3buKJbRkK8e+Bp4kgAPLkqlmOKALKZJAhARn5niRZKgABDhXCnyuWOA48DAr4kiZhPnjwQHKB7CrQ6XQTE5NHjx417vK6+fz5sxRVCqm/hKEt8tsHto8f4ro7erR2L/7yk/fv3zcldbC1iIqK6tevH5fLJXYvJBfi8/X1FZlANhEzMzMymRwfH98srUnOhAkTJkyYkJeXd+rUqXHjxhGa8Z1sHB7cOkOcgOM4DcXlyYAiUN2vjY8jxWz2sZOnAgICRo8ebWNjU3fQCgkJ+fLly+nTp/39/RcvXvzp06cqJwiFghX/BE0e3f9jUuLw8bOtuvUl0kNQFO3Zs2fM1YuqVIh78uDInh07t28jI7gqQ4aE/Nwl47fk4hmCAJMMqtTvZQDErXAAHP41RePjkF8pkWvr4cOHG2S3XYX58+eHhYWJsoEwDDt//vyTJ08a3aCI+/fvtzUxPMn5vQNbfm62nIJ8a/eirZCZmXnixInW7gXk5OT8MnHh5gLDsLi4uP379wcFBbm5udXoyFwbDAaDQqG8fv26WXryzz///O9//2uWphqEnZ3d7t27169fP2nSpOPHjwOAo+voty8fEO/26dPnxo0b0ihQUeDjUPHv4CZHgo/v3vTo258qJSXh7QYPHrxjxw6BQJCUlDR27FiRHr+Az3t891JEyIb0L5l6Zj1RmmJeXp74hVZWVomJiWtWrXoRc3vXju0MBoPP58uSQAb9LuRIbvgWVyNAACgIoABMEtBQoKEgRwJlCkiTgPQj8ZJGqmenRyAQzJs3b+TIkTUKrUVGRq5du7bensjIyCxevHjq1KmFhYUA8OTJE1lZ2djY2JcvXxYXFzfqwwEA4DjO5XJ/X4XC37XfBJdPhrh6TmztXrQy586dmzBhwvjx47du3ZqXlzdhwgTxJOlfD47jv9f3gcPhzJo1Kzc3d8GCBYcPH26EaPr27dt37dpFjCxNhMlkGhsbnzx5sulNNY7i4mJ5eXkAIJPJFDKlvKwUAExNTb98+YJhmDwJUMJiVPwaoSAh9lkXM5Pqi1Y8Hm/ixInV18rOnDmzZs2agwcPnj9//tixY8bGxpzysttXI6+ePWBg0mny9GU6Bmb5+fkeHh5VDA3s7Ozy8/PJZHJ+YRERDo2NjadMmfLpTaw8CSgoMCkS5fFLjqikukZoJFCigBIF5MhAQUCRDKoUUCCDMgXk69xmKy4u9vHxcXV1HTx4cPV3i4qK9u7dK2FWSOfOndetWzdnzpytW7ey2WwXFxd9fX1paekzZ848fvxYkhaqEx8fb25u3rhr2wK/0wBUnYLcbCMTq9buRWuSlJR08eLF4ODg/fv3b9q0KSAgICwsjM/n7969G2uNdCYMw1rlvo1GIBBMmzYtICDgwIEDDUrcF4dKpS5btmzjxo3N0qU5c+Zcu3bt1y9IEuTm5oq2fHq5jLx+Ppz498CBA0NDQxFMyCCBEKCAD4V8+MYV7jt0ZPPmzWO9vOjUGiZKS5Ys0dTUfPPmjehIdHT0jBkzhEJhRETExIkTd+/erahAZ+Um3b9xxqZH/yFjpmpo6gPA2rVrQ0JCpkyZUn1Vc9OmTUlJSSu370lLT580aZKVldW+ffvCwsJkSKBKqUGkuIkU8aGk+vJr7aAAol3A2sjJyZk1a9aGDRvc3d1rPGHZsmXKyspDhgyR8KYGBgZHjhx58+YNobPl4eFhbm7u5+f37du3jx8/NqD3P3j+/Hm3bt0acWEb4TfOivwYH6uupdfavfjVYBi2e/duNTU1GxubqKioN2/e2NnZVfny//PPP4cPH/b19SWTyRiGIQhCTKH4fL6CgkJZWZmcnNzq1atbYgH98ePHhoaGzd5syzF//vyAgAArq6Y+HpmZmZWXlzdLlwBg+/bts2fP9vb2riNdsIWws7O7c+cOUQnXybrn7SvfPc90dHTc3d23bt06ZcoUAYZWUqUT3r2Je/50wOChZvratXmVFRYWRkZGrl69esaMGQiCCIXCz58/r1ixonv37kuXLi3Oy3x296yFsbqzx1gpyfyB4+LiNm3aNHv27Dm+E7Zs3lRSVDR16lQXFxcmk+nn58dkMhu0jFwvQqI6DZPIFFRC7ty5c/To0e3bt9eWPJydnc1isfT19Ru08kGlUqt/o21sbJKTkyWv/iYgEojqze5py/zGXY++cHisf+M3XX9HtmzZ8u7duwEDBrDZ7PDwcFtb2xrlaAFg4sSJEydOrH6csLt8+/btnDlzcBynUqkTJkyoQ/2vody8eZMo+/1lcLlcgUDQuCC9du1ac3PzXr16NUtPaDQam81ulscFOp0eGhq6cuXKS5curVq1SqQI/AtwcHA4cOAAi8Ui0hoZCsyczFQNbUMA0NHRmTFjRlhYmJKKSmJKWp9+TtNnBlViUCoAWi1lySYmJo8fPxavqPP29g4JCY4I285kSHmNGSWvokfoZUvI48ePzczMLly4kPs1+0t6+qNHj3R1dclk8o4dOwoLC5ctW9aUz14doUglq/bIJhAILly4kJKSwuFwKioqysvLURTFcRwAZGVlp06dKu4jz2KxIiMjjx49WkfYWL58OZlMrq1eojZYLJZUtT3OT58+EeWADeLZs2e/9XQNft/AhmEYl1P+n5LRunbtWnl5eRXb+4ZCmDh37tyZKKAuLi7euXNnaGgok8kcPnw4YUIv4suXL5qami9fvrSwsJBwvP769euvzPW/ePHi1atXuVzu3LlzO3fuLHrCJdLW615a3LBhg56enuRp/SIEAoFAIKi+4T9o0KAFCxYIBIJ9+/Y1fZcRRdHVq1enp6cvXLhQV1d3/vz5tdmUcDicmzdvUqlUN7fmsY93cHC4e/cusQ42wNP32vlwn6Dvu7bS0tJBQUEAcP76TbSSI08GQqCkQgjSNaVsdOrU6d27d8T8DwDKWMXDBzpEX7uKUxUwmlpv5yEN7VtAQMCZM2fk5eWNjIxevHjRq1cvUbnh/PnzFy1a1IjPWwffJUUAhDWNlcXFxTt27MjJyXF0dBw0aJCampq8vLz4N+XLly/bt28vLS2VlpamUqlEuumSJUvqiGrr16/v3r3748ePLSwsGtRVDMOqG8x++fKlESX/8fHxfn5+Db2qTfG7BrZHty6Ydv69nykayoULF3bs2NG8bTKZTMLW+cuXL6dOnQoLC6NQKMTqpVAoZDAYpaWlBgYGO3fudHNz8/LyIrphbW1doxL5rVu3iLyDX0NUVNTNmzePHj2an5+/d+/e8PBwgUDAZDIzMzPV1NQyMjKI1bMa9fsFAkFKSkpDLa0J5syZQ6ywibd28uTJxMTEgwcPRkdH+/r6ent79+vXr9EfTYS+vn5ISEhMTMzUqVMVFBSmT59uZGQkuunZs2fv3LkDADY2NomJiRUVFcOGDWv6TT09PZcuXUoENk1do9LiAtFbJXzAEGCSYOiA/iEhIX379kURUKFWlQMW0bt373nz5gHA55SENy9iZOhy/dxGeo6peZlBEshkcm3S1Z07dz5w4MCKFSuKi4u/ffvW0MBQI4LvbjUgwIEsNmMrLS3dvHlzUVHR1KlT63Cu0NXVJb6z+fn5PB6v3k3cK1euFBcXBwYGvnjxoqFdlZGR4XK5VQ7Ky8tXlyurG8IOt1616zbO7xrYnj+6HrRsT2v34pdiamp6+fLlFlL11tXVXbBgQW3vCgSC06dP+/n5lZeX9+nTJzg4OC8vr0OHDvPmzaNSqQKBICws7Pnz5zIyMtu2bWuJ7lVnw4YNXC734MGDAKCioiIKUenp6WpqajIyMoWFhbKysj4+Pp8+feratauotE4gEBw4cODp06eNFmasrKxUVFTMycn5qdPh5lZZWUk8L7u6ujo5Of3zzz+vX7+eP39+Ez8mQZ8+ffr06ZOamhoaGlpSUkIMOhiG2dra7tixg3j8X758eR26lw1CSUmJx+OJXmrpGr19ea9zV0cAkCEBRwiAEEKL38MZUvv+E4VCVlMgT504eMSYCR6j/Emk5h9wMAybPXs2n89ftWrVixcvpk+fnpiY6Ovr2yyBTYYEFRgIceAKQXwfcdasWfPnz5d8a1aSxeRbt26dO3cuJCQERVEajTZ37lx/f39jY2MJb0GlUjkcDo/HE5lul5WVZWdnN3TEePjwYc+ePRt0SRvklwa24uLimTNn5uTkjB8/fvz48Vwud/bs2cnJyfPmzXN1dU1ISAgNDbW3t9+7d29YWFiHDh2Ix+158+aFhIR8/fp1zZo1RDuYUEgikf5rMlqzZs2aMmXKt2/fmiiV2wjIZLKXlxcxYxMRHR09depUYjvB0dGxQ4cOXbt2LS4urpKf3exwOJy5c+c6OjqOHz+++rui/QyiG6GhoY8ePYqOjt6zZ4+srCyO4+Xl5cOGDTt+/HjjVgsFAoGOjk5OTs7bt29FgW379u2KioqiwYtMJm/ZsuXgwYNr1qxpxl0fQ0PD2gqb7ty5gyBIs8wRCcTXygYM9z2ydxUR2Kjo97TDu3fvGHbsVMgDJqXmpPb83KxXT25hmHBKYBCrnL9z587Yd6nNFenF4fF43759W7Vq1cKFC9XU1AhdtJEjRzZL44QhgFAIvH8fp1KpHTt2bJZbAEBBQcGaNWtIJBIR1QBgy5Ytr1+/njNnztWrVyVvZ8KECVu3bv3nn3+Il5cvX540aVJDF1GSk5MbLVjadvilgW3Pnj16enq7du3q1atX3759jxw5QqPRtm/fPnz48I8fPxLZU0uWLOnWrdujR490dHSSk5MrKirmzZt3//59QludID83a4jH770E3AhQFLW2ti4qKmrtjnzH1dVV3MMXw7CPHz+Gh4f7+fm16ILk3Llzg4KCJBQ1p9PpRD85HA6NRhMIBCiKNjrdq6ioaMqUKXQ63cbGRtw3pMYxzsnJydvbOzMzk0KhdO/efezYsY27qSRER0c3e96ECEJeSyAQiP/cvnz54jF2EheHQj4oU0C0cCUUCt6/epiRlqisptVnwCgi17EdQEhISHBw8Lp165qisiFOQUHBkiVLOBxOQEDA9OnTd+3a1blz57dv34aHhzdL+yIUyFD2Q1tEFMFHjhy5efPmutVEJeHt27dhYWGVlZXTpk0Tr1o7ffp0dHR0SEhIg1pzdnY+ffq06GVFRUVDv4ksFqu55v2tyy+tY3N3d587dy6CIAKBQEZG5vnz52PGjLGwsNDT00tLS/P19V29erWHh0e/fv0eP3587969IUOGcLlcNpv98uVL8dQ1OQaze5+a6z/+bGJiYj5+/Hj+/PnW7kgNoChqamoqLS2dkJDQcnd5/PixtrZ2I6w6ZGRkUBSlUqmNjmorV66cO3fuunXrwsLCfH197927V/f52trau3btioiICAsLw3Hc39+/5Sr8Ro0aRcT7Q4cOpaSkNL1BGo2WlJQkeikur0WA4zidjJAAeDgUCQAA8nOzblyKiL5wiKmkPmj0VPs+g6pk8E+dOpXBYEyYMGH16tVVdoNycnIIUWYR4muhNbJixQoHB4ctW7bs379fSkpKIBAEBASsXbt2+fLlERERnz59ioqKCg4ObrqOIglAgQxM8r+WW/v161ddCawRhIeHDxs2rEotNo/Hu3nzZmRkZCMSGolsTAJ7e/vNmzcnJydLfvndu3d/pad8y/FLZ2xdunS5cuXK8uXL16xZo6ioyOFwiNUbJpPJ4XDMzc0Jt+Xy8vK5c+cyGIzBgwdTqdTDhw+3a9dOVlZW1I4MvWZ91T+eyMjIgwcPiqxV2iAaGhopKSmvXr2ysbGxtbVtdgmS48eP/7JtPHF2796toaEhWuRBUdTc3PzFixd1VEqgKEps7KEo6uvrq6WlNWPGjE2bNrVE+aCNjY2NjU1+fv7jx48PHDhQUFBAFC9iGCYtLa2uru7u7t6gp4F169ZNmTJlxYoVxNJuX7fRu9bN6DvgZ9YGhUIhCXgKFGohp/JV7L3Sr6maGlq9+w+nScvW3ir4+fn5+fk9evRo8uTJnp6eI0aMAIDTp09LS0tX2YXq37+/rq7u6tWrdXV1a2xqw4YN27Zte/z4sZqaWmZmZlFR0axZs759+7Zs2bI3b94cOHDA0tLS2Nj4wIED1Qs9mwVpaemmV3fMmTNn586doqxRglevXjV6g5BEIhHZHwBgZmb2/v17VVVVyS//9u3bb2HNUS+/NLCdPn366NGjMTExxGzX2to6ISFBT08vNTVVvIRQVlZWSUnp6tWrW7ZsoVAoI0aMCAwM/JX9bLNQqVRVVdUPHz4MGDCgtftSM6KsvFevXh0+fJjNZgcGBlbPQm40KIrWJhvfosTGxu7bt0/8SN++fW/duiV5CaCrq6uCgsKCBQsImRIlJaWPHz82tHK2blRUVIYMGVJFroLFYiUlJZ06dWrbtm1dunTx8fGRZCym0+nGxsbr16/fv38/AKAomYSSysqK5eSYAJCZmfnt27fM9KSk988FQNKz6m1h78IkQ21l2uJkZ2cfP35cUVHx9u3bMjIyLi4uJ06cKC4urjIDnjx58oEDB54/f15bYGMwGEuXLp0wYYKysrKRkdHZs2dFb4lrcBcWFp45c6a2RMqmMHz48F27di1evLjRLbBYrAMHDlSflj18+LBv376Na9PGxubmzZuDBg0iXhoaGkoe1MXzoX53fmlgi4yMTEtLI1RkwsLCvL29R48evWLFiv79+1cZ+/r16xcbG0ulUrt3715RUdGMu+K/O5cvX26Q2W5rYW1tbW1t/e3bt61bt6qqqnK53CpFcgCwZ88eKpUqLS3dr1+/du3aSdJsq+h1EekJ+fn5RBUggY2NTURERIPaIfzb0tLS5syZs2DBgmbMPqgDBoNha2tLBOCoqKgFCxbweDwSiYTjuJ+fXx2p6pqamnl5eaLH/96uo6PPh4+YMDcvN/vAnvWWnczYrCKXIRPJZEqxADhCKBNKFNhWrVq1fv36O3fuPH78OD4+3t3d/cKFC9VPI/LL6m6KTCZraWllZGRUn98cO3bswYMHX79+VVBQmDRpUv3daiDHjx9/+/at+N9DQ+FwOL6+vhMnTqwyuBEPIo3eMR06dOiqVatEga2O32917ty5I7rwd+eXBrZLly5VORIXF8disaqb7IkKL8hkcmlp6a/o3G8ClUptRummlkZdXV1UM3v9+vWMzMyjR49SpKQRBFFQUCCTyX5+fhwO58aNG9++fdPS0nJycqq7hoZCoXA4nNpKlVsIKpWqrKxcPaYSykMNxcDA4MCBA3PnztXT05szZ05zdFBS3N3dReKEXC53yZIl4eHh06dPr1Fs18/P7/HjxwsWLCA+uHUXq8z4F5dPhZRzeBY2vT1HjBadqUAGHKBSCDwcqPWVP40cOXLBggULFix4/fr1mzdv/P39ly9f3miVzhoFtHbu3JmVlTVr1qx169apqamdOnXKxsamRgX9xnH58uWPHz/Onz+/0d0mGunfv3+VqMZms4OCgpqSk6KkpMQRc6drEGw2u1WWQ1qCVq5jI4aMxl2LYQIU/V3r8BrHsmXLnJychgwZUllZmZWVVVZW1iA5otZlwIAB6e9ujRs3jiIlTSKRysvLic1CGRkZInHg/PnzoaGh0tLSnTp16t69e42NuLi4bNmypUEFp82ClpbWyZMnZ8+eLTry9u1bdXX1xrVGKGZFRkb6+vquWrWqKeNjo6HRaFu3bs3Ozt67d29xcfG6deuqL0P16NGje/fuSe9ffIx/FRsbW8Jid7Xvr6FtuGXLlq9fv4om2QiAIhnKAMoFQK1v1dnJyUlHRycgIEBdXT0sLKyiomLBggXy8vIIgvD5fKFQSKRfbt26tdHpeeXl5QKBYO/evTt27FBRUYmLiwsKCgoICEBR1MLCQnzf9+nTpyEhIUeOHBG/nMvl+vn5aWpqbtiwoXrjCQkJV69ebehkvQrnz58/c+ZM9QTOOXPmLF26VEJR/9oQ+eU2iPj4+Cbet03xGweGx3evPo25zFRRcxs2RVO7BiGMP4/c3NwhQ4bs2bOHyWRqaGgkJyfr6uoymczW7pekEGMKUUBa/dlQX19fVlY2PT390aNHCgoKpqamoskZjuPv379/+vQpiqJv374lFC9/Zc83bNhQRXvz7NmzTZQd8vb2dnJyWrp0KYIgsrKyM2bM0NTUZLPZGRkZSkpKFy5cMDAw6N+/f5P6/QMOh3P//v1OnTpVCaKamprr16/Pzs6ePXv26tWrReXAOI6nJ7+Pf/MMw4QdzLsOGRNo2ztn2+a1e7YsWbfrpIyMTPUoKEf+qT9CzG1rW5jMzs6Wlpbm8XgLFiyQlZUdNmyYSOuZ0CpLSEhYuHBhaGhoQz/ms2fPOBxOlX0vKyurkSNHXr9+nc/nb9iwYevWrZqamsXFxatWraLRaEQYOHfu3L1796SkpIRCYWVl5eLFi9+8eRMYGLh7927xPars7OxNmzY1UdYOALp3737q1KnCwkLRr+Pt27eHDh1is9lNjy4kEqm0tLShif6PHz9uiTXb1uI3DmwOTkMcnIZ8Tkm4fDKYVVyo1k7HfYSfilorPPz+Mng83o0bN+bOnUu8/Pz5c3URnd+Xjh075ubmjh49msFgHD169Pbt23JycgKBAMOw/Px8W1tbHx8fMpns4OCwePFiQnPkl5GTk1NWVnbo0CHRl5/BYDS9plBNTY3Izvjy5cv69es5HA6FQmnXrl15ebmDg8OrV6/u3bu3fv36Jt6Fy+UGBgb26tUrMjLSwcFBS0vrw4cPmZmZOI5v2bJFRkZGU1Pzf//737p160JCQjLSkt69fijg8QyMLQYMnUQmUwDg4cOHYWFhXC6XjuUGBgY6OjrWuFwsOlTGBw4GylSg/PssLpdLlD3Iysr26dPH1dX18+fP8fHx/v7+Kioq8+fPV1JSEggEXC6XRCLVnXRanZCQkMjISELBqwpubm5ubm5xcXEbN26k0Wi7du16//79okWLkpOTc3JyUlNT79y5ExoaKh7DOnfu3K5dOx8fny5dukhLS6ekpFRUVAgEgp07dzY9r1VDQ2Pbtm1Llixp3769srLy27dvCdPRxlnMVMHd3f3kyZP+/v4Snp+amnrt2rUuXbo0Y5JXq4OI1z38FvwzfyYAbNiyq8rxxPcv7kRFsstK22kbug+brKTyB0a48ePHE+MgAOA4vnfvXgcHh/fv38vJyXXu3FlPTw8Abt++/eXLl06dOlEolE6dOrUpz899W+aNC1gmKyfRs2RlZWV1tXIAmD17docOHWbOnNncvauH2NjYCxcuiITqT58+XYduYePIzs6uMqOKjIx89+7d6tWrm9LswYMHVVRURowYweVy7969m5GRYWNj06VLl/j4+E2bNhEDevaX5E3rlrj0d9LR79DJ2oEq9a8dqQcPHoSGhpJIJF0lUNTQf/0+bc+ePXXvWpUKoUIIipR/7bqx2ezg4GAKhUIIuHz48EFGRiYpKUlNTS03N7ewsFBPT08oFMrLyxcVFbFYrL59++bl5X379k30Z18bLBZryJAh7du3r2OeN2LECCMjo69fvw4ePHjo0KFfvnyZN2+enJyclZWVtLR0jWr6AoHgyZMnlZWVlpaWLeGxEBUVxefznZycmrEIRCAQTJ06lVA5B4B79+6dO3du+/btxKamoqJi7969k5KSEhISFBQUCgsLtbS03NzcakyeDPQdZ21jOy2ohmeFNs5vPGOrgqmFramFLQAkvHl64uDmchZLXUvP1XOimkbN6cK/IyUlJe/fvydywBAEsbOzq6io8PT05HA4Dx8+vHXrFoIgTCbTy8srOTm5rKxs3759tra2DcqMajvUGNUIWmVn0dzc/OzZs1OnTg0ODgaAuLi4GTNmNO8tqm+2eXt7FxUVbd682cTE5Nu3b4MGDWpEQvarV6+I4Z5Go4k7AFhYWIweMWjmlBGuLv219NqDlMpQ75o/Ua9evbp06bJgwYL7r950MyudPHnWzJkz6zYxYJCgUgjFfJBCABDAAeTJQKfTxSVJR40aBQDEjFxNTe1///tfSkoKmUz++vWru7v7lStXsrOzXV1dr127FhMTs3nzZhUVFUNDwxp3WFEUdXZ2FhUaipOTk5OdnW1jY2NsbCwlJUVsj+3cufPatWsyMjJCoTAmJqY2y3IymdxcrkY1UpvRaFMgk8niaU1CoTAzM3PDhg3du3f38/PLz8+/d++eqampv78/i8WSk5P73fWOa+TPCWwizCy7m1l2B4CP8bHnju5ilxYzlVSdB43TM/oV2dUtipqamnhmsyhiycrKVpE67dSpEwB07Njxzp07v2lgq40tW7bMmTOnRYebGqHRaMOHDxdNCMrKysR9tloOLy+vRYsWaWpqGhoazpkzZ/78+aGhoRiGLVq0SEJPVxzHxZ/HMQxLTXqT9CFWKBTo6Hfw9plz9FgkjfZRWqauSQOdTg8ODl6/fn1y7JUXL154eXlNmzYNAKZMmSKqG7t586aOjg7hW4QAMEhQxIfyH8MmDwMVag0bbyiKEjumolVEDMMmT568Z8+eCxcuREZGoijavXt3Y2PjkpKSly9f3rp1q1OnTl+/fhXXIKbT6TVGNQD48uXLnDlzevfuraqqeuHCheHDh0dFRaWnpzOZTCUlJVdX1wEDBqAoeuXKFQ8PD0l+nm0fNTW1hIQEYruuX79+HA4nLS3NyckJAIi5O3HaH5MDWZ0/MLCJMOloY9LRBgAyPifdunSsMO+rNF2uZ9/BVt0aWfzY6jR0XTE3N5d4fPutzXCrkJiY2Iyp2w3Cxsbm/fv3/v7+jc6HbAQDBw7cvHmzg4NDUVHRunXrLl26FBwczOPxAgICQkND6/1RlJaWEqo9fF5lwttnn1PiAUGMOliK9s8AoG8/Jwk7s3jx4hsXNVEUcXZxcXFx4XA4y5YtCw0NNTU1ffv2rbW19YkTJw4dOkScTCOBDA5cIeAAOAIoAohkRtQoirq4uJw/f15cmWHnzp08Hm///v179+7NyclRUlLq169fQkJCvbutdnZ28+bN09DQ2LBhg6WlJeFTymAwVq1adeDAAQ6HQyaTAwMDs7OzHRwc/gylxAEDBty4cUOUh+Lh4XH27FnCyKlB7fD5/N9ur4rgz9ljk4Tiwtwbl45mpCWSSGRzK/veriNokhnStxH8/f137WrABxcIBDExMYmJie7u7hI+3bcoDdpjq5GUlJQ1a9aEh4f/4lK2Krx48UJRUVFkjfbLEDclefr06cWLF+vdfnv65EH05VPdbbtQpGhmnbrpGpo1cekJwwRbl/vPX/sznLDZ7N27d799+1ZKSsrc3LzK9icGIMAAACgoIAD/+9//cnNztbW1CdmRV69ePX361MPDo2fPniwW69ixY8OGDSMmcJMnTw4JCak+q+BwOJ8/fy4uLj579iyKooQOX72MHTsWQZDQ0NDqfzlr165VV1fPysoaPHiw5E40bRlCOXPv3r2iI0KhcPfu3TNnzpT84ZjFYvlOGN3fZcDfPba2DlNJbfTkeQAg4PEe3DoXvHmOkMdXbafTx22Ujt6v831uNA19CiGTyc7Ozp07d75+/XpbCGxNJCQk5M2bN2FhYa0b1QDAxsbG1dW1ffv248aNq66o0nKIohoAMJnM2pSCcRz7kpr4KT6Wz6vM/JqrqWc6eEyzWR2hKJlEJrNKChgK3ytQ6XQ6j8ejUCg+Pj7dulW1/0UBqChkZ2cnJibGx8dnZGSsX7/++fPnRCKJnp6evb39qVOnOnbs6Ofnx2KxkpOTuVxunz59Zs+evWbNmi1btvj7+3fu3Fnk1uTt7R0QEODi4iKSWDx06NCYMWPqnryOGzeuT58+4j9AAsJydv78+U3PPm07kMnkKnoCJBJp4MCBkZGR48aNk7CRjIwMlNSGUs8axH8rsIkgU6l93cf0dR8DAMmJcTcuRhQX5JGpFEvr3j2dPdus05uMjEx+fn6DsrOSk5OvXr1KbIf8vqSkpGzYsMHR0fHw4cOt3RfgcDhBQUF+fn49e/Zcvnz5p0+f6hV/agk6dOjAZDIDAwPpdLqDg0N6enpS4odOHXS1NVURBNE1NHN0HUWVop09e1YoFDbvrfsMGHX17AEv3++aMrm5uc+ePbOxsbl27dqlS5eqR4jt27c/ffq0S5cuPXv2JJJHevbsSaVSR44cOXv27JKSktGjR8+ZM8fPz+/OnTtbt27FMOzw4cNbt24l1BsKCwvLyspERY3Tp08XT0x/+PBhTExMcnIycd+oqKiXL19W90YXlcpVIScnR1FREQAQBImPj/8zZmwAYGFhER0dLW4sZWRklJWVFRsbK+Gmu7m5OVPht6mRrcJ/NLCJ097Uqr2pFQBwOOyHN8/tXheECQUKiio9nYaYdvp1D+OSoKKikpWVJWFgKywsPHHihL6+flBQUJtK+m8QGIZt2rTp69evu3btIgagX8/du3fT09N9fHyIl8uWLfP29ia0UXbu3Dl69OjRo0dXnwr8ApYvXy7g814+jbl76wpdVtZrmOvNmGeKGu2JbEOC3r17L1mypHlDr1W3vjcvHRW9RFG0ffv2mZmZhw8fjoyMXLly5cqVK/39/e3t7bt167Zly5aMjIxevXqVl5efOnXqxIkTAEAYrwsEgtLS0t69e69fvz4yMlJNTW3gwIHwww9BlH+/devWBw8eODs7379/n0wmi2Sovnz54uPjY2BgMHv2bJF12datW0WF82w2++bNm3VbSLNYrPz8fAzD4uPja6yB+02ZMmXKrFmzxAMbAPTu3XvPnj1/WDZZjfwNbD+RkaG7DJngMmQCAGR8Trofffbq6f0AoK3fwaH/sLYgbpKdnS3himJJScnRo0cDAgJaK8+iuQgICBg6dGj1B/Bfyc6dO0WD6YMHD3g8nkjxC0XRPn36LFu2rEbRwhYCx7GM9I+f4l9x2CwyhWrYofPC5dvIFCoAOA30mjBhgpOTk8jHXEVFxc3Nzc/Pj8ghcnNzqyL/3zgYTKXsjBRNHSPiFoWFhVOmTAEAb2/vtWvXrlmzpqysrLS0NDQ0dNOmTevWratb1ZfBYMycOfPEiRM1PoHp6uqOGDHi1KlTVXKgrl+/zmAw+vXrt3PnTiIN+NixYxQKZfTo7zqWK1asePbs2ZAhQ+p4sOvYsWP79u3PnDnToUOHlnAUai3odDqJRGKxWOKblAiCdO/e/caNG7XNX/8Y/lvJI43jzcsHLx5ElRYXoChJ38TCwWloa+mb+Pj4EEVUdXP//v2kpKRx48a1+l5UFRqaPLJo0aLevXs3y0DcFEJCQmxtbU1NTbds2ZKbm7tly5YqI+yqVatcXV1btAIBx/GczLSP8bGskkIUJWnpG5t0tJaRrSFdOyUlZfPmzaL6XHE4HE5YWNinT5+artuS+flT1NkDAfM2Ey8fPHiwbNmygQMHzp8/HwBu3Lhhbm4uJSW1cOFCLpc7efLknj171t3gnTt3jhw5Iisrq6CgsGbNmhr/dH18fIyMjERp/RwO5/LlyyNHjhTFLTabTaPRRL+dQ4cOkcnkeneV0tPTV65cKVr5/GO4d+/eo0ePiN+IOGfOnNHX15dk3va3QPtPxrJrL8uuvQAAwwSxj2+fPbKdzSpBEVTXyKx7n0G/bCbHZrMllDf9+PGj5II6bY0vX76cP3+esCceMGBAq0c1AIiNjU1LSysuLh46dGiNDkoLFy6cMWNGswc2HMeyvqQkJ7wuYxUjCKKhZWBt78yQr2c91sjIyMTEJDg4WJRtIUJGRmbWrFkbNmx4+vRpbTLTEqKtZ1xalC96mZmZyePxoqOj586dSyTrA8Ddu3c7duwo4f5uv379iJ9tWFjYvHnzanyAMzQ0tLW1PXbs2LFjx6Kjo2VkZIjJmaenp7m5+Zo1a6pMuSQUP9TX12+iqHHbxNHRUVR6Ic6IESO8vLwGDBggeSLJb8ffwNYAUJRs6+Bq6+AKABgmiHsWE3U6lFVahOO4mqautb1zx5bck1u+fLmEf4hqamoNzTFpdTgcTnh4+Nu3b1VUVDw8PERmN20BEom0evXqOpazaDSavr7+w4cPHRwcmngvPq/yc0p82qf3lZUVCCCauu279ugvV18wq8LcuXPnzZt37tw5ke+rOBMnTty2bVsTAxsAaOsZxz2/S1SFHjp0aObMmdevX1+zZo1IGSQrK0uSbVE/Pz8ymYyiqKampq2t7evXr2uTxSLUjdlsdmpqqvhxT0/PhISEJn6cPxIFBYUaFcNxHL9z546bm5toyfoP429gayQoSra2d7a2dyZeJse/fvn4RvTZcBxwKWkZU3NbWwcXUT5000lPT+dyuRJqwtLp9PLy8t8lsLFYrEWLFpFIpMGDB4v0ndsU3bt3r3eXSElJicViNa79gryv6Z/ef8v+DABkKlXPsKOj6wipplVY/u9//xs/fnyvXr2q/xloaGhwudy0tDQDgyYtNgwc7R++axkR2MrKyi5evGhubn7//v3MzEzCFfrGjRthYWH1tkMikZYsWWJgYLB169aLFy8ePHiw7lwnOp1eRVWLSI15+vSpjo6O5B5Aa9eulZWVFbci+vPo37//hQsXAgICqhyXl5fX19dfs2bNjh07WqNfLc7fwNY8tO/YpX3H78JCJUWFLx5fPxy8qpLDAQRRUdO06NKzs01vchMS5/bu3SuuwlA3RFFRo+/1K+FyuTNnzlyxYgWhw9Q2mTRpUnh4+IoVK1atWlXbObGxsdWX/mqDU876nJKQkZ5UWcEBAGU1Lf325jY9nBGkOZNXFy1atHXr1o0bN1Z/y9HR8cqVK0FBQU1pn8FQrORwiJyUqKiolJSUr1+/+vn5EfODkpKS4uLiM2fO1KsTvXbt2vnz548ePVqSx5qcnJyFCxe6ubmJMkREXLx4MSEh4cqVKxL2X0pKKiYm5s8ObC4uLjUalAcGBm7evFlLS6uhFgq/C38DW/OjoKjU32Nsf4+xxMu0T+9fP7t7/+ZZoVCIIIhaO11zK3sLq54NinN5eXkir6x6ycnJqZLm2zYRCAR+fn4LFy5sy1GNYPLkyf7+/sXFxTW632EYRqFQ6tAt45SXZaQnZaQlVXDYACBLZ+gamvUZMEpKSrrl+mxmZsZms3NycsR1k69fv37y5Eltbe1mMWu1tHWMuXbcedB4ZWVlIvNiyZIlBQUFOjo6s2fPPnbs2NGjR2fPnj1w4MAa9yYJlJSUwsPD58+fz2KxvL29677jokWLPn/+XKPmy4QJEzIyMiTvvLS0NJ/PF7ci+vMg1nirH+/cubOWllZ6enpsbOzfwPaXxmBgbGFg/FO5+GN87NuX92OunyLinIKSqnGHLp269lJQrHXlMCoqqkF1owKBoBUVu0kkUm137+44kCYtQwQAQpl3ypQpfD7/13awkcydO3fx4sWieilxUBQVCoUlJSUipcGCvK/ZGSlfM1P5vEoAkJah6+h3cHDyrFtouNlZvHjxwoULp0+fTgxez58/v3bt2vHjx5urrtF5kPf/lvs7D/pZJFdRUaGnpycvLz9s2LDr168HBQW9ePHi/v37J06ccHR0HDt2bG1NbdmyZdGiRXw+v4qhaxXWr1+vpKRUYxGLmZlZg1w6x44de+/evWvXrv3Bga0ONmzYMHv27Pj4+D9y0vY3sP1qRNLMBNkZKe9fPTwWtraSUwEIgpAQLR0jY1ObDp1tRTqWJSUl0tKSPtpjGMZms5u/3xKDoiiKort37yY8rrhc7uzZs5OTk+fNm+fq6vr+/bsDBw7a29sXFxfv2bMnNjaWRqOtXLnS2tq6jWurGxsb17bAy2Gzetl32f2/5Z3MTVEEBQBFFQ0tvfZmne0olFYo3Bahr68fGRk5depUYuQ6dOhQaGhoM1broyiZ/G95rW3btoWHh9++fTsyMpI4YmtrS9x99erVNeZqiti4ceO8efPU1dXrWG+QfAutXhQUFJrL2/N3BEVRW1vb06dPh4eH/w1sf2lmNHWMiCpXAgGPl/Dh+cf3sfdunRHy+ESoS/yYPnDwyNLifHlmPfkgmZmZ58+f9/T0bOFe18OrV6/Wr19P2JVt27aNRqNt3759+PDhHz9+PH78xOrVq5csWaKpqVlcXLxu3bo1a9ZUVlaKO0i1WbhcLo7jJUV5eTkZuTkZbFYxgqA4jsnS5ZkK8tk5CoNHS7oP+svIyckpKSkh/o0gSLMrpPR19446d3CMz0LRkcmTJ0+ePLn6mcuXL69XAGXz5s2+vr52dna/RmXfzs7uV0p9tgoyMjKFhYU1Zj96e3szmczfV5aoDv4GtrYFmUrt1MWhU5efWeOnTpwo4kgJBdyTBzdXVnIBAAGcQqVpaOnr6HcwMrWUk//5J/vs2bOhQ4cSOWmtRXl5+fz585cuXVpaWgoAz58/X7JkiYWFhZ6eXlpamo/P5NWrV3t4eDx79mzWrFlHjhzx8vJqxd7WTUlRXv63rPzcrKKCbzgOVGFB9IVwppKamoaudXcnWfrPSvPs7Oxnr9pcxvndu3cPHz4syh9RUVGJj4/v2LE5jQktu/a6caGGYqnqpKWliSqg2Wz2rl27pk+fLtLFYLFYhw8f9vX19fT0PHnyZPVEvr80Dj6fX4dn74ABAw4cOPAr+/Nr+BvY2jRcLvfSlSvVqyzLy0o/Jb7OSE988Si6spKLAA4AgCAMBeVDIXeHjvDWN7JoijtMU5g1a9b48ePZbHZJSUlFRQWHwyEyzplMJofD6dDBhPAZiY+Pp1Aou3fvDgwMbPWnZlZJYVHBt6KCb4X5OZVcDgAQgjwKiioq6lom5l0VldUQBH2fUnD5VmyN22xqamqiiVHbITIycu/evaJZ2qhRo06fPl1HbmfjEJfXqgMDA4Ps7Gw2m02n01evXt2jR49p06aZmJgsXrwYRdHp06d7enoGBAT4+/ufPHnS0dGx7acU/RbweLw6pMIQ5PcTn5KEv4GtTbNs2bIaH11l5eStbPtY2fYRP4hhWOaXjycjDiS9e/no1gUen4fjGAIIIAiKIIpqGopMdQ1tfdV2umoaui23/qCpqfnkyZPU1FQWizVmzBhra+uEhAQ9Pb3U1FQTExPRaVQqFcdxR0dHQ0PDEydOVLc7aV74fB6rpLCkKJ9VUlBSlM8uKwUcx3AMRUmA43IKiorK6urt9Dpadq+jgGzBggWDBw/GMKz6T69tWrmamJjcvXtXtGX15MmTlpjNDxzhd/l0aOC8LfWeuWLFimnTpv3zzz9mZmYYhp0+ffrGjRuTJ09et26dgoLC6NGjBw4cuHz5cikpKR8fn5iYmOZdOBUIBEOGDLl69Wozttn2qTduKSgolJaWysu3znNwC9EWv41/IUhISGCz2ZKP+CiKxiemD/UOaN++fZW3uFzOt6z07IzUz2kJr57dKS8rwTEcBxxFURwHHMcoZAqDqSynoKjAVFVkqsorqTJV1OTkGmNasXLlShRFz5w5k5KSYmVlRSaTR48evWLFiv79+1MolEouV2TcTLBlyxZTU9NG3IgAx/FrUVdOnYiUopIF/IpBHu4KDHp5OQsAMKEQAFASCRMKKVQpeaayvIKSqoaOkamVHKMxH43FYklLS/9GexK9evW6c+cOEdhSUlLi4uKarhJZHW09Y1ZRgSRnmpmZHThwYP78+Xw+X1ZWdvTo0S4uLubm5mvXriX8w+h0+rZt2woLC4uLi5slqhF7t4Q/2dq1a1EUffbsWauvEPwyWCxWcXGxeL5udSwsLN69e9d00Zw2xd/A1kbJzs5evXq1JH7ZERERAoGAQqHIyckVFRW5ublVP4dGk9Ez6qhnVOvmCofDLszLKsjLKSnIS01+X/aqiFNeWsmtJJbkiOx9BEEFQj6CoCSUJMSEUlQaVVqGQiHLyMqjKCotwyBTqCgJsXMYwFRSGzFiBNGyhYVFXFwci8Ui9le+fs3SNzACgAB/fzKFAgCKioq5ubkA8C37c3FhHgBUcjlCoYDPq+TzK7kVHKFQwK3gkEhkFEUxoZBdzn716nXnzp2YTCaOA4JAVvY3FOMw5NQGeow+HHFsb0ioLF2+JQoeFBQUaqxja7Okp6eLtrW2bt26bdu2FrqRtoGJSF6rbuh0ekhISHZ2tsglVVNTUyAQpKamiqbCkyZNUlBQ8PX1baL85osXL7Zt2yYjI7Nr1y5/f38nJydnZ+c7d+78dwLbqlWrZs+eHRkZ6eDgQBggVMfExOTJkyd/A9tfWpwbN24cP35848aNkqwPVFRU+Pn58fl8FovVaBktGRm6jF4H7YbYiHPYrIqKstLiIkwoYJUWCYR8LruMx+cLqtWlUalU0fDKkPu+3M/lltMpCuKn8Xk8AKBJy8jQ5aSkpMlkClWKRqZQpGXohCRHUVERIb4lJaVSiSoNHOErujYAIC4ubv/+/TRZBbrcv5ptRuLj46vL7oloO3sVGIbNnz+/sLCQy+USO4IcDodMJrdcquGgkQEHdiyWJLARVMna379/f0JCgmgqbGxsrKioGB0d3bjAxuFwQkJCkpKSKBTK/v37586dGxQUNGXKFAMDg5UrVxKWb/8FsrOzy8rKunbt2rVr1ytXriQmJo4YMaL6egNRhYnjeCsWvzY7fwNbW+TRo0dBQUHighF1MGDAgIiIiEmTJv1icUgZOkOGzlBSqVpXhKJojbn7GRkZCXEPnd1HEi+rhx9t/bqkVd6/f79u3brly5cbGhqGhITExMQ8fvyYWMsiTrCyspLE06cpmJiY5OXliR8RCARcLpfP5zOZzDYyLjx48GDXrl1jx449duyYg4MD4f8SExPTovaSdIZCJbeCkNdqXAvitdUbN248c+ZMg+ZVJSUl27dvT09Pp1AoKIoOHDhw+vTpxFsrV648c+bM0aNHaTTa4sWLa1Qt+fPg8XgLFixYs2YN8dLDwyMtLW3nzp1jx46tPlBYW1vfvXu3DnWY346/ga3NIRAI0tLSJM/J1tXVbTtzBQAgNkuqs2LFChsTBUfnwVK0ButInT9//vLlyyEhIcQwHRgYOGHChISEhOjo6F9pmUilUoVCofgRLy8vNTU1CoXC5XL19fV/WU+qIxAI7ty5ExsbGx8fHxERER8f36FDh7i4OAAoLCy8evVqE5Uh68XSts+dq8ddhjSDVTeZTK5XYXLWrFlycnLEwB0fH79mzZpp06ZVLzQWCATbt2/ncrnbt28Xt9z8s+FwOIGBgQEBAeIzYwMDg2nTpkVGRpqamlZ5aLC2tt63b1/Xrl3/mB/R38DW5rh+/br4n50k1llSUlJVrHLbGmfPnrWxsUE5aY249tatW3fv3t24cWNxcbHIf1JGRiYsLGz79u3N2s36UVFRuXPnjujZVl1dvTaPlV9JbGzsli1b7O3t+/btO2vWLDKZfObMmSlTpjx48GDKlCkKCgqjRo3q3Llzi/bBeZDX1uX+zRLY6mDEiBHdunXLz8/ncDgfPnwYN26cqanpp0+f9u7dWz2p/fHjx/v37w8MDGxRD9i2xrVr144ePRoUFFRdh49KpU6aNOnGjRtnzpwR7YITjBkz5ujRo9OmTePzebevHuts07udtuEv7HUz8zewtTmuX79OuJGx2WwvLy9NTc16A1vfvn3v37/fliWpiC/b3k2NUVI3MjLKycmZNWsWiqIixeQXL17o6OhIYvfVvLx48SI2NlZPT8/Q0JDH47UFocsHDx4EBweHhYWJKygWFhYaGxsbGxv7+vrWcW0zgqJk0r/ltZqd48ePs1gsbW1tZ2dn4s/g7du3+fn51W0BWCzWunXryGTy0aNH22YlRgsRHBycnp4eHh5eR+6ui4vLmzdvQkNDvby85OTkiIPy8vIqKiopH9+/fnKjn7uXkmq7X9XlFuE/9Cv/LeByuZWVlUSGgr+/v5WVlSTltBoaGhwO59KlS4MHD275PjYGOp3e6Cx5fX39U6dOAcD79+9Xr17t4uIybNiwPXv27Nmzp1n7KBFOTk76+vqElVdZWdmCBQt+wU0fPnyI47j4tIPNZl+8eDE1NTU5OdnIyGj//v3iyfFxcXGtoj5TXV6refnw4cPSpUvF1xvpdPrNmzfPnTtHFBqzWKz169efO3cuKSlp1qxZDZIO/92ZM2cOYS+8YcOGek+2tLQ0MDA4ceKEgYGBk5MTAOA4ThIUxdy67Dvtn+a1T2oV/ga2tsXXr1+5XO6LFy+uXLkiFAolXz4aNWrUvn37WrRvTaGJUpDEQ7eVldWpU6eOHz8+d+7cRYsWtYqTKmHiXO8OUNMR1R75+Pjo6+sXFhZGRkZKS0uPHTs2JiYmPj6+b9++7u7upqam1Wckt2/fHjBgQEv3sDqSy2s1jrFjx4aFhdna2t6+ffvChQsYhqmqqg4ePHjp0qXECV++fFm8ePGIESP++eeflutGG2TZsmX6+vqShDQRDAbDz8/v1atXISEhwzw9Htw43a2X++Vrt/+AqAZ/A1tbw8DAwN/f/3//+x+Px7O1tR06dKiEFyYkJKirq7do35oCgiDNInNMJpPHjx9fr5bu7w6Xy50wYYKampqbm5ucnNz8+fOJ45mZmceOHTM1NZ05c2Ydl5PJ5NbKJ2IoKmd+/qStJ6l3YIMwMzNTVFQMDAzU09Pbt29f9Yiuq6srchX4wzh//rycnFy/fv2qr3zMmzevQ4cO48aNa0Sz1tbWnJLs3VuW+85cpq2rb2iY3nRr9bbA38DW5ujVq9e1a9cmT56sq6sr4SWXLl3icrmjRo1q0Y41hc6dO1+/fr3e06Kjo69fvz5o0KA/KfO4EcyYMWPRokUUCiU6OnrdunWi49ra2pLMRYqKiuqot2tRBo0KvHJqX8C8zS3U/vLly1uo5bbM+vXrHz16VFxcvGTJknHjxt29e5dKpSooKJDJ5PLycmtr68ZFNQ6bdfPyEbPOdss3hh46dMjW1rZv374RERF/A9tfWoSioqI9e/ZwOBwURa2srGo0ARERFxcnLy/fZnfXCDw9PdesWWOuV4M/pIhjx47FxcUNHjz41KlT//HABgBdunQBAAsLi3rPrE5ZWZmqqmpz90giNLUNSovyW+XWfypXrlwpLCx0dnY2MzMjMvJdXFw2bty4a9cuNptNJpNrtF2tl8R3zxLfvXAZMlGWzgAAPz+/qKioL1++SEtLZ2Rk6OjoNPfn+KX8DWxtkc2bN5eXl2tqavbt2zcjI2P8+PF1ZHbFxcV5e3v/yu41AhUVFQ0NjczM93Wcc+7cuYULF+7YsaMtbxb+Athsdm2OphLi7Oy8YsWKTZs2tUpCoOTyWn+pEYFAcOjQoXfv3lVWVgIAnU5ft27d1q1bDx8+fPLkSQzDSCQSURFUh2x/Hfy/vfOMayrb/v5OCKGFGnpRqjAgUhRQRGwgIEWvouKIvWLXsTGOjbGNqIwNsVDEhgVFpYggKigioFgAAUGagNSEEALpz4vzf3JzQ6Smc74v/JCTffZe+yRmnbP3Wr/V3dX5POmWgaH5nMD/WdD29vbOy8u7fv16fHz8w4cP29vbCYR2nsxI8MCOTRRRUVGBAgdMTEz6jP3r7u7upd6S6BAcHLx7g/+GDRt27NrD9UHE3d09MjIyIiJCMEUmRRkcDjcUFQ9vb++qqqp9+/YNKJqAV/jMXxMZthd2bINm7dq1U6dO3b9/P3tm6rZt26Da9ACAoRTVKy3M//o5x803kKvynIODQ1JSEgqFOnDggImJiYLCYBynKCAJATASTH9CAJhMJocchshiZGi4fPnyy5cvc313/fr1RkZGK1asyMzMFLBhIgUGgwkKClq1alVSUtLly5d37Njx+vXr1tbWAXWydOnSpqamu3fv8snIXlBSUqOQu8WiJLqoQSQSAwICNDU1raysOPQWUCgUK2xkcF6NQu5Of3KjraVh9u8be9dTXbduXXNz85IlS6SkpAYxkCgAOzbR5dOnT/15dvHy8kpLS+O/OTzgZ2NjdHQ0ezQEBw4ODvr6+tAKzHDG1dU1MjKypaVFT09v//79Hz58OHXq1KpVq16/ft3PHjAYzIkTJ54+fcpXO3+FrePUF8m3hDK0+EKj0QICAn7+/Nnc3DxqFI/DSsuK8pPjr46f7D1hSh8yDioqKpDET11dHW9tECTiVz41eOdmAMCx0L7ruYg7a9eu3bt3b3/C28LDw2VkZAIDA0V2TbK6uvqff/7BgMYjYTcwSirCNkcsIRKJZ86cqaioAABMmzZt7ty5SCSypKSETCZzzXcMDg5evHixUJKUGQzaqf1rdx7mfe03SYVGowUGBlZUVNjb2/enWFX/6SIRM5Jv640wtf3fusS/ora29ty5cxs2bIiIiMA3/xg7znHDlh08tEcwwHtsoguNRsNisf1puX79+gsXLgwx4oB/nDlzprKy8ujRo3ejjgrbFjEGg8Hs3bsXAECj0aKiojZu3MhkMrW0tGRlZc+ePevl5eXv78/evqOjQ1jSG0gkSgotzVd5LUmCSCSuWrXKwsJi4sSJvJVA+/o5p+RL3oxZSxQw/S2QbWBgQCAQ9PX1W1tbkeL22MMCdmyii7q6emNjI0flKg4YDMb169dpNNrUqVNFs7LzlStX6HQ6VBUMhiegUKg1a9asWbOG/eDevXsjIiLWrVvHOkKlUkkkEks2WsBM8whIvH/191V7hDK6ePHhwwcHBwdWnR2e0Elsf55402jUmP8s2jTQc/39/S9cuODj43MzRvgC34MDdmyiS1dXV58ZKtevX3dxcTExEV0d7vz8/JiYGGFbIfkcOXIkLCxs06ZNCASCSqWiUChtbW12AUkBY+s0JfXRNWGNLl4UFRXx9r/wx9wXVeVF7n5LoBy1geLm5nbnzp2dO3dejfiXh1YJEtixiS5EIrH3pcikpCRjY2NR9mp79uzx9vYWthXDhW3bBlM8gX8oqWJrvhePMLbsu+kwpqCg4Pnz5ydO8EarBdfaeC3ixAzfBbN/H9Lz3+jRo5OTk5WVlBlM7uUVRRxRXLyCgeg9jam1tRWPx0+aNElg9gwCIpHIUfZpmFBWVlZbWytsK4SMX8D65AcxwrZCpElLSzt//vzZs2d733HoDwwGIyv9wdtXSdkfq/85dSE3N3cova1evfrJkycYRUWkeGoiw09sIkpaWlrvqjavXr0SZPHoQVBSUjIMU63fvn178eJFHR2dgoICHR0daDHw0qVL7DugRCLx4sWLa9euFeXasEMHltfqk2vXrl25cmXou+N1NeVvnidMmOJrYGR+70lWTEzM2rVrOzo6Bi1NJy8vT6FQhmiVEBFLbzwciI2N3bSpt11fGRkZUahy2QsRERFbt24VthWCo7i4eOXKlQ8fPgwLCwsJCdHW1paXlz9//ryWllZJSQl7yw0bNjAYDK5R3UFBQcJKPuMHkLyWsK0QUdLS0iwsLIbo1cjkrtSEmKryonnLthsYmQMAMBgMGo2OjIx8+PBhf5THf4WcnBxDTJQfegI7NlEkISHBysqq98gRFRUVPB4vKIsGDI1GI5FIQ19gERfCw8PPnDnz999///3335CCX1hY2NGjRwEAzs7OsbGxULO2tra1a9d6eHhs3bqV62KRqqpqaWmpIC3nK37z171KvS9sK0SU27dvb9iwYSg9FH54/STuopPrzInTZrHqqKmpqZWUlCCRyEuXLuXk5AQFBRUUFAyic2dnZwKBMBTzhAjs2EQOGo12/fp1Op1+5syZrVu3Pn/+nKs6kaKiYmdnJ+tlc7NorfmgUCgikVheXi5sQwRBfHx8ZWXl2bNn2YN9MBgMFGo/ffp0DQ2NEydO0Gi0lStXrlu3bu7cuc+ePWOvBM3i6NGjW7ZsEZzpfAajpELu7oLltXpSXFysqKg46GQMXGvjw5vnpFDS/ku3q6j9TyWHNWvWHDhw4PDhw7m5uVARgFu3bm3cuPH27dvd3d39H8LDw4MJ4Dw2GB7BYDD09fUdHR3l5eVXrFhx/fr1hIQEBoNhbm4OlZdsbm4+e/ZsXV2djIxMZGSklJQUlUptaGh4/PixEM0mEon79u3r7OxEIBAKCgo0Gs3JyUkCCjv1Do1Gu3DhQlFR0blz53pptnHjxoCAgD179gQEBFhaWgIAEhISeJ7bFxcX5+joKGrXHJLXcveT8NqwA+XEiRPQA/1AodNpWWnxVCrFZ94aaTQXpSE9Pb3Y2NgPHz6kp6efOXPm6NGjZ8+e7e7uvnv37s6dO6WkpA4cOKCqqtrnQBgMRlWl72aiCezYRA40Gn3mzBnWS1YMd1xc3MqVK9FotIyMzJo1azhEJUJCQv79919h7WklJSXFx8fv2cNdtl9MKS4uPnz4sJycnLKy8vz586FCIRDfv39PTU39/PlzS0uLv78/e1r0r9i+ffvPnz/9/PwAANATDG+TzNra2q5du5adnY1EInfu3Ck6i8Dufr+f2r8WdmzsREVFjR49up+6QuxUlHwseJfh4j5HW9ew95b29vb29vY4HG7Lli1nz57V0tKCSs+XlJRs3bp1+/btXGXYJAZ4KVJsCAgIuHHjRlRU1MWLF3tKJe3fvx+BQISGhgresPT09PT09OvXr4uvVyspKVm6dOnChQtzc3MZjP9L3CEQCCgUKjw8fOPGjQ8ePFi7dm1mZubRo0eXLFkCxT2GhITY29vPnj27P0M4OjpCXg0AEB8f7+zszNspqKmppaSkqKqqotFoDlES4YJEolDSaAKhTdiGiAo5OTlv3rzpPTSsJ+34lsdx4YT2Nv+l2/v0aixUVVX//vtv9rLjFhYWMTEx586dKy4uHpAB4gUsgixRhIWFAQDWr18vsBFxONwff/xx/fr1/gR3nTu2ZfmGQyIogrxy5cpjx451d3dHRUXV1dUxGAwmk6mtrb1x40bWbXVlZWVCQsKYMWNYIdSnT59evnx5f1Z12ElJSXn8+PHly5f5VAU0OTnZ0NAQWvAUET6/zywsyB6G8lo0Gi0pKam2tvbHjx8kEklaWppIJDIYjNOnT/f/eZ1Op2W/eEzAt073XiQrN5g9uRMnTiAQiO3bt7O29AgEwurVq7dt29a7mmjQqsWwCDKM8Nm2bVtAQMCdO3d27Njh69tHfQqecPbs2U2bNommTGV/yMzMvHz58rRp05SVlZWVlYODg3/V0sjIiF3ao7a21szMbKBerbW19f79+zdu3Bi8xX0xc+ZM/nU+OMaMdU2Jjxa2FQLl+/fv586da2trGzdunJmZmZubm5aWFg6Hw2KxferksVNamFf08a2L2380tQ0GbcyuXbtSUlK2bt0qJSW1f/9+HR0dJSWl6Ojo/fv3X758WUVFxcrKatSoUba2tkLUYOMtsGOTNEaOHBkQEODl5SWAsRgMRl1dHfvmkxBpbGwsLy9vbGxsbGxsbm7G4XBQ1CidTh8xYsS2bdvYs6EJBMKhQ4fa2tpMTExOnz6trNxf7XPW6ffv3x9ErHZUVFRQUNBAz5IAJF5ei8FgnDlz5tu3b0ZGRsXFxUpKSkFBQUZGRuxtBhQDiW9revsqUVvXcE7g5qGb5+Xl5eXlVVdXt2PHjkmTJi1btkxeXv7kyZMAgLq6uuzs7KysrOjoaBQKNW/ePBcXF/G9VYWAHZuk0dzcLDCdrX/++UcUpCAbGxsPHjyIQCAMDAywWKyurq6Dg4Ouri5rFfHdu3cbN250cXGBNp9u3ryZnJy8Y8eOQa/X1dbWSklJUSiUgd7hMhgMka0uxFf8Fqx7fPdS0A4h7AHznE+fPj169KiqqgqJRDKZTBQKxWQyu7u7PT09lyxZ8uHDh/Xr1w9lnZlM7nqVek9aWsbdJxAlzctHKD09vaioqLt3727evJlKpU6dOjUwMFBPT4+le9fS0nL58uX79+8zmUwmk0kidfbeocgCOzZJY9u2bRs2bLh2rb/C6qGhoQ0NDV1dXXQ6XV5eHtKG19LSmjt3bnV1dX5+PhaLHTVqlIODg4KCwp9//tnV1cVkMi0tLTEYDJPJnD9/Pl+n0xMGg3Hu3LmioiLo/x4SiUShUFu2bOG4O2bHycnJyckpIiJi2bJlCATC0tIyKipqKDZYWVnp6OgkJSUtWLBgQCfOnz//ypUrXDPYJBu9EaaEthZhWzF4KBRKXFxcVlYWnU7X09ObOXOmvb0915aurq6DHoXJZORnpzXUVkz2nK/Mt1J28+fPnz9/Po1Gu3HjxvLly1VUVFxcXLy8vDAYjLq6+p9//slquWLJwL7eogPs2CQNa2trBQWF/rSk0WjBwcGjR4/+66+/ON768uXL3bt3NTU1Z8+eTSAQSktLHz9+zGAwVq5cCS08nj17tqWl5dChQ7yfQK9UV1f/+eef3t7eveeNcaU/Qfn9R1ZWlhU/2X+MjIwIBEJRUZGVlRUPjRELDIzN3+c8Hzt+kOqFgodGoz179iwjIwOHwyGRSGdn5wEFfQyU6oqv+dmp9k7THSYKQgMWhUItW7Zs2bJlra2tKSkpO3fu7OrqotFoBw8eNDU1FYABfAV2bBKIpqZmcXEx13W2hISE9PR0Op2OQqHIZPLKlSu53mBaW1uzx+5PmzaNowGUKi4AiouL37x5U1hYCD2ftbe3h4aGDiIBiOdQKBQZGS7psX1y/Pjx9evXL1myxN3dXWL26vuD3/x1V8KCRcSxEYnEt2/fOjg4cNXpzsjIiI2NRaPRo0ePXr9+Pb+TAttaGrLSHuqPNJsTuAWBQPB1rJ5gsdjAwMDAwEAAAJFI3LRpU2xsLJ9CdgWGeFsPw5X169eHhIScP3+e4/jBgwfV1NTOnDkjrKrKvfPmzZunT5+2tLRQKBQpKSkAAJ1O19LSGjduXHBw8EDjD/kNg8GAjBwoGAzm6tWrly5dunPnjpGRUXBw8IDC5MQXjJIKlUKm0WiD+NFkMBhRUVHZ2dkoFAr66YdWoQEANBqNTqf7+PjMnTu3P12lpqbevHlTQUHB2Ng4Li7O3Nx8165d7A3Cw8OLi4svXLgggB93cjfp9fMEJoMxc+5KrjIiAgaDwaxcufKvv/46fvy4sG0ZErBjk0CgGIrDhw/v2bOH9Z8zPT0d0qQQrm09odFoR44cqaqqMjY29vf3NzU1FYu7RTqdPujIMTQaDeXnvn79+o8//rhw4QJPTRNd7JymPE+86TF7aT/bk0ik2NjYqqqqurq6adOm9SJCtmLFiunTp/deJikuLi41NVVfX//ixYus71hERMTmzZtPnz6NQqEYDMbOnTs1NTVPnTrV7zkNEjqdlvMqCd/a6OoxT1FJhG7aXFxc0tLS/vjjjwMHDgjblsEjBr8gMIPg+PHjycnJQUFBJ0+eVFZWvnfvXmxsbHJysrDt+h9oNNqVK1eysrICAwP37Bl22bsAABcXl5iYGAaDIe7R1f1kus/vp/av7b9jW7Vq1cyZM5csWdJnmXgPD4/Hjx8vWbIEAECj0R48ePDixQsqlcpa2aNQKE5OTufPn+e4bVq3bt3JkycXL148fvz4d+/ezZ8/XwCpMqWF+UUfs51cZ+pNm8XvsQbBoUOHPn36tGHDhi4CXti2DBLYsUksM2fONDQ03L17NwCAyWQ+ePBApJ6EQkNDv3z54uHhER0tlqm7ampqdXV1Q+/Hxsbm+fPn7u7uQ+9K9EEiUVJoaQK+RakfIX9hYWGenp79rMA+a9as4ODgV69eAQCkpKTGjRt3+PBhqH5Qn6iqqp46dSovL2/VqlX8/j9SVV704W269dhJPMlO4x82NjZXr15dvXyhsA0ZJCL0SwfDcywtLSG38enTp9zc3J4xIEKhrKzs0KFD3t7eAotA4QdSUlJaWlpVVVWGhoZD6ef333/fvn37hAkT+vkrLO64ef+eeP9q7/Ja3d3dYWFhtbW1/ReHk5WVhfTkBgGdTsdisZ6enoM7vZ801lfnvErSNxz1n8DNgo8QGRwoKXF1EOJqN0yfPHjwIDc3l0QidXZ2KisrFxYWWltba2hoCNeq/Pz8qJjYsLCwgYp9iCCenp73798fomPDYrFqampdXV3DxLH1Ka+1Z8+e5uZmX1/f7du3C8CehoYGfgc9tuOas9Ifyisoevuv4m3CNcyvgB2bZEIkEhMSEvbs2WNkZATt32zcuFHoXg0AEB0dfebsedEMyxwocnJyVCp1iJ2QSCQymSwKH43AUFbTqKkqGWFo0fOt3bt329razpkzR2DG4HC4fuZ9DgISkZCZFo+SRrv7BsrISsJ3XlyAHZtk8s8//yxdupR9y51KpQ4u0nqIJCQkPHv2TF9ff/LkyaUlpXZ2bpLh1SAGVJKYKzdu3BCMXLXoMGvBuoQ7F3vKa4WGhmprawvSqwEALC0t09LSXF1deRu/QyZ3ZWc87mhvnTpzoUgFPQ4ThkUs1nCDQqHU1NS4uLiwH5w3b54ghUIYDEZkZGRgYGB5eXloaKiDg8OLFy/U1dWhuDWJwc7OLj8/fyg9fPr0ycfHBwDQ0tJCIBB4ZJdIo2Ng3FNe6+bNm62trYKsuMRixowZKSkpvOqNSqVkpcWnPb5u5zTVL2A97NWEAuzYJJDQ0NCeGoZubm44HC4nJ0cABkRHRy9ZsgSJREZGRm7atAmFQrm6uu7cuVPUkqyHjo2NTWFh4aBPJxAIkNYljUZbuHDhoMMfxI4RJhbvc56zXlZWVqalpQleoQ3it99+I5FI79+/H2I/dDrt7csnT+5EWFg7+sxbo6KmyRPzYAYB7NgkDRqNVlJSwiqGyc6xY8fOnz//4cMH/o1OJBJXrlxJIBAiIyN///13/g0kImRlZU2ePHnQp4eFha1YsQIA0NDQoKamJoLp83zCd97azNT7rJf79u07fPiwEO2ZN2/ex48fa2pqBnc6nU57l5mUePey0SjrOYGbNYZQOw2GJ8COTdIICwubNYt71icajb5w4cKpU6fevn3b/w4fPHiAx+P707K7u3v16tWbN2/mrdywKFNXVzdy5MjBnYvD4err6yFRaQMDgzt37kjS7mPvYJRUqFQKjUYDAERFRU2aNEno4TPLly9PSEgY6FlMJuNj7ovHcRd1DUxnLVyvrWvIe8tgBg7s2CQKBoPx6dOnXoIRZGVlw8PDExIS1qxZ8+TJE+iXhUQiPXny5PTp01euXNm8eXNBQQGrtyNHjly+fPnZs2d9Dl1UVLR8+fJt27ZZWHCJdpNgBh10sH//fvYSIcMNO8fJzxNvAQBevHixbNkyYZsDkEikjo4ODofrZ3sGnZ73JvVx3EV1Lf3/LNpkYGTOV/NgBgQcFSlRXLx4sU9BIFlZ2ZCQkNbW1vj4eKiaMxKJHD16tI2NDZFI3Lhx46VLly5evMhkMhkMBpRGvXXr1l7qrjEYjD///JNEIoWGhgr9vlvAIBCIwQlihYSEODo6jho1ih9WiQWQvBYdrS46FXxMTEyqqqr63Amm02kFOc9/VH+zHy+gEjMwAwV2bBJFdnZ2P0toYrFYqJx0T44ePcpxREVFZf369UpKSigUSl5e3sbGxtHRUUNDg0KhREREvHv3LiAgYMaMGUO1XgyB3P9AHduxY8e0tbVXrVrFJ6vEAkheK+HB3VNhAy6txydUVVUrKyt7aUCjUfNeP21u/DHOecY42KWJMLBjkxwiIyOHEsjQC5CrKy8v7+jooFAo+fn5N27cUFRUZDAYM2bMGGI1avGFTB5MEZaIiAgFBQVI3X+Y4+b9+9fTR0WnKF1HR4eSkhLXt2hUSt6b1J91lROm+E6YMrzyDsUR2LFJCG1tbRkZGXz1May6uk5OTlevXp08ebKZmRn/hhNxKBTK5cuXe6ZV9A6BQCgoKIiJieGPUWLGmLGuSPo+YVvxX+rr68eMGcNxsLur8+3LxE5i+/jJ3rBLExfE0rExmUwSiTR8Qsj6w549e/bu3Suw4VauXHnr1q2fP39OmjRJYIOKDq2trdeuXVu8ePFA9xTT09P59FQtpjClpGurSgy4yWsJnubmZnX1/5YdIBJw2S+f0GnUCVN84aQ08UL8oiKZTGZVVdXKlSuFbYgIcePGDVNT0z5rVvEQBAKxaNEiMpmclJQksEFFh4SEhA0bNgwiUsbc3Ly0tLTn8fz8/JYWTjGO4QADrZX66Jqwrfg/7Ozs0tLSAACtzQ0p8ZE5r5Jcps32mrMS9mpih/g5NgQCoaSoePv2bWEbIiq0tbU9ffp0y5Ytgh/a1dWVJzXJxIuuri46nS4jIzOIc62srJqbm4uLi9kP+vv7Jycnb9u2LSMjg0c2ig3mlrbVFeXCtuL/GD16NKHt58XTfxV9zJ7mvdDNN1Aew33LDUbEET/HBgDAqvddpXD4sGPHjr/++ksoQzc0NGhpaQllaGFBpVIvXbrUz+qXXDly5MjBgwcbGhpYR+Tk5GbMmIFAIIZbsgQAYNu2ba2EroLcF8I2BJQW5iXcOm9qrK+s/ZumgRUsxi/WiOUeGwyLqKgoa2trIyMjoYw+cuTI1NTU1tZWLBYrFAMEz/Xr1xctWjQU0UtVVdXjx4/v2bNHT09vwoQJ6enpXV1dSUlJY8aMefXqlbm5uehECQoAFAo1dqJv3LVzdo5ThWIAjUb98j6rqrzQ7Df7WQs3IBCIcc7MsLAwExMTaWlpoZgEM3TE8okNBuLly5fZ2dlCEURnQaPRJKBk6IAY+nOVnp7e5cuX/f39Kysrt23bpqGhMXHixLy8PFVV1WGoRbJ+42Zqd/fVq1cFPG4nkfAiJe7pw2gt3ZH/WbR5tL0LVNga2j++deuWgO2B4SHwE5u4cvny5ezs7AsXLgjXDCQSKSUlJVwbBAmTyeRVV1ZWVpDoxpo1a1JTU8PCwrBYbEZGRmVlpbAewYXF7PlLX7x4FRoaKhgZ6ObGH/mvU+l0movbf7gGhmhpaenr62dnZzs7OwvAHhieAzs2MYNCoURGRr5+/drNze3SpUvCNgdYWlp+/frV0tJS2IYICHl5eQKB8Ks03sFhaWnJuoB79+7dtm3b6tWrdXV1bWxs+qlpQqPRYmNjc3Jy9PT0bGxstLW1CwoKSktLFRQUFBQU1NXVPTw8Bi3WLACm+/z+MfdVeW1tXV2dnp4en0ZhMpmlhXmlhXka2gZuvoHS6N7Cf6ZPn3716lVDQ0NdXV0+2QPDP2DHJjbk5uZeu3aNRCKJlNjHyJEjv337Nnwcm5ubW1JS0sKFC/nUv56e3u+//56QkKCurn748GE1NTUajSYnJxcQEODq6sr1lLt37z58+NDd3T0sLKyoqOjDhw/l5eWmpqYeHh4UCgWPx9fX1588eZJMJs+dO1dfXx+Px7e3t7e0tBCJxI6OjqlTpzo6OvJpOv0EktdavXLJpUuXQkJCeN4/uZv0Ied5w4/KUZb2fgHroSXHPlm6dOm5c+dWr16tqKjIc5Ng+Ars2EQaEon08OHD169fk8lkXV3d4OBgUQucQ6PRFApF2FYIDg0NDTqdXl9fz78b+VmzZkGFh6KioqBqbc3NzTExMZGRkSoqKgsXLhw/fnxjY2NRUVFpaWl2dvaYMWOioqKgZzsbGxsbGxuODu3s7Ly9vVtbW+/cufPq1Ss1NTUMBqOoqKinp6epqRkXF/fixYvdu3fzaTr9ZJrX74XvX7S1tfG22+aftfnZzwAADi6eA9UNkZaWXrNmzZUrV7Zs2TLoGg4wQgF2bKLI27dvExISWlpakEiks7Pz4cOHMRiMsI3iTktLi/owy76YP3/+lStXNmzYILARNTQ0oM2nurq62NjYmzdvSktLGxgYGBkZ/fvvv/38bmCxWK5xRvb29seOHYuNjV2yZAmP7R4Itg6uj+IiVFX1edIbk8koK/pQXlKgqKw2bebCQcfuYzAYd3f3V69eTZ0qnKBNmMEBOzbRIi4u7smTJ6ampkuXLhWkksigaWxsHG6KkWg02tTU9OvXr7/99htfB+oZqKKnpxccHMzzgYKDg4OCgoTr2AAANCbQ1RpqhC2RgMt7k0ok4C1txnv7rx66VaNHjz579izs2MQL2LGJCkQicdOmTWPGjLl69aoYrXsoKCh0dHQI2wpB4+7ufunSJX47NjQa3d3dLSsry9dRIGRkZJqbm4W70N3UjsJiGwd9ennJx6+fchQUlR1cPBWVBp9o2JNx48a9f/9+7NixPOwThq+IzQ+oZEMkElevXr1p06b169eLkVcDANjb2+fn5wvbCkGDRCJtbW3Dw8NzcnKgKuT8wMzMrKysjE+dc7BlyxbhbrPRaDQqE9VFJAz0RBKR8Cr13uM7FyndXT7z10ybuZC3Xg0A4OzsnJuby9s+YfiKOP2GSip4PH7VqlV//vmn6JQS7j8yMjJUKlXYVgiBCRMmrFu3TlZW9sqVKzk5OfwYwt7ePj09vbOzkx+dc2BkZDRmzBghpkXevHnTxcXFwGhUP+W1mEzmt+IPiXcvvX31xNZxit+CIEvbCQgEv37QjI2NBXaTATN0YMcmZLKystauXXvw4MFRo0YJ25bBwGAwhlWCNjvQc1tQUND379+5avYPETQa7evr++7dO573zJWgoKDCwsKnT58KZjgOMjIyFixY4D13dXbGo95btuNbnifdenI3gkqleM9bPd17kbIq31dQ3dzcnj9/zu9RYHgFvMcmTA4dOtTa2hoVFTXQKsyiQ0NDg7a2trCtEDILFy48d+6cubk5b7vt6upKSUnhX85cT06fPr1nz54PHz70ouyVmZn58uVLCoVCIBAAAB0dHfLy8t3d3QoKCvLy8vLy8pqamv7+/gOKlb148aKtrS0KhUJhlCgU7nXJaTRq0cfs6vIiJRWs0yQvDK/XG3tHSkpKS0uLr/njMDxEXH9PxZ3GxsYdO3Z4eHjs2bNH2LYMCXV19ebmZmFbIWQQCMT48eNzcnLGjx/Pqz6bm5uvX7++fPnyoQguDxQkEnnixImEhISlS5diMBg9PT1tbW0sFltWVlZVVUWhUBgMhqmp6dSpU6Hfdx0dHdaWMJFIbG9vb2pqqq+vP3jwIJVKpVKpTCbTxcVl6dKlvdy6xcXFff36NTQ0FHpp4+D68mmcm08gq0FdTfnn/EwGg25l6+wXIDRl1JkzZ968eROuBCkWwI5NOOzbt+/QoUMScPcnIyPT3d1NoVCGlSZ9TxwdHSMiInjl2MrLy1NTUzdu3CiUqzp79uzZs2cTCISysrIfP340NDQ4ODisWbOm9/hMDAYD+UIoH5x1/M6dOytXrlRXV9++fXvPL3xcXNybN29OnjzJOjLFY96Zw5vcfAKJBNyHnOd4XLOOvrGbz6LeFbAEgKysrKysLA6HE+StBszggB2bcKDRaBLg1SDc3d1fvHjh4eEhbEOEjJKS0rdv34ae1ffx48cPHz6sX99f5Sc+oaSkNG7cuHHjxg2xnwULFixYsKCkpOTYsWOdnZ2Q5zM2Ni4oKHj9+rWenh67VwMA0OkMclfn/djTWA1d+/HTBbB/1n98fX0TEhKEnvAH0yewYxMCBQUFkqSsamho+OrVK2FbIXwWLFiQmJj44sWL+fPnq6ioDK6Tt2/f1tbWQkpakoSFhcWpU6cAACUlJXl5eQkJCZaWlv/88w9LTprJZJR//VhWlI+UknKaPLO5oXaqV4BQTeaCkpIShUIhEokiqwQEAwE7NiFw48YNSfrlQiKR3d3dwrZC+EhJSc2aNaujo+PevXsKCgqzZs0aaG51Q0PDly9f1qxZwycLRQELCwsLCwv2Iz+qyr4UvKbTaKYWtl5zV0GbdqcPrhWSgX3g6+ubkpIylBLqMAIAdmyCpq2tra2tzdTUVNiG8BJra+uMjIxp06YJ2xDho6iouGLFip8/f8bGxmKxWB8fHxmZfm0OEQiEu3fvClKCUrg0NdR8zs/s7urUNxzl5s25haakqlZbVWJgaPGr04WFlpZWa2srlUqF62uLMnAem0CBdLN27NghbEN4jIuLC5VKjYuLYzAYwrZFJNDW1l6zZs2ECRPOnz/fT8X6T58+zZgxQ3wTP/pJa1P986Rbj+9crPz2ZeL02T7z19o6Tu0ZGOLrvyb10TWhWNgn7u7uaWlpwrYCpjdgxyY48Hj86tWrd+3aJWGPaxAeHh6Ojo7nzp0bVlVsekdXV3f16tX9SXmmUqkfPnzgeSac6NDaVJ+RfPvJnYjSorwJk338FgQ5uXrLyf9yp0pLz4iA43EJG15hYmLy/ft3+B5OlJHw20PRobGxccuWLSEhIaJcyHiIGBsbe3h4ZGRkeHp6CtsWUUFJSam9vZ3BYPQiAZqenv79+/c5c+aIl0xof2j6WfvlfRaJSMBq6jq5zlTADEC8H5LXsnMURVl9FxeXN2/eTJo0SdiGwHAHdmyCgEKhbNmy5ejRoxIT4s+V1tbW5OTkpUuXCtsQ0QLShndwcOD6LolEqqmpkbCAkR/V34o/ZlPI3Ro6BuMn+yhglAbRiffc1dHn9ommY7O1tT179izs2EQW2LEJgn379i1btkyyvRoA4N69exs2bOhnrMTwYdy4cVeuXPmVY0tJSZk5c6aATeIHDAbje9nnb8Xv6TSa7gjTyR7zBl3eE0Ieo0ShUrjKa4kCdnZ2Hz9+tLW1FbYhMFwQxW+MhFFWVtbZ2SnWhQqZTGZLS0tra6uCggIWi5WX5/6DhUAgYK/WEwQCgcFg8Hg81+S25uZmLS0tgRvFM8jkrpIvuT8qSwECYTxqjLvfEhSKZ+GCPeW1RAcXFxdI4lLYhsBwAXZsfOfkyZOHDx8WthWD5MaNG2QyGQCgqampqKhIJpNxOFxnZyeTyWRtCDGZTAQCIS0tjcfje99MGrZ4enqmpaVxTX6ytbV9//790AU+BAyutbHoYza+rRktI2sx2mHMWFd+6KSw5LV43vPQQSAQhoaGPNGageE5sGPjOwwGQ1l5qAXvhUJNTY2qqiq77l8vUCgUBAIBezWuqKmptbS0QHcAHG85OTmFh4eLhWNj0OmV5YXfij/Q6TQVNU1rexd+610hkSi0NLqjvVVRGcvXgQaHu7t7ZGQk7NhEENix8Zfm5mYxVd8hkUiPHz/uvyzeMBdB7hNbW9tPnz71XLmCbvzLy8tFNgmkHd9S8vldc2OdlBTK0NRqus8iaWnBfdaTPeclP4hasHynwEbsP9LS0lgs9ufPn3DlJlFDvB0bjUKJDj/gMm3Wb2N4Vi6Etzx+/HjixInCtqJvGhoaCASCpqYmDod7//49DodTUFDw9vZmSfnBDBEnJ6erV69y3ZLx8PC4evWqSDk2GpXyvexzRdlnOo2mrIK1GOPk5NqvB3eeM9rO5dmj60IZuj94e3vHxcVJkkKeZCDejg2FRnvMXvry6b0nd68gEAgjs9GT3edq6BgI267/8uHDh5CQEGFb0Qe5ubnl5eV6enpfv35VVlZ2c3ODC3PwHCQSqaCgQCAQet4roFAoWVlZoZf+YTKZP39UlhblETvapVAoE3Mbd59AlAAfzn6Fsqp6zfeSEcYiJ68FAJCXl5eSkvpVZBCMsBBvxwYAGGFosWTdPgAAg8F4n/P83vUznQScFFra0trJZfp/MEoqwjWPSqWK/lJkdXW1j48P/HDGb6AQkrlz5/Z8S0dHp6GhQSjJ+20tP8uK3rc21QEEQkffaNxED4yiiuDN6AUf/1VP7l1atfW4sA3hjp+fX2JiYmCgKEa4DFvE3rGxQCKRDs7uDs7uAIDubtLbjMeRZ/ZSyN1oGVlre5fxU33lf63fwycoFAqNRhPwoIPA1tY2Ly9v+vTpwjZEwsFisY2NjVxDSH78+CFICel2fMu3oveN9dUAgVBT1x5lOXb8ZOGsNPYHLT0jAh4nbCt+iaqqaldXF4lE+lUaDIzgkRzHxo6srPzUmQFTZwYAAEhEwpuMhMund1PJZDRa5jfbCc6TfQTzJHf+/Hk/Pz8BDDREFBQUOjs7hW3FsMDOzq5nCAmJRILyJfg6NK61sbzkY1NDDQKBUFLBmv1mP26i2NSGHWFkIbLyWgAAb2/vlJQUrs/iMEJBMh0bO/IYJXe/Je5+SwAAJCIh51VS5Nm/qBQyEiVlOspmwlQ/DS1+CYIoKCiUl5fzqXMekpOTM3nyZGFbMSxwcnK6cuUKh2NLTU3lR/1xJpPZWF/1vewzrrUJAKCmrm1iYesgPs6MnZlzV4qsvBYAQFdXt7GxEa5lIzpIvmNjRx6jNM174TTvhQAAGoWSl516PzaMSMAjEAgt3ZH2zm5WPI2uXLt27dq1axsbG0VcWkJaWjo3N9fT05MfObYw7CCRSAwG097ezkptZDAYTU1NvJJbo5C7aytLqiqKurtISARSU2eEpY2zihp/s80EgIjLawEA3N3dMzIy+HGDAjMIRPRbIgBQaPSEKb4TpvhCL78Vfch7k/r0fhSDQZeRlze3dHBy9Rr6L8KWLVvOnTsn4sojvr6+RUVFsbGxsH6xAPD09ExNTZ0/fz70Mi0tbcqUKUPpsLnxR1V5EbTGiJJGjzS2nDjtP7JykrbfI8ryWgAAMzOz1NTUGTNmwHeHosDwdWwcmFnZm1nZQ38T8C152ek3Lh/uIhKh3XUre2d7p2lotOxAu7W0tMTj8Ty2lXcwmUw8Hk8kEqlUKp1OF7Y5wwIsFtva2gqFkLx8+bKlpWWgt/nEDnxNxdcf1WVUKgUAoK6lN9LEcpyzhP+kTvGYd/bvjSLr2AAAzs7O2dnZYpG3KvHAjo0LSirq02cGTJ8ZAL2s+V78/m3GhYwndDoNAKChZWBpN8Fm3KT++DkCgSCyPze1tbXx8fEjR47EYDBKSkr9FxmBGSJjx4599epVYWGho6PjokWL+mxPIhJqq0prq8oo5C4mk6mgqDzS2HKqV0DPwtMSDBKJQomwvBYAwN7e/ty5c7BjEwVgx9Y3I4wtRxhbsl6WlxZ8zsvMSo+nU2kIBEIFq2lu5WDj6KqkpNbz3OjoaBEsSkKlUu/fv49EIjdu3CiymxYSDAaDefXq1YYNG34VII5va/pRVVb/4zuNSgEAyCsoGhhZuEyXwAXGATFl5gKRldeCsLa2/vLli7W1tbANGe7AP2oDxtTcztTcjvWytqrsc37WtXMHyeQuAABaVnaEseVou/FQm9zcXNGpIYnD4QoLC79+/YpAIGbOnCnx9eFEk48fPxYWFu7YsYP1KE+lkBvqKhtqK9paGgGTyWAyVLGaeiNGTbV2FKQqo+gz2nbis4RYYVvRG66urhEREbBjEzqwYxsqBoajDAxHsV6SiITP77PepD95dCuiprZGX1Em6txeQxNr89H2BobC0QSiUChpaWm1tbVYLNba2nrixIl81eBHIpG/Wn39bYwjWkZGSkqK67sMBoPJZPLPMBGBTqchmeSCdxlNDTVMJpPBoMvIyGnpjjT9zR6roSNs60QdUZbXAgAgkcgRI0ZUVlYaGRkJ25ZhzfBybOXl5SEhIVFRUfxbf5PHKI2f7D1+snd8fHxdx5uQY8eaG+u+fs55+fQOrrWFyWQgEQhptKz+SDMTC1sTC5tBBKQMCAqFcubMGX9//35Wnxk6RCIxLCwsLy8vKCjIz8+vu7t727Zt375927Fjh6ff4i9fPl+9Guns7IzD4c6fP5+fny8rK3vw4MGxY8d6enpKnmMjdRKaf/74WV/V1twAAGAymSiUNKWLUPezbabfYimp4fUfcOjM9F+VeOfy6u3HhG3IL5kxY0ZMTIzorNMMT4bF/6vMzMyYmBg0Gk2n04lEogBGvH37dlZWVlhYGABAQ0tPw30ucP+vKkFHe2tp4fuiguyMpFt0Oh0gEAjAVFLB6o00Nx5lNcLYiod+9/r160uXLtXU1ORVh32yb98+a2vrTZs2OTs7+/n5nT59WlZWNiwszN/fv7S09Nat2yEhIXv37jU3N8fhcEeOHPn777/JZLJYaI/1Drmb1NJY19xY19L4g0olA4AATKacAkZLd6Spua2aiycC8d8H5UePHuXl5Y8fL6JVKUQWHT0jAr5Z2Fb0BhqNVlZWbmpqEuR/OhgOJN+x0Wi0S5cuXb58GYVChYeHKygo8Dtc4sSJE21tbZBX44qiMnbcxBnjJs5gP9hQV/mt+ENOVnLy/UjG/39wkZWT09QeqT/SbKSp1SAUUp4/f25mZibg/2A7d+4EAERERECrMe/evdu7d6+1tbWhoeH3799XrlwREhLi6+tbVla2devW2NjY33//XZDmDR0GnY7HNbU1/2xtacC3NjEYDOg4WkZWXUtPU8fAys65z72xWbNmXbt2TV9fX19fn/8mSxQjTaxEWV4LAODj43Pnzh24lo0QkXzHlp2d3dHRsWnTJgQCYWlpuWrVKr4Od+bMGTqdfujQoYGeqKNnpKPHuS7f0d5aVVZUU1XyKf8VsQMPAEAgkIDJRKFQWC09bZ2R2nqGBkYW8hguwvy5ubltbW3z5s0b1DwGj4GBwc+fP1Eo1Pfv34lEIolE0tDQAACoqqqSSCQLC/NTp04BAMrKymRlZc+dOxcUFCSaDy7EDjy+rRnf2ojHNXe04wAATCYDWktUxWqpaeiY/WavoqY56A3LwMDAs2fPbt68+VebjjBcEXF5LQCAgoKClJQU1xJFMIJBkh1bd3f37t27tbS0Lly4YGAgiCJtN2/erKur+/vvv3nVoaIy1trB1drBleM4iUSsrSj+2VDzMf9VxtM4GoVCZ9ClkFLQv3IKSs2teBWs9pRpHoLP+1m+fHloaGhwcHBiYmJTU9PYsWOLi4sNDQ0rKirMzc05Gk+ZMsXExOT27dtOTk6CNBIAwGQyiAQ8ob2NgG8hEvDtuBYqhQwQCMBkQv8qKCqrYrWUVNRHGP+mqKzG83xEKSmpWbNmJSYmzpo1i7c9SzaiL68FAPDz80tKSlq4cKGwDRmmiO43Y+gcOHDAz8/v5s2bgolrj46O/vTp0z///COAsUpKytraCMam9majnaEjeDy+tbW1oqKCSqWSu9onuo6nUTq+vM98/fxBV2cnEzARCCT0mw2YTCQSqaCkoqSspqyqqaSqpqampaquqYrV4Um0pK+vr6enp46OjqWlpbGx8aJFiwICAg4cODBjxgxpaWkajcrRPjQ09Lfffhv6uCyoVEpXZweJ1NHVSSR1EkhEArGjvbuLCAAATABdCgCYAACMkqqyirqispqm9ghFZTW0DH8DeXpibGycmpra3d0tKyvoocUa23FTXiTfdvdbLGxDfomqqiqRSCSTyTIywyiJXnSQWMcWExMjLS3t4uJy/fp1vka3Qxw9epREIvHJq/Us9ZSfn+/m5lZTU9PZ2clgMFAolLKysqamppOTU3+qMFMo3a3NDa1Ndfi2pub6msrSzx0duC5iB6sB8/87ACQCwWAyGQyarIw8SgYtIyMrJ6eEkpbGKKkBAJSVVZlIhKKymrSUNABARVUTIQV8fWbOmjWLRCJBOr/W1tYFBQUEAkFdXZ3dho0bN0LPQGpqao2NjQAAYkc7lUqhUik0CgUAQCZ30WhUGpVCpVDoNCqZ3EWhdNNpVFInEUpbptNpSAQSgUQymQzAiqZEAJQ0Wl5BSU5eQV5BCaOoqq1rqKCoLCunMIRPgI/MmjUrKSkJrngyICZ7zj1zeJMoOzYAgLe399OnT+HHcaEgmY7t5cuX7969+/fffzMzM42Njfk6FoPB2L59u5mZ2R9//MHzzsvLy1NSUpSUlKhUKpPJ1NTUnDhxIg6Hw2KxxsbGg54aGi3LdUuvF7q7SZ0duM6ODgq5C9/WzAAMAq6tvR3X2YGrY5RRKWQymQQAoFJpXrOXGZpastTrAQBoNJrl1Qj4VjV1bQAAvq1JFfs/RQ++fn4H7SMCAOTkFQEAaBlZFAqNkpaWU8CoSmuj0TIycvJIpJS8guLgJi6CwBVPBgESiUKLtrwWAEBXV7euro5Op8N7qIJHAh0biUSKiIiIjIwEAFy7di0iIoJ/Y924cSMlJSUgIGDGjBl9tx4INBrt4cOHSCRyw4YNrCfOhoaGzMxMJBL5n//8h7fD9YmsrLysrDy2H9UOpKSkfqWn/K34vaHpaOhdJRV1jmY2DlMkL4+tP0ybNi0zMxOuYD4gJnvNF3F5LQDA1KlTX7x44ebmJmxDhh2S49gYDEZDQ0NFRcX58+dnzpyZnJyclZU1Y8YMDAbD87EaGxvPnz9fU1Pj4OAQFRXFw56bm5vj4+PRaLSMjIyzszOHfoGOjs6cOXN4OBw/6KVKQOqj64vX7VNAwjew/4OFhQXs2AaK6MtrAQB+++23tLS06dOni6wSuqQiOY6tpKRk+fLlcnJy2traP3780NbWnjdv3qRJk3g7SlJSUnx8vIyMzNKlS+3s7Po+od9QKJR79+4xGIylS5fKycnxsGcY0UcA28CSh4qaRm1VibCU6vrJhAkT3r17J5oJLRKM5Dg2S0vL58+fv3v3jk93vi0tLX/++ae+vv65c+d4G2dMoVBSUlLq6urmzJmjra3Nw55hxAVlZWU47WmgeM1dKeLyWgAABweH8+fPw45NwEiOYwMAYDAYPnm1pKSkW7du7d2718TEhIfdUiiUhIQEPB7v5eUFR08NZzQ1NRsbG2HHNiB09IwI+BZhW9E3FhYWxcXFlpaWfTcVJQQmQMgPJMqx8QMSiRQaGorH469evcrb9aLCwsL09PR58+bB5WNgIMdmZmYmbEPEjJGmVgU5z+3Gi/T25LRp0y5duiReji03NzcnJwctI65Vk2DHxgUajZaZmfns2bPW1lYAwOzZs3kb11RYWJiZmWlmZrZlyxZ4VxkGAKCtrV1cXCxsK8SPmf6rov79U8QdGxKJ1NXVrampGTFihLBt6Zva2tqUlBRTU9PNmzcHrcoTtjmDZDg6tuLi4rCwMAQCwZ5igkAgWLHmTCbT3Nx88eLFpqam/DDg5cuXGzZsgF0aDAtVVVU8Hi9sK8QPeXkMhUKmUSiofugSCBEvLy/Rr2VDIBDu3bunrKy8fPlycc+qHHaOrba29tChQ+Hh4fxIA+gPRCJRQ0MD9mowHLCqBMAMiAXLdzKAqF86NBqtqKjY0tLCob8jItBotNTU1Pr6en9/f1VVVWGbwwOGl2M7duzYt2/fwsLChOXVAAC1tbWCUWSGES+0tLR+/vwJh8UOFL2RfFlW4Tk+Pj7x8fHLli0TtiGcZGVlffz40dfXV2C1iAXAMMqeiYqKkpaWvnjxIhYrTBmempqakSNHCtEAITJv2R9yEqSGxVvs7OwKCgqEbQUMv1BUVGQymR0dHX03FRQlJSWnTp1CoVCbNm0yNDQUtjm8ZLg4NhKJlJ6evmnTJmEbAurr63V0dIRthXDAavCmgIBEYmBg8OPHD2FbAcNHfHx8kpKShG0FAAA0NDSEh4dXVVVt27ZtwoQJwjaH9yDETp0v/MyJW3ceKMgPrMwHk8lkMhlIERBzEvE6UjBChEajolDivWkP0zui8BHT6XQGgyEtjQKgj53+js6utWtWLl0u0jEvXBE/xwYA+Pr1q7BNgIGBgZFwEAiEubm5OEa6iaVjg4GBgYGB+RXwhgcMDAwMjEQBO7ZhAZlMZn/Z1dXV/P+hUCj8G7e2tpZKpQ6lh5aWX4oBkkikzs5O6G8CgcAxRwgajdbZ2UkkEvuZJca6Mlx76yc4HA4AwGAw2tvbAQAUCoVl568gEAh9Wsj+qfE16Q2HwxGJxJ7fENan2fPKc50yu8FNTU08MWzx4sVubm6xsbEAgO7u7qCgIDc3t6dPnwIAiouLt2zZcufOnXv37o0YMcLW1tbW1tbOzq6XOkowkgq8FCnhVFdXv3v3rqWlRUVFxdra2traGgBw69atgoICfX19AICfnx9H1Tee8PPnz/Pnz+vq6tbW1vr6+jo7O3NtBon3/EojMTk5uaioaOdO7sUkL1y48Pnz50uXLgEAZs6cuWHDhp6JOCUlJW/fvtXS0nJxcemPxPDdu3fz8vKMjIwKCwvXrl1rY2PT5yk9Wbly5dmzZ4uKig4cOJCSknLv3j0AwLx587g2hq5AfHz8ihUrNDU1e+n21q1b79+/h2SZVqxYoag4pMSJX115BoNx5MgRExMT9m+InJwc+6dZUFDAceUfPHjQc8pUKpVlMBKJ9Pb2HmI5+7///ptCoWzfvt3V1TUlJSU2Nra5uXnFihX+/v6lpaV79+7dtWvX3r17J06cWFRUdPjw4aGMBSPWwOF5Es7Lly+lpaU1NDTodPqHDx8gxwYAmDZtGuRslJSUzp49u2jRopqamh8/ftTV1RUWFjo7O79//55Kpe7evfvOnTuVlZVkMjk4OJhOp8fExDQ0NOzbt6+pqen27dtMJjM4OPj+/ft1dXUEAmHr1q2QDllycrKbm9uUKVPIZHJxcXF5eTnrxKSkJFbj+/fvm5iYqKmpFRYWTp8+/f3791AbKKsmMTFRS0vry5cvMTExkDFPnjyBXA40kY6Ojra2trq6OshpsY/S0dERHR3d0dHh7OxcXV3t4ODAPs2amprq6uqmpiY9Pb2urq6tW7eydPxmzJjh7u7+6tWrFy9ekMlkrnMkkUgXL15EoVDTp08fPXo0a1DI7LFjx37+/Dk3N3fMmDEVFRUfP35cu3Ytu20cl87ExASJRB45cgQAsGXLFgaDwWr59OlT9vlOnTp10qRJUlJSlZWVHNeE/eoRCITLly8jkcjjx48XFhayxvry5UtGRoaCggJrXEdHR9YRKBMjJyfHysqqu7ub/RsSHR3N/mn2vPJcp/z69WuWwd3d3RcuXDhw4MBQvsws10ij0eTl5d+9e7d3715ra2tDQ8Pv37+vWrUqJCTE19e3ra3t7du3J0+eBAAYGBgsWLBgKIPCiCOwY5Nw6HR6Y2Pjrl27Wlpanj9/TiKR5OXlAQBPnjzJy8sDAOzcubOjo4NOp1MolK6uro6OjhUrViQkJISEhNTW1iYmJuLx+PXr10tJSSUmJra3tzs5OXV0dDx48MDd3X3WrFmZmZm5ubkdHR3Lli3D4/Fv376FHNv37989PT0BADIyMnZ2docPH2adSKFQWI1dXV1tbGzS0tJWrFiRnJzMarN9+3YAwKRJk8zMzO7du8cyBjKP3T2np6f/+PEDKlcUFxfH6qGxsfHgwYO5ubm1tbXt7e10Op1jmgEBAYWFherq6rKysvn5+eXl5Y2NjUwm88aNG6mpqQUFBf/884+MjAzXOZaXlx8/fjwnJ6exsZF9UMhsR0fHvLy8qqqqxYsXZ2dnNzQ0jBgxgv0KsF866Ao8ffp0yZIldDr9zZs31dXVrJZ0Op19vtCnpq+vX1tby3FN2K8eHo8/evRoQ0NDS0uLnJwca6ySkhJTU1Nzc3MKhcK68qwjsrKyAIDy8nIrK6vS0lL2bwjHp5mdnc1x5blOmd3g1atXV1dXD/HLbG9v/+TJk/379//9999qamokEklDQwMAoKqqSiKRRo8eferUKQDA7du3VVVVoe+haEpYwfAb2LFJOGg0etKkSWfOnBk5ciTLqwEAAgICXF1dob8RCASDwWhra4Ne6ujoEIlEGRkZJBIJ7U9gsVgikUgikfB4PAqFUlVV1dDQePTokbGxsbKyMnSWiopKV1cXjUaDXk6dOrWgoEBXV7e6uvratWsEAoF14vv371mNWfnaOjo67J2zT4HDGPb0dkdHx5iYGACAu7s7g8Fg76GqqkpOTg76seY6TX19/ZKSEnV19e7ubjqdjsVipaSk6uvrAwMD3d3dX79+nZOTg8fjuc6xs7NTQUEBKnTe0+wxY8acPn3ayspqzJgx//77L/SQ0culgzAwMKivr6fRaOwtP378yD7fgICAqVOnAgC2b9/OcU3Yz0pMTJSTk5OWlkahUOxjeXl5NTY2RkZGsrRv2I9AC48dHR1QeDf7N4Tj08RisRxXnuuU2Q0GAAxdx+7u3bvXr19/8eKFiooKAGDs2LHFxcWGhoYVFRXm5ubsLS0sLGbPnj3E4WDEF9ixSTje3t6JiYkqKip4PN7d3Z11PDIyMiEhAQAQGBjo4OBw9OjRnz9/+vv7Q+96eXnt3buXSqWuX78+NjZ29+7daDR6586dTU1Njx49am9vX716taqqamVlZV1dHYlEgn4K2fNdXFxctm7dmpaWxmAwtm/fXl9fzzoRagA11tDQSElJgTLW58yZw9EGasZuzMOHD9lnh0KhlJWVWT/T7D34+Pjs3r2bSCRCwgoIBKLnNNmBttPu3r0LGaarq/vkyZMRI0ZwnaOXl9eePXsqKirmzp3b02w0Gq2iojJ+/HgUCgX5AA7b2C+djY1NSkoK+6Xjeh046HlN2M/y8/Pbt28fkUg8ceIE+1gNDQ3Nzc0KCgoYDAa68lgslnUE6tnc3LympobjG8LxaSYlJXFcea5TZqejo2PoD083b978/v07tJN6+fLlRYsWBQQEHDhwYMaMGRxq9FFRUc+ePYP+TktL47iHgJF44OARGAAAoFAo6P8t/NHV1QU9E+zfv3/btm3y8vIyMjIAgO7ubgaDAT35dXR0KCoqkslk6K2eQE820N/sJ7JDpVJZv0q/asMyps+JsPdAIpFkZWXZz+o5zT7hOsekpCRjY+OUlJQJEyZMmDDhV05pgNgAAAluSURBVGb3Yht7t+xXoGfLX9HzmrCfxT5T9rFaW1tVVVWhs6Bx2Y8AAMhk8rFjxw4ePNhzRPZPc6Dcv3/fzMxscME4vUChUAgEArzeCMMB7Nhg+uDNmzeOjo7iXp+JtzQ1NaWkpDg5OVlYWAjbFt5TWFhobm7O20+8oKDAzs6Ohx3CwPQC7NhgYGBgYCQKOEEbBgYGBkaigB2bBEKhUIYeWi0sWFIjvcuFkEgklqZJ/4VF+g+HZgrHSxKJ1NzczAqwZP1BpVJ5VXALir2E/uaqFDMUHRDocrW2trKOsMJZhwLrs+vq6oLsZJ8FDIzAgKMiJY3Pnz/fuHHD0NCwpKTk33//Fa/6Z+xSI5mZmRxyIexiGdevXx87duy4ceO4thwKHJopxsbGPSVUoqOjW1tb1dTUysrKjh8/HhMTY2lp6enpGRoaOmHCBCjAHYfDLVmy5MmTJ1C3Hz9+jI6O1tHRWbZsWX/KZJeXl799+3b58uUAgIcPH/ZTByQgIKCnDsijR4/A/+qAQMIlDx8+rK6urq2tHTdunL+//xCLd7N/dvfu3Rs5cuTkyZPLy8sfP368a9euofQMAzNQYMcmaVRUVGhrawcEBODx+K6uru/fv7MkKuLj43sqjGRnZ0MSFfX19eyyHZ8/f160aBEAYNeuXUePHl24cOHt27cPHz5MIpF6eQlF07GrbLCrYERHR3PofZw/f5799KamJi0tLWgikFzIhQsXOGRK/vzzT44pQy0/f/7MGoh9LuxCJyQSiWsb9vlyaKZwvGQNOnXqVMgYOp2+fv36oKAgDAZDIBAgr8ZkMsPDw9kT8m7evLlv376amppnz54tWbIEAJCbm8tV1qSrq4ulmcI6nbc6IFBw/6pVqz5+/JiZmblx48by8vK//vqLXe6ERqMpKSmxf1hlZWUcMiXsojCQTAzX72R6ejrrROgLyS7UAgPDc2DHJml4e3vfv3//r7/+olKpFy5c4JDt6KkwwpKoYFfQ2LZtm5WVFdQhBoPJysqi0+nZ2dloNBqJRPbyEjqFvSt2FYyeeh8cnUNSI1AnLLkQDpmSnlOGWt6/f5/rXNiFTr59+9bnfDlUNuLj49lfZmRkNDY20mi05ORkFRUVCoXS3d2tqKgYFBQUHBx87949qAGZTJ4+fXpzczO7kerq6kQikVUmm10ThH2ahYWFLM0U1uk81wHhuIbsVwOSO3n27NmMGTPYP6yKigoOmRL2bxf7Z4dA/DcqDYlEFhQUsE7sKdQCA8NzxGmdCqY/3L9/38PDIzw83NbW9s2bN+yyHT0VRtrb21kSFSzpCmtrawQCwVrDnDBhQkxMzKpVqyIjI8ePH9/7S+gU9q7YhwAA6Ovro1AodXV1FApFp9O5ns6BioqKjIxMn5tAv5oLew/9mS+ksgEAqK6uDgkJ4XiJxWJ1dXURCMTChQt3797t6emZn58PAHB0dDQ2NlZTU4MalJaWJiYmlpaW3rhxA+pWW1sbh8PV1tYaGBhARx49elRfX88uawIZ2dXVxaGZAgAICAjYv3///v375eTkOEyCRs/Jyfnx4we0XDlmzJisrCx1dfUxY8akpaWxZDADAgIOHTrENe+b44pBciccH5aXl9fIkSMjIyPZ90HZBVBY6Orq1tXVAQDq6+t1dXXZT+QYCAaGH8BPbJKGjY3Njh07Ro0a9e3btwULFtBoNJZERWVlJYf0BrtEBbt0xefPn798+QItzTk5OYWGhnp6ep46dcrR0ZHBYPTyMjExUVlZ+VcqGD2t5ej8yZMnCAQC6gSwSZmwy5TY2tpCB8PDw1VUVCA/gUAgfjUX9h76M18OlQ0dHR32l9DqWWFh4fnz5xUVFTEYjJ+fH8f1BwBMnjwZALB9+/bAwEBoOh4eHkFBQWg0+tixY1DLX0m3cGimQPBWB4QdaND+yJ1kZ2dzyJSwC6Dk5eWxPi8HB4d169bl5uZWV1eHh4cnJiayTuzPQDAwQwTOY5NAmExme3s7pKcH/leioqf0BvuRfipo9IdfqWAMkZ4iHez0Zy79nC+HysZQRDfYO5GRkYGeXCF+Jd3SUzOlTwuHTn8+fQ6ZEtCrKExbW5uqqirk7dhP5OHXDAaGK7Bjg4GBgYGRKOA9NhgYGBgYiQJ2bDAwMDAwEgXs2GAGSVNTE/RHSkrKt2/foH/7POvYsWMUCgX6l88G/g/JycmhoaGsvwkEAvu7LONZhpWUlERHR3Nt0ydcWx47duzIkSMNDQ09Rx8iPLmYoaGhDQ0NvOoNBka4wFGRMIPkyJEjAIAtW7ZAedMVFRUmJiaysrKVlZVkMjk4OLiiooKVlltUVPT58+cFCxbQ6XQoOvzjx4+s9OSbN2+yznr48CHXHqC4A76mfu/atYtOp5eWlrLyozlyqE1MTNzc3FhHvnz5wjXvGGrp6OjIepfBYNDpdChCZOjp5OXl5Rw9l5SUXLx4EYVCTZ8+ffTo0Vx7AwCwjkMp2Pb29l++fIHmAl0ZGo1Gp9N5FekDAyMs4OARmEHy/v17yA0wGAwbG5tPnz7Z2Ng8ePBg4cKFUlJSqamp3d3dWCzW3Nx87NixMjIyTCYzLy8Ph8OpqqricDg9Pb3W1tbMzEw7O7u8vDzWWc3NzVx7gPK6Dh8+bGNj09HR8fPnTzwev2PHjoaGBjk5uVu3brFnE+Px+MLCwkmTJp07d27r1q2vX782MjIyMzODJLiOHz++bNmymJiYOXPm4PF41hQglcUXL17s3bsXyo8eN24cy8i2tjYbGxspKSnWkZKSEpZ5J0+eZBmGxWJtbGzS0tJY73769AmHw3358iUwMPDatWvLli0LDw9nGR8bG8s6l0KhsKz69u0b1zZQvW/2nt++fbt9+/acnJzGxsaamhquvVVXV7P3MH36dKgYG2sugYGBNTU1OBwOyv6GgRFf4KVImEFiYGCARqN75k1jsVgUCkUikdjTcqEM6KysLBcXF+hfjvRk1lm/6gFqxtfUb8gw9vxoDiM5jvSed8z+LtQz+9BDSSfv2TMU+i8nJwd6pFqzeuuZgt1zdj3thIERR+ClSJihAuVN29jYpKSkAAB2796NRqN37tyZkZHBSsuFMqBJJBIGg4H+ZU9PZj8rNjaWaw8CSP2mUqkYDIY9P5rdSGiC7EcaGhq45h1TqdSUlBQsFst6F5oyy7YhppOzJ0pDPXt5ee3Zs6eiomLu3Lm/6q3ncfa5QDcHHHbCwIgp/w9z+3Xns/0h8wAAAABJRU5ErkJggg==",
+ "text/plain": [
+ ""
+ ]
+ },
+ "execution_count": 10,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "# define coastlines\n",
+ "coast = mv.mcoast(\n",
+ " map_coastline_colour=\"charcoal\",\n",
+ " map_coastline_resolution=\"medium\",\n",
+ " map_coastline_land_shade=\"on\",\n",
+ " map_coastline_land_shade_colour=\"#f9f9f9\",\n",
+ " map_coastline_sea_shade=\"off\",\n",
+ " map_boundaries=\"on\",\n",
+ " map_boundaries_colour= \"charcoal\",\n",
+ " map_boundaries_thickness = 1,\n",
+ " map_disputed_boundaries = \"off\",\n",
+ " map_grid_colour=\"tan\",\n",
+ " map_label_height=0.35,\n",
+ ")\n",
+ "\n",
+ "# define view\n",
+ "view = mv.geoview(\n",
+ " area_mode=\"name\",\n",
+ " area_name=\"europe\",\n",
+ " coastlines=coast\n",
+ ")\n",
+ "\n",
+ "#define styles\n",
+ "wcf_style = mv.mcont(legend= \"on\",\n",
+ " contour = \"off\",\n",
+ " contour_hilo = \"off\",\n",
+ " contour_label = \"off\",\n",
+ " contour_level_list = [173.15, 218.15, 225.15, 233.15, 245.15, 263.15, 273.15],\n",
+ " contour_level_selection_type = \"level_list\",\n",
+ " contour_shade = \"on\",\n",
+ " contour_shade_colour_list = [\"#1b335f\", \"#05529b\", \"#3181bd\", \"#6badd5\", \"#C3E0EF\", \"#DEF2F9\"],\n",
+ " contour_shade_colour_method = \"list\",\n",
+ " contour_shade_method = \"area_fill\")\n",
+ "\n",
+ "legend = mv.mlegend(legend_column_count = 5,\n",
+ " legend_display_type = \"disjoint\",\n",
+ " legend_entry_text_width = \"80\",\n",
+ " legend_text_colour = \"charcoal\",\n",
+ " legend_text_font_size = \"40%\",\n",
+ " legend_text_composition = \"user_text_only\",\n",
+ " legend_user_lines = [\"Extreme\", \"Severe\", \"Very high\", \"High\", \"Moderate\", \"Low\"])\n",
+ "title = mv.mtext(\n",
+ " text_lines = [\"Thermal stress (Thermofeel) - Wind chill factor\",\n",
+ " \"START TIME: \",\n",
+ " \"VALID TIME: , STEP: \"],\n",
+ " text_font_size=0.4,\n",
+ " text_colour = 'charcoal')\n",
+ "\n",
+ "ecmwf_text = mv.mtext( \n",
+ " text_lines = [\"© European Centre for Medium-Range Weather Forecasts (ECMWF)\",\n",
+ " \"Source: www.ecmwf.int Licence: CC-BY-4.0 and ECMWF Terms of Use\",\n",
+ " \"https://apps.ecmwf.int/datasets/licences/general/\"],\n",
+ " text_justification = 'center',\n",
+ " text_font_size = 0.3,\n",
+ " text_mode = \"positional\",\n",
+ " text_box_x_position = 6.,\n",
+ " text_box_y_position = -0.2,\n",
+ " text_box_x_length = 8,\n",
+ " text_box_y_length = 2,\n",
+ " text_colour = 'charcoal')\n",
+ "\n",
+ "# generate plot\n",
+ "mv.setoutput('jupyter', plot_widget=False)\n",
+ "mv.plot(view, wcf, wcf_style, legend, title, ecmwf_text)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 11,
+ "id": "164242a4-0e90-41c6-b0dc-d36e629b83f5",
+ "metadata": {
+ "editable": true,
+ "slideshow": {
+ "slide_type": ""
+ },
+ "tags": [
+ "import"
+ ]
+ },
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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",
+ "text/plain": [
+ ""
+ ]
+ },
+ "execution_count": 11,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "# define coastlines\n",
+ "coast = mv.mcoast(\n",
+ " map_coastline_colour=\"charcoal\",\n",
+ " map_coastline_resolution=\"medium\",\n",
+ " map_coastline_land_shade=\"on\",\n",
+ " map_coastline_land_shade_colour=\"#f9f9f9\",\n",
+ " map_coastline_sea_shade=\"off\",\n",
+ " map_boundaries=\"on\",\n",
+ " map_boundaries_colour= \"charcoal\",\n",
+ " map_boundaries_thickness = 1,\n",
+ " map_disputed_boundaries = \"off\",\n",
+ " map_grid_colour=\"tan\",\n",
+ " map_label_height=0.35,\n",
+ ")\n",
+ "\n",
+ "# define view\n",
+ "view = mv.geoview(\n",
+ " area_mode=\"name\",\n",
+ " area_name=\"europe\",\n",
+ " coastlines=coast\n",
+ ")\n",
+ "\n",
+ "#define styles\n",
+ "hmdx_style = mv.mcont(legend= \"on\",\n",
+ " contour = \"off\",\n",
+ " contour_hilo = \"off\",\n",
+ " contour_label = \"off\",\n",
+ " contour_level_list = [293.15, 303.15, 313.15, 319.15, 373.15],\n",
+ " contour_level_selection_type = \"level_list\",\n",
+ " contour_shade = \"on\",\n",
+ " contour_shade_colour_list = [\"#f4eff7\", \"#d7b4d6\", \"#d967a7\", \"#cd1e58\"],\n",
+ " contour_shade_colour_method = \"list\",\n",
+ " contour_shade_method = \"area_fill\")\n",
+ "\n",
+ "legend = mv.mlegend(legend_column_count = 4,\n",
+ " legend_display_type = \"disjoint\",\n",
+ " legend_entry_text_width = \"80\",\n",
+ " legend_text_colour = \"charcoal\",\n",
+ " legend_text_font_size = \"40%\",\n",
+ " legend_text_composition = \"user_text_only\",\n",
+ " legend_user_lines = [\"Little Discomfort\", \"Some Discomfort\", \"Great Discomfort\", \"Dangerous\"])\n",
+ "title = mv.mtext(\n",
+ " text_lines = [\"Thermal stress (Thermofeel) - Humidex\",\n",
+ " \"START TIME: \",\n",
+ " \"VALID TIME: , STEP: \"],\n",
+ " text_font_size=0.4,\n",
+ " text_colour = 'charcoal')\n",
+ "\n",
+ "ecmwf_text = mv.mtext( \n",
+ " text_lines = [\"© European Centre for Medium-Range Weather Forecasts (ECMWF)\",\n",
+ " \"Source: www.ecmwf.int Licence: CC-BY-4.0 and ECMWF Terms of Use\",\n",
+ " \"https://apps.ecmwf.int/datasets/licences/general/\"],\n",
+ " text_justification = 'center',\n",
+ " text_font_size = 0.3,\n",
+ " text_mode = \"positional\",\n",
+ " text_box_x_position = 6.,\n",
+ " text_box_y_position = -0.2,\n",
+ " text_box_x_length = 8,\n",
+ " text_box_y_length = 2,\n",
+ " text_colour = 'charcoal')\n",
+ "\n",
+ "# generate plot\n",
+ "mv.setoutput('jupyter', plot_widget=False)\n",
+ "mv.plot(view, hmdx, hmdx_style, legend, title, ecmwf_text)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 12,
+ "id": "96659711-2458-49f4-915c-79206c826cf0",
+ "metadata": {
+ "editable": true,
+ "slideshow": {
+ "slide_type": ""
+ },
+ "tags": [
+ "import"
+ ]
+ },
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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",
+ "text/plain": [
+ ""
+ ]
+ },
+ "execution_count": 12,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "# define coastlines\n",
+ "coast = mv.mcoast(\n",
+ " map_coastline_colour=\"charcoal\",\n",
+ " map_coastline_resolution=\"medium\",\n",
+ " map_coastline_land_shade=\"on\",\n",
+ " map_coastline_land_shade_colour=\"#f9f9f9\",\n",
+ " map_coastline_sea_shade=\"off\",\n",
+ " map_boundaries=\"on\",\n",
+ " map_boundaries_colour= \"charcoal\",\n",
+ " map_boundaries_thickness = 1,\n",
+ " map_disputed_boundaries = \"off\",\n",
+ " map_grid_colour=\"tan\",\n",
+ " map_label_height=0.35,\n",
+ ")\n",
+ "\n",
+ "# define view\n",
+ "view = mv.geoview(\n",
+ " area_mode=\"name\",\n",
+ " area_name=\"europe\",\n",
+ " coastlines=coast\n",
+ ")\n",
+ "\n",
+ "#define styles\n",
+ "wbgt_style = mv.mcont(legend= \"on\",\n",
+ " contour = \"off\",\n",
+ " contour_hilo = \"off\",\n",
+ " contour_label = \"off\",\n",
+ " contour_level_list = [293.15, 298.15, 304.15, 373.15],\n",
+ " contour_level_selection_type = \"level_list\",\n",
+ " contour_shade = \"on\",\n",
+ " contour_shade_colour_list = [\"#f4f4b9\", \"#add68d\", \"#31a254\"],\n",
+ " contour_shade_colour_method = \"list\",\n",
+ " contour_shade_method = \"area_fill\")\n",
+ "\n",
+ "legend = mv.mlegend(legend_column_count = 4,\n",
+ " legend_display_type = \"disjoint\",\n",
+ " legend_entry_text_width = \"80\",\n",
+ " legend_text_colour = \"charcoal\",\n",
+ " legend_text_font_size = \"40%\",\n",
+ " legend_text_composition = \"user_text_only\",\n",
+ " legend_user_lines = [\"Low risk\", \"Moderate risk\", \"High risk\"])\n",
+ "title = mv.mtext(\n",
+ " text_lines = [\"Thermal stress (Thermofeel) - Wet bulb globe temperature\",\n",
+ " \"START TIME: \",\n",
+ " \"VALID TIME: , STEP: \"],\n",
+ " text_font_size=0.4,\n",
+ " text_colour = 'charcoal')\n",
+ "\n",
+ "ecmwf_text = mv.mtext( \n",
+ " text_lines = [\"© European Centre for Medium-Range Weather Forecasts (ECMWF)\",\n",
+ " \"Source: www.ecmwf.int Licence: CC-BY-4.0 and ECMWF Terms of Use\",\n",
+ " \"https://apps.ecmwf.int/datasets/licences/general/\"],\n",
+ " text_justification = 'center',\n",
+ " text_font_size = 0.3,\n",
+ " text_mode = \"positional\",\n",
+ " text_box_x_position = 6.,\n",
+ " text_box_y_position = -0.2,\n",
+ " text_box_x_length = 8,\n",
+ " text_box_y_length = 2,\n",
+ " text_colour = 'charcoal')\n",
+ "\n",
+ "# generate plot\n",
+ "mv.setoutput('jupyter', plot_widget=False)\n",
+ "mv.plot(view, wbgt, wbgt_style, legend, title, ecmwf_text)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 13,
+ "id": "23a2b245-230d-4f2d-955e-0a1ee76e6bef",
+ "metadata": {
+ "editable": true,
+ "slideshow": {
+ "slide_type": ""
+ },
+ "tags": [
+ "import"
+ ]
+ },
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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",
+ "text/plain": [
+ ""
+ ]
+ },
+ "execution_count": 13,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "# define coastlines\n",
+ "coast = mv.mcoast(\n",
+ " map_coastline_colour=\"charcoal\",\n",
+ " map_coastline_resolution=\"medium\",\n",
+ " map_coastline_land_shade=\"on\",\n",
+ " map_coastline_land_shade_colour=\"#f9f9f9\",\n",
+ " map_coastline_sea_shade=\"off\",\n",
+ " map_boundaries=\"on\",\n",
+ " map_boundaries_colour= \"charcoal\",\n",
+ " map_boundaries_thickness = 1,\n",
+ " map_disputed_boundaries = \"off\",\n",
+ " map_grid_colour=\"tan\",\n",
+ " map_label_height=0.35,\n",
+ ")\n",
+ "\n",
+ "# define view\n",
+ "view = mv.geoview(\n",
+ " area_mode=\"name\",\n",
+ " area_name=\"europe\",\n",
+ " coastlines=coast\n",
+ ")\n",
+ "\n",
+ "#define styles\n",
+ "heatx_style = mv.mcont(legend= \"on\",\n",
+ " contour = \"off\",\n",
+ " contour_hilo = \"off\",\n",
+ " contour_label = \"off\",\n",
+ " contour_level_list = [299.85, 305.35, 312.55, 324.25, 373.15],\n",
+ " contour_level_selection_type = \"level_list\",\n",
+ " contour_shade = \"on\",\n",
+ " contour_shade_palette_name = \"colorbrewer_Oranges_4_r\",\n",
+ " contour_shade_colour_method = \"palette\",\n",
+ " contour_shade_method = \"area_fill\")\n",
+ "\n",
+ "legend = mv.mlegend(legend_column_count = 4,\n",
+ " legend_display_type = \"disjoint\",\n",
+ " legend_entry_text_width = \"80\",\n",
+ " legend_text_colour = \"charcoal\",\n",
+ " legend_text_font_size = \"40%\",\n",
+ " legend_text_composition = \"user_text_only\",\n",
+ " legend_user_lines = [\"Caution\", \"Extreme Caution\", \"Danger\", \"Extreme Danger\"])\n",
+ "\n",
+ "title = mv.mtext(\n",
+ " text_lines = [\"Thermal stress (Thermofeel) - Heat index\",\n",
+ " \"START TIME: \",\n",
+ " \"VALID TIME: , STEP: \"],\n",
+ " text_font_size=0.4,\n",
+ " text_colour = 'charcoal')\n",
+ "\n",
+ "ecmwf_text = mv.mtext( \n",
+ " text_lines = [\"© European Centre for Medium-Range Weather Forecasts (ECMWF)\",\n",
+ " \"Source: www.ecmwf.int Licence: CC-BY-4.0 and ECMWF Terms of Use\",\n",
+ " \"https://apps.ecmwf.int/datasets/licences/general/\"],\n",
+ " text_justification = 'center',\n",
+ " text_font_size = 0.3,\n",
+ " text_mode = \"positional\",\n",
+ " text_box_x_position = 6.,\n",
+ " text_box_y_position = -0.2,\n",
+ " text_box_x_length = 8,\n",
+ " text_box_y_length = 2,\n",
+ " text_colour = 'charcoal')\n",
+ "\n",
+ "# generate plot\n",
+ "mv.setoutput('jupyter', plot_widget=False)\n",
+ "mv.plot(view, heatx, heatx_style, legend, title, ecmwf_text)"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "0813538b-be17-49c8-a6b0-c70634d6114d",
+ "metadata": {
+ "editable": true,
+ "slideshow": {
+ "slide_type": ""
+ },
+ "tags": []
+ },
+ "source": [
+ "To generate the png file you can run the following cell."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 14,
+ "id": "961a379f-c8cd-4313-9169-48692f483c39",
+ "metadata": {
+ "editable": true,
+ "slideshow": {
+ "slide_type": ""
+ },
+ "tags": [
+ "import"
+ ]
+ },
+ "outputs": [],
+ "source": [
+ "png = mv.png_output(\n",
+ " output_name = \"medium-thermofeel-utci\", # specify relative or full path\n",
+ " output_title = \"medium-thermofeel-utci\", # title used by a viewer\n",
+ " output_width = 1000, # set width in pixels\n",
+ ")\n",
+ "mv.setoutput(png)\n",
+ "mv.plot(view, utci, utci_style, legend, title, ecmwf_text)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 15,
+ "id": "04b62faa-0c88-4da5-a11d-693c18f5bdb6",
+ "metadata": {
+ "editable": true,
+ "slideshow": {
+ "slide_type": ""
+ },
+ "tags": [
+ "import"
+ ]
+ },
+ "outputs": [],
+ "source": [
+ "png = mv.png_output(\n",
+ " output_name = \"medium-thermofeel-wcf\", # specify relative or full path\n",
+ " output_title = \"medium-thermofeel-wcf\", # title used by a viewer\n",
+ " output_width = 1000, # set width in pixels\n",
+ ")\n",
+ "mv.setoutput(png)\n",
+ "mv.plot(view, wcf, wcf_style, legend, title, ecmwf_text)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 16,
+ "id": "eb4dbc20-9b1e-440f-bc3e-53ec157e652e",
+ "metadata": {
+ "editable": true,
+ "slideshow": {
+ "slide_type": ""
+ },
+ "tags": [
+ "import"
+ ]
+ },
+ "outputs": [],
+ "source": [
+ "png = mv.png_output(\n",
+ " output_name = \"medium-thermofeel-hmdx\", # specify relative or full path\n",
+ " output_title = \"medium-thermofeel-hmdx\", # title used by a viewer\n",
+ " output_width = 1000, # set width in pixels\n",
+ ")\n",
+ "mv.setoutput(png)\n",
+ "mv.plot(view, hmdx, hmdx_style, legend, title, ecmwf_text)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 17,
+ "id": "8d7aae81-aab1-4fec-a958-c6be635be069",
+ "metadata": {
+ "editable": true,
+ "slideshow": {
+ "slide_type": ""
+ },
+ "tags": [
+ "import"
+ ]
+ },
+ "outputs": [],
+ "source": [
+ "png = mv.png_output(\n",
+ " output_name = \"medium-thermofeel-wbgt\", # specify relative or full path\n",
+ " output_title = \"medium-thermofeel-wbgt\", # title used by a viewer\n",
+ " output_width = 1000, # set width in pixels\n",
+ ")\n",
+ "mv.setoutput(png)\n",
+ "mv.plot(view, wbgt, wbgt_style, legend, title, ecmwf_text)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "67469008-0d13-4012-99c2-d945b233b9ed",
+ "metadata": {
+ "editable": true,
+ "slideshow": {
+ "slide_type": ""
+ },
+ "tags": [
+ "import"
+ ]
+ },
+ "outputs": [],
+ "source": [
+ "png = mv.png_output(\n",
+ " output_name = \"medium-thermofeel-heatx\", # specify relative or full path\n",
+ " output_title = \"medium-thermofeel-heatx\", # title used by a viewer\n",
+ " output_width = 1000, # set width in pixels\n",
+ ")\n",
+ "mv.setoutput(png)\n",
+ "mv.plot(view, heatx, heatx_style, legend, title, ecmwf_text)"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "35eeeebf-5d28-4315-b845-724ea6e6376e",
+ "metadata": {
+ "editable": true,
+ "slideshow": {
+ "slide_type": ""
+ },
+ "tags": [
+ "open_data"
+ ]
+ },
+ "source": [
+ "Note that plot produced using this dataset will slightly differ from one from Open Charts. This is due to different resolution of the data. \n",
+ "The data used here is on 0.25x0.25 resolution, while high resolution data is 0.1x0.1 grid."
+ ]
+ }
+ ],
+ "metadata": {
+ "author": "Milana Vuckovic",
+ "content_type": "Software & code",
+ "data_access": "ecmwf-licence",
+ "kernelspec": {
+ "display_name": "Python 3 (ipykernel)",
+ "language": "python",
+ "name": "python3"
+ },
+ "language_info": {
+ "codemirror_mode": {
+ "name": "ipython",
+ "version": 3
+ },
+ "file_extension": ".py",
+ "mimetype": "text/x-python",
+ "name": "python",
+ "nbconvert_exporter": "python",
+ "pygments_lexer": "ipython3",
+ "version": "3.13.1"
+ }
},
- "tags": []
- },
- "source": [
- "\n",
- "
\n",
- "
\n",
- "\n",
- "# (EXPERIMENTAL) Thermal stress (Thermofeel)"
- ]
- },
- {
- "cell_type": "markdown",
- "id": "guided-friend",
- "metadata": {},
- "source": [
- "This notebook will provide you guidance how to explore ECMWF data to produce the map from the ECMWF open charts web product. \n",
- "The original product can be found on this link: https://charts.ecmwf.int/products/medium-thermofeel \n"
- ]
- },
- {
- "cell_type": "markdown",
- "id": "guilty-volunteer",
- "metadata": {},
- "source": [
- "\n",
- "
\n",
- "\n",
- " "
- ]
- },
- {
- "cell_type": "markdown",
- "id": "7f9c43d3-f11e-4707-b18b-6ffe9f655fb6",
- "metadata": {},
- "source": [
- "Some ECMWF real-time products are governed by the [ECMWF Standard Licence Agreement](https://www.ecmwf.int/sites/default/files/ECMWF_Standard_Licence.pdf) and are not free or open. Access to these products depends on your use case. To find out which licence applies to you, please visit: [Use cases and licence conditions page](https://www.ecmwf.int/en/forecasts/accessing-forecasts/licences-available). \n",
- "\n",
- "To find out how to obtain the access to the ECMWF forecast data please visit our [Access page](https://www.ecmwf.int/en/forecasts/accessing-forecasts)."
- ]
- },
- {
- "cell_type": "markdown",
- "id": "celtic-heavy",
- "metadata": {},
- "source": [
- "## Retrieve Data\n",
- "This product visualises 5 parameters separately:\n",
- "\n",
- "* [Universal thermal climate index](https://codes.ecmwf.int/grib/param-db/261001)\n",
- "* [Humidex](https://codes.ecmwf.int/grib/param-db/261016)\n",
- "* [Wet bulb globe temperature](https://codes.ecmwf.int/grib/param-db/261014)\n",
- "* [Heat index](https://codes.ecmwf.int/grib/param-db/260004)\n",
- "* [Wind chill factor](https://codes.ecmwf.int/grib/param-db/260005)"
- ]
- },
- {
- "cell_type": "markdown",
- "id": "living-barrier",
- "metadata": {},
- "source": [
- "In this example, we will use: \n",
- "- [**ecmwf-api-client**](https://pypi.org/project/ecmwf-api-client/) to download the data\n",
- "- [**Metview**](https://metview.readthedocs.io/en/latest/) library to read, process and plot the data "
- ]
- },
- {
- "cell_type": "markdown",
- "id": "controlling-hands",
- "metadata": {},
- "source": [
- "First we need to install them in the current Jupyter kernel: \n",
- "\n",
- "Note: If you are running the notebook on MyBinder or already have the libraries installed, go directly to importing the libraries.\n",
- "
\n",
- "\n",
- "Note: If you don't have these libraries installed, click on three dots below, uncomment the code and run the next cell.\n",
- "
"
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 1,
- "id": "2fb82dee-e345-4443-b846-c53bb6f05307",
- "metadata": {
- "jupyter": {
- "source_hidden": true
- },
- "tags": [
- "install"
- ]
- },
- "outputs": [],
- "source": [
- "#!pip install ecmwf-api-client metview metview-python"
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 1,
- "id": "mysterious-collection",
- "metadata": {
- "editable": true,
- "slideshow": {
- "slide_type": ""
- },
- "tags": [
- "import"
- ]
- },
- "outputs": [],
- "source": [
- "import metview as mv\n",
- "from ecmwfapi import *\n",
- "import requests"
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 2,
- "id": "negative-vegetable",
- "metadata": {
- "editable": true,
- "slideshow": {
- "slide_type": ""
- },
- "tags": [
- "import"
- ]
- },
- "outputs": [],
- "source": [
- "filename = 'medium-thermofeel.grib'"
- ]
- },
- {
- "cell_type": "markdown",
- "id": "infrared-corpus",
- "metadata": {},
- "source": [
- "If you already have the access to the ECMWF archived forecast data, you can use the next cell to download data from the [MARS archive](https://confluence.ecmwf.int/display/UDOC/MARS+user+documentation):"
- ]
- },
- {
- "cell_type": "code",
- "execution_count": null,
- "id": "incorporate-nothing",
- "metadata": {
- "tags": [
- "download"
- ]
- },
- "outputs": [],
- "source": [
- "server = ECMWFService(\"mars\")\n",
- "server.execute(\n",
- " {\n",
- " \"class\": \"od\",\n",
- " \"date\": \"0\",\n",
- " \"expver\": \"1\",\n",
- " \"levtype\": \"sfc\",\n",
- " \"param\": \"261001/260004/260005/261014/261016\",\n",
- " \"step\": \"12\",\n",
- " \"stream\": \"oper\",\n",
- " \"time\": \"00\",\n",
- " \"type\": \"fc\",\n",
- " \"grid\": \"0.25/0.25\"\n",
- " },\n",
- " filename)"
- ]
- },
- {
- "cell_type": "markdown",
- "id": "warming-vacation",
- "metadata": {},
- "source": [
- "Alternatively we have prepared small sample dataset to explore"
- ]
- },
- {
- "cell_type": "code",
- "execution_count": null,
- "id": "ea484272-a074-428d-bed6-f9962302159c",
- "metadata": {},
- "outputs": [],
- "source": [
- "url = f\"https://get.ecmwf.int/repository/opencharts-sample-data/{filename}\"\n",
- "r = requests.get(url)\n",
- "with open(filename, 'wb') as file:\n",
- " file.write(r.content)"
- ]
- },
- {
- "cell_type": "markdown",
- "id": "elementary-basin",
- "metadata": {},
- "source": [
- "## Reading and processing the data\n",
- "Now we can use **ecmwf.data** to read the file."
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 4,
- "id": "printable-polls",
- "metadata": {},
- "outputs": [],
- "source": [
- "data = mv.read(filename)"
- ]
- },
- {
- "cell_type": "markdown",
- "id": "sharp-litigation",
- "metadata": {},
- "source": [
- "The **describe()** function will give us the overview of the dataset. "
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 5,
- "id": "fewer-closer",
- "metadata": {},
- "outputs": [
- {
- "data": {
- "text/html": [
- " \n",
- " \n",
- " parameter | typeOfLevel | level | date | time | step | number | paramId | class | stream | type | experimentVersionNumber |
\n",
- " heatx | surface | 0 | 20241228 | 0 | 12 | None | 260004 | od | oper | fc | 0001 |
---|
hmdx | surface | 0 | 20241228 | 0 | 12 | None | 261016 | od | oper | fc | 0001 |
---|
utci | surface | 0 | 20241228 | 0 | 12 | None | 261001 | od | oper | fc | 0001 |
---|
wbgt | surface | 0 | 20241228 | 0 | 12 | None | 261014 | od | oper | fc | 0001 |
---|
wcf | surface | 0 | 20241228 | 0 | 12 | None | 260005 | od | oper | fc | 0001 |
\n",
- "
"
- ],
- "text/plain": [
- ""
- ]
- },
- "execution_count": 5,
- "metadata": {},
- "output_type": "execute_result"
- }
- ],
- "source": [
- "data.describe()"
- ]
- },
- {
- "cell_type": "markdown",
- "id": "heavy-analysis",
- "metadata": {},
- "source": [
- "And an overview of one parameter, where we can see more information, such as units or type of level."
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 6,
- "id": "drawn-agriculture",
- "metadata": {},
- "outputs": [
- {
- "data": {
- "text/html": [
- " \n",
- " \n",
- "
\n",
- " shortName | utci |
---|
name | Universal thermal climate index |
---|
paramId | 261001 |
---|
units | K |
---|
typeOfLevel | surface |
---|
level | 0 |
---|
date | 20241228 |
---|
time | 0 |
---|
step | 12 |
---|
number | None |
---|
class | od |
---|
stream | oper |
---|
type | fc |
---|
experimentVersionNumber | 0001 |
\n",
- "
"
- ],
- "text/plain": [
- ""
- ]
- },
- "execution_count": 6,
- "metadata": {},
- "output_type": "execute_result"
- }
- ],
- "source": [
- "data.describe('utci')"
- ]
- },
- {
- "cell_type": "markdown",
- "id": "coupled-somerset",
- "metadata": {},
- "source": [
- "We can use **ls()** function to list all the fields in the file we downloaded."
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 7,
- "id": "relevant-composite",
- "metadata": {},
- "outputs": [
- {
- "data": {
- "text/html": [
- "\n",
- "\n",
- "
\n",
- " \n",
- " \n",
- " | \n",
- " centre | \n",
- " shortName | \n",
- " typeOfLevel | \n",
- " level | \n",
- " dataDate | \n",
- " dataTime | \n",
- " stepRange | \n",
- " dataType | \n",
- " number | \n",
- " gridType | \n",
- "
\n",
- " \n",
- " Message | \n",
- " | \n",
- " | \n",
- " | \n",
- " | \n",
- " | \n",
- " | \n",
- " | \n",
- " | \n",
- " | \n",
- " | \n",
- "
\n",
- " \n",
- " \n",
- " \n",
- " 0 | \n",
- " ecmf | \n",
- " utci | \n",
- " surface | \n",
- " 0 | \n",
- " 20241228 | \n",
- " 0 | \n",
- " 12 | \n",
- " fc | \n",
- " None | \n",
- " regular_ll | \n",
- "
\n",
- " \n",
- " 1 | \n",
- " ecmf | \n",
- " heatx | \n",
- " surface | \n",
- " 0 | \n",
- " 20241228 | \n",
- " 0 | \n",
- " 12 | \n",
- " fc | \n",
- " None | \n",
- " regular_ll | \n",
- "
\n",
- " \n",
- " 2 | \n",
- " ecmf | \n",
- " wcf | \n",
- " surface | \n",
- " 0 | \n",
- " 20241228 | \n",
- " 0 | \n",
- " 12 | \n",
- " fc | \n",
- " None | \n",
- " regular_ll | \n",
- "
\n",
- " \n",
- " 3 | \n",
- " ecmf | \n",
- " wbgt | \n",
- " surface | \n",
- " 0 | \n",
- " 20241228 | \n",
- " 0 | \n",
- " 12 | \n",
- " fc | \n",
- " None | \n",
- " regular_ll | \n",
- "
\n",
- " \n",
- " 4 | \n",
- " ecmf | \n",
- " hmdx | \n",
- " surface | \n",
- " 0 | \n",
- " 20241228 | \n",
- " 0 | \n",
- " 12 | \n",
- " fc | \n",
- " None | \n",
- " regular_ll | \n",
- "
\n",
- " \n",
- "
\n",
- "
"
- ],
- "text/plain": [
- " centre shortName typeOfLevel level dataDate dataTime stepRange \\\n",
- "Message \n",
- "0 ecmf utci surface 0 20241228 0 12 \n",
- "1 ecmf heatx surface 0 20241228 0 12 \n",
- "2 ecmf wcf surface 0 20241228 0 12 \n",
- "3 ecmf wbgt surface 0 20241228 0 12 \n",
- "4 ecmf hmdx surface 0 20241228 0 12 \n",
- "\n",
- " dataType number gridType \n",
- "Message \n",
- "0 fc None regular_ll \n",
- "1 fc None regular_ll \n",
- "2 fc None regular_ll \n",
- "3 fc None regular_ll \n",
- "4 fc None regular_ll "
- ]
- },
- "execution_count": 7,
- "metadata": {},
- "output_type": "execute_result"
- }
- ],
- "source": [
- "data.ls()"
- ]
- },
- {
- "cell_type": "markdown",
- "id": "6d491dc0",
- "metadata": {},
- "source": [
- "The grib file contains both parameters, and we will use the select() function to filter what we need."
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 8,
- "id": "50e885bb",
- "metadata": {},
- "outputs": [],
- "source": [
- "utci = data.select(shortName= 'utci')\n",
- "wcf = data.select(shortName= 'wcf')\n",
- "heatx = data.select(shortName= 'heatx')\n",
- "wbgt = data.select(shortName= 'wbgt')\n",
- "hmdx = data.select(shortName= 'hmdx')"
- ]
- },
- {
- "cell_type": "markdown",
- "id": "passive-receipt",
- "metadata": {},
- "source": [
- "## Plotting the data\n",
- "And finally, we can plot the data on the map. \n",
- "First we will plot the Universal thermal climate index."
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 9,
- "id": "personalized-integrity",
- "metadata": {
- "editable": true,
- "slideshow": {
- "slide_type": ""
- },
- "tags": [
- "import"
- ]
- },
- "outputs": [
- {
- "data": {
- "image/png": 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",
- "text/plain": [
- ""
- ]
- },
- "execution_count": 9,
- "metadata": {},
- "output_type": "execute_result"
- }
- ],
- "source": [
- "# define coastlines\n",
- "coast = mv.mcoast(\n",
- " map_coastline_colour=\"charcoal\",\n",
- " map_coastline_resolution=\"medium\",\n",
- " map_coastline_land_shade=\"on\",\n",
- " map_coastline_land_shade_colour=\"cream\",\n",
- " map_coastline_sea_shade=\"off\",\n",
- " map_boundaries=\"on\",\n",
- " map_boundaries_colour= \"charcoal\",\n",
- " map_boundaries_thickness = 1,\n",
- " map_disputed_boundaries = \"off\",\n",
- " map_grid_colour=\"tan\",\n",
- " map_label_height=0.35,\n",
- ")\n",
- "\n",
- "# define view\n",
- "view = mv.geoview(\n",
- " area_mode=\"name\",\n",
- " area_name=\"europe\",\n",
- " coastlines=coast\n",
- ")\n",
- "\n",
- "#define styles\n",
- "utci_style = mv.mcont(legend= \"on\",\n",
- " contour = \"off\",\n",
- " contour_hilo = \"off\",\n",
- " contour_label = \"off\",\n",
- " contour_legend_text = \"Blue/Red\",\n",
- " contour_level_list = [173.15, 233.15, 246.15, 260.15, 273.15, 282.15, 299.15, 305.15, 311.15, 319.15, 373.15],\n",
- " contour_level_selection_type = \"level_list\",\n",
- " contour_shade = \"on\",\n",
- " contour_shade_colour_list = [\"#1b335f\", \"#215a94\", \"#3f8abe\", \"#72B6D8\", \"#D0E4EE\", \"#ffffff\", \"#FCDAC6\", \"#e37e64\", \"#c0423d\", \"#660821\"],\n",
- " contour_shade_colour_method = \"list\",\n",
- " contour_shade_method = \"area_fill\")\n",
- "\n",
- "legend = mv.mlegend(legend_column_count = 5,\n",
- " legend_display_type = \"disjoint\",\n",
- " legend_entry_text_width = \"80\",\n",
- " legend_text_colour = \"charcoal\",\n",
- " legend_text_font_size = \"40%\",\n",
- " legend_text_composition = \"user_text_only\",\n",
- " legend_user_lines = [\"Extreme cold\", \"Very strong cold\", \"Strong cold\", \"Moderate cold\", \"Slight cold\", \"No thermal stress\", \"Moderate heat\", \"Strong heat\", \"Very strong heat\", \"Extreme heat\"])\n",
- "title = mv.mtext(\n",
- " text_lines = [\"Thermal stress (Thermofeel) - Universal thermal climate index\",\n",
- " \"START TIME: \",\n",
- " \"VALID TIME: , STEP: \"],\n",
- " text_font_size=0.4,\n",
- " text_colour = 'charcoal')\n",
- "\n",
- "ecmwf_text = mv.mtext( \n",
- " text_lines = [\"© European Centre for Medium-Range Weather Forecasts (ECMWF)\",\n",
- " \"Source: www.ecmwf.int Licence: CC-BY-4.0 and ECMWF Terms of Use\",\n",
- " \"https://apps.ecmwf.int/datasets/licences/general/\"],\n",
- " text_justification = 'center',\n",
- " text_font_size = 0.3,\n",
- " text_mode = \"positional\",\n",
- " text_box_x_position = 6.,\n",
- " text_box_y_position = -0.2,\n",
- " text_box_x_length = 8,\n",
- " text_box_y_length = 2,\n",
- " text_colour = 'charcoal')\n",
- "\n",
- "# generate plot\n",
- "mv.setoutput('jupyter', plot_widget=False)\n",
- "mv.plot(view, utci, utci_style, legend, title, ecmwf_text)"
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 10,
- "id": "c7e3d0c6-0a0a-453d-8ef8-c31db8d6160c",
- "metadata": {
- "editable": true,
- "slideshow": {
- "slide_type": ""
- },
- "tags": [
- "import"
- ]
- },
- "outputs": [
- {
- "data": {
- "image/png": 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",
- "text/plain": [
- ""
- ]
- },
- "execution_count": 10,
- "metadata": {},
- "output_type": "execute_result"
- }
- ],
- "source": [
- "# define coastlines\n",
- "coast = mv.mcoast(\n",
- " map_coastline_colour=\"charcoal\",\n",
- " map_coastline_resolution=\"medium\",\n",
- " map_coastline_land_shade=\"on\",\n",
- " map_coastline_land_shade_colour=\"#f9f9f9\",\n",
- " map_coastline_sea_shade=\"off\",\n",
- " map_boundaries=\"on\",\n",
- " map_boundaries_colour= \"charcoal\",\n",
- " map_boundaries_thickness = 1,\n",
- " map_disputed_boundaries = \"off\",\n",
- " map_grid_colour=\"tan\",\n",
- " map_label_height=0.35,\n",
- ")\n",
- "\n",
- "# define view\n",
- "view = mv.geoview(\n",
- " area_mode=\"name\",\n",
- " area_name=\"europe\",\n",
- " coastlines=coast\n",
- ")\n",
- "\n",
- "#define styles\n",
- "wcf_style = mv.mcont(legend= \"on\",\n",
- " contour = \"off\",\n",
- " contour_hilo = \"off\",\n",
- " contour_label = \"off\",\n",
- " contour_level_list = [173.15, 218.15, 225.15, 233.15, 245.15, 263.15, 273.15],\n",
- " contour_level_selection_type = \"level_list\",\n",
- " contour_shade = \"on\",\n",
- " contour_shade_colour_list = [\"#1b335f\", \"#05529b\", \"#3181bd\", \"#6badd5\", \"#C3E0EF\", \"#DEF2F9\"],\n",
- " contour_shade_colour_method = \"list\",\n",
- " contour_shade_method = \"area_fill\")\n",
- "\n",
- "legend = mv.mlegend(legend_column_count = 5,\n",
- " legend_display_type = \"disjoint\",\n",
- " legend_entry_text_width = \"80\",\n",
- " legend_text_colour = \"charcoal\",\n",
- " legend_text_font_size = \"40%\",\n",
- " legend_text_composition = \"user_text_only\",\n",
- " legend_user_lines = [\"Extreme\", \"Severe\", \"Very high\", \"High\", \"Moderate\", \"Low\"])\n",
- "title = mv.mtext(\n",
- " text_lines = [\"Thermal stress (Thermofeel) - Wind chill factor\",\n",
- " \"START TIME: \",\n",
- " \"VALID TIME: , STEP: \"],\n",
- " text_font_size=0.4,\n",
- " text_colour = 'charcoal')\n",
- "\n",
- "ecmwf_text = mv.mtext( \n",
- " text_lines = [\"© European Centre for Medium-Range Weather Forecasts (ECMWF)\",\n",
- " \"Source: www.ecmwf.int Licence: CC-BY-4.0 and ECMWF Terms of Use\",\n",
- " \"https://apps.ecmwf.int/datasets/licences/general/\"],\n",
- " text_justification = 'center',\n",
- " text_font_size = 0.3,\n",
- " text_mode = \"positional\",\n",
- " text_box_x_position = 6.,\n",
- " text_box_y_position = -0.2,\n",
- " text_box_x_length = 8,\n",
- " text_box_y_length = 2,\n",
- " text_colour = 'charcoal')\n",
- "\n",
- "# generate plot\n",
- "mv.setoutput('jupyter', plot_widget=False)\n",
- "mv.plot(view, wcf, wcf_style, legend, title, ecmwf_text)"
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 11,
- "id": "164242a4-0e90-41c6-b0dc-d36e629b83f5",
- "metadata": {
- "editable": true,
- "slideshow": {
- "slide_type": ""
- },
- "tags": [
- "import"
- ]
- },
- "outputs": [
- {
- "data": {
- "image/png": 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",
- "text/plain": [
- ""
- ]
- },
- "execution_count": 11,
- "metadata": {},
- "output_type": "execute_result"
- }
- ],
- "source": [
- "# define coastlines\n",
- "coast = mv.mcoast(\n",
- " map_coastline_colour=\"charcoal\",\n",
- " map_coastline_resolution=\"medium\",\n",
- " map_coastline_land_shade=\"on\",\n",
- " map_coastline_land_shade_colour=\"#f9f9f9\",\n",
- " map_coastline_sea_shade=\"off\",\n",
- " map_boundaries=\"on\",\n",
- " map_boundaries_colour= \"charcoal\",\n",
- " map_boundaries_thickness = 1,\n",
- " map_disputed_boundaries = \"off\",\n",
- " map_grid_colour=\"tan\",\n",
- " map_label_height=0.35,\n",
- ")\n",
- "\n",
- "# define view\n",
- "view = mv.geoview(\n",
- " area_mode=\"name\",\n",
- " area_name=\"europe\",\n",
- " coastlines=coast\n",
- ")\n",
- "\n",
- "#define styles\n",
- "hmdx_style = mv.mcont(legend= \"on\",\n",
- " contour = \"off\",\n",
- " contour_hilo = \"off\",\n",
- " contour_label = \"off\",\n",
- " contour_level_list = [293.15, 303.15, 313.15, 319.15, 373.15],\n",
- " contour_level_selection_type = \"level_list\",\n",
- " contour_shade = \"on\",\n",
- " contour_shade_colour_list = [\"#f4eff7\", \"#d7b4d6\", \"#d967a7\", \"#cd1e58\"],\n",
- " contour_shade_colour_method = \"list\",\n",
- " contour_shade_method = \"area_fill\")\n",
- "\n",
- "legend = mv.mlegend(legend_column_count = 4,\n",
- " legend_display_type = \"disjoint\",\n",
- " legend_entry_text_width = \"80\",\n",
- " legend_text_colour = \"charcoal\",\n",
- " legend_text_font_size = \"40%\",\n",
- " legend_text_composition = \"user_text_only\",\n",
- " legend_user_lines = [\"Little Discomfort\", \"Some Discomfort\", \"Great Discomfort\", \"Dangerous\"])\n",
- "title = mv.mtext(\n",
- " text_lines = [\"Thermal stress (Thermofeel) - Humidex\",\n",
- " \"START TIME: \",\n",
- " \"VALID TIME: , STEP: \"],\n",
- " text_font_size=0.4,\n",
- " text_colour = 'charcoal')\n",
- "\n",
- "ecmwf_text = mv.mtext( \n",
- " text_lines = [\"© European Centre for Medium-Range Weather Forecasts (ECMWF)\",\n",
- " \"Source: www.ecmwf.int Licence: CC-BY-4.0 and ECMWF Terms of Use\",\n",
- " \"https://apps.ecmwf.int/datasets/licences/general/\"],\n",
- " text_justification = 'center',\n",
- " text_font_size = 0.3,\n",
- " text_mode = \"positional\",\n",
- " text_box_x_position = 6.,\n",
- " text_box_y_position = -0.2,\n",
- " text_box_x_length = 8,\n",
- " text_box_y_length = 2,\n",
- " text_colour = 'charcoal')\n",
- "\n",
- "# generate plot\n",
- "mv.setoutput('jupyter', plot_widget=False)\n",
- "mv.plot(view, hmdx, hmdx_style, legend, title, ecmwf_text)"
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 12,
- "id": "96659711-2458-49f4-915c-79206c826cf0",
- "metadata": {
- "editable": true,
- "slideshow": {
- "slide_type": ""
- },
- "tags": [
- "import"
- ]
- },
- "outputs": [
- {
- "data": {
- "image/png": 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LrjCdwQoKCrm5uQCA9PR0yIfRnrWyslJUVEShUEgkkvYlg64W3ccBbjgMzKgDj9hgxoilS5e+efPG3NxcUlKyra2tt/xVVFTU5s2bob/19fXd3NxWrlxJ+wjm4uIqLCyE9IKHgbCwsICAgJycHO3jODs728jICPpbRkYGysSdmZk5gNltbW337t379OkTCwvL69evjY2NIX3epUuXQlVSUlKKi4tXrVoFAJCUlDxy5MiRI0dev37d1dX1zz//0JqUmZlpampKoVAkJCRu374NADA0NDx+/HhKSkptbe3Vq1eFhITOnz//+vVrNjY2Ozs7OTk52rNQiA3oJTRM1S9GIBCnT5/m5eWlrfXjxw+6O0Nn8MWLF3fs2LF+/fqOjg4fH58bN27Qnn3w4AFU6/79+7TJg/T19WlrIRAI2o/D+8pgYIYHrDwCM6bg8fiOjo5JlzGLzuwB9Hn7o76+XlhYmMHu6MR8sVgsFxdXf2f7gxH94v4gk8m/fv0SERHpnQCB8VrDawQGZuTAjg0GBgYGZkoBr7HBwMDAwEwpYMcGAwMDAzOlgB0bDAwMDMyUAnZsMDAwMDBTCjjcH4Yhbt26paSkZGhoCABobGw8cuTIo0ePWFhYnj17lp6efvfuXQBAWlpaRkbGvn37oCq/f/++fPny3bt3B1b73bNnT2trK/Wjjo6OlZUVVPHTp0/u7u5XrlwRFxcHACQlJT169Oj69eutra3Ozs7UKoqKin0KLcLixQyKFwMA3rx5IyoqCu3y7l2LDrobu3//frpvENqWTj2iqKhoZmYGHUEgEEpKSps2bRIREenzioZkCQxMn8AjNhiGkJGRCQsLg/5OSEjg4+NjYWEhk8nPnz8vLCyENlRhsdjq6mpqFSKRCG0THljt18nJycXFZdq0acuXL3dxcbGxsaFWbGtrKyoqio+Ph0pGRkYWFRURiUQ8Ho9Go6//Pw4ODr0NhsWLGRQvxuFw7u7uzs7OVVVVvdvs3WnvG9v7G+z9BeHxeGZmZldX11u3bhEIBE9Pzz5v15AsgYHpD3jEBsMQenp6N2/ebGlp4eXlffv27dq1awEAmZmZdJrF/dFb7Ze6MQsWLx5f8WIAgJiYGFVIjK7N3l8lI2LWvb+gsrIyqp61urp6eHh4769sqJbAwPQHPGKDYQh2dnYdHZ137941NjaWlpZC6kq9NYsHhar2y2C/sHjxnxYv5uDgMDMzgyZ7e7fZ+5IZEbPu8wsqLS09cODAzp073d3dIelLuq9sqJbAwPQHPGKDYRRTU9OnT5/29PTo6emh0ejemsUMtgOp/TLeLyxe/EfFiwe+Cb3PDipmDUH3BWVmZoqKikLrrzNmzIDWO+m+sqFaAgPTH7Bjg2EUTU3NixcvBgcHQw8ySLP4ypUrAIBnz57FxMRQxRIHgKr2y3i/BgYG9vb2AIBBxYsFBASoH4uLi9+9e3fu3DlIvNjX1xcSL968eTN11NKfeDE0WUcrXvz9+/eBL0dJSUlSUtLBwaGgoCAnJ6e1tbW4uFhdXf3Ro0eKiop0Z8lkMiPixTNmzKCt1bswncGQ7rCenh6deDF01srKCprjpRMvpoOuVm9639j+mqKDlZV15syZtEfovrKhWgID0x+wY4NhFCYmJkNDw8TERGVlZdCXZrGWllZycjJVU/j+/fvUur3VfhkHFi/+o+LF1K77bHPjxo0PHjzw9/cf4Mb2+a3RfUFbtmzprRhJ95UNbAnVfhiYQYG1ImGmMrB48QhpaWl5/Phxb+81ScWsYf4SYMcGAwPTL42NjUgkEop7hIGZLMCODQYGBgZmSgGH+8PAwMDATClgxwYDAwMDM6WAHRsMDAwMzJQCdmwwMDAwMFMK2LHBwMDAwEwpYMcGAwMDAzOlgB0bDAwMDMyUAnZsMDAwMDBTCtixwcDAwMBMKWDHBgMDAwMzpYAdGwwMDAzMlAJ2bDAwMDAwU4q/Oh9bT0/Pzp22PDzsjFdpaGi+fv2BkJDQn7NqUrDn0E4CCcd4eVx7x+HdJ9UWqP05kyYFh53+ySsvZLw8mUzZaLx6y/rNf84kGJipx9/u2KZP5zx82ILxKkFBSW1tbUJCQmlpaRkZGVCq+2ETExNDJBItLP5jQGRkJAsLi6Gh4Uha/tN0IzqW7xwonzUdpd+qautqAFD79OmTu7v7lStXoCTaSUlJjx49un79uqioaJ8V8/PzP378uGvXLkZ6aWxsrK2tnTt37qAlx+vOl/762biUocxqED0EUkFJEQAgMzPzw4cPhw8fho47OjpeuXIlJSWl91VERUWRSCS6g7RM3l8dDAyD/NWObSRgsdjq6mq6g3g8no2NjfFG1NTUyGQyXd2mpiZWVtbRsnOi0dbWVlRUFB8fb2dnBwCIjIwsKioiEonQWbob2N3djcfjf/36xWDjxcXF0dHRjDi2SXfnsVhsVVUV9WNxcXF3dzftVVBpbW3t7u4mEokoFIo25ziVSXftMDBDBXZso0NTU5Ozs3N5eTkXF9e5c+eOHDly+/btnz9/njlz5t27d8HBwVgs1sHBASocFBQUFRVVW1u7bdu2rq4uLS2tixcvIhAIKSmpc+fOQWXKysqOHDly/vx5Rh7Tkwt1dfU3b97Y2dnh8fjCwkIZGRnQ6wZycHDcuHGjsLCQlZVVTk6uo6Pj5s2beXl5RCLx5s2bOTk50A0MDAzcu3cvBoPB4XB37951c3Orq6tLSEjQ1NSkLS8rKwt1PanvPJlM7urqgv6G0ii+ffu2q6trxYoVzs7OFRUVHBwcioqKoqKiUVFR0Ajs1KlTioqKUJVJfe0wMEMCDh4ZHV6/fi0jIxMaGmphYfHy5UtNTc3s7OysrCwmJqbCwsKMjIyFCxdSC5PJZBQKFRER0dPTQyKREhISFBUVvb29582b19bWBgAoLS09ePDgVH2+iIqKotHo8vLypKQkLS0tBAIBet3A8PBwCQmJyMhITU1NAMC7d+84ODhevnxpb2//8OFD6g2srq7etm2bt7e3pqbm69evd+3apampqaenR1ee2vWkvvNZWVmr/x8cDgcAgK4iNjZWVVU1NDRUUVER8nw8PDyhoaHW1tYxMTHU6pP62mFghgTs2EaH9PR0dXV1AMC8efNycnK0tbWzs7Nzc3O3bNmSkZFRVlamoKBAW15DQ4M652ZtbV1fX29iYpKRkcHBwQEAePPmTWdnJ/T3lMTQ0DA+Pj4+Pp66qEN3A7Ozs6GPqqqqAIDU1NRPnz7Z29u/evWKmZkZ/P8N5OTk9Pf337JlS3Z2dk9PD7X93uWpTN47r6amFvH/cHJyUo9//vxZSUkJADB//nzoiIaGBgCAj48P8n9UJu+1w8AMCdixjQ5ycnJFRUUAgJycHFVV1QULFmRnZzMxMenq6j5//nzu3Ll0qx3QMAXi/fv3+/bti4qKam1tTUtLAwA4ODjs3Lnz0qVLvVdQpgYGBgZRUVHFxcUqKv+LQKG7gQoKCt+/fwcAFBQUAACUlJSMjY0fP3585MiRefPmgf+/gc+ePdPT0/Pz85s2bRrUDjRH17s8lal35xUVFQsKCkgk0qdPn6AjdL6cytS7dhiYPoEd2/BJTk42+n/09fXfvHmzefPm169fW1paotFoaWlpVVVVCQkJFAqlra1NW5H2+QIAEBUV3b1797Fjx/B4PPTSjUKhLC0tAQAvX74cyysaM4SFhQUEBHR0dKj+fuXKlbQ3cOXKlTExMTY2NomJiQAAQ0PDz58/b9my5cCBA3JyctQbuGjRolevXu3YsYNEIr1+/Xr69OlZWVnv37+nK0/td/LeeQQCQWs87UdTU9O3b99aWlrm5OQwMTENUIW2wUl07TAwQwUBveH+nRCJxCtX9g813H/RIlso3qE3zc3NfHx8w7AEh8O1t7eLiIgMo+64sOPwJsNtyoyXL/1WNRuja77SYuBitDeQQqE0NDTQbhmsr6/n4eFhYflPuDwOh0MikWxsbDgcjoODg0gkMjExQc/3PsvTMcZ33mLXukrNnsHL/T89BJJR/ZzrZ5wHKJORkcHGxjZ79mxXV9dp06Zt2LCBwcYn3a8OBoZB4KjI0WR4Xg0AwMHBAa9tgP/eQAQCQbcRXlhYuHcV6n2D/kCj0QOX7119st95YWHh48eP4/F4fn7+rVu3Ml5xClw7DEyf/NWODYlEZmb+OH/+BeNVKipqjYwc/5xJk4XGurbwB6mMl29palN3NP9z9kwWMGRmdNxvxsv3kMjCSwaRuZkxY0ZgYGB3d3d/S2swMH8bf/VUJAwMDAzM1AMOHoGBgYGBmVLAjg0GBgYGZkoBOzYYGBgYmCkF7NhgYGBgYKYUsGODgYGBgZlSwI4NBgYGBmZKATs2GBgYGJgpBezYYGBgYGCmFLBjg4GBgYGZUsCODQYGBgZmSgE7tj5wdXX19PQEABAIBEdHR319/devXwMACgoK9u/f/+LFi8WLF0PJw0xNTW/evAkAcHd3P3PmzHgZ3NLSsmnTJn19fT8/v/7MDgkJmWhmjwGM3JkXL14EBwdLSEgoKysrKyurqKjQ5iwdLwb9EU5AmycyFArl+PHjWlpa7u7uAL6rUx3YsdGTlZXl7Oz8+/dvAMDt27cxGIyLi8v+/fsBAAEBAU5OTklJSRoaGsnJyXg8/sePHzExMQCADx8+aGlpjZfN9+/fl5SUDA4OvnHjRnV1dZ9mp6amTjSzxwBG7kxSUhKJRNq8eXNOTk5OTs6XL19os5qNC4z8CCeazRMcX1/fpqam2NjYlJQUPB4P39WpzV+t7t+bjo6Oo0ePnj59uq2tDQCQnp5+6tQpJSUlSUnJsrKy7du3Ozk5rVy5kkKhvHjxQlRU1MLCIjk5GYfDff782cvLa7zMNjU1nTlzJgCARCKxsbHRml1RUQGZbWJi0t3dPaHMHgMGuDO0X2hzc3Nqaio0ihUXF1+7du042szgj3BC2TzxSU5OxmKxtra2GzdunCy/BJhhAzu2/7B///7NmzfjcLjW1tbOzk48Hi8oKAgA4OXlxePxioqKt27dAgB0dHQcPnyYi4vL3NwcjUY/efJEVFSUnZ19vMxWVVWNjIw8e/bsxYsX+fj46MyWl5efmGaPAQPfGeoXGhgYyMvLKy0tDQAQEBAYX5sZ/BFOKJsnPrW1tfLy8jt37ly9evXSpUvhuzq1gR3bfxATE0tJSSktLcVisevXr58/f35BQYGkpGRpaens2bOpxdjZ2fn5+aOiom7cuMHMzLx69WpHx/FM0hYUFPT06dP379/z8PAAAGjNpk32PdHMHgMGuDO0XygAQE5OzsLCYlyMpIPBHyGYSDZPfMTExDQ1NaWlpcXExFpaWuC7OsWhwPQiKCjI2dmZQqF8/fpVXl5+/vz5J06coCtz/vz5FStWUCiU7u5uLi6upKSkcTD0/zEzM5OXl9fS0tLS0srPz58sZo8BDN6ZZ8+eiYiIqP0/ra2t42UwlUF/hBPQ5olMfn7+kiVLTExMdu3aRYHv6lQHTjQ6CEQiEYvFTrpJiUlq9hgwGe/MZLR5YtLW1sbNzQ39Dd/VKQzs2GBgYGBgphRwuD8MDAwMzJQCdmwwMDAwMFOKyRcV2dnZ+To2crytgIGBgZnioJhQy03NUKjJ5yYmn8VXnE4nfUrl4+UcXzMoFDICMQ7j3Q5cB1Xmp4fcw8bKyoLB/L9NAIGgL08BgIDvYGWbypvVhsHkui2Uvr7ZgensJKDRzAAABAKBQPb9Q+2vyU4CAUP9Uf0FdBOJAFCYmVn6vSPjRBeBwDKuX0R9Q0tdXY3Dzr3jaMPwmHyOrZvUra6m6uR8axxtIJFILucddI1Wqy1aPo5m7Ny5k5mZ2dXVFfoYHR1dUVFx6NAh2jLRwY/ZOLmXGq8ZDwMnNFeOb/nH2RvZz0N/gkChkN9E+ItMl5o7f9GQKiYlJcXFxeFwODKZ3NLSsmjRIltbW+rZ3NxcERERcXHxPuva2dlBgopTEmxrExcPP93BX7UVGUmxCvMWzpJTHg+j+qC8vPzr16/m5ubjZQCZTN68dmV3V9d4GTASJvT/6olDdIhnVUUR9SMKhTrs5Jmb/fG557XxMqmhoaGnp0dCQoJ6xNTUtLCwMC0tjbZYXs6nJYbWY27dJEBBWSM5IWy8rRgIfAc2+ImLoooWnVf7nBxH6MQPXHfRokWXLl26c+fOvXv3nj59WllZ6eHhQT1bVFSUnJzcZ8WEhAQpKamRGz8xKfyaVlXxvffxaaKSZmsdsW3N4YFuLU31Y29Yb8LDw1esWDGOBnzLSWHBsI2jASMBdmyDk/8lubqiSFxSjvYgEoncvv+KkMj0Oxd24vG4sbQHj8cfOXJk7969RkZGzMzMtKdkZWWbm5upH1ubG1hZOSb4oGS8MLHa9jk5bryt6JfKsqKooMcr1jiISUjTnZJXXhgW+IBMJjPe2qVLl4qKivLy8qCPMjIypaWlfZZ8+vTpnj17hmfzBKeb2PU9P1NBuV/VbxWNZSartn3N/BgX7jvoq8Mfpaenh4uLa3wlmMu+f0WzTNYZafiRNwi/f1XFvXpif/Bqn2eXmdqssj1w7+Ku73kZY2ZSd3c3DocjEAiLFy/++fMn7an8/HwTExPqx4ighwYrbMbMsEEJenKLMLYvAQOAQqMBhTJx7KElOSGspChn9ZZDbOx9rCWzc3DpGq1+HfZkSG1eu3bNxcUF+lteXr6srAwAUFZWFhQURCKRoOPPnz8XERFhY5us7+kD8y72+WLDVQOXYUazLDFarbHI5E2Eb1bq2/Ha5otEIsc3Y05DfbWQSN8z1ZMC2LENBB6P87p7aufRW0hkv4uR4pJyRy54JsQEBvuO0bIfNzf3w4cP169fHxYWRiKRiouLoeNfvnwRERGhLVlXWSavvHBsrGKE+rpK6jN0IqC1bGXMK5/xtuI/4Dvag31dRKbPXGayDtF/xMg0MckZM+ekJkYx3jIHB4eenh6U4w2DwcydO9fe3t7Nza25udnOzm7v3r27d+/Oy8s7fvz4KFzGxONXTTkrGwefgMjgRQHg4RM0W+soICQW6n+3oiT/T9vWGxKJxOBw7fbt20eOHIESQYwimZ/eqC7UH902xxLYsfULmUx2v3rAxv44Oyf3wCVRaPSuf1x4+YVvnXdob2saG/PWrl2bnp5+8+bNy5cvE4lEIpH44MGDkydPUgtUlhXwC4uOjTGTlIW6K0sKvoy3Ff9SVvw1+uVjk1XbZs2eO2hhBeWF3cSuovzPjLdvZ2eXkpICvVs4Ojrev3//8uXLW7duffz48YkTJ/bu3Xv27NkpGQ9JoVCS4kN1llkMqdaMWXOsNu77XVcVFezR3tY8eIXR4927d0uWLGGkpI6OTnNz8+nTp0ex9y4CHoFAsLCwjmKbYwzs2Prl8e1/dPQtJWbKM1hef8XGjTtOud84mpoYPlo2XLt27c6dO/2dXbZsmb+///79+y9cuHDo0KGNGzdycXFRz0a88Fi5xmG0LJmqsHFy1tf9HLzcH4bc0xMX7ldXXb7a9hA7B9fgFQAAACw2XPU9P/N3XSXjHa1Zs4Y6IUkLPz//FI4ZSfsQpbHEFDn0JSsEAqm+aLn+io0piZGJcUGkbuKfMK83tbW1kpKSjJRUV1dnZ2fHYrGj2PvnT3Fq2kaj2ODYAzu2vgl79kBYVFJjsemQagmLzDh2ybv0e577jUNEImHkZhAIhMTExJ07dxYVFfU+a2Njk5qaqqSk1NbWhkKhjIz+81vsaG8TFpkxchumNsaWdlFBj8fXhvrany+e3FJW19VeNuTY7pWrHd7FvsB3tDNY3tzcvKGhwdHRce/evTt27MjOzh5qj5OOttZGbFuzhJTc4EX7AcPKZmRuq6iiHRXskZeVNIq29UdnZyfjkSP79++vqKioqqoala4pFErT7zp+ock92QM7tj7I/PSm4Ve1xYbdw6u+ccdp/RUbb59z+JLxfoSWnDt3ztLSEo/HHzx4sM8froODw6lTp27dunXjxg3a42lJMbPk5o2w978B6dnzGutrxqt3CoWc+Droa1bS2i2HhUUkBq/QCyQTk8X6XVHBj8kMxxrcvXv3zp07Hh4eDx8+fPjwYUJCwjD6nUQkRD1bajwKibAFhMQsNuxBs7CG+t+rqy4feYMDMCSxD2lp6a1bt/Ly8o5K1wW5qfLzNEelqXEEdmz01PwseR/7fNuByyNpRGaO6rHL3rnp7x7eOEIgDCFu2NHRMTY2lvaIra2tt7c3Pz///fv3e5dXV1fv7Ozs6uri4OCgPf4pPszEym54xv9tCItKfPuaNni5/snLy9u1a5ednZ2bm1taWtq2bdsCAwPj4+NXr179/PnzmJiYPkNm6mt/vvC+KS2nbLBy4zBmyahgWNmXmayLePGQ8SrQlDUGg/Hy8oqOjg4LCxt27xOcrNS3Sqo6oxi2PltxgaXNntrKkuhgD1x762g1SwuJRBqqitWWLVvongDD5nt+pvQclVFpahyZfMojfxQ8DvvU/cLeU/dHvvcLiURt2Xvx+7fMO06OS43XMDiriUKh4uPjMzIyzp07Rz2YnZ0tLy9fUVHRZxUmJqbi4mIozz0EiUgkU8hsDC/V/OWYr9/19NElhbnDf0t1d3c/cuSImJiYg4NDTk7OnTt3/Pz8CgoKDh8+7OvrKycnFxAQsGHDBlPT//0GenpI72ODAKCs3nKIianv/4N1dXWJiYnQ1o6uri4AAD8/PwCAlZV12bJl0N9UePiEfAPDklM/r1i1RVdXt76+PjMzk9rdAKBQKFdX1y1btkzJnNHt2JZfNeXzRzu6D4FAztcy6MBhP8YFc/EKLFyyYiTvJb1JT09XV1cfxQYZp7aqVFxSdoBw3MkC7Nj+hUwmP7xx2Hav06BhkIwzW2HBsUs+z32upSe9tt11lptXcIDCeDy+tbWVQCBUVVXZ29sbGxt3dnZ+/fq1vb393r17YWFhbm5uu3btoqulpaXl6uqqra1NPRIX7rtgMofqjjG8/MKdOByZTGb8baasrOz58+eLFi1atGgRAACDwdy7d+/cuXNYLJaLi6ujo2P79u1QSRUVFQDAwoULAwMDIU9TVpwX8fKJiORcxXkLoqKiTU1Ne7+eb968WUBAQE5OTkhIiJoYE6KlpeX8+fMdHR0oFKq5uRmagEIgENOmSy9YoPg+LiwgIICNjY2Xlzc6Ovr+/cFf0ZBIpJiY2Ldv3xQUFBi8/MnC20j/5Vbb/lDj7Bxcy1dt+11XGf78wWwFtVHcV/Pr1y95eUZj1kaX7NS3xlNipgd2bP/y8MbhpcvXiYiNcmwYEoncsO1EfU25591TkrMUVm3aT1fAxcUlMzOTi4uLQCAwMTHt3bsXiUT6+PiEhIRQKBQEAuHg4MDBwbFx48atW7fS1d2zZw8XF9eTJ09oD+blfDp20Xt0r2JqM2euenJC2GIDKwbLnzx50sjI6MKFC9u3b/fx8YmOjra2tiaTyQQCoa2tLTg42MHhP/GoDx48ePDgQQcO+zbSX1h0RlxSgQ6Fr7C4nImJKTc39+zZs1Cxjx8/Pn/+vLOzc+nSpRs2bOiv9/Xr1wMAWlpa2NnZ0Wg07SlMqPdWNV0R8ZkAgISEBBsbm+vXr9NpQuLxeLot2IcOHTp+/LibmxuDlz8pyEx5o6iijWH9s5vNhUQkLG325WUlhQc+0NazEBASG3mbv3//5uQcB5F3bGsTOyc3CsU8eNEJD+zY/kfYs/sSM+eoaOr9ofaFxaQOn/f48Dro+smtJmu2Kyr/O8Cys7Pj5OQsLCzEYrEnT56EXpx1dHSgszU1NS4uLlDEI52AVk1NTX5+vpqaGhQ/Ah2EZbSGgYnVtruX9zLi2AgEQlhY2MaNG93c3KCthDo6OgkJCfz8/BwcHGFhYbt3787P/8+W3pCQEFFRkdyMd42/a/RXbmTn4OJ2f2pgYPDw4UMAwLJlyy5fvlxZWSkoKNjV1XXx4kUGF0v6DBYwttzyyt/V0MKWg5NHT09PWVn59OnTBALhyZMnVBe4atUqfn5+f39/AMCnT5++fv2qoaGhrq7+zz//XLs2btqno0tbS0PDr6oFWoZj053S/EXyygtTEyOxrU3LTNZjWIefNaK2tlZYWHhcMsV8eh++xGCK6MrCjg0AAD69i2huqrfbe/FPd7TEeI32MouAx5ffRwducDjBLygGAODm5t6+ffvjx4+/f/9++fJlTk5ORUXFrVu3Qg+4jx8/UjcY0cUgVFZW2tvbYzAYPP7f+JSJJqM1KaDKa2HYBnEqL1++zMjIwOPxqqqqycnJGAxm7dq1fn5+1DcJBweHCxcuAABwONzjx48LCgqkxAVVZEXFJWWlFTSuXb/Z1NTExsbGx8cH6e5//vy5vLx87ty5OTk5ISEhI7wQBAJpYm0fFfTQwmYvCsXMz8/v7u6enJx88uTJmzdvQmVevXoF7cK+cOFCZ2enpqamk5MTCoUiEolVVVX9Sf5PIigUyruYwBWrd4xlp0xMKB09y/a25rdRAULTxNV0jIaX1qq4uFhWVnbUzRsUSBtzyizMw44NlBXnpX2MOnzeY/CiowEKjbbdfeH3ryr/R848vALr7U+g0RgAgL29vZWV1YsXLwoKCtLT0wsLC5ctW5aenl5RUREUFAQAIBAIdCO2hQsXLly4cM+ePbRbbusqy+R3TiAZrcmC1rKVMaFeVhvpJ4rpyMzMPHDggJiYGJlM3r9/PwBARUXFy8ur6/+ze8ybN2/t2rUAACcnp9LiAlF+9M/yti95P9z9opiZmdXV1Y8ePQopnz169IjabFVV1caNG0flQjCsbMtMN8SEeJqtdYSO6OjoBAUF1dTUiImJAQAwGMyOHTs6OzvV1dXt7e0BAFJSUiIiInSLeZOXlHfh8xcaMKNZxr5rTm6+Fasdqsq/v/J3VdZYOlN2cAUZWvB4fHZ2du919DEg7WOU5hC37U5k/vYJq7aWpiDv67uP3R7jfoWmie8//WC+tuG9i7vDnj0gk8l4PN7Ly6ugoKCnpweBQIiLi2Ox2DNnzvj5+UHv1zk5ObRJav5nf1sbAoGgTl5VlhXwCU0b42uZGizUXVlSmNvfWRKJdPfu3ZKSkkWLFkEDspaWFjY2Nkgk98CBAzt2/Ds+sLS0xOOwSxfK7d256fbD50sMLBobGzk5OXft2rV+/Xq67RwQGAxmFHOU8AlMU1Jd9DH+3/GfkZFRTEwM9WNPT8/jx48hrwYAkJOTmzJe7VdNeXd3l8TMOeNog7jUbMuN+1oa6yNeuLc2NzBYC4vFPnz4cPv27WOvakbqJuKwrbz8wmPc75/jrx6xkUikRzeObD9wddAJqD+EorK2orL2x/iQm6e3VdS1svHPIhAI3d3ds2fPnjFjRktLCw6Ho85DtrW1UZeUSSSSi4vL0aNHfXx8Vq9eTW0wMvix1cZ943AlUwJWDs76up99yrW4urpGRERAk5DQJjBubu729nZIHkJa+t/MMoUF+c987jGjmFZa281VVmViYtqwYYOsrOzcuXNPnDjR09Njbd3HMoagoODRo0dH8VqkZBSbGmrzv3xSVNEGAMyaNevLl39VMcdLtP5PQ+omJieEDTrsHgMQCMR8LQOlrkUf37xEMjEt0rcadAQZHBy8Y8cOdvY+1uc6Ojqqqqrk5IYvnjIwGcmv5y80+EONjwt/9YjN7drB5ZZbBaaNQiDTSFhssOqYs4+sjDQT7vuW9Sa+vr6Ghobs7OwKCgrnzp2jrrvMnTu3sLAQ+tvFxQUS9f/+/buBwb+/SFxb66hHdf49LLfa0qe81qlTp4qLi2fOnPn79+/29nYWFhYAAAqFolAotLlFiF2Ej29ehga47T189uRFVywO7+vr6+Pj4+LiIiwsjEajVVRU9PX1afU8/ygLtAxrq0prKksAADNnzmxsbKSeGt9EX3+O+Ch/PdMNEydyCs2C0V+5UVl9aUyI15f0dwMXlpCQoL58xMfHv3z5Evo7Pz/fy8srNzc3MzPzTxhJ7ulp+FUtMn1KPTcmyi9g7HnhfV12jqqS2uLxNuR/HDh544pbeGN93c0z2whtVebm5rq6uo8fP05LS4NSjYiIiHBwcAQEBODx+Ojo6HXr1tHltoBltEaI9GyV3vJau3bt4uDgwGAwBAJBX1+/p6fn/Pnz0CkmJiZo6NPV1fkxPuT5kztfvpVrLLUSmjYdhUItWbLEzs5u69at+/fvDwwM7OrqamhoGN4sE4lEguY/h4rByk1ZKW/asS1oNJrWB0+BHbi9+ZaTIiImNQHn0/gEppmv38XFzRfqf6/654/+ihkYGPT09Hh5eZHJ5B8/fvz69QsAEBsb+/Pnz7179zY1Nc2aNetPmJeV9lZZfemfaHkc+Usd24fXQURip7EV/baw8QWJRFps2H3owuOW5vobZ7bGhfsCAC5dupSdnZ2YmAgAuHbtWldXl729PTs7OwsLS1xc3Pz586nVYRmtkdNbXuvQoUNVVVVKSkoUCqW0tJSNjY2q+mFtbS0jPfNdTODbiKcKylokZqF9B47o69NvjX/16pWwsHBgYOAAW9MGBoVCvX37FvoNDAkEAmFsaff6lU93N5HWmXV3dw/PkglLW2tj+Y/8ifyAniWnbGmz51d1WXigWzu2pc8yS5YsmT59+s2bN42NjUkkUnx8PJFINDU1ff/+vZqa2mipQdJCoZCrK4pnzBrPJck/wd/o2Eq+535Jf7dp57nBi44HSCTSfO2uoxd9kAjkzTPbXvrduXL5sq+vb2BgIBKJdHR0fPnyZVhY2OvXryMjIy0tLaFaJCKRAihTJlp3vLDYsOdd5DPaI9LS0vfv309PT+fn529oaBASEoKOt7U0dLVWyM8UmK9lYLragV9QhEwm9x4JZWRk+Pn5QaMlPj6+YRu2YsUKH5/h5ERFs2CMzG2fe9+iRhjl5ub+iUfkOEKhkBMiAwzNNo+3IYOAQCAXaBsZmG36lBD2MT6kp6cPBVEjI6Njx47NnDnT1NSUg4MDysZQXl6upqb2J0zK/fxhnhpDid8mF3+dY2traQh9enfPiXt/qH0bGxsCYRQS1gAADMw2HbnoJTFLzu36wQVyPGUlRba2tn5+fiQSiYOD48aNGz4+PsLC/5t4iQv3na81pZZ/xwUePkF8RzuZTKYewWKx27ZtY2Nju3nzpoSERE1NTUrS28gXD7+kv1tksMrYcis3jwBUkrYWRHl5+YkTJ7i5uZFIJBcXV3V19TBMCg0NrampWbVq1bAXxrh4+Esqm+Vn/s/Ou3fv0iaknQK8jQrQ1rMYRaXjPwobO6ex5dY5Suqxod75Xz71V0xGRmbhwoUAgJiYGGgDyahDoVAqywqHuidhUvB3OTYSkeh+48i2/ZdR/xUiGi18fX3r6+vj4+NHsU11beND5x8Zmm1mJf+WF0f9rilZuXJlb7X4vJxPSwyniGrA+DJnrnpy/Cvo7/r6eisrK3Nz86tXr/b0kNZY6M8WZ8/JSjex3q5rvJaNfRDdIwwGg0KheHh4li1b9u3btxkzhpMer7S0dMOGDZ8+ffL2HqZMGplMrmtoU5mvkZ32DgCAQqFGSwl+IlD8LZOHT0hYdJKlHhScJr5itQMSyfQqwHXgVLEdHR1QvNKok5+drKCs9SdaHnf+Lsf24PpBS5u9/IIif6j9pKSke/fuff78eRTbJJPJhw8fTk7LKarpKf2N+J6XNnsa+aXfHQIeRy3T2tzAxs45cYLBJjX8YoqfP8VFR0fr6+uTSKSVK1eGvgy8cfHw61BvIRGJm27Pdx041ackPx8fH23kIQDgyZMnV69e/f37d3p6Ojc3d+8hHSMcPXrU2Nj42bNnBQUFw7uip0+fLl68WFVzWVND7c+ywqkUOdLSVP+jIHvypnuWn6dpts6x/EdeVLBHB66tzzJmZmYRERGj3jWFQikpypklpzzqLU8E/qJHoZ+bk9J8ndkKC+iO19TUHDx4cHgPHSotLS2BgYFCQkIqKir19fUjaYqWrVu3Xrt2rbW1lYmJSUFBwcPD8/GzN3d84mbJzbt/9eCtczugGOLwQHd9k2EGJjBIQUHBunXrLl269Ed7GV9aW1tPnz59+cqVvPz8zIx0NDMqJTG6IPMNgtSekPxVc9mqgbMwy8vL0yU6Ly8v19TUnDZt2rNnz2bNmjXsN54TJ07s2LFjeIrvVVVVSUlJ27ZtAwDor7DJ/PSGROwcnhkTDVI38W1UgJHFlvE2ZEQwMaE0FpvqGq9JfB2U9iGq94No+vTpzc3NX758wWKxWCx2tPYgfs38MHf+olFpagLyV2zQzs3NfeZ1W0lBZtny9b3PcnJylpSUXLhwYagR1UQi8dy5czgcjkKhsLKyKikpQWmsZWRkQkJC0Gh0bGzsvXv36uvrISkjBikoKHj48CELC0tHR8eCBQuUlJT27NkjICBAW0ZNy0BNywCPw4Y9exAX4fe7rsrQbHQEmfrEz8/P09NTXFycdify1KOnpycuLm7Hjh2f3gaTsd+X66q8fZ/USuTw8/MLCAgYdOlURkbm8ePHVPVqEolUUVHx8ePH/Pz8+/fvCwkJffz4cdi2WVkxmnmAlqamplOnTlFl+xEIhNk6x7jXZl1dnSwsrMM2ZoIQF/ZEf4UNivmPLCuMMRycPKbW9jU/f4Q9uz93wWLp/w6ktm7dmpWV9f79ewqFUlNTs3v37hF2R6GQy4rzLG32jrCdCcvUdGyRkZEfP368cuUKJJJdW1nY1lT9NhUhq5JBzeAXHR2dlZWlp6fn4+Ojr6+fnZ2dnJxMfSoNipubW2Zm5q5du2gToUGcOnXq1KlTlZWVc+bM2b17NxcXFxKJvHDhwqB7mLBY7P3793/8+LFx40YtLS0eHp6By7NxcG1wOFFWnBcV/CjsuVt7a/M0cSnTVdtHd641JCTk4cOHW7ZssbKyovOvU4yqimKFWfzJb15Iz1GuLc1Kym1YuHDhvQdnAQA2NoPrSjMzM0tISPz8+RNaS0OhUGFhYebm5kZGRpCs7e/fv//0JVAhEon3798vKiq6fv06bVZSBAJJQPLFvPS02LBnUs9JZiTFSs9RnYC71kaC2AwZqxkyORnvwwPdFhlY8Qn8Tx4PhUJpaGhAf3t7e/eXO7Curo6FhYWR4Nsv6e9UNJaNouUTjanp2MLDw9etW+fg4ODt7d1QX5ObGovknu3z4MGZM2f8/f0vXrzIzc1dUVHx4cOH379/CwkJ5efnL1iwYO5cRqODrl+/jkAgAgIC+itw+fJl2o+JiYmnT5/u6OhAo9EkEomZmVlWVlZISGj27NkcHBxSUlLl5eVZWVkRERF2dnZ79+4dkv+ICfFaa3cUEoLKz/4U8Ni5E4cTEZdabrFVUGQUlNpXrVplbm4+Lnk0xobKsqL8nJSuTvzPmt86elalZeVteBKe0KWlqZWVnT2kpmbPnl1eXk4NEmFjY/P09KR+FBAQyMrKot162B8JCQkiIiJDnXskkUhubm6FhYVQ/KSFhcWJEyfoyqBQKD19o/dJCSi058rV9kNqf+JQVf69i4CfrUi/rDA1UFZfqqCinRQfQu7pWWS4im5sLSgoWF9fD+loU8FisV5eXtLS0r9//1ZSUho4ATeZTK4sK1LVnMq5iKfm04qJiamsrGzFihX29ts4yDUElBgKzYTBYG7cuFFQUHD48GFOTs7W1tYzZ854eXnt2rWr9xMkNzd33rw+VDyys7Pv3btnZmYGJXtkEF1dXV1dXerHxsbG/Pz86urqqKgoHA7X1tYmICAgKyt7//59QcGBUmz3Cb6jnSpvqKiqraiqDQAo/JoW5He7ox3LycOna7hqzlzNoTZLy2h5Nbu9FzGYP5v4kUFI3cQfhV9KinJ7ekgSUrP1TNezsLCeOHECR/ydnp5uZmaWld49d14XgUDYunUr4xvIYmNj7ez+s0eeNhLSysrK39+/oqIChUJhMJhly5bRpWuAeP/+/eXLlwUFBV+8eMFgv2QyOSQkBNKjGVRz0tbWVk1N7c4Np7g371U09davX0+Xd3SCg21tyk57a7ZuHCTwxwxmZvQyk/VtrY3vop/x8AlpLjGlJsGpqamBUrFT+fHjR0REhIODA6Ql+/z5cyKROMDk0+fk2DHLVDdeTE3Hdvjw4YCAgL1795bnxGobHV6y7F/ddHl5+adPn2KxWCcnp8jISGdn5z4TUB08ePDdu/9ou5FIpIsXL3Z2dj5+/HiE0dICAgK0fm4kpCXFzJRV6n18zlxNyJnV1ZS/iwqMDHqMRCJl5VV1jVdz8fzZ6cQTJ058/foV+vv06dMqKioHDx788ePHkSNHjI2N8/LyPD09tbS0WltbXV1dMzMzMRjM+fPn58+fv3Llyj9qGADgd11lwdf01uYGFDOzrPx801XbkP+/OYxMJhcVFRkZGXFzczs6OoaFheFaG3E4HCSg1d3dnZqaqqqqOvBXz87OPnCBjRs31tXVAQCIRKK7u7uamhq0V4mWpUuXqqmpQXNNbW1tCQkJdAtsRCKRTCafPn2ajY1NUFCwsrISi8VqaWk9ffqUwVcQeXl5D5/nr8P8fjVi9+zZY25ubm5uzkjFcaenhxQf+XTlmp2Teh6VQbh5BJZbbaso+fbK33W+liGkD4JCoWjnIePi4rBYrL29PVUhfd26dWFhYXl5eUpKfTwZSKTu33VVGlMoQ02fTBHHtnv37lu3blEXsdzd3c+dO/fw5jGNJSa0Xo0KFxeXsLBwWVlZYGDgt2/feHl5L126dPHiRSiD8Pv371EoVFFRESSnHRgYGB0dzcLCsmnTJiiT9cQhOf7VrmO3BiggIiZls+MkAIBEIqUmRj1xu9CFxzNjMApzNRbqmnFw8Yy6SYcPH+7q6sJisVu2bJGTk7t9+zYGg3FxcbG2tv7+/XtgYKCTk9OpU6fk5ORaWlouX7588eLFrq6u3jvzRoumhrofBdn1tT8BAIIi4srqujy8fQyL4+PjWVlZY2NjoSfmggULMOx4IR4WaMjl6empra3t6elpbm5OzbcAkZyc3NDQIC4uzs7OzohUFXUSad++fenp6ffu3TM3N6fb4sbBwVFUVHThwgUWFhZOTs78/Pzdu3dXV1cHBAS0tLQgkcjq6uqDBw/KyMhUVVVt2rSJuk9/SBhbbA579kBCTDg/P3+yOLbol4/1TDdMlr3Yo4KktMKMWfK5nxO/pCfoGq+Bfp/fvn2rq6urqamRkZHp/VCysLDw9PTs07GlJkZqLJniXg1MGcfW1NR09OhRV1dX6GN3d3fWp0geXkE9k3X9VTl69GhJScnZs2fb29vZ2Nh27dpVWVl54MABEomEx+MfPXp0+fJlNBqNQqFkZWWDg4PH6lKGAIlIBAwnvUWhUIv0LRbpWwAA8HhcamKU173TJCIRIBASM+XmL9Tvc+Q3DKAFwnPnzl26dImXlzc9Pf3UqVNKSkqSkpJlZWV2dnZOTk4rV6788ePHgQMH/Pz8hq2g2B89PaSq8u/lJd9wbS1kCllASFRmjopm//+ZSSTSunXrkEhkd3c3EolUUFAgEomXL19uaarvIZ2HyrCwsIiLi+/bty8wMLC4uJj6KOnp6fn69evatWvr6+ubmpqGOhDX0NBQUVF5+vQpFI5PS3Z29vz582tqanh4eLS0tG7evAmlNp02bRrtzOEIsy2vXLsjJmbldVf/kTQyZnyIC547fzEPn9B4GzLWIBAIZfWlckoaH98EN9UUPLjvOltuzqxZs+Tk5KZPn95fld4Huwh4HLZVaNqkT5I+KFPEsYmJiZWUlNja2qLRaFZWVgwToaQod99J14FrSUtLIxAIVVXVixcvAgCio6OXLl1KfWo8ffr0j9s9MmLDnyzQHs5cORsbh57JOsjrk0ik3MwPiXHBIU/vAgCYmdEzZskrKmvNmqM87B3fTU1NNTU1UD4dPB4PLRzy8vLi8fg5c+bcunULAPDjxw8MBuPq6uro6KipOaIlwG5iV21VaWX59+bGXwAAFIp5uqTs/IX6XNwMaTNGRERwcnI+fPjQ0NDQ2Ng4NTW1rKxMTk6Ol18Y9JAIBMKTJ09qa2spFAoSibSxsUlPT3/+/Pn8+fPLysqKioqsrKz4+flpIw+HBBqN7vMZBPn7b9++paWlRUVFdXR0EIlEISGhzs7OUVwSY2JCdSH5YkO8LDfupa7iTEwKctM4OHkkpRXG25BxA8PKZmhuO1+r7uObEG7WHrqZA0ZIig/VXjY5huYjZIo4tgsXLhw/fnzdunVLly6tq6l4cv/MnuMujFSkjWykW5Kd+BTmpB256DnCRlAo1HxNvfmaetBHAgH/9fPH1KToiKBHZHIPExMTGoOZLiknLTtXWm4egxlZnz9/bmtrC/09f/78goICSUnJ0tLS2bNn05XU1dWdNWtWYGAgNZp5UDra237/qqqv/dn4uwYA0NPTg8GwiUyXUlBeSA2PHhJxcXFz5vxv9UJHR+fQoUPUU7Pnapw/sXv1xl0tLS3BwcEmJibi4uIaGhooFKqmpmb27Nmampp/KPc0kUg0MDBQVVWtqalxcXERExPLyMjYvXt3fX29nZ1dTU1NY2OjrKysjY3NMEJ7vn375u/v39TUhEAgpGbKaC0ziwvzNbacWMkuaKksL6qrLtUzHXzTxZSHX1DE0mZP8bfMUP97C5esEBGf2btMYWFh7xw32NYmCqBw8QzzDWxyMUUcW21tbUdHh4aGBoGA93I5eeC8GxI5RS6tP1qbGzDs7KMuo4XBsKkvMlZfZEzTUVPRt/T8nNSEmEBSdzegUAACgUAATi5eoWkSfEKiIuJS00Rm0C7X+fv7R0VFQX/b2NisW7fu3LlzhoaGzMzMtFnBIG7cuAH5FSoUCgXX3orDtrS3tbQ01be1NnYRCBQKGRpScHDxCE2bPktunvqi5SO5/IKCAnZ29hkzZqBQKGtra3t7exQKVVhYSBsqbbRy849v2enp6bt27dLV1X316lVUVJSOjo6qquqfDl5Ao9GcnJxtbW3MzMze3t5nzpxRV1dXV1c/e/bst2/fFi5cKC4unpWVtX379mnTpjk7O/d3K54/f56QkIBAIBAIhISERENDQ0tLi7Cw8KZNm2inMSWlG9I+RGku6WNBetxpa23MSom32LBnvA2ZQMgqLJCWU0n9EJWT8X6x0Wr2/65HfPjwgS46FwDwMT5Ef8Xf8mYwRZ7+N2/e9PDwYGNju3bSbvOuM1xcw88PMlkYAxktCB4+fs1FJpqLTOiO11SW1FaX/66pKC/Jw7Y0dXXiAQIBALDauDc1NZVaTElJCVIDgtbe2loa+QSEAQCbN66HXh75+PggEbL0j7G/f1VB/oKdg5uDi5eHV0BSWoGXX/hPBAtcu3YNhUJ5eXkJCQk5OTkpKCjw8/NTB5oQKDQaiUQyMyEAACgUavXq1SQSCUr9SqFQ0Gg0kUi0tLQcxiYNRoBeDk6fPv3mzRtxcfEtW7YAAJycnKgFpKWl165dGx0dfenSpbNnz/bZSFhYmK+vLwCATCbn5OSwsLAoKPQxmyenpP4pIay4IEtWfvBtdmNJJx4XH+432beT/wmQTEzay8zxHdiUdxFMKOZFBlYoFDMAIC4uTk5ODv1fnfdfNeW8fEIYVvZxMnasmcSOjUAgvHz5kkwmp6SkzJ07l4ODw+364aXLV/8ls/C/asrllekjxccSMQlpMQmGFLbQaDR1yzk37//+6D0lorF4+SiaNzBYLBYAAImma2hoNDU1KSgo9Dmnp7HY9E3MK+pHaLqSukmIQCC4ublpaWmNcJlwABwdHQ8ePDjAGp6pqWlYWFh/Z/n4+BoaGgQFBZFIpKqq6gAdaetZxIR48vILCwr3HY8w9pBI3dEvH5tYb58aull/AjZ2Lv2VG+uqyyOeuze0EpEs3EpKSr1/jSnvI83XT+Wdf3RM6OXiAfjy5YuDg8OvX79aWlp8fHwOHz4cGuAqICQyQPDbVKKsOI9PaDjrSeOLt+tZ2qQE4wUOhwsJCeHk5JSVlSWTycbGxvfu3Zs2bVpHR0fvwhqLl7e3/EpPT++zKQwGs2fPnq6urvv37xOJxOHZM7AKpZiYGK1X27p1a2hoKF0ZGRmZT5/+zewVGhrq7u4O/d3d3c14gkBjS7vkt6/wHe0Mlv+jUCiUmBDPZSbr2Njh9LmDIDJdymrjPiKRiCE3SErQPxmKC7Jk5VX7TEkxVZmUjq2urs7b29vLy+vUqVPHjh0DAGQmx/2qqViz5ch4mzZGxIR4ma3dOd5WDJkOXNtoaZOPhGPHjgUHB3d1dWVkZKxZs2b37t0kEunx48fW1v9LaPfx48e3b99C0s8vX75EY1h7uvvweRBoNHrJkiUjiVTU1dW9f/9+S0sL3XEymdzbWZLJZE9Pz9zcXNqDCgoKtEltnj9/HhoaCrk6WVlZV1dXWrcXGxt7+fJlaMxKBxKJXG5l9/qVD7nXUujY8ybCT1VTn0/gTyWZmnrs2HPkNw5dkJsWF+5L6MRDB8lkcn5WsqIqoyq4U4NJ6djExMQ8PDyoEg+VZQXx0c92HrkxvlaNJbQyWjBDoqqqqqKiYv369ZWVlTIyMgQCgZWVddOmTVB8JgCgpqamoqJi1qxZ1tbW27dv19PTs1jvWPI1eeBmtbS0EhMTh2eSvLy8nZ3ds2fPvn37Rnv8wIEDdnZ2xcXF0Edo4GVvb49Go+nWyZSVlT9+/Hj37l3oo7e3t6OjI7Rr++jRo46OjmlpaQ4ODhcuXLh169a7d+9MTEz27NlTXl7e2xgMK/sifcu4sCfDu5bRIik+ZKaM0vQZMuNrxuQCjUYvXryER1h2kZ5l4usXH+NDyGRyamLkAp2JJSsxBkxKx0YLHod9ct9p74m7f0+azf5ktGAY4cyZM2ZmZtbW1gQCoaenR0lJqaqqip2dnUwmb9iwYceOHaKiop2dnVJSUtAgjJeXd4GmLrS1YADk5OTokrENCTY2tt27d+fn52dkZFAPdnd3+/j4XL58uaioKCMjY9u2bZs3b66rqwsLC6NbDhQTE/P09OTj49u0aVNjYyMHB4eVlRU1x5CcnNzJkyd9fX1Xr149b968e/fuaWpqPnjwoL94E8Fp4rKKC1ITI4d9OSPk86c4Lh5+GfmBVgRhehMREREZGSkkJMTGwWVsuVVylvxL39vlP/IHziM4JZnczoBMJrtc3LVlz9k/IQ01Yfn0NtzEevt4WzFZYWdnj4uL2717Nz8///LlyyUlJRcvXlxUVATtaHRyckIgEOzs7HQzdcKiEt/zMvpp8n+IiYl5eXnRJdEeEmvXrq2rq3vx4gW0KUJNTW3//v2cnJx+fn6PHj26e/duQEBAfn7+0aNH+9RHXrNmzalTp/bu3dvfap+Kigp1s6aAgAArK2t/JWfNnodCMRfkpPZ59o+Sl51MJvfMU9Md+64nNXFxcYKCgnZ2dtTsjxIz53Bw8UrOko944d7a3DC+5o0xk3s58cGVA8bmthIzh5NZeJJCIhIpFDIbYxulYXrz4MEDAEBYWFhcXBwvL29YWJiamtrOnTvl5OQUFBSgcb+kpGRtbS0X178xCytWOzzzvDJbaaBsIJaWlh0dHUFBQb31sQYlOzv7xIkTq1atcnBwqKysvHv37q5du+zs7Ki7kb59+3b16tXW1lZmZmYsFhsUFKSjo9M7ga2UlNSOHTvWrVvXO8CEjry8PCEhIbqgcFrUdIxjX3nzC4kKi47dpHdxQVZzQ90So9Vj1uPUIDExsaenh05Qu772Jyc3r46+JbGL8PHNSwQSudhgFTOaZbyMHEvGwbG5urqysrJu376dQCDQ6r4XFBQ8evRIS0vrwYMHHh4ecnJypqamS5cuPXLkiLu7e21tLSR8ReWl313xWXPmaxmM/SWMI8OW0YKhsn//fgwG09LScu7cOTc3t927d8+ZMwdSjA0NDW1vb29ra6NLS8TNK9iJa+8vwSMEEolkZWXtvQOdEWbMmNHV1QXtmJaQkNi6dStkGLQhAQCgoKBw8+ZNRppauHBhcXGxs7PzyZMnAQAnTpz4/fs3BoMxNjaG8id8/PgxNjb2x48f+/fvH7gpY4stof73jCy2cHDyDOOihkpFSX5lWdHfs4l4JGCx2Pj4+NbWVgAAAoGQlJQ0MaHfafrpXTgU4o9mweiv3NjSVB8T4iUxU25qpxiFGOupyKysLGdnZyiVMFX3HfoPFhAQ4OTklJSUpKGhkZycjMfjf/z4ERMTAwD48OGDlpYWbTtpH6JbGuss1jmOsf3jzreclMUGq8bbisnKz58/3717h0Qia2pqNm/eHBgYeOrUKX5+/kePHjU1NTU0NBAIhLVr1+rq6vbO9Tp7rkbqu4iB20ehUGJiYh8/fhySVV++fPH392dlZaX+yHl5eW1tbT09h6mXZmtry83NbW9vv2PHDllZWTc3N2dn5/z8/C1btmzduvXDhw+2trYBAQEDp6MEACAQSFNrh9gQL1L3MHcyME5V+ffCvAzYqzECiUTy9PRcvHjxtm3btm3bZmdnt2wZva/KzfwwZ646bYg/L7+w+fpdfALTQp7e+VlaAKY0Yzpi6+joOHr06OnTp9va2gAAdLrv27dvh3TfKRTKixcvREVFLSwskpOTcTjc58+fvby8qO104nEf4l7+48xo+scpQ2tzAysrx98TJjO6QGlmf/78ycfHt337dmNj4/3796uoqNjY2KxatYpAIMTGxtrY2GAwmD5zqRus3Oh27aC2vsXAvZiamn748CEgIMDGhqFnNA6HO336NBaLNTExoZ0YRCKRXV1dQ7m+/7B9+39WYTEYDK0GJuNgWNn0Vmx4/cpnxZodwzZmUGqrSr+kJ6xc+9e9pw6PV69erVy5cgC9m25iV8WPfPP1u3ufmjFLXmKmXPrH2Pwvn5YYWnNw8f5JS8eNMXVs+/fv37x5Mw6Ha21t7ezspNN9V1RUhHTfOzo6Dh8+zMXFZW5ujkajnzx5Iioqys7+rxgMGs2y/+xAScimKuGB7gbwK+2wwOPx79694+bmvnr1KjRSKS4uLioqysrK2rlz5+nTpxsbG5FIZGxsrJubm4SExIIFC4yMjGiVZNFoDBLBRMDjBlWCXrJkibe3d09PD9P/ZzEdAA4OjuDg4IaGBrqUbE1NTXTyyjU1NU5OTuXl5Zs2bVq/fv1opTUfFD4BEQVlrY/xIX9oqqCuujwrJX7l2r8id+jIqaqq6unpkZEZaCNEYlzQYkPr/s4iEEjNJaZdXZ3Jb1+RyT1LjddOPWGXMX33FxMTS0lJefXq1fv374uKiiDddwqFQqf7zs7Ozs/PD6nNGhkZXbp0SV9fn7YdJhQzBjOZktmPFuMuozV5cXBwaGlpOXToEHX+zcPDw8XFJTw8HI1G6+vrz5s3DwBgZWW1bt266dOn5+Xl2dnZ0eWK01hs+jrMl5HulJSUcnJyGLSNjY2NzqsBAKSlpXt6emgzl544caKystLU1NTLy8vY2LikpITB9keOlKwSKxtHfvYgm/mGwa+a8sxPcSvWOEzwpDkTh2nTpjU1NQ1QoKG+Go3G8PIPknuWhYVVz3TDPDXdyKBH4xL++kcZ0xHbhQsXAADBwcElJSUqKiooFIpW9522pJ6eXmZmJhqNXrhwYWdnp56e3ljaOTEpK84TEKaPgoNhkMrKyqNHj9KuKuHx+JcvX+bm5j579gwAQCKRoNh32kk86uZoCI3Fy+84MST4IikpmZKSMn/+iASFtbS00tPTdXR0MjIyrl69+vv37wsXLujp6Q0a9PEnUNM2ehPuyyswjUGBUEb4VVP+OXkierU7d+7s2bNnzMbEQ4KZmZnuaUlH0psQM4ZlIYWmiVva7B04Cc5kZBy+udWr/xfLS6f7Tsu5c+egP1AoFLQgBxMT4rV6y8HxtmKyoqamZm7+nxSLlpaWQUFBOBzun3/+2bBhQ3Z2Nl0B0Fd+alY2zsZfNQLTBnnDIBKJI18KlZSU9PPza2hosLS0vHjx4u7du3l5h7YiEhoaisfjp02bRjfnMTwMzDaFPbtvsHLTqCzM1FaVZqXETzSvFhQUNHv27PDw8H379o23LX2QmZmZn58/wM8gKyVeaf4iSOafcWQVFsySU055F56TmbjEcDUbOyddAQqFcuLEiY8fP27atMnR0bG/gHYkEnn48GE+Pj4AAAKByMzMZGQ2/k8wzj8pWt33v5mCgoJt27Y5ODjk5eX1V6YTltEaAbdu3aJ7AZ87d25XV9fs2bPT0tIaGxvFxcXpxmd9YmSxJSbk8aDFxMTEfv78STuROAw4ODgsLS2hR4OCgsLbt29p5fkjIyMNDAycnZ0HaCEkJASJRObk5OzYsePGjRuOjiOKzkAgkCtW73gT7jfyIMnqiuLstISJ5tUAACkpKYcPH0YgECQSabxtoSckJASPx69bt446NqAD39FeV102PMUWJibUIoNVi/St3sc+T/sQRSaTac/6+vo2NTXFxsampKTg8fj+AtpJJNLmzZtzcnJycnK+fPkyXl4NjLtjg8nLy7t06RI7O3t1dTU/P//Vq1f7LJb2IVpKto9QPZhhExAQsGHDhhs3bly9epWPj09fX7+2tra0tHTgWpLSCo0NdYy0v2bNGg8PD9rUdMOAn5+/pKSkurq6oKCA9jERHR1969YtKSkpKyurAapTKJTg4GBNTc3Zs2cnJCRMmzbSjBDMaBa9lTaRQY9GImb9s7QgLzvJ1Np+onk1AMCdO3cOHjxIIpFqagYRURtjyGRyU1PT4sWLMZh+cxO+j32+1GTdSHrh4OQxtbaXlFEMe3a/8Ou/GS2Sk5Pb2tpsbW3Nzc3Z2NjS09PXr1/fO6AdAJCamnrz5s2bN2/2KY4zZky4H9ZfxcmTJ+3t7clksp+fHzMzc2Njo6SkZJ+7oJITwkysto69hVOYnJycZ8+eGRkZHT16FHrir127lhEhY2FRCdr/8/0hJCS0e/fu8vLy4uLi1NTU2NjYYRiJRqN37tyZnZ1dVVUVHR1NPW5qapqYmAjpGAxQ3cXF5enTp+Hh4cnJyZycnCdOnBiGDXRw8wioauonvg4aXvWSwi/fv2Uut9o2YWMg4+Pj0Wg0re7MRODnz5+ioqIDFSgtEBKRYOfgHqAMg0wTlbTauK+LgO/p+d+wtba2VkJC4ubNm5cvX25qaqILaJeSkrp165aRkRF0RFpaWlpaurcszlgCO7bxoa6u7tOnT5mZmVu3bl23bl1eXh4Sidy8efPJkye9vb3pCpOIRAqFwsYxsf6nTXbmzZuHx+M3btz4+vVrERERAEBVVRUjYxqTVdvfxz5nsBdzc/MLFy7cv3/f39//7t27wcHBvdPTDAwbG5uZmZmRkVFlZeWQKgIAoAmlGzduhIaGzpkzx9ramm6KiZaIiAgGU8rNmDWHT0A4Oy1hqPbkf/lUXfnD0GzzUCuOGaWlpXl5eRgMZoDMruNCSEhI713YVEik7syUNwu0RlOTSFl9KXV/t5iYmKamJuSuWlpa+gtoBwDIyclZWFhYWFhQk/GOC7BjGwdSU1OdnZ3PnDnDwcFhYGAgJia2YMGClpaWgoICFArFysoKKeVQiQ1/ovb3JZ74ozg7O3d2dnp5eW3atIma/+jDhw+6urqD1uXlFybgcQN4CAAAiURqaWnZs2fPoUOH9PX116xZc+PGjfnz55PJ5L179w4crt0fs2bN8vX1TUpK6jOVWm9sbGyOHz++e/duaO3Qyclp2rRpt2/f7rNwU1OTl5cX45u456nptjT9GpKARVZKPA7bomu0hvEqY8+lS5eWLFkSFRU13obQw8fHN0DOv8TXQYsNrf/cIPjAgQP37983NTWdMWOGtLS0jY3NsWPH1NTUDAwM6EI0vb291f+fcYz7m4jxrFObW7dupaamVldXX7hw4d69ey9fvty/f//y5curq6s3btwIADAxMTl79uy9e/eoVb7lpBy7SD+Mgxk2JBIpPz/fx4deuaazs5NWB2AAIHmtPlVIUlNTXV1dkUgkHo+/desWNFX48OFDKSkpKSkpAICYmJivr+8wdECMjIxaWlp+/fr1+PHj3bt3D7DWAgCIjo6Wlpa+evVqcHCwu7u7i4sLAODKlSt3796lKl7SSl/y8/PLyMh8//69qampv8FKSUlJR0cHtOEPALDMZEPEczcefiFunsHjvz69C2dl49BcsmJIlzzGBAQEVFRUODk5jbchfTDAi9SvmnJmZrSg8PQ/17uCgkJiYmJbWxskGtBfQPv69evpRFbHC9ixjTUHDx4sLS2Vl5cXFBT08/ODhguysrI3bvwvUSozMzNV+jYuLu5l0DPFmZywjNYoEhAQwMHBgcPhqGM1AEBzczPjAbpGKze7XT/Up2P79u2bjo7OwYP/2ZixefO/k296enpPnz4djt0A8PLy8vLycnNzx8XFUSiU7u5ubm5uQ8M+JqBMTU3fvXvn4OAgLCxM/Wlt3bpVWFh4//790JQjExMTkUg8duwYtKvB2dk5IyNjgCk4FxcXPB7/+PFjKL4UgUCYWNuHPbtvvm4XmqVfL0uhUN5G+UtIyc1WVBveVY8NxcXFYWFh8+bNExcXH29b+mDmzJlZWVm9d0aSyeTkt6+sNo7F1kZaKZwJHtAOPy7HGiQSeefOna6urtDQ0LNnz+7atWvDhg3v37+HzkZGRr59+5Y6Ifbs2TNeFgKfmHxaWhqkdtrf6+TWrVu3bdtGzaEMMwDd3d319fX19fW0B9PS0gYVBaaCQqMBAkHA43qfgjKX0h2km0TS0tIaybAA0p7Iycl5+PDhAN/4rVu3XF1dT58+Td3ncPbs2e7ublZW1vb2dgQCQSQS9fX1qYG4aDR64HURdXV1JiYmSGYBgpkZbWyxJfqlB4XS93iip4cUGfRwtsKCCe7VAABXr16dNm3auGx+Z4Rly5bl5ub2Pp78NlRrmTly/ALrJyawYxsH0Gj0tWvXLl269ODBAy8vr+DgYG9v77dv3wIA3r17x87ODmWDrKmp4ebmRjP1/Kxudnd3v3fvnru7+8+fPw8cOLBp06ZPnz4BABoaGqA5CmZmZjc3t6ysrPG9tInPly9fkpKSgoKCaHUgAQAVFRV9vqofPHjw2rVrvSeCFi426VNey9/fn5q6ujdxcXFGRkacnJzfv3/vfbampgYKy/T393/8uN/dcl1dXWg0+vz5887Ozvz8/H0+7/pkwYIFnp6eAgICT548efjwoaenZ05ODhKJZCQWFABga2uro6Ozc+d/tFc4ufnUdJYnRAf2YScBH/bsvtZSM4mZcxi0cLwoLy9nYmJCIBDQdPHEpPcWi4b66u7uLlHxWX2W/5uBpyLHHyQSef78+RMnTnR1dXFycs6bN+/GjRvp6ekiIiJmJnoVhenxaV+FhISg9252dvaGhgYPD4+9e/fW19cHBQXx8/Pz8fFBD2UWFhYCgYDD4Tw8PJYsWaKtrT3eFzfhyMrK6jNCZO7cuV+/fqXT9X/9+nVWVpaUlFRkZCSdLonaouWf+pLXqq+v37WrX0EjEokkICCQnZ1NJpPpsruRSKTdu3cLCwsnJCQ0NDT8/PmTnZ190aJFvd3tx48fp0+fDgDQ0NDQ0NAY/Jr/S0FBwcqVKx0dHUVFRZmYmBYtWuTl5TVnzhxh4UHUBQEAW7Zs6X1w+gyZlqb6rNS38xf+q2+CbW2KC/c1WbVtVALQ/xzu7u4YDCYxMXHTpk35+fnjbU6/vHv3ji7+kEIhf4gLtrTZO14mTWRgxzamEAiEyMhIS0tL6uwQFovduXOnsLCwiYnJ0qVLs7OzP3z4wMbGZmho2NTUVPglwdJm/+wFtRISElD51atXHz16FIVC8fDwpKen+/r6hoWFCQsLQ8lzTU1NHR0dofwJ7OzssGPrTXl5+apVqwAARCKxvb2duqRUVlbWW3dKUlJSX18/Ly8vNDS0t+AWKxvn719VQtP+dTwHDhyAdvP0h6mp6ffv39nY2C5dukR3CoVCCQoKHj9+PCsry9/fn4ODIzAwUFhYuLdjW7p06fv37x8+fIhGo4WEhKZPny4jI8NI2MumTZv4+fkvX7584cKFV69e/fr1C4FAMDMzHz9+/PTp06qqqjt27GBwNffGjRvfv3/n5OS8desWEolUUtVJjAuqKMmXlFYEANRWlaZ9iLZYv3uC52vG4/Gtra3v3r3z8PAoLS0dIOxwXOju7v7169f379+/f/+upKREN1GcnBC2cMkK2oxrMFTgmzKmPHnypLCwMD4+nkgkdnR0cHBwrFy5EoVCCQkJsbKysrGxiYqKJiQk+Pv7Q8+X2+d3CE0Tp310CgoKQv/9rly5Ah2xsLCgnl2+fLmBgYGtrW1wcDAPD89YXtpkwcDAICYmprKy0sXFRV1d/dKlS9DeZ1VV1d4bYOXk5M6ePXvt2rXc3NzVq1crKCicP3+eetbIYktsiKft7n/XnJqbmwcV3S8sLLx//36fp5ydnZ2cnBoaGpYtWzaAViEajYbcJ4VC+f37d1VVVVhYGBaLXb169cDr+Tt37gwPD7e1tdXV1c3MzLx8+XJ8fHxMTMzWrVv9/PyeP38O7apcvnz5wJcAALCysjp58iSkywytuukarYkJ8eTmFfxVU15Z/t3SZs8EFBaho62t7ePHj52dnZycnAUFBQPnghlLvn//npiYiEKhoLeW3q9cv+sqiV0EsRkTxeCJBuzYxhQNDY2kpCR2dnZubu4bN24gkcjnz5+jUKi3b9/Onz9/7dq1VlZWVlZWkFf7nBQ7s5eMlpSUVHBw8ABdoFAoPj6+Bw8enDp16g9eyeQEh8Pp6urevXs3OjpaSUkJiuB4/vz5vn37qJGovfnnn39wOJyZmRmd9qOktEKo/y/aI97e3nRLUL0ZYEgkKCjo6uo6QN27d+/KysouXboUg8EUFBTIy8sLCwsLCwsvWLAAj8dHRkZSKJR16/oVVdLW1tbW1i4uLj5y5AiRSBQUFDx//nxnZyeki7hu3TorK6u7d+9GRkbOnDnzyJEjA1gya9asFy9efPr0iXZfiqG5rfv1g6qa+kbmtgPdggmDiIhIbGxsSUnJmTNntm7dGhoayohTHwNevny5d+/e/tRPyGRy4uugVZsPjK1RkwnYsY0pKioqAQEBAIDc3NxDhw5JSkoeOHBg+/bt1OUWWt3ulA9R9geu9G6ENki9T27dunXgwIHRtHuqYGhouGjRIkFBwQcPHlAnIdXU1EpKShQUFAaoyMHBERUV1XuqSlhUsvBr+py5/1vogvbXD2zDSFQWf/36RVXnKi8vP3nyJHUK+tatW2vXrmUkwamsrGxERERLS8uBAwf8/PyuXbtGPYVGo48ePQoAcHBwKCkpGSAKBgLylNDfPT2kuLAnS43XFeV/pls+nOBIS0szMzN7enrSOunxxcrKKioqikAgrF27tvck84e44MWGq+BJyAGYND++Kca8efOePn2qo6MDDRp6PwVIRCIAYHgyWo6OjnPmzJmA8uTjS3l5OTMzc15e3u/fv2l3a+no6KSlpQ1avc8FmBWrtyfG/Sv22tDQMKhjG8n3cuXKleXLl3d0dIiLiwsICFy4cCEsLIxIJJJIJEhiVFpampEcBQCAz58/V1RUBAUFffnyJTs7OzExsaDgXxmRK1euPHjwgHHDOnBtof73NBabKKrq6Ohbvo0c5ka98QKPx+NwuPz8/IEFZf4cZDI5Jibm8ePHvr6+3t7eqampbW1t8vLynp6edCWrK4qZ0ehpYhM3enMiAPv88aSsrExSUrLPU/FRT+cvHGZ6VWtr69DQ0Li4OGjbAAyElJSUrKxsWVmZg4MD7XEUCjVsLSJuXsEuPJ46QKmtrR1UbnGEuTxsbW1XrFjx9etXGRmZsrIyd3f3oKAgDAYDDQSVlJTevXs3Z87g4fWGhoaampoREREhISEYDIaFhQWLxf78+VNTU3PXrl3BwcGMa/3VVJakf4jW0rOmINC5ubkVFRU87Lyfk1+r6RiP5ErHknPnzm3fvv3ixYunTp2i3c6YnJwsJib2h/YAUCiUoKAgaE8hAoHQ0dExMTGhniWTye/evaMLHeruJqZ9jF61aYJutps4wI5tPFFRUbl48WJ4eLimpibtvlcAQMHX9INnHw6v2eXLlwcEBDx58kRQUJDxTcd/A48fP962bVvvdZSRTA/KKC5IeR+mo2cFAJg3b56cnNz169ePHTvWZ+HMzExGoupramrs7OxkZGT6DDPh5+fX1ta2trbGYDAPHjxwdHR8+vQpJN/My8vLuEAfFxcXpOIGgcPhOjs7PTw8QkJC8vLyaMNkaCkpKbl+/ToTE9OlS5f4+fm/pL9raqiz3LjX2nr179+/MRiMsLBwQ0PD2WOOpUU5s+SUGTRmfBEXF79y5Yq/v7+Hhwftf5m7d+9aW1v/IceWlpYmKSnZ34YNJBLZO2bkbcRTPdMNEz8qZ9yBb9B4oq6ujsFgnj9/TufV2loa2Ng5RrJK4e/v7+3tffnyZdr5pb+ZhoYGJyenvLy8PuMGKRTKsH2b0crNWan/6tzv3Lmzvr7e3d29z8JpaWlqaoNrcIiJibm5uRGJRFotLjKZjMfjob/RaPSMGTMAAM7OzpcuXaImJejs7BwgCmYAkpOTV69e7eDgkJiY+Pz587Kysg8fPvRZ0tnZ2dXV9eDBg2dOn44Le4JiRuuvsEEgkCEhIUlJSTdv3rSwsDh48KC2nkVR/ueG+uphGDMu4PF4Pj4+OTk52kRira2ttDpSo0hVVdXnz5+HtA3xe/5nYTFJXv7BX4xgYMc2nrx8+bKurs7a2rqu7j+5K6OCPXSN1o6wcRQKJSEhQSAQRtjO1CAhIeHTp0/Pnz/fsGFD77OCgoKNjY3DaxmFRgMA8Lh/Ffch0cU+C5eUlDAyYktISKipqblz505FRUVycnJGRsbRo0fNzMxoBbSKi4shUVraedSGhgYoUdZQIZFIaDSaTCbb29vv3Lnz7t27UN5IOshkMgaDeffu3eVLFxbIC6toLFNS/c+M5bx586ytrY2NjQEAyy3tPrwOwne0D8OesefNmzdr1qwhkUjU9VccDsfNzd2nRsywgdbwCARCSEjIoAG0tODaW4u/ZalqDnN54m8DnoocB9atW2dvb6+np4fFYufMmXP//n26wVl9bSU10G7YlJSU/Pr1S1V1OHnipx7r1q1bt27djh07ILl9AoFAq46PRCJHMhu5cOnKNxF+Fhv2QB9zc3P7815YLFZFRWXg1kgkkpubW0NDw9OnTzU0NK5cuSIkJFReXo7BYGjz3RgYGKSmplZWVnp6etbW1kLbGYuLi2VkZOiujhEgNZbFixcPPE+ARCJlZGTyc9IsjBaaWG9jYRkoUgbJxGRivT021Mtyw96JL2a4Y8eOEydO9PT07NmzB4fDtbS0+Pv7L1my5OvXry9fvjQzM0Oj0UVFRefOnRt2bugfP37ExMRAUUgbN25Eo9EMVqRQKG/C/UxWbRtev38h8IhtrGltbUWj0YGBgXZ2dgQCwc3Nje5RUlHyTUBQZFQ64uTkHHk7UwkKhUImk8PDw3fv3k17vKmpiY+Pb9jNqmsbV5T8q8YUEBCwd28fQkdubm5aWlqDtlZRUUEkEpFIZFNTEwaDUVNTIxAIrKysfHx82dnZAQEBUFzlkSNHuLi4REVFeXh4ampqoLpVVVVlZWXLly9PSBhyFlBdXd1BZ78pFIqq/HSdhQssbfYM7NUg2Ni5dI3WxEX0Iao50RATE7t16xYWi927d++hQ4euXLnS1tZ25MgRHA735MmT+Pj4nz9/7t27dyQJSD98+LB79257e3t7e/shSeOnvAufv9AAw8pQTiUYADu2saezs7O7u5uHh+fIkSP29va9C8SF+xiPxqsZCoWi21AMY2pqamZm5uLiYmVlRXu8p6eHKnI2PCB5Lejvzs5OMTGx3mUyMzM3bdo0QCNv3rx59OhRVlbWq1evBAUFT548mZKSoqCgcPr0aXl5eQQCISYmFhwcbGhouGLFCicnpxMnTgAAWFlZU1NTIYFKCoWip6enp6c3wtjLPsHjsK8CXGfKzl2o28csZX/wC4nKzlFN+zDhUnf2RlBQ8OHDh+zs7GxsbMLCwmg02traWlVVde7cuaqqqidOnBAQEOhPNYYRkEjkMH5mtVWlPT2kGbMmupD0hAKeihxrREREAgMDi4qKPD09GxsbeXh4qqur7927R30T7OzA0WpoDY+CgoJbt25NzJSJ4wWJRAoKChISEpKRkaHbCDHy3Uu95bXoCA0NHXT16/3799nZ2d3d3aGhob6+vkePHq2urg4KCgoODt6zZ8/WrVsNDAwSExMPHjyYnJz89u3brVu38vDwkMlkCoVCuyR27Nix3bt3Z2dnl5aWKikpDWktpz9Ki3LyspNNVm3rb9xAIpFiYmK0tbV7j2lmySk31Nd8z8+crbhg5Jb8UcTExGhdFw6H27dvHx6PP3z48Jw5c1Ao1BhvPO/q6kx5HwHH9w+VSenYWhrrUxMjh/TaONGQk5O7efMmAKCsrMzHxycnJ0dPTw8A8DkpVlJaaSQtJyQkcHBwPHz48MaNGxM5B8cYQyaTd+zYsWPHjt5xaHV1dSIiI537pZXX6tNNvn37tr8AeiqzZ8/Oyck5e/asq6urkZEREonk4+P79euXn58fpDaSnp5OJpNnz55dV1fX1NS0c+fO7u7u6dOnNzY2BgYGUuPUCwsLZWVlhYSEdHV1f/z4YWlpOW3aNCitKAsLi66uLiQDzSBkMvl97HMOTm7qImKfZXbu3Pn9+3c0Gg1FjtChucQ0JsSTi4dfZPpk+k1ycHB4e3vn5ub6+/t/+/ZtJAuxZDK5s7NzqLXehPkaWWyB4/uHyqR0bDz8QgVfM3I+f7A/eHWEM0jjzsyZM8+dO7dmzZqkpKStW7emfoh2OHR1JA16enoqKSmdPXsW9moQRUVF58+fZ2Nj09fXp/NqCQkJN27c0NbWXrFixcg7guS1sJ2gz4D76urqQQPHt2zZsmXLFjKZfOXKFUiQF5I5RiKREhISM2bMkJCQCAkJuXDhgo6OzoULFw4dOnT27FkeHp4DBw7Iy8tT9Ze5uLhqampOnz4NAFi4cCHtngECgXD58uU9e/bs2bMHiqMZmObGX+9iAhfpWwmLzhig2KFDh75//87Pzz9AaMxyK7tQ/3tGFls4OHkG7XdCMW/evO/fv2dlZT18OOStpXg8/tWrV+3t7a2trdbW1kOq+zn5tazCAk4u3sGLwvyXSekVEAjEtn0Xc9ITnY9v2mB/XHr2vPG2aESgUKgHDx5s2bJl29atAAAM2yBSkAMQEBCgpqYGLb3AQNy9e5eJiam6uvr58+dGRka0Spv19fXLli379u3b4cOHtbS0eqeSGRIrVm9/5nklp6Sjz8cfJycng0NDJBLJyspKIpHa2tqYmJhYWFi6u7upio6zZ8/28fH58uVLQUEBkUg8d+7cpk2b+Pj4SkpKjh079u3bNwCAi4tLn4t8AAAMBnPx4sWmpqa9e/du3rx56dKlA1iSmfKm6XetxfrdKOZB4vdwONz69esBAFeuXCESiUxMTDNnzpSVlf3y5cvJkyeh6TsEAmlq7RD5wt1y4z4UinnQ+zChmDFjhoeHx6DimXSUlZVFRkZu3LiRn5+fSCQyHgYJAKirLse2NU8i9ZYJxaR0bBDKGrpySgvcbh6ZNm3GBofJ/SgXERGRlJT8EB80X5Nea2AAiERiVFRUamoqlAGnpaVFQUEB9mp0QHulT58+XVpaSqcfDe1pw+Fw7969e/r06ZIlS9BoNDs7e09Pz71794Y65OXmFSz+Xqihtbp3qP1QRYExGEx9fT0Oh0Oj0bKyslu3bqWegmJDoL9DQ0Pd3d0LCwvt7Oz8/f1bWlogEe2Ojo6zZ88O0D4/P7+Hh8ehQ4fIZDK1NVo6cNj4CD/5eZoLtAwZMXju3LmvX7+eMWNGc3Pzy5cvSSRSSkpKUVGRtLT0yZMnr1793yQEhpVtmemG1698Vqx2GLjBicYwEroCALi5ucXExKBFxyF5ta6uzuSEV6s2HRhGpzBgUjs2AACGjePQ2YfvogMv/7PRbt9FkcksDOrk5HT+4Lq8H40Ll5kN+hAkEokXLlxobm7W0tI6d+4cPz9/TU1Nfy/pMPHx8U1NTU+ePOnzLAcHh5mZWWdnp7a2dldXV11dnZ+f39GjR1++fDmkXlpaWshMnHJS/4ZOfPnyJTY2loWF5fPnzzY2Noyv5D1//vzx48d+fn7c3Nz95eMmk8kBAQGHDh2KjIx0c3MzMjIqLCyUk5ODYkkG/T1Au6mSkpJ6O7aC3LSSwmxDc1s2dka3iygoKFRVVd24cePhw4dmZmaPHz9evHjx4sWLi4uLc3JyaEvyC4oozFuYnPBKR8+SwcYnL/z8/K2trcOo+DrUZ7nl1kmUIWGiMbkdG8Qy0/WqCw09bh+TlptrtXGyhg+xMCPnKCrOnr98x44dLi4utGOLhISEV69eQbJPSCQSgUB0dnbu2rULSlkCAXu1/iCRSN7e3t7e3gMXW7BgQXFx8bJly2bNmqWjo2Ntbe3v708rpTgwsbGxd+7csd+2LSslfqnxGuhgdnb2q1ev5s6du3nz5j4HRgNga2vr5+e3Y8eOefPmEQiE0tJSamKdjx8/kslkdXX1xsZGLy+vzs7O6OhoAEBAQICqqmpoaGhzczMjQlBdXV2ampq0RwidHW+jAsSlZput69ub9gmBQHj8+DEfH9/Lly/fvXsnJiZGzWBQXl6emppaXFwsKytLLS8lq9TUUJufnayoyqjO8l9FyvtwRVVtDnhpbQRMBccGAODh4z92ySsm1PPK8S1b9p6bjEO38Odu+iYb5JUXTp8+/dChQxISEvb29vn5+dXV1bGxscHBwZM9TGa8OHz48Pbt2wd9+cVisbTOwNDQ8OHDh11dXdu2MbSnMDo62sfHR0pK6ubZj3gcFso3tG3bNltbW09Pz+zs7KE6tpSUFAqFgsViAQBeXl7Pnj3j5eWNiIhAIpGNjY0PHjyYNWsWBwcHEolkZmbG4/FsbGzQvyYmJj9+/Dh48GB3d7eqqmp/mbiRSOShQ4cePXpEDWIsysv4nv9Zb4XNUIM7MBiMoqJiSUnJw4cPEQiEra0tEon08fFpb2/n4eERERHpvTS1QNvoTbgvv6CoiPjMIfU16WBmZh6SEMzP0oKenp5ZkzxuYNyZUs9KE6vtC5esfOxyUlJafs2Ww+NtztCoqymXV14IAFBQUPD19f348eOtW7cAANOnT7937x7s1YYHgUDA4XD9ZWBpaWkJDAxkYWHp6enh4OCgDYJ3cHBgYWHx9/cXEhLqUzWRlqampq6uLmhNTkfPIibU2/r/sxujUKj29nZGhI8BAMnJyZWVldDKX0pKipCQ0Nu3b9euXRsaGiolJaWhoWFra2tsbPzx48dp06Y1NjbOnDnzx48fnZ2de/bskZSUhKSQ2djYqOusvr6+Dg4OHh4efXY3b968jo4OAAC+oz0hKkBcSs58/e4+Sw4KFIEJAKiqqnrz5s3Fixe1tLTweLy/v7+jo2OfbxUGZpsjX7gvNVk/taP+ZGRkSkpKFBUVGSmMa2/NTksYYFsFDINMtcclL7/wsUte8RF+l45t3LzzpMRM+fG2iCFKvucKCk2nPQItUYyXPVMGNzc3apIaPB7f2dlJ3T5MJpN9fHx27drV39u0ra2tra3toF3gcLgNGzacOXMG+qi5xPTaya20BYqKivbsGeRRVVBQIC8v//nz55CQEMix7du3z9TUdOHChd++fevp6WlpaYmMjMTj8UuXLvX29ubn5+/o6Fi9evWSJUvS09MbGho+ffrUO3zf1ta2trb24MGDa9eupZ11dHd3z8zMJJPJy5Yty/2c+LOsUN/UZnhZbekQFxenHeOuWbOmv0lyBAKx3Gpb5IuHZuscB426nLz8+PFj7VqGBM3JZHJc2BNTa/thZweEoTLVHBuEgdnmhbpmnndOcvLwb91zDomc6Jf5+pX3attD423FVKO1tTUnJweShcThcA4ODng8PiwsDDqbl5enpaU1VLHg3vj4+Ozbt492ppGdk7u+7qewyP82fjExMQ08EXry5MnPnz+zsrI2NzdTKJT09HQNDY2IiAgxMbGYmJiioqKenh42NrZZs2Zxc3MLCAgsWrQoISGBjY3tzZs3Tk5OpqamX79+XbJkCd2CGcSJEye+ffvm7u4eEhJy48YNAACBQEhLS/Pw8Ghtbngf+5wFM9NsreMIb0J/DLz0y4xmWWa6ISbEc+Vax6n6NO/u7mbwN/Ym3HeRwSpYEHJUmLJRNxxcPAfOuikvWHz5n82fU+LH25xB6MBiqc9BmNEiLS2Nul/45cuXRCKRNi7x8+fP8+fPf/z48bJly4qKiobdS0xMjKioKO0Rk1XbIoP+nf0TFRX9+PHjAC0oKyuLiopCSVI2bdpUXV0NAEChUNBYUEhISFBQUEtL6+rVqydOnECj0YcOHdLW1mZjY1NWVmZhYcnLyzt16hQej+8voFxBQeH+/fvq6up2dnZ1dXVoNJpCoSS9Dc1IijG1tpdTGs9UtDx8gvPUlia+DhpHG/4oDKq1ZaW+nS4pO3ItPRiIKevYIOZrGZy65peX9fH2+R2tzQ3jbU7fpL6PlpFXHm8rpiD+/v6rV6+G/lZUVGRnZ6eOnEgkEplMZmZmhpI+z5w5/BCGpUuXZmZm0h6ZKavUVF9L/Xj69GkvLy+6lHu0rFmzxsfHh4mJ6dChQzt37tTU1MzMzFyzZs2OHTvevXvHzMwcGhp68ODByMhIqDwXF9fVq1chPQsAgLe3N7RfamA7zczM9u7du2fPnk8f3giyE2rrsYbmtmiWkQ5YR86MWXN4+YWz04acjmDi8+3bN0Z2Q1ZXFLe1NCiqaI+BSX8JU9yxAQCQSJTd3otrt/3z8NbR5143Ri53O+qkJEaYWMGZlkaHtLS0nz9/AgC+ffvGz88P6Q6Xl5cfOXKEk5MTmosDADQ1NUGLbSdOnFBVVbWxsYGOBwcHe3p6vn37lpG+vn37ZmFhkZOT03urmYi41LevadDfKBTq7NmzR44cGSDpa1xcXE9Pj56eHplM3rt3LzTCS0xMvHTpUnFxMQCgqqoKEhelcuvWLT8/v7lz5wIACgsLZ8+effPmzf4SnELMkBAzXap8/YpTM4F98TIjRq5xbFBW121u/PWztHC8DRllUlNToUR3A4DHYTNT3ixdvm5MLPpbmPqODUJMfObxy0+mTZe8/M/GrIn0bkgiEgGFMhIZLRgqTk5Ohw8f9vT0BADw8PCkp6ffvn27vLz8/PnzEhIS9+/fh3YlAwB4eXlxOBwAAIlEXrp0KTg4GDoeGBjY3t5+7969/iIJaVFQUODg4OidJxYAYLbWMSEqgPpRXl7exMQkJiamv6bk5eW7urq+fftWU1NTX18PpYc9fvz42bNnUSiUgYHBhg0benp63rx5Q61y+PDh9+/fX7lyBQBQUlLy48cPLBbr7OxM22xubi40B0smk1Peh3+Me2m5YaeXf9jDhw9Hrvs8uuiZbviSntDWOsw85hMTQ0PDiIiIAQqQSN3RIZ7LV22bqkuM48Xf4tggdI1Wn7jil5f58eZZ+/q6n+NtDgAAxLzyVtOeQO/Ok5qenh5BQcHfv3+bm5sfPHjQ0tIyPDx83759bGxsBAKhpaWFWrKoqKhPCWBXV9f6+vqenp4tW7Yw0uPcuXP73PrNwyeI72innR7Q0dGh0+CgRVxcnI+P78GDB9nZ2TNmzIBe8/n5+X18fKCMlBcvXlRTU6PORtJRWlr66tWrM2fOCAgI7Nu37969ew0NDTdu3PDx8SGRSHt3btlvv4pXUHz5qm1s7FyM7N0eexAIhOlqhzdhvl1dQ5bAn7BISEjQJj3vzetXPnqm6xlJ2QozJP4uxwYAQKFQW/ZcsN193v+h8+Pbx4nEfmeHxoaCnFQdg6mvLTQG1NTUQJkh7927x8vLu2vXrgMHDpw4cUJCQsLV1TUoKAjSUYQQFRWFpvjoEBMTu3r1KhMT08BzehBVVVXFxcWWln1/fQrKWh/e/CvKJSsr29LS4uPj02dhJBKpoqIiKCiYkZHR0tJSXl4OHUej0UZGRp2dnSQSafPmzUuWLOldNzk5uaCgwNfXl4OD4+nTp87OzkpKSs7OzioqKmdOHSvN+4BmZmrv4e4gTLhJeDqYmdHGlltjXj6mUCa6qYwzwA7UpPgQOUU1PoGJNXSeGvx1jg1CUFjs8IVHC3VX3jizPTTAdbzMaGmqZ2XnhBXhRo6Pj8+OHTswGExYWFhsbOyjR48gvTFjY+MHDx70frgICAgwMTHV1tb21RhYvHjxAKMrCCwWu337dmNjY3n5vvdKLjffkvnpDe0RDw+PoqIiKLMaLUVFRSYmJomJiT9+/ODm5u7o6Lh27VpDw/9inZYvX56cnKyvr6+iokLNewKFq7i6uu7atevFixchISHUa+Tn5zc2Nr5542pKQsjZE/tnqyxzeeDz5MmTBQsmepJPAAAnN5+azvKE6MDxNuSPU5CbhmFll57Tb5YfmJHwVz9SFVW1T13z5+Liu3zUJvlt6NgbEPHiocEKm7Hvd+qhq6srLS398+dPQUHBPrdz9Vnl8+fPfZ46cuTIoFuqubi4FBUVB4gHQaHRSAQSj8PSHrx9+3ZQUBDtpCgAwMnJycbG5tWrV4sXL87Ly+Pi4vr9+zd1x3efnD59OjIysqyszMvLy8PDg5X137ksUjfxXczzhOjnjTjEA89ga+vVk0u2ZvoMGVHxWVmpDMXvTFJ+1ZRX/yyGU9L8Of5qxwahv9LmxLWn1ZVlV45v+ZqdNJZd/6qugGS0YEaIlJTUnTt3sFjsnTt3aKccBwCSkx5Jp7du3aKN5uiNtoFFTOh/VuCQSCQnJyftLGhmZiYTE5ONjQ0/P//OnTufPn0aFRUVGhraX05LIpFIIpEoFEpSUpKbmxvtKTKZnPYxJuLFQxmFBRheqZbW9hFc3HgiP0+zHdtcUZI/3oaMlJiYGKrSDZV2bEtqYqTBSkb1tWGGAezYAAAAiUSuszty2Onh56S466fsyorzxqDTku+5AtOmD14OZjDS0tJsbGzs7Ox+/Pixb98+Bnd0TJs2rb6+foRdc3ENJEOlucik929p8+bNtO4Qh8OtWzeEUO8LFy6Ym5ufOnXq7t271IMUCiUnIzHk6R2R6VJWG/cFvQyPioq6d+8e481ONHSN1hTkprU0jfQLGl80NTUbGhoSExOpR7qJXa9f+ZhY2yMQY/Hsffr06Z49e65duwbtgfl7gB3bv6DRmG37L+385+brMN9bZx0qK4avRsEIr195m022dIsTDRKJdPz4cW9vbw8PD3d3dxcXl4qKCgcHRu8qhUIZoQGDjvnYObnqasppj2hra9Ou7enq6pqamjLYXUtLCxcXl6WlpYGBAfXgt5yUYF8XNnbO1baHZsycY2dn9+nTJ0NDQwZHrhMWQ3PbhKiALgJ+vA0ZPnx8fNu3b2dnZ793796nT596ekhRwY+MLbaMTRikn59fdXX1o0ePDA0Nz549W1paOgadThBgx0YPFxffrmM3tx24HPHc/fb5HTWVJX+oow4sVlAEVtAZES4uLoqKiq6urigUikwmc3FxRURE7N27l8HqampqKSkpIzGAlZW1qqpqgAKmq7ZHBdNviYOsHWpfZDL56NGj9fX1kPolAKDwa3qw720AEGu2HJJVmA8d5Ofn3759u77+EFKxT0xQKGaTVdsjgx5NQFGFIaGmprZv3z52dvYLJxw1FptycvONQafu7u5FRUXnz59HIpGamprXrl1zcnJiJNZ3agA7tr7h4RPcc/yu7e7zr5653j6/o7KsYHTbh2W0RoXc3Nyqqqo9e/Y4OjoaGhpeuHABADBvHkO5rMrLyz08PCCR+2EbwMvLO3CUh6S0QvPvX72PU1NxMs7hw4fXr1//4MED8P+jtJ6entW2hxT+u0x75cqVwMDA4V0UtGl94sDGwaWjb/k28ul4GzIKENqqRabLcPNNG5vuvn79CuW9gpgxY8a1a9diY2MPHjwIJfmb2sCObSD4BUX2HL9rt+9SxAuPG2e2//iWPVotp7wPh2W0RkhVVVVtbW1WVpaUlFRdXd2uXbuePHnCeHVxcfGysjI1NbWCguG/tZSWlkLaHwMwTUyqICeV9oi+vr6vr++QOjpz5oyYmNjy5cZfMt4H+95GIJCrbQ8qqmj1LhkdHU0ike7fvz+k9p2dnXfs2LFx48bk5OQhVfzTTBOVnC45+/OnuPE2ZETkZCQyozFMGB529jES72diYqI7MmPGDGdn5z179hw6NPUTiUymOODxgodPcM+JO1hs8wvP66EBrvpmG+drDi0bMh1EIoFMIcMyWiPh6NGjPT09R44c4ePja29vr6urmzVr1pBayMrK6u7unj59ekFBAYN5IHvDwsIy6KPKfL2jr9sF2vDXNWvW2NjYbNu2jcEtjCdPntTR0RbhYwn1d52ntqTPDEc4HO7KlSvV1dUqKioHDhz49auPYeIA1NXV3blz59mzZy9evOgvL+t4IT9PM+lt6I+CbBl51fG2hSEyMjJycnLQaHRPTw8CgWhvriUSsPyicmMmY3bz5s3+pgTk5eVXrVp16dIlam7YKQns2BiFi4vP/tBVAgEf/OT2m3A/NS1D/ZXD3IL2+tUTDZ3lo2veX0V9fX1ubi4nJ2dcXNz169cBAMNIysrExNTT04NEIkcyM6Orq+vj47N///4ByvDwCXZ14slkMq0b09fX9/Dw6OzsnDt37pIlS1Ao1M+fP2fM6CN10X3Xu231PwBearqKoeaSf8NMiouLY2Njv3371tXVxcLCAgDYuHGjhoYGACA/P5+Hh4fxqyAQCFgs1tfXNzEx8fnz54xXHDMW6VtFB3vw8AsJCk+CQOK8vDxqBFNdVVnO5/fLrcbCi9TX1ycmJiYkJCxfvvzo0aP9FbOwsIiIiMDhcBwcU/bdGnZsQwODYdu08zSZTI4N8bpywnaGlJzV5v0YDNuQGinIST12uW9ppQlCSUnJuXPntLW1v3//fuPGjf4SfY09JBJp165dHR0dBAJBUVHx2LFjw25KWVmZn5+/rKxsJAtLq1evZiQIc46y5oc3L5car6EegbSJdXR07t696+fnBwlUBgUFffz40dzcHCpTU1XufO6whITE9TsefAL/rs1A38706dOXLFmyffv23vuvpaSkIiMjGdyoDgAgkUji4uKSkpLPnj1jsMrYY2xl9yrA1dTannXCT3VwcHA0Nzfz8fG1Njd8/vR65dqdY9Cpr6/vp0+f9PT0zp8/P2iuHBsbmwcPHvzzzz9jYNi4ADu24YBEIk1X25uutv+cEn/v4h42Ts5VNvtFxBnK6dXa3MDOwT2RZbQyMjJCQkJ4eHi+f//++fPn7Oxsxh+RfxoXFxdDQ8OVK1eOvCkUChUaGgoA6FM0knG4ubmrqqrExQcKcF1uvuXOpd20ju3SpUshISHnzp07c+ZMdXU1MzMzJyenv79/XFxcVFSUrs6C/OzklrYOxwOn1TXot/B///6dn5/fycmpz77q6uouX77c0tJibW3NoOYIBwfHpUuXGCk5jjAxoUxWbYsJ8bS02TeR//sAAFasWPHo0aO1a1alvgu12LBnDLasnTp1SlxcnPGFWz09PX9//4aGBkFBwadPn6akpEChxX/UyLFkQv8+Jj5qWgbHLnuvstkfEnD3+im71MS+xddpCXt2f9nKDWNg27Bpa2vLzMwsKipKS0u7e/fuxPFqBw4cyMrKGhWvRgsPD09AQMCwJyS3bds2aKQGCo1GAAStvJaKigrkS2xsbNTU1Hbu3CkpKfm9qHCmGJe+1py41zEI9uk+gdF0Xi0pKWnz5s2fP3+G4j9709DQcPz4cWtrayMjo/Pnzw/viiYsbOxcukZr3oQPLe5m7GFnZ9+6xdb7/qWVa3agUMx/ujscDtfR0THwfHhvoByB9vb2HR0dHR0dU8mrAdixjQoi4jP3HL976NzDmsrSqydsfR844bCt/RWur61UmDtRXEWfGBgYJCQkHDx4UFhYWE1NbbzN+Zf29vahBhMywqpVqwwNDZ8/f56enj6M6nJycnV1dYPOZyqpL4sIekR3sKamZtu2bUVFRdqa8w0XKcpKcJ91uj5/kdnP2tbdu/8jVkkmk8PDwx8/fuzu7n7ixAlqYjk6vL299+/fLyIiMnv27J6enqm3b4lfSFRmjgojb5DjSHc3MSHSV1hKlWWIixTDIyIios+0DwODxWJ7enosLS1TU1MHjeyddEwpLz2+oNBo680HAAAFOaked45TSOTFxqvVtAxoy0wiGa3MzMwJtd+lqampra1t2bJlAABJSUlBQUEkEpmbm7tz504zM7MRNi4oKOjg4BAYGCgsLCwpKTnU6mvXrvXw8Bg4ivreQ38h1taIt19o17H4+Hh3bF3NgUGWfs81NNu8YjUGACAGQGRkJJT7m8q1a9e6urru3r078Jv14sWLHzx4cOHChTdv3pw+fXrPnj0LFiyY4BN3Q2WWnHJDfc33/MzZihMxXwGZTI4Keqi3wuZl6EApRkeRqqqqYUxjiImJdXZ2BgcHP3jwYOpFkcCObfSRV14or7wQj8eFBz54GxEgJDLdYoMjv6AYACA21HvNlsmxieT06dMDSNePPR4eHhoaGkuXLv39+3dkZGRNTQ0HB4ejo+MozkzKy8s3NjYOw7Hp6uoGBQWtXbuWg4Pj9+/fLi4u0tLStAW+fPnS1NQkOZuno6OjtbX10aNH66zNvmZ+BAAs0zeZLilL1yCdV2tsbMzIyGAkXnHhwoUzZ848duzYP//88+TJEyEhobq6OjExsaFe0QRHc4lpTIgnFw+/yPRBoiTGGAqFHPnCfbGBNS+/MJlMJhKJYxB41draqqSkNNRa79+/V1FRmapB/7Bj+1OwsXGs3/YPAOBH4ZeAx1cJHR0KKtoduHZhkT5Cuicg0ChkvK34l9mzZ1dUVED/gfX0RrSPsD8qKyuhcPmhgkKhoHuVkJCgqqp66tQpEolkbm5uZWUFFcjLy2NhYWkjsooLUF4FPvrxNbFWU8nYaisz8+BPPSKRePbsWSi9HCMICwu7urru2bNHXV39169fU8+rQRhb2r0KuGdsuZWdY6IkBKdQKNEvPTUWm/ALiQIATE1Ng4ODbWz+bF4qLBZbW1s71BWy5ubmsLCwPpO/Tw2m1BzFxERmjsq+k65HLnrW15a3NtbdOrcj7UP0eBs1OC0tLa9evRpvK/7Fysrq+/fv0dH93rrU1NT+TjHCy5cvq6urRygcrKenx8vL6+bm9vDhw6ioqJKS/wmNrl27+vql4ysMdNCAZLnOzjMgduESE0a8GgDgwIED69evH1JoABcXl5+fX0dHR1lZ2ZkzZ+zt7Y8fP47HT2I14d4gkUhTa/vYEK+eniGLk/0hXr/yVlZfOk3sf4PI6dOnc3Bw5Of/2eQ7v3//Hqo0AZlMPnjw4KlTp/6QSRMBeMQ2RiCRyObG+vMuwWQAXod6XT9lx8LKtsTAWllDd7xN65vDhw8PnJNl7Fm0aJGLi4uRkVHv99OmpqYLFy68fv162I03NjY6OjqOzMB/QSKRx48fv3XrJr61ztRIl4OLe96Cxeo6xl0EXHV5MQ+v4OBN/D/QJu5h2PDPP/+wsLC8efNm9+7dAgICBw4cmFBD8JGDYWVfarI+NtR7xQTIkhEX7jtnrub0GTK0B83NzX18fNLS0np6eoyMjIYxyz0onJycQ10yOHz4sKWl5VDd4eQCdmxjBIlIRCCQkIyW1cb9AIDW5oaYl55x4b4YNvYJ6OEYz6UyZrx79+7t2/8kVm5qanJzcztz5kxrayuBQLhy5cqJEyeG1zg/P/+g29EYpLubWPQ1/WdpgdHieaxchs+CwqnBnGZrHX3dLiiqajPe2pIlS548ebJz5yCbfG/fvt3S0nLx4kXagwcOHJCUlAwJCSGTyQICAkO9kIkPv6CIwryFyQmvdPQsx9GM+Mins2TnSkor9D61detWAACZTHZzcxs0LfswqKmp6Z3LdACampoIBMLy5VNc+Qh2bGNETKiXmo4R7REePsENDicAAK3NDbGvvN9E+DGjWdQXGS/UNUUi4e+FHhKJxMzMnJ2draqqWl5enpCQUFNT09LSkpmZGR8fj0QieXl5Fy1aNOz2LSws3NzchroZiJZOPK4gN622sgSFRsvP1TRd7QBlawsJfw3thAUA8PAJdnbi6OS1epOYmHjjxg0JCYnjx48vX7788OHD2traAwcI4HC4nJycmpoaukU1CwsLZmZmQUFBdXX1YV/aREZKVqmpoTb/yydFlSG8Lowi72ICJWcpSM9RGaAMEonsb4fGCMHj8czMQ9gqd/bsWWtr6z9hyYQCfoCOEYVfM45e8urzFA+fIBRmgsdh30QF3Dq3EwAwW2H+MpP1HFw8Y2nkRCYgIKCwsPDmzZtdXV2/f//m5eXl5OQkEolXr16tqanx9/cf4YogMzPzokWLEhMTdXV1h1SxqaHuW04KtrUJw8ouP09z/sL/JEJraWnp6uqijXJUUtb+8DpoqUm/WbMJBMLjx48vXbrEz8//zz//BAYGWltbnzx5MjJyoM1bZ8+ePXv2bJ8xkLW1tRNw/D2KLNA2igv35RcQYVD9ZxRJig+ZPkOGEXVmAQGB2tpaUVHR0TUgLi5u06ZNjJfv7OycaCLXfwLYsY0Frc0NbOycg24nYuPgsljnCAAgk0mpidFed08RuwjcvALaBpYTfE/3GKCvr//ly5fOzs5Zs2aZmZnRquGNViJKVVVVDw8PRhwbqZtY+v1rWXEuuaeHX0hURX1pf9kj79+/r639n5GEkbntnUu7B3Bsq1atIpPJOTk5eXl5qqqqkZGR8fHx/Pz80GgVAPDt27fw8PAjR47QhZL3J7L1N2BotumVv6uh+WYOrrHLG54YFyQiJiWrwNB2Ok1NzcTExDVr1gxcrLu7Ozo6moODY8aMGcLCwgOvc5eXlw811n/WrFnR0dFT+0UHwI5tbBiqjBYSidJeZq69zBwAUFNZ8i7meXTQYwQCISWjuMRg1d+Zd1tMTExDQ4NEIvV+NCCRyLVr145KLwOETVMolLrqsuKCLBy2lQmFkp6tbGhuy8TUR/n09PR3796dOHGipqYmIyOjs7PzP138v7wWG0ffzywo8nPbtm0EAkFaWvr+/ftEIvHo0aMPHz7csGGDkpLSo0ePhIWF4+PjocfTjx8/cnNzZWVl2dnZ0Wi0mJgY9RUqKyursbGxvr7++vXrVlZWUlJSvdN0TQ0QCOTKtTsjXzw0W+eIYizcdIR8jA8REZvJ+CZxISEhHA7X0tIyQOQtFov19PSE3mx+/vyZnZ2NxWIRCAQCgVBUVFRQUKDbSX337t0DBw4MyewTJ07Y2dnBjg1mFBiJjJaYhPSmnacBAGQyOSstIfjp3Y72ViSSSWaOsraeBb/gGGV4GjYUCqWhoUFISAgAMGv2PKYRSNLJycmFh4cDAKhLVqNO78Hfr9qK0sKc1pYGAIDIdKkFWoYcnDx91v3y5Utubm56ejqBQMDhcG1tbXv37kWj0S0tLXQltQ0sYkK9IZ2a/rCysvLz82NmZvbx8dm1a1d9fb2Xl9eFCxciIiJERUXXr1/v4eFhamoaHh7e0tKirKyMx+Pr6upIJFJISMjChQs1NDTS09Pr6uo0NDSWLFlCoVBSU1PDwsLWrFkjISEx7PszkWFGsywzXR8T4mm2btef7ishOkBcSk5Wfv6Qaq1bt+7BgwcbNmzo6elJSkrC4/FqamrKysrQ2aqqqpcvXzo4OEDei3ZOoru7Gxqmd3R0oNHodevWYTAYAEBNTc306UNTMkIikVCSIyotLS3c3BNaln0YwI7tj1PyPVdAeBQ2ySKRSDUtA0iji0Qkfk6Je+Fzs6O9DYlAis+UVdcxkZSWH3kvI4dCoZw4ceLjx4+bNm1ydHTs6uo6d+7cjx8/jhw5YmJll5eX5+npqaWl1dra6urqmpmZicFgzp8/P3/+/EE1RFRUVK5evZqYmHj58uW4uDjqf0UymVxSUiIrS6/fMQzIZHJPD6m64kd5SV5HexsCgRCcJq6oqs09YIB+enq6s7OzuLi4lpaWpqamnZ3dixcv1q9fj8FglJSUIKdOi+Yik2uxwQM02NDQ8OjRo+DgYABAeXm5qKgoFFxHG/SIxWLj4uLY2NioaW6opKWleXl5TZs2zcLCgnpw2bJlqqqq8fHxU9WxAQB4+ISUNZZ9iAteYrT6z/XyNtJfYtacoXo1AAAbG9v+/fsjIyM5ODhMTEx4eHhiYmKam5uXLVtGJBJfvHhx8ODBPofUzMzMysrKkAt88eJFTU0NFKyPwWDa29uHui2HjY3tyZMnzMzMlZWVdXV1OTk5T58+7TMX4OQFdmx/nNevvPtMeTwSUGj0Qt2VC3VXAgDIZNLXz8nvYp83/a4FFAo7F88cRbX5WvpcPOMT3u3r69vU1BQbG7tnzx5bW9s7d+5gMBgXFxdra+vv378HBgY6OTmdOnVKTk6upaXl8uXLFy9e7Orq6i/hLx27d+8+fvz47du3Ia9GIpHc3d2joqIEBAQCAgKGbXNz46/KssLK8uLfFTnxEU+nz5BR0zZiUNLi4sWLb968kZKSIhKJSUlJAIDCwsK2tjZZWdk7d+7cuXOHSCT2rsXBzVNXUy4i1ociVGpq6rFjx6gZA+7fv3/kyJHexTo6OnA43KpVq3qf0tTU7DMnAycnZ2trKyMXNXmRkJJrbvj1Jf2disayUW+cQqHEhT2ZragmJTPMlOtoNJr2KzM1NY2Li/Pw8MBiscuXLx94ori7u/vOnTuLFi2aNWtWaWnphw8feHl5L1++7ObmNiQbbt265e/vj0ajzczMPnz4oKioOMW8GoAd2xjQgcX+URktJBKlrKFL3QbX1FD3Ofm17wOnrq5OAAA7F4+s/HxltSVjNmmZnJyMxWJtbW03btzIxsaWnp5+6tQpJSUlSUnJsrIyOzs7JyenlStX/vjx48CBA35+fhs2MLr6mJmZeevWrSNHjqio/C+0euPGjXV1dby8vEPyahQKpamhtrqiuK6mnEImAwB4+YXZOAWKK7G7jzoPVXxESUlJV1d35syZUDhiU1NTQ0ODnJwcAKC8vPzr169tbW29MzquXG0fFexhf6APVfWFCxfKyMjw8/PX1dWdO3dOXl5+5sw+gv3QaPRQAziZmJgoFEpERIS+vv4fij6fCCir676N9P9ZWjhj1pxRbJZCobx+5SM/T3PGrNGcGjEyMhq80P8bQF17mzVrlo2NjYGBwe3bt4faIxKJ3Lx5c01NzcuXL9PS0qaksBbs2P4sqe+jZeSVx7JHfkERY8utxpZboY8N9TU56QnPva8TOjoAAAgkQkR8psxsZXnlhf0FL4yQ2tpaeXn5nTt3rl69eunSpXg8HloP4+XlxePxc+bMuXXrFgDgx48fGAzG1dXV0dGRwZRvTExMv379SktLg5a+Q0JCfv36tXfvXrpd271pb2uuqyn/VVOBw7YA8H/snXkgVN///+8sxhhj37LvlJBQCWmTNSGtlKwVon2vd/u+IyVLKJEQIRRRFJUsZctaIdkZY4wxy++P+/nNe76DMcbe2+Mvc+fcc89g7uuec16v5xOAQKACQqLiUgpqWkuo2R8hISFeu3ePSLI2IiIiPz+/vb29trb28uXLYGATEBAAC2ZbWlpOnz59584dERGRgedKyam0N/8ZqmcFBYUTJ040NzdfunRp3rx5g7Y5fvz4sWPH/P3prXAYs3jxYrBYePv27VNNWWYMWbnaLj7iLp+AMDfvCIqXGUAmkRKi/Bfqm0x8RQEVBAJx4MCB7u5uXl5e8AgKhWJSJdLT0xMKhd65cwd8mZSU9PTpUxsbm+3bt/9lu2sgM4FtfPmQ+cLj8I1JHICQiPiqNfar1tiDL4lE4vfSvO/fPue8TSIQ+gAKBYBAuHj4JGQUZBVUZZXUkaN2kBIXF9fR0VFQUBAXF+/o6NDS0iotLZWRkamurlZWVqZrvGzZMnl5+YiICGbUh+fMmcPGxobBYA4ePKiqqvr+/fu5c+cuXryYVi4E14NpbWpobW5obf5NIhIpFDIEgHDzCoiISWstNmSwujhSIfagoKCYmBhra+vMzMxHjx7RVY8RiURQYn/QqAYiKiVXnP9+UBWSY8eOkclkfX391tbWoU5XUFBQU1N78eLFiFx7wNRweXn50NBQHR0dLS1GG0UEAiEjIwOHw+no6IiIiBAIBDBnYeoDgUDM12+PC/ex3OyBYB/tmInE/oSn9/VXWgnNmuSEZBgMRo1qAAAEBwebmJgMe9aVK1e0tLSo2bk1NTWRkZEPHjz4K0MayExgG0eIBAIAAKCM1hQBDofPVdehS9FsavxZVVZY+Pntq/hHRCIRoFAAAAADnrCYtIiIlLisvJiYHJy5+/6ePXs8PDwePnwoIyOjoKBgZ2e3adOmU6dOGRkZsbGxkUgkuvbXrl2bM4epJSMkEpmdne3s7Nze1kLux7X8rlmit6isILO/D/+y/hsEgAAQCIqTS0BYTFxKUV3LgEHad0FBwZ07d0JCQsCXZDJ50GK4oqKigICAzs5OFAq1ZcsWAwMD6lvOzs5bt269f/8+da5Gy7lz57Zv305dMh2UNRvcQ+/+M5S81o8fPygUCmOJr717927dupUFOzo0Gu3h4REaGsrNza2oqDhom+/fv6emppqZmfHw8GRnZ7e0tLS3t+/fv39EOheTCBsbwsTaMSn6gZWtJygBwxp9fb0JT+8brrbj5adPApp0vn//rqysPKyQjbS09L1797i4uDZs2CAgIHD27NkrV66Ap7S1tX379s3AwOAvC3IzgW0cGSijNTUREZUWEZXWA+iT6xrqahp+VPz5/aOs+GNnRzMAABQimQJQIBAoBAJQKAA7kgPNxcPJxcvNw8+J5uJAcXHzCMjLzc7MzOzq6uLh4QEAQE1NraCgAIPB0GkVUnXz+Pn5m5qaAADo7mrvxWF7e3v6enH43h48Hofr6cb1dJP6+wEAACAQCBRCIZGhfX/s1llGPo0WEhLa4rCDl1+YhUdyeXn52tpa6ksoFEokEikUCu0d8NWrV76+vmFhYXx8fD9+/AgNDaUNbAAAIBAILy+vgZ1nZ2d3dHQMuwHGyy+A78WRycRBFdTk5ORevHghJCTU1tZ28uTJq1evDnSDhEKh+vr6I520UbG3t799+/bevXvxeDyBQOjv7w8PD+fk5IRCodu2bQNrwMH7nbW1NQAAtbW1r1+/NjMzY+FakwIXD/8CPZM3L5+sNGfROwbXg3kZE2Ri7ThUjcfksm/fvt27d8vKymprMyqn27Rpk7Ky8u/fv8FFcgqFAv4QGhr64cMHNTW1yMhITk5OU1PTFStW/B0RbiawjSMMZLSmBeKScuIMdxQwna3trU2dHW3YrtYeLPbP71/4vl4ONFpCWgmMaiAIBIIa1bo6WvkFRQAAwHS20e1//Kot78X1IBDsCHYkD7/QLBSag4MTheamK4J+nvqxuKpFQn5eZWXlNqcdZ86cYUEF8dq1a0JCQrSqx9ra2vn5+bRLc1JSUqqqquBa4vfv38GMR8Z0dXVFRkbm5OQ8evSImWGoauq/TYkeSoVESEiopqbm2LFj9vb2Li4uurq627dvp1sM5OPjY9noHAKBcHNzR0RE1NfXCwoK/vr16+DBgygUKjIy8t69e6tXr6a7x4mLiz979mzFihXTZUESAAAJGaX21j9fctLopM6Yoauj5fWLR6s37EBycI7H2EbP3bt3Y2NjmZG3nj9/PnX9YNGiRXv37iUSifLy8tRFi8bGxsjIyNjYWBgMRiaTIRDIpk1DiuNMfWYC23jR1tLIgUb/HY8/Q8HNK8igqKCzs7Ovr492k6m64quUjPL/P5d+V3+uhi4zF21tba2vr9fU1ITBYDt37mRN29fJyencuXM3b968desWeGTRokXBwcHUwNbY2Pj169eOjo62tjYBAQFzc/PHjx9TTw8MDJSXl1++fDn1CBaLtba2xuPxKBRqz549TG7pG6/Zeuus21CB7du3b+fPn/fx8eHh4Vm5cmVCQsLOnTuVlJSOHTtGbZOamspCXhwIBoMBFTL5+flpkyQ3bdpUW1tLWyAMgkAg7O3t/fz87OzsGOwdTjXUtQ0yU57+qCoZVH1/KJp+/8xOf2652YMNwT5860kCCoWyYNrg7u5eUVHBwcFBu9AtKiq6d+9e6ksCgXDgwIGOTnptgenC33zbnVziI++tXD2+5rlTHF5eXrrb38uYoD5871DtmQSBQHBzc2/YsOGff/6xtLS8d+/eixcvWBiboKCgjIzM8ePHwQUZULiI2uDSpUt4PL6hoeHatWsAAEChUOpKIJFITEtLe/fuHW2HaDQ6JCQkIyPDxsZmWMtTDAZTVFQEAAAcgYBCYTjs4FOuM2fO+Pn5Uee+FhYW/v7+3NzcFy5cAI9kZmYKCgqynLifn5+vo6MjISExsIeBUQ1k1qxZ9vb2ubm5rF1xslhmsrGk8ENHWxOT7X9UleS9T7W285rKUQ2ENaFUJSUlxtu3CATC29sbPphi3LRgJrCNFy2NdTPKxePBsmXLtm3bNnfu3NmzZ/v4+ERHR69YMeJS3OTk5MWLFx86dMjOzu7Vq1dHjx6tqqqigFkzAJCQkFBbW+vq6nr16lVQvIPWfjogIGDr1q319fV0fYqLi8Ph8MrKSsaVeZ2dnZs2bQoMDARfLlm1NilmkPXqpqYmKSmpgftqrq6uCARix44dTk5OUVFR//zzz8g+OQ3V1dWDVsgxBgaDMVlNP6UwttyWlhjehx/eRrw4P7vs20fz9VM9D55IJOJwuHEdJNe0LQiZ0n+56UvV9yLBWSPTcJuBSRoaGhQVFfF4/NGjR2NjY2/evDnw7j8Uvr6+bm5uDQ0NcXFxq1evBgBgzpw5aDTa0dExPDycanCMxWJBDYh58+bp6Oi8f//eycmJmidSUlKyZs0aLBY76CVOnTrFYG2wpqZm8+bNvb29VOO3hUtMaiuLB7bMy8tTUFAYtBMvLy9vb+979+7dunVrRCUKtPT29v7+/bsfTMwZCXx8fA0NDQ8fPoyMjKSN91McOBvC3MYlIcqf8RQn920Srqfb1NppwgbGMuHh4SIiIiO1z/6PMBPYxoWU58FrNg5jefzXgMPhDh8+TCQSJ0auiUAgoNFoT0/PDRs2zJ49e6j65UGxsLD48ePHgQMHLl68CIZDJBIZGBiYk5Nz6tSplStXgs02btzIzc0NSjwcPXrU29s7KCgIFBMBefTo0VDTRDQaPZQwEh6PP3z48IEDB6SkpGiDFpqbt7Ghlq4xFxdXd3c38x+NeomUlBTq1HNQcDhcQEDAkydPnJ2dOTg4RnoJAAC8vLzs7e1lZWWzsrIYX2tKgUJz6xtapyU+HvRdCoWSnvSEm4d/4ZJp4C5dUFCQmZnZ0dExrVM8xo+ZwDYu4Lq7hcZC+HhagEQiy8rKNm3aZGRkVF5ePt6Xmzdv3uHDhw0NDXV0dEa0JlZVVfXPP/+Eh4fHxsbOnftvHgEcDkcgELRdQaFQTU3Nr1+/Xr16lY2Nbd26dbTJIBAIJC8vb/PmzUNdCKwiH3g8PDzc2tpaWFhYVPT/yJutXuec+OwBXWN9ff2qqirmPx3Io0ePeHl57969m5ub++jRowcPHgQFBeXm5tLGyE+fPi1btszZ2Xk0ppcwGGz+/PkEAuH27dsD7QumLLPEZCSklT6/T6U7TuwnvIi8pzxXW0Vj8aQMbERUVFRcvHhRVVU1ODg4Ojp6soczFZmue4NTmfdv4plx1P078PPzA1fqKisrw8LCJkCB0N7e3t7evqam5uTJk11dXQcOHCASibdv3x72xB8/fvDz89MFFZAFCxbEx8dT1WmJRGJubm5BQcGGDRsGda5ivLHR29vb1dU1ULDqw4cPN2/eRCKR9fX1tEW1g8prjXTvhEwmJycni4iI6OjoqKio1NXVrV+/HolEkkik0tLSFy9edHd3g6V1eXl5dN6nrIFAICwsLHA4XHR0NAQC6e/v7+/v37x58xRX6lKZp5OVFltZmk/9kuJ6MC+jA1eutuMTmB6pnnx8fHPmzOnr6wMYOgj+l5n5pYw9OZmJu47cmuxRTBC5ubnKysqhoaFXrlyZSF3dyMhIRUXFjo6OgoKCqKioYdsTicRHjx5RUzbosLOz27NnDzWwgVn7qqqqg0Y1CATS19fHYGMPNPwceJxCoYAVYGpqaleuXDl69Cj1rYHyWhgMZtjYRqFQqqqq3r9/TyQS8Xj8qlWrQNEybm5u6pQUBoOpqampqakRCIQPHz50dXVJS0uPoXoICoWyt/+fYFtra+urV68EBATAuaaYmNjUNLRcYrg26dkDXgFhIRGJlj91717HTOVitYEICQmdPXt2587/ymYHC8wEtjGGQMADU0xGa1xpaWnp7u7u7+9/9uzZ8ePHJ/LSioqKzBtnHzhwYPfu3UNFIxQK1dfXd/36ddAgBo1GM5Y8Z7wEamlpGRISMlDRn4+Pr6KiQklJqamp6eDBg7RvDZTXCg0NNTUdfLOHQqGkp6djsdjfv3/Pnj17w4YNzDxSUN0Ahoruo0dQULC5uVlWVtbV1RUAgPj4+MDAQAQCsXXr1tGIWo0HJmudnj/2nquhV11RZGW7a1An9CmOhobGnTt3qFlIM9Ays8c2xryMfTgtNp/HClVVVTExse7u7gmOampqah8/fmSycXp6uqCg4OLFjLZPQkNDa2pqmOkNi8Uylt5Yvnx5UVHRwHQ1MzOz6Ojotra2379/0zmA8/IL9OF7aRP2FBUV6cZDoVDKysrCwsLu3bsnJiYmJSXl7u6+YsWKkU6UCQRCRERERkbGiM5iEnd3d2qRu6WlpYuLC5FIZCDlPFnAYHARMZn0pHAzG5fpGNUAANi5c+eXL19Yq2P765kJbGPM96+f9FdaTfYoRktpaWlBQQHtkdevXx8+fLi1tbWlpQUAABwOl5ubGxYWBgAAPz9/QEDABI/QwsLi8+fPFRUVzDR+/PjxqVOnhm3Gy8v77du3YZvNmTMHLBVggIKCQnV19evXr6lGIQAArFy5srGx8cSJE87OzgO3RubO13ub8u+aqqGhYUlJCfUlDoe7detWS0vL+vXr3d3dVVRUNDVZ3Mddv379vHnzhipXGHP6+/vpovikQyaTU+ND+QRFNrscef0ibLKHwzoGBga0gjgzUJkJbGNJR1sTiot7itd1MqalpWX//v0+Pj737t2jPR4eHm5oaLh79+5du3Y5OTkdPnz49evX7Ozszs7OP3/+lJCYhKK9O3fuBAQEnDx5knGzgwcP2tjYMLPHDip9DOtHfPDgQWphwFA0NjYqKyu/e/eOblrp6+tbUlJCK6RJxXjN1rycf43l4HA4HA4Hww8Wi71//76Li4uBgQFrCfq0tLS0pKWlDbQQGg+oWthTB1xP9/Nwb40Fy1Tn6wkIiynM1kh/+bStrW2yx8UKdnZ2mZmZkz2Kqci0nINPWZ4/ubvCfMgs8CkOkUiMjY2NjY3dt28f7VwBBAqFGhgY0Mnbg7Czs0+KHbOgoKC3t3dcXJyLi4uIiAgKhaJbDm1razt37tzChQupWSGMAbfWnJzGoDgXDoc3NTXhcDi6vSUCgTBr1qxBJ1tUeS2qAezq1asfPXrk5uYWFhbm4uIyVtmG2dnZg5oSjAexsbHDzm4nkubGX+9ex5jZOKM4uQEAIBAIPIIS7x8F53z8cuj4eZar3ScLKBQKg8E6OztpTdpmAGYC29gyrWW0rl271tjYOGvWLAAAUlJSnj59Ch7Py8vz8fEZSuDg0qVLKioqEzfKAVhZWVlZWZWWlp45c2b79u3Xr18HA0B0dPSLFy/27NnDeGttIJycnA8fPnR0dBzNqA4ePHjlyhUYDEYXjdBodHx8/FBnLV21NjE6YIPDfvClhYXFtm3bsrOz58+fP1ZRjUgk9vT0jElXQ9HV1RUREQEqxOvq6jJeh8zIyGhpaVmyZMmgZRhjS0nhh7ra74ZrHH3v3ufl5cXj8Xx8fGxsbHsOn0+KDrh57eI2px0TMIyxBYPBpKenM/no9t9hJrCNGdNdRguNRsvIyHh4eNjZ2bm5uVGPx8TEeHh4DBT4wOFwu3fvNjMzmwraByoqKhISEt3d3Xv27OHi4urt7dXT0wsPDx92BbKkpCQ8PPzixYvUIz4+Pk5OTuvXr2deqWsg4uLifX19vb29I1o51NY3fpPyf0oXlJSUEhISrly5wvJI6Hj8+PGGDRvGqrdBiYmJsbW1HTYS//jxIykpadGiRVpaWq9evcLj8ba2tuO0jE+hUFLiQkvLq/hE5IKDg3fs2MHFxUV7rY0Oe6PDbr1MeuHssmM8BjB+SEhIMDZj+28yE9jGjOTY4E0OByZ7FKyzYcOGLVu2YLFYfn7+JUuWUI/39fUNzLyqra09ffr00aNHR6RoNa7cuHFjpKcUFRUdPHhQV5feLsfBwcHd3d3Pz280sY1CoTAudxsUFCdXQ10N1Qbv8OHDLi4uLI9hIGQyeaDf99giKCjY2dnJOLAVFBSUlpaCgs4AAKxbt+7Hjx/+/v4IBGLu3Lk6OqwvezQ2Nra0tCgoKFCXx5NfJuZlJQiIKu70OsrJOXixGhQKXbPR7eqZ3USiExw+PSzCQQgEAh8f32SPYsoxjdMcphq92G4hUUZOEFOco0ePwmAwGRmZBw8eUDcbvLy8mpqazp07R9uypKTk3Llzd+/enTpRjQWOHDny5MmTs2fPNjY20r1lYGBgZWXFjJoJAwgEAg8Pz0hzPdZs3P4y5t8UUzgczs/PX11dPZqR0AKFQsdbNnfZsmWZmZkPHjwoKysbtAGJRMrKyrKzs6Pd05KRkXFzc3N0dHzz5g2BQGDt0mQyGZRmDgkJiY+Pr6urq/peXJafbmbj7O51YKioBtLe0Smvsjjl+UPWLj1ZLFq0CMxJjo+P379///79+/fs2RMbGwu+S5uU+59iZsY2NuRkJiiozJ/sUbDI7t27sVjs8uXL1dXV582bh8Fg4HA46KSsrKzs4uJCN2P7+vUrNzc36C4/TWlsbOzq6gJD14MHDwAAyM/P9/HxCQgIAFcvN2/evG3bNtBllIX+sVgsgUCQkZEBqyOYZ6C81sGDB/fv308d2CgxNjZOSkoa1y0Zbm5ue3t7Mpl8+/ZtZWVl2hW/379/Jycn9/f3r1+/ftBz8/LylJWV6ZI4ent7kUgkMyXe4eHhq1evVlRU1NHRaWhoeJX4tL3lt4Sijvq84b+bb9++5eYTqiwrfHj/quPOQ8O2nyKsX7/++PHj9vb26urqHh4eCAQCCoU+e/bMzs7OxsYmKiqKi4trTPKhphczM7ax4f2bF2bWo0o3mET6+/vxeHx3d/e8efPCwsK2bNni7u4OAEBGRgaolkS389Hb28vDw0MkEpOSkqZptvH9+/epQlAiIiKlpaVPnjzh4OCgDR5nz56lVb0aEdnZ2YqKimQymQVfGFFJ2eL89/++FBXV0tKiUyphGRERkUEFmsccKBS6fv36q1ev0j4VvXjxYtu2bTt37hwqR0NDQ4NAIGRnZ1OPVFZW3r9//86dOzdv3hw4t6YlOztbVlZWUVERAAAisf9rbsqiRYv3n7i+ceNGZiTENm7cqK6u3g+wS0pKFxe8H7b91OHChQsBAQGenp7i4uJCQkICAgI7d+4MDAz8/v07GxtbYGDgNHIXGitmZmxjAJFAgECg01dGy8PDg4uLS0pKysfH58OHDxEREaBJfF9fX0hIyPbt2+naP3/+XFFR0dXVVVNTE4vFPnr0iEKhgF4tJBKJSCSCQkqT8EmYg0wm19bWUnPu29vbxcTErl+/TtdMWlp69erV586dG7ZUbiBtbW1z585NSUlhQZVxzUa3UL8ztPJaYmJiUVFRHz9+XLRo0Uh7owMKhWKx2NbWVkFBwVF2NSySkpJr1qx5/fq1sbExeERUVLS1tRXMvB0UBAKxefPm8PDw/v5+CoXy48cPGAy2Z88eAoHQ29sbGhpqZmYGhi46Ojs7S0tLwf/VzvbmtITHy003CQiPwL4ACoVKS0vz8PAYmm9MjQ8VEBITlRjcRnxaAIVC9+3bt2bNmv379x84cGDY6sy/jJnANgYkxgYtWmI82aNgnaNHj86dO/fSpUv9/f1iYmI9PT1kMrmurg6BQAyMagAAXLlyRVRUdKgt65SUlDt37ozVDGNsycrKevPmTUVFBW1mIJlMHqoMaP369X/+/Nm7d++tWyNTte7v70cgENzc3CzYlfHyC+FxPWQyEQr939dTSkqKn58/NjaWl5dXSUkJXJTr6+t79epVVVWVhYXFUJakA2lqaiovL3/y5Mn69esnILVdRUUlLy8vKirK2tqajY2tra2NmZJHOzs7b29vAwMDqukdOzs7Ozu7p6dnTExMU1OTvr4+AACNjY3JyclEIhGDwUhISMyfPx8AgOKC93U15Va2u+BsrDxaiYuL3717l0QitrU8W7NxO5qLl4VOpg4KCgqgYidYfzKttSNGxExgGwO+f/205nzQZI+CdYhEIj8/PwAA+/bty83NvXDhAhsbm7+/f2NjY3V1tby8PF17xoVrMjIyb968GcfhssSnT5/u3bsnICBAJpPd3d1pM6RJJBKDEz09PaOionbu3Llnzx5ar1HGdHd3KygoXL9+nTUpP1VN/bcp0cvN/ldHUVpaCoPBvn//Xl1dnZOT09/fD4PBKBSKkZGRiYnJ69evX716Ba4eMwaHw4WGhq5YseL3798TVlNvb29fVFR04cIFcXFx5gvyBi0hB5c3b968OWfOHAEBgWfPnrm6ulLTc8gkUkZyJA+fkKmNM8ujBcvJ8Xj8tatXQvwu7dx3jrUAOaVwcXFJTk52cnIKDg7+j8S2mcA2Wqa7jBaRSBQREaHm9+vo6CQkJJSUlGhpaeXm5sbHx+/bt29EHV6+fNnf338cRjoqvL29wdwQXl7ekJAQ2sA2lOE1lQ0bNmhra58+fXpYScyGhoabN2/icDgcDrdv3z6W/yuM12y9dc6dGti+fv1qYGAgLi7e3t7u4OBA19jMzIyxFwFIX19fbGyshYXFnDlzWBsVa6SkpLS1tR09epSdnX1MOnRxcXn9+nVDQ4OWlhY1qrU1/36THLlihMuPQ4FEInfsdIuMeJTy/OHqDdOssm1QTE1NiUTi0aNHnZ2dm5qaFi9e/Hcbuf3Nn21imNYyWgAAmJmZOTk5USuH3rx5g8fjNTU14+PjVVVVB9XQYkBCQoKent5Us5rMzMycPXs2CoX6/v372bNn8/LyaN9lJt0uJiaGQbI4BoM5evQohULh5+cHFYpHOWA4AgGFQKnyWsXFxbt375aQkPD09NyyZcvA9hAIhEQiMY7QiYmJampqExzVYmNjKRSKnZ3dGPbJzc1Nl9WZn5ve3PjL2s5zDEvQhIWFZWQVZwnzZKZGLTMe35L2icHCwgKLxT558oSNjc3X11dXV5eTk1NaWlpWVlZOTm76PpoPykxgGy3TWkYLAIBXr17RvkSj0UQi8dixYyEhIV+/fh2pqEF6evrZs2fHdIBjQHp6urW1dXl5eXV19aFDh+gSW/j4+GJjY2fPnl1QULB58+ZBv+FoNFpaWnqo/jMzM6FQKFg2MFYsWbU2KSZo/ba937596+npCQwMbG9vV1JSGrSxoqJiaWmpmpoagw5ZLg5jmaqqKjQabWRkNH6X6MPjXr94JD97nsk45CQvW7YsKipKW13h25csNa0lw58w5dm8+X+P4GQyOS4ujo2Nrays7PXr1x0dHRAIhEKhzJo1y9LSsqmpKScnx9zcHABGvEM8RZgJbKOi6nvBtJbRGsjChQsXLlxIJBITExMvXLgwonNxOByBQJhqHiUAADg6Op48eZKHh4eHh2fgqt3p06e9vb2/fPnCycl548aNgWkv+fn5ERERVJsxOl68eJGRkTG2+iAAACxcYpKW+GTfvn0tLS0BAQFsbGzc3NxD/W51dXXPnDmTnJyMQCDQaLSSkpK+vj5thH716pWIiMgEF9SXlZUtXLhw/Pr/VVOW9/6VkaU9mntcpDe4ubkxGMzc+XqZKZHcvILS8hM62R1XoFDo2rVrBx4vLy9//vy5gIAABAJRU1ObtnFtJrCNjuTYkGkto0XHy5cv+fn5yWTyoUOH7O3tFRQUsFhsZGQkk3ft27dvTwXdyIGcO3cOhUJhsVhhYeGB70Kh0D179gAAUFBQkJqaSvcuFostLCyUkJAYSqU+ISEhJCRkPFZyftQ1bHDYuGSpIYM2WCw2MzPz169f2trapqamcDicQqEUFxeHhIQ4OTm1tbXFxMQQiUR5eXlqhuGE0dLSIiIiMh49UyiUDxkvCH146y2eEMh4raFFR0dramqysbEZrt4SH3GXT0CYm3caixIww+zZs8Hazezs7PLy8skeDuvMBLZRMd1ltOjw9/e3tLRMTU1lZ2c3MDAoLy/fvXu3np7e8GcCQFFRUWtr66pVq8Z7kCyAQCC8vb2xWOxQwvZgNWtTU9PNmzdpj+PxeFdXV3Nzc15e3ps3b4qLi8vK0tc2sbOzj9P+hKjc/Jw3Me2dPd3d3XRbazgc7v3791VVVZycnMuXL6cNuuCz9rdv3/z9/WEwmJ2dHWMpqfGDmZ0/Fmhracx4GaG30nr86szweHxoaKiOjg44x4VAIObrXOMi7lpt9mBDjE0KzBRHR0cHtBGepswENtaZ1jJagxIfH9/Q0PDy5ctly5bt2rVLWVlZUFDwyJEjzJw70Jt0SkEkEtFo9FCSxIWFhe7u7lJSUrQCWo2NjRcvXnR1ddXT02tpaVm6dOmpU6dOnDhBt9EFgUBKS0vHw7tHXkk9Lcb39Ycqqv13T0/P+/fva2pqODg49PT0GDxGWFtb+/r6HjhwgJnUmHFCTEysoaFBSkpqDPv8lJXc2d5sNaZ5InSUlJSkp6fb2dnR/jOwIdhNrBwSn/lb2XpO4q90wiASiSxoC0wd/qpMmAnmw5uE6SujNRTFxcVIJNLZ2VlaWnrjxo2qqqqMNUTweHx6erqnp6eZmdlotPDHFUFBwR8/fjBoAIFApKSkaLWGvby83NzcFBQUQCXfLVu2vHnzJigoiG5KBwDAhQsXRmkrk5qa+vr164HJHbm5uX1kqPkq/blz57548cLf3z82NlZBQWHnzp3btm1jXJTNwcFhYWGRmJg4moGNEh0dnWfPno2Vgld3V3vsY29BEXEjy23jKsD/9u1bLy+vgRqhXDz8C/RM3ryMGL9LTx0KCwuntcT5TGBjEQIBTwEo01dGayjq6urY2dmvXLni5OQUEhICamsNxZMnT0xMTC5dumRra0tNuJqCqKio5ObmMmgAgUBqa2u9vLyoqnpdXV0bNmx4/fo1WJSNQqEqKiry8/MHhvne3l7Wip3JZPKVK1e2bt1aWlp6//59fX19Oj2UoqKirj6u5l/f0tLSFixYsGPHjq1bt8rJyTHZ/+zZs3t7e0tLS1kY2+jBYrEcHBzbt28fkxWtgo9vstJizde7yimpj743xjCot5OQURIUEc/PTR/vMUw6jY2N47Q/OjHMLEWyyMvYhzoGppM9irHHxcXFxcWFSCQ2NTVBoVAEArF//34vL69Bk92XLl1qbm5OIBA8PT2XLVs24YNllo0bN7q4uAxaAQYAgJWVlZaWlrq6OhQKRaFQfn5+eXl5enp6lpaWdXV1YMGDu7u7gIBAb28vAABEIhEOh1dUVNy4cYNCobCzs4OrtQUFBceOHZOUlNy5cydViHIocnNzvb29rayswLyV9evXHzhwgFopQSQSHR0dCQTC8cuXs18G2dhYU+W1RsSGDRuCg4PZ2NgG1VccP3Jycr5+/QqBQOBwOBaLHU1X2O7OtITHc9R1zGzGOO90UCgUCt3UubS0dPbs2dRt1HnaSzOSn/6oKpFRmDsB45ksDAwMMjIyJnsUrDMT2FhkustoMaCzs9PW1haNRi9cuNDGxkZTU/PMmTPHjh2jXfsCb+7i4uLXrl2rrKwcKhV+igCHwxk8hrOxsYHFbZmZmZ2dnfz8/CgUatu2bQAAgFEHj8dTKJTo6GgAAHJzcz09PWEwGAKBuH79Oq2UMAcHh6Ki4rFjx44cORISEsJgPGfPnu3s7Lx37x4SiQSPCAkJeXh4nDlzxsLCoqmp6c2bN83NzcbGxgsXLmxvKM1+/dzAeHCfl2FxcHDw8/Pj5eUd1zKMX79+QSAQSUlJEokUFRXFy8u7Y8cOAAA6OjpGIziSn5vWWFdjYu2I5Jig/JenT5+uXLmS+tLPz6+qqqqjo8PNzY1aurDcdGNSdAAvvxAv/yBJtn8HAgIC7e3tkz0K1pkJbKww3WW0hqKioiIiIqKsrKyrq0tRUbGmpoZMJtfX15NIpAcPHly9ehVs1tLSsnXrVnl5eRKJpK2tvX379s7OThwON2Hyg2NISEiIpaVldHR0Wlpaf38/HA6PiIj4/v37q1evqJXFSCRSV1fXzc3t3r171DyOgcyePVtWVvbYsWMLFixgcMUrV67w8PAcPnyY7vjChQvl5eWTk5OlpaVDQkKys7PBARia2/pe2c1yYINCodu3b/f19d21a9c4WS6QyeTY2FhhYWE0Gt3Q0GBqaiojIwO+xbK5M6azLT0pfK6Grvn6QWS4x4+uri5qclBmZmZZWdn169ezs7OTk5Npa/KMrRxeRPiZr3dlR06//3lmeP/+/cxS5H+O+Ag/ozVbJ3sUY8+ePXu0tLTq6upsbW2/fPnCzs4+d+5cJyenixcvcnBwkMlkMJYLCQmFh4c/e/asuLj406dP9fX1MjIyO3fuVFNT279//zSK93g8/u3btzw8PEpKSg8fPgQAICAgICwsbPfu3SdPnqSVzBAUFGQmF47xlmRbW9vJkyeFhYXBieBABAQEqOul1KvDEQgYFEaV12IB0AsmKipqqMVYliESiaWlpU1NTUZGRioqKhUVFXPmzKFGNdagUCifsl62t/4xW+fKzj4y//HRIysr+/XrV3V19UuXLr1580ZDQ4ObmzsiIoJOVgYOZzOytH8ZE2hlu2v8CunGm2/fvnV0dBCJRHZ29ra2NhgMtnz5cgqF8uzZM1FRUUtLy5SE6MkeI4vMBDZWaPr9S3nuyLSmpj4EAoGfn7++vl5ZWdnDw8PJyammpsbW1nbOnDkoFOrMmTO0jUEzQ9ojDg4OsbGxu3btmprOTwsWLHBzc3N2dqYVCQNrAEgkElUa39XVdfv27fb29h0dHefPn+/s7PTw8IDD4XFxcaNPggC9sJm3mKGyeNma5OcPbbbuZvnSoqKicDi8qalprB7De3t7Hz58yMbGJicnl5WVBe4yDqX4xTwtTfXvXkVr6xotMjAfi2GOmFWrVp04cYKDg6O8vFxLS+vGjRvp6el0PuAgaG6+xcss0hLDV1lM0Wfc3t7elJQUPT09Ol0CCoXy9evXvLw8KBS6ePFiTk5OLBaroKBAIBAiIiJgMNiaNWtAu4/py0xgGzFV34v+MhktEAQCcfbs2fPnzx84cKCmpgaNRvf19WVlZWloaGAwGAKBMOxC1tq1a3/9+hUaGgpuUE0pXFxc1q5de+vWradPn167dg08iEajKRSKjIxMUlKSufn/7qQwGCwyMtLX17ekpEROTu706dNXr15FIBCGhoZsbGwDpUmYpLGxEYVCsRDVAADQ1jPKTotl7bpU1qxZ8/TpU0dHFgtUqP8AOBwuNze3oqLCxsYGDJO0m1IsQyaRct8l9uJ6LDe5T6JTDAQC2bt3771795SVlc+cOUMmk4ODg729vQdtPEtctqOt6eO7pMkKwwzo6enx9/ffuHHj06dPPT09wYMkEunp06dYLLatrc3JyUlQUJCufN7ZmXXHnynFTGAbMcmxwX+NjFZ4eLihoSH1KV5OTg6UUjx58qSQkBAvL6++vv6XL1+2bNny4MGDXbt2Ddvhnj173N3dFRQUmNQrmUj4+fnPnTvn6uoKZr6AB+FwuIODw6FDh/Ly8oyMjMhkcm9vb1BQ0KZNm8CP0N/fTyQS6+rqODg46JYQ6+rqJCWZ1Z25evWqvb09y4NHcXE3NtSKirOutUEmkxk7zw0KBoP5+vVrYWEhHA5HoVB4PB6BQKSmpkZEjGU5V03F18KPGUtWrRWaNfk6Pg0NDcXFxZGRkQAA3L5929zcnEGB5hx1nay02JqKrxNQhzAs/f392dnZpaWlSCSSTCa7uLhwc3Orq6u/fPmyt7e3ra2tv79/9erV0tLSUVFRcDh8zEVhpg4zgW3E4Lox01dGq7GxMS8vr6mpKT09nZeXt729PT4+/saNG3Q36J8/f1IolDNnzvj5+R0+fDghIYF5/Qhvb++dO3dOwcAGws3NnZ+fDyYCYDCYP3/+PHv2TF1d3cjI6NWrVyQSSVRUlEKhgNn2srKy4uLiBw8e5OXljYiIoLWwKioqOnbsmKCgoJubG9X0Z1A+ffrk6+urqak5mopXEyun5NhgJ89zrJ1OJpMDAgKcnJyGbUkikfLy8srLywkEAoVCAe+M7u7uUCi0tbUVtAWnc40ZDTgs5k1y5CxxmbUDFlp37dolICBgZ2c3+hVO5vH29q6trX38+DGYsFpdXT2UuzqVJYZrE5894OETEhAad0dyxkRGRqqoqHh4eNAeNDAwKCgokJaWpi057+joaGhoYGdn7+/vz8vLa2xsXLFihYTE37MQNRPYRsb7N/FKc6d0ajsDWltbPTw8li5dKiYmtnTp0qioqPj4+L1799rb28+ZM4dIJBKJRG1tbXd3961bt+Lx+Hnz5vn7+7e2tn758oVuR40B1Ed7ai771CEkJKSlpYXqTgmHwxctWpSYmCgmJlZfX19YWDh79uzu7m4REREMBhMYGPjt27efP3+WlZVdvXqVzpgxJyfHwcFBRUXl7t27QwU2IpF4/Pjx3t5eHx+fUf42pORmd7Y1s3x6fHy8lZUVDw8PgzZdXV2pqaltbW2LFy+2tbUdqKhErW3g4uJieSRUKBTKlw+v6n9WrlqzlRNNPzACgSAqKtrW1hYeHt7Y2CgjI7Njx46BaiBjy5UrVzg5OambxHg8XkhIKDs7e1g/OdO1TrGPvc3XuaI4x+A3wwK9vb3h4eHNzc0DTd4hEMjAqsqtW7d++vTp27dvSCRSS0vLwMDg/v37u3ezvok71ZgJbCMjJzNx15Fbkz0KFjl58uTFixdBGd9Dhw6xsbGdOnWqqqpq//79Ojo63NzcRCLx5MmTubm5tCKEp06dGujkwhhFRcXc3NwpWLIdFRWloKBw+/btDRs2iImJKSsra2pqfvr0iYeHx9bW9tChQ9++fUtMTATtVXft2gWHw3E43JIlS6h6H1gsNicnB4lE4vH43t5eHh6e6urqd+/eDXRkzc3NvX37tqOj41j9HsQk5L5+yVbX0mfh3La2toHyzVQIBEJ4eDgbG5uJiQltZd748aum7FN2ysIlptp6xrTHAwIC8vPz2djYYDDYrFmzDhw4AA47Li7u4MGDzBiFj4a6ujpak/TDhw+bmpqCaveMgcHgZjYuL2MC19p5QSdjfS8qKmrt2rXMZ3ygUCi6f0seHh7aJfrpzl/yMSYGAgEPASDTVEaroKCgpaWFendbs2aNlJTUjh07KBQKNSsEDodbWVmlp6dTpyB1dXUQCGSka0GLFy/OyMiYgoENg8EUFBTw8fGpqKg0NjaGhoYuWLDgzp07UVFRkZGRd+7ckZSUNDMzAxtramry8fGhUCjarJm9e/cqKCjAYLDPnz9jMJikpKSFCxdShbhAyGTymTNn2tvb/f39x3Daar5x+yO/s6wFNga1CmVlZSkpKXZ2doN6+ow5PdiuzOSngiLiNlt3D0yU7+vrI5FIZDIZhUL9+fPn4sWLZDIZAAAEAjHeG0JEIpH2ZUpKCg6HW758OZOnc6K5DVbZpMaHmK6d6PwLAoFAJBJZy2OkUCj5+flfv34FizjHfGyTxd/zSSaA5OjgRQYmkz0KVti/f39/fz/t06iQkJCIiMjA5aZFixb5+/uDz25YLNbR0fHOnTsjvZympuZ4P1yzxpo1a1JTUyUlJRMSEtzd3aklt7t27XJzc6Nt+fLly4sXLy5YsODWrX8n6O/evaNWoYGz28rKyq6urkePHsXGxu7Zs0dFRaWzs3PXrl1WVlYWFhZjO3guLj4CvpdMJrIgrwWDwQIDAyEQiLa2NnWrD4PBPH78WF5efvfu3RNQfUgmkT5kvujual9utnmoJTtmEpTGCU9PTwcHB/BnPB5/9epVPz+/tra2xMREERERNTU1cXFxxj0Ii0opqmjlvk3SWTqhSZK5ubmLFy9m7dxXr16xsbFt3br1b4pqwExgGxFlJZ8ObZqK9+thMTIyCg0NPXLkCB8fn4WFxaNHj1asWEGXAoDFYsHsLwcHh9OnT58/fx6BQEhJSWEwmKKionnz5v38+VNERASBQISHh2dkZHR3d7e3t1+7dm3gCj4UCqVQpqL57qFDhxQUFJYtW3by5Mn09HRqnjoOh6uqqrKzs+Pl5VVSUtq2bVtOTo6Wlparqyv1XDKZ7OfnR7XmgcPhly5dAj3efv/+7eXl5ePj097eDofDT548yWDdbzSoaOhkpcUtNVo30hOpt+yAgABZWVlubm4AALKysiwtLYe9X48J5d8+lRbm6K5YM2sUiZ0j4uzZsz9+/Lhx4wYz6ifPnj2bP38+dT0ZiUQGBQXdunWrq6vL1NT09+/f2dnZ+fn5AQEBjH9dCrM1Olr/VJTkKY1znWtra2txcXFvb6+pqenXr1/pEkYY09zcnJiYOHfu3JKSEh4enjFMBZo6zAQ2Zuloa0Jz8UwjWQ1ajI2N9fT0nj59WlBQUFlZKS0tbWlpSdsgKioqKSlJUVHxxIkTISEhPDw8ZDIZgUDw8PBcuXJFUlLS19cXiUS2tLTAYDBTU9MDBw7cuHEjNDR0KBktISGhcXIpGyVr164FAMDd3f3WrVvUwIZCoVJTUxsaGshkcmlp6cGDB62srKKjo6njP3Xq1I8fP+zs7Og+L+jxJiIiIikp2djYSCAQJCUljx49CiaLjzkrzLf4XvJkIbBRWbBgQWlpKbjU/OfPnwmQTWpu/PX+TZziHM2BeY/jipubm6en5759+1xcXIbN0X379i2dm6CsrCxt+ZqTk9PWrVuZeQhYoG+SHBPEKyAiPKalCwQCgY2NjUAgfP78uaioaNasWWpqajk5OQ8ePNDS0mLSIg6DwURGRvLx8VlbW9fW1m7YsGHKWk2NkpnAxizPn9ydshIDVIqKiq5evYpEIqFQKAQC2bJli7a2NgqFev36dUhIiKGhIT8/v7m5OfjATktqaqq6ujq4TL9q1SrQSMXd3f3atWvv3r1bsWIFXXtnZ+c7d+4wEIe0sbEJDw+/cOHCmH/G0RMUFJSdnX3p0iXag1AoFKx5kJaWNjU1LS8vp366ixcvKigoHDt2jEGf165dAydwLS0tHR0dVVVVrNViMwYOh0Oh8NHIa82bNy8gIEBHR6enp4dEIo3rAlQPFpOT8QIGZ7PYsHPia655eHhQKFRoaOiGDRsYB7YrV650dnYy+FUkJSX9+vWLeWMmYyuH5098TNc6oThZ/DPR0tHRERERwc7O3tvby8nJuXDhQjc3N/AJW1ZWtq+vj/ngFB0dDeqbA6OQ8ZwWzAQ2ZmlprJv6Mlp//vzp7u4G97eIROLOnTvv3r3LwcHR0tLi7Oxsbm7+4cOHvLw8aqBKS0vD4/GrV68+evRoWloaKEuxefPmpUuXdnV1AQAAh8MHRrXGxkZ2dnbGX6d58+Y9fvz4/PnzoHD+uHxaVgGTNv/55x8fH5+h2vj4+MjJybm7u0tKStbU1Ozfv59xn+Li4r6+vgAA+Pn5ubi4jN9H1l9umfw82GbrHtZOh0Ag3d3d169f5+fnp5u1jyH9/YT36c97e3sMVq3jZDUGj4ZPnz7dvXv3wIED58+fNzFhtC9+7do1aWnpf/75h0GbuLg4MzMzqlbqsEBhMPN1rglR/tajc/ru7u7OysoqKytzd3en1qjQwsbGNiKfawqF8rdO0eiYCWxMUfW9SEh0qlcvxsTExMbGolCozMzMZcuWweHwwMBA8K28vDywwEVXV/f27dvy8vLS0tKdnZ0/f/6Ew+E9PT0KCgrUGQaZTObh4aEraklISDA1NQWfaru7u5n5ely7di09Pd3R0XH9+vVWVlZj+2FHg4GBgYGBAeirMhRnz54tKCjYsWNHYWEh8zV8AAAsXrw4Jydn6dKlox7m4GjqGr57PSpp2sWLF6elpe3fv5/J9asRQaGQ8z68bqyr1ltpPVkFy7dv305NTZWSkvL391dVVWUs8FZdXX3ixAnGHa5YsQKDwYxoGwLJwbnCbHNyTJDFxhH889ACVlJu2LDB1NR0rP5SbW1tT58+hcPhpqamkZGRFAoFAoFs3bp1RNFxWjAtd4wmnuToIIt1E2qfwQLLli1jY2NraGgYuMigra1NDUXu7u6ZmZlBQUFBQUFGRkZLly4NCgoCk6oBAOjq6jp8+LCUlBTt9titW7eCgoLS0/9nHKykpNTY2Eg9hQErV64MDg5OTEzMz88fg084pgy0lKRFQEDA0NAQjUbr6+uPyI5n/vz5X79+pcsdH1tAeS2WT9fV1bWwsKD+NceQ4oL3cU/uiohJr9nkPllRzc3N7du3b/Pnz/f39/f19WXwUFJeXu7i4sJM8urGjRvz8vJGOhIBIVGVeTrv0+NGeiIAAGQyOTQ0dPv27RISEmMV1d6+fauiorJgwYKkpKQnT56sXbvW2dkZgUBgsdipmeo1GmYCG1P09vZMfRktAQGB4OBgExOTEydOREVFDdUMgUBs27bNwcHBw8NDUlJSRkYGiUR+/vw5Li6utLT04sWLmzdvpi0MyMzMrKmpkZSUpFXc2bBhw/Xr15kc2I0bN65evTpKJ+Wxpb293cnJafPmzRYWFgx+V6yxZMmScQ3kpmudUmNHlZ2roaFRU1Pz7t27sRpSdXlh7KM7bGwIaztPKVl68YsJw8HBYcGCBSQSiepFPhQ4HO7y5cv37t0Dk4kYA+5YszAe+dkaCCRHccH7EZ3V2dnp4+NjZmY2hsuGZDK5oKAAzG1euXKli4sLKBXW29t77ty5mpoasBkOh8vMzGxpaRmr604WM0uRw5OVFqesMj1ktMrKygoLCzdt2kStMh4KGAxGrXjdtGlTRUXF06dP+/v7zczM6GpiwPmcjo7O3LlzqQctLCxSUlI8PT0xGMzDhw8Zr9IgkchDhw7t2LFjwZwp4YWBwWAcHBxEREQ0NDQWLVrk6+vb29s7ho4E/Pz85eXlY9XbQCRlZrePQl4LAAAIBLJ9+/ZPnz4FBQWNUtD9V03Zl5w0WUU16y1e47G2OSLQaLSGhkZaWtqwSTGgVAfzkYMF/WiQBXrGyc+D+QVniUnKM27Z19fX3NxcXV1dWlrq6uo6tra9jx8/XrNmjaSkJJ0qrImJCZlMzszMTE1NBfcgtLW1IyMjqYYA05SZwDY8n9699Dh2e7JHMTzgHltbW9vGjRtHlO3Gzc09e/ZsQUFBOjdFkKCgoPr6eqqmFBUfH5+GhoazZ88ys/cwd+5cAwODktx45kc1fpSWli5evHjfvn3gS11dXTs7u/Ly8pMnT47J3eTz58+MTbRHj5iEXHHhe1WNUSlNL1y4kIuL686dO+bm5izkcDb8qsp7nyoupWBl6zFFzDZv377t6urKjKRkXl4eg9ShgUhJSXl6eo7oFComVg7PH/sYWdqjuQdPRCSRSMnJyfX19bKyslJSUmMr2UMikUJDQ+fMmTPwK1xUVPT69evy8nI2NjbQmBDcciss+BITftfGbgS1cVONmcA2DAQCHgAA5HQwgE9PT9+1a9fAcmlmQKPRQ+2ZIRCIgV8JAACgUGh+fj7zEfTbt28y0tIsjG2UBAYGfvz4EdxF6OjoOHv27Nu3b2tr/92jQqPRMTExL168GKvc95aWFubNEFgDlNcaZWADAGDOnDloNPr169cjCmyNdTWfslNmiUuv3rADBptC9xBQ25MZBTgSiTQitbPjx4/b2tqyNioIBGq+3jXh6X2r/5sk+fv37/T09P7+fhKJtGzZstWrV7PWP2NCQ0NXrVo10F+po6PjyJEjmpqahoaG69evR6FQRUVF/v7+1VUVZV9eex6+jMPh+vr6xmNIE8AU+qecmiRHBy80GGZZb4pgb29/5swZbW3tffv2sTDzYGEdKSkpifln2HXr1sWEXh3pJVjmzp07BgYGXV1d379/9/b2BqeVGAzG3t6ej4+vs7OTtjEcDmdmr4VJODk5U1JSjIyMxq+cn4uLD9+LY01eiw5hYeGenp76+npmXEsaflV9+fBKWFR69YbtUyqkURm2OK+oqOjly5eDZs8zwNPTczRyX+xI1CpL+5TY4NUb/peLW15e/urVKxcXl7FdcqSjvLxcUFBwUNdAPj6+/fv39/X1dXV17dixQ1lZ+du3bz7ed+5cOigso/nq9RsymcxMgtjUZCr+a04pppGMlo6Ozt27d588eXL8+PHTp08z9igZiIiIyLdv39TU1Jg/RUBAICYmZlhJnmfPnvX09LCzs+Px+Pb2djQ374gGNiLIZPLHjx8XL16MRCIVFRWPHTt27NgxaoDh5uaWlJTcunXruCZ3bN26tayszNfX19jYWFlZeZyuojp/MWvyWnSws7O7u7sHBAQwrmr4VVNW8PGNqISc+fopGtJA2NjYwBLMofj69WtFRQWTCe6pqal//vxpbm4WFBRctGjRaAbGwyuorm3w7nXMXM1lT58+lZeX37Vr11CPPgQCAQ6Hj/LBiEwmp6amenl5DdXA0NAQ/MHW1vbdu3cO2+xfxT/cf/ImtfTww9tXoxnAJDJ1/0EZk5OZIKOoOhpDYWZoa2nkRHFPIxktOTm5EydOBAUFXbhwAYPBiIuLnzx5kslzKRQKOzv7iC7X0NDAWI8DBAqFlpSUFBQUSAsQ79y5c+PWiFWVGUMkEgsLC319fbm5uZWVld+9e/fw4UMKhZKRkUEikZqammjrH8ApJlX+eJyYM2fO7Nmzr1+/PlLHH+ZZYWrre9lr9IENAAAYDMbgRl/9vehr3jsJGSWLjW5T/7vAxcVFNx2no6enh4uLq729fdiu4uLifH195eTkVq1aNWw2FgAARCIxNTW1q6uLk5MTjUbz8/Pz8vLy8/NTHzGl5Oa0tzaFBXq77zlG+13Ly8sLCgpCIpG9vb1IJLKvrw8CgZBIJGlpaWa+X0MRFhZmaWnJ5EqMzqKFCVH3zWycqVGNSCR2dnZSgGlZCTBdA5ucsvrTh9f7+wiWtu4KyqwbEzMmPvKekZX9OHU+fpiZmaWlpXFxcdHmMQ5Lc3OzjIzMwONkMvny5cvs7OwD1TfgcDgzEhs2NjY2NjYdHR3HvDZSHxLHioSEhOvXr2toaKipqeXl5YmIiLi4uOjo6IAFOgcPHrx8+XJISMjYXpQZIBAIa04iTAJHIKAwttHIa4H09fWFhIQMjPQUCqWk8ENlab7CbI2pkx4yLMMqReXl5SGRSG3tIVWEiETi3bt3P378aGVlZWpqWlFRsWbNGgAA2tra+Pj4qKH92rVrP378kJGRWbp0qbi4eFhYWE1Nja6urpCQEKiLjcPhcDhcR0cHHo8HowsY7eoqS48c3N1HhFKLHcXExLy9vcEUzaamJgEBAXA1NTY21tHR8fjx44x3QJubm9FodFdXFwcHR2dnp4yMTFxcXFVVlaGh4aCLkAPpw+MSnt43tXGmdXx9+fIlihMFASY505U1INOuNO/oQS8AAC5d8wYAoLO9LTL4Sld7i+GaLVo6K8f8WleOOR6++HDMux1vNm3adPXq1ZHq2+7du/fq1asDE6Dr6upAe9Lu7u6jR4/m5eWhUKikpKT29vbPnz+fOHGCKiU8LH5X938uafa5e2+srJBPnTolIyOzbdu2w4cPc3JyHj58eOCUIjg42MnJaUwuN1IKCwvz8/MdHBzGaaKT/yGttrrEZnTiwmlpaZKSkrRLpkRif35OWmN9jcq8xYoqrOQiTSJEIhEKhQ71C79w4UJxcfGxY8c0NTUHbUMmk7du3WptbS0hIZGWllZaWjpv3ryysjIEAoFGo9vb20VFRXV1dbOzs1Eo1MmTJ3Nyct6+fYvBYMzNzZcsWcJ4bO3t7T9//qRQKGVfXpvbOPLyD2+A19nZeejQIXl5edAsaSBfv3798uULmUwGHWI7Ozu7urpWrVqFwWCKi4vBT2RlZSUkJDTUJfr6epOiHhhbO3CieWpqavj4+GAwWE1NTWZm5vfiL1raCz12Hxh2nFON6TpjA+HlF9h54Coej4sJvf0q7pGmznJjqzGrRpoWMloD+fnzJwKBYEG1XVZWNj8/f6ATtICAQHt7+8KFC1+8eFFXV6egoEAmk5cuXerj47Nu3bq7d+8uXryYyQ1wKARy4MCBs2fPsuDxNpC2tjY8Hr9t27Zv374BADCU0zEPD09XV9dIdxzHBA0NDSwWW1hYyFqq6rCMXl4LAIDKykrqNLoXh/34LgmL6Zyvs3LhEtNRD3ASGJg5QiaTk5OTm5qaEhIS8Hg8Eok8fvz448ePB73XBwcHa2hoWFhY4HC4Bw8erFixgoeH5/Dhw9QGnz59ysnJ2bRp0/z58wEA0NPTG9Y6gAo/Pz84iVdTnRsddttm624E+zCZmby8vA8ePAgLC3N2djYyMtq4cSNdg6qqqtWrVw/6WcBNwd7e3sDAwPXr18+aNWtgG9qoVlxcXFBQQCQSGxsbjYyMdu3a5bnTkcmPNtWY3oENBIlE2e04RiaTX8WHXjq6TVxKfsO2faP3uU6ODbZ1OTQmI5wwHj9+nJqaeuXKFQAAkpKSzM1HYHgILvEPPI5CoTZu3Ojj43P37l1QcBIErOMekREUAAAyMjLd3d0jOmUoDhw4AIVCsVjsvn37Bn7hqZBIpElcltDR0fHz8xunwAYAACc3T1NDrQirm81U55rW5obPWSlQOFzHwIyHb8in+0knPz9fVVV1RBrTZDLZ29t727ZtSkpK379/t7e3f/v27YYNG0BbPtp52+7duwUFBcFsCxQKRSQSHRwc6CLlwoULR79By4ZgN7VxevH0vs3W3czsgdnb22/ZsuXy5cvXrl2j3bXF4XDNzc1YLJbBhIyDg8PZ2TkmJmbrVnpzkrLS4sQof2FpjedxCWg0Oj8/f//+/ZPyCDjm/A2BDQQKhZpYO5pYOxZ+zPS+uBuJQtls2S0uxbp1SG8PVkBoIjwYxwoHB4eysjIUCnXkyJHe3t76+vqEhIT79+8zeXptbe2qVasGHm9oaHj27Nm1a9dooxrL9PX14fH40fcDAAAajZaUlLS0tDQ0NMzLyxtKOqS7uxtUD5oU4HD4uOqpm6x1To4NdvA8x9rpb9++VZIVjY/wExAWXWG+mX3K12smJSWdOnWKyf/G2traM2fOcHNzy8jIFBYW1tfXYzAYb29vWVlZXl7exMTEtLQ0JSWlEydOyMrKlpaWwuHwQ4cOUS/EwcExfrY+vHxCi5aYpiWGr7LYwkx7KBR67Nix7du3NzQ0gLZwubm5hYWFa9euFRYeZkkThULV19fjcDjalZXkl4lfc5M3O+0XEhFNS0urq6tDoVApKSlgTikKhVJXV+/p6RnFR5xM/p7ARkVj0TKNRcuaGn/GPPLu7mzXN7TSWzFie45pJKMFQiaT586dSyQSNTQ0+vr6BAQElJSUmE9QrqqqwuPxA28WOBzOxcVFUFAwMDCQm5v73DkWb6BUjh49euDAgbi4uNTUVDY2Nj4+voULF5qamrKwC9XT0wOHw+Xl5V1cXK5du2ZhYRETEzPwWX7SdZ7GtcpVUlqJNXktQh8+Pzfte0G6mrLjmk07Jyw3hEAgjMbT5+TJk1FRUe7u7g8ePKCmVFRXV8vLDyJYhcPhoFAomGrY0dFx5cqVioqKtLS0c+fOEQiErq6u1NTU8PBwFxcXEonEyckJSqRisdjg4OD29nY669ExR1JWubXl9+f3rxboGTF5yqZNm2JiYry8vN68edPf38+874SLi0tgYKCSkpKhoSEcDs/7nFvwPnHv8escKDQAAK2tra6urrSZsXg8Pi8vjw0xXVX//8LABiIiKu1+6AaRQIiLvHfpiIO4jPw6+70optcnc98meh69PZ4DHDMIBMLbt2/nz59fVFQUFBTEWicBAQGD7lGRyWRtbW13d3cREZFRigoCAIDv68NgMFgsNi4uzt/fv6Ojo6mpKTMz09bW9uTJkyPK4QQAAAaDeXh4NDQ0HDhw4NGjR9u3b6e7Y3769Onr169jlajCMmg0uqysbM6cOePUv5iE3Ncv2epa+ky2b2mqz/vwCiBTlNR0ZmsaqmgsHv6ckZOWlvbjxw8ymczOzi4uLv7r1y9FRcXCwkIUCtXX16ekpPT582cbGxtmVELo2LBhQ1dX15EjR6KjowEA+PTp09GjR+nMCohEIhwOj4mJ4eHhuXbtGnXiJSkpCeY6weFwFArl4OBQUlLS09MDg8GMjIwyMjJSU1PRaLSCggKdD+04MX/h8rTE8NrKYllFVWbay8rKpqam/vjxo6CgYFiPQFqEhIS8vLyqqqqOHj0qIyXe1/lj34kbSA5O8F1DQ8PY2Fja9XwkEqmvrx8e4j+ijzN1+GsDGwgcgVhnvxsAgMLP7+5d3geBQ42tHOaq6zA+C4/HQSCQ0e/STQCNjY27du3S09MLDQ0djUxAR0fHoJnBaDR69LM0Kkh29nPnzoU9fnL58mUAAPj4+Pj4+GbPnr1ly5a9e/fu3bsX3JBnBiKRCE7FkpOTwQ15KBRqZGS0Y8cOasF4SUnJxo0bOTk5x2r8rLFly5YHDx6MX2AztXF57H9u2MBGJpG+FWT/rCoRFJFYYbqJHYl6+/athobGeAwpMTGRjY3NxcUFAAASiVRaWqqtrf3+/fuVK1eqqKhgsdji4uIjR474+PhIS0uPtHoSAABXV9eEhAR3d3cikdjR0aGoqEj77osXL54+fcrDw7Nw4UJpaenHjx87ODgM1dW1a9eoP3t4eISFhY10MKNkpblt7GMfXn5hPoHhkyQlJSUrKytLS0u3b2fFRUtBQeHo4f0ZyZFrdlxhQ/z7awe/+3V1dUyWB0x9/vLARkVjgYHGAgMMpv35I9+EiHsyimpWm3YOFbpSY0N0DKZHShgbG5u4uHhxcTEEAnn4kMXKBF9fX2Yyu8ZkwV1UVHSgpQgajb5x48Y///zD/OLPr1+/wIql4uLiK1euuLq66unpQSCQjIwMamCzsrKKjo7+/fv3sWPHJnFBEgKBqKioeHt7W1hYyMqOvaQAD59Afx+egbxWe+ufvA+vCH141fl6aza5U49XV1czn9HHPG/fvu3r66MqH8JgMFDOhprKhEajdXR0AABYtWrVp0+fhs2SpwWHw1lbWxsYGEhJSS1evDg9Pd3AwAB0fgfx9vaura0FJ3MAALi7uzN2x6aFZQn/0QCBQCw3u8U+8ra0dWdnH0boCw6HCwgIMFMtPigtTfVZr2MtN7nD2ehXg+Fw+JQylhol06Pocqzg5ubf5vHPkUuhCkpqPpf23Di1o/Bj5sBmZSWfdFdYTfTgWIKXlxcCgUAgkE2bNo3oRCwW29HRAQBAQUFBXl7esA+AeDx+XG12ubm5RzTjLCwspAaJvXv32tjY4HC40tJScC4IwsfH5+joKCUlxcBQdGJYsmSJh4dHXFzcOOVnqmjoZKXF0R0k9hPyc9NfRPqVFH7QX2m9ev12GYX/s9g7rKziSCkuLvb29ubh4RlWZQ0ETFMc0SU6OjoEBASampoqKytDQkJwOJybmxs1PefYsWN8fHx+fn7gy6ampv7+/mFLtkG+ffvGQpHMmACHs5mtc06MekChDPMVKCgoYHmQf37/+PAm3nLzIFEtJiZGQkJi/BYVJp7/yoyNDm19Y219YyymMz7CLyXuoZColNXm/3n+drQ1obl4pr50EIiXl5ehoSH4LAzuKzBun52d/fTpUyKRiMFgOjs7ZWVliUQiMzLnp0+fZrCeMyaMyHU6IyMDzHvW19d/+vTp5cuXyWTygwcP6FIQe3t729raWFjsGnNgMJiSktLv37/BlLaxZYX5Ft9LnlR5rfqfld/y3pEpZDVNfc2hhQv6+/vHdhgxMTEj2iiFwWCSkpLBwcGgYYqNjQ3jIBQaGpqVlXXlypXW1tbv378LCgpeuXKFmp3f3d29YsUKe/v/SQURicQ9e/acOXOGycEUFxdLT4b7BAiai1d3ucWr+EeMK3FjY2NZU+v+VVv+7UvWmk1ug2YJEQiE+vp6SUnJWbNmTZdbH2P+o4ENBM3Na7fjGAAAlSX5j/0v9PXi5s7Xa2z4ucqCvuBjyrJu3brg4ODExMSKiopZs2aFhobSxba2tjYODg4UClVbW/vy5cuCgoKgoCCw/IvJJPi8vDxwi2hg7fYYkp2dzbxzChaL7e7uBh9d161bt27dOmCIuO7n5zdZsiMD4eLiwuFw49EzHA6HQuHNjb/Kvn7s6mwVl1QwXLOVbcCDOR3y8vK5ubngquDoSUxMVFZWNjIy+vr1q7e397p168TExIY9y9jYGPyhq6srPj6eGpYGEhUVVVNT8+jRIwAAJCQkAgIC2NjYwA08Y2Pj06dP07UPCwszNjZmMladPHmyr6/v1KlTzDQeJ0Ql5Fqbf3/MSl40dGl8fX39SHOsAACoKP3ys7rUfJ3rUA02b97848ePz58/t7e3067rTl/+04GNiuJczd1zNclk8tuUqG95mZiOpq721oVLTCZ7XMOzYsUKAAAuXLigqKiorKzc1tZGt1Jx9+7d/Pz8pUuXlpSUbNmyxcvLC7z7DxvVcDjc06dPMzMzJSUljxw5Mh7zDFqysrIsLZmtyjh69OhAzfJBZ6tsbGxUo/DJoq2trbu7W0ZGpqenx9/fX0pKasWKFaqqTGXBMQOhD//tSxYHB2dE4BUHzzM8vIJMnmhsbOzr67to0aLRb0Cmp6fz8fGB+2r6+vqLFi16/PixkpIS83t4PDw8KBQqOztbX3/wLJgXL148e/YM/BmJRC5evPjr168HDx60srIatH1WVhZ1TZIx165dU1VVZRBTJww1Tf2M5KcVpflKgymZ5ebmspDiW5yf3d7WNOzDuoyMjIyMTEZGhr+/v5iYmIWFxUgvNKWYCWz/AoVCJeWV5y1ctsn5UNKzgIzkpygubsPVdnPUxlcJfpRQKBRzc/OioqKioiLaZYrq6mrQHvfWrVsNDQ1Hjhxhvs/z58/X1tYuWbLk/v37E7A0QSQSy8rKTpw4wUzje/fuiYiIMHhu7evre/XqlZCQUGlpqZCQEDf3qDSCR88///yjq6v75cuXxsZGGRkZd3f3kJCQ3NxccHN09uzZGAymurpaV1d30KTQnp6eQRM7ySRSefHnmoqvcDibmtYS132Xb5/ZySCqNTY2tra2EolEJSUlaodqampPnjyxtLQcZRU5Ozs7reIzGxubo6NjbGzsiGaE69ate/nyZUhISF9fHycn55Yt/6dymYuLi/YlmHI5FE1NTWg0mpl/XQwGU1lZyeT/3gSw3HRjXIQfn4CwkAi9nt+9e/d8fX1H1NunrGQoFGqwiqktTwAAli9fvnz58sLCwrCwMLrf//RiJrD9H17GBG92PIRCoddv2wsAQFtLQ2JU0IuIe1y8AiZW2+SURuBVNmGsXLlSS0tr3bp1cnJyFy9e5Ofn7+7uJpFIvLy8+vr6MTExAACMVDSkoKDgyZMn4zNeep49e5aYmLhr1y4mExlycnLAQtqhuHPnzvr16xsaGmxtbUfkkjwe4HA4cXFxfX398vJyNBq9detWKBRKXR0lkUifP3+WlpaeN29eWloaGNjOnj0rKipKIpGUlJR+/Pjx48cP2jxSMplcVV5QWfIFAoUqqy4wX+dC3TXh5OZpbKil83Lq7+9PTk5ubGwUExOTkJAgEokPHjyQl5dHo9EUCqW+vr65ufnbt2+gQBrLVFVVDaxIW7t2bVpamp+f34oVK5j8D6Tm+4ECxCoqKtS3RjTzDgsLW716dUpKyrt378TExNBodFpaGh8fHw8Pz/nz52lbfvv2bQxnz2OCxYbtz0JuWtl6UOvMgP9f2D6i2vb3b+LRXDzzFiwb6QA0NDQ4OTlv3749YzT6l4DH4YRE/63kEBAS3+bxDwAADXU1ybFBz0JucvMLrrLYMn5GOazBy8ublpYGAACBQOjo6Bh9chdVODgjI6OwsHDTpk2ioqJjMdJBqKys3Lp1K5M53+/fvx82ORN0/RhqRWsiaWpqCg8P9/Dw4OHhGXSzBwaDgRMaPz8/XV1d8KCFhUVNTY2NjU1FRYWiouKtW7fweHxbW1vZ10+93c19ePxstQWma52hA270JmudUwfIa7169UpOTg40XgHR0tICp24AAFRWVo7SMa63t/fhw4cLFiwYVNjJ0NBw5cqVL168yM/Pt7KyYt4tesWKFffu3fvw4YORkZGUlBQAABwcHK2traCG/bAUFha2traysbHt2rXr58+fzc3NoaGhKBQqIiLi4sWLtCZnPT0946p5xgIwGNxiw474yHvrt+2jTjpv377NvPQrhUJ59SJMYbaGPBN3qo6OjqNHj27ZsoX2K6OoqOjs7OzqkMbC+KcCM4HtXxjIaIlLyrnsvgAAQENdTUpscGzYHRSae4XpxnFSbWAZ1nT9B3Ls2LG9e/fC4XA5ObmlS5ceP35cVVV13759gzZ+8OCBhYXFSCMfHo/fv38/hULh5ORk0vjm4MGD7969QyAQ9+7dc3NzG6qZg4PDnTt39u7dO4m1a+ByaFNTk6enJzNlEk5OTtnZ2ffu3XN2dv79+zf4y1RSUiL2E9aYLL30jycAALNVtbt6yMIikq8yclXn61LPJZFIra2tIiIiVHktDAYTFxeHwWA4ODgQCATdDREKhYJBqL+/n4NjmMIpxlRVVb148cLR0ZFBNiMEArG0tKyrq4uKimJjY9uwYQMzv5CysjIjI6PU1FTqRI1MJjM//z5y5EhFRQVYdUBbO7h582a6ZKKioqJxzYpiDU4unmXG61/GBq1e5woAAJlM/vbt2+7dTPkTEfsJic8eLFpiJiopx0z7/fv3CwsLD/yy8PDwjKuh4LgyE9j+JTczwfOED+M24pJyzrvPAwDQ0tTwKi40MTqQjQ2hrWest2L1UOWx0xEFBYXw8HDqy58/fz5+/LisrGzt2rWmpv+mbDU0NJw5c6atrY3xhsegQKHQ/v5+R0fHZcuWMdP+3r17HR0dCgoKDQ0Nnz9/BgMbHo8HF2dod1NgMJiurm5hYSHzOiZjC4lECg0NXbVqFfM78Egk0tDQUEND486dOxISEsuXGeR9ePWnvhbGxqY8V/v0FX/aLO3S0lJvb29TU1NQcSM6OrqpqUlDQ8PAwEBcSj4/501mTqGLi8uwm4twOHxEJRZ05OXlff/+fc+ePcxsZUlKSjo4OPz69evx48d9fX0rVqwYuHTZ39//58+f7u7ut2/fwmAwMTExW1tb6r21r6+P+QmfmpoaWBU+kDlz5mRmZlL/675//z51NthoERGTlldSz06P019p5e/vz+TXpA+PS4oOXG66kU+AqQfc06dPb9iwISYmZtA0n0nXWWWZv+dePErweBwUBkcyrW4uJCIOlgrgsJi0pCc3Tu0EAEBeWW2F2RZe/kkWJxxztm3btm3bNjKZ7OHhgUQily9fXl5efvXqVTgc/ufPn8ePH480waS6ujoxMbGnpwdcZWKGgoICGRkZAwOD06dPV1ZWPnr0qLGxkUKhgM4dd+/epR0DiUSaxNo1Pz+/uXPnsiAyQib2LlCX7sF05mQmqMxbrK07uDauiorK7Nmz79y5o6qqunTp0u7ubi8vr+zs7IsXL65bZxUTcs1s4x5mUmZGc9uqq6srLi4eaWmjlJSUo6MjhUIJDAyEQqF0BR6PHz9ubW3FYrEnT54cdMN1TPKYli5d+vz5cwMDAxwOd/LkSZZVPCaAOeqL3r6KObB7B64fduvWrWHbd3W2vooLNVvnysm0qXpOTo68vPykb0WPOTOB7X8kxwTrLGXlXxyF5l6zcSewESCTyZ/epzy6dwbf24Pm4dNbsUZda8otcYwGKBR69+7dgwcPxsTEQKHQy5cvHzhw4MmTJyxsUfj6+jY3N4eFhaFQKDwe39PTwyCPGYPBnD17tq+vLycnJzExEY1Go1CoHz9+eHl5cXNzEwiEurq6u3fvggmQ4H2qvLx8sspxgoODNTU1mU9z7yf0VZUX/KgqJZOIwqJS2rpGaC7eYc969uyZsLAwiUTy9fUF98/09fWVlZVPnz6NJndISAxfQAYAQFlZ2aCi+IPS2dkZHR1NoVAWLFigrq6emJjIsig2BAJxdnYGwxhtzmRPT4+Hh0d3d/egUW2sZg+ampovXrzYs2cPHA53cHAYvbnaOIHFYqOiotLS0haqSdjYDq8M2Vhfm/s20crOc9j6RVp0dHQkJCQyMjLAxY+/ozobmAlsVCpKvljb7RpND1AoVGeJmc4SMwAAGhtqM1OiUp6HQgBARlF1mckGIZHpZO1GR01NTWpqanNzMxKJXLVqlZGREZlMdnZ2PnPmDGsb77du3YqKitq9ezf4RWpsbLx8+TJtChwVMIPA1tY2KytLQ0ODuhlAFW1iZ2dXUFBwdXUlEAjl5eX379/X0dHp6upqa2tj4L445pDJ5Ldv39bW1kpISDAT1X7XVX8vzuvBdrGxIRTmzDe23DYwGWQoqqur0Wg0uHNmYvJvtaWQkNDdu3dT40O/fnyz3GxI51UqoKQWmUxmcDvr7u4uLy//8uULkUh0cnJiY2PLz8/39/fX1tYejfsMFAq1t7e/d+/ewoULqVeXlJQE5ZIHtr906dKgZoEsAIfD6RIjpxqlpaVXr15lZ2dfunRpQEAAFAqNj7hrbLUNxTnkPKyyNL+qrMDK1mNE9kMPHjzg4OAwMTFBoVCHDh3q7u5mWW92qjET2AAAANpaGlBcY1ntJCouu9n5MAAAZDL5S276s9CbPZhOOBtCZd7iJYZWKKYXCqYI//zzz+bNm7W0tHA4XEFBQWxsLIlEsrW1HY2k74YNGzZs2AD+fPLkyYGLIU1NTUeOHNHS0goMDAQAYMGCBVxcXHV1deDuC11jJBKJRCIXLlwoISFx9+7dpUuXTmRUAwDA19d3yZIljFVOOtqaKkq/tP6pBwBgloTcwiUmnOgRuxVTKBRQ2H6oBivN7Xwv7hoqsOXl5fX09Ojq6rKxsfHy8sbFxRUUFOzYsYM2SkVGRrKzs/f393d2dnJzcysqKm7fvp0afhYtWsS8zx9jzM3NY2Ji1q9fD760tLQMCAiQk5Ojy1moqKhoaWmhNvu7wWAwZ86c8fX1pV1MNl3rlPD0vvUWLzh8kLybvA+v+npxpjYjm0C/e/euurr69u3bAAAYGBgYGBjs2LFjdGOfQswENgAAgPjI+yZrGEm0sQwUCl2gu2qB7ioAAPA47PvMxIBbRwl9eAQ7cq6Gru5yiyke5BISEp4/f66vr29oaAgeGWXBEx1YLPbChQv9/f0yMjLUg6Wlpc+ePSsqKrp69SrVRwOszx3WViMvL8/MzOz9+/dGRsyaN44Sb29vQUFBTU3NQXNVOttbqsrymxp/AQDAJyCsqKK1aMmoNnVSU1ONjY0ZzJbgcDgMBu/p7uLk+jdqYjCYtra2jIwMaWlpUVFRb29vCQmJvr6+I0eO/PnzJzIysrW1lYeHBw6H6+jocHFx6ejokMnk8X44kJKSSk1NpT2io6NTUVFBuz7p5+dXVFR08+bNcR3J1GHXrl3Hjh2j2yJFcnAuN9uUGhdCJ4tFoVCy0mL5BUSG2o5lQHBwMKhP1tDQkJeXB27WjnLwU4eZwAYAANDSWK84dxANm7EFiUKvNNu00mwTAABYTOeHt4kBt44SCH1wOJuCynzdZRagCvOUIi4uji4vY2w5ePDgrl27NDU1AQDA4/HHjx/v6OgQFhY2Nzfn5eVlRmyQjurqahMTk5KSknEY7OAoKiqmpaWBepUgTb9/1lR8bW/9A4FAePmF5JU1tPWMx+pyeDx+2Hijt9I6+fnDdfZ7AACorq5OTU3l4eEREhKytrYG8/KVlZWbm5vBogIJCQlQTYpMJldUVERHRx8+fHhsVf8ZAIVCaddCS0tL6dL/vn79GhgYOGHjmVwOHjy4Zs2aQYvZBYXF56gv+pARr7v8f8pzRGL/y+gAjYXLpeRYUeWHQqFwOJxAIBw6dEhVVTU9Pf3AgQOjGv1U4j/x78KYqu8FImLM5uaNFWhuXiOLLUYWWwAAIBDwH9+lPH14A4ftAgBAWFRSY+Ey1fm6k14/UFRUxM7OzkJUe/DgQW9vr7Gx8VB6ExUVFX5+fr29vfPnzwejGgAAzs7OO3fupG7mNzU11dTU0HlIDoulpWVUVBQEAklJSaHdfxo/TE1Nf/6ojYkMEeRD9RPwEAAiOEtittpCJvOtR0pbW9uwqvyaOiszU6LAn1NTU3fu3En3R4TBYAPrDqFQKB6PX758+URGESUlpbKyMqpAGliQR9vAyclpy5YtZ8+eZcFre3rx7t07CATCoERETkm9raWxuOC96ny9HiwmOTZohdlmfsFZrF0OhUKFh4cnJyfTfun+GmYCG5Ac/dB2++FJHAACgVxiaLXE0Ap8WVlWkPfh1av4RxQKBcYGl5Gfq7lopYzCIIkV48r79+/9/PwG1aYjEolv3rzJycmRlpbesmULeB/E4XCfPn3q7e2VlZU1NDSEwWAIBKKurg4KhVIoFAgEQqFQLDa61dT+4OMX4OLiunbtGm3iSVdXl5mZGe0XbPXq1QEBAR8+fGhvb1dQUGCyJkxOTk5OTg4AgEePHlVUVIzT3ZBEIv7+Vf2rpqyzowWgUBQkuKEIruLyWq/de8bjclQqKipERUWZqYXn4uYH5bWQSCSTjyadnZ0ZGRkD1aXHlcWLFwcEBFAD28Da7YULF86ePdvT0/PBgweTLvs5fhCJxPv37/v7+zNutkDPOPl5MAQCKf/2yXydK8cQVsnMoKqqWlFRERQUxHIPU5mZwAb09vYICE2hlEXFOfMV5/xvt4ZAwBd+zHyTHNHe8gcAACgcJiUzW01LX3GO5rgm5sbExMTExAQEBAx8ePf29i4vL1dXV3dycvr8+bOTk9P8+fNbW1v5+fk/fPiwevVqDg4Ob29vAAB4eHiePHmCx+P37t1bWVl54MABExMTbFGRt7e3rq5uZ2enj49PXl4eEok8ffq0lpYWXSoKBALZvn07qOzl7+8PRkfmP4Kurm5MTIybmxudeC5rEPrwv+uqG35WdnW2AgAAhcLEJOXnztfj5f93VbDyxzB3pVGCw+ESEhKYlJ8wsXFMjg1es3k3kxKLpaWlGRkZmzdvnmAzBFDd5uvXr+rq6gPfra+vj46O5uLikpCQuHHjBvPmatOLtra2ffv2OTs7M5NoKqsw92VMkOu+K6OJagAA7Ny5czSnT3H+64EtOy1WSXWQ9OIpAgKBXLjEhGqgQyDgv+W//5SVkhgVAJrt8vALyiuqq2nq00pcjpKkpKT09HTQto3uLTKZXFxcHBoaCr4EJ1Lp6enq6uppaWmnT5/W1taOi4szMDBwdnYGT7958yYSibx169a6deu+f/8e+fTp2bNnjx8/Pnv27I6OjgsXLpw7d66vr49IJA4aqnl4eAAA0NLSunPnDh8fn42NDZMFBvLy8qtWrSopKWHBb4xMJrc1N/yuq25q/EXq76cAFAQCKSYpr6qlz0A+H7SnGZM4SguBQIiIiOjv76dQKC4uLkyuE0pKK3W0/AkLC9u1i6kiluzsbA8Pj9GNlEWMjIx8fX1FRUUFBASwWCz1OIlEio6O9vT0BGPtX3kjbmhouHr1Kg6H27dvHzM60blvk0gkoseR2y8i71nbeQ70wp4B5L8e2HIyk4aV0Zo6IBBILZ2VWjSeyI11NcUF2THhPlhMBwQCpVDI3LwC0nJz5OdoyCmqsTCr8/Hx+f79+40bNzo6Oh49elRdXU0kEvF4/OnTp6WlpRMTE+niBBqNBn3UXF3/l69VVVUVFxeXnZ3t6uq6Zs2ajx8/Hj9+XE1NTUZGpqamxsnJ6ezZsxYWFpWVlXv27AkLC7O1tQVPZDBX0NbW1tbWbmpqioiImD9/vrCw8LCSJVgsNiMjgxmtr35CX1Pjr+bGX63NDcR+AgQCBQCKoIiEqLjsXA1d5u8dnp6eAQEBu3czO0likoyMjCVLloDrq8zQ29v79OlTKBTa1oUzX6bMzCQAi8Uyo984TkAgkG3btsXExNjb25PJZAwGw83NDdoBWllZUX+ZfHx8tbW1o6kwmTrU1NRcvnwZXJ/fvXs3Mxa7JBIx5flDZdUFCrM1AAAwsrRPef5w9Ya/J0F/bPlPBzY8HgeBQpmX0ZqCiErKiUrK0VautjTWlX399D4t/kWEVRt2AwAAwVpJREFUHwAAFAoAAAAvv5C4lLyk/Bx5BVXkECsYp0+frq+vX7hw4Y0bN27evFlVVWVra3vw4EEoFNrY2PjPP/+IiYmVl5fTakgOioaGhp6enrS09PLly5csWYLD4cAsPj4+PhwON2fOnBs3bgAAUFlZiUQifXx83NzcwGA5bDwQEREREhKCw+FfvnwpLS1lkBvy+fPn+Pj4LVu20O3K4LCY1pbf7S2NrU0N/f0EAKAAAMDGxi40S0JMUk5d22DQOiEm4eLiWrduXUBAgKurK5OxDYPBkEikkpKSOXPm8PHxdXV1gVmLGAwmJCQEhUJBodCOjg6qzTQzZGVlgb//btNVkUFX9FYMLwmfnp4+YdURg8LGxkYgEM6fPw/+ychk8vnz5+3s7GiLQKytrZ88eXL8+PHJG+YY0NDQcP369Z6enhMnTjCvV47DYlKeP1xqvF5A+H95wjx8Qqqa+m9Tny01HsfyPgp4+5iG/KcDW3JM8OJlqyd7FGOMkKikkKikgfH/sRZsqKupLi8s+pSZ9uIxkUAAD1IACpqbT3iWuPAsSQmZ2fn5eYKCwrW1tefPn5eTkzt69Cj1dFFR0YCAgISEhO3btw+7FFZfX29gYCAmJiYsLIzD4bS0tEpLS2VkZKqrq5WVlekaL1u2TF5ePiIiYtGiRV1dXcN+OtAuWU1N7f79++CRpKSkmpoaT09Paht8L+5d5it1FdmKbzk/v38kk0gAhUIBKBAAwsnFwy84S0RUeq6GLhti7MUkpaSkzM3NAwMD+/r61q1bx7hcoaamJjIyUkREREdH5+3bt52dnWg0ur29HYFAEAgEBwcH8BZ/8eJFJq/e09OTmJhIIBAMDQ2hUKiAkGh/H55MJg6bXisnJ/fjx4/xNklnAAcHx44dOyorK1+9eoVEIkHvXFCJpqGhgTqwjo6OyRohyzQ0NJw9e5ZCoVAoFFDCdOfOnSPyR2z4WfkpO9l8vSv7/30El1GY29bS+C0/W01zvBya2jvayZRpacn2nw5s34s/W24eUsHhb0JcUk58MA+Llsa6+l+V9b+qqiueLdeSpFDIf5rK8IT+Dljz9X8+wBEIXl5Bbj5BHj4hfgFhtTnyXFzDu5zMmjVr8+bNQkJCOjo64uLidnZ2mzZtOnXqlJGRERsbG4lEomt/7dq1OXPmAACgr6/P2NiQQiHjerC9uO6ebgyuqzHvw6v21uYvOdlwOPxlTCC4hEgmk7E9eCE+TjU19YSklJ3uXtzcI1b3GA2SkpI7duwgEomhoaFoNNrMzGyoXTdBQUF5efmNGzcCADCUITgUCp01i6l87tTU1Pr6+tWrV9POA+ZoLM56FbvUZAPjcwsKCqgSZZOIoqIiXXVHenr6tWvX3N3dubm5nzx5MmzS4ORSU1Nz9uxZNja206dPU4PxoUOHLl26JCIiAm4fjlSCruDjm/bWRitbz0Ezp7QWG6YlPOYXEBGXHllVzLDU1dU9f/6cE8UJHYlG19ThvxvY2loaOLl5/xrRT9YAp3fzF60Y9F08Dtv851dLc2NHy5/q79+wmLdYbCcehwMAAAqFQiBQMplMJpPY2BAkIhGAQCAwCIVEWbvFMysri0AggN9hNTW1goICDAYDWkT2YDu5eQQAAHCwt0Nz8wEAwM/P39TUBABAdnp8R3szKMtCwPeyIdjJFDKZRIJCoAD4pYZAUCguFJqbA4Xm5RP49KWYk4tnz9GroaGhZjb/7qUlJSXpzZsnISEhJqUUHR3Dw8Mz8XdtOBzu7Ozc2toK2lXr6+sPdMhMSkpiZscIgUAMa7CJx+Pr6+sHqhKvsrDzubh72MDW39/PvCPMRCIoKKioqPj48WMREZGHDx9OnW9rfHx8ZGTksWPHqOY4RCLxxIkTN2/exOPxJ06ckJWVNTMza2xs5OHhAR81RhrSKBRKRnKkgJDoSnM7Bs1WrraLj7iL5ubl4RtLmZimpiYDA4Oyr5/HsM+J5L8b2MZPRuuvAYlCS8mpSMmxUkJHm7OAQCCo92Uk8n9u9xQI/S7UIgMz5q3oVef/KzQsKysbGBi4dOlS8HlfV1f3yZMnoG+1ra1tWFgYC+MfEwQFBd3d3Ts7O5OSkgQEBMzMzKi35v7+/t7eXmYyNjdu3Hj37l0vLy8Gi8AIBKKnp2fgcSgUDoVA6OS1BgIulE1B86158+ZRKBQ/P79JXCYdCJFIfPbs2ZEjRy5cuLB9+3Ztbe2PHz+Gh4e7ubmBW6T379/Pzs5OTEzk5+e/dOkSC5fowWJSngfrrbCcJT7Mow8EAjGzcYmP9LOy3TUiXX/GcHBwTGuFranyBDTxTIyM1gy0RD+6TSL2//79++LFi2FhjyoqKvppYD6q0bF69WonJ6eKigpvb+/e3l4+Pj4BAYHW1lYAAAoKCnR1dYftYfzg4OAQFRXdtm1bTU0NmHGKxWJDQ0MfP35MlVxhDDs7u62trZ+fH5lMHtQX9MePHw8fPpSWlh70dP2V1snPh5Fs7+/vnzqTITqEhYVramomexT/h5MnT5qbm8+ePfvmzZt5eXnHjx8H7a1p5QX09fWPHj26Y8cOFqzOGn5WpjwPNl3rPGxUA0GwI40s7V9GB4xJrkdnZyeBQGhsbGRyDXxq8h+dsU2KjNZfz40bN75//w6BQPr7+1euXGlnR7+E0lhfGx0dnfU+h5oSxnIwowMKhZqbm3d0dNy9exeNRnd2dn758qWpqam6ulpOTm727NmTLjYoISGhr6///v37oqIiAwODEaWtz5o1y9LS8uLFiyIiIlAo1NDQUFpauqmpKScnp7GxUVpa2s7Obqgb6HydlRn/X15rKCbRlHVYLC0tT506lZycPNkDAQAAqKmpOXXq1MqVK9euXQsAgICAAJP18syT9+EVprNt7ZbdI5pA8/AKai1elZnydLnpptFcvbq6Ojk5mY2NrbW1denSpaPpanL5jwa25OiHttuPDt9uhuGgTVorLS318/PD4/FkMvnEiRMDAxsAABkZGff8A8ZpMHx8fPv27QMnH2VlZerq6vb29nV1dWFhYYwNZcaVsrKy2NhYUVFRYWFha2tr1jqZNWuWhISEg4MDDofLysp6/fq1kJCQnp4eMwL8XNz8jXXVopJDeoqO1ePFeDBv3jwJCYnJHgVAJpOvXbtWVVV15coVBqa4o4FI7H8VHyqrqMqCVD8AABIySm2tjV9y0rQWG7I8hl+/fhkbGysqKvr7+09iaePomaLrD+NNb2/PFJTSn3YkJCRQy6sBAJg7d25KSgoSiUShUINu+QAAwMvL6+npSdUuGXOoS2pz5swBNRUlJSXFxcXT09MfPnz469evvr6+pKQkcKFyYiCRSKtWrRplZIXD4TgcDgAAFAplbGzs4uJiaWnJpK2MiY1jclwIgwZ4PH40YxtvJn3zLyoqasuWLTIyMr6+vuMU1TrbW54/9l5kYD5HfcRCOVTmaS/FdLb9rC5juYdv376B1eLTOqoB/80ZW3ZarLKK1mSP4m/AwsKCVpt4586du3btAuumFy1a5O7ujsfjkUgkBweHnp7e6tWr29s7mpoJEpLSY+VUySTGxsavXr2ysLCIjIzk4uLS09OLj48HAAACgRCJxBUrVjAj/cAaFArl48ePpqamLPeQkZHR1dWFwWBYXk2VlFbqbGse6t3fv38zTrmcdHA4HJFInJTF5KysrAcPHmhoaAyqMDdWlH3Nrfn+dUwkspaZbHgReY+HT4CXX3ik56ampi5fvnzSHyPGhP9iYJteMlrTAjMzMxUVlevXrwsJCX38+HHRokXUCQqRSGxoaEhLS9u1axd7f+vNGwG8/JNwGwWVNajCidRIRiQSHz58OE6Bra2tLTQ01NzcnAVjOZDGxsbExMSVK1euXr2azld6RIhLyX/7/E5tgcHAt7KysszMRuV9Ot5s3rz5woULp06dmsiLYjCY/fv3CwgI+Pr6spAAwiRkMvlN0hMuXn7z9dvHpEMIBGK+3vVFhJ/5hu3s7MNXnVKpr6//8+fPiDRupjL/uaVIPB4HhcGntYzWFGThwoUcHBwAAOzZsycuLo72LTgcLi0t7ezs7OPjoyAvP9WWOJKSklasGLyMb5R0dXWFhoZ6eHgM1FthnlmzZh05cqS+vn6U8xWz9a5Z6bGDviUmJlZdXT2azscbQ0PDX79+TeTqMQAAnp6ee/fuPXPmzPhFte6u9tjHd1S19Edpqk4HHM5mbO2QEhtMYVo0BIfDRUVFDbopPk35zwW25JhgnaVT+vl0OnL69Olz584BAIBAIKaRvhwGg2lubpaXHzKrYjS8fPly69ato0w4hEAgnJycGAyGQQF1W1sbrSj+oHBx8fXicWTyINUCv3//ngrZGYwxNTV9/vz5hF3O399/wYIF4/SPAVJZmp+R8tRi485ZYjJj3jknmmeBvsnrhMfMNMbj8f7+/k5OTpOeOTyG/OcCW0XJF70VlpM9iukKBoN59+5dXV0dgzbTKLC9fPlyw4ZhVDlYxsTE5NGjRxgMZpT9fPz4UV9ff6ibDoFA8PLy2rt377D9qM7Xe5sSQ3fw169fDQ0NvLy8oxzkeLNq1arc3NyJuVZVVdWHDx+obhVjDplESkt43NnRsmaj24hWC0eEmKS8pIzSx6yXjJsVFhb6+/tv27aN7n9g0IrJacTfE6KZoa2lAcX115rwjgetra0ZGRkoFIqfn//FixcNDQ0qKirR0dEAAIBuonTAYLBp9JXA4XCg39t4wMfHt2PHjkePHo3SSExLSyshIWEojZIzZ85gMBh39+ElT1ea2/le3LXcbCP1SHh4uICAgKOj45RaH+7t7S0qKqqtrW1qatLW1hYXF//x40dZWVlPT09LSwuTiaAs09raeuLECR+f8dqD72xvTo0LMVi1TnQw7daxZY66zrtX0VXlhaDTDR1kMvnhw4eysrIDS/HS09OZVA+Ysvy3AltcxIyMFlM0NjaeP38ej8ejUKh58+Y1NzcXFBRYW1vPmzcPbPDw4UM/Pz93d/eqqqqWlhY+Pr7e3t6qqqr169d3dHQ0NjaCqfb/cTg5OVtaWn7+/DmULAgzcHNz19fXd3Z2DpxX3bx5Mysr69SpU3p6eoOd+n+Aw+EwGByU18JisampqZ2dnVNkWyUtLa20tJSTk5NEIsHhcG1tbR0dHVlZ2cLCwurqahkZmaVLly5btuzKlSvXr18fv2EQiUQvL6/z58/TuR2NFd++ZNX9+L52654x1L5ijIHRusRnD3j5hQSF6TXJgoODjYyMBvoaYjCY6urq7dvHJpllsvhvBbbWPzMyWkxx5MiRw4cPM9hjcHR09PDw8PDwIJPJMjIyHR0dBQUFGhoar1+/BgDg06dPoPvoFGeg1cDo6evry8rKEhER6e3t/f79u6OjY0JCgpub22g6ZGNj6+7upg1sOBzu2LFjX79+PXr06MqVK4c++/+gs9Qi1P8Kr5hqQ0ODvb39OJVkjQgikRgcHKypqenl5TXwXQ0NDerPKioqzBgbjYbjx49v27ZNUnLMzOip9BP6Xic8kpRRplXrnhhM1zo9f+y9esNOJMe/27SVlZXi4uKDuvU+f/588+bNEzjAceE/FNhmZLSYp6+vLzY2lo+Pz9bWdqi0hVu3btXU1IzIWWpKgcFghjKUYRkymVxQUFBWVoZEImEwmKamZmJi4rCZHYwJCwvbvHkz3Qz4/PnzdXV1//zzz7Jly5jpJC8vr6CggEwmtzf9Wme/5+nTp4WFhaAX+WjGNkpwOJy/v//GjRuHLYeoqqq6fv06y1UTzNDQ0IDBYJj8fY6IPw21HzISVppvHlsBfiaBweCmNi6Jz/zXbtlNLcV7/fr1UHMyEonEyck5gQMcF/5DgS05+qHt9sOTPYrpga+v75YtW0Bz51u3bg3aBoFATN+oBgDA79+/x/BG2d7e/vz5cxKJpKqqunPnTuqulYSExGjy1AsLC+vr66Oioug2Qph3HwUAAIfD5efngzeygJs/SP09u3btqq2tzczM7O/vnzdvnqqqKssjZBkCgXD//n0XFxdm1v3OnDkTGBg4TiuEIKGhoevXj7EbNYVCyU5/TiIRre12QSbP2IwTzW2wyuZVfKiJtSMAAG1tbcLCwkOlI2loaHz48EFff7zMSyeG/1BWZG9vj4DQFDK/mMoICgq6urpycXFdu3ZtsscyXigoKDCQja+trc3JyWGyq2/fvkVERGzevHn79u26urq0uRg8PDyjyRrPyck5c+bM0qVLQakUFqBQKKGhoVSNShMbx+TYYAgEIicnt2HDBgMDg6SkpEnRinz8+PHWrVuZjFV8fHzjGtUAACgrK2Nmq5J5ujEd8RF3peVVlhlvmMSoBiIsKiWrqJqTmQAAwMuXLw0Nh9ST1NTUzM/PH0oSb7rwX5mxZafFKqlqT/Yopg0XLlwoLS1VV1f/m0pb6Ojv76fLBgSlzUVFRaFQ6J07d8hkspKSkrKyspubGwwGAyvQAQCIjIzs7u6GQCBQKNTOzi4zM7O+vt7Dw2Nsh5eXl/fp06e+vj4ymayhoVFeXh4UFGRra0sdBjNkZ2fn5ubSqkrSyWtJSkoaGxtnZ2cbGAwiSjJ+1NbWioiIMJnimJeXN95+bGFhYWMr81b0ObP+Z6WZjQuCfbzqu0eKsuqCDxkvvhfn4fF4xgUeDg4O/v7+Li4TvR04hvy1ty06ZmS0RoS1tXVVVdWcOXMmeyDjyEBb6jdv3pBIJE1NzfDwcD09PW5u7o8fP3769CkhIcHQ0FBQUHD58uVz5szB4XBgkVNFRUVYWNjy5cvHUIiITCZ///7969ev7Ozs1CT+2tra9vZ2ZWXlmJgYDAazcOFCbe1hntIIBEJ6enpxcfGBAwfo1P/o5LXmzZsXEhJSVVUFfmRRUVEymTze9myvXr1ivlBMSEios7Nz/AZDJBJTU1ODg4PHpDd8b8+blxFSsrPN141XJRzL6C5f43vtmKbOMPL/3NzcLi4uUVFRmGnrNfqfCGx4PA4Khc3IaDGPiopKUFDQ1q1bxcTEwCWa8ZMJniz4+fkrKytVVVW7urq+ffvW3t4Og8FWrlwpKyt74sQJsA0ej09MTMzPzz9x4gQUCr13715FRQW1ByUlJSUlpYE9V1RUYDCYYWMPHRQKJS4u7s+fP2pqaitWrKCdzZSVlfHw8FCzH5OSkp48ebJs2TIGe4ShoaFaWlolJSUDNW3NbJzD7p2jBjYIBOLo6IjBYAoLC8vLy9va2v78+bNt27bxmyTh8Xg2NjbmY6e0tHRra+v46SDfvHmTZTshOipL84sL3htZ2nOix6s+cjTgcDgYWrLpVwmuRxvFyWhpF4xtudlpEza2seU/EdiSY4J1lplP9iimGVAodOfOnW/evFFVVQ0JCWlqatLS0hplrfGUor29nUAgfP36lYeHZ9WqVYNKDCORyHXr1rW3t4N3YTc3t9DQ0HXr1g3VZ09PT2RkJAcHB5FIHGlgy8zMlJKSGniHLSwsBACANgPb3Ny8tbX1w4cPjY2N27Ztg8FgdGuqeXl53NzcmpqaZDI5LS2NbkOFi0cAj8eRyUQo9N+vPzc3N3U1MiQkZNC8uKKiosbGxrlz544mIZ5EIgUEBIw0odzKyurWrVsHDx5k+bpDgcViS0pKRu8X2k/oy0h5ysXNZ23nOSYDGw8iIyM3bdrEgUS8jAmy2uwBhcEYt2eDT6HK/RHxnwhs34s/W24eXpphBjqWLFmyZMkSAABsbGwAAAgMDHRxcWFjY/P09FRRUZns0bFITU3Nixcv2NnZu7u7d+3axUCDEQSHw/38+ZP6ctu2QQr8P336BIYfdnZ2a2trfn7+hw8f5ufnMy/f0NjYWFJSQjUfoJKdnV1VVbVt2za6iZegoOCaNWtaW1sjIyMBAGhvb1+wYEFPT8+vX78gEIiCgsLGjRsBANDW1r5+/TocDqfLYgfltWhVSGhRUFA4efKkp6cn7Xw0Ly/v9+/fUlJSly5d8vPzY/Jz0dLf3//u3bvi4uK1a9eO1CjH3Nx8nKxii4uLB512j4gfVcX5OekrLex4eKeuAVBubq60tDQfHx8AAEtWrU1+HjwFF0vHir8/sLW1NKB5eMd7z+C/gIuLi4uLCxaL3bVrFwKB4OLiGlHS+RQhMTHRxMREUlIShUIxYz3V19dHJBKzsrIWLFgACr23tLQQiURqYdnr16/Z2NhcXFxo/8ccHR3Dw8M7OzvFxMTALJX+/v7e3t6WlpaGhgYcDgeuxbGzs1MoFBKJRCaTB86G3759i8fjHRwchhqboKAg+G5/f39tbS3oQUr3oQ4cOHD37l26wLbKws7n4u6hApu6unpmZmZWVlZdXR0ej29qatLQ0Hj//r2Xl1dQUNCdO3eG/aVRIZFI379///btGwaDgUKhenp6zJeT0wLqkrBw4rAICwuPpu67v5+Q8TKCm1fAeovXVHYyq6urKykpcXZ2Bl8KiUjMVlv4ISNed/k0EFJggb8/sMVF3De2mJHRGjPQaHRISEhbW5uLi4ubm9uSJUtoTbSnPgsXLuzs7GS+Ao+Pj2/VqlU4HM7b29vKykpBQeHRo0cUCkVFRYWHh0dHR6eiomLQlEg7O7vi4uLGxkYuLq6+vj4AABAIxPz5801MTO7evWtnZzes9LCIiMjnz5+ZGSQbGxuDaceiRYsCAwPJZLKQkBC41AmFwqFQKCivNbA9Nzc3uMtYXV2NQqFERUXfvHljYWEBgUA0NDQePnyoq6s7bOlbfX19fHw8CoVSVFQ0NTUdZbJ+QkLCeCTpkcnkO3fuMMh9Z8yPqpIvOa9XmG3mExAZ24GNLcXFxdnZ2XTZOvLK89pbGksKP8zV0J2sgY0ff39gm5HRGg8EBASeP38eGhpaX18/2WMZATgc7vPnz56eI9sFAW98K1asSEtLy8zMXLdu3cuXLzU0NOrq6h4+fMhgCjLo3f/p06erV69mRlB/9uzZHz9+7O3tHVGK/0C0tbW5uLiSk5Np55T6K6ySY4PXbWNkC0CtwKNa1mlra6urq/v4+OTm5kIgEC0tLVrVKwAAmpubi4uLq6qquLi4duzYMVbpHr9+/RrpnuWw1NTUnDx50traGjShHRH9hL6M5EhuXoG1W3ZP5YkamUyOjY0F98sHvrtA3yTl+UMBYbHxsM6ZXP7ywPa9JG9GRmv8wGAwP3782L9/f0dHh5CQ0Li6Mo4JERERW7ZsYe1cNjY2U1NT6s8CAgKioqILFy4caT+NjY1FRUUwGIwZZWQCgYDD4UYZ2AAAKCgosLGxoU36mK+zMiMlioWuEAgEmDJHIBDu3bunoaGBwWDevn3b2NgIhUKFhYVVVFTG3Lu1v79/586dioqK+/fvH+W2QklJycuXLysrKykUyo0bN8A9pxFRVV74Ne/dZElkMU9HR0dISMiaNWsYSAQYWW6LC/cxtnaYmmmcLPOXB7ZXcWG2249O9ij+Wjw9PbFY7NOnT0tKShAIxNGjR4fS35p0SCRSSEiIsrIyCzcyWiorK1++fMnNzZ2ZmcnCkz4AAK6urtXV1Z8/f2Yc2Pr7+/39/Q0MDFiQKqZQKIWFhR0dHe3t7Vgs1traes2aNeHh4VJSUnJycoqKimAzLm7+xrpqUcmRCaPg8XhQlqKkpGTRokUxMTHd3d2rVq0a1xrqBw8eAACQkJCwZcsWa2tr1rSvPn36dOPGDSUlpWXLlu3atYuFANmLw75JeiIiLrN2yyCSzVOB9PT0iooKBAJBIBD4+PhcXV3RaDSD9lAo1Hy964vIe9Z2nvCJ8hyYAP7ywIbv7REQmvFPGUfQaLSSklJGRkZQUNBkj4URzc3Ns2bNGr0C3ocPH3bu3Dka12lOTs7Pnz8PKqxOy9evX7m4uNTV1ZnvuaKiYtasWRkZGU1NTerq6vLy8vPnz0cgEH5+fhISEiUlJcbGxqmpqdTAZmLjmPz8oZPX+RGN/+3bt6tXrwYAYM6cOY8ePVqxYsW4Ok3TYmFhYWpqGhAQYGtre/PmzVmzZjF/rr+//5cvXwIDAxEIFm/f375k1VZ+W2Fui+biZa2H8SYuLk5CQmKkVhLsSNTK1XYvYwLXbPp7Usf/5sCWnRarOCOjNf4sWbIkJCQEh8MNmzo/iXR3d7NmpwluvNva2nJzc5NIJDU1tbS0NHPzUZVFrl+//uHDh6tWraI7TluDPH/+/Pfv3zPohEwm+/r6otHoWbNmNTc39/f38/Ly5uTkyMvL03kGubi4NDc3b9y4EQqFwmhKlySllTrbW0Y6eAkJiT9//igoKCCRyPGzmR4KOBwuIyODxWIvXrw4qNUtHe3t7ffv36+srAS3Blm7aFdna8bLSGVV7al86ycQCC0tLVZWViycyy84S13b4N2raAOjIWs0pxd/c2CbkdGaMCgUylSOam1tbS9fvmRGzpFAINTV1dFOQWpraw0MDKKiokDVczD738zMbDQpA9zc3BgMxtHRcc+ePVTvVhKJtHPnTldXVy0trfLycj4+vj9//vT19bGzs9OdjsPhwsPDiUSihYWFqKhofX29mZkZg8vx8fGBC7AUCoVCodC+JS6tQCuvxQwqKiq3bt3S1NScsL94f3//06dPSSSSlpZWTk7O3LlzDx48eODAgbCwMHt7+6HOSk1NjYqKQiAQa9eu3b9/P2uXplDIOZkJ3V0dU0r1cVDi4uLAmTRryCiotjU3Fudnq2pOb11/kL82sOHxOCgMPiOjNTFAIJCp7JodFRXl5ubW3Nzs5+enrq5uaWk5VJJLaGhoe3v74cP/2hvx8PDAYDBdXd2Ojg4vL6/u7u7MzEyWo1pTU9Pu3buFhIRERERWrVp1+fLls2fPgmuDOTk527dv7+3tvXv37vz58+vr611dXalRraOj48OHD5qamqKiosnJyVZWVlTNLebVzlpaWugM2MzWuTy6e2ZEgQ2U4Lp//76bm9vos1qGpa+vz8fHB6yOKCoqoq58Xr9+/ebNm9u2bduyZcuSJUuwWCwGg2lvb29ubm5oaMjNzRUREfH29h5NWmb9z8qP75IWGZhLSCuO3QcaF+rr6wkEwii/gFq6q14nPOITEBGf8p93WP7awJYcE6yzlNFj7AxjyNmzZ0+ePHnv3r3JHsggEIlEdnb2uLi4p0+f8vHxff78OSUl5eHDhwNbJiUlqaqq/vr1q76+nrqFVlJSoqOjQ92Y4eLisrCwYG0keDz+1KlT//zzz/z58wEAOHfu3Jw5cygUyq1bt1AolJSUlImJCQQCWbp06cBzIyIirK2tX716xcXF9fv3byZ18eng5eVta2ujPcLFxdc7QF5rWPj4+BwcHO7duycvL6+qqjp+e2wUCiU8PHzTpk3gLVtHR4f23X379nV0dISHh8fGxsLhcC4uLi4uLjQaLSoqWl5efvjwYdqoRiQS37x5w2S+Tx8el5H8lJuXf+0WLyYdZ3x9fREIBF2d/oQRGxtLlcweDYart8RH3EVz807xhM9h+WsD24yM1kQiLi4+a9asT58+sZD+Pt5AodA/f/6kpqbKyckZGxv39/cPZRvd1NS0dOnSBQsWPHz4UEhISFVVFQqFSkpKspxuQAsWi3V3d/fw8ACjWktLS15e3vLlyzMzM93c3JBI5KFDhxISEjg4OM6cOTMwkw2JRM6aNWvbtm319fUsz0IQCAQSiQwODpaRkVm2bBl4C1adr5f1KnapyYYRdcXPz79v377W1tbPnz8nJycvXbpUTU2NtVENRXt7+6NHj4yMjBjk6fDx8Q3UIQMAICIi4tKlSwcPHpSXly8qKgoJCSksLJw9ezYzga3wU8avmrJlJhu5eUeQj9rY2IhEIo8fP37p0iXmzxoTPn/+vGDBgjEpGYRAIGY2LknRAVNZ8ZIZ/s7A1tbSwMk9I6M1oRw7dszDw6OoqGjiEwoYg8Viq6ur2djYwFlae3v727dvB23Z09ODQqGgUKirq2tjY2NgYOCcOXNYk4CiJT4+PiwsjIuL69SpU1SNTSEhIV5eXkdHR+qiKA6HO3v2rJOT0+bNmxcvXnzs2DHaToSFhZubm0VERFjOxgTZtGkTAAAlJSX379+fN2+enp7eSnM734u7RhrYQAQFBU1NTUkk0v3798c8sJWWlhoZGY3UOwks3pKVlbWxsXn8+HFrays3N3dbW5ujoyODDTmQ5j912a9j1bSWsJAksm/fvsuXL0tKSrq5uZHJ5E2bNi1fvnyknbBARkZGbW3tGAppItiRVraD70b7+PhwcHC4uLjg8fi9e/dWVlYeOHDAxMSktLTU399fV1cXCoXu378f1BOHQCB5eXmw4XSWx4m/89YfF3HfZM2MjNaEgkajQ0NDQdXEmJiYjo6OyR7R//jw4YOgoCA1cwSNRtfU1NCuyLW3t1MolMzMzLlz51IfhkRFRS0sLGpqajIzM0dz9Z8/fyYmJs6fPz80NJROOdrR0ZG27K+pqcnOzg6NRisrK5eWlvr6+tI2lpOTq6ysHM1IaBEQEBAXF6+qqgIAAA6Hw+BsPd2s6yVCodAxN5QhkUhfv35lXogrKSnJ09Nz165d586dU1JSun79+uLFiy9evHjgwIH6+vojR44wjmp9fb2v4kNLi3IsbT0UVVgRKuLj48Pj8QcPHgwODn7w4EFMTAwLnTBJW1tbRERESkqKn58fFxfXmMtDD7r6+uXLl4sXLzY3NwMAcPPmTSQSeevWLdAVITw8/OzZs1lZWUQi0d7evrCwsLCwsKCgYLKiGvC3zthmZLQmix07dtjZ2T179uz48eOsacCPOSYmJiYmJtSXCATCw8Pj7t27rq6u7e3tL1++5OXlxeFwsrKydJMzDQ0NMpksJyc3mqvX1dXNmzdv0Ky8ZcuWBQYGYjAYbm7u9+/fL1y48M2bN9zc3Ozs7Do6OuXl5bSNlZWV/fz8urq6RpmQCRIVFQUm0YAv9VdYJT9/uM5+D2u9lZWVjbkn7du3b7u7u3/8+MHBwTGooxAtp06d4uPj8/b2pssJevnyZWRkpI+PD+MAWfDxza+a8mUm60ezsQSFQnt7e319fdXV1XE4HJlMZrkrxqSmpra2tpqbm3d0dOjq6o5ShJNJenp6Dh48eOLECVAw+uPHj8ePH1dTU5ORkampqXFxcTl79qyFhUV7e3tOTs7169cBAJCUlAQtJiaFv3DGVvW9YEZGaxJBo9GOjo6T+LA2LCQSiUQiRUZGlpWVOTk52drauri4DLrkqKmpyYyoIwNkZWUZCBn/888/np6eYDWCra2tpKQkiUTav39/UlJSa2srbUsYDObp6SkvL3/nzp3S0tLRDAkAAE9Pz87OztjYWPDlfJ2Vv2rKWOuqtrY2MTGRTjFylCQlJZHJZEdHRx4enidPntTW1g7VEo/HBwYG9vf3Hz58mC6qYTCY8PBwf39/Brf+hl9VsY+9uXj4LTe7jz5dIjAwUExM7OPHj5WVlcePHx9lb0PR2NhobW3Ny8srKys7MVENAIDdu3fb29tTKJTOzs7e3l4cDgemL/Hx8YEPhTdu3AB95Pn4+BQUFBQUFMZViWZY/sLAlhz90GLj9skexX8XPz8/xpXFk86TJ0+2b9++fft2U1PT8Ra3FBcXt7a2Pnny5KDvKikpXblyZe/evXV1dXJycgcOHKioqKisrNTW1iaRSBcuXKBrP3v2bE9Pz+zs7NE4rQAAAIFArKysxMTEqH8pbl6+xrpqFrpKSEg4cODA2N5hpaSkfv78CebvuLu7JyUlDdrs06dPO3bs4Ofnv3LlysB3g4KCent73d3dB30O6MF2vYwJ/FldamW7S2G2xliN3Nzc3MvLa/v27WN4Wy8qKjpy5EhCQgL40tjYOCUlZaw6ZxJxcfEPHz48f/48IyOjvLxcS0urtLSUQqFUV1crKyvTtpw9e7aVlZWVldXoVX5Gw18Y2Hp7ewSEJvNh4T9Oe3v70aNHiUTiZA9kSBYsWBAXFzdhl7OyskIikUNlY0tLS/v5+YHLtmpqaitXrgwNDT19+jQMBnv9+vX69evp5iswGGzTpk3R0dGjHFVhYeGnT5+o9drG1k7JzwcpgRgWAQEBuhKC0aOmpqajo5OcnAwAQGdn51Cz/9u3b4eFhW3evHnQHb7du3dra2uTyWQRkf/jKUMiEXPfJmUkPzUwWqe7fM3UTzHz8/Pbs2fP58+fo6KiAAAQFRVtamrq7++fyDGcOXPmwYMHO3fuXLt27fz58+3s7A4dOrRgwYJVq1bRCfoEBwcv/P+M8vFrNEz1P+pIyU6LVZqR0ZpUTpw4gUaje3t7J3sgQ6KhoaGhoTGRj70HDhwALdkGRUBAgKp0fOHCBX9/fxQK9fz58/nz53d2drq5ue3btw9M9ADh5uYWFRXNyspibTAdHR2hoaGJiYk7duygPlazJq8FAIC+vv6bN29YGwkD5OTkGhoaAACIjo4eKu9DQEBgqEqMuLg4Ozs7JSWlBw8e0KpIFxe8j4/wk1VUXb1++5SVfKQFh8Oxs7NLS0tfuXIlIyMDPGhjY3Pv3j0mvfrGkPXr1x89ehQAADU1tYKCgpSUFDqr4c2bN//+/fvT/4eHZ9IcA/62wJaTmWRiNZMPOcksWrSos7OTwdbIpKOhoUEkEl+9ejUxl1u/fv2wqsdUqPMPPz+/w4cPc3Bw1NXV0flWm5mZkUgkPz+/nz9/jnQwbW1tRCLR2dk5IiLi/v37TU1N4HFQXmukvUlLS8vIyDx//nykJzIgLy/Px8dn3bp1AAD09/cPqt2FwWBoJ2oYDAZcrIuIiNi6dWttbe2DBw9oS+n/NNQ+D/cBAGDtFi8RseENg6YI58+fd3R0BACAQCBQP6+wsLCXl1dycjIGg5msgSEQCEFBwcm6+rD8VVmRMzJaUwQXF5eysrKGhgZZWdnJHsuQmJmZTZgjgaCg4KlTp1g40dzc/N27dxISEtu3028bL1u2TFdXNyEh4d27d3Z2dswvqSEQiJ8/f/769cvBwaGvr+/p06e9vb08PDx4CN/zZ4GzZOaMVNZEQUHh9+/fIzplKDo6OiIiIlRVVffv3w+uQC5fvvz58+dr166la/nixQuqEElNTY2XlxcbG1tcXJysrGxgYCBty66Olqy054LCYpabPab+wiMdnZ2d4MfMz8+nfTZKSkqysLCYsOSRacdfFdhmZLSmCOLi4jIyMvfv3//165etre1kD2dwoqOjxzxJfSiQSGRTUxPdZs+wtLe3Ozs7s7Ozf/78+fPnz5cvX6bzZkMgEDY2Nj9+/Lh9+/bq1auVlJSG7RO0VN6yZQsYvdjZ2cGFPnAC5H3hw4cP2U1NLbNmzVqzZs2wvREIhKCgIAwGo6WlNaKPBl4OnIqRyWQsFotGoxsaGp4/f+7i4kI7RVNRUcnOzqY7HY/Hp6WlPXr0CHwpISEhJSUFg8G2bt1KFZUGAKCvr/fj26Te3h7D1XZIDs4RjXAqQCaT8Xg8+HN+fj7tR2ttbV2yZMkkjWsa8FcFthkZrSkCkUhsbGzk4OAIDw9fs2YNY6vDiSc+Pr6mpsbIyGju3LkTc0U7O7t79+6dPn16RGfx8/Nv3br1xo0bmpqaRUVFW7duNTY29vDwoMuVkJGR2b179+vXr1+/fm1iYiIlJcXAoAd0Bx0YAsFnf61Fy+FwAkxMbFh3UwKBEBERgcfjbWxshIWF37175+fnx8vLy83NbWBgwGAmQSKRcnJy8vLyIBCIiIhIV1cXHA5nZ2fv6+tDIpEeHh50qSJkMpn2SHl5ORcX1+3bt3fv3p2UlFRVVbV///779+/39PTcvHmT+p9GJPbnvk3s6mhdYrh2RMpYUwQsFhsXF/f69WtwHRIAAHZ29sbGRmoDKyurmJgY6rsz0PH3BLa2lgY0z4yM1pTg7du3ampqHh4e5ubmSUlJk1inOSjV1dXu7u7jnehPi7a29v379/F4/EgvunbtWj09vX/++efZs2ccHBxZWVleXl5QKNTe3p5WlhMGg5mYmPT397958yYlJWXRokXa2kOmUDGo7165evM/ezbPW7Jh8eLFDEbV09MTFBS0bt06MTEx8IiBgYGBgQEej+/u7g4ICHBzcxt0Y6ylpSUkJMTY2HjPnj0AAOBwuO7u7qEmsg0NDaCLHmg13tXVdfr06fr6eg4ODk1Nzfz8/Pr6erD+YcGCBaDFNgAAFAo5Pye9/mfl4mWrhUWnUz3ro0eP3r17B4fDYTAYAoFYsmRJWFgYNTtm69atx48fP3To0NmzZ5FIZHl5+YQ9lk1H/p7AFhdx39hiJm1kSvDx48clS5ZAodDFixfn5eVNtcBma2sbFha2adOmidyicHV1PX78+I0bN0Z6ooiIiL+/P/izubm5ubk5Fot1cXHR0NAIDg7+8uULGxsbAoEgkUgEAsHZ2dnNze3GjRvKyspcXFwDeysqKmKw8QmFwgWEBNtamhiM582bN42Njba2tgNzB5BIJBKJdHZ2vnv3rqWlJd28sKOj48mTJzY2NlQxFxQKRRv/Ghoa6uvr375929LSgsVi+fj4UCjUt2/fNm7ceOzYsdbW1t27d1+9ehWDwVRVVfHw8IB1frT/XcUF7ytKvmgtNtTSpTdxneKUl5cXFBSEhYUN1QCBQFy7di03N9fFxeX+/ftT3AFx0vl7AtuMjNbUoa6uDpSiWLFixcSLnQ/LrFmzli9fHhMTIyMjMzFKtQAALFq06MuXL+7u7pcvXx5lQEWj0fv27fPy8jIyMgoLC7t69WplZWVfX9+PHz/i4+MfP368du3aJ0+eiImJmZiY0C1LYrFYPT29Qbu9ffu2hobGHPUl7968TElRoNUhA2lrayMQCBUVFTt37mQwPF5e3gMHDjx8+JA2sLW1tYWEhAw1kwMA4PTp0z09Pdzc3GvXrpWUlKQmsBCJxH/++cfZ2VlFRWXHjh3Lly9/+PBhYGAg3WJpdXlh0ee3c+frrt3ixWBsU5bQ0FBm3FB1dHSUlZVv3rwJ/nEnYGDTlL8ksH0vyZuR0Zo6kEgkcAlFX19/9uzZeXl5DFbGJgVFRUVhYeHw8PAJC2wAALi5uaWkpOzatYuDg2PRokUODg4sr5yDBbDgzxAIpLm5ub+/38TEpK2t7ffv31FRUX19fQoKCuXl5W5ubrR7nFxcXG1tbQO30MhkMjc3d1lZGRcXlyAvipeX19vbW05Ojrph9v3794yMDBEREWaciSAQCLVCv7q6+vXr15ycnB4eHkOtxBYUFODxeG9v74FvweFwsFiqtrYWiUR++fJFSUmJdvw/q0vzc9PllNWtt3iNXkVzsmhvb2dSlVRWVhaFQg1ME52Blr8ksKXGh9q5Hhu+3QwTDguLbxNDUlLS5s2bGbdpaGi4dOkSGxsbDAZbtGiRvLy8pibrqwI/fvx49OjRkydP8Hh8TEzM1q1b9fT0du7cOcqNYU5OTgwGw8bG9ubNGw0NDRMTk2fPngEAUFVVRaFQvn37Nn/+/KVLl2poaEChUGtr6/v37+/cuZNu5lRWVqakpATWawfcLJEWF9Lx8mpsbAwJCbG2tobBYG/fvt2xYwfzkQOFQnV3d1dVVZWXl7u6ug6qHvLu3buQkBAUCkUkEn18fGjfIpPJQUFBK1eupN7uX79+De6lUQ3Y6mq/f8l5LSk728rWg0k70KlJeXk58xJcdnZ2bm5uM4Ht/7V35vFQRe8fPzPG2MY61pC1SCRrKVrJlvZFpVRkaxHRvqq0SFpEVBJpX7QgCaWSRCpLhGzZl2GMMWb9/XG/v/nOFzEYZmjef/Rq7px7znNnxn3uOed5Pk/fjOJfAyNdeDxaakhl0bmwkKamJk7OzoZoaWkRFxfvo0F+fv6hQ4dOnDgREhJy9OhRCoUSFxfn4uLy7NmzwY2ooqIC7Zbx8/OvW7cuIiJCWFh406ZNLi4uQ5H48vDwSE1NjY+PNzAwqK+vv3XrVldX19GjR83NzWVkZPB4fGlp6YULF1auXOnj45OdnS0qKorH47t1kp2dTZ9VWy3fBMlrycnJeXh4PHz4sKqqytjYeEDzIT4+vpCQkJ8/f65evfpvmlgxMTG3bt0aN24clUrtVtP88uXLd+/eZVTLdHBweP36dWdnp4WFRW3V72d3Q6rKixatdjcwMR/VXg0AkJub201xsQ/4+flFREQ4/++LvYyFGVta0hMNrowWJ9HY2Hj+/Pluz+CcBhqNbm1t7UO8PzAwMCwsDFrHQ6PRjo6OAABobuHq6srLyzt+/Ph169YNSO62W0DHqlWrVq1aRSQS/f39a2pq/qYnySRQDGFQUBC0i5aWlgYVfFm6dKmNjQ0Oh4uKigoPD+/s7CwtLdXX14ekPTAYzI0bN1JSUrS0tCDfxiivhUAgZs+e3dTUVFdXx7yEf1NTEx6P37NnTx9tqqqqhISEEAhEZWXlsWPHuiWwe3p6Llu2TE5OrrW11c3NDYlERkVF4fF4OWmxpGeRcgoqdqtc4RxcQWJAVFVVzZkzh/n2u3fvhp603NzcGJPbuNAZC44t833CjoMcfQ/91xg/fjyHezUAgIWFRUREhJWVFVT/k0gkUigUAQEB6N2AgIDly5f3zMBDIBBeXl4AADKZnJWVdebMGSMjo/Xr1w/FEiQSefToUV9f36SkJAuLQYbzIRCIbgXwDh8+zPgShUJ5eHh4eHhANcTfvHmTnJwsIyOzcOHCT58+ycvL+/v7nzhxAvo05JXUf2R/mGJgCgBQVlZOTk4eUGF0QUHBPrQxsVhsREREZmYmFKNvb28fGBjY0wsqKioCAI4dO8bDw6OmplZRWjBBXlBEYky5NIja2toJEyYw315eXv7atWsEAmHz5s2+vr7dCtiykHZcO2XYCssNK6PesREIeBgMjkSOXE4Sl76pqqqSkxsFy8KSkpKenp7v3r179+4dDw8PDAYjEolQoW08Hl9SUnLw4ME+TkcgENOnT58+ffr69euH6NggTp065ezsbGJiMtz57BISEkuXLl26dCkAICcn58KFC9OnT5eXl09NTaV/cTYrnKOuHIMcm7i4uKSkZN/LtnTa29tLS0tTUlKcnZ17bYDBYFxdXXfs2LFr1y4o09zS0hIq5dUr27dvL8zL6sBU19VUGM5aXFNTw+jVyGRydnb2tGnTmL56TqStrW0Quov8/Pzh4eEuLi7dVnFZCIFAgMNHZTzO6F6bBgDEP7o2Y+5CdlvB5b9kZmZqamqy2wqm4OHhmTdvnru7u4uLi5OTE30rKCAgwMnJiclO9PT0WCKmjEAgdu/e3ffyHcvR09O7deuWoqJiZmbmhAkT6uvroWhGYWHxLkIn9H84HN7V1UWhUPruqra29uLFi3FxcWQyeceOHX9LaRAXF0ej0e/fv++11gwjZDJ5144t2e9j5WQkV2zwnGZmvXTp0oyMDHqDwsJCJyenM2fOsLxuzkiSlpbGvEB2N1AolIaGRk/JMZZQXl7Oh+SDAa5jYwdFeTkmc+z6b8dlpMjNzR1K6CC7iIuLmz9/PoFAgHYvmBfic3Z2pheBHCJaWloIBCI/P58lvTGPo6Ojo6NjQ0PD/fv3169fD2nGTzE0S0t6CDWg0Wj0ym29gsPh7t+/7+bmZm9vb2ho2LfTCg0NraioePDggaur6/79+3/9+tWtAYVCPrLPc7P9gqLCnys2eOlNmweFh8DhcFNTUyjQ5u7du8HBweHh4bKysv0KgHEykZGRQym37evrGx4eTo8GgrRA09PTh27Yu3fvOE0Mj3lGt2NrrK8WFmNbyR9Oo6qq6u7du+y2AtTW1o6YuDCroFKpOTk5165d8/T0tLGx6bUi898QERHh5eX9+vUrSyzZt2/fuXPnWNLVgJg+ffrly5f9/f03bdp0584dAMAcK/vv/1/FZu7cuYmJiX2c/u3btwULFvDx8TE53OLFiy9cuEAmkwsLCx0cHOh6/GQS8WPKs1uhp8oqqpS1TOH8Eg0NDYwn6unp/fz589ixYz9//rx27ZqIiMgIl9xkIWQy2cfHZ9WqVb2m98XExJw4caLfTgQFBffv3+/h4QFNW9PT04WEhLKysr58+YLBYAZtG41GIxAIo1ehcLTaDfH8XqjV0o3stoLNPH782NHRccOGDYGBgQ0NDY6OjoxB0iMPjUYbXX8PeDx+586d9fX1u3fvjoyMHIRoelBQ0KVLl1iyICYuLj5x4sR79+4NvavBgcFgoPqQCASCF8Hb0d4GAJg0aVJFRQX1L3EEZDI5IyOj14B1IpG4cePGnmtlDx8+PH78+I0bN548eXL79u2JEyfiO9rfvIx5+ei6qsaUzdsOjVfVamxstLOz6zYbmz59emNjIwKB+PPnD+QOJ06cuGXLlqysLJZc/oiBwWCcnJysrKwWL17c892WlpYrV64wGRWiq6t78uRJb2/vwMBAHA5naWmpoqIiICDw8OHDjx8/Ds68/Px8bW3twZ3LCYymG1BPmuqr1TX02G0FOyksLIyNjQ0JCbl27dqZM2fc3NzCw8NJJNLly5f/dhsaVqhUKlvGHTRkMnnr1q1ubm7Xr18fUOA+I0gk8tChQ6dPn2aJSd7e3vHx8SO/IAlRX19P3/KZZbkq4UkE9P+FCxeGhYV122mjUCiQptfatWt7TVY7cOCAvLz8t2/f6EdevXq1fft2CoVy69atjRs3Xr58WUIMha0vfJf40HDmgiVrPOTkVQAAJ06cCA0N3bJlS89VzTNnzhQWFkZERBQXF2/atElPT+/q1at0EeRRQW1t7c6dO0+dOmVra9trg0OHDklKSi5ZsoTJDlVVVaOior59+wbpbNnZ2Wlra7u4uNTV1RUVFQ3Cws+fP4/qkJxRHBVZlJ8lq6DMbitGGiqVevnyZRkZGUNDw7i4uG/fvk2fPr3bH/++ffsiIyOdnZ0RCASVSoXBYNAUikQiiYmJtbe3CwsL+/n5DccC+sePH9XU1Fje7fDh6+vr5uampzfUxyMtLa2Ojg6WmAQACAoK8vLyWrduXR/hgsPE9OnTk5OToUy4KQamb178p+bZ+PHjbW1tAwMDt2zZAofDBQQEvn379unTJ0ja8W+9NTc3x8TE+Pn5bd++HQaDUSiU8vLyI0eOmJiYHDx4ENNQlZHySGeirIWdAx9z9YFzcnLOnDnj5eVlbW0dERGBwWA8PDwsLS3FxcVdXFzExcUHtIzMFpKTk6Ojo4OCgv4WPFxdXY3FYlVUVAa08oFEInv+RRsaGhYXFzOf/Q0BBQ31G93DyYxi0189jXRwHfym62gkICDgx48f1tbWOBwuIiLC2Nj4b3K0Gzdu3LhxY8/jULnL79+/e3t702g0JBLp6OjIjPofk7x+/RpK+x0xCAQCmUwenJM+ceKEtrb2rFmzWGIJPz8/VDBz6F2hUKiwsLCjR48+e/bs2LFjAy1pPRTMzMyuX7+OxWKhsEYRMfHaqlI5RTUAwPjx47dv3x4eHi4lJfX7929zc3NPT8++e9PQ0Pj48SNjRt26detCQ0NuhQeJi/CtXbNaVEqZ+bxvAMDHjx+1tLSePn1KIpHKy8s/fPigpKSEQCAuXLjQ3Nx86NChwVzz0CCTyU+fPi0pKcHj8Z2dnR0dHXA4HIq1ERIS8vDwYCyngMViY2JioqOj+3Abhw8fRiAQf8uX+BtYLLbnHuevX7/6eOz4GxkZGaN6ugZGr2OjUqkEfMc/JaMVHx/f0dHRrez9QIFqX+nq6kIJ1BgM5uLFi2FhYeLi4itWrICK0NOpqKiQl5f/8uWLjo4Ok/frmpqakYz1j42NffnyJYFA2LVrl66uLv0JFwpb73tp8dSpU8rKysyH9dMhk8lkMrnnhv+iRYt2795NJpOvXr069F1GOBzu5+dXVla2Z88eJSUlX1/fv+ni4/H4169fI5FIGxvWlI83MzNLSUmB1sGslzrHP4lw8vzPrq2AgADkzF6/ft1Tl6snU6ZM+fHjB72eQDsWs2Kh2av4lzSkGJVfZrbFkoHa5ubm9vDhQ1FRUXV19czMzFmzZtHTDX19fffu3TvQDocCBoO5cOFCbW3tnDlzFi1aJCMjIyoqyviXUlFRERQU1NbWJiAggEQioXDTAwcO9OHV/P39TUxMPn78qKOjMyBjqFRqzwKzFRUVg0j5z8/Pd3FxGehZHMVodWwfkp5O0h3dzxQD5enTpxcuXGBtn+Li4lBZ54qKivv374eHh/Py8kKrlxQKRUREpK2tTVVV9eLFizY2NmvXroXMMDAw6FWJPCkpCYo7GBni4uJev34dHR3d2Nh45cqViIgIMpksLi5eVVUlIyNTWVkJrZ71qt9PJpNLSkoGWtIawtvbG1phY+zt3r17P3/+vHHjxqtXr5ydndetWzd//vxBXxodFRWV0NDQ1NRUDw8PMTGxbdu2qaur0wd99OhRcnIyAMDQ0PDnz5+dnZ3Lly8f+qBLly49ePAg5NjkldTbME092yxYsCA0NHTevHl9dzV79mwfHx8AQHlJwbfMVEGU8HybVUvX9FX1pm8QCMTfpKt1dXWvX79+5MgRDAZTV1c3UMcwINra2s6ePdvS0uLh4dFH5QolJSXob7axsZFIJPa7ifvixQsMBuPu7p6ZmTlQkwQFBQkEQreDoqKiPeXK+gYqhzt66yRAjFbH9vlDguehYHZbMaJMmjTp+fPnw6TqraSktHv37r+9SyaTHzx44OLi0tHRMXfu3JCQkIaGBk1NTR8fHyQSSSaTw8PDP3/+LCgoeP78+eEwryenTp0iEAg3btwAAEhJSdFdVFlZmYyMjKCgYHNzs5CQkJOT069fv4yMjOipdWQy+fr1658+fRq0MGNXV5eEhERtbe1/dTpsbLq6uqDnZSsrK3Nz83379n39+tXX13eIlwkxd+7cuXPnlpaWhoWFtba2QjcdKpVqbGx84cIF6PH/8OHDfeheDgg0Gk0kEukvFZTUv395q2s0p1uzvjPbIHh5ETJiCI+Ni1eucbRb7crDw/obDpVK9fLyIpFIx44dy8zM3LZt28+fP52dnYfVse3cudPX15f5rVlmFpOTkpIeP34cGhoKh8P5+fl37drl6urarVhrHyCRSDweTyQS6UW329vbq6urB3rHeP/+PVTkYVQzoo4Ng8Hs2LGjtrZ2w4YNGzZsIBAIXl5excXFPj4+VlZWBQUFYWFhM2bMuHLlSnh4uKamJvS47ePjExoaWlNTc/z4cagfKoXCw8Pzr8lo7dy5c8uWLXV1dUOUyh0ECARi7dq10IyNzqtXrzw8PKDthDlz5mhqahoZGWEwmOHOlsXj8bt27ZozZ86GDRt6vkvfz4DMCAsL+/Dhw6tXr4KDg4WEhGg0WkdHx/Lly+/cuTO41UIymTx+/Pja2trv37/THVtQUJCEhAT95oVAIAICAm7cuHH8+HEW7vqoqan9LbEpOTkZBoOxZI4IwbhWZr3COerKsW6OLTk5ecqUKX300Fj/Jzs9iUqlbHH3xHaQLl68mPWjlFWenhEikVhXV3fs2LE9e/bIyMhAumirVq1i+UCMIJHIyZMns6q3pqam48eP8/DwQF4NABAQEPD161dvb++XL18y34+jo2NgYOC+ffugl8+fP9+0adNAF1GKi4sHLVjKOYyoYwsODlZWVr506dKsWbPmzZsXFRXFz88fFBS0YsWKoqIiKHrqwIED06ZN+/Dhw/jx44uLizs7O318fN69ewdpq0M01v9ZYje6l4AHARwONzAwaGlpYbch/8HKyoqxhi+VSi0qKoqIiHBxcRnWBcldu3Z5enoyKWqOQqEgO/F4PD8/P5lMhsPhgw73amlp2bJlCwqFMjQ0ZKwb0us9ztzcfN26dVVVVby8vCYmJg4ODoMblBlevXo1fHETdHktxs+toqJi06ZNPRtTKOTc7PeVv39KyijMtV4NxTqOAyA0NDQkJOTkyZNDUdlgpKmp6cCBA3g83s3Nbdu2bZcuXdLV1f3+/XtERARL+u+bVatWnT17tm81UWb4/v17eHh4V1fX1q1bGbPWHjx48OrVq9DQ0AH1ZmFh8eDBA/rLzs7Ogf4lYrFYVs372cuI5rHZ2tru2rULqq4rKCj4+fPnNWvW6OjoKCsr//7929nZ2c/Pz87Obv78+R8/fnz79u2SJUsIBAIOh/vy5Qtj6JqwiLjJ3N7zP8Y2qampRUVFT548YbchvQCHwydNmiQgIFBQUDB8o3z8+FFRUXEQpToEBQXhcDgSiRy0Vzt69OiuXbtOnjwZHh7u7Oz89u3bvtsrKipeunTp1q1b4eHhNBrN1dV1+DL8Vq9eDfn7mzdvlpSUDL1Dfn7+wsJC+ktGeS0IGo3WbRumsf5P4rNbr57eFEfLLrL3mDF3UbcIfg8PDxEREUdHRz8/v267QbW1tZAoMx3GtdBeOXLkiJmZWUBAwLVr1/j4+Mhkspub24kTJw4fPnzr1q1fv37FxcWFhIQMk47i/PnzeyqBDYKIiIjly5d3y8UmEomvX7+OiYkZREAj4/rwjBkzzp49W1xczPzpKSkpI1lTfvgY0Rmbvr7+ixcvDh8+fPz4cQkJCTweD63eiIuL4/F4bW1tqNpyR0fHrl27REREFi9ejEQiIyMjx40bJyQkRO9HENW7vuqYJyYm5saNG/TSKhyInJxcSUkJVLXS2NiY5RIkd+7cGbFtPEYuX74sJydHX+SBw+Ha2tqZmZl9ZErA4XBoYw8Ohzs7OysoKGzfvv3MmTPDkT5oaGhoaGjY2Nj48ePH69evNzU1QcmLVCpVQEBAVlbW1tZ2QE8DJ0+e3LJly5EjR6Cl3Xk29pdObp9n/d+oDV5eXmg7h0Ts+vblbW1VqaSMwuwFK/gFhP7eK3BxcXFxcfnw4cPmzZuXLl26cuVKAMCDBw8EBAS67UItWLBASUnJz89PSUmp165OnTp1/vz5jx8/ysjIVFVVtbS07Ny5s66u7tChQ9++fbt+/frUqVMnTpx4/fr1nomeLEFAQGDo2R3e3t4XL16kR41CZGdnD3qDkIeHB4r+AABoaWnl5uZKS0szf3pdXd2oKM3RLyPq2B48eBAdHZ2amgrNdg0MDAoKCpSVlUtLSxlTCIWEhNBo9MuXLwMCAnh5eVeuXOnu7j6SdnIsSCRSWlo6Ly/P2tqa3bb0Dj0qLzs7OzIyEofDubu794xCHjRwOPxvsvHDSlZW1tWrVxmPzJs3LykpifkUQCsrKzExsd27d0MyJWg0uqioaKCZs30jJSW1ZMmSbnIVWCy2sLDw/v3758+f19fXd3JyYuZejEKhJk6c6O/vf+3aNQAAHI7ggfO0t2OEhcUBAFVVVXV1dVVlhYW5n+FwHl2j2UYzmU0kr66uvnPnjoSExJs3bwQFBS0tLe/evYvBYLrNgDdv3nz9+vXPnz//zbGJiIgcPHjQ0dFRUlJSXV390aNH9LcYNbibm5sfPnz4t0DKobBixYpLly7t379/0D1gsdjr16/3nJa9f/++33DTv2FoaPj69etFixZBL9XU1Jh36ozxUKOdEXVsMTExv3//hlRkwsPD161bZ29vf+TIkQULFnS7982fPz8rKwuJRJqYmHR2drJwV3y08/z58wEV22UXBgYGBgYGdXV1gYGB0tLSBAKhW5IcACA4OBiJRAoICMyfP3/cuHHMdMsWvS4oPKGxsRHKAoQwNDS8devWgPqB6rf9/v3b29t79+7dLIw+6AMRERFjY2PIAcfFxe3evZtIJPLw8NBoNBcXlz5C1eXl5RsaGuiP/7Ot7F89iVjpuKuhvvp6sP/UKVo4bIvlko0IxMCeWo4dO+bv75+cnPzx48f8/HxbW9unT5/2bAbFl/XdFQKBUFBQqKys7Dm/uX37dlpaWk1NjZiYWK97gUPkzp07379/Z/w9DBQ8Hu/s7Lxx48ZuNzfoQWTQO6bLli07duwY3bH18f32JDk5mX7iaGdEHduzZ8+6HcnJycFisT2L7NETLxAIRFtb20gYN0pAIpEslG4abmRlZek5swkJCZVVVdHR0bx8AjAYTExMDIFAuLi44PH4xMTEuro6BQUFc3PzvnNoeHl58Xj831KVhwkkEikpKdnTp0LKQwNFVVX1+vXru3btUlZW9vb2ZoWBzGJra0sXJyQQCAcOHIiIiNi2bVuvYrsuLi4fP37cvXs3dOEG+npV+ZnP74d24Ik6hrOXrrQfnA2rVq3avXv37t27v379+u3bN1dX18OHDw9apbNXAa2LFy/++fNn586dJ0+elJGRuX//vqGhYa8K+oPj+fPnRUVFvr6+gzYb6mTBggXdvBoOh/P09BxKTAoajWYmcb5XcDgcW5ZDhgM257FBt4zBnUulkuHw0ZqHNzgOHTpkbm6+ZMmSrq6uP3/+tLe3D0iOiL1YW1uX/Uhav349L58ADw9PR0cHtFkoKCgIBQ48efIkLCxMQEBgypQpJiYmvXZiaWkZEBAwoIRTlqCgoHDv3j0vLy/6ke/fv8vKyg6uN0gxKyYmxtnZ+dixY0O5Pw4afn7+wMDA6urqK1euYDCYkydP9lyGmjlzpomJSWFuZlF+dlZWVisWZzRjgZyiWkBAQE1NDZOT7G6Ym5uPHz/ezc1NVlY2PDy8s7Nz9+7doqKiMBiMRCJRKBQo/DIwMHDQ4XkdHR1kMvnKlSsXLlyQkpLKycnx9PR0c3ODw+E6OjqM+76fPn0KDQ2NiopiPJ1AILi4uMjLy586dapn5wUFBS9fvhzoZL0bT548efjwYc8ATm9v74MHDzIp6v83elWj7pf8/PwhjstRjGLH8DHl5afU5+JSMjbLt8gr9iKEMfaor69fsmRJcHCwuLi4nJxccXGxkpKSuLg4u+1iFuieAiWQ9nw2VFFRERISKisr+/Dhg5iY2KRJk+iTMxqNlpub++nTJzgc/v37d0jxciQtP3XqVDftzUePHg1RdmjdunXm5uYHDx6EwWBCQkLbt2+Xl5fH4XCVlZVoNPrp06eqqqoLFiwYkt3/Dx6Pf/fu3ZQpU7o5UXl5eX9//+rqai8vLz8/P3o6MI1GKyvOzf+WQaVSNLWNlqxxN55de/7sieCAAycv3RMUFBzKZkx1dbWAgACRSNy9e7eQkNDy5cvpWs+QVllBQcGePXvCwsIG2nNGRgYej++276Wnp7dq1aqEhAQSiXTq1KnAwEB5eXkMBnPs2DF+fn7IDTx+/Pjt27d8fHwUCqWrq2v//v3fvn1zd3e/fPky4x5VdXX1mTNnhihrBwAwMTG5f/9+c3Mz/ev4/v37zZs3cTjc0L0LDw9PW1vbQAP9P378OBxrtuxiFDs2M/MlZuZLyksKnt8LwWKaZcaNt13pIiXDhoffEYNIJCYmJu7atQt6WV5e3lNEZ/QyefLk+vp6e3t7ERGR6OjoN2/eCAsLk8lkKpXa2NhobGzs5OSEQCDMzMz2798PaY6MGLW1te3t7Tdv3qT/8YuIiAw9p1BGRgaKzqioqPD398fj8by8vOPGjevo6DAzM8vOzn779q2/v/8QRyEQCO7u7rNmzYqJiTEzM1NQUMjLy6uqqqLRaAEBAYKCgvLy8ufOnTt58mRoaGjl78IfX9+TiUTViTrWyzZBW2jv378PDw8nEAgoar27u/ucOXMGJ7lEIBCgtAchIaG5c+daWVmVl5fn5+e7urpKSUn5+vqi0WgymUwgEHh4ePoOOu1JaGhoTEwMpODVDRsbGxsbm5ycnNOnT/Pz81+6dCk3N3fv3r3FxcW1tbWlpaXJyclhYWGMPkxXV3fcuHFOTk76+voCAgIlJSWdnZ1kMvnixYtDj2uVk5M7f/78gQMHJkyYICkp+f37d6jo6OBKzHTD1tb23r17rq6uTLYvLS2Nj4/X19dnYZAX24Exo4vDUezz3QEAOBVwqdvxn7mZyXExuPa2cYpqtss3o6XGoIfbsGEDdB8EANBotCtXrpiZmeXm5goLC+vq6iorKwMA3rx5U1FRMWXKFF5e3ilTpnBUzc+rAT7r3Q4JCTP1LNnV1dVrRWYvLy9NTc0dO3aw2rp+yMrKevr0KV2o/sGDB33oFg6O6urqbjOqmJiYHz9++Pn5DaXbGzduSElJrVy5kkAgpKSkVFZWGhoa6uvr5+fnnzlzBrqhV1cUnzl5wHKB+XgVzSkGZki+/9mRSktLCwsL4+HhUUIDCTmVr7m/g4ODB7FrhcPhQkJCeHl5IQGXvLw8QUHBwsJCGRmZ+vr65uZmZWVlCoUiKira0tKCxWLnzZvX0NBQV1dH/9n/DSwWu2TJkgkTJvQxz1u5cqW6unpNTc3ixYuXLVtWUVHh4+MjLCysp6cnICDQq5o+mUxOT0/v6uqaOnXqcNRYiIuLI5FI5ubmLEwCIZPJHh4ekMo5AODt27ePHz8OCgqCNjUlJCRmz55dWFhYUFAgJibW3NysoKBgY2PTa/Cku/N6A0PjrZ69PCtwOKN4xtaNSTrGk3SMAQAF3z7dvXG2A4uVVVC2WrpRRq73cOHRSGtra25uLhQDBoPBpk+f3tnZuXTpUjwe//79+6SkJBgMJi4uvnbt2uLi4vb29qtXrxobGw8oMopz6NWrQbBlZ1FbW/vRo0ceHh4hISEAgJycnO3bt7N2iJ6bbevWrWtpaTl79qyGhkZdXd2iRYsGsQaYnZ0N3e75+fkZKwDo6OjYr1y0Y8tKK8sFCsoTAJ/UsnW9X9GsWbP09fV37979LvvbNK22zZt37tixYxBFDFAoFKMk6erVqwEA0IxcRkbm3LlzJSUlCASipqbG1tb2xYsX1dXVVlZW8fHxqampZ8+elZKSUlNT63WHFQ6HW1hY0BMNGamtra2urjY0NJw4cSIfHx+0PXbx4sX4+HhBQUEKhZKamvq3kuUIBIJVVY165W+FRocCAoFgDGuiUChVVVWnTp0yMTFxcXFpbGx8+/btpEmTXF1dsVissLDwaNc77pWx49joaE010ZpqAgAoys96HH0J14YRR0tbLFqvrD4S0dXDioyMDGNkM91jCQkJdZM6hXT8Jk+enJycPEod298ICAjw9vYe1ttNr/Dz869YsYI+IWhvb2esszV8rF27du/evfLy8mpqat7e3r6+vmFhYVQqde/evUzWdKXRaIzP41QqtbTwW2FeFoVCHq+iuc7JO/p2DD9/kYBgX5MGFAoVEhLi7+9fnPUiMzNz7dq1W7duBQBs2bKFnjf2+vXr8ePHD7RuERwOh3ZM6auIVCp18+bNwcHBT58+jYmJgcPhJiYmEydObG1t/fLlS1JS0pQpU2pqahg1iFEoVK9eDQBQUVHh7e09e/ZsaWnpp0+frlixIi4urqysTFxcHI1GW1lZWVtbw+HwFy9e2NnZDchyjkVGRqagoADarps/fz4ej4fq5wEAoLk71GzMxED2ZAw6Njoakw01JhsCACrLC5Oe3W5uqBFACZvOW6w3bZDJj2xnoA/I9fX10OPbqC6G242fP3+yMHR7QBgaGubm5rq6ug46HnIQLFy48OzZs2ZmZi0tLSdPnnz27FlISAiRSHRzcwsLC+v3o2hra4NUe0jEroLvGeUl+QAGU9ecSt8/AwDMm2/OpDH79+9PjJWHw2EWlpaWlpZ4PP7QoUNhYWGTJk36/v27gYHB3bt3b968OZTrBQDA4XBLS8snT54wKjNcvHiRSCReu3btypUrtbW1aDR6/vz5BQUF/e62Tp8+3cfHR05O7tSpU1OnToXqlIqIiBw7duz69et4PB6BQLi7u1dXV5uZmY0NpURra+vExER6HIqdnd2jR4+gQk4D6odEIo26vSqIsbPHxgyY5vrEZ9GVv3/y8CC09WbMtlrJz1xBeg7B1dX10qUBXDiZTE5NTf3586etrS2TT/fDyoD22HqlpKTk+PHjERERI5zK1o3MzEwJCQl6abQRg7EoyadPn2JjY/vdfvuUnvbq+X0TY31ePn6tKdOU1LSGuPREpZIDD7v6nvivO8HhcJcvX/7+/TsfH5+2tnbf25/nzp2rr69XVFSEZEeys7M/ffpkZ2dnamqKxWJv3769fPlyaAK3efPm0NDQnrMKPB5fXl6OwWAePXoEh8MhHb5+cXBwgMFgYWFhPX85J06ckJWV/fPnz+LFi5mvRMPJQMqZV65coR+hUCiXL1/esWMH8w/HWCzW2dF+gaU1d4+N0xFHy9hv9gEAkInEtKTHIWe9KUSS9Ljxc21Wj1ceubrPg2agTyEIBMLCwkJXVzchIYETHNsQCQ0N/fbtW3h4OHu9GgDA0NDQyspqwoQJ69ev76moMnzQvRoAQFxc/G9KwTQataL056/8LBKxq6qmXl550uI1LCt1BIcjeBAIbGuTiNh/MlBRKBSRSOTl5XVycpo2rffyv9XV1T9//szPz6+srPT39//8+TMUSKKsrDxjxoz79+9PnjzZxcUFi8UWFxcTCIS5c+d6eXkdP348ICDA1dVVV1eXXq1p3bp1bm5ulpaWdInFmzdvrlmzpu/J6/r16+fOncv4AUJAJWd9fX2HHn3KOSAQiG56Ajw8PAsXLoyJiVm/fj2TnVRWVsJ5OCj0bED8W46NDgKJnGe7Zp7tGgBA8c+cxNhbmKYGBJJ3qsFsU4ulHFvpTVBQsLGxcUDRWcXFxS9fvoS2Q0YvJSUlp06dmjNnTmRkJLttAXg83tPT08XFxdTU9PDhw79+/epX/Gk40NTUFBcXd3d3R6FQZmZmZWVlhT/zpmgqKcpLw2AwJTWtOVarkXz8jx49olAorB16rvXql4+ur3X+j6ZMfX19RkaGoaFhfHz8s2fPenqIoKCgT58+6evrm5qaQsEjpqamSCRy1apVXl5era2t9vb23t7eLi4uycnJgYGBVCo1MjIyMDAQUm9obm5ub2+nJzVu27aNMTD9/fv3qampxcXF0LhxcXFfvnzpWRudnirXjdraWgkJCQAADAbLz88fGzM2AICOjs6rV68YC0upq6v/+fMnKyuLyU13bW1tcbFRkyPbjX/UsTEyYZLehEl6AAA8Hvf+9ePLJz2pFLKYhJSp+ZJJU0buYZwZpKSk/vz5w6Rja25uvnv3roqKiqenJ0cF/Q8IKpV65syZmpqaS5cuQTegkSclJaWsrMzJyQl6eejQoXXr1kHaKBcvXrS3t7e3t+85FRgBDh8+TCYRv3xKTUl6gRISWrvc6nVqhoTcBCjaEGL27NkHDhxgrevVmzbv9bNo+ks4HD5hwoSqqqrIyMiYmJijR48ePXrU1dV1xowZ06ZNCwgIqKysnDVrVkdHx/379+/evQsAgAqvk8nktra22bNn+/v7x8TEyMjILFy4EPx/PQR6/H1gYGBaWpqFhcW7d+8QCARdhqqiosLJyUlVVdXLy4teuiwwMJCeOI/D4V6/ft13CWksFtvY2EilUvPz83vNgRulbNmyZefOnYyODQAwe/bs4ODgMRZN1itcx/ZfBAVRlkscLZc4AgAqywvfvXr08sE1AICiiqbZguWcIG5SXV3N5Ipia2trdHS0m5sbu+IsWIWbm9uyZct6PoCPJBcvXqTfTNPS0ohEIl3xCw6Hz50799ChQ72KFg4TNBq1sqzoV342HodF8CLVNHX3HD6P4EUCAMwXrnV0dDQ3N6fXMZeSkrKxsXFxcYFiiGxsbLrJ/w8OEXF0dWWJ/Hh1aIjm5uYtW7YAANatW3fixInjx4+3t7e3tbWFhYWdOXPm5MmTfav6ioiI7Nix4+7du70+gSkpKa1cufL+/fvdYqASEhJERETmz59/8eJFKAz49u3bvLy89vb/0bE8cuRIRkbGkiVL+niwmzx58oQJEx4+fKipqTkcFYXYBQqF4uHhwWKxjJuUMBjMxMQkMTHxb/PXMcO/FTwyOL59SctMi2vDNMHhPCoaOmbmy9ilb+Lk5AQlUfXNu3fvCgsL169fz/a9qG4MNHhk7969s2fPZsmNeCiEhoYaGxtPmjQpICCgvr4+ICCg2x322LFjVlZWw5qBQKPRaqt+F+VnYVub4XAeBZWJGpMNBIV6CdcuKSk5e/YsPT+XETweHx4e/uvXr6HrtlSV/4p7dN3N5yz0Mi0t7dChQwsXLvT19QUAJCYmamtr8/Hx7dmzh0AgbN682dTUtO8Ok5OTo6KihISExMTEjh8/3utP18nJSV1dnR7Wj8fjnz9/vmrVKrrfwuFw/Pz89G/n5s2bCASi312lsrKyo0eP0lc+xwxv37798OED9I0w8vDhQxUVFWbmbdwE7bHMVKNZU41mAQCoVHLWxzePooJw2FY4DK6krmUyd9GIzeRwOByT8qZFRUXMC+pwGhUVFU+ePIHKE1tbW7PdqwEAsrKyfv/+jcFgli1b1msFpT179mzfvp3ljo1Go/6pKCku+NqOxcBgMDkFVYMZFiKi/azHqqura2hohISE0KMt6AgKCu7cufPUqVOfPn36m8w0kygqT2xraaS/rKqqIhKJr1692rVrFxSsDwBISUmZPHkyk/u78+fPhz7b8PBwHx+fXh/g1NTUjI2Nb9++ffv27VevXgkKCkKTs6VLl2prax8/frzblItJ8UMVFZUhihpzJnPmzOk19WLlypVr1661trZmPpBk1MF1bAMADkcYm1kZm1kBAKhUck5GatyDMGxbC41Gk5FXMphhMXk49+QOHz7M5A9RRkZmoDEmbAePx0dERHz//l1KSsrOzo5e7IYT4OHh8fPz62M5i5+fX0VF5f3792ZmZkMci0TsKi/J//0rt6urEwZg8koTjGYuEO7PmXVj165dPj4+jx8/ptd9ZWTjxo3nz58fomMDACgqT8z5nAJlhd68eXPHjh0JCQnHjx+nK4P8+fOHmW1RFxcXBAIBh8Pl5eWNjY2/fv36N1ksSN0Yh8OVlpYyHl+6dGlBQcEQL2dMIiYm1qtiOI1GS05OtrGxoS9ZjzG4jm2QwOEIgxkWBjMsoJfF+V+/fEx89SiCBmh8AoKTtI2NzSzp8dBDp6ysjEAgMKkJi0KhOjo6Rotjw2Kxe/fu5eHhWbx4MV3fmaMwMTHpd5cIjUZjsdjB9d/UUFP2K7euuhwAgEAildUmz7FayTe0DMtz585t2LBh1qxZPX8GcnJyBALh9+/fqqpDWmxYaO8acekQ5Nja29tjY2O1tbXfvXtXVVUFVYVOTEwMDw/vtx8eHp4DBw6oqqoGBgbGxsbeuHGj71gnFArVTVULCo359OnT+PHjma8BdOLECSEhIcZSRGOPBQsWPH361M3NrdtxUVFRFRWV48ePX7hwgR12DTtcx8YaJkzWnzD5P8JCrS3NmR8TIkOOdeHxAAaTkpHX0TfVNZyNGELg3JUrVxhVGPoGSioa9FgjCYFA2LFjx5EjRwaqwzSSbNq0KSIi4siRI8eOHftbm6ysrJ5Lf38D34EtLymoLCvs6sQDACRlFFQmaBvOtIDBWBm8unfv3sDAwNOnT/d8a86cOS9evPD09BxK/yIiEl14PBSTEhcXV1JSUlNT4+LiAs0PWltbMRjMw4cP+9WJPnHihK+vr729PTOPNbW1tXv27LGxsaFHiNCJjY0tKCh48eIFk/bz8fGlpqaObcdmaWnZa4Fyd3f3s2fPKigoDLSEwmiB69hYj5gEeoGdwwI7B+jl71+5XzNS3r1+RKFQYDCYzDglbb0ZOnqmA/JzDQ0N9FpZ/VJbW9stzJczIZPJLi4ue/bs4WSvBrF582ZXV1cMBtNr9TsqlcrLy9uHbhm+o72yrLDyd2EnHgcAEEKJKKlpzbVezccnMHw2a2lp4XC42tpaRt3khISEe/fuKSoqsqRY61TjOanxdywWbZCUlIQiLw4cONDU1DR+/HgvL6/bt29HR0d7eXktXLiw171JCDQaHRER4evri8Vi161b1/eIe/fuLS8v71XzxdHRsbKyknnjBQQESCQSYymisQe0xtvzuK6uroKCQllZWVZWFtexcRkMqhN1VCf+V7m4KD/r+5d3qQn3IT8nhpaeqKk/xWiWmMRfVw7j4uIGlDdKJpPZqNjNw8Pzt9FN5izkFxCEHACkzLtlyxYSiTSyBg6SXbt27d+/n54vxQgcDqdQKK2trXSlwaaGmurKkpqqUhKxCwAgIIgar6JpZr60b6FhlrN///49e/Zs27YNunl9/vw5Pj7+zp07rMprtFi07txhV4tF/02S6+zsVFZWFhUVXb58eUJCgqenZ2Zm5rt37+7evTtnzhwHB4e/dRUQELB3714SidStoGs3/P390Wh0r0ksWlpaA6rS6eDg8Pbt2/j4+DHs2Prg1KlTXl5e+fn5Y3LSxnVsIw1dmhmiurIkN/v97fATXfhOAIPBeGAK49UnTjLU1DWm61i2trYKCDD7aE+lUnE4HOvtZho4HA6Hwy9fvgzVuCIQCF5eXsXFxT4+PlZWVrm5P65fvzFjxgwMBhMcHJyVlcXPz3/06FEDAwMO11afOHHi3xZ48TjsrBn6l88dnqI9CQ6DAwAkpOQUlCdo6U7n5WVD4jYdFRWVmJgYDw8P6M518+bNsLAwFmbrw+EIxP/Ka50/fz4iIuLNmzcxMTHQEWNjY2h0Pz+/XmM16Zw+fdrHx0dWVraP9Qbmt9D6RUxMjFW1PUcjcDjc2Nj4wYMHERERXMfGhcXIj1eHslwhyERiQd7notyst0kPKUQS5Op+FpUtXLyqDdMoKt5PPEhVVdWTJ0+WLl06zFb3Q3Z2tr+/P1Su7Pz58/z8/EFBQStWrCgqKrpz566fn9+BAwfk5eUxGMzJkyePHz/e1dXFWEGKYyEQCDQarbWloaG2sr62EofFwGBwGo0qhBIVFxOtrhVbbM/sPuiIUVtb29raCv0fBoOxXCFlnu26uMc31jjtoR/ZvHnz5s2be7Y8fPhwvwIoZ8+edXZ2nj59+sio7E+fPn0kpT7ZgqCgYHNzc6/Rj+vWrRMXFx+9skR9wHVsnAUCiZyibzZF/79R4/fv3m3B81HIhHs3znZ1EQAAMEDjRfLLKaiMV9FUnzRVWPS/P9mMjIxly5ZBMWnsoqOjw9fX9+DBg21tbQCAz58/HzhwQEdHR1lZ+ffv305Om/38/Ozs7DIyMnbu3BkVFbV27Vo2Wts3rS0NjXV/Guv/tDTV0WgASWl69TRCHC0jI6dkYGIuhPpvpnl1dXVGNsdFnKekpERGRtLjR6SkpPLz8ydPZmVhwqlGsxKfMlWn5vfv3/QMaBwOd+nSpW3bttF1MbBYbGRkpLOz89KlS+/du9czkI/L4CCRSH3U7LW2tr5+/fpI2jMycB0bR0MgEJ69eNEzy7Kjve3Xz6+VZT8zP7zq6iLAAA0AAGAwETHJm6Epy1auU1HXGUp1mKGwc+fODRs24HC41tbWzs5OPB4PRZyLi4vj8XhNTQ2ozkh+fj4vL+/ly5fd3d3Z/tSMbW1uaapraaprbqztIuABAJAgj5iElJSsgoa2kYSkDAwGzy1pep6U1es2m4yMDH1ixDnExMRcuXKFPktbvXr1gwcP+ojtHByM8lp9oKqqWl1djcPhUCiUn5/fzJkzt27dqqGhsX//fjgcvm3btqVLl7q5ubm6ut67d2/OnDmcH1I0KiASiX1IhcFgo098ihm4jo2jOXToUK+PrkLConrGc/WM5zIepFKpVRVF925dL/zx5UPSUyKJSKNRYQAGYDA4DCYhIychLiunqCI9TklGTmn41h/k5eXT09NLS0uxWOyaNWsMDAwKCgqUlZVLS0s1NDTozZBIJI1GmzNnjpqa2t27d/9W7oRVkEhEbGtza0sjtrWptaUR194GaDQqjQqH8wAaTVhMQkJSVnac8uSpJn0kkO3evXvx4sVUKrXnp8eZpVw1NDRSUlLoW1bp6enDMZtfuNLl+YMwd5+AflseOXJk69at+/bt09LSolKpDx48SExM3Lx588mTJ8XExOzt7RcuXHj48GE+Pj4nJ6fU1FTWLpySyeQlS5a8fPmShX1yPv36LTExsba2NlFR9jwHDxOc+NfIBaKgoACHwzF/x4fD4fk/y5atc5swYUK3twgEfN2fsurK0vLfBdkZyR3trTQqjQZocDicRgM0GpUXwSsiLiksJiEmLi0hLi2KlhaXkhEWHkzRiqNHj8Lh8IcPH5aUlOjp6SEQCHt7+yNHjixYsICXl7eLQKAXboYICAiYNGnSIAaCoNFo8XEv7t+N4UMiyKTORXa2YiKojg4sAIBKoQAA4Dw8VAqFF8knKi4pKoaWlhuvPklPWGQwl4bFYgUEBEbRnsSsWbOSk5Mhx1ZSUpKTkzN0lcieKCpPxLY0MdNSS0vr+vXrvr6+JBJJSEjI3t7e0tJSW1v7xIkTUP0wFAp1/vz55uZmDAbDEq8G7d1C9clOnDgBh8MzMjLYvkIwYmCxWAwGwxiv2xMdHZ0fP34MXTSHo+A6Ng6lurraz8+PmXrZt27dIpPJvLy8wsLCLS0tNjY2Pdvw8wsqq09WVv/r5goej2tu+NPUUNva1FBanNue3YLvaOsidEFLclD0PgwGJ1NIMBicB85DoVL4kPxIAUFeXoSgkCgcDhcQFEHwIuE8sOlm1uJomZUrV0I96+jo5OTkYLFYaH+lpuaPiqo6AMDN1RXBywsAkJCQqK+vBwDUVZdjmhsAAF0EPIVCJhG7SKQuQieeQiETOvE8PAg4HE6lUHAduOzsr7q6U8TFxWk0AIOBP9V1cCpeRFhmoZ195K3bV0LDhFCiw5HwICYm1mseG8dSVlZG39YKDAw8f/78MA2kqKpBl9fqGxQKFRoaWl1dTa+SKi8vTyaTS0tL6VPhTZs2iYmJOTs7D1F+MzMz8/z584KCgpcuXXJ1dTU3N7ewsEhOTv53HNuxY8e8vLxiYmLMzMygAgg90dDQSE9P5zo2LsNOYmLinTt3Tp8+zcz6QGdnp4uLC4lEwmKxg5bREhRECSprKg6kjDgeh+3sbG/DtFApZGxbC5lCIuDaiSQSuUdeGhKJpN9eRYT/s9xPIHSgeMUYm5GIRAAAv4CgIEqYj08AgeBF8vEjeHkFBFGQJEdLSwskvsXHJ9UFRy9c6Uw/1w2AnJyca9eu8QuJoYT/p1sWkp+f31N2jw7n7FVQqVRfX9/m5mYCgQDtCOLxeAQCMXyhhotWuV2/sJ8ZxwbRLWr/2rVrBQUF9KnwxIkTJSQkXr16NTjHhsfjQ0NDCwsLeXl5r127tmvXLk9Pzy1btqiqqh49ehQq+fYvUF1d3d7ebmRkZGRk9OLFi58/f65cubLnegOUhUmj0diY/MpyuI6NE/nw4YOnpyejYEQfWFtb37p1a9OmTSMsDimIEhFEiaCluucVweHwXmP3KysrC3LeW9iugl72dD+KKn1Jq+Tm5p48efLw4cNqamqhoaGpqakfP36E1rKgBnp6eszU9BkKGhoaDQ0NjEfIZDKBQCCRSOLi4hxyX0hLS7t06ZKDg8Pt27fNzMyg+i+pqanDWl4SJSLWReiE5LUG1wNjbvXp06cfPnw4oHlVa2trUFBQWVkZLy8vHA5fuHDhtm3boLeOHj368OHD6Ohofn7+/fv396paMvYgEom7d+8+fvw49NLOzu73798XL150cHDoeaMwMDBISUnpQx1m1MF1bBwHmUz+/fs38zHZSkpKnDNXAABAmyU9OXLkiKGG2ByLxXz8A9aRevLkyfPnz0NDQ6HbtLu7u6OjY0FBwatXr0ayZCISiaRQKIxH1q5dKyMjw8vLSyAQVFRURsySnpDJ5OTk5KysrPz8/Fu3buXn52tqaubk5AAAmpubX758OURlyH6Zajw3+eUdyyUsKNWNQCD6VZjcuXOnsLAwdOPOz88/fvz41q1beyYak8nkoKAgAoEQFBTEWHJzbIPH493d3d3c3Bhnxqqqqlu3bo2JiZk0aVK3hwYDA4OrV68aGRmNmY+I69g4joSEBMafHTOls/j4+LqVyuU0Hj16ZGhoCMf/HsS5SUlJKSkpp0+fxmAw9PqTgoKC4eHhQUFBLDWzf6SkpJKTk+nPtrKysn+rsTKSZGVlBQQEzJgxY968eTt37kQgEA8fPtyyZUtaWtqWLVvExMRWr16tq6s7rDZYLFobeNiVJY6tD1auXDlt2rTGxkY8Hp+Xl7d+/fpJkyb9+vXrypUrPYPaP378eO3aNXd392GtActpxMfHR0dHe3p69tThQyKRmzZtSkxMfPjwIX0XHGLNmjXR0dFbt24lkYhvXt7WNZw9TlFtBK1mMVzHxnEkJCRA1chwONzatWvl5eX7dWzz5s179+4dJ0tSQX9sV84MRkldXV29trZ2586dcDicrpicmZk5fvx4Zsp9sZbMzMysrCxlZWU1NTUikcgJQpdpaWkhISHh4eGMCorNzc0TJ06cOHGis7NzH+eyEDgcwfO/8los586dO1gsVlFR0cLCAvoZfP/+vbGxsWdZACwWe/LkSQQCER0dzZmZGMNESEhIWVlZREREH7G7lpaW3759CwsLW7t2rbCwMHRQVFRUSkqqpCj3a3rifNu1aOlxI2XysPAPfeWjAgKB0NXVBUUouLq66unpMZNOKycnh8fjnz17tnjx4uG3cTCgUKhBR8mrqKjcv38fAJCbm+vn52dpabl8+fLg4ODg4GCW2sgU5ubmKioqUCmv9vb23bt3j8Cg79+/p9FojNMOHA4XGxtbWlpaXFysrq5+7do1xuD4nJwctqjP9JTXYi15eXkHDx5kXG9EoVCvX79+/PgxlGiMxWL9/f0fP35cWFi4c+fOAUmHj3a8vb2h8sKnTp3qt/HUqVNVVVXv3r2rqqpqbm4OAKDRaDzkltSk585b97G2fBJb4Do2zqKmpoZAIGRmZr548YJCoTC/fLR69eqrV68Oq21DYYhSkNBDt56e3v379+/cubNr1669e/eypZIqVMS53x2goUPPPXJyclJRUWlubo6JiREQEHBwcEhNTc3Pz583b56tre2kSZN6zkjevHljbW093Bb2hHl5rcHh4OAQHh5ubGz85s2bp0+fUqlUaWnpxYsXHzx4EGpQUVGxf//+lStX7tu3b/jM4EAOHTqkoqLCjEujIyIi4uLikp2dHRoaunypXVrig2mzbJ/HvxkDXg1wHRunoaqq6urqeu7cOSKRaGxsvGzZMiZPLCgokJWVHVbbhgIMBmOJzDECgdiwYUO/WrqjHQKB4OjoKCMjY2NjIyws7OvrCx2vqqq6ffv2pEmTduzY0cfpCASCXfFEIhKSVeW/FJWZrR04ILS0tCQkJNzd3ZWVla9evdrToyspKdGrCowxnjx5IiwsPH/+/J4rHz4+PpqamuvXrx9EtwYGBvjW6ssBh513HFJUUlFTKxt6aXVOgOvYOI5Zs2bFx8dv3rxZSUmJyVOePXtGIBBWr149rIYNBV1d3YSEhH6bvXr1KiEhYdGiRWMp8ngQbN++fe/evby8vK9evTp58iT9uKKiIjNzkZaWlj7y7YaVRavdX9y/6uZzdpj6P3z48DD1zMn4+/t/+PABg8EcOHBg/fr1KSkpSCRSTEwMgUB0dHQYGBgMzqvhcdjXz6O0dKcfPh128+ZNY2PjefPm3bp1i+vYuAwLLS0twcHBeDweDofr6en1WgSETk5OjqioKMfurkEsXbr0+PHj2sq91Iekc/v27ZycnMWLF9+/f/8fd2wAAH19fQCAjo5Ovy170t7eLi0tzWqLmEJeUbWtpZEtQ49VXrx40dzcbGFhoaWlBUXkW1panj59+tKlSzgcDoFA9Fp2tV9+/sj4+SPTcslGIZQIAMDFxSUuLq6iokJAQKCysnL8+PGsvo4RhevYOJGzZ892dHTIy8vPmzevsrJyw4YNfUR25eTkrFu3biTNGwRSUlJycnJVVbl9tHn8+PGePXsuXLjAyZuFIwAOh/tbRVMmsbCwOHLkyJkzZ9gSEMi8vBaXXiGTyTdv3vzx40dXVxcAAIVCnTx5MjAwMDIy8t69e1QqlYeHB8oI6kO2vw8InR3JcXcUlTWWOfzPgratre2XL1+io6MfP3789OnTtrY2LLaNJVc08nAdGyciJiYGBQ6oqan1G/tHIBD6qLfEOezbt2/P1hVbt2712b2314mIhYXFjRs3rl69OjJFJjkZDAYzFBUPW1vb8vLyQ4cODSiagFUsXOVyI+gA17ENGldX17lz5x4+fJgxM9XLywuqTQ8AGEpRvaK8rJ8/MsztHHpVnjMyMoqLi0MgEEeOHFFTUxMSGozj5ATGQgDMGIaZEAAajdZNDoNjUVFW3rRpU3h4eK/venh4qKiobN68OS0tbYQN4yhQKJS7u7uzs3NcXFx4eLiPj8+HDx+am5sH1Imjo2NDQ8ODBw+Gycg+EBGRIHYRRkVJdE4Dh8PZ29tLS0tPnjy5m94CAoGgh40MzqsRuwhvXtxuaapdsnZb33qqbm5ujY2NGzZs4OHhGcRAnADXsXEu379/Z2buYm1tnZSUNPzmsIC6+vqbN28yRkN0w8jISEFBAVqB+ZeZNWvWjRs3mpqa5OXlDx8+/PXr18DAQGdn5w8fPjDZAwqFOnv27KtXr4bVzr8x1Xhuavwdtgw9eiGTyfb29nV1dY2NjRMnsjis9Fd+Vvzj69Nn25rM6UfGQUxMDJL4qa6uZq0NI8noK5+6z3cHAOBUQP/1XEY7rq6uBw4cYCa8LSQkhI+Pz8HBgWPXJCsqKs6cOYMC9SeDbqNExNhtzqgEh8NdvHixtLQUADBv3rzly5fD4fDCwsKurq5e8x337du3fv16tiQpU6nkwMOuvidYX/ttrEImkx0cHEpLS/X19ZkpVsU8nXhcSvxd+fHqU/+3LvHfqKqqunz58tatW69evdra+MfA0Hirpw8L7RkZuHtsnAuZTEaj0cy09PDwuHLlyhAjDoaPixcvlpWV+fv7P4jwZ7ctoxgUCnXgwAEAAJlMjoiI2LZtG41Gk5GR4efnv3TpkrW19YoVKxjbt7e3s0t6Aw5H8CB5h1VeayyBw+GcnZ01NTVnzpzJWgm0nz8yCnO/LFi8QQjFbIFsRUVFLBaroKDQ3NwMH23THjpcx8a5SEpK1tfXd6tc1Q0qlRodHU0mk+fOncuZlZ2vXbtGoVCgqmBcWAICgXBxcXFxcWE8eODAgatXr7q5udGPkEgkPB5Pl40eYeZZ2r98dH2t8162jD66+Pr1q5GREb3ODkvowLUlv4xRmThl6brtAz13xYoVV65cWbhwYUwk+wW+BwfXsXEunZ2d/WaoREdHm5qaqqlxrg53VlZWZGQku60Y+5w8eTIoKGj79u0wGIxEIiEQCFlZWUYByRFm6rQ5ic9usWv00UV+fj5r/4S/ZaaWl+RbLNoA5agNFHNz8/v37/v6+l6/eoGFVo0kXMfGueBwuL6XIuPi4lRVVTnZq+3du9fW1pbdVvwreHkNpnjC8CEijq78XTBeVav/pv8wOTk5ycnJZ8+yRqsF01x/6+rZBXarl6wd0vxPW1s7Pj5eVESUSuu9vCKHw4mLV1wg+k5jam5ubm1tNTMzGzF7BgEOh+tW9ukf4devX1VVVey2gs0ssveIfxLJbis4mqSkpODg4EuXLvW948AMVCr1/Zsnn97FpX+rOBN4JTMzcyi9bdmy5cWLFyhhYfjo1ETmztg4lKSkpL5Vbd69ezeSxaMHQWFh4T+Yav3p06fQ0FA5ObmcnBw5OTloMTAsLIxxBxSHw4WGhrq6unJybdihw5XX6pdbt25du3Zt6Lvj1ZUlH5NjTebYKapoPHzxPjIy0tXVtb29fdDSdIKCgkQicYhWsZFR6Y3/BaKiorZv72vXl4+PjxOqXPbB1atXd+7cyW4rRo6CggInJ6enT58GBQX5+fnJysoKCgoGBwfLyMgUFhYytty6dSuVSu01qtvd3Z1dyWfDASSvxW4rOJSkpCRNTc0herWurs7E2MjykvyVG70VVTQAACgUColE3rhx4+nTp8woj/8NAQEB6ihRfugJ17FxIrGxsZMnT+47ckRMTKy1tXWkLBowZDIZj8cPfYFltBASEnLx4sXjx48fP34cUvALCgry9/cHAMyYMSMqKgpq1tLS4urqamlpuXPnzl4Xi8TFxYuKikbS8mFl0Sq3d4mP2G0Fh3L37t2tW7cOpYe8rx9e3AudNstm5rzF9DpqEhIShYWFcDg8LCwsIyPD3d09JydnEJ3PmDEDi8UOxTw2wnVsHAeZTI6OjqZQKBcvXty5c2dycnKv6kTCwsIdHR30l42NnLXmg0AgcDhcSUkJuw0ZCR4/flxWVnbp0iXGYB8UCgWF2s+fP19KSurs2bNkMtnJycnNzW358uWvX79mrARNx9/f39PTc+RMH2ZQImJdhE6uvFZPCgoKhIWFB52MgWmufxpzmQfBu8LRW0zifyo5uLi4HDly5MSJE5mZmVARgDt37mzbtu3u3bsEAoH5ISwtLWmAm8fGhUVQqVQFBQVjY2NBQcHNmzdHR0fHxsZSqVQNDQ2ovGRjY+OlS5eqq6v5+Phu3LjBw8NDIpFqa2ufP3/ORrNxONyhQ4c6OjpgMJiQkBCZTJ42bdoYKOzUN2Qy+cqVK/n5+ZcvX+6j2bZt2+zt7ffu3Wtvb6+lpQUAiI2NZXlu371794yNjTntM4fktSwWjfHasAPl7Nmz0IR+oFAo5PdJj0kk4sKVLrzIXpSG5OXlo6Kivn79+ubNm4sXL/r7+1+6dIlAIDx48MDX15eHh+fIkSPi4uL9DoRCocTF+m/GmXAdG8eBRCIvXrxIf0mP4b53756TkxMSieTj43NxcekmKuHn53fhwgV27WnFxcU9fvx4797eZftHKQUFBSdOnBAQEBAVFV21ahVUKATi9+/fiYmJP378aGpqWrFiBWNa9N/w9vauq6tbtGgRAACawbA2yaylpeXWrVvp6elwONzX15dzFoEtFq0NPOzKdWyMREREaGtrM6krxEhp4beczymmFstkxyn33VJfX19fXx+DwXh6el66dElGRgYqPV9YWLhz505vb+9eZdjGDNylyFGDvb397du3IyIiQkNDe0olHT58GAaDBQQEjLxhb968efPmTXR09Oj1aoWFhY6OjmvWrMnMzKRS/5O4g8ViEQhESEjItm3bnjx54urqmpaW5u/vv2HDBiju0c/PT19ff8mSJcwMYWxsDHk1AMDjx49nzJjB2kuQkJBISEgQFxdHIpHdREnYCxyOQPAisdgWdhvCKWRkZHz8+LHv0LCetLU2Pb8Xgm1rWeHo3a9XoyMuLn78+HHGsuOampqRkZGXL18uKCgYkAGjC64I8pgiKCgIAODh4TFiI2IwmF27dkVHRzMT3HX5lOemrcc4UATZycnp1KlTBAIhIiKiurqaSqXSaDRZWdlt27bRH6vLyspiY2OnTJlCD6E+f/78pk2bmFnVYSQhIeH58+fh4eHDVAU0Pj5eWVkZWvDkEH5kp+XlpP+D8lpkMjkuLq6qqurPnz94PJ6XlxeHw1Gp1PPnzzM/X6dQyOmpz7GtzfNt1/ELDGZP7uzZszAYzNvbm76lh8Vit2zZ4uXl1beaqLvzeq4IMhf24+XlZW9vf//+fR8fHzu7fupTsIRLly5t376dM2UqmSEtLS08PHzevHmioqKioqL79u37W0sVFRVGaY+qqqoJEyYM1Ks1Nzc/evTo9u3bg7e4P2xsbIav88ExxWBWwuOb7LZiRPn9+/fly5dbWloMDQ0nTJhgbm4uIyODwWDQaHS/OnmMFOV9yf/2ydR8qbSs4qCN2b17d0JCws6dO3l4eA4fPiwnJyciInLz5s3Dhw+Hh4eLiYlNnjx54sSJU6dOZaMGG2vhOraxhpKSkr29vbW19QiMRaVSq6urGTef2Eh9fX1JSUl9fX19fX1jYyMGg4GiRikUyvjx4728vBizobFY7LFjx1paWtTU1M6fPy8qyqz2Of30R48eDSJWOyIiwt3dfaBnjQHGvLwWlUq9ePFicXGxiopKQUGBiIiIu7u7iooKY5sBxUC2tjR8evdSdpzyMocdQzfP2tra2tq6urrax8fHzMxs48aNgoKC586dAwBUV1enp6e/f//+5s2bCARi5cqVpqamo/dRFYLr2MYajY2NI6azdebMGU6Qgqyvrz969CgMBlNUVESj0ePGjTMyMho3bhx9FfHz58/btm0zNTWFNp9iYmLi4+N9fHwGvV5XVVXFw8NDJBIH+oRLpVI5trrQsLJotdvzB2HuPmzYA2Y5379/f/bsWXl5ORwOp9FoCASCRqMRCAQrK6sNGzZ8/frVw8NjKOvMXV2d7xIf8vLyWSx0QPCycgolLy8fERHx4MGDHTt2kEikuXPnOjg4yMvL03XvmpqawsPDHz16RKPRaDQaHt/Rd4ccC9exjTW8vLy2bt166xazwuoBAQG1tbWdnZ0UCkVQUBDShpeRkVm+fHlFRUVWVhYajZ44caKRkZGQkND+/fs7OztpNJqWlhYKhaLRaKtWrRrWy+kJlUq9fPlyfn4+9LcHh8MRCISnp2e3p2NGpk2bNm3atKtXr27cuBEGg2lpaUVERAzFhsmTJ8vJycXFxa1evXpAJ65ateratWu9ZrCNbeTHq2NbmthtxeAhEon37t17//49hUKRl5e3sbHR19fvteWsWbMGPQqNRs1KT6qtKp1ttUp02ErZrVq1atWqVWQy+fbt25s2bRITEzM1NbW2tkahUJKSkvv376e33LxhYD9vzoHr2MYaOjo6QkJCzLQkk8n79u3T1tY+ePBgt7dyc3MfPHggLS29ZMkSLBZbVFT0/PlzKpXq5OQELTxeunSpqanp2LFjrL+APqmoqNi/f7+trW3feWO9wkxQPvPw8/PT4yeZR0VFBYvF5ufnT548mYXGjAoUVTWyM5INpg9SvXDkIZPJr1+/TklJwWAwcDh8xowZAwr6GCgVpT+z0hP1p803mjkSGrAIBGLjxo0bN25sbm5OSEjw9fXt7Owkk8lHjx5VV1cfAQOGFa5jG4NIS0sXFBT0us4WGxv75s0bCoWCQCC6urqcnJx6fcDU0dFhjN2fN29etwZQqvgIUFBQ8PHjx7y8PGh+1tbWFhAQMIgEIJZDJBL5+HpJj+2X06dPe3h4bNiwwcLCYszs1TPDolVu14L2cYhjw+Fwnz59MjIy6lWnOyUlJSoqColEamtre3h4DHdSYEtT7fukpwpKE5Y5eMJgsGEdqydoNNrBwcHBwQEAgMPhtm/fHhUVNUwhuyPG6LaeS694eHj4+fkFBwd3O3706FEJCYmLFy+yq6py33z8+PHVq1dNTU1EIpGHhwcAQKFQZGRkDA0N9+3bN9D4w+GGSqVCRg4UFAp1/fr1sLCw+/fvq6io7Nu3b0BhcqMXlIgYidhFJpMHcdOkUqkRERHp6ekIBAK69UOr0AAAMplMoVAWLly4fPlyZrpKTEyMiYkREhJSVVW9d++ehobG7t27GRuEhIQUFBRcuXJlBG7uXQT8h+RYGpVqs9ypVxmREQaFQjk5OR08ePD06dPstmVIcB3bGASKoThx4sTevXvpf5xv3ryBNCnYa1tPyGTyyZMny8vLVVVVV6xYoa6uPiqeFikUyqAjx5BIJJSf++HDh127dl25coWlpnEuetPmJL+MsVziyGR7PB4fFRVVXl5eXV09b968PkTINm/ePH/+/L7LJN27dy8xMVFBQSE0NJT+G7t69eqOHTvOnz+PQCCoVKqvr6+0tHRgYCDT1zRIKBRyxru41ub6WZYrhUU46KHN1NQ0KSlp165dR44cYbctg2cU3EG4DILTp0/Hx8e7u7ufO3dOVFT04cOHUVFR8fHx7LbrfyCTydeuXXv//r2Dg8Pevf9c9i4AwNTUNDIykkqljvboaiaZv3Bt4GFX5h2bs7OzjY3Nhg0b+i0Tb2lp+fz58w0bNgAAyGTykydPUlNTSSQSfWWPSCROmzYtODi422OTm5vbuXPn1q9fP3369M+fP69atWoEUmWK8rLyv6VPm2UjP2/xcI81CI4dO/b9+/etW7d2YlvZbcsg4Tq2MYuNjY2ysvKePXsAADQa7cmTJxw1EwoICMjNzbW0tLx5c1Sm7kpISFRXVw+9H11d3eTkZAsLi6F3xfnA4QgeJC+2tUmEiZC/oKAgKysrJiuwL168eN++fe/evQMA8PDwGBoanjhxAqof1C/i4uKBgYFfvnxxdnYe7r+R8pL8r5/e6BiYsSQ7bfjQ1dW9fv36lk1r2G3IIOGgOx0XlqOlpQW5je/fv2dmZvaMAWELv379OnbsmK2t7YhFoAwHPDw8MjIy5eXlysrKQ+ln7dq13t7eJiYmTN6FRzvmtmtfPrret7wWgUAICgqqqqpiXhyOn58f0pMbBBQKBY1GW1lZDe50Jqmvqch4F6egPHGpw46RjxAZHAie0eogRqvdXPrlyZMnmZmZeDy+o6NDVFQ0Ly9PR0dHSkqKvVZlZWVFREYFBQUNVOyDA7Gysnr06NEQHRsajZaQkOjs7PxHHFu/8lp79+5tbGy0s7Pz9vYeAXtqa2uHO+ixDdP4/s1TQSFh2xXOrE245vI3uI5tbILD4WJjY/fu3auiogLt32zbto3tXg0AcPPmzYuXgjkzLHOgCAgIkEikIXaCx+O7uro44asZMUQlpCrLC8cra/Z8a8+ePVOnTl22bNmIGYPBYJjM+xwEeBw2LekxghdpYefAxz8WfvOjBa5jG5ucOXPG0dGRccudRCINLtJ6iMTGxr5+/VpBQWH27NlFhUV6euZjw6tBDKgkca/cvn17ZOSqOYfFq91i74f2lNcKCAiQlZUdSa8GANDS0kpKSpo1axZr43e6ujrTU563tzXPtVnDUUGP/wj/RCzWvwaRSKysrDQ1NWU8uHLlypEUCqFSqTdu3HBwcCgpKQkICDAyMkpNTZWUlITi1sYMenp6WVlZQ+nh+/fvCxcuBAA0NTVhsVgW2cXRyCmq9pTXiomJaW5uHsmKS3QWLFiQkJDAqt5IJOL7pMdJz6P1ps1dZO/B9WpsgevYxiABAQE9NQzNzc0xGExGRsYIGHDz5s0NGzbA4fAbN25s374dgUDMmjXL19eX05Ksh46urm5eXt6gT8disZDWJZlMXrNmzaDDH0Yd49U0szOS6S/LysqSkpJGXqENYtKkSXg8Pjs7e4j9UCjkT29fvLh/VVPHeOFKFzEJaZaYx2UQcB3bWINMJhcWFtKLYTJy6tSp4ODgr1+/Dt/oOBzOyckJi8XeuHFj7dq1wzcQh/D+/fvZs2cP+vSgoKDNmzcDAGprayUkJDgwfX6YsFvpmpb4iP7y0KFDJ06cYKM9K1eu/PbtW2Vl5eBOp1DIn9PiXj4IV5mos8xhh9QQaqdxYQlcxzbWCAoKWry496xPJBJ55cqVwMDAT58+Md/hkydPWltbmWlJIBC2bNmyY8cO1soNczLV1dVKSkqDOxeDwdTU1ECi0oqKivfv3x9Lu499gxIRI5GIZDIZABAREWFmZsb28JlNmzbFxsYO9CwajfotM/X5vdBxiuqL13jIjlNmvWVcBg7XsY0pqFTq9+/f+whG4OfnDwkJiY2NdXFxefHiBXRnwePxL168OH/+/LVr13bs2JGTk0Pv7eTJk+Hh4a9fv+536Pz8/E2bNnl5eWlq9hLtNoYZdNDB4cOHGUuE/GvoGc9OfnkHAJCamrpx40Z2mwPgcLicnBwGg2GyPZVC+fIx8fm9UEkZhaXrtiuqaAyreVwGBDcqckwRGhraryAQPz+/n59fc3Pz48ePoWrOcDhcW1tbV1cXh8Nt27YtLCwsNDSURqNRqVQojXrnzp191F2jUqn79+/H4/EBAQFsf+4eYWAw2OAEsfz8/IyNjSdOnDgcVo0KIHktClKScyr4qKmplZeX97sTTKGQczKS/1QU608foRIzXAYK17GNKdLT05ksoYlGo6Fy0j3x9/fvdkRMTMzDw0NERASBQAgKCurq6hobG0tJSRGJxKtXr37+/Nne3n7BggVDtX4UArn/gTq2U6dOycrKOjs7D5NVowJIXiv2yYPAoAGX1hsmxMXFy8rK+mhAJpO+fHjVWP/HcMYCQ65L42C4jm3scOPGjaEEMvQB5OpKSkra29uJRGJWVtbt27eFhYWpVOqCBQuGWI169NLVNZgiLFevXhUSEoLU/f9xzG3X/jzvzzlF6drb20VERHp9i0wifvmYWFddZjLHzmTOv5V3OBrhOrYxQktLS0pKyrD6GHpd3WnTpl2/fn327NkTJkwYvuE4HCKRGB4e3jOtom+wWGxOTk5kZOTwGDXKmGIwC045xG4r/ktNTc2UKVO6HSR0dnx6+7ID1zZ9ti3XpY0WRqVjo9FoeDz+3wkhY4a9e/ceOHBgxIZzcnK6c+dOXV2dmZnZiA3KOTQ3N9+6dWv9+vUD3VN88+bNMM2qRyk0Ht6q8kLF3uS1Rp7GxkZJyf+WHcBhMelvX1DIJJM5dtyktNHF6IuKpNFo5eXlTk5O7DaEg7h9+7a6unq/NatYCAwGW7duXVdXV1xc3IgNyjnExsZu3bp1EJEyGhoaRUVFPY9nZWU1NXUX4/gXoCJlEp/dYrcV/0FPTy8pKQkA0NxYm/D4Rsa7ONN5S6yXOXG92qhj9Dk2GAwmIix89+5ddhvCKbS0tLx69crT03Pkh541axZLapKNLjo7OykUCh8f3yDOnTx5cmNjY0FBAePBFStWxMfHe3l5paSksMjGUYOG1tSK0hJ2W/EftLW1sS11oecP5n9Ln2e7xtzOQRDV+5YbFw5n9Dk2AABasv8qhf8OPj4+Bw8eZMvQtbW1MjIybBmaXZBIpLCwMCarX/bKyZMnjx49WltbSz8iICCwYMECGAz2ryVLAAC8vLyasZ05mansNgQU5X2JvROsrqogKjtJWnEyV4x/VDMq99i40ImIiNDR0VFRUWHL6EpKSomJic3NzWg0mi0GjDzR0dHr1q0biuiluLj46dOn9+7dKy8vb2Ji8ubNm87Ozri4uClTprx7905DQ4NzogRHAAQCYTDT7t6ty3rGc9liAJlMys1+X16SN2GS/uI1W2EwmOEMWlBQkJqaGi8vL1tM4jJ0RuWMjQvE27dv09PT2SKITodMJo+BkqEDYujzKnl5+fDw8BUrVpSVlXl5eUlJSc2cOfPLly/i4uL/oBaJx7YdJALh+vXrIzxuBw6bmnDv1dObMuOUlq7boa1vChW2hvaP79y5M8L2cGEh3BnbaCU8PDw9Pf3KlSvsNQMOh/Pw8LDXhpGERqOxqqvJkydDohsuLi6JiYlBQUFoNDolJaWsrIxdU3B2sWSVY2rqu4CAgJGRgW6s/5P1IZFCIZuaL+01MERGRkZBQSE9PX3GjBkjYA8XlsN1bKMMIpF448aNDx8+mJubh4WFsdscoKWl9fPnTy0tLXYbMkIICgpisdi/pfEODi0tLfoHeODAAS8vry1btowbN05XV5dJTRMymRwVFZWRkSEvL6+rqysrK5uTk1NUVCQkJCQkJCQpKWlpaTloseYRYP7Ctd8y35VUVVVXV8vLyw/TKDQarSjvS1HeFylZRXM7B15kX+E/8+fPv379urKy8rhx44bJHi7DB9exjRoyMzNv3bqFx+M5SuxDSUmpuLj433Fs5ubmcXFxa9asGab+5eXl165dGxsbKykpeeLECQkJCTKZLCAgYG9vP2vWrF5PefDgwdOnTy0sLIKCgvLz879+/VpSUqKurm5paUkkEltbW2tqas6dO9fV1bV8+XIFBYXW1ta2trampiYcDtfe3j537lxjY+NhuhwmgeS1tjhtCAsL8/PzY3n/XQT814zk2j9lE7X0F9l7QEuO/eLo6Hj58uUtW7YICwuz3CQuwwrXsXE0eDz+6dOnHz586OrqGjdu3L59+zgtcA6JRBKJRHZbMXJISUlRKJSamprhe5BfvHgxVHgoIiICqtbW2NgYGRl548YNMTGxNWvWTJ8+vb6+Pj8/v6ioKD09fcqUKREREdDcTldXV1dXt1uHenp6tra2zc3N9+/ff/funYSEBAqFEhYWlpeXl5aWvnfvXmpq6p49e4bpcphknvXavOzUlpYW1nbbWFeVlf4aAGBkajVQ3RBeXl4XF5dr1655enoOuoYDF7bAdWycyKdPn2JjY5uamuBw+IwZM06cOIFCodhtVO80NTVJ/mPZF6tWrbp27drWrVtHbEQpKSlo86m6ujoqKiomJoaXl1dRUVFFReXChQtM/jbQaHSvcUb6+vqnTp2KiorasGEDi+0eCFONZj27d1VcXIElvdFo1F/5X0sKc4RFJebZrBl07D4KhbKwsHj37t3cuewJ2uQyOLiOjbO4d+/eixcv1NXVHR0dR1JJZNDU19f/a4qRSCRSXV3958+fkyZNGtaBegaqyMvL79u3j+UD7du3z93dnb2ODQBApoFxMkONsMVhMV8+JuKwrVq6021XbBm6Vdra2pcuXeI6ttEF17FxCjgcbvv27VOmTLl+/fooWvcQEhJqb29ntxUjjYWFRVhY2HA7NiQSSSAQ+Pn5h3UUCD4+vsbGRvYudDe0IdDo+kGfXlL47ef3DCFhUSNTK2GRwSca9sTQ0DA7O9vAwICFfXIZVkbNDXRsg8PhtmzZsn37dg8Pj1Hk1QAA+vr6WVlZ7LZipIHD4VOnTg0JCcnIyICqkA8HEyZM+PXr1zB13g1PT0/2brORyWQSDdGJww70RDwO+y7x4fP7oURC58JVLvNs1rDWqwEAZsyYkZmZydo+uQwro+keOlZpbW11dnbev38/55QSZh4+Pj4SicRuK9iAiYmJm5sbPz//tWvXMjIyhmMIfX39N2/edHR0DEfn3VBRUZkyZQob0yJjYmJMTU0VVSYyKa9Fo9GKC76+fBD26d2LqcZzFq1215pqAoMN1w1NVVV1xB4yuAwdrmNjM+/fv3d1dT169OjEiRPZbctgoFKp/1SCNiPQvM3d3f3379+9avYPESQSaWdn9/nzZ5b33Cvu7u55eXmvXr0ameG6kZKSsnr1atvlW9JTnvXdsq21KTnuzosHV0kkou3KLfNt14mKD/sKqrm5eXJy8nCPwoVVcPfY2MmxY8eam5sjIiIGWoWZc6itrZWVlWW3FWxmzZo1ly9f1tDQYG23nZ2dCQkJw5cz15Pz58/v3bv369evfSh7paWlvX37lkgkYrFYAEB7e7ugoCCBQBASEhIUFBQUFJSWll6xYsWAYmVDQ0OnTp2KQCAQKBEisfe65GQyKf9bekVJvogYepqZNYrV6419w8PDIyMjM6z541xYyGi9n4526uvrfXx8LC0t9+7dy25bhoSkpGRjYyO7rWAzMBhs+vTpGRkZ06dPZ1WfjY2N0dHRmzZtGorg8kCBw+Fnz56NjY11dHREoVDy8vKysrJoNPrXr1/l5eVEIpFKpaqrq8+dOxe6v8vJydG3hHE4XFtbW0NDQ01NzdGjR0kkEolEotFopqamjo6OfTy63bt37+fPnwEBAdBLXaNZb1/dM1/oQG9QXVnyIyuNSqVMnjpjkT3blFFtbGxiYmK4lSBHBVzHxh4OHTp07NixMfD0x8fHRyAQiETiP6VJ3xNjY+OrV6+yyrGVlJQkJiZu27aNLZ/qkiVLlixZgsVif/369efPn9raWiMjIxcXl77jM1EoFOQLoXxw+vH79+87OTlJSkp6e3v3/MHfu3fv48eP586dox+ZY7ny4ont5gsdcFjM14zkVkyjnIKq+cJ1fStgjQD8/Pz8/PwYDGYkHzW4DA6uY2MPZDJ5DHg1CAsLi9TUVEtLS3YbwmZERESKi4uHntX37du3r1+/engwq/w0TIiIiBgaGhoaGg6xn9WrV69evbqwsPDUqVMdHR2Q51NVVc3Jyfnw4YO8vDyjVwMAUCjUrs6OR1Hn0VLj9KfPH4H9M+axs7OLjY1le8Ifl37hOjY2kJOTM5aUVZWVld+9e8duK9jP6tWrX758mZqaumrVKjExscF18unTp6qqKkhJayyhqakZGBgIACgsLPzy5UtsbKyWltaZM2foctI0GrXk57df+VlwHp5ps20aa6vmWtuz1eReEBERIRKJOByOY5WAuEBwHRsbuH379li6c8HhcAKBwG4r2A8PD8/ixYvb29sfPnwoJCS0ePHigeZW19bW5ubmuri4DJOFnICmpqampibjkT/lv3JzPlDIZHXNqdbLnaFNu/NHXdlkYD/Y2dklJCQMpYQ6lxGA69hGmpaWlpaWFnV1dXYbwkp0dHRSUlLmzZvHbkPYj7Cw8ObNm+vq6qKiotBo9MKFC/n4mNocwmKxDx48GEkJSvbSUFv5IyuN0NmhoDzR3Lb7FpqIuERVeaGisubfTmcXMjIyzc3NJBKJW1+bk+HmsY0okG6Wj48Puw1hMaampiQS6d69e1Qqld22cASysrIuLi4mJibBwcFMKtZ///59wYIFozfxg0maG2qS4+48vx9aVpw7c/6ShatcpxrP7RkYYrfCJfHZLbZY2C8WFhZJSUnstoJLX3Ad28jR2tq6ZcuW3bt3j7HpGoSlpaWxsfHly5f/qSo2fTNu3LgtW7Ywk/JMIpG+fv3K8kw4zqG5oSYl/u6L+1eL8r+YzF64aLX7tFm2AoJ/3amSkVfBYlhcwoZVqKmp/f79m/sMx8mM8cdDzqG+vt7T09PPz4+TCxkPEVVVVUtLy5SUFCsrK3bbwimIiIi0tbVRqdQ+JEDfvHnz+/fvZcuWjS6ZUGZoqKvKzX6Px2HR0uOmzbIRQg1AvB+S19Iz5kRZfVNT048fP5qZmbHbEC69w3VsIwGRSPT09PT39x8zIf690tzcHB8f7+joyG5DOAtIG97IyKjXd/F4fGVl5RgLGPlTUVzwLZ3YRZCSU5w+e6EQSmQQndgu33Lz8iHOdGxTp069dOkS17FxLFzHNhIcOnRo48aNY9urAQAePny4detWJmMl/h0MDQ2vXbv2N8eWkJBgY2MzwiYNB1Qq9fevH8UF2RQyedx49dmWKwdd3hNCECVCJBF7ldfiBPT09L59+zZ16lR2G8KlFzjxFzPG+PXrV0dHx6guVEij0Zqampqbm4WEhNBotKBg7zcsGAzG9Wo9gcFgKBSqtbW11+S2xsZGGRmZETeKZXR1dRbmZv4pKwIwmOrEKRaLNiAQLAsX7CmvxTmYmppCEpfsNoRLL3Ad27Bz7ty5EydOsNuKQXL79u2uri4AgLS0tLCwcFdXFwaD6ejooNFo9A0hGo0Gg8F4eXlbW1v73kz6Z7GyskpKSuo1+Wnq1KnZ2dlDF/gYYTDN9fnf0ltbGpF8/JraRlMMZg2HTgpdXovlPQ8dGAymrKzMEq0ZLiyH69iGHSqVKio61IL3bKGyslJcXJxR968PiEQiDAbjerVekZCQaGpqgp4Aur01bdq0kJCQUeHYqBRKWUleccFXCoUsJiGto2863HpXcDgCyYtsb2sWFkUP60CDw8LC4saNG1zHxoFwHdvw0tjYOErVd/B4/PPnz5mXxfvHRZD7ZerUqd+/f++5cgU9+JeUlHBsEkhba1Phj8+N9dU8PAhl9cnzF67j5R2573q21cr4JxGrN/mO2IjMw8vLi0aj6+rquJWbOI3R7djIROLNkCOm8xZPmsKyciGs5fnz5zNnzmS3Ff1TW1uLxWKlpaUxGEx2djYGgxESErK1taVL+XEZItOmTbt+/XqvWzKWlpbXr1/nKMdGJhF///pR+usHhUwWFUNrTpk2bRZTE3eWo61n+vpZNFuGZgZbW9t79+6NJYW8scHodmwIJNJyiePbVw9fPLgGg8FUJmjPtlguJafIbrv+y9evX/38/NhtRT9kZmaWlJTIy8v//PlTVFTU3NycW5iD5cDhcCEhISwW2/NZAYFA8PPzs730D41Gq/tTVpT/BdfexoNAqGnoWix0QIzg5OxviIpLVv4uHK/KcfJaAABBQUEeHp6/RQZxYRej27EBAMYra25wOwQAoFKp2RnJD6MvdmAxPEheLZ1ppvOXokTE2GseiUTi/KXIioqKhQsXcidnww0UQrJ8+fKeb8nJydXW1rIleb+lqe5XfnZzQzWAweQUVAxnWqKExUbejD5YuML5xcMw552n2W1I7yxatOjly5cODpwY4fLPMuodGx04HG40w8JohgUAgEDAf0p5fuPiAWIXAcnHr6NvOn2uneDf9XuGCSKRSCaTR3jQQTB16tQvX77Mnz+f3YaMcdBodH19fa8hJH/+/BlJCem21qbi/Oz6mgoAg0lIyk7UMpg+mz0rjcwgI6+CbcWw24q/Ii4u3tnZicfj/5YGw2XkGTuOjRF+fsG5NvZzbewBAHgc9mNKbPj5PaSuLiSSb9JUkxmzF47MTC44OHjRokUjMNAQERIS6ujoYLcV/wR6eno9Q0jweDyULzGsQ2Oa60sKvzXUVsJgMBEx9IRJ+oYzR01t2PEqmhwrrwUAsLW1TUhI6HUuzoUtjE3HxoggSsRi0QaLRRsAAHgcNuNd3I1LB0nELjiCR32irsncRVIywyUIIiQkVFJSMkyds5CMjIzZs2ez24p/gmnTpl27dq2bY0tMTByO+uM0Gq2+pvz3rx+Y5gYAgISkrJrmVKPR48wYsVnuxLHyWgCAcePG1dfXc2vZcA5j37ExIogSmWe7Zp7tGgAAmUj8kp74KCoIh22FwWAy45T0Z5hPZml0paurq6ura319PYdLS/Dy8mZmZlpZWQ1Hji0XRuBwOAqFamtro6c2UqnUhoYGVsmtEbsIVWWF5aX5hE48HAaXlhuvpTtDTGJ4s81GAA6X1wIAWFhYpKSkDMcDCpdBwKG/khEAgUSazLEzmWMHvSzO//rlY+KrRxFUKoVPUFBDy2jaLOuh3xE8PT0vX77M4cojdnZ2+fn5UVFRXP3iEcDKyioxMXHVqlXQy6SkpDlz5gylw8b6P+Ul+dAaI4IXqaSqNXPeUn6Bsbbfw8nyWgCACRMmJCYmLliwgPt0yAn8u46tGxMm60+YrA/9H9va9CX9ze3wE504HLS7Pll/hv60eUgk/0C71dLSam1tZbGtrINGo7W2tuJwOBKJRKFQ2G3OPwEajW5uboZCSN6+fdvU1DTQx3xce2tl6c8/Fb9IJCIAQFJGXklNy3DGGL+lzrFceen4No51bACAGTNmpKenj4q81TEP17H1goiY5Hwb+/k29tDLyt8F2Z9SrqS8oFDIAAApGUUtPRNdQzNm/BwWi+XY201VVdXjx4+VlJRQKJSIiAjzIiNchoiBgcG7d+/y8vKMjY3XrVvXb3s8DltVXlRV/ovY1Umj0YSERZVUteZa2/csPD2GgcMRCA6W1wIA6OvrX758mevYOAGuY+uf8apa41W16C9LinJ+fEl7/+YxhUSGwWBiaGmNyUa6xrNERCR6nnvz5k0OLEpCIpEePXoEh8O3bdvGsZsWYxgUCvXu3butW7f+LUC8taXhT/mvmj+/ySQiAEBQSFhRRdN0/hhcYBwQc2xWc6y8FoSOjk5ubq6Ojg67DfnX4d7UBoy6hp66hh79ZVX5rx9Z729dPtrV1QkAQPLzj1fV0tabDrXJzMzknBqSGAwmLy/v58+fMBjMxsZmzNeH40y+ffuWl5fn4+NDn8qTiF211WW1VaUtTfWARqPSqOJoafnxE+fqGI+kKiPnoz115uvYKHZb0RezZs26evUq17GxHa5jGyqKyhMVlSfSX+Jx2B/Z7z++efHsztXKqkoFYb6IyweU1XQ0tPUVldmjCUQkEpOSkqqqqtBotI6OzsyZM4dVgx8Oh/9t9XXSFGMkHx8PD0+v71KpVBqNNnyGcQgUChlO68r5nNJQW0mj0ahUCh+fgMw4JfVJ+mgpOXZbx+lwsrwWAAAOh48fP76srExFRYXdtvzT/FuOraSkxM/PLyIiYvjW3wRRItNn206fbfv48ePq9o9+p0411lf//JHx9tV9THMTjUaFw2C8SH4FpQlqmlPVNHUHEZAyIIhE4sWLF1esWMFk9Zmhg8PhgoKCvnz54u7uvmjRIgKB4OXlVVxc7OPjY7VofW7uj+vXb8yYMQODwQQHB2dlZfHz8x89etTAwMDKymrsOTZ8B7ax7k9dTXlLYy0AgEajIRC8xE5sdV2LzaL1PDz/1h/g0LFZ4fzyfvgW71PsNuSvLFiwIDIyknPWaf5N/om/q7S0tMjISCQSSaFQcDjcCIx49+7d9+/fBwUFAQCkZOSlLJYDi/+qErS3NRflZefnpKfE3aFQKAAGgwGaiBhaXklDdeLk8aqTWeh3o6OjHR0dpaWlWdVhvxw6dEhHR2f79u0zZsxYtGjR+fPn+fn5g4KCVqxYUVRUdOfOXT8/vwMHDmhoaGAwmJMnTx4/fryrq2tUaI/1TRcB31Rf3Vhf3VT/h0TqAgAGaDQBIZTMOCV1jakSplYw2H8nys+ePfvyJWv6dA6tSsGxyMmrYFsb2W1FXyCRSFFR0YaGhpH8o+PSjbHv2MhkclhYWHh4OAKBCAkJERISGu5wibNnz7a0tEBerVeERdGGMxcYzlzAeLC2uqy44GvG+/j4Rzeo/z9x4RcQkJZVUlCaoKQ+eRAKKcnJyRMmTBjhPzBfX18AwNWrV6HVmM+fPx84cEBHR0dZWfn3799OTpv9/Pzs7Ox+/fq1c+fOqKiotWvXjqR5Q4dKobRiGloa65qbalubG6hUKnQcyccvKSMvLac4WW9Gv3tjixcvvnXrloKCgoKCwvCbPKZQUpvMyfJaAICFCxfev3+fW8uGjYx9x5aent7e3r59+3YYDKalpeXs7Dysw128eJFCoRw7dmygJ8rJq8jJd1+Xb29rLv+VX1le+D3rHa69FQAAg8EBjYZAINAy8rJySrLyyooqmoKoXoT5MzMzW1paVq5cOajrGDyKiop1dXUIBOL37984HA6Px0tJSQEAxMXF8Xi8pqZGYGAgAODXr1/8/PyXL192d3fnzIkLrr21taWxtbm+FdPY3oYBANBoVGgtURwtIyElN2GSvpiE9KA3LB0cHC5durRjx46/bTpy6RUOl9cCAAgJCfHw8PRaoojLyDCWHRuBQNizZ4+MjMyVK1cUFUeiSFtMTEx1dfXx48dZ1aGwKFrHaJaO0axux/F4XFVpQV1t5besdymv7pGJRAqVwgPngf4VEBJpbG4VQ8vOmWc58nk/mzZtCggI2Ldv38uXLxsaGgwMDAoKCpSVlUtLSzU0NLo1njNnjpqa2t27d6dNmzaSRgIAaDQqDtuKbWvBtjbhsK1tmCYSsQvAYIBGg/4VEhYVR8uIiEmOV50kLCrB8nxEHh6exYsXv3z5cvHixazteWzD+fJaAIBFixbFxcWtWbOG3Yb8o3DuL2PoHDlyZNGiRTExMSMT137z5s3v37+fOXNmBMYqLPzV0oJVVdefoD0DOtLa2trc3FxaWkoikbo622bOmk4mtudmp31IftLZ0UEDNBgMDt2zAY0Gh8OFRMRERCVExaVFxCUkJGTEJaXF0XIsiZa0s7OzsrKSk5PT0tJSVVVdt26dvb39kSNHFixYwMvLSyaTurUPCAiYNGnS0MelQyIROzva8fj2zg4cvgOLx2Fx7W2EThwAANAA9FEAQAMAoETERcUkhUUlpGXHC4tKIPmGN5CnJ6qqqomJiQQCgZ9/pIce1Uw1nJMaf9di0Xp2G/JXxMXFcThcV1cXH98/lETPOYxZxxYZGcnLy2tqahodHT2s0e0Q/v7+eDx+mLxaz1JPWVlZ5ubmlZWVHR0dVCoVgUCIiopKS0tPmzaNmSrMRCKhubG2uaG6taWhsaayrOhHezumE9dOb0D7fwcAh8GoNBqVSubnE0TwIfn4+AUERBC8vCgRCQCAqKg4DQ4TFpXg5eEFAIiJS8N4gN1Cm8WLF+PxeEjnV0dHJycnB4vFSkpKMtqwbds2aA4kISFRX18PAMC1t5FIRBKJSCYSAQBdXZ1kMolMIpKIRAqZ1NXVSSQSKGQSvgMHpS1TKGQ4DA6Dw2k0KqBHU8IAghcpKCQiICgkKCSCEhaXHacsJCzKLyA0hG9gGFm8eHFcXBy34smAmG21/OKJ7Zzs2AAAtra2r1694k7H2cLYdGxv3779/PnzhQsX0tLSVFVVh3UsKpXq7e09YcKEXbt2sbzzkpKShIQEEREREolEo9GkpaVnzpyJwWDQaLSqquqgLw2J5O91S68PCAR8Rzumo72d2NXZ2tJIBVQspqWtDdPRjqmm/iIRu7q68AAAEolsvWSjsroWXb0eAIBEIuleDdvaLCEpCwBobWkQR/9P0YOfPz5D+4gAAAFBYQAAko8fgUAieHkFhFDivLJIJB+fgCAcziMoJDy4C+dAuBVPBgEcjkBytrwWAGDcuHHV1dUUCoW7hzryjEHHhsfjr169euPGDQDArVu3rl69Onxj3b59OyEhwd7efsGCBf23HghkMvnp06dwOHzr1q30GWdtbW1aWhocDl+6dClrh+sXfn5Bfn5BNBPVDnh4eP6mp1xckK2srg29KyIm2a2ZrtGcsZfHxgzz5s1LS0vjVjAfELOtV3G4vBYAYO7cuampqebm5uw25J9j7Dg2KpVaW1tbWloaHBxsY2MTHx///v37BQsWoFAolo9VX18fHBxcWVlpZGQUERHBwp4bGxsfP36MRCL5+PhmzJjRTb9ATk5u2bJlLBxuOOijSkDis+j1boeE4NwH2P9BU1OT69gGCufLawEAJk2alJSUNH/+fI5VQh+rjB3HVlhYuGnTJgEBAVlZ2T9//sjKyq5cudLMzIy1o8TFxT1+/JiPj8/R0VFPT6//E5iGSCQ+fPiQSqU6OjoKCAiwsGcunM8IbAOPPcQkpKrKC9mlVMckJiYmnz9/5syEljHM2HFsWlpaycnJnz9/HqYn36ampv379ysoKFy+fJm1ccZEIjEhIaG6unrZsmWysrIs7JnLaEFUVJSb9jRQrJc7cbi8FgDAyMgoODiY69hGmLHj2AAAKBRqmLxaXFzcnTt3Dhw4oKamxsJuiURibGxsa2urtbU1N3rqX0ZaWrq+vp7r2AaEnLwKtrWJ3Vb0j6amZkFBgZaWVv9NOYkREyAcDsaUYxsO8Hh8QEBAa2vr9evXWbtelJeX9+bNm5UrV3LLx3CBHNuECRPYbcgoQ0l9ck5Gst50jt6enDdvXlhY2OhybJmZmRkZGUi+0Vo1ievYeoFMJqelpb1+/bq5uRkAsGTJEtbGNeXl5aWlpU2YMMHT05O7q8wFACArK1tQUMBuK0YfNiucIy7s53DHBofDx40bV1lZOX78eHbb0j9VVVUJCQnq6uo7duxwd/7CbnMGyb/o2AoKCoKCgmAwGGOKCQwGo8ea02g0DQ2N9evXq6urD4cBb9++3bp1K9elcaEjLi7e2trKbitGH4KCKCKxi0wkIpjQJWAj1tbWnF/LBovFPnz4UFRUdNOmTaM9q/Kfc2xVVVXHjh0LCQkZjjQAZsDhcFJSUlyvxqUb9CoBXAbE6k2+VMDpHx0SiRQWFm5qauqmv8MhkMnkxMTEmpqaFStWiIuLs9scFvBvObZTp04VFxcHBQWxy6sBAKqqqkZGkZnL6EJGRqauro4bFjtQ5JWGZVmF5SxcuPDx48cbN25ktyHdef/+/bdv3+zs7EasFvEI8A9lz0RERPDy8oaGhqLR7JThqaysVFJSYqMBbGTlxl0CY0gNi7Xo6enl5OSw2wouw4WwsDCNRmtvb++/6UhRWFgYGBiIQCC2b9+urKzMbnNYyb/i2PB4/Js3b7Zv385uQ0BNTY2cnBy7rWAPaCnWFBAYkygqKv7584fdVnAZRhYuXBgXF8duKwAAoLa2NiQkpLy83MvLy8TEhN3msB7YqFPnC7l49s79J0KCAyvzQaPRaDQqnAPEnDi8jhQXNkImkxCI0b1pz6VvOOErplAoVCqVlxcBQD87/e0dna4uTo6bODrmpVdGn2MDAPz8+ZPdJnDhwoXLGAcGg2loaIzGSLdR6di4cOHChQuXv8Hd8ODChQsXLmMKrmP7J+jq6mJ82dnZ2fj/EInE4Ru3qqqKRCINpYempr+KAeLx+I6ODuj/WCy22zVCkMnkjo4OHA7HZJYY/ZPptTcmwWAwAAAqldrW1gYAIBKJdDv/BhaL7ddCxm9tWJPeMBgMDofr+Quhf5s9P/leL5nR4IaGBpYYtn79enNz86ioKAAAgUBwd3c3Nzd/9eoVAKCgoMDT0/P+/fsPHz4cP3781KlTp06dqqen10cdJS5jFe5S5BinoqLi8+fPTU1NYmJiOjo6Ojo6AIA7d+7k5OQoKCgAABYtWtSt6htLqKurCw4OHjduXFVVlZ2d3YwZM3ptBon3/E0jMT4+Pj8/39e392KSV65c+fHjR1hYGADAxsZm69atPRNxCgsLP336JCMjY2pqyozE8IMHD758+aKiopKXl+fq6qqrq9vvKT1xcnK6dOlSfn7+kSNHEhISHj58CABYuXJlr42hT+Dx48ebN2+Wlpbuo9s7d+5kZ2dDskybN28WFh5S4sTfPnkqlXry5Ek1NTXGX4iAgADjt5mTk9Ptk3/y5EnPSyaRSHSD4XC4ra3tEMvZHz9+nEgkent7z5o1KyEhISoqqrGxcfPmzStWrCgqKjpw4MDu3bsPHDgwc+bM/Pz8EydODGUsLqMabnjeGOft27e8vLxSUlIUCuXr16+QYwMAzJs3D3I2IiIily5dWrduXWVl5Z8/f6qrq/Py8mbMmJGdnU0ikfbs2XP//v2ysrKurq59+/ZRKJTIyMja2tpDhw41NDTcvXuXRqPt27fv0aNH1dXVWCx2586dkA5ZfHy8ubn5nDlzurq6CgoKSkpK6CfGxcXRGz969EhNTU1CQiIvL2/+/PnZ2dlQGyir5uXLlzIyMrm5uZGRkZAxL168gFwOdCHt7e0tLS3V1dWQ02Icpb29/ebNm+3t7TNmzKioqDAyMmK8zMrKyoqKioaGBnl5+c7Ozp07d9J1/BYsWGBhYfHu3bvU1NSurq5erxGPx4eGhiIQiPnz52tra9MHhcw2MDD48eNHZmbmlClTSktLv3375urqymhbt49OTU0NDoefPHkSAODp6UmlUuktX716xXi9c+fONTMz4+HhKSsr6/aZMH56WCw2PDwcDoefPn06Ly+PPlZubm5KSoqQkBB9XGNjY/oRKBMjIyNj8uTJBAKB8Rdy8+ZNxm+z5yff6yV/+PCBbjCBQLhy5cqRI0eG8mOmu0YymSwoKPj58+cDBw7o6OgoKyv//v3b2dnZz8/Pzs6upaXl06dP586dAwAoKiquXr16KINyGY1wHdsYh0Kh1NfX7969u6mpKTk5GY/HCwoKAgBevHjx5csXAICvr297ezuFQiESiZ2dne3t7Zs3b46NjfXz86uqqnr58mVra6uHhwcPD8/Lly/b2tqmTZvW3t7+5MkTCwuLxYsXp6WlZWZmtre3b9y4sbW19dOnT5Bj+/37t5WVFQCAj49PT0/vxIkT9BOJRCK98axZs3R1dZOSkjZv3hwfH09v4+3tDQAwMzObMGHCw4cP6cZA5jG65zdv3vz58wcqV3Tv3j16D/X19UePHs3MzKyqqmpra6NQKN0u097ePi8vT1JSkp+fPysrq6SkpL6+nkaj3b59OzExMScn58yZM3x8fL1eY0lJyenTpzMyMurr6xkHhcw2Njb+8uVLeXn5+vXr09PTa2trx48fz/gJMH500Cfw6tWrDRs2UCiUjx8/VlRU0FtSKBTG64W+NQUFhaqqqm6fCeOn19ra6u/vX1tb29TUJCAgQB+rsLBQXV1dQ0ODSCTSP3n6EX5+fgBASUnJ5MmTi4qKGH8h3b7N9PT0bp98r5fMaPCWLVsqKiqG+GPW19d/8eLF4cOHjx8/LiEhgcfjpaSkAADi4uJ4PF5bWzswMBAAcPfuXXFxceh3yJkSVlyGG65jG+MgkUgzM7OLFy8qKSnRvRoAwN7eftasWdD/YTAYlUptaWmBXsrJyeFwOD4+PjgcDu1PoNFoHA6Hx+NbW1sRCIS4uLiUlNSzZ89UVVVFRUWhs8TExDo7O8lkMvRy7ty5OTk548aNq6iouHXrFhaLpZ+YnZ1Nb0zP15aTk2PsnPESuhnDmN5ubGwcGRkJALCwsKBSqYw9lJeXCwgIQDfrXi9TQUGhsLBQUlKSQCBQKBQ0Gs3Dw1NTU+Pg4GBhYfHhw4eMjIzW1tZer7Gjo0NISAgqdN7T7ClTppw/f37y5MlTpky5cOECNMno46ODUFRUrKmpIZPJjC2/ffvGeL329vZz584FAHh7e3f7TBjPevnypYCAAC8vLwKBYBzL2tq6vr7+xo0bdO0bxiPQwmN7ezsU3s34C+n2baLR6G6ffK+XzGgwAGDoOnYPHjyIjo5OTU0VExMDABgYGBQUFCgrK5eWlmpoaDC21NTUXLJkyRCH4zJ64Tq2MY6tre3Lly/FxMRaW1stLCzox2/cuBEbGwsAcHBwMDIy8vf3r6urW7FiBfSutbX1gQMHSCSSh4dHVFTUnj17kEikr69vQ0PDs2fP2tratmzZIi4uXlZWVl1djcfjoVshY76Lqanpzp07k5KSqFSqt7d3TU0N/USoAdRYSkoqISEBylhftmxZtzZQM0Zjnj59ynh1CARCVFSUfptm7GHhwoV79uzB4XCQsAIMBut5mYxA22kPHjyADBs3btyLFy/Gjx/f6zVaW1vv3bu3tLR0+fLlPc1GIpFiYmLTp09HIBCQD+hmG+NHp6urm5CQwPjR9fo5dKPnZ8J41qJFiw4dOoTD4c6ePcs4Vm1tbWNjo5CQEAqFgj55NBpNPwL1rKGhUVlZ2e0X0u3bjIuL6/bJ93rJjLS3tw998hQTE/P7929oJzU8PHzdunX29vZHjhxZsGBBNzX6iIiI169fQ/9PSkrq9gzBZczDDR7hAgAARCIR+b+FPzo7O6E5weHDh728vAQFBfn4+AAABAKBSqVCM7/29nZhYeGuri7orZ5AMxvo/4wnMkIikeh3pb+1oRvT74Uw9oDH4/n5+RnP6nmZ/dLrNcbFxamqqiYkJJiYmJiYmPzN7D5sY+yW8RPo2fJv9PxMGM9ivFLGsZqbm8XFxaGzoHEZjwAAurq6Tp06dfTo0Z4jMn6bA+XRo0cTJkwYXDBOHxCJRCwWy11v5NINrmPj0g8fP340NjYe7fWZWEtDQ0NCQsK0adM0NTXZbQvrycvL09DQYO03npOTo6enx8IOuXDpA65j48KFCxcuYwpugjYXLly4cBlTcB3bGIRIJA49tJpd0KVG+pYLwePxdE0T5oVFmKebZkq3l3g8vrGxkR5gSf8PiURiVcEtKPYS+n+vSjFD0QGBPq7m5mb6EXo461Cgf3ednZ2QnYxXwYXLiMGNihxr/Pjx4/bt28rKyoWFhRcuXBhd9c8YpUbS0tK6yYUwimVER0cbGBgYGhr22nIodNNMUVVV7SmhcvPmzebmZgkJiV+/fp0+fToyMlJLS8vKyiogIMDExAQKcMdgMBs2bHjx4gXU7bdv327evCknJ7dx40ZmymSXlJR8+vRp06ZNAICnT58yqQNib2/fUwfk2bNn4H91QCDhkqdPn1ZUVFRVVRkaGq5YsWKIxbsZv7uHDx8qKSnNnj27pKTk+fPnu3fvHkrPXLgMFK5jG2uUlpbKysra29u3trZ2dnb+/v2bLlHx+PHjngoj6enpkERFTU0No2zHjx8/1q1bBwDYvXu3v7//mjVr7t69e+LECTwe38dLKJqOUWWDUQXj5s2b3fQ+goODGU9vaGiQkZGBLgSSC7ly5Uo3mZL9+/d3u2So5Y8fP+gDMV4Lo9AJHo/vtQ3j9XbTTOn2kj7o3LlzIWMoFIqHh4e7uzsKhcJisZBXo9FoISEhjAl5MTExhw4dqqysfP369YYNGwAAmZmZvcqadHZ20jVT6KezVgcECu53dnb+9u1bWlratm3bSkpKDh48yCh3QiaTRUREGL+sX79+dZMpYRSFgWRiev1Nvnnzhn4i9INkFGrhwoXlcB3bWMPW1vbRo0cHDx4kkUhXrlzpJtvRU2GELlHBqKDh5eU1efJkqEMUCvX+/XsKhZKeno5EIuFweB8voVMYu2JUweip99Gtc0hqBOqELhfSTaak5yVDLR89etTrtTAKnRQXF/d7vd1UNh4/fsz4MiUlpb6+nkwmx8fHi4mJEYlEAoEgLCzs7u6+b9++hw8fQg26urrmz5/f2NjIaKSkpCQOh6OXyWbUBGG8zLy8PLpmCv10luuAdPsMGT8NSO7k9evXCxYsYPyySktLu8mUMP66GL87GOy/UWlwODwnJ4d+Yk+hFi5cWM5oWqfiwgyPHj2ytLQMCQmZOnXqx48fGWU7eiqMtLW10SUq6NIVOjo6MBiMvoZpYmISGRnp7Ox848aN6dOn9/0SOoWxK8YhAAAKCgoIBEJSUhKBQFAolF5P74aYmBgfH1+/m0B/uxbGHpi5XkhlAwBQUVHh5+fX7SUajR43bhwMBluzZs2ePXusrKyysrIAAMbGxqqqqhISElCDoqKily9fFhUV3b59G+pWVlYWg8FUVVUpKipCR549e1ZTU8MoawIZ2dnZ2U0zBQBgb29/+PDhw4cPCwgIdDMJGj0jI+PPnz/QcuWUKVPev38vKSk5ZcqUpKQkugymvb39sWPHes377vaJQXIn3b4sa2trJSWlGzduMO6DMgqg0Bk3blx1dTUAoKamZty4cYwndhuIC5fhgDtjG2vo6ur6+PhMnDixuLh49erVZDKZLlFRVlbWTXqDUaKCUbrix48fubm50NLctGnTAgICrKysAgMDjY2NqVRqHy9fvnwpKir6NxWMntZ26/zFixcwGAzqBDBImTDKlEydOhU6GBISIiYmBvkJGAz2t2th7IGZ6+2msiEnJ8f4Elo9y8vLCw4OFhYWRqFQixYt6vb5AwBmz54NAPD29nZwcIAux9LS0t3dHYlEnjp1Cmr5N+mWbpopEKzVAWEEGpQZuZP09PRuMiWMAihfvnyhf19GRkZubm6ZmZkVFRUhISEvX76kn8jMQFy4DBFuHtsYhEajtbW1QXp64H8lKnpKbzAeYVJBgxn+poIxRHqKdDDCzLUweb3dVDaGIrrB2AkfHx80c4X4m3RLT82Ufi0cOsx8+91kSkCfojAtLS3i4uKQt2M8kYU/My5ceoXr2Lhw4cKFy5iCu8fGhQsXLlzGFFzHxoULFy5cxhRcx8ZlkDQ0NED/SUhIKC4uhv7t96xTp04RiUTo32E28H+Ij48PCAig/x+LxTK+SzeeblhhYeHNmzd7bdMvvbY8derUyZMna2tre44+RFjyYQYEBNTW1rKqNy5c2As3KpLLIDl58iQAwNPTE8qbLi0tVVNT4+fnLysr6+rq2rdvX2lpKT0tNz8//8ePH6tXr6ZQKFB0+Ldv3+jpyTExMfSznj592msPUNzBsKZ+7969m0KhFBUV0fOju+VQq6mpmZub04/k5ub2mncMtTQ2Nqa/S6VSKRQKFCEy9HTykpKSbj0XFhaGhoYiEIj58+dra2v32hsAgH4cSsHW19fPzc2FrgX6ZMhkMoVCYVWkDxcu7IIbPMJlkGRnZ0NugEql6urqfv/+XVdX98mTJ2vWrOHh4UlMTCQQCGg0WkNDw8DAgI+Pj0ajffnyBYPBiIuLYzAYeXn55ubmtLQ0PT29L1++0M9qbGzstQcor+vEiRO6urrt7e11dXWtra0+Pj61tbUCAgJ37txhzCZubW3Ny8szMzO7fPnyzp07P3z4oKKiMmHCBEiC6/Tp0xs3boyMjFy2bFlrayv9EiCVxdTU1AMHDkD50YaGhnQjW1padHV1eXh46EcKCwvp5p07d45uGBqN1tXVTUpKor/7/ft3DAaTm5vr4OBw69atjRs3hoSE0I2Pioqin0skEulWFRcX99oGqvfN2POnT5+8vb0zMjLq6+srKyt77a2iooKxh/nz50PF2OjX4uDgUFlZicFgoOxvLlxGL9ylSC6DRFFREYlE9sybRqPRCAQCj8czpuVCGdDv3783NTWF/u2Wnkw/6289QM2GNfUbMowxP7qbkd2O9J13zPgu1DPj0ENJJ+/ZMxT6LyAgAHqkWtN765mC3fPqetrJhctohLsUyWWoQHnTurq6CQkJAIA9e/YgkUhfX9+UlBR6Wi6UAY3H41EoFPQvY3oy41lRUVG99jACqd8kEgmFQjHmRzMaCV0g45Ha2tpe845JJFJCQgIajaa/C10y3bYhppMzJkpDPVtbW+/du7e0tHT58uV/663nccZrgR4OutnJhcso5f8Aj8wFCdjNNmIAAAAASUVORK5CYII=",
- "text/plain": [
- ""
- ]
- },
- "execution_count": 12,
- "metadata": {},
- "output_type": "execute_result"
- }
- ],
- "source": [
- "# define coastlines\n",
- "coast = mv.mcoast(\n",
- " map_coastline_colour=\"charcoal\",\n",
- " map_coastline_resolution=\"medium\",\n",
- " map_coastline_land_shade=\"on\",\n",
- " map_coastline_land_shade_colour=\"#f9f9f9\",\n",
- " map_coastline_sea_shade=\"off\",\n",
- " map_boundaries=\"on\",\n",
- " map_boundaries_colour= \"charcoal\",\n",
- " map_boundaries_thickness = 1,\n",
- " map_disputed_boundaries = \"off\",\n",
- " map_grid_colour=\"tan\",\n",
- " map_label_height=0.35,\n",
- ")\n",
- "\n",
- "# define view\n",
- "view = mv.geoview(\n",
- " area_mode=\"name\",\n",
- " area_name=\"europe\",\n",
- " coastlines=coast\n",
- ")\n",
- "\n",
- "#define styles\n",
- "wbgt_style = mv.mcont(legend= \"on\",\n",
- " contour = \"off\",\n",
- " contour_hilo = \"off\",\n",
- " contour_label = \"off\",\n",
- " contour_level_list = [293.15, 298.15, 304.15, 373.15],\n",
- " contour_level_selection_type = \"level_list\",\n",
- " contour_shade = \"on\",\n",
- " contour_shade_colour_list = [\"#f4f4b9\", \"#add68d\", \"#31a254\"],\n",
- " contour_shade_colour_method = \"list\",\n",
- " contour_shade_method = \"area_fill\")\n",
- "\n",
- "legend = mv.mlegend(legend_column_count = 4,\n",
- " legend_display_type = \"disjoint\",\n",
- " legend_entry_text_width = \"80\",\n",
- " legend_text_colour = \"charcoal\",\n",
- " legend_text_font_size = \"40%\",\n",
- " legend_text_composition = \"user_text_only\",\n",
- " legend_user_lines = [\"Low risk\", \"Moderate risk\", \"High risk\"])\n",
- "title = mv.mtext(\n",
- " text_lines = [\"Thermal stress (Thermofeel) - Wet bulb globe temperature\",\n",
- " \"START TIME: \",\n",
- " \"VALID TIME: , STEP: \"],\n",
- " text_font_size=0.4,\n",
- " text_colour = 'charcoal')\n",
- "\n",
- "ecmwf_text = mv.mtext( \n",
- " text_lines = [\"© European Centre for Medium-Range Weather Forecasts (ECMWF)\",\n",
- " \"Source: www.ecmwf.int Licence: CC-BY-4.0 and ECMWF Terms of Use\",\n",
- " \"https://apps.ecmwf.int/datasets/licences/general/\"],\n",
- " text_justification = 'center',\n",
- " text_font_size = 0.3,\n",
- " text_mode = \"positional\",\n",
- " text_box_x_position = 6.,\n",
- " text_box_y_position = -0.2,\n",
- " text_box_x_length = 8,\n",
- " text_box_y_length = 2,\n",
- " text_colour = 'charcoal')\n",
- "\n",
- "# generate plot\n",
- "mv.setoutput('jupyter', plot_widget=False)\n",
- "mv.plot(view, wbgt, wbgt_style, legend, title, ecmwf_text)"
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 13,
- "id": "23a2b245-230d-4f2d-955e-0a1ee76e6bef",
- "metadata": {
- "editable": true,
- "slideshow": {
- "slide_type": ""
- },
- "tags": [
- "import"
- ]
- },
- "outputs": [
- {
- "data": {
- "image/png": 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",
- "text/plain": [
- ""
- ]
- },
- "execution_count": 13,
- "metadata": {},
- "output_type": "execute_result"
- }
- ],
- "source": [
- "# define coastlines\n",
- "coast = mv.mcoast(\n",
- " map_coastline_colour=\"charcoal\",\n",
- " map_coastline_resolution=\"medium\",\n",
- " map_coastline_land_shade=\"on\",\n",
- " map_coastline_land_shade_colour=\"#f9f9f9\",\n",
- " map_coastline_sea_shade=\"off\",\n",
- " map_boundaries=\"on\",\n",
- " map_boundaries_colour= \"charcoal\",\n",
- " map_boundaries_thickness = 1,\n",
- " map_disputed_boundaries = \"off\",\n",
- " map_grid_colour=\"tan\",\n",
- " map_label_height=0.35,\n",
- ")\n",
- "\n",
- "# define view\n",
- "view = mv.geoview(\n",
- " area_mode=\"name\",\n",
- " area_name=\"europe\",\n",
- " coastlines=coast\n",
- ")\n",
- "\n",
- "#define styles\n",
- "heatx_style = mv.mcont(legend= \"on\",\n",
- " contour = \"off\",\n",
- " contour_hilo = \"off\",\n",
- " contour_label = \"off\",\n",
- " contour_level_list = [299.85, 305.35, 312.55, 324.25, 373.15],\n",
- " contour_level_selection_type = \"level_list\",\n",
- " contour_shade = \"on\",\n",
- " contour_shade_palette_name = \"colorbrewer_Oranges_4_r\",\n",
- " contour_shade_colour_method = \"palette\",\n",
- " contour_shade_method = \"area_fill\")\n",
- "\n",
- "legend = mv.mlegend(legend_column_count = 4,\n",
- " legend_display_type = \"disjoint\",\n",
- " legend_entry_text_width = \"80\",\n",
- " legend_text_colour = \"charcoal\",\n",
- " legend_text_font_size = \"40%\",\n",
- " legend_text_composition = \"user_text_only\",\n",
- " legend_user_lines = [\"Caution\", \"Extreme Caution\", \"Danger\", \"Extreme Danger\"])\n",
- "\n",
- "title = mv.mtext(\n",
- " text_lines = [\"Thermal stress (Thermofeel) - Heat index\",\n",
- " \"START TIME: \",\n",
- " \"VALID TIME: , STEP: \"],\n",
- " text_font_size=0.4,\n",
- " text_colour = 'charcoal')\n",
- "\n",
- "ecmwf_text = mv.mtext( \n",
- " text_lines = [\"© European Centre for Medium-Range Weather Forecasts (ECMWF)\",\n",
- " \"Source: www.ecmwf.int Licence: CC-BY-4.0 and ECMWF Terms of Use\",\n",
- " \"https://apps.ecmwf.int/datasets/licences/general/\"],\n",
- " text_justification = 'center',\n",
- " text_font_size = 0.3,\n",
- " text_mode = \"positional\",\n",
- " text_box_x_position = 6.,\n",
- " text_box_y_position = -0.2,\n",
- " text_box_x_length = 8,\n",
- " text_box_y_length = 2,\n",
- " text_colour = 'charcoal')\n",
- "\n",
- "# generate plot\n",
- "mv.setoutput('jupyter', plot_widget=False)\n",
- "mv.plot(view, heatx, heatx_style, legend, title, ecmwf_text)"
- ]
- },
- {
- "cell_type": "markdown",
- "id": "0813538b-be17-49c8-a6b0-c70634d6114d",
- "metadata": {
- "editable": true,
- "slideshow": {
- "slide_type": ""
- },
- "tags": []
- },
- "source": [
- "To generate the png file you can run the following cell."
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 14,
- "id": "961a379f-c8cd-4313-9169-48692f483c39",
- "metadata": {
- "editable": true,
- "slideshow": {
- "slide_type": ""
- },
- "tags": [
- "import"
- ]
- },
- "outputs": [],
- "source": [
- "png = mv.png_output(\n",
- " output_name = \"medium-thermofeel-utci\", # specify relative or full path\n",
- " output_title = \"medium-thermofeel-utci\", # title used by a viewer\n",
- " output_width = 1000, # set width in pixels\n",
- ")\n",
- "mv.setoutput(png)\n",
- "mv.plot(view, utci, utci_style, legend, title, ecmwf_text)"
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 15,
- "id": "04b62faa-0c88-4da5-a11d-693c18f5bdb6",
- "metadata": {
- "editable": true,
- "slideshow": {
- "slide_type": ""
- },
- "tags": [
- "import"
- ]
- },
- "outputs": [],
- "source": [
- "png = mv.png_output(\n",
- " output_name = \"medium-thermofeel-wcf\", # specify relative or full path\n",
- " output_title = \"medium-thermofeel-wcf\", # title used by a viewer\n",
- " output_width = 1000, # set width in pixels\n",
- ")\n",
- "mv.setoutput(png)\n",
- "mv.plot(view, wcf, wcf_style, legend, title, ecmwf_text)"
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 16,
- "id": "eb4dbc20-9b1e-440f-bc3e-53ec157e652e",
- "metadata": {
- "editable": true,
- "slideshow": {
- "slide_type": ""
- },
- "tags": [
- "import"
- ]
- },
- "outputs": [],
- "source": [
- "png = mv.png_output(\n",
- " output_name = \"medium-thermofeel-hmdx\", # specify relative or full path\n",
- " output_title = \"medium-thermofeel-hmdx\", # title used by a viewer\n",
- " output_width = 1000, # set width in pixels\n",
- ")\n",
- "mv.setoutput(png)\n",
- "mv.plot(view, hmdx, hmdx_style, legend, title, ecmwf_text)"
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 17,
- "id": "8d7aae81-aab1-4fec-a958-c6be635be069",
- "metadata": {
- "editable": true,
- "slideshow": {
- "slide_type": ""
- },
- "tags": [
- "import"
- ]
- },
- "outputs": [],
- "source": [
- "png = mv.png_output(\n",
- " output_name = \"medium-thermofeel-wbgt\", # specify relative or full path\n",
- " output_title = \"medium-thermofeel-wbgt\", # title used by a viewer\n",
- " output_width = 1000, # set width in pixels\n",
- ")\n",
- "mv.setoutput(png)\n",
- "mv.plot(view, wbgt, wbgt_style, legend, title, ecmwf_text)"
- ]
- },
- {
- "cell_type": "code",
- "execution_count": null,
- "id": "67469008-0d13-4012-99c2-d945b233b9ed",
- "metadata": {
- "editable": true,
- "slideshow": {
- "slide_type": ""
- },
- "tags": [
- "import"
- ]
- },
- "outputs": [],
- "source": [
- "png = mv.png_output(\n",
- " output_name = \"medium-thermofeel-heatx\", # specify relative or full path\n",
- " output_title = \"medium-thermofeel-heatx\", # title used by a viewer\n",
- " output_width = 1000, # set width in pixels\n",
- ")\n",
- "mv.setoutput(png)\n",
- "mv.plot(view, heatx, heatx_style, legend, title, ecmwf_text)"
- ]
- },
- {
- "cell_type": "markdown",
- "id": "35eeeebf-5d28-4315-b845-724ea6e6376e",
- "metadata": {
- "editable": true,
- "slideshow": {
- "slide_type": ""
- },
- "tags": [
- "open_data"
- ]
- },
- "source": [
- "Note that plot produced using this dataset will slightly differ from one from Open Charts. This is due to different resolution of the data. \n",
- "The data used here is on 0.25x0.25 resolution, while high resolution data is 0.1x0.1 grid."
- ]
- }
- ],
- "metadata": {
- "author": "Milana Vuckovic",
- "content_type": "Software & code",
- "data_access": "ecmwf-licence",
- "kernelspec": {
- "display_name": "Python 3 (ipykernel)",
- "language": "python",
- "name": "python3"
- },
- "language_info": {
- "codemirror_mode": {
- "name": "ipython",
- "version": 3
- },
- "file_extension": ".py",
- "mimetype": "text/x-python",
- "name": "python",
- "nbconvert_exporter": "python",
- "pygments_lexer": "ipython3",
- "version": "3.13.1"
- }
- },
- "nbformat": 4,
- "nbformat_minor": 5
-}
+ "nbformat": 4,
+ "nbformat_minor": 5
+}
\ No newline at end of file
diff --git a/opencharts/medium-thickness-mslp.ipynb b/opencharts/medium-thickness-mslp.ipynb
index 8c63b76..774f807 100644
--- a/opencharts/medium-thickness-mslp.ipynb
+++ b/opencharts/medium-thickness-mslp.ipynb
@@ -265,7 +265,7 @@
"metadata": {},
"source": [
"## Reading and processing the data\n",
- "Now we can use **ecmwf.data** to read the files."
+ "Now we can use **Metview's read() function** to read the files."
]
},
{
diff --git a/opencharts/medium-tp-long-probability.ipynb b/opencharts/medium-tp-long-probability.ipynb
index 14bb6ef..25d75d0 100644
--- a/opencharts/medium-tp-long-probability.ipynb
+++ b/opencharts/medium-tp-long-probability.ipynb
@@ -191,7 +191,7 @@
"metadata": {},
"source": [
"## Reading and processing the data\n",
- "Now we can use **ecmwf.data** to read the file."
+ "Now we can use **Metview's read() function** to read the file."
]
},
{
diff --git a/opencharts/medium-tp-mean.ipynb b/opencharts/medium-tp-mean.ipynb
index 9adc196..c23644a 100644
--- a/opencharts/medium-tp-mean.ipynb
+++ b/opencharts/medium-tp-mean.ipynb
@@ -223,7 +223,7 @@
"metadata": {},
"source": [
"## Reading and processing the data\n",
- "Now we can use **ecmwf.data** to read the file."
+ "Now we can use **Metview's read() function** to read the file."
]
},
{
@@ -1933,7 +1933,7 @@
"### Calculating total precipitation between two forecast steps\n",
"Toral precipitation data is provided as accumulated value from the start of the forecast. Therefore we need to 'deacumulate' it, to calculate the precipitation between two steps. \n",
"In other words, we need to substract the value at step 9 from value at step 12, to get the value of precipitation between steps 9 and 12. \n",
- "ecmwf.data has built in fuction **deac()** which will do this for us. \n",
+ "Metview has built in fuction **deac()** which will do this for us. \n",
"However in order for it to do it, we need first to sort the fieldset."
]
},
diff --git a/opencharts/medium-tp-probability.ipynb b/opencharts/medium-tp-probability.ipynb
index 0808fc8..8cf3238 100644
--- a/opencharts/medium-tp-probability.ipynb
+++ b/opencharts/medium-tp-probability.ipynb
@@ -207,7 +207,7 @@
"metadata": {},
"source": [
"## Reading and processing the data\n",
- "Now we can use **ecmwf.data** to read the file."
+ "Now we can use **Metview's read() function** to read the file."
]
},
{
diff --git a/opencharts/medium-tssh-mwd.ipynb b/opencharts/medium-tssh-mwd.ipynb
index 196f958..c81599f 100644
--- a/opencharts/medium-tssh-mwd.ipynb
+++ b/opencharts/medium-tssh-mwd.ipynb
@@ -190,7 +190,7 @@
"metadata": {},
"source": [
"## Reading and processing the data\n",
- "Now we can use **ecmwf.data** to read the files."
+ "Now we can use **Metview's read() function** to read the files."
]
},
{
diff --git a/opencharts/medium-uv-rh.ipynb b/opencharts/medium-uv-rh.ipynb
index e50726c..cfbb0af 100644
--- a/opencharts/medium-uv-rh.ipynb
+++ b/opencharts/medium-uv-rh.ipynb
@@ -198,7 +198,7 @@
"metadata": {},
"source": [
"## Reading and processing the data\n",
- "Now we can use **ecmwf.data** to read the file."
+ "Now we can use **Metview's read() function** to read the file."
]
},
{
diff --git a/opencharts/medium-uv-z.ipynb b/opencharts/medium-uv-z.ipynb
index a4d9d4e..da9a065 100644
--- a/opencharts/medium-uv-z.ipynb
+++ b/opencharts/medium-uv-z.ipynb
@@ -214,7 +214,7 @@
"metadata": {},
"source": [
"## Reading and processing the data\n",
- "Now we can use **ecmwf.data** to read the file."
+ "Now we can use **Metview's read() function** to read the file."
]
},
{
diff --git a/opencharts/medium-visibility.ipynb b/opencharts/medium-visibility.ipynb
index ca72766..3a9e8ad 100644
--- a/opencharts/medium-visibility.ipynb
+++ b/opencharts/medium-visibility.ipynb
@@ -183,7 +183,7 @@
"metadata": {},
"source": [
"## Reading and processing the data\n",
- "Now we can use **ecmwf.data** to read the file."
+ "Now we can use **Metview's read() function** to read the file."
]
},
{
diff --git a/opencharts/medium-vorticity.ipynb b/opencharts/medium-vorticity.ipynb
index 375e750..a42b879 100644
--- a/opencharts/medium-vorticity.ipynb
+++ b/opencharts/medium-vorticity.ipynb
@@ -215,7 +215,7 @@
"metadata": {},
"source": [
"## Reading and processing the data\n",
- "Now we can use **ecmwf.data** to read the file."
+ "Now we can use **Metview's read() function** to read the file."
]
},
{
diff --git a/opencharts/medium-wave-energy-flux.ipynb b/opencharts/medium-wave-energy-flux.ipynb
index 9f4a3a4..d43dc1c 100644
--- a/opencharts/medium-wave-energy-flux.ipynb
+++ b/opencharts/medium-wave-energy-flux.ipynb
@@ -184,7 +184,7 @@
"metadata": {},
"source": [
"## Reading and processing the data\n",
- "Now we can use **ecmwf.data** to read the file."
+ "Now we can use **Metview's read() function** to read the file."
]
},
{
diff --git a/opencharts/medium-wave-period.ipynb b/opencharts/medium-wave-period.ipynb
index bef81e4..aea8148 100644
--- a/opencharts/medium-wave-period.ipynb
+++ b/opencharts/medium-wave-period.ipynb
@@ -203,7 +203,7 @@
"metadata": {},
"source": [
"## Reading and processing the data\n",
- "Now we can use **ecmwf.data** to read the file."
+ "Now we can use **Metview's read() function** to read the file."
]
},
{
diff --git a/opencharts/medium-wind-100m.ipynb b/opencharts/medium-wind-100m.ipynb
index f7ea73a..95c88c2 100644
--- a/opencharts/medium-wind-100m.ipynb
+++ b/opencharts/medium-wind-100m.ipynb
@@ -187,7 +187,7 @@
},
"source": [
"## Reading and processing the data\n",
- "Now we can use **ecmwf.data** to read the files."
+ "Now we can use **Metview's read() function** to read the files."
]
},
{
diff --git a/opencharts/medium-wind-10m.ipynb b/opencharts/medium-wind-10m.ipynb
index 65d6fae..c667de7 100644
--- a/opencharts/medium-wind-10m.ipynb
+++ b/opencharts/medium-wind-10m.ipynb
@@ -193,7 +193,7 @@
},
"source": [
"## Reading and processing the data\n",
- "Now we can use **ecmwf.data** to read the files."
+ "Now we can use **Metview's read() function** to read the files."
]
},
{
diff --git a/opencharts/medium-wind-10wg.ipynb b/opencharts/medium-wind-10wg.ipynb
index 11c3158..6170e12 100644
--- a/opencharts/medium-wind-10wg.ipynb
+++ b/opencharts/medium-wind-10wg.ipynb
@@ -192,7 +192,7 @@
},
"source": [
"## Reading and processing the data\n",
- "Now we can use **ecmwf.data** to read the files."
+ "Now we can use **Metview's read() function** to read the files."
]
},
{
diff --git a/opencharts/medium-wwsh-mwd.ipynb b/opencharts/medium-wwsh-mwd.ipynb
index dc2f8e4..f6fcd69 100644
--- a/opencharts/medium-wwsh-mwd.ipynb
+++ b/opencharts/medium-wwsh-mwd.ipynb
@@ -190,7 +190,7 @@
"metadata": {},
"source": [
"## Reading and processing the data\n",
- "Now we can use **ecmwf.data** to read the files."
+ "Now we can use **Metview's read() function** to read the files."
]
},
{
diff --git a/opencharts/medium-z300-mean-spread.ipynb b/opencharts/medium-z300-mean-spread.ipynb
index caeac14..a62e2c1 100644
--- a/opencharts/medium-z300-mean-spread.ipynb
+++ b/opencharts/medium-z300-mean-spread.ipynb
@@ -264,7 +264,7 @@
"metadata": {},
"source": [
"## Reading and processing the data\n",
- "Now we can use **ecmwf.data** to read the file."
+ "Now we can use **Metview's read() function** to read the file."
]
},
{
diff --git a/opencharts/medium-z500-t850.ipynb b/opencharts/medium-z500-t850.ipynb
index 1b2ce71..c21088e 100644
--- a/opencharts/medium-z500-t850.ipynb
+++ b/opencharts/medium-z500-t850.ipynb
@@ -216,7 +216,7 @@
"metadata": {},
"source": [
"## Reading and processing the data\n",
- "Now we can use **ecmwf.data** to read the file."
+ "Now we can use **Metview's read() function** to read the file."
]
},
{
diff --git a/opencharts/medium-zero-level.ipynb b/opencharts/medium-zero-level.ipynb
index 6d461b6..fc6f346 100644
--- a/opencharts/medium-zero-level.ipynb
+++ b/opencharts/medium-zero-level.ipynb
@@ -184,7 +184,7 @@
"metadata": {},
"source": [
"## Reading and processing the data\n",
- "Now we can use **ecmwf.data** to read the file."
+ "Now we can use **Metview's read() function** to read the file."
]
},
{