{ "cells": [ { "cell_type": "markdown", "id": "91ec35ed", "metadata": {}, "source": [ "# Idealized Case 1: Tracking of a Test Blob in 2D " ] }, { "cell_type": "markdown", "id": "be1be87f", "metadata": {}, "source": [ "This tutorial shows the most important steps of tracking with `tobac` using an idealized case:\n", "\n", "1. [Input Data](#1.-Input-Data)\n", "2. [Feature Detection](#2.-Feature-Detection)\n", "3. [Tracking / Trajectory Linking](#3.-Trajectory-Linking)\n", "4. [Segmentation](#4.-Segmentation)\n", "5. [Statistical Analysis](#5.-Statistical-Analysis)" ] }, { "cell_type": "markdown", "id": "57ff616e", "metadata": { "collapsed": false, "jupyter": { "outputs_hidden": false } }, "source": [ "## Import Libraries\n", "\n", "We start by importing tobac:" ] }, { "cell_type": "code", "execution_count": 1, "id": "46abd7ad", "metadata": { "ExecuteTime": { "end_time": "2025-12-18T14:30:50.463821Z", "start_time": "2025-12-18T14:30:49.617415Z" }, "execution": { "iopub.execute_input": "2026-02-02T20:11:59.035086Z", "iopub.status.busy": "2026-02-02T20:11:59.034845Z", "iopub.status.idle": "2026-02-02T20:12:01.581742Z", "shell.execute_reply": "2026-02-02T20:12:01.581333Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "using tobac version 1.6.2\n" ] } ], "source": [ "import tobac\n", "print('using tobac version', str(tobac.__version__))\n", "\n", "# we add testing here to create test dataset (typically not needed in standard applications)\n", "import tobac.testing" ] }, { "cell_type": "markdown", "id": "9647f574", "metadata": {}, "source": [ "We will also need matplotlib in inline-mode for plotting and numpy:" ] }, { "cell_type": "code", "execution_count": 2, "id": "a28f3ba2", "metadata": { "ExecuteTime": { "end_time": "2025-12-18T14:30:50.480720Z", "start_time": "2025-12-18T14:30:50.467711Z" }, "execution": { "iopub.execute_input": "2026-02-02T20:12:01.583214Z", "iopub.status.busy": "2026-02-02T20:12:01.583048Z", "iopub.status.idle": "2026-02-02T20:12:01.734380Z", "shell.execute_reply": "2026-02-02T20:12:01.733946Z" } }, "outputs": [], "source": [ "import matplotlib.pyplot as plt\n", "\n", "%matplotlib inline\n", "\n", "import numpy as np" ] }, { "cell_type": "markdown", "id": "7a1c5cc5", "metadata": {}, "source": [ "For a better readability of the graphs:" ] }, { "cell_type": "code", "execution_count": 3, "id": "fd75ee85", "metadata": { "ExecuteTime": { "end_time": "2025-12-18T14:30:50.487989Z", "start_time": "2025-12-18T14:30:50.486182Z" }, "execution": { "iopub.execute_input": "2026-02-02T20:12:01.735871Z", "iopub.status.busy": "2026-02-02T20:12:01.735776Z", "iopub.status.idle": "2026-02-02T20:12:01.877142Z", "shell.execute_reply": "2026-02-02T20:12:01.876536Z" } }, "outputs": [], "source": [ "import seaborn as sns\n", "\n", "sns.set_context(\"talk\")" ] }, { "cell_type": "markdown", "id": "13f1ef40", "metadata": {}, "source": [ "Tobac works with a Python package called `xarray`, which introduces `DataArrays`. In a nutshell these are `numpy`-arrays with labels. For a more extensive description have a look at the [xarray Documentation](https://docs.xarray.dev/en/stable/generated/xarray.DataArray.html#xarray.DataArray)." ] }, { "cell_type": "markdown", "id": "128a85ba", "metadata": {}, "source": [ "## 1. Input Data" ] }, { "cell_type": "markdown", "id": "605dd1a5", "metadata": {}, "source": [ " \n", "There are several utilities implemented in tobac to create simple examples of such arrays. In this tutorial we will use the function `make_simple_sample_data_2D()` to create a moving test blob in 2D:" ] }, { "cell_type": "code", "execution_count": 4, "id": "1ecce2f7", "metadata": { "ExecuteTime": { "end_time": "2025-12-18T14:30:50.549410Z", "start_time": "2025-12-18T14:30:50.492065Z" }, "execution": { "iopub.execute_input": "2026-02-02T20:12:01.878829Z", "iopub.status.busy": "2026-02-02T20:12:01.878716Z", "iopub.status.idle": "2026-02-02T20:12:01.942920Z", "shell.execute_reply": "2026-02-02T20:12:01.942534Z" } }, "outputs": [ { "data": { "text/html": [ "
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<xarray.DataArray 'w' (time: 100, y: 50, x: 100)> Size: 4MB\n",
       "array([[[3.67879441e+00, 4.04541885e+00, 4.40431655e+00, ...,\n",
       "         2.22319774e-16, 9.26766698e-17, 3.82489752e-17],\n",
       "        [4.04541885e+00, 4.44858066e+00, 4.84324569e+00, ...,\n",
       "         2.44475908e-16, 1.01912721e-16, 4.20608242e-17],\n",
       "        [4.40431655e+00, 4.84324569e+00, 5.27292424e+00, ...,\n",
       "         2.66165093e-16, 1.10954118e-16, 4.57923372e-17],\n",
       "        ...,\n",
       "        [6.45813368e-03, 7.10174389e-03, 7.73178977e-03, ...,\n",
       "         3.90282972e-19, 1.62694148e-19, 6.71461808e-20],\n",
       "        [4.43860604e-03, 4.88095244e-03, 5.31397622e-03, ...,\n",
       "         2.68237303e-19, 1.11817944e-19, 4.61488502e-20],\n",
       "        [3.02025230e-03, 3.32124719e-03, 3.61589850e-03, ...,\n",
       "         1.82522243e-19, 7.60865909e-20, 3.14020145e-20]],\n",
       "\n",
       "       [[2.77002707e+00, 3.10141076e+00, 3.43788719e+00, ...,\n",
       "         9.59477405e-16, 4.07234329e-16, 1.71124056e-16],\n",
       "        [3.07177968e+00, 3.43926262e+00, 3.81239306e+00, ...,\n",
       "         1.06399798e-15, 4.51596358e-16, 1.89765437e-16],\n",
       "        [3.37250939e+00, 3.77596921e+00, 4.18562943e+00, ...,\n",
       "         1.16816424e-15, 4.95808006e-16, 2.08343626e-16],\n",
       "...\n",
       "         0.00000000e+00, 0.00000000e+00, 0.00000000e+00],\n",
       "        [0.00000000e+00, 0.00000000e+00, 0.00000000e+00, ...,\n",
       "         0.00000000e+00, 0.00000000e+00, 0.00000000e+00],\n",
       "        [0.00000000e+00, 0.00000000e+00, 0.00000000e+00, ...,\n",
       "         0.00000000e+00, 0.00000000e+00, 0.00000000e+00]],\n",
       "\n",
       "       [[0.00000000e+00, 0.00000000e+00, 0.00000000e+00, ...,\n",
       "         0.00000000e+00, 0.00000000e+00, 0.00000000e+00],\n",
       "        [0.00000000e+00, 0.00000000e+00, 0.00000000e+00, ...,\n",
       "         0.00000000e+00, 0.00000000e+00, 0.00000000e+00],\n",
       "        [0.00000000e+00, 0.00000000e+00, 0.00000000e+00, ...,\n",
       "         0.00000000e+00, 0.00000000e+00, 0.00000000e+00],\n",
       "        ...,\n",
       "        [0.00000000e+00, 0.00000000e+00, 0.00000000e+00, ...,\n",
       "         0.00000000e+00, 0.00000000e+00, 0.00000000e+00],\n",
       "        [0.00000000e+00, 0.00000000e+00, 0.00000000e+00, ...,\n",
       "         0.00000000e+00, 0.00000000e+00, 0.00000000e+00],\n",
       "        [0.00000000e+00, 0.00000000e+00, 0.00000000e+00, ...,\n",
       "         0.00000000e+00, 0.00000000e+00, 0.00000000e+00]]],\n",
       "      shape=(100, 50, 100))\n",
       "Coordinates:\n",
       "  * time       (time) datetime64[ns] 800B 2000-01-01T12:00:00 ... 2000-01-01T...\n",
       "  * y          (y) float64 400B 0.0 1e+03 2e+03 ... 4.7e+04 4.8e+04 4.9e+04\n",
       "  * x          (x) float64 800B 0.0 1e+03 2e+03 ... 9.7e+04 9.8e+04 9.9e+04\n",
       "    latitude   (y, x) float64 40kB 24.0 24.01 24.02 24.03 ... 24.97 24.98 24.99\n",
       "    longitude  (y, x) float64 40kB 150.0 150.0 150.0 150.0 ... 150.5 150.5 150.5\n",
       "Attributes:\n",
       "    units:    m s-1
" ], "text/plain": [ " Size: 4MB\n", "array([[[3.67879441e+00, 4.04541885e+00, 4.40431655e+00, ...,\n", " 2.22319774e-16, 9.26766698e-17, 3.82489752e-17],\n", " [4.04541885e+00, 4.44858066e+00, 4.84324569e+00, ...,\n", " 2.44475908e-16, 1.01912721e-16, 4.20608242e-17],\n", " [4.40431655e+00, 4.84324569e+00, 5.27292424e+00, ...,\n", " 2.66165093e-16, 1.10954118e-16, 4.57923372e-17],\n", " ...,\n", " [6.45813368e-03, 7.10174389e-03, 7.73178977e-03, ...,\n", " 3.90282972e-19, 1.62694148e-19, 6.71461808e-20],\n", " [4.43860604e-03, 4.88095244e-03, 5.31397622e-03, ...,\n", " 2.68237303e-19, 1.11817944e-19, 4.61488502e-20],\n", " [3.02025230e-03, 3.32124719e-03, 3.61589850e-03, ...,\n", " 1.82522243e-19, 7.60865909e-20, 3.14020145e-20]],\n", "\n", " [[2.77002707e+00, 3.10141076e+00, 3.43788719e+00, ...,\n", " 9.59477405e-16, 4.07234329e-16, 1.71124056e-16],\n", " [3.07177968e+00, 3.43926262e+00, 3.81239306e+00, ...,\n", " 1.06399798e-15, 4.51596358e-16, 1.89765437e-16],\n", " [3.37250939e+00, 3.77596921e+00, 4.18562943e+00, ...,\n", " 1.16816424e-15, 4.95808006e-16, 2.08343626e-16],\n", "...\n", " 0.00000000e+00, 0.00000000e+00, 0.00000000e+00],\n", " [0.00000000e+00, 0.00000000e+00, 0.00000000e+00, ...,\n", " 0.00000000e+00, 0.00000000e+00, 0.00000000e+00],\n", " [0.00000000e+00, 0.00000000e+00, 0.00000000e+00, ...,\n", " 0.00000000e+00, 0.00000000e+00, 0.00000000e+00]],\n", "\n", " [[0.00000000e+00, 0.00000000e+00, 0.00000000e+00, ...,\n", " 0.00000000e+00, 0.00000000e+00, 0.00000000e+00],\n", " [0.00000000e+00, 0.00000000e+00, 0.00000000e+00, ...,\n", " 0.00000000e+00, 0.00000000e+00, 0.00000000e+00],\n", " [0.00000000e+00, 0.00000000e+00, 0.00000000e+00, ...,\n", " 0.00000000e+00, 0.00000000e+00, 0.00000000e+00],\n", " ...,\n", " [0.00000000e+00, 0.00000000e+00, 0.00000000e+00, ...,\n", " 0.00000000e+00, 0.00000000e+00, 0.00000000e+00],\n", " [0.00000000e+00, 0.00000000e+00, 0.00000000e+00, ...,\n", " 0.00000000e+00, 0.00000000e+00, 0.00000000e+00],\n", " [0.00000000e+00, 0.00000000e+00, 0.00000000e+00, ...,\n", " 0.00000000e+00, 0.00000000e+00, 0.00000000e+00]]],\n", " shape=(100, 50, 100))\n", "Coordinates:\n", " * time (time) datetime64[ns] 800B 2000-01-01T12:00:00 ... 2000-01-01T...\n", " * y (y) float64 400B 0.0 1e+03 2e+03 ... 4.7e+04 4.8e+04 4.9e+04\n", " * x (x) float64 800B 0.0 1e+03 2e+03 ... 9.7e+04 9.8e+04 9.9e+04\n", " latitude (y, x) float64 40kB 24.0 24.01 24.02 24.03 ... 24.97 24.98 24.99\n", " longitude (y, x) float64 40kB 150.0 150.0 150.0 150.0 ... 150.5 150.5 150.5\n", "Attributes:\n", " units: m s-1" ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" } ], "source": [ "test_data = tobac.testing.make_simple_sample_data_2D(data_type=\"xarray\")\n", "test_data" ] }, { "cell_type": "markdown", "id": "6fa4fbcb", "metadata": {}, "source": [ "As you can see our generated data describes a field called 'w' with the unit m/s at 100, 50 and 100 datapoints of time, x and y. Additionally, the data contains the latitude and longitude coordinates of the field values. To access the values of 'w' in the first timeframe, we can use" ] }, { "cell_type": "code", "execution_count": 5, "id": "cd819867", "metadata": { "ExecuteTime": { "end_time": "2025-12-18T14:30:50.558236Z", "start_time": "2025-12-18T14:30:50.555516Z" }, "execution": { "iopub.execute_input": "2026-02-02T20:12:01.944129Z", "iopub.status.busy": "2026-02-02T20:12:01.944053Z", "iopub.status.idle": "2026-02-02T20:12:01.946354Z", "shell.execute_reply": "2026-02-02T20:12:01.945967Z" } }, "outputs": [ { "data": { "text/plain": [ "array([[3.67879441e+00, 4.04541885e+00, 4.40431655e+00, ...,\n", " 2.22319774e-16, 9.26766698e-17, 3.82489752e-17],\n", " [4.04541885e+00, 4.44858066e+00, 4.84324569e+00, ...,\n", " 2.44475908e-16, 1.01912721e-16, 4.20608242e-17],\n", " [4.40431655e+00, 4.84324569e+00, 5.27292424e+00, ...,\n", " 2.66165093e-16, 1.10954118e-16, 4.57923372e-17],\n", " ...,\n", " [6.45813368e-03, 7.10174389e-03, 7.73178977e-03, ...,\n", " 3.90282972e-19, 1.62694148e-19, 6.71461808e-20],\n", " [4.43860604e-03, 4.88095244e-03, 5.31397622e-03, ...,\n", " 2.68237303e-19, 1.11817944e-19, 4.61488502e-20],\n", " [3.02025230e-03, 3.32124719e-03, 3.61589850e-03, ...,\n", " 1.82522243e-19, 7.60865909e-20, 3.14020145e-20]], shape=(50, 100))" ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "test_data.data[0]" ] }, { "cell_type": "markdown", "id": "7c68db15", "metadata": {}, "source": [ "which is then just an array of numbers of the described shape.\n", "\n", "To visualize the data, we can plot individual time frames using matplotlib per imshow:" ] }, { "cell_type": "code", "execution_count": 6, "id": "b7c04d5a", "metadata": { "ExecuteTime": { "end_time": "2025-12-18T14:30:50.884644Z", "start_time": "2025-12-18T14:30:50.645706Z" }, "execution": { "iopub.execute_input": "2026-02-02T20:12:01.947396Z", "iopub.status.busy": "2026-02-02T20:12:01.947313Z", "iopub.status.idle": "2026-02-02T20:12:02.167333Z", "shell.execute_reply": "2026-02-02T20:12:02.166896Z" } }, "outputs": [ { "data": { "image/png": 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig, axs = plt.subplots(ncols=1, nrows=3, figsize=(12, 16), sharey=True)\n", "plt.subplots_adjust(hspace=0.5)\n", "\n", "for i, itime in enumerate([0, 20, 40]):\n", " # plot the 2D blob field in colors\n", " test_data.isel(time=itime).plot(ax=axs[i])\n", "\n", " axs[i].set_title(f\"timeframe = {itime}\")" ] }, { "cell_type": "markdown", "id": "1524c5ca", "metadata": {}, "source": [ "This tells as that our data is a single moving blob, which is what we are going the analyze with tobac now." ] }, { "cell_type": "markdown", "id": "e7b7a5eb", "metadata": {}, "source": [ "## 2. Feature Detection" ] }, { "cell_type": "markdown", "id": "b60d3b04", "metadata": {}, "source": [ "The first step of the general working routine of tobac is the identification of features. This essentially means finding the maxima or minima of the data.\n", "\n", "To use the according functions of tobac we need to specify:\n", "\n", "- the thresholds below/above the features are detected\n", "- the spacing of our data\n", "\n", "The spacing of the temporal and spatial dimension can be extracted from the data using a build-in utility:" ] }, { "cell_type": "code", "execution_count": 7, "id": "454d687c", "metadata": { "ExecuteTime": { "end_time": "2025-12-18T14:30:50.960531Z", "start_time": "2025-12-18T14:30:50.924458Z" }, "execution": { "iopub.execute_input": "2026-02-02T20:12:02.169206Z", "iopub.status.busy": "2026-02-02T20:12:02.169052Z", "iopub.status.idle": "2026-02-02T20:12:02.239311Z", "shell.execute_reply": "2026-02-02T20:12:02.238718Z" } }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "/Users/seanfreeman/mambaforge/envs/tobac_dev_3_13/lib/python3.13/site-packages/iris/common/mixin.py:206: FutureWarning: You are using legacy date precision for Iris units - max precision is seconds. In future, Iris will use microsecond precision - available since cf-units version 3.3 - which may affect core behaviour. To opt-in to the new behaviour, set `iris.FUTURE.date_microseconds = True`.\n", " warnings.warn(message, category=FutureWarning)\n" ] } ], "source": [ "dxy, dt = tobac.get_spacings(test_data)" ] }, { "cell_type": "markdown", "id": "c3c10ab8", "metadata": {}, "source": [ "To get an idea of which order of magnitude our thresholds should be, we check the maximum of our data:" ] }, { "cell_type": "code", "execution_count": 8, "id": "24b828de", "metadata": { "ExecuteTime": { "end_time": "2025-12-18T14:30:50.982700Z", "start_time": "2025-12-18T14:30:50.978386Z" }, "execution": { "iopub.execute_input": "2026-02-02T20:12:02.240731Z", "iopub.status.busy": "2026-02-02T20:12:02.240622Z", "iopub.status.idle": "2026-02-02T20:12:02.244491Z", "shell.execute_reply": "2026-02-02T20:12:02.243911Z" } }, "outputs": [ { "data": { "text/html": [ "
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       "array(10.)\n",
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" ], "text/plain": [ " Size: 8B\n", "array(10.)\n", "Attributes:\n", " units: m s-1" ] }, "execution_count": 8, "metadata": {}, "output_type": "execute_result" } ], "source": [ "test_data.max()" ] }, { "cell_type": "markdown", "id": "9f43c9cd", "metadata": {}, "source": [ "Since we know that our data will only have one maximum it is reasoable to choose 9 as our threshold, but keep in mind that we could also add multiple values here if our data would be more complex." ] }, { "cell_type": "code", "execution_count": 9, "id": "93b5659d", "metadata": { "ExecuteTime": { "end_time": "2025-12-18T14:30:51.010302Z", "start_time": "2025-12-18T14:30:51.008381Z" }, "execution": { "iopub.execute_input": "2026-02-02T20:12:02.245979Z", "iopub.status.busy": "2026-02-02T20:12:02.245891Z", "iopub.status.idle": "2026-02-02T20:12:02.247558Z", "shell.execute_reply": "2026-02-02T20:12:02.247167Z" } }, "outputs": [], "source": [ "threshold = 9" ] }, { "cell_type": "markdown", "id": "266400b5", "metadata": {}, "source": [ "Now we are ready to apply the feature detection algorithm. Notice that this is a minimal input. The function has several other option we will cover in later tutorials." ] }, { "cell_type": "code", "execution_count": 10, "id": "9c322da7", "metadata": { "ExecuteTime": { "end_time": "2025-12-18T14:30:51.213805Z", "start_time": "2025-12-18T14:30:51.023015Z" }, "execution": { "iopub.execute_input": "2026-02-02T20:12:02.248640Z", "iopub.status.busy": "2026-02-02T20:12:02.248559Z", "iopub.status.idle": "2026-02-02T20:12:02.506640Z", "shell.execute_reply": "2026-02-02T20:12:02.506131Z" } }, "outputs": [], "source": [ "%%capture\n", "features = tobac.feature_detection_multithreshold(test_data, dxy, threshold)" ] }, { "cell_type": "markdown", "id": "e641f908", "metadata": {}, "source": [ "Let's inspect the resulting object:" ] }, { "cell_type": "code", "execution_count": 11, "id": "6e8d3cd3", "metadata": { "ExecuteTime": { "end_time": "2025-12-18T14:30:51.227438Z", "start_time": "2025-12-18T14:30:51.218790Z" }, "execution": { "iopub.execute_input": "2026-02-02T20:12:02.508259Z", "iopub.status.busy": "2026-02-02T20:12:02.508078Z", "iopub.status.idle": "2026-02-02T20:12:02.519565Z", "shell.execute_reply": "2026-02-02T20:12:02.519081Z" } }, "outputs": [ { "data": { "text/html": [ "
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\n", "
" ], "text/plain": [ " frame idx hdim_1 hdim_2 num threshold_value feature \\\n", "0 0 1 10.000000 10.000000 69 9 1 \n", "1 1 1 10.939394 11.848485 66 9 2 \n", "2 2 1 11.707692 13.661538 65 9 3 \n", "3 3 1 12.569231 15.353846 65 9 4 \n", "4 4 1 13.200000 17.107692 65 9 5 \n", "5 5 1 14.184615 19.000000 65 9 6 \n", "6 6 1 15.060606 20.848485 66 9 7 \n", "7 7 1 15.953125 22.765625 64 9 8 \n", "8 8 1 16.707692 24.338462 65 9 9 \n", "9 9 1 17.676923 26.169231 65 9 10 \n", "10 10 1 18.184615 28.000000 65 9 11 \n", "11 11 1 19.171875 29.828125 64 9 12 \n", "12 12 1 20.046875 31.765625 64 9 13 \n", "13 13 1 20.953125 33.234375 64 9 14 \n", "14 14 1 21.828125 35.171875 64 9 15 \n", "15 15 1 22.815385 37.000000 65 9 16 \n", "16 16 1 23.323077 38.830769 65 9 17 \n", "17 17 1 24.292308 40.661538 65 9 18 \n", "18 18 1 25.046875 42.234375 64 9 19 \n", "19 19 1 25.939394 44.151515 66 9 20 \n", "20 20 1 26.815385 46.000000 65 9 21 \n", "21 21 1 27.800000 47.892308 65 9 22 \n", "22 22 1 28.430769 49.646154 65 9 23 \n", "23 23 1 29.292308 51.338462 65 9 24 \n", "24 24 1 30.060606 53.151515 66 9 25 \n", "25 25 1 31.000000 55.000000 69 9 26 \n", "26 26 1 31.939394 56.848485 66 9 27 \n", "27 27 1 32.707692 58.661538 65 9 28 \n", "28 28 1 33.569231 60.353846 65 9 29 \n", "29 29 1 34.200000 62.107692 65 9 30 \n", "30 30 1 35.184615 64.000000 65 9 31 \n", "31 31 1 36.060606 65.848485 66 9 32 \n", "32 32 1 36.953125 67.765625 64 9 33 \n", "33 33 1 37.707692 69.338462 65 9 34 \n", "34 34 1 38.676923 71.169231 65 9 35 \n", "35 35 1 39.184615 73.000000 65 9 36 \n", "36 36 1 40.171875 74.828125 64 9 37 \n", "37 37 1 41.046875 76.765625 64 9 38 \n", "38 38 1 41.953125 78.234375 64 9 39 \n", "39 39 1 42.828125 80.171875 64 9 40 \n", "40 40 1 43.815385 82.000000 65 9 41 \n", "41 41 1 44.462687 83.820896 67 9 42 \n", "42 42 1 45.292308 85.661538 65 9 43 \n", "43 43 1 45.836066 87.278689 61 9 44 \n", "44 44 1 46.254545 89.145455 55 9 45 \n", "45 45 1 46.770833 91.000000 48 9 46 \n", "46 46 1 47.256410 93.000000 39 9 47 \n", "47 47 1 47.500000 94.764706 34 9 48 \n", "48 48 1 47.782609 96.130435 23 9 49 \n", "49 49 1 48.153846 97.230769 13 9 50 \n", "50 50 1 48.600000 98.200000 5 9 51 \n", "\n", " time timestr y x \\\n", "0 2000-01-01 12:00:00 2000-01-01 12:00:00 10000.000000 10000.000000 \n", "1 2000-01-01 12:01:00 2000-01-01 12:01:00 10939.393939 11848.484848 \n", "2 2000-01-01 12:02:00 2000-01-01 12:02:00 11707.692308 13661.538462 \n", "3 2000-01-01 12:03:00 2000-01-01 12:03:00 12569.230769 15353.846154 \n", "4 2000-01-01 12:04:00 2000-01-01 12:04:00 13200.000000 17107.692308 \n", "5 2000-01-01 12:05:00 2000-01-01 12:05:00 14184.615385 19000.000000 \n", "6 2000-01-01 12:06:00 2000-01-01 12:06:00 15060.606061 20848.484848 \n", "7 2000-01-01 12:07:00 2000-01-01 12:07:00 15953.125000 22765.625000 \n", "8 2000-01-01 12:08:00 2000-01-01 12:08:00 16707.692308 24338.461538 \n", "9 2000-01-01 12:09:00 2000-01-01 12:09:00 17676.923077 26169.230769 \n", "10 2000-01-01 12:10:00 2000-01-01 12:10:00 18184.615385 28000.000000 \n", "11 2000-01-01 12:11:00 2000-01-01 12:11:00 19171.875000 29828.125000 \n", "12 2000-01-01 12:12:00 2000-01-01 12:12:00 20046.875000 31765.625000 \n", "13 2000-01-01 12:13:00 2000-01-01 12:13:00 20953.125000 33234.375000 \n", "14 2000-01-01 12:14:00 2000-01-01 12:14:00 21828.125000 35171.875000 \n", "15 2000-01-01 12:15:00 2000-01-01 12:15:00 22815.384615 37000.000000 \n", "16 2000-01-01 12:16:00 2000-01-01 12:16:00 23323.076923 38830.769231 \n", "17 2000-01-01 12:17:00 2000-01-01 12:17:00 24292.307692 40661.538462 \n", "18 2000-01-01 12:18:00 2000-01-01 12:18:00 25046.875000 42234.375000 \n", "19 2000-01-01 12:19:00 2000-01-01 12:19:00 25939.393939 44151.515152 \n", "20 2000-01-01 12:20:00 2000-01-01 12:20:00 26815.384615 46000.000000 \n", "21 2000-01-01 12:21:00 2000-01-01 12:21:00 27800.000000 47892.307692 \n", "22 2000-01-01 12:22:00 2000-01-01 12:22:00 28430.769231 49646.153846 \n", "23 2000-01-01 12:23:00 2000-01-01 12:23:00 29292.307692 51338.461538 \n", "24 2000-01-01 12:24:00 2000-01-01 12:24:00 30060.606061 53151.515152 \n", "25 2000-01-01 12:25:00 2000-01-01 12:25:00 31000.000000 55000.000000 \n", "26 2000-01-01 12:26:00 2000-01-01 12:26:00 31939.393939 56848.484848 \n", "27 2000-01-01 12:27:00 2000-01-01 12:27:00 32707.692308 58661.538462 \n", "28 2000-01-01 12:28:00 2000-01-01 12:28:00 33569.230769 60353.846154 \n", "29 2000-01-01 12:29:00 2000-01-01 12:29:00 34200.000000 62107.692308 \n", "30 2000-01-01 12:30:00 2000-01-01 12:30:00 35184.615385 64000.000000 \n", "31 2000-01-01 12:31:00 2000-01-01 12:31:00 36060.606061 65848.484848 \n", "32 2000-01-01 12:32:00 2000-01-01 12:32:00 36953.125000 67765.625000 \n", "33 2000-01-01 12:33:00 2000-01-01 12:33:00 37707.692308 69338.461538 \n", "34 2000-01-01 12:34:00 2000-01-01 12:34:00 38676.923077 71169.230769 \n", "35 2000-01-01 12:35:00 2000-01-01 12:35:00 39184.615385 73000.000000 \n", "36 2000-01-01 12:36:00 2000-01-01 12:36:00 40171.875000 74828.125000 \n", "37 2000-01-01 12:37:00 2000-01-01 12:37:00 41046.875000 76765.625000 \n", "38 2000-01-01 12:38:00 2000-01-01 12:38:00 41953.125000 78234.375000 \n", "39 2000-01-01 12:39:00 2000-01-01 12:39:00 42828.125000 80171.875000 \n", "40 2000-01-01 12:40:00 2000-01-01 12:40:00 43815.384615 82000.000000 \n", "41 2000-01-01 12:41:00 2000-01-01 12:41:00 44462.686567 83820.895522 \n", "42 2000-01-01 12:42:00 2000-01-01 12:42:00 45292.307692 85661.538462 \n", "43 2000-01-01 12:43:00 2000-01-01 12:43:00 45836.065574 87278.688525 \n", "44 2000-01-01 12:44:00 2000-01-01 12:44:00 46254.545455 89145.454545 \n", "45 2000-01-01 12:45:00 2000-01-01 12:45:00 46770.833333 91000.000000 \n", "46 2000-01-01 12:46:00 2000-01-01 12:46:00 47256.410256 93000.000000 \n", "47 2000-01-01 12:47:00 2000-01-01 12:47:00 47500.000000 94764.705882 \n", "48 2000-01-01 12:48:00 2000-01-01 12:48:00 47782.608696 96130.434783 \n", "49 2000-01-01 12:49:00 2000-01-01 12:49:00 48153.846154 97230.769231 \n", "50 2000-01-01 12:50:00 2000-01-01 12:50:00 48600.000000 98200.000000 \n", "\n", " latitude longitude \n", "0 24.100000 150.100000 \n", "1 24.118485 150.109394 \n", "2 24.136615 150.117077 \n", "3 24.153538 150.125692 \n", "4 24.171077 150.132000 \n", "5 24.190000 150.141846 \n", "6 24.208485 150.150606 \n", "7 24.227656 150.159531 \n", "8 24.243385 150.167077 \n", "9 24.261692 150.176769 \n", "10 24.280000 150.181846 \n", "11 24.298281 150.191719 \n", "12 24.317656 150.200469 \n", "13 24.332344 150.209531 \n", "14 24.351719 150.218281 \n", "15 24.370000 150.228154 \n", "16 24.388308 150.233231 \n", "17 24.406615 150.242923 \n", "18 24.422344 150.250469 \n", "19 24.441515 150.259394 \n", "20 24.460000 150.268154 \n", "21 24.478923 150.278000 \n", "22 24.496462 150.284308 \n", "23 24.513385 150.292923 \n", "24 24.531515 150.300606 \n", "25 24.550000 150.310000 \n", "26 24.568485 150.319394 \n", "27 24.586615 150.327077 \n", "28 24.603538 150.335692 \n", "29 24.621077 150.342000 \n", "30 24.640000 150.351846 \n", "31 24.658485 150.360606 \n", "32 24.677656 150.369531 \n", "33 24.693385 150.377077 \n", "34 24.711692 150.386769 \n", "35 24.730000 150.391846 \n", "36 24.748281 150.401719 \n", "37 24.767656 150.410469 \n", "38 24.782344 150.419531 \n", "39 24.801719 150.428281 \n", "40 24.820000 150.438154 \n", "41 24.838209 150.444627 \n", "42 24.856615 150.452923 \n", "43 24.872787 150.458361 \n", "44 24.891455 150.462545 \n", "45 24.910000 150.467708 \n", "46 24.930000 150.472564 \n", "47 24.947647 150.475000 \n", "48 24.961304 150.477826 \n", "49 24.972308 150.481538 \n", "50 24.982000 150.486000 " ] }, "execution_count": 11, "metadata": {}, "output_type": "execute_result" } ], "source": [ "features" ] }, { "cell_type": "markdown", "id": "1d772b6e", "metadata": {}, "source": [ "The ouputs tells us that features were found in 51 **frame**s (index 0 to 50) of our data. The variable **idx** is 1 for every frames, which means that only 1 feature was found in every time step, as we expected. **hdim_1** and **hdim_2** are the position of this feature with respect to the y and x-indices." ] }, { "cell_type": "markdown", "id": "f4c702f7", "metadata": {}, "source": [ "We can plot the detected feature positions on top of the colored blob." ] }, { "cell_type": "code", "execution_count": 12, "id": "c61c8715", "metadata": { "ExecuteTime": { "end_time": "2025-12-18T14:30:51.486670Z", "start_time": "2025-12-18T14:30:51.252436Z" }, "execution": { "iopub.execute_input": "2026-02-02T20:12:02.521109Z", "iopub.status.busy": "2026-02-02T20:12:02.520995Z", "iopub.status.idle": "2026-02-02T20:12:02.737763Z", "shell.execute_reply": "2026-02-02T20:12:02.737255Z" } }, "outputs": [ { "data": { "image/png": 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig, axs = plt.subplots(ncols=1, nrows=3, figsize=(12, 16), sharey=True)\n", "plt.subplots_adjust(hspace=0.5)\n", "\n", "for i, itime in enumerate([0, 20, 40]):\n", " # plot the 2D blob field in colors\n", " test_data.isel(time=itime).plot(ax=axs[i])\n", "\n", " # plot the detected feature as black cross\n", " f = features.loc[[itime]]\n", " f.plot.scatter(\n", " x=\"x\",\n", " y=\"y\",\n", " s=40,\n", " ax=axs[i],\n", " color=\"black\",\n", " marker=\"x\",\n", " )\n", "\n", " axs[i].set_title(f\"timeframe = {itime}\")" ] }, { "cell_type": "markdown", "id": "734ae10d", "metadata": {}, "source": [ "The function has succesfully detected the maximum of our data in the individual timeframes." ] }, { "cell_type": "markdown", "id": "86610603", "metadata": {}, "source": [ "## 3. Trajectory Linking\n", "\n", "After we are done finding the features and associated segments for each frame it is necessary for further analysis to keep track of those elements troughout time. Linking is the tool for that. It connects the features of the timesteps which belong together. We are going to use the *linking_trackpy()* function here. The required inputs are the features, the two spacings and a maximum velocity of the features." ] }, { "cell_type": "code", "execution_count": 13, "id": "a1c72cca", "metadata": { "execution": { "iopub.execute_input": "2026-02-02T20:12:02.739380Z", "iopub.status.busy": "2026-02-02T20:12:02.739279Z", "iopub.status.idle": "2026-02-02T20:12:02.766407Z", "shell.execute_reply": "2026-02-02T20:12:02.765514Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Frame 50: 1 trajectories present.\n" ] } ], "source": [ "trajectories = tobac.linking_trackpy(features, test_data, dt=dt, dxy=dxy, v_max=100)" ] }, { "cell_type": "markdown", "id": "c4c82c00", "metadata": {}, "source": [ "*fails without v_max*" ] }, { "cell_type": "markdown", "id": "9872c171", "metadata": {}, "source": [ "Unsurprisingly, one trajectory was found. The returned object is another Dataset:" ] }, { "cell_type": "code", "execution_count": 14, "id": "26b7a9b2", "metadata": { "ExecuteTime": { "end_time": "2025-12-18T14:30:51.590926Z", "start_time": "2025-12-18T14:30:51.582341Z" }, "execution": { "iopub.execute_input": "2026-02-02T20:12:02.773659Z", "iopub.status.busy": "2026-02-02T20:12:02.773525Z", "iopub.status.idle": "2026-02-02T20:12:02.783737Z", "shell.execute_reply": "2026-02-02T20:12:02.783193Z" } }, "outputs": [ { "data": { "text/html": [ "
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33112.56923115.35384665942000-01-01 12:03:002000-01-01 12:03:0012569.23076915353.84615424.153538150.12569210 days 00:03:00
44113.20000017.10769265952000-01-01 12:04:002000-01-01 12:04:0013200.00000017107.69230824.171077150.13200010 days 00:04:00
55114.18461519.00000065962000-01-01 12:05:002000-01-01 12:05:0014184.61538519000.00000024.190000150.14184610 days 00:05:00
66115.06060620.84848566972000-01-01 12:06:002000-01-01 12:06:0015060.60606120848.48484824.208485150.15060610 days 00:06:00
77115.95312522.76562564982000-01-01 12:07:002000-01-01 12:07:0015953.12500022765.62500024.227656150.15953110 days 00:07:00
88116.70769224.33846265992000-01-01 12:08:002000-01-01 12:08:0016707.69230824338.46153824.243385150.16707710 days 00:08:00
99117.67692326.169231659102000-01-01 12:09:002000-01-01 12:09:0017676.92307726169.23076924.261692150.17676910 days 00:09:00
1010118.18461528.000000659112000-01-01 12:10:002000-01-01 12:10:0018184.61538528000.00000024.280000150.18184610 days 00:10:00
1111119.17187529.828125649122000-01-01 12:11:002000-01-01 12:11:0019171.87500029828.12500024.298281150.19171910 days 00:11:00
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1414121.82812535.171875649152000-01-01 12:14:002000-01-01 12:14:0021828.12500035171.87500024.351719150.21828110 days 00:14:00
1515122.81538537.000000659162000-01-01 12:15:002000-01-01 12:15:0022815.38461537000.00000024.370000150.22815410 days 00:15:00
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2020126.81538546.000000659212000-01-01 12:20:002000-01-01 12:20:0026815.38461546000.00000024.460000150.26815410 days 00:20:00
2121127.80000047.892308659222000-01-01 12:21:002000-01-01 12:21:0027800.00000047892.30769224.478923150.27800010 days 00:21:00
2222128.43076949.646154659232000-01-01 12:22:002000-01-01 12:22:0028430.76923149646.15384624.496462150.28430810 days 00:22:00
2323129.29230851.338462659242000-01-01 12:23:002000-01-01 12:23:0029292.30769251338.46153824.513385150.29292310 days 00:23:00
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2727132.70769258.661538659282000-01-01 12:27:002000-01-01 12:27:0032707.69230858661.53846224.586615150.32707710 days 00:27:00
2828133.56923160.353846659292000-01-01 12:28:002000-01-01 12:28:0033569.23076960353.84615424.603538150.33569210 days 00:28:00
2929134.20000062.107692659302000-01-01 12:29:002000-01-01 12:29:0034200.00000062107.69230824.621077150.34200010 days 00:29:00
3030135.18461564.000000659312000-01-01 12:30:002000-01-01 12:30:0035184.61538564000.00000024.640000150.35184610 days 00:30:00
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4747147.50000094.764706349482000-01-01 12:47:002000-01-01 12:47:0047500.00000094764.70588224.947647150.47500010 days 00:47:00
4848147.78260996.130435239492000-01-01 12:48:002000-01-01 12:48:0047782.60869696130.43478324.961304150.47782610 days 00:48:00
4949148.15384697.230769139502000-01-01 12:49:002000-01-01 12:49:0048153.84615497230.76923124.972308150.48153810 days 00:49:00
5050148.60000098.20000059512000-01-01 12:50:002000-01-01 12:50:0048600.00000098200.00000024.982000150.48600010 days 00:50:00
\n", "
" ], "text/plain": [ " frame idx hdim_1 hdim_2 num threshold_value feature \\\n", "0 0 1 10.000000 10.000000 69 9 1 \n", "1 1 1 10.939394 11.848485 66 9 2 \n", "2 2 1 11.707692 13.661538 65 9 3 \n", "3 3 1 12.569231 15.353846 65 9 4 \n", "4 4 1 13.200000 17.107692 65 9 5 \n", "5 5 1 14.184615 19.000000 65 9 6 \n", "6 6 1 15.060606 20.848485 66 9 7 \n", "7 7 1 15.953125 22.765625 64 9 8 \n", "8 8 1 16.707692 24.338462 65 9 9 \n", "9 9 1 17.676923 26.169231 65 9 10 \n", "10 10 1 18.184615 28.000000 65 9 11 \n", "11 11 1 19.171875 29.828125 64 9 12 \n", "12 12 1 20.046875 31.765625 64 9 13 \n", "13 13 1 20.953125 33.234375 64 9 14 \n", "14 14 1 21.828125 35.171875 64 9 15 \n", "15 15 1 22.815385 37.000000 65 9 16 \n", "16 16 1 23.323077 38.830769 65 9 17 \n", "17 17 1 24.292308 40.661538 65 9 18 \n", "18 18 1 25.046875 42.234375 64 9 19 \n", "19 19 1 25.939394 44.151515 66 9 20 \n", "20 20 1 26.815385 46.000000 65 9 21 \n", "21 21 1 27.800000 47.892308 65 9 22 \n", "22 22 1 28.430769 49.646154 65 9 23 \n", "23 23 1 29.292308 51.338462 65 9 24 \n", "24 24 1 30.060606 53.151515 66 9 25 \n", "25 25 1 31.000000 55.000000 69 9 26 \n", "26 26 1 31.939394 56.848485 66 9 27 \n", "27 27 1 32.707692 58.661538 65 9 28 \n", "28 28 1 33.569231 60.353846 65 9 29 \n", "29 29 1 34.200000 62.107692 65 9 30 \n", "30 30 1 35.184615 64.000000 65 9 31 \n", "31 31 1 36.060606 65.848485 66 9 32 \n", "32 32 1 36.953125 67.765625 64 9 33 \n", "33 33 1 37.707692 69.338462 65 9 34 \n", "34 34 1 38.676923 71.169231 65 9 35 \n", "35 35 1 39.184615 73.000000 65 9 36 \n", "36 36 1 40.171875 74.828125 64 9 37 \n", "37 37 1 41.046875 76.765625 64 9 38 \n", "38 38 1 41.953125 78.234375 64 9 39 \n", "39 39 1 42.828125 80.171875 64 9 40 \n", "40 40 1 43.815385 82.000000 65 9 41 \n", "41 41 1 44.462687 83.820896 67 9 42 \n", "42 42 1 45.292308 85.661538 65 9 43 \n", "43 43 1 45.836066 87.278689 61 9 44 \n", "44 44 1 46.254545 89.145455 55 9 45 \n", "45 45 1 46.770833 91.000000 48 9 46 \n", "46 46 1 47.256410 93.000000 39 9 47 \n", "47 47 1 47.500000 94.764706 34 9 48 \n", "48 48 1 47.782609 96.130435 23 9 49 \n", "49 49 1 48.153846 97.230769 13 9 50 \n", "50 50 1 48.600000 98.200000 5 9 51 \n", "\n", " time timestr y x \\\n", "0 2000-01-01 12:00:00 2000-01-01 12:00:00 10000.000000 10000.000000 \n", "1 2000-01-01 12:01:00 2000-01-01 12:01:00 10939.393939 11848.484848 \n", "2 2000-01-01 12:02:00 2000-01-01 12:02:00 11707.692308 13661.538462 \n", "3 2000-01-01 12:03:00 2000-01-01 12:03:00 12569.230769 15353.846154 \n", "4 2000-01-01 12:04:00 2000-01-01 12:04:00 13200.000000 17107.692308 \n", "5 2000-01-01 12:05:00 2000-01-01 12:05:00 14184.615385 19000.000000 \n", "6 2000-01-01 12:06:00 2000-01-01 12:06:00 15060.606061 20848.484848 \n", "7 2000-01-01 12:07:00 2000-01-01 12:07:00 15953.125000 22765.625000 \n", "8 2000-01-01 12:08:00 2000-01-01 12:08:00 16707.692308 24338.461538 \n", "9 2000-01-01 12:09:00 2000-01-01 12:09:00 17676.923077 26169.230769 \n", "10 2000-01-01 12:10:00 2000-01-01 12:10:00 18184.615385 28000.000000 \n", "11 2000-01-01 12:11:00 2000-01-01 12:11:00 19171.875000 29828.125000 \n", "12 2000-01-01 12:12:00 2000-01-01 12:12:00 20046.875000 31765.625000 \n", "13 2000-01-01 12:13:00 2000-01-01 12:13:00 20953.125000 33234.375000 \n", "14 2000-01-01 12:14:00 2000-01-01 12:14:00 21828.125000 35171.875000 \n", "15 2000-01-01 12:15:00 2000-01-01 12:15:00 22815.384615 37000.000000 \n", "16 2000-01-01 12:16:00 2000-01-01 12:16:00 23323.076923 38830.769231 \n", "17 2000-01-01 12:17:00 2000-01-01 12:17:00 24292.307692 40661.538462 \n", "18 2000-01-01 12:18:00 2000-01-01 12:18:00 25046.875000 42234.375000 \n", "19 2000-01-01 12:19:00 2000-01-01 12:19:00 25939.393939 44151.515152 \n", "20 2000-01-01 12:20:00 2000-01-01 12:20:00 26815.384615 46000.000000 \n", "21 2000-01-01 12:21:00 2000-01-01 12:21:00 27800.000000 47892.307692 \n", "22 2000-01-01 12:22:00 2000-01-01 12:22:00 28430.769231 49646.153846 \n", "23 2000-01-01 12:23:00 2000-01-01 12:23:00 29292.307692 51338.461538 \n", "24 2000-01-01 12:24:00 2000-01-01 12:24:00 30060.606061 53151.515152 \n", "25 2000-01-01 12:25:00 2000-01-01 12:25:00 31000.000000 55000.000000 \n", "26 2000-01-01 12:26:00 2000-01-01 12:26:00 31939.393939 56848.484848 \n", "27 2000-01-01 12:27:00 2000-01-01 12:27:00 32707.692308 58661.538462 \n", "28 2000-01-01 12:28:00 2000-01-01 12:28:00 33569.230769 60353.846154 \n", "29 2000-01-01 12:29:00 2000-01-01 12:29:00 34200.000000 62107.692308 \n", "30 2000-01-01 12:30:00 2000-01-01 12:30:00 35184.615385 64000.000000 \n", "31 2000-01-01 12:31:00 2000-01-01 12:31:00 36060.606061 65848.484848 \n", "32 2000-01-01 12:32:00 2000-01-01 12:32:00 36953.125000 67765.625000 \n", "33 2000-01-01 12:33:00 2000-01-01 12:33:00 37707.692308 69338.461538 \n", "34 2000-01-01 12:34:00 2000-01-01 12:34:00 38676.923077 71169.230769 \n", "35 2000-01-01 12:35:00 2000-01-01 12:35:00 39184.615385 73000.000000 \n", "36 2000-01-01 12:36:00 2000-01-01 12:36:00 40171.875000 74828.125000 \n", "37 2000-01-01 12:37:00 2000-01-01 12:37:00 41046.875000 76765.625000 \n", "38 2000-01-01 12:38:00 2000-01-01 12:38:00 41953.125000 78234.375000 \n", "39 2000-01-01 12:39:00 2000-01-01 12:39:00 42828.125000 80171.875000 \n", "40 2000-01-01 12:40:00 2000-01-01 12:40:00 43815.384615 82000.000000 \n", "41 2000-01-01 12:41:00 2000-01-01 12:41:00 44462.686567 83820.895522 \n", "42 2000-01-01 12:42:00 2000-01-01 12:42:00 45292.307692 85661.538462 \n", "43 2000-01-01 12:43:00 2000-01-01 12:43:00 45836.065574 87278.688525 \n", "44 2000-01-01 12:44:00 2000-01-01 12:44:00 46254.545455 89145.454545 \n", "45 2000-01-01 12:45:00 2000-01-01 12:45:00 46770.833333 91000.000000 \n", "46 2000-01-01 12:46:00 2000-01-01 12:46:00 47256.410256 93000.000000 \n", "47 2000-01-01 12:47:00 2000-01-01 12:47:00 47500.000000 94764.705882 \n", "48 2000-01-01 12:48:00 2000-01-01 12:48:00 47782.608696 96130.434783 \n", "49 2000-01-01 12:49:00 2000-01-01 12:49:00 48153.846154 97230.769231 \n", "50 2000-01-01 12:50:00 2000-01-01 12:50:00 48600.000000 98200.000000 \n", "\n", " latitude longitude cell time_cell \n", "0 24.100000 150.100000 1 0 days 00:00:00 \n", "1 24.118485 150.109394 1 0 days 00:01:00 \n", "2 24.136615 150.117077 1 0 days 00:02:00 \n", "3 24.153538 150.125692 1 0 days 00:03:00 \n", "4 24.171077 150.132000 1 0 days 00:04:00 \n", "5 24.190000 150.141846 1 0 days 00:05:00 \n", "6 24.208485 150.150606 1 0 days 00:06:00 \n", "7 24.227656 150.159531 1 0 days 00:07:00 \n", "8 24.243385 150.167077 1 0 days 00:08:00 \n", "9 24.261692 150.176769 1 0 days 00:09:00 \n", "10 24.280000 150.181846 1 0 days 00:10:00 \n", "11 24.298281 150.191719 1 0 days 00:11:00 \n", "12 24.317656 150.200469 1 0 days 00:12:00 \n", "13 24.332344 150.209531 1 0 days 00:13:00 \n", "14 24.351719 150.218281 1 0 days 00:14:00 \n", "15 24.370000 150.228154 1 0 days 00:15:00 \n", "16 24.388308 150.233231 1 0 days 00:16:00 \n", "17 24.406615 150.242923 1 0 days 00:17:00 \n", "18 24.422344 150.250469 1 0 days 00:18:00 \n", "19 24.441515 150.259394 1 0 days 00:19:00 \n", "20 24.460000 150.268154 1 0 days 00:20:00 \n", "21 24.478923 150.278000 1 0 days 00:21:00 \n", "22 24.496462 150.284308 1 0 days 00:22:00 \n", "23 24.513385 150.292923 1 0 days 00:23:00 \n", "24 24.531515 150.300606 1 0 days 00:24:00 \n", "25 24.550000 150.310000 1 0 days 00:25:00 \n", "26 24.568485 150.319394 1 0 days 00:26:00 \n", "27 24.586615 150.327077 1 0 days 00:27:00 \n", "28 24.603538 150.335692 1 0 days 00:28:00 \n", "29 24.621077 150.342000 1 0 days 00:29:00 \n", "30 24.640000 150.351846 1 0 days 00:30:00 \n", "31 24.658485 150.360606 1 0 days 00:31:00 \n", "32 24.677656 150.369531 1 0 days 00:32:00 \n", "33 24.693385 150.377077 1 0 days 00:33:00 \n", "34 24.711692 150.386769 1 0 days 00:34:00 \n", "35 24.730000 150.391846 1 0 days 00:35:00 \n", "36 24.748281 150.401719 1 0 days 00:36:00 \n", "37 24.767656 150.410469 1 0 days 00:37:00 \n", "38 24.782344 150.419531 1 0 days 00:38:00 \n", "39 24.801719 150.428281 1 0 days 00:39:00 \n", "40 24.820000 150.438154 1 0 days 00:40:00 \n", "41 24.838209 150.444627 1 0 days 00:41:00 \n", "42 24.856615 150.452923 1 0 days 00:42:00 \n", "43 24.872787 150.458361 1 0 days 00:43:00 \n", "44 24.891455 150.462545 1 0 days 00:44:00 \n", "45 24.910000 150.467708 1 0 days 00:45:00 \n", "46 24.930000 150.472564 1 0 days 00:46:00 \n", "47 24.947647 150.475000 1 0 days 00:47:00 \n", "48 24.961304 150.477826 1 0 days 00:48:00 \n", "49 24.972308 150.481538 1 0 days 00:49:00 \n", "50 24.982000 150.486000 1 0 days 00:50:00 " ] }, "execution_count": 14, "metadata": {}, "output_type": "execute_result" } ], "source": [ "trajectories" ] }, { "cell_type": "markdown", "id": "185f25b8", "metadata": {}, "source": [ "The new variable cell now indexes the features in the different time steps. Therefore we can use it to create a mask for our moving feature:" ] }, { "cell_type": "code", "execution_count": 15, "id": "ae3f63dd", "metadata": { "ExecuteTime": { "end_time": "2025-12-18T14:30:51.667310Z", "start_time": "2025-12-18T14:30:51.665286Z" }, "execution": { "iopub.execute_input": "2026-02-02T20:12:02.785190Z", "iopub.status.busy": "2026-02-02T20:12:02.785063Z", "iopub.status.idle": "2026-02-02T20:12:02.786935Z", "shell.execute_reply": "2026-02-02T20:12:02.786495Z" } }, "outputs": [], "source": [ "track_mask = trajectories[\"cell\"] == 1.0" ] }, { "cell_type": "markdown", "id": "452f8fbc", "metadata": {}, "source": [ "This mask can then be used \n", "- to select the track:" ] }, { "cell_type": "code", "execution_count": 16, "id": "25e4c7ae", "metadata": { "ExecuteTime": { "end_time": "2025-12-18T14:30:51.695355Z", "start_time": "2025-12-18T14:30:51.691918Z" }, "execution": { "iopub.execute_input": "2026-02-02T20:12:02.788353Z", "iopub.status.busy": "2026-02-02T20:12:02.788241Z", "iopub.status.idle": "2026-02-02T20:12:02.791512Z", "shell.execute_reply": "2026-02-02T20:12:02.790969Z" } }, "outputs": [], "source": [ "track = trajectories.where(track_mask).dropna()" ] }, { "cell_type": "markdown", "id": "1ed7f219", "metadata": {}, "source": [ "- and to show the track in our plots:" ] }, { "cell_type": "code", "execution_count": 17, "id": "9e6f8c23", "metadata": { "ExecuteTime": { "end_time": "2025-12-18T14:30:51.979228Z", "start_time": "2025-12-18T14:30:51.726052Z" }, "execution": { "iopub.execute_input": "2026-02-02T20:12:02.792840Z", "iopub.status.busy": "2026-02-02T20:12:02.792762Z", "iopub.status.idle": "2026-02-02T20:12:03.013122Z", "shell.execute_reply": "2026-02-02T20:12:03.012614Z" } }, "outputs": [ { "data": { "image/png": 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig, axs = plt.subplots(ncols=1, nrows=3, figsize=(12, 16), sharey=True)\n", "plt.subplots_adjust(hspace=0.5)\n", "# fig.tight_layout()\n", "\n", "\n", "for i, itime in enumerate([0, 20, 40]):\n", " # plot the 2D blob field in colors\n", " test_data.isel(time=itime).plot(ax=axs[i])\n", "\n", " # plot the track\n", " track.plot.scatter(\n", " x=\"x\",\n", " y=\"y\",\n", " ax=axs[i],\n", " color=\"red\",\n", " marker=\"o\",\n", " alpha=0.2,\n", " )\n", "\n", " # plot the detected feature as black cross\n", " f = features.loc[[itime]]\n", " f.plot.scatter(\n", " x=\"x\",\n", " y=\"y\",\n", " s=40,\n", " ax=axs[i],\n", " color=\"black\",\n", " marker=\"x\",\n", " )\n", "\n", " axs[i].set_title(f\"timeframe = {itime}\")" ] }, { "cell_type": "markdown", "id": "3ac31edf", "metadata": {}, "source": [ "## 4. Segmentation\n", "\n", "Another step after the feature detection and tracking is the segmentation of the data. This means we find the area surrounding our features belonging to the same cluster. Logically, we now need the already detected features as an additional input.\n", "\n", "\n", "\n", "*Just a small thought here:* \n", "\n", "We often introduce the different steps as 1.feature detection, 2.segmentation and 3. tracking, so having the segmenation step actually before the trajectory linking. The order actually does not matter since the current segmentation approach is based on the feature detection output only and can be done before or after the linking.\n", "\n", "\n", "*On further extensions:*\n", "\n", "- Also, one could actually use the output of the segmentation (`segments` Dataset in the example below) as input for the tracking with the advantage that information on the area (ncells) is added in the dataframe. \n", "\n", "- One could also use the output of the tracking in the segmentation (`trajectories` Dataset from above) with the advantage that mask will contain only the features that are also linked to trajectories. \n", "\n", "These possibilities exist and could be utlized by you ...\n" ] }, { "cell_type": "code", "execution_count": 18, "id": "f73bdf63", "metadata": { "ExecuteTime": { "end_time": "2025-12-18T14:30:52.202465Z", "start_time": "2025-12-18T14:30:52.006662Z" }, "execution": { "iopub.execute_input": "2026-02-02T20:12:03.014773Z", "iopub.status.busy": "2026-02-02T20:12:03.014653Z", "iopub.status.idle": "2026-02-02T20:12:03.206355Z", "shell.execute_reply": "2026-02-02T20:12:03.205897Z" } }, "outputs": [], "source": [ "%%capture\n", "segment_labels, segments = tobac.segmentation_2D(features, test_data, dxy, threshold=9)" ] }, { "cell_type": "markdown", "id": "8b9f3d3b", "metadata": {}, "source": [ "As the name implies, the first object returned is an array in which the segmented areas belonging to each feature have the same label value as that feature. The second output is a dataframe of the detected features updated with information about their segmented regions (currently only the number of pixels segmented)" ] }, { "cell_type": "code", "execution_count": 19, "id": "7d2926de", "metadata": { "ExecuteTime": { "end_time": "2025-12-18T14:30:52.214433Z", "start_time": "2025-12-18T14:30:52.205966Z" }, "execution": { "iopub.execute_input": "2026-02-02T20:12:03.208103Z", "iopub.status.busy": "2026-02-02T20:12:03.207892Z", "iopub.status.idle": "2026-02-02T20:12:03.216855Z", "shell.execute_reply": "2026-02-02T20:12:03.216382Z" } }, "outputs": [ { "data": { "text/html": [ "
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"2025-12-18T14:30:52.219172Z" }, "execution": { "iopub.execute_input": "2026-02-02T20:12:03.218631Z", "iopub.status.busy": "2026-02-02T20:12:03.218432Z", "iopub.status.idle": "2026-02-02T20:12:03.462335Z", "shell.execute_reply": "2026-02-02T20:12:03.461531Z" } }, "outputs": [ { "data": { "image/png": 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e6RH2i7Ro0SJSHvCSSy6Rb7/9NrJs8uTJcv/995uvR4wYIZmC5H4AAAAAgKTT4fs1bcWKFaZnvmI2/vnz58vuu+8eef3mm282D5cG95pgcNasWdKlSxc54IADZMuWLZG5/TfccIMZGZApCPwBAAAAAFkpFArJTz/9VOn10tLScq9v27at3HIt0zdjxgwZPXq0vPTSS7Jw4ULJz8+XY445Rq6++mo5++yzJZMQ+AMAAAAAkj/UP8Ye/1SMD2jXrp04Tnxb1kC/4kiATEXgDwAAAADIyqH+2InAHwAAAACQVJqqTxP2xdoGqUHgDwAAAABIOi3Qh/RA4A8AAAAAyMo5/tgp+OszAAAAAADIQvT4AwAAAACSLkQXftog8AcAAAAAJJUTxxx/7hOkDoE/AAAAACDpQhLgrKYJAn8AAAAAQFJpJb9wjF34MVb/QwwI/AEAAAAASRaIo8efEQKpQlZ/AAAAAACyGD3+AAAAAICk0lH7sfb4M9I/dQj8AQAAAABJF3YYup8uCPwBAAAAAElFj396IfAHAAAAAKQguV+sKeUYIZAqBP4AAAAAgKT3+Mc61J85/qlDVn8AAAAAALIYPf4AAAAAgKSLNas/UofAHwAAAACQ/OR+TmwDzBnqnzoE/gAAAACAJAtImOR+aYPAHwAAAACQVJTzSy8E/gAAAACApGKof3ohqz8AAAAAAFmMHn8AAAAAQArm+Mea1Z8qAKlC4A8AAAAASMEcf7L6pwsCfwAAAABAcjmxl/Ojnl/qEPgDAAAAAJLKiaOcn7ZBahD4I3MFyE0Z4YRr8pMAAAAAKgk5BPLpgsgJAAAAAIAsRo8/AAAAACCpSO6XXgj8AQAAAABJFpBwrMn9mOOfMgT+AAAAAICkosc/vRD4AwAAAACSjuR+6YPAH/7Inp/+0vEzotIAAABArUU5v/SShtECAAAAAABIFnr8AQAAAABJF4o5uR9ShcAfAAAAAJD05H7hGLP0axukBoE/AAAAACC5nEDsPf5ObDcKUHUE/gAAAACApKKcX3oh8EcZgfTMDh+HQDC77hY64Qwc+JSqa4lqAQAAABkhTA9+2siOKA8AAAAAAGRf4D9lyhQJBALm0a5dO8/1SkpK5IEHHpBu3bpJvXr1pEmTJtKnTx957bXXfPexZMkSufjii6V169ZSUFAgbdq0kUsuuUSWLl3q2/bVV1+V4447Tho3bmz22717d3nwwQfN8dhs2bJFhg0bJvvtt5/UqVNHmjVrJv369ZMZM2b47hMAAAAAapojAQlJMKaHtkFqZGzgv3nzZrniiit81ysqKjJB/s033yxffvmldOzY0QT+06dPl7PPPltuvfVWz7azZs0yNwvGjh0r27Ztk65du5qgfMyYMeb12bNne7a98cYb5ZxzzjHBetOmTc1+FyxYIDfddJP07dtXduzYEbXd+vXr5ZBDDpF77rlHli1bJp07d5bCwkL597//bd7HE088UcUzBAAAAAA1J+wEY3ogdTL27N5yyy2yYsUKOeOMM3zXmzlzprRv394E/vPnz5fvvvtOXn/9ddODP2rUKJk8eXKldhro640BDfS1x3/VqlXy6aefyurVq+Wiiy4yNx50+fbt2yu1nTRpkjz00ENm+7of3Z/uVwN/PY73339fhg4dGvV4dTTBt99+Kz169DCjDebOnSvLly+Xp59+WhzHkWuuuUY+++yzBM4cAAAAAFRHcr9ATI8MzGqVMTIy8NdA/qmnnpIzzzxTTj/9dM/11qxZY9ZTzz//vOy7776RZf379zejANTIkSMrtX3mmWdMkK899U8++aTpdVf6rNvs0KGDrFy5Up577rlKbe+4447ITQfdj0uH7rvrP/7447Ju3bpy7ebNmydvvPGGBINBeeWVV2SPPfYwr+tUhsGDB8uAAQMkFArJXXfdFeMZAwAAAIDqFIijxz81Q/03bNggt912m5l6Xb9+fcnPz5c999zTdOTqSPDaIOMCfx26f+mll5oP7NFHH7Wuq0F0cXGxCd51rn1Fl19+uXnWXvXFixeXWzZhwgTzPGjQIHNhlKXfa6+/Gj9+fLllixYtMr37SoP1inS4vh6PDvXX4ytr4sSJ5dbxOl7NbbB161brewcAAACA2t7jr/FZ165d5d5775UvvvhCWrRoIQcccIAZ2a053zT2uvvuuyXbZVzgf+edd5qh8PrB6V0am48//tg8H3XUUVGXa3sdel92XaW96jqs39bWff2TTz4x61fcp27X6/jctmX3WZXjPeyww8xNB735kU7D/bV0Xro9sk1Nn8+0OsdaJjDeBwAAAGoVzQu3atUq6dSpk3z++eemw1c7fnX09fDhw806t99+e6TzNltl1F/CGuxqdn4NgIcMGeK7/sKFC81ztN5zlw7ZV3ozwaVJ9XSkgK2t20577r///vuE91mVtnl5ebLXXntFbQsAAAAA6aSmk/tpXjZ3KP+DDz4oXbp0iSzTDlXtVNbh/5pL7T//+Y9ks1zJENqrronv3Pn3Og++KnM5lGbx9+Iu27hxY6V2trZlX4/WNtZ9Jtq2Ik0GqOepKr7++usqrQcAAAAAVeE4AQnFGMxrm2TSTloN6tXee+8t0ejr2sHsV3I902VM4K93aHRIhibk01J6VaFD4lXFOfplaeZ9VTY7v9vO1tZt59U21n0m2rYiTUyo5wsAAAAAakI4Rcn6qmr33XeXNm3amGpwH374oZnbXzH+cqd4H3744ZLNMiLw14QMmnlf582PGDGiyu3cTPzusH2vu0CqTp06ldq5bct+X7GdV9tY9+m21TKC8bStqFWrVnLwwQdLVXv8/W4kAAAAAEBMyf1i7fFPwem9//775fzzzzcdyDpq/De/+Y00bNjQxEA6x19Lp2t2/xNPPFGyWW6mJGTQuzFaVq9u3bpVbte4ceNKQ/crcpe561b8Wpe7ZfWitfNqG+s+3e818I+nbbQKAG4VAD89evRgdAAAAACAJJfzi7XHf+f6GpRrjFJVWk3NK/Y577zzpEGDBqbkesWqazoi4LHHHpMrr7xSsl1GBP5z5swxtewHDhxYaZnbU63DN1q2bGm+1rIMRx55pOyzzz5mSMd3333nuW23jJ+u62rXrp0Zbq8979o2WuDvttOh923bto287m4n1n263//www+ebXXeid6RitY2Wao9WzuZ1mueE067a8UJO+l3vcV5ngAAABAbjfFimbas05xtFi9ebDpQNabUof/aiaqvrV+/3uRF05HSPXv2zOqPKSMCf6VJGdasWeO5PBwOR5a7Q+WPOOIIGTt2rMycOTNqGw2yly5dGlnXlZuba+4wzZo1Sz744AM5+uijK7XV19Whhx4qOTk5kdfdC0a3q9uPVtLPbVvx4tJj0KyT7vKKZs+eHZl6oNknAQAAACBth/rHWETO7frRac2dO3eucjud5uzlj3/8ozzxxBMmT5yW7OvatWukU/Whhx6SP//5z9KnTx/TYVzVqdKZKCPK+f38888m8I/20MBeaa+7+9qxxx5rXjv99NNNCTzNEeCWcaiY+V4ddNBBlUronXPOOeb5hRdeqJThUYNvd7/nnntuuWVaH9K9mKJl1X/vvfdMj76OKOjfv3/UfbrreB3vKaecIvXr1/c9bwAAAABQU3SofywPlwb9Ouq7qg+vYf6ff/65mS6em5srr776aiROUxon3nrrrWZUuU4rHzZsmGSzjAj849WiRYvIRaClAL/99tvIssmTJ5tEDypawkBtp1MHNAB3cwwofdbvdWiITgG49NJLK7V1tzdq1CizH5fu311/yJAh0qxZs3Lt9A5Tv379zOgFnYviDlnRmxl6E+Gll14yCSmy/aIEAAAAkNkcneMvwZge2iaZdOS3xlKdOnWSDh06RF3n1FNPjYyuzmYZM9Q/Xhrc610gHbbfpUsXU8Jhy5YtkXn2N9xwgxkZUFG9evVk4sSJctJJJ8mYMWNk0qRJpsbjkiVLZOPGjabHXe8aRUs2qFkhr7vuOhk9erTp1deLTNdfsGCBhEIh6d27t9x3331Rj1f31atXL3PMWsVg//33N3NPNIeBzknRbWbzEBQAAAAA2SEUc3K/5Nq8ebN5DgS8j0NvDFQs6Z6NsrrH350fMmPGDNP7rkH0woULTSB9zDHHmMD+wQcf9GyrAbjOA9HhH7odHSqiz4MGDTKvl80LUNEjjzwi48ePN/vR/el+df96HDqUP1qJQKWjADToHzp0qJm+8NVXX8nWrVvN8P5p06bJ1VdfnZTzAgAAAACpovF0rEP9f43Bk8ZNiL5w4ULTgRvNW2+9ZZ733XdfyWYBx73FgVrLLefXQBrLEXknV+u+q72KQE1WGkjTrPApy6Bv32kKN52GP9LS9LMHAADp6X/OVNksP5uRvtopmImxRbP9Gsvv/3FSTG3Hnf+2rPtmY9Let5ZK11Hba9asMXnd/u///s+MAleax01HU998883m+7/+9a9yzTXXSLbK+qH+AAAAAIDqF3ZqdoC5Tsv+xz/+YaZ2z5s3zyT322uvvSLl/NypAGeddZbJ/p/Nsn6oPwAAAACgemmivlCMj2Qn91Naqm/BggUmB5tOvV63bp35Xqdwn3zyyTJu3DiTu61sifZsRI8/AAAAACDpypboq0lt27Y1OdhqMwJ/AAAAAEDWDfXHLgT+AAAAAICk0nTL4RiH7qdhiuasQeCPXQIpyLKfqgz5Kh0rAlilcN5QApnsAznVn43eCSdwXfgcU7zXcEqrAdj+HZDxHwAAAClG4A8AAAAASLKAhGKe459pHXuZg8AfAAAAAJBUjhP7HH9tg9Qg8AcAAAAAZG1WfxD4AwAAAACSjOR+6YUefwAAAABAkgXi6PFnhECqEPijYlr/6s2uH4i/bSBIXVCXE0gg+751MlVOaioJBMNpVxEgkYoWCVUE8Ps3R9Z/AAAAJIjAHwAAAACQdLEm90PqEPgDAAAAAJI/xz/Gof4k9U8dAn8AAAAAQNKFmbOfNgj8AQAAAABJ5TixJ/fTNkgNJl0AAAAAAJDF6PFHedEym/tk3k8ou34CWf2lpvabKtbs+naBRN5PnPv1rSQQb7UAZcmSn4kVAVKa9d++4/jbAgAAJCj2cn5IFQJ/AAAAAEDSEfinDwJ/AAAAAEBSkdU/vRD4AwAAAACSjqz+6YPAHwAAAACQVI7EkdWf8n8pQ1Z/AAAAAACyGD3+KJcZPpATJdu6X8Z4W3Z937bxZ/oMJJLtPIH9pkwCmd+dRLK32/ZryczvW0nA0tYJ+xyv9aNNTUUA38z7tuvN5/zbsv4nlPHfTwLHDAAAkBAnjuR+KfyzqLYj8AcAAAAAJB1Z/dMHgT8AAAAAIKnI6p9eCPwBAAAAAEnnxDrUHylD4A8AAAAASLJAHOX8uFGQKmT1BwAAAAAgi9HjDwAAAABIKub47/Tiiy9KKtSpU0fOPffcKq9P4I/yI2tyc2MufWctq+dXNs9WEs6vXFy8JQb9JLLfOMvb+fIpfxewlbjz269tuaXUnG8JQVtZvVCoZkoBhr0XBnyqBNrK3zmW7fq1tZX685NQKUBK/QEAgFRy4pjjn4Xl/AYNGuRfBjsOLVq0IPAHAAAAANQsyvntFAwGpXXr1pIs33//fcxt6PEHAAAAACSVdt7H2uOfhR3+RrNmzWTp0qWSzBsJsSLwBwAAAAAkWSCOHn+y+qcKgT8AAAAAAClw4IEHSvPmzWt8mwT+AAAAAIC0ym2dLT777LO02CaBP8oISCAnSmrzHJ85JLYslX7zT2zL/bJfJpANPWWZ+2ss678T/3ZtWfItywKOz2cbsmTB9/vsUlURIBBO4DxZKgIE7ZUGfLP+2xtb9htITdZ/W8Z/n2MCAAAwfy7on08xDt3nPkHqEPgDAAAAAJKLcn5phcAfAAAAAJB0lPNLHwT+AAAAAICkY45/4rZv3y4PPPCABAIBGT58eNzbIfAHAAAAACANbdu2TUaOHEngDwAAAABIL5qoz3FI7pcu6PHHLpohPD8vjuz6lgzgvhUBLMv9Mr/7VQyIuxJBijL++2VYTyirfziB/Ybjysxv3afKSSAzfyIVASxtdYiU53b9jsl2uflk7bdl/ffNvG/7N+KTXd+W9T/ujP8AAABVEog58Nc2qOWB/+TJk+Wtt96SOXPmyMqVK2X9+vWSm5sr7dq1k759+8r1118vbdu2jdq2pKRERo8eLS+99JJ89913UlBQIN27d5errrpKzjrrLOt+lyxZInfffbe88847sm7dOmnevLmceOKJMmzYMGnfvr217auvviqPPfaYqbNYXFwsnTp1kgsvvFCuvfZaycuLEmD/asuWLfKXv/xFJk6cKN9//73Ur19fDj/8cLnxxhvl2GOPreIZAwAAAIAa4sSR3C9L+yVefPHFuNtqbJgMAcfJjJQLGvD+97//NQFzq1atTACuwf/y5cslHA5L3bp1ZdKkSSYoL6uoqEhOOOEEmTlzpuTk5EiXLl1k69atsnjxYrP8lltuMUF2NLNmzTLb05PduHFj2XvvvU27n3/+WRo0aCBTp06Vww47LGpbDdIfeugh83WHDh2kXr168uWXX0ooFJKjjz7a3EjQGxAV6Xvq3bu3fPvtt2b5/vvvb2446M0O7a3UGwlDhgyRZOrRo4fMnTtXGuY1kyOb/a7yCvT4J0dt6/G3vZ9Eevz9asjHecy+Pf6295PAOU6o593vXFib1sx+AQCAv/85U2Wz/CwHH3yw6fjMJG5sUbh3K2n/0OCY2i694RkpWrI6I9+3TTAYtI489aMhu7bXWDJeCYyVrl4XX3yxCbQ3b95sesE/+eQTWbp0qSxcuNAE0pr04IILLjBBfVka2GvQr73zGnjPnz/f9Pq//vrrJrAeNWqUGU1QkW7v7LPPNkG/7nvVqlXy6aefyurVq+Wiiy4yx6HLNctiRXoDQoN+3b7uR/en+12wYIE5jvfff1+GDh0a9X1ecsklJujXfzA62kD/0ejNjaefftp84Ndcc40ZQQAAAAAA6T7HP6aHZDfHceJ6JEPGBP5/+MMf5Pjjj6/US6696ePHj4/0lmtQ7VqzZo089dRT5uvnn39e9t1338iy/v37y80332y+1iyJFT3zzDMmyO/YsaM8+eSTUlhYaF7XZ92m7ld74Z977rlKbe+4447ITQfdj2u//faLrP/444+bnvyy5s2bJ2+88Ya5I/TKK6/IHnvsYV7XuzuDBw+WAQMGmLs8d911VxxnEAAAAABQ3Vq2bGmeX3vtNTNaPZbH2rVra1fgb9OiRQtp0qRJpKfepUG0zq3X4P24446r1O7yyy83z9qr7g79d02YMME8Dxo0SPLz88st0++111+5Nx1cixYtMr37SoP1ivr06WOOZ8eOHeb4ytI5/WXX8TreKVOmVBrZAAAAAADpJNYe/1SbMmWKyfGmHazaoaxxZK9evUz+ttLS0pTtV0dzu3FnrBKZIpCRyf1svv76a9mwYYPpKT/ooIMir3/88cfm+aijjorabs899zRD73XKgK6rvfhKe9V1WL+trfu6TjnQ9TV/QNl96nZ1+15tdfi/rqtD+6t6vJpPQG86aN4CHe6vF2lS6UWVF+WSCO58b3Fl7vfLvG/LOu7btgYy/iciVXP4zXLvRQHftra563HO/zdtQ/Gf44B320DYr20wrnn8gQQ+P0d85ltZsv7bMv6bbds+H1vG/52NJSUSqDQAAABqj3QZul9aWmo6bjXZu2rdurV069ZNfvrpJxP3ffTRR3LrrbeapOqpoDkL/v3vf8cV+CdLxvb461wHHfagwyXc4fSaUE8T8Ll0/r+K1nvucoN9nVfvWrZsmRkpYGvrttOee805kOg+q9JWExvutddeUdsCAAAAQDpJlx7/K6+80gT9GuzPnj1bVqxYYZ511PfGjRsj+d9S3eOvU7trSsb1+OsHpnPdy9K58y+//LKcf/755V7XUQDKnQYQjbtMP/CK7Wxty74erW2s+0y0bUWaDFDzFFR1xAQAAAAAJDe7Xxxtkmz69Okmz5oO73/vvfcqxVpaHa5sXrZUOOaYY2Ts2LHma523ryPVq6pp06amTa0L/LWMnw5x1zevyfV++OEH01Ougb9m99dhGy4dEq8qztEvy72zUzY7v9vO1rbsHaFobWPdZ6JtK9LEhDU5lAQAAABAbRZPL37ye/0ffvhh83zTTTdZO1hTabfddpOBAwdKTcq4wP/EE080D5eWvLvhhhvkX//6lxxxxBGmZJ+eWOVm4neH7UejQ/VVnTp1Iq+57dy2Zb+v2M6rbaz7dNtqcsJ42lbUqlUrM5ekqj3+fjcSAAAAACCTaMfq22+/bb4+/fTTTX427XnXhOwaTx1yyCGmdHvZzuNslXGBf0U6p1+z4et8DQ36H3vsMbntttvMssaNG1caul+Ru8xdt+LXutwtqxetnVfbWPfpfq+Bfzxto1UAcKsAVGXOCaMDAAAAACR1pH+MQ/edMh2T7rz4qtBqatFiH622VlJSIvXq1TMxoybwKztsfvLkyfKXv/xF/v73v8u5554r2SzjA3+lGfVPOeUUE/i72fjVPvvsIx9++KHJoO/FLeOn67ratWtnhttrz7u2jRb4u+106H3btm3L7VPFuk/3e5264NVWL9rly5dHbZu8rP55lV/PtWf1t2bfz7EP13F+rYYQT1tbZngngbY2jk+7QCKZ+y1tAyEn/ozzPm0Dlkz3YmnrWy2gNBj/+bddU7779S7FYtur7ydnqwhgu479sv5bMv77Zf23Zvz3EbBV1EhguzVWaQAAAKSdeBP26WjkWDomdZqz7fUdO3bIzTffLL1795a//vWvcsABB5gE7dphrGXcL7zwQhNfaWdyTbr++utl06ZN8vzzzyd921kR+LtBsSp7B0eH/utQjpkzZ0Zto0G2lvJz13Xl5uaaO0yzZs2SDz74wOQOqEhfV4ceemiklJ/q2bOnedbt6vajlfRz27rrlj1eTT7hLq9IM0+6Uw+6d+9uPR8AAAAAUKPiDPx1GH7nzp2rvL5Oc45my5YtkXJ+u+++u0yZMkUaNGhgXuvUqZO88sorZti/lkq/5557ZPz48VKT9Hi0cl0qAv+MLedXlgbDb775pvn6oIMOiryu8zi0BJ5+mBpQR8t877apWELvnHPOMc8vvPBC5KZC2f25WRkrDgnRC6hr167m62hZ9TWTpPbo64iCitkj3X2663gdr45uSFWNSQAAAABImLNzUGosD3cIpgb9c+bMqfLDa4pz2VxtgwcPjgT9Ls2ur73sSnMBJCN7frrKiMBfh+8PHz7cBPAVaUb/3/zmN2b4vAbDl112WWRZixYtIhfBJZdcIt9++225+Rz333+/+XrEiBGVtqvtWrZsaQLwK664IpJxX5/1e92fTgG49NJLK7V1tzdq1CizH5fu311/yJAh0qxZs3LtNBlfv379zAV33nnnRYamOI5jbiJoKUO9OIcNGxbzOQQAAACAauXE+EiysnnROnuMIHBf1yH2tlxrmS4jhvrrEI27777bPDRYbtOmjenJ18DYnfOupRl0fkbFofUa3OtdIB2236VLFzOfQ7fnzrPXigA6MqAiNwHESSedJGPGjJFJkyaZRIJaRWDjxo3mJsOrr75q6j5WdPbZZ8t1110no0ePNr36HTp0MOsvWLBAQqGQmVty3333RX2vui8tV6jH3L59e9l///1l/fr1smLFCgkEAmabVc3WDwAAAAC11X777Rf5ujBKpbaKr2uslq0yosdfkyz87W9/k7POOksaNWpkeuE1MN66dasJovWGgPam9+nTJ+r8kBkzZpjedw2idYSABtLHHHOMCewffPBBz/1qAK6ZILXmom7n888/N8+DBg0yr5fNC1DRI488YuaI6H50f7pf3b8ehw7l97rw9MaGvrehQ4eapIFfffWVeZ86vH/atGly9dVXx3kWAQAAAKB6k/vF8kg27RR2E7Ev/rXj15a0vWnTppKtAo6OI0et5pbza1jYUnrufXHlFXLt94ccy3Jr1n6ftmLJOr5z25as5D5tbend/TL3x8s3479lccAny7o1679f29JwXBn/be0M23ZLfe6m2u62WrL272wbjq+tz5wup8TS1u+ztbwfx+/Osu3z88mQb83On0B2/YSy/ts3nJrtAgCQYf7nTJXN8rMZ6audgpkYW+S320P2uOuqmNquGv6YFC9bldT3fcstt5hR4DqkX0dg69TpsnSEtk7PPvHEE808/5qkU83XrVuXkpEHGdHjDwAAAADILDXd469uvPFG2W233eTrr782ifw0UfvOY3NMaT8N+nVK9Z///GepaT/++GPKphsQ+AMAAAAAajaxX4oS/OlU6okTJ5op2zp9XHvVDz/8cJOoXfOyadCvIwKOPfZYyWYE/gAAAACAJAvE+Ui+vn37mhxtmqtNk7jPmzdPSktLzTB/LfuuowLSyRdffGFyxumNirKV6bI+qz8AAAAAAPHq1KmTjB07Ni1OoCZ71wT1miz+3nvvLbfs4YcflptvvtlMRVCak0BfSzTJOz3+AAAAAIDkq+Fh/ulqwoQJ8t///lfatWtX7vVFixaZZIThcFjy8/PN9ASd86+5CXSUQiII/AEAAAAAyUfgH9VHH31knrVke1nPPvusCfTdkvAbN26Uc845x9wIeOKJJyQRDPVHuTJ2TmHlS8LJ8ynJl+N9/yicF4y7rZPrU87PUrLP8bmlZSsFmKKpRb53MW0l+QI+Vc5s5f4CpX6lAL03HiwJxtXOLC+xZCQtsZ/kQKnlA/QrtxjwKfcXZ5nAQF5ufKX+fI454FfyUiznMWy/0ANB78/IsbX1KasXsP3bS1WpPwAAkHlSlKk/061du1ZycnKkdevW5V5/6623TLLB22+/3eQiUPfdd59JTvj+++8ntE8CfwAAAABA8jv7Y+wPqC3dBxs2bJCGDRuaIN+1efNm+fLLL03Arz3+rg4dOkhhYaGsXLkyoX0y1B8AAAAAkJXl/NJRYWGh/PLLL5EEfu7wf/1eSw1qQr+ydK5/ogj8AQAAAACoJh07djTz9jXBn+u1114zIwB69+5dbt3i4mJzk6BFixYJ7ZOh/gAAAACA5GOOf1SnnXaaydJ/ySWXmHJ+q1evlhdeeMEsO+uss8qtq+vpTYK99tpLEkHgDwAAAABIKp29Hohx6H5tSQX4pz/9Sf7+97/L0qVL5fzzzzev6TD/3/3ud9K1a9dy677++utRRwLEisAfuwQDEi7Miz0zv2V5ONfeNpwXiC/zvra1JEP3a2vN+h+I/6al9YebX1b/cHwZ/1UwlEBbS+Z+J8/7oAIl9szvQUvFhorzlmJ7Qz4VAWzLAwnMbrJk/bdl/FfWTyBkea9m45b34/d2rFn/befYryyGT5mJeNXUfgEAQGrUkjn7sWrUqJGZ0z9ixAiZNWuW+b5fv35y0003VRrmP2bMGHNT4LjjjpNEEPgDAAAAAJKPof6e9txzT3nuuee8VxCR/Px8+fHHHyUZCPwBAAAAAMkVT5Z+RgikDFn9AQAAAADIYvT4AwAAAACSjx78tEHgDwAAAABIPgL/tEHgj3KZ7kOFlS+JcL5PZv5876zjIUvWftPWsjyc65OZPye+jP+mbdCW+b2msvp7rxAM+WSytyRoD5b6ZfX3Xp5T4r3fYLFPtYeccNxVF4KW5das/aZxDZSIsWT8N/vNyYn796HtmB2/igCWrQcs/wYcy7Xox7bdRLcNAAAyDMn9smOOf8eOHWXUqFGydu3a5B0RAAAAACDjaadYLA+kaeC/ZMkSGTp0qLRp00Z++9vfytSpU5N3ZAAAAACAzM7qH+sD6Rf433bbbbLHHntISUmJTJw4UU466SQzCuD+++9nFAAAAAAAAJke+N91113y/fffyxtvvCGnnXaaBINBMwrgz3/+sxkF8Lvf/Y5RAAAAAAAAZGrgbzYQDEq/fv1k8uTJ5ibAHXfcIXvttZcZBTBhwgRGAQAAAABALcQc/yzN6q/D/ocPHy7Dhg2Td955R5555hl58803I6MAdNkZZ5whl112mfTt2zeZu0YyBAMSqls5+3jIkrXfb7lf23CexJ3VP5wbX8Z/v+XWqUV+aeGd+JsGLJn7bVn7VbA0vmVmuSVzf7jYkvE/1z4JK8fy+Tk7/MojWKoJ+GX1L7Yv9tyl3wqOd5UCX44lu75vU0tbyzK/thL2vu8bCNrfq2Npm9B58hOoof0CAIA4BOLI6p+yGkxp66OPPpLPP/9cNm7caDrPbW6//fb0Kuen5bZ0vr8+Vq1aJeeff768//77kVwA+tBcADfccINccsklkmMpdQUAAAAAyEAk6/P0n//8R4YMGSLLly+Xqkq7wF/pG3j++edlzJgxJvh3bwh0795dvvjiC1m0aJFceeWV8uyzz8qUKVOkWbNmqToUAAAAAEB1I/CP6r333pP+/ftLKLRzWK92irdo0UJyc1MWnic38NcD17n+OsT/3XfflXA4bIaaNm3aVAYNGiRXXHGFdOjQQdasWSNPPvmkPPzwwzJ37lwzDeC5555L5qEAAAAAAJB2NC+exs6HHnqojBs3Tvbee++U7zMpgf+yZctMz/3YsWNNUO/OKz3yyCNNr/65554r+fn5kfX1bsbIkSNNUsDDDjvMDHMAAAAAAGRXcj9Upp3fOhr+H//4R7UE/QkH/jpXX3v3daiCBvv6aNiwoVxwwQUm4D/ggAOs7Q855BBp2bKl/Pjjj4kcBgAAAAAgnWjQH2vgX0tuFOTl5UmDBg3MaPjqklDg/9vf/jby9UEHHWSG8msiv3r16lV5G2VHAqBmadLN0sLKWbNLC/2y+luWFSSQ1d+yzDerv8+V7diSgydc5DK6QDj+5YHSBLL6W7L271we3zn2q7rgBC0VAfzOsWXTfslhralCbZ+B3+djy5Dvk13fekE69uyt1pMV9jtoy8myfQY+VSQSEQhaqj2Ea8lvewAAagt+tUfVuXNn+fTTT6WoqEgKCwulOiQU4uhBDhw4UD7++GOZM2eOKdMXS9DvThNwkxoAAAAAALJnqH8sj9riiiuuMBXvXnrppczo8dds/Y0aNUre0QAAAAAAkMUGDBgg06ZNk2uvvVbq168v5513XnoH/gT9AAAAAIC45mjWYi+88IK0a9fO5MfTKnea/07n/XvRZIDPP/983PtLXaFAAAAAAEDtVYuG78dKk+SPHj3afP3999+bh1fAr0n0CfwBAAAAAGklnnn7tWWe/+uvv27m+SvNkdezZ09T8j43N3X98vT4I8IJBqSkbiD2rP4F3svCPkUbrG39svrbKgL4ZfXPsfxUsb1dv9FKth9WPj/IAqFAXFn7zfKS+JapnB3xZe4PJ1Q5IUWlE3x+YQQt2fetWftVIln9bdnqfc5FwNLWybHWMLC+J8eWVDXgc0xB72oCTtjns3V8KhHEK1BD+wUAAJbfv5ycaO6//37zfPLJJ8s///lP6xD/ZCHwBwAAAAAkXW3pwY/VggULIkP3qyPoV6nrdgMAAAAAAOXk5eXJbrvtJq1atZLqQuAPAAAAAEg+J8ZHLdGtWzfZvHmzeVQXAn8AAAAAQPIR+Ed17bXXSigUkscff1yqC3P8AQAAAADJFUdW/9rS69+/f3+5/fbbzcO9EVCnTp2U7pPAHwAAAACAatKnT59IKb/bbrtN7rrrLtl///2tif40GeC0adPi3ieBP8qVXyutE6WcX534S/KFCu1tbeX+QgX2W37hfFuZM5/bhbmWtimaABPwqyZWGoir1J8KFnsvz9kRiLssYk6R9zLHXklOfzpZlqVwFpK1pKKlnF/IrySf9wcYCPmcjBxL6bxwTgJlBMMJfAaB+E+/5e0kIhC0XxiOrSwiAABIP/zqjmrGjBnlvt++fbvMmTNHbDTwT0RGBP6O48isWbPkjTfekJkzZ8rXX38tmzZtkkaNGslBBx0kAwcOlPPPP9/zZJSUlMjo0aPlpZdeku+++04KCgqke/fuctVVV8lZZ51l3feSJUvk7rvvlnfeeUfWrVsnzZs3lxNPPFGGDRsm7du3t7Z99dVX5bHHHpPPPvtMiouLpVOnTnLhhReaoRyaydHLli1b5C9/+YtMnDhRvv/+e6lfv74cfvjhcuONN8qxxx5bxbMGAAAAAEg3I0aMqPZ9ZkTg/95770nfvn0j3++9994m6F66dKm8++675jFu3DgTaGtQX1ZRUZGccMIJ5oZBTk6OdOnSRbZu3SrTp083j1tuucUE2dHozQYN8jUQb9y4sXTt2lUWL14sY8aMkQkTJsjUqVPlsMMOi9pWg/SHHnrIfN2hQwczjEPrNd50000yefJkcyOh4rGq9evXS+/eveXbb781y3XIh95w+Pe//y1TpkwxNxKGDBmS4BkFAAAAgNSKeY5/LTGiBgL/YKb0+Gug/9e//lXWrFljgu9PP/1UfvrpJ3nxxRdNgKyBcbQTqIG9Bv3a/ssvv5T58+ebXv/XX3/dtBs1apQJxCvatm2bnH322Sbov/jii2XVqlVmn6tXr5aLLrrIlF7Q5Toso6JJkyaZoF+3r/vR/el+NfDX43j//fdl6NChUd/rJZdcYoL+Hj16mNEGc+fOleXLl8vTTz9tzsM111xjRhAAAAAAQFojq3/ayIjAX3vVNRjWoFeH2pc1YMCASDbEZ599VsJl5uHqTYKnnnrKfP3888/LvvvuWy6T4s0332y+HjlyZKV9PvPMMybI79ixozz55JNSWLhzsro+6za1F3/lypXy3HPPVWp7xx13RG466H5c++23X2R9Ld2gPfllzZs3z0xnCAaD8sorr8gee+xhXtcpDIMHDzbvVcs+aPIHAAAAAEhraRj4T5kyxcRX+mjXrp3UFhkR+Dds2NA6J/6UU04xzxs2bCgXTGsQrXPrNXg/7rjjKrW7/PLLzbP2qusogrJ0KL8aNGiQ5OeXz0Cn32uvvxo/fny5ZYsWLTK9+0qD9WgZHPV4duzYYY6vLJ3TX3Ydr+PVi1WnKwAAAABAOpfzi+WR6uB/8+bNcsUVV0htlBFz/P3oPH5X2fqHH3/8sXk+6qijorbbc889I7kCdF3txVfaq67D+m1t3dc/+eQTs77mDyi7T92ubt+rrQ7/13V1aH9Vj1dHPuhNB32/Oty/V69ekvSs/nUrv17qk5k/ZMn6Hyq0/+u1LXcKfDKW51uyrOfa2wYtWf0DQct2A4kkYLffZwtbsvo7pfa2oWLv5eF8e9ucIst+cyzL/G4bWs+V34m0tPQ5j7bqCbbs+35Z/YOWrP7i0zYQzo3vovFZHgjZr3Pn159LUdtatuuEfNL2B4Jx/fsx27Z9fn5VCgAAQGZJszn+t9xyi6xYsULOOOMM+de//lUt+zz44IOlWbNm8vbbb9foNjOix9+PJvZT3bp1M6MDXAsXLjTP0XrPXW6wr1MJXMuWLTMjBWxt3Xbac6+Z9xPdZ1Xa6qiHvfbaK2pbAAAAAEB0M2fONFO2zzzzTDn99NOr7TRph+0XX3xR49vM+B5/HabvzuO/9dZbyy3Tof+qSZMmnu3dZRs3bqzUzta27OvR2sa6z0TbVqTJADVPQVVoeUQAAAAASJZAHFn9E6tU762oqEguvfRSUyb90UcfNVXhapuMDvw1eZ/esSkpKTHP5513XtQpABXn6JflltQrm52/7NQBr7ZlS/FFaxvrPhNtW5EmJtSbIgAAAABQm4f633nnnWbEtAb9XtOxU0nz0GlJ+pqUsYH/L7/8YpL6aak7LX33wgsvVFrHzcTvDtuPRofqV8wN4LZz25b9vmI7r7ax7tNtq2UE42lbUatWrczcj6r2+PvdSAAAAACATAv8dVj8Aw88YPKlDRkypEaOQXPC6XTympSRgf+WLVvk5JNPNuXvunTpYpIalJ3b72rcuHGlofsVucvcdSt+rcvdsnrR2nm1jXWf7vca+MfTNloFALcKgB+9ccLoAAAAAABJ42bqj7GN2zGpMUpVaTW1aLGPBtxuMvVnnnnGlE2vbmPHjk3Jdv06gjM+8NfA+LTTTjMZ8PfZZx+ZOnWqNG3aNOq6uvzDDz80GfS9uGX8dF2X1nPU4fba865towX+bjsdet+2bdty+1Sx7tP9/ocffvBsq1MadIRDtLZJEYyewd+WtV+V1vX+Fx2q45Ol27I8WFBqbZpb4J15vCDP3jYv17ttTiA1Wf1DPmnwS0q9M7DvKLH/Uy3d4d02nOfTNsf7uBzrD8cEZmH5/RJwAnFl7d+53NLWUh0hEPKpFmCrCFDqc1Bh77bik5lfApYM+5bPzjdLvu1i9rvQ0+H2fawslQioJgAAQIrE+SeDjkaOpWNSpzlH8+CDD5rt3HzzzSYRfE0YOHCgpIOMCvx1DrxmYHz//fdNcD5t2jRp2bKl5/pHHHGEucOiGRyj0SBbS/m567pyc3PNHaZZs2bJBx98IEcffXSltvq6OvTQQyOl/FTPnj3Ns25Xtx9tDonb1l237PFOnz49sryi2bNnR6YedO/e3fN9AwAAAECm0t7szp07V3l9neZc0aJFi2TkyJGmzPqIESOktsuYcn7a23322WebHv7WrVvLe++9Z55t9CaBlsDTD10D6miZ79VBBx1UqYTeOeecY541d4DuuywNvt0hG+eee265ZZ06dZKuXbuar6Nl1dfj1h59HVHQv3//qPt01/E6Xs1toBkpAQAAACCte/xjefxKg/45c+ZU+RFtmP8VV1xhOo6ffPJJqVu3rtR2GRH469yMCy64QKZMmWJ6+DUw1js3flq0aBG5CHRuh2ZydE2ePFnuv/9+83W0O0DaTvelAbh70Sh91u91uL5OAdCyEBW52xs1apTZj0v3766viSWaNWtWrp0m4+vXr5+Ew2FTocAdsuI4jrmJ8NJLL5l5KcOGDavimQMAAACAmqFz/GN5JJPeEAgEAmaofcuWLcs9rr32WrPOihUrIq999NFHks0yYqj/+PHjZcKECeZrHeZ+0UUXea6rJRq0B9+lwb1+6DpsXxMBHnDAASY5oDvP/oYbbjAjAyqqV6+eTJw4UU466SQZM2aMTJo0yZRgWLJkiWzcuNH0uL/66qtR7x7pyITrrrtORo8ebXr1O3ToYNZfsGCBuYnRu3dvue+++6Iev+6rV69e5pj15sb+++8v69evNxelXri6zapm6wcAAACAGlPDaYG0A1VLwHvRDld3ua2yWjbIiMC/bOk8LYNgK4WgZf4qzg+ZMWOGCZi1x3zhwoVmmP0xxxwjV199tQnSvWgAPn/+fLnrrrvk3Xfflc8//9z00uuNguHDh1trMT7yyCNy5JFHyuOPP25KSKxatcoE8RdeeKFcf/31ZgpCNLp9Dfr/8pe/mBsPX331lbkJocP7b7rpJjnuuON8zhYAAAAAZG5W/2T4+eefPZe98MILpjNZk7TXdJm96pIRgf+gQYPMI14a6GsmR33ESnvr9cKIh87/r5gDoCoaNGgg99xzj3lUJ02kHi2Dvy1rvwrVtWQOrxeyZ9evUz5/Qll1Cu133ermW9rm+bTN9W6bG7RUGvD56RW2ZKMvDdtn1mwrjX4zSG0vybe3zbe0zbO3LcnxbhsKJDJTKIHM/JbLJmgv2CDB0kCcy+zvxymxVD/I9TkXtmoCfpn5bZUVfLLvBwLxVWwI2MpT/Hr33JP9n3xCAkHv9+uEM7DSAAAA2Y5fz2kjI+b4AwAAAACALO7xBwAAAABkGHr80wY9/gAAAACApAvE+KgugwYNMlMXa8v8fkXgDwAAAABITY9/LI9aYsaMGeUS2FcHhvoDAAAAAJLK9OLHGMxXZ69/TerTp48pU3/EEUeYqm36OPzwwz0rvyUDgT8inKBIqLDyv85QHZ8U7JbM/fl17dn169f1vtPVsKDI2nY3y/KGefa29XK991tgSRufSFb/HWH7P7etpQWeyzaVFFrb/pLrvXxTjv3z22J5T8XiXREg5PODPGCpYhCwlwuwZu4PlcbfNlhiyervk5k/kGd5PyU59rY5tjIFPgOvbFn/Q34VAcJxVwSIm6WSQMrT/gMAgPQRTy9+Len1r1u3rmzbts30/P/3v/+VkSNHmjL0Wg5ebwrojYBDDz1Ugn5/J8aAwB8AAAAAgGry888/y+zZs2X69Ony3nvvyaxZs8yNgKlTp8q0adPMOvXr15fevXtHRgQcfPDBEkig44bAHwAAAACQfLWkBz9Wubm5pndfH7fddpsUFxfLRx99ZG4EaOD/ySefyObNm+U///mPvPXWW6bNbrvtJhs2bJB4kdwPAAAAAJB0OqM0lkdtlZ+fL8cee6zccccdMnPmTNm4caO8/vrrZt6/Vh/Qxy+//JLQPujxBwAAAAAkXy0O5mMVDofl008/NUP/9aEjALZv3x5Z3rBhQ0kEgT8AAAAAIOlqcy9+VXz++eeRQP/99983w/u1d99NANi3b99Isr9DDjlEEkHgj10CTtSs/uKT1T+vTklcWftV4zrbPJftXui9TDUt2OK93Vx72/q53ln/CwO2rP72cxHW0ggeihz7P7ctpd6Z+Tfm1bW2Lcyp77ksx5bZ3cdmS5WCEp/M/CHLclt2fdPWu8CBBL0vNyNsqYISzgvEtczst9j7s3V8KgI4Od5Z/wNBnyz3tiz5fplebQlggpZlfoljrMvtv+EDlv06lkoQv65gXw4AANIHWf09/fa3vzUZ/X/66adIoF9QUCBHH310JNDXUn+aCyBZCPwBAAAAAKgmEydONBn6dfj+4MGD5eSTT5aePXtKYaG9hHciCPwBAAAAAEnHUH9vbsK+J554QubPny/HH3+86e1PtGyfFwJ/AAAAAEDyMcc/Kk3cp/P6tXyffv3OO++Yhwb8WrbPHfKvjwMOOECSgcAfAAAAAJB8BP5R6fx9fQwdOlSKi4vl448/jiT5mz17trzxxhvmoTcCdt99dzPnX0cEXHbZZRIvn0xKAAAAAADEN9Q/lkdtlJ+fb3r4R44caTL7b9y4Ud5++2259dZb5cADD5R169bJ+PHj5corr0xoP/T4AwAAAACSi6z+MQuHw2a+/yeffGJ6/hcuXGh6/TUfgJv9P14E/tglKOIUVC6XFSzwLm+n6hQWey5rWOBdNs+vZF/Lwl+sbZvnb/Zc1jh3q7Vtoxzv/RYGvN9Pjs+tyJCl/F2Rk29t+3OOd8m+ujnex6TyAj4l4SxClhJqpSHvZaES+4ChsKVkX6jYr3SereyetamEcy1tLT/xnBz7MTm5cZbGU5ZtOz4l+QIpK7sHAACAmvbZZ59Fhvl/8MEHsmXLzpLlbqCvIwIOP/xwM9w/EQT+AAAAAICk0u6HQIy91LWly+KJJ54wgf6MGTPM0P6ygX5ubq706NHDBPqa3K9Xr15Sp06dhPdJ4A8AAAAASL5aOm/fz1VXXRUZwh8MBqVbt24myNdgX+f7169fX5KNwB8AAAAAkHS1NWGfn/33399k6ddA/9hjj5VGjRpJqhH4o9baviUkrzy4Qub/9xcJh3f9VApYbk36DT+y/WxzKrTes2MdOe/GNtK2s/fcfgAAACBjEfhHtWDBAqluBP6oldau2CEPXbFQVi7cXmPH8NOqYvn2k81y5YN7y6EnNqmx4wAAAACSLp4SfdwoSBkCf+yiHdL5lbP65xbYM8bXzS/xXLabT1b/pgU7s1bGmrVftcr72Xu7ud7b/XL2Frn/j8vklw3xZ8JPlh3bwzL6j9/JxX9qKr8ZsqeZ6xNNYcD7HPspcXKsy4tC3j8Gikq9U+gXFdjT6xcXe+83nO9TESAvvsz8fsttpyJsP03iWLLr+1UEsGbXt58KEVvWf79qAtZDCsZfacCSqMe31EzN/7OrzHIuxKn8MxEAACDTEPijVnn3nz/JU7evlFCZCoXnDW4sRxy3a7h9YdC7fGFQ7EFA2BLFFZWJSNeuLpW/jlgnWzfv3N6Yh3+SRQtDctWoNlJQ6BcJAgAAABmAHvy0QeCPWiFU6sjY+1bJmy+sj7yWlx+Qm/7SXE48s2G5desGiz23k+MT+Icsgf+2cH657/c9sFCGXrpKfli2szf/gzd/ltXf75A/P9Vemrb0KVYPAAAApDmS+6UPuhaR9bZsCsldly4pF/Q33j1HRr+yZ6Wgvzq17ZAvT05qIwf32lWX87svtsuNZy6URZ9vq7HjAgAAAJLW4x/LAylD4I+s9sPSHXLL2Yvksw92zfnfu0sdefr1NtLloF0Bd01p2ChH7h+7p5wxYLfIaxvXlspt530n77+xsUaPDQAAAEi0xz+WB1KHwB9Z67OZm+XmsxbJD0t2RF478pTd5N5XOkjzPdJnKH1uXkCuu7O5XHHXnpLz6+Sb4h2OPHz9cnn5odXlSg0CAAAAGUET/sbzQEowxx+7BBwJ5Faew16Q553sTtXJ854T3zDPntW/ca73kPbGuVutbb0y92tW8f++9IP87c6fJFQmg/gl1zWSQdc0kmBwqzQK7roZUFHdgPc8fr/k7SHLz6ptPpn5BwwokP07tJRhQ9bKpp93HsOEJ9bKmu+2mJJ/dep5p50vcrxvZGwLlc8tUNHmvELPZZvyCjyXFeTZt1uS6/3jxclx4s/M7/NTK97M/X6Z+R1b4nef7Pq2bQd8MugnxLrtdEyvH7+A32fADTQAAFCL0eOPrFJSHJanhv8gj4zYFfQXFAbk7ieay8XXNZZgAuXPqkOPI+vIs6/vIe067grk339nm/z5t9/J2h+8b7AAAAAA6SQQx1D/9P5LPbMR+CNrbNpQKiMHLZG3x/0Uea15qxx5cmIrOe7UepIpWrfNk6df20N6HrcrB8Gyb4rkpjMWydef2kdBAAAAAGmD5H5pg8AfWWH5wiK56axF8uX/dgXG+3cvML3n+x7gPVw9XdVvGJRRz7WQ3w/elfTvlw2lMvzCxTJt4oYaPTYAAACgKnQGbSwPpA6BPzLep9M3yS3nLpI1K3YNhT/pzHry2CstZffmmZvGIicnIFcNbSJDH9hdcvN3DnwqLXHk0VtWyNh7V0nIllAAAAAAyKTefkr6pRSBPzKWJvGb9MxaueeypbJ9y85bhIGAyB9ubiXDH24mBYXZcXmfdm4Duev/OshuTXfdxHj9+XXmfW/dnF0J2gAAAJA9KOeXPjK3OxTJFxAJ5lbuRc7LtQeXdXO9s9XXy/XOnq/q53pn/W+U453xv3hHWJ4aulTefm1z5LU69QIyfHRLObJvfWmcY58L3yjo3VteN+D9zyLok3IkbClAmu/4Bene56rnYfXk6X+1ltsGr5LFX+8c2TD3v5tl6DkL5Z5nW0mj1t7TGX7J3ZUrINbPyPbZ+l0X0a4lV8iyzC/rv38GfYmrrWO5JnZu17Jfv0w0ekcqXra2iWw3mKLtAgAAIO1kR5coapVf1pfIvQO+KRf0t2ydK4+/2sYE/dmqZes8eXRCGznqpF2JCr//rliGnLlCvvx4U40eGwAAAFCJ48T2QMoQ+CPjPPPnJbJo3pbI990OqyNP/auN7L1v5iXxi1XdekG544lW8oerm0Re2/RzWB4avFA2b/TunQcAAACqG0P90weBPzLOioXbI1+fdHYDefD/9pRGZea/Z7tgMCAX/6mpDP9bSwn+Oqx9x/awrFtpn1YBAAAAVCsS+6UNAn9ktFPOaSh5v2a8r22O/00DU/YPAAAASDtOHD3+jPZPmdrTTQoAAAAAqD7M208bBP4oJxDcWRavrJxA2H4RRWnjKgiWWtsWBryXFwZ2Zq+vKFDmVmBhsFTqBiuvV9fnmG2Z++sE8jyX5QTsPewhx75fm2LLuYj2HlXZsQ75gdKo58x2jv0+I9tn63ddRLuWXI7fQAXLIA6/ttYbxbbBIb6Z+S37TFXWfhVM4bZrgvXfEOUpAQAAUoHAHwAAAACQVNr9YKl07dkGqZExE4R//PFHeemll+Taa6+VXr16Sd26dSUQCMghhxzi27akpEQeeOAB6datm9SrV0+aNGkiffr0kddee8237ZIlS+Tiiy+W1q1bS0FBgbRp00YuueQSWbp0qW/bV199VY477jhp3Lix2W/37t3lwQcfNMdjs2XLFhk2bJjst99+UqdOHWnWrJn069dPZsyY4btPAAAAAEgLJPdLGxnT4//KK6/I9ddfH3O7oqIiOeGEE2TmzJmSk5MjXbp0ka1bt8r06dPN45ZbbpG//OUvUdvOmjVLTjzxRBOIa/DetWtXWbx4sYwZM0YmTJggU6dOlcMOOyxq2xtvvFEeeugh83WHDh1M4L9gwQK56aabZPLkyfLOO++YGwkVrV+/Xnr37i3ffvutWb7//vvLunXr5N///rdMmTJFHnvsMRkyZEjM5wEAAAAAqlOsPf5InYzp8W/YsKH07dtXbr31Vpk4caLce++9VWqngb0G/e3bt5cvv/xS5s+fL9999528/vrrJrAeNWqUCcQr2rZtm5x99tkm6Nce/1WrVsmnn34qq1evlosuukg2b95slm/fvqu0nGvSpEkm6Nft6350f7pfDfz1ON5//30ZOnRo1OPV0QQa9Pfo0cOMNpg7d64sX75cnn76aXEcR6655hr57LPP4jiDSIY33toqvx/8oxQXl/8ppt/r65Pf2sqJBgAAAPTP5bAT24MbBSmTMYG/Bt/vvvuu3HfffSbgbtWqlW+bNWvWyFNPPWW+fv7552XfffeNLOvfv7/cfPPN5uuRI0dWavvMM8+YIL9jx47y5JNPSmFhoXldn3Wb2ou/cuVKee655yq1veOOOyI3HXQ/Lh26767/+OOPm578subNmydvvPGGBINBM8Jhjz32MK/rlIbBgwfLgAEDJBQKyV133VXFs4Zk0qD+d5f9KBMnlw/+3aB/5+trCf4BAACANKAdpx999JHpPNZR1U2bNpW8vDwzlVpHdr/88stmndogYwL/eGgQXVxcbIJ3nWtf0eWXX26etVddh/CXpUP51aBBgyQ/P7/cMv1ee/3V+PHjyy1btGiR6d1XGqxXpLkF9Hh27Nhhjq8sHclQdh2v49Uh/zpdISUJOAKxP4IBJ4FH2PORE3CiPsom/QhKWHKiPQJifQQl4PnQzP3RHv+ctFVKf02A/8bb2+T3g9fI9m1invV7pct1vWjtbfvcuV/LMXu8z7JyJPr5sp3jnY/4Prt4rhX3UbWL0eORQFsngUciNOu/1wMAACBr1fAc//fee8/khxs1apR8+OGH0qhRI5P3LRwOm07lCy+8UH7zm9+Y2CzbZXXg//HHH5vno446KuryPffc0wy9L7uu0l51HdZva+u+/sknn5j1K+5Tt6vbt7Utu8+qHK/mE9CbDpq3gOH+1e/vj7WQ/ifVi3z/xttbpWGHxebZ1f+kumY9AAAAoLbTOf6xPJJNe/M1LvvrX/9qRoNrZ6/GeT/99JO8+OKLZmq25lIbMWKEZLuMSe4Xj4ULF5rnaL3nLh2yrxn6dV69a9myZWakgK2ttlN6d+j777+XvffeO6Z9qrL7rEpbHZay1157mZwB2lbvXnnRnAA6XaEqvv766yqtV9vl5wfkn8+0kt8NXl0u2HfpTYFxz7Qw6wEAAAC1Xg0Po9eOU42b8vLyKi3TadQrVqyQ2267TZ599lmTQ06nXGerrA78N2zYYJ61fJ8Xd9nGjRsrtbO1Lft6tLax7jPRthVpfgKdwoDk0qD+pSdamp7+ivT1CrNCAAAAgNopnl58J/kJ4m1OOeUUE/hrHKb511q0yN6Ru1kd+OuQeFVxjn5Zbkm9stn53Xa2tmVL8UVrG+s+E21bkSY/PPjgg6WqPf5+24NEEvldOOTHqKdDX6fHHwAAAPhVmufNKyoT99WpU0eyWVYH/m4mfnfYfjRuIoeyH7Tbzm1b9vuK7bzaxrpPt62WEYynbbREgG4yQD9aOpDRAf7c7P3RhvkrfV2Xj3tGe/4Z7g8AAADEQzsmNUapKk2qXtXYp6xx48aZZ0345zc6INNldeDfuHHjSkP3K3KXuetW/FqXu2X1orXzahvrPt3vNfCPp20ymGSaTuxTc8KWlOe2ZTuXe8+jCXm0LXs4YQlKKEqOypDfMVvGHYWc8tnyXX+4am2lRH4vPtFC/jBkV1Z/ff7DVWvk5aebV96nzy1P2zFHe4+V1wlEPWe2c5zI5+d3XSQ0pStFbW3DzVKRUGbXttP8djcAAEDSOXH8DbRzfR2NHEvHpE5zjtXcuXMjpd+13F+2y+rAf5999jFlGzQZnhe3jJ+u62rXrp0Zbq8979o2WuDvttOh923bti23TxXrPt3vf/jhB8+2JSUlsnz58qhtkXrnnVlPXv/PzpJ+GvS7Pfv6vHMkwDbJzd25HgAAAFDrRe9P86Wjmzt37lzl9XWacyzWrFkjZ555pomv9Pm8886TbJfVgf8RRxwhY8eOlZkzZ0ZdrkG2ZvR313Xl5uaaoSWzZs2SDz74QI4++uhKbfV1deihh0pOTk7k9Z49e5pn3a5uP1pJP7etu27Z450+fXpkeUWzZ8+OTD3o3r17lc4Bkuc3J9eTfz7bUsa9ttmU7HOH87vB/8Cr1sjvzqxn1gMAAABqs50l+mLr8XdHYGrQP2fOnJQc1y+//GKS+mmHqsZ8L7zwgtQG2VuvQEROP/10U7ph0aJFJqCOVvJOHXTQQZVK6J1zzjnmWS8EvRNUlgbfekNBnXvuueWWderUSbp27Wq+jlZO77333jM9+jqioH///lH36a7jdbx6odavX79K5wDJ1f/kelHn8LvBP0E/AAAAUHYucQyPFNuyZYucfPLJMm/ePOnSpYu8/fbbWT+3v1YE/lqOwU3ycMkll5gajq7JkyfL/fffb74eMWJEpbbarmXLliYAv+KKKyIZH/VZv9fh+joF4NJLL63U1t3eqFGjzH5cun93/SFDhkizZs3KtdMs/P369ZNwOGyGm7hzVRzHMTcRXnrpJVNbctiwYUk5PwAAAACQMtrjH8sjhbZt2yannXaafPzxx2ba9NSpU6Vp06ZSW2TMUP8VK1aYnvmK2e3nz58vu+++e+T1m2++2TxcGtzrMBEdtq93dQ444ABzp8edZ3/DDTeYkQEV1atXTyZOnCgnnXSSjBkzRiZNmiR77723LFmyRDZu3Gh63F999VWpW7dupbZnn322XHfddTJ69GjTq9+hQwez/oIFCyQUCknv3r3lvvvui/o+dV+9evUyx9y+fXvZf//9Zf369eb9BwIBs82qlukDAAAAgNquqKjIxHzvv/++yec2bdo008lbm2RMj78GzD/99FPkocG7Ki0tLfe63smpmBhixowZpvddg+iFCxeaQPqYY44xgf2DDz7ouU8NwPXGwsCBA812Pv/8c/M8aNAg83rZvAAVPfLIIzJ+/HizH92f7lf3r8ehQ/mjlQhUOgpAg/6hQ4eapIFfffWVbN261Qzv1wv06quvjvscAgAAAED1zvOv+iMVdNr22WefbXr4W7dubWIxfa5tMqbHX+/M6JD3eOh8+oojAapKe+vjTfig8/8r5gCoigYNGsg999xjHtXNCUcrjWe/P1QapY1rR9h+iRU53suLnPzoxyi75tcXhXNlW7jyetsC5fMyVJTvhCQeQb/yhJbJSdt89rnNcp6jvUdVdm/FTm7Uc2Y7x36fke2z9bsuol1LroBfhldb2T2fttZPyPYjxO/Hi7UUYAK/qfzrZaZu2zXBo1wmAADIQjX8t4h2Hl9wwQUyZcoU08OvQb+Oqq6NMibwBxBFGsZ1AAAAgP6d6tvZk+K/bXUE9oQJE8zXOuL6oosu8lz30UcfLTe1PNsQ+CPjBMt0JD/7wE9y51P50rRZ7bqUQyFHnnvgJ9n0866fpoGgfTQCAAAAUJt6/N28cGrZsmXmYSvzl80yZo4/4Opy5G6Rr7+cWyRXnrFCFn25s+pCbbB1c0huG7xKxj29MfJak5b50qp99LwRAAAAQG0s56e52XS6uFOFx7HHHivZjMAfGeeiEW3l2N/uKoW4dlWpXH3uSvnvfzZLtlu1vET+ePZK+fi9XUks9943X24f11kK6+bU6LEBAAAASE8E/sg4uflBufTudnL17c0iw/6LtjsyYsiP8ve//RR3Esh0N+/jbXLFGctl2aLiyGu9Tqgnj01sI81aF9TosQEAAADlOSYBciwPElilTu2aGA07RyRcWnmeeEmpvSd5W2me57KtpfaAdEup9/D0n3PqWtseP3APabJ3A3ng6mWybfPOue5jH9kgC78NyZ0PNZLCOrb7Wrvm+1RUHCj1XJbjM40+5MSXtV/9HPY+V/98ebs8M/IHCZU5tHOubC7n/6mlFAcD8nNJ3bjOsd9nZPts/a6LaNdShG2Z5isIBeLP6m8pnhCwZMj3366TQEWAFGXmT2S7tmoBWXrzDAAAVCMnjr8p+BMkZejxR0Y76KgG8sBrnWSPdrvK2H045RcZ8tvVsu5H7wA+U5SWOvLIyJ/kyWErI0F/Xn5Arn9kL7nwxlYSJKEfAAAA0lU4xgdShsAfGW/PvQvl/tc6Sbde9SOvfftFsVzSf5V89Zl3z3662/RLSG4Y9KNMfGFT5LXGzXLlnlc6yjH9G9fosQEAAAB+Yh/qj1Qh8EdWqL9brtw+Zm857Q+7R177aW1I/vjb1fLO61sk03y/uFgGn7FKPp25q1pBhwPqyAOTOsk+3exTIAAAAIC0oMF8LA+kDIE/skZObkAuG7GnXHlXa8n5NXtFcbEjd1y7Tp66f4OEbXOa08j/3t8mg89YLSuW7pqq0OvU3eTeVzrK7q12TWkAAAAAgKog8EfWOen8pjL6/1pKw0a7Lu//e+IXGXr5Wtm6JX0nD2k1ggljf5EbB62RLb8mK1SX/qmR3Pi3tlJgTVYIAAAApGFyv5geNX3Q2Yus/tjFCYhTWjm43FFiv0y2l3j3Qm8qsWeU35jnPWy9bs6usnXRFAZKPJe1OUxk1GuN5N7Ll8qKRTvn+X/w7ja57Ow1MvSZ9rLvXt7vqW7Qe785PllHQpZ7advC3ueppNiR+2/fIO/+c0PktfzCgFz34F5y5CmN5KfSXfkLotlYWs+yzD41wPYZ2T5bv+si2rVUlaz9KmjJy2gpuvDrti3bDcWZtd8n67+tWoDvtsMpvBmVym2nGSdDRvQAAFCr1J4/RdIeXYjIWq3aFsioCZ3kkOMaRF77/tsiuenMhfL5J9slXfy8ISQ3DvihXNDftGWe3PfPjiboBwAAADJNQGJL7GcedPmnDIE/slrdBjny56fbyxmXNYu8tmlDSP50wUqZMv4XqWlLvt0hV5y+XObP3nUjYt+D6sqD/+okHQ4giR8AAAAyGMn90gaBP7JeTk5ABt26h1z7QBvJzd85xLy0ROT+W9bKE3evk5DPEO9U+WjaFvnj2Svkx5W7xq4fd2ZjuevlDtK4WV6NHBMAAACQFMzxTyvM8UetcdxZTaRVuwK574pl8stPO4Pt8c//LEsXFsthx+7qXc+3TBIP+gw/Cov33PViJyfy9bpVpTJhzM+RqiWBgMiAm1rJmYObSUC/AQAAAIAkIfBHrbLfwfXMMPpRly+R777amfTvkw+2mUdNqVMvIMP/2lL2P655jR0DAAAAkHRuLxdqHIE/dtF/l8WVZ3+U7tjVUx3NtnzvYem/5Nqz+hfmeGerz7OlZ/dR5FiGyjcT+fO4uvLUTUvkk3c2Sk1q1rpAbni6k7TZp678UFI3rqz9am3xrgSGFf20w14R4Jcd3p/RtmLv8+h3XUS7llzBYp+s/iXxZfz3Wx5vxn/T1pI13q8igPWXXjiBzPwJZLJ3HNt27QflpOiYaoztXAAAgPjxKzZtEPijViqsmyPXPNpR3n91vXw242cJlwlWgpafUH6D8G0hT7hCSo09O9aRUy9qKQ2aMJ8fAAAA2Ucz9SM9EPij1goGA3Lsuc3Mo6zCQLFnm5yA/YdXyPG+NVDk5MdxlAAAAEAGZ/SPtQ1SgsAfAAAAAJB8mTgFMEtRzg8AAAAAgCxGjz8AAAAAIPkYup82CPyxS1gksKPyIJBwnv0y2Z7nPXd9U449lWdOMP5UnyWOd1b5bSH7fPpfcut4LisMeKeFDwbsxxt2vAfRFDn287il1Du7/sZS74z/fpn71xfZ226yZPXfXuR9HsM77O8n2rXkytmRQFZ/yzKzvNSJa5lfZv6Apa3vMDbLtgM+GfSt2/b7ZcovWwAAUJP4WyRtEPgDAAAAAJJL+ydiTu7Hh5AqBP4AAAAAgCRz4kjuR+SfKgT+AAAAAIDkc+Kf1ovkIqs/AAAAAABZjB5/AAAAAEDykdwvbRD4YxcnIDlFlbOtl+bYB4aU5OR5LtsSiH+eTihs329RyPvy3Zznnale1cvd4bmsIGjL6m9/P2HHO1v9jrD9n9vW0gLPZZtK7O/nF0tmflvWfrVlm/d+S7Z7f7ay3f75RLuWXMFia1PJ2ZFAVn9rRQAnrmUqEPIeqhYotQ9jC4RC3gv95r7Zhsj5VQSw/bKtoWoBjnW/DAcEACBr6K/8WOf4M8U/ZQj8AQAAAABJ5sTRWUDknyoE/gAAAACA5GOof9og8AcAAAAAJB+Bf9ogqz8AAAAAAFmMHn8AAAAAQAqS+8WYuJcp/ilD4A8AAAAASDKS+6UTAn9EBMLRS7A5QfuMkJB31TYplnxr282W8nelIZ9yfqXepeY25XmXqFN1c71rvuUGwykp51fqU55wm+X9bC+xn8dtxZa2Rfa21pJ9W3M8F+UkUM4vp8ja1FruL2eH/TPIKfZenmMr5+dTki9YEo6vXJ8K2crq+dwJt5QR9G2bSMm+eFGSDwAApPrvDcSMwB8AAAAAkIKh/jEG/twnSBkCfwAAAABA0jmMBEwbZPUHAAAAACCL0eMPAAAAAEgyJ/ah/oz1TxkCfwAAAABA8pHcL20Q+CNCE9bnbI92Qixp+31mjNiSmasSS0mAUIlPVv8C72z0BXn2TPZ5ud5Z2HO0vIGHQCD+n20hx/5+Skq9M+jvKLH/Uy3d4d02vMPnn7klO78tc3/uNvvJiH4t/bpsh/2QbMtzLBn/dy63ZO63LAtYsvab5Zbs+gGfigABW/Z9W9Z+ZWvr88vUOq/Osl0nkWoBKeTU0H4BAEC8yf3CsbdBSjDHP41Nnz5d+vXrJ82aNZM6derIfvvtJ8OHD5etW7fW9KEBAAAAgJ12UsTyQMoQ+KepRx99VI4//nj597//LYWFhdK5c2dZtmyZ3H333XLooYfKhg0bavoQAQAAACAqR/8Lh2N70OWfMgT+aWjOnDly3XXXma+ffvppWb58ucydO1eWLFkiPXr0kK+//louu+yymj5MAAAAAEAGIPBPQ3fddZeEw2EZMGCADB48WAK/TizfY489ZNy4cRIMBuW1116Tzz//vKYPFQAAAAAqc+IY6p/C0f7Ta/k0agL/NLNlyxZ56623zNca9FfUqVMn6dOnj/l6woQJ1X58AAAAAFAlmpg3lkeKPMo0arL6p5t58+bJjh07pKCgQA477LCo6xx11FEydepU+fjjj5O787BIblE8Db2zuwfC9ntLIUtW/3CJPWt8cbF3JvuSXHsm+2CuJbt7MDVZ/R2fcxEu9d64U+pzj67Ye3lgh71tTlEgvmWWrP3Kdi3l+rZ14lrmn9Xf+7MN+mX1L/GuBCE+Wf2l1NI2bFnmWyoigez71os1C5Pr2CocAACAVPzyjeP3r5PyadSXXXaZGVG9atUq6d+/v1mur7366quSzejxTzMLFy40z3vttZfk5UUvV9ehQwfz/O2331brsQEAAABA1eN+J6ZHKob6M416J58C36hubrb+Jk2aeK7jLtu4caPnOno365lnnqnSPjVZIAAAAABk04i7qk6jnjp1qplGfeCBB0q2IvBPM0VFO8dH5+fne66j0wDU9u3e46VXr15tKgEAAAAAQG1Uo9Oo0wyBf5opLCw0z8XFxZ7r6MWrNBull1atWsnBBx9c5R5/200EAAAAAIiVGb5fg5hGvQuBf5pp3LhxuSH/0bjL3HWjufzyy82jKnTqgAb+OzaskUUvPxxzJgjHkvDO8csiEbD8MPBtG+d2/dom0CyhH21OnCfZr63fCCvLtgPh+E+xbb+27fru1+cXiPW4LG39jsna1i8ZXiKJ9GzLfX+Z2vZr22UiV7Lf+5EakoUJCwEAWWurbDbPS5culUy1VTbJ/8LvxPW+tWOyR48eVW6nw/ijxT7JmkadDQj808w+++xjnpcvXy4lJSVRE/wtXry43LrJml7glJZI0dqVSdkmAAAAgOT8nZ6JwhKSzfJzXG21UzKWacs6zTmV06izAYF/mtHh+Xph6nD+2bNnS69evSqt88EHH5jnnj17JmWfzZs3l7Vr15ppBu3bt48M/depBJ07d07KPlC7cU2B6wnpjJ9R4JpCutGefg1a9e/0TLPffvsl1H79+vWyefNmE5dUlU5zTuU06mxA4J9m6tevLyeddJJMnjzZZOWvGPgvWrRI3nvvPfP1Oeeck5R9Llu2rNz3OqxG77Bp0K91LYFEcU0hmbiekGxcU+CaApLn5Zdfzrpp1NnAbxY1asDw4cMlEAjI//3f/5ng351vq0NYfv/730s4HJYzzjhDunXrxucDAAAAAFWYRh1NsqdRpysC/zR06KGHysMP70yyp0kq2rZta6YA6HAX7YHfd9995dlnn63pwwQAAACAjJlGHU2yp1GnKwL/NHXdddfJu+++K6eccops3bpVvvrqK3MDYOjQofLpp5/K7rvvXtOHCAAAAABpP41a6UjqilIxjTpdMcc/jR1//PHmAQAAAACIbxr1m2++aaZRa/60yy67zEyrrm3TqOnxBwAAAABkJaZR70TgDwAAAADIWtcxjZqh/gAAAACA7HZ8LZ9GTY8/AAAAAABZjMAfAAAAAIAsRuAPAAAAAEAWo5wfKhk8eLApb9GqVSvODpKCawrJxPWEZOOaAtcUgGwXcBzHqemDAAAAAAAAqcFQfwAAAAAAshiBPwAAAAAAWYzAHwAAAACALEbgDwAAAABAFiPwR8T06dOlX79+0qxZM6lTp47st99+Mnz4cNm6dStnKUNp7s6PPvpIbr31Vundu7c0bdpU8vLyzGd84oknyssvv2zW8VJSUiIPPPCAdOvWTerVqydNmjSRPn36yGuvvea77yVLlsjFF18srVu3loKCAmnTpo1ccsklsnTpUt+2r776qhx33HHSuHFjs9/u3bvLgw8+aI7HZsuWLTJs2DBz7eo1rO9Tr+kZM2b47hPxmzJligQCAfNo166d53pcT6jKtXTWWWfJHnvsYX5utGjRQnr16mX+XZeWlnJNoco2bNggt912m/n9Ub9+fcnPz5c999xTzj77bPP3Dj+nANQ6mtUf+Nvf/uYEAgGNAJ3WrVs7Bx10kFNQUGC+79y5s/PTTz9xkjLQ1KlTzWfoPvbee2+nR48eTpMmTSKvnXbaaU5RUVGlttu3b3d69+5t1snJyXEOPPBAp0OHDpF2t9xyi+d+P/roI6d+/fpmvcaNG5t9NmrUyHzfoEED53//+59n2xtuuCGyD92f7lf3r98fffTRUY9VrVu3ztl3333Nenrt6jWs17J+r9f2448/HudZhM2mTZucNm3aRD6ztm3bRl2P6wk2JSUlzoUXXhi5jvTf7qGHHmp+ZuXn55vXNm/ezDWFKlm4cKGzxx57mOsmGAya60h/JzRs2DByjd111138nAJQqxD4w/n000/NL0YNjp5++mknHA6bs/LDDz+YgE1/QZ511lmcqQz07rvvOu3bt3f++te/OmvWrCm37MUXX4zc3IkWxF9zzTVmmbb/5ptvIq+//vrrkXZvvPFGpXZbt251WrVqZZZffPHFJuBT+nzRRRdF/qjftm1bpbavvfZaJHDX/bi+/vprcxy67E9/+lPU99q/f3+zXK9ZvXaVXst6Tbs3L+bNmxfT+YO/K6+80pzfM844wxr4cz3B5tJLLzXXT7du3ZzZs2dX+pmiPw+Ki4u5plAlffr0MddTp06dnAULFkRe37FjhzN8+PDIDeHPPvuMawpArUHgD+f00083vwT/8Ic/RL1rrjcFdPn8+fM5Wxnml19+qfTHcln33HOP+Wx1BEAoFIq8/uOPP0Z62d57771K7dw/nA4++OBKyx555BGzrGPHjuaPrLL0e3fUgI4yqUj/6Ndlt99+e6Vl06ZNi9wUWLt2bbllc+fOjfTsLFq0qFLbAQMGcAMrBT744APzx/OZZ57pjB071jPw53qCjf6M0WtHe2irOrqMawq2UUjuCMayN5DL6t69u1l+3333cU0BqDUI/Gs5HTrp9t7OnDkz6jp9+/Y1y4cNG1btx4fUcgNmfegf0q5nnnkmErxHs3Llyki77777rtyyI4880rx+9913R22rr+tynUZQ8SaTu03dfjR6PLr8ueeeK/f60KFDzet6rUaj17YuLywsdLZs2eJxNhALHcGhUyt06oZ+XrbAn+sJNv369TPXjt40rCquKXjRaV/u75Ivvvgi6jo6ilGX33nnnVxTAGoNkvvVcvPmzZMdO3aYJEqHHXZY1HWOOuoo8/zxxx9X89Eh1YqKiiJfazI8l/tZu599RZogqX379uXWVaFQSD799FNrW/f1Tz75xKxfcZ+6Xd1+LNei3/Hqta2JnfT9fvbZZ1HXQWzuvPNO+fbbb+Xee+/1/Lyq+vlwPdVe+m/y7bffNl+ffvrp5ufCkCFD5IQTTpD+/fub62zlypWV2nFNwcvuu+9uksmqDz/8MOo15/6eOvzww7mmANQaBP613MKFC83zXnvtZbK9R9OhQwfzrH/kI7uMGzfOPGvW/oYNG1a6Ljp27OjZNtp1sWzZMikuLra2ddvpDafvv/8+4X1Wpa1e23qNR2uL2OnNE632oDdUNEjzw/UEL/PnzzfVHrR6x8SJE+WII46QJ598UqZOnSqTJ0+WESNGyD777CMTJkzgmkKV3X///abKyM033yzPPvus/Pjjj7Jt2zaZM2eOqRqxfPlyk91fq9vwcwpAbUHgX8tpuRulZdq8uMs2btxYbceF1Js7d6489dRT5mst95eM68JtZ2tb9vVobeO5FrmOq4+O0tCyjOqZZ56RYND/1wjXE7ysXr06ciNQg7QjjzzSBGf6vd4wOvfcc2X79u1y4YUXmpsEXFOoivPOO8/cONp3331l8ODB0qpVK3Nz6ZBDDjGjSh577DEZP348P6cA1CoE/rWcO9Rbh0F70WkASv/4QnZYs2aNnHnmmaanTZ/1j6RkXBdlpw54tXXbebWN51rkOq4+Dz74oLlp9Kc//cmMFKkKrid42bJli3kuLS01Q7SnTJkiBx98sPk50KlTJ3nllVdMHXYdSXTPPfdwTaHKFi9ebG46as+/jvjSn1f169eX9evXm5uW//vf//g5BaBWIfCv5QoLC82zOzw7Gu15qTgHHJnrl19+kVNOOcUMdezRo4e88MILSbsu3Ha2tm47r7bxXItcx9Vj0aJFMnLkSJOHQYdgVxXXE/yuDaU9sw0aNCi3XEeUXH/99eZrzQUQDoe5puDrj3/8o1x77bUm0NeRIjqtTKco6Y2A++67Tz7//HPp06ePuYnJzykAtQWBfy3XuHHjSkO0K3KXuesis3vXTj75ZJPUsUuXLuYP6bJz+xO9Lsp+7dW27OvR2sZzLXIdV48rrrjC9N7rHOy6detWuR3XE/yuDdW5c+eo67ivb9q0qdLPAH5GoSIN6vVnVG5urrz66qvStWvXcvledGrbwIEDzc+yYcOG8XMKQK1B4F/LadIkpb2/Ouzba7hc2XWRmTSx0WmnnWayYetnqcmzmjZtGnVd97P+7rvvPLcX7bpo165dZKi+V1u3nQ7bb9u2bcL7rEpbvbb1Go/WFlWnc6912Kz+0dyyZctyD+1dUytWrIi89tFHHyX02XI9Zb/99tsvau9/WWVfdyuBcE3By8yZM7VUtZkq4iaErejUU081z7Nnz468xjUFINsR+Ndy7lxKHUJd9hdgWR988IF57tmzZzUfHZJFeza0VNb7779vgqlp06aZwMyLZtZ2/4CK5ocffpClS5eWW1dpD4tOHyh73VTkvn7ooYdKTk5O5HX3+tLt6vZjuRbdY/Dap17bOoVAAwidL4z46R/UmiOi4kN7Y5UOxXZfc6dtcD3Bi5ZydG8Aujd/bDcL3ZuVXFPwsnnzZvOsNyltP8cq5qXhmgKQ9RzUer/5zW/0N6Dzhz/8odK5WLhwoRMMBs3yzz77rNafq0xUXFzsnHrqqeYzbN26tbNkyRLfNj/++KOTl5dn2rz33nuVlg8fPtwsO+iggyote+ihh8yyjh07mn2XtWPHDqdDhw5m+V//+tdKbbt27WqW3X777ZWWTZs2zSzLz8931q5dW27ZnDlzzDK9VhctWlSp7YABA8zyM8880/e9Iz5jx44157ht27aVlnE9webmm282107nzp2dUCjk+TvqxBNP5JqCr9dee81cL7m5uc7ixYujrjNo0CCzzsEHH8w1BaDWIPCHM3v2bCcQCJjH008/7YTDYXNWVq1a5fTo0cP8cjzjjDM4UxmotLTUOffcc81n2LJlS3Mjp6quuuoq0659+/bON998E3n9jTfecAoKCsyyf/3rX5XabdmyxexLl1988cXO9u3bzev6fNFFF5nX99hjD2fr1q2V2k6cONEs1+3rfly6fz0OXXbddddFPd5+/fqZ5XrN6rWr9FrWa1qvbb0poDcIUP2Bv+J6ghe9kbfbbruZ6+eaa64xNwjdf7+jR482r+u/4enTp3NNwZf+bmnRokXk5vSCBQsiy/Rm9P3332+WRbsBzc8pANmMwB/GI488Yv6w0l+Ebdq0Mb8s3eBu3333ddatW8eZykD/+Mc/In/gtGvXzunVq5fnY+7cueXabtu2zenZs6dpm5OT43Tr1i3SW6+PG264wXO/M2fOdOrVq2fWa9y4sQnG9Vm/r1+/vjNr1izPthrYu/vQ/el+df/6fe/evSM3EqIFD506dYrcONBrWK9lN2j429/+lsCZRKKBP9cTbN59912nTp06kZ8Zhx12WOQGov77feCBB7imUGU6Qkx/17jXj/5c6t69u9OgQYPI75ezzjrL3Bzn5xSA2oLAHxFTp051TjnlFKdJkyYmcNpnn32coUOHOps3b+YsZXgwVpVHxd40pT1vo0aNMkPw9Y9y7ZU75phjTM+8n++++84ZOHCg6d3XaQP6rMMrvYZeljV+/HizH92f7lf3r8dRcepARZs2bTLXrF67eg3rtazXdLTpCqjewF9xPcFGRyTpzwidkqQ/M3bffXenf//+zowZM7imELNly5aZG8ldunRx6tata4b+N2/e3Dn55JOdcePGcU0BqHUC+r+azjMAAAAAAABSg6z+AAAAAABkMQJ/AAAAAACyGIE/AAAAAABZjMAfAAAAAIAsRuAPAAAAAEAWI/AHAAAAACCLEfgDAAAAAJDFCPwBAAAAAMhiBP4AAAAAAGQxAn8AAAAAALIYgT8AAAAAAFmMwB8AAAAAgCxG4A8AAAAAQBYj8AcAAAAAIIsR+AMAkIFGjRolgUBA8vPzZfbs2VHXmTJligSDQbPeP/7xj2o/RgAAkB4CjuM4NX0QAAAgNvrr+8QTT5SpU6fK3nvvLZ999pk0aNAgsnz16tXSrVs3WbdunfzhD3+Qv//975xiAABqKQJ/AAAy1I8//miC+7Vr18r5558vL7/8cqWbAh07dpR58+ZJ/fr1a/pwAQBADWGoPwAAGaply5bywgsvRIbyu736Og1Ag/68vDwZN24cQT8AALUcPf4AAGS4G264QR5++GET4D/55JNy8cUXS0lJiTzwwANy44031vThAQCAGkbgDwBAhisuLpYjjzxS5syZE3lNh/q/9dZbZjQAAACo3Qj8AQDIAgsWLJCuXbuar3fbbTf55ptvzFQAAAAA5vgDAJAFnnnmmcjXmzZtMln+AQAAFD3+AABkuDfffFN+85vfmK8PPPBA+fzzz6V58+bmuUWLFjV9eAAAoIbR4w8AQAZbvXq1XHTRReZrfX7//felXbt2psTfwIEDTWk/AABQuxH4AwCQocLhsAwYMEDWr18vnTp1kkcffdTM79fSfrm5ufL222+bbP8AAKB2I/AHACBD3X///TJt2jTJy8uTcePGSb169czrPXv2lBEjRpivhw4dKnPnzq3hIwUAADWJOf4AAGSg2bNnS+/evaWkpEQeeOABufHGGyuNBjj++ONlxowZss8++5jg370xAAAAahcCfwAAMszmzZule/fusmTJEjnhhBPMkP5AIFBpvZUrV0q3bt1kw4YNMmjQIBk7dmyNHC8AAKhZBP4AAAAAAGQx5vgDAAAAAJDFCPwBAAAAAMhiBP4AAAAAAGQxAn8AAAAAALIYgT8AAAAAAFmMwB8AAAAAgCxG4A8AAAAAQBYj8AcAAAAAIIsR+AMAAAAAkMUI/AEAAAAAyGIE/gAAAAAAZDECfwAAAAAAshiBPwAAAAAAWYzAHwAAAACALEbgDwAAAABAFiPwBwAAAAAgixH4AwAAAACQxQj8AQAAAADIYgT+AAAAAABkMQJ/AAAAAACyGIE/AAAAAABZjMAfAAAAAIAsRuAPAAAAAEAWI/AHAAAAACCLEfgDAAAAAJDFCPwBAAAAAMhiBP4AAAAAAGQxAn8AAAAAALIYgT8AAAAAAFmMwB8AAAAAgCxG4A8AAAAAQBYj8AcAAAAAIIsR+AMAAAAAkMUI/AEAAAAAyGIE/gAAAAAAZDECfwAAAAAAshiBPwAAAAAAWYzAHwAAAACALEbgDwAAAABAFiPwBwAAAAAgixH4AwAAAACQxQj8AQAAAADIYgT+AAAAAABkMQJ/AAAAAACyGIE/AAAAAABZjMAfAAAAAIAsRuAPAAAAAEAWI/AHAAAAACCLEfgDAAAAAJDFCPwBAAAAAMhiBP4AAAAAAGQxAn8AAAAAALIYgT8AAAAAAFmMwB8AAAAAgCxG4A8AAAAAQBYj8AcAAAAAIIsR+AMAAAAAkMUI/AEAAAAAyGIE/gAAAAAAZDECfwAAAAAAshiBPwAAAAAAWYzAHwBQrdq1ayeBQEBeeOGFjDzzy5cvl4suukj22msvyc/PN++lUaNGNX1YAAAAngj8AQBJoYH8yJEjZcaMGVl7Rn/55Rfp1auXea8rVqyQunXrSosWLcwD6e2HH36QJ554Qs4991zp2LGj1KlTxzzat28vv//97+W9996r0nYWL14sl19+uWlXWFgozZs3l5NOOkleffXVlL8HAADilRt3SwAAytBg+L///a/5+thjj/U8Nx06dDAB02677ZZx52/cuHGycuVKady4sXz00Uey33771fQhoQr0Jk3btm3FcZzIa3rTRr9ftmyZebzyyity8cUXyzPPPCM5OTlRtzNlyhRz42Dbtm3m+4YNG8pPP/0k77zzjnnoSJDnn3/ejAIBACCd0OMPAKhW06ZNk2+++UbOPPPMjDvzX3zxhXnu06cPQX8GCYVCJsg//vjj5e9//7vp/d+6dats2bJFvvzySzn99NPNemPGjDGjVqJZunSp/Pa3vzVBv476+Pbbb80IEH3cfvvtZp2xY8fKAw88UK3vDQCAqiDwBwCgitye3vr163POMoiO0JgzZ45MnTpV/vCHP8gee+xhXg8Gg7L//vvLpEmT5OSTTzavjR49WoqKiiptQ4N7vVnQsmVLefPNN2WfffaJXAt33HGHDB482Hx/zz33yMaNG6v1/QEA4IfAHwCQ8BB/HdrsDvPXIEi/L/vQodRVSe7nrq95AnQI9Z/+9CczNUDnYutQ7auuukrWrVsXWf/777+XK6+8MjLfWhPu3XDDDbJ582brMWsvrQZohx9+uAkKCwoKpE2bNmau98cff1xpfZ26UPaYtde47PtzX9fjdl9T8+bNkwsuuEBat24teXl55aZArF271vQwn3XWWdK5c2cz9UHfp84/v/TSS01PtJdBgwaZfeiz+xn07NnTbKNJkybSt29fef/99yPrl5aWyqOPPio9evQww9N1vVNPPVXmzp0rfv71r3/JGWecYYJlTWao5+voo4+Wp556SkpKSiQT6Ps9+OCDPZfrudRh/kpHAXz99dfllmvA787h1+stWjLHP//5z+Z506ZN5pwBAJBWHAAAEvDKK684LVq0cPLy8nQCtVOvXj3zfdnH8uXLI+u3bdvWrDd27NhK29LX9fH3v//dad26dWR7+fn5kWWdO3d2Nm7c6MyePdvZfffdzWsNGzZ0cnNzI+v06tXLKS0tjXq8H3/8sTkmd92cnBynQYMGke8DgYBz7733lmtz5plnmjaFhYVmHX0u+/70HKjp06dHtjNx4sTIOdHj0zbHHHNMZJsDBw6MrBvtPRQUFJhtROO21Wf3a21b9n3o95MnT3aKioqcE0880bym51HPp7tO3bp1nU8//TTqPjZv3uz069ev0jHq+XG/79mzp7NhwwYnG7zxxhuR9/XJJ5+UW/bWW29Flul150WvTV3nvPPOq4YjBgCg6ujxBwAk5He/+538+OOPcuSRR5rvb7zxRvN92Yf2psfi2muvld133930vmsPrD40sZ4mZNPe2OHDh5skawceeKAsWLDA9OBrL7/2amtitg8//NDMt65IRx7okO41a9bIOeecY4Z/67Bu7aXV13S72n7o0KHlem1fe+018z70vZZ9z+7Dfb0s7Y0/4YQTzPHq8W3fvl2effbZyHIdpTBs2DAzKkDfn66zY8cO8350lIB+PXDgQFm1apXneXr99ddl/Pjx8vTTT5v3oA/Nn6A9+9rLf/XVV5vP49NPPzXr6X70POn3OpJCpy7ouY5mwIABZki7jkD4xz/+Ybatx6htdL977723zJo1K9JTnuncahQ6qsEdxu/Sz8TVpUsXz20ccMAB5tk2WgMAgBoRw00CAAA8aW+2/loZMWKE9SxVpcdfe9HXr19fafnw4cMj63Tp0sX0Zlc0YMAAs/z444+vtOycc84xy3QdLw8//LBZp1u3btae9mjK9vgfdthhnqMOquK0004z27nrrrs8j0MfL730UqXlixcvLtcz/8EHH1RaZ9q0aZHlK1asKLfszTffNK+3bNnSWblyZdTj0zbu6IF58+bF9N70sy87kiDWh57nZFqyZIkZ/eB1bfzpT38yyxo3bmzdznXXXWfWa9q0aVKPDwCARNHjDwBIO5dddpk0bdq00utaL92l8/91br7XOp9//nm51zds2GB67tWtt97quW9N/qbmz59vRgHE66abbvIsC1cVp512mnmeOXOm5zqa0+D888+v9Lr2xmuPvjrqqKOkd+/eldY55phjIuev4rl67rnnIr3+e+65Z9R9a96C4447znz99ttvx/DOxOQyaNGiRdwP7ZVPFh2J4Zbo02vuvvvuq7SOmzNCR5zYuMv9ckwAAFDdcqt9jwAA+DjssMOivq5Bn+vQQw+1rlMxs7oOSw+Hw5FyfFWhyQPL7jMWWvLNj95c0GH6GtzrNAQdil+21rxauXKlZ/tDDjnEs2a8Hvd3333neZ70poROp9DSdhXPlXuzQWvav/jii57716H/7nmKhU6NiDY9orrpdAi9caJTPjT5ok5p8LrRAQBAJiPwBwCknQYNGkR9PTc3t8rraFBXVtm58lXtyXfL98WjefPm1uWPPfaYmV/v3ozQAF6zz7u98NoTrfPqNaO8F69zUPY8VGWdstn59ev169ebr9069ak8TzUlFArJhRdeaHI56HnQoP/EE0+Muq57Dv3ep7vcds4BAKgJDPUHANQKGui5w8y1V70qj7Ll92JlG+avCf+uu+46E/TrMPPZs2ebJIPa8+4mDHz44YfNuhVHAFTXeVKvvPJKlc5TtNKMmRD0//Of/zSf00svvWSSPXrRUoZKPx9b8K+jJ8quDwBAuqDHHwBQK7Rs2TLSk65D4DVbfU2ZOHGiCT47d+5sgutgsPJ9eA3+a0JhYaEZeaA9/V988UVKhuRrwO1VTaAqNFeDW0UiVnretWpC2aDf7z262frdjP1e0yfc7P+2zP8AANQEevwBAMn5hfJr8FrdPdRVpYGiOx9eg+2atGLFCvPcrVu3qEG/mjp1qtQUNz/BhAkTIlMRkklvvuh0i3gfxcXFSQv6zzvvPN92mhxRR4qot956K+o6mudAR3IorykDAADUFAJ/AEBSNGzY0Dz//PPPaXlGdc796aefbr5+4IEHZOHChdb1tQpAqmiPutIe9Wg3Sv7zn/9E6srXhMGDB5tnPUd6rmw0B0GsgfigQYOqPN0iWVMwNOjXRH4a9Ouc/pdffrlKQb+qV6+enH322ebrJ598Mmreg1GjRkXm959xxhkxHx8AAKlE4A8ASAp3OPSUKVMic53TzUMPPWRKtmnSPO3FHTNmTLkgTpPa6TDys846S37/+9+n7DhOPvnkyLDxP/7xj5GbDBpEa5Z/nW8erZxhddEbJGeeeWak9OGVV15Z7kaJBvr/+9//5JZbbpG2bdvK2rVrJZ1p0K+lCcePHx9J5BfrFIY777zT3ABYvXq1/OY3v5FFixZFPjNd9tRTT5nvhw0bJo0bN07J+wAAIF4E/gCApBg4cKCZH67z57W+vM6pb9eunXnYStJVJ61v/+6775pjWrdunVxyySUmSGvSpInpqW3WrJnp2Z00aVJKhri7jj/++Ehvs/Yga5Cvx6EjAa644goz93/kyJFSk8oOg9egdt9995X69eubc6XD3o844gi5//775aeffvIsKZguPvzwQxk3bpz5Wo/16quvNten10NHBVTUvn17c+Ogbt268sEHH8g+++wjjRo1Mp/ZiBEjzEgEHclw00031cA7BADAjsAfAJAUnTp1kunTp0v//v1NAK0Boc571kfF0no16aCDDpKvvvrKlNPr27evqWW/efNmE+jre9Dh4JoDQHv+U0mHmo8ePVoOPPBAU8JPe6W7du0q9913nwlUNciuSRrgarCsn6n2lutNEz1HW7ZsMdMm+vTpYwJ/7fnec889JZ2VvYmj5Qr9cghoDoJoTj31VPn888/lsssuMzePdD0N/k844QSTsHHs2LFpfxMEAFA7BZx0zcIEAAAAAAASRo8/AAAAAABZjMAfAAAAAIAsRuAPAAAAAEAWI/AHAAAAACCLEfgDAAAAAJDFCPwBAAAAAMhiuTV9AKh5Wot47dq1UlhYKO3bt6/pwwEAAABqtaVLl0pRUZE0b95cli1bJpnkggsukG+++Sahbey3337y8ssvJ+2YQOAPERP0b9++3Tw2btzIOQEAAADS5O/0TKNB/9y5c2v6MFABPf4wPf0a9AclR+pJA84I0kBAsutwE3g/lqaBFG03ocaJbDeQys89kF2XolPtDauw6QS2bW2aqu36NXVSdBqdGvuIUiPjDhjICFtls4QlZP5Oz1R1CgOyX6e8mNp8s6hEthfxcyUVCPxhhvdrT78G/YcH+nJGUPMCqUk/EggGUnJMvtu1vR/ftt7LA8Fg/IG0ra1PAB7IyUnJ+xHbdv3a+t00iPemQiLXTCqFndQE57blfm1DofjbWt6PY9uu37bD4biPyUmgrfXzcSzbNYvjbxv3dhORwDEB8PY/Z6pslp8zehquBv2z3t4zpjY9T/pB5n1RnLJjqs1I7gcAAAAAQBajxx8AAAAAkFQ6zigc43QgBvmnDoE/AAAAACDJHAlLrNOBCP1ThcAfQNbM4d+56UBKjsm6Xb/3Y23rM5/eNhc/gTnxCc3TT9ExSU4COQtS9RkkknDQr21CyfDinIvvN8/bNl/b73ht10UC+QF8/03Hmx/A55gC8c7/V7bLMez3s8Z7245PW9vnZzuPCc3/9/u3Rw4AoNbSnyyhGH/XEfanDoE/AAAAACDpYh3qj9QhuR8AAAAAAFmMHn8AAAAAQPKH+pPcL20Q+AMAAAAAko6h/umDwB8AAAAAkFSOOHEk9yMnQKoQ+APIqMz9cWft39k4/u3a3o9v2ziz6/tm0PfJDm7N3J9AZv4Ejsm6bdt2E6wI4NjaBhPIzJ9I1n8bvz+UrJn7vRcFfLPrJ5DV35bp3pZd3++z98ugH2dFAGvGfx8Bn8/dum2/H42WzP22jP++Wf/jzPif0qz/ZPwHsl6sxfyQOgT+AAAAAICkYo5/eiGrPwAAAAAAWYwefwAAAABA0oWYsp82CPwBAAAAAEnlxDHHn/sEqUPgDwAAAABIupCkKAkuYkbgDwAAAABIKi0GE2tRkBir/yEGBP4A0qpcX42V7PN7P8EESvJZy9DZ21q3narSebk+78d6TH5tvffr5Ph87pZjdvxKAdq2bfl8rGUAzTFJaviMjbSW5bMsc3wmWwZspfN8yuoFbNsO+VwXtvJ3fmX3bJ+R5Zj9SvJJIBx3KcBAAn/VOmLZtq1cn0+5v3hL/e3cbqD6S/3t3Hj82waQBgJx9PgzQiBVyOoPAAAAAEAWo8cfAAAAAJBUOh4o1h5/RvqnDoE/AAAAACDpwg5D99MFgT8AAAAAIKno8U8vBP4AAAAAgBQk94s1pRwjBFKFwB9AtUtV1n7fbdva+hyTNbu+X3ZwS1vfigC2zP25Pj/Cg3G29cvqb1nu5No/H8f2fn3bWjKL+1Q4cOLO6m/drP9nHy+fzO8BJ7621sz7Znk47rZOqa2tTxb8UsvnZ1tmGtvalibw2Xm39WtpPVN+58Lyb8Sa8V9ZMvfHnfF/5wqW7drPRkJZ/wFkNCeOof78xEgdsvoDAAAAAJDF6PEHAAAAACRdrFn9kToE/gAAAACA5Cf3c2IbYM5Q/9Qh8AcAAAAAJFlAwiT3SxsE/gAAAACApKKcX3oh8AcQdwb9mtivb0WAeDP3+2X4ti33ycxvzdzvl0E/kbZ5eanJzG+tCGBvG86z7dcnO7glc79vW8tnb19m3axvNYi4+WRCD3gnWZeApa1tmVleaqsIEI67bbDEr+qCJWu8rSKDWW7Ztm1ZSYl1u/ad+mTmT2QYqy3rv9/PqWDyM/77Zv23ZPxPWKCG9gsgKRjqn17I6g8AAAAAQBajxx8AAAAAkII5/rGOjKMKQKoQ+AMAAAAAUjDHn6z+6YLAHwAAAACQXE7s5fyo55c6BP4AAAAAgKRy4ijnp22QGgT+QG2Xosz91uz7qawWEGfmfmvmfWVZ7tvWln3fliE/0bZ53ssdW3Z9yzK/5eG81GX1D1uW+7a1ZIa3dUbYMv4bqfr7xCf1uz1zv3e7YCj+rP7B0mDcbf0+n2CJ5aBL/DLZe2fBD/hlwbextU1gu34tnUTa2ioC2D4+e5ECO5+f57aKAY5PlYm490vGfyBthBwC+XRBVn8AAAAAALIYPf4AAAAAgKQiuV96IfAHAAAAACRZQMKxJvdjjn/KEPgDAAAAAJKKHv/0QuAPAAAAAEg6kvulDwJ/AMnP2l+TFQFsmfuDlra2ZX6Z+3N8jsmWfd+WtV/l5XkucixZ+3e2tWTfz7dk/M+3H5Mtc3843yerv2V5KC/+rP5h79NkOJas/mHL2/UdoVhjWf0D8SS5l4BPVv9giWWZJWu/yimxZPUvtp8oJ8c783vQ59+X7d91MIHM/AlVBLBxfCorWJv6tLUsd8LhtMvM7/d7JKGs/wBqHOX80gtZ/QEAAAAAyGL0+AMAAAAAki4Uc3I/pAqBPwAAAAAgqXSyTjjGOXFM8EkdAn8AAAAAQHI5gdh7/J3U5ZCq7Qj8AQAAAABJRTm/9ELgD2Q7vyz4NbBf34oAtmP2aWvN3J9IZn7bclvWfrM8J+62tsz9jiUzv1leYMvqb1lmaadCtqz+BfbzaMvcHyrwyeqfF1/G/53LvZc5Kcrq79dpEXASyepvWWbJ6h8stR+ULXN/sMTnHO/wbpvj8/kELVUXfNvaPqNgarL227Ln+/JtW2ppG//P80SqBUjY9vM87JOZ33LMjr1tyn7vpWq/ACoJ04OfNsi2AAAAAABAFsvowH/KlCnmjr0+2rVr57leSUmJPPDAA9KtWzepV6+eNGnSRPr06SOvvfaa7z6WLFkiF198sbRu3VoKCgqkTZs2cskll8jSpUt927766qty3HHHSePGjc1+u3fvLg8++KA5HpstW7bIsGHDZL/99pM6depIs2bNpF+/fjJjxgzffQIAAABATXMkICEJxvTQNkiNjA38N2/eLFdccYXvekVFRSbIv/nmm+XLL7+Ujh07msB/+vTpcvbZZ8utt97q2XbWrFnmZsHYsWNl27Zt0rVrVxOUjxkzxrw+e/Zsz7Y33nijnHPOOSZYb9q0qdnvggUL5KabbpK+ffvKjh07orZbv369HHLIIXLPPffIsmXLpHPnzlJYWCj//ve/zft44oknqniGAAAAAKDmhJ1gTA+kTsae3VtuuUVWrFghZ5xxhu96M2fOlPbt25vAf/78+fLdd9/J66+/bnrwR40aJZMnT67UTgN9vTGggb72+K9atUo+/fRTWb16tVx00UXmxoMu3759e6W2kyZNkoceeshsX/ej+9P9auCvx/H+++/L0KFDox6vjib49ttvpUePHma0wdy5c2X58uXy9NNPmzl411xzjXz22WcJnDkAAAAASK2dyf0CMT0o55c6GRn4ayD/1FNPyZlnnimnn36653pr1qwx66nnn39e9t1338iy/v37m1EAauTIkZXaPvPMMybI1576J5980vS6K33WbXbo0EFWrlwpzz33XKW2d9xxR+Smg+7HpUP33fUff/xxWbduXbl28+bNkzfeeEOCwaC88sorsscee5jXdSrD4MGDZcCAARIKheSuu+6K8YwBAAAAQHUKxNHjn5qh/hs2bJDbbrvNTL2uX7++5Ofny5577mk6cnUkeG2QcYG/Dt2/9NJLzQf26KOPWtfVILq4uNgE7zrXvqLLL7/cPGuv+uLFi8stmzBhgnkeNGiQuTDK0u+111+NHz++3LJFixaZ3n2lwXpFOlxfj0eH+uvxlTVx4sRy63gdr+Y22Lp1q/W9AwAAAEBt7/HX+Kxr165y7733yhdffCEtWrSQAw44wIzs1pxvGnvdfffdku0yrpzfnXfeaYbCa9Cvd2lsPv74Y/N81FFHRV2u7XXovSbq03W1F19pr7oO67e1dV//5JNPzPo5v5YJc/ep2/U6Pm2rw/91XR3aX9XjPeyww8xNB735ocP9e/XqZX3/QKJ8y+6lim2/fiW4bMstywK2Un/KttxWrs8st/yotZTr27k8J65yfSpc4L3tkK3Un19Jvnzv81haGIi7rW2ZOa78+Er9meW2kn1xlvozy22H7PfPx4mz1J9Pyb6ApRpc0NLOr2RfsFjiLpkY9mmbay3DaT+RTpz/5n0rNdpK3KWynJ9luV8ZQSdsu6gS+LlqO1k+11SqfgdZ3ysAlKF54VatWiWdOnUyU7K7dOliXtcOYg34dTT17bffLr/5zW9MHrdslVE9/hrsanZ+DYCHDBniu/7ChQvNc7Tec5cb7OvNBJcm1dMLwdbWbac9999//33C+6xK27y8PNlrr72itgUAAACAdFLTyf00L5s7lP/BBx+MBP1KO1S1U1mH/2sutf/85z+SzTKmx1971d3ecZ1/r/PgqzKXQ2kWfy/uso0bN1ZqZ2tb9vVobWPdZ6JtK9JkgHqequLrr7+u0noAAAAAUBWOE5BQjMG8tkkm7aTVoF7tvffeEo2+rh3MfiXXM13GBP56h0bn4mtCvqoOwdAh8ariHP2yNPO+Kpud321na+u282ob6z4TbVuRJibU8wUAAAAANSGcomR9VbX77rtLmzZtTDW4Dz/80Mztrxh/uVO8Dz/8cMlmGRH4a0IGzbyv8+ZHjBhR5XZuJn532L7XXSBVp06dSu3ctmW/r9jOq22s+3TbahnBeNpW1KpVKzn44IOlqj3+fjcSAAAAACCm5H6x9vin4PTef//9cv7555sOZB01rnP5GzZsaGKg4cOHm9Lpmt3/xBNPlGyWmykJGfRujJbVq1u3bpXbNW7cuNLQ/YrcZe66Fb/W5W5ZvWjtvNrGuk/3ew3842kbrQKAWwXAT48ePRgdAAAAACCJtJxfrD3+O9fXoFxjlKrSampesc95550nDRo0MCXXK1Zd0xEBjz32mFx55ZWS7TIi8J8zZ46pZT9w4MBKy9yeah2+0bJlS/O1lmU48sgjZZ999jFDOjSDvhe3jJ+u62rXrp0Zbq8979o2WuDvttOh923bto287m4n1n263//www+ebXXeid6RitYWqHaBYPwVAXza2rfr09ay3Jq532+71qz+Pj9KLVn/HUvWfhXO9952ON/e1pa5P1To/X5DPln9bZn7fbP6F1iWWbL2+2b192ubF1/mfls1ACOYosziYft5tGXnt2X8D/pMX7Rl7g/6VU7I8z7mcK5PZn7LebQtq0LSf8tOfT67sPeioE/bhCoC2LLVhy0H5fMzzp3jGle1gFAogd8F3sfshH1+7jr29wsge2mMF8u0ZZ3mbLN48WLTgaoxpQ79105UfW39+vUmL5qOlO7Zs6dks4wI/N1fWGvWrPFcHg6HI8vdofJHHHGEjB07VmbOnBm1jQbZWsrPXdeVm5tr7jDNmjVLPvjgAzn66KMrtdXX1aGHHhop5afcC0a3q9uPVtLPbVvx4tJj0KyT7vKKZs+eHZl6oNknAQAAACBth/rHWETOvQ2p05o7d+5c5XY6zdnLH//4R3niiSdMnrj58+dL165dI52qDz30kPz5z3+WPn36mA7jqk6VzkQZUc7v559/NoF/tIcG9kp73d3Xjj32WPPa6aefbkrgaY4At4xDxcz36qCDDqpUQu+cc84xzy+88EKlDI8afLv7Pffcc8st0/qQ7sUULav+e++9Z3r0dURB//79o+7TXcfreE855RSpX7++73kDAAAAgJqiQ/1jebg06NdR31V9eA3z//zzz8108dzcXHn11VcjcZrSOPHWW281o8p1WvmwYcMkm2VE4B+vFi1aRC4CLQX47bffRpZNnjzZJHpQ0RIGajudOqABuJtjQOmzfq9DQ3QKwKWXXlqprbu9UaNGmf24dP/u+kOGDJFmzZqVa6d3mPr162dGL+hcFHfIit7M0JsIL730kklIke0XJQAAAIDM5ugcfwnG9NA2yaQjvzWW6tSpk3To0CHqOqeeempkdHU2y5ih/vHS4F7vAumw/S5dupgSDlu2bInMs7/hhhvMyICK6tWrJxMnTpSTTjpJxowZI5MmTTI1HpcsWSIbN240Pe561yhaskHNCnndddfJ6NGjTa++XmS6/oIFCyQUCknv3r3lvvvui3q8uq9evXqZY9YqBvvvv7+Ze6I5DHROim4zm4egAAAAAMgOoZiT+yXX5s2bzXMgEPDNgVK2pHs2yuoef3d+yIwZM0zvuwbRCxcuNIH0McccYwL7Bx980LOtBuA6D0SHf+h2dKiIPg8aNMi8XjYvQEWPPPKIjB8/3uxH96f71f3rcehQ/mglApWOAtCgf+jQoWb6wldffSVbt241w/unTZsmV199dVLOCwAAAACkisbTsQ7198t/Gis3IfrChQtNB240b731lnned999JZsFHFuaV9QKbjm/BtJIDg/0renDQTwSypIfqP6s/rYM+aZxIL7M/CrPeyBTwJZ93y8zv2W7km9PKe8UeLd1Cuyp0sOWtqE6Pln9C72Xl1qy+pfWCcSf1b+OxJ/VP/r90F3LE8nqn2/JGp9jWZbr1Mztc59k5oFSy7+RkPeyYHEg7qz+OZZlZrmloyRnh71t7nbLsiL7Z5C73Xt5bpH3icwpsmSq1+XbvZcHd5Ra2wZ2eJdPCPi0lV8TFEdV4tO21Hu5Y1nmt11rVn+/PyMtbR1bBYOdK9iXx7vdFOwTSLb/OVNls/xsRvpqp2AmxhbN9mssv//HSTG1HXf+27Lum41Je99aKl1Hba9Zs8bkdfu///s/MwpcaR43HU198803m+//+te/yjXXXCPZKuuH+gMAAAAAql/YqdkB5jot+x//+IeZ2j1v3jyT3G+vvfaKlPNzpwKcddZZJvt/Nsv6of4AAAAAgOqlifpCMT6SndxPaam+BQsWmBxsOvV63bp15nudwn3yySfLuHHjTO62siXasxE9/gAAAACApCtboq8mtW3b1uRgq80I/AEAAAAAWTfUH7sQ+AMAAAAAkkrTbIZjHLpP1vnUIfAHkJJqAYlVGrC0tS0zBQGCcVUL8NuuLeu/k2ufE+ZY5oyF8+xtw/nexxWyLFOlBbbs+97LSnyy+ocsmftL/TLzJ9A2XOj950A4356J27EsD+R5bzeQY99uIGhp6/O3ji0ZuhO2N3ZC3p99uMS7bbjYfs0ELcvDRT7HZLmUfTt8LJt2/E6kjW2IadjnZ0nI8gGF7f9ug6WW68anUkQgbPnTLORX7iEQ189Gx+/nquVitWb8N41t206gLdn3ASAmBP4AAAAAgCQLSCjmOf7pkRMgGxH4AwAAAACSSgcLxTrH3zYaDokh8AcAAAAAZG1WfxD4AwAAAACSjOR+6YUefwAAAABAkgXi6PFnhECqEPgD2Z5dP0UCwQR+MPtl6bYt92trOy5Ldn3J8TnHtqzXufa2jiVzv5Nnb2vL3G/L+G/aFgbjyvgf8smub8u+X1rX3jZUx4lrmQrX8c4AHvDJ6p9XUOq9LM97u3m59qzjQUtW/2DA5/1Y/hgK+2T1Lyn1vqZKSryXle6w/9oPWbL626pT+P3bSywzv31xwHKuApbM/UGfhPIhS1Z/a8Z/PWTL5xMI+2TmLw3G/3PKVm3Att9U/ky2fIB+v0ecsJN+v2+pJgAgQxH4AwAAAACSLtbkfkgdAn8AAAAAQPLn+Mc41J+k/qlD4A8AAAAASLowc/bTBoE/AAAAACCpHCf25H7aBqnBpAsAAAAAALIYPf5Alkso+34iLPsN2DLkm7aW5X7vx9rWli3bnrHcybVk5vfN6m/JzO/T1pa5P5RvPxehfMsyS2b+UIF1sxKq472stK59dp41c38978z7KrfQOw17QWGxtW2dghLvZXmWZbney1S+X2r4OBXbsrOLyPbSPO9lJZZl+d7L1I4i74smlGP/bEsD3n9S+HXgBCwrBHyS4NuW2z6eYIn9oAIhy7/bEvu5CFj+zTuW7RqWnzWBkE9lhVA4NT9XLcm5Ao5PhQPb8tT880nPagFALRV7OT+kCoE/AAAAACDpCPzTB4E/AAAAACCpyOqfXgj8AQAAAABJR1b/9EHgDwAAAABIKkfiyOpP+b+UIas/AAAAAABZjB5/APEJpPC+YcCS4dsn+37cmav9Kg3keLd1fCsCWLKD59nvhNuWhwr8svoHkp7xX5ValocLfbJlWzL359a1Z9CvV3eH57IGhd7L1G75RZ7L6ud5VwSom2vfbkHQ+/0EA/ZzYesF2RG2/3reVupdemFLifeH+0ue/cPdnOudZn1r0F7uwVaTIezY309pyPJv3ifzeyDOzP2Wj+7X5YG4/90GS4Nx/7wI5NjekF9FlPh+xvn9XE1ZFnzf3yMpSvsPoHo4cST3o+hGyhD4AwAAAACSjqz+6YPAHwAAAACQVGT1Ty8E/gAAAACApHNiHeqPlCHwBwAAAAAkWSCOcn7cKEgVsvoDAAAAAJDF6PEHAAAAACRVNs3xf/HFF1Oy3Tp16si5554r1YHAH6jtLOWUArbSUL7bDcS3LJHt+i0PWkpW5fiVyQrGVepPObZSgHn2/YZzLSX58qxNrSX7wrZyfvaqbRKuE7Yss5ffyq1TGle5PtW4znbPZU3rbLO2bZq/1XNZwzzvUn8Nc7z3qQqD3iUIgwHv86TCjvdnXxS2f7ibQnW8l5V4l+wrzLXXsMv1OWabLZY/7mzl+pRttyFLaTxl+QgkVBJfO5WTG/+/W6c4HPfPC/vPGr+fUznx1T2sqZ/JPn/i234HOWHLuXDiv44BJJETxxz/NI38Bw0aJIFEflZ6aNGiBYE/AAAAACBzZVM5v2AwKK1bt07a9r7//nupTvT4AwAAAACSSjvvY+3xT9MOf6NZs2aydOlSSRa9kVCdCPwBAAAAAEkWiKPHP3tGCKQbAn8AAAAAADwceOCB0rx5c0n3bdoQ+AMAAAAAks5J57H7Mfjss88yYps2BP4A0k+qqgnYMkT7zLOyZub3ybQdzg3GlbXfLM8LJNA2voz/oQL7b+lwvvfyYKE9q39hoXcq9d3qeGfX98vc36Jwk7Vt8/zNnssa53pn/G+UY68WUBhIUVZ/x57V/+dQXc9lG3PqeS7LDdo/H5uwz/DL0pB3RvltPpn5wyXBuK/HYLH3cQWLJSX/fnzbWv7NB3Pi/1ljzfjvV4klkWzUtu3Gf0kBqA3l/GIcup8l9wnSEoE/AAAJWrtih3z45gbZvmVXFBTw+fPFKfPHUJ36OdKrXxNp3sanliIAAJkii8r5ZQMCfwAAEvDptJ/lsRuWSNHWxGqHv/70arnqob3lkOMb8XkAALJCNpXzy3TVW0MAAIAs4TiOCdYfuvK7hIN+pdvQbek2ddsAAGQ6/XUWyyNbbd++Xe6880656667auwY6PEHACBGxTvCMva2xTLrjfWR1+rUC0rPfk0k6M6lDvj8BfNrL0jYcWSWThPYGjZ/9Ix78AdZtnCHXHRPB8kv4P48AACZbtu2bTJy5EgJBAIyfPjwGjkGAn8AAGLw89pi+dsfv5Ul87dEXtO5+Tc93VHadKoTV3K/Uwa2kAcu/87kClB6Q2HN90VyzRP7SqNmlkyMAACkKb39Hesc/yzu9K9xBP5AuggEa0/mfb/M1LZz4ZeZ2rbcmvE//mO2ZuH2WR72ToS+c7nlp7STG39bW8Zyx5K13yjwDmjzCkqtTesVeKdZ3y3fJ6t//ta4svarVnk/ey5rlutdEaBBsPwxLVpQJHdfvlLWr971Pg86vFDufrK5NGqiFQB2VQHI8fnzJVQmuV+b/UXGvt5Chg1ZK/M+3rlPvbFw9znz5Y6nW0unAworHNf2uCoN+Cm1XJDFlqz9qqjA+6IqKbG3LS72Xu5Ysvb7V75I0b8fn3+39ioggfh/Pvr9nIr355/Pz1Xbz2S/iigSCsX/eyQdKwbYfj85iU/5AbJLIPbkfjFWAUAWBv6TJ0+Wt956S+bMmSMrV66U9evXS25urrRr10769u0r119/vbRt2zZq25KSEhk9erS89NJL8t1330lBQYF0795drrrqKjnrrLOs+12yZIncfffd8s4778i6deukefPmcuKJJ8qwYcOkffv21ravvvqqPPbYY6ZGY3FxsXTq1EkuvPBCufbaayUvz/sPpC1btshf/vIXmThxonz//fdSv359Ofzww+XGG2+UY489topnDAAQi5LisHz+0RbZtKE0ahC95OsiefPln6V4x66A/vTzG8j1I5tKXn7if6g0apIjo/+vpTw84id5/R87b2ToDYY//fZ76XdBI2m/367gv8jZdYOhYZNcOfDI+pKXn2E3DwEA2c2JI7lfGnf5v/jii3G31fiupmVM4P/QQw/Jf//7XxMwt2rVSrp27WqC/6+//lq+/PJLefbZZ2XSpEkmKC+rqKhITjjhBJk5c6bk5ORIly5dZOvWrTJ9+nTzuOWWW0yQHc2sWbPM9vSDaty4sdnn4sWLZcyYMTJhwgSZOnWqHHbYYVHbapCux6w6dOgg9erVkwULFshNN91kbmLojQS9AVGRvqfevXvLt99+a5bvv//+5obDv//9b5kyZYq5kTBkyJCknFMAwE5rfyiWv1y+RL7/xj7qwBXMERkyvIWcN7COma+XLLl5AbnpnqbSZp+68sRdayQcEtlR5Mirz2+0tmu7X6Hc+vTe0nxPpgUAANJHNiXsGzRoUFJ/51e3jOkeuPjii02gvXnzZtML/sknn8jSpUtl4cKFcvTRR5uECRdccIEJ6svSwF6Dfu2d1xsE8+fPN73+r7/+ugmsR40aZQLxinR7Z599tgn6dd+rVq2STz/9VFavXi0XXXSROQ5drhkaK9IbEBr06/Z1P7o/3a8G/v/P3n2AO1GlDRx/k1voSO+9iIgsIHawoWtZESvqWhYURWTtKCqioOgqYsG1owK6uriCupZlLaAsIvihgAUbKE06CMqlXG7JfM97cMItyZmbRsr9/3xicnPmzEwmk5B3zjnv0f2YPXu2jBgxIuTrHDRokAn6e/bsaXobLFy4UFatWiXPPPOMyfJ87bXXmh4EAID4+O7z7XLLWUsqHPTXrO2Xv01qKf3+UjchPwB0nbpu3YZuqyJ03/U16GsBACCVxvhHdJPU5zhOVLdkS5vA/y9/+YuccMIJ5VrJtTX91VdfDbaWa1Dt2rBhgzz99NPm8fPPPy+dOnUKlvXr10+GDx9uHmuGxbImTJhggvwOHTrIU089JVWr7uliqfe6Tt2uDjl47rnnytW96667ghcddDuuAw44ILj8E088YVryS1q0aJG89dZb4vf75ZVXXpFmzZoFfwQOHjxYLrnkEikuLk7qNBAAkEk+eW29jL7kp1Ld+zt2qy4HHlrD3LoeVq3U7eT++8ljb7SRg3vXSPi+6TZ0W7rNsvvh7p/uq0tfg76Wua+tT/i+AQCQjqZPn26GemucpXFl48aNpVevXmYYd1GRPU9RkyZNzP3rr78ugUAgotvGjRsl2dKmq7+NvmH16tWTLVu2mJZ6lwbROrZeg/fjjz++XL0rr7zSBNHaqq5d+DWYd2lXfrdLR25u6a6T+re2+usJohcdrrnmmmDZ0qVLTeu+0mC9rD59+pj90V4Aun/awu/SMf0llwm1v//4xz/MCas9G3T4AAAgcoFiR14ft0xmTF5Tqpv9kHtbyvFn1wub3G9fa942V4aNbVru+bzA3vH+H72+RZ6+/WcpKnTM7cXbl8japTvk7Jvbid8rkRwAAAkUeXK/xCgqKjLxm+Z8Uy1atJBu3brJL7/8Ynp1z507V2699VaTWy0c7ZGtcZjGjmeeeWZE20+FIQIZEfjrOH8N+rWlvEePHsHnP/30U3N/9NFHh6zXvHlz0/Vehwzosm7gr63qegLY6rrP65ADXV7zB5Tcpq5X1x+urgb+umzJwN9rfzWfgF500LwF2t1fr04Bqcrnlek5Wl7r9Scmq7U1S7dHZuoSs7bFta4t67ipG2VGc6+M5ZJtyeqfY0/DXT0nfFb/2h5Z/etZsvo3yLZn9S+ZuX9HXrE8ct0KWTR7b5269bPknmeaSNeemnh17/N1suz7VMMX/vV6fQJs+b93+MMfJ1W1eG/SwfP650jnds1k5JXrZesve/ZHL2j8smyb3PBoG6lRa+8bWuh4ZObPDZ94dkexPX9AXkGV8HVz7HULLOdU4Pd/X+N+nnt9fhL0ufWsa/mu8fzhaJ25xFbmdbYWJ+TfAseW8R9ARkh+B/c9rrrqKhP0a7CvueEOPfTQYJk2HOuQ8lD510o6+OCDTd41DfzTUdp09S9Lx0lolwntauF2p9eEeu3atQsuo+P/VajWc5cb7Ou4eteKFStMTwFbXbfe7t27Tc6BWLdZkbqa2LBVq1Yh6wIAvK1dsVtuO3dJqaC/Q+dcmfBmc+nas/SUeelE911fg74Wl75Gfa36mgEASIZIx/gngiZ0f+6550z3/g8//LBU0K+qV69u4knbrGtui787PDsdpV2Lv16p0bHuJenY+ZdfflkuvPDCUs9rLwClwwDCccu2bt1arp6tbsnnQ9WNdJux1i1LkwFqnoKK9pgAgEz39bw8efDqFbL9t72tjIefvJ/c/XA9qVY9ba+DBzVuniNPTGsud964Rf7vvd/Mc2t+2i23nbNEbnq8jXQ9slaydxEAUOmy+0VRJ84efvhhc6+zq9niLC/HHnusTJo0yTzWcfva27yi6tevb+okU9oF/o0aNTJd3PXAaXK9NWvWmJZyDfw1u7+O13Bpl3hVdox+SW6XjpLZ+d16trolu4KEqhvpNmOtW5YmJkzXbigAEG/vvrxZnr97tZkez9X/6sZy3rVNpFpO5mTC1wsYNz3WRl79+3qZ+vgG85xe6Lh74E8y6M4W8ofz6iZ7FwEAlUY0rfjxbfXX+Oq9994zj8844wwzTFuDd83LVq1aNTnkkEPMDG4lY8hw9ttvPxkwYICkq7QL/E866SRzc+mUd8OGDZN///vfcsQRR5gp+/RNUW4mfrfbfijaVV/pG+9y67l1S/5dtl64upFu062rY0yiqVtW06ZNzTiUirb4e11IAIB0VFwYkNfu+1E+nrI3iV9uFZ9c/UAr6XVaZgbBfr9PLri+qbTsWFUeH75KCnY75oLHs6NWy9HfO3LObR0kKyf9ezgAAOBFk64XFhaapOiaSF0T+JVseddp3e+//3554YUXpH///hl9QNMu8C9Lx/Trm6iJGjTof/zxx+X22283ZXXr1i3Xdb8st8xdtuxjLXen1QtVL1zdSLfp/q2BfzR1Q80AoLeK0PEq9A4AkGl2/FooE29YLEs+/TX4XL3GOXLL022lQ9e90+BlKr2w0bhVFRk7ZLls2bAnGaBeANmwfIdc9shBUqOOfSwjAAAx9/SPsOu+U6Jh0h1TXxE6m1qo2Ed7QbuNp8OHD5fevXvLo48+KgcddJDJ06Zxo87mdvHFF8v+++9vYspMlfaBv9KM+qeeeqoJ/N1s/ErfvE8++cRk0A9Hp/Fzl3W1adPGdLfXlnetGyrwd+tp1/vWrVuX2qaKdJvu3zp0IVxdvVq1atWqkHVRufk8skSnnVheT7SZ+2PJlu2L/vV4JFmXgHU2AXtd27qdLMu/xNn2f6X9tqz+2fYs3dVy9majL6tGlj2TfS1Lhv39svZO5arW/LhLHhnyg2xctbd3Vqc/VJG7JzSXBo31r50Vytxfx+8xS4Ev/EHO8jgxii0DGXMcr2zn4fe5UPbu0yHdRZ56s6XcOXiN/PDVnmOhF0IePv8zueHpTtK8Q+neY79lVY/6/bG9t17nhe2cCnicj7Zz2T4bRwyfPdvnx3N2EXvVxH1PxfC9mmH/xtj+zXQCqZKDHMgM0Sbs097IkTRMugF+Wdu3bw9O59egQQMzHV+tWnty3nTs2FFeeeUV0+1fZ0y79957zVTtsbrhhhtk27Zt8vzzz0sqyZi+fhoUq5JdN7Trv5ozZ07IOhpk61R+JZdV2dnZwStMH3/8cci67vOaFdKdyk8deeSR5l7Xq+u31XWXLbu/4bY5f/784NCD7t27h1wGACq7L//3q9x93jelgv4Tzqglj/yrpTRonBHXuyOir1lfux4Dlx4bPUZ6rAAASBgN/CO5/U6HNeuw5YredJhzKCWHbA8ePDgY9Ls0QZ8G6kpzAcQjAZ9eTJg8ebKkmowI/DUYfuedd8zjHj16BJ/XBA46LYNexdFpHEJlvnfrlJ1C79xzzzX3+qa5FxVKbs/N6Fh2LIheOeratat5HCqrvk4hoS362qPAnYaw7DbdZcLtr/ZuqFmzpvWYAEBltPiT3+ThK3+QXdv3tjD3v7GF3PZIE6lSNSP+yYuKvnY9BnosXHqM9FjpMQMAIO6cPV39I7m5neE6d+4sCxYsqPAt3BDnksOjO3fuHHIZ93ltpbcNuU53afErSLvv33HHHSaAL0sz+p9++umm+7wGw1dccUWwrHHjxsGTYNCgQfLDDz+USuTwwAMPmMejRo0qt16t16RJExOADxkyJJhxX+/1b92eDgG4/PLLy9V11zd27FizHZdu311+6NCh0rBhw1L19GpV3759zZWmCy64INhlxXEccxFBpzLUq1IjR46M+BgCQGWw6MOt4vx+sb5Kdb9c90RHOX1Ic/HF0s05Q+gx0GOhx0SPjdJjtXCmfXpYAACi5kR4izOd9t1VNUTC9rLPFxd7DbVLX2nR51HHZtxzzz3mpsFyy5YtTUu+BsbumHedk1ETMzRv3rxUXQ3u9SrQvHnzpEuXLiaRg67PHWevMwJoz4Cy3MyPJ598skycOFHeeOMNk0hQZxHYunWrucjw2muvSfXq5cdDnnPOOXL99dfL+PHjTat++/btzfKLFy82J5MmlbjvvvtCvlbdlk5XqPvctm1bOfDAA2Xz5s3y888/mx9tus6KZusHgMomULz3V8Px5zeSnn+Mfr7eTKXHpM8FefLfievN3wHGNAMAMpTGhpqPbeXKlcH4z5a7rX79+pKp0qLFX7Mr/v3vf5ezzz5b6tSpY1rhNTDesWOHCaL1goC2pvfp06dcXR0fMmvWLNP6rkG09hDQQPrYY481gf2DDz4YdrsagOsUEDpfo67nq6++MvcDBw40z5fMC1DWI488YpJD6HZ0e7pd3b7uh3blD3fFSS9s6GsbMWKEOUm//fZb8zq1e//MmTPlmmuuifIoAkDlknFJL+OIYwMA2FfJ/SK5JcL5559v7nXKvlBj+LXhVWncprneMlVavDIdm6EBb7RBr46n1+kb9BYpba2PNjmDjv+PZj5ITTqhWSX1BiSVL0HXBmPpdp2ozNQxrNfxqGv9d8wzw3eU6/XIWm7NaO73yOqfZcnq75EFP9dSXsVfZK1b3R8+q3wN/55Efjm+vfuW4ysKPl/DF75uLV/4farls/8zWcVSnmPJ+K8KLZn7PWcE8IU/Vjt9FTlOe7edI8XB523H2Ov9sb23XueF7ZwKeJyP0Z7nnr8vY/jc2tbt9X1h5VU32otdyfpO9ly37Ysqc7vjAhklBSbKuOmmm0yuNJ0iUBP5jRs3zsSHOpxaG5d1aLb2rL7tttvisj1dbypKixZ/AAAAAEB6SYUWf+1RPW3aNNNzWwN9zeN2+OGHm3xtOjxbg34dHn7cccfFZXvr169PyVwBBP4AAAAAgOQm9ktQgj914oknmqHaOmRbc7ktWrRIioqKTD42nf1NewVkurTo6g8AAAAASCfagh9pK37ihg917NgxOCX7vvD111/LjBkzJCsryySM79SpkyQTLf4AAAAAAERAE7ZrcnlNyl7Www8/LD169DA9CTSvgM4s99hjj0kyEfgDAAAAAOIvBbr5J8rUqVPlf//7n7Rp06bU80uXLpVbbrnFzCCgSQQ1t4CO+dcLADrEIFkI/AEASIC33t0hfx68XgoKSv+S0b/1+bff3clxBwBktgwO/OfOnWvuddr1kp599lkT6LvTum/dulXOPfdccyHgySefTNLeMsYfACoktim4bOv12m50603kPtkOhfdsY+H/Vc/2mvKtxFR9ZWX9vl5fifX7Szxfcvq68nUt2/Q4yOGm7NOg//wr1ktRkQb6G+RfE5pKbq4vGPS/9d4O+fd/d8i/nm0i/U6pEdFUf177bH+tvx+nEr+u9D1zn7cdY+/3x4n6vLCVxzTtniRqSr7Y1m3fbgKnxwOAfS1BmfpTwcaNG834/RYtWpR6/t133zUzBdx5550mkaC67777zMwCs2fPTtLe0uIPAEDcTXk9zwT9SoP88wevkx07A+Ze/1ZarssBAJCJTCO+E+FN0seWLVukdu3aJsh35eXlyTfffGMCfm3xd7Vv316qVq0qq1evTtLe0uIPAEDcvfB4Y9PS7wb5el+7/U+llul3cnWzHAAAGSma7vtpFPlXrVpVfvvtN3EcJxj8a/d//fvwww8Xv7/0qHod65+fn5+kvaXFHwCAuNNu/dq9v9/J5bvxK31+yoQmZjkAAJB+OnToYMbta4I/1+uvv24uAvTu3bvUsgUFBeYiQePGybvgT3I/AAASQIP6l55sErJMnyfoBwBUijH+kdzSyGmnnWZa9wcNGiT/+te/ZPz48TJ58mRTdvbZZ5daVrP560WCVq1aJWlvCfwBAEgITeR38dD1Icv0+bLZ/gEAyCQaxmve14hukj5uvPFGadmypSxfvlwuvPBCGTZsmBQWFsp5550nXbt2LbXsm2++GbInwL6UnbQtA0Aa8WnGmYSsN4byJMWNCToUEkjglf7iBHVwK3YC4YP+KzcFx/iXpc9fMHi9vPxMo7i3/CfqtSby/UnUOWXfaPSfPa/PbSp+1wBAUmTwV1qdOnXMmP5Ro0bJvHnzzN99+/aVm2++uVw3/4kTJ5reAccff3zS9pfAHwCAOLv0mtJBv47p1+792tLvPv/2ezvNchr8AwCQkdKs+36kmjdvLs8995x1mdzcXFm/PnQPwH2JMf4AAMTZBWfVkOzsvUG/JvqrUd1fKuGflutyAABkdFb/SG9ICAJ/AADi7PRTasirzzaVc0+vaYJ9tzu/m+1fn58yoZFZDgAAINHo6g8AQAKccUpNcyvLDf4LnSKOOwAgs9GCnzII/AEAAAAA8UfgnzII/AGEFyZj+R5ZyTlysWS8DiQqM7/HemPZrC2zeAx1xfLW+gJep0X4UWLFHkl8CorDnzeFjv2c2h3ICVuW/3tZsbN334ocf/D5/ED4f+52+grCluX4o2+VL5Jia3mx5bzZ6dEbYGcg/HG2vdZQx0kfu8/bjrHX+2N7b73OC9s55XU+2s7lhH1+Yqib0Kz90X7HpepMAtZ/gwCkhQxP7ldpxvh36NBBxo4dKxs3bozfHgEAAAAA0p5OfxrJDSka+C9btkxGjBghLVu2lPPOO09mzJgRvz0DACAG387Pk7ytjKMvS4+JHhsAABKKrP6ZE/jffvvt0qxZMyksLJRp06bJySefbHoBPPDAA/QCAADsc41bVwk+Xvb1Trn9nO/k56W7eCd+p8dCj8lPX+0MHpMmJY4ZAADITDEF/mPGjJGVK1fKW2+9Jaeddpr4/X7TC+C2224zvQDOP/98egEAAPaZky9qJL3PqBf8e+PPu+XO/t/J3Jk7Kv27MO/DHeZY6DFx6bE6+eJGlf7YAACQ6fwxr8Dvl759+8rbb79tLgLcdddd0qpVK9MLYOrUqfQCAADsM9m5fvnruLby55uai+/3fEK7dgTktivWy5RntoqTqknMEkhfs772Wy9fb46F0mNz4c3NzbHSYwYAQCIwxj9Ds/prt/877rhDRo4cKe+//75MmDBB3nnnnWAvAC0788wz5YorrpATTzwxnpsGkE68gq9Ysu9HG9h5Zua3lHtUtSWr8dkTv4vPcix8lszuym9Zt6/YUtdWpm+PpbywyJ75Pb84/D87O4rsXc7ziquGLwuULutzRVup3762PDtsiezeWWzevqfu3yJLlgbkmnuaSk6VvcFuVUsGfb8TPuO/KpTCsGU5HpmMCy0nTr5H3W1ObtiyPGfvsSjcHZDHRq6Tma/9GnyuSvUsueKh/aVbn/qy3R1/WYFj7PX+2N5br/MiEMP5aDuXrZ+BQAyfPa/Pre07wesryvpdk4TvRq/v5Ep4MQ1ARfmiyOqfnrMAzJ07V7766ivZunWraQC3ufPOOyVjpvPz+XympV9va9eulQsvvFBmz54dzAWgN80FMGzYMBk0aJBkZSVpWjAAQMbSwPa2f/1BHhvyrfyyZk/3dg2A1yzfLSOfaiV1G2b2jLZbNxXJPVetku8X7s1xUL95Fbnm6QOl+f41krpvAIBKIsOvDf73v/+VoUOHyqpVqypcJ6MCf6Uv/vnnn5eJEyea4N+9INC9e3f5+uuvZenSpXLVVVfJs88+K9OnT5eGDRsmalcAAJWUBri3T+suE6/7WhbP35PQTgPhG85cJnc821LaH1hNMtFP3+6SMVf8LJvW7W11OOiw6nLZo12lVr2cpO4bAKASyeDA/8MPP5R+/fpJcfGebmDasN24cWPJzk7NhoW47pW+aB3rr138P/jgAwkEAmZsYf369WXgwIEyZMgQad++vWzYsEGeeuopefjhh2XhwoVmGMBzzz0Xz10BAMDQQPeeF1vLU6PWyXv/2tPlXQPim/svl2EPtZAzT8usMe6f/HebPHTTatm9a++vrZPPryNX3dVUNvkI+gEAiAfNbafx76GHHipTpkyRdu3aSSqLS+C/YsUK03I/adIkE9S7yZOOOuoo06rfv39/yc3dOx5Rr4SMHj3aJAU87LDDTBcJAAASJSfXL9f8rZm03r+qPHfvegkExATGfxv6s/xy435y2bX7mV5p6Uz/7Z3499/kmYd/Cz7n94tcfnsT6Tew3p7XZx92CABAXFlznqS5hQsXmn9b//nPf6Z80B9z4K9j9bV1X7s56A8OvdWuXVsuuugiE/AfdNBB1vqHHHKINGnSRNavXx/LbgAA4En/cT7j0vrSon0VGXvNz7Ijb092Nw2Uly0tlDvG1Zeq1dKz9T9/V0DG3PyLfPD2nuEMqkYtv9zyWEvpeUzNpO4bAKCSKpNAtsJ10kROTo7UqlXL9GhPBzEF/uedd17wcY8ePUxXfk3kV6NGxZMGlewJACA6ji37tD+9WzHL0abaaMWSLdu2Wa+6xbbM/PaqtnLPzOKWcn/4RPbiK7KfM05R+OB4d6H9n5WdheG/87d7ZI3/tbB62LJaWfbgNqfEwWh1VG0ZObWujB/yvWxYkW+e04B5+fKA3DGhlTRosrc7fKGzN5AOpYYvfBO636OZI2DJdLzDsXfJ/zWw91hsXl8oYwavkh8X73ktqnGbqnL90wdI03bVZFOJ93pLUc2oj7HX+2N7b73OC9s55XU+Ws9l68wWMXz2vL6GipP0XRNthv1Yvlcz7N9MAPH+wGXuEe3cubN8/vnnkp+fL1Wrhp8VJ1XE1LShL3DAgAHy6aefyoIFC8w0fZEE/e4wATchAgAA+4IGxHdO7Spdjtov+JwGzpr074cv7cF+KtF91X0uGfTra9LXpq8RAIBk0mvgkdzSyZAhQ8ysdS+99JJkfIu/ZuuvU6dO/PYGAIB9pMZ+2XLjc53l32OXyNsvbDHPbdlYJLecv0KuH9tMjjsjtf99m/XWb/LoLWukYPfeX0qnD6gnZ96yv2RlZ1hPHwAAUswll1wiM2fOlOuuu05q1qwpF1xwgWRs4E/QDwBIZxogDxnVVFp3rCJPjV4nxUUihQWOjLthjaxculuuuamm+FNsuEwg4MgLD26QV5/cHHwuK1tM1v5T/1xPNnl0jQcAYJ+xDGvLBJMnT5Y2bdqYHHc6U53msNNx/7Z8QzrlfTKk5iSDAADsQ6deWE+at6si9/31Z9m2dc/wMw2s1y3dKXeObyjVa6RG0r+dOwJy9/Wb5OMP9g5HqFUnS0Y82VL+cERkQ+0AAEi4NOu+HylNdD9+/HjzeOXKleYWLuDXRPgE/gAAJJkGzg+/0U7uvmKVrFq62zynAfZV56yTsc81kiYt7An3Em396kK55fKN8uP3BcHnWnWsInc+20qatiJRLgAgtUQzbj+dxvm/+eabZpy/0jx3Rx55pJm2Pjs7NdvWU3OvgMrIsaWQTo3WxlI8siI7lrTXvqwse13LsfBJVvT7Zct4bcvCbbJ4W/bJ41j4bVn9PbbrL/ZFlc3crDvKbOf+Qnu3vOKC8OdjUYFHVv+C8MHzr7vtGXGrZoXPoF8ly+NgWBQ7e1+Pr6nI8FfqyYRhS+SrWVvNcxpoX9pvvdz0ZDs54JDSWfFr+PdcIAgly5qeXaTYkl93R6B0Bv3vP98uDw79WbZt2fs6/3BcXRn80P7iq5kt60scms1F4bsYbiysbd2nLZas/l7vj+299TovxHJOeZ2P1sz9ltPC6/Pjt84IEMNnPhD9d43X95T1Oy6GTPa272TPurbXk47Z9WM4FkCllIYf84p64IEHzP0pp5wi//rXv6xd/FMBgT8AACVUq5kt1zzZWV57aKW8+/wa85wG3HddslQG3NZc2h60NziuapnOL5bAP9/Zu97li3fKC/etkeLCvb+eThnUXM4Z1lr8WZk9dhIAkN7SqQU/UosXLw523U/1oF8R+AMAUIYG1P2Ht5F2nbJlwu2rpKjQMYH3xLtXJ/VYZef4ZPC9raTnGS2Suh8AAFR2OTk5st9++0nTpk0lHaRg/2EAAFLDcWfXl9Evd5T96if/Ornug+6L7hMAAGnBifCWRrp16yZ5eXnmlg6S/0sGAIAUtv/BNeW+Nw6QF+5dLUsW7ShV5kvQrxRHSnfh79ijhgy8vYU0aEYSPwBAGkmzYD4S1113nXz00UfyxBNPyK233iqpjsAfAAAPGnAPe6Jduef3VXI/AADSThRZ/dPpQkG/fv3kzjvvNDf3QkC1atUkVRH4AwAAAAAQgT59+gSn8rv99ttlzJgxcuCBB1oT/WkywJkzZ0oyEPgD2Pds0zupLH9001V5lRdbpuTzWK9jm56ryGt6Lieqab9MuWXdviJ7RnfL7HcSKLCV2dcb2B3+/SnOtU+3uCsnfFf1bVnF9n+w/NFPo1UYCL/POwPh92m/rF3W9VbxJyar/+5A+Knx1G/F4VsUtlqm5NtcUHo6wnLl+TXClm3Lt0/nt2t3+ONYvNt+Xvgs55Tf43zMKojuM2Cb6s/rs+f1ubV95r2+L2xT9nl9T9m+46zfjV7rjeX7HEDllkYt+JGaNWtWqb937dolCxYssNbRwD9Z0iLwdxxH5s2bJ2+99ZbMmTNHvvvuO9m2bZvUqVNHevToIQMGDJALL7ww7IEsLCyU8ePHy0svvSQ//vijVKlSRbp37y5XX321nH322dZtL1u2TO655x55//33ZdOmTdKoUSM56aSTZOTIkdK2bVtr3ddee00ef/xx+eKLL6SgoEA6duwoF198sekGolkgw9m+fbvcf//9Mm3aNFm5cqXUrFlTDj/8cLnpppvkuOOOq+BRAwAAAAAkwqhRoySdpEXg/+GHH8qJJ54Y/Ltdu3Ym6F6+fLl88MEH5jZlyhQTaGtQX1J+fr788Y9/NBcMsrKypEuXLrJjxw6TiEFvt9xyiwmyQ9GLDRrkayBet25d6dq1q/z0008yceJEmTp1qsyYMUMOO+ywkHU1SH/ooYfM4/bt25suIDrX48033yxvv/22uZBQdl/V5s2bpXfv3vLDDz+Ycu0uohcc/vOf/8j06dPNhYShQ4fGeEQBAAAAILEiHuOfRkalWeDvT5cWfw30H330UdmwYYMJvj///HP55Zdf5MUXXzQBsgbGoQ6+BvYa9Gv9b775Rr788kvT6v/mm2+aemPHjjWBeFk7d+6Uc845xwT9l112maxdu9Zsc926dXLppZeaaRu0XLt0lPXGG2+YoF/Xr9vR7el2NfDX/Zg9e7aMGDEi5GsdNGiQCfp79uxpehssXLhQVq1aJc8884w5Dtdee63pQQAAAAAAKS2Dp/NLN2kR+GurugbDGvRqV/uSLrnkkmAmxWeffVYCJcaa6UWCp59+2jx+/vnnpVOnTqWyMA4fPtw8Hj16dLltTpgwwQT5HTp0kKeeekqqVt0ztlHvdZ3air969Wp57rnnytW96667ghcddDuuAw44ILi8TvugLfklLVq0yAxn8Pv98sorr0izZs3M8zqEYfDgwea1FhcXm8QRAAAAAJDSUjDwnz59uomv9NamTRupLNIi8K9du7Z1TPypp55q7rds2VIqmNYgWsfWa/B+/PHHl6t35ZVXmnttVddeBCVpV341cOBAyc0tnbBI/9ZWf/Xqq6+WKlu6dKlp3VcarIfK/qj7s3v3brN/JemY/pLLhNtfPVl1uAIAAAAApPJ0fpHcEh385+XlyZAhQ6QySosx/l50HL+r5NyJn376qbk/+uijQ9Zr3rx5MFeALqut+Epb1bVbv62u+/xnn31mltf8ASW3qevV9Yerq93/dVnt2l/R/dWeD3rRQV+vdvfv1auX5agASRZLBmlLRuyYsvo7geiyYZss3ZYZATyyWvsKLXUL7ddf/QXhX09Wrv1YBArDZ461TD8vWfaE8hLICb/e4mx79vYCf/iV58UwEDDg2LPkFhSH/+duR3H5fCuurVnhM+SrKv7wqeH9Hq/Hts+7A/Z/nm37/FtB+Iz/vxbYM/P/uit83bxd9roFOy0nzi77eeHfHf5YZFnO1T11LWWWrP5ZhU7Unz2fR13rZ97r+yIQ/feU9TsuFb+TAWS+FPsKuOWWW+Tnn3+WM888U/79739XuN7BBx8sDRs2lPfeey9u+5KIdaZ9i78XTeynunXrZnoHuJYsWWLuQ7Weu9xgX4cSuFasWGF6CtjquvW05V4z78e6zYrU1V4PrVq1ClkXAAAAABDanDlzzJDts846S84444yIDpM2un799ddxPbSJWGdGt/hrN313HP+tt95aqky7/qt69eqFre+Wbd26tVw9W92Sz4eqG+k2Y61bliYD1DwFFaHTIwIAAABAvGhfrkg78yVqlvv8/Hy5/PLLzTTpjz32mJkVrrJJ68Bfk/fpFZvCwkJzf8EFF4QcAlB2jH5J7pR6JbPzlxw6EK5uyan4QtWNdJux1i1LExPqRREAAAAAqMxd/e+++27TY1qD/nDDsb1oLjmdVj5dpW3g/9tvv5mkfjrVnU59N3ny5HLLuJn43W77oWhX/bK5Adx6bt2Sf5etF65upNt06+o0gtHULatp06Zm3EhFW/y9LiQAAAAAQLoF/tqlfty4cSZf2tChQ6Nej+Z10yHh6SotA//t27fLKaecYqa/69Kli0mIUHJsv6tu3brluu6X5Za5y5Z9rOXutHqh6oWrG+k23b818I+mbqgZANxZALzohRN6BwAAAACIGzdTf4R13IZJjVEqSmdTCxX7aLDuJlOfMGGCmTY9GpMmTZJE8GrMrdSBvwbGp512msmAv//++8uMGTOkfv36IZfV8k8++cRk0A/HncZPl3XpfI7a3V5b3rVuqMDfradd71u3bl1qmyrSbbp/r1mzJmxdHdKgPRxC1QWiZskC7QTCfzn6/B7ZpSUrhn1yossurYqLw5fZvuw9Mm3byn1F9rr+IieqMq/yLEvWcVVsyb6fZfn2D3hkUc/KCr9ex+Mf1IA//HmRL7lRZ8EvDNjPt11F4TPObysMnyG/enah/R9RXyAhWf2LHPtx3Gl5PTsKwx/H7bur2Nebnxtd1n6PzP3+XfbXk7UruhkoTN3wneTEbynz+vwk6nPr9X1h/S7y+p6yZf23fTcGkpSZ3zYLgSmOcpYWAKkjyq8P7Y0cScOkDnMO5cEHHzTrGT58uEkEH60BAwZIukurwF/HwGsGxtmzZ5vgfObMmdKkSZOwyx9xxBHm6oxmcAxFg2ydys9d1pWdnW2uMM2bN08+/vhjOeaYY8rV1efVoYceGpzKTx155JHmXter6w81hsSt6y5bcn8/+uijYHlZ8+fPDw496N69e9jXDQAAAADpSlvCO3fuXOHldZhzWUuXLpXRo0ebadZHjRollV3aTOenrd3nnHOOaeFv0aKFfPjhh+beRi8S6BR4+qZrQB0q873q0aNHuSn0zj33XHOvuQN02yVp8O129+jfv3+pso4dO0rXrl3N41BZ9XW/tUVfexT069cv5DbdZcLtr+Y20IyUAAAAAJDSLf6R3H6nQf+CBQsqfAvVzX/IkCGm4fipp56S6tWrS2WXFoG/js246KKLZPr06aaFXwNjvXLjpXHjxsGTQMd2aCZH19tvvy0PPPCAeRzqCpDW021pAO6eNErv9W/trq9DAHRaiLLc9Y0dO9Zsx6Xbd5fXxBINGzYsVU+T8fXt21cCgYCZocDtsuI4jrmI8NJLL5lxKSNHjqzgkQMAAACA5NBRb5Hc4kkvCPh8PtNNv0mTJqVu1113nVnm559/Dj43d+5cyWRp0dX/1VdflalTp5rH2s390ksvDbusTtGgLfguDe71Tddu+5oI8KCDDjLJAd1x9sOGDTM9A8qqUaOGTJs2TU4++WSZOHGivPHGG2b6hmXLlsnWrVtNi/trr70W8uqR9ky4/vrrZfz48aZVv3379mb5xYsXm4sYvXv3lvvuuy/k/uu2evXqZfZZL24ceOCBsnnzZnNS6omr66xotn4AAAAAqKxZ/bUBVaeAD0cbXN1y28xqmSAtAv+SU+fpFAq2aRR0mr+y40NmzZplAmZtMV+yZInpZn/sscfKNddcY4L0cDQA//LLL2XMmDHywQcfyFdffWVa6fVCwR133GGdx/GRRx6Ro446Sp544gkzhcTatWtNEH/xxRfLDTfcYIYghKLr16D//vvvNxcevv32W3MRQrv333zzzXL88cd7HC0AAAAASN+s/vHw66+/hi2bPHmyaUzWJO3pPEVfxgX+AwcONLdoaaCvmRz1FiltrdcTIxo6/r9sDoCKqFWrltx7773mBsTKmhXZZOcPn007JpbtOpZM6Ep7t4St65HJ2WfLhm7LTG3Lhu2ViTvLq274bNr+QvuIK3+BJdt5tv29zbaUO7bM/F4TMth22fLeqSJfVlRZ7lWBpby4yH4cdxeE/+due274TPe5WZZM6PrW+xOT1b/YMqOGKijOiuq1FljKzHZ3Z0eVtd8rc3/2Tvt7m50fXZnKsmT9z95tyczvldXfUu4vjP4z75XV31ru8T1l/Y6zlHl9r9pmE3A8Z0RxUu7fPQD7EB/HlJEWY/wBAAAAAEAGt/gDAAAAANIMLf4pgxZ/AAAAAEDc+SK87SsDBw40if8qy/h+ReAPAAAAAEhMi38ktzQya9asUknoUx1d/QEAAAAAcWVa8SMM5vdlq3+s+vTpY6aaP+KII8zMa3o7/PDDw87elmwE/kA68Mq47Euzzju2zNNe5YFY6lqOY8CevV0sWdSl2F7XZ8k475UdPCvbkn3fkvHflGeFPxYBy8txPGZ68Ei+78GSyb7Yfh4XF4WvW1TgUTfXkgXf8g90VrZHBnZ/+GPs8/i141gOpBOwH2TbLAYBy0wRToE9M79vd/i6Wfn2fbKVZ++yVpUsS3mWZ1Z/J7oyj6z+WZbPpndWf1tmfq/vmhi+p2zfcYn6XvX6Ps+0f28BRPB5iqIVP42+UqpXry47d+40Lf//+9//ZPTo0WYqeZ3SXS8K6IWAQw89VPz+1PidTuAPAAAAAEAEfv31V5k/f7589NFH8uGHH8q8efPMhYAZM2bIzJkzzTI1a9aU3r17B3sEHHzwwdZpqxOJwB8AAAAAEH9p1IIfqezsbNO6r7fbb79dCgoKZO7cueZCgAb+n332meTl5cl///tfeffdd02d/fbbT7Zs2SLJkBr9DgAAAAAAGUVHvUVyS2e5ubly3HHHyV133SVz5syRrVu3yptvvmnG/esMAnr77bffkrZ/tPgDAAAAAOIvzYP5SAUCAfn8889N13+9aQ+AXbv2JrKpXbu2JAuBPwAAAAAg7tK9Fb8ivvrqq2CgP3v2bNO9X1v33QSAJ554YjDZ3yGHHCLJQuAPIKrsxk7APlLI57dlRrZnFrfyyCDtWDJmW5OpeGVcLbKsN8ujrt9S12O7/qzw+5zllX3fsmrHtl3PnDOWBbz+gbecFr5i+4Z9lqz+gUKPY5FtyYKfE36niz2z+ktyJvKwZPX3WY6F33IMTfluy/nmMVWxLfu+V2b+bEt5dr79pLKVZ+0ORFWm/AXhy30FHjN5FBZHl/Hf47vGmvHflBdH9d2Y0Mz81n9HvGYTIMM+kNYyPKv/eeedZzL6//LLL8FAv0qVKnLMMccEA32d6k9zAaSC1NgLAAAAAADSxLRp00yjknbfHzx4sJxyyily5JFHStWqVSUVEfgDAAAAAOIu07v6O78n7HvyySflyy+/lBNOOMG09idz2r5wCPwBAAAAAPGXwYH/3Llzzbh+nb5PH7///vvmpgG/TtvndvnX20EHHZTs3SXwBwAAAAAkQAYH/kcccYS5jRgxQgoKCuTTTz8NJvmbP3++vPXWW+amFwIaNGhgxvxrj4ArrrgiKfuboLREAAAAAIDK3tU/klu6ys3NNS38o0ePNpn9t27dKu+9957ceuut8oc//EE2bdokr776qlx11VVJ20e6+gMAAAAA4ivDs/qHEwgEzHj/zz77zLT8L1myxLT6az4AN/t/MhD4A5WcbToln8d0cVHzmMLJ8Vmm0fJKlGIrt33ZBrym2CoKX+Y5nZ9l6jXLVH9e0/k5HofCUtV+nLxYDqPPY6dsszz6LYfYlBeGLwsU2LcbyPZFNZ2f4/XeWo9xDD9uPH4X+Cynjd86nZ99vf4CiX46v1jqWqbki2k6v/zwJ5x/t8dnzzJln226PsM2ZZ9tuj5TXhT995T1Oy767z/HVu41JV+CeE4FCAD70BdffBHs5v/xxx/L9u3bzfNuoK89Ag4//HDT3T9ZCPwBAAAAAHGll6F9EbZwp1YefDvN5K+B/qxZs0zX/pKBfnZ2tvTs2dME+prcr1evXlKtWjVJJgJ/AAAAAED8ZXDnnKuvvjrYhd/v90u3bt1MkK/Bvo73r1mzpqQSAn8AAAAAQNylc8I+LwceeKDJ0q+B/nHHHSd16tSRVEbgDwAAAACIvwwO/BcvXizphMAfAAAAABBf0UzRl8EXCpKNwB/IBI4l47LPv++3aYptmey9MlNHmZnfo9wpLk7MbAG2LNxe6/Z6eyyZ0v2x7LONY98pn+299XhrfUXh98nnlXHeluzcI2t8ICd8mWObOSErpkMVNc/jWBxtxv/oj7Et479X5v6sghgy8++2Hwxb5n5bXX+Bfb2+gvAHw+f1mS+0lHvUtWbYt3yHeX3HWb87Y/he9f63IPq6CZOs7QJAEhH4AwAAAADijxb8lEHgDwAAAACIu0xO7pduCPwBAAAAAPFH4J8yCPwBAAAAAHFHi3/qIPAHAAAAAMSXJgb1Sh4aqg4SgsAfQFTZmH3+KDPGV4Rlu45HunNfUtKoe2XXt2TBjyEzv2dW/wRdnbcdKl+xfZ/8lqz+tjIVKPBFlbXflFv+tbNl7rdNMJHUrP5OlFn9vWZOsGT99xfaTwxb5v6s3bHUtR8MW3Z+/+7wB8NvydqvfIWWWUAK7Nn1pag4ujJly8xf7HFi2Mot63VsMwkoW2b+BLLOCAAAiAiBPwAAAAAgrnxRdPVPYLNSpUfgDwAAAACIPzrupAwCfwAAAADAPh+6hn2HwB8AAAAAEP/W/khb/OkhkDAE/gAAAACAuGM6v9RB4A9kOscrPbh/n2/XCdi36fMHok6zbstObcug79gyaXvNYlDkkSo9huz7sSS58VumxPHZygKWNPem3FK32P7e+i3ltozyKpATfruBbF/0Wf0t761n1v4EfXwkEMPMCpb3xzOrf5ET9fuTZcn6b8u8b+raMvN71PVbMuz7LJn7bVn7Tfluy8Eq9DiQtu8Er+8Ly3eY1/eUta4tc7/X9FnW7/Po6yZMMrYJACmOwB8AAAAAEH9eFxaxzxD4AwAAAADijq7+qYPAHwAAAAAQfzT4pwwCfwAAAABAfDlRtPhzoSBhCPwBAAAAAPHHGP+UQeAPICpemZytWfBj4ZVB2h/lPz4e2bJtmd89X6lXJu4oeW7X9noD0c0GYLZbHD7rv6/YXjdgyxrvlZk/x5J9P8ujrqXcyXaiet9NeYJOc68WEuvMCpak8X6P98f2/vktWfu9ZwTwysxvmY2jyCv7viWrvyWDvs8yG4Bn5n6vzPy2z7wtu75X5n6v7xLbZ9f6fZCcJjbPGQEAAHFD4A8AAAAAiCu9Nh5pV/8EXU9HAmcgjrv169fLSy+9JNddd5306tVLqlevbubkPuSQQzzrFhYWyrhx46Rbt25So0YNqVevnvTp00def/11z7rLli2Tyy67TFq0aCFVqlSRli1byqBBg2T58uWedV977TU5/vjjpW7duma73bt3lwcffNDsj8327dtl5MiRcsABB0i1atWkYcOG0rdvX5k1a5bnNgEAAAAgJTgR3pAwadPi/8orr8gNN9wQcb38/Hz54x//KHPmzJGsrCzp0qWL7NixQz766CNzu+WWW+T+++8PWXfevHly0kknmUBcg/euXbvKTz/9JBMnTpSpU6fKjBkz5LDDDgtZ96abbpKHHnrIPG7fvr0J/BcvXiw333yzvP322/L++++bCwllbd68WXr37i0//PCDKT/wwANl06ZN8p///EemT58ujz/+uAwdOjTi4wAAAAAA+xLT+aWOtGnxr127tpx44oly6623yrRp0+Rvf/tbheppYK9Bf9u2beWbb76RL7/8Un788Ud58803TWA9duxYE4iXtXPnTjnnnHNM0K8t/mvXrpXPP/9c1q1bJ5deeqnk5eWZ8l27dpWr+8Ybb5igX9ev29Ht6XY18Nf9mD17towYMSLk/mpvAg36e/bsaXobLFy4UFatWiXPPPOMOI4j1157rXzxxRdRHEEAAAAA2Ee0BV9zeURyo9U/YdIm8Nfg+4MPPpD77rvPBNxNmzb1rLNhwwZ5+umnzePnn39eOnXqFCzr16+fDB8+3DwePXp0uboTJkwwQX6HDh3kqaeekqpVq5rn9V7Xqa34q1evlueee65c3bvuuit40UG349Ku++7yTzzxhGnJL2nRokXy1ltvid/vNz0cmjVrZp7XIQ2DBw+WSy65RIqLi2XMmDEVPGoAAAAAUDlpw+ncuXNN47H2qq5fv77k5OSYodTas/vll182y1QGadPVPxoaRBcUFJjgXcfal3XllVeaIFpb1bULvwbzLu3KrwYOHCi5ubml6unf2uqv4/BfffVVueaaa4JlS5cuNa37SoP1sjS3gO6P9gLQ/dMWfpf2ZCi5TKj9/cc//mG6/OtwBR0+AMTMsWSY9vn3/TZNcfjt+vz2umKp64gl+3dW+Ez1RnH47TopmqjGF2VWf2s9kwU/EFXGf1NeFP798WfZz7dAjj/qrP6OZdW2urZ6hi9B767XzAqB6DLz2+p51fXKzO+zfEY86xbaMvN77LStrjUzv0eGfFvm/uLo61qz9pt1W16v12fTOpuAE8N3cvR1EyZZ2wUQmSTH1B9++KHpNe5q166d6YGt+dq0UVlvU6ZMMbnZQg3DziRp0+IfjU8//dTcH3300SHLmzdvbt74kssqbVXXbv22uu7zn332mVm+7DZ1vbp+W92S26zI/mo+Ab3ooHkL6O4PAAAAINXH+Edyizdtzde47NFHHzW9wbWxV+O8X375RV588UUT7GsutVGjRkmmy+gW/yVLlpj7UK3nLm3l1ys+Oq7etWLFCtNTwFbX7R2we/duWblypbl6FMk2VcltVqSudktp1aqV6S2gdXV2g3A0J4AOV6iI7777rkLLAQAAAECFJbkbvTacatyUk5NTrkyHUf/8889y++23y7PPPmtyyOmQ60yV0YH/li1bzL1O3xeOW7Z169Zy9Wx1Sz4fqm6k24y1blman0CHMAAAAADAPhdNK74T/wTxNqeeeqoJ/DUO0/xrjRs3lkyV0YG/dolXZcfol+SO5SiZnd+tZ6tbcgxIqLqRbjPWumVp8sODDz5YKtri77U+AAAAAIhIiufNyy8R91WrVk0yWUYH/m4mfrfbfijaVb/sG+3Wc+uW/LtsvXB1I92mW1enEYymbqhEgHqrCJ06kN4BAAAAAFKBNkxqjFJRmlS9orFPSZrYT3Xr1s2zd0C6y+jAv27duuW67pfllrnLln2s5e60eqHqhasb6TbdvzXwj6YukGpsWaB9fl/U2ZptGf/3rDsQXcZ/j3TnvgRd7PYlctyc5TjaM/57ZMsutrwHlqzwKsuS1d/Jtr+3/gJf1HUdyzlnK/NKgeskKKu/18wK1lkZbJ89W3Z2jwz6sdQVj8z8PksWfM+s/rbs/EUxZPW3fQ5s6/XKrm/L2m/Kw9d1vD6bUWbft2bt96jrxXPdADKY4/3vWYg6SnsjR9IwqcOcI7Vw4cLg1O863V+my+jAf//995dPPvnEJMMLRzM7usu62rRpY7rba8u71g0V+Lv1tOt969atS21TRbpN9+81a9aErVtYWCirVq0KWRcAAAAAUkqU1w21d3Pnzp0rvLwOc47Ehg0b5KyzzjLxld5fcMEFkukyOvA/4ogjZNKkSTJnzpyQ5Rpka0Z/d1lXdna26Voyb948+fjjj+WYY44pV1efV4ceeqhklZj/+8gjjzT3ul5df6gp/dy67rIl9/ejjz4Klpc1f/784NCD7t27V+gYAAAAAMC+tmeKvsha/N1kgBr0L1iwICH79dtvv5mkftqgqjHf5MmTpTLI3PkKROSMM84wUzcsXbrUBNShprxTPXr0KDeF3rnnnmvu9UTQK0ElafCtFxRU//79S5V17NhRunbtah6Hmk7vww8/NC362qOgX79+IbfpLhNuf/VErVmzZoWOAQAAAAAkhRPhLcG2b98up5xyiixatEi6dOki7733XsaP7a8Ugb9Ox+AmeRg0aJCZw9H19ttvywMPPGAejxo1qlxdrdekSRMTgA8ZMiSY8VHv9W/trq9DAC6//PJydd31jR071mzHpdt3lx86dKg0bNiwVD3Nwt+3b18JBAKmu4k7VsVxHHMR4aWXXjJzS44cOTIuxwcAAAAAEkZb/CO5JdDOnTvltNNOk08//dQMm54xY4bUr19fKou06er/888/m5b5stntv/zyS2nQoEHw+eHDh5ubS4N77Sai3fb1qs5BBx1krvS44+yHDRtmegaUVaNGDZk2bZqcfPLJMnHiRHnjjTekXbt2smzZMtm6datpcX/ttdekevXq5eqec845cv3118v48eNNq3779u3N8osXL5bi4mLp3bu33HfffSFfp26rV69eZp/btm0rBx54oGzevNm8fp/PZ9ZZ0Wn6AAAAAKCyy8/PNzHf7NmzTT63mTNnmkbeyiRtWvw1YP7ll1+CNw3eVVFRUann9UpO2cQQs2bNMq3vGkQvWbLEBNLHHnusCewffPDBsNvUAFwvLAwYMMCs56uvvjL3AwcONM+XzAtQ1iOPPCKvvvqq2Y5uT7er29f90K78oaYIVNoLQIP+ESNGmKSB3377rezYscN079cT9Jprron6GAIAAADAvh3nX/FbIuiw7XPOOce08Ldo0cLEYnpf2fgc7UeOSk2TWuh0FrWkjhzuOzHZu4N04UvcdUPrdH8xbDem9WaFL/f5vepmRbVes25b3Vi2m21br6XMq66tTHv8Zfmi21+vuh7HwlrXMiWf53R9iZnNz3OcozVZkqXM5zHdom0KO8+6lmnoPOtap+TzmnYvyrrFXuu1TH/nVdc2ZZ9HXeuUfV5TAcYyZV8y1hvDdoFM93/ODMmTX01P30QluUt4bFGzmRzWY2hEdecvelLytq+N2+vWxuM///nPMnXqVNPCry3+mpOtMkqbrv4AAAAAgDShrfiRXr+L87VE7YGtQb/SHteXXnqphPPYY4+VGlqeaQj8AQAAAADxl+TO5W5eOLVixQpzs03zl8nSZow/AAAAACCNJHk6P83NpiPbnQrcjjvuOMlkBP4AAAAAAGQwuvoDAAAAAOLMsSejDVMHiUHgDyAx2ZYTlfU/hu3ask/7/B7rLY7+n6hYEr9b99kjC751XJ2tzOtY2LKoB+z/rFhnQMjy2K6trsfpZt1uLFn9bbw+AjEkLI82q78tU73XPvm86toyznvVLSqKbr1e67Zl0PdYrzVzv9cPWUtda9Z+r/3y+P6LOsN+srLnk7UfyGym+36E30vE/QlD4A8AAAAAiD9m5UwZBP4AAAAAgLiLvKs/EoXAHwAAAAAQfwT+KYOs/gAAAAAAZDBa/AEAAAAA8UVyv5RC4A8g5diz7/uizxIdZcb/PVVtmcM9dsnSzc0zZ7wt47xXXcuxsI65s2XAVwF/9BnYs2yZ+e2zFFjfe6/s+9YZAXwJeX+S1jXSdi57ZZS3zgjgRD/bQyyZ+T1nIghEl5nf6/XEkNU/pu1aPrdRZ+33WK93VcboAogSyf1SBoE/AAAAACCufOJEnNxP6yAxCPwBAAAAAPFHcr+UQeAPAAAAAIgvxvinFLL6AwAAAACQwWjxBwAAAADEH139UwaBP4DEiDK7vvdqvbLv+xKyT/aZBryyjltmE/CaEsCSNd4zYU5WVnTH0WPmBJ9lvZ5Z7gO2utEfC++s/lHWjeFcTSjbuRxLZn5bXa/zzVZuy3LvUdeaId/rNcWwT45tNgGvY2HdJ/v3RTIy9yc0a38MswkAyAB8BaQMAn8AAAAAQNxFmtUfiUPgDwAAAACILw36Iw38uVCQMAT+AAAAAID4S+RQIkQkRQcvAgAAAACAeKDFHwAAAAAQf3TdTxkE/gD2Pa8szwnK+h91xn+PffKeaSAQVcZ/wx9l1nHdrrXQdiyin+HAc0aA4kDUdWPL6u+Pvm60vNabqB9D1qz+gcRl9becF47X5yvazPymbnTZ970+P7HNjhBIqaz9MW/XvuLErBdAZiDwTxkE/gAAAACA+NLrjREn9+NNSBQCfwAAAABAnDlRJPcj8k8UAn8AAAAAQPwxHChlkNUfAAAAAIAMRos/AAAAACD+SO6XMgj8AaRXt7BkZPz32ifP7fqjy/iviiXqY+HY/rG1ZJz3ef0jHcuMABKIITO/ZZ89zwvLgfR6720SNSNALD+UYsjebs2+75nJPpZ9ji4zvymOtm4MmfljyqCfwG6vZO4HkFKcKP5NYoh/whD4AwAAAADizIniojCRf6IQ+AMAAAAA4o+u/imDwB8AAAAAEH8E/imDrP4AAAAAAGQwWvwBAAAAAAlI7hdhQlOG+CcMgT8AAAAAIM5I7pdKCPwBpBevqbCinO4vlmmwYpkK0DbVn/d2PY6Fdd1OdNMAmg1bXm9xscc++6OfGs+yase23mRNyZcsiZpWL4btOglarxHtZ9fjuySmqfESNRVgoiRwikEAlRxj/FMGgT8AAAAAIAFd/SO8mElX/4Qh8AcAAAAAxJ1Dj6KUQVZ/AAAAAAAyGC3+AAAAAIA4c6LIw0Jf/0Qh8AcAAAAAxB/J/VIGgT+AzGIbSxZlxn/vTTrRZ/2PKfu31+spjm6fPNdreb0eMxw4tqz/MWTX9yXrh0WiZgRI0utJaPZ9mwRl0E9WZn77apN0rjLOFsA+/96JYrYYGvwThjH+Keyjjz6Svn37SsOGDaVatWpywAEHyB133CE7duxI9q4BAAAAgPdF4UhuSBgC/xT12GOPyQknnCD/+c9/pGrVqtK5c2dZsWKF3HPPPXLooYfKli1bkr2LAAAAABCSo/8FApHdaPJPGAL/FLRgwQK5/vrrzeNnnnlGVq1aJQsXLpRly5ZJz5495bvvvpMrrrgi2bsJAAAAAEgDBP4paMyYMRIIBOSSSy6RwYMHi+/3MaTNmjWTKVOmiN/vl9dff12++uqrZO8qAAAAAJTnRNHVn97+CUPgn2K2b98u7777rnmsQX9ZHTt2lD59+pjHU6dO3ef7BwAAAAAVoglNI7khYcjqn2IWLVoku3fvlipVqshhhx0Wcpmjjz5aZsyYIZ9++uk+3z8grcWS1TqGGQFiyeId04wAln2271Nx9PtUHMtxjP44OWT1j49E/eiKafaKSrRP3htOznYBICpOFN9bBP+JQuCfYpYsWWLuW7VqJTk5OSGXad++vbn/4Ycf9um+AQAAAEDF4/4IA3ni/oQh8E8xbrb+evXqhV3GLdu6dWvYZTQp4IQJEyq0TU0WCAAAAABxRU+llEHgn2Ly8/PNfW5ubthldBiA2rVrV9hl1q1bZ2YCAAAAAABUbgT+KaZq1armvqCgIOwymgNAVatWLewyTZs2lYMPPrjCLf62iwgAAAAAkDY5UVAOgX+KqVu3bqku/6G4Ze6yoVx55ZXmVhE6dEAD/x2SJ//nzIh4n4FKwbEktEukVMzlFdOhSNJxTJREvZyM+50UwwvKuGMRCw4GUFno73K1fPlySVc7ZJv8X+D9qF434o/AP8Xsv//+5n7VqlVSWFgYMsHfTz/9VGrZeA0vCEix5MmvcVkngAxG7MGxAADsE+7v9HREbJFaCPxTjHbP1/H92p1//vz50qtXr3LLfPzxx+b+yCOPjMs2GzVqJBs3bjTDDNq2bRvs+q9DCTp37hyXbaBy45wC5xNSGd9R4JxCqtGWfg369Xd6ujnggANSYh0ozeckbfJjhNOvXz95++235S9/+Yu88MILpcqWLl1qPgiBQEC++OIL6datW9wPZM+ePU1iQL0IsWDBAt4ocE4hpfAdBc4ppDq+pwCkGn+ydwDl3XHHHeLz+eQf//iHmZLPvTajmfr//Oc/m6D/zDPPTEjQDwAAAADILAT+KejQQw+Vhx9+2DzWBH2tW7c2re/aDV9b4Dt16iTPPvtssncTAAAAAJAGCPxT1PXXXy8ffPCBnHrqqbJjxw759ttvzQWAESNGyOeffy4NGjRI9i4CAAAAANIAyf1S2AknnGBuAAAAAABEixZ/AAAAAAAyGIE/AAAAAAAZjMAfAAAAAIAMRuAPAAAAAEAGI/AHAAAAACCDEfgDAAAAAJDBmM4P5QwePFjWrVsnTZs25eggLjinEE+cT4g3zilwTgHIdD7HcZxk7wQAAAAAAEgMuvoDAAAAAJDBCPwBAAAAAMhgBP4AAAAAAGQwAn8AAAAAADIYgT+CPvroI+nbt680bNhQqlWrJgcccIDccccdsmPHDo5SmtLcnXPnzpVbb71VevfuLfXr15ecnBzzHp900kny8ssvm2XCKSwslHHjxkm3bt2kRo0aUq9ePenTp4+8/vrrnttetmyZXHbZZdKiRQupUqWKtGzZUgYNGiTLly/3rPvaa6/J8ccfL3Xr1jXb7d69uzz44INmf2y2b98uI0eONOeunsP6OvWcnjVrluc2Eb3p06eLz+cztzZt2oRdjvMJFTmXzj77bGnWrJn53mjcuLH06tXLfK6Lioo4p1BhW7Zskdtvv938+1GzZk3Jzc2V5s2byznnnGN+7/A9BaDS0az+wN///nfH5/NpBOi0aNHC6dGjh1OlShXzd+fOnZ1ffvmFg5SGZsyYYd5D99auXTunZ8+eTr169YLPnXbaaU5+fn65urt27XJ69+5tlsnKynL+8Ic/OO3btw/Wu+WWW8Jud+7cuU7NmjXNcnXr1jXbrFOnjvm7Vq1azv/93/+FrTts2LDgNnR7ul3dvv59zDHHhNxXtWnTJqdTp05mOT139RzWc1n/1nP7iSeeiPIowmbbtm1Oy5Ytg+9Z69atQy7H+QSbwsJC5+KLLw6eR/rZPfTQQ813Vm5urnkuLy+PcwoVsmTJEqdZs2bmvPH7/eY80n8TateuHTzHxowZw/cUgEqFwB/O559/bv5h1ODomWeecQKBgDkqa9asMQGb/gN59tlnc6TS0AcffOC0bdvWefTRR50NGzaUKnvxxReDF3dCBfHXXnutKdP633//ffD5N998M1jvrbfeKldvx44dTtOmTU35ZZddZgI+pfeXXnpp8Ef9zp07y9V9/fXXg4G7bsf13Xffmf3QshtvvDHka+3Xr58p13NWz12l57Ke0+7Fi0WLFkV0/ODtqquuMsf3zDPPtAb+nE+wufzyy835061bN2f+/PnlvlP0+6CgoIBzChXSp08fcz517NjRWbx4cfD53bt3O3fccUfwgvAXX3zBOQWg0iDwh3PGGWeYfwT/8pe/hLxqrhcFtPzLL7/kaKWZ3377rdyP5ZLuvfde895qD4Di4uLg8+vXrw+2sn344Yfl6rk/nA4++OByZY888ogp69Chg/mRVZL+7fYa0F4mZemPfi278847y5XNnDkzeFFg48aNpcoWLlwYbNlZunRpubqXXHIJF7AS4OOPPzY/ns866yxn0qRJYQN/zifY6HeMnjvaQlvR3mWcU7D1QnJ7MJa8gFxS9+7dTfl9993HOQWg0iDwr+S066TbejtnzpyQy5x44ommfOTIkft8/5BYbsCsN/0h7ZowYUIweA9l9erVwXo//vhjqbKjjjrKPH/PPfeErKvPa7kOIyh7kcldp64/FN0fLX/uuedKPT9ixAjzvJ6roei5reVVq1Z1tm/fHuZoIBLag0OHVujQDX2/bIE/5xNs+vbta84dvWhYUZxTCEeHfbn/lnz99dchl9FejFp+9913c04BqDRI7lfJLVq0SHbv3m2SKB122GEhlzn66KPN/aeffrqP9w6Jlp+fH3ysyfBc7nvtvvdlaYKktm3bllpWFRcXy+eff26t6z7/2WefmeXLblPXq+uP5Fz02l89tzWxk77eL774IuQyiMzdd98tP/zwg/ztb38L+35V9P3hfKq89DP53nvvmcdnnHGG+V4YOnSo/PGPf5R+/fqZ82z16tXl6nFOIZwGDRqYZLLqk08+CXnOuf9OHX744ZxTACoNAv9KbsmSJea+VatWJtt7KO3btzf3+iMfmWXKlCnmXrP2165du9x50aFDh7B1Q50XK1askIKCAmtdt55ecFq5cmXM26xIXT239RwPVReR04snOtuDXlDRIM0L5xPC+fLLL81sDzp7x7Rp0+SII46Qp556SmbMmCFvv/22jBo1Svbff3+ZOnUq5xQq7IEHHjCzjAwfPlyeffZZWb9+vezcuVMWLFhgZo1YtWqVye6vs9vwPQWgsiDwr+R0uhul07SF45Zt3bp1n+0XEm/hwoXy9NNPm8c63V88zgu3nq1uyedD1Y3mXOQ83ne0l4ZOy6gmTJggfr/3PyOcTwhn3bp1wQuBGqQdddRRJjjTv/WCUf/+/WXXrl1y8cUXm4sEnFOoiAsuuMBcOOrUqZMMHjxYmjZtai4uHXLIIaZXyeOPPy6vvvoq31MAKhUC/0rO7eqt3aDD0WEASn98ITNs2LBBzjrrLNPSpvf6Iyke50XJoQPh6rr1wtWN5lzkPN53HnzwQXPR6MYbbzQ9RSqC8wnhbN++3dwXFRWZLtrTp0+Xgw8+2HwPdOzYUV555RUzD7v2JLr33ns5p1BhP/30k7noqC3/2uNLv69q1qwpmzdvNhct/+///o/vKQCVCoF/JVe1alVz73bPDkVbXsqOAUf6+u233+TUU081XR179uwpkydPjtt54daz1XXrhasbzbnIebxvLF26VEaPHm3yMGgX7IrifILXuaG0ZbZWrVqlyrVHyQ033GAeay6AQCDAOQVPf/3rX+W6664zgb72FNFhZTpESS8E3HffffLVV19Jnz59zEVMvqcAVBYE/pVc3bp1y3XRLsstc5dFereunXLKKSapY5cuXcwP6ZJj+2M9L0o+Dle35POh6kZzLnIe7xtDhgwxrfc6Brt69eoVrsf5BK9zQ3Xu3DnkMu7z27ZtK/cdwHcUytKgXr+jsrOz5bXXXpOuXbuWyveiQ9sGDBhgvstGjhzJ9xSASoPAv5LTpElKW3+123e47nIll0V60sRGp512msmGre+lJs+qX79+yGXd9/rHH38Mu75Q50WbNm2CXfXD1XXrabf91q1bx7zNitTVc1vP8VB1UXE69lq7zeqP5iZNmpS6aeua+vnnn4PPzZ07N6b3lvMp8x1wwAEhW/9LKvm8OxMI5xTCmTNnjk5VbYaKuAlhy/rTn/5k7ufPnx98jnMKQKYj8K/k3LGU2oW65D+AJX388cfm/sgjj9zHe4d40ZYNnSpr9uzZJpiaOXOmCczC0cza7g+oUNasWSPLly8vtazSFhYdPlDyvCnLff7QQw+VrKys4PPu+aXr1fVHci66+xBum3pu6xACDSB0vDCipz+oNUdE2Zu2xirtiu0+5w7b4HxCODqVo3sB0L34Y7tY6F6s5JxCOHl5eeZeL1LavsfK5qXhnAKQ8RxUeqeffrr+C+j85S9/KXcslixZ4vj9flP+xRdfVPpjlY4KCgqcP/3pT+Y9bNGihbNs2TLPOuvXr3dycnJMnQ8//LBc+R133GHKevToUa7soYceMmUdOnQw2y5p9+7dTvv27U35o48+Wq5u165dTdmdd95ZrmzmzJmmLDc319m4cWOpsgULFpgyPVeXLl1aru4ll1xiys866yzP147oTJo0yRzj1q1blyvjfILN8OHDzbnTuXNnp7i4OOy/USeddBLnFDy9/vrr5nzJzs52fvrpp5DLDBw40Cxz8MEHc04BqDQI/OHMnz/f8fl85vbMM884gUDAHJW1a9c6PXv2NP84nnnmmRypNFRUVOT079/fvIdNmjQxF3Iq6uqrrzb12rZt63z//ffB59966y2nSpUqpuzf//53uXrbt28329Lyyy67zNm1a5d5Xu8vvfRS83yzZs2cHTt2lKs7bdo0U67r1+24dPu6H1p2/fXXh9zfvn37mnI9Z/XcVXou6zmt57ZeFNALBNj3gb/ifEI4eiFvv/32M+fPtddeay4Qup/f8ePHm+f1M/zRRx9xTsGT/tvSuHHj4MXpxYsXB8v0YvQDDzxgykJdgOZ7CkAmI/CH8cgjj5gfVvoPYcuWLc0/lm5w16lTJ2fTpk0cqTT0z3/+M/gDp02bNk6vXr3C3hYuXFiq7s6dO50jjzzS1M3KynK6desWbK3X27Bhw8Jud86cOU6NGjXMcnXr1jXBuN7r3zVr1nTmzZsXtq4G9u42dHu6Xd2+/t27d+/ghYRQwUPHjh2DFw70HNZz2Q0a/v73v8dwJBFr4M/5BJsPPvjAqVatWvA747DDDgteQNTP77hx4zinUGHaQ0z/rXHPH/1e6t69u1OrVq3gvy9nn322uTjO9xSAyoLAH0EzZsxwTj31VKdevXomcNp///2dESNGOHl5eRylNA/GKnIr25qmtOVt7Nixpgu+/ijXVrljjz3WtMx7+fHHH50BAwaY1n0dNqD32r0yXNfLkl599VWzHd2eble3r/tRduhAWdu2bTPnrJ67eg7ruazndKjhCti3gb/ifIKN9kjS7wgdkqTfGQ0aNHD69evnzJo1i3MKEVuxYoW5kNylSxenevXqput/o0aNnFNOOcWZMmUK5xSASsen/0t2ngEAAAAAAJAYZPUHAAAAACCDEfgDAAAAAJDBCPwBAAAAAMhgBP4AAAAAAGQwAn8AAAAAADIYgT8AAAAAABmMwB8AAAAAgAxG4A8AAAAAQAYj8AcAAAAAIIMR+AMAAAAAkMEI/AEAAAAAyGAE/gAAAAAAZDACfwAAAAAAMhiBPwAAAAAAGYzAHwCANDR27Fjx+XySm5sr8+fPD7nM9OnTxe/3m+X++c9/7vN9BAAAqcHnOI6T7J0AAACR0X++TzrpJJkxY4a0a9dOvvjiC6lVq1awfN26ddKtWzfZtGmT/OUvf5EXXniBQwwAQCVF4A8AQJpav369Ce43btwoF154obz88svlLgp06NBBFi1aJDVr1kz27gIAgCShqz8AAGmqSZMmMnny5GBXfrdVX4cBaNCfk5MjU6ZMIegHAKCSo8UfAIA0N2zYMHn44YdNgP/UU0/JZZddJoWFhTJu3Di56aabkr17AAAgyQj8AQBIcwUFBXLUUUfJggULgs9pV/93333X9AYAAACVG4E/AAAZYPHixdK1a1fzeL/99pPvv//eDAUAAABgjD8AABlgwoQJwcfbtm0zWf4BAAAULf4AAKS5d955R04//XTz+A9/+IN89dVX0qhRI3PfuHHjZO8eAABIMlr8AQBIY+vWrZNLL73UPNb72bNnS5s2bcwUfwMGDDBT+wEAgMqNwB8AgDQVCATkkksukc2bN0vHjh3lscceM+P7dWq/7Oxsee+990y2fwAAULkR+AMAkKYeeOABmTlzpuTk5MiUKVOkRo0a5vkjjzxSRo0aZR6PGDFCFi5cmOQ9BQAAycQYfwAA0tD8+fOld+/eUlhYKOPGjZObbrqpXG+AE044QWbNmiX777+/Cf7dCwMAAKByIfAHACDN5OXlSffu3WXZsmXyxz/+0XTp9/l85ZZbvXq1dOvWTbZs2SIDBw6USZMmJWV/AQBAchH4AwAAAACQwRjjDwAAAABABiPwBwAAAAAggxH4AwAAAACQwQj8AQAAAADIYAT+AAAAAABkMAJ/AAAAAAAyGIE/AAAAAAAZjMAfAAAAAIAMRuAPAAAAAEAGI/AHAAAAACCDEfgDAAAAAJDBCPwBAAAAAMhgBP4AAAAAAGQwAn8AAAAAADIYgT8AAAAAABmMwB8AAAAAgAxG4A8AAAAAQAYj8AcAAAAAIIMR+AMAAAAAkMEI/AEAAAAAyGAE/gAAAAAAZDACfwAAAAAAMhiBPwAAAAAAGYzAHwAAAACADEbgDwAAAABABiPwBwAAAAAggxH4AwAAAACQwQj8AQAAAADIYAT+AAAAAABkMAJ/AAAAAAAyGIE/AAAAAAAZjMAfAAAAAIAMRuAPAAAAAEAGI/AHAAAAACCDEfgDAAAAAJDBCPwBAAAAAMhgBP4AAAAAAGQwAn8AAAAAADIYgT8AAAAAABmMwB8AAAAAgAxG4A8AAAAAQAYj8AcAAAAAIIMR+AMAAAAAkMEI/AEAAAAAyGAE/gAAAAAAZDACfwAAAAAAMhiBPwAAAAAAGYzAHwAAAACADEbgDwAAAABABiPwBwAAAAAggxH4AwAAAACQwQj8AQAAAADIYAT+AAAAAABkMAJ/AAAAAAAyGIE/AAAAAAAZjMAfAAAAAIAMRuAPAAAAAEAGI/AHAAAAACCDEfgDAAAAAJDBCPwBAAAAAMhgBP4AAAAAAGQwAn8AwD7Vpk0b8fl8Mnny5LQ88qtWrZJLL71UWrVqJbm5uea11KlTJ9m7BQAAEBaBPwAgLjSQHz16tMyaNStjj+hvv/0mvXr1Mq/1559/lurVq0vjxo3NDelpyJAh5uKN3vSilJeffvpJrrzySmnbtq1UrVpVGjVqJCeffLK89tpr+2R/AQCIRnZUtQAAKEOD4f/973/m8XHHHRf2+LRv394ETPvtt1/aHcMpU6bI6tWrpW7dujJ37lw54IADkr1LiIFepJowYUKFl58+fbr0799fdu7caf6uXbu2/PLLL/L++++bm/YEef75581FBAAAUgkt/gCAfWrmzJny/fffy1lnnZV2R/7rr78293369CHoT3MavF9++eWSnZ0thxxyiOfyy5cvl/POO8/U014fP/zwg+kBorc777zTLDNp0iQZN27cPth7AAAiQ+APAEAFuS29NWvW5JiluR+vM/cAAHdqSURBVNtvv9102x8+fLh06dLFc3kN7nfs2CFNmjSRd955R/bff//guXDXXXfJ4MGDzd/33nuvbN26NeH7DwBAJAj8AQAxd/HXrs1uN38Ngtwx0+5txYoVFUru5y6vXbC1C/WNN95ohgZUq1ZNWrduLVdffbVs2rQpuPzKlSvlqquuCo631oR7w4YNk7y8POs+ayutBmiHH3646bZfpUoVadmypfz5z3+WTz/9tNzyOnSh5D6/8MILpV6f+7zut/ucWrRokVx00UXSokULycnJKTUEYuPGjTJx4kQ5++yzpXPnzmbog77ODh06mJbob775Juz+Dxw40GxD79334MgjjzTrqFevnpx44okye/bs4PJFRUXy2GOPSc+ePU33dF3uT3/6kyxcuFC8/Pvf/5YzzzxTmjVrZpIZ6vE65phj5Omnn5bCwkJJR/oe//3vfzfB+8iRIz2X14DfHcOv51uoZI633Xabud+2bZs5ZgAApBQHAIAYvPLKK07jxo2dnJwcR/9ZqVGjhvm75G3VqlXB5Vu3bm2WmzRpUrl16fN6e+GFF5wWLVoE15ebmxss69y5s7N161Zn/vz5ToMGDcxztWvXdrKzs4PL9OrVyykqKgq5v59++qnZJ3fZrKwsp1atWsG/fT6f87e//a1UnbPOOsvUqVq1qllG70u+Pj0G6qOPPgquZ9q0acFjovundY499tjgOgcMGBBcNtRrqFKlillHKG5dvXcfa92Sr0P/fvvtt538/HznpJNOMs/pcdTj6S5TvXp15/PPPw+5jby8PKdv377l9lGPj/v3kUce6WzZssVJJ3o89BzS16Hvl3KPoZ6bobz77rvB16znXTi6Xl3mggsuSNj+AwAQDQJ/AEBcaFCrQc+oUaOsy1Uk8K9Tp47TvXt3E6SrgoICZ8qUKSZQ1fKrr77arKdPnz7O4sWLzTK7du1yHnvsMRPI6zLPPvtsufUvX77crFvLzz33XGfBggVOYWGhKduwYYNzxx13BIPvN954wxpwh1Iy8K9Zs6bzpz/9yfnuu++C5UuWLAk+Hj16tDNy5Ehn0aJFzvbt281zxcXF5vVcdNFFwYsea9asCbsf+lqqVavmPPPMM87OnTtN2ffff+/07NnTlLdp08Ycq3r16jmvvvqqOY6BQMAE++3btw9eJAnlzDPPNOUdOnRw/vnPfzrbtm0LHuc333zTadeunSnX5dLJiBEjzH5ffvnlwee8Av8HH3ww+L7u2LEj7Lr79+9vlunatWtC9h0AgGgR+AMAUi7w11b0zZs3lyvXwNxdpkuXLqb1tqxLLrnElJ9wwgnlyjTY1zJdJpyHH37YLNOtW7eYAv/DDjssbK+DijjttNPMesaMGRN2P/T20ksvlSv/6aefSrXMf/zxx+WWmTlzZrD8559/LlX2zjvvmOebNGnirF69OuT+aR2394BevIiEvvclexJEenNb6iO1cOFCc2FHz6+SPRW8Av8bb7zRlNetW9e6/uuvv94sV79+/aj2DwCARGGMPwAg5VxxxRVSv379cs/rfOkuHf+vY/PDLfPVV1+Ven7Lli3y+uuvm8e33npr2G3/5S9/MfdffvmlbNiwIerXcPPNN0tWVlbU9U877TRzP2fOnLDLaE6DCy+8sNzz7dq1M7kR1NFHHy29e/cut8yxxx4bPH5lj9Vzzz1n7i+55BJp3rx5yG1r3oLjjz/ePH7vvfcieGVichk0btw46pvmGoiU5jm47LLLzL2O79dcBRXl5oyoXr26dTm33CvHBAAA+1r2Pt8iAAAeDjvssJDPa9DnOvTQQ63LlM2sPm/ePAkEAsHp+CpCkweW3GYkdMo3L3px4ZlnnjHBvSZA3L59u/bEK7XM6tWrw9bXaejCzRmv+/3jjz+GPU56UaJBgwayZs2acsfKvdigc9y/+OKL1iSJ7nGKxPnnn29u+9L9998vX3zxhfTt29dMywcAQGVC4A8ASDm1atUK+bzOuV7RZbRlt6S1a9cGH1e0Jd+dvi8ajRo1spY//vjjct111wUvRmgAr9n23Vb4Xbt2mQzxmlE+nHDHoORxqMgyJbPz6+PNmzebx+489Yk8TvvCt99+K2PGjDFT7z355JMR13ePodfrdMttxxwAgGSgqz8AoFIoLi4OdjP/PceN563k9HuRsnXz/+677+T66683QX///v1l/vz5kp+fb1re169fb24PP/ywWbZsD4B9dZzUK6+8UqHjFGpqxlTy17/+VQoKCuT22283Xfy1Z0XJm3uRSF+L+1zJiyE6laHS98cW/GvviZLLAwCQKgj8AQCVQpMmTYIt6doFPpmmTZtmAuzOnTub4Fq745cdt67BfzJUrVrV9DxQX3/9dUK28a9//cu8H9He5s6dG9H2li9fbu5vu+020xpf9vbyyy+b8lWrVgWfe+KJJ4L1DzrooODjb775Jux2Fi9ebO67dOkS8TEBACCRCPwBAPH5B8XvT0oLdUUdddRRwfHwGmwn088//2zuu3XrFjxuZc2YMUOSxc1PMHXq1OBQhHjSiy863CLam7be70uaHFF7iqh333035DKa50B7cqiTTjppn+4fAABeCPwBAHFRu3Ztc//rr7+m5BHVMfdnnHGGeTxu3DhZsmSJdXmdBSBRSraoh7pQ8t///ldmzZolyTJ48GBzr8dIj5WN5iCINBAfOHBghYdbxGMIhiZOtK1vwIABZrnWrVsHn9OhGK4aNWrIOeecYx4/9dRTIfMejB071txrb4Ezzzwzov0DACDRCPwBAHHhdoeePn16cKxzqnnooYfMNIGaNE9bcSdOnFgqiNOkdjrl39lnny1//vOfE7Yfp5xySrDbuI4/dy8yaBCtWf7PPffckNMZ7it6geSss84KTn141VVXlbpQooH+//3f/8ktt9xiguWNGzdKprv77rvNBYB169bJ6aefLkuXLg2+Z1r29NNPm79HjhwZ0VSBAADsCwT+AIC40FZTHR+u4+d1fnkdi92mTRtzs01Jty/p/PYffPCB2adNmzbJoEGDTJBWr14901LbsGFD07L7xhtvJKSLu+uEE06QCy64INiCrEG+7of2BBgyZIgZ+z969GhJppdeeim4jxrUdurUyWTF12Ol3d6POOIIeeCBB+SXX34JO6VgJmnbtq28+uqrUr16dfn4449l//33lzp16pj3bNSoUaaXgPZkuPnmm5O9qwAAlEPgDwCIi44dO8pHH30k/fr1MwG0BoQ67llvZafWS6YePXqY6d10Or0TTzzRzGWfl5dnAn19DRdeeKHJAaAt/4mkCeXGjx8vf/jDH8wUfprsr2vXrnLffffJJ598YoLsZNIAd8qUKeY9veSSS8xFEz1GmvFeh0306dPHBP7a8t28eXOpDP70pz/JV199JVdccYW5eKS5CjT4/+Mf/2gSNk6aNKlSXAQBAKQfn5OqWZgAAAAAAEDMaPEHAAAAACCDEfgDAAAAAJDBCPwBAAAAAMhgBP4AAAAAAGQwAn8AAAAAADIYgT8AAAAAABksO9k7gOTTuYg3btwoVatWlbZt2yZ7dwAAAIBKbfny5ZKfny+NGjWSFStWSDq56KKL5Pvvv49pHQcccIC8/PLLcdsnEPhDxAT9u3btMretW7dyTAAAAIAU+Z2ebjToX7hwYbJ3A2XQ4g/T0q9Bv1+ypIbU4ogAQFrzpeBmPfbJUuzzrGutHF09U24ZDem313Vs6/aqayl3PAZo2sqdrESt115X/E74sizH4y0IX57tD0RVpnL8xeHr+ux1s3zh62Z51PXLntcTCIjk7ygWx6n4p7bkkcjK8kmV6v7gKRyw1C72eHOLLW9gkUfdwoClbsBe11buBDyORrGl3FLX8tbtKbe8fR5vrfiKnejrhinfuWOjBAKF5nd6uqpW1ScHdMyJqM73SwtlV779uwHRIfCH6d6vLf0a9B/uO5EjAgDpzBawelb1Rb3eWOpKVvhyX5ZHZJkT/qeML9vyMyfH48doldzwZbn2uoFq4csDVe11i2qELy+q7hGI1QhfXlAzfFlhDetqpaimZZs1PerWskRbNYusdavV3B22rF7NnWHLGlTbYV1v46p5Ycsa5oYvU3Vzwq+7Tlb4fVJVfIXy/Wfb5LGrl0reVvtr99LpkFpyzeMdpXa9HNnthD9nfi2ubl3PVsubv6nA3hi0IT98+eZd9pNqy/bw+7VrexVrXdke/nOdnRf++yJnu3212ZZyy9tu5G4PH93n7LBH/tk7Q5d//uljsj1vTVoPw9Wgf957zSOqc+TJa2TR1wUJ26fKjOR+AAAAQILNenWjjB3wfcxBv/rh8zwZfc5i+fkH+8UGAHDR4g8AAAAkSHGRI1PHLpeZL67d+wM8xyct9q8W8boK8gOy9qd883jzmgIZc8E3MmhcJ+l+Qv247jMQD9phP1BqoErF6iAxCPwBAACABNi5rUieueF7+XbOr8Hn9muQI9c92VE6dN/bVT7LZw93ip09Q2kcx5F3J66XVx5YZXIE5O8IyJN//U7OvKG1nDq4hfi8clcA+5QjAQlEXAeJQeAPAEAlGsefFB4J7ex1PXIL2I6FNfFf9EkDbYnyvPbZyfYnJEGfCmRb9tnyi89WZtZrSUsQyLX/SHeqhP/Rn1vV3uW9etXw43zrVNkVtqxhVftg7sZVtoUvy/nNWrdhdvgcALWySu/TmmW7ZdzgVbJ62d7X0bFLFbl3QlNp1KxQR7oHn/d7BEeBEqNzrxxSRbp1aiZ3X7tedm4PmAsAbzy8Urb+9Ktcd38zya2yd9la/j29A8Kp6tP9CM3vcTHCllTQK7lfflH4k66oyJ7Xo6Aw/LoDuy1lOR6JNWP5jNg+ex6f27Cf+Qy4hqNnUHHJLJYVrIPEIPAHAAAAIrR57W7T4u6qkbU3yP5u4S55/r71smPb3vJjT60ptz7YWKp5JGmsiCOOryFPvt5CRly+Ttau2hO8z3rzN1n902657NbGUrfhnp/4O8rkVqzTKEdq7sfPf+w7kXb1R+LwyQcAAAAq6LdfCuWxG5fJ4rn2GQBKuui6hjLo2v3EH0vvlzLadKwiT/27pYwcul6+/nRPkr8fF+fLiItXhq2TleOTfpc3kf7XN4vrvgBIfWnWVxAAAABIjpXf75Tbz/6uwkF/lao+ufXxFnLhdY0SEmjvVzdL7nmhjfzpwroVWr640JE3nlonD//1J9m13WNieyAeXf3FiehG/4DEocUfAAAA8PDljE3yj1u+l90l5l3PqeILJtTzlQlZ2nepJleOaiIdDoo8e38kdIaAv97TTNp1qSpTn94sv27amzvBKTFQvLjYMYG/+nzGrzLqgu/lsie6Sf3mid0/VG509U8dBP4AAABAGJpJ//0JK+Wd8cuDz2lOyYtvbSF/Gtg4GPiXTe63r53653rmVlJe8d6gfmdesTw+bJks/GhPAsNVP+ySB/svkMsfO0ja96yzz/cXmU/b7yNP7kebf6IQ+AMAgKTyeWTuj5ptvV7drmOYEcCxzQjgsVlbBvCAV3ZwSzL0gK3MM2O5pSzH/iPdlx0+W31Ojj2rf43c8Fn9a+eGz1ZfJ8cegDfIyatwVv+C/IA8PWKlzHlr6979quWXO//eRA4/ToPqvTME1PHbt1vVVxz16RiwHOZ8yxv/q6/EMawrMu7ZhvLcOL9MeWbP69m+tVAeu/QLueLultKnf4NSdYs9RgTvCuSGLduRG75M5RVWCb/eHMs0EiJSmJ0d1floy7y/p9xSZp9owOOz5/W5zexcC5FO5ofEYYw/AAAAUMaWDQUy6sIlpYL+Zq1z5MnXW8rhx9VIy+OVleWTK29tILc92FhycvcEnNr9/+nbVskL966W4iJaWxE/jPFPLQT+AAAAQAm/bi6U28/5QX76ak+2fHXQkbXkqTdaSusO9tbsdHDyObVl/JTmsl+Dvc3c/5m0UR67aUVS9wtA4hD4AwAAACV8+fE2+WV9YfDvky5qICMmdjBZ9DNFl4OryX2vHyBtOu/NAzD3na1k+0dcFTuR3ZA4BP4AAABACUUFeyOQTj1ryOV3tTLZ8zNNg2a5MnJyh1LPFf2e+R+IlfP7GP9Ibpx9iUNyPwAAACCM3CqZ3U6Wk+GvD8lVXGJKSSQXgT8AAAAAIK50Jj/bjBTh6iAxCPwBAKgkfF5zhlUmvsRN52cdSOn1HljKbVOGmXLLdm11PdebbfklnmX/le63TOeXmxN+ejtVLXvvGPuyamRbpvrLsk+rVydrZ/gy/56y6v6968+W4uDztin76mXZpyes6gv/Bvk9WkUDlg7Q+Y5tu/ZjUeBkSa6/9Puwn3+X1PZnyc6s8FPuqd+yqoct+zV7b96ASN9br/Mi33JOBSzno/U89phWL1GfPetnPiO+rn1RtPhnxAtPSfTtAQAAAEr4ZaM9iM9kTOkHZCYCfwAAAOB333+5S158ZPPeH8uWluBMUPb13T10jeT9Zm91BypC+1hoi38kN3r6Jw6BPwAAACAiH775mww7f1WpY9HrpJoZfWyqVvPLwb33dtv/ZsEuue7slbJ+uX2YAFARAccX0Q2JQ+APAACASi0QcGTaw6vk/hvWSeHvU/llZYtcd28T6XtRXcl0o59pIceeViv49+rlBXJ3/69l8Se/JnW/kN5o8U8tBP4AAACotPJ3FMtjf/1B3nl6TfC5WnX8cv+LLeW0P9eRykBb/Uf8vZn85YYGwed2biuWhy//Tj54cZ04pFpHVLT7vj+iG8n9Eoes/gAAIHaWjOWxrTf6LPiedZMwI4DjUdfa09Vjs45tRgBfdBnJPcs9svr7LOU5ZbLJl1XVkiW/mj98VvjqWbut663u31u+ac1ueeDKZbLy+73d2tt2zJEHn28kzVtpOvb8UnVr+cPvU3WfPX17dV9OQrL6+yX8sSi07K/Kd0q/vqHX1ZQDOvrkrhs3y+58RwLFIi/fs0I2/LhdLruzhWTn+it0nG3vj9d763Ve2M4p2/kYy3nuxPDZE5/HbAIZ3LtdX3mk3fcZ4584tPgDAACg0lm2eKfcdtYPpYL+XidUk+debyrNW4UP0jNdnz/VkAnTmkj9JnuPwYxXNss9A3+U/J0k/QPSFYE/AAAAKp0X7l0t27bsbXnuN7ixPDChkdSoxc/jTgdVkfveOEA6dq8RPD7fzt8uM//1S5LeLaSrSLP6I3H4ZgMAAEClk7d1b9B/4U3N5OLhzSUrw6fui0Sdhjky6uWOcsAhe4P/vF/tQweAcsn9HH9EN7r6Jw6BPwAAACq1Vp2qJXsXUlJuFb80bVM12buBtOWTgPgjupHcL3EI/AEAAIAkevvdHXLRlRul4PepBF36tz7/9rs7k7ZvQLSYzi+1kNUfAACgLFuWbg9emfutfDFkFo92RgBf4vbJ73dimLAhfN1sS+b3HJ89AV3u7+W+EuvP9gXM8151cyz7nOPRnpYTJuv/W+/ukD8P3ihFRSKFBSL/mtBUcnN9Jui/+Mp18tZ7O+TN/+6Qfz3bRPqdUqP8ep3oj4Wt3D1OJd+HLNlznLzq2t6fsuuM+LywnFNFCTrPPWfUiOEzksnD2t2u/pHWQWLQ4g8AAAAkyZTX80zQrzTIP3/wOtmxM2Du9W+l5bocAESLFn8AAAAgSV54vLEUFGwIBvl6X7v9T6WW6XdydbMckH5j/CPt0pDBXSCSjBZ/AAAAIEm0W7927+93cvlu/EqfnzKhiVkOSL8x/v6IbnT1TxwCfwAAACCJNKh/6ckmIcv0eYJ+pCUn8un8iPwTh8AfAAAASCKTyG/o+pBl+nzZbP9AOnCimM5P6yAxCPwBAAAynWO5Iak0qC+ZyK8sff7Pgwn+U/bzw2fIqtjxRXRD4hD4AwAAAEky4Oq9if3cMf3bfmpfasz/W+/tNMsBQLQI/AEAAIAk+fPZtST793m2NNjXRH81qvtLJfzTcl0OSCck90stTOcHAAAAJEm/U2rIq882lX++nif/eHxvIj832/8lV6+XP59d0ywHpBefBDRhX4R1kBgE/gAAAEASnXFKTXMryw3+AxJIyn4B8Wjxj7QOEoPAHwAAAAAQdyTsSx0E/gAAIDM5MbQdBaKv64tlu5aqPo/V2sqtnWedxO1TIOCLOiAoCoRvKdwdCP8TttDJsq634Pdyp8T2ixy/eT7fsf80zneKwpZV9RVb62Y5hWHL/B6torYW/90Sfrv5HsfY9nrd4xQosQ5tvXWftx1n2/vj9d56nRe2c8p6PsZynksMn70Ytpsp0/lFWgeJQXI/AAAAAAAyGC3+AAAAqNQ2ri5I9i6kpECxI5vXcWwQveKIk/shUQj8AQAAUOlUr7W3q/qku3+WgvyADBmSIz4fXY3VzrxiGX/dcvn6k7y9x6ymfRgFUHYUQyDCrvsZPPIh6bgEAwAAgErnghubSdUae34Ka1qGl8aukXtv2iwFuwk9Vq8olNvP/V6+mL0teLxaH1BN+vSvn8R3DGnH8ZkW/0huWgeJQeAPAACASuegI2vJPa92koYtcoPP/fe17XLNn9fJlk32RH2ZbMHcXXL5GWtlzU+7g88ddtJ+MuZf+0vNOnQWRuTT+UVy47Jb4vDpBQAAsXNs84zH0D3YK0N+DNn3E7ZPlnKvjP/W7OAesajPcix8tkzoHlPE+4otLXC2Mj0UlvKiYnv7U35x+J+pu4pzwpZtL65qXW9ecbXg47odqsntU2vJE9d8L0s/39O6vXjhbrms31oZ/WxLaX9g6XVV9YXP6p8l4bP2q2Jf+PIsj+EFxZbzZqelLC8Q/jjtKS/9+t55aas8edd6CZQ41/pe1ULOuLaVFPp9UlhcseNse3+83luv88KJ8ny0nscenwPPz4jts+f1uc3wSLfkrBBILlr8AQAAUGnVqpcjN03qIkf3bxx8btO6Irmx/wqZ8+7eru6ZrKjQkcfvXG9ubtCfU8Uvgx/eX866vrX4/QRvQLpL68B/+vTpJgGL3tq0aRN2ucLCQhk3bpx069ZNatSoIfXq1ZM+ffrI66+/7rmNZcuWyWWXXSYtWrSQKlWqSMuWLWXQoEGyfPlyz7qvvfaaHH/88VK3bl2z3e7du8uDDz5o9sdm+/btMnLkSDnggAOkWrVq0rBhQ+nbt6/MmjXLc5sAAACITHauXwaMaS9D7mgs/t9/He/e5cg9Q9fIy49tEserl0cay/u1WEZeusq09rvqN86WW146SA4/rWFS9w3pzRFfFF39uciUKGkb+Ofl5cmQIUM8l8vPzzdB/vDhw+Wbb76RDh06mMD/o48+knPOOUduvfXWsHXnzZtnLhZMmjRJdu7cKV27djVB+cSJE83z8+fPD1v3pptuknPPPdcE6/Xr1zfbXbx4sdx8881y4oknyu7de8dNlbR582Y55JBD5N5775UVK1ZI586dpWrVqvKf//zHvI4nn3yygkcIAAAAFaUNSWdeWk/unthSatTa+xP5H49slvuvWyv5uzz6e6ehVT/uluvOWi5fzN0ZfG7/P1SVv/+7jbT9Q62k7hsyQ8DxR3RD4qTt0b3lllvk559/ljPPPNNzuTlz5kjbtm1N4P/ll1/Kjz/+KG+++aZpwR87dqy8/fbb5eppoK8XBjTQ1xb/tWvXyueffy7r1q2TSy+91Fx40PJdu3aVq/vGG2/IQw89ZNav29Ht6XY18Nf9mD17towYMSLk/mpvgh9++EF69uxpehssXLhQVq1aJc8884y52nzttdfKF198EcORAwAAQDiHHFNTxr/RRpq32Zv073/vbJObz18pG9eHH+Ofbj75aJdcf/YKWbtyb0/U406vLeNeaS31G9vH6AMVT+7ni+iWuX1rki8tA38N5J9++mk566yz5Iwzzgi73IYNG8xy6vnnn5dOnToFy/r162d6AajRo0eXqzthwgQT5GtL/VNPPWVa3ZXe6zrbt28vq1evlueee65c3bvuuit40UG349Ku++7yTzzxhGzatKlUvUWLFslbb70lfr9fXnnlFWnWrFnwCvTgwYPlkksukeLiYhkzZkyERwwAAAAV1bJdFRP89+hVI/jc0sX5csnpG2TxF6F7baYLbUh6+bk8uf6yzbJz+95eDAOHNZRbxjeTKlXTMjxASvJF0eKfmK7+W7Zskdtvv90Mva5Zs6bk5uZK8+bNTUOu9gSvDNLuk61d9y+//HLzhj322GPWZTWILigoMMG7jrUv68orrzT32qr+008/lSqbOnWquR84cKA5MUrSv7XVX7366qulypYuXWpa95UG62Vpd33dH+3qr/tX0rRp00otE25/NbfBjh07rK8dAAAA0au1X5bcM6ml9BtQN/jc5o0BueK8jfLff6fn77CC3Y6MGb5VHh7zqwR+j/mrVvfJnU+3kAv+2sA0NgGZ1uKv8VnXrl3lb3/7m3z99dfSuHFjOeigg0zPbs35prHXPffcI5ku7abzu/vuu01XeA369SqNzaeffmrujz766JDlWl+73muiPl1WW/GVtqprt35bXff5zz77zCyflZVVapu63nD7p3W1+78uq137K7q/hx12mLnooBc/tLt/r169rK8fAICSHI+p73yVKXN3DFPyeU8xaCvzqFtsm5LPXtU6bZhtqjKP6cb8lt7tviL7ORMoCj+VY0Gh/WforiLLlH2F4aeS+y1n73R9oWzJ2tuKX1ZVf5kEzD6R80fWlgbtN8oLd6+U4iJHCnaLjLxui3zzg08G3NggmPG+WMoP/yxph2UqwFzrSSNSYGmry3fCH8dfS0xduHVzkYwZukYWf753P+s3y5VhT+8vrTtXl1/KnAdbisMfJ/VbUbWo3h+v99brvLCdU7bz0XYex/L58arr9bkN+5mnz3vcaF64tWvXSseOHc2Q7C5dupjntYFYA37tTX3nnXfK6aefbvK4Zaq0avHXYFez82sAPHToUM/llyxZYu5DtZ673GBfLya4NKmengi2um49bblfuXJlzNusSN2cnBxp1apVyLoAAABIjBP+3EhundxJatXZ+9N5ypO/yF1XrZFdO1I/6d/y7/Pl2rNWlAr6u/SsJmNe72KCfiBTk/tpXja3K/+DDz4YDPqVNqhqo7J2/9chMP/9738lk6VNi7+2qrut4zr+XsfBV2Qsh9Is/uG4ZVu3bi1Xz1a35POh6ka6zVjrlqXJAPU4VcR3331XoeUAAAAqqwMPry2P/7uN3HnFalm5dE8D0bwPtssN/VfKXc+2kDp72mZSztwP8uT+G9ZK/s69Tcgnn7ufXDOmsfyWTRI/JI7j+KQ4wmBe68STNtK603G2a9cu5DL6vDYwe025nu7SJvDXKzQ6Fl8T8lW0C4Z2iVdlx+iXpJn3Vcns/G49W123Xri6kW4z1rplaWJCPV4AAACIj6atcmX8tNZy//Vr5f8+2jPOf9n3u+XqM1fIuGcaSPdD7V3c9yUNdrRXwuSHNgVHp+gQ/ituayjnDKq3Zzy/xzAPIFaBBCXrq6gGDRpIy5YtzWxwn3zyiRnbXzb+cod4H3744ZLJ0iLw14QMmnlfx82PGjWqwvXcTPxut/1wV4FUtWrVytVz65b8u2y9cHUj3aZbV6cRjKZuWU2bNpWDDz5YKtri73UhAQAAACI1amXJ6AktZNK4TfLqhD29NX/7pViG/nmD3Pa3+nL6eTWTfph25zty7y2/yLslkhBWr+mXEY82k8OOT/7+oRIl94u0xb9EfKLTm1eUJlV3E6GX9cADD8iFF15oGpC117iO5a9du7bZxh133GGmTtfs/ieddJJksux0ScigV2N0Wr3q1Ss+Dqlu3brluu6X5Za5y5Z9rOXutHqh6oWrG+k23b818I+mbll64oc7+cvSDxW9AwAAAComK8snl9/aSFrvX0XGj1gvhQWOFBWKjLn5F/nphwK5ZkRds0wybN5QJDcP3iTffLG3IalZ6xy5a0ILad1xb49VYN9M5xfp52DP8tooGUl8or2dw7ngggukVq1aZsr1srOuaY+Axx9/XK666irJdGkR+C9YsMB0RxowYEC5MrelWrtvNGnSxDzWaRmOOuoo2X///U2XDs2gH447jZ8u62rTpo3pbq8t71o3VODv1tOu961btw4+764n0m26f69ZsyZsXR13olekQtUFAFQiji1Fe1rl7TUcd16xEHy/z5oTtq7lWPgs6/XMrh9DVn/bdn1eMytYyr3q+oujy2geS7ZzX6FHVv+C8OdjQYH9Z+jOgvBDH7flhA9gtxTYs9FXsbzgLI9U6sVlgpiu/faTW1vWlUeHLpFtv+xZ7z+fy5Pvl4gM+3tr0zvAVd23O/x2PVK/21pNdzp7j8WPX++U+4aslV/W7x2r3PmI2nL1ox2kSt0cWV/mpW8uqh12vZsLa1n3yXactxVWifq99TovHMs55becj7HMXuH1GfFbs/pH/5mvzLR3c+fOnSu8vPZ2tvnpp59MA6rGlNr1XxtR9bnNmzebvGjaU/rII4+UTJYWgb87TmnDhg1hywOBQLDc7Sp/xBFHyKRJk2TOnDkh62iQrVP5ucu6srOzTSv4vHnz5OOPP5ZjjjmmXF19Xh166KHBqfyUe8LoenX9oab0c+uWPbl0HzTrpFte1vz584NDDzT7JAAAAJKrY49aMvq1g+Sxod/L8m/35GtaODtPBh/znVSvtTdI9SdofraSY6i3biqSooK92+lzYSO5+PbWkp2TfhcEkSFd/SOcRM49ezXo18bfePjrX/8qTz75pMkT9+WXX0rXrl2DjaoPPfSQ3HbbbdKnTx/TYFzRodLpKC2+BX799VcT+Ie6aWCvtNXdfe64444zz51xxhlmCjzNEeBO41A2873q0aNHuSn0zj33XHM/efLkchkeNfh2t9u/f/9SZTo/pHsyhcqq/+GHH5oWfe1R0K9fv5DbdJcJt7+nnnqq1KzJ+CwAAIBU0KBZFbnvXx3kiJP3Cz63Y1uxbFpTGLxtWFOUkFvJbbhBvz9LZPBdzWXg6LYE/Ugq7eofyS3evvrqKzNcPDs7W1577bVgnKY0Trz11ltNr3IdVj5y5EjJZGkR+EercePGwXHuOhXgDz/8ECx7++23TaIHFSphoNbToQMagLs5BpTe69/aNUSHAFx++eXl6rrrGzt2rNmOS7fvLj906FBp2LBhqXp6halv376m94KORXHHqujFDL2I8NJLL5mEFJl+UgIAAKSbqtWzZPjjreW8qxtLBWadTphadbNk1KR28qeLGyRvJwDTeu+TgPgjummdeNKe3xpLdezYUdq3bx9ymT/96U/B3tWZLG26+kdLg3vtJqLd9rt06WKmcNi+fXtwnP2wYcNMz4CyatSoIdOmTZOTTz5ZJk6cKG+88YaZ43HZsmWydetW0+KuV41CJRvUrJDXX3+9jB8/3rTq60mmyy9evFiKi4uld+/ect9994XcX91Wr169zD7rLAYHHnigGXuiOQx0TIquM5O7oAAAAKQrv98nF97QRE65qL6sWVZ6TH9VX/hZm/w++zAAW0tovrN3vLy29Hf8Q3XJrZLRbXtII2XzYuxreXl55t6n01eGoRcGyk7pnomyK0NiiFmzZpmAWVvMlyxZYrrZH3vssXLNNdeYID0cDcB1HMiYMWPkgw8+MF1FtJVeLxTo1A96ISCcRx55xCQYfOKJJ+SLL76QtWvXmiD+4osvlhtuuMF0LQlF169B//33328uPHz77bfmIoR277/55pvl+OOPj8txAQAAQGLUa5RjbiXti+R+QCrReDrS7vseuVMj5iZEX7JkiWnADRW/vfvuu+a+U6dOksl8jnuJA5WWO51fLakjh/tOTPbuAABiEUNWf5/fF/V6Y6krWf6os/pLTvg2DF+2pX0jzAX4oCrhs45Lrr1uoFr48kBVe93i6uH3uai6/VgU1Ax/HAtrWMo80gYVWpLke9UtqmkJaGuVzqFUVtWa4VvI69TYM6tTKPWr7Z27PpRG1fa0AIbSMHe7tW7dnPDrruW3txZW9Yd/vTkeKecLnfDvfX4g/DmVF6hqXe9Wy5u7qcD+5m7cFT7r/y+77DMr/LqjWtiy/O2Wz57KC/96s7eHP89z7G+tWN7aCtQNf57nbrdf1MneGfq9/+z/HpPteWtNT994Jbnb17FFwwPqyp//eXJEdadc+J5s+n5r3F63TpWuwf6GDRtMXrd//OMfphe40jxu2jg8fPhw8/ejjz4q1157rWSqjG/xBwAAAADsewFLb5V9QYdl//Of/zQ9thctWmSS+7Vq1So4nZ87FODss8822f8zGQOAAAAAAABxpYn6iiO8xTu5n9Kp+hYvXmxysOnQ602bNpm/dUj4KaecIlOmTDG520pO0Z6JaPEHAAAAAMRdIqboi0br1q1NDrbKjMAfAAAAAJBxXf2xF4E/AAAAACCuNIN8IMKu+2SdTxwCfwAAkL4Clp+JtomLvCY1KrZkWS+2jwP1FYXP4u0rtmf49hU5UZWprPBJ8KU4N3xdf4H9h7k/J7ptKmd3+HUX59iP4+6s8Bve5rccY5/9ONkCkYKA/afxtqLwWfJrZtsPRjV/QUKm89sVCJ8Ff3uRPUN+nuX1bNld3Vr31/zwmfm37bJPMbh7l+WkyrefF1mWc8p2PloOv2e5vzD6z57X5zZcucdpDESMwB8AAAAAEGc+KY54jH9q5ATIRAT+AAAAAIC40o5VkY7x9+qMhegR+AMAAAAAMjarPwj8AQAAAABxRnK/1EKLPwAAAAAgznxRtPjTQyBRCPwBAIA3x5513AmEH8fpsyfpji37vq08kKj12o+FrdyW8d8r67+/yD5W1m/JHp5VGP7HdMAj23nAkoDdybfXdbLCb9fJtr+eYn/4n6n5lpTnjkegUVQcfrv5RfafxjVzwmfBr55daK2b7Q8/U4Rfop+JoCgQ/gO2s8jy5mnW/0LLjAC77Zn5t+dXiS5rv76eXeGPc1a+/bzIyrdk9c+PfgYKW3mW/a21fvZsZRWZ6QOIFwJ/AAAAAEDcRZrcD4lD4A8AAAAAiP8Y/wi7+pPUP3EI/AEAAAAAcWcbpoJ9i8AfAAAAABBXmm8j4hZ/pv9LGAZdAAAAAACQwWjxBwAAhmPJgu/z+xI2I4BI+KzkjkcGfZ/PkjXesl1fcfgM64bf0jbi98rMb8k4bykzqy4Mv24n275df4El23m2Jau/x6/BgKWuV94uxzKjg2M7xh4CTvis8bssWftVsS2rf6FHFvyc8Ondc7Pt51SOJau/zzJLgVcraKElq39BkX1KDdvr3V1gPzEKbJn78+3bzdoV/j3I2umV1T/Kst3W1UpWgWVWjN0en9uCQFSfaWu518wjaSLy6fyQKAT+AAAAAIC4I/BPHQT+AAAAAIC4Iqt/aiHwBwAAAADEHVn9UweBPwAAAAAgrhyJIqs/0/8lDFn9AQAAAADIYLT4AwCQSWwZ9H0per3fMpuAZPkSs16vjNm22QQCHjMCFFmyt3u9niJ/VJnDTXm2JVO6pW7AUs8rc7/jMduDV9b/qCsHLLMUFNn3qcByjAtz7T+Nd+WEz2Sf5TXrgiVzfyxZ/W0tqsWW12rKCy0zahTYM/NLvuVc3e2RmX9X+H3O3mXfbNau6DL3Z+fbj7Etc7/t86P8hU7Un1tfUbis/pL+nCiS+2XC605RBP4AAAAAgLgjq3/qIPAHAAAAAMQVWf1TC4E/AAAAACDubMNUsG8R+AMAAAAA4swXxXR+XChIlBTN8gMAAAAAAOKBFn8AAAAAQFxl0hj/F198MSHrrVatmvTv31/2BQJ/AACQ0GkEnYC9g6HPb5nuyutHo21aPkuZU2yfks/nt+xzcSDqqQDDTt3lKox+KkB/gS+qmfGyY5iSz/s3ffgFPGaws0YAvuLop7BzCi1T4+XY6xbmhP/pXOQxnZ+9n63XwbAcaNvHx+NY+CzHwm8pM3Ut51tWvr2uddo9r+n88m11naim6/Oa7s+/22M6vwLL59YyvacpD/OZ93lNOZoOnCjG+Kfoyx44cKD4fPEfhtC4cWMCfwAAAABA+sqk6fz8fr+0aNEibutbuXKl7Eu0+AMAAAAA4kob7yNt8U/RBn+jYcOGsnz5connhYR9icAfAAAAABBnviha/DOnh0CqIfAHAAAAACCMP/zhD9KoUSNJ9XXaEPgDAAAAAOIuE3IUqi+++ELSYZ02BP4AAMCTE7D/evN5ZIaPmsd2HZ8lg74tA7NXdmZLZn5rmSoqin67ljGfnln9beNFLe+P4/HeZfsSMw7V59EF2PLWit9yiP1F9vUGcmxZ/a1Vxcm2zBSR7TGbQII+IrbZEXwex8JW7i+0b9dWbsva71XuWdeSfd+Wmd+W8d8rc39WgVdWf8v3kGWmDiNcuZMh0/lF2HU/A152yiLwBwAAAADEVwZN55cJCPwBAAAAAHGXSdP5pTsCfwAAAABA3GXKGP9Y7dq1S8aNG2eGoN1xxx2SDAT+AAAAAAAkyM6dO2X06NEE/gAAAACAzKGN/ZGO8aeDQOLQ4g8AQGXheGSjT1D29lhmDPBleVV24l+mxcXF0c0WoGzZ9X1FHm+BpW6hR1Z/6ywGifox6I8+47zX6Vjsi+ow+gvs6w3kWso8DoaTHf3sCE6CPl624+h5jK2zI9jr2o6z14wAWZa6Wbvtn81sS7kt439Wvv1gZOeH/8z7d9sz8/sLiqLO6u8rCpfVPxNCYF/kyf0inAUAGRj4v/322/Luu+/KggULZPXq1bJ582bJzs6WNm3ayIknnig33HCDtG7dOmTdwsJCGT9+vLz00kvy448/SpUqVaR79+5y9dVXy9lnn23d7rJly+See+6R999/XzZt2iSNGjWSk046SUaOHClt27a11n3ttdfk8ccfN3M0FhQUSMeOHeXiiy+W6667TnJyws8Xs337drn//vtl2rRpsnLlSqlZs6YcfvjhctNNN8lxxx1XwSMGAAAAAEniRJHcL4Wvd7z44otR19X4LtnSJvB/6KGH5H//+58JmJs2bSpdu3Y1wf93330n33zzjTz77LPyxhtvmKC8pPz8fPnjH/8oc+bMkaysLOnSpYvs2LFDPvroI3O75ZZbTJAdyrx588z69I2qW7eu2eZPP/0kEydOlKlTp8qMGTPksMMOC1lXg3TdZ9W+fXupUaOGLF68WG6++WZzEUMvJOgFiLL0NfXu3Vt++OEHU37ggQeaCw7/+c9/ZPr06eZCwtChQ+NyTAEAAAAgUTKi48LvBg4c6N3jK4Ulp09fFC677DITaOfl5ZlW8M8++0yWL18uS5YskWOOOcYkTLjoootMUF+SBvYa9GvrvF4g+PLLL02r/5tvvmkC67Fjx5pAvCxd3znnnGOCft322rVr5fPPP5d169bJpZdeavZDyzVDY1l6AUKDfl2/bke3p9vVwF/3Y/bs2TJixIiQr3PQoEEm6O/Zs6fpbbBw4UJZtWqVPPPMM+I4jlx77bWmBwEAAAAApPoY/4hukvocx4nqlmxpE/j/5S9/kRNOOKFcK7m2pr/66qvB1nINql0bNmyQp59+2jx+/vnnpVOnTsGyfv36yfDhw81jzbBY1oQJE0yQ36FDB3nqqaekatWq5nm913XqdnXIwXPPPVeu7l133RW86KDbcR1wwAHB5Z944gnTkl/SokWL5K233hK/3y+vvPKKNGvWzDyvV5YGDx4sl1xyiRQXF8uYMWOiOIIAAAAAUHlNnz7dDPXWOEvjysaNG0uvXr3MMO6iIntiiyZNmpj7119/XQKBQES3jRs3SrKlTeBvo29YvXr1gi31Lg2idWy9Bu/HH398uXpXXnmluddWde3CX5J25Xe7dOTmls4Co39rq79yLzq4li5dalr3lQbrZfXp08fsz+7du83+laRj+ksuE25/9YQt27MBAAAAAFJJpC3+iVJUVGQaUU877TTTO1uHgHfr1s3kUtNe3ffee68ZIm6jPbLd2DFSqTBEIG3G+NvoOP8tW7aYlvIePXoEn//000/N/dFHHx2yXvPmzU3Xex0yoMtqK77SVnU9AWx13ed1yIEurydPyW3qenX94epq939dVrv2V3R/NZ+AXnTQk1K7++vVKQAAMno2Aa+6gfB1HUtKc88fYbby4hhSpXttt9CSHdwja3zUGf9j+LFoy9pvygO2zPz29idbVnlb1vhAjv21BgpiyOqfFX3W/pTM6l8cQ1Z/y3vgL3QSltU/qyAQVd0sr8z8lnJ/gUdm/hiy+of9zKdA1/B4SJVXcdVVV5lE7xrsa264Qw89NFimDcc6pDxU/rWSDj74YJN3LZrAPxWkbYu/jpPQLhPa1cLtTq8J9dq1axdcRsf/q1Ct5y432Ndx9a4VK1aYngK2um49bbnXnAOxbrMidTWxYatWrULWBQAAAIBUkgot/prQ/bnnnjPd+z/88MNSQb+qXr26iSdts66VbPHX4dnpKO1a/PVKjXbTKEnHzr/88sty4YUXlnpeewEodxhAKG7Z1q1by9Wz1S35fKi6kW4z1rplaTJAzVNQ0R4TAAAAABDf7H5R1Imzhx9+2Nzr7Gq2OMvLscceK5MmTTKPddy+9javqPr165s6yZR2gX+jRo1MF3c9cJpcb82aNaalXAN/ze7fokWL4LLuOI2yY/RLcrt0lMzOX3J8R7i6JbuChKob6TZjrVuWJiZM124oAAAAANJdNK348W311/jqvffeM4/POOMMM0xbg3fNy1atWjU55JBDzAxuJWPIcPbbbz8ZMGCApKu0C/xPOukkc3PplHfDhg2Tf//733LEEUeYKfv0TVFuJn63234o2lVf6Rvvcuu5dUv+XbZeuLqRbtOtq2NMoqlbVtOmTc04lIq2+HtdSAAAAACAdKJJ1wsLC6VGjRomkfqtt95aquVdp3W///775YUXXpD+/ftLJku7wL8sHdOvb6ImatCg//HHH5fbb7/dlNWtW7dc1/2y3DJ32bKPtdydVi9UvXB1I92m+7cG/tHUDTUDgDsLgBcdr0LvAAAAAABx7ekfYdd9p0TDpDumviJ0NrVQsY/2gnYbT4cPHy69e/eWRx99VA466CCTp03jRp3N7eKLL5b999/fxJSZKu0Df6UZ9U899VQT+LvZ+JW+eZ988onJoB+OO42fLutq06aN6W6vLe9aN1Tg79bTrvetW7cutU0V6Tbdv3XoQri6erVq1apVIesCABAzWwZ9W+Z9U9VJSDZ623r3rNuyz5Yupk6xR5Zu2z5Za3q8Xo/tWnkcR2upJau/3+uXua3YM6t/+PPG73Eo/MWWfS7yRZ2Z31YeyPYlLKu/7Q3y6g1tnT3BSVRWfyf6WRc86mYVOFGVmXVbsvpby7yy+seQmd9abpmpwwg3d3yqpMOPUbQJ+7Q3ciQNk26AX9b27duD0/k1aNDATIteq1Yt81zHjh3llVdeMd3+dcY0ndKv7FTt0bjhhhtk27Zt8vzzz0sqyYjA3w2KVcmuG9r1X8dwzJkzJ2QdDbJ1Kj93WVd2dra5wjRv3jz5+OOPTe6AsvR5pVkh3an81JFHHmnudb26/lBT+rl13WVL7q9mnXTLy5o/f35w6EH37t2txwMAAAAAkirKwF+HNXfu3LnCy+sw51BKDtkePHhwMOh3aYI+DdR17L7mAog0aV8oejFBZ59LtcA/bafzK0mD4Xfeecc87tGjR/B5TeCg0zLoVRwNqENlvnfrlJ1C79xzzzX3kydPDl5UKLk9N6Nj2bEgeuWoa9eu5nGorPo6hYS26GuPAncawrLbdJcJt7/au6FmzZrWYwIAAAAASePs6eofyc3t6aBB/4IFCyp8CzfEueTw6M5hLiS4z2srvW3IdbpLi8Bfu+/fcccdJoAvSzP6n3766ab7vAbDV1xxRbCscePGwZNg0KBB8sMPP5RK5PDAAw+Yx6NGjSq3Xq3XpEkTE4APGTIkmHFf7/Vv3Z4OAbj88svL1XXXN3bsWLMdl27fXX7o0KHSsGHDUvU0GV/fvn3NlaYLLrgg2GXFcRxzEUGnMtQrUCNHjoz4GAIAAADAPuVEeIsznfbdVTVEwvayzxfHMhwrxaVFV38dm3HPPfeYmwbLLVu2NC35Ghi7Y951TkZNzFC2a70G93oVSLvtd+nSxSRy0PW54+x1RgDtGVCWm/nx5JNPlokTJ8obb7xhEgnqLAJbt241Fxlee+01qV69erm655xzjlx//fUyfvx406rfvn17s/zixYvNyaRJJe67776Qr1W3pdMV6j63bdtWDjzwQNm8ebP8/PPP4vP5zDormq0fAAAAACorjQ01H9vKlSuD8Z8td1v9+vUlU6VFi79mV/z73/8uZ599ttSpU8e0wmtgvGPHDhNE6wUBbU3v06dPyPEhs2bNMq3vGkRrDwENpI899lgT2D/44INht6sBuE4BoWM+dD1fffWVuR84cKB5vmRegLIeeeQRkxxCt6Pb0+3q9nU/tCt/uCtOemFDX9uIESPMSfrtt9+a16nd+2fOnCnXXHNNlEcRAAAAAPZtcr9Ibolw/vnnm3udsq9kPriSDa9K4zbN9ZapfI72I0el5k7nV0vqyOG+E5O9OwCAVOSR1T+2Vfui3m7Udb0y5JdI3FuOrcyUh9+uz+tHpW3dOR51beu21HVy7K/HVu7k2vcpkBu+biDb/t4GcsOXB3J8MWTmt9TNsVYVx3LeeGX1T1BMY83475nV3zJrhr/Qo26xE/2MAIVOVJn596zbltU/fDdtnyVrv1dmfq+s/tbM/eGy9nvUnbvpX7KtcJPp6auNgukYW+S2aSbNxlwdUd21dzwuBSvWxvV1b9q0yeRh++233+Taa6+VcePGmXxrGgZr47L21Nae1do4e9xxx8W8PR0urttMtWEDadHiDwAAAABIL6nQ4q89qqdNm2Z6bmugr4H54YcfbvK1uUG/Dg+PR9Cv1q9fn3JBvyLwBwAAAAAkN7FfghL8qRNPPNEM1dYh25rLbdGiRVJUVGTysensbzfddJNkuswdxAAAAAAASBJtwY+0FT9BY2Jkz7Tr7pTs+8LXX38tM2bMkKysLJMwvlOnTpJMtPgDAAAAABABzQmgyeU1KXtZDz/8sPTo0cP0JLjhhhvMzHKPPfaYJBOBPwAAAAAg/lKgm3+iTJ06Vf73v/9JmzZtSj2/dOlSueWWW8wMAppEUHML6Jh/vQCgQwyShcAfAAAAABB/GRz4z50719zrtOslPfvssybQd6d137p1q5x77rnmQsCTTz6ZpL1ljD8AAKgIx2teMH9StusELFPn+S11LfXMei3zoMUyAtURjynFYli3WKZms27Tq55t5meP08JvmfLNl2N/D/xF/qimAnQ8pvOzTfdnm+rPlPujm+ovoUOXnejfW9t0f7bp+rym7PN5TednmZLPZykz5YWB6Kbk85hWz2eZClC8MrQXFEZfN1x5psy4nqh5LFPAxo0bzfj9Fi1alHr+3XffNTMF3HnnnSaRoLrvvvvMzAKzZ89O0t4S+AMAAAAA4syJ4vpFOl3u2LJli9SuXdsE+a68vDz55ptvTMCvLf6u9u3bS9WqVWX16tVJ2lu6+gMAAAAAMng6v0TQQP63334Tp8TVDe3+r38ffvjh4veX7iKkY/2TiTH+AAAAAABEoEOHDmbcvib4c73++uumB0Dv3r1LLVtQUGAuEjRu3FiSJTtpWwYAAAAAZK4MHuN/2mmnmSz9gwYNkr/97W+ybt06mTx5sik7++yzSy2ry+lFglatWiVpbwn8AQAAAABxpiG/L8Ku++l0meDGG2+UF154QZYvXy4XXniheU67+Z9//vnStWvXUsu++eabIXsC7Eu0+AMAgKRyLJnHfV6Z0qNebyDqVion4JF13HvXosr6H9MP4gJLWbZH5ndLdi6vzO+2Y+UUe8yskJUVfrsxZPX3Z1nqepxv1qz/vuQ0fFoDK4+gy/b+ec4IUGzLzO9R15bV3yMLvrWuJau/FHlk17eVe8wIYM3c7/F6nHDrTqOx7laZ8jpCqFOnjhnTP2rUKJk3b575u2/fvnLzzTeX6+Y/ceJEc1Hg+OOPl2Qh8AcAAAAAxF8Gd/VXzZs3l+eee05scnNzZf369ZJsBP4AAAAAgPiKJkt/BvcQSDay+gMAAAAAkMFo8QcAAAAAxB8t+CmDwB8AAAAAEH8E/imDwB8AAMTOsWS69/kTkpl/z6oTs12xbddjtbZM9onK+O+Vfd++Yif699ZrhgNL5nfJzrLXzSqOKuO/2DLvm6z/ljfQ51HXlvXfs64khC8Q/XtrzdzvVdeSXV88ZnuwZu73qmvLvh9Ddn1rVn+P89yW9d/x2m7Yz0iGRMwZntwvncT0FdShQwcZO3asbNy4MX57BAAAAABIezrdZCQ3pGjgv2zZMhkxYoS0bNlSzjvvPJkxY0b89gwAAAAAkN5Z/SO9IfUC/9tvv12aNWsmhYWFMm3aNDn55JNNL4AHHniAXgAAAAAAAKR74D9mzBhZuXKlvPXWW3LaaaeJ3+83vQBuu+020wvg/PPPpxcAAAAAAABJFHOaEQ32+/btK2+//ba5CHDXXXdJq1atTC+AqVOn0gsAAAAAACohxvhnaFZ/7fZ/xx13yMiRI+X999+XCRMmyDvvvBPsBaBlZ555plxxxRVy4oknxnPTAAAgVdmywseafT/K7ToBf/SzBXjUtTWr2DL+m+1K9Jxo1+v3mqbAsmZb1n5lyczvC3j8DLXsly/L8t56ZPX3FcaQ1d9W7nUae6w7arb3x+ujZ6vrNduDbfYKj8z81vMmhgz6Ma3Xln3fo641c7/XZyRc3YwY6+6LIqt/es4CMHfuXPnqq69k69atpgHc5s4775SMmc7P5/OZln69rV27Vi688EKZPXt2MBeA3jQXwLBhw2TQoEGSZZuSBQAAAACQfjLiAkZ4//3vf2Xo0KGyatUqqaiMCvyVvvjnn39eJk6caIJ/94JA9+7d5euvv5alS5fKVVddJc8++6xMnz5dGjZsmKhdAQAAAADsaxkc+H/44YfSr18/Kf6914Y2bDdu3FiysxMWYsckrnulL1rH+msX/w8++EACgYA4jiP169eXgQMHypAhQ6R9+/ayYcMGeeqpp+Thhx+WhQsXmmEAzz33XDx3BQAAAACAhNDcdhr/HnrooTJlyhRp166dpLK4BP4rVqwwLfeTJk0yQb0G++qoo44yrfr9+/eX3Nzc4PJ6JWT06NEmKeBhhx1mukgAAAAAADIruV+mWrhwoenR/s9//jPlg/6YA38dq6+t+9rNQYN9vdWuXVsuuugiE/AfdNBB1vqHHHKINGnSRNavXx/LbgAAAAAAUokG/ZEG/ml0oSAnJ0dq1aplerSng5gC//POOy/4uEePHqYrvybyq1GjRoXXUbInAAAAQCScQPhfiT6/L+qZBmxZ/60Z/72y/nsl0LdlSrdXtWYetx4nryTLtozmXjMCBLJimBHAsm7LPmsLnJVtn23njMe6rRn/k8Satd9zRoDos/p7zggQSxZ823ZjyMxve73WrP1e2/U4FuE+8046RcA2GfIyQuncubN8/vnnkp+fL1WrVpVUF9P8OfoCBwwYIJ9++qksWLDATNMXSdDvDhNwEyIAAAAAADKnq38kt3QyZMgQM2vdSy+9JBnf4q/Z+uvUqRO/vQEAAAAAIMVdcsklMnPmTLnuuuukZs2acsEFF0jGBv4E/QAAAACAkJzUGwITT5MnT5Y2bdqYHHc6U53msNNx/7bhQjrlfTKk5iSDAAAAAID0lmbd9yOlie7Hjx9vHq9cudLcwgX8mgifwB8AAAAAkDGiGbefTuP833zzTTPOX2meuyOPPNJMW5+dnZpt66m5VwAAoPKwZdj3+fd9xn+PfbJl/N+zblvWcftmba9XW4usVW3Z+S2JlL3Wa8uu7/PK/G5bt1cWfNuMAEWWA+mZ1d8XfV3L++N5TiWD5/sTQ2Z+27pjmU3AK+m3ta7lc+sxk4d1NgGvGQGcGGYECHcc0ygAtsqU1xHCAw88YO5POeUU+de//mXt4p8KCPwBAAAAAHGXTi34kVq8eHGw636qB/0xT+cHAAAAAEBlk5OTI/vtt580bdpU0gGBPwAAAAAg/pwIb2mkW7dukpeXZ27pgMAfAAAAABB/GRz4X3fddVJcXCxPPPGEpAPG+AMAAAAA4iuKrP7pFPz369dP7rzzTnNzLwRUq1ZNUhWBPwAAAAAAEejTp09wKr/bb79dxowZIwceeKA10Z8mA5w5c6YkA4E/AABIXV5TcEU53Z9tqj/Pqdk89slruj/7dm1TitnX69jmCrRMU+fznLbNMkWa3+O1Opbp77zeO9sUarZp9zyn8/PHMJ1fCk7ZFwvbex/DeRHTdH4en03rtHyJmpIvhrrRT6mYRk3fNhnyMkKZNWtWqb937dolCxYsEBsN/JMlLQJ/nV923rx58tZbb8mcOXPku+++k23btkmdOnWkR48eMmDAALnwwgvDHsjCwkIZP368vPTSS/Ljjz9KlSpVpHv37nL11VfL2Wefbd32smXL5J577pH3339fNm3aJI0aNZKTTjpJRo4cKW3btrXWfe211+Txxx+XL774QgoKCqRjx45y8cUXm24gmgUynO3bt8v9998v06ZNk5UrV0rNmjXl8MMPl5tuukmOO+64Ch41AAAAAEAijBo1StKJz9GoOsVpd4gTTzwx+He7du2kbt26snz5ctmyZYt57rTTTjOBtgb1JeXn58sf//hHc8EgKytLunTpIjt27JCffvrJlN9yyy0myA5FLzZokK+BuG5Pt6v1fv31V9OFY8aMGXLYYYeFrKtB+kMPPWQet2/f3nQB+eabb0wCiGOOOcZcSCi7r2rz5s3Su3dv+eGHH0y5dhfRCw6rV682Fzb0QsLQoUMlnnr27CkLFy6UWlJHDvftPc4AAKS8KFv8vVfrS8o+WbfrtV5rXUuLv1erva2FyqtuVgwt/lG+Hlr8I0CLf8q2+M8r+K/kOVvl4IMP9mxFTjVubFGlaQtpc+WNEdVd8czDsnvd6rR83akuLbL667UJbV1/9NFHZcOGDSb4/vzzz+WXX36RF1980QTI//nPf0JeddHAXoN+ra+B95dffmla/d98801Tb+zYsfL222+Xq7dz504555xzTNB/2WWXydq1a802161bJ5deeqmZtkHLtUtHWW+88YYJ+nX9uh3dnm538eLFZj9mz54tI0aMCPlaBw0aZIJ+/cBobwP90KxatUqeeeYZcxyuvfZa04MAAAAAAFJaBmf1TzdpEfhrq7oGwxr0alf7ki655JJgJsVnn31WAiWuyOlFgqeffto8fv7556VTp06lsjAOHz7cPB49enS5bU6YMMEE+R06dJCnnnpKqlatap7Xe12ntuJrK/xzzz1Xru5dd90VvOig23EdcMABweV12gdtyS9p0aJFZjiD3++XV155RZo1a2ae15b+wYMHm9eqPQY0cQQAAAAApLQUDPynT59u4iu9tWnTRiqLtAj8a9eubR0Tf+qpp5p77fZfMpjWIFrH1mvwfvzxx5erd+WVV5p7bVV3u/67pk6dau4HDhwoubm5pcr0b231V6+++mqpsqVLl5rWfaXBeqjsj7o/u3fvNvtXko7pL7lMuP3Vk1WHKwAAAABAKk/nF8kt0cF/Xl6eDBkyRCqjtEju50XH8btKzp346aefmvujjz46ZL3mzZubrveaK0CX1VZ8pa3q2q3fVtd9/rPPPjPLa/6AktvU9er6w9XV7v+6rHbtr+j+as8Hveigr1e7+/fq1ctyVAAAqARsGb5jGGtvy/rvOf4/hn2yb9djnLE1679l/LJXuqdkzQhgzS1g2SfP990y+4HXe1uZsvp7jU23rtbrXN33swkkdJy+db1es4CEWXemdHtPsddxyy23yM8//yxnnnmm/Pvf/65wPc050LBhQ3nvvffiti+JWGfat/h7mTJlirnv1q2b6R3gWrJkibkP1XrucoN9HUrgWrFihekpYKvr1tOWe828H+s2K1JXez20atUqZF0AAAAAQGhz5swxQ7bPOussOeOMMyI6TNro+vXXX8f10CZinRnd4q/d9N1x/LfeemupMjfjf7169cLWd8u2bt1arp6tbsnnQ9WNdJux1i1LkwFqnoKK0OkRAQAAACBetH+M6b4fYZ1EyM/Pl8svv9xMk/7YY4/JBx98IJVNWgf+mrxPr9gUFhaa+wsuuCDkEICyY/RLcqfUK5mdv+TQgXB1S07FF6pupNuMtW5ZmphQL4oAAAAAQGXu6n/33XebHtMa9Icbju1Fc8np9O7pKm0D/99++80k9dOp7nTqu8mTJ5dbxs3E73bbD0W76pfNDeDWc+uW/LtsvXB1I92mW1enEYymbllNmzY140Yq2uLvdSEBAAAAANIt8Ncu9ePGjTP50oYOHRr1ejSvmw4JT1dpGfhv375dTjnlFDP9XZcuXUxChJJj+11169Yt13W/LLfMXbbsYy13p9ULVS9c3Ui36f6tgX80dUPNAODOAuBFL5zQOwAAAABA3LiZ+iOs4zZMaoxSUTqbWqjYR4N1N5n6hAkTzLTp0Zg0aZIkgldjbqUO/DUwPu2000wG/P33319mzJgh9evXD7msln/yyScmg3447jR+uqxL53PU7vba8q51QwX+bj3tet+6detS21SRbtP9e82aNWHr6pAG7eEQqi4AAEh+xv89q7aMUvXKdm7drn2fPbP+h+OxXlsqaKfYkiE/1hkBbBn0LZv1nC0g2m168ZoRIBliykYfQ12vDPoxbNeanT+mfXYS9Ln12KcY1p0WonxLtDdyJA2TOsw5lAcffNCsZ/jw4SYRfLQGDBgg6S6tAn8dA68ZGGfPnm2C85kzZ0qTJk3CLn/EEUeYqzOawTEUDbJ1Kj93WVd2dra5wjRv3jz5+OOP5ZhjjilXV59Xhx56aHAqP3XkkUeae12vrj/UGBK3rrtsyf396KOPguVlzZ8/Pzj0oHv37mFfNwAAAACkK20J79y5c4WX12HOZS1dulRGjx5tplkfNWqUVHZpM52ftnafc845poW/RYsW8uGHH5p7G71IoFPg6ZuuAXWozPeqR48e5abQO/fcc8295g7QbZekwbfb3aN///6lyjp27Chdu3Y1j0Nl1df91hZ97VHQr1+/kNt0lwm3v5rbQDNSAgAAAEBKt/hHcvudBv0LFiyo8C1UN/8hQ4aYhuOnnnpKqlevLpVdWgT+OjbjoosukunTp5sWfg2M9cqNl8aNGwdPAh3boZkcXW+//bY88MAD5nGoK0BaT7elAbh70ii917+1u74OAdBpIcpy1zd27FizHZdu311eE0s0bNiwVD1Nxte3b18JBAJmhgK3y4rjOOYiwksvvWTGpYwcObKCRw4AAAAAkkPH+Edyiye9IODz+Uw3/SZNmpS6XXfddWaZn3/+Ofjc3LlzJZOlRVf/V199VaZOnWoeazf3Sy+9NOyyOkWDtuC7NLjXN1277WsiwIMOOsgkB3TH2Q8bNsz0DCirRo0aMm3aNDn55JNl4sSJ8sYbb5jpG5YtWyZbt241Le6vvfZayKtH2jPh+uuvl/Hjx5tW/fbt25vlFy9ebC5i9O7dW+67776Q+6/b6tWrl9lnvbhx4IEHyubNm81JqSeurrOi2foBAAAAoLJm9dcGVJ0CPhxtcHXLbTOrZYK0CPxLTp2nUyjYplHQaf7Kjg+ZNWuWCZi1xXzJkiWmm/2xxx4r11xzjQnSw9EA/Msvv5QxY8bIBx98IF999ZVppdcLBXfccYd1HsdHHnlEjjrqKHniiSfMFBJr1641QfzFF18sN9xwgxmCEIquX4P++++/31x4+Pbbb81FCO3ef/PNN8vxxx/vcbQAAAAAIH2z+sfDr7/+GrZs8uTJpjFZk7Sn8xR9kfA5ehkElZo7nV8tqSOH+05M9u4AAJB8MWT9j22zvn2+z8nYpuG13Sgz7PtiyervufIUzNwfiwSFAdbM+7HuU7QzFSQyM38Ctvtp0fuSJ1tNT19tFEzH2KJqoxbS4eIbI6r740sPS/7G1Ql/3ZMrYeCfFmP8AQAAAABABnf1BwAAAACkmf9v7z6goyrTx48/CSS0gIYiRZDeRAgSQZDYABEUUUT36B6RomJZV1Fc9CAIVpZir6ArriviobmCsiKhLCBggFCWtYQqonRYSEJJIPd/ntffnX/KTDKT3MnM3Pl+PNeZzL3v3JvJy8w8b3leK9QXABs9/gAAAAAAx8UEuJWXIUOGmMR/0TLMXxH4AwAAAACC0+MfyBZBli9fXiAJfbhjqD8AAAAAwFGmFz/AYD6S0mf26NHDLDXftWtXs/KabpdffrnP1dtCjcAfAAAgkEzcQcz4X1z28BKz75cye7iVV/rfJya2DNnbz5X45KV62qAuWEVWf/+EIAt+yU8bftf0+1NHWDd3IErTix9BL0fVqlXl5MmTpuf/3//+t4wfP94sJa9LumujgDYEdO7cWWKDudJIAAj8AQAAAAAIwP/+9z9JS0uTZcuWydKlS2XNmjWmISA1NVWWLFlijklISJCUlBTPiABdpjAmRA2IBP4AAAAAAOdFUA9+oCpWrGh693V7+umnJScnR1avXm0aAjTwX7dunWRmZsq//vUv+frrr02Z8847T44ePSqhEB7jDgAAAAAArqJz/APZIll8fLxcc8018uyzz8qqVavk2LFj8sUXX5h5/zoFSbfjx4+H7Pro8QcAAAAAOC/Cg/lA5eXlyfr1683Qf910BMCpU6c8+2vUqCGhQuAPAAAAAHBcpPfi+2PLli2eQH/FihVmeL+dZFQTAPbq1cuT7O+yyy6TUCHwBwAAKK8M32VYEaAs2b+LXRGgDL9PWVYECNqKAUFaLeB3URDFRHL2/eKfODjP6/bM/GXh8qz+f/jDH0xG/yNHjngC/UqVKslVV13lCfR1qT/NBRAOwuMqAAAAAACIEHPmzDEZ+nX4/vDhw6VPnz7SrVs3qVy5soQjAn8AAAAAgOPcPtTf+r+Efe+8845s3rxZevbsaXr7Q7lsny8E/gAAAAAA57k48F+9erWZ16/L9+n9b775xmwa8OuyffaQf90uueSSUF8ugT8AAAAAIAhcHPh37drVbKNHj5acnBxZu3atJ8lfWlqazJ8/32zaEFC7dm0z519HBNx3330hud7gZWQBAAAAAET1UP9AtkgVHx9vevjHjx9vMvsfO3ZMFi1aJE899ZR06NBBDh06JLNmzZIHH3wwZNfIUH8AAAAAgLNcntXfl7y8PDPff926dabnPyMjw/T6az4AO/t/KBD4AwAAlJeSlhQr01JzkbUUYOiWCixpvb9SvhYRKCyXoQtinYq41wIRY9OmTZ5h/itXrpSsrCzzuB3o64iAyy+/3Az3DxUCfwAAAACAo7SZLCbAHu5Ialp75513TKC/fPlyM7Q/f6BfsWJFSU5ONoG+Jvfr3r27VKlSJaTXS+APAAAAAHCeiwdSPPzww54h/LGxsZKUlGSCfA32db5/QkKChBMCfwAAAACA4yI5YV9JLr74YpOlXwP9a665Rs4//3wJZwT+AAAAAADnuTjw37p1q0QSAn8AAAAAgLNKs0SfixsKQo3AHwAAwA0ZzcNwRYAyZcgPUXb30Kw0ECJh+Bq7Lvt+qV/jCPs9EfYI/AEAAAAAzqP9ImwQ+AMAAAAAHOfm5H6RhsAfAAAAAOA8Av+wQeAPAAAAAHAcPf7hg8AfAAAAAOAsy/p9C7QMgoLAHwAAwA1Kmz08SKsBhGt29hJXE3BZFvxgibjs+mXB3x0uQOAPAAAAAHBUTCmG+pehWQ4lIPAHAAAAADgvigaGhDsCfwAAAACA42KYHRM2CPwBAAAAAM739gfa488IgaAh8AcAAAAAOI7l/MIHgT8AAEA0C2bG8hCtGFCcqMpGH23Ivg/4ROAPAAAAAHCeRUNbuCDwBwAAAAA4jqH+4YPAHwAAAADgPDr8wwaBPwAAAADAWVYpevxpKAgaAn8AAAAAgPOY4x82CPwBAADgnizrYbiSQNQhuz4Qdgj8AQAAAACOiilFcj8tg+CImCbR/fv3yyeffCKPPvqodO/eXapWrSoxMTFy2WWXlVg2NzdXJk+eLElJSVKtWjWpWbOm9OjRQ+bNm1di2Z07d8qwYcOkYcOGUqlSJWnUqJHcc889smvXrhLLzp07V6699lpJTEw05+3YsaNMmTLFXE9xsrKyZMyYMdKmTRupUqWK1KlTR/r16yfLly8v8ZwAAAAAEBasADcETcT0+H/22Wfy2GOPBVzu9OnTct1118mqVaukQoUK0q5dO8nOzpZly5aZ7cknn5S//vWvXsuuWbNGevfubQJxDd7bt28vO3bskA8//FBmz54tqamp0qVLF69ln3jiCXn55ZfN/ebNm5vAf+vWrfKXv/xFFixYIN98841pSCjs8OHDkpKSIj/99JPZf/HFF8uhQ4fkq6++koULF8pbb70lDz30UMCvAwAAAACUJ5bzCx8R0+Nfo0YN6dWrlzz11FMyZ84ceemll/wqp4G9Bv1NmzaV//73v7J582bZvn27fPHFFyawnjhxognECzt58qQMHDjQBP3a4//bb7/J+vXrZd++fTJ06FDJzMw0+0+dOlWk7Oeff26Cfn1+PY+eT8+rgb9ex4oVK2T06NFer1dHE2jQn5ycbEYbpKeny549e2Tq1KliWZY88sgjsmnTplK8ggAAAABQTrQHP88KbKPXP2giJvDX4Hvx4sUyYcIEE3DXr1+/xDIHDhyQ9957z9z/29/+Jq1bt/bs69+/v4waNcrcHz9+fJGy06ZNM0F+ixYt5N1335XKlSubx/VWn1N78ffu3SsffPBBkbLPPvusp9FBz2PTofv28W+//bbpyc9v48aNMn/+fImNjTUjHBo0aGAe1ykNw4cPl0GDBsm5c+fk+eef9/NVAwAAAIDopB2nq1evNp3HOqq6Vq1aEhcXZ6ZS68juGTNmmGOiQcQE/qWhQXROTo4J3nWufWH333+/udVedR3Cn58O5VdDhgyR+Pj4Avv0Z+31V7NmzSqwb9u2baZ3X2mwXpjmFtDrOXPmjLm+/HQkQ/5jfF2vDvnX6QoAAADwklGeLbSvARAmc/yXLl1q8sNNnDhRvv32Wzn//PNN3re8vDzTqXzXXXfJTTfdZGIzt3N14L927Vpze+WVV3rdf+GFF5qh9/mPVdqrrsP6iytrP75u3TpzfOFz6vPq8xdXNv85/blezSegjQ6at4Dh/gAAAADCfY5/IJvTtDdf47LXX3/djAbXzl6N844cOSIff/yxmZqtudTGjRsnbhcxyf1KIyMjw9x66z236ZB9zdCv8+ptu3fvNiMFiiur5ZS2Dv3888/SrFmzgM6p8p/Tn7I6LOWiiy4yOQO0rLZe+aI5AXS6gj9++OEHv44DAAAAAL+FeBi9dpxq3BQXF1dkn06j/uWXX+Tpp5+W999/3+SQ0ynXbuXqwP/o0aPmVpfv88Xed+zYsSLliiub/3FvZQM9Z1nLFqb5CXQKAwAAAACUu9L04lvOJ4gvTt++fU3gr3GY5l+rW7euuJWrA38dEq8Kz9HPz15SL392frtccWXzL8XnrWyg5yxr2cI0+WGnTp3E3x7/kp4PAAAAAAIS5nnzTueL+6pUqSJu5urA387Ebw/b98ZO5JD/D22Xs8vm/7lwOV9lAz2nXVaXESxNWW+JAO1kgCXRpQMZHQAAAAAgHGjHpMYo/tKk6v7GPvnNnDnT3GrCv5JGB0Q6Vwf+iYmJRYbuF2bvs48tfF/328vqeSvnq2yg57R/1sC/NGUBAAAAIHxYEhPwHP/fj9fRyIF0TOo050Clp6d7ln7X5f7cztWBf6tWrcyyDZoMzxd7GT891takSRMz3F573rWst8DfLqdD7xs3blzgnCrQc9o///rrrz7L5ubmyp49e7yWBQAAAICwUsrVHXV0c9u2bf0+Xqc5B+LAgQMyYMAAE1/p7R133CFu5+rAv2vXrjJ9+nRZtWqV1/0aZGtGf/tYW8WKFc3QkjVr1sjKlSvlqquuKlJWH1edO3eWChUqeB7v1q2budXn1ef3tqSfXdY+Nv/1Llu2zLO/sLS0NM/Ug44dO/r1GgAAAABAeft9ib7AevztZIAa9G/YsCEo13X8+HGT1E87VDXm++ijjyQauHe9AhG5+eabzdIN27ZtMwG1tyXv1KWXXlpkCb3bbrvN3GpF0Jag/DT41gYFdfvttxfY17JlS2nfvr257205vaVLl5oefR1R0L9/f6/ntI/xdb1aURMSEvx6DQAAAAAgJKwAtyDLysqSPn36yMaNG6Vdu3ayaNEi18/tj4rAX5djsJM83HPPPWYNR9uCBQtk0qRJ5v64ceOKlNVy9erVMwH4Aw884Mn4qLf6sw7X1ykA9957b5Gy9vNNnDjRnMem57ePf+ihh6ROnToFymkW/n79+kleXp4ZbmLPVbEsyzQifPLJJ2ZtyTFjxjjy+gAAAABA0GiPfyBbEJ08eVJuvPFGWbt2rZk2nZqaKrVq1ZJoETFD/X/55RfTM184u/3mzZuldu3ansdHjRplNpsG9zpMRIfta6vOJZdcYlp67Hn2I0eONCMDCqtWrZrMmTNHrr/+evnwww/l888/l2bNmsnOnTvl2LFjpsd97ty5UrVq1SJlBw4cKCNGjJDXXnvN9Oo3b97cHL9161Y5d+6cpKSkyIQJE7z+nnqu7t27m2tu2rSpXHzxxXL48GHz+8fExJjn9HeZPgAAAACIdqdPnzYx34oVK0w+tyVLlphO3mgSMT3+GjAfOXLEs2nwrs6ePVvgcW3JKZwYYvny5ab3XYPojIwME0hfffXVJrCfMmWKz3NqAK4NC4MHDzbPs2XLFnM7ZMgQ83j+vACFvfrqqzJr1ixzHj2fnlfPr9ehQ/m9LRGodBSABv2jR482SQO///57yc7ONsP7tYL++c9/LvVrCAAAAADlO8/f/y0YdNr2wIEDTQ9/w4YNTSymt9EmxtJx5IhqmtRCl7OoLufL5TG9Qn05AAAAQFT7zkqVTPmfGekbrCR3QY8tEhpIl0sfCqhs2sZ3JDPrN8d+b+08vvPOO2X27Nmmh197/DUnWzSKmKH+AAAAAIAIob34gS7n53CXtI7A1qBf6YjroUOHii9vvvlmganlbkPgDwAAAABwXogHl9t54dTu3bvNVtwyf24WMXP8AQAAAAARJMTL+WluNp3ZbvmxXXPNNeJmBP4AAAAAALgYQ/0BAAAAAA6zNJN8wGUQHAT+AAAAAABnmeH7AQbyxP1BQ+APAAAAAHBeoFn9ETQE/gAAAAAAxwU+1B/BQuAPAAAAAHAegX/YIKs/AAAAAAAuRo8/AAAAAMBZJPcLKwT+AAAAAADnkdwvbBD4AwAAAAAcFSNWwMn9tAyCg8AfAAAAAOA8kvuFDQJ/AAAAAICzmOMfVsjqDwAAAACAi9HjDwAAAABwHkP9wwaBPwAAAADAeWT1DxsE/gAAAAAAxwWa1R/BQ+APAAAAAHCWBv2BBv40FAQNgT8AAAAAwHl59PiHC7L6AwAAAADgYvT4AwAAAACcx9D9sEHgDwAAAABwHoF/2CDwBwAAAAA4S6f3B5zcjz9CsBD4AwAAAAAcZpUiuR+Rf7AQ+AMAAAAAnGfl8aqGCbL6AwAAAADgYvT4AwAAAACcR3K/sEHgDwAAAABwlk7XD3SOP1P8g4bAHwAAAADgMKsUPf5E/sFC4A8AAAAAcB5D/cMGgT8AAAAAwHkE/mGDrP4AAAAAALgYPf4AAAAAgCAk98sLvAyCgsAfAAAAAOAwkvuFEwJ/AAAAAIDzmOMfNgj8AQAAAABBGOof4Nh9hvoHDYE/AAAAAMBxlhXgHH8EDVn9AQAAAABwMXr8AQAAAAAOswIf6s9Y/6Ah8AcAAAAAOI/kfmGDwB8AAAAAEITkfgHO8Se5X9Awxz+MLVu2TPr16yd16tSRKlWqSJs2bWTs2LGSnZ0d6ksDAAAAgJJ7/APZEDQE/mHqzTfflJ49e8pXX30llStXlrZt28ru3bvlhRdekM6dO8vRo0dDfYkAAAAA4JWl/+XlBbbR5R80BP5haMOGDTJixAhzf+rUqbJnzx5JT0+XnTt3SnJysvzwww9y3333hfoyAQAAAAARgMA/DD3//POSl5cngwYNkuHDh0tMTIx5vEGDBjJz5kyJjY2VefPmyZYtW0J9qQAAAABQlFWKof5BHO2/LMqnURP4h5msrCz5+uuvzX0N+gtr2bKl9OjRw9yfPXt2uV8fAAAAAPhFl/MLZAuSN5lGTeAfbjZu3ChnzpyRSpUqSZcuXbwec+WVV5rbtWvXlvPVAQAAAIA/tAc/L7AtCF3+TKP+HT3+YSYjI8PcXnTRRRIXF+f1mObNm5vbn376qVyvDQAAAAD8j/utgLZgDPVnGvXvKv7fLcKEna2/Zs2aPo+x9x07dsznMZoUcNq0aX6dU5MFAgAAAICjTC9++E+jTk1NNdOoO3ToIG5F4B9mTp8+bW7j4+N9HqPTANSpU6d8HrNv3z6zEgAAAAAARCN/p1Gnpqa6fho1gX+YqVy5srnNycnxeYxWXqXZKH2pX7++dOrUye8e/+IaEQAAAAAgUGb4fggxjfr/I/APM4mJiQWG/Htj77OP9eb+++83mz906oAG/tmSKd9ZqQFfMwAAAADn6PdytWvXroh9WbPlhHyX902pfm/tmExOTva7nA7j9xb7ODWN2g0I/MNMq1atzO2ePXskNzfXa4K/HTt2FDjWqekFeXJOMuV/jjwnAAAAAGe+p0eissQW2ikZyLRlneYczGnUbkDgH2Z0eL5WTB3On5aWJt27dy9yzMqVK81tt27dHDnnBRdcIAcPHjTTDJo2beoZ+q9TCdq2bevIORDdqFOgPiGc8R4F6hTCjfb0a9Cq39MjTZs2bcpU/vDhw5KZmWniEn/pNOdgTqN2AwL/MJOQkCDXX3+9LFiwwGTlLxz4b9u2TZYuXWru33bbbY6cc/fu3QV+1mE12sKmQb+uewmUFXUKTqI+wWnUKVCnAOfMmDHDddOo3SA21BeAosaOHSsxMTHyj3/8wwT/lmV5hrDceeedkpeXJ7fccoskJSXx8gEAAACAH9OovXF6GnW4IvAPQ507d5ZXXnnF3NckFY0bNzZTAHS4i/bAt27dWt5///1QXyYAAAAARMw0am+cnkYdrgj8w9SIESNk8eLF0rdvX8nOzpbvv//eNACMHj1a1q9fL7Vr1w71JQIAAABA2E+jVjqSurBgTKMOV8zxD2M9e/Y0GwAAAACgdNOov/zySzONWvOn3XfffWZadbRNo6bHHwAAAADgSkyj/h2BPwAAAADAtUYwjZqh/gAAAAAAd+sZ5dOo6fEHAAAAAMDFCPwBAAAAAHAxAn8AAAAAAFyM5fxQxPDhw83yFvXr1+fVgSOoU3AS9QlOo06BOgXA7WIsy7JCfREAAAAAACA4GOoPAAAAAICLEfgDAAAAAOBiBP4AAAAAALgYgT8AAAAAAC5G4A+PZcuWSb9+/aROnTpSpUoVadOmjYwdO1ays7N5lSKU5u5cvXq1PPXUU5KSkiK1atWSuLg48zfu3bu3zJgxwxzjS25urkyePFmSkpKkWrVqUrNmTenRo4fMmzevxHPv3LlThg0bJg0bNpRKlSpJo0aN5J577pFdu3aVWHbu3Lly7bXXSmJiojlvx44dZcqUKeZ6ipOVlSVjxowxdVfrsP6eWqeXL19e4jlRegsXLpSYmBizNWnSxOdx1Cf4U5duvfVWadCggXnfqFu3rnTv3t38uz579ix1Cn47evSoPP300+bzIyEhQeLj4+XCCy+UgQMHmu87vE8BiDqa1R944403rJiYGI0ArYYNG1qXXnqpValSJfNz27ZtrSNHjvAiRaDU1FTzN7S3Zs2aWcnJyVbNmjU9j914443W6dOni5Q9deqUlZKSYo6pUKGC1aFDB6t58+aeck8++aTP865evdpKSEgwxyUmJppznn/++ebn6tWrW999953PsiNHjvScQ8+n59Xz689XXXWV12tVhw4dslq3bm2O07qrdVjrsv6sdfvtt98u5auI4pw4ccJq1KiR52/WuHFjr8dRn1Cc3Nxc66677vLUI/2327lzZ/OeFR8fbx7LzMykTsEvGRkZVoMGDUy9iY2NNfVIPxNq1KjhqWPPP/8871MAogqBP6z169ebD0YNjqZOnWrl5eWZV+XXX381AZt+QN566628UhFo8eLFVtOmTa3XX3/dOnDgQIF9H3/8sadxx1sQ/8gjj5h9Wv7HH3/0PP7FF194ys2fP79IuezsbKt+/fpm/7Bhw0zAp/R26NChni/1J0+eLFJ23rx5nsBdz2P74YcfzHXovscff9zr79q/f3+zX+us1l2ldVnrtN14sXHjxoBeP5TswQcfNK/vLbfcUmzgT31Cce69915Tf5KSkqy0tLQi7yn6fpCTk0Odgl969Ohh6lPLli2trVu3eh4/c+aMNXbsWE+D8KZNm6hTAKIGgT+sm2++2XwI3n333V5bzbVRQPdv3ryZVyvCHD9+vMiX5fxefPFF87fVEQDnzp3zPL5//35PL9vSpUuLlLO/OHXq1KnIvldffdXsa9GihfmSlZ/+bI8a0FEmhemXft33zDPPFNm3ZMkST6PAwYMHC+xLT0/39Oxs27atSNlBgwbRgBUEK1euNF+eBwwYYE2fPt1n4E99QnH0PUbrjvbQ+ju6jDqF4kYh2SMY8zcg59exY0ezf8KECdQpAFGDwD/K6dBJu/d21apVXo/p1auX2T9mzJhyvz4Elx0w66ZfpG3Tpk3zBO/e7N2711Nu+/btBfZdccUV5vEXXnjBa1l9XPfrNILCjUz2c+rze6PXo/s/+OCDAo+PHj3aPK511Rut27q/cuXKVlZWlo9XA4HQERw6tUKnbujfq7jAn/qE4vTr18/UHW009Bd1Cr7otC/7s+Q///mP12N0FKPuf+6556hTAKIGyf2i3MaNG+XMmTMmiVKXLl28HnPllVea27Vr15bz1SHYTp8+7bmvyfBs9t/a/tsXpgmSmjZtWuBYde7cOVm/fn2xZe3H161bZ44vfE59Xn3+QOpiSderdVsTO+nvu2nTJq/HIDDPPfec/PTTT/LSSy/5/Hv5+/ehPkUv/Te5aNEic//mm2827wsPPfSQXHfdddK/f39Tz/bu3VukHHUKvtSuXdskk1Xffvut1zpnf05dfvnl1CkAUYPAP8plZGSY24suushke/emefPm5la/5MNdZs6caW41a3+NGjWK1IsWLVr4LOutXuzevVtycnKKLWuX0wann3/+uczn9Kes1m2t497KInDaeKKrPWiDigZpJaE+wZfNmzeb1R509Y45c+ZI165d5d1335XU1FRZsGCBjBs3Tlq1aiWzZ8+mTsFvkyZNMquMjBo1St5//33Zv3+/nDx5UjZs2GBWjdizZ4/J7q+r2/A+BSBaEPhHOV3uRukybb7Y+44dO1Zu14XgS09Pl/fee8/c1+X+nKgXdrniyuZ/3FvZ0tRF6nH50VEauiyjmjZtmsTGlvwxQn2CL/v27fM0BGqQdsUVV5jgTH/WBqPbb79dTp06JXfddZdpJKBOwR933HGHaThq3bq1DB8+XOrXr28aly677DIzquStt96SWbNm8T4FIKoQ+Ec5e6i3DoP2RacBKP3yBXc4cOCADBgwwPS06a1+SXKiXuSfOuCrrF3OV9nS1EXqcfmZMmWKaTR6/PHHzUgRf1Cf4EtWVpa5PXv2rBmivXDhQunUqZN5H2jZsqV89tlnZh12HUn04osvUqfgtx07dphGR+351xFf+n6VkJAghw8fNo2W3333He9TAKIKgX+Uq1y5srm1h2d7oz0vheeAI3IdP35c+vbta4Y6Jicny0cffeRYvbDLFVfWLuerbGnqIvW4fGzbtk3Gjx9v8jDoEGx/UZ9QUt1Q2jNbvXr1Avt1RMljjz1m7msugLy8POoUSvSnP/1JHn30URPo60gRnVamU5S0IWDChAmyZcsW6dGjh2nE5H0KQLQg8I9yiYmJRYZoF2bvs49FZPeu9enTxyR1bNeunfkinX9uf1nrRf77vsrmf9xb2dLURepx+XjggQdM773Owa5atarf5ahPKKluqLZt23o9xn78xIkTRd4DeI9CYRrU63tUxYoVZe7cudK+ffsC+V50atvgwYPNe9mYMWN4nwIQNQj8o5wmTVLa+6vDvn0Nl8t/LCKTJja68cYbTTZs/Vtq8qxatWp5Pdb+W2/fvt3n83mrF02aNPEM1fdV1i6nw/YbN25c5nP6U1brttZxb2XhP517rcNm9UtzvXr1Cmzau6Z++eUXz2OrV68u09+W+uR+bdq08dr7n1/+x+2VQKhT8GXVqlW6VLWZKmInhC3shhtuMLdpaWmex6hTANyOwD/K2XMpdQh1/g/A/FauXGluu3XrVs5XB6doz4YulbVixQoTTC1ZssQEZr5oZm37C5Q3v/76q+zatavAsUp7WHT6QP56U5j9eOfOnaVChQqex+36pc+rzx9IXbSvwdc5tW7rFAINIHS+MEpPv1BrjojCm/bGKh2KbT9mT9ugPsEXXcrRbgC0G3+Kayy0GyupU/AlMzPT3GojZXHvY4Xz0lCnALiehah300036Segdffddxd5LTIyMqzY2Fizf9OmTVH/WkWinJwc64YbbjB/w4YNG1o7d+4sscz+/futuLg4U2bp0qVF9o8dO9bsu/TSS4vse/nll82+Fi1amHPnd+bMGat58+Zm/+uvv16kbPv27c2+Z555psi+JUuWmH3x8fHWwYMHC+zbsGGD2ad1ddu2bUXKDho0yOwfMGBAib87Smf69OnmNW7cuHGRfdQnFGfUqFGm7rRt29Y6d+6cz8+o3r17U6dQonnz5pn6UrFiRWvHjh1ejxkyZIg5plOnTtQpAFGDwB9WWlqaFRMTY7apU6daeXl55lX57bffrOTkZPPheMstt/BKRaCzZ89at99+u/kb1qtXzzTk+Ovhhx825Zo2bWr9+OOPnsfnz59vVapUyez75z//WaRcVlaWOZfuHzZsmHXq1CnzuN4OHTrUPN6gQQMrOzu7SNk5c+aY/fr8eh6bnl+vQ/eNGDHC6/X269fP7Nc6q3VXaV3WOq11WxsFtIEA5R/4K+oTfNGGvPPOO8/Un0ceecQ0ENr/fl977TXzuP4bXrZsGXUKJdLPlrp163oap7du3erZp43RkyZNMvu8NUDzPgXAzQj8Ybz66qvmi5V+EDZq1Mh8WNrBXevWra1Dhw7xSkWgTz/91PMFp0mTJlb37t19bunp6QXKnjx50urWrZspW6FCBSspKcnTW6/byJEjfZ531apVVrVq1cxxiYmJJhjXW/05ISHBWrNmjc+yGtjb59Dz6Xn1/PpzSkqKpyHBW/DQsmVLT8OB1mGty3bQ8MYbb5ThlURZA3/qE4qzePFiq0qVKp73jC5dungaEPXf7+TJk6lT8JuOENPPGrv+6PtSx44drerVq3s+X2699VbTOM77FIBoQeAPj9TUVKtv375WzZo1TeDUqlUra/To0VZmZiavUoQHY/5shXvTlPa8TZw40QzB1y/l2it39dVXm575kmzfvt0aPHiw6d3XaQN6q8MrfQ29zG/WrFnmPHo+Pa+eX6+j8NSBwk6cOGHqrNZdrcNal7VOe5uugPIN/BX1CcXREUn6HqFTkvQ9o3bt2lb//v2t5cuXU6cQsN27d5uG5Hbt2llVq1Y1Q/8vuOACq0+fPtbMmTOpUwCiToz+L9R5BgAAAAAAQHCQ1R8AAAAAABcj8AcAAAAAwMUI/AEAAAAAcDECfwAAAAAAXIzAHwAAAAAAFyPwBwAAAADAxQj8AQAAAABwMQJ/AAAAAABcjMAfAAAAAAAXI/AHAAAAAMDFCPwBAAAAAHAxAn8AAAAAAFyMwB8AAAAAABcj8AcAAAAAwMUI/AEAiEATJ06UmJgYiY+Pl7S0NK/HLFy4UGJjY81xn376ablfIwAACA8xlmVZob4IAAAQGP347t27t6SmpkqzZs1k06ZNUr16dc/+ffv2SVJSkhw6dEjuvvtu+fvf/85LDABAlCLwBwAgQu3fv98E9wcPHpQ//vGPMmPGjCKNAi1atJCNGzdKQkJCqC8XAACECEP9AQCIUPXq1ZOPPvrIM5Tf7tXXaQAa9MfFxcnMmTMJ+gEAiHL0+AMAEOFGjhwpr7zyignw3333XRk2bJjk5ubK5MmT5Yknngj15QEAgBAj8AcAIMLl5OTIFVdcIRs2bPA8pkP9v/76azMaAAAARDcCfwAAXGDr1q3Svn17c/+8886TH3/80UwFAAAAYI4/AAAuMG3aNM/9EydOmCz/AAAAih5/AAAi3Jdffik33XSTud+hQwfZsmWLXHDBBea2bt26ob48AAAQYvT4AwAQwfbt2ydDhw419/V2xYoV0qRJE7PE3+DBg83SfgAAILoR+AMAEKHy8vJk0KBBcvjwYWnZsqW8+eabZn6/Lu1XsWJFWbRokcn2DwAAohuBPwAAEWrSpEmyZMkSiYuLk5kzZ0q1atXM4926dZNx48aZ+6NHj5b09PQQXykAAAgl5vgDABCB0tLSJCUlRXJzc2Xy5MnyxBNPFBkN0LNnT1m+fLm0atXKBP92wwAAAIguBP4AAESYzMxM6dixo+zcuVOuu+46M6Q/JiamyHF79+6VpKQkOXr0qAwZMkSmT58ekusFAAChReAPAAAAAICLMccfAAAAAAAXI/AHAAAAAMDFCPwBAAAAAHAxAn8AAAAAAFyMwB8AAAAAABcj8AcAAAAAwMUI/AEAAAAAcDECfwAAAAAAXIzAHwAAAAAAFyPwBwAAAADAxQj8AQAAAABwMQJ/AAAAAABcjMAfAAAAAAAXI/AHAAAAAEDc6/8BXe9jvfCQNGgAAAAASUVORK5CYII=", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig, axs = plt.subplots(ncols=1, nrows=3, figsize=(12, 16), sharey=True)\n", "plt.subplots_adjust(hspace=0.5)\n", "\n", "\n", "for i, itime in enumerate([0, 20, 40]):\n", " # plot the 2D blob field in colors\n", " test_data.isel(time=itime).plot(ax=axs[i])\n", "\n", " # plot the mask outline\n", " segment_labels.isel(time=itime).plot.contour(levels=[0.5], ax=axs[i], colors=\"k\")\n", "\n", " # plot the detected feature as black cross\n", " f = features.loc[[itime]]\n", " f.plot.scatter(\n", " x=\"x\",\n", " y=\"y\",\n", " s=40,\n", " ax=axs[i],\n", " color=\"black\",\n", " marker=\"x\",\n", " )\n", "\n", " axs[i].set_title(f\"timeframe = {itime}\")" ] }, { "cell_type": "markdown", "id": "d15232a9", "metadata": {}, "source": [ "Keep in mind that the area of the resulting segments crucially depends on the defined thresholds." ] }, { "cell_type": "markdown", "id": "51ae8362", "metadata": {}, "source": [ "## 5. Statistical Analysis" ] }, { "cell_type": "markdown", "id": "8c2fa0d3", "metadata": {}, "source": [ "### Blob Velocity / Motion Speed" ] }, { "cell_type": "markdown", "id": "6320700c", "metadata": {}, "source": [ "Now different functions of tobacs analysis module can be used to calculate or plot properties of the tracks and the features. For example the velocity of the feature along the track can be calulated via:" ] }, { "cell_type": "code", "execution_count": 21, "id": "4c516c26", "metadata": { "ExecuteTime": { "end_time": "2025-12-18T14:30:52.490383Z", "start_time": "2025-12-18T14:30:52.473002Z" }, "execution": { "iopub.execute_input": "2026-02-02T20:12:03.464033Z", "iopub.status.busy": "2026-02-02T20:12:03.463917Z", "iopub.status.idle": "2026-02-02T20:12:03.483913Z", "shell.execute_reply": "2026-02-02T20:12:03.483087Z" } }, "outputs": [], "source": [ "vel = tobac.calculate_velocity(track)" ] }, { "cell_type": "markdown", "id": "21a92c3e", "metadata": {}, "source": [ "The expected velocity (hard-coded in the test function) is:" ] }, { "cell_type": "code", "execution_count": 22, "id": "887d4338", "metadata": { "ExecuteTime": { "end_time": "2025-12-18T14:30:52.496760Z", "start_time": "2025-12-18T14:30:52.495124Z" }, "execution": { "iopub.execute_input": "2026-02-02T20:12:03.486042Z", "iopub.status.busy": "2026-02-02T20:12:03.485900Z", "iopub.status.idle": "2026-02-02T20:12:03.488109Z", "shell.execute_reply": "2026-02-02T20:12:03.487515Z" } }, "outputs": [], "source": [ "expected_velocity = np.sqrt(30**2 + 14**2)" ] }, { "cell_type": "markdown", "id": "3af22865", "metadata": {}, "source": [ "Plotting the velocity vs the timeframe will give us" ] }, { "cell_type": "code", "execution_count": 23, "id": "6151a205", "metadata": { "ExecuteTime": { "end_time": "2025-12-18T14:30:52.546927Z", "start_time": "2025-12-18T14:30:52.499149Z" }, "execution": { "iopub.execute_input": "2026-02-02T20:12:03.489802Z", "iopub.status.busy": "2026-02-02T20:12:03.489675Z", "iopub.status.idle": "2026-02-02T20:12:03.558069Z", "shell.execute_reply": "2026-02-02T20:12:03.557485Z" } }, "outputs": [ { "data": { "image/png": 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6QlvW6atTIjqmUmbmeZo9rnlHeDvQl5JOGzucpvZJNPn+DG4G9tUeWr5PP7dvR6E/nderGz0+o7fYjzjK249/QDvusO143NY6ffp08aE4duwYPfzww/Ttt9+Kwe08PoGDoraEhYXR888/TzNmzKA1a9ZQaWkpxcbG2vQYeDA842Yu1tTV1RnupzXc9EVp/NKWYcOGiSCVd1jusqPhx+Euj0UtWVJHwt6dok1+P754/5Se9Mg3v4mv/7frDN0/pRd16WD/2r43Vx4RwSML8Pejl64cRB2kttdlNY1U20QUqdJaBHfEz+2h/Cq6+9NdokxPaQzw0e0jqEuC5WCOO8WdPNc9Nb+ygfqlavP8FFQaX98cfFrazgd1iad3bhpOsxduE2uJ+G9224c76Ju7x7QIWL1NXqUxlccH3hmJUfTsrAH0x4+2i//bkV1Ki3adoRtHdrX7trkZzGZp7t+fL+hFQUHG9ZyMm7nsPVdIkVVY7XX7IWjpWJHxJGrXDhEUEWp64vX6kV1pwfrjdLa8VuxP3vnlBD0za4Dd71+8nvqfq4zNuni97sQ+SfTtnlxD0JdXUe/12xx3UX5k8W+0UeqifPu4bnT3pB4WA6eUOOMavryKOs2eHz75x39jRWpcRIv74q/euG4IlS3cZmiStnDjSUqKCaM/TVTnBJE3Hv9A+3DVtuNx5Z3meA3f119/Tf379xdZvzfffNPmn+XST8ZZQ3u6bMbFxZmUeVqifE+5LngGfjM5KnUD7GEhY6NGJ0/ugPbuL8cNX98xPoP6pURTx8gQMXtKcaa0xgcaA2wzaQzw/uzhrWbv5DP3WnaIM+8OZ82YHgn0xnWDDaWH/HM3v79VDHP2ZnIHw9TYMHEQOK1fEmUOTDb8/0s/HBQzu5zt2Dk6w9gx1VLpNTp4+gZ5PEf3ji33zWp08uT3gKe+20/V9fra8fiIYHoys59hO1ec9vJ9s6iqWLKflv2Wa/i/ywan0BMX97WaKeMTcu2xb+aRDMrfx/x+ZSGBAbTgpmE0IDXa8H8vLT9Ii7af0uyxAbgzjw/6WEBAgMjYse3b9WeZbSGXZ9rTSadXr17iMw9jt0YJIpXrgmfIr6gzBCCsR8eWwQd3CXRmbh+fPf2/xXvFZ9a1Qzg9NE1/e1wKlxzjGwcW3Bhg9gfbxXw3Jdv57xuG0rCu1tfKmr/BazmrTz5osXZQobh4YDL9Xcoo8MiP2z7YJkp4vdUZaTiynNWce2k/w6Bkfi3xgaMzc/n4tWHpIFNez5VVUGl4PYH3Mhmlk2S5hPqa4Z2dmtu3bG8urTmYb/h6zsy+IvAz3869fWzDm2uO0kebThq+ntCrI71y1aBWy7W5e6e8b9Zqhqm8b+bB7Mrfx5Ko0CBaOHuEeJ9VcOOt1Qf0ZZ8AvsQrgj7W0NBgyNrZat++fSZjFmzFZaSMO4dawhlH7twpXxc8g5wxSIwKoZhw05IyNbJ9H248Qb/llBm+fv6ygeIMtSIlNtTrM31KY4DsYuPv99IVA2lq36Q2f9ZkVl97Zfqk+7TmplFd6YGpxpMBO7NL6d7PdlLDuXlW3kY+ISFvs4lRofT4xcZ2+T/sPUsrf89TNcvHuHOiEgvyuiNvPwgH8xl9loM+Z7J9ZdUN9PT3xvE543sm0GWDUy3vm6WTHt7m863Z9I+V+i7lbFDnWPrvjUMNw8+tkU+O8WuytFp/XKa2XOm550CzrTV6HaNC6KPbRlBCpL7XAp8g4n3zjpPWq7UAvJFXBH28tm7p0qXisrU5fZa88sor4nO/fv1aNIBpqzUqry85cuQIrV271uIYBuWxtDbWAdy7fMhSaaez2T5eK/LaT4dM1oqM65lgcp3U2HCvDvoam5rpvcP+lFNlfKN+bEYfunq4bU0RTDJ9DpQO2kpeM9JWpk/x52k96YaRXQxfc8aA59Z5ozOltRa3WXbt8M40It2YsX3qu31UUdugWpaP8RzoVCkYP1rgQ61TfRDPzeSMri37Z0ezfS8uP2CoPOBScz4hJ29/aXGmJ5y8Mbu86vc8k2H0GR0jaOHs822ac8frsfl507oSQw7i5exia3gN6Ae3nm9YI8+zeG/7YLtJ9hjA23lE0MclmzxTj4Msc9y585JLLhHllJGRkXTHHXcYvsfD2OfPn09FRcaDCMZfc/OURYsWia+feeaZFrfLQ9XT09PFB3cJlfGoCKX5yu23324yi4/HQSjB5Ny5c8lbcTt2bq//3e4z5Gtnkh3N9pmvFYkLDzKsFZGlSmeTvTF7seL3fDpc5m/SGOCuCZbna1oiv8mf1ehsO/+tzM8m24IPELmZyUX9Oxn+b9GOHNpzqpS8eTC7nAFhXAL2whUDROmVcvD3j5+MmQNns3yKHokRXruuj4OPxTtzRNbFkQ9eN+xtmWU+UG9tTZ8z2T4+4fDFNuNar4emtWzQJZfec6OYggpprosX4P3e00v2G0Yb8NBzzpC1Vj5pvv+Tn6Oz5drsn+Vg0tYTcmxAagy9ffMww36prKaBXv7xoCaPEcAdeUTbocrKSnruuefER8eOHalz584i08Yz7rKzsw1z8TiIk8s0OVibN28ePfjggyJ445/lkQc8+oDX8PGsvxdffJGuuuoqi2MZTp48aXW9Hwd2O3bsoE2bNokmMgMGDBCPU1nLxx1FbR2W6Gk+2HiSXtyj33QKfz1BVwzr7FQLZHcN+nq0MQpAyfYpnTw523fv5B5WO3m2XCvSz+KbqbxuRM6maOWHvbni4+bR6eJAW2sbjhYaLk/sldBqYwBXrenjgwH5ANOeAwtem8iNXS7796908GyF4XfmEimt/bT/LH2/54zINo7pbppB1jbT17L8tUdilDjwfuNcIPfhphM0a3AKDekS53SWz3gfkbTucGGL166nq2tsoqvf2kTHpU7C9uLt8Ku7RtOwrt7RTOyIVIXB21tbmSfO9v1nbZbI2CvZPmudPGsbmuhxKbvVNzlanIwyx/cZGx5kKFvkQNTWE0KOyC+vpddXHhbliX+e1svh8Se2OlFUTTnSiUZeC5cWZ19nas6wKtutO2X6FLxffPGKgfTwoj3i6/WHC8Ta6zAuHQDwch6R6Rs0aBD961//oiuuuEKMVeAGKhxw8bB1nrXHwSBn26ZMmWLyc9dddx098MADNHLkSDFCYc+ePSIo446fnBHk23jkkUccekw8imHdunViIDyXh3LGkYe9T5w4UXQT5SyjtxrT3Xj2/UBuBe3Mbn0AvSfJkoO+Vs4k25vtM18rMq5HAl0+xPI6UpNmARqXdxZX1dNDX+6mpb/lijUOXHqpta3nWp6zmQM72X0gI7/JV9Q2UqXUeEct8sEKlytx2ZI9ONNwoZTt44BGa0WVdXT/57vE3/KBz3drWnrG6xTzKozPkbXxFHdP6k7dO+qzcdzTgRsYWVvjaG+Wjym3zbypTItPwjgT8DH++7/1s+1dqd2d/PdtrbTTkWzff9ZliRmAjM8z8PpiPqlnSYqUydK6/H7+mqMi+8if+aSi1rZI+6leSZGio7S92qODp1zWn9xKZ2VrLhmUQlHnThrw2kP5RCSAN/OITB+PPbj//vvFhz24iYqjjVQmTZrUZucp7v7JQaOjgaOn4jeDHtHNdLRc/6b44caTbXZc9AR80FxUVd9mdzhHsn0v/WhcK8IzzZ6/fIDVLEaqvG6kvFYEYoFWDkCcdTivwjDonEuV9p8p1zQjxe37lRl7TF73ZauEiBAK9PcTQbZyYGHLQaDjnTv14wjsNTIjnmi1/vKOkyUi2LF2IKkGnkXFBzCMtzXedixl4NR6fuTdY7JZeafcMv3FK86jaxZsEl9z5vOdX47RPZN6OJ3lY/LfnYMC3md7Q9UB71MV6R3C7cq2cNZq+0n9iRXuUMjriO3N1rgjuXy3rdL71rJ9czL7mN1uhcmav9lj0lvdB/L++ffc8nYJ+n47bSzRXXso3+Z1z47aIs3GHNmt7ZMutnTw1IJc1m9Lky1z3JCGu5Fy9Y3yOrmgX9tNxAA8nUcEfeB+xnfS0VH9+x4t35dL+RV9Rdc+bzmTzOvtOti4joGzffPXHqFTxTWGbN/LV51ncvaUzzLLa0V4Ubk18plkPlvPYyS0GvTNc/LMAwctgz454xUfojMJcG3FmcGk6FBDFlSLoM/WGX2tGdolTqwd4YNNXse573SZ1dJGNchBE+PGQloFfXIGmkvPOLizhrN214/oItaZKRm9iwckU3pChFNZPtZDyvRxxpcP7uU1RZ7ot5xS2i2tAX3zhqFiLZI9DU8m/2OdOLnC50U+3ZJNj15kGuh4/HprG07Iydk+XkvNeD98x/h0k+dKn33Wn8FIiQmlh6f3bvU223NW3ylp/7wpq0g8Xq1KPPmEiZzpEyetHNAumT4H1/TJpvVLNAZ9B/M1fW4B3IVHlHeC+xkYr6OYYP0bJb9hfiEFNZ7qqFlnOFszBq118uS1Of8nrRXp0ymK/ji+5VoRGa8tkNf6aXk22bzjqHngoOWZ5O7Rjpcfmq7rq9H0TLKjBxV8wDmoc4zF310Lm7PMgr5i58oDWyNvk7ackODurBwcMs5GPvHtXkMlhaNZPmUGFzeb8KYST3k22tAusXYFfIwPXHl8iOKLrdki++fJeFsxKb234ySPeSfPBev145TYl9tzDFlRxrM2le6O1rTXSB3udsvl94qS6gY6lKddh1pey3dGCqYcXd8tZ9602DfzyR0u63d2/zypVyIpMR5XueyVsqrgOF7KsvFooaGCCNwLgj5wSIAf0dgk44v6sy3ZHj+PTC4f4iYU9rC2to9Li0zWilx5nk0lfu11Ntk807f9RLGmO2v5THIPJ4K+ThqfTTad0ed4BlsukZJ/d7Xxc3DMbA2Y+d9WTfLBbpoNQR+viXz6kv6Gr389WkSLd552Ksun6Cm9Vj29g2dJVb1oxKO4ZYwxK2WPq4d1NrTO52Bh2W/6jIanyiuvowpp7W6Pjrbvn83X9vEaudI6orJ6opdXGDvKZg5Mpmk2lPiZrrnWrtGWpdcvZ/u0Ip944TENjlbuJGs8oF3e33OZf4dzs/fsFRcRTMOlZSmrMKzdaXxy6Yr//ko3vLuF7vhou/M3CKpD0AcOG52ooyCO/s6tPbNnALM3NApoK9u39mA+/cdsrchgG0sn5bPJ7Rn0cRkil5dpgc+mZp0LgJ0N+rSe1efIjD5L5BKp7SdKNGuUs+lYy0YE8uD79hrM3pqLB3aiaX0TDV8/t+x3Wr431+Esn6XXqqd38Pxy+ynDSZeEyGC6aICxGZA9YsKDTIaKf7TpBHlL507OGPPvZw8528eVKavO+NPi4/6GJlBRoYE099KW43PaPCEnjS3RsrRTLr/XypZjzq/nMz9Jxu8ncrCudtDHZf7cpdZRU6X90aoDxs7a4Jh1hwoM7/E/Hy6waTYrtC8EfeCw6GCii/onec2BhRz02doooLVs3x8/2m7XWhHrYxvaL+jT8mzyluPG2+XS4A6OnaBtUUKkfabP8TVi3C6fz0YzPvhRGkCozdLfLLtIu/JOOcNh63pTDua4fC7iXGt0zkDd9/kup7J85kGfXALoaXj97iebjaWdvA6ytbWSbblptLHEc09OmUfPinR232ye7fv1rB/tLjYe/jx+se1r0uWgr7y2UbMDW7nhlbwP1aorr7x/HuXgej4WHx5smIOnxf7Zkfmp1siZ3QO55Zqv0fR23N9BJp/kBfeAoA+cctOoLobLm48Vi26Qnqi8tsEku2Nro4DWsn3ym7Mta0WsHVhoNavPfM2I1uv65DPJnOVzpsmi1rP6TLt3On5gER4cSAPTYiw+B2qylAFor/JOe5oM8XX/emFvi68RR7J85kHA4fwK1cvJ2su6Q/mGGWmcveBZi87onxJDw6UZffJaQY9u4uJg0yY529dMfiYdhK+1oytmQmSISVCjVYdKS69fXsv2+xn1TxxxsCPP53Mm0ycabcWEaPb8ODOjz1z3jpHUTWootQYlnk6Vdq42y5Z68kk4b4WgD5wypHMs9UuO9vhsn3wmmYMzRzs2ytk+e9eKWC8h0ubsI3cbtYQbG2jR+EE+k+xMaWfLNX01qgfD8uw/Zw8sTNb1Sc+BmmVg8gGbgjNpfDJDbRxUydukvR1Cbx6dToOkQNiZLJ95po+HZstjVzzJh1JQNr1fkipdSG+W1gQu+e2MxZM8nuCoyXprx4I+82wf4+UJL1wxwK6ujXxdeUSJVtkhaydtNmapP1NOXm/ctUO40/u85Gi5EqPGrWb0mZvax1jiuRIlng7bcKSwxcxcuTkeuAcEfeAUPjN/yxhjGRE3Z9DiQLM9g77udnTubCvbJ9aKXGLbWpH2Lu+UDyr4jT4sSF9KxmuKdmWrWwrGB5uHpQM3Zzp3mmffOLhRM0iVzyTzGX0uV3KGvK5v6/Fi1cuz5Mwsn7VWGnhYWxfkLA6saqTn296gj7NYPLtPXovjaJaPcSMHudutJ3bw5EHs6w8XWCzNdMZF/TuJzJTyuv5y2ykv6KxsX5Mt82yf3O317okZDt2ePFZHu5NyxtduX+nEqhaVGKbr+ZyfuavlrD41M31sat8kkw7I5oEL2OaHc+MvZMj0uR8EfeC0Sweliu58ysLtxTtyfG7NiOzKYWmiact5aTG04A/DKNGBs5Fy0MdrwbQIpOWW/lzmMjw9TrMDi61ShqtjZDAlOvle3TEyxNBuW+11I/JBCpcpOTu7iUvslACH1wAdPFuu2Xq+0d07UGdpELf5SA41yJkNPlEQa2dTDdYvJZpev2aQqBL424W9Hc7yeUszl4+lLB/vf5x9PuQh1DeMMJYu8ppBrdaEaaWoss4kQ+lI6b2c7Zt/3SDqEqGjMUnNdNeEDIduR+uTctzwSc7eX3e+8W+47Xix6p2y5QoEZ0o722NWn+mMPuez4fy+pxy/8EiPDUeMJ1/ANjyaaqWF0lhk+twPgj5wGs+Vu2Z4muHrjzaf9Lh1Nc507jTHB/hPX9qfvr9vHI3pkeDQbXDnPj5g0/LAQs70dYkPFwGDYpPKJUS83lMu5XNmPR8LDPA3abyg5tlkk/V8UpmSo3iW3ICUaE3W9fHrzCToy+ggsrZaruuTt8XUuDCHM3SzBqfSDw+Op3sn93D4NryhmUt1fSMt2mHMwN08uqvTz4fshpFdDScdOGBfczDfY/fNfIKhg5TVdcTQLnH08HlNdG1GM4VI+1h7pGo8q4/3Z9wMTDFrcIphHWGV6LCs3ky5vPJaOiGdHHJ0KHv7ZfrUa+SiVOdM6t3R8DW6eNpv49Eik9mJ8klHTx/l5W0Q9IEq/jCKD1T0l3kuHc/h8tSW4M5m+tTAB31ar+uTW/pz0DemuzFA3X2qlGrq1SuZlAeTj5Ayiqqt6yuvcbsZfbKRGdqs6+ODNbkB0aiMDtQ5Xtugz3Rcg/NBsRrk16z8WvYE3+46Yzhg4vXElw81nkBTA2/DF3pwl2XzJi5qBsSO4pMdWq7pk0s7uRw1NjyYhnQxjvvZrGIlhnxb/J6TJlUKuFumj8v4uZzf0v2oVeLJJ0U8LRvuasuk0k4ey6OcZOITFyc17CIN9kPQB6ro2iGCJvXq6JEHFhzcyKU0zmb61CLPP9Mk0yftjDno42yU0mGUR01sP6lORqqsusGkpJEzfWqQ3/DV7HAqB5BqHVTI62R4XV+zSgcVclOHXkmRYoYZ/y3bLdNn44w+rZmUd3rQgHbO1Mr7yiuHptrV5dee5jmKX44U0jEParCgZhWGWkzLO9Xv3nnSrAqDmVZiFGlyQk6NLJ/5mBt5xIKz5ACS4wre36lhYq+OhtE6XEq8+1SJKrfrC3it8E/7z5pUcHSV3oOO5iPocycI+kCTA4tVB/I8ZuZNVkElKdWoXO6jxplONZg0C1D5wILPZMqBbpcO4aJkUg7I1BoEvPVEseH55dKsHh2NLbLV6+BZ69aZvuHpxpJWPlOt1roz89JOpn3QJ83oU2FNjRp6Ss048ivqqKzGM5pJcafcg2crVG/gYumkA58UUHwszQP0rKDP8SYuWgV9nGnnNXhqkl+3SuZeXue57USxWEeldudOrhRQg3yyjNcxV6nUHEXeN3PAx6WZauA1ffJ7H0o8bcfr//lvrBw/Te6TSBkdpXJ7DzrB5AsQ9IFq+GyZcsDJiYxPPeTAwqRzZ8dIk66C3lpCxGdf5TUjSvOPMRqcTZYPKvTr+dR5frWa1afWjD7zgwp5tIkaJZ6cJZJLs0afK8+V1/RxWbDaB6Q5Zmv63AGXwEVJGTJP6eD54UZjlm9sjw6aBTX8mpNPyn29PUe1A3FfK71ncuk9n0DjEw2adVaO158kG9wl1tCZt66xmXar0GG5oKLOZID2KBWauDDuGCu/j8ol6GpVYcjZRLVLPFdjXp/NlkulnXwMyJUKnrzG2tsh6AP1NiZ/P7pplPFM9RfbTmky703Lgwp3KR/SukOcfFCRGBUimvGYn+nde7pMzKxTtXxIpdJO8zd97db0qXdgYTKvT4VmLpwtLKzUdzXkOHrUudIsOVPNgb3ajRQcHcyuJQ5qeNSK4qgHrOvLL6+lH/cZy6JuGmUMyrRw+ZBUQ2DMHYG/3X2a3B13Lc4rr3O7/TN3AZUbyqh9Uk5e09elg/41FhIYQMO7xqvaYZlLzeUTXOYzZh3FAV+SVHqpViWGSedOFWb0yXgtmoLHC6nd+ZhL+v+3K0cElJ7W6M4abtKyQirtvHhgsvjcXarmQQdP94KgD1R19fA0Q0c0ro23NLvFm8c1aHU2WfWgT3pDk8sBORultK/mM9hcRuTsQdv+M2UWG5q4Y7MA7qQolwaqlekzXy/DmT5n3/jlTGzfTtGi2YNyQCrPIlOzxJNLyjg74OiMPi3Jr11PyPR9tjXbkG1PiQk1OejUQkRIoBgno/hoo/t3WZb/jhHBAaq+Ht35pNxJK/tneV2fGuX3pqMa1KvC0KqDp9oz+sz7EsgnFXiJippe++kQ/fnLPXT7h9tpnTST05PxyUulsQ53l516bh9mnulz9/2ML0HQB6riA8/LBqcavv5Imj/lEd3hnJgBpTb5gJrbaqvZ+thkXINUDsjZWiVjpEaJ544TJaLUV2m33jtJvfK1TtKZXs54qbHGRT6o4LPVymBrNYxIjzd5vHJZlSPkv41cliuXhKkd9OVK6/n4+FDtAy9nyK9dd5/Vx6/lz7ZkG76+cVRXsaZWa/KawUN5FSaZHnd0VGrK0yMpyi06d1pqtKVmpo8bX8knnrpIr2U56OPyTmcraeTycDVPyJnP0JPHLKg3o0/9fc80ucTzYJ6qWf33Nhw3fL3xqLojkVzlh33Gk/oTeiWI8URMrrrgESNqlfeC8xD0gaYHFtz6/7cc59ceaNl5Sj6r6i7lQ0w+oObASc1mJeYz+mRywwBnS4g2S2eSz0+Pd3rQuSzJrLwnXyoDc5T8HHN5kprrO+MigqlPpyhV1vVxqZD83MoHg0yrsQ1yRiMpKlS1Rgq+1sGTS6KUdWB8hvxaafi2lnjN8jhpdqi7n5QzKb2XmkO4g9TYcE0yfadKjK/XsKAAMbNVMTA1RmQ8lUHiO0463mWSK3G4jFGL0ntPzPQxOdvOWSyuVFHDf9ZliXWYCnkuoqfiteIrpPL0GQP0pZ0sOjRILBtRZKGDp9twn3ds8BoDUmNoWNc4jziwOFFUZZjJwy2bucTDXXCZnpxpUvPAotWgT5rXt/9MOZVW69eNOUJeu6b2QQUPr5efHzUOLLTo3CmTnwNn1vUdOMt/F/0BCcel55s9t1p18DSd0ec+WT7zDp78OLlU113J+8TM85JVzSi3hYe/y8EnVxF4ROm9G1VhtMj0qThH1by0U85u8kkW+bUuj2yx11bppBF3wuyWoO57nxbl96aZPvVLy4d0iaP4c2s1ufR6vQplmNw0jUu5Zd4wu467chdV6Y8NggL8aFo/Y5ZUOcHkSWusfQWCPtD8wOL7PWeo5NzOwd3IGQF+03OnzIX5HLQzZe0T9HFrd6VJAZfiy41Y7MHdAbkZjNrtwK138HT++ZHLULQ4qDAf0u7oWge5tHNgWqw4sypTmj8wNRsSmIxrcKP1fEo5tNLd0J3PLvPMSrmsUqsxDa11KVRKx/nAVi4zdffB7O7EdM21NlUYcsZeoVaH5c1mJ+TULp1VO9PHVTmFlXWalndyZcek3sZ5w6t+d77E8z9rs8RjNw/s1ZrV6irL9xqzfFw9oPQCsFR5gWYu7sO9jnDBa3CqXzl7zTu8L7efInfkjoN/rY5tUOlsMq8XUbJE5mv6GL/5j1LhwIJLj5QsalRoIPWVRhaoRe1ZfXLgqEWmT54FxV0J5bP6zs7nk8nrgNTN9FW73bgGBZcOm5xdLqhw+ywfl+sN6RzbrvfPB7Y3jupi+JqzEOYHpe6AM7VyZtnd9s/y9q9VFYY8fkUxOsNYifFbTpnDozdMh7Jre0JOjTVd5hlp8/J+tVwgretbe6jAqZE3vP1+sa3lSRUu9VR7zEd74vf1H6WunTPOde2UyR083fUEnC9C0Aea4NK760cY16l8svmkIQBwJ+44A0rrAe1yO3DOjHS0UFomBxLyYn97bDFbz6fF/EO1Z/VpMaNPxidC5INXR9b18UGInCkyX89nnr3lIJ+bQ6hBzmi4U+dOS69hd1zXx3+L/+08bZLlc0VzkmuHdxZrCRl3Y5XbrruLYwVVotKAcUdoeRSJO5Az3TwCQ26+4ozs4iqrVRisX0o0RYcGGjK1jnRY5v0BZ5wVo1QuvTcfd8PrB51tOiMHjrwf5WMMLYzv1dHw2uC/qTPrJv+99ig1NBk79Cqlo8rSEk+1/USxoYszL4uZblbayeSZo8j0uQ8EfaCZG0Z2MRzo55TU0NqD+e49mN0dgz4N2oKbl3ZaOuiUA4mDZyuoSCqrcYf1fFpl+uSgRqvOlM6u6+N1lnyQqbzhnp9uXD+r4OYP4ecaPqiZ7TOZ0adB+auqzVzcsIPnNztyqObcwS93s710UIpLHkeHyBCaOch4dv6jTcYh8e54Qi6jY6QmJ42cwSXwcuCh1f7ZHD8PcmbOkUoMXo+lBNT8e2iRReVGHvJbi7P7Z/n51XJ0Bw8Xl8frrHbwuIVPrn61zVjhdN+UnpQhrZv05HV9y6UGLmN6JBjGBcm6Jxp/Vw4Q1TopAs5B0Aea4TVR8hmgjza7V0MXzpgcK6yy2AjCLcs7NTmosLx4n9+c5Flv8voPW9TUN9EeqWurFuv5WmT6VCghMl3Tp82BhfxccImVvev65PlcgzvHUniw/qy/jAN5tZu58OOUt0F3K+80P7vM86HcCa/h4YoHOdvGzZpc5ebRxmHw206U0O9njJkfd+Cu81Pl15jas1R5lId84sm89F6tDstbpJ/hknMtss28Pl6uInG2EkPrzp3WRjc4uq7vzTVHDXM4eTu5aliayd/TUzt48n5suTSq4eIBnayOVOIAWpFV4F77Y1/V8mgB3F5uWS49u/RZl91/c3MzHTp8SFze7beb/P2tnztoaq6m0mr92a7vdxP9+ctuJiUOrsTNZfLL9bNz+D3vy23b22VWlr3rGEqr9QeKe07509+X/Oz0G/TK3/OotFofkB0riKNnly63eD1/v1wqrdYfCL6yYjntzG5ZwmENNw8pqND/3fls+Le7dtD3e/zs3n5sOZuqbF87TgTSs0vXOHcSoOCI4esvtm6hH/aaLk5XA6/BKa3OEpd5idzfFq2jmHDb7+ebnTlUWq0/WVFZ14GeXbra4vUKK09TabX+jfatn1fRzux4p9dY5ZXrHzf7ZPM2lwQtrW0/XEZWWq1/Te86RTT3+58p0IntS00nCqtoZ3aOuMwv4aLKDHp2qfrblz1Cg04aDqb/9MkPdEE/ywdwrvDdbuP2m5WfQM8uXarK7aq5/ymuMr4W/7NuNW3Mapl1twevtS6qPGbYRj7aaPk9iTMnpdX67OwvR4ie+N8qu16LfPKhtFr/d88rT6Rnl/5AWiivNd7Pv9aspVUHYhy+rTUH86m0Wl9qeSQv1ur7lnrr3vV/h53ZfNyy2nDcYsv2wx2vF/56gprPndAb0S2JXv7xVzqUW0Sl1fqOq9/siKL6Rtdk+p3BvQUOndWvU/T386PfcrbRkXzL215js/Hv//LytaKzuy9rVnHfY27OzDk2XQ9Bn4dqanZ+ELUzG26zrtnwOHRkPVORHBNMHSICDa19d2cX00SpO5YrFVTwmVn978HdD/38dC59Xi2JCPY3PEY+C1xd3+D0gbZ+J6z83v5Wf+fU2BA6kKu/XnZRJTU1GxsItCW7mEuzmg0ZXx01k7Ie3p7tpy3hwRxI6m+rsq6e6hsbHS4DK6vhbdS4aD80yE+T7YFvNy48kErOjcI4WVxB/UNtezPkdbGnS6oMj5P/RtYeY1RogOF6JdW1Tv8updV1htvjNS+B/q55vbS2/USF+JO/n04cbPHxVlFlbbuOQ2jNrmzOlusfd3qHCIps5bXXXs5LjaazZfqMw+9nymhM93iXZh9l/LdTnq/Y8ADVnis19z+RIcb9D78+nH2MxVXG96SI4ECr70lx4QEUFuQnSoV5O88urjRpYtSausYmyi83ZpmSY6zvQ9R8/yqvqXfqfipqjPufiBBtXzuRITwOKMjQLfRofrlhDJUt28+mrAJq1ukfH3e17J0UKa4bFWZ8PkqqnN8nu8Khs2XG95+4cOJCE2u/R1xYIJ0t01+3sLKGmprdL2PfntTc9zjKPU6BgtfirNR5acbudPtzy0Tw4g6KpflzyogCd8ONVuRMhRrDYuXa+tYyTHK7cA5QKu3oEsdrOBVpGpYByuUjzJnZbPLvFxEcqOkaIke7snLmV3n98ONrrQRVbqGtxnqKCmnbixInSdxrjZXSwTNO2qY58+cO+Pk/Xmgsbxok7RNdicezKEFeY3Mz/Z7rHiWe/FhKpW22gzSg3J3w60BRUduo7r7ZrAW+jF978n41p9j2fQiXj+pMZsFq99xy12ZFpZPPj7KO2dJ+Xwvy+rtjdpQm8nvlAel1xOWzyntJbFiwyd/a0ZE9rsKP157md3HScVVJFdb0uQMEfaA5btWvdMPi1uAHc92jlXpxpfGAMD7CPbIBlt7c5TfOippGp+vxy6U33xjpTcgcH3TIBzU5JdU2l0nKa+O07PLIpU9yZsKZAy/5oCRSes61kCY9Jzl2rAWSO69ywNdaObLaQV+5tO3J26S7kV/LRdJr3JX25pQZDrRjw4IstuJ3Bd5+BqQYs8y/nSp1iwNRLnNUHgeXkLW2n3Ilk31zOwZ9TO5mesrGfbP5fpwbhWl58kYOzuSgzdmTcu0R9HWTRg6cKau1ufsoN+eSX+t9OxlHFXHzJkV9U7OhqZOn4Pd15e/AW01b2WV5KY98kh1cB0EfaI7XdMkz2rjBhzscWCglp8xd1hm2fWDh3ME7H5jIz73S+tuaztLZ5FM2nk3mNwZlPAdnKbWap2TpAMCebKQrzyTLmb7ymgab/65yBrVzGy3s5YNG/rs7OzJFPqh176Av2K0yfXwSZN8ZLonS48oHd8qSDkwzBn2cXTup4lxHR8l/Nz5QdrfOnQpeFqDWvtneoE+uxOAyRG6eZQu5skA++aSFSJUyfbzvkucRtsf+hxuRKE2y+D2T1+Tast0ekkZhcJdVrj5Q8AlK+SSlPC/XE8hjcPg9LKKN90l5X8zbNmfwwbUQ9EG7GCQNIOY3KLlDmSvwTlxZU+XuQZ/JgYWTZ0vlgwoObNpqXCMfWNia6ZMDk5TYUM0P2NQqIZJ/VuuDCs6gygd18nPWWvBwRhoen2ahnbssOizQZHt3urzKrLzTXblb0Hc4r9KQJeCTIDxnzZ3wdpiRYDxjv+eUseuuq8h/N3feN5vse+qcP7Fia+k94zJmuXOvLftnrrTJk4aCa1l6r+YJOfOy/fbI9PGJmW5yiacNQR93RVW2gLjwYOrdqWVHcHm/70lBn760s9Kubuf8u3KmXvl5tebFguPc93QttCrA33WL7f3Ij/z9/A2Pw5YORB2jwqhLh0jR1ZH9drpcfO0q/OaqPw7zNzy+ADfp8mcuJozL1fSPrbK22am/fUVdk+G2YsND27ytruJvpAyqbaLKuuY2z0CfKa0z/EznuMgW9+HI9tOa6FB+fvTBUFW9488P/6zyuPk2tX6N8XNTVlNmeM4GpLZ+f3ydpmZ+A/UT7dBTYyNaDaj58fPvoawD5b99fKTjWdeKOuPzExuu/fNjTVvbD7+WlcdZWtPI1zY5297eeF+nPJ5+KTEUEeJ+QcyQLvF0rFC/bz5RVCP2M/Z0lFVbSXWj4TlLiAxTdVtTc/8j75tZTb2OYsIdO6zig+LyGuP+Od6G/XOX+EjDkPXTpXXUJzm2zTXBOp1+H8ID75Niwg0H5VqIDQs1/D7V5/avjpwErK6vN9xOWFAAhQQFtdsImP1n9MtRThbVGB6/pe2HT2YfzufAUP/16O4dKSig5bYQFx5KeeX6kxoVtU0uPZazB3f55cfLvx9vMr07xbT52PmcMr9XKCdxSmuaKDHaM35fLah97OMIBH0eKDkm2eb2rFpobGykZbpl4nLmxZkUGGjbZjSi21m66+Md4nJRpR/9cfxk0dnRFdYdyqevd2wTl1NiQunZy6aSu+KBzvtz94jLybGxNGfmWIdv66XlB2nbCX3b/YsGpNGcmYPa/Jmtx9caZgqN7HYeXT28c6tnkj/dsoJiw/VlHHMvHS0Wsqux/VgTF36EThYfFpf7JPNrY6hDt7PtxAYqrNQHYbePH0yzBqeSlvom59BfF+n/roEBETRn5qRWr//6ysMUG64fKTG+ZwI9fenINu9j3+lNYhYgm9xnAN04sqvDj/fbXSupLlz/5v3nC0bT+enOjYBwVFvbD2fVlv72IylJl5tGTxTDvV1hZ3YJvbdhI8WeS8q+9YfxbpfpU9b6Hi/82ZDNiIvoRk9k9nPZ4/n16HqKDdcfbN89Sd3Xotr7nx/2rRIjFNjVw0eZDE63B7f5f//XlaQsX3z2smnUoY3Osz0Ts+mxxXvF5cCASJozc2Kr13/lx4MUG67f/0/pk0hzLzmftMSdQr/e+aPh69vHTTapHrHVst9yafm+neIyLxWZM3M8tQfOMG46tlK8r7Hp/UbSiPRYi9vPvZ/upJiwXEODk49vn2AxwI0IPkT/WnNUf72kFJozcwh5gheXH6DYcP0YixHp8fTSlaNt+rlTxdvpp3OzDkek96L7p/YkX9Wo8r7HEe6Z2rBgyZIldO+999KoUaMoLS2NQkNDKTIykgYMGEAPPfQQnTzZcvB3ZWUlff755zR79mzq168fhYeHi5/r3r073X777bRv3z6HH096erpI/7f2UVvr2hJGdzO1T6IIsBgPLX1+2QG3GPzbI8n9hrLLeLG9WgOAs4uNJSry8O7WjO6eYPMg4N9ySqm2Qf8GyWeSB3XWfi5PJ+nEgTzA117y8OD2OBkxUgqGjxdWUX4bw+U3ZennO7HR3W07sFRrQDsHUvIaWHmbdDe8ZqZrB2NZllyS1J641O/vS343fH1+epxbBnyMM6F/GGU8IfDhxpN2dSxUk35eZpVdZWSuJL8WTjuxfz4pDeuOCA6wqaxV3g/we1p+Rev7EOUEkPn+RyshgabdQeUGX/bIlcraW+tYrDYunx3Xw/j+t/KA5UHtnG1dttc4sPyhab2sZjTlfdPJorZLRt0BZ6GX7z1r+HrGQNvnefaQOnxiQLvreUzQ949//IP+85//0M6dOykgIIAGDhxIHTt2pAMHDtC8efNEUPfTTz+Z/Mzdd99NN9xwA3344Yd04sQJ6tmzp/g4ffo0vf/++zR06FBauHChU4+Lg86xY8da/HBF6tad8fqx+6YYz/Is/S2X1h7Kd/mC5B4uygLYSl53kV9RJ86eOko+8Lc96DMeWGzOKmq1CY98UDGkS6x409eafBDgaNDHZ3KVmUzmt6kVPuMtdzbdLD135rhJw25prdXoDAeCPumg0l7yyQY+mEmKcs9utwq5q5x8gqc9fbblpMnf7AE3P8N97fmdDds9dxZ84n/7XNJwi/dRfP+My8gypC6K7ig1NlSVk3Lyvpn3DbY0++HXt3IilW0+1vo+hE/KKUY5mJG0Vyfp8ckn1uwh79fl22sPU/smGi6vPpBv8TXxxkp9BQbr0ymKZgywHhSlJxj3ye7QNMkW+8+Um2yfMwYkO7YvdtGJJDDymKjktttuo1WrVlFFRYXI6m3bto2OHz9Ohw8fpgkTJlB1dTXdeOONVFVleuYkMzOTli1bRqWlpbRnzx7au3cv5ebmimCwoaGB7rjjDqcyfvPnz6cNGzZY/AgOdr+1G6523fmdaWgX47qDOd/us7nrmJrknU/PJPcO+rj7pfz+70w2Sz7w72Jj2/hRGfEmravlM9LmNkuZwJHd2v+ggtesONJMgc+Qy+/lidHtE9TIZ9u5CYA1208WU0OTztDEYGCqbRlU+W/sTKZPzmBwV7u2GgC5mvyadkXQx9vhKz8eMnw9a3AKje/ZkdwZd+J7+tL+Jln9xTtPt/vjkP9eHNS4y7B4a1KkqoDTTjQok1+fto704MDQpBJDqgawVGos70P6t1PWuVO0XInhWFCcK2UIkzXuBm1uap8kk7/RUSkLzfafKaMf9xuzYA9N69nqGmI508eNXLis1939IGUxeUi9PYG3SaYvv0qUkoPruPc7t+Tmm2+mqVOnUkiI6cEYl2p+9dVX4nJhYSGtX7/e8L033niDli5dShdffLFJABYXF0cffPAB9e/fn5qamujdd99tx9/Et/HO8IUrBlLguZ0idy2ct9p4lqzdulDl2T5g1B1GXiRKmRVHS4j4zUWe0Wdrpi8xKtTkObJW4slDw3ecLDF8PVIKFrXEQYiCy4aLpIydreRAmsuR2iNDaf4cyVlScxuzjM85r5G0Negyz/Q5mrmRMxjckdXdydurPEy4vXBZp9Jpl8eiPOnC9XH2uLB/J5rW13iQ+9yy39u9A6pph0D33jebj19xprzT5IScHeve5EqMTdJ+wpx8UokP3NvrxE2yh2f6+P4GpBoD5DUHTauT3lhlPH7plxxN0/u1XvrYISLYpPtoaydR3QG/Z8hBX2tZTEvkTD3PJZQDeGh/HhP0tSYpKYni4/UHT5zxU3ToYD3TEBQUJIJIduiQ8YwsaK9Pp2j64/gMw9fv/nLM0IGsPfCiezn4kc9Eeca6vlqnzySHBweINx81Dyz2nS6j6nNZ2+AAfxraJY7aK0Mhzxt05MAi10UHFXI2lDMccompTH7Ox9i4ns/84JGDEEeHtMsZDHdez2fpNc3Pa3ueXV5zMM9kfc9jM/pSRzcvh5U9M6u/2D+wkuoGevGHAy7L9HX3uH2zOuWdjgZ93HDL2mOQy8fb64Sc+f7U0SoV+edc0fxNPhGy+mCByXveynNNStifL+jVZqdgzs7Kf98Tbr6u7+DZCkMjNzZjoO2lncp4H/nEbJaLyu3Bi7p38rq+4uJisYZuyBDbOyEpjVa4wYuj3nrrLXrttdeopqaGOnXqROPHjxdlplFRUZqeeeEuQK4i37ejj+Peid1o6Z4zlFNaI7Izj33zG311x8h2aa1+KLfMJKsTGezv0ufTFrxuY9e5y6eKKh16vMelktYu8WEiy20r7lj20SZ9s6SNWYWiNNp8zYlcWnReWjQF+lneTtXYfiwdWJTX6n+/0yVV1D/ZvoPF09KMK16v1l7bQ2pMsLg/ZXbWpqMFLc6k8lD0vaeN2+z5XWNtfnzRIf4UERJAVWJUB9Gx/Ao6TxrGbascqQFQcnT7PT+W2LL9dI0zHmRwY6HsokrNZ5Ip3f64ZF3BpexXDUl2+/2LLCkyiB6a2oNeWK4/GbpoRw7NGpRsUuatJbkKo3uHcNWfO7X3P0lRxpNnHHBZ2jfa22SL1wna+tj478X78+xifbD365F8unyIabfTugbTNcHDu9i+D3FWYqTp82Pv/XK5PpdLKzpGBrb762lSrwRDRm9XdildmUgUGUT0TynLNyAlmib1jLfpsfHf6/fccsP7sjvvH5btMZZ4D0qLEdubvY83IyHc0MTn8NlyGpPRPieE3U2jBsc+Cls7gXps0MeBT0FBgVg79+ijj4r/++tf/0oZGcYMUms4SPvuu+/EZQ7UHPXll1+afP3ZZ5/RnDlzxOcLLrigzZ9fsGABvf322zYHt6ysrEysU3QHK1ascPhnMzv50YJS/Rnl3afK6ImFy2lcJ+3PyK/P5Tdk/f3G+de6zXPZmpoif0Nifsu+I5RRY392euVp4+8dVFdu1+9d1WDcXRRW1tP7X/9AnczOlSw9YHyM8Y3FNt2+M9uPLKDOeN+rN+6ghuP2bUebThh/vq4kr123idRgf8o7d99frdtFzSf1TSwU+0v8qKlZ/3cLD9DRsZ2/0AnlDIANYgMCqIr0B6Hfrf6VTiXY/xrbm2V8fopOHaVly9q3JNuR7Sc+JICK6/S/92fL1lL/OO33Ld+d9KfTpfrnyd9PRxfEFdLy5T+Qp+FNJC0igHKq9M/fXz7bSo8OaqJAjWuDOCF7+Cxv6/r7PXtkNy3L3a3Z/amx/5H3jVzpsOi7HyjCzjFyPBHgTKnx987as4Uq9FNobJIa6E/Z516fi9b/RsFnTJ+zo2XcrEr/GIP9dZSz51fK1U960NzJMuP7zon8Urv3rWX1/PwYD1V3b/qZDrbzMk+uio8JDqCyej8xfP33Ej9KDNPRz0ekCozoEvrhB9te640lxv3pr78dpm7VB8kd8e+9aI9xu0wPsO193VxAtfH3Xbvjd+pY4ngfDW+xQqVjH8WsWbO8M+j75JNP6KabbjL5vz59+tCnn34qmrPY6sknn6S8vDzRAZSbxNhrzJgx9MQTT4iAsUuXLlRfXy8C0Keeeop27dpFl156Kf3666+iQ2hruKkMdyT1Rf3idDSkQzPtEgEN0dJsfzovvomiNe5/c7bGeBY2yf0r1YS4YOMBa4n9S9aEolrj793BzgpGPohJDdfR6Wr9bRwp96NO4TqTg7VjFcbb7xHdvou1Y6VtprSeH4d9918mPaexIe372HvG6GjnuWOHo+UtMwRHxEGTXo8YHdmbDO8Qavy7FTm47ZScC55YnIdUKiaF6QxBX14NUX+NTy6friJad8b4PE1J0VGK40UkLhXgR3RtRhO9vjeAdORH+bV+tOq0H13UWdvXBu/b6ps9a//Ms9g5kFIed0m9fn9pj+I63mPpf57DivgQ+/chm/Kt70Pk/0uP0omh2e0lRnrv4pnk3EuGty9blUpLSsMCdBTqgr4+nLjlk0Yb8/QPfF+JH9UXGX+JrpE66hdr+2sjIdR43ULpfdndnK3hfafx8Q2K1zm8L1bItwftz+OCvsTERDEOobm5mXJycsT4Be7gyUEfd/HkGX5t+eKLL+j1118Xl9955x2Kjra/ixVn8mRcIjpz5kyxTnDcuHEikOMM5MqVK1u9neTk5DYDQznTxxnKmJgY0ZXUVTgtrZyluPDCC50aMHn+hDq6cN4GUcJW0+RHW+rT6I3L2x4Y7ozP3tvKb83i8tTz+1PmqC7k7kIP5tM359I79UGRlJlpf3b6i/e3EeXr13VMHGb/773L7yB9sFFf4lkZnkKZmYNN1jbUbt4sLnOTnj9dPV3MONJ6+1FkrTlKm9bohw5HJKRSZuZ5dv38wpzNRMX6EsqJ5w+mzCEp1F76FlTRl/M2iMu51X40ZvIFFBdujGLf/s8mPlwSly8b3Y8yR9s3YP03/0P0268nxOWwjl0oM3OAXT/P6+H+upX3Y/o37ssumEC9XNjx1tbtZ4//QTrwq357Depg/+9t73N09dtbqJn021DnuDD65+1jKezc2jhPVRh5gD7clC0urz4bRH+5agx1S9BuhMLPhwuIdu00NAC58tLWh407Qov9z/ysDZR1rqtjxsDz6QKpzb8t1h8pJNq9w7BmbdYl9v3e51fU0UcvrxOX+UTHeaNNh6CLfT/p9/2Zw3tR5uTu1F64O/fzu1eJyxzYnj9+ql0jccRg7736zGVahyjKzBxLrhBxqIA2frzTEPQ16YzBy1NXDKOJvWzvzptwvJi+OMZ/E6IKXQhlZk4md6QfIq9/Xx2YGk032ziQ3Vx8VhF9fXy7uFzS5L6/r9a02Pd4fdA3ffp08aE4duwYPfzww/Ttt9+Kwe379+8XQZE1HITdcsst4vLzzz9vc0rUVmFhYeJ2Z8yYQWvWrBGjImJjjSMKzN11113iwxbDhg0TwSSvF3DFxmIJPw5nHktKXCA9elEfevLcOpile8/SVcM706Te9r1p2kN5c2a9O0W7zXPZms7xkSaNXHhWpb3rRk6VGBf4d+sYaffvPbZHR0PQx50m/f0DDGswt2cb15zxmrHo8NB22X4UqXHGA5yzFXV232ZeuTEFlhof3q7bRM9O0ZQQGWJo4rLzVLnooqh0XFXWfrCxPRPtfmzp0pyknJJau3+eh8Yrrd5Z5w4RbvOaaW376ZVkPJmXVVil6WP+ePNJ2pNjfA08d/lAigr3kJRoK/56YR9asT9frMfhWZZzlxygT/840qE1a7Y4Vlhj0oxH6+1Mrf0PN3NR3ld4X2LvbZ6WSg24pb+9P8/vo907Rhgew9aTpdQtUb/9899tlzzjs0fHdn39RgUGUmx4kBhPwAqqGqhzB9tPGuVXGFN9ybFhLtv3jOuVSGFBAaIDpRzw8brdKX072fWa6H7ub6Msl6ht0o/RcDc/7jc2qbl4YIrDz32vZOMxeVFVPVXWN1OsdGLTFwWqtO/xue6dvIbv66+/FuMXOOv35ptvWr0uj3O47LLLRCnmY489Ro8//rgmj4lLPxlnI7Oy9GdJwLobRnQRg7wVc77TbnZfSVW92Mkqerj5jD6FPMS7rrHZ7jbq/MYvd3WzpzucPCpAKS3krn6HpIYL8lDgke009FfWSeroZm+HuMamZjH03lXd4fhgwWR0g/RccnCtTFngbquOZNhMxjY4MKtPbkPPXVK5G5snMJ/Vp9WgcQ6KX1luXJNzyaAUu876uzP+Wz99aT+T0SH/23W6XTp39kzUrhma2tKcHNuQLXVwdGTfzMaYzOszrjXjgezczIiFBPrToM72N3Jylty90d79sytn9Ml4XuS4nsbnWPGXC3rbfRKERzDx30Jx0g07eB7Nr6DDeZUOj2ow/32jpKA2C0PaXcbjgz7GWQ/OrLHt2/UpZHObNm0SJZE80uGBBx6gF198UbPHI88EdOeuTG41u+/ygRRwLqI4VVxD/1pzRPOh7DFhQdQx0jPOxkeHBVKEVCpm79gGDviUrvX8/iTPlrIVP18DpKHgyoEFl7ZtO1FsceB4e5HLhfigwp4W/XwSQB7oLh+gtJdR8pD240UWD95Gde/gUIZFPojMLasRJwDsccbDxjUoenQ0Bg1cPi4H9mp6ZqlxJl9UaCDNmdmXvIl+dp+x8uK5ZQfEyTMtyDMV5aDd3ckD2h0ZqWMyrsHGweytjtU5VmQ4ySHP/+STq+01g1StWX2unNFnTn4dsPO7xtHYHh0cOubpKv2d3XFW3/K9Z03mD6Y7UdbN71vdzYa0g2t4RdDHuE2ykl0zt2PHDhEUVlZW0h133CGGtmtp3z5jZ6LUVNPWyWBZ32Se3dfN8PU767WZ3XdEOnPF5UNalSmpjR+n6RDgaocPKvgAxdE3/tFSFk8ZGH7gbLlh/hsH7sPT2z/okw8G6puaqbja9oNSDoQUXIbkinVYcnaUyznLzpVCyUGf/NzbmyVWMrQc29qbiZC3tfYYe6CWmPAgk/l48mtfLWsP5tOy3+SZfH0oMcr9h9fbu+95ZtYAw+w+rjJ4cbn6s/s4SJEHs3vC/FRLJ0McyvSdG7fgTKZvlLR/4BLTY4X6A+vN0lB2eS6o6yox7Ht+5CDRnrWAWpjSJ0mcNFU8MLW7w8cQXMbrzrP6fthnDPoyz7NvNp8l3aVlBvLJd2hfXhH0cbnm0qVLxWXzOX179+4VawB5zAF3/eS5elof6L/yyivic79+/WxqLAN6D07taTio5Nl9jy/eq/pQZdPyIc85qGh5YFHrcNDXOd7xA3f5bDJnpDhDJpcj8qwiV6xN4NIRORNqTwmRyZlkF5UP8bYYH6GvEOAT9Jw5LaqsMymhtWcouyw40N+kZNXeEk9PzfSZv8a5XEntmXzKWmRlbc/157t/UyhHTxz85YJehq+/2p5jEkyooaCiTmRkFT2kg0R3J5+Qs3dAOwe7pxwczC7j/UefTsbsNp8wamhqph0n9U3L2nsouzdm+vgk0p+n9hCjcyYlNzt8Io6ly5m+QvfJ9FXUNtB3u0/TAWktuTOlnZZO4mBAu+t4RNDHJZs8++7IkZYlf9y585JLLhFr5yIjI0UmT8HX51l5PLj9mmuuoYULF4oB7rbYvHkzpaeniw/uEirjYezz58+noiLTNz3+mpuyLFq0SHz9zDPPOPgb+ybu9vjsZcYOezuzS+nzbfrOcVqUD3nSmWTzA257DyyyVTioYOenx4vunIwP0H4/U25SjuiK9XyMT+R0cvDAwh3OJPPjHyFlSPk5lddJJkWHONU10Zl1fXLmwpODPjmLpIZ5q48Ynht+TbxwxUBDYyNvNHtMuijzUjzxv71U16je2mv578ONjeLOnQTxtDXXXEZsz/PCmdPKc+XBzu6fzUs8954uE7MDWXCAPw3t4pqh2PK+2Z4TchwQy9dv7/XWltwzqTu9OKKJLk+3r0y+tUzfyWLXZfr4xO2u7BL61+ojdPVbG2nw31fSg18Y5zzyiYQMFU7AcKMhBTJ9ruN+7YIs4LLM5557TnzwXL3OnTtTUFCQmHGXna0PCuLj40WwJZdT3nfffWIWHzt58iRNnDjR6tgEJVBT1NbWip+xtC6Pg8B58+bRgw8+KIJCfkw8SoFHKvB1ObDkNYNXXXWV6s+Ft5vcO1GUEiglUy8tP0gX9EtSrWRKzvR5WtAnH1icljpx2iJbWjPgzEFFREig6M7JATn7NauQth537Xo++YBA6V5nTwkRdya0VIbU3vgs/I/7zxrW4SgHa4zPKDtTocB/cz4IZHJWwRbytiZvg56gh0ZBH58Ff/eX44av75iQQX062T/6x5MEBvjTi1cMpMv+86vIRvNrbcHPx+iBqT1Vuf0jUla7R6J2YyG0kBQdKsr+lF5BHKjIB/WtkU/CcMUCl5g7ivcTC8+NZ9mcVUT9U4zbJDdw4WYknpTp44CYy/XdJdOnpnQ56GvnNX38HrDhaCH9cqSANhwppHIpw27umuGdVd8X8/3XNjS5bHv0ZR4R9A0aNIj+9a9/0bp160S55tGjR0VDFh7NwDPxLrroIpFhS0gw7axUV2dcuL9lyxart9+1q31zr6677jpxBmrr1q0i6NyzZ49oJsOdRDmwvOeee2jwYOMMM7DP3Jn9aP2hAtEcgbNJzy09QP+63rRs19GyBfkNp2eS53SHMz/gPmPnugjTRgHOHVBxlzgl6PtsS7bo5Mn4oMcV6/kUnpzpM19vw3MPi6Qus3JnPkfIzSHs7RQnb2uelunrIXWAVKukiEvOH//fXkPzHy6XfmCKOoGPuxvUOZZuGZ1OH2zUBxZvrj0qupWqMbtPPvvvSZ07lRJq7lCojH7hDLAjQR+/Tp05ucOVFpxs5k2TW+N/sfWUy9fzme9X88r1jbZsyYrL+2ZeU8rdg72F3MiFf08tgyDOJHO5rxLkKes9reETD2N7JND0fkl0yXnqzKzlE49BAX5i/A9vn7yO0dtPlLkjj3gFxcXF0f333y8+7MFBoqMmTZpktcU3zwPkD9BGYnQoPXJRb5rz3X7x9fd7ztCVw9KcboMuz+fj9V8pHnbW0NHyTt6O1SrvVEqI+GCPybfLpV/c4dNVzDt42krOCrryTDKX0fDzx01xzBuuyGVbzpd32r7tVNU1GuZreWKmT+4AyQfBvE6yg5Mdez/bmk27zp30YM/OGuDxQ9jt8fD0XrR8X64IcLgT7JPf7qVPbnd+dp/caMeTOnfKrw1D0GdHJYZaVRiM9x/9U2JEWaf5/tlV6/nMKyh4vX5hVZ1N1Tvm6/k8pfGare9XShCk/K16qXwimsd1vPDDAdp+okQ879ZwefrQrnE0oWcCje/ZUXTpVrqpq1kpwNlNpeKCO3gi6Gt/HrGmD3zPDSO70uDOxtl9fGDh7Ow+uXyI2wd72htISmyo6UDXBtueD87EqbVmhA3rGifWh5hz5Zlkb8j08ZlvXjNp6WCys5N/M/lvzqU1ts6skzub8oGB3A3TE/BsQ7lcTi7vdnQm38s/GmfyzTwvmSb1Nm3j7u3E7L5L+hu+/vVoEX27+7S6pfce1MTF8kk52/c/ap6Qs3aCiF+7vN92FW7uJc9ps/WknDyjTx6L4Q04COocZ/x7n2gj++aIvy36TawNtxTwZXSMoFtGd6V3bx5Ou+dOp6/uGk33TekpsvlqB3wWO3iqvMYabIOgD9xSgIXZffOdnN0nlw952no+pbOkvC+2NdtnvmYkzok1I4xLUHjekzlXnklukemTDhZaw2VGXG5k6TZcYZSF59DRrp3WSon4BACvlbFFjpSxSI4N1exgQCt8Ysekg6eTrcL/zjP5ao0z+Z6aaRxc7ksuGtCJpvYxBrvPLnVudh9vj5yJVfTw0EyfI5UYaszoayvoG5gWIxqledpJOXepwtCKlrP6+DUld3/mLHDmwGR66YqBtOHRybTm4UliFMu0fknt1nHbpIMnxja4BII+cFv9UqLpj+OMs/veXn+MDp11vO36UbMZfZ54ZlAeKWDr2WTTcQ3OrRlp7cBC7j7pCp2iw0wyVLZks/hAUymvEbfh4rPJlrKlzpZ2Km/4HKTY28HTZFyDh55pN2nm4sSsvrWH8mmpNJPv0Yv6iFJ0X6Sf3defws6tQeIDTG665Sj5rD+v2+roZAmuyzN9dqy5VmNcg4yrBcxPzri6CsPRDp7uUoWhFS1n9e3JMZagJ0QG0845F9C/bxxK143oQmlShrE9dZcaNCHT5xoI+sCtPTitp+EMqpjd9z/HZ/d5cqMAZ9b1ZUtvJmocVDDz+US8Hs3VLdblg4LahmbDwPjWyAcfnAV1xYxB8xMdchmUWkEfH6Q7MrZB3sY8bT2fxWYuDp5d5tLyOdJMPs503zDCO2fy2YoPHOXZfV9uP0VbHJzdZzI/NSnK40rvHe2uzKMd5BJGNfbPkec6LLtTFYajHTzdaUafFuRZffaO0mnLnlPGoG9QmnYlm/bo0dG4Lz5WWKn6HGZoG4I+cGtckvKcNLuPB83+c9Vhm9ckKXj9m7xT9bTB7JaGAOc4UN6pRvkQG9wllkKDjLuPUS6azyfjtVshgf52HVjIa9bc4aCC35jPl8ZecFdEtWZTma/rs4XcTEbe9jx2Vp8DmT4ecM1D2JVSV14f9aKXz+Sz1a1j06mvNLvv0W9+o5ySaqfmp3rqvlk+IcevG1veo3ibUq7Gr321uuPKJeF8u8NduJ7PUhWFrSN1TGf0uX7/7FGZPinok/sjuBKvI5RPzMrvL9A+EPSB25vcJ1HUoivmrzlK9322S3QWtBWf4VfeXLm9trONMTwq06dy+RALCQygcT2M3VQn9naus6oaODtgbwdP0xl97nFQMVl6LnlupVpMxzbYH/R52rgGS+Wd/Pcur207A6worKyjG9/dQt/szDH83x/He/9MPntn9ymJuRNF1XTpm7/SxqxCn5mfainTV9fYbNO6WXnfzI26giw0yHLEFGm9JQd83HzH0zJ9HDTL15PL971xTR9nh7kbrhr4udstZ/rcJOjjOb9y13Ss62t/CPrAI8y9tJ9JwLJsby5d+d+NJu2ubT2oyEiIcItSh/Yr71Q/6GNPX9qPrhmeRv83ow9NcnKchquaBbjjmhFec3H3pO508+iu9KBKg6+Zs+Wdnhr08d+VR7TYO6+P251fMn8DbT1ebHLwpObfxBtwFuGhqcYyTw52bnpvK72/4bjNFRneEPRFh5mWh9uSxdBq3zysazw9O6s/XTk0TQTl7qCTnY22ymsaqUbqUO0u+2e1S6SVQxGudHQkS24JN75T5ucy83JfV+LO6Qqs62t/CPrAI/BMn+/uHUvjexqHVB88W0GXvLmB1h8usHvNiKdKlcY22BL0abFmRH7DeuWqQXTXxO5uswYn2c4SItM1I+4R1PDZfm4S8vdZAyjGyU6rzpR38vBx+fmRtz1PwttmD+k1r8yJas03O3Loqrc2mZwUuGJIKn155yifmslnz9rr164eJKoolG2HO50+vGhPm6NlKmobTJ5nT90/83aWYuf+WYsqDMVNo9PpH9cMogw3GX9hnulr64RAbrnx+eOyfXn0irfg14tcNq9WB8/dUhMXXiIQG+7a9fbWxjbIs5OhfSDoA4/BjUIWzj6f7pyQYfg/btYxe+FWWvBzVqtvIvJaHk+cAaVIjQ036azY1kJoLhlRnhY+o+ip67K0y/TVePWZZFnXeON6Cj4RwCcEWpNfUWsy38lTM33mr/nWzi7z+r1nluwXwYpSasVVATyagQ+geVwJWHbVsDRadNdok9fR4p2n6eq3NrUaAMl/j/DgAJPyL89e11drZ9BnfH16o2SpPJNfW3ImypYqDHc5sag2Hliu9ro+0yYu7pPlM8/02Vp1AepB0Acet4bk8Yv70rzrBhsaifBx6YvLD9IDX+ym6vrGtjt3euAMKIV8Jrm+qZkKq+rsWDMSptqaEXdl76w+b+8OJ5Pn7PGJAHkGnyXygTrPdnT1nC9nyK95a0FfUWUd3fTeFlr46wmT3/vj20fQbeO6ee1Bp5q4/PX7+8aZjG/Ze7pMlMla6+xpXtrpyc+zveX3ao9rcPfyV2XEh/kJN1/eN2sxq2+PG67ns3QCDmv62p93HwGC15o1OJW+uXuMyeL5JXvO0JX/3dSidI3PKp4orPL4NSOMF+TL89bamtWnZfmQO5LnGLaV6TNvFODtmT4O+OWTBm2t65MzFZ6c5TM/0JA7RSr2nS4TDUg2HzOu3+uXHC0CmDHdjSXl0LaOUSH0yR9HijWp8jxMbojz4cYTLSoyTII+D67CsHdsAz8PvrR/trfRlum+2bP3P7ZWYJxUIdPH1Qr7zpS5XedOS7P6eL9QYkPDI1APgj7wWP1TYmjJ/eNM2lMfyC0X6/x+PVposiNVytQ40yGXU3j7gYVWjQLclemavtYPKkqrG0SXPcPPemF3OGfW9cnblqfO6LOU6eMMJ8/dU3y767RoCiU33pg1OEWcVPLULr/usFaJ16S+cuV5FHyuuoD3wXO/30+PfP2byTo/eY1lDw+uwjB/nbQ1oL2wsp6qpe3QF/bP9pTfy2uykemz3aGzFWIcAgsK8DMZqeIOOkaGULR04lquwgLtIegDjxYfEUwf3TaCbh/XzeRgnsu03v3lmDibKp9J5mGoSrMBrziwaKOESIsZfe5MPjiorGsUTSKskQ86uOyIy4+8nbxuqK1SIm/o3Ck3HVJmOHKiicuKGpua6bmlv9NDX+42BP9c/frExX3pjWsHo2GLCq45vzN9edcoSooOMfzfoh05dO3bmw0nZUyabCV6ZhMXR8o75X1zTFiQqk2b3FUnhzN93luFkZ5g3CefKqkW+yVn7JGauHDA527rkEVjLazrcxnPPvoFOLfOb87MfvTPawcZDuw4sffcsgP05y93izUl3lDaaW0IcGt8qXyIdYgIFmc3bTmwOCt1h/PmRgGOjm2QD1o9PdPHGX65i+G2E8V0y8Kt9O6G44b/4+6AH902ku6YkOET20J7GdIlTlRkDJMGhPOao5nzN9CGI4XiQNdb9s9yoyzO5LXWuTS7uMqn9s32zuozWdMnle17G/lv39BkuuTA+SYu7lXaaamDJ8Y2tC8EfeA1Lh+SRl//aYxJ97dvd5+h/6zL8pozyfYEfb62ZoT5+/tRko3r+kwG/3rxmWSHyzu9KNPHekoBxTNLfqdfjxobi/TpFEXf3zuOxkkjYUDdkTuf3zGKbhjZxWTw/R/e22LoLswVGJ09vLtwUlSIYe5aW9m+7KIan9o3m4/FkU+6tRX0efOaPs7EycGwsx0895wqc9smLgqTTB/KO9sVgj7wKgPTYuj7+8fRyG7G7nEyT+7caelscmsHFbxIWl4zIi8Y92a2NgvILfW9oE/uFMcnBFobcyIHfd4w6kMO+mSZ5yXT4nvG+ET5sytxUPfC5QPFh5yNV2QkRIiqDU/Gj1/OSrXWaMvXSu9ZsnxCrpXnhsvyK+oafWb/LO+XTzjRwZOXNByWGlUN7uxe4xosZvoQ9LUrz97DAliQEKnvHjd7THqrOxtvH9AuH1TwwmlfWDNifjbZ1kyfN68ZkcmNSfiEAJegWVLOB121xoMuueunpzIvHeQKzkcv6kNvXj/Eo8dReBrO9n1x5yjR5VPm6aWd9q7r86VxDdYauVg76SSfrOMTBFy2783kE7LZTmT6uAux8pRGhQRSRoJ7vqbk1zo31mqtDBrUhaAPvLY9/dOX9qdXrzrP0LiFz8B6Q6ZPPqjgAbfWZhOadO70kTPJLWf1WT/okr8nB4reTDSMCAtqc12ffBaeuy8mRJgeoHui4enxhjlhfBLkg1tH0N2TumP9ngsM6xpPS+8fZ9JOfkLPjuQN5Kx4TitB30kfX9NX09BE5TWNbZ6Q43J9Ltv3Zl0T1Mn07ZbW853XOcZtn7e0uDBDV18OUo8VqDOUHtqG05vg1a4e3pmGdImln37Po2l9kygk0L06WTm6PibQ388whoLPJvewsFbR19bz2TurzyTT58WNAszxtqA0N+Jsg9xgQ3G6tNoky+euBw/24MzSp3eMpK3Hi+mSQSke35zG0/HBPHf2/G7XGZF1vWJoGvlKpo8zG3nldT63f+Zu23ywX3+uQ2VueY3FChTT9Xzev2+Wx0g5M6vPE5q4KGXQ3RIi6FBehWFdX78U9xot4a0Q9IHX44DIUlDkyZ0IuUyGyyKUIdptB32+sZ7P1jV9XFZk0h3OBw4s5KyvEvRZG9vgTYPZZUO7xIkPcA98Eo7HOngTW4K+HKljKZ/A84XAhnFXXN7XKu9NfOKtT6foNppsec/+x5Y1fbxPbm7WOXSizSToc9MmLvKQdiXoQwfP9oPyTgAvPbDwtcHs9gwALq9tNGly4ysHXbaObfCmGX0A7SnNhn2zfLKFy0E9vYGN2rP6zMfpeLuuUqaPZ4bmVdg/tiG/vJbOSM+nXDrtjnpI/RXQwbP9+M6eBsBLDyxOn8v4mfPV8k65vXdZjeU1j/LBBq/55LIjX2HL2AZ5m0IZJICjJ+RqRdbGnK/um22d1WeS6fOB0vvIkEDRgE5xotD+dX17cspMnjN5dJE76i41c0Gmz82CvoCAAE0+UlNTtf8NAXww08drRs6W11osH/F2vHaLS2BbO5ucW+Z7g9kVXe3M9CHoA7Cd3OmW164VVhnX7ll63fle0CfN6pP2w768po+lm5R4VjlV2unuWT7zTurHC6uoycLJEXBR0MfrX7T6AAD1B7Qr6/0YB0C+8sap/L48JLm1oM9kPZ+bnxHVcmwDnxiw1C4b5Z0AjokKDaKo0MBWZ/X54rgGhzN9PvLeJXfYPmnlZJytnTvdfT0fy+hoWtJqrWIJXNTIJT4+nr755htV7pSDvSlTpqhyWwC+fjb5jIWzpdlSO3DO1PjSmhHlQEFZ3yCvc/DlGX3y7yt3f+WmEnIjoMamZpMssTfM6ANoT7zPPXhW36SCD2bNMy/ymj5fC/raWtPH5fhclm8pM+jNnOngySXEe3LkoM89h7LLeDYqv06Uk9a8rs+XRku5fdAXHBxMEydO1PbRAIDNc27kmWpcGiGXNPpqExfTA4VSqyVEpp07feOgQsEnALh5hHLgyaVmctDHAZ9caYNGLgCOB33m5fd80lsu75Qz776gre7K8v/xexqX6/sCeQmGvWv6jhdVUUWtfu06r1QYmOr+QZ+yrk8J+nhd3+Q+ia5+SF7Pt07/A3gJ+ewnZ2wKKkzXjWQXGw80fPHsWVsdPHPLfTfTZ34iwHxsg1yOlhAZTKHnBpoDgPPl97yv5nI2X90/y/vmirpGqqg1ZvXMg75Es/XZvpTps2f5k7yej7ticomxJ0AHTzfN9O3atYuCgtTdiLS4TQBfERESSLHhQVRa3WA4sJDfTOXyTt/M9LV1NrnG59aM2Dq2Aev5ALRrtCWv14oLD6JoDzlAV0tCRIhJeXleea1JkOKL6/nMg76q+iYqrKy3OcvpaU1c5Fl9CnTwdKNM36BBg6hfv36q3rEWtwngS1JbOZvsy93hbMr0+fCavrbGNsjbEjp3AtiPy6ctvZ6Yr5fe89BxeZyA+f5ZXk/sS/vmmPAgcSLXkXV9u6VxDZ7QxEWBTF/7Q3kngJedTTZfM9LF1zN90kEEqxQlRY0+eTbZ0voR80yffJCK9XwA9kuVG221dkJOyu74ktY6eMrjdDpF+9Z6a3mczgmzsntr6hqb6MCZcg/N9BnHNpRUN1BRZcvxJuBBQV9JSQmVlxs3RgBQj5yFkQ8sCirrqLbBd9eMmDdnKa6qNxlLIJd7cpkRlxv5Grl5BB+EyutHUN4J4Bz5ZAkfzHJHSsvjGnwrqLGlg6cvzuhTdJVOAmTbmOk7kFsh5kGy4EB/6t3J2JTL3XWICDbJbmYV2D+fENop6Dtz5gx99NFH9OOPP7b43v79+2n48OGUkJBAcXFxNH78eDp8+DA5Y8mSJXTvvffSqFGjKC0tjUJDQykyMpIGDBhADz30EJ08edLqzzY0NNCrr74qSkojIiLE+AkeGbF48WKnHpNWtwtg99gGKeiTy4difXDNiNIAQJ63zutGLB1UcJkRlxv5ctDHJwjkRkCmg9l966ALQA2JUfqxKJZeUyd9vAqj7Uyfb67pMx/QbmumT17PNyAlmoI8aDyTn5+fSYkn1vVpz+Gt4/3336dbb72V1q1bZ/L/NTU1dPHFF4tGLcoA9l9//ZWmTZvmVNbvH//4B/3nP/+hnTt3UkBAAA0cOJA6duxIBw4coHnz5on1gT/99FOLn6utrRWB2COPPCKC0R49eojgbO3atXTllVfSY4895tDj0ep2AWyVGhtucRi7r5d2Mn7j6xgZYvFAQi4f8rUzyQo+EcBNJMy3Gd5fy0Ny5W0MAGzDHSflgOW01BHXl8c1WKrEMB+pI5+U87UZoXKmz9Y1fXLQ50nr+RTdEfR5RtC3atUq8fnaa681+f8PP/yQTp06JQKgd955hz755BORmTt9+jT9+9//dviB3nbbbeI+KyoqRFZv27ZtdPz4cZFBnDBhAlVXV9ONN95IVVWmL5RHH32UNmzYQN26dRPB2Z49e+jo0aP03XffUUhICL388ssii2gvrW4XwOlMH4K+Vjt4ms7o862DCpm8nkjZZsprGkXnOF896ALQcs11TX2TSVZdPsj3JdYyfVyGX1RV77MzVNMT7M/07ZaGsnvSej5FD2ldHw9oBzcN+k6cOCE+9+nTx+T/ubSRU7YvvPAC3X777XTDDTeI4I/PIH///fcOP9Cbb76Zpk6dKgIqWffu3emrr74SlwsLC2n9+vWG7+Xl5dFbb70lLr/33nvUu3dvw/cuvfRSkaVjTz/9tF2PRavbBXB0TV95rXHeka93h2urg6evz+hrbVaf3MQlNMif4iOCXfLYALxxzbV8Qi4owI86SV0sfXZNn7Q/zi83BsRcns9l+r5EPglQVtNApdXGANgSvs4xaR2cJwZ9GNvgIUEfB1jR0dEUFmbcsTU3N9PGjRtF0HfVVVcZ/v+CCy4gf39/OnToEGkhKSlJZBYZZ/wUHGTW19eL0svJkye3+Lm77rpLfOaS0aysLJvvT6vbBbBHQmQIBUv1+8pQbWT6Wg6wl0uITDN9vnUmWSY3kVCaS5h37uR9OQA4OVLnXMm0vG9Oiwv3mcHj5uSTbTxrljOg5qX3XJ7vSevT1GpsEhEcYHO27zcpy8fr9z3xJG+PjsbGM/z+o2wL4MLh7JY0NTWJIE+2d+9eEXTxejtu4KLggI+/1qqTJ6/rKy4uFvczZMgQw/9v3rxZfOZGMpakpqaK8kwuE+XrctbQFlrdrq04a9rYaOwG1t7k+3bl4wAOWkIou1j/RnmqqJK6J4SZHFikxoa43d+ovbafxKhgkzPtyn3lSoFNYmSQ2z0/7SVNKt3k9SP8PJwqNpbXJEeHuuVzg/0PeML20ynauP/JKakW93WisMLwf53jwtzy9dUe4kIDiOPdc/PZ6XRxJaUnRNDpEmPWqlO0+713tcf2w922uSMnO55fQQOSjeWP5nadLDZcPi81RhyXe5qkqCDRdbS+UR9PHD5bRv1ToskbNWq47QQGBmob9CUnJ4u1dRzYcIDDVqxYIT6PGTOmxfUrKysN2Ti1Ap+CggKxro7X17G//vWvlJGRYbiO0jGUM3LWcEDGv4M9WUg1b3fBggX09ttv2xzcsrKyMlq2bBm5A+VvDq4R0shnQvVnQ1ds2EYlh3SUX2F8WR/dvZmK9ZuNW9Jy+8kt4LPo+rOmB7PzDK+Z7EL+P/0Z9mP7dtAy641/vdrpMuPzcyS3RDw/G04at6emigK32c9Yg/0PuOv2k1NifH1l5RaL19Ivx42vr+byfLd/fWkpKiiAyur1++Fvf/qZesboaN1p43NGNaVu//xosf2E1Bm3kZWbd5F/zk6r1/3poPG6YTWeuz0lBAfQmUb9tvDNyg10IsE4QshbrVB525k1a5a2Qd/o0aNF0PfMM8+ITp5FRUX03//+V5QDXXjhhSbX5eCnrq5OBIrO4sYwN910k8n/8brCTz/9VKwflHH2j7UWbCrf45mCtlLzdnNzc0UZKIAj4qQlDyV1flRUZ9xZ+vvpKNaHl2TFhhifi7JzSyO4cqTq3JuLuI4PPz8dQo3PT3mDn3huSqTZuHHB3v/GC6CVOGn/U1Kvz2oV1lp+/fki3vcq++VSw2fsmxOkZZ4Ftfx8WN5OeLTqyUrj89U10nO3p6QwHZ2p1v8ueeKz5/4u7s7hoO/BBx+kL774gj7++GPRvIXXuPEHZ9pmzpxpct2VK1eKz0OHDnX6AScmJtLYsWNFaWlOTo7oCsqZNw76uIsndwqVxyqw4GDrR3ZKYxgeNWErNW+XA2FbnxfO9PHtxcTEUGZmJrkKp6WVsxQc4NuaVgb1HVl9lLau1a8bDU9IpW4DOxHt2SW+7hwfQZfMtFyC7Erttf1wmev8/b+IyxWNfnTBhTPoDK8Z2bpB/B+XF107awYF+ti6EUVTs45e2LOSGpr0b7D9R04kXe4+oqIy8fXkEYMoc2gquRvsf8ATtp+qukZ6cc9qcblZ50fnT5hKb2Zt5+/o73vsMJreL4l81Q/lu+nk/jxxOalbH8qcmEHLPttFdDZf/N+oQX0oc7y+isyXtp+q7Tm06tv94nJTWDxlZo60eD1eslCx2di48PbLp4k1gZ7oaOhR2nXuOMY/LpkyMweTN2p0g2Nnh+9xxIgRIsP3wAMPiDEKSsaNA0HzX4SHuDNLTU/sNX36dPGhOHbsGD388MP07bffisHtPD6BgyLGA9wZB6PWcAaSyQ1p2qLm7XLTF6XxS1uGDRsmsoKcTXWXQIsfh7s8Fl8kz3nirpSnS03bgbv730bL7SclLsLkrGhxTSMVVDaaDFAODfHMN0k18LPeOS6cjhXqD0LPlNWZdDlN8/HtB7yflttPTGCgaK7BjUrY2fJ6OiXNwOzWMcqnt115pEV+Rb14LvKk7p2pceFu//xosf1kJEaZnLi0dvv7c43rrzvHh1FSjOc1cVH07GRcw3eswPrv7E0CXfTe5dQp7ltuuYXOnj1LW7ZsEWvX9u3bR+edd57JdTgwuvPOO2nhwoWaZKc4s/j1119T//79RdbvzTffNHxPaSajlGNaonxPbjzTFq1uF8C5WVC1Zp07fbczJQsNCjA588ldO8+WGw+6fHlGn6WTBjwjKV+aISZ3HwQA+6VI3YF3ZZcamlWYv/Z8kaVZffJJJ18dZ9G1g3G7KKysN4xiMrdbHsqe5nmjGmQ9pAHtxwurRBUKuDjo44yaJZzJOv/886lnz56ie6Y5LoHkGXscIMbGarNhBgQE0IwZM8Tl7du5fEKvV69e4jMPTbdGGamgXNcWWt0ugL3kA3Oed6RkbZgntm/WelaffFDhyzP6LG0jW44Xi4wo40kNCIoBnJMaZ9w/bzpWZLjMJ6MiQ7w/m9EaeVwOn4xraGqmgso6iyN3fElSVCiFBPq3mKHaWtDnifP5ZBkdI8R7DqtvajaMEAIXBn0c1A0aNIieeuopk8DKXTQ06M+GyGMkuNyTcYdPSzgzyE1m5OvaQqvbBXAm08dnx3adNDYO6hJvLG/0VXJgJzJ9JjP6EPTJZ5W3HS82mZEVEmicFwUAzp2Uk19f3Jbf15nvm7nKQDnpxBKjfWswu8Lf389kvyxX78jv9XtP69des0EeHvRxVU6adILkaL6xdBVcFPRxmSLP4Xv++edp5MiR1LlzZ7rvvvvop59+MgRcrsIlpEuXLhWX5Tl93MI0KCiIjhw5QmvXrrU4LkH5mdbGL5jT6nYBnC1hrKgzrllDpg+ZvrbIJWbytiOfTAAAx6RIszCxbzYll29yGSPPClXwexq/t/kqXo+vOCE9L3JQVH1uiHmAvx8NSNH3sfBk6dLvzHMtwcVBX35+Pq1bt0507eS5fJzN+s9//iPKKjt27EjXX389ff7555oMYOfM4pw5c0SQZY47d15yySWinDIyMpLuuOMOw/eSkpIMTVJuv/12k5l5S5YsoVdeeUVcnjt3bovb5aHq6enp4oO7hMqcuV0AtVk7QMfZZNMSIS4hMs30IbCxdmIA6/kAnJcaa/n1hRNyRElma/b2nDJmrny9CiNdyvSdLGwZAO2RSjt7J0VRWHCAV61/lZdhgLpsLirn9Xo8EoE/Xn/9ddG0hTtmfvfdd6Kj5JdffklfffWV6EYzadIkuvTSS8UHZwSdxYPdn3vuOfHBASbfJmfaeMZddna2YS7eokWLKDXVtMU4B2A7duygTZs2iWYvAwYMELenrLnjzp+WhhryWAaeQ6i0WTXn6O0CqI0P0OVSD4Y1Iy3PJmNNnx1Bn1RqAwDOZ/psed35kuBAf0qIDKHCc+v4dmUblyb4+nrrtjJ9u3NKvaa0U5EsvVbOIOhzv+6dHOQ8+eSTtG3bNjp16pTI+k2bNk2ME+C5fDzKgbNkw4cPF8Hab7/95vCD5LWE//rXv+iKK64QzWC4gQoHXFVVVTRu3Dhx+5xtmzJlisVGM5yhfPnll6lfv34iM1hYWEgTJ04UXT9fe+01hx6TVrcLoEamz9c7w1k6eODF4coBhi93h5NFhARSQmTLsRUpPn7QBaAGaxlzBH0t9887s42BjK9n+uQ1fZYaueyWnqvBnT2/tLNFpq/U9rnZYB9V2kelpKTQn/70J/HBM/uWL18usoD8mbOAu3btEqWOXbp0ocsuu0xkwDhjaKnbp7X1hPfff7/4cAR3EH3kkUfEh604W6mTVxWrdLsA7XE2GQcVLQ8eeN1Ia+VFvopPEJg/N1jTB+A8zmQFB/iLjoQylN4b989KlYp8Qs5XO3daWt/GXblr6psMJZx8+VCefja2t2b6UN7ppnP6LImKiqJrrrmGPvvsMyooKBCNXu6++25KS0sT5ZLz5s2jqVOnioYwAOA8ueuVAkFf62eMxcGY1Bbbl1naVlDeCaBOJ0b5YJbxfofb8oP1Mk5fr8Lg5yUowM9iB8/9Z8oMc+zCgwOopzTM3XvW39diVp9GND3q4fV9XPLJA9M54OOSTC4JHThwoJZ3C+BTLGVlcCZZLzw4kGLCglo8P76+ZkTW1VLQh+6dAKqXrbHOcWEiGATrJ+V8ff8cGOBPnePkEs8qi/P5BqTGiO6d3laxxEFtQYUx8wvqadfpoDzCgD/+/ve/u3zMA4BXB31Y02dyAFFWY7q/8fU1I62t/+Szx5YCZQBwfv+MfbMNmT7sn8W6vmOFVS3W9e3JMTZtG+IlpZ3yCVrlvfpMWQ22Aw24rL6Ju28CgPO4U2eIWakiDixaP4Dw9TPJrW0rfJDKDbkAwHmpZuWd2DcbdYq2vHYPQZ/1Dp67T5V43Xo+S+/LuaUY2+CWmT7upMmjGrg7Z0lJSasZPD6QWL16tbN3CQBmrysux1POCnLjAF9fE9FWgIeDCssHFwylnQDqMV8f28Xs9ebLLO2bOdvDWR9fZ6mDZ1FlHZ0qrvHaoI9POB48q29Sk1uGDp5acOqV9fjjj9Orr75Kzc3NbXa6ZDh7DKDdzlIJ+tLisWakrbPJyPQZJUbpm9rUN+o7DKJzJ4C6+2YZMn3SvhlVGDZ18FQyfb9JpZ3cjMzbRuvI78tnkOlzr6CP5/K99NJL4jLP4+OGLUlJSaJ5CwC4bhE0DipsyPRZKSvyRdxUgptLZBVUWSxHAwDHIeizLjQogOLCg6ik2lghhiqMlpm+M6U14qSc3MSF5/N5WyJFfq0g06cNhyO0//73v2KDmz17Nr3zzjs2z9wDAPUNTI2hr7bniMuD0ryr5MNZOJvcNi4TUoI+7ggHAOqN1IkND6LS6gZRuigfzAPvn8NMgj5UYSjbTThxY06ezsAfOSXVtCfHGPR54/u8SaavDGv63Cro47V87PXXX0fAB+BiVw/vTKdLa6m2oYluH9/N1Q/HrWBNX9v+Or23WAvKnTwn9urYDn8VAN8QEhhA868fQl/vyKErhqaJ7BaY7p8P5JYbvkYVhh6X3PN6UGUNH5d47pEzfV28MeiTMn2lWNPnVkFfXFwc1dbWUkwMzgoDuBofSDw2o4+rH4ZHZPq4nAgHXi3Lal668rx2/bsA+IrxPTuKD2h7/4xMn+m6PiXoW3+40CQjel5qrFcvUymorBMlrRz8gnocfjZHjBhB5eXlVFhYqOLDAQBQV1RoEEWGBJqUEwEAgOslm3Waxpo+I7kUeOlvuYbLGQkRFBPufWPP5L8994bMK0eJp9sEfX/729/Emr7nn39e3UcEAKDhmwnOJAMAuAdk+qzrGm/s4FlYWee1oxrkUuiEyGDD17lY1+c+Qd/YsWNFMxfu4vmnP/2JTpw4oe4jAwBQiRzo4UwyAID7reNi2D8bWWv6MyjNe5dVmazrw6w+1Tk1X+GPf/wjFRUV0f/93/+JDp7x8fEUFRVl9fqcGczKynLmLgEA7NYzMYp+OaIvRe+ZGIlnEADADXRPjDB0qewUHSrK8UEvPcGY6ZN5a6ZPOUG797R+HiFm9blR0NfU1EQ333wzffHFF+JrHs7OASB/WONtM0UAwDPcOSGDTpVUU0RwAF0zvLOrHw4AAJzL7MyZ2Y+W7z1Lf5qUgedEYmnmblCAH/VLifba5wmz+tw06HvjjTfo888/F5fHjx9PF154IYazA4Bb4pKhd24e7uqHAQAAZm4d2018gCnuMs2ZL3ltW7/kaLH2zVuZzOorRSMXtwn63nvvPZG549LO5557Tt1HBQAAAADg4+v65KDPm0s7WXIs1vS5ZSMXbtyiBH0AAAAAAKBNB082KM27g74UKdOH7p1uFPTxcPbo6GiKiLC80BQAAAAAABzTNcF0XZ8vZfqKq+qptqHJpY/H2zgc9E2YMIHKysro9OnT6j4iAAAAAAAfl97BmFiJCg0Ug9m9WVJUiOjmqkC2z02CPi7rDAkJoUceeUTdRwQAAAAA4OPG9UyguHD9GIurhqWRvxwReaHAAH9KjJJKPEtrXPp4vI3DQd95551HixcvpuXLl9OMGTNo7dq1VFVVpe6jAwAAAADwQdGhQbT2r5Pom7vH0JOZ/cgXJMdKHTylJjbgwu6dAQHGlrE//fST+GgLN35pbGx09C4BAAAAAHxGbHgwDesaTL4iJSaMdlGpuIxMn5sEfTyMHQAAAAAAQPVZfcj0uUfQx+WcAAAAAAAAasCsPjcM+iZOnKjuIwEAAAAAAJ9lMquvFGv63KKRCwAAAAAAgBaZvjNl6N6pJgR9AAAAAADgVpm+itpGqqxDA8h2DfrKy8upsrJStTvV6jYBAAAAAMAzJUSGUFCAcR4hOni2c9AXGxtLvXv3VvFutblNAAAAAADwTDyAPikaHTxdWt6pxYgGjH0AAAAAAAB5Vp8CmT4XdO9samqiU6dOuSRQ4/vctGkTff/997RhwwY6cOCAKA/lbOGQIUPolltuoRtuuEEMf5c9/fTT9Mwzz9h0H+vWrbOrI2l6ejqdPHmy1evU1NRQaKjxbAUAAAAAAFiXHItMn0uDvsLCQhHoqMU8QGvNmjVraNq0aYavMzIyqFu3bnT8+HFauXKl+Pj888/pm2++oZCQEMP1unTpQmPHjrV6u9nZ2SKQDQsLE8GjIwYMGEAxMTEWv+fvjz45AAAAAAC2Skamz7VBnytLMfm+Och76KGH6LrrrqPExETD9z7++GO64447aNmyZTR37lx66aWXDN+77bbbxIc1kydPFkHfFVdcQdHR0Q49tvnz59OkSZMc+lkAAAAAADBKkTJ9uWWY1deuQR9n1LQQEBBg0/VGjBhBhw4doqCgoBbfu+mmm0Tg9sQTT9A777xDL7zwgk0ZthMnTtDPP/8sLs+ePduBRw8AAAAAAFpl+jCrr52Dvq5du5IrtZWFmzFjhgj6iouLqaCggJKSktq8zQ8//FBkEDt37kxTpkxR8dECAAAAAIAjkqVZfbmlteJ43Z5lYeBkeac7q601pn55fV5beOP56KOPxGVuAuPM2ru33nqLXnvtNdG0pVOnTjR+/Hi68cYbKSoqirTCj7+x0XXDKuX7duXjAM+E7Qew/QD2P+CJ8P7VPhIjjZV9NQ1NVFRRQ7HhweTJGjU8dg4MtC2c89N5wdyEBx54QKytGzRoEO3evbvN63NZp7IO78iRI9SjRw+777O17p0JCQn02Wef0QUXXNDm7SxYsIDefvttm+6Tu5ZycMmNbF5//XW7HzMAAAAAgDvjyORvWwKoQafP7j1yXiOlRrj6UbmvWbNm+Uamb+fOnSLbxh577DGbfmbhwoXi87hx4xwK+NiYMWNESSln9rhLaH19vRgn8dRTT9GuXbvo0ksvpV9//ZWGDh3a6u3k5uaK3wEAAAAAwNdxJWdsCFHBuUK+kno/So3w+ByVy3l0pi8vL080eeHRC5dffjktXry4zZ+pqqoSZZiVlZX03nvvtdrd0xGcieNgkgM5HjPB4yTUzvTxeImtW7eSq3BaesWKFeLyhRdeaHNaGQDbD2D/A66E9y/A9uMZbnp/G206ViwuP3NJX7pxZBfyZI0aHjvbelsee7ReVlYmGrhwwDds2DD64IMPbPq5RYsWiYAvPDycrr76atUfF68pfP7558Vj4/mCpaWlYoi8NXfddZf4sAX/nhxM8mJWdwm0+HG4y2MBz4PtB7D9APY/4Inw/qWtlNhwItIHfXkV9V51rBnoomNnj5wezkHbRRddJMoo+/fvLyJnW+fsKcHhlVdeqVmzFS79ZM3NzZSVlaXJfQAAAAAAeCPM6lOfxwV91dXVlJmZSZs3b6ZevXrRqlWrqEOHDjb9LM/mW79+vbh86623avYYg4ONHYbQ3RIAAAAAwMFZfaU1eOp8Lejj0QzcoYYDN+6euXr1arE+z1ac5eMljPyzSvdOLezbt89wOTU1VbP7AQAAAADwNsmx0qy+MuNoNvCBoK+hoUGUZHJmLy0tTayX48+2kmfz3XzzzZoOeXzllVfE5379+tn1GAEAAAAAfF2KlOk7W1ZLzc0e23fS84M+HnXw8ssvU35+PmmtqalJDDz/4YcfRGaPA75u3brZdRs8m+/48eMi2OOB7G3h8lHOCPJHTk6Oyfd4GDvPBSwqKjL5f/6am7Jwsxj2zDPP2PUYAQAAAAB8nZzpq29qpqKqepc+Hm/gcOuYY8eO0eOPPy7m0nHJ5Z133ilGFGjhq6++MgRSoaGhra7H42CMRxpYa+AyYcIEMdzcllJSZfi6+bo8DgLnzZtHDz74oAgKO3bsKEYp8EgFvq6/vz+9+OKLdNVVV9n9uwIAAAAA+LLo0CCKDAmkyjr9MXhuWQ1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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.figure(figsize=(10, 5))\n", "plt.tight_layout()\n", "plt.plot(vel[\"frame\"], vel[\"v\"])\n", "\n", "plt.xlabel(\"timeframe\")\n", "plt.ylabel(\"velocity [m/s]\")\n", "plt.grid()\n", "\n", "plt.axhline(expected_velocity, color=\"darkgreen\", lw=5, alpha=0.5)\n", "sns.despine()" ] }, { "cell_type": "markdown", "id": "c4b92cd6", "metadata": {}, "source": [ "We can also create an histogram of the detected velocities:" ] }, { "cell_type": "code", "execution_count": 24, "id": "fdac72d9", "metadata": { "ExecuteTime": { "end_time": "2025-12-18T14:30:52.552580Z", "start_time": "2025-12-18T14:30:52.550724Z" }, "execution": { "iopub.execute_input": "2026-02-02T20:12:03.560327Z", "iopub.status.busy": "2026-02-02T20:12:03.560145Z", "iopub.status.idle": "2026-02-02T20:12:03.562610Z", "shell.execute_reply": "2026-02-02T20:12:03.561951Z" } }, "outputs": [], "source": [ "hist, edges = tobac.velocity_histogram(\n", " track,\n", " bin_edges=np.arange(14, 43, 3),\n", ")" ] }, { "cell_type": "code", "execution_count": 25, "id": "d18089f9", "metadata": { "ExecuteTime": { "end_time": "2025-12-18T14:30:52.608216Z", "start_time": "2025-12-18T14:30:52.560671Z" }, "execution": { "iopub.execute_input": "2026-02-02T20:12:03.565092Z", "iopub.status.busy": "2026-02-02T20:12:03.564799Z", "iopub.status.idle": "2026-02-02T20:12:03.615360Z", "shell.execute_reply": "2026-02-02T20:12:03.614602Z" } }, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "width = 0.9 * (edges[1] - edges[0])\n", "center = (edges[:-1] + edges[1:]) / 2\n", "\n", "plt.tight_layout()\n", "plt.bar(center, hist, width=width)\n", "plt.ylabel(\"count\")\n", "plt.xlabel(\"velocity [m/s]\")\n", "\n", "plt.axvline(expected_velocity, color=\"darkgreen\", lw=5, alpha=0.5)\n", "sns.despine()" ] }, { "cell_type": "markdown", "id": "1c1d2aec", "metadata": {}, "source": [ "### Area\n", "\n", "The area of the features can also be calculated and plotted throughout time:" ] }, { "cell_type": "code", "execution_count": 26, "id": "33a10697", "metadata": { "ExecuteTime": { "end_time": "2025-12-18T14:30:52.679628Z", "start_time": "2025-12-18T14:30:52.611744Z" }, "execution": { "iopub.execute_input": "2026-02-02T20:12:03.617396Z", "iopub.status.busy": "2026-02-02T20:12:03.617270Z", "iopub.status.idle": "2026-02-02T20:12:03.699337Z", "shell.execute_reply": "2026-02-02T20:12:03.698760Z" } }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "/Users/seanfreeman/mambaforge/envs/tobac_dev_3_13/lib/python3.13/site-packages/tobac/utils/bulk_statistics.py:340: UserWarning: Not all timesteps have matching features\n", " warnings.warn(\"Not all timesteps have matching features\", UserWarning)\n" ] } ], "source": [ "area = tobac.calculate_area(features, segment_labels)" ] }, { "cell_type": "code", "execution_count": 27, "id": "571cb182", "metadata": { "ExecuteTime": { "end_time": "2025-12-18T14:30:52.684447Z", "start_time": "2025-12-18T14:30:52.682593Z" }, "execution": { "iopub.execute_input": "2026-02-02T20:12:03.700623Z", "iopub.status.busy": "2026-02-02T20:12:03.700527Z", "iopub.status.idle": "2026-02-02T20:12:03.702625Z", "shell.execute_reply": "2026-02-02T20:12:03.702266Z" } }, "outputs": [], "source": [ "blob_magitude = 10 # also hard-code in the test\n", "blob_sigma = 10e3\n", "\n", "normalized_circle_radius = np.sqrt(np.log(blob_magitude / threshold))\n", "absolute_circle_radius = np.sqrt(2) * blob_sigma * normalized_circle_radius\n", "expected_area = np.pi * absolute_circle_radius**2" ] }, { "cell_type": "code", "execution_count": 28, "id": "86be74d4", "metadata": { "ExecuteTime": { "end_time": "2025-12-18T14:30:52.813828Z", "start_time": "2025-12-18T14:30:52.691883Z" }, "execution": { "iopub.execute_input": "2026-02-02T20:12:03.703806Z", "iopub.status.busy": "2026-02-02T20:12:03.703723Z", "iopub.status.idle": "2026-02-02T20:12:03.831828Z", "shell.execute_reply": "2026-02-02T20:12:03.831227Z" } }, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.figure(figsize=(10, 5))\n", "plt.tight_layout()\n", "plt.plot(area[\"frame\"], area[\"area\"])\n", "plt.xlabel(\"timeframe\")\n", "plt.ylabel(r\"area [$m^2$]\")\n", "plt.grid()\n", "\n", "plt.axhline(expected_area, color=\"darkgreen\", lw=5, alpha=0.5)\n", "sns.despine()" ] }, { "cell_type": "markdown", "id": "5d47372c", "metadata": {}, "source": [ "### Lifetime\n", "\n", "Another interesting property for real data are the lifetimes of our features. Tobac can also produce a histogram of this:" ] }, { "cell_type": "code", "execution_count": 29, "id": "4a7b37f1", "metadata": { "ExecuteTime": { "end_time": "2025-12-18T14:30:52.819608Z", "start_time": "2025-12-18T14:30:52.817205Z" }, "execution": { "iopub.execute_input": "2026-02-02T20:12:03.833443Z", "iopub.status.busy": "2026-02-02T20:12:03.833337Z", "iopub.status.idle": "2026-02-02T20:12:03.836092Z", "shell.execute_reply": "2026-02-02T20:12:03.835635Z" } }, "outputs": [], "source": [ "hist, bins, centers = tobac.lifetime_histogram(\n", " track, bin_edges=np.arange(0, 200, 20)\n", ")" ] }, { "cell_type": "code", "execution_count": 30, "id": "36bb6765", "metadata": { "ExecuteTime": { "end_time": "2025-12-18T14:30:52.859717Z", "start_time": "2025-12-18T14:30:52.827142Z" }, "execution": { "iopub.execute_input": "2026-02-02T20:12:03.837440Z", "iopub.status.busy": "2026-02-02T20:12:03.837344Z", "iopub.status.idle": "2026-02-02T20:12:03.869969Z", "shell.execute_reply": "2026-02-02T20:12:03.869402Z" } }, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.tight_layout()\n", "plt.bar(centers, hist, width=width)\n", "plt.ylabel(\"count\")\n", "plt.xlabel(\"lifetime\")\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "1537c3da", "metadata": {}, "source": [ "We can deduce, that our singular feature in the data has a lifetime of 50." ] } ], "metadata": { "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": "3.13.11" } }, "nbformat": 4, "nbformat_minor": 5 }