diff --git a/projects/behavior_and_theory/IBL_behavior_data.ipynb b/projects/behavior_and_theory/IBL_behavior_data.ipynb new file mode 100644 index 0000000000..f9511f1a57 --- /dev/null +++ b/projects/behavior_and_theory/IBL_behavior_data.ipynb @@ -0,0 +1,621 @@ +{ + "nbformat": 4, + "nbformat_minor": 0, + "metadata": { + "colab": { + "provenance": [] + }, + "kernelspec": { + "name": "python3", + "display_name": "Python 3" + }, + "language_info": { + "name": "python" + } + }, + "cells": [ + { + "cell_type": "markdown", + "source": [ + "# Installation and configuration of IBL packages" + ], + "metadata": { + "id": "iOKDBL698HZw" + } + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "02MI_wi5OfK7" + }, + "outputs": [], + "source": [ + "!pip install --quiet ONE-api\n", + "!pip install --quiet ibllib" + ] + }, + { + "cell_type": "code", + "source": [ + "from one.api import ONE\n", + "ONE.setup(base_url='https://openalyx.internationalbrainlab.org', silent=True)\n", + "one = ONE(password='international')" + ], + "metadata": { + "id": "moTVjDjtOmOF", + "colab": { + "base_uri": "https://localhost:8080/" + }, + "outputId": "21b943cc-0b27-4577-b6c6-c53cca84c998" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Connected to https://openalyx.internationalbrainlab.org as user \"intbrainlab\"\n" + ] + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "# Finding subjects with training data" + ], + "metadata": { + "id": "bogn_fA_8FRn" + } + }, + { + "cell_type": "code", + "source": [ + "import numpy as np\n", + "\n", + "# Find all aggregate training datasets from IBL behaviour paper\n", + "datasets = one.alyx.rest('datasets', 'list', tag='2021_Q1_IBL_et_al_Behaviour', name='_ibl_subjectTrials.table.pqt')\n", + "\n", + "# Find the subject name from the info stored in the relative path\n", + "subjects = np.unique([d['file_records'][0]['relative_path'].split('/')[2] for d in datasets])" + ], + "metadata": { + "id": "FBHqd5ABF6kP" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "source": [ + "# Loading trials data for a single subject" + ], + "metadata": { + "id": "vyPDm0DUG4Ca" + } + }, + { + "cell_type": "code", + "source": [ + "# Load in the subjectTrials table and sessionTrials table for the first subject\n", + "subject = subjects[0]\n", + "subject_trials = one.load_aggregate('subjects', subject, '_ibl_subjectTrials.table')\n", + "session_trials = one.load_aggregate('subjects', subject, '_ibl_subjectSessions.table')\n", + "\n", + "# Add in lab, task_protocol, subject name information from the sessions table\n", + "if 'task_protocol' in subject_trials:\n", + " subject_trials = subject_trials.drop('task_protocol', axis=1)\n", + "subject_trials = subject_trials.set_index('session').join(session_trials.drop('date', axis=1))" + ], + "metadata": { + "id": "c6OU9gI9G775", + "colab": { + "base_uri": "https://localhost:8080/" + }, + "outputId": "584b23c3-ff9b-49a5-aa23-8bb545a9b365" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stderr", + "text": [ + "(S3) /root/Downloads/ONE/openalyx.internationalbrainlab.org/aggregates/Subjects/churchlandlab/CSHL045/#2024-04-10#/_ibl_subjectTrials.table.pqt: 100%|██████████| 9.27M/9.27M [00:00<00:00, 17.4MB/s]\n", + "(S3) /root/Downloads/ONE/openalyx.internationalbrainlab.org/aggregates/Subjects/churchlandlab/CSHL045/_ibl_subjectSessions.table.pqt: 100%|██████████| 8.98k/8.98k [00:00<00:00, 67.5kB/s]\n" + ] + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "The `subject_trials` table contains all the trials data for each training session collected in the subject. See [here](https://docs.google.com/document/d/1OqIqqakPakHXRAwceYLwFY9gOrm8_P62XIfCTnHwstg/edit#heading=h.ls81qq9ihg4x) for more information about this dataset.\n", + "\n", + "We can find the number of sessions collected, or the number of times the subject was run under a specific task protocol" + ], + "metadata": { + "id": "935Y2xg1HbiJ" + } + }, + { + "cell_type": "code", + "source": [ + "# Find the number of sessions for this subject\n", + "n_sessions = subject_trials.index.unique().size\n", + "print(f'Subject {subject} has {n_sessions} sessions')\n", + "\n", + "# Find the number of times a task protocol was run\n", + "n_protocols = subject_trials[~subject_trials.index.duplicated()].task_protocol.value_counts()\n", + "print(n_protocols)" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "ixiTYyP3HzJ6", + "outputId": "54c1d46c-f02c-43aa-ed4c-8e755f8ed530" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Subject CSHL045 has 76 sessions\n", + "task_protocol\n", + "_iblrig_tasks_biasedChoiceWorld6.3.1 17\n", + "_iblrig_tasks_trainingChoiceWorld6.1.3 14\n", + "_iblrig_tasks_trainingChoiceWorld6.2.5 12\n", + "_iblrig_tasks_trainingChoiceWorld6.3.1 11\n", + "_iblrig_tasks_biasedChoiceWorld6.2.5 6\n", + "_iblrig_tasks_ephysChoiceWorld6.2.5 3\n", + "_iblrig_tasks_trainingChoiceWorld6.2.4 3\n", + "_iblrig_tasks_trainingChoiceWorld6.0.6 3\n", + "_iblrig_tasks_trainingChoiceWorld6.2.1 2\n", + "_iblrig_tasks_ephysChoiceWorld6.4.0 2\n", + "_iblrig_tasks_trainingChoiceWorld6.2.0 1\n", + "_iblrig_tasks_trainingChoiceWorld6.1.1 1\n", + "_iblrig_tasks_trainingChoiceWorld6.1.2 1\n", + "Name: count, dtype: int64\n" + ] + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "We can get the trials data for an individual session of choice, here a the first session using the biasedChoiceWorld protocol" + ], + "metadata": { + "id": "Hamu1SCvIav2" + } + }, + { + "cell_type": "code", + "source": [ + "# Get the trials data for a single session\n", + "# Find a session run under biasedChoiceWorld\n", + "sess = subject_trials[subject_trials['task_protocol'].str.contains('biasedChoiceWorld')].index.unique()[0]\n", + "trials = subject_trials[subject_trials.index == sess]" + ], + "metadata": { + "id": "JWilmB8AIgjM" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "source": [ + "Using this data we can plot the psychometric curve and compute some performance metrics, for example the number of trials in the session or the performance of the mouse on easy trials (50% and 100% contrast)" + ], + "metadata": { + "id": "4F0HQn1nIyC_" + } + }, + { + "cell_type": "code", + "source": [ + "from brainbox.behavior.training import plot_psychometric, compute_n_trials, compute_performance_easy, compute_performance\n", + "\n", + "plot_psychometric(trials)\n", + "n_trials = compute_n_trials(trials)\n", + "perf_easy = compute_performance_easy(trials)\n", + "print(f'Number of trials for session {sess}: {n_trials}')\n", + "print(f'Performance easy for session {sess}: {perf_easy}')" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 540 + }, + "id": "1dHU38y-I4Oi", + "outputId": "ea07b9ca-214b-40ac-b5b4-542eb0e8184e" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stderr", + "text": [ + "/usr/local/lib/python3.11/dist-packages/brainbox/behavior/training.py:561: FutureWarning: Series.__getitem__ treating keys as positions is deprecated. In a future version, integer keys will always be treated as labels (consistent with DataFrame behavior). To access a value by position, use `ser.iloc[pos]`\n", + " return np.sum(trials['feedbackType'][easy_trials] == 1) / easy_trials.shape[0]\n" + ] + }, + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Number of trials for session a4f7079b-d157-4de9-ba80-de9a98f35c8b: 682\n", + "Performance easy for session a4f7079b-d157-4de9-ba80-de9a98f35c8b: 0.9457364341085271\n" + ] + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
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\n" + }, + "metadata": {} + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "## Combining training criteria" + ], + "metadata": { + "id": "kGoJri5LJVpH" + } + }, + { + "cell_type": "markdown", + "source": [ + "Another [dataset](https://docs.google.com/document/d/1OqIqqakPakHXRAwceYLwFY9gOrm8_P62XIfCTnHwstg/edit#heading=h.18vu2zskyq0r) is available that contains information about the session at which the subject reached certain training criteria in the IBL training pipeline. More information can be found about the training pipeline in the study [A standardized and reproducible method to measure decision-making in mice](https://doi.org/10.1101/2020.01.17.909838).\n", + "\n", + "We can download this dataset in the following way" + ], + "metadata": { + "id": "032oSJQyJcRl" + } + }, + { + "cell_type": "code", + "source": [ + "subject_training = one.load_aggregate('subjects', subject, '_ibl_subjectTraining.table')" + ], + "metadata": { + "id": "sqzYPaA4J4N7" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "source": [ + "We can combine this with our subject trials table to see how the subject progressed" + ], + "metadata": { + "id": "3SHpYQTJKBRm" + } + }, + { + "cell_type": "code", + "source": [ + "subject_trials = (subject_trials\n", + " .join(subject_training.set_index('session'))\n", + " .sort_values(by=['session_start_time', 'intervals_0']))\n", + "subject_trials['training_status'] = subject_trials.training_status.fillna(method='ffill')" + ], + "metadata": { + "id": "j6CVhQONKQxw" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "source": [ + "Our subject trials table now has a new column that indicates the training criteria of the mouse at each session. We can use this information to make a plot of how the performance of the mouse improved across training days.\n", + "\n", + "We will need to compute the performance per session and add this column to our dataframe and also add in a column for training day." + ], + "metadata": { + "id": "6UOpwmWLKtoo" + } + }, + { + "cell_type": "code", + "source": [ + "sessions = subject_trials.index.unique()\n", + "for n_sess, sess in enumerate(sessions):\n", + " trials = subject_trials[subject_trials.index == sess]\n", + " perf_easy = compute_performance_easy(trials)\n", + " subject_trials.loc[subject_trials.index == sess, 'performance_easy'] = perf_easy\n", + " subject_trials.loc[subject_trials.index == sess, 'training_day'] = n_sess" + ], + "metadata": { + "id": "gh-P2MsLQ8rE" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "source": [ + "Note since we already ordered by session_start_time above our table was already sorted. Here we have simply assigned each training session to a training day but there are some cases where multiple training sessions were run on the same day so this may be something you want to account for in your analysis." + ], + "metadata": { + "id": "bprOmxLQSq2d" + } + }, + { + "cell_type": "code", + "source": [ + "import matplotlib.pyplot as plt\n", + "from ibllib.pipes.training_status import TRAINING_STATUS\n", + "fig, ax = plt.subplots(1, 1)\n", + "ax.plot(subject_trials['training_day'], subject_trials['performance_easy'] * 100)\n", + "ax.set_xlabel(\"Training day\")\n", + "ax.set_ylabel(\"Performance Easy (%)\")\n", + "status = subject_trials.drop_duplicates(subset='training_status', keep='first')\n", + "for _, st in status.iterrows():\n", + " if st['training_status'] in ['untrainable', 'unbiasable']:\n", + " continue\n", + " if TRAINING_STATUS[st['training_status']][0] <= 0:\n", + " continue\n", + " ax.axvline(st['training_day'], linewidth=2,\n", + " color=np.array(TRAINING_STATUS[st['training_status']][1]) / 255, label=st['training_status'])\n", + "ax.legend(loc='upper center', bbox_to_anchor=(0.5, -0.1),\n", + " fancybox=True, shadow=True, ncol=5)" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 493 + }, + "id": "401iA-A3SnMV", + "outputId": "93d25fc7-8e77-43d1-88fd-f92980c00bda" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "" + ] + }, + "metadata": {}, + "execution_count": 12 + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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\n" + }, + "metadata": {} + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "# Combining data across multiple subjects" + ], + "metadata": { + "id": "IDzdRM5BSThb" + } + }, + { + "cell_type": "markdown", + "source": [ + "We can loop over all the subjects available to get a large dataframe that contains the data for all the subjects. Here is an example of how this can be done\n" + ], + "metadata": { + "id": "5L6z3nmjTFtP" + } + }, + { + "cell_type": "code", + "source": [ + "import pandas as pd\n", + "\n", + "all_trials = []\n", + "\n", + "# Download two tables, subject trials table and subject training table and combine\n", + "for i, subject in enumerate(subjects):\n", + " if np.mod(i, 50) == 0:\n", + " print(f'{i}/{len(subjects)}')\n", + "\n", + " # Load trials table for subject\n", + " subject_trials = one.load_aggregate('subjects', subject, '_ibl_subjectTrials.table')\n", + "\n", + " # Load sessions table for subject\n", + " session_trials = one.load_aggregate('subjects', subject, '_ibl_subjectSessions.table')\n", + "\n", + " # Load training status for subject\n", + " subject_training = one.load_aggregate('subjects', subject, '_ibl_subjectTraining.table')\n", + "\n", + " # Combine the two tables\n", + " subject_trials = (subject_trials\n", + " .set_index('session')\n", + " .join(subject_training.set_index('session'))\n", + " .sort_values(by=['session_start_time', 'intervals_0']))\n", + " subject_trials['training_status'] = subject_trials.training_status.fillna(method='ffill')\n", + "\n", + " # Join sessions table for number, task_protocol, etc.\n", + " if 'task_protocol' in subject_trials:\n", + " subject_trials = subject_trials.drop('task_protocol', axis=1)\n", + " subject_trials = subject_trials.join(session_trials.drop('date', axis=1))\n", + "\n", + " # Sort the trials by session start time and trial number\n", + " subject_trials = subject_trials.sort_values(by=['session_start_time', 'intervals_0'])\n", + "\n", + "\n", + " # add in extra columns for performance easy and training day\n", + " sessions = subject_trials.index.unique()\n", + " for n_sess, sess in enumerate(sessions):\n", + " trials = subject_trials[subject_trials.index == sess]\n", + " perf_easy = compute_performance_easy(trials)\n", + " subject_trials.loc[subject_trials.index == sess, 'performance_easy'] = perf_easy\n", + " subject_trials.loc[subject_trials.index == sess, 'training_day'] = n_sess\n", + "\n", + "\n", + " all_trials.append(subject_trials)\n", + "\n", + "all_trials = pd.concat(all_trials)" + ], + "metadata": { + "id": "txvYxIYyO7kD" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "source": [ + "Once we have this large training table aggregated across all subjects we can manipulate this table to view different properties. For example we can see how the pyshcometric curves varies across the different training stages across all subjects" + ], + "metadata": { + "id": "c5EqIsqp1G7b" + } + }, + { + "cell_type": "code", + "source": [ + "import seaborn as sns\n", + "# plot psychometric curves for the whole dataframe\n", + "all_trials = all_trials.reset_index()\n", + "all_trials['signed_contrast'] = np.nan\n", + "i = np.isnan(all_trials['contrastRight'])\n", + "all_trials.loc[i , 'signed_contrast'] = all_trials.loc[i, 'contrastLeft']\n", + "all_trials.loc[~i, 'signed_contrast'] = - all_trials.loc[~i, 'contrastRight']\n", + "\n", + "fig, ax = plt.subplots(1, 1, sharex=True, figsize=(16, 8))\n", + "sns.lineplot(data=all_trials.loc[all_trials['probabilityLeft'] == 0.5], x='signed_contrast', y='choice', hue='training_status', ax=ax)" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 714 + }, + "id": "-TmGipVAnBKM", + "outputId": "413452f7-6bf7-4fcc-9afc-e78f59df5d06" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "" + ] + }, + "metadata": {}, + "execution_count": 15 + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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+ }, + "metadata": {} + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "Or we can look how the performance on easy trial progresses over training days across labs" + ], + "metadata": { + "id": "feOrdzTQ8NZ6" + } + }, + { + "cell_type": "code", + "source": [ + "# Remove duplicate rows that we don't need for the plots\n", + "fig = sns.FacetGrid(all_trials.drop_duplicates('session'),\n", + " col=\"lab\", col_wrap=4,\n", + " sharex=True, sharey=True, aspect=1, hue=\"subject\", xlim=[-1, 90])\n", + "fig.map(sns.lineplot, \"training_day\",\n", + " \"performance_easy\", color='gray', alpha=0.3)" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 924 + }, + "id": "_HVZjOIz8Xgm", + "outputId": "3ca0cbf1-8bfe-45a4-bfa0-a704038f49be" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "" + ] + }, + "metadata": {}, + "execution_count": 16 + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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\n" + }, + "metadata": {} + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "# Additional resources\n", + "\n", + "Documentation\n", + "\n", + "- [ONE documentation](https://int-brain-lab.github.io/iblenv/notebooks_external/one_quickstart.html#)\n", + "- [Getting started with ONE](https://colab.research.google.com/drive/1y3sRI1wC7qbWqN6skvulzPOp6xw8tLm7)\n", + "- [Loading trials data](https://int-brain-lab.github.io/iblenv/notebooks_external/loading_trials_data.html)\n" + ], + "metadata": { + "id": "kaRti--dioZl" + } + }, + { + "cell_type": "markdown", + "source": [ + "Where can I find help?\n", + "- Issues with the data? Post an issue here: https://neurostars.org/ with the tag `ibl`\n", + "- Alternatively post an issue here: https://github.com/int-brain-lab/iblenv/issues\n", + "- General questions about the datasets or publications? Email: info@internationalbrainlab.org\n", + "\n", + "\n", + "\n", + "\n", + "> *All data are made available under the CC BY 4.0 license.*" + ], + "metadata": { + "id": "B7jIEhh3jLc8" + } + } + ] +} \ No newline at end of file diff --git a/projects/behavior_and_theory/README.md b/projects/behavior_and_theory/README.md index 6b51112265..427018d9a0 100644 --- a/projects/behavior_and_theory/README.md +++ b/projects/behavior_and_theory/README.md @@ -18,23 +18,15 @@ Credit for data curation: Ann Kennedy ## IBL -The IBL dataset ([youtube](https://youtube.com/watch?v=NofrFH8FRZU)) is a visual decision-making task, that is very similar to the one used in the Steinmetz dataset. +The IBL dataset ([youtube](https://youtube.com/watch?v=NofrFH8FRZU)) contains behavioral data collected from 140 mice performing a visual decision-making task. It includes reaction times and various task-related variables covering the full learning trajectory of each mouse, from naive to expert performance. -Credit for data curation: Eric DeWitt and the IBL team - -This notebook is currently available: -| | Run | View | -| - | --- | ---- | -| Psychometric notebook | [![Open In Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/drive/14OtLUEiyhrPTPsXetg8VQrTk1CLhBCW5) | | +Credit for data curation: Eric DeWitt and the IBL team -These will be available next week: +| | Run | View | +|-----------------|------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------|----------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------| +| Loader notebook | [![Open In Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/NeuromatchAcademy/course-content/blob/main/projects/behavior/IBL_behavior_data.ipynb) | [![View the notebook](https://img.shields.io/badge/render-nbviewer-orange.svg)](https://nbviewer.jupyter.org/github/NeuromatchAcademy/course-content/blob/main/projects/behavior/IBL_behavior_data.ipynb?flush_cache=true) | -| | Run | View | -| - | --- | ---- | -| Exploration notebook | [![Open In Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/int-brain-lab/nma-ibl/blob/master/01-Explore%20IBL%20behavior%20data%20pipeline.ipynb) | [![View the notebook](https://img.shields.io/badge/render-nbviewer-orange.svg)](https://nbviewer.jupyter.org/github/int-brain-lab/nma-ibl/blob/master/01-Explore%20IBL%20behavior%20data%20pipeline.ipynb?flush_cache=true) | -| Psychometric notebook | [![Open In Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/int-brain-lab/nma-ibl/blob/master/02-Plot%20Psychometric%20curve.ipynb) | [![View the notebook](https://img.shields.io/badge/render-nbviewer-orange.svg)](https://nbviewer.jupyter.org/github/int-brain-lab/nma-ibl/blob/master/02-Plot%20Psychometric%20curve.ipynb?flush_cache=true) | -| Additional analyses | [![Open In Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/int-brain-lab/nma-ibl/blob/master/03-Replication%20of%20paper%20figures.ipynb) | [![View the notebook](https://img.shields.io/badge/render-nbviewer-orange.svg)](https://nbviewer.jupyter.org/github/int-brain-lab/nma-ibl/blob/master/03-Replication%20of%20paper%20figures.ipynb?flush_cache=true) | ## Laquitaine & Gardner, Neuron, 2017 diff --git a/projects/behavior_and_theory/template_images/MouseBehavior2AFC.svg b/projects/behavior_and_theory/template_images/MouseBehavior2AFC.svg index e5dbdb484e..2fb431b172 100644 --- a/projects/behavior_and_theory/template_images/MouseBehavior2AFC.svg +++ b/projects/behavior_and_theory/template_images/MouseBehavior2AFC.svg @@ -1,8 +1,42 @@ - + - -
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\"std\": 0.3595339611433467,\n \"min\": 0.0,\n \"max\": 1.0,\n \"num_unique_values\": 5,\n \"samples\": [\n 0.25\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"contrastRight\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 0.3712735917617467,\n \"min\": 0.0,\n \"max\": 1.0,\n \"num_unique_values\": 5,\n \"samples\": [\n 0.125\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"choice\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 0.9704731741878196,\n \"min\": -1.0,\n \"max\": 1.0,\n \"num_unique_values\": 2,\n \"samples\": [\n -1.0\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"psth_index\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 29,\n \"min\": 0,\n \"max\": 99,\n \"num_unique_values\": 100,\n \"samples\": [\n 83\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"block\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 0,\n \"min\": 0,\n \"max\": 2,\n \"num_unique_values\": 3,\n \"samples\": [\n 0\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"block_trial_number\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 25,\n \"min\": 0,\n \"max\": 89,\n \"num_unique_values\": 76,\n \"samples\": [\n 19\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n }\n ]\n}" + }, + "application/vnd.google.colaboratory.module+javascript": "\n import \"https://ssl.gstatic.com/colaboratory/data_table/e523c247d1e24a05/data_table.js\";\n\n const table = window.createDataTable({\n data: [[{\n 'v': 0,\n 'f': \"0\",\n },\n\"6713a4a7-faed-4df2-acab-ee4e63326f8d\",\n{\n 'v': 0.5,\n 'f': \"0.5\",\n },\n{\n 'v': 1.0,\n 'f': \"1.0\",\n },\n{\n 'v': 0.125,\n 'f': \"0.125\",\n },\n{\n 'v': NaN,\n 'f': \"NaN\",\n },\n{\n 'v': 1.0,\n 'f': \"1.0\",\n },\n{\n 'v': 0,\n 'f': \"0\",\n },\n{\n 'v': 0,\n 'f': \"0\",\n },\n{\n 'v': 9,\n 'f': \"9\",\n }],\n [{\n 'v': 1,\n 'f': \"1\",\n },\n\"6713a4a7-faed-4df2-acab-ee4e63326f8d\",\n{\n 'v': 0.5,\n 'f': \"0.5\",\n },\n{\n 'v': -1.0,\n 'f': \"-1.0\",\n },\n{\n 'v': NaN,\n 'f': \"NaN\",\n },\n{\n 'v': 0.25,\n 'f': \"0.25\",\n },\n{\n 'v': 1.0,\n 'f': \"1.0\",\n },\n{\n 'v': 1,\n 'f': \"1\",\n },\n{\n 'v': 0,\n 'f': \"0\",\n },\n{\n 'v': 12,\n 'f': \"12\",\n }],\n [{\n 'v': 2,\n 'f': \"2\",\n },\n\"6713a4a7-faed-4df2-acab-ee4e63326f8d\",\n{\n 'v': 0.5,\n 'f': \"0.5\",\n },\n{\n 'v': -1.0,\n 'f': \"-1.0\",\n },\n{\n 'v': NaN,\n 'f': \"NaN\",\n },\n{\n 'v': 0.25,\n 'f': \"0.25\",\n },\n{\n 'v': 1.0,\n 'f': \"1.0\",\n },\n{\n 'v': 2,\n 'f': \"2\",\n },\n{\n 'v': 0,\n 'f': \"0\",\n },\n{\n 'v': 14,\n 'f': \"14\",\n }],\n [{\n 'v': 3,\n 'f': \"3\",\n },\n\"6713a4a7-faed-4df2-acab-ee4e63326f8d\",\n{\n 'v': 0.5,\n 'f': \"0.5\",\n },\n{\n 'v': 1.0,\n 'f': \"1.0\",\n },\n{\n 'v': 0.25,\n 'f': \"0.25\",\n },\n{\n 'v': NaN,\n 'f': \"NaN\",\n },\n{\n 'v': 1.0,\n 'f': \"1.0\",\n },\n{\n 'v': 3,\n 'f': \"3\",\n },\n{\n 'v': 0,\n 'f': \"0\",\n },\n{\n 'v': 16,\n 'f': \"16\",\n }],\n [{\n 'v': 4,\n 'f': \"4\",\n },\n\"6713a4a7-faed-4df2-acab-ee4e63326f8d\",\n{\n 'v': 0.5,\n 'f': \"0.5\",\n },\n{\n 'v': -1.0,\n 'f': \"-1.0\",\n },\n{\n 'v': NaN,\n 'f': \"NaN\",\n },\n{\n 'v': 0.125,\n 'f': \"0.125\",\n },\n{\n 'v': 1.0,\n 'f': \"1.0\",\n },\n{\n 'v': 4,\n 'f': \"4\",\n },\n{\n 'v': 0,\n 'f': \"0\",\n },\n{\n 'v': 19,\n 'f': \"19\",\n }],\n [{\n 'v': 5,\n 'f': \"5\",\n },\n\"6713a4a7-faed-4df2-acab-ee4e63326f8d\",\n{\n 'v': 0.5,\n 'f': \"0.5\",\n },\n{\n 'v': 1.0,\n 'f': \"1.0\",\n },\n{\n 'v': 0.125,\n 'f': \"0.125\",\n },\n{\n 'v': NaN,\n 'f': \"NaN\",\n },\n{\n 'v': 1.0,\n 'f': \"1.0\",\n },\n{\n 'v': 5,\n 'f': \"5\",\n },\n{\n 'v': 0,\n 'f': \"0\",\n },\n{\n 'v': 20,\n 'f': \"20\",\n }],\n [{\n 'v': 6,\n 'f': \"6\",\n },\n\"6713a4a7-faed-4df2-acab-ee4e63326f8d\",\n{\n 'v': 0.5,\n 'f': \"0.5\",\n },\n{\n 'v': -1.0,\n 'f': \"-1.0\",\n },\n{\n 'v': NaN,\n 'f': \"NaN\",\n },\n{\n 'v': 1.0,\n 'f': \"1.0\",\n },\n{\n 'v': 1.0,\n 'f': \"1.0\",\n },\n{\n 'v': 6,\n 'f': \"6\",\n },\n{\n 'v': 0,\n 'f': \"0\",\n },\n{\n 'v': 21,\n 'f': \"21\",\n }],\n [{\n 'v': 7,\n 'f': \"7\",\n },\n\"6713a4a7-faed-4df2-acab-ee4e63326f8d\",\n{\n 'v': 0.5,\n 'f': \"0.5\",\n },\n{\n 'v': 1.0,\n 'f': \"1.0\",\n },\n{\n 'v': 0.25,\n 'f': \"0.25\",\n },\n{\n 'v': NaN,\n 'f': \"NaN\",\n },\n{\n 'v': 1.0,\n 'f': \"1.0\",\n },\n{\n 'v': 7,\n 'f': \"7\",\n },\n{\n 'v': 0,\n 'f': \"0\",\n },\n{\n 'v': 22,\n 'f': \"22\",\n }],\n [{\n 'v': 8,\n 'f': \"8\",\n },\n\"6713a4a7-faed-4df2-acab-ee4e63326f8d\",\n{\n 'v': 0.5,\n 'f': \"0.5\",\n },\n{\n 'v': 1.0,\n 'f': \"1.0\",\n },\n{\n 'v': 0.25,\n 'f': \"0.25\",\n },\n{\n 'v': NaN,\n 'f': \"NaN\",\n },\n{\n 'v': 1.0,\n 'f': \"1.0\",\n },\n{\n 'v': 8,\n 'f': \"8\",\n },\n{\n 'v': 0,\n 'f': \"0\",\n },\n{\n 'v': 23,\n 'f': \"23\",\n }],\n [{\n 'v': 9,\n 'f': \"9\",\n },\n\"6713a4a7-faed-4df2-acab-ee4e63326f8d\",\n{\n 'v': 0.5,\n 'f': \"0.5\",\n },\n{\n 'v': 1.0,\n 'f': \"1.0\",\n },\n{\n 'v': 1.0,\n 'f': \"1.0\",\n },\n{\n 'v': NaN,\n 'f': \"NaN\",\n },\n{\n 'v': 1.0,\n 'f': \"1.0\",\n },\n{\n 'v': 9,\n 'f': \"9\",\n },\n{\n 'v': 0,\n 'f': \"0\",\n },\n{\n 'v': 24,\n 'f': \"24\",\n }],\n [{\n 'v': 10,\n 'f': \"10\",\n },\n\"6713a4a7-faed-4df2-acab-ee4e63326f8d\",\n{\n 'v': 0.5,\n 'f': \"0.5\",\n },\n{\n 'v': 1.0,\n 'f': \"1.0\",\n },\n{\n 'v': NaN,\n 'f': \"NaN\",\n },\n{\n 'v': 0.25,\n 'f': \"0.25\",\n },\n{\n 'v': -1.0,\n 'f': \"-1.0\",\n },\n{\n 'v': 10,\n 'f': \"10\",\n },\n{\n 'v': 0,\n 'f': \"0\",\n },\n{\n 'v': 26,\n 'f': \"26\",\n }],\n [{\n 'v': 11,\n 'f': \"11\",\n },\n\"6713a4a7-faed-4df2-acab-ee4e63326f8d\",\n{\n 'v': 0.5,\n 'f': \"0.5\",\n },\n{\n 'v': -1.0,\n 'f': \"-1.0\",\n },\n{\n 'v': NaN,\n 'f': \"NaN\",\n },\n{\n 'v': 0.0625,\n 'f': \"0.0625\",\n },\n{\n 'v': 1.0,\n 'f': \"1.0\",\n },\n{\n 'v': 11,\n 'f': \"11\",\n },\n{\n 'v': 0,\n 'f': \"0\",\n },\n{\n 'v': 27,\n 'f': \"27\",\n }],\n [{\n 'v': 12,\n 'f': \"12\",\n },\n\"6713a4a7-faed-4df2-acab-ee4e63326f8d\",\n{\n 'v': 0.5,\n 'f': \"0.5\",\n },\n{\n 'v': 1.0,\n 'f': \"1.0\",\n },\n{\n 'v': 1.0,\n 'f': \"1.0\",\n },\n{\n 'v': NaN,\n 'f': \"NaN\",\n },\n{\n 'v': 1.0,\n 'f': \"1.0\",\n },\n{\n 'v': 12,\n 'f': \"12\",\n },\n{\n 'v': 0,\n 'f': \"0\",\n },\n{\n 'v': 28,\n 'f': \"28\",\n }],\n [{\n 'v': 13,\n 'f': \"13\",\n },\n\"6713a4a7-faed-4df2-acab-ee4e63326f8d\",\n{\n 'v': 0.5,\n 'f': \"0.5\",\n },\n{\n 'v': 1.0,\n 'f': \"1.0\",\n },\n{\n 'v': 0.0625,\n 'f': \"0.0625\",\n },\n{\n 'v': NaN,\n 'f': \"NaN\",\n },\n{\n 'v': 1.0,\n 'f': \"1.0\",\n },\n{\n 'v': 13,\n 'f': \"13\",\n },\n{\n 'v': 0,\n 'f': \"0\",\n },\n{\n 'v': 29,\n 'f': \"29\",\n }],\n [{\n 'v': 14,\n 'f': \"14\",\n },\n\"6713a4a7-faed-4df2-acab-ee4e63326f8d\",\n{\n 'v': 0.5,\n 'f': \"0.5\",\n },\n{\n 'v': 1.0,\n 'f': \"1.0\",\n },\n{\n 'v': 1.0,\n 'f': \"1.0\",\n },\n{\n 'v': NaN,\n 'f': \"NaN\",\n },\n{\n 'v': 1.0,\n 'f': \"1.0\",\n },\n{\n 'v': 14,\n 'f': \"14\",\n },\n{\n 'v': 0,\n 'f': \"0\",\n },\n{\n 'v': 30,\n 'f': \"30\",\n }],\n [{\n 'v': 15,\n 'f': \"15\",\n },\n\"6713a4a7-faed-4df2-acab-ee4e63326f8d\",\n{\n 'v': 0.5,\n 'f': \"0.5\",\n },\n{\n 'v': -1.0,\n 'f': \"-1.0\",\n },\n{\n 'v': NaN,\n 'f': \"NaN\",\n },\n{\n 'v': 0.125,\n 'f': \"0.125\",\n },\n{\n 'v': 1.0,\n 'f': \"1.0\",\n },\n{\n 'v': 15,\n 'f': \"15\",\n },\n{\n 'v': 0,\n 'f': \"0\",\n },\n{\n 'v': 31,\n 'f': \"31\",\n }],\n [{\n 'v': 16,\n 'f': \"16\",\n },\n\"6713a4a7-faed-4df2-acab-ee4e63326f8d\",\n{\n 'v': 0.5,\n 'f': \"0.5\",\n },\n{\n 'v': -1.0,\n 'f': \"-1.0\",\n },\n{\n 'v': NaN,\n 'f': \"NaN\",\n },\n{\n 'v': 0.0625,\n 'f': \"0.0625\",\n },\n{\n 'v': 1.0,\n 'f': \"1.0\",\n },\n{\n 'v': 16,\n 'f': \"16\",\n },\n{\n 'v': 0,\n 'f': \"0\",\n },\n{\n 'v': 32,\n 'f': \"32\",\n }],\n [{\n 'v': 17,\n 'f': \"17\",\n },\n\"6713a4a7-faed-4df2-acab-ee4e63326f8d\",\n{\n 'v': 0.5,\n 'f': \"0.5\",\n },\n{\n 'v': 1.0,\n 'f': \"1.0\",\n },\n{\n 'v': NaN,\n 'f': \"NaN\",\n },\n{\n 'v': 0.125,\n 'f': \"0.125\",\n },\n{\n 'v': -1.0,\n 'f': \"-1.0\",\n },\n{\n 'v': 17,\n 'f': \"17\",\n },\n{\n 'v': 0,\n 'f': \"0\",\n },\n{\n 'v': 33,\n 'f': \"33\",\n }],\n [{\n 'v': 18,\n 'f': \"18\",\n },\n\"6713a4a7-faed-4df2-acab-ee4e63326f8d\",\n{\n 'v': 0.5,\n 'f': \"0.5\",\n },\n{\n 'v': 1.0,\n 'f': \"1.0\",\n },\n{\n 'v': 1.0,\n 'f': \"1.0\",\n },\n{\n 'v': NaN,\n 'f': \"NaN\",\n },\n{\n 'v': 1.0,\n 'f': \"1.0\",\n },\n{\n 'v': 18,\n 'f': \"18\",\n },\n{\n 'v': 0,\n 'f': \"0\",\n },\n{\n 'v': 34,\n 'f': \"34\",\n }],\n [{\n 'v': 19,\n 'f': \"19\",\n },\n\"6713a4a7-faed-4df2-acab-ee4e63326f8d\",\n{\n 'v': 0.5,\n 'f': \"0.5\",\n },\n{\n 'v': 1.0,\n 'f': \"1.0\",\n },\n{\n 'v': NaN,\n 'f': \"NaN\",\n },\n{\n 'v': 1.0,\n 'f': \"1.0\",\n },\n{\n 'v': -1.0,\n 'f': \"-1.0\",\n },\n{\n 'v': 19,\n 'f': \"19\",\n },\n{\n 'v': 0,\n 'f': \"0\",\n },\n{\n 'v': 35,\n 'f': \"35\",\n }],\n [{\n 'v': 20,\n 'f': \"20\",\n },\n\"6713a4a7-faed-4df2-acab-ee4e63326f8d\",\n{\n 'v': 0.5,\n 'f': \"0.5\",\n },\n{\n 'v': 1.0,\n 'f': \"1.0\",\n },\n{\n 'v': 1.0,\n 'f': \"1.0\",\n },\n{\n 'v': NaN,\n 'f': \"NaN\",\n },\n{\n 'v': 1.0,\n 'f': \"1.0\",\n },\n{\n 'v': 20,\n 'f': \"20\",\n },\n{\n 'v': 0,\n 'f': \"0\",\n },\n{\n 'v': 36,\n 'f': \"36\",\n }],\n [{\n 'v': 21,\n 'f': \"21\",\n },\n\"6713a4a7-faed-4df2-acab-ee4e63326f8d\",\n{\n 'v': 0.5,\n 'f': \"0.5\",\n },\n{\n 'v': -1.0,\n 'f': \"-1.0\",\n },\n{\n 'v': NaN,\n 'f': \"NaN\",\n },\n{\n 'v': 0.0625,\n 'f': \"0.0625\",\n },\n{\n 'v': 1.0,\n 'f': \"1.0\",\n },\n{\n 'v': 21,\n 'f': \"21\",\n },\n{\n 'v': 0,\n 'f': \"0\",\n },\n{\n 'v': 37,\n 'f': \"37\",\n }],\n [{\n 'v': 22,\n 'f': \"22\",\n },\n\"6713a4a7-faed-4df2-acab-ee4e63326f8d\",\n{\n 'v': 0.5,\n 'f': \"0.5\",\n },\n{\n 'v': -1.0,\n 'f': \"-1.0\",\n },\n{\n 'v': NaN,\n 'f': \"NaN\",\n },\n{\n 'v': 0.125,\n 'f': \"0.125\",\n },\n{\n 'v': 1.0,\n 'f': \"1.0\",\n },\n{\n 'v': 22,\n 'f': \"22\",\n },\n{\n 'v': 0,\n 'f': \"0\",\n },\n{\n 'v': 38,\n 'f': \"38\",\n }],\n [{\n 'v': 23,\n 'f': \"23\",\n },\n\"6713a4a7-faed-4df2-acab-ee4e63326f8d\",\n{\n 'v': 0.5,\n 'f': \"0.5\",\n },\n{\n 'v': 1.0,\n 'f': \"1.0\",\n },\n{\n 'v': NaN,\n 'f': \"NaN\",\n },\n{\n 'v': 1.0,\n 'f': \"1.0\",\n },\n{\n 'v': -1.0,\n 'f': \"-1.0\",\n },\n{\n 'v': 23,\n 'f': \"23\",\n },\n{\n 'v': 0,\n 'f': \"0\",\n },\n{\n 'v': 40,\n 'f': \"40\",\n }],\n [{\n 'v': 24,\n 'f': \"24\",\n },\n\"6713a4a7-faed-4df2-acab-ee4e63326f8d\",\n{\n 'v': 0.5,\n 'f': \"0.5\",\n },\n{\n 'v': 1.0,\n 'f': \"1.0\",\n },\n{\n 'v': NaN,\n 'f': \"NaN\",\n },\n{\n 'v': 1.0,\n 'f': \"1.0\",\n },\n{\n 'v': -1.0,\n 'f': \"-1.0\",\n },\n{\n 'v': 24,\n 'f': \"24\",\n },\n{\n 'v': 0,\n 'f': \"0\",\n },\n{\n 'v': 41,\n 'f': \"41\",\n }],\n [{\n 'v': 25,\n 'f': \"25\",\n },\n\"6713a4a7-faed-4df2-acab-ee4e63326f8d\",\n{\n 'v': 0.5,\n 'f': \"0.5\",\n },\n{\n 'v': 1.0,\n 'f': \"1.0\",\n },\n{\n 'v': 0.25,\n 'f': \"0.25\",\n },\n{\n 'v': NaN,\n 'f': \"NaN\",\n },\n{\n 'v': 1.0,\n 'f': \"1.0\",\n },\n{\n 'v': 25,\n 'f': \"25\",\n },\n{\n 'v': 0,\n 'f': \"0\",\n },\n{\n 'v': 42,\n 'f': \"42\",\n }],\n [{\n 'v': 26,\n 'f': \"26\",\n },\n\"6713a4a7-faed-4df2-acab-ee4e63326f8d\",\n{\n 'v': 0.5,\n 'f': \"0.5\",\n },\n{\n 'v': 1.0,\n 'f': \"1.0\",\n },\n{\n 'v': 0.125,\n 'f': \"0.125\",\n },\n{\n 'v': NaN,\n 'f': \"NaN\",\n },\n{\n 'v': 1.0,\n 'f': \"1.0\",\n },\n{\n 'v': 26,\n 'f': \"26\",\n },\n{\n 'v': 0,\n 'f': \"0\",\n },\n{\n 'v': 43,\n 'f': \"43\",\n }],\n [{\n 'v': 27,\n 'f': \"27\",\n },\n\"6713a4a7-faed-4df2-acab-ee4e63326f8d\",\n{\n 'v': 0.5,\n 'f': \"0.5\",\n },\n{\n 'v': 1.0,\n 'f': \"1.0\",\n },\n{\n 'v': NaN,\n 'f': \"NaN\",\n },\n{\n 'v': 0.25,\n 'f': \"0.25\",\n },\n{\n 'v': -1.0,\n 'f': \"-1.0\",\n },\n{\n 'v': 27,\n 'f': \"27\",\n },\n{\n 'v': 0,\n 'f': \"0\",\n },\n{\n 'v': 45,\n 'f': \"45\",\n }],\n [{\n 'v': 28,\n 'f': \"28\",\n },\n\"6713a4a7-faed-4df2-acab-ee4e63326f8d\",\n{\n 'v': 0.5,\n 'f': \"0.5\",\n },\n{\n 'v': 1.0,\n 'f': \"1.0\",\n },\n{\n 'v': 0.25,\n 'f': \"0.25\",\n },\n{\n 'v': NaN,\n 'f': 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pideidprobe_namesession_numberdatesubjectlab
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\"semantic_type\": \"\",\n \"description\": \"\"\n }\n }\n ]\n}" + }, + "application/vnd.google.colaboratory.module+javascript": "\n import \"https://ssl.gstatic.com/colaboratory/data_table/e523c247d1e24a05/data_table.js\";\n\n const table = window.createDataTable({\n data: [[{\n 'v': 0,\n 'f': \"0\",\n },\n\"56f2a378-78d2-4132-b3c8-8c1ba82be598\",\n\"6713a4a7-faed-4df2-acab-ee4e63326f8d\",\n\"probe00\",\n{\n 'v': 1,\n 'f': \"1\",\n },\n\"2020-02-18\",\n\"NYU-11\",\n\"angelakilab\"],\n [{\n 'v': 1,\n 'f': \"1\",\n },\n\"47be9ae4-290f-46ab-b047-952bc3a1a509\",\n\"56956777-dca5-468c-87cb-78150432cc57\",\n\"probe01\",\n{\n 'v': 1,\n 'f': \"1\",\n },\n\"2020-02-21\",\n\"NYU-11\",\n\"angelakilab\"],\n [{\n 'v': 2,\n 'f': \"2\",\n },\n\"6be21156-33b0-4f70-9a0f-65b3e3cd6d4a\",\n\"56956777-dca5-468c-87cb-78150432cc57\",\n\"probe00\",\n{\n 'v': 1,\n 'f': \"1\",\n },\n\"2020-02-21\",\n\"NYU-11\",\n\"angelakilab\"],\n [{\n 'v': 3,\n 'f': \"3\",\n 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1,\n 'f': \"1\",\n },\n\"2020-09-19\",\n\"CSH_ZAD_029\",\n\"zadorlab\"],\n [{\n 'v': 698,\n 'f': \"698\",\n },\n\"79f44ba1-c931-4346-82eb-f628a9374045\",\n\"c7bd79c9-c47e-4ea5-aea3-74dda991b48e\",\n\"probe00\",\n{\n 'v': 1,\n 'f': \"1\",\n },\n\"2020-09-19\",\n\"CSH_ZAD_029\",\n\"zadorlab\"]],\n columns: [[\"number\", \"index\"], [\"string\", \"pid\"], [\"string\", \"eid\"], [\"string\", \"probe_name\"], [\"number\", \"session_number\"], [\"string\", \"date\"], [\"string\", \"subject\"], [\"string\", \"lab\"]],\n columnOptions: [{\"width\": \"1px\", \"className\": \"index_column\"}],\n rowsPerPage: 25,\n helpUrl: \"https://colab.research.google.com/notebooks/data_table.ipynb\",\n suppressOutputScrolling: true,\n minimumWidth: undefined,\n });\n\n function appendQuickchartButton(parentElement) {\n let quickchartButtonContainerElement = document.createElement('div');\n quickchartButtonContainerElement.innerHTML = `\n
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`;\n parentElement.appendChild(quickchartButtonContainerElement);\n }\n\n appendQuickchartButton(table);\n " + }, + "metadata": {}, + "execution_count": 84 + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "**Times, nbins and dt**\n", + "\n", + "* `times`: An array representing the specific time points at which the PSTH is computed\n", + "* `nbins`: The number of bins used in the PSTH\n", + "* `dt`: The interval between the time points, used to convert spike counts stored in the PSTH arrays into firing rate" + ], + "metadata": { + "id": "hJtiAiJEX0qv" + } + }, + { + "cell_type": "code", + "source": [ + "print(f'Times array: {meta.times[0]} s to {meta.times[-1]} s')\n", + "print(f'nbins: {meta.nbins}')\n", + "print(f'dt: {meta.dt} s')" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "LnUfvHQfzOXI", + "outputId": "9e091802-122e-40ed-9878-1d911d9e6f19" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Times array: -0.495 s to 0.995 s\n", + "nbins: 150\n", + "dt: 0.01 s\n" + ] + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "### **Loading PSTH data**\n", + "The PSTH for a given probe insertion alongside the metadata for the specified pid can be loaded in the following way." + ], + "metadata": { + "id": "wwgk_ojiBVhy" + } + }, + { + "cell_type": "code", + "source": [ + "pid = '69f42a9c-095d-4a25-bca8-61a9869871d3'\n", + "psth, cluster_pid, trial_pid = get_psth_for_insertion(pid, meta)" + ], + "metadata": { + "id": "gXtHRvklO8o-" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "source": [ + "The `psth` has dimensions `n_trials x n_clusters x n_times`" + ], + "metadata": { + "id": "Wm0GpPmv12Nc" + } + }, + { + "cell_type": "code", + "source": [ + "psth.shape" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "EyEO153l18pJ", + "outputId": "9fb830da-2db5-4126-e44a-89ab8602405e" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "(437, 101, 150)" + ] + }, + "metadata": {}, + "execution_count": 87 + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "The trials metadata `trial_pid` contains information about the trials stored in the PSTH array. The column `psth_index` directly indexes into the 0th dimension of the `psth` array" + ], + "metadata": { + "id": "uYwJUTYo73Kz" + } + }, + { + "cell_type": "code", + "source": [ + "print(f'Shape of 0th dimension of psth array: {psth.shape[0]}')\n", + "print(f'Length of trial_pid {len(trial_pid)}')" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "outputId": "721088c9-f45e-4024-c86d-195dc9ce9d39", + "id": "lnD1xbO88_Ia" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Shape of 0th dimension of psth array: 437\n", + "Length of trial_pid 437\n" + ] + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "The cluster metadata `cluster_pid` contains information about the clusters stored in the PSTH array. The column `psth_index` directly indexes into the 1st dimension of the `psth` array" + ], + "metadata": { + "id": "H3XYqa7u816c" + } + }, + { + "cell_type": "code", + "source": [ + "print(f'Shape of 1st dimension of psth array: {psth.shape[1]}')\n", + "print(f'Length of cluster_pid {len(cluster_pid)}')" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "VLifjJCs8H4a", + "outputId": "7069e8c8-6ab1-401d-c6b0-b2f0e241ec7f" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Shape of 1st dimension of psth array: 101\n", + "Length of cluster_pid 101\n" + ] + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "## **3. Exploring the metadata**\n", + "In this section we explore the **metadata** to get a handle of the **scope of the data** that we have available." + ], + "metadata": { + "id": "XdUg08MIFnEZ" + } + }, + { + "cell_type": "code", + "source": [ + "# Find the number of labs the data comes from\n", + "print(f\"Number of labs: {len(meta.sessions['lab'].unique())}\")" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "gAyApv6D1IPS", + "outputId": "07e479d7-e42b-41ac-c46e-a7ddaa61d1e0" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Number of labs: 12\n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "# Find the number of probe insertions we have\n", + "print(f\"Number of probe insertions: {len(meta.sessions['pid'].unique())}\")" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "JXhhHOE7zM3k", + "outputId": "c5529737-724f-4ea7-c8b3-0870aac8eb52" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Number of probe insertions: 699\n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "# Find the number of good clusters\n", + "print(f\"Number of good clusters: {len(meta.clusters['cluster_id'])}\")" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "dVUuSEFM0yy5", + "outputId": "e7a796c1-715e-4435-9c11-71c48037c92c" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Number of good clusters: 75708\n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "# Find the number of brain regions\n", + "print(f\"Number of brain_regions: {len(meta.clusters['acronym'].unique())}\")" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "Q95e5sgfzQrw", + "outputId": "b146d59b-be40-4a20-d6d3-2ea41b6fb148" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Number of brain_regions: 268\n" + ] + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "## **4. Exploring stimulus aligned data**\n", + "\n", + "In this section, we will examine neural activity aligned to **stimulus onset**. You will be introduced to a set of helper functions that make it easy to compute **trial-averaged PSTHs** for clusters across insertions and brain regions. Using these tools, we will explore ways to detect **stimulus-responsive cells** and determine the **latency** of their responses." + ], + "metadata": { + "id": "TbfHz1qDFGsi" + } + }, + { + "cell_type": "markdown", + "source": [ + "### **Exploring the visualisation webiste**" + ], + "metadata": { + "id": "rr7GcJXgb09h" + } + }, + { + "cell_type": "markdown", + "source": [ + "To get started, we can explore the IBL brainwide map [visualisation website](https://viz.internationalbrainlab.org/app?spikesorting=ss_2024-05-06) and look for insertions that contain clusters that respond to the task stimulus.\n", + "\n", + "\n", + "🕵 Hint:\n", + "* You can search by a **pid** directly in the website's search bar.\n", + "* You can also search by **brain region acronym**, such as `region:VISam` for visual cortex, where stimulus-responsive clusters are expected based on prior literature.\n", + "\n", + "Here is an example cluster: [link to the website](https://viz.internationalbrainlab.org/app?spikesorting=ss_2024-05-06&dset=rs&pid=f86e9571-63ff-4116-9c40-aa44d57d2da9&tid=0&cid=-1&qc=0)\n", + "\n", + "* pid: `0393f34c-a2bd-4c01-99c9-f6b4ec6e786d`\n", + "* cluster id: `779`\n", + "\n", + "This cluster is in VISpm5, we can appreciate it has a sharp response to the visual stimulus (see plot C), a classic spike waveform (see plot F) and sustained activity throughout the session (see plot J).\n", + "\n", + "\n", + "![](https://ibl-brain-wide-map-public.s3.us-east-1.amazonaws.com/sample_data/Neuromatch/figures/viz_website_example.png)" + ], + "metadata": { + "id": "2IULxahqpPHF" + } + }, + { + "cell_type": "markdown", + "source": [ + "### **Exploring data for a specific insertion**" + ], + "metadata": { + "id": "jZx1s1gHVAvc" + } + }, + { + "cell_type": "markdown", + "source": [ + "To load data for a chosen probe insertion, we can use the helper function **`get_avg_psth_for_insertion`** defined in the [installation section](#Utility-functions). This function loads **trial-averaged PSTHs for each cluster** and returns:\n", + "\n", + "1. A 2D array of shape `n_clusters x n_times` containing the trial averaged PSTH for the specified pid\n", + "\n", + "2. A dataframe describing the clusters for the specified pid\n", + "\n", + "For example, let's load data for the insertion with the responsive cell above" + ], + "metadata": { + "id": "rg1mKmnTYZwL" + } + }, + { + "cell_type": "code", + "source": [ + "pid = '0393f34c-a2bd-4c01-99c9-f6b4ec6e786d'\n", + "psth, df = get_avg_psth_for_insertion(pid, meta)" + ], + "metadata": { + "id": "VoZyet2URX_C" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "source": [ + "We can find the regions that this probe insertion recorded from" + ], + "metadata": { + "id": "8yleuJWLCg3K" + } + }, + { + "cell_type": "code", + "source": [ + "df.acronym.value_counts()" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 335 + }, + "id": "tdOpD8ZCSAiV", + "outputId": "e8111827-e463-4e20-d3d2-47d03046f6d1" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "acronym\n", + "VISpm 43\n", + "APN 30\n", + "VISam 17\n", + "CA1 13\n", + "root 8\n", + "MRN 6\n", + "DG 5\n", + "Name: count, dtype: int64" + ], + "text/html": [ + "
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" + ] + }, + "metadata": {}, + "execution_count": 95 + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "And then plot the trial-averaged PSTHs for all clusters in a specific region, such as VISam" + ], + "metadata": { + "id": "ACUbhkXoSFQY" + } + }, + { + "cell_type": "code", + "source": [ + "idx_reg = df['acronym'] == 'VISam'\n", + "fig, ax = plt.subplots(figsize=(10, 5))\n", + "ax.plot(meta['times'], psth[idx_reg, :].T)\n", + "ax.set_xlabel('Time from stim on (s)')\n", + "ax.set_ylabel('Firing rate (Hz)')" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 472 + }, + "id": "3_9gukKBSXOT", + "outputId": "be5940fc-fccf-4ba9-f40e-5f8e8963e758" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "Text(0, 0.5, 'Firing rate (Hz)')" + ] + }, + "metadata": {}, + "execution_count": 96 + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
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\n" + }, + "metadata": {} + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "### **Identifying responsive cells**" + ], + "metadata": { + "id": "AgTD8L6OVhm2" + } + }, + { + "cell_type": "markdown", + "source": [ + "To find **stimulus-responsive cells**, we can **compare the firing rates** of the clusters in defined **pre and post-stimulus time windows**. Here, we use a 50 ms window before the stimulus onset (-0.3 to -0.25 s) and a 50 ms window after (0.05 to 0.1 s):" + ], + "metadata": { + "id": "29zmunwaO6Cq" + } + }, + { + "cell_type": "code", + "source": [ + "pre_time = [-0.3, -0.25]\n", + "post_time = [0.05, 0.1]\n", + "pre_time_idx = np.bitwise_and(meta['times'] >= pre_time[0], meta['times'] <= pre_time[1])\n", + "post_time_idx = np.bitwise_and(meta['times'] >= post_time[0], meta['times'] <= post_time[1])" + ], + "metadata": { + "id": "Z3ENIkLpQocC" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "source": [ + "We can then compute the **average firing rate of the PSTH** in these two intervals and add them as new columns to our DataFrame." + ], + "metadata": { + "id": "G-fEMZoJU6I2" + } + }, + { + "cell_type": "code", + "source": [ + "df['pre'] = np.mean(psth[:, pre_time_idx], axis=1)\n", + "df['post'] = np.mean(psth[:, post_time_idx], axis=1)" + ], + "metadata": { + "id": "1LofKYhVUjyd" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "source": [ + "To identify responsive units, we will compute the **modulation index (MI)**. The formula is:\n", + "\n", + "$$\n", + "MI = \\frac{\\left| \\text{pre} - \\text{post} \\right|}{\\left| \\text{pre} + \\text{post} \\right|}\n", + "$$\n", + "\n", + "where $\\text{pre}$ is the value before the event, and $\\text{post}$ is the value after the event.\n", + "\n", + "🟨 **Note:**\n", + "\n", + "* We are taking the absolute value at the top, so we will not be able to differentiate if a cluster decreases or increases its activity - we will only be able to state that the difference in activity between pre and post is large.\n", + "* There are other methods to assess whether a cluster is responsive. For example, you could do a paired t-test on the activity at each trial pre/ post and measure whether the response is significantly different.\n", + "\n", + "\n" + ], + "metadata": { + "id": "T9S_LMRLX9B6" + } + }, + { + "cell_type": "code", + "source": [ + "df['modulation_idx'] = (df['pre'] - df['post']).abs() / (df['pre'] + df['post']).abs()" + ], + "metadata": { + "id": "8cTENsH-RQm0" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "source": [ + "We can plot the modulation index for the clusters" + ], + "metadata": { + "id": "ErB69Mrbb3D8" + } + }, + { + "cell_type": "code", + "source": [ + "# Sort cluster IDs by modulation index for plotting\n", + "df['ordered_clusters'] = df['cluster_id'].values[df['modulation_idx'].values.argsort()]\n", + "\n", + "fig, ax = plt.subplots(figsize=(15, 5))\n", + "sns.barplot(data=df, x='cluster_id', y='modulation_idx', order=df['ordered_clusters'].values,\n", + " palette='Blues_d', hue='modulation_idx', legend=False, ax=ax)\n", + "\n", + "ax.set_xlabel('Cluster id (sorted by MI)')\n", + "ax.set_ylabel('Modulation Index')\n", + "ax.set_title('Modulation Index per cluster')\n", + "ax.tick_params(axis='x', rotation=90)" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 445 + }, + "id": "63hDyOLPGLKi", + "outputId": "b008cd70-e2b2-4290-be24-797f870ca108" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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+ }, + "metadata": {} + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "🟨 **Note:**\n", + "\n", + "* Some clusters do not have any bars - these are the ones where the denominator is 0, thus the MI = NaN.\n", + "* The clusters with MI = 1 are clusters that had no firing rate in one of the two windows.\n" + ], + "metadata": { + "id": "2SDJmpNgrN_-" + } + }, + { + "cell_type": "markdown", + "source": [ + "Let's assume that the responsive cells are the ones at the top of the distribution, e.g. **the 95th percentile**.\n" + ], + "metadata": { + "id": "FeuvjxDjrQdP" + } + }, + { + "cell_type": "code", + "source": [ + "# Calculate the 95th percentile of the modulation index\n", + "percentile_95 = df['modulation_idx'].quantile(0.95)\n", + "\n", + "# Filter clusters with modulation index >= 95th percentile and those less than 1\n", + "high_mi_clusters = df[np.bitwise_and(df['modulation_idx'] >= percentile_95, df['modulation_idx'] < 1)]\n", + "\n", + "# Store the index of the modulated clusters\n", + "modulated_clusters = high_mi_clusters['psth_index'].values" + ], + "metadata": { + "id": "142wjGsnrUNm" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "source": [ + "We can display the information about these **high modulation index clusters** and also plot their PSTHs." + ], + "metadata": { + "id": "bkpGNC2kSZkZ" + } + }, + { + "cell_type": "code", + "source": [ + "# Display the result\n", + "print(\"Clusters with modulation index in the 95th percentile or higher:\")\n", + "high_mi_clusters" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 368 + }, + "id": "qEkhQucDSgL0", + "outputId": "9a0547ff-c6ae-4edd-cfc7-78ce9edd5891" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Clusters with modulation index in the 95th percentile or higher:\n" + ] + }, + { + "output_type": "execute_result", + "data": { + "text/plain": [ + " acronym pid \\\n", + "8008 VISpm 0393f34c-a2bd-4c01-99c9-f6b4ec6e786d \n", + "8009 VISpm 0393f34c-a2bd-4c01-99c9-f6b4ec6e786d \n", + "8011 VISpm 0393f34c-a2bd-4c01-99c9-f6b4ec6e786d \n", + "8020 VISpm 0393f34c-a2bd-4c01-99c9-f6b4ec6e786d \n", + "8059 VISpm 0393f34c-a2bd-4c01-99c9-f6b4ec6e786d \n", + "8060 VISpm 0393f34c-a2bd-4c01-99c9-f6b4ec6e786d \n", + "\n", + " uuids cluster_id psth_index pre \\\n", + "8008 ebcf8d49-7b96-40ee-b085-51cd82f70aad 530 60 3.930886 \n", + "8009 150b3cef-8333-4309-8368-75edcbf5af0e 531 61 2.203024 \n", + "8011 a733c417-60b3-4a62-a586-7c61cb11a599 537 63 0.086393 \n", + "8020 8842a421-1473-4959-bde3-3c1b95032d4d 555 72 4.017279 \n", + "8059 dae1a406-3fc8-4cbe-80b7-21f59c9b88c0 774 111 0.388769 \n", + "8060 5b4b484e-d4c8-40c7-a6e7-84213ca91dd1 779 112 3.369330 \n", + "\n", + " post modulation_idx ordered_clusters \n", + "8008 12.051836 0.508108 402 \n", + "8009 8.466523 0.587045 564 \n", + "8011 0.388769 0.636364 503 \n", + "8020 13.434125 0.539604 609 \n", + "8059 0.086393 0.636364 425 \n", + "8060 10.151188 0.501597 550 " + ], + "text/html": [ + "\n", + "
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acronympiduuidscluster_idpsth_indexprepostmodulation_idxordered_clusters
8008VISpm0393f34c-a2bd-4c01-99c9-f6b4ec6e786debcf8d49-7b96-40ee-b085-51cd82f70aad530603.93088612.0518360.508108402
8009VISpm0393f34c-a2bd-4c01-99c9-f6b4ec6e786d150b3cef-8333-4309-8368-75edcbf5af0e531612.2030248.4665230.587045564
8011VISpm0393f34c-a2bd-4c01-99c9-f6b4ec6e786da733c417-60b3-4a62-a586-7c61cb11a599537630.0863930.3887690.636364503
8020VISpm0393f34c-a2bd-4c01-99c9-f6b4ec6e786d8842a421-1473-4959-bde3-3c1b95032d4d555724.01727913.4341250.539604609
8059VISpm0393f34c-a2bd-4c01-99c9-f6b4ec6e786ddae1a406-3fc8-4cbe-80b7-21f59c9b88c07741110.3887690.0863930.636364425
8060VISpm0393f34c-a2bd-4c01-99c9-f6b4ec6e786d5b4b484e-d4c8-40c7-a6e7-84213ca91dd17791123.36933010.1511880.501597550
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\n" + ], + "application/vnd.google.colaboratory.intrinsic+json": { + "type": "dataframe", + "variable_name": "high_mi_clusters", + "summary": "{\n \"name\": \"high_mi_clusters\",\n \"rows\": 6,\n \"fields\": [\n {\n \"column\": \"acronym\",\n \"properties\": {\n \"dtype\": \"category\",\n \"num_unique_values\": 1,\n \"samples\": [\n \"VISpm\"\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"pid\",\n \"properties\": {\n \"dtype\": \"category\",\n \"num_unique_values\": 1,\n \"samples\": [\n \"0393f34c-a2bd-4c01-99c9-f6b4ec6e786d\"\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"uuids\",\n \"properties\": {\n \"dtype\": \"string\",\n \"num_unique_values\": 6,\n \"samples\": [\n \"ebcf8d49-7b96-40ee-b085-51cd82f70aad\"\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"cluster_id\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 123,\n \"min\": 530,\n \"max\": 779,\n \"num_unique_values\": 6,\n \"samples\": [\n 530\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"psth_index\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 24,\n \"min\": 60,\n \"max\": 112,\n \"num_unique_values\": 6,\n \"samples\": [\n 60\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"pre\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 1.7497533284814293,\n \"min\": 0.08639308855291578,\n \"max\": 4.017278617710583,\n \"num_unique_values\": 6,\n \"samples\": [\n 3.930885529157668\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"post\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 5.820612123401839,\n \"min\": 0.08639308855291578,\n \"max\": 13.4341252699784,\n \"num_unique_values\": 6,\n \"samples\": [\n 12.05183585313175\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"modulation_idx\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 0.06084791891324363,\n \"min\": 0.5015974440894568,\n \"max\": 0.6363636363636364,\n \"num_unique_values\": 5,\n \"samples\": [\n 0.5870445344129555\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"ordered_clusters\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 81,\n \"min\": 402,\n \"max\": 609,\n \"num_unique_values\": 6,\n \"samples\": [\n 402\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n }\n ]\n}" + }, + "application/vnd.google.colaboratory.module+javascript": "\n import \"https://ssl.gstatic.com/colaboratory/data_table/e523c247d1e24a05/data_table.js\";\n\n const table = window.createDataTable({\n data: [[{\n 'v': 8008,\n 'f': \"8008\",\n },\n\"VISpm\",\n\"0393f34c-a2bd-4c01-99c9-f6b4ec6e786d\",\n\"ebcf8d49-7b96-40ee-b085-51cd82f70aad\",\n{\n 'v': 530,\n 'f': \"530\",\n },\n{\n 'v': 60,\n 'f': \"60\",\n },\n{\n 'v': 3.930885529157668,\n 'f': \"3.930885529157668\",\n },\n{\n 'v': 12.05183585313175,\n 'f': \"12.05183585313175\",\n },\n{\n 'v': 0.508108108108108,\n 'f': \"0.508108108108108\",\n },\n{\n 'v': 402,\n 'f': \"402\",\n }],\n [{\n 'v': 8009,\n 'f': \"8009\",\n },\n\"VISpm\",\n\"0393f34c-a2bd-4c01-99c9-f6b4ec6e786d\",\n\"150b3cef-8333-4309-8368-75edcbf5af0e\",\n{\n 'v': 531,\n 'f': \"531\",\n },\n{\n 'v': 61,\n 'f': \"61\",\n },\n{\n 'v': 2.203023758099352,\n 'f': \"2.203023758099352\",\n },\n{\n 'v': 8.466522678185745,\n 'f': \"8.466522678185745\",\n },\n{\n 'v': 0.5870445344129555,\n 'f': \"0.5870445344129555\",\n },\n{\n 'v': 564,\n 'f': \"564\",\n }],\n [{\n 'v': 8011,\n 'f': \"8011\",\n },\n\"VISpm\",\n\"0393f34c-a2bd-4c01-99c9-f6b4ec6e786d\",\n\"a733c417-60b3-4a62-a586-7c61cb11a599\",\n{\n 'v': 537,\n 'f': \"537\",\n },\n{\n 'v': 63,\n 'f': \"63\",\n },\n{\n 'v': 0.08639308855291578,\n 'f': \"0.08639308855291578\",\n },\n{\n 'v': 0.38876889848812096,\n 'f': \"0.38876889848812096\",\n },\n{\n 'v': 0.6363636363636364,\n 'f': \"0.6363636363636364\",\n },\n{\n 'v': 503,\n 'f': \"503\",\n }],\n [{\n 'v': 8020,\n 'f': \"8020\",\n },\n\"VISpm\",\n\"0393f34c-a2bd-4c01-99c9-f6b4ec6e786d\",\n\"8842a421-1473-4959-bde3-3c1b95032d4d\",\n{\n 'v': 555,\n 'f': \"555\",\n },\n{\n 'v': 72,\n 'f': \"72\",\n },\n{\n 'v': 4.017278617710583,\n 'f': \"4.017278617710583\",\n },\n{\n 'v': 13.4341252699784,\n 'f': \"13.4341252699784\",\n },\n{\n 'v': 0.5396039603960396,\n 'f': \"0.5396039603960396\",\n },\n{\n 'v': 609,\n 'f': \"609\",\n }],\n [{\n 'v': 8059,\n 'f': \"8059\",\n },\n\"VISpm\",\n\"0393f34c-a2bd-4c01-99c9-f6b4ec6e786d\",\n\"dae1a406-3fc8-4cbe-80b7-21f59c9b88c0\",\n{\n 'v': 774,\n 'f': \"774\",\n },\n{\n 'v': 111,\n 'f': \"111\",\n },\n{\n 'v': 0.38876889848812096,\n 'f': \"0.38876889848812096\",\n },\n{\n 'v': 0.08639308855291578,\n 'f': \"0.08639308855291578\",\n },\n{\n 'v': 0.6363636363636364,\n 'f': \"0.6363636363636364\",\n },\n{\n 'v': 425,\n 'f': \"425\",\n }],\n [{\n 'v': 8060,\n 'f': \"8060\",\n },\n\"VISpm\",\n\"0393f34c-a2bd-4c01-99c9-f6b4ec6e786d\",\n\"5b4b484e-d4c8-40c7-a6e7-84213ca91dd1\",\n{\n 'v': 779,\n 'f': \"779\",\n },\n{\n 'v': 112,\n 'f': \"112\",\n },\n{\n 'v': 3.369330453563715,\n 'f': \"3.369330453563715\",\n },\n{\n 'v': 10.151187904967603,\n 'f': \"10.151187904967603\",\n },\n{\n 'v': 0.5015974440894568,\n 'f': \"0.5015974440894568\",\n },\n{\n 'v': 550,\n 'f': \"550\",\n }]],\n columns: [[\"number\", \"index\"], [\"string\", \"acronym\"], [\"string\", \"pid\"], [\"string\", \"uuids\"], [\"number\", \"cluster_id\"], [\"number\", \"psth_index\"], [\"number\", \"pre\"], [\"number\", \"post\"], [\"number\", \"modulation_idx\"], [\"number\", \"ordered_clusters\"]],\n columnOptions: [{\"width\": \"1px\", \"className\": \"index_column\"}],\n rowsPerPage: 25,\n helpUrl: \"https://colab.research.google.com/notebooks/data_table.ipynb\",\n suppressOutputScrolling: true,\n minimumWidth: undefined,\n });\n\n function appendQuickchartButton(parentElement) {\n let quickchartButtonContainerElement = document.createElement('div');\n quickchartButtonContainerElement.innerHTML = `\n
\n \n\n\n\n \n
`;\n parentElement.appendChild(quickchartButtonContainerElement);\n }\n\n appendQuickchartButton(table);\n " + }, + "metadata": {}, + "execution_count": 102 + } + ] + }, + { + "cell_type": "code", + "source": [ + "fig, ax = plt.subplots(figsize=(10, 5))\n", + "ax.plot(meta['times'], psth[high_mi_clusters['psth_index'].values, :].T)\n", + "ax.set_xlabel('Time from stim on (s)')\n", + "ax.set_ylabel('Firing rate (Hz)')" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 472 + }, + "id": "wwgNA48Au6va", + "outputId": "1400d21b-7932-47b3-af73-baa22ab4a016" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "Text(0, 0.5, 'Firing rate (Hz)')" + ] + }, + "metadata": {}, + "execution_count": 103 + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
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\n" + }, + "metadata": {} + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "### **Detecting the latency of response**" + ], + "metadata": { + "id": "SxL45At1VlS_" + } + }, + { + "cell_type": "markdown", + "source": [ + "We can explore the latency of the response by identifying the **timepoint of the peak response** following stimulus onset. Here we will apply a gaussian filter to the PSTH signal and estimate the latency as the peak of the response post stimlus onset, i.e **t > 0 s**.\n", + "\n", + "Let's compute the latency of the response for the modulated clusters in the previous section." + ], + "metadata": { + "id": "m4Zt6pVTrnr3" + } + }, + { + "cell_type": "code", + "source": [ + "psth_mod = psth[modulated_clusters, :]\n", + "psth_filt = gaussian_filter1d(psth[modulated_clusters, :], sigma=1)\n", + "\n", + "time_window = meta.times > 0\n", + "latency = np.argmax(psth_filt[:, time_window], axis=1)\n", + "latency_time = meta.times[time_window][latency]\n", + "\n", + "high_mi_clusters = high_mi_clusters.assign(latency=latency_time)" + ], + "metadata": { + "id": "95cOSAysJIRJ" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "code", + "source": [ + "fig, axs = plt.subplots(2, 3, figsize=(15, 5), sharex=True)\n", + "axs = axs.ravel()\n", + "for i, mod in enumerate(psth_filt):\n", + " axs[i].plot(meta.times, mod)\n", + " axs[i].axvline(latency_time[i], linestyle='--', c='r')\n", + " axs[i].set_title(high_mi_clusters.iloc[i]['acronym'])\n", + " if i > 2:\n", + " axs[i].set_xlabel('Time from stim on (s)')\n", + " if i in [0, 3]:\n", + " axs[i].set_ylabel('Firing rate (Hz)')" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 440 + }, + "id": "njn9p2VkG3Hs", + "outputId": "8c22df24-3669-4ae1-e669-eac2a27d532e" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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WgN27dzNs2DBzhC2ESf2WkE1FdT3TRgZd9tiL85KPuz2V1fWUV9aZIEohhBDdRV29jvLKWlwdbbAPCWH4xx+Qb+1KrkyRFxZIimBCtENabjmZ+VomDPZrtm9whCfP3TWBkvIaqmrqGR7ZtpEkEUEujVMshRCXFhMTQ3x8PCtWrGDx4sX8/PPPLF26lCVLlvD6669z5513ArBq1SrS09Nxc3Nj8uTJLFiwgJiYGBYuXGjm70AI49t2MJ3IEDf8PR0uf/BFfNztAMgplIceIYToTYrLagBwc26Y6aKxamiQnyMjwYQFksb4QrTD3qNZ2NmoGdK35V5fA8PcefOByZzOKKFPgEuz/ZVpaZx45gUiH/sXdkENb+gjAl35eX8q1TX12FjLP0khLmXu3LnMnTu32fbZs2c3+fqOO+5o/PMtt9zCLbfcYuTIhOgeCkurOHIqj7vmDWnT8RfnJR/Phib6OYUVTRZ/EUIIYdmKyhpWgnRzsmnMCxGhfyK3SIpgwvLISDAh2mFPfBajBvhgpVa1eoyNtZro8ObTJQH0dfVU5+Sgr6tv3NY3yAW9Ac5mtt6wWwghhGiL7bHpqNWqFkcst+TivGRva4WjnYZsGQkmhBC9ysVFsAt5wc1OTWFptZkjE6LrSRFMiDZKzy0nNaeccYPa9mDRVkHejlhrVDIlUgghRKcdOJ7DyAHe2Ntadeh8H3c7aYQshBC9TFFZNWqVEke733OHva0V5ZW1ZoxKCOOQIpgQbbT3WBY2GhXDWmh43xkqlZJwf2fOpJd06XWFEEL0LvU6PcmZpUSGuHX4Gr7u9jISTAghepmismrcnKybrChsb6umrEKKYMLySBFMiDaorq1n895zjIn2xdqq9amQHRXk40RGnrbLryuEEKL3SM8tp7Ze32JPyrbydreTRshCCNHLNBTBbJpss7e1oqyiFoPBYKaohDAOKYIJ0Qbf/nqWEm0NN83o16nr2Pj6MOCpx7Hx9WmyPcDLgYx8LXq9JBkhhBAdcyqtBKUCwv2d23zOH/OSr7s9haVV1NXrjBWmEEKIbqaotBrX80WwC3nBzs+Pep2e6lrJB8KySBFMiMsoLqvmy22nuWp8GH4e7Vtu/o/Udna4DhuK2s6uyfYALwdq63Tkl1R16vpCCCF6r9PpxQR6O7ZrpeE/5iUfd3sMBmRFMCGE6EWKy2twP18Eu5AXnNycAGRKpLA4JiuCxcfHc+ONN3LzzTdz//33U1dXx4wZM1i8eDGLFy9mz549pgpFiHZZv+UkapWSG//Ut9PXqi0qJm3DZ9QWNW2CH+jlCEBGXnmn7yGEEKJ3OpNRQkSga7vO+WNe8nG3B5ApkUII0YsUXjQS7EJesKtvyAPlUgQTFsZkRTAfHx9Wr17NunXr8Pf3Z9u2bTg4OLBmzRrWrFnD+PHjTRWKEG1WW6fjl7h0rpkYhqOdpvPXKy4m/dPPqS1uWgTzcLHFWqMiPVf6ggkhhGi/2jod57LKiAhyad95f8hL7s422FqrSM0uM0KUQgghupu6eh3llbWNPcEu5AXb2oYimIwEE5bGZEUwLy8vbGwa/mFZWVmhVCqprKxk0aJFPPDAA5SUlJgqFCHa7MipfKpqdEwY4m/U+yiVCvw9HWQkmBBCiA45l12GTm/oVFN8aMhHYf4unM4o6ZK4hBBCdG/FZTUAzRrjO9g0TK0vq5QimLAsJu8JlpmZyZ49e5gyZQobNmxg7dq1TJw4kbfeesvUoQhxWXuPZRHg5UCgt6PR7xXg5SArRAohhOiQ02nFqFUKQv2cOn2tiEAXTqeXdD4oISxEQUEBCxYsYNGiRSxZsoS8vLwm+1966SUWLlzIgw8+SF1dnZmiFKJjisqrAXBzbloEs7JSoVErKauoMUdYQhiNSYtgWq2Whx56iOeeew4rKytcXRv6VsycOZOkpKRLnhsTE8Py5ctZvnw5ubm5pghX9HL1Oj37E3IYN8jPJPcL8HKUkWBCCCE65FR6CSG+TlipVZ2+Vt9AV/KKKinVyoOPEACurq6sX7+etWvXMnfuXL788svGfUlJSeTm5rJ+/XrCwsL46aefzBipEO1XVNpQBHN1tG6yXaFQ4GivobxCCrvCspisCFZfX899993H3XffTVhYGLW1tdTWNgytjI2NJSgo6JLnz5kzh5UrV7Jy5Uq8vb1NEbLo5RLOFqCtqmNstG+XXVPtYI/npCtQO9g32xfo7UCptlbm3QshhGi35MxSwjswFbKlvHShr5iMBhOigUqlQqlseGyqqKggIiKicV9cXBwTJkwAYOLEicTFxZklRiE6qqisGrVKgZN9Q//ji/OCk71GRoIJi9P2NbQ7KSYmhvj4eFasWMGKFSu46aabeP/997G1tUWj0fDss8+aKhQh2mTvsWy83OwI93fusmvaeHvT9/57W9wXcNEKkQNC3bvsnkJYkvLycm699VbOnj3LZ599RlBQEMuWLQOgqqqK+vp6vvnmmybnzJgxo/HlyfLly2UhFmFxdHoDmfla/jT60i8UW9JSXvJ2s8PRzorT6SWMiJQXj0IAnDhxgieffJKysjI+/PDDxu1lZWV4eXkB4OjoSGlpaavXiImJISYmBkBmtohuo6isGjcnGxQKBdA0LzjanaG8UkaCCctisiLY3LlzmTt3bpNts2fPNtXthWiX8spadh/JZNrIoMaE0BX0tbXUFBZi7e6OUtN0tUk/D3uUCsjI00oRTIhW2NjYsGrVKl588cXGr9esWQPAxo0bycrKanbOhZWIhbBUeUWV1NXrG1+mtEdLeUmhUNAnwIUzMhJMiEaRkZF88cUX/Pjjj7z77rs8/fTTQEPhS6tt6OlaXl6Os3PrL0/nzJnDnDlzgIaXMkJ0B0Vl1bhe1BT/4rwgI8GEJTJ5Y3whuiuDwdD453Wbk6jXGbhucp8uvUdlegZxy++mMj2j2T6NlQpvN3vSc6UvmBCtsbKyws3NrcV9mzdvZtasWc22y0rEwtJd6CcZ2IEiWGt5KSLIldPpxU1yoxC91YUWLtBQ9LK1tW38etiwYezduxeA3bt3M2zYMJPHJ0RnFJfVNFkZ8uK8ID3BhCUy2UgwIbqziqo6lj+/jSH9PJkxKphNe1O49eqBTd6KmEKAt6wQKURHlJWVUVBQQHh4eLN9GzZswNXVlW+++Ya33nqLJ554osVryDQV0VNl5Gmx0ahwd+66nBUR6MLnW09RWFqNh4vt5U8QwoIlJSXxwgsvoFQqsba25tlnn+WZZ57hgQceIDIyEnd3dxYuXIivry+33XabucMVol2KyqoZGNbyLBQZCSYskRTBhAAOn8qjRFvDgeM57DyUQaC3A3MmhJk8Dl8Pew6dyLv8gUKIJrZt28bUqVNb3HfxSsRffPFFq9eQaSqip0rPLcffywGlsuum70cEugBwOr1YimCi1xs0aBDr1q1rsu2xxx5r/PO//vUvU4ckRJdpmA5p3eI+JzsNZdITTFgYmQ4pBHAwMZdgH0dWPDSVmWOCuffGoahVpv/n4eduT25RBTq9TD8Roj1amwrZ3pWIheiJMvK0HZoKeSnuzrZ4ONtw4lxxl15XCCFE96HT6SmrqMXFoeWRxE72GmrrdFTX1ps4MiGMR0aCiV5PrzdwKCmX6SODcHe25e75Q8wWi6+HA/U6AwUlVXi72ZktDiG6s2XLlnHixAlSUlK48cYb+dOf/kR+fn6TqZAbN24kNDSUwMBA7rjjDlmJWFi0jDwtw/t7dfl1o/p4cOxMfpdfVwghRPdQVtnwotDFQdPifkf7hu3lFXXYaKR0ICyD/CSLXu90ejGl2lpGDvAx+r0cwsMY/+1Xre738WgofOUUVEgRTIhWvPfee822bdy4scnX1113Xav7hLAkpdoayitrO7QyJFw6Lw0K9+DXuAy0VXU42Fp1JkwhhBDdUJm2oQjm7PD7dMiL84JTesNo4PLKWjxdZWq8sAwyHVL0egdP5OJga0X/YFdzh4KXqx1KpYKswgpzhyKEEKIHuLCYSoCXQ5dfO7qPB3oDHD9b0OXXFkIIYX4l2oam9xcXwS7maNcwEkya4wtLIkUw0evFnshlWH8vVCboAVaZkUn8Q49QmZHZ4n61SomXqy3ZBVIEE0IIcXkZeeUoFeDnad+h8y+Vl3zc7fFytSVeimBCCGGRfh8J9vt0yIvzgtNF0yGFsBRSBBO9Wkl5DWczShkR6W2S++lraig/eQp9TetvU3zd7cmRkWBCCCHaICNPi7e7PVZqVYfOv1xeiu7jQfxpKYIJIYQlKtHWoFYpsbX+vUvSxXnB1lqNWqWQkWDCokgRTPRqF0Zchfo5mzmS3/l62MtIMCGEEG2SnltulKmQFwzq48G57DJKtfIAJIQQlqa0ogYXBw0KhaLF/QqFAid7DWWVMhJMWA4pgoleraCkCgAPl+7T6NHXw57swgoMBoO5QxFCCNGNGQwGUrPLCOxgU/y2iA73BCAhudBo9xBCCGEepdpanFrpB3aBo51GRoIJiyJFMNGr5ZdUYWutwt6m+yyU6utuT02tjuJySTZCCCFadzajlILSaob09TTaPTxdbfHzsOdgYo7R7iGEEMI8SrU1uFyuCGavkZ5gwqJIEUz0agWlVXi42LY6BLirWXt5EnHfPVh7tf7A4uvR0NxYpkQKIYS4lN1HG5oWD+rj0eFrtCUvTR4eyJ6jWVRWy0OQEEJYklJtDU4XNcWH5nnByV5GggnLIkUw0avlF1fi6WJnsvtZOTriNXkSVo6tT13xdr9QBNOaKiwhhBA9jMFgYNfRLMYN8uvU6sZtyUvTRwZRU6dj15GsDt9HCCFE91OqrW02EuyPecHFwZqC0mpzhCeEUXToU5NOp+vqOIQwi4KSKpP2A6srLSX7h03UlZa2eoy1lQoPZxuyCytNFpcQQoju7diZAnYfzWTXkUyqauo5nV5CXlElEwb7deq6bclLnq62DO3nxc/7Uzt1LyGEEN1LWUUNTvZNR4L9MS/0D3EjPbdcFkgRFqNNjZD0ej2bNm0iJiaGxMREoKEQ5u7uzsSJE5k/fz7BwcFGDVQIYygoqWbUQNMVwWoKCkle9T6O/fth5dz6ipQ+skKkEEKI806mFvHoO3sav/b3tCfIxwkXB2uiwtw7de225qUZo4N5fvVBUrPLCPZ16tQ9hRBCmF+9Tk95ZR3OfxgJ9se8cGHKfcLZQsZ38sWLEN1Bm0aC3XrrrWRmZnL//fezc+dOfvnlF3bv3s2aNWsYMmQIb7zxBt99952xYxWiS9XV6yjR1uDpYmPuUJrx83AgPbfc3GEIIYQwgh/3prD+p6Q2rwK8Nz4bFwdrNvzfLP734BQ0Vir2Hctm3CDfTk2FbI9RA3xwdtDwyY8nqKmTGQGid4mPj+fGG2/k5ptv5v7776eu7vf+ePv372fSpEksXryYpUuXmjFKIdqnvKIW4LKN8d2dGxZIiT+Tb4qwhDC6No0E+/DDD1GpVM22Ozk5MX36dKZPny5TJEWPU1DSMLfdlNMh22pAqBs/H0ilVFvT7O2MEEKInquorJoPvk2gtl6PnY0VcyeFX/J4g8HA3mNZjI7ywcFOg4OdhpfuuYIf96QwYbC/iaIGK7WSv80bzMvr4nj4f7t57JZR3TJ/CmEMPj4+rF69GhsbG1555RW2bdvGlVde2bh/9uzZ/Otf/zJjhEK0X8n56Y1/bIzfkug+Hhw7W2DskIQwiTa9PrxQAFu6dCk7duxosu+JJ55ocowQPUV+SUPPLU9X0zXGb6shfT0xGODoaXnjIsTFysvLmTdvHkOHDuXUqVMAzJgxg8WLF7N48WL27NnT7JzVq1ezYMECli9fjlYrC04I8/pi6yk0ViquGh/Kh98nsDMuA51O3+rx57LLyCmsZFz071NQrK1U/HlyHzxdTVuEGhvtxwt3T6CkrJpX18eZ9N5CmJOXlxc2Ng0zB6ysrFAqmz5C/fTTTyxcuJDVq1ebIzwhOqRM27aRYADR4R6k52opLpMG+aLna9cY+szMTFavXs3LL7+MXt/wgS0hIcEogQlhbAUlVQC4O5tuOqTK1gaXIYNR2V76nu7OtgT7OHL4pBTBhLiYjY0Nq1atYubMmY3bHBwcWLNmDWvWrGH8+PFNji8qKmL79u1s2LCB2bNns27dOlOHLESjvOJKNv+Wyp8n9+GOudGMifLllXWHWPzvzTy3+gAbtpzkREpRk3P2xmdjb6Mm+nxPlq7W1rx0QZ8AFxbPHsCxswXkFskCLqJ3yczMZM+ePUyZMqVxW1RUFJs3b+bjjz9m165d8mwkeozGkWB/aIzfUl6IvqgvmBA9XbuKYI6Ojnz44YcoFApuueUWCgpkSKToufJLqnC002CjadOs4C5h6+fHwP88ia3f5ZtKDu3nxeFTeW3uGSNEb2BlZYWbm1uTbZWVlSxatIgHHniAkpKSJvuOHTvGyJEjUSgUTJw4kbg4Gb0izOfzraews1Fz9cQwlEoFDy8Zycv3TGT2uFDKKmr5flcyD/9vF5n5v49Y3Hssi1EDfbBSG6f3V3vy0gVjo32x1qjYGZdulJiE6I60Wi0PPfQQzz33HFZWVo3b7e3t0Wg0aDQapkyZQlJSUqvXiImJYfny5Sxfvpzc3FxThC1Eq0oratColdhaN30WaikvuDnZEODlQLxMiRQWoF2fqAwGA0qlkgceeIBbb72VpUuXkpeXZ6zYhDCqgpJqPE3cz8Sg01FfWYmhDT30hvb1orC0WhrkC3EZGzZsYO3atUycOJG33nqryb6ysjIcHByAhhc5peeX+26JPJwIYzqXXcbP+1OZP61v4wOHUqmgX7Abi2ZF8txdE/j4yRm4OFrz5bbTAJzNKCEtp5yx0cZbjas9eekCW2s1Y6N92RGbIS9qRK9QX1/Pfffdx913301YWFiTfRdPs4+LiyM4OLjV68yZM4eVK1eycuVKvL29jRavEG1Rqq3FycEahULRZHtreWFQHw/iTuah18vvfdGztasIds899zT+ecqUKbz77rvcdNNNbTq3pVVVNm3axIIFC1i6dCk5OTnti1yITiooqTJ5U9+Kc6nsv2kxFedSL3vsgDA3rNRKjpySKZFCXIqrqysAM2fObPYG3snJqfEBpby8HGdn51avIw8nwlgMBgMffJuAj7s9V40PbfU4jZWKuZP6sONQOum55byyPo5gH0dGRHoZLbb25KWLTRkeSGa+ltPpJcYJTIhuJCYmhvj4eFasWMHixYv58ccfefLJJwHYtGkT8+bNY8GCBXh5eTFy5EgzRytE2zQswNW8KX5reWHK8EDyiiqJPSEvCkXP1qZ5YFlZWQD079+/8c8ASqWS6667rk03amlVlY8//pg1a9Zw7NgxVqxYwdNPP92Bb0GIjskvriQq3Dg9VrqCjUbNwFB34k7mcc0Vl149TIjeqra2oamrRqMhNjaWoKCgJvujo6P56KOPANi9ezfDhg0zeYxCHDyRy5HT+Tx+66jLTmu8cmwIX2w7xUNv7aJOp+fVe6/ASt39Fh8aHOGJm5M1Ow6l0zfI1dzhCGFUc+fOZe7cuU22zZ49G4D58+czf/58M0QlROeUVdS2axX6/iFu9A92ZePOM4wa6GPEyIQwrjYVwf7+97+jUCgwGAwkJycTHh7eOPxdoVDw5ZdfXvYaXl6/v8W0srIiJSWFsLAwNBoNw4cP58UXX+zgtyBEx5hjJFh7jR3ky8qN8Rw4niPJRojzli1bxokTJ0hJSWHatGls3rwZW1tbNBoNzz77LACrVq1i1qxZBAYGMnnyZBYsWICzszMvv/yymaMXvU1uUSXvfBXP4AiPNv0et7VWc80V4azbnMS9Nw4lyMfJBFG2n0qpYFy0H4dO5MGfzR2NEEKI9iopr8HH3a5d5/x5ch+eW32Q0+nFRATKCxDRM7WpCPbVV181/nnu3LltKnq15sKqKg888ABFRb+vgKRrRy8KITqrsrqOiur6bl8Eu3JMCIdP5vHyulhe+vsVBPt2z4chIUzpvffea/L1HXfc0eyYi7fdcsst3HLLLcYOS4hmcosqeXTFbtQqBffeOKxZ35XWzJsaQXS4BwNC3S5/sBlFBLkSsycFbVUdDrZWlz9BCCFEt1FWUUO/4PYVskZH+eLrbs83O8/y4OIRRopMCONq91JDbf0A15KLV1Vxc3Nr0khSpbr0UH9pWCy6UkFJFYDJG+O3l1Kp4P6Fw/F2s+eZjw6gk0aUQgjRI1RW1/HEyr2olEqeu2sCnq5tzzdqlZKBYe6d+sxlCn0CGnrsJWeWmDcQIYQQ7Vaibd90SGgYBTxrXAh7j2VRV683UmRCGJdx1ttuwR9XVQkODiY5OZna2lri4uLo16/fJc+XhsWiK+UWVQLg5dq+IcCdZRccxKhPPsQuOOjyB59na63mb/MGk11YQWJyoRGjE0II0VVW/5BIUXk1/7ljbLceddyRvHSBv5cj1hoVZ9JbX3VVCCFE91NXr6eiqg6XFhrjXy4vRAS6UK8zkF2gbXG/EN1dm6ZD3nPPPY09wTIyMrj33nub7H/jjTcue42LV1VZsWIFN910E0uXLmXJkiVoNBpeeOGFjn0HQnRAdmEFVmol7s42Jr2vUq1GeYnV6VrTN8gVD2cb9sZnEd2n+zbzF0IIAcfOFPDj3nPcMTcaXw97c4dzSR3NS9AwIiDMz5mzMhJMCCF6lPyShgEBni7NBwRcLi8EejsCkJ6r7bZ9K4W4lDYVwRYtWtTin9ujpVVV4PeVVYQwpeyCCnzc7VAqTTvVpCo7h5QPPiL09lux9W17o3ulUsHYQX7sOZrFsrnRJo9bCCFE2+h0et76/AgDw9y5anyoucO5rI7mpQvC/Z05fCrPCJEJIYQwlrwLs2LcmhfBLpcXnB2scXbQkJZbznijRypE12tTEWzUqFHGjkMIk8oprMTH3fRv53WVlRQfjCXophvbfe64aF++35XMqbRi+od072bJQgjRW8WdzCO7sIIHFw/vES8sOpOXAMIDXIjZk0JldR12NtIcXwgheoLcoioUClqcrt+WvBDo7Uh6brkxQxTCaNrUE+yee+5h79696PXNm9/l5uby3nvv8fXXX3d5cEIYS3aBtttPUfmjyFB3XBys2ROfZe5QhBBCtGJbbDohvk70CXAxdygmEd7YHF/6ggkhRE+RW1SBu7MtVuqOtQiXIpjoydo0EuzRRx/lww8/5N///jceHh64ublRU1NDeno6np6e3HTTTTKtUfQYOr2B3KJKfM0wEqwzVEoFY6N92RufxW1XD+z2q4YJIURvU15Zy/6EHJbMjuw1v6ODvB3RqJWcySglKlx6VgohRE+QV1SFdwtTIdsqyNuRn/enodPpUalMttaeEF2iTUUwHx8fHn30UR599FHS09MpKCjA2tqa4OBg7O17ViFBiMKSKup1hh43Egxg5ABvNu07R26ReaZzCiGEaN2vhzPRGwxMHhZg7lBMRqVSEirN8YUQokfJK67Ex73jRbBAb0fqdXpyiirx93TowsiEML42FcEuFhgYSGBgoDFiEcIksgsqAMwyEkzj7kbIbUvRuHesp9eF6TXJmaVSBBNCiG5me2waw/p54epk2pWHO6OzeQkgLMCZhLOFXRiVEEIIY8otqmBwhGeL+9qSF4LOrxCZllMuRTDR48jYRdHrZBdWoFSAp2vH3350lMbFBf9rr0Hj4tKh812dbHBxtCY5S3qvCCFEd1JQUsWptBKmDO9Zo8A6m5cAgr0dyS7QotM17x0rhBCie6mt01FUVoO3W/Om+NC2vODiaI2DrZX0BRM9khTBRK+TXVCBp6tdhxtBdka9VkvBnr3Ua7UdvkaYnzMpmWVdGJUQQojOOp1eDMDAMHczR9I+XZGXfD0cqNcZyC+p6sLIhBBCGMOF39VerfQEa0teUCgU0hxf9FjtrgKUlpaSkJAAgMFgaHHFSCG6s+zCCrM1xa/OzePki69QnZvX4WuE+jnJSDAhhOhmzmSU4upojbtzy2/Wu6uuyEt+ng05Net8uwEhhBDdV25hJQDebi0/D7U1LwT5OJImRTDRA7WrCBYTE8OSJUu49957AThz5gzLli0zSmBCGEt2QUWPbIp/QZi/MwUlVZRV1Jo7FCFMrry8nHnz5jF06FBOnTqFVqtlyZIl3HzzzSxZsoTMzMxm5wwdOpTFixezePFiTp48aYaoRW9wJr2E8PN9G3sbTxdb1CpFY89NISxNfHw8N954IzfffDP3338/dXV1jft0Oh2PPPIICxcu5JlnnjFjlEK0TW5xJUqlAg/nzvWvDPR2JCO3HJ3e0EWRCWEa7SqCvf/++3z++ec4OjY0wouIiCAvr+NvDoUwNYPBQE5hRY9uKh/q5wxAiowGE72QjY0Nq1atYubMmQBYWVnx0ksvsW7dOpYtW8YHH3zQ7JzQ0FDWrFnDmjVr6Nevn6lDFr2AwWDgTEZJ4+IlvY1KpcTbzY6sgo5PqRSiO/Px8WH16tWsW7cOf39/tm3b1rhvx44deHl5sX79eqqqqjh8+LAZIxXi8vKKKvFwtkGl6lxrmEBvR2rr9eQXV3ZRZEKYRrt+8q2srLC2tm78Wq/Xo1AoujwoIYylpLyG6lpdjx4J5ufpgMZKJUUw0StZWVnh5vb7akXW1tZ4e3s37lMqm6e19PR0br75Zp566ilqampMFqvoPfLPj86NCHQxdyhm4+vhQFa+jAQTlsnLywsbm4ZRM3/MNYcPH2bChAkATJw4kbi4OLPEKERb5RZVtjoVsj0aV4iUKZGih2lXEWzEiBF89NFH1NbWEhsbywMPPMAVV1xhrNiE6HLZhQ0f0M1VBFNqNNiHhaLUaDp8DZVSQaivE8mZUgQT4oLa2lrefvttFi1a1Gzfli1bWLduHZ6enqxbt67Va8TExLB8+XKWL19Obm6uMcMVFuZMegkA4QHO5g2kA7oiLwH4edjLdEhh8TIzM9mzZw9Tpkxp3FZWVoaDgwMAjo6OlJbK5zPRveUVVeLVysqQ0Pa84O5sg621mvQcKYKJnkXdnoMffPBBvvzyS/r06cPq1asZP348N954o7FiE6LLpWaXoVQqzFYEswsMYMhrL3f6OqH+ziSdK+qCiISwDE8++SQLFy4kJCSk2T5XV1cArrzySlatWtXqNebMmcOcOXMAWL58uVHiFJbpTEZJj2yKD12Xl/w87PmxqAKdTt/pKTZCdEdarZaHHnqI5557Disrq8btjo6OaM+voldeXo6zc+vF8JiYGGJiYgDkZYswutyiSj77+SRxJ/P4z7KxBPs6NWwvrmR4f69Wz2trXlAoFAR5S3N80fO061PKxo0bueGGG3jzzTd56623WLBgAV999ZWxYhOiy51KKyHE1wlrK5W5Q+mUMD8n0nPLqa3TmTsUIczu7bffJiAggNmzZzfbV1lZiU7X8O8kNjaWoKAgU4cneoGzGaW9tin+Bb6eDtTrDOSXVJk7FCG6XH19Pffddx933303YWFhTfYNGzaMvXv3ArB7926GDRvW6nXmzJnDypUrWblyZeNUfiGMISm1iOXPb+VgYi4atYrnVh+gsrqOkvIaSspr8Ha365L7BHo7ki5FMNHDtKsI1tI0kktNLRGiuzmdXmzWni3a5GT2Xn8j2uTkTl0nPMAFnd5AsvQFE73QsmXL2L17N0888QT/+9//WLFiBfv372fx4sW88sorAKxatYr09HRSU1OZN28eN998M7/88gtLly41c/TC0vT0pvhdlZf8zo+wzpIpkcICxcTEEB8fz4oVK1i8eDE//vgjTz75JACTJ08mOzubhQsXYm1tzdChQ80crRBw9FQ+ttZq3nt0Ov9eNobi8hqeWrWPu17cjp2NmgGh7q2e2568cKEIZjDICpGi52jTdMhNmzaxadMmMjMzuffeexu3a7VanJycjBacEF2pqqae9Nxyrrki3HxBGMBQXw+dzBNh/s7YaFQknC2kf7Db5U8QwoK89957Tb7+29/+1uyYO+64o/HPX3/9tdFjEr1XfnEPb4rfRXnJ08UWtUrR0BdMFmEVFmbu3LnMnTu3ybYLo4/VajXPP/+8GaISonWZ+VoCvByxsVbj5+nAPxYM5flPYpk8LIBbrhqAq5NN6ye3Iy8E+ThSXasjv6QKL9euGV0mhLG1qQg2aNAg3NzcyM/P5+abb27cbm9vL8vNix7jbEYJegP0DXI1dyidplYp6R/iRsLZAuZNjTB3OEII0WtdGJEb5t/zmuJ3JZVKibebHVkFWnOHIoQQvV5WfgUB3g6NX4+N9uPzZ6/q8pYwgedXiEzPLZcimOgx2lQE8/f3x9/fnw0bNgAN8+Lr6uoAqKurQ61uV399IcziVFoJ1hoVgV4Olz+4B4gO9+DL7aelCbEQQphRSlYZjnZWuDtf4q16L+Hr4UBWvkyHFEIIczIYDGTkaxkd5dNkuzF6Inu62GKtUZGeW87w/r/3uTubUUKInzMqpaLL7ylEZ7XryXnfvn1ce+21DB8+nKlTpzJs2DCuuuoqY8UmRJc6lV5MnwAXiykYRYW7U1VTL33BhBDCjFKySgn1c0ahkA/6fp72DdMhhRBCmE1ZRS0VVXX4eRr/xb9SqSDQy4G0nN+b4yecLeAfr/3C3qNZRr+/EB3RrmrAiy++yAcffEBoaCj79u1jxYoVTJo0yVixCdGlTqeXmL1ni22AP0Pfeg3bAP9OXysi0BWNVUNfMCGEEOZxLquMUL+eOxWyK/OSn4cDuUUV1Ov0XRCZEEKIjrgwIte/g0Ww9uaFi1eI1OsNfPj9cQCOp8gziuie2lUEUygUeHh4oNPpMBgMTJkyhUOHDhkrNiG6TEl5DXlFlfQNNG8/MJW1NXZBQaisrTt9LSu1kv7Brhw7W9AFkQkhhGivyuo6sgsrCPXruYsEdWVeCvJ2pF5nkNFgQghhRpn5Db0Zfc+v2tte7c0LF68QuetIJqfTSwjxdeJESlGH7i+EsbWrCObo6EhlZSXDhw/nkUce4aWXXsLW1tZYsQnRZU6nFwMQEeRi1jiq8/I4/dYKqvPyuuR60X08SEwuRKeXZYmFEMLUzmWXAfTokWBdmZcuNEhOyy2/zJFCCCGMJatAi6erbYd7gLU3LwR5O1JRXc9j7+zlw+8TGD3QhzkTwjiXXUpldV2HYhDCmNpVBFuxYgXW1tY89thjjBo1Cm9vb1auXNnm88vLy5k3bx5Dhw7l1KlTAMyYMYPFixezePFi9uzZ077ohWijpNRiXBys8XYz76ol9eVa8rZuo768a1bPigpzp6K6njPni3xCCCFMJyWrDJVSQaB3z11wpSvzkoujNU72mia9YYQQQphWZr4Wf4+O56X25oWh/bxYMjsSBzsr3JxtufXqgUSGuKI3wOm0kg7HIYSxtHlZR71ez+23386nn36KSqXiuuuua/fNbGxsWLVqFS+++GLjNgcHB9asWdPuawnRHseTC4kMdbO4xsWRIW54udnx3a5kHgx2M3c4QgjRq6RklRLo7YiVuutX3OqpLu4NI4QQwvSy8isYEGq65wKNlYr50/o22abXG3CwtSLxXBGD+3qaLBYh2qLNI8GUSiVOTk4UFHS8/5CVlRVubk3/QVZWVrJo0SIeeOABSkpKOnxtIVpTV6/jVFoxA8PczR1Kl1OplFw3KZzdRzLJKZQeLEIIYUoNTfF7bj8wYwjycSQtp8zcYQghRK+k1xvIytd2uCl+V1EqFfQPcSPpnPQFE91Pu6ZD1tTUMGvWLP76179y7733Nv7XGRs2bGDt2rVMnDiRt956q1PXEqIlZ9JLqavXm/SNiClNGxWEo72Gr3eeMXcoQgjRa+j0Bs7l9OyVIY0h2NuRzHwtOlkhUgghTK6gtIraej1+Zi6CAfQPcSUptQi99C4W3Uybp0MC/O1vf+vyAFxdG1brmzlzJl988UWrx8XExBATEwNAbm5ul8chLNfxlEJsrVWEdYMHFSsXZ/yv/zNWLl0Xi41GzdUTw/j851MsmNEPV0ebLru2EEKIluUUVlBTq+vxI8G6Oi8F+jSsEJlVUNHYKF8IIYRpZOY19PHqzEiwrsoLkSFuVFbXk5ZbTohvz86VwrK0qwg2atSoLr15bW0tABqNhtjYWIKCglo9ds6cOcyZMweA5cuXd2kcwrIlphTSL9gNlapdAx+NwtrdnZAli7r8uleNC+XzrafZeiCt2Zx8IYQQXS85oxTo2StDQtfnpSDvhged9NxyKYIJIYSJZeVrUasUeLnadvgaXZUX+ga6olTAydQiKYKJbqVdRbCusGzZMk6cOEFKSgrTpk1j8+bN2NraotFoePbZZ00djrBwer2BEylFXHNFuLlDAaC+soqKs2exDw9Hbdfx5PRHDnYaxkb5sj02nXlTIyxuAQAhLigvL+fWW2/l7NmzfPbZZ/Tt25dNmzaxevVqrK2teeGFF/Dx8WlyzurVq9m0aRMuLi68/PLLODiYf4qA6PlOZ5Tg5WqLs4O1uUPplK7OS84OGhztNKTlljOuC+ITQgjRdpkFFfi423fq5X9X5QUbazXe7vak53Z+9WEhupLJh8a899577N69m88++4w77riDjRs3sm7dOj766CN8fX1NHY6wcOm55Wir6hgY1j36gVVnZ5Pw+FNUZ2d3+bWnjgwkI0/L6fSSLr+2EN3FhVWGZ86cCUB9fT0ff/wxn3zyCffccw8rVqxocnxRURHbt29nw4YNzJ49m3Xr1pkjbGGBzqSX0CfQxdxhdFpX5yWFQkGQjyPpObJCpBBCmFpmFzTF78q8EOjlSHqe5APRvZh/fpgQRnQ8pRCVUkHfIFdzh2J0gyM8cXOyYXtsurlDEcJo/rjKcGpqKmFhYWg0GoYPH87JkyebHH/s2DFGjhyJQqFg4sSJxMXFmTpkYYH0egNnMkroE+Bi7lC6pSBvR9Jy5aFHWJby8nLmzZvH0KFDOXXqVJN9+/fvZ9KkSSxevJilS5eaKUIhGqZDdoem+BcEeDmQkScjwUT30q7pkGPGjGk2zcrBwYEBAwbwz3/+k8DAwC4NTojOSjhbSJ9AF2w0Jp/5a3IqpYIpwwPYsj+V268ZiJVaZe6QhDC60tLSJtMbdTpdk/1lZWWN+x0dHSktLW31WrIAi2irrAItVTX1RFjASDBjCPJx5OcDadTV67FSy/tWYRkujER+8cUXW9w/e/Zs/vWvf5k4KiF+V1evI6+oEn9Pe3OH0ijQ24H84kqqa+t7xfOY6Bna9cnkhhtu4P7772fr1q1s3bqVBx54gOnTpzNr1iweeeQRY8UoRIcYDAaOnS1gUB8Pc4diMlNHBFJeWUfsCXmAF72Dk5MTWu3vbxhVKlWr+8vLy3F2br2J+Zw5c1i5ciUrV67E29vbOAELi3Dm/LRzGQnWsoFh7tTr9Bw9nW/uUIToMn8cifxHP/30EwsXLmT16tUmjEqI3+UUVqI30M1GgjliMEBWfoW5QxGiUbuKYDt27GD+/PnY29tjb2/PvHnz2LNnD1deeSVlZWXGilGIDsnI01JSXkNUePcpgilUKjTubihUxhmlFeTjRKifE3uOdn3PMSG6o+DgYJKTk6mtrSUuLo5+/fo12R8dHU1sbCwAu3fvZtiwYeYIU1iY0xkl+Lrb42CnMXconWaMvBTi60SgtyO/xGV02TWF6M6ioqLYvHkzH3/8Mbt27SIhIaHF42JiYli+fDnLly+XEceiy2XmN7z062xPsK7MCwFeDbFkSF8w0Y20a0yiq6srn3zyCbNnzwZg06ZNODs7o9frm719F8Lcjp0tQKVUEBnSPZriA9iHBDPyw/eMeo+x0X5888sZ6up1MiVSWKSLVxm+8cYbWbp0KUuWLEGj0fDCCy8AsGrVKmbNmkVgYCCTJ09mwYIFODs78/LLL5s5emEJLKUpPhgnLykUCiYN8+fLbaeprqnHxlqmwAjLZm//+/SzKVOmkJSURFRUVLPj5syZw5w5cwBYvny5yeITlqekvAaFgiYrFGfla7G1VuHq2LlVi7syLzjYaXBxtJYVIkW30q5PJa+99hpvv/02f/nLXzAYDAwbNozXXnuN+vp6XnnlFWPFKESHxJ8poG+QK7a97MP3uGhf1v+UxNHTBYyIlCldwvK8917zD2YXXs5ccMcddzT++ZZbbuGWW24xdliil9DpDZzNLGX0QFnR+lImDQ1g7aYk9h/PYdKwAHOHI4RRabXaxv6TcXFxLFiwwMwRCUtWUVXHfa//gpO9htfvm9TYszszvwI/T4dmPbzNLdDLUUaCiW6lXdMh3d3deeqpp/jmm2/49ttveeqpp/Dw8ECj0RAWFmasGIVoN4PBQMLZAqLC3c0dShMV51I5eNsyKs6lGu0eQT6O+HnYs++YTIkUQoiulpFXTk2tzmKa4hsrL/m429M/2JVfDsuUSGE5li1bxu7du3niiSfYuHEjTz75JNAwO2bevHksWLAALy8vRo4caeZIhSV79+t4yrQ1JGeW8lvC75/3M/O1+Ht0vh9YV+cFWSFSdDftGiJz9uxZPvroIzIzM5uswPXJJ590eWBCdEZ6bjml2lqiu1E/MACDTkdtYRGGP6xg15UUCgVjo335+UAad80bjErZvd4GCSFET3Y6rRiFAsL8W19koScxZl6aNCyA979NoFRb02TKjhA91R9HIl933XUAzJ8/n/nz55sjJNHL7DmaxY5DGdx301C2HUxn/U8nGT3QF6VSQVa+tksWBOvqvBDg7cDWg2no9AZ5LhHdQruKYP/4xz+45ZZbWLRokfQAE93asTPdrx+YKY0b5MdXO86QmFLY7QqBQgjRkyWmFBHs44S9rZW5Q+n2Jg7x54PvjrPjUDpzJ/UxdzhCCNHjfbb1JCMivZkyPBBvN3se/t9u9iVkM7SvJ8XlNd1qZcgLArwcqavXk1dUia+H/eVPEMLI2jUdUqPRcP3119O/f38iIiIa/xOiuzl6vh9Yb23G2yfABQ9nG5kSKYQQXex4ciEDw7rXVPvuytnBmnHRvmzel4rBYDB3OEII0aPp9AYy8rQM7eeJQqFgYJg7Q/p68sF3CSQkFwLg79n9ikyBXo6ArBApuo92FcHGjh3LG2+8QWJiImfOnGn8T4juRKc3EH+mgCF9Pc0ditkolQrGRPuyLz5LHjyEEKKLFJdXk1VQwYDQ3jnKuCNmjg0mM1/b+IAmhBCiY/KLK6mr1xPg6di47e83DEGvN/DSmlgA/LqgJ1hX83CxwdZaxZn0EnOHIgTQzumQR48eBSA2NrZxm0KhkJ5gols5m1FCRVVdtyyC2fj6EvXf/2Dja/xVxcZF+xGzO4XT6SX0DXI1+v2EEMLSnUgpAmBAqOWMBDN2XooO98DPw56f9qXK9HwhhOiEzPyG5vL+Xr8Xurxc7fj3srE8/PYuXBysu2SqflfnBYVCwRVDA/h+dzJXXxGOg7QTEGbWriLYmjVrjBWHEF3m6Ol8bK1V3bLwo7azxTk6yiT3GhDqhpO9hn3Hsrvl34UQQvQ0iSlFeLnZ4eFia+5Quoyx85JCoWDmmBDWbDrBMm2UNMgXQogOysjTolEr8fxDDgrxdeLpv44jt7CyS+5jjLywcGZ/dsZl8OW2U9wyZ2CXXluI9mrTdMhNmzYBsG7duhb/E8JcPt96itgTuU22HTmVT1S4B2pVu2b7mkRNYSHnPllLTaHxp4WoVEpGD/Rhr0yJFEKILnE8pdDipkKaIi9NGxmIlVrJhi0njXYPIYSwdJl5Wvw8HVC2sMJi3yBXJg7175L7GCMvuDnZ8OdJffhuVzJ5RV1TrBOio9pUJSgtLQWguLi4xf+EMIedh9JZs+kEb3x2mOqaegCqa+tJTCliSET3mwoJUFdSSuZXX1NXUmqS+40b5EdWQQVpudKIUgghOqOqpp7kzFKLmgoJpslLzg7WLPhTPzbtTeFcdpnR7iOEEJYsM1/bZCqksRgrL1w3pQ/2tla8uDYWbWVtl15biPZoUxFswYIF6PV6iouLufvuu5v9J4Sp5RZV8s7GeIb190JbWcv3u5OBhn4t9To9g7thPzBzGBzhga21mr1Hs8wdihBC9GinUovR6w0MtLCRYKZy9cQwfD3see+bYzI6WQghOiAjT0uAZ/drfN9WttZqnrhtNFn5Wh5ZsYeismpzhyR6qTbPF1MqlSQmJqLT6YwZjxBt8tbnh3GwteKhRSO4ckwIX+04Q2pOGT/sScHNyZogb8fLX6QXsFKrGBvty464DHnoEEKITjh4IhcXB2sCvCS/dISVWslfro0m/kwB72yMp7q23twhCSFEj1FZXUdRWbVJRoIZU98gV57/2wRKtDV8FHO8S66ZllNGZXVdl1xL9A7taowfHBzM4sWLmTZtGjY2No3bb7755i4PTIjWVFbXEX+mgL/NG4K9rRU3/KkvPx9M4+6XdmBrreLWq6NQKJrPle+tpo8KYntsOokpRQwMs6xpPEIIYQp19Xp2xqUzZXhgi71YRNuMiPRm+Z+j+fD748Sfzuffy8bi425v7rCEEKLba1wZsgePBLsgyMeJ0QN9OJ1W0ulr6XR67n/jV9ycbHjittEEykAI0QbtKoIFBAQQEBBAVVUVVVVVxopJiEtKySrDYIC+QS4AuDracN+CYRSWVTFtRFCXLA1sLGpHB7ymT0PtaLoEFhXmjo+7HT8fSJUimLBIhw8f5tVXXwUgLy+PSZMm8eijjwKQkZHBvHnziIiIAOCNN97AzU2ms4n2iT2RQ6m2lukjg8wdSpczdV66akIYgyI8eXTFHmJ2p/CXa02zYrIQQvRkmXkNRbAAE4wEM0Ve8Pd04JfzM1U6M3ghr7iKmlod2spaHnjjV/6zbCyR0rZAXEa7imDS/0t0B2czSrBSK5tU+scP9jNjRG1n4+VFxN/vMuk9FQoF00cG8eX20/z1z4OwtW7XP3shur2hQ4eyZs0aAB5++GGmT5/eZP+oUaN48803zRGasBA/H0gjItCFYF8nc4fS5cyRlwK9HRk7yJd9x7K4/ZqBMnpbCCEuIyNfi5uTNXY2xn/Zb4q84OdhT3WtjqKyatydbTt8nQsj5J7/2wSe/+QgP+xJkSKYuKw29QR76aWXALjnnnu49957m/0nhCmdzSwlxNcJtarNLe26DV1NDZVpaehqakx636kjgqip07HnaKZJ7yuEKdXW1hIfH8+IESOabI+Li2PhwoW8+uqr0htPtFtRWTWHkvL40yjLGwUG5stL46J9ySuu4mymaVZLFkKIniwzT4u/p2mm+pkiL/idn9aZlV/Rqetk5mvRWKkI8HJkRKQPCckF8llPXFabhoRMnToVgEWLFhk1GCHa4kxGCQN76BL1VRmZHL3/QQa/+hIO4WEmu6+nqy1D+3rx495zTBsZJG/dhUXat28fY8eORan8vUDu5eXFli1bsLW15fHHH2fLli3MnDmzxfNjYmKIiYkBIDc31yQxi+5v64E01EoFE4cGmDsUozBXXooK98DB1orfjmXTJ8DFZPcVQoieKDNfS79g04xwMkVe8HG3R6mArAIt0X08OnydzHwtfh72KJUKBoa68fXOM+QWVUq/SXFJbRpK89///hdomFLy/fffM2rUqCb/CWEq1bX1ZOSWEx7gbO5QepyrJ4ZxOr2EE+eKzB2KEEaxefNmrrzyyibbNBoNdnZ2KBQKZsyYQVJSUqvnz5kzh5UrV7Jy5Uq8vb2NHa7oAapr6vlu11mmjAjEoRv3m+yJ1Colowb6sPdYtrlDEaJNysvLmTdvHkOHDuXUqVNN9ul0Oh555BEWLlzIM888Y6YIhaXS6w1k5ldYRFP8C6zUSrzc7Mjs5EiwrHxt49/LgPO9jxNTCjsdn7BsbSqCXTykMCEhocM3ayl5bNq0iQULFrB06VJycnI6fG3RO5zLKkNvgHB5a9xuw/p5EeDlwLe/njV3KEJ0ubq6Oo4dO8bw4cObbNdqtY1/jo2NJTg42NShiR7sx73n0FbWccO0vuYOxSKNifIlPbecjLxyc4cixGXZ2NiwatWqFkcT79ixAy8vL9avX09VVRWHDx82Q4TCUhWUVFFbpzNJU3xT8vNwICtfe/kDLyEzT4ufZ8OoL0c7DSG+TiSclSKYuLQ2FcG6aurUH5NHfX09H3/8MZ988gn33HMPK1as6JL7CMt1NqMEtUpBsI8sf9teSqWCa64I57dj2eQUdu6tixDdzd69exkzZkzjVMhnnnmG6upqDh06xHXXXcfChQvJzc1lzpw5Zo5U9BTVNfVs3Hma6aOC8HKzM3c4FmloP0+sNSr2HM0ydyhCXJaVlVWrqwsfPnyYCRMmADBx4kTi4uJMGZqwcBn5plsZ0pT8PO3JKuh4Eay6pp6C0uomfy8Dw9w5nixFMHFpbeoJdvLkScaOHYvBYKC8vJyxY8cCNC5pum/fvjbd7I/JIzU1lbCwMDQaDcOHD+fFF1/swLcgepMzGaUE+zphpVaZO5SOUYBCrQYzteSaMjyANT+e4PtdySybG22eIIQwgkmTJjFp0qTGrx977LEWtwvRVpt/S0VbWcd8Sx8FZsa8ZKNRM3GwPz/tT2XetL6olNKvUvRMZWVlODg0PIg7OjpSWtrygg/Se1J0RGaeFiu1Ek9XE72QMVFe8PNwYPO+VHR6Q4d+/2eff6nv59m0CPbDnhSKy6pxdbLpsliFZWlTESwxMdEoNy8tLW1MGNAwn741kjQEwNnMEiICXc0dRoc5hIUx7qvPzHZ/G42amWOC2bTvHEuvGoDGqocWE4UQwsj2H89m5ABvvC18FJi589KscSFsPZjGoRO5jBroY7Y4hOgMR0fHxun35eXlODu33Lt2zpw5jSOSly9fbrL4RM+Wma/F18PeZC8KTJUX/D0dqNfpyS/uWCP7zPMj5Pz/UAQDOJ5SyITB/l0TqLA4bZoOaSxOTk5N+rWoVK0/kEvDYlFdW09aTjl9pCl+p0wfFURFVR37E6QHnxBCtKSuXs+p1GIGhnV8xSrRNn2DXOkT6MKPe1PMHYoQHTZs2DD27t0LwO7duxk2bJiZIxKWJCOv3KKa4l9woZdXVkHH2rRk5mlxtNPgaKdp3ObmZIOvhz3xZwq6JEZhmcxaBAsODiY5OZna2lri4uLo16+fOcMR3dyZ9BJ0egP9Q0yzPLAxVKZncOS+f1KZnmG2GPw9HYgMcWPrwTSzxSCEEN3Z2cwSauv1DAjtufmmrbpDXpo9NoS4k3nSr1J0e8uWLWP37t088cQTbNy4kSeffBKAyZMnk52dzcKFC7G2tmbo0KFmjlRYksw8rUn7gZkqL3i62qFWKTrcHD8zv+W/l2H9vIg9kdtkcT8hLtam6ZBdadmyZZw4cYKUlBRuvPFGli5dypIlS9BoNLzwwgumDkf0ICfOFWFrrSLIx8ncoXSYvraWiuQU9LW1Zo1j2sggVnx5hMLSKtydbc0aixBCdDeJyUVYa1SE+Vv+yOPukJcmDvXng++Ps2HLSf6xYGiXLcgkRFd77733mnx93XXXAaBWq3n++efNEZKwcC01fzc2U+UFlVKBj7t9h0eCZeVXEODd/O9l1EAfftiTwrnsMkL9LD+Pi/YzeRHsj8kDYPbs2aYOQ/RASeeK6RfkJo1zu8DEIX6s+uYY22PTLb/psxBCtFNiSiH9glxRq8w6YL7XsNGoWXZtFK9/ephQPyfmTupj7pCEEKJbaKnvlSXx93Ro/B7bw2AwkJGvZXRU816S0eHu2FqrOJCYI0Uw0SL5dCd6BIPBwIlzRT16KmR3YmdjxbhBvmz+LZW6+tYXpBBCiN5GrzeQmFLU2FxXmMa0kUHMmxrBh98f52Ci9KwUQgi4qAjm5WjmSIwj0NuR9Nzydp9XVlFLRVVdk5UhL7BSqxjaz4uDx2UxPdEyKYKJHiGroILyyloipQjWZW6Y1peCkiq+/TXZ3KEIIUS3kZmvpbyytlf0A+tuFs+KJDrcg8+2njJ3KEII0S1k5GlxcbDGwdbK3KEYRbCPI/nFVVRW17XrvAvFwYBWRsiNGuDDybRiisuqOx2jsDxSBBM9womUIhQK6Bvsau5QOsXG24t+Dz2AjbeXuUMh0NuROeND+XzrSYokQQghBNAwFVKpVNA3qGfnm7bqTnlJqVQwZXggp9KKKdXWmDscIYQwu8w8Lf4m7AcGps0Lwb4NvZ5Ts9s3GiwrX4tCAT4e9i3uHxHpjVIBB0/IaDDRnBTBRI+QlFpEkLdjj38LonZwwGP8ONQO3WNe/00z+qFWqfgo5risoCKEEMDx5ELC/Jyws+nZ+aatulteGh7phcEAh5LkwUUIITJaWQHRmEyZF/w9HVAqFaTmlLXrvMz8CjxdbLG2UrW439nBmn7BbsRKEUy0QIpgokc4ca6IyNCe35+ltqSEzG+/o7akxNyhAOBgp+G2qwey81AGH8ckSiFMCNHrJaYUMcAC8k1bdbe85OpoQ98gFw4myoOLEKJ3q6vXk2mGIpgp84LGSoWfh30HimDaFvuBXSy6jweJKYXyfCOakSKY6PZKtTWk5ZTTv4dPhQSoLSzi3IerqS0sMncojaaPCmLZtVFs3HmGd78+Zu5whBDCbApLq8gtquxdRbBumJdGRPoQdzKPep3e3KEIIYTZHD2dT02tjiF9TTtd3dR5IdjHibSc9k2HzMzXttoP7IIBoW6UamvJKqjoTHjCAkkRTHR7vx7ORK1SMCLS29yhWKxrrghn+Z+j+WFPCsfOFDTbr9fLGxQhhOVLTGn4wC9N8c1r5ABvKqvrSUwpNHcoQghhNnuOZuHv6UCwj2WuDHlBsI9ju0aC6fQGsgsqLjsSrH+wGwoFnJBcIv5AimCi29txKJ3h/b1xdrA2dygWbfb4UML8nVn3U1KTYcNHT+ez8MlNbD2QasbohGhdRkYGY8aMYfHixSxevJiiot/fXOp0Oh555BEWLlzIM888Y8YoRU+QmFKIr4c9rk425g6lVwv3d8bNyVqmRAoheq16nZ7fErIZP9gPhUJh7nCMKsjXiVJtLSXlbVsQpaCkirp6Pf6XKYLZ21oR7OPU+IJLiAukCCa6tfTcck6nlzB1RKC5Q7F4CoWCm6/sz/HkQuJPN4wGS8kq5ZmPDqBWKXjri6PEJeWZOUohWjZq1CjWrFnDmjVrcHP7fRTPjh078PLyYv369VRVVXH48GEzRim6u8TkIhkF1g0oFApGDvBh37Fs6eUihOiV4k8XoK2qY8JgP3OHYnQXRrq1dTRYZp4WAD/PlleGvFhkqJsUwUQzUgQT3dqOQ+k42FoxcoBlTIVU2dnhOnIEKjs7c4fSopGR3kQEuvD+dwms+uYYT67ah5+nPSsfns6wfl48/8kB0nPbN2dfCFOIi4tj4cKFvPrqq00emg8fPsyECRMAmDhxInFxceYKUXRzFVV1nMsu7VX9wKD75qWJg/3JLarkdHqJuUMRQgiT2300E18Pe0J8nUx+b1PnBV93e6zUyrYXwfK1WKmVeLpePr4Boe5k5msp1bZtlJnoHaQIJrotvd7AjkMZTBzij5W65eVvexpbXx8GPP4Itr4+5g6lRQqFgqWzB5CVryUuKY9BfTx46vYxONha8dDiETjZW7PupyRzhylEE15eXmzZsoV169ZRWFjIli1bGveVlZXhcH6Jb0dHR0pLS1u9TkxMDMuXL2f58uXk5so0rN7mZGoxekPv6wfWXfNSVB8PXByt2XUk09yhCCGESel0en5LyGGCmaZCmjovqFRKAr0d29wcPytfi6+HPSrl5f9uBoQ05PQT52Q0mPidFMFEt5WQXEBBSZVFTYXU19dTV1qKvr7e3KG0anBfT758fg4rH57Gg4tGNPbGsbVWM29qBHvjs2Q0mOhWNBoNdnZ2KBQKZsyYQVLS74VaR0dHtNqGYfPl5eU4Ozu3ep05c+awcuVKVq5cibe3ZYw+FW2XmFKIk73msj1GLE13zUsqpYIJg/zYdSRTFmcRQvQqyVmllFfWMjLSPC8nzJEXgn0cSc5s/UXlxTLztW3O1Z6utng423BCpkSKi0gRTHRb22PT8fWwp1+wq7lD6TKVqWkcWHIblalp5g7lklp76zRtZCCujjZ8teO0iSMSonUXilwAsbGxBAcHN349bNgw9u7dC8Du3bsZNmyYyeMTPUNCciEDQt0svgHxH3XnvDRxqD+FpdXyBl8I0askphShUSvpE9j6iztjMkdeGNrPi9PpJWQXVFz22Mx8LX4el+8HBg3PNJGh7pJHRBNSBBPdUnVtPXvjs5gyPLDXPZB0Z1ZqFX+e3IedhzLIK6o0dzhCAHDo0CGuu+46Fi5cSG5uLnPmzOHJJ58EYPLkyWRnZ7Nw4UKsra0ZOnSomaMV3VFxeTUnUgoZYaa37qJl/YPd8HCxZcehdHOHIgQvvfQSCxcu5MEHH6Surq5x+/79+5k0aRKLFy9m6dKlZoxQWIrjyYVEBLlaTDuYthg3yA97GzU/X2Y1+po6HfklVQR4tX3Udt8gV85mlFCv03c2TGEh1OYOQIiW/JaQQ1WNjinDA8wdiviDK8cE8/nWU2zceYbl1w0ydzhCMGnSJCZNmtRk29NPPw2AWq3m+eefN3lMSalFvP35ERzsNAT7OLJwZn+cHaxNHodom33HskGhYGy0r7lDERdRKhXMGB3M+p+SyC+u4uYr+xMR6CIvx4TJJSUlkZuby/r163nnnXf46aefmDNnTuP+2bNn869//cuMETalOz+FuC09k0T3YjAYOJFSxIwxwZc/2IJYW6mYPDyQrQfSWDizP2pVy2N1zqSXYDBAkE/bFwzoG+RCbb2e1OwywgNcuihi0ZPJSDDRLe2ITWdAqBs+7m0b6ipMx8ZazbVXhLFlfyrFZdXmDkeIbqeiqo6X1h5CoVDg7mzDriOZ/N+H+6mu7V49l8Tvdh/JYnAfD5zsNeYORfzBgj/15ZGlI8ktquCBN37lr89v4/Otp5qsAiuEscXFxV1ypeGffvqJhQsXsnr1anOE18xzHx/g1fWHzB2G6IDsggpKtDW9bpEWgJljgikuryH2ROuLE+09loWbkw192lHMCvN3RqlUcEpWGxbnSRFMdDtFZdUcOZVnUQ3xLc1VE8JQq5R8++tZc4ciRLez8ut4tJW1PH7baB5cNIL/3DGW1OwyXlwTK0Pxu6HismoSkguYMMTf3KGIFigUCsYN8uN/D07lqb+MYUCoG2s2nWDTvnPmDk30IpdaaTgqKorNmzfz8ccfs2vXLhISElq9jilWIU7LKWP/8Rz2xmdRVlFrlHsI4zmeXIhC0TAdvLcJ9XOmT6ALP/3W8pRIg8HAvmPZjI32RdmOUY42GjUhPk6cTivucGw5hRXU1uk6fP4F9To9P+5NQVtVd/mDhdFIEUx0O9tj01GrlIwfbHkPJPYhwYzesAb7kJ49xNnB1oqrxofy494UyivlA5YQF5xOL2bnoQzuvG4Q3m52AEQEuvLw0pHEJeXx4Fu7ZHXVbmbvsWyUCgVjonrnVMiekpdUKiUjIr35x4JhzB4XwgffJpCWU9aua+QWVVIhDx6iAy610rC9vT0ajQaNRsOUKVOarFD8R6ZYhfj73Sk4O2jQG2DP0Uyj3EMYT2JKEaG+ztjbWpktBnPmhavGhRB7IpczGSXN9p3JKCG/uKpDrQsiglw43cGRYNqqOu55ZQcfxRzv0PkX23csm3e+iuf1DXEyotmMpAgmuhWDwcDP+1MZN9gPBzP+8jcWhUqF2s4OharnN7q89opwdDoDX+88Y+5QhOg2gn2c+O9fxzF5eNORrMP7e/Pi3ydSVV3PP17dybe/nkWvlw8/3cHuo5kMjvDstVMhe2Jeuu2aKLzd7XlxTSw5hZdfSexMegnPfLSfZc/+zMvrZIqYaL9LrTR88QrFcXFxTVYoNrXyylq2x6Zz9YQwhvb1ZMehDLPFIjrmeEqh2adCmjMvTBkeSICXA6tjEpvt23csG0c7DVFh7u2+bt8gV9JyyqiqaX9rim0H06iq0bHlt1SKyzvXCmbrwTTcnGzYfzyHb36RGTXmIkUw0a0cTy4kq6CCGaO79xvpjqrKyuL4U09TlZVl7lA6zcXRmuumRPD1zjPtfhsvhKXSWKkY3NezxX19g1x544HJXDk2hPe/TeDxlXtlVFgnVVbXkZJVSkFJFZXVdVRW11FX3/Ypp7lFlSScLeSKoZY38ritemJesrZS8dDiEVRU1XHnC9t587PDPPHuXhY+8SMP/283n/58srE4tnnfOf755q+k55bzp1HBxJ7IJTmz9DJ3sGwGg4GDiTkyKq4dIiMjcXd3Z+HChZw+fZoZM2Y0rkK8adMm5s2bx4IFC/Dy8mLkyJFmi/On31IxGAxcOTaEycMDOXGuqE2FYtE9FJdVk11QwYAOFHm6kjnzgkqlZOlVAzhyOp+4k3mN2w0GA3vjsxgT5YOqlab5l9I3yBW9Ac62MMLsUvR6Az/sSWF4fy9UKgXf70pu970vKCyt4sjJPG6a0Y/rp/Th4x8S2x2P6BqyOqToVrbsT8XXw75DFf6eQFdVTcmRo+iqLKOh/PxpEew6ksH/vjzKc3dNaNf8fCF6I2srFcvmRjM6yoc3PjvC317azuiBPvxpVDADw9zNOv2hJykuq+brX87y02/nqKxu+lZXY6Vi8rAArpkYRrDvpVeP2nYwDVtrFeMH+Rkz3G6tp+alEF8n3nl4Gl/vOMOWA2mE+Dpx1fgwUrJK2bjjDOt/SiLc35kzGaVcNT6UZddGAXDkdD5fbDvFv5aYr1BhTgaDgdU/JPLVjjNEhrjxf8vHYW3Vc0YBmtMfV3+8sArx/PnzmT9/vjlCamZ7bBoTh/jj7GDNmCgfbK1V7IzLYMGf+pk7NNEGiSlFAGYfCWbuvDB6oA+RIW589P1xIkPcsLVWE3cyj8z8Cm67JqpD1wz0dsRGo+JUWglR4R5tPu/IqXyyCyr4x4Kh7E/I4Yc9KVw3JaJDM5Z2HMpArVIycYg/NhoVu45k8sOeFO65cWi7ryU6R4pgotsoKa9hz9EsFszoJ8uf9xAaKxV3zRvMY+/sZdO+c1w1PtTcIVm0uno9VmoZwGsJBvXxZOW/prLzUAYbd57h/z7cj1IBM8eEsPy6QVJQvoTK6joeWbGHkvJqZo0NYdRAHyqr66k6XwzLLNCyae85tsem8b+HpuLn4dDidfR6A9sOpjFhsD821vJxqCey0ai5aWZ/bprZv8n26tp6fj2cya4jmdx1/SBmjfs9N82b0od3NsaTma/F37Plnw1Ltv6nk3y14wxzxofy88E0XloTyyNLR3ZoZIXoXkq1NaTnarlhekPBy0ajZmy0Hzti07lxel/5bN0DJKYU4uNuh7uzrblDMSuFQsEdf47m0RV7eOydPcyfFsHL6+IY3t+L4f28OnRNlVJBeIALp9Lb1xw/Zk8yYX7ORIa44eNuz/e7k/lxTwo3TO/brusYDA2fOcZG+zW+8Jw+MoivfznDHXOj5XOIiZn9bzsjI4N58+YREREBwBtvvIGbW+9bDaM3yi2q5Of9qWir6sjM15JwtgArtZJpI4PMHZpoh0F9PJk1LoRV3xzDzcmasdG9d0SFsaTmlLFxxxl+PZzB3El9WDI7Uj7MWgArtYo/jQ5m+qggcgor2RufxSc/JqI3GLjr+sFSCGuBXm/gtQ1xFJdX8+o/JrVaxPjz5D7c+vQWftiTwrJro1s85tiZAvKKq5g+SnKOpbHRqJkxOrjF1grTRgaxYctJPt96ivtuGtbC2Zbrl7gMPv35JEuvGsC8qREMj/Tm/z7cz7tfH+PO6wdJXunhWhpFNGV4ANtj0zmdXkLfIFdzhSbaKDGlkAGhljkbpr36BLjw7F3j+fd7+3j244MM6uPBI7eM6lTBvl+QKzsOpaPTG1C14TNWqbaG2BO53Hn9YBQKBW5ONkwfFcS3v57lmivCsNG0vZRyNqOUjDwty+b+/plk6sgg1m85yZ74LHn+NbFu8dpn1KhRrFmzhjVr1hi1APbr4Qw++C6hXf1CROflF1dRqq1psk2nN/D86gN8vzuZxJRCVEoFt10dxf8enIabk42ZIhUd9dc/D2JstC8vrjnUZP6+6LwTKUXc88pO4k/nM2V4IF9uP83rnx6mXie/xyyFQqHA18Oe66dGcM+NQ9myP5VV3xyTVYP+wGAwsH5LEr8l5HD/TcMuOYrH2krFzDHBbD2Q1moT3K0H0/D3tCcyRF689SYaKxU3TO/LjkPpRu/FUlunY3tsGms3n+DXwxnkF1cZ9X6Xkl1Qwf++PMrkYQFcP6UPACMivbnr+kFs2neOH/akmC020TUSUwrxdLXFy9WucVt0H0/cnGzYEZt+2fPrdXq+3nmGW57+iaRzRcYMVbSgsrqO5MxSs0+F7E76BLjw4t8ncuP0vjxx2+hOT90eP9iP4vIajp7Kb9PxR0/nYzDAqAG/r+R63eQ+aKvq2LI/FYCaOh0HEnNY9c0xvvu19Ub3CcmFaNRKoi+aiuntZsfgCA9+PpDWwe+o56up05nlvmYfCQYNK6ksXLiQESNGcN999xntTZSjnYaY3SmczSjl0VtG4mDXO1eCulhZRS0ZeeVU1+gI9HbE07Vrh98eTMzhxTWxODlY89yd4/Fya0jMW/anciajlBfvnkhkL/plb+3hTtgdf8Haw7Le8qiUCh5YOJxnPz7AMx8d4Ok7xjLQQvu6mZJOp2fFV0cJ93fmhbsnYqVWMjjCk9c/jaO2Tsc/F41o05ss0XNMGxlEvU7P218cxUqt5LarB8roDBr+Lbz79TE27TvHktmRjI66/PLos8aFsHHHaXYcSmf2uKZTtbMLKtgTn8XNM/v3+r9fS81Ll3Ll2BB+2JPCB98d55k7xxnlZ2DrgTQ+/uE4pdpaXBysKdHWoLFScf/CYSbrQaetqmP7wTT0BgM74zJwcbBuNuJr5pgQ0nO1vPdtAnq9gemjgrCzaZiqo9cbSMlqGL1QUV1HoLdjkwc40b0kphQyIKTpv2OVUsGkYQFsO5jG7ddGoW5lFE1ZRS2PvbOHtJwybG2s+OaXszzcg14QlFfW8uvhTKaNDGzX6Jzu5GRqMXoD3WIkWHfKC34eDiyaFdkl14oIdCHQ24FtB9MY1v/y0yrjTuYR4uvUZHqqj7s9k4b68/XOswwIcefFNbFkF1Zga61Cp4cZY4Jb/Bk8ca6QiCDXZm1Npo8K5pV1h8gq0LbavgEaBpB8+8tZMvO13DpnQLeuYxSXVWNna3XZouW6zUn8uDeF9x6d3ph3TMXsvyW8vLzYsmULtra2PP7442zZsoWZM2c2Oy4mJoaYmBgAcnNzO3Svof28+O/ycTzz0X6eeHcvL99zRYtDKgtLq9h2MJ1QPycGhLqTnFXKkVP5nE4rJj23nAlD/Fl61YBWE0lPkZxZyuMr91JeWQuARq3kppn9mTspvNPfm8Fg4PvdyXzwbQLDI71JyynnsZV7ePSWUdjbWrHmx0SmjgjsVQUwACtnZ3yvmmXuMIzCSq3k4aUjefr93/jP+7/xzJ3jiAiUofedEbMnhdScMl69d1Jj0pw0LACNlZLnP4llxZdHuXv+4F7/EG9pZo4Job5ez8qvj2FrrWbhH/odtUe9Tk9mnpa03HIiAl3wcbfvwkhN40xGCR98l8CJlCL+fsOQNq8e7OVqx+goX2J2pzBrbEjjvxODwcCqb47h7GAtfQyx7LzUGrVKye3XRPGf939j82+pRAS4kJFXzq4jWSSlFlFdq8PBVs2/lozs0ANpwtkC3vriCBMG+bHwyv74ezpQVlHLuxvjeX71QRbN6s+8KRGoVEr0egPF5dVd3gNIW1XHk+/uJSWrFCu1CltrFY/dOrrFB41brx5IRVUdH3yXwNrNJwj2ccIAZOVXNH5GVCoVTBrqL0Wwbqq6pp6zGaVMb2FK1ZThAXy98wyHT+YxcoBPi+f/sCeFrIIKXvnHJJLOFfHetwkUllb1iN5UCWcLeGXdIQpKq9l3LIsnbh/TIxd7OJ5SiJO9hgAv8/cqtNS8oFAomDYiiPU/JVFRVXfJxYgMBgOHT+a3uHr0vKkR7DiUwf1v/EKIrxNv/XMKGrWSvz6/jcMn8xkb7dvsWidSilqc8jg22hcne03DquG3jm6xFUZBSRWvro8jIbkAG42aw6fyePDmEd3uOTo1u4zPt51i95FMxkb78fDS1hegSThbwGdbT2IwwMHEXCYNCzBhpN2gCKbRaNBoGiqZM2bM4MiRIy0WwebMmcOcOXMAWL58eYfvNzDMnX8vG8s/3/yVH/amcM3E8MZ9FxrWvf9tAjV1+ibTjZwdNPQPdmPkAB++35XMydRi7l0wtMc2VT2dXsyT7+7Dx8OeZ+4ch621mh/2pLDmx0TiT+fznzvGtunBuqCkit1HM0nLKSe/pIrh/b2ZMTqI1T8k8uPec1w3uQ9LrxpAQUkVj6zYzT2v7ATA3kbNLXMGGPm77H7qysspPhSH6/BhWDk6mjucLmdtpeKxW0fx5Kp9PPz2bhbPHsC4aF827jxD3Mk8rNRKHO00DI7wpH+wK3nFlRSVVnPluBBcHWUa7MWKyqpZtzmJWWND6BPo0mTf2Gg/7r1xCK9tOEx5ZS1//XN0j/igKtruqglhlFXU8unWU0wY7EeQz6VXOWxJbZ2O+17/hbSccgAc7az497KxPaYvTFa+lrWbk9h1JBN/T3v+c8dYBkd4tusaV08M49EVe9h3LJtx50ff7D+eQ+yJXB5ZOlIa0WL5eak1w/t7MSLSmxVfHm3c1j/YlTkTwrC3VbM3PpsnVu7ln4tGNHuguZSismpeXBPLwFB37l84rPFlq5O9hgduHo6vpz3rNifxS1wm00YEsi02jfRcLVNHBPLXP0d3ydvwyuo6/r1qH9kFFbx8zxWEB7hc8niVUsG9C4aycGZ/th5MI6+oEoAhEZ4MjvAkPMAZW2u1vHDpxk6mFqPTGxjQwij8EF8ngn0c+flAGiMivZv9/7G2TsePe1KYNjKQPgEu+Lrbs/qHRH76LbVTL2FM4cDxHJ75aD+Roe7cdnUUb3x+mP9+uJ8nbx+NlbpnFcJOpBQxINStW/w7s+S8MHl4AJ/8mMjuo5nMHBPS6nFpOeUUlVUzrIVG/EE+TlxzRRg1tTr+cm1U48ivIB9HfkvIbpYz8oqrKC6vabH9grWVin8sGMrTH+znm1/OcN2UiCb7T6UV838f7ketVPDM8vF4u9vx8tpDPLZyD/+5Y2y3eTGx7WAab39xBDcnG6aOCGLrwTSOJxe2ODNIW1nLK+vjGBDqTm2djt1HM3tfEUyr1eLg0FBIio2NJTw8/DJndF7fIFeuHBPCus1JTBjs39iD6vNtp1i7KYlpIwP5yzVRlGhrOJFSRKifM2H+zo2V2akjAnlhTSzLn9/G0L6e3Hxlf/oFd69K7KVU19Tz9Af78fd04N93jG1c4vX2a6IYHOHJf97/ja0H0vhTK2/bC0urOJSUx28J2Rw6kYtarSLIxxEnew0fxRznkx8T0ekN3D1/cOMvFy83O964fzJnMkooq6glxNepVxY9avLyOf3amwx+9SWLSyoX2NlY8d+/jmPNphN8+H0CH3yXgKOdFZOGBqBUKsgvqeKbX85QWV2PUgFWViq2HkzjydvHEOzb/gd9S7X+pyTUKiWLWxkCPnVEENYaNSs3xnPnC9t47NbR7S4QWIr4+HieeeYZ1Go13t7evPDCC1hZNfxe279/Pw899BBBQUEolUpWr15t5mjbbt60CLYfSufjHxJ58vYx7T7/m1/Okpmn5YnbRxPs48TLa2N5fOVenrx9dJuXBz+TUcLbXxzh+skRTGzhbWhXqq3TcS67jJSsUo4nF/LL4UzcHK35+w1DmDYisEPNcKPDPRgR6c0H3x9neKQ3VdX1rPrmGMP6e7WrsGHJekNeaolCoeCxW0dxLrsMBeDiaN3kZcKVY0J4dUMcz68+wFv/nNKmQnRdvY4XPjkIwIOLhjf7mVUqFSy6MpIxUb68/20CH/+QyOiBPkwfGcynPyeRmFLIs3dO6HRris9+PkVabhnP3jXhsgWwi3m62nLTjH6durcwj8SUQhxsrQj0av5vWKFQcM0V4bz1+RHe/y6B26+OajLa5NfDGZRoa7hmYhgA9rZWTB4eyE+/neOG6X2NPvOlrl7H86tj6R/iyrypES0WgdJyyjh2tpCocHeCvB1RKBQUl1XzxmeHGRHpw6O3jkKlVODsqOHxlXvZeSij1eeY7qiuXk9SajGLruweRUdLzgvuzrYM6evFzwfSmDE6uNWi4+FTeWjUyhYLy0CLi+6MifJl094UdDp9k9//J1IKAegX3PJLyJEDfJg3NYLVP55Ab4DBER7odAaOJxey/qckwvydeezW0bg4WgPwzJ3j+M/7v/HfD/fz3F0TCPN3btffQVeqqqnns58bVh3+06gg7rx+MCqlgnM5ZXzwXQIv33NFs9FtG3eeoaKqjvsXDju/KNQJKqvrTDol0uxFsEOHDvHGG29gY2NDQEAA9957r0nuu3h2JHvis1jx5VH+fsMQTpwrYu2mJG6a0a/xrYeDnYaAFpJJ/xA3Vj48jT1HM/nml7M8+s5eHrt1VIuV4j8yGAxk5DUsy/3HHwiDwWCS6v+mfecor6jl5XuuaCyAXTAi0pupIwL58PvjjBjg3axQFbM7mVXfHEMB9At2487rB3PFUP/GH9qcwgpidqcwcoB3swdyBzsNQ/p2bFlb0bPYWKtZNjeaCYP9OZdTxqSLfkagYYpWdkEFXm52lGpr+L8P9vPgW7v4z7Kxlx3aW1ha1VhINfXbMr3eQEV1HY5GnoefnlvOz/tTue2aqEvO+R8/yI/BEZ58vfMMym7w5tBcfHx8WL16NTY2Nrzyyits27aNK6+8snH/7Nmz+de//mXGCDvGSq1i6VUDeOGTWI6ezm9XkbOwtIovtp3i6olhjDo//eXpvza0A3hq1T4evXUUw/t7X/IaJeU1PPPRAapr6nlxbSxxJ/O4a96gLn27XlunY9vBNDbvS+VcThl6vQGlAvy9HFk6ewBXTQjt9LSWv1wbxd0vbeeTHxI5fCqf+no9d14nK+GJhmmRfVopEmmsVDywcDh/SSnim1/Ocs+NQy95LYPBwJufH+F0egnPLB+P6yUW+ekT4MJzd42nqqa+MTeOjfbl4f/tZuXGeB6/bVSHfz5LtTX8uDeFqyeGtfq9Cctz/Pyqgq2tKjxjdDB19Xre/TqewpJq7p4/GAc7DQaDgW9/TWbkAO8mzzyzx4Wwed859h/PMXoPu7WbkohNyuVAYg65RZXced2gJgUEg8HAG58d5lRaCQBerrZcNT6Mo2fyUSoV3HPjkMb+qIP6eDK4jyfbD6X3qCLYL3Hp1NbppJ+uiVw1PpT/+3B/k1HifxSXlEdUuEe7PoOMifLh862nSEwpIrrP7y8bT5wrwt/TAWcH61bPXXRlfwpKqtjwUxKrf2iYjaZWKZk0zJ+7rh+M5qI4rNQqHr1lFI+9s4d/v7eP1+6bZPIZITq9gS+2neLbX85SVVPP0qsGcP2UPo256/arB/LIij38ejiDycMDG88zGAzsOpLJxCH+eLnaMW6QHx98d5wDx3OaHGdsZi+CTZo0iUmTJpn8vo52Gu68fhCvbTjMbf+3BRQKxg3yZcGf2vYGzNpKxdQRQYwf7M/zqw/yfx/s57FbRzEi8tIPFZt/S2XFl0fxcbdj+sggosI9cHe24Yc9Kfy49xzBPo7MHhfCFUMDmvywQ8Mqizq9vlM9Xapr6tm44wzTRwXh7WbX4jG3XT2Qg4m5rNwYz8NLRjb+MG/ed453vz7G1RPDuGlGvxYLAT7u9vzl2qgOxycsS2SoW4tFLbVKSaB3w4ctL1c7Xvz7RP793j6e+Xg/r947qXEBhYsZDAa2x6azcmM81bU6ArwcuG5yn0t+yOnKwvKptGLe/TqelKwynv/bBKNOKVv9QyIernbMHhdy2WMdbK1aHS3WW3h5/V5ct7KyQqls+tb6p59+4ujRo8ycOZOlS5eaOrxOGT/Ij37Brnz4/XFev29Sm3+eP/4hEWuNqklOs7VW8+TtY3hxTSz//XA/9980vNXRXXX1ep7/5CD19XrefGAKR0/n89YXRwjzd+bq86MFOistp4zHV+6lVFvD2Gg/Zo0LIczfmWBfpy7t5+Lv6cC1V4Tz1Y4zuDpa8+xd43tkbzRhelZqJVdPDGPd5iQWz4psVthKOlfE+98lgKFh9EzcyTweXDS8TX1aFApFk5dDvh723PHnaJ5fffD8dJqOFR6+35WMAbj2CuPPrBDdQ2a+lmNnC7njMp+/rxofipuTNa9/epi/vbSDqyeGcfhkHueyy5p9dg/1c6ZfkCtbD6QZtQh27EwBX/9yhluuGoCjnYa3vzyKrbWa26/5PZ7Dp/I5lVbCo7eMwkajYmdcBms2JVKvM/DUX8Y0KyxMGRHIaxviyCuqbPHzZHcTeyKXt784ytQRgUT8of2FMI6RA7wZNcCHd78+xuAIz2a9wapr6zmeXMji2e37fN0nwAUPZxv2JWQ3KYIlnSu+7ErUKpWSB24ezj03DuFMeilqtYIQX6dWXzza2Vjx5F/G8I9Xf+HldYf471/HdWjEfEcYDAZWfR3P5n3nuGpCGHMnhTdZlRYgKtyDUQN8+HzbaSYNC2j8/Ho2s5ScwkruvL7h94qXqx39gl3ZfTTLpEWwnt3ZvZMmDPbnoydmcOOf+jEmyod/LBjW6huU1lhbNVRiB0V48PYXR6ir17d6bKm2hk/OD30fEOrO59tO8/D/drPs2a389FsqV40PxdFew5ufH+HOF7bx6+EMtJW15BZV8sF3Cdzx3M/c8dzWxl/sramp07E9Np3isupm+zbtO0d5ZS03TOvb6vnODtb8bf5g9sZn8+H3x9HpDXy29SQrvjrKnPGhLLs2yugjYUTvYmutPv/hRs3TH/xGWUVtk/2V1XW8si6O1z89zPjBfjz1lzEE+Tjy5udH+Pn8EsUXMxgMfPfrWeY98gOL/72Zh97aRcLZgg7HF7M7mQfe+JW6ej2B3o688MnBxmbBXS3uZB77j+eweFZkj+tnYW6ZmZns2bOHKVOmNG6Liopi8+bNfPzxx+zatYuEhIRWz4+JiWH58uUsX768wwuwdDWFQsHS2QNIzizlYGLbYjp2poCdhzJYPGtAsw92GisVDy8dyYTB/ry4NpZ3N8ZT+4flqYvLqnnsnT2cTC3m4aUj8XS1ZfqoIMYP8uOHPcno9YZOf196vYH/fXkUOxs17zw8jYeXjuTKsSH0DXI1SkPjG6b3Zc74UJ69a3yLI7yFaM2VY0OwUiuI2ZPSuM1gMPDR98d56O1d6PUG/L0cKKusZdncKK4Y2vG+JuOifRk5wJt3vz5GZXXdZY8v1daQklWKwdDwb1JbVcf3u5OZNTbkkiMOhGVZtzkJN0frNo18Ghvtx9v/nEqInxOrf0jEYIAHbh7OoD7Np8hPGxlIXFIuhaVVl7xmXb2ezHwtmflatFWX/7m9oKS8hlc3xBEV5sG1kxpeat40ox8/7EmhoKThngaDgc9+PklEoAtjonwY2s+L+24axvuP/Yln7xzf4uCDsdG+2GhU7IhLb3Ms5lBXrydmdzLPfXyAEZHe3HPDEBmhbCIKhYK/XhdNZXUdazedaLZ/x6EM6nV6xrRhJeo/XndMlC9747PQne8tXlldx7nsUvq3cbVVK7WKyFA3IgJdL/sc4Opow4OLhpOYXMi6n5LaFWtnfLHtND/uPcdd84Zwx9zoZgWwC665Ioz03HISzhY2bttzNAtHO02T3zkTBvtzKCmvXb8/OsvsI8HMzcleww3TWy8ItYWVWslfroniby9tZ8eh9FZXrlqz6QQG4O75Q3A53+ckPbecrPwKBkV4NBaW0nPLWf1DIi+tPdR47oU3+g62Vny69RT7j+fw5O2jm61aVF1Tz/99uJ/4MwWolArGDfJj2dwoXB1tyC+u4svtp5k+Kuiyb0bGD/LjjrnRrPrmGPuP55BTWMH8aX1lOflOUlpb49ivL0pr+XD6R84O1jx5+2geens3f3lmCzPHhNA/2I06nZ61m05QXlnLP28e3tg4cXh/L975Kp63vzyKq5NN4weh2jodKzfG8/OBNK4cG4KbozVxJ/N4bOVels6O5Norwtv1puR4ciHvfZvAnPGh/GVuNIUlVdz76k5e2xDX6iouHZWVr+WlNbEM7evJFUOM23/J0mi1Wh566CGee+65xn5gAPb2v4/4mTJlCklJSURFtfy2vKsWYOlqUeHuDAh149OfTzJyQPOmxherrdPxvy+PEBnixp9GNV+FCBpGYt6/cBj9Q9z44LsEdsdnEebvjKeLLXX1eo6cygPgubvGN/nQdvWEMB56exeHT+Vddirl5WyPTSMxpYj/Lh93ySXBu4qdjRV/vW6Q0e/TE0leujQHWytmjA7hxz0p/HlyHxxsrdiyP5WNO8+wZHYk103u02Vv3xUKBcv/PIi7X97OG58d5l+LR7aaY06nF/Of93+jVFuLr4c9/p4OnEwtpr5ez3WT+3RJPKL7O5tRwq4jmfz9hiHNZpC0xtPVln//ZQw1dbrGht4tmTg0gPe/TWDHoQzmTY1o8ZiUrFJeWhtLeq4WAFtrFcuvG8zUEZce0VFXr+PZjw+g0+kbFpA4/3N+zcQwvvv1LF9sO8Wd1w8mIbmQxJQinrhtdJPc5+5s2+r0L1trNWOjfdkRm84N0/qa9Llle2w6ief7P10x1J9BfVpuY3A2o4RnVx8kv7iSaSOCuPP6QSYbxdMWvSEveLnacfOVkXz4fQKThwc09vfW6w18+8sZxkT7dmjU+LRRQcTsSeG381OJE5IL0RsgMsQ4M0iiwj1YNCuST348wdhoXyICjbv40bGzBazZdIKFM/oxc8ylC++D+ngQ6O1AzJ5kovt4YDAY2HM0i7HRvk16DU4c4sdH3yew52jWZa/ZVXp9EayrBHo7MibKly+3n26xge+Z9BK27E/ljrnRjU3t1ColoX7OhPo5N7vW47eN5mRqEQWl1VhbqQj3d24chj95eCD//Wg/T6zcy99vHMqYgT5Ya1SkZJWx6ptjJGeW8OTto8kurODLbad57J2GRsjPfXwQG42KRVe2bWjn1RPDqKypY+ehDJ69c3ybGymL1tkF+DPoxefMHUa3FeTjxMp/TeP73cn8sCeFb345C0C/IFf+u3xck2SkUCj465+jKSyt5v8+3M+c8aEM7efF+98eI7eoivtuGsrUEQ1FgBum92Xt5iQ+iknk862nGNzXkwGh7vQJcMHf0wEne02LDxp5xZW88MlBBoS68Zdro1ApFXi52XH/wmE8/cF+Nu480+oHw/bSVtXx9Af7cXaw5qElrT/4iObq6+u57777uPvuuwkLazpV7+LFV+Li4liwYIE5QuwUhULBjX/qx1Or9nH4VP4l+09+se00uUWVPHrLqEv+DCkUCq4aH0pUuDs7D2WQllPO2YwSNFYqosM9ue2agY2LxlzQP8SV8ABnvt+V3KkiWFlFLR9+n8ikoQG9djGH7kTy0uVde0U4Ww+m8e9V+/jb/MF88F0CfxoVxPxLjKrvKC83O+67aTjPfnyAz7edarFNx+GTeTz78QGCfZy454ah7DuWTWFpFVeND2VMlM8l+5EJy6HXG/j4h0T8PR2Ydpmi0x8pFIpLFsCgoQA8JtqXrQfSmvT6gYaXdtsPpbNxx5mGhbaWjcHaSsXPB9J4bUMcBxJzuGpcKAPDmvcpMxgMvPX5Ec5klPDcXePxcPm9mGVnY8WfJ/dh/U9J+Ljb88W204QHODNyQPtyztQRgew4lMHJ1OI2j8DprMSUQl7bEEeQjyM1tTp2H8nkfw9NbVasq9fpeW1DHHbWat765xSCO7D6s7H1lrxw9YRQdsal8/YXR3ntvkmoVUpik3LJzK/gHwuGdeiafQJcGBjmzne/nmVMlC/rNiXRN8ilsQ2MMVw3uQ87DmXw0feJPHPnOKMVfvV6Ax9+l0C/IFcWtGERlYbPmmGs+uYYBSVVlGpryC6sYPn1TV9KujvbMjjCkx2H0qUI1hPdMK0v973+C3vis5oNh/982yn8POyZNTakzdfrF+xGSz9e9rZW/GfZWF5ed4hX1h1CqVRgb6OmvLIORzsrnr5jXOMv/GH9vHjsnT3c+cJ21CoFL/59YmMRri1unN6PG6fLSkHCdFwcrVk8K5KbZvSjulaHTqfHyV7T4i90lUrJw0tH8O2vyXy+9STf7UomMsSNx24d3STZqFRKll41gIlD/Nl/PIfDJ/P45IdEaut/bzzp7myDh4ttw/8625JVoOVgYi4ujtY8tGhEk8L2yAE+zJ8WwZpNJ+gf7NrpAnFRWTX/fm8fpdoaXrm3+YIV4tJiYmKIj49nxYoVrFixgptuuonffvuNp59+mk2bNvHZZ5+hVqsZOnQoI0eONHe4HTK0rycRgS6s35zEgBA3bKybpu+aOl3j6jzzp0a0aSU7gGAfJ5ZeNaBNxyoUCq6eEMbrnx4mI6+8Q9MKDQYDb39xBL3BwO3XDGz3+UKYg6erLf/96zgef3cv/3jtF9ydbYza/3RstC8LZ/Zn3eYkAr0dm/RkyszX8tzqgwwIc+eRJSOxsVYzaqCP0WIR3ZPBYGDlxniOns7n8dtGG20U0fSRQfx6eB9xJxtGAOcWVfLW54c5eroAW2sVs8eFsmR2ZOMotKhwD4b09WTtphM8ejQLLzc77r1xSOOIKJ3ewIovj7IzLoMHFg5vHH1zsTkTwvj217N8+P1xJg8L4PZrotr9UB/dxxM/j4Yi2hO3j+78X8Rl1NXreOvzI/QLduWFuydSVV3HXS9u552v4nns1qYLXXy98wzpeVpe+8ekblkA601UKiV3zxvCA2/8wne/nuXaSX34ZudZ+gW7dqp4es3EMJ5bfZCVG+NJzirl5XsmGnVEokql5NY5A3j6g/0cSsq7bI/yjvr1SCZnMkp5/m8T2vz9TBkewOofEvnvR/spq6htNhXygqkjAnllfRw5hRUm6duqMFxoJNCDLF++nJUrV5o7jBY9tWof+SWVvPnAlMZhfhl55dz14nb+Nm9Il1Y3DQYDqTnlnDhXRGFpFdHhHgwIdWs2fzgjr5zXNxzmhj/1bVwlTJiH9mwyR+9/kMGvvoRDeNc0lxYNisqqScspY1AfzzaNoqrX6UnPLSe3qJLCkioKSqspKK2isKSagpIq7O2smDYikEnDAlrsgafT6Xn83b1k5mm57eqBjInyJTWnjMOn8nF1tCYi0JVgX6fGIf6tOZFSxMvrYtHpDfxn2ViCfeUDUXfQHfNM/Jl8/vP+ftydbbjt6oG/92HJ05KYUkhRWQ03TO/L/GkRRlvSvrZOxx3PbaVvkCuP3jKq3ef/sCeFlRvjefSWUYyNbl+vDWEckpfa7kxGCW9+dphl10Y3aXpsDHq9gZfXHWLfsWyevmMs0X08qK6t58E3d1FXr+fVf1xh0uXkRdfrTJ5575tjfLcrmXtuGGLUVRB1egP3v/4LyZmlDInw5GRaMQ52Vtx61UBGRfm02sPRYDCQdK6YNZtOkJBcwDUTw/H3tOfwqXz2J2Rz74Jhl5wymZRaRH29vlMvGXceSueV9XG8cu8VRl3MCGD9T0l8se0Ur983ufFz3N74LJ5bfZCHFo1oXIQmK1/L31/ewZwJYdx6dfd9EdTb8sJ73x7ju1+TG79+eMlIxg/u+IIQOr2BO57bSl5RJVNHBHLfTR0bVdYeBoOBx97ZS2lFDW/eP7nLC+O1dTqWv7CNcH9nHru1fYXlr7afZl9CNn0CXJg8PID+LRS/q2vqWfKfzfx5cgQ3tWGUWWfJSLAutmR2JPe9/gs/7k3hmokNK/N888tZXBysmTK8481SW6JQNKwaEXKZh+YAL0devveKLr23EN2Nm5NNs+lbl9LadOS2UqmUPLRoRMOIzPVxKBWgN4CdjZrqmnr0hoapBIP7ejY2jPzjO4cTKUWcTCsmxNeJJ28fg6eraZc3Fj3LoD6evPnAZF7fEMczHx0AGlY6DvByYEhfL+ZOCjfqcHtoaKx/29UDeWntIeKS8hjWv/nUzLp6PXX1Omyt1Y1vCku1New7ls0H3zX015MCmOiJ+gS48OYDUy5/YBdQKhXcd9NQyitq+e9H+7liaAApmaVkFVTw6r1SADOHl156icOHD+Pv78+zzz7b2H9Sp9Px+OOPk5qaysCBA3nssceMGofBYOBkWjF/N3IBDEClVPDKvVfw6+FMftyTwsQh/tx+zcDL/vwpFAoiQ934v+Xj+HL7KT7dcgq9wYC9jZqHFl++wNDSQ3J7TRwawOfbTrH+pyT+vWxsp6/Xmr3xWXz280lumN6vyYvMcYP8mDDYj1c3xFFbryPQ25FnPtqPu4utSR7yRdstmT2AYB8nDAbwcrVlSN/OtWpQKRXMm9KHtZuTWNLOFSY7SqFQcOvVA/jnm7t4Z2M8f5s3uMtGn+n0Bl7dEEdJeU2bZw9c7PqpEVx/mfYxNtZqxg3yY0dsOgv+ZPxeflIE62LhAS7MGB3M+s1JTBoaQL1Oz/bYdG6a0a/NDSuFED2Dq5MNz9w5nuyCCg6eyCHMz5nIEDfq6vWcySjh6OkCjp7O51xWWYvne7vZ8cRtoxke6X3ZEWNCAPh7OvD83RNJyynD3dkWJ3vTr9Q7cYg/P/2Wyrtfx/P2g1OwUquoqqln095zHEjM4XRaMbX1etQqJbbWKgwGGle6GxHp063ffgvRnVipVTxyy0heXR/HqbRiXBys+deSETJi2AySkpLIzc1l/fr1vPPOO/z000+NC6ns2LEDLy8vnnvuOR5//HEOHz7M0KFDjRaLQqHg5XtM93JbrVIydUTgZZvdt0SlVHDj9H4mb1B/4d43zejPi2ti2XYwjcnDA7v8s9aRU3m8tPYQ4wf7t9gj6f6Fw3nnq6O8/ulh1CoF4f4uPHbrqGYtDYR5WVupWl3YrqNmjQtl+qggk670HhHoyj03DOH1Tw/j4mDNzVd2fkE7g8HAqq/j2RefxSO3jDLqCtszRgfzS1wGFdX1Rm8NI/8CjWDxrEh2H8nkobd2kV9ShbWVilnjQs0dlhDCSHw97BtHfkLDKLGocA+iwj24+cr+ZoxMWCKVUtHhEYxdQaFQcMefo7n3lZ3c8dw2+gW7knC2gIqqOkYO8GHx7AG4OVlTqq2lurYepUKBs4OGEZE+7epJKYRoaBT++G3G72kkLi0uLo4JEyYAMHHiRDZu3NhYBDt8+DCTJ09u3BcXF2fUIlhPZK6V5ccP8mP0QB9e//QwX2w7xYBQd1QqJWqlApVKiVKpaBylf2GwvgED5//v/PbmX9fV6zmdXsK57DKG9ffivpuGtVhgs1Ir+fsNQwgPcCErX8vSqwbIoIhexJQFsAumjQyiVFvDRzGJbDuYxoBQdxztNSgUDf8OFQpQKhQoFE1/9g0GAwbO/+/5r0sraklMLqS4vIa75w9hTJRxR/EPCHVnw39nX3bRjq4gRTAjcHaw5o4/R7NlfxpX/j979x3eVnn9Afx7tbfkvUec4ey9A4EEMgk7rBA2KQFa2kJTWmihBUopo0DhR9OEsEmglBEwhIQRCCE7zk5sx3tvWXvr/v6QJS/JlmwNyz6f5+lTLF1LJ4mt995zzznvvGwsnJZGg64JIYQMGVnJCvzt3gU4cLoOhRVqzJ2YgusvHeNp/SWEkKFEq9UiMdHV/i2Xy6HRaLo8596FuPtz3eXl5SEvLw8A0NDQEMKICeBqK/7TnXNQWNGK7XtKUdmgg93hhMPhSmR1pLaY9iQBun7t/qr9CffzXA6D0RkqXH3xKFwwJRV8nu/5S+7dmAkJl2sWjcaIVCWOFTWhoLwVVY06sCzg7JTgcjrZ9p9nBhyO6//dCTLA9bMuEfFxyaxMzBibOOBNwPwVjgQYQEmwkFk8MxOLZ2ZGOgwyyEgy0jF946sQxsVFOhRCCBmQCTlxmJBDn2XRjtYlQvoml8uh1+sBADqdDkql0q/nulu1apWngmz9+vUhjJh0lpsVi9/fMvA5Y8MFrQvRb1puIqbl9pzbSlxCs30UIcQrjkAAcUoKOILwz/EhhBBCuqN1iZC+TZ8+Hfv27QMA7N27F9OnT/frOUKiEa0LZKijJBghYWRuaEDRP1+GmUrgCSGEDAK0LhHSt3HjxiEuLg5r1qzB+fPnsXTpUjz22GMAgIsvvhh1dXVYs2YNhEIhzQMjUY/WBTLUUTskIWFk1xvQ9OMepF55OZAU6WgIIYQMd7QuEeKfhx9+uMvXTzzxBACAx+PhmWeeiURIhIQErQtkqKNKMEIIIYQQQgghhBAy5FESjBBCCCGEEEIIIYQMeZQEI4QQQgghhBBCCCFDHsOyLBvpIAJ12WWXISMjI9JhAAAaGhqQlDT4m6WjIc5oiBGgOIMpGmIEhn6cSUlJ+Otf/xqCiKIXrTOBoziDJxpiBCjOYIqGGIGBxUlrTVe0zgSO4gyuaIgzGmIEKM5gC/k1DUsG5J577ol0CH6JhjijIUaWpTiDKRpiZFmKk0RWtPy7UpzBEw0xsizFGUzRECPLRk+cJDDR8u9KcQZXNMQZDTGyLMUZbKGOk9ohCSGEEEIIIYQQQsiQR0mwAVq1alWkQ/BLNMQZDTECFGcwRUOMAMVJIita/l0pzuCJhhgBijOYoiFGIHriJIGJln9XijO4oiHOaIgRoDiDLdRxRuVMMEIIIYQQQgghhBBCAkGVYIQQQgghhBBCCCFkyKMkGCGEEEIIIYQQQggZ8igJRgghhBBCCCGEEEKGPEqCEUIIIYQQQgghhJAhj5JghBBCCCGEEEIIIWTIoyQYIYQQQgghhBBCCBnyKAlGCCGEEEIIIYQQQoY8SoIRQgghhBBCCCGEkCGPkmCEEEIIIYQQQgghZMijJBghhBBCCCGEEEIIGfIoCUYIIYQQQgghhBBChjxKghFCCCGEEEIIIYSQIY+SYIQQQgghhBBCCCFkyKMkGCGEEEIIIYQQQggZ8igJRogX69atw3vvvdfj8SuuuAK7du3ClVde6Xls27ZtuPzyy3HllVdi+fLleOihh8IZKiGEkChE6wwhhJBQonWGEO94kQ6AkMFo9erV+M9//oO1a9d6Hjt16hSampoglUq7PPb666/j448/hkqlAsuyOHv2bCRCJoQQEkVonSGEEBJKtM4Q4h1VghHixeLFi1FXV4eCggLPYx9//DGuuuoq8HgdueOGhgZIpVLPQsIwDCZMmOB5Pjc3Fy+++CKuuuoqLFu2DJ9//nmX5/7973/juuuuw+LFi/Htt9/iP//5D6655hosXboUBw8eDMOflBBCSCTQOkMIISSUaJ0hxDtKghHiBZ/Px5VXXomPP/4YAGCxWPDll19i9erVXY5bsGABpFIpFi1ahN/85jd47733oNFouhzDMAw+++wzvP7663jqqadQXV3teU4ikeCjjz7C3/72N2zYsAEJCQn45JNP8Nvf/hbPPvts6P+ghBBCIoLWGUIIIaFE6wwh3lESjBAfVq9ejS+++AJWqxW7du3CyJEjMXLkyC7HiMVibN26FZs2bcL06dOxa9cuXHHFFWhra/Mcc9111wEAMjIyMHPmTBw5csTz3MqVKwEAEydOhNFoxGWXXQYAmDx5MioqKkL8JySEEBJJtM4QQggJJVpnCOmJkmCE+DBq1ChkZWVh9+7d+Pjjj3Httdd6PY5hGIwfPx633nor3n77bUgkEhw6dMiv9xAKhQAADofT5WsulwuHwxGEPwUhhJDBitYZQgghoUTrDCE9URKMkF64B0qePHnSc5ejs5KSki599nV1dWhtbUVGRobnsU8++QQAUF1djaNHj2LmzJmhD5wQQkhUoHWGEEJIKNE6Q0hXtDskIb1YsWIFnn76aaxYsaLLLipuZrMZf//739HU1ASRSASWZfG73/0O48aN8xzjcDhw1VVXwWQy4dFHH0V6eno4/wiEEEIGMVpnCCGEhBKtM4R0xbAsy0Y6CEKGqtzcXBw+fBgKhSLSoRBCCBmCaJ0hhBASSrTOkKGG2iEJIYQQQgghhBBCyJBHlWCEEEIIIYQQQgghZMijSjBCCCGEEEIIIYQQMuRREowQQgghhBBCCCGEDHmUBCOEEEIIIYQQQgghQx4lwQghhBBCCCGEEELIkEdJMEIIIYQQQgghhBAy5EVlEuzxxx+PdAiEEEKGMFpnCCGEeKPT6bB69WpMmzYNRUVFnsdramowceLELo/1htYZQgiJjKhMgjU0NEQ6BDLI6UvLcODGtdCXlkU6FEJIFKJ1hgx2tM4REhkikQibNm3CsmXLujz++uuvY/r06X6/Dq0zxB/0WU9I8EVlEoyQPrEsHCYTwLKRjoQQQggJPlrnCIkIPp+P2NjYLo9VVVWBYRikpqZGKCoyZNFnPSFBR0kwQgghhBBCCOmnzZs3484774x0GIQQQvzAi3QAhBBCCCGEEBKNKisrAQDp6el9HpuXl4e8vDwA1A5JCCGRQkkwQgghhBBCCOmHgoICFBcX46677kJRUREqKirw1ltvQSgU9jh21apVWLVqFQBg/fr14Q6VEEIIwpgE0+l0uOOOO1BSUoIPP/wQY8aMwfvvv49PP/0UALBu3boeAyYJ6S9xehqm/PM5iNPTIh0KIYQQEnS0zhESOevWrcO5c+dQVlaGG264AVu3bgUA/OEPf8Cdd97pNQFGSH/QZz0hwRe2JJh7J5Vnn33W89jWrVuxfft22Gw23HzzzZQEI0FTXG/AwUIz5vKNGJ0hAMMwkQ6JEEIICZovDlRh7sQUyOhim5Cw27x5s9fHn3nmmTBHQoa6Lw5UY86EZPqsJySIwjYY39tOKhkZGTCbzTAYDJDL5eEKhQwD3393Em0fvIe/Pv8VHv33vkiHQwghhARNc5sJH318EKde+jcsTU2RDocQQkgImCx2fPTxARx74VX6rCckiCI6E+yiiy7CypUr4XQ68be//a3XY2mQJAmEobUN8zSFSLr0Emw71QKnkwWHQ9VghBBCot/pkmaIHRZITu6HTXsNhAkJkQ6JEEJIkNW3GCB2WKA8ewg27XX0WU9IkEQsCabX67Ft2zbs2rULNpsNt912GxYuXOizbY0GSZJAaPUWAEB6ogwOpx4Gsw1yiSDCURFCCCEDd7q0JdIhEEIICbG6ZoPnv51ONoKREDK0hK0dsjuGYSASiSAUCiEWi2Gz2cCy9MtNgqNNZwUAyMT89q8tkQyHEEIICZpTxc2RDoEQQkiIdU6CNamNEYyEkKElrJVg3XdSWbJkCW644QY4nU6sWbMGHE7EcnJkCLHaHDCabQAAudRV/dWmsyAjiebOEUIIiW4tGhNqmw0YIYroRAtCCCEhVtdiQLxKDFQDFfVajIx0QIQMEWE9g/K2k8q6devCGQIZBlq1Zhh5IvAuvAQxyfEAStCmp0owQggh0e90iasVcsz4TJzRT8ZMpTLCERFCCAmFumYDkjISca51Ctg2JxZHOiBChggqvSJDTovGDB1PipS1a6FKSwKPy6F2SEIIIUPC6dIWZCTJkJqTjm/jZkIYHxfpkAghhIRAbbMBcZkp0C1chbMtjkiHQ8iQQUkwMuS0as3gO20QNVTBaTZDJRdSJRghhJAh4VRxMybmxEMpYBHTVgezztD3NxFCCIkqFpsDzW0mpMh5GM/ToLq6BVYbJcIICQZKgpEhp0VjRjKrx/nHHoOptg4qmQAaSoIRMqQ999xzWLNmDTZs2ACbzeZ53Gw2Y/369Vi7di1uu+02NDfTQHESvdRaM2qa9Jg0Mh5yUxturdmB5pKKSIdFCCEkyBpaXDc4Ep16yN57FUqzBqU1mghHRcjQQEkwMuS0as1QyoSer1VyEbVDEjKEFRQUoKGhAVu3bkVOTg527tzpeW7Pnj0YPXo03nvvPVx99dX43//+F8FICRkY9zywiSPjIG3f/VhvtPX2LYQQQqKQe2fIeJUIAMDjcVBYqY5kSIQMGZQEI0NOi8YEhUzg+VolE1ISjJAhLD8/HxdccAEA4MILL0R+fr7nuczMTJhMJgCAVqtFTExMRGIkJBhOlTQjLUGGGIUIMrFrndObKAlGCCFDTV2LEQI+Fwqp68Z+WoIMJdVtkQ2KkCGC9tcmQ06LxowsqcjztVImwKkSSoIRMlRptVokJiYCAORyOTSajnaB7OxsFBcX47LLLgPLsvjoo498vk5eXh7y8vIAAA0NDaENmpB+OF3ajIkjXYPw5WLXKZzeZI1kSIQQQkKgrlmP1HgpGIYBAKQnynCE2iEJCQqqBCNDTqvWDIVcBJ5CAYbLcbVD0kwwQoYsuVwOvV4PANDpdFAqlZ7nPv30U8yYMQNffvklHnjgAbz22ms+X2fVqlXYuHEjNm7ciKSkpJDHTUgg1Dozqhpc88AAQCgWwMgVQm9xRjgyQgghwVbXbEBKvBQMlwOeQoH0ZCWqG3QwW+2RDo2QqEdJMDKksCyLFo0ZspxszHn3TUizs6GSC2GxOmC20KJByFA0ffp07Nu3DwCwd+9eTJ8+3fMcy7KeFsiYmBjodLqIxEjIQJ0p7ZgHBgDS7Gxsm347WsWxkQyLEEJICNS1GJASJ4U023VNM2L6ODhZoLxOG+nQCIl6lAQjQ4rBbIfV5kCsoqMdUtU+H4yqwQgZmsaNG4e4uDisWbMG58+fx9KlS/HYY48BAC6//HLs3r0bt9xyC15++WXccccdEY6WkP45VdyM1Hgp4pRiz2NKqQBaA7VDEkLIUGJ3ONGoNiElXup5LCtZDh6XQUk1tUQSMlA0E4wMKS0a1wBslbEVR+95GuMefRgquQoA0KazIDlO2st3E0Ki1cMPP9zl6yeeeAKAq1Vyy5YtkQiJkKA6XdqCSaPiPV8bKyux8tC7OM25BsDUiMVFCCEkuDR6C5xOFrFKEYyVlTj3t39g3KMPIzNZQcPxCQkCqgQjQ0qrxgwAUIi4MNfXw2mzQyVz7apClWCEEEKiUavWjMp6HSbmxHkec9rskBjbYNSbIxgZIYSQYNMbXbv+KiQCOG12zzXNyDQlSmg4PiEDRkkwMqS0tCfBlDK+5zG5VAAO46oEI4QQQqLNV/vKIBJwMWNczw0bDLQ7JCGEDCk6o+tzXSbhd3l8ZLoKlfVa2OyOSIRFyJARtiSYTqfD6tWrMW3aNBQVFQEA6uvrsX79etxyyy3417/+Fa5QyBDWojVBIRWAx+V6HuNyGCikQqoEI4QQEnVMFju+3FuGpXOzIJcIejyvN9kiEBUhhJBQ0bVXgnX/zB+ZroTdwaKi3rXJj9PJoqhSjdpmfdhjJCSahW0mmEgkwqZNm/Dss896Hnv22Wfx17/+lbaiJ0HTqjF3GYrvppQJoKFKMEIIIVHmm0MVMFrsuHLhSK/PG8122B1O8LhU3E9IOOh0Otxxxx0oKSnBhx9+iNTUVNx3331wOBzgcrn4+9//jrS0tEiHSaKYpxJMzIep0+PZKQpwGOCrn8vgcLLIL2hEm96C0Rkq/PM3F0UmWEKiUNjOmPh8PmJjO7bxttlsqKmpwTPPPINbb70V+fn54QqFDGFqnQWxChFEKckY//ifIEpJBgCo5EKoqRKMEEJIFLE7nPjsxxIsnJaGxBhJl+dEKcng3H4f1AI5dLRDJCFh476xv2zZMgCua5znnnsO77//PtatW0ebsZAB0xutkIp44HI5Xa5pRAIeslOV+OZQJUqq23DJrAysmJeN8jotHA5npMMmJGpEbHdItVqNc+fO4cUXXwSfz8f69evx8ccf+zw+Ly8PeXl5AICGhoZwhUmijEZvQVKsBDyJBDHTp3keV8lEaNaYevlOQgghZHA5eLoeTWoTrrl4VI/neBIJYqZNg3XvT9AYrIjxUgVNCAm+7jf2hUKhp6uFz+eDw6GqTDIwOqMNsvZWyO7XNI/dNQcOB4vEWNeNkVPFzdixvxzVTXpkJSsiEi8h0SZin9IKhQJZWVlITU1FQkIC+Hw+7Ha7z+NXrVqFjRs3YuPGjdQ+SXzS6K1QyoSwtqpRue1DWFvVAAClXAANVYIRQgiJIjsPlGNsVgxGpCp7PGdtVcPx3ZeQ2o20vhEyCFitVrz66qtYu3ZtpEMhUU5ntELePhS/+zVNnFLsSYABwIhUV+KrvFYb/kAJiVIRS4KJRCKoVCpotVoYjUZYrVbweBErTCNDhEZvgUIqgFWtRtUH/4VV7VowVDIh7Q5JCCFkUGJZFhZb192+GlqNOH6+CUvnZHn9HqtajbbPP4PMboJWT+2QhETaY489hjVr1iA7O9vnMXl5eVi/fj3Wr19PnS3EJ32nSrDu1zTdySQCxKvEKKvVhDNEQqJaWLNO69atw7lz51BWVoYbbrgBv/3tb7F+/XrYbDb86le/CmcoZAiyO5zQm2xQyYQAul5MqGRC6E02Gh5MCCFk0Pn8p1J8+kMxXvv9YkhErrv/3xyqgEjAw4VTex+wzeUy0BjoJg8hkfTqq68iPT0dK1eu7PW4VatWYdWqVQCA9evXhyM0EoV0Rmv79Yx/RqQqUFZHlWCE+CusSbDNmzf3eGzr1q3hDIEMYdr2wcBKmRCAsctz7rspBpOt/XlCCCFkcDhf2YYWjRn//bYIt6+aAIfDiW8PVeKi6ekQCXs/VZOK+Z71jxASHp1v7C9cuBCvvfYaZsyYgYMHD2Lq1Kl46KGHIh0iiWJ6ow3piTK/jx+RqsS3hypCGBEhQwv1H5Ihwz0TRSETAPbuSTDXnXWd0UpJMEIIIYNKdZMOIgEX2/eU4JJZmdh1sAItGjOWzsns83tFfB5MFt8zVQkhwdf9xv79998foUjIUKQ1WiFvv4HvjxGpCrRqLdDoLXSdQ4gfqC+MDBnumSgqmRA8mRQJFy0ETyYFAM9CojfZIhYfIYQQ0p3TyaK6UY/Vi0cjRiHCr//5A774qRR3rBqP0RkxPr/Pvc4xEjElwQghZAjRG60du0N2u6bxxr15Cs0FI8Q/VAlGhow2dyWYVACRKAljHvy15zmZ2FUJpjdSEowQQsjg0awxwWJ1YGS6CvemKfHRd+dx95UTMSbTdwIMAERJrnXO+dpemC2OXo8lhBASHWx2B8xWh2d3SPdnfW+S46QQCrgoq9Vi6pjEcIRJSFSjJBgZMjQGC/g8DsRCHpxWKywtLRDGxYEjEHjaIfVGmptCCCFk8Khu1AMA0hNlSI6TYtb4ZL++z73OSXmA2UqVYIQQMhS4b9i7u1i6X9N4w+UwyEqWUyUYIX6idkgyZGj1rnlfDMPAWFWN/PW/hLGqGgAg5HPB43Kgo0owQgghg0h1ow58HgcJMZKAvs+9zsWa26gdkhBChghd+w179w387tc0voxIVaKcdogkxC+UBCNDRpveAqXM+x0ShmEgl/BpJhghhJBBpbpRj7QEGbgcpl/fLxBwKQlGCCFDhK5bJZi/kmIlaFKbQhESIUMOJcHIkKE19L7zo0wioHZIQgghg0pNox5pibJ+f7+Qz6F2SEIIGSLclWCBJsHiVWLoTTZaDwjxAyXByJDRprNAKfW9YMjEVAlGCCFkcKlu1CF9IEkwAQ8mGoxPCCFDgr5bO6S/4pQiAECrxtzrcW06C+75+7fUOkmGNUqCkSFDa7D0Wgkmlwg8d1eC4cNvC/HgSz+CZdmgvSYhhJDhw2CyoVVrQXqivN+vIeRzYaZ2SEIIGRJ0RhvEQh543MAu0+OUYgBASx9JsJ+O16C22YCT55v6HSMh0Y6SYGTI0Og72iFlI3OwYPvHkI3M8Twvk/A9O64MlNFsw6e7i3G+qg2FleqgvCYhhJDhpbpRBwDI6EclmHud42VkUfsLIYQMETqjFfJOVWDermm8iVO4KsGaNb3PBdtzzDVgv6SGdpIkwxclwciQYHc4oTfZem+HlPChNwWnEmzngQpYbA6oZEJ8f7gqKK9JCCFkeKlu1AMA0hL63w4pFnJhd7Cw2aklkhBCop3eaIMswHlgACAS8iAV83utBGtoNaKgQg2VTIiyWkqCkeGLkmBkSNAaXMktdyWYsboGJ3//RxirazzHyMSCoFSC2exObN9Tgoump2PJnEzsOV4Dq40uPgghhASmqkGHeJUYIiEv4O91r3MibQsA0FwwQggZAnRGKxSdkmDerml8iVOK0NJLJdieY9UQ8Lm46qKRqGrQwWZ3BiVmQqJNWJNgOp0Oq1evxrRp01BUVOR5vKamBhMnTuzyGCGB0OgtAAClzLVoOC0W6AqL4LRYPMfIJXzojLYBz/Dac6waLRozrl00GotmZMBgsuHQ2foBvSYhhJDh53RpC3KzYvr1ve51Tsi6kl80F4wQQqKfzmjtMhTf2zWNL3EKUa+VYHuO1WDOhGSMHxEHu4NFZT0NxyfDU1iTYCKRCJs2bcKyZcu6PP76669j+vTp4QyFDDEdSTDfg/FlYj7sDicsA6zaOnS2HhNy4pCRJEdGkhxjMlX4jloiCSGEBEBntOJ8pRozchMH9DpCARcAYKK5YIQQEvV0Rhvk/WiHBIB4ldhnJVhtkx7ldVosnJaG7FQFGAbUEkmGrbAmwfh8PmJjY7s8VlVVBYZhkJqaGs5QyBCj0bvaIRW9zgRzPTfQlsjaJgMykzp28lo6JxtHCxpwprRlQK9LCCFk+Dhe1AQnC0wbYBJM4E6CUSUYIYREPX23SrBAxCp9V4IVVbUBACaOjIdYyENqvBSltVQJRoaniM8E27x5M+68885Ih0GinEZvgYDHgbiXuSruBUVv6n8SzOlkUdtsQGqC1PPYpbMzMTYrFi9/cIzaUQghhPglv6ARWclyxKvEA3odId+VBKP1hxBCot9AKsHilGKodRY4HD1nfZXXapAQI4ZM7LoeGpGqRCntEEmGqYgmwSorKwEA6enpfR6bl5eH9evXY/369WhoaAh1aCTKaAxWKGRCMAwDABAmJmD0bx+AMDHBc4x7QdEZ+79DZKvWDKvNgdROO3lxOQx+feM0tGhMeHfHuX6/NiGEkOGBZVnkFzYOqArMvc7JUpMB0GB8QgiJdnaHEyaLHfJOlWDerml8iVOK4HSyaNP3nB9WXqdFdorC83VOmisJ5nQObFYyIdEookmwgoICFBcX46677sLPP/+Mxx9/HBYfQ/9WrVqFjRs3YuPGjUhKSgpzpGSw0+gtUMk67prw5XIkXnwR+PKOtkX3nY+BtEPWNru2s0+Nl3Z5PC1BhltWjscXe0upLZIQQkivKup1aNWaMWNs/5Ng7nVOHqcCAJhpJhghhEQ19zVK50owb9c0vsQrXZXF3loivSXBTBY7GtVGz2Of7C7G90cq+x0/IdGiX0kwh6P/dxvXrVuHvXv34s9//jP0ej22bt2KLVu2YMGCBfjrX/8KodD3YHNCfNHoLVB0Gopv02hQ9+UO2DQdZb4dSbD+V4LVNBnAYYCkWGmP5y6/MIfaIgkhhPQpv6ARAj4X40fE9fs13OscDDpwOAzNBCOEkCinN7muUaTijkowb9c0vsQpRQDQYzi+1mBFi8aMESlKz2M5qa7/Lq5uA+CaK/nujrN4cdsxvPrRcdjsVF1Mhi7fA5Q6cTqd2LFjB/Ly8nD27FkArkRYXFwcLrzwQlx33XXIysry6w03b97s9fFnnnnGz5AJ6UlrsCIxVuL52tLcgtJNr0M+Nhd8petDnsvlQCLiQTeQSrAmPZJipeDzeuaP3W2RDzy/G+/uOId1V03q9/sQQgLz3HPP4dixY0hLS8PTTz8NPr/jBPLLL7/Ehx9+CJZl8eCDD2LatGkRjJQMd2qtGdv3lGDG2EQI2ud59UfndU4s4NLNF0IIiXJGs+tzvHMSzNs1jS8KqQA8LgfNbV0rwSrqXAPws1M7KsFiFCKkJ8qQX9CIC6ak4XRJM+wOFjcsGYNPdhdDJODh7isnBuuPRsig4lcl2B133IGamho8+OCD+OGHH/Djjz9i7969ePfddzF16lS8/PLL+Pzzz0MdKyE+aQ3WXneGdJOJ+Z67LP1R12xASkLPKjA3V1vkOHyxtxQ1Tfp+vw8hxH8FBQVoaGjA1q1bkZOTg507d3qea2howHfffYe3334b7777LiXASETZ7A78/e3DAFjcc3XwbpSIhTyaCUZImOh0OqxevRrTpk1DUVERAGDHjh248cYbcdttt6G+vj7CEZJoZWpPgvW20VdvGIZBnFLUoxKsrFYDAY/TY5zLnAnJOHy2AU4ni2NFTUiMEePmZWOxYEoqiirV/ftDEBIF/EqCvfHGG/jFL36B0aNHewaPA4BCocCll16Kf/7zn7jssstCFiQhfdEZrVD4sZOKTCIY0EywmiZ9jwWku5XzR0Ai5GH3kap+vw8hxH/5+fm44IILAAAXXngh8vPzPc/99NNPEAgEuOOOO7BhwwYYDIZIhUkI3vnqHM5XteGPt89GnHJgu0J2JhLyaCYYIWEiEomwadMmLFu2DABgt9vx1ltv4Z133sEDDzyA1157LcIRkmhltLiuUfqbBANcLZEt2q6VYOV1WmQmy8Hldr30nz0hGW16C4qq1DjWvlkLwzDISJSjskEHlqWh+WRo8isJxuW6yvVvu+027N69u8tzf/7zn7scQ0i4sSzr2k7Y70qw/iXBHE4W9S1GpMbLej1OwOfigqlp2H20inZcISQMtFotZDLX76VcLoem09yMlpYWqNVqvPnmm5g6dSref/99n69DuxCTUDtV0oxFM9IxNis2qK8rEvJoJhghYcLn8xEb2/E7XFFRgZycHAgEAsyYMQOFhYURjI5EM/fnuEQ0kCSYGK3dBuOX1WmRndKzlTI3KxYKqQBf/lyG6kY9po5x7UCZkSSDwWRDm877hnWERLuABuPX1NTg7bffxvPPPw+n0wkAOH36dEgCI8RfBrMdTifbpR2SKxZBNXUKuGJRl2PlEgF0/RyM36Q2wu5wIi2h9yQYACyakYFGtQlnyminSEJCTS6XQ693tR/rdDooO83MkMvlmDNnDhiGwbx583D+/Hmfr0O7EJNQ0+itiFGI+j7QD53XObGAkmCERIpGo/HciAEGtoEYGd6MZjt4XA74vI7iEl/XNL7EKUVobutoh3Q4WVTWabvMA/O8NofBzHFJ+OFoNRgGmDLalQRLT3TtRFnVqBvIH4eQQSugJJhcLscbb7wBhmFw++23o7m5OVRxEeI3rcF1l6LzdsLi1FRM+OtjEKemdjlWJul/JVhtk6uNKrWXmWBu40fEIilWQi2RhITB9OnTsW/fPgDA3r17MX369C7PnTt3DoBrdlhGRkZEYiSEZVlo9RYo/aha9kfndU4s5MFMM8EIiQiFQuG5EQP03h1DFcekNyaLvUcVmK9rGl+SYyVoVBs9m6XUNethtTsxwksSDHDNBQOA0Rkqz7VUSrwUXA6Dqgaab0yGpoCSYCzLgsPh4KGHHsIdd9yB2267DY2NjaGKjRC/6Ayuyq7OlWCswwG70Qi22904mZgPfT8rwWqb9eBxGSSo+p7jwjAMFs3IwM8na2Gx0YUJIaE0btw4xMXFYc2aNTh//jyWLl2Kxx57DAAwduxYpKSk4JZbbsHHH3+MtWvXRjhaMlyZrQ5Y7U4oZMKgvF7ndU4k5NJMMEIiJCsrC6WlpbBarcjPz0dubq7PY6nimPTGaO6ZBPN1TePL5NEJsDtYnC51daOcKW0FhwFGpHrfWXJabiIEPA6m5SZ6HuNxOUhNkKK6gSrByNAUUMPxAw884PnvRYsWYfTo0fjss8+CHRMhAdG1D7rvXAlmKK/AiQc3YMo/n4NsZI7ncfkABuPXNhuQHCftMVTSlwVTUvHBN4UorGjF5FEJ/XpPq82BNp0FibGSfn0/IcPFww8/3OXrJ554wvPfDz74YLjDIaQHjd5VtRysSrDO65xYyENdM236QEi4rFu3DufOnUNZWRluuOEG3Hbbbbj11lshEAjwj3/8I9LhkShlNNt6DMX3dU3jS3qiDIkxYhwtaMDMcUnYd6oW43PiulwndSYW8vD8rxciOU7a7XVcw/EJGYr8SoLV1tYCcN1Rd/83AHA4HFxzzTWhiYwQP2nbK8H8Gowv4cNgtsHpZMHhMH0e35lrZ8i+54G5pSfKwOUwqGnU9zsJtnn7aew6UI6V80dg7YpxkIr5/XodQgghkeVeq5RBqgTrTEQzwQgJq82bN/d4bOXKlRGIhAwlrnbIgZ3rMwyD6WOTkF/QCL3JhpPnm3Dn5RN7/R5vVWKZSXJ8c6hiQLEQMlj5lQT71a9+BYZhwLIsSktLMXLkSM+WqQzD4H//+19IgySkN1qDFUIBF0J+3zuUyiQCsCxgMNt83hHxpapBh4VT0/w+nsflIDlOgurG/vXTt2hM+PZQBaaMTsC3hytx8Gw9XvzNRSG5gCKEEBJankowWXAqwToTCbme+S+EEEKik9Fs71EJ1h/TcxPx9f5yfLGnBHYHi3mTUgJ+jfQkOVq1FhhMNroJT4Ycv37LPv74Y89/X3XVVZT0IoOKzmj1O6EVI3clkNRac0BJMKPZhia1CZnJ8oBiS0+Uo7qpf0mwT34ohlDAwx9umwWd0YYHX/oRL31wDI/d5drpjhBCSPTQ6HvOrwwWiZAHk5XmTxJCSDQzWexQBeFm95TR8eByGPzv+/PIzYxBvB/zjLvLSHR1v1Q16jA2K3bAMREymAQ0GB8AXXyTQUdnsPp9URGvdC0CzRpzQO/hrubKTPK+s4ov6YmyflWCafQWfL2/AqsuGAGJiI+kWAl+feM0HDnXgLy9ZQG/HiGEkMjSGiyQiHjg8/quWg6USMiD2WL3VOkTQgiJPkaLHWLRwCvBJCI+xo2IhdXuxPzJgVeBAUBaogwMAxqOT4akgJNghAw2WqMVim5VXZKsTMx+5w1IsjK7PB6jEIFhgJY2U0DvUVmvBeBKagUiLUGGJrUx4B0i//f9eXAY4IoLR3oemz0+GasuGIE3885ArQ0siUcIISSyNHprUNvZO69zIgEPDicLm90ZtNcnhBASXiYvg/F9XdP0ZcZY1+6j8yal9isWkYCHhBgJqhr619FCyGDmV6r5gQce8MwEq66uxq9//esuz7/88sshCY4Qf+gMPS8sODweOMqeQx75PA5UMmHAlWCVDXokxUogCrBPPz1RDpYFapv0PrcmBoDPfiyGw8HimkWjUFipxud7SnDz8nE9KtxuXjYWOw9UYPfRKlyzaHRAsRBCCIkcjcEStJ0hga7rnFjoqi4zWewQ+DEfkxBCyODjbTC+r2uavqycn43sFAVS4qV9H+xDZpIc5XXafn8/IYOVX1f0a9eu9frfgdLpdLjjjjtQUlKCDz/8EKmpqbjvvvvgcDjA5XLx97//HWlp/g8eJwRwDcbvXqFlqqtH2ZY3MeKuOyBOSe7yXJxKjBZN4JVgGUmBzQMDXKXEgKud0lcSzGpzYOvOApgsDjSqjThxvhmjMlS4dtGoHsfKJALMm5SCXQcrcfXFo6g9mRBCokSwK8G6rHPtN2jMVgcCv1QihBAyGBjNdki6tUP2dk3TG4mIj5njkgYUz4ScOHzwTSFsdkdIWvkJiRS/2iFnz57d6//8JRKJsGnTJixbtgwAwOfz8dxzz+H999/HunXrsGXLlv79KciwpjNaoZB2vbBwGI1QHz4Ch9HY4/g4hQjNAbZDVjXokBXgUHzANQBZIRWgppfh+CfON8FkceDqi0dhx/5yNKqN+M2N08Hlev/1XDI7EzVNehSUqwOOhxBCSGRo9JagDsXvvM65q5Rph0hCCIlODicLs9XRox2yt2uaUJuemwiL1YFz5a1hf29CQsmvJNgDDzyAffv2wensOWuioaEBmzdvxqefftrn6/D5fMTGduwuIRQKkZSU5HmOw6ERZSQwLMtCZ7BCLvV/6954lRgtAbRDmix2NKpN/aoEA1xzwap76afff6oOaQlS3LFqPB67ay7+cNusXt9r8qgEJMaI8c2hin7FQwghJPw0Xlr3g0UscF00mayUBCOEkGjkvonRvRIskrJTFFDJhDhW2BTpUAgJKr9+yx555BG88cYb+Mtf/oL4+HjExsbCYrGgqqoKCQkJuOmmm7By5cp+B2G1WvHqq6/iqaee8nlMXl4e8vLyALgSb4QAgMXqgNXu7DEYvzdxysAqwarad0XJ7EclGOAapl9Wq/H6nMPhxMEz9VgyOxMMw/hVtszhMLh0ViY+/bEY666a1OOOESGEkMFHq7dAKQteJVhn7kowk5mSYIQQEo2M7Z/fg+m8nsNhMHVMAvILG3HbZeMjHQ4hQePXb1lycjIeeeQRPPLII6iqqkJzczOEQiGysrIglfZ/2J7bY489hjVr1iA7O9vnMatWrcKqVasAAOvXrx/we5KhQWu0AgDkAbSYxKvE0JtsMFvsfg26r6x3JcHSE/ubBJNj74kasCzbY4bX2fJWaA1WzJsU2PbFl8zOxAffFOKHo1VYMX9Ev+IihBASHhabA2aro0frfrCIBK5ZLWaqBCOEkKhktNgAABKh/90t4TAtNwE/5FejTWeBSh6aNYyQcAu4/zAjIwPTpk3D+PHjg5IAe/XVV5Genj6gSjIyfOkMriRY9zkrgrhYZN95GwRxsT2+J14pBgC0aP1riaxq0CExRtzvOzPpiTKYLA60enm/A6fqEKsQYXRGTECvmRgjwZyJKcj7uQwsy/YrLkIIIeGh0VsAIKiVYJ3XOXf7jMniCNrrE0IICR+Tj3bI3q5pwmHqmEQAwPHz1BJJho6w11uuW7cO586dQ1lZGRYuXIjXXnsNM2bMwMGDBzF16lQ89NBD4Q6JRDGduxKsWzukQKVC2pVXeP2eOJUIANDcZkJagszrMZ1VNuiQmazod4zunSurG/SIa0/AuR0taMScCcngcALf5fGyBSPwp437cLqkBZNGxfc7PkIIIaGl1bvWKmUQK8E6r3Msy4LLYagSjBBCopSvdsjermnCIVYhQnaKAscKG3Hx9PSIxUFIMIU9CbZ58+YuX99///3hDoEMIVoflWB2vR5tJ05CNWUyeLKuiS53IqpF0/dcMJZlUVLdhktmZfY7xqRYCXhcBtVNekwZk+B53GpzoK5Zj6svHtWv1508Kh4ZSTLk/VxKSTBCCBnENAZXJZgiiJVg3dc5kZBHM8EIISRK+aoE6+2aJlzmTEzG53tKcPeVE3sUHhASjQJuh9RoNDh9+jQAV4LA246RhISLzmAFl8P0uGtibmhE4bMvwNzQ2ON7hHwu5BIBmtv6bodsVJug1lkwNiuwdsXOuFwOUuKlqG7UdXm8pkkPJwtk9nPXSYZhcNmCHBw4XY8mtf+D/gkhhISXxl0JFsTdIbuvc2IBl3aHJISQKGUyu2aCBXJNEy6rFuTA4QS++Kk0YjEQEkwBJcHy8vJw66234te//jUAoLi4GOvWrQtJYIT4Q2u0QSEV9Bg435d4lQjNflSCFVa0AgByswbWh5+eKEd1o77LY+6B+xlJ/b+rs2hGOoR8Lr4+UD6Q8AghhISQ1mCBSMCFkM8N2XuIRTyYaSYYIYREJaPZDgGfCy434BqVkFPJhVg+Lwuf/1QKY3uyjpBoFtBv2euvv47//ve/kMtdlSujR49GY2PkstKEaA2WgHaGdItTitHiRyVYQYUayXGSAe+GkpYgQ01T1yRYVYMOsQohZAMoK5aI+LhkVgZ2HiiHzU4XP4QQMhhp9FYoglgF5o1cIvAM4CeEEBJdTBZ7j1bIweSai0fBYnXgy5/LIh0KIQMWUBKMz+dDKOw4iXM6nQFX4BASTDqDrV+96fEqMVq0/lWCjR1gFRjgGo7fpDbBbOloVals0CEzqf8D991Wzh8Bjd6KvSdqB/xahBBCgk+jt0DZjxs2gUiOk6KuxRDS9yCEEBIaRrO93zvRh0OcUoxLZmUgb28p7UxPol5ASbCZM2fizTffhNVqxZEjR/DQQw9h4cKFoYqNkD7pjNYeQ/EBgCMQQJozAhyB94uOeKWoz0owq82B0hoNcgcwD8wtrX2HyNrmjguUynodMpL7Nw+ss4wkOaaOScCXe+nODCGEDEZagzWo88CAnutcarwUdc2UBCOEkGhk9FEJ1tc1TThdMCUVrVoLKup1fR9MyCAWUBJsw4YNkEqlGDVqFN5++23MmTMHDz30UKhiI6RPWqPVayWYJCMdU198HpIM71v5xinFaNNbem0hLK5ug93BBqcSLMGVBHMPx7fZHahrMSCjn0Pxu1u1YAQKK9U4X6UOyusRQggJHo3e4vWGzUB0X+dS4qXQGqzQm2heCyGERBuT2Q6JkN/j8b6uacJp/Ig4CHgcHC+icUgkugWUBPvkk09w/fXX41//+hdeeeUV3Hjjjfj4449DFRshfTIYbZBLei4YfYlXiQAA9S1Gn8cUVqgh4HORnTrwlkWZRACVXIia9uH4NU0GOJ1sv3eG7G7m+GSo5ELsOVYTlNcjhAw/Dgft9hwqvqqWgyklXgoAqKdqMEIIiTpGi21Qt0MCgIDPxficOBwraop0KIQMSEBJsPfff9+vxwgJF73JBqm4ZxJMX1qKfdfeAH2p9618R2fEQCkT4INdhT5fu6CiFaMzVOAFaZeWtASZZ4fIKs/OkMFJgnE5DOZOTMG+U3XUp08ICdgH3xTi3n98H+kwhiyTxQ5JkC9uuq9zKXGuJBjNBSMk/JxOJ/7whz9gzZo1uOmmm1BSUhLpkEiU8TUYv69rmnCbNiYBp0taYLXRhlwkevl1RrZjxw7s2LEDNTU1+PWvf+15XK/XQ6EYeJUMIf3BsiwMZhtkXpJgYAHWbgd85IOkYj7uvHwiXtyWj0tmZ2J6bmKX5+0OJ86UtmDJ7KygxZueKMP5qjYArqH4KrkwqJUB8yel4Ov95Sip0WBUuipor0sIGdrKajX4YFchHE4WRrMNElHg1bWkd0azHeJg/712W+dkEgHkEgHNBSMkAs6dOwer1YqtW7fiyJEjeOutt/Dkk09GOiwSRYxmO8RJXi7N+7imCbepYxLxZt5ZnCtvxZTRCZEOh5B+8SsJNnnyZMTGxqKpqQk333yz53GpVIrc3NyQBUdIb8xWB5xO1mslmD8WzUjHd4crsfHjk7jj8glIUIkxMl0JhmFw6Ew9NHorLpoevP779EQZfsivhtPJorJBG7RWSLdJo+IhE/Ox72QtJcEIIX5xOJz414fHIBRwYTTb0ag2ITuFkmDB5HSyMFsdYWlzSYmXUBKMkAhITk4Gy7JgWRYajQYxMQPfVIkML66ZYIO7HRIAslMUUMoEOF7UREkwErX8+k1LS0tDWloatm3bBgCw2+2w2VyDV202G3i8wf8LS4YeQ/vw3/4mwRiGwb3XTsbDr+7F028dAgDcunIcrrtkDHYdrEBuZgyyU4JX6ZieKIfF6kBFvRYl1RrMGpcUtNcGAB6XgzkTk7HvZB1uWTEODMME9fUJIUPPrkOVKKnR4A+3zsLf3z6MRrUxqJ97BDBb7QDgtc0l2FLiZNQOSUgExMTEgMfjYfny5bBarZ5rpu7y8vKQl5cHAGhoaAhniGSQM1nsEIdhnRgoDofBlNEJOF7UiNsuGx/pcAjpl4B+0/bv349nnnkG5eXlkEgkaGtrQ0pKCr7/nuaIkPAbaBIMcCWm3vnLcugMVvz3uyJs21WIMZkxyC9sxC+vmxqkSF3S2neIfPClH8HlcjB/cmpQXx8A5k9OxXeHq1DZoENWMl3IEkJ6V1arQXaKAnMnpoDHZdDU6nuzENI/RrMrCRaeSjApTpXQwGJCwm3v3r3g8XjYuXMnTp06hWeeeQYvvfRSj+NWrVqFVatWAQDWr18f5ijJYGY0D/7B+G5TRifgp+M1MPiYzUzIYBfQxO9nn30WW7ZswYgRI7B//3689tpruOiii/z+fp1Oh9WrV2PatGkoKioC4Jo3duONN+K2225DfX19YNGTYc29DbzUy5wVcXoapr3yIsTpaX2+DpfDQCUX4tYV4xCjEOGJ1w9AJODiwql9f28gEmMlGJsVg0tmZWLTHy/FpFHxQX19wDWsUizk4tAZ+l0ihPTNYLJBJhaAw2GQoJKgQW2KdEhDjskSmiSYt3UuJV6KVq0F5vb3JISEB8uyUKlUAFxVYTqdLrIBkahidzhhtTshEQ7smiZcxmXHgmWBokp1pEMhpF8CSoIxDIP4+Hg4HA6wLItFixbh6NGjfn+/SCTCpk2bsGzZMgCutsq33noL77zzDh544AG89tprgUVPhjWD2ZUE8zYYnysUQpKZCa5Q6PfriYQ83HftZFjtTiyclh70CxYuh8FzDyzEL6+biliFKKiv7cbncTF5VALyCxtD8vqEkKFFb7JBJnF9hibGitGopkqwYHMnwYLdDultnUuNd+0QWd9qhEZvQRMlNQkJiwULFqCurg5r167Fgw8+iPvvvz/SIZEo0ts60Z9rmlBLS5BBKuajoIKSYCQ6BXRGJpfLYTQaMWPGDPzxj39EXFwcxGKx39/P5/MRGxvr+bqiogI5OTkQCASYMWMGnn322UDCIcNcb+2Q5sZGVH34P2TcsBqixMQez/syY2wSHrl9NsaPiO374EFqWm4iXt9+inZ5I4T0yWCyIVbuSsonxkhQXqeNcERDj7H9hk2wb6x4W+dS2pNgxVVt+Oi7IuhNNrz024uREOP/uRohJHA8Hs9r+yMh/uitbb6/1zShxOEwyM2KQUFFa6RDIaRfAqoEe+211yAUCvHoo49i9uzZSEpKwsaNG/v95hqNBjKZzPO1w+HweWxeXh7Wr1+P9evX0yBJAsB18cbncSDgc3s8Z9fp0fjtd7Dr9AG/7rxJKVDKBs/dlkBNy02A3cHidElLpEMhJGyee+45rFmzBhs2bPBs3NLZpk2bcM0110QgssFNb+yoBEuIkVDlUAh03OEP7k0Jb+ucQiqARMTDps9OoU1vgYDHwT/eOQyb3RnU9yaEEBI8vVWCDeSaJpTGZsWisEINp5ONdCiEBMzvJJjT6cRdd90FLpcLPp+Pa665BrfeeuuAtgBWKBTQ6zt+obncnskMt1WrVmHjxo3YuHEjkpKCu6seiU40jNG71HgZkuMkOEYtkWSYKCgoQENDA7Zu3YqcnBzs3Lmzy/N6vR6FhYURim5wM5g7PkeTYsVo01tgsfm+IUUCF87B+AzDICVeCpPFjt/eNB1/vH02Smo0eOvLMyF/b0IIIf0TqorhUBqbFQODyYaapsGVnCPEH34nwTgcDhQKBZqbm4P25llZWSgtLYXVakV+fj5yc3OD9tpk6NObbF6H4hNg2phEmgtGho38/HxccMEFAIALL7wQ+fn5XZ5/5513sHbt2kiENqixLOuqBBN3VIIBQCPtEBlUJosdPC4HfF5Axff9tmxOFu6+ciLmTkzBmMwYXH5hDvYerw3LexNCCAlcMHa8D7fcrBgwDFBILZEkCgWUbrZYLFixYgWmT58OkahjsPfLL7/s92usW7cO586dQ1lZGW644QbcdtttuPXWWyEQCPCPf/wjkHDIMOfa1Sx6FotwmpabiB37y1HfYkBynDTS4RASUlqtFontczLkcjk0Go3nOZ1Oh6KiItx33319vk5eXh7y8vIAYFi03VvtTtgdTs9Jd2J7EqxJbUJGkjySoQ0pJos96EPxe7Ni/oguX6clyKDWmWF3OMHjhicRRwghxH+G9orhaEqCSUR8ZCbJUVChxqWzsyIdDiEBCeisLBg7nWzevLnHYytXrhzw65Lhp3MbT3d8lRJp114NvkoZ5qgGh8mj4sHhMDhW1IQV8ygJRoY2uVzuaa3X6XRQKjt+799++22/q8BWrVqFVatWAQDWr18f/EAHGb3RCqBjh914pQgcDoMG2iEyqIxme0haXPxd5+JVIrAsoNZaaEA+IYQMQgaTDVwOA6GXOceD+ZpmbHYsCsqpEoxEn4DOymbPnh2qOAgJmMFkg0LqfYC9MC4O2bcO3/YnqZiPsVkxOFbYiBXzsiMdDiEhNX36dLz55pu46qqrsHfvXkyfPt3zXEVFBY4dO+b573//+9+49957IxXqoNK9/YLL5SBOKUITJcGCymQJTRLM33UuXulKfLVoTJQEI4SQQcjYfmOfYZgezw3ma5px2bHYdbACtc16pMbL+v4GQgYJqosnUau3wfh2owmaU6dhNw7fnc6m5Sbi5PkmOBy0KxgZ2saNG4e4uDisWbMG58+fx9KlS/HYY48BcO0auWXLFmzZsgVZWVmUAOtE354E69xWnhgjQWPr8P3cDIVQtUP6u87FqVyJr2YN/bsSQshgZOhlzvFgvqZZMCUVCSoxNn16CixLu0SS6EFJMBK1DCY7pD4uLMx1dTj9p8dhrqsLc1SDx/TcRBjMdhRWqiMdCiEh9/DDD2Pr1q144YUXIBAI8MQTT/Q45pNPPolAZIOXt0G8iTFiNFIlWFAZzbaQVIL5u85JRTyIBFw0t5mDHgMhhJCB05tskIqj75pGJOBh3VWTcLSgEQdO10c6HEL8RkkwErX0vVSCEWBkugpyCR/HCpsiHQohZBDyVIJJBJ7HEmMklAQLMlclWOTWKoZhEKcUo4UqwQghZFAymiO7TgzEnAnJmDkuCRs/OYEXt+Xj9e2nPecXhAxWAd2anDt3bo9eZZlMhvHjx+N3v/sdMjIyghocIb6wLAuDmXaH7A2Xw2DK6AQcK2zEzcvHRjocQsggYzDZwONyIOB13A9LiJGgVUs7CQaTyWJHUmxkNyiJV4nQ1EZJMEIIGYx6G/Ey2DEMg/XXTMbGT06irtmAn2trwbIs1l01yevxBpMNfB4HAi+bABASLgElwa6//npkZGR4dnPcsWMHSkpKMGXKFPzxj3/Ee++9F5IgCenObHXA6WSjdsEIl2m5ifi/j45DZ7RC3qnaAwDe+eosTpe04NlfXRih6AghkaQ32SCTdB3Eq5IJwLKAzmhFjFwUweiGjlDtDhmIOKUYtU36iMZACCHEO4PZhjhl9K65SbESPH73XADA/74/j/d2nMPKBSOQltB1WH5FvRZ/eHUvFs/KwLorvSfJCAmHgG7z7t69G9dddx2kUimkUilWr16Nn3/+GcuXL4dWqw1VjIT04G2WTWcMlwtBXCwY7vC+yzBtTCKcLHDifNeWyKoGHT7ZXYxz5a2oqKPfXUKGI72x5yBe9467WoM1EiENSaEajB/IOpegEqNZQzPBCCFkMDKYbD7bIaPtmuaKC3MQpxThzS/OdHm8sdWIxzfth95kQ35BY4SiI8QloCRYTEwM3nnnHTQ3N6O5uRnvvvsulEolnE4nuFHyi0mGhr6SYNLsLMx6YzOk2VnhDGvQSYgRIzNZju+PVHkeY1kWr28/jYQYMaRiPn46XhPBCAkhkWJorwTrTCFzVYxSEix4QlUJFsg6F6cSo1VrhsNJu3cRQshgYzT7boeMtmsaAZ+L2y+bgINn6nGy2HUT3u5w4q9bDoDP4+CuKyagulGPNp0lwpGS4SygJNiLL76IsrIy3H333bjrrrtQWlqKF198EXa7HS+88EKoYiSkB/fARV/bCZMONy7JxeGzDTha0AAAOHSmHvmFjbjz8omYPykFe47X0LbGhAxDepO1x0m3u21aR0mwoGBZFmZr5Nsh45UiOJ0s2nSDtxrsh/xqvPa/E3jt4xM4Vdwc6XAIISRs9L3seB+NLpiaitysGGzZfgYOJ4sd+8pR1aDDI7fPxoVT0wAAZ0pbIhwlGc4CSoLFxcXh8ccfx2effYbt27fj8ccfR3x8PAQCAXJyckIVIyE9GMztu5r5uGtiKK/A4TvXwVBeEc6wBqULpqRi8qh4bPr0FH7Mr8az7x3FzHFJmDsxGRdOTUNdswEl1ZpIh0kICTODyd7jM1Qq5oPDUCVYsJitDrAsQtIOGcg6F68SAwBaBnFL5NavC3DgdB325Fdj+56SSIdDCCFhYbM7YbU5fFaCReM1DcMwuPvKiSit1SBvbym27SrEpbMyMSJViTilGClxUpwuoZsdJHICOisrKSnBm2++iZqaGjgcDs/j77zzTtADI6Q3fbVDsg4HrC2tYDv9nA5XDMPgF1dPwgMv/IDn3z+KhVPT8MCN08AwDCaPiodSJsCe4zUYlaGKdKiEkDDSm6xIT+o6tJbLYSAVCygJFiTG9hs2oagEC2Sdi1O6kmDNbSaMyYzxeozV5sALW4/ilhXjkJ4oD2qs/lDrzLh5+VhU1OlQ1aAL+/sTQkgkuNcJXzPBovWaZmxWLBZOTcPr209DJOBi7Ypxnucm5MThNFWCkQgK6KzsN7/5DW6//XasXbuWZoCRiKLtdQOTlazAL66aBIvVgasvHunZDY7L5WDB5FTsPVGDO1aN77JLHCFkaDOYbF6raRVSAXRGSoIFg8liB+D74iZc5BI+BDwOmttMPo+padJj38k6GEw2PHnP/LCuB2aLHWarAyqZEBq5FSepQoAQMky4b+z76m6JZrdeNh6HztbjukvGIFbRsfvlxJFx+O5Ipdfd6wkJh4CSYAKBANdee23Q3tzpdOKRRx5BZWUlWJbFU089hZEjRwbt9cnQZTD5HiBJvLtswQivj0/LTcRX+8rR3GZGQow4zFERQiJF30sSjCrBgsOdBIv0TDCGYRDXxw6Raq1rSPGJ883Yf6oO8yenhis8tOld762SC6ExWNGms4BlWboxQwgZ8twjXobidU1SrARvPrasx7yziSPjwbLA2dIWzJmYEqHoyHAW0EywefPm4eWXX8bZs2dRXFzs+V9/nTt3DlarFVu3bsVDDz2Et956q9+vRYYXvclGQ/GDJLe9NaawsjXCkRBCwsXhZGE02yEV97wDS0mw4DGaB0cSDADilWK09FIJ1qp1JcimjknAls9Pw2ILX+uNe5cwlVwElUwIq83hSSASQshQ5q4EC8XsyMFAJub3uKGRGCNGvEpMLZEkYgL6bTtx4gQA4MiRI57HGIbp90yw5ORksCwLlmWh0WgQE+N9TgUh3flq43ETpaRg4lN/hSiF7i70JUYhQmKMGIUValwwJS3S4RAy7Dyx5QAm5sTjmkWjwvaexl42F1FIBaisp5lMwdDRDhn8i5tA17k4lQiNrUafz6t1ZsglAtx7zWTc88x32HeyFotmZAQr3F6p3UkwmRAauRCAqzos0m2khATi4MGDeO211+B0OnHrrbdiyZIlkQ6JRAFD+80SX9c1Q/GahmEYjM+ORVGlOtKhkGEqoLOyd999N6hvHhMTAx6Ph+XLl8NqtWLbtm0+j83Ly0NeXh4AoKGhIahxkOhjMPfeDsmTiKGcNDGMEUW33KxYFFbQQkRIJBRXtYFlEdYkWG8zSOQSqgQLllC2Qwa6ziWoxDhb5rvit1VjRqxCiNQEGeKVorAOp2/TW8BhALlUAJU7CaazIDVe1sd3EjI4mM1mvPnmm9i8eTMEAppxRPznXo/FPpL+Q/WaZmS6EofO1sPpZMHhUOs7CS+/zsp27NiBFStW4P333/f6/M0339yvN9+7dy94PB527tyJU6dO4ZlnnsFLL73k9dhVq1Zh1apVAID169f36/3I0GEw2aCQCn0+b2lpQd2XO5By2QoI4+LCGFl0ys2KwcHTdbDZneDzAuqSJoQMAMuy0BqsqKzXhvV99cb2GSQSHzPBaDB+UBjNdvC4TEg+VwNd51RyIdq0vmeCterMiGkfXJwSL0NdsyFosfalTWeBQiYEl8NAJetIghESLY4dOwahUIh7770XIpEIf/nLX5CQkBDpsEgUMJptEAt54PpIBA3Va5qRaSqYrQ7UNusjsiMxGd78OivTaDQAALVa7fV//cWyLFQqFQBXVZhOR+0XxD99Dca3tWlQ8/GnsLVpwhhV9MrNjIHV7kR5Hf19ERIMTieLirq+E1sGsx0OJ4tGtSmsM5B6qwRTSAUwmGywO5xhi2eoMlnsEAt5IRnwHug6J5cIYLU7fc76Umstnt27UhOkqA1rEszsSX7JJQJwOIxnWD4h0aClpQWVlZX497//jeuvvx6vvPKK1+Py8vKwfv16rF+/njpbCAD3nGPfdSlD9ZomJ10JACipHlp/LhId/KoEu/HGG+F0OqFWq/HnP/85aG++YMECfPrpp1i7di2sViv+8Ic/BO21ydBmMNl7XTBIYHLSlOBxGRRWqDE6g2bzETIQTieLVz86jm8OVWLzI5ciOU7q81itoeNCv6pBhzGZ4fn90/fWDil1tfLojFbEyEU9nif+c9/hHwzc29DrjVYIlT13Am7RmjEhx1VlkBovxZ5j1WHbobFNb/G0QXI4DFQyAVWCkagil8sxffp0CAQCzJs3D//5z3+8HkedLaQ71yY1w2/+oVwiQGKsBCU1Glw0PT3S4ZBhxu8zMw6Hg7Nnz8LhcIDL5QbnzXk8n+2PhPRGa7RCJqGZC8Ei4HORk6ZEYYUaqy6IdDSERC+WZbHxk5P45lAlAKC2ydBHEqyj7bCyPvxJMG8zSBTuJJiBkmADZbLYB81wd1l766vOaENctyQYy7JQa82IUbgSUSnxMpgsDrTpLJ4WyVBq01mQGCvxfK2SiSgJRqLKpEmT8Oabb4JlWZw7dw4ZGeHZVIJEv766W4aykWlKlFS3RToMMgwFdHsyKysLt9xyCy655BKIRB0nRf2dCUZIf9jsDhhMNk/rBAmO3KxYHD5bH7Y7/4QMRUWVauzYX477V0/Bvz85iYbW3lvKtHpXEkws5IZ1ELnBZIVU5H0GiTsJRsPxB87dDjkYuCvBdF7mvRlMNtjszo52yHhX4ra22RC2JFjnBLBKLqR2SBJVYmNjsWTJEqxduxYMw+Dpp5+OdEgkShhMtkFzsyTcRqYr8ekPJXTtQcIuoEmt6enpmD9/PkwmU1BmghHSH+6t1N13rL3hyWVIvPQS8OS0s5S/ZoxNRH2LES+8n+9zZgwhpHdjMmOw5dElWD4vG/EqMRpajb0e726HHJsVi8owJsH0vdx5didLgp0Eq6zX4r0d54L6moOd0Ry6JFig65y79VXvJQnW2j4w350ES25PgtU164MRap/a9BbEyDvWdJVcSJVgJOrcfPPNeP/99/Hee+8hMzMz0uGQKGEw27yOJnAbytc0I9NUMJhsfZ4rERJsAZ2Z/fKXvwxVHIT4zX1i3FslmCgxEaN/dV+4QhoSZoxNwoa1M/Dyh8dR06TDE/fM91wME0L8wzCMp60rOVaC+j5O7DR6V0VWTpoSP52oDUeIAFxJMJnY+++3TCIAw3ivGBqIbw5V4rMfS3DDkjHg84IzVmGwM1lCN+sl0HXOfZGla98ZtLPuSTAhn4t4lTgsw/GtNgeMZrtnJhjgWt/PlbWG/L0JISTSDCYbMpN87444lK9pRnYajt/b6AhCgs2vJNhzzz2HDRs24IEHHvBaqvjyyy8HPTBCfHG3SHQ+Ye7OYbHA0tAAYVISuEJqm/TXwmnpSEuQ4bFN+/HkloN44p55EAkGRysPIdEmKVaCsj52iNQarFDIhMhIkqOx1Ri29jmD0XclGJfDQCbmB70SzJ3UaNVakNRp/tNQZrLYkaDqOYQ+GAJd57hcDqQino9KMHeFdUfrY2q8FLVNoU+CddzY6nhvaockhAwXhj4G4w/la5oYuQhxShFKatqwYEpqpMMhw4hf7ZCLFy8GAKxduxY333xzj/8REk5qrQUMAyh7qQQzVdfg2K9+C1N1TRgjGxpGpqvw+N1zUVarwT/eOQKHk410SIREpaQ4CRpa+mqHtEIhFSAz2XUXuLoxPC2RerPNMyjdG4VUENQkmMXmQElNGwBA3V51NBwYzXaIQ7STcX/WOZlE4LUSTK01QyriQcjvqNBLTZChNgztkN5ubKnkQpgsdmrNJ4QMeQaTDdJeZoIN9WuaUekqHDxTD5PFHulQyDDiVxLsqaeeAgDMnj0bX3zxBWbPnt3lf4SEU5veDLlEAB43oJF2JABjMmPw8K2zcORcAw6dqY90OIREpaRYKXRGK4zmnkkHN43BAoVUgPREVxKssj48STCDsfeTboVUGNQkWHFVG+wOV0K9ZZAmwcpqNWgM8lySwTQYHwDkEr7XNtdWrRmxyq4D8FPipKhrNoBlQ3sjxFMJ1ikJ5r7JRXPBCCFDmdPJwmQevrtDAsCNS3PRpDbi728dgs3ujHQ4ZJjwK4vQ+QTo9OnTIQuGEH+06Sy9tkKS4Jg5Lgk5qUr8mF8d6VAIiUrJ7S1/vQ181RqsUEqFEAt5SIyVhC0Jpjf1XgkmlwS3EuxceSvEQi54XM6grASz2Z147D/78WbemaC+rsFk7XXgcbjJJQLofcwEi5F3TYKlJkhhtjo8m9GEilrXXt0t7ZhR5x6S36YbfD8rhBASLGarHU4WwzoJNipdhUfvmINTJS3498cnIh0OGSb8SoLRlqVkMFHruu4iRULn4hnpOHS2HnqT70oWQoh37rlX9b20RGr1rnZIAEiNk4ZthyRDL7tDAq52yGAOxi8ob8WYzBjEKoSeIeyDyf5TtWjTW3C+qi1or2k022CyODzD5gcDucT7v6taZ+kRZ2r7DpG1TaFtiXRXd3M7VXerqBKMEDIMGEyuFsDeKrOHgymjE3D3lRPx7eFK1IR4zSEE8DMJVlhYiHnz5mHu3LkoKirCvHnzPF/Pmzcv1DES0kWbztJlgK5XDMDweADlbwdk4bQ02B1O7DsZvl3rCBkqVHIhBHxuH5VgFihlriRYsBNPvrAs2747ZC+VYEGcCcayLM6Vt2JcdhxiFKJBmQT7al85BDwOGlqNQftzuyuoQpYE68c6J5PwfVaCdY8zOU4KhgFqQjwc31t1t0Lq2qGUhuMTQoYyQ/u4BKm4l7b5YXJNs2R2JpQyIbb/WBLpUMgw4NegirNnz4Y6DkL81qazYFS6qtdjZDk5mP/xh+EJaAiLU4oxZVQCfjhajaVzsiIdDiFRhWEYJMVK0NDqPYlgdzhhMNs9lWAyCR9VYRiMb7E5YHc4+6wEC1YyqLbZAK3BinHZsaio16JVM7iSYOV1WpwpbcEtK8bh3R3nUFzdhum5iQN+XfefM1RJsP6sc3KJADpT139XlmVd7ZDd4hTwuRiRosTJ801YNjd0n/+uG1tdk2BcLgcKqaDflWC1zXokxUrB5Qzxq0ZCSFQztHdaSHqpBBsu1zQCPherLhiB/35ThJuXj+11AzRCBoomi5Oo06andshwunhGOk6VNKO+JbTVAIQMRa4kmPdKMHeSSdF+oieXCqAL4hwuX9wn3b1VgimkAhhMNjgcAx9Se66sBQwD5GbFIFYhCvmMqUB9ta8MMXIhrr54FKQiHs5XqYPyuu4NALonlyJJJhFA363a0GSxw2J1IFbRc12dNzkFh8/VwxrCXRpda3rPvyOVTNivJFiT2oR7//E9DpyqC0Z4hBASMu71eDjPBOtsxbwRAMPgq33lkQ6FDHGUBCNRxWpzwGCy9TkY31hVjeO//R2MVTTUfaDmTUpBnFKE598/CpudtqsnJBDJ/iTB2ivBXFU6oZ+/p/fjpFsuccWkDUJ7Zn5hE0akKiEV8xGrEKFlEFWCaQ1W7D5SheXzssHncTAqQ4XiIM0Fa9WYIRHxQrY7ZH/WObmED5PF0WUHrtZeknXzJ6XAZHHgeFHTwAP2wddmNyq5EOp+tEPuP10Lp5NFbTPNlSEkWpTWaHok6IeD+lYD+DxOr1VPw+maRiEV4JJZGdh5oDzSoZAhLuJJsIMHD+K2227DLbfcgm+++SbS4ZBBzj0fxNtd486cVisMpWVwWoffghpsEhEfj9w+G6U1Gmz85FSX3WIJGSyee+45rFmzBhs2bIDN1pFI+v7773HdddfhpptuwlNPPRX2uJLah917+73RtH+edU6CWayOkFbdAP5Vgrnb07T6gX2G2uwOHDnXgLkTUwAAsQohdEbroNkG/cufy+BkgcsWjADg2qUqaEkwL3O2gqk/65w7udn5YlOtdf0cxnmJNTNZgfREGX4O4VxIn0kwmahflWD7TroqwJraTAOOjRASeq1aM373rz34y+sHYA9C9XE0qWrQIz1R1mvr9nC7ppk0Mh4tGnNQd6hubDWipLotaK9Hol9Ek2BmsxlvvvkmNm/ejHfffRdLliyJZDgkCrhPiPuqBCPBNSYzBvddOxm7Dlbgb28eClq7ECHBUFBQgIaGBmzduhU5OTnYuXOn57mxY8di27Zt2LZtG1pbW3Hq1KmwxpYUK4HF6vA64Nt9gqeUtrdDSlxJqVAPx/enEkwpdyVLAhlMbjDZcKywEZ/vKcGp4mYAwInzzTBZ7Jg3yZUEc1cbqXWRrwYzW+z44qdSLJ2T6bkLPzojBs0aM9RBGN4f6iRYf8i8/Iz11bY5f3IqDp2pD8nFqc3uhN5k6zETDACUMgG0hsCSYGqdGWfLWsDlMGhSUxKMkGiw/ccScDkMzle1YduuwkiHE1ZVDTpkJMkjHcagktn+91HVELwZqa/89zh+/+peVNRpg/aaJLpFNAl27NgxCIVC3Hvvvbj//vvR1BS6cnsyNFASLHIunZ2Fh9ZMR1WDDg++tAc79pdHOiRCAAD5+fm44IILAAAXXngh8vPzPc+lpqaCx3O1o/H5fHA44V32kmIlAFx3IbvTGqzgcRlIRK745O0VYTovu/cFk6cSrL0qyBt3UkITQBLsiS0H8Nim/Xj989P421uHoNFbcOB0HVLipMhKdp3UupNCg2GHyF2HKmAw23D1RaM8j43OUAEAioNwx7hVa0ascnAlwdyVYJ1/xtRaM8RCrs+2zfmTUqA32XCyPbEZTO6fL29rukImgCbASsQDp+vBMAzmTUpBM1WCETLo6Y1W7NhfhlUX5ODmZWPx0XdFnpsoQ4HJYvesud2xLIvKeq0n6UNcUhOk4HCYoCXBNHoLThY3ASyLZ945DJPFHpTXJdEtokmwlpYWVFZW4t///jeuv/56vPLKK5EMh0QBtc4ChgGUUt8XbyR0Lp6RgdcevgSLZqTj3a/O+VzYCQknrVYLmUwGAJDL5dBoND2OOXnyJFpaWjBhwgSfr5OXl4f169dj/fr1aGhoCEpsMe3Dxr0Ng9fqLVBIBWAYVxuEJ0ER4uH4eqMNPC4HAp7vUwCxkAcBj+N3O5rWYMW58lasu3Ii3n58GcCyeOerczh4uh7zJqV4/ozuJFgwKq0G6vM9pVg4LQ2J7YlKAEiIEUMhFeB8EFoiWzVmry2GkeSuBOvcDtmqNfc6YiAnTYl4lRjHChuDHk9vN7aUUlfrrMPpfwv+vpO1mDQyDjlpSmqHJCQK5P1cBoeDxRULc3Dt4tEYnaHCB9+Ephos3OM8Kuu1uO/Z77HhlT1eRwBo9FbojDaqBOuGz+MiJU4StCTY/vZNUp64Zz5aNCZs+jS8HQFkcIpoEkwul2P69OkQCASYN28eiouLfR4biosTEn3a9GYopAJwub3/6IqSEpH7+4cgShr4NvekKy6HwW2XjYfFascnP/j+nSUkXORyOfR61xBsnU4HpVLZ5fn6+no8/fTT+Mc//tHr66xatQobN27Exo0bkZSUFJTYFFIhOAy8JpO0BisU0o6L/44qndAmwQxmG2QSvicx5Q3DMFDKhX63Q54oagLLulrnYuQirFk+FrsOVqBNb/G0QgKuPyOPy6A1wsPxjWYbGlqNmDm2678zwzAYmaZEaU3PRGp3pTUa3PXULrRoeiZbWJZFS4jbIfuzzsnEPSvB+qpYYxgGWcly1DYFf4fgjjmf3tshWRZ+D8s2mGw4VdyMeZNSkaASw2CywWimGzWEDFZOJ4svfirFkjlZiJGLwOUwWDEvG6dKmoPWzsyyLB7998+4/pEvcdWGz/GvD48FlFjvr7NlLfj9q3shEnBR02TAp17Ol91Jnr6SYMPxmiYjSY7KICXB9p6owaRR8ZiQE4drF43G3hM1cIbhZ4AMbhFNgk2aNAklJSVgWRbnzp1DRkaGz2NDcXFCok+bzuJ1dkh3PJkM8Qvmg9deHUKCK04pxhULR+KzH0sGRVsTGd6mT5+Offv2AQD27t2L6dOne57T6/X47W9/iyeeeAJxcXFhj43LYaCQeU8maQxWz1B8wDWji2HCMBPMaOt1KL6bSib0uxIsv7ARGUlyxKvEAICV80cgM1mOGLkQYzJjPMdxOAxUchFa+zHwPJjcO3YmxUl6PJcQI/HMyerNvpO1aFSb8P2Rqh7PGcx2WG2OkLZD9med4/M4EAu50Ju6DsaP7WOzmZR4Kepagr/borsi0NvOaO4Esb8tuXXNBjicLHIzY5AQ4/p3pZZIQgav+hYDtAYr5kxI9jw2f3Iq+Dwufsjv+bnaHw2tRpwsbsbimRm4celYfHekCi9uzYcjxAP4N28/jbQEKZ5/YCGuuDAHH35TiPqWrjcSKht04HEZpMRLe32t4XhNk5EkR3UQkmAavQWniptxwZQ0AMCoDBXMVgca1d537SbDR0STYLGxsViyZAnWrl2L5557Dvfff38kwyFRQK2z9LkzJABY29pQs/1zWNvaQh/UMHXt4tEQ8jl4+YNjg2anNzI8jRs3DnFxcVizZg3Onz+PpUuX4rHHHgMAvP3226iursaTTz6JW265BYcOHQp7fL6SSVqDpUsSjMthIBXxQz4TTG+y9joU300pE/o1k4llWRwrasT03I671DwuB4/eMRuP3jEbnG67XsUpRBGvBPMkwWJ6JsFiFEK/2jWPF7nmmH57qLJHm01re3VYKCvB+rvOySSCHpVgvobiu6XGy1DXbAx6BUWb3gK5hA+el+pupcz1u6Hxsz24Vece8C9EQnsylloiCRm8ympdQ8pHpHZUb0tEfMybmILdR6uC0r5YUOHayOmmpbm4aWkuNqydgZ9O1OD17acH/Nq+2OwOlNdqsHhmJqRiPtYsGwu5VNDjPasadEhNkHn9/OtsOF7TZCTJ0awxD7iad/+pOqB9TiQAZCUrAIAG5JPIJsEA4Oabb8b777+P9957D5mZmZEOhwxyvrZS787a0oryN96GtaU1DFENTzIxH7+/ZSZOFjfjpW35YSkvJ8SXhx9+GFu3bsULL7wAgUCAJ554AgBw//3346effsK7776Ld999F7Nnzw57bCq50OtuiNpulWCAazh+qGeCGUz+VYLFyIVo0/edDKps0KFFY+6SBANciZPcrNier6sQehIWkdLYaoSAx/G6nsQqRGjTWXptl9AZrThfpcZF09JR22zAufKua427QjakSbB+rnNysaBLtaFa13fbZkq8FHaHEy1BTir1tqa7q8O0fg7Hb9WYwTCupHOsUgSGGZyVYI2tRnzxU2mkwyAk4kprNYhVCHt8BiyemYGqBn1QNigpKG9FWoLU83lywZQ0rLtyIvJ+LsOpktAM4C+r1cLuYD0brYiFPNx22XgcPFOPosqO3dX93RlyOF7TZARph8gf8qsxeWS8598/TimCVMxHeT0lwYa7iCfBCAmEv0kwEh5TxyRiw9oZ2HuiBr987ns8/dYhHDlHM/sI6SxG7r0STKPvOhMMAOQSfujbIU02vyvB2vxIQBwrbISAx8GEkf61m8YOhkowtRGJsRKvc9Fi5CI4nCy0vSQjT55vhpMFblk5DomxEnx7qLLL8+FIgvWXTMKHvr0SzGyxw2i2I1bR+7qa2t6uU9cc3LlgrhEH3v+OpCI+OBwGGoN/7ZBqrRlKmRBcLgc8LgexClHQ5goF0/dHq7Dps1O9/nwRMhyU1WqQnars8fiU0fGIVQi9tpoHqqCiFWOzu96MWTl/BMZlx+KV/x6HxeYY8Ht0V1zdBi6HQXaKwvPYwmnpSEuQdhn6X9mgo50hfUhPlIFhgKqG/rfhV9Rpcaa0BUvnZnkeYxjXv0tFXXDmjZHoRUkwElXadGavA3RJ5MyfnIo/3zUXk0bGo67ZgOfeOzKgk/sWjQn7T9Xio++KUNsc/Bk0hISbSi7qkQRzOllo9BbP7pFucokg9IPx/awEU7Un7/pqSckvaMSEnDgI+Vy/3j9WIfJaGRdODS3GLrtCdtaxo6fvGI8VNSItQYakWAkumZmBvSdqYO607XqLxgy5hA+Bn38n4dT5Z6yjhbD3ZF1irAQcDoPaliAnwfS+b2xxOAwUUoFfLbkA0KrrOtssXiUelO2QVfWui69gVLmQwScvLw9z586NdBhRoaxWixGdEkVuXC4HC6ak4cCpugG1RJotdpTVajG2W0Uyh8PggRumornNhA9DsBPl+co2ZKcqunz+czkMblySi8NnG3C+Sg2d0Yo2nYV2hvRBJOAhMWZgO0R+ua8MMXIh5k5M6fJ4VrIc5dQOOexREoxEjeY2EwxmO5Lieh8gScJv5rgk3Ld6Cp5aPx8sC/z326KAX4NlWXy+pwR3/+0bPP3WYby741xIZjY4HE589F1RjwGlhISKystgfJ3RCoeT7ZHUl3eb1xQKgVSCWW0OmK2+75Tb7E6cKWvF1DH+71oVqxBBo7dGdJZgo9rodR4YAE8iRa31XoHkmoHWhGljEgAAi2ZkwGRx4Fj7jDCgfcfFQVgFBrgrwVyJJfefsa9YeVwOkmIkqG0K7o0JdR/V3UqpANoAKsE6b0SQoBIPynZI945nxVVtkQ2EBJ3D4cDXX3+NlJSUvg8e5nRGK5rbTF3mgXU2Z0IymjVmlFT3vVOvL+er2uB0shiX3bMtPz1RjhXzs/HNwcqgD8kvrm7DqHRVj8cvbK8G+88np/DVvjIAoEqwXgxkh0ij2YYfjlZh2dxs8Hld0x3ZKQrUNOlhswe/CpBED0qCkahxstjVuz8xp++WG65EgphZM8GVeL/IIaGhlAlxzaJR+PLnMs/gaX9YbQ78490j2Lz9NC5bkIO3H1+GX98wDYfPNqAiiH37TieLf/33ON756hy27ykJ2usS0psYhRBGs71L24W7Mqz7Rh9yabgqwQR9HqdqH0ze2w6R56vUsNocmDTK/5033VVH/u76F2wsy6Kh1YikPirBfO18W9diQGOrEdPaZ6ClxEuREifF8aJGzzHhSIL1d53rnGh1t6X6E2tKvDRE7ZC9JMFkQv9ngmm7VooPxkowh5NFTXsikSrBhp68vDwsX77ca5s16aqs1pXcGpHasxIMACbkxEEq5uPAmbp+v8e58lZIRDyf1VYXTUtHm96C0yUt/X6P7swWOyrrtRidEdPjOS6HwT1XT0ab3oL3dhRAwOMgNaHvG/vD9ZomI0ne70qw749UwWJzYvm8rB7PZaUo4HSyqG6kbpPhjJJgATJZ7EN6AHhzm2nAQwhD5WRxE7JTFF63Uu9OnJKM8X/6I8QpyX0eS4LrqoUjIZPwsXVngV/H2+xOPPPOYRw+U48/3jYLd185EbEKERZOS0e8UoRPfygOWmyvf34au49WIStZ7tnZjZBQc1/kd04muVvtulfByMX8kA7GdzhZGM12vyrBVPK+k1WnS1ogFvKQ4+NuvvfX7fn3EU4Gkw1Gs91nOySfx4VcwvfZDnmuzDWceGKnGWhTxyR0+Uxp1XStSgqF/q5z8k6VYK06MwR8LiQiXp/flxovRV0QK2jtDid0RmuvlWAKqSCgmWCdk3kJMa5KsGDsMBcsDa0G2OxO5KQqUUJJsCHF4XBgx44dWLlyZa/H5eXlYf369Vi/fj0aGobvDNWyWi34PA7SEmRen+dxOZg1PgkHT9f3+z0KKlqRmxnTY4dit9EZKiTFSvDTiRqvz+tNNhw6Ux/QZ0hprQZOFp6h+N1Ny03E648uwZY/LcE/f3sR+Ly+W+aH6zVNdooCjWpjQOcKaq0ZWz4/jTfzzmLB5FTEKcU9jnHvEEktkcMbJcH8ZLbY8e6Oc1jz5x2444mdeH37ab+2UI8mLMviqTcP4qGX9wS95WGgWJbFyeJmTB4d79fxTrsdNo0GTru974NJUImEPFy7aBT2HKvudeFiWRaV9Vo8994RHCtswqN3zsH8yame5/k8Dq68aCR+zK8OSktLSXUbvvipFOuunISblo5FdaN+UA5NJkNPR9KnY81Qt/9u9EiCSV1VOqG6cHdvNy6T+NMO2V4J1ksS7FRJMybkxIHbxxbvnbmrdSI1F8xdpeqrEgxwVav1VgkWqxBBIur4O5w6JgG1za4KMSA8lWD9XecUUgEMZjvMFnt74kjoV+VKSrwU9c2GLrtmltVq8NF3Rfh6f7nXyiaHk8XB03X46VgNDp2p7/K97uRqr+2QMqFfM8GcThZqnaXLbLMElRg2u9PvmWKdsSyL+hYDapr0QT3Xc88DWzQzHY1qU5cEs8PJIm9vKX44WoWyWs2gSt6Rvn3++edYsWIFOJzePwtXrVqFjRs3YuPGjUhKSgpTdINPWa0GWSmKXteOuRNSUF6n7df4CpZlUVCu7jEUvzOGYXDBlFTsO1kHe7eWSJZl8dK2fDz5xsGAkiXFVW0Q8DjITO69zTExRuJJxvRluF7TTM9NBAPg4BnfidCTxU348ucyvLfjHH7/yk+4/Ymd2HWwAtcuGoVfXjfF6/dIxXwkxIhRQUmwYY2SYH6obdbj/ud349MfinH1xSNxwdQ0fHu4Ev/67/FIhxZUR841oKRaAwGfg7+/fbhL647RbENBReS25q1vMaJJbcKUUQl+HW+sqMShW++EsaKy74NJ0F0yKxMMw+C7w13//n/Ir8atf/kat/31a6x9/Gvc/9xuHC1oxB9unYnpuT1nCi2dkwUhn+uZnTAQXx+oQJxShJXzszF5dDwYBl3alwgJFXfLo7pzJZjWAomIB5GgawWOTCKA3eHsdQ7XQLh3BZSJ+k6CKaRCMIzvii27w4lz5a1+tah3pvRSGRdO7iRYoo+ZYIBrLpivmWD1zUYkx3X93smjE8BhgGNFTTBZ7GjVWkKeBOvvOpfbPiT6dGlLQMm6lHgprHYnWjrt7Ll1ZwHe/7oAr318An99/UCPxM3xokY89eYhPPveETz5xkGcKe1oO3L/+/faDunnTDD3jL3Ou1wmqFz/Rk1t/rfmu+0/VYd1T3+L9c98h9uf3OUzIRqoygYdJCIeZk9wVXR0nndUUN6K/3x6Ci9szccDL/xAOy1HmeLiYmzfvh133XUXKioq8NRTT0U6JADAzgPl+HwQjn/wNRS/s2m5CeDzOL0mQXypbtRDZ7T2mgQDgAunpkFntOLk+eYuj393uAoHz9SDz+NgzzHvlWLenK9qw4g0JXgB3Bjqy3C9plHJhRg3Ig4HTntvif1ybyke/fc+bP7sFL45VAGVXIj7Vk/F648uwZplY7vcqOouK1lBlWBhsOmzU1jz5x1Y8+cd2PTZqUiH0wUlwfpQ32LAo//eBz6Xg//bsBi3rhyPX1w1CfdeMxlHzjWgMIKJoWBiWRYffFOI8SNi8eQ981HbpMfz7x1BbZMeZbUa/PbFH7HhXz/hoI8PolA7WdwEDuOaEUAGP7lEgAumpOLrA+WeO/9HzjXgpW35GJMZg+Vzs7FqwQj89Rfz8P4TyzFnovchshIRH3MnpeBQP06AOjOabfgxvwpLZmeBy+VALhFgVLqqz5bIHfvK8OSWg12qFwLV3GaC2Tq87t6RruRSAThMz3ZIbzvdKiSu6qtQzQUzmFxJMKkflWBcz+583pMQxVVtsFgdmDTKvwpdN17776A6QkmwRrURQgHXU+nmTYxC6DPxUd9qQHK3DVpkYj5GZ8TgeFEj3vziDLhcBjPHDc4qj/REGRJixMgvbHTN0fIzCZba3rZU19JRKV5U2YarLhqJP9w6C206S4/EZmmNBhIRD9ueWgkBn4uSmo6kT5sflWAKmRBag7XPqij3v1XnP0u8ytUG059K4tIaDVRyIX5/y0w4nWzQKgaqGnTISJIjJU4KqYjXpXquqFINoYCL959YAamYj7JaukCLJhs2bMAbb7yBLVu2ICsrC3/6059C+n7b95T02qrudLLYvP0UXv3oBDZvP40TQR4B4XCyOHSmHgXlgV8H2R1OVNbrfA7Fd5OI+JgyOgHfH6kK+DzsTGkLOBzG61D8znLSlEiJl+Kn4x2Jrka1EZu3n8LimRm4ZFYm9hyr9qsyk2VZFFS0+myFJIGbNykFx4uaPFXsbj+fqMV/PjuFKxeOxKfPXo63H1+OR26fjWVzsyCX9D3z1L1DJFXcho7TyeKHo1XIzYrBuOxYfHc4+JtQDAQlwXphNNvw6MZ94PM4+Nu985ES33HSe8HUNGQkybB1V/C31vWH3mjFP7cexe/+tScoO2wdK2pCUWUbbliSixGpSvx2zXScKW3FPc98hwdf+hFCARdTxyTg5Q+PRWS3pZPnmzEqQ+XXHBsyOCyfl436FiOOn2/CT8dq8Mw7hzFjbBL+eNss3LRsLG5aNhbTcxN7VMJ0N3NcEirqdWhUB343323PsRpYrA4sndMxIHPqmAQcP9/k88TKaLbhna/O4dDZep93oXpT3ajDc+8dwZ1P7cI7X53rd+wk+nE5DBTddohs01k8M7c6c7cphmoumN7kel2Zn5+lKpnQZ8XWqZJmiIVcjEzzfx6YW4yi546Z4dLQakRijKTXFsBYhchnu2ZDi7FHEgxwfaYcOlOPHfvLcceqCV6PGQwYhsH03ETkFzQGVLGWGCMBhwFqm1ytSS0aE1q1ZuRmxSC7fbh1WbdkUXmdFtkpCsjEfGQlyz3DsAE/K8FkAtgdLAzm3m8keHa57PQ7pZQJIBRw+zXMv7pJj8wkOeZPSgGPy3iG2Q9UVaMeGYlyMAyDkemqHkmwUekqKKQCpCfIgvaeJPw++eSTkL4+y7J4/+sC7DpY4fOYN/POIO+nUtxz9SRMHhWPl/97rEciwRud0Yq3vzyLbTsL8MPRqi5dIW4HT9fh3me+w5NvHMQTWw5CbwpsR+PyOi3sDidGpve9dly7aBRKazTYc6w6oPc4U9qCkWlKiIW9n2MyDINFMzLw04kaz82nbTsLIeRzse6qSbhoWhoa1SYUlKv7fM/qRj3qW4xeOxtI/8ydmAK7w4mj5zo6N4qr2/D8+0dx4dQ03Hn5hH5tRDFxZDxaNOaQVIMVVaqD0sESKhq9BfUthgHd4PdHTZMeOqMNV1yYg+suHQ2j2Y7zg2hXZEqC9cI9i+iJX8zrMViPy2Fw05KxyC9o9AzJDZeiSjV++fxuHDxTj/OVauzYP/BftO0/lmB0hsqz5fsFU9Lw1mNL8Zsbp2HNsrF47oGF2LB2JoR8Lp5//+iANgc4fLYeW3cW9Oi/705vtOJ/35/Htl2FOFbUhMl+tkKSwWFcdiwyk+V46o2DePa9I5g6OgEbbpkR0OwgAJg6JhEcDoOjBYG1LpotduTtLcV3hyvx5c9lmDEuCQkxHb/H03IToTVYUVrrffvtr/dXwGSxY1S6Ett2FQa0WBjNNmz41084W9aKsVmxOHC6ju42DXPdk0k+K8GkrjuY7rbFYDOYXMkEf5NgSpnvZNXpkhaMGxHYPDA3lUwYsbmave0M6aaSi9CqtfT4vTWabWjTW3q0QwKuJJjV7sTU0QlYMS87mCEH3bTcRNQ06VHXrPf6c+gNn8dBQowEte1JpcIK10XhmMwYJMdKIRRwUV7rPQkGuIYcd77gaNNZIBXxIOD7HgytlLpi0/aRMO2oBOv4szAMg5FpShT146S7plGPtAQZuFwOUuKlQUlIOZ0sqtsrwQBgVPckWFWbp4IkLVGGGtq5jPjAMAwmjozzWc3ucLL47nAVrr54FFZdkIMHbpgGvdGKN7440+vrllS34Tcv/ogvfy7DV/vL8cLWfOzodjHvcDjx6kcnEKcS4bG75sBmd+DDbwIrCCiqVIPLcSWC+zJxZDzmTUrB21+e9buqnmVZnG6fV+mPFfOy4XSy+Hp/OZrbTPghvwpXXTQKMjEf40fEIV4pwo9+JOEOn22AgM/F5NF0vRIsSbES5KQpsb/9ZrTJYsdz7x5BVoocv7lxms9ND/oydUwC5BJ+QK2u/tDoLXjqjYPY+MlJz4zQwaSiTotf/P1brHv6W9zw6Jf4en95yN7rbFkrOAyQmxWD0ekqSEU8HD8/eDYloySYDyzL4uv9FZg1Lsnn3dwFU1IxIlWBP2/ahze+OBO2IdtbPj8NuUSAV3+3GJfMysQHu4oCvgvTmdFsw8niJiyakdElmy7gc3HJrExcd8kYCPlcKKQC/G7tTJwpbcG3h3zffWrTWXwmyViWxVtfnsW2XYX46+sHfMZ9rLARv3x+N7btKsTX+8vA4zKYN8l7yxwZnBiGwc3LxmLqmAQ8c/8F+NOdc/qs+vJGJuZjXHYsjnabj2K22n1WajidLF78IB+bPzuFlz44hvI6LVbOH9HlmLFZsRAJuF5PIq02Bz77sRiLZ2Zg3VWTUF6nxf5T/leD/ZhfDaPZhmd/eSFuXJqLJrUJFfXB3XXVanNg+56SsCfhSf/EyIVdfl67D/F2c5fxa0PUDumuBBP7MRMMcLWqeUuC1bcYcLqkGVMCbIV0i5GLIlYJ1uhHEixWIYTV5oCxWwWSe55YipfzgnHZsbj+0jH4zU39PzEPlymjE8DhMLA7WMQFsIvlqHQVThW7PjOLKtWIU4oQpxSDw2GQnaxARX1Hkstmd6C6UY/s9panEalKVNbrPDfA2vSWXlshAUDR3rLa13B7tc4MuYTfY6e13KxYT7LOX04ni9pmg6f9MzU+OAkpV2u8wzMwe0xmDJrUJtS3GNCms6Cx1YgxmTGu90yQorpJTzdPiE9TRyfgbFmr18TQ+So1dEYr5kxwnTcnxUqwZtlYfHuossd5E8uyOHy2Hs+9ewQbXvkJcgkfr/xuEd79y3LMmZCMn0/Udjn+VEkz2vQW3LFqAmaNT8a1i0cjb28papv9/x0prFBjRKoCwl4S4J3dvmo82vQWfLLbv93CG9UmNGvMfs+rVMmFWDQjA3l7S/Hx7vMQ8rlYPs/VOcDhMLhgahr2nqjp8+b94XP1mDI63u8/F/HP/EkpOHy2Hp/9WIL/++gEWrRmbFg706+dNX3hcTmYPzkVe47XBO1zlmVZvPrRcdgdLAR8LnYfrQrK6waLWmvGX7ccQGKMBI/dNQdjs2Px6Q/+/U71x9myFmSnKiER8cHlcjBpVHyfY2jCiZJgPhRXt6G0VoNlc7N8HsPhMHj63gW46qKR+Hp/Oe58ahfWP/NdSAdQVjXocLasFddfMgYJMWLcvHwsrHYH/vddUb9fM7+wEXYH6xnU2psJOXG4eEY63t1xzjNbprMf86txx5O78Nx7R7xWzpTXaVFZr8PqxaNRXNWGP2/8uUfC7ERREx7btB8ZiXL85w+X4O3Hl+Odvyz3nBz6Q5qdhTnb3oU02/e/Hwm9+ZNT8dhdcwc8y23G2EScON8Em72jLP/Zd4/g7qe+wWc/Fvf4Gfrwm0LsO1mHP94+Gx/9/TJseXRJj/k8fB4HE0fGex2O/93hSmj0FqxePBrjR8Rh6pgEfODnnU6WZfHlz2WYMzEFCTFiTBoZB5GAi8NnBzbXrLNTJc341fO78fr20/jD//2EbTsLBlWfPelJJe9WCaa1eK3AkYh44HAY6EM4E0wq4oHrZ5JGJRP2mDvjPtFTyoVY0S257C+VXOhz8HwosSzraYfsjTtB2f2Csb6lfWdJL5VgXC4Ht6wY53VL9lAYyDonE/OR276mxnhpy/XlwmlpKK7WoLpRh/NVbV3W5exURZdKsKoGPZxO1jP8ekSqAnaH05NQ8tUS3Jm7EkzTx3B8X7PNxmbFoLnNhBaN/zcpmzUmWG0OpCe6kmDpicFpTaxscN0IcVeCzRibCLGQi91HqlBU1VFVBwDpCXIYTDZoQ9QWTaLf1DEJsDucOFva80bY0XONkIn5GJPV8ft5yaxMcDgMdh/pWtH07aFKPLHlICobdFizbCz+8csLPTcJ5k9ORUGFussYlJ+O1yI5TuKpWrzqopFQyYR450v/xz4UVqg9G3T4IzVehqsuGoVtuwrxzDuH+/x9PlPqGnI/PoBzz6suGolWrQV5e8uwYv6ILkPVL52VCa3Bih37yn1+v95oxdmyVswa3/e1VKCG+zXN0rlZmDgyHu98dRY/HqvGPVdNQlr7TYqBWDgtDY2tRhRVBnajxJddBytx4HQ9fnX9VCyYnIrvjlQNmhsZDocTf3vrEBwOJx67ay5mjU/G5RfkoLbZgOrG4N6kdztX3orxnWbyTR2TiILyVpgsg2NO8rBKgn2yuxi//ucPOFPaArPFjs9+LMGmz055HSy580AF4pUiTB/b+2BbmUSAtcvH4Y0/L8XDt87EyDQlNm8/HdQL3s52HayAQirA3EmuD9k4pRhXXzQKn/9U2uuAzN4cOlOP7BRFn3fG3W6/bDzMVgf++21H4s1sseP9rwvw/PtHMX5ELPadrMX7Owt6fO/uo9VQSAW4eflYPL5uLoqrNfgxv2NBZlkW7319DmMyVfjrL+Z5BtsGiuFywZNIwHDpbsxQMHNcEsxWh2dnsUNn6nH4bAOmjEnAG1+cwV837/ckwvILG7F1VyHWrhiLuRNTIBLwkOjjZ3vamAScKe15J3XXwQrMnpDsqQRYOT8b5XVav0qbz5a1oqJeh5XzswEAfJ5rnt7hs8HZ6augohV/3rgPKrkQr/5uEW5ckosPvinEl4N4/gBxtde5k2A2uxM6o9VrEoxhGMgl/IArwViWxf5TtfjD/+3Fh98UwupljgsA6E22gGYrKr3MBPvmUCVOnG/GL6+b2ue8FV9ifFSYDYTZasd7X5/DH1/b63MNbtNbYLY6vCaxOnPPyeqeqGtoNUAo4PY6xypcBrrOTWufWxPILpazxiVBKuJh99FqnK9Sd02CpShQ2dBR6VVe52o1d1c+uSvC3HPD2nSWPv8e5VIBGMaPSjCtpcs8MLfc9iRAQQDVYMWieSsAADoYSURBVO4knfsiKy1BhqY2k9fZSIGobtRBKOAiof28RiTkYcHkNHx3pAqFFWqoZEIktrfsp7Un4KqpJZL4kJEkR6xChGNebuQdLWjAtNzELjc75BIB5k1MwbeHKzwX5habA+/vLMDCqWl45XeLsHrx6C5VTLMnJIPHZTyV8Da7E/tO1uLCqWmezhGRgIfrl+Ri/6lavzpi9EYrapr0Ad3YBoBbV47DQzfPwJmSFjz40o+9zjc7XdKCrGS5XwPS3TKS5Jg5Lgl8HgdXXJjT5bmsFAWWzsnC+1+fQ5vOAovNgR37yvD9kSoUVarhcLLIL2yE08liVgg2RBnu1zQxchEev3sutj65Ai8/eDGWzAlOMnBCTjxi5ELsOT7wlsiaJj02bz+FpXOyMG9SChbPzEBdswHn+rFxRCh89mMJzleq8cfbZ3tGw0weHQ8Bj4NDZ4K/E7FaZ0ZdswHjRnROgiXA4XS1Knd3+Gw97nhyF5564yB2HqgIS/JwUCTB8vLyMHfu3JC/z9xJyeBzOfjD/+3F7U/uwlt5Z/D9kSr88rndXXafM5hs2HOsGkvnZPl9t1wm5uOCKWn43doZmDkuCS99cMznzlL9PZGy2R347nAVFs/M6FICuuqCEWBZ4PsjgZddOpwsjpxrxKzx/n9oxynFWL14NLbvKcHjm/fjpQ/ycfuTu/Dht4VYs2wsnlo/H7etHI//flvUpYza4WTxY341Fk5NA4/LwdisWMyblIKtOws8w/2PFTahoEKNNcvGDqidxFRbizOPPwFTbW3fB5NBLztFgViFCJ/+WILaJj3+89kpTBuTgD/fOQeP3TUXx4qasGNfGaw2BzZ+fBKTR8Xj+kvG9Pm63u6k1jbpUVytwcXTMzyPTRwZD4ZxVWD15cufy5CWIO0yw27W+GQUVrT2mqg2Weyo7aPaQG+04rl3j2B0hgp/u3cBslIUuGnZWPzf7xd3iZcMPp2TPu6kkq9d+WRiAXQG/1vcbXYHnthyEE+/dRg2uwPbdhXi/ue+R1VDz7t7eqMNMrH/FwYquRA6o82T2DBb7HjjizNYPDNjQMN/VXIhDCabz2RdoMpqNbjv2e/x8ffFMFvdfx+HelRIuhMc7iofX9wJyu7reF2zAcmxvQ/VD5eBrnMXT0/HzHFJXTb96YuAz8X8yan44qdSmCwOjMlUeZ7LTmmv9Gr/HCuv0yE5TuKpqJCJ+UiIEaO8fQ6jP+2QXA4DmVgArV+VYD1fK04pRrxKHFBLZE2THjwu47l5kpYoA8uiXwP2O6us1yE9Udbl3ObS2ZloaDVi54FyjM5UeX6uUuKlYBj0uSaQ4YthGNcGP93ai9p0FpyvasOMsT0/ny+dnYmqBr3n9yHvp1K06Sy4ecVYr+8hE7t2Z9x3yvUZc+J8E/QmGy6cmtbluIumpUEo4PU6qN+tqLINgKtKMxAMw+Di6el44TcLoTfa8HEvrZFny1r61YFw7zWT8fjdc72uzbesGAeGYfDKf4/jwZd+xMZPTuLFbfl46OU9uO8f3+HTH4qRk6bs98373tA1jYtIwENOPzbi8YXb3uq6+0g1PtldjNIa7zOC+2J3OPHC+0cRpxDh7isnAgAmjYxHQoy4X9fmwVbbrMfWnQW4YuFIjO1UgSkS8DB1TCIOhaBwx71r7Ljsjt/D1HgpEmLEPT6zGtVG/HNrPuIUIpgsdnz0XVFYqsUingRzOBz4+uuvkZIS+nlPqfEy/ONXF+K+1VOwdE4W/vPHS/Hv3y/G6EwVnnzjIL45WAG7w4l/vHMYDMNgaS+tkL4wDIPf3DgNXA6Dp988hMr6zq0BOvz19QNY/Yc8/P3tQwFvub3/VB10RmuXHe4A1536BZNTsWN/ecA7PRSUt0JntPrVCtnZNRePwo1Lc8HjcFBc1Yalc7Kw6Y+X4qaluWAYBtcsGoXpuYn4ePd5z/ecLm5Gq9aMi2ekex5bu3wsmtRG7DpQDpZlsXVXAXKzYga8s4rDZEbb8RNwmCIzeJkEF8MwuGPVeJyvVOOeZ75Dq8aEe66ZDIZhMHNcEpbPy8Y7X53Dls9Po1FtxPr25/ri7U7qT8drIBZyMWNcx8+gXCLAiBQlThb7ToI5nCw++KYQP5+owWULcrpc6MwclwQn66pS6662WY9/bj2KW/7yNe555jv89sUf8L2XEmqHw4l//fc4DGY7NqydCV6nYeTpiXLPQHUyOKnkQhjNdlhsDk+Lna82NIVU4Nmlyh+niltw5FwDNqydgecfWIhXfrcIFqsDXx8o73GsIcBKMHeljjuBe/hsAwwmG25amuv3a3jj/rMHqxrsi59KAQD/9/tF+OevF+KB66di/6k6FHZrc6hu1IPDuE7GeiMR8SEScHu2Q7Z63xkyEga6zqXES/H43XN7HUzvzUXT0mGy2MEwrhlhbu4B+O6WyPJaDbKSFV2+d0SKsmslmB9D+ZUygV8zwXxVtOVmxaCwwv+78TWNeqTESz03Qd0VYQOdC1bVaSi+2/gRsUiJk0Kjt3apjBHyXRVjtEMk6c20MQkor9N2+Zxyn2dM95IEmzI6AYkxYnz2YwkOn63HR9+fx7K5WUiN931TYP7kVJwpbUFRpRpf/lyG9ESZ53fdTSLi4+IZ6dh1sLzPuVmFlWrIJfyAku+dJcZIcOVFI/HZjyVe2yKrG3WoaTL0KwmWGCvBFB9D7ZUyIW5ZOQ6HztaDwzD41+8W4b9PX4a/37cAGUlyFFdrMHdiaK5l6ZomdK5aOBIj05R4f2cBfv3PH/DZj4HPyPrwmyKU1mjw0M0zPNXxHA6DxTMy8NPxmgFXEQ8Ey7L4v49OQKUQ4eZlPZPdsyck4VxZS9Bb78+WtSJeJe6yIRnDMJg6OgEHz9R7unfsDieef+8oxCIeHl83F3+7dwFef3RJl3bkUIl4EiwvLw/Lly8P211VLofBinnZuPPyCUiKlSBGIcKf75yDFfOy8cpHx/HIaz/jVEkzHr1jdr/neihlQjxy+2xoDBb86oUf8Pim/fjlc9/jl8/vRlV7z31xtQYPvLAbR7oN+3Y4Wew9UYNGdde2K6eTxSc/FGNCTlyPkygAWDE/G3XNBpwsDmzg3OGz9VDJhBiTEdgdGQGfixuX5OLPd83BqxsW487Lu24HzzAMls/LwvmqNk+yb9ehCqTES7uc6GUmK3DxjAxs+uwUbnj0KxRWqLFm6dhBcZedDC4Xz8jA648uwZ2XT8Cvrp/WZR7AbSvHQSjg4qt95bjqopFef0e8YRgG03K73kndc7wGcyak9BjiP3FUnNcSXsBVHfPYf/Zh284C3LAkFysXdJ2TFKsQYVSGqscuNE1qEx597WecKmnBdYtH4w+3zoJKLsKL2/KRt7ejvbFVa8af/rMPB0/X4Tc3TvPZ3kkGL3cyqU1n6agE85EAkEn4gSXBSpoRIxd6WlQykuSYPjYRJ8/3/Hlt01sCSpi6q2vcF+N7jldjdIZqwIkgd/Kje6tlf50uacHs8clIjZeBYRgsnpUJqZiPE93uOFY36pEUJ/VroG6MwrVDZGcNLYZBkwSLlImj4hGrECIjSd7lRFUmESBeKfLsAFlep0V2arckWKoC5bUa5Bc2QmOw9DmbDXCdU/U2E4xlWbRqLT6TYGOzYlFc1QazxY5XPzqO7w5X9vp+1U36LuuLQiqATMxHdZN/c1POlLagrNuuwyzLoqpBh8xuaxPDMLhklquKt3t7WFqCLCztkB9+W9gjXgD4+URtj6HoZHCZ0r6j+7HCjs+5owUNGJWu9HqThcNx3eD/+WQtnthyEHwuBzcu6f2GxpwJyWAYBg+9vAdHCxpw5cKRXs/RV8zLRqvW0qWzxpvCilaMyYwZ0Hn+6sWjIRZy8d6OrmNXWJbFa/87iaRYScA39/2xfG42Hr97Ll749UJkJSsgFvIwcWQ8/nTnHGz50xKsXjw66O9JQisxVoIn18/HB0+txHWXjMaWz8/4PQMYcG0S9L/vz2P14tE9PsMXz8qA0WzHgQA21gq2s2WtOFncjHuumgSRl/EVs8Ynw8m6PjeC6VxZK8aP6Dn3b9ncLDS0GnGwfbfPT38oRmGlGr9fOzOg9uVg6N8wjyBxOBzYsWMHXnvtNbzxxhu9HpuXl4e8vDwAQENDcP+hGIbB+msmw8my2HmgAg/dPKNLK1N/jM2OxWu/X4y8vWU4VtiI8TlxuGLhSCyakQ4+j4vVi0fj6bcO4cVt+fjXQxcjTilGaY0G//e/4yiqbEO8Soy/37fAc7L97eFKlFRr8OwvL/T6fuNHxCIrWY6v9pVj6hj/qqhcM2TqMGt8Ukh2spo5LhlKmQDfHq7Ewmlp2HOsBvde27NC556rJ2FsdizMFjukYj6m5dLWwsQ7iYiPqy8e1eNxmUSAX103Fdv3lOCGPk7oups6JhHfHa6CWmuG1mBFZb0Ot60c3+O4ySPj8fmeUtR7uQh+/fPTKKxU46n1CzDJx255l1+Qgxe35aOkug0j01XQGqx4bNM+cLgcPPvLCzxJ9wVTUrHl89N4ffspxKtEaGg14X/fF4HLYfC3exdg4sj+7cZHIqsj6WOGWmcGhwEUPuYhxSnFnlJyf5wqbsakkfFdPlunjE7Ad4eroNFboOz0PpUNul43fOkuJ02FjCQZPtldjJFpKhw514jbLhvn9/f7EhPEJFiT2oS6FkOX3z0uh8HkUfE4UdyMm5Z1HFvdqOuzFdItViGCulM7pMPpGqqf3Mc8saGOy2Fw1xUT4a3wPDtVifI6Ldp0Fqh1FoxIUXZ7XoFWrQVPv3UIM8Ym4aJpaT1fpBuFVABtL5VgRrMdVpvDZ3vx2KwYWO1O/PHfP6O4qg1ny1pwyaxMn69X26Tv0u7FMAzSEmWobeq7HdLpZPHce0cQrxLj+QcWeh5X6ywwmO1IT+x5g2bZ3Gw0tZl6XDCkJcpCvpNWXbMB7+0owMnzzfjbvQs8jxtMNrzy32MQi/iYPzmFbkwOUjFyEcZlx2L3UdeoFIPJhkNn6nFtL8mY1YtGY/6kVIiFPCikgj4rQZUyIR65bRYAYMLIeMh8VBKPSFVibFYMduwrx/zJqV6PYVkWRZVqXH5Bjtfn/SUR8XHT0rH4z6cncensTE/V1zeHKnGqpBlP/GJev3Yj7wuHw/TYZMnNn4Q+Gbz4PA5uXTkeQj4X731dgNEZKszoYy44ALzxxRkoZQKvCdDUeBnGZcfi+yNVuGh6upfvDr2vfi5DarzU58+t+yb9/lN1WDQjOGNVLDYHSmrasGhGzz9zblYsJuTE4ZMfijEmMwYffluEKy7Mwdhs/zfKCJaIVoJ9/vnnWLFiBTicvsNYtWoVNm7ciI0bNyIpKfhDBzkcBvevnoI3/7wUFwfpB5XP4+Lqi0fhiXvm475rXS2Y7rvPfB4Hv7lxGnhcDp55+zCe2HIAv/7nDzBZHHjk9lkQ8Dj442s/43yVGgaTDe9+dQ4XTUvvMmCuM4ZxVbgdPFPvcxZZd+er2lDbbMBCP05C+4PP42DRjAzsPlqFTZ+eQlayHMu8DDOUiPhYMS8bV188CkvnZNHJFumX2ROS8bd7FwQ8qHtqe+n7Jz8U4/2dBT4TsRNy4sAw6FEN9vOJWuw8UIF1V07ymQADXDMzUuKk+O93RTBb7Hji9QPQGa144hfzelSd3r5qAqblJuLptw7jrbwzmDE2CS89eDElwKKYe05IVYMOap0FCpnQ58zJ9EQZapv0frW3G802nK9u6/GzN7n9685z7DR6VxVa91aW3nA5DG5aMhZHCxrxzldnYXc4ccGUga8ZivaB593bDfvjVIkrUTCxW/vLlNEJPXYiqmnSe01EeKOSC7uspy0aE+wOdthXggHAwmnpXs+VslMUOFPajL+/fcj1dY9KMFdSLCtZjodvmQkut+/zP5Ws900U3P9GvirBctKU4HEZlNdqsHJ+Nqoa9D53w7LYHGhqM/VIlKYlyPxqhyysUKNFY0ZhhRr1LR1Js6p61/u5NwnoTCUX4pfXTe1x0Z6eIEN9iyGkO//uO+mq9DpZ3IyzZS2ex/N+LoXBbEdzmwnnq9pC9v5k4JbOycSJ801oaDXih6NVsNqdWDLbd5KXy+UgI0mOeJXY71boORNTMGdiis8EmNtlF+Tg+Pkmn7OVSmo00BltAe0M6cvyedkYmxWLf314DGarHWW1Gs+8ymkDHKlChq/rLx2D3KyYLpu/+XLifBP2n6rD7asmeK2yAly7sh4vagxoh+JgUWvN2HeqFivmj+i12GXR9HQcOlMflPMxADhfqYbdwWLcCO8tydcsGoXCCjWeevMgxAJen9WooRLRJFhxcTG2b9+Ou+66CxUVFXjqqaciGQ4YhgnJQENflDIhfrd2Boqq2tCkNuHXN0zFyw9ejHmTUvH0fQsg5HPx4Et7cNffvoHJasftq3pWp3R20YwMcDkMfjha3etxbj/kVyNWIcSkAVa99ebSWZnQ6K0oqFBj3ZWT/DrhDQZhfBxyfnE3hPGBzwQgw4tKLsSYTBU++7EEx4sacd3i0V5bpWQSAXLSus4Fa9GY8MpHx7FgSiqWzvF90gm4TjxXXzIa+07W4U//2YfKBi3+cvc8r9s8czkMfn/LTKy7ciI2PXIpfnvTdJ/zo0h0kEsEmDwqHruPVkOtNftshQRcSTCr3Ymmtr5Pms6WtcLpZHskweKUYqQlyHCiU0uku02t+5ymvsyfkoqMJFel8fgRsUFZJ7lcDpTSnjtP9sfJ4mZkpyi6VLwBHTsRuXeVtdocaGg1+l0JlpYgQ0W91jOfr6HFNaZgsFSCDcZ1buG0NEwdkwi5RIAV87KR0i1hmBovxcO3zsTjd8/zedHQXXKctNekcEP7rr0JPn4uBXwu7rh8Av505xzcecVECAVcz2533dU26cGy8OwM7JaWIEN1k77PHav2nqyBSi6ESMDFj8c6zsUqG3TgcTlIDqCVPTVBBruDRYO6712J+2vfqVrMmZCMrGQ5Pmy/6DNZ7Nj+YymWz8uGXCLwJMrI4LRgShpEAi6+PVSJHfvLMWdCcr/HuQzUhVNSkRgrwcffn/f6/H+/LUJynASTRw/8hh6Xw+CBG6aiuc2EJ7ccxEMv70GCSoy7rpg44NcebAbjZ/1QxTAMrr9kDM6WtXrOHXz58Jsi5GbF9FrRfMGUVPC4HOz289o8mHYdrACHw8Gls3qv8Fo8MwNcLgffHOx9VIC/zpW3QizkIcvHDdeZY5OQkSRDSbUGt64cF9Cc2mCKaDvkhg0bPP99zTXX4E9/+lMEo4mMSSPj8c7jy9rvindkaeOUYry6YRFOnm/GvlO1fl14yMR8zJmQjO+PVOLqi7337LvZHU7sOVaNRe2Js1DJSlFg/IhYKGVCz+yCcOArlUi5bEXY3o9EtyfvmQ+LzQGVTNjr782kkfHYe7wGTicLDofB1p2F4DAMfrl6il8VjItmZOCDbwpRUt2Gx++ei1EZKp/HSkR8XLFwZH/+OGSQumRWBl7cdgwGs63XpKa7Uqm6UYekPi6a/7+9O4+Lutr/B/76zAzDOsM+yCabwKChgisiZlruXpdcEiGvt0Ut6371/izt2+3eFivrd7+/W9206y/vzSzz3szuvdmiZWbhgiUkmGwioAiyxyY78/2DQJFZYYZZeD0fjx4PY7YXw3zmPXM+57xP5qVKeMgd1DZ6Hx3u1asnVlFpHaQSkc6m8LcTiwSsmhWJV/b9gGljjTdz2E1mjxojDIJl5ldhspr+L35ezvBydcD5vAqMj/JBSWUjVCrdO0N2U/5yNvh61Q34ejmjtKoRgmA5y14ssc6F+LniqV9P1Hi5IAgGzyQM9pWjubUD5TXqNyUoKKmFs4OkVwPe2/0q4eZ7aWykAqkXrmO5mh2Eu3vf3X5ywl/hgsamNtQ2tGps5t/ZqcKp8yWIH+2HxqY2nEgrxoqZERAEAVfLupbhGnIi0F9xsyG/tsbl/VVR04TcKz9jc2IsxCIBr753Dv86kY9rFQ1oamnD8pnh6OjoxKmMUqyZP5Kz9C2Uo70ECWMD8K8TXTvjmnMQSCwWYen0Edj9cQaS5kb1an5/+VotTmeW4rcrY3pt7DMQAQoZVs+Jwt8P/4R5U4K7BrkN3OjDGljie70tmzDSB8G+cvzzq1w8+3Cc2us0t7Yjq7AaD/xqlNb3RmdHO8RF++Grs0WYPTlo0PpedXR04ovThZgeGwAXHY/p4iTFtLH+OHKmEPfOCB/wuMDFgmoog9w13o9IJODBRdE4eb5Ea2sCUzN7Y/xuhw4dMncEs3HV8MVbIhYhVqnAxuVjMWO8fi+SmROGo+h6PfJ1bPP6Y24Fahtajbb0U5vn103BE8njTf44t2qrr0f5NyfQVq9fI1sa2pwc7OAuc9D5IT9+tB+q6pqx/2g2iq7X4auzRbhvVoTOAtPNTiLCU2sm4oX18Xr37iPb0dWHRYz84lqtu+J5uzlCKhHp1RQ7I78So0d4qX3tjgn3RkllIypqumaUFZbWIXCYrF8zcuNH+2HTqljM1LLMxlBusoHPBCurvoHy6htqlwoLgoAxETc3vuheAqfvcsjuJTvZv+wseLGgCoE+MoN3UzSVoVLngny7/l6FGnbULiipQ7Cfq96DNHHRvsi5UqN2eUphaR3kztI+swq7G9oXXde8q3fulRpU1jYjfowf7owNwNWyBhT8slPmVQN60XXzcnWEo70YRddN8/c9faEEErGACSOHIX6MP5RB7tjznwv44nQhFk0Lg8LdCVNG+6G0qlHjc0+WYdak4Whu7YCvp7PG3Q0Hy90Th0PubI+DX+f1mjm5/0g2fL2c1fYJGogl08Ow57/vwYZ7x9jkABgwdN7rLYUgCFg+MxxpOeUal/bmFNWgvaNTrzYlCxJCUFHThLXPH8VfD2WgubVd520G6mJBNSprm3WuUuk2d0owymuakKahQb6uWdDdOjtVyCqs1rgUsltspAKPrRhrkp7k+rKYQTAyjpgIb7jL7HXufvTNuWIE+sgQ6u+q9XrGILUTG+2sj75ayiuQ9/9eR0u5aZvK0tCiDPZA8two/OPLXLz0zvdQeDhhblyI7hveYkSgW7+27ibr52Av6ZkFo205pEgkwE+PHkSNTW24XPyzxg9h0b/8vHvX4MLSOoOXQt6aacb4QKM2G+6aCTawHhSZlyogCEB0mPpjamy4NwpL61BV24Ti8gbInaV6744pd5bC39sF2YVdS07Tssv1apQ7WIZKnfOQO0DmZKdxIKawtBYhBvS5mxDlA7FIQKqaXexyCmsQGdR3t2x/bxc4OUiQU1Sj8X5TzpfATWaPkSGeGBvhDbmzFMfPXQUAtTtD6iISCQgPdEdOkf6bZBjiVEYpxoR7w8XRDmKRgB0bE3Box0Ic2rEQv14wCkDXQLqzgwQnuSTSokUMd8eEkT5YPjPcrF8qAcDeTowl08NwNLUIG3Ycw5sHz2PbzhSk/nQd990TafS2KIIg2PyO2UPlvd6SxI/2g6uLFN+kqV/GmJlfCZmTVK/3dWWQB/Y8PQv33hWOL7+/glf2/YB2E/Z6BIDvs8rgJrNHeGDfeqZOeKAbwgJcse/zrF67BZdV38BLe89i2dbDeGnvWXx/8brWfrVXy+vR2NSGkWZodG8oDoLZGLG4qxn9ibRraGtXf4C1tXcg9adS3Bnjz+ntRAZaNiMcU8f44VpFA+6fNxJ2Er6Nkv66p35r2smuW4DCRedMsAv5lehU3WyCfzu5sxSRQe749pclvFfK6g1qim9q7jKHAc8EO3+pEiF+rhpnY46L8oGzgwT//CoXxWUNBs/GUQa7I7uoBgUltaipb8E4JWdwDjZBEBDkK1c7CNbS1oFr5Q19GvBr4+IkRXSYF1Iv9B4E6+hUIedKDZRqmnaLRAIiAt01DoKpVCqcvlCKuGhfiEUCJGIRZowPxJEzhSgsrUNtQysC1TTF1yUyqOsx9T0Lr6/ahhZcLKhCXPTNXfxEIgF2ElGvmmYnEWHCqGF9niuyLIIg4JkHJuMeNZtPmcOS6SPw7ENxiAzywE+XK+HqbI/1S6LNtkMekaHEYhHiov1w8vw1te+/F/KrcEeYp96Dzm4ye6yaFYltayYgLbscb/zzR4Pf11UqFbKLqpFVoPvEyA9Z1zFe6aN3PkEQsH7paLS0duC3//MNtr6Zgs1/PoFHdhxDdmENFt0ZhtLKRjy3JxWPvHIMR84UokPNYFhWQXVXvVRzMsnS8NubDZo5IRD1N1qR+pP6xq8/Xa5Cc2sHJqrpoUJE2gmCgP9aFYs/PDgZU8eo3wacSJORIR5YPjMcE0Zqn1Hkr3DRuINdt/TcCgzzdOrVd+V2sycFIT2nHBmXKtDS2qGxUak5uA+wJ5hKpcKPuRWI0dJvUuYkxcp7IvHFmSJk5lfovRSyW1SwBwpLanEyowQOUjFGatihmUwr2FeOIjWDYFev16NTdXPXSX2Ni/JBZn5lr2UpV8vq0dTSjigNZ7Ajg92Rc6Va7ReXaxUNKK++gQm3bEO/8u4I2EnEeGXfDwCAQANnggFA5HB31NS39CxpNpYfcyugUgHjo3QP6k6I8kFhaR0q9diogwjo+pwUq1Rg06pY7HxiJraumYD5U0NN2oOYyNimjvZDeU3fHXJb2jqQU1SDOzTMQNdmnNIHv70vBl//cBXpOfrN7OvsVOHImSI88srX2PL6d/j97lOoqdM8i/56VSOuljVgvI7PmbdTBnngzSdmYN2S0XBzsUeovytWz1Hira0zcf+8kXj9d3fh1ccTMHyYHG8ePI8X/paKG81tve4jq7AaIX5yOOq58Y05cRDMBg0fJkdUsAe+OF2o9vIfssrh6epgUTMCiKyJvZ0Y46N8OJOSDCYIAu6fN1Jno+sAhQw19S1obGrTeJ0fc8t19pZLGOsPR3sJ3v73BQCwqPd9N5k9mlra+90fo7C0Dj/XtyBGx3OwYGoIFO6OqK5rMXwmWJAHOlXApycLMCbcW+3OsWR6wb5ylFQ2orWto9fPC0pqIQgweKnhOKUCbe2duJB/c/ev7MLqX5Yguqm9jTLIA7UNrT27Ud4qLaccErGoZwky0DXj7P55UbhaVt+1xLkfze27+9JpW4bZH2k55QgaJtNrF8GxEQqIBOBcdrlRMxARWbI7wjwhd5bi5Pney8Fzf+kHFq1HPzB1pscGwNvdEec09N8CunafT88px+nMUmzbmYK/fPgjgobJ8d9rJ0IiEnBQww6sAPBDVhkkYkHrCUJNJGIR5seHYOuaCdi4fCyW3hXea0BLGeSBp349EX94cDIuFlTh/7z+Xc8JkubWdmTkVWg8kWRpOAhmo+bEBeN8XiVKKvsup/khq8zmv8CL7O0hi4yAyF5z3x0iIkvVPVjTvVvd7cqrb+BaRSPG6viQ42AvwV3jAlF0vR5yZ6nWXmSDzeOXHTL7O8vlx9wKSCUiROmYnWUnEff0ODJ0Nk6gjwxODhLcaG63uKWQQ6nOBfnK0dmpwtWy3rMjC0vr4OflDAcDzzoHKFyg8HDCuaybX0KyCqsR7CvXeF8Rw7uWd2QX9l2Kkp5TgZEhHn1ue/fEIIwIcIW/t3O/ls67yewxzNOpZ3MGY+iaQVmOmEj9Xs9yZynCh7sjLUfzFzYiMp2h9F5vSbqWRPoi5bYlkZn5lXBxtOt3j1VBEBAbqdB4YuFqWT02vnocz+w+jRffOYuf61uwfcMUbF0zAZPv8MWS6SPw2alCjZ+dvs8qw8gQTzg52PUrnz7GKX3wfx+fhqaWdjz/t1Q0t7Tj///rAuputGFuXLDJHteYOAhmo+LH+MHF0Q5HThf1+nlpZSOuVTRYVHNfU3AK8MfoV16CU4BhW7ETEVkCf++uQTBNSyLTcysgEoAxGvqB3WrOLx9Ign3lFnXyIyLIHVI7Mc5cUL90X5f0nHLcEeal126NU6J98eKGeL2/+HcTiYSewY9YC6ubQ6nOdc/0ur0vWEFJHYJ9Dd/gRxAEjItU4FzOzS8hOUVd27pr0rVRgnOfWVlt7R3IzK9ErJrXllgk4OnfTMITyRMMztgtcriHUWeCFZbWobquRW1eTcYpffBjboXJmzkTUV9D6b3e0kwd03dJZMalSowK1b8fmDrjlApcq2jA9arGXj//ub4Fz759Bu5yB7y1dSb2/mE2dj45E6NH3DzhuTAhFE4OEvzjq5w+99vc0o7MS5U6W24YQ6CPDM88MAklFQ3Y8sZ3OJpahPVLojG8n4ODg42DYDbK3k6MGRMC8dX3V9DWfnP5QPcUyTHh/ZvCSUREpudoL4GXq4PG5vjpueUID3TX2BD+VsG+ckwaNcygL72DwdFegsmjhuHb9GsG37a1rQM/Xa7SOROumyAIiB7h1a+eNHHRvhg9wgs+Nr4DmSVzcrCDj4dTr0EwlUqFgpJahBjQFP9W45QKlFY2oqSyAXWNrbhW0ahzGUdkkAeyr/QekLp4uRotrR2I1TBT0NPVcUDLkCOD3JF/rbbXZ7mBSM8ph9RObNAuxeOUCtxoblc7C46IyFZFh3nB292xZ/lhTlE1frpchaljBzYgOXqEN8QiAem3nIhRqVR4+d3v0drWgT8+OBn+3i7wkDv0+dzi5GCHFXdH4MvUoj67B39xpggdHZ2YNMp3QPn0FeLnii1J41F0vQ53jQvA3ROHD8rjGgMHwWzYnMnBqL/Rii/PXun52Q/ZZbgj1MukUyQtQUP+ZZxcdC8a8i+bOwoRUb8EKGRqB8E6OlXIyKvA2Ej9+z08/ZtJuHdGuDHjGcWdsQEoLK1Tu/OfNhcLqtDa3mnwzK7+mDclBNs3xJv8cQw11Orc7c3xq2qb0dDU1u8BptHh3pCIBZzLKu/5IqHUMQimDHJHwbVatNzSmywtpxzuMnuT9dtTBrujvaMT+ddqdV9ZD2k55bgjzFOvGZTdRgS4wdVFirQc9gXTJCMjAytXrsTq1auxefNmtLVp7udIZIih9l5vScRiEZLmROF0ZikuFlTh3c+yEDRMhoQBDoI5O9pBGezRa0nkuexy/HS5CptWxUKh46TbgvgQhAa44bV//NhzguTn+hZ8cDQbs+OCtW6YZGwTRw3Dzidm4PGVMRa12kAXDoLZsEAfGe4aF4gPjuTgRnMb8q7WICOvYlCmSBIRDaZXX30ViYmJ2LJlS68vHx0dHdi2bRsSExOxfft2MyY0XLCfHBmXKlFa2Xu6/IVLlai/0aazIbw1iIlUwMXRDt+mFxt0u1MZpXCX2SNomOE77pF1CvV3RXZRTU9fsGM/dJ3gC/E3fDkk0DUTcWSIJ/72yQW88LdUuMvsdc72iwzyQEenCqcyuholN7e0I/WnUsREKkz24T/Y1xVSiQinMvq3bPhWNXXN+OlytcGzQkUiATGRCmReqhxwBls1bNgw7N27F++//z78/f1x7Ngxc0ciIiOYHhuAUD9XvPreOWRcqkTS3Cij7HQaG6lAxqUKtLV3QqVS4R9f5kAZ5K7XDHexWIT/WhmD0soGvPtZFlraOrDv8ywIgoDVs5UDzmaoAIUMErF1DStZV1oyWNKcKNxobsPeTy/i5b3fI8TPFXOnBJs7FhGR0WRnZ6OsrAz79+9HaGgojhw50nPZ8ePHoVAosH//fjQ1NSE9Pd2MSQ2z4u4IuDpL8fzfzvTsEplVUI2X9p5F5HB3RGrpX2Qt7CQixI/xw4m04l6NZzVRqVQ48GUOPj9diIUJoVZ11pEGZn58CLzcHPH0W6fw3udZeO/zbCyfGQ6Fe/+Xqf5m4SismqXEI8vG4I8Pxel8PYX4yRE/2g+vHUjHpycLsG3XSVTVNpv0c5WdRIRlMyPw8TeX8Ml3/Z8JUl5zA1vfTIHc2Q5Tx/gZfPukOVFYeU9kvx/f1ikUCjg4dG32YWdnB5GIX7GIbIFIJGDtwpGo/LkJkcPdMWnUMKPcb6xSgaaWDnz8zSWcz6tAdlENVt4TqffnmiBfORJnK/GvE/lY8dSnOJpahNWzlXB14QYK+jBsOx2yOt7ujlh0Zxg+PJYHubMUL62ZwC3eicimpKWlYerUqQCAhIQEHDp0CAsWLAAApKenY/r06T2XpaWlISYmxlxRDSJzkuKZByfjd699i9+9dgLebk7IKqpGeKAbfv+bSVZ31k2T6bEBOHKmCOtePoZRIZ5wduxarn/758CmlnaUVd3Aj3kVSJ4bheUzI8yQlszF1cUe29dPwbadKfjHV7lYfGcYkudGDeg+wwLcEBbgpvf1BUHAlqRxeP2fP+KtQxnwkNvj5UenGnQf/XHfPRFoamnH7n9l4nxeBTzkDrCXivX6stTR0Ym6xlZkXKqERCLCjo0J8HR1NDiDj4cT++Lp4dq1azh58iQ2bNig9vLDhw/j8OHDAICyMu64SWQNxkYo8PDiaIwJ9zLaybcwf1csTAjFvs+zIBELCPV3NXgX6mUzwhEbqUDe1Z9R29jCiS4G4CDYELBsRjgKSuqwdPqIAZ0xJSKyRHV1dVAouj44yGQy1NbW9rrMxcVF7WW3s8QvJ/7eLvjjg5NxOKUAHZ2dmDM5GElzlXCQ2k75viPMC888MAk/ZJUh50oNWts60D0p7ObkMBUc7SWQu9jj8RVjcc+kIHPFJTNylzvgxUem4kJ+JRLG+ptlJqBYLMJvV8Zg9AgvjAn3hpeb4QNKhhIEAWsXjITcWYqMvArkFNX06kumjUgkQO4sxegRXlgzf+Sg5B2qGhoa8MQTT+Cll16CnZ363rsLFizoOUmzfv36wYxHRAOwMCHUqPcnCAIeXhyNhDH+eP9IFpbPiDC4pgmCYPDJHOpi9k/RGRkZ2L59OyQSCXx8fLBjxw6NhYP6x8nBDn94cLK5Ywwqp8AAxL71F9h76r/7ERFZJ5lMhoaGrgby9fX1cHV11euy21nqlxNlsIfOht3WbsLIYZgw0jhLDIaKoVrnPOQOmBYTYNYMIpGAmRMGdxcsQRCwbEY4llngBhcEtLe3Y9OmTdi4cSNCQ437ZZmGtqH6Xj9URIV44IX1lrf5jq0z+1oKNpIkUxBJpXD09YVIKjV3FCIysdjYWJw6dQoAkJKSgtjYWL0uI7JmrHNEluPw4cPIyMjAzp07kZycjM8++8zckchG8L2eyPjMPgjGRpJkCs1lZcj9n9fQbCFLmojIdKKiouDp6YnExETk5eVh1qxZeOaZZwAA06dPR2lpKRITE2Fvb281/cCIdGGdI7IcixcvRmpqKvbt24d9+/Zh3rx55o5ENoLv9UTGZ/blkN3YSJKMqb2hERUnvoXfooWAj7nTEJGpPfnkk73+/7nnngMASCQSvPzyy+aIRGRSrHNERLaP7/VExmcRg2BsJElERERERERERKZk9rWHbCRJRERERERERESmZvZBMDaSJCIiIiIiIiIiUxNUKpXK3CEMNX/+fAQGBpo7BoCu/mQ+Ppa/QNsaclpDRoA5jckaMgK2n9PHxwfPPvusCRJZL9YZwzGn8VhDRoA5jckaMgIDy8la0xvrjOGY07isIac1ZASY09hM/p1GRQOybt06c0fQizXktIaMKhVzGpM1ZFSpmJPMy1r+rsxpPNaQUaViTmOyhowqlfXkJMNYy9+VOY3LGnJaQ0aVijmNzdQ5zb4ckoiIiIiIiIiIyNQ4CDZA3TtWWjpryGkNGQHmNCZryAgwJ5mXtfxdmdN4rCEjwJzGZA0ZAevJSYaxlr8rcxqXNeS0howAcxqbqXNaZU8wIiIiIiIiIiIiQ3AmGBERERERERER2TwOghERERERERERkc3jIBgREREREREREdk8DoIREREREREREZHN4yBYP7366qtITEzEli1b0NbWpvY6u3fvxtKlSwc52U3aMn799ddYvnw5Vq1ahRdeeMFisnV0dGDbtm1ITEzE9u3bBz3X7TTlNPfzdztdr0dzvxYB7Rk//fRT3H///UhOTkZ6erqZEnbRlLO5uRnr169HUlIS1qxZg8rKSrNlrK+vx7JlyxATE4Pc3Nxel1naMUT9Zw11BmCtGSjWGeOyhlpjDXUGYK0ZClhnTJfN0o4Ra6g1rDPGZQ21xlx1hoNg/ZCdnY2ysjLs378foaGhOHLkSJ/rNDQ0ICcnxwzpuujKqFQq8cEHH+CDDz5AdXU1MjMzLSLb8ePHoVAosH//fjQ1NZn1zUNbTnM+f4bkBMz/WgS0ZywrK8OxY8ewd+9e7Nu3DzExMRaZ89tvv0V4eDjee+89LFmyBAcPHjRbTgcHB+zevRuzZ8/uc5klHUPUf9ZQZwDWGlNmZJ0xnDXUGmupMwBrja1jnTFtNks6Rqyh1rDODF5OS6o15qozHATrh7S0NEydOhUAkJCQgLS0tD7Xeffdd5GUlDTY0Xroyujn5weJRAIAsLOzg0g0eC8FbdnS09N1PreDRVtOcz5/t9P1tzb3axHQnvG7776DVCrF2rVrsWXLFjQ2Nporptacw4cPR1NTEwCgrq4O7u7uZskIdL3mPDw81F5mSccQ9Z811BmAtcaUGVlnDGcNtcZa6gzAWmPrWGdMm82SjhFrqDWsM8ZlLbXGXHWGg2D9UFdXBxcXFwCATCZDbW1tr8vr6+uRm5tr1tFfXRm7ZWRkoKqqCqNGjbKIbPrmHgz6ZDHH83c7bTkt4bUIaM9YVVWFmpoa/P3vf8fYsWPx/vvvmyum1pzBwcG4dOkS5s+fjwMHDmDBggXmiqmVJR1D1H/WUGcA1hpTZuzGOqM/a6g1tlBnAMs5hqj/WGdMm82SjhFrqDWsM8ZlC7XGlMeQxGj3ZIMqKiqwefPmPj+Pj49HQ0MDgK6D0tXVtdfle/fuHbSR6v5mBIDr16/jxRdfxJtvvmnynLeSyWQas2m7bLDpymKu5+922nIO5mtRG11/80mTJkEQBMTFxWHXrl3miqk158cff4xx48bhsccewxdffIGdO3diy5Yt5oqqkSUdQ6SbNdQZgLXGHBkB1hlDWUOtsYU6A1jOMUS6sc6YjjXUGX2yWEKtYZ0xLluoNaY8hjgTTAtvb2/s27evz3933nknTp06BQBISUlBbGxsr9sVFRVh165deOCBB3r+bWkZGxoasGnTJjz33HPw9PQ0WT51YmNjNWbTdtlg05bFnM/f7bTlHMzXYn8zxsbGIisrC0DX+vXAwECzZOzOoimnSqXqmS7s7u6O+vp6s2TUxZKOIdLNGurMQHKy1vQ/I+uM4ayh1thCnQEs5xgi3VhnTMca6oyuLJZSa1hnjMsWao0pjyEOgvVDVFQUPD09kZiYiLy8PMyaNQsA8MwzzwDo2olhz5492LNnD4KCgrBhwwaLy7h3714UFxfj+eefR3JyMs6ePWvWbN25pk+fjtLSUiQmJsLe3t6s01615TTn82dITkt4LerKqFQq4evri+TkZHz00UdmPdOjLefChQtx/PhxJCcn47XXXsPatWvNlhMAHnroIaSkpOD3v/89Dh06ZJHHEPWfNdQZfXKy1vQ/I+uMcXNaSq2xpjoDsNbYMtYZ02SzxGPEGmoN68zg5bS0WmOOOiOoVCqV0e6NiIiIiIiIiIjIAnEmGBERERERERER2TwOghERERERERERkc3jIBgREREREREREdk8DoIREREREREREZHN4yAYERERERERERHZPA6CERERERERERGRzeMgGBERERERERER2TwOgpHFaG1txaJFi7Bo0SLEx8dj2rRpWLRoESZOnIjPPvvM6I+3Y8cOzJ8/H7t27TL6fWuTlZWFlJSUnv//4IMPTPL76evRRx9FWVmZxssffvhh1NbWDmIiIiLTYJ0xD9YZIhpKWGvMg7WG9CUxdwCiblKpFP/+978BAG+88Qbc3d2RlJRkssf7+OOPcerUKYhEvceCOzo6IBaLTfa4WVlZyMvLw9SpUwEAq1atMtlj6ZPFwcEBPj4+Gq+zcOFCHDhwAOvWrRvEZERExsc6M/hYZ4hoqGGtGXysNWQIDoKRxbu1eCQnJ2PUqFE4e/Ys2tra8PLLL+O1115DQUEB1qxZ01Ngdu/ejSNHjqC1tRWLFy/GAw880Os+H330UdTV1WHJkiXYvHkz3n77bSiVSpw7dw5JSUkQiUTYs2cPVCoVFi9ejAcffBDFxcV45JFHEB4ejszMTMTFxSEhIQF//etf0dTUhL/85S8IDg7u9ThnzpzB9u3bIQgCJBIJPvzwQ7z++utoaWnBqVOnsHnzZmRkZBj8+91q9+7d+M9//gNBEPDQQw/hV7/6FVJTU/HWW2/B0dER+fn5mD59OrZt29bntp988glmzpwJoKtQPvnkk7h48SLEYjF+/etf495778Vdd92F1atXs2AQkc1inWGdISIyNdYa1hqyDBwEI6vj5OSEQ4cOYdeuXdi0aRMOHjwIAJg3bx6SkpKQkpKCsrIyHDx4EJ2dnVi7di0SEhIQERHRcx9vvvkmJk2a1HOW5u2334ZEIsGhQ4dQVlaG1atX4+DBg3B0dMR9992HyZMnw83NDZcvX8af//xnBAUFYcGCBXBycsKHH36IAwcO4L333sPTTz/dK+s777yDrVu3Ij4+HvX19RCLxXj88ceRl5eHJ598EgCQkZFh0O93q4yMDHzxxRf46KOP0NTUhGXLlmHSpEkAgIsXL+LTTz+FXC7HggULsGbNGvj5+fW6/fnz57FixQoAXWdQiouLe6Yx19fXAwBcXFzQ0tKChoYGuLi49POvRkRkPVhnbmKdISIyDdaam1hraDCxJxhZnRkzZgAAIiIicMcdd0Aul0Mul8PZ2Rm1tbU4efIkvvnmGyxevBhLly5FSUkJCgsLdd7v3LlzAaDnjIibmxvs7e0xe/ZsnDt3DgAQEhKC0NBQiMVihIWFYcqUKT1Zrl271uc+Y2Nj8ac//QnvvvsumpqajPL73SotLQ2zZs2Cvb093NzcEBcXh8zMTABATEwMvLy8IJVKER4ejpKSkj6PVVlZCQ8PDwBAYGAgysvL8eyzzyIlJQUymaznem5ubqisrNQrPxGRtWOduYl1hojINFhrbmKtocHEmWBkdaRSKQBAJBL1/BsABEFAR0cHOjs7sXHjRixZssSg+3VwcNB5HTs7u55/3/r4IpEInZ2dfa7/8MMPY9q0aTh+/DhWrlyJAwcO6HwMXb+fvm69rVgsVntbqVSKlpYWAICrqys++eQTnDhxAu+88w5OnjzZc2antbVVr+eHiMgWsM7oh3WGiKj/WGv0w1pDxsaZYGRz4uPj8eGHH/acpSguLu6ZBquP6OhonD59GrW1tWhtbcXRo0cxfvz4fmW5cuUKlEolNmzYgLCwMFy9ehXOzs5obGzs1/3dbty4cTh69ChaW1tRW1uLM2fOYPTo0XrfPjQ0FEVFRQCA6upqqFQqzJs3D4899hiysrJ6rvfzzz9DoVAYJTMRkbVjnWGdISIyNdYa1hoyDc4EI5szbdo05OfnY8WKFVCpVJDJZHjjjTd6TYXVxsfHBxs3bkRSUlJPE8lRo0ahuLjY4CzvvPMOUlNTIRKJEB0djZiYGNTX12P37t1YvHgxNm3aZPB93io6Ohpz5szB0qVLIQgCHnvsMSgUChQUFOh1+4SEBHz//fcYP348ysvLsXXrVnR2dkIikeCpp54C0LWuPjo6us+OM0REQxXrDOsMEZGpsdaw1pBpCCqVSmXuEERkHo2NjXjooYfw/vvvQxAEtdfZsWMHpk2bhri4uEFOR0RE1o51hoiITI21hgzBYVCiIczZ2Rnr1q3T2iAyLCyMxYKIiPqFdYaIiEyNtYYMwZlgRERERERERERk8zgTjIiIiIiIiIiIbB4HwYiIiIiIiIiIyOZxEIyIiIiIiIiIiGweB8GIiIiIiIiIiMjmcRCMiIiIiIiIiIhsHgfBiIiIiIiIiIjI5nEQjIiIiIiIiIiIbB4HwYiIiIiIiIiIyOb9L/qTSTveENgeAAAAAElFTkSuQmCC\n" + }, + "metadata": {} + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "We can explore the **mean latency per region** by grouping our DataFrame by region." + ], + "metadata": { + "id": "jjvP4J3AUAzT" + } + }, + { + "cell_type": "code", + "source": [ + "high_mi_clusters.groupby('acronym')['latency'].mean()" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 147 + }, + "id": "n3OUG3GCFL9u", + "outputId": "594fdc35-09fd-4046-eb2a-489e7b05cf91" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "acronym\n", + "VISpm 0.213333\n", + "Name: latency, dtype: float64" + ], + "text/html": [ + "
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" + ] + }, + "metadata": {}, + "execution_count": 106 + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "### **Splitting responses by trial type**" + ], + "metadata": { + "id": "6TO-I0GYZFdu" + } + }, + { + "cell_type": "markdown", + "source": [ + "In the examples above we computed the firing rate averaged across all trials. However, we can also split by **trial type** to see how the PSTH varies.\n", + "\n", + "For example, we can split by **stimulus** side, i.e whether the stimulus was shown on the left or right of the screen. To do this we add an extra argument to the `get_avg_psth_for_insertion` function called **`split`**\n" + ], + "metadata": { + "id": "cAGRmaiVWFhN" + } + }, + { + "cell_type": "code", + "source": [ + "psth, df = get_avg_psth_for_insertion(pid, meta, split='stimulus')" + ], + "metadata": { + "id": "Ly5kjRLq2o-O" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "source": [ + "In this case `psth` is returned as a dict that contains the averaged PSTH for each cluster for the different trial conditions, e.g left and right stimulus." + ], + "metadata": { + "id": "lu64YorHXViD" + } + }, + { + "cell_type": "code", + "source": [ + "print(f'keys in psth are {psth.keys()}')" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "y4iO0pIRXdsb", + "outputId": "56e27013-4013-4520-d9d4-7e9efa948a2a" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "keys in psth are dict_keys(['left', 'right'])\n" + ] + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "For the responsive cells that we identified above, we can plot the PSTH response for the different stimulus sides." + ], + "metadata": { + "id": "SmX__inbUnrm" + } + }, + { + "cell_type": "code", + "source": [ + "fig, axs = plt.subplots(1, len(psth), figsize=(15, 5), sharey=True)\n", + "for i, (key, vals) in enumerate(psth.items()):\n", + " axs[i].plot(meta['times'], psth[key][modulated_clusters, :].T)\n", + " axs[i].set_title(f'{key.capitalize()} contrast')\n", + " axs[i].set_xlabel('Time from stim on (s)')\n", + " if i == 0:\n", + " axs[i].set_ylabel('Firing rate (Hz)')" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 437 + }, + "id": "pB5AUbGPXtBs", + "outputId": "636b34e6-3d80-4e8f-9200-fe57d996d6c6" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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\n" + }, + "metadata": {} + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "We can also split by stimulus **contrast**." + ], + "metadata": { + "id": "CkVXcbmOU9Rh" + } + }, + { + "cell_type": "code", + "source": [ + "psth, df = get_avg_psth_for_insertion(pid, meta, split='contrast')" + ], + "metadata": { + "id": "XOvr7bDv3fMw" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "code", + "source": [ + "fig, axs = plt.subplots(1, len(psth), figsize=(15, 5), sharey=True)\n", + "for i, (key, vals) in enumerate(psth.items()):\n", + " axs[i].plot(meta['times'], psth[key][modulated_clusters, :].T)\n", + " axs[i].set_title(f'{key}% contrast')\n", + " axs[i].set_xlabel('Time from stim on (s)')\n", + " if i == 0:\n", + " axs[i].set_ylabel('Firing rate (Hz)')" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 439 + }, + "id": "gPCtWBiP3h48", + "outputId": "262d142a-cfb7-4234-c4b7-83d579ed810e" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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\n" + }, + "metadata": {} + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "Other options for the **`split`** argument are:\n", + "* **`signedContrast`** - combines stimulus side and contrast, negative values indicate the stimulus was shown on the left, positive values on the right\n", + "* **`choice`** - whether the mouse turned the wheel clockwise or anti-clockwise\n", + "* **`block`** - the probability of the stimulus appearing on the left or the right of the screen" + ], + "metadata": { + "id": "QeYVIphkYBWR" + } + }, + { + "cell_type": "markdown", + "source": [ + "### **Aggregating data across multiple insertions**" + ], + "metadata": { + "id": "YTWs9kOsZTns" + } + }, + { + "cell_type": "markdown", + "source": [ + "\n", + "In the examples above, we explored how to analyse data from a single insertion. However, the real strength of the brain-wide map dataset lies in its coverage of **many insertions across the brain**. This allows us to pool data from multiple probes and animals, enabling us to explore activity at the **regional level**. In this section, we'll demonstrate how to combine data across insertions to investigate region-wide responses.\n", + "\n", + "Let's explore activity in the region **VISam**. We are going to pool data for VISam from multiple probe insertions.\n", + "\n", + "For this we have a helper function **`get_avg_psth_for_region`**. This behaves in the same way as `get_avg_psth_for_insertion` that we have been using above, but instead of passing in a `pid`, we pass in a **`region`**" + ], + "metadata": { + "id": "Je9gtJSjVpsw" + } + }, + { + "cell_type": "code", + "source": [ + "psth, df = get_avg_psth_for_region('VISam', meta)\n", + "print(f'{len(df)} clusters from {df[\"pid\"].nunique()} insertions')" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "mBeCJVHEZ3sf", + "outputId": "c91b9d85-ed1d-4404-a315-eaf59c024053" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "374 clusters from 23 insertions\n" + ] + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "Simliar to above we can compute the **modulation index** to identify **responsive cells**." + ], + "metadata": { + "id": "DNpIAFXK72mg" + } + }, + { + "cell_type": "code", + "source": [ + "df['pre'] = np.mean(psth[:, pre_time_idx], axis=1)\n", + "df['post'] = np.mean(psth[:, post_time_idx], axis=1)\n", + "df['modulation_idx'] = (df['pre'] - df['post']).abs() / (df['pre'] + df['post']).abs()\n", + "\n", + "idx_mod = np.bitwise_and(df['modulation_idx'] > 0.3, df['modulation_idx'] < 1)\n", + "print(f'{idx_mod.sum()}/{len(idx_mod)} of clusters are modulated')" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "KUUu3T2S72Ol", + "outputId": "ffb4be20-ab8b-4d19-fcc2-18a26ea3f45c" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "87/374 of clusters are modulated\n" + ] + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "We can plot the PSTH of the modulated clusters as well as the average across all modulated clusters" + ], + "metadata": { + "id": "SJFOKf8j8nkw" + } + }, + { + "cell_type": "code", + "source": [ + "fig, ax = plt.subplots(figsize=(10, 5))\n", + "ax.plot(meta['times'], psth[idx_mod, :].T, c='grey')\n", + "ax.plot(meta['times'], psth[idx_mod, :].mean(axis=0), c='k', lw=2)\n", + "ax.set_xlabel('Time from stim on (s)')\n", + "ax.set_ylabel('Firing rate (Hz)')" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 472 + }, + "id": "Eu_A5LegZ9UF", + "outputId": "263f836e-12be-428a-b861-dfbc59204377" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "Text(0, 0.5, 'Firing rate (Hz)')" + ] + }, + "metadata": {}, + "execution_count": 114 + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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\n" + }, + "metadata": {} + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "If we now only want to explore the trial dependent response specifically for the modulated clusters that we have found, we can use a third helper function **`get_avg_psth_for_clusters`**. This function allows you to pass in a set of **cluster uuids** to compute the PSTH values.\n", + "\n", + "For instance, if we've already identified clusters in VISam that are significantly modulated by stimulus onset, we can now investigate whether their responses differ depending on the **stimulus side**. The unique identifier for each cluster is stored in the **`uuids`** column." + ], + "metadata": { + "id": "TU-QtV04bOvD" + } + }, + { + "cell_type": "code", + "source": [ + "uuids = df.loc[idx_mod].uuids.values\n", + "psth_test, df_test = get_avg_psth_for_clusters(uuids, meta, split='stimulus')" + ], + "metadata": { + "id": "2kfVSZP3bo3P" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "code", + "source": [ + "fig, axs = plt.subplots(1, len(psth_test), figsize=(15, 5), sharey=True)\n", + "for i, (key, vals) in enumerate(psth_test.items()):\n", + " axs[i].plot(meta['times'], psth_test[key].T)\n", + " axs[i].set_title(f'{key.capitalize()} contrast')\n", + " axs[i].set_xlabel('Time from stim on (s)')\n", + " if i == 0:\n", + " axs[i].set_ylabel('Firing rate (Hz)')" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 439 + }, + "id": "ZZNKpDjswXJG", + "outputId": "4c00c2c6-5be5-4186-8605-e072ca19c232" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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iIiKiyWAxjKjI5HSGMTOMiIiIiIiIaFJYDCMqMkpSgyCkfszOMCIiIiIiIqJJYTGMqMgoigaL1QSAmWFEREREREREk8ViGFGRURQVFquc+jGLYURERERERESTwWIYUZFRFS1TDFOzwvSJiIiIiIiI6ORYDCMqMoqiwWJhZxgRERERERHRVBS0GBYMBnH99ddj7dq1OHz48Kivuf/++3HdddcVcllERUXJ7gxT9RleDREREREREVFxKWgxzGq14v7778cVV1wx6vOhUAiHDh0q5JKIio6aE6DPMUkiIiIiIiKiyShoMcxkMsHtdo/5/COPPIKbb765gCsiKj45nWEckyQiIiIiIiKaFHmmF5AWDAZx+PBhfO5znxv3dZs3b8bmzZsBAL29vYVYGtGsoiR5miQREc1N3OcRERFRIcyaYtjDDz88oa6wq6++GldffTUA4Lbbbsv3sohmHVXRYDJJEEQBqspiGBERzR3c5xEREVEhzJpiWHt7O3bt2pX58f/+7//is5/97Ayvimj2URQNskmCLIvsDCMiIiIiIiKapIIXw2699VYcOHAAra2tuOGGG7B7927cdddduOeeezKvue6661gIIxqDomiQZBGSJDIzjIiIiIiIiGiSCl4Me+CBB3J+ft111414ze9///tCLYeo6CiKClkWIcsixySJiIiIiIiIJqmgp0kS0anRNR2aqkOWRUgckyQiIiIiIiKaNBbDiIqIkuoEkzkmSURERERERDQlLIYRFRElqQIApPSYJIthRERERERERJPCYhhREUkXv2STxDFJIiIiIiIioilgMYyoiKSLX5JkZIaxM4yIiIiIiIhoclgMIyoiSqYzzBiTZGcYERERERER0eSwGEZURDLFsNRpkqrKYhgRERERERHRZLAYRlREVMUI0JdlCTJPkyQiIiKac3798x149cWjM70MIqI5TZ7pBRDRxCnJVGZYqjMsEUnO8IqIiIiIaDoN9IVgsfKvaURE+cTOMKIiwjFJIiIiorktmdSQTKgzvQwiojmNxTCiIpJdDJMlBugTERERzTWKoiKZZDGMiCifWAwjKiKZzDCTZHSGsRhGRERENKco7AwjIso7FsOIiki6EyydGcZiGBEREdHcoiTZGUZElG8shhEVkXTxS5ZEyDLHJImIiIjmEl3XoSgaFHaGERHlFYthREVESWqQJBGCKKQ6w7hRIiIiIpor0jc+2RlGRJRfLIYRFRFF1SDJxm9bSRKhqvoMr4iIiIiIpouSKYax+5+IKJ9YDCMqIkpShWwyfttyTJKIiIhobkl3hDFAn4gov1gMIyoiqqJBllKdYQzQJyIiIppTlCTHJImICoHFMKIioihaTmeYqmrQdY5KEhEREc0FSqoIpioaNI17PCKifGExjKiIqIoGSZYAIPNvVWV3GBEREdFckB2BobA7jIgob1gMIyoiiqJCTgXop8clOSpJRERENDdkj0cyN4yIKH9YDCMqIoqSdZpk6t8M0SciIiKaG5SsUySZG0ZElD8shhEVESWpZTrD0sUwdoYRERERzQ2Kws4wIqJCYDGMqIioalYxLD0mycwwIiIiojkhOyeMnWFERPnDYhhREVGSKmSTEZwvc0ySiIiIaE7hmCQRUWGwGEZURBRFy3SEcUySiIiIaG7hmCQRUWGwGEZURBRFg2xKnSbJzjAiIiKiOSWZ1RmmsDOMiChvWAwjKiKqwgB9IiIiorlKSaqZPR47w4iI8ofFMKIioigaZJmZYURERERzkaJosNlMAJgZRkSUTyyGERURVRm6W5jpDONpkkRERERzQvqwJJNZYmcYEVEesRhGVESU5NCYpMwxSSIiIqI5RVE0mEwiTCYpJz+MiIimF4thREVEUbWhzjCJxTAiIiKiuSSnM4xjkkREecNiGFERUZIaZJORGSYxM4yIiIhoTklPAciyyDFJIqI8YjGMqIioigY51REmigIgMDOMiIiIaK5IZnWGKewMIyLKGxbDiIqErulQVQ2yyfhtKwgCZElkZxgRERHRHKEoxl7PZGKAPhFRPrEYRlQk0h1g6fHI9I+ZGUZEREQ0NyhJFbLMzDAionxjMYyoSKQ7wOSsYpgsszOMiIiIaK5gZxgRUWEUtBgWDAZx/fXXY+3atTh8+HDOc3/5y1/w4Q9/GDfeeCO+9a1vFXJZREUhXfSSZCnzGDvDiIiIiOYOJanCxNMkiYjyrqDFMKvVivvvvx9XXHHFiOeWL1+OJ554Ak888QQGBwexd+/eQi6NaNZLh6hmd4ZJksgAfSIiIqI5In2aJDvDiIjySy7kh5lMJrjd7lGfq6+vz3mdKHKCkyhbuug1fEySnWFEREREc0P6NEkAPE2SiCiPCloMm4g9e/ZgYGAAq1atGvX5zZs3Y/PmzQCA3t7eQi6NaEYpyVQxzJQboM/MMCIimiu4z6PTnaJomRufHJMkIsqfWVUM6+npwX/8x3/gf/7nf8Z8zdVXX42rr74aAHDbbbcVamlEM46ZYURENNdxn0enOyXVGSYIAsckiYjyaNYUw0KhEP7xH/8Rd911FyoqKmZ6OUSzjqKMzAwzTpPkRomIiIhoLkifJimKApJJ3vAkIsqXghfDbr31Vhw4cACtra244YYbsHv3btx11114+OGH0dnZiX//938HAPzDP/wDNmzYUOjlEc1a6Q4wWRYx8JdHUbLwLEiSxAB9IiIiojlA1/XMaZKaqLMzjIgojwpeDHvggQdyfn7dddcBAD7/+c/j85//fKGXQ1Q0lKximH/PyxBEGbK8mJlhRERERHOApurQdWOvp0vG4UmaqkGUeLAYEdF045+sREUi0xlmkqDrGnRNYWYYERER0RyRicQwSTClTpTkqCQRUX6wGEZUJNLHa0uyCOgadFWBJAkckyQiIiKaA9KFL1kWIZvTxTCOShIR5cOsCdAnovFlxiQlEdA0QFUgyxLHJImIiIjmgPSNz/RpktmPERHR9GIxjKhIKIoGURIgiAJ0LdUZxjFJIiIiojlBSXeGmUSIqWIYQ/SJiPKDxTCiIqEoGmTZaJlHKjNMZjGMiIiIaE5IZ4aZTBJEMVUMY2cYEVFesBhGVCRURYMsGzF/2Z1hHJMkIiIiKn7ZmWFSas/HzjAiovxggD5RkVCSaqYYBt3IDOOYJBEREdHcMPppkiyGERHlAzvDiIqEomiQZBG6rmdOk5RlEQpPkyQiIiIqekMB+uJQMYydYUREecHOMKIioSoaZJNkdIUBxpikxM4wIiIiorkgHaBvYmcYEVHesRhGVCSUdGaYllUM45gkERER0ZyQzoGVZcnIDBOGusWIiGh6sRhGVCQURU2NSaaKX5qaGZPUdX1mF0dEREREpyQzJimLEAQBJpPEMUkiojxhMYyoSKijdYZJIqADmsZiGBEREVExU5IaJEmEIAoAjHHJ9AmTREQ0vVgMIyoS6TFJPSszLH26JEcliYiIiIpbMqlCNg399cxkZmcYEVG+8DRJoiKRPk1yqDMsafw89ZzZMpOrIyIiIqJToaQOS0r0HYdotac6w1gMIyLKBxbDiIqEklRhsViga8amKB2gD7AzjIiIiKjYKUkjD7b/mR/DUr8YJvMydoYREeUJxySJikQmMywdoJ81JqmwGEZERERU1BRFg8kkQVfi0BJxyOwMIyLKGxbDiIqE0To/VAzTNdUI0AegqiyGERERERWzdGeYrmmApvA0SSKiPGIxjKhIqKnMMD37NEmOSRIRERHNCUrSyAyDpkFXkjCZRSjsDCMiygsWw4iKhKKokGVpqDOMY5JEREREc0b6NEld16CrCgP0iYjyiMUwoiKhDOsMAzvDiIiIiOYMRVFTnWGqUQwzc0ySiChfWAwjKhJKOkA/+zRJScg8R0RERETFS0lqmcwwXWNnGBFRPrEYRlQkRpwmCR2SlHpO5UaJiIiIqJgpigpTqjMMqmKcJsnOMCKivGAxjKhIGHcLpaExSQCy0RjGMUkiIiKiIpdMd4bp6QB9doYREeULi2FERUDXdaiqkRk21BkGiIKxQeKYJBEREVFxU5OpzLDsAH12hhER5QWLYURFIN35JZvEnM4wUTB+rKr6jKyLiIiIiKaHomiZvZ6uKewMIyLKIxbDiIpAuvPLyAwb2hSJMH6sKtwoERERERWzZLozTBvqDNNUHZrKCQAiounGYhhREUgXw6RhmWHQVEiSyDFJIiIioiKXfXJ4OjMMMLLEiIhoerEYRlQE1JzOsKENka4qkGSRAfpERERERU5JGqdJ6roGpMYkAXBUkogoD1gMIyoCaqo9XpQEILszTFUhy+wMIyIiIip2StLIDIOmQlcVyHKqGMYQfSKiacdiGFER0FIB+ZJoHLedxs4wIiIiouKnqRo0TYcsCQCMPR47w4iI8ofFMKIioGmjd4bpmsLOMCIiIqIiN3RY0ijFMHaGERFNOxbDiIqAmuoME0UBuja0IdLVJCRJzIxREhEREVHxSXd/meTUA5oKWc59joiIpg+LYURFIN0ZJkkM0CciIiKaa5Rkeq839JhJMm6GsjOMiGj6sRhGVAQynWGSkJMZBhbDiIiIiIqeohgFLymVGQYAsmjs/xR2hhERTTsWw4iKgKYNjUnmZIalT5PkmCQRERFR0Up3hmXGJAHI6c4wFsOIiKYdi2FERUBTxxiT1BQjM4ydYURERERFK13wkrP+diZCgyBwTJKIKB9YDCMqAjljklpuZhhPkyQiIiIqbum9XHZmGDQFskliZxgRUR4UtBgWDAZx/fXXY+3atTh8+HDOc6qq4qtf/SpuuukmfPvb3y7ksohmvUxnmCgCWadJMjOMiIiIqPilc8EkcSgzTFcVmMwSO8OIiPKgoMUwq9WK+++/H1dcccWI51566SVUV1fj8ccfRzQaxa5duwq5NKJZLZMZNixAn51hRERERMUvnRkmZ3eGqQpM7AwjIsqLghbDTCYT3G73qM/t2rUL7373uwEA559/Pnbu3FnIpRHNalp6TFIUUwH6AgTJBJ2dYURERERFL32aZHYxjJ1hRET5M2sywwKBABwOBwDA6XTC7/fP8IqIZg9VS+dICEaAvigCkgxdUyDLUmYDRURERETFJ90ZJop65jE91RmmsDOMiGjaySd/SWE4nU6EQiEARrZYaWnpqK/bvHkzNm/eDADo7e0t2PqIZlKmM0wSoWsaBEGEIMlAakxytnSGJRMqtv21BedevAhyTp8/ERHRyXGfR6crRVEhigJEIbsYljQ6w5KzY59HRDSXzJrOsHXr1mHr1q0AgFdffRXr1q0b9XVXX3017rvvPtx3332oqakp5BKJZoyW6gwTBGQ6wwRJzoxJzpbMsEP7evDyc4dx/NjgTC+FiIiKEPd5dLpKJjXIJmnEqeEmE8ckiYjyoeDFsFtvvRWvvvoqvv71r+P3v/89vvGNbwAALrroIpw4cQI33XQTLBYL1q5dW+ilEc1aqqpDlAQIgmBskoShYthsCtBvOdwPAOjvCc7wSoiIiIiKh5JUIZvS2bCGTGYYxySJiKZdwcckH3jggZyfX3fddcZCZBl33313oZdDVBQ0VYMkpWrXugZBlABRMophJmlWjEnquo5jh1LFsN7QDK+GiIiIqHgoSQ0mk5RzargRh2FGNJKcuYUREc1Rs2ZMkojGpmk6RFEAAKMzLD0mqampMcmZv2PY3xNEMBCHs9SKvhPsDCMiIiKaKEVRIcsioA3t6dgZRkSUPyyGERUBVR0qhkFPB+ibjDuG0uwYk2w57IEsi1i7oRH9vUHoun7yNxERERFRakxSMrJhU3Q1aZwmycwwIqJpx2IYURHQtKwxyeGZYSYRmqpD12a2+NRysB/zF1agfn4Z4jEFQX9sRtdDREREVCyUpAZZFqEP6wybTQclERHNJSyGERWBdIA+AGOTNOw0SQBQ1JnbKCWTKo4fG8CiZZWoqnECAPoYok9EREQ0Icl0Z9iwAH1ZlqDO4B6PiGiuYjGMqAgYmWHZAfoiIMnQ1aSRLwHMaIj+8WODUBQNi5ZVoazcBpNZ4omSRERERBOkKBpkEzvDiIgKhcUwoiJgnCaZ6gzTU2OSqdMkJVkCYGRNzJSWQ/1wuiyoqnVCEAVU1TjQ38MTJYmIiIgmQlGM0yQx4jRJcUb3eEREcxWLYURFQFN1iFmZYUJqTBKamukMm8m7hscO92PhsioIglGwq6p1oq8nMGPrISIiIiomSlJNZYal9nOCmJkAmMnufyKiuYrFMKIioKoaJHFYZ1g6QH+Gi2FBfwx9J4JYtLQq81hVjRP9vaEZD/UnIiIiKgZKUsvJDBNM5qExSVXjKd1ERNOMxTCiIqBpQwH66c4wDAvQn6m7hof39wIC0Ly0MvNYdZ0TyYQKvy86I2siIiIiKiaZzrDUmKQgm4dueurGXpCIiKYPi2FERUBTswL0NRUQpKHOMFMqM0wpfJ6EklTx6otHsfyMWtgdlszjPFGSiIiIaOKMAH3J2OcBEE2WzGmSgNE5RkRE04fFMKIioGpapjNMT50mKYiyEawqzdyY5BtbWhH0x/Ce9y3PedxVZoXFKvNESSIiIqIJSCZV4zTJrM4wzIIJACKiuYrFMKIioKk6pKwA/ZzMMNPMbJIi4QReffEo1m9qQkWVI+c5QRCM3DAWw4iIiIhOSlE0owss1RkmmCzQ1WSmGKaoPFGSiGg6TakYpvIPY6KC0jQNYnaAfjozTBu6Y1jozrAtfz4CALjg8iWjPl9V6+CYJBEREdEEKEkVJtPQaZKZMcnUTU+OSRIRTS95Ii/SNA3PPvssNm/ejP379wMwCmIVFRU4//zz8eEPfxhNTU15XSjR6UxVswL0dQ3CKKdJFrIzbNATxptb23DRFctyssKyVdU6sfetLiP8P1XIIyIiIqKRlGSqMywzJmky9nkSxySJiPJhQsWwT37ykzjvvPPwhS98AYsXL4YgGH+xDQQC2L59O+69915cdNFF+MAHPpDXxRKdrjRVywTl65oKZGeGZYJVC9exufWlFtgdFmy8oHnM11TXOqEoGnyDEbgr7QVbGxEREVEx0TQdqqoZXWCaCogSIOaeGj4T2bBERHPZhIphDz74ICRJGvG4y+XCpZdeiksvvZSjk0R5lNNdpWkQxKHTJGdik9Td4cPi5VUwmUb+uZBWVZs6UfJEgMUwIiIiojGoqrGHk2VjTHJoAiCZdWo4i2FERNNpQplh6ULYxz/+cbz00ks5z33961/PeQ0RTT9VzSqG6VkB+poCURQgikJmI5VvmqbD0xtCdarYNRaH04KKKjt2vn68IOsiIiIiKkZaag8nSqKxz0vd9EROHAYbD4iIptOkAvS7urrw8MMP4zvf+Q60VLjjvn378rIwIhqiqVrmNEk9dZokJAm6qgAAJFksWLCqdyAMRdEynV9jEQQBF1+1DEcP9uPYYU9B1kZERERUbFRVBwBIkmDs80QxkxmW3v/NVGdYX08Qv3n4rYLGcRARFcKkimFOpxMPPvggBEHAJz7xCXg8/AsuUSGo2rAA/UxmmLExkWWxYJuk/p4QAJy0GAYAK1bXoaGpHC9s3g9d0/O9NCIiIqKik9MZpqnGmGQqMyx9muRMBei//vIxHNhzAm/v6JyRzyciypdJFcN0XYcoivjiF7+IT37yk/j4xz+Ovr6+fK2NiFJ0zfi9Z/w4a0xSVaDreqoYVpg7dn09QdhKTHA4Rz9FMpsgCLjs/SvQ0xXA3p1dBVgdERERUXFJd4aJogBdT3WGDTs1fCY6w+IxBe+83Q3ZJGLby8eg8cYmEc0hkyqG3X777ZkfX3zxxfjJT36CG2+8cdoXRUS5VFWDlOkMU43OMEkGoAO6BkmWCnbHsL8niKpaZ+ZU2ZNpbHZj+Zm1+MuzB5Fkiz0RERFRjnT8jCSJxkFJggikAvQleeY6w97Z3Y1kUsV1H12LQU8Yh/b1FHwNRET5MqFiWHd3N7q7u7F8+fLMj7u7uyGKIq677rp8r5HotKeputE6DwBaOljVBACZFvqCjUn2BlFVc/IRyWzved9yhAJxbN/SOuI570AYz/x2b8EOACAiIiKaTTKdYZIAXVONfd6IzLDC31Dcvb0Di5ZVYfmZdViwuAKv/eUodJ3dYUQ0N8gTedE//MM/QBAE6LqOY8eOYdGiRZk/CAVBwG9/+9u8LpLodKeqWuY0SV0fumMIpIphkliQO4aqqsHTF8L6c5om9b6KKgfWb2rCqy8exdoN81HiMGeee/6p/Ti8vxerzqrDgsWV071kIiIiolktnRkmpU6THMqGVSAIgnFQUoE7w/p7g+hs9+L6W9YBAM69eBEef2A72lsGuF8jojlhQsWw3/3ud5kfX3vttSx+ERWYlh2grw1lSQAAVAVSgTrDBj1haKqOqlrHpN97weVLsOetTrzywmFcee0ZAIC2lgEc3t8LQQBaDnu4uSIiIqLTTk5mmKbmZMMCxkFJhR6T3PVGB2wlJixdVQMAWLSsCjV1Trz2Ugv3a0Q0J0wqMwzAhHOCiGj6aKoGKR2gr6cC9EXJ+HkqXLUQR1739wQBTOwkyeHsDgvOu2QxdrzWjkFPGLqm44U/7kd9YylWnVWPY4f6p3u5RERERLNeTmaYrkEQJaMYphnFsEJ3hqmKhj1vdWL12Q2QZWO/KQgCzr14EVoO9qOz3VuwtRAR5cuki2FEVHjqsM4wQRjqDNM1BbIsFSRzq68nCLvDDLvj5CdJjmbjBc1wOC148ZmDeOftbnR3+HHp+1di0fJqnOj0IxyKT/OKiYiIiGa33MwwYwIAkgxdGeoMK2Qx7MiBXkRCCazd0Jjz+Kqz6lE/vwy/e3QnIuFEwdZDRJQPExqTvP322zOZYZ2dnbjjjjtynr/33nvzsjgiMmiqnglQ1VMB+tmZYZIsQknmf5PU3xOaUldYmskk4eKrluHpX76N9pYBLF1ZgwWLKhAMxAAAxw57cOa6edO1XCIiIqJZLzszTNNSmWGSacbGJI8d9qCyxoHqOlfO46Ik4sO3rMf9//0Knnp8F2789AYIIqeGiKg4TagYdvPNN4/6YyIqDE0bCtDPBKtmZYbJsohoJJn3dfT3BLFw6anlRJy5vgGvv9KKvp4g3nP1cgCA02VFTZ0Txw71sxhGREREp5XszDBN1wDBGJOEpkDXdUiyVNBiWMAXQ7m7ZNTnSstt+OBH1+Lxn27HlheP4ILLlhZsXURE02lCxbANGzbkex1ENA5VzRqT1IeCVY2fGsWwfI9JKoqKAU8YGy9oPqXriKKA629ZB09vCFU1Q11mC5dVYe/OLui6zmxCIiIiOm1kZ4YlNTX3pqeWyoZV8p8NmxYMxFDXUDrm84uXV+PCy5bi5ecPo7HZjWYG6hNREZpQZtjtt9+OrVu3Zv6gztbb24sHHngATz755LQvjogMmqoNG5PMLYZJBQjQH+gzQu+zC1hTVVHlwLIzanMeW7SsCqFAHH2pkH4iIiKi04GWlRkGTRtx07PQAfoBfwzOUuu4r7ngsiWobyzDay+2FGhVRETTa0KdYV/72tfw4IMP4t/+7d9QWVkJt9uNeDyOjo4OVFVV4cYbb8R73/vefK+V6LSkazp0HbljkoIIiMMC9PO8SRo6SdKRl+vPb3ZDlkW0HOxHzbCMCiIiIqK5Ss3KDNN1Nfemp6IUNDNMVTWEQ3G4TlIME0QBZ29qwh9+/TZ8gxGUjTFWSUQ0W02oGFZbW4uvfe1r+NrXvoaOjg54PB5YLBY0NTXBbrfne41EpzVNS98tHK8zzJT3O4Z9vUE4XRbYSsx5ub5sktC0qALHDvfj3IsX5eUziIiIiGYbLSszDJoGQZQgSCYAQ3EYheoMCwXigI6TdoYBwMo1dXjuqX14+81OXHgFs8OIqLhMaEwyW2NjI9auXYuVK1eyEEZUAJm7henOMM3oDBseoJ/vTVL/ieApnSQ5EYuWVaH92CCSicLlYhARERHNJDV141OSROiakQ2bOTVcSxZ0TDLgN074nkgxzGyRsWpNPXa/2QE99R2Ma0RxaF9P3tZIRDQdJl0MI6LCGuoMM4phuj6yM0w25b993tMXynsxbOGyKqiKhmOH+/P6OURERESzhZa68SlKQurUcGnYTc/CnSYZ9EcB4KRjkmlnbZwPvzeKY0c8AIBkUsUTP30Tv3n4rbwf7kREdCpYDCOa5YZa51O/XTUNgiDljklK+b9jGPDH4Cqz5fUzqmocqGsoxZuvtef1c4iIiIhmC1XVIYgCBEEw4jBGOTU83wclpQX9MciyCKvNNKHXNzSVobLGgd3bOwAAz/5+H3q7A9A0Hd6BSD6XSkR0SiZdDPP7/di3bx8AQNf1UU+YJKLpo2pZdwsBINUZhpzOMCmvR24n4gqSCRUOR37ywtIEQcDGC5px7HA/T5UkIiKi04KmarlxGKI4lBmmGKdJFqrLKn2SpCAIE3q9IAhYu6ERB/f2YOtLLdi9vQOXvHc5AGCgL5TPpRIRnZJJFcM2b96MW265BXfccQcA4OjRo7j11lvzsjAiMqQ7w6R0gL6eumMoSukXZDLDdF0f6zKnJBxKAABKHJa8XD/bqjX1cLgseOOVY3n/LCIiIqKZpmp65qAkDI/D0AoboB9MFcMmY/X6Bui6jhc2H8C6c+bjvEsWwWyR4WExjIhmsUkVw37605/i17/+NZxOIzdoyZIl6Ovry8vCiMigqsM6wzTVuGMoSoAgZtrnoQ/li023cCgOAHA4818Mk2QR7zpvAfa81ZX5XCIiIqK5SlM1SOls2OEB+moqQD9ZoGJYIAana3LFMLvTgjPXzcO8pjJcee0qCIKAymo7BvrCeVolEdGpkyfzYpPJBItl6C/DmqZNuIUWAO655x7s2rUL8+bNw3/8x3/AZDLaf2OxGO68806EQiFIkoTvfve7qKysnMzSiOasTIC+mN4kpcYkAQiSbGSGycbPVUXLdJBNp3DQKErZ8zwmmbb+nCZs+fMRvLXtOC64bElBPpOIiIhoJqiqltMZlh2gb9z0tBZsTDLoj6GuoWzS73v/DWsgCMj83bCi2gFPPzvDiGj2mtTfms8++2w89NBDSCQS2LFjB774xS/iggsumNB7Dx48iN7eXjz++ONYuHAhnn/++cxzr7zyCpYsWYJf/OIX+OAHP4jf/va3k/sWRHNY+oQhKXuTJKR+nCqGyaliWL7uGoZDCUAASuyFKYaVOMxYfXYDdrzWltcsNCIiIqKZpqp6JjNM19ScMUmkbnoWYkxS13XjwKRJjkkCxk3b7CaJymoHM8OIaFabVDHsy1/+Mux2OxYvXoyHH34YGzduxBe/+MUJvXfnzp1497vfDQA4//zzsXPnzsxz8+fPRzRqHOMbCARQXl4+mWURzWmqmtsZhtQpQ0B2Z5iRH6ao+SkchUNxlJSYh+5aFsDGC5oRCsaxf/eJgn0mERERUaFp2Z1hWrozbChAv1CnScaiSShJbdKZYaOpqLIjGkkiksqdJSKabSY1Jvn73/8eH/nIR/CRj3wk89hvf/tbXH/99Sd9byAQQHV1NQDA6XTC7/dnnluwYAGOHj2K973vfdB1Hb/5zW/GvM7mzZuxefNmAEBvb+9klk9UlNIntmYH6AvpMUlRBgrSGRaHvQB5YdmqapxoWuTGvl1dWH12Q0E/m4iIZgb3eXQ6UlV9KDMsfVDSsAB9tQCdYUF/DACmpRhWWe0AAHj6QpjvcJ/y9YiIptuk2jwee+yxCT02GqfTiVDIaJUNBoMoLS3NPPfkk09i/fr1eOaZZ3D77bfjxz/+8ZjXufrqq3HffffhvvvuQ01NzWSWT1SUtBGdYWpWZ5iU2SQByNtGKRxMFCwvLNvyM+vQemQA8Viy4J9NRESFx30enY40bbTOsGEB+mr+Tg1PC6SKYVMZkxzOXWkHBGCAuWFENEtNqDPs2WefxbPPPouuri7ccccdmcdDoRBcLteEPmjdunV46KGHcO211+LVV1/FunXrMs/pup4ZjSwvL0cwGJzMdyCa09R0gL4kGHcLjZ8AGBmgn688iXAoDrujsJ1hALBsVQ2ef+odHD3Qj1Vr6wv++URERET5puVkhqXiMCRjrzf81PB0B1k+ZDrDJnma5Ghkk4Rydwk8zA0jollqQsWw1atXw+12o7+/Hx/96Eczj9vtdixbtmxCH7RixQpUVFTgpptuQl1dHT71qU/hG9/4Bu666y68//3vx5133onnn38eqqri29/+9tS+DdEclBOgnxqZTI9JZgL0TanMsLx1hsVRXefMy7XHU+YuQV1DKQ7u62ExjIiIiOYk4zTJoQkAQRSNw5JEKZUZltrnJfNzanhaMBBDicOcucl6qiqq7BjoC0/LtYiIptuEimHz5s3DvHnz8MQTTwAAFEVBMmmMLSWTScjyxKLHvvKVr+T8/K677gJgjFD+7Gc/m/CiiU4nmQD97M4wYfTMMDVPJy+GgjPTGQYAy86owdaXjkFR1MxmkIiIiGiu0FQ9Myap6xqQzoaVTICmQLLkNw4jLeiPwTUNXWFpFdUOHNnfN23XIyKaTpMq+2/btg3XXHMN1q9fj0suuQTr1q3D+973vnytjYhgtMQDgCiO7AzLjElK+RuT1FQN0UgSjgIH6KctP6MWibiC1iMDM/L5RERERPmkqtrQ+KOmGl1hGCUOI0+nhqcF/LFpCc9Pq6x2wDsYKUj4PxHRZE2qGPZf//Vf+NnPfobm5mZs27YNP/7xj3HhhRfma21EhOwxSQEY3hkmyUaAvil/dwzDYeNI7JIZ6gyrqnXCXVmCQ/t6ZuTziYiIiPJJ03Tjpidg7PWGZcOm93n5OjU8LTjNxbCKagd0TcfgAEcliWj2mVQxTBAEVFZWQlVV6LqOiy++GG+99Va+1kZEyD5NUoSupe4IDs8Mk/O3SQqHjGKYw1n40yQB48+dZWfU4tA7vZkuOSIiIqK5QlW1TPeXrmnDsmGTkKXCjUlOa2dYlR0AmBtGRLPSpIphTqcTkUgE69evx1e/+lXcc889sNls+VobEQFQtazOsPSYpJC6Yyimi2GpYFU1D8WwYBwAZiwzDDBGJcPBODrbvTO2BiIiIqJ8yD5NEpqaOwFQgFPDAaPQFg4l4JrGYpjdaYHFKmdOlEwmVTz9xG6c6PRP22cQEU3VpIphP/7xj2GxWPAv//Iv2LBhA2pqanDffffla21EhOzOsKwA/azMMKhK5gSifAToh0MzXwxraCqH3WnB3rc6obM7jIiIiOYQdUSA/vAxyfyeGg4YJ0kCmNbOMEEQUFHtwEC/UQx79nf78PaOTuzd2TVtn0FENFUTOwYSgKZp+PSnP41f/vKXkCQJ1113XT7XRUQpWiY0P7szbKgYpiUiEAQBkizmZ0wyGIfZIsFknrmTHAVRwNqNjXj1haM4fmwQ51y4EGeun8fTJYmIiKjoaVp2gL6Wtc8zFeTUcMAYkQQA5zSeJgkYIfqevhB2vXEcu9/sgKvUio62wWn9DCKiqZhwZ5goinC5XPB4PPlcDxENY9wtFCAIWQH6w06TBABZFvNyxzAcSsxoV1jaxVcuwyc+fy7KK+3446/34IHvvcouMSIiIip6J+sMy+ep4Wn56AwDgIoqO3q7A/jT7/dh3Tnzce4li3Ci049kMr8nYxIRncyEO8MAIB6P46qrrsK6detgtQ79QXnvvfdO+8KIyGCcMGTcLUwH6KfvGKIQxbBgfFYUwwRBwPyFbsxf6MbBvT349c93wNMfQlWNc6aXRkRERDRlmqrlZIYJw2565vPU8LSAPwZJFmErMU3rdSurHVCSGuoaSnHltavQ3xuCpuroPu5D06KKaf0sIqLJmFQx7POf/3y+1kFEY9BULXNHcKgzbOiOIVSjQCabpLxsksKhOOzTcJLkkT3bIZvMaF5x1ilfq3lJBSAAnW1eFsOIiIioqGlaVmeYpg2bAEgOnRqez84wfwyuUqsxiTCN5je7sWRFNa667gzIJgk1dU6YLTI62rwshhHRjJpUMWzDhg35WgcRjUFVszvD0vlhqU2SKGU6wyRJhJKXAP0E6hpKT/k6b/7lD/D19+B9H78DTUvPPKVrWawmVNc40XXch7Ub55/y2oiIiIhmiqpmZYbp2ogJAEnOf2dY0B+b9hFJwDhR8sa/Hfo7pCiJaGgqQ0crc8OIaGZN6jRJIio8I1R1WGdY9pHbWmpM0iTmpzMsGIfdeWpjkpqmwT/QC5PZguce+x/0dbWd8roaFpSjs917ytchIiIimkladmaYpubs85CTGZbHAP1AbNrD88fSuMCNjjYvs1+JaEaxGEY0y2mjdIahQJlhuq6nAvRPbUwy5B+Eqii45EOfhLtmHv748+/BP9B3StecN78MfT1BxGPJnMdVVYOuc3NFRERExUFVtcxeD5oGYViAfubU8Dx2hvm9MbjKClQMa3YjFk2ivy9UkM8jIhoNi2FEs5yalSOR7gwbHqwKpMckp3eTFI8pUFUNjlPsDPP19wAAquqbcPUtd8BssWHzI/dCVZQpX7OhqRzQga7j/sxjyaSKe//9Rezb2XVK6yUiIiIqFE3TIUmicTNPz84MMyFwzINjP30QspyfCYD05wd8UZS5S/Jy/eEamsogiAJHJYloRk2qGHbOOedg06ZNOf9cdtlluOOOO9DR0ZGvNRKd1rSsHInhnWGCZALSnWF5CNAPBeMAgJJTPE3S6+mBKMlwlFXA5nDhvTf/PXyeHux+7fkpX7Oy2gGLVc4ZlTy0rwehYBzdnf5x3klEREQ0e6iqBlESsm56DnWGxfpD6P/rlrx2hgX9MWiajtJyW16uP5zZIqO23oWONsZdENHMmVSA/kc+8hE0Njbive99LwDg2WefRUtLC9asWYOvfvWr+MUvfpGXRRKdzrJzJEbbJKUzwyRZhJKc3iyJcMgohjlOsRjm8/SgrKIaYupOZ0VtA1ZvuhQ7/vJHLDtrExyl7klfUxAFzJtfjq6sYtieHZ0AAO9A5JTWS0RERFQommp0hg3PhjXiMFQogRAsSOatGOb3RgEAZXkuhum6jicf24VzLlyIxgXlOHLg1CIziIhOxaQ6w1566SV8+MMfht1uh91ux/XXX4/XXnsNV155JQKBQL7WSHRa07TcHAkAmfZ5ZJ0mKcsiFHV6N0nhVGeY3XlqmWE+Tw/KKmtzHttw6TUwmS147U+/mvJ1G5rK0Nnuha7rCAViaDnUD1uJCV5P+JTWS0RERFQo6cywoVPDszPDjMfsSiBvY5J+r3ETsbQ8v2OSsWgS+3Z1o/WIB43NbngHIggFYnn9TCKisUyqGFZeXo5HHnkEHo8HHo8Hjz76KEpLS1On3Un5WiPRaU1V9aExST3V+SWMzAzLR5ZEOJSAKAqw2kyndB2fpxdllTU5j1msJTj3qo/gyJ7t6Gw5MKXrNiwoRzSSxKAnjH27uiGKIt513gJ4ByI8oYiIiIiKgpEZJoy46SlIcuYxWyJ/xTCfNwqrzQSLdVJDQ5MW8BuFr1AwjsbmcgDgqCQRzZhJFcO+973vobW1FX/7t3+LT3/60zh27Bi+973vQVEUfPe7383XGolOa8ZpkqnfqtrIAH2oCnRdhyxLUJLT3xlmd5ghCMKU3v/6K8dw6J0uBH0DKKuqHfH8srXnomreQjz3xINIxCZ/Z3De/DIAQFe7D3t2dGLpqhrUNZZBUTQEg7zTSERERLOfkRkmQteG3/Q0ZTrDbHE/FGV64zDS/N4oytz5zwsLpoph4WAcrlIbSsttOM4QfSKaIZMq/1dUVOCb3/zmqM8tXLhwWhZERLlULRWqCkDXhwfoy0hGgXBLCyRZhDrdY5KhBOxTPEnS743i/57eD0kIoNSkQxecI14TDSfR718FPfQn/P6nP8BHPvelocLfBNhKzKisdmDnG8fR0x3AhVcug7vSaPH3eiJwlRYmCJaIiIhoKnRdT2WGCaOfGp66EWqJ+5HIY2ZYIcLzA76hzjAAaFpUgfajA3n/XCKi0UyqGNbS0oKHHnoIXV1dUNWhOxOPPPLItC+MiAxGZ1huZlh2lkSoC2h98OeQN9yYlwD9qRbD2lqMzc3G8ypwcDvw5BMtONYi4uIrl8HhsiIRV/DEz7YjnnDAXnYJPF0v4K9PP4qLrr1lUp1o85rK8PabnSixm7F4eZUxHikAg54wmhZVTGntRERERIWQjnUQxdE6w2ToqvG8OepDNI/FsEXLqvJy7WwBvxHUHwoYxbDmxRXY81YnIuEESuynlk9LRDRZkyqG3XnnnfjEJz6Bm2++mRlhRAViZPLljknmnjIEJAYH83LkdjgYR3mlfUrvbTviQU29C+XlQZitNlx65VpseeEo9u3qxnmXLELXcR/6eoL4+Oc2IRSM4/cPDeKd7S/DUVqOd13ygQl/TkNTOd5+sxNnrK03fp0kwOWy8kRJIiIimvXUVDEsOzMsfdMTkpwplpki3mm/6QkYnWk+b6QgnWFBf25n2ILFlYAOtLcMYMXqurx/PhFRtkkVw8xmMz70oQ/lay1ENApV1UeMSWba50UZug4kvb48BejH0bCgfNLv03UdbS0DWH5mLXyeIyirrMU5Fy7Cmnc1YssLR/HKn48AOnDDR9dCeqcPcqsX1ZVnQJAkvPHnJ1HTsBDzl54xoc9asLgCJrOEszbOzzxWXlnCYhgRERHNeloq4kKUxMyYJLL3eZoOyW4HwmFokek/LTsSSkBJagXJDEsH6MeiSShJFaXlNpRXlKDtqIfFMCIquEkF6G/atAn33nsv9u/fj6NHj2b+IaL80bSRY5LZ7fPQAS0Wh6wr094ZFgomYHdMfkzSNxiB3xvFgsWV8Hl6UV5phOfbSsy4/AMr8bkvXoiPXrwYwsttCLcMAjpwTpUTHT0NqKhtws5X/jThz6qocuCfv30lautdmcfKK+zwDkz/hpGIiIhoOqnqUGdYekwyE4chm6BrOkrmNwIAxMD052v5vMboYml5ybRfe7igPwZ3auIg3R3WvKQSrcwNI6IZMKnOsLfffhsAsGPHjsxjgiAwM4wojzRVg9lsApAVoJ8TrJp6KBac1mJYMqkiEVfgmEJmWOuRAQgC0LTQjVef7MH8JbldXuqBfqiHPChbPw/lGxsQafWiZ/MhLHDaIJecgc6WZ9DffRxV9fPH+IRcgpibMeautOPg3p5Jr5uIiIiokHI7w0ZmhkEHShrmIXjgIKQ8FMP8XqOTvlAB+ouXV2HQE0YoGEeZuwQLFldg5+vHEQzE4HRZ874GIqK0SRXDHn300Xytg4jGoOYE6KfuGGYHqxo3FCHFQtN25LaqanjmN3sAAaiqHXkK5Mm0HfWgrqEUQALRcBBlVTWZ53RdR+iIB64zalB5wQIAgGNZJWx7evCuHgl/OBZHTWkFdr/6PC77yK1TWn95RQli0SSikQRsJQxkJSIiotkp3RkmikLm5Ehh2E1PqcQGrcQJOeyd9s/3e6MwmSXYSkzTfu1syYSKWDSJusYy7NvVnQnRX7C4EgDQdnQAZ66bl9c1EBFlm1Ax7Nlnn8VVV12Fxx57bNTnP/rRj07roohoiKYOBegP7wyDaNwxBAAxGoSmGu30wzulJiMRV/DbR97CsSMeXPfRtami1sTpuo62owNYfXYDfP1Gd1ZZakwSABIDUSj+OOyL3JnHBEFA1SWLEH1kFxaZLbA0nI0jb7+ATVdcD0fp5DPLyiuMVv9BTwTz5rMYRkRERLOTliqASZI4FIeRFaAP3SiOaa6KvBXDysptEzrJOx5L4qEfbsWHPrZu0jdL0ydJ1tS5IIoCQkEjP8zhtKCq1om2ox4Ww4iooCaUGeb3+wEAXq931H+IKH9GywwbfscQAIRIEACgqFMflYxFk3j0J6+j/dggbvz0BpyxdvKbkoE+o/V9weIK+Dy9AIDSiqHOsPCxQQiyCNv8spz3WSpLULa2Dmc4rYiGGyCbzNiz7YUpfY90HgVzw4iIiGg2y3SGZWWGDY1JmqDrgCCJQGklzBHftH++bzCKUvfE8sL6e0Po6wmi/djgpD8nHZ5fWm6F3WnJdIYBQPPiCrQxN4yICmxCnWF/8zd/A03T4PV68fWvfz3fayKiLJqmGzkSwNApQ5lNkpQZk0Q4AMANVdFgMkmT/hxd1/H0L3djoC+Mj39uE+oby6a03tajHoiigPnNbuz8aw/srnKYLUMZEOGWQZQ0lUGUR9bi3Zvmw/dWNxJdUSx/1/l4542XcfbF7895/0RYbSbYSkwY9PBESSIiIpq90plhUtZpkjk3PfVUNmp5JSxH3oau6xAEAWo8jvZHfoHGGz4Mk8s15vVPxu+NoLHZffIXAvAPGt1dA32hSX9OMFUMc7qscDgtmQB9wDgZfPurbfANRlA2wcIcEdGpmvBpkqIoYv/+/VDV6ckkIqKJUVUNkmR0huljnCYJAAilOsOmGKK/Y2s7Du3rxTV/s2bKhTDAyHyon18Gs0WGz9ODssqhrjA1mkSsO5AzIplNssoQLBKsAEpr1yGRiOHVzY8jHp18Uau8kidKEhER0ew2WmZYzj5PM4phgrsKkpZE0ucDAPS98CJObP4TBra+fkqf7/NGJxye70uF7ff3Tr4YFvDFYLWZYLbII4phTYsqAAHsDiOigppUgH5TUxM+9rGP4T3veQ+s1qFODWaGEeWPpg7rDBPEoVyHrDFJLeQHREBJTr5g3dMdwP/9YT82vHsBlp1Re/I3jEHXdLQd9eDscxcAAHyeXtQ0Lsw8H271AjpgXzh2Dpi51Ap3JIHO9jje/b4bse253+DY/l3YcOm1WLXhQkjSxP7YcleUwDvAzjAiIiKavXIzw1IHJQ3rDIMoQKqoBgBEu0/A5HKh6+k/AgD8+/ah9srLp/TZsWgS8Zgy8WJYujOsf2qdYa5S4++PDqcFvScCmedsJWbUzStF61EPztrQOOlrExFNxYQ7wwCgoaEB5557LqLRKDPDiApE07RMZpiuqUPh+QAE0WQEq0oi9KCR7adOMjMsEVfwu0feQlW1A5deveKU1trfG0Q0kkTTogpoqprqDBsqroVbBmGpcUB2WMa8huyyoMJpweH9fVi96T24+Yt3o3nFWXjlj4/hxd/+bMJrKa+ww+thZxgRERHNXrmZYcMC9AUpFaAvQK6ohA4g1t0Nz9bXEe/tQ9nas+Df+w70TGbG5Pi9RnGrtHxio4k+bwSCYLwvEVdynjvR6cexw/1jvjfgj8JZliqGuaw5nWEAUDvPhcP7eqFOccKBiGiyJtUZ9vd///f5WgcRjUFVdYipMUnoGgQhqxiW6gwzV7iQDPiBUkBJTm4Tse2vxxDwx3DrP54PeQpZY9l6uo27fPWNpejvboeSTKB2/iJj6aqGSJsXZevHD+U3uawo6Qkh6I+htzuA2nnleM/1n0aJswwHdrwy4bWUV5QgGIgjmVBhMp/a9yIiIiLKh5zMsHRnWHpMMlUUE0QBstWCoOxAtPsEfG/vQema1aj/wNXY//++hWhXF0oaGib92b5UMazMPbHOML83innzy9HZ7sVAfzjnxPHnn34Hx48N4sIrluKCy5aMOJ0y6I+hpt7INkuPSabzzwAgEk4iHldweH8vVqyum/R3ISKarAl1ht1zzz0AgNtvvx133HHHiH+IKH80VYOU6gbTNS2nMyydKWEud0GPxyFpyUxmmK7rCB46fNLr93T5Mb/Zjcpqxymvtbc7gNJyG6w2EzqPHYDJbEF1wwIAQLQrAC2uwr5w/JBW2WWBEFNgsco4vL8383jVvCZEQgFEUh1wJzP8RMmO1kHs29k1hW9FRERElB85mWF6bmeYpqcKSgIgyyIiJhf6X34F4ZZjaLjuWrhWLAdEEf6970zps/2DEUiSCMc4Hftpuq7DNxjBomVVAABPbzDznKZqONHpR11DKf76/GE8+diuEbEdAX8MzvSYpMsCTdURjSSHnvcZhbmdbxyf0nchIpqsCXWGXXLJJQCAm2++Oa+LIaKRVG3szrB0eL651Gn8W4lk2ssD+/dj39e+gbU//D5K5o+dvzDYH8aCxZXTsta+E0HU1Bl3/TpbDqB+wdJMxle4ZRCSwwxLjX3ca8guC3RFw9IllTi8vw8XXLYUAFBZa9zxHOjtRImzdLxLAADKK42W/442Lzx9ITz52G6IkoCVZ9Vnxk6JiIiIZlJuZljuaZLpfZ4gArIsIWpyITHYDXtzM0rXrIYgCHAuWYzAvndQd9UVk/5sIzzfapxWeRKRUAJKUkNNvQtOlwWevqEoir7eEJIJFZdfsxLhYBxPPb4boWAcH7vtHOPkS1VDKBiHq9ToQLM7jeJbKBhHid0MTdXQ12MU11oO9iPgj2ZeS0SULxPqDPvWt74FANiwYQP++Mc/YsOGDTn/EFH+aKo+VLwZ1hmW3kCZSo0Ck0WJQFGMO3HhY60AgLjHM/a1NR2DAxFUVI1foJqo3hMBVNc7oSoKTrQdwbxFRgZZtDsA/9s9cC6tHNE2P5wptUFa1FSO7uO+TKaEy10N2WSG50TnhNbicFogCMALmw/gt4/uRE29E8mECs8UjgMnIiIiygctKzMMmdMkU/EO6Z8KgCSLiJiNG47zPnhNZj/lOmMV/Pumlhvm90YnlRcGGCOVFdWOnP1UV7sXgiigvqEMK9fU49qbzkLb0YHMa0KBOKADrlRmmNNlGXocwEB/OHMzVzaJePvNie31iIhOxYSKYdl/uO7bty9viyGikTRNM+4WIhWgn90ZlsqZMLlSxTA1mhmTDLe1AwAS4xxyEfBFoSoa3NNQDAuH4ggF4qipc6G38xiUZAINi1YgMRhB95P7YalxoOL8ppNeR05tkOor7YAAHEmNSoqiCHfNPAz0dOS8Xkkm8eaLf0AykRvEquvGDdV4TMG7zluAm//uHABGwCsRERHRbKBmZYalxyTTnWGZv4KlimGekka4L3kPKs7blHl/6RmrkPT5EO2afBSE3xuZ9EmSZe4SVNUML4b5UFPrzGS0LllZA9kk4sj+PgDGiCSAzJikPTWWGQ4aj/d2D50s2dTsxu7tHdC1qR0KQEQ0URMqhp2sk4OI8mdEgL44FAavJY2TfCSrDNFmgyVrTDLSbmQuJL2+Ma890G+0uE9HZ1jfCaO9vabOha6Wg7BYS1DmrEXXb9+BXGJG/QdXQpxAQL9UYoIgi5ASKuY3u7H/7ROZ5yprGzDQk3u3sP3wHrzxwpM48vYbOY97B8KZ8YKVa+pgtZngrrTjRKfv1L4oERER0TTJzgxLB+gP3fgUMj+VTSKiZhdqPvpxiPJQ0s2p5Ib5vdEJh+f7BiOwWGVYbSZUVDsw2B/OhP93HfdiXlN55rUmk4TmJZU4csC4oRn0G4U0V6oYZrbIMFtkBFOdYb0nArCVmAAA9U1l8A5E0H5sYNLfh4hoMiZUDDt06BA2bdqEc845B4cPH8amTZsyP9+0adPJL5Byzz334KabbsKXv/xlJJPJnOeeeeYZ3HLLLfjYxz6GXbt2Te5bEM1hmqpBzA7Qz+oM05XU7yNBgLmsDGY1AkXRoKtqphiW8PnGvPZgfxiiJKC07NRzGfpOBCDJItyVJeg8dgD1zUvR84eDgKaj/kOrIFkndnitIAiQnRYogTjOXDcPxw73Z0YlK2obMdjXBU0dCmXtajkIADi0e9uw9QRhFQ/BZmpH21FjQ1XXUIruDnaGERER0eygjdcZlumO0iGnpgTSNz3TJJstkxs2GYm4gnAoMeExSaNwZry2stoJVdXgHYwgFk2ivy+EefPLcl6/dGUNjrd6EY0kEPDHIJtEWG2mzPPpEyUBozOsoakcZosEq9W4eblre+4kABHRdJtQMWz//v3Ytm0bXn/9dbzzzjvYtm1b5ufbtm07+QUAHDx4EL29vXj88cexcOFCPP/885nnent78eKLL+Lhhx/Go48+irVr107t2xDNMbqmQ9cBKaczLCszLNUZJgg6zBVuWBRj7DHW2wstkYAgy+N3hnlCcFfYIUoT+qNgXL0ngqiudULTFPQcP4qGBSsQ7wmh4t1NMLlOfkpRNtllFMNWrqmDIAp4Z5fR+l9R1whVUeAbGDplsvPYAdjsTnQdO4igb+guYmdrF2zyO3CV9GSKYfWNpejtDkBj6z0RERHNAmpOZljqZl+6GKamQ8N0SLLxmDKsGAZMLTdscMDIAEufvn0yvsEIylIjlZWpw5A8fWF0d/gAHZjXVJbz+iUrqqFrOloO9SPgi8FVasuZNnK4LAhnFcNq6l2ZAtlZGxpx4O0TON46OOHvQ0Q0Waf+N+AJ2rlzJ9797ncDAM4//3zs3Lkz89yWLVtgNpvxyU9+El/+8pcRDofHugzRaSVdtMkUq/ThnWFZxTB3OSyqEaCfzgtzrVxx0s6wiW6CTqbvRADVdU70HD8KVVFQW7cEACA5zJO+lsllQTIYh63EjCXLq7F3Z6oYVpM6UTKVGxYJ+jHY24WNl30QkmzKGZU8fmgrBOgQhTA627xIJlXUNZROKkR/x8ub8ZffPzTp9RMRERFNhKZpEEQBgiAYEwAAkIrESHeGCQDkVNTEaMWwqeSGDfYbe6GKiRbDsjrDnC4rzBYZnt4guo77YLHKqKxy5LzeVWZDbb0LR/b3IeiPZcLz0xxOC4KBGCKhBIKBuFEMc1kRDsbxrvMWYF5TGR6973W8s6t7wt+JiGgyClYMCwQCcDiMPySdTif8/qFRpYGBAXi9Xjz00EM466yz8Nhjj415nc2bN+O2227Dbbfdht7e3jFfRzQXZEJVU6dJ6trwzrD0uLEGs9udCdCPtB+HqdQFe/MCJMcJ0B/oD09LeL6m6eg7EURNnQudLQdhtTvgsrsBAHKJ6STvHik9JgkAZ66fh+4OPzx9IdjsDthd5ZkTJbtajRHJ5hVrsXDl2syoZCIeQ8T7DiRTCRKxAFRVRWebF7XzSgFMPES/93gLTrQfnfT6iYhoarjPo9ONquqZfV66M0xI3fhM3/SEqEOW02OS6ohruFYshyBJk8oNG/REYLWZYLOffJ+m6zp8gxGUpvLFBEFAZbUdA31hdLX7UN9YBkEcmTG9ZGUNjh7sg88bgbPUCiWZxC/++6toPbA70xnWe8IIz6+pc6UKZHFYrDI++pmNWLmmDr/7xU68+uLRKZ2WSUQ0noIVw5xOJ0Ih4w5EMBhEaWlpznMbN26EIAjYtGkTjhw5MuZ1rr76atx333247777UFNTk/d1E82koc6wrE1SVoB+ZpMk6DCXl8OiRKAkNUTa21HS1ARTWdmYnWGqosHnjU5LeP6gJwxF0VBd50LnsQOY17wcWtTYrElTKIaZXBaokSS0pIqlK2tgscpD3WG1DRjoNYphnS0HUV5VB7urDEvP2oSBnk54TnRg3xtbAD2J5jPeA11TUVKioO3owFCIfodvQuuIhIKIhgInfyEREU0L7vPodKOpWmYCIJ0Zlh6TTN/0FKBnThYfrTNMstlgqapCvK9vwp9rTAeUTOigtEgoASWpoSwrX6yyxon+viC6jnvRkBWen23JympEI0l0H/fBVWrF8SN74evvQfuhPXA4rQgF4+jtDkA2iXBX2eFwDo1OyrKEa288CxdctgR/+dNBvP7XYxP+bkREE1GwYti6deuwdetWAMCrr76KdevW5Tx34MABAEa2WGNjY6GWRTSraZkThrI2ScJonWHGmKSkJaFGogi3GcUwc3kZ1HAEajw+4trewQh0TZ+WzrC+1F09d6UJfR2taFi0AmrUWJtkm0JnWCpjTAkmIJskrFhdh307u6DrunGi5AljTLKz5QDmLVwOAJi/9AxYSxw4uOs1vP3a80ho89C8fBUAoK5eQutRDwAjN6x7gp1h0XAAsUgoJ7AfMO6Qth8b4F1KIiIiOiWqqg9lw2oaAGFkZ5iuQjaNHqCfJrucSAYmfgNvwDPxqAyf18gXyz55srLagRMdfoRDiRF5YWn1jWUocZih64Cr1IYje7YDAHo7WuBwWoxCWYcP1bVOiKIAe1aoPmB0oF105TKce/EivPDMQZ4wSUTTqmDFsBUrVqCiogI33XQTjhw5gssvvxzf+MY3AADLly9HXV0dPvaxj+F3v/sdbr755kIti2hWU1PZEWLWJkkYLTMMOsxuYyxRHexDrKcX9gXzYS437tQlfSOLPwP9RjbfdHSG9Z4Iwu4wY8eLvwFgFKaUSBKiRYIwhXB+k8vIlUgGYgCMUUnvQASd7T5U1DYi6BvAQG8X/AO9aFi0AgAgSTKWrN6APVtfQDgwgLi+FPMXGYX18nIN3cd9SMQV1DVMPEQ/Ggoa/47kZowdfqcXD//PNrQe4aaMiIiIpk7TsjrDNC3TFQbkTgDI4wToA4DJ5YISCE74cwc9E4/K8A1GASCTGQYYxbD0Xmr4SZJpoihgyfJqAECJXUTbgd1wuavg6emErcTY2x477EFNvQuAkUUWCSdGFPwuuWoZ5jeX43eP7EQotTckIjpVBSuGAcBXvvIVPP744/jud78Ls9mMu+66K/PcF77wBTz66KP42c9+BnfqL/VEp7t0Z5iU3T4/VmZYqvCFjqOArmfGJAEgOcqo5KAnDJNZgtNlHfHcZPV1B+CyHcTBna/hPdd/GqXuaqiRJKSSyYfnA4DsNN6npO4OLlhYAVepFXt2dKKizgjR37P1zwCAec3LMu9betYmaKoKq2MeyqsaYbOXoMThgs2agKbpON46OOEQfSWZQDJhbLiGj0q+/korAKCznaccERER0dTlZIbpGoSsOAwtc9NTy5wmOVZnmGkSnWHxWBLhYHzi4fmDEVisMqxZ3f6V1UYWdJm7BHbH2KeGL1lpFMMi/mNIJuI498oPQ9c0JKP9xuPhBGrqjGKY3WlcJxzKnWgQJREfutmYKvrtozuhqaP/GhARTUZBi2FENDlaujNMHL8zDIIGU6oYJnUcAQQBJfMbYS4vAwAkRgnRH+wPwV1pn1BWxMn0Ht+BuH8Xzr3qI1i2dhMAQI0kppQXBgCCJEJymKH4jc2QIApYe8587H6zA7rggihJOLRrGypqG2BzuDLvq52/CMvWngvBthbVqY2Vs7wKSsIPh9OCtqMDQyH6J8kNi4aDWT8e2lz2dPnR3jIAi1VGZ/v41yAiIiIaT05mmKaOemo4oGVlho0M0AcA2eWacDFs0GOMPbqHnQA5Fn/WSZJp5ZUlEEVhzK6wtOVn1OK6m9fC0/UOqurnY+HKdZBNZoT8QydfpjvDHKliWPaoZJrDZcWHblmHjjYv3ni1DQDQ0TqIY4f7J/QdiIiGYzGMaBZT1WEB+mN1huka5BIbVMkEqe84rHV1kCwWyE4nIIpIeH0jrj3QP/GsiPG0HdoPIbYd9Ys3Ye35Vw6tPZKccjEMMEL0k1mboXMvWgSH04IXNh9CeVU9lGQCDQtXYKA/hN88vAN+bxSCIODSD/8tPAP2zMbK5a5E0DeABYsr0HbUA6vNhIoq+0lPlIxkdYOlxyUBoyustNyGDe9uRle7l7lhRERENGU5mWF67qnh2cUwQRAgyeLYY5JO54THJAcnGZXhG4ygrNyW85gkiTj73CaseVfDuO8VJRFLV1ag/dAeLD5zA0RJQvW8BfD2tiN9P3ZoTNIohgUDI4thANC0sALLVtXgwNsnAAB/efYgXnru0IS+AxHRcCyGEc1i6TZwKStLQhjtNEkYdwlViwOCpsLeNB8AIIgizGVlo49J9oenJS+s5Z190GHGpis+nNNlpkaTkE+hGCY7LVCyNkMms4TLP7ASR/b3wWyrBABU1C3CY/e/gQN7evB/fzCOEw/4YojHFFTXOQEArvIqBAb70djsRk93AIqioq7h5CH62aOR6c6wYCCGfbu68K7zFqCxuRzRSBKDnvCUvyMRERGd3rIzw4xTw7Nueqb2ebpq/FuWxbHHJEtdUEIh6OronWPZBjxhlNjNOWOP4/GN0hkGAFd+8AwsTmWCjaft4NtQkgksXv0uAEBN40L0dhyD3WFBabkts44ShwWCAISDY+eCLVlRjc7jXoQCcXR3+BEao3CWLRyKTygrlohOLyyGEc1imc6wrCyJ3NMkFUAQIGjGxkezGu3uJQuaMq8xlZeN6AxLJlQE/LFp6QzzerzQYUFVrSvncTWSnNJJkmkmV24xDACWn1mLhUur0N0tQBAEbHkpAFXR8J73LceBPT1oOdSP3tTJlun8CVd5JUIBL2rq7NBUHX0ngqhrKEVPlx+v/PkwXvnzYbz64lHEosmcz0qPSZqtToRTYwc7trZDkkSsO2d+ZiyAo5JEREQ0VVpWZtiIm55JBRAFQDf2eeN1hskuY9+TDI6fiQqkwvMnuAfUdR2+wQhKh3WGAcCLv3sQrQd2n/QaR/duR3VDM0rdRuGspnEhQv5B2O1qZr8GGPvdEodl1DHJtMXLqwEd2P1mB5IJFaFgfNwufU3T8T93v4y33+w46TqJ6PTCYhjRLJa+i5WTJTGsfV6QBOhKAgCg2oxuKHvTUDHM6AzLzQxLdzNNR2eY1zMIk6UEspy1edP1Ux6TlFNjktkbHEEQcOUHV8EfaURMvAQ+n4qbPrMR5168CPMXuvHck/twosMPi1WGq8w4GMDlrjQOFLArEEQBJzr9WLSsCg6nBTu2tmPH1na8/NwhbH25JefzI6EAIJgRicjY8dpBvPaXo3hrazvWbmiE1WaCrcSMyhoHOttG5rERERERTYSqarlxGEJuZ5ggCjmdYeOdJgkAygRywwb7J36SZCSUgJLUUObOLYYFfQM4sGMLDu58bdz3J2JRtB/agyWrN2Qeq2lcCABYvdaKC69YmvN6h9MybreXs9SK2noXDu3rAWAcKBCPKWO+PuCLIhZNoqOV+zUiysViGNEslhmTzD5lSMjNDBMkEVrcCELVS4xi2IjOsEFfznUH+o27hhPdCI0lmVARCgThLM3tCtMSKnRVP8VimBXQdKjhRM7jldUObLpoOWIJN2745NmoqXNBEARcdd0ZGByIYOvLLaipd2VGNl3lVQCAaHAQVTUOnOj0o7rOhdv/5T34wjcvwxe+eRnedd4CvLW1Hcnk0GhBT2cvVM2MytpK2O06Xn7uMCKRBDac35x5TcP8cnS1c3NFREREU6OpelYcxsgAfUEUgAmMScpOYw+YDE6gGDZKZ5iqaKOe0ujzGnvM0vLcMcm2g28DALrbDo/bmdVx9B2oioJFq9ZnHnOUulHiLIOu9KOuoTTn9Q7X+J1hALB4ZTV6uvzGrw0wbvHMO2Csv6dr/HgMGlsirqD1qGeml0E07VgMI5rFVC03QF/XtJGbJEkaKoa53FBMNlhrhvIbRu8Mi8BqM6HEbj6l9bUe9UDQ43BXuXPXHTFGDk81QB8AkqNscC65ahn+8RuXYsHiysxjNXUubDhvAZIJFTWpvDDA2HAJgoDAoAd1DaWjBudvOH8BotEk9r7VmXmsu70XkqkEtQ3VcJUKuP1fL8EnP39uzuaxYUEZek8EkIiPfUeSiIiIaCyqmp0ZNjIbVpDETGeYJEtjZ4ZlOsPGD9GPRZOIhBOoGFYM++WDb+LFPx0c8XrfYBQARnSGtR18GyaLFdFQAD5P75if13F0P0orquFyV2UeEwQBtfON3LDhTtYZBgBLlldDVXXUpoL3g+NkjHkHjGmIvp7gmCdx0vj27erGL+57HUqSv340t7AYRjSLpe/QiWL2Jim3M0yUJagx4z/0yaXrcGzjLTmvMbvLkfD6cu7aDfSH4K6y5wTeT8WR/b2QpCRK3WU5jw8Vw6ZebJNTxbDhuWGAsYkqcYy89oVXLEVltQPNS4aKZJIsw+4qR8Br3H3sPREYsRkqr7Bj2aoavPFKK3Rdx0B/CEG/D+6qCpQ4XIiFg3C6rGhszi36zWsqh64D3R2+KX9PIiIiOn1p2tBpkvrwU8MVBYIoQleNfZUxJjl6QUJ22AFRRNI/fmfYQOokyeHTAX0nAujtHvle32AEFqucE7afTMTR2bIfZ737CgiCgBNth8f8vM6WA2hcvGrE4zWNC9HX2QZN06DrOva+/hfseGmzUQw7SWdYZY2RkWtL3dQNj1M8G/REAMH4de7vOXmeGo0U8EWh60B0WL4uUbFjMYxoFktnhmUfuT0iM0yWocUj0HUdstmMhGDJuYaprBy6okAND516ONAXHnFHcLJ0Xcfh/X2QpCSsdkfOc9PRGSZZZIhmadTOsLFYbSZ87isXYfmZdTmPu9xVCHg9qGsoy4ToD3fOBQvR3xtCy6F+bN/SCllKoHZeNWwOFyLh0TeWVTVOmC0yQ/SJiIhoSkZ2hg2fAMjuDBs7M0wQRZicDiRPkhk2mI7KyNoHaqqGUDCe6QLL5vdGUVZuy7mB2tlyAKqiYOmac1BR24ju9iOjflbQNwCfpwcNi1aMeK6mcRGSiRgGejrw8lMP469PP4pdW56Dw2VFKBAbd/Syp8v4jgFfFCazhFAwjs52L7a/2jritd6BCObNL4MgYNTpADq5dHEyGmExjOYWFsOIZrHMaZKZLInhp0kmIcgmQFWgK4lRN0nm8jIAyJwoqWk6ek8EUFOfm/M1Wb3dAQT9UWhKHLYSZ85zaiQJCIBklU/pMyy1DoSPDpzSNQDjRMnAoAe19a4xN0PzF7pRO8+FLX8+gt1vdsJsVmB3lcJmdyEZj0FJJka8RxQFzJtfxtwwIiIimpLc0yTVEaeGZxfDxssMAwDZ6ULyJGOSA54w7E4LLFl7NONERqPwpWu5RSjfYASl7pF5YaUVNSivqkX9gqU40Tp6Z1hnywFAEDBv4chiWPW8BRAEAX986L9xYMerWLhqPeLRMCwWDcpJQvG7jvsgm0R4ekMosZvR1uLBwz/ehueefGfE6eDegTBq6lyorHYwN2yK0mOr0cjIvTBRMWMxjGgWywToZ3WGDb9jKJqMzYwWi0A2iVCHhZ+aMsUwo2Dj6QshmVBR15gbWDpZh/f3wWzWAOiwlgwLYY0kINlMmWDTqSpbV49YdxDRUdr2J8NVXomgtx8ms4SqGueoxTBBEHDOBQvR0eaFpmrQlChsdidsDqPQFw2Pvrmc11SGznbvuHcwTyYeS467uSUiIqK5SVX1oc6wUfZ5giTmBOiP1RkGACaXE8pJAvQH+0eG5wf8sdRatBEjij5vNCcvTNd1tB18GwuWrwEA1DcvhX+wD+GAb8RndRx9B1V182EbNkEAAGaLFZV1jVBVFR/49Jew/sL3AgBE3ZhkGG9Usqvdi/rGMkAwMtAOv9OHefPLABjZYNlr9Q5EUF5Rgtp5pZmOMpqcUCqTLcbOMJpjWAwjmsXSY5KimJUlMeyOoWgy8hK0eNjYJCWHdYaVlQEAkj4fgKGuqLp5p1oM60XTQmMzZS3J3eQokeQpjUim2Re5YSq3wrej+5Su4yyvRCQUgJJMoK6hdMw7g6vOqoez1IpVZ1VBUxXYHE7Y7EYxLBIafQPV0FSOcCgx6mjBROi6jp/d+xqefXLflN5PRERExUvTtKGbnpoGCMMD9CVoitGRM96YJADIrpN3hg16RkZlBP1DAfS+wcjQ5+s6fIMRlGWdJOk50YFwwIvmFUYxrK5pCQDjVMlsuq6n8sJWjrmWq27+B9x057fQsHA5XOVG3qumGvutsYphuq6j67gP85vdmNdYhnhMQZm7BDd/ZiNEUciJwohGkojHlFQxzIXeE4HM3pombqgzjMUwmltYDCOaxTIB+uOcMiSajaKTFo9AkkREIgk88dPteOKn2/G7R3dCEUwQrdbMmOSJDh/clfacINTJCgXj6D7uQ8N8Y3M0vBimRqenGCYIAsrWz0PoiAdJ/9gnBZ1M+gQjIzesFJ7uo3joP7+AHS9vzhl/lGQRn/nH8/HuSxoAADa7CyUOY5w0OlYxbH45AODN19qmdKpkR5sXnr4Q3t7RifBJAmOJiIhobsnuDNM1NfegpFQ2rB43brjJ45wmCaQ6w4ZlhoWDcbyzqxuJuAJd1zHoiYwIzw/4opkbrz7v0M29SCgBJanldIa1HdwNk8WKuqalAAC7qwyl7mqcaMvNDRvs60Yk6EfDorGLYa7ySthdZQAAq90Jk9mKZMy4YRkKDO37eo63QNOM7+33RhEKxjFvfhmu/OAqLFlZDbNFgmySUFntQN+Joe+fPkmyvMKO2oZSJBMqBvoZoj8ZuqZnZYZxTJLmFhbDiGaxdGZYTpbEsNMkBbMRmK/Fwli8vBpLV9ZAFAUIgoB3dnej5VAfzGVlmc6w7k4/6hpOrSvs6IE+QACqqo2C14hiWCQJ6RSKbdlcq6ohWmT4dk69Oyx9tzEw2I/qOjts4lvQdWD7n5/CY//9NRzatS0z5mh3WpCMG5snm8OV6Qwba0yyxGHGxgua8caWVnz/31/Ei386iEho4puFPTs64Sy1QhQF7NjaPuXvSERERMVHU7XMPs84KCn7pmcSoixDS6SLYSKU5OinSQKAaZTOsB1b2/G7X+zE9//9RTz/lJGp5a7MzQAL+GMoLbfBVmLK6QzzeY0fl2Z1hrUdfBvzl5wBSR7KHKtrXjqiM6zz6H6Ikoy6BUsm8ssAQRDgclchHBjIhOIDxo3M3/7vt7B32wsAjLwwwDjRe978cjQ0lWc6l6rrnOjN6gzzeoz1l1eUoDaVldvDEP1JiUQSmW46dobRXMNiGNEslr4LJmRtkgRhWGZYuhgWj6Cm3oWPfOJs3PCpd+FvPv0uVNU40HKwH6byMiS8PiM8vztwysWwY4f7Ma+xDLpmbD5GLYZNQ2cYAIgmCaVn1cG/pxfqFDqvAMDuKocoSQh4PehrewMiIlh69k248c5voaq+CX/+9f1oP7Qn8/poyNhIldidkGQTzFbbmMUwALjimlW4/WuX4KwNjXjz1VY8+cSuCa1LSap4Z3c31ryrAWvObsCOrW1jHplOREREc4+m6WMelKQrCgSTCVo8Cl3XIckjs2GzGWOSuZ1hA/0h1NS7cNaGRry9oxOAcRp2tqA/BmepFWXuEvizOsN8g1Go0HG4JwBd1xENB9Hb2ZrJC0urX7AEnp4OxGNDhbTOlv2oa1oMkzn3lPPxlLqrEBjsh8NpyRS4jh9pAQC89twf0XakD13HfShz2+BwGtd1OC2IhBNQVQ3VdS70nQhkbnAODkRgKzHBajPBVmJGmbsEJ5gbNimZcVWBxTCae1gMI5rFNE3PdHmlHhhxmqRotgCCCC0WHvH+hcuq0HK4H6ayMiS93mkLz+/rCaKuoRSxSBgmszXn7iBgFMPkaSqGAUDZWXWApiGwp2dK7xdFEc7SCnS3HsLOVzZDtK2EP2BBeVUtrrzp8zBbHTjR3pJ5fSQcgCAIsKSKfDa7a8wxybTSchsu/8BKXP6BVWg51I+A/+QZYof39yIeU7B6fQM2nN+McCiBfafQAUdERETFRVW1YQclDXWGaYoC0WQCdA26kphQgL4Wi0GND8UuDHrCqGsoxeUfWIl//Mal+OQ/nIeq2txiWMAfg6vUitJyW25n2GAEPlnAd57YiRff7EBfZxug66hfsDTn/fULlgK6jp7UXkpTVXQdOzRuXthonOWVCHg9RjEsVYR5c8tu6BChKSH88v5f440trZiXiqgAjI5+AAiH4qiucyIeUzIFPe9AGOVZ+Wi181w8UXKS0kXJcncJxyRpzmExjGgWM3Ikhk5k1HUtZ0wyfZqkaCmBFo+MeP+iZVUI+GJQLXYkfL5pCc/XVA0DfWFU1jgQiwRHnCSp63oqM8w85c8YTnaY4VhWBf/bPVM+tdHlrsTRvW/CbLWhbtH5ONHpw+H9vbjvu68gHClB68GhrItoKACr3Qkx9Wtd4nCNGaA/3Mo1dZAkEXvf6jrpa9/e0Yl588tQWe1AZbUDi1dU440trad0MiUREREVD21YZljOPi/noKSoEaCfHK8YZowCKkEjF0vXdQQ8YVSn9mRmi4zGBeUj3hf0x+Aqs43oDPN7owhKAgQBuP+pPTh0pBVmqy2TxZpWWlEDm8OFI3u3o7NlPw689SoS8ei4eWGjKXVXIeD1wO40IRSIo+VQPwZ7u1Ba0YDmFWtR427HijNrcNaGxsx7nC4rAKNoU1NnfP/0iZLegQjcFUMjnsYhSgHusyYhnd1WVeNkZxjNOSyGEc1imqpBkrJ+m2q5Y5JaMgnRZDKKYaN0hjUtrIAkiwgmZSS9vmkJz/cORqCqGiqrnYhFQiNGJLWoAuiYtjHJNNcZ1Uj6YoidGP+UpLE4y42N23lX3YB5TdXo7vDjlz97Ew6nBSZrJfwDQx1Z0XAwkxUGADa7c9wxyWxWmwnLz6jFnre6xt1shYNxHD3Yj9VnN2QeO+eCZvR2B9DWMjDZr0dERERFSFW1THj9iH2eokAwG4UsPRE1AvRPMiYJIDMqGewL4QK7De7DA0j6Rj+ISNd1BNJjkuU2+LxR6KmMKI8njMGEgr+5bBlKHRb8ensMFXVNQxMLKYIgYP7iVTj41qt46qf34KUnfw6b3YnqeQsm9WvhcqdO87YoCPiieO7JfbBZI2hYuABnX3w1wgEPzlqrY9GyoWJcelwyFIzDVWaF1WZCb7fx/b2eMMorcjvDYtFkTsGPxhcKxmG1meAstSAWZTGM5hb55C8hopmiqvrQBgmjd4YJsgzRYh+1M8xkljC/2Y3+rk5UBALoPu495bwwT69xt7Gq1oFDb4ZHFMOU1F2j6S6G2RpKITvMCB7ohy0VgjoZC1euBQAsPesc+AajaDnUj/WbmrB0ZTV+/1AnThzZj3gsAou1BNHQsGKYw2mMBkzQ6rPn4YmfvomerrHz2fbt6oIgAKvOqs881rykEtW1TrzxSiuaF1dO+jsSERFRcdE0PXPjc9QJAHMJoGR1hp1kTBIAlEAAyUAMfb8/AJMoQLTIGNh2HLVXLR3xnmg4CVXR4Cq1QpREqIqGUCgOp8uK1r4gVB04b0091i6txj/96BUcTSwa9bMv+dCnsOGyazM/t9ocECVp1NeOpdRdDQCQ5Sg8fVEIgo4Kqx8VNQ2oaVyIhkUr8NbLm7HojLMzBTm7wwwIRmeYIAiornOi70QQyaSKYCCO8qzOsNrUZMSJTj/K3CUjF0AjhAJxOFwWWEvMHJOkOYedYUSzWHaoqvGAmpslcZLOMMAYlewe1ABdh7ejb8LFsJZD/fj1z3eMuHvW3xuC1WaCw2kxOsPsw8Pzjf9QTncxTBAFOJZXIXSwH/o4d0XHsmD5Glxy3ScgCALKK0pw099uwLJVNRAEAc3LFgMAWg8YWRfRcAAljqGCm83umnBnGAAsWloFu8OMPW91jvmaPW91YcmKapTYh8ZJBUHA+nObcORAH8LB+JjvHU80ksiMwxIREdHspqraUCSGpo5yUFJqTDIRndBpkgAQ7RlA5xN7oaoaXhgIoXxjA4L7+5AYGHnjNJ1xagTo2wAYwfm6rqMzEIPLZsL8GicWVJuxSDyErW0mtPeMjI6QZBml7urMPxbb5ItNztTp34Ju3Hhds64UmqrAXTMPALD+oqvR330cxw/vy7xHlETY7WaEgkbnW02dE30nAvClvmt51smZTpcVDqcFb21rxyt/PoxX/nwYh/f3Tnqdp5NgIAaH0wKbzcQxSZpzWAwjmsVyjtsGjCO3h58yJMsQrSVQxymGRWHkKQixEOpPEp7f1xPE4w+8gcfufwMH9/bgwN4TOc/39wZRWe2AIAijjkmqeeoMAwDXyiqoUQWRNt+0Xnf5muXQdQFHDxwCAERCAdjsWcUwhwvR8MQzJkRJxBnr5mHfzq5Rxxn2vNWJE51+rN04f8Rzq86qhyAYnWNT8caWVvziJ68zD4OIiKgIaGpWZ5imAcMD9LNODZdlo3NrLKLVCsFkgvfNYxAkAT3znRAdZpSvrYfssGDgtfYR7wn4jSKSq8wYkwQA/2AEkVACPk3DisYyCIKA/u52LJQOwWwSsf2dqR1odDKyyQS7qwxmUxQLl1ZiyXLju1ekimENi1agqr4Je7a9kPO+7NMnq+tc8PSH0d9r3MTM7gwDgFVr69F3Iogdr7Vj28vH8Ptf7Czqk7zHG5udDqGg0SVoKzEhHlPy/nlEhcRiGNEspg7rDNM1DYKYnRlmnDIkWkcfkwSA6jonTKVGAcyiRDMt4qPpaPPiJ9/5Kwb6w7j+lnVoWFCOzjZvzms8vSFU1RgFsLGKYYIkQDRPrjV+IsxVdpgrShA40Det1y1x2CCaStHbcRxAKjPM4cRf/nQQT/9yN0ocTqiKgmR89LyN0aw5uwHhUAIth/pzHh/oD+FPv9uL1evnYenKmpFrsZuxdGUN9kwggH80g/1hRCNJREJsZSciIprtcjLDdDVnn6crCkSLUaDSEzFjTFLVxrzhJQgCZIcT8b5BlG9sRL8vBnelHaIswn3ufIQODyCWirtIC/pjEATA4bDAYjXBVmKCzxvF0bYBxACsXWqMLvZ3tcFiteCMhZXYc9Qz/b8QKS53FZSEHzf/3TkIeXthLXHAlurWFwQBqzZehOOH9yLoG8pXtTutmdMnq+tc0DUdR/b3QZZFOJ3WnOtfcc0qfOHfLsMX/u0yfPzz5yIRV3H8WO5et1j4vVH8f197DsdbB/P2GaFAHHanBbbUIQzMDaO5hMUwollMyz5uGxi7M8xSAi0+emeYIAhoWDkfGkQ0Rw9DjIZGfR0AHNhzAg6nBZ/9pwuxck09GheUo7N9aIOgazo8fSFU1jqh6/roxbBoElKJaUS4akyJI6Ge2n9ABUGAc2UVwkcHoSWUU7rWcM7yOoR8J6ApKmLhICS5BK+/cgwH9/bAWmJkcEz0REkAqKl3obrOibe2tmfuOCqKit//YhccTiuuuu7MMd+7en0DTnT60Xdi4p+X5hs0xh0G+kf//wMRERHNHkZm2FCAfnZnWGZMUhAznWHQx+8GEs026EoMjiUVGPSEUVFlBMi7VlXD5LZh4JU2xPvDiPeHkRiIIOCLwuGyZm6+lrlL4BuMYMf+PggAzllTBwDo725HVX0TVi+pwv7WQSTz1E3lKjdOlASAwb4uuGvm5ewpl67ZCNlkxoEdWzKPOVyWoWJYrbFn27uzCxarjOg4xZuaOiecLguOHpzem6yTpWs6jh7swx9++TZ8g6Pf3B7NQH8IiqLh1ReP5m1toWAMTpcFttTEB4thNJewGEY0i2nasAB9LbcYNpQZZocWG/s/notW1GBf7YVwRD3Y+fnbceLZ54xrDdN21IPmJZWQZWMj1tBUjoAvhoDPKLD4fVEkEyoqqx1QkgmoigJriT3nGmokOeqI5Hdf+wke2f3byf0CjMK5ogq6oiF0ZHpPXKxrWgBB96OzvRe6rqOrMwYlqSEeU5BUjO8TDU+8OCUIAs65YCGOHOjDD771F7z64lE8/9R+9J0I4kMfWweLdezzS5asqIatxDSl7rD0JmrQw2IYERHRbGdkhg2NSeaeGp6aALDYoCWiqEl19x/aO07OlW6GaFYhWiQMesJwVxr7NEEUUPHuJkTafTj+8C4cf3gX2h/aCaE7BFfpUPdUabkNvsEo9rUPwikIcJcbY4Z9XW2oqm/CmYsrkUiqONSen24ql7sKgUGjq36gtyszIplmttiwZM1G7N+xBVpqL5s9JmmxyrCVmKFpOiLhBL5/1wv4w6/ezhTLsgmCgMUrqnF0micOJkrXdezY2oYf/9fLePyB7di9owOv//XYhN+f/s5HD/Shdwo3UE8mEVeQiKtwpMYkATA3jOYUFsOIZjEta4OUeiAnQD87M2yszjAAWLi0Cv3OBZA/9U+ofPe5OHbfA2h/5Bc5r4lGEujpDmBB1imGDQvKASDTHZbOX6iqcSAWMTrMRjtNUrLlFsM0TcPB/hZ0BU49Y8LkssLW4EJwf/9JX5sYiCDpn9ho48JlSyAKSRzYbYSyHjkYwPIzawEAfp8xjhANTTxEHwDO2tCIz33lIixdVYO//t9hvLWtHZdevfykhxhIsogz1tZj71ud0LSJZ38lE2pmszfQP3YHINFsFgrG8aP//AuCE/y9S0RUrHRdT2WGpcckRz81XDAbxbDaehcWLq3Eay8dHXVUMuGNApoJgpREOBhHIq5mimEA4FxaiaZPrkPjR9eg8aNrYHLbYArF4cwqhpW5S+AdDKOtP4R6h8XIiI2GERjsR/W8BWiuL4XDZsLePI1KlrqrEAn6EY9F4PP0wF09b8RrVr3rQoT8g+g4YuzZjM6wWObXRJaNX8+1G+fjgsuX4tC+Hjzz2z2jft6SFdXw9IXgHSj8TcSjB/vwp9/tQ3WdE5/4/Lk496JF2PNW17iHJGQLBmKwWGW4yqzY9lLLtK8vvad0OC2wZophjOGguYPFMKJZTM3eIGHkkdtGZ5gM0WKHnohB10b/j6fdacEtn92Esy9ejsWf/yzq3vde9L/yas5Gqr1lENCBBYsrMo85XcbJQh2p3DBPbwgms4TSMtuYxbDROsO6g72Iqwl4ItNzF9GxvAqR4z6o8bFHJdW4gs5f7UX/y60TumZ1gxFm33l0PwAgEhZwyXuXw1Vmhac/CQjCpE6UTKusduDqD6/Gnf/6HtzwybOx4fzmCb1v9dkNCAbiaD0y8c1muivMnLobTFSMersDGPREijrQmIhoIvTUDS9RzArQF4YF6Muy0RkWN7r0z714EXq6AqPuD0IH+40cWSWGgdQ+wF2V28FvriiBtc4Ja50TtnoXbAkNrrKsYli5DR2DESiajuYqY+TQ020E71fNa4IkCjhzcSXezlMxzOWuAgB0HHkHmqrCXVM/4jXVDc2oqG3EO2/+FYBRrFGSGhJxBbqmIxY19ofVdU68+z2L8d7rzsShfb2jjkM2L6mEKAk4MgPdYX0ngjBbJFx/y3rMX+jGWRsaEYsmcWjfxE64DAZicJXZcM6FC7FvV/eIE+BPVTBg3JRyuIYyw9gZRnMJi2FEs5im6hCGnSaZbp/XdT1zx1CyGhudsUL0AWDBogqYLcZonnvD2UgMDCDSfjzzfNtRD8rcJShz556609BUntUZFjJOkhSFTDHMNmoxzJzz2DGv8TmDEe+0nHJYsqAM0IFop3/M1wxuPQ41kkTCM7HsBUepG6JsQchnbPgWLmtEZbUDdQ2l6OkKwlbiGHVMMh6LYNeW5zIt/WOxOy1YdkbtiCy1sdQ3lqGiyo49b3VO6PUA4E0VwxYsqmRmGBUtvzcCQQBcpbaZXgoRUV6pqWLYUGbYyAB9QZaNHLCEUehoXlKJuoZSvPaX3E4gXdcRPNAPa40bSjCIwf4wIADuYacpZrPUOmAH4HRYMo+VltvQp2kwA2iuM4phfV3tMJktKKs0OuZXL67EofZBxLLyW7/3xE58/5c7p/xrkZYuhrUe2A0AcNeM7AwTBAGr3nUBWg/sRjjgg8NlFPOCgTj6eoJIpjqryivs0DUNnuMvoqEReP6pd0acxmmxmjC/2T0jo5LpMdb03rCy2oHGBeXYtf34Sd5pCPrjcLosWLdxPswWGa+/MvERy4lIj2E6XVaYTBJkWWQxjOYUFsOIZjFN0zLHbaceyHSG6YqxATGyJIyNjhabWAHEtWolRKsV3reGNi1tRwfQnNUVltbQVI4TnX4oSRX9vcHMSZLR8FidYYkRnWHHBo0CU1JTEIyf+vieqdQK2WlB9PjoxbB4fxi+nd0wV5Yg6YtCG+cY8jRBEFBWOQ8SfNB1AZsuXgYAqGsoxYlOP6x2Z06Avqoq2LPtRTz6na/gtT/9Cru2PHfK32v4elaf3YADe05MuMvLNxiBJIloWuTGoCecueNMVEx83iicLiskmVsUIprbtFQQfiYzbJQJgHQxLN0ZJggCzr1oEVqPeHAi66Zgoj+MxGAUJU01SAYCGOwPobTMBtk09unekrsEoiCgNGuv2ToYxgB01EFAWYVxs7W/qx2VdfMzHWxnLq6Eouo4kDrFcF+LB3/Z0YHt7/Se8k1Pu6MUkiyj/dAelDhcsNmdo75u2dpzIYoSDux8FQ6nUcwLBeM4dsQDWRYxf6Eb8xrL0HpgN/a+/hcsXBjD4EBk1ILRkhXVaDs6gGRiqCN5oqOKp8I44CB3H71243wcO+KZUJB+MBCD02WF2SLjXectwM7Xj0/rGGMoGIcki5mcW1uJiWOSNGXZv79mC+40iWYxVR0WoJ91mmS6GGZkhp28MyybaDKhbM2Z8O54CwAQDhp30haMVgxbUA5N1XGi0w9PbwiVNcamJBYJQRQlmCxDrfW6qkGLq5CHF8O8x1HjMO70TceopCAIsM0vRWSUYpiu6+h/sQWmchuqLlkI6EBygm3j9U0LjOtLtkx2Wl1DKWLRJMwWeyYzLDDYj1/e+w288sfH0LxiLZas2YjWA7unpest24Z3L4DTZcXvf7Ez506mpmp4Y0srvAO5/3v7BqMoLbehotoBJakhwMwlKkJ+r/H/YyKiuU5VR+kMS+/zVBXQtFQchpEZlrZidS3KK0qwNSsnKnjQA9Eqw76gGrqiwNvjzckLG03MJELVddgSxh7DG4jhkT8fRhmAKggoS/1Z3NfVhqp5TZn3za9xosxhwZ6jHmiajp/9YR/sVhnBSAInTjF7SxBFuMqrEIuE4K5pGPN1FlsJlqzZiH2v/wW2EqPgF07FS8xf6MYnPn8ubHYTdry8GQCgqyFsOG8BtrxwBAF/7r5w8YpqKIqGthZj9POtbe24+2vPoeXQyfNpT8Vgf3jE/0Yr19TBbJaw+82Ok74/FIjD4TIKgRvevQCapuPtNyc+UXDy6xsnSaY712wlZsTYGUZTcPzYIL7zzf+bdcVUFsOIZrHROsPS7fNacuqdYQBQvn4dAgcPQQmF0NZinMyYHZ6fVlPvgmwScWBvD+IxJdMZFouEYC2x54z9qanjlrMD9DVNQ6uvE++qXw0AGIxOT25YyfxSJPrDmc9MCx30INoZQNUlC2FJ5WQkBiZWJKysbwQAlLrLM9+rrqEMAKDDimg4gGg4iKcf/C40VcUNf/9veM+HPoUV696NkH8QAz3TtwEBjNb9D31sHXq6A/jLswcBGHcqf/PIW3j+qXfw5mttOa/3DoRR5i7JHKPO3DAqRumiLhHRXDd6Z5hR2NFVo4siE6AfHyrgiJKIcy5ciP1vd2dujIWOeOBYWgFTmXFIj//EwEmLYcFgDN6kCjmcgK7r+P6vdkGSBCyzWiBAQJm7BPFYBP6BXlTPW5B5nyAIWL24EnuPevDyzg4c7fTjCzetBwAcnoZTJtOjkqPlhWVbe/6VCPm9aD/4JmSTCL8vivaWATQvMfaznS0H0NfZihKHC0HfIC68YilMJgkP/882bN/SinjM2ENWVjtQ5rbhyP4+vLD5AJ757V4AwJH9E8vumopEXEEwEB+Z6WaRseqserz95viHKOm6nukMA4w4jqaFbhybRNbsyYQCcTicQze9rSUmjknSlJzo8iOZUGfd301YDCOaxbThnWFZwaqjdobFJlb0AYDydesATYN319toOzqAiip7zmlCaZIkor6xLJNdVZldDBvWuq6EUsWwrM6w7lAv4kocZ9WtgiRK0xaib2ssAwBEOoa6wzRFg+evrXAsqYB9QTkkmwlSiWnixbDaVDGsvDzzmMNpgbPUiqRiQtA3gM0Pfx+JeBQf+NQXUVVvhO7PW7gMJrMVbQffzrnevu0v4w8P/fepfE3UN5bhPe9bgW0vH8O+XV34xf1voOVQPyprHOju8OW81jcYRXmFDWXuEgiiwNwwKkp+b2REdiER0VyU7gzL7PWyMsO0dByGPLIzDADWnN0ASRJxcF8PdFVD0heDtcYJk8sFAIgG2kcUWoYL+mMYSKrQBqP402ut2HmwD3f+zVpUp3LGytw2eLqN/Kqq+qac965eUokjHV48/Mx+nLemHhtW1aK+0o5D01oMG5kXlq2iZh6aV67FzleehcNhxqF9PUgm1Ewx7K2XN6OqvgmLV29A0DcAq82Em//uHNQ3luH//rAf//3/XsCrLx6FIAhYvLwaO7a1Y+vLLbj8mpVYfXYDWo8OnPJ3Gctgam86WsHyrA3z4fdGxz1EKRZNQlW0nL37gsWVOH5sAKqaGw8SjyXR0zV2zu5YQsGhzjOAY5I0demx3+k+5OFUsRhGNIupmg5RGhagn+kMMwpPOZ1h8YkXPyxVlShZ0ATvWzvRdtST2TiMpqGpHJFQApIsojz1l1SjMyw35yDeFwIE46SitGODxiZqoXs+3LYyDEZ9E17jeEwuC0xl1pzcsOCBfiihBCrOH9qwmStKkBgY+QevGht5EmV602VzuHIer2soRTQqwj/Qh8HeLlz98TtRWlGdeV6STWhcsioT9goAqqLgzReeRseRfVCSp7ZxOOf8ZixeUY3f/2IX+k4E8bG/Ower1zegpyuQyQXTdR2+QaOIIEnG/04D/aeez0ZUSKqqIeiPsTOMiE4LmmYULdJTAMZNz1HiMLIC9NPMFhkLFlfg6IE+KKEEoAOyywI5VQyzCIMn7QwL+GMICjoUXwx/3HIMF61vwPrlNShzl8BskWG1meDz9AKCgLKq2pz3rl5cBU0HAuEkPvG+lQCAZU3lOHh8Goph5UYxrOIkxTAAWH/h++Dr74HV1IOONi+sNhNq55Wit+MYOlsOYP1F74OzrBIh3wB0XUdNvQsf+tg63PGv78HK1XV4+flDiMeSOGPdPJTYzfjIx9fjnAsWonlJJfp7gggF46f8fUYzmNqjVYzyv1FDUxkqqx3jHqIU9KdPeswuhlUgEVfR3ZFb+HrxmYO4/3tbsO3llklFeoQCsUweG2CMSbIzjKbClyr++gZZDCOiCdLUoTFJXdeBMTLDBEmGYLJMODMsrXz9Ogzu2ImBvtCoeWFpjQuMTqmKKnumlT8WCcNakvsf8Fh3AJYqO0TzUFjrMe9x1Ngr4TDbUVlSPm2dYQBgm1+K6HEfgFQx6K0u2Be5Yc7qKjG7bUgMCyENt3nR+r9vQBm2wTFbrHDXzIOrPLcwWNdQikBAgihKuPKjn0dNQ/OItSxYvga9nccyIftH925HOOiDruvo6Th57sN4BFHANX+zBms3NOITf38uGpvdqG8sRSKuZI5Oj0WTiMcUlKcKke4q+6xrRY5Fk5kTnohGE/THoOtgMYyITguZzrD0jU9dg5Aak0zHYQiyDNFSkjMmmbZ4RTXajw0gkvqLpuy0wOQyuvZNWnTckyQB489cpcSMhK6jeyCMMxYO5aXWN5ZCEASEAl6UOEohSXLOe2srSjC/1onrL1mC2lTQ/rL55Wjt+v/Ze+/wRu7z2v8zg94rwd7J7X21klar3uXeFCcuiR3HiR0nTuJ7nXJzf2nOTW5umpPYsRPHTa5xJDdJVrH6Nm3vXC57J0Gi9zrz+2OAIUGCu1wVW4pwnmcfy8BgMBiA833nvOecN0r2Za719S2dGIxmPJfJDFOPo62blu6NSOmzgExHjwdRFDjx3KM4vQ10bd6NzeUhn8uSSS3WRTaHkZvvXodUlBkZCNDW6eZ//NldbNjaCKDWxeOvkjosFEhhNOkwWXQrnhMEgU07Ghm44KdQqH4u4+qkx0WyqqnFgd6gZWxoUVEmSTIXz83h9lj46cMXeez751V77pUQj2cryDZTzSZZw0tETRlWQw01XDUqAvRlZeGqpgwDEA2Wq7JJgkKGFeMx7NkA7d2rk2Et7QoZVle/aIuspgxLz8QxNlWqqkbDk3S6FTuh2+Qk+AqSYeY2J7lQmkIyR2o8Qi6Qwrm7Ml9C7zGTC6UrJiumRkLIRZlUiUhbind+9A/YfeubKx5rbHGQyDTx9l//c9rXba16LB3rlUy08UtnkWWZU/ufQKOvB+DQUy9/1LjFauCt792Or8GmHhOgTpIqZ4aU7WWeOosyVv01hO/8x1GeebT/530YNbyGUS6WajbJGmqo4Y2Asp3tcsowUatF1BuRcukVqp7ejT6koszcoELY6Ox60GgoajToinn0RhmpUCAfi1ENsUgGjcPAgiAjy9DRqNQYN97Rwwc/dj0AyWgIq8O14rWCIPDP/+M23nfPevWx9e1uipLMyNTVW/KWoqlzHb/2J59Db1xbY2T3rW+hkF1AK8zT0CDx3A8fYKTvJLtueROiKGJzuAFIRCuJLZfHTF2DjYFSNtjSHFyb3Yi33sro0CuXwbUUSni+ueI9l2LT9iaymQIjA9XfPxErK8MWyTCxNFF8bAmBNzEaIhnP8o737eAt92/jxIsTfPerx8llKx0Ssixz5tikWlcWixKpRK6KMuznb5M8e3zqNdfwrWF1yLJMpESCRcJXd6/6aqNGhtVQw2sYkiSrSqwyGVZNGQYgGs0Ur8ImCWDfsB5JZ6RdXMBiNay6ncVmoK3LXaEeW06GFdN58qE0xqZFwkySJcbCk3S5FDLMY3YTeiWVYa0KIZSeiBI5Po2h3qI+VobeawZJJh9Z7ESUp1BWm0ZpstjQ6vQVjynEk0gsuvol02xzUN/SyVj/GaZHLhKYnSCRWw+CifGhkYrx568ETGY9TrdZ3e9yEsHttRAOptbc/Xu1IUkyM1NRppflnNXwxsX5U9Mc2T9a8Vi5Y1hThtVQQw1vBEgrMsMWlWFqnadTAvSRisiFSiLC5bHgqbMQnIwgGjSIei2pVIq8TosunycwNMDZT/8hJz72CXKRlXVILJrG7jSxYFJqybYGpaEpCIJK0iRiEaz2lWQYgEYUKsicjiY7eq3IpVfAKrkaSVQNLd0bMdkasWpf5OzzX2Ck7yTX3fVONuy8AQCbU6lf45GVKq/ejT4GL85XNE3L6OzxVKisQBlktJxIqoZ0Kld1n2UEAysnSS5FXb0Vr89K35nZqs/HY1lMZh1arabi8c4eL5OjIQoldd7FMzPYnUaa25zsur6N9/3atUyMhPja5w6pUzWLRYlHvneWH333DA8+cIJCoUgyoSjPlmeGZdL5y36uVxuRUIoffvc0J1+c+LkdQw1Xh7J7xWLV15RhNdRQw9ohFSU0pQJJlsrKsLJ8vqwMK5FhL0EZlsvLBEyN+HIzV9z2Q5+4gd17F7O4lpNhmdk4AKYlyrC5+DzpQkYlw7xmF8F0BEl+ZQgarUWP3mMmcnqW1FgE5+7mFcVT2TJZzg0rpPLkAim0Nj3piehlsxMyc3GSo2FsdiNWu4GZJcTTwWeGVlj+OjZsZ2LgPCee+wkOTyPpnBdPQzMmY5rHvn/+FS8eGlscaoh+OJhCb9BiKg0v8NRZkKTFTszPG+FgkmJBYmEuflV5FTX890QqmePRB89x8Jmhiscj4TQWqx6dTrPKK2uooYYa/vtguTIMuQgrAvQXs2HlXGbFPno2+kguJNGWSItoNEpBp8MVDDH3N39HMZMBBCa/+z1kWWZ2KsrkaIjJ0RDRcBq704hfAK9Og8mgXbH/RDSEpYoyrBq0GpHuFieXxkNXdR5eLgRB4Jrb34nF0cLdv/gxfuX3/449t78NUaOsJSarHY1WSzy8kgxbt6meVCJXtVnX0eMlFEipN/CyLPOfXz3Of371+GWPp1iU+NxfP8vBZ4dX3SYUSF52wIEgCGzc3sil83OkktkViqx4NFN18FVHr5dCQWJqPKxYJM/OsXFbo1ofd6+v48O/fQOpVI6v/NNBxkeCfOc/jnLm+BS33L2OSDjNkRdGSag2zEqbpCxDdg1k4KuFM8emQK5NTH89oexeae/21MiwGmqoYe2oUIaVyLBykbRCGWYwX1WAPkD/+TliWjea+NV18KRikVwmXZEZlp6JozHr0DoWO0gj4VJ4vmvRJlmQCsSyr1ywu6nVQWY6htaqx7Z+5RAAjUWHaNCoEyXTpVBR13WtFOJZCtHqwajFbIGZH/Qx93A/xWyBxhYHEyMhnnrkIp//m+d4+tF++s9Wdus6N+4gn8swOXQBT+u1iKJIY1sbVkuaqfHwZYNQXwoaWxxqiH4klMblNqnFTrnb+FqZKLkwp5Cl2UxBDX2t4Y2L/T8dJJspkIhliccWfw/RUBpHzSJZQw01vEEgLcsMk6XFQUnlOk8qChSzSqOrWjZs70YfuqJMsdRE6Ds7QV6nw5xKI/X2sOMf/pbW+9/N3BNP0vfsab70j/v56ucO8dXPHSKdyuP2WpjO5GgQxRVZqgDJaHhVZVg1rG93vSxl2EwgwXd/eom//cZxUpnL51M9c3ySz373JMcv+tm8Zzcf+aM/Zd3269BoK0k9QRCwOjzEoyvJsJZ2J0aTjsG++RXPlSNEyuqwgQt+hi8tMDkWWjGxcSnmpmOkU3lefGGkalZqNpMnGc9WDc9fik3bG8lmCjz0zVM8+EBl5EY8lsFqW0mG1TfYMJl1jA4FmRwLkYhn2bS9MkKkvtHORz55I2arnq9//jDTExHe/+vXccs969izr539Tw2q0yeX2iSNJsU58fOySsqSzOljSg7vay0KpIbVUXavdPR4yGYKZNKvndy5GhlWQw2vYRSLEppygbTMJrkiM8xoJhc1Mv3QhTXv/9yJKWzNPorJBMXs2qflZNLKAlShDJuJYWyyVSizRkIT+CwerAZlsfealWJqrVbJ751/mLNzFy+7jblNsUU6djUhaFZe0gRBKE2ULJFhExF0LhO2jXUgUDU3DCB0aAIpW0QqSMTOztHY4mByNMSxg2Psu72b+iY7A8sKJ09DK1aHC7PNQTbfTEOzHU9DM6lYkE3b63nqkYuvaIB8Y8tiiH4klMK5JCjX4TSh0YrqtKKfN+bnEqoNZL5EjNXwxkQokOTYoTF271VI8qUW4kg4hbNmkayhhhreICgumyaJVFwRh5EcSBI6ojQNpNxKVUVblxuLViSeK5DLFjh3apTp9jbCd9xKYM9ucuEwotmE3uVi4pvfpq3Lzcd//xY+/vu38Ik/vJXNO5qYiqRp1GnJLFuf87ks2UyqambYatjQ7mYhnCYUq2x8SZLMhZEgX3vkAk8dnSC55IY4HM/w4/3D/I9/ep7f+Oun+f6zg7x4YY5//+G5y77Xg88MsP/0DH/+Hy/yob94gm89vnouqd3lIRFZqVgTNSI9G+oYLOWGLYXZoqehyc7oUJBCociTP+7D4TJRyEtqk68aJsdCaDQi6WSOM8dWDlEKBZSa9HLKMABfgw1PnYWpsbCqrikjHstgc6yMOBFEgY4eD2ODAS6emcXmMNLS5lyxnc1h5EOfuIGb7+rlVz+5T50qf8vd69BoRJ5+tB8EsFgXo0PK7oO1hOinUznVvfBKYXQoQDScZtP2RkKB5M/VrlnD2hEJpdEbtDQ0K/dsrxXXCvyMybC//du/5X3vex+f/vSnyedX/hH9+7//O+9617t+lodUQw2vaUiSjLAkRwJAWC0zzGChmLKTGguvyYYWj2UYHQzQurULgFxg7dNyMimFYCmTYbIkk5lNYGysDM8fCU/QWVKFAbhLZNhaJkrGswke6nuMA+PHLrududOF6/pWnDsaVt1GCdFXiojUZBRTmwONQYvBZ1WVYkuRDSSJnJzBvbcV24Y6Iidn2b67hZvu7OW3/vA2br1nPRu2NDDUP1/RGRQEgZve+n5uf9eHmZ6M09Luwu1rQpKKbNhsIZnIqd2RVwJNrYsh+pFQqiJ0XBAF3F7La0oZ1tLhQqfXXLaAXCty2QL+2eqBwDW8tvHMT/qxWA3c/bbNmMy6imI5Gk7X8sJqqKGGNwyWZ4bJsrTEJqncK0l5mUKiiEx1Mkyr1WDVaZiPZDjwzBD5YgZNSzOWrVtYmJ7m9O99mpF//TdyoRD24Ai+yFk8dVbq6m146qzEkjkiyRzNVgOZ2coGWiKq1GuWUgD9WrCuTan1Lo0rr02k8zzwkz4++lc/5Q8/f4Cnjk3wz987xQf/7HH++utH+ZN/O8SH/vwJvvrwBVw2I7//wWt44M/u5ePv2srTxyY5eKZ6lMd8KMWkP8GnfmkX//SpW7lhaxPf/eklLoxUr2etTk9VmyQoVsm5mRixyMrz29HrZWwowIvPjxINp7n/V3YjiMJliZ7J0RDN7U42bW/i8HMjK/Jby6qmy2WGgVJXdq7zks8VScQzFfV9IpatsDBWHHOPl+mJCBfOzLJpW+PivcQy6A1abr13fcWALJNZz233bSCdymOxGhYdKlwdGXbkhVG++W9HXtFojFNHJvH6rGy7poVCQSJWcxq8LqDco5jUZmf0FbwXern4mZFh/f39+P1+vv3tb9PV1cUTTzxR8XwikeDSpUs/q8OpoYbXBaSitCRHotImWR65vVQZJuUNIINcuHIm14VTM4iiSO+1vQBkg1dBhiUrybBcIImcL2JqXlxMc8U8o0vC8wHsBitaUbumiZKnZi8o2RbxlZ26pRB1Grw3tiPqV+ZclKEow9IU4lnyoTTmEolkbnOQWpYbJssyC0+PoHMace5uxnVNE4V4Fm0gxW33rVfzGXo3+chmCkyOVnYZuzfvpq55A6FASiXDAAoZZbtkYu3S8qmRfv7zX/6MYrF6NkM5RH9mMlKySVbayzx1ltdMpsLCXBxfg426eisLcy9frXb80Dhf+9yhWv7Y6wxT42H6zsxy273r0ek1NLY4VWWYLMlEIzUyrIYaanjjYEVm2NIA/VKdJ+dl5IIMGJCyK8kaKVdAK8NsIMHh50bw1Otx2G3kT54mnsng3reX3V/6Agvrb6MoanEc/SnHn1u03I2VGktd7S6Sw6GKdTUZU2oXq9255s/kdRpx241cGg9xbjjAJ//+WR45MMruDfX830/cyAN/ei9f+d9384F7NzIfTpMvSnz83dt54M/u5X//6nXctKMZo17LHXvauGFbI5/7r9MEoys/94lL84iiwPZ1dXQ1O/jYu7bR1mDjwWcGqx6XzeGuapME6N5QhyAKDF5caZXs6PEQi2R4/skB9tzYga/RRp3PwvQqzgJZlpkcDdPa6eaG27oJB1NcPDtXsU0wkMRk1mEy66vuo+K4S4RXIS+RyxbV94jHMquSYZ09XiRJJhnPsnF74xXfYzl2Xd9GfaMN+7JMsvLxrsUmGVxIkknnSVSx3q4Fo0MB/uWvnmF8OKi+Z//5OXZc24qnpKh7rdS4b2QUCkW++LfPc/Fs9UEPAOFSw95iNaDRim9MZdjJkye58cYbAbjppps4ebLS9/zAAw/wgQ984Gd1ODXU8LpAsShX5EjA6sowjdGCJCmLg5S7shXv3Mlpejf5sDX5gJenDEvPxEEUMNQv2ib3jx0hU8iyt3WX+pgoiHhMToLpyBXf4+SMIo2fSawsTK4WercJuSARu6Dsqzxx0tTmpJjMkQ8tXpQTlwKkJ6PU3d6NqBUx+KyY2hyEj01XFIiNzQ6sdsMKqyQoN/wALR0uTFY7RrOVdGIBgFRi7UXBxMA5FmbGmZ8aXXWbxhYHg31+ikWpwiYJvGaUYcWiRGAhQV2DjboGG/NzL1/RFQml1MypGl4fSKdy/OShc9Q32th2TQugqBvLZFg8nkEqyhUKxxpqqKGG/86olhmmxmGUM8PypdpDsCIvUYbl80We/kk/Mb+yzicKEmaLHoNJRp6cRLrYD4JA3Qfex0JKx9lCO4Fb3w3A5DMH1P2Mz8bQa0W6dzaTC6bIBRZVG4loBADLVWSGCYLA+nYXTx4Z54+/cJB6t5nPffo2fvM929nc5UEUBbxOE++6rYd//N1b+OvfvJF793ZgW0YMCYLAJ96zA71Owz9+5yTSMkvcyX4/GzvcWE2lprAo8J7bezl+0c/ozErVv83lJRWPUiysVDWZzHpaO1wMVLFKtne5EUQBg0HLzXf18oNvnSaTKTCzChkWCaVIxLO0drhobHHQ2evl0HPDFTXklcLzl2Jp4Hgiriih0sk8UlGumPS4FB6fBavdgM1uoLV97d9dGaIo8N5f3cPb3ru94nG9QYMoCmvKfAoHld9lYP6lNUD7Ts8QDqb45r8d4dzJac6dnEaWZLZd04LTbUYQhdctGTY7FeXCqSsPL3s9YOCCn/m5OOdOTq+6TSSYwlX6zhxO02sqRP9nRobFYjGsVuVG2WazEY0uXqTi8TgDAwPs3Lnzivt55JFH+NjHPsbHPvYx/P7LK0ZqqOH1DqkoLY7blksEl1g9M0zQm0G2lp5bSYadODyuBpcv+OPMTkXZtrsZjcGA1ma7OmVYmQwzKQt5ZiaGoc6CWApvlWWZRwaeZkfhevoPhnnu8Us89/glZqeiuM0ugqnLTxkqSEVOz/XRam8knk2QyCbxz8SYGH1p04n0JZIoemYWvdeM1qIUXKZmO4gCqZJVMhdOs/D0CJYeN5bOxeLBdU0zWX+CzPQiiSOIAus21VfNmJgaD2O1G1SFi9vXRCzkR9QIJONrV4YF55TA/anh1XPTGlscavbEchLBU2chGkmr47V/XggtJJGKskKG1dtY8Cdeds5D+bccCr4+C6H/DvDPxghWyaQrFiQunp0lm1lUNMYiab72+cNEw2ne+t7t6nWtscWhhOhHM0RLpHRNGfbGRq3Oq+GNBGl5Zpi8RBlWJsNy5cxYe4Uy7PjBMQ4+PcSFU8pNaO/OJt5y/1YSiQTC7Bydt9wMQDgc5uDTQ3jrrYidSjRGfmxYJZfGZmO0NtiwdbkQjVriFxfU90jEQhhMFnT66qTLatjW4yWVKfDB+zbylx/bh8/10pocdoueT/3SLs4MBnju5OIQonxB4sxggF3rfRXb37yjGZ/bXFUdZnMqVs94ldwwUKySowMBksualgajjutv7uTN79lKPJpR17f5uTi5KlMVJ0eVhmhrh1JH7ru9m9mpKKODAXWb4ELiiuH5i/sLqa6EssqqPHim2jRJUIjEfbd1c/Pd61a1SF4JTreZ+qbK+BNBEDCZdWuySZYzzoLzL61OGxsKsvPaVjbvbOIH3zrFc48P0LvJh9VmQKMRcbpMr3rDNx57dWyYxw+N8fgPz78q+/5Z49RRJRNvZCBAsYozSS5Ntne6ldrO4TIRDb8BbZI2m41EQima4/E4DodDfe7rX//6mlVhb3nLW/jiF7/IF7/4Rerr61+VY62hhtcKJElWCyS52jRJQVD/P6IFBIXkkZcpw0KBJI8+eI7zpYLp3MlpjCYdPRuVIsLg9ZC7SjLMYDSrI6szM3GMTYsWydNzF5hfiJA/6eb44XFOH53k8PMjPP3oRTxmF6ElyrCCVKRvvrJo6V8YIpVP8+b1dwIwE/fz/JMD/Pi7p1cciyzLjA8HL2uX09oNCDqRQjynqsIARL0GY4OV9ESEQjLHzEMXEE1a6u/urXi9udOF3m0ifLyy69G70UdwIbmCEJgaD9PS7lKHCbh8TYQXZrBYDSuKrMshOKcsMNMjqwfCNrYsfp7lweO+RhvIMFMlF+1niQW/khHmq1eUYflc8WVLpMsFSjjw2llQ30iQZZnvffU4D3/v7Irnzhyf4r++foLPfuYpnnrkImNDAb7yLwfJZvJ8+Lf20dTqVLct/35npqJqp7AWoP/GRq3Oq+GNhOKSzDBZlpVIjGUOgHJNJ+jcamZYNlPg4DPDAAwPB0GAO9+zlc5eD6lUCm0sgW/bVrRaLZPjswz0+dl3WzdBSY8MOFIhBiYV0mZsNkZ7gx1BI2Jd5yXev6DWVMlo+KrC88u474ZOHvize7n/jnVoXiIZU8b2dXVcs7GeB58ZVAm8/rEQ6WyBXRsqyTCNRuRdt3Rz4PQ0s8tUQ1aHMhkysYpVcuvuZvRGLd//5qkVGV93vXUTG7c1cvBZ5ZxnMwVkGWanV9ZXE6Mh6uqtqqWws9dLY4uDn/64Tx2iFFpYmzIslcyx4E+wbpPyOeemlKasSoatYpMEuO7mLnbvbb/ie1wtTGb9FcmwTDqvbhN8CcqwWCRNcCFJ94Y63v6L27nlnnVk0vmKz+Ous7yqEyXjsQyf/czTDF9aWPHcgj/O/MvIrY1FMyQTOVJXEZ3yWkQ0nGb40gJ79rWTyxaYGFtJNCfiWYoFSW3YO11vUGXYrl27OHToEAAHDhxg165F69T4+Dhf+MIX+MhHPqL+dw011FCySarKsEqbpJTPI+p0KuEiFRa7dsttkmX1UrlLMzIQoHeTD61WIbP0Hg/Zq7RJli2ShWSOfCSDaUn36JFLT9OZ24ioEfitP7yN3/2TO7npzl6mxsN4jK6KAP1nRg7yZ8/+g2qLBMUi6TI5uKFksZyNzxMOpggFUivCTceGgnz9Xw8zNrT68QuCgL50ETYvm6hjbnOSmowy8/0+pHyR5ndvRlMKCF36eufuZpJDoYqx4529XjRascIqWSxKTE9EaFkiS3f7GgkvzGK2aEkl17bwZVIJEtEwvpZOZseHKFQZOgKLIfoWmwG9oTI3ranFicVm4NKFuWov/ZlhfjaOxWbAbNXja1BI0zJB9lJRVoYtn65Uw9rxn189xtEDq1twL4fyZKuJ0RDJZXkg/efnaGp1sOv6Nk4cHueBL7yIwajjV397H94lVmpQOoQms47ZqQiRcBqjSYfBWPn3V0MNNdTw3xXS0sywcp0nLrNJlmo6WXQiZZU178j+EbKZAtfe1MHUbAzMOgSNSDyurK3GQgH7hvW4XC5Ghqex2g1s2dVMJJknrzViK6Y5cnIMSZKZ8MfpKA1Asm3wUohlycwq+0nEwlivwiJZhkYUsFuunIe1Vtx/Ry+T/jhH+5R65kS/H6fVQFeTY8W2d17Xjt1i4AfPDVU8XlaGxVYJ0bfZjbz7g7sYGw7yzGMrc6zDwRTnT82weYeSBavRClWtkpNjSl5YGYIg8Lb3bicYSPLYQ+dJp3KkU/krhucDai7tnhs7SvtW/n85IsJquzrF3isBo1l3xcywsn3RZjcQeAlTzcs1fUe3F0EQuOXudXz6M3fTs4T89Hhf3VzcaDiNLMlcOl9ZQ8uyzEMPnOTxH154yfuORUpOnfnX93T1M8cn0ek03P6mDVjtBoaqZO6FS2H55SgXh9v0xswM27hxIx6Ph/e9730MDg5y99138yd/8ieAMmXyy1/+Ml/+8pdpb2/n4x//+M/qsGqo4TUNSZIuqwwr54UBSDn9kv9eRoaVLk5l4iARy1RY6gxeD7lAkGw6xdnDT18xlHwpGVYumMrKsLHwFOf8/dQnOujs8WIsZTm0dbrJZYsY0zZC6QhSqejbP3YEgK+e/B65okL4nJg5x67GrRh1RtwmJ7MJvzqFcTnpNdSvfLal8vNq0HsUtclSZRiAqc2BlC6QD6dpfvdmdKtIzq0bvAgagXj/YodIb9DS2eutsEr6Z2IU8pIqjwdw+ZopFgqYjLk1K8PKFsnt++6iWMgzNzlcdbtyiH5ZfrwU+XwRp9vExbOzP9eg+QV/nLoSCWJ3GjEYtS9roqRUlFSrwOs1L2KtSCayKwqxKyESSlXtZC5FIpbh0nk/+58aolC4ehvt2RNTWGwGBKjIWMlmCowOBNiyq5m73rqJ3/3/7uAd79vBhz6xF7tz5W9UEASaWpUQ/Wg4VVOF1VBDDW8oFJdkhslSZRyG4gDQIJe2QbQj5TKkUzkOPzfCNTe0s/v6dgpFmQDKNmUyzNXYiMZgwO12E4lEWLepHo1GJBxIcrL5PgqinuFj55kLJsnmirSXyDBTiwONVa9aJRPRMJaXoAx7pbGp08PmLg8PPj2ILMuc6J9n1wbfYsN4CQw6DW+7uYunjk0QXVJzabQ6zDYHicjqzdPOHi93vmUjh54dpm/ZFMvDzw1jMuu4/U0bAHC6V4bop1M5FubiFWQYQH2TnTe/Zxunj03yzE8Utf9ayLCJ0RB2h5G6ehsajcB8qeaOxzKYLXo02p/ZrbyKtdgky/cbPRt8L0kZNjoUoL7Jjtm6eG+zfNiA22shHEytyJJ7pVAmHAcvzlfU0NMTEebn4i9L3VRu7L8SA6VeCjLpPCMDl79vuhJkSeb00Uk2b2/CYNTRs8FXlQwr37+5VGWYmVQiR34N+dY/C/xM/4L+4A/+gG9/+9v8/d//PXq9nr/4i79Ysc33v//9n+Uh1VDDaxrVlWGKmktRhi2SYcWMBuTSGO4lF5hspsDYcBCjSUc4mEKWZRLxbEU3Se/xkA0GGT5/nBd+/E2ViKkGqVhkcvgirnqlMxa/uIDOZURbCvF8dOBp6nR1RKbzrN+yaHFpanWg0YjIQQNFqUgsE8efWOBScIR3b3oTgXSYh/t/ykzcz2xint1NW5XX2eqZDi6o+UOjQ5UX7+ESOXU5ZRiAdb0Xx45GNMZK9ZTgMfODQIziniYMPusqrwaNQYul20Osr5JkWLfJx8RISA0TnRoPI2qECvtieaKkThNf8zTJ4NwUokZLz5Y9GEwWpi+TG7btmmbWb25Y8Xj/+Tmmx5VJk/Mvg3x6uViYS6iKMEEQ8NZbX9bxJBJZZBksVr0a0PrfFccOjPGfXztekb91JRx4eoj/+vrxqtkNZZSLoGQ8e9UhroV8kQunZ9l5XSutnW76zy2SdcOX5ikWJTZsUX6PBqOObbtbLjsxq7FFCdGPhGuTJGuooYY3FiRJQhAFReUvLa/zCmgMyg2koBMBK3I2zaFnlbyvfXf04K23YtVrmCnVILFSJrNvo0LYGA0WinKG3k1KPVaYT5LUOUnpnejmpth/Rol/6CyRYYIoYFvvJXEpgCzJJF+iMmw1yJLM/NPDTD94Qf2XuEIzs4z33N7LpYkwz5+aZmw2tiIvbClu3tlCviAxPFVpY7Q5PcSjl8+fvf7mTjbvaOJH3z3DicPj5LIFErEMp45Oct1NnTjdJvQGDRarfkUMRXmA0tKGaBnbr2kpKaYnANSJiJfDxEiIti53KatLTziUQpZk4tEMtlXC819trMUmGQ6m0Ok1pFI5IuG0ag9dC2RZZmwoSEePZ9VtXvjpIDIyxaL0qlnuyk3XaDhNwL9IWp18Ufn+YtHMS2o0ZzMFtaYLvEyXxEtBJJTiq/9ykG/+24sv69yNDgWJhNLsuK4VUKJjFvwJlfxafL80Zoteda+U67zIayQ37GdPJ9dQQw1rhiTJiEvGbQOrKsOKKUBWCoqlZNjIwAJSUWbHta1EwilSyZwygWYJGWbweijEYoTnlKJoeuQixWyWvr/8azLLAoxH+k4SDwfYtvcO8tEMA2dneSqQoFCQiGRiHJg4xrW6fciSzLrNi2SYVqehqdVB0i9TCDTyL987w4HxYxi0Bt6+8W7evO4OfnDxcZ4YfB6dRsfWeqWQa7T5mF9QfPmtHS7GhhbzwWIRheTp6PEwPRm5LGFg7fbgu7N7xePBQJJMXiJYJQR1OWyb6sgtJMkuySjo3ViPJMl8/V8P87XPH+Lg00M0NjvQloYJAFjsTnQGI4IcW2EpA3jxyYcYvXi64rHA3BR2dz1P/OgizV0bmBpZnQy79Z713HhHz4rHp8YW7ahnj0+u+vonf9zHN//tyKrPvxwUCkWCgSR1DYuZcr4G28tShpUtkm1dnv/2Nsmp8QjIMFdlMtZqmJ2KkssWmRwPr7rN8KUFGlsc9Gz08eILo1dV0A30+cmk82zb3cKGLQ2MDAbUv73+c3M0NNmvaiJkOUR/ZiJSmyRZQw01vKFQLMqLmVryyjpPNCiEicFrQZbNJBJZjh4Y49qbOrHaDIq61qxnqqQ0CU1Po83lcW/dAkAqLiBqCrS020klchgzSn2Y01tpyQf50fMj2C16nEtqQtvGOoqpPImxEKlE7LLKsNTEJMX02m+oo2fmiJ6aRdAKCDqRYjqP/7FBCmtoFO7e4KOzyc6/PngaQYAd6+pW3bbOaUKnFZlaqKw1bE4P8VVskmUIgsBbf2EbPRt8/OShc/zjXzzFd79yDI1GZM++DgRBwO2xoNGIREKpCsX/xGgYi82Ay1N9Lbv3HZtpbFGmkV8pEiCXLTA7FaWtS1GZOVwmigUJ/1yceCyDdRUnw6sNk1lH5go2yXAgiU6nUWJEZK4q2ysSShENp+no8VZ9XpZkXvjpALMlIvLVcggk41lMZh1anag6bLKZPBdOz9DY4qBYkF5S5le5hrVY9Sz4f7bKsJnJCF/+54OkSmTmS530CXD66ASeOotK/Hb2ehFFQT1XZURCqQr3SpkMe63khtXIsBpqeI1ClmVkSUajjtsuBaguywwro5AoIsgRBI1cQYYNXpzHW2+la50XqSgzV5qIuFwZBhCfUgiTqeGLJEdGCR87Tvjk6YrjOrX/CZq7NuBr7iBycobZQpGZ+QRHXhhlMDhKUSqinbfT1ObE7qhUebR2uglMpimG6jk/GGX/+FGua96BUWvg3Zvuw6I389jgs2zxrcegVZQkjbZ6oqUuw45rW4mG02rXYfjSAoIAt79pA7Ikv6Rpk2X5dmgNQeyWzpWTlhwuE7fdtx5fow2Hy0RHr5eb7qoM4BcEAbevCSkfWaEMG790juPPPsKpFx6rPK65SUStm+OHxvE0dOGfHCGfW3v4Pihk2IatDWi0IqeOVCfDFvxxjuwfZWRg4WUtiqshOJ9EluQKMqyuwUbAn3jJ0vZyIdHe7Sadyq9pxPfrEbIkMz2hEFqzU2sjwwqFIv5SqOvIKlZJWZIZGViga52X627qxD8TY2x47ZmBZ49P09TmxOuzsn5LA8WCpCjCChKDF+dZv2WlSvFyKKso06l8TRlWQw01vKEgFSW16VnNJikalGui3mtGlgxMLujJ54rsvUWZCinLMo0akWgyR3AhQWhqGkMuh23DegAWZpSaI5GMcezwGCADMllBT1s+RDyVo6PRrubPAhjqreicRqLnZ0CWsdorLX9lhE+e4vTv/g8G/+lza/qshVSe4IEx7FvraXrHJprevpHm+7cgaAQCL1w5v1IQBN5zey/pbJF1rS4c1tWVUaIo0OS1MLOMhLE63cQvY5MsQ2/Qcv+v7Oa3/9ft7N7bTiScZu+tXWr0h8trVtVOM5MR9XWToyFaO1wV53MptDoN7//16/ilj1x7xWOYnoggSTJtJctlWUk2NhggEcteNjz/1cRSm6Qsy+x/alCtO8oIh1LqfQxQdfL0ahgdDCII0N5V/XeXTGSRijLRSAZRFF61EP1EPIvDZaKzx6sSPOdOzlDIF7m5VOdHI6sTOrIsc+DpoRVKqVhUeU3X+rqX1Ri+WgxfWuDr/3oYp8vEb3zqJjRa8SVZWEEhsi6em2PHta3qb91o0tHa6V5hlVTIsEVy2O4wIohCjQyroYYaLg9JzZFYHLetPFBdGZaP5YBYBRkmSzKDF+fp3ehTu1T+mRIZZl9JhiXmZhE1GqZHL5EcGwcgPblIosyOD+GfHGbHjfdQzBaInfMT14kIosCBp4cYm5vFLJqZGIqoNqmlaOtyk4zn0KUcpNJFpmN+bmxXCgKTzsgv73g3ALubtqivabL5ENJ6tHqRjdsaEYRFS+RQ/wJNbU6a25zYHEbGhq7e/x5QybArL6aCRsS63kv84kKFkuamO3t55/t2qv/WbVo5Ac3tayKXCZJJ5ymWAnOLhTwvPPwtdHojs+ODZFLKsciSpFhVNUq3RWtqQSoWmR1bOSp8NeSyBfyzMXo21LFzTyuZdIHzp6aRZeU38R+f3c/BZ4Z4+pF+HKUcr7MnVrfHvlSUF3rfUjKs3kahIL1ki2M8mkXUCDS3Kefn55Ubdjkb4iuBwHyCbKaAViuumQybn40jFWXcXvOquWFzMzGSiRxd6+voWufF12DjyBpuREDplA71z7N9dwsALo8yer3/3ByjQ4pCbMPWqyPDHC4T5lLQco0Mq6GGGt5IKBYXm54rbJKFAqJeqd0MdRaQNeSyoNWK6jWzmMrj02rRaASGLs4TC4cx63RoDAYy6TyzE0rzKBgMcfzgOEFkDHqBnMaIMR3DVMyoeWFlCIKApcdDZkpZv6tNk4z1X6L/r/8fBl8dwcMvEru4+tTrMoIHxgDw3NShPqYxavHc1EG8b4H0Gta5fdua6Gyyc+OO5itu21RnZXoZCWNzeklELz+BfCmcbjN3vmUj//PP7+aWu9epj7s8FhJRJbernBsWWkgyMRJSM1KX4pH/OsvTpawws0VfEaWxGiZGQxhNOurqbaVjN6HViowNBYnHMj8/Msyk2CRlWebwcyM8+9glTh4er9gmFEiSLTku9AbNVTVbx4YCNLY68c/G+ML/e06tmcuIlsLnA/44Lo/5VasBE/EMVpuBno0+JkeVOJRTRybo3VhPc2lIVjkIvxpikQzP/KSfvjOzKx4H6FpXRyKeveIwglcC4WCSBx84QVuXm1/+zb1Y7UY8XstVkZRlzE1H+co/H8BqM7Dj2taK53o3+hgdClTYYpeTYaJGxO4wvmZC9GtkWA01vEZRVs2UM8PUAH1VGVZQlWFSvkgxkUPUZhBESSXDZqaiJONZ1m2qx+kyg7CohLJYK22SALlAgO7Nu8ll0gT7zgOKBL6M0weewFnXQMf6bcTO+SnmiwQTWfbe0oUoCoy8GKc1300+V6zICyujLKW15syAgE3jYWv9evX5G1qv4VM3fJRbO/aqjzXa6tFnzZjsWowmHY0tDkYHA0hFiZGBBXrW+xAEgY4ez2Vzw4pSkUx+5aJVXqDXSszYN9ZRiGeJjF8+oHw5XL4m0vEFQFYnSp468ATxcID7PvBbyLLM+IAyUTMaWqCQz5ErKAVQMmXEbLVf1iq5HNOTEWQZWjrc3P4m5Rw/8cMLfOvfj/Kd/zhKJJxm/1ODDPT5uf1NG9i8o4lzJ6bVLt4rhfm5ODaHUe2mAvgaSxMlX2JwaKxUBLq9yuIaXoOq75XG1HiYv/njx1/VLLap8TAIsGlHk2oHuBJmp6IIosD1t3QzOx2tOrBhZGABnV6jdq+vu7mTgT7/mgrK86dnQECdpgWwfks9gxfn6Tszi9NtVr/ftUIQFjP2amRYDTXU8EaCJC1VhlWxSeoWlWEAcl6HYUn2aSGWRSsKtLY6Gbw4TzKXxeF0AooSRCqKGI0mLp33k4xn8SNjtujJaZT9dhRDrG9bSXbpXUbktISAsMImmZqY4OJn/gprTzc7Pvv3WDo7GfvqA5clmDKzcWJn/Xj2taNdNrHbvrUeQ4OV+adHrliDaDQi//SpW3nHLStjL5ajuc7KzAoyzE2xUCCdiK3yKgXFQoEXn3yI1Crbub0WopE0jc12xoeDvPj8CF/5l4MAFTEZZQz0+bl07uqG4UyMhGjtdCGU7gOsVj2SJDM2rCjDrD+nzDCjWUexKDHUP8/TP+nHYNQyMboYy1AoFIlFMmpT32jUEZxfW40tyzKjQ0E6ezzMTERY8CdWTJEv//9kIofdaSL4qpFhWSw2Az0bfEiSzMkXx5mdirLz+jYsFj0ajbji2JairBhcXlvFomksVj0NzQoJ/WpbJfP5Iv/1tROYLXre/YFd6Eq/T4/PQmCN30sZgxf9fO3zh7DajfzqJ/dV3EuCQoYV8hLjJbeBVJSIRjIrbMMOl0l1/fy8USPDaqjhNYqiOm57WYB+FWVYPqrc8EZkA9G0TKp0cR686Fdkqx0uNFoRh9NEOJRCb9CqQYYAGqMRjcWMLldk3Y69aHV64sMjwCIZFg3NM3LhBDv23Q0IRE7MQLuTXLZIZ6+Xm+/uJTNixDTRiKfOgsNt5vxwgOyS7oDJrMfuNlHume3w7kAjLhYNgiBwfesu9NrFsG2fxYMhZ0ZjUfbT0eNlbDjI1LiSEda9QcmM6OzxMjsdXbXD8lDfY3z6if+DJFV2mILzSQxGLdFwek1T9YzNdgSrlsce/wlDwbErbl9GXVM7xUIOi+Yo8zOzxCNBjj/zMNtuuJO23s3UNbUzdvGMckxzyjlPJJXFY2EuQXPXRqaHr9x5LWNqLIzBqKXOZ8Vo1tPa4SSZyBENp3jvh6/h137nRnLZInankc07mth2TQvRcJrxkbXb5UBRR505PsXBZ4aqFsILc3G1q1mG1WbAaNJVJZKKBYknfniBH37nND/8zml+9J3TzE1XEkFKcKwRk1mP0aQj9HMI0T/83DCFgsTpo6tnsb1cTI2H8TXY6Oj2EFhIrClEf3YqSl29lfWb60GuPmV1+NICHd0etFrlb2/rrmbMZj0Hnq7+HS7F2eNT9G70VUx42rC1kWymwJljk2zY2rCqPeRyKJNhtcywGmqo4Y2Eaplh5TgMuVBA1BtBFNCXr42SviJrKl/KIe3dVM/4UJC0Ro/e2cyTP+7j+Scu4faa8XjcjPQncDfaSAM2p5msxoRoMvHRPQ5uqqKy0jqMIINF78JgXLwuF9NpLvzZZzDUedn4x3+Exmik40MfJH7pEsFDL1b9jLKshObr68w4djSueF4QBHx3dJNbSBI8OE5yNExyNEx2FTVRIZpdMTUdoO/MDP/yV88o9jxZxiuKLETSFXWozVmKBbmCVfLMwSc5/uwjjF86W/V5l9eMLIOrzsL4cIinHr2oNv2WRzckE1kSsSyB+cSaYx1kSWZmMkJrx6JV0GIzIEkyuWwRSZJ/rjZJgIe+cYr2Ljd3vmUj87Mxshnls0VCiwSRr9GGIAprVoYF5hMk41k6erzES9Mcl+4PqCCgjCbtZW2S4WDyJU9TT8ZzWEv5b956K6eOTGKzG+jdUIcgCtidxsvaJMuKweCy44tFMtidJjx1FgRReNWtko9//zyB+QT3/8ruisa0x2e9Kpvk8KUFvvvlY3R0e/mV39xb9ffnrbficJk4cWhcGW4QySBL8orazuky1ZRhNdRQw+Wh2iTFZTbJKplh+VKG0lzeRjIHg+f9HHxmiIELfrrX16ldR6fbvOoEGtFmRZeX8DS00NjeQ8G/gKWzk3w0Sj4W48zBn2IwWVi/8wYSAwEK8SyZeiW/oL7Jzu69beSNaQoLOlI6kQ/9xRM8/2d/yxMPPl/xPjq7ARtK4bfOueGK50EjajDmbRSMyqLY0eMhEctyZP8oJrOOplan+jiy0kmrhhfHT7EQjdC3MKA+VixKhAJJutfXIcsrF9xqEASBZCtsSbZydOLUFbcvo6V7I3vv/QA6McAT3/grfvzVf0BvNHHtHW9Xjn/jDiYGzlEsFgjOTWGy2IlGQaMV8c/GaO7ewPzMGLnMymOMhQMrCrupsTDNbYsdxe17FCnz2967DbfXouYfSJKMLCuqPZfHzNnj02v6PNlMnoPPDPHP/+dpfvSd0zz9aL86YWcpFvxx6hoqLQOCIFC3Soj+2HCQI/tHCc4nCAdTXDw3uyLvLB7NYCsFx7q95pcUoi8VJXXq09UiHEzRf24Ou8PI+ZPTSMVXxy45PR6hpd2lEEVrDNGfnYrS1KLYhn2NthVWyVy2wORomO71i8HDWp2GW+5Zx+mjkzzxwwurduZTyRyzU1E2bqu8malvtOF0m5Blqtqj14ItO5vYvbddLbJrqKGGGt4IqJ4ZtsQmqTWiMWjRWHQgyAiSHqOpUhkmaEV6tzZQlGSSoW6OnRA5d2KKwHySUCDFZJ+VZBQ05ii7vZP4A1PkdRYMHjf5sZHFqeVLoCutsS5bZYMjPjBILhii93c/idaq1IDOHdtx7d7J+APfRMpXkj1Svsjcw/1k5xL47uhWa5LlMDbacOxoJHxkipmHLjDz0AUmHjhNfKCyoZNdSDL+tZOEquSgzk7HCAdTZDMF0hNRdKdmkWWYW6LMUcmwy0yUTETDHHvmYQCiQX/Vbdwe5bO3tLu45+2b+J3/fQd6vfK9leNIyvDPLNY6ZYLkSgiHlM+x1E5ZzvrV6ZTfi83x85omqazTeoOGd31gF+1dHmS5NPCHRaeFyaKjs9dLPlckuJC4IiklyzJ9Z2YRNQJtnW4SMeXeZnnmVjSSwek2IWqUKayRUKpqHTZ8aYF/+atnq9amV4Isy6pNEqCx2UFwIcnO69rUv1e706hm2FaDap9doQxTalitVoPbY66YVPlK4+SL45w6Osmb3r2VhuZKa663zkosmiG3hgFioDSBG1ud/MKHr6kQVCyFIAjc+eaNDF6c57tfPsZ8KUtuaYA+gMNlrmWG1VBDDZdHsaRgEpcH6JeKpKXKsEI0g6ARiMt6BFGizmPm6Z/0MzcdY92mxdHTbo+ZVDKHxbZyAZXMBvRFsDncNPvaEAtF3PsUu+LChfNcOPo8W6+/Ha1OT/j4NKY2B8FEDqvdgNVmIJKLMu1VMgOGYmnu2+ZlR2yI/PNPVbxPShAwIaABLMKVx3XLsow2YyClUy6obZ1uRFHg4tlZutbVqUWc023G6TYzWiU3zJ9YIHvJQveFG3lh7Jj6eDiYQpJkNeNrrbkDU3VRTLKBWP/8lTcuQRAEtl5/C5H8PbSuv5FkNMxNb3kfemPJqrBhO9lMitnxIQJzUzi9jRQLEl29XoILSZo6NiqFwvEXKvabz2X5wb//X773uT8nEvCr52xqPFwx2nvd5gZEUeCrnzvMF/72eR77/nnau9wkYlkunZ9DEAS27W6h7+wM+Sod16WQZZlvf+kozz0+QPcGHx/79C1cc0M7T/zwQkWI6vmT04SCKRqXLcCgECjVcrCGLy1gsxv41U/u48O/dQPd6+tYWDZ6Oh7NYC8X6h7LS8oeO3dqhq/8y8GXNAno6IFRjCYd7/zAThLxLCNrHAt/Ncik88z747S0u6irtyq5YVewSpbD88vFc9e6OkYuVebbjY8EKRYlupaQYQB79nXwpndv5ejBMb7/rVNVVZKrjYwXBIFN25uw2Q20VBknvxb4Gu28+T1bX5KqrIYaaqjh9YqKzLDlDoB8AUFrQDRqEAQB0SCjwVBpk4xn0doNeH1W6vQJRG2OO9/WxXs+uAuAO96yEbvLiKhPkslPIgl6JDlLVmdGY7EQHxyuSlLo7AZkZBymyrUiMTiExmzG3FaZFdT+K79MZn6eucefXDy2RI6p754jORKm8e0bMF0hJ6u/e4EXrh2n49f30PHre7Cu9+J/bJBsKQqhmCkw+6OLyAWJbBUCoUxMxKMZUmNh6jRKvbw0N8xgsqDTGy47UfLQY99Dq9NR19RGNFg9EsPuMKLRiqRTea67uQujUYd/Lo7NbsA/W1mz+GdjaHUiRpNOHYpzJZTX+6X1U7l29zUp9rqflzLM7bXga7Txnl/ejdVmwOOzYDLr1CFW5eiKhiYHdfU20qkcuWyReKw6cZTPFTlxeJwv/t0LPP/EAJu3N6HTaxaVYeGVyjCn24y3zko+p6jkqqmMhko1+mM/OH/Vzc9ctkAhL2G1GUklcowMKL+D7g2L91R2p0nNL1sOSZKZnYrirbcSj2Yq6up4JI3DqXx3dQ22FTXuKwElz22YRx48x+697SuyvUBRhsFK5ZosySuuCZFQipHBALuvb6tKni/F5p1NvO+j1zE1Huahb54EYWUEhsNlIh7LvOrZu2tBjQyroYbXKBaVYZXBquUsCalQQNSVbJKRNFqHkbRkBKGAx2XiQ5+4gR3XtrJu82J2l9NjJpspVEySLCOvFTHKGgRRxK0tKXk6mhC0Wvqe+DFGs4WdN99LZjpG5MwRctGzzM1EaSgtytOxOcJZE+N2DV/403t42yala+adGyITWyxEZlLK4uYQBGJV8oyWI5nIQVEkLCiEg96gpanNCUDPhsoibbXcsBMz57DFvBiyFk4M95ErKARIWR7c0etBqxUJr5EMG5f9DBpn2TDfgD++9uwwvUGLTm+grv0mPvqnn6d32+I0IV9TO2abg7H+0wTnJjHble9t/ZZ6ZEkmmzOy5dpbOfrUj0jGF0mRE889QioRRW808eOv/j2peJRQIEk6la8gJqw2Ax///Vv48G/doPz77X184Deup63LzeHnFUvstmuayWWL9J+fQ5ZkBvr8/Pi7Z9TuzdkTUyzMxbl4dpbJsTC/9Gt7eNt7t+NrsHHX2zbhrrPw0DdOkssWOPLCCN//1im2725h887FfKkyujf4CAWSKzpiIwMLdK2vU0mRuvqVCrLYEmWYy2uumAQqyzLf/LcX6Tszc9nvYmYiDDJXnTWRzeQ5dWSSXXvbaet0U1dv5ezxV37wwMxkBGRobnciakTqm+0ryMMzx6cqupLl8PzGVqV47l5fRzyWrTh/w5cWcLhM6lSqpbjmhnbu/+Xd9J+b43tfO7GiGJoej2Cx6qtaGW+9Zx0f/dTNVyySaqihhhpqWIQkSWhWyQxTlGF6xJIKQ2MS0AkGDIbFeIlCLIvOZkCWJDpjhzB6ptm6q5WhgQBmi569t3Tx0d+5nd/94zejb95HRNeNIBbICQZAoBCLkZ1f2dgTNCJ5IYtF66x4PNY/QM7VQDpdqSaxtLfhuW4PgYOHAMiF00x+6zSFZI6WX9qGtdd7xXNxxn+RZ/wvorHq0NkN1N/Ti85hYPZHfRQzBeYevUQxU8C2qY5slayj8noYi2ZITUSxiAJmrVhBhgmCgNXpWVXxNT16iYEzL7L33vupa2pfdTtBFHB7zGrdODMVQZZkdlzXRjKeJRFfrG/9MzF8DTaa25xMl9RTV8LMVEQZLrMkkqBcu3t8VjRaUbFNFiVefGHkijEfAX+CJ350Qf33zGP9Lznz1GTW87H/eYs65VIQBFo73UyWybBQClEUqG+y42u0US4lAv6V35ksy3zj317k0YfO4faa+eWPX8873rcDQFWGLc+WikUVm2Fdg03NRV1B6MgyF04pGacGg5bvfPko8ejalUjl789k0fHQN08iy6DTaxi+tPi3YneaVs0MC84nyGULbN2lWJBDgSTDlxaYnggTjWSwORRyyFtvfcVtklJR4rHvn+enD19k3+09vOldW6pu5/UpdeByC+uXPrufZ35SGcty5tgUer2mIi/2cuha5+VXf1vJFHO5zWosRxkOlwnkxcmaP0/UyLAaaniNopxtpRZJy7Mk8vnFzLBIBp3TSKagRyCPlC/S1unmbe/dXpEt4fZYkCQZo3mxqxgOJhkdCpAWiuhyynvoEhmKooA/voDG4yIxNsa+N/0ieoOJ8PFp0rMnmX3k+yT7+6kvda3GwzNI4QZuvkbpGqQnp0EQ0MhFLv7kWeU4CxJjC0l0Ri1unYZo8sqqnLI8OiD7KRSV4qujR5G5L1e3dPZ4mJ+NrwgNPzF1HnPKCYAYNnNiVgmqD8wnMBi12OxGXF5LBalyOczG/Sx0ZGnOe7h47sKaXlOGxWogmcytUMAIokjHhu0MnztONLSA1qB8xt6Sam1+Nsb1d78LUaPh0GPfAyASmOPkC4+z6+Y38faPfJpCPsfDX/8sY4NzIEBziTQsw1NnpbXTrfwr5cjtvaWLqbEwU+NhXB4LrZ1uDjw9xBf/7nm+++VjnDs5zUPfPEmxUOSR753lgS++yJM/7qNnQx1d6xbPv06n4d0f3EU0nObL/3SAJ37Uxw23dfO2X9yu/oaXomudF51eQ//5xUDZeDTD/Gyc7iX79TXaSCZy6neazRTIZQuLNkmPRem6lTJBLp6ZZWQgwIMPnOQH3zpVIcPO54rqwjtTIpaupCrLpPNqQQZw+ugkhXyRPfvaFTXdNS30n5tTszJeKUyNRzCadHjrFGK6qcVRQYYVCxI/+u5plciExfD8+hJB3dblRqsVGS7ZTGRZZrh/ge4lZONybNzWyNveu42hi/MrlJJT42Ga26uPjNfqNFVJ9hpqqKGGGlaHVJRVBwBlB4CwxAGgMaApKcG0Zg16UY9et3gNzsezaG0GUuMTpIoFZRKkxcLUWIj2bg+iKCCKIlarlWgih8tmxmjWIgkacqV1Mz4wVPXY0lICo7jYOJFlmWj/JSZTVi6cXtlwKjp9pKaVyXnR07PIRZm292/HWGW6YjUEUmHyUoG5pNJkFPUaGt++kWIqz8TXTpIaDdPw5vVYejwUU3kKy2rI8voeDSbJ+hNoDFrq9FpmlhEl7eu2cv7oc5x84bGKpo9ULPLCj79FfWsXG3ftw+7xEQn6V7X3uTwWdZ2cHo+g02tU8mOpVXJ+JkZ9k10hwyYia8qwmpuOqQHrZRhNOkSNQGOTnV/7nRvRaEQmRkM8+aO+yw6QAjh2cJQTh8cZubTAyKUFThwa54t/+zwPfOEwF8/OvuRcrTJaO1xMT0SQihIBfwJJkmlosquTNQWBqpMLZ6eiTI2F+YVf2c17P7yHjh6vWmOUCalqyjC700hdg41wMIWoESrqlWJR4gffOkUinqWt043JrCOdzPO5//sc//nVY3zva8f53teOM3ixOtG59L0vnJ5lbCjAuz+4i83bmzh7fEqNknCUbJJSlWiJ6YkICEoEBEBgPs6Pvnuab37xCJl0HntJGeartxGPZdeUJdd/bo4zV2i+yrLMg984yYkXJ3jL/du4400bVrUmG4w6rHZDRW5YNJxmbjrG4edG1Ga1LMmcPjbJ5u1Nq9ojq6Guwcavf+omPvAb1614rmybfC3khtXIsBpqeI2iWFaGLRu5rWaGFQoI2lJmWCSDzmEkldciUD1YFBRlGFARWv/0o/08+PUTxAsZxGwOKZ8nNTGB7LQxMXieSDGNQzDSu+1acuE0sQsTFOIBJL2BttHnqK9TLminBwLIBR237lKkuKmpKYyNjUybGwgdOADA1HycgiRR3+rAXoT58fAVu1llMiyrT+FPKjf1193YyXt+edcKiXhHj9J5XFoUpPJphidmoSgqRUS+jf3jilUyMJ/A47MiCEqHb61B7DNxP9YON1FjGvoWFxFZlgkfmyLev7pazGzVk4pXV8R1bNiuZH/JMkXBhcmsU4g6jxn/bByj2cree9/DpVOHmBkbYP/D38Zic7Drljdhd3l524c/RTTg59Rz38TrM1cEZa6GdZvqcXstvFgiVXZd18rCXByX18KHPnEDv/zx65meiPDTRy5SKEikkzlikQz7bu9Zsa+6ehv3vXMLC/MJ7nrbJu58y8ZVSRedTkP3+roKMmxkYAEEKki2cvh+uXNWltmXc+/KE2oipdywYwfHAKWDOjKwwOf/77NKdxD46cN9fPYzT/PdrxxlblopVKtNonzmsX6G+ueRZZlvfekIn/3M0/zg26eYnYpyZP8Ym7Y3Yi919bbuaqZQlFaMzn65mBoP09zmVIuYxhZnRYh+PJYBGQb7Fou52akovnqrOilIp9PQ1uVh6OI8509N8x+fPUBwIVmhFq2G9VsaEDVCRd6YJMlMTygZZjXUUEMNNbwyKC7JDFOzYZcMSkJcVIZprToMGh163eLNd9kmGTl9hpzZjNVqRRRFAvNJlYgoIxzL4LQZ1NopHs2gczpJT628wZYliUQujL642OTIBUNI8RhRg5exKpEUfWNZirEoxWyW9HQMc7sT7VU0SQJJpXabii6up3qXiYY3raeQyOG5sR1LpwtDSdmcXUZyxUs31sFhRaHk2N6AF4HphUrlzb77foFrbn0zhx77Hs98/6skYxFOPP8o3/i7PyDkn+Lmt74fQRRxeurJZdJkUtVrQ9eSzNLpiQiNLQ48Xgs6vUYlw4pFiQV/QiHD2p2kkrkVGVjLIcuKxa6xxVnxuCAIWK0GUsm82vQqWzKvNFXbPxtn/eYGPv77t/Lx37+VT/3pXbzr/TspFiT+6+snOHPs5SncWzvd5HNF5mZiKrlS32THYNRhdyoTxauFtZ8+qoTSl+NKyshlC2QzBRwuU8X5kiSZeCyLw2nC12AjncrjdJkYHw4y1D/P4MV5vvMfR1Wy9t0f3MUn/vA27n77plJ2WZJ8voh/JsZTD19clQRMlur0U0cmuOPNG+ns9bLjulYiobQax2J3mpAkWd12KWYmI3h9VpxupRafGouQiGWRUd7PVKrPvQ2lGvcKuWGyLPPUI3385KFz6kT6aihn2r71/m3sur7tsvsEpUm+VBk2NhQAAax2A0/+WGn2jwwGiIbT7LjuyvtbDpNZj8uz0ong8li47uZO6nxrI8pfTdTIsBpqeI2iHAZZDtCXlxdJ+TyiTsv8M8Pkwml0TiPpnIgop1clw8o5S+WLf7EoMXxpgXQqT6igXJhzoRCp8QmMrc3Mjg0SFwuYssp7R07MUEgpC8zD3lsw5eNoTysB+UNDBayOAu2NygKdnpzC3NpMonc7hslhcuEwo6UA8Fvv7EXQisQuBfmHP3uKnzx0TlX2LEcklMZg0iJpC8zGlRt/i83Apu0rpbo2hxFvvVX19gOcnbuIIW5DEGHTtkZsSS+nZs8TzyYIzCfwli7ELq9lTTbJeDZBPJek0V5PZoOO5oiT2HxEOdZj0wSeHyNycnWLnsWqV6yfVdDasxmNVosgCGSzZpXo8TXa1MJq0+6b8LV08ti3Ps/4wDlufMsvodMrxaa3sY03ffC3yMQnMQnH19TpE0SB62/p5OLZWcLBFNuuaeHTn7mbX/zVPbR1KSqy2+5dz9H9YwBotSJarchTj16smi2249pWfv8z97D3lq4rvveGrQ3MTETUbu7wpQUamx0VtgB3nQVRI7AwpyzWZRvEYoC+ssiGginy+SKTY2G0WpFEPMuHPnEDLR0ujhwYRZJkLp6dpaNbUQ8WC5LSqQxUFiBSUeLwsyP8+D/PcPbEFNPjEfbs62BiJMSX/nE/kVCK65d8NrvTRGePl7Mnrq6QLBaUzuWRF0ZWhJfKssz0eLiCeFJD9EuTNcvnIbiQVLut1Yrn7vVeRgcDfP+bpzCadLzvo9euKDqXQ2/Q0trhriDDAv44uWyBlnbn6i+soYYaaqjhqiAtmSapZsOqTc88gqhbJMNseoyiFr0olZ6XKCbzaG0KGSb76rDb7aRTOZLxLN7lZFg8i8tmwOFS1s1UqoCxsYH09MrBOelknFQxhphbvFWMXVIGEKVt9YwNBSuGraSSOWbjSiMmOjxFdj6JcZmy6bLnQZIIpiMATEYrayhLt5uu37wO9/VKs1XnNCLoRHJLyLBctkAur5yX0FgYndOIpcdDnSgyvYyEEUSR6+9+N3fe/1EunTrMV//69zj61A9p7trA/Z/4E+pblTXe4VHyoWKh6vmwbq+FcCm8fXpJA8vXaFPzUwPzCYpFifpGO82typo+dQWrZCSUJpPO09iy8vxZ7YYK90O5NrxcM1eWZfwldVoZGq3Ill3NfPi399GzoY7jh8Yue0xXQlOrA41WUarFohkEAbW+9jXYEDUCgWXW1ny+yLmT02zb07pICJdQVma1tLuIRxezpRIxZTqhogxT9u9wmeg/N8e3v3SU7/zHUWYmo3Rv8FFXb8VmNyqT6m/uont9HRarnvd/9Dre9O6tLPgTqw40SJTyytxes1rztXa48NRZ1Cni5XuqahMlpyciNLc6lWa718zUeBiNRuTOt2wC4OjBMWXiaZ0FQeCKVkn/TIxQIEU+V7zsdzU2FEQQlPp6LfD6rBUW09GhIA1Ndu59xxaG+hcY6PNz+ugk3nrrK1r/iaLAPW/fjPXnlHtXcSw/7wOooYYaqqMsu9UsU4YJS6YMCVod2bkEyIBJR1ESEKXEqmRY2XpZJp4mRkOq0iSpVRb9zJyf9NQ07o3KBbt+2w6KySSZuQCx835k2c+CwU3I3MiYexuhxx8lODBCxG9hfe9iBzA1NY2ppYW6fXuREJh7bj8j0zEavRa6erxYNtaRbbVzzb52zhyf4sEHTlCsMg0mEkrhcpsxag3MxC8fWC/LMgHLFBfOT6lE0MmZ89TlmqhvsNO9wUc6JCPkNRyaOEFwPqku1m6vhUgoXfUYlmK2dAxNNh89ezYSF9OMH+on1jdP4IUxdC4j2YXUqkSUxWpYYeP8wbdPcfzQODq9gZaujTjrGolGcmo2U32jXZ3IIogit7ztA6STcdp6t9C1aRdP/riPb3zxRaYnItQ195IoXEMydJHDTzwIKNL/80ee5Rt/94f0nzy04pi2X9OK0aTj6IFRBEHAZNZXPL/vtm61wyzJMvd/6BrmZ+P85Pvnqn7GtSjSAHo3+hBFgYELfmRJZmQgQHObk3/9m+fUz6vRiHjrrGrAaJkEKiuzrHYDWp1IOJjk0vk5JElm/ZYGEBR11abtTcxMRBgdCJBM5Ljt3vXcfGcvALKs5GwtRTiUoliUSMSyPP6DC/Ru9HHPOzbz2390G+/6wE7ueutGdYLp4vlrYXw4dMVu71IEFhKcOznNEz9S1GpP/6RfVb2VM9+alxQeaoh+ySpZ3lYUBQb65leE5y8eWys33NbNr3/qJj74sevpWRL+ejl0r69jbCioFqBT42EEgRWfvYYaaqihhpeOCmWYtFIZJgg6NKWMMK3DhCgIGAWlhiuUbtg1RoHohT7yNhs2m00lHbxLVBeyLCtkmN2I26OoUXIaEwaPh/T0ygZeIhYmXYxDDrWmnD1+jozWzLX3biedyuOfi5McDZOPZRi5tEBaq+x3/Eg/SDKmqyDDQpkIkiwhCuIKMgxAWDI0QBAEDF5LhTKsTEhoRYFEOo/OZcJQZ6ZOqyGWypNIrWxCbth1A+/+jT/ilrd9kA/9wd9z5/2/hq+5Q33e4VbWy8gquWEujxmpKDM1ESEWzagNrIYmu0pSzZf+t77Jjtmqx+UxV4To57IF+s9V2hRnpyIAK5pboNSQy/PI4PLKsGg4TTZToL7JVvX5Xde3MzMZVZttLwVarYamFgcXz8wiSTJ2pwmNVvkd1zXYKOSlFTbJ/rOzZDMFdlYJdy/XOC0dLuQl2VLlwHq7w4TLY0GrFenZ4ON3/+SOxX//3x0E/HE611Xm1G3e0cT4SIh4NENnrxe706gSW8sxX6o5b7itR81CFQSBnde1cfHcHOlUDrtTqUOX54YVSsqzcr6x22shGEjS0uFCV5o4Oty/wOHnRtDqNLg8liuG6PedmcVo0rHr+jaO7h9bVUAwNhSgsdW55jrc47Mokz5LofljgwE6erys31JPZ6+XJ354gf5zc+zY0/rfdsBRjQyroYbXKBZtkmVlWOnCp2aGKQH6xZTiM8+VSDONnETOS1XJmLIiqUyADfbNY7Ub8Pp0ZITSon/mLHKxiG/bDu5932+y/S3vBiDwwllkSSI5NcSIqYFer5ULrq3g8nL+s58DScMN25RORDGdJhcIYG5pYevWNoYtzUw/9RyjM1G6mpSbdbtVTyRf4Pb7NnD/r+xm+NICP/rO6RXe+3AwhdNtptHmYya+ur8flCyvMd0lckmZJ0+/iCRJnJw9hyXpobndSVunUqhs0m7l4OBJMum8GiDp9pqRJJlgMI4kr06IlcmwBpuPBkc9Fz2z6IZz+B8fxL7FR91tXcj5IoVodSvkcmWYJMlcPDOrSrpvftsHuPP+XyMSSqvTV+qb7CQTObUAqm/t4h0f+Z/c9d5fRyrKnHxxgumJMF/+pwN8+0tHyUmt7Lz5nZx8/ie88PC3+O6//CnP/fABNFotTz/0ZcYvVZJYOr2G3Te0c+rIRNXcAkEUWLepHkGAm+9aR+9GH7e/aQNnT0xf1WjkfK5YQTaazHrauz30n5tjdjpKKpljbiZGYD7B+SV5JHUNNjXoNRbNYDTp1IJCEARlomQgyYnDyjTTrbubaWpxMHxpgY4eD5Ikc+LFcSw2Ay3tLmanY7i9SjduOYFVVqC1drqUIq0kMxc1Ilt2NrP31u4Vn2vD1gb0Bg0nj6x9fHfZ1vmrn9zHjmtbOXZgjH/+y2cURdpxpUu/NPNteYh+LJpBqxXpWl/HYJ9/RXh+GWarnjvfsnHFSO0roXt9HflckckxxW4yNR7B12i/qryIGmqooYYaLg9JWpwmqWbDLpkajqBFLBFBGrtSrxhKpFmupAZKL4wTsZiISUWFDPPHQVAsUGWkswVy+SIumwG3xwFI5DRGtFYL6ZmVmVHJaJi0pKy7+VITKnJxgKSlnutv7kKrFRntn2f2RxcJHhhn6NICzpZ6JEEkMDiBaNSi964ctrIaAkmFIFrv7WIyVhk7EIum+Yc//ynnliiw9T5LRYh+uLQ21vuspCWZ7HwCQSPSVMommq6SVwVKPbV17+2YrApxt7SZrDeaMFlsRIOVjdjkWJh4/4KqTD9/srRmlxpY9U12Av4EhYJiG3S4TCo50dLuqgjRf/rRfr73tROMLplKPTsVxeYwVs3htNgWyTCpKDE/F0erFS+rDPMvIeSqoXeTD6vNwMkX117DLEU57qS1083kmPI91jcuvpevwUY2UyiRcos15qmjk7R3u9XzuBRlZVaZYCxnS5WJJ7vTiCgKeOsVm5/dYVL/JRNZIqE0nT2VZNj6LfWIokDf2VlEUWDHnlbOn5pZoc4HGBsMIGoEtl3TXPH4tt3NSJLMuZPTmMw6tDqR2LKJknMzMSRJVms4l8dMJpWns9dLLJLGbNFz/S1dPPfEJZLxLHX11hXDpJaeW0lSojg2bGlg3+3dpFO5qiSeLMuMDgVp63StOQPO67NSyEtEI2lCgSSxaIbOXg+CIHDP2zcRCSnN/e3XtKxpf69H1MiwnzFy2QLf/coxxkcuH3RYQw1lm6RGXK4MWyKf1+ooloit8i29TlAWxGrqsPICWiZjBvv89G704bDnKQh1iGYzkZOnALC0t9OzdQ+2tnYErZbI6QGMjQLFaIQxUyNWUUTnMLPfvQ3t9DgO/QxbWpWLZWpKKQxMrS20N9gZ8fQiTY0TGpmgs9QpdFoNREsKqZ4NPt71/p1cOD3DY98/X3ERj4bLZFi9apNcDQPBUVK2MGgkfvzCQX7Y/wSJVIZ8VKC5zYXTbcZqN9Ba6GJiWik8PEuUYQB/+egX+M7ZH636HrMJPx6TC6NWKVI0m+wUkTC3O/Dd1YPBVz3LogyL1UAquUiUhQJJCgWJmUkleNTh8VHX2E40kq6wSQKqWgqgpXsTJouN8ZEQuWyBX/74Xt5y/zbCwRRWm4Eb7nkrO266h7OHnsJotvILv/Wn/OJv/znt67fx+Lc/j39ypOK49uzroFiQVy2GUskcDc0ObrxDyQrbeW0rBoOWI/tHVz1Xy/H1fz3EU49crHhsw5YGxoaC9J2ZRasVmRoL43CZGLyw+F3XNSgTJWVZJr5kkmQZLo+ZqfEI4yMhBAHau9x0ra9jZCCA26N856ODAdZvrkcQBWanojS1OnC4zeSyRZUchsWhCgtzcQwGLUf3j16xqNAbtOy4tpUTh8ZX7dYtRySUQqsVaW51cvfbNvG7/98d3HbfeoYvLbD/qUG89dYVCr2lIfrl87BuUz0TIyEmRkIV4fkvFw2lLnY5fH9qmW2zhhpqqKGGl4+qyrCyTTJfIsPKTQiLQuwYSsOEsoEUQX2CR48d4uK2LThdLrZu3UpgPoHTZVKbRqBYJAFcdiMOhwNBLJDVmBD1eqRMhlwoVHFciWiYjKxUlvloBqlQAP8Upq4udHoNrZ1uhs/7kQsSicEgw/3zdG+sR7I4Sc3PY2q2X5WSJJBS3n9Hw2Zm4n4KUhGptJ6ePzlDKpHj0YfOqxldBq+FXCiNVFIvhydKZJjbTLqo2EcjJ2dobnICML1KTbYUybEwI/96pKJ+c3h8K8iwyPFpQkcmcbpMiKLAhdMz2BxGVbHua7QjSTIBfwL/TLyCGGpuczI3HVOJsuOHxhBFoaL2mp2K0bhKA8tqM6gZVcFAkmJBontDHeFgqsK2uhT+2ZiaQVsNGo3I9mtbOXdyumr8xeVQyBf53F8/y2PfP0drabokQEuHU/3vulIulkYj8K1/P0oykSUUSDI2FGTntdVzqOIxpeFXX6p/o6FFMkyn16jkolIfLp9KHlBqwW5PxeMms57udXX0lZqtO65tJZcrrMh8jYRShAIpPF7LiimIVruRdRt9nD46iSAIOJymFTbJmYkIGo2ofu9lZVlLu5NYJIPdYeSmO3sQBIEj+0fxNqycmg4wOhTgH//8KR598ByhQJKN2xtxeSxs2t7Ei8+PqPeJZQT8CZLxLMcPjXPuxErrczWUCfPAfEKxWIoCbZ3KefM12rnprl723NiB5b/xgKQaGfYzxuM/vMDABT/9Z+euvHENb2gUpWUB+nJlkVRWhkmljkayJAHXoSzicjUyrNRpiUeVDkBwIUnvxnoM2hCSbCDvbSU5OoahzovWqpA6gkaDsbGJXMhPMTuDLGpI1bUSCiS5YU8rJ3JOADqEEeqtSvB5OYzV1NyMKArYdu4kJ+q4e+xpWp/8Nn2f+Su85w4QT+ZUJdim7U289Re2c+LwOOdKXTZJkomE07jcZlrsDUzFLv93MxAYodlVT3ePj/pUG98992PcWSUfqbld8e63dbqRQgY2GDciIxGgVOQYC8iCRD4u8OzoIQpS9YJgJj5Po23RarajYwv/0PhjUjebETQiGose0aRdlQwzW/XkskW14CgTXPlcUQ1CjUWVTISyTdLlKQWyzq5cLAf7/NgcRhpbHOy6vo3f+qPb+Ojv3YQgCuy777287/f+D+/86B/ga+5A1Gi45xc/hru+hUe+/tmKAs9mN7JlVxNHXxhidmJkxfuEQymVnAOFANp1fRunjkysaZKifybGzGSU0YHK0N31W+qRJJkXXxhBEAU6ejzc+eaN+GfjqurM12AlncozNxUlMJ9YUdC5PGaVJGpoVgJbu9fVqUqzhmYH2UyBDVsbkCSZuZkojS0Omkp5HEsnSi744+j1GopFmfvevYWxoSAvPDnIhVMzXDg1w9hwcAU5JssyrR1u0ql8Ref6coiE0lhsBsp7Mpp03HBbN5/8X7fzzvfv5N53rByFvTREv0yG9W70IUkyA33+ivD8MiRJZmo8vGJfV4IgCnT1ehm5tEAmnSfgT9TywmqooYYaXmFUZIaVHQCqMkxGQFCnSea1egqyjLZEAEVnQxzK95FLprhO1PL+978fl8tVkYdaRrhkO3PZDNjtdgRNkbxx0Ta33CqZiIXQ2QwIWpF8NMPUmUE0Up7mPVsBZar35FQUDBqCqRzJRI6eDXVovXXIqQi6hqsLxg6kQlh0JtZ7uyhKRaYvjDL8z4eZfbifs0cn6dlQh9mi5wffPoVUlJTGoySTL6m7w7Mx9BoBiySTkWRs2xsIHprE4jDg0IirKsOWIjkcQi5ILDwzoq7zDk890WWZYblgmkIsi6gRcbhMSqzBEiV3mQTxz8aZn63M6mpud1IsSsxNx3j8B+fx+Kzcdt96+s/PkUxkS+H5kRWRB2WUlWHlHDBQpkAXCxKxaKbqa8p5YZcjJ3de20o2U6DvzOqZt9Vw8dwcsUiGYwfHK5T2Sy2e5d/iDbd3Ew4m+co/H+T5JwcwGLVs3NZYdb+JWBabw4hWp8FmN6j7jkUyOJwm9bP4Gmws+OMVddnoYICmtupWwc07mpgcCxMNp3G6zXT2eDm1TGV1+DmlHm1aNpG9jB3XtTE3HWN2KordaVqhDJuejNDQbFdtomUhgsGoIxZNY3eaMJn17N7bzrGDY7jdZmLRTIWN9OSLE3zr344gCAJnjk9hMGrp6lWUbjfc1k04mOIbX3yxIkx/oDRQqZCXrjhdtAyHy4RWKxJcSCrnrdWBYYkl+dZ71nPP2zeveF06leOhb5wktUoG8usJNTLsZ4hzJ6c5fXQSq83AzNRL92XX8MaAVLZJlrMjlmVJSIWCUjCVrv+JiNJF0aIQCKspw/QGLdFIhv5zc2g0Il3rvEi5KUAmalOUXeb29orX6Z0+iqkgqYlBwq4mWn0uZElm25YG9l7XS0DvYF0hpk6pTE9No/d40JqVLtnm9Y0849lNRGfFYjGQXVjAeORZZSrMkhyHHde20rvRx8FnhpElmT/9/AGkoozTY6LF3kg8myCWWd1XPxAcZZ2ni56N9WjCFjY4e1iv2YzBqMVb6n60drqZmYiy2bgVLAX+9tAXGAmN8zcH/5WCMcN17muJZROc81+s+h6zy8iwXk8nmESOzJwGFrMscquE8VusSnelnBvmn4ljtugRNYJKWpQXfadLIZ9EUaCu3qpmT5QhywoJsm6TTy0M9AatqpwSBAG3r6miANLpDbzlV34HjVbHieceqdjf9Td3kU0M8NAX/pJYuJK0KhcOS3HtTR3kc0VOHameubAU5YD5eX+8woppd5poanUgFWUK+SL3vXML3RvqSllYysJe7io++I2TjA4GCIeSanYYLKr6lN+zQsi2dLjQGzSMDATUrlxDs53AfIJCXqKxxUFnqbCYXZKTsTAXJ5nIce1NnWzb3cLW3c08/+QAD33zJA998yQP/OthHvjCYWYmI4CimPrq5w7x0DdOUtdg5cgLV1aSAczPKWTf8dL0yzI0WpGtu5rpWpZ1AYp1UwBefGGEWFTpLjpcJrw+KxOjoRVdUIDTRyf4yj8fVPM2rgbd6+uYnY6qEytbOmrKsBpqqKGGVxLForxCGVZ2AMhFZe0qK8PyOYl0UUJTCoqPBSLIyLRfuMj63bvUtT5YmpS9FKoyzGYskWEFcnorxUwWQaMhPT2NlM8jF5XaMbwwi8PjQ2c3UIhmGD9wChnovnknAB3dHvJFiWyzjXmtgE4j0NrhxuKtw5iPE9FeWRUm5YpETs+SnokRSIbwmt20OJThSLFLC2jMeubGwszPJ+gQRN72nq1Mj4c58MwQhjqlHik3HqPBFBaTHm0shwwYtjWgdxmJnvFTpxGZWlY/VUNqPILeayY9GSVxSamBHO66isahlCtSiGeRskWKmYJafywlwwxGLS6PmZGBBRLxbEVWV32THY1G5KcPX2RiJMS979jMzuvaEBA4e3yKWCRDOpWnYRUyzGo1UCxIZDMF/DMx7A6jmuW5mlVyeXh+Nbi9Fjp7vVdtlTz54gTt3W52Xd/GU49cxGRWCKiGJe+nNyjnI5+T+NVP3ohGK3LuxDRbdjZXqBeXIhHLqDZRh9us2iSjkTR252JDtK5kwSwTUrIkMzoYUOu75Vi3uR6NRqTvrKIG23ldK5OjIZWISsaznDoygV6nUTPBlqN3Qx1Wu4HTRyexO40rMsNmJiIVv4dyzEckmCIeyajHv/eWLgp5iXg8g8Nl4qcPX0SSZJ78cR+P/NdZdl3fxq9/6iblPshtXsxgq7ei1YmMj4T48j8dIOBXMr9efGEUQRTo3lBXkUt3OYiigLvOQsCfYGw4uMJauhoGLvi5cHrmquJBXquokWE/I4QCSR598BxbdjZx3c2dzE1HV2Qj1VDDUpTD7jXLlGGCqgzLIyz5E45HFKWJqFV+V9XIsGQ8g9miR5ZkThwep6PHg96gJRaaxeGEoEa5mbZ0VJJhosFJIR0i1tfHsL4er0mLIICvwc5vvHMrsQ4rTQuLHaHU5BTm1kV/+bYeL6cd63iq5x62/ckf0fre+yGTxihliS0bEbzv9h4W5uKcPTPDUCmvyOky02JXukerqcNSuTST0RnWeTrp2VBHsSjzgdYP4Ms3qxN+ANo63RSLEv1n5+hpa8JltPNHP/0bpmNzdDTXY8hYaLE3sn/s6MrvRJaYjftptC1O49OIGva27ebg+HE1a8xQZyG7UD3M1FKalFi2qpZDzxuaHUyNlckwZWF1uhcX4vpGuzqdqIzgfJJwMEXvFaYDLofJYqOlZxOB2UoSq77JjsuVAWQunT68+LklmWg4TTEzSiy0OGHQ7jCxeWcTR54/y8UTB1d9P1mSOX9qho4eD8ismN7TUVp8t+9poa7BhtGko63LrZIwLo8FURQIB1Po9Bri0Qyf+7/PcuDpIWRZVovRYkFS96XRiHT0eBm+NE+oVCxPj0eWKMgcKnE2MRJSj3PBn0CSZLbuUnIi3vFLO/jDv7pX/fdLv3YtqUSO//jsAf7jnw7wlX8+SD5XxFNnwWTWs+BPMLJM/VYN5cmlR/aPrnkt8NRZuemuXl54coBwIInNYUQqSmSzBWRJ5qY7e1a85mxJKh+8gkVkZjJSMYUVoGt9Hciw/+khjCZd1VyPGmqooYYaXjokSVrMDFseoC+VyTCFMMhk8qSKEmJeRipIpOPKdV1bKODYtg1QbGvhYEodelNGOJZBrxUxG7XodDp0eshqTeRCIQz19aQmpzn76T9i9KsPABCYncTT0IrWaSQfyRC5OEDBXofBVoqWMGjRCrAgy/gLEvV6LYIsY3Z4MOXj+KtM2CujmCkQPDzB6JeOsfDUMAtPjxBIhfBa3NgNVpx6G5rpPPbNPsJdTgx6DZ54Dnsky4139vL8k4PMziXQOYxk55Pk41mSmQJWqx5DrhQdks3T8ovbMLXaqdNqmJwIX7ZRVYhnyYfSuK9vxdLjJvD8KFKuiMNTTzoRI5dVPk9uifqpEMvgLuWiLY8RqG+y039uTv3vMrRaDQ0tdiZHQ2zc1kjXOkXxtnFbAydfnFAbbU2rKcPsiw3VMsnldJsQBKpORM9lC4SCqQqr5mrYdX0bk2PhK042LCO4kGB8OMiu69q4952baWiyk07lMRq1K2x1dfWKgsvlMfPh37qB62/pYt/tKzNYy4jHsuqkQafLtEQZlq4gqerqFaKxHEDvn42RTuVVFdVyGE06ejbUqTm9G7Y0YDTp1KbuxXPKIKZcvlA1sw2UDFcloiJYUoYt/tbTqRzBhaSqKsvnisxMRNHpRIKlTK5yw9rmMLJ9TwvHDoxx+33rGbjg56v/cpAjL4xw7zs2c9+7tqjN43AwqWabHX5+RM2VLhQkvvzPB/jBt0+RjGfZvL2RzdubWJhPVM0Argavz8qlC3OkEjm1hr4SRkoZd6eOTKxqz329oEaGrQGFfFG9oL0UFIsS3//mSSxWPW9+z1aaWp3kc0WC81eW7NbwxsWKAP2ybW+JMkyWF/+EE1Gli6IxKRdZqUp2USKeVUcBh4Mpejf6SCcTZFIJmlosLORNyIC5fdHDL8syFGzI+QzFdJo+TR3GopK1pdNrMBt1TDQWMIVS5EIKmZOemsLUshg62eKz4rIZ6GpyIAgCxkYlaN+VT6i5YWW0dblp7XDxwk8HMaAUgk63mQZrHaIgMrUsWLWModAYMjLrvF24vRacbjPD/fOlDs1ikVLfaENv0JBO5alvcPBHt/wWW+s38D/3/QYtjV7CwRQ3tu/h2PQZMvlK6XMoHSFXzNNkq5zId1P7tQTTYS4uDAGgrzOTD6erfgfLlWHzszF8jTZa212qMiwcSpWmJC52zHxNdoWoWZIRMNDnR6sTV+2AXQ7ehhaC/mmVdC3DZFCKqf4Th9TCMRZJgxRj8MSDPP6dLywW7MB1N3UgJ1/g6Ye+TDIWqfpeYyNB4tEMt967HpNZp5J+ZWg0AlqtWCHFXrepntGhILlsAVEU0OmUjIh8vsht961n9952nvlJP/ufGqKzx8O23c2IGoHWJeql7vV1TIyGCcwnMFv0jA0FmZ2K4PZaMJp0ON1mRFHAP62QjNFImmJBwmo3qDcSgiCgN2jVf70bffzG/7iZN79nKzqdyNveu52P/t5NrN/SQCiQpL7JxosvrLSZLoUsy+qkpHAwxaXza19fbr6zl5YOF/FYFqNRx3NPDhCPZZBlCC4jYCOhlEr0XW7SFMCzj1/iR989U3GzYLMb8TXaVIvkf9dJQjXUUEMNPy9UKsOUmkEQSmt/qcYr2ySzmQKpooyQF8mHUuRLtkp7SzN6p0KehAJJZJmqyjCn3ahex41mHVkMzPWdBYeV2LlzJEdHiZ0/Ty6bJhZawNvYis5hJLyQRBuaxtK1SF5kxiP4jDqGJyPMBlM06rTMPXKJ/IKMVi4wPbjSbldI5gi8MMbYvx8j/OIktvV1eG/tJOtPkAun8ZqVzKkd2l50eRFzl4vzp2fZtKMRUZgmdmGGm+/qxekycebYJPo6M9mFJJnpGOmihEkAUynjKR7NIOo1NL97Mz69Fn8yS+Skckwj01HmlqmoUqUmnanNSd2tXRTTBUJHJnF4lHovGlSaRbngIvGRj2Xx+KyIGmGFrdHXaCOfK6LTK9MCl6K1w41WJ3L32zapj+28vo3gQpIj+0ex2AxY7dWJGGuphkzEsvhn4/ia7Gi1GhwuE6Eq6/z8XBzk1cPzl2L9lnrMFj2nj11Z7Q9w6sgkRpOOjdsa0Wo13P8ru7FY9aqK/OKJA3znn/4EWZapa1zMxTKZ9dz9tk0r3AZLkYhlsJXOgdNtVmMzYtFMhTKsnI03Mxnl9NFJfvid0+j0mssq2TfvUKaMR0IptDoNW3Y2cbGkFJseD1NXb0WWWJUMA6VBvTCfwGY3EI9n1eFQ5YZrWa03MRqiWJRweS3Mz8ZIJXMVZN4Nt3WTSuaY98dLnyPCL3z4Gq69qRNBEOg7M4veoKGQlzj54gTRcJr9Tw1y/c2dbNzWiCxJNLU6OX9K+W3v3tuuDHKQUYnVK8FTZyURy6LRiLR2XtkBIMuK+q6lw0U4mGJ0jZbM1ypqZNgacO7kNN/72nFCq9ieroT+c3PMTEZ55/t3YjDq1AvmbM0qWcNlUCYcxIoAfaFCGQaLN6fJeFYhw6zK4lJNGRaPZXG6TKpKqneTj2hpZHTnOh/pvEhaZ69QhuWCaQRtaZE3mggaPPhHQ6wrqZHi2QSDbqVbEb3Qh1QokJnzY2pZVIYJgsCH37qZd5Qm8RkbymRYjGgVv/m+O3oI+xN4EMgjU5RltBotjVYf06sowwaCI1j1FhptimWwe30d507OkEzk1Ak/oJCL5Q6e12fFa3bzv2/9JNsaNuLymgkHU9zQuodsMcfR6TMV71GeJNlkq1RirfN04bN42D92BFCCXQFyVQoTs0WPABROzpKYixMJpalvtNPSriwqyXiWSCi1okjwec1cYzEys2T4xkCfn85e74qcqLXA09BKsZCvkP/LskwqPk9e8hINzhGYVeTPkXAao2YIrd7A/NQofSf2q6+JzJ1DK4ZBhsGzR6q+17kT07g8Zlo7XDQvIf3KGBkI0LvJh8G4mO/Qu8lHsSAxOhhgwR8nmy2gZRy9MIbbY+Hut23i1nvX8dzjlzhzfIpcrkhzm6ti2mH3+jpkSVbsk+u9jA0FmJ2MqtdgQRAwW/VEwsr3VJayL7WdVoOoEdm9t51f+c0b2HFtK6KokHCJWJZt17Qy3L9w2THZqWSOYlHGbNXT1uXm8POXJ8+Wv/eb361ktpw6OsmBp4e47d71WKx6+peRaudPzaDViVhshopctOVQMkqixKMZ5qYr1Yfd6xdtpzXUUMPa8OADJ9Tsy9cLfvpwH/ufGvx5H8YbDlJRWpIZVpkNWybDyjbJbKZAsihBQSQbSJGXldrLs3Wrur9AqdFe51u05gGE4xlcS27urTY9OXSImTwpCqSmptHarCTHJ1gYV9Ykb2Mr89kCTwzOYcuGabhmsWGVHA7R2mhnZjKKLMu0NdtJTUYRNMr7BocWFSP5WIb5p4cZ+9JxIqdmcWxvoOPX9+C7sxvH9gYEnYbGgE0lw9ZnWkhrcgRzRSKhFBuaReaf/U+i545QjGRoanXin41jqLOQW0iSmoySlmR08Rwtd3YjagTipYnegiDQ3GAHGS49O8LXfnSe3/vH5/jjLx4itSTvNDUexeCzoDXr0DmNuPY0Ez42jXZBi4hGrZVzoRRaqx5BI1CIZdl5bRu/9js3rpi0XLYJ+hpsi3V8CTfd2cNHfudGdWI4KLZTt9fMxEiIxhbHqjWIxaa4Cxb8CeLRDA0lxZfLY6m6zvtnYgiigJSf58Tzj1bdZxlarYb1W+oZuHD5YVWgKPHPHJtk2zXNauPW7jTxq5/cx5tKNYp/coTg3CSB2Ul89VZikcyKCd6roUIZ5lbUV/lckUQ8i2MJmSSUYkSee/wSP/7PM9idJt7/0etWBN8vxbrN9Wi1oqoO6+jxEA6miMcyTE9E8JbUZpcLjfc12dQ4G+TFTOa56Rh6gwZP6T5gdDCA1W6gvtHG+LBSv9uXDIFyey1s3tHEwaeHMRi1yLIyLCCbKXB0/yjHD4+zYUsDW3c3c/i5YR7/4XmMJh0339XLXW/dSCZdoKnFwTU3tKPRCjS3O/HWWTEYtStcGJNjYQ4+M7RCIektDf5q6XCt6X4i4E+QiGW5+a5evPVWTr3OrZI1MmwNKKsYZidfGnl19vgUzW1O9QZcsZuY10yG5XNF/vVvnquRZ28wFPJlm2S5KJJUVRiUMsOkJcqwRA6LzYDGonQDq9sks1gdRhxOE956Ky6PhUhAuYHesLUTQQBpzx2YmhdVXemJCBqzkwVHF/7mbbRqdOh0GnWq4HRsjpRJg7bBR+zCBTKzc8jFYoVNEuC23a3s3qCQSFqzGa3djquQILpksqJclPA/OUhHswPZoMGBQBaYKBELzfYGpmKzJNJ5Tl2qDDS9FBih19OJWCoiezbUqRLh5mUhmOWJN8s7p26vhWJRwpg3s7Guh/3jlVbJ2bgfjSBSZ6nMZhIEgRvbr+Xw1Elyxbw6TjxbhUDXaEUarAZ0cwnmDysLiK/JrpINU+NhIqE0TldlVoEjU6TLrOfgg+dJxDKkUzkmx8IqKXm18DYo309wbrEDmIiGyGfTyPqNaHRmLp1SrJILMwEM4jg7b7yH9Ttv4PDjD5JJKYrCQ0/8Fw0dO8hJTVw4dmDF+xTyRS6enWXLrmYEQaClRIaVi+REPMv0ZGTF5/DUWfHUWRjo83PkhVH0Bg1ivh+jOKhKzG+6s5fde9t45MFzDF9aoLOn8ntxecy4PGY613npWe/DPxtnZipa0cH11FnIpAtIkszQReU3te2a1qs+n+Xru8Wix2oz8IW/fZ7PfPpRPvPpR/nWv1eShEsz4fbe0sXUWPiqQu7LZUwklKKzx8uNt/ewfU8rxw+NqfuWZZlzJ6bYsKWBunqrOoGrGmKRjBqCOnixsghWybDaJMkaalgT8qVrXllp8HpB/7k5ThweX1PmYQ2vHCSpijJMrfWUG9NFMixPWioiF3Rk/QnymgxisYhr6+LAlcB8ApNZh9laOY04HM9WkGF2hxkQkDGQ88+DJNH98Y+BJDF/5hSCoOXMySQ/eGYQTy6IgIxr0wZAUXhl5xJ0b1HWba/PSsPmeuRcEY2xNEEvEWHyzCz+xwcZ+48TxC8u4Lq2hc7f2IP3lk60FuX4RJ0GY5eDTfEW6szKOtMQtnLJMM2ZU5PYHEYcOWV9zAYHiV9cwNdoY342hr7OTDFdIHbeT7oo4dvagGtnEza7kVg0zWBQyfBsarKxBZFvzUX44f5h3nlrD/Fkjn/7wTlkSaZQKJKaiGBaUiu6rm3B0uUi/Owkt7h/kcyZKMVMgVwwhd5jRms3ko9m0Ok1NJQmPxbyOWbHB5FlWVViVVNkmcz6FbZFQRDYeZ3iylhtkiQo95AajajGGpT37/aaqyrD/DMxvD4rQ2df5PDjD6o1/2pYt6me4EKyIsy9Gi5dmCOZyLHrusppkC6PRW3mJqKKMn2s/zRd6+pwuEx85V8OViiWys24pUHshXyRTDqvKsMcLjOyDFMTSuN1eZbX3lu6ueG2bn7rj27jfb92LW1dbi4HvUFL17o6hvqVc1i+Jxi+NE9gPqGSlJdThvlKWbblaeTliZIzkxEcThP95+e4eHZWbVp7fFY1HmWpsg3gtvvWc80N7fzGp25m1/VtPPNYP//4F0/xxI/76Oj2cNt9G9h3Ww/xeJZL5/3c9ZaNGIyKu2Hvbd28uH+UqbEw7V0etFoNgijQ3OZkejxS8T7P/KSfpx/t5+iBsYrHy/dCnb0rc2erYXQwgKhRBpLtvK6N/nNzqtvl9YgaGbYGTJWY1ZmpyFW/NhHPMnRpgW3XVBIDjS3ONYfoh4NJAvOJlzQRrIbXLxb8Caw2A/pSVoQsSYuqsGIRJEnNkwBlmqTVZkBjswPSCjJMlmUS8SxWu4Ed17aw95YuIoE5+o69gNXhxmq30NjiINWyGUGz2BlITUYxNTu41Hgz54VNuCS46Y5edUrLRHQGQRBwbd1C9PyFxUmSLZW/+eUwNTbgk5MVyrB8JEPsrJ/UaJjZUoc0i8xYKSurxaGQYY8eGOFPv3SYQGnxkWSJweAo6zyd6r46eryIooDLY1atiWWs39JAXYNNXczKKGcihQIpbmy7lrP+i0Qyi0qZmfg89dY6NKJGVRGVcVP7taTzGU7OnEPUadC5TORWyQ1rNitFYH48ikYU8PosOFwmbA4jk2NhRRnmqVSGpUphriYZvvPlY/SdmUWWZHo3+Vbsfy0wWe2YbQ6Cc4vTD8sZYnVN7ejM3QycOYIkSYz2HQQBtu29nRvu+wWKxQJHfvoDjvz0BxQLBe66/wPI2k7C81OE5iutEQN9frKZAlt3NfPT732JvgP/gKn4ff79zz/Bk//5byoB1bNh5efo3VTPpfN+zhyfYt1mHxohhkaIY7YqNwaCIHDfu7aybqOPfK6oZJItgSAI3P+ha3jTu7aozxULUgUZ1liSss9NRxkfCSkqr5dA/FhsBlweMzOTEX7xI3t407u2ct87t7BtdzMjg4GKceWRks2irsHKuk31uL0WDj+3dnVYeXjAuz6wk/t/ZTeCKHDTnb2YTDp++nAfoBTAC/4EW3c34/ZaLqtsLjdaWjpcDPRVksydvV5+6df2rDlU9aVi8KKf//jsfvJVrMU11PB6wsJcHLlKNiIouYTl3JfXEopFiUg4TSySWXNeUA2vDIrFJZlhZWWYSoZpQZARS8HZmXSBlKS4AjKzcYq6ItpCAZ3Lqe4v4E+oypaliMSyuGyLN+Euj3IDnNOaMYQU4sPU1IBoMBDrHyCr2ceLz49y002dbCOEaDCqERqpUeV+pG13C2arnt5NPvSlmkXUGtGYLZjzCc7/+CLJ0RDem9rp/PU9eG5oUy2fS5Hv0OIrOPBm7eSjGfQxgYvGKfpOz7JlZxPJUWV9zEenCZ8axlcKTc+USMJ0rogM+DYozRubw8jsQog/fur/8dzoYQw2AxoEHILAJ90O3rurlY+9axvPHJ/kK587yBf//GmKiRzmpS4CnYamd2yi/SO7CWvn0fn1hI9OkQul0XtM6OwG8iU1UCy0wMHHvse3/vp/Mf2d80wf7cPpMuN0m1fUJZfD9j2tGE26y5ISgiBgsekZHQyg1YpqZpnLYylZZCvJbP9MjPpGG5GA0ujqO/bCZY+hs9eLRisyeHH+studfHGSlnYXvstkkS2SYWew2Ax85JP7cDhNfO3zhzh/cppTRyb40j/u50v/uJ+nH10cWlWevrhUGQaL+a7LyaTNO4PXh+0AAQAASURBVJu48y0bryrXtHOdl6mxMPlcEZvdiNNtZuCC8pnLRPLlyDCTWY/daSQRV+qxcm7Y+HCQBX+C//r6Cf7r6ycI+BOs31xfcWx2RyWZ5/JYeNO7t2KxGbjtvvU0NDu49sYOfuePb+c9v7xbGZRUb2XHNa10b6hjy65FwcK+27oxW/TMzcQq8r6a21xMLcnJS8QyjI8E8TXY+OmP+1SVGihDCLrW1bFpe9Oazt3IYIDWDsWJsX23cq939vjaJqm/FlEjw66ATDrPgj+ORiO+JGXWhVPTCILiT16KxhbHmkP0y2xz2S9dwxsD5dHKqlR6iTJMKijFtFws/QmLkE7nsdgMaK1OIL+CDMtli+RzRaw2A9fuayIxf4Bv/+P/JhYOcOs7fhmAti4P48NB9eIpyzLpySi6RhvZgkBRUIyZxw6NqZ2d/oUhupxtOLdsJT05RfRCH1qbFZ3j8vkExsYG3Pk4sSXdhHJhMT0VYSZXwOIwojXrGS+TYfZGwukoZ4cXkGXYf1qxoczE/KTyadZ5u9R9GYxaujfUVZ3K19Bk5+OfvqVifDAoI4YFUSAcTLK3dReiIHJo4vjid1KaJDk+EuSLf/t8xbSWZnsD3a52VU1mKGVZVINXpyGnERALEut8VlXO3dLuYmw4SDyWwbXEJpmPZUhPKedg2wYfoUCSn3z/PA3N9hWL6tXAU99CYIkyLDg3hcFopqm9iXiqiVQ8wsTAOQJTJ9CZezFZ7VhsDq678x2cP/Is5488y3V3vgOH28O6bTuR0atqsjLOnZimqdWB22tm5MIJWro2kpE2YHW1MjFwnoE+Py1trqpy9HWbfKSSOQQBtmyzIwhFBEEmlw6p24iiwLs+uIv3fviaqtMUG5rsON1m7E6TWowsJcM6S68ZvDhPKJBUgmjF1S2Sl0Nrh6J6a2p1cs0N7VxzQzu797YjSzJzSyZZlSc+1dXbEESB62/ppP/cLJOjIUKBJKFAksJlSKEyGbZxa6NKShuMWu566yYunp1j+NICZ09MY7bq6VpXh8uj2H9XU3zMTkWx2Azs3tvOzESERGwxK08QBHo31r/kc7IWyLLM808MMDMZfV0XVDXUADA/q5BJ8WimYuotwMkjE/zz/3nmNUeIRUIpVa17pZvgGl5ZSFWnSZYakoIWxMWMzmy2QJI8IJELpiloJTSFIlrL4o12YD6h2p6WIhzP4LIvkgger1Kj5TRGyqVkZm4ea3cXqdEFEikvb/+lHdx073ry4XEsXesQtUrNlBwOYWyyobfq+cgnb+SWu9dRTClKfL3PotR3+gyJOjMdH92Da08LYmlqYDKR5Uv/uL9CORlyZUiKGUyTMsmREIgwkymSSRXYsrOZxMgozp07ELRaksPncJasXDMldVS6dN7KqnG7w0g0ojQjv332hyyklb9DvQQer5mFp4e5dWcz+7Y2Mj4eJpTKkSxKmJpX1q16l4lkQ5SkJko2lCIfTqNzm9E6DBRiGcb6z/DA3/0BfUefZ2PPjTi0daQOhEgOB/nkH9/Olp3NK/a5Gqw2A5/+zN1XDDG32gxkMwV8jTb1t+P2Wsjniqr6CBTy3T8bp77JTiQwh6jRcvHkQYqF1a8/eoOWjh4Pg33VrwPzc3F+8tA5RgYX2HV9W9VtykhEwzjrGvBPjZKKR7Hajfzyb+5l/eYGvv+tUzz8X2ex2o109nqZXCL4KF83VWWYs5IMc6wy5fFq0NXrpViUmBhV9tna6WJ6PIzRpEMAdHrNCuvrcvga7QQXUsogskiGSDBFMpGjrdPN7//lPfz+X97DH/yfe9m0vUmtP01m3aoTNEHJFf7QJ27g9jdtWKGAe+t7t/G+X7u2wkKrN2i56y0blc+05H6nud1JKpFTB3L1nZ1FFAU++PHrae108+ADJ9Qp4zqdhg/8xnV4l7llqkEqSowPB9WsYrNVz4atyvCH16uquEaGXQHTExGQYfOORmanolf9RZ89Mc26TUog4VI0tjjWHKIfDSsXhbX6rF+vyKTz/N2fPsnwpYUrb/zfHLIsr7BzybKk5kjI+RIZVlD+f1ErIsnKAqm1OEHOIWUrp4iUuxdWm4HHvvV5+k7s59q73sEH/sdf07FhO6DczMeiGZKlrkxuIYmUKVBwKguSRoaO3U1odRoe/+EFZFnmwvwAm+vX4diiZEksPPs8ppaWK4ZtGxsbsWdjRJdMk8yXFsBLU1Fk4Fd/50bcXS5VGdZsb0SWBS6Nh9GIAs+fUm6cLwWGEQSBHndHxXv8woeu4b53bWWt0GhE3B4z0xMRrAYLuxu38silp4mkFSJ8Ju6nyVbPudKEvoW5yr/fG9v3cHL2PIlsEn2dhWyVLp1UkHBIMKcVSArQYVq8NrR2uJgpXXMcrkUyLH5xAUErYulxo8kU+IUPX4MoCGzY2rjmz1YNnsaWCmVYcG4ST2MrTS1O4kkLdpePZ77/VaRCCnfzHnW7rXvvwOVrwuVrYuveO5THrmknW2zi4olDat5dKJBksH+erbtbiATmyOeybN93J476axCN3WRSCUYuTa+qbmvtdGO26Nl5bSuiHFEfD/srCROdTsP6LQ1X/M11r6/DW29VCSRA7WqePT5FsSCpcvmXgpYOF3PTsQp1Uzk3aHaJsric6eIqddK3X6N0g7/6uUN87q+f5XN//Sz/9vcvVNgGliIWzWCx6tUx22Vs3tlEe7ebx39wngunptm8vUn5TXstZDMF0snqk4VmpyI0Ntvp3eAD4Wd/MzwxGmJmMorTbeLIC6Ov+8lENbyx4Z+NqdeY5QHGA31+Usnca85CWZ4229Bsv+zff7Eo8fD3ztSas68gikVpWTYsaq0nCDqEJffN2XQerQ4EMYqULVCggKZQUMkwWZIVMmyZMqwoyUQTlTbJunpFAZ0xWPHXm8GgJz09jbalHV00SXMzbN3VjFzMk4/PYm5dpxxiQSI2GsZSsqK5PGb0Bi3Z+SQ6l4mG+9ZhrPdhF9NMLSTILVkPZVnm4e+dZXYqyuM/OK+SwgvpEH3mKQrDcZLDIQxNdupm1mFqkKlvtJIcGcWxZTOu3bvIBgcQpmMYDFrGj04hGrVkSmvh0il9yXgOjSAq+a/DAzh0Gox6DXMOA9n/n73/DI8jPa+88V9V55zQaGSAAEiCYM6c4eQcNIojycoO8lq25dU673q9/vu1/HqdXluyreC1ZGk0SqPRaHKShpNnmCNIEDmnRuccq+r/obobaCSSo5E0XvNcFz8QKHRXd1fXcz/nPvc5/hSx07PcutGHtuS9G9KLFcJuKezuWlL5KIVIBhTQe8zo7EYK8RwDZ4/g8TXyy//jH+ho3UmBPFlrmtkn+oi/hbX0coJqys3DxaOWrpJCbLEKPBpJk88Vqak1kYiF2XrgFjLJOKN9Z9Z8/A2bfIwPh8gt8lSLhFI88OXDfPXvXqGvZ46b7tzAtt2rE32FfI5sOsnmvTcBMD7QA6j12vs/vpOPfHofn/3v6ljjtt2NBP0L6YdLlWFanQar3cBUiay6FEl1OajxWbHaDZVx05Z1bhLxHPVNdlLJ/JqqsDJ89TbmZ+I4nEbi0QzPPnYegBvv2oDRpMNo0lWa7h6v+h1d7Bd2pRAEYcXrY8uuRn77v99UMe2HBXuYctP+wplZOjZ4sVgN3P+JXYgakYcfOHnF9dbMVIxctsi69d7Kz3aVwh/KxOJ/NFwlwy6B6Qn1i7d5ZyO5bHFN35WJ0XDFjA/UlLjZqRjbdi8fF7sSE/34fxJl2ODFedLJPAMX3npy5/8tKHv4VKXTyHKlW1hRhpXIsFypM6Qa6DtBySOlqzvS5cXFoFeYGRvg4N0fYs9N70KrWyBjXKXORbR0raUnYghakXSp0IijsP9gG1t3NRKYSzATnyOSjbGldiOGGg/GOh/FZBJzaUQylcyteqM11vkw5NMkowsjGcWSMmw4mKShxoLLYWRdg4PxOZUMa7D5IG0jl5d513XtDE/FmPQnGAiN0uJoxKSrXmQ0GnGZcemlsG1PEz2npknGs3xq5/1IssT/fu1LJHJJ5lNBfOZaes+qG5nwErPSgy17kBWZI1OnMNRYkDNFpFQ1oZGbSyAC/lyR0VQOR05CLkWBLzYpd3nUjpCiKCR6A1g63Rh8VgqRDOs6a/id/3kz160QSy3liit6la2Emrpm4uFAJTI8ODeFp66pdN0J1DRvI52IIYuN1NQvqFs1Gi0f+Myf8IHP/AkajbrQt65zozV3kk6EmZ1QUzWff/wCNruRXftbCEyPAeBtbKWp1UUirMEs2pAK8VV9zzQakV//3eu5/b5uQvPTIBoRRGsVgXcpFKLZCsl6671dfOIzB6p+b3MY1Ujy0r19/aa35sEGqrJPlpXKBjidyleMRRcnaAb9JTKs9H3T6TV8+r9dzyd+8wCf+M0D/NKv7SWbKfC9rx9bUUGSWBTNvRiCIHD3+7YQDqVJxHNsLRWqZdJt6fUKC34d9U1OzFY9Ta2ut0SGZTOFyutaC+Fgiky6+jtx5JURvD4r7/3IToLzSQb7ripTruIXi9mpGFJRvvSBK2B+NkFbpwerzVA1Kql21MMgqOEX7ySEgym0WpFdB1qYHItUNqVL4Z+Jc/roZGUD+U6FoihVKvd3MuRSyAuAolSnhiMuIcOyRQw6AQH1HlmgiLYooTGp9UIsmqFYkJcpw+KpHLJCFRnmdjtBkEjs2oVmxyYki5H09AznpsBUTHHdNWo9Eus5D4qMwdsGQOC8nx9OhYkYqomj3HwSY70Ng9eCsc6HMZ+gWJD53tePV2wCTh2ZYOCCnzvf0006VeDNl4cBCKYjjLtDFOM50mNRRmQZXcaEtGme3HwAKZ3G0r6OmuuvoxCfI3pmGIdeQzQvYd1fh9RgRhCFiiWGzW4kn5Jxmhzcv/kegrNpamw61tVY6BsMYtjqJvjyKGdeGsamFUmhcDqy+v7O4aklnglWalTVM8yAnCkyMzxA64at6PQGcsE0RV2BYeEMtu5a/E8PkFqSnr0UiqJUBRldDsqJkov9yMrTBJFF9Z+/pEg3mbKgKHRu2YOvuYPeY6+s+fjru2uRZYX+81OkE7EKiRkNp/nAx3fxuT+9lRtu37CgaFwByZj6ur2Nrfia2hnrWwikUhXntRW1VGPJmqJ8v0zEs2g0IibzQuPS6TJTyEvLRiTXwlrvrSAIrFtfw1gpCbGpNCJrsxtVS5nLIsPsanPSZmCoL8Bg7zyCoHppLYXBqMNi1S9Te71d8HirVV0Wq2rdMT0RJR7NMDkaprs0pWaxGXjXB7cyPR5dZvmyFKlErqpmGx0MojdoaWxe2J+2dajrXdmD7T8arpJhl8DUeJTGVicNpQ99LRP9Q0/38ciDp3jxmT4UReHcyWlMZh3rNy1XPZRN9C/Hh6w8Jhn9v5wM6y8loY2P/Mdklt9OlEnS+kU3G0VeGJNUkyQXxiRzJb8Ji82AxuoC8kiZajKsrPZKRCZQZJmmjk3Lnrds2h4ryWozE1GMDbZKZO80Mm0NDrw+K7lskdOjfWgEka4alZSxb1bVYfqGRl58po9/+POfcGqVlBFTvapqkoMLN8/ymORYMseGUoejtd5OLJknHMugF7SY802IosIv3bERi1HLq6enGQiNVPmF/TTYe7ANjUbk6GujeC0e/scNn2UuGeAvXvoCiqIgBi2qsafDSGSJWanT5GCzdwMnZnowlLpAuSW+YemJGLIoMDqfYDiZRVAgOahe83WNdjQaEUFYMAjNB1LkQ2nsm2rRu0xImSJSpoDdYVqxEIken2by22eRVtnMLIanTjWKD81NUywUiAZm8dQ14XCZMJl1aE2d6AxGkvnOqrFNAIPRjMG48DNBFNi8eycyZvpOHWag189g7zx3vLsbnV7D/PQ4drcXo8lCU5uLpoKNXfY7sVkL1NYv9zcpw+EyodVpCM1N4vA04PA2ELxMMkxRFKYfucDY108SeGkEjaIWOoshLiqgAXwNq5/LpVBbZ0Nv0FSIr5OHxymWNtSLPR/L93T3Il84l8fMus4a1nXWsKHbx0c+vY+AP8EjD55Clqo35auRYaAq3a65sR1fg73SGSzHukdWIEkTsSypRcT7hm4fw/2BNcc0V8IbLw7xwFcOr7n5zOeKfP2Lr/Pv//QG6RJJHAok6b/gZ/8N7TSvc9HQ4uTIFaRrXsVVvN2Ynojwb//4Gi891/+W/t4/G6e23kZDi7OKDJuZipHPFdl3XRsTI+FLGlT/PBEOpHDXWFi/yYciK6uSXeXXU76HvVMxMhDkgS8f/g+hVJAkGVFTrQwTRA2KoiCIOoRFIphstoDBIEJRrclkSUGLUvF5feHIOFkUapYkSUZL9d/iMUmpkEUQixQVA77mdlIaiTeHBIYz6kbeVppAiJ45g9bmRlDUzfb4iSkkBQbHF95bRVbIB9MYfOpaY6itpRAO8ZFf3c3cdIwfPHCC+dk4P36il10HWth/Qzv7b1jHmy8NE49lCKbD5DwCWquevCxzrHcOa4fEjDBOakRdDyzt7bj37kbU60mPn8cuKcT1In8dfIA3khex2QyV5qfNYUQuCLi1Lm5vuxFjxkrelKBeoxCLZPj/TXyHM7VBZkNptlmNOLUaoqkcQ5ORqtd0/I0xspkCTo+PjJxEKciIRq2aOFka4SumtORkdVwwN5fAVLCQC6Tw3bUenctIamjta3C8/xwP/v0fMz3St+Zxi1FWhtUuIsP0Bi02u4HwItGGfyaB2aInn1Zfl7PGx+Z9NzAxdIF4JLjq4zvdZmrrbBx/4Xs8/a1/4uK5WcaGQtzzga1s3tmwTJW+Esp+YTaHm3WbtjMxeH7V8UxPjQWjSbeIDFP9jReroMq+YVeirJqbGF7zvV3XWcPsdIx0Ko9Op37RFBSS8dyaSZJllGtXnU5DOJjCaNbha7AtBJ8tQVtnDQ1LAr1+liib6Peem0WjEdm4eaHZ29ruQRCosnspQ1EUJkbCPPLgKf7xL17gn//qJUYG1OtlZCBIa4e7av8hiGqK5fR/UG/zq2TYGlAUhenxCE2tLixWAw6XaVXyqlCQmJmI0tzm4vVDQzz1g3P0nJxiyxo3jfom52UlVMYiGURRIJXIXfEG5T8KigWJob55vD4r87OJykbpPytmp2JYbYbqjbuyYKBfVoZRMtDPlvLlrDYDGosTyCNnqpM9kvEcWq2If2oAq8OFw7NcAaMD9DqR6VPTBF8dIz0ZR6yz0nd+DkQBl8+GQafBWzKe7x2doNPdhrGkyHJs6Sahd/PkeT1vvjyM2aJfdezVWKc+vxhbMHEsRNOk5k8SyibpqFELr7byGNsz/cz8qBchVYPFmcdq0nHttgZePjXBVGyOjTXLVVJvBUaTjt3XtHDizXGymQJtrib+8OBvMJVQydrAgEredHZ5VzQlb3e3MhGdRuswIOg05Jf4hmUmohQdBiRJIS0p6OqsJEpKHK1WQ32zA7vTVFlM470BNCYt5jYn+lIxUIhWE52LkZ1NoBRlYmerFZaKohA/76eYXiDJ3LX1CKJIeGgS/xk1brmmrhlBEKhvchIKCdz/239HUa6ppANVXsdkjMyS+9f2PU3kpGYGzh7l+UfP0b6hhq6tder7NjNObWMboI6D2rQ6LBoHPo94WWMBodkp1m1cT2f3hqoEzLVQiGQoRDJYOz3Ezs0x9rUTJFboXNX41GtNFIVlpN+VQNSINDQ7mRqLUCxKHH99jB17mxE1AtGIGgsuywrpZB69Qbum1L+h2ckHP7WH4f4Az/zofNXvErHsmgXhrfd28V9+7/rK+2owajFb9VVFchkV4r1ChqlhBGOLzFUvB/7ZBKlEbk0F89njU2QzBdKpPN8vqQWOvTaK2aJn2241bfSaG9sZGwry5vPPIkv/d653V/HOhSIrPPfoBQRBJbNXU0iBapT8lb99uZImBqoCO53M46tXyeiZyWhFHT02FEJv0HDL3V0YTTpOH/3ZqcNeeX6AJx86e+kDSwgHU7i9apBLbZ1tVXXoTGmzGo+svga9E1BW5IZX8e38eeCRB08tS+ddCbK0SBm2aExSkSRErQFRu7A+5rJFDAYNFNVrx1AwoCvVhZIk852XBgkIVNLwygiXfCCdizb4kflZBLFAPi/ia24nImiZ0DVT1BiYcG2iMKGO+EdPn8HSvpFCLEshmiUwraqNhhZdI/lwGqUoV5qAxjofyDJei8SHf2UvY4Mh/u0Lr2OzG7nj3d0AXHdrJ3qDlhef6SeYClNjdWPf6uOiLCPLCt3Xe/Ang8QGB9F7POidDjRGI669e8hHhqhb5yIcSTMT9ZOOF7AuWhMr3mG4CPnTCIrInH6KmoKAYszTltnEiWAAk15Do1HHfpsRPQJffPAE2ZJSf3ggwLM/Ok/PyWnsHi8ZWSWvyySYtvQcBXkdr70YJJ/OU0yoexd9wUgmlcBYbyN7CeXN/NQoAK888e0117yeIy/y4iP/jizLWO3lMclq0tNVY6lqek2NR/A12ImF/BiMZowWG+u37UenN3DxxGtrnte6TjPp2BCB2Ql+/Ph5Nmz2rSjuWA1lMsxid9HWtZ1CLsvM2MCKxwqiQEPzApmSjGcrr7EMR6k2uxJlVSSgTnGcePmpFX+/bn0NKDA2FKwo+hPRHKnk5SnDPLVWRI2AUtqDmU266omeJfjAJ3Zx4x0bLvv8f1o0tjiZnY7Rc3Kazi5vlUWI3qCltt6+LHES4IffOsk3v/Qms1MxbnvXJhqanXzn345y9NURpsYitK9f7mnX2OJiZvLyvNBBTcZ98KtH1gx3+nnhKhm2BtRxjkIlUr6+ybHqWOP0eARJkrnnA1t5z0d2cObEFIl4blmK5GLUNzmYm4lf8sKJR7PUlb5c7/Ru3GK88eLQJeWXZYwMBsnnJG67T10kJ/6Tq8Nmlprng9oxFKqVYXLJ0T6dKaIVBfQGLRqLQx2TzFUTiolSkuTMSB+N7ZtWJCASfQHMCoRn4iQHgujsBs7OxpEkBUkj0N6gXodOtxmNVmR2JsJm36Ibe3s3J1rejcZo4NP/7Xp2XdOqjiqscI1r7XYUvRFDIlL5DqQnx0j1v8rGxBjrLOpCVOexoNdpGJmMkhqLkI6YwKpeHzfsbGQulEFJO+iuXf8W3+3lOHBDO8WCzMnD4wBs8XXxuQO/yk7vVkb7QmzZuZDQt1QJ0+poJJgOky5kVBP9RTd6uSCRnU0glgtGkw7nVh/p8SjFEgG8c19zZbxNkRUSfQGsXV4EjYiurBZbxT9QURSy/iSCViR6egZ50ZhP4mIA/3ODBF4YqvxMo9Xh9jQg9kDqsEp+uH3qc9c3q/e7svlmuSsHoEgys0/3439+sOr119bbsXm6KOYzpGIT3PXeLQiCgCLLBGbG8Ta2AqoKyl4ywPVoVzcSLSOfyxILz+Opa8JT10QqHiWTurSqIjUcRtCK+O5eT9un92CssxJ8eXTZceXuXo3Puqbs/3LQVDLRP39qhmQix7U3daimpArMzcQrY++X093s2Ojltvs2cerIRFVsdTy+ujIMVvaVKJvoL8XsVAyzVV8ZPfDW2XC4TAz2XnoTtxjlEcnV1khZVjj62gibttXz0V/fh382zg8eOMGZ41PsvbYNbel62LS1Doc9xamXf0A0dGXncBVX8dOi5/Q00xNR3vfRnVVrwEo4+tooAX+S0cEFhUV5LMnXYKeh2UkuWyRUWgPGhoK0tHvQG7Rs3dXIuRNTy1SfbxcunJnh7MmpZSPJqyEcTFVGljo31TLUF1hx3Z4ubRjfybVoOpWn/7x67yivXz9vyJJM79kZ+noubftR7RkmgaA2iJRiEUFrRNAtIcOMWlBCIIJFNqEvrVkzwRRFWSGnFZbZQ0RKqvvFY5KRwCyikCeXVfA1txM2tSMqMlZjikH3fgYvzpOdmyM7O4ejeyvFeI6ph86RKBE24WC6om7MzavXuKFkwF1udmbn/LRvqOH+T+7CajPwvo/trDSBjCYdN925kXMnpkiNajDH3Mzb9PSFUxy8pZONTW0oKIQG+rB2LIQjea+/jkLMT8AxBIrANus2pIxYMVuHhfXVKtmZnYohagRuOLAHjSCyf2s7er8L41wNnU029DYD63c1IgDZSJZvPqUmMp86ohKqY8NBLDYnBVF9D8XS6J7WokdBQdSrxEBwEalg1TgJ+6cx1tlU7901Rq6Dc5PYXDWE52foOfLiiscoisKZ156n98RrHHvhMbbsbOSDn9qNyVztR+32LCRHjw0FGe4PsG2P6tnqrFF9VXV6Axu2H6D3xGtrkm9axhBQkKUimVSIO9/TveqxKyEZDWOy2NDqdHjqmrE6XFWjkkvR2KoqaRVFVWYtVfGXJ1euhAxLlNRvk4MXmC9ZdSyGw2XC47UwOhhkaiKCyaxjdjpGYgUybiVoNCJenw2jScf7PraDaDRDXePqZNjPG42tLqSizOxUrDIiWfX7JeplUKeILp6b49Z7u/jtP76JAze289FP72XPNS08/3gvkiRXzPOrn8tJPleseOJeCj2nZhgbCqLV/eKpqF/8GbyDMVW6sZVHTcpk2EpjIOPDYYwmHbV1NrbvaeIjv7aXa25qrzKzW4r65kub6MuyQjyWqcwf/6IW9itFIpbl0NN9l50M1n9+DneNhc4uLw6XifGRK1MllJHNFC6blX6nouzh43SbeOKhs5XOtKJIIIrIkszhlwbVgyW14Ekmc5hKCkRRZ0DQyMi56kUuFc9htkBgdnLFEUmA7EwCm0WPXGel7dN7sN23kZMnp3C6TCSKMh0lUlYUBeweA0pCx5bajZW/n5rLoQgCv/Jfr6euwU5ru4dMWk1kXQpBEBA8NTjzcVLZAnJRJjuryuGbcgHqSpt5jSjQ7LUwHc8SlmQyGYGcYZZsMcfmDg8afQFvbjs15rdufL4UNoeR7XubOPLqaEWNeaB5F+9yvJtiQWbLzoZVTclbnSqZNBGbRu+1kJ1NVjYV2ZkEiqRgbFTJl9p6G7aNXgRRYPqH55l6+DzeiTgbkkWmHj7P1EM9SMk8tk2qUaWo16hjBKt05YvxHHK2iOdgC1KqQLKkgpJyRYKvjKJzGEkOhEgvKto6LDvRFnUIefC6W9Eb1AKkoclBMp5jaixSNbYJkOgPIiXzFKJZsrPVn+3WvVuQFDPNTemK4ioa8lPIZSvKMEVSMJVGfk2FSxuhhv1qh1olw0qjnf6V7y2KovDKE98m7J8mNRzG1OJA1GnQWvTYNnkpJvPLklbLY4RrJenIkkTPkRd587mH1zzX5jYXqWSel57tY/2mWmp81oop/+xUtBKE4vZeXgR493Z1nLgcg10sSqST+WWF4qXgXtIxLmO2FNRRJs8EQWBDdy0DvfPL1jpFUfjxE73LCK98rki05LeyGhk2cMFPOJjmmpvaaWxxcf8ndzMyEESWFfYcbK0cJ2pEOjpLnXfd2om0V3EVbyfyuSKHnrrIpm31bNnVyLbdjRx9bZRicfmGMZXIMXBBJVyGFnnczc/G0ek1uNzmir3GzESUYlFiYjTMuk41vXbn/maSiRyDPwOPlXQqT3A+iSwplXNcC8WiRCySqSLDUokcs9PV3+VspkBwPonZqq+Q+u9E9JycQkGhxmf9hQVPJeI5FGWBHF0LqmeYev+tCkoqFlVl2KLNYi5bwOx2IwAaYxGbYkFfSngcn4sjoBAvSkhLSNb5SBq7RY9uUfMpMj+DTieRz8pYHW4S+k5qUpN4Cmep0Uc5mm5l8JXTIIp4b96HfYsPKVMkAdQZdYiiwNDFebLZLFl/Eq3dgKZkFm6oqQFBIOtXvxvrN3r4yLUaxPNHmH3mOeae+zHFZIpd+5upa7Tj6tvA1POqobfTZebAje20OBrQi1pyYxNYFpFhrt07wWhg+tTzAGwxbUOb12OwLry28vpolCzMTsbw1du5Zsd+EAU6fXYKWQWNpKPRBEafFc9mH26dhq21Np5+Y5THDw3Qf8GPw2lSPaUUcNbXqeSXtuzvJpOVkxRktTYKlrynEMGqdalkWL0NRVKWTQjIRbnSAA3NTtGxeTeb997I0RceJZ1cfs1Eg3PEwvM0r9/MiZeeZG78PJu2LQ9QctWYCQfTSJLMc49eoKnNxbZdjUSDfhw1C6quDdv3k4pHCM/PLHsMUBWK00MnkASVQOnqNlTqpMtFIhbG6lBrH0EQaOvawdjFM6taKTS2OEmn8kTDaZLxbBW5CVSmExxX4BkWjwTxNbXjcNdy8uWnVzxm3foaRgeDTI9HqWt0kMsWSV+mgT6odXwklKam1oYsKWuSYVIqhpz7+d2T6hrsiBoBrVZc0Zu3scXJvD9RFZRQ9lDbtrupkiIuakTufv9W7vnAFrq311emgxajockJApc9Knn66ATrN/mwO342HmpXgqtk2BqYGovgXZQ8Vt/kWNVEf3wkREu7u3LhdHbVcvt93WuO/9SXvjAza5jopxI5ZEmhuc2FIEBsDYPHdxLKfhOXk5Ypywr9F/xs3OJDEARa291vSRnWf36Of/jzn3D8jbEr/tt3Esrm+bIMZ45N8tA3TqjFuCwjiCJP/bCHnmOlbrUigCCQKcgYF3UCRa2IUqguhpKJLHoxCIpCY3vXis+dnUngdJkro06Hnr6I1WZQu42KTPciU0jBlseYtbPBs1CkTE9EqK2zVdJTmttciBpBNQ1eAdpaH85CglgyRzGRIx9VO3Gt2QBydEEJ02Q3MVssMmlUix3RGmEm7ufs3AVwTRObtSO9zSToNTe1k0rmqjzPek7P0Nzmwuk2V8zPl5qSN9h8aEQN49Fp7F1eCrEs8z9RRxDTkzE0Ji2Wks+Dr96Oxqil5sZ16N1mNEZt1T+tVY9zTyPGRVJ4nctEYRVSPFtS59g21WJpdxE5MY2iKIQPTyLnJBo/vAVTk535Q8Mokkw+msGZ9DJTUNVi9c6FUdOy1Ptiz2zV2KaiKERPTGNudaKx6klcrN7M7dzfgrtuA8XMeKXoKXfkvA0q6VGMZxGAglDEkLv0Qhicm0QQBNy1jTg9PjRaLaHZlUeMwvMz9Bw+xPk3XyEzHcfasXDN6lzlMdPq969sMO/1LV/gFUVhrO8s3/vi/+KVxx/k1CvPkM+uvhEsK4kT8RwHblK/G42lpsjUeKTS0Fg63rAa7A61c1kuUJKlDv9ayrCVsJYybKmsv2trPbFIZlnHcG46zpFXRioJmWWEAilQVB+T1ciwI6+O0NzmorFFfX/Wb6rlQ5/azbs+uK3Ksw3A6SygM9gxmt966tJVXMWV4vUXh0inC9x+n9osuubmDpKJXCU9eDHOnZxCEAS27Wli8OICcTw/m8BbZ0MQBUxmPR6vhemJKNPjUYoFmbZOtaNe1+igrtHOmVU8NX8aTJY8C10ecyXsZS1EQmkUZYGgb25zYTBql41Kzk7FQIGuLXXEIpl3pDm9oiicPjbJxs0+GpocRH5BZFhZOTc/l7hkg1b1DCttxxS1zgPVDkPQGBD1C1u1bKaI0WxHwYGoCeDEir4UgjQ4FuE3rz3NwXUTTC2pvS+OhtnY6qr6WSQwh9EoUiwIagqyYqU+MYQmPsuBHRrM+RiHjkaxd23E6HNh6XSjFGVSGoH6Zgc+vZbB3nm+/e1vM3NxHMMi035Rp8NQ4yHn96NIEgP/+EUGv/jPjH79G4x+/RsMf+VfmX3mWUSNyH2/2kX/the57deb+Z0/uZnf+P0b0Ok0aEQN3fp6xFQWa/uCJ6yg0zHaZGDLjITNbqAY06DNGxFNC6S1oAVJU0BXMFYmLUStiN5jwlaQ8DXYybrCWFIS+hozBq8Fn15LPprl3oNtPPNMH4IA2zUimXQB/2ycHXvvQEAgk1bf2/npMdJSgrKrS7C0Xto3+7Dp3ITnZ9B7LSAKZJckj4ffnGDy22fJZdMV1fuBOz6AIIgcfv6Hy66Rsb6zaLQ67vn479C+eTc/+cG/VUYAF8Ndo3ravvaTQeb9Ce5+3xYEUagowyrH+ZpK18DK94fp0T7i4Xnq269FESzUeK7cuiYZC2N1LtRfrRu3EQvPEw2uTNBX0g/HoyXPsOr13+O1IAjqaOLlIhEN4fDUsuvGexi+cJLI/PLXu259DeFgmpmpGJ1d3oqqcmldshp89XbmZxPMTsUQhLVru7mH/orgj79x2ef/00Kr09DU6mLjlrrKvmwxGltdoMDMIsuT0aEgNT7rijXmnmvbuP+Tu1fkNgxGLbV1tmV140qYnYoxOxVj54GWK3tBPyNcJcPWwPR4pJJwASXWk+VR2VJRZmo8QmuH54oev2yiPzW2OvFTXlBdNRZsDuN/GBP9sk/U5cglp8YipJN5uraqXY7WDg9z07E1vTqW4vTRCX7wwEmKkvwf1sCvjNmSL51WK6DTa5gaj/DYd8+gyBKZjMSZY5O4XKWbdClmKFOUMC66OYl6DfISn8pkIgfFOexuL3bXcolrMZWnEMvi8lmJRjJEw2kunpvjxjs2kIrnKAgK5+JHKsfHdWFMWTs6zcIM+sxEtMocUqfX0NDsXFXpZ26ox1VIEEvmyQXiFOIzzNoasBSSZKYXxgvqdVrmihITZg0+rYYajEzH53iq/wXa20USqSJnBt7eBDqP18rWnY089+gF/u0fX+ONF4cY6Q+wZZeq/Cqbny+dd9dqtDTZ6piITmNqduC7o5N4j5/wmxNkJqKYmp2VRb5s1u7c1UD9fV0r/vPetK5q4dG5TeRXuQ/k/Ek0Fn2FRMsH00RPzRA9NYP7QDM6uxHvrR0UIhmiJ2cIvjSKYBDpjb9BWkrg0i0US2UT/fnZRJVfWGYyRm4+hXNvI7YuL8m+AMqiLrTZoueGu28hEQ1Vuo6B6XHsLi9Gs1rElD3PxEYNVpwUsmv7z4TmpnB664kdnSH06jju2sZVfcOmhy8CEB+cBwXM7QvFmN5VHjOtfv/KkdfeuuVF1hvPPsRTD3wBs83BLe//FWD1AhLAZNZTU2ulrsFOW2lNKAdhTI1FCJTuiWup0JairdNTGcWKl5IxrzSe2+2xkEzkqtIpE7EsyUSu0pgpo7XDg81uWEYCnDupqvFml3hnBkvKzy07G5idrlZPFwt5vv0Pf8b06BDX3NRe9Xcbt9SxfQUrgUQ0QF1z09sSn34VV3E5iEUyHH55hGtv6qjc72pqrWzc7OPNl4arRgbLhEvX1jq27W4kEcsyX1LI+mfj+BZ1zRtanExPRhkdCmI06ahbZHi9c18LAxfn33aV1eRoGKvdwL7r2hgeCFyylir7anlKDR6NRqR9g3fZqPT0RBS9QUv7hhqKRXmZKvrnjfnZOE//8BzPPNJTUXDPTsWYn02wY18zTrf5F6YMK3+mxYK8pieOoiglz7CSMkyWKkFJcr6AoDUg6jWVY3O5IpqihCKuQ870okeHWa9eU+d7J6i1pbm+fYqh8YX1UZJk+sbDdK+r3qNEAjPYHAYUWcOJN0fRaMGcj+JKpKltX0djvI84FizbdgAQOzeHxmshnshRv8lLnV7D2HCIaDiOLg3BQnUjxODzkZ3zM/J/vkbo8FG6/scfce0jD3HtIw/h3r+X6Okz6nnkoxSMGVobfLg8FnT6BYXXxox6TS5Whs0k/JxrFLCE0zTZ8sTm8mglPZJ+gbCJZeMU9FmkpIbAXKLS8DHUWsn5U3z01/fh3ZdHn9NgqLGgMetocJpIZ4u8Z18bTXod85JESJLRAIOnZ6h1qM28WECtNSeHLpCSs+SK6r0hFs4gmrRqoiZmwnPTiFoRg9dCdi5B+NgU0TNq7ZAcDFJM5AgMqI3tmvoWTBYrB+54PxdPvIZ/sjpEZqzvLE0d3ej0Bm774K9htbt49jtfWvCYK6Gs7nzthUF2H2ilvslBNpMik0pUkWEmixWjxbpqLXPh2Ku4vPW85+N30Lq+k/D85Sd4l5FcpAwDaGzvQhQ1TA33rnh8Of1wYjRMOrVcmeV0m/nc/7q10nC8HCQiQWyuGrp2XYvF5uDUq88sO6at0wOCakvS0u6m1idh1R7GeJmCpdp6G4W8RF/PLJ5a66p1i5RNkZsdJjd18bLP/+3Ah39lD/d9aNuKv/PWWjEYtVUE1shAkHWdy/eIlwPVsP/Se/BTRyaw2Q2s7/K+ped5u3GVDFsF+VwR/2y8ErUKYLbqcbhMyzrfM5Nqx6+1/crHtLbsauTU0clKJ28pyguqw2nE4TJXUv7eyVCTiIJYbWqqyaXiyfvOz2G1GWgqkSitHR4UBSbXIAkX4/VDQzz5g3Ps2t/Mzn3NBC7hU6YoSsXf5heFaDhd6RYWC1JV53CmZJ6fyxXx+qy8/2M76T03y/nTU6TTRW65p4vtO9RFTUEERSEryRgFAblUEIoGHYpUzdwnEzlyqSma1lCFAXhanBTyUmUsq6nNhSzJ5A1JHu59kh8PvYIsy0wrEwgFDamkWoDkc0Xm5xKV7k4ZrR0exodDSPn8gvF/CdameuzFFNFoshLf/ZJtCwDp8ZHKprpWUigocHw8TLtRx77CRl4dP0pvYJAP7ruWtno7zx0eu6LP4HLw7g9v54Of2o3DZeLl5wYQBKEytqY3aNVrfIVCt8XZyERMJYLsW3x4rm8lfHiS7EwCU4sDs0XPh355D1t3re4puBr0LhOFVbryOX8SYynNydTswFBrIfjSKDqHAecelcQzeC04d9YTfH2c1HAY58EGJIpEi36MhUXpkIJAfZMDjVDtFxY5MY2+xoy51Ym924uUKVaNXYJa9Gh1esYungHUDmrZLwxUMkzQCJg7XWgELZHhaqn+0jHG0NwUNb4momdniZ2do6a2ZdVEyamRi+j0RmwFJxq3Ht2igkpj0iGatBSWkInuGgv3f3IXGzfXVf08nYjR8+aL7LnxPt776T9i/fb9AKuOFpTx7l/azvs+vrNCYnprrYiiaqI/VyKSysrClSBLUlXqUltnDaFAikQsS6JEhr0VZRhQpQ6bWWKeX4YoCmzZ1ciFMzOVcRtZVrhwega9QcPsVLyKHAj4k9gcRto6PKSTeeKLAh4CMxNEA5PYzTNsWPL+roalXeyruIqfNU4fnUCjEbn25uogloO3dBIKpNQQmRKmxqME/Ul27Gumpd2NTq9h8OI8siQT8CerEt4amp34p+MM9wVo6/RUpgcAtu5uxGTS8eIza6fIpRI55qZXVlyuhMnRMC3r3GzaVn9Zo5LhYAqdXlPlkbNpWx0zk7GqhubMZJSGZkeFLFzLN6xQkBgbCv5M1GPjIyEe/OoRvvr3r9J/3s+ZY5M8+K9HSafynD46ic1hpGNjLU63mWQ8R+EXEDwVj2Yrauq1RiXL91GxRIAhLwQlSZk8giAgGrTkwxliI2EUWUHISSiaNpSUakZu1alBDcWiWrMJgkIx9GrlOUZn4mTzUpWyP5/NkIpHqfE6AdW/x+HQMeNsw5YqMv7//j0OKQ6CSL5xPYV4jvRoBLnVAQrUtrjoXF+DLCto83b06OiZuMj4+ILHntHnI3TkKHPP/ZjO3/4MngP7K79z7txBon+AYjpNIKXW+jVmN7lQSK0FS6iPyqSNAmnTAkHW4+9jusGExmrBGxtmZlx9f3PahbUtkolR0GUJjmVRFCqWNYZaC/lgCqvVwGaLWpNo3epa2tTiRBTg0NN9KHkJp0XPt2MprCYdg8enyAdSKALImSKBmXGmhi9SMKvfBZ1OQypXxFBrQe82qQqyQAJFUTDWWcnNJYmdmiF8ZJJcKE2hZHURH5pHFDW4a9W6cvO+m3DXNHLipScrryWXSTMzNkBbl0po6A0mbnj3xwj7pwn5qxtW5XXeaNJx892qhUmspMRy1lSPybm9DSsqpTKpBMMXTtK990YMRh21jS2ELjPBezGS0TC2RWSY3mDE19LO5NDKZBioZEp/6X61VBkGXNFInSQVScbC2F01aLQ6dlx3F/2nD5OIVjfnTWY9DU0ONBoRX4Mdq8mPXpxh9PzLl/U8vlLI13B/YFljcTFyk32AQiE8i5RJEI8EVw0UeDthMutXJeiWBhdEQimi4TTtG94qGeZifi5R1XRdinyuSM+paXbsa/mpPXrfLrwzzuIdiJnJKIrCMgZ6JRP98ZEweoO2quN3ubj+tvU0tjj50bdPrWh0Gotk0Ok1qtG2y/QfQhk2NxMnncqz+9pWFFlZNka2GIqi0H9+Th2RLBWJLo8Zq92w6mjdYowPh3jxmT6uv30993xgK756O8H51JqmtP3n/Xz5b1/+hSVYzM8l+Of//RLPPNKDoih841/e5NDTC52C8thSIpbD5jCyaVs9d793C8lYBqNJz8FbOqipUReEIgIokJUVjKJY8QkTTXpQFoqHfK5IOhknlw7SuKpfWBytVY+nUb2OJ8bCmK16pLJfij3FXZ038fWTD/GDC08R06kLStkPTFWEQENL9Xemtd1NKpnn2F+qMvnFcLY0IQDJmTnivRco6K3M2urRujzkI9MUEzk14bBEuKWyRbpbXGxNtXB2rpdai4f9TTu560Arx3r9hGJv7/dDoxXZtK2eD/3yHn7vz2/jN37/hirptJrcs7zz3OJoZCI2jayo16FrXxOOHfUggLlEsHdtravqgF4udC4TSlGupBaVoSgKOX8SQ8mnSxAEXHtVss17S0fF5wLAfW0rGqMWc6sTz/ZW9EYT0cI8xJUKoQrQ7LXyAZ+D9liefChNPpQmPRLBtUdN/tN7Leg9ZuK91aOSWp2O5vWbGes7WzHPL/uFgTqmqHUYcXXUIysSifEFA+pcMM3Il46QLnWqFEUhNDtJra0NOVNEKcrU6loJ+6eRl3RFFVlmeqSfrQduwatvJm1YvgnRu5Yr61SSc3nyb8+RF9liuY7GeEfFeNbm9FySDGtqdVWNXIoaUZX2KzAxujDCtBpee/p7PP/9r1T+X1aYjQ2HSMSyaHViVSrQ5aDcMY4suh/PTkUxmXXLkscAtu5uIp3KV0beRweDJBM5Dt7SST5XrLqvB+eTeH3WigJu8Ro5OayO4Bq0c1xGaCiKLBMN+pcV7ldxFT8ryLLCmeOTbNnZsGyUpKnVRfuGGh7//tmK4v3MsQkcLhPt62vQajW0r69hqG+eUDCFVJQrgRygbu4kSWZ6Irqs217esJ47Oc3UKt30fK7It75ymG/8y5uXZYZfLErMTMVobnNhd5poanNdclSybJ6/WIHctaUOo0nHmWMLCqOZiSgNzU4cJf/ItZJjT7w5zre+coTnHj3/toYExGMZvvtvx8hmCrz/Yzv53J/eyid/6xpCgST//k9vcP70NNv3NiGKQqWJ84toIsejGdw1Zmx2w5pkmCSpZNiCMkwGUa0LpIz6eYsmLZETU0w/p3rFJgJJUlIDCgVyShKDYOPJH/bgsqaRFTg23kiNboR0XCUwekdDGHSwzrewZpQVQZoatZ6RigoGk4kZdz0z13ex/nO/g400oiwRVaykhkOqJYdFfYwar5WWa1uxakSMefW6tjW5eOqpp4jF1Pu/sc6HUizS+qlP4Lvt1qrX7dq5A0WSiPWcJ5gOYzNYMWj1TH7/B5z/X39O4NXXATD748y7dAxFFki2Hn8fnbUdeA7sxzBxoWJOn9IsNMIj2RhFfZZMoohGI1JbUmsaaq2qh1coTbPsRUJmXquer6XeRo1Bx8hAAJ/Pyi9ZzXQ3OejPFZhN5QgemURr1mHW2Dny40eZHR9CNqv1ckOthZQkY1nnRsqo32V90UAqEcVQZyUfSlNM5pGSeWKnZxA0AoY6K0V/Fqe3Do1WfV/ldJE9wl0khgIVAmpisAdFlmnr2l55ffWtG9BodcuIJaNJR1unhzvfuxmzRR2fjQZVIn/pmur01q+oDOs79SYAXbuuVT/r+mbSidiKXmarIZ/NkM9lqpRhAE0d3UyP9C2r3cpobHW95YbfUqRiERRFwVaahNm870ZEjYahnuPLjt2+t5nNOxvQajVoCQMCvccPVd67tWC1GzCZdSgK1DWuzgNkJnsRtOpnkpsZ4vWnvsdz3/nSL3zcvGyirygKo4NBBAFMvd8jeX7ttNEVH6vViaKsbf/Ue3aWfL7Izv3NP81pv624SoatgpnJGHqDlpolHjIrmeiPD4doXud6SwynRiPy/o/tJJct8tTD55Z9KeLRLA6XCUEQcLhN/yE8w4b7A+gNGnbsLRldrzEq6Z+JEwml2bhlQQWg+oZ5LstE/8irI3h9Vm66cwOCIOCtsyFJMuEVvHHKOHNcLe6upNO6GNlMgUcePHXZSZlLceipi+h0IqeOTPDSs/0VWT8smOerZFi2Mgq197o2tu9uxOpQrwWjoVS0CoJKgsgKRo2AVIp415hMgKZSTI0OBtGiSrub2lcmwzKzCYwNdpwudZPun45T12BnpKT6Wd/u4pd3fZADzbv4Ue+zCOYiokYgWPJCmJmIotNrqPVVj381t6leelOTcYKvv0l2bo5oOM0bLw5xblxmzLmVmYt+kiP9TFjq2bu5DkdXF4XELPlwhkI0iyUvYyttUrbvasSRNVGbd3DPhlsQRZGbdjej04q8cKzaf+Vbz/Ty/Z/0vy2LjcmsrxjCl+GuMa9IqrY6G8kWcwRS5U6tgPfWdto+vacyqvdWoS8V+EvVTcVEDilTxLBo1M+2yUvbf9mLZV01Qakxamn51E7q37sJURSpqWsmQRgUVV1Whk8BSQF9QWb8m6eYeewiGosOa0naLAgCtm4vqaEQcr66E7SuawdzE0PMTY5QyGXxLiLD8tEsOqcRq9NNXAqR9y98X6Mnp1EkhXiP2h1MxsLksmlsRTcakxZTkx1zwkKxkCcerh6NDc5NksukaPJ0oRMMTESXy9F1LhP5cAapWGS09zRDPccZ6jnOWN9ZJGnhNRQLec4feZlafRvZiQSFkleXu7aByCXIsJXQXPoMpKKMRitWCtWVEJmfwT+5kHppsRmorbMxNhgkXrovrOVHuRLMVj16g4bwIvJWvdc4V3wsX70Nb52tMirZc2oad42F3deo3fTZRR4TgbkEXp8Nm92IxaqvIsOGe/tQFJF8JrZq6MFiJGJhpGLhqjLsKn5uGB0MEo9m2bFv5eL8g5/aQ8s6F9/92jGOvjbKhTMzbN+7YC7cuamWybFIxevUV7ewIaprsFc8aNrWL7fS2Lm/hboGO889dmFZeqOiKDz18DmikQyyrHDizdWTLcuYnYwhFeVKaEf39nqG+wNVBslLEQosJEmWodVp2LqrkbMnppAkmUQsSzyWpbHFidmqR6MV1xzvnJ2MYrboOXF4goe+cWJNpcCV4NDTfej0Gj7xmQNs2dWIRivS1Ori1/7rQQRBTVss155lBdvb7Rv2+qEhvvWVw5XRzJUQi2awO034GuyXIMNUUmBFz7DSeKvGoENKF8iU1iA5mSen0TEv14Iyh5w1MDwVxWtNk85pGZkzE0iZmeh7EkVR8M+c57PXnWbw+BcrtVCZBDlfVJsVWkuBVCKPzSribeug9pabaPvoh7Dmw0yPBslMxTHWWYlEM5jMOsxWPeZWJz6zlmRWh2DUcNt9d2IwGHjmmWdQFAXfbbey8Y9+n6b3v5dCLMv4N05RiKtEh7GuDmNdHdHTZwimI9SY1fUxNTqGqNMx+MV/JnrmLIXxKRJeC4MhdT2UZZkL8wNs9W3Ee/11yOEgtpxaZ8VZIJQjmRhFvfp++RpslUZX2dcsN5/CmTER0MUZjo1XfucrBQx01dsxmPX8r9+4BofPgqRAXyKLzmFEJ+iZGuhFlorIBhsmUcBalElLMoI2ydk/+H2KuQAWjZOwfwbjorFpSZRIDoUxtTixtLvRpwzU1C3cdxL9AQQZ6q2dnHxFNXwf6zuHp64Zm3Ph/qHV6WhoW7/iyOEnf/Matu1emDqIBv2YbU70hura011bTzQ4t2zUcuDMm7R378RkKaVs16vnF1zFp3UlJGLqvXCxZxhAc2c3uUyKwMzK97LFkyW2yzSwXw3xUpKk3aW+b3qDkbqWjhXVWHsPtvHej+xAURRioUl23Xg3FpuD15787iX3D4IgUFtSh61lnp+duIh5/W5Eo5XkeC/jA+dIJ+PLlGo/bzS2OEkmcsQiGUYHQ9TV6igOvk787KErfiyvz4beoFlzVPLkkXE6Nnir7Fd+0bhKhq2C9ZtqefeHty2LJy6b6Jc3wLIkMzkWprX9yvzCFsPpNnPfh7Zx8dzcshjvWDRTkYU6XSYSseyylJifN1KJ3JqqquH+AG0dNdidRowmHYE1RhJPvDmO1W5Y1jFt7fAwOxlbs4AKB1P0X/Cz/4YFT6Vy92e1UclUMsdQyRT2rZJZF87McOHMDD/81skrLvBGh4IMXpznvg9tZ/OOBt54aRhYGDcom+fXNzmIx7LYFkmCjUYNQqljqJTUWoIgUFQUFCgpw9Tz0VrUvxv50hGy/iSDF+exmqO4vPVY7M5l56VIMrm5JMYGGyaLDp1eQziYwtdg5+TFMRQU7j2wHVEQ+ez+T7GzfjN7m7fh8VoryrDpiZJJ6RJS2GDU4qsxENapn/H4Y8/w7X89wivPD3Ds2Cxj7m1MzolEE2ku6H3cuLMJ+9ZNFJPz5PwxsrMJNYmm3oHHYaRlSx2yDvYVNnLzOrVzZTHpuGFHI88fHa8Y6b92epqHDw3ynef6eOiF1aXIkiTzjScvvCVVmbvGsuqYJMB4dEHCLggCup+y0wWgsxtAFJapm8oklnEJYadbJR5aa9Ej6tTrqbG9C0dLLYJOJDOzQMzqA2mmC0Wc79tEzQ1tSOk8rr1NVSoz2yYvSlEmOVit5GzduA1FUSpy/7J5PqhjknqnSuhkdSkocSfFVJ5E7zxau4HkYAg5L1W6o5qwiHmdG9vmWuRAEYNgXjYqOTXch0arw5gyo+gURqdPk0lVf8/1bnXMdOjcMZ5+8J947rtf5rnvfpmnHvgCLz7yjUrh03fqDcwFG6IiggCJUuqby9dwSWXYSmhclCxstRrWJLPSiRipeIR8bmHcsK3TU1GGvZWOqSAIuDyWijIsEcsyNhSqkHQrHb91VyN95+dIJXL09cyydXcjZosep9tU6fxJRbX5UOOzVkZrF3uKhecmMDnWo9Mb1oxVL6Nsruv0XiXDruLng9NHJ/D6rMtG/MswGLX80q/uZfeBFp5/7AL5vFQhXEANTFJkhSOvjGC1GzBbF4hurU6jjt7YDCv6BIqiwJ3v3czMRJRzS4IpTrwxzvnTM9z3oW3s2NvMsddGLznyNzkWQafXVCYVNm2tR5LkNUclw8HUium2O/c3k0qoNVPZK7exRSXPHU7jmmOSc9NxNu+o5yO/tpfxkTBf/6c3ePKhszz50FmeevjcignTl8LkWISek9PccnfXMmWsy2Ph1z53Hb/y2WsrxJ7daVLH05eQYYMX/Rx9deSylHZLocgKx18fZWwoxHOPXVj1uHg0i91ppLbejn92dTJMXqYMkypesMUSgakx65AyRQqltUnMSRidRuybtmOQJtFjxO2zlsgwDVZdnh/3tZGKjtB/7Evscr+OQSdQyMWRiupnFgnMInqcnAifAUECZ4R4LMvem2/g4N0fAsC9Zxe2XIjZiQiZ6TimRjuh+RQe74L6XGfLkJYUMhY9ZrOZuu3NzMzM0Nvbi97touagWqOlx6PkQ+mqwB3nzh1ET59lPhXEa/agSBLp8QmaP/JhnNu3cfGv/oZ8KIy+rblCho1EJkgXMmz1deHYugWt3U5dagy0MuHCQg0SzcbQli7p+pLfM4DGoEXnMJKbT1IM50iacwyUHttQa6XFpKOtxUl9qoB1gwejSc+ffOZaFAF+nMyQKNlQuGx1mG1O0pIGm1aDISuRlmSKaZUEEDTpSqKk3mMGAQpyjpnMIFIyj6XdhanZjgYttfa2yvkl+1QCx2dvZ/DcMaJBP+P956pUYWU0dXYzM9pfZamwElTbgeVKa5e3gWIhXyGuAPK5DMHZSVrWb6n8zO6uRavTE5y9/LCPZLREhi1Rhvma2tHpDav6htU12jFo5jBpBlZtGCqKwtTwRV54+GvMjg2ueg5lMmwxiVjfup7ZscFlBGAZsZCfXCZF47ournvXRxgf6LmsuqXs/7uaMkwu5MjNDmNs2YyhoZPR/p7K57bUH+7thCQVOfqTRxk8d2zVY8re6NPjUUYHg9QqYwzmDUyO9CPn1/bzXQqxPHa5yINsoNfPg189woNfPcK3vnKY6fEouw60IBWLvPLEt0nFo6s+3s8LV8mwVeCts9G9vWHZzxtbnOj0Gp56uIdspsDsdJx8Trpi8/yl2LStnh17m3n5uYEqFjoezeBwqRsfh8uMolDlx/KLwBMPneUrf/cK/eeXy0fzuSKTY2HaN9YgCAKeWsuqyrB0Ms+5E1PsPdi2bDyptd2NLCurjg4AHHt9FJNJx9ZFHRCLzYDZol+V6LpwWt3E+uptBObemm/YuRNT1DXYiYbTPP/46sXQUiiywgtPXqShxUn39nr2Xd+GIivo9Bpi4UxJFRYFVCPvbKZQtelVZKnSMZwZU2/yOkEgVyJ/TOIiZZi1VHQraWJnZxm4MIdODKyaIpmbT6EUZYwNNgRBwO4wks0UqWt0MDEdoSAobG9arz6nRsf/uOGzfPbAL+P1WStkp+on4lzx8b2GLFFTPfX33ccrZ9Ik4zl+4w9u4A8/fyfb518AIG704rc1sGeTD0f3JlBkEhcHyM4m0DmN3HdjOx+5YyManQbnRh/Xy1sx6YwoksTss89zx75mApEMp/vnCUYzfOmRs1y3vYGP393Fd57r44lXh1c8t/6JCD96eYhXShuR8NEpIsemKtL7teD2WMikC8uKapfRgU1vYSK2PIXsp4WgEdE5jMuUYVl/Co1Fh/YyE3AWY//t7+O+X/09jHU2sqUudnY6jpTMc/0nd+FrdODa20T7Zw/g3F19X9TZjZia7CSWJI9Z7E5qm9Yx3n8Om9ODyaJek4qiUIxl0ZVGbWSbjLaopZjMETs9C6JA/Xs2qQTbUIjg3CR2Uw3FSA5LhxvrhhoEjUCLvXtZouT0yEXqW9aTHo1iaXejKArj/T3V5+syIeckglNT2Fw1/PqffYlf/7MvcfuH/gv9p9/k8PM/RJFlzrzxYzrrdqO1GbBuqCHRq74+t7eBeCRIsXBlG6n6ZidQQC+O4nCt/RmlEirRFAstvKdtnR4ioTTTE5FKbPyVwuUxV5RhP3myF51ew/7r1616/NZdjRQLMo8/dJZ8TmJrKTxisV1AKJhCkZWKarK+yVlRT89Oh5CLUVo3dlXGZi+FaHAOjUaLMilVBTNcxVX8LJBO5ek/72fH/pY1CWo1Wn4Ld79vC9ffur6qq+1wmaittxEKpCr+MYux92AbB2/pWPXxWzs8dG+v59BTF5kcDTM1HuHiuVmef+IC+65vY8vORq65qZ10Ks/Z42urKydGwzS2OCtNKYfLRGOrc9VRyUJBIh7NVszzF6Ou0UF9k4PTxyaZnohitRsqNYndaVp1TDKfKxIMJKlrdNDZVcuvfPZarDYD83MJ5ucS9J6d5bWfLN/EFosSyfjK9a0iKzz/2HnqGu2rKviMJl1FEQfqxszhMi0jw158uo/nH+/lC58/xDOP9FyRZcbUeIREPMfO/c2cOjJRNUa6GPGSMqyuwU48ml2VeJPkamVYIpqmPE8ul+o50aRDyhQqZJhZEDDXWBDq2hGVWURBoNaoo86WJpvXs77FzVDQRV7bQiYd5uEzG9HVvReAXFpVoUTmZ5n1GbAaTFi7ZpAMKknV0OKrBN0YfD4cSoJIrEAunsPYZCcUSFZIXUmS8AuTaIDJcBpZkXl69hVilgyvvPoqudxCIng5TbGaDNtOdm6OqeFeumvXk5mdQ87nsXa0s/GPfh9Lm9pAq9nYzXB4HFmW6fH3YdQa6HC3IWg01Fx7gLr0GDoThFJhxh/8Duf/7P8hnIpitqqEaUNztVpHX2shN58iH0wjuPQMhcYA0NoNOC16bmt2ISQL2EoKeJvVwLr1NdgEgUdH1dp737Xv4eDdHyISzWLTilhEAQlIzpVen5LGYagh7J9CEAUkpYgsyGSlZOkz1ZI35igqeeyKun8sRLNkZxPoa8xo0iJmk50fP/SvZNPJlcmwjm4K+Rz+qbXJlNU8OF0ln7LFSvf5qTFV1dey4J0oiiKeuqYr8g1LxsMgCMua7xqtloa2DUyt4hum1WqwmUYxas6TSVWTyIqicOH4K3zvC3/KY1/7W/rPHObkCob4ZSQiQcw2Z2UEFaBh3Qay6SSRVcYfy8SUr3kd7d27aF6/mdee/O6ypupSbN7RyL7r2jCZVybwcjODIBcxNm/C0LCe8Tk/dS2d2Fw1zE2svDf5aZHLpHnqm1/g+ItP8MoTD1LI58gHpwi/9J3Kv+jRJ7GYNTjdJk4dnSCdyuNKn2Uob6A3oyM9dv7ST7QEi03052bi/PBbJ8nlipgteixWA3sPtrJhs4+JwfP0HD5ELvOLsSxajKtk2BXCZNbz0V/fx9x0jG99+TC9Z2fQ6kQamlaXRl4utuxqIJ3KVympYpFMxc+l4n/wCxyVTMazDPUHsDuM/OCbJzh1pLpTMDYcQpYUOjaqi4i31rZqouTJI6oKbveB1mW/q/FZMVv1nD0xtWx0ANRRxTPHJtl9bSs6XbXvkrfOuqoy7NzJKdZvqqWl3bNiZ/L5xy8sU+ctRjiYYnIswrW3dHD3+7Zw+uhkhWC7FM6fmWF2Ksbt921CEAROH5nEbNVTLEgUChJf+PwhnnjoHBabgTIfWrXplWUoGaueOTyGoNEjCAKxUqfYKIqV4klrK8mylSzjZ+fIJUcpZCOs69654rllZxOqh0GpyCl3XT0+E/kEiEZhWSEvCiI1PitBf4JUIkc0nFm1s+5ITJHTmjmfaGXO0sY1bflKd1G22TDno8ybG9nc0YRep8Hc0oygM5AcGSI7m8BYb+OarQ3ceaANAJ0HkkM9FFN5omfPMfLV/0NtZJJ1DXaeeXOUf/zeKYx6Db91/3Y+dOsG3n9TJ//2+HkOHV/e2TrVpxIOvaMh5KJM+M1xgq+OMfHNUySHQmtKpF01y03JQe2YtjgbmYheuYLocqB3GZclIubmFvzC3iqMDTayM6rpa/xiAK3NgLFpYXMnCMuvAwDLeg+Zydgy8qJcwC0ekSwm8iiSgs6pXtu6WvW+lp6IET07i32LD6PPirHRTqJX9c1ocW0GUcDc5kRj0GLpcFNv6KwqzmRJYnq0n07jTgrhDK7tjdQ2rWOs70zVOZXHVFOzYWrqmzGYzBhMZjbuvIbr7v0lTr3yDM9//6tEA3O4hDosHW5s3bXkg2lygRSu2gZQFCKBS3tJLIbXZ8WkGcOqPQW5o6teV1KxUCkOosGFDWxrh5p4FA1n3rKXhstjJhJKMzYc4vzpGW67d9Oa3mMOl4mWdjdDF+dpbHVWFBf1TU7mpmMoslJJkvTW2kq/c5BK5knEspx8/QyCoLB511baurYzNzFM5hK+I9HgHC3uzQR+MkwxeeXKjau4iitBz6lpFBS27W685LGCILD3uraKMfVidHbVAlT5hZWxY18z+29oX/bzxbjtXZvI5yW+8S9v8u//9AYPP3CShmYnt7+rG1BVyJu21XP45eGqwJ3FUBSFqbFIFSEEsG1XE/0X/Dzw5Te5eG62ysMrUiKCVlKGAezY28zgxXkGe/00Ni+MVDucplUbs/6ZOCgLI0O+Bjuf+MwBfu1z1/Frn7uOg7d0cLFnbhlB9JMnLvLV/+/VFRX3505OMTMZ4673blk2sbEWliZKloN+brprI9fepJ7HN/75jcueuOg9N4vVbuBd929j575mnnmkh7klY5DFokQqmcdRGpOsvCcroKwME0WBTDrP2WMTJBIFIqHUQj1n0iOlCxRKn7tNo8HZYCMt60gp6uenTWew6PPIoo3O9lYsuiJnwgcJmT9J77wXrUutHaOlBp0/OM2IPsEdnTfi9trQFkBB4fXg67w0onpGCYJAnc+MgkCkKGGstxGcT+EpjRqGw2HySg63QWAqkWUgOEooE2HENkcul+Pw4cOV15mbS6C16tV1tHTNObZuQREFOucVbmk/SLpkvm9pa0VjNNL9Z/+TTX/6P+jYsJ1sMcdUfJYefx/dtRvQlqYkaq47iD6XoKU4wS1PjDL1yKPEzp5DGRrH5tGh0Yq0LAk3M9ZayM7EkbNF7HUuJuMzZAtZNazAXGD2uR8gmjSYFu3r1m/0YpbheN88cRTctno27DhAOJjCYdBiLpGZyRm1npTzCYxYCc3NMD81hqAI6HUmPNZGFGQyk3FC/kkiBT+auJZCNMvcs+oEQz6YBhl2bLuT+alRjBYrvubl9w9vQysGk2VNQ3pFUVb14LQ53Gh1+irfMP/kCDqDEZe3vurYmvrmZWOSa9XGyWgYi82BRrPcuL2pczMzY4MUC8tHtyWpCMUAAgp9p96o+t1Y31le+tE3cdbU8d5P/xEH7/4wEwM95DIr74njkWBlRLIMX3MHgiiualw/NzmCs6YOo1lVut9w38fIpBJ8869/jxd++HX8U6Mr/l1zm4u73rdlxd8BZCd6EY0W9LUtCJ5mAnmF9vWbqGtuvySZ+VYQC83zw6/8JfPTY9x6/6+Ry6TpPf4qseNPEzv6JMneN0j2vkH4xQeZf+KfaGh2MjoYRCPIaOwiCpBSNAwef/GKn7uxxUUinsM/G+cH3zhBTa2VT/3WNXzgE7v4wCd2cff7t6LRiAyeO4q7tgG379Jr788aV8mwt4DWdg+//NlrSSVzHH55hOY29zJl01tBU6sLURSYKHllFQvqgloekyyblkZ/AWagb740zECvn/OnZxAFgV/73HXsubaVpx4+x8vP91e8E0b6AzjdpsqmyVNrITifWnbTlIoyx98YY9uepqqRgjIEQeCWu7voOTXNY98/s6xQOX10gmJRZu/BtmV/W1tnW5EMC8wlmJmMsW1PE946tYtbLC6MHMiSzKkjE7x+aGhFAg7Ugsxg1LJxSx079jWzeUcDT/3wXJUp9UooFiRefKaPjZt9tLZ7SMaz9Jya5pob27njPWqx27Gxhj0HW3nXB7eRKHlD2BcrwxQZRJFiUULK5UGnEjFRqUSGaYWFMUm7WoCJuiKTiSQW3Tma12+pkj4vRmY6jsFnrYy/lb1QzscG0claajwrkyxen41UMs9QyVjY5zEz9ZBKUi2GYegMKApnJhKsMycwH32qkixZtLiwZ4OEjT6u36IuwIJGg6mhlcz0GPlACuOiDYaUzTL2zS8Rv/gUif4J4hfVJK7MxCR3XdPG8V4/54aC/O4v7cJmVgnDX35XN7fsaeZfHz1HbsmYycn+eQQBekfDZGbiKJJC3b0b0TmMzD52keDLKy9+sGBKvqJvmKOR8fD0qp3unwa6UqJkGWXz/KUjklcKY4NdLbojGZL9QWybvJflTWUsm9IuUQqUybCl5vlAhQyz+WrISEmCr44hZ4oV5Zm920t6PEJsxo9H04CpyY6mlIhj21SLSbKQmA5VpOaBmXEahA4MfiPeW9oxtzhZ17WDiYHzVV5g5ecthDNVXh0AO667kx3X38lQz3FaG7egpCQs7S4sbU5Ek5ZE7zzuWvX8wvNXpvrTaETMxnlkxUQyeJ5jhx5f8bjFJrXRwMJok8msr4w+2R1GFEUh8PIoucDld9XcHhOxcIpnHj5DY6uT7XsunWZaJgm2LUo+rWu0q3YBoRSBuSRmqx4hkiH0xnglmXJmMsZIbz8IIr6mFto2bgdFYXygZ8XnqbzmoJ9aQys6pxHtKiO+V3EVbwcUReHM0Qk2bvZVBaO8FazfVCbDrjxICVTS5r/+yS185g9uqPz71G9eU1VbXntzB5FQmr6elVVeoUCKdCpPyxIybM+1rdz/yV3IMjz8wEn+5a9frjQpy2vXSsowUJu0oijgn03QsKjZZXeZVh2TnJuOI2qEim3FUmzf04QsK5w/tdAsSiVynD46QTqZX6a2ymWLHHq6j807GpYRGy8/188jD55a8XlAbSIvrpnnpuMoCmzY7OPGOzfw0U/vI5XMMzoYXPUxylBkhYtnZ3G6THzti6+z/8Z2anxWfvjAyaqasUwS2p1GPF4LGq24KhlWrm01GpH5uQQCMrICX//iG8SCKeRiHkGrQ84WKVMHRo2A0WUmk0oxL1hQlDxWRX2NAZ2MyWvFos3QOxqmdyxCa52dp0dfIiMrPNHzI87N9tInhJGBu9bfSI2nBr2kRWPL88TIc3yv53GKpTWzrt2HoEjE9SKZokw+V6w0MgMBte5rMujxJ3K8MXICl9GBx+VBbDJw6tQpgsEgE2PjvBE4wzP5Y2T0hcooYFIsMlujY1fMglFrIDU6hs7lQudQ1xCt1Yp77x46XKpqszcwSH9wmK21C2S0vXsTOpeLtp6XsGQkWv/8v2Oo9WK/MIm7xsIf/+WdlfMtQ1+qVwAaW5tQFIXhiNooTU+cIOs/j86ZqUp+bW53ocgKVkHhRLFIIZYlEc9SyEtYNSKWEhmWmVffk2I6hqiIpIIRel44hChoEIrgoo5YMUiyP0hwZpK4GCI/m2LsayfIzsTRuU04dqp1cJ1xHXqDidYN2xbSRhdBFEUa27tWHTkESCWiFPI5XCsowwRRxFlTR3i+mgzzNa1b9nyeumYigZlKvRWcm+Rbf/uHzIyuTColY2GsDjexs3NMfPtM1R6wuXMTUrHA3MRydWhwZgJZLuCubeDC8Vcqf6dabjxFfet67vnE79DUsYnOrXuRZZmR3pW//4loqGKeX4beYMRb38LsKuftnxiuIh5d3no++Ud/y77b3sv08EUe/tJfcPLlp1f827WQnbyIsakLQRCZiaVQgCaHBV9zB4Hp8aoa9aeFIsv86P/8NbIsc/9v/imbdl/Hhm37Of3ac+RDs5g6d9Hy21+m5be/TO37fpfUxcM4U+qUU61mlqjVh7ehlVqHjfMDV+653FgKCfvO/zlKLlvgQ7+8Z5lopVjIM9p7hs5t+96W1/zT4udKhv3d3/0dH/3oR/nDP/xDCosY4RdffJEPfvCDfOQjH+Ev//Ivf56n9Jbhq7fzK79zkIYWJ1t2Lh+nfCvQG7TUNzsqKYrxUqJGWRmm1Wmw2AxrJvj8rHDklREe/94ZzhybZMNmH2aLnrvet4Wb7trIqz8Z5It/eYhXfzLI4MV52jcsbKBraq3kc0USSwiBC2dmSMZza47o7DrQwgc+vosLZ2b4/r8fr3QLZUnm2OtjbNnRsOK4UJnokpaMuZ07OYXRpGN9dy21dTYUWSG0aCPpn01QyEvEIhnGR5cnWSqKwrkT03Rvq0en0yAIAu/64FaMJt2a3hEAh57pIxnPceu9qnn98TfGETUCu69pZcsOdbO5odvHLXd3sXGzb+U0FUWN3E4l8gjIoCuRo0UZvVZEI4qVMUmtXS0mNGaF2WIvIllufPfHViU2sjOqeX4ZUkFGEOCFnl70QFvzymPA3hL5cva4qnLTzKfITMZIjy6Mt6YnZiEawG1QsGtFbjrQQT4UJvi62n0sYsGeCyJpLWxe7638nbVzPfnoNHJRrpBhiqIw+E9fIhcMgKAh9MYREv3qopYaG+emXU3YLXred1Mn2zcsPJYgCHz4tg1kchLHexcUPdFEjqHJKDfubCKRzjPSO49o0GDdWEPD/Zuxb68jObi6uaXRpMNs0VeZkpfhyvmwHt7EV/7uFXLZt2+hg5LvVSxbUWIVE3mkTOGnVoaZSu9z6PUJ5GwRW7f3En9ROp+SqiAfqH4fvA2t7Ln5PjbsOFD5WaG0UdCWvrt2j5do0a/6aKz3oC+R/tYNNSCAJenAmDFj6VjYBJnXuUAv4CrWcuiRr6PIMnPHh+iyHMCxpx7nLvWe3LZpO/lchtlFXUBRp0Fj1aEt6vHULSeDDt71IQ7c+QG2b7wdQStianEiaERsG70kLgbQG02Ybc4VI8nXQjaTQin4yUhdbNxzN8cPPc75Yy8vOy5dGpHUGYzLkozaSt6KNoeRfChD9MQ0yaHLN1+16TIoCAQDGe55/9aqYn81bNnZyP4b1rF1kXKmoeTBMjsVqyRJRs/OET48iSFfxGzVc+z1UQqZeezuejRaHWabA19T+yVHJaOBOWwFN5YO9xWHBFzFVVwJZqdi+GcT7NjX8lM/VvM6N3e8p5uuLcs3nZcLs1VPbb298m9pk7Wh2Ulbp4c3XhxecYMyORpGEKCptBkpQxDVtNxf+ey1fPq/XYdGI/DwA6rnaSiQwmDUrtiUBJWE37RVfU2Lld8Op5FkfGUP29npGLV1tlWbxFa7kQ2bajm9KPDm2OtjCKLA+k21HH5lpOpxXz80SDZb4LZ3LQ//OX96hqG++VU3bE63qoZ948Uh/DNxpiejaHViJeinrtGOy2Pm4rlL38+nJ6PEY1mymSKzUzEe+NKbbNnVSDiYIrpoYqMcLBCPZcmkC9TW2fDPrjytUFGGaQQCc0lEQcHhslDjszLWF0SRcihF9ZiCoiAAoiCgtenJptLMK04EJU6NroCswJvSGM9Mv4LDWGByPsW5oSDtbTrOzfUhGuzU6U38v6/+M+O1Inu93TiMdhpLKiDJEUcBotk4R6ZUgsHe2Y4tFyYiSxXLk7IyLBAIYDNbaTLoUYCzPeMcaN7Ftc17OCMM4nA4+M53vsPDj/yQuJKmIBUJubMk+gIoisIzAy8y1WDCPDaPXCySGhvHsq5t2Xtk1Blptjfw9MCLFOQiW30Ldh+CRkPzh+7HfMMBvnO3m3STm5qD11I3HMalt6FdsgkHVRkGIOhEmhqaMWoNDIZGkfN5Ev2nAVCkanL0ZOo4RU0euzHJG7EUqWk//gvqeJtNENALAlqtSD6s7h0KJR8ug2QiMRZAdfYFQRaYzFxEzhbJTsTxGltAVjC1OkGBmhvbqLlxHYJWJD0Q4b2//scVD7dEX4B4b7UdRXNnN/6JkSp/0cWoeHCuEkjjqq0nWlKGKYrC3OTwiiq0mvpmZEkiEphFURRefeI7JKIhXn78W8jSch/DChl2bpbcXJJifGFk1uNrwmSxMTm0POBoZmwArU7P9fd9lFhonukRtdk9PdqPf3KY3TfdWznW6nDR0LqeoVX8sBKRIPYlZBhAfduGFZVhxUKB4NzkstdvstjYfeO9fOIP/5bt197OsUOPEw8Hlv39alCkItmpAYwtqvBheOA8Hr2IJjqDr7kdqVionnIoygReHl0mKrhcxCNBUvEIN7z7Y7hK3qu7brqXZCzM6Mw0OtfCtWDtugbvfZ/F5ldVnPW2BDNzc7R1bWfH3uuI5WXGzh5e8XlWg81uxO40kkrkeP/Hd61olD8+0EMhn2X91v9kZFhfXx9+v5/vfve7tLe38/zzz1d+19XVxfe+9z2+973vEQ6H6elZu3P8ToHTbebTn7uOnft/+kKqjNZ2D+PD6mhWmfRaHHvvcK3u09B/wc+X/volXj80RLaUQpPNFHjzpWG+/Lcv07+GgepaKBYkkokcmXSB+bkE20pqAkEQuOH29fz2H99E19Z6Xn9hkEgoXRmRBCo+MkH/AumkKApHXh2hY6MX7yqdwzI272jgo5/ez+RomL//sx/z13/yHH/zp88Ti2RWHTvw+mzIssKzj53nucfUeWdZVug5Oc2WUnSut5S4F1hUoExPRCoeE+dOLJ+NnxyNEA2n2bpITWEw6rjt3k0M9s4zNrRyZ7H/gp+jr45y232bqPFZS6lQY+zc36ySKVY9Wq1Y9bkmYln0Bm11zLusKsOSiRyiIiGUlWEFCXPpOLmSJql2uXPFFIrci1vbjVmjEmRSrsjMY71ES13ZYjJHMZHD1LDwWaTTeRQFRsdS6AGfb+XPye21IIgCY0MhGpudpMeiAGQWpclNP6ZKnT/0qZ3ct6sJJazHuWM7M088SdafoKDzkZGLCIJAKBTjzO/+AcmRERxbu1GKWeRctEK2TD/6OKE33mTDf/sdTPXtxM6fJjkwiKDRkB4bx2zU8fX/eTu/et/mZefa4LWyvtnJK6cWPtszA2ph8ZE7NiIKcGEogKnJgSCq44BGn5ViIremf5irxlwZNVE/JoXXXhjk3I8SyJoi2WyBU0cnFv1e5sWRN/j95z5Pj79v1cddCzqXCZQFYqlsnr8WGVaUivzPF/6WC/OrhwlozDp0LhPJgSCGWguGVdQCy/7OqEVrMyxTKQmCwIE73l9VkBSiWbR2Q0WF6HDXEi2qn4NrzwLhojHpyNvydJh2gEIVGSZqReybfKwzbaNxvIOBL76GacRETB/Ee+PCfaGmvgWL3cXoxWoCRjEpWEQHnrrl3jOCKLLnpnchBMHc6qycp63bSzGZJzMZw11bbaIvSUUe+9rf0nti9SjqiYHzgEJermPvze9i6/6beOXRB5gbqvZkKCvD6lvXVwrZMtaV0ujsThOpUnJdMba28jA7m2D8m6eInpnFqkQB6K6PVxRcl4LeoOXO92yuGqc0W/U4XCZmp2IE/Alqahe85qInZ6lvcjA2FEKvjdPSsoGJb51m+EtH2Ja/kebpDUROr6yqk4oFlISMpqjBskQBchVX8XYjmynS2uGuqlneKkRR4MAN7dVr9s8A19zUzuxUjLnp5UqjybEItfV2DMbVR58bmp186Jf3EA2nebrkl+WusaxJPO+/YR01SwIG7E4TikKlcbcYc9OxNVPVAHbsb2FuOs7slBqUdPyNMXYdaOHme7qIRTL0npomNRohHExx5JVRDt7cWVULg2ojEg6myGWLq9bFLreZbKbAoWf6eO6xC8xMRKlvWvBUEwSB7u319PXMXXJUsvfsLGarnkgozY13bqC23sZLz6hr+GJ7k7Iy7OkfnuPx75/BV796omTZM0yjEQnMxTGZtYg6LZ/4jQPYrQaUYpZiXj0mXZAof0pam4FcNktEtgIJHKJCJq8jS5Gz/l7qmjRIMvjDaYqOCQxaPV5XK93Oeq4xtKOVBe7fdh8A6+pUq5K0NsSexm1s9W3k2cGXATA1tmDLhQgmMgTnUwiigNuzQIa5LE6sWg0mnYwYtHJty26ubdlNqpihbfd61q9fz13bb+YWcTstLS3MyREK0SzBwXGeH3yZxv3XIGeyJPoHSI+NVXzCAAqxLP6fDKFIMp2eNvzJAA6jnWZHtQCh/p67WP87v0VeLxLKRHAfvAZjVsazwncEQGPVozHpMNRY0Gg0dLrbGAyNEjpyFCmTRu+pIT29MBEQTkd5pPdZbC3gkYxE8hJjh35A4MF/RxDAohErXrtyLIKo15MPBVFEsGiceEyNqg+YSauGIXhl8posdZE2bEUXgl5DbjaBaNRiaXMhakWsGzzI2SKmpBmTxU7g5VHmnuon8OJIlQqxqaMbWZaYGe1f8bXGgn713Nwr3+Nc3noigVlygRSJSIh0IrYiGVZuHAZnJxk8e5SZ0X6uufN+wvMz9BxZPkqXiIVxmGrJlfZ+mUWfhSCKNHVsWtE3bHZsEF9zO00d3Ti9dVw4/goAJ19+Ck9dM60bt1Ud37ltH5NDvWRS1XY8klQkGQsvU4aB6huWiIaWpTgGZsaRJWnF1w+qEm//He/HaLby+tPfX/GYlZCbG0UpZDG2dJNJJZka6qWlvp7szCDehlZEjQb/xMKoZOKCn+iJaaKnr6zhWkY5tdvjW9irenyNrNu0g8FoHo1TVTHnc1kCM+PYtt7IhnvfS6ehn5bt9eSyadq6ttN+4C4cosSJF5+44nM4eEsn7/rgtlXX1qFzx/DUNVd8637R+LmRYadOneK6664D4Prrr+fUqQVZY0NDA1qtWkDodLoV5aD/WdDa4SFZSmssL+6LR+WcLlNVB6oMRVF49ccD5PMSrzw/wBc+/wIPP3CSL3z+EC8+20cilqX37HL/omg4fUmSLB7LIqD6zQBYbdUdRI/Xyr33b+Vz/+tW3vexnWzcvDCb7nKbETVClYn+xEiYuek4+29YXRW2GO0bavi1z13Hzfd0ceOdG7jpro184OO7Vt3MlQm2od55jr02xvhwiLGhEPFYtkLkmcx6bHYD84t8w6bGo9Q12tm+t4nes7MU8tXdjnMnp3C4TLQuGUHo3lFPQ4uTnzx5cdl4ZTya4Ynvn2FDt49917UBEA4kyKQLOGzqIiEIJZPXJWSYfYkvkKLICKKmRIbJoC15LUkyRqMOZAWppJ4TdCUz1rgfBQNb3buJn/cjZYtMP3ye1FCYZEmBWE4PLCvDpKJMvJSsaIi7EVGTo1aCVqvBXbou6hvtZCZjiHoNmUl14UuNRkj09aNzuqntasa3q5GcP0nNTbeTGhln9sk3MNfU8ajvGgRg4MXjpEZGCbz8Ks6dmwGBzNxxpn/0I8YeeJDxB79D0wc/gOeaA9g37SA7N4aUyeDet5f05CRysYjRsLAZkQsFlEVdqxt3NXHi4jzJEll8sn+e9kYHDV4rbfV2BvwJTIs8snROIyhrEw6LEyUVReGH3zrJS8/1c+DGdYx0v4l3g54jLw9TLEqcm7vIH//4r/jq8W+TyCX5txPfpSCtHnm/GvQl/8DMTJxCLEtmKobGrEO7SncfYDY5z2BolB9eWFvibSyRorZNV7ZB1NeYVxzZk5eMpRai2cqoIoDN5WEmP0yhq1h5blDfy7FYDxpBi85tqijGyvBc04zn+jZo0zAUP0Vv6k3EbdUpjYIg0LJ+M1PD1R3InJjBonXi8NSu+FqkTIHsTLyKgDPW29A5jCQuBnDXNlT5bEwMnGdq+CIv/egbjPaeXvExx/rO4Klr5gOfvA6n28yO9lYUFKbPvV51XDoRQxAEGtrWq7HnixQPHRtref/Hd9LY7CQ1XO5A51gL4SOTFBM5Ai8Mkz2R5zbHRXZaTq75N5eD+iYH0xNRQoEUtS4TxXgOQ72VRF+AxlorICEQoy7XRiGew7WnEfMWF1kpRfjcyqbTsdA8Xl0zaIWq7+FVXMXPAu0bavjUb117RR5Uv2i0b/BiMuvoXaJkUhRFTYdtWzkddjG8dTbu++A2ek5Oc/70TGXcfzU0trj4rT+6qYpkKxNTS0clpaLM/Fxi1VS1MtZ3ebHaDJw5NsGpoxPkc0UO3NBOXYOdji4v/a+MMPPIBV599DwWm55rb+5Y9hiLRxtXI5ucpfoEBcaHQ4wPh5Z5m27aVk8mXWBsDZWtoihcPDdLyzo3kiTT2VXLx//LgUrQVjltE9Sa2WDUIhUVhvoCiBo1vVxegWxb7Bk2P5fEbNIiCCIarUiN24xczNHfq77OeFFGU1rftBY92UyGoqxHltPoFT2JrPo7QRBI1gTUF43CULqHgy17MVu85NIhzGdG+U3PzbTUqI18u82OJMhIYpqb2g5w1/qbGQyNMhweB9mMLR8hmpaYm47hcpsqir9AIIBTb0Nj1lFwxHBEfXS622h2NNBsr+dCdph77rkHT96CodZKe0c7cyE/2dQk/X/8h2zoi3PbjfejtdkIHztOLhDE0ta28D72+ImfnSM7l2SDR90vbK3duLJvqc6MQWsglI5QbPQStWownVvZ4kIQBCzrParCHOjydtLj72P6ueexb+6m9uYbSPQthJl9++yP0Gt03HPzPnQ5A81CHG14EjkUwGbQYfSYMfisON0mhGQc64b1yPk8WouC01hLrbUVU6MD64Ya7Ft9rN+xj/HkBQpKDnm3iKXNhZyXsK73IJRIWntJjRk4NMLs4xeJnpzGvs2nKsoWXevOGh9Wh3tZjVNGNDiH3eVFo12ZpHfXNqBkZCa+dRr/6+rYoq95+XfNYDRjc9UwOz7IG88+RPvm3ey+6V42772Boy88WmXvoCgKyWgYe96DoFMDnzJT1d/Pps5u5qdHq/y+FEVhZnyAhrYNKkm95waGz59kYuA8k4MX2H3Tvcs++84te1AUmZHe6pomFYugKAp25wrKsFY1DGxpEqV/cgSNVrvMPmMx9AYj1937YUZ6T61q+aBIReJnDiGlVFFAdvIiglaPoW4dIxdOoigy7Zt2kJ8bRSMK1NQ1MzepqgwVWSFybBpEgXiPf1XLnrUQ9s9gMJqXhRds33UNKUWkf2qGV5/8Dt/837/HQ//850yN9OHaeycf+u+/TEKrw2y1U9vYhtZip8vnxh/wMzu+emrnSth7sG1FoZBcyBE9+xKjF8+w/h0yIgk/RzIsHo9jLSXc2Ww2YrHYsmPOnTtHKBRi8+blqo4ynnrqKT7zmc/wmc98Br//rSmd3sloWedCEGB8OEw8lsFi1VfJfFdThk2MhJmdinHfh7bxuT+9hX3XryM4n2TPta187n/eys79LRXF2WK8+pNBHvrGcYb7V5d8RsMZbvNYaZXBZNbx/OO9K35BLVYDW3c1VjpuoCbkeGosBOcXSKcjr45Q47NeUTfW67NxzY3tlX+b1xhNVRMr9CTiWURR4NlHz3PizTE8XktVEeRd4i02NRahqdXFtt1N5HPFqrTMQkHiwpkZtu1uWjZaJAgCt9+3idmpGOfPLBCOsqzwo++cRqvT8O5f2l65iQ/3jQFw/vCj5HMlwtNpqkjrARLxLAaDzOP//vcLscmyBIJIKpFFUCQEnQkFKCqg1avXiFSS1crZIopSRJSLmD3X4tvaTPz8PNM/6KEQzWLpcFMo+WikhkJo7YYKkRLwJ1BKNZs1a62c36qfTYl8rDHpUYoyzj2NFGJZCrEsgUPDyLl5HFvV8QZLuwuNWUduxkTN/l8lePglrj3Yxq82unDpNUz0zyJoNISPn0DvtGGoXU82MM7s088y/+LLeG+4jpaPfBgA9/49gAAaLbW33YJSLJKdqd4g9P3N3zH05X+t/P/6HY1IsszhczPIssLp/nl2l4yPN9TaGMkVqkxTy2br+TUi5N0eC+GSgf6pIxP09czxwU/u5vZ3babOUYOmM0YinuOvv/ct/vKVf8KkM/JXt/0xf3bzfyOQCvFk/wurPvZiTIyGeegbx0nEs2gsekSjlvnnhxj7txNET85grLet2d2fjqvX84X5AUbCq0dkm5rsIAqVJKXLhcFrUY1fF0HOS4x+9RixnoV7dSGaqSLDNBotZqediOivOv/5qVHGQz2gE7B2Lh/T1VoNuPc1sflDN+Pa18hUto/mDcvXjsb2TYTmJqvSgBKFMGaNDYGV36/UaERVo7UvbCwFQcDWrY5Kus0NxIL+yndz4MwR3L5G1nXv4vnvf5XZ8aHq90GSGO/vYd2mHZXNU+rcixgEhfiSUchUIorJYsPlVTt0i89bFAW27GxEzqkFscaio7AGUZsPZ0gNh6m5aR3Nn9iBQBav+RrkxG4y08tHwa8E9U0OJkfDSEUZt0a9/xyZfgJBI9Agg0aM4dB40PhFPNe14t7fTNNtWwgLsxRD+RXXkGjQT62+BVOLvbIpuIr/fPi/vc77aaDRiHRtqePi2Zmqem5iNEw0nKZ7++V12rfsamTvwTYKeWlV8/y1UPawXWqir5I+CvWXUIaJGpFte5roOTXDkVdG2LKzoUKwXXtzB1JMrWVCo1Fuf1c3Ov3ycbfRwSD1TQ5MZh3+2VXIsCWpn8lEjsZFqdeHXxnhse+ewWjS0XNq+URAGTOTUWKRDFa7AY1WpK5BHWO94Q51Yz25yBoiHs1UlLQNzQ6GLgaQinKVLUcZiz3DAv4EZrMGSubwWlGDUsxx9KT6WackGb0oIOhEBFEglUqiKCJZuYhGMRHPqYTHzeuuZSA9itmUwFEfI5KNcmv7QfQmD/lcFFkusOPgHZVzyKaL5AUZvSCwo34Lu+u34rV4eHbwJbIzSdw6UBC4eG624r+VSqVIp9M4RAuCTceUZwxNwUBgVm18X9OyhxPTZ8kX82TnkhjrbLS3t2OKxYmdexxFkdk3o8FtceHcsY3ICZXMsKxbUIaV1c/piSjrS2TYlkUjkoshCAI1JhfBdIRoNsZAqwHlbD/yCibtANGeJwm+8UMUSeKe9TfjTiqkLlzEd/ut2DZ1UYhGyfn99M4P8vrEcT627X1s2tSIxWZgd3YaAQUhl8Yu5bFvrqXlEztwmgUEuYi9W613BW2WnH4d6YSCsc5G7e2d1FzfRufWvYykz/By5PvUdLVgblW/K7ZNXqSizNHXRsFhAEFtzGUmYzS8r5v8Bg8zskxqJFL1ups6u1c10Q/OTq5onl+G01tHja4ZFJCG8zicXiy2lb+7NfXNXDj+Ctl0iuvu/SUADtzxAQRB5PDzP6wcl8ukKBbyGKIGLB0eTK1OsktUes0d3SiKwsTggjI+Epglm0pS37YBgE27DgIKz333yzg8tXRu3bvsnMw2B43tXQydO17183hJ9bWSMsxsteP01i0blfRPDuNtbFuVOCyjc+s+Gtu7GH3iBPMvDTM51MszD/4zj/7b36jf04HjBJ/+MhNf+i3CL3+XzMhpDI0bEDQ6hnqO0djehatjK0oxT35+Al9LRyXFMtEfoBDLUnt7J1IqX/kOXAnCc9Pstd1Dejxa9XO3SYdHU+T4kdcYOHuErdfcgq+5nVef+DaSVERr9zDWd5bWru0IJVFS+9Z9WDUKp1977orPYyWkB09w4bGvUizkV/w8f1H4uVWbNpuNZLIUrZtI4HBUf9nm5ub4q7/6K/7mb/5mzcd517vexVe/+lW++tWv4vOt/gX/WWJ+egxZXltOXSwUliVvXA4MRh11jQ4mRkJVSZJlOF1mYtHMsjSho6+NVggmq93ILXd38Z5f2s6t93ZhcxhpbXcTj2ariDRFURjpDyCKAo997wzJxMoKg7g/QY1eix2Bm+/eyNRYhHMnLz9i11NrJTivFgGRUIr+C372X7/uZ+oH4/SYURS45Z4u5mcT9PXMsf+G6udcTIalU3nCwRSNrS7cNRaa21ycLb3Gsuouly2ybdEYVxn+0TA+n42Nm328+EwfhYLEQK+fB758mMnRMO//2E7MlgXFzsTwFAIFirkIR3/ymHq+S0jOeCxLMjrF5OCFiuRVKaVJlpVhotZY8SEoXw1SujQeG06iUEAnmOjauQ/7Vh9SKk8xkafpw1uxrvdQTORIT0RJ9AZw7VuQ05bHLwQBrCWyYE0yrDRCac8U0NoMOLarHa3IiWny4ST56By2jarhqaARsW+uJTeXRNRZ0ZrcWHyw3WbCLUhERTstH/8o2ZlZUmOTODbeS/0dv8Peb36NfQ98nQ2/+zkEjYbMTJzMdA6doxGN0Yxto7p4psYWkkClXI7o6bNETpysbBrcdiPbOmt45fQUI9MxYsk8uzaqZFi7SU9IkkmbFhZCjVWPoBUpRNZShplJJXLMTEZ5/vEL7L6mlU3b1A1Jq6OJNyOHibvmyA9Y+b1rfp3/55bfp9PTRpO9nns23MKPep8lkFq9Iy1LMi8/188DX3qT/vN+ek5OIwgCzR/dRsP9myv/au/oXPUxAKbis9j0FrwWD08NHFr1OPtmH62/sgut7coMpQ1eC8VEruJbB+q4rJyTiBybQlEUFEVRlWGO6uvJ4a4lFq72wug/cxijzUbLp3bivmb1Th3ANXd9kE/+4d/ibVjeiWrqUIvnsvcEQCgxjYimysdiMVLDYQw+K9olptquvU3oPWaMfQb0mIiF/OSzGUZ6T7Fx5zXc8eHfoLaxjace+EKVp9jcxDC5TIrWjdvIzSfJh2bIjl/AJKqpS4uRTsQw2xwVj4+lvmGwQNY5ttVRTORW7R5GT06jMesoeooYfVb0tsNo9a8CVqa+14v/uUGkzPLNQiGfY25iZV+iMuqbHJXUWyIRMlKS+cgoSVsMzXSCW2/10m25Fr3XjGOb+loEQcC+zocoi2Tml29eo7NzOLRebBtWVuxdxX8OvBPqvHcyNm2vJxxMV6mhzhydxOUx09quNg4mR8MMXpxf7SEAuOPd3ey+pqXiczbUN3/JvylDb9BiNOmWNWfnpmMgUElRXAs79zeTzRSIR7Ncs0j51dbhobbUMGmttdK9YznBpygKo4NB1q2vwdew+hiixapHFAWMJh1dJbWNvjTKOtQ3z0+e7MVg1JLLFjh3Ypqnf3iuQlDNzyUYHQoyOhTk+BvjWKx6MqkC9Y2OijrK5TLhNmir0slj0QwajYDVZuDdH95e8f8tE3a5bIGx0uPOTEQByGYLpJN5jEYNQik1XCkqyFKOUCTLdK5IRpYxagQo1WXZXBZZ0ZJWJARMxNPqe3b/5nvQa/XYmkYweUdocTTS4W5Fo7MhAJt276uoRqRikWe+88/IsoxR1qIVNYiiyJ2dN/DmxEmSkxG8tU5ERSaTLuCptSLJEo+dfBYAW9HAuCVIyDaHRqRy/VzbvItsMcepyR4K4QzGOiu6ZJJNvX0krHre3O3GPBUmOz+Pc8cOMlPToNFgbFCbRcVEjtx8CkGnITMRo8lez+9d++tc37r6BtpjdhFKR4hk4wy0GlHSGaJnlntUZv1+gq++TvD1Nxj60lex6M28N95ATicQ3uCr1JOhC+f591MPsd7dxo3rDqjNqB0N1IcmSWpKjdJslFfCSY5dmMOuKwVfbVJrjlw+zuGpGKcT2aoQKKvDTX3rekSNiMtbj21TLd7bOjA02PjRd07z/GMXOHd6BmOdDVOzg+aP78DS7ualZ/t5I5ggPBBEkWRypeZjc0c3obnJit9oGeH5GSaHLtC+Zfeq75nTU0etvhnFpCBKIh3uXase67LaQFHYfcNdFesLk8XGgTvez8UTr1WagMlYGIvogKSCbWMNpkY7+VC6qtawu700tG3gzOvPV+qMmbEBBEHAZfCRGAhistpp795FPpdh1w33rDo11rl1L1MjF6uSqhMRVU1pcy40UuVCDv8jf09udoSGtg1ERmeqfLnmJkfwNVWPSCqSTPjoZFVdKwgC193zEWqVVuZPDPP41/+O+ekxpkf6CM5Okhk5g85dj33PXcSOPklm9BzGlm7y2QzTI/20b96N3rcORA25mUHqmtuJBufIpJNEjk5hbnPh2OrD4LMSO1dd/yXOvkj06Npji4W5LBbZQeJitcilEPGz1VTgzl/6DL/8x//ANXfez03v/STh+RnOH3mRWGieyPxMJfgKwNyxgwZNjsklQVSXQvTokyTOvbz83CJ+Zgs63C73miTtzxs/NzJs165dvPmmapj9+uuvs2vXwhcumUzyu7/7u/zFX/wFHs/KRt3vFEQCs/zgX/4fRi+uPApTxrEXHuXhL39+xejYS6G1w8P4SJhYJLuMhHC4TciSUpVQFwml6Ds/V0UwTU9E+NoXXmeixCq3tLtBUGXiZQT9SeKxLPd9cBsoCo9990xlUxUNp3nl+QF+/EQv4ydVfxeXQVvZ6L9+qFr5sBZqaq2V5KJjr41hMukq44o/K5jNKvm0bU9TKepcJjD2skoolVBbZyMcSlMoSEyNq52WsvHstj1NjPQHiEczPPNID2+8OMyt93YtS6VJBlOEHr7AhUfOc+u9m4jHsnzx84f4/tePo8gKH/n0Plo7qq/p+dkYRmOB/be9h3Nv/oTAzLiazLSoqIwE4+RSalExX47yVWQEUSQZz2EyCAg6IyVfVeaDKeJFqXLDPvPmc8hKAaPGSONcGkEUqL29k6aPbMPgtaieU8D8C8MYfJbKZhXUcQPVQwSsgCiAxbL6+N3W3Y3cem8X8nQCS7sLrUWP3m0i2R9EY06jFIvYuhbSf6xdNaCoxayleR9zz/4EpSBjz4VJ6524br0NUa8n8LJq2liIZMkuMZ8NvTpGeiSCwd2BlE4iiCJ6j6cSzQ2Q6B9AKRYpRKNkJhfI2xt3NnFuKMgLxycwGbR0tamjcM059dq4OFHdddM5jVXJjUvhKo2YPPTvx3E4Tdx+34LJb3ftegRBZO8NrWjTJhzR+ipC9v7N92LRm/n3557k5ef7V/z3jX95k9cODXHDHRvo3FRbUSzq3WYsba7KP+0anxHAVHyOJkcD96y/mcMTJwilIyseJ4hCRRF3JdB71Q58flH3OzMZK5GJGVIjEeRMETkvoXNVj906PLXEQgsLtyQVGTx7lA3b92NwmhFL6tj08GlSA9UdQGBNTwyrw43D46uQYbIk4Q+p36ml6ZcAUrZIaiSMpXO5Z5Wo19Dw/m5EvZbd9jsJTc8wfOEkUrHAhu0H0Op03PPJ/4rF7uSJb/x/JOMRcrPD9L/8KCarHWPAyMS3zhD4yTFEkxW720syXa0WSCdjmK0OdYRTEFYmw0ZUss7YaFfHeFcg9aR0gfiFebI1Gb73z/+L8YEeipFZ7JubEOXvYe3MkBwIEnqjWiUoFYs8/a1/4odf+Use+9rfMj89tuL7Wh5TNxg0JEZnyWgT7LvtvZwafQ45V8Q6qMWuraH29s4qNe26AzuQFZm5s8tl9/mpNAoK1qt+YVdxFati3foajKaFUclctkDvuVl27GuufNde+fEAzz16fq2HQaMVuff+bdQ3OZBlhce/f5bvfe0Yr/5k8LISxBxOY5WiHVQyzFNjQasVV/QTWwyP18q69TVs3OzDV29HKsqkk3kEQSiNWkNHo2PFxmnAnySZyF2SDBNKxuYGoxadXoMgQM/JKSKhFD/69mk6u2r51d85yEd/XR3ZOXlYVXe/9sIgX/27V3jwK0d48CtHOHdiis07GpiZjFbS0gDiPfPc7rJQSC6oXePRLJKkVIIQ9h5U1U6DvfM8+6Pz/ONfvMC3So/73GMXEARIJdVNudGkrSjDlCIoUoE6t5meRIaCAkaNiFKUkGWZgiyhoCMpqHVfPm1Hg4Db4KBb9JGy+4kb5jHPyfRfOMuxF1Sv5nVdWzj09EWKBYnBc0eZGzuPNl9AX1xQ392y7iAGRUchkMaxoQNrTt071NRaOD52kuSTzyMWsnyZJ3hWOYrH4KBOp2WoZPDeYK+j1dnE68NHAdDYNVz4889TNOi40L2RvTV3IWi0BF9/E+dOdfNt8LgRS6qc1EgEBLB128nOxFGKMgead6HTLPfDC4VC+P1+3GYn4XSESCZG2KHF1NRI8PU3lh3vf+FFNGYzHb/1G8wfepHxBx7EfGqQ2Y01fOP8o2gsFvSN9bx06GHmU0E+veejiCWCsmudCXt6jkCN6l0VzET41ktD/OU3jqLJqfscfUMjGrOZcFAlZKayBeJLTOZ33XgPWw/cikarRdRrcGyr4+kfnqfv/Bx2p5GxoRDGBhuFSBa920SxIDE1FqEoKVyYjDL/wjAT3zxFZjJGy4YtWA0uTr78TNVznHrlGSx2F107r132HpQhIuLRNZKwRvDnx/BkG1ZtrvkMCnWaAuuE6np8876baGjayE++/69kUgkS0TB1hnYEnYh5natieZBZog7bfdO78E+OVGqz2bFBahpaSZwO4H9mAClXZNeN99C+eRddu1Z/DR1b9gAwcOJlirEAhcg88Tk/ZpsTrW7heom89gOSfYcJv/46TZH1bJGuY+LB06qCPhYjE41T11JNhsV7A4ReGyd2tnrqxJSxoBP0GAQz7/n4H/CJP/gbdAYjYxfPkBk5g6lzN55bPkHzb30Z140fwb7jNiYGzyPLEm1d2xF1BvS1rWRnBiseZXMnBsgH07j3q/tjx7Y60qMRCouEKvGzrxF54ykUZWVBjixJWNKl93siVnUfL0bncLhrWL99f+V98Ta0smXfTRz9yWP0nngNUaOlubO78jfGxg14jRoKhfzCXvQykDh7iOT5V5b9PBOaYV7S0uT86cK+3m783MiwTZs24fF4+OhHP8rg4CB33HEHf/ZnfwbAAw88wNTUFJ///Of5xCc+wbFjKydDvBMwevEMAIHp8VWPyecynD/2cikh4srVYa3tbmKRDDOT0YoUvQxnaZO62F9qJYKpTIJNlFIRTWY9vjpbJakSYHgggEYr0r29gfd+dCcjAwF+/EQvjzx4in/+3y9x5NURhvrm0ZcWaZMgoEgK23Y3EgqkCAWWGBYWJc48109xiUdQjc9KIpYlHs1w+tgEe/Y3I/+MEzFFTck7AZXYEwWZs6eTVQbX3jobKCopOD0exWLVVyT13dvrEUSB//MPr3LqyAT3fWgbB29ZrrwZfqIPnSigDWWo8Vm56c4NtHV6+JXPXsuv/teDdHZVKxwURSEek3F5DGy/7g5ctQ289OgDavJGMk+hICFLMqlkAYfbhNXhZq4kn12sDDPqRUStkVypg2mx6nk5nCSVKhCPBDl79sWKWkzIS/9/9v47Oo7zvvfHX1O29wUWvZMEwN5JUZRESaR6tWzLTbbsOE6cyHbaTZzcFN+b4jjJdapL3C1LsmxZVu8iKUrsHSRIEL0ugAW29zbl98eAACFSsnJvTvI956fPOTg64u7MzszOzvM878+7MP6T06QvzJLpN9JoLno7lWN5AjuXLFqshqaSVAUclHUQEbDL0mXS0NSp14gfMGjRlVVONq+vp5wozHswmPw21FwZ0ZZCNJsXJQSp+TlfM0FAkEXyE6DmS7hzxmAzM1PAs3oV8ZMnmZGT5J0qqUtkdoVQhnwwhewTkWxe0DXiJ07haGlexAxLdp8jW11L1uUleUkox7Y1dUiiyEuHRljXHkCWRHRNxxrJE3CY6RlZzNIy+WyUEu/GDDPAsGymxAc+sR7zJZ5ltyzdwQ8/8H/4yHU30bykgoN7BxcNTjaTlbur7qJwyM+RA0OcPjpx2Z+m6Xz6oavZcXM7K9bUMjEWf0cW57vVZHKaencNN7Ztxyyb5w1y/7PK7LOBKCzyDcuNJ3Euq8Ba6yJxYnJe0mf2Xg6GpWKzFAtGpzM42EM+m6Zj/bZF70see57Eoaf+w8fWsKRz3lMjGZ0lW06CyDzIqes6u4cOUCgXSJ0NgabjWX3l9CXZYabhw6sxi1aUw1nih4Osr72J0rkMxdkMVpuDuz79e2iaxgs//idm3/w5Y4PnqauoJHFqGskmkwtWYGm8E5e/mlxJQS3kSZ2fIR9MGswwtxfZZMbl8V9moq+rGrmROI42H6a5RM5y6vL7M3lmGnToGjNkuPufe4xSKoq5sgFLoBFJ6sW1PLCISq9rGnue/AFTo/1sv/0j5DIpnvjmX7L7F99HKS9ONnI4Lbi9VnzuEFbVQfXqpWzccTsmj5WEHMZStJF1JrG9jSESaGwhL6RJDF1uDisnZIrmPJL9nQ3A36/36//fa0EqaSS7nTs9hVJWWbt5YQ44M50mHs1dluT9TjU2HCWbLrJ6Yz37XunjmZ92XTaXe3u5fbbLPMOmJ41wjtPHJvi3r+79lYDYxz67mQ9+agPJeJ7v/8sBvvuPbxnj8dwwKb1DEvNIfxhJEmlq9VNd6yYWzc0njr+9NF1HFAVCkykqqpyc75ri8e8fx2Y38YGPr0MQBdraA3j9NhxOM689e543Xu7jupuX8YU/uWH+b/uNS4hHc4vsNnJjcURBoMIkzfv5phJ5igVlrhELO27pQBQFuk9Ncq5rkq3XtvH5P9wxv9/f/8pNZJIFJEnEYhLmJUqaIoBWZG2dh8RciI9VFECHmYEhVEFExUTeZJy3KWfHVNJ45fFvIZ/qR5fm/LEiAq898X0Gz59F0+H40VMc3DvEqVd7OPbcM8Z1VsqYVIlk1gAsnBYHd/iuQdAFntHO4ZoDwyoCTsZ+8iir+mO0T81SUXYyqkxzTf1G6qwmguNx8jljrNjRspVj0W6+V72brq5XKc7M8vxVbgTZSk1jM5aKNiIHDmKpqEA0mxGkBTAuOxxDLY0y+M2vkA/1Upi6chonwO7du3n66aepsHrJpsNow2dx29xUXnsNsaPHUYsL8yVdVZnds5fKa6+h5pabafm1TzP59LOUY3HW3fdxRhITPNz1JOccWbzTaf565x/S6ltgpsuj59AFkYy3g7Jo5roKlYe/cguCIBCfCaMhkBesWKoCpMNhvLKE3SRx6I2hRcfc0rGWlVfdTTScIRrO8Opz5+k6McG9H13Lxm3NjA1HsdS6UNJFyqkiwbE4iqLR1OqjL1ck1j2DYBIJvdxPeaLAdud9KGfzRKaMxm8qHqG/6wjrr70FSX7n8TQ3nkQUJIozOWaKI4hFkXTvlW1zXGqWDbYC6WMvUAwtACOCDmv0HawUrmHPYz8gHY9QY2nFsbSCwnSa+KkpZJf5Mt+wpvZVBOqaOLnvBcBghtW1tFOcyaArGpneMFX1Ldz+wBff9RzMIgQsEmdff5LRf/s8o999EXePB4/DO/+e4vQwiSMvoVs/SmasDRkz3Zm3UFEJ/uwsU788z3bPfQSqWxbuFU0nfmzuep6dWTR3z/RFkOf8s32maiRZpmnZKkbOH0dJRbC3GgCv7PLhu+ZD8xJEf3X9PKvOWt9OfvgMLpcbi81B4VwSa50L6xx46FpeiSCL8+uf4myG3OxVKMp1lEKjV7wWifAMVaYmBK9k3DuXqFrK8RCy9/J57dab7kMQRU7ue4H6tg7MlgXcQZBkapauxiToDOx7Cq38q9ceuq4boGTs8kbuZHAcDYFq9crNi/+u+i815fjyl7/MT3/6U77+9a9jNpv5y7/8SwAeeugh9u/fzyOPPMIjjzzCli3/3zFVe3tdjIV/N5Cr5/h+lFIJQRQJT10Omh157ZeLYlTfXk1zXfFCvoz7bQwNj88Aay6yiIqFMqePTbBxWzOmS7zFLjKdgqML7A+Dcbaw0B/qC9Pc5sdklljSEeDqG5ZwdP8IUxMJbr1nJb/3F7v47T+6nlq7mYJkuOuU43lal1UiySIDb4v4HXhzBMe5MMOHFp9z5VyHb/cLF1AUjXZZZuLxs2ild59o/b9UuWxMHPa81Eu5rGA3DVLSGjn48pPzRo+BueS9cChNcCxOfbNvvgNps5txuizksmXu//Qm6upVDr7080URwtmpFLZojtmSgl3VUTIlrt21jA99aiONrVdmNsTD05RVB7WNFUiSzA33PshscISpoROAMYm6cPoEIFJRIZBJxpgamdO1X2SGpYuYBA1JtlCY6+B8/HNb0YC9M0me/8kPUDUToiAhIONZU2GATsEU0QPjzLzUT3i3MTBLdhlzxYKnhq7rhCZTeESB9NyD3y4wb8x/sVKnXydx4EnU/JzMdCSOIAnY5yaJSsZgRBYjIZxLl8x3+wDywRSaVcK2o5mKa5qwVnaALuCghNkkMjWRwLd5I4nQBMfUPgasM6R7I2TiaVKJFImTk8huC64VMlopi+yqJnL4CPbmpkVgWOzMWV7eeR9HrruNZPdCh9xpM7F5RTW6zrxEsjiTQS+rLG/20TOyWLZm9tkuY4aphSyhX/wdajaJzW6issrJjbd3UneJFwmwqKN97a5lTE0keePlhdSfUlFheG8R3VNAuXGI3/uLXZf9fe73rp03RV62osoIGvgPJsNqmsZUeoYaczU2k5Vdbdewe2g/hfJ7Wyi9lxIkEXOFneJcmIBaUCjOZrA1efBuqic/kSTdZ3RKTW8DwxqXGv4Rj/yfL3P28B56Tx3EV1VHZe1i2aOaSaAk/uMeQg1LlhMPT5NNJYiEJgAd2WOZZ4aNxMf57onH2DN4kMTpKZydgXcNIzD7bIw7LqAUizizHgJCI8kz04z/pIvQy/3YJCd3f+b3Scej7DvXT0aTqIqWUFJFfBsUBLWPzEQtfkcbblMrYz/uYublAYI/66Yx04HLZHzf3sqaRcwwTSkx+/JzaEUVx5IKZLch43y7b5imaCROT6PXCcRik+z80GdJxmYZLZsx+euw1LZRnB7G1uihHM+jzIGrB195gv6zR7n5I7/B+mtv5WNf+kuuv+eTDJw9yok3ngcgeewFyjHDG3HN+iqcxREkQaZm9VIk2cR1d32Cc+G3iJSCSCsuZxgKgoAcsCKmxUVx8Jqi4Sx70Sv+44ax79f79f8vpasa5USB5WtriIazzE6n6To2wZLOKtxz8vNMukh27jc9MfLePGd6uqbw+Gzc+7F1fPCBDVw4O83Pf3ziXbfxeG2kLhkbNU1nZipFTb2HkYEIiqJx+M3hd9kDyCaJmak0P/iXAyTjeVLJApMTCcqpIqJNphTLXZGlNjIQpbHVh8ksGZJM3ZA1vr1KRQWlrKEoGlPjCTpWVWNzmEkm8tz/mU1YzDJKpoggCCxfU0s2UyKdKnLTXcu5/pYO/JWO+b/pOWZLfZPxfNY1nfyEIU0LmGWGByKUSyr5XJlCvjwvFbU7zNz90bXIJpGGJh/X39JOVY1rfr8Ol4XwTJqKKgcCOgiicc6qgK6VqDFLeGUJATDNSSSHz55Ck2RU3UTJboBPfl3GXNYZ7z/HBz7yBe7s3MXt7Tdyy1VbEctZdF2gVNQxzTHJThw5SKoYAVxYFON7HJ4enb92O2wb0MwCUnsdzqJhyL/v2E9pOD1JxufBMxbkI6MruHXqI3iDy6i1mdB1GJ4b529fdiOfNt2GaBI5euQVslaRJRs3YrVamZVTmP3LyA4NkwtOoikK5WQKXdfRyiq5sQS5idMIskyq7xXCbx29oj1NsVhkcnKSbDaLGFXpmAmz9Nge2lUTgR3XoZVKBH/xy/n3x093UYrGqL5pp/Fd3nMXTR//KBXbt7Fy43Vc37rN8EprrMAXL1FnXhxIETlwCFo6mFUl8iYXufI0boeZVW0VxEKzlGQbqWQJS2UlpViEBqvMuo4A3Scn59dtqqLx+A+P842/fYNvfm0f3/zaPo7tH+Xme5ezemMDLUsrKRYUEnPTx8JUipHBKDa7iXs+tp6ypjOUK9L48bWoBYXZVwcw+a3UWZYS/PkZlFyJ0/tfwWSxsmLzjiv86hYqOxxDlVUCYgNL7RuxNrmJHw1e8TdXjk7jWHE1psoGIi99G10z1kP5YAq9oOK2VNKU6GT0jVM4JR+uzgDpnlmSJ6cwVzkv8w0TBIENO+5gYrCHofMnDRCtbilKqohgkkie/dVzPa2QJfT4X9FiLpPUJPRlnwdpGSImqjIeSuEJdE0l/OK3EJy3gliLWH6W6p12kpYwh8JPkc0mIKZhEW2ULyz43mYGopTjeSqvbzWCqsaT5MfOU0rEyAzG8KypQXaZ55UrLZ1rmZ0OUhRkrE0rFh2nrmmM9Z1dJEH0bL0LrZAh8dbPaalZi5wz4VhXyem3XuYX3/propFJXJ0BkmdCpC/MGutm3YwmNJAb6rri9Yj2TGASLVTe0AKiQG5Ohg2GRNHku1yaaHM42XbLB+fOYd1lr1fd/nmq/H6CA+eZ+NZDpLre3ee4mIrRlYLBSBL9bQFh4ZjKVvetyPHZ9wSs/VfV+w6176GyqQSHXvkF2VSS6bEB7E430dCVo+E1VeXModdpWLoek7WC2eDootcTkRlOvPECZw69ftm2+WCS2NEgNrt5vqP09hQ/i1XGZjdx9K1hnn28i5//6ASKorJ5e8v8e3RdJzgax2SWCI4ZiRqZwSjNDR7i0RxnDu9n4MxxxoaitLUvSItuvL2TX/vSdh764xvYfE0LZouMmi9jV3VyfuM4SrE8ZotM69IK+nsWP6iy54z/z40t1q1flBaeOz3FynV1lCdT6GXt/8oY8L1WJlXALI7Tc+IQS5cKCNoMIKFodg6+9HPA8Gfz+GzMTKeYHE/Q0Lx40LuYMGWzJHnm+3/P6f2v0NdlSPd0XWfixT5SikZ5VRW6rpPojyzaXsmU5hMbL9ZQTx8g07rMoM3Xtixjy657GTxrRBOPD45xbO9uQCcdMzovqdgs5VLRMNAXJbLpIrKgI8lWCqqGy2mmssrJDXUeSlov8VAvHscWJEFEx0zkjXM4l1bQ9GsbqNzRgmBdAE3VvMLYD07Od4KScaOjSbxAZo5bZpdESrMLbB+tXKQ0O4aulsl0GzTY7HAca4MH0SxRThYozk1K88HUIokkGNK5w80OvpFJ4tnUDKKxILY3LCXgsjI5Hse3cSOhump0dKbSM6jlMv/+/Ft89ZVjJHvDeDfUkR0cQFNSWPxLiZ84RSkWpxSJEHzqGQozs3RrZjIuLzOBOuLd5xZJZG/Y0IAkCqyfk7Dmg4acb1VnNcOTSfKXgH8mrxUlXURTFrbPj54l13+M3HAXgiDwW3+0Yz7tqjCdpji7mDUJRnLZTXev4MCewfku4avPnieTLrLxjiq6wxdI5Bf/diaSU/zw5M/R9IsMQAuNrf5F4Q7vpWazEeSkkzOP5Ok+GeS29hsoKkX2DF8uIRhPTPKtYz9hLPHefQEvliVgpxQ2JhP5YBJ0sDd6cS4zgJvEqSkkmwnRvNigtLK2iQf+x9do7VzHW88/xsDZY3Ss23aZPEbNJlCzSbTSf4xZWt9qeHgEhy8QDU3gcHuxVDjmQc7+Odnk5NkRlHQJ3xW8Ad9e1lo3b4Z/xoH0UzT9+gZaP7+FwM42csMxRn9wEnlWZtdtHyCtgihKeOxbEIQpcr0vYKsZw9bgwT5WzTrXLgRziaYH11N9ezs23YVvMEDwF+doK64hMNNA6KV+StEcxcl+0udGEa0COSHFnqd+QFks0fPWmzz3o3+cZ75mesOouTJ90SPUtXawfOM1rFi+isGShaJkxVLTRjkSxFI7Z4I9HOHgSz+na/+rXHvnx+eNTUVJYvnqa7im7X569u8nMtZP9PUfkTxh+MUI5dN4JD9IApYqgyHZ3LGGqo5WTqZfpeoSRuilFVjRgkPyMNK1kCqdGpxBEmSsze+nSL5f79fbS1M0El3TjP7gJKM/OEG9x4bVZuLN1/qZHE+wfssCe+WiZNBskeZVAu+6b1XjwtmQwYgXBFaur+Oej61jqDdM6B3kh2B4iSYvYU3HwlnKJZXqOjfjwzGsNhMnD4+Ry5becR89Z6Z4+JuH8Pht/NYf7sBmNzHYHUIrKDhafOhlbR6sv/R4R4eitC4zGBaBaieCKFxRKnnRyyudLJDLlmhq9XP/g5t44De2Ul3rJrp/lPFHzqDrOuu2NFJd58ZklshfwUtxQUFgPDeLMxm0oorkNBMwy4wORBcx5apqFnyi1mxs4EOf2sjAhVn277lcIj4byhCodqFrKoIoohUUQEDXS2gFlav8dkyyiEkQECwSY8Pn0EURXZOx+TTQ8/iQaKpt40O//We0rdzAA2vv41PrP8Ts5AgOl5etu+6mkCtjEmKATlEZRHM5UKUlSGXj2k2GF0Kg8qMJ3C0VfPHaX2d5XYqbXC9R+/KbBKtM9Kxagej1khzez0QwzYlD45zKlfA5zAxcMNYCoiiyPFzLH9R8km1KI7q/nl9f/zHa2toYm5nA0bocQTYTfPIp0DTUXI78RJD8RJJycpb85CjLvvQQtoalTD79I/7ou1+gZ3bxtRsbG0PXdaqqqogNh6ksGXO3bTOz2GpraPzo/QR/+TTpPqOpPPP6HhytLTiXLkHXdQYHB3mzXORUg+FV9ql1H+SzGz7Kx+/5Aug6mf6FzyvMzJDpH6B+pwEwFUwuMslJFE1l66oa8pEoRclBMp6jbPNgLqZZdeMStt29HLNF5sibw2iaztM/Pc1If4R7PraOB397G0vvNDGw6k3c7cY8r67Rg8ksMR5MYq6wEzsywUhfmJallTgkgWabid5MAdFhxt7sQS9reNbVYt7uwlQ2M/TDI4ycPMXa7Tdhtlw5CR6MdUxuKIZgEsmrGaySE8ksU4rm5tOqL61ybApzZSOBO36L4vQwyeOGLDM7HEN2mWn5zCbMThvLLVej6CXszR6Kc2sHURYpzGTmSRC6rpO+EKa1fT2eimr2/vJHAFTYDH/AiqsbKc5kKMxcPpe+WFqpwPTPv0o5HmLNg39OW8069Akr/qsamdHHCJhXMfXYXxPd/WOKYR21tISKHa3I9jj5geNcf++DLNu4FZPZgiZqCCaRxMlJSlEDgI8fnTCauRvrMPttJM+GmHny7wi//DJ6WcXZGcBa45oHw5o7DOlswt2IaF583WeCI+Sz6UVgmMlXg++6j5A8/hI1Wj1ZNcnPH//fHN39NKl4mH1P/wT3qirUbInQi/1IlQLHU68gCjLh84uZhherOJIhqyXxtNVgrXXNM/91XUdJzCD7rqx4WLF5Bzvu/uRcaMHikhwelmy/g4RuxtS4gsiL335HhUY6EeWp7/8DOZqYUWsoxRdwAlUpg1aL11SPLq6mdAm78L+73gfD3kMNdh/j1Jsvsf+Fx9A1jbXbbyYVD1MqXL4gG+45RToeIZKoI522Mzm6+Ia9mJwxeqFr0eIcIHl2htihMXRVmzdBvZJx+cZtzUiSSCySRVU0dtzcjsuz8MNLxvOkU0XqahXyuTKzQ1Gmn7mAN1UCdI6+9gS7n/w+WjnDkksS40RRoKHZtyhmPDeRRBAEpHo3kk2mHDMWuu0rqxkfjlGYmzCkgkncZZ2ipqFHF3vgWKzy/D63rK+nHC8gyCLpvgj5bJpDLz/ByIWud/VXmxg8z/E9zzE7OforvSx0TScWyWKTB7CIQ1RWpLDbjAFyyZqb6Tt9iOCQkbwSqHZy4WyIUlGZ9wsDg5WXmEtbfO7hH1BV30JL51qO7XkWVVHI9EeQkkVmfBY6NzUQLask35bIGXlzhNBzFxbp70f7DX+e2sYFH7EtO+/hg5/7HUBnz9NPEo+mkYQ42WQEX5UxQM9OjBgacUEgky6iFDKIspm8puHz2xntPcO5+NNYpbN4q9ZyTc0q0GUQzFRst1NzRwcWvx3f5gZaf30z/m2NWBvcWKqd2Bo8hF7oIzMQYTpogDGxTJGL00+7LFG4BNwpzYyCpmKqqCPVtRu1pJAPJnHMSSQjB/pJj7yBko9j8jRQtfOG+W21skoxlKbfrBPNlxhP56m+pQOkAp5Va6gwSUyNJ9AEK7N1tfgVnVKpRKpaZ8TtI+r20y9EcK+uJt3Xj6XGibWqAwGZyEHDk3Ds4UcY/sGP6F67DUchR8liJWqyL2KNrRBEvlLpJfvLHlLnZ8hNJLHWu1m5pAJN0+kfW2BUmnw2w5fpEvbNbO9ZAMID54EFBpiuakw9e4HwG1d+yG/b0ca1Ny1j9wsXePbxLk4fneCWe1Zyw6rNiILIoYnF8dA/636OVwb30RdZeI50rqpheCBigJbvsUYjkzQMr0PX4FzXFJV2P9e1XMWTPS+RKi58t5qu8e/HH+XNkSP80Wtf5d+PPUL8bQDdu5Ul4KAYyaLrOvnxpJFS6rEgiALejXWg6Zf5hV0sp9vHzg99lo984X+xettOVm6+btHruqaizkk4lMR7M3m+WHaXB391vWFwGgpSUdOI2W+nNPcb74sMYRJk2kMBxHoblveQruavMiZtLZ1rsdocCJKId30dzb++CdfyALOvDWKbLrDJpXLddR9HV31IYg/FqQHcG3ZSe89yLO0uTqReoVRxAUvAgbXNxYH4kwhLJSSzhGy1UCxlyQeTjP34FLEjMTRxKQk1yOP/+udMjfShSCXM2FCVMnt/+UP6ug6TG0sg+k2MTpxl3TVGatjKpgZkAQ7vewlL7RLQNZRUEN2hc/6VvZw99DobN2xh7dW7Fp1nZP8o1qiNje5bOPTM4+g65EfO0nXgVc4f28eShg1Ya1yL0h+vu+sTrN1+M5VXCDQA8C8zwMbJroVQg/ipSdJKHE9LDeXkLPGDT6Er/3HPzffr/fqPVPlXSAHfXpqqvaMc7z+zkmdCTD3TM/83+r0ThHcPYa11IbstxA9P0LGymt7uEHanmWXLq4gdHicfTDIzlcJkluhcXfuewLCRwSi5bImV6xZSujtX1+B0WTh95J0tQTw+G4V8eX4sCk0aY4XNYSKTLnLz3Qbj9/iB0cu21XWdt14f4MmfnKJjVQ2f+q1tuDxWli6vYnKuOXfRdqEUXTzXnpxIUioq82CYbJKorHLOg2G6rpMdjTP7+iCzE4vHr7pGL01tfhpb/Wglw4JBzZZQkkUC1S5+8w+uY+2mBrqOTaCpi+fok+Nx6psWFAS58QSCScK3sQ6/SWJ2KrXgoSYsqA8uVvuKaq67eRn7Xu2fB4wuHm84lDaa4LoGoniJ2biCVlSocFhQNd1Ik3SLRJOGzFzXJLyeEjoZXEjUBZqprFkARtOJKANnj7Fhx21s2XkvksmL3ZamyhbDJESprl1LoeQCvYwqaISjRlNXyZYohjI4lhgqB4dfo9o0i9+mc3ZjM5ogUNy6GTUxii83xQc+sZ6ZbJF8UWGwN0xkNs3MWJyR2TTPHR8nPzhOOO9najSNp8ZHJBIhGMggVTQT3mc0VQWTTPx0F9mhGMX4BWSPm4ptV9H66d9Csvv4wOsz9B59CU3RCP7sLMmzIYaHh6moqOC6664jk0hTU9JISyJ1sSjZsR5i7UuJrlnJnh8/zOE33uD8ZJDYhnUcP36cRx99lGeffZZSqcT09DSJRAKn2cEty3bgbmxCcjnpOXWK8tzaJHLgEKLZTPOua6jy21EdXhzpEudmerlqVS2OcpayxUkykSehWrGVMyy5pgVHhYMt17Rw6sg4Tz12igvdIT74yQ2s3dRA85IKQuZxivYMw3FjfSBJIs1tfkYHI9Tc1UExW2JyPEFTo4fYoXFWVTrJqTrHX+wlOxzH5LMSOzxB4+qVTAaGyWfTrLXfyKpN1y+6//JTKaKHFzxCS+EsSqaEWBQIFvtIB+JkB2PIPivp84vnWGo+jZpPI7lrsda34958G/E3H6ecmCU7FMPR5sfkttB4SyWJUi/p0imKoWFKc0oBJVMCTacw1yiPHwsSerGP1NkZNu64nWI+a4QGpXREs4R3Qx2S02zYVsyVVioQeuJrTD3y50w98ucEv/8HlGZHqfnonyHZ6ljGRiKlIMWGIgPpk4iCBV1cSfL4XnTbXdhbvHjX1+Ho2Equ7ygtnWvp9F+FpJqou2MFKCDZTIT3DpMbTVCczeLf2mh40q6pITMQRS2o5KdULFUOzD4b1joXhVAGXdOx2Wx4JY2wdrmqYLT3DBabg5rGJYv+3bP1LkyVS7FkHMTNM2zZeQ+f/vLXue3jDzETHGYkOBcAIQmcmn2FshpC0cvMhgW00uWKAFNCJmNLIAgC9iYP+Ykkia5pUt3j6OUipncAw0RRZPW2GzFbr+wX3LhkBZqmUl55E75rP0LsjcdIHn+RXDpJIjJDIjLDxGAPv/jWX6HnNTa5b6LFtpVg74K/+nT/WRyS8czWpY3kJ/qv+Fn/HfU+GPYeKjRuLESHzp3AX1VPVbkJk2AhEgpy4eSB+dQwXTfiRwP1SwkGTSi6l2R0mnKhSPTwOFpZZby/G5vDRS6TmveCulipyQi6qlOK5mjrCCCKAr5LJGwX68bbO/nMF7fP/127a9mi14d7DdZaYuo1AKLHjP9XY3kqKgqUChk0TcNt7V7UubpSpUbiZBUNV40L0yWLx2XLq9E0naE5AGhi3wh5VeNCZga7onNyz4vzyROlooJFOI9N7sORV0AU8G1pIDcc48Rrz3Nq/yu8+JN/4Qd//SVeffzbczKmhervOsJzP/pHTux7nie+8b955B++zBtP/5i3nn+Mt55/jEOv/GJe+giGn5pSVpBIYZYLxEMDtHR04HJbkK111LW0s++ZRygV8wRqXCRiOQSBRRK3i6AQgNO/lDsf/F223fph0okoF47tJ7RnmMlCmRW7llJZ5SBUUlDnHogASqZIqjeMruqUkwsTudBkAlHU573fLlZD2zKcbiu1retpWLYZiziOw+Xlxvs+DUDfmSOgaWi6QLmkUshGEWUzBU1HVSK88PA/YzHbucpzN/c/+BtomRIIJsCKnlt8PSWrTMX2ZuxNXpRkkZq7OnC2VxJ6sZ/+rim8TjNTaJRl40Hr9ljnuzsAxakBBMlExc5PUw5PkDp9Cl3RcLT6mDzfzfm+h0lUzGCpKOJashZ7w4KPSWE6TVyE8JzctGsmgXtlI8t+bxe2Wg8eFdKpIscOnkKRRNp6e3E4HAzqUUpmK7ZshmNVVkRZID0wiHNZPZLVQ9UNDxG4+iEQJay1rcyc7yVRUcWDa1sQNJXZuqZFUsn8RApfwIGtwcPMywPkhuPYGtw0VLlw2U10Dy2w/Mxz4M2lZuvROVA7ObqwmAeDVq1mSvOD45Xq+lva2XBNM6+reSrXV7N+ayNOi4MNtavYP7rglxhKz3I6NIPDdidvjS6YxnesqkZVNIb63jsgdPy1KUxlC5uubma4P0KpqPDxNfeg6zo/O/vs/PveGD7E1FiSa4P38cDKD3Js8gxfeukrDMfeeUEUyyf49rFH+Js3/w1TpR29rFFOFshNJLA1Lpgfe1ZXI5qlyySSb69AXRM77n4Am3MxQ8gAwoxrWo7/x6WS9W2Gb1h0eoLKmgZMPhtKqkiyO8RAZIR7/TdQX66gr+a9XVd/tQHodKy7atG/SxaZqpuX4loeID3gpq7havyFWkx+GzUf/jjOVdfh6NyGZJGpvnkZ0fIkqblufDadREPFvtpP7T3LsV/jpyu1B/+9TVRe20JuUkcQvYzGe9l2y4d44A/+lqplrQR8zYyt8BOttPDqE99lvH+IgVgPVo+X1jnau5COsDLgZrD7OI98/5/ZnXXxyPf+kfFIDxXmOq736VT37yE3tDB5KUynSXXP4Ntcj93soia3ilnNyth0iAMv/owNO27HUrQtSsoCI8Hp2js/hiRdOaJc9ljQTTrl2Ty5dJLUZITyVJ6xQjfi6CmC3/ldUqdeRVPemVHyfr1f/6/Vc2aKb3x1L4ry3gGxPS/18g9//hrPPN7F5CUSlP/M0nWd6OFxSrE8uqYbC602H+n11TxzIcSbozFyI3EqzAbLe83GBnIDUaIHx4mfnGJmOkVVrYvmNj+h6dR80/KdqqdrCl+FfT4UA4wF+dotjZw9OUn5HSwt3HPP8osA0OhQFI/PxuxUGgQDUNtwVRNH948sAhCVssozP+1i3yt97Li5nfseWD9v89G+vJr8XNPV1uBGkEVKsdyizx0ZCGOxytRdcrzVtS5mJpNkBqJMPHaGqSfPkzwTIjcSxz3XLPb67TguSQhOXwjPM1UKl0gs129tIpMqLkrW1DWdyfHF5vm58SS2Bje2Ri+SICBliqTmmHIVAQfyJdYlF2vHTe0sW17Fs4+fmb8mmVSRQr48zwxDkOaTwUFBL6lgllA1HZMgcHzihbn5HciShtVURCWHTZTRDnez/4XHUZUyT/W8zE+f/iZms5Xlm64FQLS2YrUJ6PphVN3OQL+DzhUR7A4JXVRJJYy570XlhqPVh1bMI6gxdA2KTRItlmVIXjOnTDkKtio6U6dZta6WD93SiaZq5LIlvvV3b/Kdfz3IgUQOk57HouYpuqs43zvGj4efQkPj+OhZzldIoOtodjuelStJnO4iMxAmP91D1Q3XI5pMOJYGcHVUIOhg3XeK6IEx8sEUye4Qo6OjtFptuOMJKir8BEoqo2IdOaeHgae+wZ69exmr8DPqdXP0+HGCjfWcTyY4evQoVquV+++/nwceeABRFBkZucQHSxTRl3dyOB7j9OnT5IKThF55Dd+mjUg2G3d/agPLr1uNK6dxeOQYVT47FUKBvNlBKl4glBKRdAUtazQbt1zTSkkr09M1zT0fWTufbAowMKcCuQiGAbQsrWR8JIbktaJtbUAHLOfDpHvCtF3fRoPLwtETEwgWmfoPrUQQBGZeHWDr3R/gbH4fdpOb5JtT8+QBJVti8olzxA6OEztusP6zQzEESQANZpQxvOtqsLf6UDMlsuOJRcSDcmwaXexk9g0BJVPCv+PjCLKZ2JsvU04UcMzZ+2R79lHtOUm1q5/k8YPoqo5jqZ9iKI1gkcgHU2RH40QPjBn2LeMJOtZfjdPjp76tk+JMFnOVA0QBz6rqxb/RsfPkBo4jOX3IngDWxk5qP/4VRGsDk0+eQ7ZbGDNfYP/zPyWvpJAazGjyZqTqBxEkC9W3LjNAoo4tKMkwuaFBYkcm8G6ow9VRibXWheQ0kxtLMPPKAJYaJ7Ym4xnjXlEF6OjSWnStEUv1nIdfrQtd0ShFshSCfVRJJaajUVRlccNktPcMzR2rEaXFzwRBlLAu+5jhu7bex8br78DmdFPX2k77uqvomgu9QNWRkw5WWgroDgVRrCN24eiifeVG4oi6hFBjfIa92YtWUAjvGSJ6YBId4YoyyfdS3kANDreP4FAP3ms/jOeqe+h96WF+9Le/x6Nf/2Me/fof8+wP/gGXt5Kr629GFMx45UqGehbSXEfOHccjVWCtt4JgIdP/zj6A/9X1Phj2Hio0PsSKTdehAw7FQ+FMknprO0dff5o9T/6AY3uenXvfIDMTw2BegSyVEMmBrhE6NUjs4DiZoQjBoQusveZmbA7XokRKXdXQk8bgN3b8LO0rqvji/7xx0cD9XiqTjPPWK28gizmq6/w4LEWk6TSSTaY4ncZtD4NgQbRfjagF5z3Q3qnyE0lmSwoevx2z3zYPhnl8Nqrr3Az0zKAWFMTpNMP5GN72SkRBoP/NI/zim39FIjJDaCqFSZhEZpr0YBRbgxv36mp0VSdydoyrbvoAH/+9v2Hj9bczOznGE//2vzn6+tOoSpkLJw/w2hPfpWPdNj73F9/i7l/7HzS1r5pPIJkc7uXc0Td4+nt/RzaVACAym0YkA2joWo7ZyVGa2ldRVecmHMpw/QceJJdO8twPv46/wphQVNW6FxmfT00kEAQVWSrT0H4NJrMFjz9A+5qtZA4YEqQJq0TLkgpkWSLnMCGoOoW5zmTyTIiL48jsHN04k4yTy4l4vKbLDOkBvD47Dm8TlXWdWKQg7euuoqquDUk2MTFwHl3XUObiI0VdQZLMlDSdXCpI58ZruH7jA3jkgGGYqF50n3VQCPZd9lkAZr8NNV9GK6pU37YMc6WdwfMz1MgSI3qZkjOBKAkEalxvA8MGMde0YmlZjeypIn1mD7LLguQSib30DWpLM9RbwxB/nPL0v5MdWDCvz08kGfOaENFpL6Y4PbMAOpor7VTMXZeunnHqcCHH4jT6/YzlC1gKeW4cnSXkr+LYbsOXz728nbijyBP2MOOWSRzN2xFEP1IuQ100wkp/BVXpBOGGVmInz5DsNSa309NJXqgzUXl7Ow0fWY1jWQWuTgOA3ri8mgNnFiYRksOMIIuMR9I80j3O2FQUTzFERPfiyE0vMhY3ZIAyelmlFM1xPpziiQuL5YaCIBDYXEfRb2Gg2kx6jtZ/bfMWhuJjTKWMTtiL/XuxW9qR5VqOTI5SntPe+yocVNe66Dv33gCh3u5p4v066opZtl3fNgekhfFY3Xxk1V3sGT7IUGyMTDHLT88+Q2dxPbGpAk25dv71jv9NjaOS75/82bxU82IVlCK/OPcCv/PiVzgaPM2ZUA+9qgGa5ceSlMI57E0LixXRLFP3gRX4r7oyW+hXlZpdYOuV/298w9o6ScXCpBNRKmoacXVU4uyoZPbVQe4f3srK8WoyjhIvZQ6+pyS1+tZObrr/c7SuMJKRkydeQUkazQFBEAjsbAItSCG6iuxAFN/GemwN7VTd8zuIJuO5brHaMUkSmXgERVXIpo1zlLJRcsNn8FUaE+ZEYhbv5nq6Sy/Ql3mDtTVJNlx3G5JsQnZbSEbiHJ06Q/uuW3HWNOBVXOQy03S7Mnx1/zcZT0xSjk/T1tzMrg//OuuuvYWlPgedtVV07roGk2rBXAJrYyezz/wz5XgIXdONtNkqBxXXtlD/odW4ZT+Y7uBs0U5bSxubr74LJV3EVvfuTZVLK9N7mNLsGLYGL165it1P/oBTP3mOslagwhki/ebjuNbupPE3/gnJ+qsZeu/X+/V/W5XVLtKpIkN9kV/9ZgxPrO6Tk9Q2ehgfjvKjf3mZf/+rv6FU/M8FbZVkETVTonJHC9Zrm+kWdX7y1hAvvtxHRZWTFbcuIyOA0BvFbJHoaPMT3j2EaJaMOdtUiupat+E/qy94yF6pVFXjQneIFevqLpOlb9jaSLGg0HNm6orbXgx4SsRzvPrseU4dGWf91ibGR2JU17iw2kxs27GEUlHh5JHxOTnmND/6xiF6zk5z3wPr2XFL+6LPXdIZwCFL6ALILosRYHMJM6xUVLhwNkTzkgrES9io1XVuzLEC089eQJRFAne2UZQK6JEUVXPeXZca3+u6TqJrCscSP7LbsiixurbBQ22Dh1NHFsCJaDhLsaDM70NTNAqTKezNXixVDlTAJ4hEIxlESaCmbmHsu7QEUeC2D6yikC/P7/+i11lVrQs0wxt2nhkmKOiqzmTJGFtlARw+PytcBnPa6zLmZkW9gFk0UZqa4szB13jy23/N2d7j5AdHaFq/ed4Ue2JaRJYEquQsqrgMn1OloS5MoNqGpKsUswaYlx2OY61zIdlN5AZPgq4x7qikGpVCNMK9u+5ijbuDgcqN2DOzRA8dpqEzwG0BF4IAm7c2cUuzn3vaKrnjBoMNYm5r5MjZC3gcbtbcvImeQJCOxu1osomMzYpn3VqS586TGT6LVshh3byd539+hlh2ArPYi8UH7mCO+PEg1loXs9MzZDMZrG+8Sd/X/oEGpx0zKlns9NCIOzfDLR0Ffuvzn+X+5SvZfPAot8kWvvjFL/LFL36RD3/4wzQ2NmI2m2loaFgEhgHEqgzlzOmjR+n6gz9CNMk0feJjgNE8r1+zBAHo6zuFoio4yzkSWJkKJphKGvd0YcaYc0bVCMHmM4Q7zrNq4wIDM5ZPEM3F8du8jFwChrUuq0Qpa0yOJQiG0jidZjwWGZPHimd1NVvX1ZNWNGZqHZg8NqpvXUZuJI4+ofLB3/9T6u5YTqY/SuL4JKVYjvGHT6MrGqASfXOU+KlJssNxRKuMpcbJB3/3T1i6ess8YKQXVYqzWQ6OH+fpnlcox6bQxWXoik7i5CSixYZny51keqcRZAFbkwetmCd74RCuNTfiWnMD2SHjfPxXNaKrOmavlcxAhNALfdibffivbiIfTCEg8uGH/oLtt99PcSYDpSDTj/0v3Kur0UrqvNdsfqIHyemj6t7fo+ruL1F11xfRlComfnoGQRJp+PBq1l6/a96r272hBi2nUk7Yqbp5GfLcetrauAIsy5h9fRzRIuHfZjApPetqKc1msTa4UbOleVYYgGQ3Ya3S0aWtBhBdNtRFlmonCFCYzpAfPkONw0q5VGJqdIH1lEnGiEyPX9GPS9d1ciNlzL48ycOPE3n1+ygZ43l99W33Y1INID+txWhzrqbK66ZiVRteuZquA4vtllIXZkkrMdyNVRw/OErRJoNgPHPUnAZiK7L3Pw6GHd17gAMvvkHDkuVMDPYgCAKe6z5Kr1CBTyhz10d/nQ987svc95t/wu13/DZK1ArkkUUL4anEvNd2cHgYu+TFtbwGsy9DIVKJ/jb27X9XvQ+G/YrKphKkE1Fieg50HWfBkMZUmpuYHL5AoK55Li5Vo/vwXtz+KgYHTZjox2ZNo+sC4R6DORbpGUcpl2jpWEvL8nUM9yz4pYT6hhCR0HWNyTMXiM8aZqYAhZmMkRjyK1J5Mqk4T3/3axSKTpauaGT1thtplsug6VTuaEUrqci5CEWlhnCsEl/NMt567lHKpSK6pjE9OsC5Y/vmTSrVooKWKBhgmNc6B4YtmJkuW1HFwIVZBl/tMiw9G3Q6tq+loGqsX3MvpWKe15/4HlPjcSQhiyyUDAPFBivnMgMUrHlqrUtYc/VN+Kvq2HTDXXz8d/+KjTfcyck3X+TRf/yf7HnyB6zcfB07P/hryCYTTctWcv29n+KjX/pLPvY7f8XHfuev+PBv/wWlQp6nvvu3pBNRwqEMVvPFiY1xrE3tq6mudTMzncJfVcc9n/0fxGenuXDkEQRKl/mFDfcFkYhTVesiGs7Sd/oQP/yb36XDvgW/UMP+WIY117eRScboOfEWst9ECWMCoSkayTMhxkplyprObL8RWjA12o+qu6ipX/xZF8vjs5GM5wlP9iNQpLVqHaPfPkZVTSvpRARdVbjYbBAFAUGUKGk6hVycxqUrMLvn7pdLJI2CZKEYGroiw8I0d3+V43lEk4T5mmayikZAEJjMKZh8WX73z3bS0hGgFM3Ne2YVpgYoRAr0/8M/4lq3EyXShbXOTPSV72Epx9nt20XiE//Mc0s+zKzVSuiZ/4OSmhvMginG/GY2H9vHup//kOlMgangKOGXv4PkULFJInW1VtIJByua12DyuPGn0kQdfhqiM1y1cR3+dJyXJxOc2rKRlNXB45Uyo5XV/Lx5KfsrBMZL00iaxvZgjPEfn6KhXCRUWUtfPMrPXvwFhXCWEyaNM5rC6aNd2Bo91N2z3EhDBK7f0MBkOMPwnORDEARMPitvxdO8NRHhmX0HkQUNqepqZEHj3InT/PzZPfQfv0BhKk3l9a3GdQqleap7hNdHZgmmFss8jk3HqVKLoGk83G14XmyoW43dZGP/2HEyxSz7Rg7jthr7UnQ/p6fPz2/fsaqG/p4Z1HcZSMpllfNdUzz/xFnUqhQ1K6zzQFrvnOfYzUuvo8lTxw9O/ozHu59FUVUsMS8AJ4+M4zQ7+OzGjzIYG+WN4UPz+86V83xlz9d5+sKr3LJsB9+886/pqGjj+bE3kGwyidPG4sn2tkABW6MHs//KNOxfVWomAYBodfxfmejXtXbC3MSmorYB0SxRe1cnyV1WSiiYYjrW5T5mc1H6o+9u+gyGn1bH+qsRRZFiaJjoq98j8toP5l8vTvUhlp/D5LEg2U24VgSuuB+Hw0Emk+bLr32V/f2Gh1v+8FPE3ngUp7cCUZJJRGYY7D7OVDJCQOhGSkzNm9eeTPVgLcl8YdOn+Njae/nQnV9CEASKco6P3P45ZjJh/uT1rxFKTmOuqKNzw3Y2XX8nq1esYomco6qzHtCxttxC9f1/gmhzMvPk35PsClKcycynzcqWNErpRfxyA1d772aNu47CtPGssb4tMfLdKvrK94m+9kMcjT685ipmhoaoNS/FXpmgWc5Q9+m/xbv9ASJvTV0W3PF+vV//mVVV4yJQ46Kn68pgz9trfDg6L//7wp/cyKpVOZTcID2nzv3qjf8DlZ9rqj338km++bV9nDs1xabtLXzpT3dy/6c3seXaNpbdu4Iqi0yN2UT6rTFEi0z1He1oBQUllqO6zm2YszvN7yqVHO6PUMiXF0kkL5avwkHrsspFoNCl5fJYEQR44YmzHNs/wq33ruS6m5YxPhybD4Ly+Gys3ljPgd0D/OtX9/KLh08iyyIP/vY2Vq2/3JvRajNR67dRFIyx11xhoxRdSGn88TcOEY9m2bajbdF21XVuqiURudJOw0fXMBLuZjY7ir1YoKbOja/CTlt75fz7C5MpSuEcnvW1hu/P27yJNlzVxGDvLDPTxncRHIvDJQqCwlQKXdEoWLO88PA/oTpNVJpl+rpn0DXmfX+vVDZV59qOKg6/OYyiqIRDaWRZxOu3z9lhiKg5BR19XmExGjdY6CYBbrjtQbxNxvdV4Uuji04yFJFEO4Ioce+Df0S5VKLy+AiiDn0uY+1QKiqEJ02Y4lnWm3OslGdoajDmAh6vFblURs9raIpGbjQ+L5HM9h1BqmrmsRojSKvDqdLc1EyT2MSspYYZn52BV17AErBjlyRq/HZmzs9QZTWx/BNryQ2PIDkdnBaHsKTd/Ol1X2Jzw1ocfhfxQBHT0u0E62ooeCvRy2Uyo2/hWrGcrv48p49NMPbKTygjkwj4EQoaeXmW2ns6mSGBN5tHCc2gFouU9uwBIC1YmSi70NwVyIPnic+eo/bO22n6xMdo+vhHrvidtLa2MjExMS+J1HWdYKmII50hUyqhX7WV1V/9X9jqFhhd1hoDWDDHs3SNnkYsF0lKdman0+RlQyJbnDUaZHuGDpAOhJjxjDKemEQt5imGQwxGRwHYteQaplIz86FG1XVurDYTo4NRRgcjtLYHaP70eho+sRZBEmm/oY2OZh9HuqYoFso42vx41tYQ2TeCSbHg6gjg29pAZP8o4492oRYUZHsSoWwE4UT2jlCYTqPmFFydAdz+AIIoIjvMhqUFkBmM8uS5l3iu73WK4SmQmpEcJpJnQpQzJVR9PZrUhmzPMN7/S2a6nkMvF3GtvQHX2hvQFQ+STcda4zLWG4JAKZwzWPG3LUNJF43f0FQKh8uDpJsoJwuU42PkJkqIphL2Fi+psyF0XacwfgFr04p5gCrRNc3kk+ew1rpo+PgaTF4rHeuuxukx1liuigoQBQSTiJotkTg1RezoBBOPdKNyJ2q+QM0dHUhzRAhnRyWSTcbstVF5fSuOpYuD0MzeGAgSoqVAceQAuq4jmiQsAQeF6RS54TNUL1uD0+NbRDQZ7T2DIIo0ta+iOJtZxHQtTKUpxfJU3rgJ33UfIXPuLSa++dvE3ngUh9NN5/JtaLrKQP4kVlyI9k5cLRWYRAvToRyFnPHc0soq2eEY06VhZEsVLz91jpNvjYAOsseK7CiimzfPN2LBAPSzo/F3bf6WlTLS2RwVfSK+2mYi0+Pks2nOHHqdTKHESkuBClmnvq2T2qZlRPaNIZgygCEVbTStZnKkj1Q8gpoVEQQBW50X9yo34CDZdeWx5b+63gfDfkWFJgyJ5KnR05htbmosTRRUDZ8UwFdRy3V3f4JiPktobJCxvrNYXAaqbhGH2XHnzWi6A+LGYFaYSmN3eamoaaBt+XoS4RDxsAGU9R06AsCAdRq3OcDLj32TfDzFzKsDTDzSRfr8LInTl0fRX1pn3noNIW9C0Ty0ttfg9PhZ4vAzUSgjz0W1WkoSRbUeEFiy5m7iCTs//9a/8aOv/T6//M5X2ff0wxzb/YxxvJMpBCCBjtVmwuw3JFBToSkGo6O0r6imkCuT600xUShx68dvp7rWTbikQFxj54c+y8zEED2nzyIIKpUmL6g6B5Sz/NvubzMS68Iv1xKfXJiISrKJrbvu5SNf+F/YnW5Wb9vJ9fc+OB81DQbF/mIwAIAvUMN9v/nHaKrKU9/9GlPjERyOHOKcRMfjD+BweaiudZGM542Un8Y27v3clylk41jNx6moXdwRnRqP4XQoNLTWEA6lObnvRWqEFkr9WcatcaaLCj2HfsLDf/c/2PvLHzE9coTpYonsSJxMfwQ1V+Z8Ik9W18mE0uiaRt/pw0hCDpslzGjvmcs80i6CYYmZ80hmP3JKRiupLGvZZHwf2TSFggFqmSSjW1DUdGRBoqqyBXlOspBfZCIrg6pQCl2+uH+7/G90PI4kiThWV6OoEAgION1WrDVO0Az5rppPo8RD5MM5EqfPYFtyNbquUg7+lEz3Pl6uv4WsJc3GhgD3X3cDLzV+gJwmMv2zv0MpFMhOpxkWVZacO4ktn8VSyBF/6dukT71G+Om/RpRzCOYQumomXTaSibSzPST8VdQLBWpuXMq1LpHJmiYUyc6/nBgCdD7bl+Dq2SLdG7bzyl2foGwy01aRxd7ioy6hknG6ibtcZCjQ98u9XHBLoGscffMw6YHBRdfF4rfirbDx5umFkAzZa+WCWsKrKTiKEyiCCVeiFVUXOdd1lN0mHz+/MGqkXC6vwlxpZ3gqwXheQVAV9vYsdBwzJYVz4SSth/dx1cu/4OxsijfHwpglE1c1rGf/2FFeH9qPpotkymZEdJyWNg6MXSqVrKFYUDhzPIh2iRzzonT52ce7+PpXXueXj5yissrJWPNpGj2189sO9MyiqhqSKM2DXa8P7eeuxttJJ4qs29xIcDTO7HSKzsBSrmveyk/PPkOmmEVRFb5+8DvMZCN8ddeXeWDtfTjMdu7s3MWFyACqV6IUyWHyWjG5FzNbc8NdFGdGL7sX30up2YTx/dQtu8wzTNd1RuLvnPALRmJOZU0joijhq6yd//cLjHGsapget4Tf6qfC7mPv6efmExPfS6VP7wZRItd/fJ6JmR85i+x00vDABpo+uQ7xCpIZAJfHT1KDidQ007MTyLIJbXYUJTGLKIp4K6oIT41x4MWfUWs3UVdTi66WKcemebn/DfaGDWntZs9q4zrFSiDBDbfs4OrWLfzDLX+GVbaw31TG5F84b0vtEkrhCVInngY9jGBfjmR1UPOhL1OKJ4jsG8K1sgpbvXv+fOziBL5b6nA5XeQnOwjvHTJ84d4lefPSUvMZ1GyCwvh5ZGcRUZe4Zd1vIIkSSvRVUquuxhxoY+qpHrLDscuYKu/X+/WfXSvX1dJ3PvSevMPOd03j8dmob/IiigK5hPFcHzh3ORimqRpqoYxaVFCLyjsuOLQryOmjfbNklCTx8AHu+dg6fvfPd7Lz9s75BimAo82Htc7FVS4rllyZ6tuW4WjxgSRQJctU17kRBIGmNj/j75Io2dM1RUXAaJJcqTZc1cTEaJzwFZIaJUnE5bFSKCjc/5nNbLm2lUy6SCySXZSofc3OpZgtMkvaA3zu967lM1/cflkD8tKqcFlJFhTKJXXO2zHH1ESC7//LAfL5Mp/5wnaal1Qs2qaq1kW1WabktqDrOueP7yOtx3BJDjxOjYe+fD3rLgkZSHRNY/JZsTd7sdY6Kb7N2mDV+jpcHivf+fpb/PT7x+g+NUmgyonVZqgJcuNJJJtMcKaXsf5u0vokAbNEZDZjGLrXuq/4nWsllelnLlCXLJJNFeg+OUk4lKay2ml462oagiih5suoSolkqoSil0nMMaPNkoiaKWFtN57Lfl8K2VZHUiwiCFZsQhV0q9z3+f/JVIVEpqWSg+GzTKZCdF8YI5ezIacLqILEMks/zfoAJUXC6gCpXEBWRSJDIfSyhqPNj1Yukh08xVtSAZvgJyq4WWLJIwgCwbl7ItFZRblnEF1XMfmsVBRVQrkSdfevwuy1kRkaRq0PELOHEFSJyESKh3/8MJvo5MXyYfyBdRT9AXpOjiFaHOjlAlW7dtJ9agqnmKIi1EufXM+MN4Aow3jsELLTQticpnEmhuRzkV9di3s6SjkPadEKgkC6tgpTpkBs4BCCKNJ4/4ew1dZe4TtRaKysQ1EUgkGDyR8KhcgUCqyyWPFYbSSaa5j68R8R2/soANFolFi5jCDLNCkOTl8wwrUUp8EIrGwMIFqtjIyOkMykeHPsKHf6NuDPC5yd6WXwn/6Gri99kcHZQXw2D5vq1qCjMzoXXCSKAs1L/PSeCzEdTNKytALRLCPbjfvP5LFy26c2UCwqHNhjzGErd7Qiu8yEXupDVzUqtjejd46j1I2CpiObTiNoI5grJGSXGclpBl3H1Vl56eXAs864RvGeaUKxKKW0PufHZ6Lmjg50TSe8e5D40WmglnLmGNHJ44TDJ7G1rUV2V2Ly1SDYW0Ez5mqONh9KsoDstlB7TyepczMkT0/PSSWNxvPF4Cm16EWXd5IbPot3Qx2F6TSh5y9QmB7F2rjc+Pw3hgnvHsKzrpa6+1bOA1qSLLP1pvuob+0ksnsEySqjA5G3Rom8NUrs8AQmv42Kq00I+R8i2xdAcFEWca+uITHRT1h/CV1fPCbo6jigg26jnErNr6sstS7yk0lKoWHsS9bT0rmO0QtdFPM5ivkcIxe6qG1ehsVsY/LJ84z/pIvMgEGSSJ4NIXss2Fsr8G3/II0PfRvPljtJHHqabP8xqitaKUsllu+6FkHKkC22U3aYQNDxSNV07TPAzfSFMCg6oeIws2FjvTzeM4tolSknC8j2SXS9bl7dBRA/OsHUk+fJzh3LlepMdxcexY5Jl5mdMViofacPcWLv86y5ehdet5tSxLhnk2dClMJZZNMQIIGgUWNuZfR4F2O9Z/HIlYCKucKOs6Md1EHixyff0VLmv7LeB8N+RYXGh9CsJnxpHYfajlkUsUoioiBRU2olUNeCxWqn58RbFAs5JoJ2qqvy+Cr9rNh0LbJkx4kDS50LuWCiZckaBEGgcdlKZJOZkZ7TZJJxitMpMmQZss3gFH1oKZWxH54icT5ETznPYK5I9Mz0O06odE0jfT7MZvstCJpOYvoQhx99Aqdkpz9bZHomg2pV8Zpq0UTjQffaC6OkSlsYDS5hyaqt3Pebf8JVN3+QE288z8iFLvITSRRJQPJYDXZMhTERe+n463z94Hepa/DQaJdxSmaK1XasdgsWq0zGJCKmitQ2LGX5xmsITxogXsBcjyILnMkPUD9dICKGEHSBwz95gpngYnqyr6qOTDJOIZtZtCDSVI1f/OQkP/zXgzz8rcNMTSQA8PiruO83/wRREBnsGUQiQX1ru/FapdG9uUiVn52jwwfqmthwz6fJl67m8Bt75xlxM8EgxZKZZataCFS7SMeGkeISnfarSLqiZCvrMEk5PH43N93/G3zyD/8Olwsmc2VK4Syxw+OUPBZygL3agVRQGOjuYqzvDA75OKNnf8kLD/8zLzzyr/NdP5iLKU+mKGdH8FStoDBlHGelw/DcKmRTpJIpQMVmNiauJV2j1b6e9N4QJo8BPJRCcw93UUBXAdlMIdjPUDBB6ZIJv2iWkRym+US9od4wzUsqiATsCIJOY60hUbJUGv8d6B5kuseQ9uaCSbRSidSFGRBbUWKDZAJbOe0L0GXr4Rvf/jIjD32BpccP8MSSD1EKjzH71LcJmqFichRzuYgA7LzwIrbwIJW3fx6tXIDCzygVx6gwKRw9PkQ5laY8PQ26jqlsnJdSSmJLRzjf0U5JNvFbAQt+5Si7HDK/7RfwxcIoJgu54VG8G+toKBi+ewm3l4JUYihfRi0nae/bT7iukQt/9Tfkp417tKSonHz5Uda25njr9ALQNOWUyIkC2557jMb4CNOOerQaLzFzACdxWkd6Ga+sJt1mQxAFrLUuDsfjVIcG6Og7wLGZFLl0gujeRzg5NoWu6aw2a2xdv5z2nlP8vHuUickZrm3Zymw2yi97XmJtnSHNXnKhCx0/J6fOkS0ZHaWaekMC88IvzvIvf7Wb157r4dVnz/PPf7mbx757lInRONt2tPHQH1/PXb+2nJyQocFtdDQ7VtVQyJcZGzIGwM7AUnYtuZYl/mbqCq1IssjN96zA4TRzcs5s9YG1H0DRVB7Z/wLfOPQwF8JD/OE1n6fFt+AHt7luLdWOSkYwrqXtEknKxYq8/F0SB58EIJspEg2/c1LQ20vJJBBtLkwVdZfJJC+EB/jya19lNP7uCZhtKzdQ07wUSV6QRPdHR2iTOnihwULXZIJtlR0cDfcSPfbCezourVQgfe4tvFfdg7mqidgbjxkBAiNnsbWuQTLLyK53lru7A7Wk54biVCqG1WxCEEArZFDzGbyVNfSeOkghl2G5pYB9qSHLDAV7+EnXk6xbaoBgF5nDxZkMopgit+f7qNkkFtnMzpo1HHdbKbkXFqjmmjbQNVLHXsBaY6E4nUfXdUwVDUiBz6CrCs7WhYlTfvQs1oYOqtYspeYWP0L5FdC1+eCM91Ll6Nz3I0qUggdBFCiOprHWlDliK/K30S4mnj9PKV6g7r6ViOYrA4jv1/v1n1Ur1tZRKqoMXnh3r0BN1bjQPT2fuJiKhYnNToIgE5lcHJSk6zpd/3iQ4W8cZfjfjjD8b0eYfvbCZfvsOz/D3/3pKxzbPzI/t8vnSsT7QySUEFZTgjUb66/oPSUIAhXXNCPp0JspoHgsCJKI6rZQbZHnwa2mVj+T44nLfNFCk0mef+LMfMr3OwHPHauqsTvMnDp65Q7+vR9fz2d/5xo6VhrzrIk54O0iMwyMRPHf+bOd3PWRtYt8yd6pHKJIRlEZGYxgrrCj5RV++q3DeLw2Pvul7VRfgYlqLqpYJZGYrjM9OkAiHKJu4xYA8qMXECVx/hyVbIlMfxTPOuO7tNTM+f5EFxgbFquJh/74Bu6+fy2ZVIGRgQgNLQvPuvx4Alujl3h42pjLT5/EIoq45qSbAZ+N0e+fYObVgUWLvfC+YeNZrcOazioO7h0yPN7m/Hv1OQN9JVdCUUoUihqh4gyqbtwDZllESRUpFHPIoorHnaWYdBCVjMgjn1RFfixBbCjMYKOJW+78FH6rl1/2vMyRU72AgJwsEDFVU2hah2MyijLrRJbBKhrnP9jbh+yyYK6009f1MpSLDHs9XC2vIeluRJgZQCvmmYrlCHisLL1hJ5KqMXb0APYmL/UBOyVNZ+Cpf2fyh39EYbKfdJUTs09DlASOHj2KpmlkxhNkTSWGTAVcSiVTtiTn6zUKJoG3iiqFfJmNnm7yupkRqRpJbsDqB1dfkGwmQzIfxT49CctMuLaYke1WktMSJ+rGaFjSSNFWRBcE8uM9RHOLAeHIy98l9sZjAMQOT5B9JYjb7WZ42AA4+vr6sNvtXP3lP2Tj1dtw9O9FzSZIn32DZDzGz3/+c5785S/R6upo130MDBl2IM65cKy2ziqorUYfe42Dz3yPXCHLsp8d4Y6TRc6FLpAdHELJaai9x1hW0UqDpw6TKC/yDWtdWsnMVApdNzzE3l5ur42rr1/CkbdGSMRyiGaJmts7KM5kCP6sm/RQiIzlHHlbP67lAdRUPwJgq42ipEugatgaPfPywYslO8yYA3a0RInWwS209G4lFbcimkrYGj24VlZdkjYpoFmMxmHZrGNavmHuPtbRNR9adpByPIRjiR81r1B793J0HaIHx0EUEC3SfOJhMZQBUQchAIKV9PlBHG1+au7qJDsUQ5M+gOxdxtQzPSROTRHYuYSqOeb6pbV84zVcv+EB8hNJfJvroazR+PE1LP3dq1n6u1dTd89yvJvXIZqsZPsW+2551taQS71O9B9eIdF7ZNFrSjRrnG9JR7fsIjv3uq3WRTleQMeErXUtLZ1rScZm+d5fPsT3/vIhxvrO0tK5luxQDDVXxlrrYvrZC0QPjpHpi+BZXbMgx7Q68N/wCSSnn9L0sJFu3ljLmu27yJX7eWFM5JHvHMUUsFNvqeLskX0ko2Hix4KUPEUEh8RQrwGcRxJ5g+Wn6miFWQRJIdllzM+1kkLi9DSCJBB+YwTtHZpBM+cmUAQVVdbxBs14Kqo5+PITyGYLW3bdg6mynnI0iFpUiB4cw72qGq1QBFHDUllGR8M54Wbk/GkClipESx5BEpE9ASRTD0pGnwdB/zvrfTDsV9T02ABJyYKtpFFraUa0m0AARdNoMi9n4rEzLGvazPjAOUwWJ7mCC0k9T8OS5UiSTGtVK4IgEHbqCAg0ViwHQDaZaVq2iuGeU3Qf2YNT9hOzZhHEIqImsGX5PeiqyNNTKc5FQ0zkZ5HKGgP7j13xOEPjQ5jKZkQEauwz9J3cTZN1BUVzgWg5z1DvJEkljNfcDAjcdt8q/sf/vplPfv4qNN1E88qbqWtpZ+OO22ldvo7dT3yP9GiUlCjMdyNNbiuIAtlwkmg+znBslGarSqKs0nHtJZT1ChuCbpgvb9r5QXQMkKnS3ECUAtHJUariGuX2GlSvRo2ljb7Thxadz+TwBbKpOMM9p+ZTO3Vd58UnuxnqDbPzjk4KuTLf/+cDPP3T05SKCi5vBff+xpdRVAfF7PQ8M8xqN+jKlQEnoiTM094BTgxOAwK5hG+eEXdkz34A1m3bSKDaRZV5hrXuGyl5SnTN7iE0lWXFhnZuf+ALdKzfhsdfxd0PPsj0XPe3HC8wpqo0tPjwt/hxSyJnjhxB10XipTtZ/eHf5FyriYnBc7zx9MPzk2CP34ZJHwVUahvXzvt0hWdiCJKEUiqRSeUwm3UkyRi8yhqUdInibBa9NCdvzRsAm8lrBR0stZ0khs7z+//8Js/tX8wQM/tslOIFymWVsaEoSzsD9I3FMTlz1HqMQV00S6geiW9n8uw+c5qiZOVs8xqKZiuZ/mkE5w7cm+/koLQWKW8Miocqc2i/fh/XresgpTvoqryJwsgBdO0YnT0nEW02JJvMKm2AM/416Cuup/5Tf40qwo5SNysze8mKDgrb78ZUKrK07yyhXJq+vj66Js6RKD1HpvAsW8vdWLsfRlS7EArP0bmkgTuf+TEuyU5mYABLtR2vy40zNcPZxiA9gSBjlQH8sSCiriEW4mgeLz3/668pJ5MMH3iea4N76YydJFEsc34kiq7rnJocw5rL4pkN0ZoeZdJWx49rJMY9DSyJ9LN6WsOZTrA3YwBMQrWDczYJf3wKBB1bOsyFvc+QPPwMwuvfpjY4TMe9d9Ly4Cd5cNcWbPksT7x5kuWBpVTYfJTUMrWuFViLeTp6TqMiogt+jgYNMFIQBB787W382pe207m6lrMng/OLms/+zjU89MfXs+OWdioCToIpY/BrcBsgeE29G4/PRt+5hZSej3beyh9ueoCRvijNbRVYbSbWbWnk7Mkg5ZKK1+Zhl+M2Zl+2M3awyBev+jQrq9rnty+XskyO9HF9xQ5OJcfJKCq2Rjf5coHXBt8kVcyglYsoiVlKs+Pous4vHj7Jo985+p78ucDwDJOcXkzeapTErLFomKvhOVbYYOzdo5o333g3H/jcl+f/X1EVhmNjmMrGImcqW2DVaJCcJHI2MvROu1lUmZ6D6KUCrvU34bv+ExTGz5M5v5/SzAi2ljW/cnt3VQOKZgzFSj6PrJeRnMZCUknM4q2sBl1nw7W3YC1nMVe3Ijl9vDpxDIts4Z5Nt4OwAIYVppLohRFQFdLdRkrXDkc9qiCwP7kQhGCuagJRQrQ68W5ej5IpUY7nmXllgFJCxOI5TfLw43OTWpXC2Hlsrcb52JpWIDKAf1OcwC4jHakUnSR99o15+eaVyuggCrjX7SJzbi+WgAFU69n9DFdWcnN8HcXRFLV3d76nRM/36/36f63KKifVdW56zrw78350KEous5C4ONp7BlGSqG3dTLkwTSG/YEUQ7AvjEgSCMhxM5BgolMgMxiini/PviYYzPPfT0yz32HjtmfO8/NQ5VEXj2UdP4BQtZOU0+WyadOKdu/aWeifB6gnOZArzYF5SEqgyy5hkAzxpbPWjKhpTc6mK0XCGH3/zEN/9x/0M9Ya57uZlbN+59B0/Q5Yl1m5u4OyJIMXCYja7ruuMDUVJxhdApPHhGF6/Hbfn/04OD0C+jGaWGOiZ4Vy/ITNr8U9y78eW4nRfOYAlP5FEA4KpPOePv4nHX4XgaaKglcgHwxTzC8eYPBtCEAXccwCe9aLvzyXsN13XyZ6bpbGkcd+WJj61cxnbV9Wi6zpqUaEwncbe7CEenqZ97VY8bTXouk7ALCPJIoXjk2h5hdS5GUIv9nHh+AH6XjtE6uwMFde2ALBueRWxSJapiSSBi2FWmoogShRTRZRyEU0QGclnMVsMENFiM1FOFylksvjsxj0XGVJIacb5uWU3jiV+cgdC3B7fQOWUhXuW38zB8eOERrI02MvIxRJSdQVSRwVZp4/aqW7kVB6n3fh+J0JBHG0+Tk2f4/zhX5Cw2fnMVb/N1Pgk9VfdCqpCduAEoUyRhnoPWzbuJOGWGXxzN7aaaQLlHyFRZiIioZXLuGsS6OY4jRU1VNVZCIXHWLt2Lfl8nq3W1RyZyjCTd5Mt5CjsvIqxT+3g5Ikg7XVJGoR++qRGBNnMrgc/guCXMRUVXvnJj/HPRhA0FaHDiWwW0NoEyhGV6miRYc5iMkHR5cWaLfC9V/6F5158nunpafS5sTFx5FnKiRlDLpgp0VzXxMiIAUz39/dTXV3N66+/Tq2epEkNk23ajJZPs/+J72E2m7FarQw21lJXsnK9bxUAx2UjEXw4kyTX4KBST9Mwe4adKR9KJIYvmCI7cp5S2vjuWofGWOZrQRYlmrz1i03059JSvX7bFcPUAK6+YQluU4lTf/RnFMMRrLUu6j+0CgSYeGsvulZGM2Wxr5LRCgaYoxcGsDVIaKnXsDdfueHkXV9LsKBgTXuxFB0UMlWYK1XDgL7Ze9GBBsEkIi9rBVVDLKlkJOM3pKSK6IqAICdJn3kDW70b0SKR6Y8w81I/5go7vs31aCXVuP5FhcJsBlHKgmAFdPKTRXRdx9VRibszDKKbqWdC5CeS1H1wJd71l7P8AIrhLNH9o3g31aMWjfnIRcDtYokmC7a2teQvCQwCKOozKIPTaEWY/NG3UfMLQE0paZx04MY2dDpInZ9r7mnGOtLafAOyy0dz+2rufPB3ufUTD3HrJx7i9k9+kTXbdpI8O2N8P/evwndVI7HDE+iqhnvV5T5elppWiqERg03ntZKMpdgdNqw2YtEcIVnCbW5AFnSOPvILyokCIWkEt7+J4HicJp+NvKYjd1Qi2UwoaQfW6gLx7ml+ePRnDB/uRSsquNfUoGSLxI9e3kieyUSoC7uQdQlJEwkoHhzORnRN4+pbP0y0nOaXdp1kJEjyTAitpOLbWota9mP2gLXWgYCIXXBhnbbhlnyYXMY1FAQBe70XW9VRLFXOyz77v7reB8PepdKpHMPDNlxpGbBTY3Eh201Yqp2MlQoUtRxKqUh9dCnt+iZkWljaWUkmPkptaztjiSAtVZ3k1QyHTp+koGVxsdAta12xntDEMN1H9uIw+VFSs0gDA+jo6HGZqKJx+0fX8j///gFu/NR2cqrGyL4BXnr03xalJwL0nz2Ky2yAFwE5yqb1dxEwN5LzpjCJcfrPjTKVCOLAzPbrl7B5ewt2p5mWJRU4XRYGegymhSCK7Prw53DYvZTDOWbL5XmTVEEUUJxQUXZhkS0cObqbGrODuBXa2hf8cNwNHkq6Tj6YIpXQkIQsNsGNQ/IwEh1nzUARxW7mgi1NxpagwlRHdW8DA/90kMF/PkR2JE5f1xHsLi+qUmbovDG4vPlqP6ePTXDXR9ay/cal/MbvX8udH17NhbPT7HvVMCvUsaHrGgJlxvrOIggimqpSUIrM5MNUVjmZnV6I357sS3B7wEmVOcDRvfvoPXWIod5xJEnHFbCQjo+yxbMJ1SJQsauZQi5NNDR2GcW/stqPaJVI6gWyapKTg9NQniAcH8AqiYRHB9AFJ4Jo5ZeTL2FtqKOv0UTvyQMc2/0Msdkpuvf/BId8hqLaQIXdA5rOqHmW7HSChFVDAMplDZfbhiQaYJiq66SdZaO78rZkq4uLSUtNO7mJXjRd50j34gm/yWejHM8zNhRFUTSWdAboG4uh26IE7AsyhHNClLLJzOpwLxHRy7FtN/HqPZ+mEFOxtS7F0nQnwy47plyQupTAyup2fqp1U3HHLlb1nua1hvUULFfRmtzPBnsflVtX4euwIiDwRu2NnByeQvYEGKnehZZSaayZpM40wfm4hXLAyfL+M5TR+c7+R+gJTOJL5GkvmFk1+ga6LFP1gd+nODVA5vTz+LduxrN6C7pSJjs8jLTURULdR1EqUpY1eu1pnOkIFh1cmQi5TzyAks0w+oN/Qz70GEVBpi4zQeUSL2+eCjL6k0fpM5toGu3j9ebtyLKOazKOfegEpmgWu1DgpO5iY2iSHpOD2UyebkkFrYQu6DgcDqpmh8mPdCG4KmmI93Nj4jietQawULVuDVvsAoMOP5lonHuW38zNS69jKpKnamqclmof5mKBVss6fC/k5/0GBEGgodnHbfet4g++chO//xe7uOXeldQ3eRd1+YOpEGbJRKXDP79dx6pqLpyfoSuU4LunR3jj4I/pOfEDxoYiLO00fssbrmqiWFA43zXFUF+Y8b1lMOXxRxpY6V6x6D46uvtJQgM/ZOLVMKWhFp4Pp9kzfoAvvfgXfP/kz3jy3IuUY9OATjk2zYUzQcaHYyTjeSIz760rpGYSyA4vsrcaXSnNe4gBjCcMSetw7N39BwRBWHRtRhLGZCStGhPCqEnAM5qiSRV5WU+gqr9aOpU+/Tq2tnWYvFXYl27E0tBJ5MVvA2BrWf0rt3d5/AgarMCOuayjqgU8W+4AjKCApvbVNC1bxeo1RsdVdlegVTWwPzfFriXXYrfYkN0WlFQRraRQThYRpDj2ZZtJn34dXdexpxNsyKm8OnoYZQ6sEmUzrtXX49/5SRxtVSDA9HO9pC+EqbmtncDNt1KcGiB18igj3zmKWjTNg2Gi2Yq1oYPC2FkEQUDNJgn99C8JP/8NJn/0JxSnr+y5Vo5OInurcG++HS2fxlKZxdnhpDDThVisYnumk3Otof8Q2+z9er/+X2vlujr6e2YWJR6+vc6/LXFxtPcM9a0dLN+wCVEo03N6IVl47ITxPNr+a5v5wB9ci2VVFbqus/9Ro3FXLCg88aMTLHNbWSnL3H1dG6eOjPONr71BfmwQQRBYc9tOAGYm3hmUj0xPcL7nNXwVIv09BhgWzJaQBIFMMEZBKVJT58ZskRgfjjEyGOEH/3KQbLrIhx/cyJf+9Eau3bVsPsmxVMgTCU3M/+XnkvA2b29B03SeebxrEcvp6FsjvPlqP794+CQzUymUcpnRocgiVtiVKl3MzDPx315aWUXNlfHUuTl1ZJw9+4bQATkbofvQa++4z/xYgqJNJjQVYbD7OCs2X0doMkESAY9YSfcRw09K13RSZ0K4VgSQrEbDVDRLmP12CqGFsagwlSa8Z4jUuRnS58NoY0miL/Uz8UgXsUPjoIO1wU08PI2vqo7rP/QgKTVDlVlhuc9GdiBK1S3LqL27k8xAlMSeSZQzOextPnxb6pGcZuwa8z5mF8GwUj6HDpRSRVSlgCjLzBateANG8IzVbkZJFclns3idZXJ5GwWziWLOYINYBBBkAT2rwkQTv/zlEPJAFVWFRkw5Oz7VaILZakUyiRGmq3eREOtw9k3TIuRRUYgVUziW+Nndv4+VuTJN628lODqBxWKhY/1WzDVLiJ/eT17TaWnxYZUtlJe3IPUMEt39Q2w1LTS1+oh5t+Lc9AD5CHSkJ7lxfBLZFgZdYseOHSxZsgRhTERSTBRSoBbNXF1/NXdc9QDrC7NsLDzNjFzJuFyJra4Dl89L1u8Fk4DefYH6SBSx2cF00U1ZcuHxlCm6RK7rylNpLqPqEtOKFzldZGkacq+8zrMP/4jd+x9DLxfQgO4X/pV44Qy55qMErD6SySQvvvgi6XSakZERLnSfIbPvJ2Rd9RzJ+8nbKvDFh7jnnnu45ZZbiEoSI7ksqy11mLwevnjvPYzUhzjZO0BlpbGucuazbAzksF3TgqBpbJxKos5ZQPuTCu2qsRRv9TURiY/Svf9v6T/xXfRiF5UBlfYOncmBl+k59I8MnPweSilLUSkxFBvDbJHZ6pjEEh7j6PeeRC2Xib7yFbxrUgjtUSwpK2K+RC5tGL5bm5ZTCo1gtp9D1M6QOvj35IYvD1ILVeXpSuepdZiQLBqhnIy9ybhHs4NRBJNxzLqqo/srkHMl3KZqYjNnUMq5+Wa+c9kSkideInn8BQM8PhaknMhTc3s79iYvetl4DuQnkoZUuZwAdGwNMppSS3lOgqfGz2LxGs9Ve7MXR4uP/Gg3yiXzwIsVeXME2WOl4ppmw6caQ9b89rK3rqUQ7EMrLgDl070vUZ5VQIBcsEDoyb9HV8topQJa0YFuVZFXerDWiJTz64kf3U3klX8AoYy17WbAWEe3dK5l6apNLF21ibYVG9Bzhg+fe001giBQeU0zNXd1Erih7Yo2E+bqVoqhYcqJAopF5rHvHEND4ANXVVBtljlxLoSuWdkgQ2WhnnR5nPGh/eRjhq/f8rnUytBUCtcKP5q+AqHCAmUNuStL6XgEdEiengZdIHZ0gnxw8TU6fuoYTs2G5DLT9Kl16Oh0ZFewbsttKPWV/Onuv2d/OcKRcorEiUncK6tAS4JYh6Xahr0pgCCIzGijtFhXI+PBXLnAQrTULUMJnwHhfZnk/2drbDjKN/92L7IwgyilaN96MyZdQsmUsDd7Eaq9WEQ76foEls1u3HIl1zi2sNxqdFaOFUf5w1f/BjUrEldC5DIZIgpMd4d5/AfH6Do2QVP7GgRAK6o4cJCXsghuKxk9hZAtkZMF1mxqQBAFli5vImEWqbc1MTU6wKuPf3ueUaGpKoPdx3GajAVElaODwGwdOXOa6dIIgWoL8ZhGqFiBKAhsWrmAQguiwLLlVfSfX5AdWWx2rl3/MXRdp3c2DvpCtyxsStGoB9hSvxbhQhxZkLnhM1uRLkn1qapzM1tUyIzGmQ4mkYQsNY5WNF1ltpSkd4mdrZ/8daZyYYKlQfqVk/RmjyKtMJKDYkfHGTp3glVbdlDX2kF/12G6jk3w1usD3Hh7J2s3GdIsURLZcFUz1+5axrH9I4RDacLTaSTBePj5qxtw+wOk4hH+7q1v8cev/C3eKiszczLJofA4zVk/HllmudOM4FrD7l98j7LqobrOw/eP/pTMG0F0HSLNFdS0LMFsdWASphfR5cFYZFfXuZmu8CBvbUDXTRTT/XR1GWkfLslMRcMmZLdGuBDjD6/5PNdfdy8jtTIn9j7P4//8Z2QSs6TLW8mqW4iGgxSFMhVr6ggoHnasudmQTiHjD3gRRcMXo6xnUAQLzo4Amd7FiVgX0faSswmrmmFDnUDfeJxockH6dBEMG+ydxeOzYXWamQxnwZmgyrkAhp2ymWmcnqLCXKCqKHD7sz8h5q/gfKACQRYYOx8i4XRQJkGrp56HtjxIvlzg4Z5n2dFai1wqsu+qO3nTtBVBACl/ApM5Qy7uxhuLcax3FIDk1CTJXg3Tkt/kupvaSZYcZOsa8M8EiVUmCTqj3Cgv46OHk3xqOkxGEnl11WqcK7ZTcdNnSJ14iYa7tlF3x60IkonIidN8r/AcRTGLw34HEhKaOg0CXLtyFSWTnXPdZ2i8/x5IniYs+zgvNeNV0vicBfafHOPsG4dIuz1YpiLcvd4LQFRRceQSZEoaggA5LcR1V6/BUsjzwokL7J+coWGiD1EQuOuuuzBpRaqzk5yv2MChqm00qsPkBhc6UtdvXYtiMnNw/wluXXY9n17/UUZzCnWpKO1ffIjq6TGknAdnycps74KX2aW/4ysllAIEU9PUu2oQhYXfaMeqGoZb7Hzz1DDJ1CwNwjQ2PYPZnGXJHBjmq3DQ1h7gwJ4BnvjxCZqbHNzveAaZMgefX2CoRmYzlPMjiCLccEOQytXdqGKZ3edHWFOznJuXXscbI4eIzxgAiarB7ud7aGxzYrKWGOwLX/G4315qNoHk9M1HQ19qoj+WNCZMV/IN2zN0gEPjJy7fXz7N2TOv0lKuITI3sYtYQbCv4pMdtzJpFtl94Z0XXwDFmVGKUwO41+8C5qRLNz6ArpQwVTYguyvedXuAotn43tanVMyKTskk4FpzA4LFjpKYoWHJcu7+tT+AnDFRkd2VHHdZKek6ty27HjBYu+VkYY7ZIOBY0ohn652UY1MUxnsox6a5QfQSzcc5MnFy/rMDd/427nW7EM0y1hoXpUiOyhtacXUGsLWsxta6lujBXtSsBpZ2LLVL5re1ta4hP3YeXSkz88w/oSklqj/0R6CpTP7oy0T3PnIZ668cmcRc2YC5sgFr43LU2G5MpuOEvD4a8pVkLEWe5SCK+r5x/vv1X1cr19VSLqkMvINUUlU1ei9JXCwVCwSHe+cWPCvQERg4Z8ikdE0nN5GkLIuY3RY8Phs7712FUOXAlijy428e4unHTpNM5FldaYzR3nSJT/zGVpSSQqNLQRHKNK5ZhdsXIDT+zmEekWkD/Hc50owMRCiXVUZn02iSwKFjh/nHg99FlEQamv2cPDzGY985Sl2jh8/+zjUsX1O7KI0RoOs7L3Piu8/ws3/5C372L3/BL7/zN8bx+e3c+7F19J2b4cBew59odDDC6y9cYMu1LVQGnDzx4xO89ovHmJlK0dDifcdjDqVneeiFP+OlgTeu+LqSMthzDSuqsNpM3PuJ9WADp+Slr+sw5VLxsm10zWi+Whrc5BJ9qKpKZV0z3ce6yFtEvKYqzhzcTblUJDMYRcmU8K5bzCqx1DgpXsIMS5yexuS10vKbm2n9zc20fn4z9fevQrSZSJycMhIohRxKuYQvUIvd6SZnylJrlVguibhWVBmJxcsqybSm8EkGw9e8wWVIMyvtlCI5GjZZUOQSordEKh4hGpogEppEyZVRlSJOq4mS7sFir0ECLB4rSrpIJp3F6yyRyQUou8FUyKLpOSxoZMeT9Ep5xgtlvKLIyYPjBM6sBnQsepCyxUVJTyNKZvz1G3g1diOpqhqqM2muKvVhVqMI5hiW4W4sqopr+dWMj4/T2NiIJEk4Oq+iFOxGRqG5w5gvtO24EZ9dQ8ulqLj5M7StaGB8JEZqZIJ0yMqRGg+1E8PY8+cppvzkcwobN24kGRGQKCOi0p5LMHXkp1x49K/Y4jhK2B9AXe5FL7voybj48hvnyPmasfl1qkKzWBJJxBVOghEnDY1XYS0raBsaqQkX2ay5cXqXMqs5EBWVVnOZxvFJqodGSJ84Tl4UeLXCiXusF83Wh+IJ0Td0Bl0wJJKyLPPRj36UzZYoFDL4b/kcqXSagbKLGi2B32GlubmZpR4Pgz4PsdlZZJ+PxPk423Sdz2zpRkoWyZVkFESEiQz6WhHrx1tZml0Y35KKgLffAKOWuGvYrhtjuCAITPa/yNYNBwi4XyUcPILNVUMuNUnvsW/w7YPf5k9e/xpHB46gnTmMLsnkTx/nx//6FvGZBKnhE+hDZ7H39eAaipCODADg6NxGOTpJtv8tXOt2YalbSujxvyJ+4Ml5tr2u67y+p5ucqrHBbqXBKzJeKCG1BAyJcV8EcVkFe2IZZvNl8tlZPC2baNj2adB1opPHKc5mkOwmKm76MM4V24ntfYT80DMAVFzbgiXgwFprMDJFq0xmIEo5UUDXBDClkFxlEP2kz3ejq4oBWmktiDaZ7GCMdM8koZ/9DbE9Dy/6HecmkuRGE1Rc04wgGAol2WkmH0xellxoa1sLukZ+1PB8zKenyRw+jq5AprUBJQepnh5Cz3+bcjyEJga4IE7xbO9r1Ny9FoDovjGsNa3YGioozhigmlosMvP6brRSCa2sMv5oF+F9wwgmCVfHAnHE1VGJd4PBNM6NJxj70al5uaKlpg01V0Arqbx2fJxstsRO16s072xjx70riBUVJkp5ss67cMkVXMh1k9VEkikHVXICnyxht8tMB5O42kXQp0j0CgxbZ9iW7kBG5nTdBF+texJ5rcdIHf5ZN8luAyx/6rFTxI8YiG3ldS1YKh1Y11Zi0mW8Y1W89cJuOtytrPM2k5dXoObL+LY0UJicBcGOrdmPrbUe9DJun5W8kEYQRMyBBZm8pX4ZWiFLObagUvnvqvfBsHcoSRKocJ7EJM4iX7WK5lIdM3ICraBga/RQu7YGVVfJjCYJC0H2J55itJTFERKoq+pk7+RxGqzVmJIQ1yOYxSAZGRyqQbF+7udnePS7XXiqN+CxGou71XfcStv1O8mWYog6iG9LXavZ0ohFENm47hNMDvfS32UYNk6O9FHMZJEVE2WtjF+oQLKbiDbFiIUn6VjTio6ZSMmHLgookdyi/S5bUU00nJ3379E1HWUoj6XVQ16V6T3+Mnuf+hHZbIohNUhA8bDWu4Tmcj1lh2LI8S6p6jo3syWFUihDaCJBs8NPm30dCT2CpucI1Hewrn4VkiASjk5ha/eQcScYSpzCv7WBQjCNRbHRvm4bHeu3ERy6wGvPnGDNpga237iEt9e269vw+m28/FQ35deHaHdYECWJj3zhK3Ss20Y4PIlnRORLwduYIcjsdBpd09l74jQtVivIItVmM1KpBm9lLaK5lsp6Jw3dZty6k8PFAcKJIoIo4vQtwSxNE6i+3Gy2utZNMJIjpTsxmSV+7ct/wsf+59+go+OUvUwErUTEGe7pvJl6dw33rbiVyrVrWR24k6s7PsIDf/BVREsLIJAJRyh4NVauNJgl1Z5WAzjFhAkFRJmSrgNp8jlwrwigpIuLftG2RsNX49io0SH4je12RFHg2PmFB4/ZZ0MrGX4pSzoC9M2xy0RHgiqH0bHs7ekn7KtkUyyOlkuhFh3UZHK09XdzoEpm+uhZeuJpUEsUTGVWDxXRT5zn11fcx4Hx44ysrWDFhdOcTuXx94+TmA0wvWIz0/Yq0kMJ1lh0hk0OfvfJt0gni+RtDp61mCmv2YTHpzFU6MTs0HFMTXNtYCO7Qjb8yyyINiev2pexe6qLQ+MncW+8Ffvy7YSf/wbp1DmyPi9dh19hJD/JPbNbcShuqhJOPMkZ0HVatmxC1M2IyRnyk2+hmE2cEFsRUoZBadtMF6rHwlub7kAuFakVK2hUZigJHqL+SlJShBlnBZpkpkEK0695WTvRz5GsxqQm4s7FMVnN/HjwKVb4ZSQ03rK1EdSbkLwdhJ74PyS7DDZBTcBHfT7FiXgeXdMYi6dRRJGV1VZKwVO0lgvM2B2kpCLJ0QjZeIKvPvYyBw5cDvK8vSZTIeo9iyf+vjoXxQorSwYmubt0EkQrqi5S35LBY86SPPEKuq6zcVsTsUiO2gYPt24pkhsu0mSe5K1wmd97+RH+bO/j7H3pFG5XlkDjdSilCKvsaWIbfbTl2vjiVZ/hwyvvQNM19gZPIFrs9Bc7SSbLeGtTWPwTDF54bwOhmk0gzTHDAMpxAwxTNZVgcpoaZ4Cx5OQiIEXTNV479zQPH/3RvMQUQNdUZn75D/QMH2V11k/UIiCrZeImEUVqZXnrJjam8vys91XSxXdmrqW7diM5vNiXbZr/N2vjclzrduFaZzA7uk9N8tzPLu+8XqzxsuG94Y/EsZYh77AjOTyYvNXz5wjMJbIKCA4P+0oR1mQK+OaCNEweAwxLn+8FXcG79VqsTSsx+WtJd+2mHJuiydfA2poVPN+3+4rSVP/VTQR2LcG3cSHhzXv1R1FLBiNBtHcgiAuSClvrGvRijtAv/pbC2Hmq7/sDHB1bqf+1v8O7/YMkDz9D6W1hCaVIEFOFsX/X+psojHaTPvsGE83/P/b+M0yys7z3hX9rrco5dXVX59w9PT05aEajGWkUkVAEBBiwjbHBAeNsb2fM3vYxtnHCGGQQGIEQKKIcRhpNzrlzzl1dXTmnlc6HGkvmyN77vd6zw3u9l+7P1dWrqp71rPv53//QTZPix9HgpiSXmYj/ZKjF+/V+/a+o5ZkxfvTVL2I2qzS2uBn9T1Il56bilIrvJi6uzIyhqQrt/VsxmS2YbUHiqzXQankxhRtAqXD1R6+98x4Nu5oJGCX0oszU2DoP3NWHlirj3haiEskTcph58KN+nLoTc6OjNmBr6fzvM8PCNTBMUBeRqyqjV8IU8lXw27BEdWaStaTiti4fmVSJ7Xta+fhndqGu5d5zMExPr+GVg7R7NvPwr/wJu29/kHQsQrVSZnb0Epfe+ho33tLEkdcnuXJuiWe+f5n2Lj933jfAw5/eSakoc+WKDRDQysuoRfk90iRVU/nauccoKxUurF5F13Vef+LrnH796XdeI18Hwxp7AvzOf72Twe1NVMQiTpMfuVpheui9ViHlSA6tqtK6q5mAd42q2sDLz8yg6C7SagJBFzFVLJw99SqZq2tYmlzvkeZYQk4qsVpqdnJ5hdxElIn4OV79/ldZmq4lOZtCdnKdaSbNFxlXzhCerykSfMFGlmfGiObGsYh2ZK2EfXdtECJXK1waeZVY8yqXi2+xtFgDTU0BO5V4gRH5GhPb3mQ0M87M8AUEdJLRMFpZQVcrSIIMKGRzJoxiLdm6nC2SzsaxWxU0oZFMbAVR05EpYpEMGO/sZmi9QqtNYr/Xzq9+YR8f/tR2ggEHIeMaltZaH+2t30RbTwhVFcg130C2M0hQy3GweI3IY/+F+9cSaC4/eBtZW1ujra0NAHv/HkStyqBtDvt1T9mNu2/F2gBZwYbJ30RHTwC5qrI0GcawP0Rfsw9NEum0JlEKblYWUoRCjWglB03GVUJehflKJz3JRZpKy2TagkjtTiwmjWZHgf6LV1DzecLuDmx+kDQN7BJRb4CirZM35nUEHfKN3WiSgcroIsHmzXz0878HgD5WG5gFExkai3k0Vyu//JlHkKxujNFFtFSVDTYnmlR7NjZ1teCnQEN2hll7D77mdsRKhoItgIBOfqyW/LxnYCNGWeZsKslqNsv8xATbNk6TL9ox5ksoUYWo6sKYL9G94xcxGkWkSu1/KHYzSdFGaeo8ciZGIDGMVRAwdt5Fz47PsuXgn9G19dP07foVttzyRTo2fYK+G36VfCXPttIS271NnHriW6iyTPcv/jyOappyZJmX8vcQnRzFupoiYh5ELJWprs4gugJYmvtr30elxOXMRtz3/Q6e/Q+TOvZDCuNn0HWNsbNfo7EyTaBRw2WQ6MNGRYMrKxmyI+sgCFyJ5YlWFE5m01QrSZyhjZhd9XgbNhNbPkM5mscctLOyJnNVPUDLL30VW6sFUX4Ja1MNZBFNBsxBO5LFUDOABzTNQvL8syw89giaXCA/HaUSmUdTHMhZE8HburD3+IkeOoKuyuTHTqPka6xIXddJnFzEXO/A0eOv2ccoGt7dzeiyRn4ly6vPDr8TBmL0NmDwNlCar/Vnkfkj6LMFdIOIqXUHOCRWY3WURo8RvXwSTQyyYkwwlZjH6LJja8ygSz0EPvg7WJvcFGaTTP/tSa79+peZ+do3GP2zL5MdjVCJ5ClMJ7F3eX/CB1XX9Xd6sdT5VaqJIpXrSglTQwcIbkqqxnI4y4GtAm5DHoPLT9/uFkLNbkYJc1adQg8Yadk5iK4bSKsh2hu8CFTwijHCS0mU7DoJXqekVWg01SHZjTh6fBw4eDeB5Y2cq5sneHfN9iT6xgyzR+YYuRwmn7KCRcR5fUAe2lOzQ1oTk9ye2cLDYzt4QDnA1sIgcl0Vk9dKaSUNuo69sxHJbEEQk3glLw0b6kDXKYff/fymuk4E+za0cvk9e/r/7nofDPtPKh8bx1IuYLUE2d10E+Jqlbgxhy6AtclF98YG4tU0hpyRk6ffpKL5mKlepqTnaBM3UZYr/G7fZ5AQmZNWMYpxdt7fhQDst1v42Yc3YzRKrK9GseFCRaOjv5+BgV3kDbXDnK3xJzXiPXtaKOk65QWNns27OfLii/zw0bM8/ugMEttrchVdqD0Q9pl5bu0YhWyKge193OK1c1ODDUvQTvk6M0rOVYi8NoVjKoFkEN+ZihZmEyi5Cub+muH2zptvZnroPE9948+J6klMFRHLfJqAsYVk83sn+F6/nYSqgqbTuppns20nulMjbJ1HpEST1IbNaKW/rptyNo3LF6Bv215mRy9harUji1X6/HvwBOrpHtyFjoiZFW67rfs/NHk1GCTuenCQ5GIaqaLSYnPhrWtEMhiIC0X0SpWD+lbcqh0tF6NaUUgliyyPJWk0G/HvbaFkVOiWrOy861cplSRkLc6WUidT5UtMGFVWVmu+HVW9AYks+XT8PdcRDLlIxPJMj0dpafdhMEoYzSZUo4JdqqNatSK5VD604QMAiILIL/X9FCEtCAmRLx37RwRbbSrQpvlp7enE5LchGESckg8BHU03oqyF0Yx2qpqOxVQlly1janBcN+m+bsJoNbzT7E1NZymaA5jTCwx2+jn778Awo9dKXlFJxot099dxeiiM2yUiWIrU2WpSh8PDc9iLebq1msdBYSWDdaCdGyPXqIhwIWRk3q7jik/SvC5jPjvK1N/9A+If/ROfuShx+pUnqPMX8EfD1MXWiN7QyT9WFvi+vbZ29nU2coucZqOcpXlphlJdPfMVhX+4MMtURx1p1Usy1EbfbJ4P776P0tIIRlMZw+abcJU9bAls4F8uPM43Hv1jxp85h1zUiL/yCNcaS/jXi3y2eBctZTP3PfttPvz6DI3rOXRgdmKOXaxxW/UqcmqNM6Z+1vzdeOJFNF2ksbhGly+H7LHQFF5k18ZtVKIzrItWDKU046E0rmYvScHGTu86F0cmubWnEYMs48gkqRgFxs3LjEan0CrT5AULIT3MhqyOXL0dQbSSPPxPaHKFcrnMrkYvy3VNrJy/wtC1KZoyS9QnjpE49G26KqBJEmesiwhrBb791OvMe+t5YS2PpusUsysUszXG2PmVq/zxW3/D8YUhXp+NEC520OB4Nw4cYDRSW8+VKKTL85TGskT0AA3BJOtP/SWJN76FkorQN9jAg5/Yysc/s4v4xBhvbHuQ43v3Eu/1Es9NMJMYImJaQSz3pcFaAAEAAElEQVTLOAsiJt92LG4Fm0sjYveQSZVwW1zsb7+BI7klqv5uhsvbGWguk0rH0VFYCdcOcv+jUvNpJIcH0WhGsnveMdGP5GPImsJeWyOKprCcfVcKvJBa5n6jgQ+ZvXz1zHcYj9Wmo8m3v09pdRJDnZf2agNJk0DzwjSaKJLUBDTFwT1ZBU1Teeryi5TCWeLza3z32Wf5k7/+Dp99/r/w2ed/jz+JXUAbvAlBMvzEtdZ98Jfx3HA/AMfHwxxSi/z1qUn++tgwX3nyEJXyu+yGyfwyugByuYqk6GTtNRq5wRP8Cfabkk0gOTxciIwSlwvsTxepxmqHYaPbzERinrGpWURDDlOwHbUo49x2B/nxM+Riaxi9Ie7tu4351DKT8drBXSlU35lE2ju872FLlBN2EAwI6giq7P8JEM0c6gKzh+LcCP7bfxZrW80zRZAMeG58CFk0UVmdfOf1/+YZZwzUwDB7/x5EiwNdrjBrNtAk+/A1B/Fa3VwKvzed7/16v/5nlzcYopBL88YPv8GGTQ3MjEeZn4n/xDrPZkqcePVNfJ7EO6b0C5PX8NaFcPuDAASbu1Eqa+QyRcYvreA1SBgxUprLMDN8AV3XsXf5EAwiDxzo4qd/eQ+eXBWj11KTybjMpK+EuXTkVTzGIN6eGujW0NpJLLyIqvzHTMnY2hKCIJBLzODxWTl1nbUlNVtoKHuoliukyhlu2N/BT//SHu7+0CCFsSjh58ZInnmXRavrOtGjsyi6jFSV8Dkbae2p3c+LU8O89dS3SK6vUl+Xprs/yEtPDWE0SnzoU9sQJRGv38Yd97Yi6FkchnOMHvsxk988zurTI0RGatekaRovTBxiOjnPLe17mYjPMj50lpnhCyxODr1zLUq2DAIYnOZ3+r1sNY7LFKCle4CxC8d+4hAJNYmkaJJIV6OUclH23nEXySToWIgkxxAMAkZHPXPnLlJayrxnnwPeSc0+/J1vcfZfn0XTVWy9HrKpBC9+5ys8/rd/wHe//FscfubbaHaVWH6Z4y89jihJ6LrOGz/8BrJfIkOW4fwxTrz2BACj549RLZfY8oG78HU1sTBRO3ibAzaUTIWryyMIosDltWGmh85jMplRNRVBUUGrUFFL2KQY8WgJoyBg8tuY09YwiDWmcKZgpZxep2oUkQ0KJtHEcz+8im5QMG++LhGbSuDyWCgkI9ilPPauGqvF37iLunoHVpsRWQmh+h2csbdwxLSJ6b0P8PVWP40/8+eEw2E0TaO1tTYYMfpCLCi9bDBfQKvWrkNen8Vsg+RKhbJcpqHJjdkssaxUoFvgxIqX86UbsFcKNIRElmbjXDm3jKqYaTSt4GqykNNcXKsfJLethTVHM0+Xb6cUEWjuSKE1dNGyMMmYMYRkB80uIm1ysZpwsxJsRk7UrsNuypFqrkddKFAZMqLkwOBvQl0uUfLZ0TUNWzzPbF5gYmoGGjdSvFCk+uQqemEZh7F27ppS54m98g1UZ4hR2cvc+DWMuWWy0TksnVvJDx8FwNncTNfkDHmblVxvF32tKQoFK0uzAkZUqlkox3TsVNBSBYJSJ3IRsIgYAxJORQRRZOHHf4mSD/NiscrCdRa4oEHuhe9THb6CcJ3ZP5pe45FEAlFycFDOsnUiz3yXE+f+G8FqQZOOcLvnZZxKhmjbFhYqW4gRxByOIwbqMAZqypqE2Mq5S1le+/EY3v0fxRRspTR3lcTqBcq5Jdqa19l9Y03q6BOM2A0wdSZK5mqEYoOdmeE5PtZ2mH5frQcpV2tqmbqWG6mUEuRzs5iDDo6+PsmZo3Ospc3UP/gFRMMK5fl3h4OWRhdatXZeBJXc7Hk0pYquaVTT15DTFkrz19CN25BsRhw9foJ3dCMo82BwIUgGcpdrCpzifIryavY6K0ygFM4iSAKuTfWIZonDr05w8fQib73ybpiJrXNrLeW8GCc1f55qVCHvrKPN60fqd2HLpMgrDlaHx5Ews2ZMMZdcRNVUGj7yIKLJSG48g2dHI8E7u7G2limtDeHo3kZ2dIi5b30Lg/96uFmihJwvoF3fz1emXmbywj9TTZUoLtQAvX+TahvcdQimeqLV2mtDtgQGdwBBlBAEgRsPdlIxZEGAuK3Avns/xuBNP4emQXt9M5aQC58eZmU2QjmyyIv1Jt5oGcZaMKAWZLw3tPDWixM4oyEuX5rHuSGAZ1etN7t6tDaASVRVXNub39mHjU4z1g4PrdYQzR8exLUxiGlcw6c5OG2t/aaVaBVBSHHm8kUuXbqEwVpEzklU0wXQsxRm82SGIyTOLLH4vTEU7SCi9T/2fvvfWe+DYf9JeeV69rjv52b7fbiPVEAHh2gl4yojGiVsdhNJsYJfCmLMFNANIbTKDKPZk7hkFx+23IIxqtVooj3taAL82dg3kQ0q1VgRphI8+PFOzNIyFqmTgq2KaJAIOYJULLVpfyH6k2wCURIRml04izIFeQfR7I0sza1jFiZpv04iM19PSTs1e4GCpbaASytxQhYjzQYzlWiBwkKK9eOzLH77EoXpBKX5FJvbvO9IJdOXa5OzvHRdvrNvHw//8h9TKGTwr9du2MpoBlEQOW2aoJjPks+kyGdSlAp5RFHAFLAji6AoKhcyr2LYZUfymhGFIj61xjja5OtGkFXsLi+9W/agyFUmrpxisTCCXw9RzBVYXy+hqo3s93ay/oNrxE8s1DbO/0f1bAiy8Xp6nUd0khRkDs0c55WV0xgEE7aMhGAQ2KnUorUvj4/TkQsiCQLOgSAM2Gmzmjj6cm2TbFhXyKpJvJubcAXtZBJlytUK8bgLQRDfaWig1uTVorSd6Doszibo6HlXHpVXUjjMtc98YHAbJsO7+vDyhdo0xKFZqVPdxLV1rEYNq2LC1uRGEIWa91dGw+RwoGHAnE2iGR1UNB2HXUPXIZetYL7ezEEt6lc0iFRMIl5BxNO5kfLKJHsGQwxNxyheN8I1eiysVRREQaCp3cvloQV66/IERQ8mg4l8Ns+IxcN2sYLBnADJjZzLwnYV5z4LG6+e4XKokUWXGWtmjmBKweB0sPPRR2j/2Z+mUXJx55ksDa+d545Xvo9skPiBbY7bu/aTckroJiPqWphPPHQ7m+osOAo5bvjI/fxRl4cHDj1F7+IlfFKKaWELLTkZx3oOoyGCbnORqA5jNujc6tzBxy9qbHl5gmKjn+mWLpw2nbsM7RgUDd/oKurlFxE1naTPz9Zr87iUEsKpb9Gev8KMq4c3TdtYdnXhTucwptZQCjo+JY+vFKHidrLNb8fokRD0OAnJRc5fY1dG/Xlwmgiq6xxsegutscxNZ1+ncekEOjobSgH+sP1jNGQTaH4LB5wjDPQ5aPuFfbj2/hJaOc7CU//Iv3zrMWJzUyAIHD1xlfjEFT4+/yOM/kYQDdRpGSzlIkVVYDx6meGWXrZWs6TtLs5eucLUxW8yefERSvl1Tly+QGG9l++Pyvx4fAlR6qCqBH/ifrk6F8YfW+PWPVUMZpiU21mUjTQsD6NkEyCIlJZGEUWBzTuamc4V+bpzF2tN7RzMrLLtlRPISgZNzVDnjWNdSJF64zu8Pa1QUKzcqR6n1GB6x6T/3t7byKByONmGjsiAZ4pUKoUoSkiWNAuz/7lJNNSAFK1SRLLX7nGDt55KOkw6OspiehVjxYr+dhJj1cJc8l2T+JnRU1gMGn5zhdv1XfzN8Ue4dv7HLF18heyu3dxplRADGTRRpH2udu/HbRKFmSReXyv3E2TDOTcrTwyRenYW81UnxvUgOzMH2KdZSRhFFhub/6NLfqdmRQ3FIiFUFITFeSYdft6+WPPv0HSNsdg0ktVCRhMRgKgo11IdvfU/kZqpZuNILj8vT7zFQF03TVWNarT2WUsGEXPrFcwd40j1ZpKnFll+4hqOwZtZw82rDFAwe9hcvwGX2cHVyAi6prP07R+y/tqZ//C6dU0nc3kNe6cLgzONLovI/y6WWxAlBPvHwfWL2DfdRaWYZG3ubdbmDnPl3FNcadjA2ty7Tee/ecaZrjfjotGMe88DWDbdwno8gUk1YKl3sCO0iUvhof+PgxXer/fr/9tyuLx84BO/QnhhinzqDNa6Zb7/yCke+ZtjnD4yy9OPXeIf//wNCvGjUDzKuTd/TGZsHdO0ifa+Le+8T8+mQWzWCpPn/hvm1ZrnV1HK4jOHOPzMd3jtiX/m0DP/gr3LR2U+SUvI9W6aoSjg3hIiOx5FjyuISFibaqzu+pYuVEUhHnmv/FvXNBJrNbsNTZVpaXeQiBUwmSWidVkkRNorQZYzYURRxyjGWJ4aJXpiDszXPWLC18GShTRCBlZMUzWvnKU03mDtgHLipR9gcrrIOSTGrp7ioU9sZfOOJj766Z3Y/10Knait4jBcwGkust16O5qiUtLzzL14gcf/9g945E9/kdfPPM8D/Xfy8U33I6gaJ1/5IYIgkIiscO30myiyjJyt1ICw67J/TdOIZZcxqEYGth1AXZO58ncvMfz4oXf2iOJSBmuLm/FLx3F6/LR2BnEZ3qalTUJXlqnYFVzmBprkVgSziL3nvfJ1c50dXdBRYhW6vTtwD4Y48KFP8vFf+xIf+twf0NDaRd+2G/nUb/8l93/mt3n4V/4Eg9GEpqq8+K9/h9FswbJ/E19pepG4FmFu7DIrs2NcOfE6vVv34PIGaO/fQmRxhlIhj+m6p6urZOGDvbexsDpNbHUBq82BJ9CChABqmbJWpMGqUq4oGK/3gysk8LgV8kUTyyvriJUsaZcB1SkgCnbK2QyZDbNUuyQQBbLXIhx7Y4pOWwwQ8Gw4SP8NX8Dp66p5j7Z7iaxZ0XWwShVSooMrySTmUDc2d5DFxUUcDgdebw3wGL68yvncThANJN54FF3XyVx4Fd3iwryqcm7oGKIo4DMlWKm08vabu8mObWEm389MrIuezmWunBnn6CsjgIDPFGcxXmPZCZqLqUgDz1QVLMki0SUdi7mCwRSjaXaapMVFTjDju8lKutlGTHdRMhrZGYmgCxJ+RwpHjwttrUxmJsPcN96iEHWipDTEbh+lOg+lqI4U6uXy5ctkMlkqGWp2FxeuUSoWCbY34Fu9RnZqmdiRCIH1GDMjlzFZrKiKQrWum0p4mvm5Scz1QVyZLG2zC1R9Ki5HmqmFegJ6GiQTcgHK6wolTKyffRUlNkM1J1DBQFJyIGVlyj4rwvoy1rAbbPWcvLhCoVhh5Tt/ihydJnX8SXRVZjG6wCPHv81AaBPjE23EriiYiwrRjVb+9PjfM9IIA4sFAlqRQneQhu176J57g/y8hlBVUeQSlZWaGuFyegObtgUZvRpm+NIqlrZNFBeGWRh7ldVwkKGUA3JX0RriCIJAnUMhEVYoZ8qcX82wIZjEmFtiUD8NBYUnH5shnSxid7dhtYcoW2fIGwWW5pIYjCIn355BkIyY2zZSnKuxQkeurDIazzMSzTGeL5NaG6ISnaDj0z9H8NZbKCyNoml1ZC4cQxc34N7cgCCJSFYDomEZTetAcm8hc+l1NKVK4uQilmYXtusy7fJqFnODE9EokXAYGZqJ097tZ3osyvpalkg+ht66ATkV4eKxbyMuZFEroLd24WzxY2pvQq/KyGoQa3mVkqISaKmnolZZzoSRzEacG4NkhiKIJglbh53wKz/CvXUL2Y88SN2tH6G0Mkx07psUtFNEj/6A8z/9aS7+8q+RGL5AdOkkhfQiiSvTqCaRsEmgdN3TWhAEREcr69Uq/qAdc3kdg/vdPr6u0YRokEEXWUiuIkkGkikLDU0ujKky1vZ6ug7eSlkxcuTK28xYDNx94wdo+GAfvj0tLCeLzE3FMdslhCU3y9kwdTd3UHdnF4slmaBJQgOSDuNP7JN1N7ZjVCTCz4xSiRYQjCIaKieUOfLVAnJWQjanuXjxImfOnEFwg66YqcRBkKI4evxE35ghdXYZZ18d7T+/A9P/QwX3f6LeB8P+k3JsDHAy/SyvBU7S+ulttP/CDhorXubM7x5Owu4CoiDRad2MM+Ci2d5LlQojlkW2rjRRXEpjbXFz1+57EXW4wdJOSqoh7dVogYm3TuCxhnALXnRXbcEZJAM+vfbAyS8sUcjVJgT/Jv3pPNCBWRSRFnPs67XRZRxhj7OZTttmEKDlk1tAhHw4RV/HIDqwPr6EaJbo+NwurK0u9IpK6twKWrNO22d3YKqz02U0sDSXJLEQp7ScwbMtRCZVQhQFHC4L3mAj0/1uFK12/UG9laKzSnLsGt/5i1/nu1/+Lb775d/i23/+BaKrC9Q3ung5muVQYpmksobbV0fFDIJYxFiqTV66zDW2SlIs4/LVEWrr4cwbz7BcmUAQRJ587km+//3j7PLvw4oVc4+T9MVVFr5zidzke5lZDluJvKoiCiIOQ5BHL/0Qs9OF39iEounkqioNspugJcv4q9+g22QCn4VcRaFtRy+6oBMoanTYTTRUXRSUNM2xbu7ZdhOCLvLDt9+kWNTxNXQxP3EVuVrh/OEX+OaXfoUnv/ZnKKXVfyNm0d5da7ZK+Szp4jomsQZw3jDwrvG4VlXJTycQzTXa6MPqAW4e3El3oKaptl6fQpvrHVTW8xgQ0XURjyyDyU5V0whZa6+d+fEohekEOVXjWL7EsUKZHx+dYblYZSDgwNUxQDW6yO5eN4qqc+k6C1CQBGYrMs11dkYWUgSdRZbb+5CEu7h4/hpHT19GlQzcsWsQoy2Bpgex99+IYiqgm2W2pUYxlcvIgoguR2nJi1j2NSMbC4Tuu4fNX/6/2PbtR1i4tZeYV+T0Ziu3997MZ3f8FO3+VvL1TvIztSlE6vJVdMC7bSv+3Tu5889+n3vssGNHgJTqJ9vYwvSX/xCTHcqdrSBAc4OJ8sUhjFNpen7z17nrr77K0VYnVcGGsTyCbLCSmjlC1WggPbCX1Y5uBB0GR4cxVTKcFvt4O3ArK4F+VpoH2OQwYZAMlGUD9XoFUVNoXbxCQctzfvY1BKCxbSfLQQFrRaO9soDFLyDKKmOLHtKxs3TfUsUTUmhKR9l+5Ar5v3sEp6xS8ZjJlwyUPBNIdiNnNQ8vF/fBwjnailMkIkv0JWYRzHEOpN8iJ/qoVu5DF5ox2iO0KSVirhDHdu2hW1PYIyXZtHyZRORITYtvdjN9+TuQNrE1O8v+oePc9dI3qF9bYjnybgqYputMllTa0lHqgmGqaiPHvBHc4SHMqTzOWx/GVN9OeWkcXdf50dgyX704iz8a5tPTx/jYJ+5nQ1MBTVJB0OnLzWLK5UmZfRxcOoT0yjxuU4ENnnmujNXYak3OIH0pE9E1Hzt6ZTKpdVy2Knt2tCOZi4wNv5sCqes6hcnz6P9O7qgWavvgmsHNYqaI0VNPUo8we/UxJi7P0zN8gJniZnpG9jM2XJM6qWUFw/oSGd2BiohgVvi58K18f+IKf9URIFMNU1TBEBinXVihIbyEtVomU2cleW4FjR1sWR3Eqdv4dvAtLu+OknEYMAgQHdLpGY4ykGlkJvefe54VClXydgnHapHW0Qg3PvsY7QuTvJ0ooWo6K5k1spU8Tm8dGa0fARd5SSFWTNZSMzMxivkS0+NR1rMRHrerTCcXuK//Toz+RnITo6iVCsOz8zjsJcyWKgnPAvmZJEqmgqaYiXl70QWR0fUcgiAwEOxldH2KwswKeu5lSuMv/YQp9jvXPp9CzpTx7e2i9Rd+BwR+wmBVTpdRCla0qpnISxOsTL3C2uwhIgvHqWZH6GnKMZeusWyyl96gsla7z/9NJgng3fchsnvvJlCusVjNQQfbGzcRycdYy63zfr1f/6urqaOPm+75GBMjl9GEPHc81IY/6ODyG1PEIzm2b1MRBZVt+z/AxSMvsfjaFeqlNkK8a9nQuWEj9U0WBBT87jSqruDe24ioS9S725kbucTi1DCOPj/VWJHYkfmfSDNMGiPomsbWwG0IBhFz0M7yzBi6riNKEuvL7/UNyySjyNUKG3bsA8DnqUlNgg0uxivz5KUSg/kQ82uzPPcv/xfPP/rXXPvRG2gllZORp8mqCRafuUIukSR+YoG0GsW9sQFzvYPiUhqTyYJkMFApFRB2DyK4GogvzqGpJR78xDZCzW50Xae8liM3GWfx/DhN5hZ2uO/EYDIzrByj5e7N1JlaENKgqQobFxUe6rkDn83DpqydSj7/DqB14qUn+N7f/B6J+WWMrndBtnQ8QrZS6/cM52G76w6QdazrdmKHZ2tpdOEspkYb00Pn2bBzPzPDF3B7DHz6V+8i0FBHtLJCCB8hSzdpSwzR8O7RJ5OIMjN8gUqlSFZJ0GHfglAB33W5uCAINHb0csdHP8v+e38KT6DWt9ocLjy+IE6Pn2IuzT2f+lXmixHcNg9rPhEEgZe/91UKuTTbb76HyfgsSl3tO1uaGsbks6KjM2js5N7e2wikVESDAYNowGuvMbDUcg6jaKHfU7sWXYCMUiAnlPC4qiQzNm7YPYCgycTcgNcCgpM92x1ELEvUOXyY6+3E82XmpuN0mSJIzmYMNid2d+s730FLu4/lhTyyYsLlECgYK5SiefoDtTW+tLREW1uNbRON5HjlmWECdXYM9XdTnDpP9uKrFCbO4ttzP5ooEPnxi8ROnCLgXERVBAzWFBb/AvXaHOOljdiVGUSDkVIFXMYs654gay2DWO0pYnE/Y1qBvL5Oy9wQcaMPg7me1pZVykoFsZxBtxswlqoszRaoWqx4jSJ1jgSizYOOiqu5gKDDjLRA4tL3iFxPEvV0mWhsDaGUIL4YI7Yepnh+GmOdC1+/gB4r0bk8zz3bt7F/sUBqVgeDQPvSItH5Sfq37cPu8rBaktEkieLrXyZx/jlMjRJtxTV6QwWSORMFQSGg5FB9XQhuN5ecAyyIQaSlq1TX56lUBKhqXMi2oacrZI5k0RUR49wltr2Z4NpFJye/8ofI8VlKOQ+CoBA/+gJPf/dv6J8q8MtbH2Z8RUa9lqbS6OZAyEJjJU79ll4sRR25JJCwmRm5cB45HsccT5B3etHWVkmdeZ6c5sbbWKa1/ln27ivy6nMjqP5e1EwMilkuFEzoXX14goMUgufQbAvkusdRdLhiFQmHsww25WrDWrMZ13QEqyTzyrPDCIKAw9qL4ogxupjA7jBx90ODzIxHmZu4ypo7RUKMcfn0KM89foULQ2uM5StMppMU584g1XVT/4FbaXrgftRSgXJ0Clm+EXQJ95bavScnVtEKCcT+HZQqG6imMlz67BeIn36JwHVWmK7rlFZzWJtcFPNVjs/EaTAb+OjPbMPiknjkiZf5tVf+lO9Hhlj0t2ARY2gzeXRRYPCevTj6WjGKjUitDoRECaeUY6q0xkd23ocoiEwnFmpramsItSiTn0ow98i30GWZiZ7dHHlmgWG9Hsu2DShDSQqnzqMaysz4dpIuaEz86V+hDxXRdUgtjzKKzrHFFGsLaeRslku/+Hlyc6tEyxU6ugM1Vr3nXTBsbm4WSTIg532EczEe/+ZppsfX6empQy3KWBoctG+rsXvfsjSySbCzvXEQZ28Az94W3nxxjPZuPx94YBB7zs/RoZqXbN5tIa9q9DqNuGxG5qZ+8qxtCTnp+NxOGu7tQ9N14oUqgi6wI9/NqcnzaFULy8YCgiBQqVSImK770MkGjI4qwbt6qLu1k/bP7SJ4exdKcgpNfq8P5P/ueh8M+08qvDRDQU3TMNCNOWBHLSkYFYmrTFNVZRRV4ap9mowSp8u2lYNqD4PWm9jnfgi7xQ5VnUokj7XZRX1LJ6H2HsyTqzQ56tGBuJTFseziBts9eI0G9OvUXF3TCSg2SlTwN0iszIyRKKb43Iu/z7H5s9ganUheCwNWM605C1ucN2OX3CguFXO9A2uDk5ytSrvWwG/c9Dlks4QWkbG1ezHYTQy11yREV8unOHTpUZ77zpcROgwYMxUcosDRF44g2A04evxkUiVcHguiKDCfWmKNHDs+/kkqeglRkNA8Ms1RheCOHdz36d/k3p/9DUxmK4uTQwQbXZRlDek6+Of2B0lTRqJCLllb+I7rCSqzlRow07dtL4pcJdTdQ6y+yOZYK1s1FwHRzljlNMuGSdo+swNz0E7kpQnk7Ls641QpgyWlk2rIk1dS3OS/kUfu+0v+7O7/QsjcxUS+zBvxHKquc7OniRZzL/UmC9YeP1//66M88egVRs0peuxmNjvNrCmLBKzNqOkqrflaYzZyscZykUNOVmYnePSvfotzh19gya2SKGd4+bG/xWc9h8VcItRUA6mmJ69SUDM4sfMLv3Ejgfp3fSpiR+ZA0wnc3IFgkshPJbjtrn52DTRg9FqRbDWA1Fxvp5osgaajI2Cq5hGMVkCgU2kHIJspE3pogDOVCi/mirwwHuHJNydJaCoNJgOW5j7QNezZBbqa3Zwdqa2D2ckYqYrCYL2TY1dWEINufMkw9nKOf4kpvF6UaM/GMI6/ihyfRZHrkXqcoIsIVSvuG9vYfeYQwcgyBadOY8CE0lVl8vw/M3T0v7Iw8iRGp5n7P/cHvHC7n8WtIT6z42MoisIGbzeLLpX8zGwtrnx2FqGhHqOrBgKaPB56fv1XKe9yY7BEmTJuxdGgUs5AxlRbVx5nidRYmNPtDzMvtTCdnGcpG+bywAY0m5mzLfcz3Hwbw4MbSFZGkIUscr8DPaeSXW6kvW4fnsQKyWArBkVmzy172fIPf8u5Li+SkMNl82AWdPLZAi5ljSpmSmULxWqenzda6TZKqNdNzAPpGEemBlhPldh4eoHWoVkEnxG1WEKpQt56kKmoDbkU4ejpM/zLK2PELRtYMW1gUFlgf3WUB1eeYk/uAlOePrj981ga/QjmLrTCPK2pNdL+IJrBjDK8jHfoB3ww/hpdqyPg20/nho8hjc/w0PKL7E+e4qB3njv/8LfpTqwyrxrIVmqA2GKmSEkyMlgHhcwS7p7NtAgxboxnyId8VFwmrK0DlJdGWcgUObwQ4wPGAre9+iR1N7RRLScJfOZDAARFAcdKlJK/hZNbfw5bJU/AKWOVQ+wSh1kXUpSKVZRMjOByP7KxjHOgihwysL0riVm+hCRJzC9Mv3NfVFYmWH/mryjOXELXdGbHzpNZX2DF1sQ/Lmj87dkp0k4/ZYsK6AjzKXTXGg8FX8VgTZA6YeOlJ69x7ntncThTLOTqqYRVms0rXHNZ+IXobfyXtjtxiiJB871kyk3cJp6GpnqsqQxLuspqoUo+GUBXfDTc38PvfPjX+PDeB4gnSuxoc+IzwjlpF86cjeW59yZYxotJspU8V+fjGJQ8HcYU8/Np7N397FxNkDZauLSWZCQ6SZ3qZpAbWKtsw8BNyAaBidgyOXsQNJXjbwzzw0fP8Vdqhlmq/Mrun2F7aBDBWs/CUydZfOZ5otEJdF1gcaYLDNOU5BpjrLiUJqyYMaEyMb9CuVxmMNjHTHKB5Ok3ENDQlXkKc+uUSzK5f7enZi6HsYScWELOmrdHvYPi8rspxrnJGCXAc1c3xXCc9Poo9R13cGWhjZnERlTNiuiB9Mw14q9/k/zEGSS7G8n6k36LI9Ep2tQgks2IwWFiU30/Rsn4vlTy/frfVptvvANvY80PRVFS3D7QwF0BJw/v66CQHKGtbyN77/oQe/d9BKvuICWvI48VOPfiyxw98jaCKFIfqvVwijVNXkrTsmMTgiTQ3VLzE1SqFTJibfiVn4jh3FBLM0xF1zj84rfJ2zKIFQlLg4Nyuchrj3+No88/RiDUyvrSe33D4ms1tlhjRx8ubx2iHsFokqhvdDGZmCWphNlS6qL48kUKuTQP/tzvscF/I/Z+L/f80q9RbMtDRWfqWyeoRgtM5S/QvmELtjYPpaUMV08eQlUU6hrbYUXlw5UPcJPnI4y/egpN0SjMJVn50TDLP7hG5KUJNijb2Oy8hYJUJXeLmWQuwrEzPyCjxBmoO8BSnYQkazz3jb8gsjSLezmNbIC6pnYA9n7gYZo6+8isRqkI7+5DsdUFCmoa0WrA5Lex4pvhdOZ5RvMnyVyNsPr0CLqqs16YR5Gr9G+7kZmRi3Rv3o0givRuuYFYehK99wRq4yRDK0eolt9luJ567Ule/+E3OPfmj8kqcSRFwtLofI+n2H9UqUSEDTv38/N//FXqGtuYTS6yr3Unpu520GGT+QBb229HsZv5v459jb+79BjeUDMLE9eoIJMw5Nho6sBn89CUFTHWhVCyZaqR2gFSyieodw1ikWv9ZKqq8r1vXUYqu7FaNJIZJ6Jasz3JWQSMdT4QTGzoEZBVGa/Fi9TgZLxYxSEJ2FnB3Dzwns/R0u6lWlGoqm4cLiOKUMZaNtEf6KJYLBKLxWhtbaVaUXjmsUtYHSJvtrzMV23DCJ2bSRz6DoLBiHvnXQhWC83DEab+9u9o6U1ywPUK2cYoJpfK3h4bqi4xN99Ee9sKOjothgWMFRMVs41gS5JE0otlcSegI4oRfubXf51Q+z6CdSmmBhtoKTyDqc6GVJZRKyBUc7QOX6Q4O0JxKUExaUCwG5AbghQmJ1lqb6e0nsHoAIOQx2SIY7CbqY/GaM1G0OMVHHfeR8sv/im2ZoHgYoTot/+ezDRU6m2YHm5EqsqEUllaejbS0rORSnGYctCFJZ0jd+JZfE0q/l6wlbNML/vRtQoBPcNatZ6JXieGThtX5XYkXUHRQVDArCnYxQqCrhMRvbxi3kRas7Hbu8jvG5+jR1ogkw/Q/6WvUy0aWH31afqH42wZSTPy+d/j1tkzBKoZnhb2YPLs5Barieb6HIIRCjmJZNJJYnydqsmIoOvE9ACCIlOev8ak3EdnzyImsxuf4wJ9PQu8fDiGDpSTNqb8k9zVvpf2wY9jcQQphS7Q11BH0Z5iZiFF70AQKTmNrWs75YEuBFVnp+kF5ifW+MJ3/pLjY7MgKawuTbJ1dwtbdjbj9lmYuPY6sipQ8diR0z9g300lfvfP7+RjvUFuKZ4CQeCs9wbSySLWpkb8e3ZTDF9EF5qxNhkpLM0y+sX/yvyjjyJXDDx9TmVNLxEfFamm4pSiIyjGWM02JBpBLVQxNzp46elr6ILATreZPzz8Zea81yDs5P7zRtyvXcLSaEKLqyhJlYLbSdOOHZgbG5AKdsQBG6WVNcpZAV1ZxG/00+ZuYjo5j64qGN1GrC1uVl94k/jJUzT+zKcZG5aRTUWmwhnErWW8veC93UflgyESrSHmNm9D2uKicjyMdiRH0RxhbKmmupqN5Umeu0Q5EiE7eY2epTdo8cjImeg7frkAs7OzdHV18pE7bkAQdfKFOKqi0xl0oBSTLD7+DU6ffRbZWKGFDn7j4K+987eXTi+SiBe48/4BNm5pRDBrjF+Ooes6F87PIhvLFB6Avu1NzExE38PSF6Saj5i+u5lTpShrrgg3V1tYnxhGExTmqhX6+/tpbW1lOlsGvSb9NHoNSBYD1oE6DHYTlfAMa098iWrsvczn/931Phj2n9Ts8jhlI2zvqjUypeUMSLBgirGYXuHa+jhJc4oz+RNcc8wyfEeWv2x4ipdd52grBt6VqwXsCILAzfd/qmZGmioiAH7ViVVyMG+OIAoCpVzt9dVEESMiOc8i9s4Y60sXOTp/hny1wGNXnyGdTKHlq9g3+hluGeJQ8jFeqzxLVq9g8lnJVfJMs0KP3oTFYCbgb8WtuhFaLMQLSV4eeoGKVqTs8zLw0MPous4rh74GFpGNXhMD1XrmggkESbwOhtXoi+dXr2E32djWvQtXSxAdnYvXXiDf6mOx3khb32ba+7fQ2NHL6twEweusJpdTwWy1Y7E5CCvZ6+agNUlULhUHSWQoWfOU6Brchclixdnex9HFMC4s9NrNHKkfxbepjcvHX+PYoccZ1mbQ0Zk5M/bO7/XG5cM4NAuhFi8xeQUSOl6rG4fZQZ2phaSiUlV1yl0+JEQ2OvYhIHBteRZN0xElkbFFidliBYMO4eIkRs2EucFB4coaHpsRT6YBwSlzpDqJgsq6qUJu/wa6br6NYy1lmm+9FUnI4BCPkEvH0TSNN8+9SFLKIiLgt7477awmS2SH1xEkAceGOqwtLnRZQ17OoiWKWBrfPTBargNouqqiIyKUU0gGM2Utz5z/MharEdOWBhxdPuI2I50mA9/91f38+i81EA0OoWXLZDU3adXL6rNf5WCnSHx9jExygVNvzxJ0W7AWZcaH50jW1SPJC2waVLhdSaNKIg+UL5C98Bql5jtI5yUqlkkMuTpMuXYUb5GOxUnufuF7FKwClg02bGITfbs/T6B5N+nYGCtTr/DmzHFUXSV3PRL6xRdfZOXSHCtunUo6xvy1l3Gkkjg2b3rPvXhy6TxF9zRJNUBUambM4cAsCUQVFQtJMteZhm+9NM7p4RG2mgwUDSlOV26lKtlImeuxqSWqWpFGqUS3NcX8oAVtfQntte+y5dpJtl44Rsv8BNbmRuz19aitrQhAqXqRsGOaVC5Fi55k2RBgrDTBpy0WrE6J8xMZLuRyRCQfG5Ul7ou9iPfZFaoplcBnHyB2Ux8A+XIdt977EbJmF9myRGLlKHfsbuW37xtkQWgh7Wgl2NTKJUM3TwTv46W2Bxjc0k/jAxto/pkHQVVovHoYUVVJjycJFYdRDRayoQDGeB7p9cdY+c6fICUL5Fv9aAfvQrTYiT7+RfaK84iqwvmlGuh8dWaZgBzHH0pjNLs5vzLFJ9ZzzFhNjAVbyMQm0aUWlEyMpZUlDKJA75k3MLhEYvIIs9e+z1ouCjrckqtiKFUJbb2Xhwth8itgcVVp7TlAuWpkZ/MIkyNrzFybJVVupn9wCSF3DYPbwHQ6gK6Wa2CvlGBqqTaByo+fpqhaOfHWNF//q1dJLj3N2NRrPNP5MN7IClIxz7iSRa5KpDJuAp3z1NWdoe6Oj9DiP8Za+whDF5YZK00iorG42sLI2ma8Yo5wncaQKY8QmcbmaMWR9DMs7yIvWzEdsIJqZLkqczxVYDhTRVBP4HbpBOw+1lazqKqOs3ySGzx2NPN1Ontcpaz85GTrr45/nceuPM3k1Dz3PvcoGw7/AFXT0HoO0izV0bg8xyvjyyiX0nxh7R4qJSuyDhnFitXi5NBCka+uiMiCgSuji0iWPDsibv685RZu6dhb8wlayIMO4bdP4PcmEAse7Mke4gkPxearGHwGVqeXKZUr3PHB+9E0jeHhYQaDveiqhrx2loroQ0Alee4U//pPp3j8kbPouk41UaS4mMa9PYSmKawvHsfcZKO8knmnMcpNxDiZL3HozCLWfSqgcvlclHw+zwc/eC+h1hvxu6qcP/4MAOH4AkZ/M1PnRxm+eI1MJoMsK4yGp+iiCXOwJhsyG0xsCvZxKTzE+/V+/a+s8lqOtRcnKC6msftqPl0LVyZJHF/A6LaQvrpKMbtKY1OK4RN/S3J4EQUZx8E6FLPCymSMS5ev8NYr38ZgBClbh27N4ekOIRklzA1OqpECbl/NgPjQk49gaq2tc8+2ENHVBV59/J9wun303nsjAJZmN1dOvIZT81GNlXC4fUT+HTOsmM9y9eQbrC/PY3d5sDlcBBpbiK8tcuM+FYN+CcPIPJPJE6TldbZbDnLffb+JNWEHWcO0wcnI02/Ts2cvgVs6cBn8JJQwZUuJulArtlYPalFm9MhR/A3NlAp5uqN1lAOQEJK4lpzMfe0s4efGQNdpeLCfZzpP8Fbye4y6z/L99pPMijH6t+9jZW4MvVPAUXVS37gZX30TmUSUZ77x5xhNZkyyTvPeG3F56ygVslS2dGExOFlcvEblOpsnurqI3eel6/N7aPrIIIKvRr+PS6sk66OUIzkkm5GR0eO09m4mnYhSymfp2XwDAN2bdmMOpNANVeS6eQz2IlPXzgKQzySZH7sCus7ohWM422p2Fu5t/2MPm1IhR7mQxxdsxGA0kS3niBUSdPnbuG3zHdjdHaybNKSch2feeg67yYbdZGPVWmVpapgLS1eIGNMEq25i4RlMhSpmqR7QMbXW1otezTEjzFOsq/U4D3x8C6KpgNuqo+uQTDsorq8hCgaqRrAFrqtKpicQBAvPz4g8phRYKlbZ4qkiUMDRt7X23v/ugNvY4kEUBTJ5Fza7hIkqRl3CpzlZWqoNe1paWnj56SGymRKVliHs5SoVuchfC1FkwUQldAOaCkKpwmiHlXN31CSpRxodOEsW2jZ2MPi5T9NrmmI21onVVkJAoNmwjHd0hg/XF+huiKLroBQFnPkgqy0mbDYb+ppOVRbZ7dG41WMhoRgQALvgwLW2QNvwRQwWKHXtYT7ahixLJKgntDLP0Pb9OFJ5xIAFKVNG0GIUujtwR6IEp8Lo7Q5eW57n9GSE4q3dSHaR5HASS1MjrrubMMv9aL0+vKslHCaB+pARt0fj9brb+Lutv0N01w6S29qR7WbMs0mMei9bmr0YBJXJNZViPou7cJXZgouk4CAr1SNoGgoie5K1YIZzrX7ONEf4C/kuVgseQs48aykz/6LvZfJfHyM1JVCYUbBVNYoOMymTFYtXx94q4vbJPPOmA9fqnaTnLVi8UImKpDIm4nXtjA8OULRZYT1Ltc5JRTfTuFVD1FS6uj5EU8/dtDbN0td/EcVmIVtaZXNJQXv6K+jlInXBbah2E12BFtKBFQRBpz+xjpqNk54wUBZyVH378MhpdvnP07y6ieZqN6pswO2M065lmfhv36Kpq4LbniKasXL+aieJuA+P/TxzZ59CtJeprq/gaa1DdDj5/iNnyWZKND30IGoxzcjyjyjGhxn54y9STaVIXhojfk1h+/RzGN9+EvdgH4GNgKoy/tRXGD/7j0xc+ztyvW9x/tqPia5Mce9HNxP3plkprfPz992NXdBpm43QP5VGf2EZ80gEOQ/rdXUkMzlEUcSkGBHb7Uh1AdLTEFLmuXh6kW5/OzPxeZYe+ROWvvEHWDvMJC+8jG/XDVxKeVCRae3K09e+hnk9gcUD5lwapxijpWOe/v5FCgPt1D/4MPJEDMUYweOzsmVbI4ulKrEzF1BCfoqDD2JV8uS/+RVKa1kM15lhuVyOSCRCd3c3bZvacegWmpp0fv8vP4B88TTJq0+QvnKF7DMv4w4a6bW0YvPU9pRSscqxQ1Ns29VCfaMLTcnRtcWLOexnan2B0athSnUx7ui9ie7+OjKpEtFwArlaeM8euDA9yS37L+DouIDSc4a+6SEyjS/Q0Rinuxk2b9rAejpPVlsBXcUcdHDl8gJ//SdvMD8dIzd8DMnhxdzQ8T/cb/9X1/tg2H9S1WY/8wM+On01KnFxKY2l0QWSwGxykVNLF2lxh/iVP/trPvS5n+a+wTtw+/zMNKbo/PlduDbWFm05XltAgVAr27behaAJGAIW1tQ5ZKGKR7k+fUrUJlWlcLZmiO2ssZC06hJH5k+zo3ETOjpDr5xDlzViw/OsDF2g0hVk/6c+i7kgMq+t8ebsCcKmJNaChKZo9Hs2o+saJ9URvnPlKVxZjVh1jY2VLiblBB/5pT+isaOb2exlWqWaAfuPSydJZuPEVi7hcgooqsKppYtsDw1iECU0v8ZKZZKOrdtpaL2N3Mt1TC0soykabc5NrC/O4Q/UQDSrpYzbV0dVlVmu1g67uVQCVdXIJuOYnW4Kkxa+8fgrnDm+QuPAZzn2ikI166JaZ8WwzcdxywjhNjsH7vskE6PnsUymEBCoDMd48cff4vihp1kfW0BHJ6/EyYpxtKJCNVYgfSGMiEhCqZm/h1UFlZr8qiSWGB1aoLHZxS/8xk1s2d/ASL7M25klGnxdCEaJxg9tRDRKbHFa0TVoa2niGx/9Crf+6u/xO7/xj/zh3b/Lz+/4OLd23cTTmQsc/Nwv4/S4+PG3/4Y/e/6/okaT+NprFPfqv/PbiR6eBVHA3OPn0a+e4nKq1vglzyxRiRawNrreea3Jb0OQBHRVRdMFwoIdg2SkrBUpVbK4vVay6dokNappNBgkyut5Xpp4i7ghBxpcenueI4W7yVeMDEx8i4darzBx6SkWZ+Ps2d/B1XiOenMBXZJYMS1S7wxw78YmfmfiBSxrQ8QMN/J6vMB4fQl8Mi7vAP7QdjS1inVXK2mnxGYNBKeR+rZbcHjaaeq5h8bOO0iuXeHY9GG2N25C0RTeunaMhYUF7BULCZ8Fww4Pqehx7HfXEdr7biof1Bh/I+uTNEeW8KpRruU2YzDVfPEm14uYDDpJZws9vW6CIScrb6vcZrZjWmkiXGpgu/U8ui7S6ZS5qU1ku7pApGLhxUEnlz6zlzODVuo0na2XT3LgyEtc+/0/YvWFl+iZkokOwa7DEW59c4UmYxGDVkYOdTHQEsEuiQxfy+CaKXFx6RpnjP2ckm5kddaEIEDTBpn87BQvjDQjmWE+JnLk0afZJLhYiTro9KX51G0+TB0uEkKBcsf92Ft/FpO4DVs2jjmVwmqUrv/+jWCwY7GrrB0LUxdZ5YClxqLT2+o5Vt7KkqOFaUsTr9hv55LTTbYwR/Cn/hhD/b0YyovcP/VjTo0tsjZ3GH/iR3zE+iZlNYa/+SZ6Lh5DMFp5y9vAjKpRyq+SuHp9PU1co5Qskbk2g2WbH9Ap5SMUVi5B2crGRI6sw8LFf32OY6cvoFQFTPXtZI4/QX5MJSglWVw6wYUrCxzYd5H+wDrTWjvnJutIj1SR89BiTiGh8M3TF1lJFRg+O4NNKtGRepkb6q8gCAJWU4Ft2ij3DZ/iwIkfE9IXGc304PX30GCpkqm7iz9Zc2Ow9zFgsfOhejed7WFW9SD3qGc4cPetVMsSG6ozXG42o9piiPMBSguniAoax9Z3YTZr3O16G90GPZbKdWmF+I4v1+piimyviyf6byUWKCKIKtWcH2fVwvDiu8B8NB9nMbNKfG6a1qe/haQpSJpOU/E8y3ERo6uRzWOXCVc1zKl64h1Vog01H8SyBlvLgyRKIsmqxsm6fYhCCosvjLXoxe6pyQSUfIH08DySFYT4GgHjOhYlRE+rl/HxfjSpSqnlMquJccxmEz09PfT393PlyhXcOY3bCwEELcVVzUMRO5G5C8TW88TW80RWsyROLmJwmnD2BlicPsvK5EtkzBdQ8lXkTJlKvEhqLU88V2F+Kk5enURT65iKhLnlppvx+Xw09h5E08BZrIGwFHOsCI28dOJ1Dh17i0cffZR//to3EM7Z8JcciAGF2PIZdF1ne8NGzHMj5ErvyjLfr/frf3ZJViNypkz4mVGiyzVZrqIIiH0mQg9toGpcY+M2N4JopVKKU9dVwjPYyMCeA3T/1B4SYgmbKuIwRsjmrVRSDnRznobNtebeWG/FVLKwee/t+Oubkatljo38kEpbhZee/Qee+tqXUBSZuz/1BRytfvKbDciNOlNnzrDDfRdbPbdSyKZJJ6Ik4zFUReG173+N86++wOj5o3jqagCeL9jE2uI0w6eeZWV+GH9aRUPlSuUY69oqqUPLpM6v4N4aYurt07Rq/Vx+5mXcWxpw7q1nNHcKq92JIIpYGp1oaATMzfRtuxEpJ1KveAjc2EZ6s8KJ9DNk6wvUP9RH48cHeaNyjsz8LKous2nvQQbr+xiJTnLTBz/OvT/7G2z/8L2sWJPcmtnE/nt/Ck1TCbW3YrHayLmMzBvy+EPNLC9N8+TQi1gEK/lqmmMvfh+AWHiR4HX2GEAqFsHi8CLLMkPzh2l4qB/LTjex8AKDu29meugcbn/wnb9xeb0EW0wUUi4SqpGuATdjF48BNXN7g9FM58B2NFXFv6Ud/75WnL2B/+66iRUSjM1eBcBbVwPOZq57VXb52tnTsp1O0ybmhXVmxFX2TbfzYWkrn2y+lQlDmkq5yNmhY6hukbI6weLIv+D2WWlXWkDSkOXasz9uVzA5G0kqGmaLgbomCcG2TGtLhlzJiCybyCfWMZodIAi4/TUwTFhcZIO6hWxVY15VEBxG+tpjgIitexPz6QK/9/YIs6na+cRokmhochFesyCIAl5FRUdn9NooS0tL+P1+VhcLjFwJc/tDfVwzzLF5usQnDufZ2rKfHyc/zI+m6vnBke+RcIqcvKkHvUlH00XUcitVSaWvvw/RYKCrPouAxshoLwaxiluMIxidSGsnUFURzSCgA83LXmYcVaqqzJtXDzGZsdAWTCBJcGW+jYog4XHkMFVirJo3sKh3Mb5iomPDQbTVLSwYuzAqMt0TY0iaSrmjDUsij4hOtNuHJsuIZZm1rb00tzYyevYt4hUzwgda8e3ajfvBOxGtKm8uWRgTvOiiwPS3vkq1MMLKQpFoXKeKibOJdrJZnUJzoKYu8M6xrdGJjIGMnMNi9+BvaKFXuMZxcRPDaU9tn2ntQFJUdMBmX0dDZesNMGRx8nbBwbBm4QNzJ0i8/ibx/kYcA+AasJPatQO520RXex5Hg84+5wxGaZbTiVViORWbH/RSlRviOdqnZyk5bCwN9CEsZMi3BIl09mB1JLEtxFHjYRo6bqVt40exWhQqDa005grcHM+gVYqsPfElTEUNNB2LSUeuj+PbsEZDXxkEEc11/bNYOlixbKBbn8KZX6e4bCGachMMJci88SKpK4cwXn0NX3id9sU5ZE1BSEpU13pI5y6RHH4KQQS7P8tPfXI7oljh2e8ew9rZhV4fILgYIXb4DVo+9jCb/+q/EdwG6fZeCq4Q46EDBD5zP6LXgMljwLRgpG/7LyPkbmY14cJqWuDGG64Sakgw7Y/i1u20zTvYoMcQdRXj7XVUSyK5sWqNGdcQ4NKlmmTQ6rMgyS4qB5uRzDak2RhDb12i09WOZX0JNT2Fkpln9elvIkgG5JbtDF1YRQmucUDpobl5HmMiz7xxExVdQl8o0NmQx2mTmV4KcmXaAjqI4Qy33uVl+752SqpGcmSIa+4SYSHARPc+BKtCchoqiVpfPjs7iyiKdHR0YHRZaDTVsbg8z5Ff+yXWDz1FqaGZ8wf8NMVk9rtPsLn0r8w8/Qco1RKvPjuComgcvLuPlamXGD7+F+zbZkJSjTz/5GW0ssiWnS1YjBbauwJIBpGx1/+Rs499CVl+124FoLg2hHN0lblzQdZP1qOcS5E5V8RkhEz4MKXwa7Qb8ojqKUT5Bxg9AV47dBmLucTTj58hP3oCY88NIPyfh6L+z1/B/4/Wrb0384f3/C6iIKJrOuWVLPY2L+3uZsZi01xcvcaNrTuRDBKiKGKUjHzx1t/kiwd/E6PdTP0HerF1eMmPv+sn09O0C1VXOLH+FMPpo7i21ONVHWiiQFAUSaxkSM+nyCgaJkcGQTbjcIGWTvBA/518pukhGqNO4vIKNtHFTH+An/74b7EntAO7ZuFw7CwvTx4m2NYIGlRjBdyKn7QS5YXZN7i4eg17zMiSJYFDs2AcLyOIInd/8lfJmDIIQFKu0jpcxxN/88fImdMUEqd5cfJNYoUE9/ffgVytcOzyD8gEE9z64Z/DtO7HoJh44rtnWXlpHMucmZChm2xymQ2bGzAaSrj9QeZTSxQN1ydReol0skg2HUfSPYRW+wmPFjl+YoxzFxeINczy0K8MsPFnd9Bx2wAPDXyAl6cOc0id4XSvhN9WM2C2Yyd8bZSrx19nS9SHYpHJpoawhCQEo0h+Oknq3DIVTaOsiNgcJibH1lgt14w67aEAFdmPSYwgSSL337+DUsMS6bKdBmsX9nYPBpsR7/42GkWRepOBk5NRphfzbAptwGG2v/Pbfmb7x2h2NfDPV5/AdXAvqVwCx/AytopOR2cvosXwjvl0NV2itJgGTed8JMt6OMvodBxF16nGi6DzE8wwQRIx1dkpKUZW5FamvNuxSiIZLUGpkMPjs7I4l6RYqhKO52n22phYnWImuUDBUmOsLI9G2H3HZhZbP01BM1M3t4w5u0xdxxiHLz/PinUCV0AkmI9xW3qNtlcfY/3JP0JQl1AGHua0UaA50IjVV0HXILRjF4FtHdg9bcib/cxt3cZmrwV1qYS38112V6B5N4oosc0o8Eu7PkWdzcfRsVO0t7dz28FbMRhsSIMulIUSQsDMWuEIX3j+d/nSkb/n7blTHJ47iaDDQNaKOz9JUqjHJbrQklUsyxr5nJmC5KGhw8GBD7UjVg1cvLqJ+elOjPYk/uocdjHHesSHPZ1FcVtZLkp4chony7O47rgFc5MZ86dbMd7sp1pNsfi9x7Gen0R2C1TaLXhzKvWFFSRPkLr6KEZZZfhKGuO6jCqKpI1VymIV28I0hkKVw5u3E627Ayk7zx+4X8ToAEuhyNcnRI6eShPJmMnJsDr9KqvRMBo6jlmN9MVVNkhNmEQr9eExrl64SmL1IivjL1HMyVi9YBZ0bm85g0iRvFunY/BhNjh7eMt3kNfr72TXQgLB0YWuq4SPnaWc6cYw8AD9lRmaslcIz7xOWPcTDrey5ZY/I3bmTfxVmUzcjS8iM1epUbVVVx5FcmNcn8SWSCIoMlKPF5PUgL9uD03yGncUypiqCmcCHhbrA4SDQdSdg9R98PPIyTX69FXGy+2EnEMMDFylajXyRnYPjRdtqKpAqS6Lx9ZGyBxDqIh44ss88uxh6oRl0jRgMDnwrV3BMrbOdLaJQesc1t0HqQuVUTWRy56NzBgdCAiYzGkKuR9w2reb/fltJDxR3NYs0biNDQcP0tgokFnN0ivNscE2R0U2oq3OI1YO8eHZ79KQDNO17dM4XDI3ipdpnn2e5vAJ8kLfO2DY1dUE2RYHmmhgpLpKne6mNdiNrglcuzr8zpq/FB4mmJTZ//w0ZbMFYZOEqx46Y/NE00ns7T7aqybq15e4Vr1MtclAMqYhCSkkdDwZJwPMskMZ5apvEMmawyhayTt0ZlZKzH39HJNf+R66qpFu7UUTRFjK464fwLshSL3gYmyih4KygL99hJ3dEZ58+7t09neirq1x9fO/xpbRCEXBithoJ2Jx4RIW2L+nCZvDxJXjc+SnE3j2tXD67BmGL79ZC+nIX0Wxxzn2r99j8rUTrKoKoihgNhcpZhdYWM6xUVUJFd0szyf5+784wlRBwqcV0RFwywpnInmadD8fEHZw560foFIwY7PkiKhrLMvPsjT+HE9ePE1dssrH1jMoudT/pCf6+/V+vbeMHgstn9pC4IEeiloZh24hIxQ4NfEsyexliu1nEfJezhyeoZJuQfVEqAZr/UPZpJCjxKC9DqdVZiVuZapSAAFka401mpLXMIs22to209w9gNliwxZ0cWbsCQxGM/d86gv89G9/GW9dA+fnL/PmyAm+98J36bHuRBRFbLgoR/LIrlZ++KMnOf7yDxGjArf4fwqDYiS6MsfyzCizIxfRVIWbH/hpnPccpOAyEWxqp+/2OxlJH0YLSQiSiNqqY07U/EvtFRdn3ngGS5+TkpYlFQ2TXF9lbXmalByho34rwaY2Wkz9pIw5Gnqa+cD+D1PUs5weeoKXT36H33vjL3h97BU6qmYEUaS9fzOD9f3MpZZQRGjv38JyNsyrzovYc0bU42U2te+hta2Ax13CtXUTl8PDeIONRMML9FvaEBAw9DYxdfUs00PniYUXqWtsA0BVFSLLc5ScrRRdXRQEJ8vpGabC57G7PDR3bWB25GKNFabrzI9fZWX+OAaDwNT0Mkv2VgxGsFvjRJbmGD1/lN6te1hfnsNktjJ68W18e1sRpP/+0ehb5x7j5QtPIwgCnkBNujSbXMBhslNvD6As5TFotaFdTEmCquAakrj61BPsTNiQJUjNz9LQ7KboHwIdevrrCck+FFFFqYgoqsxyvZlVZZZYLk2o2c3k5CR2uw2HI0kyZ0LXJGLpKJKrNlT3+nwgQNrSwgdXT/KRhWHEqkpL/TrV+UO4996PaLby0vQa6YrMt6/NU1Zqg5j6JgfxqBNNhQaLTN5YYmZxlqWlJVqaW3jr5WsIosxU+gSaoLOzOoiQTnNDrpuqbkEs2DkRXuLxD/ooq+tsqRgQZTuOok7YmebElbcBmJKLDFhGUBQjIesaqstExq1itZdZWG1A6fIA4Ei6qEo6Zxcu8KZ1jVTZhiILzE8VySqtDOlb6dMK6PoOovYuzhRugmwJiyAjN23CXVqnaHDSP3YJDYGO+hCCpqIi0B0MU2gNIe3wMGPsJHLtKFIxRionYagXGQ9sYyF5hVjcSylrpSokWa1rQJtIE52zs5Z24U7Oo1ZXuKCf46lCgbeuWRgqbcMePk5++Ch5WxCTFMHs6ODOj30Ou1BAzcqYS2UUSWLg5z9J6tatZO0imytBWoshxOQwlDNI8SYG5jLYKPKjtjsYtiosmV14DHncuVUGlSVGqj3MVbrpUuIoKsSFBH1qGWtrCGtTI/mReQxymYpRIW2zoSIhGXy4AkV8oR3YJTeV9ZpXa6BpF5sPfpG3RRmXqtHdto3Qp76EWkiTfPWbGPIVcrkl2go+SuUwKEuYQ12YB0ygiVwrrHNZdyE7ghxwnmG4UGB9PYBDzFFamUQwQt3kGkKkiEmpssEwwXcbp/l7yxXm8ibKc2EsfgFJzKDKF7hx1xkGeo5y/PXDxPxOihaRwoFttHzsI2QmjiPoKjPWTWz4nd8g4uwgPHsIcccenJ31FGbDrH3jj1i5con11a0M7PtD3HUDLI49y5ywwP5RgeTZGeyGWbBJxL3NTLTsxVYHBr+RTdu2MD4+TqFQwNrqRyr4MbkruDfegyDCwOwryJfL3JHIUxJ9FGNuclPzGO8IIIfeYOfmCT4l9qKYF7ClUqDrjAlmZo09ePNpbKKbsl5P1ahwwe8g6a1HmSvhdcdpbvcS0NNIlRKDN9yJQZvjdtfbeLpVDHYY/+dvszwxxMzMDM3NzZiMEuVinPZQC/6lRSwrCard23HeeycHNnkR3UakUwsY0iUMCytceOWrjF1b5cGf2kope43o4gks9nqSSy/g70hTWTJTtRR48IZb+NsnD/EPb5zF0iNiPj6F+MYcb7304juM0mpFwZ8ZRipW2CGexRyuWZ0YVjOcXshRvrqG48IFtuWHEJAR9ATT89M0muPceuA8PY5raKUcr4yuEY1G/989yP8n1Ptg2H9S1yYzfOvJeVRVo7SSQauqWFvddPnaOLdyhbJS4cbWn2SxeCwugvZ3U2qcA3WUwznk66ydaqSI4JPIpmO09W0mtK8XwSBiqbej63D5pVe4OPxjUuRxGDWqxn4EzcCHDa30+jppHbeRMKZZc55GdoX5UMNd1Nn9VFM1kMUecJGvFti/9UYQBUqrWcS0SKy6jLEgI6T8ePQCm3fXM+VeYW+mh+nlGUwWK42urajIeA0CB9wNbLHcxaD9QeT4IofOv8S9fbfR5mnm8rFXKeQyHHzo0zWPmukk7Rs9SHkLpy6vYqqz0W4d5NKV4zxveJb1xCJj6QQn5i4jmoxIBiOiUCQRK5CMrpNMCtx+zwA/97u7CW+/yuT2QxT9Clta+t75Hh/ov5N6Rx0Xwtf4le0/i0W14OirTe46ug5yZoORgLWFSGkMjzdDICRga/WQGY6gVVUSphorbHCzSC6rsMw6osVAqqqjYyQZPsNL3/17XvruPxDILKFjYjVaxd7lA+B8vsxyVWaHy0pDk5s/+9YZLk/Wbl5VKRNZOEopOcNv7fx5tq63MHptEsv+ndjKNd8HUZIw+axUkzX2V2E2CQIsKiqj41F27DZTraqsCTqiWUI0SZj8tp9YW4LPymuZD1LU7GxPXwFgQRYo5rLcdFsPmVSRJx69gKrqtIRcvJk9R5OzgR2921DRcBsN7NrXzgc+upv1tnYqZguO6Qg+s0JD5zaKMliVOPctPMeubBlDaAOq8UOw7w94czVGS2sLH/7kwzTZcqQKZsa+/m3G/ttfUqERSUoR8Ck4bAaMYRtzXz//zprMK1UulCpsNhmwCwL1gp+YlObWW29l06ZN3OhxoYugvL3Oypks2XyUh4wqytwM/3LhcZ4aeZn2lQpdDzzEWF8STZCJCO1o6xVu6NnH+qwLQdBIZBaYSg+xcWCKRMKNaK1gs4axaM0Y3SpzlRbO7LmXXHczrg0uDlzM4VGN7B4roveIpEwmqoqI7T4/ll/s4/DHmwgP2vAGQfY4cEwnKToNyLLM6KUULWsGOhfz9CwWePjNNJ3z8zSsxTi228OFbB+Pxjv4VuaDFGM61qYQPrVEW7OXYXsnomphOWqhkp1l/tx3GAhlEENjlJqvIO1b5PZ9dm7ojqIkf8D86JNEl86gbvFhpcSvbj1Pt6WCYrZhi96CzdhFnd7ArYde4OBLP0QNbmD7eAdiRSITnyTWp/LMXISSs4Obl4+i5xWOaHtoiFtJHXkK1+IE54JtnFzzo67byOtVSlUrBfsCstBEU2mFtrVZUi4fVZPC1Ngc02+vkVZ1bi4mqPocjBpEMi4X6BpXFTvmUCf1H/0jBL1K/9gVVir1nC9t4dXcPna/dhxsNdbjBX+B43YdjNAVcGGtZNmZOIZFLHHBFGLGso9sfyPIGtsXRykVLaRMZzButBNeClIfGWP2zAVWVCsd2hTbskksuXM806iw1jSFrEtIS1nCaxGOPvcYiaoDgxk2CtMsZusQ5SHWjB2kTW7urr6Geu5V1DET/clxxFKRhvw8kaRMObJGrqpwzQad2Xl+1jmEX4wj+5vY1+JHqTpILqT5mzOTjIYTJJ95kY8eSpF1mDnxgXvp1MpYQiCKOoHUGSrtc0jBJuoikwiazNXTV0ikYvR2zXLzTefo6z3DbnGYneZrPGQ+gtMqc3NLI0rRyZGhayS0NNnxs5gC/by+6T7kkA9trkzj/p2YAna6LSYWV+o5c9LO1Vkv4Wo9rdo82ZnvsSEVAV1HXkwi+yx0NxXwtBkxCTL6yhE2+Qusnj1DpDrOG0ef4/z584QCAms5N2XNRanlCqZUBXUxx2K5REdPgN6+OIoq0JRcpku+SPj8FI89+xbFrEJ0dBBDqULG6kECmjSd2246iEkzEJuQqWbq8TmqOPsvEdUc5KpWHNGTLFw+TUJzoYvu/xdP8ffr/foflyAIlOw1QGDjrs2o6EiGHKvTL5CLGnAt3sQHP/Sb9NXdiyU5SDx+nPjKOWampxBFEULLCFUr/dlt5FUzug6vv/oj/u6fHuXM2Bl0dBYmlyiLNvK5FBs2udmxL8i9P/t56praeP7Rv+bs0Rd5/sjLSLqIQXOiG5xYb2lEcpow29rQjE5KJZmhq5cZCNyEoAs0mXqw2py88O2vUCrWPFkcbh+T0Rm8WZWWni0MDO6jbNS5Kp+i43O7GHr7EB5jEFPARsjWxbXTb/P80z9EN1hxev0ce/Fxjr/0A6q2MlJOwmkJEDS1EfUkEQQBm92J1Vvri5ITEzTkBX45UMfggJlQSxOSwchgfR+6rjMWqx2OLoWHiTpyNP3UICafFY+nFszU3Ozm5uRWDs72kVqqYlVMfLzlAwBMOjNs6j5I9rUIuy334J70svivl1n49kU67TdTlVW6gm2oFh+vvX2SkdFxNuy4icmrZ6iWS/RuuYHJq2d55Xv/yPTlN5koK5QLCvaozLFihYZmK5MvvEwpn2dh4hqFfIZdt9/P4tQwawvTqKrC+KWTPPfNL3PmjWco5d/1SlzOrLKpvMIdISMOv4fqeonVZ0eJhNfo8tXMu5PnV8jaK9jMCqJBxHNfHx5zPXf1/gJtpg6MKjTGFPTEUQTVxPqMiNGcp2JPUtUqKFURVS2jiaDrGqnESdyCwPjQKAM99RgkmWTejK4JyFqWksWE02Qnm82TkzRWbZvxlNOo80N0Ls6yN/0qon8Q38FPspItMhzLcl93A9mKwo/GVgAw2RQ0xUw86aCjy8TBziwdvhTxbIGLR6skYzK6ZuTk/CRdYQ3P7h0Y/V5mL83gcJpxeSxsHWnDZj7I3sJG3E6dyGIeY1Um627geGaMeHiZY0GdDZZR7FKBdmGKqsuC61YXuq6zWknx2Qc3I6BTMgTwpCUeufADZIPAtvqbOXuiQiTqw1SF4eo2Xkx/iILaSI/lMm4pzYJ5A6+9Ns2pI5cwWOOkbA0IgGQ2sfT2eQCGnGaWsjbq7rWgbQ1iG7qIpKoI6CSyAroOknEUjzuHaGvGE5hHQGW9OUjVakU9sk6i6saeWiBfehVJsNGWbSFu8TElbsQUbENJR1G8TYgUyeR8LC2olJSNWLQpzGmZks3GS1cv8IPgGmWrBX9MZVshiGsuCkoDveuTJLxBpns9qKYSVtXOvKMfXYfN8jxhxcRkyYnQcxALRfpKBU6vteHSEphCg+QG+tFlBU00sexIYNGNLLe3kF0qYbJ4aOm/n1ygkWdGz1Mq184lx68c4ZKSQwdM9W2YAs2EPvFFBKMZi2wkl5xl8EqEPYeGiV0+T8rkpySuU6qYiJbS2LBwRevEKmTYZLyAnLNjuBwFXUcacIFFYjVsYMbdQ6ca5ZdWdvOh0k3MT0fQKiBurD3rY1dewB/ajGhqxml8CzVYoNDrJFpZZOLsPxG58DSywUzntl56+uvo6gyjKjmadn+Kzl/7EiCwngkxaB3igRsNeHx22gY+jKoq3KAX6BqaI1q4gGF9HqHVhVncj6P5HLZuAw2bbGzdux9RFLl69Sr2nnakgg+TqYLqcFC33YtJkHH88J9xXFVYSGlkl7PYgmD2uBkd78YTjJLfeJhK8wTmRJEZsxPVaOOmT/8GksODL2djYPfPo6hVxECehe5+9OUSmeg486llvPIMqiDRml9lr/0wFVOAtyw7sPaaEAwqE1/8cyKTk3R1dTJ79buMnfoKgToTTcurRIMeUk4BhzuFcT2Nw6dQSWi8Gb0dBRPu6Dj3fDBHKJBiafw56pr3smHPr2Fx1LOrdwqzqUKwz0wqXWbCGSCSyeNNnENPKyDraEcOvcOaW5oK4ytF0Tr7cR74FPZsHCwipqrMhyMr+Ktlyh4b6oG7OGzeRsLghvEzdHUsIkgm+m1T5CQbtoYNBIM/mXb/f6LeB8P+kwp6rVyejPL64Rkir05hDtqxNDjp9LWh6zqd3lZCznd/QFXVeOS5IX7nH4/z5FuTLK/ncHT5EYwiufEouqpRWskS2NjGrlvvZ9/dH0WyGrHcWMWyWSUiyswtn2C9OIvmSQIw4qqSi5vxOguEnx+hGitS8A/R1mum1H6BgDZCuRBDvg48/Pwtn+KPb/41Wv3NSF4Ls0fmQNWJykuYFztpz/QgooEySahtgrJYIX58keTMOg1ZN3PNOdb1DJ6mNtIOhYDNx4D7FrqXZT604W4yiSiXj7/KjgM3IpfnWZhJIFdV9jTVs91pY7pY5bJ5CLPRRHoyQjUvYFJUZrUlDs2/jU2vw+H2YTSUia/nyCZjWO1ebtjfQau7herYXmzrNxAb7WRq6V1GgFEy8vsHPs+XDv42Ww09APj3t4Eo0J2t57d2fBazZqZ1X01CZDaXEUwiar4GguWtIoKg4bG8hSBoCM5OHH0BFtayOF1mdu9vxWDUWY4WyMgioqgyX6pi6/AiKyo/emuKKb8Vl1HiC7vb2NxTx3/79lkOHXmDkZN/zer0a8xc+Q7rR5/gpnw7HyncxKd2ffyd609Gw5h8NqrXpbC5yTg5VeN8Ms/GrUEafG/h9xdZqCpIViP+m9reiRX/t1qtVCjrVrYarlInVmtJKSYZWa4QbLDysc/sIrKUphMRWwhGxQXu7j5Ip7uDnKLR2miveYuZFHz+LKOOXhSMbMmN8ezJFMWEkXZTljo5zmp9K5cKIqfMOV4bOY7T6eS+++6jklzD6tFJ521cLeRZjUU5fnoOEOhpypLPCJj0BlJKjvmpGdZyUZ4ZfYWrVQ1JMrI09RbycoGyQUY2qmiqTI9TJrJWgpLGiEXmsVwBu2Tgw0YPn/lxnFsu5LhtzYbrtv0sNEvYWGY104gWlWlwBYnF/fi8GZaXZ8ldvUxrKMZdD7Rica3SvLhMy8cfRi1OomOj3bsRu3cjgUYLjSUN93qe0tAZxKCZibUcb1oEKk8sE89lucOiYa44cOllytYy1RQUTRpTw2maZwq4Kjq2tk6iPhPOokbLYoLhHjvaxg3YjCZS+TJ3Rk5TLW3Ad/tPoysKv3tbiF/5yBY29NQRT7lJJBWMdnBZZFRzFtWURiaFqGcpKW6uzjdxZjzIpQs2isstKIj4slkMmRKZUht6wsr6q5MIgkj23q28ONDIdwwLmKtmpHwLqi/GpbkhDEYjZ4wdKGYTjpl1PjX+GL7K62TO/5gjXhuzCwGO+7cxzFYEJNYyMrIzyZgA/kqSgClOfEOoFvwRLxJJLTIVSWGoKmR8TsRcDbhtKi+SV0ROHnqLfz52iLLhQTxKloaZWZJ5Mx888yq2VJiklsKJgY8m6zgdniWj6TS4sjQsFOnR1phxbaRe6KToW6RgdxLO1WGsJGCpEZuQg7KCPBMntHgBV2qRyXScjeE0H47l+PzSNR5c+h7dK3OYJ2Ic0C9iuvIcPckRYnKAfLkWSuFaXUJC4Yrg45zQRarhBjJjp5CLSZKTChgEqnYzevgk5XWd716Zx0yJ2xznkUoTbOlMsSF0nMjK0zQYFLypGMKpo6z8/u/TcmGJaFsr45t3cOPKURRERj2DuEIQTCyQmH8bec8MDQ1lwi2baGgwsueGEbr9carrFY6t7OQHhbtJHS0gyAqbZ0bJf//7dE9OYS0ZmF45jlbOE/7AHRT8FoReJ9paETmdpTifxGnTMYopjIGNpItmDrGLtws3M5upw7gQxdhrrSUYrWhcGN1ASXJSFSSM587iOPw4A4uHEc+9TvPho3zozgOIeoFFuY4rC05UNY9h5ATFCz+ideoVbEMv4jPNko0KNGg5JFSkagItYsW2qYTfYkFUNSo+KxrQbZQ4P/k8VVuFayMR3F0LbOpIksqbGBv2URezETLE6Joco3oxi7n6fz5l6P36//+Kx+MIgkDvhj7sFpmeDXaSsSrRtAWDw4I+r5OdiFIXvAlfaDuLY8+gxp+huy2OyZ5AiDfiwcFtynYkXLS3+knnSqRUkYg5xaWJawyNz9DW46aYXUDXVJJrVxg6c5j1lXnOH3qeQNKMTaji1+1cFmd4bOlbFNqKrBrLKCk3pWgrFk8nYklA8Es0WXq5+5Nf4Ma7P8pHP/+nmK12oqsLRJZmEBSVxZUAh56YIRG0Ep8aZ2luBDEiggnqbutCU3RM9YMkihrGui5uvv9T5JeSCEmBrgM3oFdVUifDaKgozuI735XL6iJoaiPQ2EnTSgLkIqIk0talUMgsE7T7Cdr9DK9PAHA5PMxmRx8vn3wDtqso3lVM0W4wyEhEEIC2bIgD3o8hXMmho2NYVWhMd1LWisTlVewdfmztHiq2EvNilIDRzdZqJz11ZsRqhorJg8Fk5ugL32dg537cgXrOH34egGwyxzlZYctNd5K4dBnfYjNS3o+zLclu7z30DNzAwYd+lq033kkg1MKRH3+Xx//2Dzj+7A/wVuuZPXuRx/76dznx8g8p5bNcG36aBklCRKCxTSLyxhTF+RQHRjrZInRRWslQXslS9pTY2ZNgc0eKeClB6P4NGDHTW93Obc2fZkNnBzanhnl5C17DVkTZjtw6h66rqFUBWS1gwkCXdQ+itkx+7RolpULAJlNRJHJFI0ZURKHCSr6MVjHxJyemmLVJNGckRkpb6XQu8GDueWLWOkbr7kUQRF6bW8dvNXFPd4iPDzRzaiXBxbUU5+Vav3zl2gZGh6okMxr17gq39K2hOK4nygk6etHDlnw9R6/+AGVzH+H1Mk2tbvqaDSSMjTQa2th55QKiQSSsuamLrNNQqEMWVP78rX8gYSmTs9i4R3yKNtMKF5IapaJKNFzGtzyJfXqUOjUBgogn24EiaLRkPYycHUYkT9UUxKrJGPMqBYOFXc5D3GC7xnbrBXRBRDJN4zIeZb7ehEOunaXC9jaeGTSyZjZSN3A70xe2kk+amMuWkaQkyF2UbAFIVchmnTS3hBF1O+NLKXA6MJisyCYr8709eMpRmhdyGFSFpkyAltImgsUYLflJNHeEug9+HskVoGByoiOSTDt5+ekhZFMdOd2DvZKgbKojk0qzI9GNweqlmklQSa2gOtrwKlU0QWC+r5OKr5ueehnN6kdBIl/1UE7DhVw7ZinM7vv2onq76DAss0nMIlLg0kqexPAImsFAIBbHns+BGdJ+H9HLCVo2/TIGo43p4VU2HY3z9u/+Os++/TjjP36GjasqktWJHK8BpOb6dho+8UUCmx9Ey1YIrqyhC1BeUri6liOyMk62YiDsTf3f7P1ntGz5WZ+LPjNUzmlVrZzzznn37t251blbopWQQAiDsWUbg8EY+3A4YJtkRLCRAQHKSC211Emdw969cw5rrb1yDrVW5ZyrZs0574etYQ8fLt/OgTuu9dTXGmPWqJr/et/5ht+PMbqIaAK0HmHYPMcD2hs01yrgMZA8+ATyoy2Yo3WG7P00kHHX51madnFivoJohWKfH9VqwWfqoWvs4wzt/gzpuJdRj8Jec57jZBCmZzDmmzQ9Zno7rtCopenv3SRX7GMmF2GqsoV9bIzsToOqHqC+/g66rmMwOcm6B+l3mBD6bSiDeYRsg+6HP8axE3vYU26w7vUT+sSvY7FY2b17Nzdu3OBbr77DxeIOzSbUxs7R9BsJHjFhGzShSSLuxRxYJSzjbTQWNlh1wpcLRTQxgJDKIFVr7NCN0GrE0+LDc+8nKM9dprE1S1urn870ItVQABSV8uQcr737x3QWl7A4VYTtG+RbAsz5OkgbNc65WgkO6hh1gZHpOaT8LQqZFQRRJnbxB+johHt62DY1qIYvYt9KsdXRTdNmp6W8w53ybqTtIvVvvc7sr/w2Fi1I58hziJKR/n2fx2Q0cPzeOT71xAkuzq5hrFd5NLXI4OYyohFsHQLucIpr773PxsYGmVvvIWgatqETmEO7Uetg7pJBgs20kbPmB1iXbKQrK9TsLiaMA3j0Eq5qhq7BT2HMV9CDVhJrAuUfPav/Y/LjYtjfw2Cnh+eO9uC+HUUH2p4fRxAFBrx3x7VPdB3+H+9tqhpf/PYt3r2ygctu4qXTy/yLP/yQX//yJcx9HlIzYT544a/JVmLYuj0cffRjeIPtZOPTxHNvkcyfJm3ZRNFr6OgI9iQVQeb01i0u56PohjqFzDzyaB2nP0OVAE7tYRQ1x9zlPyYRP4vkkHA6nOwJjQKQQMclCNSNIlW5yZE2D4+Nmmhpc6E1q0hUmfXM4IkbWHvnDhvGBG9EJP4kIbLaG2Jy7w6vBq/gE1voaXaxcusy5994AYvNiYUYW3Mvc+2N01hlEe7EOPBggEAwzfyEi3XnNKPCOIHo3XW5L9z/zzloeYzYdC+CyYHJ2ODGxUXQmxzYO8adb13g8vUt0vkG/9fzHyPkcfLD8/+re1LIHmAk0E8tUkSyGzG4zFi7XWjVJj1RDzo6NXUNkzWA1qwwt3GVU0xylmnSiorDXsZg0PC4MlTrPkw+K9u5Ku2dKiZDBHeHl3cTuzn67C/Q53EQqTdZiRZ47+ommXyVpz46jnt/K/nrO/zSU+386weX8Smn2EzZcESewrJ5CNWWozx2BsW6Tmzi7ipF58AY0c1VNio5MuIVzn39FKmtHBezZZwuCwcOJEHXaQuG2clUuJVe4a25M3/HvWM1EsErpQjZ15GsPqpCDb9TQXEPsLK0SO+An9C+EB4Eztxaw1n2csy6i9qKiWJTwyI3mftPv8PCxZcQ0HG2nkC456cx1Or8Zvdljrh22F+cJd7qw9Mu09MWYdfwKrv9YY73yAh6ldTaVdCg09RF1uthYXwUr8GCu2UcUYDNpJ20LPKHba/ymxt/wS+9/Vu8u3yWR4YepKXjGJnINTpkL6IgMhmbI7VzDbQGE6UGmgDr7UaclgBX6jWarSrH/+D3eGL8UY787Be4FZ9FEwRGbRmqVQuZpI2t198m0/QTbEnjttYJeUukCyYu3zqNgQaKlmFRSSBrEXRBRY1a6B59HE3XkQ75eO5cHuMhH5Ji4QllDx85kyJttiK8GkWtQahDRBBgoO+u/t3OUo3AbJ66SULPZNB0BclsYaXbytee8/HhISverIk+W5QRVxTRKbDaY+Plt/8SXRAIn38Pf/UOqzdOoWkCE8kWbq/5uVX2EdsZIHFBo6fzeUaO/iKi51neWO7lgLufgsXCjNzPkubHlomiijLnPTKiwUo9VmY2+Q6vKTco90aperdJitsYclk0sYTdKvDpT3+aWqNMdbCFmmhCqitkHPt4I7Cf884WJqpjPNlnQJetWBou0mkzRoOO5LmrD2AzN/D16xTzCjJ28s0Ee9Il0kYrRvN+/BUXWUQOeSUkvcmlmavcsCyz85CHZKMTZzXLZza/R69nE/8eJ3Z9kcFGil0lH7+2NYZa8CA447S7NjGpdd7vfAj12D5aPHVSWSNqPUhTN6KvXaP2t2HqL0aJu03UfyRa79ouY0qXSNn6ed0TRLLp2PMFlJrGnGGAW2o3Fho812/F7DlEcttEu5ohaumg3n4MTZQ4m5O4YQzSKiTQwiXUDg/WE26chSh3Kk5m0zme1M+D0uTKvJ/0JRvVV5Ko704xePk0Y9NzHL/wPhWzmRvHD8ABN7s6i4yoYQpuOx0DNcRxB6IBCmd0ojkz/W0lPmE/w7Bvk0ZOxTobpSO+RmtpE2cmy6VAG7EzdbS1CtIeJy21MKO3r9K2vkEx1MKFmoBRr2Pr00EQSF+7TnElTbS0Sm9vjWpmEs1ox1GpcvwH36Y0UUM3m3H5dUztdqSZErltK4G+T1HYFJEaKmePd3Jt7yNkH/95BKAxdR0NgR1Rp15Wic7IoGpou4bBIOLfXkT8wQbmWykKgoQmmsjUFhF1gWeUHp64zw2AKWBAE9xEhDk2lqaZiMxTrCns7oixrQWZ3vRhE4yM/cyvIW8qFDdVWh46ga0t9P9cUP8xP+b/RlOpko3NkErs4PF4cNqN7O7OUa3oJBNWTjz5SRzDfpSNInpNpd4h0bPr0/Tu/wJbSSsmo4ImyFiy/cTq6wg62BwdNNUyqayC0Chys7FCrl6gs6VBW7uB9bSRtXqTqfk3mb5+Bv/wLsLdQRAN9BoF9nSVODYW5TGLQq75LlbdiFJrQddM5Eomaq0ixVAOk2jFXDJz4L4ncHr8BNq6CIeXsWdqGKw2ottVNtcymNr60TSN91/4K9otQwgDfr72t1e4Li1S1cDQLFJWwOZu5bDnSQ46PkL9eh5BElDCJTbVFYw/ciLWNQ0pJ7Hf8QjtxX4sPhtKU+DmohOrI8TSzS9TSC+xKzjCbHyRXK1ANBZDWqixvR1m9c7LyJoHe+MAFkMXddsyLpOTc8Mr7CjLaIUmglHi8dx+wu1Frhq2WWjOEnpkkMCDfSw2ZyiLKvsPHkDJ1Tiy/0m8xhw2q87lU2+x68gDPPixzzN/8wKFbAqr3UiuBEZbC/c++SkOH3qWk8pRSukgmqmMNVihI9lPf8cBmiWFY/c9j57V2G2/j4f8n6WjNshR29Pc1/opUpObvPvCH9NS3iZn72BjvY7XCUV1gfyeElFDlqGbTuLvrWD0WTFImwiCiMPSpBw/g63PQ9fn99P+yV1Y2w14OitY5CG0mh1T1oIxPoBm2EHSQWtAnTpCUwM9RENrJadOYNVlGrlNtjIOdAQM+o8arH4DddmKOVelsRXHIUqoHiemlk5MVisXzEe41qyRrNS5EcnySLub1KnTHPNZORB089cT62zJJkDHWi6TTnjZmslxY8kHokZ3+yZY6mi2PM5cC7rr7gpoo8VNXnKzE11go7YNukDv9HuUBs2oDZ1C3YjUKDG4uIbBMEDEVMEgdaOaQpgcgCihpHWuXG1jaaOCy+Fl/StfozUxBYA720rvTpNgvpNGfYWc8gS1Yj8GuwurLcVQ6QrL/UFKmohgLoB5GbUxTFXvxF/ZZuKkhTXvbma9x0jZvDie/3WM4gkaqgHtuoPMTJ6S0UdG3wUVHwYtjiDfnXxUjb1krD7KqR2MbQOMhgbJOe3EenrpSy1hrGn0hbO0Ln2A09OCptsQK3cQWzrp/sW/IplJoRnsGE0GWtpN2AJpvKKOtV4nj4sNY5Wujk6qRhOGWpmc1Y0mOXAlCtjaPXTXRJq5NgyVNNlMhYzmZ7biYTYWos4AIhW++aUvEnF0EjTEuc88h6JJGG9ME4wl2GlvpW4x8/jFNIXsFB3bUTyZHDO//htkJibwTcWY6zNjSOTQv/MWAPasihocpLo5i6o2yd66TPjL/57ky39O/WIWwWwgddhHowD3H7wfu0VF6myjrGcx3X6LUCTG9FwCVRERtDqNAjDuZkm9gdBuwdg7QPK1N9nJunFoq7To25Bt4Nzdx4sVgXnRTn1tiXffeJuvfPvrzCYlhHiZustK1OxBS5UQGxXi0j00GynmLv8xOjrXJzx88dxf8sfn/5IzVPFUYtSN+2nElsgv3iAcDnN1M051p4HxsSD2/F0H1vnsDtMTP8ShNrlgaKC2dAJw9OhRDh8+jMflxpjOM3PDzMKWk5rZi1gv4fLUyRwZY/6BPdwaHOFMbB8esYBJvYrP7Gfm6ibKUpqyyU1edDCpL1NRqtj3PEBFslB+8085svZDnqhe5/nYS0gmkCZSPLeyjZBvIHZbmfMfJu1qZbAjw/GWNJpYZsXlxj+sYdQUyt85g6P1JIrWRuXWMomQjabZitej49pOUHEEWRTbmR8/QCCziM3tIz0DkgKixUjlpUUa2buarEazi4EDP4vNWEKoLnOrqNCxucSGUkGKVhHaLVT2tyLKMBqL8tabb2KLXULx2Chchuhbp1GNBs60HCBtNyEVTWjNAWI7NWR0HCGRuNFP1WHFtJ1j6q3X7kpv+O3s3TdFo/4/my3/WPy4GPb3oCkqjzR07JLIWwYd2WYEoNPVxi8c+iwP9Rwhl5hlfeYl3nvjz+gQT/Mbz8T4uQcKfOu3HuZXPz1GJRvmvWiezdg0S3PXuFZ4g4mp97h18wYTN86wPv1dzPZWKsUEmdRN3HLP3WtrSRomD6quYWrtIZ9VaPatkzGcplhocvDEP6e1/zC2+QcJtJ0kr9ym0PU+ueT/FHGeTt8VxgzuCtLe2UXQWie9vUJbtxuLPYQ7uIfOQJZr4iKX6jNc8m4SjWkMdLj44PoWTw09zLS8TsRTYNx9kktv/IDNxSmclgMoZGgUu4nkZVrbC7gfdpDQXuPIwThWl871uT7WVJF7nHdv8K6OHj6/t4VPjZUpNBrIUpVSPo2OwPrOFh9mb3Ln8gfs73fS1+7imZN9XJqKkMxW+b9TjRSwtDkQBAHP4bvaYbnbEaT2GvVqklK1D6UpkHdt4jO5EGSBSDSL01miXG2htTVLKqWSrCsUmxpWwyR1RUSozPHwoSBPHOlir/nub/39F88SX32Djx2TaPeb8RxrpR6cY/XOf8dvb2AKfRzH+mGqcXg518I3Z06wkglQbZ8mNp/E6Azi7t7Pu1vtbOQv0vSvkdHu8G46T0ZR0TrMZCJX8HXcQ0dnGUHQ2dFKSM1V/u0fvckv/MF7/PQffJ9CqcxWuE67IUwtYUZ2+JHsBTSjBXSVt9/7gPPnz5PRdGp+M+W4QOfccf726xNMXNwhay6hZcpMpcpkMnMU63YeffJBhk4+TmOoB1dxg/3SPHFbC6Z2J4apDpqvlGheSmFTGhSqE0yf/13S+ZvokRqeWIZAuYJTFBlaXsPRcZTFrEKyamXSXMSj2vmF/OP81gO/zO88/Gt8ctczGF17QFfZ31rjmLed6egM8c3zREQrax4D33zGR1v3IH/01G9Tc/bcdZ5UVun92Z/BtWucy1s3GXZ2MvbwABZzlZg8QLQoowsSLneGzmAJl0ljJ2NFU1V0XWdyl4u5q2fRDWZ0d4nVyR3Cf/F10uEaln4LUrsFqc1E18HnGfjCP2ffH/0XjHYXa0Ezy7czSHYzmgCiUkRuM+KeyOEsNnGWVfIuJ2tKEkmRETVoyWp4ygKNZI0uS5mR4gYr/T0ky2uoJjt1i4nYjWtc++BVBux7CBjdGBQT6Br5rQW+777CZLtI7Ox5AE4c7UYHpm/Ng1Bnh2WWgnfP07zbwYQvha7rlBtp3t5bokex8cBZHSSVPw9d4e1GBl2HA7s7ePVb5xBE0Ewy71vv5VK0l9+Ld1GJr9G6InC/xcjnP3aco34HXSkjZcVOpeyls6NJQTRgM6YJuWqkEk2URh2v2KSj0URreYzO489iU0zE5QaLzU8woIaQdQu2hokbm3Ncc7XzobSPC4ZxCnkZ5BIDzTU6tUWE5gUsjffoW57EtbZNmyVPOQ4ttQbTxQ3MhiaplMyssU5sDuTNAgIgN0WCW8voggiSREtRJe/1UOqW2d/hot4T4KxtH5ebfcSyOcqlGor9IPr8OVQDyLkyzmaJa9ZBZIeBhB3CzjQRvYssFpy5Mjd8BkpD3QgBI7bVSzxSfQ+3ucDyqp3hpSVsk9NYy3UKR8bwHLfg3wste6Grv8jR0QI9wQpOpYah2SQTsGJt9nClOYa5XcIc2cb8QZL5W1WKSZEPyocxn90hNQnxaZFdm9d5Pv4KhxNROjc3Ufw2NsZ3Yfmpdso+H4Z6nXCoDWdujse2LyEZoRFoJ3n+EmqhQUaLUS8tYWzuUG8W2XXrPLJSYWj+NvU2J7JS47b5GJoo0i6dw7Y4jxJTcPfBQGeTxa4NJlfr1H0O0pduEFUNbGh30NHRNkoQcmO+t0nr5ywYPt+N2O9A3MyRnzNh8A1hFmO0W2UmqlFWp6eoS1YqWClaDDiUEiOPP0XdO0BHsICLGrmIhXZTO1U9zertJSqnYxgcUDv+MLqm/50Y8GN+zP9TxGZnWbvzTZzqhwwGt7h+/osIgsZmMshn/s3v09E/SjGdR//R64OLp1hOR/hgeoHNhB2h7yl63L8Aqom5+hWyY2kcoW5kNUmPeZF8uYTP6cVtq9PXkmUnbWUz4qEa9+EVmoRMLeyJ7WNXsY82s0xgKI3BrWH1HmR6w41JVvGaXQiIWI0N1JKXsCVNIrdJRSyQn4mTCN8kvnmBYLsJSd2hSxFo6z1IsfCjZkGtm7LPik9oR8bATDpMJt1EFzTuHcrTd8RCd6jO9OUf0PRu4HnCi7XTja7ePXsbxh1SsRx/+9dnmZmapE0aQjFrLBuL+FwamSw0sNEy8Gns7l5Wp/6WXZ5OwoUo706cZjjZit/v55nHDmA1lomue1hjCnPLOKo1S4um85GFUbqMowiqAIrG2bZ57tRXQRBo2NpYW7xzd40ukcEgi3QOWqgN3CYS+zq79pjZ3Z0lNLSf+5/7aVRV5caHb9A7MoYvIFPK1+l0tqJWFAKJNtJylqm1i2TTGkrnCjW9Qvg7U2z89Q2UU0WOOJ/CI4fw3dtD7xeOEHpmBKfHz7j5HjoDAuWGzvjIxyjsqIi5EPWOaeYnXuZF52nMwx6UbBV5t5WAI892ykqk0IFNThJbP4OuNckrN0jb30ASbBhmh1CCFhblLI20F02TMSIgqiJVoU6Xv4+80KQuHEDTFALGKk0xyU7mrl6tQbu7HpuzaARSOX7ih39Oz/wP0LUmobZu2j/3O3T+iy8xXKoQdVj5+sQ6VhFsX/w9Vv/8L5n6lV/jY9YmvS4LA3cmAYGK0UBXJI6o69QbApG0k+FAgVpwhbgngqMkk0xs4AvZiOfSaKJMU8oz7w+BW6SWi2AKmshXTWiCwHJbk6HlGSzyLmShBYvpCMadu5sfZclKU7ezHZAphGzkaVDNZfGV77oWanUHT5/LYcyUqWuDIIp0CLc49niAY3fexFdI4LQNcKli41ZNwK3NYZJVqA7TUFux7xS4cSSOboqwb9HIla99mZsf/D4e06vMmhYxiGamBstgrNJQ2hGFJuvZOkazl7mwQsXbirWYIGJrY+/xAwCc2m+hYDHTs6MgqmUUuR/DrTo9WyruUpn3vv4Cay9eJ7mzgdHVQmtPGLNnm06fkxNSGEmHir1MINHPJ577OH1d40iqhiO7iRLpwlXO4D5xD8PSBErVQbd+H3XfUVZSFnq3NiiaumngR1YhGF5Ffuksah16TOvEm21kzaP4P/lTxHwyGyERU0Pjvls52tbWaZhM6MkkM7/3B0T9BlbG+/nOk15KDgO2ShNrTWBieR2tWuTKb/8L0m/9MTWDSL2qI6yXMB720t/mQnUK7HzvO+iazlIuzccuFGiW03StrlM0GOn8hT8mu2pG18E0ZGWPRUMQfGjpu/erdTlJdk3kcPk0iNDzuV/kqX0f4bZDQW/k2FycZFhvZ8zaxNxscLkywjVthPf0fk43f4LRxz5O2XuCTEPlalqkWbXyc1fb+FenLdSlcXQB5rYnyMkuVl75c77/4ouY10UmCu1U6hKl2So1o8jC5BVuXjtHRrOwZpa4sXO3CGu1Wjl+z3FuNe/QP7fAyOwWtfUG52IudFGibu9ituogq7hR7E6i3gJzNiPPJwr83Owix4ngl1UWND/9gwPUxDq/ceoPeXP6DB/K47zne4BvD/40y32Pc8myh63OfspFiai/DXSodQ0ytd7L1JaNyS0Zm0Xg3mEnzkEHBpuAf5eAllWY+rPvsPzqBbDKGHfbqDq6GFM3ERsqXc//KqIoMnrPXhAlXBffI9vZhndIYaEzQK1U5vYv/yJLf/B5Nv/bz5P6+n/EPb1D7MqrFAxm7OUEA5FldA3KXf2suUawdYmYtiJ0FqJY1CIZp4vF9Azx65dJ+n3IlRgFh4ilUuTzn99PVbMRL5vZt3KL8ZUlGh1uDI0GnZlp9NAwnj2fpGmskGps/kOF/L+XHxfD/h4KswmUZIXqkTY+mItxffZH7o5qnb7SOosXf5/VyW+wvjZNqVJhpNuB2yYQW/+Qlet/SmXnLH32GGfXN9hprBAwdDHWfoLbF97l8g+/Smr1TQplnbO3JeJRFaVeJa2MIWCnUspjct6tUN974FESkRqKmqbRaFJXeu5OZ3W6EHQJp3YIT/JJDJKb1Ymvs3zrb1iav8RM9u54sG3Ad1ecdHuddGwDs6mKt+0god4HcRrqYN5Bq6fIReHZk3189vFRNqIFrEobP7fvUww8spumptNh3kvQeYRefx5VNfLfLrdRrVrw+rcIp76D0eRkz71f4Bd//aOMjOVZyUnE4z40IUB85h22F19lwLXB0d0V9h1ssm/vOp7uTtKNNCNyN7pexVuf5fWXrnJiPITJKPHWpbW76wTJZd5/95u8+dYL1GOlu66ecPc7MIigQ9O3g66buXRng0bVw2C3FU/vQTLqEErdjMlc5cZiE4OpgK7Bi69fRxRVHI4Spxd6kUSdJ8YyLF2+Qq2RorvHhb2hMt4SYbfzHBff/ANe+tYLTCQVZif2cP5sD1Pv5kmV6lw3ClgliU7BzPbOflIZNw7vJh+kj/Nf369gskh0BxNMTp5kem6I1tYEDz94GysTaGqd331J5XbYgd2ZRak6GGgtsjcUQXblyCWNvP7W+yiKRLtxm2YBBIuPjElgvD+PobjJUF8Xt27dYmk7ScSyzcqhsxzvseE2yRhNMlVHHqtuZfaBe7E5VKy0IYoigiBgGz5JNeAkYQ0iDTnQlhuULp3DaHIy/rnfYN8nfh/DeQPaxQJiUkbcksnfnuBkdw8fvecEjfUNtrejrC7nMFdrxM0qJwMH6S74GDR0MuTvuzsJNrHIRtSFLGY5qWW5p7KGUsvxTjbJrsUSZrebXzz2s4iiyKPDj3K71iC2dQG1WaNYLzEdX+DewRM0mknaHDvEbT0k7D243UbqKnhsTWo1geCVVfZduwWCQF/GTT2RQDV7CZorRONV8rE0eslNtWEhvOswjTSYlLsOTOa2VlKGMopRxr0j0jxfQLMY0YGGCpIGkYABc11lY6if0493Ehnswp9r0J5W2RUzIwgi7q0wu6t17EYdtCYYvNQ9PvwNG8ddH2W86z569wwBIAk6npKKVzYzG0oyOTWBrut4nGZ6nDKXh3OsefI4FBNe55Pg8HLRaaIhquwY07zbu0rdLPKrz/46bfUCtqldyCk3db2FTE1iMXKd98tZ2v0NChUDrkyU4S4jrS2TOCs6HfU0J515Yq8vc0gXcSomVLVIMTlMtSkg2I10NkuIIqznOxlyH6HHpJAWJNypLibO3kAXdCr2AtdiedwOD1W5wVAqiHFdxS84eLQ5T1k3csU9ysVKK6+bj5Ez/BMy1UPU9j9MyXQYrQmaLLFVszNw+geMaUvUy2CdCXNkdpo6Et4RMHWLSDYfBbuIUVHpEGukmzIZJYijUcYs6byQr1CILHL4+iTjcykGF+PUVqtouNG+/l0sl7eI11yshg6wUSuSMM2iksOWWWUtroEOHkudr6Y32dnjx5oq0zG5Sv6lBK1XZ6lUy1jbITBcYYAFDIKf7GAL5bEgbrWIKVLkVPVxGkmNuGjmzbqJ5Zk0owxxetCPux+shSQ9NxNIb29y9MUfoqXruO4/QsPhorCiU12s4VmKY3JBR0+ZI6uXqaV0/B8zoz/6WSKhQxwozrIrdQXDRo7V7lGK8/M0lTLWXg/FbAqjaMCVnMeXKyL5O5E0lQ5nglOmR5GDbiKDLnqWEmy+8F2m9/uQ/BJ7c3n2kKDVNUnJYkHdzrOdyaIKINSq+BMxljuGeDN8H5dzIyRqdrIDIZyjIopiZOf9eZz1JMm2Kqf726lWI2zZOpgURzH4dEJ1laQgE4k2aRncoT6fJrB5BbccxVCKcusrXwRNxXTIydrcaSqVf/zx+R/z/79s2Dv5buM5VmJe8rUaUrPJzIYLwRq8qyUWzqNulJmzbCN32TiWHeRPL91gbjmObhN5ZPQ+mmsliv4m2+4md26f4saFyxglDYtFJdxTA4uFwdYi5bqZ1fTdIkax7qTZFOhpCzJvXCBFjqGhOiZTgPGHf5VdRz5F9+gJbuUFNqJmOu0auyxmmoqZ+ZUdYpFNGoEG+fwU4fkXCS++hVGK0tEuc3SvC1G6uw7ucIs0N4ys+qA3eIh5e5TF+QKS1GQ70ga5AM5akk5fFpt5g3rrHFvRb2M+1CTwkX40NEKmXnYy7awvlnjr9UmuyducrV5AMRWxWZp4TUNIksjC9CLO3AkEVcKbmcPSMLJ1ZQXdKvLxj32MRu4GuayN5e1J5pcvsTgxh8HsxngkT9vz46RaoywaL9A4msU85EFJ15BqFRBlznx4hnQ8Ql2wMNrnYuk7/41mMYEx2Y/FcRizUQOjzEa0wLWz71Ep5ekbacPtdyE0NdpVB9EfzgMCK0frxIe89O1+Hk1rcDH0Bl8LnMb6VActz3VjebSM+ZEijcASqcRFysY7yEdTCCfXEaxlPBtHyN5ZY8h2GCEyioZG96iPwYaBzifH6Pr8ATLaJIKgs7rlY37Ozs3pPi6emubUy19me+U0ZvswWzEHl9QlzkRvEBUyzFtjbK3lEdGRJRlFq5Ict7NjKKOLGoHe3SQTK2iqTqkkgQqiUEEzWtH0Mt3lOv3/9OfY9Rd/Qj0fxp0wIJptSGYbR+4/jqVSYjlfYfjqWewtfnb9zn9EtttZ/T9+g8fOvErbUgRBV2lIDtS+vSh6KyhxNhJmGk2Bk60lPLKKTV5mcLeHoVELRkMUwVBDNDRojS7hrM8jyXUcLgPpsommS2CjzYDcUNhjsGGzP8dBl5/62l1jsXi5jiLsouaLostWFKXORrefhsVISIndnUr2jVCjgaKHaG8t0R1eZGV+nuRzT9H2S/+S+HocxWVHaAg89Imf4bnPHKUqu6hxDJM9yOBWDb9+HVHK0aiGKDcP0Fb3Mm67l/s6P47T6aIysoRX3EQx2IgnS+zIh5lr1LFvXEIwmdmwOViTK6TtRTKWFOdPHsBSbzC2VOfondu482v463m6d6ps7dxgc3UGAYGWzj5i+TjJVIoWsYKauWteUXRmEEtOFj88h5z/kSRK2Y6/toWoQ3S8G7vDRbdFZqUh8Nmn92KrVGg2RGL2fhwhOyNH7ycXdKA9+yA13918ck1pYcNl5dzSRaRaGq2lF2ufwHbQxA8f8LEx0MtORztSo0msvYNA3kl3sYN0sJekb4SavZuIIYSqC7SZ00QMPj407ScRNiBZwG7KY45tUx2zoMbyaKfz7P6bG1jzda53PkvNaCO4ucXU/ARVQaDgdqKaJDySyHQ6RrMQQ7NYWG8bpJ7TqcU0VJedZN3G8Z6DhA138+0+JUtPeQdPeZ2KIPF+Vxi/tRXN5KThy/Diq9/k6qlpphZCNLbaAJ0JYYRNxYWmuMi7HbTF8iQWFcSVEh1bt+lYnKRjepXbtxsYMzVSbgOgYxdUJqsygxkHb86fYiG5gq7rfLh2Gev6FqKmoXaPMzQ7j1OxcFUa5GzDj64UqeUCNBsmzIY6Z31tTBoDhOsycU8v163DhMUAh/bt47cf+hXanSHev32GhmBgJrgPc6if0NwOjYJOzmZBqKqIdzIIDiOy+V7M7jh2g53iWowPFmvcWKyQjDeJ9AVQPEa8gzptiQY9Ow0qA2ZCXWas3gauXJGEwYGynWZwYIDV9TWEpx5jbv8+ru05Ql0ycMK0TaC/il6pEZuusZmzYxi5F93bjn1ljZ9c+AaiScURzyG3yIw8/jSFuB1hrxvZAsH5VTZVC5PzZcL1edLGOjmfE6mWQQw60UWBhXPnKToC5JYqSJfjBNfWSa4Y2DYGkdHYMYTY1X2UvSf/PYOte/8Bo/7/d+R/7A/w/6s4x1uw9Xnod5jYPxvlS9+5xSc/Mki/9Rz14hZ56RDfu6ySLxo5Hijz5DPP4nA4qFdSLE58j6B1CeuAkeHWDBvTaTraDYTGqjRbWgkvxVi6k2HwwAl6e4NsXJ0mELKQq2TQKg0qJY2x7nv4tNHNoe79bBpbyWbqbCwneOCjn+Abb86yHM7xtAirp5bp1SVah59H6EwT2zhHJfwaP3UfNO09yIFxvC1t3Ll8ipbWu2PQ3tB+jGYXNc2DWNrCUKrTK2V5dPeztHe34HeZ+eDSPKSnmWncFcvDBgI67e4kyayZvc48SsGHwdeHyRVi8MAnKJfgW395FrGjk+NHzjIzPU6+cpLrU1sIZjfxrAWrtYHfVsTvqRMKKuh6lXxNZ3xpgGsJkcntFNGdD3n8SIhm6n1uffg9BK2GpSnjMzapu1RMrePUajXMZjP2AR+FhTgldYntjIk+bzfjR/vZmPsu37o6zWAoBLqIqpaQGkWiOSd2e4lSyU7An6ZePI6vu41CNUF96yIz19J4DEGGDt7DB+/aSEufwqGLXLi0jWzQESVoVOuYajXypjxmmwNjVcEs3A1otVqTO+ldeO65wM+Ot1PqHMOT/DIbm0MkMjIPhuwMHOwkZzqL1bCJwTHIQ8d24ZRaKOtXWZgfJRUP0O9dZ0/qQQwhMxORFUwGLz4pxXbDgdHoYMLoAaGObUzC6TPTXNeIp2uEhmv8+wf/Fd7bUI7mmfFnWU54ERA4Ud9AsQgszlfJlf8Su9tHPLpAd48fVTdhMZkY+fSvk+lcpvXpIwiiQKWwzeiv/wdm/sNvUJ5awLlrnEI+jHnPOFPGArJR4twr36CzIWGgRMnq5eEDD1C6s0J1u0BDytPULMzOzdOnDmBOtqE8pXNl5RXsFhdVpcq9KTu/+tHfR5Du2onvbx3nB5KTQ2qNZPgqM5qMhs6Rjn2sr7xLh6yzqg0Qc/Qz0GYiUzLQ6q0i3koxeu9JJJMRXVOZ2UwiIaCZnPRfu0iy6xOYPv3PYXOdC5fzaJrMhthO4eo3eeQP/x2n//T3yMlN9nbvJxuf5kpwiMPSKrK1iPnXfpnib/whHUmFRFuQqsXCSc8IUXGdwYpIQtOhLiLLKu1KE3MwSDO9jS6ZEE12kvYGrp0dOg8N4Ts5wJXXXgHgyMg4s1dWOXwtSU6sc26ghYcXl3CODON0ThPzlxjaPkS1WcJtsdL3r/+Gf5JY5rfO/Anfab9EQS3xiwd+Fl1ROLfXyr61LYrlICa5wVpOYnewgbfnNq0eJ9tJGyWLhYjFQltBo+AKYatpLAlT+PQe8tImgigTsWaJissYq01+ymfFtl5mO6NSEOwE8GGTFK6pNo5aTSxvTWG2m9HNOSZqDQraOjiKdGZ9JGx5qBU4X9ZxFldJdo2iWXsR9SZr4gpvj21TKTZxhiw8YGhngBqOTiPBcgXZGKNxM4M3WyJvN/DKySCPlxLsrlQ5a8yiiTKDG2UEn0jdYYALyzQaKvHdrdR6GkwNmsBmItDVx4OGfra+812SBw5iv3ELXYPKSgn9IMSEW0iazp4dM48e+ilya2co7VzhRKNAJXI/7w8d5VN3/hzzdIGyz4LSYyJuMBJRTfTPVWjYTNQ6vMT9ATzVDdyym9HUIn7jHP2FFd63uVArRYoVnVjxDaJDLXzYK/GYM0Jy24AlWcHgEijtH2LXr/w68Zff4sNYnmPnXkexCLzwqJuGUeT+bJkn4lvklABa93WeiBTxN6M0HBZsmRw1cwl0jfDqG4QzFZxVhd7tAst9NqKeNO71MhYfvBN4hrXOXey587cUxtophjOkPAY+HBE5Hh7BkZvlCQBxGi0A8YiAvCTQ6jHgyCbQBYF7tOscSU+xVOln2mTmudwc6wP7maqPck/0TXLLOcShEvdePUuXvEG27KBSlqi6JIwljcr3FzF6OvEq29zJiIiCgLA1gUmVSHp0+j0CEbOPtlCUSjmBzd75D58A/Jj/Leh2SVhqeZbKAWwJAaFRRrMaKSaSTN+ZxnGrQdpWZmYkybMnPsHKV28iCiHs5XX8w+Mo2Sq17QLdjwyQnLUQnC2ysROmvdXJwaef5MKdC1Qrq9hamjiU+5m2/ZBd+QA11UssZ6KSmiGdrOLv7AK9Quf4zyH+KA4+ePIBLrywDDUzXYfnaN0+zEQhQ63gIGtQaOxvINZnqGR83IgYeeC+o1x/5Su0dlnJV2vYbGUstgKJnRDD8gBnxVnMopl6vYsHHrdx5r0ikZUhujqOcHr9IlIaDu7bS5s/zOrkN3D1Pcp7pjkaFQ2l2ofRJKGXAgSMZbKFabp3jYIuYtvsx8kGc7dmaLUcwGjYTbXnKvdrHiJSE1dfBxvT3yC8FmV9oYQomahbvazOTzJ24CdIRy7QNvwRzG1x8rENzry1xNiRdkpCgGRmmP7hJLFiljfefAOLScOjLFA7l6Ta6aO9d4TL+SgjfQJCI8x//tJr7NIvM7z7CLXyKvlCAx1w36iSlMuMfHwXbaU68zUbV6c3MFkt7LYUmbTlmCu8j78cRteaSBnT37lXSltVZlWF9nqTrVvTYBJQpVUc227Gu3Ic95vRdRXZLVHP3WEj4qOc7EIQIV7USCUE1KaI1TYIyhIGfQVH5wCyKqLqOtFaliMHn0W//BVEyQJqg8ucJFSKEfTGefiZT/Dif5sinhCwGRsIWTOimKFg8aCRZujJ52kdfYTtQpS4EqZL6SIZTXD15jVWVlZoE5yEu0c4MdjGrp/8ZQRRZPcf/C7h732f8EuvkOh5jpIjg60UYLHShm5o4C3fZsURwLPVw56BNYYyJroOV7BbJVR8tHek2CzuUJXNGJQasqmE3WRAFAWyBQMuaYxQNcBCdxXDzW369FVMcp3VgBUFiU3Fzj2PPYL10otUTSZkuYSh28voI89S/9ZrRDufZd3bSVP1ERKSDJ97E2SZ2sIifc//BLsOHGBqfp54w0vv0R52HTiJpmrYHHMYjCKy9VH2HynQ3jfKmS+dZl3sxlbLEAxv4LYdwaI1eaj3BG82TnFIEQnbrBgq23xt6yWsss7BZIPldplC402+dBVwg10LYRVCNA52oMXqLI+NciHY5JN2L66/eYvupSQrfTdxm4IIZpGJjhiWphH/Vp3BSA1VBDMKZmOBd98r4hTKDANCxU2Hvk3aY2IlscTHXY8yWjWwnqpy5+w6Q4LOVOsjqKKBvV0iw0cfJJWKM702iYzGAbeHenkZqyxQqrWQD57ERQ6rT6JsMTFWbkHLblJ2tJBz2Rmf32bmQCdGvYmAisXnZyen4pPLzKtBNE0ja+5CFDxYizUyvXYCuRICEBzyUV5TUZbSiAKs9z1AXXIzHbyfw+G3iX/3FXzlKuGhdkxlHbdDp31RYztoZitoRKnvJt9mY2xzlnnnAbZuzvCws8o9C15y1jLtlTjZhU38+zTumM3ogsDlNgNHp/IURIWYJGDLdGMyNJEcKSzOCmoGVn0HsBjmiHR20rG5harUqGnQkaujq7Aw6sdZzCEoTdIeC0ZNZ5+tysWqnZbtFMlmld8q/BEd7nYy5SyfWtIoOozkjXcISmBJbHBjxEbVqCDYdlOYbCJZioypBlwZP9GyTlRtsGYN0VUSEbUCtVyC4c7DDPv7+fbWd1hpNmmYbNivnmFrKYHs6CQ7aKApS8jRGpXeLu4kJnBIZgx6grIIabeNumJEWU8wY4PFfg99plbuIY83lyVkKKEuNnha26FpNjKV0mn+/n/BEAySHepnplRiT28f7KwwJffRpsaIyCKF8XYGF5ew3A6zOBMj3eKnd9RDZz5CSyVKvgzyMQ8bMzK2tEBjwImpr8RiWiBZNWC1GFEKDVIeE2U9jVXQ6B8YJLOYJnLuIo3xLgIXptEtMnKnGfPVLd552McBk5l3hGUSE6+xP2kg8OBHEAyGf8DI/3f5cTHs76Fc3CQbv0Oo90GeC1h4M73K1tISoe4Ib04eZCIhc2IgwBNmaEo23n7rbT7xyU9gtPiYWnNikrswSArl+BqSDqYPlthWdLQOmZaRAYSmh+WJK5itdrSmSluXCT28SEPUKRVVnI4OjhSciIJIR/8Yt8+9jdFsYSpu5/2zN9g72k1ON9FdaSICsUaTsdBe3ME9/OqfvM3h3jLjlmVWJr+Bq+VR4K51ssM3iMHkJJfLsbCm0czriPYuqMV44yu/S99wOx/t1mmUKjQFG55dJ3jzcpReZ4YOt4TJoDGy7wk2NvOkDUWmF6LcqeZYjb2P0zxANl0hlof2/X7uOXGd1dVulte7EOQghztD5HMZVhJhljZlhqUgVXudQqNEIibjs9fQRJl0VOPh4Vco2hQuLLTSMA/yk08/wOaVF6Ftmneumtlcy/CFf/U5yn1u6jtTICmUlHYeePghTC4jmi5wrL/CgW4TH6wX8TpNFCLL3PfEU8xPp5iZhg63zB7fIB95coj1pTpL116gqTZIaxF6m+cxm48zcy5Bvdakd9hGQ1ynWCpwolBFX7pJpW+AaVcQTZY5fPgwx48fJ5su89//4Aybm130ty8TclhpNEzcmGhltM+OLxLHIDmw672U9TCSVuBTD/excGedspJgfXWIYukwnsA7hDsuU6oFSSz7sJjvjhcbpbti5SmzRLUZ5Dn/LK+kFpCNOugiXzj5HAGblw+YYbN4E0O6jEk3AAcICA1SeivX+3czeutbIAiYq0asLR0EjHl6x38Ki99H+3M+Stl1wotvUCmEaR98krHf+k2m/8NvAAKyy8lvz79AVirzEz0uDsXB7nAzSwFZD1ArVJH8Vi5eWGLqOxmaTRnoZwqYooD+NZ2F/TpqLcmR+Qrdz3zqfxTCAERB5P7Bh5hZfB3Dxlmu4WJXyxBX35qlxdkk4PLTafIQ3siCoUChZudmLYX58D6OPvUziIJIm6Kw8NsXUU1uDEqT7qceYDPr4p0fzqM0VCxymBMP21la6OFaeD9b/8fXqck7jPXtYvijn+KFfA1XLs/uX/mPCFYzuZffotHQEYxGkgP9CIKAEG0gCCKCIOLNN0m7cwzNJBAqDVKpBGqvBa+tlZgkIVvudgQNniqLH55G/vACo5Ua2vnLBDrdRBw6Y0t1DEqM14VXOG58htWWDZqJLm7HPIwFrKyvrVAqlRhtGSRkCSDFVcbMo1QWMsy9+Fc81mgwt89KrS4TqQQRyi3sT1/i8+dSiB8zkHL4ONZY4pzUg9HUy+rAMTTJgFwvE5OrKOtlLKUiye4giraBoJtIF41YJJGO1U0+JqQQZDelpkS6ItI4YqV2tkFbMY/q0fnYSQ/vFM9jzrfwtLybC7abRD0ZXAnwoeMr15hzSmCAl0KzDFVaGYxZuOlMIFwJU0g3MbTa0HpMNLZqKHdySKLA9Xv7kZdCXB0ocqhSIWjUyakablGlFtFgGCItJvxVgcBMlMeaLfxgL4T3BrlR2uLpp/8Zttu3Kb03ga5Byz1dRG5sc++pr/H6vRL7EkE++29+BavLxcSvvIBqMlMymhiT1ihN27nqegbdXac39A7FtIytroLVxkqfRDBexT0/jVTr5s3hAk5pFGNZ5aHIhyiCzE2vgRbFzT2ep2n9/Biv3Xqdt/PrlEWd5w0xtA6oGS18eOBjPAQkHB52kPjaR920bozyC/FhrGKWaWOEH/qneS6VpFYsYlJqJLxuCk4HHcUou7Q1Ci4nSiNFQ7awy1Bn7dBeujY3WPJqbAZMyKa9lHbsVHtF1oPHSDYvM/HRTvJaFVmQMIaexPXQs2zMvsi382V+diONwa/Tu5Bn6ZiRUKKK4JGpSUaSVS97tDmCJRlN13nXYcDb5+W6+Agn11/i0Nn3MR84ip6G2maRE4vzNIE0MMwVugrTrCAiCTr3OI+gRj4ktwkzow6iRiM3GyodFZEuw4+H13/M/3sU3v0mn9u6youeR5HLMaR6nk2ni1Cjk/c/eJ9xvYsPQnd4uP1BRKNM8UgbxpUFRF1jrm5h9Ru3MVkN+EbaeNTwGK9qr9MQZQ5pBnqsNrqrR+lyz9JsmmHexj81PMONUp6CYmO7sY1eroIgYBdyOH27MFRsaIqCaDBw9lYYdTFA05HB7k5TMcyzu3sPt69maNoCVBpTmDQJb+IQXZ05vj/1AW1AQ+gkmvDSEiiwa3iLD3Zaaa324vUopGSJqrXGt3NXcPv7WM63sT9p4cnGYS5J09yYnebIfc/hsDfJr71Pl89KbnOUsC7y0Ekv759KkqkkEYBMdAvZ0YNJEXELbtblNaRnuujQhpi7tsF4S5xco0p/scTUQo5ktEK7aYjtAyfRFi+hl2KcPjfD3n6NmUt/SL2qk001kGSZ9dkEBw/WiLiaCMZBpMwmhaLGwYEszRtFBB2IbqLfZyGzGSZTtuBz1NhrmkSsK2wmk4QCBdJ1L5pc5lYlQiMf4OIPbiGbF3FXrcTNKdSkgfYBkc/ZZcTcMrpzH/PZMT75kT0Y5P+Zk8zc3OLs5C0c9SSL3TvokgyCjtvmImjdZi1mpzdUYvH6l3H5h0BXWFvvRDXUsdwTxbDcwCFU6QlZ2Yz1ENvpoEoX1uYGmgi71W7usMHU0g5+VUI2GinJJtSmDjUI+TN8Y3YBr91IPFZHkATUopOmfRnFFEQT07jNd6cOU+UMC9YI3YLE+VdOkTVVuP/++zFOpZjJnqU08iCCePd/VZRlun/qM1yuKZTn3ZRcUzgrAVQNUq0F7AkRX2ELabsTzVlnd0+eRlNg8no7/QsXsX62m4G2NPVzOcyyyEJ3B86Al0ZTo5av4fG66Le4qDmjqPlFHMYV8poP0R4kWzOimfexf08A+7SLejpLxdrCdGKDhWvfonNwmMlqHYUQoqDx2d/+DOrWMab/6E8ZWFhG/8rXWb58jRZkzg8cZqEqMpDIsafFze4D7dy+ukkurfLJzz+OsrZIum4CCwiiyIG//gu2X/ohsTNvcPLZ/8wr6jssDBmJkWNkq0lHcRhfJoPRWeUXP/Wv+WArxVw8x0OvfpNTT3yWnupl3McMaHkYsGXQIu3MzJ9l/LMP4/nbD9A2M1gDISaXrtAtqsh6jQW5js8hoQsgqjoH7vUze0ulWp1FkUVsah5nIUZ8sIvJzDwjVS/TgffIGDooR9ME0ahYRHoyE5QWjbywfRuQGbvnOVrdZtaXZ8kGPGzae/DO1zDuKNQcBiL2DlrFMtvlLNbuAfSVNV49YeOn3m3QPrNNus2LaNyk/2P3celbFURFYU1qoutmGrUR+tKnSPoDhM01nK5WWhpp0mqAU6MCD5Qz3No3QjPRRaxzFW+0ja3Odnq2ttEEgZzbirQRwdTXwkolieYzYmnqaFqGmsXCxNhhEiU78nQYR+w8udFhNrQI+806pQfHMeamKWVt+IYDVJsRYt4OHDs3sDWewmbKc8/hZWa37BS1CGomhCSWEB06ZcHK+/e2EXFlORDXeTaSJLsI/fFt4u1jFO1lNEmgU1WxiqCa/Yi1FL5Ymb0FgfnubZxlFUe+wlqfk6H9hymoyzi2tkge7EFSSpT0s8i7dlFlm2K6FVfdjNQokrd3075jRbBUEPNFZmYmGdh9GF3XSSRSlN1teKMz9E7c4Fr3MwiqBSGhk3Gv05KKEbPYOL7nBH/93jIHDTeJBc14An5cGzLZkIo3EqcrM4KjUmMmEER0FmitrDFgl3ArZZZdYzRTW3h/+RfQ5tZZzqQwV2psXD9LoXeUqJzhnNXArg2FssfA1KEDWMtlvIk4wXiS2naTuku+u9ViFMh4W7lxbQfw0q0YWHe4qehVOksKnvkCeYeBzQ4Luq7g7h9g/COf4ruTEQQlTsdKDmtVZeVeB4ZBG65wlaM3ayQ/8iCB5AyGP/se0ZyC3N1O7/C+f+Do/7/y40zz70GUDGRjk8xe+iI75VMMtG1xrCdCtLgXKWHnE2OtPCPddR506BYaO0WuXr3KwsICiUSS1ZyHO9f6KMQqeDN1GgY7XIswvRXirZWDfH+hi8d++tdQmjq2lm6aggm3X8TlNaI2da6fm+Frf3aJyeth2vtGAPB27eZb7y5ywnqdnsoZTjzShyw20aQ637m8RlPV2IgWWI40sVl7uHjLRqUYp5q9jsksYncIuFr28s0vf5mXv/tdqsUG/Zb9PGy5nyPHHbS0mllb2Ca8sEN8PUt6Z5v16zfo8d8VT3W6cphtQTq7D1DINGkb6CQbiWLMrxFenmFi5hSSqYS5qTO49zG2N8p0dBkIDRSQJZlrazkW0iK1YjeNfDvTGZmVLRuJWJDdgwpHj95kZM80TcXI0oqdhYkstlKG40Merpx7h9mtBuvhFlZuiZRi7XzpL17mD7/7PqvOeYpVmb7Rh/nGf7/K1786QSRvY8S9wdydeSyWBg5PEICO/lEOP3AUswVGWndRT5f4YOUC7o4R4lEF2Sih6SrZTBW7r47SrGD2bZEo3iZfyPHR557DsLGGIEu4iznaWltRFIXbt2+jKArnLnyAzVVhZaMN1ZimmvyQtY1u1KaA8/2/ITv1PRa/+Dts/cE3YUKhXs2wPv0Cpfg5ijUrnZ1xlreqzER9tLkqBN0ZSmUbDT2FpoDR8iNbcxnyogs0nWGLi7bu/Vjabby2uc2XXn6VndlzSGoTxWTh2JCKLioYy2YGmm30pSYRBJBkiHT1MlEdw97zFO7ACI1akdvnvs3ijb8AXcPdspvo2ilEl5GDf/UXNLIZ1lqNFIQq+3N96K4epHiG6uo6284yRrORM6+8w6uLcW6v5+loizE+tkiHp8TjJ3q4r8vDw7ta6dJcCJpAf9xNy8MP/Y9zp2sqye1rHA+NMNmEplKmp7zFUVuI6NYsAHLLOIfv7cHjs5LObxKVi6zoRt4qz/OfzvxXYsUEkfUF0BQKvn4yXj/Dn/9ZWkIOAH7y5w4T8Kyj6zZ+5pceYFdXlSitNPSjPPDzv8ybb72FVRQZnF+k8O6HGFIFdl55jfaf+ChDf/Yljjz8MLquE92JIgo6JdlIe6yKrKqkHTpzu0bZGO5AQKc3V8UkivglGU0QmP+9/0L2y3+DPVdj1v0gq+PP8cC/+01kBFZHvKgGA/n1Rb79/T/DrIjIkT4UTcLXEkCSJKampohEInSHPbQXPQQlH9WJSUyZHPZShYGVKbSIwk7ZzIHwFM3LaQQB6pczfNjY4MOgjaK6St7pAkGkfesOjnKGNc3MZu8hBneNYxDunhVfcw/qepNIbxuv+52UBTOGWpzzDju6IHPtznUcZjOu2/MAWPrzCKYaQtrPX4ar9Pl300zlqesi6zZwdoaImMssO+LsMZzkmcR99Cn9PH4xjdyApV4buWwV5WwK9fUwQhPeucdF3/Q6Y6koti03M45B4qoBqanRaFiQf6Rrk3PJxH7qfipmicBikq6NAXKVEpqu8c3JH7Dy0BC2iobs9TDw7/6E3Mfvozec4elLTUzdXv5q9gd88b3/Snl1HSpVPgw+RE9pkwfW3kXTjYiahY5CAxWBM/ssvDems9kiEWsxE+l24lkJ88QNO/fPzXO7fJSE6mehPkTJJNDS3UPg/l7sXg8F73HstufYaDnIt1pd1E0CZ827WVckXp59n7lyCUoTCBjpM4yz7/H9uPQA91YPs9t8L6/6WpAaNSYaNgwtDyGXu1mpG+lS4kyfPEm03YFPVokO7YZknlsnhllr8ZF1GVh3ruGrfMB9779E1t+F2PoZ9vTchy5AsNDJV+QCXzqfQjL7edzlItPmxu5UsdaqHPGO4Ms38HoVZpRhlly7OC8OMV01c61pI8ka4c4M2wd7KOzpwpCpYIuGSd4BRRX44KiDcw+24zlooHnUT9aiUqjr7LG3Ihs7KGyBvd1Iq1ljWzWyHGzQvuspgt72/7dD/Y/535iGJ0RVA2/kJlKjiMPjx58tga7TLrqZF8MkyXOg7a4Z0IJBpSW1gQULWaOFzSMtuD/WiWSWeXLoIcbaDlBbPILZ1k6lGGHUYSPgrJEu1pjxvs1yRSbXcGAQNtHLaVq77Xj9BgrZCgHvPUz+8q+y/fKrzK9n+PILt5FKMvGWTS4u6EwvT2CzngZRwyR48YoNZnfsxBoF+vydbJvTFP0eCpqfZsNIn3sIoybic5fZ1Bvkj8DWhogWiJGtlRkaGqHcUHn55hbRRINmjwmtqXDh9MucupJlIWYj5K6RLEu0tmSoJ69jlBroSgxdlynnK0yum1h2GhD6elB1kRe+8RW++rX/xMXFLNWqxtEWhdh8kni0Rm/wIewt9zMlWaBuQjH7KMTCbCSsZMpOKsoQmiCTaz1OpawwectCIJCio+UCR/eUOdCfRFQaKNMZStYWDEqVK1u30QSBzUY3xWQBqZ5ju9WGwaeiqjqFWA616cVSSiJYauTCJZR8gMX2OFet8ziOdxLsfYJ82cTpHRN//LrE/KltvvZX1whvZFGbGu++NsMr372Do54mZ2mjJQZazUc10Y1ezhPwaiSpMrXupZwPE137gPUdP42Ki2T7CneqcxjlJj03l7D+8Cpa5A2CwWlMFgOJWJDB/j72HT+ESZepFXPk63cbnkWbB2Phbu6ddTg4qZ/HH5CpFUo4mhYU0QJ6CR93Vw7LO3fdO1OVDIvBOjWliKtm5vnnn+fAgQMQmmewI8fOxq3/xaCpVqsRjjcAgf01iW5DgmzrEgPWTfLGFjyVCgX3IttLFfIZhTsLTvImkY3gCBtxGyFPleGREL50hh57go6QSjxrwdiI89P/7Aif/5f38MmP9mBX5mlt7WZsLUt350NUOcBoS47JL/wLyucvYa7XcRcayAjER0PMtGgY5EVA5OGnR7DZTTjHRsk/+hALY8PYOjooJlO83zmONx0ntLPOX16d54OXXmV40EGjriKKArM3t3j7q2cpWoJ05ucoGdyUBRu9P/NZRFmg/u5ZBstm7njr2EsKmijjzxZx5aI89NRnGAj08nj/GDV8lDoP0DBb6XDXWFweYOrGGC65zN7p89x3q0jYWOXMITuevIJ5ZYpjF8I8ey7Fk+eTPHOxgLegknLJmAxmVD3Nw/0+BCGG5nYTKG9Do0HPgfuo0eAbvjOsmQvIhml8+hmObr1DPhDGoc+hZnZ49NFHefTRR1lYWuFKJMEP7GnWvQayS3lSeppCn51m0cOH8ZNMN3dTVyukqyq3D7cS2r6XxZYjhEprHIrMoYgWTq1dpMvYwKAZqDtdFIJ2tGKBUGSDhZCRhtbDQqnJbH83t6Z6acnCcreRpuZGF3Ry/g3KIYm4z0Xe5SQV8DPc2Y+8WGT5RpxQReDjn/8NNFqwC8tYKlVsuTwOsYlZNbI2NICsVZjwS1ArIuXnyKkig7NpHt4QMQoJsvSg6zIu43scGk5iMksMthdRBRXd3cBsXwPRQFqEiCtLfzmEqdbHcsZEuduAMavROT1D0SdjETSGnBV2ah0YhQAVs0DdZMTRNHN8FfavmVnotZIzw41bN7jtKOEqqzx+UeGnX0/gzATQ9FnsxSDGpAS6iuIewGK0Y5ArWKIaatVJeHEaXdeJx+MknSE6lk/RuXKG5R4TNpbJ9l5kc/Amm85umqKBmbYTfKcqMeBbpmYUUCxuBitOZFVnuUUiExwlGL5N6MABosYNpNIOUcHGW+UTrPfu5c7WbnTBwLXJ61wSwdjSQqbFT6R3AF2r4j86hNdoI+ITseTW6WkfIdymsNpa586Il/CIEyFgQi2BuNtFKhtga+AWNfcWW4tNyoUaqX4z7U+G2AmO4ihq6LqErMNb8g5n43OATs0sUTcJRPxGblqMrIZ7yDoG8GXL9L0/z1NnIhgVA4v7O7C7/f9gMf/v48eTYX8PNlcn4/f+O66981e0tUYQBMhlXMwt1QBYn0vQ6rZQ8qwzKPSxTx7g/StXsFqtdPf2MHWzilVIoYk6ZXeI1r0HML//KoeSdT73hYP8u29c4xsfbOKxd4PFRr6QpC1QoGExsbVa5s61KUTJxzuvzvDpn92FaPOyvrTAA5ZFdKVMMlJmYu59XN0RNFOJ5Qv7efXsCvl0Bb9ZZnVqhqamMr3qZQ/zjO5xoqo6Fy4tk65U7uriUMNv6UbUjLS2fZpLi+foOtDN2so21VQPVvkGcilNR4sdW1c3XtM1LO4jLM5G0DWdvd1pmqtRKroNa3aTpnkcs28Hb7aVkcFeFt50IyouCuVtOmwqdrvE4cNPkb8dQ9HrKE6NsCvE9K0dlIgduXkfFu8KFkODQiSJjkAjH2H29lVCXcOomTbmtgy43TkEQcdaV/nUgUXsWpW5bAezVxZxqBKZcB6X2UxbV45GWcZiU+joG6WYTeNw+7C7dP7Zr51k6co01tUmf3PzRU6bgnRka/QO2YmGq4TDTURngsFdDnaSNRwOJ81mk4UPTuFIZ+j89CcJf+/7KLE4RqORWq3G1772NSr5PIgyTXWQlfUO+nt2WF8L0ZZfIhtykW4doi9UIzdVoPXqDtbRp8lpM2iagL/rEeymN0lk2tlY6abDUaKYswEaslWhmQHJ6qUoapgiVRrddmYL7ex3r/KCNIavF/yrl1CqTbpbZQzpMG2tDZBFmmof9R0zxde/j/doAIPHgMtjpLm6wNH2HpyOYba3N7n6wSnmZlr49OeeZ3DPEbRmnZlLf8j20psEPPdR24kwfZ+Hw5UxfuaJT/PyW6+gGmQkpUnOZabf4GSrksFrLHNs1wYmfx6BGtS62fPwANmbO5TuvMJHG0u8odxHtc+OZL47NaXrOlsLr5HavoogSAy5WrmUjrPPasCevYVvF1RqMjmlhYf3t+MLibzwwgSSv8inLVDpe5QXN2/zb9/7He6JW7F6/Ux370eXjGxny6wsJFAaKoV8jdbuIcLLs5yplIjELmAWd1FWh/nw3Smy2SxP7NpF9uIVLp9apHCrQUtoL9vePbzwx5f5+ceG0aoh6mUZiyPK2mAfh67dIhhXiLQZaZgF6uUSFozUNsKMr0Uwak1UUaAmSSyOjpKq7EcXJDZrOrd++f9kTLtrFlF3WqloDSRVw97wwUgbZ+9kMSpxevt6mDh7lqtXLiOi0KhtMxwcov7BEmvtJhRZYHiryv7jDYzNMB25PJokYXrQi/J+gofXPZzpznK4aGZxeJR2c5IHTwxx871LtK1cZnP4IVbdfnxFBzieoHMri3zUhM0mk8TKu2or9oKZTXuEIW+QXC7P6EaY9rF9hIo7zL3/Jr5BH7/5zBF+/+s3eeOMgyM2DdWgYyzpXArfIDEkszvv4/IVG1NKgp+MncallFgbtiMbjWy2Q8XapGenwqU9DhpNO63pAuvjKWyGVi46R+iOfUDU24M/toKzKSCIIk1B553kTZ7Y10Hv9S2e27jNRPAk84Ftrm4vM1mv8/MCbNQNfOurXyHpmOOT/V46N7IIF+5wZeAYexaWEABBB8/kGVImGU+Xgjsdoc0cJ6YZCbR18nzbENF33qHjU59i8b33yFm9XL7vaTTJwOj0dYKLi7yvP07DlAFS1I1NPIfaOb2RYDJRRlUTSPa96Cst/In/IrohhkHXeXn+Bi7xHgqGHTpSOo6jFTLtDWzttymtrZAYupfmh07erjW4OWLAL0zz0MV1wu0WOk0G+lPniSLQbmrwgilK7hho4gbekJ8N1UFbeZuGTWUykEBJfZOq3cn5ooIkBqkE7sOTXifu6+X0ToAHfCnwO6gH6ojrZTrfnUaVoOo1E5EtSEKBolrFqomINZ0+ezvVrVO4lF7kUg1HBxRmVzC0iHzzXi8WwUTO0OBx2Y6xXCLuNtKerkE0QVb/IXJfJzbfDl1qk23Nzr8Z+DiHhx78xwn+P+Z/G7y+XbxV+QCDqNDuepi+gz2cOvVV2tujtLfHSayEGM130GL1oWka67eusru8yJ4WD3rQyZ0rP2Tl7Xk+8S9+k2BHL77CMTxShECLl1z8DiFTAV0Hr11juxBgI9Wg2lHBk5igLvSjG8q4vSXWFktc/vNv4FJVNl9/i5dXJQYtVpwmA8OdFuTLaxSA1ZkdutpaiCWCbKcsRMoCKWEdbq1xQPEh1vPkixkghDOhsF7bQ6h1k9TCIPE726hqJ5uWLT4XFjktZBnwWcmky9wu1+nzHGHV8hJmTWK5KVOZOcyaqqIj0hVKYvRv09ezQyysYPEeoJq5jZwzEy1kiK5CcLCFemaOhm7CpESYuaEjCCALRk64nsWmePmrNpnORpwH9oXZvlViu9Fg2/0c6uIkhsw1Um27ifbsYyi+DaVNvpIwszt6lJ7eNC5TlMw1haCuY//ZT8Of/xl6fJWaawTtTp6mUMHgDmDt7qW7tsnicguFUh9GwlilCGZXhKKrg3zURMDaixDa4PP7P847/+GLqKUsUn8/Y5oRk1IgvgFf/9IlTGaZel2hqziJr7HFhudhtsp9OLbTVG0+JCUHwLSlyK6cl8UdB2avkZW1TnS5hpBs5aRVp48otnIZRZYZ3CgR3X+clj4Dd67oZLcy+J/pomN1kGu1MqvpMj4g6ghg3y6hyQLxgsgeVwNPwER4vYKhmUUTvQio6O4aBkBMrpBMxtFitwmE/ERKJTrx43a7qRZj1KVtdE2kxR4hfGcO9fZNOj/1CW5P3MaMgaq5xH1SKyvBDXZCcX6m5Tgz2w3O9VZpr9RwNV3E53I8+MnneePdt8m0+slnG3R5S2j2HaRDTnr6dLZTFpYyAazNLRI767R2DyJ3t1OySoQ24tibeUJHCry4fo6GLPOZZz5CxzMfxeByAVB65/tMXfqAXv8ghx++B+RW+ofvNuh0XSdSKmJuNnHv3cPpvj1Uwymeeu1bGJQGr/7kF3i7aWXh1W/jEHqpSnbe+2AZ0TzAAw900eYv8fKbEpPXwzzy9ChtTz/F9iuvca9NYsiu0RfTmBxrw5ndwhbsYmD3IQBcq4s48hlujB8GwOYSWZsLoekS3eEthIcHMX9rlsqNSTb3B1jZM8ZKuUqkUaHN+CAFg42nXvs68/0G2hINxKrA+twEqlJD0zUS3nY6U3PoXh/D9x7jE69kCHVZSc6fJ5cvsjtbpSpLpMefIB3bJFgtsWfPHgA8Hg//16Wv0hSyZKsXMAW8ZNb24PcXidm9eO9kqOU6MRumaNR05PUeTDU7+WGJ17iXpxOXODDX5C2viqk2St6eptS/Q5YcJ7atgIhSuZeCS8BQ2KY2XcLMOVTVTs3Tijtzh7BL4JldDxJecyIn4szvGQdgV+cuugvvosbT+D/xk7x3Okm12Y1NvoEjL5No68SsKeimbdSmxmQwgWw2owJeXWVC9GA+0EfrqVsEj3QgZ5tEWp8mVDjF9OICPi2A32ci4KyQ0FOAEa0q0FTaGLSp/HTNSfzaBQRVY2o8gKOzQl+4RNJqQNKdvNQ8iVZ1EYht0Wqsk3eL1Ox+bGWBmryDgJXNXgOGYo1QuknSbaRoalJo38vHTq1ya+Q5rModzNISjXwbgtREMQ1w/Pp7vPygn/bNPQj1df7P136XWlXAVpAQdY2SQUSsd2GWNhnYUVAMEuFeSLkP4t++TSgWxqDVmeuW2TdfoGvzLKFAkMTQ48RbzfjKKdKnv4vPaELUVRoGJ2RCvBJN0yk2UdQgpVQE3e/ggece4f1X3kFE5v6TRzlw5H6Sllle/O4X0WSZ+fXXaKloaLKFlbH7uSie5V/a7AjHJQyOJuuxLVSxRsdmgkKlQmefDaeln4aaJOI7hKOtDbU2j6SXOZA/SuWP/hbNK2CraVSsIgmfle7NbqraEOtWwG2mLzNJ2NVLoq2CVhao1/7uWvo/ND8uhv091KsZ1pbmubqssa91H55Qnl7bIe7U1mgaqgiSwuW8ilvKsmW8gR03VrWCXqqxBBhrrZjkBVTNRiXYw816gqGAH8/aHYqvz/Kv7u3n+5fP0FB91LMgSDu0tzgwWQRAoJCN88CjfdyZUPje169j9LXTFJt4RKjmCmjyANPXThPq9WGw2/iZ+/K8++4SAQ36aKApm5jFLVLKOOsWB71tRVJJB5vRGHWTDXMljZLPY/XYQYC1Wzp9fcMsLy/RyPchigayUoBWLcL6qo/7OjYRBdgIO7l2fhqTOc3EuUs0sDCtH2O/ehm5FCbDIG5XnNnLU4QuLrAaVzCFghw2HEUUJLLVPKpexSo5mHZmmJvYwarVWK7AomGBT0eO4ZQ/pNEsMmA7zmb1JnIxTHbrCPlykTZvDbffTVxIk170kZ0yYLq9iNRvwyEIGOxplLKbyOYIh8QGY4KHG0qYG5fPktla4Nxb32cpWaCQzqMYVB7RdvN41EOymkVHwBswU62KZFIqnXemsWbytP7cP0U2drK6vEPl5vfw+H20/8RH2X7lVaTNLZ79N7/EK6+8QrlcZmRmHlu5zO1eJ+FwO80KaJqIT98g2nEQHEmmC1ZsPUH86QLJH5wheX8/TVXmgX43kquN/t0L5C4OMD0/elck1VhFqRVRayBZfSTMEo7NPJWgmZ2Sj32ODZ5X3mIra6Osy+we0rFLMUS/gF6WiGy14ZRAcgTQTu6inN7C0+oj2A7bq2WuzF3lQngbgGbKgE26wXvv7iXYU8TlctE2+ARnJ14g+uId/IEg3eIo92X3kPnBMk8+/gSXZifRlRKyJcBORAWbTs6+wY5SobJpordFRXEmuHDrMoSXaavcwNnuZP9ygVUlxNSl14mHowzv6SAZvkqNJwm01LDeuk0m18ZVuYFdsdPZUiRb08nm5xgP+3n7jVfR0OgpDjGxLTKubvHFx36DV6feInX7LaZbZXLV7+O0HuabP1TQKg06OgVOv7XAQw/3snznGrlUnHLzAGOH72PiWpirZ3boGGll8OS9vPO377DkPoC1kSdm3oP+4Sa7BZHb7y4jiE5ApZrrYAaNTL8Ktn5M9es4imEEXWW100bF/RmKySZexwL9DQXj8go1YRe6ILHnSAczVzdQDWaE+t1imNPXgml9A/dKk0igiWA4y4GxvRTzaZRrZ9mfzFDo7yQ56mdFrbP8/RfpzNRYOuHm8c79ED2Da3qSfb1tOFNZIuN76R0oULrqZ9edNdL2DuIdu1FRWQ+/heNymcMrVfRCk8MTK6T8IVzBEEuD+/BJO5jLTWI5G4O+BhcsCUI7VYabfswuGWtmC/t2lAv3ttE/WUXSwB6QaXtuL79eKvGnL1/GrTYZXitzc8CDSWnyYFxgZLAKpWWGFzdxKXlOdY0Q0HZYMz1Aq/Yhm60CU72tbHRqGNQmQU3EpTTZ6jhEaOsmdWcbse4jtO1s4LrnCPrmHWTg3pY97Cno3OlMMrhZYWh2Atuz/5zLQoOhtYvANm8/JFB13KYZ7WLLsE5syMHoaoGjpRt0WqsoVonVbgc1mtzEwoNSheHgZfy6xpWizNjgcbYqHezeepv1uJN0yz5CW9dwpm7hzLlZGDvI43NfxWXYQtd1lnQQijtcnj7D97dd6Mocuysz5EOfIT0WIDi5l/Xhc8jlKVqc+8nWUzTFJuPrVebkd3kr+g6hmg/JESK5cY3jtQbm0BiHu5zc3LzJDx5xcWhJ4bLZhDOj4ZN0ppxeDJKJh2pdzBtTiBaVjx/opFL3sfHBdXo1qBhVdHORSm8fLakA1xzfZYBe/BtplvuOsKsexW/KsW4aotdzi0qigjUA120tCKqGpoFcL2BsqDSMErvfXSJrl4BZUvUa/W1gaZFYdEo0rUZ+49F/z6+9+5+JJCtEFAMeg0Z7oElh+a7F+d/uNXCk7uL+ZAHRZGXnynXsb08z8Ev/BIPD/o+QAfyY/x2IZNZxGAwcNOZYbw0xuzSFzWEiHc4TuFBljy3Ohr2dsx98QNVoYSg5yW5lA31ng31NldvRDSSjmYtvvUjn4/+EiUyc8VY7zZ0SG2GZQkkiVupEjtXZEAeptxpwVaepGzxUynvYXptgaFwGSqjxMHm3D1OpRjCroOgKrSMixcU4KbNALNBN3/YGoe40jUYHi9F2jGoGlxChni+gq010AEFAkUeYK9VYTJnoHzOBDsXlNszuLCeUDsb1c0wUl2iY+gAZo7TAtTMito4DPDDu4vrZIhVVRRJF0GB9ux25qlHVp5EMdqKJdtyGCdRSEQhhcdbIbuWx600kZz8YBczVCHaXm3I+h/e+PZydjFA3qzyqnEEwigRHbYQnVFJbCxglEbfWZGxxhaJ/nEjHvXStJRnbMFI0l1mPaQhNP/vXbxPxd/BG9iU+Z7XjyBcQJQ2zMIXD58CjmVDfUbnhOIaqSdgbMSTbMoIAnRtbfPjECcbNZeQNO95cC1NnpwgsT6IDa/5DaIrE3ugp4rIV7bFn2V5L4rQkGVye5Nz9z7HV3UvnpR0kVPzuJm6HgqLo/NsHf425M++yHC6jr+VRqg409yKhXA+5pREayUWKFicru/oYn5rF+8Z3WTiwC4Otg411O1/7/lWiugfjmgbyXf1ZeaWBWW2i2I0ktTay+SK5SpGGQcFQ2EYU7xaIogadPmcQj1hm/up/x2eq8aBRYkfI0qe30khViEbPIJUCCKqEzRlj7uy3cXy4RGEry0oAyoVu+kJpaCxz1eXErzhosx1GCXwVv1HlG06BweEj/GTnPkxKC1I5gGZPQkUnGtHpHbRCJ2yulpl0nyDd38Ge9Cw7a4u0dg+yvnQHQRCwrMdxjo/zXuQqmg5TzSaHB2r0/qgQBnD8sY9z5OHnMBj/7gPyRjxJvK4xEuzghRwshdOcvPw+vaODZK5d56eCFiZXRE6YT/C97gbmjRoioLllRvfX2Jq7TVvrGHduSjz0xDCtzzzFzqs/xJGrMfrIT7D90iv4UjXSbuip2lj+b/8dQRTI3p6kr38vW9ZxLNYkm7oTdDAbYWGzj3s65zHct5uhyVnWRupcyzTI+JI4bCe599YdfnjsfrYOPMwRb4KscQ5hPk1MrrImNsDXQa7mpxOI9g0zzjYDbZsUamkimQK7hQrNtMpO3zh9TiNFTzu90wtc31xkJ67S1qpTFuKMW/roVbf5wJ6HsSvMRwbxDHpxHsiibzWoFEKYK0ms6i6yQyaWl3T6PDoLDhsdYTM/cTbNZGuKayMlDJIfm2GYjsRl0rZWEAwslkXkjt20xCbJ2jwI2fsYdiwTzySxSoscXghgym8Q1gRUzYhBbvC1Uzv8a6uDlODj0qwFwZBHcDfRyxK6VkVAA6EGNROxUoCSo4lHy5PQfASFNKuGXmStzu7eNjzRA5QtZartPuLDT3No+gdEl5KkAF0QETx3TQTEUhRrc5jd5yfIWbZwP3CSC7kskY4xWpffZ2ZAQhd01n17yIwdwLadR1m0MJ7axp/bYa1LpaL1YiweJW9pY9/yTZT2FCW9ynabGfQSDd3CjmcMZ/MCspgj0nEvnswylkqC/q0EmijgsYcwqQl0XcCwVGC7tUpPrISzqGBq9hO37qGtlsRcr7HTaqQ30gBhDk00UlJb2W6pc9/tMOaijYu9n0IVjJjOaQSpUK8Pg+8O9moBAHM1S0NIUXYlSRgqhNZDGNlGaKR479W/wVCW8Xp8DAwf469/63VyZZWerI9qqIFcqlJ0taO3PcCIQca7rLAeaGF3dwJF0WnEkwxqPlQhj9XaQnuXSouyTTVj5Mji95CsZuR2AQQobams+w9ilSbIq/dj0FaQpCSO2ia7osvkh/vYcftZCnyGju2LCFoTzd2H0/2PqxcGPy6G/b3ENm5x5vRN3LqL1fkp9OkMDf0GJeVJTNIOXkOapLYbdcfPWOkcS6ODnNQWsSp1Lq/uJ2wLYRAjVNVxTNUSusWE72PPov7114jEX8GqHMePQL3oxyQt0xDrJDOt+DxlFJzIYhb1zNfJm4ZoKqPoqRYQDeTVGUxGN/nqbvyOHNGNDA23D2cyT0DzU2WTNtMU6BroElSarGyFKOeCJDJOHN4GeiOFWM/hMnQgCALFZhM12mBmXUJXO9EUGUuLTj3djibOYZa3uHFjAJvdRTSax2qsYRWuY7LY0Ep5/uM/PcxLX61h4TJWoQi6kQvXL7HX7SLT1kpP009BiVOWSqTjo+SUm4RqdtbX/OwNX8NdjXGj51k2cybSoQRKep2Kuh/UdsZsMndK58jnN7jfZcTe0c735CI56wDdCzGSOz663aDkHchuHU3wg66jNEAsthA0iNhtAZLrFxCMFu5cfAfVYCLUYiEv9HGp9D5SI4cVgaYWYnahn2qpglC/jTFbwlDX2PnOKRY67qXuk3ksmSUx1IdoNFINBAiWynR1deHxeKivb+DKFyg4bOzauMSVrp9gI9pLqLLM9nArzfwaDlsvFXIIRoHhX/h51v/rfyU9FaHsN/HmN/4E2WDA6jLi7fKT2/ABOibLOm2+Ks0IGAN+8lQ4ssvP+7kGBauPxXU7HW01RtrzCALomo5eUWlGFeQBGyOH3axeaNDR9DFlKiAIoC7tQE8rbZ1Wwtt59g/3sTqzQJkKuiTQyKj89gt38HQ6idRjdE7X8eoVQj3HOKwOIVpktGqT3DvLpD06WtNIW1kmV3JiUUU8gTCRjAVVE0gXLEAVe2aKitLkjvkwrc0qDkcZQ32B0+eb6JKRpZ0oXt8e1leiWDxpZIMDT5+OQe1g86qNsdlXKN0zhCqmeeMH36PYUJG0JuXkHKrg59L5VlzB2+xquLkoSPTt+yyFzBTF4hUaC06crVVGBqY4nzjG1rafXfc8xuK8E6/HwVMf34OiNJi5HSMf9VGoCsy1PkBATfPEURPTHcO89sYcB/NrJEQDk/Z2Dlh2aFa7GfMYme6PIEsJ9py3gF1FQ2bE9dNsrSUBI1mti9mgytHZOVpykwht9/DNG5v8ZPIy5nqBldFHGFo9xaLJRf3kQzgjW7SvrJBRY/hVN7smr9A0GJgfP8To7E3KKQ1bz2FaMqdJ+YyEcjCbncAUsjKwVcE2vUbR42C1OYR/eZJl1wH2h9+nZT3P+kNjPL1xk8CHMVQN6h0BogEHTVnCqcr0LM0xODsJQBNwE8E0aMfXHULUikjVFFtD92HWJNL7VLS5BQxGC3ndhG1ph6mNKfbef4LdF17CsQKypjO+U2PugIdKskjGXWfUVcaTjsBxL225MFVTOzt5gUTzEIcMV5DUMvUdB4fbnMTKGTSDj4bVjb2wTd56iIqrnXiondLWPF3De9havMNoUiYxv0PN7yApQMtKiuTNW5g7O+nb2CYT6qJabudgZJmxlSU2f7SBt90fYGA+ji5CPmCiJmqgC2jArbKJe6wlVhtGRMnEd66rJPJr3HPsOdYkJ08fO0l48wqkV1ETDyH2wsSRgwS3LwOwb0Xk4EGZ74WNBOQ8QW5yj89ARF3mAy1EfbCTVnEPGZKU1XEajdvs3hEpmkU6wzUGeYLIqhkQeKKvzJL2Pvd87DP0mU2c/8tTvH2/m4JNIlgWyGs6g14Z1Cb7M08QVD2M9V5mVS2wNKcyMrjN7o+0MHG9gFt10nt1A3P741C2YRk0kp2K8/9h77+CJVnU7DzsS1veu121vXe929vTfbw319/xMxeOIAaUZTCoJ0Uo9CSKIohgEAAHhsA4DGbm+nuP96a97969vXe1a5f3lZVWD2dClBQavSiACQH3e66oqojKrLVy5Z/rB50XOzk+9D3FgJXj9KCEUNuCfJlOSuV+0GGyIiBqRRTTYXi/w+qwj4pfwpNRKRcNtjN+hpUmSXSyLhcvDD/F+sf/hrGmzL6uIApwWmnxRSjE4WmHZNlm+ECn6ZrmA5eIaBfZ21+h2Q0xoBv8zdukX/EfK1IkTVE6xed1N8VHGjCILPgJKp+z5kqQrtYY31+lvbWJlolyKlGkXveTcwL49CMcTxKrkye7tcK1r66STinsmx5+fsOmXp5BlbpfryJ2oKe5QXY4jL+0T9uZRhLK1KwZtg6SSPaf0vKKHPin0SIDyLZDMFHncOsJcruEERKZXVtlIZ5B3N4g5HGwizUUSnRtCIsSgxNnCExO8eUv/wzEKtudCG5BIL+dJBKuU6mGcAW6XAlUMCpwzHWIbT9hR3wFvyUTNY5wOjo3b+XRSylkVwe76wMcJE+THf0ItakT6/fTyloYRgJZzIM9QafuwSeXcSQZW5GxazuMR4epHSpsdYf5kx9/XXHQv6/TOe5lZaGX47NreBwvmf3HiIKIKXjoZKKM7S2yPHSMmusUMe0rDE8bu2YSyu2jGAbFoSg9WoxWcB5vrUUofRdF9iGNj7P+RYSuy8WguUQt5GIrNM9gQcBxBHKSja/cZNerMaxcg5bJnXfKDIUirA6fQWvEGCvdQ0sHGN49YHn9KyRPH707WXTRhb3vYvTwOo10jOqRh8zhDaR4i9yhRO32I2zPII41j2bNIsga0dYCorqApyMQLTXY7PUh6IfsnZ5m8O4i04/n+WgoQxiH7N19bNtDSH2E66+qygoDbgJ7JfSQQyue4OE6YHuoGiHc4gGSXQMBdkSHt5ITCKUHuOQuH+dVzsQ0RobbOBsGBz/8EsOM4tP7AYfG9IdExjX21i+z3uxFr3sIBJqkAvP8c9WN6TnkdwJ97FX+CGFYJiHLPL9T5BerHxM8vMY4c/QpA6xVJFK0ye0vcfa5b9KsG2R33yOfSWIhoiaHONha5uzzb7H2+DapcA+yXceejPGwW+ByM0ixz8ef7z7i5NgqyfhfhRmiiPhXQdiToxV+vPgu//WV36fQdvhv7u9hj5xj+6/OX9XUmcptM/aP/zvuPZ6nd28TTy1NXZUYlQUOgLpHpHYsxpOlz+mPTzPQLrK1lWB9+YiJ2TSe/j7qmzswMoKaSrIbfhbTMLlV8PCUsoq6u0C769Atx/BX24TDVXa0DD3iLoEhF2urPRT1MKkJmfinOt7tIUKlSfy1GgHXJuGDHMNrCxTH+nCkRSRlCH3pEMvx0bBaHIZHuLK+BUDRdNj84CNEo0mp5cPnqiM9MbEN2B+d4R9eOsaP736KYsEf3dtBd8dxdt5HFuNc7OYJuGRSbpGf5ASq6Sc0Wgs8caUJj9cwi3VmdgwOelZxMi8wIhxw8e49akGFjYFJhvc2mSrdpDL0v2NXhd5siZ5GAdvj59LOT3GPTHKzcoLSYC+5aoVpVWdlfQpZNUg01lh//6fkEm7EcB96OU1kpsBoJc+7gedxRbyoTg0hWCDXP0XoyETeX0BwHLyNFu2KD48aIVFL4N3WWFW2qSu3sWshWu4gX/iPobZdnNp7h2Y9TtRbwr9ZptkXwFQFespNtMIK7q6Nt9Xk8eAhS5nLrCVMXNmrmPFRnHyYtnECv3IXFAGde8jZPrL2BkrQyyKXCZCna1n45Pv4PHuIng2qdhGxICAG/Dj1Jj15jVyyQDPqoFJlYrdDNHefUvrrG9odpUu3J0WgGmCqvMRyOkykZBOviYiWQyOgYDuH9FYEhnNZbAEag2NEh9Moj+9yLxjAaZ/l+MId6tIJVjPTyK46Pm+R4aUlLEllMXWRYLMH1DoOYBDBJ9/l2O6LPB68zrjdxgGcygGCKiClMpw4+33+xX/3BU6rg88osxp7if78Y5IzEr5YkuesCMuffIIjnybfStKOZ9nc0khVbAQKGEKSo/oktr2IqoocdRpwoh95dRcELwIKPd3r1IMuNMHNytQuXrPJ5IGF4XYwPdD/8D4hv4dH8jCa06IdHsRX32Bvc5nZUxf//Qv+/xd+FYb9Ndz98ed487t4NIdiVCYpmxTMcQBc0hO8hQ5z1SMeZN6ioI1wduEx3lETWwNF03H5d0Bw6Np92PUcYTlPcjDEzniM+/UzeNQG3VoPLrGFV1pHJ8b95TF6YiUsu4YqZDkqdhiXttC7TdajF3CJGopyhK0GUe0spcYFwu4PcVVW6QJR9SEA3pZNwBxjfPAcd6v3KEk2Zd2F1nbjBPPIbhmlUiGqHKNlWjjZ+/T0nsIsGwiCh/SFGF8Kf85E6AzdjQFUeYd6c5ZGw0PAlyPAFpqhMyE+xVqmxB+9dwdJ7yHgjxNsLaC6n6NBkUeTo1iWSYYIy4Wf4603uT80RNKq0d5b4lzRoCt7sFWJVHWZpnKK+62PUGNxOkdRNgo5Bu1drFCAlHKbtFjh3fx5RnunubxaZ7H0gOXYLLdjIWyWCbIMGkQHxqkcnUByJBDAU8miC9AK9qH56vTlCtSyVcLqI8q6hcYAbnZRRY3b8VVOJa5gL96nGArgBKYYLNyifP4URXRk22DNHOSf/ss/I+hSGT3Mce9P/w21UpGh/X1aPoUH4156Kiox4x6Gt47pM+hKg4gBg6pZpeCtYLdDvHP9Q9IpP/37BRzXOQrB0xidTYziAY5zE0WYwyMtI1kCh30Xmby3i9cVQO9sMDkH0mOTRipJ/P0dWm6JwJyE0OemvahhLzXJPPU0be2IRmmZRPoY7j0Vp9nFHXHz9gk3bmz6MypHhx0eX7uPKLmoW2fJDS4zsZ+lNzfAG/XjKNIF+KvhDNMxeNK8Tc9EidjGyxS7++jYdEIq4fIhtnOMY/0isUSdTq7E3dYAimpwJp2l8SRPyfJSi/RwUA3jKD6QTARbJRZsUqpKHBbzuCNg6l5i3gkmfQ2uf1YlVcvSc/w4waEK2TsB6oqFI7uoe3oxk0MEilv4a0/45IfzKIrK4ORxPtYiXApPsrVtIZoOG0Mp3ph8i8mj68w/FCjhI4bN939bYunGP0LTHRDGqFfhn/43nwEKBSnOHz8AHqwwiISWHOd/+9tj/LsvD9ndckiPRqhvVHlpd4TUCRdT3xnj5r/9CbuZ85Qf5BERwLGp+/vYGQkhH2oc27hOIr9PO/MWHrPNQvISBb2fnf7fw7YU8v0xjImLjE884fiXn3DqzheUIh5y/km2QmcpPJfmyhdvE1mooFoQiiSxcnlsj0w1kqEcKxMuV9iOiwTtq9ifF/AkDSoBhYFDjdRP/jWRcgE1FmXlVJI9J8hQYoD84SEVf5CPLr/O8Yc3mNh+yFrqGN56h8GNJwzIRUqxHsLVPAMPPmJyI4+hKGwPeanxNLamILrf5xc//gMaz72GVSrRU2mxNHOa6cX7JJwR1B6d7bUWI7Umgipy6HXj1JpEvBoX7a8QhBYAvi6MdhtUiw0qjpf80Dlih0sIAtjVNLKmke09x9jK2+juNG7vOqt3r1FoTnHhpMxd3yy9LoOLVz/g7Msv4Trc5auLr/BbJ17grTM9fPBP/i9QPwTDQ0PpcDjoJb3TJq/KIAhEYiqyLFLIddjWFfZMlZwUoaHB8Qkv6+le0rtbePtDRN1h9KJD3lUmsOki2FrBEmVsM0SgVeKTo0mssMnz5of43V9LbrX2FWN3Jnhy+QKOdAH3X+lOUL6Iv/ZT/FUftZBCe/8GL77x+3z63grLSytkL/yA//7RIae1CnMmjBVVRFnD6DiIioKScdGjSIRcNn4lRk0q0bx7jFI5QvmgxfDoPrGEzNFhFXxBDr54j73ZOYbNMY7kPGbUQ/Zoi1lZYFfsQxis8iETvH78Lj92T9N/uAuKidz+uqdmu9+HIwi4bIewy0M96MVVrLKddH0dhqkqcyvLhFr79OzYGIicd7UQBJly9TQb449J1HT6ShLNjM2Iz6FRFijjUIh5KelNfET+Q0j+r/hPkJ2tDo16Px75gAvJa6w0Zkgd7ZAPhalHTArBGVxCFkmq4tZarJZ6mbcvoEsBlFaWgHID0w4iCm0y82tMyhVWtOM08TJn3ya5vkKnP8rjU1dI3tzAs96koQj4zCyaq03LOMuNSpVX6jqFUJCWNYbXyXN66xMWxQSO0gAlxLO39xFsm4HdLDtjA+hsYtsxevIWgaaI22wiLH5Gre8xBBwSrTXC1S7eKRcPa2fRJQtJNrk4sUt3fgXd9tA0jjjvaWM4m6y157gc+IBfpr6H7vEzYjQwSsbXG6vVW9AGVa5hIyDn0lyW3mPVH6NereJgY7tEFHax5Shyp8Xwdo2lI4W8b4hIJ4ugPqYsH0dw4PqdM4StRcpql6RlsisYWA5MZlsM9h8heASsFZNqYxxNHSXQWKKppEiXGxz4o+iyQ6bYphEI0KWGY7SZPhnl8XyQjuPlrPkx/v0jDoYnyA1L1Mo+gmYLJegwuLFA21dElEAkjek+ZC0To9P04dfLpNor3Dt+jtlqi/61A/LnEqTr29gzASJ8jGObeMqAAs0QNHf/6kDa+Bm6naBjn8ex3Yi+Cssn/g7Htq+RWdpEU1zsJkao9emcJ4w2nEbdKvKtpZ+zM3OSrfYs0dg8QmOdeHsCy29Dosjl3vustXvJK/3YWhF3u0ZMULBFUJwCkiKhSwK+/MOvb9CKCveUI5YaHv6B/xDBDmC1RrB9u8gzUexHYYSdNOLINs6cSLxeI+hfQpds/tinc1JReT7ow+2TsB7342rNYaZ3udK/w0p+l3ckmV/3LZAYNli6myHTCxsF0PY1jg73UVUvF0q7IEQ4dCfobt+iVsqT293gudd+E6tgc927g2XAN099B//kGP/lu/8n/o/v/ClnQ9/n739rDgewbIeu1eGf3PpDyp0q13fvMl/qwW0b9JkNVtUYPftb5PqG6fz9/4Jb5SU2zqWJbFb5ZLCP1YCLv7ULi7QINztUiPN+eZpv/7sfMvK3f40HgSbXPr1LZuA8rVKBBwOvc/WHWabnXqC77aE8HSJ6UOOr+gwjaou95DFsW4S+Bj6zTbUapn+ygL/HYHW1h3v7s7w6co3ud2cIPRqnFa7gL4dJtCSs2gHnbxQ4iF/mi6ULmKYEqZNggECXucXbRDbWATj+8Abaw68PqYQA6Z4YlYE03p0ixwSNoCrz/IvP8lHVRHfFEBwLTY4zK1uEuyW0d9YIvhnjB2nQJQ93DZX7tk2BAP29M7BzlZEDg/REk2uZXoo9USanj2Nr29j9MdyfHOJZv0dDHUV6eBtEEVFr4XYczm0/oTIdYnM7xVBAwM7swPY0paBMrCOwNRDA6ppMDze5/tBD9tEAbqAl23TUJrKnTic2TtcbJmrLWJLN8PI88WKLt5/72/j2YEYRqDgSCz6FVstFzSPgbkVQEcgHD9ErNQZyRRAhfynKduEtTL9E6+L7XCxafNHposXGOK9vsXMEuUIKzXkN5wg8Toeh4SrFPejt8/BVyGb24OdUUgpHeopAfY46A4TFLMX0cTh8jOjTMLuzNLqDDEUPKNRWaXpNHAQUscip2AQs36XpKiM4bvyaRCWk4LEEcBwOehMEa3WaoQ44DpYo0jbncEvbdKIHbEZGGT4o0j+/QJYKdZ/BWMWi01lkJ3wOHJvyeJCg6mUn7iVV2mVoc4m9Hg1H9mILIdqTs5iPfYSVTxCbK/RvT7I585jU6lmsSJ3FzA6TW2P85GcbxKUaHuEz9IBJLwbbqRN4s1WOeT2smIfc8c0ADi59k0e3a4AMjoDcCRBseGn13qHTcuMPyjTqAq1GHndUxdOxCDW65JIuJEsj1fWTC8Oxvkto2c+xHAPT5XD3hJ/UkYm/tofpiuOvrKN7onT9bv6m+VUY9tdQkuLovizxcptkFfRkFN2SaPtXUGyTclihEjIQrQrboTlGdh9RWhEwdZFqugefvIhLcuN4WjS0fryNB9z9+E/I+y9jVF10Kx4Up8sx6wbbYou6NUvXdOG0+5GRcMub9BS7WHIVIyWi6F8QOtpnddSNILtwR2o4pSAt80VEMQ+myWjhLqbPjdxRGU324RP9TPmG+LwhM3lKZVPfxnYcYvVNGpZF2NtLq1XEEg4JSue5UvyCqgnWR3V+p2UQaP2cw1iCXMrk2MRNIjGFrdUjWnUTx4FFW2I9MYtdlAnILQ7Ofxvfk/fwVW7g2LMcW72FYDscBNa4/BvfYPWHP+XYtffp3dtCdCAX88HZHvqPCvQ/Wecw6cc0DFYzz5LJP6DsOknT8hGw1tHkNeqWQczb5dSegSyFGZoLsFdYwHRUNGuSsPkYv6ZTZpVRIYFpB+nYFv2yxL5/nLmEm7RcpjPfIWtCMapiO24kx0YQFRwqnBSHKbY+YbhhUAqFCbkytHQfA3c+IhIM04xE2KAHY0UgpfQyam+z+PgOLtkiVqyw1+PG23HR8MiI7CLj0HQP4bQDyD4BsVsjUSxS6gWhY2CEBSZLHlJ7K5SHExx5LxKw86jaAn75DoIAupDi0EwCEQRBxG7u8OTObRz1FAgptidS2NVDMkN+2hsusst++htFxBMquWqFjJzCdu0BIzgtL0/66hwTg+T0Lv22SN+uRt0tEK463Buu83L/OSrZRQaFAJKgstS8juF4CcXDSMoS+6UjDu/HOBXaIiqk2Qr3MKWGsBur+KRHDOdXMG0P+rrNsbE4lqfK8qMqLcuNPyDjMQr4dAcxHsBz0OKJdp6zqSLF+g6KvUDLuYzP56a681Pu7raQHA/HZ05wN+YhWKwjtoo4IReCKPFffPsMBwv/gptzv8derkbP3dtYeoWOa4pW2yCtP6aQm6HSc0jDecCfH36X3z47wd5BHWpBkj0FOqUvUP0TFPfX8EsNmuZ5wCYezuJ08nRMh5w4zKlEhI2swA/fz1PKtvCioLRrREN5jvITdD6/xsRvXeG98KtMtBQUEQQ5ixbMoLRMYo/KlI0BbmT8BKwKpuhmtfc8TTFKZiTGxs42nosytizQcydHf6rBzrFjaIU6szOD5FdjTFhtQj6TL176Ds988jP2wtMEAk2e+e7/htLN/5l3SZJ/9rvkKx3i93eJOp+xOO5HoMxaYIYzq/NIsoIrk6abPWTwkwrVMydwXQow6vXS/OpLpKzG/Qsv8PDUs3iKGqJpUijJuOsbTC5W0fwmbU+ZZkBE1SXGNhqsD0Jq0Mvq3gkixXtcfefnzBUMaqEou71B4oUEoaUCR9+cINLewL+Uo9nnJn/QQnHLtCslVFGm48sweeo86zfex3a6SEIvTdzUEiOcePiHeIIK3XaLnkKZ/b5BCqtDfHFb5HmfjgBEJ1oUEjPsxs7h9K4ycLSG+4MPsQSB3enjjAc1vnp0l51WGccRqFtPE5C/YNfTz+FYE0NSUKwCleI4sYiGx1/gSUtEdGwUn59AT5ZaYAR0g4PlNldL7+Apj+P3rCKJTUKH63jkEodDz2CVVcIs0rNxjYSkkA91CU77aXUFhksiO0Yvw1e3MRSQB5apdVs0+l5l98IPaFzN0SNk0Z07iM4K5pyL+djrxD0Kb6SjvLdps/H6bzG49gsU1cECih6RB12R5xIKG+sPyQ6IbK8PUSpHcLu7NDrj/HJnnJPuT8HS2J6OMnh3m5zZ5fHaNgdjl+kKCkqgRaBaRzpQea+ssiGleMwQ4/VbBGWLpn8fl2MRahjIPg8uxaKuC3wc/w5WxsOg8z6+YgvT04b2EAPmFvO7BjgSdTmNKBbIuVyYlUGSGw0WDDcz6iMGA1l6h1w0/F2s/Tj1dpmQN/A3aQN+xX/kDPUZSPOfEK5nibZsrFoWX7NDLeBGFyS88iKmHSctusm5uqzaCugaurhBXNwiLDrs953BvX8dya7yQLuM16xxQXsPl9mmfnaIO2eeY48M1nQT79EdJC2C4algG33YisC0o1FXJhCkddzSPhK7yI6OKlTRERndyCHK4Jl0U991MbO8SikY4XHiaZqhNQrPJig9CnHZ/Ql60cZ0QohSloTZQb7TZeCsylblJLFeBVns0kwGuLWlMqeW6Bgy5e4OUXWNpS6MPfxjuu4QHe8Ijpkh5t0iLsg4dpZq18Gj2WT2bmAD6T6DRlDGnmqgrFqIssGx7g7qksFy8Dx5/xDVKT8zdx6S3s5zFCqyHZtDFLpUpGOsLLqZO7iOe8KDIjl4OnC0ICD3uei60mhhFb9Pxc67iDTLuK0uX8Yv4EgR0t1NmnILJ6oyEFZY+bSfohzh5OGHxH7dRe3TGKmdLWKBOM20wd6eheC08OoVlO4WdeU8x45WOFITtH01/MpNBo+6rE5Oszb5LH7TzYnrnzK4fgdBs1npKOA2CCanyR6o+OTHCEYcs9tLU02iSlk80gIhruKzQ9Qag4zvHTDd30D9ssxqz3m2z70Aooi5/RED7n0+7nuZseJDRh7fwZVaJK+IxKoGQbeLjgRPh7ZoVkymwkfcAdruBN6cD8G/AZaCLFYxZQEFONZ7mW29gr/0hIAyQsPY5s6hyhvWB1geL0q9RXfpb6E4Aq7GJMsbFmNju2zpFjfqFr9eeJV/aFdwDz7C7UvQoz7L6if/FM/F0yiHI+i6yK/XcvwryeIPjRbfKuSY8g3Tp2fYRmL3xk2OTIOYFOd4uQ/Hsfk8EEc3dK6995dIssLExWeojIa5c/2PeKGQwSg7SB6T742+zJ+tf8C7i1fxmOscBbxsW1EygR00s8t4bJh3Vr+i6bxGorjPRnKE8+kIF69f5e1EkvdaQXZu/TFkbMKlPlaCMqoocDOsEFAkwMPg1TwAH4W/T99fbJJ8YZYvhQBPPl1gyH+JhhJBkmwWNmXsKJza+JRrT73JzONlbiUyhLo+nppTyT34C2o8T8DfZGl/gIuZJaL+EsWNBNdyx3BMFb+vzUtnl3jwsI8Cs+yFGnTjIXbmh5BCdY4dyxI1q2xdE9iTziMXRfBItE9GuDnyIh1PiO9aH1C/U4WNGvEzcTozGYLv/oI9b4um28P9888Rzj0mH/ehKpOc0z9A/XSFTkOk+IlN/MUEVtlgdN9ga+4tECW+Ib7Htinispdxf7jGaW8IiyYfG2EiybMEkw38ewLn71+lcK6PS+YeOA5IAuJ4BGG1QiSgEJnoZ/xgg77+Ip+2XJzbeEItnebRqW/Sf3QP6fo8p8M219J+lIzGmcZV/mThEq5wlEgqzsVb72Bs17EyCk13GymYoTycwrd7SPXIwEjZ+NUOVkfhSauXfrVJzN3mbGCDnz0f4u9+UMH/VpqVehqxCHILWrlnaI7fYtDwsryTIarPMy6t8MdnfkClHcZT6fCi6zENDhBEkd5+D+eqHW732oBBckNEEG0cUSRxuIt/3M+di38Pv2LyPecDvnwyxPr6CIqgIgbugOPg4KbpG0c4VqbcPiLUMOgpNFkZ9ROpdek2W1SjEcYOtmmF3V/7TfM5vP4e2u1e/MLHHPktnrzyGoNP3kesl3Ej0FTLuBSHocEAEWWPB7UpuloKX1cjVNpFmZji7NoyjyZDdMw57IUkDhIt7wn8nYf4GwOs4iMZM9EKU0zKGofjk+hhF5WmyOQDE1N20RU3yZ88gyWnaF/PI+kWLrWNS3iM7GQ5CqtYSpCJrRwdTw1VK9IwVepaBH/Q4LB0Hp/4GU2fSKSiE6/q5BIqbkOlMDjEf/tr/3tyv5jnq9bnFL1Q9Dh4mjbFqIpi2EAR2QxRkF6guafD+N+UC/iaX22T/GtIdj1YdpSdvhiI4N87oOm4cUlbNCITbIy+hi0KBJXPkaUc2ngftiRhuWSqLj+O0GBSLvOUcgPLURmSQ2hH/ZQbUVq2SU99Fb9R4Z70ElJtDq9UZ8FWsCUHy/n6AuAoGaGQjBHoNdg48wJHPVFwHJ5urvJy9x5DylVsfHTNYcby+2Q6Hc70VHD3y3hjY9SbR6Rcg4RxWFk/xPHYuGubCAdVFMtHSHFx2C/ykxe/i+1YeENRelrbJEoNNMVgN+0mVK/h1iyKq3VW9t20GhYAOi4KjbvkLQ+h/Sqi2qJowv7YC9iSiL+7AJaD7ZFBN7j1i7+gI2iEywdkUz6uT73MYTqBK3dA2K7j2BZuaYOuNUKoUOZEdh3RsbAFkYm9NSzJxYIZYLJrI0thOnoLwxhGEQ/oWJOMutpEh0PosSBuB0J+HyVdo9jZJ6H0kdqrwMYe+o+2sIo60arJwL6GhIUi7tPnHifqHkVeXOeZq1n8lg1yi3z3iKXJ8wTrZfp311keOYYZUolHPTRGzlINx7DpQWGQrsvN8uQVSp6nGRoxAAdsH7Jc5DDdT8tJ0SSN4Q8Rb7ZQWyVaTLA1OIBkN5jZfY9G/wOWzgQpjc7+VfmsiGIXefHeuyDFAJB9dWrlLk/7dxF1i7zHjeaFL+5XeXjYINsDS8PP8+P8A/5No8M/KmzzSG8CkHIN448ouLdNwmUvxgcVGkIfrrO/i4mH55buEv3hO4w8WaPXNUHe2GW3u85yO8lC7CF1t5c+2YPdzbNRXsYj+ZkuXqG0O01Ln0OV9jnw+FCKTZShOIH2GN2dFILjcC76MhfV3+Gs/3WmPc/Q056i19sgFq2iJPcIxzJYThS/eAOx8zEgMe75HlfCryIbfZysxPFmp1CsPayKRKZ/FMH62uRcrPwIQ7YIzrhpm2Ms3u7S+1UO+/5xRhSVb712hq6ZZ6N4lT9Y7WEwXeXFHom+3ixbnef58oP7CO0iJy9N4/PLpDJhfu0//x0utkpEgvuMuG5ihsM4AhTzDbozZZ5+4R5C6w5O+xrhcJe68TS/+NNrZAQRWZQAk9pYnGYyiNo0kSoaIgLLcphOOIUg2DSFKMWZMMHd+/Sdb7OvZuhf/YiAts72Tpqp6TKafJylxwqOpdLQ1on6HtMX2uTHv/n73H72BXLZPu5//hP2DDctb4RtQ6HtD6LHQ9ieOAIOur+P3ZFLfHjy73Bz6jeYN/t5knmKvcgkY4vrvL/9GRWnilmNU60PkLxzRCR3hODTafV6kNv7QIDeSpGeI7BFkd2eBPMTs3S8PqY2fk7ik3+FzxPBdCL0FA3CDZ37554h0GlQ9bSJlY7YO+qhWpVxRIHFQAoL0DWT1ECQ0+f8yIEwu9vbdAJ9yLZDQZokN/QMnkYRp92mWo5idEs46wKYNtroccZdB+S7aWxJwD2a5ivnPOp+jpeU2/hfDAPQUSXcjSyf7tW5++4ejtWlQ5Tzz7eIxBUUcQ/bN4UsVjGcHjSzl838LNuJF3EEEUPxsnviTTyuOXxbDo3WR3QcBdfBZXRxCseRCXcrKO57GIqXfP8JarNj7A++jGR2cWkNSnmdh1dLHN3J8XjTS0B5yJD/I0LmZwS31unNHpJafZdWVyB7Lo0ua+xNvsUPD3V8ex8zc/uPOPb4R7R/+o8Zu/sJtWQf2zNvkAt/vW24NPxNlv1v0GqYbO8dsHbtJ1T3y9TtLvXaHjomU+Y1nNbXPROVdpn5CT+GXmNn8ARu2jxnf4W7U6QWjVE4FSN/spfIbIhZ12PCSgNdFPE1WpT9AsP7HVK9AfYmLoPgkFpfJ/HokO3J1zmIRfmTzuu4j3pZ2zOoo+AXbJzOWf7SPcPHw6B5K7g6s5zoH0cQJQo5m6ufh7BdMppWAlNje3XtP4Tc/4r/RCmubpDcyKLkbLSin/7+F2hPn0P19nDMa/GUu4uHURa0N6mZT6OIJfq1T8gYR1iCQEgO8ML824zuVfDIZZ5KgXAySSviQel3oXc9TO5s8p/V/4RBexlHEJjI7XLe28bnDSF1TSzdR10aAb6eiNlMPsdiugddFjEbPQSaOrFhm4hbozYcZDN+DF9HJ9zOUfZkePXgF/S4Dwl5WjR6erGcHjSPRc90F8cjMDC/Qji0jpa7xaMHaebzAj21GuqWyWJeRqRLqOSjaZ4hrckku3VCpUeE1XfxskZX36PdtTAUEdWwyB4Pkn1qBO9+GxE4aV4nFl3CdlxsF4+TDU6yH56l2eMh2N6gMjDCdtpLorXLhc23OZH9lOH2HarqEA+G3mTaK2Dafj7v/Q2KQT/L7Tm6lpszhx8ytVdCaWYwXRrVKT+Cx8GV91OtTGFi45hB1g8vc6CMMVi9R9BbQvDLMObCEmS6Kwbbi1//PzqWge5s06WXYmqKjy99l93xfgRJwuMY7PdZ7PWl8TTzPJo5y26il8Fch81eF12XztjoORLBHH7lMYbdy0jA4XzPLXqERYaPcgzu66hU0eVtIvZnBLY/ZOvWIfmIG/+cxO8Yv+SFzS84dXib6/YpDucy3Bx4mexsjGJExGvA8ZBGYWiUtipSz9cZ2jhA2c7j6lRoxzLk5Bls24MtKIhoNBWHAS3FSivAH23eRkDgObeXb0+8wYnKFsVgiMZoDGwVtfEJRR6iSC6KB4PcaltkFJG/ax4nZvlINPsJ7LxEt1Ln4MNPiJ3/WwAICKjlAWLmb/NfZ1/mHxy9RpBj9MbbOMkt/GqYqhOhYem0/b3s9OYRrXs80wghCgqbC/cYnDyOKDh88OjHnK8e49nuc1htg+zVdVTtOFYxgzo6z9uVEitWEtnW2KwPc67/N/nGxEtkG2VUu0k51k+vV+C1Rh13+DRPFxRKmoUkjTDY7eWz/ihPGwJ/X1NYDkqcjnuYGVggObhPYSTA6YyfTmCUxXkDpW4gbkLZ3UtmrsLx8Sy2qDCUfUB8Z4GIVmV+pEx2eJ6d/jUeH9wjZQSptiNkoge02ipffjVGqZlAsKHaiFLr+Jna+oJyy8uF05sMyGusJi6yK0wynlrh8sOfk/jiMYFwl4Folbh9wF5kBuNbaaKng4yq+xSkBCtFF+rTab743d/i7d63uN77NMXfu8DBR5/xo2oAt9ZmenEew9xFFANoRQMMUHWb+KFJRruE52c57FoUQ/ZiCjJXhdNE3QKiotCQLGShhT+eZthfoeIEecgxWucHEDstprf/LZ5aASTAtNnxqNx76iKrs+cQDYsnPZeRdRffvfEFZriXlXNvYikeCulj6M9EmAiFeFFxc+hNUc9M8L2p6yRnAww5O5x4qs74lTYNqZ+aX2EzHmLw8Vc0Zx3I7JKsvU38aIEDs5/p8BEzc4cMdYv0X99AVwS6b41ghBX0jXGC3h1C4w2MXS8Le+OMuEUGQhDrlmnh5o3d95jcuMupw1uEYrscZTVsJYAgwJWIh769cWbyY5z1NHFEmXBEYjc+R0KBiburXLzzFaZukfDc4eyph2R6dQw7jS0mEQWNJ/tFlBMWmluixTiamMCyg6xHk2Sd49ilCNn01x48IwWZiNj8r//L08xZ6+z3voaiNehffI9GMMnQfpdIVfvaq450GR5Ywx11IZf8qA2D8EYd2R/EXF1mPxREEByG/BVkSUMULRY7KVwW+MWHTK1NkmKBiFihbT+FHnZx5qsPmb7zc0zBT0V6HrfWZu7mnyKbGt2kQzL8CC9fojiHDIdlni4ZvHFjh/6yji0JFKMqPUcabXOW3ZwXSXFREy9QsJMYhAEJTZ6hkpxisCWz8I/+JVs//x8JNtsANJReuqpM1+qnLD6Ft+Fibm2fk3tfMDM7/B9e/P/f+NVk2F9DpS/Elu85xh7/BOuYjGhHaLdaqALEZQ+tkI/qxFNk1r4C6RF3xGfZ/XYfnkab1NIjbEdiSbuMafkQBI3r7csYtpt+ZYldZZpMtIooPGGtPE7Rcxy30eF3p5ZYW5vG3+5C0KE5NEh/cR/7UZXjyc848Eh4dZvGgYAzGeSCO4fo3MCoiqSqW0iTIoekmPSeQHdarIQeMqtfYs6n8lUziuPaYfqoxVZUJiCfQBQEbiX7aMkSebWLkOpnUd5Ed1m4OwouQ2dlVMRlBdGlGuLBNrYkYTh+vNEMrsoivQ/uIln9aAMmjiBwvvQJa5mz9Ox8xV5PmGijztGwg+6ogACCw1H0FdRcgJmJIyZzO0hAIe1CcCxEocPA2g38jSbW8S6lRAxlv0OsoVL1OqjtGSr6IR9aPn49nCYgevC5NaZd84hNh3/e/w+Zji4R2e5hp71E2TpkWBriWKGOuV2gEFfJxlyIhpuZ7SKiVkdJ+kiGMqyFi1y836LRhJF+m31UTnjvsFQ5x/rccUafzLM5fRLbF0TT67RtlaPoEMObT5Bsg+XpOQ4mzuOzGmTvtgnVIVM4YnnUT8g+ZG/mFDgOAys1/IUVmsFeenSN9ybKPB4L88bVGm989IBrx9cYqDnIms3QboPFcT/t4iGy9zRdxyCTNimVHCr7ORLNmyQKWzhA0+3HsRO4pC2qqOQXZ2DkEabg8EVHo6e7yKjnBO79Yd6TNrBXVHZCT+EIEixbOH2vcc7/JeHcIcr5UQLdKPPtBSr2OYrxAo+kFnflJr874MG3HeXIdlGhw/GBCs3OE24eXECxd5kvtWi7TzCqnUJ3NKZ9fWi+WczheSqtLOH8WQKCRAAfjnKFExMPMA0Rn7dLzj5Ln/tDcu2TDAeGGPaEWO0e4nZyRF0JBu00e5KfoakOTnWX/YVrOKKD47S50J1n+dBNVPkC0w6QSL7ElOMHD1z/YpV4YJAij/G4wky2R5EEHx69hw/3ryKoAbIjVzi4K6J2DMrNGv/sv/0COfEynUiLdlCiGfHgtSCyUiMtNAgpLYaHNJZXZzhzosi91TiNwwEiiIiChSEr1HvSRHZLODhkgUywhKq56HYCJOIrFEoTKF2L6+eP03F56C2sES7vMDQT597jUcrlOKNjGyyuHMN2myTju2xvt2k1N0nGBban32Dl2ElGv7xHK+Sj9MowiYN9WkKU0mic+J0KiiTQ0NKEV7sAdLHIeodxXDJH3kkEx2L82hF5XHSDM0gYuJoWQtOh0z3gxc5V8jGZ0TNhpLN9tMq9aBtdVLbpVgdZPp1k7PEtkkcHHH/8M3ai4yTbFsV4D0ZvnNPJICVnl3ahy9yDW7g7FeYn4shOjbZ1ktHyGre8J0gPrJLsh5Wcj73Zy0w8qOBS12hlZphc/BwHGVXKIdsFuvYIA9lddgdHCEeD9NVWsNYO2T8wScV3UEst/l3hBL+jfQEyKKZJz/YN1k7/Fq1wG28FXBEJp/4Iy+ggSwKSeAtdsJnz76K6qvy07zdphfxUtJeZEZ/w7OGP2FmdwrLiXG4HkIQFOt4Ino5N05PAa20gmTaIFlEqIEF0sYjcmEB0L2HJAi7HoWipGFRRFZ2DloLLCeI4fcRr86QLe/TtfciTpy/z+MLThAr7DC29DTiYVhytXsemRUJtYC932Jx6k0h+BUPx4ivt0R4+x/WlOLKjYYh9+KR17ISPzdlnyKzewJUr0zCfwS0to0p5aqFetudeJyC0ecX8DL0u8ZpUYm1+hbRaI2TXWW0a6Da04sNMVhYpewU6goAlyvyk77s4gkiQ6wSOirRIEd4sszf5ErH9VcqSSFO/RGr/Hnv9L+Gsu4i6d3lg2Twzts6i63Xu+WSiwhv0Hb5Ny0jz5F4e0XEIawLpiPdvzgT8iv/osUeH+XTgBwhil1+LdxHEFKMMM4aNY6xTZwNdvE06UaNq+hCaoKbGSQDqzhLhSgUN6O0TiPnOEhMjDBRthHCaqn6PY+4KhfwWDw/GMaw9ooKBS3NQ9kzOej6hdSCyG5zlcGoAq+3H59kjFAmiVzWSZZ2+3Cr+NGyFpogbh4wJh6ylvYgnnmJwO8dDvZe7nmPMcRuP1WG7PkhXcnBLT1jU3MyOauQWOkjtBUTJoll1M75fI9i0yEdVKmGFckzG7EzgWEk08XnkRouG7McfWsLoFlFrNqJLxBVWSY67WFnXGDGyHA2P4G/kKB9pyEYLpeNjN3wcHIcJ1xL7zQyTgQUWW08jpQ9pJ7J0KwJy0cXw4QKxxCHL4ef4vPktdEdGkVusJk/QtccYEFboLW9hdiCdHmHTGkD2urlkLbDm1JCpIwpdxO4IIbPMTGQJf2kNbTaNNS/j+iqL5gsSbBYZqG6RdYOjgIzJ0NEhK0/5EQ2Tw+Rl2j2TfOPP/xXzM4Nkdm4Q3IKVyee58+wrJH72J5RDbnRZhI++YGvQTSiqUOuMc68Z4kX/+zy58jItl5/EwhH9xgYh3xO6RxZKw0I0dbJphVRpnrjsIhI84sH2KPMTo0QP7xARDsg5kHIMev1emkoYyxXFMDqktneQBAchX8PnzmIn05w4dQ35szL7PR4AmoqALkv8690foyoj5PUSU1oL+b06Icek2a+Q6/SxFQhwpj7PLVeHF9rHGQ+Da+9ZEnoIAREjfIBVK+NpzeBfew5cEgIi9ekYe+0q0/sanZ5HNHZmSAouNl15uniIl8dJhVqsFe/jAI96e5kS9rBdEo61xYzvCl27gbcc5f6f/QW9jQv0d5M0kh12jo6Yqw9z//4+/vYUarSNlJom3TL5zR2Rn/bleSj0sJTTCPh+E3/X4lKrRLq1g7Y/hx7bxNNMMNgIs60+hU81cOs2F/c0BBuGUzIrfX5eUeHBmsBpT55J0rh6wxzlaiSeVMABcUTkRvIETx11SfkOyZlTpMe6KIc3qCdyYMq05D1mRIO9ziQev4bpbhGUFwERKyFQLWbwOSIOIHc6+P9iFeOch2MvZBGWvKR78hSewPboDG6zQ6jjJzUZYHyxzY1WH00jTvX+Dn3VEvLFSyyGnuZLK4EtisTtPF0rwNuul/C/dgHTVHjm7i+ItSqEXN/EwSJbThLLbwIg+w3u5m6QPjPD3f7zpKo5xpducvXit/Cee5qX7/yC0pqDgEb1RQ8pzyqvBiLkbvwpwlQUbdDD+NbXAUbX70Lx+Nj1JViffo7B5X0Gq25ujvt5R32dZ795iuXeFIYt0ul8CZ5neEf0cGLgfWYeZjjrPc3txByu3ilsR8Rp6XyqzTKRPsK3lQMBJNcBxdHztII9VFMZPPNlBFEk7SicLK2yeauXA3mWwIiHVHUedUBkt+nGcHtwzsQYrq/ywH+S6lYGPbPNpewNNrujFM0o57x3EKUzHIXi+Ls5LMuhfySMZTUp5GOED7/uqdtSuzTSCgl9k6rQz4PHx+hi0yDBk+sWlViWrrjI2aka1+0ovkKTriDimHkePAghOy0y51V6kl6ay12K+SxG8wSW1MWUmpx0dehRmnT8RXb/yS+pD5ylPDaE2nmWoLnJzsnXMfs2+Y39v6RjquSzGoe1QerVaULBJv2h2yxsn2dPnuB0f46sP0DUqZO5v4ATNwlYNZ6tHFENyuz0OtiGROSBh66/TvXMDLH8HiNb91kd9tHpnmalIzNV9lHuaTD28EfIZgvTNgk1DDJHXTy6zdrkcaLTDXwTOsKhhrfrJ1naofbZlzRDYYKDWbLZUUpCggFjjUc9x6i4RtH9Apa5x8aQj4njs2irVcyDGqp0iGFHkInRsXrYd71FYOQxmb0lpMMypBL/gdX//5VfhWF/DVNqmYG1CquKh2ynyebYq8RWPsAn+XimexXWrgLQ9Ih82RaxzSJytQ+nI6GKO7jCAdK9JR49HCAmFSlaPahinSv+26xG6vyy75t4agf0SaucXXib1eglVlaOff3ZhRtseWSWKzZfWJf5z7o/x7VRQZB0fKIHb+oYRrbChl5jPLxK58CiHVN5IvTjbp8j5UmhGp8Ta22ya7uZCj1LoFlHzEXZcfVjC3uE1V7aooWpaBwXdtkODHOmk8Z2w8hRB8W0OUiYuD1uDoZOEF35CmyTkJOi7opRLQ+jOg0uHt0i3LjK5+PfY7Jyh9lgjfTn1yiLEuHMCdySj2lbwMRH3dpgq1PEV3QR8BQI5/YQcdAcgWJQJV7WaQWz9JQ0KuE4laEkfeurLBw7y8kHN6hNHMPtjvHnjW2yloaNl0nPCP+t46PdHed19yJ9+1+xalzieUGlaO5RcSrogs3e6TcpNj5F64ZoOP3sx3W8odsMP6wjhBqIoS+ZfFiluQWdUIjDagSfN09ZkhnoL/LO8LcpR8E7X+Kc8jZPiVsUTYlN0U0pAp6OyNBYkXjhHe5bvZimRU+piRT24DUlItn7dENefPUckcIKhuzD28xx7fQb9Jif87ujflyaRvOhwcUnbTYHvNhagsKAQZ9QZDfpIRydQ1VquCIyYY+IYVgkDh9TiwwR0Y7wti2O3HE6kUNG85skKgmCd19FdB0RNBdZE26y13FzLjDID4QT5P0NdFcHOdQmmw+z3TG4336W8ZNdemnRMjRygTBiLc1Q5D6vz0d4f7DGHwa6/J1YlUdxL+vdVc42ZmlpMiCgesY550oRlmOst/N0uiu43RGGfJN4ti7iRaBhd5k39zkmZgjJPXitAJ8+HKHblUlHi4yeziDfTXNSjVJ0lrEzW2zvH7GYi/Bc+BWGopdQQw/wpBroXZHDmgdFsskED8gWOhhinKDocNoOMq838UsCpzs9VPQSWkLlcskBy4WdkvAWh5EnQ6woI0gNHb9YYcdzBEoDr28MaTpMlzSuepm5jXlcxgA5AXb1KQKaRTLZpLE/znv3Siw1ZY7LFoolEAy2aI97EUWLN4c/48uDU4S7bl49vcTD+UHKJTdmbQlRShDctin2J4kbZcJLn7FpD3FtZYxZpcTaeoYzp1YBgaC9QOmwjsstoQWHKRyNkXLmOZo+xt3SqzgBi7bXR3C+TkgqcJgZRB84jZOLIDT81AZ9TDqPye2OsuYSmU5sM5oxaH/ZpSqlEZ0aMWWTJ4k02UaYCUsmqITIez0EWyYhH9y4c4H+gRynzpZYvG/jElc5dmORjXOvYU15cc2/T299nWJEZvHkBeb0ZVLtLFpfitx2B49eYCetYjkuDP0kTf8gG7EEJw6+4LPgcV6f3uJ2/Cwv7GvExWdRzCIvPZxnuVWjo5kobZmuxyaiZtE3g/Tp81QDUeYjZ4j3QmL/Pod5L5fco+yzgbXQoDsVpJPV8NRswkebCK7W15NeqacId+8gK116B13sbrbxhb3g8fAL5S0kQ2fq4RKtUoBOLMbx/jybSzHAoNlI4net4BH28Ysmm/Y0AeEQgFSPi4HlTYbNFTbqKo/Vi/Q6Er7aI6phBd2JIosC4aCOlpWItmDTP8NsYR7J0UnwmMRPD1hKP4VLfYgkiYiOn6r5FF27zbrW5KR4HbfdpDd/QEjcwnR8pPdvUosOcdB/lrGsm5ozgQ+T7alLuFplshOXMIU00o6CKKZQnTzFyBW8hQp9+59xs3kOx/GBY3NO+pSO7WFZcbAx6ChjbE2+irAT5LXa53Q2FN595nfoqh56buUx7QiCXAPTIVXIgy9PqX8WtV2m9+FnCKkedgePkWocMncUpm4ZLMSuYPpk/Id1yqODdFK/QfzgAQehC1Rj49iKxJu9Y38zBuBX/CeBrRksofNdoYskDYD+E0SnwJ79FGFhiJBniuddTfa7qwwLMpnob6OIX/ebfPTMs/x8v0TQavPNgQL9lWmWm9dRJC8jnqcICBkq3Q8ISxpjzgpLlptJdxcxCe08iKpBZzTD/NwZFNvALmRw17MErUVsWSXSMlA8cNjTz40hnWf2ZhgSJjnvi2B3bcTMMeK6Trk2REBa573ay7TlEF7pwdfbIxsCth8KI24Ex8RyDSB2d6kHFFIZgftSGL/f4eTtElfPepAjGc5WHXTbwbP1MYnNBRxB4MHZZ9iYmCFR32U8vcClUo1AV4fYJk92VQp6ENPRGawUcDyPcAIh5qT7DImb/NR1hiGnxBVlD0GykdLQSirs6D1Muw/R2h+x1PkGkuggCgKGnaHpcbh77hJn5u8hCzYZNulo3+OYf4CaWebQ+BjNZdFJDPPq8g3qhwLZ+BQBICxU6H55iNKn4iRENhojjK1vIrtc7MVUBvIa22efBkHg5I0/JFyXSdWrSDi8pO5QcgQWNDfptc8wPSEenB7G3SqAu4+lc2H8+Q1GO03WTzexHgi86/oWtihzIbtAJ2xgmosciR3OhUwyPo2OGSdr6axp0N7rEJdM8m6Hsa0PqNshsj0nqAyfobO1yun2O3zU9wrTdbDbBdy6wb81LtMrrhCpH7CRmiHVKuFUDLJpH7Zj49Es1uQsAek43fYe/loccfQIxb+N3ZG4obr4RF9FjUNIU3mzVqIgHDCiJhBb7+NIp3DEPq62d4muLzDQeIh38DJKMkFB9vNntDB9LkKqQ1jpEO7Z5/pODzd6LJxIjEu5LFcqp/D5Y+h2hxdyIRQ7jCV1kJ0uQZeMaMXpWgJ2BRTRZKfvGhFRYJaLOI7D0402Je8BYeE5cqKH6eIOj70tvrM/xJa/ybZXZqpepVdzA0Ec5xj2gIed5h1+GlH4fv4b7IwEqYgyP9ho0lDqeJE5V3Txl5MRplcnuGB/SFD6LQwBhroOCfctHtlx3P4UJ9tp3st1uJ5y81u1OLfaNXYKafJDT5AND9+PwV80O+zvhTmSh5gc2CJ7VEH3JUCCzZKJN9JFbPo4ociEzv0ejYAH9/ItVlUPs9PrZLNRNrVZahM+mkkvv/f4Dn7vSfxBgQ0nx+JKhs1zT+MxDEzVRUFJkRFyPOs8IL16AcEQWTRWma/7wALfqRDemM1rjS94qB5nJzmJz7fH+sQxXupcZXBUYNMIUlLT9N/dplXr4VT9Jg9Cl4iebzJWvIad1Yh8eEAnrHDNf8DbV0KcL7S5dCWGvdXGcsv4xj3UTvayK75Kpp3lTNPNWNBLZ7HOtlfkajqFZqmo7Y9xjCMk5SyOc4wP7U95eKLO3z0YYCkcwRQl/M061fAAda+Mtp4nTB2hd4pu+YiBlY847n+dj0bj1Mee5XXrIbpcwuXqUC/14G9XKEcDfCc4SiX7DA8iUL7oJkcPS9EJLjZ/xpb7MsaqiezolKomfbt3cM7AM/3XOExE2JrXsMUkjxfOsnm4jdFKE3BVqAwGsTbdeMoWe55R3HRxhCqhgeusRjwEjnqJHI2wbTlc2btLX9BiVw/T61fJHezhOBKOz89PV3r5XueQZFqklHeYnLhHO1sgYpsIPi+YDWyPyj+XX6UyNMOQ3ma2J08m2SSVu8nV5EV+wveYbC5SPqxidfJEgCHvOu6kj57uGtn8FLWzo3jn80T6vdQOLNxOHY9RxzkboRYdxV1cwxYesTHwEvmYF8OvcuHDj9nqCWDafjbopceV56FnhOf2rrMyFOJo4Cxn7j4k05Ropmyar01xTXwL1dJ4av9DbpaGEIwQOz0jnKqvsmBNYGdjuBBI4FD0D9L2BVFaBmodquN9VG0f29VB0rtH+JQVZOr4fVXa3WP4JYG6LnBjqsP+xQD/50jzb7wZ9ldh2F9DvSox7JnFX33EHVvCs/UZDgLHXGXy40O0226u6UHa0RkCa/fw1ZaJbCi4MJCENoX+SRJCC89gm+JOEjV0RNPdw897v8u3t3+K3KrwQf8bLJ5+naPeA954+4856pnGlFz49BodcYqkVCRhWigTXkLuCgf6MDPRF3DF/H81urxKe+UTNFFmLa5Sc4cY8skYdKg3lhn3dVnrLtKxTnPW1eVeUcDy1xAJMeS22fcKDGdXOZ5Y56Y6yEXZw5b1POPeTwjU6gxHQaQLB++wrqrIVRvX9jrhsXXEyD2KOzI0uhQTaZ7/8EcoF0J4WzWsdh+Z2TeRRQnDKiLIAoYg0y9eIe3Koj15G79SIzIO9SxsAa1ZkAAAY5JJREFUuRRsF/TUdKgbyB2b22cu8/fW/hWOJXGnfZ6yJ8Ww/xRHeo6I6w5Bw0dBt4gqk8iD73LTljixL/FkaJ8LuQ1MplntHaOvvUtO0EgqUT6a/B0Sj3O4nc95S0hR6B+ltjWPvQXyegmr6eBOKARHRdSHB3SDYfJWl+fqa0Rv3uHz7hzPK/c4r27RsFxYWLRcAp24CoKAL28xfaxG7uYu7UgfidAOIatFxOpwtePnmcVfsm2oRNwy/cMOD5YsItUaVuIbLK/dxJdO4R9tsnX7gJrHJu3TOSVkeTvxHOLOI8IYLLiKBPcsRldVlhIdbB88ap/AaTtcFD7CrW0j5d1ocge/cwfFGsBlbyO4XdQyvZiBRX5+b4tvO1FS4QQlnwJGgAuBAO6BZfZbXlY2MkwnUtSdLt+V58gmm3y1dpKHrgYD9RZ1eY0fpTyEbB+xVgXBkfHF2xw3gkz6ptBNg192dql127i6E9i6ynyjyTG/F8NxWGx2sJwg+7T4Rp+Ed+cCU+J17lkn0ULwl9q3+ds+jSwOh/1NRv0WnXwSrZNjW3vEpO8ij/bWWM+OEfZ30dQCsaBGJtYhGm6zGH6Wy/UAmt2k2LyHoHYQAy/xnJnipO3Q2x7gJz2HFNwZ/p6tEqtmOBl6woI4Qf5CkmBLRNFDNKIp+tnjKechSnmMpPH1Q+3LkQYPDttcHbgCDnAKoI/+/QrySpvJiU3q5hFL3jdJlpdRwjpDvUfYmwOsPixTq55CFbKUnSheZx3bPM832p+w8DiKLHRxRTUGjQM2630MGl4ezU+hqh0UDugd8rHV6OegOkbUcsGhn0Q3z8aJKWyXRGi9hlvX6Fc+pln5Bs3CEJ6uRuVcCJ9eorAaRVHaJEw3Ztchae4yP3CO3u1lwuIRD85cYLR6xIvRhyzne3B1N7FQ2FOep/Zpi2ra5LAYILmdBHsXj7TKdvwsz+txVNHLx8//gObuL/C0johkr7KxPceePIXb16YbqCILNazuIDXhNElzl1IcursBDKcfb6HLO8YVRtNeTjd0NMNEV/y4RD8nQy9ztP1vcTUbWLKIOPmQz7tv0qwrKLtdwmRJx8rotkNUK7JupJmq5bEVCeVsnJsPZ5E6HfrX3gNBoBsdoBlNc1X+LmPJdcTaGgeWjleI89hznMhyA1Wt8YL3HW6Kz1MojXLtixTgkKkukY0cR7FOc9b3MXcdL8P6MloihLspM9l9Bg8JTKEfb+5H0C9wwDR4J1GMHB5xFbdeRtvTcbl1TFcNAYe9uVmqloyt56kZzxAS7iMLZc4obWJKhQ+sCu2WlxNqHtXswZBypNsfonssWuZ5Qson9G9/wcaJ73OYPEHP3i7ZS+fB7tK/+EMKPefJj58i4KlRDpxi8vETEtvr6HYaQS7hEbbwdfzUpRj3hAv45dtIdAEJoz2F56jDTuocf9g0iaaGOBrrZeJghSsDN1jMeml1isx1bzHPRZ5uXCV76xoYIQxHJ+OusbNTRWhIzHfOEjzQKI5HefqzXzCy/oRivIerz73F3tQruFtV/Lk80YKOc7YXPD1/c0bgV/xHTau8w39l3SEQ/12yxgpx9vgw7sW9cYdO1eJye5nyxNMMeeYwsWgZG1R2Nuic+gYvlCU0j8WzyjX8re9Qc8r8UWOIC+4bVIwjTvifRxS/z9v6VdxGiYAi8lB+Ab1XwRsscCr8GDwmiXqeM8vX6FQa7PS7UI0mYy2LodEWWU+Gd8e/y3fWD+gV0tj2GrrvGpWkgbmXxs8ME/4xSsYAltjAJ95AEsvoZj8N/z67WZ1cr0Kq7pBZXiDX6+MwopIXIwh2B7mtI3RtPN4oL9YhZ3SJySqRwQtUY0XGpSMCYY2OAtuZk+T3HzOt66xYMcp6h1hE4FL4O2hWk83ST2j3+9mZGGe4vMNoaZMXWGc0sE7ZCVHYEYl7WlRCvYy5N1lzwmQdG5kcw817lKM2ppihPvEsvm6Dpu0mKdX5kXmSK74MZcPEL4V5LnIBR3gHtZGn4nMh2l1iK9t04gF6PA2KUy7iwS7/k2+M7FSJktvLhSdtWgosngvirpl86y//GeFaDUNU8cdN/CM2igSaNkzdOMOc9x2qepGq7cPd+xannCQpzaHVc4bmk58zPryCc8bN1eIz/O5qAYkhROMvEJwjHGDdo/BRsJfnmt+lTzvEcn3Ibl1ix5EZkNt8ZpxjhzTuTpH0gUY4oOG0Bda7h5zR0rTbNR5rHsJ2B0Pt0tvMsiEIFLNuUi6BljWGR1wl2HIY2zrDfD5O3PLzy5CX3xzN4m4X0BQ3sbzEG4rK7FGJn4b/Fmb9KpOez7CFH+Cdeo3WloeWV+NC+wyV8RGC3Tptfx3DGuWHfQpaw8Bx4L2MzO9m++gMPSDs28Pxvo5XaHGtpwdb+IqLxePYgkk7ss7u/l0cvcZmv5d7AYHznSDjKQtsCdVSEHIigdaLtANlaLtICX7eUM/xlwE3V/Iax5s+JCEJwGhTYLRpA/9PBdsCXN25w81ekaCpEW//iDPl3+Fs2cYWNf4w9gXfak8yVJ2hv9ni5kA/ov13+cF2l7oMigk+z8s85QFHsGgefkm1FESMnef6SIvTTZm7ziDnjmL0D+4i2Q0mOl6qzbOEVRHNNcbW1BQdfxwAT7vC8W6XgVqIJ2GZzwMyliTQl7jC2OoeofufErZ3Mcfgi9SLvJEzSHpO0wrs4G4lmQsofHyUAt1N0jzi1I7Fg0Evb0hfoq6cwLFFcuoG66U0EUFCdds8eDiL4Rxyjx4uzZbY7znJ1b6zpEMdjs7GeL/Rwe05QYYjXjl7GwEH0RYwK5NcC1+g5xtllNwhu2ttrLbOR+cDqIbMHbfFxGKN2NMx1FEfgkvkC+s8XqvFZe0J/e6ncRybi0mHWq2Ke0lHrdW537fP5QUDK7rKxsgUrzwU+PCkzdvDK7TUlzj75A6DzipfuZ7m1NJHWK02+aFZsr2XCUYeMrZ4j8PaZxzfP8eTRpiPy8PAMAF/k/7BQyKhAopP4ovma+wnRAZaFrP1ZR76YzS8Me5ffJY33vlLMu4qWk+QiGDyefcMaaPNs8VlbG8IrWNByGBn+pcE9k8QMhU2L0zgyG1OO6sY226qzTBHpxIEjXkWvDBitvkt4wbvByII5UHuKAcMR1qUlQq+mB/hoIggmPQpTRxtl047zI/U55mIfAHbO1iSSn7kLCv1NuGAm/3EJGUlgruco767Rfr0Ifmyh0uFr6gqGo/jz7GWmMQTzzP2+MegVNguAaU6UCcTPuDBkYbbhs2QRPHN71AMDPJq/l2yRwmqG32ISoDzPoFhT4SHfpFHep7g0w4HyzZta4IS8GvHN1AlHfnHcG7ngD8//V202SQxKwHiIz7rpvC7GoiCxZ3U88zsFdBRwD/EI/8QqmPjd3Ic9Oww0hSZP/06iiDwnZ0uu0dddlZ0misaUUXC8KrMnu3iqU0S6/YhVvtQkPmgfYizc5yTk9cQ2p7/sML//4FfhWF/DfqoRHepTTR4FqV6FZ/RoWmP4+nfpN3ROdoPQyCDuPcpXqOCJAj4zBKioGPKbnbCl7GsG2T8q7Qac5R8w1Qnwrg3quwb04yzyZPaX1LtzFALXKJybITMwwUQwJcCt2ph2G0iyQBxSePAfpULoUlqTpf3e9Y4bbZI29PI5/8WlcYe/XIVNepjWo+xV7yGutLlYUZB88fpiI+YCVxmqPmAXalO2q3gFoP016/xldph7EadaP8t7MAFXp/SeFAe563WA2rySd4fOkV47xqhzh6WzyGYlDC3LeySC7XWgrke2oPfwNlZQN3roPvjRI/PgrXHrrrKdjDGRHWF3nYWTRjEI71M6MTvgfkVZucRzYbAod9N3LQIhh3aOYeWL8Bp8x6mDQXRzfOhz9iZOovLF2d//yqqr41IHcu0UF3f4OmDOJvxMv9TXwQEgbQ7SNUocUZYpSdg4SnexG0+T6zQpng8xTc3X2XC8OBbn4fn4rh+lgM3BKfdqPG/j+AI+Mf3cPpj9B2tksPiN/1d7igm510hTOsMxYbNirSF39I57dKoChLLVYf711rYDrzcXabu7+GD1OtYgpfRpVt0BA9uaZ9RpUp8r8KS6id9cI+2d4Ynva9TdokEyjuM2Lv4IrM8V73BtfglnmTOMl5dJuAEUeoLCFmB7GgvHX0Tu5yk4xEQBYFF5zwnlS+IVnV0RaTllXBLW/Q0TXp7ThFvnIYGGIE8lfY8DecQoZ5ExEVTgZnKSebVXxDuO8JjvoDLcZPXDTKqn/PpdW7nAujZIKeKCZ6LB3E7LnTbxhJ14o1hEn6Rqr5LZ+MjBo0Ed9PH+fbo+4gJLx3Bh0duYasyfaJI5cd5sgMX+Cg7xFtJmZT7MqNhh1bgJL++VcVlybyTdlP1PMu9bpWQVSfBdTRpBUc4yXBzGlHWWSzG8IVbuJUYQjbOWMAh5vQQECxu1L/ClkxiUhPVegdF+i6+fA8Lri2eeDu43aOsuvKcy7tpRFY541vgWus0pj1MyvIzXFohXu8gG+cRLC9XA/cwBBfP1WfZbzS5/OjPcLs6bIW8vB8eINKcxZJtdsLbuNzjGLIbqZTn00qKM7E8mwyjtcex8dEXOcTVncKQH7LfMthe6SdkPaHHbXJJ/3otcqtvkWuHr9Bs+Zma2KRaPQ36GmZXItRRqYclZKWFtyCTulukPuSn9+CA1wJfosoR2ts5ctUMu6MhjICPN4VP2d2Z4kiTCTgiL1lrJPYLJKUPsc4msN39vOR6TDMg82hTxm2tIrmTxKYFKp/lOPKO4cpVkZ0YmtDlYKzOiXWB48kUDm6qcpHnjyLc1Azmp15naP4qPuU+ph3GbNaQJB9+nsEb6GesW6btG8UsCuTdEpveM6hNjcpslG/kOjz27bHtvclMoc1By8NT4e8QnHuTn8e9zNy8h5i3IWwQqIKDTV7Y525pjlnFJiOusasPkffM4esfJbK+jaKVSZh7tCUbRxQ4m1viwu0nrI2e4t6l59nwDxIYa1IL+0jdKWC4KtCNspdNMld9n/3gFKuJi3gEGzkxg2zqmKIb93iEuaU687jo7w4wETqH4NS54/2Us+3naIy+jul0ORxYILN7BvQ0yXIZSTNIzQo0vBr5vE5K2KSiDdI3esTi8tNkXEek3QFU7Sz1ro8bjg9BPMC0QnS0caqCh5TxLrq3g69tMVS6zmZvCncFwrkC2pBKJpVnIXISs/kB0eFRHir36dtvUe27QnzvAMuO4pN26NojSHo/LtcKHe8gAWEBW9JwHBAdh2RZ5/TIR9ysXWE5PoXbHKcy6sbTbvFG611cbY1a6wUiSpeEbhBSS+RyIzwX/ohPDAPdGmBjZRK/0Mb2CDSHVfxbMLKwQDS+TvN4gp0Vna47zGTNpK0d8kb+bUKigazNAL8Kw37Fvx8ah7Af/W1GJYd/59tnoPkibe6zdkpmZNlmreRhOdnm5xk3tqTiCOfg5DlUXWP4/h5vBWLo4jNguPlnBY2goPGl9iynvE8w6u9xLvQGZ9SLfKzWeDw8S2ivSn91j13PME0nxmvdD7jEHXzfCCLVAnC/REhxmEi1+FKb4v3qcXq32vRL/ZQ2P2VtZINztRa78iS7FXhZ+ikf17/LU1EvL6cj/LL3G2yrJYTqJ5xcdVjL+MDt54SapaUKnIy1OFLGsatHdAZGGfnyEe++1M93jRgtu8vVcot+t8WlcIjNSorFPjdXarfo0R+wHT7OdH6Pdz19fF66wnflT9F9J5AEGY8cJjnxG7ydvIZhevjL/l/jLetd5qrzLPgmeG/gLYxTHs4fXsfYlHhcP4Hb1abu2eW+0s/t8CDjyRzeokYlGiO9cUDH6+cnSpR24SwJn8xX/gNG21v0WJcRrKewjS+I+btkBQGP1uGrC2/ibd0gGSzzJ+oYu+VJtD0/B6FdrJEdTiZeYWp1kfruNeoxD/XzSQKGSEAu8Gd9EardHqJr56lFDmkpw3y7JuKNPIvTljDtdX4aL3NWO0fv9Ldozt+gPary7aYL2xE4snRE+fu8Kx7wfP0eK/Ygs+IQdbmL392Lp/kGK3MhmqbA7M5f8oPgDX4oXGah1Ed/u8NzoRnaUoSRahaP6GE1YmJ3IWQvoiNyw+vBbbbZ9/ajB9o07XGyA1uM7BuESi3eUHS83iY5e5zVBQ8XLJttX4ThYQEclY3CFa7kFWLBl6jLJj7ToLnhQsDBaBtsunYI2zEkawK3LvCnQypNCzxr6xQNH9Xzfdzxj9BXesSNyAX8tHit9Qk/8r7Bl9Ee2ut/hhNNcDZmMyEcZ11zeJyApDTBSjBA19ljXNjEnDeQYxf5ca/KdqCf/rbDb+50uZZUCWoVjjUOkIRRHPE9BK0DyrdpCxpu2eDL4CoCDpeqJ3D7XHhFk+dlAeeEl2c28ohGiM/MjziS2nxY2OHvqSO82Gzwhz2DfHO7geE4FI1tJE8QbzdGO7HM7nYR7+Y8B6/8XTolg52eFP0Dd/iea5oHNRXvVoqEC0Y1iw4GF5MB8h2RAUWkkd9Atg/xqqeJdrzEdYui2iG608GpyxRnItgTfczt/T4eW2WuCXNrOqZg84teNyUzwnPuIsP5foKuOvlbecSAhuG4iG7o3PadY1yKUDZusdYdxBA7NEYWmNQHaO+lKJsZooLFrcUIEVeHE0/rYC/ws7rDU9qbPAhGca8/RJYqlOxjpFrHeEFy2PfafOk8y7d6f4HgwMdeFyFd4Gw5xYNQh2ueDMFCL4nCIf5gjvypFK8srqHVZxEDgPEBHuF1zozt8El+Fw6mGO0mUM0DXMVFnlfjTEa+x9kdkwdxFTGSx3Ek6jWT3kc/wzIEtntkaqFNxrq7lAyNuP8yR7VrmAe3cUtnqE6muZI3eFKDheUxBEZRhBw+6R2OCTkEwaEtqPwg9E0O9UU+jqVxHXsR9D2yco7IcRHR8LAzOMyfeC/g2rqH2yOwNNxDoNQmWhigPBkiJi2Sbz6hV+9lIjmC44j8uZRjP/ICs/r7HC85/HToNQ6C/SQelNisXOHnRQvLsiEL5+UvkUWdm2EZn3WSJ3mRVMhBVxUArFiKA2sUT87kyC0SaxfJ5Y5o2yZDgzq2IyBtl+g6oGkO393aYsd1xB3fNgvTMfzup7EclWf3P8Zj5tnV27hzFi1VZkHpw+UdQjKLfOp7gUShjCoZPBuYIaFK5IwDTjZ7KT1ZZ7mj4QvI7NteTnhzWLJCyxDpjVu0D+Di3h5nrEGatombOdZbEuXbBfojDULdOJrtZm7iFh45SrIRxmnKlJe/RI6c58HFK/RUs3w/F+Tz4EPcIw5n949zt97Gdjq0Tkao559ltCqiiS2+DC4yq6d4UQrz04bGk/K3GN9egemZv1EvIDiO4/yNfoP/H/j93/99/uAP/uDfy3v/07/4v3H8QCdlPc3uyp+ykPBhu6a4JN1GW1SQtQqCbf4/Xr8wnKTjFhHREUwXj869guPPIAj/y46C/t11vnfgoIZ66VLEpf0Z/6LxKilF5zvuj9ncieIptwhNiOieLjc6fpJKiAn/i3iEEKvdR/x0uEBTLhJw0vyvVqdBdeERfV9vtxBlCl6FD/xVUrU95KjGo9Aljt/4l1yKfAuP4GeldYfl4fN8Py/RMn6IRI7qngdLt5BO/gN0RSPUfA+//TSSEEcXLbZbn7HV3sFBoDaocPJajUDb5uZTKb5hX0YhjY0JDjimidO+TdazyqfNt3BLLcJSkVC7hhH14tUOSSun6HVPsmtUWWl9ik6b3RPf5u/P/8+UHtk0hxOMxovcF/sg5CVUmmDEM4Jgb2M036egjLDb3UOMjDBpPU/ZrLKofc71Yx3Ob7h51fUNrvuXGW9+Sb+mUBcuEVDmyNlZVsJ9nGk7BCzA2sXp/hIMnYdRDyPO7xC0/diOjSE6gI3ggGiDLPwvp4nhiCiCxLK4znwox/crx+haj9E682xZCm7BYT/johb52+z5ffzm5gZ2t0OfMEpVbHLXt8KB/IhX9kwc5QUyrjFM4Eg1Wcn/BElWuaIcsBka5cd93+TVowKzNQdJCHCr+nM6ThMbh7j7GH9RG8IXkREzAUoLZSbNVQa9y7jEGBu6nz5pm14rzlzqW5SPHiOWdnAyGe5a8wgACCDaSLi4EPwGhqOhWS0iSgpZqtI130ZTn8WRxmil76MVksT1NFDFq11Ds46hyoN4JIW2ZPJhr82qP8x0ZZNn8w/xui0cuYBSaSAZJl1JoTOexPaqIAo8+jiNpcxwIepDEgUk20J0ujxsrbLSTJMIldkeG6QcipMq7PJq4UPCzigu4RxZZZN5dZhLXYmACaZgIwsWhi2y1VmkHBG4O3AWr2nzrP0p6XaEbqGXT1xHbA2fQKo/ZO5RhZdjF2krj5Hi68itSyiNDLZoINgOguOAU+B6+iHvqDV6OyZv1l8j0Ylzq7WFP7jJh71H9DZkXKuvUR0OUEx+jux5FsesYlhHqOoo6eUdIoUAHcuDT2zxzegqjvIiWBvcapXJtvt5IfBj9o2TDAcuoYoCHe3nbAdDLGaPMTn+iGONdcSWwTu1b2ELMODaxi13STh7fNF8A91x06uscyY8gk+OcqjpXPNqbE71EGkd8evle4Qaz2FZu7xfclDULk/N3UMpm6jNbwNeDptf8kBrIAlV3IKHdlrjWkrkwprI1LzNYt8lUq4SH87VGDzY41vbI0SGnuV27Q57nSgvx8PIyOSe/AzLo7AQnkCVNsHqZTZ0mkG3B9M2EW0LU1KQgE/dJYrbCjHXOs7MRV7JGfyT5C/Jq3W+17ZoHMj0BfsYNp7lUaPJclNDsG1sQcIRJNquIgvdCBcr8+iSSDS2wbY9hrfhoTe0jy2UcBARsP/qN4UTKw3UIAg9Lsr7Kldf+D65njQDN/cQtTZXNn7O3b5X0BWFy+KnuP0K7ze/xcsJLzFZpdC5xcfVSc7MPmYiv0ApP0Is8yq19gJfBnU6tbs8Z34Tnz/O/xD6hFaojM8eIHR0lshBiw6gJsu8NfeY+zcqeNQAW7UXURyLU0GFMW8ICwvbEREARRS5WzpEPLjPWuw8fd17bLhGiXpuIxJgevUAS5SQTJPmQA/vvvzbCI6B2N3jm9kuE91h2kqFfx25jrflEF+eRpQOUNU17OZ5DLzE/J/TEiElGRzKQfbNGH3WAcdEgfJOh53RKHnnKTzNIG1/jc7UCqe8XUq3FfqlpzkecCEJMvXaIZ9oXlzSe4i0qBsvYzkBBMciEfice+d+ndijMqLWYP3Yl6iOzW8edkgLv07QCoOdpW5f5TPNw4uvf49TF87/e9H4X/H/H/z79Hl/8I//r7xoXeZPrTUuSx+yXT5G3plge66CHRhBkqJ4mzXc+S7R8gHuQo4b8V4sS+T3Vz6j78S3EdUYt7tZflaB36i8w5Y1xJex0/SMOkz7gryVV9h0NvjZQJ2gMM1seZe4GSCrBki1bzLTWqAuqYBIR7cJiRa/0M8h97h40nb4vj5LVJL5H/Uax+x5fkO5z4LHxUxHZ9kV473Ur+H2h3nrsMNAG54EBR5EwLf0R3g1i/3xN/mtvR8Tkro8tjP8G+cYAxkTM3KG8ewyF60kiiPxU+cjlMNLqFicyChkzBB/rq2RSC7yzUo/ophi2bvPjzODONo1RMvLf5X/Jvf1BmutLr8TinNL13lbsfGOFHmjcgdvN8yP4oeYR/2IkRHcsXGSjSzyQ4lOTGZDtzFqXbAd3HEXwbkkomNz/sM/QtU1lvwZvhl/EX8wT6X3Km5F4vatK7waSGK2imiyjGKaOFqVBb/Ah9E0P8j/kKDY4SedbxKSggRFi+f9QWyjhKTG6ZhX+cPMOucbXc5U26wbv4EUcHFYVVm3azj91/h+YwqfcIJCc4+WfZ9hdQsEh5Liwis+jZs5ABp2ln+Ul5hWWnw/OswnzQ5f1Ku87na4EuvlL93v09/u55I4y62gxdtbeVSpxv/B9z4uC6qME3K9huDs0bIj+OQQAAvNq3wVWkUSRGIVk/EdnXfnfg2tI/FS/iHlPhf3+7eZWhaI6TYjcgRFMAjLCgG1hzYhtoUUg54iYjeNYbXY0ZaoiRqR2EWSGiQcP7q1wD9N75Nyn2bPFcbfccjtmFgO6A2dpFkiIjQo9M+gDoXorVTYi0R4ZenfMts54G7PWb7MPE90/c+YataZ8s1xP3GRx2EZAZsxcZeIVWGpO0DdE0e0HWxRINmxGG1ohEOLTO6O0fTVcXoeE119BiN0iNb/AKmpIecMDJ7BHp7nSdPgHbvFlfo0r9ZOUh39CMNpEdp7GpcRx3FMqtp7/HGmgikLPHNwmTPKAAcTd+lfP0chvsr10BPSeoTzuy8BDobd5U7jIz4KBnFiJSLRb/Cfb8kITgeP7WOjrfFlQuT4ocnJoIeqYhE1ZBxsvr5CsBERcABdMNFEnfd9t5DWTxLtuct58TVMUeB6XMLUVzCNIlWjjhqKkw9fQkDgH6x2KLR0blW+7ukyRYvxvkMauQGKugUIWIKFNfwp5/IFKkjcEqeI1o8Rk2S20NkVROKnRTr2pzzb/ibL8QDRts7r20dYjkXTKrOrLWHYHTpEKakXUC2HjtBCFMDnuGhoLly2gIFNU7AI2xJNuYRL2iFBnefCr1K2cjy2vuCK6xW6SoD/IfU2M2tR0t0qM/4XSKkpDLtLVt/EQqbfNYQiKBT1PeabX5H3ahh+keP9HqKCh6XPVOLdIKuBGdzqLpJ4D1t0WAm/yOGhHx8Nhr17JPUdFKGLIoRQHZWgpJH0PUdSjiMKIovN+8w3Y5iEEJUqLnEHhRKWW0JxDOROjdzwBUrR0yQelHBcAk/5t/Bo/aSVEJZgIzoCkiBSFzv84bCD5vp68i9YO2CquMpiJUCwlqal6lQmwnRFUFsrmFth+oQgKgJ+Bdqaw7RPwQ5tsqQpiOUeQvE6Tteg1ohiA0dCl5IEb8Ye8bSxyrLnW0zYAxwZTZKSB0cQ2HFlWfDs0I6Os+0e5AyPWazfo1uXObfXy5Nz51HNMlnjEzILr5HQBd5MuLFsga+qWWznE84F38QlevmycZexKR3d9tHcOU1KUNjudNnVuoRkkTfiIXY8Ilelj/i91su8X2/zSUtjFJEIDoUzcUKqyMWyw0C9hSKo3I2I3Iq7mN2/xRktw/+9vTsPt6sqE/z/XXs883DnMfMckpCBhBhGQVBAQLSsKgTHUstSq1qf9rGqWu1fWa1tadvdpWVhUdqllgrVICg4AKIgBEiABMg83dzc5M7jmc+e1++Pi5EIBLQJwdz1eR6e54azz97rXXt697vX3icZpJnSJzmQO0gzzXSOLeH+3HZ8u8bbJy7gibzPvZlnSIxP0jC5hBtis9ivS3YeK3Hu7L1c9pefOCXn+JfrVS2GfelLX+Kpp56is7OTz3/+85jms9XTMORTn/oUfX19LF++nP/yX/7Ly5rfqUyS7v3c3zBf9uBbH8AZ7+PusJXl8afZ7yyg30jRqGu0G5A3S9hahcgp4DEFQCkeY6QlItBgfjVPxkmi+00s0fP4WsgD2V28obiKPeZuRPgYba7PqJ9hS/dl5ESKtDBZNPUoGTdOVltHJSzwTO0hDmaLHGvupD6eRWs7jOGluaJ/E2dbWfZnXO7pzrPswC7CfJwjjbPwdIv5Qztoe+YXTObirIpvYJa5GEebfrpLj8r8R8Nd9MYiLpkIWeGeS4oFCCmoGhHjhkl3xUE3Y4y4PQxUHqLdbyHWsBZN6PhYNBoZflbdR07by0J9kITrszNayG31c5HPllueKxEv8rroIRrseZwdX4vA5KflKmU0zk0+w/z6GIYNg4FJWWZosdeR1pMcmexlljiAna4jo6N4QrK58UL08WWstUy+OOtu0HPMFpfx3l6X2zJP8Eyil6t7NTZqx6gY7wSRIa6Z+OExLDlGpJ/NpHicYqmHI10LWVs9i4pW519a7yNwUjDZwqKUS9PRg9TTGheLMpPOWRyu9ZJPrWdDbAVSSg4mobMesid2mLsbngDgDWNrWVCfx0PxYSxR5C3uCu7X+lgss3TKDNuSh1lS7yQWaBz2n6bbXEfRG2FH+R7OtWoIzeSrxctZn23mklQCiWS8fpjWxAL2R/v4Tvc2ogPrsSoN/EWDxUN5h51BjkpviTV5j6ZO6Ms1Y43up+PIFjo5i6Y9W5jKtTHRWSTUTHLts1lTeIajqVn8sutS3jig0eSmEEKwv/oEhzM6OxdtAjG9Hq16gcBMEBkWAFoUMqd8BG20B83XGG1ZgA7Mq0gOp3SkgFVTAasdHSP4JWW9QCz0MT2fUiLDYMts9o92cGThWbh2jE39DzNrpI9/LZ7LGxMDpMI6h9ylaJpP1Al9c7vxDRsjknzwYB1XFzR4kjHDYzi2g1+2r0OaBksmd1I02+lLd7BgbIyxZBxMm9bep3FKMY4sXQhBmVL4Uyw95N2jq+nyF4AIEYQMJ7eQCg6Qq9Q5nJ9Fwa/zgybJBeWQFclm7pQO7x28moIX8FTqaWqGztxylr7JNJW1FqPJNkLNpHnyR4zJMkvcLhbVW9jZn4VwnLaExqbMHKb0MRrDNgrudn42OY+4qHNOrpEm26AehegSvt1yO4OmTkZzWFbziQbOp15pZFHLQ8wSFRJunao0eKRjI5Plds4vxpifsHmyWmZlIoGpwf1NMZaPbSUXLacejpI3mukJKzw1btLZvoe53jKajAy1MMISPluL/5dcIs3R1im2ZWwAhJS890eTZFJtbF9bZmocLj2QomHFH7Hd3sf48BY0wBLdvC53KUPS5VDRxzddmtN9rPKXIjWdO5qfZMA9xNq9NX51bhPvG3sDmTDBj8dd6gmDt8YNjukT3GHtwUtMIY2Q+q5NLDKrXGS3sNDOcVd2K8smCjTuq/JI63kUA4tUdRvji4/SOCVpLQSUEyausDE0l0NdBqN5DTTBxY+XWNTnMrA2x8p2yAxMURw2qR71eWbe65kUnSyZ+Cn93U3s62qm8+BCZEMPuXqaeWYXixMxQsYJtSY214epedCctlknsxRLo4weehiBpJDIMN68iSubM/yiocRmYwDPegp/7wbsSp55mk5MQkvXUSK3j6gwxmTrcq5w1pDWNfbXn+K22ftJiBirDsGG8Bzi2S7uHS/Q2NJD07xxHi85jEdJMqFNezVgTo/HSKzIwHqNg56BCDRWBR1cO7WeQriVhFiAoeV5Mhjj0LiJn/wVbd4k1BOUjDWks4dJG2X2p2FCkyzrr3Is1srhRAtnGyYtY3MBn0oLpIdtyo1jFJv6uGx0A20izkHvACNekXMTK5EY7Klt5Wi9guetxNfjVHPD9C14knXePBbqIc88tYJc7gi7u3ay2l/J60srccLHwViOLhP8pFKm63VJrr/solNyjlf+MJzKPO8LX/0ieszgifRBTC9G3JyDF8tDFOGNF9DrNXLFGr5lURIJHGFhmy5upGOFERvLA8xrmMs3R9pZX3ma1w3v5yfnZTlSX40/2Um24wjX+XHO0s9i1CjSEmSpaA7jepnZfjOBDCkHw9QiHwCp+zyQGGBf8wC6Jul2W/jA6GX82OnlwUoWBLw/dS/LGGbATvP9xR8gCEusGf4Vb5g4iNTXEuqr0UWKMa1Avz5E0jGwaxFBzGZISyAFpCKLZXoGUwgO6SV+7I0w3r0d4ZvoB5dhuG18sjlLLZLkDZ0odEGGVAn5xlktUHyITZNnsbIe48sjw5jxPs5KtnOFOZt7ymUe8KbQF22j3S8xltKxibG+tIijqYCJ7Bo0aTF1qER9oMJa8zECabAnWM/FWYd5Wg3Z9yhuUGOs+c28vrmTn7b+nPPb6hSnXLb/LIfTeS4Xh0OkPAcjAcJsxUy2UQ4jeoXLWVEPIHHCNuJWE0HwBF8pZLlk1lxW1QxEcBdaNMCEdQV5MZfxyKFJi+HIgKLwaCTGXbUpHq1GaJGGLR2uTvbQHB9nKBXQqK2gFub4zhGdZVofm7QnCfXLWdowj9tKE1ybaqCvPMpTTSWOLlzFeb1DvK6e5WflKo93PsKigTxnSZelqfVUozJZDhHSyaN6D8KYzRO5HYwnyiAlmoRl2xI8IS8EoLHJYVX2Hh5rjPG2Q2VGKyavy84nqa9CE3miqE45DHCiGMXgCIPuTlw5hW5ohIGkHOVIjqbZkM0wMqfIPfOvIF4qIQbH6RlPEEQaMc3BCWx0IlJMUSbL/E3dlGMGcyYmWNm7m7rMYui7uXfFNTgMsmJklKnGjXiVHuYXi2zw5/J05UfUvSq6NOhsuoLBsB/Ph7O0I7Rp65GiiJvTSZTm4slR9CjPlupmRkmzoekYTVkHAK2uU901xr0L0iwbjTgr924KwQRHfI3ViVa2lMuEXoFNmaP0m9v5fluWSEvxicFrqYoiCZnhix0/RBJS1zzeOrGRBU4bP8hupic1gZSShlLIW+uX0xK1UuaH1I2ldLqLCCJJTNfYZw/wH94AC+opLki30unnkUBBrzJR62GRniDSZzOlFfhh/BdcElxKq5/hqbRggWPT5AX0WxNECLq9JoZjGgeTFSpHA65K5rhlvICIO4zXTM5N1DniRWxzEjQaAU4QcJ79EE1WN7qwGXYPUiEgDOcQ1+bzkLAIGkZIzYrTVo84b8hkrtZKTEtQDcsk9TS7qrvoqY5i6v0IoTOeuQCPALOSR/cFcxIWu82IgrefNjlFozeOQQWPBI3Gcl6XXcl9/k+YCkeY5TaxMXs1u2tbqPqTrExfQigNdtcm2WPUqItJzPIUlq5zXryN7thcdAxKosahcJKKqFIYr2JXYxRiXcyJCxZm7ybtTHBPrR1LVqgaGdJhEanbFBLt7J2cw7mZQS4w9rAlP5tLqm/kifokfqSxMZFle/kB+r1J4qJMkzkfW+tgwBsjY/jkdJu4WMnems/cpMVsWyemmRzzPHZ4FR6pSIzMJIuTIddHi/Ep8HRuP629PWyXDfR5yzhKkrMSDvFaEtEwRT3WyEKS2EWP/TWPespjaMlDNB+bR2547vRlkxScnTPJpus4wEAxSV6PMEIDX/hMSh2DiGNBRF9yEJmUtJtxFoZJVjhZUtIkJGQk5rOtIc2e+BDL9u0ksudzZPYc3ns0YnttlMmCzcXNaYKY4NZZFjUJHU8+Sj7I8samhRyoOzxd87gglaDDNpgMfBpNCzcKiRDUw4ifT5aYyo6w0WpisWjgZ4UR6k6cUQ3eNCfLw20CW8b4kz6Xmg6ZACSSkuGQC+JIJK7wMKVBb3wbjVEHObeDilanaPh8b1ZI6LUysW0UGUguzCW4Jh5nS/EQ6VUNXPu2q0/JOf7letWKYfv27eMb3/gG/+N//A9uuukmuru7ueqqqwC4//772blzJx/72Mf41Kc+xVvf+lZWr179kvM8lUnSg//9vxNY+5jSLmdl0M3d4wX2zdnOm6qrWUnD7zXPR4Mp7uu+H6ea5vXVxbwhnMO/Nf+Sntgwi+odvGVqA5nwN7+eFRHxUGovR6v7aRmf4ohYywG3m0x+iCirEzTsRHo2Yf8CjNYiRmoYhMem4nJWl5YwpWsMlisM1J6mUetBE5Kk9SbWJ5pxSn18t/0xRvKChWWDvfmQ9aUGri5cji/H+Hk5zi9rHgtNuKDdZ27QQCAiftiwlX3xAWa7zfzZ6KU8mNnNL7I7Togz52aYVe1kVrWTvJtmNCYZtkLatQpLPMlYZZCB+l4WxlbSbC8gqadetM+GjAL3mj2cI5uxQ42tyafZkyoAYEawfqyBy/03ctQa58mKZI3VxByp8bfjQxgrHkPogq4yvGeqGVvbgBc8QjE8wlNWG/O1TTQJi39q+zFXFteytN7Nv7QeY+CghV7XeGf+CchcTan4MBOVAzy90GLlYQ8pDB4IL+DdiTaWWDY/sg/Rn9jHWLpMVGxESoGeGyecbCXvp/grfw0HtSq7RrYRuimaU8u4JJOiRyuw0/8FRr1MOt/NJcEbKLsPYUU7uN2/hEtz7TRFGX4ZO8ijTpFLo7nEK5Pcl9EpxI/hHVvMZYmDbEosBi1Lb0LwfwtV6rUCdusEVnYEXy+y6ohFsuaTT3SSru5lKLToWXIVieFjtPvjrNEGyUVVJuPN2FxJSqb4ef0+vKhM3/w3YHkubcN7iJUPo+sxWrIJtrRtREY+2bBK4thObKf4ouswsLOclbyAYc+kLxrgnEQ/D865kLF4I4l6hdaxI+S8MZLVcYaLMZobIza5u/hZopWtrQaWG2fjUMDZWompeJ79iXnkgm421DKMi110OPdz2G6nPShw17xr6U3NI+OGrOt5nMmpbQih0d96HvtGm/Br4QltsxI+nZkpPigWcsAaZpv3GK0TJXxdUG40mSVhv74EJjs5VotRiiRdpuCsdMClVjOa+E3BtxqWeSQ1ws6upaSCgGuOHiMlG0lENk+YPQyMPk0mqnFu7hoiGbK1eDdzM+cwz1zKr6bKtJg2y1Mxni4/QCWY4tzcNRys+/xrsUqDVaZdWCTcBENzn2GD0cqmyhIm9Qp3Nx5kLJ5iYcnnmqllPFIfp6caMLD4ca6YfB2rZNMJMReCAk/UaxScGHOtGOuyCR6arFBihDfmu+nVjvKtrq3IUEd3YjR5OqP5Ep0Tgrc+5DCYcpivLyQ5/2LKesBm/S5GPZe2YkjY3EV3cRGrEt2I5/TNYb/Ej1p/TkSFqqERE0mun7ycetVglmlyyPWoOhHnZOP8dLxMKZi+Ozmw5DGEWSe163w6IpuL26Htt161ua9aZWs4SmF+Cceo4UZ9rN1XpZTQ2ZuYRUZPEQsi1rUPkU1F7Hd9ngxDMmGCZc4CqsEg9cFZ2OV2BubsYKrlGACNXpzswdUIGWdelOaifBJfBvQHPi26zVQYsXmizGWNaUwhuGe8TPCcs2k5M8aGRAvdUYrPj05hLd+CqXtY+1cx6WZZmCqQqTRiELAmO8S8+AoKQYXd1fvYMqdKIa0fn1csNPnI8FW4nsaDYw5Vq86K1pD1QdcJfVEXLvcbhykPNJMTJpc1pdmW7OGuxsexPJsrBy5kjd7EqFbhP1oepLtnjKQrabfmszS5EU3oHKw9SZ+zG1daHMov4+0soUtPvuj+XQ5CfmYdYFJ/nLnDAaawWZrcSLs9nyFnkh+0PcZwskjGSXDJ0GrONmdRlxE7nAkO+Q7ugv28b+wSHszs4hfZnZiRzmXFs9lQWURv1yBv+pM/edFlK2e+U5nn/eB/3oJbLnGvHVLJjWPkx0EGSAkSMT3m49l9WjB9X+jZaxwiOT0iBDE9gnzOkItRzOCFMfzGOkOVJbhBDGvxk1wxdg6LCzm2NLtsy+zDN4dJT83i7JGzWWXFSWsahh4ikOjo/Dz1FE8kD/Pe8YtJ+hoPePfiiG52mu0knTIXZA7zRNdGuur9nD22naN+I/3pbmpNndS8zbT5LZxTP4cGTyfCR3oxRKQjiNCASEbszRziQHyUlvjlrJsI2V8aY3Pro3iJMit6UrxpvA0/v4B7fYso2EejrnF5ZiUDdsTtdpmPVhrZUilyjEniVo2r+SWu9XoS4ix2BhP8oONX+HadlZVWrps8DwMbIQQhkkf1KocrJRbaBk3aBBlp00A3ljAJZYiGxng0jkUD1fII1b5f4J6dJr5tgEKY5fvzL6ADyevKfQSu4LHkPEwryXWNaZIxA00G5NwCgRage49xMHkOt0zaVKqCv26yaNLj1DUXHYvbGh5lb6KfBjfD2ZMr6HKauKfo0udD47pmYgmLi49U0ZwiTqCjBTo7M1X2DmrMFSO8K/1LahZIN4lIvoeWSKOE5AvDU8isQdarMlozuTqd4PxkHCkijjhlui0TgcX/N1ZkVdcxqukCPfGh6W2r2EhrPck6zeSp1DGG7ZCOffOxrTx7Czmauh3Wxo9w0WgnD9cfRsYWkWxcQJCZoNfP0TQ0RGJ8P16sTJIss+ppvEw7PXmBHH0cUvOZmL2egYYmFo3vJL53Nw96awCd1dk+4rmQkZpFrZahXnMxtYBsPE5LZ56LynlikY4OaMJga7bOrzoasIOQtt6HyI3sBqDNmk+7PZ8pvYdM0M6+6pN40kEPBXOPVkjaGtVYnFxLlsbs2wB4qrKT75bbEUgkgoXGMOfGDrFC68MQEVIXRBKkfjaacSFCCFzvSZ4qDdEaKzPPGKFibGDSHSNIH0OKNzIvXECvOUhV1Kj52yGQTIosb9TeyC/0zVhBkQZnAXEpmZdYwkNNLtsbE3i6zaaje1kw0cJDNYddURnNd3BljFCL8Y4sxKyAWzO70QObZUWL2UKwwlqLpwXEI4Ot0TOMCI+4sFkaduFGOSIZUAokSfk4IhrjG5VL+K8tNroGWuQS1xsJZYAuDJyoQtnrxSVOmz0HHZ3w2SPTZNTHgNMHUYAvYlSzgmXePFr0NvzIo98Z44ATsE8LucToYFnS5gfWDnalDrH2qEPCl8TSG5hPJ+1mAiklASG7Kr9i3DtGsXEuntuOmGzkkoYsjpDsCCvsWPAk+OP8xdDlxEUSU1j0WqM8MeUgy1lMTTDZEaeYt6juGaUaSVrbjvJOfxlNRoKdlTo9NQ8HHylgdSLNkflJRgOPFcNb+Y/xeayx9tKol8jqOVYnN2JqFjeXBtnnQHbZHj4ydS5Fx+Sfx8s0xlze3NTMklCnTw4wi05MoeNJiSUEI67P0ajGXD1Jk2XgRZKtNYcdjsNhvcTC9lGmcv1UzOmReUuHVnNDsIw+t8T2OhSlIKUJ1sdM2myD3qpPWtdptY0ThnvscDx26xMETpJYqNGhacyNm3RZFhGSySAiApp0gRNJvAg0TZLRDfaaw9ze8jCO5tHq5nnHxEWkohgV3ceOIpKRhUDHRdJX9eipeRTCgIZ4RNERXNiQJmPB9zomaAkSXDyeJh0KttUcikHIRekEtShCE4J7Y/s41HgAK9JZU1tJu5vmzswj6BMdZMbmkjIC3pZtYp9T5bA+ycOewyqrjwvMYdrE25k0Qn7UUWHDaA+d3lkYkU3FDyg5DxPisDS5EUOkiYIfEJrXYpLiJ5nd7Iwdot63CKlZtLcn6T9W5EOxLpJCx3mdzoXnvf6UnONfrletGPb973+fRCLBtddey65du7jjjjv4zGc+A0yPGLvooos455xzuPfee+nv7+d973vfS87zVCZJH/ufn8MVFu0Di7m6JcuIdGg2DISQ/Dj3JEft8ROmj7k22UqGeKGNVEXSWBvB9D12Lq0x2ujTNqSzd1aJRDVH+8hivKYsl3vNtHgRPfE6K6tJ9gcVegpb6GnuwnMNih5UKhmQOhohzYbFxsZx1oY/JR6F3DLvCvZqu5HUkX6ccGL6pZN661FkPYl/bBF6rE57/BhLB8dxDcGTjXOol9qxOw5BvEpHbzdJLUOpPYZj7qZi1AlqafypFjKeSbV5CC09xfyp+VxRWUkbCZ4MCizQkniiTF/0Q4RMYROy1ZtP1RAUcjWC7DCREWBHcRbVu1hX7abNzzMQBOyz+9jXsI+iBF2LSGgahvzNhR8SqGXwi03U9ApWwzBuvA6A6QuMUFC3I6jlkfEic70m3jZ2HsnIphBJalHALTmPztJ+hpv7KKYcjMgk7/tUjfk4xgSRLJAOknx0+ArqkaRJ2Hx3qsx2xyMhXRYv1Xn36PepMAeLOg9WAwIiIk3y1CKbqi2xIoMPj7wJTwR8O/cIYnQea2tzaLMMHkv1UErt509K55MO4nxzThZzcgBbC7jw0GMExzQa9WHsuQGPu0kk0NV4LstYwlF9P13hYsaNMg+YPew3RvDTRdCjl78BBwbhVAuRmyDRfJi1B+tEWoyYV2d/7Gz6am1IfvMIryAimwwxW5KQzRLvP8yiyUeZkI3ERZ2krFDW2ujSBiiHGiOJ2UTJJG1je0jooMdzjDppdgdd1KIYpvDxpUEyHrBY7iHlTXJEzqNfzEXPx2hM25zvSFrcYQj7qUWTHPIbOOC3MqTHiM86gEwWmVPpZNwoU7FLBGNdyJFu5us+8+Np5pkxNDlJvxWwO9nEktoUs12YMDOMl57A90aJ8k1US5J0OMG41spg9zlsKIyQDnMUNI1d9gDjqVGSepl5Aw6puuRYq06yKmisBAzozRzyl5PQdNrtkJxZY7SeYsAXNFkFlolDGFFIlGrnbLGYRq2FXUEPdTPBejroNUaYdAqs1hdQjoqM2lVmB2183XyMRtckV+nlvMQb0I0EcRnjmLOHX7k9OEGajbbByvSFbK+O0luNCLWQsKOfN4RLyYYJHkrtYoHXziyvhScTB1lRn0OvMcoT4hhGEGd/fADSBVqrJosHpkd31WIdnG+cRVrLslvbz1K5iB3mMUYYxxzdT2t8AStiG7jHOMTBQoypagIfyLYM4HbuZ3lpPhcWl5PXLbY6Ve4KBwnyQ+i5ETTTRWrT6UHKS6A5adKVFrrCFFvbniByE2x4uol0LslDiw8QBAbOwdVsNLK8LZ3DI+CgNcrWksP8isMInfhhyGRTH42jcxjt2s9E+2GyXpqg1IBezbLG1rkwWEwtkDysl+lp2oajVTm7MhtfwC57CGm6L7qbJCp52o4uRZca+YY6RcOlz/UpyAiz7QhJL8GC3jVc2phiyCjxjeb7kZbHrKm5fKB6Lo4MsYXGd1Nb6Y1P/5qkqGXxio3Up1pYbMT4YL6BqTDEs0r8n5ZfsrYyn2N1jaHkMM26xjWF9TSHKXrqT9Nbf5pBuZhdejfCrv1m/7Qc5mQc/ry2nv3GCN1uM3FNZ1c4yaThULYikC4rq53MteL0Oh4ZXUdDct9EGS0xTlhvBAmpFp/z9AbS0qBXTJGRJi2k6avXqMSLLKedIW2S/qDAKuYQSMle9yCFvGR0vJVDdUEKwSw9Qg913FAyu7lIi5FiW3I3e1NHaXPznF86m9myiUhI9lpDdAQ52oIs28UYWWGwKGqkt+bRHtdxNZ9fxHay3xEUy2lWxk3Wm0maL1zMurVnvfzjnnLGOZV53n/8/T/jda3hgbRgYusI80yDfs8npksWzotxabWXJrcZYT7/vXWBlNxdqrHNL3FBxyg7UkeZSpYgMGCqjUy1Cbd7N5aTwtm7jFKUPv5dvWEUe+5OdAkakhYnT80uU9J93lxYx7rqAg7GBlnodPCdpgfYHx982TG1uXmuGplHMhjhjtIsjszqwciNccP4hWT8HM+Uq0ylH+FAu8NfDF9MrXqYIHLptLqw9G7uz+3h4fQe5rltXD11Do+U6vyqGrEkPkBLLuLNwTpqmosuNe7LbGWls4gWL0M9GuGXqSZS1jiXFrooC5dtXpVLjGYGzUn6ZIVxHOboCc7yOjDlb15ZXNJqbE8eZnvyMGW9zvLCItZWFtBBkompH+IfGUNmTHpmtbC7SzJil5BSEBWbCMc7yFabuKDRoNPYj+0/za8aWzgUC/G0EEMaaNZCDH0extF+KrFj/Fl9HZY0uNM4QO94FsOz6Wjej9MwQcEG4Zv44x0srBuQiNGXPkaU/PUyGwknOmiQNh1tQ/QkBgm1iJxvsqG6gnXVJWxtkNSLdR4fLhPXBGvjNitjFkmhATXikUUkLO7P7OKh5CGE4RNVM8QnO3mjm+PJcpxDvsX6uM1Or4a59HFs2+XdY6/nB57G4fEaK1tSjAYeDYXtNMlRtohN2A1xkg0aC4YeJV6bpJBbjcjP41gmgW9qIKB5ZA+z+rYy0HY2UblGS7UPGxcJNBoB7aaHLwVHozSOFzxv+9KFRs4IaTZDTK2DQJ/LPa3ttPT+CtsvsC9aRojOcm0Xmpam2WxkzO0lpet02XX6XJN6CDEjy2xtCtMISGpXc4QUt5Qm4dkSgyFCdCFxIwNNk9gNcfSMRfVoCTOS/Od8B2Ewxnj5HuxkRL9l8lCiCTdbJu6HdI9J5lQyrM9cyZbSTzicLjHcAOkadE0EbLQvo8nqouCPMuAeYH58NcWwyL3eXkbnraYy5LKutpdZ2gBb6x00M0JcTF+HTMUthpslhbTGcysikRNjWXUWb3PP5oHqEZ6JIlr0GsOigYkaxwvrv6YhaTCrvDM7TAsXM+b3c9Q5zE6tkYvtiKRMkDfm4EuXLZ7Lo45PPYQNCZsLbIOsnjlhfmPeGD31Gk9IQdGskhGCfDWPb9c5N5dgQdjI/foUbQSsjJrQpMa4f4wB5yBTwRArUhfTbHWxLePzSIuJUa3SfVTwZjPB/03s4encDnQhmdu7kVIxzQcb8wx5R3gm1su2znGsepzs4CIayi0YgUZNiyjqAVL4dHgJljRKVlsN1IXHU0zwVFkymxTnxBK0GtPHg36/SkY8zn6jmflRnrxoRwiNGi5PJo6QFAYrq7P5X+Z2RicbiJwkJvCBbAMthk6/McVsmaHfmETWMiSkSadp0ut5POzU2BNUaW0eJ9Y0xKA9SSwyyRU7GZ/I0ZgfYyQ/yHlTK7m8uvyEm93PNaHV2B07xiO5XURIVk8uY019Lm3iNy+Cl1JywHfYUnfYHw9xij7nLC6wIneEnWWdSu884rUs+rxerqmejR9JDrt9nGUvYFyvcGvDZqZ0B6SJ7grO6l/DEpFndkojhc0oFQ7XPDr1BC0xg39tuY8ha4pYaNFebKdjSmMytZy2Wp3FsgHNCNicf5pdqSNEz3ntDxIMN0lLdRZB1zlcNVAh5brkwiRfa/0Zdc3DkgbvGrsYDcG/tNxHTT8xp5a+STjZTjDeQcJN8p8amrCFIKFpbI8f4UeNj524zGc1+RneP3op99lH+OSH3/+Cff1qedWKYV//+tdZsGABl156KX19fXzlK1/hy1/+MgCf/vSnuf7661m6dCmPPvooW7Zs4eMf//hLzvNUJkmf/9SX8euLmLRC5phxrsok2e/X0c1foGtHGDMyPOQvY7iWRNZSSC9xwvc1GdLhjCOIKC86hts+STDWid+7HJ4tQqQ1wX9uymEKwV2lKltqzvFH0gBmGQbzbIPZpkFMEwz7IT8q12jQyjRoVaSuU1k9n1D3mNzmETnTxRKRKGHN2Y2WKiIjAYUGzjs6yEAyx+FZEs12kL6Fu38dsvacg6mI0BuG0fMjaNlxhB4SOQn8I8uIStOjS86J21ybSRACd04d4Kr4wzRoFf41uJyB7qXEWhK443UqfQUiRtHzo2j5ETTbeX4ny2fv/wgIRuZjpzpoTNsEsTYCLUZQ8YmCiPpgFbcwBlqIrE0nlMJyMIwkbbkSjdZRXHceK70mNlg295Wr3FP59fIkeuMQ5qy9CNNHBibhVMt0oajUxBIzxgcaMmytOfxHsUrSr+HpBr5m8efpn7PYGOaXzjL2u3HmGgcYZBMV0UI9OclY5NMuLP7SnovxnHfDPVcgJV+ZKNLvnzgiaUE4gG5LGmM1MsEBJILehlauMtbR4ed5UOvnZ0M2YWSgJwzi3TY5qx/TKZGoFxBSEjPBj6UZauzCD3WcsRrepIv0DaJK9vh2hunQ2rqdVaOjjOU19s0yT9jOXkzzVMjSPp9KTLB/tkk1roGUtE+EzBsMEBKOtBn0t+gnn5+UdI+GzB4O0F6lh7IdEw7MMo+PrmkshCzs97Gen9v9ppm6TZg+C8PKMm6PUw4O0z1SwThJDbIUM9gVrKVca0eIgLc2TbBBX4REcqD6OMfcfQCUWcHGzNl0mhbfK4/ztDVIONmJIGBN/CB/nFlPJSryrcQDjLVOPzKTqUS8Y3gTXfa8E5ZZ8EfZVXmIalQEBLNjy1mYWIsb1Xms+EMC6T2vnZWkxa4uHS8u0QPBtYOrOJullMNJthbvnn4HhqYxp+lCFodzES/wiPPxmPUad+a3cuDZC7SElyBWakOrp2nFokE3kXrARGqYQ/FBfC0g77XQeWgdT1am37URj9WIFj9+/Lhw7eR61lYXMGhO0uU3AhBEkqfLdQ7WPNKxgChf5pG6g4yXyTSOUU8UgOkT6p8OX0wbLz7C9P9VLQr4Xy0/pVTME7lJ9PwQF8sOLi+t5u7cEzwixwgnOmCqhUvsLCtiFpamEUiJEJI2w3zReQ/6Af9RmGKh+CllmeXJYBMpoTPLMphjGrSZOglNY5ZpIEWEgY4vIx4t1Bh0TtygDQEdSYuVSRtLCG6brJAJoRpGZEyNp4OQCRlhAG9KJ7goGcORkgcrdcZqPqaEFstgQzZOytA55tdo1WNYmoYvJQf0cZ4wB6hMNTFVSjBLCurAAX6zk2jpScw5u9HiVeKFNq6Z2MgKK8FIEPCjxE76WvYgAoNzBjfyJrqRSH42VqYenXhwkEg6uwf5s//0wVdyVSp/YE7pY5L/5y562rpIjBUp7Z5gPDRpNXTek0vTYuqEUjLqT5Dse4xaUODb867DbkliN1ggYP7BXazb9RSFlW+gXW+gopV4OtHLM8lepowqrV6eRv2NDMYN5g7tY2XfNnY3reLQolUs3PkLdi30qDMCmOSraa6dGqBBzsMSq0jKBgIiSuIIIjqEiAYoyDj7/E56/E4wkwy7PvXfOj9JN86vr9BN4Nqczs72h+lLl06Y7vyxFXSIGqsLjxEh6MnMZ092JX1+F+VCH+WW7WD91o2EwOT1E2u4xFvAQWuQuxq2MGnWT5hElxpvGDuHVbW5ZHSdzfUKP215BJEbR4Y69lSK2VMODZ4gSDQzNH8d6AZmoUahr4YZq2A1DTGaGiIUEfI5F1G61FhUy7G6XGNE99mcS+OaheetV+GbZEoZGr0Yw7bESU8SmQ5CCvRqE/XRdoLJFlKaziXxBOcm4tjadD46YE2yPXGYJ+NHCA0PGQkypTTrKyUsy2NzrpGyVQYg7aU5pzaXbr+RZ+J97E0cwRPyhDa/IAkaAl3G8cZacEe6kE6SP26ussGYTRQFPFgd5ycVAw1IWj7Bkq3IWPV5s0pXI1YfPPGc75iwZ65FJfHCeem8AZ+usRBfh9G8zmheJ12LaJsISTnTbS+kNIYbdKYy2vEaju1LWidDWiZDrBNTWhwT9s6xKCenl5msRyw94pNwJUdbdI60GyAEIpLMHQzoGv+tGbzC6rrBSKOgkNHIlSLaJiSxMCBCMJ4yGW8WdGizWF2fzwK3nYCQu6I7SRTLz7vvHGowltUYadCxfZg75mPXX3i50wTPq3y9JMFoXnCgyyTSf5N/iWh6JOoLpWR2ZKJXZpM7uICWSGNCwuHpNzgfZwoHmsaId07yvsmVdPtNjOlltskJ9leruNlBavkJIj0g1AQbK4t5U2EN+nNulhf0Kl/K3U9sqpPCWBumH6fDHOOd8Yc4RhPfr23CJcRoHMRsGQKrTLrYQn6sm3ShGRCMtPYyZLg0VFrZkDJZRxPpKI5PyO7EUbYnD5MMbdZWp9cHwLA5xZPJHvqtCVZV57CqOpcEFvfqh3mkbTuh9pvj0693OfkC/SQiDan9ZqVKKWgKu7i0MIcG2cV3cjqTuyeJvAgRL2PNf4ZYzEHjhfYfiYNP2o3TXM0ggLFkmZJdI4Z5fEWFhPjai2/jRjnH3N6V2E6apK6xKZeg0TLoqblsK9b57W96Vp2+tkNUaxkWOu2st1MsN+MI4Fv1cY40acRzEVX3CJHZhzCf2zfTxza7nsIabyNf62BFLM4CyyQpbZJR7NnIoBSUEP79pGNXIoR9fB7VKOQrpVHGoxNzTsuoIxtGMZsGiczpa5dGP82fj15OSa/zT8lHcCfbEcVGVsVMxvVx8kmHcraVMTdFudfh/FSNT3zqPS/aV6+GV60Y9r3vfY9kMvmCI8O++MUvcvHFF7+skWE//vGP+fGPfwzAyMgId9555ylp7z0/vJP9W57ADqq4RgJyq4jMGkJIcnKS0LHREEz5Jl6gI4CaFcMzDYQGAoGQEtOpI4WkkHEwig4CcO0EultBiwJaRCOaFqMiIzxNx0EnK6eXY3ghpjf96ueslaI4PIAZeAy32tSS01V0PZbB1pKkSnWmX4auEeAjCZlMF4iN19EDSTyWAS2PkBrltI8W2sRDEzcUuJ4k7ntEgDQi5pRHiWREX1eC7JSBGQpKcRtfA0sLMXUbacUoE2BFAY1UqKfSCE0QomEEAqSg7kjMUg1kiBN3sWyPdCQINUnNsog5AoeIggatoYmmSYSVxxAeQkhioYbhu0SRQ0HEmCAOkQQEMREx2yuga9M7etKLkBEM5lupBjWQAWEoIDQQwsDXQuq2Q/NkgEAQCYkI3ekDZ7qZAuH0qUuz0OtliHx03UOaAaNhCk1CJgqQoTm9DmNxbKcESBrtFM3YaEh8zURKDSOMkAKKMsCpTicq5YxNrlhGkxJp2jSJGhYhVVPHJMCQUNIFRaFTrEwQ6iZhrokkBYSQpK0GYl59+vGzyKASjBKKGnosjZduwNMj8ExkOY2pGUgJUQC67xBKKFqTCOGj65IgHsc37OOn60To0uKUCCKBg0EaDY2ISEwRs0EIQcG3KIVxpBTIIABfIKVFoGtoMQ3N1NEERJokZU6feGq+RsapkogCAhEhvSqEHjUtRlVLIKREoJHAIBs+u24MDelYBBKqwiAdTJAJJhGWjWNGRF4N37Cpmhl8OV1kMIWOH0wfpC0jIBAGUgpCQ8fQdCJpocuITFAncqezmEjTsZw4hpQY8YhS1IUUJjnNxiOkKgMcs4jQJqfXGdMn2l8X9AQamWN1RCQom3liYQ07cjCzKQwBOA6O0PGBRKFEZOhE3QvRq0fQRMRQuo28J8mGEl/XqYYSX2o4toMer5EgJEQnJ9uwwwAQ1EKNEW+CSEbYegq7NoVerxCP55FRiOOWqJkJIstixcBeMExKrS2kxor4msa25cugrGH6Gjkkem2cyK8TxTXKmQQBJrawmW10E3oSiSRt1KESIaXGREwyYIwDPjkDTC+GXzERQiB0kAEYaDRaKRJOP6EWcKQlhikzaFIjrFjUXQ8DD98MKaZ9EBo6gjmiBatmggQzcomcCkhJzUhR88qEXhXPTiGsJDHfw09KZNInU60hJGS1VoyKjkQSmjrZwEWXkrpu4EgDISW+EcPTDKJntxWpheiBRyTANwMa3AgTiRFLYFLD9msMJmKMaFPMqR9lSovTrzeT9CICESAbkzT01rF9jXLCmL7IkRC3kgihU/bq6Jqgyc4gI4g0KGYFiWqAQKMmLGq1KYSQgItWqWJ4Hn4+jhvXCcp1bDNJU7xj+pgC6OkshYl9iDCgrGcJfJMIiCfiyKCMVihiagbpKEQrjODFLML2+Yy6PUgJRiyDWQ3Qw4h4vgu/XiaqFXBNC8fOA4K4btKSSmCE08mNkDpjk0eIwoB6ExhlDS3Q0O126lqMWuQhNZCajhaERFqEl/CIlzQ0KUinGnGpIkSEE/eQgcQIBRBHrxvUgul9UidE1/1njwkhG/Y/zHnf/iZm5sQ74MqZ7dXK83Y8uY2Ht/XSHUo8X7J3KqI98hECIjuiFtQJCNGiOuWkSa2pCcuBWC2ECGTkY/uj1Dpz6FKn283RUY8wgSNmFd0XpHRJPQiwfJdZaZuhUo2hSNAW5PGl5GiTj0znEIZJrDCKZVbQLIPspIErfIpmDREaVPw0Y1EzSIlFREt8+sdAvJqFXXHQpKQYahQtC2GZxCOPWckqLY0efs1huDxANVYjFBpO2EqYa0YIQXOpgmMncc0EYSiwQhcbl6geUKSMTGnTD286Fs2WhiUEreMCaUuScYtjzgQVzUfoEUXfIPKy1IkhMMiTwHZLBFIyYBRJixKWYeJJncYGQUtOMNjvkI6SnG+bDLs6h4IG8g0w6boM4CI0HSEEtlunKwpJRAGRX6Fgp3HtJENaxJj0MWUIUYQdhDS3xSGA+oigOYphSJjSazQyTrtdZHfQSRhBK/vxw2YMuRTDjOFL8HWdvOEhCBnwx2jWXbK2hu9E6CJPc8xil+9yKIphRI2YEaSlZMo+Rhh5pMQwWQLiQlB0spiaRcKAYVtSMw3iEWiRjhGCLcoEUmOgmqclVUXXJXPcHEL4SBHRN27iBDUM3aWsWYxmNUJDe/aKP05cTm+rCa9MXlbRiXA8mLCSeHYMF5Mg1JB+gJABehRgRtPXJglqaDELoWuEeoyMCLEiiemUCf0inuZgaZDUQEY2ARrHRBuTWh5JRNYrEYsCfl0qk3YMwxDEgipR5FASGoE00bFx7ThRBAQBGDpIyPiVZx81ni4e2KaPMCKiSCOMDEBAJJFBgCEjICIkImZM30AP0fGwkJqOlBI90rEDGymhFppUjSakiEibo1h1Ey0SmFEZT5pEmsAxQ2yzRFKUsfUcvpnhsCkQQUSi6mBr0fSP10gfGYsjdQNDq9EQaKR0E+nVqfs6FT2DJJrOxaMUYRRRw8F/9sX6IoK0WSObkMh6HXTQ0zEqhQA/0InbEhlFeNLH1RoRQmdCS0zHr4GIInQiDCSEGjFdI5/RcEMIfIPsRJwwivCrHtKYvgYsiBQiDsLSCCXE45KYERH4PhnPJx8fAyTDpTizOiWGpnNwwqWcSBIJDatu0eAKTEIIQly3iiVCHKlTk2ky+TGEALtWITI0NKEx6LeQQpI2dKpRnZpZp2b6hG6cqJ4lUQ3RhMDSTYSuAZKmOAzb/biGi+ua2IGPKSVxmcY04ozHAgQ+Qq/TZQn0UEOrtJDs7iKTbOWJQ7sJYjp2PEY41QcRhFqG0HeJeS4xPCBE02u4YRqJYDSWJKFlMYVFOtJwdB8/Bp7j4ThxEoZNGPk4xgS6bSKlRPN9OjQPU9cIfUmmbpPwDYIgoKbVqCc1POpU7Tqm1JAywgk05LN7Rz3MEdN1dARCC2kOErSQhqhOUK9iMn0t7kRJCmEEEuqRQaSZSARVu0IyJpmVzTIwMUHo+4gohRlCTkBglZE6TOXTWEYGISMqzigxfQIjJtF8j3woyVqCISfFVJSgwRwjFhgsqLWSzCQRCEolwZheJRIRZrVIaOZxNQsvshgMNIIonN7XcNCs0nQFUgtoSwlMAUHgMUmIo2nIeoyaF8eRcexI0K1rZBI1BBFx38XX0oBgMrC5/sY30NXZfkrO8S/Xq1YM27t3L//2b//GF7/4Rb7+9a/T1dV1wjvDdu/ezV/91V/x6U9/muuuu+60vzMMwBkeJqjWXnpCRVEURVFeUUYyQazt+Y+oKTPHqc7zFEVRFEWZuYyXnuSVsXTpUhobG7n++utpb2/nve99L5/5zGf47Gc/y0UXXcT999/P9ddfz7Jly15WIezVoJJwRVEURVEURVEURVGUM8urVgwD+OQnP3nCvz/72c9ON8Iw+MIXvvBqNkVRFEVRFEVRFEVRFEWZgV747YqKoiiKoiiKoiiKoiiKcgZSxTBFURRFURRFURRFURRlxlDFMEVRFEVRFEVRFEVRFGXGUMUwRVEURVEURVEURVEUZcZQxTBFURRFURRFURRFURRlxlDFMEVRFEVRFEVRFEVRFGXGUMUwRVEURVEURVEURVEUZcZQxTBFURRFURRFURRFURRlxlDFMEVRFEVRFEVRFEVRFGXGUMUwRVEURVEURVEURVEUZcZQxTBFURRFURRFURRFURRlxlDFMEVRFEVRFEVRFEVRFGXGUMUwRVEURVEURVEURVEUZcYQUkp5uhvx+7ryyivp7u4+3c04JUZGRmhtbT3dzThtZnr8oPpgpscPqg9mevyg+uBUxt/a2srf/d3fnZJ5K68MleeduWZ6/KD6YKbHD6oPZnr8oPrgtOd5UnlN+uAHP3i6m3BazfT4pVR9MNPjl1L1wUyPX0rVBzM9fuXMNdO37Zkev5SqD2Z6/FKqPpjp8Uup+uB0x68ek1QURVEURVEURVEURVFmDFUMe4266qqrTncTTquZHj+oPpjp8YPqg5keP6g+mOnxK2eumb5tz/T4QfXBTI8fVB/M9PhB9cHpjv8P+p1hiqIoiqIoiqIoiqIoivK7UCPDFEVRFEVRFEVRFEVRlBlDFcMURVEURVEURVEURVGUGUMVwxRFURRFURRFURRFUZQZQxXDFEVRFEVRFEVRFEVRlBlDFcNeY770pS9x/fXX84lPfALf919wmptvvpnrrrvuVW7Zq+Nk8f/yl7/kj/7oj/jTP/1T/tt/+2+nqYWnxovFHYYhf/M3f8P111/P5z73udPYwlPrxeI/k9f5b3upff9M3u/h5PH/5Cc/4Z3vfCc33ngjTz311Glq4an3Yn3gOA5//ud/zg033MC73vUuxsfHT2MrT41yuczb3vY2Vq9ezYEDB074bKYcB5WZQeV5Ks9TeZ7K81Sep/K8mZbnwWsz11PFsNeQffv2MTIywve//33mzZvHvffe+7xpKpUK+/fvPw2tO/VeKv4lS5Zwyy23cMsttzA5OcnOnTtPU0tfWSeL+4EHHqClpYXvf//71Ov1M/IEcbL4z9R1/tteats/k/d7OHn8IyMj/OIXv+Db3/42//7v/87q1atPY0tPnZP1wUMPPcTChQv57ne/y1ve8hZuv/3209jSUyMWi3HzzTdz+eWXP++zmXAcVGYGleepPE/leSrPU3meyvNmYp4Hr81cTxXDXkO2b9/OeeedB8D555/P9u3bnzfNd77zHW644YZXu2mvipeKv6OjA8MwADBNE007Mzbfk8X91FNPveQ28YfuZPGfqev8t73Utn8m7/dw8vgffvhhLMviPe95D5/4xCeoVqunq5mn1Mn6YNasWdTrdQBKpRL5fP60tPFUMk2ThoaGF/xsJhwHlZlB5Xkqz1N5nsrzVJ6n8ryZmOfBazPXOzOPOH+gSqUSqVQKgHQ6TbFYPOHzcrnMgQMHztiK+UvF/2s7duxgYmKC5cuXv5rNO2VOFvfL7ZM/ZC8nxjNtnf+2k/XBmb7fw8njn5iYYGpqin/7t3/j7LPP5nvf+97pauYpdbI+mDNnDocOHeLKK6/k1ltv5aqrrjpdzTwtZsJxUJkZVJ6n8jyV56k8T+V5Ks9Ted7zna5jofGqLEU5wdjYGB//+Mef9/83bdpEpVIBpg+M2Wz2hM+//e1vnxF3DX7f+AGGh4f5/Oc/z9e+9rVT3s5XSzqdftG4T/bZmeKlYjwT1/lvO1kfnCn7/cm81D6wYcMGhBBs3LiRm2666XQ185Q6WR/ceeedrF27lo9+9KPcc889/PM//zOf+MQnTldTX3Uz4TionFlUnqfyvOdSeZ7K81Sep/I8leed3Ok6FqqRYadBc3Mz//7v//68/y688EIeffRRADZv3syaNWtO+F5fXx833XQT73vf+47//Yfo942/UqnwsY99jM9+9rM0NjaejqafEmvWrHnRuE/22ZniZDGeqev8t52sD86U/f5kXmof2Lt3LzD9voXu7u7T0sZT7WR9IKU8PmQ+n89TLpdPSxtPl5lwHFTOLCrPU3nec6k8T+V5Ks9TeZ7K807udB0LVTHsNWTp0qU0NjZy/fXXc/DgQS677DIAPvOZzwDTv0DxzW9+k29+85vMnj2bD33oQ6ezua+4l4r/29/+Nv39/fz93/89N954I48//vjpbO4r5oXi/nXMF110EUNDQ1x//fXYtn1GDqE+Wfxn6jr/bSfrgzN9v4eTx79kyRLa29u58cYb+cEPfnDG3j09WR+8+c1v5oEHHuDGG2/kH//xH3nPe95zmlt7arz//e9n8+bNfPrTn+aOO+6YUcdBZWZQeZ7K81Sep/I8leepPG+m5nnw2sv1hJRSvipLUhRFURRFURRFURRFUZTTTI0MUxRFURRFURRFURRFUWYMVQxTFEVRFEVRFEVRFEVRZgxVDFMURVEURVEURVEURVFmDFUMUxRFURRFURRFURRFUWYMVQxTFEVRFEVRFEVRFEVRZgxVDFMURVEURVEURVEURVFmDFUMUxRFURRFURRFURRFUWYMVQxTFAUAz/O45ppruOaaa9i0aRMXXHAB11xzDevXr+enP/3pK768f/iHf+DKK6/kpptuesXnfTJ79+5l8+bNx/99yy23nJL4Xq4Pf/jDjIyMvOjnH/jABygWi69iixRFURRFOdOoPO/0UHmeorx2Gae7AYqivDZYlsWPfvQjAL761a+Sz+e54YYbTtny7rzzTh599FE07cSafBiG6Lp+ypa7d+9eDh48yHnnnQfAn/7pn56yZb2ctsRiMVpbW190mje/+c3ceuutfPCDH3wVW6YoiqIoyplE5XmvPpXnKcprmyqGKYpyUs9NmG688UaWL1/O448/ju/7fOELX+Af//Ef6e3t5V3vetfxpOrmm2/m3nvvxfM8rr32Wt73vvedMM8Pf/jDlEol3vKWt/Dxj3+cb3zjGyxZsoRt27Zxww03oGka3/zmN5FScu211/Jnf/Zn9Pf38xd/8RcsXLiQnTt3snHjRs4//3z+5V/+hXq9zj/90z8xZ86cE5azZcsWPve5zyGEwDAMbrvtNr7yla/gui6PPvooH//4x9mxY8fvHN9z3Xzzzdx1110IIXj/+9/P1VdfzdatW/n6179OPB6np6eHiy66iL/5m7953nfvvvtuLrnkEmA6OfzkJz/Jnj170HWdd7/73bz1rW/l4osv5h3veIdKkhRFURRFecWpPE/leYoyU6limKIov5NEIsEdd9zBTTfdxMc+9jFuv/12AK644gpuuOEGNm/ezMjICLfffjtRFPGe97yH888/n0WLFh2fx9e+9jU2bNhw/A7lN77xDQzD4I477mBkZIR3vOMd3H777cTjcf7kT/6Ec889l1wux+HDh/nf//t/M3v2bK666ioSiQS33XYbt956K9/97nf51Kc+dUJbv/Wtb/HXf/3XbNq0iXK5jK7r/OVf/iUHDx7kk5/8JAA7duz4neJ7rh07dnDPPffwgx/8gHq9ztve9jY2bNgAwJ49e/jJT35CJpPhqquu4l3vehcdHR0nfP+ZZ57h7W9/OzB997C/v//4UP5yuQxAKpXCdV0qlQqpVOr3XGuKoiiKoigvTeV5v6HyPEU5s6l3himK8jt5/etfD8CiRYs466yzyGQyZDIZkskkxWKRRx55hAcffJBrr72W6667jsHBQY4cOfKS833Tm94EcPxuYC6Xw7ZtLr/8crZt2wbA3LlzmTdvHrquM3/+fF73utcdb8vAwMDz5rlmzRq+/OUv853vfId6vf6KxPdc27dv57LLLsO2bXK5HBs3bmTnzp0ArF69mqamJizLYuHChQwODj5vWePj4zQ0NADQ3d3N6Ogof/d3f8fmzZtJp9PHp8vlcoyPj7+s9iuKoiiKovy+VJ73GyrPU5QzmxoZpijK78SyLAA0TTv+N4AQgjAMiaKIj3zkI7zlLW/5neYbi8VechrTNI///dzla5pGFEXPm/4DH/gAF1xwAQ888AB//Md/zK233vqSy3ip+F6u535X1/UX/K5lWbiuC0A2m+Xuu+/mV7/6Fd/61rd45JFHjt/V9DzvZfWPoiiKoijK/wuV5708Ks9TlD98amSYoiivqE2bNnHbbbcdv0PX399/fCj4y7FixQoee+wxisUinudx3333sW7dut+rLUePHmXJkiV86EMfYv78+Rw7doxkMkm1Wv295vfb1q5dy3333YfneRSLRbZs2cLKlStf9vfnzZtHX18fAJOTk0gpueKKK/joRz/K3r17j09XKBRoaWl5RdqsKIqiKIry+1J5nsrzFOVMoUaGKYryirrgggvo6enh7W9/O1JK0uk0X/3qV08YDn4yra2tfOQjH+GGG244/mLV5cuX09/f/zu35Vvf+hZbt25F0zRWrFjB6tWrKZfL3HzzzVx77bV87GMf+53n+VwrVqzgjW98I9dddx1CCD760Y/S0tJCb2/vy/r++eefzxNPPMG6desYHR3lr//6r4miCMMw+Nu//Vtg+h0TK1aseN6vMSmKoiiKorzaVJ6n8jxFOVMIKaU83Y1QFEWZiarVKu9///v53ve+hxDiBaf5h3/4By644AI2btz4KrdOURRFURRF+X2pPE9RXttUCVpRFOU0SSaTfPCDHzzpS1Pnz5+vEiRFURRFUZQ/MCrPU5TXNjUyTFEURVEURVEURVEURZkx1MgwRVEURVEURVEURVEUZcZQxTBFURRFURRFURRFURRlxlDFMEVRFEVRFEVRFEVRFGXGUMUwRVEURVEURVEURVEUZcZQxTBFURRFURRFURRFURRlxlDFMEVRFEVRFEVRFEVRFGXGUMUwRVEURVEURVEURVEUZcZQxTBFURRFURRFURRFURRlxvj/AXLD2s2/0+ffAAAAAElFTkSuQmCC\n" + }, + "metadata": {} + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "## **5. Exploring movement aligned data**\n", + "\n", + "In the previous section, we analysed neural responses aligned to stimulus onset. However, we have also prepared a dataset with PSTHs aligned to the onset of the mouse's **first movement**. This alignment enables us to examine neural activity associated with **choice** i.e. whether it chooses to turn the wheel left or right in response to the stimulus." + ], + "metadata": { + "id": "fMMLbZLMFJGL" + } + }, + { + "cell_type": "markdown", + "source": [ + "### **Downloading and loading in data for movement onset**" + ], + "metadata": { + "id": "UMIeehDdZzMr" + } + }, + { + "cell_type": "code", + "source": [ + "# Download the data\n", + "download_data('firstMove')\n", + "# Load in the metadata\n", + "meta = load_metadata('firstMove')" + ], + "metadata": { + "id": "I1lDDhOBc9QQ" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "source": [ + "### **Analyzing choice related neural activity using PCA**" + ], + "metadata": { + "id": "INM0BoWXc8Ar" + } + }, + { + "cell_type": "markdown", + "source": [ + "One analysis that we can perform is to examine **when** the neural activity representing left versus right choices begins to diverge before the first movement is made. We will use a dimentionality reduction approach (PCA) to measure the **distance between the left and right choice representations** over a time window of interest.\n", + "\n", + "\n", + "We start by loading data from a specific brain region of interest, **GRN**. The trials are then split based on the **choice** made." + ], + "metadata": { + "id": "Nca1SBx5dCRI" + } + }, + { + "cell_type": "code", + "source": [ + "# Look at example region. We want to split by choice\n", + "psth, df = get_avg_psth_for_region('GRN', meta, split='choice')" + ], + "metadata": { + "id": "Qd_py__ddBPN" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "source": [ + "We will then construct a high-dimensional representation of the neural activity by **stacking the average PSTHs** from each cluster. Here, each dimension corresponds to one cluster’s activity.\n", + "\n", + "Since we are interested in the time before the first movement, we restrict our analysis to the time window where **t < 0 s**." + ], + "metadata": { + "id": "k2opbFDYevOW" + } + }, + { + "cell_type": "code", + "source": [ + "# Stack PSTHs for right (1, CW) and left (-1, CCW) choice\n", + "time_window = meta.times < 0\n", + "all_psth = np.concatenate([psth[1.0][:, time_window], psth[-1.0][:, time_window]], axis=1)" + ], + "metadata": { + "id": "wOapurlqeBWm" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "source": [ + "We then apply PCA to reduce the dimensionality of the neural data to **two principal components** and extract the trajectories for left and right choice." + ], + "metadata": { + "id": "1OU-iK-QTeUL" + } + }, + { + "cell_type": "code", + "source": [ + "# Apply PCA to reduce to 2 dimentions\n", + "pca = PCA(n_components=2)\n", + "trajs = pca.fit_transform(all_psth.T).T\n", + "\n", + "# Extract trajectories for left and right choice\n", + "traj_right = trajs[:, :time_window.sum()]\n", + "traj_left = trajs[:, time_window.sum():]" + ], + "metadata": { + "id": "6zp6ublJTgF3" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "source": [ + "To quantify how the neural representations for the two choices diverge over time, we compute the **Euclidean distance** between their trajectories at each time point." + ], + "metadata": { + "id": "y1SmV7R-gCXP" + } + }, + { + "cell_type": "code", + "source": [ + "euc_dist = np.sqrt(np.sum((traj_left - traj_right) ** 2, axis=0))" + ], + "metadata": { + "id": "XwK7yoTSgfe5" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "source": [ + "We can estimate the **latency** at which the trajectories diverge as the time point at which the Euclidean distance is **70% of it's maximum value**." + ], + "metadata": { + "id": "LucHPJkW6DgX" + } + }, + { + "cell_type": "code", + "source": [ + "latency_idx = np.argmax(euc_dist > np.max(euc_dist) * 0.7)\n", + "latency = meta.times[time_window][latency_idx]" + ], + "metadata": { + "id": "RoDZIXiR6b7b" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "source": [ + "We can visualize both the low-dimensional trajectories and the evolution of their Euclidean distance leading up to the first movement." + ], + "metadata": { + "id": "eB6sEh6_hMP7" + } + }, + { + "cell_type": "code", + "source": [ + "fig, axs = plt.subplots(1, 2, figsize=(10, 5))\n", + "\n", + "# Plot the trajectories\n", + "axs[0].plot(traj_left[0, :], traj_left[1, :], color='b', label='Left', marker='.', lw=2)\n", + "axs[0].plot(traj_right[0, :], traj_right[1, :], color='r', label='Right', marker='.', lw=2)\n", + "# Mark the start\n", + "axs[0].plot(traj_left[0, 0], traj_left[1, 0], color='b', marker='*', ms=10)\n", + "axs[0].plot(traj_right[0, 0], traj_right[1, 0], color='r', marker='*', ms=10)\n", + "axs[0].set_xlabel('PC1')\n", + "axs[0].set_ylabel('PC2')\n", + "axs[0].legend(loc=2, frameon=False)\n", + "\n", + "axs[1].plot(meta.times[time_window], euc_dist, color='k', lw=2)\n", + "axs[1].scatter(latency, euc_dist[latency_idx], color='k', s=80)\n", + "axs[1].set_xlabel('Time from first movement (s)')\n", + "axs[1].set_ylabel('Euclidian distance')" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 472 + }, + "id": "R-yKzWWYpZbH", + "outputId": "9af7c9c7-cc91-4eba-90ec-b070de352e72" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "Text(0, 0.5, 'Euclidian distance')" + ] + }, + "metadata": {}, + "execution_count": 147 + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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\n" + }, + "metadata": {} + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "### **Decoding choice from neural activity**" + ], + "metadata": { + "id": "Wrm2-FJQmxlg" + } + }, + { + "cell_type": "markdown", + "source": [ + "In this section, we will explore whether we can **predict the mouse's choice** (i.e. left or right movement) based on neural activity using **trial-level PSTH data**.\n", + "\n", + "Unlike the previous analyses, which averaged firing rates across trials, we will need to have access to the data on the individual trial level. To facilitate this, we provide three helper functions that return the trial-level data:\n", + "\n", + "* `get_psth_for_insertion`\n", + "* `get_psth_for_region`\n", + "* `get_psth_for_clusters`\n", + "\n", + "\n", + "The function **`get_psth_for_insertion`** loads trial-level data for a specified pid. The function returns three objects:\n", + "\n", + "1. A 3D array of shape `n_trials x n_clusters x n_times` containing the PSTH for the specified pid\n", + "\n", + "2. A dataframe describing the clusters for the specified pid\n", + "\n", + "3. A dataframe describing the trials for the specified pid\n" + ], + "metadata": { + "id": "EDTabKqr7S_2" + } + }, + { + "cell_type": "code", + "source": [ + "pid = '8ca1a850-26ef-42be-8b28-c2e2d12f06d6'\n", + "psth, clust_df, trials_df = get_psth_for_insertion('8ca1a850-26ef-42be-8b28-c2e2d12f06d6', meta)\n", + "\n", + "print(psth.shape)\n", + "print(len(clust_df))\n", + "print(len(trials_df))" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "32mKOahdBz64", + "outputId": "58f1f110-f77a-44f8-a5df-93a787d6226a" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "(569, 172, 150)\n", + "172\n", + "569\n" + ] + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "The functions **`get_psth_for_region`** and **`get_psth_for_clusters`** return lists of PSTH arrays, cluster metadata, and trial tables, each corresponding to one probe insertion.\n", + "\n", + "For example, the region VISam has data from 23 separate insertions, so the lists will have length 23." + ], + "metadata": { + "id": "_9hLmHLuCRPQ" + } + }, + { + "cell_type": "code", + "source": [ + "psth, clust_reg, trials_reg = get_psth_for_region('VISam', meta)\n", + "\n", + "print(len(psth))\n", + "print(len(clust_reg))\n", + "print(len(trials_reg))" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "rRAtUVDoCbH4", + "outputId": "400b1fcb-e4a7-43c3-db11-8d5885be595a" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "23\n", + "23\n", + "23\n" + ] + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "We will now demonstrate how to decode the mouse's choice. As choice is a **binary variable (+1, -1)** we will use **logistic regression** on the activity of all clusters from a single insertion." + ], + "metadata": { + "id": "vcpdXCa7FEoH" + } + }, + { + "cell_type": "code", + "source": [ + "psth, clust_df, trials_df = get_psth_for_insertion('8ca1a850-26ef-42be-8b28-c2e2d12f06d6', meta)\n", + "\n", + "time_mask = np.bitwise_and(meta.times < 0, meta.times > -0.1)\n", + "X = psth[:, :, time_mask].mean(axis=2)\n", + "y = trials_df.choice.values\n", + "\n", + "# Split trials in half into test and training sets\n", + "X_train, X_test, y_train, y_test = train_test_split(X, y, test_size=0.5, random_state=0)\n", + "\n", + "# Fit the logistic regression model\n", + "clf = LogisticRegression(random_state=0, max_iter=1000).fit(X_train, y_train)\n", + "\n", + "# Use the test set to assess the model accuracy\n", + "choice_predicted = clf.predict(X_test)\n", + "n_trial_correct = (y_test == choice_predicted).sum()\n", + "print(f'{n_trial_correct}/{len(y_test)} trials correctly predicted')\n", + "print(f'Accuracy: {np.round(n_trial_correct/len(y_test), 2) * 100} %')\n" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "ulyOEVo2hAxd", + "outputId": "99d2dc95-d22e-4613-8684-020c3d5db2a1" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "225/285 trials correctly predicted\n", + "Accuracy: 79.0 %\n" + ] + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "🟨 **Note**\n", + "* In this example, we used a 50/50 train-test split. For a more robust estimate of model performance, you could use leave-one-out cross-validation. This involves training the model on all trials except one, predicting the held-out trial, and repeating for each trial, maximizing the amount of training data used in each iteration.\n" + ], + "metadata": { + "id": "oYr1sNzLimpC" + } + }, + { + "cell_type": "markdown", + "source": [ + "## **6. Example of a brainwide analysis**\n", + "\n", + "In this section, we will walk through how to extend your analysis across **all brain regions** included in the dataset. For example, suppose we want to identify which regions are **most responsive to stimulus onset**. To do this, we will return to the **modulation index (MI)** metric introduced earlier, using it to quantify and compare the number of responsive clusters in each region.\n", + "\n" + ], + "metadata": { + "id": "Uk1NdVzHm2mo" + } + }, + { + "cell_type": "code", + "source": [ + "# Get meta data for stimulus onset\n", + "meta = load_metadata('stimOn')\n", + "# Find the regions contained in our dataset\n", + "regions = meta.clusters['acronym'].unique()" + ], + "metadata": { + "id": "beW7lEDGzDnR" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "code", + "source": [ + "# Define pre and post window timepoints\n", + "pre_time = [-0.3, -0.25]\n", + "post_time = [0.05, 0.1]\n", + "pre_time_idx = np.bitwise_and(meta['times'] >= pre_time[0], meta['times'] <= pre_time[1])\n", + "post_time_idx = np.bitwise_and(meta['times'] >= post_time[0], meta['times'] <= post_time[1])\n", + "\n", + "# Define threshold to detect responsive cells\n", + "threshold = 0.3\n", + "\n", + "\n", + "# Loop over the regions and compute the modulation index for all cells\n", + "all_modulated = []\n", + "for reg in regions:\n", + " # Ignore root and void where clusters are unassigned\n", + " if reg in ['root', 'void']:\n", + " continue\n", + " psth, df = get_avg_psth_for_region(reg, meta)\n", + " df['pre'] = np.mean(psth[:, pre_time_idx], axis=1)\n", + " df['post'] = np.mean(psth[:, post_time_idx], axis=1)\n", + " df['modulation_idx'] = (df['pre'] - df['post']).abs() / (df['pre'] + df['post']).abs()\n", + " df['modulated'] = np.bitwise_and(df['modulation_idx'] >= threshold, df['modulation_idx'] < 1)\n", + "\n", + " all_modulated.append(df)\n", + "\n", + "# Concatentate results into a single dataframe\n", + "all_modulated = pd.concat(all_modulated)" + ], + "metadata": { + "id": "xMOXUrNN87ei" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "source": [ + "We can then group the data by brain region to create a new DataFrame that summarizes, for each region, both the **percentage of responsive clusters** and the **total number of clusters** recorded." + ], + "metadata": { + "id": "5j5qheldlLqr" + } + }, + { + "cell_type": "code", + "source": [ + "res = pd.DataFrame()\n", + "res['percentage'] = all_modulated.groupby('acronym')['modulated'].sum() / all_modulated.groupby('acronym')['modulated'].count()\n", + "res['n_clusters'] = all_modulated.groupby('acronym')['modulated'].count()" + ], + "metadata": { + "id": "EFwDLS8W-jHY" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "source": [ + "We will plot the top 20 brain regions with the largest percentage of clusters with a high modulation index." + ], + "metadata": { + "id": "sqYyFPB9lwu_" + } + }, + { + "cell_type": "code", + "source": [ + "res_sort = res.sort_values('percentage', ascending=False)\n", + "n_reg = 20\n", + "fig, ax = plt.subplots()\n", + "sns.barplot(x='acronym', y='percentage', data=res_sort[0:n_reg], ax=ax)\n", + "ax.set_xlabel('Region')\n", + "ax.set_ylabel('Percentage of responsive clusters')" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 457 + }, + "id": "N59PRRe6-pvi", + "outputId": "f82c6f14-a125-41d3-daaf-6eb4e776a6d9" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "Text(0, 0.5, 'Percentage of responsive clusters')" + ] + }, + "metadata": {}, + "execution_count": 58 + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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\n" + }, + "metadata": {} + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "Note that, so far, we have included all brain regions without applying any filters based on the number of recorded clusters or their firing rates. As a result, some regions may appear to have a high percentage of modulated cells simply because they contain very few clusters, which can be misleading.\n", + "\n", + "To obtain more robust results, we will now **restrict our analysis** to regions that have **more than 200 recorded clusters**. This will allow us to more reliably identify regions with the highest number of responsive cells." + ], + "metadata": { + "id": "oXQOMuUrmrbj" + } + }, + { + "cell_type": "code", + "source": [ + "n_clust = 200\n", + "res_filt = res[res['n_clusters'] >= n_clust]\n", + "res_sort = res_filt.sort_values('percentage', ascending=False)\n", + "n_reg = 20\n", + "\n", + "fig, ax = plt.subplots()\n", + "sns.barplot(x='acronym', y='percentage', data=res_sort[0:n_reg], ax=ax)\n", + "ax.set_xlabel('Region with > 200 cells')\n", + "ax.set_ylabel('Percentage of responsive cells')" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 457 + }, + "id": "h_NfOzeqmFv1", + "outputId": "14df45f1-d3ce-43b0-d23a-66230c3e1617" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "Text(0, 0.5, 'Percentage of responsive cells')" + ] + }, + "metadata": {}, + "execution_count": 59 + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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\n" + }, + "metadata": {} + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "The top five regions with the highest proportion of responsive clusters are **PRNc**, **GRN**, **ACB**, **ANcr1**, and **ANcr2**, each with over **25%** of clusters showing significant modulation in response to stimulus onset.\n", + "\n", + "This observation aligns well with findings from the [International Brain Lab paper](https://doi.org/10.1101/2023.07.04.547681).\n", + "\n", + "📔 *A Brain-Wide Map of Neural Activity during Complex Behaviour - International Brain Laboratory et al.*\n", + "\n", + "\n", + "\n", + "In particular, most of these regions are consistently identified as being responsive to visual stimuli across at least **three out of four** independent analysis methods presented in the study.\n", + "\n", + "Below is a snapshot of Figure 5 from the paper, with **PRNc** and **GRN** highlighted.\n", + "\n", + "![](https://ibl-brain-wide-map-public.s3.us-east-1.amazonaws.com/sample_data/Neuromatch/figures/stimulus_bwm.png)" + ], + "metadata": { + "id": "RXWkkDMroyqr" + } + }, + { + "cell_type": "markdown", + "source": [ + "## **7. Exploring the block variable**\n", + "\n", + "In this section, we will study how the mice are able to track the **block prior** (i.e. the probability of the visual stimulus to appear most likely on one side of the screen). As the block change is not cued, mice have to **integrate** over the past trials. We will review the literature showing this temporal integration, and perform a decoding analysis at different timepoints (early or late) in blocks.\n" + ], + "metadata": { + "id": "HEabYAq-L3x9" + } + }, + { + "cell_type": "markdown", + "source": [ + "We will review plots from Fig 1 of [this article](https://doi.org/10.1101/2023.07.04.547684):\n", + "\n", + "📔 *Brain-wide representations of prior information in mouse\n", + "decision-making - Findling, Hubert, International Brain Laboratory et al.*\n", + "\n" + ], + "metadata": { + "id": "jY_2HOqbgYbW" + } + }, + { + "cell_type": "markdown", + "source": [ + "As a reminder, during the task the contrast of the visual stimulus changes, ranging from 100% (fully visible) to 0% (invisible).\n", + "\n", + "\n", + "In addition, the probability of the stimulus appearing on the left side of the screen varies in blocks of trials.\n", + "\n" + ], + "metadata": { + "id": "Y8ZveKelim8I" + } + }, + { + "cell_type": "markdown", + "source": [ + "![](https://ibl-brain-wide-map-public.s3.us-east-1.amazonaws.com/sample_data/Neuromatch/figures/task_recap.png)" + ], + "metadata": { + "id": "YhQnKlo1ionq" + } + }, + { + "cell_type": "markdown", + "source": [ + "The mice can use this probability information to attempt to obtain rewards even during 0% contrast trials, when no visual stimulus is present on the screen.\n", + "\n", + "This strategy is evident in their psychometric curves: on 0% contrast trials, mice tend to bias their responses toward the side associated with the current block.\n", + "\n", + "This bias is weaker during 100% contrast trials, where the stimulus is clearly visible and mice are able to make accurate choices with high reliability." + ], + "metadata": { + "id": "TD7p1XRniy2X" + } + }, + { + "cell_type": "markdown", + "source": [ + "![](https://ibl-brain-wide-map-public.s3.us-east-1.amazonaws.com/sample_data/Neuromatch/figures/biased_performance.png)" + ], + "metadata": { + "id": "RcZHPczFjJrN" + } + }, + { + "cell_type": "markdown", + "source": [ + "**But how do they know which block they are in?**\n", + "\n", + "Since the block switches are not cued, an observer would need to integrate information over several past trials to form a prior about the current block identity.\n", + "\n", + "We can see that mice do such integration, as shown by their performance on 0% contrast trials over the course of a block.\n", + "\n", + "* On `early` trials within a block, mice tend to perform poorly.\n", + "* On `later` trials, their performance improves, indicating a growing certainty about the block identity." + ], + "metadata": { + "id": "NC0pPz_fhlVk" + } + }, + { + "cell_type": "markdown", + "source": [ + "![](https://ibl-brain-wide-map-public.s3.us-east-1.amazonaws.com/sample_data/Neuromatch/figures/trial_early_late_block.png)" + ], + "metadata": { + "id": "Rke9zJZqkh-a" + } + }, + { + "cell_type": "markdown", + "source": [ + "We can replicate this result with our trials table data and using the columns `block` and `block_trial_number` to find examples of these **`early` (<= 2 trials since block change)** and **`late` (> 15 trials since block change)** trials for **0 % and 100 % contrast** stimuli." + ], + "metadata": { + "id": "5Mfcq8izNuFi" + } + }, + { + "cell_type": "code", + "source": [ + "# Load in meta data that has the trials table\n", + "meta = load_metadata('stimOn')\n", + "trials = meta.trials" + ], + "metadata": { + "id": "VtJIEfaBN04J" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "source": [ + "We will add three new columns to our trials table\n", + "* `contrast` the absolute contrast of the visual stimulus\n", + "* `correct` the correct trials\n", + "\n", + "and\n", + "* `block_timing` where we annotate the first 0 or 100 % trial that matches the `early` or `late` trial type condition\n", + "\n" + ], + "metadata": { + "id": "8WfjQzgCRrOA" + } + }, + { + "cell_type": "code", + "source": [ + "trials = trials.assign(contrast=np.nansum([trials['contrastLeft'], trials['contrastRight']], axis=0))\n", + "trials = trials.assign(correct=trials['feedbackType'] == 1)\n", + "\n", + "queries = []\n", + "# early trials with 0% contrast\n", + "queries.append('block_trial_number <= 2 and contrast == 0 and probabilityLeft != 0.5')\n", + "# early trials with 100% contrast\n", + "queries.append('block_trial_number <= 2 and contrast == 1 and probabilityLeft != 0.5')\n", + "# late trials with 0% contrast\n", + "queries.append('block_trial_number > 15 and contrast == 0 and probabilityLeft != 0.5')\n", + "# late trials with 100% contrast\n", + "queries.append('block_trial_number > 15 and contrast == 1 and probabilityLeft != 0.5')\n", + "\n", + "trial_type = ['Early', 'Early', 'Late', 'Late']\n", + "\n", + "for query, val in zip(queries, trial_type):\n", + " idx = trials.query(query).drop_duplicates(subset=['eid', 'block'], keep='first')\n", + " mask = trials.index.isin(idx.index)\n", + " trials.loc[mask, 'block_timing'] = val\n", + "\n", + "# Remove nan trials\n", + "trials = trials[~trials['block_timing'].isna()]" + ], + "metadata": { + "id": "mvbbdwLsTCv2" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "source": [ + "We can then group by `block_timing` and `contrast` and compute the proportion of trials that were correct for each condition" + ], + "metadata": { + "id": "RbJ1PKvHTiwf" + } + }, + { + "cell_type": "code", + "source": [ + "trials_grp = trials.groupby(['block_timing', 'contrast'])\n", + "prop_correct = trials_grp['correct'].mean()\n", + "\n", + "for grp, p in prop_correct.items():\n", + " print(f'{grp}: {np.round(p * 100, 2)}')" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "fu7BcTZrTqG_", + "outputId": "301db598-9004-4c91-d41f-431bfd2e032e" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "('Early', 0.0): 42.18\n", + "('Early', 1.0): 97.62\n", + "('Late', 0.0): 62.72\n", + "('Late', 1.0): 98.45\n" + ] + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "This aligns well with the plot above, which shows that the mice's performance on 0% contrast trials improves depending on when the trial occurs relative to the block switch. Performance is lower immediately after a block change and increases as more trials pass within the new block." + ], + "metadata": { + "id": "AI7Ok-G9UIOo" + } + }, + { + "cell_type": "markdown", + "source": [ + "We can also see if we are able to decode block from a single recording. We will chooses a time window of between **0.3 to 0.1 ms prior to visual stimulus onset**." + ], + "metadata": { + "id": "-Ruiuxb4aFyS" + } + }, + { + "cell_type": "code", + "source": [ + "psth, clust_df, trials_df = get_psth_for_insertion('8ca1a850-26ef-42be-8b28-c2e2d12f06d6', meta)\n", + "\n", + "time_mask = np.bitwise_and(meta.times < -0.1, meta.times > -0.3)\n", + "X = psth[:, :, time_mask].mean(axis=2)\n", + "# Convert values of 0.2, 0.5, 0.8 to 1, 2, 3 for logistic regression\n", + "mapping = {0.2: 1, 0.5: 2, 0.8: 3}\n", + "y = trials_df['probabilityLeft'].map(mapping).values\n", + "\n", + "# Split trials in half into test and training sets\n", + "X_train, X_test, y_train, y_test = train_test_split(X, y, test_size=0.5, random_state=0)\n", + "\n", + "# Fit the logistic regression model\n", + "clf = LogisticRegression(random_state=0, max_iter=1000).fit(X_train, y_train)\n", + "\n", + "# Use the test set to assess the model accuracy\n", + "choice_predicted = clf.predict(X_test)\n", + "n_trial_correct = (y_test == choice_predicted).sum()\n", + "print(f'{n_trial_correct}/{len(y_test)} trials correctly predicted')\n", + "print(f'Accuracy: {np.round(n_trial_correct/len(y_test), 2) * 100} %')" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "rO0JtuySfFDz", + "outputId": "4fc1fbd3-049b-4780-f773-208ad3b07a37" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "182/285 trials correctly predicted\n", + "Accuracy: 64.0 %\n" + ] + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "### **Going further - Bayes Optimal model**" + ], + "metadata": { + "id": "gXeCda2AonoY" + } + }, + { + "cell_type": "markdown", + "source": [ + "Mice may use various strategies to perform temporal integration and form a prior about the current block. However, one thing is clear, they are not able to detect block switches as sharply as the actual block transitions occur.\n", + "\n", + "If we use an ideal observer model, known as the **Bayes-optimal model**, the confidence in the block identity would follow the blue curve shown below:\n" + ], + "metadata": { + "id": "dmlqRl3xmIPQ" + } + }, + { + "cell_type": "markdown", + "source": [ + "![](https://ibl-brain-wide-map-public.s3.us-east-1.amazonaws.com/sample_data/Neuromatch/figures/block_bayes_optimal.png)" + ], + "metadata": { + "id": "x_rrchb1mgp5" + } + }, + { + "cell_type": "markdown", + "source": [ + "In other words, it is not feasible to decode the block identity exactly as it is defined in the task, as attempted above, because the block switches are uncued. Instead, the most accurate estimate an animal could form about the current block is described by the Bayes-optimal prior.\n", + "\n", + "A more realistic approach, therefore, is to decode this Bayes-optimal prior from neural activity, rather than attempting to decode the true block variable directly from the task design.\n", + "\n", + "You can find an example of how to compute the Bayes-optimal prior and decode it using neural activity from a single session in this [notebook](https://github.com/int-brain-lab/prior-localization/blob/main/prior_localization/decode_single_session.ipynb).\n", + "\n", + "\n", + "🟨 **Note**\n", + "* This analysis requires access to the full dataset, rather than the pre-processed version used above. To get started with accessing the full IBL dataset, please refer to:\n", + " * [This introductary notebook](https://colab.research.google.com/drive/1_1qfa-DLDbezyFXguFOnJJWF5aJ5AH0i#scrollTo=-TJR7XEgtBxS)\n", + " * [This tutorial](https://colab.research.google.com/drive/1y3sRI1wC7qbWqN6skvulzPOp6xw8tLm7)\n", + "\n", + "\n", + "The `Bayes Optimal` model is really the best an animal could do in estimating the block prior. However, mice are likely not that optimal.\n", + "\n", + "The [article](https://doi.org/10.1101/2023.07.04.547684) introduces alternative models that better capture actual mouse behavior, such as the `Action Kernel` model, which incorporates a memory of past actions.\n", + "\n", + "All behavioral models discussed in the paper are available in this [repository](https://github.com/int-brain-lab/behavior_models/tree/main)." + ], + "metadata": { + "id": "AsWd7Ukz7V8Y" + } + }, + { + "cell_type": "markdown", + "source": [ + "### **Going further - Exploring behaviour**\n", + "\n", + "There are many more questions related to block that we can explore related using the behavioral data. Here are a few example questions:\n", + "\n", + "1. 🔍 Take a trial, and look at the values for contrast and block on the previous `N` trials. Consider the contrast as your certainty measure,\n", + "meaning for a 100% contrast trial you are sure of the associated block side.\n", + "\n", + " Given this information, what would be your predicted block side for your current trial? And how correct would you be? How does that vary with `N` size?\n", + "\n", + "2. 🔍 Does the reaction time changes on trials when the visual stimulus appears on the other side than the expected block prior?\n", + "Does this effect vary with stimulus contrast?\n", + "\n", + "These can be explored either by using the data prepared for this course of by accessing the [full behavioural dataset](https://colab.research.google.com/drive/14OtLUEiyhrPTPsXetg8VQrTk1CLhBCW5#scrollTo=_HVZjOIz8Xgm) that is available as part of the behavioural project datasets." + ], + "metadata": { + "id": "mtDuMJU2D_gc" + } + } + ] +} \ No newline at end of file diff --git a/projects/neurons/IBL_ONE_tutorial.ipynb b/projects/neurons/IBL_ONE_tutorial.ipynb new file mode 100644 index 0000000000..d4788c0b1a --- /dev/null +++ b/projects/neurons/IBL_ONE_tutorial.ipynb @@ -0,0 +1,4998 @@ +{ + "nbformat": 4, + "nbformat_minor": 0, + "metadata": { + "colab": { + "provenance": [], + "collapsed_sections": [ + "RGgCO_myXJ13", + "cmI9AmEbJx9B", + "wqK8h-iORJbC", + "Ffd9EYxERTzH" + ] + }, + "kernelspec": { + "name": "python3", + "display_name": "Python 3" + }, + "language_info": { + "name": "python" + } + }, + "cells": [ + { + "cell_type": "markdown", + "source": [ + "# IBL ONE Tutorial" + ], + "metadata": { + "id": "idTOhcLyMTO2" + } + }, + { + "cell_type": "markdown", + "source": [ + "# Installing and configuring ONE" + ], + "metadata": { + "id": "NOk-Ahox8wGd" + } + }, + { + "cell_type": "markdown", + "source": [ + "\n", + "## 🏠 Create virtual python environment\n", + "\n" + ], + "metadata": { + "id": "RGgCO_myXJ13" + } + }, + { + "cell_type": "markdown", + "source": [ + "---\n", + "\n", + "\n", + "🔖 **NOTE:** This step is only needed if you want to follow this tutorial on your local computer\n", + "\n", + "\n", + "---" + ], + "metadata": { + "id": "xoguS_XpQt-R" + } + }, + { + "cell_type": "markdown", + "source": [ + "### Creating a new environment with conda (recommended way)" + ], + "metadata": { + "id": "-YnPwMWpXgxi" + } + }, + { + "cell_type": "markdown", + "source": [ + "To create a conda environment, [anaconda](https://www.anaconda.com/) must first be installed.\n", + "\n", + "Once installed launch an anaconda prompt terminal and create a new conda environment\n", + "\n", + "`conda create --name iblenv python=3.11`\n", + "\n", + "The new environment can be activated using,\n", + "\n", + "`conda activate iblenv`" + ], + "metadata": { + "id": "hRZA78AoaBIC" + } + }, + { + "cell_type": "markdown", + "source": [ + "### Creating a new environment with virtualenv" + ], + "metadata": { + "id": "w7FN2DxiXlFJ" + } + }, + { + "cell_type": "markdown", + "source": [ + "A new virtualenv can be created by launching a terminal and typing the following\n", + "\n", + "`virtualenv iblenv --python=python3`\n", + "\n", + "The new environment can be activated using,\n", + "\n", + "`source ./iblenv/bin/activate`" + ], + "metadata": { + "id": "M1J7QImrbFER" + } + }, + { + "cell_type": "markdown", + "source": [ + "## Install relevent packages" + ], + "metadata": { + "id": "CJ31GQkwGbKq" + } + }, + { + "cell_type": "markdown", + "source": [ + "\n", + "\n", + "---\n", + "\n", + "\n", + "⚡ **INFORMATION:** To install locally remove the ! (e.g pip install ONE-api)\n", + "\n", + "\n", + "---\n", + "\n" + ], + "metadata": { + "id": "tMyU56XOiyD5" + } + }, + { + "cell_type": "code", + "source": [ + "! pip install ONE-api\n", + "! pip install ibllib" + ], + "metadata": { + "id": "mET9NxyC_yBp", + "collapsed": true + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "source": [ + "## Configure ONE" + ], + "metadata": { + "id": "lYK6nGoq82I2" + } + }, + { + "cell_type": "code", + "source": [ + "from one.api import ONE\n", + "ONE.setup(base_url='https://openalyx.internationalbrainlab.org', silent=True)\n", + "one = ONE(password='international')" + ], + "metadata": { + "id": "wGFK62ekX99l", + "colab": { + "base_uri": "https://localhost:8080/" + }, + "outputId": "d2abeb0d-7ed4-4039-824b-71d98ec48dc9", + "collapsed": true + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Connected to https://openalyx.internationalbrainlab.org as user \"intbrainlab\"\n" + ] + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "---\n", + "\n", + "\n", + "> 📘 **FURTHER READING**\n", + "> * [ONE install and setup](https://int-brain-lab.github.io/ONE/one_installation.html)\n", + "\n", + "\n", + "---" + ], + "metadata": { + "id": "p5EeqMmmQc1T" + } + }, + { + "cell_type": "markdown", + "source": [ + "# Instantiating ONE" + ], + "metadata": { + "id": "ZTAuneB3Ye-y" + } + }, + { + "cell_type": "markdown", + "source": [ + "Once `ONE` has been configured it can be imported and instantiated in the following way" + ], + "metadata": { + "id": "Xvib43ZmYh_U" + } + }, + { + "cell_type": "code", + "source": [ + "from one.api import ONE\n", + "one = ONE()" + ], + "metadata": { + "id": "rsBQoig8YoOr" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "source": [ + "# Some useful concepts" + ], + "metadata": { + "id": "sPy2JlBbUZhQ" + } + }, + { + "cell_type": "markdown", + "source": [ + "## Sessions vs Insertions\n", + "\n" + ], + "metadata": { + "id": "ZxslMfiGCg0U" + } + }, + { + "cell_type": "markdown", + "source": [ + "Depending on the type of analysis that you are doing, you will want to start your search from either the session or insertion endpoint.\n", + "\n", + "\n", + "\n", + "* A `session` refers to an *experimental session* and can contain multiple insertions.\n", + "* An `insertion` is a *single Neuropixels recording* within a session.\n", + "\n", + "For example, if you are interested in the correlation of activity across different brain areas within a single session, you would want to enter your search through the session endpoint. If, however, you are interested in doing an analysis across multiple Neuropixels recordings within a single brain region, the insertion endpoint should be your point of entry." + ], + "metadata": { + "id": "5hKfnCe--OqP" + } + }, + { + "cell_type": "markdown", + "source": [ + "# Searching for data with ONE\n" + ], + "metadata": { + "id": "ZdOE4IkJASoC" + } + }, + { + "cell_type": "markdown", + "source": [ + "## `one.search` - searching on sessions" + ], + "metadata": { + "id": "uQ0aG1BLfcIx" + } + }, + { + "cell_type": "markdown", + "source": [ + "ONE contains a built in search method that can be used to filter for sessions that match specific search criteria.\n", + "\n", + "For example, we can search for all sessions from a particular subject, KS023" + ], + "metadata": { + "id": "v7MuvpGNdB-1" + } + }, + { + "cell_type": "code", + "source": [ + "# Find sessions from subject KS023\n", + "sess = one.search(subject='KS023')\n", + "print(len(sess))" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "0JNelrx4d29x", + "outputId": "565d5795-9fe0-43ff-930a-22952c5b6c74" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "40\n" + ] + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "We are returned a list of experiment ids, `eids`\n" + ], + "metadata": { + "id": "hCAnFEIQNFMF" + } + }, + { + "cell_type": "code", + "source": [ + "# Print the first 5 eids\n", + "from pprint import pprint # Print larger lists more clearly\n", + "pprint(sess[:5])" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "cqZOriIFNjB9", + "outputId": "2a1f9e24-fa21-4b08-c3fd-d813dde015c4" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "[UUID('c6d5cea7-e1c4-48e1-8898-78e039fabf2b'),\n", + " UUID('aad23144-0e52-4eac-80c5-c4ee2decb198'),\n", + " UUID('a92c4b1d-46bd-457e-a1f4-414265f0e2d4'),\n", + " UUID('cc45c568-c3b9-4f74-836e-c87762e898c8'),\n", + " UUID('a4000c2f-fa75-4b3e-8f06-a7cf599b87ad')]\n" + ] + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "We can further filter the sessions by those collected in a certain data range," + ], + "metadata": { + "id": "tFA8ev28eNHS" + } + }, + { + "cell_type": "code", + "source": [ + "# Find sessions from KS023 collected in December 2919\n", + "sess = one.search(subject='KS023', date_range=['2019-12-01', '2019-12-31'])\n", + "print(len(sess))" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "lMgXcIxnef-H", + "outputId": "f061e0dc-210c-4604-e589-6527e24e6774" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "8\n" + ] + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "The possible list of terms that can be used to search with this method can be found in the following way," + ], + "metadata": { + "id": "L9rHNLh0fHYp" + } + }, + { + "cell_type": "code", + "source": [ + "search_terms = one.search_terms('remote')\n", + "pprint(search_terms)" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "6IW51bhjdTxq", + "outputId": "3f06c4f0-8a20-49ed-aee5-6124e5708d84" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "('end_time',\n", + " 'atlas_id',\n", + " 'task_protocol',\n", + " 'location',\n", + " 'name',\n", + " 'dataset_qc_lte',\n", + " 'start_time',\n", + " 'id',\n", + " 'laboratory',\n", + " 'narrative',\n", + " 'offset',\n", + " 'django',\n", + " 'performance_gte',\n", + " 'nickname',\n", + " 'atlas_acronym',\n", + " 'performance_lte',\n", + " 'limit',\n", + " 'extended_qc',\n", + " 'number',\n", + " 'subject',\n", + " 'date_range',\n", + " 'projects',\n", + " 'parent_session',\n", + " 'n_correct_trials',\n", + " 'dataset_types',\n", + " 'histology',\n", + " 'datasets',\n", + " 'n_trials',\n", + " 'qc',\n", + " 'json',\n", + " 'auto_datetime',\n", + " 'atlas_name',\n", + " 'type',\n", + " 'tag',\n", + " 'project',\n", + " 'users',\n", + " 'procedures')\n" + ] + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "---\n", + "\n", + "\n", + "> 📘 **FURTHER READING**\n", + "> * [ONE modes](https://int-brain-lab.github.io/ONE/notebooks/one_modes.html)\n", + "\n", + "\n", + "---\n" + ], + "metadata": { + "id": "NmvD7ezWN6zj" + } + }, + { + "cell_type": "markdown", + "source": [ + "## `one.search_insertions` - searching on insertions" + ], + "metadata": { + "id": "IhF2_sZWQx96" + } + }, + { + "cell_type": "markdown", + "source": [ + "ONE also has a built in method that can be used to filter for insertions that match a specific search criteria.\n", + "\n", + "For example, we can search for all insertions associated to a particular subject" + ], + "metadata": { + "id": "jHW1ycBORd0b" + } + }, + { + "cell_type": "code", + "source": [ + "# Find insertions for the subject KS023\n", + "ins = one.search_insertions(subject='KS023')\n", + "print(len(ins))" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "herW7T0RSMS_", + "outputId": "8abd3a38-2f92-463e-99c2-77f63d0e5641" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "8\n" + ] + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "We are returned a list of probe insertion ids, `pids`" + ], + "metadata": { + "id": "5zvxwaVF2O6y" + } + }, + { + "cell_type": "code", + "source": [ + "# Print the first 5 pids\n", + "from pprint import pprint # Print larger lists more clearly\n", + "pprint(ins[:5])" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "1ef-PPZL2T09", + "outputId": "3909bfcb-12f0-4bd8-a4fd-4cd6a17d9dad" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "[UUID('b749446c-18e3-4987-820a-50649ab0f826'),\n", + " UUID('45e7731f-4a43-45d5-9029-c080150bc596'),\n", + " UUID('26af22bb-b295-4a45-8ed3-1700604c0708'),\n", + " UUID('f44d2056-644c-4769-a189-7efe67b0269d'),\n", + " UUID('6a22a5b4-79ec-4b3c-b023-1ec7b4a2b675')]\n" + ] + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "We can further restrict our search to only insertions with a particular probe label" + ], + "metadata": { + "id": "FOBQMs_2SZjV" + } + }, + { + "cell_type": "code", + "source": [ + "# Find insertions for subject KS023 with name probe00\n", + "ins = one.search_insertions(subject='KS023', name='probe00')\n", + "print(len(ins))" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "UOlZBoJuSi6i", + "outputId": "321764c5-634a-428f-d252-64461e851651" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "4\n" + ] + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "We can list all the possible search terms in the following way" + ], + "metadata": { + "id": "xU5dIH9pTgpl" + } + }, + { + "cell_type": "code", + "source": [ + "search_terms = one.search_terms('remote', 'insertions')\n", + "pprint(search_terms)" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "sJgapRVtTnSk", + "outputId": "1a147803-8287-4672-c73a-f95eb3ec1f4c" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "('limit',\n", + " 'offset',\n", + " 'id',\n", + " 'name',\n", + " 'session',\n", + " 'model',\n", + " 'serial',\n", + " 'auto_datetime',\n", + " 'datasets',\n", + " 'chronic_insertion',\n", + " 'django',\n", + " 'subject',\n", + " 'date',\n", + " 'experiment_number',\n", + " 'dataset_types',\n", + " 'dataset_qc_lte',\n", + " 'lab',\n", + " 'project',\n", + " 'task_protocol',\n", + " 'tag',\n", + " 'atlas_name',\n", + " 'atlas_acronym',\n", + " 'atlas_id')\n" + ] + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "\n", + "---\n", + "\n", + "\n", + "> 📘 **FURTHER READING**\n", + "> * [Searching with ONE](https://int-brain-lab.github.io/ONE/notebooks/one_search/one_search.html)\n", + "\n", + "\n", + "---\n", + "\n", + "\n", + "\n" + ], + "metadata": { + "id": "FSY31dTifTBh" + } + }, + { + "cell_type": "markdown", + "source": [ + "We refer to the unique identifiers for a session and insertion respectively as,\n", + "- `eid` (experiment/ session id)\n", + "- `pid` (probe insertion id)\n", + "\n", + "You will likely need to convert between the two when loading data. The following `ONE` methods can be used for this." + ], + "metadata": { + "id": "mMBwiFdkw-9G" + } + }, + { + "cell_type": "code", + "source": [ + "# Given an eid, find the pid(s)\n", + "eid = '4720c98a-a305-4fba-affb-bbfa00a724a4'\n", + "pids, labels = one.eid2pid(eid)\n", + "for pid, name in zip(pids, labels):\n", + " print(f'pid: {pid}, pname: {name}')\n", + "\n", + "# Given a pid, find the eid\n", + "pid = '695476f6-4c14-4a2f-b658-948514629079'\n", + "eid, pname = one.pid2eid(pid)\n", + "print(f'\\nSession associated with pid {pid}')\n", + "print(f'eid: {eid}, pname: {pname}')" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "ZRvZ0uT-EZIH", + "outputId": "9fa481b4-1649-474e-c731-dfb8c838218e" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "pid: 4755877d-fd14-42b3-bc15-e1996d153015, pname: probe01\n", + "pid: 695476f6-4c14-4a2f-b658-948514629079, pname: probe00\n", + "\n", + "Session associated with pid 695476f6-4c14-4a2f-b658-948514629079\n", + "eid: 4720c98a-a305-4fba-affb-bbfa00a724a4, pname: probe00\n" + ] + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "## Examples using one search methods" + ], + "metadata": { + "id": "UbHZuFsSQ-P2" + } + }, + { + "cell_type": "markdown", + "source": [ + "### Find sessions/insertions for a particular subject\n" + ], + "metadata": { + "id": "QUzTk-Sno8Lr" + } + }, + { + "cell_type": "code", + "source": [ + "subject = 'SWC_054'\n", + "# query sessions endpoint\n", + "sessions = one.search(subject=subject)\n", + "print(f'No. of detected sessions: {len(sessions)}')\n", + "\n", + "## query insertions endpoint\n", + "insertions = one.search_insertions(subject=subject)\n", + "print(f'No. of detected insertions: {len(insertions)}')" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "z4Jp7LWQnXVh", + "outputId": "ee8b21c5-049e-4ece-b5d8-5632a76dbbe3" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "No. of detected sessions: 6\n", + "No. of detected insertions: 10\n" + ] + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "### Find sessions/insertions with a specific dataset" + ], + "metadata": { + "id": "NkCrcbdMrtq9" + } + }, + { + "cell_type": "code", + "source": [ + "dataset = 'spikes.times.npy'\n", + "# query sessions endpoint\n", + "sessions = one.search(datasets=dataset)\n", + "print(f'No. of detected sessions: {len(sessions)}')\n", + "\n", + "# query insertions endpoint\n", + "insertions = one.search_insertions(datasets=dataset)\n", + "print(f'No. of detected insertions: {len(insertions)}')" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "n9rIkUdi0b1N", + "outputId": "bb6e5690-bc44-402f-e9ec-352efe19a1ec" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "No. of detected sessions: 483\n", + "No. of detected insertions: 723\n" + ] + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "---\n", + "\n", + "\n", + "> 📘 **FURTHER READING**\n", + "> * [Information on IBL datasets](https://docs.google.com/document/d/1OqIqqakPakHXRAwceYLwFY9gOrm8_P62XIfCTnHwstg/edit)\n", + "\n", + "\n", + "---\n" + ], + "metadata": { + "id": "j88RDReealgX" + } + }, + { + "cell_type": "markdown", + "source": [ + "### Find sessions/insertions that record from a particular brain area" + ], + "metadata": { + "id": "Ky_7XkzR66dc" + } + }, + { + "cell_type": "code", + "source": [ + "brain_acronym = 'CA1'\n", + "# query sessions endpoint\n", + "sessions = one.search(atlas_acronym=brain_acronym, query_type='remote')\n", + "print(f'No. of detected sessions: {len(sessions)}')\n", + "\n", + "# query insertions endpoint\n", + "insertions = one.search_insertions(atlas_acronym=brain_acronym)\n", + "print(f'No. of detected insertions: {len(insertions)}')" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "Sh1qRZ_I7NAl", + "outputId": "a72c9385-198a-40e5-caa5-e0088296364c" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "No. of detected sessions: 205\n", + "No. of detected insertions: 205\n" + ] + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "---\n", + "\n", + "\n", + "⚡ **INFORMATION:** IBL follows the Allen CCF for identifying brain regions\n", + "\n", + "\n", + "---\n" + ], + "metadata": { + "id": "f1ykBUG2q-e3" + } + }, + { + "cell_type": "markdown", + "source": [ + "### Find sessions/insertions associated to a particular tag" + ], + "metadata": { + "id": "jXgPDb5w8vmG" + } + }, + { + "cell_type": "code", + "source": [ + "tag = '2022_Q4_IBL_et_al_BWM'\n", + "# query sessions endpoint\n", + "sessions = one.search(tag=tag, query_type='remote')\n", + "print(f'No. of detected sessions: {len(sessions)}')\n", + "\n", + "# query insertions endpoint\n", + "insertions = one.search_insertions(tag=tag)\n", + "print(f'No. of detected insertions: {len(insertions)}')\n" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "69oVCzn-87jB", + "outputId": "be7472b8-e677-4c33-846a-6b23b5742860" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "No. of detected sessions: 354\n", + "No. of detected insertions: 547\n" + ] + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "---\n", + "\n", + "\n", + "> 📘 **FURTHER READING**\n", + "> * [Available IBL data releases](https://int-brain-lab.github.io/iblenv/notebooks_external/data_download.html#Find-data-associated-with-a-release-or-publication)\n", + "\n", + "\n", + "---\n" + ], + "metadata": { + "id": "UOMM73gxgFjN" + } + }, + { + "cell_type": "markdown", + "source": [ + "## 🏠 Relationship between eid and location of data locally" + ], + "metadata": { + "id": "cmI9AmEbJx9B" + } + }, + { + "cell_type": "markdown", + "source": [ + "An `eid` represents a unique experiment identifier and can also encoded by a specific path with the following strucutre `lab/Subjects/subject_name/date/session_number`. We refer to this as the `session path` and this also represents the location on your local where data for each session is stored. We can convert between an `eid` and a `session path` using the following `ONE` methods" + ], + "metadata": { + "id": "JehqUWwacEoM" + } + }, + { + "cell_type": "code", + "source": [ + "# Given an eid find the session path\n", + "eid = '4720c98a-a305-4fba-affb-bbfa00a724a4'\n", + "session_path = one.eid2path(eid)\n", + "print(f'eid: {eid}')\n", + "print(f'session_path: {session_path}')\n", + "\n", + "# Given a session path find the eid\n", + "eid = one.path2eid(session_path)\n", + "print(f'\\nsession_path: {session_path}')\n", + "print(f'eid: {eid}')" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "D3LOP6rdkHRM", + "outputId": "db345c0e-e174-4750-b77c-da15b6f4439d" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "eid: 4720c98a-a305-4fba-affb-bbfa00a724a4\n", + "session_path: /root/Downloads/ONE/openalyx.internationalbrainlab.org/danlab/Subjects/DY_014/2020-07-14/001\n", + "\n", + "session_path: /root/Downloads/ONE/openalyx.internationalbrainlab.org/danlab/Subjects/DY_014/2020-07-14/001\n", + "eid: 4720c98a-a305-4fba-affb-bbfa00a724a4\n" + ] + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "---\n", + "\n", + "\n", + "> 📘 **FURTHER READING**\n", + "> * [Eids and session paths](https://int-brain-lab.github.io/ONE/notebooks/experiment_ids.html)\n", + "\n", + "\n", + "---" + ], + "metadata": { + "id": "z0quvzSBP_kZ" + } + }, + { + "cell_type": "markdown", + "source": [ + "# Listing and loading data with ONE" + ], + "metadata": { + "id": "xVo8oCDHHAQ0" + } + }, + { + "cell_type": "markdown", + "source": [ + "Once a session or insertion of interest has been found, the data belonging to that session can explored using the `one.list` methods and loaded using one of the `one.load` methods.\n", + "\n", + "Both the `one.list` and `one.load` methods require the eid as an argument. If, therefore, you are starting from a pid, make sure to convert using `eid, pname = one.pid2eid(pid)`." + ], + "metadata": { + "id": "UMv4tb_EHKL-" + } + }, + { + "cell_type": "markdown", + "source": [ + "### `one.list_datasets`" + ], + "metadata": { + "id": "HUbpdujaNEJ9" + } + }, + { + "cell_type": "markdown", + "source": [ + "All datasets associated with a given session can be listed using the `one.list_datasets` method," + ], + "metadata": { + "id": "pLcQbPPUNIF9" + } + }, + { + "cell_type": "code", + "source": [ + "eid = '4720c98a-a305-4fba-affb-bbfa00a724a4'\n", + "datasets = one.list_datasets(eid)\n", + "print(datasets[0:5])" + ], + "metadata": { + "id": "dw-BsvyANQnL", + "colab": { + "base_uri": "https://localhost:8080/" + }, + "outputId": "32d77941-89a6-41a3-bd29-ca2fd6a4cc21" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "['alf/#2023-04-20#/_ibl_leftCamera.times.npy', 'alf/#2023-04-20#/_ibl_rightCamera.times.npy', 'alf/#2023-04-20#/licks.times.npy', 'alf/_ibl_leftCamera.dlc.pqt', 'alf/_ibl_leftCamera.features.pqt']\n" + ] + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "The format of the returned datasets gives the path of the collection followed by the dataset. e.g in the case of `alf/trials.table.pqt`, `alf` is the collection and `trials.table.pqt` is the dataset. The collection is important as it differentiates datasets with the same name e.g `spikes.times.npy` in `alf/probe00/pykilosort` and `spikes.times.npy` in `alf/probe01/pykilosort`." + ], + "metadata": { + "id": "7x2SJE_2Nvfb" + } + }, + { + "cell_type": "markdown", + "source": [ + "### `one.describe_dataset`" + ], + "metadata": { + "id": "EzdYCzjxbx9C" + } + }, + { + "cell_type": "markdown", + "source": [ + "We can find out more information about a specific dataset by using the `one.describe_dataset` method. For example to find out more about the `trials.table` dataset we can do," + ], + "metadata": { + "id": "H0vFyxqHb3fK" + } + }, + { + "cell_type": "code", + "source": [ + "one.describe_dataset('trials.table');" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "lUzQ4Qb_cD3C", + "outputId": "f99f53e9-fe3e-4a21-ac4c-6b1fa00b79bc" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "A table of trial events, one per trial. Events include: intervals, goCue_times, response_times, choice, stimOn_times, contrastLeft, contrastRight, feedback_times, feedbackType, rewardVolume, probabilityLeft, firstMovement_times\n" + ] + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "\n", + "\n", + "---\n", + "\n", + "\n", + "⚡ **INFORMATION:** Most datasets are also described in this [Google Document](https://docs.google.com/document/d/1OqIqqakPakHXRAwceYLwFY9gOrm8_P62XIfCTnHwstg/edit#heading=h.hnjqyfnroyya)\n", + "\n", + "\n", + "---\n", + "\n" + ], + "metadata": { + "id": "RhNJG4Gn2c8u" + } + }, + { + "cell_type": "markdown", + "source": [ + "### `one.list_collections`" + ], + "metadata": { + "id": "7OuCOmnrN4ad" + } + }, + { + "cell_type": "markdown", + "source": [ + "The unique group of collections that belong to a session can be listed using the `one.list_collections` method," + ], + "metadata": { + "id": "XmUukevuN8Wd" + } + }, + { + "cell_type": "code", + "source": [ + "eid = '4720c98a-a305-4fba-affb-bbfa00a724a4'\n", + "collections = one.list_collections(eid)\n", + "print(collections)" + ], + "metadata": { + "id": "7Wr8o2SeOfvL", + "colab": { + "base_uri": "https://localhost:8080/" + }, + "outputId": "287a7d76-2b10-444e-c625-cb1fef2ab170" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "['alf/probe00/pykilosort', 'alf', 'alf/probe01/pykilosort', 'raw_ephys_data/probe01', 'raw_ephys_data', 'raw_ephys_data/probe00', 'alf/probe01', 'alf/probe00', 'raw_passive_data', 'raw_video_data']\n" + ] + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "### `one.load_dataset`" + ], + "metadata": { + "id": "Rap9EEmdH0SU" + } + }, + { + "cell_type": "markdown", + "source": [ + "A single dataset can be downloaded and loaded into memory by passing in the eid and dataset as arguemnts into the `one.load_dataset` method," + ], + "metadata": { + "id": "5E7JPMUFH-gq" + } + }, + { + "cell_type": "code", + "source": [ + "eid = '4720c98a-a305-4fba-affb-bbfa00a724a4'\n", + "\n", + "# Download and load the left camera timestamps\n", + "left_cam_times = one.load_dataset(eid, '_ibl_leftCamera.times.npy')\n", + "\n", + "# Download and load the spikes times for probe00\n", + "spike_times = one.load_dataset(eid, 'spikes.times.npy', collection='alf/probe00/pykilosort')" + ], + "metadata": { + "id": "Gcxuyt4qIbz0", + "colab": { + "base_uri": "https://localhost:8080/" + }, + "outputId": "6f3fbeaa-f5a0-4660-ef46-2f250529cfa1" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stderr", + "text": [ + "(S3) /root/Downloads/ONE/openalyx.internationalbrainlab.org/danlab/Subjects/DY_014/2020-07-14/001/alf/#2023-04-20#/_ibl_leftCamera.times.npy: 100%|██████████| 2.10M/2.10M [00:00<00:00, 2.40MB/s]\n", + "(S3) /root/Downloads/ONE/openalyx.internationalbrainlab.org/danlab/Subjects/DY_014/2020-07-14/001/alf/probe00/pykilosort/#2024-05-06#/spikes.times.npy: 100%|██████████| 220M/220M [00:02<00:00, 74.0MB/s]\n" + ] + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "### `one.load_object`" + ], + "metadata": { + "id": "WT3Wn-4TIzjs" + } + }, + { + "cell_type": "markdown", + "source": [ + "A group of attributes (e.g amps, depths, metrics) belonging to the same object (e.g clusters) can be downloaded and loaded in one command using the `one.load_object` method,\n", + "\n" + ], + "metadata": { + "id": "24_ds1gCI4xG" + } + }, + { + "cell_type": "code", + "source": [ + "pid = '695476f6-4c14-4a2f-b658-948514629079'\n", + "eid, pname = one.pid2eid(pid)\n", + "# Download and load in the clusters object for probe01\n", + "clusters = one.load_object(eid, 'clusters', collection=f'alf/{pname}/pykilosort')\n", + "print(list(clusters.keys()))\n", + "\n", + "# Only download the clusters object for probe01\n", + "clusters = one.load_object(eid, 'clusters', collection=f'alf/{pname}/pykilosort', download_only=True)\n" + ], + "metadata": { + "id": "9fDFfJrtJV2y", + "collapsed": true, + "colab": { + "base_uri": "https://localhost:8080/" + }, + "outputId": "49609abe-66a5-4a52-f457-e740ec93a4ba" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stderr", + "text": [ + "(S3) /root/Downloads/ONE/openalyx.internationalbrainlab.org/danlab/Subjects/DY_014/2020-07-14/001/alf/probe00/pykilosort/#2024-05-06#/clusters.amps.npy: 100%|██████████| 4.98k/4.98k [00:00<00:00, 19.0kB/s]\n", + "(S3) /root/Downloads/ONE/openalyx.internationalbrainlab.org/danlab/Subjects/DY_014/2020-07-14/001/alf/probe00/pykilosort/#2024-05-06#/clusters.channels.npy: 100%|██████████| 4.98k/4.98k [00:00<00:00, 19.4kB/s]\n", + "(S3) /root/Downloads/ONE/openalyx.internationalbrainlab.org/danlab/Subjects/DY_014/2020-07-14/001/alf/probe00/pykilosort/#2024-05-06#/clusters.depths.npy: 100%|██████████| 2.55k/2.55k [00:00<00:00, 10.5kB/s]\n", + "(S3) 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/root/Downloads/ONE/openalyx.internationalbrainlab.org/danlab/Subjects/DY_014/2020-07-14/001/alf/probe00/pykilosort/#2024-05-06#/clusters.waveformsChannels.npy: 100%|██████████| 77.7k/77.7k [00:00<00:00, 226kB/s]\n" + ] + }, + { + "output_type": "stream", + "name": "stdout", + "text": [ + "['amps', 'channels', 'depths', 'metrics', 'peakToTrough', 'uuids', 'waveforms', 'waveformsChannels']\n" + ] + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "\n", + "\n", + "---\n", + "\n", + "\n", + "⚡ **INFORMATION:** For some datasets we had to specify a `collection` argument in order to load in the data. The collection must be specified when more than one of the same dataset exists in the same session e.g the spikesorting data for different insertions.\n", + "\n", + "\n", + "---\n", + "\n" + ], + "metadata": { + "id": "KA52znZaKl_R" + } + }, + { + "cell_type": "markdown", + "source": [ + "\n", + "\n", + "\n", + "\n", + "> 📘 **FURTHER READING**\n", + "> * [Listing with ONE](https://int-brain-lab.github.io/ONE/notebooks/one_list/one_list.html)\n", + "> * [Loading with ONE](https://int-brain-lab.github.io/ONE/notebooks/one_load/one_load.html)\n", + "> * [Loading different data types](https://int-brain-lab.github.io/iblenv/loading_examples.html)\n", + "\n", + "\n", + "---" + ], + "metadata": { + "id": "jPISl6oKW4Fo" + } + }, + { + "cell_type": "markdown", + "source": [ + "# Loading functions" + ], + "metadata": { + "id": "DTXaY02vPpl6" + } + }, + { + "cell_type": "markdown", + "source": [ + "\n", + "\n", + "For convenience a number of loading functions exist that use the `one.load` methods under the hood to collect all relevant data for a session or a probe insertion." + ], + "metadata": { + "id": "OHW1dtLTPyNP" + } + }, + { + "cell_type": "markdown", + "source": [ + "### SessionLoader" + ], + "metadata": { + "id": "XGKtbzAJQICx" + } + }, + { + "cell_type": "markdown", + "source": [ + "The Session Loader can be used to load in all behavioural, wheel and video data associated to a session. It can be instantiated with an ONE instance and an eid in the following way." + ], + "metadata": { + "id": "qMRXimVgQW2v" + } + }, + { + "cell_type": "code", + "source": [ + "# import session loader\n", + "from brainbox.io.one import SessionLoader\n", + "# import ONE and instantiate\n", + "from one.api import ONE\n", + "one = ONE()\n", + "# Define eid\n", + "eid = '4720c98a-a305-4fba-affb-bbfa00a724a4'\n", + "\n", + "# instantiate session loader\n", + "sess_loader = SessionLoader(one=one, eid=eid)" + ], + "metadata": { + "id": "zTz5utYvQhB7" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "source": [ + "Different portions of the session data can then be loaded," + ], + "metadata": { + "id": "QexI_MdqbOgl" + } + }, + { + "cell_type": "code", + "source": [ + "# Load in trials data\n", + "sess_loader.load_trials()\n", + "\n", + "# Load in wheel data\n", + "sess_loader.load_wheel()\n", + "\n", + "# Load in pose data\n", + "sess_loader.load_pose(views=['left', 'right'])\n", + "\n", + "# Load in motion energy\n", + "sess_loader.load_motion_energy(views=['left', 'right'])\n", + "\n", + "# Load in pupil diameter\n", + "sess_loader.load_pupil()" + ], + "metadata": { + "id": "ju4lLi3lbUTb" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "source": [ + "Alternatively you can load all the data in one using," + ], + "metadata": { + "id": "9QqKy_gRcEj7" + } + }, + { + "cell_type": "code", + "source": [ + "sess_loader.load_session_data()" + ], + "metadata": { + "id": "GxW0u1jecIqX" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "source": [ + "Not all sessions have all of the data available and one can see what data has been loaded using the `data_info` method" + ], + "metadata": { + "id": "d0bCJu5ccMd5" + } + }, + { + "cell_type": "code", + "source": [ + "sess_loader.data_info" + ], + "metadata": { + "id": "dINdga7_cXh-", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 206 + }, + "outputId": "ba119adb-e671-40cc-dcfe-3118bf2bd20e" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + " name is_loaded\n", + "0 trials True\n", + "1 wheel True\n", + "2 pose True\n", + "3 motion_energy True\n", + "4 pupil True" + ], + "text/html": [ + "\n", + "
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\n" + ], + "application/vnd.google.colaboratory.intrinsic+json": { + "type": "dataframe", + "summary": "{\n \"name\": \"sess_loader\",\n \"rows\": 5,\n \"fields\": [\n {\n \"column\": \"name\",\n \"properties\": {\n \"dtype\": \"string\",\n \"num_unique_values\": 5,\n \"samples\": [\n \"wheel\",\n \"pupil\",\n \"pose\"\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"is_loaded\",\n \"properties\": {\n \"dtype\": \"boolean\",\n \"num_unique_values\": 1,\n \"samples\": [\n true\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n }\n ]\n}" + } + }, + "metadata": {}, + "execution_count": 26 + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "The different types of data are loaded as pandas dataframes that you can access via the respective attributes, for example" + ], + "metadata": { + "id": "mcmGNrTTciii" + } + }, + { + "cell_type": "code", + "source": [ + "# access trials data and list the keys of dataframe\n", + "print(f'Keys in trials data: {sess_loader.trials.keys()}')\n", + "\n", + "# access wheel data and get the shape of dataframe\n", + "print(f'\\nShape of wheel data: {sess_loader.wheel.shape}')" + ], + "metadata": { + "id": "Lb_KvHfudFRD", + "colab": { + "base_uri": "https://localhost:8080/" + }, + "outputId": "4d5a0cb2-f2fd-42e6-986a-7f4851c5b302" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Keys in trials data: Index(['stimOff_times', 'goCueTrigger_times', 'choice', 'contrastLeft',\n", + " 'stimOn_times', 'response_times', 'goCue_times', 'firstMovement_times',\n", + " 'probabilityLeft', 'contrastRight', 'feedbackType', 'rewardVolume',\n", + " 'feedback_times', 'intervals_0', 'intervals_1'],\n", + " dtype='object')\n", + "\n", + "Shape of wheel data: (4387364, 4)\n" + ] + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "---\n", + "\n", + "\n", + "> 📘 **FURTHER READING**\n", + "> * [SessionLoader](https://int-brain-lab.github.io/iblenv/_autosummary/brainbox.io.one.html#brainbox.io.one.SessionLoader)\n", + "\n", + "\n", + "---" + ], + "metadata": { + "id": "RYdy_E4bsBsB" + } + }, + { + "cell_type": "markdown", + "source": [ + "### SpikeSortingLoader" + ], + "metadata": { + "id": "R0TWn8M2Q-Gz" + } + }, + { + "cell_type": "markdown", + "source": [ + "The SpikeSorting loader can be used in spike sorting data for a single insertion. It can be instantiated with an ONE instance and either a pid or and eid, pname combination" + ], + "metadata": { + "id": "sl7HLcSVeUqc" + } + }, + { + "cell_type": "code", + "source": [ + "# import spikesorting loader\n", + "from brainbox.io.one import SpikeSortingLoader\n", + "# import ONE and instantiate\n", + "from one.api import ONE\n", + "one = ONE()\n", + "# define pid\n", + "pid = '695476f6-4c14-4a2f-b658-948514629079'\n", + "\n", + "# instantiate with a pid\n", + "spike_loader = SpikeSortingLoader(pid=pid, one=one)\n", + "\n", + "# alternatively instantiate with an eid and probe name\n", + "eid, pname = one.pid2eid(pid)\n", + "spike_loader = SpikeSortingLoader(eid=eid, one=one, pname=pname)" + ], + "metadata": { + "id": "uVBi3B4chlqN" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "source": [ + "Once the spike sorting loader has been instantiated the data can be loaded in the following way" + ], + "metadata": { + "id": "-De25Ui4imN6" + } + }, + { + "cell_type": "code", + "source": [ + "# Download and load data\n", + "spikes, clusters, channels = spike_loader.load_spike_sorting()\n", + "# Assign brain location information from channels to clusters\n", + "clusters = spike_loader.merge_clusters(spikes, clusters, channels)" + ], + "metadata": { + "id": "w37R5RosisSS" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "source": [ + "---\n", + "\n", + "\n", + "> 📘 **FURTHER READING**\n", + "> * [SpikeSortingLoader](https://int-brain-lab.github.io/iblenv/_autosummary/brainbox.io.one.html#brainbox.io.one.SpikeSortingLoader)\n", + "\n", + "\n", + "---" + ], + "metadata": { + "id": "r58EPNbDjblU" + } + }, + { + "cell_type": "markdown", + "source": [ + "### 🏠 EphysSessionLoader" + ], + "metadata": { + "id": "wqK8h-iORJbC" + } + }, + { + "cell_type": "markdown", + "source": [ + "The EphysSessionLoader is combination of both the session loader and spikesorting loader and allows you to load in all data, for multiple insertions, for a session\n" + ], + "metadata": { + "id": "93AyVj20jiF5" + } + }, + { + "cell_type": "code", + "source": [ + "# import ephyssessionloader\n", + "from brainbox.io.one import EphysSessionLoader\n", + "# import ONE and instantiate\n", + "from one.api import ONE\n", + "one = ONE()\n", + "# Define eid\n", + "eid = '4720c98a-a305-4fba-affb-bbfa00a724a4'\n", + "\n", + "# instantiate with an eid\n", + "ephys_sess_loader = EphysSessionLoader(eid=eid, one=one)\n", + "\n", + "# load in session data\n", + "ephys_sess_loader.load_session_data()\n", + "\n", + "ephys_sess_loader.load_spike_sorting()" + ], + "metadata": { + "id": "CXQiG4_gkD9u" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "source": [ + "The session data can be accessed in the same way as the session loader," + ], + "metadata": { + "id": "CeLNQxXtlnRa" + } + }, + { + "cell_type": "code", + "source": [ + "# access the pose data and see which cameras are present\n", + "print(f'Cameras in pose data: {ephys_sess_loader.pose.keys()}')" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "_MYZ4noPRYdj", + "outputId": "cc88f4b1-a8ee-4b73-cdf8-9dc35f628ea4" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Cameras in pose data: dict_keys(['leftCamera', 'rightCamera'])\n" + ] + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "The spikesorting data for each insertion is stored as a dict in the `ephys` attribute," + ], + "metadata": { + "id": "pWzzPufsSf7O" + } + }, + { + "cell_type": "code", + "source": [ + "# Access the insertion names that we have data for\n", + "probes = list(ephys_sess_loader.ephys.keys())\n", + "print(f'Name of probes loaded: {probes}')\n", + "\n", + "# Acess the spikesorting data for the first probe\n", + "spikes = ephys_sess_loader.ephys[probes[0]]['spikes']\n", + "print(f'Keys of spikes data: {spikes.keys()}')" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "bS6pJ31zSkz8", + "outputId": "a590937c-2195-4b58-fafa-f3b7017540d9" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Name of probes loaded: ['probe01', 'probe00']\n", + "Keys of spikes data: dict_keys(['amps', 'clusters', 'depths', 'times'])\n" + ] + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "---\n", + "\n", + "\n", + "> 📘 **FURTHER READING**\n", + "> * [EphysSessionLoader](https://int-brain-lab.github.io/iblenv/_autosummary/brainbox.io.one.html#brainbox.io.one.EphysSessionLoader)\n", + "\n", + "\n", + "---" + ], + "metadata": { + "id": "GnrFWLSNjvqg" + } + }, + { + "cell_type": "markdown", + "source": [ + "### 🏠 Raw video streamer" + ], + "metadata": { + "id": "6hGukIYhRQb7" + } + }, + { + "cell_type": "markdown", + "source": [ + "It is possible to download the full video file for a session using the `one.load` methods, however the video filea are large and it is sometimes preferable to only stream a portion of the video. This can be done using the `video` module in `ibllib`\n" + ], + "metadata": { + "id": "E8AUUh_tIOXe" + } + }, + { + "cell_type": "code", + "source": [ + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "# import video\n", + "from ibllib.io import video\n", + "# import ONE and instantiate\n", + "from one.api import ONE\n", + "one = ONE()\n", + "# Define eid\n", + "eid = '4720c98a-a305-4fba-affb-bbfa00a724a4'\n", + "label = 'left' # 'left', 'right' or 'body'\n", + "\n", + "# Find url of video data to stream\n", + "url = video.url_from_eid(eid, one=one)[label]\n", + "\n", + "# Load video timestamps\n", + "ts = one.load_dataset(eid, f'*{label}Camera.times*', collection='alf')\n", + "\n", + "# Find the frame closest to 1000s into data\n", + "frame_n = np.searchsorted(ts, 1000)\n", + "\n", + "# Take the 0-1-2nd frame after this frame_n\n", + "frames_id = range(frame_n, frame_n+3)\n", + "\n", + "# Stream the data\n", + "frame = video.get_video_frames_preload(url, frames_id)\n", + "\n", + "# Plot the first frame\n", + "plt.imshow(frame[0], cmap='gray')" + ], + "metadata": { + "id": "VZZ8aM7jIN4H", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 453 + }, + "outputId": "59c7e5b6-b235-4520-81f4-578a87fc8b64" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [] + }, + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "" + ] + }, + "metadata": {}, + "execution_count": 33 + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
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\n" + }, + "metadata": {} + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "---\n", + "\n", + "\n", + "> 📘 **FURTHER READING**\n", + "> * [Loading raw video data](https://int-brain-lab.github.io/iblenv/notebooks_external/loading_raw_video_data.html)\n", + "\n", + "\n", + "---" + ], + "metadata": { + "id": "0GB7kRM7kNlj" + } + }, + { + "cell_type": "markdown", + "source": [ + "### 🏠 Raw Ephys streamer" + ], + "metadata": { + "id": "Ffd9EYxERTzH" + } + }, + { + "cell_type": "markdown", + "source": [ + "Similarly, the raw ephys data is large, and whilst you can download the whole file via `one.load` you might prefer to stream the data file and load only a small snippet of it. This can be done using the `Streamer` class.\n" + ], + "metadata": { + "id": "Fqe6rJk8KZ8o" + } + }, + { + "cell_type": "code", + "source": [ + "# import Streamer\n", + "from brainbox.io.spikeglx import Streamer\n", + "# import ONE and instantiate\n", + "from one.api import ONE\n", + "one = ONE()\n", + "# define pid\n", + "pid = '695476f6-4c14-4a2f-b658-948514629079'\n", + "\n", + "\n", + "time0 = 100 # timepoint in recording to stream\n", + "time_win = 1 # number of seconds to stream\n", + "\n", + "# Stream data from ap band\n", + "sr_ap = Streamer(pid=pid, one=one, remove_cached=False, typ='ap')\n", + "s0 = time0 * sr_ap.fs\n", + "tsel = slice(int(s0), int(s0) + int(time_win * sr_ap.fs))\n", + "\n", + "# Important: remove sync channel from raw data, and transpose\n", + "raw_ap = sr_ap[tsel, :-sr_ap.nsync].T\n", + "\n", + "# Stream data from lf band\n", + "sr_lf = Streamer(pid=pid, one=one, remove_cached=False, typ='lf')\n", + "s0 = time0 * sr_lf.fs\n", + "tsel = slice(int(s0), int(s0) + int(time_win * sr_lf.fs))\n", + "\n", + "# Important: remove sync channel from raw data, and transpose\n", + "raw_lf = sr_lf[tsel, :-sr_lf.nsync].T" + ], + "metadata": { + "id": "dmd_GJKlKX7N" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "source": [ + "The raw ephys data can be de-noised using following destripe methods (these differ for the `ap` and `lf` bands)." + ], + "metadata": { + "id": "rO_MAZGzLAVA" + } + }, + { + "cell_type": "code", + "source": [ + "# Destripe the ap signal\n", + "from ibldsp.voltage import destripe, destripe_lfp\n", + "destriped_ap = destripe(raw_ap, fs=sr_ap.fs)\n", + "\n", + "# Destripe the lf signal\n", + "from ibldsp.voltage import destripe_lfp\n", + "destriped_lf = destripe_lfp(raw_lf, fs=sr_lf.fs)" + ], + "metadata": { + "id": "GwhfjE08PA1Y" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "markdown", + "source": [ + "---\n", + "\n", + "\n", + "> 📘 **FURTHER READING**\n", + "> * [Loading raw ephys data](https://int-brain-lab.github.io/iblenv/notebooks_external/loading_raw_ephys_data.html)\n", + "\n", + "\n", + "---" + ], + "metadata": { + "id": "F2D7C2rYb60y" + } + }, + { + "cell_type": "markdown", + "source": [ + "# Exploring the data" + ], + "metadata": { + "id": "6DsyFUaKl698" + } + }, + { + "cell_type": "markdown", + "source": [ + "### Example 1: Characterising the reaction time of the subject in a session" + ], + "metadata": { + "id": "b2wniAVvUq9E" + } + }, + { + "cell_type": "markdown", + "source": [ + "In this example we show how to\n", + "\n", + "1. Load in trials data for a particular session using `one.load_object`\n", + "2. Explore the trials object\n", + "3. Compute the reaction time for each trial in the session\n", + "4. Compute whether there are differences in reaction time depending on trial type (left vs right stimulus, correct vs incorrect trial)\n", + "5. Plot the reaction time across the duration of the session\n", + "\n" + ], + "metadata": { + "id": "5cFUjJOaU0XG" + } + }, + { + "cell_type": "code", + "source": [ + "# 1. Load in trials data\n", + "from one.api import ONE\n", + "import numpy as np\n", + "\n", + "one = ONE()\n", + "eid = '4720c98a-a305-4fba-affb-bbfa00a724a4'\n", + "trials = one.load_object(eid, 'trials')" + ], + "metadata": { + "id": "UL6KjINxVRpk" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "code", + "source": [ + "# 2. Explore the trials object\n", + "\n", + "# Find the keys in our object\n", + "keys = trials.keys()\n", + "\n", + "# Convert the trials dict to a pandas dataframe\n", + "trials_df = trials.to_df()\n", + "\n", + "# Display the trials table\n", + "from IPython.display import display # import module to display dataframe nicely\n", + "display(trials_df)\n" + ], + "metadata": { + "id": "bG1RA1ArbFrP", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 444 + }, + "outputId": "4a80b1e3-f69c-43a2-b3eb-ba70a355a7a1" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/plain": [ + " stimOff_times goCueTrigger_times choice contrastLeft stimOn_times \\\n", + "0 15.867546 14.145882 -1.0 NaN 14.145685 \n", + "1 19.617038 18.296189 1.0 0.2500 18.296037 \n", + "2 22.462120 20.979787 -1.0 NaN 20.979602 \n", + "3 25.212778 23.834504 -1.0 NaN 23.834316 \n", + "4 28.034496 26.650927 -1.0 NaN 26.650735 \n", + ".. ... ... ... ... ... \n", + "603 2883.413596 2881.596802 -1.0 NaN 2881.596645 \n", + "604 2888.246880 2885.685226 -1.0 0.0625 2885.685069 \n", + "605 2891.918113 2890.201343 -1.0 NaN 2890.201184 \n", + "606 2950.578646 2894.046465 1.0 0.1250 2894.046333 \n", + "607 3038.844185 2952.767089 1.0 NaN 2952.766894 \n", + "\n", + " response_times goCue_times firstMovement_times probabilityLeft \\\n", + "0 14.800484 14.146585 14.479997 0.5 \n", + "1 18.552188 18.296837 18.437997 0.5 \n", + "2 21.396189 20.980468 21.110997 0.5 \n", + "3 24.152707 23.835416 24.047997 0.5 \n", + "4 26.963229 26.651735 26.735997 0.5 \n", + ".. ... ... ... ... \n", + "603 2882.352307 2881.597778 2882.013997 0.2 \n", + "604 2886.185928 2885.686069 2885.973997 0.2 \n", + "605 2890.846547 2890.201984 2890.420997 0.2 \n", + "606 2949.519476 2894.047266 2894.367997 0.2 \n", + "607 2987.371420 2952.768060 2978.021997 0.2 \n", + "\n", + " contrastRight feedbackType rewardVolume feedback_times intervals_0 \\\n", + "0 1.000 1.0 1.5 14.800586 10.969770 \n", + "1 NaN 1.0 1.5 18.552278 16.748692 \n", + "2 0.250 1.0 1.5 21.396293 20.487884 \n", + "3 0.125 1.0 1.5 24.152818 23.336199 \n", + "4 0.250 1.0 1.5 26.963303 26.085824 \n", + ".. ... ... ... ... ... \n", + "603 0.000 1.0 1.5 2882.352403 2881.060798 \n", + "604 NaN -1.0 0.0 2886.186719 2884.817523 \n", + "605 0.250 1.0 1.5 2890.846653 2889.643640 \n", + "606 NaN 1.0 1.5 2949.519585 2893.415063 \n", + "607 0.000 -1.0 0.0 2987.372200 2952.173486 \n", + "\n", + " intervals_1 \n", + "0 16.367592 \n", + "1 20.117087 \n", + "2 22.962199 \n", + "3 25.712823 \n", + "4 28.534539 \n", + ".. ... \n", + "603 2883.913720 \n", + "604 2888.746939 \n", + "605 2892.418160 \n", + "606 2951.078685 \n", + "607 2989.928633 \n", + "\n", + "[608 rows x 15 columns]" + ], + "text/html": [ + "\n", + "
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}, + { + "cell_type": "code", + "source": [ + "# 3. Compute reaction time\n", + "# Define reaction time as the time when the visual stimulus first appears and detected response time\n", + "reaction_time = trials['response_times'] - trials['stimOn_times']" + ], + "metadata": { + "id": "ceDP78hQWqoX" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "code", + "source": [ + "# 4. Evaluate reaction time across different trial types\n", + "# Compare reaction time for left vs right trials\n", + "left_trial_idx = ~np.isnan(trials['contrastLeft'])\n", + "right_trial_idx = ~np.isnan(trials['contrastRight'])\n", + "left_reaction_time = np.mean(reaction_time[left_trial_idx])\n", + "right_reaction_time = np.mean(reaction_time[right_trial_idx])\n", + "print(f'Average reaction time for stimulus on')\n", + "print(f'Left: {left_reaction_time}')\n", + "print(f'Right: {right_reaction_time}')\n", + "\n", + "# Compare reaction time for correct vs incorrect trials\n", + "correct_trial_idx = trials['feedbackType'] == 1\n", + "incorrect_trial_idx = trials['feedbackType'] == -1\n", + "correct_reaction_time = np.mean(reaction_time[correct_trial_idx])\n", + "incorrect_reaction_time = np.mean(reaction_time[incorrect_trial_idx])\n", + "print(f'\\nAverage reaction time for trials that were')\n", + "print(f'Correct: {correct_reaction_time}')\n", + "print(f'Incorrect: {incorrect_reaction_time}')" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "z5h5NURZWw8O", + "outputId": "549db206-5155-4a60-bf27-40239e74a052" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Average reaction time for stimulus on\n", + "Left: 2.6305362305886573\n", + "Right: 1.0581783527741766\n", + "\n", + "Average reaction time for trials that were\n", + "Correct: 0.9801639861488436\n", + "Incorrect: 5.3063314715867325\n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "# 5. Make plot of reaction time across session\n", + "import matplotlib.pyplot as plt\n", + "fig, ax = plt.subplots()\n", + "ax.scatter(trials['stimOn_times'], reaction_time, c='k', s=5)\n", + "ax.set_yscale(\"log\") # set y axis to log scale\n", + "ax.set_xlabel('Time in session (s)')\n", + "ax.set_ylabel('Reaction time (s)')" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 467 + }, + "id": "zoowFyvmYFjx", + "outputId": "5273ba64-fcfe-495f-f14c-6606e2fecf08" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "Text(0, 0.5, 'Reaction time (s)')" + ] + }, + "metadata": {}, + "execution_count": 40 + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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\n" + }, + "metadata": {} + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "### 🏠 Example 2: Characterising the electrophysiology data of a single insertion" + ], + "metadata": { + "id": "TjdF40UWaJ7o" + } + }, + { + "cell_type": "markdown", + "source": [ + "In this example we show how to\n", + "\n", + "1. Load in spikesorting data for a single insertion data\n", + "2. Evaluate the number of good clusters\n", + "3. Find the location of good clusters in the brain\n", + "4. Compute the firing rate of each cluster\n", + "5. Plot the firing rate of good clusters alongside their brain location\n", + "\n" + ], + "metadata": { + "id": "lJbOmO1Ma6ro" + } + }, + { + "cell_type": "code", + "source": [ + "# 1. Load in spikesorting data for pid\n", + "from brainbox.io.one import SpikeSortingLoader\n", + "from one.api import ONE\n", + "from iblatlas.atlas import AllenAtlas\n", + "import numpy as np\n", + "\n", + "ba = AllenAtlas()\n", + "one = ONE()\n", + "pid = '695476f6-4c14-4a2f-b658-948514629079'\n", + "\n", + "ssl = SpikeSortingLoader(one=one, pid=pid, atlas=ba)\n", + "spikes, clusters, channels = ssl.load_spike_sorting()\n", + "clusters = ssl.merge_clusters(spikes, clusters, channels)" + ], + "metadata": { + "id": "jPLjz4uscM4S" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "code", + "source": [ + "# 2. Evaluate the number of good clusters\n", + "# The spikesortingloader loads data for all clusters (both mua and good) detected by the spikesorter.\n", + "# We can restrict to only the good clusters by finding the clusters with a label of 1\n", + "good_cluster_idx = clusters['label'] == 1\n", + "clusters_good = {key:val[good_cluster_idx] for key, val in clusters.items()}\n", + "\n", + "all_clusters = clusters['label'].shape\n", + "good_clusters = clusters_good['label'].shape\n", + "print(f'Total no. of clusters: {all_clusters}')\n", + "print(f'Number of good clusters: {good_clusters}')" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "t7ysUpbqdKay", + "outputId": "b13a3f13-576d-4200-e830-d042dcd493f5" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Total no. of clusters: (606,)\n", + "Number of good clusters: (89,)\n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "# 3. Find the location of clusters in brain\n", + "# The location of the clusters can be found in the atlas_id (Allen CCF ids) or acronym attributes of the clusters object\n", + "acronyms = clusters_good['acronym']\n", + "unique_acronyms, count = np.unique(acronyms, return_counts=True)\n", + "for a, c in zip(unique_acronyms, count):\n", + " print(f'{a}: {c}')" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "ladKFRMof-au", + "outputId": "ff4e8f02-0950-4078-fc3e-7eecc55383c2" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "RT: 4\n", + "SSp-bfd2/3: 2\n", + "SSp-bfd4: 19\n", + "SSp-bfd5: 3\n", + "SSp-bfd6a: 4\n", + "VPL: 56\n", + "em: 1\n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "# 4. Compute the firing rate of each cluster\n", + "# The firing rate of each cluster can be found in the firing rate atrribute of the clusters object\n", + "firing_rate = clusters_good['firing_rate']\n", + "\n", + "# To show the interaction between the clusters and the spikes object we will show how you can compute\n", + "# the firing rate from the data\n", + "\n", + "# To compute the firing rate we first need to compute the number of spikes detected for each cluster\n", + "n_spikes = np.empty((clusters_good['cluster_id'].shape))\n", + "# Loop over the cluster ids\n", + "for i, c in enumerate(clusters_good['cluster_id']):\n", + " # Find location where each cluster id is found in the spikes objects and get the sum\n", + " cidx = np.sum(spikes['clusters'] == c)\n", + " n_spikes[i] = cidx\n", + "\n", + "# To compute the firing rate we can divide the spike count by the total duration of the recording\n", + "duration = np.max(spikes['times']) - np.min(spikes['times'])\n", + "firing_rate_from_spikes = n_spikes / duration\n", + "\n", + "# Make sure that the values for firing rates are the same\n", + "np.array_equal(firing_rate_from_spikes, firing_rate)" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "WxNke2Sahrs8", + "outputId": "013564b2-576b-4bc1-d020-35f4097e1615" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "True" + ] + }, + "metadata": {}, + "execution_count": 44 + } + ] + }, + { + "cell_type": "code", + "source": [ + "# 5. Plot firing rate and brain locations\n", + "import matplotlib.pyplot as plt\n", + "from matplotlib import colors, cm, colormaps\n", + "from brainbox.ephys_plots import plot_brain_regions\n", + "clusters_good.keys()\n", + "\n", + "norm = colors.Normalize(vmin=np.min(firing_rate), vmax=np.max(firing_rate), clip=True)\n", + "mapper = cm.ScalarMappable(norm=norm, cmap=colormaps.get_cmap('hot'))\n", + "firing_rate_cols = mapper.to_rgba(firing_rate)\n", + "\n", + "fig, axs = plt.subplots(1, 2)\n", + "# Plot the brain regions through which the channels on the insertion pass\n", + "plot_brain_regions(channels['atlas_id'], channel_depths=channels['axial_um'], ax=axs[0])\n", + "# Plot scatter plot of cluster depths vs cluster amp with firing rate encoded in colour\n", + "# Map firing rate values to colours\n", + "norm = colors.Normalize(vmin=np.min(firing_rate), vmax=np.max(firing_rate), clip=True)\n", + "mapper = cm.ScalarMappable(norm=norm, cmap=colormaps.get_cmap('hot'))\n", + "firing_rate_cols = mapper.to_rgba(firing_rate)\n", + "axs[1].scatter(clusters_good['amp_median'] * 1e6, clusters_good['depths'], c=firing_rate_cols)\n", + "axs[1].set_xlabel('Amps (uV)')\n", + "axs[1].get_yaxis().set_visible(False)\n", + "# Add colorbar\n", + "cbar = fig.colorbar(mapper, ax=axs[1])\n", + "cbar.set_label('Firing rate (Hz)')" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 449 + }, + "id": "dmMKUtqvj_mf", + "outputId": "b86d879b-5c3c-4723-b2a1-473e7f1e8f8a" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
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\n" + }, + "metadata": {} + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "### Example 3: Characterising event aligned activity of a single cluster" + ], + "metadata": { + "id": "2ooDYgK1te1F" + } + }, + { + "cell_type": "markdown", + "source": [ + "In this example we will show how to\n", + "\n", + "\n", + "1. Load in trials data for a single session and spikesorting data for a single insertion\n", + "2. Get spikes for chosen cluster\n", + "3. Compute and plot firing rate of cluster around trial event\n", + "4. Compute and plot peristimulus time histograms for different trial conditions (left vs right, correct vs incorrect)\n", + "\n" + ], + "metadata": { + "id": "KVgl6cVSunDM" + } + }, + { + "cell_type": "code", + "source": [ + "# 1. Load in trials data and spikesorting data\n", + "from brainbox.io.one import SessionLoader, SpikeSortingLoader\n", + "from one.api import ONE\n", + "from iblatlas.atlas import AllenAtlas\n", + "import numpy as np\n", + "\n", + "ba = AllenAtlas()\n", + "one = ONE()\n", + "pid = '695476f6-4c14-4a2f-b658-948514629079'\n", + "eid, _ = one.pid2eid(pid)\n", + "\n", + "sl = SessionLoader(eid=eid, one=one)\n", + "sl.load_trials()\n", + "\n", + "ssl = SpikeSortingLoader(one=one, pid=pid, atlas=ba)\n", + "spikes, clusters, channels = ssl.load_spike_sorting()\n", + "clusters = ssl.merge_clusters(spikes, clusters, channels)" + ], + "metadata": { + "id": "mNZqmJuTxtB3" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "code", + "source": [ + "# 2. Get spikes for a single cluster\n", + "# Get the 30th good cluster\n", + "cluster_id = np.where(clusters['label'] == 1)[0][30]\n", + "\n", + "# Get the index of the spikes object for the chosen cluster\n", + "spikes_idx = spikes['clusters'] == cluster_id" + ], + "metadata": { + "id": "iJzTwk5FyQ-m" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "code", + "source": [ + "# 3. Compute firing rate of cluster around trial event and plot as a raster\n", + "# Find times when stimulus appears\n", + "events = sl.trials['stimOn_times'].values\n", + "\n", + "from brainbox.singlecell import bin_spikes\n", + "# Compute number of spikes in 0.05s bins between 0.5s before stimulus presentation to 1s after stimulus presentation\n", + "bin_size = 0.05\n", + "pre_time = 0.5\n", + "post_time = 1\n", + "spike_raster, times = bin_spikes(spikes.times[spikes_idx], events, pre_time=pre_time, post_time=post_time, bin_size=bin_size)\n", + "spikes_raster = spike_raster / bin_size\n", + "\n", + "fig, ax = plt.subplots()\n", + "ax.imshow(spike_raster, extent=[times[0], times[-1], 0, events.size], origin='lower', cmap='binary', aspect='auto', vmax=20, vmin=0)\n", + "ax.axvline(0, c='k', linestyle='--')\n", + "ax.set_xlabel('Time from stimulus (s)')\n", + "ax.set_ylabel('Trial number')" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 468 + }, + "id": "7qHcZ7SOz6f_", + "outputId": "323e8860-8f7e-40b5-b076-356e80a923e1" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "Text(0, 0.5, 'Trial number')" + ] + }, + "metadata": {}, + "execution_count": 51 + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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\n" + }, + "metadata": {} + } + ] + }, + { + "cell_type": "code", + "source": [ + "# 4. Compute peri stimulus time histogram for different trial events\n", + "# Compute psth for left vs right stimulus trials\n", + "left_idx = ~np.isnan(sl.trials['contrastLeft'])\n", + "right_idx = ~np.isnan(sl.trials['contrastRight'])\n", + "psth_left = np.nanmean(spike_raster[left_idx], axis=0)\n", + "psth_right = np.nanmean(spike_raster[right_idx], axis=0)\n", + "\n", + "# Compute psth for correct vs incorrect trials\n", + "correct_idx = sl.trials['feedbackType'] == 1\n", + "incorrect_idx = sl.trials['feedbackType'] == -1\n", + "psth_correct = np.nanmean(spike_raster[correct_idx], axis=0)\n", + "psth_incorrect = np.nanmean(spike_raster[incorrect_idx], axis=0)\n", + "\n", + "# Plot the psths\n", + "fig, axs = plt.subplots(1, 2)\n", + "axs[0].plot(times, psth_left, c='green')\n", + "axs[0].plot(times, psth_right, c='yellow')\n", + "axs[0].legend(['left', 'right'])\n", + "axs[0].axvline(0, c='k', linestyle='--')\n", + "axs[0].set_xlabel('Time from stimulus (s)')\n", + "axs[0].set_ylabel('Firing rate (Hz)')\n", + "\n", + "axs[1].plot(times, psth_correct, c='blue')\n", + "axs[1].plot(times, psth_incorrect, c='red')\n", + "axs[1].legend(['correct', 'incorrect'])\n", + "axs[1].axvline(0, c='k', linestyle='--')\n", + "axs[1].set_xlabel('Time from stimulus (s)')" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 470 + }, + "id": "kZYQURgOF35y", + "outputId": "4ea400f3-4a7f-4105-b1b2-a6deb5b032db" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "Text(0.5, 0, 'Time from stimulus (s)')" + ] + }, + "metadata": {}, + "execution_count": 52 + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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JwLFtRC2L2RkyZAh33313qKdR6xCxIwQFXey0Sm2FAQMAuUW5oZxSneDw4cOMGDHCr9ecPn06PXv29Os1BcEZp07Z3FgkJ1vFjoNlR3dj1RLLzqJFi3j88cdDPY2AkJWVxQsvvBCSe4vYEYKCXlQwNS6VhokNAXFlBZqysjIaN25MXFxcqKciCF7hYNlxJXZqmWUnPT2derqACwHl5eVVjpWVlYVgJv5FxI4QFHTLTnJsMplJmYCIHX8zZMgQJk+ezN13303Dhg0ZPnx4FTfWL7/8Qs+ePYmPj6dv374sXrwYg8FAdna2w7XWrVtH3759SUxM5Nxzz2Xbtm0ALFiwgBkzZrBhwwYMBgMGg4EFCxYE75cU6hSV3VhZWWrXqWWnlogdezdWVlYWM2fO5KabbqJevXq0bNmSN954w2H8gQMHuP7660lPTycpKYm+ffvy22+/WZ9/7bXXaNu2LbGxsXTs2JH//ve/DucbDAZee+01Lr/8cpKSknjyySet1tu5c+c6NOQ8ffo0t9xyCxkZGaSkpHDBBRewYcMGh+t98cUX9OvXj/j4eBo2bMiVV15p/b327t3LPffcY107golkYwk1YjQaGTx4sHXfG3SxUy+uHhlJGXAcjhdGSq0dDfAtq8Q7EgHPFoS33nqL2267jZUrVwJw1llnWZ/Lz89n1KhRjBw5knfffZe9e/e6jA146KGHeO6558jIyGDSpEncdNNNrFy5ktGjR/Pnn3+ydOlSvv/+ewBSU1O9+u2E2o0/1g1Xlh2nMTs1ubE0DXzMDvOKxETw4YP9ueee4/HHH+ef//wnH3/8MbfddhuDBw+mY8eOFBQUMHjwYJo1a8bnn39O48aNWb9+PWazGYBPP/2Uu+66ixdeeIFhw4bx5ZdfMmHCBJo3b87QoUOt95g+fTpPPfUUL7zwAtHR0cybN4+dO3fyySefsGjRImu7j2uuuYaEhAS+/vprUlNT+c9//sOFF17I9u3bSU9P56uvvuLKK6/koYceYuHChZSVlbFkyRJAued69OjBrbfeysSJE334g3qHiB2hRhISEli+fLlP1ygoj2TLThGQXOMo/1MAJHl0Rvv27fnXv/7l9Ll3330Xg8HAnDlziI+Pp3Pnzhw8eNDpwvPkk09aP6gefPBBLr30UkpKSkhISCA5OZno6GgaN27s8W8k1B38sW6cOgVtXMTsaJpFQ7hr2SkqsstXDyIFBZDk2fvYnpEjR/L3v/8dgH/84x88//zz/PDDD3Ts2JF3332X48ePs2bNGtLT0wFoZ9cy49lnn2X8+PHW86dMmcKvv/7Ks88+6yB2xowZw4QJExzuW1ZWxsKFC8nIyADg559/ZvXq1Rw7dszqGn/22WdZvHgxH3/8MbfeeitPPvkk1113HTNmzLBep0ePHoByz0VFRVGvXr2QrB3ixhKCgh6zkxybTGZipImdyKFPnz4un9u2bRvdu3e3mqQBzj77bKdju3fvbt1v0kS1mD52TP5fQnCpbNlp1Urt5ufr3dCp9ann9u9Fg8FA48aNre/F7OxsevXqZRU6ldmyZQsDBw50ODZw4EC2bNnicKxv375Vzm3VqpVV6ABs2LCBgoICGjRoQHJysvWxZ88edu3aZZ3PhRde6N0vGmDEsiMEhciO2UkECmocFZj7ekaSD98g7YmJibHu67513TQuCMGicsxOYiI0agRHjypXVno67gcoJyYqK0uwSfT8fWyP/XsR1PtRfy8mJCT4dG0dZ+tG5WMFBQU0adLEqbUuLS3Nr/MJBCJ2hBopLCwkyxIZmJOT49UHqlOxUxQpYseAp+6kcKRjx468/fbblJaWWs3Qa9as8fg6sbGxmEwmf09PqGX4Y92onHoO0Lq1Ejt79kDv3rjvxjIYfHInhSPdu3dn7ty5nDx50ql1p1OnTqxcuZJx48ZZj61cuZLOnTt7fK/evXtz5MgRoqOjrf9XZ/NZtmxZFZeYTijXDnFjCW6Rm5tLbq73dXGsAcqx9SLQslM7GDNmDGazmVtvvZUtW7bwzTff8OyzzwJ4lBmRlZXFnj17yM7OJjc3l9LS0kBNWYhwfF03KruxgKrp57XcjVUd119/PY0bN+aKK65g5cqV7N69m08++YRVq1YBcP/997NgwQJee+01duzYwezZs1m0aBH33Xefx/caNmwYAwYM4IorruDbb78lJyeHX375hYceeoi1a9cCMG3aNN577z2mTZvGli1b2LhxI08//bT1GllZWaxYsYKDBw/69LrwBhE7QlCIbDdW7SAlJYUvvviC7OxsevbsyUMPPcSjjz4K4BDHUxN/+ctfuOSSSxg6dCgZGRm89957gZqyUMep7MYCqqaf2xcV1LSgzi/UxMbG8u2335KZmcnIkSPp1q0bTz31lDV76oorruDFF1/k2WefpUuXLvznP/9h/vz5DBkyxON7GQwGlixZwvnnn8+ECRPo0KED1113HXv37qVRo0aASi//6KOP+Pzzz+nZsycXXHABq1evtl7jscceIycnh7Zt2zrEAwUDg6bVrVdHfn4+qamp5OXlkaJ/IxCqpbCwkGTLt6qCggKvzNH1ZtWjoKyAnXfsxKSZ6PhyR+rF1iN/anjVxigpKWHPnj0OtSVqM++88w4TJkwgLy/P7/726v6Wkfg+jMQ5hxJ/rBtpafBHXktash9Wr4Z+/ZgzB269FUaOhK++AgoLbVlWlsynuvY+rk0Eat2QmB0h4Jg1M4VlhYCy7MRFq3iRM2VnKC4vJiEmfIPaahsLFy6kTZs2NGvWjA0bNvCPf/yDa6+9NqwDC4W6ickEeXluuLESE8FoBLNZxe3UsrgcwT+IG0sIOMXlxWgoA2K9uHqkxqUSY1QZBseLIqWwYO3gyJEj/PWvf6VTp07cc889XHPNNVUqsgpCOJCXp7aVxY7uxsrJsXitDIZa1x9L8D9i2RECjh6vY8BAQnQCBoOBzKRMDp45yLHCY7RMbRniGdYdHnjgAR544IFQT0MQauTUKYihjFgsvZosgqZlS6Vviovh2DGVik5KilJHtaRlhOB/QmrZWbFiBaNGjaJp06ZVevi4orS0lIceeohWrVoRFxdHVlYW8+bNC/xk6zBGo5G+ffvSt29fr8q+nymzFRTUs34kSFkQaje+rhsOaedgdU/FxkLz5upQlSBlETuCC0Jq2SksLKRHjx7cdNNNXHXVVW6dc+2113L06FHefPNN2rVrx+HDh6XYWYBJSEjwqh6Ljn0mlk64i506FrcfEORvWLfxdd1wyMSKiwO74npZWbB/vxI755yDy/RzeQ1GHoH6n4VU7IwYMYIRI0a4PX7p0qX8+OOP7N6921pAyVVxIyF8iCSxo1crLSoqkqBdHymyNF2sXAFWENzBWdq5TuvW8NNPri078j6OXMrKygCs6fP+IqJidj7//HP69u3Lv/71L/773/+SlJTE5ZdfzuOPP+7yBV1aWupQ9CxfzJxBx77juU64ip2oqCjS0tKsvWcSExM9KrgnqG9mRUVFHDt2jLS0NL8vWkLdwFn1ZJ0q3c8rWXbkfRyZmM1mjh8/TmJiItHR/pUnESV2du/ezc8//0x8fDyffvopubm5/P3vf+fEiRPMnz/f6TmzZs1y6MAqeE5RUZG1vPjmzZtJ9LDXi30TUJ2MRFVQKhyzsfSOvNL40jfS0tKkM3odxtd1w1n1ZJ0q6edOYnbkfRyZGI1GWrZs6XdxGlFix2w2YzAYeOedd0hNTQVg9uzZXH311bz66qtOrTtTp05lypQp1p/z8/Np0aJF0OZcG9A0jb1791r3PSWS3FigKoU2adKEzMxMysvLQz2diCQmJkYsOnUcX9eN6txYVaooO4nZkfdxZBIbG+tVQHtNRJTYadKkCc2aNbMKHVCNzjRN48CBA7Rv377KOXFxcdamh0JoiDSxoxMVFSUf2IIQItyx7Ozbp4oPRlXT+VzexwJEWFHBgQMHcujQIQoKCqzHtm/fjtFopLmeiyiEHfZNQHUiQewIghA6qovZadYMoqOhvBwOHUJSz4UaCanYKSgoIDs7m+zsbABrJ+V9+/YBygU1duxY6/gxY8bQoEEDJkyYwObNm1mxYgX3338/N910k0TchzE1WXYkPVQQhMpUZ9mJilLFBcHiyqrDnc8F9wip2Fm7di29evWiV69eAEyZMoVevXpZOzEfPnzYKnwAkpOT+e677zh9+jR9+/blhhtuYNSoUfz73/8OyfwF97AvKqiTkaQClMtMZeSXyrcxQRAcqS5mByoFKYtlR6iBkMbsDBkypNpv9QsWLKhy7KyzzuK7774L4KwEf+PMspMYk0hybDIFZQUcKzxGanyqq9MFQaiDVOfGgkrp573FsiNUT0QFKAuhwWAwWFNIvUkHdBazAyr9vKCsgONFx2nfoGpwuSAIkYuv60Z1biyolJE1WCw7QvWI2BFqJDExkU2bNnl9vjPLDqi4nT2n90iQsiDUQnxZN8xm1dfTbTdWNdlYggARlo0lRCbOYnZAMrIEQXBOXh5omntuLAlQFtxBxI4QcKqz7ICIHUEQHDl1Sm1TjK7dWLrYOXgQyvRWNGfOKLOQIFRCxI5QI0VFRXTp0oUuXbpYmzt6gogdQah7+LJunD6ttqlRrt1YjRpBfLzSNgfyU2xPFBZ6OWOhNiMxO0KNaJrG5s2brfue4qwRKIjYEYTajC/rhtWyY3Bt2TEYVJDy1q2w+1A8baKiVDnl/Hyn4kio24hlRwg4zhqBgogdQRCco4ud5GpidsAu/XyvQeJ2hGoRsSMEFLNmprBcmZVF7AiC4A662Ek0u7bsQKX0cyksKFSDiB0hoBSV23z1lcVORqKqony86HhQ5yQIQnijxI5Ggsl1zA5I+rngPiJ2hICix+sYDUYSoh37l+mWndyiXExmU9DnJghCeHLqFMRTQpRmWRdqcGNJ+rlQEyJ2hIBin4lVuYpqw8SGgHJ1nSw+GfS5CYIQnjhUTwZISnI6Tndj5eQgbiyhWiQbS6gRg8FAq1atrPue4Co4GSAmKob0hHROFp/kWOExa3NQQRAiH1/WDQexk5io2pw7QbfsHDkCFeemqA80sewIThCxI9RIYmIiOTk5Xp3rqsaOTmZSplXsdKGLt1MUBCHM8GXdqKkvlk56uqq1U1ICxdH1qAdi2RGcIm4sIaC4I3ZAMrIEQbBRU8dzHYNBGX4AyuIlZkdwjYgdIaC46niuI2JH8IYVK1YwatQomjZtisFgYPHixdWOX7RoERdddBEZGRmkpKQwYMAAvvnmm+BMVvAYdy07AAmWvIeyWInZEVwjYkeokeLiYvr160e/fv0oLi726FxXTUB19PRzETuCJxQWFtKjRw9eeeUVt8avWLGCiy66iCVLlrBu3TqGDh3KqFGj+P333wM807qLL+uGg9ipoRqyLnZKYiX1XHCNxOwINWI2m1m7dq113xPcdWNJrR3BE0aMGMGIESPcHv/CCy84/Dxz5kw+++wzvvjiC3r16uXn2Qng/bphNqveWO64scDmxiqOETeW4BoRO0JAkZgdIRwxm82cOXOG9PR0l2NKS0spLS21/pwvFoOgoDcu99SNVRwtbizBNeLGEgKKxOwI4cizzz5LQUEB1157rcsxs2bNIjU11fpo0aJFEGdYd9FbRaRV0/HcHl3sFEaJZUdwjYgdIaBUV2cHROwIwefdd99lxowZfPjhh2RmZrocN3XqVPLy8qyP/fv3B3GWdRdd7DSM98yyU2gUy47gGnFjCQGloFzcWEL48P7773PLLbfw0UcfMWzYsGrHxsXFERcXF6SZCTq62GkQewYKcTtmJx+x7AiuEcuOEFDcjdnJK82jtKLU6RhB8AfvvfceEyZM4L333uPSSy8N9XQEF+hip36MZ26sMwbJxhJcI5YdwS0aNmzo1XnWmJ045wtWWnwa0cZoKswVHC86TvOU5l7PUag7FBQUsHPnTuvPe/bsITs7m/T0dFq2bMnUqVM5ePAgCxcuBJTraty4cbz44ov079+fI0eOAJCQkEBqampIfoe6gDfrhi52UqM8c2Pla5Y1prAQTCaXLSbcYutW+PFHmDgRjGITqA3If1GokaSkJI4fP87x48dJctGQzxU1WXaMBqO1IejxQkk/F9xj7dq19OrVy5o2PmXKFHr16sWjjz4KwOHDh9m3b591/BtvvEFFRQW33347TZo0sT7uuuuukMy/LuDtuqGLnRSDe6nnutg5bU6xHSwocD7YXe64AyZNgi+/9O06Qtgglh0hoNQUoAzKlXWk4IjE7QhuM2TIEDRNc/n8ggULHH5evnx5YCck+A1d7Libeq7H7BSUx0FMDJSXK1eWLxY7PRj999/h8su9v44QNohlRwgoNVl2QIKUBUGwoYudRM2zmJ2iIiDFT0HKublq++efvl1HCBtE7Ag1UlxczJAhQxgyZIjHZd9F7AhC3cTbdUMXOwkVnrmxiouxCSNfgpRNJjh5Uu1v2uT9dYSwQtxYQo2YzWZ+/PFH674n1FRUECAzUcSOINQ2vF03dLETV+5hBeVibJYdX8TOqVOgu0i3b4fSUpASBBGPWHaEgGHWzBSWFwJuWnaKROwIQl1HFzsxpZ65sRzEji9urBMnbPsmkxI8QsQjYkcIGIVlhdZ9cWMJguAOSuxoRJd4FqBcVIR/3Fh6vI6OxO3UCkTsCAFDd2EZDUbio+NdjhOxIwiCzqlTkEgRBt2V5I0byxfLTmWxI3E7tQIRO0LAsI/XMRgMLsdlJGUAUmdHEOo6mganT9ulnYPNdOMCvwcoi9iplYjYEQKGO5lY4GjZqa52iiAItZszZ1SYjEONnRoqGAcsZqdZM7UVN1atQMSO4BaJiYkk1vANqzJnymouKAg2sVNcUWwNaBYEIfLxdN3Qg5PTo91LO1f3UFu/x+wMHqy2u3ZZlJQbFBTAkiXgYdaqEHhE7Ag1kpSURGFhIYWFhR6VfXfXspMUk0RCtPp6JnE7glA78Gbd0MVOk3ruBSdDAFLPdbHTpQs0aKB8a1u2uHfugw/CpZfC/Pne318ICCJ2hIDhrtgxGAwSpCwIglXsNEpyL+0cAujGyshQggfcj9tZulRtf/nF+/sLAUHEjhAwaup4bo+IHUEQdLGTmeidZUdL9qMbq0ED6NpV7bsjdo4eVS4vd8cLQUXEjlAjJSUlXHrppVx66aWUlJS4fZ47TUB1ROwIQu3Cm3VDFzsN4zyP2TGboSLRj6nnDRvaLDvuBCmvXGnb37TJVoVZCAukXYRQIyaTiSVLllj33cXqxoqpecGS9HNBqF14s25YA5TjPHdjAZTE1CMG/GPZsRc77lhq7MVOQQHs2wetWnk/D8GvhNSys2LFCkaNGkXTpk0xGAwsXrzY7XNXrlxJdHQ0PXv2DNj8BN9wN2YHpD+WIAg2sVM/2n03VkyMLTu9JNZHy47JZGdeshM7OTlKwFTHzz87/iwp62FFSMVOYWEhPXr04JVXXvHovNOnTzN27FguvPDCAM1M8AeexOzoY/R0dUEQ6h66zkiLct+NZTDYxe1E+xizY98END1dCZ5GjdTPmze7Pq+oCNavV/vnnKO2ErcTVoTUjTVixAhGjBjh8XmTJk1izJgxREVFeWQNEoKLu3V2QKWfAxSVFwV0ToIghC+62KlncN+yA0rsFBZCUbTFslNcDBUVEO3hR5zuwkpLs53btasKPv7zTzj7bOfnrVmj7te0KYwcCb/+KmInzIi4AOX58+eze/dupk2b5tb40tJS8vPzHR5CcPDEjZUUq8SOFBUUhLqLLnasFZTdiNkBW5BygcFuvDeuLPt4HR134nZ0F9agQbYMLnFjhRURJXZ27NjBgw8+yNtvv020m4p91qxZpKamWh8tWrQI8CwFHY/EjsWyY98pXRCEuoUudhLNnlt2AIoqYiEuTv3gzRdbvcaOvdhxJ/1cD04eONA2fssWFQMkhAURI3ZMJhNjxoxhxowZdOjQwe3zpk6dSl5envWxf//+AM5SsMe+EWhNiGVHEARd7CRUuB+zA34sLGhfY0enpvRzsxlWrVL7AwdCmzYQH68ms2eP53MQAkLEpJ6fOXOGtWvX8vvvvzN58mQAzGYzmqYRHR3Nt99+ywUXXFDlvLi4OOJ0pS94RVJSklcNOj2x7CTGKDu0WHYEoXbgzbqhi524cs/cWFU6nx8/7p1lpzo31sGDqiV7WprjOZs3q+NJSdCjB0RFQadO8PvvyhrUrp3n8xD8TsRYdlJSUti4cSPZ2dnWx6RJk+jYsSPZ2dn0798/1FMUKuFNgLJYdgShbqJpNrETU+aZG8uhGagv/bGciZ3UVGjeXO07c2Xp8TrnnGMLavakGKEQFEJq2SkoKGDnzp3Wn/fs2UN2djbp6em0bNmSqVOncvDgQRYuXIjRaKSr7gu1kJmZSXx8fJXjQnjgTYCyZGMJQt2koMAW4hJd7IMbS7cGeePG0mN27N1YoMTLgQNK7Awc6PicfbyOjidtJoSgEFLLztq1a+nVqxe9evUCYMqUKfTq1YtHH30UgMOHD7Nv375QTlFAlX2/5ppruOaaazxqFyEByoJQd/F03bBadWLAUOiDG8vflh2oXrw4Ezti2Qk7QmrZGTJkSLU+3QULFlR7/vTp05k+fbp/JyVUwWQy8fHHHwM1/0+s55hNViuNO0UF7QOUNU3DYDB4N1lBEMICT9cNa/Xk+mAo8C4by28BypXFjivxcuiQCkI2Gm3FBO3Hb9sG5eVKwQkhJWJidoTIwj72xhPLjlkzU2oqDdi8BEEIT6x9sdLMqkIgeBezU8+HKsqeWnZ0q063bjaRBaonVlISlJWBXaiGEDpE7AgBQXdhRRmiiIuqORtOz8YCcWUJQl1EFztNU+3e/8G27LiK2enUSW2PHrUJIrCJnUGDHMcbjdC5s9qXuJ2wQMSOEBDs43XccUnFRMUQY1SmXsnIEoS6hy52GidbXFhGo2NL82pwGqDsqWWnosKxCag9ycnQurXatxcvzuJ1dCRIOawQsSMEBE+agOpIRpYg1F10ndEoyS5ex83YPb8EKFduAlqZynE7hYWqlg44FzsSpBxWiNgRAsKZUvdr7OhIRpYg1F10sZOZ6FnaOdi1i7CP2fHUjaW7p+rXd95AtHKPrN9+U7nyzZtDy5ZVx4tlJ6wQsSMEBE/SznWkZYQg1F2sHqQ4z9LOwRag7JNlx1W8jk5l8eIqXkdHF0fbt0OpJF2EGhE7Qo0kJiZSUFBAQUEBiYmJNZ+Al2JHLDuCUGvwdN3QxU6DOM/SzsFPAcquMrF07N1SmlZ9vA5As2aq+rLJpASPEFJE7Ag1YjAYSEpKIikpye36N96IHWt/LLHsCELE4+m6Ya2zE+29G8unAOWaxM5ZZ6mg6ZMnVX0d++afzjAYJG4njBCxIwQETzqe60iAsiDUXXSxkxoVIsuO7sZyJXYSEqBtW7X/wQdKTCUnqxo7rqgc5yOEDBE7Qo2UlpYyfvx4xo8fT6mbvmdPmoDqiBtLEGoPnq4butipZ/A+ZsenooK6ZcdVzA7Y4nbeeENt7Zt/VjdeLDshR8SOUCMVFRW89dZbvPXWW1RUVLh1jgQoC0LdxtN1Qxc7yfjJslNaqioYu0tNbixwbAMBroOTK48Xy07IEbEjBAQJUBYEwV00zSZ2Ek1+itkBz1xZnogdHVfxOjq6ZWfXLovZSQgVInaEgOBNzI4EKAtC3aSwUBUwBog3ee7GchA70dG2A564smqK2QGbeAEVrNy/f/XXzMxUbjFNg61b3Z+L4HdE7AgBQWJ2BEFwl9On1TY6GmJKPXdjOcTsgHdByu7E7HToYIvR6dGjZkFmMEhxwTBBxI4QEHyJ2SmqEHOvINQldBdWWhoYznjvxiopsXR88CZI2R03VmysEjxQc7yOjqSfhwUidoSAIDE7giC4i27ZSUsDCrx3Y4ESPB5bdqprAlqZSy5RFpurrnLv2mLZCQtE7AgBwZdGoBKzIwh1C13s1K+PTex4YdkBLwsL6kLHYLBMohpmzYL9+2HIEPeuLZadsKCaAgGCoEhMTOTYsWPWfXeQRqCCULfxZN1wsOwc8dyNFR2tHhUVKm4n3dP+WLoLKy2t+ro5oFxZzZq5PTer2Nm7V1maPLBYCf5DLDtCjRgMBjIyMsjIyJB2EYIguIUn64Z9zI43lh2o1AzU087n7sTreEuDBtC4sdrfvNn/1xfcQsSOEBB8ClCWdhGCUKfwNWYHXBQW9NSyEwixA1JcMAwQsSPUSGlpKbfffju33367W2XfTWYTxRXFgLixBKGu4sm64WvMDvjYH8udGju+IG0jQo6IHaFGKioqePXVV3n11VfdKvtu74byphGouLEEIfLxZN2wip16FRa1gtdix6v+WO7U2PEFseyEHBE7gt/Rg5OjjdHERsW6fZ5YdgShbqLH7GQk2r33PXRjOcTshJsbS9LPQ46IHcHv2MfruBvQDDbLTnFFMWbNHJC5CYIQfuiWnYbxFhdWdLTKevIAp/2xwiFAGaBzZ7U9eND2ywpBRcSO4He8CU4GWzYWSJCyINQl9M//9Bi7tHMPviiBjwHKgY7ZSU2FFi3Uvlh3QoKIHcHveNMEFETsCEJdxZqNFe1dJhb4ybITqJgdkOKCIcajooJms5kff/yRn376ib1791JUVERGRga9evVi2LBhtNCVq1Cn8aYJKIDRYCQhOoHiimIVt5MUiNkJghBu6DE7qVHeZWJBpWag4RazA9CzJyxdCj/9BH/7W+DuIzjFLctOcXExTzzxBC1atGDkyJF8/fXXnD59mqioKHbu3Mm0adNo3bo1I0eO5Ndffw30nIUwx1s3FkhGliDUNcxmmyapZ/Be7IR16jnApZeq7ZdfQllZ4O4jOMUty06HDh0YMGAAc+bM4aKLLiImJqbKmL179/Luu+9y3XXX8dBDDzFx4kS/T1YIDQkJCezZs8e6XxM+iZ2YJHLJlYwsQYhw3F038vMtncqBJLPnrSJs91PbKr2xNK36+B9PmoD6woAB0KgRHD0Ky5fDxRcH7l5CFdwSO99++y2dOnWqdkyrVq2YOnUq9913H/v27fPL5ITwwGg0kpWV5fZ4X8SOtIwQhNqBu+uGHq8THw+xZX6K2dEtO+XlUFqqLu6KkyfV1p0moL4QFQX/93/wxhuwaJGInSDjlhurJqFjT0xMDG3btvV6QkLk422AMti5scSyIwh1An/0xYJKMTv259fkytLjderXV4IkkFx1ldp+9pny3wlBw+NsrDZt2jBhwoQq5b9zc3Np06aN3yYmhA9lZWXcf//93H///ZS54Wv2puO5jl5YULKxhOpYsWIFo0aNomnTphgMBhYvXlzjOcuXL6d3797ExcXRrl07FixYEPB51mXcXTccWkWc8ZMbKyoKkiwZDjUFKQcjXkdn6FCVhn7kCEh8a1DxWOzk5OSwcuVKzjvvPI4cOWI9bjKZ2Lt3r18nJ4QH5eXlPPvsszz77LOUl5fXOF4ClIVAU1hYSI8ePXjllVfcGr9nzx4uvfRShg4dSnZ2NnfffTe33HIL33zzTYBnWndxd93wRxNQqCR27K/hrmUnGGInNtYWqLxoUeDvJ1jxWOwYDAaWLl1K8+bN6dOnD2vWrAnEvIQIpqDctwBlEDeWUD0jRozgiSee4Morr3Rr/Ouvv07r1q157rnn6NSpE5MnT+bqq6/m+eefD/BMhZpwKnZ8teyA++nnwaixY4/uyvr0U1tkthBwPBY7mqaRnJzMokWLGDt2LIMHD+btt98OxNyECMUasxPnQ8yOWHYEP7Jq1SqGDRvmcGz48OGsWrXK5TmlpaXk5+c7PAT/46+YHYdGoOB++nkwLTsAl1yiAqZ374Y//gjOPQXvLDs6s2bN4o033mDixIlMnTrVrxMTIhdfYnYSoy3ZWGLZEfzIkSNHaNSokcOxRo0akZ+fT7HVFODIrFmzSE1NtT6kaGpg8FfMjkMjUHC/83kwY3ZAxRINH672P/00OPcUvLPs2PPXv/6V//3vfyxZssRvkxIiG3/E7EiAshBqpk6dSl5envWxf//+UE+pVhKwmB1P3VjBEjsAuvtVxE7Q8KhdBKiWEZUZMGAAGzZsYOvWrX6ZlBDZ+FpUEMSNJfiXxo0bc/ToUYdjR48eJSUlxWXBu7i4OOLi4oIxvTpNwGJ2PA1QDlbMDsCoUSpj7I8/YNcukHItAcdvjUAbNWrE4MGD/XU5IYLxS50dETuCHxkwYADLli1zOPbdd98xYMCAEM1I0HGI2fFD6nmVmJ1wtOykp8OQIWpfrDtBwW2x06tXL3r37l3jwxM8rZWxaNEiLrroIjIyMkhJSWHAgAGSOhoEEhIS+PPPP/nzzz/dahfhbSNQkGwswT0KCgrIzs4mOzsbUKnl2dnZ1urtU6dOZezYsdbxkyZNYvfu3TzwwANs3bqVV199lQ8//JB77rknFNOvE7i7bjjE7PjgxnIZs1OTZSfYMTs6uitLUtCDgtturCuuuMK6r2kas2bNYtKkSaSnp3t9c71Wxk033cRVejpeNaxYsYKLLrqImTNnkpaWxvz58xk1ahS//fYbvXr18noeQvUYjUa6dOni9nipsyMEmrVr1zJ06FDrz1OmTAFg3LhxLFiwgMOHDzu0rWndujVfffUV99xzDy+++CLNmzdn7ty5DNcDRQW/4+66ETap58EWO1dcAZMnw6pVcPgwNGkS3PvXMdwWO9OmTXP4+bnnnuOuu+7yqWryiBEjGDFihNvjX3jhBYefZ86cyWeffcYXX3whYidMqDBXUFJRAvjYG0ssO0I1DBkypEqyhD3OqiMPGTKE33//PYCzErzBQez4q4IyuCd2ysttEwhmzA5As2bQvz/89ptqHzFpUnDvX8fwW8xOKDCbzZw5c6Za65LUyvCdsrIypk+fzvTp02tsF2EvUqRdhCDUXdxdN6wxO4lloI/zIRurrAxMJtxzYwWrCagrxJUVNCJa7Dz77LMUFBRw7bXXuhwjtTJ8p7y8nBkzZjBjxowa20XoLqwYYwxx0Z5nsogbSxBqB+6sG+XlUGh5q6fH2b3n9b5WHqDH7EClzufVfcHV43XS0wPfBNQZutj54Qeb6hMCQsSKnXfffZcZM2bw4YcfkpmZ6XKc1MoILr4EJ4MEKAtCXSIvz7afYrTE68TGqoeHxMfb9ouLcc+yE6p4HZ0OHaBLF6iogC+/DM0c6ghux+z8+9//dvi5oqKCBQsW0LDSi+TOO+/0z8yq4f333+eWW27ho48+qlICvjJSKyO4+BKcDGLZEYS6hB4uk5wM0cXex+sAGI0QFwelpR5YdkJRY6cyV10FmzapFPQbbwzdPGo5boudyg3zGjduzH//+1+HYwaDIeBi57333uOmm27i/fff51K9e6wQNvgqdiRAWRDqDrrnxte0c52EBDux445lJ1Rp5/ZceSU8/jgsXaqKBNn74wS/4bbY2bNnj99vXlBQwM6dOx3ukZ2dTXp6Oi1btmTq1KkcPHiQhQsXAsp1NW7cOF588UX69+/PkSNHAFXPITU11e/zEzzHlyagYHNjlZvLKTeVExMV47e5CYIQXvgr7VwnIUFds6gIyLSz7GiaCkKuTKjdWAA9e0KrVrB3L3zzjS2OR/ArIY3ZWbt2Lb169bKmjU+ZMoVevXrx6KOPAlSplfHGG29QUVHB7bffTpMmTayPu+66KyTzF6riSxNQsLmxQDKyBKG246+0cx2HwoK6G8tksstHr0Q4uLEMBlVzB+C770I3j1qOW5ad999/n+uuu86tC+7fv599+/YxcODAGsd6Witj+fLlbs1BCB2+urHiouIwGoyYNTOF5YWkxovFThBqK/5qAqrjUGvHPqPrzBnn7qFwsOwAdOumtgHwoAgKtyw7r732Gp06deJf//oXW7ZsqfJ8Xl4eS5YsYcyYMfTu3ZsTuh9UqBXEx8ezevVqVq9eTbx9yoMTfBU7BoNBMrIEoRbgzrrhNGbHRzcWWMSO0WgTTq6ClMMhZgeUGwuUK0sICG5Zdn788Uc+//xzXnrpJaZOnUpSUhKNGjUiPj6eU6dOceTIERo2bMj48eP5888/adSoUaDnLQSRqKgo+vXr59ZYq9iJ8X7BSopN4kzZGcnIEoQIxp11IxAxO2DXDLRZM9i6Fb79Ftq3r3pCuFh27MWOq/giwSfcDlC+/PLLufzyy8nNzeXnn39m7969FBcX07BhQ2vcjdEYsWV7BD+h19nxNkAZJCNLEOoKAY3ZAbjjDrj9dpg5E266yaaGdMIhZgdAL3ZbVKSsTaEWX7UQt8WOTsOGDR2aggq1n7KyMl588UUA7rrrLmKrKfjlqxsLpGWEINQG3Fk3HMTOQT/H7ADcfDM89RTs3w9vvAGVk1nCxbITHw+NG8ORI8q6E+r51ELEFCPUSHl5OQ888AAPPPCA2+0idMHiDVJYUBAiH3fWDV3sBCRmB1SVwUceUfuzZtn5t1C9KvQSzuEgLiRuJ6CI2BH8yqkSFXFYP8H7pnoSoCwIdQNrE9A0/OLGqhKzAzB+PLRuDUePwquv2o7rTUCNRssEQoyInYAiYkfwK7lFyizcMNH7b0pi2RGEuoG/U8+rxOwAxMTYrDtPP227j+7Cql8/NE1AKyNiJ6CI2BH8yokilcrZIMH7gD+x7AhC3SBQ2VhVagjeeCO0a6cEzssvq2PhEq+jI2InoHgtdsrKyti2bRsVFRX+nI8Q4fjDsmPNxhLLjiDUagIes6MTHQ3Tpqn9Z55RdXfCpcaOjoidgOKx2CkqKuLmm28mMTGRLl26WNs53HHHHTz11FN+n6AQOVSYKzhdchqABom+W3YkG0sQai8lJeoBlWJ2/JmNZc/110PHjipW58UXw9eyk5MT0mnUVjwWO1OnTmXDhg0sX77coSrmsGHD+OCDD/w6OSGyOFV8Cg3V/iM9Id3r61hjdsSNJQi1Ft2qYzBY9E0gigraExUF06er/eeeA70Jdahr7OjoYufUqeo7tQte4XGdncWLF/PBBx9wzjnnYLCr8tilSxd27drl18kJ4UF8fDw//PCDdd8VJ4qVWTgtPo1oo8cvLSvWmB1xYwlCxFLTuqGLndRUlRDlD7HjNEDZnmuvhSeegE2bbJlZ4WLZSUlRJq7Tp5Urq2vXUM+oVuHxJ9Lx48fJzMyscrywsNBB/Ai1h6ioKIYMGVLjOH/E64BkYwlCbaCmdcMhXkfT/Jp67lLsGI0wYwZcfTUUWtaXcBE7oKw7InYCgsdurL59+/LVV19Zf9YFzty5cxkwYID/ZiZEHP7IxAJpFyEIdQGHGjtlZaAnuwQqZkfnyiuhRw/bz+EmdkCClAOAx5admTNnMmLECDZv3kxFRQUvvvgimzdv5pdffuHHH38MxByFEFNeXs4bb7wBwK233kpMTIzTcX6z7EiAsiBEPDWtG07TzgGSvK++Xm3Mjo5u3dHbHoVLzA6I2AkgHlt2Bg0aRHZ2NhUVFXTr1o1vv/2WzMxMVq1aRZ8+fQIxRyHElJWVMXnyZCZPnkxZWZnLcXrMjrixBEGoad1wEDt6NePkZJUm7iU1xuzoXH45DB6sCg7aW3lCjYidgOHVq6pt27bMmTPH33MRIhzdsuOrG0uKCgpC7cchZufQIfVD06Y+XdMtNxaoFLClS1W9HScxqCFDxE7A8NiyExUVxbFjx6ocP3HiBFHhUHJbCBl6zI5YdgRBqAmHmJ1gix1QncbDSeiAiJ0A4rHY0TTN6fHS0lJiY2N9npAQueQWWyw7PhQUBLHsCEJdwMGN5WexU23MTjiji53Dh6G0NLRzqWW47cb697//Dajsq7lz55Jslx5oMplYsWIFZ511lv9nKEQM/rLsSLsIQaj9OIidHP+IHbdjdsKVjAyl2IqLYf9+1c9L8Atui53nn38eUJad119/3cFlFRsbS1ZWFq+//rr/ZyhEDH6L2Ym1ZWNpmib1mwShFuIQs/OLfy07JhOUl6v444jCYICWLWHbNuXKErHjN9wWO3v27AFg6NChLFq0iPr16wdsUkJk4rdsLIsby6yZKTWVEh/tumqzIAiRSSBjdkAZRyJO7IByZeliR/AbHmdj6eW/hbpDXFwcX375pXXfGWbNzMlilT7qXcyOBmwF2lstO6DidkTsCELkUdO6EYiYnbg4ZRzRNBW3k5Li0+VCgwQpBwSvUs8PHDjA559/zr59+6rUT5g9e7ZfJiaED9HR0Vx66aXVjjldchqzZga8dWM9A/wDeIFo413ERsVSZiqjsLyQBoRR0S9BENyipnXD6sZK0/wmdgwGlWRVXBzBcTsidgKCx2Jn2bJlXH755bRp04atW7fStWtXcnJy0DSN3r17B2KOQgSgx+ukxKUQE+Wp7TgfeMqyvwFQrqwyU5lkZAlCLUTT7MROVL4tfapJE5+vnZgY4WInK0ttRez4FY9Tz6dOncp9993Hxo0biY+P55NPPmH//v0MHjyYa665JhBzFEJMeXk5CxYsYMGCBZSXlzsd41sm1muAxYHPaUAysgQh0qlu3SgstLXCSiuyWHXS0mzpVD7gUa2dcEQsOwHBY7GzZcsWxo4dCygzZXFxMcnJyTz22GM8/fTTfp+gEHrKysqYMGECEyZMcNkuwvtMrCLA3vWpRI99RpYgCJFHdeuGbtWJjoaEU/5xYenUGrGzf79KKxP8gsdiJykpyfrCbdKkCbt27bI+l5ub67+ZCRGF95lYc4FjgJ5efhqQwoKCUJuxTzs3HA6M2InYwoJNmyoVWFGhigsKfsFjsXPOOefw888/AzBy5EjuvfdennzySW666SbOOeccv09QiAyslh2PMrFKUYHJAOMtW0fLjrixBKH24ZCJdfCg+qFZM79cO+ILC0ZFQfPmal9cWX7DY7Eze/Zs+vfvD8CMGTO48MIL+eCDD8jKyuLNN9/0+wSFyMAas5PgiWVnIXAAaArcbTl2GhDLjiDUZgJRY0cn4t1YIHE7AcCjbCyTycSBAwfo3r07oFxaUjVZAG8sOxXYMrDuBxpb9vMAkwQoC0ItJhA1dnRE7AjO8MiyExUVxcUXX8wpXZYLggXPY3beB3YDDYGJQJrdc/kSoCwItRiHVhEBEjuhiNnZswcefRTy8328kIgdv+OxG6tr167s3r07EHMRIhjPsrHMwEzL/hQgCYgF9LTTU+LGEoRaTCAtO6GK2dE0uPZaePxxeO01Hy8mYsfveFxU8IknnuC+++7j8ccfp0+fPiQlJTk8nxKR9bmF6oiLi+PDDz+07jvDM8vOp8AWIBX4u93xNFQq+mmb2BE3liBEJNWtG9aYnVT/VU/WCZUb67PPYO1atb9hg48XE7HjdzwWOyNHjgTg8ssvd+hGrXenNkldgFpHdHR0jQUj3Y/Z0YAnLft3oASPTn3gEHDKlo0llh1BiEiqWzd0y06T2BOqPTlA48ZOx3pKKMSOyQSPPGL7edMmHy9oL3Y0TfXBEHxCGoEKPqNpmgcVlJcCv6NcV3dVei7NshXLjiDUZnSx0xSLVScjA2Jj/XLtUMTsfPgh/PmnakRaWgpbt6oyOdFedZ8EWrRQ26IiOHECGnpTmV6wx+N/xeDBgwMxDyGMqaio4NNPPwXgyiuvJLrSOzivNA+Tpix61cfsaMATlv1JqOBke+pbtqclG0sQIg1Ng9WrYfFiuOgiKs4/3+W6oYudzAr/urAg+JadigqYNk3tP/QQPP20aoexcyecdZaXF42PV5auI0eUdUfEjs94qzuFOkRpaSnXXnstAAUFBVXEjm7VSY5NJi7aeUyP4kfgFyAOuNfJ82mW7SmSYtMBycYShLDn5El4+22YM0eZNwA++ojSDRtcrht6zE6DUv+LnWAHKC9cCDt2KD1y993wxRewZo1yZXktdkC5snSx06ePv6ZbZ/E4G0sQKuN+JpZedPImwFl3Y5tlR7KxBCGM0TRYvhxuuEEJlbvusvlxAHbvrlZtWLOxiiLbslNaCjNmqP2pU6FePejaVf2s6z6vkSBlvyKWHcFndLFTfbyOGfjOsn+tizFplu0paRchCOHK0aNwwQWwebPtWPfuMHGiEj+tW0NenhI8LtDFTvKZwImdYMTszJkD+/ap6d92mzrWpYva+jVIWfCZkFp2VqxYwahRo2jatCkGg4HFixfXeM7y5cvp3bs3cXFxtGvXjgULFgR8nkL16Gnn1WdibQSOogKTB7gYk2bZimVHEMKWr79WQicxUQmc1ashOxsmT1ZVAjt2VON27nR6utmstBD4v+M5BM+yU1QET1oSSx9+2HZfseyEJyEVO4WFhfTo0YNXXnnFrfF79uzh0ksvZejQoWRnZ3P33Xdzyy238M033wR4pkJ1uGfZ0a06g1ExO87Q3Vhi2RGEsEX/FL/lFnjjDejXzzE1ukMHtd2xw+np+fnKCwYQezxyY3ZeeUWF1GRlwc03247rlp0dO5Sby2tE7PgVj91YvXr1cqivo2MwGIiPj6ddu3aMHz+eoUOH1nitESNGMGLECLfv/frrr9O6dWuee+45ADp16sTPP//M888/z/Dhw52eU1paSqndKy7f5zreQmX0AOXqY3a+tWwvrmZMmmVrl40VEstOPjAV6A3cXMNYQahj6P4Z/VO9MjWIHd2FFR8PxiORadnJz1dZV6Ayseyz5ps1g5QUNWb7dujWzcubiNjxKx5bdi655BJ2795NUlISQ4cOZejQoSQnJ7Nr1y769evH4cOHGTZsGJ999pnfJ7tq1SqGDRvmcGz48OGsWrXK5TmzZs0iNTXV+mih1y8Q/EbNlp1i4CfL/kXVXMnOshMTqt5Yx4ChwKuoooflQb6/IIQ5umVH99dUpgY3li52GqSZlGkEIk7svPCCKn/TsSP89a+OzxkMtj+NT3E7utg5eRIKCny4kABeWHZyc3O59957ecS+XCSqjcTevXv59ttvmTZtGo8//jj/93//57eJAhw5coRGjRo5HGvUqBH5+fkUFxeToL/K7Zg6dSpTpkyx/pyfny+Cx0NiY2OZP3++db8y1pgdl5adn4ESoBnQqZo7pVm2p61urOKKYsyaGaMhGB7XvSjL03bLz8VANtAvCPcWhAggLw8OHFD7nTs7H2Ox7MTu2OF03dDFTpt6x+GICYxGqLSu+0KgA5RPngSLc4EZM5wXDuzSBX75xce4nZQU1Tzs9Gll3XFlSRPcwmOx8+GHH7Ju3boqx6+77jr69OnDnDlzuP7665k9e7ZfJugrcXFxLvs5Ce4RExPD+PHjXT5fs2VHj9e5CKiu7HlVyw4o605ybLKbs/WWzSihcxBoCWQA61B1gUTsCAJgM1U0b27p4umE9u0BiDl5kvGjRkEDxy9Beo2dNvEWF1bjxhAV5bcpBjpm5/nnlYuqWzdw1UXHL5YdUNYdETt+weOvy/Hx8fzyyy9Vjv/yyy/Ex8cDYDabrfv+pHHjxhw9etTh2NGjR0lJSXFq1RGCQ83ZWO7E64DNslNKQoxNFAU+buc34DyU0OkMrASusjy3MsD3FoQIoqZ4HYCkJCWGwGncjm7ZyYr1f7wOBN6NZSkKzdSpyijlDEk/Dz88tuzccccdTJo0iXXr1tGvn/rGu2bNGubOncs///lPAL755ht69uzp14kCDBgwgCVLljgc++677xgwwFUqs+APKioqrBlvw4cPr1JBuXrLzlFAbwF8YQ13qofS32aMhjwSohMorigOcEbWd8CVQCHQH/gKaACca3l+JarNhTTiE4Qa43V0OnSg4sABvvngAzhxwmHd0MVO86jAix1/99A8ccImYCqFjzqg/3l27lTz8Pq7uEXsLHxiL+kt4LLLvLyO4Lll5+GHH2bOnDmsXr2aO++8kzvvvJPVq1czZ84cHnroIQAmTZrEF198UeO1CgoKyM7OJjs7G1Cp5dnZ2ezbtw9Q8TZjx461jp80aRK7d+/mgQceYOvWrbz66qt8+OGH3HPPPZ7+GoIHlJaWctlll3HZZZc5ZLaBYxNQ5zE731u2vYDMGu5kxNYF3Ra3E7gg5Y+AS1FC5yLUXPXf4WwgCtWFfV+A7i/4wiuvvEJWVhbx8fH079+f1atXVzv+hRdeoGPHjiQkJNCiRQvuueceSkpKgjTbWoI7lh2ADh0oBS574YUq64a147k5sGJH03xM/XbCzz+rbadOqnepKzIzlfdO01RTUK+xiJ2YQ3t59VUfriN4V0H5hhtu4IYbbnD5vLsupbVr1zqkqOuBxOPGjWPBggUcPnzYKnwAWrduzVdffcU999zDiy++SPPmzZk7d67LtHMh8JwpO0O5WWUsOXdj2cfruEN94BR63E4uuQFyY20BrkNVdr4WWIhj/Z9ElEBbi4rbaRWAOQje8sEHHzBlyhRef/11+vfvzwsvvMDw4cPZtm0bmZlVRfW7777Lgw8+yLx58zj33HPZvn0748ePx2AwhE18YUTgrtjRM7KcoMfsZFYcVDsBEjugrCr+jKhYsUJtzz+/+nF6RtaPPypjWK9eXt7QInZasZc9e7y8hgD40C6irKyMY8eOYTabHY63bNnS7WsMGTIETa8u5QRn1ZGHDBnC77//7vY9hMCiW3USohOstXFsaLgfr6OTZtmeDnBhwU9QQucC4F2UFacyA1FiZyVwfQDmIHjL7NmzmThxIhMmTABUDa6vvvqKefPm8eCDD1YZ/8svvzBw4EDGjBkDQFZWFtdffz2//faby3tIja5KnDhhSxV3lYmlo9facYI19bwkMJadmBgV72wyKbFTv37N57jLT5YKGuedV/PYLl2U2PElbqe0cSviUGInJ0dVn3YVJyRUj8d/th07dnDeeeeRkJBAq1ataN26Na1btyYrK4vWrVsHYo5CGFN9vM5m4DAQjxIO7hCsZqB67Nd1OBc6YIvbqRqQ7xllwJfAeOAfKBEoeEtZWRnr1q1zqLllNBoZNmyYy5pb5557LuvWrbO6unbv3s2SJUsYOXKky/tIja5K6J/aWVmQXEN2pBtiJ6UwMGLHYAhMkPKZM7B+vdqvybIDNuOXL+nnG04ry04TDmMqKbNqTcFzPLbsjB8/nujoaL788kuaNGnitJqyUHeoPhNLt+oMRgked0izbAPZMiIX+NWyX10Fb13sbADOoAKo3cUELAfeR1mRTtk9NxaQNFJvyc3NxWQyOa25tdVFgMSYMWPIzc1l0KBBaJpGRUUFkyZNsiZVOENqdFXC3eBkUIIoOhoqKqo8ZW0Cmh8YsQNK7BQU+LfWzqpVylrUqhW48zLwR/r58k0ZdCWBRIppwX727GkbiD9XncBjsZOdnc26des466yzAjEfIcKo3rLjabwO2Ft2Atcy4luUdaU70Lyacc1RNXf2AaupOZsMYCuq+vKHqEw0ncYot9kx4A9E7ASX5cuXM3PmTF599VX69+/Pzp07ueuuu3j88cerFEjVkRpdlXA3XgeU0GnTRvVLqMSpUxBNOfF5x9SBAIkd8K9lR3dhuWPVAdufKSdHCa+ajGHOWPmLgctpyVlss8TttGWgu0ZywQGP3VidO3cmNzc3EHMRIhDXmVilKMsGuB+vAw6WnYC1jNBdWK5dGDb0lcWdejunUNagl1BCpz4wEfgfcAD4i2XcBqdnC+7RsGFDoqKinNbcaty4sdNzHnnkEW688UZuueUWunXrxpVXXsnMmTOZNWtWlbhDwQWeWHYA2rVzevj0aWiMxR8TE1Ol6KA/CERhQXeDk3UaNFD1EkE1ifcUTVNVmHPIAiRI2Vc8FjtPP/00DzzwAMuXL+fEiRPk5+c7PITaR2xsLC+//DIvv/xylXYRri07v6DaLTQG3FwcAYeYnYC4sUzAUsu+O2LHk7idj1GCpzUqRucI8Aaq11YUypIEyrIjeEtsbCx9+vRh2bJl1mNms5lly5a5rLlVVFSEsVJkZ5Slam91SRKCBU3zzLIDxHbsyMvAy4MHV2kX0RSLC6tJk4BE3PrbslNaCnosuzvByTq+xO1s3w65uXDAKBlZ/sBjN5YeFHjhhY4mfU3TMBgMmEwm/8xMCBtiYmK4/fbbnT7nui+WHq8zDM8K8qVZtqdIimkC+NuNtQY4garn404xSt2yswollKora/9fy3YSqn5PZUTs+IspU6Ywbtw4+vbty9lnn80LL7xAYWGhNTtr7NixNGvWjFmzZgEwatQoZs+eTa9evaxurEceeYRRo0ZZRY9QDUePqmwsoxHcDGGI6dyZ20HlfsfEACqEp6DATuwEKADF3/2x1qxRgiczs9rY6yp07QrLlnkXt7PSYkw2t2gFe6Ezm/lRxI7XeCx2fvjhh0DMQ4hQXFt29HgdT1xY4JB6HqPM4P617Hxl2Q7HvZd/NyAJyEdll3VzMS4H1dndAIyp5lqg2lKcwFbAUPCU0aNHc/z4cR599FGOHDlCz549Wbp0qTVoed++fQ6WnIcffhiDwcDDDz/MwYMHycjIYNSoUTz55JOh+hUiC/3Tum1b98sB66rALm5HD04Oltjxl2VHd2Gdd55nFZl9aRuhi52y84fBfx/iKhbx8vZdQFvPLyZ4LnYGDx4ciHkIYYzJZOInS3Teeeed5/BN2Hk2Vi5gydGkmprqTrFrBhobiNRzT+J1QL1FzgGWoeJ2XImddyzbobgOeq4HtAF2o6w7Q12ME9xh8uTJTJ482elzy5cvd/g5OjqaadOmMW3atCDMrBbioQsLwNS2LT8B7NnDeUVFRCUmOvbFKiNgYsffMTueBifr+OLG0ltQtrrmbEoOjSR+2RJuPvQ45eULdEOZ4AFuiZ0//viDrl27YjQa+eOP6k3w3bt3r/Z5IfIoKSmxVrouKCggKcnWkdy5ZWcZKtupG9DEw7ulWba2bKyiCn8FKB/GJsIu8eC8c1G/0y8oF1VlNGwurBtruFZ3ROwIEYenwclASWqq9RVesGkTSf36WcVOq+jAih1/WnZMJpuVxVuxc/Cgsmq5ahRfmRMnbG0mzj0X4hrPgLOX8Ff+y6EV/6TFhR740gTATbHTs2dPjhw5QmZmJj179sRgMDgN6pOYnbqH82wsb1LOdewsO34vKqgHJvcFGlU3sBI1ZWStA7ahagld5WKMTg9gMRK3I0QUXlh2HPw9O3eCndhpZowcN9aGDaqgYEoKdHNl2HVBaqpqAH/ggPoTups2rlt1zjrLkqzWoC/Lki/nwoLPiZ45Ay58p9rzhaq4JXb27NlDhqXr2R4JBxcsaJrmxLLjTYsIe9Is2zySYtWK5b+YHd2F5Sx4uDrOQcXi7EZlWFVOb9atOlcAKTVcS7d8Svq5ECFomleWHQd27gRsfbGsTUCbNfNxcs7xZ4CyHq8zaJBqQ+EpXbt6LnZ0S9K559qOfdpjBheu/JzGP7wHmx+quWWH4IBbOX+tWrXCYDBQXl7OjBkzMJvNtGrVyulDqDsUlRdRalK9g2wxO9uB/UAs4EGOppU0y1YjLU69PP1j2SnHJsLcjdfRScWWPl+5HUE58J5lvyYXFtjEziaganVZQQg7Dh6E/HxVKNCTVCR7duwAbAHKDcsDa9nxZ8yOfXCyN3gTt6OLHXtxpPXoycf8BYOmwYwZ3k2mDuNRgYOYmBg++eSTQM1FiDB0q05cVJzV5WQTFOehOod7Sjx6a4nUeOUq9Y9l5xdURlUGyo3lKfpXrMqurO+A45bruuO2a4PK7ioBdnoxD0EIMvqndPv2UKnOltvYiZ04SkgpP6mOh7kbS9O8D07W8bRtRGmpSnUHR7HTujVMZzpmDPDhh1BD/KzgiMfVnK644goWL14cgKkIkYZ9JpatR5pefM+d1gquUHE7ybHlgL8sO7oL6xK8eNlji9upXFxQd2FdD7iTImHEltElriwhAtA/pb11YYHVjXX6tGpqCShFkprq29xc4C+xs3WrKuwXHw99vfmOhOeWnfXrleBp2NDRkNa6NWyiK8vSr1UHpk/3bkJ1FI9Tz9u3b89jjz3GypUr6dOnj0NmDsCdd97pt8kJ4Y3zTKy9lq0v2QJpwGGSY1Wwu3/aRXiacl4Z3bKzDmWViUdZihZbjv/Vg2t1RzUi/QMY7eV8BCFIeBOcXJncXDh1itOn6zvW2AlQI2l/xezoLqxzzvHeqNWpk9oeO6b+DA2dtRG0Qw9OPvdcxz9P69ZqO4NpXGT8CD79VCmj3r29m1gdw2Ox8+abb5KWlsa6detYt26dw3MGg0HETi0kJiaGf/3rX9Z9HeeZWPstW1+6QyvLTlKsigfy3Y21D/gTZVXxJmgalPupEarn1TqUpWcRSvh0xDPXmFRSFoJIRYWKt/EWL4OTrevGE08Qk58P27dz6lT/gBcUBP9Zdnx1YYFqANq6NezZo3RjTaXqnMXrgOqrCrDyZCcqrhtD9PtvK+vO5597P7k6hMf2/D179rh87N69OxBzFEJMbGws999/P/fff79Dj5uqlp0K0Bcyn8ROGgCJ0WWAP9xYX1u2A4B0L69hoGrcjn1tHU++ofawbMWNJQSYL79U0bpvvOHd+WazrYulh5Yd67rRuzexANu3O/bFCqDY8VeAsqfNP13hritL01yLnbQ0W52ePTc+qlLDvvgCVq/2bXJ1BP93YBPqDFX7Yh0BzCiDoSd1bCqjLDvxMSUAlJvLKTeV+3A9X11YOvZxOwcAvXXKDR5eR4/Z2Y9qHCoIAeLbb6G8HB58UGVUecrevVBYqHw4LrqY14hd24hgiR1/WHb27oX9+5VR7JxzfJuPu0HKu3Ypd1dsLPTpU/V53ZW1zdwebrRkf0pVcLdwy7Y5ZcoUHn/8cZKSkpgyZUq1Y2fPnu2XiQnhg8lkYv16VXm4d+/e1nYRVS07ugurGb7p6DQAYqNsFp3C8kLSotK8uFYp8L1l31exY98B/R1UTaHzgCwPr5MKtELFN20EfPzaKAiuOGwJBj51Cl54AR591LPz9U/ns85yyxV26JBK0W7eHF57zURh4XpISKA3ELVtW9DFji8xO7pVp08fqBSa6jHuWnZ0q06fPiooujKtW8PvvyuXGI88Am+/DUuXqkAf+6I8QhXcEju///475eXl1n1XGAIUbCaElpKSEs4++2zAsV1E1b5Y/ojXAd2yE2U4g9FgxKyZKSwrJC0+zYtrrQCKUG0retQwtiZ6A3GoVHNd1HsSmGxPd5TY2YCIHSFgHDpk2589G+64A+rXdz2+Mvqns5surLfegt271aN37xJKSy3rBpC0fTunTkEzDqrBYW7Z8bW+jj32lh1Ncx2X7cqFpaNbdnbvRgXxTJgAc+bA44/D1187P0kA3BQ7P/zwA7t37yY1NVW6ngtWXFt2fBU7aQAYDKdJikniTNkZHzKy9C7nI/EsrsYZcahA5JXAMVThxGu8vFYP4AskSFkIKLplJykJ8vLg+efhscfcP9/DtPP3LPU1s7IgJ6fSkzt2kGcyR0zMjj+Ck3XOOguMRjh5Eo4cgSYuWga6K3asjQwefBDmzlXWne3bvS/6WAdw29fQvn17jh8/bv159OjRHD16NCCTEiKDqtlY/rXswGlb53OvM7L8Fa+jY78KjcI2V0+RjCwhwGiaTezoNVleeEF1mXQXDyw7mzbBxo0QEwPr1sGLL9qeKycKiopoUHowImJ2jh6FbduUBWbQIN/nEx9vC3lyFbdz8qQtFtyVR6qK2GnTBi61tL959VXfJ1qLcVvsVG78uWTJEgoL/dWzSIhEAm3Z8b0Z6E5gB6rY3zAf56Rjvwp568ICm9j5E5DmuUIAyMuDEhXkz9//Dj17qo6Wzz7r3vkmk631thuWnQ8+UNvhwyE9HW6+2fbcHtSndB/WkcIZddCVecMP+Bqz8/PPatu1q2dev+rQ9eKHH6pqAJX59Ve1bd8eMjOdX8Ne7Fg/ku+4Q23nz4eCAv9MthYi2ViC1wQ6Zsd3y46eknk2NTfodJfzUAHGLfHNWtQOSEDFE+3yw7wEoRK6VSc1Vfl19H5KL72kUn5qYvduJZYSEmyfsi7QNJsL6/rrqz4f20mZNQbzozpQr556BAhfLTv+Sjm357LL1HbOHOWm0nWkTk0uLFDuQVCa9aSl4wbDhin3VX4+LFzovwnXMtwWOwaDoUoAsgQk112Ky4utcTTha9nJsWzb+zgfe9JRGVSrUTE73hKFrbmouLKEAKCLHd2CMmqU6nlQWAjPPFPz+boLq3NnFXBSDevXq44QCQlw+eVVn88apt6DV6RaYj4D6MICW8xOaakqFeQpv/2mtv5wYelMmKACuFNTVWmcXr1UzLjJYth1R+wkJNj+nVZXltEIkyer/ZdftjP5CPZ45MYaP348V111FVdddRUlJSVMmjTJ+rP+EOoGulUn2hhNvdh6QBmqujBAcx+vnmbZniYxRq1a3gUo51i2WT7OpzIt8K2OkI7E7QgBpLLYMRhswcmvvKIiZavDgzYR77+vtpddpioGV6G9Ejut8y2v9QCLHd2yAzZPnrtomkfeO7cxGGDsWKUhhw9X87r3XhgyRN1Prw1YndgBJ3E7AOPGqT/8li3wv//5b9K1CLdriI8bN87h57/+1Zd4BSGSiImJYZqlcJXeLsI+XkdZ+A6h6s7EoTqA+4Luxiom1VJswjs3lr4aZPk4n0Chix2ppCwEgMpiB+CSS1SFvF9/haeeIvfhF2jQwEUqtJvByWazTezYu7Ac1o2zzlIHdatDEMVOcbHN0uMOx46pcCeDwfs6itXRvLnKEp87F6ZMUfFB3bqpOJ70dOjYsfrzW7dWZXUcxE5KihI8r7yi3JQX+tKIuXbittiZP39+IOchhBkfbfqIxdsW8+rIV0mNT2V6pQ67rjOxmuN7ineK5RoaGYlKXPnmxqo+3iB06HV/xLIjBABnYsdgUDVZLroI06uv0+PF+7ngr8146y0nnio3085/+QUOHFAhOCNG2I7Hxsba1g37ej8AzZp5/Ot4QlSUygorL1dByg0a1HyOzrZtapuV5bywnz8wGGDiRLjoIrjpJtArugwYUKPH0LllB5Qr65VXVAuJnBxbgI8ASICy4IIHvn+Adze+y2trX3P6fOAysUC9LFMByEhUetxzy44ZWwf2LD/MKRDobSNygLwQzkOolTgTO6C+9Z93HlHlpUxlFm+/rYrxOlBebvvUr8Gyo1t1rryyGnHQpImjfyvAlh3wPkhZ/7VrsrD4g6ws+P57ZYzp3Bluu63mc1yKnbPOUsHKZjO85nzdrsuI2BGqcCD/ADmncwCY9/s8TCYTmzZtYtOmTZgt0X6By8TSSQMgPUG9RD237BwGylHGy8AvrN6Rji2+aWMoJyKEA+XlcPCg/wJMXYkdgwHTNBW7cytvcCHf8+3MNXz+yBpYY3l8/rmaT3IytGzp8hYVFfDRR2q/chaW2Wy2rRua5ljwLghix9vCgsEUO2CLL960yVYypzocqihXRk9DnzvX9y6otQwRO0IVVu5bad3fcXIHy7Yvo2vXrnTt2pViyxvIatlJCIRlB/S4nfqWb2eeW3Zy7Objtrc2BIgrS7Bw//0qoKNbN8+L/znDldgBfokdwjIuIJZyvuci1nA2lz9xNpxteVx9tRrYpYvr3gYo98uxY8pNVDlMpLi42HHdCLLYiQTLjjfoYmfvXieZZpdeqsxFJ0/aagEIgIgdwQk/71MVtYwG9fJ4a8NbVcZYY3YCbNlJjVPfcj3Pxgr34GQdycgSLHzxhdpu2gT33KMEwZgxKrvGm/zpasTOkiUwhdnsT+2K1qoVx5NakUMr9hpaUda0FbRqpaJz77qr2lvoLqyrr1YxMtVirx6CKHY8LSwY7mKneXMVk1RWVjUUiqgoVUASlG9M0tCtiNgRqvDzfiV27uqvFrpPt35aZUxuceWYnQOWra9p5zrKspMar96s3lt2wjU4WUcysgRUV3LdL/Hcc6oIS1mZ+nZ+4YXKKvL006pwjDsUFakic+BU7Hz9NfxBD1a8shFDTg4pJ3K4cVAOWVoOHWJyOPJrDuzY4bxCoIXSUvjkE7V/3XVuzMneshPA6sk63lh2ysps/4ZwFTvR0TbPYpW4HVARz/HxkJ2toscFQMSOUIm8kjw2HFEfvPefez8dG3SkuLzqahG4vlg6aQDUi1V11T2P2cmxbLP8NJ9AoYudjaigaqFOkp2ttq1bq3zk9eth7VqYNEmlOe3apZo+Lljg3vV0q05CgkpLtuPgQdiwQXmnhg9Xx+LiYPFiVQ5n715VGLAmi8g336gU7aZN3ewM3qmT2mZkBC7NyQ5vYnZ271ZF/pKSgmJ88po2bdTWqdhp0ABuuEHtv/RS0OYU7ojYERxYdWAVGhpt67elSb0m3NzrZqfjHLOxSgC9Sax/Y3aSYssBXyw7WV7dfV/ePk4Vn/LqXM/ogKpNVIjN9SbUOdavV9vevW3H+vRRWTWHD9tMJ1u2uHc9exdWpZibr79W2/79oWFD2/EGDZR7q0EDFaN8ww226r7O0F1Y116rvCc10rOnSnt//XX3fgcf8cayo7uwOnSoNlQp5LjMyNLRKyp/8okTX1fdRMSO4IAerzOopaqTfmOPG62xO/Y4ZmPpLqxEvO8CXpk0dcWYMsAby473MTu7Tu6i0yuduPjtiz0+13OiAT21V+J26iwWsXO4Se+qzyUl2UwnLj/dKlFNvI4uduxr4ui0a6csPLGxajtqlBI+lSkshM8+U/tuubBAqYeHH4YgVdr3JmYn3ON1dGoUOz17ql4XFRWShm5BxI7gQGWx0zi5MSPaVV0VHS079i4sf30dUqIpIVrVevfMsmMC9ln2szy+84LsBRSVF7H20FqOFNRQUt8vSNxOnWfdOgAmvNzbajFxQP90y8lx73ouxE5ZGXz3ndof6aKP7aBBqp9kVJQSRmefrdxdP/1kG/Pll0pEtG6tng9HfLHsRLzYAVsa+tNPO/7z6igidgQrZaYyfjuoOuDpYgdgQp8JcC4knJ8ARiitKKWgrADQY3b8Ha8DumUnLlqtVJ5lYx0CKoAYPK2xY9bM/PeP/1p/XrV/lUfne4ekn9dpzpxB274dgN/pxaOPOnEf2X+6uZNh40LsrFypOmZnZjp6zCozerTqFjF2rBI9336rOoAPHqz29azm665z7e6JiYnhvvvu47777rO2mQkm3sTs1Cqxc/XV6lFerio+7twZlLmFKyJ2BCvrD6+npKKEBgkN6NjA9m7/vy7/R+OrGlN8QTHf5nxrdWFFGaJIjU8lMGJHWXZio5TI8cyNlWPZtkR1F3efn/b+xN68vdafVx0IhtiR9PM6zYYNGDSNAzTjGI3YsQM++KDSmFat1PbMGZW5VRMuxI7uwrrkkprbEpx1lurSvWMH/O1vyrW1YoWy8rjjwoqNjeWZZ57hmWeeITY2tuY5+5m6YNk5cKCaBD2jUf0D+/VTNZsuu8y9104tJSzEziuvvEJWVhbx8fH079+f1Xr7Vxe88MILdOzYkYSEBFq0aME999xDiaetbYUq2LuwDHZf16KN0YztPhaAednzrJlY6QnplngePWbH/5adGOMZwFM3Vo5lm+XxXRduWAjYUuqDI3b0thG7gDNBuJ8QThz4XMXr/E5vxo9Xx554opJ1JyEBGjdW++7E7ehip1JK0ZIlauvKheWM1q1VTPHu3XD33TYR0bWrqn8Yrngas3PyJOQq77xDlnw4kpmpLFeaBvv2VTMwMVEp0xYtlJLTLT11kJCLnQ8++IApU6Ywbdo01q9fT48ePRg+fDjHjh1zOv7dd9/lwQcfZNq0aWzZsoU333yTDz74gH/+859Bnnnt46d9yq97XkvHPFKz2czFDS6GU/DVtq/YeEy1NqjaF8tfNXZAt+xEGZW7rLCsEM3tAlneBScXlRfx0WZV+37WhbMAWHtoLWWmMo+u4zkZgN4YcV2A7yWEG9s/UGKnrFsfXnwR0tJU0pVew8aK3tjRnbgdPQPHzrKzb5+qV2g0qgaUntKsGTz/vLr9q6+qNhHVZSyZzWZycnLIycmxtpkJJp5adnSrTrNmjm28whGDwfZyqFH7NmmiClYmJ6sClX//e50sNhhysTN79mwmTpzIhAkT6Ny5M6+//jqJiYnMmzfP6fhffvmFgQMHMmbMGLKysrj44ou5/vrrXVqDSktLyc/Pd3gIVTFrZmubCPt4HVBl34f1GQYvglauMXvVbCCQ1ZNBt+wYyLP0P9coqXDXepdj2WZ5dMfFWxdzpuwMrdNac1Ovm0hPSKekosRadyiw6ALzxyDcSwgX/vgDGu5TYqff33qTkqKKJ4PK0nbQCC4CNf73P+WhWGevk524sXQX1oABkJ7u/ZwzM1XDyrPOqn5ccXExrVu3pnXr1tY2M8HEW7ET7i4sHbfidnR69FCBVkaj6pv13HMBnVs4ElKxU1ZWxrp16xg2bJj1mNFoZNiwYaxa5dx9cO6557Ju3TqruNm9ezdLlixhpAu77KxZs0hNTbU+WrTw5wdy7WFb7jZOFJ8gITqBXk16VTt23WG1qgam47lOGgAGg5lki7vf/SDlHMvWs+rJugvrxu4q3f6c5ucAwXJlDbZslwfhXkK48PSMYjqzGYCWV6iI4TvvVHUA//xTpX9bcfJVfutWuOIK+Oor+MtfLEWTy8psfbXsxI7uwnKWcl4b8TRAOdLETrWFBZ1x2WUwW31R5YEHKr24aj8hFTu5ubmYTCYaNWrkcLxRo0YcOeI85XfMmDE89thjDBo0iJiYGNq2bcuQIUNcurGmTp1KXl6e9bF//36n4+o6erxO/+b9iY1yHUyYGJNo3VeZWIWAHvTmT7GTgCq2B42SVSaH+3E7OZZtltt3O3TmEN/tVjm5Y3uo+KQBzQcAwRI7QyzbX1FFGoXazqZNsHPRRqIxUZ6eaY2vSUuztaR67DE7606l9PP8fJVkc8YS5rV3r4qpQV87Y2JUhUBUEOuyZeqwJ/E6kYxYdpxw553KLKdpqmqkXsyyDhByN5anLF++nJkzZ/Lqq6+yfv16Fi1axFdffcXjjz/udHxcXBwpKSkOD6Eqej+sQS0GVTvuL53+Yt13rLGTYnn4kzQAGiep0vLuZWRV2M0py+07vbvxXcyamYEtBtI2vS1gJ3aCkn7eEWiEEjrVB+gLtYMnnoBeqA+bmLN7OwTA3H236hKxYYOtP6j9p5vZDOPGKctOs2bw8cfq9PnzYcUHFhdW48bWa/70kyoE2LixqjdXF/A0QLlOiB2DAf79b7j4YvWHue22gMwtHAmp2GnYsCFRUVEcPXrU4fjRo0dprGceVOKRRx7hxhtv5JZbbqFbt25ceeWVzJw5k1mzZoUkCK62ULmYoCvG9Rxn3Q9cjR0dFaTcuJ6y8Lhn2TmIrcaOe80GNU2zdnbXrToAZzc7G6PByN68vRw+c9iDeXuDAZsrS+J2ajtbt6r08j56QHqlojfp6baacI89ZokntQtQnjVTs1Y6XrRIubDuv189/eYTruN1RowI7zYI/sQTy47JZCtDU6vFDqhOoi+/rPb/+KNSYFjtJaRiJzY2lj59+rBMt6+iIviXLVvGgAEDnJ5TVFSEsVKBiChLYxb3s3UEew6dOcTuU7sxGowMaOH8767Tv1l/aw2exsmNCazYSQMgM1G51dyz7ORYtq1w9+W94egG/jz2J3FRcVzT+Rrr8Xpx9eia2RWQuB3Bvzz5pBIwF6Q66Yll4Z57VKeI9est8TYtWyqlUlzMS4+obNXXXrNVMH7sMZUKnpivxI7mJF6nrriwwLOYnZwcFeoUF2frKB7u6GInNxcKCjw8OStLVYssKbG5PWs5IXdjTZkyhTlz5vDWW2+xZcsWbrvtNgoLC5kwYQIAY8eOZerUqdbxo0aN4rXXXuP9999nz549fPfddzzyyCOMGjXKKnoEz9CzsLo36k5KXPWuKIPBwNtXvc0959zD1Z2vxlZjx59p5zrKspORFA24a9nJsWyz3L6LHph8ecfLqZ/g2NsruK6sIZbtKsBVpTAh0tmxA959F2Ioo3WhKuPgTOw0bAi33672H3sMtJhYyhupEgWtyGHSJLjpJtv4uDj473+huVGJnW15Suzs2aMsSVFRYJcLUuvxxLKju7Dat3ezqWkYkJJiy6rz2LoTE2MrVLlrl1/nFa5Eh3oCo0eP5vjx4zz66KMcOXKEnj17snTpUmvQ8r59+xwsOQ8//DAGg4GHH36YgwcPkpGRwahRo3jyySdD9StEPK7q6+hER0fz97//3brft2lf+jbta3k28JadBglq9XEvGyvHsnUvE6vCXME7G98BHF1YOgOaD+A/6/4TJMtOJ1TNnePAGqB6l6IQnnz5pfos6dVLpWlX5sknlefg9kGbMP5cDvXr21xUlbj3XnjpJVi9WrmrWuW3pi8HGN5hDw+/2L/K+B49gD6HYQ188ksTbsixubAGDlTBz8Gi8roRbDyJ2Ym0eB2d1q1VMcTdu70o8NimjTpx925bo9laTMjFDsDkyZOZrLekr8Ty5csdfo6OjmbatGlMmzYtCDOLDPJK8jhRfILWaa0dKh+7S03xOnFxcbzyyisuzg58zE79BCV2PXNjZbl1h292fsOxwmNkJGYwvO3wKs/rbj29uGB1mWq+o8ftfIyK2xGxE4lMnarSxkEFD/fqpQw3vXopa83bb6vn7j5/PfyMetLF+1avaTN7tupXNc+URV9+4r6/7MFVB4buGcqyk1PWhPHjbe6cYKecV79uBB5vLDuRKHbWrfPCsgO23PXdu/06J2+45x5V2PnOOwNXvTosxI7gPWbNTN85fdl5cieZSZkMajmIQS0GcV6r8+jZuCfRxur/xfml+Ww4qormDWwx0IsZBN6yU9+yaLnnxvKsevLCP5QLa0y3McREVW1W2D69PQ0SGnCi+ATZR7I5u1mgWzzrYmc58FCA7yX4G01T2U7l5bB9Oxw8qB5ffuk4bvhwaHPadbyOPfffryoWl5TAPmNrMEPKiRyX4w1HlNg5FdeEH+1i3etSvA54FrMTyWIHfBQ7IXZjlZbCm2+qEgp//Wvg7hPymB3BN/44+gc7T6o0gmOFx1i0ZRFTvp1Cvzn9SHsqjYv+exEv/voiJnPlNsqKXw/8ilkz0zqtNc1Smjkdo2kax48f5/jx406CwANv2UmNU/f0t2XndMlpPtuqOhqO6zHO6RiDwWArLhjUuJ1fgEC3qRD8jcGg4ma2boW8PJXy/e9/w/jxysUUHa0yqB5/HFuNkxrETuPGcN99qvjtoLFufLpZqiePudcWoNysWfD7WFW/bgSeumDZ0fXK1q1enNxWldgItWXnu++U0GnWzBZsHwhE7EQ4y3OWA3BRm4v4ecLPPHXhU1za/lLS4tMoLC/k+93fc/c3d3PZe5eRV5JX5Xx3Us6LiorIzMwkMzOTIgcHeB62xpWBs+ykxCmhVrNlpwJbwHQWReVFTPpyEnd9fRcfb/6YIwWOWQcfbfqIUlMpXTO70rNxT5dXDW5xwc5AA6AIWBuE+wmBol49GDRIpZDPnw/Z2WpRP3YM+vWqUEV0oEaxAypA+eRJGDIuSx1w1R/LZAJLKY8r/96ESy9Vh0eNCn7Kuet1IzjoYqe8HCoqXI/Lz7d114g0saOH2vzwg3p9eESYuLH0HnBXXaUEfaAQN1aE8+NeZace1mYYA1sOZGDLgfyDf2DWzGw+vplvdn7DIz88wtKdSznnzXP4/LrPad+gvfV8d+vrOEe36qQDidUN9BJl2UmOVStVzQHKBwATqvJyY975403+s+4/APx79b8BaJfejkEtB3Fey/OYs34OAGO7j6021kmP2wmO2DGiXFmLUHE75wbhnkKwiI9XDzZtUyaH5GRo167G8wwGSE3F5rfYu1dFOVf+dDh+XB03GDA0yuTdd1Xm1zXXVLlkrUcXO6D+1PXqOR+3fbvaZmYGN4DbH3TpoiyGGzaoxqx/+5sHJ+ti5+hRlbsegu6n5eXw+edq/6qrAnsvsexEMGbNzI85SuwMyRri8JzRYKRrZlfuPfdefr7pZ5qnNGdr7lb6z+3Pst2qrlG5qZxfD/wKeCt2Apl2DrplJylGuXNqdmPppn1VY+f7Pd8D0K9pP7o36o4BAztP7mRB9gJu/vxm1hxag9Fg5IbuN1R7Vb244L68fRw6c8j7X8dtpN5OrUfv2tmrl2dfZ5s1U7nRZWU2c4Q9+rHMTIiOJiUFJk2ydo2oU8TH2/arc2XpYifSrDo6N1iWr3fe8fDEtDQfctf9w48/KotURkbgE8JE7EQwG49u5FTJKZJjk+ndxLUpvHeT3qy+ZTX9m/XnVMkphr89nFfXvMr6w+sprigmPSGdsxrW0MLYKYGM1wHdspMYo2rO5JVWdcM5kmPZZmHWzFZRN3v4bDZM2sDJf5zkqzFfMXXQVAa1HERCdAI39byJpvWaVnvV5NhkumWqgIfgxu2sBMqDcD8h6LgZr1OF6Ghb1TtnH1BOup3XVYxGm+CpTuxEaryOzvXXK8vfTz8pg59HhNiVpbuwrrgi8PWNROxEMLoLa1DLQTVmXTWp14Tl45dzY/cbMWkmbl9yO2MXj7WebzR481IItNhJAyDBInZ+3vdzDYGOOZZtFn8c/YMTxSdIjk2mfzNVjyQtPo2R7Ucy88KZ/DThJwr/Wcicy+e4NZPgxu10RbkGC0FvJyDULrwVO+C0+7kVETsOuFNrJ9LFTvPmMGSI2n/3XQ9PDmFGlskEn36q9v/yl+rH+gMROxGMHpw8pNUQt8bHR8fz1hVv8fSwpzFgYPsJZb+tqfmna4Jj2Yk2lpIcE8vevL1sPr65mvE5lm0W3+9WLqzzW53vNKUc8KgmUfDjds637EufrFqH2Qy//672vRE7lbqfOyBix4FmlgRTvV2GMyJd7IDNlfX225Y+au4SQsvOL7+ocKHUVBg6NPD3E7EToZg1s9WyUzlepzoMBgMPDHyAz677jORYFZA2rI23NeQDLXZsrSsu7aBqAC3ZUc2qZVc9WRc7w1r7pz6+btlZd2gdZaZgpIRLU9Bay86dKiA0IQHO8sJ9XF1xFV3sNK3eNVtXuOcetX3qKZUJVxmzOfJjdkBZRuLiYPNmW5KfW4Qw/XzRIrW9/HJcFsj0JyJ2IpRNxzZxsvgkSTFJ1cbruGJUx1H8eduf/DDuB3o16VXt2OjoaMaNG8e4ceMqlX0PtNiJQhc8l3VQ1qevdnxVzXi1+JdVNLW2wPBeyDnSLr0dDRMbUmoq5ffDv/vlmtUzxLL9CZVSL9QadBeWXnjHU+y6n1chjCw7rteN4DF2rOp3lZsLL75Y9fmDB5WLKzrapiEjkbQ0uOwyte9RoHKILDuaZhM7wXBhgYidiEV3YQ1qOcilm6YmWqW1cssqFBcXx4IFC1iwYAFxcXGWoxqBFzugu7KGZvUEVNzO6ZLTTsaVAQcBWHs4l6LyIjKTMq1dy33FobhgUFxZ3VAxSwVAMMSVv3BevFKww5d4HajesnPIki0YBmLH+boRXKKjYcYMtf/ss3DqlOPzugurbVvVzyyS0asPv/eeiodxC13s7NnjwUm+s3Yt7NsHSUlw8cXBuaeInQhl+d7lAAxuNbj6gQHjJKCnODivvOwf0tQdUpI4q+FZmDQT3+36zsm4A4AZiOfrHerD5MLWF3rVK8wVwQ1SjsIWt7M8CPfzB9uAdsA8lBgWnOKr2NEtO/v3V62WF0aWnXBh9Gjo2lVVtH72WcfnakO8js6IEcrCc/AgDm1CqqVFC6UIy8psQjkI6FlYI0c61kMKJCJ2IhCzZmbF3hWAZ/E63qJpGoWFhRQWFtplQ+k1djKAeBdn+oP6lu0pLm2vysE6d2XlWLatWLbnf4D/XFg6wW0bAZEXt/NP1P/hU1RTU6EKmua72GnSRAU5mExw4IDtuKbBkSO2MSHG+boRfIxGS3sOlCvr2DHbc7VJ7MTF2YpHuu3KioqyiecgubI0zSZ2guXCAhE7Ecnm45vJLcolMSaRvk37Bvx+RUVFJCcnk5ycbFf2PRguLNAtO3DaKna+3vk1Zs1caVwOAOWmFqw+uBpQlh1/ohcX3J+/n4P5B/16becMsWx/IvzdQ6tQVZ+NwKyg3PGVV14hKyuL+Ph4+vfvz+rVq6sdf/r0aW6//XaaNGlCXFwcHTp0YEl1aTqBICdH+VJiYlT5W28wGqFVK7Vv78o6eVJ9QwfVUCvEOF83QsP//R/07QuFhfD007bjtUnsgM2V9fHHqnGsWwQ5/fzPP1WMflxccJvTitiJQPR4nYEtBnodr+M7wRI7umXnNANbDqRebD2OFR5j3aHK9WfUon/wTDQmzUS79Ha0Smvl15k4FBcMiiurB5AK5APZQbift2jAA5b9cag6QYHlgw8+YMqUKUybNo3169fTo0cPhg8fzjH7r+12lJWVcdFFF5GTk8PHH3/Mtm3bmDNnDs2aBdIF6wTdqtOtm28pKM7Sz3UXVnq6+iQRrBgM8MQTav+VV5SrB2qf2Bk0SHmm8vPhyy/dPCnIGVm6VWf4cNctPAKBiB2/UwpMB74P2B28STn3P8G27JwiNiqWi9uqaLaqrqwcAP44mg/4L+W8Mta4naC4sqIAvYb68iDcz1u+AH5GuTMfC8odZ8+ezcSJE5kwYQKdO3fm9ddfJzExkXnz5jkdP2/ePE6ePMnixYsZOHAgWVlZDB48mB49evh/ckePqk9TZ4+fVJag1y4sHWdByhKvUy0XX6xaEpSWwpNPqqrK+/ap52qL2DEavWgfEeSMLPvGn8FExI7feRKYAfyVyq6H0opS3lz/pjXexhs0TbMVE6wTYsdm2QGsrqyq9XZyAPjRUi/9wjb+dWHpBLe4IIR/3E4F8KBl/y4C1yfNRllZGevWrWPYMJugNRqNDBs2jFWrnP9fPv/8cwYMGMDtt99Oo0aN6Nq1KzNnzsRUTQZKaWkp+fn5Dg+3GDxYlbV19tDzn/v0cfv3dYqz9HMRO9Vib92ZOxe++07Fj9SvDw0bhnZu/kQXO0uWuNkJPYhurO3blRsrOlrV1wkmInb8ylbgKcv+UVQcg2LJjiV0fa0rt3xxC0MWDOGZlc94FbSnx+skRCcEJV7HNcG37ACMaD8CgDWH1nC04KjduBwAft53EAMGhmYFpiSntbjg4XWUVpQG5B6ODLFsVxCecTsLgC2o9hYPVj/UT+Tm5mIymWjUqJHD8UaNGnFED9CtxO7du/n4448xmUwsWbKERx55hOeee44n9E8/J8yaNYvU1FTro0ULN1/r0dHVP1q0sBVF8Rax7HjF+ecrC095Ofz97+pYhw5KCNUWunaF7t1V+NbHH7txQhAtO7pV54ILlMgMJiJ2/IYGTEI1btTfOYvYdXIXo94bxaXvXsrOkzupF1sPDY0Hvn+A8Z+Np6TC3Sgyhe7CGthyILFRQSg76RJd7AT6m7yjZadxcmP6NFHfir/e+bXluVL0Gjt7TqnGpw0SA9PmuV16OxokNKDMVMaGo56UKvWWnkA9IA/4IQj384QiYJpl/yFswjT8MJvNZGZm8sYbb9CnTx9Gjx7NQw89xOuvv+7ynKlTp5KXl2d97N+/3+VYB/78U32aunrs26esPL4glh2v0TOz9Lid2uLCskcPVHbLlaWLndxcFewTQIJdSNAeETt+478oV0MCMBuAU8Xz6PxqJ77c/iXRxmjuG3AfB6Yc4KURLxFliGLhhoVc8NYFHClw/m3UGZ72w6qelZa5nqppYCU0bKnnwbXsAIxsr0L4ba6s/YBGaUUUx4v8n4Vlj8FgoH9z1Vj0twO/Bew+NqIBi12aSajmoOHCi8AhoBVwe9Du2rBhQ6Kiojh69KjD8aNHj9LYRRZSkyZN6NChA1F2rZU7derEkSNHKCtz3v4jLi6OlJQUh0fYoFt2Dh5UQSggYsdNzj5bZWfp1Eaxo3dCX7HCjU7oKSk2P56zQpV+Yu9eVUzQYHD8+wcLETt+4QRwr2V/Gp9tbURRuYH6CXl0zSznojYX8cekP3jm4mdIiUth8tmT+fqGr0mLT2PVgVWcPedst1oQaJpmtewMzvK1mOAp4FLLvNsDr+GqLUFUVBRXX301V199teXD4jiqYrGBwBYUhMqWHbDF7Xyz6xvKTeXoLqy9ecqi5u/6OpXRu6j/evDXgN7HxlMoC9ouVC2bcCAXm8v2CSB42T+xsbH06dOHZcuWWY+ZzWaWLVvGgAEDnJ4zcOBAdu7cidlsK1mwfft2mjRpQmwwGvP4m4wMSExUQSd6lG2YiZ2q60b48NhjNtdVbRQ79p3Q337bjROCELejW3XOOw8qeaCDg1bHyMvL0wAtLy/Pj1e9WdM0NE3rov2U8z+N6Wgf/ommaWhbj/9FM5vNTs/alrtN6/BSB43paIlPJmofb/q42rtsPrZZYzpawhMJWkl5iY9zftgyZ4Nli6Zp3TRNW+bGuWst45v4OAd3+NNyrwbWIyazScv4V4bGdLQf9vygadocTdPQvtqOFvd4nFZUVhTQGX2z8xuN6WhtX2wb0Ps4slSz/Z9+DOJ9XXG3pubSU9M0k8dn+/o+fP/997W4uDhtwYIF2ubNm7Vbb71VS0tL044cOaJpmqbdeOON2oMPPmgdv2/fPq1evXra5MmTtW3btmlffvmllpmZqT3xxBNBm7Pf6dxZ00DTvv1W/dyunfr5x3B4fYQ/Dz+saf37a9rp06GeSWCYO1e9HAwGTbv5Zk2zvDWcc/31avAzzwRsPgMHqlu8+KL31/DlPSiWHZ/5CXjTsv8fZv/6EgAHz5wNQMeGf7oMfuvQoAO/3vwrF7e9mKLyIq7+6Goe+/ExF4HLu9h4VEn0c1ucS1y0L9+kc4EXLPvvAy+hLCgbgQuBK1FWBFcEKzgZHC076u9iNBi5pN0lgO7KygEg57T62yTEBLb++NnN1P9216ldHC88HtB72RgO3GLZn0Bo3Vl7gFcs+08TCgPx6NGjefbZZ3n00Ufp2bMn2dnZLF261Bq0vG/fPg7rlg6gRYsWfPPNN6xZs4bu3btz5513ctddd/Hgg8EJqg4IlYOUw8yyE+48/jj8+iukpoZ6JoFh7FgYN04Z/958UwViP/ecre6kAwEOUj5zBvREySuuCMgtasZ7jRWZ+PfbWammaV009Q33Fm3v6b2acYZRYzraluO/aZoWa3luU7VXKTeVa3cuuVNjOhrT0a796FqtsKzQbsQhTdOSNU1D256LtiJnsKYsHt7yD63qt/JcTdMma5oWZXkuVtO0KZqm/aBpWmGl8/9tGfMXH+bgLoWazaKRbz36/sb3NaajdX6ls6ZpYzRNQ7vvW7QnVzwZhDlp2lkvn6UxHe3LbV8G5X6KPE3TWmjqb3FHEO9bmTGWOQzz+gphZyVxg7Cb8+23q6/KU6dqWn6+2gdNO3Mm1DMTwoiVKzWtb1/by6N9e037svKy9eab6smLLw7IHL79Vl2+VSvfriOWnZAxG9gENASe5vW1r2PWzFzQ+gLOang2cJFl3KJqrxJtjObFES/yxmVvEG2M5sNNH3L+/PPtWhI8h+p+De0bwHmtfkRVqe0OzAQ8UeNHUZYcUAXg9JdAA8vxDZZ5l1l+v6EUFqZgMBgwGAwUFr4N/GE5JxiWnQRAj6k4bT16cduLiTJEsfn4ZorLtwLKshPI4GR7rHE7B4IVtwOQAsy17L9EaGrv/A68a9l/urqBQqCxt+zoVp3kZPUIAwoLC+3WjXAKrK9bnHsu/PYbzJunYmV27FCVD0aOtAvRCbBlZ+VKtR04MCCXdwsRO16zB1u12OcoqUhkzvo5AEzuN9lyXC8R+YlbV5zYZyLf3/g9DRIasO7wOvrN6cf6w98CKj326g9h7KcxmMyXATEot9NDQFvgEuCMG3d5GpUyfDbgrNZHF+AbVFXca1EByPb1XW7E9oEbDLFjwFlGVv2E+pzb4lwASiqU2MktTKJPUx+LtbmJ3hT0t4PByMiy52JgomX/JoLvzvq3ZXsd4GMVYME37NPPxYUlVIPRCBMmqKJ+DzygWrN9/TVcdJElmU9vGZGToxrM+hkROxGLhkq1LQaGAjfywZ8fkFuUS8vUlozqOMoy7nJUyf9s3LW+DM4azJqJa+iS0YXDBYf5ZudIoJDjhS34ZAscyB9ElPELlIXmTWAY6t/4DUqcOM+oUhxCZV2BEmquKmkZUELoA1R8zma757ranXeuW7+T76RZtqcdjl7a/lJio6B+gmoy2DLtfKKN0UGZkW7Z+e3gb06akgaaZ4GWqNdUMGNOigC9SlnwUs0FFziz7IjYEaohJUU1Qt20Sb1U9uxR8Tw0bap6tVVUgLv1pNykokLFRoGInQijHFUW/2uUe+U1NA1eWq1cQ7f1vc3uA7chtnL/n7p9h9b1W/PLzb8wussl3NZPqewHv1dWG1uLiPqob/bfoSo1JwBLUR9CriozzwJKgIEoC4E7GFAfrDq/okTHIeAcN6/hK3qQsmM9oJHtR9LSElxYWAb9mo4I0nygW6NuJEQnkF+az7bcbUG7r8LenfUyweub9RnKnZqFeg0JIUW37Bw9anM/iNgR3KB9e3j4YbX/xBNQVBplez1V58oqLVXdRkeOdNsCtHEjFBQoodU18D2CXSJixyOOo7Ji9JiXZ4GOrD64mnWH1xEXFcfNvW6udI5nriydlLgU3r1qIGnxsOkYzM8+DcDgVs7q65wNvIcSJm8AzzgZs8/yHFRv1XFrdkAwF9U0y/a0w9GumV0Z0S4dgD2nYVibiwgW0cZoa7uO4Mbt6FwE3GrZD5Y7Sy/Y8Vd8e/0IfqF+ffUJArZUl6ZNQzcfIaK45RZo1UoZBV97Dfe6n3/5pfJJff01fPihW/f55Re1PeccCGW5JRE71fDl9i/t2jlkA/1QJfuTgcXAHQC8vOZlAK7reh0ZSRmVrnKFZbsKZQ1xl0KMRtU08FTxJGKiYslIzLBW763K/2FLJ/8HygVlz0xU0PEQ4AIP5hEOVC4sqAHfYjBcxL9HqE53+/Pi6dgguNXBQhe3o/MMyuq2B9WjKpAcRblKQcVtCSHHYLC5snSxI5YdwU1iY2GapdvLU09BWXM3Cgv+97+2/enTlY+qBsIhXgdE7Ljkpd9eYtR7o7j+k+sxmd9BxafsBdoBv6HEBRwtOMoHfyphccfZdzi5UjNAr+q62IMZvIGqh9OGQa1eYucdO/n9b78THx1fzTl3olxsAOOAny37e7DVAnrcgzmEC2mW7XFUJlAvlIVtGZoWxbsbDWw5fiuGIHfzC01Glj0pwD2W/QUBvtf7qED1s4EOAb6X4Da66+HECbUVsSN4wI03KpdWbi78uL+GjKwTJ1QrdVAZf9u3w7vvOh9rh4idMKdLZhcSomM5p/lioox/RQUjXwKsATpbx81ZP4dycznnND+nmkwgT11ZJSgXGcBUIJoWqS1oluJOa4bnUEKs1LLdgRI4Fag4nUFuzsFGVFQUI0eOZOTIkSEq+65bdmai+kRtABKBuzAYdnFtlzLuGfBC0GelW3Y2HttIYVnNbqT1h9dbe5v5jxtQ/bPWAn/6+dr22LuwhLBBt+zohJHYCf26IdREdDTMmKH2F6yoQex88AGUl3MyqxfbRj+ijj32mGpu64IDB1Q3E6NR9SQLKb6V+Ik83C9KdFI7WtBT0wvafbuzt2Y2lzuMKKso05o910xjOtrbG96u5lq7LNeJ0jTtuBuzfM0yvrmmChd6SqGmaf0s12il2QoF/urFtcKBZzVbYcEMTdOe0DTtREhnpKP//3/Mqb5E/8mik1ryzGQt+rFobX/efj/P4kpN/W3u9fN1dbZYrh+tadoxv1wx7Ar0uUFYzvmFF2zV4kDTNlVfwFQQKmMyaVrXrprWlT/Uayg93ek48znnaBpodzNbS40u0EwZmWr83Lkur/3++2pIr17+masUFQwI08lMyqbCHMt1H8PFb6/nkR+mO4z4bNtnHDxzkEZJjbimyzXVXKsN0BPlBviihvuWYyvW9gC2gnqekGi5TxbK9WZCNf10Fe8T7oxGxYm8hvp9HgLSQzojHd26U5Mr679//JeCsgIqzBX8tPcnP89ivH4X1OvH3+hWnUuAyjFpQkgJY8uOEBkYjap1xh4sr6WTJ+H0aYcx5m07MPz6KyaMvMf15FUk8dsQS9mLxx930YMifFxYIG6sangCuJRo42qGZKnaNE/+9CTPrLRlOunp5rf2uZXYqJpEibuurHdRvZ4ysfVC8oZGwBJUvEsUtgKIkUhzYCEwCZViHz7Y19txhaZp/Gfdf6w/r9y/0s+zGIF6vRxDlR/wJ2bEhRXG6DE7AHFxkJYWqpkIEcz//R906pvMUTLVATtXlskEX12vApO/5WI6nt8YgBlHJ0HjxrB3L8yf7/S6InYignrAl0APJvWdxFMXPgXAA98/wBvr3uCPo3+wYu8KogxR/K3P39y4ni52vgPyXYwxoWrhAEzB9w/2TqgssjX4Uu22sLCQpKQkkpKSpOx7Jdyx7Kzcv5LNx22FGX/Z/4ufZxGDTYg4X3SqUooKtHdVk0nnZ5Q1rR6qSKYQVthbdpo0wWXX4RAg60bkYDCoeju7UOnnJ9YosVNRARPGa3T5XX3hSZ50I2+9pc759qcE8m7/p/rhiSegpMThmgUFsGGD2hexE0H8Y9A/eHCgMttN+nIS4xePB+CqTle5GTjcGeiISv9e4mLMJ8A2VEDubT7OWKcVKnvJN4qKiigqKvJ9OrWMPk37EGWI4tCZQxzIP+B0jG7VGd52OAAbjm7gTKk7rT08Ybxl+wUqa60mxqGKQt5J9YJHt+pcTbhZ1QSgXj1o0EDth6ELS9aNyOHii6EgQwUpr5i/i/JyGDMGdr+9kjbsoTw+mfOeu4KsLBgwQAWJvZ0wEZo3V5HIc+c6XG/1amUVatFCPUKNiB0PmHnhTG7rexsaGr8f+R1wlW7uDAM2684jwDVOHvdanr8TlVYshDuJMYl0b9QdcG7dOVF0go82fQTAY0Mfo2VqS8yamdUHV/t5Jt2APqisu5rSQZdgq8P0Mrb6TJUpAfTCYVJbJ2zRXVlhKHaEyMFggI4jlNjJXb2bkSPho49gnFG5sGJG/wUSEwG47jp1ztsfx8NDD6kfZs6E4mLr9cLJhQUidjzCYDDw8siXuaHbDQD0aNSDQS09SeW+1rLdieoxVPlxAOUuuNNvcxYCjzVu50DVuJ2FGxZSaiqlZ+Oe9Gvaj4Et1Dvf/3E7ABMs2+pcWUXY+lr1sGzvBRY5GfsVkIeKmXJWuVsIC3RXlogdwUdaDVViJ0vbzfffQ2pcCeMTLV94brR94bnmGhXY/OuvsGfoTdCypSrF/Prr1jEidpzwyiuvkJWVRXx8PP3792f16uq/9Z4+fZrbb7+dJk2aEBcXR4cOHViyxJVryL8YDUbm/998Fl6xkEWjF3lYyK4nKoD05WoeKwiXTCPBPaxxOwcdLTv2gcl/6/M3DAaDtVO7/+N2AK5HZe9tQMVqOeNxVAB8C1Q8zm0oN9YNqBgee/RqqTcQJkuF4IxBli9c/SM121IIGywtI9qyi8RE+OnBr4gpOA3NmsGQIdZhTZrYfvxwcSw8Yqm789RTUFiIyWQr6h0uYifkdXbef/99LTY2Vps3b562adMmbeLEiVpaWpp29OhRp+NLS0u1vn37aiNHjtR+/vlnbc+ePdry5cu17Oxst+4XlrUywpyCggIN9YmoFRQUhHo6YceW41s0pqMlPJGglVWUWY8v37NcYzpa8sxkLb8kX9M0TVt/aL3GdLSUWSlahakiALO5RlM1ce508txGTdXKQdO0zyzHyjVNu1Sz1TDaZTmeq2lajOX4n36fZSS+D8N2zmazph08GOpZVEHWjQjkwAFNA80cFaXt21Wmaf/3f6pQzgMPVBn6xhvqqR49NE0rK9O0Nm3UgX/9S9uwQe0mJWlaeXmVU70mouvszJ49m4kTJzJhwgQ6d+7M66+/TmJiIvPmzXM6ft68eZw8eZLFixczcOBAsrKyGDx4MD169HA6XhACTYcGHUiLT6O4opiNxzZaj+tWnTFdx1Avrh6guqUnxSSRX5rvkKHlP3RX1juoYHgdMyp1vwLVr03PrIpGtYLohQpsHgmcRMXqlFuOdwnAPAW/YTBIA1DBPzRpAnFxGEwmWpzItrWHuLFqzN5VV6kKzBs2wJadMfDoo+qJp59m1Y9q7TnnHDUmHAip2CkrK2PdunUMGzbMesxoNDJs2DBW6TawSnz++ecMGDCA22+/nUaNGtG1a1dmzpyJyUW7+dLSUvLz8x0egmcYjUYGDx7M4MGDMRpDro/DDqPByNnNVC10PW7neOFxPt78MQB/62srTRBtjLa6vQITt3MRqiP9CVTpBJ15wEogCfh3pXOSLWNboLIBr8QW9yO1dQTvkHUjAjEaoY2lbcSsWaoVRK9e0LVrlaENGqgMLlCdJLjhBsjMhBMnOPalWgfDxoVFiMVObm4uJpOJRo0aORxv1KgRR44ccXrO7t27+fjjjzGZTCxZsoRHHnmE5557jieeeMLp+FmzZpGammp9tAiHHLgIIyEhgeXLl7N8+XISEiT92BnnNHOM21mQvYByczl9m/aldxPHGkeBjduJBsZa9nXBchxVjRtUcUln74GmqCytFFTc2BrU8nB9AOYo1AVk3YhQdLHz6adq68Sqo3O9ZXl47z3QoqKtgTzJq38AROz4hNlsJjMzkzfeeIM+ffowevRoHnroIV63iwK3Z+rUqeTl5Vkf+/fvD/KMhbpA/+a2jCyzZuaN9W8AOC04GdiMLLDV3PkaOALcB5xCBchXl+nXFVXrSbc7D0NZiQRBqDPoYgeUped61194Lr8c4uNVA/TsbGDoUAB6nv4Bo1G5scKFkIqdhg0bEhUVxdGjRx2OHz16lMaNGzs9p0mTJnTo0MGhi26nTp04cuQIZU76c8TFxZGSkuLwEAR/o6efbzuxjUVbFrHz5E7qxdbjuq7XVRl7TvNzMGBg96ndHClwbsH0jbNQBQNNqGyrhag6T//BJmRcMcwyvgPwzwDMTRCEsMZe7Fx8sWoJ4YKUFLj0UrX//vtYxc4AVtGnSwnh9HEbUrETGxtLnz59WLZsmfWY2Wxm2bJlDBgwwOk5AwcOZOfOnZjNZuux7du306RJE2JjvWmaKdREYWEhGRkZZGRkSNl3FzRIbEC79HYA3L30bgD+2v2vJMcmVxmbGp9K10zlAw+MKwtsgcqLLdvbgLPdPPd6VOyO1NYRvEfWjQjFkn4OVOvC0tENP++/D+Z2HTid1JR4ShnTxnncbagIuRtrypQpzJkzh7feeostW7Zw2223UVhYyIQJarEeO3YsU6dOtY6/7bbbOHnyJHfddRfbt2/nq6++YubMmdx+++2ubiH4gdzcXHJzc0M9jbBGDzw+eOYg4NyFpRPYuB1QneLjLfuNgScDdB9BcI2sGxFI585qm5ICV1xR4/CRIyE5Gfbtg19/M7AqTll3LjT+EMBJek7Ixc7o0aN59tlnefTRR+nZsyfZ2dksXbrUGrS8b98+Dh8+bB3fokULvvnmG9asWUP37t258847ueuuu3jwwQdD9SsIAmBzZen7PRq7LocQ+LidVOAm1Fv8ZSAtQPcRBKFW0bYtLFoE335rbQ9RHQkJNk00bx58elqJnfb7/xfASXqOQdO0mtoe1yry8/NJTU0lLy9P4nfcpLCwkORk5Y4pKCggKSkpxDMKT9YeWku/Of0AmHf5PCb0muBy7K6Tu2j3UjtijDHkT80nPjre5VjvqUCloDeqaWDQicT3YSTOOZTIulF3WLJExe4YjdDKvJvdtEWLicFw6hT48f/uy3sw5JYdQagt9GjUg3bp7WhTvw2ju46udmyb+m1olNSIcnM5aw+tDdCMoglHoSMIQu1i2DBITwezGfbQmuOJLTGUl9saZIUBInYEwU/ERMXwx6Q/+GPSHyTGVG/+DXyfLEEQhOAQGwt/+Yv+k4HjXZQrix/CJ25HxI4g+JGEmASSYt0z2wY+bkcQBCE42JfjSbj0ArUTRmInTLpWCOGM0Wikb9++1n3BP9hbdjRNw2AwhHhGguA/ZN2oW5x/PgweDBUV0GLsUJgOrF0L+fmEQ8EdETtCjSQkJLBmzZpQT6PW0btJb+Ki4sgtymXHyR10aNAh1FMSBL8h60bdIioKli/Xf2qhsrp27YKffrJVHgwhIrcFIUTERcfRt6n65itxO4Ig1CqGhlfcjogdQQgh1ridfRK3IwhCLULEjhBpFBUVkZWVRVZWFkVFRaGeTq3CGrdzQCw7Qu1C1o06ji52fv8dTp0K7VwQsSO4gaZp7N27l71791LHalAGHF3sbD6+mZPFJ0M8G0HwH7Ju1HGaNIGOHUHTYMWKUM9GxI4ghJKMpAzap7cHYNV+zxrnbT6+mQmfTWDIgiEczD8YiOkJgiB4zwWWFPT/hb51hIgdQQgxA1uquB13g5R/O/AbV7x/BV1e7cKC7AX8uPdHHvrfQ4GcoiAIgueEUdyOiB1BCDHnNleurOqKC2qaxve7v+fChRdyzpvn8Nm2zzBgYHjb4QAs3LCQTcc2BWW+giAIbjFkiNpu3AjHj4d0KlJnRxBCjG7Z+e3gbzzw3QNVntc0jeV7l1t7aEUbo/lr97/ywLkP0CmjE1d/eDWfbPmEh394mE9HfxrUuQuCILgkIwO6doU//4Qff4Srrw7ZVETsCEKIOavhWTRMbEhuUS7P/PKMy3EJ0QlM7D2Re8+9l5apLa3HHx/6OJ9u/ZTFWxfz24Hf6N+8fzCmLQiCUDNDhyqx88MPInaE8MZgMNC5c2frvuBfjAYjn1z7CZ9v+9zlmMykTCb0nEBGUkaV5zpldGJcj3HMz57P1GVTWTZ2mfyfhJAj64YAKLHz0kshj9sxaHUsJzA/P5/U1FTy8vJICYN+HYLgD/bl7aP9S+0pM5Xx7V+/5aK2F4V6StUSie/DSJyzIISckyehYUOVgn7okEpJ9xJf3oMSoCwItYCWqS35e9+/AzB12VSpayIIQniQng49e6p9W/OsoCNiRxBqCf88758kxyaz7vA6PtnySainIwiCoAiDFHQRO0KNFBUV0aVLF7p06SJl38OYjKQMppwzBYCH//cwFeaKEM9IqMvIuiFYEbEjRAKaprF582Y2b94s7pEw595z76VBQgO2ndjGW9lvhXo6Qh1G1g3BynnngdEIO3dCTk5IpiBiRxBqESlxKfzzvH8CMP3H6ZRUlDg8f6LoBK+vfZ3z559Pw381dLtqsyAIgtekpsKgQWr/s89CMgURO4JQy/h7v7/TPKU5B/IP8Nqa1ygqL+L9P9/n8vcup8lzTbjtq9v4ad9PnCg+wfO/Ph/q6QqCUBe48kq1/TQ0hU9F7AhCLSM+Op7pg6cD8OjyR2n0bCOu/+R6vtj+BeXmcno27mmN7flq+1cUlBWEcLaCINQJrrhCbX/6KSStI0TsCEItZFzPcXRs0JGCsgIKygrISsviofMeYtPfN/H7337n2YufpW39thRXFPPl9i9DPV1BEGo7WVnQuzeYzfC56wKqgULEjiDUQqKN0SwavYjpg6ez8qaV7L5zN09c8ASdM2wVba/tci0AH2760G/3zT6SLcGogiA4R3dlLVoU9FuL2BFqxGAw0KpVK1q1aiVl3yOIzhmdmTZkGue2ONfp/210l9EALNmxhPzSfJ/v984f79D3jb5S1FAAZN0QnHDVVWr7/feQ7/ua4wkidoQaSUxMJCcnh5ycHBITE0M9HcFPdG/UnQ4NOlBqKq22L5c7/Gftf7jx0xsxaSaOFBxBQ8ROXUfWDaEKnTpBhw5QVgZLlgT11iJ2BKGOYjAYrNYdX1xZz6x8hklfTUJD4/Z+tzPv/+ZhNMjSIghCJQyGkGVlyYokCHUYXews3bmU0yWnPTpX0zQe+d8jPPD9AwBMHTSVl0a8JEJHEATX6K6sJUugpKT6sX5EViWhRoqLi+nXrx/9+vWjuLg41NMR/EiXzC50zuhMubmcz7a6X+zLrJm555t7eOKnJwCYdeEsZl44U2IzBCuybghO6dsXmjWDggIVuxMkROwINWI2m1m7di1r167FbDaHejqCn9GtOx9s+sCt8SaziYmfT+TF314E4OURL/PgoAcDNj9XvPLKK2RlZREfH0///v1ZvXq1W+e9//77GAwGrtDrfggBQdYNwSlGY0hcWSJ2BKGOo6egf7f7O04Wn6x2bJmpjDGLxjAvW8XlLPi/Bdx+9u3BmKYDH3zwAVOmTGHatGmsX7+eHj16MHz4cI4dO1bteTk5Odx3332cd955QZqpIAhV0MXOZ59BRXAaFovYEYQ6zlkNz6J7o+5UmCv4dEv137QmL5nMh5s+JMYYw4dXf8i4nuOCNEtHZs+ezcSJE5kwYQKdO3fm9ddfJzExkXnz5rk8x2QyccMNNzBjxgzatGkTxNkKguDA+edDejqcOAE//xyUW4rYEQTBlpW12XVW1lvZbzFn/RwMGPjk2k/4S+e/BGt6DpSVlbFu3TqGDRtmPWY0Ghk2bBirVq1yed5jjz1GZmYmN998s1v3KS0tJT8/3+EhCIIfiI6Gyy9X+0EqMChiRxAEqytr2e5lHC+s2rfmj6N/cNtXtwEwfch0RnUcFdT52ZObm4vJZKJRo0YOxxs1asSRI0ecnvPzzz/z5ptvMmfOHLfvM2vWLFJTU62PFi1a+DRvQRDssI/bCUIRUhE7giDQLr0dvZv0xqSZWLTF8ZtWXkkeV394NcUVxQxvO5yHz384RLP0jjNnznDjjTcyZ84cGjZs6PZ5U6dOJS8vz/rYv39/AGcpCHWMiy6CpCQ4cADWrg347aIDfgehVuDJh4QQmYzuMpr1h9fz4eYP+VvfvwGqls5Nn9/EjpM7aJHSgrevejvkdXQaNmxIVFQUR48edTh+9OhRGjduXGX8rl27yMn5//buPSjK6o0D+HdBlvuyKDcxghS5KSqiEGSKZhKSmo1CaqJMofbLjMxrmWbOZDpWlFo5NkI5TpqXyCk0G5QyQgV0U1ckIJUugBeSi+iYcH5/MGxusMttL+zu9zOzM8vZ8573eY/vPp49+75nL2PSpH9no1ruDurVqxeKi4sxYMCAVtvZ2trC1tZWx9FbFuYN0sjeHoiLA/bta57dGTlSr7vjzA61y9HREdeuXcO1a9fg6Oho7HBIT6aHTAcA5FzOQVV980Di/RPv40DRAdhY2WBfwj64ORj/Py+pVIrw8HBkZ2erypqampCdnY2oqKhW9YOCgnDu3DkoFArVY/LkyRg7diwUCgW/ntIT5g1qV8sCgwa4boczO0QEAHjI9SFE9IvAqT9PYX/RfgzxHIJl3zevjvx+7PuI6Bdh5Aj/tXjxYsyZMwcjRoxAREQE0tLScOvWLSQnJwMAkpKS0K9fP6xfvx52dnYYPHiw2vZyuRwAWpUTkQFNnAjY2ADFxUBRUfNvZ+lJj5jZ4eJgRD1DQkjzhcqfnv4UifsS0Sga8czgZ/C/kf8zcmTqEhMTsWnTJqxevRrDhg2DQqHA4cOHVRctl5eXo6KiwshREpFWLi7AY481P9fzAoMSIQxwGbQWe/bsQVJSEj755BNERkYiLS0Ne/fuRXFxMTw8PDRud/nyZYwaNQr9+/dH7969kZmZ2aH91dbWwsXFBTU1NZDJZDo6CvN2+/ZtxMXFAQAOHToEe3t7I0dE+vJ7ze94MO1B1d/BbsE4lXIKTlInne7HFN+HphizMTFvUIds3w7MmweEh7d7oXJ33oNGn9nh4mA9X1NTE3744Qf88MMPXPbdzPm4+CDaJxoA4GjjiP0J+3U+0CHLwLxBHTJ5cvOvoRcWAuXletuNUQc7hlgcjAuDEXXO8keWw9fFFzun7kSwu/6+QycigqcnMGoU0LcvUFqqt90Y9QJlbYuDXbx4sc1tWhYHUygUHdrH+vXrsXbt2u6GSmQxJgdOxuTAycYOg4gsxb59gJtb84+E6onRv8bqjK4sDsaFwYiIiHowDw+9DnQAI8/sGGJxMC4MRkREZNmMOrPDxcGIiIhI34y+qCAXBzMNDg4Oxg6BiEwM8wb1FEYf7CQmJuLatWtYvXo1KisrMWzYsFaLg1np+bs80s7R0RG3bt0ydhhEZEKYN6gnMfqigobGhcGIjM8U34emGDOROTHpRQWJiIiI9ImDHWrXnTt3EB8fj/j4eNy5c8fY4RCRCWDeoJ7E6NfsUM/X2NiIrKws1XMiovYwb1BPwpkdIiIiMmsc7BAREZFZ42CHiIiIzBoHO0RERGTWONghIiIis2Zxd2O1rKFYW1tr5EhMx/2roNbW1vLOCuq2lvefKa1pytzROcwbpGvdyRsWN9ipq6sDAP5oaBd5e3sbOwQyI3V1dXBxcTF2GB3C3NF1zBukS13JGxb3cxFNTU3466+/4OzsDIlEovZabW0tfHx88Pvvv3M5+P9g37SN/aKZtr4RQqCurg7e3t4m89t3zB2dx37RjH2jmaa+6U7esLiZHSsrKzzwwANa68hkMp58GrBv2sZ+0UxT35jKjE4L5o6uY79oxr7RrK2+6WreMI2PVERERERdxMEOERERmTUOdu5ja2uLNWvWwNbW1tih9Djsm7axXzSzpL6xpGPtDPaLZuwbzfTRNxZ3gTIRERFZFs7sEBERkVnjYIeIiIjMGgc7REREZNY42CEiIiKzZvGDnerqasyaNQsymQxyuRzPPfcc6uvrtW4TExMDiUSi9liwYIGBItafrVu3ws/PD3Z2doiMjMSpU6e01t+7dy+CgoJgZ2eH0NBQZGVlGShSw+pMv2RkZLQ6N+zs7AwYreH8+OOPmDRpEry9vSGRSJCZmdnuNjk5ORg+fDhsbW3h7++PjIwMvcepD8wb/2Le0Iy5ozWj5Q1h4Z544gkxdOhQceLECXH8+HHh7+8vZsyYoXWbMWPGiJSUFFFRUaF61NTUGChi/di9e7eQSqVix44dQqlUipSUFCGXy0VVVVWb9XNzc4W1tbXYuHGjuHDhgli1apWwsbER586dM3Dk+tXZfklPTxcymUzt3KisrDRw1IaRlZUlXn/9dXHgwAEBQHz11Vda6//222/CwcFBLF68WFy4cEFs3rxZWFtbi8OHDxsmYB1i3mjGvKEZc0fbjJU3LHqwc+HCBQFA5Ofnq8oOHTokJBKJ+PPPPzVuN2bMGPHyyy8bIELDiYiIEC+++KLq78bGRuHt7S3Wr1/fZv2EhAQRHx+vVhYZGSnmz5+v1zgNrbP9kp6eLlxcXAwUXc/RkaS1bNkyMWjQILWyxMREERsbq8fIdI9541/MG5oxd7TPkHnDor/GysvLg1wux4gRI1Rl48ePh5WVFU6ePKl12127dsHNzQ2DBw/GypUr0dDQoO9w9ebu3bsoLCzE+PHjVWVWVlYYP3488vLy2twmLy9PrT4AxMbGaqxvirrSLwBQX18PX19f+Pj4YMqUKVAqlYYIt8czl3OGeaMZ84ZmzB26o6tzxuJ+CPR+lZWV8PDwUCvr1asXevfujcrKSo3bzZw5E76+vvD29sbZs2exfPlyFBcX48CBA/oOWS+uX7+OxsZGeHp6qpV7enri4sWLbW5TWVnZZn1t/WZqutIvgYGB2LFjB4YMGYKamhps2rQJ0dHRUCqV7f6IpLnTdM7U1tbi9u3bsLe3N1JkncO80Yx5QzPmDt3RVd4wy8HOihUrsGHDBq11ioqKutz+vHnzVM9DQ0PRt29fPPbYYygrK8OAAQO63C6ZvqioKERFRan+jo6ORnBwMLZt24Z169YZMTJqD/MGGRNzh36Z5WDn1Vdfxdy5c7XW6d+/P7y8vHD16lW18nv37qG6uhpeXl4d3l9kZCQAoLS01CSTlpubG6ytrVFVVaVWXlVVpbEfvLy8OlXfFHWlX/7LxsYGYWFhKC0t1UeIJkXTOSOTyXrErA7zRucwb2jG3KE7usobZnnNjru7O4KCgrQ+pFIpoqKicPPmTRQWFqq2PXr0KJqamlSJqCMUCgUAoG/fvro+FIOQSqUIDw9Hdna2qqypqQnZ2dlqnzTuFxUVpVYfAL7//nuN9U1RV/rlvxobG3Hu3DmTPTd0qaefM8wbncO8oRlzh+7o7Jzp7NXT5uaJJ54QYWFh4uTJk+Knn34SAwcOVLuF9I8//hCBgYHi5MmTQgghSktLxVtvvSUKCgrEpUuXxNdffy369+8vRo8ebaxD0Indu3cLW1tbkZGRIS5cuCDmzZsn5HK56tbH2bNnixUrVqjq5+bmil69eolNmzaJoqIisWbNGrO8hbSz/bJ27Vrx3XffibKyMlFYWCieeeYZYWdnJ5RKpbEOQW/q6urEmTNnxJkzZwQA8d5774kzZ86IK1euCCGEWLFihZg9e7aqfsstpEuXLhVFRUVi69atJn3rOfMG84Y2zB1tM1besPjBzo0bN8SMGTOEk5OTkMlkIjk5WdTV1alev3TpkgAgjh07JoQQory8XIwePVr07t1b2NraCn9/f7F06VKTXy9DCCE2b94sHnzwQSGVSkVERIQ4ceKE6rUxY8aIOXPmqNX/8ssvRUBAgJBKpWLQoEHi22+/NXDEhtGZfklNTVXV9fT0FBMnThSnT582QtT6d+zYMQGg1aOlP+bMmSPGjBnTapthw4YJqVQq+vfvL9LT0w0ety4wb/yLeUMz5o7WjJU3JEII0a05JiIiIqIezCyv2SEiIiJqwcEOERERmTUOdoiIiMiscbBDREREZo2DHSIiIjJrHOwQERGRWeNgh4iIiMwaBztERERk1jjYMQFz587FU089ZZR9Z2Zmwt/fH9bW1khNTTVKDN3l5+eHtLQ0ve8nJiZG73109+5d+Pv74+eff+5QXT8/PxQUFOg1Juq5mDu6h7nDfHKHWf7quSmRSCRaX1+zZg0++OADGGuh6/nz5yM5ORmLFi2Cs7OzUWLoqIyMDKSmpuLmzZtq5fn5+XB0dDROUDr2ySef4KGHHkJ0dHS7daVSKZYsWYLly5e3+iE9Mn3MHbrD3KHOHHMHBztGVlFRoXq+Z88erF69GsXFxaoyJycnODk5GSM01NfX4+rVq4iNjYW3t3ebdRobGyGRSGBl1XMnCd3d3Y0dgk4IIbBlyxa89dZbHd5m1qxZePXVV6FUKjFo0CA9RkeGxtyhf8wd5pM7eu5ZZiG8vLxUDxcXF0gkErUyJyenVlPRMTExeOmll5CamgpXV1d4enpi+/btuHXrFpKTk+Hs7Ax/f38cOnRIbV/nz59HXFwcnJyc4OnpidmzZ+P69ettxpWTk6P6NDZu3DhIJBLk5OQgIyMDcrkcBw8eREhICGxtbVFeXo6///4bSUlJcHV1hYODA+Li4lBSUqJqr2W7b775BoGBgXBwcMC0adPQ0NCAzz77DH5+fnB1dcWiRYvQ2Niosb9++eUXjB07Fs7OzpDJZAgPD0dBQQFycnKQnJyMmpoaSCQSSCQSvPnmmwBaT0VLJBJs27YNTz75JBwcHBAcHIy8vDyUlpYiJiYGjo6OiI6ORllZmWqbtr4OSE1NRUxMjMZYJRIJMjMz1crkcjkyMjIANE8VL1y4EH379oWdnR18fX2xfv16je0VFhairKwM8fHxqrL22nB1dcUjjzyC3bt3a2yXTBNzB3MHc0fHcbBjoj777DO4ubnh1KlTeOmll/DCCy9g+vTpiI6OxunTpzFhwgTMnj0bDQ0NAICbN29i3LhxCAsLQ0FBAQ4fPoyqqiokJCS02X50dLTqU+L+/ftRUVGhmv5saGjAhg0b8Omnn0KpVMLDwwNz585FQUEBDh48iLy8PAghMHHiRPzzzz+qNhsaGvDhhx9i9+7dOHz4MHJycjB16lRkZWUhKysLO3fuxLZt27Bv3z6Nxz1r1iw88MADyM/PR2FhIVasWAEbGxtER0cjLS0NMpkMFRUVqKiowJIlSzS2s27dOiQlJUGhUCAoKAgzZ87E/PnzsXLlShQUFEAIgYULF3b636UzPvzwQxw8eBBffvkliouLsWvXLvj5+Wmsf/z4cQQEBKh9JdCRNiIiInD8+HE9HQWZGuYO5o6OtmFOuYNfY5mooUOHYtWqVQCAlStX4p133oGbmxtSUlIAAKtXr8bHH3+Ms2fP4uGHH8aWLVsQFhaGt99+W9XGjh074OPjg19//RUBAQFq7UulUnh4eAAAevfuDS8vL9Vr//zzDz766CMMHToUAFBSUoKDBw8iNzdXldR27doFHx8fZGZmYvr06artPv74YwwYMAAAMG3aNOzcuRNVVVVwcnJCSEgIxo4di2PHjiExMbHN4y4vL8fSpUsRFBQEABg4cKDqtfs/3bYnOTlZlayXL1+OqKgovPHGG4iNjQUAvPzyy0hOTm63ne4oLy/HwIEDMWrUKEgkEvj6+mqtf+XKlVZfCXSkDW9vb1y5ckWnsZPpYu5g7uhoG+aUOzizY6KGDBmiem5tbY0+ffogNDRUVebp6QkAuHr1KoDmKdxjx46pvsd3cnJSvenvn3LtCKlUqrb/oqIi9OrVC5GRkaqyPn36IDAwEEVFRaoyBwcHVbJqidHPz0/tugJPT09VzG1ZvHgxnn/+eYwfPx7vvPNOp2NvcX/8LX313/67c+cOamtru9R+R8ydOxcKhQKBgYFYtGgRjhw5orX+7du3YWdn1+k27O3tVZ/SiZg7mDs62oY55Q4OdkyUjY2N2t8SiUStrOVOjaamJgDNFwxOmjQJCoVC7VFSUoLRo0d3at/29vbt3gnSlZhbylpibsubb74JpVKJ+Ph4HD16FCEhIfjqq6+6FUvLsWjrPysrq1Z3tdw/zd4WiUSidZvhw4fj0qVLWLduHW7fvo2EhARMmzZNY3tubm74+++/1co60kZ1dbXZXGhJ3cfcwdzR0TbMKXdwsGMhhg8fDqVSCT8/P/j7+6s9untrZXBwMO7du4eTJ0+qym7cuIHi4mKEhIR0N/RWAgIC8Morr+DIkSN4+umnkZ6eDqD5U6O2CxS7w93dXe3uFwBQKBSd2qakpKTVpySZTIbExERs374de/bswf79+1FdXd1me2FhYbh48WKrJNheG+fPn0dYWFhHDpOoFeaO7mHu6Bk42LEQL774IqqrqzFjxgzk5+ejrKwM3333HZKTk7v9Jh84cCCmTJmClJQU/PTTT/jll1/w7LPPol+/fpgyZYqOjqB5KnbhwoXIycnBlStXkJubi/z8fAQHBwNovnOivr4e2dnZuH79uk6nX8eNG4eCggJ8/vnnKCkpwZo1a3D+/Pl2t9myZQvOnDmDgoICLFiwQO0T4HvvvYcvvvgCFy9exK+//oq9e/fCy8sLcrm8zfbGjh2L+vp6KJXKTrVx/PhxTJgwoVvHT5aLuaN7mDt6Bg52LIS3tzdyc3PR2NiICRMmIDQ0FKmpqZDL5TpZ5yI9PR3h4eF48sknERUVBSEEsrKyWk01d4e1tTVu3LiBpKQkBAQEICEhAXFxcVi7di2A5rtAFixYgMTERLi7u2Pjxo0623dsbCzeeOMNLFu2DCNHjkRdXR2SkpK0bvPuu+/Cx8cHjz76KGbOnIklS5bAwcFB9bqzszM2btyIESNGYOTIkbh8+TKysrI0/nv06dMHU6dOxa5duzrcRl5eHmpqarROcRNpw9zRPcwdPYNEGGt5TSLqtLNnz+Lxxx9HWVlZhxaMS0xMxNChQ/Haa68ZIDoi6qksPXdwZofIhAwZMgQbNmzApUuX2q179+5dhIaG4pVXXjFAZETUk1l67uDMDhEREZk1zuwQERGRWeNgh4iIiMwaBztERERk1jjYISIiIrPGwQ4RERGZNQ52iIiIyKxxsENERERmjYMdIiIiMmsc7BAREZFZ+z/XQzQ5lquFRAAAAABJRU5ErkJggg==\n" + }, + "metadata": {} + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "### 🏠 Example 4: Characterising event aligned activity of wheel velocity and paw position\n" + ], + "metadata": { + "id": "b3pezG2FwkRs" + } + }, + { + "cell_type": "markdown", + "source": [ + "In this example we will show how to\n", + "\n", + "\n", + "1. Load in trials, wheel and pose data using SessionLoader\n", + "2. Smoothing the wheel trace\n", + "3. Plot the paw trace for a given trial\n", + "4. Compute and plot the average wheel and paw trace for all trials" + ], + "metadata": { + "id": "ikqG68Kga9Rn" + } + }, + { + "cell_type": "code", + "source": [ + "# 1. Load trials, wheel and pose data\n", + "from brainbox.io.one import SessionLoader\n", + "from one.api import ONE\n", + "import numpy as np\n", + "\n", + "one = ONE()\n", + "eid = '4720c98a-a305-4fba-affb-bbfa00a724a4'\n", + "sl = SessionLoader(eid=eid, one=one)\n", + "sl.load_trials()\n", + "sl.load_wheel()\n", + "sl.load_pose(views=['left', 'right'])\n" + ], + "metadata": { + "id": "e3DohXBDb-SM" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "code", + "source": [ + "# 2. Smoothing the wheel trace\n", + "# When using the sessionloader the wheel trace is automatically smoothed and the velocity and acceleration computed\n", + "\n", + "# Get the interval for the 100th trial\n", + "t0 = sl.trials['intervals_0'][100]\n", + "t1 = sl.trials['intervals_1'][100]\n", + "idx = np.searchsorted(sl.wheel['times'], np.r_[t0, t1])\n", + "\n", + "import matplotlib.pyplot as plt\n", + "fig, axs = plt.subplots(3, 1, sharex=True)\n", + "axs[0].plot(sl.wheel['times'][idx[0]:idx[1]], sl.wheel['position'][idx[0]:idx[1]] - sl.wheel['position'][idx[0]]) # subtract first position point\n", + "axs[0].set_ylabel('Position')\n", + "axs[1].plot(sl.wheel['times'][idx[0]:idx[1]], sl.wheel['velocity'][idx[0]:idx[1]])\n", + "axs[1].set_ylabel('Velocity')\n", + "axs[2].plot(sl.wheel['times'][idx[0]:idx[1]], sl.wheel['acceleration'][idx[0]:idx[1]])\n", + "axs[2].set_xlabel('Time')\n", + "axs[2].set_ylabel('Acceleration')" + ], + "metadata": { + "id": "_ONUvri8gEb8", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 467 + }, + "outputId": "066da274-c34b-4f1c-a7e5-90e8ac05fae1" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "Text(0, 0.5, 'Acceleration')" + ] + }, + "metadata": {}, + "execution_count": 54 + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
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\n" + }, + "metadata": {} + } + ] + }, + { + "cell_type": "code", + "source": [ + "# 3. Plot the paw trace for a given trial\n", + "\n", + "# compute the paw speed for left and right camera (note 'paw_r' is always the paw closest to the camera)\n", + "from brainbox.behavior.dlc import get_speed\n", + "paw_left_speed = get_speed(sl.pose['leftCamera'],sl.pose['leftCamera']['times'], camera='left', feature='paw_l')\n", + "paw_right_speed = get_speed(sl.pose['rightCamera'],sl.pose['rightCamera']['times'], camera='right', feature='paw_r')\n", + "\n", + "# left camera\n", + "idx_left = np.searchsorted(sl.pose['leftCamera']['times'], np.r_[t0, t1])\n", + "# right camera\n", + "idx_right = np.searchsorted(sl.pose['rightCamera']['times'], np.r_[t0, t1])\n", + "\n", + "fig, axs = plt.subplots(2, 1, sharex=True)\n", + "axs[0].plot(sl.pose['leftCamera']['times'][idx_left[0]:idx_left[1]], paw_left_speed[idx_left[0]:idx_left[1]])\n", + "axs[0].set_ylabel('L cam paw speed')\n", + "axs[1].plot(sl.pose['rightCamera']['times'][idx_right[0]:idx_right[1]], paw_right_speed[idx_right[0]:idx_right[1]])\n", + "axs[1].set_ylabel('R cam paw speed')\n", + "axs[1].set_xlabel('Time')" + ], + "metadata": { + "id": "epQkGMWMpV_M", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 467 + }, + "outputId": "acd22fc6-c91b-4bdf-91cd-5c288c9f2d01" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "Text(0.5, 0, 'Time')" + ] + }, + "metadata": {}, + "execution_count": 55 + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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\n" + }, + "metadata": {} + } + ] + }, + { + "cell_type": "code", + "source": [ + "# 4. Compute and plot the average wheel and paw trace for all trials\n", + "# Find times when first move is detected\n", + "events = sl.trials['firstMovement_times'].values\n", + "\n", + "from brainbox.singlecell import bin_spikes\n", + "# Compute raster of wheel in 0.05s bins between 0.5s before the first move is detected to 1s after the first move is detected\n", + "bin_size = 0.05\n", + "pre_time = 0.5\n", + "post_time = 1\n", + "wheel_raster, times = bin_spikes(sl.wheel['times'], events, pre_time=pre_time, post_time=post_time, bin_size=bin_size, weights=sl.wheel['velocity'])\n", + "paw_raster, times = bin_spikes(sl.pose['leftCamera']['times'], events, pre_time=pre_time, post_time=post_time, bin_size=bin_size, weights=paw_left_speed)\n", + "\n", + "left_idx = ~np.isnan(sl.trials['contrastLeft'])\n", + "right_idx = ~np.isnan(sl.trials['contrastRight'])\n", + "wheel_psth_left = np.nanmean(wheel_raster[left_idx], axis=0)\n", + "wheel_psth_right = np.nanmean(wheel_raster[right_idx], axis=0)\n", + "paw_psth_left = np.nanmean(paw_raster[left_idx], axis=0)\n", + "paw_psth_right = np.nanmean(paw_raster[right_idx], axis=0)\n", + "\n", + "# Plot the psths\n", + "fig, axs = plt.subplots(1, 2, gridspec_kw={'wspace': 0.5})\n", + "axs[0].plot(times, wheel_psth_left, c='green')\n", + "axs[0].plot(times, wheel_psth_right, c='yellow')\n", + "axs[0].legend(['left', 'right'])\n", + "axs[0].axvline(0, c='k', linestyle='--')\n", + "axs[0].set_xlabel('Time from first move (s)')\n", + "axs[0].set_ylabel('Wheel velocity (rad/s)')\n", + "\n", + "axs[1].plot(times, paw_psth_left, c='green')\n", + "axs[1].plot(times, paw_psth_right, c='yellow')\n", + "axs[0].legend(['left', 'right'])\n", + "axs[1].axvline(0, c='k', linestyle='--')\n", + "axs[1].set_xlabel('Time from first move (s)')\n", + "axs[1].set_ylabel('Paw velocity')\n" + ], + "metadata": { + "id": "bzPG5VmOsx1Z", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 467 + }, + "outputId": "8d4b4c5a-e59f-408c-8489-13de2c475fe3" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "Text(0, 0.5, 'Paw velocity')" + ] + }, + "metadata": {}, + "execution_count": 56 + }, + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
" + ], + "image/png": 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+ }, + "metadata": {} + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "### Example 5: Aggregating cluster data across insertions" + ], + "metadata": { + "id": "bo2iucdK0JRg" + } + }, + { + "cell_type": "markdown", + "source": [ + "In this example we will show how to\n", + "\n", + "1. Search for insertions passing through a chosen brain area\n", + "2. Load in relevant data for each insertion to create a table containing cluster amplitude and brain location\n", + "3. Download a clusters table for all BWM data\n", + "2. Aggregate features across regions\n", + "3. Plot features on atlas slices\n" + ], + "metadata": { + "id": "Qzk4cpxBWDxO" + } + }, + { + "cell_type": "code", + "source": [ + "# 1. Search for insertions passing through a chosen brain area\n", + "\n", + "from one.api import ONE\n", + "from iblatlas.atlas import AllenAtlas\n", + "import pandas as pd\n", + "one = ONE()\n", + "ba = AllenAtlas()\n", + "\n", + "acronym = 'VPL'\n", + "insertions = one.search_insertions(atlas_acronym=acronym, query_type='remote')\n", + "print(f'No. of insertions in {acronym}: {len(insertions)}')" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "mzwetdm5nqLf", + "outputId": "de96bd57-d111-4316-91ed-22fb44571452" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "No. of insertions in VPL: 26\n" + ] + } + ] + }, + { + "cell_type": "code", + "source": [ + "# 2. Load in relevant data for each insertion to create a table containing cluster amplitude and brain location\n", + "\n", + "all_clusters = []\n", + "for pid in insertions:\n", + " eid, name = one.pid2eid(pid)\n", + " # Load in clusters data that we need, amps and channels attributes\n", + " clusters = one.load_object(eid, 'clusters', attribute=['amps', 'channels'], collection=f'alf/{name}/pykilosort')\n", + " # Load in channels data that we need. This gives the Allen CCF location of each channel\n", + " channels_atlas_id = one.load_dataset(eid, 'channels.brainLocationIds_ccf_2017', collection=f'alf/{name}/pykilosort')\n", + " # Use channels_atlas_id and clusters.channels to compute the atlas_id of each cluster\n", + " clusters['atlas_ids'] = channels_atlas_id[clusters['channels']]\n", + " # Use regions object to convert atlas ids to acronyms\n", + " clusters['acronyms'] = ba.regions.id2acronym(clusters['atlas_ids'])\n", + " # Convert clusters object to pandas dataframe and add the pid as a column\n", + " clusters_df = clusters.to_df()\n", + " clusters_df['pid'] = pid\n", + " # Append table from individual pid to list\n", + " all_clusters.append(clusters_df)\n", + "\n", + "\n", + "# concatenate into one big table\n", + "all_clusters = pd.concat(all_clusters)" + ], + "metadata": { + "id": "pxziGlb9oOgF" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "code", + "source": [ + "# display the table\n", + "from IPython.display import display # import module to display dataframe nicely\n", + "display(all_clusters)" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 424 + }, + "id": "PdetceD7NDdj", + "outputId": "b592d1de-ea12-4973-b9b2-21676cfea8d7" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/plain": [ + " amps channels atlas_ids acronyms \\\n", + "0 0.000037 0 997 root \n", + "1 0.000056 1 997 root \n", + "2 0.000029 1 997 root \n", + "3 0.000028 1 997 root \n", + "4 0.000066 1 997 root \n", + ".. ... ... ... ... \n", + "590 0.000091 278 733 VPM \n", + "591 0.000087 311 733 VPM \n", + "592 0.000078 311 733 VPM \n", + "593 0.000065 318 733 VPM \n", + "594 0.000084 266 718 VPL \n", + "\n", + " pid \n", + "0 bef05a5c-68c3-4513-87c7-b3151c88da8e \n", + "1 bef05a5c-68c3-4513-87c7-b3151c88da8e \n", + "2 bef05a5c-68c3-4513-87c7-b3151c88da8e \n", + "3 bef05a5c-68c3-4513-87c7-b3151c88da8e \n", + "4 bef05a5c-68c3-4513-87c7-b3151c88da8e \n", + ".. ... \n", + "590 e8129a86-b5a9-4d2e-9e9c-09689c9bf0b3 \n", + "591 e8129a86-b5a9-4d2e-9e9c-09689c9bf0b3 \n", + "592 e8129a86-b5a9-4d2e-9e9c-09689c9bf0b3 \n", + "593 e8129a86-b5a9-4d2e-9e9c-09689c9bf0b3 \n", + "594 e8129a86-b5a9-4d2e-9e9c-09689c9bf0b3 \n", + "\n", + "[21766 rows x 5 columns]" + ], + "text/html": [ + "\n", + "
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Download a clusters table from all BWM data\n", + "\n", + "# In step 2. of this example showed how we can build our own clusters table using insertions we are interested in.\n", + "# As part of the brainwide-map we have also released a table containing all clusters from the brain-wide map dataset.\n", + "# Here we show how this can be downloaded and loaded\n", + "\n", + "from one.remote import aws\n", + "s3, bucket_name = aws.get_s3_from_alyx(alyx=one.alyx)\n", + "\n", + "# Define where the table will be saved\n", + "table_path = one.cache_dir.joinpath('bwm_features', 'clusters_table.pqt')\n", + "# Download the table\n", + "aws.s3_download_file(\"aggregates/2022_Q4_IBL_et_al_BWM/clusters.pqt\", table_path, s3=s3, bucket_name=bucket_name)\n", + "\n", + "# Load in the file as a pandas table\n", + "clusters_table = pd.read_parquet(table_path)\n", + "\n", + "# Display the table\n", + "display(clusters_table)" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + 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\n" + ], + "application/vnd.google.colaboratory.intrinsic+json": { + "type": "dataframe", + "variable_name": "clusters_table" + } + }, + "metadata": {} + } + ] + }, + { + "cell_type": "code", + "source": [ + "# 4. Aggregate features across regions\n", + "\n", + "# Restrict table to just good clusters\n", + "clusters_table = clusters_table[clusters_table['label'] == 1]\n", + "\n", + "# Group the pandas table by region acronyms\n", + "regions = clusters_table.groupby('acronym')\n", + "\n", + "# Find the mean firing rate per region\n", + "fr_region = regions.firing_rate.mean()\n", + "\n", + "# Get out the values as arrays, the acronyms are stored in the index of the table\n", + "# and the mean firing rate as a column\n", + "acronyms = fr_region.index.values\n", + "fr = fr_region.values" + ], + "metadata": { + "id": "Id_Hhrd04C8m" + }, + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "code", + "source": [ + "# 5. Plot features on atlas slices\n", + "\n", + "# import ibllib atlas module\n", + "from iblatlas.plots import plot_scalar_on_slice\n", + "from iblatlas.atlas import AllenAtlas\n", + "import numpy as np\n", + "ba = AllenAtlas()\n", + "\n", + "# compute colormap levels\n", + "levels = np.nanquantile(fr, [0.1, 0.9])\n", + "\n", + "# plot coronal slice at -2000 um from bregma\n", + "fig, axs = plot_scalar_on_slice(acronyms, fr, coord=-2000, slice='coronal', background='boundary', cmap='Blues', clevels=levels, ba=ba)\n", + "\n", + "# plot sagittal slice at -2000 um from bregma\n", + "fig, axs = plot_scalar_on_slice(acronyms, fr, coord=-2000, slice='sagittal', background='boundary', cmap='Blues', clevels=levels, ba=ba)\n", + "\n", + "# plot horizontl slice at -2000 um from bregma\n", + "fig, axs = plot_scalar_on_slice(acronyms, fr, coord=-2000, slice='horizontal', background='boundary', cmap='Blues', clevels=levels, ba=ba)" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 1000 + }, + "id": "pXLcSD__4G8G", + "outputId": "30c1fd34-0f04-47e2-bd2a-d3f11e1e7030" + }, + "execution_count": null, + "outputs": [ + { + "output_type": "display_data", + "data": { + "text/plain": [ + "
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\n" 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\n" 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\n" + }, + "metadata": {} + } + ] + }, + { + "cell_type": "markdown", + "source": [ + "---\n", + "\n", + "\n", + "> 📘 **FURTHER READING**\n", + "> * [Navigating the atlas website](https://github.com/int-brain-lab/iblbrainviewer/blob/main/docs/atlas_website_using_the_website.ipynb)\n", + "\n", + "\n", + "---" + ], + "metadata": { + "id": "f7KuXrQ_kerq" + } + }, + { + "cell_type": "markdown", + "source": [ + "# FAQ\n", + "\n" + ], + "metadata": { + "id": "GSvi21Dn84wJ" + } + }, + { + "cell_type": "markdown", + "source": [ + "Where can I find out more information about the IBL?\n", + "- [IBL website](https://www.internationalbrainlab.com/)\n", + "\n", + "How can I easily explore the IBL data available?\n", + "- [IBL visualisation website](https://viz.internationalbrainlab.org/)\n", + "\n", + "Where can I find more information about the Brain-wide map?\n", + "- [Brain-wide map technical paper](https://figshare.com/articles/preprint/Data_release_-_Brainwide_map_-_Q4_2022/21400815)\n", + "\n", + "Where can I find out more information about available dataset releases?\n", + "- [Publically available IBL data](https://int-brain-lab.github.io/iblenv/public_docs/public_introduction.html)\n", + "\n", + "Where can I read more about the science conducted in the IBL?\n", + "- [List of publications](https://www.internationalbrainlab.com/publications)\n", + "\n", + "Where can I find out more information about ONE?\n", + "- [ONE documentation](https://int-brain-lab.github.io/ONE/)\n", + "\n", + "Where can I find out more information about ibllib and brainbox?\n", + "- [ibllib documentation](https://int-brain-lab.github.io/iblenv/010_api_reference.html)\n", + "\n", + "Where can I find out more information about iblatlas?\n", + "- [Atlas examples](https://int-brain-lab.github.io/iblenv/atlas_examples.html)\n", + "\n", + "Where can I find out more information about different IBL datasets?\n", + "- [Description of public datasets](https://docs.google.com/document/d/1OqIqqakPakHXRAwceYLwFY9gOrm8_P62XIfCTnHwstg/edit#heading=h.hnjqyfnroyya)\n", + "\n", + "Where can I find help?\n", + "- Issues with the data? Post an issue here: https://neurostars.org/ with the tag `ibl`\n", + "- Alternatively post an issue here: https://github.com/int-brain-lab/iblenv/issues\n", + "- General questions about the datasets or publications? Email: info@internationalbrainlab.org\n", + "\n", + "\n", + "> *All data are made available under the CC BY 4.0 license.*\n" + ], + "metadata": { + "id": "gW2bvvEzxjG4" + } + } + ] +} \ No newline at end of file diff --git a/projects/neurons/README.md b/projects/neurons/README.md index d025dbd889..77f276d31c 100644 --- a/projects/neurons/README.md +++ b/projects/neurons/README.md @@ -2,23 +2,6 @@ Scroll down for project templates associated to these datasets. -## Steinmetz - -The Steinmetz dataset ([youtube](https://www.youtube.com/watch?v=WXn4-FpVaOo)) contains 39 Neuropixels recordings of 400-700 neurons each from across the mouse brain during a visual behavior task. This dataset was used by the most groups last year, as it is great for exploratory analyses and is relatively well supported with code and many included experimental and behavioral variables. You should still try to ask specific questions, i.e.: "does the superior colliculus offer a parallel or complementary visual processing pathway to visual cortex?" - -Credit for data curation: Marius Pachitariu, Scott Linderman - -| | Run | View | -| - | --- | ---- | -| Main notebook | [![Open In Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/NeuromatchAcademy/course-content/blob/main/projects/neurons/load_steinmetz_decisions.ipynb) | [![View the notebook](https://img.shields.io/badge/render-nbviewer-orange.svg)](https://nbviewer.jupyter.org/github/NeuromatchAcademy/course-content/blob/main/projects/neurons/load_steinmetz_decisions.ipynb?flush_cache=true) | -| LFP and waveform notebook | [![Open In Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/NeuromatchAcademy/course-content/blob/main/projects/neurons/load_steinmetz_extra.ipynb) | [![View the notebook](https://img.shields.io/badge/render-nbviewer-orange.svg)](https://nbviewer.jupyter.org/github/NeuromatchAcademy/course-content/blob/main/projects/neurons/load_steinmetz_extra.ipynb?flush_cache=true) | - -### References: - -- Steinmetz, N. A., Zatka-Haas, P., Carandini, M., and Harris, K. D. (2019). Distributed coding of choice, action and engagement across the mouse brain. Nature, 576(7786): 266-273. doi: [10.1038/s41586-019-1787-x](https://doi.org/10.1038/s41586-019-1787-x) - -- url: [neurostars.org/t/steinmetz-et-al-2019-dataset-questions/14539/72](https://neurostars.org/t/steinmetz-et-al-2019-dataset-questions/14539/72) - ## Stringer The Stringer datasets ([youtube](https://www.youtube.com/watch?v=78GSgf6Dkkk)) contain simultaneous recordings of 10,000 or 20,000 neurons from mouse visual cortex either during the presentation of gratings or during spontaneous behaviors like running, whisking and sniffing. These datasets are a little more advanced because you have to work with many neurons simultaneously. They are exciting, because they give a taste of what's to come in neuroscience. @@ -51,13 +34,27 @@ Credit for data curation: Marina Garret, Iryna Yavorska, Doug Ollerenshaw - Garrett, M. et. al. (2023) Stimulus novelty uncovers coding diversity in visual cortical circuits. bioRxiv doi: [https://www.biorxiv.org/content/10.1101/2023.02.14.528085v2] -# Project Templates -Click on each image below to see a full browser version! +## International Brain Laboratory + +The International Brain Laboratory (IBL) brain-wide map dataset ([youtube](https://www.youtube.com/watch?v=N69nvrnmq9g)) includes data from 699 Neuropixels probe insertions across 281 brain regions, recorded during a standardized visual decision-making task. To help users get started, a dedicated project and step-by-step tutorial are available. For more advanced users, the IBL ONE tutorial demonstrates how to access the full range of IBL data using the Open Neurophysiology Environment (ONE) API, enabling deeper exploration and custom analyses across the entire dataset. + +Credit for data curation: Mayo Faulkner + +| | Run | View | +|-----------------------|------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------|--------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------| +| Analyze prepared data | [![Open In Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/NeuromatchAcademy/course-content/blob/main/projects/neurons/IBL_BWM_Neuromatch_tutorial.ipynb) | [![View the notebook](https://img.shields.io/badge/render-nbviewer-orange.svg)](https://nbviewer.jupyter.org/github/NeuromatchAcademy/course-content/blob/main/projects/neurons/IBL_BWM_Neuromatch_tutorial.ipynb?flush_cache=true) | +| IBL ONE tutorial | [![Open In Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/NeuromatchAcademy/course-content/blob/main/projects/neurons/IBL_ONE_tutorial.ipynb) | [![View the notebook](https://img.shields.io/badge/render-nbviewer-orange.svg)](https://nbviewer.jupyter.org/github/NeuromatchAcademy/course-content/blob/main/projects/neurons/IBL_ONE_tutorial.ipynb?flush_cache=true) | + +### References -## Flow of information through the brain during a sensorimotor task +- International Brain Laboratory et al. (2023) A Brain-Wide Map of Neural Activity during Complex Behaviour doi: [10.1101/2023.07.04.547681]([https://doi.org/10.1101/2023.07.04.547681]) +- Findling et al. (2023) Brain-wide representations of prior information in mouse decision-making doi: [10.1101/2023.07.04.547684](https://doi.org/10.1101/2023.07.04.547684) - + +# Project Templates + +Click on each image below to see a full browser version! ## Effect of stimulus context and behavior state on visual representations @@ -67,3 +64,6 @@ Click on each image below to see a full browser version! +## Brain-wide map of neural activity during complex behaviour + + \ No newline at end of file diff --git a/projects/neurons/template_images/BrainwideMapIBL.svg b/projects/neurons/template_images/BrainwideMapIBL.svg new file mode 100644 index 0000000000..5dd42ef818 --- /dev/null +++ b/projects/neurons/template_images/BrainwideMapIBL.svg @@ -0,0 +1 @@ + \ No newline at end of file